diff options
-rw-r--r-- | new_schofield.nb | 36470 |
1 files changed, 16863 insertions, 19607 deletions
diff --git a/new_schofield.nb b/new_schofield.nb index b3ace69..1d6e433 100644 --- a/new_schofield.nb +++ b/new_schofield.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 1165204, 21689] -NotebookOptionsPosition[ 1145003, 21360] -NotebookOutlinePosition[ 1145397, 21376] -CellTagsIndexPosition[ 1145354, 21373] +NotebookDataLength[ 1091642, 18945] +NotebookOptionsPosition[ 1083577, 18813] +NotebookOutlinePosition[ 1083973, 18829] +CellTagsIndexPosition[ 1083930, 18826] WindowFrame->Normal*) (* Beginning of Notebook Content *) @@ -25,8 +25,7 @@ Cell[BoxData[ CellChangeTimes->{{3.817548726786456*^9, 3.817548838429791*^9}, { 3.817579586526174*^9, 3.817579588547625*^9}, {3.8176251109891653`*^9, 3.817625112168749*^9}, {3.8176254615736647`*^9, 3.817625462650483*^9}}, - CellLabel-> - "In[149]:=",ExpressionUUID->"e595a667-7f25-4f98-9f12-a321a236d113"], + CellLabel->"In[1]:=",ExpressionUUID->"e595a667-7f25-4f98-9f12-a321a236d113"], Cell[CellGroupData[{ @@ -64,8 +63,7 @@ Cell[BoxData[{ 3.81762584825317*^9}, {3.817626018033968*^9, 3.8176260183177137`*^9}, { 3.817663520836796*^9, 3.817663527972684*^9}, {3.817663582652149*^9, 3.817663582839945*^9}}, - CellLabel-> - "In[150]:=",ExpressionUUID->"c239eacb-bd0a-49ce-8667-3aa72e4020c9"], + CellLabel->"In[2]:=",ExpressionUUID->"c239eacb-bd0a-49ce-8667-3aa72e4020c9"], Cell[BoxData[ RowBox[{ @@ -98,7 +96,7 @@ Cell[BoxData[ 3.817664802762989*^9, 3.81766483117656*^9}, {3.817664863597609*^9, 3.8176648843718557`*^9}, {3.817664977236157*^9, 3.817665003913262*^9}, 3.8176650486087637`*^9, {3.817666520433958*^9, 3.81766652831031*^9}}, - CellLabel->"In[99]:=",ExpressionUUID->"b0293560-4bfa-4de2-84b0-335927f7dbea"], + CellLabel->"In[5]:=",ExpressionUUID->"b0293560-4bfa-4de2-84b0-335927f7dbea"], Cell[CellGroupData[{ @@ -161,25 +159,24 @@ Cell[BoxData[ 3.817620366471381*^9}, {3.817625755050593*^9, 3.817625785196938*^9}, { 3.817625855158732*^9, 3.817625933259389*^9}, {3.817626021714408*^9, 3.8176260359581003`*^9}, {3.8176261569605293`*^9, 3.817626157278273*^9}}, - CellLabel-> - "In[153]:=",ExpressionUUID->"3d566693-1b4e-4bc5-b33b-b8036e1e4822"], + CellLabel->"In[6]:=",ExpressionUUID->"3d566693-1b4e-4bc5-b33b-b8036e1e4822"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"A", "\[Rule]", - RowBox[{"-", "4.704112966196344`"}]}], ",", + RowBox[{"-", "4.7041129661955585`"}]}], ",", RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "0.10599424935557819`"}], ",", + RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "0.10599424935558727`"}], ",", RowBox[{ RowBox[{"FC", "[", "0", "]"}], "\[Rule]", - RowBox[{"-", "3.0139824654804324`"}]}], ",", + RowBox[{"-", "3.013982465480352`"}]}], ",", RowBox[{ RowBox[{"FC", "[", "1", "]"}], "\[Rule]", - RowBox[{"-", "0.9956839089360535`"}]}], ",", + RowBox[{"-", "0.995683908936006`"}]}], ",", RowBox[{ RowBox[{"FC", "[", "2", "]"}], "\[Rule]", - RowBox[{"-", "0.04568459097897419`"}]}]}], "}"}]], "Output", + RowBox[{"-", "0.045684590978969965`"}]}]}], "}"}]], "Output", CellChangeTimes->{ 3.817561286441853*^9, 3.817561420490069*^9, 3.817561452135456*^9, { 3.817561512454604*^9, 3.817561517595207*^9}, 3.817561585719215*^9, @@ -227,9 +224,9 @@ Cell[BoxData[ 3.817664109962291*^9, 3.817664274608094*^9, 3.817664463710967*^9, 3.8176646147589073`*^9, 3.817664804500786*^9, 3.817664837913732*^9, 3.817664888223516*^9, {3.817664979000359*^9, 3.817665005249496*^9}, - 3.817665050841535*^9, 3.817666529326723*^9, 3.817707205358016*^9}, - CellLabel-> - "Out[153]=",ExpressionUUID->"f676952c-992f-4ebe-a4d1-30e21dd4d0ca"] + 3.817665050841535*^9, 3.817666529326723*^9, 3.817707205358016*^9, + 3.81822949082181*^9}, + CellLabel->"Out[6]=",ExpressionUUID->"f8dd23a8-4473-4667-87e3-89502375c967"] }, Open ]], Cell[CellGroupData[{ @@ -244,7 +241,7 @@ Cell[BoxData[ RowBox[{ RowBox[{"RF", "[", "2", "]"}], "[", "\[Theta]", "]"}], "/.", RowBox[{"B", "->", - RowBox[{"ruleB", "[", "g1", "]"}]}]}], "/.", "sol1"}], "/.", + RowBox[{"ruleB", "[", "h1", "]"}]}]}], "/.", "sol1"}], "/.", RowBox[{"\[Theta]c", "\[Rule]", "\[Theta]c1"}]}], "]"}], ",", RowBox[{"{", RowBox[{"\[Theta]", ",", @@ -259,204 +256,203 @@ Cell[BoxData[ 3.8176262061761208`*^9}, {3.8176374709933147`*^9, 3.817637472394459*^9}, { 3.8176405306118803`*^9, 3.81764053152619*^9}, {3.8176407139007196`*^9, 3.817640715271174*^9}, {3.817663620966742*^9, 3.8176636222101192`*^9}, { - 3.817666515543281*^9, 3.817666525799995*^9}}, - CellLabel-> - "In[154]:=",ExpressionUUID->"a4f082dc-c86b-4fae-a5ca-c1981cd9d9cf"], + 3.817666515543281*^9, 3.817666525799995*^9}, {3.8182295108588133`*^9, + 3.818229514729796*^9}}, + CellLabel->"In[8]:=",ExpressionUUID->"a4f082dc-c86b-4fae-a5ca-c1981cd9d9cf"], Cell[BoxData[ TemplateBox[{ "General", "munfl", "\"\\!\\(\\*RowBox[{\\\"Exp\\\", \\\"[\\\", RowBox[{\\\"-\\\", \ -\\\"17851.66136326923`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ -normalized machine number; precision may be lost.\"", 2, 154, 144, - 25019439459511732134, "Local"}, +\\\"17851.6613632677`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ +normalized machine number; precision may be lost.\"", 2, 8, 1, + 31485507172710603002, "Local"}, "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{{3.817666517288512*^9, 3.817666530774806*^9}, - 3.817707207513198*^9}, + CellChangeTimes->{3.818229515005769*^9}, CellLabel-> "During evaluation of \ -In[154]:=",ExpressionUUID->"36ce886b-a17b-4e11-a0fa-9283b3f2481b"], +In[8]:=",ExpressionUUID->"eb74a8d4-2e1a-4641-aad3-0af1ca19e193"], Cell[BoxData[ GraphicsBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ 1.], LineBox[CompressedData[" -1:eJw12nk01N//B/CJEllCPsgehZSIFJFBiDZrRRGJQkglayKiLNl3Zt5KKCFb -QpoXWcteisiSyh6SULbva875/f7hPM7zdV/vO/fe93vGHNtsrhrbMZBIJCn8 -Qf8taM4uqaj4G0h6zInHR0JAS+65kZw8+uCZGtYDoeC4wch3lyw6vVptX1Ao -lBXGdUpIobOe71XaFgamm4QCeQTRe/b9TDAJh/BXMoN/GNBfpMesH0XAqrBe -Stn7WbThM2b3aNgxN1ZX0oYuaxKMSIiG4+/CfhU0o892uQ2URkOKe5ve03q0 -1ujQ8Hw0HGg7vZBcgdarz450iwFXfztTn0fow+eP+V2Kha9DARzq19HZtGl3 -yXiYkuQ5+dcFvVdZRupwPPxzzHxQcgX97FznI6t44PndwLbLDp0wFbSSGA96 -jOys/GboU/05R5gS4LlE4sbZQ+gtWzfZf06AysvSR/IOonljuadmE6DxWXmw -/QG082DcYbZEGFL8smFAHq25tGSpngi82tvWN0ugrVh/n05PBF/bZ6QsFvQm -TpMH55Ig9ImaxgUmNKfib8nrSZAw2eInxIh+EVoWez8JCtxmVmOWfwFpeS56 -pCQJvt9VWvGbRn9rvnebNRmOZcJf84/oauJ1UkEybB3+MMv+EA22X0d7U0CA -JT2TREU7NOZKTaaA0G4ns98p6OBDv7SXU0D0+npadxxaoMpXUCgVdqzuC8m4 -j97gWKd2NhX28iaIqriitd96uLangoKKzftdzuiQoJNP+lNhn8WeIBFH9FD1 -eNVkKhx4VD/OaItuLCDFM6fBoT0LL1rPoPloN5rV00Bf1+y4LRn97rJHQmYa -HHXYvnZaDd0d9GG8MA2Oh88U6qugj67nFaelgcH7+3xyiuigD+0qn9Lg1Pny -ob+S6CmRJ1wbKHDBXcArkgO9R77ktiUFvLK+ZFb0zQBp1uH2jn8U4OkWza3s -QRc/oQ4zUKGA5WIRrQudL+gayUqFUacx2psOdItEdJIQFcwU57ve1aG75/PD -DlFhf9XmTb156NPfedh8qPD+lzFnXw76F/990wAquEgk8A5ko61i9YNDqJAV -LCTx7SH6U6tAViIV/juxU20iHs358snnIirMfdZyWfJFf0/N3/GDClGswW4r -3uhMSQ+OCSrsPvTWe80DrTmyeWiGChfTDe4xXkdv2bT56DJe/5JFOusl9JDH -W1FuAlySiCz2i/TrrUu5wEfApndDuZut0R5HZiOECNCSdSjfchb9ey02V5KA -wt833wueRAd3sc2rEHB8R3m38DG0SFJ4gjoBo6eX+0X16K/viY7EYQLEKgIm -JLTQdW0V644TEOUfuX73frTeB/aPFnh99qf71URmwL9sZXbEm4CZ3F7DFQE0 -Q85D4jYB145zXKHxof32pWoGEOAWdoPQ4EK/ZO7SDiHAh0WdWWc9evmy9rEE -ApafuIozrUM3hAmbJaOjdL0ilqbBn/aLwzCNAIbNXEMxU9O4PmLEukcEbGbN -Kk7txNztqJxLLgHcR1lHhVsxfxIU9CmfAN4QV6H0BswTblbIFBIgtFE16HEF -5lV52xJfECCqm14uWYLmMbr7/CUB4kEbpp7koVOtJEvKCZBmbD+dl47jd566 -H/CagF1aSmFyKeitDR7HgYA9d1KgMBatXbGBsZoApTVb6dJgHP9D7Nz+WgKU -1d9ZKPuj7U2MiusIUPOVi67wwvqwoMPCDbg/S3//0pww9zDxLHtLgM5Bqz2a -lzCvGB4de0eAnletTY0Vuse+kLkZ96tsZ6KOOdZrJI3ytBBgsBDR1GCMZhDM -5GglwHj/3Jr+cazn81v5gz5903xfsw7a5iBzUxsB5iU0+5NkrP+c0/ugnQCL -3xKUdmXMM3kj1DsIsFII6TBWQGvmKvWhba5Nbfi4C50WMOrwnoBLBSYHz+xA -KyZXfkc7TJe5fBbBfgrdDSc+EOC0RyTjHD86jlMsE+3qHNjVx0Wf73LPOPpG -7iirNStaUp1DtJMA94kTGkPr0edt2jTRXjLFbrarU3j/9yuaoG858D8dXpgC -/zxOI7r9n/j22f9C12qqaaEDR4a4JsbR3hmbxNDBknq6zt/RtkYdk3i9ULs8 -7+k+7LdkmPkE/eAx9/NrXeis6FQTdNQ3j2+/29H9k40/8fXEivfxub9DH5PU -8kAnXNA6vliD7p4QnMH1SE7P9vd+jf2/fHQ0Q6cNsL1YLsVc9vLhAlxPQuT6 -2O0CtDJ7xQKu9yPLLuF1OVi/XezbHvTT3ofBGyiYewVSnHD/ErpvPZxPQH+4 -4XUX9zfg45nKkSj0hSOXI5oIONvGPvv2LlrCutwTz4du8yjbq9to8tAh80YC -FN/WSOV6Yv+gap7deJ7YarwsI5zQRZf+PsHztwimnn6XsL76p6RJDQE/KuVi -Xa0xdzYdnsbzSiv90Whsirldqvk6PM+uOUb7+NTQZ6rqg8rwfGTvNmDej/XP -rJTrSwnQf7zR8a8c5kMcZX9L8H6hviZ6JTDnSRM5iPdXZ/RO1nRW+nzU5cWf -ElAVsV4yegPW90VVLGcRkBc2oBGw9hNIA15N7x7jfgXFu9v+Ru/XrtRMJ+CA -17oh6d6f4L+Z/2YaPg+2u39Z3voR83Vf23jiCOC88ZKPtQ29qC55JxqfV07O -J36+QUcprimFE5Bi/bmsMAfH+1v+4rpDwOqRwsiD3phnjO4g7AkY1w7P2eWG -+VBUj6UdAV2al+uEXDC3zXfksiGgQFV4afUC5oS3yZlzeP7lQi7V6GPuOANW -Jwio471w6PhWtJVuuoscAb7TAv6vuNE7pJ7u3oX3f2PnGxk29MTW+H583mZ6 -6emxrE2Cf5bGGRERAoK+yJnUf0d/NdXbzIb3+6NVe40CdJd8Qy2+H9TJpsXt -OzIJpEFp0/EoKvgyne7K0ECX/eE9HEYFpYHNAlsOYv3M7ezoICpkRgUSv3Zj -rqlyhdObCkG/HXPyuTF3smRLsKGCTrlKlXT/BJBYr5Ba92J/7a4JoZsTuF/3 -Dhu+pUDRQb+POS7oTdm+lDcUoMpLgbI9uqwhaOgVBTyFPGJMz6Gjdsmb5lNA -Zo5XJVwT+6kNqXbFUCAq43TwEjs628r30lkKnGP4JNaTNY7vx81f/n5Lg1/Q -eSqxewzvd7NQk2+p4PRC07LpzCj4q0glUZqT4R3FziKkdBj87YYtHY0SwYP0 -d5G09wc+nzfKsvyIA8OCLUbixd+AtMbWWe4bA2wmP9JbeIbw/ImyuH+MBD5X -yQiFmEEgiYH+V/kwYCcdGtbq78PPJ7HlC1eC4XCFqpRbdg+QhMYoJVsCgM9h -awb/ky4gyTuOelbdguIVW46Oy51A4tCJYYu9CT+DI0uWz3cAKSnlbJjnVXg6 -+qPooxH6i1Zspf5VsDuqVpivjd6e0cQheBX62MfyrGXQuS2mvDQXaInTyq79 -047Pi1WPog0ukPfoT3J4OFqv5eL2VCfoufVyVdmtDUjNc878Aw7QO2EQ5ynT -jOf516hHsy1Ibn+xO5MTvX2F9DbLFlwtBOo65ptw/z+rqN6xBaaW739katBO -uaKB+21BPt/rTN85es68/+GjixDsmiGg9eAdkPZJnRS4YwMKf+bTWWcagWTN -zCt8xhp8ZS1UlD+hOYedU5SsodGuusO2Ei1220GFxxosP4Ux0O6j0ytelGVY -wf2XYrau2+j17kLOlPPQ73VU6qNxA/a72HybYgEhq5Q86os6IDGzEO7tZuC5 -p2cgmIJOty37kGwG9ud5ua8GoV2fizpdNAM9WoQ7+RS67O7kyYUzwHTbjzw4 -V4vr9Yatb9sZuLti3bFtH9rf/bVowCm4vSzx53HRG1yfS9LWV43BZbe11IMU -tHSbrbyGMZy3SDO/GYDuzg1S4zKGQ5U8NB1jdFJvEHOJESz7bLg3/Ksa5yc4 -f3XZELyWhvml96I5rS6S9hrAyJyJ12krwNf/Uy9wSR/EFWuE+HfRfTMrMFMf -zl9TqPo8TwMSSXiRy1AfPv3k3GgZgR48ktqdpQf1wy1xF1+/BpJh1UeOc0fg -cfeRAlfBSqy/GSrZrw2DvC9NFEZeAal9VW5TtDYInZJc+F2EJnEb3tLWhtiO -9eoeR9Hp8qJseYch4F11k69XBZ7/4x09d7XgQqXqSGhXGZAKZDlVDTQg7V9O -6PEMtFjrGAurBnQrC+zhuIqu0rVviyCD4YtFt2gmdHq8U3qgOmjkv2BIUnqJ -++Vk/sxbDUTS5UQyY1/g/LeKuVKVoTdQ4hQYFKH5f7K83gvWhRq7F0XQYudo -IlZ7YbjfknHvVCHOV33zHoa9MKuSVPgoHF21wVDtmDwwz7BxBL8twP3abyL/ -XhacyiYfJAfno/8+zs6WBs8tUmqsO9BVP+ykWaUh0OXC+K2aPPrnL27CVQpS -tn/StSbR3WXroikJDVGwJun9DK/3zzThnwSIO8RcK3F+gt6jtjtBFPbUNotK -stH9fWo+VQRURDe2JuZk4/WO/c3PFAbDjz4yPiNZmG9zGKkVBF9Nu2+aFzIx -1/jpo8AP99OI6OK1x+gTScVn+CBu4TN5BxVNYjr42Z8XcvJOpjH3ZqB9cqb6 -eaB7q/KpNtNHaIdd2u+44LvbdUbN3w/p8/H+ycEF0225hUXRaP+3ekFnOIEp -eBtHQms65qZH1o2xw6Xv/0WU43OcRGIfNHjFDL4poeNpLRR0CzwI3Ahxhmu6 -/pvoVgh+asIE1ZWja7p3U9Exsj6s60Eo/tW1To8k9HnRLcVrtMZfv5+FlyWi -Z4K5mlZoN0/uHtb+m4BO85efXaK1bqScfeEdjxaoaXdepHnbfoxzfhWHdj9l -/GaeJlnN3rZjORZdyvZnxx+an/ftwwn4XCWRzK5SBWZpu7tKfU/SotFqZzOf -zdC6FadfMq1FoY+/T02col3oAbMpUiS6u5H5xhitIla+5XzAA/Qg2w6OERr3 -iYeabYzh6LtXgxq+02ohQKaAKQTdeGxL/CBN2Os3Vez+PTTzwQDjPpq7gu2W -aJZgdLrH5Zefaa0TnffWhd1FF6R+MvtEk8rUWb7GFoi2n2zb/4Hmf77UdejB -HfRojolRO62bT+qH8WZ/+nipWsMmms0jueLgbb7oqsp5j3oaz39caZe3e6M1 -vMn8b2j192bv6kl50OfrfuhiJc3j3wfnnTJu9Dxj5/0XNGnnF6c3yV5D+2++ -r/6cVgKyfp+snOj9NASMMml8mTOGSXaX0CTj/6JSaN6hxeJnr1jTXX75QTit -YmBy9MCQKd3h2vweNNKpH/wevZp02/cNGdLaT6n5M+2XJqP9zTaJ0kb9GM29 -50/QPadUd5m258/S/fLps3QnbNgfSNv336tZgesX6f4jzBRH65BbFDN3cqC7 -cEnoIc3lqJJB4qWraP8/uoI5tGCFcppjwXW0NdPi7SJaJ3R9DMm7iR5k8Rkq -o4mfmJ98kuOJ5iTxClXRrvXwrG/M9kEbSm/QqKVVXVYUHHl8m94/e1NfI+3e -P+mtjB3+9P5Ckr9baHs0yx7HGASgNSJ3VXfQPt07Ii/eGoh2TTtZ10nb/t+l -I5pNweiCc4qBvbSmc3/et+vfp1/vzpzaAO36o7vnrRtD0N/DieSvtGq5jJt+ -deHoypyX4z9o9u4K6zZrR6DVxHM0Rmmcr6vDqW8i0abEYMk4TW7HTEe/VTRa -vpd/cZoW0PgyUVI0Bs3L++DiL9qnK36WLv10x5jI9czSbhdxjK1YxNH7cXfP -/aE1k2VJwmcT0Qf/lg4s0/Idtr4jdiahbZTLx1ZpUbEb4sT/0n3BvzaABCYj -fVLSSSlovj165QzQExFhoPiJgn7CLRS9ESrLvLeWZlLRO40M+5iBMnTpm/JN -At3u5KiwCeRTCVXR0HR6/5cGC2wwN+XRtn3nI/ShSz9vcsEPRpd9w1F03+Cl -kLnhE79tcvYi3V92APsWeKlleFGmMQN9kfvsSx7wTpBekLucSSb5h/WMkvlh -nfpnEdXMJ2g4tGuLGMwatwUusz0lk6qcf0alisHQ5brR1250J2+Rk9wGtdGF -RRraOdjv9gMeLXG4/yNEV/fbM3RgYUDcduB4cNDFaNtzMknjdEd/xk5YfSj/ -gTsE7Z+wrc5ABqZLJZU7Z9BVI/NDKzJg78pyZ5d1ATpystZ6NxxN+XM0X64Q -bSMgpikHHFMt/cWtRWSS2FQFV6kCqLGkWgqvoTX+bWngVYQr2+2/BMsVk0np -mcw3PBWh8SxDj3lUMf08ZuSr74OAhv0f14xKyKRBo/ziT0qwkE40Hfv4AvsX -mf7cpwKDJtfKvvWW4fzaN06ZagDHVfUDJ9jKyaSZdu+ncRpwKJS1tFQNrbFE -DHRqQEpVZnEIhW7z8VenNcFUtidfzqqCTGr3HFC01oK3TIczfYZekUlR2ZJC -odpQVM4Ts2WMRiZZu8Y+UtGHu/PjHWHCgPPzzTwRqQ+nFau51hujCzTG7v3Q -h6Vc5+i5CrR89tensUdB3PBio6NuFb4+nbhH88fA8XBlwzH+anw9pRXnu07C -v50u9eyVb3D+EuL9d4zhop75sP4ntLWKOeWFMTRf0mYKnkHft76XMWYM1AwB -3dXtNWRSo0HRXWMT0BJuqJt6gC7LfpQsZQphnGJ1bVa1ZJL9qVbmgVMgtNBR -E81YTyYx8zp0BJhDUfp6PRNhdPuhXXo0c9A/eqCZ5wA9H4xl+GcO7pS0zkRH -9JNcda3rZ6Ht8OUflA70zKbDk3bnICBqmSmHaCCTkjhlf5hbwshOqaNvVN9i -rjooVGENRRa32mdvNOP1FaMuKtvBY47uisUwdG2rxfA5O4ivUsxczUDr8VYH -+dmB5/YJr02d6KoNWgINdnBo0lxCfF8LmcS/9Dr5zCVo9DngbjSHDv9oOu17 -GfpTZgUL3NrIpONDLZ/x83OQU0lx6cEOMsm1JaZmwQXGays3W9/qJJPmXvZG -vL4JhdLD8gnBXWTS+aAby9duwbZZUq/nnR4yadGoL2/oDrz7mBd/5HUfmVTD -t5Z+KBiuDL0O7bAeJJO4GCOX00KBfeSn8U3GITJpYemGMBEJ1tfyfa1Cv5FJ -vWZrGmoxcD9/ZJJg+UEm0e4kZmTGQfOig+3pp8NkUuXR4mK1RKhuvKVuIjuK -82E/IRCRDO8zu8XqO8bI/g67t7r2pAL34g0dlW60owzH56FUMDq62TG3H71R -z11tIhXap3SKYybGyKSPl71ml1Kh7UCxjtWGcbL/pglVAeE0aH77wHFReZxM -4ivZang+Dep+apXIpGPenBDO8SUN1mv0d1Oy0H6H44rw7zHtGK8Vzjysr/V5 -azCRBrX7C3QXytG7jaJv/kuDN37Cn2s+oHdk2DnzU4DGtbhisXGCTOKO91hv -QoEypbwjkS4TZP+Tnm/98e9Fjnfvg2Ld0FcYmqobKWB3frEm0RtdMEldaqUA -973DGunBOP6wXYJ5LwWudH9WLqSiF6LzXv+mgIgPk8yHVqz/O50rLEGFu1VW -bHxyk2R/zdtRcz5U6DENOiqoNEkmcbJtUbtDhb1jOfdFVdG5zwR8gqnQzzW/ -XvoI1g8thA/g56wDF8NXlK0wH/Cs18ikwviG8qmzkZh/v1N4tpkKBse4O6jT -6DVBh9QtBPQwmo9sn0ePfdvOy0+AbSWxkrOM442uywcJEeAtKyvzkuUn2b+7 -YYG8g4CszXqBbRI/ySRfyVDJ/QQsf/BVIpmhCzKIp6cIuBdeeyz4PNb7Peq4 -YE4Atw6rDZsd+lGJAbslAVKlSRH817E+98fkIVsCjJOKR+TD0XLBHYzXCXhi -MZZ8oQrtdkd1SxgBiv/JF4zU4/iW9l2LDwigtbjXO7egZbJN2qII+KC+/rdX -D9Z/MWMwTSBgVUz0eMwc5pp9QyXpBIR8trPhX8LcciZhZwYBPDG5ntR1U2R/ -jbBfkZkEyDAezMzhQO9yN9ybQ8CpH6arb6TRgg3PaosIGKSk8ujLTZFJJlph -tSUEOJ4ekmlTwlwx0udFKQH+DVfP9GqhbYy1HCsIYPUvdb6gj/XJ12ZlKwlI -UF4JHDFA85RcGnpNQO7T0ILfFlgfvfWkcDUBB2w66r0uYk7VScl4Q8AbAf6+ -NQfMu7MsBGoJ6ArLZGHzQPup/umuJ8BGe1I0xhc925kh1kjA5LLCfv676BtX -vczeEsDgUmWzPRpNi9RPaiLgsX10jGoi9p/g4ItsJkDnos0bYwo6w7vNo4WA -YUvFWYcMrD+mb2PcSsB9s/Xid56iOb/SRNpwfUw+GiU9R48ldn5BN53IuvP8 -BfpmcUx4OwFOeh6F9a/QE/ajsh0EcBzW+9pXjf2Z+2qr0AWHtnL9acB8TYJP -5z0BRsrjGmytmFtotlagZxVeuUp0ov9Ifd72gYA42fD0gz3o7nJJb/R+act2 -o0Ecr9CYWYPuEt9DchjGXGuLziraU3hNzn8SrXT0985OAgT4260SZ9GSrIQu -upL7YWT+Inp5aL8p2pL9OtStYj/DE0+N0asbD09/WT9NJrmUfKd//5rOwCM6 -t2ma7C9+rWsbWmvl+0lWLnT1u6uzeL1vCy9ui/Ohl+ZTi9F3Z4PzVYRx/Iet -R+3Qkj/P9BtKoP107DeiG0ekOex3om28vyfTvy8e+nvITw49kZUrhN7U9845 -QQn7eWbnR+J65XalUvJUMTfR7Z7F9T353qmlVhPzO6p8uuiZ5kMrvUfQbbvN -Q3A/FN8MWGwyxfo69bQB3M/OyoLwbWcxzzzpOYv77f7yTqWyNXpcmf0PnoeK -XAmhy070+eXxvn1L/35z7tjt65hzRNul4HlaeVjnE++J+fF14ucaCNBIvNxb -cxfzUvvEHDyPQ9HKrL2hmO8Wk1GpISAwnEV1Noqef+8rxfNcf+dZihgF3U4+ -50cj4LjTtLnvC/TtlDCtlwRMXaoKiXuF7qVu0HtBQOSF6PJn1divnWG9WjEB -708rbu1pwfzEf+rT+QSYaXp07x9GOwq6+eP9+k9Vj/nkJJqw7l94REDq/q3K -drPoBe1dlni/9+96lRi7iv3e+Ar8SiFAIcxvlyfrDJnEupFFLZKA0b8zV904 -0OIneeXDCSDsbUpcuWbI/rIUAe4QAth0dQ458KFZxMqIALw/SKwGZyXQiR85 -B9wISLt6K/a0JI53ZnqocY0Ak/6fXcY7MV+BoEhnAqpetVsfk8O8cu3vnB0B -ye4J19VU0cG2Ol/w+Wj4Y+NLZXW02zaFLCMCmEy9lvZpos+kNVmcIOD6Xou7 -skfQX488j9TG9ZvcliBigjZd7GNRIIBkk1dOuoJWti1SYyGgtF1kddkZbQb7 -GxgJcCZHaf11Rb/y2HhoFd8/hG40/XJHPyxRGJ+lQkmXct9QAJpjZZdeLxUu -n6gl1aXQ+2crrWZTQaRSSaeagr63IUXhIRU6ZbJDXqejK069N0yhggZzKHdp -FrpA0fJoOBUEagy2ZxehGaZk5K5SoVW590jIO/Q8e/1TeSpQVSw961vQjky1 -r6SocPXgwBPGDjQLT3OhCBU41b6x3O5Cvxhz02ejggl5oun6d3QUq7fEMAW6 -dZYMLFbRqgUGtnEUeKrr65+87hc+TwvnskIo4H1kreDTenTeqnfTbQoI6jNy -G7GilT1Sy+0pcP44a6cOP/r+l72SqhT4ZixoJqeAnhg5KdaTBiUmlPtOSuh3 -DW+vtqTBXVPR8qfKaMstHdSqNJA8LSGwnYx2UhlLyUoDe/NdX/iPo2sWZpmu -pcGUlao1wyX0RVersLVUWHQ6Z/8xGb1b/4w4Qyp0Rjza0ZuGtm/WVZlNgYKC -saFBAu3SbCM3lAL2cx6Wk5loE5ewsuoU6PaJM2YsQlv/F3jQLwXKQlvU9r5D -RxmH9/5OBq8nZK4H/9DLrXk+b5Lg9Lvg1pgVtJv+1d35SaAw2RKWRJrF56fF -6ZfJSTAuZ8H0mAmdLDV81jUJzr70XKrgRtftUuoUTIKD9YU/RmXQ6wc57K8k -wr9vEhXa59D93VeaJuKhNeTDjcfn0SYxya5t8ZAhFyi73gbNoLtzoCgejvsM -pdfY0+uLj/F5xQOV++E9LXe0zYcHEwzxoKUpckojGi10cv4raxyEUvlnVBvQ -qY5+PTPRcF678WnqO7Tqsvt/LdGgOO5xcakFzaX8avPTaPii1PWpohO9YwE0 -rKNhT0v8a5UhtL95YWhTFLxf4g47sIIeVjreJRMJWQ/faCeSfuP76fl9Az0R -4HPk+uo8I5r5ab15aARsj+24VroJbfO5PGPkAbjLRJkp8aOXs/a6pYbD0XYy -d7wgmlbe/E83HETdp5vmRNCDRfd+/gqDxuqT5JId6KKphS26YUC5vLq4ZSea -gXleZzoUrrPnF93YjXZ6kjmYGAq6xZZOH+TQ7Rn74jVC4f/+v4T8//9f8j9z -boWQ +1:eJw12nc41e//B/BTRsMo44PsKKRBRGQce7TMhiISkZCW+VEnIit7c85bhCiy +stJ5EaHsUkTGR5lZqVDW9+W6fr9/uB7X8/V63/e57/v9Pse57LS9Zmq/kUQi +SeKP9d8CFmwS8vI/gWSwOeH4aDBoyTw3kZFFK52pZTkcAk5MJr5796PTa1QP +BYRAeWFsp7gkOuv5QYWdoWC+VdCfWwB94NBUvFkYhL2UHvy9Ed0vNW6THg6r +QgbJ5e/ngNRn/HSzexTs/jX+pqQN/bJJIDw+Co6/C/1R0Iy27Lo1UBoFye5t +Bjn1aK2xoZH5KDjcdnohqRKtX58dcSsa3Cj25j7paO0Lx+5ejoH/hvzY1W+g +n9Bn3CXiYFqC++QfV/QhJWlJ7Tj465T5sOQq+un5znTrOOD+2cC61x6dMB2w +khAHBgxsLHxn0af6c/WZ4+G5eMKmOTU0946tjp/jocpBSj/vCJo3hnN6Lh4a +n1YEOh5Guw7GarMmwJD8F6YBWbTO0pKVegLw6OxkbBZH27L8PJ2WAL52T0lZ +W9Bs280enk+EkCeqGheZ0ZzyPyVuJEL8ZMtdQQZ0WUh5TFAiFNyaXY1e/gGk +pV9RoyWJ8O2+wsrdGfRY84M7LElwLBP+WHxE1xKvEguSYMfIhzm2R+hqu//G +epOBf0taJomGvtr4THIyGQT3OZ/9mYwOVPuhs5wMIjcY6d2xaIFqXwHBFNi9 +eig4Iwi92emN6rkUOMgTL6LshtZ/6+HWngJyyrbv97qgwwNOPulPgUOWBwKE +ndBfayaqJ1PgcHr9BIMduqmAFLc5FdQOLLxoPYPmpd9sVk8FQ72zx+3I6BYH +j/jMVDh6ZdfaaVX0l4APE4WpcDxsttBQGW3IyCNGTwWj90G8MvLo4A/typ9S +4dSFiqE/EuhZ4SccTFS46M7vFcGOPihbcseKCl5ZXzIr+2aB9PvKnd1/qcDd +LfKsqgdd+oQ2spEGBVsuFdG70AUCbhEsNBhzHqe/7kC3iEclCtLgrPx817s3 +6P75/FA1GihWb9vam4c++42b1YcG73+Ybu/LRc/xBZn70cBVPJ5nIBttHWMY +GEyDrEBB8a+P0J9b+bMSaPDPiT2q3+PQXGVPPhfR4NdnLdclX/RoSv7uYRpE +sgTeWvFGP5HwYP9Og31qb73XPNA6o9uGZmlwKc3oAcON9f6t244u4/iXLdNY +Lq/3e7wV4STANZHIYruE/rQh+SIvAVvfDT3bZoP20Z8LFyRAa/+VCq5z6Pm1 +mGcSBBT+vP1e4CQ6sIt1XpmA47sruoWOoUUTw+LVCRg7vdwvYoD+9URXXJsA +0Uq/7+Ja6LdtlRuOExBJiWDcp4g++oHtoyWOz5ajqCo8C5TKlblRbwJmn/Ua +r/CjmXIfEXcIuH6c/SqdF+13KEXTj4BboTcJDQ7sr9jcpRNMgM8W9c26jOhV +B51j8QQsP3ETY96A9W9Dhc4moSP1vMKXZoACP9iNUwnYuI1jKHoarS1KbEgn +YBtLVnFKJ9r9qIzrMwI4j7KMCbXOACk3IOBTPgE8wW6CaQ3o5NuV0oUECG5S +CXhcifWv83YmvCBARC+tQqIEcx6T+8/LCBALYJp+kod5qrVESQUBUgztp/PS +MN9/KsjvFQF7tRRCZZIxF2jwOA4EHLiXDIUxmOtXMjHUEKCwZidVGoj5qOh5 +xToClNTfWSpRMHcyMyl+Q4Cqr0xUpRfmEQHaQg24P0t//tCdMfc28yx/S4Du +EesDmpcxp4+Mjb8jwMCrzrbWGv3FsXBzM+5X+Z4EXQu0ZuIYdwsBRgvhTQ2m +aAaBTPZWAkwVf60ZHsfrCdxd+Y0+fdviULMu2v7I5qY2AixK6I4nyVjfk9v7 +sJ0Ay5/i1HYlzLN5wtU7CLCWC+4wlUNrP1PoQ9ten2b6uBfrCb+xK+8JuFxg +duTMbswPJ1V9Q1+ZKXf9LIz5oe6GEx8IcD4gnHGeD/OE7aKZaDcX/64+Dsw1 +lnsm0DefjbHYsGC+R51dpJMA9+8nNIYYMbe1bdNEe0kX37JbnQbKiX55M/S/ +V/hyRhbQ+dtN1k154tvn+APdqKmqhfYfHeL4PoH2zdgqig6UMNBz+TYNJEeT +jkkcL8Q+z3umD71qnPkE/fAx5/PrXegnUSlm6MivHl9/tmP/4GTjFL6eGLE+ +Xvd3mB+T0PJAx1/UOr5Yi+75LjCL65GUlk3xfoX1Ax+dzqJTB1hfLJeiZR20 +C3A9CeEb43cKsP4IW+UCrne6VZfQhly0pOjXA+ic3keBTFSs9/GnOuP+xXf/ ++2g+HvPPN73u4/76fTxTNRqJ+SV9h/AmAs61sc29vY8Wt6nwxPOh1zzG+vIO +WnNIzaKRAPm3tZLPPNFBNdz78Dyx1npZhTujX1z+8wTP3yKYe969jNevnZIw +qyVguEomxs0GczfzkRk8r/TS4UZTc7RjisUGPM9uuSaHeFWx/lx1fUA5no/s +fUabFTEvsFaqLyXA8PEmpz8y6GH28j8leL/QXhG94li/I1X4CN5fnVF7WNJY +0EHqsmI5BFSHM0pEMWF9f2TlchYBeaEDGn5rU0Aa8mp69xj3KyDO3e4nWlmn +SjONgMNeG4akeqeAwsl3OxWfB7vcvyzv+Ig5039t3LEEbL9ZxsvShvkfdYl7 +Ufi8cnY5MfUa81j5NYUwApJtPpcX5qL9rX5w3CNgVb8w4og3OntsN+FIwIRO +WO7eW9g/EtljZU9Al6bDG0FXtGO+E4ctAQUqQkurF7E+w9vszHk8/zLBl2sN +Mb86C9YnCHjDc1Ht+A7MbfXSXGUI8J3hp7zkxHyPZM6+vXj/N3a+lmbFfHJH +XD8+bzO9DAy2rE0CJVfjjLAwAQFfZMzqv6G/mRtsY8X7PX3VUaNgEvdftqEO +3w/e7E+NPaSP+ZCU+UQkDXyZT3dlaKArf/Noh9JAYWAbP9cR9Nyd7KgAGmRG ++hM/9mG/jvLV7d40CPjplJvPifl1K9Z4WxroVihXS/V/BwrbVVLrQby+Ttd3 +wdtovgfaxm+pUHTk7sdc1+9AYs32pb6mAk1WEpQc0a8aAoZeUsFT0CPa/DzW +x+yVNc+ngvQvHuUwTczJQypd0VSIzDgduMSGeY617+VzVDi/8ZNoT9YEUA42 +f/nzNRV+QOephO5xXJ+zIWZfU8D5haZV05kxIKlLJlKbk+Ad1d4yuHQEn48j +Vk4mCeBB+rNIOjgMpNeb9m8ZjgXjAi4TseKvQNrA1lnhGw2sZsNpLdxDQPou +ssX9YwTwukmEy0UP4v0Fhv/JhgIbSW1Eq78PSGExFQtXA0G7UkXyVnYPvr+N +U0u4/ID3yo4MviddQFJ0GvOs/heKV+zYOxw68fOdbjRrzG2YCowoWb7QAaTU +5HOhntcgZ2y46KMJ+ptWTJXhNbA/qlqYr4OWzWhiF7gGfWzjeTbS6JIWcx66 +K7TEamXX/W4H0uCqRxGTK+Sl/04KC0MbtFzaleIMPf+WrSrdagNS5y8XvoEr +0PvdKNZTuhnXf27Mo9kOJHa92Je5Hb1vhfQ2yw7cLPnfdMw34ee5z8oq9+yA +ueXbb+laNOWZiL+iHcjme53pO4+u26z4KP0SBLpl8Gs9fIf9kif579mC3O/5 +NJbZRnwebuYROmMDvvstlZU+obePuCQr2ECjfU2HXRVa9s4VZW4bsPoUupEe +hC6ofFGeYQ1BZaJ2bjvRi7cFXagXoN/rqORH0wYgeV5qvkO1hOBVah7txRtc +3y2Ee/tZ8DzQMxBIRRfYlX9IOguOF3g4rwWgg56LOF86Cwb0cHfyKXT3/cmT +C2eA+c5d8uCvOiCRaln7dp6B+ys2HTsPoSnur0T8TsGdZfHfj4te4/UdpGyu +mYLrPhvJh8loqTY7WQ1TuGCZanHbDz32LECVwxTUqrjpuqboxN6AzSUmsOzD +9GDkRw2Q+ATmry0bg9fSCJ/UQbSG9SXSQSMY/WXmddoagGQ8ZeC/ZAhi8rWC +fHvRsrez/DMN4cJ1uerP83QcX2iRw9gQPk1t32QVjp7VT+nOMoD6kZbYS69e +YX/1R/bz+vC4W7/ATaAKfTtEol8HBnnKzORGX+J6r8lsjdIBwVMSCz+L0LKc +xv/q6EBMB6O6x1F0u6wIa542+L2rafL1qsTzc7yj574WXKxSGQ3pKsf1ObBd +xUgDUv/mhhzPQGu0jm9h0YBuJf4D7NfQ1XqObeFkMH6xeCuKed1xzmn+6qCR +/2JjokIZrqezxVNvVRBOkxHOjHkBpLQdom40Jej1Fz8FRkVYzze15dVBsCnU +2LcojNY4Txe2Pggj/VYMB6cLcT5q2w5sPAhzyomF6WFoDWZj1WOysHmWlT3w +bQH2K5rJvt8PzuWTD5MC8zH/+zg7Wwo8uSRVWXajq0fspVikwN/14sS/tXk4 +n3xOwk0Sknd90rMhrbvbzlVTAhoiYU3C+yn6r3n8X3EQuxJ9vcTlCb5+WdV9 +8SJwoK5ZRIIVTfk6PZ8iDMoim1oTcrPRJ/7kZwqB8UcfaZ/RLKwXuzJaJwC+ +mvZfNS9mYq455SPHB0GpRFTx2mPMTyYWn+GF2IXP5N20dW868pnCA7l5J1M3 +92ZgvXfudD83dO9QOtVmno65016ddxzw7dYNBs2fjzCX8Z5i54CZtmeFRVHr +bjIIOLMdmAN3sse3pmG9qf6GcTa4/O2f8Ap8jpNI2waNXm4G3+SQidQWKroF +HvpvgljjNT3K1nXLBeaYMUNN1dia3v0UdPx+HxZGEIx7eb3TIxFtK8JVvEZv +/PHzaVh5Ano2kKNphX775L4RnT/x6/UU2bkleusm6rkX3nHrr7+23WWR7m33 +MdblZSza+5Tp63m6RA1b2+7lGDSd9ffu3/S73ne04/G5SiLZXKPxz9H3dZX6 +nqRHoXXOZT6dpXfLz5Qxr0Wij79PSZimX+yBs9OkCPSXxs03x+mVMbItF/we +or+x7mYfpXOeeKTZxhCGplwLaPhGrwM/6QLmYHT3Ma64QbqQ10+aaNADNN8R +P9M+urucHVfUlkB0uYdD2Wd66/fOBxtC76PbUz6d/USXzNRdvs7qj3abbFP8 +QKdcKHUbengPvZhrZtJO7+aVHDbdRkEXSNYZN9Ft02WKA3f6oger5j3q6dz/ +cKQ67PJe7/cm872m1z+Yu28g6YEW9VC7VEX3+PvBZY/0rXVn7Al6QZdyeXF6 +6/7r6/PfHqT+nF4C++9+snZetya/SSadN3PWONH+8rpN/olMpnuHFIudu2qD +JlU5PAyjVw5Mjh0eMl93tA6fB510apjPo1dz3UF9Q8b09lOqFGZFKTKacm6r +CH3sLoOF9/yJdTMqvnGgH/i9FFQxc27diUyK/vRD/7yc479xCU35LcQcS++Q +WRS1cL6Cri5cEnxEdz2qYJRw+dp6/byeQC49UK6C7lRwYz1nXrxTRO+Ero/B +ebfRolt9hsrpYifmJ5/keqKNSTyC1fTrPdyMjdk+aA0pJo06erWDvMDo4zto +2eytfY30B3+ldjB0UNCRghI/W+gHNMsfRxv5oQ0i9tZ00D890JcVa/VHJ6ae +fNNJ3/XPZX3NpsD18c/L+/fSm87/ft9uGLQ+/r1fqgP0G+n3L9g0BqMHw4ik +/+g1Mhm3774JW6/PLZsYpju6y23YphOO1hHL1Rijb39VE0Z7HYG2IwZLJugy +u2c7+q2j1ufby7c4Q/drLEuQEIlG8/E8vPSD/unqXSvX/nXHm8n0zNHvFLGP +r1jGrtdzdv/6TW8m7ycJnUtAq/8pHVim51/Z8Y7Yk4i2VaoYX6VHxjDFiv1Z +tx2lzo8EZqN9klKJyWjeAwYVG6EnPNxI/hMVncspGLUJqsq9d5Rm0tD7TIz7 +NgN16PJXpdsE+r2zk9xWkE0hVERC0tBXyowWWOHXtEfbrj3pZBKFfHnqNgcM +M7geGolEk27xUMmc8InPLil7cd19u4GNC8q0jC9JN2asz4fzXBk3eMdLLcg4 +ZKLDesbIfLBB/bOwSuYTMqm6Wm0vlyjMmbb5L7PmYO46FZkiCkMOb8Ze3UJX +J3PJSOyEuqjCIg2dXPSdh9xaYhA0HKyn9/UpmaRxv9AvdhewPzziarLzOean +O/oz9sDqI9kPnMFojYSdb4ykYaZUQqlzFk0ZnR9akQZHty339toUoCMn62z2 +wdHk30fzZQqx3pZfVFMG2Kdb+otbi9DTlRylcqC6JcVKaA1d/ZergUceru5y +/BIoU0wmpWVuvukpD43nNvZYRKJtjDPy1Q+BX4PixzWTErRpfvEnBVhII5qO +fXyB/UXmU4eUYdDsevnX3nIcv33TtLkGsF9TP3yCtYJMGmz3zonVALUQltJS +VTRliRjo1IDk6sziYCraxmLi5WlNMN/fky9jXUkmtXsOyNtowVtm7UyfoZd4 +/WwJwRAdKKrgjuYap+P83GLSlQ3h/vxER6gQkEmivpknIgzhtHwNB6Mpul1j +/MGwISw9c4n6VYl2y/4vJ+YoiBlfanTSq8br6camzx8DJ+2qhmN8NWTSbGnl +ha6T8HePaz1b1Wucn7hY/z1TuGRgMWL4Ce2obEF9YQrNl3WYA2fRiTYPMsZN +gZbBr7e6qxZfn1HRfVMz0BJqeDP9EF2enZ4kaQ6h20XftFnXYf+p1s0Dp0Bw +oaM2iqGeTJLiudLhZwFFaYwGZkLoRbW9BnQLMDx6uJn7MFp0MGbjXwtwp6Z2 +JjihC56pa904B23aDsPUDvR2Fu1J+/PgF7nMnEs0YL59/7CFFYzukTz6WuUt +Xk9lULDSBoos/22fu9mM48tHXlKyh8fs3ZWLoejmVsuR8/YQVy2fuZqBNuep +CbhrD567vntt7VzPmbT4G+xBbdJCXOxQC5m0b+lV0pnL0Ohz2N3kFzr2o/mM +rwP0J88JFNxqw/6hls/4+TnAuaS49EgHmeTcEl274AoTdVXbbP7tJJOWy3rD +X92GQqkR2fjALjLJKeDm8vV/YeccqdfzXg/mJn15Q/fg3ce8OP1XfWRSA+9a +mlogXB16FdJhM0gmcTFELKeGANvolOlthiGsX7opRESAzfV8X+uQr2TSl7Nr +GqrREJQ/OklsGcb9vZeQkRkLzYtX7E7njJApcLS4WDUBahr/VTfbP0amLLCd +4A9PgveZ3aL1HeNkytV9O9x6UoBz8aaucjfaRZr981AKmBzd5vSsf5xMYjFw +V/2eAu3TusXR3zH/5OA1t5QCbYeLda2ZJsiUbd9V+IVSofntQ6dFJfSOkh3G +F1LhzZRWiXTaBJ7H+DD2L6nAqNHfTc3C3E87tgj/HtOJ9lrZnod5g89bo++p +UKdYoLdQgT5gEnX7byq8viv0ufYDWirD3oWPCnSOxRXLTd/JFJ44D0YzKpQr +5OlHuKKNPd9S8O9F9nfvA2JufSeTXDc21TRSwf7CYm2CN+bFk7SlVipwPtDW +SAtE69vHW/RS4Wr3Z6VCGvpvVN6rn1QQ9mGW/tCKXpp5JiROg/vV1qy8MpNk +kt6dyF8+NOgxDzgqoIDmYuVSvUeDg+O5QSIqk2TK86f8PoE06OeYZ5TSRw8v +hA3g56zDl8JWlKzRQ571Gpk0mGCqmD4Xgf1j9wrPNdPA6BhnB20G8w2CV1K4 +COhhsBjdNY/51NddPHwE2FURK7nLaLMbsgGCBHjv3y9dtmUK97thgbybgKxt +Bv5t4lNkCkUiREKRgOUPvgqks5iXZBA5pwh4EFZ3LPAC2j+946IFAZy6LLas +9lifXWLEZkWAZGliON8NzPOHJ9XsCDBNLB6VDUPLB3Yw3CDgieV40sVqrPe8 +p8IVSoD8P7IFo/Xo9va9iw8JoLe417u0YP3+bLO2SAI+qDP+9OrBfODsRvN4 +AlZFRY5H/8Jcu2+oJI2A4M/2tnxLaOvZ+D0ZBHBHP/OkbZgmk3RCf0RkEiDN +cCQzlx19wN34YC4Bp4bNV19LoYUantYVETBITeE2lEGf0gqtKyHA6fSQdJsC ++nCEz4tSAigN1870ak2TKXamWk6VBLBQSl0uGmKeen1ufxUB8Uor/qNGmPOW +XB56RcCznJCCn5bouB0nhWoIOGzbUe91CevTdZMzXhPwmp+vb+0Kui/Lkr+O +gK7QzC2sHljvp/K7u54AW51JkWhf9GJnhmgjAZPLcop897He/ZrX2bcEbHSt +tt0VhX4dYZjYRMBjx6holQT0DDtvRDMBupdsX5tSsT/Lu82jhYARK/m5KxmY +nzC0NW0lIOgso9i9HMw5/6MLt+H6mH00SXyOnkzo/IJuOpF17/kLtGdxdFg7 +Ac4GHoX1L7F/ynFsfwcB7NoG//XVYM7SV1eNLlDbwfG7Ab1hF6/uewJMlCY0 +WFvRlpqtleg5uZdu4p3YvyD5eecHAmL3h6Ud6UH3Vkh4oxWlrNpNBtGKjZm1 +6C6xA6QrI9ivzaW7ivYUWpOhTKIPH/25p5MAfr5264Q5tDQLoYeu4nwUkb+I +/WtDiuZoK7Yb8GYVc7MTOabo1U3aM18YZ/D9quTb+vevaRu5RX5tnSFTdl/v +2onWWvl2koUD87p31+ZwvK8LL+6I8aJX51OK0ffnAvOVhbC+c8dRe7TE1Jl+ +Y3E0RddxE7pxVIrdcQ/WO3h/S1r/vnjoj9pdGfRU1jNB9Na+dy7xCljvk50f +gev1rCuFmqeCNtPrnsP1PfneuaVOE+sDVXj10LPNaiu9+ph37LMIxv2Qfz1g +udUcXa+eOoD72VlVELbzHNbnnPScw/12L7tXpWSD+aQS2288D5XPxAUdnNfn +l8fz9u3695u/jt25gd4eZZ+M52nl0RufOE/0yQ1i5xsI0Ehw6K29jy53TMjF +8zgUpcTSG4I+ICqtXEuAf9gWlblIHK/yW18pnuf6e0+TRamYfyCfv0sn4Ljz +jIXvC8z9kkO1ygiYvlwdHPsS3U9jMnhBQMTFqIqnNVj/fiOjajEB70/L7+hp +WR//H/WZfALOanp0K45gvYvALQrer39VDDafnESn2/QvpBOQorhDyX4O6//o +7LXC+71/78uEmNX1/fLl/5FMgFzo3b2eLLNkCtumLaoRBIz9mb12ix29+ySP +bBgBhKNtiRvHLJkkQ+XnDCaAVU9X7Qov5ltFywk/vD9ILEbnxNHJH7cP3CIg +9dq/MaclsN6V+ZHGdQLM+qe6TPdgvgYBES4EVL9stzkmgzl97c8vewKS3ONv +qKqgg+x0v+Dz0Xh4U5mSOvr2TrksEwKYzb2WDmmiLVObLE8QcOOg5f39+uhh +/ecROrh+kzvjhc3Qpxf7tsgRQLLNqyBdRavaFaluIaC0XXh12QVtAYoNDAS4 +kCO1/rihwWOT2iq+fwjebPrhjs4skZuYo0FJl1LfkB+aY2WvQS8NHE7Ukd4k +o09lK6xm00C4SkG3hooOZkqWe0SDTuns4Fdp6Fen3hsn00BjcwhnaRa6RN7q +aBgN+GuNdmUXoZmmpWWu0aBVqVc/+B16ka0+R5YGNGUrz/oWtDNz3UtJGlw7 +MvCEoQPNyt1cKEyD7apft9zpQleM3zJkpYEZ+XvTjW/oGBZv8REqdOsuGVmu +otUKjOxiqZCj50tJ2vCDTOIp/JUVTAVv/bWCT4zo/FXvpjtUEDBk4DRhQSt5 +pFQ4UuHCcZZOXT50yJeDEipU+GoqcFZGDj05elK0JxVKzKhBzgro5oa311pS +4b65SEWOEtqaq4NWnQoSp8X5d5HRV5XHk7NSwdFi7xe+4+g3C3PM11Nh2lrF +ZuNl9GU369C1FFh0Pu/4MQktY3hGbGMKdIan7+5NXe9v1lOeS4aCgvGhQQJ9 +vdlWZigZHH95WE1mos1dQ8trkqHbJ9aUoQht+4//kbvJUB7SonrwHTraNKz3 +ZxJ4PSFzPPyLXmnN83mdCKffBbZGr6A9DK/ty08EucmW0ETSHD4/LU+XJSXC +hIwl82NmdIrkyDm3RDhX5rlUyYlu2KvQKZAIR+oLh8ek0UyD7I5XE+DvV/FK +nfPo/u6rTd/joDX4w83HF9Cm0UlubXGQIeO/n9EWvVFvz0BRHBz3GUqrdUQP +FB/j9YoDGuejB1ru6EsfHn7fGAdamsKnNKLQgifn/2OJhRAa36xKw/p8nO72 +zEbBBZ3GnJR3aNVl939aokB+wuPSUguaS+nltpwo+KLQ9amyEy22ABo2UXCg +Je6V8hD6nkVhSFMkvF/iDD28gh5RON4lHQFZj17rJJB+kkm0C4cGesLBR//G +6jwDemtOvUVIOOyK6bheuhVt87kiY/QhuEtHnlXgQ5OyD95KCYOj7WTOOAF0 +dUXzX70wEHGfafoljB4pejD1IxQaa06SS3ajS6YXuPRCgeqwusi1B726aV53 +JgRusOUX3dyHdnqSOZgQAnrFVs4fZNDtGYfiNELg//6/hPz//1/yPzSujek= + "]]}, - Annotation[#, "Charting`Private`Tag$121137#1"]& ]}, {}}, + Annotation[#, "Charting`Private`Tag$5793#1"]& ]}, {}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, @@ -488,7 +484,7 @@ boWQ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, - PlotRange->{{-1.2, 1.2}, {-0.031083408212676744`, 0.}}, + PlotRange->{{-1.2, 1.2}, {-0.03108340821267941, 0.}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], @@ -509,9 +505,9 @@ boWQ 3.817640716239604*^9}, {3.8176411418589973`*^9, 3.81764114787577*^9}, { 3.817663615159411*^9, 3.817663623606195*^9}, 3.817664111761855*^9, 3.817664276359878*^9, 3.817664465371686*^9, 3.8176646170967903`*^9, { - 3.817666511582511*^9, 3.817666531246264*^9}, 3.81770720809378*^9}, - CellLabel-> - "Out[154]=",ExpressionUUID->"790a1b14-2979-49a3-9e30-5d496c64e79a"] + 3.817666511582511*^9, 3.817666531246264*^9}, 3.81770720809378*^9, { + 3.818229491823327*^9, 3.8182295150306177`*^9}}, + CellLabel->"Out[8]=",ExpressionUUID->"88e14f09-1275-4cb2-b52b-65d54cbed6c0"] }, Open ]], Cell[BoxData[{ @@ -547,8 +543,7 @@ Cell[BoxData[{ 3.817626282042306*^9}, {3.81762924164756*^9, 3.8176292443562737`*^9}, { 3.8176636404765043`*^9, 3.817663648770928*^9}, {3.817666003825204*^9, 3.8176660163975077`*^9}}, - CellLabel-> - "In[156]:=",ExpressionUUID->"4dc1af41-4bef-447e-a233-c8c033887359"], + CellLabel->"In[9]:=",ExpressionUUID->"4dc1af41-4bef-447e-a233-c8c033887359"], Cell[CellGroupData[{ @@ -646,30 +641,29 @@ Cell[BoxData[ 3.8176653256436853`*^9}, {3.817665620012444*^9, 3.8176656289311333`*^9}, { 3.817666022150625*^9, 3.817666032733485*^9}, {3.817666540959165*^9, 3.817666542789474*^9}}, - CellLabel-> - "In[159]:=",ExpressionUUID->"e74b775a-c745-4f15-9b63-7bb00af5a487"], + CellLabel->"In[13]:=",ExpressionUUID->"e74b775a-c745-4f15-9b63-7bb00af5a487"], Cell[BoxData[ RowBox[{"{", RowBox[{ - RowBox[{"A", "\[Rule]", "0.00027881358419228855`"}], ",", + RowBox[{"A", "\[Rule]", "0.00027881358416182583`"}], ",", RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "0.38286255844792527`"}], ",", + RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "0.38286255845089234`"}], ",", RowBox[{ - RowBox[{"FC", "[", "0", "]"}], "\[Rule]", "0.0011338436956333058`"}], ",", + RowBox[{"FC", "[", "0", "]"}], "\[Rule]", "0.0011338436955292887`"}], ",", RowBox[{ RowBox[{"FC", "[", "1", "]"}], "\[Rule]", - RowBox[{"-", "0.34982284208782016`"}]}], ",", + RowBox[{"-", "0.3498228420920349`"}]}], ",", RowBox[{ - RowBox[{"FC", "[", "2", "]"}], "\[Rule]", "0.23702958720340866`"}], ",", + RowBox[{"FC", "[", "2", "]"}], "\[Rule]", "0.2370295872063169`"}], ",", RowBox[{ RowBox[{"gC", "[", "1", "]"}], "\[Rule]", - RowBox[{"-", "0.02566083484254706`"}]}], ",", + RowBox[{"-", "0.025660834841565196`"}]}], ",", RowBox[{ - RowBox[{"gC", "[", "2", "]"}], "\[Rule]", "0.0008664997125559036`"}], ",", + RowBox[{"gC", "[", "2", "]"}], "\[Rule]", "0.0008664997123810998`"}], ",", RowBox[{ RowBox[{"gC", "[", "3", "]"}], "\[Rule]", - RowBox[{"-", "0.000047706293885627965`"}]}]}], "}"}]], "Output", + RowBox[{"-", "0.000047706293855258845`"}]}]}], "}"}]], "Output", CellChangeTimes->{ 3.817582243098262*^9, {3.817582385638481*^9, 3.817582397851478*^9}, { 3.817582440404005*^9, 3.8175824479120073`*^9}, {3.8175825951659813`*^9, @@ -706,9 +700,9 @@ Cell[BoxData[ 3.817665017377138*^9}, 3.81766506372715*^9, 3.817665098250661*^9, 3.817665165135291*^9, 3.817665295970982*^9, 3.817665563376853*^9, 3.817665956408876*^9, 3.817666446270624*^9, {3.817666535892387*^9, - 3.817666551982074*^9}, 3.817718059163312*^9}, - CellLabel-> - "Out[159]=",ExpressionUUID->"5552a6a3-ddf4-41d6-a157-7734cd58e767"] + 3.817666551982074*^9}, 3.817718059163312*^9, {3.818229609364452*^9, + 3.8182296108167677`*^9}}, + CellLabel->"Out[13]=",ExpressionUUID->"e737fdbc-45d5-4071-a07a-bbc65178c8f1"] }, Open ]], Cell[CellGroupData[{ @@ -750,22 +744,21 @@ Cell[BoxData[ 3.817627764775979*^9, 3.8176278238158283`*^9}, {3.817629596792068*^9, 3.817629639260833*^9}, {3.817666456802641*^9, 3.8176664741498337`*^9}, { 3.817667652558447*^9, 3.81766766911417*^9}}, - CellLabel-> - "In[160]:=",ExpressionUUID->"48ef1564-45f8-4d3a-b3bc-835e87c4b434"], + CellLabel->"In[14]:=",ExpressionUUID->"48ef1564-45f8-4d3a-b3bc-835e87c4b434"], Cell[BoxData[ TemplateBox[{ "General", "munfl", "\"\\!\\(\\*RowBox[{\\\"Exp\\\", \\\"[\\\", RowBox[{\\\"-\\\", \ -\\\"5449.697108940766`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ -normalized machine number; precision may be lost.\"", 2, 160, 145, - 25019439459511732134, "Local"}, +\\\"5449.697108876425`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ +normalized machine number; precision may be lost.\"", 2, 14, 2, + 31485507172710603002, "Local"}, "MessageTemplate"]], "Message", "MSG", CellChangeTimes->{{3.817667666243705*^9, 3.817667670105051*^9}, - 3.817718073893684*^9}, + 3.817718073893684*^9, 3.818229611580694*^9}, CellLabel-> "During evaluation of \ -In[160]:=",ExpressionUUID->"224f1da7-54ce-4800-9afd-36e0ed547ff0"], +In[14]:=",ExpressionUUID->"0b29c4c0-7a35-4ec7-8d2a-dfc5d2674f42"], Cell[BoxData[ GraphicsBox[{{}, {InsetBox[ @@ -773,162 +766,162 @@ Cell[BoxData[ TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" -1:eJwt2Xk0Ve/XAHASfZMhKiJJKSJD0aDJJkQUlamBSJKkARkyhOYohCQiKSqE -VDK2ce+RpEFIZu69514zIVTifX5rvX/d9Vn3rOc8w9772Wud5U5n9x+fxcfH -94Gfj+9/v0sOiippa49iQBM3+6Sx07sdmjn7NNeOYuWeQ9VC5XroJrgvaI36 -KCZUXD7tWboXC17G1isqj2LUU2gJyXdEK2G5ywuXjKJMdqVr0bNzeKtYtfPX -rFG8/Fb1hN7tEJxeapJQ8G0Ed615dtXVJgq7WJfEdD1H0P3fivA13x6iDLdu -RPTRTyyfe7zSRzcHL6S3phW1DaOi659NZ+g3eEb0+cZt8sMocOysquS2YhzO -atn7T3YY7R6YWQTuK0aP3WKn3kkPo6Tx4fRGl2I8H+71UE9iGC+FHf159E4x -BszV/c9o9jAmlu9RpuhiFJ+X/iqxfgitxa1834eX4I6/v3+/cx9C8Z0nxitr -SvF5y6NrgkmD6Hxef+N1iTKM+xH4aDxuEB8G7AuslSnDSw22JbyoQVxaefri -ohVleOiL6MiHK4No7p9RGKZVhiKMC/YR7oM4u8pBQdWyDM9l7FsvvW0Q1XsE -922PKcNNF/hZq1sG8EJmsmORWDmu9GmdkmkYQKuOj3e2S5XjfK+30vO+DGDJ -yfC4oqXl2O1+es9AxQD+3UMtTVUrxwTHpoKXGQPYnG+uo2xajtPGLyO3+A/g -s94JY+Er5UhJHd2+W2YA0w8c09o8Wo5BQ7IhxZIDmHb61uMbf8pxQ1V9harI -AGotSfj5lb8C0y6YmMyd6ceaMydW755fgVdbNS0rOf1o+HJKbkCtAo1Sp131 -cvsxzat7drNzBVLqD2LXG/fjgVkX/rh8qcAgIZvGx3r9eDL0HH99QwVu6BCX -XbClH9V5ykJbWsn4UZcf/lTrxyLVeaI/u8n4o24Z2ZL9KDiuojFvFgONCjeX -rW7vw5UPN2YOazGQMmzsk/Puwy99ceI3IhmYtyW4IeNMH1alak1NxTIwea0y -6rj2YQIjxORUAgP95HyjrQ73YcNGu9nr0xioOia1+ZZ+Hxrkb1HyKWJg1GOb -a39F+3Dadt6/UjYDD8/6rtCc3ouDF4Lsjq1joslkkLBrSi9W3dbcJbSRiesH -V439ut+L5XcuvE3dwkSxZu/3Erd70bVw9dIqAyaWvVx0ZpdXL/K89qyhrJmo -dNS6uAB6USM7fudNPyb+xHrrez960Pj6kIp+IRMrvUZWxX7rwdDPMc/qS5j4 -QHn+eFRND+7+cuihUxl5f6RZXFhZD1YJjU+efs/ElCMV34Oe9eBWzxHvHQ1M -3Psvx9bZrweT9tk5s4fI+15+Uj7q2YN6YUJ18qNMnHLum7B378FD1leqrMaZ -+KxGKd7WsQdP++eY5U4xcSYx6YepSQ92pjJqVs2lMHtL+MF1i3twh2522Lzl -FF4ZfKaiIdmDqqWG34cUKTyUWvlbVaQHdaKT335WolBIeFbCSj7yvkJHCFSj -8EiTX7N0dzdS/eFBcZsoFPVzOTz9thu7xnJvVO2m0P2Nvv1H224cyPC9oeJF -oZiRrvXOfd2Y/1FLMdqbwpz6LXvKTbvR2U7wypgvhSOj2tvfbu9GtSH6QXog -hX5aSksfK3bjs1WHzcuukvnlCLf5D/Hwodzh99VxFCrBnIZf3Tw89m7swNd4 -Ct9/Fvh0jsVDtkkK80sChcKDUyUuDTwcltukWZJMYZTa0IP9xTzUmFNy3iyd -wsTndXaq13noHTrWaviawm2bv1qlhfBwz4MrT7vfUNheVbNbwZ+H71XOO157 -S6FCN7VN6jQPN+hFpeYUUZiuVCA3y5KHDiVPwgvLKDTJf70waDcPl0VKkXSh -sMfopcikEQ/53NSNExgUqh3PmBrQ4aGOhFevUyWFeY8ftDbJ8zCh/bZE1kcK -rbTv11st5mHXOWu7oRoKf1XcrfkiwcOIf0sy1D5TqMOKKKFm83CzQJPl3a8U -vlMIffCyl4sXbW7OXtZAoWNuUKwah4s/lpSGa32nkF/P/9bTNi7mzDmioNdI -oaGDV2DSVy4eclrpu6uJwuqk43Y387nIkAuZWdhGoXVf4xavXC4u0+Us7SXu -1DGVsc/gYqu0q1RRO5lPncb3tclcHFoom2DaSWHI8kevZeO52O5wRnleF9nv -swtiZkdz0TRPI6aSWEF40uLHVS4WWe8Q1mBTmGHrplERzMW8l6XSzcQb0lpF -si5w8afqrzmhHApN9co/BJ/mYt/yvlikKfT2CTNQtubiGn6D4BkehXzMqeUS -Flz8FDJQdqmbwjCJs3x/Tbj4ImpmgK+HwpQsy9LP27ioe/u12CCx6h8qsWAj -F4+vujrbvpfCN8Y6/qlruRj9ZHFvJXE1S26Tz0ouygL3RngfWf/ayEWO8lxy -L1kYcok7g/jHdi3m4tmLLaNb+yl0++j1TVuSi4/dHsXfIv61mJu7VISLBVuL -tH8Qh7gciJwjxEUo162UHyD78br69M8ZGucJmexzJL7Lv313y28a1fYONTwg -VrDIUaVGaWxWMLeuJ858sHxuzgCN7usvfhUapHBjbwwvnkfj7kv3TdYTl20S -qrzURWPPtqJ3dsRmV/2euLfQmF77RzuE+Pu33ks2DTQ2dns/TyZ2VLA/qveF -xszjOxUKiPtOfwHVDzQud7l+v4bYp1hffiGDRn4DK6lWYv65r6f+ldBIRVbd -4xLfslFq4eXTGCPLt6yfWOpJfGFtLo1r+qVe/M+PfgrHF2fQyDVWMegmVoMg -n7QnNMZnWrLaifNvDVlFJtN4+0te+Fdi/eaj2hfiaQxIP6ZXSlyjXC9xLJpG -X/vL/GnEtt47h3fforH9sObX68SsioLPG6/RaG1w9cVxYvf5a14ohND4eig1 -QZd4wj4pXNifxj8+6fGSxJcyxd3GvGjUV8l+1kX2U+R3qEn7aRpzo358zCS+ -t3NMqeoEjZ4ehgIexCtiXQTzjtKY+mH+3nXEWV0/2ImHadSrtXvVT85zk6ZZ -xVVrst4/xhqPiXdXawYf3EXjtnj/s/zEjdKp9gYGNLZJzNJ5TuLF6fjCberb -yX6/eSa3m9iX7/ck3zoy/nSD7mUSbxtPHbw4dw05f47Zcxni8YZCAclVNLoY -Tzhnkng9n+kvpihD46m4dfVlJL7XS7XErFlAo2UE66Yh8WjIVpn1ojQKyYne -ZZB88LSZUjTiJ/Fhsyj3FZdCrXK753v+cjDwjVTFSuKfa0o1bH5xMFG8Sf0O -yadz/Bc3n+jh4GL7Xik7km9nsmbMb9ZykO1tvqeI5KuGtGP9nY8cfGV13EyI -eCC07GACxcGSuobMPSTf3W1DnTMLOfiBtyD+M6kHJ2cJ+H96xMHrRvrb7rdQ -6HxAKE3CkzzvMpK2v57ClQwXVVl3DjoYeptZ11HIVn+fs8KFg6orM5wtv5H9 -ErhRpH2Ig58XXh/XJ/XMIXvuV+sdHDRakZbfTerhodmif+9LctB2T0OSPamn -smdPh6SKcHCP5yf+xeUUNjV9EswU4uBHX4G+T0jhgZyI+SV/2Ki2IGafWinJ -50PzldpZbJRTWhfxitTvvbkL9q14xcZc5ZjS/kwKW8b3Tz/LYmOUnaCIbgaF -LtujMzXT2Zi31kcl7BmFgdXzhbbfZ+PQujmNkmkUPuOIFtsGs9FLon0lN4nC -mcX/rbptxsatHVMf70aQeuRg/G2BERvDxYffxN6icGH6teAEXTb6/vp8NSKM -1CNtwean69g4GbKwzfMahTZ7ZkVWSLNxyXv16Okgch+HTk1OsFm4LHj4kKI7 -hZurtqZfbGOh6ocN+2pPUsgUC7AUbGThP/Y9Q/8TFDYn/n4hWc3CTbNurC51 -Ivdz/riTei4LE/OmROccpNC+d7jGKZCFhSd17mUZknywpFM+LWRh8NErwyaL -Sb2yTVjPEGNhtHJyXfgiCscOW1QV/Efev7nsUrUkhW3OhUOPp7qQO+/Xrq2i -ZH4+t3X9OV2o+1oyuZefQouEDa1Kr7vw8Wnj06G9TIzuuiodYtmFRacZWvEF -TBTibsn03tOFFudnRmzeMNG/d0j3lHEXblxwJF0ij4lOowddbLZ2YVeTZ59/ -JhO1BTXeqCl24ZBYjMTSZCbWr/6+v2mkE3dlz2OnXGKi9DmlCK3oTmRHW1jk -mDDRZm/RrvTwTixRNpibbMjEuLXmgrJXOzFKr1nzhh4TpX56B/L7deJ80UMf -zHWYuMiTcvtq34nFS4IPpSkzccF5Z+MzKp3oPbHC/oIgE+WHDfmtQjvQLy5C -o6qUgaJ827k72ttwpmmbvN1yBo7/0cs8UduGnpmev0zlGNj+y/DcLWYbPpy3 -pWqDNANz+3b/achow4ocpsuMCAOtGu3ETvq24WDc+1dOkxWYkB24MXJ+G6qk -KQy6fa7A1fYl11p2tKLz4tzRW74VaFC0Vfn802Z8qKzgcu5dOUqflHm8+Fkj -dglpO4pAGb765yxWe6IeV1D52cwfJThwLfL11JFaTAq7d32xfCG29FnE+qnW -YJHzH8/dla/x5nTSi2TSx/g96g+P2pGLvDHLCzYOiPGKb4/fxKfYclnRGi3y -sP+orpP0UCLK3S32qPeNx6AlBUd3FV3CGlDnW3roHqy40unwviMUxAY/tb/6 -nAccgfw5mjkPIK9wYfSCnndgzLkXM9f1KchN1DLuCFTCMpWMmF3+uZBnF/h1 -xKsG3m83qzeffA1X3V+/yt9SC9/Ltza+GyKdMrNE3DGwHpr6Hvz9N1wCL1dz -18Zda4S+tl2K29XLYPkIX4tfaDMoHI6SSMwqh9y0vkWuEc3glD+692VeOege -/L7XNrEZth/Q6GYUlINdWWblhjfNMDB5R7qdWQ5xETZ5I93NQK38bcZtLQeR -NVk33fe2gJKHXKKhSAWMH7PVcVzWCqs04w6ru1ZAdcOLu8albeDWIW5ptZAB -10RfCBz80AY9PbMmlsgwYIdRlodbQxvYb0qT6FzKgOLXGXtuD7TBRENlmr0y -A7JingrWLW2HwXfrVmlsYcDtfY+8j1xshzsN1UcUHRiw91OstTd0QM2Vknzr -dAaICMYyrpl1AEd6bu7zDAZUbYtZF2/bARPwefx3NgP0s+6IFp/tAKNb6Sci -3zJAKzyC4kvpgBuq3/NuVzEgbCVTdidfJ6SyJmq/9zDgFKs0rNaxE8YrXPZH -qzDhYmq7jN2JTjic/Xx/mToTopxmnnFPd8KreV+re9YxIZ+l9/6vfycsVTwq -p7mFCXxshoDS3U7YFfpD+rIpE2LZHwL9P3TC0wnBeRZuTCjhNJxR1OqCE7E3 -Kk+lM+Hzk/F/L3S6gLXZI1swgwldztK3daAL/MWutiS8YIIQfSBzz+4u2NfF -m85/zYS9dAvP16ULwu8W6+ZXMIFDdznWJHSBj0WA4Zc2JojyBvZ7C7Dg3gzz -iuN8Cjb2xP+NmssCj9VzHNQXUODYZ/AkS5z832Yw+GsRBXlD93+xl7BA9G2m -kv8SCg5MGsXvX8+CyZZNreZKFKTOTW7TPM6CY40zO1ZvpeDjvF3XzE6xIDts -bWPOdgrGRMc0Tniw4I72GRFtPQqMJU1DkoNYICIuZ61mREG/7PgK0TgWePUl -b+s1J/NRM3ftrWRBoXu9RfRRChw0fs8X+sSCvzrJjnXHKLix9knh8joW7DUp -nhZ3oaBl/R/hgx0sGP45pz3AjYKQ7ekv3k+w4ODeJ0LyXmQ+5tMjT1azQdn1 -yGDYZbI+j+wghzA2qAz7xE2nUGBlcyrYLooNZ3bKX09PpWDX1tWhB+PYsJTF -J2L6hAItwdQrlqls8LUd+XT5KQWC9++GGxexAY17JSteUJBRFnhfs5cNS/6O -PXEtpCA5bXOi2jAbJB0k938ooiAmbPyByjgbAopOha4qoSDQ6lyK4iwO+AQe -dPr6jgKL7mNPpWU5wHVtFx1mkP0SN3szs4sDvRkKkjafKOgem/N2yoIDy2x0 -7c98pqCtiVnw25oD4uyPiy99oaDysW7J6FEOPMutbk2speD+Ji0G7wIH9nLP -XIhvoCBCbojJCebAtpnlKre+U3CJP6uy6yoHVhzz1AtopMD946rqljsc+C/1 -6iOzJgp0HWRqvzznwPKYYrE3rWT9ht+/1eRwYLdaUuvlNgqUVWLqP7zhgGyM -zVzzdgrmj4r8YJRzoGH0p399BwXsa3wdb5s4QBfppjxnUfDjVGnn6w4y/tx9 -Oy3ZFNTs9We9pMl8my7tmCTOlx2jM39yQOZTv856mpxvNq//4VwabmgEznjx -KHj5lqqUn0/DCUtaW6CbguayxylJUjRoee7rukWsVudglahIQ1trzqPIHgqs -W7dryKrSMB3a9fK/Xgou0kv+u7+Whvy62A2BxF8nGovjttOQeHRW9P4+Cn7z -5d9dZEhDgOn0iTfEK4Rjz8aa0uC5eSZTsp8CswWeuxbso+Eiptu5EZ+X26sY -bUvDsYI4vxLipFUa/+YfoYFp6jH93wA5Dw2RxkhnGtS7f/RbEA9v6s0VO0XD -mj3ndtwhltGvCrvtQcPR0OZ/NcQ7TNOdRfxoiGksWiowSM7D8opu+EUaCgZe -p2gT37VzWix8lQapF+5XjxC/O643ciOcBlPTa9WXiXln5GvmRNPgYJR+5jHx -fL+ptGvxNLSc9DhH+n/YHNocLPiQhtbPtz7XEjuFFRy8kkbDssak653E4TFx -2gJZNCxcZ5rQQ/z6wXnRS3k0jH/fJDhA3Ja2n8dXSEOTmOj7XmKhnLXlwUjD -W7dz7SxizQKxxGmKhqiq/0wbiA+U958PqqHBfX/QfxXEodXV5lPfaPC96L34 -OXFG3bPVAU00zBe/7xdGXNd6bdafDnJ+klHKLsRTtHOrH5eG75xZK7cRrxra -kT/RT8NxtQR3EWLzSYUon1Gyf23TM9/J/vnyz5z89ZuGbTrNrYnEKcJtBuf5 -uDCruoH/MPGI3P0JD1EujBs1yFeR81qi5Fs7vIALYx/UF/oQG2paZ56V5UJK -gcVueeI4fQmH08pcqLF9EGxP4gFNh3T61bnQNFfeb4zET7flJ8lT67nQqCKd -fZV4q8vNSld9LvyZs/xTHIk/57MnUnjGXMhYF/5KijjCz8jfxZwL/inLvkWR -eO0M49dwPsyFdr+gvP/F99zYjjnso1xYXZTq0col+ZZU2nXUlQtKw8+PAfGV -nAt3Hby5IKAv0zLKoeBFge3Z9gAuzDzqsDci/l6+YZf9JS4IXzEUu0PyaXX9 -z6lDkWT8l89HpEj+1UyedLZ5zgVDea20VpKvIobfbF1yuLDyW6aDGPHuyC1m -Pm+4sMaKPb2F5PfHVfO04sq5cIprzrvSQkH1/qyZhiYusC0CdrSQeiGcvHCU -7iDuMBTkkHpi2hPI/UVzwS3+wBMeqTfVwXs+LRrhAr+iildHHQUfsgYTrIV5 -ML1SaOMdUq/+m7SJOD6fBzKt+aXnSD0zMcBQbykenF68R8aM1LuqpkjXuyt4 -IL5ryni4mlho3caGLTxw7lrnMkWR/HL0qrU6xYPNbxVLZYtJPGa1MJ09eJDJ -byb0lNTfnRMGBed9eXBqtFhSo4A8f3vhw9jLPLimaueh9oYCquiNe30iD+60 -16zuzaaAuXByjlUND448Hk5wfUTBbEfHv8e+8UDROyEp5SGJj8yqQa8fPPDZ -rmlZl0QBQ/9+QwyHB5u8hetWJ1BQcWbL47opHiSdVJ0bG01BeVWgrqV6N2Q/ -HXV3u0TuMx0hYVq7GyTRN2lZCIn/p5ENPlu6weeySejnIAqir6W6Jxh3w56Y -QnuZCyR+DKsSuo52wy9di53HzpL1lS2YOBvXDamzJYorD1Hgr5lUwZ/UDUEB -525IHaBgMFkpIuZxN4hM9Iw5WFPQGLR51dvcbijbrpreYUHBs60OltPV3XCI -b3BntCE5r7cZObdmumHQQfIUQ43UE6X1AfJCPSDx4GVslgqJv7jSnbkiPbCm -IHJXJLnfl3h/bauT6QHnH0v36iuQ+1prfN6S9T0QIquabUv6hYhsfdfnrj0w -fvnkg92TTPiW9kOhsrYH6m6KvjcvZYLkpJfR5h894PjU3uhCIRP2mYq7ZbX3 -QOnxI8eT3jDh66DRq+i+HggW+nX1G+lnvmx6ZeQg2Av6ixVUh5OYUPPhttuk -Ti8o/a6ZPRnIBGpgx2vVlF7QPdxtrLWRCbP12n8kpfeC/8nl3yNIv2UYfeHf -/Be9sF/gPYujxgTmxtydE4W9IFck6BWkyISK4KVNjLpe4Ndetc9xPhPeSUz+ -s5vTB6EtTxf0dzOgYMML48gzfeA0ekx/4V0GiFV/uxpzvg8SJxoeTUUy4PiR -ScY9/z4YCLywtSOMAZLXDfRSrvVBncO4VEwI6Q9/NOm8TO6DrWfA9s0pBsgH -CKnWfe6DtWLP9dl6DLhS5iAirdkPljbuw+3cCrAwk6xNHuoHQVNKefXyCmgW -OMhbOd4P+gHZ/sKyFeBc8vBfxlQ/BPfTFC1ZAf7q6qpv5w6AR6ip/vXZFZAu -bnL5i+IA2EyZ5XrzymGqLmgD34EBeBDqEzOTWQ7P7HruHy0bAAsDiydlmuUw -60yZ08o7g7DtwdPWiuVl8MT1TvTWe4NgsE7c2EumDIyOOVXsTxqEej8Tu6US -ZXDjwOwVoc8Hwa1055UjfGUgZmDS1VY+CIHl+u4qpQiyi7863BsZhIAMj5mH -2gjaFR12wlZDYJCJh/5IvSP9dPAav3nD4JN7WEjqbTF81mkxvlk9DMf/3U9K -9s2HSffDrg33f8Jhc1uNsZIc+MNWLDI8PAJwIUp7KvcRfL5Z5/XkyAhMKBW1 -u515BI81L6vPdhoB7cLa+LdrHsHuAFYKw3UEFNM+rO1LS4FkyUfXd/iMgCze -dPJe9xB26Mtb690ZgZWHLERGhhIgLHnx8Nb3I7CZ36Dv/eZoOGJY9TyxegSe -WP6JUMi6A9q9vsf+fhoBt9WiVevl70DrhsbvRfUjwJ2C3kj+KND4dLd0M2sE -QoJVZhTCwuHbX8nwTf9GAD3Y/GcvXoL0RxWG9/hG4dW/BYaRh0IhwNhzelxg -FMJYHuuVNobAyphaj3zhUZC+fEDgXGMA+KhGHdiweBQgbNPf+hRPMP0KkneX -jEJU1HTZxb3nYJnP0Mcx+VFYpLulSXX6FFSVm8PrVaOgLPfYRzLPCZJOTE8u -UBmFgggFofsSduApmp3npTYK5u+PfMGi/bDzlb17neYobHj5fpkW7oD///4I -///9Uff/AFeyh4U= +1:eJwt2Xk0Ve/XAHASRchQRJImSqJQadyIFEKEEpEk32iQQlJRUVERkYiUqFCk +zLRx70GiMifzdc+9ZjKlkPf5rfX+dddn3TM8w9772WudFY7nzE/O4eHh+czL +w/O/36VHRBQ1NEZxSRn33X8Gjp901dIOqm0cRR+loxUCxdp4mv/g1fUbRnHe +01tnLhSaYc77R3WrlEbR20+72S/LAQ8Jyd1ctHQURwLKXPJen8d7+cod43NG +0eD++lPa9/3w37J90Tk1Izg4/TrAxSoUO1k3RHdfGMHg0NXB62ueoQyndkTk ++S+sDXIu9dydhpeTWhLzWodx77mprWfpTDwr8mbLTvlhPPfivLLEznwcTm02 +m5Edxuctxqa+B/PR3VjU9ZP0MG66Y5vU6JyPF4M9nmmLD6NZleOv4w/z8Yrg +7vn6c4exYJ6pEkXn48IFSR9i6oZw/KilV1lwAepO/fnzyW0IFzxzmSitLMQ3 +zc8D+WMHcZ6K7pbb4kUY+cP3+UTkIIZomPtWyxThjXrrAm7oIB6+dvba4pVF +aPNNZOTzrUFcrZGSG6RehMKMy3YP3Mj9NxwUlC2K8HzyQU3pnYN4JVHg4K7w +Itx6mZe1tnkAZd2eOeSJFuNqz5ZpmfoB3Bpf+XCXVDGKeWRLL/g2gCzle5F5 +y4qx2+3MgYGSAUxcWLrshUoxRjs05bxPHsA7l021lAyL8Z/B+5DtPgNonDZp +IHSrGCmp47uMZQZwWsFJfdtoMV4dkvXLlxhArS33E+78LcbN5XUlysIDyMuO +/vWdtwQTL+/bJzjbj5JaLmuNxUowoEXNopTdj15XZuQGVEpQ/8U/F+30fnwB +PXN/OpUgteHpI02DfnxZffmv87cSvCpg1Zig3Y8cM3feuvoS3Ny+UFZyez+2 +Zq0V2N5Cnh9689kvlX788neByK9u8vzR08nvJPqxsVRZdcEcBurnbita29aH +p9y3pgyrM5DSa+yTu9SHH4seL7wTwsCM7dfrk8/2Ya2XxvT0IwbGbVRCLZc+ +rIzy3+cazUBvOa+wQ0f70FzYbq5mIgOVx6S23dPpQ+t7OxQ98xgYmmAVOCXS +h2vVhGcKuxh4dE6Dws+kXhS3uGZ7YhMT901eFXKJ70WBUxv3C2xhoubgmrHx +J70o7+qT/WI7E0V/XioTv9+L02HrlpXvYWLR+8Vn93v0Yv8Bk/WUJRMVj1vm +50Avztx5sveuNxN/YZ3l4x896HtieJ1OLhNLPUbWPKrpwbLkR6/rCpj4VEls +IrSyBxNSjj5zLCLvDzGKDCrqwb1dE5NnypgYf6yk4errHpwxGb2kW89Es5k0 +ayfvHmxVtXPqGiLve1+ldPxCD4acmlcrP8rEaae+33ZuPZijHlB+aIKJrysV +o6wdepBrnW6UPs3E2ZjYH4b7yPV+zMo1ghS+2x58ZNOSHrSQSwtasILCW4Ov +16lK9KBBjH7D0CoKbV6U/lEW7sFj559lf1WkUEBoTvRqnh688vg4+KpQeKzJ ++6d0dzcqfbl3NXIrhSLezkf/ZXfj3dr3d8qNKXTL1LH7Yt2NI3e976zzoFBU +f7fl3oPd+ClZY1XYJQrT6rYfKDbsRvcdArfGvCgcGdXYlb2rG+Er52mSL4Xe +6orLElZ1Y9lcW5OiADK+NKFWnyEuVkwdLauIpFAR5tWPd3MxNHb88PcoCsu+ +8lWdZ3FRfO1z5rdoCoUGpwuc67koN71VrSCOwlCVoafm+Vy05BRcNEqiMOZN +ra3ybS7edRhv0ftI4c5t3w8l+nHx2JWAV92ZFLaVVxor+HCxdv4lh8BsChW6 +qZ1SZ7i4ffnDF2l5FCYp5sjNseCiaUxicG4RhfuyPi66aszFBWelSbpQ2KP/ +XnhSn4ucfaoG0QwKVU4mTw9okfENe/Q6llKYkfC0pUmeizaFD8RTv1B4SONJ +3aElXIw2tbIdqqRwvCSi8ps4F3e3yCWrfKVQi/WggJrLxabOJouI7xR+UvB/ ++r6Xg9OaQXOX11PokH71kQqbg6Z/C4PVGyjk1fa596qVg0s5xxS0GynUs/fw +jf3OwUztNV77myisiD1pezeLg2N//WYXtVJo2de43SOdg3vl6GW9xB1ahjJ2 +yRycHHeRymsj46lVbdgYx8GJEdloww4K/VY8/ygbxcHmXeeUFnSS9T4nGT43 +jIM7Q9XCS4kVhCZNfwRwMEJjj5BqF4XJ1qdVS65z8EbIJ+mfxJsTW4RTL3Pw +4/yJef5sCg21iz9fP8PBqNm+R0hTeMkzaI+SJQcT2vZcn+VSyMOcXiFuykGt +Y4NFN7opDBI/xzO1j4OCZ3kGeXoojE+1KPy6k4P+pzNFB4mV/1IxOVs4GD0n +cK5dL4WZBlo+LzZyMNdfpreUuIIlt9VzNQfXyHHvBPeR+W8MWewgz8EWNNPj +EHdc5R3bv4SDdkdbRnf0U3j6i0eNhgR5vsGLqHvE40s46cuEORi4JF/jB7Gf +8+GQeQIcnImFUvkBsh4fK878mqWxgLXvoANxBO8u4+Y/NFapDNc/JVYwTVOm +Rml0nTGxrCNOebpCMG2AxkGx698FBinc0hvOjeLS+OlY9D5N4qKtAqU3Omk0 +kMn/ZEtsFOD90q2Zxom3Uxp+xA01vTes6mmUojzfxBE7KNgd1/5GY6OOgUIO +cd+Zb6D8mUbQvfOkktgzX0d+EYNG4eWWUi3EvIIfp2cKyPtcPz/mEN+zUmzm +ZtHoM8GzvJ9Y6mVUbnU6jTzl0m//5+e/hKLyk2l8vUp5TzexClz1THxJo+Ht +Q6w24qx7Q4dC4mhcn/Ih+Duxzs/jGpejaJx/w0m7kLhSqU78RBiNw1q3eBOJ +rS/tHTa+R6P+1o3fbxOzSnK+bgmk8Y184NuTxG5i698q+NE4XpEQvZv4t11s +sJAPjUrmr6IkiG+kLDw95kGjzdy0151kPYX/+O9rO0NjtmvTlxTix3vHFMtP +0ehkrM/nTrzykTN/xnEa/V6Km20iTu380RVzlMYFqXYf+sl+blUzKgmwpLGj +bp9qArFxhdr1I/tpLLtw5RwvcaP0C7s9e2i06J+j9YbEi+PJRTs37KJRJPSN +nDGxF8+fSZ5NNP740bD7Jom3La5Hrgmup/HAJ+M3MsQT9bl8EmtodF8x6ZRC +4vViio/oKhkajc+r1xWR+NaUag5fL0njMpeuu3rEo347ZDRFaMwfF4lgkHy4 +YDW9Sp+Xxjo1qfQPHArVi23fHJhi48AD6ZLVxL/WF6pajbNxvLtpw0OST+d5 +r2071cNG/S19UrYk386mzprcrWZjhonpgTySr6rSDnUPv7Dxvw3ORgLEA/5F +R6IpNh5NbUg5QPLdzdrfKSWXjVuLFkV9JfXgvzl8PlXP2Ri+THfnk2YKnQ4L +JIpfYOPUrtFE8zoKVzOclWXd2Biw1NPIspbCrg1laSud2bh5KtnJooasF9+d +PA0bNib03Z7QIfXM/p3gd0tdNr6bTMzqJvXQZq7I1BMJNratbIi1I/VU9twZ +vxfCbMw1+Mq7pJjCpqYq/hQBNsoemNtXhRQeTnsgVvC3C3W6ww+qFJJ8thFT +bGN1Yf7fTQ8+kPptli55cOWHLjw6FV7Yn0Jh84T5v9epXSi7UUB4dzKFzrvC +UtSSiOd6rQt6TaFvhZjAriddKMk/v1EikcLXbJF86+tdKMxuW82JpXB2yfw1 +9426MDd95kvEA1KP7A1qJPW7sKtjOPPRPQoXJQVej97dhcml3wIeBJF6pMH/ +89Um8v/Bxa0XAim0OjAnpES6C88/Vg37d5Wcx/7Tk7+7WKhn8stmlRuF28p3 +JF1rZeG6qC0Hq/+jkCl6xYK/kYW1GVF6Pqco/Bnz561EBQvx+521hY7kfM6a +cNyQzsJbfjMi845QaNc7XOnoy8JjW7Y9TtUj+WBBx1ctYuG19QHD+5aQemUd +rckQZaHLr7ja4MUUjh01Lc+Zz8LKOcU3KiQobHXKHUqY7kTt+vH9O0TI+Dzv +7/Zhd+Kor2RcLy+FptGbWxQ/duK8zfvO+PcyMawzQNrPohNPqjPVo3KYKMDZ +nnLpQCd+1eIZtcpkok/v0G5Xg06823gsSTyDiY6jR5ytdnTiz1iPPp8UJmrw +q2aqrOpEzZpw8WVxTKxb22DeNNKBy84Ld8XfYKL0ecUH6mEdyDxoZpq2j4lW +Znn7k4I78D/OHsE4PSZGbjThlw3owPmzP9XuaDNR6tclX17vDlT4YvPZRIuJ +iy9Qp7/bdeDvH9dtEpWYKHnRyeDsug6c+2GV3WV+JsoP6/Ee8m/HcJMQ1fJC +Borw7OLotrViR9AuedsVDJz4q51yqroVZWw9xg3lGNg2rnf+HrMVFxRsL98s +zcD0PuO/9cmtmG1POc8KM/BQo63of16t+Fu//IPjZAlGv/PdEiLWipbmKwZP +fy3BtXYFgc26LVhUnD56z6sE9+TtULr46icu/azgfP5TMUr/J5Ow5HUjYpSG +gzAU4YcZJ9HqU3VYwcx+x/xRgAOBIR+nj1Vjm3PU7SXyudjcZ/rIW7kSV8tM +XTAu/Yh3/8W+jSN9TPSGgeBQ3XTkjllctrJHVBzKPnkXX2HzzVWWaJqBZ83A +UXooBuUi8t3rvKJwaX7O8f15N7ASNvAss3kMl+U67cva/UF0sKrtw9cMqJvM +mqeW9hQycheFSfZ8gvbUqHBBl1cg97ua8ZCvFFSyk8P3+6RDhq3v9xGPShgf +NaozmfwIAW4fP2RtrwaXpzsbPw2RTplZsNDBtw7c+mOnZoYL4P1azsbIwEaQ +Ome4ateGIlgxwtPs7f8TmqdCxWNSiyE9sW+xy4OfcMx6zOx9RjHsPtJgZh3z +E3z+qHYzcorBtiildHPmT0iJDpNuYxZD5AOrjJHun3Cn7I8Rp6UYhNen3nUz +a4buxcti9IRLYOKEtZbD8hb40Rh5dINLCVTUv40wKGyFzBAxi0OLGBAo8pbv +yOdWcI3m+71UhgG6+qnup+tbQbo7UbxjGQPyPyYfuD/QCvK3yxLtlBiQGv6K +v3ZZGwyfV1+jup0B9w8+v3TsWhvsufvl2Cp7BphVPbK8BO3wdUdhlmUSA4T5 +HzECjdpB9ptg+ptkBpTvDN8UZd0ODr+/Tvx5xwCd1Ici+efaQUrv1amQbAao +Bz+geOLbQamrIeN+OQOCVjNl9/J0wI+nk9UNPQxwZRUGVTt0wH6/U+Zh65hw +7UWbjO2pDqBdk82LNjAh1HH2NedMB5z//L2iZxMTsljaZVM+HaDXeVxObTsT +eLoYfIoRHaCj3SR905AJj7o++/p87oCdOQILTE8zoYBdf3aVeicsPXy31DWJ +CV9fTsy81eqE0hn3d/zJTOh0kr6vBZ0QUhPQHP2WCQL04ZQDxp1Qltj9L+sj +E8zoZq6XcycU2RTsziphApvudKiM7gQlKV+9b61MEOEOmF/iY4HCZ+qWgxgF +W3qipkIFWbBmZJ79BkkKHPr2vExdyAKPV3qD44spyBh6Mt61lAU7/FMVfZZS +cHhSP8pckwUVSVotJooUvBCMa1U7Sa5P4NmzdgcFXxbsDzRyZQHHalNj2i4K +xkTGVE+5s2B49qywhjYFBhKGfnFXWZDTLGepok9Bv+zESpFIFuTlPNvZa0LG +o2Li0lvKAtUd9aZhxymwV/0jJlDFgoh5zxxqT1BwZ+PL3BW1LFgoXfBvoTMF +zZp/hY60s2CyaH7bldMU+O1Kelv2mwVjyxMF5D3IeEz+jbxc2wVtWvaDQTfJ +/NzfXbUP6oJ/JV6R/+IpOGTlet02tAtOyCy/nfSCgv071vofiewC9UxeYcOX +FKjzv7hl8aILKpRHq26+ooD/SUSwQV4XPFzaJ1HyloLkIt8nar1d0P5t/KVL +LgVxidtiVIa7YFRD0vxzHgXhQRNP1010gXeIm/+aAgp8D52PXzWHDWkHbRy/ +f6LAtPvEK2lZNoTtbhcZZpD1WmiUObufDZ7+KySsqijoHpuXPW3KhlIVsDv7 +lYLWJmbOH0s21ORWLrnxjYLShN0Fo8fZEH/7S0tMNQVPtqozuJfZkFF47nJU +PQUP5IaY7OtsyGlYue5eAwU3eFNLOwPYkLXdQ/tKIwVuX9ZUND9kQ/XlwOdG +TRTstpep/vaGDQdcC0QzW8j89RpqKtPYED43ruVmKwVK68LrPmey4bKrtaBJ +GwVio8I/GMVsOFE54lPXTkFXIE97dhMb6sIh/g2Lgh+uhR0f29mwkHVwr0UX +BZVmPqz3NJlPxk3dSeIs2TE65RcbnJMGtDRpsr/vuP3PBGlQm3911oNLwfts +qlRejAbFDRwNvm4KfhYlxMdK0SBobN55j1il1v5QzCoaurLSn4f0UGDZsktV +VpkGOVvW+/m9FFyjl85/spGG3rcRm32Jv/9uzI/cRcPMDr4w8z4K/vBkRSzW +o2Fs9eypTOKVQo/OPTKkgXcRT6pEPwVGkhf2Sx6kYXX0K9vTxBflzFaFWdMg +H/7Yu4A4do3qjNgxGiLWXPg3f4Dsh6pwY4gTDZKMpn5T4uGtvemirjSsW+uu ++5BYRqc86L47DR62zTOVxLqGSU7C3jTkZeQv4xsk+2Fxa3fwNTKe8sx4DeII +W8clQgE0ON85E3CM+NNJ7ZE7wTSkr7ldcZOYe1a+cl4YDQ0Kr84mEIt5TycG +RtHwn/6F86T/h23+P6/zP6PhavL9r9XEjkE5R24l0lCbEXe7gzg4PFKDL5WG +ZmGj6B7ij08vitzIoOF7hhb/AHFrojmXJ5cGqlekrJdYIG1j8XWkIXevexuL +WC1HNOYfRcOLl4KG9cSHi/svXq2k4aHqtfklxP4VFSbTNTS8s/Fc8oY4ufb1 +2itNNNj0PfEOIq5tCZzzt52GbUOhSs7E07RTizeHBr1ivtU7idcM6Wb97qeh +c36MmzCxyaRCqOcoDSO5s7MNZP28eGf/G/9DQ8ui5pYY4nih1j0XeTjwMamB +9yjxiNyT3+4iHChf2SBfTvZrqaJX9bAkB34kqS7yJNZTs0w5J8uB8AgzY3ni +SB1x+zNKHGjVjL1uR+IBDYe0+jdwYIoj7z1G4qfbokrCVZMD8+cteRdAvMP5 +bqmLDgcM6BVVkST+nM6diucacIB/4b0PUsQPvPV9nE04QF9VqAkl8doRxKvq +dJQDTlbXMv4X34KP2ud1HedA/uME9xYOybfYws7jLhz4XJV8AohvpV2OsL/E +AZSXbR5lU/A2x/pc2xUyn+sddvrEDcWb99vdIOM9ri/6kOTT2rpf0zYhHPgS +kjwiRfKvcvI/J6s3HHCYVk9sIfkqrFdj7ZzGAcP0VHtRYuOQ7UaemRywUWf/ +207y+8uaBeqRxRxIY5pybzVTUGGeOlvfxAFjVV/dZlIvhOIWjdLtHDD/pM/P +JvXEsMeXM05zoMvzyEsuqTcV1w9ULR7hQDCvskd7LQWfUwejLYW4kMQ3b8tD +Uq/mT1o9OCnGhfK87MLzpJ7t24P+l6S4sPr3ARkjUu/Km0JcIlZyoVppxmC4 +glhg05b67VzQKVJ3nqZIfjl4VB9y5cKuyNWFsvkkHlObmU7uXPjYYSTwitTf +vb/35Fz04oJnTYGEag65/v6iZ49ucuGJoJ27SiYFVF6mW10MF9IKq9b2vqOA +uWhy3qFKLgTd+BXt8pyCuQ4OUydquHDgUExs/DMSHynlgx4/uJAgt9GiNpYC +hs6T+nA2F5wOLahdG01BydntCbXTXCjbt17wURgFxeW+uy02dMPnwDG30zfI +eaYlIERrdMP6OO/Y5X4k/l+F1Htu74Z7jvv9v16lICzwhVu0QTfYXcizk7lM +4kevPLrzeDeMLjPbe+IcmV+R5O9zkd1wrks8v9SGAh+12BLe2G7QtXG/I3WY +gsE4xQfhCd2kr+ods7ekoPHqtjXZ6d3gLrc+qd2Ugtc77C3+VXRDT9vg3jA9 +sl/ZyWn3ZrtBebekK0OF1BNFzSvyAj2g65PxKHUdib/Iwr3pwj1wMDJ0fwg5 +35de+t5aK9MD7lnyZjoK5LxWn1iwVLMHbCaV31mTfuHBOx2XNy49YHv89FPj +SSbUJP5QKK3ugWXOomUmhUyQmPTQ3/ajB8JvHtO/nMuEg4YLT6e29UCrjv3J +2EwmfB/U/xDW1wNerPGAGtLPfNv6Qd+evxe6RhWUh2OZUPn5/ulJrV4Qq6ua +O+nLBGpA96NyfC9c0+wxUN/ChLnabT9ik3ohVndlwwPSb+mFXZ4Re9sLNi1l +LLYKE5hb0vf+zu2F7jABj6urmFByfVkTo7YXzBcoHnQQY8In8ckZ23l98C3j +tWR/NwNyNr81CDnbB2fLnXQWRTBAtKImIPxiH9ysbHg+HcKAk8cmGY99+uD9 +QZ8d7UEMkLi9Rzs+sA9MNH9LhfuR/vBHk9b7uD5YrqttnenKAPkrAsq1X/ug +peONTpc2A24V2QtLq/WDleKZ4TZOCZgaSVTHDfVDk2Sp0toVJfCT7wh39UQ/ +/NRL8xGSLQGngmczydP90JrJoWiJEvDZsEE5W3AADhsa6dyeWwJJC/fd/LZq +AAyZxumXuMUwXXt1M8/hAYg08AqfTSmG17Y9T44XDcBifrOXRWrFMOdskePq +h4Pgdeh1S8mKInjp8jBsx+NBUOtZaOAhUwT6JxxLzGMHwWPjfttl4kVw5/Dc +lf5vBsHtosGtYzxFILpnX2dr8SDM37DHbV0hguyS7/aPRwZhUsxj9pkGgkZJ +u63QoSEQm1ds81fqE+mnr6/3XjAMRWO2AlLZ+fBVq9ngbsUwFAjFxMZ5ZcGk +21GX+ie/YE39YdWxgjT427UqT+/oCKQdfqgxnf4cvt6t9Xh5bAS28uW3nT77 +HBLUbm6Y6zgCumE1Udnrn4PxFVY8w2UESr0qNvYlxkOcxPPbup4jcNkw2PHS +pmegqyNvqf1wBKrSzYRHhqIhKG7J8I6yESjo3dNXti0MjumVv4mpGIH1W6Ye +KKQ+BI1erxNTVSMwxCdarin/EFo2Nzbk1Y3AkQrt3hDeUFCtiijcxhqB+E7l +WYWgYKiZkgjeOjMCrg5s3nPXbkDS8xK9xzyjUNy6SC/Exh+uGFz4N8E3Cr8+ +XNBU3OIHq8Or3bOERkG47wjf+cYr4KkcenjzklEIvKI1VRd/AQy/g0TE0lH4 +fWK26JrZeVjuOfRlTH4U/rze0aT8zxXKi03g45pRKBR96SmR4Qixp/5NSq4b +hSVTKwSeiNvCBZF3GR4qo3A/z/4b5pnD3g92brVqo/DlZflyddSF///+CP// +/XH3/wHZZJjl "]]}, - Annotation[#, "Charting`Private`Tag$123937#1"]& ]}, {}}, + Annotation[#, "Charting`Private`Tag$8545#1"]& ]}, {}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, @@ -940,7 +933,7 @@ UBmFgggFofsSduApmp3npTYK5u+PfMGi/bDzlb17neYobHj5fpkW7oD///4I GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], - ImagePadding->{{0.5, 0.5}, {0.5, 0.5000000000000426}}, + ImagePadding->{{0.375, 0.375}, {0.375, 0.3750000000000284}}, Method->{ "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { @@ -960,7 +953,7 @@ UBmFgggFofsSduApmp3npTYK5u+PfMGi/bDzlb17neYobHj5fpkW7oD///4I Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, - PlotRange->{{-1.2, 1.2}, {-0.17135389758718253`, 0.17135393862525178`}}, + PlotRange->{{-1.2, 1.2}, {-0.17135389758874453`, 0.17135393862681392`}}, PlotRangeClipping->True, PlotRangePadding->{{ @@ -968,224 +961,223 @@ UBmFgggFofsSduApmp3npTYK5u+PfMGi/bDzlb17neYobHj5fpkW7oD///4I Scaled[0.02]}, { Scaled[0.05], Scaled[0.05]}}, - Ticks->{Automatic, Automatic}], {159.94490842698494, -97.50736892665738}, - ImageScaled[{0.5, 0.5}], {299.89670330059676, 185.72832176506168}], - InsetBox[ + Ticks->{Automatic, Automatic}], {143.86568033582398, -87.675}, + ImageScaled[{0.5, 0.5}], {269.74815062966996, 167}], InsetBox[ GraphicsBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" -1:eJw1mnk8Vd/3/29IEZKkQkSmVIiUqDYZUzKE0mAo85R5jBSReYySqVAomWfu -OmbJGDKVvJXp3ovr3pRk+J7P4/H7/XPv4/k4e1prv9ba+6zHEbp738CKgUAg -2OI///vnM2EXk5Ojg5SGtb/ebDhclC7Sl5ahw4DNADuRNxLst+sHHDtBh06l -g/LyOlFQXZI0eEScDjwPfCtVimLAkJU/mJuPDmL508OLZfEQVSc5ucJAh51e -HMY1RsmweUgrtfozDWTjitsuo0wQ/TXfWt5Lg8vk55ErHzPhSmfkcnEXDYYk -Gpa4JbMg1atXK7+NBjdjfTxflGXBmV7jPy9qaaCjeK19uvkVuARZGfq/poH6 -2j+XzNFs+G/qMccFNxosXrQPlR97C4ti3Ff/OtMg3HLxXsqhPFizz40ud6CB -F003sco8D7jp7WzHrGgQisZN5GbyQIuRfdeBG/j8T3Vy+BbzoehIyg7aeRqs -65zn7Fh+BwGW7whvWGhgotJ3xfhjEUTknVO2YKaBWtbgu9sMxZBM6X7Iz0gD -qY/yAkuCxVDsQd1MWF+GPN7ibVU3i+FniPzGw6VlKFlfvDTYUwyXc+GvydAy -HHlczqpfUgIHZwZo7K+WYV/+b+FyszLgZcnKJWQsw+QxFudZ7zLgP+54g566 -DFxvuIS3xZWBoBsTcSRpGf7JBC7PQhmIbp4Kz36Kjx/tZRkiUA4neZIFz7os -Q19PpjbDcDlc0rhxxRItQ5y74Ekz+UrQthPZMj63DHUTTFse2pVwJYpacuks -vh7TsWduZpWg+/npfmm5ZZB8MXhJNLwSjExrpv6KLcPz1r3/7MYrwcKL1zeW -Yxl4X0+t+/pXge+br7m136igePgOaSu/GrhHBN/Xj1FhVGL2R0ddNRSz3Csl -DlPhI23pP//uaphznCc29VNB3TZxbxa1Gm7I/R7ubMV5ychqSr4GTmO7WccL -qdDq9yLwen0N/Bq96PwvgArU7xEsl2pqIW5XqMeGHxVEBUjjVh21cPz8R78t -bypYM3FTnYZr4V6WbhijGxW2PNeYlFdq4bP17axd1lRY1NlDp0jXQQnd8zPf -Vby/d6y926s6cGbPP31OgAo3Sudq73vWA/X9uN4GLxUodjH/9gfXg+sVDgfi -fiq8EstTyY+rB49I90zlPVTopPPvDntXD/4sF3aqM1HBbXc708nJeti9603Z -y8ElWIyYJlxSbwAu7V1zh3qW4HhwwtUw/QbgCXfhz2pfgme3jlkW3WkA/h1K -T3Jql6AwwXZ/g2cDSDD2GRdmLcHRvMCl3pwGuPjv71+i4xIQxtznv202gLqi -mZSK9RJYyp8yIbIQQcu35W6z2RJsVk3phXMTQfdPzKd2gyWwfl++4/tRItym -H0nvU1iC0MnLkxHXiOBF1lGeYlqCAc2TGYuviZA//ip0e/oixB77+1lBFiB5 -5MGr38mL4M4/q/nrLMDjoev1s3GLsJl2Rj9DBeBmLzvtY8giIB5Mg6gHwNbs -eyfGcRESx9RapZwBXAr0T+0/twi1Fe+1xnIBbr89rrvz9CIwPTNzDH4PcCln -h/1f6UXoinlZy1cGIJzRkDl+ZBFmDvz5dxADGIw/uitr1yJE/OjmuToKcMZ3 -25TE+AKsKpRaXWXCQMTr6/rBoQWwIQr5CuzAgNO9av+u3gWQYF9zmGHBcH05 -6Sw0LYC1tQ6D6W4MUs1Hq0sKFmDKRNSNgk+wqVkSq+i3ACKG9eYRJzAgqUUV -HPNYgKOFTPFj0hgMq9i08jsvgMcqaV5YFoNipUP/Ni0W4NlWg3jaaQzuSodb -N19agDOVjwxOIgxaeSzOXzm4AIY3Y0xIVzEIWOINquNagMRWKt+MHgbyHYNN -kmwLcP2/PZsjBhjk+mppsWxRYEDQSiHHGIMnX6Wvtf2kgJLGmEj/HQzOV8w/ -k5+gwPmO1pBQMwxWorNHcoYpIGy1elLOAgMrtN80uJMCl/InItwsMVB/vWmr -XEyBYvWDQ+H2GGz4Vb8ryqdAVEzx+TUHDCquuS0KZFOg5WfL4btOGIhun3Hf -eEaBrNOzjgdcMNhu2x1Y60+Be2W3agU9MWhQDms86ok/LzqRdMULA8+DKkwv -nCmQJGu+z9Ubg+nO8nBvCwoQ2JVFXvni9p9ISzqlSYHt7/dyZgTg9jMbD2cr -U0DGn6/xaSBu//fdvHsVKSDQx63h8BC3Py44c/k4BXQ42Kb2P8Lgjt35KXMx -CpzDBJimcN538Y9InyAFLodf4cx5jPuHbl/wgYsC31u4N3aH4P7pElk4xEaB -lOKauRqcV3ImpKO3U+BLbszgrSe4f4wNKhxWyTDr2tsUForBIWm21bFlMtx1 -U+rbE4bB0I42RW0yGcp6h+mJOKvXnMUkJshQ2JaYGPQU9188neH5MBmsFPN5 -yThX2Beq7+gnww4Y69YJx8BJ1eapVycZGnZmlebhLMov9Gm6mQwfHt3v+Yfz -t19j7EYNZODWJoppRmDwrDtJr6WSDNIKhMYInHXeXE2UKyaD5sjb1204b3+4 -88vrfDKUOIr1r+HccL3pAFc2GVoWyPrikbj/ZR7cepRGhh8sNpJXcD7BcjqD -+owMPqLbze1wnv5vadIslgz0m7KrgTin1+Yf6X1Khk4/k9UonI0S71lfeEwG -710/rRJxZnc8lF/oT4ZHlxQ1EnBuVRsm83uSwU68OSMc51LFh0MFzmTQC3va -74tzhow4KNiSwULEv+suzpFivXltFmQ4wVyepIazD793guEtMrzfdllaEGdL -LsEHU4Zk0KkxfkXD7dHf2W7lcpUMC2mUJSLOFzaddTc1ydA7f/hwCM6Sv3jO -Rqng/QuYz1zEeT+JKMyrRIb8qqKzf3F/Mk1as+WdIsONyuMn8nGmDnH8lpci -Q/nBaB6D//n7U+X3ZnF8PcLf1+j4fnU2mn7UFyJD8jfp7zE4V1Yxl33nJYO8 -eGSHMM5x2cah/9jJcGoogiiP73/Ai8374TvIIEdXHirH9WIf+8Zk/zYyvOYS -3X4CZ1X/38flfpEgNS26ZSeuLxnXDJ7GBRJwH+c1dcT1x2+jQdCdJcEY87TI -x2AMfhskD9iPkaCwTuGqM67fKa0LDasDJFgUxWorcX33Xph5E9pNgtl/j21X -gzDIkzzt9xojwchEwUsbPD5uMXw5PPaGBHd4+8gr/hhorQaw2maRYN9E2MJO -nE8tiv5aeUGC/H6lG/v8MOAY82zfE00CjnmLB7w+GGAl+5wvuZOA89hs+Bd3 -DArfNlwfdiSBpvDHOxVueD5Mt1KxsiZBqzVfU7QrBu7hFdyPTEjwQaRc99h9 -DMQsjOqqEQlEA0g7ePF8svf6Ro7GWRL8uBQ512qLAUEHDzRZEmyNNgc52GAw -qrBiQRUlQeR5X3I2no+iOJ/tlGAjQVEvv2ynKQbLMGiUMjIPwQvJjVR9DNrc -aaJJn+fhzYTBzht4fkwT5/wd1zUPPgp5vLV4/tSKvZwcgc3Dz8jSEufLGGSZ -Nn0JyJuHghJenlQ1DPQ2iq5b+uD9z8zybcjj6y3pFrdwm4fcrYwFrlMYrFuS -/9xxnIf0Z4MdR/D8ndcl9vy6+TxcD+N6d1oKg62X6SPaWvOw99yBCCExDD4o -RpqcPDAPeXQNlt37MAhZzDsqxTUP1TXu54e5MLj5uu2vJNs82EbwVqdyYsDM -ypAqQpiHbekrsXvZMDAd9RnbPzcHin/C5boZ8Pjysb61WTUHbhYkifYJAMcK -lTufrs8B/Rgb5hQBwKF+wUhDfw6CxK5+tgoBKBpU1GnUngPxk4b/XQsEoNHl -zledn4Nlob18XG4APrJih7KPzEFaYQbDAROAkCLWb35Ls7CS3tysLwrwMn/g -tmTYLCQtGLxoqCRCZ7rV7fDKGbj1QbbIDRrAiDys6F48A4y/VzOJVQ0wqaB9 -8E7BDHwdbe9hLG6AlQGpLzIZMzB54CeDX1YDHGZd1R15MgNKZxwjeR41gKdX -hKq40QwU1Uho86jgz3WLJFvp03AypC7Aor4evAl/Vwknp4HyQtonD79P6RXv -1Rcu+wFDzmpyj1ENsF2bzurmngJgFFY77VQJ+13EYmQTJkH+03PmA+/KgJ1w -fubixDdgU5/kHsguBtVaJXGPt2OgYHyotfT+O9hvdzD7QN4wCOw8JbXr7Bso -27Dk6LcZBDZODlHVP1mwEBpbvm7aD2suqcoy+19A/tx06ZB+PwQXnqEq0p+D -lfa5kg9q/cDTN/HzZu9z+MY+X2gu2Q9Hwn4OjIU9h+6ki29bVvpg6HS92te/ -KVD4euVFVFQfrE39lVr+LxnGHlRtKnj0wvCy9BKxKQnGybpJPpJd0CHDZPjm -YxyIiVQcz+XsghMyw9t+vYsDl9u8rf2/P0GJ1Y9jJjFxwNz9c0Wy+RMI/Xwo -YH8tDmQ++F7/dusTeLpLq+g2xEKoSzbvxehOqB7bJ3CKHg2yK7+zdlE7oCht -LUstOAICTtw+q/ClA347kcVndCKgw6qx37K+A4pbdh6uORABd75EMhCfdoBr -/+dC+odweFp12NJFqANKVotUGr49hQlfbfEhg3YQjkrgK1ULg/DN9MKMilbI -J8ZLpiuEgI/U2PfQ9FYw25qdrmALAVtTHq77T1pBlNUh8t9kMGgRY7yQUSuw -Oqp/ZI8IBubAh2jyVwu0MSv66048hpAN836hUy2w3pL23SD2EQSuH1nJKW2C -Ds+BLjPxQHA+bi4endoEY+fr9NfHAsD0dpqJ5+MmmOnhq16JCYDz9dxEdYMm -qGhWDd768wDW/beHzSw3wtaj4seuPf7g+2/mgMTJRhhP2HtxKsoXZn9d8zU2 -Axg5pJ8TrucJwnLN/AeOATxydznxkNUTTF1lsdHfRNDYVkH/2eIBXxY4d9yJ -IcK2opyUbUoe0DbTnXSvoQGwgh2Dj467Q86IZrELXz0E7I7WLxVxhUmeqmuy -s3VAEVB/XjntAvxGYn/opXVQfeVD+PG3LpDYz3TBW7sOxJNcmpyOucDjzsZP -Ab61oOX+qSrWzRks6pVmI4arISd4y3h00B7S1goirmRXgxmNWippZQ8jCrxS -HPerwS0zfNHitx3oVax6xDPj70XC8mmP+exA+UMFw3P5KsipsPoZ52IDAlnS -ArmJFdAUHFRJ0LCE8eAjRqBbCgIn/z6SvXAHzEuUj68KlEIVm3JPQ/ZtmJm4 -w3hysQTYI424/mO9DbSzz0teR5VAnMT2M9RvN2EnlY0j9GMx/N2t/kk+5QY4 -VlOiX4R+AC/3fINgY0Pw2St+bpfoB/wcczF+PXQNgp0tSA+aCyH+GSzeMr4G -qSJfNMwJhSBtddM987YBtMfBlpjfO/CVudHj8EAPhO0SXMud8mD9tGKMC5c2 -SLV0CYqx5YG0i4udsNolOCu4oyel4C0wyASWsPtqgd6Qv6T/7BtoMPT3jqdo -QICK1Q8Vi1x4+L1OxnBNFZ6mZcaXbeUAd7lo77C6KiT9GUWiGTnwIPdoVnLS -RSgovJq2czwblo1zC9qUVGDkoIJRr+FryPhpi5EtzsNPDzdGFforEPk4cbLk -+DlY6n1fUhr/Cm4UnTlI3VAE5lAhjuSeLMAuuBWOlymA9c99MTVxGdDJUKjk -7nQKAlIjSGnd6UAi6NSwO8pBkt6WRhBrOty+l3dRxFUWGuvntjRCXsLdye2Z -bTEywP+sznXQ+zmofRNU7pOWhI5l+ruo6hToWBSyb0+TAM+rx2fU/iZDV1VJ -ylkecejZkX6zwu8ZHLA7XBEnJQJ+lkNJTnVJ0EH+5e3VLQxijey9ouuJUH3z -4s8RHyF46BeomhyQADID91wkSYfg+HBlwFViPGCKw++/R/LBiNxSFfNWHGCd -qTzxGgfBYgxuLBJigSrkvEli3ge1iTLdpo+joY9xuTiJbS9w6bxS6WWMgknV -gr/nju2BFngsWcwcDkGMmv08NrvgkC894/DTMDjMJ7/PSnEneMla7o1nCQWC -qKNHOdoOPeTBsG2RIZD19kT7dm8GEM9VX3dlCwbs0oGiMmyLGGRa6TIV/Qiw -01+a7v5ZI47sF5822B0EyuybIrwJv4l3X0uXhQoFANaQyj0eRyNy79uTZiPi -BwTLUlud2QViWxgtREvcGwipnPvWPWaJ3msDTkclPSBo6CRDS+d/RAmnCmPW -E65AeOKdrNM/SiyHEw+/mDkCYVM693J6P3F/LlXvuZU1EJz7drDQW4l+EWXC -Nx3MgTDJZjCXUkWs/U6ZOzNlCAQ9MyXnfdlEgtH0Ae9xFSAoa02LzfkT+4zO -BTGflkAEgjD93JtLxLmHjCZ+v3UQIa6h0TgnkSi18u9pzdJNRMiT86mBIuKp -fXU0Xrd7iJCVotwbiRH7pVcPmzjaIYI12+5jWl1EZ2153RTr+4jQO6z4MGGI -GCpbQ7QvdkOEOlKGcPwEcRCGh8ILPVGQj0/iZuxPorDOb0pegQ8KOmpAepJJ -IrqOcTN1vPVHyvl7ehLqqETMRo5vNicQYZYSX50ifxHD1iQOMvYHIexdI+s1 -WCVKqVTnJOg+Rtj4gITK9Q3ilzBNGeGeYGSe6+/x8ug2ENlnranyKRQdjt9s -fVHHDJ9urXzuu/QUme86lP2ylwXcXoeYmneEo8OlGRIZ+9ihUTrb82FrFNLz -4izv4+MCWy/ZbbvVYhDV6BhHHws3cDY0RmU0xaLiP+8ruzl5QFqU2j9hFo8w -3v2ZjXa88LijKkVMMAFNiphmV9bxwxeHh3ecJxKQC8PHwLdighBYyjG/cTsJ -9d2aWqs/Igxd6ATh0M0UpJUs4ms9Jg4f7A52Zh59jqjKZstPwo9CXOL2JOG/ -z5Hh+to1I81jcG32m7jE81QUdHD94bYlKRiLidGV+5KOCC0Daxe85aC+2u9g -ZW4GYro2W/ok/BSkT1n/UPDMRPyxq+1C2fIg8zJTSTAiC31Z04+5QTkDvxa9 -e0WOvkZiPWxvK76cg2lG51Mzca/RSJq9e9qRC/DlgOWLt6uvkeJrW5shbwRV -F/XuSXZko9U/XpuH+FTAL1nij7RNLtpllGpns10Ntl0YFVDKzUNprFfv6YRr -A82gN3idLR/JJr8sOmV/GaZsWucaPPJRzOTLRezqFWiJLylVVitAuyrc97QL -X4Wn0+EaGj/eoXt2/pnK//SAI1rRWV+oCLFGfyKdFDOCzVcyA1zhRShf//pk -TZkRLFWKKQxSi1CNTPCrParGYOvC8uiYeTEq5+1rlba5DtqpK9ofpEvQtNH9 -E0KtJsCx2D1R1lOKjvk/k3o3bArnWF7eObRVikbPqux+62UGDiK2X0OlyxBz -ZfbGi13m0HGTYcwkrgztvOzBH/TBHB63nx7a0i9Hd2KfhnzYsIA/WZmfLg9V -oJ8z5+QDGy1h8ppr9Y/xaqS3tvlMasIeOO5fOKPDVoMytPxlIjUc4HzErsrK -czVozVJw4X2RA6RiuWXh6TUo7N6QHgpxBMMTYx+kzWrRycR3emmnneEjs2qu -/1QdsrrE7MY+6QKlNdwJe+eJKOdnykh6qQeE/Cb1Rx4CpPWioMxm1QOM5Rr3 -MBkAGuXy+PT6gif8e+8U/6sWkMh1CV3HLvw+oXevw14DQzlVDNRLC15gr1rf -fvlAI/oluHb9oJovrB11bmOvb0I2PQrGV9UD4Z6WycylL00INtfV2V8EQpe1 -GnMotQmpBG7tVVwIhIxsXo1NkWbk9+LE4Nfkh3DxUHvrYnQz4gw92PvKOwgi -OQ+39pq1INXN3d3nxx4B/5/+5njGNpQS6WA93h4CpVlMWtcOtSEKSupP/hMC -l7TPdHGfaUNs/oHKT8SfgFd62mCKfRt6qNs+uxb2BHpVbabT+9vQxZDLkZqX -Q+Fx3DpzQWY7stweYH59PAxmj4prNyl9REI9k8eGD0dC6e0HfTT3LhS+RFvK -FoiHHI6R2tXILnTYa/FBsmI8PMPkcjezu9DWwl2ZdON48BEh+7IOdqGXxzXn -ZmLi4TzF5IjwqW4UFHMr356QAB3+Z7z0f3Wjnne05mOzCTCRSuMr9uhFDSa2 -vkbNSfDEsbysUrEfFb6wOKJQ/hxILfW7zR8MInXX2k+/eV5BicSMTHLoMEot -kNqWQngDQjTCuM+jMTTlxdv679g76BwqfKbZ8A2l0XdauD4pBoephoh+80n0 -Q2TmcJ8u/j4xu2DgyTiFPvAtXdp+tRLMXT8EmEX8QCNucfc/rlXD0w+zlEyW -aZS1whxCsaqDkqrWNgHOadT4C5Mful8HY1h2VjrPNIq3a9Gu9q2D4wNmhi+P -TKMRrrhAp+g66PszXJd8fhpJJrIeTyyvg4MqHRHRrtPIr2o5qmVbPRQM5En4 -j04jHmf69dCUehj4Gsqw9n0arZBqqt9l1cP6tOVXn5lpxAnG3p359XB19XCc -F30a8bsDhV5XDzT+F39c2WeQa69Xz8r3elCyDm+zVZlB2yOKeD6INUDXqp2l -cf4MErThe1zxoQHY1D5fty6aQf3YmUy7yga4Eqt42atiBq1f02DZT2yAT6K7 -ZJMbZ9DBEqG8O90N0GnwfmtodAa9YW+4/ILcAB/fL6Yasc4ibd+Gf81iRGgz -d+83dJhFrS9PiFWkEIH5/XiLpess+mN4RfhJBn6v/qNa7eE9i3YlMofp5OLt -o7kzk4Jn0ZCYulN7KRFaayscB1/OonYHjf9Mu4nQwr26w7BrFtlZczLxbANo -7Hhw4dqJOWQfxlrtehfgtAIz67TcHBIIsEiptwUoeBs75KU4h4IJo14bzgAJ -oa8dUzXn0CUfJk4LfwBLtY7U/yzmUPZIVeaHRABmbO+f+8l4f5Jd780mAD/p -9KZt6XPowmcuuW0dAIsZYjGJ2XPooz/fRlo3wHDAWdGq4jnEcPdRevkIQJ6S -2bXNzjnEPBa8dXcRQLuqoChqaw6pGD/5ProLA6LYKX8B5nkUqtf5z4gDA9nk -Bo1itnnUOrg3oIsTAz7Pvm8DB+cRxXo9NW8fBhTZ37v4Ts0jVexzDb8gBjEf -VGzzbedR3o+e41QZDBgEPskp3Z9HhYRDmpxyGHhFG251ec6jhnt/vSTlMTBz -tEmmPp5H1OMGjDpnMZCRjG45kz6P1GBJRVsFg8+5I4fb+ufR28r1hcN6GHCt -uqufHZlH+709F4b1MdDX3m3/fmIe+Rm4kJ9ew6BvUb0sgTyPLn5/0ztijEHv -mTJ1s+0kdLxioUT6DgYcEVftP+8iodiDxgKVphhc/Tofo85FQuftk++eNseg -J+jwyDFBEpKZkzUTuYdB18do+1UFEjJoyMmqsMWAjf9orAMioQGDDFVWewwu -O7eUTaiTkOEnn5QbDhh0cv1bbzEgoZ+7L1yYcsKg45ZtbLwjCcUbtG3muWGw -8wNjOZM7Pv5AZGanOwaahMwRb18Scrq2+HHaA4O2nCEh01ASco/rf7vTG4PW -hYvlklkkdMUZ29jyw4BJeWIk/Q0JqbWKWiz4Y6CW4LvBWUhCK6YpYoMPMGg5 -Xazxpwaf7xjWHB2Itw+/7GCP4dwWEm/+EAPV8ZnYb20kdN/DpfB4EAZNDw+N -Ng+QUEV2Z13xI3y/PldvnB4jIV7auRzbxxioiBgKF0ySkPnCt7aDwRhgHREO -cQu4vbpv3tiEYEDgE4tj/EVC67PtJkxPMEBOjeVeayTkHM8ml4ozcc/qxu0d -ZPRIfUa1JBSDzXuJwn3sZMQz6+AqG4bB+UopTVVuMrJqXyl+j/ODnZ0Olbxk -5HvSd0PwKQb1N63ijgqREdN5kn4UzuvvCRVp4mRk3KOUv4zzua2Xo7ul8P7J -Zpu64Xh//TObj0+RUTuXxpW3ONdlfxb+rUhGldET0X9wXltx0rRTIaM9AvuJ -yhEYKGqxOH7VJCOjt1+HH+Psl5oTp3uVjApHeb804FxLQRVNhmQ0ebK+bBnn -tQvjo/K3yOjO33wHgUgMzsZ7beZZkJGiRteq6v/qwz/2HOG3JaMT/1iM/1c/ -rpYv1Ix1JqPUdq3A/9WXOTo/P0n0IKObbxOTnuJsZbranOJHRnT+rtvxONfT -DjGkBZHRFL3z8//q11xhqspZoWRE5bClxeJsy2cXmBNFRpK2flVPcCYWxdTn -JZDRNOfIIU+cudXK194/J6Pak8ZCpjg7jIwqlGSQUTjrxwZlnJsct7wqcsgo -gMa4xI/zgW2iFTUFuH9vjBb/r37t/Eyb3lBMRuMY71Yjzi1HXU42VZLR1sfn -Q/+r5/MSn91vq8fHFz8io4Ozq0FdYWcTGb3KfcrKgnPHzCS5p4OMosVSzIm4 -vwX8mSUHesgoO4dPyglnj93HbYcHcX+fnHLeh/OnbP0342P4fq5UCFTh++nT -lSb8c4aM3ioW1s7geugxbzKfo5DRxKO7GR44i6zMZlBoZHQqSmvyH66n/kNy -fCubZKTqhTn9xvUmUXrD5C8TBSl/+Vpsh3OgRmDKBisFTf29oPIF16vk/Y97 -mfdT0H9R3xVe4noOwczY9ktTkB3hPdsgHg9jhk+0+eQpiOUvj+oenE/OFzwV -VKKgPu62HE08fib2/GaS0KSg+1kTI5kBGJy5F7WhYIbfViI1ozZ88fz3p0Tp -vBUF0QIkchlx/hk57KviQEH9bXvaGXwwiCsX/n3Jm4I+yvRwUzwxIG2vWbwZ -S0FVeq5m9q4YKKdOHDd7RkF/LwhoKbhgkCzF5HDvJQW9iLyzf8sZj9/rurMO -bylIckvjhrcjBml5098fAAUF5Dwg7bHBQPcyV3/GEgXtFpUNJt/E7WE0mRX5 -TUGD++hzQiYYWNZnbhSsU5Cf/rts3eu43k+ckKxiWUDZKfnb4vH8+Wa3VnDv -kQWkFyHVXHAZt78j5oWR5AJS7WA89fISrs+goaJxmQUUHbLV9VgT9//y3a+z -5xeQ0CmS+RlVPD4HAuQJNxbQJ6UWN3lFDMKiWi6Hmi4gJiaOsIkzuJ7Vd91l -s1pAgrx3kgPx/C9e+TzmgNsCcqy9G5uNnxcGz8tmZaIW0MULkleCxDDIuz3/ -wgJbQM/nA1ce4ueP3D6Z4tm2BbQs0LY7mR3Xf7dXm1P3AhLm+/7xNSsGAxeY -6L5jePv4aOYsJjzfHBa8kvBrAe2MittmQAUwmjbcbJJYRL7f54a/1wIwOGN3 -ReIXEQenK0lfBSDHNj5BKWURcX5LzUs7C6B+726TQfoi2uFO6hw6CfD0BpPw -o/xFNPEycd9eYQAOVa3/vjUuontBvRXV+HnPe6DPLIW2iG57VJe8bSCCXNP3 -26yGS4j8JLSkT5wIg/XFUUI3l9D3Eb3TQ4eI4FX1qF7BfAmF3bw317aXCLXv -j/DbOC6hfZ7bC123GkA5xWa8OWQJ0Tmv5fwYwu87jksmARVLqHHcL1fmYQPI -Rj485rOLilh+Clkcba6Hub/U+x4cVMQ3KbJtq7IeMm3vlrvsoSLXDuEbjQX1 -wKahft5uPxWpkLm3syXUwwxhl+7NI1RE70jWqzarhxdeyW7nlKhoXdnJ2PJP -HRDuFtYQHKjoid08Y/v+OqjsE9hcd6KiWKmG9cMsdeCE4i7+daEix+I7vtZr -tTDG7/5p2YuKki8fHS77Wgvlwwrfph5T0WWOMO7rWbVgo9NCaE2lohhLX/aq -I7XQozCuGd5JRYfmhgyf89ZAxtk7Pm3dVLR6I33ty44auK/4PY+xn4puR4dz -rv+qBs5zP1gCh6lIJGT3zb891XANkT+5/aSiZUUmAjyqhhH1f7q3N3EuOerq -MFUFPwz4bkjLLqPPPg/kl2Irofxa+lNH+WXkbhHN/8O3EkIMBWvyFZbR40u8 -o3X3KkHM+AivCFpGe8SLM/jOVIKtybGvB64so7gnD5YSvlbAopmSOYP1MtIb -O3LeSLgCVh1v2Q69WEY8EvkVXc/LYDDmteh42jJaTv3NtxpUBsXF81OTmcso -ihDmxGpXBra/vO9QcpdR07zS2x8KZTDin2TAWLqMpm8IaNgMl0J1RPe5k53L -6OXstor83aXgm4f2RK8to9drFM5ex2Iw7gztSdhYRp3vHHqb9ItBltId+ZxA -Qy95WfjTThcDSfo2cw4zDYkcY7DZ3CqCm1U+/2q5aKie7fIVtiNFoNhWMj0n -SUPC8HSQ16wQ1n4cqVW7RUMClzF+mw/50BM+4J5jSkNX3MR47tvnQ7Z08Amm -uzR0n17y7qRYPlzxn8pqtqWhfu+FEzNpeZDB9SrsohcN/X327jBL2Fu4qCJg -pBxPQ9fWoxT5ruZCRMYBqlI7DVka3ltJeJMFpmod+S87aahn5zWTEpMskCN5 -3/vXTUPkGXvLULYs+Co//KV2kIaSnjNMvp3KAKnuZw1np2jI6b18Jc05DT7/ -44o8s4Gvb/ez5tcOKfDmVZNaCoGOuIuGjJI7ksFf023zNyMdoVGqDF0kGUQS -+10rWeloY2mKODueBF6ScTfkD9CRznrGkYqLCaDdh7ie8dHRA67ZGXJqPAh6 -LX36JUBHbJwGlHBaHHQ0XkXlonS0VDrptoJiId1mc3XvUTr6uEbfeEGOBjf2 -D6Xux+nIu/AN067kKNAou+M4IE1H75vSmLRQJPy/783Q///e7P8A8u/1kw== - +1:eJw1mnk8Vd/3/29IGZMMZcoUpYGIJLVJhlTGiJKhiEwhYyIhc6ZkylQolHme +7jpmyVhENHgr070X9xLJ+D2fx+P3++fcx/Ox9zl3rbVfa+191uOI3L5vYENH +IBDs8Mv/fvlN2STk5JZASOOur950OFyQLtaXllkCDe/PbES+SLDfqe939PgS +0N06IC9/NQpqShMGxSSXgIfoU6VaHA3XmAWCuPiXgJU8OTxfHgdR9VLjy3RL +cHmV3bjWKBG2BLVSaz4tgmZ0aftllAmH/sy2VfQtAo2aErn8IROudEXSSroX +wbK4cYFLKgtSPfu08tsXwVzQxyOlPAtO9xn/TalbBLFhw47JllfgEmBzzff1 +IghWbLhkfs2G/yYC2c+7LULYKYcQ+dG3MC/BpfPPeRE+mi7cSRLMgzX73GcV +DotgRdZ7Xm2ZB1xLHaxHbRahDH0zlZvKAy16Npb9JovgkKSTwz+fD8ViSbsW +zy1Csfd5jk7aO/Czfkd4w7QIta8Grhh/KIaIPGUVK8ZF4DAYemdGVwKJlJ7H +AvSLkPFIQWjhYAmUuFO34jdocGWgZEf1jRL4HSy/+XiBBvm1C5cGe0vgci78 +Mx2iQcDlSmb90lI4MPV5ke0VDRgj/opWWJQDH1NWLiGDBsfYmZ2nvcpB4Jij +yVIqDYrC94nuiC2Hg24MxJEEGsjyPqZNQzkc2joVnh1GA34fL+tgoQo4yZN4 +8IwLDcxbs7TphivgkobJFWtEgzuPhE9ayFeB9j3xbWNlGtTN7Nx2166CK1HU +0ktnaHDp3tgLN4sq0P0UxistR4OXb4YuHQqvAiPz2ol/EjSIGeZavzdWBVae +fD4x7DSYbfi14eNbDT5vvuXWfadCx2Vz0nZ+DXCNHHzfMEoFK6OZX531NVDC +dKeMOEyFq8K0/3x7amDGcZbYPEAFYlLCvixqDZjIrQx3tVEhRvS6zYR8LShg +e5jHCqkQUZnqf72hFv58veC87keFzsNRTJdq6yCWJcR98yEVPtuSx2w66+DY +uQ8Pt72oQNXhpjoN18GdLN1QejcqyDWvM6gs18Gnu2ZZLHepcDedc4kiXQ+l +Sx6f+HWosNIda+/2qh6c2fIVlIWosI+LVHffowGo78f0Nvmo4Ngds84b1ACu +V9gdiLxU+C88XzU/tgHcIx9kquzF7TUR2hP6rgF8mc7vVmeggrRXJ8PJ8QbY +w/Km/OXgAlivThEuqTcCpzbLjGDvAlyjPdcJ1W8EnnAXgayOBXDsOmZdfKsR +BHadfZpTtwC/6ex5Gz0a4TB9v3Fh1gKw8Acs9OU0woX1f/+IjgvAYOAx+32r +EdSVLE6o3l0AxiJ5UyITEbR8Wm+3WCyAysnfeuFcRND9G/2xw2ABfkhU7fp5 +hAhmS2Lp/YoLYH7r6niEIRE8yVdVJhgWQPmDbMb8ayLkj70K2Zk+Dxcr1z4p +ygIkjjx6tZI4D5lvZjT/nAEIHLreMB07D2mSZ/QzVAFu9LEtfgieh8ZXTRpE +PQDWFp9b0Y7z0Gur0XbCGcClQP8Ur/I8nNYo0hrNBTB7e0x3t8I8zByycgx6 +D3ApZ5f9P+l54BZOr+MvBxDNaMwcE5uHxYLV9QMYwGDcEZYsFnzcq49H5yvA +aZ8dE4fH5uAIQ7mNDgMG4p7fNg4MzUFzuKiP0C4MOB5U87L0zUHhyJrDFBOG +68vp6lzzHKjK6tCZ78Eg1fJrTWnBHNyWkHCj4H+wpVkao/RwDr6INFpGHMeA +dDGq4Kj7HBB8d8aNSmMwrGrbJuA8B87t5FlRWQxKzgqub1nh83uIkmkKGNyW +Dr/bcmkO6J8GGpxEGLTxWJ27cmAOBKViTEk6GPgt8AXUc87Boxc0/ik9DOQ7 +B5ulWOfAspRza8QAg1wfLS2mbQrwUW0Uc4wxePpN2rD9NwXWecbEB25hcK5y +9oX8DwocSGkPDrHAYPlZ9kjOMD5f4d9JOSsMbBCveVAXBbwf/oxws8ZA/fWW +nUoJBTR5+YbC7THYfFjzrjifAucsS8+tOWBQaeg2L5RNgciqNuHbThgc2jn1 +YPMFBVJ2zzjud8Fgp12Pf50vBSqfmtUd9MCgUSW06YgHBZgCTyRc8cTA44Aq +Q4ozBTh2WnG7emEw2VUR7mVFgZyfKuKvfHD/j6clnNKkwF9/Lo4MP9x/RuPh +bBUKyOoINIX54/7/3MO3T4kCctncGg6Pcf9jgzJpxygQ9B/rBO8TDG7dOzdh +KUGBwOcHGSZw5r7wV7z/IAVem13lyAnE47NkX1DESQGDZO7NPcF4fLrF5wRZ +8XgE183U4ryc80P62U4K2PjEDN58isfH2KDSYZUMcer9zaEhGAhKs66O0sjA +r6HcvzcUg6Fd7UraZDJ4Z48sPcdZvfYMdvgHGcJSE54HhOHxi1uiSx4mgzZ7 +AR8Z50r7QvVdA2RYix/ruRqOgZOabZhnFxlqvmWV5eF8SEDk42QLGcqNXHrX +cf7+Z5TNqJEMIkIgoRmBwYueBL3WKjJosO5oisD56hud53IlZLB7n/e6Heed +j3d/eZ1PhmEVyYE1nBuvN+/nzCYDrYmiLxmJx1/m0c0nabj9P2ylruB8nEkh +g/qCDJX/dlrew3nyv4VxixgynJaWW/XHOb0uX6wvjAzcujdWo3A2en7n7vlA +MrT//G3zHGc2R8H8Ql8yDAme1YjHue3iMFnAgwwt6y0Z4TiXKT0eKnAmQ+HN +8AEfnDNkJEHRDh9f9e2+jXOkRF9euxUZno9WJFzE2VvAK/7aTTLwfLksfRBn +a86DjyaukaHu2fVXi7g/+rs7bFx0yGDqOrdAxPn8lrPuliYZzhNFhINxlvrD +cyZKlQwCj3edvoAzL4koyncW9zeq5Mw/PJ4M43dZ806RoSvi+PF8nKlD7Cvy +J8hwZP4Zj8H/4v2x6meLJBlerfxcW8LXq6vJ/IO+CBmYy2R+RuNcVc1Y/pOP +DPnrkZ2iOMdmG4ess5EhNz+SKI+vv1/K1v3wXWTI6VAdqsD1Yh/zxpR3Bxn2 +TB/aeRxnNd+VY3J/SMDgGt26G9eXjGsGT9McCXwI/OaOuP4EbDUIutMkUB6b +FP8QhMGKQeJn+1ESMMae0XHG9Tuhdb5x9TMJ1Nawuipc333np96E9JBAoT/I +bjUAgzwphYevMRIIlr97aYvnx026L8Kjb0gQOt9PXvbFQGvVj9kuiwSny8Lm +duN8av7Qn+UUErTlKptwP8SAfdSjY+8zEhxovP2IzxsDrJTb+dIDEixvTYd/ +eYBB4dvG68OOJBBd+XCr0g2vh+k2qjZ3SZCoJND8zBWDB+GVXE9MSXB3tUL3 +6H0MJKyM6msQCYr0yLv48Hqy7/pmjsYZElgKRs202WFAuJobPShLAufC1gAH +Wwy+Ki5bUQ+RYJzjITkbr0dRHC92H2YlQcdrQdkucwxoMGiUNDIL3FhSE1Uf +g/YHi4cSPs3C4VLD3SZ4fUyT5FiJ7Z6FaeZ8vjq8fmrFXE6MwGbhpHl5qfNl +DLLMm7/45c3C+yB+ntSLGOhtFl+39p6FXUwz/JvyuL2lPZJWbrNA68+c4zyF +wYY1+e8tx1n4fHeoUwyv33ndEsnXLWfBymTfO4UTGGy/TB/R1pqFFtYDESIS +GBQpRZqe3D8LL1o0mfZwYxA8n3fkBOcsRIS7nxvmxODG6/Z/UqyzIHyDvyaV +AwNGZrpUccIshDiuxOxjxcD8q/co78wMGLZHyPXQ4fnlfffmVvUMfN8kH+74 +AeBYqXrr4/UZ8Gplw5wiANjVzxtp6M9APVH3k00wQPGg0tUm7Rk48MHoP0N/ +gMUluXPV52ZAv5aLn9MNwFtWQjBbbAZ61bLo9psCBBczf3+4MA1VJ9ta9A8B +vMz/bCYVOg17H11LaawiQle6jVl41RSQZU4Vu0EjGJGHlR6UTIGs91omsboR +xhW1D9wqmIKCmx966UsaYfnziS8yGVNASZmke5jVCMLMq7ojT6cAq3KK5HnS +CB6eEWqSRlPArSClzaOKj+sWS7UtTQLXWoOfVUMDeBH+rRJOTsK3HSe98/Dz +lF7JPn3R8l9gXqMuF4hqgdVwMquHawI2DotdVHCqAl4XiWjZ+HFo7E5h3P+u +HNgI56Yu/PgOJw/+x/U5uwTU6s5Kur8dhYtEobay+++A996B7P15w7B+VP4E +y5k3UL5pzT5gOwiMC+yH1P5mwVxITMWG+QCQ616qyPCmQP7MZNmQ/gCkLStS +lZaSwUZbubTo4gCY8Iz/vtGXDN/ZZgstpQag7sPk59HQZOhJuPC2dbkfxNwa +L377lwSFr5dToqL6gbxn/QTtv0QYfVS9pejeByS6kwvE5gQYI+smeEt1Qw7b +zmtvPsSChHjlsVyObghiGdnx510suJjxtQ2sfIRA9PuoaXQsMPb8XpZq+Qik +ugAhe8NYkCnyuf795kdg4T6pqtsYAyEu2XwXnnVBpzWv0KmlZyC7vJLFQu2E +6H/rWReDIsDvuNkZxS+dsL+TIjl1NQI6bZoGrBs6gVuAWbh2fwTc+hJJRwzr +BFuxwcKlonAIqxa2dhHpBBIqVW38HgY/fLQlhww6wIj4nL/sYiiEb6UXZlS2 +wYfOeKl0xWDwPjH6MyS9Dc7vmp2sZA0GO3MezvtP26B1j2Pk+ngQaBGjPZFR +G8g6aXxgiwgCRv/HaPxPK/BvK/nq/giE4E3LAZFTrcD3Pv2nQcwT8N8QW84p +a4YSuqFuC0l/cD5mKfkstRmG2hv0N0b9wNwszdQjsBn+GQrWLEf7wbkGLqK6 +QTPQq6oHbf99BBu+O0OnaE1ATy0NdO31BZ/1qf2HTzaBzC+uCxNRPjD9x9DH +2ALAWcEgJ1zPA0TlWgT2HwXwD3M9/pjZA8xdZbGvK0Qo4qxa+t3qDl/mOHbd +iiaCYW1u0o6z7tA+1ZNwp7ERpN7uHnxy7AHkjGiWuPA3wDHaM/0ycVcY56k2 +lJ2uB8tN9eSqSRcQMJL4u1RWDyuSxeHH3rrA8wGG817a9bDrnmuz01EXCOxq ++ujnUwfCDD3VMW7OYNVwdjpiuAZ+/SZc/zpoD2lrBRFXsmtg/OpimZSNPYwo +8p1gv18DKssR81Yr90CvctU9jrEGPJ0U0gL574FKUSVdsnw1nCPd/R3rYgtC +WdJCuc8roTD6SRVBwxrGgsSMQLcMRMvWnsiev4WfK1WOrQqVQfdT1d7GbDOY ++nGL/uR8KahtGHP+x2wGi2eSS19HlcKVCMbT1O83YDeVlT3kQwk0Gmp8lE8y +AccayrOUkCI4/7jAIMj4Gnjvk1RmOVQEgiauxq+HDCHI2Yr0qKUQpBKw+ZvG +hpAq/kXDklAIy8Y3H2SaGUBHLGxLPHwHkUymvQ6P9ED0XrxrhVMeXIw+G+3C +qQ0nWrsPSrDmwXiD6z3Ri5fgzMFdvUkFb+G82+NSNh8t0BvylfKdfgMJgY+8 +4iga4Kdq80vVKhfCpxpkrq2pQVhaZlz5dg6MlEr0DaurQcLfr+hQRg4IpUpl +JSZcgIJCnbTdY9nw7cybgvazqjByQNGo79pr8Le1x8hW5+C3uxu96tIr2K88 +frL0mDIs9L0vLYt7BXWcZw5QN5WAMUSEPbE3C7aCHhSOlSvC3d/c0bWxGdCw +p+jsA6dT4JcaQUrrSYcsgk4tm6McJOhtawQwp4Oscf4FcVdZaGqY2dYIfgn2 +dYyZ7dEyIPCi3nXQKxlYFURU+qWloJO29C6qJglGZMXsO9IOg4fOsamL/xKh +e7os6QyPJPTuSr9R+fAFdLqJVMaeEIeH1kMJTvUJYPlr2cuzRxQkmtj6Dm08 +hxEVtd8j3iLw+KG/WqJfPFDNbFykSIJwbLjKT4cYBwG5I+9/RvLDiNxCNeN2 +LGTxpvHEaRwAq1EwmSfEAKZwf4vEyA11z2V6zAOfQdYWrSSBdR9wXn2l2kcf +BeOH3v1TProXWiFQqoQxHCwdtQZ4bFlA0GcpQzgsFMZNFbhtlHaDp6z1vjim +EBhXdnKvQDuhlzwYuiMyGLJST3Ts9KIDyVz1DVfWIAggHygux7aJAeZVLhPP +ngCWMtx8++8acYRXctJgTwBuz7Y4X/wK8fZr6fIQET9QKXvJNRa7SOTi3ptm +K/4QAubL7a5OzxHbQxeDtSS9IKB3L/eG+zTRa+2z0xEpdyCALF1r13/Ew06V +xszHXYEw4p14deArsQKOP/5i4QiEKZncy+kDRN5cql6yzV0gxA/sYlpqIz6M +KBe94WAJhP3sBjNJ1cS6n5SZ0xPXgKBnedaZO5tIMJrc7zWmCgTs0qTEjC+x +30g5gFHhMCIQRJeU31wizjymN324chURAohNxjnPiSeW18NqF24ggoq8dy0U +E09x1y/yud1BhIfJKn2RGHFAelXY1PEeIoyw7Tmq1U101pbXTbp7HxHII0qP +44eIIbK1RPsSN0TQoWSIxv0gDsLwUHihByKE+jzfivlNFL26Qskr8EaEMEPS +00wS0XWUi6HzrS9SecrZG19PJWK2cvzTOf5I5cGRb06Rf4iha4cP0A8EoABa +M7MhrBJPqNbkxOsGooBbQ4dVr28Sv4Rqyoj2BiGV0EfuL4/sAHHuu5qqH0NQ +VsN2W0o9I3y8ufyp/1IYsrQQyn7ZxwRur4PNLTvDkfDJrMMZ3GzQJJ3t8bgt +CmHWeyv6+TnBzlN2x56L0aj/1jH2fiYu4GhsispojkF6fEVVPRw8IH2IOvDD +Ig6VeO7PbLrHB4Gd1UkSB+ORTKZFdlW9AHxxeHzL+Uc8Ckjr8n8rcRD8y9hn +N80SULL2r7UGMVHoRscJgjeSkF7/IZ+7o5JQdO9AV+aRZHQ4zpL2NPwIxD7f +mSD6LxkF39kwNNI8CobT3yUPJ6cirGTz8Y6FEzAaHa0r9yUdXWkdXDvvJQcN +NQ8PVOVmIBermbKn4acgfeLuL0WPTET3/l+HSLY8yLzMPHswIgt9kTeMNqGc +hj/zXn3iR16jb5fY31Z+UYZJeudTU7GvUdERxwdpYufhy37rlLerr1GUir3t +kBeC6gt6d6Q6s9GZr15bgvyq8DDx8F9p21yUb/bynu3Oi7Dj/Fehs7l5iN5O +987VcG1YNOgL2mDNR4e304pP2V+GCdu2mUb3fKRllD6P6VyB1rjSMpWLBWhI +1WNvh6gOhE2Ga2j8eofWtR5lqqzrAfszJWd9kWIUmN1NOilhBFuvZD5zhhcj +m/sm47XlRrBQJaE4SC1GQ0bBr/aqGYOdC9OTo5YlaFhnoE3a9jpopy5rF0mX +opP5LsdF2kyBfb7nR3lvGTq/N+nEu2FzUGZ6eUtwuwzxjVzY89bTAhzE7b6F +SJejS+E5myksltB5g27UNLYcFUh4CAQUWUJgh8LQtn4FOvsoPLho0wr+ZmV+ +vDxUiY6snpP3b7KGcUPXml9jNYjZjJB44oc9sN8/f/oqay2qLH4kE6nhAOci +WKqqlGuR94Dw3PtiB0jFcsvD02vRyugXPRTsCNeOjxZJW9ShFeFCvTQFZ/jA +qJbrO1GPoiV3ubGNu0BZLVf8vlkiElxOHkkvc4fgFdJApCCg64Xvym1X3cFY +rmkvgwGgYCmPj6/Pe8D6e6e4P3WA9nse0XXsxs8Tenc67TUw9GCSnnppzhPs +1Ro6Lu9vQhGO69cPXPSBtSPO7WwNzWjUTMlYR90f7miZTl360owex22ps6X4 +Q/fdi4wh1GZ0jXsHl9KcP2Rk82lsibcg9TPSg98SH8MFwY62+WctqM+cr++V +VwBEcgi39Vm0orOzHD3nRp+AwN+Bljj6drQv3fHuWEcwlGUxaBkKtqPvhi8G +Ev8GwyXt091cp9uRW9xjlaeST8EzPW0wyb4dfbPvnF4LfQp9araT6QPt6E3+ +lUjNyyEQGLvBWJDZga4jf8vrY6EwfURSu/nsB7RfbuLosHAklJk96l980I2a ++5cWsoXiIId9pG41sht1miw8SlSKgxeYXO5Wdjfi+3RHJt04DrzFyT7Mg90o +eZ/WzFR0HJyjmIqJnupB+r5m+faEeOj0Pe2p/6cHeecstRydjocfqYv8Je59 +aNj+no9RSwI8dawor1IaQBE/bospViQDqbVhj+WjQTSuX/9xhecVlB6ekkkM +GUYJH6V3JBHegMgiYcz7ySjyHeNvWz/6DrqGCl9oNn5HCt1MVq5PS8BhojFi +wHIcdYlMC/fr4u8T03MGHvQTyARRL+3UqQJL1yI/i4hfiFYTd//DWg2EFU1T +MpkmUfKN3cEUm3oorW5rF+KYRIo3muWH7tfDKJadlc4ziYL72rRrfOrh2GeL +ay/FJlGnT5y/07N66P87XJ94bhLt3mA59ryiHg6odkY8c51EUuJLUa07GqDg +c95h36+TSHLiz/WQpAb4/C2Ebu3nJHpoUV/zLqsBNiatv3lP4fefMvHqym8A +nVXhWM+lSfR3BqMs1TfAokDKX1e2KbRP07t3+WcDnL0b3m6nOoWEd5byFEk0 +QvfqPWvj/Cn0bUYgsLKoEVgvfrp+t3gKzV04k3mvqhGuxChd9qycQt5fNJl4 +iY3w8RCLbGLTFDI6JZZ3q6cRugzebw99nUIm8cTLKeRG+PB+PtWIeRqNEWC9 +RYII7ZYPBq45TKOOw9ISlUlEYHw/1mrtOo0uT1wVfZpBBI2/ajXuXtOoXHh3 +6NVcfP4zrsyEoGkkUqnh1FFGhLa6SsfBl9PIdF3zP/MeIrRyre661j2N3Fb3 +MvDsAGjqfHTe8PgM2iPEWuN6G0BBkZF5Um4GsXPdSWqwAyh4GzPkqTSDGpNG +PTedAeJDXjumas6g/RyMHFa+ANYXO1P/s5pBCa61mUXPARixfX/vJ84gpacO +fTeaAR5KpzfvSJ9BaU5ccjs6AeYzJKKfZ88gO17BzbQegGG/M4eqS2aQxFZg +esUIQN5ZC8Otrhkk5fV0+/Y8gHZ1QXHU9gxqORTy8ysLBkSJU75CjLPokPDH +dSN2DGQTGzVKWGdRQA6XXzcHBvwe/d8/H5hFPxU2U/O4MaDIrrDwn5pF2bGf +awUOYhBdpGqXbzeLPlX0HaPKYEAn9FHu7P1ZND8gqMkhh4Hns2vb3R6ziEd+ +zVNKHgMLR9tEauAs8t4yoL96BgMZqWetp9NnkUgcVVVbFYNPuSPC7QO4PeGb +c8J6GHCuPlA/MzKL8i55zg3rY6Cvvcf+/Y9ZJHjIlRxmiEH/vHp5PHkW7S57 +2zdijEHf6XJ1i50kdCpsvlT6FgbsETr2n1hI6C3FWKjKHAOdb7PR6pwkdOdc +0m0FSwx6A4RHjh4kIfd6OQvxOxh0f3hmv6pIQn2xuVmVdhiwChyJcUAkZCaR +qcZsj8Fl59byH+okNJvhk2TigEEX5/pGqwEJxf86f37CCYPOm3YxcY4k5CDR +sZXnhsHuIvoKhgckxPU2KrPrAQaahMwRLx8SuiG58GHSHYP2nCER8xAS8rT+ +9Ha3FwZtcxcqpLJIyPlC0+b2QwwYVH6MpL8hofspElZzvhhcjPfZ5CgkIQm5 +ZInBRxi0KpRo/K3F7d3GWp754/PDLzvYYyQ0lPo0zvIxBmpjUzHf20moVsu1 +8FgABs2PBb+2fCYhJu+P9SVP8PX6VLOpMIr7334uxy4QA1Xxa6IF4yTU0PSj +/UAQBlhnhEPsHAnVib19YxuMAYFfIpb+DwnZNHSaMjzFADk1VXiukdCoDZtc +Ks7EvaubZrvIiHpgWq00BIOtO89F+9nIKKTe0VU2FINzVSc01bjI6MvLlZL3 +OD/a3eVQxUdGczsfbh4Mw6Dhhk3sEREy8t5L1o/CeeM9oTJNkoy6Xyvn03BW +3n75dc8JMhqzt9zSDcfv1z+9FXiKjJSnNa68xbk++5PoihIZSd3++ewvzmvL +Tpr3VMkoaJGXqBKBgZIWk+M3TTJq9/0+HIjzw9ScWF0dMuIv4v/SiHMdBVU2 +XyOjy4yN5TSc186PfZW/ic/vKXAQisTgTJznVp4VGWXy9ayq/a8//GuvmIAd +GcX2MRv/r39cI1+oGeNMRv9eXvL/X3+ZvevT0+fuZFTum5AQhrON+WpL0kMy +0qJ1m8Xh3LAoSJcWQEaynR8//a9/zRmqppIVQkZnf9ktxuBsx3/PPyeKjNyU +fauf4kwsjm7IiyejQ5Mjgh44c12sWHufTEZ/dl4XMcfZYeSrYmkGGRF/fGhU +wbnZcduzMoeMCtoZFgRw3r/jUGVtARkdPTZa8r/+tfML7aXGEjJaT+DfbsK5 +9YjLyeYqMuLJSBn6Xz+fj/jifnsDGXWti8lcxdnVoL6wq5mM8nzCmZlw7pwa +J/d2klHEWpIlEY+3kC+j1OdeMkryFjjhhLP7nmN2w4NkhHb+cubG+WO2/pux +UTJS+FAlVI2vp3d3mujvKTJyZy+qm8L10GvZbDlDIaN0ozsZ7jiLL09nUBbJ +aNbi0vg6rqcBQTn+5S0yGr/U5LSC6+1wmYnpPwYKGsj/XnIPZ38N/6RNZgqy +6UGqX3C9St3/sI+Rl4IuW44rvsT1HIxZsPJKU1Dq5/esg3g+jF57qs0vT0FH +unnV9uJ8crYg7OBZCpqYbs/RxPPnx94VhsOaFGT14OdIph8Gp+9EbSpaUJCK +uVbUpg9e//6Wnj1nQ0GRekdy6XH+HTnso+pAQddTODvovDGIrRBdueRFQVL0 +fVwUDwxIO2vnb8RQUIeom4W9KwYqqT+OWbygoD8cB7UUXTBIPMHgcOclBX+f +Mefddsbz97rutMNb3J5+TRMvRwzS8iZ/PgIK+urhR9pri4HuZc6BjAUKSl+W +DSLfwP2hN50WX6EgtamlGRFTDKwbMjcLNiioV+R9tu51XO/Hj0tVM82hKtuC +HXF4/XyzRyuoT2wO/TaVbim4jPvfGZ1iJIWPJzGcenkJ12fAUPGYzBz6YUjo +CdTE40+7/W363Bw6Sk+2PK2G5+dnP3mCyRxSZ25zk1fCIDSq9XKI+Rwy/cQe ++uM0rmd1ltusNnNIf+ZWoj9e/yWrkqP3u80h3bA7Mdn4fmGQXD4tEzWHQlmO +XgmQwCDPbDbFCptDIZWPlx/j+48ct0zJdPscKiG170lkw/Xf49nu1DOHKqZ+ +fnjNjMHn8wxLPqNzqMcsmjGLAa83wgevxP+ZQ3+E43cYUAGMJq9tNR+eR6dd +ScM/6wDonLHb4nHzKC/VjaSvCpBjFxd/Ngkft03LSzsDoH7ndrNB+jyq3SB3 +DZ0ECDNhEH2SP4/eiL/g3icKwK6m9d/3pnmkvWugsgbf7/n291skLc4jvb+1 +pW8biSDX/NOM+doCUieElfZLEmGwoSRK5MYCyjUwUBgSJIJn9ZMGRcsF1PDZ +eqZ9HxHq3osJ2DouoINzjIWu242gkmQ71hK8gF6FXMv5NYSfdxwXTP0qF9CT +K49yZR43gmzk46PeLFQkoi1mdaSlAWb+Ue+7s1NRsLrEju2qBsi0u13hspeK +jh8XN2kqaABWDfVz93ipKFGHZydrfANMEVh0b4hRkfeRZL0aiwZI8Ux0Uz5L +Ra9eOhtb/60Hwu3CWoIDFeVWk+g7eOuhql9oa8OJir75EjeEmerBCcVe+OdC +RZMb5j531+pgVODBR5onFd1LlBou/1YHFcOK3ycCqajRKIzrelYd2F5tJbSl +UtGe3Ids1WJ10Ks4phneRUVTB4avJfPVQsaZW97tPVRUFp6x9mVXLdxX+plH +P0BFnI0RHBt/aoBD+ReT/zAV1Zdy3PjXWwOGiPzR7TcVXbDeSYAnNTCivq5r +tkVFrp+kXB0mquGXAb+JtCwN5YX4yS/EVEGFYXqYozwNsTtHC/zyqYLgawdr +8xVp6Pc1/q/1d6pAwliMTxzR0IZ0aQb/6SqwMz36bf8VGgoI91uI/1YJ8xZn +Lenu0tD2Z/FzRqKVsOp4024ohYaOshZUdieXw2D060NjaTRU7/eXfzWgHEpK +ZifGM2mIbiLUifleOdj98bpFyaWh2E7lt78Uy2HEN8GAvoyGrGQPatgOl0FN +RI/yyS4akqiiq8zfUwY+eWjvszUaUi+b4+hzLAHjrpDe+E0amrNy7GvWLwFZ +Sk9kMmERqfUxCaQplABJ2owxh3ER+UbT225tF8ONau/1Os5FtHnnyhVWsWJQ +ai+dnJFaRMTN8EE+i0JY+yVWd/HmIlI2bhKwLcqH3vDPD3LMF1GpjyTPfft8 +yJYOOs5wexEJ/C17d1IiH674TmS12C0iVvf541NpeZDB+Sr0guci4gh6L8wU ++hYuqAoZqcQtIvuuZ0r8OrkQkbGferZjEcF/d5bj32SB+cXO/Jddi2ghztC0 +1DQL5Ehed9Z7FtGEg4N1CGsWfJMf/lI3uIjS4+jH305kwImeF41nJvDnBSlU +LTqnwad1zsjTm4soK+tFy2uHJHjzqvliEmEJJZz+YpTYmQi+mm5bK/RL6KMJ +TWZJPBHEnw+4VjEvofJbv4jTYwngKRVrIr9/Cf1WzxSrvBAP2v2I8wX/EiIY +Tk+RU+PgoOfCxz9CS8hR04ASvhgLnU06qOLQEtreGHdbRjGQbru1uu/IEpKV +/bOZQn4GbmxFZQ+OLSGTT28YWBKjQKP8luNn6SV0cSiNQQtFwv/73gz9/+/N +/g/smufM "]]}, - Annotation[#, "Charting`Private`Tag$123979#1"]& ]}, {}}, + Annotation[#, "Charting`Private`Tag$8587#1"]& ]}, {}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, @@ -1197,7 +1189,7 @@ D6Xux+nIu/AN067kKNAou+M4IE1H75vSmLRQJPy/783Q///e7P8A8u/1kw== GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], - ImagePadding->{{0.5, 0.5}, {0.5, 0.5000000000000426}}, + ImagePadding->{{0.375, 0.375}, {0.375, 0.3750000000000284}}, Method->{ "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { @@ -1217,19 +1209,19 @@ D6Xux+nIu/AN067kKNAou+M4IE1H75vSmLRQJPy/783Q///e7P8A8u/1kw== Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, - PlotRange->{{-1.2, 1.2}, {-0.12925956528297805`, 0.}}, + PlotRange->{{-1.2, 1.2}, {-0.12925956528448662`, 0.}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.05], Scaled[0.05]}}, - Ticks->{Automatic, Automatic}], {479.8347252809548, -97.50736892665738}, - ImageScaled[{0.5, 0.5}], {299.89670330059676, 185.72832176506168}]}, {}}, + Ticks->{Automatic, Automatic}], {431.59704100747194, -87.675}, + ImageScaled[{0.5, 0.5}], {269.74815062966996, 167}]}, {}}, ImageSize->{ - UpTo[600], - UpTo[223]}, - PlotRange->{{0, 639.7796337079398}, {-195.01473785331476`, 0}}, + UpTo[540], + UpTo[167]}, + PlotRange->{{0, 575.4627213432959}, {-175.35, 0}}, PlotRangePadding->{6, 5}]], "Output", CellChangeTimes->{ 3.8175673122534857`*^9, {3.8175674402281427`*^9, 3.817567489380693*^9}, @@ -1251,362 +1243,8 @@ D6Xux+nIu/AN067kKNAou+M4IE1H75vSmLRQJPy/783Q///e7P8A8u/1kw== 3.817637486886181*^9, 3.817637516006345*^9}, {3.817640106937131*^9, 3.817640125681921*^9}, 3.817640193215719*^9, {3.817666455601337*^9, 3.817666477542403*^9}, 3.81766655795111*^9, {3.817667657897683*^9, - 3.8176676742443247`*^9}, 3.8177180782637*^9}, - CellLabel->"Out[160]=",ImageCache->GraphicsData["CompressedBitmap", "\<\ -eJztfQl4VdW1/3lcAkrbZ/tqB+2gra2tdrCDQ1tttdaq73V8HV77OqHVKqgg -4lhnVERFQBxRcVYUVBCRSUDmeQ6QQAhDCIGQhATIRJj2f/32Wb99973se24I -6fT9X74vaM6wz9prr73mtfZPLr6u2196XHxd90suPv6C3hf36tb9kmuPP//q -3nIp9W9RlDo+iqL9x0f4fyP/q/9k/ZyAfw66/P/t1YX4T8pcdtll9mo/ezX9 -N/6a7z2Zdevw3rHX/2ajt/M7/yActd87F9v/fNDU7mo2S1ZXmjEzS80zbxea -/i8vMLc/Ncvc8Og0c+3gqea6h6eam5+YYfo+N9c8+voS89qkYjNtySZTurnO -7Nm7/3e5Pl1g/7eLaW7ZZ2YXbjZPvbXc3PH0LHOtjHfjY9PN/S/NNyMmrzYl -m2rNgQMHbnJIvdG9uNfMWVFhgeozdLYFBED1e2GeBWJ12XZzwJgL4+n80f6n -o/3cglVbzdDRy03vh947yvypz9iowFx89zg7yIgpq+2L+/YfiP4nF+gpvdG0 -e68ZLiBe1m9idIQdKGWuf2SanT4GuCEwwPV6rU7Q+uK4leYv905w794k056/ -agugjs6Pwf6dgi2XzKr1NebxN5aaS/tO6Gjf+HfTc8Bk0/+VBeblCavMhHnr -zZzCCrtYK0qrzfK1VXa09xaVmTenrrEIxhTd6x3Nlf0nmeffWRHj2JhfOhxb -WDvYb7/PFJZWmR7yIXnH/l5+30SL9KmLy8ySNdvsR94W6rj3+bkyiXgqf318 -uiktr7MjXBdAw7V6TdBkxs1ZZy4VNHSw73Y23R941zwxcqmZtGCjWSyTwXK9 -M3udue/FeW78B2XSdfW77Sjnxaj6rQ4pRGemyJyFFvTxeKJPy/wB6o6G3R+w -jxaY/QcOmLLKnWbivA1mwLCF5pK+490XsBhTFpaZ3Xv2Rf+dixIEWqwMZk/s -4FMkgE76zK7GFvPGe2vMn+8Zb5/petc4M3JqCejaYcIfu7e+h72HfcWxb1QC -Ebh17E5mh2ABa8hnejw42azbXKdIIQ3v3bffTF64EQSjeO5oaR70BLqSEY9W -UmvZG++QQa8tAqAdFB9Y9ddld8hcop8FYD6g8OC/IGzCg2Fko3TR29t3NltU -u9uvLsSe7B0Y8Rp9ZX3FDjsrvvLOrFJgt4suIsis58Ap9paQEaYT/SCe/a8V -j8tKtlnW4FPwqGkldi7H6pd3NrSYt6avBaVHnPNl/SbYrSPwRz/JOecCy244 -Np7HBn6/h49xc9abrnofPK6hac81geF66XAr1lWDL9jHew2aAhKNSLIgpVuf -nBnPtu8Es7a8Njo3nu0vdbZgLQ+PWOwgwiwwM0Fz9GmPHmYsKwcHd7O94oFJ -lkZAuT8KgLdfCQT7kmOPmVX6QYUMbIIEfsuQGaa+qUVnlDnM1fo8+BOfB1/C -Yhyl98DbgShuqKraxuj78Sy5F4FXsLtu97/rZgCuhHXEE5/R58Bhpi8tB4m4 -54BAQZx94j8DIO7Tma4pq7W7BGC8MrHoPxQ6ECSQyuUUaHVWmcP01OdXb9wO -1mKfh3RqEZbyIb0npCAyY6q9BzEquy86J57pz5WCgAzsU+IcIkY49on6RfA7 -MCDBpZvgC2NX2tfwxAX41wK2V78pK2Ou1h0DcQ429GG9J6zD0R6YLIihpxuh -hz61uarebiI8JWzfzujDirTK7Q2WMnFPGJNO5mc6GbwJNsbJQHLJDE7S29U7 -mixL4O3eg98D+i4IYHevfg9KBx696sFJmNlH9PJK2UQX3RWv3UvjV/UMjHCV -t6fwIa4BtjuHWVi01QEjQ54dz+an+ibuElvYPkLT0Vd0KouKt1ratQxffocL -kxBsnqi36+vrzZAhQ0yPHj3MNddcY4YPH27279/fQUd++eWXzYMPPkhYzezZ -s+WqQC/aws6dO+210aNHm5tuuslcccUV5rrrrjOPPfaYqaioKAhMdY9OZ1Fx -pZuOMMqP6eUZskF4WfSFHoERrlTAsJ/6Ph/LJKgfwtAjDvP4mzGVQocTkvhe -jKwf64yxYyHH+SFokfL2KUSIUCXXEr93PTPH1Oxo+jxudzCDBw+WDzQ0NJht -27aZW2+91bz11lsxso4wixcvNtOmTXPIEjyaPXv2mOXLl2MOHfBH/Gxn++zm -zZtNU1OTHeqZZ56xyJOh5QMHz7tF5wbFEcwYoD07pvAYvfzqu0X2EtiE8IWr -cmKuoyUAPirb7ON6GfMmnchoirQfEWmiogj5OqwAxbJfvu7hFNoGNxx0p2Ul -VZ9QMFpaWszWrVvxK3/h3wJTVVVl4aqpqbFglpeXRx30+VmzRAG/9lpFVXxt -5cqVnI67BgSDcJcuXZqINAhD8nDZVccoDUHvuldpCLSCDfdjvTdv3jxz8803 -W6K+5557zLp16xx4IHx8Zs2aNe7ac889Z69ha3Sw/6bMbbfdZuGQZddNkzLd -unVz4KUCIF+hIBeKWCKyRY08Vi/PXVlhL4GllG/b9d14lf5LlwGbgsTvKQGn -6u1spgc9SnBwjIJRUlJiWYD8yl/4t8D06dPHwrVs2TILOng0p7xp0yYLel1d -XeIqYQtceeWV2AbBVdqtc4MifalysamLN31CL0OzBFPD5SdHLYsp8n2mtLTU -Lg4gwxcmTJhgevXqZRkafpqbm83rr78OOlOIBT/79tln33jjDdO/f3/7/3v3 -7uWE3nzzTXPjjTeaLVu2RHazQkPZuzdxvborvYg677bPE7IE0L24aNgd94rA -tYLulQW6aP+pb0IH8mWNML7oDAUYu/0Jb0FjNXXv8QrI3Llz7YrhL06iurra -AohdFlqVlK4N9uOKFSss8xHiNo888oj561//CrzFq2QptkmnQNUecklI5pMB -KhVl/Vz9AtYgc7/LMu7YYTGGjfL4448TXDAW4Hzq1KnCQdProELHEcy4cePs -c5WVlW5a/jp0U2wC1wOGLXBSG0oRod1UuctBK9L8rHgdLtQ3sXkeEiuBlpFs -tejbug4Y9d35G5wkBxpEKByngLRld6R0aAgC7A4wGzAM4Ed4Ykh6Nus8ttY0 -OEjEpvi0Xqa5A+Yr6uf3PcxlbuuOVqzj5+677zZjx44lYUNyv/TSS0ohBy8G -gZLFssJKBJgagKHF6GhFAtFZurmOgA4ZucyJVsHsmfE6XOCtwyOvL3ZsTugq -OkvvwUakwgdfQNnWnc6WoCARxLtFmDFjRqIg4cSxCMqtHRWGMA9/gAc5JyRK -hrnmoVhzk0eoy2NJ33vvPfsXIXr22WfNU089lRPFRCcg7927t2VfFu12O/5F -PwiLnHgQLn6cXobO21UJQ1CliD2fW0O2GrwP1ARB4N/Te1uq653uiYGLN25X -xHaCzmMGDRpkdu3aBdZopyVaTyf9KPC5YMECq/kIiNywRCnYKJkp+C9RGmKm -TW4ejW4eRRtqjtfLMEi5f+X/L9QRlIgz0JyPknkNS4FnjcdqfIguI+7kP4OH -x8wBLhlh2hG5sAglex2OoQyUQy1LW+Ri/Z2jo0FYQO3EZdieoqNHn1Js51DI -iW1g+v7777e3s7CdrX6Ao7cG28+OiXl7n2dmY56f0cvcpXBoijl4geIN/Ekx -Zn/yMXBiGjwDVkIyptOWDihUjGNCUyEESt9FaXndd2I8/1DvwkNGPE+ct+Fc -xTM8o7IqjgeJVqErlPntRh0GFhh9AUvWbPusXoYt3/3+d7nbiAlqIMA9tI13 -3nmHGkjE5RJ7yar/oEXBSEdd5BdeeMEUFRVZTXLjxo3mjjvuMEOHDg0xfW55 -X/F/fuyKE/TRwcNjTinEGSlSztM34G7iLho2seg8RQr0DfJX/Ipci9+03yUq -Rs9Y63x9ssQn6OXpaqHBeBD9kzwb2vItt9xi0dG3b1+rLXfWV0aNGmXuuusu -0717dx8FuAztErLvhhtusCJJjKEkFHA3gfPL0hImuPhJMdtqG2OZrb63AkDp -vCRwR0FG/1DvwQDg7sXv5IUbVeRnAtCgXwLqeqoLWkjuczoMmANt0Xues5JB -Yc4c5lIdBsyW/pw5hRWf10ex/3StFIqIhAz3DCwU2qtwdBD32IDwOHESUxeX -Rd9KmAQ8t7E/biKI6vN6GcYBN9jcFRVJ8FO/uvtZO1eOgCiI1T9kqwjDiGFQ -f1mM6wdemh8v4IOT4R50KrAvmfAreoOqwKEppNyeFo0n+oIjjtgCxh6Rr18a -eP0SfRRhCRLMhi07TvRWl9t8duHmDPg7Wsc5KV/40o8CJITxZi4rj04PfLte -h4Fo4zQF5YQenIrmg2w9C70d4M/6ALQiRDPwwNOjl39RP0FjXswLXXR122H7 -V/mE/RMPYJoUXeOZRqflBDhljURVeaKTdGi6XkFCwjMvCbxOuBGdwaPwDMiS -f9HbAgRO9my82NHZCiO88zT5Hntjid1Q9HVZG1fdkFZNX1ERnerQtUvHxyzp -WxRqIuB4mR74l8avCgF+sT4Kfsu9Litysj4KzU/lgJKo06GsO0HNPHwEju6f -e1DTqwSltrC0Kvpm4OuEnyQKf63Qxsl6mX4zEGFVbeOfE+AnAwez3L1nH0eg -So5QhQB8uj+Fjmas+sUwvujWv/Cg594FL90oavc3ckKfcqqD/Df6kg4NJgn/ -uprxIdAv0kfhiqJ2K2yWI8CTTAeTqH8K+nf1Lvg8Zfe4Oet/paDL1J0LH6io -3tEUfT3w7Z06DFR5iguxbr+sl2F4kOK21DRcnAA9tySi0oK4L+uj9MsIn1MG -4awaMJ7bNJgCOQIR9Wu9B1URI1HxbGjeE30tAX6qT2Am8vWv6KOkS9k5UQj4 -rvo6nC3E8azlm7+ilxFfpWkg0J7mw592rwFvVXWNv1HQBU/WFuW0oDOfkhP0 -lNsfz7+zIvqqDo3QBzmVrPBFCaDDhU8sCWUTdJ+rL1ldqaCfqXcRZ6ApLVvj -fxV0RKJJTGA2WBELkv30Dn0ZtEWHlRAI54ZYhmobMVHYl/6kLyEsxqHFtOVL -lOBCJsqOVZ0rsJGVG5VpDXx1oeWGDMhjuSm1X5tU/NUAfggt5T4CFEIZp3gY -ICeWfd01MAJBpwP41iEzgRGOQEEDaSDYPtWHPi03EZ+oq9/9B72MNAF+VsTJ -V3ICnkkX3Lp0mAk+ohDIzLOo9bAtVtbXPKIgh1m+tkpB/rbeBSuhfiYKL6dP -AgO+l67Z9uXAZ+v0USwZucjKddVf18uI2HHS8pE/JQD+yoRYnYHMF1xz3pTc -z44pjBTqbymZQImidEJ474BbuVg0DVSUYd6yNZUxh+GH6WBVOdm+Qivk9ZQB -4Osh4Lm4UFe5Meat3PINj1hJgQLRN334O9oEEcqerTUNFynoYMggOBojcNKf -nBP09EYSGaMSNs29sdNFAPwxAXSKTQRDBUaCjq3O2KnwJAX9DL0Lu5E8Rpjh -nxX06romp8bAswguYjUR++lafRnrxrwCIVHCDHlJH4FQXgjm3+ujSJWg8jhl -Udmp3CPqzBSzKcoCWMjHzVJolYox8ESLcdS0kpMC3yTUZBtYLRHMp+plMhms -vojxP7jZElauMuAVuAkr1RLhc4T1dH0Du5FACQOnMTh+bpqByOUj7eV2iWfi -JxD+CVmmtXoNWTQABC6g0xRA7DmG1EdNL/lD4PXfBR4VAuQICIh4SvI3MvGC -sLh+E8TyF50h6IZuSnBk0bRjv0w7Bi8TYi9B3w7RdKfqf8L83TQyCGLPvt8n -oIn8Q4mLZhZVJxEjqpW6NXBqW2zpXa44Ak/hWzc8PNlsKNsMt/phxyUZW9EY -h8Ol7yML4We7ggvFl9Jc1o0ogjQhh5BJhlD0v/ooVp9YFq5BI5pCeMCwhUQR -dyxgYyaP8MzuehkZEFiSi2550XS/okfHdogH0geZz18b8lUSQ4x/9n7oPcyV -/GyMZr7BhS3y6kxd58MP4h7pgrhcR/g24Zi/6qqrzKOPPoq4VhRiDVyR4o3b -fdlDiKFh0i52gXS3KKJ627tQXWp2NDEoXLShxmmrb88s5WfbHgbMH6Owz1kO -Wa1/P6WOmudEHaPsbmzeY5kNrs9ZURHrfn+DGG0nM378eOtGRiCisbHRPPHE -E/CH516BlMvzE93JAQyLlgALk1D0U/ZCoNLXOmLy6qv0MjJEuZSry7ZzJ/+9 -90KNgoO9zoTYRcWV1F7pJbVaujHUHNsxJks2h3Dx5MmT3fYA6wSgFRUVQTb3 -W4UQEp1yrWzrTnpcmSwoGI+yFmTMrHh/Q5sSBZAZU35UBt4e5O4RY20PBybH -OEIT44rIZJyXQMDkisAIoT1RuLaKK9KOgVlOENlEAGzt2rUOET179jTz58/P -SU5MWOa+fuDl+Wq8pZxwFkWUS0KNGDovTah3529gkmGDcILeGgqFhoJNwVB3 -WwKJyWGW3IuRstmu1vXw3FwX9EG6vdpHztHfligtn6utrbXfRiCcuAV3mj59 -ehrflnv+WicJ1yZpQRgPrWRR75yiIlrA1zJxzcg+dEQxXa/Wywh8cKx3ZpUS -zYcWQSzQhQuFcEJcleil+il2gvOmbPGCdGLrMgrRlgDt4VD0bxQchgSg6gmr -IK7BNUiiYq8ormmjI7mCSBWF8xq9THMDvF9k92cCn63WR+FcYDam2Ipn6aN0 -WTz6+hIVQ4ceTPU576RJk9x70OeTOO//KGi+nBZViqDRZpb/RlnoYHxRYz3X -KLUAh5wQJCWyrG08PJVWFTraEhb6fgQrZ2VdBpqFN56hkzqMeCq0AgQRRVm3 -3AWK2QMPPBCiX6LinVkZKiNRMW/lFiqYRAWdRlTZ8Lu2vPZaRQWUdioLUDXA -8Y7LSR4p2ILkjs55DXTSySG6Ol06bQirUkWFmIOKCuoSVTeECbIk6EKcwIS5 -6wkTGDynW1XXeIqPjHQITohAi4liBFE9HTt7XRIS6I+WVXDBB/oAYHYItYTq -nggyCkNo4Da37P2ePsrkxhlLy9XTHNFJifIMz/V2A6nAC3jImn468M0qfRTb -mq7EdZvrCDV0RXq5RW3PDXXK5Zq+NH6VhrpSjrXDXZUBcpphILR/o1IElpec -F2uGcMCnEoCm/xw7UNb5bL2McjFcRmREaO/XgRF+pY/6ytqWmgbCzRWQ7UO4 -6bP30+xECjDlA/QEzx8uP/7m0txQp5w598BL8104EwYp3UCymBZk+/av9CX6 -tKC/8CVETwiKSN6v+oCmXBgRn7lZ32DgTS2ZT7rPELb+iv3RM9ZGTLEjk4Tz -PoTLX+rg1i+q0ZWla7bxdUYk5XsKW8TohZ/RJZbkLXqZrmgoYGIffiLwzW36 -KHxLZPkyAsPZxRtqHOHX1e/+VQLUVKSQgCCjEWoKjedcuMZBzVsqNG5R4oUf -A5mTViuTvYD6sWMTQN+wZYezgmWbEXQwSw4zclpJCPRfeJNn9EymwfzUmcvi -LBYZhaAz0OfrZ8vXVt3m0TQ3v/Cs3FCnbBWfTl6TUNJRcJhrwkd+mQAyQ21w -csnuPtcRQlpBFNPiK5lQMzKjms7teplKCyYkyDwmAWpmBAlncFDD6d1N3dpz -CityQ53CprOPPTtmhXsd60S3dGFplYLMaC6SqrgXhJncoTQCBkfZgkgeMl0+ -HvhwpfcRlt0tK9l2nj5KI7jP0NlRCO7/1tcRo+R2lzXm6zQqR04tibLgHqH5 -EJoYdadHNwwBCE+3INtPElDwL35J+ACTtESy+irzL3LCmhYVKHD9oV5jwB6O -ZwWUkX7oejTQRDDdpZfpoVcC/1hO3KaQWsF10IzGdFAB8uoXbpI/18ERoiez -EeWZ6XnUnBAScyFxByhDLqqJ3a2XaY/C8ymy46MJgJL8ARRTL1dqsih2rYiB -UO0soWY6CwSqAECowa6458WyV6iZSoLN4QVd7lH6RSIPU4Ftuplc/UgC6MxN -QNY/QQdN36SqzFvT14ZA/xkfhcGg4uPtmaUsUAPjxSW4xLPgJnsCK5IZ9tXL -KA4kHYocCoG8VR+FxkMWKXi5QC8zBxO7UbD48wSoKWSBXVlaQj1sYmyvwVGn -UDNfCPO87mEXIemnl1/RN7DzRIod7QiSsPpuVgGKsCK5h3S6qHhrblhTLmwK -2mLGMQMRAlE2oMu1IgLBQrEM+ilZAGdcJ2skyNUP58RxyoXH4bxgOjmpHApO -COKfKgg1nqYkLOVC7zI3viD9Sz7caSfp0NHLI+vizxdL62Ief/JZc2mPm+1r -yAvN4R2n5/YQygSJBUa7X5tUrFiI8xQ5jW21jaEa8J/qNUY94L3i69ZpqrGU -ZSVVigWm4VXVprmxCEyLiMS4WRdrrQ56crhTx94c9XbIQd3Wuj+iAtW2+ISw -by33Srma/OGCnhAefqKzgoFHR7EYWXyd9oXoUFEGHtLiE0l/f9Vrh1PEx/Ar -bCiqblf27G0mTZ7snve9xySKfAV+W3SG8DqSKKrrmv5LLzMjVS1KSxd2AGKG -GxkLJwydmKFEQrhMMcMkUYQOKedleCLncGrnUjo0vMcX9xltrw8fMyvk7SIO -8pXUES+smAAChPKJFywDZZdM4qeBEdhngCkfSLX9EUdV9g1rTkY9ORNDTBHH -XflQHx0oX5Cqo74+fMISe+3SO0dgf3ObeV7VpNK1dOXaZv0Gm2LA3fJjvcYU -PXDX0OR/rLD4ybpiB3P+8Ph4VqXOn2nQ4DAMLgsHukvHz0cF8fyPMvUNjfYa -Aq/Y4DBh8OORQa6asaC/dote81Vazo9eZ/wKXw31liDK2FvinufmONpgRrrs -oigLCWhrgFtwBwmKiIR8QRl247nhhpvMJTc8bIeAwuL5Nx0CZOJHJsz36rRR -kCZmtVLggPmqfvDQYsR5hGInCykkG27hEfi+lyxZEloZklPGbiysILBMexMa -ysRuWi4iw/Ae/XBicCX2kPbs1dt0vXWYufTu0WbAoMHwkHKmbanWqlD4/TQV -0bTJW9F4wOOtsZ7UhphwovztbO68804rRCFrATGYBPZZmqeEsU7ZgJCi6MHE -Ot3C/YVdKNY/p2/AmUS9t2hDDRGfGG6JHbJvvPGm6XZlT3PZ5d1Nr5vuSWtF -bSvcqtBrzNITu8Upf5D1PdOJ75/TR9sY/SXZHizfO/ny3SJfozS+2Fq4cGHO -SbC1C5UYZKlxErTdVMCclLkOlM42NdKYh/Wyn7UpBtkHEhCHNjR47KHXFjnF -SbQge00MsohYa2OENndiwPt8lm8xjW369NNP222L7YAyuauvvhqRxSD5UoT7 -anDl9gZizhdNtbuaFXOslPI9/WKuPaqXiQ6Y52Il2JZB9qvEF8uiR00vcTYc -HB60MkRVZjZpvmgq53SwOtDJVwfsZPH3gAEDuC1AlFCd3TBWztMmo3V0/0tp -64hRviVrtkVZqKDmpxGEGBWxgoquQZYFoCeNXbTclERsQsrwq8QWomlES74Q -aGtJBj9AHTJj8DeUcnDLfv362XdCJEPTB6orHUIyfYJL5zUCuRlIStk0YsrL -x3UUOGUZ5JmxtDyEHC6RH0ESIUF3Czo0WZv83gnp2pbkWGg2H0rrD518/cH+ -QO2ePHkysUzVAfpREnbYewaGkue+ILMZJKxCscOyUH8Lbqmuf0Iv0+oEqmUL -dsmJoJRTz9Hsix7JA57LetKCjcRO/uBoThWAklIt0Qy6wRYUqZmAmXTWJhQR -+qLo5hAtKxMtcdMnbsQh9lq8rVi9NkhLGELKGxHDsByUdjrGKZmV7Z+sQ+eO -kebV1aDegS/BYYFHsKk2bNgQ0tXoRNnIDB8YmjuauGg7MlWg2KkSsXY59jZN -UG9T5ZN6Gekb5KCi9yXhg8VDI6asdviAA53ybk1ZbaiBGHnjc9q9A9US9IbT -IVC4tirKgnd65lYg46ZTANFOmaTNT0j5phZ9lvBR8DMo38M1lAyEQEx75PY6 -HAkz5ev0vo2ZWZoJZdrHCZw8raPAzUZPiejPoVYO5foovLvE/taaBga7mDEM -12RD054LE0CeoslRcPeKlUaQuf+R56Egs4GBH22Qbx6lb5CrxWIO/xbYLB38 -HIIJckbybVrS2SnwDz/8sOWf2ECwol999VXo2kwAYQQZv4tXV4Z6r7AAEpXs -9957rxtJNERV/bpY4+Ltt9/O91UmLCPPIxMlHV1+PlAjV1L61ZABRy2JEUSI -GrdEsYlOMpkwd/2FjpJ9DzyTokUCMMTIoDeqFDKWNtOlELcifJ9l5dDpmMO0 -atUq+/cBNelba+qckXDPd0P66fuQitCf8G3haZY1imzIzihDhWtj855OgVWN -80A6WyixUlg9iA3MAs6HoqKiiF+HEYfreb7O5OfctQWxtgOk8Cep1oAMhbJb -JJVLEWGyro3TGRNq3cfVZi0L1Jq6Xc3MfNiquxW8XgzY2DeqqT2ZTtUZy8rJ -ag42tDo7Q4s/mAb3NPdTPg8qC+QOxwtLCQOfGZ4Tq83leYH/UpkVxTU3QcR7 -EyJTVtF9BhY4eE6uzzAV8OD+YMnVElxhlsNBp+YK+906isPNGRm1ZN4nUmn4 -OhxrLFITCshaXrQvpk0k8pvLe7BF2NlZhEnLm8/7x+U9HD8y8S7fNZdffrnt -5MX9vtxr1CUiLqTicHkhLgYOHGj/4meQawiG4y+v/5ncy5vf9KGIZdQfMUtm -UVHvQWJNaH0ZqkXUlWspCg1fp+aKfhIZ65tppDEQF1q4fG7r01r5XIzxTmb1 -6tXwklgWXlhYaG6//XYo5iz8YCsJuFaF51i13E6Zq4POMVDk/e9gQyKGZIzJ -9x0mPYcWKp/pTr0Hwotljas3bmdCJQtdNKjLrRdaLgbcEfEXauZyMW0I5qYu -FztswfdGq3NteW3SiuXbJqe18jlictiwYZaDIr8UtCxC1+zevZsr5vfNfGVi -UciQau3OyvPFpLXLt8m4dqg+Jx9oaN7DtcOSMjwtgjO0dud5jzKE9/bM0t9w -HrqkaESStXbMH1NJnLR2+eIDp7XyOfI3YFLZsyv9YYYvxLqYYCHfpC/psKl9 -STd06FAn6UKfYSJxLkmXy8VBNsiWimJVuIIZ5nFBZxUMMvkntDx+4KWufjdT -4Vfr5oTtJiOc6K9Qynm8xOyO2F0aDoSZM2da/YvLdIQSaA5HwxnJt6lTAFsv -vvhiRqwBGiGn8k2FwM8xh9GP/hFchSRFdeTIkfb/oV1SUW3tt1k4mlWLcoR+ -IskLwwWknwLGNhcQTIKqiojf3AuYLsNBbIev++FtWVRdvU/pXb/qSPY3FxC5 -8FgJoCR7AdtmQfpIzI5ZTJw40U2FrNHvUjhyWklo7Wg6lpWVWR8mkAtygenY -uZWf45plFbYcqUOHHERUKxlIQzcflguyeBr2u10oCzGTGrEUbASworSaLzHa -uGJddZSxPGnVtf/LC6JhiuCpi+NUd22jZufhOVLIX9GhkXWkftHEzoYWkouP -TMKITqVWiRg8FSyGMLIviVi8hJGdUWHMMDd77oqKYd4OZKY+EtX222Iu+WSZ -9x59UDIPvwqZziDZDiFYz/UepWdwzMxSntPCVDCkI2XBSlUWnvuWvfteVVgR -q+fCyAwtndDXQ08tQBUuwnpyJllB2RI8/SABTHpBMMKO+t0E0zc8M8BMkxZm -MFxHYbYmVFX5Srk+ypRMwYPr6YBUcXIMIarcsKW7LT3y+mL3Ok1a5P3L1OLA -ccSWyraTkqrLRRtqhisKsZpsOYEPwUu7ST/CDgfYFWxlQGUVrCoE4PcDc1m5 -rvr3Dop9jqtV1TVmwcgSaG1UNUIvwwEL2YbvzFxWPlI/ixkd0M+yvpL1pMhv -YnsP5gNq2vu5CVBPmJtBHZw0ffOIKWWAnLJnBeEWGvi9oaPg7CCMjpwhUWLf -1Ech16APwftKeFkGgHQKwutvj9Ez1obgPcd7lDqcbDo2DPE9qArv0fGbMkgv -/MPMZjjp6RHdUl3PTjS+ss70fwsBP1zklRIIZ+KHR2iNCbI5sxAF8G3GoOEB -JZlTCl0LBZr+Nd7taK+R0oVuWjvkv+KUu+iU4RzHdSTtyjKzho61QaAVYTek -Md9+X1ZS9f3AwOfoNabFPPbGEteDiLzi1iEzQ6T2r4K7w3/XRsRdQ18oJWiX -FApB/vPBfjj0FkeDcB3pbWSorF9AmU9XvUYfA7TzEJmdbf+NI3rUbIo3bmcP -MMb/IM6EGcaJIsGesSEb+nxvkVCewf6Sz49dEYVsgtAYPK8DzaW8WBLnzOgT -tkdXfZRREA1afkahaKfMN8Zh4BqFxwK377vvPthKwYREYpiR9ZtitwAxjBBe -1/S82oTh9LVFxZXuNCJo0HwuJEhzYztdtAtFj93QqF8gcYKNCelxhEERh4ba -P+MNNun1119vDTwcT/Huu+/abKt0FmnIxood3nTxi4lAkFlWsXh1pSY+6UGN -nf1RXIEYtJQ9e/erKZMZSxNVgcih0oJYMDtjuhSLB20VHEuP/sa5afhBkqBg -kL4eOEvh24n/yo0xvxZPGCkxxhooqFQ+xhioBO9g3dyIKauJKbpmwFZ2NbYw -8gKtm9qxiEciq8UrvhMkElntnpLWKSO/CPQEp34WsoDPZGSlG0LAo84Wo6wz -RvQ/g7aOyKAt/MzQmkwo98JlX9ERePAIIjcMZqAolg4PIUV+jIY2XJDH6bW2 -p6O9LyMdjQmO2HcIc3Mfg9m5VD3L2NkLwy/sEwZMIFl6mk4zVIwceRBGsLOY -fo+EcpyBxtVE9gKpY1HxVu46Rq1QmMQOzH7SQUV1PX1+bc9I65JBMfCegbuN -GDHC9iMAJwL7F8mRGGVSygBDJaRs5I6Y24HMs36zRungIZl6o9g8hJwGNbyd -wmiIHWYVoayDrZ8ZdULMIUZN+2WiwQcqezOU2MNWGH7ut+wAYgL6MNds+87m -BEyweIRlfeAkIjZf1Jv0+aB8g/2m2WkdGbfs/EiMwV0nnOdTionDzjrrZNav -X2+rweCx2759u22Zs3LlyhBtEClzMxvJc6moLa1cVx3lxUjc85Qt9ZFkDAJ+ -Xr+QlbxKzPBxxAuJGT/OLzbrp3X0NqSdETCE5ZBqBt80kCn8KKgoMZLADOlX -JhZFbGtPssXhDQedic1SGri9XEb0wjJOnhUx8PrLNiNXBbuht7ZkUy2/RIUS -DOu7ASjP9D7m6aN8XVRbR4AJi1ago6RTkSdikZ71YKOSIVNmWzC/8qChaQ/P -J8gqgDwrJ9TpmmokK/LIA24lXMsLcmZNG0s7n1FIfLehiHzSGT0mVz04Sc89 -SSsV8BeGIGb3InjNvCxeAs2wEWoBEoDupKOs83MPV1Q8o48+rXkS8PKxNSvr -elF2fpm+Th8symrFkDnTkR6hpINbi4HZtBX8mgu2e8++z+YGlG1u2MMJwk4w -yEQ/32HgGjinXF8MtCEgrH5CrdBO6PwXNmrzS7dGTivhCOAkXiF4K6CG8ka9 -WiwxQs02ENDCZVBCzZYi4+eujy7XRxlFQssvmcF3EqAu9dKXanc1X66Pkibn -rdwS+SCn0gGtdBsQ1SPY85FV6bCmGXMlDpHqTij9FJzC0qrcUKb94VDkuuk1 -Z0FNL4kSsHqkfo2ZxbAfZLsP0ctlXk6ubH1Gn6w7sw8rJBr5TcbXBgxbEIXg -ZZjYdwCIxOHrZIfwarYCZPil2Q7gyVHLhuij9EKgyojhKz9IIVuGZ6j5xrtM -I2QIE+RRWsKiFjVBpncMZdAJINNz53fAkbVm3j/8FdxxYlWTKlhHceNj0/Xs -ynRmrijkQcOdaYBYIYrWKYvK2Hp2XaYa+JncINO/SnSqw4vHeTG+owm6BJnN -JJHSz86qTAoAZxUOGzo/h1CzcEwfJdS+yla3q7kVUFsP0ECXcsdqnANeM2jh -AuxyTNaMWnhC7Rd7TV640UJtv8U0Wh64gYjElXqN1e8ihCIfSvvi+3XkpWr5 -4nfFuupH9DJb/Wt3A8LGBYfexGNms9w7oeN82N94nXeAU1VtIwHFUUq4jFO7 -EtD5AR2FYTAU/ci2e1gfpVkKuUogGOrEKXeEF+n0XsAtN7zpgBt6n/GkXX95 -FNg4BHTI+djt10aBmEH2Aacs+thgvUwzGr9icXM1Mgi5fjcnyGAfJh1CDtlY -Ft/k6/6m8/FziGnNOdr/trW7wr8r0P7x2qvW1zykj9KjgFZO3P5+SrnQNXsD -82gHpeHQEVDEUBabJoYIA7rtKIZe11v5EnsLdPpJDXlb21LhKIWSaRBgnkIS -A/Wyr34K0yQlsC83XO0845yHUYD5hPDhC+oe6VPVeuhlhorU1X58JkpaV06f -v39oazsqEC2IZdMQFZZCtLAWRPVdooVMEKH5nvooUQWNVnTg0NlbxEyWqCFm -oF2SWqvrmrIw07pGC6HetW3ossAN5B82Jv/Ps3v98LWYdhSr1MHQ6ZlosbJM -EfveorLcaMmUalfrNTq24RxoN1I5ss1dFz6ks6JmgpkJ6fTXy37IXBima5Tr -yVE2+aVFrGVv6aPOaARncR4ihHk7QpnZCGltF4aELrMOITm6MHD+fjssUZn7 -66OsORUm4zRE6iVikrjJI+3Xy5s7NfAl2tS+UO6l14h9MSKJAwrlVrRLCDSU -PZx2Cf+hc2KFmRrw9+tl32khFh11ehgQfHr7zmbOjNIYYcwQVujUqcuUxnyd -1iUK4LMQ04p2BoH+sofTzuDDCit9MfCHijZ2nz46It2r1Jm8NPmghwpEvQJb -YUtNQ+iAPSKGdpwKYSKGQhipWIqYkM4ZgxyfLkc7n93e7tUvwEXPNHkxwUjm -rCHDF3rrNe5VnOp0tA7dTtFZMifcxisbN24MMixGozAjtrOdsbSc7a8pjBXh -x3moseMcrc8hxurayBVWEBd0fGBpBS/Eha8U9tZH6Vqyffvqd8e7ps1B1E7Z -iqV9WAZIadgG2iLwAEknAiAk+okaplVCxovOQtT4aWyyQ33UZA30EX1jmNe1 -rnZX8z16GW4m5oAJedI5QSYGaUck+Un4I6asZhJEu0dSCzIiqUiw7d69e5TS -6COeRa8KQWtQZ2LSD0Q7WzGMnb3uWn2UcQ9YYXmxltlCj60Z2CuS5juU8l2N -LUQdGy7jXN9r9VF6Q2Kdai+FV7vHVTOjZIh8QJ5A6cKPtx1Du5GY8xVAEaXE -HBUg9LlOwNxHdRT/kEMhYnYCte1HlIiEuOgYdanMpdUOaVktwj+kj7Y9utrl -oGYfUDtRFBzCjlU12VzY75U+fFLxdfoNloqhS0ECTj6mo1CtApvZXFXfRy8z -gIrLdbua6c72Ne5ttY3X6WXWZWjj0A/q99ortIofLBJqhiAO8hANW53Tgaft -9YkgSjzU0uVFUJwMTH0UkSJUX9zhLQFdxM+PXZEdAoIaI68TS1BhvEa0MZba -GmXN1FTJpfActFVocklSjq3Vman79Ojl2r0+ncuNlsE+fuwIzLpCAIONQ2XP -ECE+ysUi41Zi/gjC8ew4z/7B2HmCx6MUG4cRaWW4DzsItxNIhC3a6cTAr6wa -UcAqIeHMSSRyjI5CVqra+e36KOOVT3uRLLpi0buUmIBu6oIHa6s+qGvZhsgq -McDNkhcD6d7vMBcIEKLCnI8Q7afzYSAukGCHC/BNMfGiW3U0IhO7YWtNAzHB -PkXI+btRr1HE41ia0Am5ZH02p+Qu1/KDcB/w41OVOxPgPlbhRhUL+TkSuyBL -b9HnmXICPsGAL7vDjpuzToE+6LCX0NGzhJuaPeLr8ilOmyUii4q3RglAsyIA -sSp+cMaycnbs9w+wLd+267uBwW/Sa+yBiPBmCF62U4fDNB3r2MrX01hYnwQv -C1WY4mKPRa5tZKtQBnrFBk6f/yEryOIVWUEemcBqBay5iB2LTvstAsq0RKiN -oj4SUJ/GfEDtu59UGoDbjdUeYOZIL+La+kc4CK8gmH71qGwQzohi4oWxK6PQ -Qb4sMGjxWmZPXbyJrzPejgKpBLSy3A10x8bxr00qJjExLxwtg5iSxpopMcPc -AQ+U8F3jAsnQKb6El+IdngmxWggvYyPXPzItCV6Wv1Ku4HdZyTYeloK0LFKz -rDNB9vPDCDKog140WdoQyOylDvONrn7ZrBwhK7b4qXxQx5yNTgbYg8IbI2oS -dLWAXZ2t10iJ2Fo8pYKmLniTvB86cJhwMzULqBYyIdzQ+Yk7kasJcB+ncMMa -o5UAugRV02ryjzIReUXQGbrB0QcE3Z6KqUqm7KIQ6GyoDvWGdr5o17fqo1Sj -5UNRAtxsDYQdRw4wYvJqgsz8LT3klSDTsBG72skbErbVQXY0hc5IJsh0SwNG -IWyCzIDbdDErfJDtIGwOxcwOldp0vbCpW9eYg7Fag74/GBME1NceRfKFAGU3 -dYRImeY4ZVHZbVkE+ObUNUm4ZaI7PkjzAPxHlOIMtzP3lgBzjneZkrZyeyOP -AWGWzUUxQ04f5kyAWSYHc1cYLAGm7o08WAW4VdHBdj+w+LM6LIiWQWboa9gm -DC/QWaMnthMlVd4RdW5q8WpSAAjDCJ0Zze7qiJ1QeRYao77IdmOIsvnI+Qce -WMwukSj3oGb16rvFDPbBq00uK4Yk60jo2UVTvDv0UXcCsVCMsPwvBj5G9NAy -wLrIehA9jBVgVEVPa+OC7XlGMbuvMh0MvwuLtjJ8TuDBUoSBEyX+2t6p1+jt -hIIZwseJOiSSi3iO3uzCzcQoC1+UDj+ZiZK/92GsMVpiHsPEWih8InEjpobA -tU/eLjYTa09cKtHIpRGPkWHCYNfYMPtC4ItEDzPjoOiK7kf0gHNd5DhXQxZ6 -/j5HBZ+gSIELnJweVC3sPGJeE/PBoILKYmUXM8ONw9bxbNuNKGoII2w6jtQD -aobzV23h63Q9ojb/H0wtJypiYGlSE0aCCgrrmW3o2zPFG7ezsJrCGbFBeqtK -vUdF6J6YgBuaBNbtcOAAcZNWJDZl4+bveYAuWSBsZoarhKMwbRSbi/MXG479 -BPyYLzvMs9wZka0QPsjGsALk7IuKK/k6I9Oo31J8tCpi2G6n11KRYNU1fkWP -Zmoz41NA0taaBnZ8yMp1pIeX1Yr4XVtea2nBfo5YoOPBbkJjiAVmqCDJMQsL -f9vDZb+oz/vcFCJANHdXJQITh4kCL09YxcY3/gFpgg5GBmgW6lF0nwt8lMIe -RhI557KSqrv1UVpkEGGKjJCyeZKC7vM8tA6AS+hi/QIDP9AdGpr3kI7Z7hwS -nsEgHM3gHUObBHeWjUC42Y9LcJUBtx2E3XOxDajJ4H0woq46LpyE1IHnrdzC -AlUaAMAHT49i3rWqvScEoGXXZMb31FDgfP3j0QSFn8iN6C8p6D6vQGYwfFh/ -1HsQgkzktqdQG+MKbF9XTQVil/DD4cNTXcQU7eiRbetjsEfk2hwWblE7CzQg -DonD2YSkBE0tzIJuLNmpfb3Lrk9DTUMCqugm4smqOj1W3bNFJlxdolWdryMw -8wsimAFcxj6h2ohNwBK59i1tjc86hpwQ/uryKlCS2BpskWMCRNEE7tVHKSRg -gSagiq5KMSkdquaurGCvEhg/FBfj565nL0I/RTWm5C4uCLu5You5fuAY0/W2 -4WbQi1MPLxAbOk4pDlri3crKSieOQ86FBs+MfntmaT99lI56QJ8XNZkuIeBC -NqB2J4qPbaQuwVpFIukaT//idvfCraZnz6s7mL90uxLceoitRGlbxDV0qlLK -HqiAFFCkuXVKwBF91GBhLXv3EUecMDZDAo54mgwEMWuzgPGK6nrXxYt7CExr -U+UutuTzFXYR6XHaSydXGwHnBB5R7ZvTal2YNZz5By0O2cXYlen4Kv2rUBrI -XkQzYhoOrRWcg+cjwuLhFJ0+DGOGlIFIYRXuwG04PLmFxswsZUf1LMbP6aN3 -GPuBI1upHSiCuwtoU+U0qII5F6jQNOv5+6sQITbIUfs+PzeJLL6mQ0HM0iEI -Xau5ZZ8esBzLKioMCJBg67CXHGNIOCDgAX2e7nJw7SFPDsVUotYwk3y9ErFR -kP+ZjJZ0qivWUgzM+/VRnmWAg9MTMPJ1/Sb8nfQFYcNg1mzPTcsWmp98gc3a -GG5EgDZGRpcMQd93yDu5VO08EVTmUKG5alFRkZXtqPK+44470O8xpKlytyCI -yeD2W9PXPuAROx2FAuOxuRHyDUUIlECqM9j7QAiPF/CrMbwD/OjGhc89zqw8 -Ii7s00dfHTkxW+tu5ckIOFwebYeR7oq0FXghm5qaQohgOAnSgfE1dLZCvgCx -sdtPWN7RlIAN9n6EnUOmiAArsPEzvQcHEJU16CrYl0QJDwFHxieTkFmCqtVB -oYPHGbJjvg0wuKas9kF9lKb66rLtUQLwpyqAyPAmBwWAUKp/ovcgILjbwdoF -Ne4oJPo5UNRL4P0ioaGjl4eAZ3wUpEi8vDKxaIA+yq/hdHEfeDvIaQrW7MLN -jmxgA4OH8pQ4SkZsR5FnPBGOURYEWAcECHVZybb06ekMPINKaKKjoBfHOxNQ -Sjy01UjA8uk6FBpGEGTYsQCZff8xHcIh8+ZM8HU6iMS6YfI+jX5YlWIJhFpH -HauP0hjEh0s21Q7UR+ldwVnoCaCfoaD7MRSczQEKpjxEDiudhUK5PE3NP9hp -V2PLQB0pdNxw6HBypmxAEFGsvjapeJA+ykgniiIT4P+WfnXywrRz4nmF/3y9 -hy+wmgOHvIMPcBJi7znRJe8M0svF3tnDwt5C8H9cR9/v6ZkwjdCJhpOgbwQ1 -KAmT+LYORTmqSo1lMed5aGVTXNS9CsbdQZFM6kHFI0upmKOs2WShg9aZQcRA -KR4VfLDUiK48kSVJwH8nADxamQMP5+o9XweFaIIrmqecgZ0A3XCZDdbnIUPZ -+QCce3eOI9eZOkfHAn7F6CIOgDMsAQhYFvcYbxJ2nDP1cxDjZO1YSjiFz/FA -IRuAMETwtELvQVEke0P2zgEHUijrscAmK5BxQzDh+bhdZHvG3g6hHO8sHRaB -Wu5w8MBttY2uDy7om55xiBC0T+JZ1qix4TYZN2d9aO7MlfWdUMhPB45HeXNv -x9DaoZbcfVdBRG4Llwfhc8hWYghqLF2T+BWu68pXD/NkmG8l3KNXw3Pt2GHF -vLbNiVEMBI0IaiGabkHi0K3FfFJ1NXzUkT3z+SF7GNwA/xMFWJ3zScB0OQiY -JUuWWAAACJKv0WtH1oUlRMiCJHriAoyCjAMq9BweVzaQo9o0NlwOK9DIa/kK -Dkn6cLHQ24W9j0Unu8smCBQ1MRjbXofJxHrFhw/Fp2X/Bm5kbta/g/2E98BM -xo0b58LtgJ8nTpAlfySAC5ZRULPHr/DUmE7ef6igdbClbAUWKpARWvDAQC4p -KYnY6hveNQyFc5tQHoH/94qTsw/2yVF/m0UubQmr8Vq+QsyzFXBIMqYqqsaf -rryMJQkjCPhF02v2SkEyfmaZRCfLvvwfBY2N35Oi5cwkbGP1BYs34BJDAy38 -lU7T2OfOoYIjE5krRweQwhIqdk7Cr9DQia2Anp9/6KGHrPwzTs9LWaanh3a5 -MwySaoxPySSDtgebOydVn0bp8tPvKTFgtWnmUfHcUb+b1g3SyJh2qVqL67uD -gTMLPzpZfpyTGPJHfpkD2caaEpakjBkzxkoD/MWIOtxi9GjD0YboEg/U8AmC -hwAgMZ1eBSi5UIIYFs03DcIBFQjd3XJRBr2q+Uqtv5pJHW2PvXfKVYob0rqo -FcNjR/cjIl6FpVXO24DEAapLUE0heq4JfL61J+Wc1srneOALzknG1KFoQKxC -XMp7VA8QmKT7Hop6c8teXeBQ0W2BVdCpYMKnABPsC60EiXFrnDOGbQBGD/UO -OgJEDyorWL4XIoKDq8pTflV5NhG0PckgXYSLv0InPf5AAYNDm0WalBSiINM3 -izAntxQUM1GzXWFmW47aOa2VzzE2jt6k4GzwsyF0DivjC3oPSjIT0bnyLL7y -p8raCaw8U6YQm4Kf+YuthKejootVRrAJABeKsmRLs6buMHb+4WRStK3m+jz9 -ImxTVnzQ8+ZqFgpsija5JLwpZVt3Rqy1O9RzfE5vxTPEG5ZeD/qMGJFHuh99 -VKjzA4dnYZk/taP0eSQYZpPISa2AIbswWBREV+6RS+7naAZAud+2HBF/fTMt -l/yl4+frF+FTIIfkFm/Zs+/kHMuPwOfOhhYmWbfhsJ/TW/GMv8pQhXzC5RGg -xqSTwhDsYUgEztXqHU3RUYFJ/7s+D2WPVIteK2j13prjorNXHj0sQsF2ak/Q -yKHxwQIFE4H5yIOEcvRJUHsg5MG6QCGEJsPeTPTOo2AAGsoXdHQklZM1x8ta -DFWPVamHcODPtxLukbFjnbIJEFEgQk6mjBALS+Th6RRGEq+Jnej7FXasr2/G -oeRQ2PGXEwAhwXBhfEAwx9DCYJ9hHDRt9hcmR58Gf2EsuIw0Alx4zVH6x4bp -yJnCZPHECTou2mQxQcT6zGXZVqyr3qu3Efe6VmUtaBO55DJ07q7/8eZkPxCN -ckBjmZCbhBjsgQmIzCNR2RzMOFgF3SHwxHH6HLxhiCHDt8rn4IqBTx1P7FNI -8DePvI+9hotxLXQ8QRd9BQKXgV3461DHIvOdmBt4hk8qquvpEnBAwZ4FP8ce -YBQCtgsyB5DGxedQ7oW9gSeM7ieYQEhtoocQ7BALCvU61KGFhILcEN90QgXO -ynXVk3LPgI5wkIaez+Yggz8TOIChSgclUtlwPLKPfnj+MCs43e2o1DtR5IeT -ZggOgrtESSjFhXsGaLLHPvVLfwSBQySR44mE+fxcr4FsYCMJ3cpfGKKjVaJQ -u4qiMwGBghi+KsRMkAOX0q/BqEBrXbBhOzDBhRGP9HixPhxomBZiSYh/hawW -CkXEOpGShAo2vovEikXFsVd4Su5p/UKvYcci0wsNRzraITpbtgU/O7yWi1dX -WgsD+/CApwdi1yCpEoSG9+GWlt3eUaGAboIQHCIP9oPcJihSBYfo6nblBywr -AKlgyRHpQPkJfggvuBUEAuprkGiCg1xSHqng+7LC0VRvuna2PMwXEwC3hRUn -O6CzLh98bXgf/xWLqLMOiRQMTF24VQy7v65I0gQXLNCHYTQCTtlQgpX0AGBt -WL7puZfgt94eQ2gUU0P0E7nwgpIYnE52y4KPQkTg6xCDsmqXGuKoV9qRHPxO -nNB3pI0eoGUSCt2AZlQT4NQBxN1QhABDsFfg/X/Fg19a+27M+zpbEkNICNag -tVUEL0r2rT4g519x/qFrfmwu61bRPxGY//fuP5wc6gPXzg9cSzp8Pd+1M/55 -Pp++0y/w5PzcgP7937HX/xEQtQpHJvPnhP+76l+N/u3/AWN9G3o=\ -\>", "ImageResolution" -> \ -96.],ExpressionUUID->"a59dc1eb-de63-4143-8971-c429d9919d0d"] + 3.8176676742443247`*^9}, 3.8177180782637*^9, 3.818229611880493*^9}, + CellLabel->"Out[14]=",ExpressionUUID->"6cf67109-03e4-4721-bbb8-fd07c9c5976c"] }, Open ]], Cell[CellGroupData[{ @@ -1639,1216 +1277,1215 @@ Cell[BoxData[ CellChangeTimes->{{3.817632402392982*^9, 3.817632515056671*^9}, { 3.817632566288678*^9, 3.817632585257243*^9}, {3.8176665668940477`*^9, 3.817666597156199*^9}}, - CellLabel-> - "In[161]:=",ExpressionUUID->"802f97e2-70b5-4c0e-b977-f8a2e505bb60"], + CellLabel->"In[15]:=",ExpressionUUID->"802f97e2-70b5-4c0e-b977-f8a2e505bb60"], Cell[BoxData[ GraphicsBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ 1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" -1:eJxd2nk8VN//B3BJ9pC9UikismQpsh2KFJKlbJXsOwlFJLuZO6FEWUNCknxs -2XnPYt+GQpJICW0oa7L87vff3z8zj+dj7nLuOef9Ouc+HnPQ4bqZMyMDAwMZ -//jf95Er96lLRxrQw5pv3pZNFxp46OuBzJwNqL7BsEDp53YoLput2TtXj/q6 -jtjvm+GDTy3XPpq/rkdeCR4qv8fFIEA6sHRNpx45ttW5pdOVQGMyOOzQlTrk -Eba28KfkNHjtGSKPJNUgeT0Gq0Zvc2BK/ND3i+c14lNuKWz44QDtAwvnU5xe -ooO77jd8S/KDeYZ7Og6BmejadxYRJvZgCL9AQoNWPsj3ly9XlkI48PQqpaZU -PoJb91qFh/ZGgd2z9uBzux5DelLyj7LDUcBTfH/7N+/HQFNYNIiVjwKiZSXL -b4kU2Ch4Uy58OgoeCFqNiKemgm8/K5p0jwLf42wv9gZmwHt0mV2oKgrO/mNd -zk3KgWfxt2J/n40GVppt9JkjBRDxe9vWS6sYSC1T2M5kVQAPVuwIV+1jYNXH -sr6KUAAjv+cfMnvEgKpFxrt/UwXAfcdDFYXEQPIQE5kp/znE3DQaM3gSA5+y -bE12HXgBFcoJz7rHY6D4vOx1AY5iMA/9lBZpGwupgjbCwSeLQd9IYULCJRau -lLxfe+taDMvvWt5QvWPhokG/p2tzMZTl1dVO3IkFGeXcDc7QVxCTOFdbnx4L -bvTOT2Y/S0BaZOLJxEAssD/MeOM0UQrMusxjG6cI0Nso/zRipRQYqzJ2h5wj -QLCbvlbazjIglMz5z18gwB21bZM1J8tg8mYzRrtCgLP9WR9rE8tg90rfFY5b -BBjuiMCo2uVw2F+/+tBzAjBMT9Fm0ytAguTLdns7EXzmvjs4l1YAe5E1ts5K -hNZbfn1DLRWw9Z+JSRAXEfYzcgoVzVeAiHZ8jdVuIqRyuJvxnqkE91ArwUY5 -IkR/64z4NlcJ4dl6UgJWRHDql6WVoyqgTZb3c+QTgbnpnNY+8ypg2TpHNHpB -BJmHmcpRLlVwP/7Ay9hXRGD9PfVQJ74KJNI/nJx+TQQGjEuQOFIFRn8306xb -ibB48MUJjYBqYLWUsGaaIsKfFY4J7bwa2OBYjbotioH2IBNtT3UNCFy4OvFN -DAP+dGXR+Y4a+FSu0WsuiYHBiKpR/FwNBL+dtOGXw2BVecAjUa0WBJ30r51V -x8DG3IJKptcCYe9/PKEXMZBTJo7UL9dBZ89nloOR+PnFjO/us9eDGKfK+c1o -DFoXjaJs99fDcizX0QECBm+WTX780KuH5wEyVe7xGJwBwb+tyfWw+OGukkYq -Brn2aRx3FRrgwpF0wfBiDB6M8+zY0G0Af8feR9MlGIzKWpXcsmqA5B1nW/TL -MIhTt+CxCcOPT2VT//MaA929PLwT3Q0wqtH7cq4Jb9/PYM55l0bICPi8EE/H -YP76HOOe4EbImtw6GtGPAXuz0gut+Eb4r4Qg4/0WA9uPR3cEVTTC/vmfcfLv -MLgy8H6taKsROrspS1fHMGD80H29iLcJ1pm/ZAh9ws8vv5+cd7gJftXmC3ZO -YCDTH/2LaNgEzOcVH+z+ikH3W5mPu1KawCLPt8nhB369q1l9Uy+agDX4mfKX -n3h/VY/7VzU0wcn9bfeuzGKgNdrfofe5CfTzuL+c/I1B+Hf/CnFZAOTOaJ+9 -jI/HsuNhOgJYeSPAPr2CQd9bMf0AMwAHn4gcyb8YPN7kTS8JBBhlzsxI+odB -sPB/oV8oAPuU7y8LMpBgNfv8tyNvAQwoX1z5t5HgTdqdCvdJAPXtm7UcjCQw -/tNS5rOdDGcasnbMbCeB9g+VtNbDZLhjb2tryUICv9WzHRZyZBBfe/lXjJUE -fVq5hZMnyFBNXQ/7jlswUPbmX30ynFrsMnNmJ0HvowI9Fg8y6P+WOc67kwQ+ -Xn/nov3IMHE0y6gEt9ad5HMMIWSgr9pb63KRwEX/Gfv8PTL80+WysuUmAZlR -yM8pmQzEhXijz7jPrrwhDmWSYephgrodDwk+3xNrrnhFhi0uXS6DXSRYPFoz -s7+KDHpmDxdf41be8aiB0ESGs+bJI3t5SZArVIdmW8nAdyuFEoIbOUr6mdHJ -YOz8rWgQN9vMqHnlOzIc5R1OkeIjAWPByCTfJzKYVZZhgbilnogevjFDhq8d -zRGA+25PCX/3PBmshOwitvGTgEElpkL8Lxn8n7/BNHGXvX+2LWQbBTS6PDP9 -cSe+Zt/qZaPA190hdc9wZ3XWvhTlpUC7r8nXHtzvhctYfPdQQH9Bff8f3Lo5 -87yNhyjwhj3BhUeABB/sgnpYjlKg1iUFjuDOsTmrYqJEAc31Qml13MnxdiaP -1Sngy8z/Qh931V+y8MhpChxiltYwxs2a7f5grxEFRigaX//n2FCbapuLFGjV -y8o/h1vxUVJ8yhUKFH3JuauFe+cUP98bJwp0KKbckMUt6Dumz+5NgUnugTBB -3EZK80e1b+LXf1JU9Bdvb6m8AfiHUmBDx2dh6H/td/65LT+GAqov/S6X4GYe -GFp4G08BeifHZBjuxRC2RwyPKfDtXXyCIW7eq9FfpbMoQDM+f2UXbttA/a9m -BRQomM8y7sf7e7jTLDmohAJ9tHcu93CHWRb8yajCn5fvfAHCbbHvFENjEwXu -X7/INYuPp42IROOHVgqsFZ/OeYz7V0urLu87CqTcUtQfwudHiG8Ut/Q4Bd5t -H7f1xq16kYihaQo4BvTkb+LzS6PN457jCgV0FrpbuXGbSI/EnNuigAOTrMpD -fD6uc7w4I8tChcD/5gW4ce83dN47K0iFArNKsVV8fj8oNJPv2k8F6nPNS064 -M6Oz2QokqFBqornWyYnfv8Zy16UTVDjL8foZgYME53loWlJaVHDyrSn6iNdP -zVS84j89KuzvOysth/sS9ynv1EtU2PdOKrUJr7fiC+LyNQFUeMlXbPZkB15P -mffuB9+hwv3nAzptTCRwdTWrUoumAqcGreIHXs8RtzctKpOoUETkOyyO1/tA -XN9kXDkVYuRu2ZtvYiDeqxSkWUeFpUQqyXQDA46E5f4fFCpg0ft0DNYxeIal -D+v0U6F8UdLm6BoGs9evKL6do0I3oc6+eAmD9fz61RsrVNihni8UtogfbxMc -w7VFhfTAZSejBQyqkOAfbS4a5AltdA7NY7Cx2iZ0T4YGO/etzxTh+chwhO9R -pRsNmEIePjDF85Wk70GR96XBbV1+6148f0u+ilYWBtLA0makR+8jBg1Pin8m -xdLglbg/RXwEg+V1zaILeTSo8c1dysXz/FPgWcsr4zSIqRGsfdqCgeC10Efm -0zTYHr2f9JSGga+2yPGzczRYevefXAYFg5TfKalSWzQwrj3xN6QRg+KdhPnu -/c2wUHOFtlCJX19Gd/LR1WYQmzd50ZiLt69K+KSjczMwpG7dvZyDr2dqlnOy -3s1QaRlyeuEJBkeP8YbX32mGSNGqbJ40DBoHwxSrM5phJM54kPE+Blssah+O -vW8GRgdyVettDP4olZwZ+NQM2q7/6TMF4v1vE8d3c6YZJFa2PqsHYPBfcmx/ -yQp+P/JrlOaDQRPNb4xRsAWo8QJUTkcM1lilNWTNWsCQp8p32ACDGXl+lnvt -LUDO4KniEsRA7UBp4FV6CyANn9/dvPj6zxmQIzvUAg8DkWwsNwZ2Y/572r60 -gLTo1stvrBg4OJuXjm22gO19k9mAf/j+YyPRMUe5FToWv3Q8GScC3WznjHdW -K6wz9u44nUeE4wuFV1fyWuFLANN+pxwiiCd63bv7shV838o5h2cSIbPFkzu2 -phVKFLVii5Lx/QmPQe3tN60g+tpToyWaCFoKsckLO9og6tAIVcCJCGap624K -nm1Afrr7oewBImgM8x1dvdEGJsW/9S33ECFKWBo1BLUBw0JXXIgAEY6lm1/V -iG0DmoN4VwUHEZhy02+IPG2DH6cpF76sEOABbfXv5aE2eDYTLq5NJ8BJ4yVs -WKsd+mzb3DdvE4Ar/ee9c3rt8HQ04HVoAAFOT30erzZsh8bYtJ4VHwJ0h3WH -xlm1g/kom+eoIwEuVSclCvi1g2vApweu5wlgqPpH+HleO7zf2KtBOECA9oi5 -gjaWDqDCUMNfiIXEQmbr1p0dEHgu5fBCbSws1azepPJ1QKWiedt0RSzEP/ae -Lz/QAdIByo3U57HAoJc+HaDSATeyfxWg+7Gw7LM1dselAzjeJwhYXo0FkZXV -35nUDjB79TGWbTkGdE29t862d0BJlUeZ91wMMD9qCPzTgx+fKGbaMxMDV97/ -KNR83wHnKkpW7n6IAaNL8Ttfz3VAf7KpYDE5Bk7uGR2XFOmEQ+200/KkGLgw -XFi4zx+394n6qd0xYJz1Z3RPUCeQ91XMqvLFQMl2pTcCoZ1gavnBkcAZAw+K -U7aYCJ1gLem9e/dWNIzemnduT++EyK8WH7kno+HJr3G7L5ROWH7/VsLoVTRU -OVZxe3B1wb/y7EZ2zWjoFRhwOMDXBQes+I7NHI8GfdeZW2+EuoB7PkiQKhcN -V2YWJxQOdsHjDG89T9Fo4HJ8QhtU6oJqlQtWSdujIVVN5nWZVRcsEtlfq3dE -wRk/HdO6nC6YGdL3XDWNAurnmXhCfheUISNX2rkoSF3fK2FW1AW7vY74k3Si -wEzmsPt4RRckfUyicipEwXoI7eRIaxfcs755+zN3FEiPyu8w/dkFc6zbeAe6 -I+F7dpvu6ePdkP534PzY6UjIVZ/8U3+yG6z7JzXl1SOhMjxuXUGrGwJ+xofd -UYyEr8zhhwT1u6HE/fcWx8FIuLt9oabJqhuCm2bltjYigNjIypMY0g1sPLMC -qtURwHh8wUUNusEh2SCJUTICZEg6a0K0bti4NUgI3R8BEh80tRdau0FlQzli -SSACYn21J3N7u2HwGMJGmSJg0807bupjN3CFie8nfA6HjgcuV7f+dcPx0dbh -C0/Coad+cFvgiR6oDuKOqecJh3HSl+/saj2wGXHIYYQlHMiXsmMzNXGneyz9 -3AiDuTHRoRrdHlhO8e00GgkDZjAcHDTrAduOjOzOh2HAXaV98alPD+ze/XmV -whgGCWHPL97N6wGj562E6rFQoOs5jXIV9oDWlrs9uTMUDqUdK8182QNjLSqa -tKpQ+Du1ol5a3gOzRxY5qxNCwe+AzmQVuQfkd3kTLbVCIWl7U+Cp0R5YyTLt -Dsu8A8RU+yKzXb1w6+10WNzFEJhm4KmM4+8Fxavc8mMoBCyXe9iahXqhNJ7Z -R/poCHgSg9Kk9/cCx5jMq/JtIXD1HPHcO+le/P1gpjiyJBi8tR7+LDndC5fY -iSniLMFweumClqU/7gPF5vcrg6D0MKe17C38ekKdvNnZQTAbQx9muN0L+6NJ -+4pIQTAx6MmSc7cXLOW+SZTbBUFWxZooYL0gljUTRuIMAn+XG3rh2fjvHTyM -do6BkPCCas7V0Qv7zrpxNuy8BaoDTtyJXb3AuVYRorl6EyrluI7t6u2FPfXt -TXWfb8JB/1s5bG97ocvVvr+w+iYMnHyi+WG0F3K9p7PN7W9CctNp923zvdBx -pDZ7uiIAYvMXY6z56fj+67eopIU/3K11ue4oSIftk4Ic+Tr+IMpox+8pTIdv -lQmdB2T9wUFh5oG/CB0+v3F7x8HkD19ZLlx0F6eD8NcbpKYyPxhPvsU0o0SH -sKQ8x0ROP8iVk2VXNKXDMbtDVjvIvjD9LsZpwYwOYmFtpeIvfWHotXNw+UU6 -aKemGOs89oVK7vphKSs6hNxtcPXz8gUv9YZrG7Z0WL+m5lcp7At9fsIpKl50 -2Pj348/NCR9ws1d9uRpNh+Vtgi0Dml6g6v5YMDGWDu33dvh/4vYCYa2MdxJE -Osjs622amvAExgtpNgb36FBU2W7+JcYTona6Ot1IpMNTKaLPkx4POLlxloCe -0KH/l4bOvivu8HuQ7/yrLDqEDlzb9k7WHapDYtyEc+jQbLA0e2/LDXzkruZM -5dJBIMP11nSuG5COjfE5FtLhwJ8dii7fXCHwuQT7aDkddGpGTpJuuoCAqa30 -gUo6BPdTWP6dcQFqm0bOtdd0sPu6/NBV2AX0RWbjhqvx9uw32KFc7wxb9oc8 -ihro0HMm41IGgzMctOtX6m2hwz/ym5iXJEdQlTzHJDhEB0+oPbEr0w7238mU -XMSNYLBDytcO0tC+Vfo7OhCvMz5FunZwkfd5Tvh7/PkmRm+0Dl+D4akP3K2j -dPhUE1grcNsWhIw6XSY+4+Mj0k9rrrkMTqTFK+lf6KBkq3Mh3+4y6KsYMZhO -0mFIceF8BOtl6B+NMq7+Socfd36MH7WygUULfja3GTpERn77bbRiBddZ6pat -f9FB9k9qcZeyBYjJ18Mv3N8yv5l4jF4Cn5Zvx8Nm6eCF3pjviL4E7Zp0qYw5 -OqQ66Jcee3sRsKv18tW/6VDB3nvN9oY5/P4r6aD6hw7qUt+TJ4TNYZ6JqlON -O9XaJsuebAZlLndZSxbokDAl5G7FbQY61sKVYUt0KHU9EXzolQlc9Zi/MIub -2ig6G3/RBHi+L6XaLOP973DO6tfKBVA9jinKrNBB4npjZPgjY0hd64uqWKWD -xWLPe48+Q3AL58e4/9KBXfhNxu4DhtAbEKPujlugIu8jzdsAbF/MPRdYowMm -SrDg4DgH8Tpfs8z+0SG8gtXCXe8MnDY4nJuO27jts7N/ih6sP6l0/4Tb1sqA -KfibLgRJUPSc1+nwmrPrcmj8aVC7rGWTh9tpr7tR8PgpYPjArjSBuykkSy1A -4RQ8rk9UuLhBB6a4kbvXBrXBWcTIkoSbR92V01RSG1TbL+k04Wa/Lrcz/I8W -nn+WDgc26cDWPnpNVk0DaPHGaUa4dTdVZTc+qsEz50fJgbjTb62UtUecBK9l -nuFW3D+Za8G84wRc+k9P9Adun9Cuaj7v46BT0SGzc4sOirO2en08ynCM8cmG -DG7d6/+ysUpFEMuEhwa4jdWltpCVAuyOUPjpjPu07YTy9Io88Jb9YQvDfSOh -0uwckgVume0/H+EOUvvYWhArDVx/HB4W4d7d5cXA0CsJu7bzbjT87/j3AT6X -BA6D0DUemR7ce6RZwp9fOQSizLYHPuC2MvE8+0v/AMisrg1N4b5HFk+OHdoN -GsenzeZxi6zYUvY684Nx46GkFdxCP+5cuTy9E5wevEpZxy3WQr8RzLQdQksI -dlu46QwMmzKn55vShcp+/c+0z3obN9mHtGq7pNAmbuZAyl7Xs/+0Rjt/X1zD -HWNkKy9IYEWMAmzyi7g//Pjhv1a5Cx0tut7zA7fg34gNFwkhZEk6fGwC91CN -0RA9RQQRXktbDuAW/cTHk850ENUeDTvVgtvcK/DuuUYxNPfz0J+K/92fCbUt -3ZRAR/4KuOTgVuq3CsmSk0LOJlZZJNzuhyqOnp4+ivL+fEv3wy0ZqOH+JVsO -TY93XrbCHU++4YCKjyFZ4X+f1HHPJne5klgVEdX9nOo6Pr6QNp8uRFFGvFGu -7O9xz1x6aW297wRymh7IqcD9ObQrMeW2CuJLfLLHAbfXW5EHrIpqyHdodeM4 -7kq61rRagjqiuzzLZ8EtN/L8vdt3DZTqNqWTh89HabpieVUuQttG7p64jtsr -/hm/Z5g28n7sMqeCmzWLJhckq4MuzIuVUP83/8VquUnYKaR2xOJaI14vVy9L -h2A6eugIpd3SF7fcxQvfT2/qoRxdt/9EcUcmNKuu1Z1BMhxyd27j9eiv+/Gr -tfJZVP144B4HXq8Fe6NyJiQM0Z+oktAXeH3zck1KBX4xRFWXX/fq4l4JFgxk -yTFCI53nEvzxPMg2OU4X2m2MHj2PjyrD8+PYNqmu2zEmSORbr48a7stbu/97 -9cUEyQho1pIX6fDuiKbrmI4p+iaT49mC5xGhTmfniU1TNGgTceY/PM/aaI7a -DbfM0c3S/waY8Dw8M1XQzO9qgZLTodzxJx1ekmlZO1sskOb19Tn4QYe+uDYF -RjFLJD28TvD9Tgc+3xr1sTFLFFgoLFc+ja8v2fVz1yys0cipBrPqCTrkPFi+ -Eqx7BSUOpov9/ITXg+qRYIncK+iNWYH5ftwGmvLHe7auoHlO3f7gMbx/9Bm1 -2Ouvoqyw9FP8H+hwe6vkpbbCNUSzrdhof0sHvc0R0OeyRwbWpqqTb+hwdNfJ -sb6T9ujMQwapjX48b4wmpCyd7RFe7jJH+vC8qLeRudxgj4AltsGhmw4PbjEK -aHs4oOnzhVvuzXT4pX5ALrDFEdXK22TY0ejQ8fxQM33eETGY7Pt1kUqHnYeL -+A+LOKEfhu/KT5DxPB5KbW/xc0JqCnvaxurpcFH2TMXYAWdUV/aBl4Kvr578 -v4zdbrugd8FPuZPK8PllfV4By3NB7pFBVIdSOrj9S7xcQHdB341sDP69wvc7 -RyU8Bw+7Ihf6z888L+hQV8xfsuONK9IknVfpxdf7sFy/8EIpd3Tj3YZXIr5/ -kGiWMWoZ9ESjRkVP1vD9hft1HZuF7V7oniTvfvsYOuw9nLS+V9ELVXLyc0lE -4vnNlPb+SoIXUnz8qeh+CB3eBswuZ5zxRh/yM99NeOPPF9fQw1Llg6arczYi -TPD8vn9A7Wi7L2obrD38yJgOfxPt6z+P+aLvVglP8o3w/U9//dLjJV+0nuB+ -p+ksHa55PotaOnQDGdTNLNO16XC2pCyGFHoDPdrJPn7jGB3O86/K8Sj6ocmC -4ZCynXQYnvOK8Ej1R5KrM4q3OejAUdVhebbEH/2UyzDTYqND94Ok4EPN/mjD -6GsXmYkOGXvdk7vm/JGaIU9Bwb9e8I1myJ0/E4D2m1BWl2Z6YejhK6/IxQCU -GHJf6BmlF9yKt1ifG91Ce0NHPwtBL8AbMUVmh1tI0qlLkNTQC/GHfx6wD7yF -Wj8n1LhU94KH6V1V9txb6EBu8ReGV71gJX12+sjKLaQhdXq4JqUXDKSksOSc -QCRqPaqm4tkLa5KfLVnmg5BctW4Sya0XzDPlcny330ac2xKLPjj3go3+ePOg -4G2kbjUoEGjXC6eEuh4lad5Gtvw7xx9e6gXSP9flUdJt1EhT1bBFvaB8UKHm -mXgwGt0MP6iLvx/sVPzn/+1iCPo35GJxgasXWtc+lbW5hqDv6ccMrDh64dFG -4LWnwSHo5NR1H8cdvZBWfmz9TE4IekJ68sL2bw9EBe3+aPMjBN1lf/195lMP -ZHaN6ueG30G5UwMpRiU90MqwJJ76PBQFBdrGdxThv9+hZ7nVhyLuQ8qjp5/3 -QKNPqLoSPRRFNdNijuX0wMu/St1Vy6EoXCuA9XtiD3xmQm9v6d1Ffcx7uj8G -9AD5pW/d0MRdRJ0JMmpX7cHfOzPY1tnDUV9ZjOe8cg+oG/OaRvKHo5zksS8C -Cj2wr5nivGN/OIp5HvDJSqoHTpSbzG5TCEdOjIpssLsHLCZGtAcswlFg3G9h -zrVuuMaXtGv0aTia+x2l8KKmG9QYLqS7H49AxkJdebTKbnzfEOf3XTMCef8t -aP9Q2g0nV9POuJ2JQN8XRA7teNEN72tMPthYRqAxyjYRjbRuwLi9CHtvR6DX -lJKj6re7oZpI8WJriEACpo/rQlW6QWsoJ/YeikRuXDe1jZW6YaKKIb5QPxIF -E2duich3A0f5sBX1QiQaK49fKpPohn0t8mo/r0WinE99JykC3WBoo7YoHB6J -duWojfkudIFIHOoegEhUWJLxmP9VFySorOt3akSh2ePhtLLCLvh04v3iJd0o -NKbEXmOU1wWNA13mY4ZRqCGJazUkowucrz8/+NUmCl3/MvwWsC6o/HOivzMo -CpVT/ddGnbvAdVZKdKkiChWHU7d7i3QBa18vsU4yGil8vHSYJtQFWuZ7rr+X -i0bXShO4hPi64GKI7+Di8WhUUzevUsPWBez3d4gc1I1GTtduTY0vd4LkeWvn -C3bRKGWGUN7c1wlj7bbx21Kjkd8ajXkyshNO7v5hV8YUg7Zi8q8SQjshORnd -nOWIQYaNZkJHgjohI9PgmCRfDNotz1Nh790Jh5JfPbx3MAalHRCKe23ZCahw -oP+AVgwSVb7UPH60E3jb3kYF3IpBJkcfntd60wEj5iL8lC8xKEHu20Z8dwdQ -Yh6rXP8eg0gfOXZ9aO0AD6FImvDvGFSrVXnNu74D9IIWOW03Y9DfnYlZfnkd -oHxT71iZcCza9ik4d+tmB+w5cZUtyCgWKZpx08SEOsCE3SI1uDQWiSkxshF2 -dUBG+whFqioWKQm4ss5wdEATa3PVQH0sKh6NVXrG0AHZ4ynr+9piEdft/eqb -39pB/dKentCPsYg4/Ypbv6Edzoi/O3KDjYAuZZzvFbvWDiNEKreILQHx54Sf -0rJuB/pvgWIdRwJayD/sa2HeDsw/Oj87uBEQ++uWlTD9drhy+czuVD8Cev7p -ak21fDvsYGAN74kloBTv2c3arTaQN4iZcCghIFPbB0/Zstpg1eaus+waAemb -SUpapLRBaVj4+8NbBFS7XYwh50EbbDZ//SbMRETs2WeLj0a1QVOP5vDsTiK6 -Xm3065BbG/jVzb+2PkhEqtdVeRMV2mCqp75bSp+IWteeTHtSW0FccZtiQQIR -8WZ1v3eob4WkJDvi7EMiGt68dsCyshX+2/tGSyGFiAZWK/NUCloh1vBmc342 -EcX1CqUOY62wVfhg06CUiNYZKAfTTVohy68hProPPz/iKXnvaAsw5nwWf86J -IcbAYAm1wRa4+Mbn6T9uDFXvdVax6G2BKT2m7YZ8GGr2v25DILeAqKnl9ZHd -GHK0tcrvyWuB5MlttHoJDNXtCzH+7tUCGrdN2AkIQ6kc152/OLfAmrTDYewU -hhheBEiO2LZAoF7nzlg9DPn9qSwmm7TAkkOttq8hhkaBreGGcgtI3fu8g9kS -Q526TLOO/5phK76g+bg3hmyO8lWpLDbDl9SPTJPXMXSToiTF9qsZcr8trcX5 -Ycho/QVP/lgzKGQtMdIDMRRZ7DFJpjRDwYS3NV8khphWNLKJhGaY8FoayXiE -oTNDLsIq4c1wcN9g52IKhvicczW+BDVDb+0167PpGDJNNI5V9miGxv5So/Es -DJmIh+yvN2oGE5lZx+7nGHJTPuxgtQs/v2oHX24NhjjjTFlY2Jvh7/ARtfQ6 -DBUxN/hUMDZDQ7vjgfgGDA07GUbvWKSBbyB5vyMZQ8vN5p0JQzQw33W3i96G -IcTPQT2eQYPSf0JlRYMYepix+x45iQZ3P3wWNn6HoXE9F8FzcTTgu2sr9XMY -Qx7b6/zNQ2mw/FAQCY9iSPeQ4bnz12ggw3ZV+Nhn/Hnn+OwGD9Gg6Uae9dVf -GGIuYDqvsZcG9tt8XhXN4uMdrrSew0eDAcWm5D9zGPqRafjUkYkGDVdLhf3+ -YCg82Jm59ysVvJL29MuvYMjqnP4OsTEqTGtbZJquYkhG3bX15hAV9uamz3v/ -xRCNYH+fv40KByS2yz/+h6GqZqShUkiF7+7tY3lbeH+95D0fnEOF1BONPekM -JMT7Wky0PpUKLVeM1O9tIyFrBYadJzAq9MuxxF/eTkJFPbnbdnlQgfYvfaqW -mYSOdbuIn3KgQvgcZ0EUCwlV/nJju2FDhW9Jde/1WUmoME1yT7sBFXzPZaUC -GwlZPUqwuHyUCn8bPEy8OEno6tpgFv0QFVCy5RPBnSQ0qsepq7OHCo/S4i3r -cOs90MsXYaPCwQj9nbNc+P3un7WPZaDCFfeYHXe5SSg5QC341woFvt8Ld2Lh -IaHOP9+pFVMU4LCWMGHeRULp91784R2jALkn/n0I7kl2y7DrgxSQ2yVD+467 -0HfBraObAldd7DjMeUnoa8Pd/0SbKaDhTiqtxJ05t2p2s54CbVzsZdx8JNTN -6mDeVk4B3nzE4YQ7gLWuVLCIAg5v7zWW4X48y+Dp+JQC2ukXWldxK9afiHyV -SoFk859iJ/lJ6IzP5eXF+xSoKKcN+OEeYrnedpJAgbBmlXf5uMcIN5ZC7lLA -b65I6g1uu1mH8PqbFKhdCOtcwX1Z/bTbqhcFDH/srhEUIKE+H95Xik4UWD03 -Oi+Hu4nYZ+xxmQKxH6X9tXFLYKHns80oQOtx1zTEzey7+0X/OQqkZW6cv4Db -XjPPfpsOBcQlDJ8Z4T7+e1+gnCoF+nKq1U/jjrwX+81KngJXnhQKKOE+xzlW -Ey5BgW0s0fIiuDF/8a/5+/D2i5USNvH2naJY+7TzU0AlKUlkBPetpdCLMxwU -UDN99LME9yGexJQd2/H+qhBZvoP77K4kFdE1Mrh7JKro4p5ZjVJW/U2GtYjL -/zHhZmhzTDg/Q4Yeuy+Xm/D+fBiiqGc3Toaq9kT1G7jFUjM7QnvIILKdJYGK -j9chBtUUYjMZMg4+3bDDnW5MpTyoJ8MFe9b0VXy8l7Oeyaa9IMP9zhkzPtwj -OWs+aTlksBBR9XqMzx9VTHtnSgoZVsYZinlx2+5MsyPFkGHPVknqMj7/jrx4 -KRB+hwyN9t6nbHF7HH0l6e9Phme6lpyAz9crX+44mNqTYft9xzVPfH5z7ja8 -p2FFBvFx+701HHj/HmfddfgCGRgiTltssJPQougFpVkNMjhHe/H54/WBzQ/T -e5XI0FD+8OEzvH5SC0w7iqXJkN5tfbgHr69Drdxv7YTJcMo6LowDr7/u/NAo -s2kAa8PPI8qMJBREa2IRHwKY29JPQHj9ri//WZhvBvjXzyevi9d3arYyU2gu -QHvJWyX1TTx/VkSYbK8CJK42SHzC8yKSttzGbgSwfGnPoTo8T4bzaQvlagD3 -OvsYEvC84S0+EbUkBGBL1ncUW8LXn6aIiNNvmsBi0SmNaR5D/GqL0V3kJqiV -fRD3Cs8ztS7reeP/muCS6W5rEzzvhOU3N/XjmiCO7/ztqO8YYt94+Y/xTBOc -cQuvyJ7E15uyDL/MmkaQkVdcK8HztZOElkYKGuGrY+3sIp6/ybeHxvkfNQK/ -1Fih8gCGKlM//gy+0QgKKnvcn/ZhSPGjyRS3dCNk8R1cke/AEE9Yl8XV9AbQ -3R6mKlqL57PELrnYwHogGioO6ybj66Fv3KdCx3rI1gredi8RP99lSbb1Qj1Y -3PlZ3JGAoRzzB2nzkvXgNXUq+hiG563K9wqm4Tog2fuz54ViyOGQ3JKUSh2k -LfOLH3TGUFPs8gu33zVwn0t+r7schtY1JevGRmugY3nfswZpDOXm6DlfaK+B -t7qPQlklMSTuZhgnml0Dgwq64tgBvL0MIfsijWpAUaebW44HQ3fMPYxOFVQD -pVNyz455IkonYqNVl6pA8dqPqY8viIha2G7yRbsKhieES43z8f1D7rtEdpkq -+PkqbKo6h4iaxZ2DzzFWgST7s0f++H6k4JrWV2LJa3gjsv7ufjR+vbJvB7mY -X0P60t5mm6tEpN0qpqJYVgFMyj9YFNiIyLf8cP+nlVIwtqKtPT5HQH15ioKa -X0rhRmF5BfE0AbXv/zSQ3FsKwhHMCf6aBBT5QgRO5JfC2+n3ucoKBCS9R0Rf -16wURPKVFJyECciqz82A0/I/OGE4vC3oaywS9nmkZPC6GOq9POI8g2ORl7ZI -R7bFc3j+RWuP0f0YVDNYxeku+Rycf9eQB2Nj0CdKWLHkagE88dlgt7wbg4qz -Mhli0gogdf1YrLZ3DHLyYPwHH/Lh2GGP5RKDGGRncFdVxTYPYvYM16xuxy2j -MiR9+Sl4+70sV/GNRuR5m5PnPR7DmZ+/L4vLRyEGxq8ON1ctEJf02xxaMP5+ -tjBxzOl3GhJjlHIZqw5GQSfXPBy/FqFF/5Fp0XE/VPz4bEKcZiWSHZ1anGZz -RkYCot9ir1SiP1/KUFOdEzIq41iKDalEu02tZL08nZCVzgHR1NpKNGUROWXc -7YgeUFRom8dfoyHPDzHycQ6o9JSc5kf5KhTn90HmMpMdytRXYBiXrEF9SM0/ -ufgSunIjLvS+fg1qztOsPcB0CQXU/Hup51qDFjOf5VpfvohqsgRFaAU1KHAC -M3rPao6cujTPMUrUIhtjryAWOxPklm/6LvFwHXpbsEf9xKYeqsmbdX6iV4f6 -DZn7RJ7pIjtKdn6Jcx1S+JspZKd/GpHNtFQ/59ehsG18Gevx2qhw0KsoXqIe -3ay6uiwseQI1QxGl9Uw9kqHftvnPRQkpt61jO1zrkafa+uPNvGNIXO6jbPLz -ekTuMSlMUJdAmfGebJNt9ej4q1WniFJR5MvO9fjkTD2ifTr6sFNPEOXlNb9N -Zm1Ab053dc4YMKP/939fjf8DWaolOw== +1:eJxd2nk8VN//B3BbyS7ZKpVSpCxZiohD2SmhbMm+JrJURLLPzJ0sKZWkSAjJ +x5ad92x2ZlqQIpKKJKQsyfK7339///B4PubeO8c57/frnPt42O1+ydqLg42N +jYL/+N/v/U6ptPn9jejI2R8Bds2WjcKslbCN/I3oIVgUqE1xQkn5dO32mQbk +wpR32zGxBT61uHy0edmAnG75a/wakYHLB8LKlvUbkGh7g28mSw2OfYmI3uNU +j55E/fs9V3oCLm7rp3y4U4uidNntmwJsgCtt8NVP4ZeoRaa1sPGHO7T3/j55 +3/M52rqQ2vj9TgjMst3Udw/LQmYyPFJcvBEQY0lGffaByPl5sOBjlRgQZqpl +3K+6C++82iT7t8eD69P2CNPN98A+8O6P8n3xIFySyvk94B4M8c+bEZTjgWRX +xf1L9j50x72tkDwRD7fE7T/szciAvFIe9MUvHoIO8xRtD3sIrbuceCWq48Hk +36aF3Ds58DIkjPDLJAE20Z0TjPYXQNMIx/pz+0TIKFfh5LIvAPFvbsTzbomw +FGjXUE0sgIJPv25vvJAImrYP3/37VgD+/v6aKDIR0vu5KFz5z+Cf18lhs0eJ +8Omx8+nNu4rAXC71afdIIpScVLwkxlcC70NHH8Q5EyBD3FEy4mgJbDqhOirr +TQCn0vfLb31KYJbZ+oYWQIAzZq/9fRglIJPVUDd6nQAK6rmr/FEv4D02W9eQ +SQBfVucn66lSOCL++dFoLwF4bz984zlaBof1uYdXjxOB2aT8JHaxDJwrs7ZG +mhIhwtdY94FAOQiVzIbOWhLhuhb7l9qj5dAe2oLRnYhg8vrxx7q0ciief+3E +d5UIAx2xGE2vArhDTWr2PCMC2/g3+nRmJZxPCua5xkmCwJlJd6+ySvAuccRW +NpGg9WrIq/6WSoissDodLkiCnRz8EsWzlTB4PKXWfisJMvj8rEWMqqAkxkG8 +SYkECd87Y7/PVEHNUyN5MXsSeL5WpFegasierHzNl0+Cjc2mujtsqmGZy5xk +UUQChdtZ6vHe1fDwjvRzwgsSbPr17bZ+cjU45gwdHX9JAjZMUJz0oRrerK8/ +cGglwZ/dRUeOXa4BGWc5B65vJJhb5BvVy6sFEdG/8dekMdDr46Jvq6mFo3bO +o99lMBDNVJee7agFoQYdpo0cBmYfNC2SZ2qBNvjVUVQJgyX13gtpWnWQdNHE +xUQbA0cbWxqFVQcn95YJR53BQEmd9KFhoR7Y3o1x747D7y/heJfK2wDOYpon +1xIwaP1jEe+8swGO3BI62EvE4M3C6R8/DBtgNkqx2i8ZAyMQ/9ua3gCmX6PV +jmVgkOv2gO+GSiNUqjwUjynB4NaI8IZVg0bov8i6O16KwZCifelV+0ZYFjRt +MS7HIEnbVtgxGr/+Ca/23EsMDLYLi4x2N4KuEev5TDM+vqkI/lnvJhiLGvud +zMJg9tIMx7aIJhj9yaYQ+xoDXoZakW5yE/yqISkEvMXA+ePBDeGVTWDz92eS +8jsMnHrfLxevN8FUH23+/DAGHIPdl4pFmkFU+MtDiU/4/RWp6Xn7moGdXiDe +OYqBwuuEnyTzZuCzVbu19SsG3W8VPm6+3wxaL4Kb3X/gzzv/+NW3omb4Fpen +PjaFz1fNSGh1YzMIy7XfdJrGQHfodYfh52bgeSE8dvQXBjGToZV7FQHeB3O6 +ZS/g67HgsY+FAAiD4rzjixi8eitjfNkaYPxqXI7cXwzurYlkloYBmAg9enjn +HwYRkv9FjVEB7I7dWhBnI8NS9snv+98CRHR88RFlJ8ObB9cr/b4AOPGt1/Fx +kOHUXEt5ICcFbBjZGyY4yaD3Q+NB6z4KWPm5ONtxkyFkyaTDVokCU+wv/sps +IsMr3dzCL0coENS5Gj2JWzxM8cpfYwqM/Ou29uIlA/NugSH3BQoULikeFhEg +Q+DFvzMJIRRQV8u2KMWtez3dlC2SAkJsHg4GgmTwNn7KO3uTAlIWQvbOQmSg +cEiEeKZT4P5yisVn3CaLb0j9WRQYe5Cq7SpMhs83ZRiVLygwLGYoaLaZDH8O +1k7srKbAZoc7f17iVt9wt5HYTAEux7sftouQIVeiHk23UqDpegY1EjfykAux +ZlHgi/9kcR9unokhm6p3FCiTfH9ffgsZOAo+fNnyiQKt9RVYGG75R9L7gico +YPCqJRZw3+gpFe2epUDeDrdYdlEysGkkVu79S4HiF28xHdzl75+yR7JTwe31 +xaxQ3GkvedeZPFRY2HW9/inux511z6VFqMC4avW1B/d7yXLuoG1UUPl7bOcc +boOcWZGmPVR4JpzqLSxGhkHX8B7ug1SIvJgB+3HnOJponFajwiR78QFt3OnJ +rqfvaVOBm1+syBh39V+K5IcTVMjnO3jsFO5N2X63tltQwahN5+v/TIhyrHE8 +Q4Xd5tn5prhV795Jvu9EhZ8TT27o4hb4JrrljScV5jUyghVxiwcNG/MGUGFV +tC9aHLeF2uxBvStU2JP7vPgvPt4yZTMIjaLCuNGl3/3/G7/XFHt+IhX4y0LP +leLe2Nv/+20yFZJY/F+icf+J5LnLdo8KqUMpKea4Rc4nfD3wmApWNqecNuN2 +DjP+al1AhZ3z2ade4/M90GmdHl5KhUPtA943cUfbFcw9rKZCjcSpAoTbdsdx +tqZmKjSFnhWcxtfTUUq2abCVCsLlBjn3cP9saTUQeUeFqAg14368PiKD4oUO +jFAhl/uTcwBuzTMkDI1TQSycmb+G19extgs3PRapQFnoaRXCffrAh0TTdSp0 +citp3MbrcYWvyEiRmwYtFb/EhHDvNPfaPi1Og+azL2WW8Pq+VWit3LWTBtRi +3bOeuLMSsnkKZGlw10Z3uZMf//5au81nj9BgSaD6KZGPDCeF6bryujT4G1JX +/BHvn9pvyar/DGmQ8cb0gBLus0LHAzLO0sDt/YGMZrzfSiz3KtdepkG02Avr +Rxvwfsq6mRpxnQbGRX36bVxk8PGxrtZKoEGRDqPyB97PsdfWbKvu0ICPLLpv +L97vvUmvviRV0CBEOczNZg2DvUy1cJ16GjBu08lWqxjwpSy8/kGlwdHEnfpm +Kxg8xTIH9F/TQG5+v+PBZQymLzmpvp2hQSuxwa1kHoOV/Ial4EUajGgVSET/ +wa93jEgUXKfB2bBFT4vfGFQj8Tk9QTrslFjr7J/FYHWpTeKmAh24pVYnivF8 +ZNu/5W6VLx1+h9+5ZYXnK9n4AlU5iA4mx8UcmHj+ln6VrioMowO7/WCP4UcM +Gh+VTN0h0EFkz2Xq3g8YLKzoFFvm0SEt4Ol8Lp7nn8JM7JxG6KBbJVH3pAUD +cZeouzbjdLgTvYv8hI5BkJ7UYZMZOji/LVN6SMXg/q/7GfLrdPCq0vgb2YRB +iQBxtnsnA7wqz9N/V+HPVzD4cvc8A058typqysXHVy151MOLAX9usUWfy8H3 +My27GcUABtw4ff3E70cYHDwkEtNwnQG/JWuyhR9g0NQXrVrzkAGZCZZ9HKkY +rHNrDR56zwA7e2p16zUM5tRKjXo/McDvfJkxVxg+/45JW65MMED6J9uY9mUM +/ksnvC5dZEDWy2r0IBCDZnrIMId4CzyJE6fxe2CwvOnAMUXrFijkrAkaMMNg +QlmU+2Z7Cyzd3FwtKI6B1q6ysPOsFjBSuPSrWwTf//kv5yj2t4Cvj54iQQgD +1+HQbW1jLfBYiK3k+yYM3L1syobXWkDghtX05X/4+WM1zSNHvRXGR790PBoh +ActaYCLgcSt8nGJuOJFHgsO/C88v5rVCqvOGnZ45JNibdvHmjeet8L1R2Ssm +iwRZLf5ChNpWaNyOCMXp+PlE2Kzu2ptWOPvo4rGWBBLoqhDSf29oA06eQZqY +JwmsM1Z8VfzboDFh223FXSQ4NrDl4FJwGwinzhnbbSNBvOQB1BjeBnF93UmR +YiQ4lGlz/hihDdoM9nVV8pGAKzczWOpJG8zvpVmOLRLhFn3p77n+NvivLXav +HosIR0/NYwO67UA72u63do0IgplTN00N28Gq5srLqMtEOPHt80iNeTvIu2X2 +LAYSoTu6OyrJvh20qnn9hzyIcLbmTppYSDvonRy95XOSCOaac5LP8tohtVfq +GHEXEdpjZwrauDtg++13jX+BAGmFGx1aBToA256x73cdAeZrl67QtnRAHNeZ +tvFKAiTfC5it2NUB/oaHm2jPCMBmmDl+WaMDMi9NF6BUAiwErg9f9+6AlYJU +MbvzBJBaXPqVReuApqvDBJ6FRDCwClg3ae8AZrR/ecBMImy82xg219MBow57 +rXomEsHp/Y9CnfcdkBz53+KNwUSwOJss8HKmA36esxYvoSTC0W1DI3JSnTCR +xDihTE4Ey4HCwh2hnSCvqNHwbWsinHo8N7QtvBPiPlZOa25JhFJOtTdiUZ3Q +KY7PBn8i3Cq5v85F7ASDbwFbt64nwNDVWa/2zE4wf2r3UehLAjz6OeI6Ru2E +iLu9shYvEqDao1rogmAXfPXLaeLVSQCmWK/7ri1dQBUUPTRxOAGMfSauvpHo +As+Ca+I0pQRwmvgzqrK7C85aBRr6SyeAoMcjep9aF1hMWdrf4UyADC2Fl+X2 +XaCszfdSuyMejEL0repzusA9wcR/ySoeaJ8nkon5XTAwZeFDN42HjJXtstbF +XfBDUj6UrB8P1gr7/EYqu6AZS6fxq8TDSiT96IfWLvDlunrts1A8HBhS3mA1 +1QXy5ewivd1xMJndZnDicDfEZfWdHD4RB7naX+YajnbDZOhXHWXtOKiKSVpR +0e2GspSU6OuqcfB1Y8weceNu0OGbW+fbHQc3OH/XNtt3Q6nzjNL6aiyQmjYJ +p0V2A+HFtJhmTSxwHP7trQXd4KVgfodDLhYUyPrLEnT8esF+YtTOWJAd1NH7 +3doN99IPx86LxQIhSO9LLrMbbrUhbIgrFtZ8A5K+feyGKNF9O4mfY6Djlvf5 +9X/dwH+pbcDyUQz0NPSxhx3pAauNwokNwjEwQh6b5NXqAQMhGfcP3DFAOZtN +yNLpgdEq//mp1WiYGZburzXoAUJZcKfFh2jYCOZ9fdY9YDaSld15OxqEqvXO +PAnsgRr5sSUqRzSkRD87cyOvB7RftBFrhqOAZeg5JFjYA6Fc/m6UzijY8+BQ +WdbzHrDr1NShV0fB32+L2mUVPTB/cJ6/JiUKQnbpf6mm9IDJ5kCSnW4U3OFs +Djs+1APqD6y7o7OuAynDrdh6MxO+Uyeik85EwjibcFWSKBPGzYSVh1Ek2C30 +8DAkmFAYwR144GAk+JPCHxzYyQRSh+KLCvZIOG9KMn13gAlS57+XxJVGQIDu +7anSE0wYnSLd38sdASfmLXXtQpnwab7EJrUqHMr28TsoXmVCzM9OkezscJhO +ZA2wXWOCssPNHcXkcBjt8+fOucGEGfZJ2QrXcHhcuSwNGBMYgd+jyfzhEOod +bBiTzYRN6Zs5XD3CIKWIZiPYwYSPG/34GwWugmavp1BaFxP4a6sidZauQJWS +4KHNTCY4hnc013++ArtDr+bwvGUCWcb9dWHNFeg9+khncIgJ7rIT2TZuVyC9 ++YQf+ywT4gfrsscrLwMh/0+igygLPlrNScvZhsKNOu9LHuIs+I1J8OXrh4I0 +h6uovyQL9jmmdu5SDAV3lYlboVIsqLzq946PKxS+clue8dvLAjFCCLm5PARG +0q9yTaix4JVSvkcafwjkKinyqlqxYNfsHvsNlCAYf5fo+duaBecE28v2Pg+C +/pdeERVnWECXzTilfy8IqoQaBuTtWXCLr8kn5GIQXNRudFl1ZsGRSa2QKskg +eBUieV/jIgs4NvycuzIaCL5ums+XEljA+0e8pVfnImj63RNPI7Dg5PWNoZ+E +LoKk7sN3siQWyPCzmr+N+gOH5QNHs5ssiMvpsBlL9Id4AR/P4DQW6AhhgY96 +LsDRVRMiesSC2VYd/R1OfvCrb8vJF49ZIFDiyv5O0Q9qIhN9JXPw8UovTN9c +94VApfM533JZ8CfA9+p4ri+QDw1v8ShkQVPzRlXv7z4Q9kyWd6iCBbbhg0fJ +V7xBzMr5wK4qFqyn0rj/GXkDre1YjstL/PPcxds+kt5gLDWdNFDDguABsw3q +DV6w7rbnQnEjCxyWH559yOYFu11fqzFbWLDo8zbxOdkDNOVMucT7WXDsZP2R +zVmusPN6ltwf3PfM+zvkg1zhAdqxxHrHAr9ljifIwBXOiDzLiXnPgrJfH4Nb +B1xg4NugUOsQC5Ybw+vErjmDhEWn9+hnFvy36Q2dUXsOPMl/nDLHWNBjfNwy +3/UcGGtYsFl9YcGNrX9Oxm46B6+H4k/VfGVB6fmpkYP2jvDHVpTHd4IF1+0m +f1ks2sMl7voFh58sSP3vQUmXui3IKDfAT9wOdpOnLwydhcCW74ejp1nwfeGN +zYaEs9Cuw5J/OMMCZVGTskNvzwB2vkG55hcLIsuYLs7BNvDrr5y75hwLNndP +po9K2sAsF02/BnfEX8fHbhRrKPe+san0NwtIMZJ+9kLWoO8gWRU9z4LB+SMR +e16chvMXZi2ncS+b7J5OPnMahCfnMxwXWDAeYmb/c9ESNA9jqgqLeD+ENsfF +3D0FGcuv4iuXWOA/ynx/4ZU5+MaIYkJ/WaC5/ubh1l3mwLycqO2H2zE9/yM9 +wAyci2aeiS2zYHWeaMvHZwrJ+l8fW/9jgVUwj62foRGcMNuXm4nbJnrMK/S+ +Iaw8qvL7hDuD15wr4rsBhMtSDb1WWGBX2XUuKvkEaJ3TdczDfazRzyJi5Diw +DfKqjeLuFM/WuqxyHO41pKmcWWVB+PbBGy59euAlZWFHxl3H8OG3ktMDzfaz ++s24GVeVBWLmdPH8s3PftcaC9NqPLopax4CefOqBBW6NsaOKqx+14KnX3fQw +3AuWS+XtsUfh4oLwQCtuiY46sOk4Amf/M5T+gZtdvbtmS8Bh0K/sUBBYZ4HS +AxfDV8LqcIjj0aoC7kLBlWysShVksuC2Ge5tLPl1ZK8CW2NVprxwPw/8rD6+ +qAwi5XM80f+7nvjS2hQpgpAC59Rd3DFSw60FhAMgOOd+uxj3r7sBbGxMOdjM +KbLaiFsy+UrgWbF9IOEirNCD+1Yrd8wzpz0gvdF51yDuMceLJj+Nd4HC0nL/ +N9wvs/alE/q3wrHD49azuL/muVC3e4nCqaY9dxb/5+9RTufGBcDz1ov7K7iV +fV4FR3BxQlQp0XUdt9tNtjWFE7PNmRLlP//nO4+NVq/w9uvWdcmjNdzRLrTt +Pib/dIc6f51Zxp24w0VZnLgJcYjxKP/B3Rg3FbpctRkdLL7U8wO3Q3Pcqres +BLIj7zs0ijui5GQ/674UIr48YNeLe0+wqHAm125UdzD6eAtugmj4DdMmGTQz +tWeuErcsA7XNX5FF+/+KeefgbnvmEPlYSR55nbZ/TMatKFx18MT4QZQ39z0z +BPf26zp+Y9lKaHyk85w97uxTIe6o5BBSlPz3SRt3hlK3D3mTKqL5mWqu4Oub +afYrU4KqjkTifXjf43YUKXFw2HEEeY735lTinjLsTrt/TQNtSXu0zR33s4od +tzapaqGg/qXVw7iJ9WhcK0Ubsbyf5nPjvv+q8L3v5DGU4ftNPw+vR9qQWkV1 +LkLsH24cuYSbc1ueqH+0Hgq45z2jgdv/EEMpXFEfWc7KlNLwenem1gmRseNI +a7+tSxPeLwThg5GYviHaT223C8L9ROj05Ik1Q5Rj4PufNO5jp1s0l+uNkAKf +0vVreD+CyPBXB3UTVHOv9yYf3q9inAk5o7LmaC6+NKoI7+/Of1/kw8bMUfW5 +l0wD3EuBEmHcORboQ6dpSiieB4esjrAktp5Cd58lx5fj+cGTIt91LfE0kvrO +DNTCbZ+67b8XY6eRgphOHeUPfn+Djs+wvhX6rpDj34Ln0YzNcYEja1aozzHW +6D88z8DPU6/xqg26UvZfLxeeh3b5zxiiPrYoPRMqPKZYMBLHeCzQYot0Lq3M +wA98/7VuV+GQsUMHBlaIQZN4fmvXaQ8P26GwQkmlinEW+IY1zrjYOqAPxxut +a0ZZMBC76BRh4ITS+jJlpj6xoEJBPkI21wm9sS6w2Ym7Vf3Q4Z51JzTLb/A6 +YpgFKoacurwN59Hj6MzjooN4vfKUPddTcUF058rV9rcsmEwdBGNBN2TmYKX5 +5Q0LDPOODr866oaMbrPJr77G6+nTqLydlxvC211h/ysWeNmcUzjX6IaAm9Do +3o3/PVs4xfQuuKPxk4XrfgwWjH7ZpRTW4oHqlB0futJZoGotw2DNeiC20zt+ +nqHh9fWqWHSflCf6Yf6u4giFBT8THrS3hHgiLZVtbcMN+OejRpXDu7xQffmg +CBXfX3N7f57yveaN3kU8EbpTzoK+badUsDxv5BcXTnMvw+ux+fa5ApY3mrRw +NPv3At/vf8n69+3zQd6sqc/CRSxICRcr3fDGB+mQT2ow8f1+8lpoTKG8Hwp+ +t3oxDT8/VFYoWrT0+aMhi+JHy/j5guBy3PE350V0U05kp1vi//I4fWW76kVU +xS8qKBvHgvi/D947pVxEqvc+FadGsuDzpZmFh0YBaDA/691oAN4Pd5p6uKsD +0XhNzmrsaRb+3i2tdbA9CLX11e27ewrP3z3uDZ+Hg9CkfcqjfAsWUDwa5+/N +B6GVFL/rzSb4/rz2NH5+TzAyq59YYOnh62tQkUiOCkZ3BXhHgg+xYKJsSUlY +NQR9KRiILBdgQUtGQOyFjFAktzSheo2PBfUunXYmpaFoSumhtS4PPh/a6RF7 +GKFo1eJrF4WLBcltfuldM6FIy1y4oOAfE7zV2HNnjS6jnaepS/MTTGAZl16M ++3MZpUWmSjylMsE+gI3nmcVVtD1q6LMEMOFS+l7Vje5XkZxnlzi5kQn/xqd2 +uYVdRa2fU2q9a5hgJxatyZt7Fe3KLRlje8EE9MtkfP/iVXRM/sRA7X0m7FyQ +x9JzwpC0w5CWhj8TctnG7Lhnw5FSjcEdsi8Tiq4o5wRxXkP87GnFg15McNv9 +idEnfg1p2/eJhbnin8913b2jcw05iwqM3D7LhJL3vgtD5Guoia55zBkxoZtL +tfbp3gg0tBaz2wB/P4iXXgn9fiYS/ev3trUUxN8Xvo+Wt/lEosnMQ2b2fEzw +/Bnu8iQiEh39dinQYwMT6E9VVoxyItEj8qMi57894Hxx20fHH5HoBu/LyYlP +PfCe8dE4N+Y6yv3We9+itAcquRb2ZjyLQuFhzskdxT2gH/vqsW9DFBLaoz50 +4lkPSF2+oa3GikLxDHrioZweuMZ2uLt6IQrF6F7eNJnWA6mCem+vGt5ArzZu +6/54uQcONATX94/eQLSJcIt2zR5I9sviWeGNQa/KE/1n1XtgaVDEKk40BuWk +D4+JqfTAYWua14adMSjx2eVP9vI9wKFvNc2uEoM8OVR5YGsP3Awe1Ou1jUFh +Sb8k+Ze7wa3gzuahJzFo5le8SlFtN3RkWGb6HY5FpyS68uhV3ZAvmxwyqROL +Av4WtA+WdUNAWqaRr1EsmvwttWdDUTeUW1sNOtrFomEqu9SxB91QXHyRuP1a +LHpJLT2ofa0bvGVpF3kaY5GY1b36KI1u+Bv+hHATxSFfwSt6p9S64acDe3Kh +cRyKIE1clVLGrz/73p5mGYeGK5Lny2W7QdLvkNaUSxzK+fTqKFUMfx9e1/oj +GROHNudoDQf97oK3anrdvRCHCksf3hN90QWHvqwYdx6LR9OHY+jlhV3AGnv/ +56xBPBpW4621yOuCpdhum2HzeNR4R3Ap8mEXaO4o3P3VMR5dGht4C1gX1DzR +eN0ZHo8qaKHLQ15d0JZ9QHq+Mh6VxNA4A6S6QJzAItXLJSCVj2f30SW6IJ1n ++6X3SgnIpSxFUGJLF/xWCe77czgB1dbPatTydIGu0Uap3QYJyNPl6reRhU6I +2eDoZemagO5PECsYrzohNt4lmT0jAYUs0zd+iesEp4EfruVciWg9Mf88MaoT +NpzRuzLNl4jMm6wl9od3gqOT+SG5LYloq7JwpVtAJ1w/U3r75u5E9GCXRNJL +u07o9ut7vUs3EUmrn2WMHOwEjpu98ZevJqLTB2+f1H3TAdekdohSxxJRitL3 +1eTuDig8dV/j0mQiIn/k2zzY2gGPP8XRJX8lojrdKpeAhg7gPz7P77yWiP4K +pD0OyesAaT2jQ+WSBMT+KSJ3/UoHWHA684RbEJCqtRBdRqIDFgZtMyLKCEhG +jYOHuLkD4jIHqfLVBKQm5rNpgq8Dvn5gVPc2EFDJEEHtKVsHmFVkrOxoIyDB +azu11763w4/923uiPhIQafyFkHFjOyz9fbc/mIeIzj48yZRxaYfr7nQhKWci +Es2JOa7r0A6lXeIl+h5E9Dt/X5CtTTvItHR9dvclIt6XLYvRxu0wf9h4a0YI +ET37dL62Rrkd7gxuiukhENH9gOm1uvU2eCpHGHUvJSIr51tPeB63wa5j0V6K +y0RkbC0nZ3u/DcTcYt/vWyeiOk4ZtpxbbZBb8O27JBcJ8WablByMb4Ph/3QH +pgVI6FKNxc89vm2Q9OjXS4fdJKR5SVMkTaUNflQ0dssbk1Dr8qNxf1orjG7j +UC1IISGRx93v3RtagXjdjTR9m4QG1lx22VW1wgjXW12V+yTUu1SVp1HQCvsP +X2XkZ5NQElMiYwBrBdKdtDWzMhJaYaPuzjzdChPOTckJr/D7Y59Qtg+1QGnq +2N5n/BjiCIuQ1eprARXapSf/hDBUs91Lw5bZAr8Pb+A034IhRuglRyKlBW7p +21/6sBVDHs72+T15LdDax0FvkMVQ/Y7IU5MXW2DC34qXiDCUwXfJa8yrBfp2 +eOzDjmOIreiy3AfnFojT7BIgGGIoZK6qhHK6Bc7Z1usFmWNoCHgag9VbwDR6 +bMNGOwx1GnBNe/xjQGL8M8bhAAw5HtxSrfGHAXdThrm+XMLQFaqaPM9PBsSO +LCwnhWDIYqVIOH+YAT7pCxysMAzFlVz4QqEyABsIdNgShyGuxWPZJCIDxLwW +Pjy8iyGjfm9JjRgGxIj1d/65j6EtXrnHxsIZYFfh6mCSiSGrtFME9QsMeNBZ +bjHyGEOn90bubLBgQPe+GY/uZxjyVd/nbr+ZAe/LNm7JrcUQf5IVNzcvAwbe +ymtl1mOoeGNjYCUHA6h0z13JjRga8DRP2PCHDtQQ6k4PCoYWGDadKf100BSI +7mK1YQiJ8tEOP6RD1ZJkeXEfhm4/3HqTcocOBQNjkqfeYWjE0FvcNIkOzpEu +8lMDGLrAWR9qE0UHwi0JJDmEIYM95qYnXehgxO0seegz/vfObHHt20OH0aB8 +h/M/MbSxgOvkse10yGe79KJ4Gl/vGLWVnC3496tC+twMhn5kmT/x4KKD6/ly +yZA5DMVEeG1kfqVByp3tr5UXMWRvarxBZpgGcvp2WVZLGFLQ9mm90k+DyNyH +swF/MUQnuqWKttGgUZZL+d4/DFUz0DGNQhqw+XcM563j8/Vc5GREDg06NZp7 +MtnISOSljHRDBg3EnE9q32QnIwcVNoEjGA3OHdqUfI6TjIp7ctk3X6BB8+rD +b3UbyehQt/fe4+40uP9LoCCem4yqfvryBDvSYMe9hvfGm8io8IHctnYzGgya +Z2cADxnZ302xPXeQhp84/E9f5Cej88t9j1l7aKBy3/6RuAAZDRnyG+hvo0Fe +VopdPW7DW4b5Ujw08E0wEZgWxL8v1cSNwEYDykXChhtCZJR+WSvi5yIVfFJj +PbmFyahzbpJW+Y0K4CR3euNmMsq8WTQnMkyFlNcp7yNxf+G1i77URwVJMUX6 +JO7CoN++Hd1UcLvgxmcjQkZfG2/8J82gwrmAm2VVuLNmlqyvNFCBfQtfudAW +Mure5G7TVkEFzyI9Pk/clzfVl4kXU4H1LqmpHPe9aTZ/jydUaHl8unUJt2rD +kbgXGVRQsf8pc1SUjIwCzy38SaXChRpGbwjufu5LbUeJVLDs0HyXj3uYGDwf +eYMKDn+ey7/B7TrtHtNwhQq1SzGdi7jPaZ/wXbpIBffZbbXiYmT0KlDkhaon +FeQsP84q4W4mvTp14RwVmJ8PhurhlsWiTmZbU0H67QUdc9wbg7YWvTalgkDu +2klL3G46eW7s+lT476DFUwvch3/tCFPSpEJIQa32CdxxNwnf7ZWpsOVpkZga +blP+4doYWfz5/InKUrix0L1f83dQwVW+nLiGj+841SGwXZQKSg/SpT7gvjof +dWaCjwrGdvemSnHvEU67v4GTCrF1Oxau4zbZfEdDepkC2UG3NQxwTyzFq2v+ +ooAhyek/LtxsbR4pJycooODz5VwzPp+3I1UNXUcoIMu6rR2MWyYjqyOqhwLV +PJtSaPh67WHTvE9iUMB0f+6qK+7MUzTqrQYKCPnyZC7h673w+KnigyIKXH79 +3XoL7g85y4EPcihgKXP04j28fjQxPYH79ymw/o29RAS3s8ADV3IiBYw2lmUs +4PW3v+i5WMx1Cqz6Bh53xn3h4Au50FAKzJnb8wNer05j192t3PDn3/Nc9sfr +m3+r+c1j9hTI/ea+vZYPn9/Dmzbvs6TAbZKB7SovGf2RtlSbPkYB0aSALaF4 +f2CzAyymGgUi6u/cfor3T0aBVUfJAQr49Tru68H7a0+r0FtXSQoouiVH8+H9 +150fFW89DhBpM/ZBnYOMwunN3Hv7AaQ2maYgvH9XFuZ+zzIA1D6IKhvg/Z2R +rc4VlQsgWdOrpr2G58+iFJfzeQAh9mbZT3hexNEX2ngtAKKct++px/NkIJ/+ +u0ILYOfb12wpeN6IlByJn5cA4Oww8ZCZx/ef5tjYE2+aYceq1wOuWQyJav1J +6KI0Q9KRtKQXeJ5pdTnMnvqvGQ45bnM4jeedpPLamnFSM4RJnboWP4kh3tXn +/ziMmsEyOLYy+wu+35Q/DMmqbQI3TbXlUjxfO8lo/kNBE+wMqJ/+g+dv+rX+ +EdG7TXBGdaRQvRdDVRkfpyKCm+Cy3na/J68wpPrx9DehA02AH2sXlTswJBzd +ZXs+sxEK+WM0pevwfJbdrEQIa4APZ9QGDNLx/TAo6VOhRwNMG0ey30zD7/ee +V2y1bICcxJ8lHSkYyrG59WBWrgGez5xIOITheasxWck1UA+1Fy7z5kVhyH2P +0ry8Rj0kr4vt3e2FoWbCQpHvr1oYED+03U8JQys6cvXDQ7XAtb7zaeMBDOXm +GHpZttfCmsW9qE1yGNrra54knV0LX48a7sV24eNli9wRZ1ELG017hJSEMXTd +5oLF8YIa4H+zf9uGWRLKJGFD1WerQc5r6tvHIhKiFbafHtOrhprxrWWn8vHz +Q+67NF6FaqisjPlWk0NCjL1eEaYc1dAslHc3FD+PFLjofiWVvgSOPavvUhPw +55V/3y248SXM/pViOJ4nIb1WGQ3V8kpwPTLFrcJDQkEV+15/WiyDorOM5Xum +RPQqT1VcZ6wMnuRXVpJOEFH7zk+96cwykL7BnRKqQ0RxRVJwJL8MYr58yFVX +IaID26SMDazLQOKJuoqnJBHZv/I147f7DxoN37OHfyUgycC7amYvS0DS0z/J +P4KALupJdWTbPoPnb9E2i9REVNtXze8n9wxkRusofYRE9IkaXSK3VIDvT2u8 +djcSUcnjLLbEBwUQ+0OFoBeQiDwvcPyDwXxYEvFfKDVLRK5mNzQ1nPPgz4b3 +tUucuBU0+g+cewIf7UsqNIISEGXW8ejJC/fgXNvcub3K8YiN46v7lSVb9Hny +bQ49An8/+z16yPPXA3Tp+AHv4ZoIFH50+YLH12Jk7TQ4Lj0SgkrumaQk6VSh +sa/jf8Z5vJCFmPR3glMV+vS9AjXXeyKLcr55QmQVOmrjoHjR3xPZ6++Szqir +Qp5W8d9OdXugW1QN+trhl2jadihROckdlR1X0vmoXI3MdIcUznG5oixjFbYR +uVoUd1Y7NL3kLHIKTopKNa5F+yt063ZxnUWXa/89N/SpRey5ebkO586g2sfi +UvSCWtTRR7Z4v8kGeXbpmHLI1qFJ6YBwbtfTyDff6l3avnqUR9uufWTNENXm +TXs9MqxHx225X0k9NUCu1Oz8Uq96pDH3SMLV+ASiWOtqfs6vR8R3Wx6uJOuh +wr6LxcmyDcitz3lBUu4IYkAxtdWoAd3ujHD8z1sNqbetYBt8GpCqyOq9tbxD +aK/SR8X0Zw1Ie9qqMEVbFmUl+/N8aWtAQ4l/PWPLpFEQr+C9oxMNaCOH4u1O +Q3GUl8d4m76pEUV4dXdOmG1E/+//fY/9H74EHjE= "]]}, - Annotation[#, "Charting`Private`Tag$124094#1"]& ], + Annotation[#, "Charting`Private`Tag$8720#1"]& ], TagBox[ {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[ 1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" -1:eJxd2nk0lN//APASiopSPm2UXWVJG4rcUKgQSpYiZEmJiJSyyy77No8kZE0p -+5K3nZmxjTEzSLYisqQoWarf/f77+4fzOs+c57lz73t7zhlhKycDG7Y1a9bU -4j//+7/3yZR++d4mJNe0zHlwyaJam/jTx87VhBijT0cO6vKDKkcR5fJ8Iyo8 -bPqPek4cbvasH//b0ohMvaXSeVSPA+u6Cftj50Y0RkoIij90FmSkUoZ2NTWg -e9PuE7mbDIEWm7bls2M9ymC7WDHTbA2BJucqrJMBHW3x0fqi5AoJQ/c9nMOK -EUns7t+Vj/5QfHr/2xCTl2i1tVg8uzcM0qqyvz2vv48unUg9YqgfDeH9Eu+c -NdOgzP2EjpFTHAR7/CewGJ4GUcrNWqMP42BTXX69Y3caPNH017YJiIMs1Zam -Y2YvQMno+N1LyXEwvaU+Y49LOnwd2afWVR8H2yeaay4nZwKl13VQe3s8TD/Y -7Oz6MQc+cVh5G7+NBw0+zU/HUgvhrP/zhll6Ahw5a8O2rr4QPpew1Z38mAAn -Y303kccKwT6Rkuc5ngB5PsUjyjJvYf9qhtbE7wT4lrYuqqHqLdRnmtD0BBNh -/6LGqjbrHYi5X1C4a50IqsuW2/Q2lICGV4TL96lE+BGlHrNHqgSWcjd5Cy4k -QpOa6OqgTgncDKh4cXo1EWBxIEontgSUMn7KOmxKAuHsEzVkwVLg7/N/aiyd -BE/3JO1XOVwGXrumIoNuJQHv1UmlHQYVcGHhlpjWcBKUpLQ4q92rgLgze/IV -vyRBmcDtjzZxFeAXFtIoNJsElay1V+KZFfCZd7KYtZIE0ycc2xJMKyG3k1o4 -/F8yNL5W6xC1rIKwFxeQxYVk8DHtF7e9+R5k1qvt2/c6GcTtLLYnBb8H96wz -8ezFyXDgXb5ifc572NcmRB6pSAaZdTEi/ybew6PhMSf/pmSwjn72aI99DXj5 -Kg/fGEgGDfNCtUE7gEeqF/xIG0iw0cyKr/lNLWwIz4idMCVBgG7ZrGFNLQy3 -W/W5XifBiztudqNttXD51JP/lm+QoPmYjOz3yVqIPpHw6JsDCWrHQ7eMi9aB -uKXD1kAvErj3/d0vk1gHGwp4nW+kkeDXUmuO3KN6+Pyt78SXQRLMPVfnuxxS -D6TfBYVxoySIvCe50zWxHmismDNK4yQozzi4lFtUD2V5Jq33ZkhQKblvy8xU -PbA+3beMWcHrq6mN7rraAGbubV8C/yNARHL806YTjbDgPtZgqEmA4lq1kSnN -RuAMOzVjc56AuLKHo81XGmESwqQcdQjYW/F47q5rI1RHGc/YXiLAlZd2Mv5N -I2QpzLxdMifgJFdR8F7xJnD2l0p/6UrAq+y2hvdHm0AgdbxXwZ0AG5F6NhO1 -Jvgsskal/iEBua9Oh/tfbwLSamkyeBFwb3t4e05yE7j8k2i8FozXd/ga17HN -zTA+sVZXhETAQuxRv9g9zcDKqZFSTCFgA3387+yBZqDV5OtrpBLAOT68jqTR -DBvKkx9fSCfg7HVR5VrvZvA84vR4KZcAtcw++r+IZnDdc4VMyycguOm2k1JK -M+T4eN5OLyBgJEX0XVY5vh4oWCr9loC+1BEbne/NkBKRHTNWRgBH832BO//w -56PiynwqCHhA/sIM3twCd/ZMq2yvIkDWxsyo+EALnHV1fyRWQ8Dwt4TAD5Yt -YGdh3j/ZgPdnifvaB6cWCPmzclqriYCBQdPjLM8WyB/X3PG8mYA5lafz9ckt -gHbG7ZInE3DNQD31Fq0FiJzSDK4OApYVll+bD7bAAeGf+Ts7CTC/90zj4lQL -mN04tl+4iwC3qRxuCY5WyOCT8tvbjZ8/TB/LVWwF0Ti1UQqDgHzXGRm/s62g -WNJR+JKJz9t8fvWKQSvMcV/8+5BFwIsjjYd+3W4Fh6r8Pbx9BJQMP5zgft4K -ttWWgVMfCHgp8suuJb8VyD933YsZIMCs0tzRp7wVhBfaJo98JGDX1ALvBK0V -fhx65WExSIBQgEh+wmArBGY8S5zBnnZRbledagUxre1nXIcIoOsfz4pgJ8M+ -+l59x2ECZlW3m8luJcMRXY/iEeyOoCESVZAMEaJfX+mO4PgQTbxuc5AMUf3d -SiXYg9uV8lfkySChkWzFP0oAzzWq51N1MrwMSBdxwl63pMkS1CNDw79LnvXY -NVOFZbnXyBDisM2V9xMBp45x7jtiTwZE1dhwBdunW3NzmRsZrtpdVkrADm12 -81P0I4MrK52nC9t0S5RX6VMyyP5J8l/3mYCZNwlrDxPYHKmEHLbGy5CNOdlk -WGu3y9gI23buZsqeYjIIjLlUumNrRR8rDqslw9twvsZo7LmgaYPfbWR4X2Jx -/yW2eU/UA8s+MoyyNXe/w46+LyzeMobXY5nfX4Ed7phqfOAHGeY3eERWYp+r -Xr8t+C8Zph4RP4qxqdfNLn/ipsBC4EOOXOztJs8FlHZQYLOqFzkBWzin/Xak -KAWCN24/7YX9Q3tCdfgQBWaiX966jh2s+S1VRpkCX8jPzp/EHk8c9XPXosDJ -ebsRHmwulfqZ95cpUJDoJPcR78fsiadDaywpwB4mdOIlNhGmYXz6DgVGv46v -2mJvPjpl9PghBWDvIU8R7DNyjweLn1CAwbKpYuHzUPFfmpqMpsB/W3+XB2Kv -lb7hsyeVAtt4L7kfwg46WEGcy6PA1PXPizR83p/3H7Qj6ikgmW55lh27fP/Z -HdBBAd59B/njcLxc9tLWHeqnQBXH6CtB7P6DQvr88xTw0Rk4sRfH2wPUojX7 -lwL3pq3nE3E8Lkf/mWzgpgLtskX5RuyCuR0HbESokLB5z60RHN+9qyvNcrJU -UGiLMlHH/qrhxLN0ggpJcuMmz3E+lMetI3nrU+Fs3vOYs/24HiaJDZ4yo8I+ -zer2SJw/2/t7qL9vUuFd0oF9Pb0ErNnxKcPahwq1525xX8D55udeqrH9DRXe -8NTs/0HH+XRLn1VWSYWc7CTlzdi7iUdbjZup8It45yyC81mt1NPv6Ucq9PcL -nVXC+a5CVzSib2yD/K1XyyTaCJAv0Tl2bUcbULZlrPBRCdjC+F45ItIGN4sP -OCzheuLa8aVx9EQb+Jq6s4pbCBjLDqVW27VBt1X9n7F6vB8Pdv08eK8N3Iry -KRl1uN4GKbTGe7WBzY1PHVdrcTxeF75tGd8GEmkUv8r3BDz+mZ/RVd8GX7da -wJFy/P2qU4Z4BNvhEbW8gfcVARdv70vX3N8OW10iXjnnEfDE+DCP59F2YP+1 -5lN7DgGkabZPH8+1w9VoSxW3lwQ4r1zzdr/fDojbiumN63lX0bQfd2c7VJxa -bn4SiesTj7LFn/52MMnftMkqgoAci7yL0+Pt8Drqd6lCGAFWXz9Z1/xtB1tW -ytnOQLy/cZSbR2U7QFRw6sEbT3x/dVumRXgHqC9d7Tx+i4DOrS8Z25M6QLbg -lHauHQH2LLYvjRkdsNAupP2fDQGntfac3lXVAd/lVQcGrhOQUgvUmMkOUHh9 -xVnAkIC/G1la5LOdMJWtu9FOhYApHY5bKvqdcLeKK/6eEt7/IINnb651QsTb -M/BQEfenoXMnA+91gmv0y1WXIwQ8E3+lw/6iEyJh+8VdEgS4b0b96iudkL+e -Oi+/CeeX6MWzN690wcfhgSsNdBI47GjcFXi1Cw5PFhRrdpGAl8tIMd2iC0Tp -YpXNbSRoHWdeYtzqguI1MvXFTSTgDldhl/Tugt+nad/1yvD84Vlw/kF2FzRT -gw6EJZNgz18ux+5fXTAif6R3K55fbpaqBFasdEFb9hqpWUMSfHCInkhdQwP+ -x4eMmvRJcLwnKsyamwYaD36qWp8jQWn44vkPgjR4OiccYa1IgtlM6zf3z9Bg -f1yF6V1+Eqi4vOexiaLBaubnz0DF89WorpBHPA0WCnjyYpuTwSrm+qEIEg1E -CiOeWdYlQ2bR37MFmTSQ43+zYxqPBP5LRw0Z5TSIm4qMrnqRDK9iPFYah2kg -+lfPRuN+MuQvu9uJHOqGqnf8k7v2JEPove/7F492w1TopbsK/MnwTvrrF7Ji -NzgefW53kTcZ+q6bmNurdeM6lv/acR2eD8myMlGG3XCYXNJ7ayoJFPNKDDwf -dcNKQbDj1cokuPLi6HtGUzcw9u86LX05Ce78bay/TOmGofbs5EqdJCgP9eil -dXQD20M9lrpmEnyVMzjWzOoG5d4pTs2TSVBbVFSQONkNnyROOW0RwvePRdkf -N9FhwrNc7O3XRDCs8Cj5qU+H7b/5jyk+ToT51WiQv0KH/76x5iXcEqHRqb3P -zZQO+rC1d4tjInB8KlSZtaIDZwHXf8zribD07wCl5R4dJP+OpEmoJ0L+trEv -gvF0ON1UUzGyIRGU0r1UrjDpwLbBXLUjKgEqf5WIb++ng5rwMCU3JAHq1bLM -uj7SQUAo7JKvXwI41L0F9TE6NDzhshdzTQBxE1ft/xboEPzTmX7SKAHkf2QH -39raA8KTTIE8gQRopbSGdZ7vAYJsqpaaGY/7475QI90euJvrNreaEg9uOrJ9 -H/V74Bi/J90oPh7Ovna3HzPugW8EP2ILjIfz3KUGw7Y98PkI/cMBu3j4ITWi -+cSvBxwclLOb9sdDMf/36rDyHqAX2Tgo5cYBX55jnnh1D2y2fZvomhYHLn/i -Ut5DD4zNDYTnJsaBysiHp1+ae0A3LOojZ2Ac/EkxyBdl9OB56IVhpFUcCI19 -alD+3gPZ6/pD+3bHwVxZ/L0fkgxQjsy8aRUcC5XSUr+0pRjwKyeOd5d3LARZ -2Hu+lGXAyxulzVS3WJDmGE7WO84ARVk7R/EbsZCqVsodqcaA2DbXkdxTsSDx -lLPt1TUG7LqYrrH0PQbq7eRxw2WAue0Sqc4oBl5Ivl3Rj2GAR/dXuZe6MXDN -WvaufDwDzuVWJDw5GwPWl+WklkkMaMg/3qd8NAZqeAwmHbIYMF2X7PCEJwYS -pzcF/qtmwGKvsI1PYzT0a1uo9k0w4LjSIZuDstEgmXNQLniKAf+VuHvni0WD -ns+i9fFZBtiu2555YE80HM1OSgudZ0CzWto2wQ3RcKbz93WhvwyYmHCH4ZEo -CAuW+/ebjwl96bvGB+KiIO+5J5grMYH7cnT+re+RcPXYBfGNKkxYm+VG3TIQ -Cf0uYgElp5mQ17rFv7A5EpRmlqTZNZjAOKfRNkBEQgJLTipEjwnxnO/PT56N -hNd+HX2HbZgwL++4i5n0FGyPkP/9CWdCkONuAaGTEVCwZlOQfSQTjOWPXWUT -i4C6B6br6dFMyMjwIg9ujgA9293zzxOYEGCbpxE4Eg6cChLuwmlMKKJFa0UF -h0P36zuHG94xQWKDRnwcIwx+LFY5+jKZ4KloUuZ9OxTOCJDZ0nuZIL065rLH -MBRcMon02n4maKt6S7xTCQX74SiO34NMuCG+EtS1NRRKOauNL35hQjcIF9HK -QoC5if9Y2iITDrTpZEyyhcDBf7Qayn8seKHuWhcZHwQHn4dRX+1kgfGvSu1Y -ryBYn8H9OXw3C37WZ1vG2AWBCdNYUXMvC2S2l530PxEE16eOO2aKs2D97egD -ch8D4VvHD561x1hgPrZ7uVI0EMQeu4upX2TB1Vlj5+KCANi7MSKWoseCpA+a -f5oSAyBprdZFPQMWbOPXkOjxDQBu8devrhiy4Mx3U/NxwwCYPqv0T/cqC0zu -G3eO/vGH7G/G62ZtWZAu8e63io4/LI++CBp7zILJhfXRqZO+MGNpHSbvxQId -1pmV83RfsNBq+/DEmwWqkdIeC9W+0HIh3GqfHwtOnF1qVInyhWjp9vUqQSxg -BD1YLJT3BYErBm8PRLPgXP2anbz+PsBz7pZPZQYLFpeLdicf9YKvHXNd05ks -uPR1m54rmxfEOBYLC2ax4JF6dsM5mieorfxocM9hgWJvQ9gnR08QOa+zkb+A -BZ1cdq/ouY9h6v39l99KWJDXOxr3eu8jcBvuWFpbxgLvwR7pIzMeQBaw1uUr -Z8GEVFhKYZUHdI+e/S1dyYLA9ncHUo094GbmuO75GhboFqzZcCrmIST/SVkv -3swClhmXSgz7A+iqbr6+o4UF6FUpvaXbHbrjZcrXt+Lnxf/r/53mDsfj39mP -klmwdWLUWueUO3iTkzu921lwr+TevTq3+7Brw8cs0x4WiJLTJz6OucKtj/L+ -UcMsYH88+1KqwRn+MysRVBhhgV3OOVnFOGco+sa//AFbmSxMUbVxBtDxfCD0 -iQXX7Yuuaq93BpGZz2FxYyzgEtapRxfuwtaKHZsPfGWBRFfKsvbLO0C1K2sq -wrbycu7l1bwDbgdO1CpP4fXXve1tn3CAZ2OjHuemWSDWa+KtJO0ACqqdnLqz -LIi6kyA49O4WxD7Z+HDdDxZYsn+2MAQ7ML3RdtEF22pDcSPNwg74LjvdHMLW -VSc0zrPZwRXHq9eL5/F6+F98OnTWFiQD226c+8mC5F+HlDop1uC28uxcHvZt -BXMtWQdrKPbXd+b6heMzLux7yGZr4Gg3D6zH7i7sv6KgdwO+q/G17PuN48lh -u4QDwxKaLy5UuWC3Xmdve3vfEsKdyn80YF+7Mxa2sMMSvn4ZF7dcYsGw//0k -Z1ML+FE1kB64zIIQ2UdKiTVmoGvRmUXF3l2pnLS4xgxIOzKneVZY8KSSIXZJ -/RpwwvypKOwJhYgLqy2mcPC71KLnKgvkB3eo7qYZwbtFYqkIu9Nw9unWHUbg -eV/z4gT2jTRxWQ6zK9A/oLdw4Q8+7whX1sjEZXBofK3+CFssYEqAKnsZTotp -jedgv5z3PfjW9RIUasuI/8OWDGjf7rrGALT5H9ZJ/sXxLfRJWl9DHw5eWfNW -Fztwf5+/VLgeFJyuC0nEvlGoTyk8pAsGX5ddKrA/zLQYXqnShpOb7r7pw175 -EKC9qHEBaOWbRPj/scBwxdRe2lwLfNSPGcthf69R5Kyb1ABnjcSRc9hvDMZX -9N3OQmbd8RpL7Jw7zU+G1pyB3SW8s+7YwrNKQ/bhakAXEncOxx5m5qp/36EK -Hez3NZ9j8yWPD0xpINhoyeZciP1DfPH4nJkyhB6nzAC2NL8215zrCdDxa3/f -/r/1XH3VPhUmD/qam0b6sB/uGVr6lH4UkgICjT5jM1/ks/dVyIHwSWXhGeyf -1e/ICS+kYMZORmUBm632uoh7pzgsbzZ9vfS/5yl+WJuzvA8uSNc7/8FOjWW9 -vHZlOwzW2wT/w852yd4hYL0WimlnfvzPv5SCg3ljvqhQja+/+Yu944XjlIjM -ZiRuXAIr2BOt/7IGT+5G9Z0aoovY4sljPbHfRFAabOufwxZFnvoldftRnaTA -5wnsDueyD92xskh8g4XqEHb/Y7aGn0eOIKrF0Hc6NnH79uF/e46josOkn83Y -sRIX1Tg4FNGgR5R2OXap27jX+tmTSFu5/lc2dpf2rbscrFNoxe3QQjz27Qku -vX/XT6MZyd4zftgpsk8vPOxRRSIG1RMO2KRGc6c5LXVkwKtw8BR2e5GxGuOw -BtJNb28RwX6uX+2hlqWJwgqel3Ni17cPz+TvPoc6pH/FknG8eL4bTXBZp416 -0jy8crB3VawYdrrroD0RJ6ufYJsOaVtJTusilw6Hw0rYa/yCT1p/1UO+okM3 -t2HbZVv4BWfqo+658PlJHM9FUnzLueYGSGmBxBaDfecXYvvcfQlJp/qs78D5 -crgqQP5w1RU0GMVUjcN2FC1tYX9ihB4cfepvjN2TOzJL1zVGlsEigh9wPtZN -RNhZj5ogLuehnFacv+2LOz+e4zJDv0bV9npj3wxa/P2z2wy1sm8gjmIzYjIf -paSYIzHjsrwEXA9o5Gme6R0WqPBUnshZXC+e3bHtZcu3RAzZPfSpRRZkuAg6 -1fJaoZHOmdAo7FcGb154uFqhN8LlW3pwPWosSHv6+dQNJMQ+4qqO61dfgJNb -eJc1Mm70f97wHfeXS3xje37aoW9FvM3nsaV/c5iQTG4ix0t/5jvnWPD119CJ -7TU3kVD6H5uebyyIy47+tRRoj0y8YtKbZnA+n2E/H7bzNhI7stnr3CR+nmQT -pfikI5IRKt79doIFhcG2siOpjmhvTXXNf9jzdgpd69c5oWKueYGBcRaEfmzw -U6c6odKh+cMXP+N+ZMx7rqLgLuIL0qhhDuJ8/UGzu3jKBf1mO3VQClvgszXH -4G0XVHyndtDzI+7npF2p9iQXVMLrKLx3gAUXm46luy+6oM4n1pvP9+F83ai/ -1/HtPXTnZI33RToLvqjGHqoRc0PUDH/X4G48z8gEjO+85IbWrDLeAg1fT+wT -vOvrhuYeCHMe6GLB+eX137YNuqHpzEv8X9pwfj5hnpFLvI+0m8Q6tuD+2vnj -E1fJhgdIWKDigmwTC05/Cj3UI/8AdVr2bz3fiOeRXWxXv1k/QIUVDe6P6/H9 -neozd9U9QOHE4bw23K/XNCnLnHr4EL2W9Mjdjfv9V6RpUTHhgeIta7bewfOD -bHIURa/RE72sQL+UXrKAfmbJoOinJ8p5FsHcgOeN4HRd3i2SXiiIKzI05QWe -v7THVstCvFDW3f21+SkscF0YIGp1vZH14xJL+xjcL+ocjjNv+6CZEEUvSzwf -nXk5LG/4wxcZWlwY+OaB61OkxOU0bj9UWH9Q/vFDPJ99ujD3RcQPnZK6+PHp -fRZUDn2Mdrjkh8rDZJeIuyygmJN/nC/2Q3KhmnaG1iwY4in6buTmj6Q8RwXO -nmeBithvweiFACRYKTtO0mJBU+kmt/mNT9DhGwvvZzVYUNxDYeqLPkE1S1NJ -UeoscB7mzWEzeIIcFMNXq5Vx/eQ1Zzv25gn6bzXKo1wWz2vr6wnazUBUkJKv -f3IrC5S6S0i9vUGox0z8qz4vns9EJh4WfQtCgmE7o+02s2Bt8tPuEM5gtP3g -be4ILhb42AoN7j8WjBIf1uXVrmVBWDEMHYoMRjPmR9Ip35nwunkxyexMCOpV -E3ew78Lz9BUfvZ35ocgq5N6sXQcTnhz487AfQhG5dhqs25gA4pflk3pCkTSb -hZ5JKxPmjq0ac/4NRRqd5yRla5mw88jh4Vd6Yagj5mBB4BsmsJ9437zvZxgS -B6Fd8/j9YJ3ja3//kxFIWbjdpyqUCdZKTquFuhFIzjVTwS+YCWfmqbF9VhEo -f5oewx3ABNHcIV6BsAj0S1L+H+cjJrxDB3ttPkSgwZb1ha9vMqFNudeb69FT -tPxqyLlCjQmTvuNT7qWRiNTHeXAHfp8JbbW8m0ONRGG7JMdcTjGhU8b3Tfdw -JLKiG1iLKeL7y7wWD+WIQsOyRoFOMvj96GlR9ctDUUjgyTaTrB1MUD/vw1Lz -j0Ixr01PJHxlQLXVNJl9fzS6djZTr/gLAy4cOnP+2JFo9ODb+K2uzwwIp6y9 -bqEcjTI9jXLYhhigWpai/FovGlF9xzQu0hkgnjEULPQwGpkcKOELqWLA386X -t8zI0ejeT5Exr1BsT/Mn++1ikId+UlVMEAP0RROcT9+NQXxKnszMAAa8kOMU -M3wYg+ZK4/savBhgGqHW4xoWg2z11/LPuDAA/dx1KOJNDNLa2mAxbcqAN+KH -5IUWY1BX9dyF1AMMmO0woNX7x6IOilGhhwQD9Pxk/jqFx6JrtrImhqL4/dNE -tGxXfCyS0Dj4gEOQAeuUJZutsmLRg5xrU3pbGLD58gYJamss2vw7PyvuF37f -n/Mwmd8Uh/7WL9ztrOuBpLENy3Excchlf5rBk5oe+FY2X5pFikPjWetDT1T1 -gDVZZao4PQ61z3IvpxT3gKudUlHzuzgUmzc6eDG7BwSfQjR0xyHObmaVTXgP -qKqs2crBF498h2n1+oY9EBIhY0mPiEdjNmuudev3gOXRScrd+HikyT51Xl+3 -B+TZfO9zP4tH3OELB85r9sAD3+fhR17Fo7CW3mnJEz1AFt8daEiJR86zY09i -BXog0jvj5BhHAmKu8HFIjdLh5CRth5BHAvIWUw4UH6RD0CSl5aNvAvq92Wvr -3n46lBTL0xJCEtAlUW0Nrm466GWzTywnJaAio60HWuvocNOr72toWQLa+QXR -v6TRgdtDzrl1PgE9TpOpfG1Gh+Mj/VN5NxPR11FHr1smdJiuN4ZOp0S0f7xV -W8yQDp+/vM39dj8RbTzUsj5Gmw6p40WVQk8S0SPK9C9DJTr4BMjHab5IRGv3 -D1R476TDc8fNxlm9iSjL80K3Ka0bfu+81ZKsnoRMs+o0xNu7gae1dbbgXBIa -v6jDOdvaDS7j9IT3F5OQr/hLW4/abpBJNLTqvJqEKP1XXnm96QY7jY/l1feS -UNad+gvHI7qBbGQ+X52ehHyOVfabanaDwvxGMa0/SYj3wfDbWbVuMB4yPkJm -S0b3lQV6fFS6geI9EX52QzJq1exZen68G6Kq9ITktiUjz5saFLJoNzhKsmLa -9iejw91HvKn/aHDSaI2y8KVk9F5D+kRQKQ3QvPpl2cxkVOJp9sznLQ1+R33b -4Z2bjKhqu9c8eEUD2xqVnZTXyUjLXb7OIp0GCcWZzboVySg2ZOnw7qc0MKvJ -e8HXkYxuXcprl7ahwVsjn1C/X8lo++PSma6tNNjEKOH8qUZCT++biIZuosFc -7rt7IZokJPIvyEh1PQ0W73YP7NAmoeeVQVW5q10gM+1NiBiS0GT/VherL13g -dqg15pstCb2v1Uu+V90FribkfJsQErISfti13aYLQjLvvy4mk5Ba34eUqetd -sP6isOGZdhIi94Tl1pp2QdotocCOLhKiJ9D9bfS6ACXW+HSzSIiiwaZMUuqC -uNsr+UljJKR9ZaDyzdYuSBIxcBdYQ6B3WtvCb23qgonaPvbL6whU65X4THR9 -Fyh9NVsXyEmg/Nu864SXOuHLRx6dvk0EojznIeV1dEJ7LecX5V0EOmTHOcb/ -sBPYFhsYv+QItL5OIPqSYyeMPE0s7TlKILn09vcRNzrhFVn/2yt5Arks/01a -1OmElc5TVtrKBGpgS7vyQqQT+J2uiWhqEijQ5cOsNrUDbvyjvzl4jUD2qqRM -g9oOEN4XdrnAnEApifP9l0s6oGLvFcWDlgRa7nMj6z7vgPQrq6V8tgR6UFpe -sPNeBwzQbtqkOuHPdyjEsu/ugD9eKbLPfQnEZ7Acys3bAQqb1l+q9CfQP67d -EpvZO4DzjVBv5xMCndnhrLFhth0+b3vxdzKEQM7ZnoeYde2Q75UR1x9NIPPU -LRldN9th4MFURn4aga7aZ3WlmbXD7jYtSYd0AnXcTH5xx6AdqiacFyQyCbSP -I1Hmj1I7GAa724ZlE8i2aG5mnqcdZmaf+vK+xt93XHDL6eI2+JRUcWVdJYG4 -lgLv9ee0wTuR6ja7KgKtO63j4fysDXbrTLg1VxPI4vZ35/jANuhbErzmAvi8 -FJK4SozbYMyhUC+gkUDss1+Djum0QeX4G8XKJgLV95JyC1XbQCovTetrM4Ey -L/CxUg/i59Fq+hXJBNqafb3fYJUKvkRfWmQ7gQTWptwrm6PCVKDOi4QOAhGR -xwt3jlEhaXNYTWIngTjP+2yjtVPBi6fnXDCNQN7HXP12PadCi0/jYxEGgbSO -kORvxFJBalue8jL2U2vBp7lBVCg0VeNpYxLosa2SpPRdKlgmsY+Y9eL1DjPW -cqlSQTz08N6THwgUvnjaUeEYFb579SrPYVNu8o1bSlJhy+C/S88HCHTTeGIx -bzMVXtW0W098JFArczqavIYKQ4ILpn6DBBp8baTweZ4CHBkkNf4hHJ8OFpmb -+ykgPnV7SHyYQHb6f28LtFOAz3dXdAb2lSg2JFlLgXWftGV2jxBodf8dQdki -CnTZab0LwTbeo7L+cBYF7Jp09/7AvmXntnoomQJzWzKcLo0S6MjmbX8OhlOA -UROcWYD9etMOLhFvCkykq1et+USgERtfIX4XCjjO7XinjU3daaDObkMB1ZPn -g6Kx7cVDnL8ZUaDXZd+JTuy6MIl85nkKuE0PNHF8JlD7hYNzFacoIGrSKnUc -O8om7nSyHAUGKZL2Ztgb+qxTXEUpkF2k+tgLWzGLWKf9HwWixq7dSMIWbFe8 -v4+LAuMxtQL52BU6yguzK2Q4qVucVYrNtT/Ls3KWDA+4ff5VYvNdu8/nN0IG -zj0O4uXYXZOv3p3tIUPv0br/XmOr086Zc7SQwce+lZaC7cinw19XQQadw9TL -Adi6BaWsB6/IYGG5LdUa+9OLwJfSz8lQLzeVfwr78Fy110A0GTwVnj3mxT6a -ZHIjOIAMeY6uPP34+08nX7sk506GRLnq68+wr/1s0u2xJ0ObYq2jCbZPXryh -6zUynMhsO8GDfbWCarflIhkOf5eBKrz/xz7feq18jAwftoj+WIN9dE3PaJsE -GdRb9VOS8Pl9ccsQMdlFhpaDG5f3Yzs7ujXa/G2F1Fkj8lEcD5rf3SXG51qh -WD1E4TWOn5724VirT62QIuVrIIy9OW4s6mJrK1jR2YO/4/ir9vQVqq1shYmk -w891sffV+VdJF7RC3arttUwcr9yGVduWo1shfvxw/QkczzEv57pMA1rhR+Bt -u4f9eH8vhieX3W+F0OWf+W/78H6+/aVtc7UVFjvPbdrU+7960qRQqtMKhTcq -xWRZBPr8cFlm3elWSJOlMLRwPh3NTVSOFmuFkK27V+x6CGSinDrqOdMCEpZ0 -UZ0uApH4OjmI4RZI8v7bpYHz99SJX6XF9BaIksj/dwLn9zt3yYaPFS3Qai0+ -sKkN178Kfn/OwBYIS1u4bd1CoHS+Jf4ND1ugbNbn3wFcP6yqu+U5HVpAWbqT -axLXG5619iK/9Vvgp56R56V6Am27KPzinWALeK6+qezD9SpSqiwjaQu+fuvT -4C1czxyM1Y89WtcCXBrSTj8rCGSQofLv+GQzbHhX0PGrFOfzn1plv+JmUNHU -ts4rJJBN04Kh2/lm4Hg/UEfH9XVnzjcFsVPN8KksfsMKrr+HPgxndx5qBve+ -M1l7nhMo6EjWYQH+ZpAx1hrRIgg0/rJ6OmyoCa41aB2+FEsg7ec71zbfawLD -lEv8En54/wfC0zOTG2Hvb+pglSnuT5ftc2pCG2F9YHwyzYhAWZsepPc8aoRZ -BSf9ocsEKleRvrdg1ghuCf1vR3UJ5Jf7LXCdSCOEnjTfEKKG61XyqPv13AbI -E5rKMNiP92fsgTdPST3Qsu1vdcyQkKfjs43ZL+sh8xd3wfAkCXkoLoQpJdTD -sFJbxVfcn/c8VbQ3dq8HjvE7UuMfSWjTaYEEyxP10MPrq+6B+/2zmosVb6vr -IDti4St/Pgm5StiJn6utBQPhNt0tFiQU45XwOK+wFjZ93/Gf3FU8f1Razqx/ -UQvZ3TyNmldIKPYDdU+Zby1MfdLqMMfzSHXLbP64Wi30Wm1zlVIkIbvQwSP8 -IQCLjLCWUzwkZJFbYkANeQ/xO33LlYuTUU5Y+QnavQpAOUmPrnxJQoqLF158 -uFwB5z81pAwMJyFpWT00dLwCwrw0bK72JyH1v3l7uxfLIbxmw4RaexJCknm3 -bB+VA0snLqHiXRJSww36nG8ZQKZb7pnHSSiGrzBrMagEClW1z1K4kpC+HIO5 -6PMWXj42tDXhSUTnhULIT83ewsZL2kXaHInoJu16neDJt5D3JIBXYTUBrXV3 -qxWdL4QzOYVzc5MJiNqputppXQgT23qPLDUmoCin9z0GEa9Bz30h1fQhdr2B -au2GPEgO/X3P+EM8ijrGPlXRmQYB2QHRq/5xyKdOitv4pCXqCeU2f/o8Gg3c -zxXb6JaBIm1TNWJiwtHufKUobulitFZ6X8Bt2QDENurAMLhWg1K+KF8o8r6P -fuwrNKOE1iA2GftdG6WwQ6KdzlfUoKZ/F94rMN0Q+6isnPV/gPZurvfglXZD -xul0sb94fGN7wXhczriH2N+Nzoxl1CJRe64Ds0LOqOSn2OkvgvXIyaaXLU/G -DnEYHkjNP16Prhecvxzw0BYZUVZPu+rUoyyIzljfZIO4F7cY8nnWo+VrKpJc -V61RmPFsqe9APWrgiDy+6GeJeJQ9LWVSGtBdbgvxXwFGKHTFZZN8cQNatn9A -a9p6BW2gKayqtTUgi+ne/vFnl9GWGtk8+9UGpHcODQkU6yOVNBr6eq0RZer9 -OP+mUBPReU9v5XdrRFOpTdZWcAbZxXtKnoloRKfvOqeXtakiYtRG5M37RnTd -+7dXVLMCOp63Zf0UoxHdaNFY4Ow7jHqCQuWkZhsRv3W7sh9NEj16RE914mxC -arcFrFeYO9D/+72v8v8BJoAV8w== +1:eJxd2nk01P/3B/CyFR+llDZURApJO5FXkTV72coSkUhkXwohZEn2Zd4SQrZE +9iXXzszYhxlbtkKypFQi1e/1/ff3D+dxxpl5v+/73ud9zTkELBx0rZg2bNhQ +h3/87/f+wDmdiv3NqC/tN5vo6s0adeLPIAt7M8pfeTYhqskDl1iLKdeWm9AJ +pRv/qKrCcKdv0/TfVuwY8fStl84Aw8yI5aFjE7r9OiE47rgiHBNLHtvb3Ig0 +1z0+5XDqQU9M6raP9g0IbdGuXGixhCAj1UrLJEDBrX4qMzIuED/m5uUYVoJc +9zr+/f0+AEouHikKMcpEKbvLhF8NhEFq9asvLxrc0H2WFyf1dKIgfOjwW0fl +VLhkfl7DwCEWnnjt4lsJT4WHh1tVJj1jgbM+r8G+NxVoJx6rWz2OhaxLrc2n +TdJAXf7s/atJsTC/reElr1M6uHcelO9uiIWdn1pqryVlgHyb66j6zjiY99ji +6PI+G4bXLHwNi+JAiVv5w+mUQuDwT21cpMXDSUUrJuaGQlgpYa4//z4ezsf4 +cZKnCqEtnprrPR0PuY9KJmSPFYHAeobKp1/x8CWVObKxughmM6/3aPMnwJEV +pXV1xluI9lI/d98yAS6tme/Q3lwKnwIjnL7OJcC3SIVoXrFSGCza4sv/PQGa +5Q+tj2qUQlB4VdrF9QSAlZFIjRj8et5PCTvORBB4JV1L5i+DzMnHEYbiiRDB +m3hE7kQ5fBSafxZsmwhcN2ZldutWAieznZDKeCKUJrc6yjtXwuOrfHlSM4lQ +znf3vVVsJaSTQpsOLiZCFWOjfhy9EqwPfC5h/E6EeWn79vjrVTA11l44visJ +mgrkOw+ZV4NEsTq6eSUJHl0fEr595x1o8yocOFCQBMLWN3cmPnkH9VWKcSwl +SXD0bZ5UQ/Y7CBsXIE9UJsEx5mjBf5/ewfEf0w4BzUlgGfX8Aa9NLdTFXxi/ +NZIESqaF8qPWAA0G6v6kzST4z8SCu+VNHWzPyIj5dJ0EjzXLF/Vq62Dj9K1B +FzMSpN1ztZ5sr4NIvaBda7dI0HL6mMTX2Tr4pZPw4IsdCeqmQ7dNH6qHD573 +tgf5kMB98O+RYwn1cLtlm+OtVBL8XG3LlnzQABocw9IzoyRYeqHAfS2kAXbs +eFMYO0mCZ84ie1wSGkD/W8xlmWkSVLwUXc0pbgCD5uttzgskqBI5sG1hrgGy +/7qbR//G11dbF9V9oxEeR3fMBO0iQFBk+gOndBNEx0w36ikTILVRfmJOuQly +suQWrNQIiC33nGzRb4Ko4XAxew0C9lc+XLrv0gQO+UYLt68S4MLVcz7uTRNY +XV0sWjUl4Dx78ZP9ws1w6YV4eqYLAfmv2hvfnWqGucqZgXPuBFgJNjAZyTdD +mdxGuQZPAnLyL4YHmDWD7Z6KJPAhwHlneEd2UjMg3iNNxk/w9Z0wZj+9pQUS +WZg1BUkEfI855R/D2wIBTSAmlUzAZtr038WjLfBgKF9HKYUAtulxZpJSC2TR +SA+vpBOgaHZIts63BVg17z9czSFAPmOQ9u9pC3w7a0DuySPgSfNdB5nkFhBI +9rmb/pqAieRDb7MqWuB92v4y8SICBlMmrDS+tsBkdnb0VDkBrC1ufPf+tcBM +Xlz5o0oCPMgz9CdbWiHz7ILczmoCJKxMDEqOtsLtZx4PhGoJGP8SHzRs3gqm +D8yGZhtxfVY5jIcdWsF1z5+LKs0EjIxeP8PwboWwjaq7X7QQsCQXsdyQ1Aqs +p+L2niUTYKyrkGLb0wpijeUv2TsJWDu3VmA62goFMj/z9nQRYOr8XElrrhVo +3meOCHQT4DqXzXGYtQ2Yj4n77+/Fnz9Om8qRagPlAoVJSj8BeS4Lx/wV20Cr +q6swk46ft+nyur5uG6wIaf/1ZBCQdrLp+M+7baDXn8/LNUhA6bjnJ44XbcBF +twiaGyYgU/CndWteG5hz8TpHjxBgUmVq/6iiDTK3dM6efE/A3rnvXJ962kBf +9bXXzVECDj4WzIsfbQNGTUrCAva8k2zHpbk2sDDnuewyRgBN50zWUxYyXJg/ +oGM/TsDipZ0mEtvJIGv9oGQCuzN4jETlJ8Nj2bl8zQncH4cSzKxEyeCyTJMp +xR7dKZP3+ywZfpqSLHgmCdhqTPWOUCDDrecvBR2wmVeVGfzaZLi3R8+7Abt2 +rrA8x5gM/IE7Xbg+EHDhNNuBkzZkqPugvFkf+1Gv8pZyVzI0++rJxGOHtrj6 +S/mTgfrl5dZu7OvbIn3KIsjgwEMKYP5IwMKb+I0nCDIY8r8gJLGVMkP+y35F +hj2++wwNsG8v3UnmLSED3x/nKndslajTJWF1ZEjJ2NEUhb0UPK/7q50MMR3m +bpnYpn2RHuaDZEjb19r7FjvKTUC4dYoMrJ75Q5XY4fYphke/4XocfPCsClu1 +ZtOOJ3/JYBuT/K0Em2pmcu0DBwWMUrxYc7B3Gr3gk9lNgeuGvuR4bIHsjrvP +DlGgTpDnog/2N/VPl8aPU4AjJ8vWDPuJ8peUY7IUWBhPUTuPPZ0w6e+uQoEj +HDYTW7HZ5RoW3l2jQEDBfcn3uB6L0hFjG8wp0JAmIJ2JTYQpGV68R4GgjZ/W +b2NvOTVn8NCTAlfOSHoLYl+WfDhaEkgB5cXb1Qz8POQCVudmoyhgL7JaEYS9 +UfzWI94UCugIX3M/jh0sWkmo5lJgq9vUSg9+3h+PiFoTDRTYVWGhyIJdcURx +N3RSYPK0GE8s7pdrPuqaY0MUcOH9kM+PPSR6UIdnmQJMt95L78f95oFaVRb/ +UmBk4+3lBNyPa1F/Zhs5qLDf1rziP+zXS7uPWglSIUeQz3YC9/fA+u8WSQkq +SE5EGSlgf1Zy2LoqTQU3xRmjF3geKmKZSb46VJitTY1WHMJ5mCg0esGECpk3 +3nU8w/Ozc6iP+usOFfheix7oGyBgw+4PLy0fUeGryV2OK3je/N3LlHa+oYKN +IBz5RsPzZKvDKK+igkJ1kuwW7H3Eg+2GLVRweVPsKIjnWb7M2z/iPRX2Lgoo +yuB5l6NJGdD+awc7IePyw+0EnC3VOG28ux3uHs74zU0lYFv/16oJwXaYbRG1 +W8V54tI50zQp3Q4Ndh6MklYCpl6FUmus2+GZS+OfqQZcD4+9P0Sd22F7cz7l +ZT3O2+BzbXE+7TDm8rHzRh3uRzOBu+Zx7WBcRPWvekfAwx95L7sb2iFe0BxO +VuD7q0ke28rfARzDlY1c+QRo3T2QrnykAx76ReQ75hIQaHhiq/epDlBlZfrQ +kU0AaZ7pw3vVDtBPtZBzzSTA8bexr7tbB2TsuUX3xXneXTzvz9HVAbNqv1sC +n+F82ip7889QB5hWbOG0eEpA9s1crfnpDgh9vlp2LowAi88fLGv/dsDnD88V +u4JwfWMpd05JdMLKkXmPN974/RVu02+Gd8JrZpOuM7YEdG3P7N+Z2Ak25XLq +OdYE2DCYZppedgLzgID6LisCLqrwXtxb3QmpF+VHRswISK4DavRsJxwtN3Dk +0yPg738MFbJiFxi90frPWo6AOQ1WWzmdLiho4IhzlsH1D9Z9/sa4C5IqFMFT +Cu+nMdXzQc5dwJeYte50koDnwvkaLGldYNfMo7X3MAHuW9CQwu8uWPivffks +J56vQ1qKd/S7oX7ivX4jjQR2u5v2Bt3ohonZghLlbhJwsRtIpd/shhc04aqW +dhK0TdOv9tt2Q8sGiYaSZhJwhMuxiPh2g9TF3q/a5fj84f1azeNVNxiRnxwN +SyIB7192+96f3fBH8tTAdnx+uVMmF1T5uxvepG0UW9QjwbBd1KeUDT1Q7ypp +0KxDgjN9kWGWHD3wyPHnJUtVEpSFr6gN8/fAxCfBp5ZSJFjMsHzjdrkHXoVW +Xb/PQwI5p3dbrSJ7oDJh6iNQ8flqUvOgV1wPOKVy5ca0JIFFtNnxp6QeME6P +eG5enwQZxX8VX2f0wBRb4e75siQIWD2l11/RA7IjkVHVaUmQH+31u2m8B3Ln +dayU3JIgb83dWvB4L4wl75rdy5sEoc5fj6yc6oVWl2v3z/EkwVvxzzNkqV5g +5k+11uJKgkEzI1Mb+V7YJpJfYM+Mz4dkiWORer2wu6hswHYuEaRyS3W9H/RC +YkyI/Y2qRNBPO/Wuvxm/H/u+i+LXEuHe36aGa5ReCCrITqrSSISKUK+Bns5e +MDPSYSgoJ8JnSd3TLQz8eRXzbMrnE6GuuPh1wmwv+LDKOWw7iN8/Br16z0kD +4euVQkWfE0Cv0qv0hw4NPLt2nZZ6mADL61FwVp8G4i0Dy4ddE6DJoWPQ9ToN +9sRzD2yzTwDWD4VyixY0OB7AsYtulgCr/45SWp1pwEObTD2skAB5O6Zm+ONo +8CYBKic2J4BMuo+cPp0GJv2mlzoj46HqZ6nwziEaXF0cp+SExEODfJZJ93sa +jM2HXfXzjwe7+iJQmKLBgg6HjZBLPAgbuajv+k4D7zon2nmDeDj77dUT2+19 +kF3E4Mvli4c2SltYl1ofnHt6Qz4lIw7vxwOhBpp9UGvntrSeHAeuGhKD73X6 +4MSAN80gLg4UC9xtpgz7QN10F2IKigM1jjLd8dt9wPSdNnzUOg6+iU0oB/r3 +AZvYhVfNR+KghOdrTVhFHxjcu20nkxML3Ln2ucI1fSB14G2CS2osOP2JTX4H +fVCW8z48JyEW5CaGI2Za+uCeQtR7tqBY+JOsm3eovw9ukNP0nlnEwsGpD42y +X/sgonwodHBfLCyVxzl/E+kHpwuZdyyexECVuNhPdbF+6NKP49rrGwPBN228 +MyX64dD28haqawyIs44naZ/ph79D1vbCt2IgRb6M45l8P0y7u07kXIiBwxFs +7fnG/fB4JV1p9Ws0NFifxQu3H75sXiPVG0RDmkjRb53ofih2mZPM1IwGY0uJ ++2fj+uHolar4QMVosLwmKbZG6ofv6mcHZU9FQ+1W3Vm7rH6oMifZBW6NhoR5 +zqB/Nf3wz1XQ6lFTFAyp37w0+KkfXvYetxKViAKRbFHJJ3P9IKru4ZsnFAXa +j1Yszyz2w0HSzoyjvFFw6lViauhyP1AHUnfwb46Cy12/zA7+7YcAbw8Yn4iE +sCeS/35x0yHl9L7pkdhIyH3hDaYydBCxi86z/foMbpy+IvyfHB0M3rlRt408 +gyEnocelF+kgNbY9oLDlGcgsrIqzKNGh31S5fYR4BvEMSbEQbTq47KlVm1V8 +BgX+nYMnrOjwTN5hLz0xAm6fJP/7E06H4Hu8fAfPP4XXGziDbZ7RIfz0mRtM +Qk+h3uP6JloUHbam+ZJHtzwF7dv7ll/E08HQIk8paCIc2M4ddhdIxddDiVaJ +fBIOvQX3TjS+pYPdmlJcbH8YfFuptvej02Ge/3q5791QuMxHZkofoANtfNqJ +Vy8UnDKI9LohfH/Cjw6/lQsFm/FI1l+jdMjbtB7cvT0UythqDLVm6LCYIljc +Ux4CdE6e06krdJjL0Hw5yxQCov96aim7GJDC5Vr/LC4YRF+EUfP3MOBJfbV6 +jE8wbHrJ8TF8HwMMnmabR1sHgxHdUEp5PwO+j5SfD5AOBrO5M/YZwgxIkow+ +Kvk+CL50ftu68TQDHmXwrlUdCgKhh+5CCloMiEo1cix5/Rj2//c0hqLNAM6n +Kn+aEx5D4kYVLW1dBrQ0Kx3u83sMHMIF+fp6DHBJvWE6rfcY5hVl/mneYIC/ +oFHX5J8AePXFkHnxNgOq29/+ktMIgLXJtOCphwzoj9gclTLrBwvmlmFnfRjg +dl/xtxrND26qtA8H+jLglcgxr+81ftB6JdzigD8D9oysNslF+kGUeMcmuWD8 +Oq/nSuFZP+DT1y06GsWAP1ob93AFPIKtqraPql4yYOBPyb6kUz7wuXOpez6D +ASFzO7VdmHwg2r5EgD+LAZsUshtVe7xB/ve3RvdsBtj3NYV9sPcGQTWN/3he +M8D4n3U+LechzL1zy/xSyoChug+xBfsfgOt45+rGcgawNveLn1zwAjKfpSZ3 +BQMatoUnF1Z7Qe+k4i/xKgZsflN8NMXQC+5kTGuq1TLgwJONmy9Ee0LSn+RN +wi0MuCTGIRfN4gHdNS1mu1vx9buX01p73aE37ljFpjYG1JhtGP6V6g5n4t7a +TJJxvQs+WGpccAdfclKXbwcDXF1dnOtd3WDv5vdZ1/sYUPbg5af3Uy5g+/5s +QOQ4A17v+JIp1ugIu0xK+c9NMOChnJqEVKwjFH/hWRvGBhNByiUrRwANb4+D +HxhQu1Z8Q32TIwgufAyLnWIAX75GA7pyH7ZX7t5y9DMD+Duer6ln3gOqdXlz +MfYpD6cBLuV74HpUuk52jgGz5W8HOj7ZwfOpSS/VeQb4tV33lRG3g3OXutg0 +Fxmgq5PAP/bWFmIC//Nk/saAT50fb+qBNVy/1a7lhN3QVdLUc9MauK853BnD +DtqUrKTGZA369jfMSpZx//amfTiueBtEgtpvqf5gwIdXkjJdFEtw/f1cNRf7 +2ZSpioSdJZQE6Diy/2TAFhT+NWSLJbB2mAY1YHvrDeuf074FX+W5Ww/8YoAC +C89hu35zaNH6Xu2EnfOdpb3IzRzCHSq+NWLz/JsK+77bHD7PTAubrzJAhcs9 +0fH6TfhWPZIetMYAbvGHMgm1JqB5syuLin216ELiygYTIO3OmN/6mwF2eXSh +qwrGwAbLFyKxj/FFXFlvvQ6iX8VWvNcZcDpnz6V9PQbwdoVYLcYm7fsSsX23 +AXi7KWt9wl43PSzBaqIPQyPa36/8YUAmcmVMfLoGdk0FCg+wD0vO81ElrsFF +IZXpbGznJH/RIperUKh+TPgfdiR/506XDbqgzuNZL/IX93fxB3EdJR0Q1d9Q +pIkdWjoYIBauDa8v1ockYL8o0qUUHtcE3c9rTpXYbyfb9PSr1eE85/03g9h2 +TYHqK0pXoKeCU5DnHwPWKDdsxE1V4JHCaUNJbEl/abb6WSVwVEqYUMUOYZ/5 +reOqCBn1Z2rNsfn2tAaObbgM+0q5Ft2xJcJlx2zC5YF2UNgxHPvJnVyFr7sv +QSeLm/IL7PiXMyNzSgj+M2dyLMTO3f3rzJKJLISeoSwA9u5FdfYlF2nQ8O94 +14Htwvu6Yy7sLOgoc04MYlMbxlY/pJ+CxMdBBh+xb0jmswxWSoLAeVmBBWzr +7GJyfJoYLFgfk/uOPeR5U9C9SxjWtlwvWMV2UB3ZmL12AK6INzj+wZ69OJBp +rL8TRhusnvzDZrBl7+az3AglPZe//c+dLCFPuKJn5KiGZm/+Yr9NcpgTPLYF +CRuWwm9sm+wNr0bP70MNXUqHVrB9z0/3xXwRRKmwY2jpf/fD7aNTWn8E1Yvw +ffyEfd2tYrg3RgIJb755aQx7YTdz44+TJxH15thXGrbXAbsT/3jPoOITpB8t +2GhZS56VVQqNekWqV/yvvjdmfDYtnkfqsg0/X2HvvHL3PivjAvrtevx7HPay +M4f2P7OLaEFk4LI/dlhLxBXPvktIULfmkx324h0zhyUVBaTLdU70wv9830i+ +/4QS0kzvaBXEPsz7zks+SxmFvX5RwYZd8HJiIW+fKuoU/xlDxv1yNu1DvBOz +OupL9fLJxpYqWdfrctdAvE/P1wRiv5/WsBCZ10ROnXYnZLBFuEPOW37WRn6H +xu7swK67YO7/JEMH9S6FL8/ifr7Yxr2WY6qLZL6TmKKxTV9cZPrYexWJpzza +1InnZf5h4NkT1fpoNJJ+KRb7w1xZK0ugAfI4FRFgiL3Bc3KRpmmIzJ8I8g/j +eTRtjrC2nDRC7I5j2W14ftW/7H2vym6Cfk7K7/fFTg389etHrwlqY9lMnMJu +Tsh8kJxsioQMy3PjcR5svLqwdX73TVR4IVdQEeeFLIv1AFOeOeqX4KXNreD9 +zLnfoY7LAk10LYRGYjMvvUnzcrFAbwQqtvXhPOrVSYv4eOEWOsgy4aKA80vv +7H3X8G5LZNgU8KLxKwNoB3ZM8f6wRl+KuVrUsIdb2YxIRneQ/dU/y11LDPhK +HpfeWXsHHUz/Y9X3BeePX/TP1SAbZOQTnd68gOdbjFUtbM9dJHRyi4/qLAOq +jrZQSs7bo2MHS/YVfWLAv6fWEhMp9mh/bU3tLmzivlT3JmYHVMK+zDcyzYCp ++SZ/BaoDKhtbPqH1kQHsM1yqla/vI+5gpVr6KK5PRK+11gUn9IvpgqgYtp2f +FevoXSdUcq9u1Ps9zjvpfSk2JCdUymUvsH8E19f6TLr7ihPqCrTcojaI87pY +Z799kTO6d77WV4vGgLifMcdrhVwR9WWAy5Ne7A+Pp/dcdUUb1vuLoIcBJVpD +/Pf9XNGShwDb0W68f0o3f9kx6ormM67yzLTjfabEuCyZ4IbUm4U6t+H9alr3 +kb10swcS4Ku8ItGM9/nbsON9Zz1Ql/nQdrUmBlz5zHTji6UHKqxsdH/YgPNF +oTFjb70HCidO5Lbjfb2WcuHYBU9PVCDilbMP73uVwyo3Kz95oTjz2u338PlB +LTGKot3kjTIr0U+ZTJzfimu6xT+8Ufbzp/TN+LzxJ0OLa5uIDwpmfxaanMaA +XzrT6+UhPijr/pG6vGQGLG0YJeo0fZHlw1Jzm2icN5r3ztDvPkILIVI+5vh8 +5I0mzup980N6N6+MfPFiAJeoyLVUDn9U2CB69qEn7jdf9aUZQX90QUzrfYQb +3mfeo1F2V/1RRZjEKnGfARn/yN/USvyRZKiytZ4lAwzLir8auAYgMe9JPkU1 +Bnwc+MUf9f0x4q+SmCapMEDGbovr8n+B6MSt7+8WlRiwGkql6xwKRLWrc4mR +Cnh/J27LZtINRHZS4es1svh6qKZMp98Eol3rkV4VEgwgtzUQPXeC0OvkPJ3z +2xkQkVpGGhgIRn0mwp91uBhg+/WTZ/GXYMQftifKegvOszvPekPYnqCdonc5 +nrIzgE1KYPTI6ScowbM+t24jzrOQurHjz56gBdOT6ZSvdKhM+5VocjkEDcgL +29l00+H9BT/tPXmhyCLEedG6kw5ft//1HIJQRK6bB8t2Onzaqnc2sS8UiTPd +1DZqo0PUgT+GbH9DkVKXqohEHR0yD5wcz9cOQ53Roq+D3tDBWry25cCPMCQM +B/cu4+8HrPfeBAScf4pkBToeVYfS4YDM/fVCzadI0iXjnP8TOlQst8cMWjxF +efO0aI7HdODIG+fiC3uKfoqc/cf2gA5el8UGrIafotHWTYUFd+hwTXnQl/1B +BFrLH3OslKfDWMLMnHvZM0QaZBPdjb/PKI1Z3M+mPkNhe0WmnC7QQUfR/03v ++DNkQdO1FJKiQ05lgXAoayQalzAIcjhGh718JTWZxyMRX+AOo6zddLg1/Igh +HxCJoguuS8d/7oel1Xkyy5EoZKyYoV0y0w+jLZfVTp+MQh5fpm27P/aDnwWT +2U3ZKJThbZDNNNYPK1rPZQu0oxDVb0pJi9YPxhfGnxz0jEJGR0u5Q6r74fS9 +LFsTchRy/iE45RPaD8ICZoFHrKORl05idXRwP3S3xDtevB+NuGW86RmP+8G9 +j01IzzMaLZXFDTb69MPYCYU+l7BodFtnI8+CUz8IEfuOP30TjVS2N96cv94P +Wp3Hzx5ciUbdNUtXUo7i76MPr/Y0BMSgTopBodfhfngtKfHXITwGGd+WMNI7 +hL//bhIq3xsXgw4riXqw8veD+ZxIi0VWDPLINp7T3tYPdSzsh6ltMWjLr7ys +2J99gDIeGC1zxqK/Dd/vd9X3wZkU9rXY6FjkdCRVN7C2D0bvfy/LIsWi6axN +odLVfZDlj+ZK0mNRxyLHWnJJHxgKyBa3vI1FMbmTo1qv+kBRtS4KemMRWy+9 +2iq8D5Z+b9jOyh2H/MZ7GnT0+kBaW8Kc9jQOTVltMO7V6QOzn7OU+3FxSJll +Tk1Hsw/8m/3cOJ7HIY7w70fVlPvAUjE1/GR+HAprHZgXke6Dhc/7gvQocchx +cSowhq8PhJUzzk+xxiP6b25WsUkapJf27j7oFY98hWSDhEdpIF9GbX3vF49+ +bfHZvn+IBo1+53riQ+LR1UPqSuy9NGB2Zf20lhiPig22H22rp4GlxtDn0PJ4 +tGcG0WZSaRBz5YRj23I8eph6rKrAhAb15cNzuXcS0OdJex9bIxo0JRlBl0MC +OjLdpi6kR4Ot8Dbni1sC+u9466ZodRrcri2pOhiYgB5Q5n/qydDA3+RcrHJa +Atp4ZKTSdw8NuNS2GmYNJKAs7yu913t6QWzVtjVJIRFdz6pXEu7ohaBs8uJr +1UQ0raXBttjWC5KtffHvtBKRn3Dmba+6XnD30LfoupGIKEP6+T5veoF8ZLSi +xjkRZd1ruHLmaS9oy5ot16Qnokenq4auK/fC92FOIZU/iYjLY7xoUb4X9NqM +TpKZkpCbLF/fI7leYLeZDVfcnITalPtWX5zBr2fqHJTckYS87yhRyId6QZp7 +ILr9SBI60XvSl/qvB7Zc3igrcDUJvVMSlw4u6wG2j5evSWQkoVJvk+ePinpg +o//Sbt+cJESV37fBI78Hit+gPZSCJKTifrb+ZnoP3MnKbNGsTEIxIasn9kX0 +wPmivDTuziRkezW3Q9yqBwh1v1D/n0lo58Oyhe7tPfClo4zthzwJRbgZHQrl +7IFtL4udQ5RJSPBfsMGlTT2gb0sb2a1OQi+qgqtz1ruBbfoRIahHQrND250s +ZrpBUZQc/eU2Cb2r005yrumGQ/qUPKsQErIQ8OzeadUNjAz3ghIyCckPDifP +mXVDiJag3uUOEiL3heXUXe8G/bsCQZ3dJESLpwVYaXeDWSI86mWQEEWJSZYk +0w3+99bzEqdISF1/pOrN9m7gO3zVnW8Dgd6q7Ai35eyGlKYhlmvMBKrzSXh+ +aFM3CC2aMgexESjvLhezwGoXnJzk0hjkJBDlxVZSbmcXjDZvmpHdS6Dj1mxT +PJ5dEPOnqf+nJIE21fNFXbXvgrS4xLK+UwSSTO949/RWFxDdul/yzxLIae1v +4opGFygz5CzUZQnUyJSqnybYBfvcTQSVlQkU5DS8qE7thO7N/W9EjQlkc4mU +oVvXCe+OhF97bUqg5ITloWulneB3xEBK1JxAa4OuZM0XndB4808Z920CeZRV +vN7j3Ak5IzZWKQ747zvPxbDs6wTesOcSL/wIxK27FsrB1QmP9my+WhVAoH/s ++w5vYekEt2qBga5AAl3e7ai0ebEDXh1M/zsbQiDHV97H6fUdwBmeETsURSDT +lG0vu+90wP3g+Zd5qQS6YZPVnWrSAX1DqiJ26QTqvJOUdk+3A4gVp++HMwh0 +gDXh2B+ZDvBJ8Lgd9opAt4uXFpa3dkDu32d+XAX4fqf5t10saYfqnCp95ioC +sa8GOQ9lt0PBqXft1tUEYr6o4eX4vB3Omc66ttQQ6Obdr45xQe0g898BYyfA +z+tcInupYTt0+hRpP24iEMvi5+DTGu3Q+KtQqqqZQA0DpJzCS+2gX5Om8rmF +QBlXuBkpou2g/RGGpMgE2v7KbEh3nQoOBUOpzzoIxLcx2bl8iQo/kzTT4jsJ +RDw7U7hnigpNB8NrE7oIxKb2aEdPBxVmBPpVn/QQyPe0i//eF1TIi21+KNhP +IJWTpLO3YqggJpInu4YdYckfkRNMhS57ha3tdAI9vC0jIn6fCtX5rBMmA/h6 +x/s3sl+iwlLKyf3nhwkUvnLR/txpKgzHDMouYVPucE+bi1Bh7/KGay9GCHTH +8NNK7hYqfKN1Wn56T6A2+nwUeQMVFE79uO4/SqDRAoNzH5cpEFhByPOM4f60 +u5mxZYgCYxvujQmPE8ha5+9dvg4KfIrfF/USWz+SCYnUUWDll8axfRMEWj9y +j1+imALj3qpvQ7ANeeU2nciiQOyw1v5v2LbWruvHkyggLZLhcHWSQCe37Pgj +Go7dH5LxGruAcze7oC8F7lRert7wgUATVn4HeZwosHnT3rfq2NQ9ugosVhT4 +rn0lOArbRjjE8YsBBbJDDkp3YdeHHc6jq1HAlHm0mfUjgTquiC5VXqDA4ftk +sTPYkVaxF5MkKbA2ccTGBHvzoGWyyyEKjFDkH/pgS2URzOq78PWvm9xKxObv +kHI7wE4B7dx6vjzsSg3Z74u/yVBlVZpVhs1+JMu7apEM3IJ+/6qwuY3duP0n +yFBx8p5wBXb3bP5bxT4yvLzSsKsAW6FH1ZS1lQzmfuSeZGx7bg2e+koy3q/t +1x5ja74uY3jkk8Hec2eKJfaHtKBM8RdkmFGZz7uAfWKpxmckCn++VspDLuxT +iUa3njwmw1qQ69YhfP/zScZXJd3J8E/lndlzbOMfzZp9NmS4olNvb4T9KDdO +z8WYDB01HdJbsW9UUq23aZFhgP04VOP6n/5oWyB7mgwFR4W+bcA+taFvsv0w +GcQndJMT8fObcX0paLSXDI0KnGtHsB3tXZus/rZBwyYj8incD8pf3Q9PL7XB +gnHouQLcP30d4zEWH9pg6rK/rgD2ltipSK22NuidZ33yFfdfjbffwbqqNrj3 +9uQLTewD9QHV4q/bQH/XHeMM3K8cetU71qLaQGvDqQZp3M/RmUvd1x+3QWWq +nbXnEK6vVnhSuVsbWO9cySsaxPUs+qludaMNlmfVODkH/pcnzefKNNqgxrta +SIJBoI+ea8eYL7ZBrQq1XwXP06mcBNkooTZoEuP9bd1HICPZlEnvhVZ4/qDv +kEY3gUjcXazEeCvwkv51K+H5vSD9s6yE1gr7L+X/k8bz/dZdpPF9ZSs4+h4e +4WzH+VfJE8AW1ApW1T/uWrYSKJ17lWezZyuQ2P3/HcX5YVHTe5bNrhXElLvZ +Z3HebN1oI/hLpxV+3TX0vtpAoB1aAmlv+Vshc3dR1SDOq2di5S8Tt7XC0aCP +o7Y4z+wMFU4/YG4FRfNjDj8qCaT7Uu7fmdkW0O8o6PxZhuf5T52sf0kL5Fto +WOYWEsiq+bueq1oLpA+8r6fhfN2T/eWc0IUWeEyL3/wb5+/x4fFXXcdbQOCH +YhbvCwIFn8w6wcfTAkPOqhMqBIGmM2vmw8aagXdM9cTVGAKpv9izscW5GYQq +rvEc9sf1HwlPz0hqgqEdHaPV1/F+umaTXRvaBHVp8Uk9BgTK4vRI73vQBOlX +7+uMXSNQhZy483eTJuB/O1w0qUkg/5wvQcyCTXBQ32xziDzOq6RJd7OcRmCS +nX+pewTXZ8rDd2tpAzg22Np2LpCQt/3z/15lNsDZ7Zyvx2dJyEvqe5hMfAOY +63dUfsb7mTdCysbQvQFsNjiITb8nIc6LfPHm0g2wctRfwQvv++e1WpVFNfUg +9erHZ548EnI5bC2sWlcHrtIdmttuklC0T/zD3MI62MO+d5fkDXz+qDJf2JRW +B0mfuZqU9UkoZpjKW+5XB9m/VTtN8XmkpnUxb1q+Do567XQRkyIh69DRkzwh +AGbz4a0XtpLQzZxSXWrIOxgT96+QLUlC2WEV0j3OlSBZnvRAfyYRSa1cSRu+ +VglbvjUlj4wnInEJbTR2phIEnypb3RhKRAp/c/f3rlRAQzv7J/mORIREcm1v +P6gA7Rtx8ZVvE5E8XtCqfuWQXeiWc/lhIormLsxaCS4FKTUNRQp7ItKR7Kev +PCoCXW/920ZbE5DawRByhEkR2F3VKFZnTUB3eszq+c8XQV1gINe59Xi00d21 +7tByIdS/Klpamo1H1K5L612WhXCCe/DkalM8inR416f7tAB2Of9Iue6J3aB7 +qW5zLmz2W3U2HI5DkadZ5iq7UqEzKjBqPSAWPaoX4zA8b444jP4zjXgRhUbc +coT+c32Jdr17oRQdHY725clEcoiXoEdCBx/flXiMmCbt+nWNa1Ejs9yVYl83 +9O1AoQkltBbxK9ru/U8MOyTKQa2yFnXt0Hh3ju6KWCYlJC13Afq7p9GLS9wV +GabThP52A7qbTH9Y0e+MWN5OLky9rEOsChxHFw86otIfQhdn+BuQdcQgU+4x +a8SqdzQl70wDcu24cu2x521kQFm/6KLRgHro0S83NVshjpVtetzeDeiiBRJh +v2GJwgwXy/xGGtDS9LMzK/7maKust/mx5Eb0Xdpc+OdjAxT624nzbEkj+hzk +2dO8XR9t7jm3Lt/eiAp+Dg5NP7+GttVK5NqsN6KTEhfH+Ep0kFxqD/ps3IS8 +ApbV3hQqIxrXxe08rk2oKa/F0gIuI+s4b5HLT5vQRgOn9PL2S4iYtBJ8864J +jRWv+kS2nENncrdtmutvQjvfKH9nGzyB+oJDJcUWm5BdUqesf48IevCAluLA +1oxY0vgtf9N3o//3/76y/weHNv03 "]]}, - Annotation[#, "Charting`Private`Tag$124094#2"]& ], + Annotation[#, "Charting`Private`Tag$8720#2"]& ], TagBox[ {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], Opacity[ 1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" -1:eJxd2mk0Vd/fAHBJZciQkn6lUgmVQioSdkIilSikSEIisyIylKFMmed5uPcg -mSJEfc3zcK+Zy70aCJlCSNSz/2+fN6zPcs7Z++z9HfZZywFjGy1TZiYmpkr8 -43+/Re8EV/8SbUUlwxt0vu6xquDpWHPavLUVqSg87fuufBByCmZK98y2oEpf -M3NRxZMwUnd3WLu4BdXU1n3JOnsBHI865a8qtqACoa1yuUe1QO6bi8fBO81o -Z7lBRMVWY3i0u7dyMLwR9Xv8cJ6j2AFLKI0yzVOHHnecXSi79RwauxeuRJuU -I1a3LyySbKEwxxSgaOyUg74us3rWjESD5zV/1KPnji7vD/Pb9S4ReNqlYqKL -SPBUletRj08qGKU3uqhtI8PtTJUGxutU4MkJ3jhhRQZfMLjyNToVXukWbfkp -TABj4fpwT1YqhOzUGxSKyYQpCbWDD9tSwfY0W9YepzcQecPm56XtaXDpD+tS -Wng+HLnTJ7cQmwasNYbeF0XfwxmvDVcFw9MhpkByI4vee5DsCRb8Lz4dVqx1 -y9+/fA9ThRlH2dPTQUYnvu/P2Hu4d61morswHSJ6WSpZSCWwe3/ESc7OdBhJ -MtTctr8MVGu/jLJxZ0DOleM2fBwV4C+zlH7OKwNidurvcjlbAdeCLr+W98+A -O7kDq10PKuDVprUu6dAMuKFOtXxQWwH9MSxP+JIzQOxU2vpWt4+QUz926vGH -DDDvaB7RmvoEl9wGUxpmM4A9LL7T5HMltB2SNay8QYL2j+Kpz5croe5oZtk7 -fRK4mKsqxHJWgcIlRVqyEQmeyW74Vnq2Ctw2uz02fkSCS9Sk4bLQKhiUmDgc -6kWC/qbnftXnqyFoWPFJZD4JmL6P1czE1UCsbd+o4iYyWM9OGpvm18DPI2+Q -JjsZ6p/YU3rramD5c4q3LjcZ9jFv5c+eq4HUnqxuzf/IEMPxUIv3Yi3kLqrn -zoiRwXui+fnEbC14O9dd79cigwn1eE0hqof/RLwrLGPJsPmTmsJe7Xoo3avI -r5VIBrGwhFNeZvUgK//n4clUMrD+HAtTDKqHV/ZGf0YyycDkx7Xz1WA9tMhT -Jn6VkGHxQNYZOccGUL15qudfNxnmlzk+n89ohKvv0hfi2Ak438NSs7ukEcRu -LKJqTgJ2xJ0SnGtqhLeSoRlfeQhQH5TRCJpthNkHLR928BOwcqrbIlS2CRpW -eWUkDhGgr61TXdnRBHWWOgZXZAk4cerVYPlSM/CcK48XMcH35zD3BbO3wPqS -6qZGMwLqFzW8DPe1wBe1rIx7DwnoXNL88UOlBRbfXff3tCbgIuz8XR/RAiZJ -h/mtnAlIuxfL4S7ZCttrTB8wBxAQwuDZtK7cCiIHj1DPBBEwdFwv94leKwg5 -+fuaBBMQeE6HR9+jFQyaSANvwglQ3sPD+7m1FWaVm1Un4/H8ply2zpm1waqq -xlORNwTM2cwy73Zpg3URnws/cwhgr5XKUghqg5B5D6uiXAIMh49tcn7XBl7+ -mjPChQTc6R5Yzf7XBqwHfasrSglgprXaZPO2A+n8YuX1D/j+wuCIjMPtUEjX -FRspJ0CM6j396nI7HPubfG3iEwGtXWLD26LbYXkhazanFj/PIIkyltUOXE3S -bpz1eL1KGA7vK9phy3cWrwcNBCgMUZtUvrRDth3r+pZmAjwnHd4JHe8Am5PO -navteD+W7h/uQB1w9GaVmgiFAErXIVVHrQ5Ii8lSvkIlIOovb1yuUwcU/uRs -8ekiwGVXntvXqg6Q3nfmQlYfvj/5yoRoVwd8vk5kh/bj/Yh99u7htw7Q5f75 -2HGAgKvzdQXWGykwUV1x9ggNx8sP6dj6wxT4+IEt+hqdAPuVS006JygwvodX -moOBx1dIy/x2hgK+szpKVdg7nY4//q1KAYNaDZLAZwLaI8kqWywo0KC7nBfy -lQDrR79nve0pUPdutnP/N/y+zyLUmFwpUNoTY5mFbaaazj4XQIEF6wrmnFEC -Kpn57U0iKPCZPXrj4TECLi13vupNoMBM8Rf3GOwvAYdq372lgOzVkAnr7wQs -Hisd3/eeAsrmN2hU7FObIitefqLAl8krGuLjOL74P6CZegqEv86Vf4mN7ovY -a3VQIFojM38Am218SLuojwLDhlZk4Qm83+TBb9tHKLCMJAStsY8kCh62G6cA -55tD+/Ox3dtyd7TOUaA13iVjCptJ2ued0G8K6F41Lzg0SUDBQPoG1w1UUEaC -qjexQ4vZ/7WzUcHlWK/Zc+yk5rI3grxUkOH5tC0Te2BXwRbb3VRYObpVrQlb -OWWO9+NBKlj+XuQcxaYZObdtOUaF22ff3vuDnaJ/SVpTigpF4w9Vtv4gICLI -SDPqHBUeqBh94Md+/7ty16ASFW621VXtxWZNfhiyR4MKugqUO/uwfd30S/Rv -UGF3VHHgf9gnI8ODou9Q4QBvjhY3NufYju2dJlQgxCfz/uHxdtrSVdmtqJD+ -hkyaxNaQmjt2/jEV3r7YdZqCnS+uDg5uVJiZe3I3/3/zN53aQPKhgoD978MB -2Ju7exe6gqhgWtXnZ4S96MoWyRRFBeMBtUAJbF4D79GjSVTgWHx54g9eT0Mn -1VEtMhVI/s12ldj9zVoRzrn4fW+q63pie+iS5+PfU+GnxvkRWWydvReYPn6i -wllilHMO76e+gPBHWj1e70GHz8nY03X1yrx9VKiiS3rM4vhwtfXiPsqgQnhv -z+VgbJkbr/zQdyrQFtVrjmDLNVgE3F+mQiIpvOQqjjfNo4M+av+o4HXiUzgN -x+caR9bF41s6Qexs0o372Psum+6Z2dkJ3OlCfvdxPIdkaom37OsEDZd9/2g4 -/hO8k9nIwvj6GkfDa9iupbrbbp7pBNg+Miz8hYArPDUKRxQ6QcJInSkA50/p -WNDJPyqdkEuU80yOEHCT+4JVzM1OmBQ1YorF+ZZzTUi81LETnL2dz30YwvmU -EBDs8qwTjhMjM79w/j54oPVe1rsT/ovOixXDfv70r05ReCeYsJwZ9Mf53h1I -+RZY2AkbX9NFOHoJEGqXcpb/0AkJLI9L9vUQwPF6ifqjqhMEb42oHu8mIN0v -rl+R2gkHBuZsznUSMGNz52TXbCdMyQr93YPr0xqpfMVuuRMidwcUb2nD1+u7 -+HD964TxrUpOMy04HtHO+fNcXdBta77vbRMB6ysN/AFiXXDcclRgFtdHJtHt -kUXmXcAqpjjmi+urv6pFlbhtF3zT/kk9VEZA7qhgUaZTF5z9vYNWXkJARWLO -VLhvF5BnfdWHiwhYWpPPvpbRBWhzF4ziej7idEn3DqMLtirl8HKl4fi96xap -/b0L3p7aaiaTQoDteYHTl2a7QKr0AI9BEgHRP6NjjvzrAmVWknVkHF5fzpdz -rfu64blGmmd1GH6+mPK3SINueET8p8P9As/v/a6z90274ZnLzw6GB+5nsrqz -x626QV/UoyzbjYBjErye5c+6IVZv8xfxpwR87PE4WRLfDRd3DRUt2xDwb4ss -TWKgG5Q8dGvc7xAwL5V7sXukG6JaBn4t3cLrrx+4/fF4N9ia3yl4qEtAXoQv -NXe5GxxOQ5OCFgGfauzpzDt7wMk2PIdQJWCV9ajcca0eEPgonPJYkoBx8R1b -Ahp74HnuOVfODQTI7s93MujoAYmV9Amev2TYsdUx5XhvD0zeK6zm/kMGI7rD -7oavPTAcw/bh3yIZjE218+l/8d/VSV8yx/H5Yz30fsqpXujYaaB8oIMMHVqc -41ZJveC+YS7uXQwZTi9kGixn9EL+pi9zwpFkEAp9FOD+phf4n+4bigwlQ0Kd -JbdvaS94tPc7mfnj8wmPetnTzl44eIVzstOVDAqSvhELm/pA7+P09wEDMmjF -rJlLWvaBj0xeQ9Y+Msj1bz+2YtcHmr8eKcnuJoPXrqOowrkPLGqbqur4yCAR -p20g59sHjzbcaWvbSgaWtDg7gdQ+OPuGqpm2SoKQmpXft3v7oMz0ZqhhDwnO -Xv3l16/QD2eK9qpJvCQBV9xUgJpKP6x6PfMQekECpbEvjJLL/cAe2jO33Y0E -rR6tboF6/bDGFx7wzZ4EN0vCQ/ns+8FwjLdLw5AEl2XmdxEZ+Pr8wrPnTpGg -8fksuWHLABT++jcTP5QBoZmbb9VzDkDfr/13+foy4FfpyuPq7QMQUVVh5U/N -gKAoq7nC/QOQYKFi9aA+A5hU4r47Sg/AbaPAw9N5GbBk/Y/+zGwAfNKd/oi+ -yACB5ZWfCdUD8J9gvIb1oQxQvm7171LjALDYuX023JsBmyMrnObbBnA8cmlc -5sfn7YEfmfIDA5AcLZ7Fz5EBGjeDOItnB+AYl0SR+3w6nN09xBARGASxtPrw -l5XpcK0/M3OvwyD8OHO9LORWOlxNmh/a7TwIu2/2ddtqp0PuRqlOPrdB8I4K -e37lSjqE5ET/Y3k5CDoRxhFr59Nh6MmcaWPcIFzxf9kgKZoOidMMo69Vg2A2 -ZkD6/SsN3t9/z23BRQM1nmkttuA0aOfrNt6/nQYij/gM3V+lgeqD8Sed/DSg -HwoSnXueBnfGFz9LHqABDEtvaHZMA677iTU9UjTw2bd/Ukc/DWJkxYoL9Gjw -QqmL0SuUBhftFa9/SKHBwqRK8NOSVKj+Mh70kkQDVl/3H/N5qRCztkdYK5sG -VmLn3phnpoKW2OGHjHc08Gz9dEctNhXWXGvODtbTIFTLqoLhkgpHh8Q3XZ+i -QYnfL15j+VSYTG5QVjo9BINM4+rNkAJp577Nl58dAiHlyxVdJSlQ5Bm4Jqkw -BOW/3NsG8lJgdLPnwZ2qQ/DKeLqXlpwC7hsXSj/pDUHAS9byEo8UePWRlSfU -dQgcuIftKAopwHx6wUwWhqD3csDI4cfJIOavuMpfMwSMuuZOH9NkEKbJn1+o -HwLemHtXRm4mg6/t+W9p7UMQVsw17n0mGf6aWwWODQ+B8XQ9e9ByEjSFmBn8 -+zMEcZ2eVfHOSdBW3rPB6cwwhI16MRqfJALD/+sku+wwWC4fmfIwS4TKm8m+ -CfLD8M/fYlRSJxFm6YK9pcrDcCJdO9v3dCJshss9PVrDYBS03rOwkADc78/f -SLUeBkqqpBPDJgFeexA33DOGYfPBbRt4TeKhQ8VkiCtzGP5aCXLXXI+Hg7ES -+QlvhuGkK5FkjeLh99jyufzCYRBoVNUq3h0P9vsVv72vHIZlWS63DdQ4CN/4 -yenC0DBsSg6xjJGLg1cx97K1ttGh1MyGd5g7Fr4z8RQF7qBDlH75kbG1GNBd -amOr5afDj0/GypMTMWD5yjn26D46bFvgjfhaEwMGaq/U+o7SYQNIcsc7xYCV -QthUrhIdAmQ5txygR4PSr2sKug50ED69IYVEREH+4a23jj+hQ5iI/Hn7iCiY -8enoZ3pKB/FsnhDZ51HwucdyS4o7HTZZbb36ST8Kkt6tCoIfHYTqVPLDOKPA -wcxOxTOZDr82zT22t4+E11nV2lxNdDD2+q115GwEyHSbcIe20GE3dYeDw+EI -KDrBJbGtnQ7OHqlQti0CDjg8SWHrokP3/tJp2clw6D6bKE8bosOyjQ8HT3w4 -RHxSerhhjg7TDxLKWdfCwJe06HNrBwMyNeMfXCsPBfcyM5v7OxnwrPoA1/PM -UBBkNtphuYsBFueU2vIiQ8FYcjzEQYABg/EH0lhsQ2F0y7UbD4UYMNNP+xcg -FAqMiCcs41IMmAyQ0NsRFAJpJ46zn7zOgOymF91Kpa/he5+PyYIWAwLUhAp+ -h76G3mJTl8IbDFAd3hOYbfkairjL+4/oMaD5fJXO+r7X8Ohcxd11QwZERQzP -P/AJAor9rmjpRwwgydPGdK4Hgvk9mTcr3gzYnSfY1jjqBzIPo3aG+mJ7HmNk -lPvBLoX4PuFXDGAas93wLNQPmK/F6qsHMGBHcXD0Hnk/8OJ8YGIXyoCNlIdz -ghGv4Oz6pZcokQHsF5teXlZ8CT97tl95m8SAa6x1zkM7X0KJq4/5rhQ8//6s -dfMpX7A+YZAylsaATe0HvzlG+4K/BH37/UwGBCkGst+a9gEnQph9qJABkXlt -C7divIHvuuHR/UUMaLKyZcq08obqBrmUu8UMOLLvu9D8BW9QFZgJ7C9hwBWS -Vq/LtBf8u3fQIruCAZwr8tWGF7zggBFVqr2OATK5k8tOP56DjIgay85eBtil -Gd7TfuIO+54liCxin1iZO9F+2B1i0d6Vjj4GfM7qWlHqcYMbvESK5wADBkYt -SgRPuUH/GI27fogBOT94b6X8dAV+jWazz18Y8IcWvlJj+RRM/BfvxH1lwPfv -K7TF3U9BVVqD6fo3BmxoVQ8/0OwM1CGvqyWjDHhkl/7OWtQZFnV2sJmPM2Bt -d8mpgW9PwGbLh6Vb0wzYHue06c8dRzgkXg7T2L5nfz+d5XAE67qJ0x4zDND8 -fDpu5IMDNMp3HImfZcDJnIHtZbscwM+gXLzkJwMkL5JMlbvt4OdvEWOZefz+ -h/sL9nvZwRxLtWIJ9mJGBd+KpB0UmLmz5i4w4JV7jH5KsC0o3tpV5PGLAXxG -R0gpkdZgYDF3bQZ734PYnGMLVsAz+StGf4kBy5KW5QWaViBz2u+k2DIDDk9L -387jeAQxqxSvdyt4v3UTox2ePwRzzx1+3L8ZQJNSbB+gm0O7o8+5h9hfhW58 -OydnDoZZswTfKgO0Gqi7F5fMcByMJmn9YYBKpwdJ+pEJKKkfTovD/qd8t7+g -9T6sJRY9HMF2Vlv8Inr8PjgLV6mYrjFgaolnlHPmHsjeVtDPwP4x/Zz72dV7 -wERjl/qM/ZjH1el7rhFElYdK3lhngE/eu5ZHDEMwFdDQ9ceueK2tcCrFAGQa -byp+wm7+kbO8ZHQH1z9d4/1/GfDxrTS7zZdbUBN0NVYDe8st1CSUrgfpppER -TtgP2N/G9d7XhUdLPP312KvsD8+Lj96Am3kqgj+wLViDXXpJ2qD4rkmM8x8D -hu83h7mYaYEEc+K6GHaR1paKPSLX4VAChKljf9I10XLsuAb/PZecMsU+32K9 -O0fzCvAWzLN5YPsIbznDoKoDt9jGqUjs7LrNHFzal4Br3jgsG7v+tOo/mW4V -2LaRd70CW1MizdnophLw3+URa8OOi/o55N17HgQ3G+6nYYcN7hO6kicHYiur -vWPY1nlv/gQUSIPc6e9ac9gjwgpbG96dhKsfD4YvYz9v51P6a3kMTELeRq9h -77IP4rKwPQBuuS+N/mEfn5FS0+jihDj+gun/+VQYZ6fomUWFspYj6C92zZWH -UMbyHxpq/nljFfvhUip53k0YMfOxiS9iT412WFbLSaBj2TZtP7Bj5NOmX8me -Rrr+hyU+Y39V286pISOLXhYf1e3GPvPU+i/7GYTKjnlcqMP+UfTP5ct/F9Ds -1MH5d9gvfrNGVMQoI9HffGYp2Jz8T03C+VWRqaZekj92B3riaxalhjLmJ+Ls -sWUowhGn+TTQd0bzbT1sS+0CEaaIq+j4rj8j57AnlJKmjf00UfVDNZk1vL+V -gc4+gqzaiNfrAfsA9tPXRcMuqjeQyffulHfYL8LRKtX3JtoemrjbGHupO6zo -8SY9ZNu7sn4amwj0mqpSvoU6zNJJW7DLL+zYy+6tj2LMxxQzcDzyB5onBDEb -oA2D7mdssIs5dHwaFQ2RVZTZrDT2tJl0/F/Pu+ja3KHcahzvV6b4qt7+M0Ky -ojp3P+J8EZ9KvTnhdh+JVjXq2mKHncof/n3UBKUom+cJYjMJVids7jdBYhwn -nj3F+ch+Y15+x0kzVBLVHcCB87VSJc59bdQczXvlumXh/BYyHpT4EfYQvb9d -3K6MfbVWeGcPskCDzWqvHXA9uHVyejk21hJFEkFeBbh+MHzd/L9pWCOBiXZr -WWzmSQvVrN/WSIxPvqxyEfcXYzcpc7INmhBLsazD9airKpRj0sMW9eg/v5iH -61kR2wskMWCHHufndbPgepj5VO8df4AjioiDwvtTDNBjMZxR+uyI5G3WZuEH -Hp/5hPwj6cfoaP/aS9tJXE/WFHvyvz5GTpm7ThR+x/VXu1eUVc4JDV6o0Cr5 -jPvP/LVjn388RaE9cYemRnD9lhje0qDogjq1yNr7sPOJ1EUi2gXNbVWmutAZ -MLq88FFfyRUlecRd2EFjQL9gg9qLuGeoxvDdemMXrt+39fhbVD2Q+q3rMt86 -GXBvUOJGerQHuhjGdGSdivvFk4j7T757IJzuYqIUBngxvTH2VfJEsMW3wriV -ASn6+8PWvnii71cy/z2sZUBuxHEz4wMvUJm4frxRDQMU/lpsPKj2AjFp7p2+ -Uc0AbufcFLrtC/Tjcl/hmUpcn2+tVV6tfIFkJXc30MtxfxvMGWG764U+FNB4 -q3B/TfNPHRqN90Z9Lqnc4QUMyKOUmdrXeKOHL5yrjfMZUEIr9/kz6Y0mNfTV -/7zF9cbhnO1GWR9k1jH1hSeLAb1zJtITfT5I3v+KdDvu99Z1LZTN218iu771 -R6H4/KARJaxxx9cPDWlkJ67i80XeM7tjxfl+KECEd989HwYcEBbhZaP5oaKt -O7iEX+D4Zn7RnSruj05GjWQHu+L+3NKhFNXvj2ikhL7PVgzY6eTl7XUkEH0v -SVl/rsmAbX8O3D7d8Bo19JQdjryK+3PQOhtj7jWa1HudSNLA/WJN7f2L3cFo -7fXDZ58uMeBGHvtYiVUwUv8wvtRxngHU02wGU2whKJKTnWEngePHVMXlSV4I -+kbudy3gZIC7C+Ur70ooElkZP/mUA5+PbPYfENwahqZOxGspsDGAx9/z9xHB -MLSuMdpSycIAY9thS6lLYUj2Mg+Z/IeO+1TThEBMGNqnWbXya5wOkvXo80Xp -cBTqGsyfXkWH27xr7jT7CLTHbegLP9DhzXRImKNvBBIxadnpX4HPzxxFtWxx -Eaj+y+tSsxI6HH1+4LFoVQTan5bzlektHeSnOOLOcEciuSNK/aXRdHiXdzck -LDsSCd4akpW2pIOnHa/ACXoUOlGiHO5vToeRYKml1dkotHVDaDbNFJ+H72Sz -1G6IRuf0evicjOig67GrUP1wNDLcwckIu0mHu/vclo88ikYfa2TkDBH+HtA6 -Znf8dzQa+ut5QBl/H+QYv7p2kicW/ek107nGRQepLocsjwOxaDJOQl2Pgw7r -rlu6G0/GorNjNtb3N+Hz/tZPr6/ejEWJ/olZhr+HwZgRoiQSF4vc2Ysnx0eG -oX3q3SL7oTiUNtYdrZE7DKfF77b7SMYjZyfDoKbsYfjk/FytQCkecR88NaRE -DENKApdJ38145FVb4yORMgwagcUPtrvEI08FR9bJ0GGIqtM/p14djyibd7cO -Ow5D0+095LzrCah63FmjUWYY3Ktyjig8SkSUAh/LuVPDsMXBb63YLRGlRNC/ -8kkOQ7Fc1U+R4ETkQziO6B0ZhqNmRVKrBYnIhPkkG/w3DOK5g5m6y4nIKfDn -rq2r+HvTvWJ+3jMJzf70kswqHQI1g8uTwcHJ6Cp/S0ZN0RBsW9qpLJqcjKx+ -kxtp+UMQGZXHV56bjCYXBA5uyhqC5YLq7ZS2ZESv2iAgFzsEAxumQ2mbUlBx -Ve6xc0+HIKLyt+U5pRTEdz3qg5v0EEwz3bvbVZ6CzLken78qNQQaMqoblWtS -kMur8ScC4kPQ1qFQUNCcguiFQb8KhPH3q63EYe+BFJQyQjlbxTcEE0ZNipuW -U9C2FFm67QINVoVJC08kU1FmbnzUjrc0uOW4YMOZkYpmTnvWFGTSoHwlvHkl -OxXRpdhLNTJosKbgsfdzQSqqCOdacY2ngYmCHTkTUpHN1/4u8KPBJNVcYDst -FRVWO6wOmdIgzO6izo1taSjHs3qjlQANAo7P/nJzTUOSwzcP1/DTQEnlcOim -F2nobv5rLv7tNPB/UL3k9yoNlX6Yky5lo4Fwvvsev8g0ZHL3yRhjaRBeBx1I -N8pLQ9HjLwtrKYMQTo175PAlDdmv1mz+9mIQrI6qr+29mI7++ZAMXroNQqr1 -VeUqjXR0+aMWv6jzIOhK2wQbaaej/8R53t2zGoRpoV6RcKN0FLufP7BYdxCm -6hZONLqkI8FTN2sZxwbh5N85FtvcdKR5LOyKQucAGJcfu5bNm4Fen5hYD2od -gPVaE6/mXRnIf5hjG61+AOqkUp6P7ctAZQpFd63KB2DEjq1n27EM9JszNMk+ -YwC+7hYkn1bKQBtGXNL+PR4A/hvTpvn2GeikFnfNIf4BWAqW22rWnoEOSTGz -vdw2AAFZv20SujKQFN8D1nGOAcgbf7zS3p+BcoZ8pdKZBoDWzmwv+jUDcT3d -d+7vRD8odvQzcpYz0Kvvb7lVK/oh+ayhxep+EroZf6X90N1+4LJ/cD/JioR2 -pHheULjVD/25nhk69iS0QDpsq6PdD3zOD4bZnUiIvbhu2UO1HzRDOCQfeJIQ -MWJQWiLeDyfky2Rmw0go2mrmb9m/PtBWTgk7V0JC1w1DUtmS+gDEWavL10hI -VUtERCe6DwSpKnHqG8iobOMhppSQPigRffC8exMZsSdfyjnm1QdJVfqPB7jI -yKZEY/qgeR8MUOVqCEEykrGR4Q2V7IN/H7ztbiiRUf1q4nfL6l74u2169bM3 -GfEmtQ4Yl/eCwZCjdscrMur/e3e/blEvTEyFeJUEklH3SlGGNLkXenfl3neO -IKPAdv6Yfr9ekA4mLZSnk9EaU9WBOM1eGMou7b5Uhe9/nlq5Z6gHth4OLLda -ISNmJxdh2Z4eSOXRc3L9Q0Yle0ylddp7QFuR7O39l4xqHWz0X1b2QPnFG69f -sRDovqEeqS2jB+K/tEvr8RDow17Xq5OPesCCUVy4Q4RAMRw2pl9NeyD6neHX -3iMEYspyFBk07AErl/ZrEWIEsp8vyqnU7IGgj/G9TCcJNARsFXaneqAjWORJ -ihyBmpVZZu7/6cb1NqxjRZNA+se2v5de7IZMD/Y91toEelwldYRtuhtajesD -6TcJpLGWxUOid8PMfMFwvj6BXuRYfKuswvd/WeLeY0IglmW55Fcvu+H2yR8B -LE8IdLHXbJe0ZzdscS2KP+ZMoO2maXJfnbuBRnWuuOJCoOuhV31PWXTDD53M -Y17uBNIUct1XrtENeteI+EJfApmfOmyst60bqrLY4w9GEWhr4PUtW9i7ob// -8eRcNIGyN1dYv2Puhjsqbx98iCVQv8ll702LXeDqETamkEigpVrt5te9XWB5 -6FMXZwaB0A6O6tPxXSDyOVCvOp9AYfH/BVSGd8Em1vM/LxQSiKFitlMtsAsO -7N+f8ekdgSw2fnDQduuC2AxPbeI9gZQPXla7crcLbq6UvZevwO87u92o52AX -OGhv8nCrJ9BmMssVuT1dkGSSKJrXQCBmT6m1lO1dMLSw0k9rJNCPhMup91m6 -YFVEVE24hUCeLqab20c7ITWiUMWjg0B6aqqbDtE7Iakkf6MfhUBi5x7UP+7t -BHudrk9BVALVvLwXvKOhExarPoi86iLQ+1okJ53ZCeEzwWnn+/B6veG94pLS -Cd1/j4se7CcQb/EhwfKYToik3k39i31LkonzjF8nOJA+PMwcxOvXlrZhm0Un -/FpYk4BhAkm0mgldMO6EjQ7fJZ3pBCqaNmez0+8EqbtfBcQYBMqMFdndqN4J -jGStHO8RPN/I1zq3j3XCQYOfwStfCGSw2pPUcbATVIc9PkR8xfGmslVZcXcn -rAsw0Y9+I5BKiApJgK0TNC272FRG8XjBl+75MnXCw63C3E3YEY6yLtPLVJAN -e7hFdQzH5/xk9bsx7Om6ZonvBIoLyJrnpWPTR8ISsL+x63rY9FCh+MecKvM4 -np/tgnlTKxX2zjqN38MerXDPE6ylgtX2Ffty7ITZFa3H5VRQ71kY5ZogUCur -sXZDIRU2b5xBd7AdWT/k78ymQm3FQ4907KgZJsv7qVRwc5xM+4Z9svzMi7cx -VDg4s5C5fxLHt/XtpcVgKqQj9pAb2L1bbBrOvqQCN7VAxwub/tLul6s7FeLu -2Px5g200Y+xZ/pgKlTMNz9qxb59TMl95RIWrY+cHJrEp1rxvT5pQ4fHiXe4N -Pwj06RXlqsVtKowLvNm7DVvYz+1KshYVxoozmfdgb7b9L4uqRgUtc0bFPux7 -8hn3NihSoVq8V10A+/TPvU4nZKiQpL/jzXbsFwG+E3riVDjkf2CIBVttK73U -U5gKvoU+Q7N4fD8HoVHSXiqs727K7sa+UHXLunEHFWgGjirvsJ/8crsxzkGF -eHOeNwHYB3lCozdtpMIfV+FBA+xL28KlBVcpwCl2nnoEe3zF65TMTwooG31/ -PYvXj6nh/usr4xSI1iZvy8MOcz2pYsSggG/EFj1z7EMxCU1ubRQwpQ0dacT7 -dZBJJvpVLQXaUx4UWmPHXa2uCimnwOjJ6hUu7KWk9OOxWRT42MtfJofjYTBl -1To2hQLWqmISzTh+ZPzOc0ZHU6DrgtLd69iGnLFG/j4USD+dx9DA8Saa9YbP -8xkFxo4LnqjC8Wlx7K2IgwMF8gpbTohj3/n6zPj6PTweC5fi/+J763+XA+T0 -KPDMqeaaNvbp06zbDl+jAGvVHHvmZwItCl6TmpGjgEDjgqcCzg+/uf6OdikK -PKdOynji/IkhX2/KOUqBJrWE6HKcXwfrubuMdlGgod5RaT/Ov1aSm5fW9w44 -dmtVLG6AQM41n7YI9XYAv4q8XBnO37Wl+YW52g4gDU2VdeJ8j0k+xeKW1gES -zAt/FntwPCwLsBgadEAQj6bLEq4XL2qWGtg1OoD72ZuhcVxP+kk1C4WyHfDl -P7mMHlxveHPOeP3i74A3bGaGSW0Eqv30/LlSZzuUDTcbTuF6tUN20bulsh2W -Tlc0F+B6Jttya+5qXjuokcrD7HC92yX+969qYDuc36tzcqSGQOzrb/4wX2yH -mBMHQp5+wvlfEG+fUNoGG1uFG+NxfW32R78GyW1gqNX8aHMBzvenvYwdkW0g -pHD3tmUerjcxw1Mudm3QIc7YJpSD821Yc4z7aBu4uXfVapIIxOPRomMQ1wpP -M9UuReF+YCG87YSvUwuUnN+1odkRr4dt4Ejm/Raoqb/Bp26P7zf7dbz+Wguk -VH9Xr7EhUIp2SOycSAv8KPXekWqB65f05DuW/magh/avshkRyPjgiV9HpJuh -l4OLEayG8893Kcv8ZyP8p33P3pgfr7+8yAf6UCN8mX7EyrKDQGkpKqbXGhth -QuhARBLuz0LmlwMFkxvhYo3wy09seL5MrntfaDQCn5XU+yzc759pW2hcIDcA -cC1xitHJKO6V39D7m/XgFSBj2pdIRtWZjZpfz9eD5wFRrqxYfH5I6wtlF6sH -ib2ydQ6R+HwgZOqixlwPXa9H9BbxeYR8V2H0VW4diD9jX0x1xc8rmDjAtbkO -dgrGTbzVJaPz9YekTxbUADH+1diTnYxsCw9TR5YrQW7KUb1Nn4QoGSd3yn+t -hG99fLnoJgk17hvpjmivBF0Dnro310joRZYAnCFVgv8TUzY7ZRI6ultAVVmr -EmyDx6h5x0lIj2KuvlUXYDOMR67/zUC7rCOl1IsroJTgjOpKyECPzgs0JeuU -wNrioybpunRU2vN+60OREvh0/ILc44/paKTKI0dk5T3cbHrB8qY4HeUkJTD5 -xL6HdYtfIf9I6cjEgvkP0IohaO65q4ZvOjJSd5eRNiyCfRfjCUcVbDHp3qO3 -C8Ck2GRx6WMaqpzTP3vFggygJezhF52KmJhHjR+vmCG+can76GwSoix8ljD5 -mYUm90TPi3vGIOezqxb3Rz+gQ1kXdx69Gopyoi69DpSvRcQZ/9ZRdS+kwSc4 -4XunFg3O7OW5yoxdwPHL17UWvf0tqhla9gLpKe4XjCmrRf2eXeWZIi9QSJV0 -zd/TdUjynMz6bubnKP/CCflh8XoUwuqze6eRG0pQlWRiiDQioZm65W0jDuiO -XaBbsGojUsnXsYxRcUCOpX/eqDxoRNGM1Qvd2faoNGmnQA25EQnMsHA+crRD -Ji3yaszCTWi0IfiwNKs1Midd7ws93IwKWeSuTx81QaUZM6aJKs2IvC2+KG3K -GBlVJZNyTZtRV9h1veq391ClloLMF1Iz6p3f7Ol5xxBl9jzKDhJuQZtFZfQt -NW+gWsiuqr/YgrTkT991br6OTjWs+W160IIqfqg2FPpeRUInho9HEC1I6B6H -7on7yighyJLtW0ML6o35Kd8Rr4Bs2bmizo63oNiU/I6QR6dQRkZtVwRrKxJr -2al+wU4I/b//95X7P9+FJns= +1:eJxd2nk41N/3AHBJC7KTFpUUWmRLkXATJUtIC/UpyZYla0RkKUvWsu+7mXkj +FSWy1LGFrDOMnRkVQoUQQvW7339///C8HnPv+77PPefcO89jr7mTkRUrCwtL +Nf7xv98Hrj+t/XWgFYmYrL/yZadDFW/HmsfGLa0o77BX71dNMSgsnn67c6YF +9d+9bXNAXR5GPtwcvvimBekWN3zOP3Ea3A55FK2otyBBXi6VF4eMQGXUy0/s +ejM6SjKNq9piDnd29FQPxDahe5bfPWepLsAWPUj9wfsBnX6mPF9+9SE00efP +J1pWor/6X9jk2KNhliVc3dyjEHVv5fCvG0kEf4Mw1G3ii7K8Y0O3vU4H3vaj +SYklZKjg4bnTHZQNZrlNXtp8FPjpfLaR+SQbeAufrp90oIBziOn5L4nZEGJc +sumnBAHO74yGu/OzIWqrycD+pDyoX9UWs23LBudj7Pk7PZ7Bj73OP88J5MC5 +1c2LObFFoCTdpzKfnAOb60wDzx4ohcIbrPqisbmQVCy3ns2kFL69jBLdnpoL +y47GlaWPS2E8knyIIzcXlK6k9q6OlwLzUP0k/VUuxPWwVbORyyBtNU6eqzMX +RjJMDfn2lMO7nC9j7DwkKDx/xEmIswpSdizlngwgQdLWa9u8TlRBnJPeE9Uw +Elx/0b/SdbsK1k+sdSlGk+CSDs3+dn0VVHtvuCeUSQIphZw/W3zegWXBVwX3 +ChLYdDSPGH1/D7Hmg1mNMyTgiEnttPxUDcucJ02rL5Gh/Z1M9sOlatgukF/+ ++hoZvGy01JK5aqBS9vRgphkZHiivG317ogYMZnzcze+Q4RwtY7g8ugZ0d0yJ +RweQoe/jw9DaU7Ug33T6XnwRGVi+jtdNp9SB+Y2+MfUNFHCcmTK3KqqDwa2F +yJCDAg33XKk9H+rgX3t2oDEPBXazbhEumK2D8doCuuF2CiRx2hrxn62HO591 +X0xLUSBwsvnh5Ew9iN1uuNBnRAFL2pG6V6gBlIWDquyTKbDxvbbarosNMM11 +WtgonQJSMWkKAdYNEHxkzVY+mwKbf47HqEc2wG/zW6sjeRRgCeXeGjLQACHS +tMlfZRRY2Jt/XMWtESLOHuv+R6fA3BLnp1OkJvAkk+ZTOAg41c1Wt6OsCSzP +/kK1XAQIpiiIzn5sgul9MaQvvAToDCjpRc40wblrrRWCwgQsK9DtopU/gs4P +ASXZfQRcu3iltrrjI8SYGt84r0yAtELIQOViM2hIV6VKWuLxhay9Tzla4PjU +uQ1N1gQ0LOgFmO5ugd2qBaRbtgR0Lhp++3amBZQIozB/RwLOwtbfDXEtUBIt +IezgSUDOrWROX7lWcCm1vs0aTkAUk3fDH81WCBQ6RDseScDQEZMX90xaIcAu +PNjyKQERJ6/wXvNrhcoqSv+zWAI0d/Lyf2ptBR2lFq2pVLy+715bZq3bQO3k ++fuSzwiYdZph3eHVBio7g0//LCSAo/5ovlpkG7SP+TuUvCDAdPjwBs/XbVDq +c2Fa4hUB1+n9KwX/2uCA0OPaqrcEsA62OhXwt0PV0V/VFyrw+FdP40ji7dBA +M5EaqSRAihb4I0S3HeR+ZhlMviegtUtqmC+xHRjjBTOF9Xi+GxnU8fx2mK1U +8uFqwPEqY94trWqHz/0bAm43EqA2RPt45nM7uFqy/9nUTID/1N3X+490gID4 +/c6VdrwfixbiHagDPmjVaktSCaB27dNyM+qAo+EFmudpBCT85U954dEBUqPc +LUFdBHhte+nzpaYDAngVT+f34vGZ5ycPdHXAPs28gug+vB/JD17bjnZA5Lo5 +d7d+AvTnPhQ7rqcC55t3Jw4O4nz5ppjcIE6FwkKORAMGAa7L5z5ekaZCK5eA +IicTP18tJ2/0OBWufzLWqMHe6nHE/bcWFbaXnieLfCKgPZ5yZpMdFfS0l19G +fSHA8c7vmUBXKqiSZzv3jOL3fRCnzeJNhd2Nyfb52NZauRyz4fjvZu9YC8cI +qGYVdrWMo8LOtcT14uMEnFvqDOlJo8I24otvEvbn8H31r59T4RyKnnT8SsDC +4bcTu0upoH718iANW2FDfNXj91ToGNTXk5nA+SVcgaYbqODk91L1MTaykHQ1 +6qCCuWp+UT82+8TQxZJeKiQbOFIkJvF+UwZGBUaokCMrJ+qIfTBdVNxlggrk +1P17irB9214Its5S4WKEN+k7Noti0Ov9v6nQomZbvG+KgOL+3HXe62hAyOzV +uowd/YbjXzs7DZp39lo/xM5oLn8myk+DeyzAl4fdv614k/MOGojv5NL+iK2Z +Ncv/TowGQZO/uMawB8082zYdpoHFwRe3VrGzrp1TNDxKg/w+uzNbvhEQF2lm +mHCSBueO3aoQxi79Xb1tQIMG+9811OzC3pxpG7VTjwZ80rTru7GDfa6VXbtE +g/qg0ojt2PLxsZGJ12nwZt1zIx5srnFBgU5LGkju+fbyH37eVmeGFocDHp9K +kKew9Y7OHj7lTgM21+3HqNhFMjpw14cGsiMeN4v+t36r7+vIQTTQubUiHo69 +kd4z3xVJA9+ivlAz7AVv9niWBBpYN+lEyGLz3wgcO5RBg9+fQ6RXcTxNPbTG +jCg08Lvf4lKN3ddsFOf5ggaemrrG/th+xpS51FIaZJxUH1HGvrLrNMu79zTo +iB/nmsX7eU1E4t1gAw1Wmtw+ZWL/+NCgyd9LA8E2eb8ZnB/ezgE8h5j48/U9 +uk+xlS6FhKKvNGD5olt3EFul0S7cYokGsbFxZfo43wwPDQRp/6OBpQjEDuL8 +XOPMP3tkUycsSGRessDerWu1c3prJ1CixEMtcD5H5RnJtOzuhJbbe/4N4vxP +C8xkp0h0QnyRu6kBtvdbY77LxzthkeXTsMRnAs7z1qkdVOsEg/O6LOG4ft6O +R8qvnumEkrgq3qkRAi7znHZIutwJ74VusSTjeis02C/z1q0Txp3vn6wYwvWU +Fv7U60EnPIz9NP0L1+/t20alyoGdcCmgKFkK++H9v1dKYjvBdvb4QBiud3oE +dTTiVSdk3GdKcvYQsL/9qKdqRSfsmHUv291NAOeTRdq3mk54pPlJ6widgNzQ +lD51Wiecr//pdLKTgGmn6/JdM/h9xcX/7sT9aY1cueyy1AlHN0S82dSGP3/N +K4j7H37ekobHdAvOR7R17hR3F+z4z3b3848E/FluFA6X6oK/l8ZFZnB/ZDkg +EF9i0wWjgqfHg3F/DdOyq5Fx7oIclTnavnICXoyJluR5dEH3J6HByjICqtIL +v8cGd8H6vsc6wyUELK6pFhiQukBkugvGcD8f8ThnfJ3ZBSMHn/Nz5+D8vekT +f/FrF1zfyWWtlIXvTadEjp2b6QLIEOO9kUFA4s/EpIP/uiBwmuwYn4Ljy/V4 +tnU3HQ7L5/rXxuD5pTRH42/QgRG+4wrPI7y+0m0nLKzo0GA618H0w+eZsvHM +EQc6+G3xLy/wIeCwLL9/5QM63FHZ9FnmPgHvuv3ky1LpcG91qGTJiYB/m5QH +ZfvpIHHLpM73OgFzR1+cpY/Q4cLzgV+LV3H8r0UIuE/QgUXnRrGtMQEv44Jp +L5bo8Hxr9Uc1IwLe17kyWLd2w/oLcYWEFgErmw+pHDHqBq00ySx3OQImZAQ3 +hTd1Q1OYijfXOgKU9xR53OjoBl06aZL3LwUEt7hlHenphj7V17U8qxQwY9zd +0filG1zcOCr+LVDA3OpiEeNvNzSLUz7nTeD7x59oiyyFHkCzNzT3dlCgw4hr +wiGjBxZ7Z1NeJ1Hg2HzejSVSDywPfp6ViKfA/ug74b7PekDGYM9QfDQF0j7Y +8wS/7YFjpH4P6zB8P+HVKb/f2QP8YtxTnd4UUJMLjpvf0AulUdNf+29QwChp +zUbOvheebS5qzN9NAZU+gcPLLr2g9sFBQ3kHBQK2HUJVnr2wJ6655oMQBWRT +Lt5QCe6FF9TrbW1bKMCWk+Iikt0L8fc7DXNWyBBVt/z7v55eOC1/Jdq0mwwn +9H+F9qn1wdqD3dqyj8nAnfI9XPtMHwTo+fjtf0QGjfHPzDLdPrh8tWdWwIcM +rX6tPhEmfdA+HBs+6kqGy2Wx0UKufaD4XKBLz5QMukpz2whSH0y7vT5xUoEM +TQ9nKI2b+iGhlGUmdYgE0XkbrzZw9YNXqehNoV4S/Hq77F4r0A/LD985hNFI +EJngMPtqTz/4HzrrcLuBBCxnUr66KfaD6p5I8R8vSbDo+I/xwLofbpp5rh54 +RAKRpeWfabX90NaXque4jwSaFxz+nWvqB7eDvp9Md5FgY3yVx1xbPwSPcOvp +CuP7dv+3PNX+ftAwkM0X5iSB3uVIrjcz/VBTL1viO5cLJ3YMMSVFBiD9SmPs +4+pcMOjLy9t1dwDWf71QHnU1F/Qz5oZ2eA7AT7Y+uvPFXHix/minkM8AbD8b ++/D8+VyIKkz8x/Z4AGw0LOLWTuXC0L1Zq6aUAbiiFNIodyAX0n8wzb7UDMDV +GFPy7185UGpRymPHPQgb3v4wYn+aA+1CdPM9AoOQJbDV1DckB7RuT9zrFB4E +vpbIA7MPc+D6xMInub2DYBeotK7ZLQe4LdLruo8Owq76PVNXruVAkrLUm2KT +QZgb72L27M+Bs67qFyqyBmFT2Nmn98uyofbzRORj8iBQ9/t9m3uZDUlrOyWM +CgZhovnkM5u8bDCSErdlvh6EW3ZwXTs5G9a8604MNAzCqRmHKqZXNhwaktlw +4fsgrOxb5DdXzYapzEZNjWNDoJIwodMMWZBzcnSu8sQQKPbrVnWVZUGJf8Sa +nNoQ+If5tfW/zIKxjf5iW7WG4OXij57BzCzwXT//9r3JELjtYK8s88uCkHeb +eaO9h4CROexCVcsC1mPz1sowBNnmESPi7pkgFaa+Ilw3BIJDLZ1BVpkgMah6 +ar4Bz/fc/PzI5UwIdj41mtM+BKzNPBOBxzPhr41DxPjwELj8a+SIXMqAj1HW +N/6tDsEE82FNqmcGtFV2r/M4Pgyak4HMpnvpwAz7MsWhPAyBK4e++1mnQ/Xl +zOA01WHwibQfk7uSDjMM0Z63msPgTrpUEHwsHTaCbne30TCoRPztnp9PA57S +U5eyHYehI1Xeg+mUBk/8iEu+pGFQ4udfx2+ZCh1nLIe484Yh6MZenroLqSCW +LFuU9mwYuOzyMhxRKvweXzpZ9GoYct+cM3qzIxVc96iPllYPQ7s4j886WgrE +rn/vcXpoGHwDo+2TVFIgJOlWgREfA8zVnfmHeZLhKwtvSYQgA6IUqg6OryWB +8WIbe70wA5SSLDSnJpPAPsQz+dBuBqxvEYj7UpcEN7RDtHsPMeB4nDxPqkcS +OKjFfH+hwQAdDu5NexmJoPHLQM34LgO+/F6XRSYSoEh8y9Uj9xhA+qZ6yjUu +AaaDOvpY7jMg2oEvSvlhAnzqtt+U5csALhku/ffXEiDj9YoohDLAPfBsUQxX +Aty1djnjn8mALph1d3WNhyf5tRe5PzLgvPyK0cETcaBEt+SJbmHAFT+hu3fF +46BEmluWrx2v90gOlPPFwd6797LYuxjwt+XtD+WpWKCfSFcdHGLAre3BnLyp +sRD3XsN23SwDOjnTKzevxUAweSHoqiATPCdTbxtURoNvubWTxVYmENfEuB/m +RYMoq5mg/TYmzHRqtL2MjwZzuYmouyJM4JcXy2FzjoaxTQaXbPcz4cmdoX/h ++6OBGXePbeIoE0x2yJkIRkZBjvQRDvkLTCDRAugab5/A194gy3kjJhw3FC/+ +Hf0Eet5Yeb26xATyZ5GIAvsnUMJT2XfQhAmhGrVX/ux+AndOVt38Y8qE7TGM +udtBkUB13ZaoeIcJz2SHxq9ciACbW0rPlgOZsDVyb1vTWCgo2SZsjQ5mQt51 +KSapMhS2qaX2SoQwQazGZd2D6FBgNUi+phPOhKuRUYk7VUMhgOu2pUs0E6Jz +7GZF40LgxJ9zj1E6E/ZzNT/WVX8MP7sFzj/PYMJq2wfPoa2Pocw7yGZbFhOa +0gr+2HwPBkfpG1njOUyweLpv1C0xGMJkGQIWeUyQ/RPBcfVHEHgQEhxDr5hQ +frN9/mpSIAhdMD20p4QJviIuLHkOgVDbqJJ18w0TnFu+7p87HQhaItMRfWVM +KDa42OP1IwD+3RKzK6hiwqs0tVrT0wGw14x2tP0Djq/WtyWPbw9BSVKbbWsP +jhfl5q2L93xh94M0yQXs6N8/pdvFfSEZ7Vru6GVCfB59WaPbBy7xE1n+/Uw4 +wLQvE1Xwgb7xQZ6GIbzeAYGrWT+9QViv2frTZyaMl8Qt19nfB8uwhespX5iw ++/3vwYUd90FLUY/lwigTAjN1Y/c2ewJtKEC/bIwJIYj02vGAJyxcEWS3mWCC +NqNMoX/0Hjhtqli8+oMJ77Q8N6xed4N9MpXwA9tn9Pf9GU43cPwwecxvmgkx +ocdTRiruQpNqx8HUGSZsMRgQKN92F0JvVMqU/cT5wiBbadJd4OdvSXOlOSaE +VfQV7wlwgVm2WvUy7CjFd0LLci5QbO27+cU8Eyo5k69lPXXG3/O2lfj9YkKn +5SFyVrwj3LCbNZjGdrVOKTw87wC8U7+Sri0yYeTwncpiQwdQOhYqL7XEhBND +Sv+95LwDSSvUgNfLTJiTzUi8+9AWbPwFQ3l+M6F/0+n2foYNtLsFnbTFvjd/ +afSkig2Y5s8QQitM4A7v3LGwaA2R6mMZRqtMuOzvT1a8YwkaOuI5Kdjvf9zs +K261gLX0EtsR7K/fFz4fOGIBnhI1Z6zWmFDxlG+Ma/oWKP+ndo2EbffwEc8D +/VvAMshx9BN2Toa3x9cXZpBQGS136Q8TMkpLWu4wTcFKRM84DFsh/JKaQtYN +UGq6rP4eO3v4+dKi2XXc/4zN9/xlwoUwJQ6nz1ehLlI/WQ/796FTH/fnmkCu +VXycB/Zb2vOUHgtjuLPI29eAvfmd7SmZsUtw+eUZ0W/Y3S+fevWQL4L6649S +XP+YkM/SEuNlbQSyrOl/pLCHRzdV7ZS8APvSIEYHu9XaysitwwC2P5T7boW9 +5YPTjkLD88BfPMfuh83Fufk4k6YDPFLrv8djz8Zt4uS+eA6458xjCrCbZrT+ +KdHPAN96/j9V2NzdOZ5mlzVA+CavVBu2oMTcUGDPKRDdaLpnEPtv+57951+q +gNTySs84ttH9wtXwYkVQOfbVaBZbpUFtS+NredB/Jxa7hH3o7VaNv/aHwTLq +eeIadtHGJ9x2znvB58Vjs3/Yht8VtPW6uCBFuPjH/+ygxt154PiCWnnLQfQX ++6eYHZSzbUdDzT8vrWDzluZQ5nwkEKsQu8wCtpYz1b5WRRYdLnBq+4b9YC7n +R4jyMWQcJi77CdvgoCCXnpIyevzmkDEd+2CA01+O4wiVH/Y7/eF/NmDx/rz9 +NJr5Ljb3Gnt9PntcVZImOvBbyDoLmzZ43zJWWAtZGZpkhGH3bfcItk7QRqS5 +yRRX7ECQjDsmpIe+Mpv/M8FeNX4lyRKnj45sWx05id1JzfhhHmqIam21ldbw +/v6Qvh8kuvki4g+4zdGPrXXyzbCX1iVk+ZWe9Rr7p86pFVrwZSQQnb7DHLsg +O7bEfYMJcu5Z/nMMe80i8HuN5lXUYZ1L3oRdtF9oF0fgNZRkM65OwvloEGCb +Fsl6A60b8D3uhB3JZRzUpG6KHBKsZxSxb99VSv3rfxMZzO57UYvz/bDP1prn +/8yQ8oErN9/hejGIybk86WOBDtQ0GTtju48UDf8+ZImyNG1eimJTaLVpG/ss +kRSn9IP7uB4V+eZVBeWtUVkCPZwT1+vK9lTftTEbNBfwwicf17eYyqDstxhb +VPrfm3ZNbB6S5NZuZIcGmrWf3MX9IHPX9FJysj2KJyIDinH/kA31DRvVc0Qi +k+2OythCc/Za+b8dkZSQann1AhMmnXyP2lCc0KRUlv0H3I8e6sdwTvk5o+5r +D8++xP1sLPsRku13Qe5FL+lsuB8OH7j6WjjcDcWlwCuL70xwLDWd1vjkhlSd +1mbgGxP0y6RV7yi6o0N9a4+dp3B8S093F31xRx5526RffcX9YHvvgc0qHmjg +dJVR2ScmVHcYHv707T6K7k7Z930E1zcvY1OjuhfqNKJc3I2dE5azQCR6odkt +mjQvBj4fRhbeXdPwRhl+KacFB5nAKtSk/SjlAaozff2nqYsJMtZXhVu0/JDO +1QtKo524XibkLuUm+qGzMSwH/9CY4PI43uLeVz+Ey13qABX3q/Bn5sEa/gg2 +BVeZtzLh09SemLXP/ujr+bx/tvVMSJeRtjbf+wiVy1xLNatjQkCK/Xox7UeI +xXDXj0u1OJ+EXmYxnB+hb7q9r45X43pdWavWr36ElOV2NDIqmfDR7/kI+80A +VFE8yF+Dz9cx5ZyhsdRA1OuVzRNbzIRzjyqsXOsCke0jz1rzInz/eFIVtDoV +iKb0rumsPmfCzoMqzuuVg5B1x/fPvPlMgGdWipO9QUg17LxiOz7vl8JaqRsF +HiOX3j93ovH9gctFUu96cCga0itIX8H3C4aJ6+E3RaEoXJJ/960gJtSuP8DP +PhiKSrYIcks8YkLs50f0bJkwJJ8wUvDUG79PMVUjoS8MDZLTej854P2xCQwM +OBiBvpZl/XloyISI9fv+O9b4BDV2l4vH6+P5Ev+yM2efoCmTJ+lkPSZc2qxb ++mjHU7T2xPbB+3NM8H/HOV7m8BTpVEwsdpzC6wf2G9/Zo1A8FwfTRZYJ8wtn +vO69jEKjlD7vYi4mWAnRvvAvRyPJ5Qn5+5xMKOEQ3Su6JQZ9l041UmNnwn8S +D38fFI1Bf/TGWqrZcH/lZtgfPReDlHV5KZRVBu53zZMiSTFot2HN8q8JBojf +OfXprGIsivZ+KpxbwwCtujXfQdc4tNNn6LMwMOBcZnSMW3AckrRs2RpWxQDd +dyX17ClxqOHzk7fWZfh+qyDmfqAmDu3JKfzC8pwB2TlbUo7zxCOVgxp9bxMZ +8NjeLCqmIB6JXh1SVrRnwBElARFpRgKSLtOMDbNhgJSxwuLKTALasi66YNCK +Aez7n7HVr0tEJ026hTzMGBBybvsrHfFEZCrIxYy5zAC+KZ+lg3cS0bs6JRVT +hN9nn5TLkd+JaOiv/15N/P3AWDXUQJ43Ga32WF8x4Gbgvu+W77c3GU2lyOqY +cDJgzHgzvUk+GZ0Yd3K02MAAvcn3T/QvJ6P0sPR809/DsA6iNSRTkpEvx5up +iZFh+I9WssCxLwXljNMT9V4Mw9NdZu1BcqnI08M08mPBMNTcfqRdrJGKeMQU +hjSIYdCP4LHsvZyKAurrgmSzhkHXp/S2gFcq8ldz2zwVPQyK5f+d1KlNRdSN +O1qH3Yah8JII5eWFNFQ74anXpDQMbfXPD6rdSUfU4iD7WYVhWLkXtvbGJx1l +xTG+CMkNg6F67U/Jp+koiHAbMTk4DDx33hxdKU5Hlqzy7LB9GPJLB/OMl9KR +R8TPbVtWhkAy4t3cnH8GmvkZIJf/dgiE3PWmnj7NRPrCLaS6kiFw596meSAz +Ezn8pjQNFg3B05dFQpUvMtHUvIjYhvwh2NVaJ0Bty0SMmnUiKslDsCPqR/Tg +hiz0pubF4ZP3h0Dqwor9SY0sJHQhocJHcQgkEm7d7KrMQjbc7qf0jw5BR5vW +es26LOQVMnFPRGYIkqxQcXFzFmK8ivxVLDEEcxvlxAP7s1DWCPVEjdAQOC5/ +VN+wlIX4spQZzvOD0FBNnr8nl43yXqQmCD4fhDz+BScuUjaaPuZfV5w3CAaJ +cc3LBdmIcZTjrR5pEHqH/XZ9Ks5GVbHcy96pg9A87ELJg2zk9KWvC0IHwdrV +VkRgMBu9qr27MmQ1CCcEta5c4stBhf616x1EBsGHPvPLxzsHyQ1fFq8THgTP +7+LRGx7loJtFT7iFBQZhHU/dYmhIDnpbMav4ln0QJEz8dobG5yDLm/fGmYsD +kHJcLNfsZQ5KnHj8qp46AG8fpN65+zkHua7UbRx9NACv+3XWdp3NRf+CyDce ++wyAzG4DzRq9XKT7zkj4gOcASH11emp2MRdtl+F9fcthAAy7eyRjzXJR8h7h +iDfGA2DrsSDd5JWLRBUu1zMPDwCj+Ceb84tcZHg45rxaZz/8d1fKoICfhJ5I +T/6JbO0HRR+rgOZtJBQ2zMk32NAPZ75nPRzfTULlaiU3HSr7YeIQRzffYRL6 +zRWd4Urqh2W6KOWYBgmtG/HK+efeD+q801ZFriQkb8RTt0+4H3/fU91i3U5C ++46ysj/m64eNditOaV0kdFTo9uYJzn6wzr+33N5HQoVDwUdzWfqBPWq964Ev +JMR9f/fJv5N9cDO6n1m4REIhX5/zaFX1QfwfU7uVPWR0OfV8+76bfZB1wsYi +w4GMBLP8T6td7YPsew9JV1zJaJ4s7nzlYh9sO2UzzOFBRhxvPiz5afXBB5Mt +crf9yYgYufG2TKYPAjZWKM3EkFGiw/Tf8n+9YM2THXOyjIwumEZls2f0wvG/ +m2sr18hIy0hS8kpiL1Azz6borKOg8vX7WLKieiF76fZD+gYK4sg8V3g4oBd+ +R/3n3s9NQU5lej/EbHphR45qHSFKQUpOSvzRcr3AGhnkckmDghpW0r/a1/aA +3dcfK58CKYg/o7XfvLIH1ordL3aEUFDf35t7jEt6AGqjA8oiKIi+XEJSpPSA +4MwLC884CopoF07qC+2Bc9aU+cpcClpjqdmbYtgDoQHl9HM1ePzD7OqdQ93Q +xRJZ6bBMQaweXhLK3d2Q8N3Ew3uVgsp2Wileae8Gt11EYOBfCqq/63TtcXU3 +KO67/CSEjUAWpibkNlI3NEKHogkvgSp2eetP3emG+XelrwQlCZTE6WT1xaob +dGJufuk5SCCWfDfJAdNu0LvaYRAnRSDXuZLCasNuqE5L62GRJ9AQsFe5KHTD +M6cD97JUCNSsyTZtsUqHqyWxHcuGBLp2WKBUcYEOi2acOx0vEsi95uhB9h90 +OK3ZGMG4TCC9tXxeMoMOJfRXw0XXCPSo0G60uoYOyfVLPDstCcS2pJIZ8hiP +F/oeznaPQGd7rLcp+tPho+mb1MOeBBKwylH54kmH+jf3q857EehCtH6wgh0d +9pzMPxzgSyDD/d67K/XoIKqQl/oqmEA2CuLmJnx0yH/KmSqWQKAtERc2beKg +w9j7e1OziQQq2Fjl+JqVDuGHX9yuSCZQn6Vu4IaFLpi1ih1XSyfQYv3F5ic9 +XWDLAV1cJAIhQc7aY6ldcPhjpEltEYFiUreHV8diz576efoVgZhnrLdqR3TB +7U2ipPevCWS3vuLuRZ8u2BX58CJRSiBNMV3t8ze7wORTRalqFX7fGQGzbjE8 +v+pGP58GAm2ksJ1X2dkFr/UzDrxsJBCr/9G1LIEu4GL87htsItC3NN1sCzY8 +P/9BbYkWAvl7WW1sH+uEh36vz/h1EMhEW2vDPkYnpOQUrw+lEkjq5O0G955O +CFenv4+kEaju8a2ngo2dcOZ5pWRIF4FK65GKYl4nXByIyjnVi+P1jP+8V1Yn +PJ+SPiDWRyD+N/tEK5M6IeydWfZf7KtyLFzHQzshPbrSNm8Ax68tZx2fXSeE +jPyRhWECybZa7z9t3gkvb07IeTIIVPLDht3lWif81h0VkWISKC9ZckeTTif0 +RFwsDBzB641/cuW/w53wQGfu6fJnAt1Y6c7oEOuEymb/irgvON/ObNFU34HX +z7GOcWiUQGeizpBF2DuB/yqd/cwYft7Tc7eCWTrh7IoEz0fsODdlrx9LNJD2 +t9ukNY7zc26q9vU4DcwGG5plvxIoJTx/jp9BA8/WTzFp2KMcxn5O3TTYMvBT +i3UCr8953uZjKw0ihj0nbmGPVfm+FK2nwa91v10rsdNmlo3cK2kwVbcwxj1J +oNbN5hcbX9Hg/c9pdB3bbXNF0dYCGsQ+s/PLxU6YZrG3yKaBhcW3nFFs+crj +j54n0WD38ELenimc347/LS48pUGZNGfUJeyeTU6NJx7T4ET1qysB2IzHLr+8 +fWkwoOu8+gzbbNrcv9KdBlsZTQ/asf87qWGzfIcG5d3q/VPYVEf+5/KWNFj6 +Ysaz7huB3odQ9e3+o4H/lsJdfNgSoT7nM41oEEPOZ92JvdF5ez5NmwaCJiNV +u7FvqZJurVOnQeKeXh0R7GM/d3lIK9EgVEfomQD2o/DgSRMZGoh5iQ2xYWtv +Ybz1l6BBUk7w0Ax+fujd/WPkXTTYy9lcQMc+XXPVsUkQz6/vfuY19r1fPpcm +OGkwYcL3LBxbjDc6ccN6Gly9IzlwA/scX6yi6AoV/ETUaQexJ5YDFJR+UqHZ +cOLJDI4fS6PFk/MTVJDVJPheYsd4y58xY1JBJmiziQ32vqS0jz5tVDjaOnyw +Ce+XGItSYkg9FYqibV45Yqfo19ZEVVKhZ1/dMjf2YkbukeR8KtAat5Wr4HwY +yFpxTM6iQqzSEdlmnD9Koae4EhOpsFFB8+YFbFOuZLOwICosSxQx9XC+Hch/ +JuT/gAp6e/ZK1+D8tDv8XPLuXSrsI7VKy2Bf//LA/MItKtxf5Fb/X35v2a4b +rmJChZ229QYXsY8d28wnbkCFilc/OfI+EWhB1ODotAoVJssX/NVwfYTO9nW0 +H6XC9bpvSv64fpIoFz4WHqLC65PpiZW4vsQaeLrMtuH4vHXX2IPrr5XsE2D0 +tQNu6a5KpfQTyLPu/ab9PR1grKimUo7rd21xbn62vgNm23+Ud+J6T8pUYPPJ +6YCohfnVhW6cD0sibKY3OkB4/QWvRdwvHtUtNnLodUC2Y+HQBO4nfeS6+VfK +HTifVEnduN/wFx4P+CXcAVfXrE0z2ghU//7hQ43Odgimtph+x/1KUHkhsKW6 +HdoPvGsuxv1MueXqrP7LdjiQVBXjgvvdNpm/f7Ui2kGa11h+pI5AHH+erbKe +bYecvWJR99/j+i9OdU172wbHQLIpFffX5jD0a4DSBnFnWu5sLMb1fr+HKRjf +BrfkzP6zf4n7TdLwdy+XNuDeN8K3vxDX27DhOM+hNmh1odcbkgnE69dy5UZK +K/Sk6pxLwOeBnQSfdLBHC7ApbF/X7Ibj4RwxkmfRAlwVl4V0XPF4619HGgxa +YPzNhE6dE4GyLkYlz0q2gGRhkGC2He5filOv2fqagTOof4XdjEDmYtK/Dio2 +Q9tfbuZTbVx/wYv5Nj+b4O4Zc1dzYRx/VckKxlATyIw4bGYTJFBO1hkrg6Ym +kBQWi8vA5/N+G90I0cwmsH8j+fg9O14vi/euR3pNsP6mQmk+Pu8fXLTTO01p +BBmWJS4pBgWlhIQOlV5ugArvE1a96RRUm9dk+OVUA+TyHeTOT8b3h5zeaA6p +BlDlOvnhbjy+H+y38tJmbYDXvp9MFvB9hHJTbSzkxQd4Zc+5kO2N5yue3Mu9 +8QPQuFMnnxtT0KmGfYryxXUQ0z1q7s9BQc6vxGkjS9UQRXfXabtGRlSS/FbV +L9XAV731BbpMRk27R+hx7dVgeobvwzMDMnqULwLHydWATK3ZXTTJ6NAOES1N +o2p4dO8r7eURMjKh2uhsMQaoIU3G//lLQtsc44/qvKmCyDDuhK40ErpzSuRj +5pUyEKI5fFT8kIvedpdusZUsgwR2DRX3d7lopMavUHK5FH6QAtievclFhRlp +LEHJpcB/djHqHzkXWdqxrsLgG0hufuStF5yLzHR8lRRNS2D97jTC7Qy2lGLP +of+K4U2I1cLiuxxUPXvtxHk7CpB3SvqFJmYjFtYxc/dla1SpfcwCnchA1PlP +spY/81G2etKcjH8S8jyxYmcxVoGUfLW2HtKPRoUJ555EqNYjg0PhrWM6AUhP +SHQy+Ho94mTu5tVnxS7m/BXsXY/Mxg8aRpc/Qibqe0STyutRhDW9Mk/yEYqq +Uaz7e+wDauA/8WcH60NUdFpadVimAZ30Dd6x1cwHpWnJsTAlm1Dz94YlvpG7 +6LpLhM9TrSZ0njC2TzpzF7m9XX125nYT+t2+eppe4IreZmwVqaM0IYn2DVx3 +3FyQZYuqNqvER8SnEy2uuNkR2ZAv9EaLN6Nfm1Uv/Dhkid6Spq3SzzSj1Q1p +JTnfzZFZTSb5hVUzkvYwMql9fgtVG6kpfSY3I1Pvzf7+101RXvedgkiJFiQm +c+KaveElVA8FNQ1nW9DgvuM3PZsvIIXGtdANt1vw92btxlfB+mi/9PCROKIF +PbfdYixtoYnSIu3ZRxtbkIzEvGpHqhpy5uBOODGBx+cXd0TdUUAkUn1X3OZW +1EwX1jntsh/9v//3Vfk/D1wLrQ== "]]}, - Annotation[#, "Charting`Private`Tag$124094#3"]& ], + Annotation[#, "Charting`Private`Tag$8720#3"]& ], TagBox[ {RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6], Opacity[ 1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" -1:eJxd2nk4Vd/XAHBlihCaiwaSEiIaDduQMTKkQgpFhsxClBKZJUMkVJJ5nt0j -WagUMo/3mi/3XmUsfQ0l3v379/2H5/OcY5999llr7bWfx8GbzobWG5mYmGrx -j//93hc4ZUDa14O0JpcXeA8+qtZJ+kdm4ehBh8d2WDwMlQFl1tImo4VudL3y -o+mDQFWw7Wanr33pRr2fGgru+V6CPnMTlgeu3chOcWu3m+MtkDiWPLL7cxfa -s/bliKOuO3TEpvBOOHUiiSemqT7cARBkokVYvWxDLI+teNaexkD8iKePa/gn -JFWmpDp8OhXKlI4Uh5qUI5VrryaZQrMh5X3m3Jv6IBSYG5D9qb4QIiiHS1w1 -imDzziLJox9KIMRnh8BSRBG89eI62t1QAlx1ufVOnUXwemqi26u9BDKUv3yW -vV4MuxJunc8eL4Fp3vp3e91K4EWIYGIZRylsm2yoMXpZBkTK1yFHo1KYvsft -eneIBG4mb+pcJkpBnV9jXPZ1LUSJ+MxOzpbBCTXrjcz1tdDOfdHKeakMzsU+ -5mqk1QKPvEXwzHoZ5PiVjclL1MFN71lyO285zKUwR318XwfKY887ZE6Uw5El -9VWdvnoI3xa71cG9HJT/WG7V3/QZtj37pVAwVw6/olRj9h77DCNpdVniS+Xw -WUV4dVj3M7yXPsBIXSsHWBqM0o39DH427uOe3BVwMPNsTaNgAxxuHl2tFquA -yL0JRxSlv0AhvepL/a0K2HLtu9xOw0aY+mB1/0NbBZQnf3FVcW+EGvkLUXt6 -K6BS4M6Q9fNGuDb254fzYAVU9W24EtfbCL2WkZ7M3ytg+qzTt3jTJvBcC93U -uqESPhWotApbNkPfJDr6S7oS/EwpIrdtW+DCsf5/DyMqQcTGYltCSAtojN8S -Z0RXwtGS3DP1WS0QZ6v0VeNFJUgwxwitT7YAQ2pJ59fbSrCKfnV/r10rnJ2v -zZ+uqAT1G0UqwzZtkKh66rvXSCVsvn6Tv6GwHaboUeinGAmeXKycvVzTDutp -PBMCx0nw1tHDhvqtHQT3WW5XkSFBg6yE5M/v7VBn+knIW44EtfQwXrpwB/iP -GbElXiCBF3ntiMSLDjD6uHM0054Eiytfs6Tud4LJVw67v+9IMP9Gld8otBMW -TiZXm2aS4Jm76K67LzrhgU8UlOaQgPRObCW7tBOCdZj7DYtJUCW6n3dmqhNo -OuOuajV4fjW10e3XuqC2jVn5Xy8JhETp41xnu2HXvOpOYCbgzAaVsSmNbmgk -Io9FshHwvNKb2nClGzbxcv27zEHAPuLBvMvdbuB0vj3UxkPA3S0d5+IKuyGm -RrTaYTcB5zhKQ/aJ9IDS/fDTOhIE5GV++/hBpgfcls+1ZB4nwFqofqOJSg+c -9bQ7vSpNQHaeUkSAeQ+cGxR+9uwUAe7bIlqyXvZAwxV1DwtEgJC0GYcsdy/E -liva5OkR8DtWxj92by8kX/31X5wBAZu66GuzR3vBSrfT5d4lAtjoo8yJ6r2w -MXuL9JGrBKiZC8vXPuqFZzIWrDI3CFBJI3etP+2Fn5OX9k+YExDy+Y6zXHIv -yIc7SUdaEjCWLFySQeoFwQWB8y1WBJBfj1nr/uyF6/HRukv2BLA2eAo4rvcC -xXzG0MWBgHuNjN4Q7j4IcPI3ozoSIGl9/WrZ0T4wDbf1L3YhYHQuPmjAsg9G -8nNUVz3w+qxwmg0494HL4qU4BS8CBodNT/b59kGVm8WS1z0C5hUjF+pf9oH3 -fzW/+nwIMDNUfW3f0QfywvY/zz8i4M/pPwU3hvtAeCPXfQU/Am64v1LXm+qD -DwFfmaUeE+AxlcV5mLUfxs7G7mQOwM8f7aJln+mH747hdyyDCMi9OyPhr9YP -ks4CfGLB+HvfWFi9YtgPzJ2dMI399sSn44t3+sHHqErBIpSA8lHvSc43/fC5 -uWV4PZyAdKFFmy+5/ZDjMDafEEHA9aobTn6kfgitPrVD/CkBu6d+b5ns6IdO -IN4oRRJw4IlQbvxwP9R+c2Wrx552k29RnuqHGDm/QIVnBHQZnMx4ykKGbXOV -HUJRBMwqb7suyUeGMMLxbQR2a/BIYrMgGTR/xkTOY7sLvzC3FiNDUJBT4sVo -Aoa3yeX+PUWG2gKNhgxsHrNm30hVMrydsN66gs28otEnqE+G7wzeALUYAmqm -iiqzzcjg+SFqRwS2gizb/hN2ZBAslGj7hu3XqcFd6UGG9AtSBeyxBIQ1ePif -8SdDze2xMnlsU96ohxWRZJjcFTZxB3umMH6DdBIZ7MBdMQ5bPT10c1YmGeRW -GR9J2LfnbZP3lpGBpULKsxdbM1q2LLyWDIs7E67MYs8HTxsufyMDOdr2NtNz -/D27o+5ZksnA6JvO4MKO9jwo8oVGho9U591bsSOcXhsf/UUGxzl5+J+1qtm3 -hqyRQerRm5c82M3m143GOSnw8up4NjP2NpM3AnI7KXDV3+jnL/y8g1ktd54J -U0BFF7kOYv/SmVQePU4BpD0vVosdojH3WkKeAhJ6ZftfY9NfUP29NCkw5tGv -74nNoVg/88GIAlwCOaCJPXs2coTJkgKnxz0dt2MnhasbKzlSoKAo4togXk9u -mamrD7wpcCf/bPgr7PNSD4bLAinArf7tnzG2YsDK1PdoCrSIxZbxYG8Qv+W3 -9zUFbusNFdXg7xcsRiRp5VCAc2plwRZ74oiYTVI9BY6UT17Kw/FAOqK2E1op -0JRq6q6GbfRQ5+IIhQK5gcPD/Ti+KGIHDLYvUCAz4sabWRx/99AXzdk1Cmgr -9fu6Y/+J/vf9I+cAxPfo0H/h+M2f33nUWmgAvrHvNx3D8d2/+rdBSnIAbF1W -bPSxf6g786ycHYApg68sVTgfSM+ZEx8ZDMDPajT/IAzXw4RDwwrXB2Bw7bZy -L86fbZTu5mVb/PdifofFsJl2jr+z8huAEsOQ4jqcb/5eFerbCgeANvhvpvAJ -zid7g77KqgEoKqndMIzzd0/SfT7jhgEY67hfyoatUuHrHzk0AFfSqP9p4HxX -7DpztWvzIFjMlu8O8yXgVLmurNnOQbhNPFB6+oAA3p6fVWNCgyBjZ7Al/D6e -XyvjE/XsINh9ksnx9CaAlhnWXG0zCLvfGy1z4/r0597u/8TcB+HulQ0BdHdc -b4NPf417OAgK0aNAuOF4ND94xzJuEIIJ3cv6uL49+C/3XXv9IEjUPuNXvIPf -rzp5hEdwCDK2DP8WsCBA787+VI0jQ+BsOCT3FtffQGNpHl+ZIXgRF6h14DoB -idMbx4e0hqCne/EDjykBrn/NHnl5DsE3Udfj+biet5dO+3O2DYF/rcSVn2q4 -PuFG5h9lCIa7KLx/VQnIssjRm6YPQcR85oc1ZQJu/hi3qlkbgpyLmr8XFPD6 -Pm+ylZEchrPeCizxJ/H4qrd7LSKGwahq5FCVMAFtfOk92xKGIbM8q/HWQQLs -+jYyPr0bhg0nL95n30+AkuZepd3vh8H28+RmhT0EJNdCc8z3YZhOC+Cz5CVg -bXOfZqPaCMz9iDwS+ZcEU7qs9ooGI2ChEGVNXiYBb7Dhq0KzETg15t20b5EE -bCNa54LcR6CkoYs/YZ4Er0TydFnejoB1gWHLeRre/7kRRfXvCLTqM9mGtJBg -VlhPzfbKKKjcXD396SUJHHZ+2h10bRRSOfTiY+JJsIXj6plUi1Hwofdzm8WS -4Cu991KP/SiI7j5zcTSCBJwRiiyij0bB+T0hV/AI9x+++dr3Mkdhn7Mku6UV -CfaucTh1Lo5CCjX4ijjuX2wrFIOIv6PwyxglWxwmwYBD9ORrpjGg/PxyJEqI -BCe7o8KtOMcg0YBHYGwPCSoilrQHBMfgtcTXWO3NeL5pVoWe58fAzP32ZoWp -SlB0+8BjHTUGbGd2qeRk4v6KevGAT9wYDL3ePzeVWgk3Y8yPP00cg+apfepH -XldCWumaWn7aGMTnPViJel4JASsyl3tIY3BtdFOO0ONKyIvx+ftpdAxSj//q -0TSphNw/XjZCx6mg1H38ST5rJYS5/zyyJEMFWx3LrZpMlVAi/oPReIYKKwJt -IUN/KoBsbnLDToUKyb1/JFbmKsCvUVIi6jIV2LVH4hfIFXAmp9zQ9z4VfvAd -ilzMq4Arb2U+9HymQqvqDx8VvQpwXPtUb9REhW/bQmpMtCqAFObT39FKhbym -b4YOqhXwQ8pQtqGPCsTpV3cDTldAbWlp/ovvVDBvy2z33o/Hj0WZQ1zjUPw6 -MTBkthwuEz7l/xmMw7d/exvPhZbDwmo0nLqCr5v9Vwz+5fDJuYXsYToOvQP3 -Dys9KAfW8SLF2ZvjUPCGqUrGuRxW1o82fXEfh2vfNgHNqBxyt9IYgnHjkCHZ -RvXcXw5yqQ8Vr/SOAylrNMe0uAyqFstFtlHGIZMj77+WnDKoV8m43j40DmSe -wucKaWXgUFcMqrRx+Nl7v4fvRRmImNzV2fF7HFaVdz2NfFAGp35lhtjzTcBi -0iFxinoZfG36Gt6mPQH5Vmrzn/pL8f64P+zqxQmYoTys/txRCh66kuQhgwlY -11Dg+dhUCmoFXnY04wm4YOCrWVpdCtqcFYajtyfg27Cfqn1KKfw6NqYR6D8B -+i9bCmVsSqFs+8/qcNIEHGhQuoB+lQB/jlOOSPUE6JZR50/8KAG3f8+TP8AE -FFiMEELUElAcG4hkNEzAD7XpD4sdJfAv2TBXuGcCLAY8G1yKS+AAbfyj/M8J -iD7PnVTgXALzlXHuv0RpEL/w1t78ezFUiR9b1DlGg2331y0GRosh2MLON12S -BuMeMu8v9ReDOOvoS/2TNBDWkHt39ksxvFap4HymQoOz/sk+lLRiOBzJ9i3P -jAbi/d3cbubFUG9zCm+4NAhbNuZgx+e+t6LFfw1i8HgjzLJ5jUVgZiXpciqO -BmXxmm4X64rAykjq2J9EGiz/1ZYKKyqCGh7D7w4ZNNgyMTU6HFkEL6a5gtar -aTBX2xa2pl0EFB0LZfIkDYpL9rir+ReCaJaYVMgUDdz3c4sNuBSCvt+S1clZ -GswW3XG/Y14IMpkJKWELNDjgSWu6L18I59uWzQ+s0UBmVGjq2mIBhIdIrS/z -08GTRW9CwK4Act74wg05OpS6+9wktPPhmuwFkc2KdPh7OlVU5HQ+UNwOPSlX -okM+7R1XuHA+yM2siLOo08FD/JGG2moexPdJHQvVpwP1RsGKe34eFPi3kqWt -6cBW+2F3DU8e3D7RuP4vgg5jn05kCrfkQD4TV7DdMzpUvrJoGSDlQN09U/au -aDo8adF7HZmWA/q39yy8iafDni3jBhP3c4Dt9GGvgyl0uHCc2UdfLAc6Cxyl -P5bQoTNTM+V4UDb8Wnrv9LiXDody3SdEz2XBeYHGjan9dOgW07J8I5IFbmlJ -qbUUOjw6y6vMz5cFdqNRrMvDdJh33H7uByMTKtiqjfUYdKi55xN0Ky4Term2 -y6Ys4fGCbSQezWWA2HpHTdMOBrSNFtC8UtJB7E14c94uBj5PN3bdCk8H9nec -ExF7GHDdxzTngmc6mPQan9HYx4AnvUkHt+ikg/nUSac0EQYUFtLzrZfSYK71 -F88GWQYsHQqZNNJNg0MPvA6p6jHgpyeLpsliKuzb/DS2SZ8Be59sbpWnpkLC -Bk09fUMG9FVsPyvYmgqcIgV5Vy4zIEVkrLk7PRWm1eTWL15jwDPRvef3X06F -zDlj5tnb+PmuX3wPlb6FP9S3wbQHDNBZsuHf5JgCM5ZW4aceMsDM0Wcg0jgF -LDS/DQQ+YsBOdcUl/vMp8OVCxM39/gw465Egu3VvCkSLt7ArBjPgRfU73cno -NyBwxbD4aDQD3jUe7fPQfA08WvZ+Ve8YwJz0SGCyOAl+tM63T6cxwNLM37vv -SRLEOJUdFMxgwHctzmd1V5NA5e+vj15ZDOjV72UL+pcIQtq6m7fnM0BFNnN/ -h2YiTH3wTJ8rZ4D0EcNsr+EE8BhtXdlQid9P527BjuIEaBSwushPYsCn3Jnl -ooAE6KSqLYtXMeDoR+HHfUcSwDaNflG7hgFcI6aXZ9xewMt/yewiDfj9+PM/ -qrLFQ3t1g/nOLwzo37GGkvrjoDNOgsT+lQHVG4jI2Zw4OBlXYkdtxPM3JBpC -9OLgUePLtkctDDBK5UiISHgOuzcNZZh2M8DfosmbfDQW7IdOBUSNMuBXhtvW -Bq0o2HG9XPD0GAMEHTdIkPbhM/vc9j8D2JWBJlJ6jGcAur73DowzoEtRn+nf -uWcgNDMR/pzGAMVNH2v3UJ8CH7GT++gPBvAm+pvfOR4OzTaVn0uxez/IBjOR -w8Dj6Nla+SkG3FAqPRPtHwavaFQfrWkGXGTUuaX3hMJp5Ta2i7N4/sRkb+L9 -EIgN3OzN/IsBIVo71z43BILprW96bthME5KBe1wCgd/I2XYEu0d14MGd3YFw -xemaedkCA6Ryc5Y2OjwB0aBvt7T+Y4CEz+lCDr4A8Pj7SisH+4o7u55qlT+U -BRi4ciwygLI82ul9yx9YW24E1WN/YDjWDpU/hp8q/F/2L+PvMSj8xd/UDxr0 -fr93w2aqdN+bzuwHEc6kXx+x1/TiI0NNHsEPBl3EcoUBvhFpNcv/fOHX+8HU -oD8MECYf0k5Wvw8XLdoymrHrBYZjiQQfSNyZNs3zlwH2HiXunT+8gQ0WFKKw -w++dsluKvAdiP48t+a4yYP6ErxFfnweULCWtlGJ/tIrR9hb3AF9PDb1J7GzV -86NDj+8CZVD/94V/DDi0wfLqK3F3cPhUoHof25Ck4Lz82A2UDmnSs7BtmhNj -9ftcoUhHQmQdu/zEe6flxy6gs927TnSNAR0D1MqoAmcQu8JUfBGb6e3ewGMm -TpCvVBf6AvunUm2HYcEdMPzxx43AtiFtrRkxtodzXC6FZGzx0o1etsx20EHi -Etq+zgCNyCdHnIxvg5+qrLEU9r4Ipsipjdbgqv5iTAvbVfXHS+v8W5BWd7LG -Ersls8J/8OpN2FO+ZdYLO72d8lB/oyV0HRBxjcDunnkRGmBiDq0snhpvsE/S -1rZbFpjBZsuNrkX/u9+lZ8s5ZlMIO9k0A9h1+WwTPMZXQde/5UMLdtx33/WR -PCMw0OAaI2N3JB1uy99gCAlPgq5OYDd+7H/0M+8iHDwnf3AGW/G3h6//FS2Y -sZFQ/I39wnfVZQvTefjDbVqwgu0QGGJ74pICXBCvd/2HPRWnraKccQKG661D -1v83348fwmVp+6Gs4/yv/5lt9ycelVesqNnYvHDtf/enEi7n6sSQiHE5/MXe -zjnDFcV9BtW3qQsvYdfYTwei68ooBbZS5rFZWEhKZaXqqE5UYGISu9Z0w3UR -Th0ksslCeQRbxOAek1aRPmq2GPnZhR174Gr2g2uXUKl04n8N2LccpeXz2a6g -YZ8oHRJ2Zt5eHUqxMdKRr1/MxE69L+bAfP0a+utx/Hccdlma2/Ejm26gGdH+ -8/7Y22KebEszsUBChtWTDtgx8Rs8pQstkeGW02IK2F+n5J6qmlqhi6ktX4Sw -03i29H4ptEbh+W9IbNiWbyBbk9UGtYovxjbieDllQN+JiuxQd4rPwyxsicfu -amWsd9Dep+eqA7FTlLkOiVxzQG6tDtJy2EZvovassDqjx8Ijtluxee80UfMl -XFDnfMTCdxzPhT9+vDPrd0FyvxM3xmBHTx9YLZZwQ+Kv/dhbcb5wdQlwnu2/ -i4ajepWfY8/oGdjqRHugezKRAcbYy95aVde0PZFliJDgAM7HP/l+BY7VXojD -dSTrK85fZoU/nNdSfNAiVWXfI2w1k3PntE3uo68sm5JksDf8ltOQ5X+ADhlX -5sTjerDTOth5OcAXFSnkCKnherGjVDb+tYwf6pHc2zW1xIAkhlPN+jM/NNY2 -ExaFPW8X3XR92g8VHiTxduN6xLVjhxZv+mN0gGXsriquX2/aepd1dgQg408B -bz7+ZMDt9ec/ty8HornSLQ3a2Mq+vrIKRkHI6dK/hbZ5nH9ZD9UsioLQgdR/ -1t1zDGhXuBHx0jYYmTyMSf08w4DckvQvvf0h6NAJ7oda33H9OEl8diCFI4kD -ZXuKJ3F98vvxRXNbBNpXU12zAzvX/JX/fpcIVMaxIDBIZ4CzzLHBatGnqGJk -QVpvAn+/F07nyuMjEX+wek3vMAOmVa2qG4gotLxRQewYtr3cM9F7E1GozLF2 -2HcI1zO+Da2Ht0Sj8i1OB/cNMiBrT0zRfato1BZoxa1NZsCP3TfYmbfEIMdz -NY/0unB9+Fbc9fhWLGp+F3A3pJMBu28sZTBHxiKm1Z5i6MDra7543p8Ui+bv -HWQ72v6/+rLxswf3czSddmk74xsDwlaf8J6sfI50Ph9q5cX7a4+9YSEPZzw6 -KEBckPzMAKrAHNVENh61WVL4tD/hfsd9yOXtjXhURHz0elDPgPG6xEcipfEo -Ikk65xverwVObE1jMnuBCkR9svfg/V7/tw1tNS8BxVnW8Dni/uG9S8SpwQtJ -KJ1Ai3LpDDhh9thLxDsJZb162rsJ9xuD/M9s7DKSUDDHs7Dkt3g9TxtJjzEl -owyXI7W5yQyYnZdye1aejKwelFvaxeD41A4dGRZ8jWZCzzy0xP3R29i6OFaP -FHTZ4sLgnA8D9ocSoTrhKaioXuzUA28GPD/EphH1NgUpHNMbivRkgK7W2Gae -1hRECpdcSXLB+/HSExXq4bdIKkzD5rIVAxSyzgd873uLjvlSBdS0GXDX4Iap -0el3SLBKkp6oifu7vHHyZ513SPrW7w+z6jjep8VJMjffoZqVqYQoVQaobjL1 -Y3n6DjmciVitlsf53WrQ5E19h3asRvmQJHG9lPv1ujAiDeUn5xqc48PX2Y+L -HhtOR93XRX4YbGHAurWA44GFdCQYvivahpsBfAHpEXybMtA2sTucTzkYcKB5 -QYMhnYFeeNfl1G5gwGFfezmLwAw0c+NEatNPOrQIfvV4ciwT9auIONi14/PB -d93z3nez0M1Q91mbVjpU7f5j7h+chRprp8HqGx337REOwYlZSHyjhb7JVzqc -qmS5EFibhdTbtEQla+nw4hQJ9LiyUWuMWH5QIR1WZ24nC7zLRiJwYPcCPh9E -LFW1PmzJQfIHW/zeh9Hhw8nxqPWRHCR1N+20fwg+rwiZkO//ykG5010xnE/o -cGbX5NztnbloUfTUOtt9OqSol/WyWeai4S/sRQW2dHgvX5tmv5CL/uSNuBIq -dNC9c2dv7rZ8lEhmE9uJzzPDEjfsdh/JR+G7RWluCnSQ5T2x9FguH93sMrQ6 -dIYO9/VK6pRv5qNRyatBzhJ0oKS8TL5fmI8EAreaZOzE119IQrdmAYopMD0b -/4MGrDoXXdc9C5GZWpp+GYMGoYj5TX5oIbo3R7dvn6DBSsJA0OXkQpTmezVr -4wgNHtw1uhtTV4iaH9PU9bpoIPCW9egoaxEyOVrOH/qeBq+GrOXu6hUh9/+E -aA/DaGBHqi07PFqEfAwS3scE08DmQf4d38kixC/n25v2hAaHlq9JdMwXofmK -OPLHhzQgFHWanDcUo9sGG7bPuNEg+1uaXKhQMdLk+2gxbUqDVlamoGNWxai9 -ev7C66M0uCu4aYsQrRi1Nl0t8jlMA5pHJnXHTDEyuy1pclmYBrc21oRv+q8Y -HVYXu8cqSIMdq0VXqSwl6F6W2ZQ+Lw3mQ4yznA+VIO7l3IznixNwstynau5m -CVqr/+3SVjcBLVOau3yGSpDbkRTDwJoJ0NAIuzk6UYLoGexhZ99PQJ21krPq -dAlqmeX8k1w2ARcTRxrX/5Sg2BzqsF7mBHBU1Rsb7CpFbJ29760jJsDY1OzJ -FcNS9Hi0o97g8gRMJ8YaDX8sRTRrJrNOgwlI55dZIDeVIg2WKW2DixPgd15W -uLOjFHFG/D6qrTEB/F6q0qSRUhT+pX9a9OwENLMuUEz/liLXWVpgrMAEpPCy -865Il6Hev/ysx6jjkCyeZRWZXIYeHZIPEhkehwSfxqTMd2Vomfsh3z7KOGw/ -LvGsOqcMXRLWUefoHIfw8c3vyKQyVHqV7+jXunEwTLmlNdpdhnYxUBcjZRzY -OITGBbnK0YMUiaqC6+NwpWt2SserHP2gOj20NxkHTs87i2TfcnSE/lXn0OVx -oPXt9rv5pBxtPv6FPUZnHKbPenPcji5H95umFy/LjcO3C7pwKrccbTgySDza -NQ7NvLa8/4bKUYbvhU7TDiocdxkR5FWqQKYZdeoiLVTYn1Qi+E6tAtH1dNlm -v1Lh+e3af9IXKtBjkfTbPrVUUFd7aKx6pQI1Ua7kPSykwqKj5EVZhwqU4Vh/ -4eRTKpSym0zqvqhAfrJVFFMNKriOxxlc/lGBttwbLZ5VoYJCFeFoOVeBPOUF -uv0UqZC0bdM5u98V6KtG98qbk1QIPnd86M5aBfK1VW9qFKbCteg1YQX+SiTd -eeJR8/oYVDOYbHjOVqIP6uJngyvGIMPlj41lQCUq973+yq94DK5cDZVTDqlE -zSp7mO7ljcF7kGzY+7QSaXqdqrNIHYO5CfWV2vhKFBu6Ir0ncgw8l/1Sm7Mr -kf2lnBZx6zFoYymwGG2tRNseVMy0843BFMX7xZ9tJBTpaSIcxjUGl9JXyiV2 -k5DQevBVZfYx6G61078mSEJvqoLfZ6+OQth44890ERL6TuFzu8kYhW5ui9Ll -kyT0oVb/pXv1KNQ5PH8Zc5mEbh70bt9mPQrqUkooPIqEVMgDyVPmo0B6slu+ -LZaEGrvDs2tNR2EmVOM0zwsS6orvCrDWx+MFNAv5viKhJvWN8olyo1CsnZ6+ -L4eEdK4MVhXyjYLgxv+2OdeTUInm1gh7rlGYXH+gefMzCdU+fPFKmH0UgpUE -bul/JaHcO1uYD66MQJwdWUOwFY/3hicxp3UEoqq+Z3iTSei4DRttu/cIzLOz -esvNkRB7nUD0JacR2HT+qOvgTxKSSm358PTWCIz13zp77zcJuf1ZS1jSHQHN -E1ayKSsk9HFjypW3QiPAejQhr5iZQEFuA7M6zcNwy+vbbfIOAtkpJ6YZ1g7D -iXLt8sO7CZT8YoFiVD4Mu3/v/eC0l0B/yB6NF98Mw4DwloXZ/QS6V0HK3+U+ -DJu/5bYXHsH3t56OZdkzDDP9R3aeOEsgfsM/YZxbhsHursuDA3IEWufYc5ib -ZRheKQ4SHAoEOr/TVX3T7BBscqBUflMikGum7/HeuiGwt32etE2TQDde875r -tx2Caw2UgZzLBLpml9Gecn0Izu/IF1G/SqBW25dvHQ2HgCku48SgMYH2s76Q -+Cc3BIPrfVHL1wh0u3R+ZoFnCP58hbO/LPH70nFalQ1CGH/9nkkHAnGsBLlT -srAHuf9KOhGIWUnXx/XVIAxHQaiLM4Es7vx0jQsahEdZ4vnjrgSqPZ3AUW48 -CApOQpOhngRimf0RLKs7CEYfonZmeBGovj8xu0h5ENRY9k5V3yNQ2gX+vtdi -g7Cb/ZY3xYdAfJnmFMPVAagVmuLpeUgggQ3J7pXzA+D0xVKu4RGBkp6dLNpF -GwAxErGhxI9AbNp+WztaBuBE5e8r3v4EeiR713/3mwFIO7e03hBIIM0Tiadu -xQ6AZ0pvX0QQgSKtBCOzgwdAitMB6QYT6MFtOVFxlwGQHcokfQjB8x3t2cCh -PAAO9SvHr4cTKGJJyem07ADwDApJs0QQqMmWn24pOgCsyodr07BtjSeXcrgH -4HPlxcedTwn0tXc6upFpAKzZFYvMIwk0XHD19MQCBU7vS75Nxz7uYJHGTaGA -bp/8rdFnBLIxWLsj0EKBFkedjEtRBLoStRGJ1lJgd5mVfS326hFHQclSCvz7 -N51/OJpAxnsV2aUzKOCyqOMchG1v47F6/CUFat5M541gn+De+k8sggLRl2St -T8QQqIBrJ4fQIwpwfYyIf4g9Zv34wHY3CvQv3kCfsJt3GaqyWFNAQ2/bDeZY -HN8ioa5zVylg/GTHTznsuvDDub3aFBhJb1t0xG65IDZPKFAgdG+O40vsKOvn -Si+l8PzSeI1qsDeRrZLvClNg1sQpaxD7TEYSs84OChzJkbT7jS3YcsZzPwcF -Sq9/eM76nECErvzv2b9kGH0edJQXm+NIhm/VLBmufV0U2YbNb+bJ7z9GBq1G -nxA+7PbveSVq3WQwrnuktwlbtUPrBusXMrSecPdexuM78eturyPIkLdcz0LF -vphf0Xcvjwzl6kNzn7DH3wali78hQ3S21Nm32NLz1Q8Ho8nQwSY+4oktk2By -K+QJGfhfKY6qYU+/NLsk5UUGLpb+czzYZv99vthtR4YscduZNrx+fjlxl++a -kWGnpfliGPY1otmGV48MY+cljRC27IR9gbwsGcZtdm56jr+PDFM39dthMpTm -b7smi83weCdkspsMYkWFqy34e7s6eXyyXusH5q4QkRkcHxo/vQ7T5/uB42te -tht2d8to7M3xfpAWPuf5E8cT93NalN7XfgiKtaBScPxV+z4+UFvVD+wXqQ/V -sPfXBbwXz++He8Tr69k4Xjkvv9/6J7ofytuSB8xwfMekz7ebPumH7QuNXnlh -eH31Il5WevZDMWmT/n+heD2LF3Wsr/WD5ob4AreQ/9WTz6crdPshq7NTOhPn -z4T3HwlmpX5QHv/3oxvnl0z2C/noQ/0wrbG+vBfnn4n8a6rvTB/YvacbGz8m -UCJ/G2vSaB9My2Q02+D8VTi7WFHW1QdZR6harji/S7xEPw4RfXDAfPiWmy+u -f8T2ALagPrA+Yj4l7k2gVP6V7Zu88XifvF5w4fpxs7rzFJtDH7xMlVaj43rD -s8FOaNmgD+6SUlKC7xJoq97BtyWC+Hr6gZP+uF49O1b5LoG3D0Y//dcsjeuZ -g7Gq7H3mPhByTDUdwPXO8J3i+snvveBclmoqYI/z+V+tvH9ZL+zgk/542YpA -1p9/X/bQ7oWumtXD6bi+7sqaO31IoRfsYzOzF3D9PT4wmtl2vBfk3Jt55Y0I -FHwiQ1pgO77foSi4Sp9A9PTq6fCRHnCIvb7oqEUgnTe7NjS490Dl1tTmfLwf -tA9GpKa97IYO48fsodsJ5GZkl1UT1g3KvWolg/wEyuC6l9p9vxuOZRqyHOUl -EElR3P339W54qnMlIZeTQP7Zc0HMQt2Q8CfmivE63h9fUr3Ms7vg1JuEsYsM -EuKh3XvEU94JumPWv9OLScjX6dXmzPRO+G/wZ+HmAhLyOfM7XC6+E8rUeSfs -8P68N/KMnbFXJxg+0Cza8o6EuJQE4i3PdsIK8bKI6TkJvarRI4qrO2BoXwGf -110SunvYRkSrth3GPrq65R4noZiH8Q9yitrhTElW54ljuP+ospxhf9sO6mWv -P5ccJqHYgea9lY/bAS5E3EjG/Uj1l9lcuko7bCWNnd6xmYRswoZPbA9tg8DX -xtbvJiqRRXa5YXNoC7AeH8nYE1OJssJJZzvcG+HwTQPGyd4KdGbpwtsBo0Z4 -myHzVq29AolL6qORk41wLS7g9cWmCqS6lrOvc+krqNs+NNepqUBINMf+9v2v -sCvNaWQxvQKp4A1a6/EXSGApXGW7W4Fi+IsyloI/gyzp1iTX5gpkINXTu+RX -B4H0aCufQ+VI+0BoY+T1Ohg9d31ZQqAc2XaY1wmeqwPFbzdMyFtx/+rlUSu8 -UAt88jYPdzKXo+Y25dU2q1qoaLwqKz1WhqKcP3QbPq0BvgJvPXISdr2hcu2m -Kthi2XT1Nye2LMsU0VYE3yP3NO9sL0F+dcc4jc+5IkWfPQ8FjxahQc/sQ5s9 -StH7rkc9vjI5aE+uXBSn+CdUvSX+c8rjVLSR6tBjaNaKmpxvHcp9+xz92l90 -vSmsFa1+msrgMMIOjXbWJlrRk4oLz5XYniMWqqSU1Y425O3Jn37aPhYZp3Yd -WmtvQ1XR1Ze1pWIQSwl1hvauHekfP3d73e4ZKv/vkBJDsBNdyryTJa0ciFgv -H32de7ITiU2kRq4nPUFXm1aV7up2Ij4bk1zfxQDEucR7md+3E/UrxnmE5fij -cOPZiseDnSja5kkzjccP8cj7Wkokd6ES3++ritEeKOyvG9epsi50VC36wpD8 -XbSp4/Sqyrcu9Ezlr8cAww3x1kjm2K12IWknHrklORekmNKBfph1o3viOw5f -JaxR1xYlvu0e3chsjpTwjO0WsonzFT3/tBupZ+acCTa0QElUa6HCD93oWF+Y -t03LZXQyh5d9qqcbOYYErrVf10fdwWFSx2a7kV7JcIFLnxq6f7/rtTNbD3qx -dSrcY/Ak+n//7yv/f5dLRNg= +1:eJxd2nc8Vf//APDKKIrQLj5FiUQSpTLeIUrZUWigCCV7R0S2bC2SrOw97pG8 +UMrInvda1+XeW5mlrMTv/f339w+P58N5vM/7vM9rnceD4G07PYsN69atq8E/ +/vf7v4AJXdJ/Pein1/Icj6BPlUbCPzIrRw9iGdll+ihEGpTYSpr057rRROkn +Y68AFbDq3shY/dKNGmq/5Lt7X4E+EyNWL4duJHR2e7fjgzsgcTRxZE99F7JY +aBB9oOkEHbHJPOO2nSjL/XqKJ5c/BBqpE+Yv2xCfjQX36tMYeDbi6ukQ9gkR +cUoqw7IpUHpOtCjEqAztj0j6ti4kC5Lfv5t5UxeINh4IyPpUVwDhlMPFDhcK +QXqq8NiRD8UQ7LmTfyG8EA5qcR3p/lwMW2pz6mw7C8Gjjt7t1l4MGUpf6mVu +FkGGnfn5rLFimOSpS93nWAz+Zv+9KuUoge3fPlfrvywFXa/GoQf6JTDpzuXg +PESCHWeTa+3HS0CN78KYTFINSG59OP1tuhROqFpsYKmrAdKClrndQimcjX28 +pZFeA3KHzYKm1koh27d0VF6iFgTMZ8jtPGUwk8wS9fF9LfC0xHdInygD0QW1 +FY2+OnDYELfNxqkMlJbNtulsqodu3zmF/Jky+BWlErPvaD2Qn9Vlii+UQb3y +wZVhzXqYPijITFktA1gYjNKMrQdRY+cxV65yEHx3prpR4DPkVY+uVImVQ8S+ +F6KKUl9gfOD9l7o75bD1+ne5XXqNIF1u8fBDWzmUJX5xUHZqhBMnNaL29pZD +Bf/9IYu4RvhL/vvDbrAcKvvWX43vbYR240hXlu/lMHnG9usz4ybYuxi6qXV9 +BXzKV249aNYMn8bOHfklVQG+xhThu1Yt4C9K/vcovAKELU23vwhugRSquTgz +ugKOFOecrstsAd67Sg0XnleABEuM0Nq3Fkg7tqjx620FmEe/frjPuhXcpmvz +JssrQO1WofKwZRs0KMt+dxupgM03b/N9LmiHCmY0+ilGgidaFdMG1e1ATd86 +zi9JgrcPXCxpX9th1/7bO5SlSfBZRuLYz+/tQLteL+QhR4IaRigP42AHzNEM +2F9dJoEbeVVU4nkHXKvfTX13jwTzSw2Zxx92gl4zp/XfVBLMvlHh0w/phOXT +r6uM35Eg0klkt/PzTojwjoaSbBKQUsWWsko6oUSbtV+viASVIvt5piY6QUFn +3EG1Gu+vuia6/XoX3O1iVfrXSwIhEcbYljPdIP77/C5gIeD0euXRiQvdQPsQ +eTSCnYC4Cg/a56vdILyd658BBwH/EV6z9s7dIOVkOdTGTYDz1o6z8QXd8KlO +tMpmDwFnOUqC/xPuAT+fcFkNCQJy3339+EG6B4pX5FreSRJgIVS3wUi5B7w8 +78muSBGQlXsu3N+kBx5SD0VGniLAaXt4S+bLHmC7fsHFFBEgJHWDQ4arFwgC +WeZqE/A7Vtovdl8vfLg+9ydel4BNXYzV6SO98ES3y979CgHsDCrLK7Ve2JnH +IyV6jQBVk4PyNT69EClrxiZ9iwDlNHLX2tNeYE7q7x83ISC4/r6dXGIvSEba +SUWYETCaeLA4g9QL6xcEzreYE0BOGrXQ/NkLB17FaC7cI4Dtsyv/g7VeeH5n +Ws/ehgD3RmZvMFcfnHH0v0F7QMAxi5vXSo/0wUqEtV+RPQHUmWeBA2Z9YFyU +o7Ligs9nifPGgF0fjC7pxyu4ETA4bHyyz7sPBF3NFtzcCZhVjJire9kHnxfh +V58nATf0VJLudfSB4eH7P8/7ELAsu5x/a7gPTrFxPVTwJeCW02s17Yk+qAts +ZDn+mACXiUzOw2z90CEft4vFH9+f2kXPOt0PKfbh980CCchxnpLwU+2HAQcB +XrEg/L5vza1c1cN/7+6CSey3Jz5Jzt/vh5Wr7xVMQwgoo3p843zTD1ytrcNr +YQSkC81bfsnph3Fb2uyLcAJuVt6y9SX1Q1G17E7xpwTsmfi99VsHXr+28s25 +CAIOPBHKeTbcD6RWR/Y67ElH+RaliX5wV3gcoBBJQJfuyYynrGQYmiV1CEUR +MK20/eYxXjIovbd9G47dGjTyqlmADFO/YiNmsZ0OPjexECPD3mC7V1rRBAxv +l8v5e4oMyoUXP2dgc99o9o5QIQMf4+62JWyWpQt9AjpkuPid1181hoDqicKK +rBtkqK2O3hmOrSDDvv+ENRkMCo+1fcX27bzAVeFChkYNqfyNsQSEfnbxO+1H +hg5LWqk8tjFP1KPyCDIw9oSN38eeKni2XiqBDFdqnBXjsdXSQzZnviPDtn/f +PpKw785aJe4rJUNDuZRrL/bFaJnSsBoyvNv98uo09mzQpN7iVzK4xFjfXReH +32d3lLsZmQy2/VMZW7CjXQWFv9DJcGrMfs827HDbJMMjv8jQNKMA/7N61cZt +watk8PJJfsmN3WxyU3+MkwKt18azWLC3G73hl9tFAVc/g5+/8P0EM1vuRx6k +gKbmOYdB7F8a35SokhQ4cemnWA128IWZJAl5CnBql+1PwmY8p/m5XaRApgtZ +xxWbQ7Fu6oM+BT7sy4GL2NNnIkbWmVGgi+b2YAd2Qpia4bkHeL3Cp9cH8Xly +SU9c8/KgQH/u2bDX2OePew2XBlDgjmrLP0NsRf+lie/RFNgsFlfKjb1e/I7v +viQKhGsNF1bj9xckRiSoZ1Ng94/lOSvscVExy4Q6CrCVfr+Si+OBJKq6C1op +EPn2upMqtv4jDa0RCgWuPhkZ7sfxRRE7oLtjjgKCYSZvpnH8uaMvF6dXKZCn +SPZ2wl6O/vf9I+cAjHRpMn7h+M2b3XXEQmgARtkOGI/i+O5f+fv5+LEBuGO7 +bKmD/UPNjnvpzAC0ajeyVuJ8IMWxvPLRHYA3ledmvUJxPXxxaFjh5gDYrVgq +9eL82U7pbl60wuuJPD4shr1u11ique8AzGuHFNXifPNzK1fbXjAAH8irUwVP +cD7d0+2rqByA+wW164dx/u5NeMhr+HkAHrd6lbBjK5d7+0UMDUBV8tifCzjf +FbtOX+vaPAj6P8r3hHoTcKpMU+bGrkGQL/M+99SLAJ6en5WjQoMwaa63Newh +3l8r8xPtzCAwQSbb1YMA+rvQ5irLQfiv3GCRC9enZfc9f8ScBsFYd4M/wwnX +2yDZhvhHg8AaPgqEI45HE8H7ZvGDsLVUy0AH1zevPzmp7XWDcLoyik/xPn6+ +qsQRboEhyNk08pvflADt+/tTLogOgf7lYbm3uP4GGEpxe0sPwbWIQPUDNwl4 +NblhbEh9CK60LHzgNibA4e8NHzfXIajZ7yiZh+t5e8mkH2fbEFyvOHb1pyqu +T9zypv8oQxDZNMDzV4WATNNs7UnGEOxiZn5YVSLg9o8x8+rVIaCfV/89p4DP +N67JSvrYMHTaKrI+O4nXV7nbaxo+DG/zqYcqDxLQxpves/3FMDRlZTXeESTA +um8D81PqMCyLaj/cuJ+Acxf3ndvzfhg2E983K+wlILEGmmO+DwP1+RNeMx4C +Vjf3XWxUHQGfwUjRiL8kmNBku6eoOwL1x6ItyIsk4AnSe11wYwRsOz2b/psn +AfuI+tlApxF4WtHN92KWBK+FczVZ345AYNKVlvN03P+5EEXl7wi4ovVWwS0k +PFdpq1pdpUKX5j/ZTy9JYLPr057A61Rg/aP9LOYZCbZyXDudYkqF3A4y141Y +EjQweq/03KPCIssZLWo4CTjDFVlFfKjgm14pl++D5w/vvEvu76iQcU1yo5k5 +Cfatcth2zlPh75fgq+J4frEqVwwk/lJht+K5RNPDJBiwif6WtG4UWnsbRKOE +SHCyOyrMnHMUhE9t5R/dS4Ly8IVLAwKjYMDbGHtpM95vmnmB6/lRuGtguVlh +ogIUHT9wW0SNwuude5Sz3+H5iqZ1wDN+FM56H5iZSKmA2zEmkk9fjcJE4341 +0aQKSCtZVc1LGwW5UO+lqLgK8F+SNughjQLHB45soccVkBvj+fcTdRRucs71 +XDSqgJxlN0shSRr8yT7+JI+tAkKdfoouSNNgUOj2tovrKqBY/Aez8TQNxOba +goeWy4FsYnTLWpkGGrl/JZZmysG38ZhElAEN8v6jPpsjl8Pp7DI974c0cB8/ +FDGfWw5X30p/6KmnwQ6+CU9l7XJ4sPqpTr+JBq204Goj9XIghXr2d7TS4N6L +Fj0blXL4cVxP5nMfDaZYk5z9ZcuhpqQk7/l3GvgmZLZ77Mfrx6J3Q1vGIMMq +ISB4ugwMCM+yP7pjoPuRv/FsSBnMrUTDqatjMC04XwR+ZfDJroXsYjwGjcle +h895lQHbWKHi9O0x4DVfXyltVwZLa0eavjiNQWIkB9D1yyBnG50pED8Gr2fa +aK77y0Au5ZHi1d4x2GQxmm1cVAqV82XC2yljUFKf+6cluxTqlDNutg+NQVJT +QZxCWinY1BaBCn0MxGK8enifl4KwkbPGzt9jsGdl99MIr1I49etd8D3ecei/ +IixOUSuFhqaGsLZL47Blt9rsp/4S3B/3h17TGgf2CJ+q+o4ScNE8Rh7SHYeW +ZQXuj00loJrvZk03HIdAlkcXS6pK4BJnuR717jiMRT5WuZdcAr+Ojl4I8BuH +3RdbC6QtS6B0x8+qMNI4IHuly+hXMfBl22YLV43D3ltjsyd+FIPjv7jEDzAO +opxUQohWDIqjAxHMz+NQMz35Yb6jGP4l6uUc7BmHGT+3z/ZFxXCAPvZR/uc4 +hH7nSsi3K4bZininXyJ0uBqbcs/kexFUih+d1zhKB9+968wGqEUQZGrtnX6M +Dn+3y7y/0l8E4mzUlzon6RBNl0s986UIkpTLOSOV6XBl/2tPSloRHI5g/5p7 +gw6Jjj1cjiZFUGd5Cjdc7KdGHBvxd99bkaK/ujF0SHdmlcltLIQb5sfsT8XT +QfiouqNWbSGY6x8/uvyKDg2Rl4+HFhZCNbfed5sMOrx0naQORxTC88ktgWtV +dJjRaQ9dvVQIFA1TJfI3Olg37HNS9SsAkUyx48ETdAiW4RYbsC8AHd8F85PT +dLhRb+N036QApN+9SA6do4NKCKPpoXwBnG9bNDmwSgeYPThxfT4fwoKPry3y +MaB1q844v3U+ZL/xhltyDIhyfnibuJQH12UuC29WZIDQ6VQRYdk8oDgeelJ2 +jgH89LQtYQfzQG5qSZxVjQHuYr4XVFdy4Vnf8aMhOgxgNy5YcsrLhXy/VrKU +BQNsyqr3VHPnwt0TjWv/whlQkS/97mBLNuSt2xJkHcmAzkCzlgFSNtS6G2/s +imYAo0wnKSItG3Tu7p1784wBm+bHdMcfZgO77GE3wWQGaGxj9dQRy4bO/AdS +H4sZ8C9APVkyMAt+Lby3fdzLgBBv53GRs5lwnr9xQ0o/A3xX1M3eCGeCY1pC +Sg2FAQ6cvEp8vJlgTY1iWxxmgL3CzrM/mO+gnL3KUJvJgKuqDwPvxL+D3i07 +ZJIXGPBd00rCZyYDxNY6qpt2MmEooYDulpwOYm/CmnN3MyEuoanrTlg6bEzl +HA/fy4Q56evZl13TwajX8PSF/5iQHJEouFUjHUwmTtqmCTNhwJyZZ7GQBjOt +v7jXyzBBvjv4m75mGhzycjukos2EG3vZLhrNp8B/m5/GNukwoefwllZ5Wgq8 +WH9RW0ePCVTDnWcEWlOAUzg/96oBE1Q/jzZ3p6fApKrcmtZ1JtjW7zu/3yAF +3s0YskzfZUI3R4P3oZK3sEx7G0T3YoLjEyu+TQ+SYcrMPOzUIya0LnkORBgm +g+nFrwMBPkzo61Bc4DufDF8uh9/e78eE2LUXMtv2JUO0eMtGxSAmFDenaX6L +fgP8V/WKjkQzIahFrM/lYhJwq9/zrUxlgmWwL/+3ogT40TrbPpnGBMWL/h59 +TxIgxrZUUCCDCUoymyNrryWA8t9fH90ymSBwuo898N8rELqkuXlHHhMe7Mjc +33HxFUx8cE2fKWMC/z+9LLfhF+BCbV1aX8GEX/td8ncWvYBGfnMtPhIT3nhP +Lxb6v4BOmuqieCU+/+hDj/tEX4BVGkPrUjUTSt9dN5hyfA4v/yVuFP7MBJfW +vI8q7M+gveqzya4vTMjvWEUJ/fHQGS9B2tjABI73RMR0djycjC+2pjUy4cWm +ys/B2vHg0/iyzacFP58e54vwF3GwZ9NQhnE3E1RYmz3IR2Lh3tAp/ygqE9hO +OG37rB4FO2+WCciOMuHD/HoJ0n9RUDKzY3kAe/cz4+PazEgATW/3A2NMsFPX +XffvbCQITY2HxdGZoLPxU81e2lPgJXZxHfnBhE1+/ib3JcOg2bKivgR7IuVk +0DpyKLgcOVMjP8GESKHS09F+ofCaTvNUn2QC6WOdY3pPCMgqtbFrTTNxf/3e +++phMMQGbPZg+cUExLJ7tf5zABjf+artiN39SjJgr30A8OnbWY1g1y8MeN3f +EwBXba+blM4xwdAoZ2GDzRMQCfx6R/0PE2r4Txdw8PqDy9/X6tnY7Ns2aatU ++kGpv64DxzwT0uJHOz3u+AFby63AOuwPj2xrhsoew09lvi/7F5ngZnnoi5+x +L3zW/v3eETsQOe9LZ/GFcDvSr4/Y6PrziBAjH/jBZAibLTFBNDy9evGfN/x6 +P5gSuMyEt7XClxLVHoKWaVtGM7br2nAs8cITXu1Km+T+ywR9vRKnzh8ewA5z +ClHYw+qy1gsR7iD28+iC9woTdkx56/P2uUDxQsJSCfbpPbGXPMRdwNv1gvY3 +bPtf56lDj52BMqjz+/I/JoSnmV17Le4ENp/yVR5ic11VtFt87AjnDl1kZGI7 +3kmI1elzgEINCeE17Dvw3nbxsT1o7PCoFVnF+fV9rCIq3w7Erq4r0sJ+k8of +cNTIFvLO1YY8x+4Wr+3Qy78Pej+WHQnsyRfbq0cM78HZLfYFZGz9YBY3KxZr +6CBtEdqxxsT3CRC1NbwLvioyhsexRdH6iIkNFuCg9nxUHfu/iR8vLfLuQFrt +yWoz7H3nK/wGr92GvWVbp92w48wGHulsMIOuA8IO4dgLiy9C/I1MoJXV9cIb +7JfktR1m+Tdgs9kGh0JsTa3erWdZjCH0ZNMUYOc6bxznNrwGmn4tH1qwP758 +tDaSqw+6F7aMkrHPnRRpy1uvBy+eBF4bxz7aSPb5masFgmflBaewhb+6evtd +VYcpSwnF39isov/st647D8tcxvlL2Bo+IVYnrijAZfE6h3/Y3TKXlZUyTsBw +nUXwGnZCV3WYDH0/lHac//U/S3d84lZ+zYaaDU0KVrHHAivtz9aKIWHDMviL +zdE3tSWK6zSqa1M7uIBdujoZgG4qoWTYRpnFdq0nnSstUUO1Ivzj37Dz1Dfc +FObUQMKbTJVGsI1G3NepF+qgZtORn13YAfXXsryuX0ElUq/+fMbmO3JCPo/9 +Khr2jNIgYW/z4degFBkiDfm6+XfYX82P2rDcvI7+ukj+jv/f/tOcJEU33UJT +Iv3n/bDvCgRsTzMyRUJ6Vd9ssJUlNrhKFZghva2yYgrYsi/ln6oYmyOtlJYv +QtgOX7b2fimwQGF5b0js2OF3arIuslmiVvH52EYcL/vFmbtQoTXqTvZ8lInt +bOmsWsp2H+17erYqAFtFmuuQ8HUb5NhqIyW3+r/6GL13ic0OPT44YrUNe/p3 +Ey1Pwh51zobPfcfxrOg5kXqj3x7J/X61IQbbK0hwpUjCEYkn+W5sxflS8kSA +80y/MxqO6lWKw67eqGelEe2C3KUj/A2x52QvVV6/5IrMgoUEBnA+XnB/nP+g +yg1xOIxkNuD8Xdz/l/N6sieapyn/54N9R1nu7CWjh6iBdVOCNPalMfkLMnxe +6JBhRfYzXA8KTYPtFv29UaFCtpAqrhcnFU4+S5L2RT3H9nVNLDChzdmuei3S +F422TYVGYcsuRzfdnPRFBYIknm5cj7xzd6rzpD9GB1hHnVVw/TJz7FvU2OmP +DD/5v/n4kwmfKuN/7lgMQDMlWz9fwi6ReySjoB+IbK/8m2ubZUKztY+qaWEg +OpDyz6J7Bp8Hm0n4S6sgZPQoJqV+igmpgRlfevuD0aETXI/UvzOhSLCy3oYU +hiQOlO4t+obj0X7iy8Xt4ei/6qrqndg39ZL89tuHo1KOOf5BBhPOi4sPVok8 +ReUjc1La40xQT7Q7W/YsAvEFqVX3DjMBOs2rPhNRaHGDgthR7JzmSBH38ShU ++qBm2HuICU6p61sPb41GZVttBf8bZMKJgpjCh+bRqC3AnOsSmQkSpbc2smyN +QQ/OVvtod+H9OxZ3Pb4Ti5pT/Z2DO5lwim0xgyUiFq1b6SmCDlxvNy6c9yPF +oll3QfYj7Uzond5Q78IVhybTruxgfsXPmxfAc7IiDmnUH2rlwf1VX+RKATfn +MyTIT1w+Vs+EFsoMzUjmGWozo/Be+sQEbelh+7e3nqFC4qObVx3OlycJPsIl +z1B4glT2V9yvV5e2pa278Rzli3hm7cX9PvKLFX0l9wWKN6vmfYDnh2zjp6cG +LyegdALNy6UzIeuCn5uwRwLKfP20dxOeN4bXIi2tMxJQEEdkaOJbJviKGEiN +rktEGfaiNTmJTBBkSjlGliUic68yM+sYJlhpho4MCyShqZDTj8zwfMQlWBfP +5pKMDEwvD854MkFrV2WIRlgyKqwTO+XlgftVCfuFqLfJSOGo9lCEK65/5NHN +3K3JiBR2bCnBngkjoQHKtMNv0fHQC5YG5jgelVT9v/e9RUe9afyql/A8s3DL +WF82FQlUHmO8usgEP71xcr1GKpK68/vDtBquj7ESJOnbqah6aeJFlAoTRguN +fVmfpiKb0+ErVfJMaPLQa/KgpaKdK1GepGNMGJ/8lVQQnobyEnN0z/IywfqT +pMjR4XTUfVP4h+5WJswcFHhwYC4dCYTtjrbkYkKlUkY476YMtF3sPudTDjyP +hf2+wJTKQM89arNr1uN6eu6+nGlABpq6dSKl6ScDshkNLk+OvkP9ysI21u0M +EKvWOu/hnIluhzhNW7YyYHB62cQvKBM11kyC+VcG7Jd/ahP0KhOJbzDVMWpg +wK0ItssBNZlIrU1d5FgNAx7wEKC9JQu1xojlBRYwQKLFMpE/NQsJw4E9c/j7 +wHz0feujlmwkL9ji+z6UAYoHxqPWRrLRcec0Wb9gBrzlMiY//JWNcia7Yjif +4O8J1u8zd3floHmRU2vsDxnw8WRZL7tZDhr+srEw34oBh6Rq0+7N5aDl3BEH +QpkBJ+7Z7MvZnodekdnFduHvGTcJE+s9onkobI8I3VGBAf480guP5fLQ7S49 +80OnGSCtW1KrdDsPUY9dC7STYMCd9FeJDwvyEH/ANqOMXQxIfysJ3RfzUUy+ +8ZlnP/D3oZm2w5prAbqhmqZTyqRDkAHrm7yQAuQ+w7jXPk6H7ILBQIPEApTm +fS1zwwgdIsINnGNqC1DzY7qadhe+/hj7ESpbITI6UsYX8p4Onx/clXPWLkRO +f4Toj0LpwKZVW3qYWog8dV+8jwmigz5f/n3vb4WIT867N+0JHcwibkh0zBai +2fJ48sdHdHjeo9Fkt74I3dVdv2PKkQ6N5ulyIUJF6CLvR9NJYzrYJa8LPGpe +hNqrZi8nHaHDpg+btgrRi1Br07VCz8P4+h2ZtJ1TRejG3WNGBgfpEJdSHbbp +TxE6rCbmziZAB0Zi0TUaazFyz7wxocNDhyUxo0y7Q8WIazEnI25+HPKMHlbO +3C5Gq3W/7dtq8fd+vPpuz6Fi5CiarBdQPQ5Ds6G3qePFiJGxMfTM+3FI3apk +pzJZjFqmOZcTS8fh43lq49pyMYrNpg1rvxuHLIuPhrq7SxB7Z+97i/BxuLTp +5pOreiXoMbWjTtdgHJw04/SHP5YgusW6G5264+BcLz1HbipBF1gnLulqjcPz +BZmDnR0liDP895FLF8bhvdh5KdJICQr70j8pcmYcYivnKMZ/S5DDND0gln8c +Mr5s5FmSKkW9f/nYjtLGgOtbpnlEYinyOSQfKDw8BganmhLepZaiRa5HvP9R +xvD8JRFZlV2KrhzUUOPoHAPx5C2pZFIpKrnGe6ShdgwO3DJXp3aXot1M1MVM +HsPzkdCYwJYy5JUsUZl/cwy2vZiZ0HArQz9oto/uGY0Bt5zNPNm7DIkyGjQO +GYyB9Ou9vreflKHNkl82xmiMQfOaB8fd6DL0sGly3kAOm08LTuWUofWig4TP +7jFgo1jx/BsqQxnelzuNO2jwRYEqwHOuHBln1KoJt9Bg3qpEIFW1HDG0Ndmn +G2iQLVP7T+pyOXosnH7Xs4YGQ9t8DFWulqMmytXcRwU0eKogqSVjU44yHtRd +PvmUBspko2+az8uRr0wlxfgCvp70TNfgRzna6k4tmlamwXhk5QOzmXLkKs/f +7atIA58fm85a/y5HDRe6l96cpAGd5/jQ/dVy5G2l1tR4kAZZVmsHFfgqkFTn +CZ/mtVFg1qy35D5TgT6oiZ8JKh8FR82/lmb+FajM++Zr36JRuCUTKqcUXIGa +lfeuc88dhfWvJT/ve1qBLrqdqjVNGYX8ugtLNc8qUGzIktTeiFE42vc4pTmr +At27kt0ibjEKd+n5ptTWCrTdq3yqnXcUDoPn8+XtJBThanQwdMso1Icsl0ns +ISGhtaBrShtHwbfkns51ARJ6Uxn0PmuFCu8amn6mC5PQdwqv420mFTrnTEsW +T5LQhxqdl05VVHDXj38ZY0BCtwU92rdbUEFrnxIKiyIhZfJA4oQJFWbt9sq3 +xZJQY3dYVo0xFfRdLspyPyehrmdd/hY6VHht91XI+zUJNaltkH8lRwVZ2Yz0 +/7JJSOPqYGUBLxV2zf7ZbldHQsUXt4Xf20KFrdPeF2/Xk1DNo+evD26kwtAx +gTs6DSSUc38ri+DSCKgZUi4ItOL13nC/ym4dgfmsHxkeZBKStGSn7/AYgfJF +Ng+5GRLaWMsffcV2BBZlxBwGf5LQ8ZSWD0/vjMBqo/kZ998k5Li8+mJBcwQq +D1rIJC+R0McNyVffCo2A4L6XuUUsBAp0HJjWaB6Gxnstd8k7CWSt9CpNr2YY +6jIvlx3eQ6DE53MU/bJh6GTyf7DdR6Blskuj1pthoO/imZveTyD3clLebqdh +KKnJbS8Qxde3ysay7h2G5tYju06cIRCf3nIo59ZheHDPweuAHIHWOPYe5mId +hs8yQwSHAoHO73JQ2zQ9BF63Byq+niOQwztvyd7aIbAziU/YfpFAt5J4Utut +hsCjemAg24BA160z2pNvDkEgd76w2jUCtVq9fPtAbwgsnr47MWhIoP1szyX+ +yQ2B/2J/1OJ1At0tmZ2a4x6CI3U1Z36Z4edl4LQqHYQPWz7u/WZDII6lQCdK +5iAM93L/PWZLIJZzmp4OrwdBJ6wmxN6OQKb3fzrEBw6CVKpE3pgDgWpkX3CU +GQ7CPeuD30JcCcQ6/SNIRnMQ3pCid2W4Eaiu/1VWodIgFKztm6hyJ1DaZb6+ +JLFBgA3mHhRPAvG+M6HorQzA4H+T3D2PCMS/PtGpYnYA0j/elvvsQ6CEyJOF +u+kD8Ki0cn2xL4HYL/lu62gZACj5c9XDj0A+Ms5+e94MQIrs4trnAAJdPPHq +1J3YAYh43dcXHkigCHOBiKygATDf+ABpBhHI666ciLj9ACRRMkkfgvF+qT3r +OZQGQLFmWfJmGIHCF87ZysoMwD/yQSnWcAI1WfExzEQGgAeJ1KRhWxl+W8jm +GoBN5dqPO58SqKF3Mrpx3QB8YkOFJhEEGs6/Jjs+R4EC/td3GdiSNqZpXBQK +LPco3KFGEshSd/U+fwsF4mw0M65EEehq1Aa8MgX+Flvcq8FeEX0gcKyEAksr +U3mHowlkuE9xo1QGBQL/aNoFYt+zdFmRfEmBmaSp3BHsE1zb/omFU4Cid9Li +RAyB8rfs4hDyoYBt3dNnj7BHLR4f2OFIgSvzJugTdvNuPRVWCwr0a+24xRKL +41s4xGHmGgVYn+z6KYddG3Y4p/cSBVLS2+cfYLdcFpslFChwZ1/Og5fYURZx +514ex/dP49Wvxt5ENk90PkiBBSO7zEHs0xkJLBo7KaCeLWn9G1ug5bTrfg4K +TN6sjmOLIxChKf97+i8ZJOKDjvBgc4hmeFdOk6GmYUF4OzbfDVc+v1EyfGp8 +GMyL3f49t1i1mww/an21N2GrdKjfYvtCBhdpZ49FvL4tn+aOWoIMVksfWWnY +Wnnlfe65ZAi4MDzzCXvsbWC6+BsyuGZLnXmLLTVb9WgwmgxfN0qMuGJLvzC6 +E/yEDPuTEFUVe/LljSvH3cggyUY+y41940+9Vrc1GagS1lNt+Px8s+MNnG+Q +4fZt0/lQ7OtEsyWPNhkU1CT1EbbM+L18eRm8H+vdm+Lw+5Fe1037epgMGgU7 +rstgM11ShYz2kKGnqHClBb9vB1uXTxar/dDRHSI8hePjwk+3w4zZfphozMty +xO5uocbeHusHQWE51584nrji6FHaDf3wKt6MRsHxV+X9+EBNZT9I6ow9UsXe +X+v/XjyvHwrev7mZheOV0+D9tuXoftjS+XrgBo7vmPTZduMn/eDxp8ktNxSf +r3b4ywrXfjjynkPnTwg+z6J5DYvr/TDE8jzfMfh/9aRetlyzHzR6uqTe4fwZ +91iWYDnXD3/oqz+6cX5JZz2Xjz7UD+8vrVvah/PPSD6J5j3VB3bVTEPDxwR6 +xdfGlkDtg5VT75otcf4qnJkvL+3qg49Hx9QdcH4Xu4l8HCL64MrtkTuO3rj+ +ETv82QP7oP6o6YS4B4FS+JZ2bPLog84v7s+34Ppxu6rzFLtNH3BlnFBl4HrD +vd5aaFG3D5bfv00OcibQNm3Bt8UCfXAuS/CkH65XkUcrUl/w9EFMw3yzFK5n +NoYqMg9Z+mDIPtV4ANc7vVTFtZPfe+EMKdWY/x7O53818n6lvbC6/cRHA3MC +WdT/NnC51AuMun+H03F93Z05I3tIoRd8n2dmzeH6KzlAfdcm2QtGbl955PUJ +FHQiQ4p/Ry/8sS8KqtQhECO9ajJspAeSnt+af6BOII03u9d/duqBxV2pzXm4 +H7QPhqekveyGdTf9NobsIJCjvnVmdWg32FLUigf5CJSxxT2l+2E3XMm5wnqE +h0AkRXGn3ze7IVvn2oscTgL5Zc0Esgh1Q/pq7FXDNdwfX9LcTLK6gCP15agW +k4S46e4+3GWd4D5+93d6EQl5277e/C69E7ZRfxVszichz9O/w+SedUKdOu+4 +Ne7P+yJOWxu6dYKaj3rh1lQS2nKO/5nZmU4ornpVuC6OhF5XaxNFVR3AI1jA +6+ZMQs6HLYXVa9rh0ydHxxxJEop59Mwru7Ad2EuyOk8cxfNHpdnUxrftsFL6 +pr74MAnFDjTvq3jcDqoaT28l4nmk6st0DkO5HU6SaLI7N5OQZejwiR0hbdDx +2sgidbwCmWaV6TWHtICpODVjb0wFygwjnelwaoSXxnrMk73l6PTC5bcD+o0w +kSTzVrW9HIkf00EjJxvB++mTJK2mcqSymv1f50IDbDX1MdGoLkdIJPve3YcN +IJ1gNzKfXo6UcYNWf/wFzi8XrLA7l6MYvsKMhaB6aMg2/7ZlcznSPd7Tu+Bb +C+MdMeaeh8rQpQMhjRE3a2FJ+NaiBH8ZsuowqRU4WwvbK0yMyNvw/OrmUnNw +rgaMD1s92sVShprblFbazGtgvNhQRmq0FEXZfejWe1oNv+I8tckJ2HV6SjWb +KoFTpfnab05sGdYJoq0Qaiz2Ne9qL0a+tUc5Dc86oKuy+x4JHClEg65Zhza7 +lKBursc93tLZaG+OXBSn+CeUMPesPvlxCtpAs+nRu9GKbjibH8p5G4d+7S+8 +2RTaivrrJzM49LFDou0uEa0ovUQj7hx7HGKlHTtuvrMN/WezLV32XiwyTOk6 +tNrehlTdPxhcOh6DWItpU/TUdvSjWu7umnUkKvtz6BxToBNlVNhkSikFIDaD +I0k5JzvRtcnUiLWEJ+ha08o5Z81OxGtpnOM97484F3gM+Lw7kd2xZy6h2X4o +zHC6/PFgJ+I6FdBM5/ZF3PLeZhKJXYg97seKYrQLCv3ruOVUaRdyuhRzeUje +GW3qkF1R/tqFPp5acRlgOiKe6mPZ1itdaPu5rXILcvZIMbkD/bjRjfpUdx2+ +Rligrq3neHe4dCM6nXgRyX4HWcZ7i5x/2o2onjmng/RMUQLNQqjgQzfi/RXm +YdligE5m82yc6OlGYzcCV9tv6qDuoNDjR6e70VLLSL59nyp6+LAryY69B6VK +Toa5DJ5E/+//feX/D0ViTXQ= "]]}, - Annotation[#, "Charting`Private`Tag$124094#4"]& ], + Annotation[#, "Charting`Private`Tag$8720#4"]& ], TagBox[ {RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[1.6], Opacity[ 1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" -1:eJxd2nk8lN/3AHBJZQ/ZKkmrbBUqa25kjRApKRQRlWyFlNJiyVKI7Euyh+w7 -Z8zMI5UsWbPO2NcZn7Qo1O9+//39Y17vF88z9zn3nHPP83rZZedq5sDKwsJC -wj/+93ng0gvyjwODaOYCj4VzcUgdX9uq90buQfS+tOBjPekE5BczqrYzB9D2 -7tzV0/WmQCNsh8zLB5DqxtbiWxWX4ba0d9EfzQFUvXWTfXGOG6iP+z7cfakf -EWNoSS3cH25u6yH1v+xDY0MpVo7nIoAtcqB9ga8bpfG3+El9SYXmrqXTsVc/ -ofUqz0buaLyDRZZQTTvvOnRgZGeny0Q5+JuEoG7L5yh8JbKTX70W+FoV42LL -yuEon7JAED8JLr9p9jXgr4B1hvaWHVtJwJf/Yv2MSwUwiAQrod0kCD5ftum/ -/ZWQ1cHzKkSBBBHClv1746qgL+fQmpQ5CdyOcuRu966FKJ3Cg8dfkkB/hf1n -Ov7sjvuBangbgZ1i81T3QBNYhPAIqSw1Qlyx/Ho2yybQVTIPDP7TCMu3ztdW -BDUBycevq30dGZTPJfauTDbBruknXEZ8ZIjuYSOxZb6HIvlQlgVZMtBSbEz5 -d34ATmQ18/UqGfJPy7kKcbWAjFEhzbGNDHHCVqK+Ki1QMNI41dlNhkuFX/90 -XmuBQouYeZVBMpw91XHjGrUFeAqKlhanySB7JH2N2+8zaLogIS5WCji1faSZ -zbfCqKLMy0UFCnBGJX65Sm+H3w91fwe9oEBr/aHXj361g7Hm2sRqNAV8nfQ0 -4nk6QMvJUeFGAgXuq64br1LpALYBb4ZiJgX0O1KGqiM7wHs/mc+rhgJ9Hx49 -I5/4AqQo5+n6MQqwTE1SGAmdYM8ZaGAvT4VbzFk7h6JOuJpidmzjMSo0eXm0 -9xCdICFemZGuSgVxVm6RvMVO4DqcyNl8kgpxXM5mArpdsPxMaithQYWnMx8f -zTC74Iqc3tFnPlS42iFHKUE98NQHbdOspsLGBgONHeY9sOXbSlxXHRVko5KO -PHHsAaVdAy/sSFRg/28ySjO8B27nZs24vKcCyzNe4eD+HrgVuP6aVjcVvu/K -PaZ+uxd4g+XOjTGp8O0XF/1ERh9cKFz149pFwIluNsq2yj4QGM77wNxDgGDC -EYnFD33Qayv2tnU/Aaf6lY3CmX2w0MmjeF+WgOUjXdcjVb/Cmmus+yslAqzM -z5FJbV/hv0c+fs1GBBw8Etxf+7MfbCXLHkh54uvzWXtfcA6A1bXgrVF3CGj6 -bvTERnwATgjc9v3uTcCXn6ZzczoD4PEx8GXWfQJ0Qfh3U/QApGy+rEMKICD9 -SjzXA/lB2K4gCR9fERAxwrdhTXsQwtK/mrbHETAoZ1noZTkIGT+T69oSCAhT -O8dn9XAQUo0dJetSCNDezidAbxmEl+uNXQyz8PrmfbkXHYcgZIdhj3YZAYuu -TNZtvkOgXL6UNl1OACdVMVcjfAgu1KxcCKwkwGZIZoNP6RAkF+knvash4FLX -1z95/4bArLAhoJpEAOtAi2uewDA86NKfkiXj60teRGfsG4aYNW/NBAoBsh1P -F4INhyFBnjFu10RAS6fsEH/sMGzsd+bO/4TvZ53SPpk7DL9jDM4zW3C8Kkc8 -K+qGQVTvQKZsKwEagx0fdEaHYS5AyCSmnQD/Wc/SvXIj4My9n2VnN96Pn/b7 -2tAIOHW4Byn0ENDeuUfvttkIxFdKi53oJeDVX4GEQu8R2PNLwtPgKwG+ou/8 -xhpHoERtcEVwCF+fenrmQOcIiCaf2zaL/SX+fqnz+AioliwK1AwTYPyNKL61 -ngZSom2vTtFwvswpxTfto8HcN5NNB8cI8FjW/3DuIA1qnemC/djtGuk548do -cOD3wQ2PxgkQ9pa781uPBnd5z0TBBAGtMVk6m67TQP0bi9+/KQJu3fzNfOpB -A71rjQ2Pp/Hz3o82YLlHg/5rM3MsMwQ46r3hXAylQZXSR24GNolVxONqNA28 -SopYrWcJ0P/1JbgniQYBm62mm7BHQ/dQSwtokH7ePCh0joDvMlXT4hU02Pnp -i9Yk9pENMXVBDTTIkb/9TW0e55dIDWI00WDruElsGDayl/Qwa6NBidcDhT5s -julB87JeGvyrEiXEF/B+Z/WPb6HR4Eu5kullbKlkiX3u0zRQK/3elYT94HOh -YMsiDVwVnM92YbMoBZTu/U0DglnYtpFBQPHXN+vuraND9uiI3hHsyHLOf60c -dHh4XLjhEnbKx+q3EgJ0qHC5qeiP/VW0eJPbNjrEb1/LScHWTlsUqN9Nh4vS -YzursAcu+3zeJEOHX5Uq8S3YaVb6SqaKdFDYISY8iB0dftn0lRodni1kxk5i -V/wmifafpIP4r2/i89jsqc4R243oUK61s+B/DvSzqrQ6S4eULXonp7EVYl6G -x16iQ+lU4OgwNs+k4BbcYEHNeyW0HVvYbViP04UOC2WNJ+qxjRQXZU7cocPQ -55/rMrGLDp0CTz86XJOqag/63/od5tdlBtDhoPOeQgfsjV09S53hdGB3Ppeo -gf39HkcMyys6/NBwjRfAFrB+OiGdQgdetbBcOo6njbfehFkWHXynPrW8xe77 -aBbtU0gHW/bTbO7YD89nfUusoEN/4sEz8tjndmix1Dfg9X19UTaP99NKbH/9 -QBMdXI9EHHqDvUA0aQv00mG75ILbOux7bk82S4/QgUR5ppKL80X5bPAzNEWH -sgAdcSNs9ffXQ+1/0cFiNenEE5xvptL9AQb/8PcHSb7dir3Klasrt2kUnEOn -HN/ifBU3dNjOEB6F7zyGPSSc3xE5Zoc+iY/Cizi+MG3spKepHFn7R0GrzCSW -guvhXtV5fotjo+Cw6l9SOknAaT6KhpTGKHgMvKLuxa6aDFdY0RmFsiKXw5G4 -niw2a7nEWYyC7mT21ku43vJN9h6quj0Kbq+sTWvouJ6SQl/43h8F9bZg443Y -166ZVag+HQX/NzzvTuN6fnT377myl6NANb+d2IrrvSusfTysZBTeF31D8QME -7G1V9DleMwqLR/a7kvoJ4Hr+s2OucRQqOS5wjOF+8uZZQp9mxyjIXdzyZFsf -AQzXSwqdzFHYP6edZ9aF45FZu+z+axSsewZMLDrx31v5BvD+G4X5hr3O5l9w -PiLhbyd4xyC3RGpFE/e3teX3IqGyY/A0LLZ2GvdHlgNbYsqcxsDcyfGNNe6v -IXrXGw+5jUHEaY9Noo0EFE5IlOV4j4E3b93iZyCgLjl//mXgGAgIeJ6XrSfg -5+rxPJOMMfhbYxtdivs5zVv//KWRMRhes6bOv8X5a+sXYz41Bs2GEwIaeQS4 -nRA7qs8cA2nFG4dDcgiI/S82TurfGAQb7B8WyMTx5QlabBEfh3c8Z2Qnk/H9 -ZbXHY6zHwSRcuCvmOV5fhaiKvcM4RN4Vb4gOw+eZ6nmmnMs4vBISeP48hACZ -wwL+tffHoXzFf8IjkID67ocKlYnjkF40n/DXj4B/m1QHDn8dhygZ86t7bhLw -TbFQt4s2Do6d+VYdzjj+VmFb7kyPg5DuHmPfawS8iw7sKPw1Dlqs6gr1dgQ0 -UDyGWYUnwCR7neimCwT8YZdWlzObgEmp4df52gRMHxLcFNo8ATMq11b1RQlQ -3Vnkbd02AfbGL0dChfD5z307Ta5nAoRy3z//KEDA5WHPbe/HJuDMX4lzajwE -2DmYFw3/nQDVm0F5s+tw/1iLtE87MgnxJUa+j2ap0GbGM+2SMgmGrRMn4qqo -cHQpx/pXxiSI31Vcd76cCnsjb4Y+eDsJYxVvyvhLqJBE3NgcWDUJcm8Hfvu+ -xfMJ36nqu18mYfKPpsSOFCpoyAdGL22YgqgWnW9pj6lgFrfqJH9jCszZkmzf -6VNBvW+LzLL7FLitvt6aok2FJ6LSqM5nCsQ8DE8En6DC4QRza/XAKVg/wfxq -rEwFtvQEd7HXU3hd1jcyJakQQVn+fbFnCnjjom7d3UAFFeMfz/o0poE2u02z -uZ4CvAnzoQY60/D9LWehZDUFTk6OjlQaTgN7kWHt4zIKtDxs8QuznIY2Eb16 -mbcUsKh8GSnkMQ2ksN4wgzgKGCp/E83OmAahQXJzuTsFmh8xs95vmoHHUwyF -S7soEJmz8UITzwxIyxzlNBSjwI+q5TvkLTOw+xf30FERCoS/clks2TkDUbZV -9/5x4/lTJ2HqttIMHH682my3TIaft/4N33ecgcWOnvU3Wskg9mv5vyTyDEzO -23OGe5NB+4zLP/3mGUjgPGr3150MG2PqvL99ngGVuCPTN27iefvrXM7xrzMw -tV4iQO0KGYwswnnKmTPQv93qUMEpMqhsGxyRFJuFPq4XbwfEyGDSl5Ozw3MW -RIprH7g1NIJxyrfBbT6zcL/iWO2XqkYoXK/4RchvFvaG9nTIlzZCRH7sP7ag -WWDfSERNZjfCoNeiQ3PCLFQPSAZLRzZC8sLI5bHGWVDWbbu2w74RKuwrNl/n -nQNLBTXlKrZGaBXqstu5ZQ7keHfpVf0l4Tlh2uuLyBz4O3lYlS+T4NL0d7r8 -rjnQCM19mTVPAl77ZEq34hyYvy6849BFgjhV2fJiyzkIEsrffe4NCXQ9NM/U -pM1BnIbQfW5EAvLodHhQ5hzsUQyHfcr471e37zfLmwNy4clSNXkSmMnucx4p -nYMmZcMS6z0kWL1HUelvmoN07SkN300kkB48tOHMPP7+mCXJgykAs6nvtU8e -nQc7n6tBvZUNkK42/q1WZR5+K/i0qOc2QJl/2Kq8xjwsuaXSEhMaYGKj/25h -vXmQyOB/qufXAA/WL1U1WM5DruUvUQutBgiuZ+eLvDcPCh+uBxl9qgfWo0uO -qjAPyjOkeWpfHciGaP4RocxDRz7LoNvHOtg/cPzEUtM8sBmQ34vU1UGg24nx -9NZ5GHdTSzuXWgd/nVzCJofmYVhiX2acQx18iHC0/rcyD40Po/wP/1cLn2u7 -13kfW4AkhYBYClstjISMzXKqLoC1SWVm148aIFmkBiYdX4DVA5e46ZM1wByW -6KnSXoC79BDGXHMNbATD7m6zBUhZvXL+Y1gNbK44cfb1rQWIEOvWyt9SA88f -Zp99kLEABpbvPoqKV0ObztVB3pwF2KC2rc+Ypxp2xx8uSnq7AJecqwcerlbB -78lfakUlCzCxxanrS38VeOzUHK8gLcBQufWSemwVnusbvLUGFyBKVFty3+Yq -CI67kmfGz4BbCanutisVMMXCVxYmyIC9F1nursxUwPmfnzmoIgwwtSheiOqr -gBvBPvHS4gw8Ny7LlZVXgLVBsEGvNAP0B756kFwrwEUjar7wJAM6/6SfXT9W -Did/mGic92RAKk9OjVFTGRTt474g58UAqcm3JsVlZcAIaOtjucsAgbRFJv+b -MqB339iU9oABL3T9L79/WAYppX8k4BkD+GuTHNarlIGno7uOfyoDPsnG7qTk -lcLzXLI57wcGTJlYX/QNLQHlrqubIz8xYEfXmva1uyVQdpD3MH8rAxLOXco3 -vVYCuzy90jg6GYBq3rFuPVkCXSrJxwcGGeBBO6Hg/6cYohtOOq9bZEAYkia/ -dSqGwMzvARcEmXDk5uHeCK0ieFDt6GovzAS3l5v4zOSLQIL1suANUSb0vJZN -5ZMoAjv56QhPMSZ0Cx+L41p5BxObTM4672VCbZe5w2u3dzAS7cU2rcgElrKl -oB6rQkg/KMepcIYJzope/BEy+TDVG3B1yYwJW3Xfe3uy50NPuYNvyVkmvB37 -rGs28RbKNtf2SVkyYSQ9/Bhr6lu4qVZnu2bDhNWfI+tkBd5Cu4dorNJNJiwn -kdzyf+WC0xXlt8tPmeDeoLcuBLJB2fmVcGQgE2qOCN2aiMsGUY3E3v3BTNgV -znJW3SMbWE3irU6FMqHexCp3cG82POG5dtU9kgkBjganp59lgcqafhBKZkL7 -8bOCCuaZ8F/3ltMFKUyoJs4l6ctmQuW9ACfRNCZEdyoJX9yQCbcOWqdNpjPh -1KPPa56VGRByeHiLfQ4TkkUGXL22Z4B39n7OwRImLJR8vk8dTQehMzbSO8uY -IPW6siC5Nh3I79XTbMuZkCjhY+AZnQ56YoywvkomPP3UOLJFNx3+Xdl9Pa8O -P+8eh4syua9h1+UOxVaCCfzyiwdrbqWBsqQBm3APE7y2ZaaJMhNB/H6S5Hfs -HhERDa3MRIhHO5bbepmwj2avde1iIpwVyE7z/8qED70/it68T4C+yYHNTYM4 -HgYjD6dS40HE6KMjfZQJxRcjyzJNYuFqyPdLCWNMeD5mFBK6IRb0lIxYzowz -4WNSQphL7SvoGHxiXDmB93frFf39kq/g+zlBDqdpJryQ6/x54280uG6q+Xlh -gQk3+FLXmedHwZ5DtbCAzR93/+Y6uyi4RcwcfcjAvzfs+JAvEgXNx9ukEplM -4G21Cf/zOBKeWdceqvyPCUr7gqM8L0TAf78l7ZS/MeHHTOIc5+YIWGQja1Zi -s+wwOYKevYBixwfshUtMOBFsZvbY9jloXhAte/iDCTyX6V9auMLA+vqiCQPb -tqE6stMrFPhmf8RZ/WTCsf0vG7vpIaB89JmC7C8mhDEselsqn0Hcn/YnpctM -+N7kHxFsHwRO/oLPNv9mwkkzIsylNRBabweoOWOPU6VIxiqBYJPLzBb6w4Tf -5xwObdwcAOGaEylmK0yIPXV0wrDmMZw8tS89AXugytl7/YHHsJpc5kzDfujh -vLcq5hH47G/UcVhlwsELUrJb3f1B9aKGVQa2hLrCjdD6h8AywKlIx2ZUOt4a -iXsAr2oj5c+uMUHG/QXLXZP74CBmdD4E+3fB+HyD9D1QbrbQbMC26jV9yrLR -F/e/83Y7/zKhVVzB1bvOGyjhxvFG2Js/cEgUxHrBG4eYaG9s/tv1x0Y87sDN -n3x9TdiC1Q9NVaQ8weKdjsQctrrUt6IrbB6gWfpBlucfE/S12BWCRtzgMGvy -miy2V+g029k7rrAnCaJOYddJdryOlnGBrY/k5x2wnc0PxbXTr4NA8TeOh9gN -x5102OOcYLPs+vkY7K169I3qxo7A+80uKg+7dvWfyk22q8C/XmCtDjtOUFo9 -vuYKiNjyyX7GdvwS0h1ItwGJjTY7B7CHZl11e05bgezyn55J7PK0toBdNRag -fnTKbBFbwMzL2Hn/GTCu3/3yF3YIx5WKS/sM4GpEQewqdqG3TCKxgsCvMOjy -P+z6lojL8RdkIEGkeOF/ru5rS68OFkDVn6TQX2wLq1fUA/8dQ4Mf/zv7B/s2 -IVS3OU0bsQpxHPqObaom0RL0/jSSyXP9PIc9HOP03M/bHJ0P2XeYjs1drid2 -hMsSBZVLn+/CdmGnd02mXELVMg+1COzwvWUPTsVfRsz53d9KsVVKghfEx+zQ -gd9CjmnYSlrBFxZlHZCDqWVKCPYq12mHBq9rKOPbTIIHdraLe2kwyRlNjXy8 -aIktt/hi0pjzJpITXaGpYQcbnnzNd/YWIjsbKK/i/bVSnk0ke7ojgSfXOL9i -R1jfzk+M80BXp7rSSrGXPf8R7vWeaEtk8jY7bOKi6QXBTV7IrWd57Si2gF/J -HZqMN2pzfJO5CTtU0ZiWY+qD4pwmNTNwPgaSb07IJfiidf0Pjrli2xwP3z3b -cA+5vHJkKmFrvNq99HrsPjJZ3FNIxvlupzPzcr3cQ6R64JxtPa6XCEnTQerI -I3Sgsfm8G7bwhxBDnwePUZq20zsJ7Aebj2od2PEEyXIdvH8X1+OOlTfGflZP -UeWrrlAuXK/6pwJfL3cFom9PCv1y/1ffX3o5wj2DUMXF8lZt7PpdR7l2CASj -/o8Gzz1xP9hhMHHlkMkzFJMd/qQY949bC9Ni2z6EIrGZ1luq2H9OXOUKvhaG -ZIWOV5O+MyHf9FXG4oZwNCObdoPA/Yh65LdtsdZz1G31SPcd7mdbjtoN/rSO -QHeK3nWx4X6Y8Wv8v8SeKBSdACX28/j5ni+ffL3vJTruih9+jgl+fw+upd9+ -iaT7VoPcZpmArt53ThSIRt45ogdLpnD9Cs8H2xjHoH6tOrNKOhMyl64MSxCx -KLI7Yc88De8Pj3juxJY49MUsy1wc+9f37/OZdnFokVu7w3cYx/+PT4YoSzxK -eZigJTiA8w9FKBCqCYhiU7rW3MkENcmnH+TeJaFTF84oj3/B/UjjQqTDchLS -jWKRWuvA8bxcGx+nmYxwucseaGfCe89htcXOZASbAuvsWphwfH2J59XlFDR1 -OuefM5UJhofd+GXS0lD1IavEyxQmlNwm70uhpiEW0x0LZ8m4Py313uWdSUNz -hr0lx0h4PzkPf5iUf41U5be9H67F9ZreefEO5TWqKR4QaMTnq+tVE64Nk+mo -1/f15pfFuH5nSfoGnG+Q82Mfsl0RE5jZUQ4hB9+gWSOrUysFOP8Htfat936D -HNvmR/lymZA0aibYuikDHQ85rdSKz/sU1WgX6oFM5N67djMSzw/bNw//YnfK -RoNGecl/8HxhKRQkMvw8G4VKCohfCWDCYQeVnMLybFTGLci7/zET0lZk/2qu -z0EKr2h5L+4xITXjSdbhlBw0kJnUS3fB89XmK2qSnbloqjJt7ZEpXh+bjoi2 -Sj563129L8YYx7e3NsLHNh/NWj5PzjTC+6VmEZQdkI9Wnzvfb9Bnwul3AZ+/ -d+SjUzXTP9tOMOFC+qYZw+sFKIaHc8T9MBNWNoxVTMQXovGsvnvFPEzQuRam -b+BbhCSXpxXucjGB/F30fn5YEZo/mGimwcGEZkp3FHdqEVozmvhEYsPn34aI -ixRKEVI15MvKWmGAr+nID06eYiRu2rj8YxrPm0FH5f6lFKPIey9E3jQy4EAV -d54dqQRt9xscFQEGeCevnL/4pQRJXv0kHFLHAKb7vJfpeAlqGn1e5VjJgJXV -+N+H2EvRzvT8MZYCBjjFxBdSTEqRutTJvqpYBsTXutWqDpciiQuDqko3GLDY -9inMeLkMHazUfhnixIC7GlmKr9nLEfe6yLwBBwaoGN6zXRQtR2qW3ULelxlg -dyVF9alKObIR5BmJsmBAlG5k4SPfclRPUVa3QQzYI/eTq2OlHA3+9d+ljd8P -FvxyEgtWKtBKj+M5E14GZKUbnw/lqkSzCYdPWXLheb05SN1heyVSmXS9Zb8B -z/dXz/jwqFWi5JDkXJvfC6BWmOpwyLcSPeAsn52mLcDD3LyEil+VKH2yK9ao -ENtz/mUDswr5eNuEf8hbwO+hR9Y5sVSjzbuPDJ7MXoC+zZL+3PzV6AmVEnA4 -bQGupWVn6CpUI3+N2+yzkfj+Cuf3PLxdjdo3bmsZur0AM0kOX9Z+VSPytI9R -szJ+H7MQGhJdqUHtxQE3Fo8swJ2yk6E7uGpRWvTwmJD8AhwLv9Untr0WBWTf -pllKLcApNy9NLrVadJVVgQO2LkCRY/Bslm8t8g77T5T7zzyk//C417Nci5j/ -PZHPrZqHk9WV9WuLdchY5FMGpWweWHfJNZz6V4dcfmc1DxTNA3r4+20UTz2a -XRLbvSF3Hqantmtvka5Hw43rxNTj5yGQ/5hwr109Km8slFG7Ow+vx1bAsbMe -CZ15VeOnNA+qSO9AVFEDcuK9c8JYcR7cC1z0lRoakG/wtJfYoXl4axv4p+dT -AxouCf9RvH8emp0UODZONaA0WrtKoxD25r/+u3cA4k9THXZbmoP2S/62ZsGA -cgoTXwkW4Pf1AzqbjsuREOOoP6U4Zw4S97PYxCiS0LAiZ5VRxhywnb+2MKtC -QnUveZfvJc5BL+9iUbguCbmO9XXCszm4uG42s9iWhErInn8GHeZgLZK+0yOS -hPL9yetdxOZgx0TAjpZvJCQ/ZLGPIjIH10NlV5uXSci26DmvyJY50C+6PkP+ -S0JVNYtKVRxzUOvpOVvA2Yiu2npNjvycheX9B+wu725EsdNBJdT2Wfg7Jsx2 -7Ewj8vhD2Tj+eBa+in9YTshvRP8CMq2D/GZBykJNubikERnWm4kc8JmFpr6n -bZSqRrT1EF/pFZdZEDiz8d8QtRHF7xQJKz8/Cx73cxUnBxuRxBEL6ojMLNiw -6z7R5iYjU5mo0xpfZuCbZqW2nBMZPT84sxbeMgMabNZnPrmQUcgQF/9A0wyc -UPR75OBJRtUaZbYutTP4fC/Uef6AjH7zRKZ4ZMyAe8yNw8XRZLSO5pv+784M -UH8W7VUjkZGC2WbKHpEZKCxQ1DgrSEF7FFk5gvhnIFn82Oj2rRSkKHSNfZpr -BqT7plZHdlBQ/mCg4huWGZi1PRBpLUlBvHfF1f7OTMN3mw6+g6oUFDxVsFmv -bhqki6ZO7bGlIIvE0617bKfBmKPvjUUWBQmm+WtpXJiG+xVHknPzKGgpc5/b -OfNpUPrLMf67kII4y4lfD/WmITCB1eJFJQVl06yrKg9Nw73tnmnhzRQU68L4 -W/1vCvjfiJB6ZijojE3Ea46UKYjSidCMkqIiPTNJyXOxU2DnMKFJkqOi6vV7 -WNIipuDl2o6aGXkq4kzVz5d5MgW/kzu5DqlSkWul0cJupynYfTF605NTVKTs -qiwQKT8FQLZYMb5ORU1/kqdukCdhD/uGqhtZVCSQ0vLVrnYS/hawpG3Io6K+ -v7Y7z5dNgvYzyc8JBVTUtVyWoZQ1Cbb3ixYryqgorFUkru/ZJOTXtR+uIFPR -KkvjrgTTSWCpk1ZqG8LXP3pN2j44AeSMAp/LfARi9fbdr9o9AWd0Wc3lthCo -cruD0rnWCQi7e2b0hxCBqJ6uVkGkCbCwHd7mu51A9jaWmZ8zJsBtqKzdeD+B -anbcM569OQHBYQLKB9QIFMfl6jDmMAHnec+1vDtOIJbc25L9NhMgGJq1TvEE -gTy+leWTTCdAS9z3lKwOgQaBo879yATM5+orzBoT6KM2G8N+ZRxcgoV1o64Q -yEpmS4XS93GQ9Fk612lPoDuNilIcC+OgUrTnx2ZHAhmt5vJlDo+DbO2rrnvX -CfQ4//o4qXEcbmz3X9vhSSC2X+qpwUHjsKTQPRHyhEC6PY6iSv7jkHNITeVp -AIG2OKSrj/mMg9Zz1413gwh0JtI48Mj1cbANcOawCCWQ6d574rVG+P6FVS96 -ogjkdGSfnSX/OJzIkHzxN41A3GFnNm3iHIeuK6MPs9IJlLex7lYp6zh8dO5j -O5VBoL6rhk83fB+Dl02LTU+yCfSTav7xec8YKDQe4yYXEAgJcpGPJo6Bltdw -ilM1gaISt4aSXo5BXMRmow81BBrRcRQ2CBsD/ez79/bVEej6+hpPc78xCGVE -XmpvIJD2bkOD07ZjYCnhyL5Iwc/L3HK5e/cY+PTq8Zz7TKCNWWyn1bePgVrQ -XctbrXi//RVX07aMQdSO7YKP2wg0l2T42p5tDIK4tfoSOwjk7+uwsXViFDjg -2J24bgJZGuht2DM8Clrr/+4N6yGQrNq1pjs9o3Aq1k79Xi+BKEFXXgi+H4V5 -7ZRkw68EqqAidaWcUdA9vY+rfBDH663Aad+0UdBX3v71yRCBBMr3SNTGjULl -j+kNxsMEuiDPwnPs2SiIChR4d43g+H1OX8d/fRQWnhkm544S6HCL414tu1E4 -Yupx0nyMQGULThzuVqNQl1yFlrFz4iW3NZ8aBaN4w2NHJvB6Y56fuygzCiLa -cmueUwSy/tOd0rZ7FG435cuvn8b5psOtrbltFM7oHxoJw9aJ0MkU4xiFgWc1 -qS9m8Pe90L8SyDIKTemsReyzBIq+req78IsOvS4tivexP36bJZdO0kHsn2OE -2RyBEkJzvwkM0+Gv+13HcuxxzvMPXbvp8HgxIk9gHq/PbcnpQwsdsrlMLl7H -nqh78E6CSgfZVAvvOuwk5rLZnVo6lHforrEvEKiF3c78fQkdWgSJORPs2+w1 -RcJ5dGDZ56kZif2KwXLD/jUdGBzfV1uwFWqPPS6Io8Ml4Tmx9Qyc37cu/vz+ -gg4a0yupitg9m1zfqwTRYcDp41Mb7OEg9x/3HtDhU8ufD0+wLzPs/Gvv0GFb -tPytN9gX1U46Ld+kw5mQLW712O23BAoUrtIhoEmntQO7Ibjd+PpFOtx56xJE -w97/zO90qhkdXk4dTpjB3ui2NbfDgA7Cd45uWMC+cjzjyjpNOvAm7Ho/i330 -vx3eB5XpcH86cXgU+3Fo4IzlITqc0zA81Y1twD1c5b8fx4voYSdjP/PcO5G5 -gw7x3ydEc7G1Gi/cahakQ0i4xN0QbK8ffmenueiwM/XgAUfs3XyRsRvW08H0 -adVedWx9/pdKEn9o4D/u6MKNPb385IjyfzQILx1l6cXxY3lv//z0NA0m5LuH -ErGj7inoXB6hQcT8FOtF7D1xSR/8PtPg6UchiWa8X7tZlGODqTRICQoQ8sJO -MCY3RtTS4GNZw2lx7J8pb+Tic2kgTld5ZI3zoT/tz634NBp00L/c/Y7zR/nZ -CZ7YWBr0Woy9C8C24Ym/HBJAg73z29te4fw7kPtWyP8+DRbvJpcLY1+XKZD0 -9KTBcTODrgicr5fG7tuduUKDdJ6esv/lN/dWw1B1Sxq4NwvcHpzE8T3Kzr/P -hAYGfvKOCPu7hIkiQ50GXwfahpbGcTwX+9paFWmQ+6ngsg52XNaZD/nSNOjX -lOaPxPW0u2lz52VRGjCyG34I4/pryfR7YjY1Ao7UzJxBXK8+lIZNe3tGwCTp -qD0v9urPb0uL1BFY1n3CqobrOy71CJtf+ghoKW+fezqA8+GXGJuN9Qi0vUrT -HcD94jHl53tOoxEIcPXnGMf9pC+TslSiOgLmd/JypnC/Ecg/9uSHyAhI5mR7 -j3Ti86fh0aOTX4bhuPywaiTuV4Kq359+Ig3DXYtMshvuZ6qfLiwavxsGr/Vm -4oa434ke+vtXL2wY2PYdPL34kUCca29XWHWHwbW7/sYqgeu/ONEjqWoIHpRe -pWyrxfUcgn70Zw3BvtJ07mzcf6Pv9owIxgxBpI301oNVuN/EDc37ug/BdeFl -b9lyXG9DppObpYfAeR310GwhgfgefjpnnTAIIhyp6U6v8X7t5z8Y6D0AiSNb -vK4/xvFwC6Pl2A9AnExx1k5/fL3jD7kmkwEokEoMafUjUJp5RPyi5ABI1mlc -23oX9y+l2VK2vn74l6tiau9KILvdB39IKfXDg8kmoskK11/gz1yn//qgjGnn -TZHF8T8uWTM82Ac9LGKv86UIlJ6m42DS3AfDP7ece4HP571OhmESqX1Q/LX7 -kqYEXi/LvR2Pjfqgb8Cg9jw+7++bXzfSyuqFhHcX8oyWqSgh+NlghUUPcEql -9xjXUxE5p9l07EQP8KlxW9ytxvNDem8kp2wP3P+2/05yORVR9zr4GrD2AP/L -/2K+4Hkky1ZjIriwG+QGnqouJuP7Fc/s4t3YDVdY1wsv36eiE017lBSKO0HM -mGqlcIyK3Er2ddB+tcMQLe68YAwFtWcoCB8fawe33XurVl9QULM4rSu6tR0+ -TdPOjIRQ0ONcMTiW2Q5tlhFyL/0pSHqbmJ62WTt4F2jcKr9BQZbtTqe4z7cB -+zPPC2MnKEj0VoziqfIW6Fpt4xiZJKObJ8Q+pJ57D919DtoHdpFRVXcFt7Pk -ezhscyOWcxsZ0Rof5ksuN0GoJIxOCJBRfkoSS0B8E7z1uWQTxEZGV6+zrsAA -AVGJbZ/vTDWiy6ceKCvZUGHXweHif2+xZZV6pC82Qu/3R1TSoUZEWrRSOX29 -Arbm32Oh7CIhFtYJuzvLXqjozfBF4cpa1L5EP3z1v2o0vMKxLtW7Avmo/Llu -P/EReWWLCf6oe4fyX+k/DzvehV5UVxxbK3qNjIQkZgIvdaFL5nr9N25hF3P9 -CLzXheZi6sOqZF4jS82dEnHVXahWxkpoPjMNRTQqUf4e7UbOL7wXvORTUZHW -weNDh3qQVF69yBIzASXpybOMSPYhlXUn596rRKFL7mF+L/T6kP+WCj+J/Eh0 -u2rlrc61PrS65pl5RDwSVaUIi1Gy+tDY8seMF+si0NVPxw1Y939FZQloamdI -KHLKPNMbua8fHX5Q/uHmg8eoKoPhkKzTjyZndKfCrB6hy42pmYUO/ShSbrxk -zzF/RDLTUB7N7EfGt91vXu+9h3K6b+aF7x9AmXuiVVrTPBAV8hqbdAdQqDpb -mbepGzryfvXZhmsDyNue/4DY3xto78EhuejsAbT8+kEMa4kdSgq/wTH+fgBl -JesL+PBfQm6cvK9UpgfQ4c7ZnOQaM5SRQe2MZh9EcUHhN+YatND/+39f9f8D -wxN4vA== +1:eJxd2mk4lF8bAHBbEpUloVJpkQoplCV1KCVCoihFsqdIhLIUlX0JkS1LspPs +O/eYmUeULFmzzYx9H21Soff8v75fzPW75jlnznLf9znPddllflffio2FhYWE +//z3uf/6c/LP/QNovGTj5VuFQTV8rctunOsHkGto/odakirkFc5XbGP2I//8 +nGWdWj2gEzcGDUr7kRitpdChzAzuH3Qr+KPWj158XWtRmOUIKqPuj3df70OB +larfj4d6w52t3aS+F70o4F2ysbVhOHBE9LfN8XWh2rRPXgc+J0Nj53edGMuP +SKgqiOZy8h0ssASrmbvVIK1xsQ77sVLwvhCEuq6Eod/KLzr4VaqBr0UuNqak +FHrfKwr485PA7E2juyZ/GXxjs7zSvoUEfHnP2afsy0DyUYLx5t0kCDAqWft1 +Xzl4Bm18GSRLgnChK317Yyugz/zwygEDEjgeXZe9za0aaKzvDp14QYJzf7kW +U/Gn69VFVLWxHrgops/O7m+AHP2Nm5W+10Ns4RF2jisN0PvPwC/gTz0sORhV +l/k3QJjao842VjIoGib0/B1vANvCZzzafGSI6uYgcaS/h9G/wSxzUmSgJ5nq +8e9sgnU816a+WJIhT0f67maeZniw7R3dupUMsULGIu5KzSD5jjzR0UWG6/lf +/nTYNIOJ+MtZpQEyXNJqv21DbQYxr8LvC5NkkJJPXVnv9Qk2nVTdzMNGAdvW +D3T92RYQ55R6sSBLAe7IhM+WjDagXdL47f+cAi21Mq99frWBsdDq2HIUBdxt +NU7GbWiH+ydsZG/HU8BTmXW0QqkdnhQ8mJdLp8C59qTByoh2CFgm87lWUaC3 +ySeQrPoZZm7ZTdaOUIBlYpwyH98BviN+mhZHqODAnDa3KuiANDeDY5zHqNDg +6tTWTXSA56/ytFRlKuxgWy+cs9ABKetecTeepkIszy19gbOd8Nfi4BbiMhWe +TX3wmWJ2whGuc0cDH1DBsl2aUoS6ofyS6la1Sipw1mme3G7QDVdblmM7a6gg +FflK/ql1N0Su9D83J1GB6+t4pFpoN3z1zZyyf08FlsCNQgF93SBjwWFzqosK +P3ZlH1O53wPaVocMR5hU+PaLh6Ga1gu3Qla8eHYRoNrFQdla3guHa3KbmHsI +EIyXF1to6oWVE9tzW/YRoNWnqB3K7IUDRRvlPKUIWJLvtItQ/gJmurH3XioQ +YGxgSCa1foEYs4dejdoEHJIP6Kte7ANzztJHB5xx+zy2nufc/WB+NnBLpAsB +DT+0n5ru6IfzX++7/3Aj4POi3szMmX7wzfZ/keFJwFkQ+t0Q1Q/V82ZnSL4E +pN6M43l0ZAA0+PfDh5cEhNP41qyoD0CpT59eWywBA9JX8l2vDEBbV1JNazwB +IccN+YwfD8AHaRuJmiQC1LfxCTCaB6BmWNf+fAYe36z7+gXrQUhaPt+tXkLA +wl0m21b3QdCI+pEyWUoAN1Uu+2ToIFjHLV/1KyfAdFByzYPiQUh5rvnqXRUB +1zu//Mn5NwjqoeBbSSKArb/5bo7AENgWa05IkXH7oudRaeJD4DnwQC2eQoBU ++7O5gPND4MLHHDVvIKC5Q2qQP2YIiAq79XkfcX8mSW3j2UNQfF/LiNmM16uc +5lxWMwTN4gfSpVoIODnQ3nRmeAhCLIUuRLcR4D3tXLxXmgbT0/tYdnbh/Vi0 +EG9FNKC/c/KX7SagrWOPxn19GnC9lBRV7SHg5apAfL4bDTy7djlrfiHAXeSd +10g9DYa3DP4VHMTtk3Wm9nfQAHkYbZ3G/hznWXxrlAaXw78KVA0RoPuNKHRg +p4PcYutLLTqOlxmFuAZxOjS06a09NEKA09K5JsNDdAjWGBbsw247mZo1eowO +s90ya3xGCRByk3b5rUEH8dmLkTBGQEt0xpm1dnQobWX1+jdBgMOd38xnTnQo +USfXPZnE8/WM0mTxoIPimekZlikCrDXecC8E02FZ8OP6eWwSm7CTZRQdcp4X +splME3Du1+eA7ld0yJ01nmzAHg7eQy1+S4d38pf8g2cI+CFZMbmjjA7bsjpO +jWPLr4mu8a+jw8uNLt+Oz+L4Eq5C8w10WCLpxYRgIwsJJ/1WOvgYPJbtxV43 +OWBQ0kMHUvQWYscc3u+MvtFNdDo8jVTUM8M+kCgmfm+SDv3Pf3a+wn70KV+w +eYEOLLx2lzqxWRR8i/f+poN687tWznkCCr+8YfVgZYAw0DXksSNKuf+1rGPA +4BbhuuvYSR8qc8UEGMCuZS/njf1FpHCt41YG9PxayUrCVk9ZEKjdzYAAztGd +Fdj9Zg8+rZVkwKYo5bhm7BTjcwp6cgw48VtUaAA7KtRM7+VxBjxpyogZxy77 +TRLpO80Azo7vO2axuZJvhW/TZkDgDrG3/9nPy7jc+BIDLJgapyexZaNfhMZc +Z4AlxX94CHvDuOAmXGDhi/5ycBu2kOOQBrc9AzzCyaq12NpyC5KqLgwwzP7F +mo5dIKMFzl4MaOGobPP/b/xWs6zpvng86nvzrbA5O7u/d4QyQFPdKOEk9g+P +ddEsLxmwZ6tjnAC2gMmzsYNJDJAQCs1m4PU0ddMY089ggA+5uTkXu/eDftSD +fAboj+hw3MN+bJTxLaGMARWuMhePYBtuP8VSW8eAspLwklm8n8ai+2r7Gxiw +lzdC5g32HNGgLtDDgEzWeUdWbA/Hp7wHaQw4lhSklI3jRfFSQCCaYMBms7M7 +tLFV3tsFW/xiQHB3oupTHG96B/t8Nf/h8dzcn7sFe5kn+6z02mFwsZq0zsXx +uuO81bZ5oWHonDjfTcLxHZ6lL/NxxzBcdeIPUcd+9Sx5Xca+YVgM1Yuh4Hzw +qDDiv3xsGOa6fIqKxwnQ4aOcPHByGIZLYqh7sSvGQ2X/nhmGDUEOhyNwPl3m +PWUfe3kYnCBry3Wcb3kX9spU3B8G1bumelUMnE+vgp+7ew7D98xAXU5sGxv9 +MuVnwyDmufGdDs5nn4erhiUvhkFWyiWhBed7Z0jbaEgRHm/AdxTXT8DeFrkH +J6qGYWS9xF1SHwE8YYvtM/XDEMG4um4E15M3gfG9au34eVnBp1t7CZi/e122 +gzkM1uQzOfqdeD3Sq5fu/RoGn7cDFy534OeN3X03/sPzjRa/ZfAZxyMS+qa6 +cQQeBR78q4br28rSe+FgqRGYNY+tnsT1kWX/pugS2xHoP2HzxgTX1yANu3oZ +xxFY3u28VqSegPwxsZIstxGgjtQsfAICahLzZl/4jcC+CWcjqVoCFpdP5FxI +G4FXz82iinE9p7udM7pOG4GgdlPqbC6O3xte0QYTI3Bx57jAyRwCHFVFj55j +jsALzjuHg7IIiPkaE3vg3wjkiUoMCaTj9d3gv9C8YxQ06RelxhNx/1Lqo9Em +o9BsKtwZHYbHVyaiZGE1ClNaO+uiQvB5pmzElLYfhY/jAmFhQQRIHhbwrvYc +heRmnzEnPwJqux7LlieMwi/vufhVLwL+rVXuP/xlFMr+GFjuuUPAN7n8s530 +UbBMfWvcfguvv3HIJpfJUZgV3KvrbkPAuyi/9vxfo/ChTUW21pyAOorTEJvQ +GCi6sImsvUrAH66DKtL6YxC8OPQ6T52ASRnBtcGNYzDJbrt8ToQA5Z0Fbiat +Y6AkEkUL3ozP//X3U6S7x4Ds1Bj2QYAAsyHnre9HxiDv/S7D4xsIMLcyKBha +HYMF+YCcaVZcP1YiLFLkx2H1oY67zzQVWvU3TNonjcNi5LhqbAUVjn7PMvmV +Ng6vTsizGpVSYW/EneBHueNwzCOthL+ICq+I27x+FeOw7+7Ab/dcfD/h06p8 ++HkcDtadEtueRIWTR/yivq+ZAKuws99SnlBBP3bZ9sjtCZClvLrx7hwVVHo3 +SS7dm4Dt1albktSp8FTkIKp5MAFRh7VVA1SpcDjewETFbwIE3ix80VWkAkdq +/D3R1xNwr8D0droEFcIpS7+vdU9AosELh4drqKCk+zOw9+QkLKduU2uspcDG ++NlgzTOT0GvBky9RSYHT48O08vOTUGKjXf2khALNj5u9Qq5MAk+rRq1kLgUu +l7+I2Ow0CVtO94ZoxlLgvOI3kcy0SUgNpzSW3qNAow8z4/3aKbCMZcpe30WB +iCzOqw0bpqCt/yj3eVEK/KxYciFvmoKwzA2DR4UpEPrSfqFo5xQE8FZ6/FuP +759n4ifuK0yB8pGVRvMlMiw6/BvytJ6C7Y972G+3kEH019LXV+QpOPPSkjvU +jQzqF+3/nWucgurio+ar98jAGV3j9u3TFGxTOzp5+w6+b3+ZyTrxZQp08sR8 +j98kg/bl0A2lzCk4RzGWeatFBqWtAzQJ0WnQK3ye2y9Khgu9WVnbnachQr/m +kWNdPegmfRvY+mAaaowUqj9X1EM+u9znzV7TsE+qp/1IcT2E58X84/CfhsgM +InI8sx4GXBesGuNxfx77Aw5G1EPiHM1spH4axkdabbZb1EOZRRmv3cYZ2N98 +XLGCox5aNnea79w0A6TMXRoVqyTQsJl0/Sw8Ax2szsalSyS4PvmDcWTXDAju +zXmRMUuCjRaJlC65GZBWeudi1UmCWGWp0sIrM2CTm7fb8A0JzjqpXaxKmYGH +bZs91yMSkIcnQ/3TZ6CWGgriivj55W379HNwf6rqxcePkEBfSvwWrXgGQpvO +F5nsIcGyB0Wpr2EG9DonTrqvJcHBAZk1F2dn4GDBD4lDSQDTye/VTx+dhWtB +Vv495XWQenz0W7XSLNxUf9iskl0HJd4hy0dOzsJHnxR6QnwdjHF67xbSmIXu +YoFnGl518Ij9e0XdlVkQtl4SuXyqDgJqufgiPGaB9/Ntf+2PtcB29Lu1MswC +fbJ+ltpbA1JBan+EKbPAzGUdcPxQA/v6T6h+b5iFlxqU98I1NeDnqDqa2jIL +Fg4qKYbJNbBqax8yPjgLMqL70mOtaqAp3Nrk399ZKHV94X34azV8qu5idTs2 +B/VifjEUDvyeGDQyza08Bz9VKtI7f1YB6XKy36sTc8ApZLKeMV4FzCGx7gr1 +ObD+FDw/01gFnHC+q0t/DgzGzY0+hFQBb5nqpdcOc9DC2n0qb1MVhD3OvPQo +bQ5C5As+iOyohNYzlgMbs+YgV2hbr+6GStgdd7jgVe4cWKpX9T9eroDf47+O +FxTNQemcbefnvgpw2qk2WkaaA4VQ0+8qMRXwgr3O7dTAHPybVpcQ562AgNib +Ofr88/DVPOXejb9lMMHCVxIiOA+ce1gf/p0qA6PFT+uowvMQJVo0F9lbBrcD +HsQd3DEPExd/S5eUloGJZoBmz8F5+JjU50S6Wwb2JyNn80/Pw+XKN5fYR0rh +9M8LJ42c54GLnFWl3VACBeLrr0q7zsPPuLwLhSUlMO/b2svycB5OGHxl8r8p +AUbX7bUpj+bBa8nb7P3jEkgq/iMGgfPgbZdoxa5UAs7W9854J8+DSk/MTkpO +MYRlkw02Ns2DzoLJNffgIlDstOSN+DgPw86r6jYPi6Dk0MbD/C3zUPfzep6e +TRHscnZNWdcxDzuvFLBtOV0EnUqJJ/oH5uGTh5qs959CiKo7fYt1YR56ug6S +c20LwS/9h+9VQSYYLh3uCT9VAI8qre9aCDHh9w4uPv0jBSDGZiZ4W4QJ76Wk +k/nECsD8yGS4sygTLh9UiOX5+w7G1l64dGsvE9xHLlm9dnwHtChXjkk5JihU +/vDvNs6H1EPS3LIX8ffibvzhknkw0eNr+V2fCb+ONbo5c+VBd6mVe9ElJhh1 +tJzVH8uFEt7q3gNXmLA3POwYW3Iu3Dlec2PFlAn3aXRWKYFcaHMSiVG4w4QO +j3rHvF/ZYHtTMXfpGRNYg86xBkEmKN56KRThx4Q/q5sdxmIzQeRkQs++ACYI +GrJeUnHKBLYLccZawUzgFbqWPbA3E55usLG8F8GEOAktncnADFBaOeePEplg +8eOSoKxBOnzt2qTzNokJK+5Gr85JpUO5h6+tSAoTAvwVha6tSQeHQyYp46lM +SJBtWXEuT4Ogw0ObLLKY8JbSf9d1Wxq4Ze7jHihigvOlFk/qcCpsvmh6cGcJ +E0zVKt4mVqcC+b1Kyo1SJnjDA03nqFTQEJ0P6S1nAtWGTNt0NhX+3dxtl1PD +hO9VVtcks1/DLrN2uRaCCZ61C4eqHFJAUUKTQ6ibCUtcGSkizATY4flK4gf2 +ILvIyVPpCRCHti+19jChpMnylM21BLgkkJni/YUJ1jWLBW/ex0PveD9vwwAT +XPbSH08kx4Gw9gdrxjCez+7IkvQLMWAZ9ON6/AgTVjN1goLXxICGgjbLxVEm +gGlCiH31S2gfeKpbPsYEu+6b5/ZJvIQfhoLrbCeZkEHvWLy9GgV311YtXp1j +Qt67ZFaDvEjYI1MNc9i98l53WM0jwYGYOvp4ngllY+1NecKR0Hii9UACkwmW +FjdC/zyJgECTapnyr0xILgiIdL4aDl9/S5grfmPCiNOrGW7ecFjgIKuV/+cD +evIo8DkUWj/iyv/OhKPBBvpPboSB2lWRksc/mSBxYfhzM08ImNgtXJjHfpJV +FdHhGgx80z9jjReZcJMnqr6LEQSKRwNlpX4xobHJsKe5PBBi/7Q9LV5iwsUw +n/AAC3+w9RYM5P3NhGzBhhD7Fj9oue97/Ba2/pODJF0lPzDNZmZu/sMEN25r +GU5eXwhVG0vS/4vHM3107HzVEzitJZ4ajx1nYOfGvv8JLCeW3KJjm3LZ7a2I +9oEH++rPWC0zQWfsgNSWe96gfO2kcRr2ay2528G1j4Gln1uOgf2uxsaBFvsI +XlZHHLm0wgQH83CWhxc8wUpU2ygI2yt6bLbuoAcoNl5Wq8PeUXrxGQunO65/ +RuY7V3E+TMnedatxA0qobpw2dnQgt9jbGFd4YxUd5Ybde7DuGM3JBe4s8vU2 +YF+77q2ndMAZLr87IzaDTSZ/K7jJ4QRqxU1SG/4xge8zl6w/zREOsyWuSGH7 +xUxxXHK5C3teQaQWtrbY59dRkvawxefIrBW2u+Lh2DaGHQgUflv3GPsC760z +XLG2wCvFPhuNfXDNMKeKrjVs/GYemfNf+0wW5TsclsDPLrBSg52Te1Alruom +CN/gk/qEHfgluMuPYQpinKY7+7H/fXA8261jDFJLf7rHsXuvtvnuqroMKkcn +9Bewj4666t7adxF0a3e/+IXdQrtZdl1cEyzD38Ys//d9gFQC8ReBV76/2T/s +ptIIs7irkhAvXDj3nzNd21IrAwRQ5ccDaBW7fXsMdf/XY2jgw9dLf7DlXIRq +eFPUEdvmdTI/sHmVdjX7v9dBkjl3P81g1x2/FeblZoCMgsQPM7DnfM6JyvNc +Qf6lB406sXWWGZ3jSddRpeTjUwT2amHJI604M8Sc3f2tGPuAQeDcjhFztP/3 +ZuuU/8azGHB1QcoKWeldSQrCnu3QsapztUFp36binbCFNJ2KA0i30ATtw7Ur +2Ntp4eO63HeQtMhf+nHsXzrqr/kuOSDyLU3FZby/Ap+mE8jO95DAUxvuL9hr +l+/nJcQ6IcuJzpRi7EOiLA33ap3RpojErebYHsIXrwqudUWO3UsrR7EDTxW7 +0CXdUKv1m/S12Ljw0rP0HqBY23G1NByPSun2Y9Lx7oi179Gxu9htB8J2T9d5 +IPuX1kwFbMeQPd9fj3iiCwt78sk43vkvTL9gl36MlPcb3qjF+TIOegNUmg/a +X99o5Ihdah18/sGjJyhF3fadGLZ10dFT+7c/RVI8hzwf4nyMyUrT9TJ+hspf +dgbz4HwdW+//eqnTD317mu+VjfO7L753XaizPyq7Vtqijj0zf5Rnu0AA6vug +GeaM68GA2PhNmQuBKDoz9Gkhrh+6fVOiW5uCkehUi4My9m45K54AmxAktflE +JekHE7adi0lbWBOKpqRSbhO4HlGP/blReCoMdRn7nH2H69kbkvnAokk4cil4 +18mB6+GF2LGvCd2RKCoeiixmmUA78vv0a/EX6MRdPPkZJtinyayk3n+BDvYu ++ztOM8GV1+tWgkAUcssSOVQ0gePv42yAqW406jtVo1/OwOdDnfmQGBGDIrri +98zSmXCyf0f22KZY9Fk/w2AH9ibi52y6eSxaWK/e7j6E47H1YZoISxxKehx/ +SrCfCQY7I2QJ5XhEMS1eaexggpSob5P0u1dI6+pFxdHPTPA9ahxhtfQKnY1k +ObDSzoRdxjVxsWqJCKe71P42Jvg70Y4vdCQiWOtXY97MhGaeYmfLpSQ0oZP1 +7xaVCSZ1jvySKSmoUsY4wYyC45udIp5ETUEsetvnLpHx/eJZ78ONUylo5nxP +0TESnm/i4abxI6+R8pGt74eq8f4qd15zobxGVYX9AvX4fOXn1ONZM56Ketxf +874oxPEXWn9Ok/sNuvXkAdm8gAns2i+sgg69QdPaxlp/3zKh4MlpcXa3N8i6 +dXaYL5sJbGEGgi1r09CJIB2FFnzeU5hR9tT96ehez8qdCHx/KOkZ+sVlm4kG +tHMS/+D7xSmav/BQWCYKlhDYcdOXCXcOK2fll2aikvWCG/c9wfnQJL2qxp6F +ZF/Sc557MKHG7VnG4aQs1J/+qodhz4T1czePS3Rko4nylBUfPXxe/DojrK6U +h953VYpH6+Lz/ENN+IMbeWj6SlhiujYTRI8Y+mf65qHlsFuedeeYsDHT79OP +9jykVTW52KrKBL1krqnzdm9R9AZu2r3DuF5vGC0bi8tHoxm9HoUb8Pn1M+Sc +pnsBklialH3IwwSnp1s880IK0OyhBP2T65iw1aA7cn1yAVrRHvtI4mDCnpfh +1yiUAqR8ni8j4+88xI/QfnJvKEQ79OqXfk7OQ+POY9L/kgpRhMdz4Tf182Bl +vCHHnFSEtnkNDAvDPBiqLhtd+1yEJCw/CgXVzIP95jlXvdEi1DAcVmFdPg/V +r+N/y3AVo52peSMsb+chWyU+n3KhGKkcON1bETMP3Tb3qpWHipHY1QFlhdv4 +PuvXHKK7VIIOlau/CLKdh+M/M+Rec5Wi9awROf1W8/CczfPGgkgpOn6la7Ob +2TwwtiQrP1MqRaaCG2iRl+fBhDUy38e9FNVSFFVM0Tz4zi7ytP8tRQOr3rvU +8fvBvbPZCW//lqG/3daGFzbOQ83tC0bBPOVoOv6w1hWeeVCIDFCx2laOlMbv +OlismYcfh/QfbDhejhKDErNNf8+BlkeKlYx7OXrEXTo9SZ8DQY/c+LJf5Sh1 +vDNGO38O+HXnXtQxK9ADN9PQppw5IDYfZbVlqUS8u+UHTmfOwesZCe/1/JXo +KZXiezgFv+94ZaWdla1E3ifvc01HzMEb/it7Ht+vRG2cW5sH78+BuI/155Vf +lYg8+UC7UXEOJE4LDYr8rUJthb63F+TnoCtVPXg7TzVKiRoa2XxkDg573u0V +3VaNfDPv068cmAMnMzc1nuPVyJJNdh1swe9PVwOnM9yrkVvIV5H1f2ZhaNbZ +o3upGjG/Pj2SXTELPZUVtSsLNUhX+GMapWQWdu0+VKf1rwbZ/85o7C+YhQnv +P7mRG2rR9HfR3WuyZ+HNtKj6poO1aKieVVQlbhZuCykI9ZjXotL6fMnjD2eh +fXYZrDtq0eaLL6u8FHB7vXP7IwvqkO1GF1VduVnIAIdzCnV1yD1g0lVUZhas +nPz/dH+sQ0NFoT8L981CpKfcOs6JOpRCb1Oq3zwLueL/vHdvB8Sfojzk+H0G +6K4+N/QDAGXlJ7wUfDsDXyvPrD0hTULzR70phVkzwFnBYhotR0JDctwV2mkz +8G7SZm5aiYRqXmxc8kiYAfbXCwWhZ0no7khvBwTOgF/UdHrhDRIqIjv/GbCa +gb0SwzudIkgoz5vMbi86A3KP/LY3fyOhI4OXxSnCM1C7V3q5cYmEbhSEbRTe +NANfNG9PkVdJqKJqQaFi3Qx82HB/+i13PbK84TpOW5yGlfr95ma761HMpH8R +tW0amN7CHMcu1iOnPxTO0SfT8AKaluLz6tE/33QTf69pEF88rlhYVI/O1+oL +738wDezuvq2Uinq0RYav+Kb9NLR/4/w3SK1HcTuFQ0qNpkF+Z47c+EA9EpO/ +TKVJTsOut2efqq8nIz3JSJ2Tn6cgY7pcXdqWjMIOTa2ENk+BzFuTix/tySho +kIe/v2EKHAe8fKycyajyZMkN++opqNv37kzYIzL6vSEiySltCjar3jlcGEVG +rHT31H8uU3DxTeHe4yQyktXnpewRnoLfJvInLwlS0B45tnX+/FOws/XY8LYt +FCS32YZrkmcKhgMml2nbKShvwE/uDcsU8PMfiDCRoKCND3ccX52ahEW+z3yH +lCkoYOItr0bNJAxYTGrtuUFBlxN0WvbcmIQLpN43lzMoSDDF+9TJq5NQYH80 +MTuHgr6nizsaGkxCSin36O98CuIuJX491pgEI332y8/LKSiTblJRLjMJWzud +U0IbKSjGfn618t8EaJqIkLqnKOiiafjrdUkTMM4WoRZ5gIo09CUkDGMmYHr3 +uBpJmooq2fewpIRPgF71jqqpI1TEnXwuT/LpBOy43skjo0xFd8u153bbTsDW +rdFrn2pRkeJdRYGIIxNw6anhX107Kmr4kzhxmzwOvR/XVNzOoCKBpOYv5tXj +MHyPNWVNDhX1rt7YaVQyDsY6+z/Fv6WizqWSNIWMcehSLVwoK6GikBbh2N7A +cRj1aT9cRqaiZZb6XfF641D4RFKhdRC393lN2jYwBtoO+Q/M+AjE5ua+T7lr +DDj42A2kNxGofJuVgmHLGNie1h/+uZlAVOe7xv6kMXh2gLbVfRuBLEyvpH9K +GwO1rNI23X0EqtruoTt9ZwzirmxS3H+cQLE8d61GrMYgrM+w+d0JArFk35fo +Mx2D+0aZrHKqBHL6VpJH0huD+Wl3LakzBBqAdTX35MdA3k1TdlqXQB/UOeYt +/o7CiKHw2cibBDKW3FSm8GMUyGd/GHZYEMilXu7AurlR+P1o709eawJpL2fz +pQ+NwrGgmE4POwI9ybMbJdWPAueM98p2ZwJx/FJJDvAfhWz27rGgpwQ6220t +ouA9Ck9ZVJSe+RJok1WqysiDUVC94cj50J9AFyN0/eTtRiHV0G7d5WAC6e31 +2FGtPQq/Hlc+744kkK28uPkV/lHY5Lb/+WoKgdaHXFy7lnsUmuRHHmekEiiH +s8ahmG0UaCpfOLTSCNRref7Zmh8jMBn3teFpJoEWqQYfwrpHgCNaYT35LYGQ +IA/5aMIIrDlPS7KtJFBkwpZg0osReGjFp91URSDaGWshzZAROOvp5SFeQyA7 +9ipnA68RoFAir7fVEUh993lNnRu4/aI11wIFz5e5yaxrN+4//9wGw08E4szg +0FHZNgLDJu5XHFrwfnvLLadsGoFLP7YJPmkl0Myr868tOEbg8cip3oR2Anm7 +W3G2jA3D7ZcKLrFdBLqiqbFmz9Aw1Pat7g3pJpDUcZsGl+5hoDtYqHj0EIji +f/O54PthKBVNTjz/hUBlVKSikDUM98X38ZQO4PXKFdBxTxmGMD7RL08HCSRQ +ukesOnYYhFqm1ugOEejqEZYNxwKHIWv6rVsnDa/fp1RWfrthGDTXTsweJtDh +Zuu9p8yH4fgB59MGIwQqmbNdd894GPpdK9ESdlacxNZGrWGIc9I+Jj+Gxxsd +ZnhNchjqth9acZ4gkMmfrqTW3cMgn/L2CPskjrcz69XVtg7D/t2HaSHYZ8LP +pIuuG4Zhi+rk51P4956fu+nHMgyjnuwFXNMEirqv7D73iwE85z7JeWJ/+DZN +Lh5nwKMvNuH6MwSKD87+JjDEAFdtd+tS7FFuo8d3uxgg8DEiR2AWj8/xu21T +MwO0xy9cs8Meq3n0TozKgMmHhm412K+YS/ou1Qzwz9NY4ZojUDOXucH7IgYU +M4mZC9j3uaoKhHIYsPrPWS0C++U8y22L1wxgHfux3IwtW33sydtYBjz5OiPK +Po/j2+Ha4o/nDHCnLCfLYXevvfteyZ8Bkuofn5liD/nf++nxiAGHs/42PcU2 +mzf3rnZhQORdWYc32NeOn7ZdusOAQStBx1rsNgeBt7KWDNiXeralHbsuoE3X +7hruz9/Bn469L9BLJ1mfAdcoR+KnsDkdt2S3azLgq96xNXPYN0+k3WRVY8Cy +y+7309hHv253O6TIAC/qq6Fh7CfBflNXZBhwa6u2Vhe25vqhCu99DGh+3cNF +xg503juWvp0BrW3jItnYp+qvOjQKMqDj1q6HQdiuP70uTfIwwMNDZr819m6+ +iJg17AyoNqvcq4J9jv+FgtgfOqySbOzXY08uPZVX/EqH7eEjLD14/VjeW4Tp +TNLBd2P3YAJ2pIfsGTMaHVDTJNs17D2xr5q8PtHBMFNIrBHv124WxZgAKh18 +LP02u2LH65Lrw6vpUBsBOjuwF5PeSMdl00GmTtnHBMdDX8ofh7gUOnyv63j4 +A8ePYqDqhpgYOnDKjb7zxTbdEGcW5EsHxybR1pc4/vZn52729qSDrlFSqRC2 +neRbCWdnOmTKaHWG43i9PuJpfvEmHQ7MdJf8F9/rt5wPVrlCB/aMTfcHxvH6 +HuXiF79AhxljWWuE/UPsgty8Ch2iKtsGv4/i9VzobW2Rw7+XnW92Bjs242JT +3kE6FOyU5I/A+bS7gbfDTIQO/b7wUwjnX3O611P9CRo8Sc3IGsD5+oBSt3Zv +Nw3uux+z2Ii9vPjt+wKVBvvEn7Edx/kdmyzP4ZVKg2dCojPP+nE8/BLlMDWh +gZLL67P9uF48oSy+59amwaKOz7pRXE960ynfi5Rp0GKQmzWB641A3rGnP4Vp +UOCX5UbrwOdPnY/P6c9DMMpLU47A9UpQ+cezj6QhOCCfQXbE9Uz549UF3XdD +ID2sv+M8rnciMqurGiFD0Mguo7PwgUDcK7l/2c4OgU5J3e1lAud/YYLTq4pB +8Im0omytxvkchH72ZQyCZOSb9Zm4/kY97KYJRg9C4gnJLYcqcL2JHZx1vzcI +7j+X3KRKcb4N6o3zHhwEfzpVZjqfQHyPPxqaxA+A2mRyqu1rvF/7+A/5ufVD +WZ2gq90TvB6OIfQsi34o4C7K2OmN21v/lG640A/1XK+CWrwIlGIQHrcg0Q9y +Cchmy0NcvxSmizl6+2A5QFnP4i6BzHcf+nlAoQ/OE++JBmOcf36L2bZfe2Hh +k4UbRQqv/wmJqqGBXlhLE32dd4BAqSlnrC409gJbl6Dhc3w+77U9HyKW3Au1 +5d3X1cTweFk8tj/R7oWiSq1qI3zeexrYaZ/K6AHWUOMc7SUqig8IHCi73A36 +a95069ZSETmrUW9EtRvOCG+4/LAS3x9SeyK4pbohsUXCJbGUiqh7rdw12bqB +6+636M/4PpJx4+RYQH4XtJT5Ki8k4v4Kp3Zt5OwC7UF2oSVPKlJt2KMgW9gB +1yUIY9ljVORYJN5O/9UGU6VxRoLRFNSWJit0YqQNrvzaW7H8nIIad9A7o1ra +IKKWcZEWREFPskXhWHobaEpHSL/wpqCDW0U11PXb4LoPcii9TUFX2my11hu1 +QtG1+1dHVClIxCFaTqu0Gbqb29bRxsnojqpoU7Lhe8hOtVbfv4uMKrrK1t+S +eA9NEndiuLeSEb3+cZ7EUgNML8DwmAAZ5SW9YvGNa4BwNRNTfw4ysrRj+wv9 +BPhZtH1ymahHZlqPFBVMqbDtx1Dhv1xsKYXug9fqIansCZUkU49IC8ZKOnZl +oG/pyULZRUIsbGPmLkuuaHmCdk2ovBq1fWcctvxaiY6u42FNditDD5T+2FmM +fUCnDu0Q/FnzDuW9PBcWcqITrcaWH1speI20N4tN+V3vREky5/puO2AX8vz0 +8+hEvx3qQiokX6MrajvFYis7kemq8ebZ9BQUXq9AWT3ahT5sfTjneiQZFZw6 +dGJQphu1s4Dwd2Y8eqVxhIUm0Ytqpk/PvFeKRNfvhXg91+hFaxfLvMTyItD9 +ir+5Z2x6kfeX++nyOyJQRZKQKCWjF11u+Jj2nDUcWX48ocm27wvqXFad2BkU +jGzTL/ZEiPehL3fKmu48eoIq0uatEs/0oe9NGhMhxj7IrD45Pd+qD/1aHS3a +c8wbkfRPKg6n96FTA0537Ho8UFbXnZzQff1oRjBaqSXFCVEhp77hbD/6yrum +xE3PEcm/Xw5cY9OPrrcI7BddvY32HhqUjsrsR6FRj6PZiszRq9Db60bf96M1 +3FoCD/ivI0fujS+VJvuRfcNMVmKVPkpLo3ZEcQ2ggx5ht2fqTqH/+39flf8B +k/uPZA== "]]}, - Annotation[#, "Charting`Private`Tag$124094#5"]& ]}, {}}, + Annotation[#, "Charting`Private`Tag$8720#5"]& ]}, {}}, Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, @@ -2868,7 +2505,7 @@ wxN4vA== "placement" -> {"x" -> "All", "y" -> "None"}}}}, "ScalingFunctions" -> None}, PlotRange->{{-0.9999999658982575, - 0.43999999999999995`}, {-0.17135389760234934`, 0.17135393862091836`}}, + 0.43999999999999995`}, {-0.17135389760391131`, 0.17135393862248052`}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.05], @@ -2879,417 +2516,16 @@ wxN4vA== CellChangeTimes->{ 3.817632448065246*^9, {3.817632480017908*^9, 3.817632515983914*^9}, { 3.8176325673566847`*^9, 3.817632586442404*^9}, 3.817640197146964*^9, { - 3.817666564989592*^9, 3.817666601422195*^9}, 3.8177180807146*^9}, - CellLabel->"Out[161]=",ImageCache->GraphicsData["CompressedBitmap", "\<\ -eJy9nQecn1WZ7/+bmWTSKIJY19V717bqene9IiK6ohQVFRFxBRtCIL2RRgqk -EtJ7D+m9k55J7733XiaZyfTe63Of7/Oe885/wiQB9O58PjPJ/Oct5zz195Rz -zq9f6dT89TavdGrR5JUv/azDK+2bt2jS8UtPt+ugH8X8UyTyT9cikUinL0X4 -v+h/3Q/7SuCH++VJfsRI06ZNJ9/6acQ+FvcV+ch/j37qAPvns1JVVSUlJeWS -l1MsGan5cvN6tly9lC4XzqTI6aOJcuxAghzcdUX2br0oOzeely1rz8iGlSdl -3fsnZPWio7JiwRF5f+4hWTLroCyasV8WTNsn89/bK/P0e+6kPTJ74u5IXZk9 -YXfk8/zfPuObaxZM3ScLp++XxTMPyNLZB2X5vMOyUp+3ZvExiV9+QjatOiVb -9X28d4++n3Ec3Z8gJw7fkLMnbsrFsyly7XKG3LyRbWPPzS6S4uIyqaysivS7 -PUG62z/32tSLCkslLSVPrumUzxxLkoO7r8j2Dedseu/rcBjm9NE7ZPygzTKi -T7wM6Lbq+zKg66rI/TL4rTUyqt96mTBks0wbtV3mTd5js1ilVGHkuzadl0O7 -r8qpI4ly6WyqJCZkSUZavhTmlzDCjrcf4Bv2T0OpKK+U7MxCSdA5njh0XXZt -vmADWzzjgEwfs0PGDtgog7qvvs8G9JAM7rHGxsjH7w3fJjPG7pS5OihIvGzO -IVm18KisXXpc1q84KZvXnJat8Wdlpw5yz5aLsm/7JSPvoT1X5ci+a3JU2X7s -YEKkDi+OxBrJmcjJIzf4pI4cP3g98imTDjhyZO81m+uBnZftUTwSrm1dd0Y2 -rz4tG/SV6/TVKxeqtOhQmAGknTV+l0xT8k4cukXGvLtRhvdaJwO7r37QZtRY -RvSOlwmDN8vMcTvtFgQDgeAVJ3VEV86nSUpSjuTnFktlRVWzW4W8hf1TX6RK -JD+vRK5fzWTgsm39WVk+/7A9d3T/DY3sdfcaAccN2GS0Xahy7Dm5W+kOUc4c -T7JXJjlOFugjlUffsbc8YG8pV5YhUzkqiqnJuXJD33jpXKrJFoRi5NuU7vHK -RkbAaxjFxCFbTJiUnffaaBrKiL7x8t6IbTJ/yl5jHZoHfXnU9SuZkpVRIGWl -FX+5vRw1sX/ikDbJ1PGeO5Usu7dcMJ1FqIf2XKvE4W2NZGC31SY4M5Uj6CHz -3r/jspw+lmjKkZ6aJ8VFZUwy8pw99x6bMLYDGUUHoQ1CwiiZJMKGXeCZE1SB -eF9je18DE1Rmh71AMtCW4yrjVy+kGW1LS8sjD9t76kl+fr5MnDhR2rRpI2+8 -8YYsXLhQ51RZx/5cV+bMmSNDhw71s5fduzE5Sg+dXG5urn125MgR6dWrl7Rq -1UratWsnAwcOlOPHj9e9PfH+6l5eoOrKxPZuu2TGCVVX1Y+zedSXkX3Xywxl -4Ir5R8xwMAf0FQHwIqnkVUYZmRKvZRkbDquebV9/TtYuOS6LVD+n6lNHv7MB -+6KsdyRS6edzzOP65Sdl345LclZFEPFjVLDiWzy/jowaNUqVtKCgQFJTU+Wt -t96S5cuX13HSf/jwYdm2bVtIHyWdlJWVMX8mXodf6gTPuXjxopKO50C49evX -S/PmzeXChQv69Ft06yVH/aKCUrms9EGwliqzVY2VaswgDmmWSarafI61wXog -KGqkI92ckUM4cT6Yx3Mnb5oVQtTRDnUbMm7gJp7TwNF7yNtrZfLwrUY0TxRu -S7mZiyx+gafWk+TkZB1xRUWFZGRkGHdv3LhRxzF7165d0rFjR6ccwWenTp3y -QoC9sM9Gjhxpohb8dltBecERokonwigwoQiK+gVHiHoypv8Gk3SIgEalJefp -6CoH2q0N7FZPA4wMVgKTic1DAlAcT4CRaiWwGCjxDhU4aMp98EEl4pNuoDAZ -XdFvpUTwMz09XY4dO2Y8Vefn6XH9+nWbV3Z29h3pgY4tWrTobvR4ztEDxiYp -mgA5YObUtuunTKKu0QOhQGhQLrWkkfGOGFgVTGhyYo6cVc7CYTjNMyYP2ypD -3lrjrFac+QusNcKCOkEM3llcWKbeKRji3r17jRL85qcMJRg6clLblGOccJSW -lsq+ffvk5s2bkpiYKEuXLpWWLVvKtWvXAo2I5ZZJwcR/5SbOBDC3CMIS1V0m -HusmPqjHauPeJnWKiG1ebnFktqey81I3rmWav92hDhSzgh9Xc+nnbAKgFhX0 -BW0vKlLDF6gQRe5zo4/icuTDsjnGGTysLZ9hRbp16yajR4/GLtzBVP7C/olV -O1JhmAyMon7UzxmgBDjCjWIay8sqIu87AsNoGHZKoSaAAUZOH7vDaBbnJoxb -njJym8FMaIIDTFVF4zkN3Ki8muskwwnv2LHjjnruZdhPWE1eKOu1zPJpN0tM -r0IjM8sqi8EsY23UOD0AqaKA9VFM5Q4PPQBeCAWIR5GOt5Rq981FYta4BGCF -VpcUlweCpoxRIy8jRoyQvLw8E8ju3btj5uu5cTG1AwcOmKnX4cfeMjulUMRM -vX5WXl4ezs6oEG3Yn3DPA6fipoCQOrwYN08cHjAOM6bc2+XIC1YFSIPL8eUw -EtOFtsY5RAO+QIuZIHj20vlEGT9+wq1+3U+IyQwaNMj+XMuEcPB17GeMXVJj -QrWz8HH35FIFLWgYAYgywU8NJI/rwUmr5hx2U8M647sRbSwzKBSXP0xlNJp/ -sHSZBgDIMbqNDUApP337Af3IDQgpQTXwG+rhggHF2BN5WnpKXuSsl2O9lEAH -VMloMAOYQL0tdDc4SUwEQRRIHlOqMvnArax+zI2sUH0H+EbfF/HEGKtwHGKA -r/WdV50QEjRlZxTKhdPJptAESWqV/Zvx+FNHbrdREUsh9uqW77k9CR51fyLw -ZPqq7crWYAxoPi8AFColU9wYVPEl+UaOTQ0gjUHVKddz9gYszV0YR5yLCvKd -9Pp77k/M7LxCM2JVzwDAywEFJCrokRz3dvyaMsSQLrENpk2hmqcAdMNv45t5 -HEBQ6VfnVtp/171WQaIpg74qnDfShHkhENd7i92bYX12VqEBSLAmxkI9qX8z -kJqwe8uaM4HGp5r8ufd9J+p9mC+NaN37YozOyEpWekEkzb3sY4PuBiHo5ks9 -pbzTr7+0aNFCOrzRWcYMnWvIKNbBGQaq/5OhKrJEg3h6jB9ISik9Lhj8f0Tx -CPOvLA4Hz50YXhXiSAbX/aPgsML24uJicyErV640LHD69GkLIc6cOYNploQr -GSYfGikGwuV9HoOaM2m3RauwCz8/KpjL/3GKjJvHaTB7vof1XGdCo1FWpK9d -c7+oWZWqogKpzMmQirREqUi6LOXXzkr5xWNSduaglJ3cI6VHt0vp4S1Sun+D -lOxdJyW710jJrlVSsmNFnJRsXx75RPArH/Pn/eul9NBmKT2yTUqP75Ky0/uk -7NwhKb90QsoTztkrKlKvS2W26lxBrlSVFkOjyA8Z0t+JrL1pVmGRDh06QPrQ -W0+dOtXkrfq6OLuPiJqYgegZYEG6QFFUCCVxKqQUgIlE2wpCIkMDSv+7e4wS -3/yRpzSxLpqLVnfylFYpqMzNlIrES1J29pCRqHjbMilaM10KF42Wghn9JW98 -V8kd2kpy+r0s2T1+L1mdfiWZrX8qGa99/+uS8erDkQcls+ljktnmCcnq/Kxk -v/XfktP3r5I7qJnkjXpD8ie9JQUz35XChSOlaMV7Urx+LkyyV8FMGAuToToU -/7rX2H8clPcMQJmHDx9uv/l7N27caKoSfV20uYxxmg9DgCZE+WQKMCR1nQlS -Z2qZBYwJCRpzgVVVQbIx8k2vxWpB0RqV+FCLYSG2jStaOe3TW40n5VfPqIRv -leKNC6Rw8RjJf6+n8SG750uS1f5pyWjyPSU9DGgkGU1/IJmtfmKfw5/srs8b -r7g2p/eflXd/k5x3m0jOgNf13coaJWbukJaSO7h58O+QlvZxHa5SzJLzzivG -xJzef1KG/kGyu/1Osrr8RrI6PCNZ7Z62dynTP2Ovvyd4dZdnJafPX/RRLUxk -CmYNkMJlE6R4wzwp2bPGlJYpVWYmS1VZaeRfHVk+fqASIzNnzpQJEybUuBct -69SpU/V1FqzEOTYCSknykgvDawyLCs/IPBCugrYvK85AUYKEauQbzj2QD8Lv -ep0i4ajWsJkzslXlpaZKWJmidbOkYPZAyR3exsin5Gpk5HpAMl5/VLI6/lKy -e/3ROGDkUk0rXDzaNK948yIjGY9BK8uvnJaKm1cD0uXnqHEiDVL1RXvrp0xg -lKJSVZinJjNd7dgNG0X5lVOBUqupxP6hdcUb50vRqqn2KkaHduYObyu5A5va -cNBguKnCdZ+TLX7N7va8SsZrkje2c6DMyydJ8ZbFJp+Y0Mr0m8bUzziyf/xI -7ONpaWPHnyqHUnD15NcAZWr3PIdBlqB4AD5QqqKiMtIz4PDXndXE12JUAQdw -mDCOeF0BRORVf406B4hbsnOFmbW8ke1N4zKaPKJC4KjW/EemgWhs/tQ+Urhk -nPG19OAmKb9wVCpSrpuP0xdGnrLn3mvWGCZiDjGLOKnSAxvtPkxnwbyhkj/5 -bRMptDP7zecks+WP77FXNjSjjPVFA/On9A5euWlhwKTLJ6UyK1VfUXGvo9/f -EzyiZChttCubMmXKLa6sJo8+4VSwtLTcUD/Q21Jn/TeEllTjJpk1YZf5KZJ+ -DkYGWbPI1xyXidHmaxDjtZA7MtMLXvZCoCoC6YrWzDDVyu7+AqypZ2Sqb9qH -PMO1gjlDzEChIuXXLyhH8v/qzDBKhsKZGVbEAJownV4wImCCM8WZbZ+MNHIc -yHjtETO/mNq8id1NODDfxgFlaGVeFgyv5wb6cULbuBCdLVu2zP4PgnPoLCpf -+ZB7hwVOOUUWoRKBUo3SqCHEEYrbAQmH91619BwK2zmg9lfdEwhmqFJ4asM3 -1bM/OXaqRNnckDTooqSNBKSOk8xmj5lPQBqhXemxnYay9J5Ie7u/odnMyoyb -JqHm7tSsFC4bb0qTO7S1cS+z1eMNvatp/sNAr9Ro4WJgMsYNK5SblKAS+IHI -OnKb0Lqum0FCQoIMGDDAUlywQPFcpLa8z+fc9cQSyRofUv6hWDJp2NYaPoQ4 -aK/GqMAFLEzg2yJfcbdzGwEjtBw/cBOJoDCtjAXA2hetnWlartqtnzLzeurb -f2afodYgXyNkVWVvu7WBVJUUmpMoO7XPDFPRislmqkP/0+LHepVTAYULqAB/ -K5g9SIri5wQymnAeFfhULZP/ohshqSuiYGSJdIDOJEzzob3kTcDzBK9UM9oE -k//XKANNkcULE/5Wof8fHIcqs9KkePv7kjfuTcxZrJu6Qk1zP+gTuLEyMwU9 -CnxEfbOZDB1/iYMrmD9c8sZ0MvSiT2ngpVERqknjxB4mYSU7V2pIcRx7EaQQ -bcb/6iZK7YJIlEwESEFjm3CiBvg0iCGfSbRLEBZU3SL/202UzBDlRz9RLlXl -esFNFJ9dceOimXU15cFE65ptwnwXrZwiZeePmE99z8+yKN9uwVYBovEGAGzw -mXqb+n6W6gWAb6Zzq6eZw+E2dVq15gO+FiXV5CRxfqTqRvSND6WaBDTulERz -DnC1SiKvBfP9X+528DFZLj9flXJXI4iRiuRrihgmo8qRYKaxpsOwE3FVUzvP -TdLAr2IYXGTJ7tUGNAC+uDudWTDJBmpkf20GuGDOYDOwgMvK9CTTH76IyP/d -jQyPDiaglkn5YNyATTXCKJLN6CR5PMzf34KJfam2iXVbBb8jz7uJIXjFW5YA -r3GoNjH1NIamcCs6pBXRE1PzbxMDNyiiR0Zx2KqOcXZ3TKCZ+lF0mo9bKnPN -c7hJxZpjJBWzbtlxCkOh+ekTbykUUmRJzvz8OZiPV2ASObhd5oMZungmJfJb -Nx/seP60vthtN5+YYC46Rx18ZKNzQRY2KrkhO+SHDbBD2RLeZ7mYVx+23+o4 -PVZfac8DeQJqiMD1ud/ytqWgVM5jW1RXSP8PjLYtb681NaQjAjGl2+HF6JnF -ysaVp0IunTt58zduUmpzTGdyB74eDo5gBdVT3BpZ6DT2jqmfhh9I/SBWFEaI -6Fu3bi1jx46VnJycOu5ptym91nEUBF2YMqt2Qim0Naf/q9ioSJw3+BpoER4Y -SNm6VA3CUaLkbzhqgaOuXky3cIVs3JAoA0WFCDmgrIhbR2EDbYz8i6MWaUSv -rEf3XXs2mlpqYhXaOLYh0t8zfwu79e+LufSO6aaGH0g3rVu3Trp27Wowp7Cw -0KI2dcUfoQAb4FE11tkqNocNJuC6SDNktn2qmmhv/NwiWqwjmQxyRqqmX4+2 -cqoYQHpaMUjUe6LRiUBoD2VI9lYX/TXOlhD3+ix8MKrGYd4PdGFBa2JOGD1M -m7jUIAXQ4p133pHLly/7UPKO4tboA+JWUlIi8+bNky5duphM8dQ1a9aYxbrH -CRXpFKJ9p3bmTcBIGmtEHnIEIDP57rvv2oiocwF2PFp/++23LecnYeRVV9au -XWvvZJjI8KVLlyLf+IjP8jUMhMLVLMJnUGe8hULhu6EsFD1//rzRQAGxy7bG -+AjRXSkfKUlX19GLMW/atCmkcVpamt2WlJTkMOPdy+Fxjp0YaILt4s0LjeZq -bTB3oVh2eEZyh7W26IE4nKhCbcCnPwYV1OiEVBg3eqblj6stZay1DlCsobiY -n1fyRTfAO9qrmFB6q+kTI7179zZl5LfPRytC7B3TxwT6CxcuAhcHIHfY+zYx -kgLcEx8fL+3bt0cDIv92V1vS6AO2BDXo27evsYtZqUja8xC/Ro4pRBQkK0JV -UARZMHcI+V1XIo+7U5o74t/NWPncfzGOzp07I1lWT9ywYYO0bdvWkhpf/9DP -ja3xXLWH6pGysvRj4m+Yo79BqoARD+osK6WkLF8KitMku+C6pOWck5tZx+V6 -+gG5krJTLt7cIucS18np6yvl5LVlcvzqYjl6Zb4cvjRHDl2aKQcvTpcDF6bJ -/gtTlK37z7+nsYz+3z7jm2u49ujleXLsykJ9xlI5lbBCzt5YI+eTNsil5K1y -NXWX7Dm8Ulq0bCHb96yW1MzzsmLVImnXvp1kZqdKZVWFzXzx4sXGGWe06qCp -1FXV6MN8vlVFvXp9zCyvtyhFRUX2GQ7Eayfs2L9/fw1JvlsTR2Ovyy73iiUl -oC2YOYCcKdDTBbX1LMgHopE6K1o7yxCs3hOkN+4zabyNtNu7bqVRSkqKvPnm -m6bWMVaprmdU4YuKLU2UAKKpo7bXdRpOJxCNMoQeGjx93mn4nXys3gX9eDFf -StZYE7nAUKuykYTwSm5KFNjTemZPo79cOsgHzz6YA3lOnjxFxo8fH2aEUE6m -tnXr1iBO+Mg2OsYUHT8nUp0NHDdunPlHkeo2HXALkFIjIYdbYiwdQQonYExw -HQqpg7CBxNjPuiEr7lagibaLkCx6TKScuV/CWDmo2d/6LjW5H+pdgYTfI7Nm -zZBWrRVDtm8jbdu1VuvQ0sjWum1zmfF+Z1m+r40s2Pk3mbnleZm8/ikZu+Yx -ZeOIFf+J1C9+WAbNfZRv/Y2fsTJk0ff4q3Tu+7x07Pn7Onbpp2X48v+Ulm3/ -Jj1H/8z+PGrld2X82v+S9zb8XGZs/q3M3faSLNjeRN56p4V079VK4g/1kx2n -R6otmWJW4/T1FWoltsiNjEOSlntecguT1GIRUFWGrvRumX6v1Bg/PktMTHTK -2tDkevv27YFW3L49qbo76RPRGq0BZdnp/UFuYOa7QTCpclIvGjOSWdGYrGRf -vKVRFCl6XzJ9+nTEOtSAaLH2c0OacVtLlixxIhlr4QxpN+p3E4du8TCT8ITW -BYqkFOrLSitcs8SdEYknj8cDGMs69jPGTCV+Q+2cV+KG7vIPWth6RvVadNq3 -3FCFplqIXhNk9uvXDx30hhP1mz17dg1R/5h23COxGTNmmFahLRgHsA5GU293 -5Kxn1WCCTO/SyXuUXzrxgHusRgvhCGLcCPr06WPzcyUFP4HoaoKnKs68WbNm -6HXoIdBpbFL0RMHDNV/zSW+LoisXiIm566UrZkiXrm/I3nMTZcPR3rJ0TwuZ -qQo1bs0Ppe+kn0jbzn8y5UPp+k56Qpq3fK2h6eR9+vM7Mmb192XCusdliurh -9E3Pyuyt/y1zt/9RFu58RZbsbmqPe39vK1mxv72s3N9BVh3oIKsPdlHCrjn0 -pv7U/+tnnfRvb9g1Qye1UKFp1YbApVWb19W0vC4t9bvn4Jdl2qZfS/suf5Pe -I1+w4Y1e9YgNq+Pb/y1vvvPbOBtWrIxY/h3p1Pt30u7NP8rQJd+tHzVaRjp9 -029k/o6/6Khay7rDPWTbySGyaM1gI+75xPWGWdJzL8j5Syc+hDtvEO3Ob9ek -V2u29jNObMhVkICikELqlLS/onGv+5ai7vey5M94x/wHyZaqogKv1070a9is -aPn3qWWUElcFNlVZb+g/zimylivSxGPf3RjdDzln4m5bh0B6nTTNA7elQU1I -4z9D4xgdKuJHVgtgf8j9qbaeR/Ip6Di1FOoERCBbtmzxb5g2bZq69KCR5mvu -s7vZ8Lru0YSrc+fONa7zN/Cvhhhel4nKsbqmy00ekaJV0+j6+Lx74t3quoG8 -1DeUw9NB5ASjHm8RZKoXCTLuDQ0+5xTcMBg7dEwP6T2gtTk09ZUm4L3HPSUt -27xSzyT5funU6wXpM/oFmbXl9zJuXlNp2aqZbD7e31T4yOW5cub6KrmcvF0S -Mw5Las5ZQ+SFJRlSVlGE2n/RiZ+jZmhkGcWUqZNlwsSxklt0UzLyLklK9ilz -mYD4c4nxBrwPX5ote89OkgHDOkvXt1vLqv1vmoov2PGy8/JPy5hVjzRwTn7w -gu8bDQbO/mEk8OYPSs8xT+uEXjUPPmPzc2YtVh3oqLN412bRsXM7mbd0nCRl -HjXCJN285t1MDT27XW/ov3iTnJdljpX6AVla6mEaaflKG/XJvLFdLNNGBo6g -DH98BznzRUdCQaRZTapLb7gO4/QCS9aSWidDHd15RC2BxCe1GToQfaHzg3gi -JhpPhJ2mxHRYFaSKL6dN/3x7RfLZPOoEPpdGiwBfznJEavOaXpvuVib37hGU -A06nUoV7JCJGC0Hw9Rx1sG9kj1EpapDl185GvuCeebeSui8tYlNAUoRKWDPs -DkkfdceusFFX8opSLCbcfmqYLNr1qgHOOk4Wuw74jbzR/UX7LfjsHtWk56Rd -x9fMC4EYQYvEq4g+DjI3L8eoTuDvEkQuOXR36+tlE+cNRxU6OZrdLxWVZaqV -mZKVf02Ss05q/Lpb49m1psF7zk2QLScG4COle59m8mbPJjJx1S9lyLz/ktbt -X5bug39Vz7m1t4Y/Y8B4wOwfKHZ+WDpo5PdG1z+bm2P6y3d1NXZtPzJVTies -k4TUQ5KZe11fXxqVvAzLX+Wl1m5G6alg3rAge9n6p15hyI/3VmC/fEgvq8e5 -Opefs2/7BiX5yv39ji2AUppWWb3E0jcWT8RGVQVo0aXtgVVGJDY9PPxwEbQC -idWrzSxHKUbkrpoRYzlWtGLlgiOhtoCnmVG1YazG0777627NCd7jz58/32Pz -8DrSlT4Ui3VXQ3DS2GgH1fmqglxnxe7ezODfRaneh53/yz0dCSbrEn/4LcVo -vwikpr5M2/grGT+njbRp20JOXVthAlhSlusfG+fupkhAauLQoUPI/Tc+BIE8 -3xgchpPfAkP3wAdSyvPnz5Xs/Bv29ispO+RUwnJL92w/NdSg2dLdLaTviL8q -EGwizVu8ZkBv6KLv1YkKH2u2nDcGnprLnLjupzJn24sWfm481s+uI/NEloj4 -j8nqwL/i5N6iMLX+eAG8AV5BvUMdV86b+PoLMuL1P4TQPrPd09JFve76Uf0C -x5GdFuo6QbPn7oOOP2T1aSxlqSjLbOmm9ulQFt2wkJB0aGF+SX1HY0wOJtB/ -YX5q5n7rmjkkG3v27NlbZd7nQW/p0fC5FpqQvUNIS87zku9zQ9g58kAoVY1M -6N2aQuJk8+bNxlvvChAdXEi4NgdXcGRbKOxU0qW8zMUvd+4e8X0pV65csWgS -KJmZmWkOVCfq0Vlm3mXZd24SEArjYlYec4hIHbuyQHHRESktLzCy3ul1nqP4 -fmaM5f+sfaY/qyqksjRPyvMTpSzzrJSkHJSiG9uk8Mo6Kbi4TPLPzJW8k1Ml -99h4yTk8UrIPDpGsve9I1p7ekrmzh2Tu6CqHl3SQli2aybZZbSVxQztZNKaV -tGvdTBLWtZX0Le1IE23tEPmUZGzrLBnbu8iZlV1kzqj2cmJlD7m+rZ/sXtxL -WrdqLuvn9JHc45Ml79QMe2/B+SVSeHmVFCVskuLEnVKSfFBKM05JWc4VHW+S -VJZk6/BLgwxEQ0uMYiaAiuC8E4rxcEAbj/W1IImQTgOnek7rEEI0rNqHNjCg -OmvLC3b5puPvqBJPtdwslAZKVlaWuw6LBlaTJn15es5Yadm8mezo8KIkvfqI -LHrt19KuaRNJePVRlyBraBCcFgJ6RfYsmS0bV68wmSOaIdClfV1//4yTK1Y6 -0dfBej6rz3arrjrQoMzndHZVlFd6TEVOEnsMtkKiqToMHjzYp0j4uGfPnibk -1VDLK9ct/TreNtPpj2KxZMGLPPmgHj16mHb179/fCih3qbR5aUfLSSFhYRFN -qrYa5vgnU6Wl6ciUaUwn613yTQ+1dQ7Vd39ThypDhgyxR6LjaqzD9sji0hzL -tyvrCagtrEaDwCQXkjaCW+Lu8AqPA5gYyoXiBD6gseVBKwpTpCT1iClL3ulZ -qhxDTSHSNmiQtuJ5SVr4E7kx+/9KwpSvfEJ/fJlswcDH5M02f5EWzV6TXm+8 -JHtGfkdJw9/qyZkJ35BxPX4tndv8VSXqNena9s+ysN9P77U/PyDXp/2bPS1x -/o/k5tJf6Bt+J6nrXpb0TS1NrbL29lMVVYN2cprkn1+ko1orxUm7pTT9hJTn -XVd1YalNZQPHjvLKUskpTLTYhHwB4ZBizRhX8Rq96nuhesQ59Ri58v9agoQw -Z+2hbrLz9Cg5fnWRXEvdY/APLPYvzv5FC8o7b3eXM7NHm43M6vys602Jk6NN -Hjd31EGJ0VpV6J0ub8iRlQup8Tn7H2s7LpB/p+d7wuDNsW5BucIu6/9iFSSx -CjGLr7zBKswqrp3IyrMRL4DWR7mXz3jworezCQPifuxAws+dUAAjrXGENNjb -L1JJjDzjnpartCNa1RARzGI2hQQxuFf/FvmyIwRWqvjmPrVoc5RFfSUtvonc -XPyUXJ/+DbXnsPYT+v9vSuLcR0xgbi77laSs/L2xNm3D65K+uY1Zzsyd3SVz -dy9jc/b+gWaJsw8NN6ucc2QMvSpHx6mV1f/r91gThcBiD5PsA4P1ngH2/sBy -dzeRSd/a3sQnbf1rkrr2L5Ky6g+SvPw5Ey/Gkjj3Ubkx6z9V9L7+SRsqsvgV -k0L+nLz8t5Ia/4qa9zfs0TlHRts0TfJu7pWyrPNSUZSOKtdxahMV3YotPlIN -xWCT0yZi2XFquOXSyGxNjn+ygZM8kl6kyIkE4o+8bcE16QEMc74GSqS/v+DR -BMHyyT2W68CQZHX8pctA17V+JsqVNGxZR1R+jkvgxForAu2Z7CkwrNc6b3AR -CzLLrLNRYfxmTcGJBiBFhaU/dx/TLWkAq+lj9L78wskMmXrydKNWfjeM5RTN -mp/RaYSxX1VFiXm73GMTJG1jc1Re7R0MaKz8+I7cXPJzkw/1q8rbQZJ7Yop6 -6/fNc5emHZPy3GtSWZwF4YPxPqCKX24WoKIgWcqyL5tVgEc414JLK8zh5h6b -aDYsa09fFblOZsdSVr+o4vBLszo3Zv6f+/0oEAGVYviZtrGFSRSSlnd6prG/ -JPmAlKufriyjGudy0g2wEJYIITlJKQN4s+FoL0uxTt34SyxMpL7D9lggkirL -9rY0RTt0cYYFtBl5F6W8ovjznt25mdY3bHB3VAdyjtXs7vKs9QfTxmcNKqq/ -n43CsuQEWeqGk2VvhJiovkOanVlqShcLWY6vRTM+xpIjMH366B0Rz3U6BzNb -PW6c11f+wlkAJvve+p95c2p4HnlHaH18g5qgOqnxr6o1+FZdI3OckTl1zZ8k -c9dbBsPgFlpVWVbg+lwbKy0qFfeUaTRcLMkZBXIjNU+uaIR68UaWnL2aIacu -p8uJi2ly9HyqHDmfWlcOnU3RcPbwuRT76NiFVPvzSb3sjF5+LiFTLiVmy9Wb -Ofaom/rI9Owiyc4rVhktlVIFJ5VVVUEMe28AIFWuELnStONSfGOHFF5aZf4Q -e5C1p4/ZB8Q1+f1fS+K8xzB9sUzQfE3g/R40G5i04Mdq+14IJEqnbAbl3AKd -9hZDfhVFacEL9Rv7ez19v0VDu8+MNYeE1ZgU/0SkgXNbUH3xrtcMAlKbv3hz -k0VNZeWF1XKQky6lx3ZYB6TlrNv/LGwFtn7YPn+xPjq6JK1gVVXplZ8eXbrn -1yw5RoejtxhsrUKzI0uUCvJLvlxTcNi2BMGJf/9EKDgkxM1ctPwx6dmfOxeN -hcPnIjSk/EkH6fu/5J0W9jNpj6lpwtSvxjiIASGxyjgACFdRmOqikntwc8ZE -5OPQ2WTZeOCaLNt6QWasPiljFh+WATP3yVsTd0qHUVuk+aAN8re+a1VE/9pn -jVrXV99ZJ80GrpfWQzfa37uO2y693ttl9wybd0DGLj4i7604LrPXnZZFm8/J -yp2X7Pk7j92Qg2eSVQ7T5PK1JEm6fk4yEg5K3pXNQfLzxHvm0HByjDtZHWDi -3O8zJXX0gYPU/6vk/MA8DtONFo7iG9tNJ0pUODLyLljKGFeCoV2+r63lctWW -OLsSZ9Vb/Ah2h+YMqIoL0lDKtay4ODozxfq/WcJj+aMW/1XX2RWW6tAzz7or -ZIeeTd9iBI3JTbIEjUxpdedbrC1eY0UUKwnV/nyppmSwZMB1CTrJUJQxqLlJ -RuHiMRGPShLS9oVisXj36+QAnB2JsTgude1fjWx17GesuurHDQGUpBzCDYRJ -ZZ0jSg6P4FvvKbvh7/3G7jhp0j9gd5uhm6TdcA2GR26RzmO2yptjt+l7uo3f -rj+7T9ghPSbusN/q8LMOl+jNHfTi9iM2S5thm6TVkI0mSzzwlX5rI5+zFzxg -vG8xeIPJ0tuTdpocjV50WKauPCELNpyUNVsOyI4dW+TI7uVybvdMubpztCRt -6yspm9qpV/qjJC16Uq7P+PdGDphcn/lt9Ys/M0MDCAf75J9bKEXXt0lm8m5J -SN4qJ64uUYQxwqp0xHmK3UKpiH9SpaKJJVlo00GKsvKvWsj3SS8VlLg0TKFz -Pn96P4OEGU0e8VKR3fW3lp238ta1s2iyE6hYW1TOPjYbV51iLbYXCPpHSbGz -jiovt/gLNQXCI9JL51IjP/NKX1lhqAKhKL94/GfeiqlFJBmGTADP9XcnE3Hm -7m/M+R50sm8QZUnqUexHWG5Nyy6UmWtOwSydKAy6T15/Nx5uG2MmLDsq89af -kRU7LsrWw9flwOlkcyyX1VMkpuWb88EJlZVXogBuCp8xISvRuRcUlUl2fomk -ZRXa9QjeefWsJy+l449kz4kk2XbkusTvu2KGY9GmczJr7SmZvPy4CcWQOQek -37Q9yJgJFpL5cp81dRiquZHGNuh75OW+a03iujDwaVvkvXmrZOmSubJp+UTZ -v3KgnFzVTS6saC5Xl/xOrs//MVGVBugBqDERUugLRDcLc3ScpJ5RWTg/S46f -nyo7FZxS3iGTMGb1o3EOqKCL1IwxNuBXPBLAlKy40vgBD+qKC61zkTUnYFCA -SmhQmj1mnYzYGrJKCmpC0WHdKriUcGfo22u96LBnCQvT2axLbclna4oOgoXo -3LyRHYoOiUGf+VMk5D+mvOahSWFJxv92HwM7vMSoYw+EqZF5DgRDqW3fygTz -Alh9GHjhepbkqV9ECIL9J+4PtsIrKTchsRy4IhMgx95TSbL5UIKs2nVJFirD -p6sXGrfkiAyes9+e2XH0VizHvcbahvqq1dKy3wLp+u5EGTBooIwb2lXmjGgm -q0a/KNvG/VyuzXscaHGPw07npn1FTsT/0Zr0yMSSQoVNYMxGDnxTZHFfLsMf -ZfsPbrKVEyyIUf6EKwcUE9gaar34kx69qdTTIk7/2OThbruKGFv1wPIWLnqo -Jn9Y7gh/UpNzHX9ibC2p7+T39h+Q7MNwv5KXRABcUccZRgyQ37NkxpqTGldV -uC1lalYUg7R2fdNLgAAIDyCwWlmAE+g7dQ9G+V7nBFB3PFplcaZBDXwu7kUx -RqA1sZ4ClWXmRF2+sr6jLzDXv9qXL9h1gPgsd2grB9SDqfvr/IYmhFZLggUU -zoEGW4n46wLiR4JqSphAt/9d5sc/BX/30f8H2xBjwu0hrlxIq/FZbdd91M8a -Ocqo6Q/XaJRfPfP/5zV1LZ3jU5qrD7K0sMr97e7P8ElEclkafIRqDypT9Fjn -Qz7Gz5jPiCCGzTsIgKzrLPNr/ePNfKPdiNrSrecNe1hJQ90AliUls0Bylcel -5RVmQWoritf26qB09OnQ3WCBsDYpmYVyPSXPLA7XE/Tgarao1Vm394os335R -Fmw8a/gXFzdi/kF5d8ZewyNYHzyJYhaTrEAn7rfnoGbgYYBRz4lbZPTM1TJ3 -wQJZs3Sy7Fw+VI6u6CFnl7eSK0v+IAnzfyoJismhqN7r43i1VAZhUKeMHW9K -tuKVlFPT7PHHzk1WTzLMcArwddSqh+McTqFZiIYJLtt1ZozFCJR4Qa8Na6GM -r2ewKJn1JoULRwU9880CDBFk+1y43PEZW8jLkiqWiVaVl4aNdx/kQMBoAzUr -a4Aa1mayvoP4RxX29n3AtUlhaCG9bh47kBDu4lPbI1iDZwh5+eSwnh19nc8T -0Lft3dz6Iz0N2H32tqIUI6XpJy3PUo2kYwxbklqtKEgO13mBbAhv5m84Y0gJ -BBVnohITikrwGz8bm8NsOiBe2io0BiYDVN5ScQN+g3D6q/gNnLXPEI+GVXVQ -IzbGWnBIRug3SqXfdfi7Pm3Q7P321v7T90qfqbul5+RdhsgJzjqpAIOVWg7e -aHhJBfZTNogHw4GpetqfuZRbeTFxIBh88fqjsmHLDtm7Y42c2DFPLuycIAnb -+kvSpo6SvPZlRUrPyI3Z342EANwE+qeGzTO2dbQEZd7p2VJwdb2kJ22VKzfi -5djVBeaLV+xv5+Oy+i7FR3pvye5msuX4AAvfSCrT3Uo7D18IagilSgptTVut -UErBMZVnW8Oq4Vv1SoQgNstKL7C9o1hryDNrjc0qq2okiKulUfH7HaQx1hrV -rTOky2/IFPxbLZf+sxsMLb1eIGn9Tc46WeN1NTU4xpB//vnF0D0S62L9pEVP -WOqNz8uyL1rRJBDMhlKocBybClSPV1uHnZu47JgMVpGxvlYVPhWLr7lwDOCM -XPrwHlPtw/vhahbHLz0q01adNDlftu2CrN1zWSOBBNl36qacvJAsFy9dksTL -x4L6QT0Nv0Yphn7bUjmkswlCNVprbAO/3xJbCJBlMbd3sdwhKciihM1SmnFG -SvKTwmCejPrWE4OsKkf1ZtTK79a/JcGz4Wgfq7iT4KHpsayiqFbf0chTVDEI -/SGsXKstkuv2vIvkFtoycQq7n3YcZktaFmazNdj4gZt8ytB8b5942xqMXVrZ -c/KW+J6MADI0Y+zOMPND9tKb4pLda37hxnfmxmoZu/oHoXzQbpqWe95nCxFk -km046JuLn/LZQoAhGRJyt+RyScRCTLKFAXi8zzykx+I306sDMYI50oFIy56T -SbLj2A3D8+BzvPSG/Vd1XBqe1eFXnRp/IBLccfSG7DqeaDdx8xF1sScupVnq -EbfLC4j4UjWMIYcYFSUGXyrW5KrLc69aVFp0favlsvNOTZecQ8MtEKNGYYno -JU9jcihCeJMM3R1eUQoEqUSrUWjAS966WsCGBsnpq/FSknLYEiVVFaWWkc4u -SJBraXssPbDrzGhrVyKVOHHdT8NsNBUIUvVkqjeRI6iZjQ67YCkLpiRYezvL -47FEyt/QOLV5QnJHtLNCMBiY9hhf9SVKYrMUlkzStMqKfy9d9LKzHw6L5H1C -+l+jpSvWlkP6SkRpSbkXMMygpRZbPU61w1ciyJ5ihKur3zGW/sBLlleUhHEF -dXa4ARdI3yZM+5ojcyOnw7+06lGYkDs7X4qubbA+grLsS5bXrlJPG2xL9oBJ -blV5kX6eoRxPCHQ95VCQNlZxJWNDNQPOB2WIzpK2oZly/yWrjCXO/yFh+n0O -ROlwTALMlKz9ixW0svb1l9zjk6TgwlLLDfKKisK06iqUK0MoBW6kH7T1V5ST -KCuRFsQPKbOjyhCPhGUIfBP1ZKxSZt4VQPfnajD+uu2RAc1J3GW2/HGYSW76 -A9scirVx7JMWbCrhovZY22Kc/mXSxiP7rfc+iT2baWm23TALSr9Wk+MIjO3q -zPKBo4lh0bKowHY9gusshdSRhUVLir1MpJrtsdb6DiCia1clORCrOKtBUSSC -jNSYSLv6umXjMGf/LUvLgpOsGKgswOCT8MctkfznXlLRuUfHWaoXvQYW5J+d -Z1iK5xdcXAaSurhc54a08RkujfSudaCcmmllbbpDeA7OxTpR9r1rUmL1TIUc -6ZtaWQUldc2frY5AKhkXSTr5xsz/II38oK9jTv2q2oiHrYiFf0KIETYeie1k -aEXXNga2Qk2TVc+lKnBvDZ3pUlNamiWp2WfMFHygfrn+qQ/WL5sYrWvUL4tT -rRT0z9GSpOLBjnuG1gc3R3tDSWrilsVN6WWLs/FPCtQ/54Si3PWOsG/IlJHb -wl1yewS75LKpDO2LdMIGaDkEwVTYEaWF0/e7PXfr2gpw1uEhS6y2ZWuEX7rr -UQBy7BPX/cQVwOuasrBUAuuYkn3a5vUV73mZV0GyUZS2HoQBXU3f0t4YhhBR -BE+Y+rXIw2Fh/FtBYVxxZfL7zxq2RBBhNsKFmcBc1Oh3yDht1p22JmS/vsND -AMmC4nQb1+Xkbda5YO0AR4L6I0o+ZtUjDZ3eT4p/UuZt/7Nxc+fpkeYccBI4 -i4rKsi+G3KqyjcBs2cOi0barSGarn1Rz63u2BUf+e71sWZQteygp8kEJKsxm -w7RTszoguljAZiBEVmzFWlZa8e1obsXahqbe3OdkF3mGIRE+x8fSfBj2K3cL -ORr6Bil8TFj3eKzjGU1PAG96peheVBq5vfQ+bTyrLM2V8rwbVoCzirFqhaqq -mXp4SMMBSm6KqG4A9JG+ua0ZAmssWPc3C3LhXcqqF63JQDWO/toVv1OpR1Ht -M77VzCMLXI8i0wDBc6wJYmsHS+yDKq0JwgzLSNNWaxnT8VDJxsPjTnBB1i6W -fdnkLpCHivtCIBh0H9BlR0UFdaQOT28QcAsNBl6SLoytpWcsxqn2mNWP2kKj -ZXtaWp1x3/nJ1qlK1ZcVC+ojws1qTFjSEoPUImWlIS1pS/6gsPS0GNw2oigp -/ILjH3u4s5crm6uo3Q9rCL3X2ckgbKeQm130nZpyAs7y+4BuWHnyGScnNEd4 -OWGBLRvgPBsKZaXczDphuTzANcWzug5w04+6dE9zU3yf58YGkm4KdvRqbPfz -GZRl0cWFpA3Wr7j77Dgrr4A70CxaiUatetjnYpFD4iDVxYDUOnp8EmlFGBXd -5qrwnZQhnjRUulvo2P0FW5dK6d92+Cku9DtysK0ZZdtb1guySQu4yxf92fkk -OCMi4o0rPSBe6ZTUITHjZ1evluv5ku128lsPoNSNQqSDahERK/UCYT8Vi79Y -H0O+jrLUsasLTQNZdl5Umm3WM1Dsew2ysPgFq4sXB4IgZrRtUf6GsDyf4g/i -SL1YvU5je1VD6GwOCKnmsi0nBlrAhNRTRc/Mv0oKqbZczZcd0Ul6E3Rjxti8 -hsK4Btv1wpjpdyZJRnB1GwpDwh1j2MyWjeRZxDx1ZLi+mo0LOO2Hra9LS8sf -rUlsbCPHYUDsZXMO/dINgyQWm/55UMt+ceI3fKpndGNCBI2sA2Q1z/i1Pw4c -8b3WVDJ1wzMqf3+yggCBI6slKPmBBBE4CiIEkXlFybYbQGVVRRDHBxsEKEYy -8SY5gYjT9Y2yAwGI21jYv//8e9Ydx0KgtYe6BquHw3VFT1nTWAAwP2ft3516 -/d5avlu0etUWd7D2z5YHK9t6DHxJurz1qhkY2t+3nxop46b2lXbtW0urVi1l -+MhBkpp+3QwaXx/hMBJfCg4hB3Zp2YSgj6bTr8OV+Ozk1+uPAeQw9h6CveHO -TWXBDl5UowhSottV2SRj9eJjtqNVXm5xUBEKW65oYvX6dPl8mmcxqu3b7gzF -Dm+LTgXbEDWwiVJbY2cGunOxuLAaJ06BB+LeZ8T9hIHbSfFPWHMRaVP4jk2D -mKzTxLvTTw0IIKyj6xemYd/AciobOkNlpTIfOeEz/rb15GCLBrD4+FOiBxhN -eZA6IM/nPegb5ULABeEj9lM9RuQhtwaO9d+MD8FAdbGNPK93/w7Sd0AXOXRu -iRw6tVq6du8sCxbPsg4y5u/26vC7IP392/581mt5SaHlftkICcRnmyW1+K9w -GSc7S7HtD/ur7F5jmzmqAPhGXZqq2N/eFghMjl4gUFdGaahi2/7sr972J9gy -P2z2ZP0AssAxScXFZYE8BJs48ULfa488srGc2nTndO4J3TnxeELaXhOMQ5dm -GdNgLoQ124gGKrRTwYj8hzHhAQTG7CWGASFBU0GxLKVCsFiChTME4GMwMRLh -Avyim7QT8X6/ujZqx4Vwncv/r21xHnTPMg0GWRzbafvO2n6c3Z63zYvrunZb -ixzULdIRx/a3dM2xESAYMew8dMub2J3u1uVNAA0KcmRP2cQNBj4ZzcBg10If -krISikt+5YbITq74jHDxiYoSKIemvGBTvwdIypsFJziHuqg43KSOyKIyVtbg -JQnCcV/EUbvPjjUuk1d2alkHPWbTDNVoLLz/VicZCf72kOE8soqm6Xo7xRQg -MGlZwheYTekYr0BWhNQiywow9aAjhkfTM+Ebq3DouPAbOt5tveE/elsVvzFV -tRTssNw4UYe56eY/DDdhoMeMkrZt6bf9fWNLVWnxl/0L1Ymwdo01bHBwRJ9b -Fn9qlEIQSaaKLFSQdYh4jEoVnGSV28D0137IlZW2Gx+Jer9rCHto04dbVZQf -Wequ+x/dusKXxqytx1NtzYwaVAv3laKTdEwn216RFYNcr+z9qps2mzWS9eWI -iTH9N9RYfz6p5vrzQB3C7eH4k3eBF86k+O3hMHnASiVSSDBQD3vUVdy8Gln8 -d0vaR1nx3+iWvm358DQb2d4QOt2TlqkoKfy6mznn23HaAg2RYWd/XdsQg35c -Dve7ciHNdtx/LppmgZHye36yF6p6nIjfhZA9o9lRiHUG4daKg5qZs9LAO7LA -XffhFj42utP6tRqEY6GBFyjGQJ8YnyPhwOK7EoeNykoK/y1KDTkVhqSgEWiI -3wY/VqaM2GZ9ZOyvrl7S7Tf4RXcni4foXbZjL3qutQ6g50I1rLCaWO6g5hG/ -j6Y6dxsg3kDjqmCD0Lssj7vteiOfYA2PBUpLleKkK1JweLvkx88JNmpX+JDV -6VeBWJsdi7kjTYq+6dleGSRLWPNBmaV6Q+tYO5WFPTo530zjO7djpUeoLCLx -oQQHYSAwfm9R2zR14SjWaFXTpM0TtlMkrVjKTL8FxR0XODX4wPqTsSMVshzZ -ZVaWNySP6BAUzfU9rZu+dsuunXFWuYRoVDRti5xqEoSbrLJLKhVKtufEP1cf -exbIBVUpDlbNzSly+5F6aMYuOVMdDdjkU4OuyO+cKiIXZSf3mharf/D9AAwI -fqBP5LYBCvPtlvrB1qSZyRYL2D6rS8fbhr8m5y1+HOdWnALZqIXaDshzh1hF -zTbySr9pj4Aa347iEsku4gh6YaPBI5aUDfjYzIdIkiPY3AayHrpwfqQXfIwI -O+P+3k2QbfuBRmx2ndXuab85Luv386f1k5I9a5nMVDc3MugAWwx9kUntIItB -CHEVe/odgHFgbFrGE/C25hdU2GmbsGVlJtx+R0yOCUE62VDM+NBtVTi7Yb3W -mWONPsPM7fvrV7Sj1n47Wb7ZJriivPK/vb1gQ+sLR23nFQNZivv8ZsecNWCp -EPpSVZ6oZo6MmqqdpKDabzuCq5yCHY2NbZ7wWzqzRaptdqyGgkZ5Ei9mztV3 -++0fogGJ39zZH1bHmTsUMtTOR/weuuBErDh7p7KVBPmW5sGkw5SDajwc95Nm -8aO62pc8V/OzLWTFqihvanTt62BBOCXbl1svrvrTvl5Nsc4pCVJ25kCw2fzK -KXYqhHH47RdtD7qaG3j/LtgFXaWA6BejYBs9Fxc+FHLZW192/QUacXwJSblR -/daHE8ZGEQtzUFtWsGYt0jqY8Ffd7QgIKMsMlQrF6WOJbl9ht9BFRQwWWVTW -9LEoaB9kDvMmdLPaom1GnXTZ0nod7P6GQS43N8vq3ugCZslvXo6W2y7ebZ9s -6DSXqrRNnYMVZrxjGUNj+8Vj7oQDX7Kovd+GbXM52pV0GofMRkcSqCe8JPnD -zl0Uy93u7f7sAVroMWie9Rh8jS78ualWwGc3fJ2Ehan9Xq5ORtV3ZufZYCtQ -gC58Y+N1O3ugILAcwSJOTjFAa2nNpXhHeqtwyVhLcXmy0BiV8dojDW89fkC5 -AMWJTe10A86cUK2AU2or/R49/4ADZvmqZRfY2nI6fgkDksgZwaSFQRD0Cyvd -o/eQB5pyriU9XCUl5f5AAr+/JnmdjVF7yHM2H74FuX3FXYPngHqWOWIFzbg3 -g9TN64+6IzoaBgeb9HzJCt9s9MhKLfSy7MRu206es6CUnz7TaadzFORaQgpq -UiennG7n8+gr0HaoTl3Mzuhhf6PXvt/Yv40DQbo+b/tf45Bgju27D3PsdA5K -wZVmtf5hZ3ndeTPS6iyLb2Ailc8hfhyBx0YKKEe4t3jfeDvrnCiLzRbUyrvj -bMOV1ugVRxpE7+6fmV4QHqgKU0jnYdTZi49tw/3xBM3c8Tj3B+eYdH/BfBix -DVqOcUHTSf9AdOORajwGj53IWVzpjsUJbNaD9jZ625F6LrEjcZTQ2Fd0DuSN -2ydMACUQwlDhIMkIMrfjcLrYcTiR4Cycxu7knmeCg45UbOxkF4VEdqgVw1LU -wWIsFuHrUHzcfbfMy99/alhtcXdd6wniZE7OBLz1qBWQC/EMfp9N/pzlfzvg -6DfduLCWZMf9doDE0JRwUctWoQGvss357AQPjqvhcAKVbvI58NCOqWn+o08Y -De8zKwW45zwLOzBMWQ2tcY10gILDMXCwHrUFduLflTdKAIW/akowgvRHhd/v -9TJgbP8qpAAq2L36DCQMe4teMhw7x0zfRxoK/jIOWx3Z9AcP2RDvNTNtUtj1 -t3a5sVpFg84Zk8JtSy1eoRBm7KbvvqrKL3b6nz79KNwh0Z3FTCaTtX+cNK4M -8wrMQZ/U6MiTsYU+ChyAj/DMOO7mCE2vwOg8J9yTIOjo7CCZWPTJ2K3+mq11 -aC9ED+y8OKU7PERHjMYKRzXC/LbR9gHz36TYWPJsZ8XBdvXlbAmDOrEtUuH7 -Ey3LgDUOzok7UH1OnKlW5bcdHf5njg/z+Wx/DCnggG0oqMsNrT5Nh0Y7f4IY -EYPGNhF3CpwfL8EYW9FwCoU/BY5iBAVUkGavaOvFgV4KaUCFOCQOK2G7NZIb -uA072FBjHMSRWAjFA/AjoqBHkkJKSk5MWjY+8pCVUPiMv5GMxfJBZjACIBzQ -YocmqiWzsxXtoMT9JuZGfs4gw9iqsmNZ6WJ4/H9M5uNCmadsR2GHYJPE7+i7 -m7UhARf8iZpACI7oGdE7PuQCjgtQglqk32K4/zFnZNWP3lbK8kwcM8csuFdh -eL1oTZ1/xEIQO8ZDhxRERuGBpkSVnLNDoO1nwGFO7P/F8cn+QNOPc8ZU/Rrb -9iQnZcqaFVulRYuWMmHkMqht7X9BLbx2oXcHmPrTXjUqthZBduyLPsAUnK34 -IOKPuL1jIuPeW/eDMSqqZTKrRZaTx00cvlLatnpTmjVtLi1btJceb4yPcaLB -sicOxeBWO6M2OMnGnWPuD8TF4xElqVJG/IG47GJGby0KmuvGyt7cZDwwj2y3 -707oDM+EVIdJpwxsRNLofVLK1LZmxR1V+333J6w4bQCzJ1afyKs0t4BTY1bH -2bqB/ChCRn44JJxjjP2huCzjoruCaJw1ehxFVVZaUR3933IUMmeEkKbiOET/ -TtIaZNvhZ4KbNNE+DZ0soQAjkhwYHXUWb+94K69x2BGX8FidTm2rKmocBR1Q -nfhToX/En8XMbgd0w8NaDbHOOY2D45znQ0zKJgkAG0JYEhe3O444O2D1J24/ -EG/HqAAiqpy1Gz0QQkX2VsjLLT7qBkJRkcVgAGaaYzlHjdCQBlk/EDKdHJOF -O0aqEIPCgtJP38qInzp9xMEQp8PsCYM2Ry8CYK6JQY/tbjcC2EFVjOiHP1MY -YXP46hEE58hzDCKeH1EhSwU5MNS1xcluQE9FD0hfweMVT0TvJYDQsUBYHaI/ -GAjvhn/EOkMtwjRsA6el+oPtoSYdFgwWm4EvhYycsOh3pv0HhKYfod3ATfkX -bsrkt9FqZG9w9VH3EwZvlrVLjptX0Tkud6YSApFDIz+G+0AtEEnAlwazftbE -tbCBSjOpB2aNFIOsbCngPyrm+3BldTdl34LHalBsN/zSgXs8Q72bBAfU4DRi -Buu33YfVhIus80UK2PyLtBmTVNte382b7feI57FE+1UBeAsEjt6g9eOER34V -xd0K0W6iz7mJ+h4r8tFqnqPPnZw9YbeFOihTRnCIfQANGxiPcbgoAtpOFZoj -u5EQRJmMsJ8w7QQ8iozani0XjdE4KA7D80tNPw5Y8hO+W83VTfgFpypMmDO1 -MCh29uNba0Ks5E8fp+GM09HokNDAbrCbNY6IDaz5mIIYbmy9wioOYCdrg7No -EDVrHkWnBE0WXI+jIE70VubjQ/W4OxVOI9WVU+fKX3RWBE+B2OLFVi86aqf1 -ql/2lhHphoOsjkaCqYTaQt4qiXS3RzS0TG++OlpsMnUtnCmSjjWFnEB3NWgB -GeqbHOH1KYEgIEg81CfhpQLgV0p/fLBc73YV0TvYtb+4O/EWtOcSHtJUTVFi -WM91cW7sOG8wAxaKBWeQhOQBR80pGYJWiEYmFUAP/A7wFe+MnCMZmHQ6rUBa -HEnU0B7dwDJ04CPOFQSYI0m4b7Atz4Lifo3k3wO577ZvtSOIP8cXtWZ2TANO -Yd0hCjA1UOeG1n1JZIBK4+CJ+gigablk+Nyvchao2z0mL1S0cGjIE6iRIgMU -wrjyCLZdxzuM7LfeQEsjRyUqgFgToAZ4ARgCJqJ3gWIFFefvOl5+HFhfTR+l -ccQ8RiTYO9nTx+gY7R+ae9OjlGJazBj/x9A4SJlcgap+MIN7DBWAP0gd4guQ -Mlw8cQx4EEKTeSAoQ9PwJ4/YK+43yhHY4VNIsvMq0NJZtbf4VWwuYonlhopA -T8RVURIdQPc6fgG48NTwkSEglhCfgjWEhDFqlH4UpU23jTg+sAPlrXRsGnVK -ozvY7G52ub0zrkSgMJVWAgQEiiJ/oCWEAxm8z+b0abMqGFiOrwYJknXACKOp -hB7MESNGzpy5IsvYPMgG2VmmAxkRRnpaiRograI0lhBfztChJlzJsHBGhdZ9 -9lnTfmjGGDmGCOgImsalkcMgZ4ExAR4Qd/JuEDcQiBUC+Hw6T4BDsAuDSYkR -tE5Ew4mFDzjRARVyAB82GvF5H96pBQUr4Zt4L44IfE7ohcl4/fZk7ub0ETKD -dpEmpg9JQMFEKAwtlCKNuJFe9PGHNqT7bUgYRba7oUrPOhVqZ5Cc+6mK4g/w -dZATf8e7QAo6vDduVab+9s/nDTmRmcW3AgGZFpqBRUQUMC+QEnbyHiSeIiVI -DFLisxgLIk6qg7EhMjge5oFGYLKCg041FIr8i1lkPmMuXIMooan4cUSKGAUT -x3MRQeJkxIv3EhjCTjpfYAeLQhAvVApRANKBAkFHaHaBQg58jdKg9+05ZL88 -+WH+Hk3DD3/XR35qEONGIv/0/wCSWqia\ -\>", "ImageResolution" -> \ -96.],ExpressionUUID->"8639ab93-5c65-4907-9f0f-4b20ce92da85"] + 3.817666564989592*^9, 3.817666601422195*^9}, 3.8177180807146*^9, + 3.818229614947526*^9}, + CellLabel->"Out[15]=",ExpressionUUID->"8298f8d4-766f-4cb9-8ca5-2b1c6178b9fe"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"ListPlot", "[", - RowBox[{ + RowBox[{ + RowBox[{"\[CapitalPhi]\[Eta]2", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{ @@ -3327,85 +2563,90 @@ Cell[BoxData[ RowBox[{"\[Theta]c", "\[Rule]", "\[Theta]c1"}]}], ",", RowBox[{"{", RowBox[{"\[Theta]", ",", "0.0001", ",", - RowBox[{"\[Theta]c1", "-", "0.0001"}], ",", "0.0001"}], "}"}]}], "]"}], - ",", - RowBox[{"Joined", "\[Rule]", "True"}], ",", - RowBox[{"PlotRange", "\[Rule]", - RowBox[{"{", - RowBox[{ - RowBox[{"{", - RowBox[{ - RowBox[{"-", "20"}], ",", "20"}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"-", "2"}], ",", "0"}], "}"}]}], "}"}]}]}], "]"}]], "Input", - CellChangeTimes->{{3.8176326022950163`*^9, 3.8176326467232037`*^9}, { - 3.817632683971553*^9, 3.817632789027328*^9}, {3.81763283674572*^9, - 3.8176328368685007`*^9}, {3.817632877796402*^9, 3.817632918098442*^9}, { - 3.8176329487995663`*^9, 3.8176329657972403`*^9}, {3.817633013987247*^9, - 3.817633015478447*^9}, {3.817633052086051*^9, 3.81763311811401*^9}, { - 3.817666615617567*^9, 3.817666635940769*^9}, {3.8176667213758173`*^9, - 3.817666760396441*^9}, {3.8176668540479193`*^9, 3.817666907718935*^9}, { - 3.81771733048018*^9, 3.817717330754538*^9}, {3.817718099394848*^9, - 3.8177181037494497`*^9}, {3.8177184143696537`*^9, 3.81771842180128*^9}, { - 3.8177185702013063`*^9, 3.8177185750580673`*^9}}, - CellLabel-> - "In[168]:=",ExpressionUUID->"4c6fe8ab-4f6a-4b57-92a5-c94e403d041d"], + RowBox[{"\[Theta]c1", "-", "0.0001"}], ",", "0.0001"}], "}"}]}], + "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.818229654470503*^9, 3.818229664356482*^9}}, + CellLabel->"In[19]:=",ExpressionUUID->"9510d7f0-79c6-409e-9c06-caac79aa83b9"], Cell[BoxData[ TemplateBox[{ "General", "munfl", "\"\\!\\(\\*RowBox[{\\\"Exp\\\", \\\"[\\\", RowBox[{\\\"-\\\", \ -\\\"896.0208002815374`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ -normalized machine number; precision may be lost.\"", 2, 168, 162, - 25019439459511732134, "Local"}, +\\\"896.0208002710124`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ +normalized machine number; precision may be lost.\"", 2, 19, 7, + 31485507172710603002, "Local"}, "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{3.817718189697674*^9, 3.817718505094743*^9, - 3.817718660800644*^9}, + CellChangeTimes->{3.818229672297361*^9}, CellLabel-> "During evaluation of \ -In[168]:=",ExpressionUUID->"4b76dbd5-e82b-48fa-ba19-d9a85b30f275"], +In[19]:=",ExpressionUUID->"72f4ce7b-b40e-4173-b436-33f0bf0a195a"], Cell[BoxData[ TemplateBox[{ "General", "munfl", "\"\\!\\(\\*RowBox[{\\\"Exp\\\", \\\"[\\\", RowBox[{\\\"-\\\", \ -\\\"1341.0414873209809`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ -normalized machine number; precision may be lost.\"", 2, 168, 163, - 25019439459511732134, "Local"}, +\\\"1341.041487305199`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ +normalized machine number; precision may be lost.\"", 2, 19, 8, + 31485507172710603002, "Local"}, "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{3.817718189697674*^9, 3.817718505094743*^9, - 3.817718660861375*^9}, + CellChangeTimes->{3.818229672302713*^9}, CellLabel-> "During evaluation of \ -In[168]:=",ExpressionUUID->"ad1a1a73-b609-4c2c-b537-4ffe6c6f2697"], +In[19]:=",ExpressionUUID->"b54a52b6-2101-4406-a511-c12b97ba33c5"], Cell[BoxData[ TemplateBox[{ "General", "munfl", "\"\\!\\(\\*RowBox[{\\\"Exp\\\", \\\"[\\\", RowBox[{\\\"-\\\", \ -\\\"2675.580300295547`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ -normalized machine number; precision may be lost.\"", 2, 168, 164, - 25019439459511732134, "Local"}, +\\\"2675.5803002639955`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ +normalized machine number; precision may be lost.\"", 2, 19, 9, + 31485507172710603002, "Local"}, "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{3.817718189697674*^9, 3.817718505094743*^9, - 3.8177186609555264`*^9}, + CellChangeTimes->{3.8182296723060226`*^9}, CellLabel-> "During evaluation of \ -In[168]:=",ExpressionUUID->"73409e09-47af-4434-8e61-0114d226653b"], +In[19]:=",ExpressionUUID->"116490b8-aee8-43e3-a481-c3e6d5d61d5d"], Cell[BoxData[ TemplateBox[{ "General", "stop", "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"General\\\", \ \\\"::\\\", \\\"munfl\\\"}], \\\"MessageName\\\"]\\) will be suppressed \ -during this calculation.\"", 2, 168, 165, 25019439459511732134, "Local"}, +during this calculation.\"", 2, 19, 10, 31485507172710603002, "Local"}, "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{3.817718189697674*^9, 3.817718505094743*^9, - 3.8177186610567913`*^9}, + CellChangeTimes->{3.8182296723087597`*^9}, CellLabel-> "During evaluation of \ -In[168]:=",ExpressionUUID->"83a1dd56-f41b-41ed-9cc8-cda27e9e1b3e"], +In[19]:=",ExpressionUUID->"7aff8c9e-f47a-48b0-a27b-6a837083a64f"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ListPlot", "[", + RowBox[{"\[CapitalPhi]\[Eta]2", ",", + RowBox[{"Joined", "\[Rule]", "True"}], ",", + RowBox[{"PlotRange", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"-", "20"}], ",", "20"}], "}"}], ",", + RowBox[{"{", + RowBox[{ + RowBox[{"-", "2"}], ",", "0"}], "}"}]}], "}"}]}]}], "]"}]], "Input", + CellChangeTimes->{{3.8176326022950163`*^9, 3.8176326467232037`*^9}, { + 3.817632683971553*^9, 3.817632789027328*^9}, {3.81763283674572*^9, + 3.8176328368685007`*^9}, {3.817632877796402*^9, 3.817632918098442*^9}, { + 3.8176329487995663`*^9, 3.8176329657972403`*^9}, {3.817633013987247*^9, + 3.817633015478447*^9}, {3.817633052086051*^9, 3.81763311811401*^9}, { + 3.817666615617567*^9, 3.817666635940769*^9}, {3.8176667213758173`*^9, + 3.817666760396441*^9}, {3.8176668540479193`*^9, 3.817666907718935*^9}, { + 3.81771733048018*^9, 3.817717330754538*^9}, {3.817718099394848*^9, + 3.8177181037494497`*^9}, {3.8177184143696537`*^9, 3.81771842180128*^9}, { + 3.8177185702013063`*^9, 3.8177185750580673`*^9}, {3.818229653565538*^9, + 3.8182296713241787`*^9}}, + CellLabel->"In[20]:=",ExpressionUUID->"4c6fe8ab-4f6a-4b57-92a5-c94e403d041d"], Cell[BoxData[ GraphicsBox[{{}, {{}, {}, @@ -3413,3997 +2654,3997 @@ Cell[BoxData[ NCache[ Rational[1, 360], 0.002777777777777778]], AbsoluteThickness[1.6], LineBox[CompressedData[" -1:eJwUV3c81f8XjqR8EVF32XvvnZCMhFRSIiQimwZJEbJClJm997yXSyjnKKuS -tIzQVJFUEirid39/3dfzep/znOd5zrl/fERc/K3dmDds2MAltWHD/383juv9 -abP3wayWQyMf9ESh2MKCHpTpiipHIxyYvFWgI+hUsPGNE3hv+t6yiJ8ObKsQ -WfjGcxwrJzdNlBbthqfRc3GmbMewODefK/iSMVyXOlXJ/+QISobbe0uYmcGb -N10cFwg2OKI2Ks36nyW0GLh2/W62xspBq0a8dwBkpIRun7p5CI2YU971th0C -y1FaW2nOQTS2zvuvIekw2J1XJI/dPICnDz8zCHY+AiE+O5OcxKzwpLfRH38l -W3CxcDD5/tYSaUaaNsMrx+B+tGKL3z0LbLIU0n3XYw+6//bWUrvMcdM/8+LO -6w6Qsb5d7PvYPlQ9xy6TcdgJ3F6Z+jhv3ofxNfule9idwV/2rta6qRnKsls2 -T3x1BuJ2UV7bjL24yLkqKvT4JLzXv/LDdcEUD5J8PW/VuoDg246siw6maFNw -dffhBFdY+9rgojJkgud1JQ7beZ6CzBqwcthvgldVJ12bTN0gISEp4PczYzyx -9aW3p5g7POOEKmlnY3zKcr05ct0d7mSGKSv+MsLtM55zm8ZPQzOFw8c1yQhP -Hn+r94fuAV8EQ0e0FI1wpfKDjcsNT/Afl2uQf74Hp08Qg0y9vCB+3WrXs8t7 -MGiLdHS1kTfISIvm9cgysEc2Vyq/Dxw4u/a9fsIQ/7TtP8Ky6AM6FyoeG6QY -YvDw9wPMj31hp3vwRlULQxRgCmu7UeoHubH+EaabDZHryGaepkv+UMuWf9a4 -dzc6ujhZa8oEgJHmueDfsbtxR7+2qXNaAHxkG2dWt9yNThVPxo+tB4CrkQ0O -8OzG4ksrgSJeZ+C9N5+xdqsBsjgOnOp4cQYGmKvf/bM0QK+e35+kDM6CkorX -26pP+jjaKSvnUXUW8KgaH1OUPt7LljsUynsOJMWPqT0W18eN5AUvj9BzIG4z -sn2iXw9ZdfNDZT+fg2s/o66t++uh84kDkd0Hz8Oh5u1jHBQ9dFP4667Vfh50 -j+85P9G7C/WWBbmixAJBdDC7al/QLnwsHWhTkxgIM+bFLqrSu7BvLXZz/WIg -rAoYTwdN6OIRMP2R6BQENe6FdX9SdHHnQtygWV8QNHD5CRdY6OI2tzj790oX -QNnbKGw/qy7qplib2N+6AFX3lOq/3tuJPK+UdKgbgkH7lLige8ROrNbc9Oqz -RzBwfbxTUmq4Ez+N1PasDQXD4SUW57SNO3G/kHnakvZFKKv7VCbap4N6n9NH -nxRehL7Jpfd6iTpY9lpKOGFLCJTbOMW/tNZBvHx7QTogBCT7ypleUXSQU8l5 -pGokBOS36STvmtJGjddPzbcaXAJ1V2fz7/XamPXk5oOj5ZeAU6SG42OINrJf -kH50lfMybG+OObXNTBvLBA7fTz9/GRLDluM8CNoY2qssen38MkgkHLJ681EL -F/b42HjtCQVy2hifd4sWHis5dV+hKhRcC7TfM8VpoYeQ9csRrjCY7KznybbX -Qq7vnnMeQWFgfX0hQ1ZRC00k1r3fTYSBwJPmB9XMWjh0qbje0OgKnFAv8+cZ -1cTBRAPu+Kor0FS6lWpXr4nsvbnnJzeHg9KdCd6L0Zr44cK9vV92hoO5wY4g -T0dNVLnlXDPrGw6aZvQt4pqa+NFAuv9dYTgsPPtiXsylieNzLT0Dz8NBm1iy -6fWMBr6/WPSwljUCRp+7733arYEFvGGrEToR4H4ozDmoUAO5ub9dsfSJgIqz -tm/6LmvgwKPyYI6CCCDXSl9HOw2cyAxhu/c0Am4oD3gd19JA7S0nbXxZImET -+5O61B0aaF8QFrJVKxLO7Wq8e+qXOp7Mkc8t84yEu+aWKg+fq+Ovt+ujqrmR -sH/lzAA0qWMa89CBlsFIENmZF2qYpo4jpXcFlZmuwqrvy+MWgeoY/FLbtVDt -Kvxrqi0dO6qOTydYd252vwp7qY7t09rq+OQ/Mzh16yrsGdskGsinjh6yoVvb -Hl4FPtW/EZfW1PBTUuIeln9XYa5fvfD3OzW0V+0LNFWKgh7ZMeeZHjXcdXmu -68rJKLh7bLDbvFoN3wyo7W5MjYLgRz7T5GQ11Ok0ZRvtiYIUDQNmm/NqyJZ4 -QGN5OQoWH784uWSnhslry+OcstHwjanUb81ADdPN/bbzO0TD16ur5Z6Satj6 -wmNRJCkagmBzgQanGr4okUkXwmg4ODC8fuKXKjJtjmTb8TMa0thDYz6Nq6Jd -2svTzOIxoF6pubHvvir+KhXo+XwkBi7uyT62XqOKbJSvGj2xMUCnvAy5nqaK -uhF+g9ltMWDKN+/nH6qKfx8EFHvMxsAdeXHzEndV9GNz7lEUiAWjfdIqUgdV -MXrrfvM5q1jwfZxj+0dHFblXvhmVhsfCweue60RxVSTkl3UfpsXC8C7t4Iit -qmj+6tLrlQ+xINH1VlD9jwo2vpYpyd0RBxlbZh0Upxg4gCiuuTcO2Di2Vfo9 -UcGOEcez/cFxYFTSF7HQroJp5If5h6vjgPZqIKijXAWFRl63jYzHQWRYh2BP -igomyA8/t+G8Bs6pJXxcV1SQvbBk9aH+NXh6sYJ8y1sFeQYXjXYGXAOx0LxB -p2MqeF9du6246BqcT6H/OWmiguRnad4sz6/BZW4x10JVFYy+veh5giUebOQe -jpOEVfDVXdb7TRrxoL1xftdDThX8/UAzmul0PDQTf51uWlFGz/C2TrNb8XBp -4Z/J8xllPBYYF3rtQTw8/9zVJz2qjIbtp57c/xsP5Y06H2m9yii1Y7RrWS4B -Uibc8gLoyih3UNNFwjEBAoa5l5xLlbEwJP+uZVICVPqnrUSmKmPJjtW3vpAA -3gNF+DJSGR/YbBmL+5EAz9PYnY6dVcZT4ha0PJFE0DiQ8pPNRRmZrfgv1lon -wu0HtOKZQ4x5maU69KuJcCEk6NaSoTI69r5eb21OhF+dJhuVVZUxO/bWSPPH -RMiZ6iCmiyqjSPa5gRrCdcj8eJlLglcZP6Z/msndex14ezlk3mxURttFPd24 -4Ouwfe3ggegZJaTP5j7yrboOXx7sLs97pIT5Rmtl+19dh/qfp79vqldCpYMa -L6XYk8BM8fWjOzeU8HDuN9dV3SS49pL7I55TQt3+RodHPkkQZxX5ldtWCS0c -Jx+k5SVB78uEnJqdSqgdR6UfG0wC1kSRpmRBJSzrNJUlrifBpsZbKx3MSmhb -kKoypJQMvl/9jZU+K2LWNZ+XV52TIbaEfGr6kSLOWUUJqd5MBgexfq1PjYpY -seBDHu9Khhd1uiVSGYq4qHBrIOxnMsQZptyouaSICtvki5K23YAWbvKPgJOK -OL3+3XBc5gaMpwndDtqriMl7RPdL7LkBgooDUx0Kijhjr9/nY38DUvV/XjDY -rojZQtRm6tkbsJU2E7xhRQEz+cfIv+JvAGHq9K9/7xSw/j7rilrJDfj90m5V -84ECXm6/7HCm4wZ0VEBFdaMCepIC9tQ+vwFn9l7jOXZLAXtKt1CnZm9As/l5 -R/1wBSSJnKylsNyEyk9f6hw8FNA0IFbbiv8m9K58UKAdVMD22ct2V9RvQpls -N7u+jgL6RWny1lvehMbPBiHrIgr4aFue56tTN+FQlH7j4n8KWHjpujNL6E2Q -Fu+cFvolj3rfR1fk0m9CXPptl9BJeTQQNjE4VHcTPrKwneTsk0drv0TF8z0M -HGkt+6RRHkfEnR6nTTLqj3zeci9bHvkKnYSaFm/Ccw6q+ccoebwVISX9hDMF -SDZkQ21/ebzwce/stEQKYPDC7nY7eYY+Y58N+ilgV+he7GUsj8tzmfU7jqaA -b8UominJo2cFjS7tlwL7Ssb+HqbI42fnlSidmBR4t4GblrBJHgcpT4TM8lNg -l66ExfcfcvjTKuKaTUsKaIs3KYRNyOEFikOP02AKXGpX6dbql0Puk4XD7p9S -oDH24yW+ZjmUXY1Gn7UU8Igc7JYulMObw7oxAYRU4PbP3HYiUQ638U7LnlVM -BXpH9MjdYDmc066knjFNBZdnnknGbnJYcfCmgL9TKpBfJzf+PCSHSesNZ7yC -UiF/rbG9T18OH7dtobompYL+5ym5+3Jy6DKS+dq+PBW0P6ZGT5HkkKfl0L8D -nakgbe5pIccqh/MTotxGw6lgrWW6MXNBFr/z/yCrf0uF6F51Dal3snizPENA -jDUNsq8f9x4flMUh+a8C3IJpUHFxXqXpjiy6sYLAikYabFhXIdZXy6KG2bDQ -1P40OJBzqObRLVn8Nzov+cgtDTQqzoazx8rihayHGo2haTB7PlvWN1AWdYN5 -DqSmp4FzW7nBD1cG//Xzgefr0uCanpFtmrUsblVPrznckwa1L9/8Z2coixsk -eH4pT6ZBQG75op6yLO6+HnmIYzENovzPNu8RksVQhQu9HznS4XtNz0f3rQx+ -t5Ajd8XTQVq6S6b6nww+sONmSt2VDl2efKIcczJYt9ryyN0mHSx2kM4mTshg -iuqnVm0fBs640ik7IIO2k1z9W6LSgf4vo+5Thwxu+luwNpyTDr47SJ+hRgbD -61cdS5rS4VO5zPaWHBk85xYz7fsoHWgLtm/6E2Rw22RmoeaHdLBzuv5r+ZIM -7toTE/fvbzqsGrIzGfnIoMiuouJ7PBmQt+zSVOUgg31b1OajZTMgdLN/h9x+ -GfweFR60d08GnI22fNivJ4Md+x6ob7bPgBcZNinhijLI37ZXsedMBnwTJvRZ -C8mgK4+KW8S1DGjKPyBgwC2DpmH0cd2iDKjhnzE3YZLB9/Ib0n7dzoB3dt9Y -3X5K4347rRs1Q4x+jmts+R+kMd/58jPn6Qzgslxh//FCGrWezTps35AJysTs -fvteaZS8mqfSS8wE4sb+v5Ot0jieVmodpJQJPSw/nC5WSWNuMtc98b2ZwOsQ -TpPPkUY1r+mIp06Z0JH7sWk5URrdC9TTLgdlwtyLaNFXYdIoo774VyIpE7qG -OjqfB0jj1ceStx+XZULCxWf7plyk8SF2PT53NxP8D26IYT8ijbzkdj3Sy0yI -3uiquW8v4716na3jayaU8a8I5ulI4z+xMHUHllvg/qCCZbO8NIZzC8AK3y24 -0CFaFyMojWE/oSZL7RbcFV59zbdNGtNNTVc1LG5BFi3jZO9Ght+0BNqQyy24 -My72L3pJCrMunx7yDLkFYwsFIfYzUvi+q86WKeUW3LsxWGI0IYX3jiqaZ1bd -AquvmkaGT6RwyZNeJdd1CyKchMUP35PCBX/24M7RWxA1m8RzkS6FLOqLLQd+ -3ILGKYNxWqUUUsbVPN5szoKE3HKLDblSOPMn6rqvUBaMyc+onEyWwr0pxdJ/ -NbMg12rS4WWkFD6RNdKNtsoCO6NNuQ5BUtj1gty31T0L9j1JhCVPKWxQHX6c -EZoFm41Nb5U4SmHFNfFDAulZcCKnYtnlkBR69NRZF9dmQVFRX4O6iRT2xRBf -SHRngbvS8VSSjhRWyrKMVIxngexZWuBWBSl0H+FxlF7IYnwftsgSRKTQ4Mqb -0xX/ZcOr6x9jlHZIofUv5j/iotnwFK1P2LNJYdk0D0+RTjbkHCy6lvFPEnX/ -FDXzHcoGd+ONEx/mJXFnh8H7NI9sWBjSVNjzSRI/dgXncoRnQ9X6VRvqK0n8 -Vz48FZmZDVtc2mVUnkiiIc/bO8v1DPxUMbrrviS29JEkvXuzgV27zcDltiSW -VzCJTk5mw0FvmipvnSTK3iXR9i9mgzPbT60XRZIYZjw2cocjB3xOD8iUZUji -4caONFnxHNgVx/0hOkESTVs0vmTo5oCfAKtBULgkKh5pH2M6nANjKd7koEBJ -JI+1nfL2yoEBsfNW0V6SaDxdlPg8Ige+/OlpLzkhiQIxk9Y7s3LA/0iw7lMb -BuZ/ebugMQc6O7fVc5pLYmX0N9jYnwOPd8f8OGYgiTUc1z3d3+TA6VqNdzR1 -SYy6uK21bykH2KdmnPhkJTGa9KpKamsuiCq/NEsRksTYzj1GMRK54JZzI4y4 -QxI9HpdGfdiVC7a2lLfV/0li8B5bfwObXIiRfrHfcoMkutLrWbK9c+H8q4jK -lUUJNHX5Z7IQmQtMHXuf3p6VwOOKqeoW2bmgKFBVdfWdBBrS7j4toubCj/cx -vA4jEiip0y+43J8LElsF5w0fS+DHhyv8Fm9zweQYq4TGfQk8qlnwOG85FwaH -lFM02iRwjWNZ5fvWPDCO/MRn1CCB7jQTCwPJPEgU6CtzLJPAw46PKEl6eZBZ -08cbnSOBuwR7i8Zt8kDMRMW87aYEUqbOvJPyyYPrQwUKf2MlcCVyy/jZq3ng -3rOhZG+YBCa0dyXfyc6Dz4s3k4vOS2CY1vMNm2gM7Ph2dLO3BAoXBChZPsgD -n+XeUyEnJdDp+iP+lLd5EJ7mS/5jK4GrhbwPh5fzwKNz7+RVKwmMvBikTeHK -h59ZvJkUEwmMvSfk6SCZD6+HRhXu6kogaOg45unlg1j45zhvVQlcLviyY9Im -HyTlRpIlZCRw5pNdGp9PPuQ0RcvOCkmgPXvN2LGr+bDtKMHwDkEC1VQ2fE7L -zgfumh8dtzgl8FzpxbtPqPlQUAtXw1kksHBUw4ntQT6oY0DEuRVxDDp36KHh -23wY6VbNP/NTHG0tPzNfXM6HeInA+yEz4mgZyM3WsLUAOr9/epX0Vhy37pqa -/CBRAA/mAgfrRsSRrhQcSdQrgGM9++NGBsUxWfzt8j6bAqgij/xk7xVHA21F -g0veBVBObfltflccNwyftauJLIC8ooGotGZx7G+/s/dVVgHkB6tFTteIY9gK -iX0LtQDOnjGYMC0RR0/m1FL1/gJgqggNa8gWx5+56juc3xSAvGWTjWiKONb8 -2uQUv1QAi58mzAuuiWPMICuOsRbChmSF/ZIR4ghm0p2+PIWwW2mrWWuwOIby -z8gwCRZC30N+aesAcRzSfLgxTaYQOrrlXi2dFsfxuxaWkhqFYCVnaFF2Qhz7 -ts9tvL27EOo3ZXg42jL0jcvL7bMshA+l6UJCB8TReiHu3phtIYQvTzh+MRVH -+cthDz1dC0Hlrc420BdHlfFrRn/8/q+nWipPUxyd2iUV40IY/JMOyVGK4kjZ -MhRPiCmEs7V1moGS4riwum5XerMQlk2lOfwFxZGHopyrklcI9t3Ra2cI4ugt -P3aos7IQDvnXroZuZfDtP3fJvLkQEhUbFlNYxdHqUyB5GArhwfeB0cY1MSyu -t5U/+agQXHYEpI8siWEsNal5drgQuD4p8G3+LoaNFjdoge8L4d9aj53BZzEs -V3oquT5XCHL9Iobhb8Rw4VTPtrg/hTDx5XDXgxEx1LV8e457UxFYP8x8yDck -hsfy0/bf4i6C8LWD+4P6xZDgb1MgxF8EX4f+2zmGYvhc4aZnuVQR3Oy4EGHc -Joa9lR218mpF0DETsP02VQw3sxt70vSLYKx98YNatRj2vc0q0DIvAtO9cu9a -ixn8JPmDd44Uwfyn4/+McsSQi9nz0u6TRfC0bUlmNFUMC607Rbp9isBMNfnY -+UQxlJDIMtobXAS7iiZCSNFi2PbX7d2Dq0Xw635bZHeoGK7cubFikVwEtw+L -uwQHieHvzqiUx9lFsD1zF7u6vxj6dtaWW5UXwetfxgHLp8WQ9+NZ7SfUIsC4 -oqv3nMXwe/9uswN3iyC4bUQr3U4M/QOuDA/2F0H20PUr/tZimHEg88P+F0Xw -LTV+/yELMbxo+cN/4E0RGL1tTttpLIaXO+cvmc8WwQsTXjM5PTG8GsC8pX+J -Mb/8kb2YphjWFsVtN2EuhpVnoiiqJIYBrF+KujiL4bbSZW8ZaTFseJDQqEcu -hh5ru4NaImJYkvRsd5t4MThW2blYUsSQNUD0sLpyMRzk35nuwSuGyixvPtfr -FoNky4uJBA4xfGfvvS69txjizYUVWjaJoRqTbHaxdTH8J6Qc8nlNFH+uX77N -51QM7Olqt4V+i6Lbmx77NM9i2PQycNxpXhQFy90iOAKLYS7EcbT0iyjqjN+R -jwovhldGPiXzH0RRJFbOcSWhGJ7d0VcxmRRFsvo23rOZxdD+MyGoYFgUl74P -WE0XF0OgmITHhiFRXLG8y+1UXwzEgMW/px+IYv3J3XbP24pB6waT+PA9Udw5 -0CRt1lMMVjGnR83viOJQw/krd4aKQemIE2cvXRTt2944Kk8w/LRo3N7bIIqa -goe6Sz4Xg/ezI4NPKkXRK0+8ibBQDH3L+iZOxaJ4OIIue22tGNiOXuNZyBHF -6wVOcitsJZDYOiWXlC6KpvYhdJ8dJUDSI8UqJYvi90KXB5PCJWBBYaaMxIli -5s+A01byJfDbOvNVVKQojh5fS+7UKgHnix86tS8z8gtxNVI0KgF33y13fwaK -Ynro74g8qxK4ya//iOYvimfFd1hy2JcAh9GzN8Geoih5j7s4xK0ErBWk541d -Ge96e6KmA0pgNuT2IsFRFP25NywcuVwCve+4p74dFcU588Jv92JLIOPnc9rA -QVEkpgRfUEotgZeTt481moviZ9HX13PyS4CmkzCQZczgH5JQ3VxdApX9spuu -6YtiJWvpqbP0Evi2O+FPqLYoaj+slZjEEqjZ3lwYrCqKP9pSA/cOlMDYTpwP -lhfFrVy1NtSREvj4e/JDmKQocueb3ad8KAFynZVfvLAoSo10dF39VgJFWe5x -ORRRDOuzPfj1Twk4NSbK0LYz+Mh+/jabSuHIiZ37BreKogzxoNAd7lJ46Ljy -+vsWUbQot3IW4y8FyRDf94SNoqh3oF01XqoU9nnstjD6J4L3dT5k/FAtBbyh -sS1wWQTfKJCvH9UvhYC3QvK18yJ4KKNmx519pcCS9SF1elYEg6/MKIscKYUR -kaDdsp9EkD1L5E20cymkjE3KnHkrggaaxcJfvEvBcVrF7O4rEdx8oG1x/4VS -yOPJTt36UgS5w5udqJGlYJdoxeL2RAR//Pfu+PakUuB7nJmCD0QwYCxhLiir -FM6cGtQU6RbBPSFM28dKS2F10H4mplME28STnuxsLIU/FvTi+dsi+Ol2qHBu -Ryn4NbkdP9kkgtF3+Tb/6y2FB5YbOYbrRHD1VNNVx2el8F+5et2BShFMjU/O -uDtZCiHeDVqDxSIo1fzXQGCmFIYNtEsP5YlgDa9B+OVfpcCaXjw7limCS9Hl -tuPrpWAUPcR6OkUEWdJCenXYy6Cvlvbtd6IImgWyPM4klMGvjWa5ybEi2MFx -3XtRpAy+t+VtkYsUwaNzDsXWCmVQz/VE/tFlEWywvXOmQbsMrqptYg64wMhL -d2GM3bgMhAUuRJDPMvRo7xs/faAM/nh6lvb5iKBR/qag+/ZlILFT8VTIaRHk -9fevFnQvg2pOiXYVFxEMcXgcfPFMGSgVtxfMOYgg1yO3d88vl4HUU4+t9bYi -ODkUNqUQVwY2fi3rZ61F8IC2U2RsahmgpJbvrv0ieDdsX8fb/DKgOCcc/M9M -BB+9iE7WqS4DX5JzycQeEUwUPrZ+k14G+3v9TjTpieCLVRb2L1gGB3VCw5K0 -GftvH6IZDpQB8yXHv75qIpjutL50a6QMBBvnBg4piqBzxYuR7+/LYOdf4g8d -GYb/zWlHTL+VQbfdM0dJcUZ/bXhA7p8ycLghyE0UYtxj0KT0T5ZySNz4HxMH -hdHPMhe2l7schgvqZDftEMFdVfNnc/nKgXRHIZaZWwRPnlPYNC9ZDgf+tXGz -sIugsNx7DRPVcijZeb2LjVUEM60PbcrSK4fHJ+dSeZlEME7yzrmvZuXw8jhj -O6vCmFrgGmFgUw7En8UxasvCGHomTjHlRDkUN7Xn7PspjPXs3pemvMrh7asP -Ha5zwpieY+GhGVQON9Sy30VMC+MnNq/F2Ihy4GI6tbn0gzAO/9skNpZYDtNT -T6UevhZGzwmneZlb5dDQE6b3a0wYRfqbnENKykG1hctI9KUwNhQbnXlYz+Cf -UFOzGRJGHs79YpT2cog/Xrol/pEwyp7eesGzpxxctMQ77/cKo+LTHp/bQ+Vg -aBhuxXRPGPXkqSybJxh8a0nNe+4y9JO2Ghz5XA4mN5RnY28Lo9sfMn/Jz3Io -LbCaG2pi6J3flvvjXzl8MZqgCzQI4+FpVdBjqwD63EsDv2phtIlqi47fXgHX -DhrG3CsTxo0q778PC1XAO0uFKEqRMC7yzfwTlauApFdU9aBcYaRr/tfop1kB -lgvfU15mCuMezQjWdsMKiA/dlq2dyvCXeo1p0/4KSNXaZ1KQJIxR152KDhyr -gPvFz5LZ4oVxSkL3U5ZrBfB/nz9/IVoYGyXshz74VcCGzwvfp8OFkURZOqEQ -UgHq4wqrjpeF8aTtvvSg6ArgSv6XNnxBGL8uXw+AGxXwQfwB3fqcMBpM/Jvf -nFsBFf+t2z3zE8b22mfkgxUV8PjTjtAjXsJ4cdRkOpNWATbRiZQJN8b+M284 -vrlbAZt7ZhTcTwojx8zsRckHjPnRd2gLDsIYmHZDz/dFBZin5JRGHRPGrXKt -lU1vKqAvXWKdZCOMMqy3Ov58qQAzZqbOxgPC6LvPO8hgqQJ6mScmLCwY9e89 -xqKYKmHSw8f2i6kwjsf0Tz3gqITzOf4yiXsY99HWdWsrqRJSo6utVPSFMaY3 -YdFarBJco2fujekII3+P40qGYiV4Ht8QGa0hjAm3/Kpf6VTCR/LDWHUVYcz7 -/otZ0KQSnLfLDH2SF8YfRlKbTh6sBN8nrLa50sKYNqlLLTleCck/DpOOiDP2 -88Rj8yf3SrBS3MK9TVgY3/35sFn6bCVc3i26c4iPcZ/sH2ieoZWQNVSRkkIU -xrCwnC01cQw+r7Idx3iF8XLuHravqZXQ66MIwlzC6HSZky5fUAkn/zokfP1P -GM+wqHD4VlfC7y+HgjpYhbFl+t3WOnolRNxRv3ydWRjVa23ufsVK4GA7rdqz -KoTCxXeJ8gOVcOr+ptTAX0I4P3tQ0HukEjaOd/DIfxXC9Mt7nla9rwQ5B47q -6Q9CaLGjV3l6rhKOcMceqhkXQpF9XHqSfxj6XfqZzj8XQtZLh5ZcWaog3ehi -055HQuj3BhyKuKognOvACeJ9Ibxx6XrAa0oVrJ9hX5tvF8IdknMqfJJVIGd5 -Oe4ZTQjZ4rYV2apUASH70vLtaiHM51PoTN1VBR3HvhuVFQshQfHstSd7q0DE -54F7ZrYQ7n/Ns5H9cBXMRG+2S04RQkshQzlTpyr4yN7Eez1eCE/TFZkjPKtA -af1t8o1IIezW4YzrOF8FVh+ovVkhQqhI2np38UoV3C07RK08K4QTN1yKlBKq -IDd62eyulxDatepqeGZUAX3lY8yICwOffxhcXFQF5cVep5bthZAaZeAzXlsF -TkKvX/EfFkKfi4+4tt+ugiG20g97LYQwvC3f1fJ+Fbx6KRscbCSEphEzp6MG -q+Dcndmb9bpC6PhunP/OWBWwlnnJflETQtWussiFqSrg49LUlZNn5Ps6KEv2 -RxVIrH66e0ZcCKUfhZ08uVIFN8eEa+/yC6HKz6+vMlmrgdv75vrWHULYn/pj -0+C2auCh/6C6cQphee/t9xsFquHC5w13uzYJoWzI+TM60tUQa5ZEEVsTxBPn -rGl+atWwKuTffW1JELUPRpSV6FeDe/HV5sVvgqgQrWQxuq8a6ifoU+6fBXHs -REIJx5FqeFbwx2ryjSBGb7pfv9u5GoZ8LOeOjQritvMsvue9GdiZ3jY2JIis -kaGvK4KqwUPEpP7EA0HMfX1843hENcg82NHzpUsQf297PM55vRqOvDD/HdIu -iG5ha6d336qGNs5te7ibBPGnk0Dl2ZJqeHgpP7e6RhDV+o/mltZXw+v9qszm -pYKoXzViPNxWDWUPtvt+yxXEHw8Hijb3VEOPduZIZrogsj11adIeqoaCYd5d -pkmCWKPde9FzvBoOds6l/YkRxGx7scWsT9XwYvTGBPUKo96rXOLhfDVYPzrD -6R/M0B90if3vajXkfOQUVTkjiMIeg+UyW2rgKffs9t+eghi+6dHyMd4a0OjM -fHvfRRA/fc9dixWsAdHh6itpxwVRt8S/o0WmBnZW3P/qaSOIjhf9FD+q10DF -y2uixvsFMaCi25Z3dw1kmNfxiZky/OrnaRla1MCg2KdnrAaCuFtRbNDvaA1E -lvza811LEP/tjuDLPVkD6sJF7hPKgpgj+F7ogU8NPPrVoT0ow9jH/oDxxQs1 -cD9AoLlbVBBJyketRK/WQHZ/2XPgE0QD1s5gq6Qa2M+qlwLbBfHVt6f2IVk1 -wPT32Zf7nIIo+7HjV1lpDTyXPTE6wCqI+ffLTJ821EB/39sjr9YFMGlP28HV -9hqYuuXk9PW3AH74LcQr1VsDLj8+fWX+KYBFxzcmHXpaAztyk1cFZgXwMCR2 -XZqogTfDgXF6UwL46ujHurLPNXBsZ2fCyUkBVFHXPPzkZw2kN6YxxQ8z+vdV -Un//q4EN7vIfW54I4M7Tpx6IsNWCeweoTPcLoIN+arb59loQ077xXuAeY76T -o8Q5oVo4dvnTT9sOARTUmfXMkWXUq/E4ZTQL4DMBN4/7GrXgxeolNFYngFf1 -FoRnd9fC2yQLVeEKAbSvupvKY1kLAfv4UrwLBfCv9VfUsa2FoTjjnR1ZAsjE -WVHp7FIL9zx0JLlSBTAmfodFrG8t6HWdPXQ6UQCPO5+orAuuhUJyQOv9aAHs -3liLz6/WAiW39bD4FYbeAdG0P0m1wMc2LHItWADX5r+ICmXXwsdqJ4GfZwRQ -LFnO17isFqz2zRqe8BbA+QL2c56NtRAlwJ8wdEoAzzLT1JM6amG+J/OXiZMA -1gaZ0Gi9tWCxkz0EbBn9BV9nh5/WQhvIEPUOCeCFDYPv/k7UwtpEbV+nuQBe -ZuZOE5yuhc9WNrHGxgI48G2Uec9CLVSsfjw0qCeA735aKbqt1YL/VwUxBy0B -PCB4ixDHVge82mtLc8oCaHHqVUf19jq4z6T04KqsAJ7L0RV8LFQHsx756QLi -Amge+k7vu2wdiF1RPtYhIIC+FfOUbZp1oKX3hMORKIAPsm/SVQ3rwDTYq4F5 -mwC63fnEaWNZB5wjy7q1/wngExuCeKBtHcj1na23YxHAvJsmv9Nd6iDj7AQz -+xo/3ryaFd/iWwd8dF0NXObHBmGt8eHgOljelmd4cZ4fS/YYfVm6WgdJVTzi -mrP8GFb5vpWQXAdSSs2jS1P8OL6oY6yZXQdTr/OPd7zmR2KTb/KRsjrIPrdY -eXWUH1v3F2edb6yDX/xv7xx4xo+BpFWX1I46iA5MTBUa4Ed+i4JZam8dcF9U -kFno4cf4jY1qQ0/roCtk5eJD4EduY2vdbxN1UMynHlnWxo/fFquYOabrgMOQ -oh/VxI+cn19dk1moAxn2pSr3OgYe2PLUdK0OKh5tv2dZwY+7DGxHXdnqwWW1 -P1KziB8NumYKwrfXg4am17RYDj9O3/4glSdUDwNSR75vT+fH5HMeAW2y9VCU -OJvKlsyPY+I5F19q1MNG8bRnTNf48ejnfKP53fUgWtle8S+SH8/fyRjksKyH -vT1PuP5d5kfmxDKKtG09bN22b/OGC4x8Jb5JGbnUw22monjWM/z4Tj91ydG3 -HlI+Hs3g9ubHB4GtMcHB9XDm1TdJQTd+VDoQOppytR6keua1lU7wo5vW5q+1 -SfWgs2+u38iOH49EXujqzaqHK3ju+fHD/Njn/ePY29J6mFLlP3JhP8MPIY32 -p4FRbxVpnrGXH0nJUYM8HfVAcDJtvG3IyLv/Q61cbz0MGXFefa3Lj+J5z/cb -P62HcL9w2KzJjwrPAqkOE/XA9Xy/i7oyP9bzfh05/7ke3KakPE7J8uOjRduu -xJ/1UJHQ8zhTnB8/LL7yLf3HeBd+nzwoyI+CIRmTHVsagPekXs0WMj++HKrh -fs7bAPbeOfymvPwoqbpr8xfBBshs7n4bw8mPZzo9ujbINoAzc8yvh5v50eGK -tQFRowGkXBtteJj5keJBiVDY3QCPJMlrDqt8WGnzLsbIogE8R7Lmqpf48MV/ -/QftjjYAhyq38OoPPhTY+f2138kGiBVySjk4y4c7Ll1QifJpAJc6T8PKj3yo -eTDCLOtCA3SzCshufMuH3yUUxOsjG+C8r/u+k6/4cMY6p/ve9Qb4rKqde+8F -H1oSv8qM3GoAV2qckNQTPryWZ2AzW9IAsibWQ0kP+FDhL91ovb4BGk1Sa/7c -58MIef/fPO0N8GVtf/3pTj5cEEg4K9nTAOnVcS9Hb/PhrmIZms5QAzR47hfc -38R4v+DVajneAK/0qqO76/gwy8w38sQnBmambjGo5MPNlYd4z843gJzHhdI7 -xXxosEPLK2q1AeK/EI7q5fEhMTTf6NHGRqh/XEvpyuTDviOGGjZsjTCzw/77 -3hQ+5KTz/je5tRGWI4yePk3kQ29liXtu2xuhO+rmXadYPnQ7HO34jdwIuw0C -qN8i+JClwGgiSKgR9oVwVUdc5kOZeH/9dfFGKCksLiVeYOQfQYqKlW2E2dvO -+Y1n+HD68/46LuVGqD4RlWbpw4e+O4TaMzUawb3LImrWnQ9Lj+VUC+ky5qX9 -9rp+kg//LD4Nq9jdCB3bh0xUHfgwU+qZppJpI/T9pfC8OsqHroI1z1osGkHt -osTjqEN8WLTBx1r/UCN4aRicV7XkQ/1ZsZaeo41gvqeD5YMpH56Yf/fP0qER -Mig/LmUY8uFXPrrMi5ONcDpHa8RyFx/medXqHD/dCHlr33hZtfhQ5fmwwnuf -Rrj0Mkjpngof/jM0YvU82whSG9WkIuT5MDRrw/3vFxrBrjX+9x4pPvxEEzgV -FNoIPz2mCzeL8uG4Y9XMamQjtA21CTzh50M1Z9rhq3GNIDTl75NF5MPhoL3F -bEmN8OdJWLw7D2PekQsvk1Mb4eiCY6AmJx8ulR6c25HVCM6vYmXZtvDhIuv7 -mZz8RjDWCal4zcyHCTw7H4mUNgLvZ/pMyz8Kzh45fbOiqhGej3Z+u/mbgsJH -g3cpNDSCLz9/s/8CBe8mXRqgNTfCwHNbrYPfKDh29oqhdjtj/0rrgWozFFz1 -Tsm5C43w3bvYlzxFwbpX917t6WHk2f+Cj/kNBfMIQut9DxvhTIx82NwYBa/5 -0bfsH2qEX+/3pIy/oKCldNry05eN8HFb85GBJxRMCX/w6Oh4I1TpCPXCQwoG -17hGj79thON+ku/oPRTUehEg7vypEVTr/ErrkYIBAuuVU7ON8GOkgLO6g4KN -hfy8nvONYNZ4ilLZQsHN/iMuc0uN4PPcq7+SSsG5G3q3zqw2QgzdZUdtLQWZ -WB2bFpmoYJy3vkatoGBBj1Hzxc1UOFewHNleTEGpzvXsfxxUyM7eWNCTR8EH -L/NPR/BQoUj1zcHntyio/EWRsolEhdABs4wPqRQ8M3SXFidAhblrTL5LSRS0 -O2KnwiFGBSWTx8/Y4ykoqseVkSxNhaHEsz1i0RTkNZ57y6NIhQsF7Xv0wylY -L8DEk6FGhbunz5gdv0TBm4HHZMg6VGALdnsREkTB2982SOXqUyGY1WMq9wyD -X3wLu5AxFR5OWwZ1+VCQs+rSy6J9VHC68SV2+jQFyzd7xogfoII0K4XI40rB -2nuTAhU2VGj91CKi70TBGpvPOTL2VNjjVFDmY0fBN0qpG2pPUKFLvLkwz4aC -m+CbhaIbFZhCRrmfHqDgxVObwxq9qHBP5OcCqwUFK0K+ZKgGUGHxxMxeA1MK -KtmUZTQHUmHkV+V/IYYUXNE1CdW8RAUFsuDO1l0UrDo/Yn47nArXQ7RfLGlR -8KSO57pODBWytL4Ma6tR8NLdzTkdCVQ4NiG1O1SRgqfkUUDvJhUCnaY5u2UY -fFUFsZ0ZVKgiS+hzSjDyt24aNcilgtDA2OAxYQq26GzZ1lVEhccpLJ3lfBRU -9a1R3lNBhW8fy9iWCRTsn6/Sul/L4EvHhn08jP4ebkljGhWu9NjV53NSsGTy -60p3KxXefAneuLSFgpdlLNpM7lKhok+q7gALBdeStZ1671Gh7vTZqpp1Mlb8 -6Ppi2k8FKYHTS2wrZHwv9sup7zEVTEIJKV5LZHT/O96+9zkVHjmkhjyeJ2O5 -Xsxa3ygV+gd+1qnOkfFdw7qM2WsqKBMtZbOnyTjKfkSv/wMV8jtuz22cIqPi -plRtsxnG/n1slvzfkJFs1svX/40Kl9j09rx+Rcbmiyuf9v6iwpfClCdWw2Rc -1DLI7vtDhZnTF3K7npIxkZyvsXedCkltXBWajxn99eJtvSw02MUbOVfXT0bB -sDfipv/RIHbbsq9UNxl//zce3MNFg62+WZIlQMZfg2J04x008FtO3yHSQcZS -vd6x+xQaCNzi0ylqISPX/cFPe4QZ7/uOJ4vRyDjSvW+iS4IGYTviCJV1ZNQu -MmrfLUcDbd6RAcUqMj5q6A8HZRocdL3S2FrK8Gf4UUlfkwZWCu2wp5CMAgVl -fXd0aVCae+/3kxwyxnMQzHQNadA0+dLuRCYZs3v2UNtMaTBFUXv3I4WMMeta -G7UtafD0It/1qCTG/Gkm/ZZDNLAnPTtOiWfUV9WeVLelMb7ncy1o0WSsdTH2 -oznQQMIG7S0jGPtQfOmq7EID4lxs7PRlMnqIeO+pP02DU616QzHBZJzay/Of -vC8NuMMV1aTOk3Ggcri96iwNMlYq6x/4k3GrcbeNVDANdO//2+3nzdDP+3mk -NJQGFtZXprefJmPvFgtj0as08N4YWXLXhYzF21azCuJo8J3TIcDDiYxhvKxj -/Ek0ULrqtn+HPRkb584zZafS4I3Fb+3uI2Q8ctGGl5hFgwsSASqBh8ioeq1x -a1o+DZILZDWk95NRfSZtgbuUBjbk2D2TZmS8cILz3vUqGnzp/GSbZkzGSzUS -If810GA6pvbc/t1k9I6Z4YttpsEDJb20LbvIuLvkVMXGdhp46q239mgx9ltf -zB8ONIhesp+MUiMj8UDDpdVuGhi4tDObKjHyE8/oDn5Ig1qTa5JscmQse+Cy -/OsJDQ6IaOwdlCRjyVPh7Wde0qBTUcE1XZSMXg/HKXOvaCDr9D7YSZCMdboF -7J5vabB2uC9GhsLIszzo09RHGoS6H0xY2kFGy1jfGudZGhzNWYjq2UbG49bJ -9hM/aOBcJn02g5OMwRc+L9gu0UDxvcchTzYyPjwRceH5Cg16bJVE9DeRMdfP -46MVUxNY036/2c7E8MtUqfeQtQlGDI0S51ZJGOZvEW7C0QQfl5PE+3+T8Mh/ -TnW4rQlOuDlWlP4iYbXAbLcusQlUbqvwXv1Bwp/f/vW28DeBQNsNd9evJNzW -WdSkItoEkQ82FJpMk1Cs5118rVQTCL5j65SZIqG09gNLKYUmmEvQAK63JGwz -cf1TpNoEPz5vLV4eJ6EToeMGv3YTcJWIur0bIeHTgXGeTL0meP97jfXxcxKe -ihm6ss2oCcoa1WLan5DwpH3pSIJZE7DxWb+rekTCFHsXCqtVE4hyzxFy+kj4 -X+oOs/DDTWAxd0si6T4Jyf89cP57rAl2pM6yXwUS1mPsqfNOTaDjern/YgcJ -X1MdDn9zbYIo/Sm7s60kNHpureDh2QQvI+92+jSR8Ov2wJ/v/JqAk6100aOB -hLInB4uPn28CETGNf+41DL95nvovLzbBvyyuF+4VJJSoPNRjdaUJimqeB3uU -kFDL4aZWf1QTCLGJffEuIOHodbV0w/gmKHhRKHkmh4SL7Eav25ObILBgXj44 -k4RmhQ951NObQNujYyU8lYTzW1+q1mU3QdetspsJySSsIfjqSxY2gT2L3Vxm -AgkJZ/I0CsqaoP/jFc7yWBKaPgsgkWqawG+y5wf9Kglbp+c/3Whk4O8j6X1X -SKjhJFfE1tIEjyNOrby6RMJbw1J7IzuaIMeeT/jHBRK+/zE/+hebgJhfx7z5 -PAlppmlHz/U2wfjA4yKhABIe9yHj7KMm4L+ntKrjQ0L++YQdp542QTc1jvuo -BwmfOS0dnRhugg7J5Mlzp0i4c6drlM0Eg49p5WSqMwk5Nk7mDbxrgiPno3Ob -HUiYqeZXYvy5CXI3zSSMHCPhUUOR9Dtfm4A5/p3iqg0J7XM3nFP/2QT3xOWj -RA+R8EUDQa92uQlSTWLjzfeT8O873wWxf03woZy2+/w+EoancmfkMDeDgqV/ -WYEJCWOF2SR4tzSDUfiV1gFDEv55c7IwnrMZCp6XB67okbBITGILM28zdFGq -X8vtZNy7tqPDRVIzBPocmHfUJOGC+/a8HwLNsFPYqfamKgld520enhZrhryB -/K19iiTcS5CZei3dDEkm44Q1WRLe3Jrz5YhiMzzKfn1fU4qEhVvpkwNqzbCP -ELj9jBgJf5tE3DXSaYbYnT6b64RI+OU1W3y7fjP815WS84WPhKLrx4xUjJsB -bt1+IkMiYWhf8EzFvmbwn6ov9tpOQi6bc5cFDzSD/J+9vHXcJOS+Y72aZtMM -9x1shec5SDi9TcST3b4Z1Lqp/ZpsjHt0nb4XcaIZxHkU2MM2kbD/No3t96lm -8D1S+KmXiYQUYryen1czBPV9sNu2RkSP0GCnKf9mGH445Or4l4ihn2J97AOb -oXPGcGPNEhG9ze6dHgpphpgXPFp/fxKxIU3loGl4M2g4C6+Zfyfir9Y3Enei -m2FztJlt3iwRXbKHp1USmmHZwctw/jMRjwkJZ1XcYOQh6t5hOkXETxK9mgIZ -DH2KAt15b4moGPeMkUQzEJbP2C9NEJHIf2DnlqJmaOQyCz04RsQYmklhaHkz -iElEydW+JOJuxop+1jTDvX/sp9ieMebt6Ff3oDYD/UKvhMcgEYN9T7tOtjD0 -xub49z8kYsSbiivWd5qhX/P8btk+IopJpl7r62qGuuKdmdfvE/HUsmrErr5m -6Pg7dvYnEJFv00136kAzOF/Rf3bsDhHPrbboSD5j3E/4kWa8TcRtMfV/s0ea -4Y4DJ0mWTsRw04gqrslm+Bx2ZDWNSsS2SW3TqPfNMOMo6MxUT8SLn18P/f7c -DH0hdnv8q4nY9ffyPt+5Zkg+8afodTkRq6v5G9/9bIavefOhB0qIWBLdx3L0 -dzP8fqz5squAiFsJsXsf/muG0cTOco1cIo69OxWsv5EOCZeuzFffImKKl1cm -bQsdivTONIukExEUikolt9Lh84XEb1k3iXiglKcwm5cOhk8e5vMmEVHTqP/a -VjIdjn+W7E6KJ6LUpUcnIwXp4HUy15E9loietyWkl8To8PuVlNe1q0TUc307 -4SlDh/KvvdNbwolY9IYlfFKRDqvSwaPXLhPR+nrutkPqdJDj09XmuEhE5f7G -m906dBg14d58I5CIiZ/NN2gb0GFJ5I/RjrNEHNI/71hjTId4gd9zOX5ENBHQ -rBI0p0NENjeLuDcRlx9nfbh5gA6Rc6bRdaeJuJRZybHpCJ1x74UB2qeIqNvp -LR5sT4cZQbGebmdGXle+ys6eoMMTu+EIa0cibiKqCzu50SFA5F7ZOzsiCndY -sDz1okNb0Hels0eJ2J6/a8QogA5+ph5CLIeJ6PyDK6slkA5sHlrnMg8QkWd8 -cJ/MJTqk5nrIylsS0S06ciYnnA5J17cY3zMjIgePevDWGIa/R+JgZ0LEJwVf -F8MTGPWDj7J/GhIxdR/dZeEGHdh/cgwn6hNRSzKz0y2DDnlBv/2ldYlYaZbD -NppDh+IrBad7tIi4Cg+NzIvo4M6z/Y6rOhEPZir63imnA8sOT5+NKkT89vJJ -tGItHdz20y6UKhCR80rr9UIqHVScWSZNZYnonvItiqeVDtQn53O+SDL2xx7m -HXWHDq//kmnJYkSUe+9nuNRFBx1+dmFNYYbf/x6yevTR4Y2Z89QkPxFPnL/V -MTZAB39/1bUYMhGDOD6csHjG0G+b46NCIKJ6B23hzggdjuTTFSd5iBjixn1B -cZIO3u25RvFcRNz7leVLwXs6TC36VGtzEPGOfJbltmk6DPsbuUxvIWLBhuH8 -yDk6PKPoe2VtYvyf9brfLvykw/eOS10WzES8TffhcftNh64ZvtPrawR01RpV -G/5HBx92A/vmFQLuv85lsndjCzTasmZ7/SZgSBif6e0tLfDqeaqE6CIBpQZZ -tGS2tsBX6/9WX80TkLjrBTGbtwXSzl/nT/9GQO2olOn/yC1gVGoYc3CWgL+c -zKouCbaAFslSm3OagOwRa3ZfxVogceiZyqMpAl7KufvXQaYFrDNWz8S/I+D6 -8aSEx4otkP33x7L5awJe9LnIoa/eAglHRu9xjBNQ7lxsaL1OC1zuGX/6ZISA -P3i6XgsatMCagoR42gsCMs8qKicbtwC71pvbdk8JSM4cO7O+rwWYLDWShQcJ -aNLwoMT/QAuMZR8un35IQN3+zb1vbFpAmff0P2ofATefyx09YN8C3m55qZe7 -Caimd2McTjD8M0l4mHURkI06O6jk1gIDRIWQHZ0MvTattAKvFmhP+9j/oZ2A -B2tXYrgCWsBd7MrhplYCVmh2WVwJbIE/snLkqGYCngngZvoe0gLqg3zko1QC -6j2bL3cKb4HYL1etZeoJGP/UV28wugVMiZnd/6oZ728Tu/USWqC79Jrf8woC -cvra7qq70QIxOTcOVJcSkPvDy1L+DIbejnfukUWMfKu51xJyWmAkpKnpeD4B -vSS5zVYKW+DNJj0NzRwCKrVNRHqVt0CwXsuXbbcY+8Ow+rGaFqhssX3+LY2A -oelrD82oLUBrs/82cJOAPjdOjba2tMABwz87a5MIaM/SNix5h8H/x/d2YgIB -vxuy9KZ3tUDY7l9ufnEEFM6wKmfpa4EI0f49h6IJ2GleeOHcQAu4OEhaaUQS -UL6caef7py0gZGcZS7lCwP7ZkLmDIy3gqhI8t+EyAc8d354CEy3QUz19ZTqY -gEsqw1KK71tgi9ak3tNAAtZX9tfnfm4Bi4V0yY6zBHy/uCDJPtcC5hWHdcr9 -CVhs6Xzj4s8WyOu2DUzxIWDpxI7Zz8stsOI2NXbFk4D5z/i1jv5rAV+rXe5+ -7gQcsg09383cCkXTxWQnVwLmpBiUqG5pBV5ThwUrZwL+LvO+X8jZCl6CdT93 -OxKwkcr2citvK9QMviKo2/+fT2T0MqkVIo/JnZC2JaCT6J2BLwKtkHjy40MB -GwLqt76lHRNrhSzVg3bbDzH0lGbG90q3wo+WJjYOKwK2/Z0+rK7YCpWXjo2z -WDDupXdia7FaK0zUxz5e20tAa55LHVw6rcAmlPDmjzEBi6Ye2YXqt4Llzjru -JUMCxhmOzHwxaoXbnDrOC/qMfpky72P7WiHHmPH5r0vAwWy9Nz1WrTAqddd2 -XpuAF5IrjdVsWkE+z2ptXoOAR9fncgrtWiFK8jIuqBJw/vWOj5wnWmH/u9S8 -JSUCvvwfxWUeT+XXRfGUSHLnSyhKZExJoaJQkkoSv0qhJGOURCVTSaZIyJAS -JaFCSGZ73zFRaaLMGSohaVCG0nveP5/PPc85e+/1Xes8V1FtUeDhcqi/0H9l -Uksa4x9oWQ54lMNe19qcf+rSmBWk6fXfsXLoPnq0abYqqcdLK5jrR+pV3kKX -UpZGoYv+2eVnyuH+rWue7MVEr622/tdDy2F+ZlWbggJZPxVjL3GhHHwP/z6o -Lk94t+1bfTKmHChvbv9ZNV8aC7RdRPriywEPSxeYsKXxstN8sEouBzOlrONW -DGlsQtFjNenlcPl+ioUjVRrFFq6kq2eVg7a+1aqj86RRZ1NeTnJOOeRGKeqE -SkhjmMgxrZn3yuHFhMOGBDHC14JLOUcflIOuv5Pj7VnS+HK/FL29rBy8Tp6L -q5ghjVvO/jxqXk30lJB++uwvG8cstkEplsOJhlOy/ZNs9PeXnblIWA6G/f/8 -pn6z8USNq35sYzmk0eZ0McfYKGxee2D8RTkYpA7aLPvOxlT/jIDDLeWgbjmz -xfwrG0UsUyJetJfDlit3nZ2H2Rg0d1mEYU85JO3b8Cf0MxvP2XmczvtI6pdd -mJnxkY3NvbscWMNkfi1Z22r62Bi+/duqs9/KoU9BTaTjPRtT1mz/N/SrHBrm -0eFPJxvjth6p2fOH9GtSFa7QzsZ3C3Z78UQqIH0gzNrkHRu9t7Goy8UroKW0 -QdmlmY07jhbcTp9XAY86v/2NfsXGF3Lqy8QYFWCtatdR1ETO67uUd1ymAujv -nKDlKRvX7/0o3bmgAtRqve9MP2HjYjH901uUKmCGevdl1cds9DsV9bRUtQJy -v88PseazcVq3l6m4rAJM/EO8gzhsvI3bdsSsrIAT8Scc8+rYyM98GjimXwFD -t+x3NlezsWWn1/WDRhVQnnTDdFYlGzk7Vz5oNK2Al49vrFr5iI082aXlelsq -IGQpT+VQKRvdl1gV37SsgA4ZX3bSAzbm9z68Mc+mAgzDGbMEBWzMeeIYempv -BZS9lhz5fZeNX8xtbXodKiD8i6BZM4/U03BdztK5AhL18ysP5rBxpHpDc7k7 -qSdZ4WrKLTYWn990XuloBeh4xp94lsnGvogS5bgTFSCX5LJldgYbJdUSKn+f -roBvRyRl1qezUfzxJ5NDIRUg9nSo61QqG404tbVPz1eArphvZskVNpocl1um -H10Bewck9o4ksHH/8tmXb16qgBdVinM049koZn3ho+SVCvi3YVGReywbV6nf -WnHyagVA6entudFsvDDH+ej7GxUw0pDS/TGCjZWGTZlbb1fAQMmAm2o4G+3o -I/yH+RUwi97Z736OjaJNwk6FogpQmNn3370QNqrXHByMekj0lPOsGgkk+y3g -DX6vrICNzr103QA2ntQZ67IHst6xZv/pk2R+a6aFQn4FZMzwSK07wUaP4x9u -rWioAGGZHX/2ceIHRolvelMFrHOY0Wt5lPRre0RPtLkCqrY2fU05QvY7Mn/E -u60Cbpqt+fLenY3HY/Dq2+4KCIoqbtV0ZePSHs81Jh+IHnjv4Sln4rfrCs/u -DlbAcqnrwfyDxC+fe21Zo4SHf790GY5E3y91L4LHCM/pOm8P7mfjzJeVxp8m -yfnWHNcHe9nY+6jt9s4ZlWApvqB3xm42BqLa38rZlRBAq9iyy4b0M++exRLJ -SuhYPi/99k42lpW7x8TSKiEjNb75tyUbP7W7wxi7Eo4MVE5u20b4uFwy4Chf -CTI6syRubmHjnqHtYvWLKmHxSN+/X2ZsbJxeP19naSWYSDR3WW5kY1R7vEK6 -ZiVMvrPKyTFmY178ZtlZOpWgtej5rmkjNv5Y6jnHS68S0qUaPu5Zx8aGuyLD -b9ZVwsV1dQdLDNi4U4nFNzKphC1FKiilx0ZGYt7lO5srgfsuUNRTl425fwTW -1O2VwE40XPZ4BeHZ6YT4aetKUFbsX6OiTfaD8uL3uytBbdlX9XBNNobS03da -2JP6XrX96VMj+uxc3F/sRPqJUy7ZtJSNL31tveTcKuHgpq0Wd5awsch77ecw -r0oI29zAmbOYjQt12/YNHa8EBYsl8l4KbPxZspZjc6oSStzf2L6QZ+PvtkML -aoLI+WoOR1fLstE3xc5LOawS3H2M3K5Js/H0c5Xi2MhKmHd5bP1MFhtHPZ4P -/oythNdrxcY86Gw8Y7lP1iGxEv6LHo16RWGj2/4XhoLUSogfXz25bh7J0xP6 -/y3LqIQoj71b7kiQ+fqlHEq+VQndi9p86eJstFrz8/Df3ErwFRoFBIuyMfja -HnuXgkr4eVhs/6AIG419H295VlIJkR7lMnv/sbAgcavG6opKsM9+Uyj8w8Iz -TZ9mZNRWgvXGXkW9SRZaTeQ8FeURPdoPe975zcKArotxXvWVIHegJ05mjIXG -27I2vnlWCXGLO6Ojv7PwnsTgyLrXlXC9pdPhz1cWnus5Fp/9juiV4CHh84WF -kWkGKpJdldApEIvtH2Th6u9bH/j2VcKLTYYf7AZY+KOoYEXbQCUobUhgvfjA -wq7LbndMRiohc2OcrHkfCxfsCqXn/6iEf+srftS9Z+GlwqnjtIlKCAlMv6Xf -xUKxA32PT01XQmxWjUpxOwsV5YyY3bOq4HBJbpBmKwvdr1BtN0tUwUP6hzt3 -WljoedYppoBSBcaB09lKb1i4+dKaRyxWFcSKh5zIfMlCDa8bbwNlqyBQY4S1 -sImFLsKUkV6FKvhZ0hp57SkL321Wn7JQroLohsZGuQayX7L93wfqVbBgzOp9 -+mMWDu3RH5NZXgWXaN/58gIWLl+JvSGrqmC37fqADC4L+wR/BR/WVIG+NeeP -IrIwteTXje0bqqBrVNwqu5b0n1zsXbqpChL9M4+pVrNQV3L1SrmtVdASwHa8 -X0HmcT9y+KxVFUiP/pZd+YiFo9QH1z/ZVsF2peZbFaUspD59aLpjXxWUFq8b -31DMwqoT17seHqgC95Qq2fpCFjqmefvIu5D3FXvErO+zUOeJ9vg5zyrIGV0P -bfmEh6SP/gPHqqB/9mFTl1wWeoRd+7zDvwp0i97Hj95m4RZFW5uyM1WwMtEs -N+gWC+2+SZfKn60Cz/wlURJZLHwaPDgn7EIVTG2ctzI1g4Uj5s22AzFVYD07 -4bbKNRZOvOhM2XG5Cnj9G7sfphEe0uY2PUyugh3Lyns2pbBwQO7QX7lrVbA+ -OPhecxILg94MLj6XVUX4UTd0S2Chwfp7hp9yqkB5m1XSxCUWXm/Kt7S8R/rL -PvcgNpaFktPDtqUPqoBWbpu0KIaFokaBu2Qfkf3Qfl1ZJOFjet/m0OoqCNuq -nbf1Agu/P0hc8QGr4PJKx9b3YWR/nhp9m7AKBnLOPT91loX5WUsGHjQSPZS0 -I6khLJxTGl0m/bIKGk9OzMwLZKHPIaeAoJYqKMcAE5MAFmaxinV726tg/lEz -0/aThIdlof3mPVUwse6H6Ek/Fu6gvbpY8LEKjujJRdN9Wai54IE6c7gKDCqs -nxccY2F3kWLd6W9VEOep82arNwv7VVUtun5VAW6yTh/wJHx0PW3Y+KcKvly0 -WBTpTvy1TGZjvkg1PHlV4rLUlYXoOa+EIl4NxhMqnkJnFroNlcj4zasGXS3D -ZW5OLKydSfdrpVfDqg+XCuccIPyILHu8XqYadAbLv9y1Z2G4gRT99gLybGk9 -aLmPhT0/yq0llKpBzmss+9seFj4P1Y0+qloNW0bXy6X8R/yyNKL8tVY1OD2v -377OhoW/tB91GKysBtHN2ut6drLQ+/2T8Qz9ajjXM/dD5A4Wfgl5LDnLqBoS -/Cctlm9n4dT2Mra7aTWwF1/1eGvBQpOLV6WfmVeDYPv5jWfNyXmnz1BWWlbD -37v/vVU3Y2HuLse/KbuqYZ9+gfIbUxYybLf1Te2phlQ9Vc1QYxbefGSOBx2q -QUvPaVBjPQvlSuyuCA5VA2vehNPbdYTfoMgDGu7VcLklNiF8DQu3WbxdHO9d -Da+mqk6v1Gdh2Dar9h++ZJ7qSjI9qwhfpWMX956uhjf/OXldXkny8cEL3drg -ajhfI3PaeAULrx79+Grx+Wqw7ulf820Z8beskUdEVDW4XnIvvqVJ/N3e9msw -rhos35h22aqz8GS7INAqqRpqJVgorsrCuA2i46Vp1bCjMWh3tTILV2hdPzL/ -RjUYTC28eUyJhZW8pJag7GqQ5qRlKi9ioZLqN4OevGrIi75k3baQhU7+VYlm -hdUQJXbz0WV5FrY2jvXll1bDj2W+z81lWThvc74WpZLUu/Z22j9pFs6abvPy -rauGsbutrAoWC/mSCbdbeNXw0aTM9DiD+O/Cy9drnxB9Zrct1qSxcP65W5M3 -npP5bhgq/iBF6qfNlZ31htQfFPs9S5KFlmaU5W6t1XAv1qnPnvS0b3mZYWNX -NZSco4TLipO87hA1Xd5P9nug/6ZFlPjLbtaGpM/VoPbg3OsrM1k4XPRI9/dI -NdjYJZyzmcHC4s/Ki/b/rIYUoWQXY5qJZVK2ojBB+rFJGXg1xcT7i7e+V/pX -DddvtGQlTTDRS13qYYRoDdSH+4r995uJpqrZoYMSNeCuQpOVGWPie3nGxh3U -Gpjo/u9d63cmqokdnC5m1YCh7eDGjFEmnutLLGbL1YDYIb/9TiNMTCt6YB+g -WANTatcUlg4z0fEw/OtQrgGHOWJxQ5+Z6DnJTzfWqIHGG/Z3ij+R890fL7u9 -vAZEGzZ7nv7AxPDspxXiq2ug7o7Xuw19TDTObFt3ZG0N7L58clS8h4kplr8f -Pd9QA7cXSZW86GJi+w01jZVmNcBb3rogvYOJOef8kpO31sCL1+dXHG5jomLf -+/FxqxooP/hoWPsd+b3whK39fzUw6SZnPdnMRPPnK/NgXw2crrBzEL5m4gYN -5Z9KB2vAwFGBnvSSiavzLQ0iXGpA/RbD62ATE+1WlPl99qyB3xI93trPmLg0 -+2D+dp8aeLJnlfTfBiZe7Puvpci/Bugx5Yef1jOR+ip9ihFYAzbtbLvrQibu -s1wte/JsDQxzJr978Zn4cKXm8tYLNdD9lb5yPZeJTQ5hRoYXayB7l7g0DZnI -zzPelHm5Bj4wIm/01jLRYPjIxpkpZL8rRo1l1UxU+SexzuVaDRz3f3stupKJ -Y48WadZn1cB/8SI0x3ImlnwqY2reqYHwMXdV3TIm3nBu+hl3rwbyxqp65pQy -8daU7/PRBzXgK5OzvvsBExmhd7JsHpH3FzQbPSpkYlX1sSOPqmtg37/xrrj7 -TGwLfqMty6mBwZ91i13vMlHzcttgoLAGrns2z96Qx8Rf1ZGZXY018FdsKGb+ -HSZ+rO/ZbvKyBjzyCx98z2aiUvDI9+yWGmjwaDr57CYTz2SUJoh11MCRtD8d -eZlMnPlFT92jh8yz9kNveAYTA5eFVDZ+rIED6WujnK4xka4Yb6o9XAM+S+89 -XX+Viclnj/Evf6uBloRPRQtSmShFVdnw41cNtG/M0pm6wkTXiLKS//4QHtsu -WLclMlGYtVSxQqQWyrQsqFWXmSgiExIuJ14LB82ueaZfYuL+LE5v0Lxa+Om2 -zDkwlvDy/deabnot9EoVj9vHMHEHd0mMiUwtNH98q7EhiokaXMvX2QtqIfWd -zcTiCCZyss+wxZRqoXG6xXl2OBOnpB/sdFethYa7TM/P55h4ouFHeINWLZxy -rpF8HspEwyPbSrRW1sLsD+e3lAYz8fftmneX9GvhyaKFi64GMvHtYsvxUcNa -YButSwwNYOKdmJl0G9NamJmccMP1FBPvRvQqlZnXwsaK15t2+DOxtfr7MhlL -Ur9nWbjeCaL3c4OVAbtqwSdn0EHxOBNnH6pa3r6nFpSvqL6Yc4yJtTLBS40c -asE+dVH7dy9yfnyEdOahWpi/MSak05OJAR4d/2a418J7R9mqencmJpiE9x7y -roX0D2FxD12ZaPXwfB3ft5Z8nwSNZx1moo39+6Slp2uBpVg1GXeI8Pcq81BU -MOlH+D0p8CAT1YseawyG1cIEt53n4chE/SiH4W1RtXB3nmbMXnsm4nfX3IK4 -WljRlPLRfB/RI+zzfmpSLYi4N7/T38tE6yeDEsfTaiHBNeOg2m4m+u71KX6V -QeqNzQmWtWXiSgjdtSq7Fk423l4uuYuJxRcVviTn1cKfLbtO/rViYtLWXed+ -F9SC2T4X61FLki+Ri6h2pbVAi0jGvm0kvxovpVRV1AIzPJ331oKJTlm3ZBbU -1UK9oda+p+ZM5MU6JQbzamHnk5nhHDOih/RLse76WjA50WJcvpHkLfeXn/Hz -Wgh+eOBygQkT/zLfddx8XQtS+nt8b29g4qnYM+tntdbClzf+H68ZMfHa/b6r -h7tq4Xuq33DSOuLHH/O/CvpqIbFyXnjsGibadiuuV/1cC5xbv+9f0Cf8Df+N -iBqphadDI66hq5mYnVzx5POPWtCyv18coMtEi//+E9s2QfQc/Bzrp0P8m91q -eH+6Fh5WO40fW85EnfGt3lKidWCi/PzHkWVMzKovTD0qUQdpdz6HuGsyMSZ6 -bk0TpQ7Kfxy96qLOxLWFzm0rWHXwcnD+RmdVomcefE+QrYNVV28FOqkwMe7z -ktk/FOpAfu1j04NLyPr3yXRb5ToI1TNNO7CYidxJufll6nUwQ6Up8IAiE9/l -VMyXXl4Hj56ofzmwkIkKln7MU6vqQFSaMnxQnsxzn82cd2vqIFjN4PQhWSbu -0d//22ADqWf74YTDMkxs3prw/uqmOlgytUPfjc3EsKlJ3qRFHXx599DDk0nu -l8KMm/ut6qC5fJfaUTrh5XFIQI1tHcxM+eDrS2ViXV72toX76uBDhobFKSkm -9pfS54ccqAPJpd13gyRJvm153tV1mKwvxtQwCeJPYVfmBs86WPYllhotzsS8 -6C37s47Vwa2HIozLs0n+fqXRRfzr4N+8zhups0i/1kYcpzN1YKHaWZYpQu4H -yddHuKFkfgdwd94/Br4+8Za25EId/DEyO1f8l4GifVYPzsfUwXI/jdXVUwxM -LzTZ2h9fB3e6tX0FEww8pFnStSm5DrZE0Q1e/GZgw/073jnpdZCalRDRPsZA -3QvKv2dn1cHxC0cdPv1gYPhsnUDXnDqYXedW8+MbAxOCX04I79bBzSnD7Bmj -DKQYSp5QfVAHybKFdMoIA/Uv9X2MLKsDqYWB4guGGbgcD/w3UFUHX1cdDtcY -ZODPBRfqtmAdVFaqR60ZYODKkb1K+YI6sF8Wy7D4yMD/gt6flWisg4Xrti+x -62dgM2Vxm8eLOjharlHl0cvA+0OK2g3NdfAsc6DlzHsGlu/pDdJoJ/3JmQfE -djHwToq3MOZ9HWifEr95o4OB0kPCuUMf6sBg2ZBlcRsDV6f8sNg2VAcanaWh -/Hfk93fj5++N1gHHaoneuxYG1n1tr5D8VQdiJ6d8ht8w8KXcrYEjU3Ug6zG9 -XOQ1A4eTdzKfzgBY4DniK/2Sgc7Xhw20xADYvXFrtJoY6OYeaBcrCVDnlHne -9BkDp1fO9B+mAfjf/LDTrpGB1FURF7dLA8w7t+SmzxMGqt6al3FfHqBMfIFf -1GMGdpSk589bDNDunPgkS8DAK+mri72WAswasrhZyWOgfWxv6VNNgAJZsalX -HAZaVN0p1tIB0EqKaRkGBmr9F3k3Vg8gefE1XfE6BvbGRt8YXkeey6boSjUM -fB9fErfdBGCHq89xoyoGXrgofvr+ZgCT47XWdhUM1Lwf5zBvO4D62twS/0cM -HFmwdb2XNcD7rd+TEh8ykCduKvd0N8AqG+exohIGJiaf+aZpD9CsBi3PHjBw -8ss476ITgN7jBv3hQgbm6XMThlwBnKy2zZcsIPNIbd+3zQvgk7jYaY17DDTT -3ap47zhAuT3u3prPwDdazO65pwDEujc89Mxl4L0769I9gwC0zbZevpjDwEec -+p0N5wAue+YM3s9mYHcGzNSIBPCxkuE9v8nAejuVB9GxAAPzXWW/ZTJQhvlv -7+cEMl/a3i/MGwzc9dH675ZUALWc0vX61xn4YUQpI+86wEyPDVL708l681MG -c24B2DK5e0PTGCg+x7bJLRfgWOjMxbdTGNhuUef0+D5A8f3HLk+uEH2WVH9d -WgIQVPdu6ddEsv6eVUBEOYDUnz/O7AQGyo6dnf5QA+D8YmqBYTwD3dm2oWZc -AJWG69bOcQwsUHg+dfsxwJlruSIXLzLwsNLPE6LPAP7K9muVRjNwlk7jJ+dX -AEnr5V63RzLwu93ePby3ADYqjJ+iEQw8dy+Lq9QJ4CV1JV47nIEfV+arh/US -Xuzcc/aGMXDVn5OxPZ8AFOP2rD5/lsyTQR0y/gIQYa2xoTCE6H32pFnWd4Db -Pvnc1iCSB5Yl1/79Jvu9zYDZgQw0P//4i+NfgM3JL1avDGCgMKlz4QERhL72 -uSoHTjFwxaInXIoowup/7LhYfwau+ZznUieGYOxf7V11goEPfULFjkogUFr4 -woHjDPyib5WzcB5CXPtUqowPA4tAzvQZBeGkk0bP5qMMNI7q7wiiIyx3kbt1 -0ouB++lF/loshIezU9rueDJwWVvQvA5phNPn3WLeujPwmNPOmxdlEXYa2xXP -cWPgbhWtVesWIFjDaqu1Lgw8k80QDCog1N1+7OzlTPLRTsw2fTHCYFnryA0n -BmZxJXoslBFkWvVGXx4g/rJX9JpYiuDKvus225GBrTctxvLUEaoSp23X2DNw -KeVi0F4thOtX/5V772Ngj/xHkTnLERYlnb58ay8D5c0cLpTrILyas7rr7W7C -26wfYm6rEBJuz7gp9R/Jr6b8CGl9hNAVue822jDwllK4qHANqSflZ/gZawaa -+oWf9TdEWNL7MKfYioELDQsmlTcgBBo+XPvZkuTXtxkn3pgg0EbrNi7ezkD2 -3LDP5zchPHO9iXZbGcj/s9JR1xxhvYZaceIW8rxe+mWvBUJ4nyL76WaSD2ba -ponbiV77/xuebcbAgPDgYhMrBPOAZD3jjQys9RFT/GaNMLKp4McZE8JXcGNM -li1CUr/HkkcbGPhsYdNPqz0IpRlpgm9GDDTgMx3+2SHw34i1LTMkedl7jVdo -T+YhFXbQcy3ha8hDzfEAwreBt3tzDYieO85elDpEeFBv4fbrMfBPUM9wzWFy -3v2tN5RWk/o+xW/3ciN8+M4aOqjLwNA/cXflPRGsUp7nZeqQ/bS6xBq9EEZ3 -nXnbtZz4vT/M6cwxBBeR5pMK2gyMvRJSpe6L8HR+QYSjFgMX57+mt/ohbNV+ -KZapwUCMD3eLOoUgOkb93a3GwCVlSdX6ZxB+GxnsWazKwIsXZlE+BSEM/J6v -6qzCQPBqcUwJRdix/JxrzhIGirVQCs3CEAwoxuyBxYRHraKpn+EIRh3KupqL -yH3bWml+OxJhz/Q0HFVgoOIWnUSbGISuXxnVJQvIfdgj0z4zDuGgy0uV33Lk -vpLyUSqJR0gT85heJ8vAmXqG7k6JhN+Hq8zOyRAeuCH3acmEbxfRSSGb+Ft2 -7VdIRdiwLG+BFIuBU9k+K46lI6QYjt63YTBw/mNlH4UMhPPv799NpzHQ7vPe -wmeZCK1hhexeCrmffKhDQbcQxvIFX9SlGHics3WpVg5C3jh3pa8k4ctE6mB7 -LoKK9qn+KgmS/zZ2aTF3ET6rlM4UnUPWO+g0rSlAyHlrHmcpxkAWJ1X0cxGC -2h6x8FRRcn/2XDJIK0HY9gY+9swk9/di2SPmZQgd6WZlWiJE/z6D67/KCY8M -j6+n/tHxZeRoY04VQnnd1BXeXzqu9zGdtK1FSF/flEP9Q0frvytURRFhfHvZ -YvtJOirG1+0q5SIoYOic/HE6elz4EnRIgPA8esa+X7/I8wbModcjaJdLSG8a -o+MX+TXPsAEh38fbMPEHHf8L2Pfj2DOi78Tfp++/0TGqbOl8xRcId4vjHi8f -pePksqx1z18h8OhfNUNH6Hh/wxOH4GaEv4U/J54P01Hf/HaI1jsEsTXHdRSH -6FiZpXujvQ3B7oz+q2Of6diVG1AT04mgtVeuAz/Rcaj8dOua9wj7Xw3vYHyk -4x1N3bGBXrJ+VpjG4X46ejrco6Z9IH5eVHD0US8dNXL71MwHENpOmchL9NDR -8VCX8a9BwrcfY4V9Nx0ZAxl7cr4gZF39cb+ok44Dl5W9bUdJ/RcqEmZ10HH6 -od+5WT9I3o2u6trTRsdF9y9fKRlDkCswTLz/jo7Xn5254zRO/HMnu0DkLR1N -fVaX06YIr/1GK/Y00zF5kCuEvwjLLnTLFrymY0qiSvPRGRyYy7P3nPWK6FV7 -oHfhLA5ofYtevO8FHX05J0aezuaAa9C6DcXP6ajz3XkicA4HRIfMeHOe0dHh -9spZmpIc4HUEFxxsJO9r9kq2SXGgcm7F34ondJzd4ceMpnHA2PxJKb2ejjPn -fJE1YHKgLziiyVNI9J9pqfiJzQGbUv5OPp+OqxamLkmZz4Gts+30FXh0PHD3 -2VIzeQ4E3Z1//jSHjipT39V+LuRA1Pd3uq+BjsEHJTSyF3Ggx+yYhXYdHTs0 -mBq7lnCgRqWYF11D5nuXoS6ylAMiWn63PlTRMVt7ruoDNQ6skrz0waSSjt/E -/iw5oMkB50tvYm+U05EdNqhI0eaA/NWFaVNldAwbeStXu4IDW1Q3iNs9pOOK -dCHLS5cDqy2pbY9K6Fj7qkJKXo/MR/8wjV1Mxx0fHsxuMODAVQ3W3RNFdCxU -KP5zeh0Hcs6P3XlVQEfdxurvqus55Hu3S2zlfTq26r3+1GLMgfZdd54k3KXj -4oKJ9gsbOVA6qfT1Wx4d1QN0mlZt5kDaEc1Tu3LpWPwhiNO3hQPjASlOpTl0 -pBh1lSRu48AIfV0h6zbh4cmebJMdHDDUH7U/eYuOfq+HEkd3ckBvdpz3uyw6 -yuVcP5dpw4HCwoHutZl0fBbhdWzHbg4MBLeVZmTQsQ0d7P/u5UDEmzWfZ1yn -o9o13y3393PghGZX6OF04g+HAt39jhxoZWSeqk+jo9IOmsJcJ8LPStsXWqmE -v4cZ4pXOHDhp3hydkEzHHy17Rt1cOXBRbTL7VxIdmVPG76Q9OICcdAX7RDqG -u+4HwREOHJCOn+BcpuNux/wcv6McSDEuWqUWT0db1WUXlxznwK7jr5suxdHx -8ezPx16d4ID+6OuGsYtkvkbdNudOciBWPlrFIYaOkQyG/ooADmi4N3bzo8j+ -j8/LdgdywNfpxIRWJB2PZupNxYVwYEW+nW/yBVJvh1aH4Tly3u/dW6fP01GS -414zdJ4D6vKbzrmF0dHl0vC19AgOPBifkH55lvB9oeqMRTQHFl60llwXSvww -8Gbv+EXSX98Sx5xgOo6PGenlXuKAkvpWKo186Cz7+puxO4EDklczFALP0PE8 -c/ZX0SscOBTx++LH03Q0v+XWUJrCgcX7dPbsOkVHt7bFOYeuckA6SflsnT8d -D02uDqVf58ALwV0xTT86HjG+sxdvcODy9YzBVF86Wgz66Ry7SXh+26I5+zjJ -v9W3JRRuE723rWjwPUbHW456PU/v/L++84L33nR8c2tZRWA+4Snr3kIrL6Lv -+thLGvfJ+2nnXtV60vGCl+3h1kIOBI5192l50PG4R9SaqGIONI9nWV93oyPd -R4Oi/5AD73/fkJ/nSvKs2rD3wyMO7Hd4aBJ0mOT3BU7ZlUoOqORX84YP0VFk -TnXUxhoOyPnE33RwoqNXsOb+73UckLWf2/78AB1LFNjLbnKIfzXFfYwd6Vil -fGbais8BZunBgyX2hO96+6ZpIQdk2r7dU95Pxx5jyCx4Qp5vJO9KtaOj2OPs -Y/ZPOdBPU7Wdu5fcBwnzNkg2cWBs77kHwbvpePfdlFTVSw6YF4e6fbOl46+X -Jzrc3xC/evw97WJD/Pjw5F2ZtxzY/KG5v9Wa+LdM7LSwlQNmGf13d+wk98Xc -pWb+HRxgK8xu5O2go89gC125mwNFc5hmayzpmBEl3/WqhwMbGYPzi7bRUUbu -V/65fsKXqOtmla10/PPK3X/FJw4MVR96dm0L8fMnf+PuzxyY0qgpYJjTcUGM -ouSlYQ582L3jU7QZHXtH3JoNv3JA0W4sQGQT0XOLdebQNw7MPBDnEmBKx9f1 -ne7pPzlQlf89/5sxyd9b1JUWvzlgdEnE3HMDHR+KfZ78PUH84Z9i2GdER1VV -L96dP+T99rgYe0M6lq66dvG/f4QfK/6KlrV0nHHwtI3oTC64nJRevnMNOa91 -tnypKBcuiDldaNCnY+YLs14ncS64N5zVNdOj4yn/tfm0uVwYzNy1BlfRUfb3 -h2MwjwsbT5emrNMl+oZv1TtK5cLInrPbynXo+HWb558FDC7k707Zo7uCjt2B -5txGFhccMl9VFWnTkWraH3lGhgtsH4a/1jI6znpqaqkux4WfsroR+Zp0fL/Z -hfFuARcURBgjSzXoGNRt+TZCkQsl12Pv31ajoxV3+tpqJS5UnjzLUVIl9638 -mYP9ylxQ0mrUuqlCx3vSXOUkVS7keG0dUVSm45nudwMmGuQP2mT77Ewl4tcs -vD+qxYW8ew4nFBbTsfNCoE/mci4YuxXo3VAk/qmQXLVjJRdmqOVbKSjQcY/z -id9/VnFhfFK77sYCOlYXPay6p0/q+bcgTFGejmsfvwzet5YLq9ytr2XJ0vHT -q6fGEkZcGD59V0JpPrlPpnJnVWzgwu0osWfZ0nT093ARuppy4fiMTR9U2HRs -2CQezSZ/IAv3m+zKY9JxQ1n8Nr45mbdqJ1OTQcdNvTMoJ7ZyoVf0l3ohjXwf -fLd/sdiSC263Pa/oUAk/UncSX1hx4VCDrE2ZFB2z7LpsQ3dxoWx7r8uaeXRc -90dcRvs/ohcz+2ntXMKzvEprxx4utMisizSVIH7p0L92cR8XaK7RyY/FyffG -YVOHtQ5cOCrv/Xu7GOmvdbPi5wNcUHMT3H8lSscnDuY9qYe4sDrmeNneWXQU -Sm/O3uzChTVvd9K7Rej4W9XMZcyN9Fdiii4z6Pjh4WbV255cqEhYyh2epuH1 -99s/7/ImfP1pl/b7S8PJZ3b3RHy4sO+iad3UFA1DMo95P/DlQsfAmorzkzS0 -O3V5+QF/LiS+uCk6b4KG1qfqvkmd5kI4dV/2ld80nMGZKq05w4WZ4aZXFv6i -YZr/1pNHgrmQvnDd2zs/aThedt9A7iwXqJ1LvFb8oOH9W8pT9WFcsHzTsavq -Gw3F7R/WnrpAzl+6+eKmURp+FnE8uzSKCzvEjdlNIzT8U7pkY3MMmV/N3VG7 -LzQMShAXC4/jgtU114Ufhmh4olLyycrLXDglaXvNZ5CGcVtXxvYkcuF6uI3n -nwEaLnIOtrqczIWgeLOYqE80XLv4K2NDGhfSBHOnWB9pePlWdMuXdC7ovzxf -c7OfhimiVunXM8j+3gnPtfto6HnYxHFbFhfCXFg6NT005HUdUpq8xYV5KV/6 -LN7TUOdy2ce8HC7UDP39+LaLhh1X1t3bk8eFfuela107aZg55/cxsXtcsJu3 -pfNnOw1niw+uKivgwp5Zm16cb6OhzT3pSecHxP+nphjMVhoG0kKBUcqFrlyr -nFtvaShrrUISnvDZtzhyZQsNL0RKbvOpIPOPsangvqFh4zNdumI1F1TnCQ1s -XtPwilHW22e1XLg0sG9O/0ui3+iuG0HIhYaiH0v9X9BQ85+liyaP6DHT94pY -Ew3bw5K02gRkfXz5zrRnNPySpPIzqp4L0fPv7Nd4SuaxVaxGv5ELK7wVy2oa -aFhdpx/+8RkXMr1nO1g9oeEP8ZrtyS8IzxJrbXof0zDBKJm96TXxt0lmqr+Q -6HFS0PW9mQuPlGU0JARkHk925N18x4UDr87PzeDRUN9S13dnO5lfwGMDHS4N -D8j4G/7rJPXY8R8KkIZfjaTFC99zYS3ah+wDGvq0zH9l30fWS55I/lpLQ9av -kAzJj1y4mv95IryGho+Lt3pUDZB6pLPvyVXTUEshZLXHEBfGus/dfVBJ+LSS -nzl/hPg5y/3X5goaSu9TbhKOcuGz6Nr4zkc03G997br/Dy4UC9/5+ZXRcHhL -mKfyLy4sf6CaK/mQhgM27Qavx8l56RJLs0toqHchTzxsigtOR52+rS2moevX -oZYV01xYuoQh8bqIhng79073DB7ch2mvI4U03F7eefLSLB68spu7ULSAhlUG -l82NxHhwUXq+bMY9Ggav5cwfnsODRnVJJ727NHz0zHcwXZIHF1qEP5vyaLhx -Vm6NBYUHmUe133jk0rBo6ED8OI0HA7tU/s26Q0Oj1MxDuUweSP245H/jNvEP -211vtzQPYp/t0F+TTfQ8VT13tiwPKo9t2fTmJg39G691l8rz4Kr/gevHssj8 -FkmWHVLgwc/oUxskM2l4MELyIn0xD4xd/ZblZhBe5mY64RKy36s1rhuv0/Bs -zWODY0vJc869z93pNLTKj6QpqPMgmF9QHnSVhhLd7weeavJAdYnyC9k0Gioe -aeYEavPgKe/7yvIUGsI+t2saOjxQKv/bbZtMw/qqNP9WXR5YLlB/+z2Jhp9S -j+yM0uNBwyK7+QmJZL7TPZr6a3jgM8M3e3kCDXdN/hX/uI4HrrP3nn4eT/Ih -ldN/ZT0PmFFfU7wv0dClR5u70YQHMl8X/JsXR0PjPvOs7xt5YFHEf3D/Ig0p -eZTQm5t5cGtb473tMcR/ay847rTgwfr/2KPDUTT8cLtg/b9tZP2RyOC4SNLv -t2jFwh08+LNWzFY7goYyGgtEHKx5kBp68kRTOA237nXtk7TlwfaZte0+52l4 -5IKnsGo3D8zS62IZYTQ8X6Vx18OO6K11MOLhWRo6zMi/NN+eB3PuR9TvDqVh -wIFPJx478iBUVsZmIpjw/f6T3UknHpw8/0vlehANFWLuG6scJvWJzTXZEEj6 -d9FXe+PKg45Gvdu9ATSUC4ihnffggei8Q1YRp2mY9TR3QseLB/LzjptqnKLh -G9eEvvdHeSCnaBH83J+G5jssnscf50FaTtM/Xz/iv+iXlev9ePBAavCJzAka -rlLQuvPlJA/mvg5urzlOwxuM/UnXA3jAC/FZdciHhspeB89tC+LB0dzcN+LH -SN6uWO8zGcIDsW9zagq8aZju/OtA/jkefJx3ZtDGi4Z7JC/u3BvOA37l+wOT -njTs0pw2EY/kwW2e0oKbHsTfT6xXPYrmQdOspYpb3Ak/A5GqLrE8eH7whftX -Vxq6Xbwlz4rnwaHn4hMpLjScfpRN4yXwwNeypGn9YRrSj8aJ+V4h+g+XDX88 -RMOYUqe/i1JJfYJxq3gnwl+M0ljTVR5wRZwm9A/ScM3Pl19CrvPAvuXNwHtH -Gs7/efzTskweRF9YqxDjQOq/KNrbcZPw7Xj6qq49Db1qLnZevM2DrFq/fZ37 -aPg3UqJtbS7xn6S0U6QdDd2/hr79nE94BNMCnb0k736MNqfd58HvfT3rO3aT -eSc7NpsXER6OvmNH/kdDzpuG5l/FPBAmU1autKXhyhL9tzkPeVB4xjOpcxcN -Ty7LbbUtJ/u/erUm2pr4e7N856wqHjCctFVW76Rh/1RyT0kND7x/Ov/Xs4OG -4Zayn5yAB63u+xriLGkoujb3C43Lg5d3xs+v3U6e0WQM+KTfbJWwT1sJ352D -f48+5oHkwXr+FQsaPk+4La7QwIPPg4+3mW4hedHqw3j2lAdBjpIyo5uJH0us -FYKaeFDRE7D0hhkNF8pbaGq+Iv3lTgZs30TDw1S7NW1vePBt1I8+ZUruo9jz -W6Lf8uDRnBfD+SY03BffsNegjQf55j8k7YyJf1grPD91EH0YwqNzNtDwl/Sj -oJRuHgy2LmdXGNHwbZLjZbNeHhjJz//nZkhD7wjNnJ/9PCg74Ko1fx3xw6BC -dfYnHggMZ2bUryH6Va19tWuQ8G/7emeAAQ23fTs7KPKFB0tsOOYa+iQPYn7M -Kv7Kg84fpefaV9PwVegVhYPfefBvKnE6dhUNXza6rKWO8WCH0ea69brEX+4e -e+p+8yApuQxHdWgob3XT33uSB2dH6mdnryD3XQA1ecFf0p+Re9x/y8l8e8rK -Gv/xoCY8cM8cbeL/kJS3Z2byYeTFoHO1Fvne2Fo6qT6bD2HrbpQc1STfR0YU -xVZxPvh/Dt6opEG+f3bmb4qay4cESV/pFjUangqMOKIvxQfbrkOaMao0PFaW -m/SRyoeJfIOw9Utp6PSLUpvM4IMbt13uhzINC1bXfdrE5sPyyFVjuUto6OFZ -zvwpw4cgZ026gxINj1/8Y5wtxwe553lHGYtpeDQ+/tiuhXw4aJEsVa9I8tfL -N1NkER9WOrd+CVagYY5s7osHSnwYe+hAXbWQhmMXl886qMKH2L65voPy5Puo -UkqfqsaHHZlP2DflaBiVutGrToMPk9lhk3tkSR7Lv77lvYwPtRUKi6jzif/X -1rUtWMGHhQ8iIoTSNHw9IMZ6upL045a9LIRNwwj5oh2Bq/kQ/sSBrcci31vC -ihgNAz7oPrlhNMIgPHWp1Leu5QPX1erOHTp5f/e4WLQRHzQK9lodoNFQd8lK -cwNjPqSUZBvMp5I80G+O+mTKB8c02UMvpWh49UJfY4oZH2ZczG6MmUfDCpED -tM1b+CDD1fDfJEnD5Tcsdo9t5YPD2TTHaQka+lnmZNy25EMasyWyYg4Nm0X8 -Ptrs5MPVN09HfcUJzwXlK2bZ8EFf1fXqMjHyPWbiG1TyHx9Mzlw8NyBKnh/k -PHHay4cQ86X52bNoWDhkM5++nw93mYtoB2bSMLsvxB0dyPyPHnokJ0LDS9Fq -VccOkvf7C/QL/lFR9fkuKUVnMu+o52dV/lLx481/Ts9d+DBTY9L8xiQVJcdW -VAS7E17Wi8bJjFMxs3yAuuwIHxqt0SphjIpHW9U8Orz5cE905mXJH1Rkb/3B -u+jDhztSGZYRo1T8Pm6xaN0JPqQbuESJjFBRvVk7ZNCfD+Wu2sbBQ1TMfZbd -efU0qf/SU7+JASpqvLy73iKQD9nVzKUnP1Jx2XOzm+PBfKBQ39n86KPiSMnJ -2Xln+fCy7stfnx4qRnlvOLLnPB+kpNWVv3ZRsWno5iuxCD4M+TkKvTuo6Cif -te5RFB8Sdx7qH26l4p3P6+64XOSDrK5EiNdbKr7ZeIrBvsSHE9WqScNvqNgp -bXuWf5k8ZyQu8X5FxRirN19PJPEh56bC8pEmKh5qmzi4JIUPB3Kyyo49oyIv -W/j6VRofMtK/PPrWQMXHqYZbwq6R+UW1rfSrp6LNLYc6nRt84EQZqv8WUFGh -SFOvJ4sPqU8Hrp7hUfFGfl7R5WzCW+rD8Gmkonxwi4bxHT58NPX/HFZH6mWV -537N4wNj3Yx68Roq0vdvX5p5j8xbRHNRXCUV56xLu7OjkA97tBq/McqJfjeu -q00/4IOoyyPDqw+pOOWz/35BKdHLgztjUQkV9a616Dg8IvOZJzDKLaKikzit -cl4lH6pXXfmhXUBFpUwJ05pqPtxsn61UfpfMc5vg6ZE6PvyhjtZvyKNi2q9N -dvIcPiz9qTZQn0NFn6iYTw08PtjXRYTuyqai3GDqqTNCPlRUdF/qyCL7iR6T -0HjCB0WTudJuN6j4oY6e0drIh41POljfr1Hx3MywldHP+RDcsuxi8FUqvn/E -eWLwkg99Im9OS6RS8Snv1aGB18TP4zmdyVeoWE0r/5vawocjAWcqlRKpKHbB -J928lQ/JdmrzHsRTUSgusuZ3Ox/aQyOajeKoOBTq2Xqniw/fPh5hP42h4tI3 -hYG7e/gwcL2ocV8UFX8PNimK9ZM846mNf75AxaK7TYKyj3w4e6kwPeA8FZ0n -irxdPvPh1eb5pRLnqDhd4yvDHubDbnMjk/QQKmq3y/L4I3xwnv65STOIioFr -cn38vpH6vkjX1QRQUbl2wSLln2R+eWfu7zhFeNgW9PL1Lz5cf/eb2uNHeKt/ -HH5+gg9v9VwHTvhS8aycyFrdP2S+CRmrxX2o+EhZ41vvNB8+PPb/ne5NxXeN -m+4migjA/Llw2fIjVPz2Y5eLqagAdt51f8dzp+KPs7uVvosJQOCn+3uvKxUT -d1v33JQQwAK7f9EjzlTcvNfslvU8AZxLvn053ImKJz1WuYhQBVB9Zmqu/AEq -rvJepFFMF8Bir47xYnsqHtss+e0gSwAZ3Yr7LPZRsePtr0qajAASHW5o9+wh -/Il+CEdZATSfXXEy4D8qWhW8tfZZIIC7vwpXMGyo2Fz2YtEiRQHcC/nucG8n -8eu/l9+aFgvg2eDrv5t2UFHXq5MfqiyAjYpatO5tVNzf+fPqclUBRDLeXAmw -oKL3Krnj3eoCMHh2+yLLnIpJu6y2xmsJYKnnqZ9Fm6hYPz9FZcNyARhKqzRt -M6Vii9vozK86AvClRcoPbKCi66KDvTdWCYCbf7I13Ij8rvSJt0NfAMvMns1R -WkfFw1aRudNrBHBjz+F8MKCibIRpXKGhAAbc2NUOelRsvCPn77hBABWUKqM/ -uiSfEugHKKYCiP2lqXNNh4rFyurb6jYJILd9U/La5VRMMXZec9RcAJKxXR5t -WlSczeeoK2wVgNunV4VnNAjfcZsXPN8uAHr3lLO8GtEz6ActxEoAIid1o2tU -qBh6rEFcexfRA20UHJcQXjc9m9FlK4AtH/SWzFhMxfF3f6fi9ghglXx56i0F -orek44TRPgH43ysMNFtA5l31dfyLvQCOj/5+PiBL9OY9nMw4IICh/7wTYmWo -eH9m0bTlIQH82vuZu4JNRcPd70WnD5PfIzc7NzOoyLi2VarQTQBeYQd8z9Co -+Kfgq4yjJ9FngjKqSKFi6ZGXyhRvMt/C5R0CSdL/g2+6dcdIP/7X9bwkqLjN -bpfZUV8B2Ois+McQp2KeydheBX8BnHwnWF0lSsVys46jz08JoNzHoM1pJjnf -RCIy5IwAbOnOwxIzqPiCGnJTO1gA3r2LvEr+UrAj1rCuK1QArIWWdvunKHgr -aXPnpTABqErySkUnKLj4X8b0+gsCcBJ3DCz8RUHzu5uUvkYKQC94omjvTwpW -HzPckhkjgP4BH+tZ3ykoohHpYxVHznubeaDwKwVPlC699i9eAPIfndrsvlBQ -7+OC+qJEAXjwEjmzhyi44/qR3weSBTBbm8IuGaDg6SKWOi1NAJvHit44fqSg -3YSsA6YL4N+4zYx5/RT0tAlO8skQQIh6S2plDwU/pRg/XZQlgLORjGtu3RQc -u+4i/vIWqV/5g4R0J1m/fmTTuRwBjCzS6Oe3UVDWtiNcJ08AOUW16n7vKBjz -SOdxz10BHGYEtS1poaDS+lHJxAKy3zWTX69fU3ABT9bG9IEAwgoGg8JfUjBs -4YPr30sEoFxtc3R1EwWXqZQN3CoTwAZzu4aPTynYXqyhb1NB/ND/9nJaAwXF -rjGiZlUL4KHefc7WegqyKo62l9aSvBgtsf8roKDae2OdwyiA6df1Tg94FNw+ -GBPN4glgV1nDC2cOBXcV7OjnCwi/p5LzZYCCn//FmfjXE39Lig031lDwcsXW -myqNArA6OZF6toqC8QURs1qeCeB3/faC1RUUlCnb6B7xgvCo0qk5VEZBxZzz -TXqvid8hknmzlIKBNlvWfGoWwL4W9cN7iinYmJyUk/pOAIU1WQspRRRMMHFj -bWkXgOLrJxsE9ylI1RJcGO8UgFZMWEPQXQr6aRRN5L0XwLBTXu2qPAoW0VV9 -7PoEMP55vuyXHAqmPdL+LPGR+JNT3JGTTcGnXx4frhoQAC9l55wDNynIvfiz -13NIADPUXl+bn0lB4eFHzvIjAjhjKpP66joFZ1lSPzWOCqCXOzkRm070nC/i -HfSD1J+8n2+eRsFn6XFjWr8EIHwo82tmCgWf5D462zkuABktqfi6JAq2MUIo -l6YEMMiSiz+TQMHdRR9urJ8m+ZS24JdePAXtd37V+TpDCMNfvvN+xFKwt/76 -48xZQrB3CBx/EEPBx0NfD+wUE0K14ZWko1EULLw4ODlDQgg23+STtSIoOC/w -UlqxpBD8vo7+GTxPwbWxnQaHKEJwrvrWkH+Ogt4Jre0MuhD29f+Zdg+l4BX7 -8HM8phBOUb6lqQVTMBG61f2khVA1cD9t4AwF2bFf3ijLCkFkJXU67zQFM5KK -wprlhTBQ/qve4yQFI3NVdSMUhPBht+mEhh8FGVf3fNRbLAS5yReXho9T0GCN -yfVPS4Tgfe1cdOExCvbs/WibtlQIbht1P/t4U5BXv4VmoS4EQwlBge4RCvrb -eT6f0BTCI4b021/uFLRp3x5/V1sIa67MdqlyJXmg8H3Xfh0hPHzhuyfkMNH7 -x37ZeauEkCxrVGh6iILl6rG9NXpCqH++0UP8IDk/IbzQe40QChxdo546UDB6 -YnOwgqEQ5mwOl0zcT0GVlc07mtYLYR4t+PseOwpaz9VZctZECOt3rzBS2EPB -Ddb2kys2CcEHg4f6bSnY37z3Tc9mITwRNft7bxfhz02tONFCCPc+ufie2EnB -46+fXt64XQhl63Druh2Et8/mJ37uIP306EbM2k7BllPX9uZYCyGnPkv5qQUF -Xbc/Md5tK4SbXz6qJJuTfFn9WlN8jxBa93+MdjQjesyolq2wE0KaVuhOtY0U -bAoMm+thLwTNyISA78aEbz/NadkDQujL+itau56CWRXlPxucSD+12d8jDSk4 -zFIfCTwshE9ah01t1hK+d58b1HITQpKV4k8FAwrO3cb93OkhhCWJZeJDqymY -W/dl6JIX4eeYeHC5LgXNQmZ/23BMCKY+YzbhOhT02S05MXqc7K95MNZ6OdGf -KSJ6y08I0pvUliouo6Dg3ADd5pQQDnlrL/6iQUFjb56S6BnSn6tNcLUayceb -SXplQUJY/ffU2pilFAwZ2mfpGioExXnBe+2UKVjAlneTCSO8BW18q6ZEwcGh -5vP14UKgbrz/aFyRgnFr4rIDIoUg6ZL2q34hyYcnpkKNGCFs+DGQclWe8OE2 -PtQeK4Tj80JTPWUpOLuriBUXL4S2jnXj62QoePe3p/H6RCGo3ZhRKcUmeReq -eezrFSF4pRa2djMoOLn+R1ZWKqlnoeq+EhoFnUT4zdbpQhBL2Lb2AoWCKZcz -pWZlCMHk0N+AvfMoeOlR5JaHmUJYKaUgqzWXglpGIREut4RwQT5eZsYccl+N -hD+WzhGCvPJK/zezybyTMiTrc4Ug1Tigkz+L8D32ZFfAXaIv54pliAiZV5dk -hkYBqU8oU2/zTwrHpV0G24vIebdtbqr/lcJQ97dr40qEcHqVRuu/SSm8c+3w -pfVlQgixDz7WMi6FGgGUD1/LhfCXsvxwwS8pvPqkZf3NKsL/tsXl4T+l0Pk/ -uLarVghainru9t+l8HH/k6lZKASlbKtTq0al8PuGcccyLqlv2qp/3ogU9mlv -F7gKSF44yxZ9GJJC34DH2vPrhWDNvPS27rMU2nw6cu1JgxAk9l92SPskhUrG -6yQDnwnh6JWZJr4fpNBsm36I1gshrFj6+Nz2Pimc/cLpZ+crIdScR0XVHilM -Ta7xjm8WgtGyl3Izu6Vw+JDFoPE7ISQWtft2dkjhr2kJz+9tQtC/zVWtbJPC -gytmfMnuFIJDsfua5HdSWF+77MR/74UgiH6Qe7yFzMP7yh+xPiG8GA7y3fFG -Ci3E9KIrPpD8u/PgquYrKWy3ZMl6Dgjh5yXthRIvpNB7rs59+SEhnLzY+ufj -MynsFLlk+uyLEHbHXTEQNErh1IRWR8go8UOi6YvsJ1K4r4IasOKHEBbnCHlh -j6UweqaBbO8Y8UPHLOYhgRS+ysitSRoXwrZ9nbUmPCn0szrobDZF/GOl9z+K -yzyeqreL4kXcc6cGIkPJEFIqokkaDCmVDBEpPyUiiTKGRilpkJSoFAkppZQ0 -yd7GO0+KFCWVhMoQUcL7vH+ezzn3PHvv9V1rn1ulU87G+KYd7IHhGij83aMv -B2z8Qy9+nj+GA5fTf336VMrGqxkuuz3lObA6UWuo8jkbNTdbTWcpcmCZ0abg -3KdslBsXV/+S4sDi1oOWCSVsfLJd9XwIkwP6C6P9dhWT9y8c46gzngMaN2a3 -r3tI6rOzmvhqIgfWPtnPmfuAjWK3xtfxyhxQVLUdo1TIRr2Z0oyFqhx4unPf -hf4CNrod1Qn4psaB+v++HHl7m42/ZsgWXtHkwFs4wn15i/BX/5Far8UBK/dZ -gdm5bFy92eXDsDYHTo5U+SXcJOftNXxyX48DU66avwi6wUbH5u0XthtwYIOW -V6BLJhvPB8iHKRtxIOC4btjia2zUkrA3Vc8mv38bUKd1lY25dXGWUXM5UDhv -8nmFy2x8uNzXwMiUAzn5VN73S2wsEj5SbjTjAH3frMmvL7Lxm1XYuLMLObCi -3KvxRQobE7blDC5fwoFd708M3UxmY0rHmu7upeQ8lVPhZ5IIXzd8OrOXc4Bb -tc4u4gzhac2vdlcrDvBcHuz97xQbkzP/dSracsBxfsav1SfZOBJwpOepHQda -Wn6JTU+wUXXnkb+B9hy43nlVbmo8G+keI4rT1nNgUev+JMU4No4b809VsoED -/SEhoT2H2Th2euyso84cuLTYt7DpIBs7Ig5amblyIHBgqTU3lvBXPW5r6yby -+72Nc4qj2bhCrBSTtpkDJqGG+7Ki2Ch0un3VfisH5BvGsc5GsDGSzceh/zjw -MsFjJDqMjYeqItvvbeeALJS2xn8fG+UXFqls8+XAxEu/v7mGsHFYJ3aVkj8H -rvxhtFjvYaPzmvr9Vbs40PbAyMR0N5lvQNX9yCAOPHq3qH76LjZWWK/umBnC -gdEsjVfj/dk4mrptZuM+DjCWPDEY8WUjT0cp8Gw4B9Z97pX+8GHjplyv+yui -SD+dD2XvtxG+mm0He6IJn/lNM8X/sXFmMs825wAHHsa61ZdtJXkQ8ePipsMc -6KqVe3ffk+jn8PAbFccBTQO+2Q0PNt5pUF/5Ip4DxwaTP6dsIvN+rX91TwKH -/J+wbI93ZeOxkTd/pp/igIP3I9soFzZaqs7fWnuG6Gv6rn+XE/Hn2wUV8ec4 -oDZy6d/WDURvhdbZi1LI+YclHk7rSX2brS63X+TA3thdDNu1bOSnrGdkpHFg -f/naSYvXsPF0MHV4wxXCu/HmPcZ2bDxzJ3JgzDUOHL4Zo6Vjy8Y14y6HPcrk -gJFq6gxVazLfxft++WVzIOxI0mHmSja+UxgbpZZL9Pm2ft7Y5Wz8abh2hH+L -A6bbSswGlrLRcOuGxIN3OFAmV3TmxxI2enhPUDO5xwH2gK7Fl0VsNP2ZdOfT -fQ7EBPcubVxA/FUtXpn6kAMquQoptWZsZN+Qvlv9mAPpLdaWfFOSZ8su7f/7 -hAM+EckWFfMIX+46Gveec2Bf6eszz+cQfQrCwPslB7yn/Z7/aDbxW19SgBJy -wI3eaHzXiI3aP8NVqisIL/92xeQaslHDzbAmqpoDr2ITNTP12fj4y62YWVwO -7FTXnnhZj41hHoPz3/M5MH7vZI8LOmx8uVuj65yIA8f1HX6dnU7y8+2E+9ZS -Dgy1P2g5OY3kp9e70P5a8vx+A714TTaaPYq1yK/jQPXFi08Oq7Nx58V+hS0N -HIib8Ol67BQ27i+1r2M3coCq6G+IUmHj5K/R+fiezDe5xC9cmY3NgoTDYR85 -YLyLuWrfJDaunRnhafCZAz9tGyODJ7ARH9ssedvKgWID9tBuNhtj5vZrnvnG -gXLNk7JdTDbeXH9abkUnB84sNfvrTyf88Gk/en5wQHCrP3wnjY1Ltwc15nRz -YNuZEis/BTb6C56L3H9xwHO61zZfeTZGVPRVMn5z4HuWVLpjLNlPo5plLwfJ -vLcMpuwYZeHuZfNL9w5xwPXmi7wdwyycbb6kTG+E5PObsSzfIRbuuza/qn4M -F6K9H1b4/mFh4HxtcaI8F/oKi/l+AyxUuivfZKnIhVXW3Xr+/SzcUvnhRxfF -BdWs9eKAXyykmT6Sv8nkgvLmIl5gDwsb78VN2zSeCw00RdU9XSzc2rthKX0S -Fwad5j8K+cFC5hN1r1JlLvR8mnYjtJOFVsVf4kJUuWAY+aA5op2F1tlFd3XV -ufBBKAuObmOh2ZK4d3WaXFj+aNeGg60snG7qwUrUItej3oeOfmZhn9UCa0sd -LtxNzhg53sLCg3qaB7r0uKDnTJOcamZh5Fnm82wDLtDMT3ade8/CQ4uof25G -pN+FtG2pjSwc91bJmm7MBR/vIO2rb1l41GjOmdK5XNgKmSY33rDQ6KPHuxBT -LjzZm5h8q46Fi4vTjPXMuRCWNmll4SsWFm/tjKtfyIWl27VXPJax8Eqy2/vE -JVzYrHD9bKmEhdWKDUuXWXLheVXo7CoRC7sjwq93L+fC9/YTakIBCysvGivk -WHFhHK/C9TWPheXqcnvdbbnwGMZ/bOKw0PvF7w+M1VxYvGDj89ZqFv6ax3Ip -s+fChiv7P/+sZGHRHFvevvXk/i7/LYPl5Dowy1bfkdSrT+nKIQvHXtOtanDm -whgvm0WsMtJfjHD1GVculOeOvapaykLqWaZkhTsX2FmzHXSeEz3GX9/yazMX -/PtvOxg/JfXN43XmbSX1e/hlLCph4YRXukc8vQkPJ+yW2BSzMOneXbXxPlzI -t1k4w/EhC+PCAx6X+3Lho/c0ry0PWKj13n1ThD8XjB99+exfyMLQjANDMwO5 -oDM94mn4XaKHf0NOUxAXriQ9eXf0DtH3V5BLcggXSvovrj2XT677lo6zDeUC -3/k37VoeC2dMX/18IJwLoberlApyWMibmRxeEMWFPaz2wGfZ5PxqNTPvGC48 -vbB+IjeLhbduf+pXOkj02t4g9+Y6C08kdpXWHOZCW1aE9dcMFq5StzoZE8eF -QyfYkv4rLBxkvXWfe5wLZY6J+QqXWZiq9mz2pwTSr02tWCWNhf+6PslfOsWF -qgcyK4NUFv608/hof5YLI917xy66wEINmUb58DkuPPO7zF5znoXK1sZ5RSlc -4ESb79x8joUbHJLO+aVyYShrNnP3WRYa51kfVE/ngoZHwL8Dp1nYObo2RHSF -Cz9mvF5yLpGFHPZtv6PXuDDrkkfljQQWVsX9t21BFhfCbZrTi4+z8OukPd7t -2Vz4T+T8nHOMhezgep9ruYS/95cNG4+ycMzajEDnfDIP/Rsffx5mYbAHRioU -cKFwu3Or3CFS/zrbhGf3SH9uFxdMOcBCuTdGGXsecMFFtFE2O4aFindDH+s8 -4kJ8ZvTTlftZ6HpQ+1XdYy6sv9PV4RbJwknD5v2JT7nw9XVmwO5wFvq8L9Jc -/oILayeEmx4NZeFqabpd70suzHPZtCptLwvvJHRG5CEXFDNNcu4Fs9DrccFt -z0qSB6PfHaqCWDiN2dgyvobwmRBh3RhI9LKI1arkcqHXufhobwALtfvPekcJ -uHAn7gKT4U/88X1y7mwxF+7bDTfr+LEwUzapq1nKhR2vGkeW7CDv23Ri2cVX -XMCd6gEu21k4Mis8eU09F9xXZ2nu9mahx9j3bf8auOBU5ake78XCqacqbIoa -ueC2wGz7tS0snB9pkOP3gfD5V/lXyWZyXiSDrtFC8ulAm1jqTn6/dG+o+DMX -XOek93W4kTyI2Pwx7ivx7/GJvgquLPxdx3FZ1E7yjVo6TduFhUdYL3mdnVyw -XyGnvdSJ+JVnsSrrJxf0y5yCNm1g4dOX1tWuPWRe2pPkQteT/Eivt6f3ccGW -Prfl7FoW1jMGa1/+5sI1/RT6nTUsbK/M3xb6hwu1RjNja+xY2BDW0Wvwj+Rv -7bsFn21ZGMQvS2wcIfNtvbhkjA0LXaIM9ZPH8uCJidWJaVYs1JtlUG07jgfM -RL7m0hVEj5TSXX8UeaAh0vzrsYzw4v1dqZDOA5fP03WilrLwxson6MPiwfbn -5cmpS1i4rFUrbMoEHsyz/76meBH5/b8Zs4STePA56ZT9qwUsVFkgaD0ymQei -lISUXjOyD5Yr5y2YwoMoX7Ge0nwWMjgjgR3qPDiluXbY1ISF/QfPmWdO5cHH -N61aLnMJ75M4cq7TeRBafuZkqDHJE9NbdZQuDzZTsywuzGJhwinTey9n8IDz -Jd+seCYLdwn9E0MNeSCf1hdeZ0D6y10XaDiLB8H+g8O/Z7BwoOKDY5MxD/bl -ZYrV9Mh+e61rcX4eDw7erftqoUPy8YS6kd18Hkx+d9zOazoLnU5WTR0y58HD -tKs/Dk8j70/QV3mwiAe1bnJN2ZokH0yXK/lZ8KDrTO6kGnWS/+YTJ2ssI/W+ -3JvUPoXUu/yahmQFD8pDHF3Yqix8MPRVP96aB0bmc7xMJ7PwlUbXgiWrePAp -u7/QTYmFn9Y8WftzNQ/YWy+ujpnIQnMzK9+ba3lQSOs3yBxP8johKc7DgQe3 -3OQdqlgsjOjJymU78aB4+M6zdgYL06bHiCpceLAL3gRNoBNeyzT/RrnxwNgn -YucCGgsfxyTMnuPBA/PHIXlbFFjoNxa2f/LkQfy5h8Zx8iSPRisz0rzI/CVG -f/LHsjBfO71p/TYevN1azpSOMjFIaZmO3A4ePJvh5zswzMRvR4oDn/jxIGHa -WPnp/5h4Wm3Ms6AAHiisOtpm95eJV4/rsHR38+BmlmxSyCATncM1fN/s4cHp -ZR+Opv1m4pvk73hmL7k2ubAI+5i4KOGyrnUYD6Zeaprf3svE3fJ6iQMRPPBK -yQtT6mGiZ9Gpvrv7eTDR+f2fpV1MrLes9fWJ5UGywp5qvx9MTHEeejvlEA9e -d1jVn+tkouVVmqvoCA8CbNYYP29n4vbqwdq4YzwI2RzE+dLGxLhY6abFJ3hw -4dCVWxO+MnHsruTmHyd5wGCB0OILE+cvsdhz8zQP0n1qFu78RM5Pk4x6JPEg -tiOj9fxHJmbPdUkbf54Hkcrz3r78wMSpdyrNqi4QHl13TepoYiK/WL8u+hIP -dOYsTlJtZGLan+jYeZeJXronHW3eMnGbXoVB61XCW+Uqt71vmNjRNFp/5ToP -HG56ZV6rY+IXqfkZpxs8kHiXzhG8YmLLbR87xRzCb8aGMX9kTIxWOq1Qmkf4 -Hjd2iqGUiZMe3+ftu82DrWtxn5uYXFvWphje5YHpzOiJ8UIm1jj3bXtfyIMF -3mq/HvKZ6J01xfxCEdHr6Sn1T1wmKtYuY9kX8+Ci3MtjkzhM5CYHtI+U8EBF -NcPUqpqJuScuC4qf8UBZNllvXyUTj3nVPgws5YGr+mSPG+VMNIXJmdrAgy+N -J6QyYGKUm09yfTmZJ9vzjFwZE0d5pSfOVPFgXX7MabNSJvrX6MdZc3iw80Gd -yPc5E036rscN8niwap7HxktPmSj7Z3SyUMgDamGXJreEiXmJ3BRfCQ+GmxIM -/xYz8Y/NgWyNWqKPzYRI40dMpOrsnkhf88j3eSjNu4iJPa1GshNvyHk91xvP -32eieLpht+U7HoxeOdpbdY+JV2avnPyriQeHebT1gwVMXPYwctntZh58AK1v -s+8w8cJW4W7vTzxYzn1U451P9HplnanSyoNXZsVtF/IID9D4RtDGg/ee7HXc -HCZq8dJV4jp4cDvjbve/bCaaXY71WPyDBye8DzeY3mCiZsPxrJ9dPBBMDJPz -z2TiwrnPfuT08kA4IyI44xoTm22mrNzST96nGja19irxS/mNtEmDPLDZ5cmi -rjDx5QbPPs5fHljlqi1fnk7qvWi96dAwD2hbrhaFX2Li+yVbX5qP4UOJjnRn -wUUmXmzLN+qU44NnWo7XpxQm2q6adfWGAh/atileUj/PxBd/WyZ5UHxYOOvz -BOdzTHx+X3Z2PJMP4/JmCk6eZRJLDo2vZvPh69kqDp5m4lCJd2rsRD5szM5R -+JPIRD+PsTrzlflw4U5JvOlJwndaS9E3FT7UhH+zDTzBxDFT5dZkqvHhQ52h -3c14Jn4/4/vZTZMPF2/7nGyKI/lwnhHP0uJDWO0JpupRJlrJ+o0qtfkgWBIn -cTzMxK5ew7poPT7clVi/TjzIxJJr2cdNDPjQeapEvSqW5M1+/6VtM/mgukuQ -ORLNRKdZ+39fm82H2OCQnUv2E79sri9xncsHjbzkPeGRTBy4d+wA05QPN3Wm -Pb4fzkR70dHVFWZ8OP5HbllnKBPD/6udEr2QD/z1JgqG+whPVNSPeUv4YGJ1 -gb0jhNzfu4/7dSkfNOU1NmXuYeKc5ZX515bzIaX64YfG3UxMnBKc5GrFh8UV -626pBTJRlB0WzbTlg9uSV/fdApi44ETdrgo7PlTvWzSYspOJdf6p3tH2fBh6 -uvOI1Jfw+aPY02Q9H8bscFwzfgcTp5Qt2NK2gQ9B/GbH9duZWHBIfft1Zz7s -clJMO+VN5l+3PcjNlQ83thZN43kxkR4w8SDLnQ9OXpLPtK3E300GFyo382Ee -Z0O7nScTWQ15hTFb+RCjojX3hAcTC8ekSEy9+dDBm/2wehMTOUPt/d+28+FJ -0M4IBTcmvg1+oJPly4eTZ0qjVm1k4qrRry7u/nyIK5v67LgzE31dziWOD+SD -2fWIJTWOTIxlF1RXB/HhuujxoOIGwlfdUtrBED7M6Rf8Xr2eiRudbDaYh/Lh -YWWeWeJaJq7RrbzSGc6HwJ/m9/lrmJjfXfo9O4rUY+K3i7WaiT7b5tt6xpD6 -HQx8Nqwiv1fVvzHpIB/OMP0vJ9swcf2TS/K8w3x4bKE64ZUVE9W/ndx9JI4P -Bfd1K1VWEn86DDcsOk54XBX72GM5E0tP96/rSuDDvQ/jv161ZGL16rCqvFNE -Hx+ha7MF4Vt/v/V/Z8n8IXus3hImCvkKNSrJpP72I993LmJi8rtpjqIUPtxu -dFMpWMDEjD/l7+NT+XAkbeKBLjMmzhT+2meZzocBvSxt8/lkPr+LmX1X+JCa -9Esu2oTwM5VWUHCND1M6/+iWzSX6fOp03JHFh4CN2Ufk5zDR6LvvX42bfChq -a9S0n014fx92pzaXD9bi1L4kIyZ2e2psO5XPhwwzYNQZMjGL5qlpXcAH/7Wr -/9M0IHmcYN705x4fQtdN69o+g4lrDxVkFz3gw4MIk5f5umQ/nsPgXY+I38fv -5XZpE3/9F7FSp4Tot00wcdF0wuM5wZS3T0n9paaXDk0j86mu6kt+Qfwfm+JR -o8lEpRyfN2vK+LD/b5P7eA0mqojzYEw5H5ZnjLm4SY3w1ZZy72klHyT876xM -VdJPyswbe2v40NCfXNE2mYnnQnddmcnjA/NCU7GJMhNdZ7tf/ijgw3Qt+Bw9 -iYmh3r+upYv58FptpmPlBNJv0Yp8JxnhgUEbYI0n+6d62VPqNXk+bl3jJhbZ -H8u6RFjPh9lKrUNZDOLXUrf2/W/5UO5a6dFJkfz9EsowbeLDqfa6ngU0Jl72 -WGPa/oEPupEszhEFJja8eON1o4UPk/M2NQjkmbjvgW7y5i98aJqVoz9Fjont -DbO4k9r48PHFl0KfMWT/vOlR4LcTXlWp8MIRBtIco+3jvvPh/vBw+N9/DPRp -qUix6CK8WZQU2Q0xsNdE2tLbw4fMDO1ZF/4w8Gdz9sKCPj6oDBp/aB5gYHiy -5fkdA3wQGQpExr8ZePnL9R7Nv8S/rM7B6D4G+h0SuL/+x4c/pw94c3oZ+Gq0 -svLMKB+6UkLGqvQwsIZxasEqOQGYKhd/8Oli4FSr6feGxwngxDiLgQc/GJhp -e3xWCU0Acb49a0c7GUh/8vJeMEMABxfy3zp0MHCCBX+hIVsAl44V38z4xkDn -kLvVzRME8MgzK7/zKzl/0M8zXUkAgdKD3yxaGVgZOdjnpCIAnVHLHac+M7D7 -tF8qXU0A3xTFau9aGLjhbeHSCg0BpLB16LM+MtB0TH1bzDQBZC03MI/5wMD2 -G02XzbQFsFogusxvYuBz7yrn77oCCOqgWWg2MlD4LmlCrr4ArjdUTQ56y8CV -xcteec0UgEZDn9HLNww0OVuboTpbAFUmJ6PH1zMwQ9ExSDJHALomIfLbXjMw -trzY6qSJALyNrnCKahlY/p/CNCszAVhH/KmWlzFwxWHrkT8LBLAg9OCIm4SB -3Mo9rQ8XC2BRvOq+fBEDp4lO1u5eKoDWyY+nDQkY2LM0tXrGcgH4X7Aft4HP -wO8PLpa9XymA4+FVM25wGXhLePLlJRsBnJqverivhoHZ88IqHO0EsNlhnvKa -agb6xriJKHsB+R4b03K1koFeDqYfytcJ4Ghx9LeucsLDGqo/ZoMAbKaeMbJF -Bu5gN00ydybzmjIzJ72M6LO00PzHRgFMsF7u8aOUgUahR7zyNgngnCWssn7B -wAYX1zPemwVw8d7VoLRnDFx+cHa52lYBsK2qhN+fEL7O0/7J/hOAT77RTusS -Bu6f12F5ersAgq+ULk4vZqDtwOtjtr4CiH61x/bnQ6LvSZ50eCepR2Vuom0R -A+uO8fSe7BJAt8FPxav3Gbj6ZP2BvUECUKm7/rLnHgNbF/Q2GoUIoKDH5N6a -uwz0MNay+rxPABNdU+sy7zBwM3Pr3YxwAdDeli4cyGdgTOi9aZuiBHDfJ126 -4RZ5fuzk1AkxZH4Najfzchno735eiXdAAPsN5xWO3GSg8WTDS3GHBZBjJezZ -lM1Axpv66ZZxAsjQatlzP4uB21Zk3++PF8CKF//pUpkMPPT91Kr7CQIoU184 -Yfs1Bt45mNIScEoAaVYe5s+vMlA95fkx3bMCSF1Rcl75CgPH8MYZN50TgEzf -ynBPOgMjy0PfpaYI4Cazo6/mEgPPaCiec0wVwGN29l/tVMJ3GNrT0wnvDp6L -Yy8w8G7gTUblFcLHL/nCuvPEb5kPZAeuET1mJW8xSWbgyIP26wuzBDBZv3vl -6SQGFixzCu3O/n99Kv99PcNA7y+t6+7kCiDPtvuh1WkGfrK5O9s3n8yvLXTF -tUQGtvzNmaRVIICo1UnyfxJIvfmy4Tf3CD9FZqOuJxjY2G7Wff4BmW+k6/yi -eAb+/k/0bd0jATA6WzLYxxgoy81sUyghft4tWh54lIE/tt79Dk8F4OZBqXEO -MzBft38g+oUAtqvGz5xxiIHbU2Pp5mUCCJs4f+/RAwwM2Gil8xMFsLJEvutD -DAMVhlavyK8UwNUDHTmW0QzcM+v8Dp8aAYS/f3P+ShQ577BW0lSeAKTuLx8P -RjDQ8XJPWb2AXIecmegeTupXYf1OFgsgt3Bh9uNQwn9yiNk6GeE5+17g5H0M -nFIwLUrhtQC+fPi0KyyEgXvHqpVDvQDk/nEya/cwsNl026SYt6T+tA2s+UEM -tHk34G/eJACnjQH3zwcSftI/Vv38IIA9bxQTewLI+xhTZ95uEYCRVPOysz8D -2aKC8zu+CGBMV3pzkR8D+w6dH6vVRvrtCNmq5EvOeymOamgXwOjBlAlhPgzU -MPDrS/kuALXA3sFX2xh4dNOmKIcuAZiEH1Vb4M1Ave83x1C9hOedpsGXvBh4 -JN4xuaJPAB0T+/4MbGHgQKmnwcEBAcxb/eLFZk+iz3xOxaK/Anj2af+jFx7E -b8cu+fX+E0BJuVbLNHcGFq/nj783SvKIc932iBupd7Zvmb+cEBY2drz/tJGB -/S/8wnUVhJDV0Xd3lQsDszKkJu9pQljWVliU78TAGYF5v9IYQnjEYXxnOpL7 -5d9KXdhCuJjwd0uIAwNVVl4+w54oBHvDvWNfrWNgQtwzH66SENTuejUtXEvy -WX/dimMqQtDRfvz9yhoGanIcdZerCcE7JWD+qB0DJ8rzmH80hHBFNfDejlUM -jI98OvRomhDCqwu8uDYM3FQ2vTdYWwg7SqfbzLFm4IKoMV1GekLInvbUK2Ul -0W/Z1t4v+kKwnuh/b2A5AwcLzf9lzhSCKmrN91rGQB3/06wts4VQ7SXrrFhK -5iXno6c6VwgPtfa9m2lBntd6vlJmIgRqWfdw0mLiP/dU3zNmQngysHJT/0JS -j31/0uqFQtiV4vZ5ywIGDic3gtwSISS6aedWmBG++fYDL5cKYXnShatG8xmo -nGK1IHq5EAKSbtQkmxA/xldFm1uReu9aGgzOZeDpZa+rumyEsMjW/bn3HAZK -NoeqFtgJYcbjz3Gc2Qz0jMgK3mlP5uX7+vC8WSQfjLeJdNaT855rFqXNZKBA -49H89xuEsNfgruoYQwZ+bLpyPd1ZCCc19j8I0Gdgynj1Sa6uQlg8PvSQTI+B -bevmnZrgTu4fPHPEQpfsd5NmumCzEHTbn5Xc1Ca8bZ6VfGKrELbWf9dmT2fg -221K06y9yX3JFIicRp7/nP5geLsQxvrMOf9Rk4GFB2HtM18hzNbVTlurwUA3 -fkJnuD/R59YnabEayTu/XykmgUKgJ/kvnz6FgZwOeavvQUKYEHWjOVGF5FH/ -8/5bIeR91LHiPmUG7tPVKNoRKoShjpFSbyWSb0y9sOkRQsgX0/7wJzJQbcOb -pY1RQrDdmRywcAIDLeIXM9NihHBp12lmNpvkmf2aFpeDQvh+sbOFzWJgtAVV -Nv4Iqf/2zc5oBtl/PdE3+HGE1915M79S5P30zNMnjgvBOO9ruguNgVenRx+w -PimEdYbulqDAwDgRPXzklBDelncoGY/7P08uoc/PCsHC4eLUy3IM1PV2i4pM -FoJzrt1mxbFk/0crH5t/QQj77/Rxw0bpuCc9KfVnqhCOWp3f3TJMR547t/BO -OuFp4wQrx3909HOpEO+8KoR34u32L//S0VbvUL/udSFMzY2Nn/2HjiF+w7rN -WULQEDn2Xh6g49tHVu5Xbwqh3UqWQv2mY/Dt9SnueUIYI//LL6qPjqot018r -3xaCw+T83V976fiov3SqtEAImoc+33TroeOEOP2gM4WEL4f08dVddBzV3lKx -pojUl/KswPwnHRfv8Z6uUCyEoh0WsTnf6XhsrPmx8hIhpL1jH5zcScez+9/9 -OPhMCLtVDIvi2+nYH+TqbVEqhNqF0VP62+joH33zze8yIbz0G7jv95WO+xfz -Nj0qF0Ks6GJM/Rc6PrblNIVUCeHpNduo1Z/peG1x5i5jDuGX8Tf3aQsdSwtd -hr/xhNC/Ll9x1kc6HrH6nJYrJP1et7589QMd3U67LPGRkPnblnqx39Mx1yC7 -RatWCGZHKdfDjXTk33uV3PhaCO6ZGgd63tJx8otvdulvhHDse2vdjgY6Nn77 -JO/2Tgj1z72219fT0UNWyZn0nvh/W4SWfR0dBePPpoibhVC5WJtd+oqO25eu -9D39SQiDN5znzKulo3vPB8s1rUI4NPrvULaUji/4gVMVvgkBn6rIqUroWLy9 -Va6iQwh7lpwrSRSR9zs5dR/6QfzQszVjWEDHWyb3viztFoLQNfTRPj4dCzOG -mwd7hdDXWDHUyqXjzrk2nx73k9/LW0d4cuhYcfhwZ+ggOX/d5+mSaqLnrOKh -eUNCOG5xZcimio4TeZ+UfgwLYamHJ/Wsgo7VfSzTO2NE4D9/it3ccjpeXm2+ -yV9eBKc9q4pvAh23bfGMm6Eogg073VzVy+jYzDvyuIUSwbGulzPOldJRany7 -6zpTBDMu9ugrvKBj+7Q6k63jReD0+7N77DPC30LFaPVJIlhXevJ5zxM6Okxa -zq1XFkFk8iuHgBI6vrc7pHVRVQQeOk8nNRfTcdo+bqyzuggu6MxS3PSIjnlG -Wh/HTxXB99XTZouK6DhMP7pOqCWCBY7Hj9g+oGNWQe/LRB1S/283xdJCOrLz -wxetnkHqH3Os1Owe6T+dejrOUARgPuZmQQEdx015sKLCSARL/it/pneHjl6l -QeLDxiJYuf75mIx8Ok7VXem7bB7pp/ZD1ORbdLzaMnvskKkInDm608/m0nHG -RdPcp+YiMKHF/FbIoeNIrYtT5CIRWO9rGD6UTfy36LycuYUIGO2mCwazSP2e -P1/0WIpAZVNMxr5MOrbU7T5wf4UIem/mmnVeo+Mya6btHmsRLK249dc3g44d -i8VKs1eJICEnvOfDFTqO3Vjy7dtqEQRbj1HbfJmOqUbV1XlrRXA8bXnwqzQ6 -PnX7d9vXQQR+N/X6HC7RMWqvV6qukwiu7rp5m3uRjlyljoSPLiIo7ilKsrlA -5lF38+h1NxHMWm1zs+w8HbVczsRt9RBBbPS6tiXJdFTQyT2lsUUEkzPKPB8n -0XF1Y9flBi8RONQkD5ucpWO5evCDS9tEcEi5RHL3NB1dInTErjtE8DlbVzbz -FPHDCeYvpZ0iyE/jj809SceBr3OmywJE0KaWvV0ngfA195TLud0iuOV8rfva -cTqG/tY56xAsgtq9Dwo14ulo8ea3mLlPBJa3JVfT4uh4dxdDjR9G+jHtejL5 -KOHd7r+Ak5EiOG8rL59ymI5TFPvALloEl7XHHJxwiI6brERaCgdEoEy90z97 -gNSb3BlfeUgEK6yODzNi6fj1jFPv0aMiMFf9LZ8YTfwmHt65Ml4E315rL6Ht -p+OlH32fRk6IwEzyJ+N4JNH72KKdLxPJ/Dwj5o2LoGO0Iac79owIuqQJ3XFh -hKew3DiLc4THc/ofx4YSPUdeaf45L4LC39YjR/bSMX67a+mTiyJwC3q9dkwI -HS0XzPSNTBPBTw9x9eE9dCyb5Ky84IoIlIz0Q0Z3Ex7PSXm/Mgh/DiK7w4GE -J7v8hIeZInBZ8mL9aAAdF0jert+XLYJLfp+PHPanY1/5TnWTXBE8cLD4POpH -x+4Spx8/b4lAf19x2BFfOm61u8y9d4fwvdFu/tgdZH9Q1gVB90QwIfaLVtx2 -Olqnrk+d/UAEvmHHlshvI3l//PmJjociEPGnxMX/R8efIWcP334sgnTlS4MK -XoTHnzWHA56KQPK5NyNhCx1d0wISDF+IYGGdbgjdk45jxoVf+vqS+P+4Rshp -DzIfYcfdXBTBxlRxBtudjrsTxHzfShHMvmM2eM6NjvPE2t16NSI4ELT8qJIr -HZ0Xf576mUv0PPl5UaoL0c9rinO2QARnC6dMVXOmY0B92ZntYhFMTJHMuepI -5mHRKNGWET90jAZpbaCjkk6wxsdXIhgbdu3tjfV0FOlGB2XWE/07MsL019Fx -/Zvh6v/eiuCe0i+L2/Z03FI/bKDVJILNDy/Om7OGjuInMefefxDBUEqkc5Ed -2U/KkaMZLcSvR89mLVhF9teRnsitX4hfncRTn9vQcXb6z37NNhFE186pWW5N -9nV38IHGdhH8/piVUbmSjsd1wxlXv4sgyX1q1poVdKSqRzM9u0RQoZIqFS2j -o9xe5WUavSJ4NDI6Z6MlHZVfPGh520f898f5aYMFHT8ue3v28gDJq67DIf8t -Ic8nJ1lt/isCmuTQxi+LSL/2tf/UhkUwnGjjG7iQ7McxedAwSvytUnmj25yO -JhuYp9LlxLB0Vy8zyoyOnjz5rR4KYtgeV5M9bErHNPr5BWqUGPy2me+MNyH+ -yitWbWCI4Yqi6SbmPDquWLR3NI0thtbYotCUOXS8sbG6y32iGJ7y77xQN6Zj -V8rjtinKYhg3Vsn0xizi7zPWbW9UxOBk0lQ704j027DnZ5qaGDL3jGQ9MKRj -OmvJsLumGOJke64uNqBjfnmuspqWGFj7p1fgDPL7pMemDdpiEB+hVOz16PiM -EeierieGj+O1Lsp0CG+iqngPAzG8WeO2wlOb7NM9nGdqRmLgetxU/axFx0XH -wn43zBaDbdCwetA0Oirm8i0uzxXDpmIP+35NOvoGik9sNhXDMb87OYc06Hgh -8Mg7dXMxCJ+0zabU6YiWnxa8WyiGnK8Kzeen0NFgf3/6lSViGDD5+1JTleTH -oxfyWyzFMPPtM27uZMJvwsJIzRVikNe3GJ2nTEedRP/uRisx1Hrt3f58Enne -ySk0w1YMNlLnLtuJJF8ieoe2rhZDjPBVvmQ8HW2SHM9OW0vml9d51pNN6p2/ -y+DDejG8f5R0vZVJ/DewknPdUQyBTg/f7WXQkR7VEOLtIoawt+us/1F09LEz -1dZ2E4PZA6e6BBrR49/6ho/uYlixpOSCsiIdX5rOSb/hSfRs2ncwcxz5Poh9 -5e3jJYYbCtEps+XpOLjPap7eNjFo6JXXPhlL8rBgv+IXHzHMvrViue0Ysj/K -Ylpz/MTgQut4LR2hcImNvdAvgJxf+viS1zCFlyWtzw12i6HGOv1YxxCF1X+d -i9r2EF7UE65G/aUwd8u5+/l7xYBVUR/G/aFQLTHz8a4wMWTxvNenDFD4Uz2+ -clakGKY9NG+d/ptCWu7yt537xWDK/J5/r49C03Lp77uxYtDxi01b+otCSwXL -qcGHxHByY8MDXg+FfbQ4+3lHxbBhz2CfezeFM7blHOo+Joai9bIdX39SeDon -50XRCTEsPucxHP6Dwu+748eEJYrhSd2xcvnvFLIdVjmYnxHDxqo1D1I6SD8f -vt3oTxJDqNw1nk47hRuf7B0pOU94tIhkF7VR2LHng8/+i2LYqsmPXfmVwomX -zSRL0sSwwy1psvQLhSGSfTZDl8Ww69rTN96fKXx86wqUZohhQcHy6q4WCo89 -vW9zKJPwu0T1/eGP5Dr9oWRFthjSaAumT2ymcMOHnB1jcwlP9cmns95TmKB9 -crTilhi+7Zqua9pEYXm/1834O2JYf7r+U/k7CjP6DB3t7olhj8JdkctbCm8+ -apOjHohBlJf66fMbCnfzrpfxHophqlWiTkQ9hUeEG+JOPxaDw+0DpxTrKAza -+MfB4akYDj3xm5b+ikLoy9SZ8EIM1GqLd0a1RB8722HpSzFELuzGF1IK4z+2 -fUxB4h//gzIHCYXD7meErpVi0IM3zI8iCj/amKFqjRiC9PtDQoUUpll8eNHA -FcOD44LhcQIKs2qT4IpADL5ip8dpPAr3ZNsJtorFMK8n5tIsLoXBK2nNWjIx -NH1aceNlDYVTbGr/fnwlhoCrqXVO1RQKVt7Wulkvhh8qoWZfKikckJxd6/eW -6OkkeB5VQeHoiaOHDJvI+xzSdjPLKVz37/jz9g8kPyYIV2UChctqMkYKWsRw -NMvb3qyMwnmxnLXBX8Twmb4mklNK4aEiWqZJmxgGN8cKt7yg8ODof0O97WJ4 -faNrXfczCpOGxN6Pv4shr/9KX/xTChUtNwujukgeBoXVqD+hcLb76EqLXjFE -6ISUFz6m0PNzxct/fWJwN41vtSmmsCEy1xoGxPCvNH/+24cU/r6VLzn6VwwT -v9XmBxdR+Jcl9rUdFoP328HV4x5QONNyihxtjARKn0+ceKWQwirB8Vs8OQmo -PZs41uQe8ZOLptsZBQlEjOvSqCmg0N3vLcORksAnyQ2vrXcoFF0t505iSiDO -eTqvN5/CwtN1Sa/Z5LrCyyvxFulfoOqVNlECWt4bNbTzKEzuPmHmqSyBrJ2/ -R0tyKByXYqg0TVVCeF82fsNNCstW/R1sVpPAnYppq1pvED/dGPMtW1MC/TlJ -OQeyCJ+Wls1+WhLIZZ8wnpxJYcDdwg8zdSQwe93fpoJrxC8Jm7926klgzP2W -xzYZFL73Wf670EACV87Of9J4hcKhuv/GhxpJIGb5549hl8m8I0vnLjCWgOrU -jvmsdApfvPNwH5wrge5jy+7lXKIwJ33ByRemEjhY/8pxWSrh2c61/JC5BCyj -bmrUXyB6xJTIWS+SwDVhNjskhfTD91qvYCGB8Su5M6nzxP/Cdde5lhL4s4wR -dOMchT6qcYOnV0gAF3i/sUiiUH+F3BZHawk8v/wy8PUZCr2aRNVKqySwpFnT -IPg0hUbxXxfXr5ZA7KG9dOoUhZeEDsWX10rgaW/R5OyTFJasU1js5SCBac/r -V1smEP7TxldpO0mgwq0uu/44hVvsdnt8cZHAQ/sc/X3xRP8fU/tvuUmgfaqF -lHmMwuMz9K/s9pDAhs1ns/OOUjj+yPHV87ZIoPD0xQyrIxReuLRiuNdLAq9t -7MqaDlGoM+L6omSbBPwmX6btP0jyeD3naMwOMq+UY/uVD1B4QC3daflOopf7 -v4n3YyhcM8A1lNslgVcjf6RroylcfHgLrWa3BGr1w55+jaJwpZ1zV2KwBDSD -/+PERVLo/6mg2WEfmU/sw2GtCMJTe1DDpHAJFPX7bXkRRubZm/q2LpLwejzk -o3sohafOz/x8OZro21B9pm8vhRr/GfR7HSDvv+a97XwIhY9+JE/QPSyBhgSz -LXODyTzqd83/elQCv9YtPigIIv4qfOh1J14Cq7N9awJ2U3iPsed8cIIE3qy6 -v1AxkEKruCui+ackEN43XnwzgMLndyyVBs5IoC445oyVP4VKGm7eL85J4MD+ -b/ua/Si02NlafDhFAjVvHA8d9CX+0u9Ssk2VwBe3W0WaO0i+fA+LptLJ+8ta -mc+3E39tjPgmvCKByJaxZz22UeT7t8/7/DUy33O95gP//T8/+5rdsoi+1wrl -L3lR6KEeEaBxk/ivxfiP+VYKb9ft//MhVwLcRb4qrz3JPtEae+FmvgRux67z -CNtM5ps4YUFAgQTMz74tV/Ig/N3NbTYulMD7DQouDzdReHVadUrPAwl8yK2m -XNwobAsN2VDySALWMZO+9mykUNs6Tym2hOhf0tx+3oXsR53dzSueSWCGveHk -+c6kvzwoHlcqgVM6zb61jiQ/duam8MokoGc20hi6gfTzZ1p0UrkEhGGx0coO -JP97ZwVsrJKAdpPDsuJ1FHa3i7zVOBI47h9k6LaWwphwatt7ngSUJ4sX/V5D -4aqZTQHZQtLPp13BaaspXHh1bYy/hPRfv1Cw2I7CpTvcLhrXSmDSwOwN72zJ -fdWRkp7XElizfuVArA3hea3dp5I3EnD8FFgzzZrCuxfnqR54J4G7nOwXsJLC -/tMvXKzeS+Ayu7l++woKpdWdaYofJaDAVVUbt5xCvYbyVsGn/9+3OpxnSeEr -jxWW51uJPwZcWfZLyfPv/a5u+iYB92x76FxCYc+/hfJTOyXgZKyanrSYQoP1 -xWEtPyTAfFJ0yXQRhS7bm7/ndUvg/k7lF68XULi59llw0C8JKPrMV9hvTuGs -Bav+mP6WwKVahQhNMwqzpx87MzAogcQv8QwwJfUbRsx8OSSBJzV51T4mFM75 -PFUUNyKBm3d88hTnkfzpW7YsZ4wU9lfdv3tnDoXqX+3VaHJSGL/ueMMGY5Kf -So8GdslL4XPUO6Nfsyj8ZRvTKBwnBc2EvKw0I3Le6qzKeYpSsq8/WlrOpLCy -Vf9BCk0KsWuPjHw0IPuug3mjn5LCjPgDrcf1KZyrvfGSB0MK8wqEPbNmkPxy -+XfuBVMK3VSAnlSXQtk6KkmLLYX/2lfFROhQGPsmKvnoeCmwrnr91tCmcBOu -S/syQQomIXlpqEWhoyw+e/UkKVx/NuW/ndMIr3V6D+8oSaFCmm/Pmkrh0TSj -GvZkKeSwnT0fapDvv0+XPuxVkUK7gJbsoU5hxdGgoVeqUuDvquoYmULh6xUF -UxepSUF7zaHAXFUKeW0bra+oS2ET33jCehUKr9v6Bw1rSCF4E6ehV5nC9Tpf -r2ybKoVR11Wcy0oU1qyRiSqnScHM9Pq7lZMoZJwwUjCcLgWhB0/p2wQK6Tld -K09pS0Hdsizk3Hhy/p4ZR3/oSGHYIbxnIZvoU8itdtKTQqf857QPTAptTd6P -L55B5l83dscJBoVy4LN1ioEUIpZzXebSKfTW9yyMMZRC2fM5/vU0CrfOrRr3 -YaYUAvhGWYcUKezMueFtNUsKN7seDRsoUDjJ9VdZzmwpzL1feVgiT85XfK5L -zZGCa7KTwX45km8nf5/aPVcKrVNderTHEl6zbw+I55F+WuAjb5SGerqvA+ab -SmF60Pm+0BEajkojP6TOl4KCY5nx1GEabotJ8fhjJoW6acsTq4douKrd8M3W -BVLoCaYYIX9p+PDbIk9cKAX7xsn31f7QMNemskVvMbke8dxfMUDD6dX8PQlL -pNAUUesX9JuG+osdRzospBD2KTRKtZ+Gxf7OFzZYSmHwq9k9/EXDOq1a44fL -yHkz2bTdvTRMnFnLV1khhe+Ov+NVemj42tFlT/RKKWQqthlgFw1LvTdOfm9F -9PhT/z3wJw3X6dXDShsp1DS8rFf5QcPDfo0hObZS8HC78AU7aejfs2MGZScF -kZ6jalAHDRVT9r7fvVoKDX+/7Z7STu4ryV2VrJHCowserRVtNDy/TN3LbK0U -xtxJjQv+Sq4/lOilrZNC41CajUYrDUOw8eff9VKQ2LvPrPlMwyWFJ8v+2yCF -d5sEJqGfaPgvtCylwpHw9a1zq1YLDSvfHtxt4CyF3TUP7vKbaXj1HmfNKRcp -6L6YpB31gYZpzzJm/dwohfUXFJ/ovadhBXd4ooubFFS0EvZJG2k4P69z6PEm -cj3ntOPBdzTsm+rfqe4hhbUXGc6z3tJQY3Bv88HNxJ+zhiPevKHhCzlGQ4sn -yQOOZ1l8PQ3baWZ1q7ZK4fhqzVnz62hYUvu9/rYX8WvCwmfNr2hoOXfxe7a3 -FKoDcnafrSX9tqp827dNCtHCrVZLZTTkVZ4YqNsuhY9p7hbtEhqOvXiaabFD -CosfntmUJqbhRh39Gdd9pTBNoS91lYiG9QtdreR2SuHCgeODvwQ0zM9U37HT -Xwq/FZccyubTsNUgMpEfIAVmqqKhM4+Gt9MCi+cGEr7Uv/aOcmg45eXA55Td -Uph1WtJSWENDex8ttYEgKZz/+PyXVzUNfVyanbYES2Hb5KyZ7CoaHvdYmgQh -UpitF3WktILwtMJMqrdPCp+Yi4d2l9Mw8hVH9WSoFGol79I1kYanPvzZ/j1M -CldD3TcLymi42Jhf5BQhhYV/cy1jX9LwTsISxceRhM/gMuvZpTRUKF3jrb5f -CgmN6bsbn9Mw6uJg6cFoKXxZP+fJ6WeE7yb76Z9ipOBVG6Zv+ZSGK/5bdsLu -gBQyDvqWfC+hYVfrq547B6WQ6jOw69pjGvotH+8z4TCZT9qMlRuKaSib/6M+ -7Ag5f8GXxaMPabg9aZ9Tw1Ep7Ng01/VBEQ0dpmaILY9JwV1t6Pz2BzTEW3uc -b8RLIf2Kda/SfRr2DH1tUDhBeB39F151j4bqXyi/wAQpFO7S1Yi8S8PA2a/7 -xScJP2MLWgwLaKh9zf602SkpfPuRJHh7m4ah4wL100+T+W2peXM6n/BpvLDq -3xkpGEXaKy6/RcO3Hwv9tycRHoInunfnEr98fz2h5pwU+iOU+dk5ZP4at0tn -nSf5hWu93W6S9y00Dj6XQvg4XqhKZdNwL9N7Rt8FKSj9W9j9PIv4wde62SNV -Cku3NXXuyaRhEfvN9ZeXpND28xJd5zoNo2XTduimE17b/rN/nUFD39gpxgmX -id9OGxckXCX911f96bwihZLpg3OXXiH5UGggdMqQQlT7s9c/02nYJl528/E1 -KRw1DczITqPhGjnmYY1MKZywHnti0yXC0+Rz3oezyPO7os4zUon+Ur7tlxtk -3/VXlZVdIOeNhbn2N6Xwb9EndlgKDXXCgqYV5pB5x3MOGZ6nYVX3q4nKeYRP -0z2Tms7R8Oaq39T+W1KoShVUJyfRcNKy1wrv86XwgNV4ddVZGgZnB9Os75D8 -671w4e9pct+qhn2rQAqY+/Pu/VM0dPvSqMa6R/hK+Nzmm0jDdPcHM/cVknn8 -DbTVOEnq22m7rP4+4cPvYIXkBA2vNKZvWlpE9tUcZZ/jx2k47VhheNZDKfwp -m6G3NJ7wOPNEmkIx2f/xdxR64kg+XNKGwMdS8O7MoN86SvhKP9QpKSH7269v -rtcRGu74mzV1wVMpjOy4HaF8mIZJCSddrjyTwr6txe95B2m4lrnw7Ohzwnc1 -2//IARrSne8IfUvJfp5SOGlRLMm/GV8n8l+SPBafff8jmuSxU8fmeUDy3D+X -n7Ofho+ynty6iCSPfX40bIki/v+44e+fcimMW/kfpRxJw81ND5y9K6VwK77b -gx9Ow4T/PtyrqiL8lGTwj4bRsHN+w/hZNVJ4v3WL15JQGo7MyAw/x5HCazn9 -ST17abh8jHlzH1cKp817W/NDaGianLbBky+FpCMvGrcF09A5i18BAikkR0X3 -qu0h8/knWqovkoLP3RmzZLtJvoZkPzslJno/ehyXGEjeX7XGslsihVB9/X9W -u2iozCuvdJOR+5d3X/rrT8Mhu/FOL2ql0HX3qPOjnWQ/Mua1aL+Wwssh7zlB -fjQ8+GFG1Ik6KfzVHzXS96XhgnPdk77Xk/0scl/9wYfsh7aUIucGKaSl+hxP -2078Ucza9OStFPJmqH1x2kZDLfxvdGoj4Vd33w6GN+GrPvFeXJMUbJfslK/y -ouGlyqRt395LQU+lu/LgVsKLS7DahmYp+PvSchdtoaG1o1Hdo4+k/jc5eT2b -iT7H8ZL6J1Kfdjm3wOP/7zf3OvxZCm/7XJk73Wl4QXBiZusX8nvG5mDtTTS0 -CXsyuPYr2U8aNT3vXEk+xXFED9qkIPtwMTV1I9Gj+skt1XaSRyplm51caLiS -SjxxoEMKNw5YLGc60zBWxTLwU6cUHtbJ2dQ4kvx6JnNZ84P45/OEgKMbaLgL -1q4s/En2027Pe5YONDzx69b8yd3k+9O8UWlwHQ09dTqMYnqk8JN2Ov3RWhpm -TVYy+NgrBUaRz/IQexpOvKxtaNcnhfnDnuNmr6FhUIzqnLv9ZH+9COr4akfy -J75vkdKAFEzLkruzV9HwY9yL1fsHyb57A6retjQ8ahW09cMfkgcferdq2pC8 -PEOLtB2SQsxt3co3VsSvc5Mu3vknhe1Ka+wvrqShY9+YpxNHSP99W7qcVhA+ -b2/7GDkqhZC57o/ZywnP6oXs92Nk8PH6/Kt8S5L/kzpW2MjJQGTYlpWwlPht -i0rUbXkZtN7dU2NrQUPDKpNHExRk8F4ZmHJLyDymLOuLUJRBgO3rvbCI7Fed -pRZNNBksm5nXf2AhDYV3Zx+3pstApWDOFYsFNCw8MaEunyGD2893/DdoRr53 -YtqMJrBkUGhnZV0yn4ZzXIuPRbBl0LISVoWbkjxvjvzUOF4GvzLqA+abED9+ -m2dnPVEGaU5HCrrnknkv/ViYP0kGRzY+Zt+fQ8OTN09OnaAsA7fM4HN7jEm9 -P4zORUyWQeW8XBPj2TSc9aVKsUlFBv5yLj0dRuR7zdXzmPUUGTSqBstuz6Th -IkbnuNtqMngW3CsNMCT+kkWdnqAhg1Pshi5DA5LvEWOnRGrKQDY4ZW7bDBqO -qTx5q2mqDFiLC07n6dHw1fHxy2y0ZHD39Slqpy7Zb4kX3tyeTvp/dz9HX4fs -/6tqURN1ZJDnprytdToN5564rhmlK4OCTYUWuVokz1QNqt/ryWD3z2hzv2k0 -ZKs9CLPVl8EUkxAH/anke8d9mWGBgQwaTBKOt2rQUD5L3DxppgxqaC+actVp -eKDM99p+Ixm0i+Q37lSj4bNDY7Y1z5LB0uue3wym0PDN3WxDO2MZZKY+zWhT -oWH/5PV9d+fIoLtWdW/+ZOL3Y8PVyvNk8CMy2GeXMg2fVD7JiDGRgV3O07BZ -SjS8nh27v8VUBpcP/7zZOZGGqt/tN68xI/XOo/+6O4HkbZDeivvmMjBpGrs9 -eDwNd3ZRs1QXysDmgezHPDbJf6sh9YOLSH1v9l3uYRJ+5w2N/7JYBs5HG3c8 -YpC8j6fT11nI4FwTzSGCTvzLMqQeLpXBDc1u10UU4SXVlaW+TAaBoWdj/ygS -/TtSVI4sl0Gx6lt8oUDDu28+6bWtkMGclcIZh8aR/Wy0atEGK6L3zG23VsqT -7/+7zx0fWxO9GUlr5OVoOGBsu2eqLeF5hiNVM4aGgshP546tksG9xxlfT44q -4oFNl5502Mlg10jI53UjirgtfdsX5zUymGBdMTJ+WBGrKGvVZ/YyiK0+s7h2 -SBEVwpc6aK+TQZCEm5z6VxGj8xwSE9YTPkm4b/6jiIeCovk/HWRgdjUmY+qg -IoamwMRNjjJo+vXJ8eNvRXz2Rft/FFx3PJVvG9d5nueUlJ8QSos0jYjKTCKp -KA0zIxVSoURDNElGyRaVrKQipER0XYTsnF2SSpHVUkRR7/3+eX/Ocd/X+K7z -D6cKaw4UimUoZQ2x8cmyG/dUthH8Tiuctu8nG18Z67KitnOAOiE+T+0HGy+8 -/+r0YwcHVkRkWX77zsbF72vKHW05MJZyMqn4GxtXSDxRqrLjAI91UezEVzbO -U2uNXOLAASnFZ2FGX0g/Uuw/Vxw50LF6oTrrMxsPhzj7juzkgHHjnW+1/Wxs -2iHqcXXmgOzcjdzIPjYOWvl7PnfhwKTUcY51Lxs9DFf0a+wieEp/+nV6Dxvz -B2b6J7pxQD/pgurrbjZuV13I+rubA0zn5tCbXWzsrLZLcN/LAbpPatz9Ixt7 -QgvUm93JfTNqY1U/sPGnvlajjifhX5un+ff3bMwsaPO+to8Dsde+ype8Y+PF -B3nT6f0caGu2nRj8lo3GUnerDhwgfHubKGvawUa3OJ4/7yAHvpjlGou/YWOK -+GI1Ax8OOPqFXXzxmo2Rxrk9Gb4cONax9GtCGxtFE+zvTD5M7p9w6YjTKzaq -zV5x2M+PA602OdPnv2TjShcTo7YjHJhtd0TQK2Tj3ZhgybUBHFA731dUIGCj -YUjfx9yjHAh1YOcf47MxjRWO045zwG8n1q7msTHmlUP6iROkvynS4wyXjS0C -57D3gRxY9O2ndXMrGxWrE/w2BHEg4PLuqvgXbNQ7zNpTGMwBD98dW51a2Pgt -N8t+xmny/dnV4/Ob2TjZIHj72TMceDr/7vP+Rjbaf4/a3nuW6LMUdf9BAxtz -rvLtt57nwAL/mgcn69nIE7PZUxrCgcaOfoFpHRvv/ZA8onSBA90ffKdPec5G -SWPqYngYB8wUNvnxa9jYcX95xveLBK/SxwauVbNxVPpGpUMEB/r3fz7v/oyN -a1eYd1dGkn0/ydHVqGJj7gdVqaWXSL830yb/QjbK9G8xjr3MAVZJyygAGwMU -Hhz5Hc2BGzc02OFPCb51bfN2x3Bgz8jjZdsq2PhWQX+gIZYDyp6eRxXLCb5D -XTW14zngE63d9rGMjXcsn59ITeBAgrz8zvxSNlrp+9VRSUQPciRGjz1m43NF -t1kHkzlg3zu52KSE4PtpfAD/KvGfi5JREo/YuPfLVL5hKgfCtaTOCorZePNE -86rsa4R/8eJxaQ8IHtX4N6feIHq062elVxEbzQXK/x1N44DkxoapOoVsfG1c -dq7jJgeqqNCjf++zsVYv9Y95BuGL6Zyxunw2Kl2pPXE/k8ynMvpGXB4bZaWM -xuWzif6s4jm73GNj5YV/oWducSDZpVNvyV02WldKyvbmEPz+fLT8Zy6Zb9SB -nK25xK8eb7SA22z88EhuTdkdDszySgqMyGHjuinTOpTvEf+rS6y3ucVGJ8ed -ZyPzyPdT165Qymajq8/wkp/5HPDNjq8YyGRj7PQPIqcCDszIv7D7cQYbtWYr -R9YUcqAzWFolJJ2N4duKTTUeEP691WJZ3yTvnUuZkFRM9Op6x5hiGhsvnxRU -/3vIgYIL0rI918k+xD0u7SvhwLz9z9cXX2PjnD+WOzmPCd8UfiWdSWVj4axI -Df0yDgzvTaWtUtj43UBpYuYTDmyZn39pxlWCl4VSXRIVxN+XLNHuTmIjO9e+ -zv8pwe8W9lBRIhvTY/4UvAGCTx9j3ukENp7NG71hXknyh1tLs2U8G+Ubtsfe -ryJ6z+R9nBFH+Fo8OVKhmvjTKoH8pxiibwZzw8/WcGDDqzWexVfYeH9pbFRf -LQcUG3u5Z6PZiNZ7E7bXcSDjW73jlstsHAhMzCyvJ+9pvP476xLB49ElJQsa -SX8H5aEvko0Pp81pvdzEAcGV46mPI9i4Z0bAl1/NHKi5MBJ3IZyNu3cuk3Z7 -QfxAL+b2jotEf7KtDBpaSX5KMHylHMbGxOpWL20uqS/i54LvoWxkhZVev8bj -wK9JDy5DCBsXlk0SMQIO/JvgJ3P5POGrKkz3FZL5eKkWO51j47LcNw4vRRyw -WvHqkOpZNnqJuWeavOIA7gzY8Ps08Zd/NoN32jgQIxg1qj/FxjK/QnPZdg58 -uLZrc3IwG/WXHL8Z/IYDQXmZgZ5BhC/f7vzr7uBABV1RtfIk0a+EjXut3xH+ -pN9ayA4k+/xk11L6nuSHEMdbguNs3FfEM5r/gQO7C7gm2cfY6FDztCjqI/Hv -xeKj/kfZWPF5hvpwF/Gr778azQKIX4x23XP9xAEN2atlsv5s3PBo/vL6HsKP -pO7qj35sVB7klS/v44BKWFtf8WE2tgX+srzWT/LTZx+10EPk/jnRncxnDmx+ -dT3cxpeNYXdSg32/cOCavRtroQ8bN3+ePefVVw7YBj1IHD5I/KBYrnrtdw5k -2142f36AjUdbLvjeG+TAjj/905L3E35O8p0n95MDJadrR/Z5Eb3XahWeHuLA -k9/yf/T2sbFB7m5s7zDhQ0ibgoQnG0MviO3YPkL0T3fStnZ34nebOTMrRjlw -TjP1Vt5egk+jOZ8W/iH9RFySO72H9KPU8/jKGOGnx6t0692Ef8+XXfk9TvSt -87iFshsbj/wdOrj3HweslT0m/3Rl4+l4gy0tYlwotEj9VOPCxht2E1bpsrjQ -ECj9LsmZjWJyFioZFBcM3tb88HJiY/N1KfkpDBeW3bivbLiTjcsrdv53lM2F -ne/rD0o6kv2sXTr13UQuTORLct/Zs/H6nyCpjeLknHl82wM7NiqU7JhRPJkL -D4MmfAm1JXpsWrRozhQusGIys+xtCH+8Ew0uTuXCrmkOR1V3sPE2w7IZlORC -q+asPX+3sfHly6EjTlJcaJ//aT9nKxuLH/ol107jQvK84ktZ1gTf+09Uacpw -Id0luPHYFjYKayYPpshyYY68kcqmzWwUJCxaxMhxoSzkc9IcKzb+uN3q5ivP -hbwPFxcObmLj1WZ2xisFLtw/LN5as5Hwl9vwyXQmF2gfr/irG9ioHTpbO1+R -C34zMo94W7BR4uG/8wqzuWDxqMDbZD0bNTX92s7N4YLtxahz083ZuKQmYOXn -uVz4xtcs6jVj46G1Esl2Slz42Zk0VmHKxktHtf9VKnPh6e8nbrFr2Sil+fWA -mgoXFnskvfcwYeMZI+OOxAWkv0MqQQZriF95q9hOWETu83DWkjImenk5jXdg -MRdikwwndBmx0ca30Fa4hAt7tpX3lxqyMbDD8e0aVS487xF+u2zAxow717zv -qnHhZt4Fqb36BA8ZxybIaZB6h2o26umRfBA/kHJmGReqp0enSeqSeW0Z0+vX -5MJGj3bJjyvZ+CIjp8NmObnP+HZy6Qo2Wjp9vYjaXLg8NmAYrcNG8U18XdUV -XDg+kvVnrzYbOUZ2XxJWckF0pYGvv5yNntSJXDFdLgSo2NdJaRG87dfff0CP -CykyFsLuZcTf1l7TFOpzgcH4v+UabDRySBtbY8iFH1G6JnHqxF9OmbXcNeKC -3Fv1G15qbDx3JipbzpgLN2b5Tl+jSvKUxvFzZ9dwQS1v+JbcUsIvu0nuAyZc -eDv6dNvnxWw0azCysjPlgqV3lUL1IjaW28wwqDIj9R75M5KykI39daka6uZc -6Dmx98fhBWxsHKxZlLyeCzFff03coEL4lJG8kNrAhQ6zgpXz5rPxwS1ZVZ+N -BD/9Yad/KRF+tuiveLWJC9vtTnS2zCN61CuxzsyK9Dd2yvXWXDZeq73oeH8z -wd/WuOHgOcRPdIoCZloTvLcU5NjMJvWywhNDt/7/Po6f+iw2vvs3teLbNi5o -qHy3YxTZmPXHpHfnDi70/Zhk92YG8auaBYrPbbhg/VLm0EMFkgdVy7Ytt+PC -WuspmZfkif6N/4u+bk/m1T7w1V2O+MvkEe4kRy5cHL9vu3o6Gz8pZyr67+RC -4yprkZws0V9Z1v63TlwI/q/u8FdpUt/96U83unDh7mTphXXTiP9Udcg/cuVC -fcHinzelCL9nuxxTciP4jWC3n/iPjXHR8e1Ruwk/lW+92SZJ8vinc+tH9nDh -Pc0aVZ1K9Hx4yeM97gT/FbIazBSC7/AIjRceXLjV/jKoYzLRo8PZd/T3cWHo -m0VXiTjJC8En1W55EfxFuXrGTGKjRvDU4mkHCP9M5KkDE4leGjuZBB/kQnbW -/sdmbDZ+jt/H7/HmQuimHWFzGDbKWWp77/DlwszmFt8RiuBZp0ICD3GBU8k/ -zGWxsWjOxAJVPy5ceLbr0r0JbFz/appj0hFyv7d31QUxkrd1OsSpAC6sdBqS -cvvH4Pjfg+BzlAuv1X8cN/jL4B5xCGw7xoUXZ91+Tx9n8K+ywMD8BMHbiH7C -tz8MnlMsYBUFcsF0ReCGxt8M3qiyfjE7iAtxbTPkb40yKNFTkh4eTPh0Sfbv -mREGL+7sPjF0igurh/b+3fmLQf5Au53bGS6UPGYUVg0zWHzgmkHzWcLXs983 -Sg8xOJqzYIHeeS4kjSonff7BoO/hE7LZIVxwaY4fqxtk8HtSsvi0C4Q/uSYn -s74zaNd/ng4O48J3IxWZM98YPG9gyPReJPqtt6p651cGne2rJGwiCN6tAi6v -+sJg4zR5hcpILmxVf3VY5jODlasMlqpfIvVEOft87WdwRcqytVcvc0FPafx8 -Yx+Ds8WHXJkrxE/Si4pyehk8vSPq/OEYLmyuPf77fA+DOy2H772J5cI1i407 -d31iEFG7fUM8F8I+KAkMuxl8fHbdtEcJXNi2/bfnjC4GHVzVLJWTCH9sWmSG -PzAIS3qjLidzwTE3+SW3k8EphUG831e58E5yx6P77xncXfNprmcqF16t/3Mv -6h2Dn1aq+vGuEX2WDy/3essgR7C+wfgGF8JNRj6adzBo7bd68b00LmyJMl2o -8obBtPb/ohTSuZD51P3MhHYGJ3SVD4VkcKH3psOPjjYy/53m7t8zucAfm3G6 -/BWD9LS8NudsomfX0+envGTQQvDdpuEWFzS39L87JmKw6fh00crbXHj09vsj -GyGD/Y0KLpm5BI9zCrK1BQxOShvr++8umWfbvLxpfAYvVFUGB90jePm0uvkr -l8Fmtpdcbx4XquQYdguHwW2GP4pt7pP9GPnY3Wsl39d2c6gq4IK9VkBlxAvS -b/kDalkRFxTqZc28Whjib/0PUh9wYfab9W/XNzO4vE58/6SHRF/Xi8ctbGJQ -tV9yYcAjLjx7v92VaWTQr/PPp/clXIgPVzb7WM9g6inO/c2lXBCfdcjkWR2D -665cCX5SxgWx46vsMp6T+nv0ti4uJ/wLPhJ6tpbBZNuWpQkVXPCXnNu0q4ac -722ezAIu6E5dobqmmuCn7MlXHyR+71KQMfcZ2edWudevK7mwqjty+b9KBm3W -ujZZPONCRFRVWwcyuMk56dnDaoJX3S2pT4kr7D4CqFxL5slX87/xlEEvm5fP -op9zwWujrfupCgZ1+J1NY3Vc+BRa6+NSzuA1fPvaq4ELDv7Hr6x+wuCp/hff -hI1cUKc9G+aUMfhsQbGEWTMXZi24NOvfYwYt11xSK2whn9d1XXhbwqDUFKft -c1q5cPvtAXF8xCDlqHQmksOFua4zs24+ZHDmnzdFI1yiFwYDtmeLGXTF2H53 -PhfK97cr7X7AIDdwzVKegAsHPnbRpkXk/T+ffNaIuKCaTompFDIYIBNRmveS -8DNFU4YpYLA1btFkxTYujDd5ru7OZzDfqnLXxddcqNHOOvs8j0E1afuKoXYu -yDa/a799j8FjRQNz93Rw4UuSgnXEXQYr/p2+2PqWC2nx5q8P3GFQq1H6l9F7 -gq9q91NWuaSf7uwDdzu5MEn1sN6y2wzGKul3K3zkQk7jninTchhkbWn1uNBF -/OWu7q/BbAbvGXt9/tHNBQ9u3yg/i8G31UygWw/RZ/MA2ZJMBn/evzXlRS/J -c9I886sZDK7lWmYb9nPhj/G/KyfTyfvjI6Z3Briwu+3noPNNBpey7vXIfyH5 -4kv+wTVpDCYWecSFfuWCYeTiv8o3GBx8u8TsxzeCV3DKYa4zeH/n8O9dg1z4 -m2K+ryeV8PVXU0nLDy4Uab5f05hC9CokP9BwiPhD3CKt/KsM7uKnmt4Z5oKU -SFYvJpnw7XGCtMIIwfO0LHv/JAaTqOufQkeJXjq0RtslEj0PLar68Zvkw+fx -HfoJDNZNE2W6jXFh75EBsznxBD/HJSJfjHOh8zi3akIcg4ujrI8b/ePChh8m -9l0xDKrMyTlwV4wHF/+tYOqvMLhVTMp9BosH1U9y6+9FE3+go/aGUTxwXJ+c -feUyg+pjivuHaB50VY0l+18i+yvFgD1sHuhYczPtowieJE+GcSbyYKu0bK1h -JIM9jZvSjMV5cFK94t+8CAarqrUr8ibzQPV5nTUTTubXoP1ecQoPJNnLS3vD -GNxw31IiYioP2NI/dVsuMNhidtpgRJIHWrKTW4tCGZzl3HTYQ4oHb1f6nkoK -Iftp0MnnT+NBXPYcs6DzDMq6lH5bK8ODiZdklNzOEf3qc9QrlOWBmuKG6eZn -ib+snXlxrhwPlE6XzVM9w+DUVSPtl+R5YNy721TqNIO1KUOrxhR4IB5pFDwU -TPBoLHN1/0wemCWta2kLIv2NbBV7pcgDrsnRlXiSQcnEIu/1s3nQAQ0PswOJ -3/SveP9wDg8erF9tGXmCwejGdkeVeTwQSTWNHjpO/HPi7bZYJR783u771PYY -g0Z+ybsmzOfBv43zUwyPMlj2Jn/AV4UHfzU/RCkHMOg9a+BUxwIe6K29kzjJ -n8E8sa3yVot4MLf8SMkXPwbfOHU8fLKYBzve6H/lHyb7ohIcly7lQXbXb6Mn -hxgsqA1grqryYJrc/cx0Xwa1T5x9NFGdB88Kts276MOgx+fH3kc1eDB99N0D -H2/C96FZql3LCB60bVxsDjI4tDf/y3YtHrRk35lreIDow1Sfx1XLeVCb2P5L -eT+DWZVOF7V0eHBic3e3uBfxxx0nXW6u4MFMuWcD3zwJ3pIb9P9bReap6yP+ -0oPU47pp9ildHjT/6zQEdwYzgv8yn/V4MKtsVtitvQzmVn/8udOAB/xiuZ5L -exiMnPivt8GQByOrm1wDdhO8K2zu0lvNgye3db84uZF5N3K7bxvz4IipXZzZ -LqKHg5e+yJvw4Kbb/C1qrgw+3HVm7MJaHgzYJivJujB4sueO1LApD5SPF04e -c2Jw2ElS1X0dDwwV90/+uJPBaTF3N/HNeWCTVDGvyZHBIrvzfqYWPMg3y7Eq -dmDwxfnEtKINPCgOUo65Zs/g3p4urtImHgxdXdofYsegj73flBhLcv9I2U5v -W5Jvbhlaim3mgfTPlk4bG6JfOetifbfwoKbf7czqHQw+V73c0WHNA/vVvjqL -tjO4cpK81uZtZF+Wg3//20byzX/vwyu288DuaPfbEWsGBbKfe9RsePBw7nrR -+y0kX/QbbL5mS/B497+uhs1EvzxaSiXseXD+tIF4sRWp1z5b9aQDqVes1vS6 -JYOrEysz+xzJvhLvxF/YxGD79/nKjk48EMv9+Md3I4O/VjffqnfmQXq67wmH -DQx+sH6qpefKg6Y+86mmFgz++/2r6vYuHsh9cy9RW0/wKHXSUWE3DzTn1B2T -M2dwh7vFSNgeHvR17tssto7B/U27rv3aywPdPFODPlMG3WfUmHt68GDh5+2r -+WuJHsw9+kvoyYP3Mgl2T03I/UX++eZehD9xrLDbaxgsvFV54NF+Hkx4l9QU -a8zgvhbnZQsPErx7Wy8OXk3y1viG0QRvHmwoXJTiacSg6aSwesaX7F95hvI2 -Q+I/ldNvBhzigYbePDQ0IPgaHw7qOsyDT966/ov0GeyKVt1lc4QHb/SdV0vr -kfxnWbyhxp8HBooRc8ZXMSjDjtVbcZQHqyPLZHtWEjzG1CzLPsaDTZP65vFW -kPlXbVGbfoIHAilZ06c6DG45qLUsNJAHh1R0TuZqE//fc0B36CTR02fr6uOX -k7xy8u9692AeJBwyUz+jReYb1u8sOMWDsjzVnAOaDLo4aweuO8ODxf+GV9ot -I/72Qnjt4VlSb296+1oNkkeLhDULzvNA4eeiZA114kdt2kMJITwYzArxmqlG -+Djz61L2BYKvkAfWbFUG/6wX9zwaxoPvswqsBpeQelaez+2+SL7/K2BXx2LC -x1LnQdsIgvd0sfCGRYS/t66aPI/kAWRvev5oIYP+rauSVl3iQU/sNsXMBUQ/ -puj9yLnMg5RfUqHRKgyK1G/YKFzhQemec3TQfOI34vueXozhwYp9GVf3KTPI -O5KkPhpL8JJ00MxGieTBNeqZXvE8OH6+nV47j8F3ZkvntiXwIKTyc5vGXKJ3 -O6LTNyYRfHan1irOYbDD1Hnpk2Qe5F7sfD5pNslzn+JLVVN44G9c0TGkSPRY -dtWWa6k8sMpcJPFhJqnnuln/lOsEP1azrVpnMGjr8PRS8A0emLy6mlWhwOA8 -xeyVX9J4kPQ+edpdeQZrSka7XNJ54EnJxSfLkXxAVaS+yOBBQPsUtQvTGRTn -f7Vbk8WDWIkTr47IMjgwFjuzMJsH1zVtr7nJkHlsz/mglEP0ciDNf4s02ddd -9Qext3lg+X7rbqNphN9tC8OpOzz4VejprirFYMLDOHf/uzy4ynoTPOM/gn+p -AIuuezzYdTzv7kRJBpUqG7Vs88n7pfwvQ1MYDEtNVnp+nwczvDev/yhB+vNv -l9ct5EGMgdxD7mSSN5SSZXOLyLxbFulWihO/PNYkP7OYB3tfnGq9P4lB+02B -SpEPeRDRJ3fqxkSC38MZWmOPeCDf1L/mEpvBQ7DOwvsxD6KVRhWCGAYnT3Z3 -7ygl87+qzz5Akzy9cEL4lic88Phwd5IjxWB578wHWM6D4fsW8zawSH5e8uCD -1lMeNBRMsdKdQPBZ2jAzE3hwJfnH5UVihA+HdtvLVhJ9URztkvtH413lk9dC -q3jAG1DYxv5LIz97+qfhZ8Rfnm3mDY3ROOXFct19NTxA20Svrj80XjvCi35V -y4NA535ZwW8a2/eNfN5YR/h2ZYOgepTGBSEZ28rreZB3596d4hEaeSncCvVG -Hnx2l0rI+kWjw7nwZWlNPAg+dSg+fpjGuVJ1OVIthL+FdbdDhmhMmxG98NwL -gp9yWa7/Txrt/d/e/dHKg1Mu1lLuP8h9Q6Wr3LnEv+2O7bEZpDH5yNwGIY8H -zl6hjeu+07jmmdQeCwEPZG2OWqz8RqN72WVWmZAHVMe6toVfabyvkXJb9SUP -ltd9PSP/hca6IW2b66+IHr/0NZz0mUa3LqdJ/70meiConDLaT6M2b3rVmXYe -9Ia+/97bRyM7wfXc4BsePC1s6G/rpTFVzGDD3rc8WKJ84ndjD7mv/7ac8B0P -1qX3zK74RN5Xu9O3vpMHKr9lbfO7abRKNq4p/cCDtpHRjLQuGr2Z/bdUu8g8 -9sfRMR9pfLBh6eXr3USPZ78JPPeBRkmDs0H/9RC9ectl/DtpDLnve/hsL+n/ -3KFs9/c0KgQPH/zRxwNaVOhg945G0Qk5X/cBHpzNj1Xe8JZGzsnWY6LPPHBq -lxQz6KBxscOCsA1feZChozyo9obGsU/Trz/5xgOXqLqROe00Hv+bUao+yIP4 -0nGZaa9pbPZrbk/7wSN5uMKUaqNRXzGRLT1E9vGdujj0ksYJLeMrQ4aJnuc1 -vfskIv26MT7Dv0jevCmzuU1I45O7eXf3jfLgdTb/RZOARpfzv762/Sb6elXC -A/gEf08/6FuNEfzYF0sV8Ui/OkeiYJzoU2XDiywujYOltz5q/eOBbeHGzCQO -ja0LT5tmifHBV1wzMqKVxiVbx2/LsfigeedoWPALGs/8pzw9nOKDe8DM5EMt -NO7T/RL2h+YDz0q+Yk8zjf4Zuyf4sPmgK+81bNtEo7nKmbPvJvLB/JGE2cZG -Gk/Hr5+0XZwPuVJ/so0aaHxRX5pQM5kPzFTtWVr1NPamiJboTuHDaOz9Wyp1 -NF7qSK++M5UPMyIPrlN4TuPZAzM8Zv/Hh4EO9xGJWhovKxhLXpHiw5fjSfCv -msbQcpkKljQfrpuNp/x4RvCgkewXIMOH3RpxEZ+qaKw0a9bokeVD6nyby68r -aWwUPvjuKMeHbGnjWy+QRs8nlk+a5fnQ2GfJfQY0RtQnR66ZwYcN1wKlHz+l -Ufdl8u4HM/lgr1Dtca+C4OWp1ZqFs/gwe+uCFzfLaQzY/ljl6mw+lOulbEp4 -QqOmz6v/pszlw+raOe3hZWS+XYUTTs8j7/XnnzlVSuO5mLW/vyuRftLM9Y48 -pjHIImp073zS/6v3zL4SGoffR/8TqZDvxwR1Oz2icdmKzVM2LeRDFUi/3vqQ -xsAZdXOfLuID2+XmB/NiGpU9/uppLeHDQk8lMcMH5P7B745ZS/kAwhhNrSIa -/yZknpNX48Pe3M/+CwsJvhbLFkao8+Fqu2azYgGNYmfMusc1+FDvY6c37T7h -T8AK5cOapF9X51J2PsHr2097P2rxITl/tdXYPcL3RKd8O20+1Dr/+vn9Lo3X -D8f/bdDhg5zv+YJPd2jUs7his3olH250dZx+k0vqG7R+ULiKDz41zB7ebRqp -9SL5BXp8OCvz06E+h8x7jsr5ZH0+PBFk74VbpD9r3SEJQz58l5Y//zCbxqhi -WZ/TRnzo5po+vJtFY5xy2efB1XzYNGfxn/RMGnf5LfH3WMOHx39hR3IG0YuT -eya0mfDhwamJVZfTaSyQ80qwMuVDUe7vtaE3aaQVDTQrzfggG5UgOplGY8Wu -No6OOR+UtPmn/W7Q2ALrA2+v54N0XpGB13UaDaVClszaQOYtri6x6xqNckuv -vI3eSPBrZ/zFNpVG366D1yhL8vntro9WKTTumam465gVHz5NnfXV7CqNU9NT -l/Zv5sPh1I4phsk05mz9+sfFmg82e5es1k4i/KXl+dytfNAIHjm3NJFGvxiZ -B+bb+XDqz/rXSgk0qnC6kst2kH6GZNbPiKfxeerlUA1bUu95+1qpOBpv10ue -yLDjw4TyaQ6TYmlU1fY8IufAh8BSg3//rtBYWpDsH+HIh/gE7uNf0TQ+mpkV -9HcnH9Ye4IZ+vUzjjQ0RkX7OfHC2XeXx6RLRh+mW6d0ufMg8Mu7wNors076v -wnEXH0rfzXMTRdI43uP+vsWND4vKr598EUHjq5sgYbqH6MOCQ7nPw2k8ZD9i -WLKXD9WG8X1wkfCrRypA1YP0M59t/DiMRp8lk4vTPPlQ/KfyVsEF4i8/P47K -ePHhYM8zpdxQUo9ShvnF/XyImDqpID2Exh0Ra1PGDvChIzpia8p5GtUmPv95 -yJsP0xPWs+POET89rGnb5UPeMzVoiTxLY9PN008dDvHB7ZlbbsgZGvf6PlRv -OcwHM8OSpODTRD8fcjPXHuFDjmjV1aOnaBRYvpxX4s+HPHib5xtM/GLq8yzV -o3zYPPeuYF8Q+XtO2rKbx4g+KidK7T5J459DeyplTxD9G7rmsjOQ+HeNtGN4 -IB/mPn8CO04QfbydPzp+kg+C6i/am4/TGDO46qZfMB92zln+ZP0xGjcH37f6 -dIoPP6hzNiZHaWxTkmM5neHD81ttLIMAGsNLD1a0nuVDm67uMx1/4t+zi0+v -O8+HaZ8TEzWO0Hhq0WeLshCiz78Ggxb7Ef0rUJix7AIfRJEWR5UPE/+PXfUt -M4zM713cuVmHaKzK3tiiEM6H26qcdDlfGrurtz24FMEH76wxnpQPjVL11mms -KD4MnZOeIeFN9CpyXeyxS3wwEPvvMHOQxofdWlEDl/kgZfvl9b/9NO5/IHfJ -7QrBK9xz+O1FY1jjz3hhDB/mHTPv+7mPxmeTmjM3xfFhR1nJpa+eJP+Y3SzF -eD78Vztm2udB+O3gK1yRyIeTL6dN7XIn9c8z+H0nieBT80fP2700Pj1CL5h3 -lfiJ5HVR2x7CV/Um24QUPswqkngl2E2j0cK46MnX+MB1Nvjc6kbjFj3HF6ev -k/1vXyzbtItGnTXKckM3SP2iFqvnrjT2yQ7s2X+T1KOmmlLl8n9+PX78Np0P -k5P1RiucaXwdfVHWJpMP2ruG95c6ETz2OR1ryOLDsUbnr8U7ST+BK98b3+KD -i9LBCwWONEYqym17mMOHjXdma95zIH5ya6x+aS4fDtz3Gcixp7FkuM/i5h2y -/8CdTzLtCD663rdMv0fwbffuWpotjbVWnTsj84h/XRm9kmpD/FH881ex+wQP -RzKTknbQqPWDFXm0gOiHVVtB3HaiP10q6gOFfJDwTmmP3kb2VbZd6PaA8Gne -u5lRWwkfLK9cEBUTPDzOOXDRmkaJo6+NrB7x4WPI55aQLTSukF45VlXCB72X -eWZnN9No+udmpW4pHzLorqZgK+LHErMv55fxYY9ztGegJY0n5tx1Uyknfroy -V/bYJuJHUy0NUyr4YNylwT+ykeC/WGyOFPBBEmbdOrSBxrVf6tkXkOjFTN8I -bwuSH+NvD/+pJPjaonx2/3riH+eufz78jA/5D5dHeJqT/cbl9n+q5kPQrWvZ -e9fRuCGj+ZtzLR+ennTiuZkRPQyfPM57zgf1Kz4yrqY0fpvvJrWxnvDH+IW7 -01qCByvuUmzgw62uwAYHExoT37pYrmziw5p33iZ2awi/H00MuNdM5nEpq2GH -MY3Rec1Zyi+In29S9Ni2msblaYWvk1v5sDKwRcbaiEauR/GM/7ik3sAynpUh -2ddboUsoj+An73X2JgOC348z7v7hE73y14jYoE/u33rq72EhHxq0759Zr0dj -1gTGoUfEB63NjuHrdEmeeZFf5vKK6O9itSzTVeScFDRf0MaH34uUOCYryX5W -+MZtaufDu6IVUmtWEL06Fza56g0flDU93FbrEP1zqr2o+5YPFyberzbUplH2 -hprk/XeEv+lT9A2W05iv/CRlQSfBh+fJSj0tGv+r9dO49oG8V/3LUVeT1Ltn -R710F8Gr8in2qmXEH0S7DoR3E33+PLl6hQbJZ+PJsmI9fFgamxKno06ja8F4 -9dFePiicWhKgrUb8sCk66HMfyU9zi/ctVyXz0rA22DtA+NK10kdrKY0JBcYT -Xn8m9a/OD9VcQmPDMteWrV/5cO663P1li2ksC7ufUfeN8M3vYJ/GIhpt4rVO -GQ/yIWrZvVUaC4meaXXvevSD+JcFN1F9Acn7Bi0b1Yf40LXs9UR1FfJ75nKf -QdYwHzx2PotQm0/wxxjqKI7wYeKasLlqymSfp55px44S/myfX6uqROM2/ll9 -8T9EHyXjT6nOo/Hoh2MWZ8b4oNYtsFCdS+Oqi7ecf43zoW5Hl4rqHPL76oZk -oM8/si/eU2nV2YSvVOH1LjEBhL12kVadReP8uMt1TiwB3OmpnK+qSPRpye3f -PEoA5kc/mqvOpHF95l/tTYwAWsSenVSdQWNHe6x/FVsApxnHKlUFkh+K3Mv1 -JgnAhXVrppo86XfCcYlCcQHoHM0MUZOjsTO7wW2xhACuvtsspj6dxpVBLpA2 -RQBdlVmX1GUJ3910VOQlBWCQmq6mIUPygpbVlcv/CeDcF5M3GtI0qjfkUuxp -Ajiw+lzasmk0Xpm46VSwNDlLuh7RlCL8q9USG5IRAHTy7bX+I37w0SX84HQB -eK55t2W5JMl/RrwZH+UEsDgv2F57Ko1K+dGFOxUEkHA/109nCvm9IptgzZsh -gJGWXTdWSND42/Lj8EZFcn9c2uuVkwn+dE5lVc0SQFPo7qW64jRm3N7joD9H -AA+X3YrQm0Rjf2jC9KK5Aris6DmmP5HUnyv7aomSAIL46acN2TRO/P4+M11Z -AN7d22RXMzQa6P0NmKEigP86jpYZ0yTvu+7fErNAAHyLyX4mFI0zTRZpii8S -wNdicQNTFo3OT1YonF0sAMfCw9PXTaAx+27ixNElAuA0r56wXoz4wdeNfw+p -CqA1xfuvxT8Km/dsH+tRI/3l/p6y6S+Fsd0FE9w0BKAU1almNU7hApu9kq+W -CWClQMllyxiFEpd8lLdqCUjef3hz6x8KBQdajeqXk357k39u/03h4hcRu0x0 -yP466h1sRynMir8RUbpCAOejzFrtRyj8c3VKudYqAchEMPY7f1HYWy74masr -gBgf8e/OwxRqv/6to6wvADGuZequIfL33KCgFAMBaFg12e75SaHcWadGaSMB -pJwIme/xg8J91SlKkasFEP398ASvQQpDAnVPU2sEIGkd8+3Adwp3n1358aSJ -ADo0337z+Ubh+KME659rCR417Vl+Xyl0GbWtPmhG+hsYUQn4QmHKwpPGXesE -MD7hqf3xzxTWzaKqnNcLIFYq6/rJAQr/K/u6SWghgEMlOT9O9VOY1m7yZvNG -Ms/EGsdzfRQW7v4d8HyTAHK3/OaG9lJ4celMuTVWArh9fq1TeA+F3tIZFY83 -C8BEkDIc9YnC8pHYg1rWArjx6V/6lW4KOU8+K9/ZKoBbLj4u8V0UztB/8E55 -uwD+dXSqJn+kcOK2j9mpOwQwWdJx8rUP5PPOs36ytgJ4G9M6mtZJ9lEXZX7J -jux/munvzPcUcj8yymwHAUjo5EvcfkdhhuwX+rSjANZkSGrce0vh95XmX3/t -JPNm3NwKOig8svS/94ecBSDNzsgufkOhsHlDW6+LAL5tafn9uJ3CT/+G23bv -Iv1e6txV8ZpCnzT5D6/dSH8HXosq2yhcG3lvcMceAcxLfOha+4rCdRmPxFv2 -CiC1zHuk4SWFe5+tXLzeQwD6YWIZL0QUXmlW34yeAhDe2e/EF1LYmnbtpJ6X -AH7xby96JaBw/oyQgqL9Auh7WEJ18En9Cl0DqgcFcP9v3LdOHoVewaiZ7U3m -s0v/yycuhdcXygfN8RXAxuicsQEOhYd/9LYkHRJAieFLxcFWCuc901syzY/w -e3b9pl8vKPzqPzEy4ogAtLuORo21UKjes/0nFUA+39jxZgI5rxyb6x58VADi -rDHjic0Eb1cOvhk+JoC4Z01FU5rI5yH6zodOCGCVudVK6UYKpUsiPvYGCmD2 -2sAG+QYKL0xyObInSACLDln7zq4n+LV/KP4mWAAfw5tU5tdR6Bgak2N7WgAZ -G/r7Fj+ncND3h2XrGQHs3J9bqVFLYdSv16MbzgmgJofK1amh8NWfTfnPzpP+ -ng7f1K+m8KqT2X6jUAGwD5zOXfOMwrjRGvWSCwJoPpBSZV5F8FzEGdG8SPZx -2mzAspLCSM99jXfCBWC8N3DhdqRwx0hEtkqkAORe6x52AArbzPTDbkQRPc8K -anJ9SqGK+rFDCpcFsPDsWl2PCgp1Yta6xUYL4Il2WPHBcgpnbr3uMCVGAJWn -1psceULqt7zocCGW4H/BmY4TZRS+20u7icUT/gyoR50ppVDyhPShwAQBWCdb -bQx7TOFTrwcXfiYKwP3La4XLJRQuk+/J8kkWwMSHgl/xjyjMdyts6LkqgPkP -Vn1KfUhh0hKpkd2pAthe8Lc7o5hCiy2M+ptrAuj0X/Qr9wGFyx/EeNndEEBD -fb58YRGFDSse5XHSBPD4eIzF40IKY0qOjG5KJ/pg2RQOBWQfMxotazME8ErS -6XXtfaJH+hU5a7IE8DLKyKgln8IH4xsnP8kWwIlY7/uCPApnrw3wX5EjgLaB -Hq039wjfegy7798m+ud1r/rjXQpvcTNcl94h74uKPQfuULjlXc67rLsCoNn/ -Zv7MpTBv0NJrbp4AdlSHdfy5TfbTFzt6NV8Aph82FVHkTOUGxsgWEL3XsUiU -yKHwrSSjFV0ogOsXT0TI3KJw4fjyl+IPiN89aL+smE3h+x1MWEgxuf+iT+b8 -LKLXv4KM/j0UgGybap1qJoUyNSl/TpSQeZ+aNq6dQfQlzbXy52My342z1hqm -E/7ta7rsWyYALZkNSWY3KYwW69zT90QAxwrixyzTKJTfkL7GvYLwYfTPYZsb -FAbOl1jw7inBX83JX87XyeeH503biQK48Fnqksc1CjfLdNLCSgGs2PR4uW8q -hcn91mJbnwnA+bFPz7EUCv1fe1NN1QK4+59W/pmrFO6p1pNcX0v0WG3sfHgy -hb/DHs6rei6AN31NXrFJFPImduob1Qvg+KKbrqmJFCYuQKfHDYT/4OeelUDh -zyrrC9pNArgYY3IyL57Cgsr4kvxmwveT4umP4igMpy59W/JCAInOz4UQS+HW -/fpa2a0C0JQ/Pqs+hsI+0fUT87gkf4Qr+HGvEP/ReFyfyiN6Ep8teh1N/GxL -hJK8QABXZs2y6rpM9HrW9LOxQuJvrBPcL5coHDvu0DP1pQD8lpZ6jkRROLTO -3i78lQCmH381hUXOte7SLfRr4l+twkqJSArjyy5anmkn+FPIvzA9gvSzsJz7 -5w3pZ4XTzrnhFLKi8nYdeyuAwv86jJdcJPxrdh4efEfmd0lTRzuMwo1NzXE+ -ncQfEq11jS4Qvh74q9v3QQAqsgaW60OJfl3+1uXeJQD5rwO+W0MorJyenfK+ -WwAe0/Zk7jxPoVTXLDvnHgFkuqd0u5+jML3DXvFVrwDGhNF6h85SOLnL4dOO -fgFs27rmWuAZCj+0zXvSOkD4X3lbMvQ0hS8z8hMtvwggXab2SvQpCq/NpQPr -vhL/XZmgnBJM4TdtZXez7wLYpyBTnRVEYWqVuD0OCmDtbcOA+yeJHuc/2Wb4 -k+xXILmyLJBC6zZdm8dDxP9iLrBrThB9XnLOVecXua/pZveL4+S94OTDBSMk -Lx53FLYdo/DEk6BItd8CcAorEHQdJfXWLMu7/Yfki4G0j98CKMwMLhKqjAvA -N3UBNeZP/KaOmZT+l/z9xdVaE8n5+MWlJrPFhKBz+5OP9BEKp6crnbs6QQjH -v80un+1HYdBQf8N0Sgh2dh0KSw5TOLovQjGWFsJ13oJQnUMUdnWMH5FkC6Hc -6bvYGl/i//rr+REThdDQZxS1yYfok6un4URxIZw8OmmRnTeF5lqu985PFsKS -USvO7oMUqsUtUxGbIgTeQYlInwPEX/e9ygyaKoTpTUY7AvdT2J3grDoqKYRl -0p1qF7xIXhovLwuQEgJtMCQbu4/sM2Rk6+A0Icia+k+54UnwP3Xadx8ZIUQs -cpK540GhU/DE5H5ZISzqzl3yyJ3g71G7+T45IdgEO26p2kv6vREz/lFeCDMH -9oe07KFwifyicrcZQlBa/rKubTeFv5gb5zpmCuHBlrRZn9woPLn5l/XOWUIo -XVdx+scuotd87UUvZwuhYvqywX+uJF8E7WBs5gqht/L7kSnkLFjq2M+ZJwTG -isXMcCF8qFr3arOyEILKnLMXOFPouUThReN8IdhKTrBZ7kT4v5bbZLFACLpW -vTLGOyk0HPTn1iwUwv4gmc5NjhSazZ7wbu1iIQjSg8DegeAx59gQLBHCyDOl -e+72FJ45+kraSFUIo73/cvzsKEzwXqRbpiaEBEXZB6dtCR4O73ZfpSEETbed -zVE2FK72jEwpXiYEfMYdvrqD6M3yTJGWlhA+WR5blrOdwvOld2bdXy4EEdv8 -WPE2cn6b4aWmQ+oZM2ip3EphaXjU09wVQpimZ6vzwprCL9f2KS5aJYSXdTG5 -7VsI/sdXncnSFcKhx/3qfZsJP2L+DCjpC2HedLfKX1ZEzw2L3dIMhNAy8GUP -Q853Pu7umGUkhD9WsdNlLCmkfSbtSVkthNr1FsJ5m8h9Fdlf5deQ+fZOvaWx -8f/1GYQkmAjhsdm7EMMNJI+ta5wnYyoEFa9yv40WFJpa2NRcMSP72pfma7+e -4Cu77bCkuRDSbS6c9DCn8LWp08Ko9QTPa30S/dcRv5r4ulN8gxAkTHfgOTMy -P6FdTthGIXTuXzF6xZTwK5F3hLEUwsMWSZO0tYQ/qlsszlsJofD8m6Q8E5Jf -ghpVJmwh96XdGH+yhuzPZ4P4aWshtOtu8WswprC4u35obKsQ3D0Ghl6uptC+ -0aovcLsQmoyPXPxkROGbCcLukR1CMHnzbsmwIYXDvnv6j9oSPNstb6PJ2f3P -8K+fdkIQr9t7VcaA4Ck8ZsoRByEUWwR4KutT////z0u+Owph9s9dZlp6FP5Y -/9bK10kIvl0qmmt0SR4wjQ/87CyEA7pPl25ZReGaV9vvH3AVgrf4Uh2XlSRf -fpsz0LtLCJ4B7pbeKyjs9x7W3LdbCB+veh8J0iF6r/s6uHsP4V+CcW6kNoVP -VrZw97oL4Vzoy88pyymcu7l12QcPIRRErDC5o0X0170z3m2fEAKqt2eWahJ+ -7WZY77yEsHm7pmz9MgqPqeofczkghG32dXEvNUjezjn7s/2gEDSGFJR71In/ -lref2OlD9mk5F36pkXyz1XJim68Qpp55uX8iOStbcq7ZHxaCY7HJAnlVCkvi -DuqL/IQwZar9l4VLCd4k576z8Sf4zleoXbmEwlOZvZf4AULIeXrmnvliktf0 -mk23HxNC2O5L6baLKFz6qGEC97gQStAg22MhhacnfHhuHSiEpWLhJUcXkHw8 -QT7xxUkheFj4vbygQuGuG54HNweT/it/TkyaTyFWCDY2nyL1x081z1EmeWr9 -bi3LM0K401saW6JEoZuS5LzGs0J40T/8+fk8ggftNrmN54UwsabS7uVcCle4 -P59eHyIE65vyrT1zKBS/LpxlcUEIa3KHbEdnU+hbNUnteZgQhiQcBsTJOb3c -xdQ8nPB5aPWVmbMIHvxe7a6JIPoRm7VWVZHCmqYTEWZRQvgmFUYZziR5o3BN -2bNLQqhL+8C1nEHyy6Rlg2ujhVDjXVLgrEDh9tJ1y6uuCOH0nX/XfORJXr8b -GmgSK4S5F0qTTstReK/2awPGCWGvVufNK9Mp3D8YMn9NghAS3xx9nC5LznLm -IZAohJRy/44iGXKeqfN5dbIQ3oq9kq6WJvPt3uLy9CrRjzc3bQTTKDzrliIy -ShVCc2j9rW4p4uf+sg4V18j8NKzZI/+RftnQaXhDCKYSy/3FybnnX4p/eRrR -y20Hv82UJHnUIlfSMF0IBnpjgWpTiR7W9RU8yRCC83CHzOopFF7et2unQRbh -K057skWC6PF/EpJPsoXQ+CLmkNtk4he3+uv0c4g+7HTSOSJO8C9HRZXdJvu+ -7sMOnUTy9rptdvp3yD6aa7oTJxI/mt22tOyuEH4vcBXcZpN8FJbK1s8TQuD7 -Vdwyhvye9krqK80nfqBv9aaJpvBZfotQr0AI2t7XhjsoCiVWr20sLSR8Klae -851F8CD247neAyHs3vxmO0XOXh3vm0qLyTyO1idNn0BhC/7XpvdICK8PfOxd -JEZ+P14J/lpaIoRnB1Q36v9jYeQKtan6pcSfH6Y+tvzLwsCrs7TLysi+w5av -cB1nYXfWFjf9ciEcnf8ZDo+x8NGa2qSyCiG41NXZh/xhYbvNWaE+COFeSdW/ -xN8sdGw+O/sJkr9f/rI4d5SFxlfqDhpUCcEiiH28fISFqWG21U+ekb8Xbtzw -4hcLk6+pqRjWkH2GZCzuHGah5+NNUeW1ZH8Nk+WGhlhoUl08ZlhH9Lz/zLRJ -5OyTuy+gop7ogwZLUfEnCzds3Tds1Ej8VRS5XOMHC5dmF59+2kT8S03R3mSQ -hWGXN08zbhECFZAXueM7CwXDK+/CCyG8GTZu9vxG3n/uY7WGI4Q5v1/MOvmV -hV59w7+QK4SBWsfAy19I/xatd0z4Qvie/aYr/TPpv+mPe5VACPve2bg+HGBh -tGvgElMRyQ+I3XX9LNTvtxx69lII66IVg9r7WBji4F9v1kbySfKeud96Wbgx -/nt2zWshzF+c2EqRc0BoTYT5G3IOL4iW72HhL7nvx553CGHTpAIn1U+k3uUB -3hbviB8Mxqwy7mbh7GfbDtS/J/6TsH3e9i4W9hRGHN74gfij8aCc50cy/97Z -Zxo/CiF39QHFkx9YeG/71CTLbiH4dT5Rj+5kocJrh0fNn4RwKvC9VeZ7Fn72 -ojs295J8YffqZMk7Um/fVMnWPoLvupsljW/J/tYfM986IARFpRUT3nWwMGG/ -SRj3M/m8MM7+5xsW/lnt3br9qxBWNZdWTCJn1v0/SoJvQlhbm6U5u52Fhtmf -T9oOEn39trVQ6zULbaaYdYh+COFI2lNj8zYW/mj5Z+EwRPxocc9rx1csfClS -Km8bFoLy28ZQ35csbJx2d5XTiBDWz/Q0ChGx8KbntSdvRoVwaVkJ66qQ3F89 -vN71jxCiAkoFeQKyD+kn7e/GiP+YHnhUxSdno74Tu/8KofpbfZaIx8J1mqFz -P/4TQquAe3OAy8J6QVSz+wQRmG46f2cCORvOYIV8Yolgx52XlXIcFlZ1da31 -okXQaNnardpK3l+oN7mfEUFPlOcMkxcsnPl87NXBiSI4VZPqYNvCwnNFWkVf -JomgY+v+nAPNLNTlv4w9NFkE7y+1ss42sfCu/I+TgxIi6BI0HkhsZKH1vrPe -/lNF0HzBofNuAwsLCkM8hyVFQP896lFZz0LXt+Nex6VEcOyq0oiwjoX/2j/7 -/54mgvgS26SB5yzUTrS5GCQjAocSGTMWOZcPr8j6KyuCNSM2f+VrWejSF113 -Rk4E69pm1qrXsLDfae8QS0EE3ytcU02rWbhWv3hp6AwRWNLKpxyekXp8zuyb -qCiCD5KuPr5VLJToqs8PnyWCZ8ayB0MrWXgiImZcYo4Izo+uPpaKLMzf+HLH -5bkiMEhrjy4EMs9pacVSSiIIje97+PwpC4cbu2fFKYvgtJFH75sKFh50L7g0 -XUUEDX8tl/4sZ+GRhjF28gIRRBpdOz6ZnJ0/NV2cuUgE+1y38uc9YWHobSWZ -64tFcKnBy2hVGZnH7z/Zc5eKIKur84FVKTnXO5lkqIrgtXzZqr2PWTiZta5L -RV0EnXUDdYElLPx55WFMjoYIvuw67hnziIVlu++bL9UUQZGFo8zthyyctleb -ztMSgXtvdNPTYhbePru2YZm2CJ7ek4sTPCD6cvtNcpGOCEbG+j0GiljYUs0c -WrGS1G821YIi52nVT7Y8XiWCo1+PrZxZyEKxODFdAz1y/74ly7UKWBgzR7D4 -qb4IcNZcA4v7hM/b9ZVNDEXgetx2q2s+C0VztVSqjURQ39PkfzSPheBbprHe -WAQ1r09nX7rHwiJNkUnDGjIfOPgh6y4LR7dcdLZaK4J3rBiN8jss5Ja1nG01 -FQE1ve8CL5eFsS5387evI++7Bwz03WZh2uK5H4XmItBw13RlkfMBtqqyo4UI -VoYovJ2Rw8L9XS/2vdkggsk6qge1brFQ/YHk412bRLC32529IZuF6517/vto -SfY9tTZvVxbZD8f5kOdmESyYtWH38UwWzhn3fdW3RUTy28D8KxkstGyZu8ln -qwhsKvIGc9JZeH+5T833bSIQrYpogZvk+wpOFgE7RFDmdbpElMbCoIN9vBEb -EejVReR9vcHC57Nn7guyI/ivzy2YSM7fZwzQYg4i2NT5CudeZ6HUFrc75x1F -ABEKHauusXDV3UD7iU5kPnp7JlmnsjBult5/kc4icPIoMd6XwkL7mOstkq4i -sAuXDjlzlYU1v24nxu4SgbKinyA5mYWLVjt5yu0m84znaRcmsfDNtsdrUvaQ -eR3SSatPZOFWlafKc9xFsHhRrHxnApn/TZ+pGR4i8NLpu/Y7nuhZSYPYwn0i -YMvoL5Mh5982vLFcLxHErj7dohpH/OdA+ASNAyKQ0y4JNItl4a3uz5JFB0Wg -4v1W2zmGhdKPJixY6UPw5jU0GnCFhZfqakzLfAkebw03XY5m4cAUgwOrD4tg -Zvq7ezmXSf9+u1Or/Eg/Lwuu4iUWfu025Jv7i0CqcW/cqygWHndsnN4YIIJH -I6NXByMJ3p9I7tpyTAQr3nvnSZBz8+jEB7zjIvhBP21WiWBhK/VY0j5QBLyP -n34bhZP+6uYeaT8pAh1Wr47dRVK/7pp3u4JF0Nvx9OShMBaiyUzbrlMiMB/3 -eBF+geg9P5/vdUYE8u86lmWGkn13/N355Szh52SV6+UhxL+3Sgz4nRfBXTEd -eeF5Fq5UFIT8ChHBfvMpN76eY6GSmvPCoAsiiNt1R0ucnFOOZLWKXST44Utw -lc+ycMv7u+dDw0Vgv0jjtOEZFg7u9TeeHCmC8reSeranWWj15S8VHSUCpZC7 -/3xPsVDH25Ijc5nclzqBFx7MwtMc55zkaFJPnuSDzCAWzpfQuTA7hty3tjWt -4iTR78mt3hmxZN+dpldFgSRfPF3usiiezFvOM+37CRZqKjjb3Usg93muKpIg -57CJ1g5aSSII3FXEWXCchdlBU/Y+SibzihSMGx9jYZ1n3DGDFBEk+t1Y6XiU -+GdpVxymEr1NnxzkH8BCNze6dN11EUhmy7dc9id+av2tu+GGCNQnPVPLPcLC -7cfuzLa+KQKW/eTkZ34sVKzVdhaki6BKqf+/jsPEn9UvZTtmiuB/FFd3PNXv -F/98rrKjQYrKpqwoKVGKCg2iUKGyVeJbGQ2RrEqyKZSGzIgIpZwnStGQlrtD -RkXJKg33/s7vz/fr8nzOc857nGfaqGf6xH8MsuhK7c+P+aiXXUGasxDfFa/e -6lPQAea905r0gxjko3t01dfCDniobn7QJpBBQi9oKf9XjHq/+Uvd6yDqO+FK -2nhJByz4var/ZADm3/rB6SdudYBvhXTtxQMMsqZsehZVjn7k6pFWtR/5Xi2t -FXe7A3LPm4a/2of92NT1UKqyA+rfpR764o989UranXIH/bt5/5EpiCu+K4gr -VHeA11hDlLIfg4jyTtzPvdsBvOHzuSt9GcRI5UGIWm0HRDm+aXLyYZCoYpZp -UV0HHCg5/+s/bwbZuf+9qMH9DjC6cG/5eS8GUdtewa2qx/9PdY4p9GQQ5x0H -6k0fdsDXLR68Rg8GOekvdgMaMM+cOiz5exnEIDQ2bT3pgACLmurfexhE5kjf -+eeP0L9u/F0ij/jVVt0khyb0X4WbDw13M4gu7ZTd8bgD5i2r2L7ZHfMjxLvc -vRn5kqY44efGIGLXdj3/9LQDdJ93FUa7Msim4BXD+1o6oDZExDtvF+6HXQLl -H62of72TevU70Q855S6hLzqg+exmumMHg2hts73472UHtGkHdY+4oJ+atXWd -buuAK9e622QQa8StNZZo74Cs1PwWHWcGqde8lpT0pgOSMu+0bXBiEB/poVH5 -dx3wwVay23M79ktPzyP3fQdo2RZTkdsYJOzozg61jg4oN0rUzXFkkOruMOdi -ZgfMulblWevAIE3uZ/iL2djfZYoFb7dif7gJQTWcDliV2DA+ZM8gl7ZGS6zi -dUCM9RUHacTlZUG3mvgdUCZSe2+hHeZDn8OOjZ3Ibw9Rg/VbML8Gdaa1d+F9 -6XPlHpsZ5Ez131aXTx2wN8bCLGIT6tvwSQq/pwNWJGi8y96I5zue8fDpQ7+r -NTlWa4v7n8yGlYP9HSB164jOOxsGMd0hVDrypQMKJFn9P6wZ5ILqXdE/X9Hf -Q70rpyFW2O3/59Qg3jdtVrzOBgaZTSv+EvveAVun9Phbr0d/m2z9d2EI5xX4 -1tl7HeaBdbjU7OEOEIR83Bplhb+3G6hfHumAg2SqyxVL5GvSJyuNMdz/Rq32 -1a/FfTwk52DpOOq9OiueuQb9JsTl6pJfHcAtEVSOW+D8Y+dw701gvSdDP89E -7JL5UWXtH+Tvm386hqsZ5MrlssBnf1Hf25KObVmF/nAh+on9JOq/QPfdfnMG -sXL31OwQYB6Gtq08Y4b8ntx4YTfFhO4DR8turmQQvudqqo9mQu5iDb0mU+Rn -1KoTB0WYMDXgdU3nCnxf2NkKx6YwIf758S2C5XjeA8/z4aJMmJxQ+aGEWJac -U5sizoQ7eeSKqQm+z7Y0PkqQYIL7AZedLsswL3ZK7p8lxYSF4p+UQ4yxPqaX -Uo40EwrVPEZSlzKIW0PbezUZJnz0a3tdsYRBzgntLpXIMmFtrG79KyPUc3K3 -z5IZTChfeKRy0JBB9vommN2fyYQwKr9KErFpyEZFSzkmONXXP1q4GN9PlSqM -VnkmhIjXcTYYMIjmDNlRBwUmBGZl0j76mE/xs7+x5jBhwxynpdF66G+SK354 -KDLhkNnwf9d08T12IfjfFyUmvKj0vw86mOfiL2ccns+EIr17svxFWO9BS8M/ -C5jQ4N7537+F+P933rucVmHCkl8cniLioRfxZyTVmJBXWuxsqo39rNzZmKrO -BNrAmuOihX7svHmqkiYTnhndORCqie+h23sdbmgx4eX+z2IZGgzyriqrQHch -E5wT+29XqeP+6zIypXoRE2bblXm9UcP5JR8KMNdlgq7ncvVhVczPbbN5j/WY -oBoZ/V0W8desLuctBkwY2pX0xEAF9z+Hd6z3i5kwVrqjaIsyvnfDhnx2GzGB -WsTLDFiAWLD0b98SJmw+q5iSMB/1wr1+KciYCRExMlkl8/A8sVVrJ5YxIf9N -TVGLEu4/oSIjp5YzwUxvRvNnRdTf/F+lEqZM0N6oNCSGmDc6Jyh1JRPqe9+o -a89lENehfWZK5kyorlvmvWEOvgdFB6bnr2KCycm1FT4K6KcGl4f0LJjw/tuo -WOxsBtm+O6rj7homnH2y8UC+PIP4n7/4bLUlE+6BFbtJDvVR/qnxqRUTTC9y -t3+ahfU/8Greup4Jq6VmcRiIV5XOfcvawISg9z0BajNxPz8s+sXThgnsKntJ -yxk4XzFd8UFbJvzycqjymI768jxjGLIJ+Xij3y9KlkGyjip7CjZjfUbTF16T -wfmsHc6Nt2OCy/Nno2Qag7CqBZ3TtyKfjWSfd0qjHp7ZGGQ7MMFIrauMQqx6 -5HWM+jYm7N1tnqsihfO7ldlzazsTphcsyFwjie+jA7lbTJyZIHI/NmevBIP8 -KOgGXK5gr2vQrVPiyG/n/Wa2O5Ffm1jProrhPvqfMXmziwnyWx79IKJYz7e1 -dm5uTHiuqqnRNRXz93Fab687E8rOM7xoxBWDOnFBe5jwbatLmeoUBvF0Fzf8 -vRfrXaIqYimC+4uM/qfTnkzwHHP39mRgPv26lCftzQQxN6n20zSD2Mlu9cn0 -YcKgvrbtDYpBHtltNVbxY8KmxbdfNAlpYliWI13iz4SnmtdcewQ0CVJb+n3p -fibs7/gzPgXx3gIF1sMDyBfJ+zmakzT5ZbjxpfVBJtjFcTdv+EcTk/vPW9sD -mVAyY6+E3188b+Xldtf/mLAr2LI9/g9N6GLo6j3EhIOhUflFv2nCQX4GHUE9 -dCpGt0zQZGLp3/l/gpkwfFz64NdfNClZM3tjTCjyVXa7pxTijfPjImWOMuGm -35Cn3k+arG/c1HDxGPJhCzdwyzhN5Bb6i6qfYIJDwpy4wDGaWFhzXcrCsT+D -14qSRmniOaf4zvIIJhiahX6oGKGJWnrb7MZIJsisS5N9M0yTZVVbYzZHoT+8 -+blt9AdNvAP1/344zQRu1ZUbcoijGnxPeMQwQa76jGDZEE0O5U5OGYxlwq2r -d7xdvtNkIT2aFRrPhPXWih+OfqNJYa+1MX2WCf0hDx2zB2nCsJpkJZxjwu8/ -l9j1AzRxnil3dvZ5Jmy8WXaQ95Um7zcnrr2WyISZ635KCb/QpGFgn4heEhM+ -FRy6q4LY63PJq5pkJpDL8/dbfqaJkrnDjbWpON/fvxZ599NkZ6d71Is0Jpw6 -KxiL7aNJxqt2f5cMJmxXWfy8sJcm7lT5zu5MJsgmxd9q6cF+Bo1uO3gR9VE4 -9dLAJ5qIyd9wmbiE/TQvTJ6G2H7goXd0DhM0VPanLe6mSe/AuhMyl5nQpbn5 -mkMXTYqnm+ZcuoL9Vd10/0gnTY5uy3mscZUJvF5vfsZHmmwvD/h1+xoTbG2y -ptXxabJKqXyp2Q3k+/xOazYPv5++91hzPs7LdFXiPy5NcmbFPnMowO8fvsVb -gPhA2jxVXiET1lzRNV3LQX5MWxjtX8wEYWpdnhebJhdPFn0fLWGClbbDjDgW -TW5xr3hF3mKC5JLRxCImTYo0pbsly5lQeS5X/nkHTcS3De/LvM2ECfFNRd8+ -YD/32P9VrWSCeOy/9dMRu6zXziy7wwSPjvLvS97TJEl4bKVpNeqNuee60zua -vDxj8/nxXSb89JzmcfQtTT5x0vK21jJBy/6uTs4bmpSPuu3l1jHhXJiT8GE7 -TeSf5+v432dCRs0Av/M1Tea5BwhG63G+/SEtIohb86s5kQ+ZsKxnuEGrjSaW -lyMapYAJyWfdwfYV1r/2+Z0swoQ5VTWtAS+xf4k5t9QbcR6r/nYmvcD+nfhx -+3YTE/ynLGJUPaeJptjzB2ZPML97Vxl8aMXz9PTePm1Gf4PlPr9baDKzT250 -2zPM00C5wnmI1Qzj5nW2YN60t49aPKOJqGiUfcBzJoQ2H9zk9RT77yV6fuIF -6kW/ryyumSZS6xTexLxiQkXPCqWSJzj/G9WqM16j/7/wSnv5GPkY8fH45XY8 -/4n37OEmmmxtu8hb9Bb1dds0Xw7x8rQu25p3TKjb32m+opEm7Cf3wfIDEy6w -nDtdH9Fki5emRVsHE/R42RciCU1q/dSeubKYcMalxPoG/P+8O7s+s5nwVyda -6mkD8j2z42cwF/NhpTr760Oa6NxLyaX5TPDzP1Mlg1jbuHvThY9M+H6xImvJ -A5o8FmmdotSFeX/7UpxzPU3OaGx8WtiNfpe89tTx++hPaV5pxj3Ib5WCmCv3 -aMLbpLDvUS8TetY9SWuso8mzTb42dv1M0OzOLeurpUl0koMR5zMTtvJ13kgi -/jqLre7/lQmHlQ/Si2town9PqYwPIF8SPMy23UU9vWnWPP0Nvy8peiqsGucj -qr9Mdgj94/SOtpwqmjwNNLbL/cGE8xznReQO6lGC/9+iESboTAoSeyppov9G -53LNKBOa2uwmxRFHPlV6azXOBIHZujD9Cpo49VXObP/JhDc6vL8Ot2kiqffd -dfcEEy7FKiSEltNEIbO9fOA3zsNkWCOnjCajqu5Sx/6ifrT8W+AWTVa+TDkk -Oon+veb40Z5S5H/Gf11pAibM+k9ziQTiK0f/7FKlWFCU5/dTv4QmBsGG/HKa -BWP3Vz9xLEZ+xM06YC7CAm5Z0ZWwIpqo3sqnW6ew4Jr3jdO5hTRx6+m55iLK -gu7neoceFdAE9N5v6hVjQc5ry/19N9GfokOFhyVYoL7300EpxLv6Wh5QUixY -7C8dbpiPetv2OvqCNAtefKhPd7qB/t96bvs8GRbsyx6qPX4d+2f9x6BElgWv -rt3szbtGk7ZW5VkrZrBgPpcz/8lVmnQ4/KOaZ7KgY0Xy3q95yB9O8sQ2ORa8 -KyRlsogHffi/u+RZ4DD3wNRlV5CvP3qn/KfAAs7JRL9dl2nSd7RormAOC7yb -Nd9F5tLkkUBrxXlFFhj1GG26mUOT3FOeexXnsaDv2e0Xrdno75OuqUXzWRDr -e3nHj0s0+XZE7pWJMgv8bk98l0fs/un8rCcqLFiTCUlmF9HvNzZ7blNjgZrM -j5UeWTRZUvyovkudBaGSZ37EZdJkeDJywX+aLKAiYytuZdBknQ0jQaDFgq49 -fcffpNMkNN6WTlzIgtRrRfYTaTjf+85RSjos+Lyi1WABYuNuHakSXRbMVLKd -sy6VJvf+NV9Zoc+CjFXq0vtTaKIsqWf+1IAFLpnOksnJ6JeSrp+cDFmQrtQ1 -syYJ8/zf9vQeIxZ0NhFN7oX/542i/ZGlLNCLG7VkIN5TUzaLsYwFj3aG7V+Y -iHyNkOlONmGBlcnGXLvzNLm7fPV95RUsuDVrPzM4gSYin1bllpuyYPvXdwty -zuF9T8mcWWWG9d45E/ToLO4fspUnX5iz4LBvdGv/GZp8SdY66bqaBdsEjYtl -EP+c8l/cVwvsX/D6PON47M+BC5eOrWWBY6P4XNc49Mvm0zXiViwY7pa8HBVL -kx1ydrysdSz4+NpWtyiGJkzn4WnaG1hgEd/U9Coa9XPhoE2NNQtO06G+46cx -z+qbzq+3ZUGw2Z5Z8xAzPo6x321kgbnRyVbLKJo8+U0v9d7Mgp0fXybsO4X5 -JT2YPrqFBXmW9i7JkTiPOdVUtD2ev0OoVxuB5y9wDZ3pwIJ787nS/JPo38rd -49ccsb7kTz+nIA6etzHSaDsL5lTMGtANx/4rpM985MSC+mP7vzieoInt9Ee3 -t7qwoGGwd/jYcZqclnjj3LmDBXvFY6ZcO0YT9SnPxP7bxQLDF5aqz47S5BKd -3yh0ZcHcFSo2Q2E08Rfxi09yZ4HrZsVjsxFrSc10Vt7DgjSJxdWrQmkSrlhg -cHsvC0r/c/vtHUKT+Us1Zlh4suDb6as254NRP86Jk6+8WPBj7e9rVUdociy+ -e3S3Dwtu3/aeyjmM+dysMfbdlwWBrzoPMxCvUXASRPiz4PXVA18XHcK8PR48 -U3Y/C54vEglw+A+/NxJtmHcAvxdw89fRIJpURcXsWHyQBQoHtyZeDaSJjU7Y -OQhkgchihv6zg+jX392a7f9DftXUfRgKwDx+bSLdeYiFeX74nALixLdT3f47 -gv3X0bOxOID6+N16lwphgYRqr6zffvTLdfFzU0LRn4azuy7so0l3rVm86lEW -yN3Y9LDGH/PQ+Yug8hgLGGbj1/l+NBGoppyyPMGCjSQjVRSx9QJj6bfhLBgy -1T1v4It63vL2mlcEC1berkpy9sH+VAWtHYtEP9HWvxzhjfm/TXIgJooF90sz -qgu8UG8G+Vfko/HvrQbev/KkyQ/b1W4FMVj/T136lwdNRgpZ6svj8Pw2JxNl -xFM2h40/jWdBQIdviPVemsSbzmnfcZYFsxTcG4L2YP1HHtZ8OccC1kWTGRd3 -0yRT4Fdw/DwLpPyGDxJ3mujx5lyVusAC6/MJ7z67oV/Oar+Rm8SC6Fki62cg -zsxPqdRPwf6KO4OpK+6f6a4tDaks8A05beW5iyYf+xcP2KejP/vFtZ/bSZOU -a7IKXRks6P26Z1/Vjv/n99/Nh7PQH6WmSXFd0H93jJ8XuYT+1pFQMwXxgd2T -H9KzWfBsF/uAvjP2iy2nq5XLguQbP3WcnXCeb8zP1l5mwU3gj0Zsx/nYhg7b -5KG+HiY3F25D/1jX6MW+yoKeEskbrx2xH09VOw9cZ0FY1sazvx1Qnx8yfCdv -sEA31e6YGmKlMOVfF26ifkvkjmzaSpMLZZCiUsgCpx/ZocH2NDkZEWZypwjz -48jH6Mt2uL98t+61KmGB5/rO7OYtuN8yllx5X8qCgZCc+qHNNJlNTDz8ytC/ -Z8v2zUFsoOti8LucBfkrTBUtN+F7wTZ9akIFC2S/K+w4sBH5rjzUN+8O9sOm -OC/dFvl9x/9NeRULjroO/HhoQxNFccazNXeRnyu4m/qtaRKo+eDpmxoW7Bk9 -VjEd8WvZi+3edaj/vMYFKzfg++dFZu/Peyw4bl+d6bWeJqc87omcrWdB4pwt -cxLX0aTzLaWn9JAF12USbtRY0WT/osDdZQ0s8NgQsKLTkiav/Bg5FgT18u77 -BwnEH9IbutofsWBa2/TIpWtxP6+5scS7iQW8ja8N3df8f7+4k/jzMQtUdusO -xllgXn8fHDnTzILpyiqVFatpMjB9m6fSMxaY5d+KZK+iyZBFH6eshQWRU9pc -piC+HFW4Z81zFki7xJoamNNkETfr25sX2N+qlxo7zGjS71QX6/MK89WoYO7p -ldi/cYmFE20s+PNZes4tU+Q3SXx3rp0FbSNC5Q8r0C8a1iXMf8uCFL+TRhRi -p/HFmyveob/vjd6ss5wm0gFbFaw+sCDkp+yh7SY0MV1UOPi+A/PFSjUvYhnu -z0uXvfBnseC3x90PRcb4e+rfu3/ZLCg70KrwdilNnm/6W3yBi/o6sdtzcglN -/PyWFanyWaB9K6hGG/HcwZKK6o8sUJ77b5ajEeZVl1uTdRfyn0efCDfE/m3Z -3MnuZsGu2ZEDBYtp4rjiuFhgD57PP+TTboC4uH8F3Yfz3cb8/FefJg8KM4LT -+1mwKqUiRAuxhFnsfe0vLPC6OyHloEeTpv21kvVfMc945aUndLEfq/V97AZZ -kKTVvr1AhyZUQ39L1zfMm9vuYu2LMO9+9K8IGcL+ZTg2/V2I+/9Hgzviw8if -32VntBDHJD9cljuC+9qvgy4O2jQRSmc0LR5jwUhF8uJwLZpcdatxbRpnwZl1 -cjMKNVEf8WoC518ssH/z82+7BtabwS75OoH5e9zkxz91muQlffSI+IPYvf2b -NuJ9J5eoz/zHAqXcJ2OOargP+737fnOSBQkuM6ZGqOL+5tz82FSI/ay8s6BY -BfnuKHHzJcWGwtbCte+UabLN+0qSB4MN05q/HxQuoMmd9LiYcRE2lD2JvaGD -eP1gY/TZqWzQGtzf7TSfJi1HtifOF2ODr1uuTtQ8fG8bm1+rFGdDgemc8FtK -NNlgcgLWS7IhqJD7oUMRf4+e+ZklxYbMlv6VIojZ6iJKgdPYsOrx8iKDuTSJ -ULXbwZBlw/v61gW75uB+HjuWlzmdDXPeX7kSq4D+sePXsM5MNsxcdke7cjZN -0vNd7GAW/k6L3OfK06T98Oy72+TZ0LY7yUkc8b0XxlqfZ7NBI9jpz1I59Of6 -qmvhc9jg7LetaM8s9BfbdO0ZimwY3B2/J2Em9vtUR+1NJTZA1JBy7Qzk+74I -x5Xz2fD959kv3dNxH5A59+vVAjb0925/IIM459jfAi8VvH+o3cWVsph/1W/3 -Tqiy4dDr4JO+Muh/rbM0E9XZ4Dav+UDqNNxHmx6Mqmqy4fHpNV4N0jSJK217 -UaPFhlS9bq+vUjSZc35LxaaFbKCsig/ORlwatPxK5yI2JA6lnbKUpMmNvRcy -Q3TZIOZ2NTdQAuvZt+2SpD4bzt158ShbnCbV6fEFeQZsODpf4UezGE3GB3Ub -jA3ZcPrpSe1RUfSL8LWdLUZsuMER+CkjdrFvkd6zlA3qsRcrN01F/QY9thoz -ZkPakM2Uo1MwH/qWxp41YcPrDTJ780Vwv3s0p33BCjYwavsev2ag/0oFa1eb -siE74PWSSRr3hZcbztiascElvaV4EeJyudRRvjkbrFxfL3KmkJ8DzvuCV7Oh -8nv3ndNCiui5Z36RWMMG83DhutsCiniFOATnrcX5GWl0ciYpctbirMQyKzbk -rLKPEUes9HR1ces6Nsx/FWG07B9F6hWObNu7AfHMyn6PvxSZu0pb/Kc1G26t -6Cm48Icio5ZuTxNs2aB9aHZQ/W+KqCyblaK6iQ1LBtav+TxBkQjlLT61m9lQ -/+E/RXnEEjJS67bYsYH2zphc+4sirdJ2+p/s2RDdVPkl8CdFONoKqscc2CCj -9ZifM06RwAN+yrLb2HDvQSv32RhFHn6yWHhzOxt66po+jY9SRO3yNTMzZ7zf -5rJRNcQi+Yk7213YUFEUK711hCIfpkw97beTDRHUJoOTw/j3L8TvTu5ig07c -3x0lPyhyRjR7JM2NDXEBGec7hihSTe6t1NnNhuK+2S1TEB8U25dI9rBhVDtC -Zsl3ipzqL/rq7MEGae8Wtz3fsN6Dxx2/ebLh66ufVecHKRJcyH8c7c2Gp7lT -5O4PUMTx2oe1ir5sWMgYDu//SpEcf6+WCj82sJbe/y6H+KRknKv1PuS/7+59 -ll8osirdYoK3nw3PXnMGgz5TxGBWSl5wABukCg2PXe6nSF36CQepQNS/sqvM -8z6K7NKiZK4H4Tz/23lropciue+V3684xAbR9kXbtBCrV3AK2g6zYUZYK2N7 -D0XymoyjfYOx/9mm9VGfsP75evsnQ7Afh0LCb3dTpOBFo2t6GBv0jcM38Loo -Msz77aJ7jA1DipvnSiGu3/Nmd+NxNlxx/zS2opMi0nu3/LczHPlmvIbl+5Ei -st8OnP9xkg29zL3N6Xzkh9ziqvhINlhEWz1o5FFEvC+rZ0EUGyQP9t3/waXI -9cBClZrT2I8268YFiBc/3O23JQb11uvzZjOHIsadDXU9sWww+7x64DibIhZ9 -z+TC49mwc2a7dDGLIn94J0/MOsuG5CuKyzuYFFH9wB8sOYfnPZ27fyriUN6g -v+V5NvzX8uLm0g6KsBnFQ6xENnD4Rl89PlDE0kku6lAS8snKennye4qUf1o8 -XyIF72csldjwjiLLH/5ruprKBs9vJwYG32L9wydCVqSz4WVJlqMS4l0Xyo1e -Z6DfFLs12r6hSHh+xoRfFhuOaLesPNpOkdeWS1qFF9lg58GpL3iN+GhsQVY2 -GyQyUta/b0O+OicnLs5lw03qa4cIYsGXbZFPL7PBp7v78JJXyKd17Sf25LGh -/ejx2R4v8X4hEtG/rrLhAeN2Y9ILinQmTKYnXcf+QERYw3OKpF4sr9TOx7z5 -1m/8rZUiS0rxMX4Tz3/5+Y8S4pdvN0ntKGSDQl5ky8YWisSqrbT5UcQG3esl -V489o0h84ZekMyVs2Kbgf6roKUXmHXHtVrnFBmuLGv+OZopczki2uFfGBuGu -tJ2iiEOVzxU63GYDKZ10XPYE9aVqq/i1gg2yR0a3ez+myMrSV1mn77ChduTw -nrQmiux+paSiVM2GloDjhxsbKbI+x6iq6i4bLqmLXxh+hPxSm+GwuRb7uVPx -jgriayH1v3vq2KDpeJtvTyjSl29UdvI+Gz7ZP5kVCXjfR8EHZj9gg3fmLofy -BtQHN9b49kM2OO07mMV7SJEoMV9xG8B+SP/rlUa8ZNvs/k7ChpTHU1aZP6DI -nPas18ca2ZDwPjb3QD1FslMHHs98jPePOTkl5z7qr3jm49InbPgm/zW49R5F -dmrJvFr3lA25bS3fftdRpEnpYzfv2f/zSzFoEeK5OXGMsFY23G7nTOyoRT+s -mao//QUbRm5KJpypQX5FuHsWv0R/u39Ts+4uRe6IJl23bMP7by991l9NEc29 -Od84r9kQ8mBusAJi5cvRViFv2PBwxZC2dRVFSJtNvsw75O90nZ7QO8hfyUHZ -ovdsOHz+WVFBJep1d2Dc2g7Eo89CPlRg/Z2vxThM9IMLizaJIva5KpcezGbD -1fzPC01uoz/cWakrw2XDr8gpsr7lFJnUXveykIfz9T8xmVFGkatyS46v/Yi/ -F20ae3KLIm/OTV3C6WTDrrNHRsdLKeJ2GcaCu9nwZdvwH03E+ns8GmV62FDi -2CTpXEIR808D2UW9bPjY1q8WV0yRi+Z7Iyz72SA/292qpogieyIggPuZDbP+ -Uw3oK6TIi3pJ39CvbPi8cOnl2YjVxK32Tx/EfSAh+cOGAorcD913rOQbG671 -LJ8TdpMi05Qi09YNof9GaHsW5lMkUzy2jv8D+1PgXt1xgyIDjuGfj46w4XkR -U0Yc8cNpvuqzxjA/2zMPrbhOkebNVvvKxnF/OJjJ9b+G91OXv2/9iw0TLe/t -L12lyPMCrnz3BBuSjLc9b8mjSPGX7PDwP8j3P9L2f64g/ymH77P/Yb/30xwd -xHZC4f7KSfxeu0GQ62XMrz9FI5uEbFgamSZ1Ppcis0W3xPZRHNj+SL/iQQ76 -n8k3tSgGBxT6/7p9y8Y8uHruudIUDhRb/JuxALHeDq3ImqkcCFPUb7O7RBGr -w49WOYhxwOjp+fTIi3i+iLvYoDgHHmfM9azIooifyh9OnCQHvD+0L+/KpAjN -v1SvKs2BKFaV/EzE8x1WFTyYxoG2oYd/LTMoUnOhN8dFlgNr93//ciSdIqzS -tNyR6RyQzLbqzE/D+T+0KUqcyYEbr+v571MpsoE1FRbKcYDsceoVRSwt96Kz -SZ4DzpdkxpanUMQhOnfaHgUOXGnrldyXTJE486Pr/8zhgKwTa1F2EkW0nPae -yVDkgEd4/9bnFyjS1u30wXAeB85elDn1L5Ei2n93Ln4xnwPN/zbX6iMerjqY -5qfMgfP/rv7cfZ4iv9VSGSKqHEgfEF+dnID92f0s/IoaBzrmRyc+Oof+e2IG -Y6UGB5L6p/WOnKUIIyUw9b0mB5ZdLlyngZhV3al/SJsDEWl2t5zOUMRk0v+d -9CIO+CnT8+LjKeJ7SjyuSIcDGpkP0+rikB/bieU6PQ4YbDk962ssRZ4mp0h2 -6nNgVfaWHCXEIxtP8k4s5oDN2/m6W2Io0nUppl7BiAPRdsONEdGYH+lF+VVL -cB6ezZ4Vp/G8rV8v2htzIM8nR7I7CvOjb+PFgWUc0L0deH8W4s4Dz6/HL+eA -aebqw+tPUcR5IqBO3ZQDZoclloRFoj6uG7JgJQc+Zb/8XRRBkf9OK0x1M+eA -sv/ZFvZJihwqVzOfWMUBtSVm16QR66zeFpFuwQEnh65Tq8Mxj21Knhuu5cC+ -Bcf9/zuB8+xbqPHSkgPrR0R2XD9OkUr91/H71nFgttZJ+3fHMK9Mrv2cuoED -62b12Iki3jX38n/XrTkQOmu584qjFJn17fH4alsOJJ8K9tkfhv1tmRvH2ciB -u9XZ4bmhmBdPc1WPbuaArWRRzqsQ9H+B3TM5Ow4McrIbKcQr4oyOV9pzIDzm -0PCSYIq4h61fbufAAfk9Ogt9jmA+fk0QfnVE/jxt8s06TJFzP6e+jd/OgSlz -zMtaDlFk+93qSg1nDrwoS/n79z+K8FdfynnkwoETPY0OBoibSquTd+/kwO45 -r27vDUK9yYmn/N3FAemCSvm0QNy3UtNzL7phfV8PRD85iPdb5Vq1bDcHFlr+ -nfgVQJFuA/f3b/ZwYEByd6gO4leROYz/PDgw93rqX7cDyFdbBbNpXtgPn6wz -SfspMj2/PaLEmwN01f75jfvQb4qfv7T25cDEZ8n7Y/4UOXFEdGGvHwfe+YTu -1kZ8QzE68fQ+Dmw5Uyq5y48iJXWWAuUDHNhxu6jhvC/mid+G4w8DOKC9MuA4 -+GA+WyTRroGIz4ytGvGmSKHrgvSJIA6I/LaQ0ES8+v2YUeYhDtwc3Mx18aLI -wuZZnKVHOKDfNLf2nCdFNtqEJ7UHY328/EsPPShyK2SxfVAoBxqyB6N/7MV8 -8DdQnHYU+eY+FKKOOHfl8R8lxziQElsa5LyHIumicm9sTnBgZojyobO7KZLf -96+hL5wD9om2xx+4Y96ML6uNicDfDRcmDLnhPr2Z3Fc7hfyHezfUELeKXW4h -URyIu/yvyckV+bP25afd0Rz4pzc0cGYX7suzHCUmYzhw8nWS0oOdFLG9pLcy -Jw7nPcB1HNpBkf5v7qGmZ9DvPr5LUUOsqdf/sOMsB/RmhjKdXLD/QS3TQxM4 -0NvboHXWGfXSPjVILpED7Iay8AdOFEkOusy8c4EDOvRa9tB2rN8rZYtDMgeM -Z4RZqCM+1NL9cigF77vN7pbzNorse5C680Ia8lH/ico5R4rI77j+Qy+DA68Y -7NyHDhRRqJuZ9jyTA1IrE1SGt2I9Ez1r9l/kgOOKjlINxGLGin/Eszng6fVg -9Q57imTEVzUU5nBgpaopK8EO65O5c2HDZeQ3c9MJ2EKRst7Z+3uvoJ9+H9EY -3Yz8Xvhpa8xVDtS36n3QQvxzRMFK/ToHtN79urBrE0WYHjVrGm9w4OEhR/sL -G9EvUsDW4ybeV9JModEW/eSy8W6qEOsXq+gbt0H/vDE7Iq8I9f7q9sNFiM2J -b/HqEg4cebYi190a/19Wq5NXyoGv7ranUzZQZGa5k9rJMg4s+vUx6Ml63L/v -/Qyad5sDP/798f69jiJvt0i21FdwYAnzooc+4udnUvRd73BAfaTWx8MK97v4 -xMt/qnA+1c6HMiwp4u8rnJN9lwOj8UdiWtZS5JjV5zzTWg64dEjnTa5BvzGz -XcKq48AhadVHRojfB6i/Pnof/T6l/KuPBeb9WNixOQ9QL+1VStmrMX+GrA3q -HmKemCze/moVvjdPpH93AQ606yqnMxDr1O6+/4tgPsw7zTExx/0fClOyGjnQ -F+ysc8AM98Oq/4KXP+ZAaV72qbyVuA9W3PfseIL5J7GF/9aUIg/exrmFPUU/ -mB9gJY44xfyDh0IL6tPm523zFXieeMnh2lYOLP71Rf3Qctw3nEWSXF5gXmeu -z7tpgvm0/lPNr5ccMEkTU2Mvw/19ZOPXrDbM910Gt2QQu4SbLVrRjvPYVbfK -ypgikYyaI8w3HHggvPEhbCnq4UZ9y9F3HBirGwq9tQTfZye36M79gHwZu7Sg -ywjzqiLg4r0ODvgrX3spjzhxl+KMXSz042KRmI2G+H7Kccn4w8Z9gyZrIxdT -JCZFUzOHy4HqjHei1QaY/26xxIzPgeH3Fm8/61NEY95RP+5H1J8RVTgfsfGQ -YO7JLvSXOXKnHfUoEjCuyJz/iQMHfx/zjtelyDa7l9caejjAXG9o90AH35dz -FcL29HEg8+Ayi+FF+F4K++1CfUa+d8Uv10LsExey7toX1P8MreWuC9GP/c6b -Ww6gXwfJrE7WRr9YabHm0yAH7AIsNj/RoggoJ9nHfOdAwLFajz+aFPlqcnK/ -5g/8e/GQiMWI912VTGke5oBbQuh1bw300/AVTX6jHFANvv/ykjrm84AYLTGO -/F9mQbWpUeSjzPGNJT850LhGZOUUxLRoct6mCQ50Skw9YaqKeGQj9e03B3xE -rJoCVfA+o6UBF/5y4PjV+pn5ytgv3eqexZOY79sP7mMtwPdqvbd/u4ADc9Kc -n8oglmhq+HWY4oLk6xC9dfMp4undlCrH4IJPZMvFY/NwXuSIaY0IFzzlt0rf -VsL5T7wecJnKhXBR8fgeRdyX9LnFv0W54P50SFwRcVBU5pEccS4MvJiaaj8X -5ytP266S5ILleRu12DmYJ1LzdT5KcaHyeM29+wrojzEDs6OmcaFpmt2OH7Nx -375xUFZdlgvL6qcJNBH7nc2f9WQ6F6jfoyWu8pgHO1LU/WZywX6VcHeKHL4n -liyzkJDjQoxAX/HpLIocNE3xLZXnwsqqCO6/mRT5l1RwaYsCFyzeDN1cgthk -RyhzaA4XrryJDPWfgfVU0+qpilxI1NW3uzId8/2p7THjeVw4vf2n3jtZfF/c -sed8mM8FrSesmZKI/bPlbI8pc8Fl/L3QQgb1cvVSo5IqF/Tdv4yGTKOIXP9H -6wY1LgwFzxwqlcZ9LvUzc68GF1Tu2g93SSEfmqpDRLS4qLe8PwqIP+atX1Cg -zYWuFErKTpIif2xy39gs4sIplUNqMRJYX/e91AEdLpTWD625L47vsaS83Rf0 -uDDMPe77Qwz3oyN2JkYGXJAXTE/TQtx65+ncd4u5MONSRbObKL6/gqQlwowQ -L9xBp01Fv3k1f4riUi4c1xS1apmCeT/yT/KhMRc+Sd1LEIpQZAdVOn+vCdbr -HMRZhlhfaZG5yAouGERqLwlgoJ/6HfUtMOXCRkZn0nUa37vi2bm2Zlz4uCtr -jEnhPquexB8050L6lM17ZRHP5u7QS16N3/s5cTNBIISnzhOxS9dw4XWI3aWJ -f0IYrQ0c+LCWC7cjM7J9/gpBS+Oh23ErLgilnxe/+S2EcehhzV/PBWWFwWaL -CSHMrOjzfLSBC0+zxodv/RSCxdzHv7xtuKB9tkdHcVwIbioRF8U3cuFV791D -8aNCcP4qv/7WJi7UFfk2jw0LYUXu+Un7LVj/y9GFnj+EoOH66dGoHRcc7Xdd -avsuhE2blVKztnJBVDdLYdU3IfxJXxZo5sgFhnvhjZIBISTvWur8cRsXtnXH -r5rzVQhnGuU3RjtxYW/dst7Yz0IIGuHZartwQYpXlj3aJ4Re2USn5zu4cMHu -m7tHrxCK12gcDNrFhTSpYYO2T/j/JfnJs9yw/lk101Z1CyHwiCypdefCM2/T -PyWdWP8jn7+ue5Dv1NGxOR+F4HS/yJLy4IJEX+C/OJ4QMmJYGfmeXLgxW2nm -OEcI2zf8HrPx5sLitGPLvNhC+K4psfebz//5Ge/bzhTCG1vJjhQ/LkSHrr1p -0SGEk8zJnSb7uBDRlT9c9l4ISRM9n9n7ufDyavmmee+EcPc1iY4M4EJ8rWvV -uTdCuBefqqMRiOcvKl74+zX+/zpX3rMgLlT8Tiv1axPCkP683IOHuOCgP9f8 -w0shKB/44DvzCOr72TL2uhc4X/WEVbXBXNBo74utasV+nzRTcQvlwvimRRZq -LUJ4dfWzDH2UCwoWf6amPBXC/LtpEgXHuMCucGYLnwihqmvV9E0nuDBYaPYg -8LEQVOw+q/0I54KfbkEpr1EI4mrpazMiuPDEMq1o8yMhLI+1DFh5igtfx4V3 -6kEIx/LGrn+M4oLSli+tOg1CaL5Y2hsTjfN22Pzj0gMhyF/yN9aJ5UKDpJa6 -RL0Qzj7TS2qLQ/5EH/E6ek8Idva/x4PPIH+fGFX21wrhtlObv+I5Lthy3KVd -aoQwbUpFPyTg91+NBTdXC6HjdO5hn0QubC0d/bqsSgh5fzIkpJK44BzuEniz -UgiM9Mu3KpK5ULZlvlCuQggPwqpdnVOx37qWl2PKhXD1FWf2vzT0N7Umm7Fb -Qkh7JMe/lsGFPIvLtHepEFKP7a20zuKCWfLLp2+LhVCrTJK/XeSCqppDjlWR -EBbxjMPTsrlwQkQzvKpACPi0PGKaywWW5Yb96jeFMN3KM+zjZeTfUKVP2g3k -z+r58bF5XAAFn0CR60II+zl8XfcaF7a/cIs5chXnkdHV2n6dC1PnZxZ+uiKE -EatvgrB8nLeiDHPbZZyf3myLBQU4v/eP5B/nCCH+mHvC40IuZO4u32ucLQS1 -7Y8/7S/mQuSz13X5F4VQ0LfJZkYpFz5oaC2QzxLCBtfxutpbXBCPK02OzRCC -KffRst3lXOgWuE//mYb8TbvTMKUC/eX6ysu+qUI4devZttJKLlTHrF7ekSyE -d1unjjtUccHoni/fOkkIO0r3XZ+o5oLv9orUukQhPOn76ZpXw4VpB+ZsX3Re -CP365aob6rB/M3PVss8JIas0eXTwHhcC9qwQSJ4VQvu5vPa0euy//9e+E/FC -yP/JqV/5kAv1Vre5g7FCMFG0vtPVwIW7YjEf3WOEQFS6q88QLoQ89xl6dVoI -mcvKmxY3Yl4UOEiviRKCfswt/ocmLqhXrDOpjBTCv+X8qRFPuPCHMj+oFoHz -Dl9nqvmUC/6VxpVp4UJoPdl59MUzLlizdRlTT2B//KoeH2nlwuf0BXtDjwlh -0LthntILzJs/Es/7w1Cf1xlRjS/Rj7QGLHeGon43Rw3va+NCgRE8bQ1GfSSZ -Bc5o50Ls8uid5keEMJyx5FfdGy7obDOeKDskhMZEv/N732GeXG27ofwf9uc6 -R1/8A+p9paNbSqAQuHQy53YHFx6vuqcqclAI6ztiM1xYmGdP6bHgA1ivfYOr -kM2FzWML3/btQ/1dXGlQyOXCrS5d2OGP/sb7K23P58KOMrG6Vl8heG0Wmfj5 -kQvHQu49NPdBvs50HLrSxYWEHatfl3sJge/6ZWTDJzw/JG1IxRPPd25lDPVg -ngzcVUrbK4RVhj8XZPVxwYR9ffvUPTgf+UBri89cyPdwyQ5zR34YLw3v/4L8 -vv568IurEA7f3/AwaYALRx5IbXbbhfN4Xyy54hsXitun1r3aIYSjd9y9O79z -YZXIA8O1Llj/Ka/WMz+Q70d0a6qchOAR8MDcaIQLK6wcbLS2o95v7qtnjeJ+ -lKnTf9ERf98RsOH0OBeCk6pTpRyEcLH6CU/nF/qfw+DGCHshyH0OjXo7gfOi -2mSHt2B+qUYZhf/hgtijnV1em4Vw/ULvN41/XAiqOQsfNuL9d9+seTmJ+9RU -txJbWyEUkUcJoUIuXH738toDayG0dJsdVKZ5MGnNvbl4gxCMxuRcnzF48C02 -pub6OiEw1e2cDk3hQV5101t5K9TP1c+uiqI8KP6TOXlmLeZJdm9gkxgPfkf8 -XfrPQgg5FhsuBEjwoNv/e2jQaiFIEKn78lI8kOgMaO42F4LspuUjDdI8OCId -rOZsJoTV01tN/GV4cHY2ndBiiv2yeBI/YzoPxLRnUKtWCKFGTKf3/gweTPG7 -FlVhIoQLl37bec/iwT9huazGMvRPjWVPpsnz4IHS8pKspUJQZPGsa2fz4GiP -iYPUEiH09Y192DuHh/ounRJpKASHiBOHJRV5sFM79fGIAdbbdlixWokHJb/6 -k331hWAgxX3lPp8Hq1VL9rF10b896pLElHkg//q9nZ2OEJaJSLhXqvDguKH/ -msaFQuhWaTNxVePB3KDdq020MW8HpOZP1cB67921KdEUgn8akb2tyYMsswN7 -FmgIQXrjd5md2jxI0wg/naomhM1rMhVFFvFA9npvpaiqEDYW3ltSpsODqO78 -b8eVMd8qdrq46PGgTq522dB89IPzYWdoAx689Zt7zmse6v2gXHPpYh54SrV8 -7VDEemKMpjsb8WD54iaXzXOFIBB57Ust5UGiyNR2oiCEknnDLSXGPPhVl+C8 -bLYQyqlMUycTHuw4tf1zsZwQBrrgrnA59vecW9yCWULwHglaXWLKg3DJa4Zp -M1Bf3oVvt5vx4I2hcr/YdCF47vMLEZrzwMbwXXG4jBD2GFeql6zmQZLZw6PD -0kII/hXL374G+RLbsc1XCufT23dTuJYHw2tVzDgS6AeL3x8rseKBcn66wVZx -PE/ScZfTeh6s6TQyeCKK3y/cbU1Z86BWZ9x05VT0R9N/a0pteGBbx3G4LYJ6 -GdO1dt7IA5mG7hANhhC2SA7tpDcjvw6JFVyiUA/lG47d2sIDa3HrbhmhAC7J -Gd90sedBQd0VnZhJAcQG1fEYDjyYfk8q8vdfAbSMvFMrd+SBw5qEj4F/BPC5 -/Vzwzu08yIlV3NwzIYBjazhvpjjzYB+pebzzlwAWH366qsIF57vQ3bZtXADv -srfedd3Jg10/JdnrxgRg+z3MVMwV5+H5MPT+iADOXF3descNv3fzkLLhsAAK -e2/67d7NA5UJjXc3hwTwfLh8huReHvxIf5eu9F0AVr93PbvrwYP/7p70SBkU -gJdhaYKHFw8+pM1fKTYggOvPr7pO8+FB4/7KBSe/COCC0HzFPV8ezAwxkR3t -F8BrKkrVxx/x92KpfX0CUJkSqDBjPw9cZ0jIfewRgNvqqYoPD/CAqeiw0OmT -AIJ6rBftO8iDjg2RNs+7BLBPd/l6+SCcV3ty8NpOAey1eXfw0X/I99+nb9Xy -BZDxn8qNg4d5kPvb8Yc+D89jzeudG8wDpRkCi3yOAObXtS5tDkF9n4zKUWQL -wNVSN+lwGA+MT7IZKUwBVJdZ/FpwjAfETjRUrEMAXYslAp4fRz4YMcZPvhdA -vuDMt7BwHtz0eh459lYAw/bkhEYE1qO5Z/aBNwJ4vLNidnskD4S19+u6XgvA -wHFXw8koHijs4vjuaMP6g+CwTjQPejY3qLS9FMC9/s6lHTE8cG/f27f+hQBi -hoGOieNB60JS+6BVAGua3LmGZ1Bf6az0pS0CiEurb+Kdxf67lJwseSqAqZfY -tecSeDB4Z/Fh1WYBnJJ8ULc8kQe9X3wPX3yM81/g0dxzgQfOFlsiZJsE8E/6 -eWdKMg9if37MiHskAHHpv2IWqTyYtW3evUnAeWwbMRtM48HIRWF/cIMAzs69 -E34pgwcHpePVBh8IIDvTrHVDFg/mj9z296oXwAs6WWPsIt7/Qth99j0BFKdW -JFzL5oHuQo6CY50A2KeuCO1yeeArwjzVUiOABVNcT/27zIMzvgfG19wVwJbt -/dNK8nDeWakhdVUCcCleV+RyjQddvI204R0B2JgF20+9gX8fmXKxsEIA1pZh -IlX5PJB+7GWmfBv78dPu8d4CHvwdafiSWSYAv+R/KTJFPNDffvWGzC0BONpE -BTwo5gF78dR9cSUCeOvM37a/FM979dVUUCSA02NyNnPKeDDtmN3s0EIBaO7S -sm0u50HGUX3Bt5sCSCCzXIIreHBtduywT74A8vbyD6nd4QF12fEH77oAfI/E -X3pdhfx3SvvjdE0AIkumv4q4y4NLCeumv8oTQOn7Y7L6taivs15GG64IoDLr -iTunDv3t0jf3hlwBRFWO1Z29zwOuWGeGSY4ALruJq654gHpQWcEqv4R6ekNn -9j3EeRqMamtfxH5s6VbIAB58jJQ5nZeJ/BUtLbB6hP64J75fIQP1utzdcqSR -B5bzXHckpwkgU+nP16uPeSDJiH8nnioA3sDpq/bNmI+7xd2iknF+3ROegqfo -V1Hc778vCOD+SvclZS3oHzVU4uFEAUwzqJRxe86DRXaHTQYSBLD+1/gvyZc8 -uJdpMOB1TgB/X+t9v/cK+fRxSSn3DPrTuPOw/2seLDgaHuoUL4D3V0PoOW94 -4FEhvuVVLN5f+tyCp295EM98Z2AdI4AjwRk2oe9xnmv5SuS0ACxmXYrU7OBB -80o1OdMoAWzQyGx6x+QBZ/YVhTuR/683US6GzYN6LXst3Qis51zU4aVc5NuD -JWvywwWwyPkwr5vHg3WLNvjMPyEAudMeTqkfkX8kLiPzmAAe2m5lr+3iwYZ3 -w69ljwrg22eLgOFuHnytjVE4GyqA5BwjqWs9PChqMN/HCMF5XNaq3drHAzVz -heYTRwRgqqvyH/WZB5tiZhiMH0K/OaVsUvGFBwcGFl4L/A/7wcIH6gAPZjTv -Uv4cKIC2I8ZfZL+hn+7LL/I4iPo5t/kDfEd9LxJZxTkggJFdQa+DfvAgxT2Y -u32/AJJUr3Qoj2D9u8bjXvnj95TYA22jPGCERpvb+OH8YjSmnRrnwUqxeZOP -fAQQnhNhZviLB4XeD56ZeaPf5H4J7ZzggWOvR95dTwHoPfaF5D/oh50SUYs9 -0J+2/pJb+48HOuWVB4v3CMA9MjdseJIHYzedfdR3o38kuvRfE/LAQuWn32U3 -ATTVLfJ2pPlwNSQxRMEV9bxa7jtDhA8TgrkXUnaiHtznxFZN4UOI/KVKqR0C -GHdcvshblA/ZM8U7Y50F0Ol2mC0nzgfDrd5zKSfMt3utF59I8GHrwlL349sE -oFi41jtUig++46xbYw7IHy+mufY0PmjM/C4atBXzxSBZjSnDhyRWz4EvdgKQ -X79f/ux0PowV1HO8tgggpc9PfuVMPoy/D3LmbxLAVYdzagOz+BDRKODs2CgA -2SdvzHPl+fD4mU/AWxucR6Sl9xYFPmxcf13MzhrrI+yLgjl8+JpeWfZsvQAC -n+aybyvy4aFcym6rdQKoenN2kcc8PpiorVZssBTAFLUbsTMX8EFCqaZzxVrk -99iX703KfFjt/rOyykIAJef2+ISo8kHd+l+iwWoBGKpP/aKlzge35U+Ci80F -oCbgHGNq8OHteTtfDTMB7HTtVTinxQdSkOGZZ4r5eFytyWwhH4p6svYprhDA -+dz0E98W8cG5wPFEhokA6qhVa/N0+fBlU1PW9GUCyOqfJ+egz4eXy/obEpZi -f1OWjTEW8+H24/ofokuQj6vPdFUb8iFz52r904YCiDeczfVdwoenTgHBkwYC -6Cjo/DTHmA9cRatmtDyo6P480bqMD3clidqYrgBGNQyVTi7nQ2x859kgHeRv -ee3GxaZ8eDJ67e/XhegX5FR810o+LL1DH/XVRj/NPd+eZs6HLs1JQZemANZG -cxduWM0Hozspye4aAthWcyhxwoIPj+4/0GOpYb6FbRGWrOVD3I0Tb7erCiBN -7FCEuxUf7r9+HvNaWQASxTzJ6ev50FtQsmbzAgGEXE7Pb9zAh3fn5MWezcO8 -1sraFGKD/eqSYFopob/H9Qm1N/KhcXpsFcwVwIAw+hF7Ex/en4y5ZDZHAMbv -/ktO3MKHjgtTz9XOxvzcUB6wxp4P8iVTY5fKC4BkrXIe3cqHBSanz92eJYAJ -KZUtBY58aLp0NFt3pgDse50ddm7ng4F5X3XhdAGc8P3kKe2M/Yx5xlKXFcCO -N81R4MIHG848iavTBMA5wCg/vJMPlYWdlvOkBSAdmtWv6cqHTY4z4i9KCkDB -ON6A5caHEqtb7+UkUO9f3pw+vxtxT7lBipgAPjBP9Fjs5UPwldmp00Rx39kQ -vW3UAzG7U3h2igAOhHxtK/Digz9D6qioCO5vxXd27vJBfp9K/XOaFgBTi/dj -mh8fAhqC44XCSegxPJDxyB/5qH17QbhgElqkdluH7OfDpKYFmfg3CTl/a0QX -BfAhUFMtIOTvJKSvC3vLPcgH1RQntZHfk/BX52pZchAfWt596A6cmASr0SUZ -6w6hft1ulA38nIRPXYbnJg7zwSq97rT/+CScMss5fyuYD4OfZ3n2jk4Cc92R -3L2hfDB/emeT58gk3Le8f0/uKB/sc1MtPv6YhDnHD/U8O8aH5PcVq9yG8HuL -s+edPMGHik7JDaxvk5BQvMzT6CQfbuhe2eE8OAlT9Nbf7Y3gQ7mGf8jbr5Pw -+F+LfPYpPmxb6Zu79csk2Hg8ibY7zQdvTsbLl/2TMDtvhZARw4ffoWPim/om -gf9X40xtLB+CwiPtnvVMQsDDhAUB8XzY72p8Zf2nSchdFNiocpYPrOjpE41d -k3Ao7uWR9+f48M1nhtuazklgKJYuOXce/eqwcetD/iTE6ogLV1/A+88NszTj -TYKtoJc5moTzfvHhcR1nEqo460lRCh9S/m11MGFPgqPEorvuaXwoVfrUX8XE -frxMrp2ZwYfjOefOGHVMQl1QxNOnmXyY933d0tvvJ0HWZLQn/CIfhLGyn/Xe -TcJDvx+yS7L58OF9f0HJm0l4tSnMpj+HD+lbnwctbJ+EA4vOXsi9jOftq7Us -aMP+W2t3O+Shf6UXK2u8moTD3x2txK7xQXZdnuj1F5Nw13vanQfX+XDxW8Yv -5eeTYDLiYnA4nw9/piSMXG6ZhHL+0jrtAvye4MQvpWfYv0PX7XmFfJDa6iua -3TwJ1aP5Y6nFfICD1spznkyC4S3zQptS5NvLeZaZTZMQ+mm/n+AWH670fAqU -a8T6uwyXVZfz4cii7JupZBLchpKm76/gg/LMVX3TYRKatp/9rXwH9Sjfapj0 -cBL+R3F1x2P1vmGr7IzQkBEyK4mSZFaECBkNRIPMyB7ZIyuR7JkVESmK0i1F -6IsGSuQ957xGVEbDu+v3/P68Pud9z3nu+76u676emDPSK2MPp8GgXj9J8BkL -tM2sf6e3TUPa0QJyeicLHnjKrjd+PA22bqMWfCjRDnDd3EF9gvwnaKXr+mMW -hF2osL3fifr3Z0GHu50Fn4dtMy8+m4ZJl+eQ9IgF0jfvjm19jn6v5H2C6yEL -bqzcUXsHiG+vf3yNf8CCfJ3DWSkvkL93HM5gb2HBi0dpbPovp4Ec5KUTe58F -ZfciYn6/QvUGnVv528gCmoeYwL0+5Acasg+u3WNBjebpWrd+9L4dDZHMehZk -nTK32jw4DR1v6Cci77KgV3aBc+TNNAiWCe2m17IgYnz/66QhxMdNc+LhNSxY -falVcGgEfa81kptaxYI0zZmQX2+RH38b4gi9w4KeKyYXGt5PQ6PeZ+61Chbs -fenk7DaK/EKhTCK4nAU3w5QvbR6fhgPbNqn/LmVB6+eGiJGP0+BYaWwTWMKC -aK3Z0uQJtD/3SF/7WcQC5ttPw3qTiK8mda0BhSw4yUgW/DOF/Nl1cnUlH9X/ -d+V04zTyF+bjg/55LKhW3PzoAjYNp/IPZi7nsiD4OUtSkkB+0uy64HcL6VOk -Kvs9GflBj9KJpWwWmPjwiqfNToOpdeZz35uo/i17a43mp8F4/Ib2jxsskHWX -Pkr7ivz6g0qnTyYLLpeOrLYsToNl/1mT7+mIr/ymjZe/T4OSptyUdxryI1ZS -kOzSNOzKjYj8dp0FXs8zzT8tI3/yPq/gncKCouJzu2+uToOczsfxxSSkD5wp -c+zXNCxdG8/xSmRB/JS7DNufaSjsdD61GM+C+omynU/WpkHL30vJKw7Vu6PW -1J86DVtk6f8WYpDeBKP9lelov1jwEZ7RLPg+rVSHMVA9wQVDC1EssJmr/lbA -moZ46Ts9npEsOBGwpmfzD+3vAYUXC+EsOD0kVcbLToKNdKkBzzDUb9NtAj0c -JMA10j8vhLAA3/0rJYKLBL6/Pf94BrPgv5EqEc31JJDpfbxlMZAFpWHq9d+4 -SXBL6aqp11UWnArNt6rmJUFzeV70oj8LhLd+YXfmJ0H2AznwusIC9mb2l+KC -JKjDN/J+80V6TFyfM7wBPX/k4eTtwwLs63e/FGESHGiW7PjmxYIh1fbThqIk -eOGwS8bHkwVEwQVb2kYS5O0puvHdgwWzcWunWsVJ4NZzjtvXHc1Dy9/XexMJ -1uVEpv64yILjbO+zFLaQ4OGOb2J+F1jQpynV/WUrCYY4G+uX3FhgL33yb942 -ErA9fGp6xRXxSyjY3FqaBDqdm5aXXVgg75BYzStLgoqKrnJ/Z+SXxvECL7eT -oPJHw+nVs4jP8v7xUfKoX8pftl09g/RpdmL9/h0ksP5ss/DzFPo+1/aCZUUS -SKSth0BHFjRWzWnXK5OguJta+tse9TO0cva8Kgmur1dMDrZjwdxb28ptO0nw -aiY9dM0W/f8fw2t8FwnCZ5SuhtogvpwsM76pTgKxLEow9QTqj5SusrkGCfb6 -UePDrVig0PxBkkuTBF38yoX04yxQPuUp9VyLBFOrCU8iLVjQ7cnaGbafBL8a -eHGmGeKLVrb53gMkuPOiXTT6GPI7PsWQ7zok+K/7uuU/E7RPDnU11+qSIFfz -WnbsURZESZ6iuOqRwKEme5r9CAskaZTjkgaov5UvtRKM0b5ULGsZM0T1PBLO -5TJiQceahdxNYxIseYYwkwxQPzs57pgfIYGR1U9fbn0WbHn5Un2dCQkkl+K+ -Xj/EgsoLN9+AKQksx+V8+HRZMPHDMzjCjATLt95T03VYQHlos2ufBQlOPrpx -Q/AAC+x4zH4tHycBf6/drqz9LPDQs3ndYEWC2ZNyY8L7UL013vWXrEnwbel3 -Uo4mC8RzCwtlbRGfFQYNxPai85ydyp88SYLV+HKOvD3Ijy33VefZk0C78Orw -JnUW6EHNcxtHElisGVYV7mLBFQ71eYHTJPBS4YmT3In8y+u9VP8ZEoj39HqU -qrLgnEX2+QQnEnBahzrKqKDzUnza9F1IoHFhq3WlEtrXr9wl6OdI8CG90UZe -kQX6nLFJbW4kcD6j5lSjgPrL28kRcIEEsedyryjJs+COqsSNnZdIoLJzNr1+ -O9J/522lr+4kSLCRfKAmywK64MGRqsskWHHVIjVJo7wQxpV0zosEW7/vktgj -xQLOE2vHJH1IgCWuc2iVRPtzVljyoy8JXLuelGltZYFutj0j5wqaj9LRlfbN -LDhf27tgFUCCHY53zXU2sYAt4vwcXyAJRr+Qmp6Ks+Cf667VviASCJxY2KIv -hvZDixJfQgj6nn7PjW5R9P0uWw2DMBLE618WOCzCgpYvze6McKTHmU85vUIs -2O5u2PA4kgQ1PSJyxzawILRxHTPwGtKDn3DnoADS13p2pz0xJHCJen/Gkh/5 -w4Dm4PdYxM9Ye663vGi/WJSb1Mej+Qvnt9vysECDfOTdpUQSlHTnBoytR3lg -doeXXDIJvige33dqHTpv/WERUgoJ4FMn+yQn4ntSeV9xKgk2+0yPO3OwYOPb -g2mn0knAFfroEcaG5kOScBLPJMFw1sHiC/+YcJ5336H3N1C9ln5pcywmCNfm -qWbdRPM5ahnvyWQCxq+ndDyHBHuEx+K/05nwJVtlL28umucRzowrNCZoZjlb -9N0mQWT4WOlPChMkz36+mpBPAkNTsyfBa0xYOV5517AQ+ctRp0nqbyYcePbw -O6uIBM8EBLijfjEhlm2jwdMSEvzVctD9t8qE6wHd5WFlJGB3PBAWv8IEWY+u -Dfsr0P/5W7rWLTPBSIc/41cl4vO3Tv7UH0ygGdzb9KAK+Vm2w3mB70zw/lD2 -wK8GzeN27IusRSasWsyf3lmH/CR7v8rGBSYssycLL94lwUWZkMK8eYQto8bq -Gkig+vmQ6NY5JmRef3P3UiMJxs5ev1U6w4RcvuA0+fuoPwYOUtvJTCDtjIjA -m0nQLl3dXI0zIfDYVFj5A6S/21fMlTEmuLeXJDk/RP02bP9xb5oJayPPKiTb -SHDzSXCh+hcmhC3pDU60k+BU8T3Lh5Oo/97bOQqekOBMoj2f9mcmHK+4fMyh -kwQfhQJGOj8xgTwnVir2jARHPjNK9D+ieguU2D50kdD949fVnjEmhAvfCcgG -xN8yexuTUSZcqUtaPfEC+f0HmQOD75nA/eRDzIaXJFDqPKFk9Y4JiSWZ24Ze -kWBylZB+P8IEu+ZHr9P7SDC36aO0wzDqh7l5nHk/8oNBFaXP/zGBbfCEGe8g -+n7dJ22XN0w4mtIn0/8GYUvcmhhgQtGXZq6UITS/M0ZX3fuZwFASpB4dIYHd -lbXixT4mxLwg0bjeIb6r/B3y60X9WafC9+o9CYKVHXh+vUTvP7GonDCK9C/A -NA/tYUI3TcHBeJwEekE/bjO6maDv9jmb/RMJWtiUF2KACbtw/qnuCRI8sqk/ -wvWcCSfHOrViJ0nQwX3l7vVnTKgu/Fps8IUE51+GiAk+ZYJ6Wp7Iv2kS3N7x -/Hp2BxM2cfbdfo4h/o4Yr5N4gn7vGqYcTZCA+zxHWlE74te/+wN6M8ivY+gS -Mm1MCND1DmfNkuBEv3Jj1UMmTATc1+6aJ0EhKc1MuZUJGv/Cua4tkEDOQ3q5 -sQXxz3CEdOgbCY6z4yUazUwIzWkeYH4nQaP1W9v2JiaE2G7rebZEAlHqgrBu -IxNqv0gMRK2QILlI7SM0MMElu2L60E+0PyZzao7UM2Hzm04O1i+075ylogbq -EF++uu/r+oP00Nt/xqqWCSyT2pBrFBK8ac8x+lDNhLYjEX16NBKcHgvbc6oK -6ctgRuEvnQT5vWFKXyoRP27PZj9nkoBn503F8xVMaK6OEYz5SwKPpme75suY -8Hp24o0MGwb1S4xDPqVMMHxktJmNHYO1XAu71WI0rx8Ubwzh+qP1gSFFaJ4G -rL5uDgxO1YoWMwqY8N8ZW5VKTgxGnJIGY/OZ0LREyYnjwoBH6B/7+jwmpDYs -cZ5fh4HRhWtG6blM+KWnHWW8HgP8H+u68C0mpJ96z5DjxiA9PfrT7WwmcDV0 -x3PyYCDRxFSXvMkEaYJDZAbhLP6QrIobTKhvKax9xYvBAauvazsymRDfm3S4 -hg+DG9ts3O+lM6Hw7ev5JH70XPr+lz1pTPge53rLXQCDrQymU/t1JqSlWpuY -CmJgdVZ3RjcF6T+/gE15AwYy8+6BL5KYsN1Jp4dHCAMR02t8polIPyma6QsI -T8tH1f8X/399pJwdFMbgsqKbtW0c8rsP+zXviWAwRVH59zGGCc/tjUQzRFE9 -RqNtztFMmP1XR/XZiAFbk3MQOYoJC/Hec5ZiGDDJLw96RjLhclbG5G5xDHxu -cvEuhyP9jvN/EpLAIN5JihQUhubJvTi5gnD+T/4uegiqb1Rp/t0mDA6xhu7E -BjNBeamX1roZAx0lt5vrg5iwcV3vxtwtGCRKvkzKuMoE68Ed+4K3YnA8aTVe -NIAJ80tfnR0kMaAILaYUXEHnkRe6ob0N9cejIVfajwkRWwt7N0thEL1/T321 -DxPeJaRw0RGWUw3vVfVG/BeZNJ+URt9bil9o8WTCt8DcgmcyGCirW4hrX0b8 -cH70o1QWfb9w5FiXOxOEYnTNY7ZjoPBZMPHwJSb4pqned5XDgL2M8/XABbR/ -NOK3GMtjYJ1zX8T6PBOKFQ5nyCtgEHFR4OK4KxM6JPzWr9uBgWTP1udO55C+ -OzivzyHMefqjDNmZCSNdXCL9ihiofjRI9XRCehsPqKxXwuDdog19+QzqR5uF -TroyBo7G/IEhp5nQwH/rk48KBmcyPH8xHZG/ZRyLsVLFoCbUKzLBgQk8Cz67 -9qhhoPuQn5/PnglSo2xkkZ0YWC6Z37l5kgm9/7gqfiF85NMOo022TLCQjrg4 -tguDR7JF86XWTNhAuO55vBsD79Ca2wonmBDN6uAsVMfAM+OoxT1L5EfyydMR -ezAYFwrj2XucCRfX9XU7aWCwrfXg0BNzxH/HiAb9vRj8J59eaGCG/GqwqlhW -E4NmcQ/fPlPEv42Hczm0MOg88N8xSxO0L4hTuTMIS+o/URs9wgTVH7PFffsw -2PVRWeLsYSb0zCw23N2PQUKbJA9hxISqqMsv0rQx+JJ2g93TEO03j3MknwMY -qPDGcKzoI72efst1QgfpiVjkC9VjwijXMw2NgxhcHBjZ+lcX7aNt8u4bdTHQ -8Ffbm3QQ+YX9+jt/EG5OZVgL6CD+urnPfjyEQV+/XugtbSZ0/jq8p1MPg1xs -uXrrfjSv7vL4En0MPBKFPldqMeFjZMRUtAEGzzyKJFQ0EX8+jeq5GaL+6t84 -06LBBLW05trDRsgvnn6t0d7DhOkj/JsUjTG4k1tHfb6bCVbPvt7gOYz6FdVv -a7IL8b362IZvCI8omz0aUmPC+xa120NH0PwtlaTsVZkweDtHvuUoBnvLXTOn -lJlwjDu6I8cEA98PP7kuKjHhQseSQ7ApBlrlkwnfdjDBxHWW4XgMA/rjzXyB -Cug8LefvHjTDwOZDXT5djglOzh5OUuZI33XJO+O3M0F72+9NbBYYrFto7eeV -RXmmkneSQDjlhKpPtjQT8iru1vQex+DjzUWJLVJMkB95F3rXEoPrF1b7KySR -3+NJNulW6P3Rh+KVtyK/T+/d63cCg80FA8Ytm5lwPyFb0sYa+bNHHt+BTUww -vrbIr2WD/KCmYgLEmXBz1zvOTbYYOHPPNZuKoXmamXDSEWYzuZg5Ioq+l2zO -9+Ukwlu2XHUUQXosmN7cbYeB+wEOF5IQ2t/7ONWr7NF8nKRsPDagfCbacTzZ -AQMvvcsWywJMeDnDdtXTEQPuXOx4KD/yC7fJsuOnkJ63JNr/42WCgL7ZB/XT -6PxJ1pdSeJgwo24htPEMOn/O4SghbiZc+47briHcSD1TlL+OCZdUNpRNnMUg -82ouyHAxQbfk7cozJ6SXjh/f6jjQvqSrWFQ4I39JuSizh50JPvStTQkuGIzd -Xjv95B8D7G2qJTzOIf6VVxYb/mWAfltfirkr8vNzF2b6mQzYPBXPttsNg94b -Olo2DAaQIydiRc6jehe2p0/QGNBg/obnD8LsqlsX3KgMyPx7quDTBQye8Mta -La4xoNMyQf3ZRcQ/M43Oq38YELhkPlx+CYN/5Ra7GL8YsD6/JSjBHYP+AZ+6 -hJ8MGGM9kvPwwGBTQo6ywCoDrCdOfTK/jPiT0tmSu8wAKqnk9m5PDFpzCQOp -JQac7Y87I+qFQdUlnvGa7wyQMeNRWkPY87FK4O5vDFjdrMGY8EbvNzmy6fEC -A4qWmONdPhg8fmvfY/CVAXOxPp2Vvhg4iDoF9c8x4FlybE2SHwa/++122cwy -QOCxToHnFQz4WvV+TJAZMN1fkGPpj4FJutij8wQDjgaW5WoEYBAr+jHuG8aA -S74WZeJXMXi6LsEhiMSAq34VzTSEVeQl9rK+MKB1V1n/l0AMdqrcEEueYkD0 -+aMLL4LQfhn/ytowyQCdV3kitcEYWCzIL+VPMMCJ75ZRWggGvNv1ZmU/McD3 -+8Fwv1AMig/tJdePM4BLLuuJbRgGRxlsX/eOMeDN+Zv/9odj4L+t7tfTDwyI -cDewkoxA8zgnt/7oewZMzJRU/0N4PtFfZvgtA3pv13PMRGKwbJFl4DjCAEUN -98v9URh8C4pyx4YYQPP7MNZ4Dem9e1+u538MpPef5tnRGBxcetL/c5ABu1t7 -XgfHYFANnFxRA6g/SibHz8RiYPpno8m6fgaky177pB+HgbT1/I0bfYgfdpd9 -5ONRv7Mjpzf1MuBQFA8PTwLyq4hhrcqXDOC3drn3HWHv/75kq/YwIPy6l8O7 -RAwizer+POxmwMbpXbztSWifPFR21QMGxPHWvyxKxuDrm3Pv+roY4PdyKikm -Bc3D3tzM+hkDSl8NnLh4HQM/0bnXE52Iv73+281SMTDu3WN5oYMBCrHv6bvS -kJ72KE98f8yAk43Lk6LpGGRvGvQOaWdACOfAKwrCzENi69jaGFCtf65tKgPt -84tcNakPGcC+6WHTi0ykd+sCi42tDHh5tLep9gbaj71D1JIWBmgn5rWlZ6H9 -lnynUbGZAc3pSr3+N5G/nBLzaGliQLF4+JR9NgZuf2WVDzYyIGAynXEwB/H9 -UN/yywbExzxXOdlbKL99Yn9uWc+ALexU63W5SK+33+V8rGOA5qhtyiLCW3U0 -/dxq0fwHAnpHbqPnKQrW36oZ0Fhsz9+Wh0GySdWB4CrEP85/p4ryMXh/sEnp -XyXS21O/+zEF/9evoVRqBQM2RNfwXyrEoGLi9JaN5aifXNX+5kUorwlRJUtL -GSDF6/1FvRjl0ezNO5RKGGBmwrARL8FAe0eH1oMiBhwMsR+mI3w9+6O5biED -jE5G2GKlaH+VBHj05jPgdb7XdG8ZBksCSWkn8hhg/Ffx6r1yxJd6oUcTuQzY -Z9QimF2BQdwBoZkLtxhgIMn9IKQS6T0ubutSNgPWme50crqDwfrjFx3DbjLg -cIyskHEVypcubUUcWQzoiZ4ZUKrG4FXc1ZmMTAa4sYVnCNag/RRVqLUpgwFC -MO3wC+EWCeX0yjQ0r2AJlYlaDIo2b/uqlsqAbJIsJ9RhcNI80KI9hQGFj//O -VN9FfA9SazNMRvzsaBlOq8dg0MV4x5tEBqiUa3f7N6D5vm8rtk9A/diR2+Fw -D+3TgoTNWBwDBta/7jzUiIFARH2xVywD5P+9fSnXhEGZwY4df6IZMDnQOspz -H+Wt1t+PYq4xIE3O98cSwlKl4hZ8UQwYf8W2YawZ8a0/aT43AunZx2//0xbE -V5Zxmkw46u9Yu3vlAwzuc1toNoQiP336uSylFflBSzGhFcKARxOfp30fYtD0 -Ym8BBDHA4sdjRbtHGLis32BnHsiATw+uhhxsQ/o5piYxFsCAKDL/sGw72k92 -16fP+TPgsn7iLu7HGNT9lGta9GMAKXoq9wfCb5epccG+iH9u4lyjTzDokuBx -ZvNB9VaqR3Z2YPBmr5V+uhfaHyw1ekUnmqfQwA4JTwbUqvPHpTxF+T4sZGOl -B+rn2pCQ3zM0Lx077p3uDFgRCK6160J+KePK/vgi0rsG+1Hd52h//M5nN77A -AF2ZwG/bAc0jhcY95Ib8N/dNIU836sedeLFTrkjPlvzWywh/2KihRHZhwOh6 -zQ3jLzAIrOMw9HNmgEf04dFnPRhEqf5xoZ1lAMtf707VSwz+eq5PTDzDgKHi -7WFpr1B+1dRqFjqN9PZsxT6gF+nvZBRW5Ij8Oeue7qk+DDIKpjYpOjDg5ntb -FYPXKA+O2No/sEP75fC8tGI/6u/rqYJDJxlAlHtuExzAQMgyjHhtw4C/1Z+3 -/0Z4k7r83pPWDLgjrKs+OYhBj+5kyrQVA1Iq0o/0vEF6NSoje1oy4JrokFv9 -fxiwNngd/WPBgAsKbCk3hzBYuHqoKdacAeq5Ox6FDmOw79BGSQEzBszI6C+4 -jGCwqvP9Rr4p4nOSuaLJWwxsdXt55E0YcDHBwnvXOwzahEqu3z+Czv/R6InY -ewzKk/02HDzMAGfD3YJMhNuuHCzqNUL8jhLxIn9A8yxiqdkYMsDV7Pvw4CjK -3x/bXk7pMyDGHXRbxzD4tebqdlkPzSsnvaVwHOXdfibXb10GPE+z2RX38f/3 -y5T7MQcZsEdItPXyJwy4XrGc+XXQ+aeH9K0n0H0ly2VjvjYDstqTPmh/Rvo5 -UTcstx/5p+NBf5lJdN8aG8u6r4X8J+a7GPcUBvK/5h0OajLg+I+SF0sIF4dN -yvdpoP3jejxk/AvSk/b9NZs9DOAoZOx9Po38mMNl5MtuBvyyu0epIaH9Xv+1 -yXMXem7n9CoTwyCG7XjOHzUG5NoLFQbj6HyfkqLiVBkguqU32JlA/eDI9RFU -QXnAJfrMUTK6r9oGnS9UYoDIjK7prhkMfhYpuOxQRPzx+qsrPovB7aY75x4o -MODPg74DLISTnb+768kzwDH8tt7sHAb11/4FDmxnwLtYb/OheQwE8Ylke1kG -WF43O9f2FfnZmfByXJqB+rAnqnQBg+Dnk12+Uoi/+bKVSYsYHCP9xWmSqD8y -ksO+39C+uInxJ29lQHCdLKfDd5Qn6qJ1RbcwwHtFw1D/B+rX2rh/2SYG+HSe -SFJcQvOwmb+nKsGA+d6I9xuW0f0hs+l7uxgDHD48VKIgvD5GSfPwRgaYVDES -SStIfzTbmBERBpxas118vYrBj/e73p0VZoBeZqdjy0/Ex+k25a8bGNChrDlU -8AsD+Pk1KUiQAeWpXeZxvzEIJb/6yiaA/Mz/zFvPPxgYJpvaZPIxwK6cz8V2 -Dd3fW/xgCy/i2/jwr4MUtK+1D2jWcqO8M16XLU/FYGalsnHvetQftzxtARry -j9Z6NeBigPCB4tnfCB+2tWyx4GTAP8nHxV/oGAjXph38xM6A2OHF030M5KeJ -5wYvsqH9JqIt28xEft0zcG71Lx2Ua0qW8lkozx14Tb/GooP38W29sX8Rf5/a -F/Mx6RDb317l+Q/lR7lAo3w6HVQmfdJs2XA4dlTqhzyNDuomBuG67DgQNJuy -Fgodwt7s9lfgwOHxJiF7vTU6/N556IogJw48IbYig7/pUL3zcsgawgbft3xw -+EWH2oyHSSQuHKZsLhSRV+kgKyRT2r8Oh/zonR7+K3Q4HnLv2YP1OBw0D9Rh -LdEhNPH0TBE3Dg8z9omk/aDDX4aKWCIPDlulA5YkvtPhZLnUcV9eHGrH5d9V -LdKBvmdfhgMfDi03LDr2LNAhITBg1IAfh3bpudqueTqUqHxQUBHA4eS51ULz -OTrQxM9eExVE9al453ycoYMHg3eagXC0vc3Ni2Q69JRgJrMbcKA8q7y1iqP3 -PyM9HhbCYeLAmZJojA78MjwaT4RxuHonrIGfRAeh5DOtlSI4qH+gdxV8oYNS -20fddFEciqunx3dM0SHzSuxQ0EYcLq9s/9P6mQ6pYfYeLmI4uN/s2Ww4gfp5 -y5H3mDgON1yeGw19pMNAQspDDQkcfmtt9D8zTgeqwNwlyU04/PfjedX8KB2K -fgbKrtuMQ/AFmAr6QAd7qgZ5CWF3f1FJjvd0mMRl73/agoPRcptL1ls6UK4a -xfVsxeF5Z13dthE6JF/JdWqUxOFF0+yf+iE6BBZvNczbhoNFla+Z9n909LtR -tVgpHCJD9O68GqRDRPZLGS9pNC+Ok2y2A3ToJ89L2sngwCnfeIH0mg6kYGNZ -fVkcTB+a/OfTRwc+gdGdyttxWJcle5D+CvHBq9RIVA4H/hztppSXdBB3KHdh -ImxUkLpDvIcOWM7nhDl5HFqviVXd6aZDweyJB28VcEiWHt+xB+gwLco237kD -vc/xv6auLjp4kb4p1CjiUMX556DFMzqwC4t5ZynhsMhmNfSpE83fM7wjXBmH -NLWxi+4ddPjSsk34ogoOVq7X2X8/poPAvb9+Vqo4bI+6VBXXTgd5KdnxA2o4 -SDp5mQu10cH0v7ij8jtRP7/krpU8pEPTNYUuwV042H8h6lRb6XBnjUePirCd -jq3LkxY6XGOq9xK7EV+GsS0mzXR4YFdkP6SOw1JkxucPTXToeHVs6fEepA/p -kxVujXTYI3oo644GDvtu7fVebqBDO0fwgcy9OCR2KOteq0f1OP1eCNXEQemK -pjD/XTrg5M6q81o4BORYLxbU0kHDdeCS5T4chtmjBxRrUH15snsO7MfhXXFH -06MqOixavuCQ10b/N2DPN75DB1+Lxi+CBxAfB22T3lbQId2e6KYirCDVGOZS -ToeYvRcbyTo4DIjzB3wvpcPtu3srhg/i0HnL1y+ihA6q0VYlHbo4GIe88+cp -pkNr+JOK6kM4jJRoheUV0qHZLaApSw+Hb3O5iQoFdHjCDO+J0MdBX2vldmse -HYJFPpAuGeCQd/FIo+FtxAf3a+tsDJGeHLNeD9+ig/DLcM1DRjgILA3PO+XQ -ofhHv6eSMQ5nuNkFv92kg06T913RwzisT5TXDs+iw0r/+WUWwlePaLlz30B8 -527WXziCww4VjaLbGXSQ07DJGz2KQ4fo5g/y6XTgEjBfAxMcqPiccGsqHd6e -K3K5Z4rDs9Dik4bX6fDzl/FI3jEc2No0i4eT6TCadeRYvBkOsxFN805JdOBl -lA/4muNQ3rBe51sC0jfL/uRpC8SvHXpZ4fGIn84es0eO47BtyGqROw6db2Y0 -Zo8l6ke8jnleDJrXmXK5bVY41Ckz7itEI/0lvR7iPoGDXEX25odRdPix2yru -F8LH39CTjSLp4COtpUeyxkE7Q4s+Ek4HhW0R7G9skN56D111CUN+uSI73G6L -9HBKZPl7CKr3gkrVnZNovkot/pHBiD96ubE37BDfJTZReIOQP5icd4+wx+Hp -+iPxBVfpkGeaa+fugEPDpJaoUgAdTvOqWdg64vArdL627QodjOyUzPVPIT96 -ftrwiB8d2FZTbVRP41CYkzr93ocO5++edJM4g4P5x6A4N2/0+8NJ4RxncVi9 -skVlxZMON9NkipYQ/msQPBZ9mQ7HTOVffnZC51dLThb0oEOKcfbvPmcc7oiZ -Hyq5hPh51Gv3QxccGrHna6oX0by3NPuXn8OBI5Bo6zhPh/0prk/TXXGoaW4N -P+ZGh75TMRvC3HB4FLHL+OM5OpxzFPC6eB4H3yfWQu4udIg/zjNsfQHxwXIr -/tuJDq/Zgw7qXUR6lbr+OOEs0ouhdbPKJRxSBQtyRM8gP/5QulPCHYdQjmNX -K0/R4VaCcyuHBw4z2G2HPY5IT1tvGi4j/DgzxgDs6RB9Yf/Hycs4MH5w7LKy -o8MlJZuQfk8c3sxJyXyxpUPbHlyqzQuHC87D4j42iO9m80OV3jjIaIuKME7Q -IejQxeQbPjhcOT0vnGaF/OPDKdNIXxyW6y3Et1jSYfdEr/BlP+SPG/Sk71qg -/m9uJOyuIL/w6VDTNqfD9TMCXUb+ODTVP9frO4b80Hu+fHcA6l+juZ29KR1c -xfXTJa/iYHP27JWZo3TYJS8SwxOIw2jx0o3AI0if59wi/yCcbMfxkOMw4utt -9VgiCO1n79zJbCM6fLwZlTkSjMP5/js82w2Rn0qaVT0LQfvDWu1giz7iI3ve -i/pQHNq+qfkb6KH9L3Dxa14Y8pPYOw3Dusg/+R5tSgxHev2TseB8kA5xr5JP -BESgejUWdv44QIet3F+yXCJxyN7WFhSlTYfS0sefLKKQXkuXuvn3o7xwcpOq -zjXEr5JbIsVaSB+/mQmK0Wj//at0V9VE/mnpObcxBvlH86buDg06WCg727DH -4qCa+1PKbA8ddtpOvFpC+GbunthPu+kwnDdtOBWHA6tgZM5jF+Jrj2/vQDwO -YalDNhQ1OjysSLF9nIDOb6X8IlmVDg5/d36tTsTBcOSLloQKmk+dS3JOEnr+ -51tjjRKq57LUrthkHI7ctVbZp0iHz4JeU74pOGi84214pUAHwYtHc89exyHn -lLi6nTzyS+0WO7NUHBSVAp6Qt9Mh0v6elHYaDm93SJoEytJBMU17WSEd+b+e -yCcOGTqk3bEfEM1A+8bRxi9Hig4Z3usb2TKR/ztN8MhtQ/ms1Tx/CWHJ/XV1 -D7bSIeCwfPrUDZR3hp6YG21B/vL9ZspgFg5PBAR+vt2E8kJEbsaTmzh0TZWV -ukrQgdm5u6g2GwcvpSuWK2LIHyNdW3JzcMgaj2CP3YjOc111JP4W2tej0CEk -Soe55sw1/1wcxngPhZQL02EC0hTP3caB+/yP/epCyP+T5M5Z5qF6+t4xngvS -YfuIfYVuPg4hcvOvrATosM5rx6JKAfLzc2o503x0MFDIObS5EAemR8kFP146 -DL4pyV9fhMNXxQM6f7np8Gi3CeM3wmPJTNEb6+kgLZnlQS5GfL06vyK1DvnB -ubCpdyWIr6Nr75s46WA5wHGmuxTtvwLlDj0OOjxWUsful+EQVB9RNcRGh4Vj -f/1Ky3FYW13Mdv5HQ3nPf31GBdpHzqGJP1g0eCl4vTaiEun7o1TkNSYN7lkd -OeF5B+1Xi6lgQQYNJjNq2U5VoTxQ0xJUSqOBan5zp0k14tvbgtBdVBqEH3K9 -tq8GnedxTnTXGg3AouOYQi0ODsdKUi3/0EAo9+m2jXU4JPg+LPjyiwbXZzxo -7HdRfzaO3/P9SQMXAZheQdhMkeMla4UGnz6/+I9Uj/iXs286c5kGp2UCXg43 -4HD3sB9LaokGZvVDPV33cFhRbJC9/50GGsc+DTY24lCkPG+q/40GTW+yJ4ub -cDi6Tz5weIEGTpyM32n3cajUcbrj8pUGPCC2KaIZhxi5m2NLczSIGyYZebag -PDj1TCBmlgbN7M7Bpx4g/7LHTIVmaJClnPnAtBWHiHBqcjlBg10bA9b2P8Rh -737OQXUc9Sub94jiI9SvsL/C3SQamAQ5Fom34XBv99ez1tM0ME4/S+NqR/n+ -6PMGbIoGHHUSbr8R5mmIZvlP0oCan/qO/Bj5ibmSHftnGjTsbjP/8ATtD7H2 -+9mfaPBIt+i/ng6UD9eUBeU+onll6Ti2diK/+HLtSusYDYoYtxYrn+Ig9qR1 -zHiUBiLWDcnZz3D4FNhr8OE96r/LNbW4Lhx0/j1suvCOBoVrghP+z5H+j0XJ -/B5B81p0ynIFHH7obbudOEyDan5vK+tuHMSHszeID9EgVVVHwvAFmtf85/Sa -NzTo3Nw/p96D9k/YH4H9gzQoqNvcLfMSzdeflN3XT4Pyu2p3hF6h5115Wx1f -08DuB3vmP4T3nthSN99LA2fTktjlXrQvN17SDntFA8/rjChSH45yRugbnpeo -X/Gy8SOvcaj+deJC4QsavFgvcBP60T78sfhXpZsGE/PPa5sHcAgfNynrfE6D -TIpOX/kgOl+5m5FFFw1+c0cvZb3B4Zq2ztfJpzTQ+5YuE/sfDio33uT4dKL6 -Ai+e9h/CQe2WhBHrCQ3dl3hKXIeRn+3f/CvzMQ2MusLmrUcQfz2G70q3I/7I -t+savUX7REL7fPMjGlwIe1Gg8Q7lO01rGcOHNGDLKv67/T3KK/c3YW8f0OCH -zlFf0Q/o/hCaXu3WQoNVC5jhGEX3i5h6n5/3afAnn+/SL4QF2q8cSGiiwc8V -pSXyGA47Baa4xRrR/1U2x46Oo/vj1e+fqxtowC8xtbX3I8pjn8oe7KunQcT1 -oOdtn5Df7FlN76ujQZod4VU7gfjnhXs61tLghqWibP5nxOdQX4uv1YhvpkbT -KZMovx27tSe8igYXxbRqwqbQ/WnYegvfHRocT/0X5PkF6Zteta64ggZXwqst -z0yjvNaV9ketnAYZT+TVLUhovrycC89KaRC2NXrLIQwHpxE+zLKEBtsDHwns -wnGoZ6v4PF1Eg+S81zzSBMpTN7o/XSmkQdepJ4JCZBwmvb0+sxXQYDEzRZJt -BodNqcWk7Dwa2PLt37uKsO8nm69yt9G87ryyIWZx5CPpvx/eosEWVa2ID3M4 -sI8d5Tqag/wiJOneq3nEZ/eYTeM3aVB8tmO27SsOcav7dntk0eDq/bfKdQs4 -bPD0OEbNpEHF4f+CChZRHgIR99QM9P3lxoHUb2h/zO1N2ZpOA+3rgUqR33G4 -9Lb/3r1UGsTgsjd8fvyfz+8+HLpOg/63bSznJcTPDvN/Q8k02KemGXJiGfWn -ZO/uc0k0WOstpBiu4LB5Q4rrSgKqJ2Qxbu8qDppsJnlx8ciPRBTFFX6i+i/5 -jojG0cDf1/KB+C8chPcy+KtjaKByzs2B+zcOmOMPi33RNPB5dp6LhrDXoFFW -XxQNVs7YPl38g+53UWtjjpE0CBDWiJxaQ/0+zyu7EE6DodZ/h4cpKF9eCfON -CEPn2QTi3VSUN24bPecPpQEh7r/ygIaD38B50dJgGrTFbxytouNQ8XfCc3cQ -DW5qNXTfZiB/Va55BVeRvtn3tacwUX7W7ZGzCUD67370KJyF/FBVPZG4gvhj -qvrM+y8OQwsLXwP9aDDok/ef8z8cUnxXrNf50sCGmz57go2AonrDZ3neyA9+ -2PMYsxOwM+eTqrIXDYLXGjS1OAgIlGwv6biMnlNpHoqcBDTpfBSx8KAB95vD -NZu5CNDBddKmLiF/PZL6jW8dAfHrp9b5XUR+d+jNQRbC3GVPE/+dpwElle/W -8noCnErG12e70eAf57HfODcB8muqGXKuNOCKT3QZ5SFAoqJd7JEL0u9k97s+ -XgL+3QitOOqM3jfPsuzgI6Djsbf6x7OID9GHPtzjJ2CfUPaLy2dogIdccysT -ICA4bdaBfgr5e/0L6k1BAtKlPZbTHWlw4AdvYcIGAsq6N6ZLOdAgf6ujcYgQ -Ad8vLag029HgHG/D78vCBHRxzr0xPImeZ3O2nBUhwDuLO+C9DQ3Op18MshIl -wP2vxZaL1jT4NTxkZLSRgP0mD179sULn0zLcrCVGgIfTvsAUSxo8yH1GURQn -oGr/uMKW4zRofX0Y2yJBQOVg9kSDOQ121I6/E9hEgOoG9+xDZsjveEL++4fw -For18WFTGnx/Lff252YCzkRa87ma0KDn2Zep2S0ErNw8/2b1CPKL7rqfn7YS -ML8rKSvhMA3uNMSJ/CdJwPlj7Q7ixojP9j46sI2AnPFfsnWGSK9Fl71apQh4 -May7dMAA6d8mtLpGmgAjpYzng3o0+GBXOF8gQ0DkOJHtdAjlhWsjmhmyBHx9 -r3d56SDyx+qtqTHb0Xw2FhvF6iC/r46cvypHQGEmVUr0AMoLDr+s3OUJ2KFj -x6raj/z9VjycVkDzEGgk7dtHg+H9qjqWOwiw/8t69VoTPd/87amhIgF31x1r -Or2XBg5ifaZaSgSc3XK94NseGtA4nk0pKSP+7XmWfE2dBn+fD0VIqhDAaUyE -Cu2mQa4cc7uQKgFqR6nelTuRv/Mce8+hRoCsBvO8phoNKs1a09cQ3sH65tSr -QoPZF7pWiztRPyp6Tzsq08DRYnbL9C4ChkRTTi8oIn11Ny+9203AMYvdTpE7 -aHCUWfxfrzrij1GHm6AC4s9Ew8OOPQTs+bHDq1yOBqZ7v1Q1aRDw6ejVYI3t -NHAnNEsr9xKgd7gk4aUM8rtXzeW3NdF8v1Tm2ksjvj+0uZeqRUAQf9zd+W00 -eJ2+tfvaPlRPnzaES6L3K/FPB+wnYITr1Sf+rYgvbgrr3LUJIIH8n9LNiB8S -HvvOHCDActlObM8mGtzePupnpUOAfrr9/h5xGii7+DwwPkjAYrr8WTsxGvDd -3cPar0tA3sKz+DlRpK/J7bZqhwioKJFpChNB++29YYuMHgFepWaf+YRp8Mb7 -xiYxfQI8Zw7wlW5A/I/jv85jQICy17dD6oLIz1aesLMQ3qt07uoLfrS/cvMT -Vw0R/8VyGk7y0eCg+V3hOSMCZlXiZ2d5aDDy41vNZ2MC2Nx2yYdx06D37IUj -I4fRfFuzL/Ctp0GVv9D3l0dQ/ySaaku4aCDMu1ry5CjST8q177s5afCYndex -yYQAQRbbvhfsKH9on9p6x5SAt/77Yk+y0WB9Cmku7xgB45Obh2f/UiF5qPxZ -uhkB5tr10mEsKqzMFxbHmhNwKWomgI9JhUsPhxOCLQgIqe5/XUKngpygQbDX -cQJG756UVadRIeD9tyvnLAmYi0+IfEGhQhs2Fmhnhfxpp8PEyTUquIv/jTU7 -QcCmsgGdud9UELe6lK9vjebxfrIk7BcVzl0WeKxpQ8CVnjQO/p9U4Db+TVK2 -RfO/POpVukKFD0+kRKVPIn50tY+pL1OhqSHVcqMdAaFP1Q/3/KBC9p8DOTz2 -BLQ66T20+06FzNCdGAvh6aIvO+YXqfDfhkvavxwIWLqyoTh8gQqJheT8r45I -/2NDogJfqSC4dpd9+hTqf9+WzLI5KrzhaA/6cJoALr0VXo1ZKhiU8a/2n0H1 -7z2R+pJMBWZtQ8jzswREVGrxOxBUuMu4te6REwHOiWVZXzEq8EX2l9Y7o/ON -pUlEkqjwm9PMoNwF8T+LUi44TQWrYInF3HPIn+8RahVTVJC9r1GW5or8UdG8 -c+8kFcIzi8/GuhHwh6pm0TtBhZyfdnIh5wmwkE6edvxEhZpnLj+9LxAglu0Q -tDhOBYE3HW/cLhLAe7xY4NoYFXRZ7vcdLxGwbGZbJzRKhYd7PYos3QkoSQo/ -cuc9FUQsnmYd9kD+Tdswo/WOCusVL97QuYz4USmc/HqECqerzuepexJwNCxK -9cwwFRbvPK7b4UWATZj1u+//UaGe62KPpDcBPKVpETFvqFB19/KciA8Bmbiy -ouggFX769W3k8SVAxEhltLqfCu+0o83/IjzSnpqo/ZoK6eSbab/9ED/1j2kP -9lIhxvbfh8UryG/en//u9IoKSpcGFXF/5H9+H6uWe6ggyvwZ/zGAAL8N1c7x -L6gwQwn/OnSVgIymvi0oCICdjqvjq0ACTprqfap7juqvrB3pDEL+/3Fd4cEu -KkQIW9k8CEb1nJZ2GnpKBaHLjlN1IWgf9idud+2kAn/qS/+yUALCtmsv/HxC -hSK7WxtuhxFw+Jzmw6THaN73XrelhxPw7VpozOZ2KiT5u7nHR6B+hLNb3XtE -hdoEN9nwSLSfLUek9R9SYaqvn3wlCu3vtenVtw+o8FKyoMX9GgFWV3a/vtBC -Bd6Lb5Odo9H7256Wrd2nQkjcVXe7GAL+vkwMS22iAmEfc8IiloCa/BS7bY2I -fy8pRsZxyG929uxtbqBCwb0pPZ14Aq5H791oXI/Ov7r78J4EpKe08T+jdVQY -Cl62UUokYP3xxs8etVRQ3ibjJZ2E9mP3gxf0airE9T1PF09GeiBmGjKrEB8d -R9oFUghgtRzOk71DhW0PbL5xXifgteJ/CQ8rqJDXbqLCQHjSMCrQpJwKgebN -/j9TCfjAsLk0UYr840TGi4U0AqztLE77lCC+3Z2WxNMJYDd1P/GviAqcOnUx -nzIIqH5bYZpTSIV48tz3kUwC6D+oRjsKqCgflF14fYOAj8U++k/yqEDeOEJ+ -nkXAxo+0Qxa3qeDkGu7bfpOA2yVletO3qGBoV8Z2PxvVu3DKMCAH8eODfmlN -DgEHOhWPcmVT4Wr32cOlt5AeBdYfz89CfGdb+5mbS8B/U7/tVG9Q4XHwhsaM -2yhPKK+e68qggum6Wr/EPNSvH1Qf63QqtOd0HYzKR/6lxBdFTqXCRg4H4aAC -AnRH5TJDrqP+afsvexcivq8aVvCmUOHQJsFPF4oI8I8631aSRIVbSbsGzxaj -fHc16T/1RCqsur/vPVmC5v+2brYnngrvy5mDFqUESOe+ZnOIo8JbsaaJw2Xo -e08JqYUYKmQ1zKzqlhMwZUw5FBVNhc9HqzdqVSC/V+Z0EbqG/OvNd/2dlQQ0 -e3HF3YlEWBYCFe6gfbGeVrMvAvFPZVvrtiqkH+r0f/1hVLj3HxddrJqAVwaP -/pwNpYLCUriFYA0B9RMhssvBVMgPjKpdV4v4/VLBMj6ICm7Ggvx/EXZlPo0U -D6TCX4Nd4Wt1yE9jDzbeDaAC1ebLytJd1P8TZdO6/lRgOUtfna8noODSrOiI -HxV6zVaZpAYCHr8QNDvvSwVVhkP2p3so/7qJx/3xRvM4Za3+rpGA2MP0zute -VIg1mR4faEL6vNS5JulJhYxG9us99wnY2ntSq9mDCl7+T42fNhMg5/Yq0Nid -Co5hAtyPWlC+0OZrG7tIha6GP6OND1A+MZGnXr6A9LUU2ljTivJPhqAe040K -r5VzM8seEhDO/Tohy5UKxUYWYfmPkL+2Wf4ndw75hUyZz802AozzyiXanakQ -dTfTK7Ud8b+287yZExUOv9p6Nf4xAT9mS1qmzqD9ctokIfIJyvu2R9j8T1PB -74RIWVAH8vOF+zacp6iwNTOqx7eTgJ/3PlfnOaD50q6vuD8l4EZeL03Fngpz -UdrKrs+Qnu/6WnedRM9Z1z1Pd6H3YW/vWtui/1+MfmT7nICoQz84Zqyp4Jq/ -mfc4EMDxrNsl9ATSQ8wpj6Pd6Lmz2TM+KyqMcRqM6L9A85RJkiw7ToVnAkOG -B3pQXmS/GqVhQQW2eM5nGi/RvNg3kF6ZoX5ZkA3VXhHgK+14+NQxpHdb3xGF -XgJuOVrUfzOhwplrdzyk+whouPdVOOYoFUbbEng3vybgzpZdEaJH0PzJIm0i -/SiPVUjM1hhTwXrF0ot/AM3LoMpGx4gKQS8PqKwbRHr//Rb+M0B5weTD6l+E -pbpL1V31Ef/cpF9R36D7RAV35a9D6HusrRU//yPA4LaAWIou8kvOwaTvQwRo -lDZc33oQ5QvnncFzw4hfj0l/mw5Q4cYvYz9shID75PoQI20qnG3eEPD5LQH3 -ZLlXRvdRQTPi5rXRdyif+P7xuqyF9Ko3cGv4PQFXB6/OM/aifhMdD/s/ID3t -u3YpSwP14+SFLz2jyC+aRWfl9iA+h/cJd40R4LZfw719N+q/wYzl43GUjwbH -v5rtosJgZlfug48EpHix+35Ro8L+Eydn730iIFWi+ae/KhWe+tYa1E6gfTf0 -JZxLhQqRHx5XVXxG/pmVzlGgRIUer+sixZMoDzi1Z6gpUmFWakvq7Sn0vb1O -m0GBCg4fvfhufkH+KRpZYytPhfK46Ntp0wQ8oAtrzW2ngjO3vWoSiQDh75Kv -wmWpYHlyuT8GI6BvttBeUAbx2doqIAInIHn++tcKKbTvFq7KBxOIP6tzUVrb -qPCKx4V0hYz8l71VtH8r8ssi4RqvGQJ2bf1af3YLFcxS04MuzaI8qZNivLyJ -CmndI5auc6h/5zKn4iWQv6lN7zk7j/Z1BjVUQpwKk22PpRy+EnAK+sQaNlLh -q7mzmM0C0gv1T6ueKOrf+IjY8UUC3hxItH0njPbBEWEZ028on0df+XVRiAol -MTKaxt9RPnzTdpsqSIVNwX+t9X6gPChlr5Mh8P/9fT/swBIBM8EW0zL86Ht6 -6g2ay4h/o3mJD3mp4L0QP7t7BeVtnX07TXnQfvpXr6q6ivJRtcLY5/VUOOVT -E77jJwFm4hdi/NYh/mwLeS/7i4CJjCVVDi6U35jb9m37jfIgX+/H2xxoH9KK -Kjf9Qff7rJkkFXbk7/9WNm1cQ+eTtNjX9Y8CFgyZgg0U5D9Na7PWfyng81lZ -jo9KgJLpbP4MkwK1qQLt62gEKH4VswhjUGDr2puT7HTkvzcT/vHTKUARuMxg -ImxipN5WTqVA9lO8kcpA+5gm7qNJoYDNss7l30y0j57uU3j9hwIttwN2rbAI -IBIzvpz5TQHzklTmt78EfHbcXLD0kwJ9K/Fj8/9QntD6eDJ+lQI/Yl2ekNnI -ELH1tbDECgUqDkrVkNjJqL654folCgzxdxdPcpBhdd3eG3o/KJBFmJZ85CTD -P/56q3ffKMBobKv9wEWGeCkz4UuLFDh7mu/pyDoy/Dko/IH6lQLs4yYTb9aT -4c1FZl7GPAVOifiw93OTIbaY30l2jgLfaBGar3jIUELSlXs0Q4GT0UFXunnJ -UK6RvmBKpoBp5um2Z3xkkMihPJjEKXBLXG1dBz8ZMtljIq9gFJBZv+jSJkCG -/FgZE04SBeYs83seCJKhT+ijSP4XCqyb0txzfwMZ2purplWnUH3l3XUNQmTg -cktofP4ZPb+ur1InTIYTCkGRthMUyEy8/6hKhAwG9ECLuY8UeJQoYl4hivpD -jt0WMU6Bf6GXF0o2kqEZK1gSHKPANqtHOYViZLj+s+NF5QcK9K/9OZonTobn -W4jb+95T4LPbbs5bEqhfDkLeA28poBfjMpi1iQxC9wyMnEcowGaQUpyxmYzu -nQGbV4cooJtdH5K6hQzRRZUrif9RYKd739nkrWS4pD0ysPkNBaTuT5snSJJB -eolS1ThAgfDTvw7HbiPDFdgSY9hPgZ5T60yvSZFBuXHv2dE+VE+JuF2ENBkk -2wwPXO5FWHyHd6gMGcQmjSSYLymQ+kgrI0gWzVda609WDwXcvY4+DthOhqQ4 -8TH5F4iPyqe++8mRoZ5zpu0xUKBr2lfNR54Mh2tL8y2eUyAwJiXIU4EMu7wM -I0jPKBDPqHntvoMMx60HnQOfUsDkyKDCRUUyJJzWMebupICWxZ90NyUyQHK6 -UvETCrxjV2a5KJNh8dNzQfXHFBg4fSHMSYUMS9bvfve0UeDDkbus06pk6Fzu -nnJ4RIHBR5QMRzUymLSn9y62UiCv2FbRficZ4mrUm6MfUMDgW8eA7S4yuD1v -KBRtocD87d2h1rvJ8IWdkVh7nwIvMx/stlInwy9/6YCDTRSQ6z28YrGHDMUC -G12G71HAe/fcUzMNMkyMjVucb6CA/LPCbNO9ZLg75HFw7S4FvrieCziqSQbB -Py9V0uooYCV04OxhLTLwWi5ska6lgH6nwgmjfWSoHR/ja62mQK6doqXBfjLM -5qQwj1ZRwOydnr2eNhnG4plLE5UUuCrv46F7gAyRdXsJ3wo0f/3WBB0dpD92 -5XH2csRnMZEG7YNk2H7r8+DtUgp8Kkr9vE+XDIZOx7pVSigQ93KbuNYhMli6 -XGnvKqKAf/yb03v1yOBSZNlkU0gB6zd5d/fokyFRBK+ezacAkR3Drm5Ahnev -lErD8xCfB5Iv7jIkg1ObTJ7gbdRPj6Z3akZk0Jvpy6q8RYGHLr+PqRojfttK -pu3LoUBkldOg8mEy2LFLJg3cpICS6ry90hEyPF19GeucRYEN87nfdhwlw6SC -2LXVTAqUDbunK5iQYaCYNyIpA/nDmPM+eVMyVDneCd2SjuazHLGw/RgZUk9P -BTelUoAmCnWyZmTIvtMWZHSdAq6aav4y5mSY0twZNJaM9GrSbSxtQYaUDfpB -nkkUWDKIkZE6ToYHmgtBrAQK7JfwXL/Nkgxh1Woh2fEUEHkeTdlqRQaaG2fY -jjjkfztf/Nxyggynff0iOmIo8MpRg7rZmgxtr72uWUZTIEHrLfdmG6Sfq2ux -eBQFSp+Ubd9ki/jjK5QUHIn+P1F6VOIkGb49fZjKG4H0ljkcKG5HhlBn/EZp -GAVCBjUaxezJUHYyL1cjFPU7qX9powPiZ/nbot5gCoi239Ld6Ij0Y3yj8nQQ -BQ7Z5OaIniLD30NDd39cpcAdyze/RE6T4fPN9Ja4AApUVeqcEzlDhmX910/E -/Snw+DA2KnyWDK7Hol/U+yH9qXbbCTuRwfz+/UE9X8SH45+nhZxRvwMcRt95 -o/dVqAcKuZCBPTdw+pIXBdqlXogInSMDnwTXAu0yBVo7szo3uJKBg7bud6YH -BWr8/kfRlcZD9bbhUkK2ohIpFCoqkhJKyRYRKiklKaVQEiUUKUQhoYUIpfwl -srWIXEhalT0S0Zw5RyqaFUne5/04vzHPee77Ws8naUdk3Ik/mgSOqx0cwiPd -Pi2ZfSxo006Sjz0I3sP+XOn9LFzlZijY7Cd+XbG+VtqDhe0eW9W73YeQH2Cf -KX2AhUtrji4/vpfsZ3ZWlPRBFjaeHjCZ4jaE1ZmrAqU9WchRb7JNdR3CR5Hp -x6UPsVCxSmHXst1D2L16eaD0YaLHkvLDNS5DaF19I0rai+CV9vzU9p1DMP9r -mSntzYIoVym635n4QbBJrbQPwf9R4/XQ7UPIeRDGlT5C/LDva46c0xCWX5TU -ljlK/OiS2dN7W4fwSZJ1RMaXBeeMP6+NthB9a4mVyxxjIVlj0ucPDkMo6zol -J+vHgoLKrh/77Em+qhgGyB5n4WvshDGhHeELs7FH1p/kmy9H5pIt0Y9OLnnh -I3p7o62msmkIEhyXT9NOEH9OzV9RYj2Eyepu+6afZEGfFWBptZH4ec3joemB -LNy+G7az03IILbX7rsudYsHj2zsfX4sheGp4mMoHsXAy1fnsJPMhHO0qF8gH -s9DwQTX5+oYhRNNepTNCWPA8q/GftukQ/IyOn5l5mgWDwv0VWDeEsaYmh1ln -iB+7dTRsNRnCrPtxyxRCWVgTH8Fm1hA8yu7Mmh3GgqPJ/j8hxsT//s6UUDxL -8DvmLzvNiJznzRZVCmdhlUaJevbqIfydKC895xzRn6uq0WoDoq9nGfOUzxN9 -zCmzf79yCBnxsUZzI1jkvS7kwF79IXQEfd47L5IFw4UHQvh65PuTF6+oRBH/ -Dgy4Er18CJVh6e9VL7CwwyEnR1l3CIsSZsjNj2bhZ9Ho88JlQ+i9/dt9QQwL -m9J9W8yXEr2X6FWoX2TBVH7ij3ZtwofyTlXNSyxkziiYeERrCKlPf15eGMvC -itsBsycuJv6efVBicRwLVRVbdK4uJH4ZYhOnFc/C9AOWlos1iX8ZpsxZcpkF -1k071+fqQ/Do2Fq6NIHkn/vBAMcFQ3BzDnHWuUL08jT+ElttCAceThNdnkjO -u1V7O0h1CAFdM57rJbHQN2vKM2mVITzsig7TT2ZBQ82xMWvuEOwfHLFddZWF -JZV3+lYqEz5a1C5YfY2FrIHR8TdKQ9C6FydqdJ0FrRJnhT2KQ3B5+5ZjfIOF -I1KPlnEVhtBZcLpvbQoL4qPTLaNmET44ZH9fl8pCUpiPq9JMMn/eBoHpTZJH -qTUBBfJDkK3cIWmexsInW7nYDXJDUI9gtC3TWSi8tvNO27QhrBgd3L7xFsnb -U9eeecmS+VX9Y20yiH/y6hr/SQ/BjuP33jaT8F/se1+i1BDmef+aZZ/Fguuj -P+OakkM4dYn2drxN+D02MqtcgvDdfs+7rXdIf+mhltqLk/x67LRyezbRh2uZ -OWsK6bMV9bk77pL8CDyxK1B0CIl7Xy3adY/4+RKF45KTid9lmhW75pD8Ck2L -zhAZwocgM8u9/7Fw32dSxoqJQ7jw4xW1L5eFxcPWj16NC/GK1xh34D4LM9WO -vtv1T4jhhH2mh/KIXzBHegf/CvGwOnjc6wELx2yths6PCpEYMef1kXzix/bD -UrP/CHGw3eLmsQIW5Dih8x8MCyFW8eeU/0Pix8s7DNYPCeG1zNj9ZCHh7zRR -uxaBEFnLxLcFFRG+Xp6w7xBfSPi2z/F0Mcnj/Dcn/3KFsG/dtDOshNzXe8+l -BI4QPsG13udKWVj2piJD/bcQd+/XR0c+YiG+7lvJ0wEhrhw4VBj9mOT//g+v -bH8J8fn+1W+XnpD+knWms+eHEFbB21UuP2WhJnRgIKBfiOrmvIOJZSzs+ztP -ROK7ECZPrj29+ozwS0l6ZjojRIf67Jkp5WSe9scLl9NC1CgvP51WwYLSKiWj -l5QQ5hnffmU8Z0FPf6XtTpYQdQ+Wet2pZMG6SXTPr14hXlrIc+6B5M+0i77h -PUJ0eSWfu1/FwoQBnJ35lXyvXDyvoJo83/vuldwuITbuPvKyqIaF1dGrb6/9 -IsRWrVcnH71gwcE8sLjxsxD0hSq9slqy7wy3mgMdQiw46TJS8ZKFoymDjSOf -hNggvPq2qo70reUavXFtBB+JgHu1r1goO/RvUK1ViMgiQezr1wS/tUH/HjUL -cWdwTuj7N6S/P0ySsmkSIuYlE9TwlgUXbFLqbhBiRN/lbMs7Fl55Zyw8/lGI -N+sCrrS/J3lSGqs/5YMQ/cyq/C/1pL+mTDdNfS/EIZ07zT0fSH4qLrFb9k6I -w7OfTWZ/JP1w5ecdNW+E0L97ev33BuJHPxQ9tr8WQrn9R9SvRoKP8fej/XVC -pJeIt3OaWEhXtwwKfSmEtVHLCmEz0dO9Zeflasm+jtqn/mlhQbI6M/ZejRC9 -W0Mkx1tZ6D6eetWoWgj/nzsuTPpE3o/KFW99gBChxt+lxdtZsEhVvrevUogZ -5kszpDqIn8tk5QsrCB8lNI2nfyZ4K9wtvVhOzo9v6Z3ZyUJJiWb5vGdkf58M -k5S+EDxYC6qLnwqxmdlur9JF/Cw7tc7yiRBJ1UtmqXeT/Q1Fv/v8SIjZXhXM -oq/k/ePzz49HS4leqCm1S3tYSLWrbRYpEcJ0pXSeXi/5vFn607UiITrdGtIM -vhH/63rZoVUoRMohx5Q1LBZqh350VhYIUbr1SqYpRfpj+pmuLflCXNC4UmzJ -ZkH+w6luOk+I8G+OHzfRLOy/0NkdfF+IVZdbhA4M6UOv73TL5BI+6yot3t5H -9JHwset2jhCebxcc3PWdhb9du7+suifExX3c/L39xN8eWn9+my3ErbGoCQd/ -EDwmJ3/ac0eIssxvrt4/yfvEZ8MWbpYQoo5T6o79YmHKcsOGqEwh3srzVp8c -YMFnSsI7pQwhvAdyH4cMkv6xc01dQTrRK629Lvw3C5qL1lRtSBNi78TgpigO -C7F+cWVtqUKMmV89Fstlgb9iWbFXihCyT0IVE3ksfDyifP/fdTKvq0H9dT4L -UXO3ZyVeE8LDpOpSuoC8H5p2XNe8KsRrNyWnO0IWJrXfiXuWJMTAK8vFuUPE -37+WnNucKMSyM5biD4eJ3raLBX5LIH4WqcQtHWFh1DDN6+RlIZr7XtDP/rBw -MeaY69R4IfwemNFVo6R/bjhnfytWiNhPqb/r/pL3YY+P6/UuCTHZ761o/RgL -Vj+cltfFCNEQ1qzR/I/cr01ezSVaCHHJJw4d46Q/LBCbNhAlRJviyaivEygs -bFz6LzxSiOiS6a/YEykEfYn8MTOC4Pf1otxPEQoFZtLtueeIfu9+O8SdROHe -5JoXa8MJXlJKb4cnUzCce7ugMUyIXGW9VeOiFHQv5d04ECpEU5d2vqgYhU22 -X8JHTgvR7iyuIyVOwXyPnldciBBVia/L5SQovKnMc1QLJny8dmSr4lQKod6W -qx+dEoLlPSxQkaQw6j5hnnUg4ZuS1x1NKQqNGZ9Euk4QPea92LVUmkLE/Lf0 -sQAhtBdOUdGXoXCVaX0z2V8ImWt6v4xkKRz9OZx3w08IyYk2dabTKJxatjxu -yTEhRPzs7m+cTkE+7/SRqqNCCAbWptjLUYh367DddkSIf+eVk7bLU1hhbaHd -50383rD/uusMCmsPVIqf9hJizez/cjxmUugp3MCWPSyEjpZzjfcsCmaLG6ru -eApRdGqYOa5A4fw7j5sGB0n+SMfNDp5NoSj5X8A7DyGmcGduC1ek8Cn8pp3b -fiGO6yanRitR4F421OC5k/maxH9enkOBX942GrVXiKvfAjZeV6ZQI+LXqORG -/NCr4+GtuRSM3KfcK3AVAgEG8+/No6Ddkhy0YTf5vWRCRr4KBZcdSrZtLuSz -IbXwkSq5T3/yXK+dhO8SK8sr1ChsvSAyMOZM/CLy/M7a+RR8td2fX9lO/Kis -QeT9AgrHmwsuaTgR/ymY+6RZncK3kO87yrYK8dTP+2SnBgVLNVkNuy1kHuny -9SxNCjOq5v7ucRDizyXpWT8WUijdJv8swF6I7yP7hdxFFC50/jonvlkIu33o -/bOYwheHPJs0WyEqGlTbRbQp/C20nq67SYgeh5iOqUsoqA/Xtb2wFuLcwAhb -bimFs/PVbjpvFOLyI/8xpWUUVi3ZvueHJdF/8ZDKAh0KO6d7qIZZCDHxd5Sd -ti6F4fqNvXLmQjwPmR+1YjkFuT0iWfc2kN+7v3tjrEch5Xm8m5Epya/8c7PN -V1A40fdD+cM6km9HrI/b6lMI+6zQ4W4iRMgD1U/bVlKIujwtWbBGCLVTElau -qyjYTGqxizEWYknX5JoDBhTpE3unzDUied8nv/HoagrNM0ueF64W4miOQcdJ -QwodeW/9zQ2E4Gn6nQgzorBkMHtR+0ohfAOqlaONKVh0rvvirS+EQ/rijwlr -KNzyTokf1yN59PB+bMpaChk3H65LWi5E4BMLp9smFO4cPDuoqSuERu3oorx1 -ZH+vJG49W0by8Vu9WOl6Ct+fWW/avFSIQbXnnApTCneNTIZ6tYWYd/kt/XID -BccN7KwTWkIUrh6iP5hREK9fs0liMdHDEnPuJ3MK3a0beGkLCV7BxeK9FkR/ -zoIUXU0h1uuYafVbUvhot2VdrboQx1yGtvOsKLwodmY5LyB8ndoQ/3cj4Vv4 -pKgfasQvN39oFLWh0Fm6dWGYqhBGK3kqspsIH6wsX8mpEHzq1wXNtqVgoN9x -4N5c4jcLH3Wp2VGIPTF1kpEy8S/HbXbamynMntJ+q15JiGCXea/17Skc7Fln -6K4oxKytMzabOFD48W9dE19BiFM2Bl+tHCnM3N12OHqWELsdokMct1Aw5k6Y -oDyT5GeA+IJdW4m/lT9PfihP/OLV01aPbRQeFk9dZCYnxBfn1KSjThT8Gtll -bdOE0DQo2H1qO+G3nJ2Nl6wQBicEuuecKZQcNekYkyZ+ON9vWuwOCva9Tw5e -kSL7sZ8/enUnBWb/E666pBCOUlM5GS4U3H8bnXkqIcQur8Xc3F0Ez7Prp9iK -C6EVHP6vZDeZR6Yu7usUIUps5WdVulIISXoj7y8qxDj36+rXeyjESVjfmDKZ -5Glo38EmNwprvDbMSRURInN8aeaXvRTmPCxJWzpRiJvRRRTtTiG/MVW5elyA -bK0Afc4+Cp7vBKnb/gmwc+jk5dH9FIqv1ij0/RXg6IRygegBou/F44khowKU -OJt6TjtIYV14rpTsHwFmyUpSSp4URK8i4vawAHmrFX00DlFw3rNudOWQANdo -n3GdwxS2t2keeyMQQElb7JaRF/l7oT9rN1+AG7O/W1l4UzjwWN3pN1eAhGr5 -MXsfCvumGbw8zxEgdXX0c5cjFNr+/rdC4bcAfglWMQeOUkgIOJV5f0CAb51b -9h7zpWB37I6kyS8BepbmbQg5RuFZ38ITjT8ECExx1I3yoxDQNqnLo1+AxuVW -i68cpyCtt9JsuE+AFVPjlqb5U5jIL8u5xAgwYZX62pwAChUzEqaq0AIUvZbe -UXyC4BH7yLuYEuBnq03o85MUhrYuemfBEmCv35eHrwMpiOynF3X0CtBX8OJn -8yni10W/Inx6BAi4PXHl1yCyv9Vrvo53CyC993p0fzDRz+BHg6QuAajRSEYQ -QqH/w714zS8CmF784DjxDIWf9ZWsss8CRKgcfyUVSqGammlg1yGAboPfxtlh -hK+S96N7PgnAKvzQsuAsBVnDoHb/NoJfW4yPTjj5/YFwTbFWAQ47Zcsan6Nw -KKbqeGqzAGJmKpWW5wlfb+o/X9okgEXpaOCWCMK/xE7R6gYB7CqN1u6JJPMf -LLHd9lEA35Nd0l5RJB9ln11h6gWQ5VLfT1wg9z//qyX4vQDFllsaw6MpaJRv -miXzToA/MZq1cTHkeQ+anLLeCJDTuK8m5SKF2s1nk/RfC5C8Qvz93UsU9FK2 -fHxVJ8CTlwq9RbGkP5yzktj1UoCFtxInVsaRfYq4mg68EGBmc9DSt/HEn2Wu -BIbXCFAf/MGj7TLBP703b0a1ANV5V3K+JVDQzLHtzoEAQadrBQNXSL6rNcgY -V5LnTTpkP5pI8lLEa+2HCgG6nc+UiiWTfrNhtpd7OdlngqjGjKsk31rbk/ll -AsS9mJileo3opST3+YWnAkhI+C9aep2CT2M0pfSE7DvQpdzwBoUkzQCJgkcC -eC0s22mZQvziv8NLTEsFkNRJmLQ1lQLsPO1aigXYfa/nqdtNCq8lvX08i8j+ -7+YF+aRReNB+PObPQwFaN3AtgtIJnvdPZ8cVkH1dfzQ36hb5fDLquWq+ABfK -hROSMkh+6cW3lOQJcLnu8WBGJukfLVe+W94XYHKj8PuDLAoOjpf/dvwngBHv -yWDZbdK3MiKkj+QIkGsxOuHVHQrLS3yVJ9wToL+nem5LNoXcc5sXJ2ULkN8l -Zdl7l+SPiIq+5h2yz21dQQP3CH8WfV1TlkX276ZfNppD4c/3WDPbTKKHmfKT -JXIpTDfW3Pj1lgC4Euwy6z4Ftem5NsfTBTj707tiQR4FGXf5TaJpAuxY17d4 -+QOCr8p+6xupAry68/u2ST6F26bXLLRTCD9XRC20LSD7KL+/rvK6AKNi95/s -fEhh17lbBo7XCB+NXbd6FlLQuei7lEoWwIXJ/BNQROH6qzlqgUlEv5on888V -UxhYliU3NVEAcblu74QSCsGlYxPTEwRQf9mx8lYp8WtbnUGdywIIdnpJPnhE -+NC/4nNNnAATfyT8LHtM/CBC4oVTLNF34uaOV09IP5EsyO27KECIT3Zj61MK -rSdU4kNiiD8lJrWyyki/erzrmEw0OV91LpvzjEJ21V6HrCgBnHU3TJhQQfQT -vWSZfqQAe7onLZR5TkFR5LnEq/MCXLXYv1O5kvxedRpr5zkBvMPdr2uB5Fnb -gmc/zwrgnz/es7qK8G22MD4sTAA3tskqq2oKSh0R7nKhAgyZq153qqFQJ/lh -+d3TAmj1ZU/yeEEh+c7HcYMQAcb760OO15L+m3Th3dsgAVIOp42ffUny4QMv -2fWUAGvPTr98uY70WSu53b9PCuC4aZnWrVfEPzk9qudPCGDD8BoevCZ9pdKV -NTOA6O3Y/vPlbyi8y4q6899xAa5MDjV9+5ZCWdxOd2M/wn+YS3a8I3wPaFH+ -4CvAtsqnPcx7CibWgta9RwXYP6+zWlhPIXKsLJbnI0DV3wcFoh8p1J9XNY3y -FqDypE7OjAaS7x80ebO9BHiXuz9vQSOFhg9vb+cdIvsosSnXayJ6D5zqYOJJ -+FTEbjNtpuD6jPWn4YAA5tUr/zm0UJgcs+3Ofg8BlCeuWb63lfTxVhdr4T6i -1/gRX982CjkJ/J/R7gKURvs+C/1Ezn+gEj9nrwAfpTKmxbdT//8/HksK9pD5 -DGOOp3eQ/liv9ma9qwA+S3V6HnymMK+Uv695lwAiYok7KzqJ31U7/DngQvjD -Lu5+94XCYfaKy8M7BFhHJ/p2dpF8mJ6mdsmZ5OHiFVI/uilUGVwomrud7OdD -cumfr0R/VjyTwm2E/7ynh6b2kn6p1/1mw1YB9J5mLlL6Rvp/n8WWVkcB1NbY -8ReziD/tWtTu6UD0dwvvDCnS94PP7/qzWYCY8eECazbZt4HTl1g7kjehf9J3 -0iT/w2+6qNgSPI1f3jjMkHyz3tZWZCPAtO0uGUF9FB6HnrE3tyb7GXhWFPOd -gr/czLo2K5J/mn0fU/oprObPNjpsKcDTOayR3B+kP8lfyBs1FyD+9wOdZz/J -+4O7q1K8mQDTX1r6vf1Fwfp9SpTqBgGEZUWVnwcoOJkb/S5eT/Li94DCj0Gi -r7I1zhbrBLCNHj89+pv0H8WM8k9riX/coX5Jckmf2O4212sN0df+DC9lHoX9 -riGn/xqRvPyuy1vCJ31nHqc93lCAW06pF9YKSF+NrtRTWy3Am7dfFm4WUmBd -7I0pWSWAgddI854hCqozdnRbrCT+5sS55DtM3n/kVXXbVxD/ffjS/uwI6aMn -DcK89ATYdCNQ5cofCjFL09791RUgaYX4aNYoBSlN25mXdQRQvXPqW/Ffkr+b -LXarLRNgs8Tb1hdjJJ+uRWaWLCF6jh5raflH8ql/6jcLbbIfsxk97HHyfmLY -rNq+WICB3bJDwglsbPL7sttrkQCXhgYVxUXYOHdW/dpfTZLXq55sVJzERsG2 -3PfxGkRPaw6e15rMxq3OQxPU1AUYXPLvjbEoG2KT3JeXzCf80D6rbDeFjfCn -l90s1EheuPwK3iPGxrXv3IufVARo6bZk+4qzkX8+uuTwPAE8O+N2hUuwMTdg -c8eoMvGrgBddiVPJ5/82/I2bQ/zkfZ93tiQbjVL7lVWVSJ+SGBd9LMWG6eV8 -w+LZZP/2Yg9eSbPhpqy6zVxBgLIqkT0dMmxMyXrq3TZTALPz3Dk/ZNkYlDhx -9tAMkqfln9h/p7FRZ7Y18Y+cAPPiSspl5NiYYeyYFTtdgNdzL6SryrPh8MUn -f940AaYmbr2kN4ONZvnsx4UypL/JKEWaz2TjWz2/YoO0APvKOi9un8XGHeHu -qhZJAeoep6QdUmBDI/hz1cGpAhxc4vQseDYb+829K4fFSR9ZJ0vFKrKx0lS6 -7KKYAOtnvVHMUGLDY3dlofIUAWpaz+8qmsNGYvjpuwWTSV5kr899ocyGc5rF -9fWTCD9yJkxqm0vOv6EQ1TSR8Gvyy0N989hw2fvbz2OCAKdY8Z//qLBh1FPv -IvzHh+dhtx3Samz8EilYHz3Gx98Kg28q8wm+JfELlP7y8XKy4im9BWxwvhyZ -9OAPHwc8JytZqJN9eFn3rB3h4z/J0VfOGgR/C5VnH4f48J39L9xLk40DLr8S -3IV8vCiV2XhmIRs1iUUePD4fNWLLlBIWsWHScXhlJI+PstWuw7cXs7F09oxJ -Clw+RHzTvz3SYuOjYUH9f7/5UG0abH+tzcbGRauuGg3yURjj1Nm5hI2b9bk7 -3//i4/jzj98HlrJRJS82Z89PPsyuuk0W0WEjktrUMdjPxzzDKdozddm4vfhk -cvh3PuY21rouWs7Gs/fnbeX7+AiPTEsz1iP8fnJ84l2aj7TQeGbzCjaqm9aX -rGLz8Z26abJPn42D4j/dX7P4GO95mXViJRu+pselXb7xcfWm9PSYVWxwDzY+ -+tHDx+m1AbFpBmz0u4vtOvOVj/uDf+QLV7OJP8uNyXTzsbrzds4LQzbuhQze -zPzCh8PiI1afjNjo8E430Ovkw2rSLl6/MeFDi2LDiw4+Liceyfu3ho2S9H0H -nNr5eDbhnq+cCRvqhSeG6DY+fAJF12uuI8/nOUSdauUjTDVO2Wg9G2sdudOn -tvDRqWEiutmU8L3QOfVmEx8XixT/uG8g+A+Hqixt5KPyl+roCTPCz+kHsyo/ -8oHJTuIXzdkQsKaqOnzg47fqE7VbFmxgu/fN3vd80D4brYot2TjvGCnv/44P -U/mpQXVWbCSXb4+e/JaPdyZjjz9vJOef7hq5+prcT2nBxEFrNq4GKxxa+IqP -xY2nnSdtIvpOF2l++pIPjXjJZwq2bBx9n2ZkU0v4dLph0RI7NvJ+sW511vCh -8Pr9nfWb2ZDsax33qeaDf3OitpM9G7q3j7n+Ax+sBccqDzuwES9S/ORyJR+Z -lxT3hDoS/g5el1F7zseM8X8SSVvYsLVX3Vdczsea+2o1OVvZkBK3LjZ7xodB -2bmoim1svB+XHW95ysfGHQucG53YOK7sv/HgEz4+lkzWp7ezUW92LH7oEcFn -eOHcUWc2LuwSbYwu5WPzlni5aTvZWG6tO02phI/sgdUzNFzYsOQObMor4mP+ -n0XzjXaxobBmXcSaQj7qstzW2O9mo0dSpay+gI+Hct37PFzJfi1j+/fk8zEz -+O7VoD1kP40Rs3/n8bFF9ElLvBsbSVemmIXfJ/P2yqtm72VDy1vWSy6Xj71r -nweWubOxwCw97k4OH5EWpZ0f9rExNpafr3+Pj0WL/myi9rMx/+y6ty+z+dgg -n/B6xIMNKt+etf0OH7/0Ax1lDxI+e38ZZrL4cCsvpNU92WhLY00NyuRD2LI2 -2ugQG6Ka+xWnZhD9FKqscjhM/K5/h/rNdKK/EOffB7wIXz7UaC9JI3w/QD8O -8WZD5PEtneepfKSn18dc8WEj8Hy/zuYUwpctModzjrCRo5S95Ot1gndx7rbn -R9lo2fNG49g1PiQGMm2bfdmYs2LHnIlXiT+sEDh8P8bGqeDN0olJfGiX5LiP -+xE8FO6Pzk/kY/hmWehMfza6fh2iSxIIXnOX/KcdwIbV1+h688tE34cmdJue -IH75QayoNY4P6QcGqjtOsqF2i5VwMJboZXbz0aOBRJ+6SkeGLpLndze/iThF -7u+ZaxEdw8eEpcbLbwYRvqtfVlKMJnpaOfVuUTAb2TZvfuRG8bFw8QaN1yFs -LCt3KjOK5CPVgCrqPk3u56x3/t15PiYlcmwEZ4j+RFytd5/jY9th79+SYWxY -32yW/HWWj5yBLbfnn2Wje3Ly2zNhBK+tuXsNw9n4rZIWKRNK5n3tq+1wjvC7 -/vuajNN8qITliHieZyNrIPi3TggfN3Md6TMRZP/77TKrgoifBPm2JUeysVrG -zdbxFB9TVUWa86LYGK7P5/ee5KP249QvNRfYSDtvkHL8BPGDZxc5HdFsnJD9 -YzgpgI8EufPynBjCP0deW9JxPhZMFZiKX2LDUUvtmLofH1XNvadVYsn9g8JF -H/nyMZhlU7sqjvjjPLnrFkf5OJijO3tzPBt2Iw3qbT58jM66eurAZTYufS8v -OOjNx/UFQezTCWzEfmjQHzrMh9OE7j3JV4g/XJB+cuEQHx49tVReIhtNPN+V -sz35mDO0LPBFEsGTK3j43wE+2IFzZ3Ums9Hpnq5p6MGH87Ur1dyrJP/UPFLe -7CP+EhUbNPU6G3tkN4q7uPOhFSJrMv8GmW+qlX+/G9l/7hxZoxQ2/v7e8zl4 -Dx/55sU/HVPZMMiKWyvpSvw7vKXt8E02zEYa0m7uInmUfL4+PI0NzU+aw9ou -JL8KqxpS0tl4MjvOvmIHH5ZScT1Ft9h4dHPiHVtnPmw6v/99k8FG+dpz3C9O -fNze0q7xLZON9V+kTI5sI/zP2bnrTxYb6dsyIse28LFWxjdd7g4b4hEGb+Ic -+WioUPyplU381KpZfJ4DH7Z9LlZmd9nQO33MvGAzH0vqVjzcdY+Nx/+kTpvY -8TEx9u6CgBw2PuTde/hhEx8XfIuyY/9jY9zN+OseGz6S7+3Qu5vLxvOh11MH -NxI/8kx7//w+wc/eTi/MivgZc8a/LY/wdUOdk6wlH+tc/2kOPiDfFyw/kWHO -x77xeYxYAelzR+ISdMwIPyf3lqg+ZOPi7k85MOVD57ZFnGEhGw+2S5fbr+dj -+bTN/luKiF4Nlr79akL0FDl6wLuY+O9n/VbftSS/DewPRJQQvJTmfxk3Jn7k -ZuOXXsrG/SZu92UjopcVAzGPH5H+053dpWLIh3W/8cOPj0l/UFjV/tCA8KdC -v7fvCRt/dmZ/WLeKj6jeDhWRMjb2hf2q+qjPR3vCEu85z9jYsU/2odsK0kdE -lr3QL2dDtUssZXA5wevo14WbKwi/3rSEhunyESq1IcXzORtHRAL2yuoQ/5vp -rBBeSfDby1qbsZQPk2qV26kg/KlUVdBZQvx6Y7phaRXpV4LFPyu1yHlUQ1d9 -NeFP99+KzYv5qH9fHs/UEP1uuR7TvZDo19jNdmItGwFLhhyPavLhfqhi1pyX -xO/NlGb9U+fjWlzLL/06Ngr9/rXGLeBDlvqvcfMrNoTxWVfmzufD+K5RzaHX -xO8DJlrnq5L5p17CuTekv4zM+btGhY9mu5tv0t6S/jo0cP/9XD6e/ufT8/gd -eb7lKafdynwsc5owufE9eV7lo9EfSmTfcc76P+rZWGVwNz1EkfjJJX8/0Y9s -zIw2N5aczcf0GKdylQY2+qKvtKTOInlS/W+6USOZd/rFw1oz+ZD0PXZiWxMb -ssPaf8rkiZ7e57GPNpO8mHEiylqO6G9G8b6YFoK/yX6Zjml8RIRH/LzTSvrc -Jv6VQ7J8+Nmrn69sI31fXnP6sDTJ/7JEzY5PRK8+wksXpPjgjjS08drJ90v2 -iyhIkny160mS+UzyXMsr4J4EH68Hql0Xd5I+uEbi20pxPtSUAvXNv5D7Gphs -ejmF7Fty4my3Ljb0eVMKt4ny0TW2Vzy4mw22mfs0ahLJ02U3RK9+Jfk9buPj -L8JHdXuObGEPG2dHq1+ITCR+aHhF810v2Yd07azEcR4WxTnZ0N/I+4OE/QG1 -fzzoTRMGT6TY2P5y78PCvzwcG/d/qswm/WHmEH/dKA/l1xtEVtNsHP4ou+rj -CA/ys6RdtjJslNb9d3zPMA+3nmhVHu1jQ6IB938JyecyLZ2L30n/wpbu0wIe -AnbK5N/tZ+P6YTdpKT4PmS1tBtU/2HiTxTK4yeWh4VDkxy8/SZ6s6XLV4vBQ -s3VOwPAvNhhJm7CyQR58mlM0ZgyySW9dmLZxgIe3GiKUzm82dqcGlH76yYNU -jNPDTRzSt8aXvj74g4dg46sXPLlsqDCOnwTfeYgIqfE5zyPvN+rdvRF9PDy7 -0L0ng0/8LqaBkWd4eHOr37VcQPb5XfP7bTYPp8eZw5+EbGxQ+MpeTvHwse/T -Od4QGzKUsKvqG/n7lPL/ZEfYODTfp9G+l4dsx+RO7T/ED7PXVHV/5aHMfv+c -jaNEv8YH7x/p5uFU8+JDHn/ZOFlGX/77hYczyt+rz44RPQyWH7vUyUOo1+1F -6f9IvhWybJU+8+Aytj2tbJwNn3e71HPbeRCfKT63bQKNFLn5QwafePiP8/g+ -dyKNtO36L+taeTjZ7GEhO4nGkkMJ8U4tPLT9kfulPZlGh4L+VqqJB4v/arI2 -itKYumquvH8jD57KJ/YfmEJjLNH6w8QGHibf0NY7J0bj3b/HEQkfePizi5HO -EKfhbr1/lUo9D1tzc4XlEjQiN9iy8t/xYFjt/7N9Ko32Mt9La97yMERZDgok -aXwIfbfs3Wsefjupj8tJ0yjd61q/8xUPT5yklXVlaJQsW+DZ95KHcY1Jlnay -NGqeKP09WcvDRXGxM17TaDx9axor+oKH7euUqi9Mp2Gy6ppCcjUPvlImcnfl -aLS9nnlrfhXBu9j/WI08jc8OlSpFlWSfxys6v86gEZwWl7buOQ/rEhS3jc2k -gaDwGR/KefhlF9uhpEAj/PH1C7uf8WAwMNNn9Wwap1U/CPqf8jCh9InkdkUa -hpHz3YKe8GD+7fhTfyUaCsWJL8Qe86BesfH4lTk0tgQoL7hWysPXCCPDh8o0 -/tx4fka9hIfWMGvp+rk0OD/9m4uLeIj/fXKgfx6NoTVr1U0LechXqv0irkrw -clI49rGAhxFTvXZNNRqbJk144ppP8L5f02M+n8Y6OcHwjzweeq6fFO5bQCNx -M39l8H0eijbbK4ar01gaMXpEPJcHFfnN1hkaNOpDxbOu5fBwfXFA1HNNGlJT -FT+q3yP8aKtp6FxIYwdHa7g4mwdpN+NFfxbRGBg3Vja9Q/5e7GvsbC0a/RNs -jD9m8bBy5sN/q7RprMIWJ9dMHiTrH5xxWkLjpug2rx+3eLAP6JAIWErj/q1N -wUHpPOxwWHUncRmN1m0GkWJpPOTdq7Uu0qGxhzvj0tVUHqiKyLGPujR2m367 -tCCF6Lk9uHJgOY1yyfQLRdd5WLL+bqz0CjLvHLPQddeIHxlOObREn8ZZwybf -+mQeOiQyHDatpNGns3H3riTCj+Fjll6raDx6ddvs+xUe7m06Yx1jQGPS268a -gQk8PLZ+ufO/1TTKxv+KiF4mfmFoE/jKkMbV5cOfE+N4SHWXvk0bkf0t+piv -GsvDMolpn0XX0KDzwkIKLvJgHLhVRWMt0UOEmPmaGB7+cdv9zE1onAvxEHt7 -gYdXL7Ia96+j4eKc/NI5iofZyx+anF9P+NmTHMqO4CHqnEjZbVPC3679ev7n -eWgeT1tfs4E8T2G8Z8I5Hrp/h7X2mtFo3OpxMf4sD/fTHwROtKDxwOXKMuUw -ss/N6gvVLGnc4J6vzz3Dw/JNfaz1VjSsvhl6GpzmIf3LSP7ejTTW/i4crQ0m -fNzkEnnWmkbDN/riliAe/L9O9cq0Ifo/2zGjJ5CHXd+kdldtomEXH5Vy5CQP -79Lcd/XY0pjc/GP2aAAPTc5TD03YTGNYXiwp2p+H3N3i51Ttadya1SY26zgP -WfzduesdaFhkbg+8c4zo/bBE915HGuIno3p1fXmYOllWNXwL0ePu/ZaVR4g/ -yvj6Zm2lEaD44+4mHx6ONGu9r95GI+jYnAkdXjx8vmm26psTDXtN7raDh3mw -Kn6WL+JMQ2fcJ5vnyQNn7xW9BTtoLETMwNmDPGzgvq4120lDUctyhcwB4reF -+zw8XAi+kzKP39zPw2LGbXrkLhqXZK8+WLSPB6Oe6nd3d9Ngpi3ofbSXhz46 -JqnOlejvrdU0MzeiZ8uyQ8weGk8mTDRqcOUhxtpxk/heGvwA2z2uu8k8a7Ya -L3Yn9+tfeKbfhQezw1WrbfbRMFhw5VrgTh4alVPNvPeTv++NvD95B8nH2727 -Yj1oJPdNKruynYcpljfC8w+Q/YyI18xz4iFhK0o/HKQx3pL4Mm8r8RuFHYJB -TxpiJhkvVm/hwbRrv9n0wzRCBNoVLx14UOSybul50bhQserhFnse7G53iG3z -pqG17XnaVzseYo0sQ0/40NA98zzCx5aHu2LaIteP0DAe1vccsSH62B6T9PQo -jYpINfMoax52BuzT++xLg8s+O0d+I5m/4En36DEagnaHXxmWxB8cL96Ye5zG -vXmXy5ZY8DDpQafbOn8az04ani0zI/49NV/fPYD4daadqeUGHlZVjM86f4LG -j11v/jat56FSunXK3ZPETz3vF7utI/y3Wzb5VSDB/9zAvp9ryfdvpGS/n6IR -4Z0kHbSG+F+D30LJYOJ3vdeKRY0JHwv32C0NIfq4LXRMNCR8e9py1v40jQM+ -hT/mreaBXtVa7XeG4DdWHZa3iuw72H1acijxjxmLZVavJPtsCvZ5HEb87Sjr -Wu0Kkhdx89vaz9Iwez2g6KjHg+zoTrvRcBp1Xzde79Ll4bnX/Ka558k+/AZl -vHR4YLTPeKyPoPHQuOescCnRW7z35P2RNApHZv86t4SHA70DRZFRNAIPXd8q -q82D9wnxI/9dIHlovrP05mKi19Syle+iacKj3bKLFvHglDlJaiCGRs+KWx6l -mjyUfmIGp10i+EG5dL0GD4MJnr0rYsk891rH3i8g/Ug5omd7HI079+pMd84n -feWdya+geOKXQb/C2Ko8uA/cEEu/TEP1s9VTPxVyfluSTlUC8Zfzzf1jc0mf -aNE9wLpC47luvMJFZTKvkd9/U5JopN88YTJrDg/nd2wfWZxM9h96we22Ig+u -4b3OdldphCVVBy+bzYPDlBm1x64Rv05WS3g2iwdtw8G1yddJHhvdzbCcyUOX -d8DLJzdoKK23yW2S5yHsd7ZLZwq5r6tM/h45HmwUz439S6XhZTt4v38a8afV -0gXz04hfvOy/fVKWzJtp5WOZTqPr7L9kERke+rP1VnvdInwzWBQeL0Xy5PrH -6fEZNL5lHfBUkiT5+05lpCiTRmZgqdU9CR6mJ6kPtGaR+Y7JzdcTJ/1qw9ff -I7dpsM3PCJ9PId8vdZw4L5vG5TxurbUoyZe7ISob7tKYsPtYXOskHrZN2Lvp -4D0aG6X59u4ipF8ljEdczCF+ejJE6tcEHmbd3/W+4D8auXaTX5wa52J+1gm1 -5lySh9ax/pP/cVH+ZnPE0H3iB2rT5yX85WLxqT7+nAckj2ISauaMctE0wdx/ -fT7JZ0Nx95wRLkye7hv3KCB6Z58Y0RvmQplnkRLzkEa2+adLlUIujKcMri8o -pPFiqtZsGwEX8ZZuwqYiGv6/vG+18rjQkrhRNlRM/CwrdZ47lwvLO6kXlUtp -PO4sufHzNxfrvA4dNn1Ew9vhkdSpQS6SSkS2H3xM9FiSFjxpgAt2i5fDpSc0 -zJ95fov/yYVwwe0dhU9pbFaYYa70g4siYe7R1jKSN6EZGXe/c6F653zin2ck -j+6ICXT7uDgaplurUkFjxNDGvILmgttbNMniOQ1tvkecFZsLJTUJR69KGkaR -Tg1NLC5CkwweXAaN2gxF6T3fuOi4bDLzURWN5cICs+89XEw5ohL7uZro1Ug+ -IOArF2LnOqdNeEHDVcX81ngXFxM0A+5o1BI8ndbVXPzCxarCfrNNL8nnyyI9 -Mzu5mH5qPfdYHdlX6KWhzA5y39aTBddeEf40fxJf0s6FrMrlUxWvSR9dx5Z/ -0sZFaf5Fh29vaMz3L5q9oZUL8Q6vVeLviN+qGCnUN3OhNqKrtew9jYu807I7 -mrgwPNitva2extvMwImsBi4KTwUYB38g/aJt4a8jH7mQieHvyPxI+p35pabh -ei54g24RdQ005t7MKDr/ngvtKU+f/2yksS9630WZd1zkqP+bLN9M+F7euDvl -DRfe2StcDFto+FD9i9Rfc1HcvfO5Wyvx08K8gYI6LhqXHF8W1Ub0/XF6geFL -Lsz6zuQ/+ETj9y8lz9oXXGR6hRo1t9PQLK9VtK/hIk/6ROtIB+EHJVXXUcXF -Ru39oaqdJM8UON4e4CJ4rs1Kqy80JER8JQefc+Fjov3nSBfht0NEdlAFwbdP -rD65m+RL4TKDyeVcDJzozS//SvD44P0ivozgaVqW9q2H+N92Q2vFp1y03k1I -kfhG/FOQ/PrOY3LfsUPZuiySL86nTZc9Iudlmz13psh8i36VPC3h4gNfjQpl -0wiVZ6uYFXOxzEZU8R5N+lKte2R9IRfj4wO76hnSX+i9lPNDLt749Tzg99FQ -V+9Z8y2fizWjnyWV+2l8WtQV7/OAC/Xhr6fMfhA+3HL6LLzPRUjtb57XTxo5 -ulYq4blcuFTInEn8RfgY/dBV8j8u/hgbz3g2QPhgH3v16j0uqjICy3oHyfN0 -O+tU7hL9mr/0keCQvtqcwsm9w0V3pMay5VwacayXM/Vvc5FdnTK2g0f8TNx1 -RWUmF37bFnSe5ZN8/bHbZmMGF443X9T9JyB9Uv+FS1M6F4G8kKoGIY2W2DiP -3WlE38/sXg8P0VBJK/OkUwlf7Yy6VUfI/FMtPI6lcPFIwkzE+g+5T9hSlz/X -uXhrd1jfb5TG+tvHrCOuEX0HFgSk/KWRpSSlJ3OVizmU/IvqMRqel8fkbyRx -cZmbqtL/j+RPzoZBtUQu6AkWF+UmMFCV6HiRl8BFyhH5ScYTGYjsqryy8jI5 -77rYxf0iDDTNfu9AHPn9l/kqsZMY+Hv6KFrHcnE47WBN6WQG14/oNjddJH62 -ssW/S5TBpFHDqN0xXPwQO7JiihgDYWmUHn2Bi1E/vYk64gyOrJ/R7htF5m/W -6HKWYKCzoefkSATxn0sbX52dyuDlnj6Z8+e5mDh6E7mSDCKNtDKlzhE+n1Wr -a5JiEB50R+vaWeKvpz9/HpVmcAOOBSphXJywfz2mLkvOL9TTzj3DxdSdP5dt -nsbg4KBZlt5pcv6I1dHA6QwKVc5Pqwgm/pn4pTxTjsFa6tcpiyAuSs7nKbyV -Z/Dqa/jnD4FE78seh/NmkM+la1buOEn4yR0bUZ7FIFRUOaY3gItPehFnLRUY -CPzntnn5c3HM3mbmsdkM+Fkmynw/Lv7lOj5NUWQgvfzMrjPHiJ9l3zz8QolB -Yk1b0hRfLjQzFi/+NYdB5tDGl5ePcKE79lc4ay75e7/Gwdk+XMipKjSvn8fg -3Mcj8re9uOg8HPTcS4XB3pI5utqHuahdo/E4WZVBc0W7RaknFwtG5zyvVGPw -5tLtbWsPchEg5tbUN5/cByd313lw4Vo7KJBTZ/B2eIur/X4uMpI/LlyrweB8 -q75zuzv5fee4p6cmg/kCRRv3vUQPf8IfX1nIwF04vrJ/Dxe2zs7yFYvI+YGU -kr8r4ffW8FB6MYPbCi+HR3dx8WXLxOFp2gRv/4yPES5c6JW1hxkvIfzQ8suQ -3kn00y8+6+BSBjM6DA5dc+bijnXSs4RlDGqVOYtVthP/NA46Uq7DAImpVM42 -cr56xTJal0HXp+U3dLdysfqQ679pegxqokvNyxyJX3nv+WK8gsxjqtpv6sBF -XWLV64P6DBQyjke/3Uz0uSHyxZWVDJLX5KpstePiek/++4pVDPoeVT/s3MTF -UIMxxRgwCLlXttrDhguNIN2p8oYMwnLjn/3cSPhtEmdiYsTg606TlSesSL5G -bQ0/bMzAbkvdf2MWJH8eRzQlr2Gwfqn6zChzLlJXzNerWkvOj3AKljEjeeax -NPOHCYMNPOf2a6aEXw9zlBXWE33ILdZRWc+FdXBizgZTBrnBdaE5Jlz0aA2u -P7qBgXfd0lc6a8nnhehLMWNgG79b/Kkx0denSRkvzRmIeztsWG/ExZGsyv0c -i//jNeXE69VcnP7xe9VcKwadtWcyHQzI/eamzbbeyGDF8eLa9pUkj9KrxU9Y -M+Am3+7dq88F07RPLMuGQWrtpqE+PeLnGuEz6jcx8L2RJ+q3nOAxNld3xJbB -6RxIjehw0VJt5KKxmUF0dKRU+DKC5+f2REd7BrOa/kyWWMpFVsFIxxkHBseV -5goTtLnYnnNL574jgztD37/O1uIifMmbpLYtDI6N76nJXMRF5L3gKZO2MfB8 -FZS+aCEX386UXtBxYvCeMvAr1OBiw5xTCru3M7j/89ra1epEX0zdo2hnBq/9 -k0Wq5nOxY9PtfY92MHgss6zKSo3opVBy3redDEod3U9+VCF6DZ3cJ7OLQUOD -tobzPDKfanyV8W4GH1Quve9W5uL7eG7OIVcGhk2nfQ7O4cI3cmf61T0MtoX8 -mzygSPJkzq2sGjcGiwqkr52YTe6jHVQ6uJfBqbEclbFZXMSp/GxV3sfg3ejb -rIiZXNjvGxa12c/A1ThAWWoG8RvXDPNADwZGm7MuJ8lx8fL0tyvZBxjMq7Mf -VZrOReLiF78aDzKI0T/jdluW4PNxw45xTwZlWgsrFstwodK+r3HJYQYPDDdN -L5Ii+3+ovtPFi8EcLr1ntSTJr+qYwQveRL/UUDYkuJh0Kin5kQ+D2VkhLEtx -cp91ZhtZRxi0PPFV+jCFi+ZzqVOn+xI/fNpo7STKxbaC1E6TYwws9TL8vkzi -4sFSi3IfP+JHpa1X9otw0e9zMzf1OAOPD8fv90/gwrT91r3X/gzWyASU+41z -IOh0KBYGMLgi8ql2eIyDcKr4vfpJwg/DlLqwvxyc3VMn2BLIQML0adWUUQ7y -HscuDT/FoOTe8pK4EQ7RlVjAwyAGrCGRWzOGOVj6yOBNVzDBr3px+E0hB4Ur -VZZKnWYw+cqd3fMFHGAjMozOMNjHPaKby+Pg9S5FtcOhDDSOR/3V4XLg9mVZ -0fUwBjvT+qse/+Zg3eqJDnVnCZ/+Xj+zdpAD864rY/xwBqIqsXq1vzjwN/xW -tuA8A5v42q82PzngP+NFbIlgkNJqEtnYz8HUhld7wiMZFIcNz9/xnQMtxs2q -MIr4s8Lg026Gg56jz02+XmDQo6FqdYDmoL+111wmhoHyqpj6HxQHKpc+7Fx7 -keihcaHtcRYHp8cizvhcIvsOH6kZ7uVgcdqUwpuxDKo/jC4P6+HgYNs2zts4 -BlUblqSIfuUgd46f6Z94Br0HoocvdXEQ2Lk7c3EC8asqaQe5LxzERCrK7LzC -IOtzWcaNzxyUxfx3MTqR5Pmai8y8Dg5EdkjOeprE4KzP6YV3P3Fwbq9ZIZPM -QIwX56bdxkGY/JadCtcIHtsrLhe1cLC/d/V0q+skD+eJPjVoJucZjXw6eYPM -03Cg/XkjB/oJyfn3UogfcDt/mzWQ+22RSmxLJfNIHpj49gMHMjz3yClpxI8y -/0k41HMQ+e3ahVXpDA6vuje17R0HDokPbhy8xWD11p2Tdr/loNk/++m1DAZ7 -Qmbye19zkD4cxtRlMvBa0f7F8xUHLonrNYayyHzjt57/eslBezHjt/AOgyke -ntf8azmY9f5kvXM2gy3UMs+RGg4WOQwaRN8l+TOJpxNWzcH2oi1FT+8xWGBZ -9HtyFQd/3W8bfs9h8HypZ+7FSg5yWr42KOYS/1kr5zLtOQcTT0sF2twn+h56 -KHKtnIOut4uXhOSRPtS99s6cZxws1zf8nfeA6Ol4mXHWUzKv9poXX/IZHDVQ -fa/5hINH8/XvSj9kMC3fd9uDRxzExs+/ZlLIoGjb3ZblpeS+38Sv+RYx+FdQ -afukmIOxhL7szGLiF2vKKtYUcSAp+6KmsYQB53Sies1DDlY3pAyKPGKQ8Nsq -wqqAg9SNR7X1H5O8m/Wp8/0DDrx+mp488IQBc3St9pY8wlfdWQ3XnjL4EXjq -+KdcDoYu/Fz9uoxBbGFk0e7/OGAfqiscecbA+Pq+vt57HFy1umugXUH4cl9K -wfMuB8M3Ltbvfs5AyTN87c87hJ9NgcfjKwkfN1Xu8rvNwa5DRzWrQPpAa5Wf -MJMDToPvd04V0Wd4VFhIBgce4WfKF9QwOPROKnLCLQ72Dd5Ic3rB4K+u47nI -NA4KEl7EXqhl8HupY+DUmxys7fx3qewlg4UmUz0up3CgbGGb+qOOgUFX0MYZ -Nzg4b57/ZO5rBgFR6eop1zh4b7+Asn9D9FB6fHjuVQ5Cuh6qnHtL+MoSvrid -RPzDY5tX6TsGY5cWXliYyMEDF7la+j2DjYtFNjxI4KDP4McSxQ8MJq6M4Ote -5uDn8Z7sTR8ZlC/Ku/Uojsxzjqcd2kD6zZmA9UaxHNh+1agpbCT9N7+ro/Ii -B6HjpzxZTQzidCgvsxgOFuwamDOrheTlmUjeqwscTPG68HVjK9m/DPxtowie -2RbFIW2kv+yK/9EQwYFNuFZywSfS1zp/uzidJ88PMojsbWcgO4Wq7ggnz5ty -NHLGZ4KX4wHVPWc5oG99TLbqJHzWP37yWygHOypcS4K/ED/SFK89eIbo9ZNi -b34Xg440dYkfIRzwDonO6+0m+5N+aeEbzIF8v5rXjB4Gm3/RQbxTHPxuPvbS -qpfopfjC3cBAcn4GTyfkG+nfjdmvR09wcPhVXm4Bi0FEpTErLID8vjZV7xvF -4N6AtWCSP8FPtubtTJr0hdb3/y74cTBbfcFxa4bkEVM9LnmM4B2CRWf6GNy8 -pjl8+SgHjy/fGCj8zmCd8zAjf4T4W+fDF1Q/ue9N/Y/Xvcn87VP+m/2TwUhb -e/4cL+KnIhk3bX+R/hL87XzGIQ5EW4JunR1g4Dey2XGBJ+HLqxuFpYMM3Grn -zMo5wMFl57HGvt9En3aWTVoeRP8TckXmcsn3k99HFuzjwHlN+gZHHvGbXfd1 -9dw5SL7QeSWSz2BCTXfTIzcOgl0P/C4TkOf9d9DHcA8HFYZr9gwIGdwKWzdW -sZsDixvunfOHGbQ9Ohi5fhcHSoI2T+cRwpdnHZNrd3Kw9336pNg/ZL6xqyFW -OzjwTn1SUDVK+t3PG9/fbif869Q4LPjLYIfg6+bNTsRPpfr1tP4xML9wKK9x -Kwd290Wl3MbJ+4Ss7vi2LRxYLg/mJ03og+/oCpt2Bw7+m2f98/XEPqx66he7 -y56DjEF/3phIH1KK6ZfddhwcU/srsWJyH+Y4JwjdbTm4tpylc0i0D8x0n3ls -Gw5S0rUOpE/pA7U5cO0haw6MWM25TWJ9SA96uPWHFQdbzvaMiUn0YffYdPej -loQPXEf3tVP7MM0i7QDHnIM5ZYtbjkv2wbV8k3uAGQerHA9v/0+qD7ffzt02 -ZMpBvqFcX5d0H7q/yJoEr+dAgqMRIy/bh7e7VFTGTIgehHcNraf1ob7Qeihs -LdHPq6SR0Ol9mGgRWyeyhtyf+v26VK4Py8Kp2Egj4ofvKnP65fvwrt7eRtyQ -g6Nj/66qziR/n/Tu30UDDnSGi5O2z+rD/dVO96VXcdBg/CUzVqEPtpr9tgn6 -5HkbTz+vmd0HtRcXaLkVHNxJS/4+rNgH+ZPagVeXc3C/TFNDZ04fHt1t+qeg -y8FKFf1jB5T7sPlp8JnUZYRPdpVvb87twyd5NZ7yUuJHL+v0m+b1gTf3hVuG -Nge+U+wLxFX7MGS854WaFsmDxB0G69T6wG4anJu9iAOT79THE/P7cMzqhK/m -QuL/sYLABwv6IBz78eQ/DfL92CUdlnofYl0ch7TUOUiqyBUqavbhV9Xtpfnz -iR42OdQ7/I+CKw+r4W3Dtn5ZIllbpVSUpVRCRRKRUIlS0kKIVqJESpJWZSkS -ooRolexyoyhpoagkSjrnzMyZOeeUSgv63u8frrlm5p33fZ57e7q6mk0hOvmb -s64a8bt5Efej5xA8LBkKu6dKzvdj2Z0X2hSCZaXSDGZ0woqJzu/RoTAhlM15 -oEzWq3QvnTeP9LOtqHixUidGjqoU7JxPwTB9S/EThU58ln+jdHkBBfnpdXdN -5DuxP97erU6XgkGuZmrJNKLv34OKxiyk4PFiQ6jZVMK3ZL2p5vqkP/lrHF9N -7gSneyL6sAGFD18naltMIv5q6Dum0JCCzu1bnWUTSf00fqUJFpF++/93z1KW -5LvIqaaqi8n5k+fvqRjficufP7MOSyicO6QwZZ1MJ2yuLspLXEphUUD5o/dj -O3HF1ejYW2MKWj8NN20Y0wn7q19c/plQ2DLP7WeNNNGXbzPXGy0j57tj4W37 -Xyd+Zo639ltOIeZRK/1xFNGLAxlOt8zI/u7rudmPJHmt9lvw9xUU6gYM3n8a -3omPy8tuTltJ4RvFn+8wrBOZqx1+brSgwH6xjG78J4G7V4pe9CqCb227xq1/ -JRiaG3kaqynYGYyc0TwoQexUtYHfluQ8ds7btg1IsPhuQJDeWgpL2uyTWvrI -+/6BI/ZaUdi7hHuy/bcEJxid9Ix1FGKLZ3393iPBsoxUq2ZrChb53V1u3RI4 -KrwYNXkDBX7Y9uE/uiQobrpSa72RQkj4tv92dEqwe5fR3ZM2FDJGs8N/iiW4 -vjohucSWwv0DMt07ReT5oWuJvXYU8qc+belgJVBSDEzVtaewwqrr2S6hBPuV -pIu8NhO8exad5dMSBMVt/5qxhYIsfm/fQ0kgJwqe8tWBQl8+ZlJ8CdZXO26f -spXCyzjpZi+eBPYF/x5scKKwI7sqlv5J3lfymxHtTCFqu4zevnYJtC7dvvBy -G4UjQ6VVTJsEwwtzZwy4ELz9lLh5t0rwWhD20MCVgvP2M7TwmwRrK1Rdfd3I -/dfX9vq0SJD65czU2+4UHu9SbmObJfh2o76lzYNCxOWRG3y/SOBaQN9X3Enh -68NNhVyjBEknP6Vt9qRQMFZ6rF+DBCNyU84m7qKQSqs4iz5J4Je/ILViN4WG -m8nX/eolKJqSkT/Ci4LtWa9voo8SVO8RfTLdS/Tz74WJ/h8k+K4nPy54HwXG -RMVYXCOBbr+q3T1vCupX+5z8qyWYu076ttCHQs1+rQDxe9KPvFoZLT8KimOz -Qv0rCR5yj5xw9yf8f+AXLq6QkJw/ZvTlANKPssjD/uUSyN8Ku/p5P4W0qLY9 -4jfkvMXNKycGUghdc2KDf5kES6JV+9YdpFCxdbe2+LUE27I3lkQdonBFOm7Q -75UE8Zl7z70MooAMplQECQ4OOxA8GEzuH4w64fdCAuH6vT5GIRRWVzsuFj0n -55lkt3//EQoH+lzbfZ+R/n/TOZV7lMKplamR3BMJ6hb33RWEEr78Hqbk+1iC -vXlPW9XDiF7uvJDNPpTg2btADddwCrc+bJnn80CCffKaIZeOU5CLN70lvC/B -as0P3z5FUPjbsmaad5EERqFBmyZGEjxOPBTKFErgdEeh0fokBeWAV017CyRo -XvLMOzqKnG+Vzlw6TwKFRy4TS09REDbmBnrlkn4WDpX9i6bgecCySHBXgh/3 -bsYax1Iocunm774jQc0aW9egOAr93+/L8W9LYDk0zKIonoKU+Qn9Xbck2Lzr -yWJRAuFTpYtVR5YEatJHTXUSiX+8WuGw84aE6MEau91JFOz95jq1Z0hwyGBm -UOYZCounKW7yuC7B2C//5Xw/SyF8aIx5W7oEUZI/YsXzxL/8+zTdrkpQLj1q -tWMyhd257cO+X5bgc67K3fMpFMwH3nx0SZPgo6+16ocLRD+uXkv9mirBhC+J -WTKphK9ffbY4X5TgTyi91OoS8e/fOqO/pEigQ7m0RqVR0DZsLHRMlsDmDpP8 -+jLp52c/m4ZzhB82yc5DVyjYzBD/3HyWrLd3m55pOoV7tlv86pMkeBNlPi3k -GoW3+ekiu0SCb8O1Mg+vU1h2pMLzQ4IES6X2T/qVQcGru/bDxngJBKdK5ujd -oLDUtUi/OlYCbytdG98sCpZ9PnHWMRJcbCmPunuTQvmIv43vTkng8SGmSnCL -woUSN6W1URK0FQfO0symoOd1bvPbSAk2KMbF7bhD+m1+LnLVCbK/s9XDr9+l -0Bbjkv36uAQZd8xiv+UQfoSKXq8Il6Cw+8dMpTxSP6fV9S+OET0d8bBiaz6F -fa6uX0xDJYjYVXL8QgEF3wqjz0+PSLA8r3/tp0IKWz+9f7skhODd20dtUhGF -4heK+Q+DJfBdOH2s7X3Cr9KZ8YZBEuScGRyRWEzwqfp1e9FBCd4rKslUPaCw -TmaNll6gBAkewZpjH5F6vPXoyNtP+N8rZ7P2MfG/mDmpcwMkSPdhY049oZAT -n2p+x08ClS2j68ueEj8dV9Cm5Uvur9wzf+Rz4h9mew9leUuQWD421byEwpyd -ZUNq+yQ4FdQ96fgL4id5JeHXvIgftGumvwCFnVs39SjvkSD86vWlf1+SfqWF -u6ftIng12c0zeU3hSe7KV9M9JWjceDjjSCnxhzep01N2SGDr3eT7pIzCTOXw -nZM8iL5qxKzre0POJ+jKSnKT4ItM7OLF5YTPLp1fZVzJfp+0GAZVkPxTFDw6 -zoXw9/nJlQ/ekX6qROpIb5MgO+eEe3clBelPE1eedJKgX6Ep0aCK6OeYGTbD -txL9uHyq+kA1uf/rtl2YA6nPmyTlohoKXaU5VoObJZg1r+doZy3JPwVaiw/b -E77ufCzU+0hhLjNVsceO7H/YV++AOuLPN4O69tsSvqe6/imop/B5suVL0UYJ -7rxcdVX8iUL6nohI7w1ET8YnbdRtoGBdp2lKWUsQOMVson8jhUlReoznOqK/ -3g7t+U0U3hSmn/6xluD5dkOZ6AuFj1G+Wq5rJFjl+urRgq8Ev4Zpxc2rJZiv -Jf/Mr4XkDaHaEsdVEkiSW2ryv1Ekdw+/V79SgrsrJv4SfadQpr9Y1dac7AfF -s3XbiB6r4kSVGeFb9nsf/x8U1n648HXtcglkzzq8Lmgn9T3wTPuNKcHvRMc5 -kp8Usg10fM1NJOgpqUnX45F8sKLtZslSCSp0obmfT+Hfm+b6pUuIPv7VLrkn -IH4gnvb7gZEEV0om7uqiiB4yZ2X1F0kwe/QhFQOGwsi2tSr5BhJ4HtzKDxSS -PPRnyUwdfQnEl56jmCV+u89N/pYeyQ8Tb9zp4Sjctn8ipa5L9CxgfJaRmOhH -uwV1db4Ex2z/5gdLiL6Z/YHCPAnGrTtY+biTwqzk1oQUHQmG9QT29ncR/o8R -bpTTJnpG/9U36Sb1eqv03+nZ5HsvJx8P7aGQ1+1XNFpLAs3Jj76V9FJY8/SH -/UkNorchtPXQbwrXlu9nhtRJfknIrVzRT/iZrRh0VI34I2+484kBUm+Vr729 -qqSeKsL+0kHC77ICnwMzSD+q996V+kthxOuURk5Zgptnwr3X/KNw1CRu8V4l -kheG5i+LHSJ+tSUuoUNBgvqiINX3w2ioG55vcJMn+rl626TxI2hsG8yY+nUa -4dumb1NtRtKIqblv5TBVgssH/mmfHUUj98ObAx8nE76veLmxXorGbo3PZ9ZP -InrpoHFyqjQNSvj9RvlE4n828yodR9MYZtWWs1KW+OPbLzPTxtCYvL0hu2S8 -BP5bFsS0jKWhZPUibYmMBO8uzh2mKkPj/vyUiPtjyffm1Md4jKcxau7W7QvG -ED+7oaWeNYFGvfuoBXekiR5lzq7iy9IIE134Nes/okevG09py9Ho6ZLJTx8l -geK1JZt8JtF4m7Bzu8JIkhfrrRcUTKYxpfni8OThEoQNTlLqmkIjpe9W2oRh -EkTfT5JfNI3G0nHKdpP+ipF6sVTr8HQaiqbJDtIDYkitKlz9TJ5G1fPC1X96 -xTDe4njonwKNQ2+8Z3T+EuPtnqcPzJVo+JxGG08ixjb5r/9FKdPQs76V0MyJ -UTnymVeFCg1vQ0X1WkYM2fJtX8ep0ug9NjWjVCDG0qEXrjYzaTRvOzfmcYcY -UVb8rnNqNFYOj9+W+0OMDRb1FxvUST+u91+4/l2MMXHRGxQ1aBh6Nz1L/iom -c+OoKa6aZL2zapUxTWJIH1ovzNCicX1V7avQz2LwN7vX82bTMCv6mhlQJ8ZQ -n3mVtjaNgdHmvp61Yhwc6vrsq0NDM6h/5tYqMeL/OyS5N5eGtdZQifU7MQpz -3yn1zqMhu3r9KrO3Yuw60+VovIDGsr/N9/VLxXC17cwK06XRcPimjNZLMdzi -y0eU6tHobru5UaFEDIe2oP3S+gQf2xtCZJ6Sa9GwTmsDGgrTFyYOPRQjYfOe -iDOGNGYbFMZ33SfnLcpR/7yI1LtxwwFeoRjjbtd+UlhMg9EetbIpTwzHuk8X -XZfQOLeheqDyrhhs/XPvG0tJ/3fduFJyW4zr1rG2lDENr5TjswuzxPD6YmI5 -35Rc/3W9nJkhxg6VhvUHltG48GJJX3K6GGWPnDwfLafxuE96efRlMcRrKxL+ -mNF4UfnWJyRVjK37Z701N6dRsMn/pHeKGNkffSZGryT4yhs8uf2cGFfG3vKu -sqCxqW+Xn02SGBNLPjTKrabxeUP2CvME0o840WZHSxpcxfNB/VgxMiYN/3ll -DQ2XyKvXNE6JMadvzIn2tTT+payaNy1SjOEtY/XnrKPxQz43Q/q4GHluUr98 -rWnMmVUz1BcqxieNwbL762movM+yZEIIfqq52/0baOhq6QR9DRKjduD7ZTMb -Gry1WxOrAsW4ZPPhepQtDZGldlJJgBivfUsfvrejoWxw8XC+rxhnfj/5JmdP -w1H1yrpr+8QITnowdetmGkXK+lJn9ojR1/jINX0LDTcT++zjnmJ8CHz9uMOB -RkZcv8F+DzFeSTXOmruVBiuvmu3hKsYTvd/X9jvRqPxVMmrTNjE+XtSY/9iZ -hmD2B6uVW8XQ/e7+/t82GqNf2QTrbxFD+3bekdXbiT5UGp1W3ySG3gUZkwRX -cr0hPH6SjRh1G8Nl6t0IPu1nHRixXoyXB6XFCh404juUzbvWkv3k3Gp330Hj -2ujdfT9Wi9F90VVweyeNL2/6Ln5cKYbZN72/Ik8atWq1qq/MxGhXVdUw2k3q -pfYzqdBUDKNRc12O7aFRXb6AuraU1HuBw80yL8I3+dw5SUZitFhkDo3bR2PP -1C12YQZiBFETve29yX3M2uGrJ4btqxuCNB8aGtMnbXOZL8bOQJdD7b40kpQU -Ta11xMAN0yk6/uR77xdJGc8W48bv1WX7A2gkz3J7OEeD4GvKkagn+2k4qZ2x -ma4mhvu1ZsfhgYTfL19/kJohhtXyvSZWB2n0D0iWdiuK8e7CbL2zh8j776fE -t08n62+cbvQl6P96OafswxQx5GWMN6gdpuEqp8l7IScGc/Dsob0hNL4fkhLl -ThDDR1e14N4RGu83ln5PGydG/4+O/v6jRE/Pbn0UM5rgz6Bjy8pjRN/0ERwk -JYbiuxmlcWE0jDU7VT1HiNG17oJ5fTgNfxeqwG5IBH+39R+VImjUvEufbfZH -hOC8lQc8T9BQc50QPa9fBPWWIxp5kTTsxiysUegVIftcr6DnJA37p8P+/vdL -BMfDj54vP0VjiVvw5G6xCLcMkRkdTUOVlyj3gxVhlr9s2ocYGqZLzH9X0yIc -r72TqRBH+msRU/aUL0Ly36TnO+LJ+l3bQ27/FGEDUdWcBBrT5j+fmtwmwpMd -lho9p2ncably6fg3EcYwCgeWJ9G4TPWP8m0W4Wyr2cfoM0QPFlc7OjWK8FT4 -xPzjWbJewcRzqz+JIP8otlTxPI00wxf3F34k6zOFDp7JNNbm1D5XqRFh/oKF -g3kpNNb1Ls8b816E63Nl7v2+QOPqb6monnIR7sdbHDZPpbHhzIxVP8pEhG9N -tvGXaARdP8FUvRIhTL7G+HMaDSvpeYcfvxCh/aKGkeoVogeZU7gbz0RYp/p9 -5d6rNPi2RlZJj0XYvPWP+/10Uj8uLuHIAxHescfP/L1G44G9zKNdRSJEn/L9 -uCaDxgnX4grbAhEu1pbOOpdJY4Ug9JVJrgjTD0RFt9ygceytW4bWHRGs5Iv/ -aN0k9ax38JK7JUKMj13k/ls0pPnbpv3JFGGTgpvS89s0Suq8cvjXRFjz7nvZ -f3fItV/w7I9XRFCZXRdud5dGy+mIuGeXRMj9Zrz+Sg6NrhERn25eIBP1RUUd -QS6NX9f8pc6cF+HfsEAF/Xwa7xatUTlyRoTRZasVjxXQCE4erux5WgSvhOR5 -FYU0pOJTh2+MI/uR8rCdXEQjWiBVszhahMHm3CjX+6S/wRYRaidF2P84pOpO -McG3lLXSuAgRHlm90+h5QGOc27Qr3cdEKDC+mrjiEdHj9ddGfj8igt/i32MS -HhO8p7balQeLMIltutD4hIbN2I+nCg+KIBi1atGsZwQfe30zL+0XwXqBMc/v -OY1noflZJ/xEeDOl5NbTEhrjxySe9vYWgfWsCfkPNP7WSW3f7CVC7Ht/100v -aUiuyk5etkuEfT2Zm9Nf0fCcd7NAcwfBa9JeF+Y1Ob/ZS/0JbiIorXlzyKiM -Rnaq85XebSLovnt0/cQbGqG9vuz3rSJola78VvOWRtP0bvXyLSIEtu+Zq1RB -/Pkp36xgE8Hbpznxe96R9dPMLC7aiOC0JvrP/UrSn8C+eeHrRdhDnQwfVkWj -c9i4v7utRHiwa9aUDdU00gcD7m+0FIGkgKeXamjsVdawNbIQYVGe1QF+LemX -4ox6lRUilNd/MjH4SPwob6up1DIRtiVJTz9eR6M1rjqeXSqCT+LPkdX1ZL3d -Qa/qjQj+wveNUPxM43X3+m9PDUTwlkuftKeBxpBgXWuGnghUV7hhcSPJh117 -y2Pmk+s6Oa/hX4jelN5I8dch+uG+JW9jM41JMl1WDrNFqFi3ftSVrzSOH9nY -YaohwlTzPh+6hcaB50Wes9QI/rucBUbfaZwPk38/ZoYIO2SDAk+2Ev31CZku -USR6YWktV9dG8sbCWquG6SI0rGl5qdpO8HBo8o7nU0QwKdU54fuTRsBPM/dM -ORHyvZZsedZBI1Zt46qYCaQf1H/GY/jEzxoWT/AbJ8Lvzot6jgIaFdm9Jfaj -RbA14pbcpGjomJ60XyolQsqu0fa/aBqnDJtrZowQYYueMMxcSMPPsEt31BAH -jTUXnyexRD+/vQmiBzmUO0+Q+c4RP/6w8UZNH4cpypt854lJPss59eB+D4c+ -E8+2IxIaUbJ78lK7OJzxttz1rpPoYSodd0zM4c+2gcHpv8j526U37mA5JL6I -yNrdTeNP7LNeS5pD3qrvrg96aDTO+XdyLp9D5TW5uaN+0ziz9V2f7E8OaREq -Y+z7CP/uTdvU3cqh7PLI/ox+0u/K1jNNLRzmXX8zIBkg9TOZ8eD5Fw6PV+ya -sOIPjV0X37+43sAhWLfDIOkvyZ+BP/JO1nO4NGOV9/d/RL92Op3w+sDB5eWp -4vnDGNzqn2e6vpqDSnme7LHhDEa/3fJVt5KDJ+9paNUIBkZO1W6TyzmgumBQ -aRSDpStPv+st5SDQT0zwlmIwTjZJvvklOU+5o+6z/xhcX1+1vqSEw6/lEzrG -jmbAO7V89/WnHEqt7991HsMgf22rZ+QjDisy1kbeHcugUil77e5iDje6an0H -xjEYiDknZ3WPw9pf6/atG0+up6dibj6HDIdnh9MmMPCzKdo0IYeD4Qf1S4ws -A0lxc6XkNjn/5Mj3xnIMZKvHzqnP4kB9+iYbP4mBhZLpvgcZHG6WG+7+OpnB -KHWvsxfTOQivxdbMncqgaEfM1ZDLHGrlvq8NnUb2v/1C4rZUDic+Gnyums5g -wrl4z2UpHDacTwhUUWCgG+ahqnqOw+lxzCw/RQZzrslhWBKHT6IN/BdKDKT2 -p1i0x3Mo7HzyVFaFQZUfP7c0hkNLhW6G+wwGPpP+DWRFcdDSvnfpnioDfPo8 -/9QJDkHlZlkj1BikzN+zek84h49bv720V2dw43yO+dpQDq7n4sVZsxgkh15R -1w4h+9Fer9erweCfiwE1JojD77qZkWu0GGzP3nuOOcDh3apxVOpsBjM/LlF7 -789hjeF4N2YOgytr05JzfDgoOs6hTHQYyIdHs/F7OfTvcI08PZfBq5/9c3x2 -c3g+/p5e6zwGjzoYq/U7OWwary7RW8CgT2RvM8+drD/9/qsTuqQffguWymzn -sOznrpuf9BgMqwmUZp04iDVNL2vpM/AKVnn63oGD8YXFNw4bMLCr17DLsecQ -wziVVBoysLWKrIqz5bD7SxatbMTgm5n+vH0bOBxVUJzjv5iBp/LcAKt1HEI8 -nh1+tYSBtsWe1DlrOFh6xX2dbMxg5/S2LOlVHN52xNjuNmEwbzAxhb+Cg3Ti -48bHpgyO2/jue7OMw3wlpf3jljOwOnhwVpYxhwMWRcquZgycKq6+PLGYg+aL -8ObCFQxc7rSbexhyeLgy6u7IlQyoQNPbZgsJvmPKEhwsGByNzJKoLOCQv8Ys -4s4qBqH6U2b80eHgvfh39J/VDDSaT+o2z+bwSFZ03WYNg4w6scZjDQ6HYzSr -MteS+gRu/JeixqHY6dqYXiuCH7m0Z4EzOMSZbHeysmbQM7zKxU6J6BHf/dmV -9QwmX/r2Y4E8wZdcrq5kAwMl7Yp1MlOJvgSteGhhQ843MuoiLUf4W6Nqc9GW -wbXD4yveTiB6UWs9wNgxuNvo3HJjHIcsw7ePltszeOm3+9Px0RyOPzgTfW4z -g89x2oXbpTgsGpe3l7+FQUXwVX/jEaT/ImVXY0cGa44/mzR9iIWyQrtn4lYG -3VzopV+DLMIt/h1rd2JgPubryA99LGbMDrxjtI1BhEKtXW4PC/tjKwVxLoT/ -npsiY7pYRA/5Lm7dziBMzzXVU8zCZM/vSwZuRF9eCs+sYFlM8mubEOPOoMmh -20eZZvG0WudCiweDMUb75/XxWPwxa9JduJP0L31bbX07C4QxX6M8GXTW5G4p -aGUxYLEzrXkX4ft/rohrYfHcapW37h4GGyO8ZHZ/YaGzLmnjSS8G/UffmJo3 -sIgdWr3qy16G+I+frXI9izka+9Yv8CbvN29b87uWReiBv7sjfRj8LohWq6ti -8S9reHKTL4NTNPM99x2LjUGH6+f7M1ArCQuPfstCNWOnZmQAg3dupiN3lLIw -bCuLbdpP8CWlss/0JQt/0dVhCwIZxLUpFE8rYfHilCQ28iCDDvV5PyRPWCzy -fKH55RDRiz/rOysfsug0H/NpQTCDoKuHOrLus5j1tS755GGid/rXnoYVstAW -Kns1hzCYxbwO3JrHwnU+vUHvKOGv6Ius/l0WS7cvtTwVSvDs/S1x3G0WNkay -di3HGDjEvpV03GCx+qCPn344g/aAxEUvrrP4XrcpPeY40TurBdsvXmXxc3xZ -2/cIBg8WX9sTkMZiyY9XixZFkv17NG+2usiCHr3xavxJBmOZJg31ZBbDzPdN -b49icPbX+caBMyxurpbPWhLNYMW1Ub71p1lMrXeySIphMGm8Bi8njkX2Tb0e -XiyD2m1Cs5PRLKpC0p+YxhP9vmN/zOUkC8m4m2fOJzAwlnO4ahjBIk/e8ghz -msGZAuE1mTAWBS6RQeZJpH/p46M6jrAoTHaNSj3D4E5P8frnwSxOHvtyS3yW -AV3d3Hv+IMHXp55my/MMbJYdjvTez8J2ywO19GQGyk6nulb6sbB7oXC0J4WB -26J/ForeLJZXaQjWXyR46WgK7tzDwtq0aVdWKoMLIbKJFZ4sKt8v+j14ifjF -yMunrnmwUFpidtn+MoN95w56BLmyuL+81y7nCvEvg5QZG7YRfFx1URqZzkCn -p6dk1lYWfRMP/na+RvT4R5LZwGZy7bicX3SdQdlIlxsf7FgIdEsEYzMZ1Hva -07c2srjs0DW44waDDzL+csesWUjFtao/yyJ8G5GtZL+WhVrMKZfJtxgcs/4t -rb2ahYwsne19m8EMdkvDP3MWXMvo0WXZpH+C56c+LWcxvFAQonyX+LGZpsJd -ExYXLKP/HcxhYNITfTp8CYtpbnRKdS6DXOnvPzcvYiF+JLtCK5+B6aGZyjr6 -5Hyyf/6EFTDoMl5rNLSAxaBGYVVjIYP0zRv1P81lcejh/AK9IgY1z+dOvDOH -hfBEUFbsfQYNPl9qj2mymGeVkNteTPDuYrt/kzqL2RUB5SYPGaRGxnZrqbKo -eaHZk/yIQWPDMadBJcIPNneR6DEDZp3W9Vp5wk/Z0bFrnpL61h2tuDGVxSfB -EvH1Z4Qf7sF1wZNI/w3NvQaeMwjhyb2wlmXRWqzebf+CwQjbVfGqMiw2z2k9 -lweC70Rp41+jWThtPLxK+hWDqMTNlW+lyPp88WiP1wRfJhqmaSNY7Cxc0/a0 -lAEX5p/kOyTEY++IyilviN9Y6Jat+COESVN6ud9bBs/8XZon9wtR8SCjsaKc -wQah+CO/R4hlZfED6u8YrLvcfvdJlxCXS131jlUSv9s5f1eCWIjWQOWQxvcE -r7PfDXNjhdBJeftpYTWDie/yjy2khbglcLVIqCF+PLvx60i+EElzBWX8WqJ/ -6iZKDe1CGKh5OJl/JPVLrTfJbhWCjqkZdqWOwapdl5YdaRFi9qyFz3rrGZh5 -Rs1c/0UI78K4GLvPDM75n+lQaRDCvLPFK7eBwR+3+7HiOiFsb2m7SDcx+Csj -kH1VK4TFmQM7dnwh+rZeI/hclRDN/k+OljQzWNu9EzvfCSGSGpYt38JgfmM6 -ZfhWiK2T1woCv5H+lld3SZUKIed0fmntd8Lni/S3BggxLfVnuk4b0eepwju3 -nwsRetZ4+qkfDKInvnc4/EQI9//SMn+0E311ONGx9qEQvY9Gmi/rIH5QNMZe -4b4QR/eEdKXyGAhETpl0gRDLG/487OYzmNbgXfckV4isN0mJthTRA90lP2Pv -CKH02yAkl2bg/PrRJ6db5HqeMGi0kEGO/c9b2jeEMNJ6FO3JMii5fd+p/5oQ -Y25fynnJEfxEqHEVV4RYFJDcrixmsDdT0yP1kpD43515IRIGHysfP9hzQYi7 -7V9iP3cyyHpSzxidFyJGds7Awl8MYuf5D/vvjBBSCSnHErsJnlsjez8lkPMr -akwR9hC9TBxbfSNWiEdHP5es+c3gQNdg5IFTQgweyDmS1cfge6mtknmkEH9f -3V43fID46ZPh52WPC9GpUzXfdZDB1jhp4bdQIcYFKGo8+8PgKu08KzdEiLP2 -yfPl/zH4EtdtciRIiJaLJusODRF/Va02XBsohM2Q3JG6YULIO30bPy1ACJf1 -CiW6I4R4zlMp/+kjxBFz+8mnRwqRHBjtfm+vEMYZr0KZUUKoFUxqDttN8LZg -d/+a/4Q4Z/HYYP1OIWRyVsbelBYirznAV8FdiEPNW+eNHCPEMJVF0XwXIXTD -77a7jxWi4N7f4/edhBjusjT3xThSp+WlzscdCF8MpGOVxwvxn1fYlA32Qux5 -NzXkyASCw4+z8xVshfjcuju0SVYIfeXHs/nrhRht/OeckZwQM+jZEUVWQoy/ -3Pg8eZIQcxr9n4ZZkvq9GejvmiyE4smY+nUWBD/H9qyzmyrEloR9VdNWED6c -Us0vmCYEGzfhZrsp+X6GhuYEeVI3Bd/t+UsJPpIPF/goCJH2IawnxEiIYzNV -NrxXFGLkGlPf1QZCrBg75Z+2shD+k9LLJuoJUTPF7XWMihCq5VcGv84T4srI -YWmCGUL8+6036ba2ELPS+k5azhTivJH96ANahC+X10XeVBNi7OQ/30xnkTpW -/U4eRf43UNY4L02euy8e/nSnhhARraWz68h3mIp9Xa81yffp+stXyL76lQyX -q88mdSpdL95NznEh1+1qxBxS1z4t9YXk3InLxbI/yHfLJmwzHCR1K07pSFkx -VwjTxB+ab2SEaDtkrnud7DNtsKg3kfSpP1O6ZWi+EDnN5be2kr72ti254qZL -cJMnb6ROcFD5q8Ef5JwLeq9mCQmOjlz76aCqL8RGA9uuYoK7qdnuduGkLmE/ -Z6uG9RNf+Wjj1mpI9hWpMndNL5kD2oqOm5E6Tk7SnjaR8MI3Nf7BtcWEZ8dX -tTURXjElX/8OLRFCq3Z3bAbhocrUm07uxkIU/YqR20d4a7mDrnhpIsSZnTcO -6xOeP9x711ptGeH9+fwXA0QnXonpHxHLSR97Mn++biU8fnwnvt2M1O3PYUEc -0aVpscK1FuZCfJfXrtxEdGyZ5j2FrJVCRD3OiVckunfZ7s/fUauE2GDVP7ed -6ObzupqeXauJ7i0em3OH6Kyir87wcoIrKa5h9P4qonu8iTPnrCV1qXdcvYTo -etNQ5KZYgkNH+yj3IeILHhFRqcw6ISbVOTq/JT6StGB6lzXBLa+4XP808Z2x -VcZueRuEcHOrpu2JT4XN6GqdYEPwYeARrviEQTaz/GAAwb3+uaO/2h4wWN2j -rlxnJ0RQ8xTL28RXlUdebzQgPDHYpxnsS3y4u+nRrZTNQry7evOUAfHt2yY+ -sb+3EJx/OH2wn/j+GMmLcCdHIT45N6zATQZDT+/FPttKcJASLDxJcsYOD8vb -Ks6kXo17D64juUQnO6wpfBvhU9DNr7Ikx5hudlFpJzx2LFNX+0xy0EWdH4dW -uZJ6T2lelUZyk55kQvstN4KHx6WWbucYyOwTeIzxEMLhX6OWBslpBtt9erx3 -kO8byvIokvNuJ167UkN0Y1W2R0QeyYWRpSccF+4iOnijfHA/yZFNL6drJROd -eRmwdLPRCdJPa/fRv/cQ3XUsiBsIIzlW2/WfE9GlW+lq116Q3PtyxuTRJfuE -2Bkfc/YEycmzOo9rziQ6FurR4mFJcvWdXXccIn1JPXdOnTj2AMlB5omX+X5E -Dz7OvVLtR3zXamG3FdFBE+H0/86SOUB6VbJ73n4hykUfN2wmc4Naz+O2iUQ3 -t8pvCpxO5gw/9YyDBw8SPGWeCWomc8rCsxuVmw4JUVoe5XjVleSm/0obTYIJ -XqA9zZ3MRfPXDrt97TDRIxwsUidzVI/i6LiRR8j9v67zeGQOc1zVcnzPUSFW -57ZF3iZz283YsPj3RNd//ut8vHcjOU+h5I5umBCemvHv55I5cfExw5bz4UI0 -bMx6xpE5U/uhtXof8YWK7EWxBWQudZm5JNTlhBBr3BYb7jcn+48YpF8SH2m9 -kvFcn8zBLVcvemtGCXE9zke9m8zRbSYThscR31GxPbPrAZm702Z63BVFC+E1 -WepUEJnTPeXO7bEnPjW2/3Xk4oWEL/WZSx7HEd3XeO3aN5/sd16KigrxtX8P -BqY90SFz8499006cFqKjxjM3ZDbJtY81ZwkSiW6e7pthrEFyb1C5xXrii/IT -8v0GZpL9tNkdvneWnNfn2OWnKuT9529fTiM+erHU9eYRRbL/D7NVQpOFuKez -LsF4OgNRa9DpHylCTHmy2HZgMoOiew/k1lwUYt5J1c4nE0nOHMu/k5sqxMdr -/X4h4xm8KBzjMClNiF0zXrxbMpbkGC/1aYcvE52duGt4338MXPsWMt+Iz0ud -4k99NJLBDw3jOot0Uo8EY+mgYQzu3TetuUNywUJdp8+Gf2nM2WfyXTZDCGGI -8fFf/TTyxy8ZEZQpROChBumiXhqpOw2NW0iucNXW9An4RWPVQv1TK28Sf708 -I2+BhMZ/pgb8bJJDxn18WsmyNJZZLXWWzSb6XNVZdpemsXSGZfshklteJz67 -7MWnsf74trCWu0L4yk+00fpJo8zw6AILknOS9gi+/2yl0T/sdtedPCH4h5da -Z7TQmH23rXIiyUXpa/6dd/1CI7NH+1FwIfH56vlPlBpo3Mw++ej7PSH0Rrx8 -2lRHIyCm6/1qkqsuteSmptTSWO18qDu3WIhTduymTVU0tv2csHAKyWH2m4Po -Ce9oiKmXEUcfCVHbsNLl/RsaOnqn+e2PhZj/zion+jUN47BDbuuekv4qRjZY -gMbG1KPsvWdCZD7kfxt6RiPWIuO0Qgnhf5zPq2ePaYxbTa2MeEFyTZhMRPAD -GkKPTTLkX/SGvlA2KCL7cftB274i/fY+kizKJ98bcfHr49dCBC9YQt3JIeeR -PfRjZhnJH3fF03dl03i0/thgzBuCl1eps2bepOEVdk+7k+RSyn7uuK8ZNAr2 -TvZxqiA+v+JaTUo6jej6rNevSI49upP1tb1Mo+n4nvk674XIuDSWHptKI8lo -e+7/c2/i806zN8k04p5Emw1WE/3JunQg/CyNWzUUfyfJyXlzBo4vTaTx1PhE -ZtUHIZpUxnn/iqOR+HrLgUUkVxc7lunlRdMQ6exySK8nuTNbpW73SRpnlxRt -lP4sxEPiAjMjaCwqXL4tgOTyrqqk21+O0Yh3kAn90kjy1LLUr+eO0FgoUb63 -kuR4t0FVoXUwjVrzAwM5zSRXfJzRMOogjT+yE7ZOJbmfi0m4UhJA8KXa9S7s -mxB/+O7Lg3xpaBjOtKW+k1x+7/yzBftoaE9OY+zahIi9qzxFsJvGi+Mel579 -EEI95deaaztp2JsfdtH8KYRYb6KjozsNC4U2g6QOIXab7jOX3U6DrUpT7ecR -fBzs/6/cicalmXdVdwoI/88/uB3mQONck6xhNUVy+eYLs4zsSb+fVLssZkhO -9Dt/hLOhsfwU71KGUIjTF7Nys9bTWDnKSTiOI/nw5Ksn26xomP3WtgsSCbGJ -+pExyZLcn+X8vo3MTfoH/3q+W0lj7Xqhk3Un8ePGcSOPm9HYbNT65wGZs8a9 -GhVqZErD7ubi4pndQli3tNayS2iobO8Njydzmcan5H+Zi2hcVlNx7+0l+LdT -Gu2kT/r7MG+zR58Q3YP72Am6NHJb72yvInNd8+GjOWVzadx3n3x08SDRa59V -q4/MoWH1V5ibSebAI4dLnuhq0hgesujX+H9EP5Z/H81To7H3YueGEDI3Krqk -66fNoDFKWb2kYxiLYv8eIxsl0p/KihW2ZM48PuXr1FHyNI7vEjQ9G8lie4dl -7eMpNBTuhUfNJnNpTLDeTl85Gg4B5y3P/0ee90z6qDaBhv9uDeUhaRYqK7Yp -Noylcd7B8D/vMWQOvxq/LE6aRsvIN6Max7IYMUHeZPkoGq4Lm6ZbkDn4qFrf -pK5hNKQz/c0KxpM5fdesNzf/UmiTP31UiczNN/ectXMaoPB8q35V9EQWdveW -Ppb5TcFHw2NhtxyL6veT+/GLwqPlSjnuk1m4Lp8+JVBCYd2+HUurp5D1E03G -aHEUSvcuaVk6jUWP2eGmJprCq6H087ems/jyqSwink/eF110m6zA4kS1vNTy -nxQU+zVWHFdkcTbbe4eklYLFjzWLOCUWXe3FlzJbKMTtHWHmrMLiw2/h3c1f -KGhsdthePoPs1330hf8aKJjtXH3GcCYLjZTh2x7XUZBs/diYocbCcVxt/95a -cv/3oIHsLBYhi70OKFVRUB5WnhWqwWJyQllZVQWFwEWGOowmi86Qr5JjbyjI -OK0uc5zNQj4gq3fBawrp8/4ceDOHxbev0xpa//97kPudjQx0WFTN0Uk684yC -M+MxIWMui6KXn9XMH1NIdpwyOGE+i+vj5BI7iyn8OxL4J3QBi3b/+vqMexRE -UyMmCXVZjN005ZddPoVcevkyp4Us+FPeC4fnUPB6lB9ars/isIK45N5tCqtW -1H1YZEieR/BejyxyvTpnadYiFqo7XUQTMyi4RZs8mrSYxUGP5PUvr1LYV37S -KmIJC6kp00/6p1EwfBsjES9l8V/91+QZFykErLLKdTVh8bP7S1j1eQpPR1SE -VpuysKoZvTL0DIVzr/7bYbqcxfgit+86pyn4mku75Jix2Nr52f5LLIWMle/3 -KZqzOPB1R2b0KQoHozYnxq5kwSv5+25RJAXZyqy3fRYsfDuuVv4MpxDxoWSy -12oWwy8ZZ50NpfBua8ahRksW72a9dzALofBB3Y61XMtC/b1lO3uIwnZRTfBD -Kxbp9VmWaQcozD6qLK/1/5+DHW+JXONP8BVjUp2ynsUaOd6lbm+Cp4b5F6X+ -/3Oztw9iMrwo7NXoOXTIhvT/22rbjbso6C88v5dnS85/NkEy4EHw8HzMgS2b -WHgpRey97Uqh+KRz0ht7FvuKFZ/Zb6Nw3ir61aItLLTO2fKGHCng3dnRtxxY -MJQClbOZwriyo57TtrLQEfqWOtpRmPPb8vMpJxbn3lkEj9xIoVCtx/m3Mwtx -0bmRBesozBsR07PHhcWqT3Zezmso0A7DbzZtZ/Fs6+GbUqsomH7fsdfKjeB5 -79+nhSsoWDrkr3zqzuLUgqbsbcsoqB3j6c3dwUK6esjvP2MKjyeONbyyk0Wv -l/f4e0aEvzUq68fvYrFRY9LJbQYUbA+ph4TtZmGkKqyT0qOQ80rhmXgPwXcw -118wj+Brv9Qkj73kPOsm9jtpE76YC47V7WNRVrTuw0gtCiGSl/8sfFgsqDgf -nqdOQc84OfmBL4uJme3/OapSkG/ZYTbbn8XuLQt2D1OmoHJ+wVBqAAunHt+r -d+QpSCn31489wEL/fGrupqkUDhiUlYQGsnBefvP8oByFwZSzz0UHWewYFb8p -awKFP0M7PrgHEb2QrKDXj6Pwfr5xf10wi5bxLxx7pCkkfpVfvDqExZid/Vev -jqJg92ZY3KMjLOJ76Werh1PovvWrUzuU1Kvq1D3urwDrTX/5XTnGwlLwNixl -QID+FcOHy4azmL8mY9ay3wIcCVDNjjjOooSRud7xS4CVp2w8uyNI/2qGdcdL -BAhfdn7RnkgWu7hAVQNOgB12rFLzSYKfFdvVm2kBvoW6TN9wioV7yf0/x/kC -fDzCm/0ymkW4s1/+7J8CsFKxGwxiCX/Hnlxc0ypAadPamFtxLKJfCC8ebBHg -Q55Wk0ICi+5dV2oVvwhgb6ax7PRpFrNECd9ffhbg0BqLR8OSWCSuLC7bXSfA -suNRlgfPsHi1fswJmVoB4m+wjOAsqV/3iWlF7wX/z0lZ286T91XlTzhWCOB7 -Ri+wNpnF+0KU/SkTYKhqoqPFBRbm8QHfM14JoNKsbPvoIgufRLVayxcCdAQ4 -uM69xGJD6rsLwqcC2KxDxLU0or8n3RadeSQgOHJ6OvkK8Z8FzXcNiwVYk605 -OuYq0R9fvd9NhQKMTNfy/pNO9HS6k+KxPAGaHm//GXCd4HmY9RS1uwKIC6sC -eBks9P786Si7JcD25YcmO99gMbV5V4LXDQHGKzi9r8ki/uIVOlbmugAP+0JS -LW6xqDu42K3gigDdyV+OPL7NIr/idNymSwIsvBlyYP4dFty8oISeFAHy27aF -Z95lsdBL4Jl6ToDofxEZ03OJfps1TTZJEuDuA64pIY+F7UGzS9/iBfj6/Lrm -iAKCn4rJPeExAhRVXokOLmQRNWA9Wz1KgGspP/+x91j0vf2uWxYhAK8+KH7H -fRYF1OsJu8MESDPZOr+pmOitvLhU+qgAuSdiOzY8ZDFhvLPNnWABWl1l7pU+ -YrHp6EDhuoMCPItqP7f0CQu5aeWUMIB8L3d8XMFTFjMTH/Ym+ArQE5N0QfM5 -C4dzaJ6/T4BztXsfXy5hkVDblFyzWwDPReliORB8Svo0/HeS/vkvMI15yWJZ -+rR4WXcBVi9UTv/3iuhX+JzyAhcBZuntnXqolEXHEs0vNk4CCFSnZwrLWIT5 -jnwl3iLA0eLZq3a8JXr84klY0iYBbmdcGWwqZ6H7bvkkXRvSz8vBFTbvWHyc -G3u0xprwx/7p3beVxM+OJz31XStAQfjuzGVVLOzd19bKrBZg0cdjBcXVLFI8 -7j7JMRfAYXB43dxa4h8KuSHrlgvwpLB7zI0PhC8Kq2RpYwHe3nB0VKwj+Pnl -dSR6sQA4Ne/p2XoWnwzlnmkaCpA37pD+mM8sRnobfCzVE8CnQ//l8Qby/My3 -zz3mC3D19Z6dfY0szrfg2JC2AIWOU5UDvhA91Zo+5aoWOe/mZYygmfjpidfh -xrMEWOX9o9qthcWWwMcvG1UFyLIeWd74jYXxYXHDQWUBbt3K+mzTSt6XdX0t -pyDA/Xnl/eVtLOgHAyfypwoglehjsKKdRXnHM3nrSQJcPHLhxOOfRF+mpEYK -JghgnGkp0OOxMHsaVRo57v/1DfO4w2dxct3RJtXRBM/uKzrVKBZvjPxfPxsl -gKrD6QtpNIs7IscIx+ECpFjssZssZPGide7UX3/5aGisVUtgWTJf/jiWOMDH -nlcV0lIiFosU/J9p/+YjKt9+ZJiYxVr999Vlv/iw2HBgym8JySeabLGbhI8g -ay2TgC5Sf8eKgAGWjxKH/cH0LxaNWg7DU2g+fJS3vNvRQ+rZHb9bl88HrOr1 -WnpZ3FNyv/6unY8z8Vzelj4WS/sq8ne28nE18eaK2n4W69qfn/37lQ+3oT/U -2kGCVz19q4tNfEjH9dx6/YfkWyPVz3qf+UhrPnPE9B/By5ojiyo/8tF+5cPO -h0MEX/eX7ttZw4dn6MMdesM5bCu3D/xTyYeLxqrguyM4/Kt9YZtSzgdrdjRD -YxSHd9P2j1hQxseXkO0/0qU4OPx0j3n7ko+iUNZIQZqD7NGT7a4lfNR0aWee -H83BUq1u4u8nfKw4NX3WhLEc1KavmJz0kI/mtodPYsZxuHa5jNa6z4dZ7pjd -I8dzyBZuSX5RwEfxWbk5YRM4cObMJIdcPrYYfxjqk+XwtyF4F5fNR//GNVyg -HAezH93xJ2/yseTwYYloEkd0yfGUUiYf2113jdk3hcM8jQubi9L5OHZHdglv -KocPL271rr3Mh9fwkFD36Ryunwv3ab3IR/74Gw1f5Tnov5/28FAyH0mHkiwd -FTnwzu6oH3eWj1ltZlV1Shx6xzuVZZzmY1r3gz0bVTgEeEpiFsfxMej4S75y -BocFj2eoVZ8i9S/qb109k8Nn7eaEHZF8GGRXPn+lxoFqlK/6Hc7H7LY9Bctm -ccj7/uF7QijZ71DdoycaHIy39pWphfDReXd8wyItDoddosIeHuKjPFphbNFs -DnLD/cZZH+DjsHGf/QJtDpFO2d6tfnw478m5f1eHw4xgnWuB3nwcLDLUnj2P -g9iLuSntxUc0UopvzOdQZ/I9/LInH1P0P2yZqcth38DgPN3//93QPJ7MVT0O -GnlL815v50PhU+MXBX0Oes6nhzk486Filf38ggGHOClOi3bg407+1geTF3Fg -CzfODLUn+7vFlJ4x4tC+LZudYEv6Xe9GjV/C4fZISXzGeoLfz0/U45dysLuh -9M/AivR/48CB0SbkvoGaxdvVfPxtVf8SZcrBNKfXeetKPpK1F20ZuZzD9n9n -VzPL+Wh5ry84bsZBXpUeEWrCR+NulaR/Kzgs+9t5bvwSPhak9a4PXclh66nM -nnRDwj+plzMHLDg8uinR0VtI6r3m6NjDqzm4rqrTfzWfj0v/tMf2WnKYaLVs -/CYdPsZWVqseXMthS+rsp+1afNxe42XdZUWenxK9NHAWH4unDiYEWHPQvGoX -P3ImH2s+RHeI1nPYNPFYwXllPqSmTdzku5HDRquhm7MU+NgcmfJZaEPwoFbj -d38qH2+LFfz32XGo8WsdYzGJnM8yfQa9iUPhf9rBdRP4yPuk0bFnM4fJz64/ -9BjHx42BfPC3cBBsM62QSPNRZb/83i5HDo0PO3PCR/Ex6uinxx1bORhdfOgx -YTgfXWMDG3Y6k/O8PU5f+cuD4KrS2J/bOCiPtbT4/9/1rqyutd+xnUP57D9+ -T3p5WGZ49v4PVw7aP1J91vziIWGfh7aHOweZXjnTz2Ie7o5Z+aDNg+B11vZv -O1ge5tw1dHTfyeGrZoCthOLBocNYts2TQ1HxipRjPB5UbB2+ue3m8OtUWc7Y -dh7GRMW8at3D4Ylt5/mL33lwU6x/5raX7L/0+QaNrzwM3Vpc1bqPw6sk5S+F -jTz4v3rU5ebDIc3jP6Nln3j4MbRZt82Xg1aHv+e7DzzM75t4wt2fw0ds9NxS -zcMbM45pCyD1S0td9OMdD1Xewr0eBzgEy1s0+bzlQUZu/NCPQA7hzRbr+17z -0Fpqf3fHIQ7V4WfORoKHLfKvvH8GET3JmpE94TkPCpkOFp6HOWzu+Jl06TEP -x7unLuSFcCj4/HmtxgMeDmQOW7T7KIfzE5i6/Hs8RC2XtxGEclBRn7ZgaT4P -nc6u4V5hHCZl2DiX3uUhOvbTGzqcQ6VCguOG2zyUbAtV944geiX/SrPxBg8Z -OxxT2BMc/mh2lLlf54FbsGeG30kO5pWMIXOFB4ltXok4ikNFbOWhwEs8JG+d -G7g/msMA/3D0nxRSr8/ty3/FcKjyEO6NOsfDDYfPMw/FkfoET1eZkMTDwL5R -Cr/jOSzM6rp+IZ6H5uv7Z4ec5nDX7UDPjBgeVp2asX4wkUPszATF2yd5qMiW -iT52hsND50UTdSN4yE5Z1jR0lvAzfGfDw2MED1+KzE6cJ3r3b5zv8iM8mA73 -KxmVwuGmhcanN0E8bE0NsIu+wOHgk4xxGwLJfnSeD45J5XC1PGTyJ38e1lls -ep5wicOu+gyhsw8P030Nz8te5nDHTDb5hxcPPvqex89d4fDe55GM1y4erFV+ -Rk5N51D2OGmLyIOHpY+KrqZe4zA+/LTfQVceXGM/VStlcMiRv+U44MzDUeV1 -U65lcljUUjPxuCMPH/um7FfP4vBW5e8lqc08WN0y6rh5k9RvgdavOFuy39xC -X+3bxN9czZQnbuBh0rmT4/OyOUQMLJuaYsWD9Pf7pXp3ORRbT/+uYMmD17QV -Z4pzONinvQxKX8nD4EudwCV5HC7N1W1VN+Nh7M5DPs/zOaxauXX6bRMejkWo -ha4o5JA0Y6Hq3CU8lF3Xyyy7x8HiX35vviEPX1dlfV97n0OGcvlV/YU8OHYe -W1hdTOpT5Dfl4XyyP22k2T0keO1Jc16qw0OM/17FhkccUhXNA55rEb5ZhhU6 -P+HQZ+ewxWwWD8yCIZfWpxyyKmvHvFblQT+HU/V8TvBTmHl6lTIPbSbW/VQJ -4feCsra38jxs81CgfcHh7F7tkVZTebhw2Unc9ZIDHV3eXSlH6rFvvMzh18Q/ -c84/WD+Bh3prI7O/pRy+dZ1YXTOWh934HHPiDeH70bgsG2kefq3kKOlyct/9 -Wt2HkTxM2xzmdrqCw/EnD2vthvEg9o9jJ1VymH/5zeW6Px0wnjz5TOp7Drny -r4zs+zug+VRh3YxqDror06/X93TAv+2aYlYNB0/NTV/suzqwbfjt4TofiD5X -f2yrF3XgzkW9oYKPHM6tnPTIXtiBTJXlk43qOYyMH+1SL+iA4viPy55/4jD6 -7p3aTR0dcG5lwlY2cNh9nZGra+vAwvGnGyoaiV77vFS3+9aBwQlPVtl8Ifln -zMwRH750INol4N3nZlKfgH8FGxs6oOFb7OnSQu6n2s6rruvAw0enpv38Rvhz -cFywdS15voj6vreVg03vrDPv3nfAp/5riaSNrC+TFLymogOFSR73g9s5RGWa -z39T1oH5Lkfx7yfBU6bevZWvOqCVp9MexSN61WU78mVJB3x7A5TGC4g+B1+c -tewpqVeOjXcyRfRXrl/u6cMO2C6v+KjEEL3L2FdjdL8DnFrLxhtCDstH/Nh6 -v6ADKE9o1+GIHoy3u6eb24Hf178mFIk4zLlc0JiT3QGzGZUbjCUc0sM638++ -2YHsAifN153Eb2LHJd7I6MCnsvjJ635xGJPQpaKa3oHKKg/5um4OXnaXj6al -dUDG6JuBcy+HFzcGbk292IFLfkO72n+T/LFO6vqZ8x2o+/kuf18/B8nowt3j -zpD1Ryyf8GuAA5MhHohK6ID34u0nj/4hz3967DIstgM/uDlyo/5xEG0blnAk -qgObzmYWJwwRP/z1NKY7ogNbE977TR0uQoLtt01+YR1Qs7pplj5ChPw5Lozg -SAeWLFw4e/YoEWbMn2fjEdyBG3kBmoVSIlTJrIxoDiT719plvFRahN7Ac8ft -/0fRecdT+b5xPJXIKmWUL9I0EjJLJKWQhgopDZSVQklESItQWZWdUEIqFJkf -W2b2HmfQ7pznnEQD/e7f69U/79dznvu57+v6XJ/ruv+oPMYQMX+xYxU/C0pC -S/Y2nx3DjhcXnpkJsLDpypsPRi5jiAq9y9MtyIKh8/m9ZQ5jeP3v9PkTwixk -ntcN0rIfg7rn1NRHEfK+Du+1nBNjWLzb+P75xSwUWtTtX2szhrxPlqZ/RVm4 -d+rCl8TDY/iWt0bs5lIWNv6ZOSBmMQYeoTc/RcRZcHl+/FaY+RhirPhZsRIs -bBW8FTx3L9HXxIqZVctYpD+5Wl42HcOI8cyqnOUsaPDOo9g7SbxePT6p8x/r -//33sOP2MQhHiORXSrMQuHl52NDWMfDv3CmzR5YFtkRQ2MEtYxhUMU7uWcFC -cMtZ63c6Y5jJFte2W8mC4GAbR19zDEZSeWNfV7HgV/z4cL7aGL70yGRdWsOC -2FjnbYUNY7i99egtnnUs7GqxCUlSHINsjvPlcHkW8GnDoSXrxjAvYPd1SUUW -7J9u/XJrFdGbIE96qhILZp7X9v6VHcOy3DuDG5RZqCn6fsX9P7J+HUexaAML -h+gXfZiSRN9PVe4ZqbLwap/QtsNiY9iesVOwTY2FqlPPOhsXjyFx5aZkG3UW -0gL1NbYKk/if5TP5qMEicxxO5C4cg8Xwa35PLRZW6a6xWrNgDE8bDWmz2iyM -h5xY/nDuGORuv2wN3cTC662nni38xyT1/K9TQpeFiOfr5l35y4RjozqVuoWF -FLkkRdYUEx9/7F6tqs/Cjg/F/9lOMMGnZ3quZCvRz86L/e0UEwETKq3G21iw -uVlmv+M7ExZuMzu7DFkw+Bha+PozE9zfb7psd7CQmN3Wu/YDEzwfj/h+N2Lh -xqLr1Q8YTETe+KLtu4uFzXsf+PKNMjEt5yLAZ8KCeOLstPcgE+MLeyeiTVlI -UHu1+1MvE1bhWpNyZiyc1Xt0yrqLvD9xU+TFHhbIH+N3bUxsu9ugv2UfC8su -LJjSaWHCMJ3nxrv9LHRSjuczGphov6pKtzzAQkxEd4FEHdn/OQtL5kFy/ou7 -6m9WMSGaf57mYcGCRFlO6kQ5E8VxIddmLVmIDv5ncqqEiS7n+C3hh1kIY6kW -txcyscLpmaDUERYiF2pMGrxmImogn5txlOTz+/R0zismfPjLKa1jJF/ZQa3/ -5TBxSusdb81xFswPvTlzO5OJlU86Nx48yYIpFdY++YSJjnj6RZotqe+w33NP -pzJBt/7R6mbPgsJ67mxbMhPf5AS2zZwi9dnhUqufwMSohvy7MAcWqKsWVlkP -maDazZyknFi4pfk0VyKGiWDdyzKZziwYfTzYey2CCbvnr77onGHBP2JfPSuc -CXeHH611rixErbkTdPQ2E8Op2xstz7HwOWbugrqbTMg/fjQ05sYC532qxcZr -TPxNEFxw0YOFlZV25xIDmDBtDd417wILv8w1zPn8mNh8QTw5ypPwacGZ895M -bKl8I7TKi5x/dNhzyJMJ1g+XqNxLLNxOSX69y4NJ+pyGqqEPCyo3DPHqLIkn -cwmz7TILMqeLo6VcmJgrLPDC1o8FlsTMxhsOTLj8XB5BXWFBzmMm7rsdE4Lt -O25fDWBBb9vLJqsTTIx1hsQtvkrqy2JBPY4yIbPxS0VKEAtbfCbDFA4zIfWf -yz+16///e26eUpGHSD6qF1hW3mChYcH5C7/3M9FwtKbywC0WyqcY0XZ7iH5E -03Yyglk4OK8soMGEiUnxdNqF2ywMjnHVN+5kQv/hu6h5YcQPLXxexRoykVIl -eiwmnJyfz3Dqnz7JX81VvbV3WZh6tY3PSZeJ3gYJzYJ7LLybPUNr0Wbi0XTX -duNIko+k/GuaGky4BZc690UR/WuLsOJVmSiJbn3iEsNCkJvbKh5lJgR2C/35 -c5+F+M/1K5wUSH46LjmEP2RhrbHIh+Y1JL4HF32SiWOhZ7WWl/pKkl9uT9DL -eFK/y9VaHsqQeupuVTdMZOFnGff79HLy/ZW//nQksXDgiUevnQSJ1+9DA6cf -sfDsZNLtuiVMzA9ktk2mkPz4np2/fhHRa3fGSEgqC78D2o3vCTJhKZ067790 -Fub+xKEffEy8uNhpkPOE6NV2vcLh+UzsmdGLNshgYbUhX23xHCaud43OtD8j -9SJurCQ7w8AbybLA01ks0A+PHA76zcBZZveyqWwWLgZW7B37yYDJofUNt3NY -uDyHLmjMZWDutfII6Zcs/DDTiMpkMeB/O8L95SsWGt9n0QS/MpB1LdVhex4L -JZO6U+c+MhB28+eF7nwWjir0dr9nMmCWGfrQ+Q3x+4YLVzbSGFg3/1Tn3wIW -RHR5vkYNMeCRHbju/3+P0qvfa+VEHwO38+kRq4pZWD63ZoVlNwMs1dAlBSVk -fcHR8TftDKhp+GablhE97C72lGhlYKw1z2a4nOR3sWnDpUYGGpdqrT5fwUJq -dsCHnjoGHonOnctbRfTkuK9Ju5qBjb1Sv2KrWXgQku39AAycvHCVd0MtC9+s -bn/9WcLACkpDqbKO+N+SwXWWbxmwPabtaPmOhYLf0YqvXzOgXRVS9LmBhUXG -GT+W5DKQvF55TUATC3vV+W+ez2Gg+vHKp0taSHzYmcPvMxkoUT5jkNHKwvNX -gTMbnjLwunMBtaWNhb7UK2NhqQzQE38VtrWTfklFR31OZsDtzraHDp0sHK56 -y2ecQNbPHL3zp4sFnS0jO9IfMvBioifhXg8LDlemdvHEMNDvIV+5po/4e9rU -4hMRDDit6Jgp6meB1tj+uDicgftz+g7sH2Th7sLLvyVuk3gs1S0bGyL686RJ -et5koNvqt4HvCAtPl/2dbg1iwLleYmARjdTjgtJnSgEM3LWLDntCZ+GqscR/ -t3wZCJHzsNjCJPVBnz5Ev8SA92yOZvsYyWef/SE9TwYiJvYqO30g+lu/ZflD -dwa+/jHfMvORBcdenyccVwbS+d/aRX9mQa1H5JeZMwM1S288UvzKQqgMtfjp -aQb2iBZM4BsLa1IWUf9sGVD/uc/OisWC1V7b+0eOM2Cft3/8G5vUn2j3nPwj -DBTpFl29ziF+1GWrLmTFwHRAuIbUDxa++00qOhwk+nBrnHk1QeafLyEfy/Yx -sPq356jxJNHHjICrhBkDOwVD+0amiB9Eur92M2agI1L4s9dv8tw/s7puBwN6 -Pv8WC/9l4eGD7FjZbQy0PbM1T59m4VKOs8YlPRJ/IfWMLbMs/LnXGd2yicQj -/KJ45z8SH/7RojVaDJSLKCac4WHj37D/E7+N5PyXzTfNncfGnK5Uq44NDPzL -/fotbj4bOVnbWhSUGLiX8PftxgVsVMvuXhi4joHPy4ISG/jYiPucK9C9ioEE -Qf+HdgvZWFJ5pl1pBalPCyrztwAbrw87Hb/6HwNH2gc7I4XYCDsW/6JbktS7 -3TZxJRE2dPwma5TEGJBlyLpVLWLjk41bSuBion8Vn5GjomwcS5vY1iXEgPzK -vY4/lrAxyvV7qrCQxDM6mTdcjI3dnybbrvAyYHTyXOkaCTamZawr2ngYUDla -HFomyQZTKerimlk66o7e8rBazoZr6sPv3n/oYGl1nGNLsRErZrO+aZKOY0i+ -FiLNxrjw+w2yP+gIbvj2YqUsG4ckP0x4sOnoWVvGLV7BhktB1NXqr3Q4pC/e -Z7GSDdVz9W3in+hYLfap4vsqNpSKL407jdHRt93ILHgNG3bLosuLaHSIzKz9 -LreODct/IscEh+mQFrn7tFieDUHmUNmxfjpWbPP3tlBk44cGm5nTTce8YxMn -WUpsCJ/c1DrbTscFxYmTIcpslLdkXdnfSseEm7/3KhU2voxvYj9qpOMZJ+Jp -qSobHxZ2r6Xq6EjxUv1utZGNa7Hn5bZV0xFRdsSMo87Gn29zRu+BjunQxZVh -mmzwnPSyGy2hQy7ZYt86bTbytldmqLylg6dg3Y8KHTZSP/Xk+r+mwzoi+KXN -ZjZqk54FNr+i4/5n7+uTumxEZCuI/pdD9nPll1ukHhvvD5s6umTScWi+wAXl -rWyUjU0HFD6h4+imnPB6A/K9SC0b3lQSvzZGub0hG08fjv85mEyH37Vs/tnt -bEip/TueEk+H7Tz+M3FGbGjdvXjj+wM67i34zdDcReLL0HHTjaZDeWugZ5sx -G9HWW/4LvkfHApuE/86aknhLnQ/rDKMjQ2jfIJ8ZG1N7mspXhNCxgyc2L20P -G7Oiem9cb9BRMH75scE+NkKD37gVXqUjzGEiY3A/0f87xa9z/en4qcRf532A -jTVfQpX2Xabj3cibv0sPkXzwNCnHedERrjBr8sqCDRXpIQ7zPB3nXtBz9lix -YWz86rKKGx1K4nZKnw+z4Rm6ucbnDB16c/zLbx5hY+kXl/YqRzqyRbXPrLJh -47ujxmOhU3QofgnfgGNszJsN1rA6ScdcxWv8x06Q+nt2JOSRDR0rz0r8/XWS -jTvH4h99OkyHsPlu3gd2bEQJ6l3eaEHHB3dZeY1TbHDS1MR9zek47RBt23aa -DeXFZzyr9tAx8i4z95wjG3w6A9ECpnRs3WgvJejMxr2/Fy4d3EnHlEZZ/DMX -Nhbrr/sv3pAOKYcS9V2ubCzrHQ+i69Ox//BxBvMsG7cep2Up6NJRm5CWGeTG -hr3Hgfvu2nToV90NWeHBxsxSumGBOh18R1YElp0nerQ2ejWtQsffb5Z3bDxJ -/fKdo21fT0fQQo383xfZoMb3dITI03FnUyH18BIbB19332xdTfI9l7lT24fE -T+33n6VyJN6sgryuy2z8Wpq58Yg00W+Qho6nHxtFYr2Kycvo+LrtSKeoPxsN -YxeZDDE6hnIUgl8FsOGkfvGEvCgdo6apB/dfJfvLqIt3FabjckydFiuIjdXf -jse+XEj0IvhA7c51osfH6w//4KXj03rRHco32fB2WtmrPZeOnR6bzjXdIvXR -p7bMd5YG+YNCL8+EsJESbiZV9ocGH9M7/AKhbGRLnBr+N0nD4+aSy5lhbNgu -cLHb/oOGi+axc03vsBH4cd/TG2wadExWp326y0a/4YLndV9pSFh73CYkgg3n -uKsX+D/R0GO9a71CFBs73F7+Nh2jwc98dMm7aDbS9G4YhtFoCL+ssMT5Phvd -VyjT5iEaLhmsUuR/yIZJ2vgS4X4axIRaDj+LZSNYzjJxbzcNmcaKySbxRK92 -ah/utNPQbq0z/SmBjW8tzlRLCw0p6VPnbyexEdPELhZupCH47pl/io+IHksK -du6to2G7T0R6Ywqph98vIsKraFha5WLnmkryMdKQ0FROQ1DjpJZQOht3K385 -CpTQEMDSWZXzhNQTV5lrUkjDjtsb1u3LYONy2WH94Hwa3Cd6DdnP2JA/d8ak -9iUNc0J0vCKy2Ni1y2rpvOc0bIvfU7HxORsSoULJ257R0BYoubozh/izV8An -/3QaEsNiky6+JPncnsQtTqGBI9KmKpHLRua6o6VTiTTYHynvL8xjQ/fg052a -cTS8e3sq4chr8nvuhbse92k4frni4t83bOxUz33wPJKGO+NdDkmFxJ+1Dp74 -dIcGpV2P3QyKiP5kjMdXhxJmrL1HL2ZjhC9o/clbNIzN2tdfLyV6E+aoxV8j -PGotua6cjdNGIT+7Ash56vkC34GNplKdy4v8aDCacJ89U8mG+A2qxNSbBoGn -kfeFq/+fr7Sy6540DC47Z/Sqhg2LFdsDytxp8A+eK3iojg3p36Uzk640/FY6 -+PlnPRteG3j11JzJc91jo7ENZL03gptdTpP4f5X7vqWJ6ONG5cRjWxrSz6cs -GW1m41m4pPvAMRpKZgf2X2tl41HRbMaSIzTUVbWlr21jY+iH06PdljTMfA0S -bWhnI2GFkeW1AzTgKev+2U7in9I3Gor20hAlI6m+uJvUa/2yacqUho2X/47n -97Bx/Bf3m/wuGjxpCbmH+0h/CZqXeGI7DVY+v2L+9rNhrbll4f2tNMw7LRrx -aJDkbyBUs0mXhqKaD6k7hgnrMWV4dEj8inxaPo6wcUlGq1Zbg8TPrn5ROI2N -kC3nlc6q0lDY3eGixiD7PRCy9/F6GvI3Jgx2MYmfSbqq9MgTPYfLOVweZ+O8 -vkCLwBoapqbtF8h+ZMPU00rRQI4GmQf2qPpE/M5+2w5PaRpOnlkR4fT/f2cr -961UxjIaWm/H+Qh9Y8NmzquXA2I0PJ3b7pP7nY3m7xJzRURpWEGvjbBik36x -ZETUUJiGQFWfir8U8Yd5kyOeC2lYPPmR7zGXjS0H9rs85aVBe4u4064JNgxD -Bl718ZD8z5sz8vUnWd9usav49CgemT87GzlFzpMYyfKZGMWz1SJLdX6T31ct -/zb4bRSvfTe2D/1hY/u726e2jo9C8+CSjGvTpP8kVVmkDI/CJ/1VjMIsmZ/W -PQFPzyhaXITiW/+x0b5tSbp96yi2NUfZFM+hyL37C0913SjOLJn1usNDYbfn -ov5VGCX3KJNE27kU1kvZKV4rHMW1ux6tGvMonPOo4NJejiI831uIbz6Fn/Ii -WgbPRpHgcNxqgPD0ZyUqMWUUKXErn+fwUvjv8NTqP7GjuLmjRjhoAQUFPos2 -q8hRrLfa6WfBR+HA7ZU/826P4kR1+oQ8P4Wlp7dFiVwbBcOPcfkv4dXikRku -vqNwcJ8VeL+Qgq/ohGbNhVEEh//KSBWgYFVrqivrOoqRijbzS4IUNsRcKPQ+ -RfjXLd7dQhQy+/Y9b7MZxeSK/+pkhCk8HStfpmgxCi+5O1EcwgY8adNX94wi -ljl0plaEwiu3wcN9RqMIPSCwP24R2d9pEyVV/VFYHhA3OLeYQsPiRs+bWqNg -v5vRNRSlUBu3TXNwwyg0kqq3iy+hwC8d7qq2bhS0XEerz4RvZIcvvyk7iujP -H7zKllLYemjV1n6JUQytNXocKUbBTHxDv/KiUSwzDuhzEKcw8iX8SyDfKGKU -7/+nK0HOX7PyQse/EZx9HXJGRJLCiZAm9zW/RvCyxLqWQbhb/AzTixqBhiyv -cuEyCgOGw811n0ZQVHAnOWw5hYK++cqS9BH0nOBK20pRyE6qmOPUP4LfLPUM -zf8o/NpN7S5oH4Hr1v36C6UptER6CvA2jsB0tfHoMOEDUkoGh6pGEHpB6k6e -DIXI6z8+pRST9/+92xUsS/jUSz5WHvl+8kGhYysoKBvrJ+hmj+CxbOGwmhyF -lXlX0m6ljeDegcli3pUkvyv2ynUkjIB3weL0AcL3/t0RlYkZwbeF8+NerqJA -K5H1dgofwXfFjrgbqylo5o+Y594YwfWNvk+PrKEQtCUn+c+VEXC+/C1XWUvh -/mMX2x1eIziw4jBz3joKMwo/7oedG8GFB2FL+wkvFlI06HQYwbRE3P4X8hQ+ -+H2xkToxAgvHwIfXFSjsT5H4Zms1gmcmW79aK1IYfRjOfrpvBJ+vdu9WUaIw -7r3e8duuETS1GRXMW0/h8J6O/RsNRlD7K2xDP+ExSdvnXjojEHib9eqFMoW+ -zny/ItURxDSnGNzYQEHb43nZtPwIJH6cGziiQiGxU+GCgdwI5nwUDVJVJfkf -5IsLWjaCK/bhGrxqJH42CurVi8n+ZYc5A4Rfybjoz184gqCOeaWvNlLoYj4r -NuIZAY/WnKhb6hSsHeoyb/wexvSfds9jGhTMzVMEajjD0OrzsVPXpMjcIT48 -98sw1gZOHOXXoiD8bd5KQ8Yw2ClGtiOE2xp29wQMDOPSd+fzr7Up/Dnzbrqk -YxhbltrdDdWhsGOfTcyvxmFcgXKh7Sair0/0RM3qYaxMbvqqvZmC3VNdCY+S -Ybw+oq8srEuh/9OOOdn5w7icEOTDJDzIP3R0PHsYBwRj24q2UNhsSV+7In0Y -rfuvakbokXpYqm5nnTiM1SK66Y76FGIDngtFxgxj/ZeaFfpbSX02qCg0hA/D -4ZZcxlIDClH/Pcyfc3MY1PU9ul8IG8VUv9DxH8a9ayb9Fdso7DGJWu7mNYyn -cmI3HhpSmLuD/iPt3DA0/r7QddtO4fPNu/r9DsPozVk2Y7SDwnd+n0nhE8No -6DBv+s+IgmKxn+x2q2EMzz38hEv4o7/3G699w7jRrRTWsJNCuYppybNdwwCt -6UrKLgruSa2qg1vJfos2+3obU/gdQeYrnWFMcjyv7zOhcLbO9fRW1WF8lPaN -XWtK/I+zdY27/DDMG82KpglHFesdfLRiGFK3P4137qagU7Wd1So5jMIP+2Wz -zSh0JKn8mlk0DGX3IPtre4i/9Q+7K/MPgy/nSt6RvRSkJjdYHp0zDFtFQ5GN -+8h6Z6czgn8NYci11Yt/P4WQrHXOr6khPPmz+vMoYR6x0Pu0T0NwO2roXGhO -9DBvvpoQnbDIuh93DxC91Z/X0ekfwrHY9tuOB4m/Z7zKtmsfwgWfHcpbD1Fo -HU0KD2sYwsUNfgPiFkS/jyUGXlcO4YGmT8x3wsZiv6KHi4YQtVD3aK0lhbtW -K4p584aQvK5ifZIVqS8/lz0bsobgNF9goddhCow7+bstUocgLiXJ3WNNYWH4 -wGvf+CGYDn/4sOYIhSLXktCUqCFIVfl8nCYsv0yjuTZ0CEJbmn90HaVw9ILs -5S/XhiBTRBPMsSF+eeBopIjfEMqz36jePEZBLahaTN1zCA1Xd588fpzCRI32 -PEvXIdxOT47XOkEhuivimPepIeQH5dKFT1KYd+KFXJzNEM4FXdP8QPjz/LP7 -iw8NYYegaHS5Lekf9k8/DZgNYd3NYzMP7Ig/LtD99mcHic+h057u9hSeX5x3 -VEpvCPQ++Z/GpyisURjduFlzCHGXnl6TO02hKiLT87DyEP4LH/3vN+F9YgYr -vNYMwdi7o6LdgcISkSuaUdJDOBITcD7LkcJkq17+C7Eh/NZnbrjuROF60vGE -RqEhLGn599PGmUL1m+Jv4/OH8Ce2s0HThYKNqVrGnJlBWE0dzxQ+Q+F8YHyj -1M9BrNVLjvlAOPdit5Xm90EUFEWHwZX0+y1lZnvHB/GqQv9u7FnSTwY2ZDoM -D2JBSkLi+XMUbprPc/fvHsTv9OcFu91Ivu4uT4ppGcSy/zyGVrtT+Oq/RyO7 -dhDGe8aFZwiL/vXeWFk2iMdXBc16PIg++70f9rwZRMIsPfrleQrbafIOX3MG -8VHA+VPIBXLe1lPx/54MIvBToom9J4VLlnw6S5MHkdwX+HrLRdK/ZVm66x4M -okJqsbK4F4WN9T+ebLo7iIxve16yCP+i//DefWsQu0K1tr67REF8quGVTcAg -2jc09D32pvDp+gHzs5cGgUV8gX4+ZD9/HayuuA0i15GlZnmZxLOGURXmOIhw -pwCWii+Zh/TT7sefGMSJnQWF/H4UrhRea31mNQj3jffDGYTf+h47V7BvEJtt -pM6VXqEQXi14oXrXIKwpoyMP/ClkVLsOvd86iExpsQMeAWQeenz4+aD2INYI -BFvsDqRw0TeL/kFlED9oiafWXKWw/ITBFc66QbjUWwTMEpY8xPH7K0viTc9J -7wsi/dUigTZfchC6hzJ68q5RKD64LEt40SBYW7aJ3blOoVN9R584H+Fi7+NO -Nygsez95RubfADS/78kzvEnhzaSw/ZqpAXR+L18ifYvC+3OnypTYA5jX0xww -STj5e/sVtY8DECjzmmwLprBqjWaK1ugAjN++vZwdQsHk9Wl53d4BqA7G8N+6 -TWFKa+uSre8HsF9nYZptKOl/Wgm2hvUD2DQkZroljEK8ltUSIwwgqrfgj3g4 -qf9sU/ldhQNYosUqpAjzzDN/ZPxyAD6zRVeb7pD8JezwNckYQNiW5ZZP71LY -2TRbaPJoABJcAa2gexQuD9hYmzwcAHvtXbljEeR9fi0b43sD+NL3WFInkgLz -1umKncEDGBDYKbUkinBATfCOwAHEFl1S+E44WEg1d5v3ACZpWtvfRRO/3xag -p+8+gGLfIKe0GOJHK8MVNzsN4GWAdWzAfdJfM9V9NE8OIJxR1HXkAXleb6ag -engAPPHp0loPKbw4mbtZcf8AXj2Q9FgcS8HZVP/5KuMBKL4Tff+V8MyBhsD/ -DMh+/4vaXB9H8qWr+nqpzgAc/B++TI0n82uRiamg6gC+dsttDEgg9ejD3jpX -fgB5QhvKjyQS/5ecifklOwDGghIrrSQKpxTMzFgSA7iW0fBncTKZLzXz7Zgi -A/B+fzjrG+FTBSJ9vQsGcOP4aYd3jyiIyem8aJrtxz4V1vr0FApyPbxj5ZP9 -MJeemAl8TIFP3eJyLqsfI/8uDtqkUrgV9Pdc2od+rHzpXqOTRqFsQXdlzEg/ -pGcZb5emk/r8VXTxZk8/HpW3vGUT3nv1+i2v1n6YVKjUND0h/a9cYOp0XT9u -tM0fzHhK/LpWoe5QeT/CivfNXM+gkJ9U8MOwoB/2xoLrbZ8RP9x+J1D1RT/e -6W8+rZdJ5rHUmy7ST/ux17732bIsMh+k++TyJ/dji/fYrwnCx2QNDk/c70eS -3kmL9mwKlcO5R0fv9GOrx66SnOekP6VmljTc7EdqS+yG0BzSv1b9u5zv349/ -wpbZji8I84bdT/Qi8fh0WXPHSzKvf1orcvNcP9RFFzSseEXmlWPPmGcd+jGt -+8t5mnDbhy/iFsf7USq+X6w/l0Lov9p0Xct+yOxf2PQmj8ICsSURcnv7cSlq -7Z2ofFK/NzN6eXf2oz0k9aj7a1JPGSf8vuj1o7cvQGPPGzKP1Czya9XsR9u6 -IknFAgo9ktE9ucr9eCpmzregkPSDjoo7MWv68clw+1wm4dvLz6dcku7Ha7O7 -/BX//38f5l8RsRbrR1OzulRSEdHzo6LeTUL9uHpcRce3mELhF57pZfP7URgd -ePJwCZnf+5X9fv3tw/e5a6M1S8n8abHEsvdHH1bryXSIllFQ0Qq9/eZrH9gt -jtJswtlmZ5dFM/tw3mjOheZyMt8ejeDxGOzDbsVPHZmgECbZarSnsw9J82QM -gitI/jfM0OWb+iBtnVRwupLMz5t/9s2tJt975rR5exWZf5vvKA4X9yHfy7d+ -RTW5L51N7izI60PMli7bGcLFkbM997L6IOflyTtYQ+FZxk0N59Q+nIq3evO2 -loKGiOBng/g+0OSueDyoo+C/zHFKIqoPfn4M7Yv1pL8Lu534frsPD6VC+A++ -I/Puuj8y1UF94Lq6jqs2kH4eSdeKvdyH1wOhLcKNFFjuf5+cPd8H9/djFV8J -D3bLum1z6YPYK280NBG/a1p1d6ldHzijhg0ZzaQ/mI3wfrDuQy4MR262kPnS -SKG70LwPh3O8Zk+1Ej+O7f0bYtIHo/lDitvfk34mU335yDYSXxlPW7k2sn58 -5T7FTWQ/ezenzhJe15Lp+0u1D7xflNlD7WSePXVwpk6exMtwj3FJBwXXf5E9 -MSv6EJ12Pyuuk/xex2CBvWQfpI7yLffpIvUbrRausoisl/MoyqqbfO+envOf -BX0oGzsmqdVD9BC/Ob52thenDPUzlvaS+47k7MqIyV7wzjfYziUsddT23xFW -L6ZcbD+19RG/zdZWX/2hFw05j+Je9hM/MDlc/HW4Fzp8fy3vDpB6PRb7ML+7 -F2uzPWTODVJwEmxr8G3pRU7TLNtsiPi7c5e5YW0vBGLTWpSGKaT6+SnzlfUi -Qe94wcIRMg9sTTjW/LoX3xiKWZ8IFz9aSI943ov7uXyZ9aOkvwYkFlmk98K6 -eSLvKY3sP0fxg2RiLxZZsOtv0inc+XHLcSC6F2mOPz+eZpB+uDBUNzGsl9wb -eZcaMSmUxvHbH7/eizP3pU1Xj5H5bEffkIxfLxpHNofOHSfzUGxr1vCFXhwU -tumhE9aVrmxKPNMLFbWADZUfKMzZedPAxr4Xtw49vpfykYLXFYp3+dFeXLta -NR34icIj2T7ZngO9OFA2evHkZwr6vqKhUaa9EBWemtr6hdRL23njfYa96HBf -cEv2K7kfWLZaLdzciycMwRWzhG+oTRdWq/Ui4CRv9fA38vvLbWf8FXqxdZg6 -X/adgqC+nLu2XC/y9jevT2KR/ulTUcOS7MW9jPvUFTaFvzK3XJ8u6sXpjt0V -xyhyP16069Rxvl6kFn+O1+NQMFzdnb30Xw8eGHtcleZS2LSSf2fDZA+cjg95 -TBPmqclXCWD1QGh4/dmhH8S/3j53Vv/QA7P0YxdKJ4iekuu548M9qLhz9nri -T+IvC/qbY7t7UOtx5NGVSQonvd5M7m7pQcjKlXXHpsj6dhs9pmt6wPKonNL7 -RfxNfeXmnNIeJCtv0pT5TfzA6MiB4697wLviut8MYStmzluh5z3YsiilZfgP -6bf7friVpPVAvDJcqfwvmbfezni6JPRgyc9dUcnTpJ/ueFwvEU3279w8P3CG -6H9Bnkt1KPlel9S1k7PEH/nmH3W/1gN5jqrAtn8Uzm13jZXy7YGmx8IkuTkc -yKWWrKk934Nhnie6PDwcjM1vmHVz6YHvwTlMOuE2Xad1y+x6wCe4/EHVXA7Y -vGcSKqwJt387lDaPA32pJ8edzXvwcNdl6RvzOXgj8+3sIpMeHBUoZZ/m5UD3 -2ZKGNwY9uFqY17JzAQcxO76dt9HpQfn40YJ1fBx4uO5xmqPag22KeZl8/Bwc -urMgM30die+SgoxPhCP5Wdomsj2wVz39qmEhB0YqPYu/iveghr+4OkuAA1fD -KO07wj34u+YNPUyQgxeXfmao8Pbg2oJDAueEOLg80XH6/XQ3DJQj9fcJc0Dv -mDnrPtGN66Ln/FRFOCj8z7RC5Fs3fm8Yq168iOynMfhEDrMbz3/+kOASlmkO -NzYb7Mbc/riLnYs5uPRPye9TRzcKjDqHXotyUKGp9ftGYze6Hiftf7CEg/oN -AZVyVd0otpxs9l7Kwa+kvs6SIvJ+1YDFETEOtJUk1axyu5FoZPJRV5yDLmeh -HvazbmTp6N2QluAgmx5aG5LSjfuc/PWzhHlEHGblYrvxp+b58KgkB97W566+ -vUd+P2dNfOUyDlbKXDLbH9yNTLaEXdpyDpwzD5wcD+iGXP819ZtSHPDpdZT4 -XuqG2xwHEaf/OBDibbRd5NYN3ifFEybSHNDWCu5Lc+jG1blB40oy5Hmu03Xt -4924a/6GJiTLgXtW7pwGCxKfKosPLMICfCW1R/d049HtY5NtK0h8ciw7vu7o -xqm2hsX5chwsunho3ZUt3dBBnNb9lRwcXnOrUlCjG6K+Dae9V3EQ5420eKVu -fJSzSj6ymoPgZe3NCqu6kfFej7FlDQcjqeF6Bcu7oZ/sqya7lgOftGrudlGy -vxSh23PWcSAWa8xu5e/Gpg/srwzC59mfNx6d043lfiuP1MpzsHvhleKxqS4U -Oia3ZShwYKb9PsSN3YXQ56cOhipyQBW+Tpz60IVhM7eRs0ocPKuY+Rk40gWa -QcnF/es5KPH0i+Hr6cLtQGNxdWUONo3Pet9t6ULizKIKsQ0cTC0/kiJW24UX -z0S9pgjn8dkIx5d2QcjVVHNAhYPSmO5y2dddaFJ6PVOqSt6PjXudmt2F1w37 -2h+pcfCh35u1Nq0LZmslXl7byMHOJYZnn8V34a0E30MHdQ7sv9RuUIrqAv2C -7G0TDQ5+/O1Rz77dBUOBIzfXa3Kwrd3Ib31QF2ae5YeJaJH8j48uyPbpQrfE -+kQO4Q+pPt2KHl2Qliwt6NLmIMhx9EOGUxeKnU8NFupwsOPKmO7ak11QqpMR -SNjEwXc56/bHVl2wH/+4PWAzB1VBAlky+7rw2bv8pp0uB+alTTWxO0k8lZI7 -jLZwEDviunKpfheMnl5XVNDj4MuHYoRrduHSXddQQX0ORqtDHvEqdyHr2sGf -LMKnLJ5U+K/uQoKM1pmOrRw8dKKt+inVBbefiz6/MSDnK11Y57qkCykJo+fj -tnEwfz4nk76wC4uSUub7G3LwYMih1YqnC2NB+x/bbucgukdHo+lXJ2JbPhkb -7eBg5rx231aqEz9mnX/JGxGW3ViW+7ETk/ea8wR3csicPEVfPdoJ+s9F3mzC -0bLWu+73dGLjY9Wdnbs4SOJZ/YW3tRORM/IyhcYciEvKt3jVdmLo/M/ZeBMO -DAI12GOlnRC2jfkSYMrB2t2S5oded8J4LQ/NfjcH1d6P2RXZnahdvml0lxkH -/6ZSWjakdWIgQuuT0h4OrmeNfY6L78THvp9/RPZyMHBiixFvVCestnhJ/iBs -0uU55H67E4nTL/V793EwWHQsr/9qJ1YcSz1Xsp+DEy9qarf7dGJ/jEnGI3Oy -n22+EtnunbgykPzl+gEOXn03S1/i1AnOicc6zgc5cFvD7375BNn/nj139xwi -ejD0vzRq2QmzxgSWmgUHwtGXi432dkLmV5i1uCUHpy2adDONOiHGXdb8m/C8 -vG1TQnqdKG3dajpixcHZ+gy2u0Yn7B/9fl91mIMnj1pXdyh1Qs5jp22GNQeK -WtejNVZ1Asayf8KOkPo5H701ZnknGuWvJnkcJf1ApWXNxOJOXBBy2m1pw0GK -5uzOQ/wk3t9a5+ge48Bpy8Tj3H8dyCzKr5A9zoH6lyubFk11oOukaOi8Exzc -6HVYeJbVgcpa5rFPhOfcviL2brwDL5vXbW45ycF9z7tHVg93wMG8RzbPlsTz -r3Off1cHlORZwg/tSD/x7I/obepA/cozC67Yk/dlc66pVXfAXXAXv90pDiqV -c3NCijvQnOm/dNdpcv6KPFFabge+lAoprHcg9fsx4IV2ZgdU/7F2LnbkYDyF -cT08pQOua+XO/STsPpAVSX/YgTcjCUkDThyoeKT3at3rgEfX8V44k+cbEi1v -3+qAcZad1BMXsr/mE4JD/h1YO5vqGHqG+MXPt782eHVA1lmm1N2VgwBDb5nA -sx2459ssZXmWAz1tx8vvT3WAUZl9Tfcc6R+mB4VW2JDv1RT8WOHGwcURvp5z -BztQNO/zOV534kcmh3pKTDuQ/1uf84XwzoY5wgsNO+DzX65/mwfpxxFDly03 -daCvV39pwXkOVpfmST9W7cCLh6O5CRcIH93/8+u6DpSWRR4J8iR+6RAwT1uW -rP90v4DTRdLvGgSNA8U7sDtTrGaPFwcKJ6pRL9SBMfGhW+qXODj2xePcovkd -oGk/PrjMm4Pu1bT9Vn/b4Wh+Un6WsOeLIcdEbjtsU0R5x3yIvqTV8+if2+F3 -Iv9rw2UOrFnZG9fR27Gy1GDwpS8Hc6PFx1362uE8ltt534/0Ayfd5ufv2yEx -Pb/b7woHooXjH1h17QhbqTlq50/OV8LQVCtvR/VZXa5xAJkfEqbfeLxpxz72 -EhGVQOJ352ZdXj1vh+Hrt+piVzlYrp1vzk5rh3bFOts/hGfHx102JLTDQNT6 -AS2Ig9vH7d6ciWrHSLJxd901ov8zlHrG7Xb8PUJJ51znQLXhOINxtR2flfee -i75B9LP6YrWMTztM/1rXXb5J/GfRbPdh93YsThVRsL1F+qV43fJIx3ZcnHKO -2hXMwYGnD+42HG8Hp9Ged0MIqZc1upo8lu3QGJ+8uvQ2BxqjvgKb9rRDll+O -9w/hq0tWi7rtaMcLVl8kLZT4zadp4zTddszfKy1fH0b827fjRe/GduxuG6vJ -CSfzSsu5nYKK7aiV3eAac4eDC12xglvl2vGyl73c7y4H9zxkeDwk27E5Wr7d -7h4H6z1q1z4WacddRmuESQQHSveOXm7nbUfxfpq1aiTxZ++nf+fMtCHtuJWi -RBRZr/zCc9WJNgiErJ87Qzj7c0jY8a9tuLjjKJMZTfzqTF5sKKMNyjNDzY0x -HCx59LazoL8Nuv+9KM+9z4Fd12k9RlsbTKbr38Y+4CBxx9UOoXdtyJ9aUxL4 -kMxjS7vua6MNHsdR6xjLQethxVsnC9ow7RXZtzeOfE/UNC04hzy/dv+HZjyp -d9Xpby/S22BRWishncDBwnDBU90JbUi3lN4+L5GDZZQB79+oNgz7RHt9IUxf -bN+5IrQNFSZrc9uTiL4jdFt2BLXBn9Y08TaZ+MW/SK6jTxtuHAralvKI+Gmv -2o7b7m0IzzGICU7h4M6N0fIsxzYEc+dQbo85+HTU0aHpeBseyOKQVSrxl6Q7 -2l8t2vB37UXop5F584qMusCeNiz7uVxjbToHkmIjhxV2kP16ZL0QekLeP/sw -Y6duG+QvrlCfIEy7IrrSfmMbeLovlA0+5eD4OrEafwUSv5PJ5tUZRD+bnCJi -V7RBqjfha9YzMh+7ddzMk2hD8a/Td6MySb/3kElvEm6DsM+PTb5ZpF93LPrK -nE/OO8fwq102ib8K4/Xk1Hts1zZ+Yvqc+I2l6NjqD+/xPP+f48YcDvhbt5za -3/UebwRPqy1/wYHOWmrj5ar3KH53jofnJelnKN3/+NV7JJ2VGPhE+M6gaml9 -Mnnucbi47RXR393eS9/C3+PHTqXUt7kcrKo3DFzk9x63LEIiU/I48Nsz3aXm -8p7U85mQkHwO0stivM0Pv0dCdNMtj9cc8EbFOrrtfI9DLmnh1m842Lz8/uNQ -jfd4UfU1blsBB/2+kgpPVr7HkaGkFwqFZN4oeP67bNF7rPiS17j4LYlXGl28 -e6YVwxJrWL8Iy3K2X/nytRVBN74soxeR/Kw7rjzb34q/Zv92NxQTvaSVrl38 -rhUr/W1u5JaQ9RK/O8kVtKJU9ldNXCkHRXJXuCrprXBWaRW6Vkb0Lz5RsyWq -FWEpPTZnygnr0Ed2XW3FPluBvIMg+ZN6b2Du1op7++0Xbakg/rDe9OPhY61o -39XrubqS+F/WQNfx3a1QErcfFawi94c8EX77Ta0wuvr3wAThPE2Pq6fXtcLY -KLFpqJqD5qnb+g5irXi3VH9PbQ0HIfEftp6e24qqhz2dObUcrIlafMOOakG4 -u539gzril0pRQsdHWlCq1jMVUE/icetnr1VzCxScNsQ4veOgPblmfF9xC3pj -TuqYN3AQseO21s5nLfi60YG+qZH4g1RL3eYHLUh6rh21son4a8ryOOUbLVjt -0mwq0MzBRvlf2TIXWvCyUpb/B2GDPs6skG0L9i9Y1zLYQvSZdy/yz94W/Lky -EFvTysH+0KOnPmxpwRk7Tdec9xxwBAY92xRbIDK+3uhBG+lvb+Kq3kq2QEC1 -aHVgO+mHo7L7H/G2QO5Y10LnDnL/fMNdduNHMxIDvCbNO8n8r5u0wonejL3J -MZ83dxE9Gz21N3nfDJ+3isxV3Rw8unqfLl/WjGIoMwV7SD7PcxN4s5shkHj/ -8wThrW5GkfTYZjxWOjY53MvBz7QllSW3mjGu77Owvo/MR2JjSjEXm+GYRF/1 -qp+Dtw8MWs/YN+Mdb8T2uAEOmnqyswzMm/FKwc/52iCZJy1fYsnWZuQ/j49x -HSL3Z+c2obH1zbDY8KHOYpjUn+79yPzlzRjStfynP0L6V9P1vUF8zThxdFRf -fpTc976v3Lb3ZxMe8165tpjGwaTJT2dJZhMEsle1/CYca3O9frStCcE5jTJM -Osmf1wGbp+VNeHDa9WIzg4OlZWOrXZ83QVJ6uu0Nk/ijUpWcSnwTTMUuajwa -I/NMuNsBdnAT3gY1JoSMk/513e3NC68mKN6ZXHjhA/Gjm7v2nD3VhPBDbH+b -j+Q+NegrrnCgCfTx7CmjTxy8T723mLG1CZtNV3urfCbzTTO/frwy2c+lPdOS -X0j9S5+JN5dqQt5R2WCer6R+1+so8PI3warnnuRXwkKnfowX/mzEx7KHOV3f -yP1v3qpOZ2YjXPuVTcu/c8gYuYst2d6I22M7v2SwOLCMZWyuLW+E493+iEg2 -B98UffM8njci+fKInh/Fwd4T96yl4hshq2fGOs3hIDA6fX1VcCOUTko82ccl -8+OfLeudvRqhelLbbtMPcn982GsldKoRVdmPV62aIPs1+J3zwrwRIRn7Pgv+ -5KAucZXa/q2NkHmm8eYnYV+l7qHv6xsxZ3LXrdFJcj/TjsoPXd6Im80Bxxqm -iF/RBvLX8jWi6Ei7Tv4vDmr/Uxsun2jAgXLNZUm/OTB8vkTVitGABOFHM7f+ -cNCoMC/z6/sG2O9d8MnjLwe/fwftDixrQIOXbe/RaQ4sji5aKprdANvzaU1G -Mxyss1o/93FsA2jStTUqs6R+mywlVW81QM24pGrZP9IPXUQOlng2YG+uX+3c -OVxcy+vK3WnXACWR6eZvhNV/yWu37mtAylz1/h4eLmpOBI9Y6DXAcu3SLxVz -uYgaPJ/Vr9iA7NmYf1nzuJjSdIw7JtmANP6c5ffnc3FzLjNreH4Dal6Ybwrk -5eLdc8eRY9x3WLjPy8ZlAVn/nLvGwOg71Gsuvn6Ij4ufe/0yLVveITFV4qU+ -Pxfblfi3vS9+h13v/EflF3KRkRM9uevZO8TX64otEeBin0VCc+n9d3DN3753 -mvD0mcRKtevvcO5eaOgHQS7SRcS6Uz3eQcKcr7lNiItXyoELlp54h4iBHNES -YS5Crh21DDJ7h5T5njZPRLgYSlpV+X3TO/jHmGXeW8SF4dAhU+t171C7Tfnv -5cVcqLie+V6xlHzv1cIDp0W5UDBhPJfnIb/37cvat4SLDdt0gsNZ9VBdd4d/ -81IuvrHH/NiD9UhVkj6zWoyL0mrHUPOGegywLr8XFifrT+nkvSyoR0ZD/KZf -hFPud3KF0utxgcfzCUOCC6nLr82cI+uh1zwp3iLJhZ6ZZWllQD289kuFFi7j -IuGGmtHys/UYfNTOk7qci9yzFQy3I/U4V7nYP1yKi1VSgQ+rdtXDMKPp76X/ -uBC78MFOTLMejhqT/nbSXPgpeBieXlmPHu0b8/bIcNGL+1p5IvUwOe8Sri1L -4nu7TX/2bx2WRcYtW7mC5CM97ojJ5zqoafA/E5TjInTWJSSipw4MxjPdScLq -FsUNPdV1qFzu3kZbyYWx6jyZ/3LrEGewz6VpFRcfP5YGHU+uw6aszbwFq7k4 -nH5yKimsDieT1qSnrOHivPUp/yGfOtzfPXdX2FouumoNli53rINUe+0Xr3Vc -fPA7+/bQoTo817ePspXn4lKv7dnwbXUICG3UM1Pgon5ujEr1hjqIPOJ81lLk -IvjnldkpqTrM7G+Mk1PiIvNi1KASfx1+nDDeI7ieC7klZrU2P2txzdeGZ5Lw -jLJMSSijFnO3/n5LU+biMiegtPB9Law3LvVs2sCFk/WHd4zSWsxrSFAtUOHi -nHzDqGBWLcocbrJSVLkYpRLnaDysRahF1cswNS7uLe1Vsr5RC99WI89LG7n4 -VPztuN958r1fs5vs1LkIGDkYl3iiFi5Mxpw9GlyYbw8YKjGrRUQYo1Fbk4vA -S8x1/Ztq0dvHfrBSi+yvZ9J7Ym0t/JOnTwtpk/2HK78XXloLRvwfzSnCxbd/ -rV87pxae3oMLGDpcXL/Xekf3ew1C3kUMNG/iolxh1cTegRpsEBZ6VbiZC4fn -jidO1tfg14utwam6XJToLWp2e12DCR4p2ztbuDhRf1fvyuMauBrd0/XR42In -r/XL4Ls1yEu+J3FKnwtb3+HVkX41kFotNLF3KxfZXpFxsc41yGr52bHJgItD -oh8WJVvWQPCGfv7qbVzMV9976/H2GuwW74oRMeTCKHjTdKpqDUo2Z3n/JqwS -tvx8qnQNaqNe2Yxt58L+mt3Yo4U1KMzq3fZ+BxeDfkGWCZPVeDixSL7YiAue -A1+qY5jVmGkyFXmykwv9J0Kq4W3VoF30mry3i+z3g/WDoLJqOPx3fdTXmIuL -Zga/L2ZVI7/TvsHBhIsrPaqHHR9WozJu/mtzU1IPB+NfWt6oxvoD1o+27P6/ -v7B4dpyvxnTN3rB1ZmQ/ugl7Vcid1Sejy1t0D/E/5cVRkmbV+B05dHqaML90 -aeusTjXy5lse/LiXi93VwvPG1lTD23HDto59XDQ98VSpF61G4nxLlbL9XGgt -Pmb+bLYKqUtKpJ+Zc9EmqeUc/LUKKln7BKMPkPpPOOt1uq8Kjxpnf/sf5OLP -Ng9vg9oqLDpS/Mn5ENGbT865ZXlVYK7w6D1kwUWdb+RhdnIVWltF6rZacrHC -+LZmTVgVPP7ceK1oRerlKc/8hz5VkJWuTBU7TOpD0anWyaEK1ZG5Ef8IL1Bc -56N9sArRSUYBX6y5KKjN+m+eQRX6HJxdu49wMfLR9mXL+ipkTwhYVxwl9Wjw -Wv3BsirU6EgZZdtw4blz8ZNjvFXQmXND9cEx0i90aLwruZXYMldbKug40YPM -PQvmSCU+dcnMP3uCC3Z1cERaUyUmOArfrU5ykVihWWT3thK+b4y6DW252OE+ -p1XmSSUKj58oVbbj4iXXorU3shINAqdSJe25eKSZWHQvoBIO5QbBc0+ReI8b -3NvpWoknNvQz3wlH+GXu+324ErlPNff2nSb60dw+lWVUiUCjdSrVDlzUinmG -HN1YifjiVOEXjlwoj6fz8MtWos7twddYJy54tbfZ5wtUouXp9/rrzsTPjudk -HpuqgHxITKqbCxe4ZNE7b6wCryW9/Y6c4WLyVNKXZ20V8N8cdNDIlYtNzWyG -WVkFDr1Kllc9S/xYOh/fMisQI1PyZ/k5Lvpv7rsa9qACw3Oqmua7cTEwR3GN -wvUKZBUmx7MJ55hmZlW5V2CZv57TgDsXFF1rqc2xCkS53NpY60H8drHWcY5J -BS5dcPr98jwXzaNCITe1KlDv0lgef4GLVrnV0ZKrKjAyExd005OLFqdh/wyR -CggUVRh6XOTi63/b752ZBEx4FP8d9SLxtns6GvQe6JIsK9p5ifQj+9yvMc8A -zjKn82reXHx2Vc5LCwKc/i5e958PF67mtI0vjgL7ItJ7eS8T/bjed3mtAcRf -E7xFET6ZvNS6QAiosFLdOOhL6tNi1XT+eDlOnPndV+tH/N8/xCKnvBztPw76 -v7rChUikkG3qw3L08qyVTfDn4tadizLRHuVQ8rMuuRlA/G3yZligaTnWyvZY -eASS+PXwZjqtKsfuq7e+HL1K/LHs7UWzv2VgCh+8sjOIi4eV9t+VusrwaOFK -AbVrXEhfqRddkFNGfHMwWuo60aNwFm3oZhlCr7ss573BxZPlLdYvT5Thv/y8 -eDbh2Qauj79OGV7nJUsO3OQivGnIwHhxGS6wxCJqbnFxav+e50KfS6HxdHre -y2CiR4G5ZS2VpRD/rucZF0L0olXuERpfCsnM0uHrt7mID9tWt92zFKFR9jvc -Qkm+zUxKJ81Kkawhnm4dRuYlnZgDT9eU4vPH4n/bw8n3ohg3DsyUYHhws9WG -O6QfruJY/OouwV4hnwzJu1yEqflXxL8oIfdjmx8890g8b+6o2xRcgo41DZu/ -EU49O8eh42QJypZm+PZEcFGZ557gtKkEXWYDbyoiCafvcf61uAScTuOvWVFc -GIgebLzxuRgLr3ZJ3Y/mwmyXboVQVTHeUqeNAmO4yF8Ck4j4YtyPGnZyuU/q -uybOfpFnMbKSVt089IDMN0rXhULNijEgtixR/yEXElEaO+esKYZG7ePn8rGk -v9fbC16YLoL7zrQC0TiiN4l3x0e7irD157+iv4T9TaS2mOQU4el0fMF4PPHr -p4tSn98swjGzw8/fJ3BRNnk8UuhEESRjJROKEsn85l/M56xdhImT5dfSkkg+ -p/vnQaQIr8Y3nLqTTOotz+OG6Me3WLDRRM/7EZlPj6qHnMRbfBJmC9ulkPlL -tUM48+Fb0ATn9+1+zMWasbliLPe3UPV3jtdM5aIn61KcislbKF2asZBN4+K4 -2mjiGbm3cGxO4+NPJ/tL+i6d+qsQk+J6eRzC/g8OLutuK8SzZ08tBp9wYaFb -fmdeZiGk46pZNU+5EFhN89sQVIj5xReuvsjgQtvBiX7wSCH2J0QvjH1G+su9 -uWWeGwuhfZs3NCiTC7usk8IRCwvhF5bB45pF5r1Nyu0Z9AK4nbb2sMgm85SW -OF9JUQF4Iia79Z+T80jW5zREFoC13VZdPoeLPf9ruMzjoVzfMG6rEIURLZRG -CyVSfhQ6ZSunKFlS1tRxVKdG2usoEyHZUlHWTBhZZzGDFBepjiVLSmWpFKHU -xPvSJvo9f34/7/t5Ps9y3fd13Q2fa5/uLwV//9FwlWIKtWIT+w6rUlzLVW75 -QdijfOPazjmlKHNTmtnLI/larznx+YgYSqEOdo/5FCzaj3k114uxVZIfJBaQ -+5Tri67hiDE0Q+5ahpDo48gDJv+0GFKKJoWRJcS/XKoWpGwXw6RUo+KwiIKj -y+nzIfpipCdHVu4SUxAnpG3cLS1G2qBfqXUpmQdymg9ZdoiQe4GdvbyM6D1N -PMYQiLBivDJSvZzC8u9fu/svimBxYdR3gnADz4wp3i2Cu/SkQf8dCm1GWg/O -rRHB6FeJpLmCwvud9jU2KiJsyvmSXXaXggnbd7bcYAky26K2Zd4j/sWSqwNK -4DXpIblYSfTk19F84noJ9thZnA+qoqCiwF6uH1iCNn8ZeQ+Q97qY3P18Ywny -KiNDratJnjj+qCdkfgl0/7w1vKyGwo4Orumir0I4cvScGfcpLDbq7K5tEmLP -z2HuOOGXe38/8ckRgsl8IumtJfm6XaQ+FiyE6bkM/ccPSP92u5EV4SrEGUVD -d9FDkg+Zm84yDIRY7e56Mu0R8Zdh78xUWSF8It9HXfiP9OueU9MXdAlQtFUc -d7COQnL46sp0oQCdX5LCXeuJXt7qiTQvCRBp7s2ybCD69aclMX4C+ER12i9q -JOenDQ5OrBFAprpHXekx8dsu1rL9KgK8tbdqowmzurbrtQ7wYcZoYnc1EdZh -/bUKfNy87KpT20zqy87zVXwSH5PCXH5+CzmPMz9h8BAfsz4mGl9pJX4JWbal -HR+MhZJbp5+QPH5wiButxYfevXNyfm0UXu38oVA4wIMkcdYO+6cUFh67YWyW -xEPrr5DrRs9IPw/urim35cGNf6lOo51CRuqnspV0MZxeS3+YIKzeKlG5ySnG -NB3B977nZP3haQ2yTsWwO7n3W+MLCr/zPHt8Jouwektvn/AlmfeClbbzC4vg -4f+zOrmDwrsqiznfPYqwXhIUze6k4JWiYGqqUAStA2q2AV0kP01PzD5QVgiW -OOujYzeF9N5xv0T/QuKPn8+ZvKIwft/jn1JGIepbRFLzXpP3124i/b4ARsPV -gdJviH+ZHtrRFViAD2eeNw4Q9l7ouuqNdgFONN1Rb+4her6fvLWjMR87Iww3 -i95SEDa43q4/nY/j7G//pLyjsPNuiiV/aT5qmp+fZveS/b0NkY9tz8Phstij -f/dRUHLXVNgdlocFvO6dDu9Jf5c9aqFvnIeHLmH6q/pJvSdnpQ2+vo0TARve -aw6Q+7xWrp8RcxsjDU+iJwi7rKt+86f5bfw+OarVO0i+Z/13d2ggF2H//nWj -7gOpf05nRVhiLvy/dE8UfSTz+EvZTlWbXKwf1XS8OkT8V+igkTTMRXl+c/ip -T0RvvpUHVTK4JAffyfX+TIF+5tXJ3sJFXHic0FpCwah1pdfA9xz0Fshxl34h -+3uy7osNNwdHTrWeVxqmkK8deTnJJQdJGTl2I4QTKmeseyOVg5Qs05H2EQrz -gttHtIuzSd2YXKigKGgPdBY4e2bDzcZpMoOmoOmove+sfDam8818w0ZJHq1M -1s0QZyEz+gY3YIz0JwWHLtGeLPD75z/b8pX02yrDmJqZWTgTcHzA6BsF0TKL -1Q/u3cLcP+x6GN9JvXrsb7q3/xYYs02rvhFO0eS7F2jcgjFDwu76QfJVv1xL -fC0HD3iqevhJ4buC18oDhznQuG9TcmuczIvnbp8y1+ZAbe9iZsQvMi+Od2VL -NWRiVo/bsf0TJA9Q/YJ7JzJRn3ckz2GS5OvY8jSWbiYmrTRrjH4TP/M9+8Ag -8yai9V5VqEnRGBtonAz4kYHHjzyTxgiP71j9Ls45A5oeei4vpWl03o3cxylI -R0p3+3CFDA3tKynRN+XS8e7TKCtdlkZ3pbldlHcaxCWMphA5GvuiTeJ9SlOh -VVepuGcK+Z+3fe+CmalgqwYvtZ1K2GrX3caAFGTkPmMumUajoGpmwt7qZBjx -N/+aJk+jbKrZ6/7ZyRhe61PygTDLIy7NLegGPqjHbGpUoLFjV9tDXv117Mp1 -LC9UpKEmXekytvA6jmD2lLjpNDSKpmxYciYJT3f7rghUotGu5nfBui0RynHx -K52UafxtdX7u5mWElRkzjGfQcOXM+mUZeg26S7Y9VJ1Jw3q4gTmv8yrkvbPd -KMI86y0X+4yv4g6TVdWmQiNwct2S5Kgr4IXI/Baq0jB5s+nrmrcJGBMJNK6q -0eBIFKnaNQlQevpQ7iiDRkDEEob55csYsw2tc1anIUllcU1b4hHvqOu3ahaN -pUHF7i1n4zDr+KsmVQ0aXYoWK/4wiMVYb7fyCOF9J9fNDeuMRkuurU6rJo1Q -1w7VjIuX4P96hRxvNo26JoNp8aZR4NRwy2Pn0DiV5PTZrS8S32IFlgfn0vD9 -6F5GJUTggoVN/OZ55H3DnXb6rw/Hst9WPD0tGle51rVFn8IwPSIsdao2Deep -xkONyaF41NHg3Ed498vZtdh4Ht3PHj6tmU9D6krvv2oDITCbqqh9cwENwyHP -dKcNZ7GnXWVFsA4534ujrWuTz2BK9iqZXQtpOLn8+Nk0chKFUZkp/2PS+Mnk -yShvPo43ql6jqro0dD44NH3lHMFzeQNlCeF/5SfZGnQgDBHzrn4RjRrDprBr -nAP4OHgjKGcxDRnp1ayAbf5gxrwvZS+hkWsfpTH/hy+MRm2LPZfSMDWRdtBw -dsOLwe3Opno0RmC+mOViBz0Pr1QVfRr/B4yWZXk= - "]], LineBox[CompressedData[" -1:eJwU13c8ll8bAPASGkZIZWVklJVEg+SKiPxIySZlREohKyPZaRohlZSdvUfW -sffee+/NMyTSe96/fL6f53E/9znnWofHxFrjAcWePXtq9+/Z8/+/5qgqhVNb -EfJ62fsqhQjo1bi8gZOOFjQyuzRGCBOQzpkqmQiK+2CkIGXqIEJAxh28HwT1 -H4DY3cZ4NVECMis17jXNegTiYPiV/wwBaYiwJ8RR2YBFzaTCX+zUz5eYbbKe -wduBz/FdYgTE7bijFnTPAVYoJCqTzxIQe+oD64N0z+HwScpvXuIENNrp/rGv -0AW6tFkv6J0joEIuo+7dhy/A4pVioJgEAW3lM50upfGAJSvRVCpJAuIT8ww4 -beoJ93LVPwxiT534lFZa6AXTIjTnM88TUCXNZrAHkw+8942J9rtAQCsPbqg8 -feQLXVyKfQYXCeizl8zEqwo/kD12oPfsJQJiiPJ52MzmD6cLN75TSeHnLw8u -yNq9huzobYkB7GZfCqehxjcQ+oAmJE2agBS9Stni+d5BDc1umddlApqYH5z8 -+uI9HFaPLdKWIaCYepGxkp4PoJBc5SN0hYAqgqvoqVkC4Y0Kx4ld7CLvWc3K -qkBw77zn2y5LQCFXbevDbIOg/IRMaSzg9+/VtvPgDIZb7dp1TlcJyE03UM+j -MRisCTdjVeQIaN8Yi3fY849gZ1aicUKegMpCVsgV/CGwqH6+axX7yE+mYqrO -EHgapCBYcY2ADum+7jfyCAW9w/YaIQoE9I2gp90iGgY7tMq3zBUJ6Ez/BynN -wTBYs7/Ke+k6AQW4nn+z5v8JZjj6Gw8q4XgwNlKPuRAO5vveqAxixwqcCLSa -Coc7/rXfU5QJ6KOH/x3V4M/Q+oOi6cUNAvonW/hD/uoXGKFObL2pQkDZqq3u -6itf4OoD/mSu/wiIN3OW+CziKxz1GDVaw64JETiUqhIBd/RlFstUCegTZFX/ -/R0BobqRt4LU8Hlw5px5kPANHho/CDC+SUD8Zbqqk1qRoL29kiCuTkBBw638 -zym/w+zDsC97bxHQhpZqBW/2d6iqyLFox95l9WImnP0B8gxRh6Nu4+dphWfc -8/8Bh4wygm00COjH4f2/ekd/QHPn+XW4Q0BqR56KG1yMApU6L+HDmgRkU/H0 -xMKHKBDvmpEbwZ5gTfHwmYmCvVPpkqlaBHQ/o8FISDYaupSFKN20CYjll03R -YGg0CNb9yFDRISAixfUv4cvRMJ9kKM2qS0BS24Td+4ox4NAYFzWLfTaVf1ny -WwzQxVTM5OoREE/lq4fMpBh4r/37oI8+AR33r7P/pxoL6hVvaDQMCKh97tNR -cmws5PoWL3IZEtC0XcLN3zux0EXXmrSMnaefxEutFQcr3yluFN0loDg7rXCu -1DigNw2r8TcioLtS9zIUqOLB07KOV/seAbk3v7R2uBsPUb+67/PeJ6Brv236 -M3Pj4T/tPy/WsB8Iraxv0SUAg5Kta4kx/r5rTrGaeQI0fLfXe2NCQEczvK6k -liYAq/8VFh1T/P0LrM9Zjv+E+/KUBbxmBCR2WtomwPonBJzbI7WG/Vs1UZCp -7icETll8LX5AQJqsIj9/cCeCG5PtqL85AX3NfL0q7ZwIIUm3qLQsCEhk/s2+ -8fZEGOqSpuN5SEACin9mg4WSIPW3yeYSdsZ2zI9b3kkwVL5dWWBJQGlkLXG2 -oSTo5L9o5/MIv2/n6LdVyWQwfXid6tZjAiJNMi20vU+Gp9z6LuxWBCRztoK1 -dCYZjGSiO2awrz2vOJsPKeBFfZM+6wkB1YkvnCsOTwFOwXeiL54SEM0HRr7m -9RQIzHpzVtmagIodmA4sqKTCPlan40dsCIguoG6CKTYVlGTdJ4axN6UZC5T+ -poKhXVPQT1sC6ghtfOuvnQbjru/57Z7h+HTrM+5OT4OXQUvfrtgRUP5bNtkz -B9OBw4J5e789jh8OR76PJukwKSx2pQNbXa2dhbI4HZw/mJtFOBDQ/t3XAWWH -MqAaTdqYOxLQz+mPJ3wvYju0mpx1wvnJ4FagbpYBd1ZuS//BXmeWMuEOyoCa -9eDNyucENP+4gmOzJANed//68t6ZgM49Y1joXMgAX/dlXh0XAqK25GjKO54J -kaaaH7ldCSjacazqu0ImEAOY5+exH8br9HywzQTxuDv82W4E9Hj+BYVPZCaU -DF9QdntBQPeO3/rvZWMmNNJP3lZ0x/1ktTHL43cmeCe5ydO/xPX92Jq0P38W -rJSfYuvFPnCieDpUIwt+Ux/o/+6Bv//8bG7iyyy41nL15UNPnL/+N5MrU7Lg -ICOJVtyLgL6EsTRM9mfB1FMlry3sJ71BRw7tzwYPMf3Rcm8C8rQsfX1BMhvu -KqjzvfEhoG7tmDOWxtlgoKJ8W8OXgNhCr1NGf8gGs7fm5mx+BDRInU47XpQN -q/8aTCewJVynbgjMZ8OHW2E3kl4RkHz6aontsRww6p07/syfgNrUBh5VXssB -m6iJFqnXBFS9lqbBbpsDijYxT/e+IaBObmcn58gcoCpS2azDXtNWHBxuzIGd -9M2HgW/x83e4PZS3cqD8fH2lzjsCsn7E9vCXQC74LA3v53pPQOLLV0PPauaC -tpjm+Rlsr4rYg2meuXD9qIpq6ge8X2w6teLpuRDwbFjVPoCA5o4/aisayoWe -fuGLlwPx8zvXBFQP5QHrNw0aiiDcv3X+NU1czIOJlqf1ddiccUlVLx/kgf61 -b7YBwQT0LusAA+/HPJAL+rNP+yMBSVqdzWwqy4NlphgPjhDcX3KlktxW8sBk -Nmt2Alve4srfcxz5IERQlEoMJaBFTa2U1Rv5oDbu5GAdhq0c8SvLKR+U+Mwi -zn/C+UB95pRbXD7Mk/nTtrHPq57a/K8zH6Tu9iWVhxOQY1uc8Mm9BSDHHxb8 -6jMBiV6vq9k9UwC7s84P1L7g/DNIaxg3LADOQ5G8R74S0N+C51KNbwqgo5ij -uQ+7jfrG0aKCAkjaPWwSGUFAunNy9zNnCkAkImjC9Bvu9//8ONKYf0H32aKb -gpG4fi3KqGbK/4LQU/HxK9gj/71eL7T5BYVFjxeyv+N5pCyYvjHyF7hv8bE5 -/yCgP7MeceNNv6CvdOG8bBQB5Rq7Fez++QX7i7uv7IvG/bQt7cZJwUK4Z78r -Xoed3yNvoKpTCKOyL5jex+D8ZzdbdfMthMbrj0ZvxxJQxA04kJNdCLrvhsOP -xeHn01H8XB8vBJhekR3Evsw+2HaeoQie/M1t/x6P67fgHx8P2SJ4qqNy2yyB -gHpIATXtVkUgrFZZcvon3h/Flk+CX4vAguHS8WVsjonZP6/qi+BWMrqbmUhA -ej8YNpY2i+D3HtsghyTcrwxevNQVKAaaFpMsqWTcnzdN4xo0i4ErMbnsL3ad -yfaDa97FoLfPpLg8hYCehrlWVmQWw9TpiDjfVALKCj1RpjxWDFZyNm430gjo -oA27UTd9Cfy4RbxKl05AFnIZ3x9eKYHEC7KENuxT4iyvKKxK4FuG6ceQDAIi -OwQei/lSAmRdFx7dTLz/d3RuqdSXAOPPT9/YswhImjPlwu/NEgggtu0fxS68 -2NqYIlAKdXaX70dn4/UeoWB6qFUK16SX4h/k4Hom8YpGyKcU9sr8Hjydi/NZ -LLpwI6sUWNTs/y1i66d94qkYL4UtHgfG9DwC8rZMlQ9nQNCufpjpWT6uH2JC -3A6AYEdVZ+/5Alx/x7WKdZ8isLI1Ht3ElnvuzHrtG4JVslxK4S/cr3ZHpCSb -EGRv0T58UYj726d2LpFtBF7Pe5iuFhHQdmmL+dGjZSColZVCUUxATXvqToaL -lEGPZs75auwzNdsKnApl8Ix7LfVVyf/jP6glwaAMyArOR1VK8fz0JKtM0q4M -SiVMrWgRAV1y9uOoflMGLfLlWS3YjwwuTupGlwGkxs8FluF+cmj16NqvMgj7 -KEB/p5yAhmn7ct+0l8H69h3eoxW4v9mfqDo9XwaWHXKne7FDJhfkGvaUg9U8 -xYnPlQR0553VWWuWciBvJe41qML3A7HWwONny2Eu5kYPRzUB3eC8alapVA5X -nxK/jGBzSS8nP7tXDm9qi9V/1OB5n0Rpye9UDutUuUTjWgK6qZEXMfihHLIs -Vl/z1hGQ8sxZ5dD4crh5xP3wNLZkb6yVRmk5DB63842vJyC/YXmaIz3lwPNk -bNGigYCOKcjw9y6XAy+xV16wEfe/uYqiSKoKYHJ6/GYB2/jywTbLExXQkJhS -kdyE52U5edNL5ytgQzB10aoZx8fHKMdDahVw7aU71ZkWAmo0NKAZM8PfZz/H -sIr97l7syV9uFcBo2E+T0Yrn5Y3MktCQCvB85fvbpg3Ph/9+DTukVMCzNqUe -8XZc/w4RvPWqKsBHUzxuA7v8dEjm1aEKKOe48yC7A8/jB7sthIn490+UHrPv -xP1qYzmBlbYSii55/5LswvNM6XE7Gr5KGJPKViNhfxp/27BHphKcBow6c7vx -/jz0Sd+6UwlsZWEqjj0E9J18mZf8uBLEXjzOvtCL+3v9sgDZuxL+BC7TbWI7 -5XcXbX2thHkLUf38PjwPip2d3JNTCQ0Gl8Od+gnIRUY6kqapEpazT9VdHCAg -JU/xFdapSlCNo1jYxF6R0ewS3qmEcY2hv/mDeL9ujN+WY66CzOaqfc+HcLyy -sTzUF6kCxqNN2xeHCeh95SUWJ4UqKDtGMbOJzbfmbfrJsAok0h0r8kcIKHxB -+r8i+yqITJQKchrF+f35e9vEuyq4VqavcXEMn48XkUgXVwWeEfNUm9guNW6/ -ZEqqgLmXlJw3juNBwI3LursKzv7+oOA4QUCtey6ejluugianqtbzkzieNDe6 -Rqiq4XVJnBoJm7KUIMDBWQ1iPPKlOVN4fnH15Lp7oRrCFn7y2E8TkKXlBIq6 -WQ3Dt+edJGZwf6Y2OrhgXg0FL5nKN7AVn8n8Pf+yGrTfS/zNnCWgD1Y1Eb6f -qqHUx0DEdg7XEx3F+b70aui///nm2XkCYpXaNyVWVw2xdDumq9iW+Sof3oxV -w62HwVZpCzjfOSzm535Xw314/PDJIp6fdGPJKow1MKURqiOyRED//bmZnyFY -A56aXNKL2J5SOSJs8jXwY/Y4Q9Iy3r81Ht1X+jUQHfW+/+EK3q/vM9K/n9XA -wMGAsFOreD8f3+6xelsDM5+FlGawhXiyhKdjaiC45Oli7BoBmYjryRgX14BE -p6W36ToBncz9dHC8qwZihIUOn9zA9c0KhZgt14DjodIPY9is6OToIlUt7ImX -oPhOIKChYuYFR85a+HHqs+VdIgEJc87nUV2shfTknSp2Eu4/CsTr4eq1UC1n -xTyAzST99uuZh7VQukTSCScT0E72vrw6j1qYiU4I0N7E8w9Dzifzz7XAfDOg -iPk3nhf0CXIHsmqhpbFwsAN7VIE1L7WhFm4vX1wL3ML5J+5O0p6shVon5q2b -fwiIUdh1L+VOLdznMyLTbuN+t2g5mMNcB9o/Ts41YL/qi/WxFK0DgffWLf47 -eD6ifLXLc70OvnpoJF7/i+ffs1YqI0Z1QKLsf065S0CJjRmWkU518C+c4UoF -dgQh865JYB0cy6Amv/yH99Oh+ZRQYh08yqqLubKHiKaajOtJ5XWwuWN6fRv7 -7KmWa9UDdZA7Pj1csJeI+I2fhYcT6iAjweCRIwURhR5Ir7OmrQeKtx2LEvuI -aNNwuluFvx4Ol+iYrGO/UHcqF5Sthxiz381plET00bv2Ha1OPQx/Kz9jRUVE -cepSUgTrenBxKfMRpMbPLzlbN+xfD+17KdpmsB1fM11uiqqHxbMfGWL3E9ES -v8LH0sJ6SPnjcd34ABH9KhDuyOnEz1Pqs+U8SEQbHGe30pbqQXwzLngQu3Cy -4GAqVQOEDZN/hh8ioid3zlClczYAZU1vjhYNEblbbi3lXGyAYlutPCZaIlIf -8K4ovdUA+uFuqa3YjYyXXjVZNgB5Vu/LOzoiKpbwlBnxagA6qj9uN+iJSJqj -cZLwtQEa3lhqUR/G673v5U6X2wBUNLm8ldgbN5nphVsa4Db9/OxLBiI6srby -UXW2ARiZmaJlGIkogdqT8dmeRkgNltHYwqZikPb/ytoI9pv2v3OZ8PMU32zV -nWuEvvjakGdHiCjo64T5n/8awWHn6ikxZiKyr8xpF3vQCPT/LacvYi8L2V22 -dG+E1qG+Mz+PEpHw38C4+E+NcIVwONbsGF4/rxfjXEYjaNZGHuY5TkSRCkUe -og2NEPA6yHYYW7I2k+g42QjsJsT6zyxEpNU2+LRqpxFqbDpZtFmJ6LFixtrR -Y01wtFnaiImNiL43xrs+FmsCJ78LX1qwnesvMlYrN8HZ2I6mN+xE5GY+lHXS -pAl8+NnJ1zmI6Pg7ehMf1ybI2ctxbN8JIjo/o8y9ENIEZ06PiyBs10nq1Ttp -TeDp4SjtyklE9blVreW1TeC6MCt7kYuIOO/8q5QYbwIpWTlpAnatg2Rz4p8m -uKj6QSSdm4iyIiaWeJmbwWh44OhjHiIap33NFy3aDFzZ58gCJ4kotS3BgU+p -GVxfRTVPYIv8QuNJ95uBnk4iIpKXiN4baTw679IMl1Y3jPX5iMiae4Kh6mMz -bLUvcR7jJyILgY0e7dRmUNcQ6WzH7r5PXbpc0wyrVCXu7wWI6ODrmFr/sWb4 -6prEc+MUEUmcVCed+tMMhy/vKaY8jb/vHKDceKQF2Kvr1cqwZRIWK56JtsC3 -j0y9roJE9N+HxQecSi1QwDqjc1GIiEaGj0u03G+Bokr1tg1sG8Y/wl4uLaCx -qX81TZiIvtlyaEiHtID1kSM/LUWIaPjIoQRyagt42njv5xclIrmhmyL5tS1w -936+0Ri22AunSdfxFnA8U5j69QwR7XnO2KKw3QK5XJ+I2mJEtJczeZnxaCtU -P9OTYDpLRL6Bndcmz7TC7D3aR83Yn8rZOgqUW0GEtSjcX5yIEu0ZvwSbtIJZ -gw26do6ILsCNbzZurSD/+dLILjbja81hjbBWuBt3gvRLgoiI72oMpDJaQfaA -MKWDJBGZ6Emw8TW0gm33Y5qz54mot02M7chUK3xlWzy0iF2YdPsu9W4rmI5m -U8RfIKLpX582dmna4Bd/+8b9iziflDL6d1jaIGVebZD9Eo7Pz6VTO/xt8Jbn -fHEP9valAOZ/59qAsTQoNEiKiN6wrlruu9oGkklPLVSliWj+S/L0QbU2uN/Y -I77/MhEZvQ72Z9JvA4e93cRy7IUTz+6csGiDLgH7DDcZHN+7LEpC9m1gxYDM -Ll7B8SOrbSbl2QaF78sYN7B77m4lq3xog42H3vkpskR0TLWD0+hrG8yYM2lb -ABEFPMgssfvZBmJKz5d5ruJ4dbB4/Ta3DcSr0IshbMO8aq+4ijbg+Eig/iRH -RBFt35LKW9tgx5Tz9W15XP+GyveODbVBz7gKJe01vH+mlK/3LLTBxyzv5zXY -WwaX5Hg320DQqXPaQ4GImMXEhZUp2yGsUUH1siIRJedWKFkztgP5+kQyCVtL -qvxTOGc7uLrmUWZcJyJuh70cVcLt8IrcqP1IiYjCQnW71y+1Q/lV0Wg+ZSKi -lIqo4rneDlQjUzMj2DXW0Qt37rSDu9pfvs83iCivWE7Z/347ZB30NLyjQkSe -R2+PlD5phyB/l/d0/xFRx0RC6qZLO5hfJubXYsfu4cw/598O+wJ+D3qq4nwv -fbttHdoOuYtBW5fViGhtrN41PbodNHMbGMjYct8zL62nt8N//6XyZNwkoufx -HBLnS9oh/YCCyCN1XO9Yph+7NrSDlMLns3y3iOjD2+nJyt52uHkr/8wINjvd -1lf66XY45fpTIPw2ETlwbYcYbOD/p3di0dDA519U25r0rx0Sb4lS0t4hoqu3 -Lqvt0HZAllf3fDV2etU5+ltsHaA14Vz/UpOIuhzeHok/1QFbP/lipLSI6KQU -r9GuZAccpB1zJGC7G/St6Mp3wIZMnkKqNhHdj35dk6veAdyWmbQWOkT07r9j -M8x3O0C4cLCFWxfvJ53RTcdHHfBVC94OYPOyyu0ZcOqAO3dn5EL0cL04/mMH -fDvg2urAhpo+EXkLGyr8DO6AYP5TkfsNiKiOoN3H9KMDCo91XyvH1vN/9utl -agfYd69MuhgS0Vu3oLmVwg7osnF3l7xLRKMjYeb36zpAnPj+yAp2sJS5ZFd3 -B1hYnIpJMCKiguBJDZXJDkhp0RQ1vofPz4pQUbHWAclC3Fls93F+1bj4Xtnt -gLDnH8W7sOHEva+FNJ1wMqsg+b0xjidLPypp1k540/yZW8kE5zdPb1WRQCdk -l1wN3GNKRJYylwZAshNon+X/+YXtJxJ0vUauEwp69t+3M8PxP1V/SF29EwK6 -LpeJPCAi1p6GUwOGnXD09l32Gex9G26RFo864dMZR9vv5kTEklhvvenUCUKq -gRW6Fjiflr5EvPbthDzfXHqmh0R0V3SQn/NjJ5CzV7UasZ2MHGhzf3SCf4py -uI8lET0laN6+mdYJy3IN3Vce4Xox/oA0X9QJcdfc6TexeX+EbL2q74Rj7k/l -Mx7j+ibYYnS6txNKC2NtLa2IKOb3P/7GqU6gKhOKOPmEiMzpWW7ZbHSC1+1D -FYPYtsuUI8f3dEGDmNpkyFMcnxG5beV0XRDO8vefmjURzcSzCj5l74LOGl6W -/TZ4HuLgmeMQ7IKgjQbhMuydwGL6lgtdwHB7R9rZloiucA1/81TogqGQcsVz -z/A8ZW4fdlGjC9Kf8KkuYrO+t99avdcFP/3P3Iy1I6I22bbapCddwBc4/99d -e1zv010oHrp2wZLwPcVjDji/wy2STr3uApa9n6VbsVcuvy2bD+uC81k/hP0d -iajJbEAxLbYLpEZfssg5EdE/M5XLDlldEMJ/de8f7Lrj7VGyZV1wlntxOus5 -Ef0YN3M51NIFryze1Dx2xvuZsVPdN9gF74NOxfC54Hq9E+CbON8F3eJNrsPY -ibXHCt02u8Cv3/NWmCsRKX9/baZB1Q2PjmvwqLsRUcjXcV+hI92w4XR9Zf8L -ItK+z8JFxdMN13wf5pdhy544LT5xphuEa8vdnN1xPn+gKSmX6YbLlQay517i -89kpqYxR6YaKHdhZwBaWvXzdX7cbRohOeTEeRHQ576WitXk3OAnRPTH0xPmp -7V+ha98NmmwHuY964f4VqVGq4NUN+8GhtRn7cuSQlERgN7AxGrj6eeP83OC7 -wBfZDSvUVbzgg+O5TijneEo3zIf8qtvEDh9ZzqEr7AZdUcVHGb64Png9laKu -6wa/qzYHLP2IiP5jqvzenm5olFGI4XlFRLoeKe27k93g9aFBegD7iuqT2d31 -bmD4Qdsa7I/z482Gz949PUA5cOT+f6+JiMIEkqnpe4AcPb+87w0RNb/VMaDn -6IH0e5+eF2NPaUIYi1APMNoJ7HF4S0RD37YN+S/1AMj+8BF9R0QZg0EZktd7 -4C03PfUM9vjxA8HXNXvA3cnZJ/I9vg+sm1EYmPTAdOTiP+0PRPTnazrFM5se -GF178vxwAI7XidWPb917oKH64EottgffmfyEdz2ga1933yMQ55u+3ZOaLz0Q -fzu77VIQ7udM9fmzP3tAMLPzyjr2BXupTzT5+H2nzv1MDCaic1daac9V49+X -GThs8hHnW3Uoq0FnD6js77RnCyEilZ3wUr/xHlAKFujtwEZW0zs5qz3AIjhy -4W0o7hfS/t3Tf3tg8ei+kGthuB/yBtxgpe0Fl6jIlW3sJx4H9NXZemH/kcLr -OZ/wvH993wH/071glWEUYRWO6wV1gGblhV7gKg1d5ftMRGmLRVf3KvaC+MuH -V4exh9CXZrk7vXD7/NiH0C9EdGdeZsfHuBe2uKkH1b4S0QGrnOYG61444znJ -Rx2B70fzR64dce+F4o+eVqXYfTFP7xq964VzofOZjt9wvjr3nUj50gvNZXyk -M5G4/8098N352Qupt2QuzGIbM4mEquf3QvQLKYfv34mIkHP1Zlx1L9x9yZ+l -8wPn49nCzL+dvWD97uDy4SgcP/7pZboTvSAysMJfh/3O6JJb3lovjEeMGHpE -E1H8ltX0sX+9ULJ/IuhSDBHdkzf/60zXB4OqFNVr2CNVV6pH2ftA5Zsy+Wcs -rreZdLLKQn3AKFjKbxxHRBMDaw+zL/WBGJfVHdZ4IjItolDiUeqD7FSDl+3Y -HTb3+oO0+iB+b1ji6wQimizl5aEy6wNuJb4OuZ94fYefcLk+6wPtxMNbW9hx -9nrdBI8+CNIw5sxKxPexuP0K1gH4+VYn5R8lEVH03k9Wy9/6IJfT0OxkMu6/ -QaduPU3pg4Gg474D2M7UA6vrhX1gv3Q3NjiFiCp+tao+r+8DP81LFSqpRGSW -LvRwb18fPFhNH6FII6JHoXTX3s/0gft481YhdknV1xF2Uh/E3Px6xC6diK7J -bV1O3dcP7Xo8IsIZRERTpGIox9QPD/gtr03+3x9yr/Zx98OfDle9r5l4nqi8 -t2Ar1g9+3iZP72Th+Ge00aeX7QcrHQEvmmzcj4boglNV+0HnaVtIJXb2BeNg -dYN+0Ju1jHfNwfV4ItiQaNkPFOPbeRK5ON/Um9a/Pu8HGeeAmkVs8e8X71x/ -1Q9PmkW7Y/LwemL+eRJCsf+MThjk4/0aUX8ZE9sPcRzpq0cKcD/x1lTVzu6H -efXY7UZsPRfpBZqKfohOr6P2+UVEr/TF9Kva+iFfm59RphDfD2yMv70c7Yfi -e5VsRGzRon85V1b6oWwqmTeliIgerkpF7+70g/O/WWGzYlwvHK6aV9AMwJV6 -DwmOEjwvWSlQvGYbgF39l9Jd2JcTnJw0BAfgQfPS1XeleD7KpK3lxC2/9FLH -dQWE46/xwsby9QE4kntJdQd7dVXwD9IaAGZ9wds5ZTg/W9nGQswGQAFStazK -iehSl2ycld0ADLo26/FV4PmUp0lFyWsAegQ+3h3CrgjZaucLGoC9OvuNQyrx -/1fvXqb6MQAbJyXMVKvwfZOa+c1c2gDwRnFZUFbj+f3Bs5KWkgFomO22LMYu -SLnTm980AHx096zsa4io2nSjL2ZwAARPVT0VqcXn1fK6MnhhANr/o7edws5Z -1Qr32RqAlcDrdhF1uP6/+qjrfGAQDGgdHTTriejwUQ8q2+ODUNsZ50TbQEQa -fXo/HgsMwvbOiHMV9q+2e0KW5wch45uQm1sjvm+WtsdaKgxCZGOQu2QTEV3k -XWN4cmcQfCNOeC5h58vvWNuZDIKiQK93bDO+L/JeqnSzHYRM91o/wxYcDx9m -aF57DEJD0eZr5lZ8P2D877/wgEEIJdi8b8Ke/5volRQ5COoyMkE+bbjePVLO -RqmDoJxiEirTjp8naTXSWzwIW3rLn4nYnH8NqAiNg0BjOB2Z0oHP+8w9QcbB -QbhVfyfWrBPH11bJf+cWBmGkQC6Jowvfb3XKn2hv4fXJFWR0YQsdyg58cWAI -BN3K8t91ExFtxHBuwvEhOP/SFCn04H5o8m6kS2AIzpom1e5gK76goaW6MATW -VyPbcnqJ6G9PAlxSHIJ4MeUBqz583gLpLk81h6DzRuYUXz+eD1atSxNMh+D2 -z4nVIewHnlK0U8+GYNBsejtkANfTbYMHvF5D8OFzxQG1QXw/v3G68UHQEEzf -9z5GNUREAwJrssk/hqCr+yx/CfY4F3UFIX0I8o90SToM4/tWQIkWoCEwvOCo -KDqC1x/zaPt9yxDQ6nPrTGPn6ZnkjA4Pwcevg5bfRvH9xeuPp+TyEEiwZL7Q -GsPzRsXrB+92hqBoOTGYbpyIygMt7s/SDIOPdOvPauw9Ukt2iuzD4HhCqOzF -BM6/IZuoeKFhoM2r7Ds/ie+/NuoLh6SH4TZf3MYytn/lhPqzG8NA9O+li5/C -5/vcr3NIdxiAykzIaJqIjtJ8clR5OAziRXeUj83gfGm1lS5yGgb15nSLFuyD -G/bcYq+GYdnI099vloiUXP4JxocNA1VIe5LsHJ6fbtjqcscPw/WgxBYytj67 -cOq33GFgcWMips3j/PL/IMhZPQwxLkfZLRaI6Bb1bktU1zC0Zhdd41okIvL0 -UOTpqWEwVKd/2otdphPwJYswDIUOx74ELOF68MilEvaNwLVbw7VKy0T0jIaS -vY1pBBgOWm3+wzY9+DHa9OQIiDU2ni5Ywc9jCjD4Iz4CphVUhjareH4ouK8U -IjcCDuy8QafXiOi9la2F+O0RoKYUrRvDLvYRLmm/PwLfkkT2fl7H9Uv6zw0H -mxHIkRWWub2B7zdJNw5zeIwAWhN3PkggotA+P/qagBGg27hRUI7NlMp1w+77 -CDA7uG05E/H8S/Yq400fAb7UDplzJHy/tuJ27C0dgcQWLa8F7O7Uh48/tIzA -wcOHG6LJRHRcrjlKeWQE0mP3Mxts4v//VMZGvTICcrXK94/8xvlOl9db83cE -FNIH0xqxGeZ5Bt7QjYJdWP0/7y0icjF05tU4MQpp+ex3ZP7gfvvqXC6H6CiM -3Bz8ScSmd6gKXJAZBZHPjHtTt3G+8iTkF6niz7tqDR7s4HrmcEc40HAUrOT2 -/zrxF98XblxbtrAaBXeufpYe7AeW67vybqNAzLju+mEX378+9BvzvBsF8iW9 -sev/iOiQ+fPj+yJGYWybVfkf9v7A/3jmkkdBFYKz8veQUNv3do+2olEQUmnk -stlLQuYn3lwsbhwFZNYScJqChJAv6Xry4Cj498VSjGN3/Rea8W1xFJ6u6Tz/ -vI+ErPoXHT5uj8KP32trtylJiF1ZVrWGagyqZZ2tDlGREGlq+l0V3RjUMf5Z -qMDusEp/UXV0DLgq3KxcqUnoJrURV82JMfCOOrQusZ+EHmnlPqvnH4PL+1Kf -L2GTXJ2ft4iOwfblJ/viDpDQATZr8e7zYzAZpRl09yAJ2d40iBy+MgY/3lmd -PHaIhA7l7yubVRyDW1qleS3YvLZnPhHUxiBa+87NVzQkRMsWzbdXewwqlyTn -gZaEdFr5LRmMxsDNwerVb2wbMc8HPOZjwH1rn2AmHQlN67mxST4dg+BhihZL -ehIaWh31V3YcA00Pe8eTh0noLbNDppH7GIRFGJ8cxE5/QhXq6DcGB8I72z8y -kNAar4Fk4IcxkBzo9FFlJCG6yauByWFjwNz0+DIVE97PAc/Eusgx8OiLJZVg -n0TzHrPxY7D52D/b8QgJva9TOH4gfQwSiVwOYswklJtz74lQ/hi8n7CXnsNO -r9nvcxONgXJC4L6oo/jz2kOG9rVjYJbn1qZ3jITk9l8kf20dA05f+Sim4yRU -YGBwp7p3DN6+WXRoxJ48qWS/NjoGr8Dzpg8LCXHJN+idmBuDAU464SusJCRy -KpdSdW0MqOPCacjYFnV9Dm6/8X7cEl1LYyMh+TjqtLQ949AZ1dVnwU5CPTUM -aRMHxoGOPbyam4OEZMrqHVkYx8HqqmdePzZdOuXBW6zjwBD+OTn4BAn1Xw59 -8JpnHJiTFmL/48Tr+aL+vkpwHBz3uEdTcpFQ4NsDnnvPjYPBqbuxJdhh+qFy -V6XHoSolKMmRm4QoxxtbPeTHoYGbP1eMB7+Pr5dIpco4vDnKUzWH/fVyoO7+ -O+MgxxXQG3USn5dfk6aawTgIdj1f1eclITOnwydDTcchtmmWhpkPfz9NvHzk -8TiIxEyLNGPbGdJKCNmPw32iq4YfPwnpyzk/d3IbB6p7OW4gQEL30zSCa3zG -4bd3ePJv7E5fO8/j78fBlPrcaOYpEvp1Of/6o9BxeP32zfHHp0noWM/WROm3 -cVgpTNbkEyShmuXjOkfjx0FH9nvYMHZB2krMk7RxKC5/OhwmREK+fQYNtXnj -YEHgFbwlTEIjpVcaeRH+f+8654MiJHRDxS7Bs3YcOAXMWyuwlX4P3htvHYfT -AdRCbqIkJDWkQ5LvG4dQx+zX58+QkOn32ofxY+NwMcxxZQV7jxdtEc38OOgl -6en+FCMhe4MDy8/WxyHM1rzW+Cw+ny/f/g1u4fWlxF9mFyehF0rphOsUE/CH -iy+3C9t/L09D9qEJcA2ck/hwDj+fotf75JEJGKj5m68kQULnT+TxfGSfgM33 -T+T2SpJQFoqJpeKbAOFsubZC7EsbvnQuIhMgT+1jZn+ehOJ1r91dk5yAWD3Z -XdELJDR6rjLk4ZUJUPJy+TaLzXR3OWdCcQLidOTloy6S0PdbSaVGNyegI/v7 -kv4lHJ98k1lD2hPgYhcRwSxFQobvPYMN700AwUFeowVbYNTaaMRiAk59+0rn -L01CX2g/HzexmYCC5swWucskdPXnXOns8wkYWfkQuo39d0pFy9pzAiIWZExy -ZUgoISxl8PfrCQhKrZa0vkJCV85ta/gET4DQKQk6QVkSWmrhK2b8ij+/EbA4 -gW0mwMISFTMByQenWiOAhIxDqyzOpUwA573LhdpXSciAgy2lOmcCHBW+JzHI -kRDx3sEZ/ZIJ2MljjWrAzkj0PrZRPQH1eTnffOTx/s65yL5tmYD56y4/ZK+R -0GrGuJFA7wQoPLFP/I2dLJv8vHJ0AvzPpRZkKeD9sm98ZzI3AZbRZ1qsFElI -ffBCxL71CXBvpFgQuE5ChPiJhPitCdBCErTj2HpZVRn/UUyCY3Cj5FclErrj -1Zm/cWgS1Ay7TLWUcXwrUpd+PTIJDy7qfj58g4QsezSrrnNMAsgZd9djbxfk -NxL4JuHhl63jPio4/zlPd0eLToKLubCx7H8k9GTy+/idC5Mg0LQn8zd2cjDr -BjVMgijJe3+2KgnRmAXuL1aaBHt6ZPZEDf/elT28drcmgVq5uO7UTRI6nftA -UURvEpi6fSUmsFvpS61njSdhZpE/LkKdhL7B/pjYR5NAVxN/QucWCf23DGOm -dpNw4wfTN8bbJDTw1OI0v9skvC20423Ctmt+4TbnMwmMul0Zfhr48yrv4dT3 -k6CCZBXl7pDQ8SoXVYewSdgjXTK2jS2yYtYg+30SZI7qe+dpklARm6LuoZ+T -YB7FJWqrRUKhPZybvRmTcPkcy4iwNt5PM3JCwq9JqOC8GTaDLV/S9ti5YhJe -lDdqRemQUFxQ9jW1Rvx7z79yGOri/LgRd5a3axIsYmsXjunhfkadKrE9NAmh -Sfpl7djBPzrUuqfxfhCMvr3Tx/UlhdMjc2USbs+PeCoZ4Pr4/EtjwOYkxO5M -PaEwJCEtulviNnumIOm7q3EJ9o6YSpbGwSn4opxq+Pwurp8mIeoXmaZA3Nbn -noQRCe2OSx/iZJ+C+jCaRyvYj1JUJqn5puCatJpb4j0SuuDWPrgugr8/difM -7D7On8Zh4sj5KahiECrgMiahn13uYi2yU9CiMzA+gP0vqOodUpqCBgXrI2Em -JPQBIbrsW1Ow/IigetuUhNQGPbN/6k3BGWPbD7RmeP/5T7z8YTIFfBWE3lps -vphY2y+Pp0BKxFfQ+wEJKbKLvAuzn4JoubPesua4vrDXtYa8mAKNn/+mtrCB -9P5KqN8UHD20ezPXgoSEKz72fAqYgmDmC+U2D/H5GK99jQifgivOWZdFLEno -h0vRh5ioKXBcflE6i831gi4jJWkKXgjF3Ih5hPM56t+eguwp8FsWGTZ6TEKZ -i8le1cVTkLjJ78xmRUJVp0QvdFdPwQ7d5xM92KMrkRyzLVPwaiuwIegJCdXF -nbi43TsFj16xeKg9JSEG9xo/xvEpyPWXlj1oTUJbjvm0QgtT4NGxl6oa+7DR -4QYFwhTsk3Xu8rDB80frMjLemQKvn8kpMrb4/aTsVj2opsGcEPP+N3Z9T5le -NP00CFA+ccp5hueX/N//qo9Pg0sV4yMbO5wfRVcmF7mnQfDktwci9nie+JRN -ySw0DdcPsz2aw95od38gKzENB7w+OsU64PXWVFE/lpmGWXvmD/cdSehdQvL8 -Z8VpiJhJSOVwIqFTrvqHG29Ow7kB3Z4+7Diuree7OtNA0j53IPQ5nhdVMk5J -Gk+D20O4dtuZhMrfJHJYPZqGOs63r+hcSIha6bBevN00nPnA3V2PfaScdmTC -bRqsWg+J+Lni/nq0JYXHbxoi/2m+k3fD8+JljxqTgGnQv3qIvIvNffC2SHz4 -NHzKP29Z9IKExMSsRxejpmE+YGLayR3Ph7KHxiWSp0H5N7uV5EsSKozVOOee -Mw0ifMvba9gCWc5dDSXTkPmfcWiqBwmVhWbWsdZOg0my96VHniQUcF+U4XHb -NAT63JsW8CKhFSqelNL+adjm2BMxiW1mWP6NeXIajiEbwx/eJOTMqTBjtTQN -ewqLBe764HxYHPWrJU2Dj/HqH1Zf3O9vNHnw/ZsGTnrm/h7swmi5bu8DM3Dg -xIXyj34klPSfs+804wyIrN3PvvUK18OXqcE32GdAY+V7Op0/zmdT1t10vhnY -8NrNbcC2pd6qYzkzA485/WtevcbxbvKa6H1xBpbPK48rvMHnbXjAa/3qDPhc -U6GmeEtCtXU5z4xVZoCl5vN5hP3SvKW2884M+MrJW7u9w/E6FeqlfHcG3smq -Z0u9x/k0oRqLzGeAoNK0dxNbafn8GSmbGbDdqtLP+YDne78QnlznGcgaVyi1 -DSAhMmfqSwnvGXD/oSMiFoj754nqGznvZiC+90DcErbJwEnPi2EzQHfG7HRS -EAk1xtKdKvk+A7HqDnkWwSQ0X9Yso5g4AyHLSur8H/HzLFMqW7NmgLN0dmMC -e7WDUGxYPAMJbvejfoTgeD+1KrhUPQPj8yX6RqEk1PR+gca9dQaiG2m4OMLw -PMQvYcbUPwMUy1or/dh7Dh2XTJyYATPOn3WfPuHz05x2k1+aAe/z9Gla4Xhe -YFuBEdIMqNCFRB75TEJeNl7ubv9mgMtP8Us7dvYjotSJg7NQ6nsmKuALrl8n -PtmVMc2C/KZ+ttpXEmL+XipizjELko09bTQRJJS3v8ycXmAWYjZTt+qxnezW -T/4Sm4VNpyVR/28kVEGRZGIuNQvCapFPrkfiejQod+rYtVmof9FaQPmdhHSF -mJ7Vqc5C09F3hyuxmXkdFF5oz8KswJit5w98HhQ13yXvz4JSXe8oROH6TW/s -u2I5C83HXurtYm+GxZCT7Gbhj+TESHE0nh+3FomWL2ZhV4XOxjWGhNIiP3sK -v5qFGj9aOulYElL+Sxu5GjgLv9mXcn9jh39J+C/vyyysXit4lB+H84u26e3L -2FkYuvJC2DGehER/D9/7L20WSm4q/ZZMwPXimHw9a8EsWJafbCdgR0oY1S+U -z+J6wZ6X9ZOEIkQ/G5c2zsIEMyTYJpLQqy39jyHds1D5Mzz2bBIJSUfT3n8y -OgtFlOfTVrGnb7DUK8/PglwQd1VaMn4/4flWAcIs5BRbzDxJIaHoL4sO+//O -QtT2saOiqST0h/p98QL1HPjVSd9awqbavhzXxjAH+2JHPyWn4fVzPhT/xTYH -TcxMS4/SSejcRS+TWL45aEwYURXKwPsluCMVfAZ/f+124Tw2647yL69Lc1Do -91wyMRPPp11D4w7yc6BLc6/oYRaeN7dFch+rzkEEL5P66WwS8hhNlzTTnoNX -rpGrs9g+jMPG9+7Pwd1qhm8JOSQ0e0NU9u4j/Hu/HHQsckmoz4Kt8a79HAwc -H+A8lUdC++24Dhm7z8FkrAphBrs2omDH3H8O6kW6uuLzSeiEnGmsdfAcVHl6 -V5oX4Po7943CNWIO0tweIIFfJMSpNMfyOh5/f8evbgY7SK5y7nPGHAzNEkfi -C0koZyHDLrVwDjSFiiksivD7+0kWVVbNgVj+vMSpYjy/vu0oG2qZA1r/N89m -sXejGPx+982B1Lfk0oQSEvL+6UB7fHIOUv7qsTwsxfUu67XWpeU5OJEf/fI0 -wvl2qMfEcHMONoaDiXPYCeemz3vvnQeT9xedEstwfZmVb0uhmQff2W/7H5WT -0By3m0T/0Xk8P3XGCVXg/sjAZXyAex6kr0/dXsROP1WkLy00D5KZIzQplfh+ -wTzOY42v6ukfWzutqvB9vuZkQbzsPMidq0oUrcb5a3WEa1x5Hl721b9fwa5y -VtLlvDMPK33LL9NrSOhhrOYDo7vzcOH9FQ+bWvx+s+1KURb46q9d80G8DseD -r87eWdt5UP0amryB/Zn65Ucxt3nYaizoya7H86Ps5D8Xv3k4b3SFwaGBhO7d -4FauD5yHp61ndS804vtiYOcTtq/zcCP2R9om9nT912dP4+Yh6+GXI7+acL5t -sehWp8/DcrrwK5dmfB+zX+LiKpyH18wmB2Va8Hw5WtDoWjUPnpf++/IX++G5 -k3cHW+ZBrJoohVqxC5u7r/TPw/PHVnMebfg8WUwuxkzOw49JFCffTkKliq+8 -aVbmwWZ5x5ayA9eL4Jkix9/zoHZLXK0Gm+6n0MQUxQLwDj666N+J4+n9v00t -ugXwNss/q9KF63kM07/64wsQ1MAnRduN7x+JTFtXTy6AFKHsVgt2X1n6bKHI -Auxv+uwU2IPzxeJr08WLC6CpUpKq0YvX5+mfmC+3ACqPpQjMfSR0TVPYQ1p1 -ASokOJR7sc+8ldIo016A4Ay7lM/9eP8vPeK5YbwAhmQ1bsMBEjrZ67Da9XgB -Snh+xXAOktCayrFSU8cFuKBTeWEc22ySOoDksQC6lS79MUMkNGFIafbm7QKk -f1l+az6M6/94k+zJsAXoZxW6KTiC539abp6SH3g9vrLcS9jkuVJag+QFSBSS -okgfJSFr0uN9O7kLIGx0mmg7ht+Xf5H6Rxlezws2suQ4vi+O72VValyAsOUT -B35j2x1yurzevQDxHHJCRRO4nv9hsokcW4AYj2BD90k8v/l+L7i5uACTn7i/ -y03hevR39hgFeQHk5rfWKadxvRP/9a5gzyL83SeqVYe9z3qc/RnNIsS9rKt7 -O4P3x+9szZlji+CzM6CqPovjr97p/Qr3Iqjx2o0zzZGQJMMbu0zhRYC47349 -2EL5l12cLiyCqoy1zJd5ElKNMYm5KrcI+5PXKIwWSGhIvmeNVnURvhefG+BZ -JCHZAGuzIe1F4FBUqJjGDqQ/uCfdeBEkeSSLEpdIyKHbvdrHahGsLzBWP1km -oRj/tLy7TosgbrcwKr5CQtVGTt1SXotQ29JCQ8bef7KQl/X9ImjeaFYuXMXz -6jm9mO1P+PeXiGHuazi+fS9pj0cvwqF6TbL8Ou4PSVdkG1Lx+ra3zfdvkBB9 -s/rdvIJFKEvYmmvERpk6uXGVi3By29AtkID7QQkoh7cswgWR8zxaRBJKIRCO -f+hfhAqXoF5WEgnF/jEWeDW1CMVint9HsJ+wOzt4ry6C7bcjzjFkEtJQENrv -/WcRHLl0zR5uklDloYfDvlRL0MBmZCz6G9fPVIE/bxmWoPavpM0GtiOz4b1Q -9iWQvroUmL+F5+eef/TRAkvw0vRjpdsfHO8XaGiyxJdAf0PqgPw2np+EnLWq -ZZZA3nPVaP8Ongd0rq8NKi2BXFplbRN2LIvtMEljCXa5a+SD/5LQbfctziNG -SzD1hrpNZxfvx63xPAnLJTiYEGJ94h+e/5hEEnTsl8BK2oNnEtt17+i6+8sl -+HWkf/rnHjKKZtn7OfHNEsTQpBc/3UtG/x35GtkbugTRlEzxkhRkdOZpPuXB -qCWQWWSM/oOtZmnSfCVlCf7klmaU7SOje4eS/jjkL8GjB6c7/CjJ6CVn5IfM -iiU4TXmPWo2KjGRlbr1da16CwwnP1I5QkxGq7tw4178EtE/sEvqxvy5cqX0+ -tQR6L22Zf+wno6nEuEMVq0vwjPFFiPkBMvLs4kX020sgZBx/SvQgGZXSd84Y -US/Dx7y/zQTsXx2t3lmMy3DP7OOrwkNk5PDsUvjBE8vgX+uk6UlDRuGsogJm -p5fhu1KRpDItGe22topVSCxDofbT04fpyMjXVSGfF5bhtW2UWA+21ERGqb/K -MtzheqDyjZ6MPqbIKK9rLcOVjfrnZofJKMqCUfuu8TKs+40VCjOQUYGf/kKT -1TKw+f5iIGBrmyvuv/p8GXYiH7gUMpLRjtre9Dxv7CDSpicTGV1/hibPBuDn -Cbi8vnGEjMQ2sxLSvizDnzOUYozMZGS5wfBXLB6v503sXB+29ROGmZzMZSjl -scr7cRTvj8WC2ZWSZQiZfxz+8BgZZff3u9bXLYPFeM6Hs8fx/ueyi+p1LQMX -s+7n39hpCysuS6PL0PTJvKCMBb+PRYiF9+IyzLxfX/RnJaPAE+qkE5vLIMt7 -SPI2Gxlp/jMVKKZYgaOB5YGs7GRktZ/t7136FRBkEaSYwPa+VOi6D8+0pYc0 -/JM4yGjxe0BsCv8KZFTginKCjEx1Z531xFfALl608zInGYm+Y9g9eGUFrpze -F07JRUbfnAwlSpVXYKV61LYZm/0xJ4ej5gqoHOy+H8ZNRhItyYXi91eg7RXR -7B4PGaXyGDKuP16BfxPq7qdPktHvva9P5jitANT9TlnHjhX8sObivQK/1/as -F/KS0ZJd/QvFgBUIOemi4sNHRhqjX5qOfF2B8jOOv9T48XkFmI1Ox+P1EKhl -jwuQ0ZP2NwVFWSswpifbN4ZtyG6vH1q6AvR6Z/yTTuHnM76ufdawAgaEOTX7 -0/j9/CUpNHvw+i96CMoKkpGx7ySt1MQK/JCjZj8gREbvFKgWeFZWYP3S+5Md -2F8u0UTQ/1mB0xqnrkYIk9Enekv+f1SrYNAyY2cuQkbPM0L8CYyrcHd7uOSs -KBlVKVHXLZ5Yha8SXJzb2ItwaWZWcBXMR4pDqs+QUcSNhOnZ86swZF3PEyhG -RnaGHXWLcqtAaalTrX+WjGoLpYMJaqswoOP8kl8cm2Cq8E9vFe71yt1aw5ab -6RynN1+F2IDKi0XncP5XMj05+Qx//zzjBT8JMnJkSp6Tcl8Fj3dX/rstSUa3 -MgV1tN6swjlTAyeO82SU1X+iyD5sFQhhLwpnsaNPsh4Pj14FRqZ85uwLZNTq -nf4Epa2CVRObn/tFMmLRdSpfKFwFhcYiepVLZFR0/+BRttpVcOFJTTsqRUYb -tXseq3Wugt/qXvNx7CN829U+o6vwybRZMlUan4dL+OmyxVUI/nWS3fkyGbXJ -uYb+21yFi5ePsirK4PokEfuKh2IN6K8WnGG8QkaTcXdUFQ+sQbwol+Ew9vU5 -brbH9Gvg4XQ3KlGWjN6eNtkIZl4D+e9+uw5ARkzdT3uK2dYgTDLNTv4qGblG -fq+d414Dk+7ZPYflyOjn85u1x06tQZ+oUvwgtk9ET8910TV49nvU9Kc8GQW9 -Dtl8LoF/f7dayuEajof9M0KpUmvw7yjdaXkFMhI6JfRsEtaARaD+zGFFMjJX -LG9hv74GvSfpbw5hP6Shk9dWXQOlw2u+idfJaM7GpjlYYw2u/fXqcVTC512i -/qxddw106QZBQZmMpt8wnGO6twZ/ntJWMN4gI6NqVnqtB2sQcl/47ij2u7TO -/V8er4GLmCpjqgo+z5EE7nHbNTh1yXvE5T8yUlbcqy/0fA1Oz0xVKauSEa2o -aq6D+xrI5fhWHVPD+XKZLFHpswa+Ii7DU9jtz572Mr1dA525nsPZN/F6zvNH -mQWtgXdghoGnOn6+wrvggk/482H2cvVbON+rj6XSR65BQpjoVc7bZNQMUhvm -sWtA/vinbwnbL9rStDxpDR4Vf3pbpIHrkTwXBWfmGlDsZ9N9cwefx1hHq1v+ -Grx2CZPV08T1LWa3ebhkDUpET8JpLdwP+Dh3r1atwR2lDr1N7FiLNOP4hjXg -3i36UKNNRj8mRP/Qta/B8c/E4VAdMhJ5wVHv1LsGBtZBSg908fsEb7dODq/B -47mERkk9MtpHUmPQmFoDfje1R5T6OL6XPr2tWFiDyqxPvF3Y1jL3rp1fXwNh -/ojNGAMy2uIRlkraXIMcN5sZO0PcL3V9nvLsrsE7O6G1a3fJyIOVNPWFch3e -do0yMxuRURz3wchjNOtg4RqvOYWdmKz2NYRxHfI0Q9Jz7v3//W6PMLOsg4AR -4ve9j/NpJPbhJ851sIq/kq9ljPc7uv8yB/866KvxmwmYkNFjPm+9GOF1oPd5 -J7KJnXnzQqXIuXXY+/41Q50pGbWEv3YpuLQO60XnGD6bkRENzVHP67AOlxwj -hR89wPFy9Vlfj+I6ZJ6bNLlsTkbCD2W8LFXXYcn5eB6tBRnZKzN47Grg95n5 -X8nVHY7l94dfe2WvjMyKRJkZxTmyN1+ViNAgszQUaaBIZhllNohsGrIPhUqR -UERCKZKG9T7PO/A71/V7/ruvsz7zvj+Py6YvGL8HSQOZ7vMgTLm0pvoYFcVY -OV/c7jMP3v3V2R8dQEWZyyvRb/zmgb4Mj6xrIBW1XDSYCAiZB+XxgLkxCPtT -X5TDe3oeHN3yh6RiPCvz81Fl5DwY41QXeR1MRTZdlWqu0fPgtYGQdW4IFT2N -ymNjxM+DwNnanJBQKrpQ6QMepMyDE+6qvPA4FR05WTLukjkP5D9ezxI5gfX8 -pvwPSt48uPHiH/iO8fm4iD2P7uP3boVx1ofheg73V/crnQdmIxtnr5+kIgWY -f1y2BtuvovTL6xQV8Zzrk/9QNw/StkXzaJ2mouHAepO0lnngUuNuwX6Gig4o -CPQ6dMwDqZgXBUMYJ3glveN/Mw82Jn0ULw/H/hT/Ne97Pw90usvKLp6lohe7 -qdszh+fBJbv9Xv+do6LAnT43PcfnwYA2obE5goqqff+GbP4xD17U3ZGlYyzq -5N+xMDcPMhUDt/RGUpHBseRb7YvY3/ehe+6fx/UxrvrzJh2vG3Tlh0dR0den -rE1+LAtg99g1DrsLVHSy7buAMfcCeOv+LlH+ItbLkoIf4oILQMDrkeYSxkd/ -MczmxRcAW5nt0qtLVET53qP6TnYBGKyv/Zh/Gdv7+kdWtfIC6E9fHToZTUUe -ldJpN9UWQNYGe9IqBsfzCpA4p7UApN480t8Qi+tFRWOrj8EC6Oqyy1rAOMy1 -pc8WLABOZ02xV1dw/qvfcBtYLgCXpoja/KuYH3v0Pqg4LACbk6ahp+Lw++qj -+tJ7FgC5eNfWJp6KgFG+tuCBBZA3WGspfw3Plx7eLzkPLQDB1uRDyxjf/sZJ -UgIWQOdxx4I3CZjfNp3vWjm+AHpb+en3rlORbuAD3ZXwBaCW9f3MuUTcz7QT -5msXFkA+9a+wUxIV+Ui9IdiuLoCNhGXvpmTMH+KFznxJC6Cyg72ciTGxa9ZZ -PH0BXLhv9nAgBevzdDpdMWcBmMxu6CpLpSKhc5lOWvcWwAxfFXtMGhWNHPzh -YvZwAexMETjifoOKlmQvs+2vXgDnBDymNG9iPbY86He8bgG8geVXudOp6OPV -i1EJLQvA/J+s9QTGAQUTVsUdC+Dr6uut9Rl4vjoe1935ZgF8O9qjmZZJRa+o -pzhn+hdAm95ut2NZWD/3VK+sG1kAzllmd+AtfP8b+Eh3EtvTNcctdZuKol5p -b/aeWQC+cu4Z8xibTd44kPR3AUTxFZl2Z2N++hS8p5m6AB6I/RQqzMH6VTQo -8ndlAXgNm7FG5eL1wM+3N3IsAiH+PvG9eXgevpY947luEeRHl9pty6eirCxl -9tuii2BVdq6QqwDH/1jG7w/Si6Dhy2O5SYyNRbhLJJQWwfAX2ebGO1SkPZun -7bFlESg6mkVl3MX6knzq5l3NRaATbuYdeo+KUieqXv3UXwRRDYZHre/jeVbi -9JAeWASF6btTlApxfmpn265YLoKQ7MgRJsaDV3bFf3RYBPRzqzZDRZgvmjLV -t+5dBE202c+1D3A/Dm98HOO5CBaZnulJxVTU1Sy9YezwIvC+EBbiX0JFyg/L -go2CFkFbqkXQ7odYX415i3JOLoIHh6hJG0qpiP1aWOdKxCKYM7nXT2JsQZce -OBy9CC7HH941WIb77YzZu7fXFkFtg0d3dTnmB3u1ZoO0RRAYUhSVWIH5xUI4 -r+TWItDbe9DVv5KK9PN3hUndWQSOJsWOZlVU9IR/0TileBF8E8oJla/G+eq9 -wM5ZtQh29Lk9ZmBcn6368vLTRfAoZ0V2uIaKHKtNr602LwKVstLyJ7X4/2NY -yvZSxyLodI30vvEIzz9B7IJsbxfBce4Ug9DHVLTT2e1TwsAiaNnDpm/3BNc/ -S1C56Ogi2DZJeqg+paKKGznxd78uAqeTyUUcdVS0v9bshObsIvg4My76DePa -qi7/F/OLYNJUsLTtGean83En3GmLgJZldKSgHtdT7UzSAmUJGMlFW0Q14Pin -70Up3EvgkRqrg0cj9l/MgHeb0BLYrj4WadCE7f20crxPcgnUV2u9k2jG876J -5OIZ+SUQ4i1vu4zxHXciU05lCfxl7fo10EJFK6uiB7q3LQGzSxZPHrXi+aDz -u3nEjiVgO9RSeAPh/uCd2bvVZAkUbXVqPNGG87N8O23CYgn8bpQindqpSCAq -grjtsASISWOv7c+pKNSfP3nP3iXwU+bzT4EX+P19o66iXkvAiVW84A/GnS+C -HT8cWQIHHHgiezuoSJLb8VJO8BLYOfjpQlUnFTV7C/w8dHoJfEgqKU3pwnzw -B6Rsi1oC5knpK6EvqUiv42zYSuwSIDlRhNMrzM8TDpnvEpfAoLOdnOZrKnLb -4cUsSsf7x9x/CXVj/XhsVnohdwkUgnWT8xjzmN4vcC9cAqpbr6z1v6Gia92y -4wblS0Dz1DfLJ2/x/aYeITKPl0Agn/2zzB7M53fZ7Vma8HtcE85ne6mocfHV -hdnnS6Akv13U/R0Vxe934xjqXgKCSqKUnX14PuA4/L2rfwm84CPEN7zH/eRw -X6FxZAkULKTuXcNY50FvQ83XJdCSSkGT/VRELy56XDa7BBpagv7rGKAi2fVT -Qg8XlgBbxJJgySD+n/3tNPiQvgTejbcQCR+oqM2pilLJugzitX/xhHzE+nDv -1e0nvMugZuCOpfMQ/j+PCbqDRJbBYeu1Sp1hrCcf/SR7pZeBsYEGlPxERZtf -JrNNKC2DjhCHFTrGN97W+S2rLYOoj7Hfv4xQUXt1k5mAzjLgil0in49SUVla -RL7aTvxeyQv9ks+Yr2f7wm3NlkFervj9xDEqssp90B9itwwqRgQMTnyhIvep -L48zXJeBBvsgbc84/l885b8BHVgGpaMJ04YT+H/3mIbI78PLgNtmL4v8JBWJ -7VPKlAteBj37D1ixf8X8aLez1PX0MjDY1d7wE2P94RMuSVHL4IJNxf533zCf -CKO0V1eWAQfTdOPTKSram7UpkDsZ27dUIpv7Hc9Xt0sm7DKXgQ+NbXf0Dzwf -jNkRN/OXQTn1fIb/NJ4/XsvWjj3A+1f1xBxnqMjIS1VYvWoZ7LLZ3677E99n -fln6Yt0ySNLjyZOZxf/vg4Z9A63LoNX6eBHrLxwfiVA9jZfLQHF77chPjN91 -Gzpcf7cMPjctm7yfw/Ub2iL9a2gZZPw8/L7+N95vtuGe0wSO/4jSzbt/cD3u -if72bGYZXB1yj772F/dTpPh35fllsNVV886Jf1gvj/CUptOWAd90z6/987gf -89K0uVipwHCvh7/pAtbvlK9XLvJSQfm1FWG1RayPiUaFNBEqYMkc/yWyhOfv -gaG0czJU8KVOdZmBMSV3xZmhTAWBe1i2fV/G/SGw+CNanQq2rNzI6qVS0T8P -tn3r9KjALZBtez2B54knF+7lGFOB16WLxD0Sz0MHnr5Vt6SCLhv1f4k0rBf3 -WUafO1JBPssOqXA6rg+y5Z2nGxXk8XSe9GFQEe+sTRXdmwrO/2VdsWXielHj -icw7RgV6wVL1eitUxJJ/eMfuMCrgOaJdpLCK54u9nT9+RVCB+vTZdr41PN8X -FaRkx1BBmpaYEIHxe9kjWnaJVBBSrpX2lUIgoVsp/ZQMjH/STXtZCDS9K/dM -Yx4V/K3I2dTISqCKZD65cw+owGlq585iNgLlHz36zrCKCoTLeWJvshPInEMn -ea2OCmxst69c5CCQw3q2A68RFTQYDJcGcRKoufnYrluvsD0ymgn7uQjEep2h -G/CeCh50HMq14CZQ1m03azBCBc935E1o8xDo/bUNkVLfqID1Pre7Ai+BMq4v -9BC/8PrRQXYBPgKVH7lsNbJEBe+F1KcYGO+MOjPbtkIFH313ET/XEQh+vtJY -zkkADittk2F+AnkZ+zXlCBJg9YtRQ5cA9pf/47/k9QR4fS722FNBAnGHZx68 -qkgAhQxD+yIhAp3wD+SOViPA8OT1I+nCBPqTJ79wWYcAAuYPamNE8PvFV+Sv -7iJAbG+dzklRfH4+JCPZggCTXb9nfcUI1Pf2yZ4cRwIsF50bchEnkMtZ/SPl -bgQQFo2jmUrg+5U+dbX5EMDtj7mLtiSBRpnRl0cCCMBiNfVFaT2BzhrJZ5In -CXDfJ/2+qBSB4mQLuWWiCJD5KDqPXZpA9nT2cdOrBBCf+fJ2GWMrG1PZkBQC -1E+M6EzLEIi92L0j7xYB+msevB+WJVDs5z2jfXcJEH/veHH3BgLR/pkc5Skj -wDatgEfNcgQqVN3iZ/mYAF9FXyxXyeN8iKh9jW8mQKBO1Yl7CgS6keY11tNJ -ALL6gHKGIo7H+NSB9e8IsH6CyR+vhP29/8PXf5gA+1xeaEYqE+i/nymLjZME -8Hk1kRiykUCHjQTFRX8R4LRpvLzvJgK55hd0H18iQM6/mV97NhNIuTBi/fsV -AmzZbTBvrUKgl8e/supzkeDLSMl2Y1UCfXqhkHJPiAQptwNLtLYQiJMzplVI -mgQyNx/v36xGoFJ799tXlEnAur7OTGYrgRr81+RX1ElQ++TBMSF1AvnP9rtH -7iDBb/W6lxwaBNqkZ2DLBCTguizjy8D45KXs5RgbEuyb4dGb30Yg+a9+PgKu -JIgffWo2vZ1ARr4SqQWeeD/fnuQxTQKdoSrH6fiRwPOIlMigFoH25Arb9hwn -QZDwzv5ubQKluPqPB0WQgDj3p6ddh0Bt+o9tBWNJwAsCOBp0CXT6UkLasyQS -bLKYPFejR6DLSVeeHskiQVNZkurDHQRSWzZvlbhLguqee2J39XH9poZV95SS -INvWzfi2AYEszj9LTnhMAoGVb/fTDAl0f1u3l20LCY5RLlkkGBEo/dLhjUIv -SZBV7b0pZieBuGrMfoz0kUC8uGX3+V0E+n5O62HZCAnoqC//tDGBAsTpoZem -SBAs/X5HqAmOn2MYcP9DAksxgv8YINDF+DA5A5IEbI7nlQ9B3O8vR4VkWWng -eVnWWU9TAnV03ZLhWEcDu5xjeN12E0iLkW62KE4DjiVnP7uYEajpfmfyD3ka -SPWs+W1vTiD1PtW1L1to4IKPn4m1BfbvbFveZx0a2DQz0GtmSaDoiKygcWMa -uByicwdYESiktunEtBUNlFWj6p3WBJpYs6pdcsHvP35MMbDB/LTfQ5vLkwbI -DtuburYE+tG7nibnRwNbzrRhoiPQuvs1vLtO0MDRfOdz2+wJVGO7L/hgJA1s -Pqjfs9UB11u8hXLcFRqQVag9vMWRQGlB7bqPU2jALoO+U8WJQLwBYsXfb9NA -/xPnfZucsX++aVEbCmlAvvPfI2UXfF9NSotHJQ2k/bf+P6X/CCRnfCI0/xkN -DOly6Cq6Yn6Kzc/43o79T1ner7AH578oTk/nLQ0861Fpl9+L+/904b64jzTA -WTESLL8P+59wauXLBA0kbHfwlHcjkI/lxe3Gv2hAtbw1VX4/7t+5/xbuLtPA -NhTKpeCO+7Psmh0vhQ4S3PNfKHjg/ihphRG8dJBXd71D8QCBPETzhn6L0UGu -71leZU8CPTHoEz8mTwdSekWZG70IJBMvwjKzhQ6SDvznt/kggeaLlO6E6NLB -B6cXUaremN8uvlomTejgxpjBJzUfzN+ug7zXbehAX2n5vIYvgWZeyU0p7KGD -iSSjo5qHCITIa/EtB+ng9Lhdps5hXN+XmHTvADp4ty14nf4R7G9ykDn3aToI -//al2+go9pfsC6i7SAcajdN9Jn4E2m2tGRaYQAcxHd1yZv7Y/+5Mn40ZdGAZ -8PaJ1TECOd6TMJkqoAPNo1rp9gG4Hj/0CZaV0kH8G5NGl0ACjR/5NXrmCT7P -aaTmFoT5bF/WQytEB5LDx755BhPo1GveKPluOtjjIfzjUAiBEjgTPVcG6cCC -EqkdEEqggzcPOU+O04FB1s9Xx49jvTP54fVmlg6KdpeUhp/A9bXzdGLTMh2k -xdEHL4Rh+7aeHq+lMICmyVa7qycJtFfLzaeKjwHq7kXjX0UCGXLdFquVYIBe -C0upzNOYnwWaWBsVGWCL7POw/DMEovg6ar1WZwCf0yYSxeEEujTzs/iLPgOY -Mdm5qs8SqDh4eyB9NwP8bvM2rz+H9fRhd7SsIwOMbcvubY8g0IWDYUvm7gyw -QZT54E0kgcICvr06dYQBXucOdH84T6Dn/bMcpccZ4Pr+IOOJKKzvUwceTUUy -gNtOwdXZCwTqBeIfNscxQHA2Hz/1ItbH32unj99ggKtbKwNZLhPI+rRgdmse -A4wImEryR2N9/mtqLfaQAQY7xUSlYggUqHg34cRjBkg1CD+4KRbXW7zxkYFW -Buh6+pimdYVAkWEG47u6GcB3Uea7yVUcP4lGlsoPDGAjuKpgH0cgoozarzzJ -ANTU0kr3eAK9PqXhcW+OAfKPhib6XyPQ2/GHBZtIBtgxm9d4JgHbk9daUsPG -BGzfru68cp1ApuXvonYLMkHl5UiB9EQCDUVabxqVZoJTPm917icR6Cbj7sPI -zUyQm9RTXptMoKfPPAUUtZng0YW+8PYUAu2f5T3Ya8wE5dKqme9TCeR5y/JO -jA0T7GxU4fqaRqCc+3WfjPcygbOycs/CDTzfzPCLU3yZYHNK6DRbOu73vXzu -r4OZoK7o4D7xDFwvqxGV2eeY4EestbRKJrZnp5Z02BUmWN8crWOYRaDwVrES -pzQm2PSfz327WwSqLxfz1MtjAt42I/+DtzFf12mYKj3E91P9Y8KyCRS6I+Cg -xBMmuHQALF3JIdBHy7Em4TYmEHy3vuV2LoEejFb4ir1lgoSH9mMVeZhvv3Dt -lxtmAoEGnb3t+QQatNlasn2KCXbbq2z6WECgElNfN+t/TLBjS7TDrzsEmtVk -CTvGxPal5/ZS7hFo7NtxZir3CnCyff9Q4j6BdIrkWZHYCrBMvvBZvRDr/Z60 -68sKK8BHihlgVoTtS3Eq0NFYAezqpS4eDwj0u4m0iDBcAX6xk+lhxZi/9fWu -d1msgJverFoJJQSy9G8+JfMfPh8bsOXeQ6yXo6585w6ugD16Zy40lBLoZ9A7 -98+BK6AJXtHoL8P6vlf4mPVZfJ66bPirHNeLOy9ojl0BOdvUCtkrcb98bpjW -T1sB262jA+SqCFTFui2oKW8FhG/1TDaoxv72x/Zblq4AN1tZQdcazBeu05tH -nq6A9HvKf0Nqsf6Up4edeb4CEhsGNRIeEahs90DT+ncroLbk5puixwTS/Lom -0DG6AuwF21+1PcF68CHm9NmZFdCv1LFp7CnWS54Py9rLKyC7iPKNVkegap1L -eVSWVWA8M0qRrMfzz2+pk88FVsGTgaZLug0EihpxuJwlswqOTnD6/NdIoJju -gb6TqquAS3bj/RNNuL9GT4e46a0CS7XzlqnNeF65w+tjvhvvtzjtUNVCIIGd -lx4ZOq2CF+Dcs55WPO+m9YTqe66Cmiv/rvxGBBI9yHLHOGAVbJO2quNvx/zu -r+9gH74KXO79sNv2nEC1Wfmxh2NXgcR+I0unF3j+23zKPjZtFcRKVz040UGg -bx3cj8rzMT5cFXizk0C6jW2tn8tWQYHjw8wnXQTSFxa8IFG/Cn7d5lEZekmg -xeYIYn/nKjC5D+Xprwhk137boKh/FTSHNl/c0E2gVg8JO3J8FSg8nLMwfUOg -X5urDff+XgU5BaZnjr7FfOygLdhEXwWFtur813twv5ZGf9zCvQZmHOQEqnvx -/L94I+ee+BqgLSWcG3yH138F+ikprwFvg6/29D4CdcWqWFRoroGtrTmJCv34 -fj6qKTBZA8KjKnpWA3he8Fx/bNRuDWzOWLUJHcT8yT71/LL7Gli9k9Gd+QH3 -46nnXtv914DVMZ9nLR/xeRUt8+nTa2Ad3yehH0MEOjLWHv0wZg3s8wwfEvhE -oDcN0kqn0tbAuekaPoMRAmlHUTWtCtbArX8sVb6jOH7lGxs3VmD7wr+1Jn4m -UPfLhNd8jWtgSbvPpG6MQGS4fBDz5RrQLzDbNvkF63XDUhn1wxq4/6ched0E -1keJbZn0b2vATqbGy2ASz18fOHZwL2D/xgoLjnzF857oj7eCFAr8WSPqcuMb -gW5Xn/JT4KJAr+GLZ1qncL2IzP7WE6BAWc+j6+a+Yz3uvxngLE6BmvzWEtLT -+L3p5+PHZSmwIe5huvUM5ueWkX0ZyhSYtZ3n6tmfeH7fb/mhRY0C5Xb9ni2e -xfx+7ILvnBYFPqoe7vz4i0CbA9hYFQzx+YPOEly/cfyb/Fv2Qwr8+vfTZ/0/ -BBp4YZGTZUWBx78wpAL+4vNsFnc+OVJg23nj3px/BJrTlxpQ3EeBy/8209/O -E0jlbMyu414UyGNqWrC2QKBce4ev7Uco0NxWokl7CdfT0H9vpIIpMP+Vpovf -MoFeTJ9bDT9Fgaxusr45VOy/3KOYT5EU+Dzs6K9eAuebd/WgaQwFzp/N/sdG -w/1sE5BTlUCBHZWWYYZ0zPcP+Hcp3qBAfxNmyHEG9ldPxC77NgXeM7adfsAk -kNvF8l6JuxToXNY+9nmFQHzpMr3ZJRS46cSSi9gagei6j5yVqimwMOCMuT2F -RC+X33rV1FEgPDT89AoLibjdh5hmrRSYvv5RcQsriQ5QbfXGOinQAN6WJNhI -9Dm3WiCqhwI5rijyaHGQSCcsN03hAwXqXft+PoiTRM+lHz/v/kyBeXNRJ4q5 -SBQ/VloROUWBJY7R05PcJFJ/YbpPc44CW+ySJzfw4v2tdi9/LeL12F3eHnwk -Kn5fwlXJoED5nK2+t9aRSEzLQv40GwvUNSKnB/lJJBKsJGHKxwIPS5ouiQiS -qOeGw5KoKAtc+PcgzkWIRHv3T7XPSbPAlvSXd9KESbTBXCz+jRILvP/ZCvaJ -kOjhO2n7GjUWyNX0+piQGIla0y2kcrVZYIrOvJSLOInMTyxQE41Y4Evfw3tu -SpDI/2nq75jdLPDx+a71g5IksnHI47hsywL3D7T7S0iRKOhHiVXsfyyQ8WnF -1F2aRNZyrs1JHizQSGnjwzwZEj2tcArOO8QC1x8ez5mQJVF6qo/Po0AW6Bg5 -Kr1JjkR2+h73ek+yQDK0UzVQnkQZj5UM5iNZ4M3Tdp3VCiSiTNZqSMeyQJPf -svPLiiSayBJOtElkgX+CZyt2KZOI+cHL/VI6C6Q0H6XFbiRREtFxrymXBYqN -mA692USijWPxIauFLHCKomMlpkKiSQV6p1UFCxQv+WPjpUqiu5YxT249YYEh -sVsnireQeD7P3v2nmQW6pd7jnVcjkQSlN8KukwWa8/J271Qnkcpc6+HqHhaY -FCUvH69BosE+BV7pjyxQoTGfd2AbiSKeNoUnfmGBgT9Mk+U1SfS4Jegx2zQL -LAzvLgnWIhGHt2J3zF8WmKVHeDRqk2goa7KDm8TvWyaUcOuSSEOxqzKTwgpZ -VM1S3PRwPmpWUrbwsMIj9TOCJTtI1L/x7ckOYVY4pg80CH2c/67rh/2kWaG7 -Pf+0lSGJZC89DBJUxuc5ZEyyjUikKFKWibaywvAxLZ1fO0lU7qE2F67LCrXb -ZV8aG5NIJm4kQs+YFR4UfEhPMyER1TnGhmHBCvUL7vVOARJ5mlP8Xjmywgut -w2aGpiQKWLIZyXNjhZ5A7kDKbhJdBsG153xY4XSYufiUGYluJSdSDwSwQn4N -+VNGFiQaEJ56YnmSFYq8jz1zw5JElXzdhMF5VlhlZ7PhpxWJLvGUdWtfYYXV -MtZBpjYkYlPnMdRNZoVKez18cmxJlBZ41dE4ixUuFR1YWbQjkfzwBwnHO6zw -wN4tZo4O2P+f3fl+D1lhmMt97VJHEp1qcfwbV8sKe7eUvGV3JtEP36OS1Y2s -UGu9tIivC+5vBQ2l8Res0Jx9nK31PxI5dHyRkexhhbrxo/dl9uB4z/YIuX1k -hU//Uf9G7MXxsQ7gvzOO/bGTnhveR6JGhpHc3xlWyOmtedtgP4n+DM84WS2w -whMNm5Zvu5MopF63uoTBCr9XzbDRPfD6S6a1EAcbTPEJ6DzgSaLbozvVogXY -4GBbtlGrF+aHNh4fuiQb3H075IiiN85vai5xXpENvk8YMbvqQ6JhNvNVjq1s -0Gr98KefviR633Mq+rYuG6wr81ZxOkyi8bmGFB0TNohuBGs8PYL5irNDZ8iK -DRqsY87J+JHIFR28GOvCBsvs+f1j/Ul0UDI8yuAAG1x/8V7er2MkCu8Q30U9 -wgYDXjel7Akk0cm0gDfNoWywzcPXpDUI89GzFoOkc2zwrl92hWoIiWqtL908 -EoP3bw8ZSQ8lEWvcrmmLJDa4yDvzau04ia5aP7DQzGKDNH/JiOAwvP9wYrPy -XTbYPcA79+kkibj4vnkolLFBCmVQyfo0iSwMX2zf/IQN8r+Kk3t2BvfLej9b -vVY2+FrfcGLzWRJphWxpdHjFBg+lsQXcOof5ZC0l5Xg/GxRzojRyR5LoGJ/x -UM5nNiisYz8YeR7Xf8Vq4bsfbDDbjLPhdxSJRh072AXm2eCpj04BvhdJdEW5 -iGcfgw12ZNr/+HAJ90PayPMSDna4I15Jyy6aROcfdkM2IXY4KEy3bY8h0a87 -q+nHpNkhK8eqrsEV/J6Vas/QRnbIKDjwr/oqibyvKq44b2eHrem7L6rG43rt -n9MdNGSHLGLfx+9dI5F2/dOrvubs8O7AWQnZ65ivnN5TaI7s8IiwtvKtROxf -V+uzHHd2WJLvwCWaTKLrYyrNlkfY4c9Jzo7UFNwPZyblV0LZ4eR0ngd/Gq4P -wbmllgh2uNPX5W3iDZxP79MOCVfYYUvVMWm+dBLZvhvY6Z3KDiNmtlgmZpCo -RPRGP8hhh5LfvzivyyKRVYPPxq0P2KHG7sGdKbdI5Fy/yVyxhh0+DHLnFs4m -kSjPgrlSEzs8UdT2LCMH17sRl9G2LmyvgLedVB6JAvmHdli8Z4e3HyV1FOTj -euNnd/L/zA5HEoo2brqD+UHrUFbGNDuMusoeUnEX9/t5QqFngR323OK/o3sf -v5fHZBVeZYcFzcrNLYVYf26NOfvwcMBvrFWdVg9I5BdqJN8kxgEPZkq09Bfj -fn81HaOowAFvveguPPgQ69G9v2npWzlgMd/O879KcX8xbhwU1ueAqcqj5hHl -JOq6YcGSu5sDXmFVYuWuxPFIrE/RdOSAer8SntyqwvnUfy/b784Bjc6keanW -kMi9u6r90lEO6HurbrWhlkQrEmXphmEc8Hzt5Wz7xzhe+/aVrkVxwL23wrdP -PMH2/YyW6r/GAYdylJ+friNRh5I+oyaDAxpmSbjy1mM+E245mneXAyJi8tvd -BhK1O90+kVHBAYffyIQbNGH9/ZCok13PAZteefG9byZRcG92V1kHBwx0t3gQ -2EqirDD23a/7OOCl0lMWHG0kih13bF36zAFNa5J/323H+s9qskfjJwdkN951 -x/gFifac+CR7apkD/mJV9xztIFHuvmCtLhZO+KOIf3NkF+63Q3HlmwU4IXie -uSr1ikSwhlmUIc0JVdguTDe+JtHq81l9IRVOGLvp8lfPNySaOvv4YrYOJ0zn -8Zlfe4vjw86aoQk54TE0KV7US6LU5e6bH+w54WR6r4tNH4lc9ByyrrlzwnK5 -peK/7zEfiYg22vjh804bJW8NkEjKeVFK6hQn7IjSKwIfSKSgK9JPvcQJn55g -df75kUQJ976ufk3ihFIRgbIZw7hetVVaxrI5Ye9pFz44gvvZfXHLdDEnVPt2 -R+73KObnKxWH1h5zQuPF3ftzx3D87Piubm7nhG031Rttx0l0IV+22rMX+3/B -1ZIxQSIv6u61e6Oc0Mjp8WrFVxL5ZOtnUGc4YUGq/XfvKRLte8+X7EHlhC1d -G5miP/D8sEONp5eNC35OtLR4PU2iJZqbqoswFzTPan9+6SeJ5nbU8U7JccGx -3rJw/V8kCrV90RenzgV9fWUP/5vD9aXpmWtoxAUDevWul/3B88bPlkSmFd7P -lPlz9B/mi69xL97t5YJKDrQ0pQXMd0frjzw+zAXny1ZOTyySyEC8/kZJGN5/ -92DenWVsn59LSMUlLige5MbjQ5CIV/WZ9PNkLniEb0urIg3PX4JXW2ZyuSCX -l3TLFJ1EkXbtEQplXLBO9Rx3KZNEbfJfTgXUc0FPw8z7oask0r/W1PeiiwuK -hXUn61FoiPz68On2D1ww7Ev42xUWGuIp9LOu/MYFJfrXfF6y0ZAtn2r1rgUu -OLXU53CTg4Z45zOEvlC44YKXZ+ZBLhoqjH+TfkOQGyqUSRup89DQE91DPm5y -3DBGJNGEwUtDS8EBBds1uGHgFZ0Hb9bR0JmckHDpXdxQteHuiXwBGnrFFyG8 -3o4bUpz8Ck8I0RDbb/FsVQ9uKDgpBy1EaGijrbO+fQA3fKwYbCMjRkPJMvUS -see44YZFavuCOA01ex4+1BPPDT/EHK94I0lDFI1/FltvcUOxw8l8xVI0dJgR -9zuvmBu2FQt+jZahoYnmz1eV6rjhF2aztvcGGhLfpreruZMbxr09TDGRp6FM -haMmgR+4YaXLiIOcIg059w82qn/nhpsaVzdQlGnommvMBNsyNww3e3bq20Ya -GqSyjf9l54HS7gsurzbTkHLv9R//xHjg8qPipipVGtLV+67CtYkHCp4ZeJyl -RkOax6IHtfV4oIzTZePL6jS0S/WE3GkLHngpv+VA0DYa+hvib/BmLw9kuV4k -vF+Thv6odu418OOB9hpuhyy1aUhK8GZZUzgP3PyI4rJDl4bCI64E7Y3ngXVn -P0yo7KChcWe2Xo7bPNBIT1RcxoCGini2cPc85IGzcizzgkY05FHd5VzewAMN -eP+d5dxFQ18o/uN3u3mge4ZR5aox9ifPZa5ylAfyWltkkADHE6TU9M/xQNvO -i5pLpvh+wZmjgqs8cGTG++q8GQ2pc8xbHhHkhXHLQVn/LGgodC9H6nsFXsja -ouk/b0VDJSuOkW7avJDzjSVj0YaGjh54bUE144X5qS77SDsayv9kvr1qLy8c -TVw7v+pAQ4u1gWcu+fNC3Yu8JzidaUjtRZtbYAQvHE/T3yH0Hw1VRlVKHE/k -hZ/j3fpl9tAQmDi/mJzPC3/9s7Teso+GIrO9NV9W80L3PX9yDfbT0C/1CCGZ -57zw59Hd7208aKjHZGQoYZAX8hqYz3l60tDx+YQ3otO88GMoy3zYQRo66JWg -1UDjheJnMr5d86EhM6Vh58h1fHCgduOre4do6KRIRJibPB/0Qj/uNx+hISda -+GdnbT744r7suU9+NKR/4eeonwUf9OeQsCeP0dC3DfTG7P188GWoprJUEA31 -O/3s/BnEB5MvD7HsCqGhT09Fbd0u8cG/2lfnfI7TUFQEkfn1Jh9EIs+n48No -6G67IS2xmA8yLm8ia07RkI99RYdrIx/cvrhX6fMZGlrZ7Gpr1MsH/fR4gnjO -0dDn64Fj4CsfvFvFPmQQSUNnR4P7j1D54O6iDUGBUTQk1r3+UinvOtgabahe -cBHXZ8FZIwH5dZAq7yg/eJmG2gu/eabrrIMPBQ7ZrIulIXqbADS0Xgf/jidV -W17F9a3HAyhe62DbaWJfbDwNOVy2rpsJWweP2302f55AQ6VnqtgW49ZBkb74 -i2xJNFQfmRYnn4fvr9zPY5VCQx8XWu+E1uL9G9tmk9JoSHskqXaiax30ObBb -9cNNvD91SD788zr4vSn8pXwmDZm+F3DevrAOTltz9wbfoiG72V2l67j5oRTz -qWlzNq5/CcEMATl+mKfkqiqQh/2R/hKpp8sPlVpexh8qoKFs0Wevo235Yc1X -Ib+GuzR0IObIn0Uffui40fS1SCH2J/ns/qSz/JB16fKz0Af4vmiXCLsUfrhD -QFC/p4SGJm9qdGg94IfdU9BxWxkNqYyoVYFmfviHP5btZgUNudzaV3VmgB/u -e+LuRVbR0PZndcaDs/yQwet7yLeWhmrv7Bk6wCoAt79wkOp5jPdbWJPrpAVg -zdXf13bW0VDr9RfyM1oC8G+oSn1FPQ0t/97w7reNAOxNZlYqNNFQ25WJBLlD -AjDi6LWwWy00tMe+/0NkpAC8cIqFV7gN89Nb9p1s6QIw/lnDxeTnmB9FJs3q -ywXgKpAfWteJ3+PWu5DTIQB3NDRLp76kIe9NpuFlYwJQi2LkItaN+Temq22G -KgCXGjxj8t7SkLuL+PxeIUF44zd3nco7GlJ8JlOwsEUQmhaaLj19j7H4GV9k -JgifXd1iYTWI+aolYqjZSxB6X2erHf1IQy+lnO78OisIRXN14KlPNLRvN+lh -f1MQulsCBv9nGooT968erxCEwyd7Z8u/YH7qSjYvfikIlyUrJB0mcf7/nui8 -+1UQrmN2XZ//RkNwi9HEuxVBeCFc2yH7B7Y3c5NyzjoheEdf5Zj5T3wfUt3n -Ly0EzcTZvy/8oqEKH43vTqpC8OQXx56iPzTEaFvS2LNDCG7TfqrmMU9DV7w5 -0k6bC0FXb34u0SUaCmKtC679TwiaW7kFv6Ni/ZIxVOHzFYKmNi1HUmk0ZB33 -cGPMcSG4UyeT/h8T91e+8FuJi0LQy9DXQHqNhgSfRse9ThKClUt9qt9Z6Kj6 -twjKyRWCDceef3zMTkeK4bSv18uEYJGQmUMcFx1t237DN6dBCL5dTLvlyUtH -6W1BFa9fCcHy5zLtO/jpyEPWW19qWAgixtUPYkJ0NHAu41zCtBCclCyeoIrQ -0aEXt2akCSF4sT3+z2dxOvpyw5+1l1MY1ouE8L1cT0cns66aFUoIw8Nf3pk9 -laGjl7lc6rmbhWEKy+GiEjk6ogiUmtTtEIaKbaJGBYp0pCExRlm2FIbWW/lE -sjfSUbzjJN3NTRjO3aw2vK1CR05i75+N+wvDYpbi1lw1OhK92NCZdE4Y3u4c -qCrUoKP1K5VPvROEoSu7z/oaTToKqhmTcc8RhhkeT3nadejo2InS1IhyYfj9 -euyNjzvoaCqnsby9WRjW6be3/jOko9FiaQHtXmEYUFF5V9CYjhqv2e1/My4M -Bx/3W+pAOtr412d7yjy+7xJn+wEzfJ+P9K7zbCKQNS9EPsGSjowsVtXSxUVg -PRF1ssmGjm58P1PxUUUENpCM7gV7OvL0mz1taSQCbR5wGm13piOtvq+7vtmL -QPUxwfcnXOmobqtye6W3CPyv5Nu9Z/voqLj17fPikyKw/EZpK5sHHfWFX+J6 -d1UE+myeNtzrRUdHU6PcVbJFoOiZmM0VPnj9Ynd8TYUILHrccYv7CB1l7/Tw -C2oTgSlLnvcC/XH+fmj07h8UgWHLh9z6A+nozO/L+REzInCAy6MXhNJRV/X8 -s16mCPwhpCvzOIyO/NsrON2FRaFTyR5X9TMYf8g+J7VZFBbZZSSVn6OjBv/r -rMI7ReFas9mYZhQdlewMvAOdReHK8e2ezZfo6Fl7mHPpUVG4TqFQwTGWjnIu -eWywPy8Kf8SH7P4RR0d+KZliajdEobnB1Kcr1+nomv0VO/MSUViWMb22JYWO -/ng8/pLbIgp/U3/0fLiB88++fkFrUBQ2ElNe1zLp6Leacy3XL1F4cep8t2k2 -HX0Ym3KSYxWDzge+bmPNx/l8mspzVkoM8kr9K359l4545WOVRLXEYPaiktPt -Ijp6/ejp9KK1GNzGVWQe+pCOnN9oVkv7ikELCYcHdhW4niIPDV+LEIM1ilWp -mjV0dJz/1FtwUwx+2iGqvOEJHQnsLViF5WKQiLp+SbiejjI+ps0ld4jBrKjZ -Tv5mOvJSfS2n+kUM6lYOS4q00dGB0hVVYVIMXjfruyXXQUeSA3FltiLiMN1u -S4DOKzq6c7jX8aO6OFTjVahxfovXH7zoeWolDv8++nwjvI+OWiT3zs0eEofd -Ied1Hwxie97+jTp7URw61Ymhz8N0lNrO7uOVIw5fS3a5bxijI73MjCsFdeIw -07pJw38S19Nc+8yuAXHoVaV/tPE7HT38F5hj9E8cxtnd3So5S0dWVt3Psvkl -YK9CXOWFP3Q0x5Q/4blVAm5gr13/Z4GOXrw7xH7VRgLaUtXyjhF0JHeI/lL8 -mAQ8s2Z37DeDjlg+xigKx0vAc5ldVVEUBso4lpMYUSwBR289uS/BwUDUooZM -ly4JmDJTdK6Jh4H+DUt8z/0hAVPLSv2CBBhoMjJT7wCXJDTW8C/aLMpAVbuf -e9xUlYQXMpWDfksykPvzz9DcVhJ2WQwtI1kGqjjw9/epYEmYK2MSXaDIQEEX -qTEbUyWhTcxPu4TNDMSvtd7Y/ZEkZA13zbq8lYGEFubCxT9Kwu7zC/evaDKQ -ltxoqSddElbkO9Zl6jHQG9G449ry6+FCrKTkEyMGUgz7LzbHfD2cq90pMAEY -iHOE0nE7cD3UY2WZlrJgoLkhHz2tG+shR5jcX19bBhKN3cB6rH49jHYYCq93 -YiDfVw8umE6sh0emJd9v2MtArlbam59zS8FTA+muNz0YSPfnbPEfLSnY9e37 -PgkfBoqL2zby5oAU9J+r3VF2lIFocmtvDsZJwfpzr1wcgxhIwyezuaIWr6fb -87KFMdDqGTnlpjEp6NY+2vkqnIGsfEtqUnmlobd3/e87UQyk5GXoqmkgDRfj -qX+uxTCQ2tathoV+0lDwSbnRlWsM5BhZPvgnUxqmWSla3kxhoE9r18aluqQh -3ZQ38XEGA9VZGXtvJfB9rs3xMzkMRDSBUrUtMvDCzWCkdY+B9GaL/eU9ZaCe -3InG1BIGOlooVyCcJgNvMy5zslUxkCAwqubplIGnLnHpJz1hoCSG2iEhhgy8 -WHbs+9YmBlJ1/DazTVsWKn50r/3azkCfh2p+hAbKQlk1I9PaVww0Ue92dqRQ -Flo7n9x9+x0DvVRs2hH1RRZyLowE3P7IQP5AwcZbegPccUvt9KMxBvouJn0k -1W0DHL8QtHl6ioFYjm8bXp+1AVbvinTUn2Og4B8WudwfN0CzD8kvChcZ6Nkq -3TVYUg4ubu/202AwUErtl6P/ecjBltkx5Q+sTHTe883q6wI5uP1GxXwuLxPd -WfPd9G1KDvYf4xyIEWGiE1LvX1Wpy8OdG48PXZdmIilr7n6TcHl4irkk81SJ -iXRNL+8obpeHU2+k3rJuZSL00TcuiksB3uToUzqjw0SdD864bN6uAHfnJgfx -72KiK0qFb0bdFOCU3Fm2HnMmCqh9RnsYrQCvP3vg8dSBibYZr3uQU6EA+6au -L7/cx0Tco3+DWocVYNF/Z0I5fZgoReLlgBKnIpS+bnT2ZAATlUZJeA3pKsL/ -WnlG+U8xkS3Xs+y5I4owPSX48kgUE7WGRlmczlKEx03OB43EMdHtoLu+0a8V -4dU22zbBG0zUMPOfq+qqIsx+k9sZlctEfGe/cFzSVYKp+gPTysVMNBf+VSg/ -WAkeOmDRzFXLRFx0w2+5xUqQz2OcfWszE70Sh4tZX5VggMXOJ2kvsX/qpsvl -CsqwbFljYecAE0k+4Zdi+CjDHs4JBc1xJjKveedUUqgM083ivp74xUTKBpG5 -H2eUoXLMe3lWEtvjHBzwSHMjlOLXFpxhX0EH12nR/c9vhHnsQsYqIito9V/p -sOrrjbDqkEJmh/wK0jAOOrxVehPMXMcZ0qmxggrulwaVh26CqvfPpm3ftYIy -TIZ+z3Ztgptrtznx2K2gDf7MGW3lzTB3dSHJ3WMFPRTgOjAYuxmGK6oMqgSu -oG2qbwO2/NwMf3x3CYqKXEGzrw8/z3JVgYIU41CfxBW0V4FzZ/ILFfhm8uiv -sbwVdNywpyvRUBV2PqvgpFSvIIsfLO8U61ThPc5ApYH2FdQ3bMK3YLgFug0f -Ejr6YQX5t+2mPe3cAktbz9t3/lxBwjbR8rs91OCzqkwzjrUVtC8o0jWRVINW -JxtLDcRXkXuLrnPlva3wHn/ztzPqq6je+D/2xX3qsOjuy4SP5qtIrfT5pkkp -Dai1zZX33MFVdJnZ2mc2pwFfvLx4NipiFfWan7aBfdvglPVEEl/WKor6vhYW -/Go7lNzhzrLnySpiUz2rQARpQu+/nKbJg6soka/X1ZVFCx5I2lFPo64iV/u5 -jLpiLcj6z2Hup8wautyToqPtrQ0j2ypRm9kaUly0C2/cpgMr+U+fpIWuoRdX -Vx1jpHVhT6m1vWbBGjpJUWy+tkUPMqsun9/ev4a2hsdWjijvgJT/f23/A/d8 -bcc= +1:eJwUV3c81e8XLykpDZS77L33rJDMkBK+RlYqUUYpEtkzyd5773XvdVHKOchI +kpYRKmkoqVC0+93fX5/XeZ31Pu/3eV7P5xFy8z16imXdunU7JNat+/9X0kH7 +xw0HL0Q72/E5bWHIXTZlBGSfwDaNSMf1Z5XA7N2JQIMUFyxZ37Mm5KMFbLJC +K5+4jqFA2cbpitL9kElcjDdit8N5v6IdgcEGcP7OiRreBzaosPnYWTETE8iK +7ua4xGONp+QmJTdtMQf6B7fu761Hsebt4RbsOQxW4/wdJ1Mt8eOxtNn+G5bw +OJF2oyL/CG6bL9zSnGQFs6/lSJOph9Fk7ZFuoKsNRM9pJTmLWGA1u8EPXwVb +EB88Zvj5pTkWrNewHvtlBwVs8m0+PWb4Vlhw72yfA5RHGTdQu02R9sasrOu6 +I1ASdol8njyImi4cUllWzlDlYeTlynYQX4pbSPZtdQXKrVsa/4xMcFOOeev0 +R1d4WyPEbZtljJ3pv4UF7h+HrLHQLydWjDCl2dszp8ENwoI6cy87GmGXVvR+ +q2snYOZqs5vSqCFWTYlZ2XuehLumYOF4yBBVxmdO0I1OwXvZpHPfHxmg+u2n +Zz1F3GEPtatW0tUAWW5cb4385w7btUMV5b/q41TdmcWNU6fhSfdWrxNJ+sgt +OKv9g+EBMHBlXENeH3t8X1u7pXjCXIxMs+zjA2inSAwwOnMGYust9j26cgCL +n0vG1OmfhbynQoV90gcwxSR/RzqvF4gI/f3cNK2H9vkWNqzfvMBFovq+bpoe +SvR8Ocxy3xvKCYEblM30sHYl9EZKhQ9o7fGNMGLTw4eHN3PRg33h/O1CP4P+ +/eg653xUXeociCz4BX6P24/qZlpGrhnnYAyesaia70drudEpu3/nwPanFQ5z +7cftG3/7C505DzhFNtBs18XEd8MnO5+ch6SLtbN/zHUx/r8fbyV0/aC7wvNl +7VsdPGYpI+NR6wdcw8qU9dE6uKQsaxnCfQGk8m1V7ovqYFnryhmPkAswNDy2 +a3pQG43HikKk312AXq/oq/98tZGx/kjknSMXgVNx1yQHWRsdHv5017h5EQIm +9C5O9+/Df0UCO6JF/OGueV7twYB9yPbE37o+0R++DpW6KUvuwxMN8WxN3/zB +pVh/PmB6L9qeN/6S6BwATu+LG3+k7UWz2qsjJgMBUJ7uLVhsthfP8F11eKVw +CZy/HAg9tGkvzptZGTrkXIKtBxWaPvbsQdccRS3qukC4syDC7x6xBzXXNj57 +5xEIt7xvlVfo7cHxwsa+v6OBQAlndc3YsAf/vDXNWNW8DOGabyuFB7RwJz1r +4kHJZWj0XH2lnaiFHI2Sgtc2B0HqrFPC06Na2GtxY0XyXBBw2lStf0bWQm/W +4+O140GwvUQzed9rTaS1PTLdrhsMbCsupp+bNFGsIe3uf1XBMEyt43gTpIlV +NlL3orZdgVuGsSc5TTRx+p9Vb+bFK7Cbcy3eg0cTw+qVhK9PXYFr/JYWL95o +4ICst/WZAyFgIzlJOdumgeeTTvXK1YaAn6rmq/XxGti7zerp+I5QuGndxJXn +oIEJs2cWPQJC4afISpa0vAZmk9d5zU6HQoJ76906Fg18crG8SU8/DJKGK3y5 +JtRRP37/zoTaMCjR3k61b1LHdwaFF2fYwmHMZpr7cow6bvnRY/xhTzhUT+4K +8HRSRzPy8foF73DQn2vdLKqujpZ3JAdnS8KB6vPBtGyHOg5eaO8bfhwOZfSy +jc/fqyGsKxtq2BQBC+fcjR/eUcPOgtDfEVoRwPs5xDWgRA1n8j6FmXtFwHpO +2xcDV9Swy7Y6kKM4ArjMJK+jvRqSxYLZex5GgNjovTPHNNTQJvu4tTdrJKjW +jzSm71bDTYphQds1IkF9pvn2ya+q+FVOrqDSMxJ4PpopDT1WRWH/dZPKBZGg +WXh+GOiqyJUzerhtJBLypwtC9DJUcWBvF7/i+ijYwPn0mJm/Kv701jpRohIF +SbYNFZP/qeLGS2x72NyjwNXG6ea8piqWVJnAyZwoeBmyUdifoorHBkK23xiK +Ap3xHxHBf1UwUu76AdY/UZDmo1ryfVYFEx4N+BspRMP86ITr+z4VPML/qTvs +eDQ4/7t/x7ROBVPOqe5vSY+GDD+veVKyChqeMGaf6IsGqRkdFuuLKnhb+Yja +2lo0sAQ8Ob5qr4K1Vd+ntknHgF9duc9fXRV0/eqzi9cxBl7L/q7yFFfBgTDP +b0JJMTDrwVastk0Fzx+RzhTAGJAJGPvn8lUZSxmR7LuXY+AF40rs2yllVDMY +O80iGguLR9U3DPQqY+R//H3vbGKhaDHX7l+9Mr4Y/qjWFxcLBv1Pgq5nKOOa +mu9I3o1Y0Bn44uMbooyMsPNlHguxQJkUMS13V8Zd3a598nxxwL4qoSRxRBkT +Bg6ZLlrEQXZQvu0PLWVkb/usXxEeBy/2eP4jiCrjb/uqO1a0OOj/oBEYsV0Z +x7OvPP81Fwf+vi/5VX8ooVSRdHnB7ngwav/gKP9aCa8qEUXVjeOB2LmzxueB +EsblOfsNBsZD89GBiJWbStg/M1RkVRcPQQnDAZ1VShhf8OLG+FQ8VMh38vel +KSFtZeyx9bar8Ey/nLIjTAmzPSp+D+lchSrpalLOWSUk56zq7zl3FQ7LF444 +2ymh1jqtG2WlV2FNn/HjuKESOhVnnmV9fBWO9gifKFFmxseterqwJkDYzN0p +oqASXk9i66WrJUAH48u+oW1K+DJfI2b96QSIHVo5Tf+liFusb3aZ5CRAUdUf +w8fvFfGy6dWQq3cTwCi/e0ByQhGzU0496P2ZAKdPar2h9Sui3+JE95rMNShN +OVV4jqGITVIabmJO1+B+ws5V1wpF7LApvm2edA0sRTN+RaYr4p+l3y+94Rq4 +RZTi00hF7FZmn4z/cg12m251tvNTRA5Wc1qhUCJ0s6Yts7sp4jt5vssNRxPh +Whit7L2lIvZertRiRCVCpmJAzqqeIpbVvfjX3poI9v6GGxSVFZHonTve+iYR +DPM7CZnCingh4uJwPc91uFpwZYcYtyLSQ9+9LzC+DqYhHFIvNihi+AudvfGB +12GL95HDMe8VMHq88J537XXw1NpfVXhPAbcq/as89Ow6tLqd/ryxSQE5dNWf +SmxNgkdFM/dupSjgxcTPJ37vTYIco51v8IIC7rpJdbznlQQkjPi401YBh488 +v5tRmATjxtfy6/coICGExrAbYcb/FaQn8yvg91ZjacK/JNgtkvOrk0UBzbMz +lEYVkuGHi6+Bwjt5fBfp/TTKNRlSCaST8/fkcf5gjIByajK8zB7QeNsij7pf +vElT3cnwSHhvuUSWPM7J5A6HLifDn7bUlPpgZn6KbGkSZwqUxRK/nDsuj87h +X/SmpFJg31aBjgBjeWzpFT4kdiAFvlbce90pJ48T0zoDXg4pMMNYuqS7Sx6P +l1FbqX4pcE/qfeC6X3IoVDJJ+pqQAoaOp7/+mZXDeWO2XyrlKZBtYf9b/a4c ++uqGOJ7vTIEhQaiua5FDzaJzBxoep8BnjOeyy5FDCxl26uuFFCi+c8FJJ1wO +zWqON5BZU+Gv64dGRw85tPoep2nBmwrXAubkaEfk8OLFEPsw1VR4WNm7VUdL +Djds1+BuMk+Fgyd0g/4JySFLQaHns5OpYLlOp+XbFjlM3pTkyhqSCsklt+cF +vsri96DJXzKZqfAfV4dbyIwsYoOhrmVjKpAiNx/fNiCL8b8S5S/2pUL4uqPS +D1pkcYLmfD9jJhViHr/d3JMni4/lXQTo31JB5VqL6ZtoWeTllJR8sC0Nph8R +9TR9ZbHN32RhXiwN3qwt779pL4shuw291umkwXMB97IzBrJYF5bTtPu/NLCS +mEATBVn8pEVnSPqkQZLI5E8rsiwKfv0VrRWbBtERO2jXNjLxNT0QMClKg323 +RM0+f5HB2rmIq9ZtaZBdSZMLnZbB782Ofc4jaaC2T+mOxqAMmq2VjLm/TYM+ +9jfBlFYZ3JYei15/02CCdeSOZIkMmvjsiz3Hkw6TS1mcLokyzPt7XtpPPh0m +dGLGbwfKIPlRDfW8UTo8t/FMMjglg5EfUvl8ndNh8Xhyy7KlDB7Iazl/JiAd +BiNbbg7oyKC2DTv1RFI6wNnXMr0yMphwIee5Q1U67DiTHvOaKIOsVkf/HO5K +B6sHHmYym2SwOEhkp/5YOjy6Zbghe0UanTu/kFQ/pYOduaqaxKw00g2z+UQ2 +ZUA397GzUyPSyBj+yLeTPwME1y0p0W9J45Zq4PullgFDMUqEpjppzHw/JvD6 +UAacFbasv5cjjfzBy+L3TmVAmbxf+NY4abTZd0+tJSQDan7nSnv7S+NjCvfh +9MwM8Nar0v1yQhollP39LzZmwFzfAduMo9IoO5lZb9WXAf85v9hiryeNQ0Nc +XxVnMsBDrOqbtqI03lWJsuT4lgF3v59vPSAgjfeeXOp/w5EJ4Wp9b9y3S6P2 +tmCb26KZsImGUnV/pDCUhXN9+r5MmF8hC3MsSqFGVfs9d+tM6Com+CVOS+H0 +9Nt2Ta9M2CwU1iU9LIXu8TsHN0cz/fFZjW87pbCnsuTvWD7TLiG8g3opXHP4 +41ROZ/ZTltrVli+FDVxx8973MiEzzPbF4DWmPyGnRH0uE2I+JH5dC5bCjUux +8X9+ZoL3yJb1+l5SeH2htKyHKwv+i3aj1zpK4WKHylKMdBZcyfDplDkkhaNq +EQHGB7Kgg8t8aFBbCs/9uqvK5pAFzqLWaeHyUph41kS+73wWdDXtHjgqIIUB +fUqnIq5mwYDsYT7dnVIordw2tbc0CzbUz5sarpfCi7PrMr52MOvPL246tSyJ +2ds1U+pHs+B+fjx70ZwklvGEPHKdzwKlqZ9bvzyRxG/xHx13rcuG9KrcQYd+ +SazbU6TUT8iGzrSBnzPtkrjjUOXRAIVsqM/47Hy5VhLTTXb2iBpnw96PYTTZ +fElcFHkf8dA5G4Tl3tDXEiVx2F4t40pANmSeihF+FiqJlp+//RRLyoba451d +j89JovtViY77ldlA3fLo4Gs3SbwU0nP/wu1seDr7L2arjSQGjd3UJj7NBqlM +N/WDxpL4y2Pdls6P2RDf9JO/UEsS374KVXVkzYG4Y9WsbLKSyDXKB78oOfDk +kHBjLL8kjtCwPlclB+zov55TOCWxms34t5pZDpwzzDrev0ESOf5LpI265cCo +j8ifmFUJlNP1GPUMygHJuOIgh/cSSI5psl2flgPmoiPl+tMSSCMrmGbX5gBX +uLq+3gMJbJZvq5XpzoHIZQFRqx4J9FDjCOyayIGusCSuywwJlPr5re3wlxwQ +v6w7RauRQO4yVY8XbLmgpVRltq5AAiO7Y657C+RCd/e80vFkCcx1KJf8qZ4L +t+emHZ9GSuD8iv7eGItcoE+wFjgGSGB4EXlgu3suPDuZCKueEqj5Z+x+Vkgu +PJo0zCl3ksDP1mKWfJm54KpUveZmKYG+qU1HyxpyYUJjoFnVUAKjrYhPxO7k +wlifQzpRSwLFvrOOV0/lwoPNNP/tchKYV8ntJLmSC7rPGNI8QhK4x+Ll6eot +ebAo+iZWYbcErvRu+CEqnAcku6MuDuwSyHqDm6tUKw+I8yVXs/6I45GhslaK +ZR6Qp1mm55bEkXx9/6sMjzyY8lCXO/BWHGMyLhdwhOfBnewoa+ozcdwXNP46 +MjsP7H7ekFJ6II76b1/eWmvKgwRP+ZjuXnH0KyCJn+3Pg97RDl23DnHkDWER +npnJg72sNGXuRnE0SyfRDn3Lg9CyJY0npeLoTXk2fosjH26tG5aqzBLHT3G3 +MqRF86FLaOdczDVxrEpS/5C1Nx9E2jfqBoSLo5F85+R6q3zolj1LCvAXxwXa +zZNnz+TD29sXLGLOiOOznrLExxH5oJLRd7PcRRw9jj8/uic3HxY+X9r70Foc +Kd+fdhS35IOXPWfTNlOm3+0zbBjMh7qpmC92uuIo9OG6p/uLfPA3VpulqYoj +1ZarfWA1H0zD3jtTpMXRd+1ZrcT2Aki598QkTUAchYv09WPFCmC9RkooYbc4 +9jVWRs/tKwDRFdLLui3imCli56trXQBRdx4fMl8njorZzax5ZwugKCCi5tc3 +MRwy+Gu4ElkADrbGDzsWxLCAM0PVLK8AWm/U1EbNiqFeVtfDUmoBVIbFcjuO +i+Ek313+tcEC2FzPt6R3XwwtW37zmr0sANtvG8XUesUwhLfkfuFaAWzzUUxT +uyGGsytrSp+3F0KLwFuKfrMYbswzMtMVLwTRzv5Kp0oxrDIcJidpF4LjwQHu +mHwxNGAbKJ2yLoRdc4qmN1LF8Ml9v1kJr0Ko9ymW+xknhn7e7FN+Ucx6J9aV +G4eKYVtlT/KtPGZ+Rmpy6UUxdBB5sm4jrRCu/n4xwXZWDIevnVcwv1sIWln9 +J4OOi+GNoGHetJeFEKjiTfphK4bk5F1DY2uFkOBkPBNlIYamHpc0yTuKYL8W +dzbZUAzZaIKejuJFYHNuQu72XjH8JrbHqVC7CPoE3sWfVRbDzykLu2esi2Bl +aCxZTEoMEyYcMiheRZBmFSO9ICCGg3/qJ+2iikBpdbfeLR4xtBBd/y4jrwjs +zb505mwTwyM5QbcfUIuA6xBEhbOKofR9dWf2u0Uw6nou4sIvUezwODqk97II +8k8pF51fFsWjB+ZZLq8VwaX+i71B70Vxpxcne/P2YniS8vZZ0ktR9Fd5MzMn +Vgxsyf4jjeOiOCNxOZKgXQzgfih+fEQUL/LNrh20LgaNzrHlrf2iOKqkoBt8 +thicrNq+m94WRZfRC/b1kcUQpD8cndEqivcZt42f5RZDOVklcr5eFDXXSFs3 +U4uhiFt32qhcFB//Ta9QHSwGq4Mhoc15okjMU9vt+qIYKj/RrIXTRDF8eZNz +wmoxZF6dNi2+yow/xIaTm0pgUEnukHiEKB4flOzy5ioBhUfbTNoDRTGi4L3U +ev4SmPLmlTx6ThRV2oc2ZEiVwNfTMs9WT4tito65ubhaCTSO7DerdBHFuczF +DR37S0C5NtPDyVYUvzrKyRw0L4FEk0wBgcOiyO9/tWfStgQO5087fTASRce/ +oUOeJ0pALFqLE3RE8YZTgv4PnxIgqdRJFKqL4n5tCfn4IGZ+hGNytLwoul4b +TeCJLYGnRxrV/cVF8Xr4OoeK1BIIWZDg8OUXxY1FigVKhSWw0TPm73keUcSW +ScuumhIQ3NXwO2S7KG5/dCHYtLUEQh83fUvbJIpHzgaQxqAEXmYMT7T8FcEt +qnayx++VQOFN38zxVRE00UhuXRgrAa9rchS2zyI48jCF5v+qBMIq+ux134kg +qe2h+L/FEhjxFtILfyGC/Qt9nPE/SqAyxar77rgInnn88sLOjaWw71z2EGVU +BGfFMg/l7CyF6xVHDgUMiuDKqnWxAG8pUC5t2TOJIsjTlupZJVEKc8cvRRjc +EEEHpVsNsiqloJhyblcHVQT/pht40nRKwff4tzmVOhHkPZNXrGFaCv8WpWfb +y0SQpUz2yC2bUrh3/dgf/XymP9EzeP/xUrjvuio1kS6C62a6hO54lYL7ZJLd +xUQRfNucq28cWArBJtNBxBgRfBTjPns3qhSsz96IvBMigqdMUn+ZJZeC5i8R +t8AAERw0jUm7n1cK7Tr7tqr6imCmaWOVRVUplBQYnFs7LYJZ5y9oPqCWQoVi +aVSPqwg+sNEzOXy7FK4cH9fItBfB+j9hYyODpQCB18N8j4qgykz23KEnpaCy +L+GQpZkIejz74jv8ohRq4lsz9hiIYJ/5crDpQinYf+IykdEWQZl/LJsHV0vh +hsU9BxF1EaxSvLrLkKUMMFgYhRWY+mR+KO3eVgZFE8FnpSSZ/NsntmiTyuDu +L7sjGkIiyOB/vP+GaBmEH7V3MyeLoN86EStVxTJI69PK9OAWwd8ZL9417S2D +eJcn09c4RJD149l/ksZlsPWrgFzbRhGkp0nnlR0tg9pBhaB3f4VxKDWkg+Jc +BkM6Kh0C34Ux53y/Q4ZnGcyG+k85Lwljs6Z7BId/GbwXdZqo+CCMIj63ZaPD +y+Dr4tnypTlhdCPLOv26VgZbTusoGc4IY9cAJ7dfdhlwFl4LKB4TxsWo+xbz +Zcz8+6Ie60aF8ejs7Z3OTcz+5G8/T98VRqfV/faPb5TBuz3rRcd6hNHoeKuk +SV8Z8CqdnjC9JYzKhv5ht0bLgLzOeVs/QxiJh186KU6XQfpxtQ7jZmE81Gp5 +p/xdGaSG2Iw8qBHGNypidJ4VJp5yHUPnMianxDbpq3/LwHP9Va6VfGFkqLvI +/GIvhy0nXsskZQrj3aUghtfucqDOE+IUkoVxRPPE3RnBctjQv548Hi+MjxLO +n7aQLYfhv1nPoiOF0fPr3+QujXKwFJvr0rwijK+5T+rL65fDBdLm28v+wjjF +8yOi0KIcbg1q36P5CiNX125zDgdm/OeHLwI9mfw5cpYFnSqH1kmJJYMTTP7H +D0TPnysHD4mObzxOwihUv27F5ko5uCbtfP3pP2FcfVPyqSeuHMyLH9OGjwhj +iNzlSwrp5VCd0GHXYiqM5V3Pr+cXlUPR24ThXANh1PESV2arK4cWf+mNV3WE +kbe84qQfoxw4PyX8CNEURvbTjWIzWA4L3fSSQGVhJNtm+BsPl4PqPCwFygpj +VkODNXW8HI5VzcyFigvj570He8lz5VDrYOGTICiMJ/1vdUd9YuIxdo/PJwvj +Lne7Ix9/lIO4c6IUbRdz/g4fX+uNFaC+bc/Bke3C6Nd2RODWzgoY2Prr+efN +wrhgeNhVhLcC9kl6v+LZIIwan28qJ0hUQBDPfjP9P0JIeDaX9UW5ArboqnH6 +rwlhygjp+n86FfA0SUC2YUkIj2k07L51sAKijefS5xeEcELwg6KQTQWcG/Xf +L/1WCIf2CL+Ica0Ag/gZqfMvhdB2okzww9kKkMpWMrn9TAgDl258O3SJmd+d +m779qRA+F2Y4UyMrwGGvBeupB0K4u2n22K6kClC7kp2Gd4Xw85XExYDcCqjk +HlEXuiOEgvwsuyYrKsAk1OF9bJcQLgwmPdjTUgEuv1rLljqEMNgpVLCgswI+ +uZ06dpwuhJ5uvGx/+ivA9TcLx1ijEGpvaY1yelQBt2xUGw/XCKGCYkrW7ZkK +MKQ0a4yUCSHF4Zcu3/sKuPFZo8KyUAh/3dANv/K1AlgNyxYms4WwVLbadupf +BdiqjW46nSaEm/YG92ttrYRvjrRP3xOFsJx34/1snkrY22pckBwnhBdar5/9 +JlQJh84UbpaJFEKPTKeyo3KVIIYjsveuMPutu32+WbMSuF+zspy7xKz3emVy +q0ElDNwPiCD5CaHR7MGp04cr4QbZs2LASwhvGG8K6HWohL8f5E4GnRbCWeK5 +On73SsjrEr2p5CaE1ZtGAi+frwQNq5vFi45CmO7vPvv4SiUYRXpsb7IVQgwO +ey0XXwmJAm3//I4KYfScc2RceiXsmFD33ndICI9Im3a+LKqECM5rR7aYCOHN +8NhkrbpK+HDXpXz6gBA+HLb7l8qohFeXfFzo2kLoXbtx6wf8P54roUmaQsh2 ++iFNb7gS+mSdfnqrCOG7revWcsYr4fvxxWFLeSHcZvN0/POrSpBtIHzRkhLC +NkaGjdGnSri/9ZGTuChTL4eIcwU/KuHKAf6dBAEhjBR7LrnMWgW9DPb1HGQh +PE9fDDXeWQUiRxulN+4WwjK7Zb8CShWE+MjFsewUQjER+Y1L4lUw1HxjJ+tW +Idw39UrNULkKVBcTu9k3CeHmDUc35mpXgf+uxXTu9ULoMH7rwkeTKsjYzlTn +tyDCkZMRutZV8LGiLFZlTRDXiVyVT3OpguvuN/MPLgti4u2zwa/PVMHs9bnO +E4uC+OiQuYd6QBVUv82djZgXxIBbZ77FRVTBvtYTbBVzgtjdsklkMrEKZHMe +Sgw9F8SGZJclqZwq2Hw5VPvrpCB2Bre6BpVXQannDn3hp4JY9p/B+aGmKjiV +oqJiPSqIbt2HRMg3q0B0R8XmhHvMfpQdlzz7qoBrQaSrt18QlWP7vTpGq4Dt +W5jF+h5BzJqlsrJNV8F2WlLrgduCqDCyXdfmXRWoGyguxHUIom8zmbd8uQrq +rSwWR+mCaF7DVfDlTxVs/D7F4GsWRM5iFdBmr4a3pU91feoE0WvvzZiEXdUw +yqoX21MpiIHzrz6PCVSDznq5aHKpIN5+/P6PsEw1/EuiqgYUCOLUpy0tPurM ++OrPaU+zmXx+ith0U68aRJU58zTTBTHSPGH9xkPVoPfRxLA4SRDbjFxKD9tV +Q6zto2T2BEH0frH3be6JalgpX7p4KUYQ0184jM75VMOn/JXP8+GCaPlk1UUu +qBrUUuR+O10RxFVO08yAmGoQM/iTMXZJEJ/Rks5BSjVsezbIOHpBEGOz/y6x +FTDngb/2j3wE0c7jMelIdTUIFuwOsTkjiH4ZRvPZtGro3JNInj4liG+tUp1e +3K6GyKD3cu7HBZFR+fGy+N1qSN5zi7biyJzfMlXb+wkTj3F+RbQdk8/59hr6 +i2oIMxP7R7QWxJe9OZ0/PlQDd8e6rpbDghjE5hWgu1oNlR1T02ZmzP0o8ZyM +Xl8DD/m9bD8YCWKO4d3XdzlqIMTSVyrxgCCGBvbkbCfWQNPeOgslHUH8HpP4 +7ahIDaTtfd8zqSWI76Odf2XJ10Aj57rIGDVBbLTzrXumVQP7Ru/GqSoJIqHl +Gwu/YQ3cG5IcfSvL3D9WyY3Hj9TAx5hNtgWSgthTtI9afqwGBKqtiDaigng3 +xZPtrXsNLL9m28kpyNSr8zWbpF8NqKwJ7RmlMPm6P0fzDKmBE3HVaWkEQdyh +V7C5Pr4GTIUqd9txC+JpF332j+k10CEiD4I7BLFUdztDtrgG3KmO1z5uEUSO +QSUO77oa2FFmGdC5SRBrG15tb2TUQP0F1SvXWQQx5JzN7Y9YA1GX3JX7fgtg +j3sXQXa4BliUN6b7fxXATy2W/GfHa2DwYCeX7EcBnNfTf1j7qgZ23dtaNz8n +gD+f9SvOL9bAybBYy/opARTbsVNb/EcNND8cWH/xsQCe0ju6eoK1Fj7TAukH +7gmgSBU6lu6ohb+hFi6EXgEsO5B07jm5Fkpnt/xduimAYYuLShTxWljpDI5/ +RBPAocNcpbZKtcCyJXito04A2+fkutL31cLw4Cf9yjIBvLbqd/WBcS3YTg+6 +Z+cJIKWae8NWq1owWN1kn5wmgP7zejJGzrVw4gqN+3qCAL4KVWCJ8KyFx74v +k1MiBTB/w/b4zou1sNua2p8bJIDOr7bf/hZWC7U8ltQaPwF0OXaiVOFaLdSv +rprcPiOAapH71DyzamHe603suJsApujeCywrrYXf3GdOrjkIoN6R/V5TDbUw +kTLzjNdKAG0Mh3fs6qgFn+DyOWMzAYSY4hPmvbVQYCwdGKgvgDOHPpyOHmHi +l19IbdorgBZN07y3JmthO+GM9AcVAQxJqopcec2cJ0Jtr4ysAPbWX8qV/lIL +fj5vb58XZfKZG3b8+C8mP+aCDbd5BTASF59lb6qDspmUf9t3C6Cf29LGEc46 +GJD4Qj21TQCrM2+82sBXB4cd1t3u3iiAcQf9z2tJ1kFE53WyyF9+3K5vRfNR +qQNSus+dq6v8qCcYWVmuUweVu6Nav33ix1QbRbOJg3Ww8wjjtfs7fkxTTCzn +sKkDa+4fFjMv+DFnrLdpv2sdXHpptmg3wY+hhhu9L56tg+wnrTcmR/lxwCr0 +eXVAHVhmGjS53OXHmy2OG6Yi6kBVe3ffh25+9Hp9f2rb9TqINDH9HnSTH1Ut +/53en1MHmyN3HthJ58ddyvw1fuV1sOdLYUFdPT/S8m0LKprqwLdHicW0gh+5 +QiYMxm7UgZ3OLu9PBfwoUHy/lK2vDnIas8azM/nxeuUJuuZoHWSace8zSuLH +mG0Dlz2n6sBdZTHjRyw/PlAQ/Zb7tg62WqRMU8P4MUO3WmxoqQ7q9p/f5hvI +j+/Nrmz9+bsOuI9tE1Y6z4+OOg+qpDbXg2fsh13fPflx9/S9NTvuevikkv2y +140fH/UX/o3jr4c/ZnVhGcf4MSLoXGebVD2o8/V+9LTmxz9HfOXfqNbDHbOr +wgaH+PF0WJ8t9/56eIgNFBEjftxPKNLQM6sHqbw3jzbp8uOrTaIjPv/Vw1/S +1wOfNfjxJymSUnC8HkazStynFflxce2VwF2veog726k5IsWPahLnp75dqofi +d7ytd4T5kW+LrYVwVD1k6lY+Bgo/FrzsCrRIqgePkH1psIup791HDkG59bD3 +/KMPvduY/OOtr5UV9SBf5jwxvIkf1xdXGT1srgd93Zc2z/7x4SH+m0d+36yH +kJ3Ozh+/8+HqE0Fuif56IHu8/ciyzIc7NFmTLB/Ww0fu5N98C3y4u+B6d/B0 +PYxZ+Mdrv+bDbypvGyvf1YMP7fa14zN8WMWpYfVguR7uSmasTxjjwzMStdTv +f+rB6rnMm7YHfOhqeOquEHsDTKqA0vwgHz7lzcgz3dUA9JbkV3w9fEjXdha7 +INAA7N/eLNt28qEh8aNnvnQDqDVwOme18qHln1MevWoNYBvmKTDZyIdOfF8F +F/Y3wAKbmbJgNR/GX+1K5zJvgPwectrZEj6MUFlELdsGILIY7OnM5cOXi9U1 +rm4NIPlKU3xHOh92n+Uxi/NugJ49fpanE/lwQc+1pjGwAfTTfdt7Y/iw6U0D +Po5qgKnd7VaiYXyY2ySS8SOpAX5EPhW6GsiHqU8WhAXyGuCVqDPf8nk+5PST +9TaobADP3g96Lmf5UD2K44JnSwN0ZlOujZ5k+t/SVJM6G8Bwf/ZXQ2c+LHUw +otH6G6CrdUsQ2PKhf9TiwtjDBji4R4qgbcmHvG9GZn9ON0CjbcNAlykfXnq3 +M4N/vgGod63iDAz4kO/JJMuBlQZIvvTGckSbD69NHJY/9bcB/E/LiThqMPVl +zeWJZ28Edfqf1UVFPqw0neqs29UIG0Lk70ZJ86Fw5D7++wKNcPB1YSafKB8e +PvlK+7N0IxT9VLDr5OPDkaRlMqd6I9zvGOFwIvBhZGQaQ1mvEX6seDazcPLh +hYp326zNG2Hm6Nrehi18qKBNEPW3bQSCvl+TPSsf/hdk9D3TrRGKP02xbP3L +i6VeeQlt3o2gp7RXDdd4kXeL5tRYYCNoJRXoXV7ixdOyBh9WoxphQYxLVH2B +F7PS5tp5khuhtJ4+sfqaF81e7jFQz2uEoGNFxzqf8+J0oU+yTWUjHPrytSZq +ghfHNctzL7Y0Qm/ui1uHH/Hi+w1/3NI7G+Hc8rV0gWFeXFAvWaD2M/Gtykqt +9PEi7XOLyujDRphb+3l5CHjxmqLV3k/TjfAqRyWy8gYv9ryqY+GYbwT3LpJO +NJ0XNZ9MXZVaYfIT/63WvZEXk26wPzT6y8R/cFePeTUvcsvZTZxgb4IdQYOR +6qW8eK75Q3H4rib4TfecF8nnxfPVryUKBZqgudL6865MXjzr5nnuhnQTlG5Z +SGdP5kWuXQWXn6o1AV9Z+qP1V3nx9Vix/tL+JrATv1n9J5IX7RuyRzjMmyBb +/8GOP1d4cc+VKrKkbRMEJZuwrbvEi4I8nyX03ZpAN7wkYdN5XhxUyFh18m4C +tZP/Ze08y8t8P3fEBgY2gbz9J3H+U7zYvz90Ii2qCf7pL2kquPDiUanNHxuS +mkBu8OOgvj0v5l8M7O7PbYJE3QuPj1nxopvzkt3LiibYSqPYXDrEi8/YM2k/ +mpsg+H6EaZYx0x8ZM8LV2QQXZgxbOvR48Xbn6waZ/iYw7uWIer6XiS/1ySGD +h02w81MYsKnzYnB/ANVxugluHj3kpqrIizabF8cvvmsC2ZMSHieleXH4g113 +4nITxG7tu58tyouqC1PeFX+awLVkNnmEnxdHfLNnOjc3g9TsvvrNJF6c7G/Y ++Zi7GeIX8niNuHkxRFKb7QN/M7xQvfMydhuzP8Oze510M/RGxnwdYuPFEwFW +ugS1ZqiYa7bmYuHFIBdKhNz+ZnCrJv51/E1BZ/NXsfpmzUCyy12sW6XgS5a7 +R+z/a4antB2Cv79QMFz5y3Of483gVeKUdmSBgg8vBCpFezWDq7ynXs0bCh48 +GGmSe6kZpuJ4pTe8pKCtgLxoU2QzlH86dfD4MwpWmxfc6bneDIqtGgU9Tyjo +xrkoNZ7TDP3K8QISDyi4lr3feqG8Gar7LUeT7lJw6Wub/r+mZjAcSKv/0UvB +Qolz37luNkNO+KGm010UPEFK9BPvawYn2finEx0UXF8kTdMabYbUBXP+Q3QK +7rp4tt18qhmeQG3MnUYKchj6RLq8bYbF6JbNujUUfFpxlNtvqRn++xBQcauM +gi5cmmeifzfDiBfPf9qFFHzyq0j/3oYWYD/SQO7OpmDzEz01a/YWcM2x/2yc +RkER1V1bZra3QAyr/sOHiRSsbRbrObWrBbzYUm87x1Fw9FGM0ydSC/zr9qV+ +iqBgLr/BdIBACwj/2V4XcYWCC+zndP6JtkCmSFkF4RIF09eTouOkW+DrXtei +lvMUXOdh0bhDsQXuv4rKMPeiYEumwM1stRYoNTCLXnCnIPdkfp3A3hYgEL+f +uX6cmR/wKLR6fwuI5zwwVHakoGPNI3UFoxYwDSVzPfuPgkeL6x+1mbXAyG/R ++9GWFLwV4XVUx7IFeG/oXFQ2p2CMl2hb338tsKv/JuucEQUf+L36Y+7YAoFF +n4Oz9CgYX8iQenK8BY4LaIyb76Pg6Y8NWsdOt0Bz5CfuTRoUFLMZl3vl1QKV +9gEKPUoU5L2jv8nTrwXOxClLRMhScJCyvvfzpRag7034fkCCgg5q/CcDQlrg +xOK7EjZhCga/rH3/O7IF9G1u8D3gpeC/VzSrqPgWQA9fr1wCBe//MC5jT2oB +qnVogjsXBa0mLj1NTmfOG+jkr76NggckLRd357aAiUucNPtmCnolvHqfX9QC +B7ouVz9noaBC1p57QhUtIOnFeN/2h4ydk6dTq2uZ+jh1fUr9Tkbys8B9cs3M ++qWUVt8VMr7iujJMa20BCXtbjSOfyCizFqanebMFHBl//VXekzHwS1r+bWDy +s1TqTXpNRmuX3mcH+pj7YvGEwvKCjD75Av8Ghpj9OGRDFyfJGLPC2HxotAV6 +PA6kTT0h48XGjLWHT1vgXjbdZvgBGd9uHLr331QLVAF/PwyR8bviyZiply3g +/VVsltFHxhf250Vd37bAMRWfiiYko1H5v5rXCy2g6Fy8ra6TjM3ifNyeSy1Q +rH6SXNNGRpVv426Lqy0waX9msIZKRkOCTs753y2wZZ/b7oYGMoYnOtG/rafC +c5F/f6nVZDQ3N2i9zEYFMfG1yJtlZPxjsC7/DwcVjgttKO4rJOM9x+LTEVxU +CL3x/MjjHDI6nVcgbyRSwc/KJGsunYxDtl20eD4qrO1c772aRMaZaXslDhEq +WAwPP9qaQMYHd3ZkJUtSYdMuvz6RGDIu3lt8ySVPhTviNw/ohJOxpXI9V5YK +Ffg/nzM5FkzG7j92UiQtKkT8O/kkKICMuy6tlyjQYeYnnX5dcJ7JR8PmrQIG +VPA5Zx7Q7UXGW0pXnpYepAKR+CFu/jRzvhTPWNHDVPh+nUTgOkHGVrPnfNXW +VCj0aRPScSbj85l3+VIOVNB5W1TpZU9G7Rvp6xpcqPC4gV5SaE3GJJPPZvKn +qCDJMrHz4WEyyn1iC205Q4V/tUsrm8zIGMW6kKV8jgom8/PGukZk1HhemdXq +z6wXUrMlSI+M8v2GIerBVKgr5dvTvo+Mm/+Nm3aEU0Fwg+aTVQ0yfuz1/KcV +SwV9fD+mqUJGJZPN+Z3XqMBzSmJ/iDwZDdqRTzuVCsbv3m27I0XGjWolcV1Z +VEgtE9XZJkZGjxn6hG4BFXhtJkfsBMlI7NvM2V1KhZcU1q4qChnhe73igWoq +EHwr2dd4yBgaUqfR20AFGj82H+QiI6clp7gBjQqjFvZNRdvISPVc/HWnnQpG +FwM3rG4mI4NhdsPwNhVELCUaD7OS0YVXy7m/hznf0vna+n8kVAvp+WA0SIX7 +Ve6r7L9IWNDy1XngPhXWsfGknVkl4cG46ZvGj6mQ+zYt6P4SCelDsX8HJqjQ ++N9yo/IiCSna66RNnlNBqtRMOm+ehPtybbQH55h+w47FDa9JeDstXdPkPRVk +Vq1WfV+Q8PHTfsrgJyrQ0/cdeP6MhPlsv98af6WChkzaA4sxEm7o180b+EGF +g8sBBd0PSdhfXaRm/I8KLAY7qtXvkzBsn9iNflYa9BdGLDYOkrCJ46Wo0RYa +iBesekvcISEtdyqwbwcNcC1HvBxIOOUkyjDYTQPVyMzdQp1M/MP9k71kGvwQ +pmiVtpHQ7OiDtwcEaeDyxCFZhEZCHWvT6W4xGkSUxPHUNJJwSNHg5n4ZGhwp +GhuWryVhnO7dcFCkQfCn0Jb2ChLufvhGQUedBkkdN+BACQnlFaoGbu2lwXeJ +nu8P8pn4C3hM9urRgOT51N4lm4R/bfSpN4xo4FqlPPsljYSEFM0NmuZMeyPl +enQSCTMus+i0WdLgb/nDY+QEEobvaTyuakuD+Mx8M1oMCbtWDHxojjRYegEO +5hEkfAVPTyi60WA1MC5u/goJH9LOHmg6TQM7fe3R2EASXprk2iLrTQMeDnkV +iYskvLZn/GatHw1a4mqa7vqScPXpHWuJQBp4Hv6z3+csCZUq341XhNAg8Xno +/K7TJGTNNzMQjmLymRxRftuNhJsrfucWxzPr5x075+FMQs6qTZO8STRo2HHq +0G4HEnqF+6/PS6eB78Sa5h0bEupy2HATcmlApvkq+VuS0JCXuj2jiAbGstJq +kodIeOFK5srOChrwVcUemDEh4cvlbT3Xa2kwYPbWNsOAhDt1xYO2NNNgirvh +wqH9JJQhf6DEtdLg/q19GZv3kVBK41T1hps0CB/6296nQcK2A+W84UCD5iiH +mWgVElrPNQf/vkOD0M83WIwUSEi8kXUncIgGfx7Fi7PLkHCP84m1rw9oQGtS +NR4RJ+Fxd6Fd55/SQO2W7IlMYWa+yzR58RkNWhdmA535SYijxVs9X9KgYLY/ +VopMQo59l96+fkMDua+Hr63uZvbn9al3XWDOK7US3cdJwqV3yQ7TX5j1VCT9 +sraRUGPb/IrtKlOPcx6WnuwkpH6LuPT4Fw2638gL6WwkYQur5xuL9XRw3f/9 +xa71JKzPrtEe2kSHtQcHEhd/E5n3i3m4IQcdSLFJooPfifi+xLkROelQueJY +XfGViKdbF+7sJdAhwUiJO+oLEadi/va38dLhqnGK+4mPRBS1KaMrCdNhnd26 +EsN5Iro5vkpokKBDky97l9RrIqY8uGsuIUeHFLIa7HhJxEMzJ36UKtOhKmB7 +2doUESlNnSm8mnQYVxI+NTtOxM6T01zZ2nS4Hfd30/3HRLzE/zCMU58Oaboq +sTcfELFouWL8mgkdNtdZztbeI+LPZTfyJgs6qBR/5MkfIGKBDI9JuBUdfK7k +iCX1EnGi7K7rTzs6mAkvbI0CImbbx5+86EyHiOXgwcudRFw2dbL6dIIOz+/P +2fu1EzHMy0rOw5MO+7lud3nRiWjV5L8860OH6znl3zyamfh+jpQdu0gHKk31 +j3s9EV+on9F5epkOJVI7nrhXE3H7gaN9FmF0sNn7ONCjnIgmq6kag9F0eJMj +/OFsMRF3S6pm6iXQ4dLJEvHz+UR0rNJ/fjOZqY/CkmxgNhHH99zjUs2kg+r3 +m7/C04nYXPtUuTGPDg8kK1OvJRMxieqtI15Ch+AMu8Xsa0SU5ChSK66kww// +sG1VcUQM9z5PJNbTgebd94URRUSB6OW3KS106A0bzxwII2LPD5lS9jY6qHGd +/PUsmIg2fpLGkZ104F4gC365RMShxOWJn0iHUvlGFraLROx+lfHfhX46BDrd +LxU4x+SPeQcs3KPD0FGF31peRIy4nrj75EM6RB+I3/mfBxFdf63+Nz1Gh8T2 +pJkLJ4n4bexEtPU0Hb6n/jye7krET8UzhcOzdDDeGFPQ6kjEslGfcoN3zH5Z +89fG7Zj78lwo89ZHOhAps/K/rYl4W2v9BdVlOrxnyEQLWzL36xBBu2GNDsNj +sQmmh4jYGuazIvKHDnKatP0XDxLRRYkzK5+lFeJnfCqLDYmY2cUuxr25FZo5 +w9qH9YioFOpWkrCtFXhPVfn/0ibihh6xzSzcrXCkofa5zB4iqo87OV4mtsLu +vxZLTupErNu4u/ALXyt8oDo1pCoT0TjFZui0SCu4OhdtH5An4lGG1Ovnkkx7 +/BnPX2kiDjTmf7CRbwWq7PNedQkisjQxZoZVWkG35uKu8yJEjHoTcVtfqxWu +D59laxQgYnHoloSbOq0gZJWW/4HCjC+211cyaIV30h0PpIhEjDt9+X31wVao +CWgqO7OLiPpfL1zhP9wKl64ZczfuJKKvo9XvDOtW5v/Rf4JLHES8QBPy3OrQ +CkX/UQfV2Zn7tOF9T4RLK5RWyG4N3UjECns6+/eTrfDzXfHb/vVEFOlI0PY5 +0wq7HObsOf8SmO+Ry86vfVsh2mn0hNNPAj6Li/dy8G+F4Ct6G+pXCbj0vuf0 +aFAr2Jzm0vi5TEAXdeUjRuFMvlYE/pp+JuAD+5dit2Ja4QfBxLZwgYAe+8bn +la4x7c+eekvvCBjfLZhbndIKxxinOo1eE1BvsF+dL6sVjLp57xS+JCBV+nF3 +Wn4rmCScd1idJmBv1+E9m0tb4VuZcciRSWY/G6OSkCrm/B1RMg1PCajfiSvL +9a0gkbr1JPsjAqZ2DKp6UFtBemu/mMcIE89OjxMzba2wlZLvOzhEwPVRNWFH +b7WC09CF/dIDBBy9m351oLsVjqrvyb7eS8B9+SoR+wZa4VzSpN8yEJC/NtWd +OtwK4tw6j+xuEbCgpF1L/FErXNxl04odBHSXbv6ZN87k9wsHUZpBwH8fImp3 +zLTCcy6b3xlUArpFahlFv2qFz0t8ruubCHgo8cXo93etMLPd/oBvHQFvF4cc +9F5sBcbK99LnVQR8epivZXa5FUSUl0IOlxNwVXqQ9b/vraDjpv60u5iAVzvj +jIf+tIKiUFeVWgEBI+JOBepsYMDSjrCluhwCHt95Npu2mQGER+dahTIJePNx +aYX4dgZ4cSR+yk0loL8pd0keNwPGTwwVcScRMPb94NXtJAawXBG/k5RAwFKh +4eOR/AwQXM132hpHwB0u4pKrIgy47Stx5moUAbdumZ32lGJAcET//OZwAubF +bgyfkWfA7O1LE1evEPCiaiGnpSozv2WPJsdlAl7xpabe0WLA9LMdbCn+BNyQ +bLZOU5cBW9q/6+/2I6Df24tO9QYMaKKtLeb7EHB7n3otvykDGAo7WUXPEvCT +f95c6mEG9EUaxTSeJuDu/bUcG20YwLNcfE7zJAGj3b1EAx0YYNYq3HfHlYA8 +kovSCy4M2P/5acRRJwJWgaqg8ykGfGnrrpy1J+DbE+asD88wwJTjs4LffwRs +NNYe1z/HgO3TpwVYrQgYmrszt82fATf+qF/IPkxAx+gHB6WCGXBU2UNa1pyA +Y/JR7/PDGeAostmgx4SAFZ2qgdtjmXiPi4K9IQEzDi5+C7/GgLCT9/KW9QgY +tcJwW0lhAFs8x1iiDgEtRrO7TmUxoIbju6/kXgK+X85nn8hn8ru7+HSfBgE9 +z9zTNy1lQHIN960TqgR8o6fgfauKAdr1Hl4blJh4w0dj5BsY0DhHvVQhR8Dv +Uh3XS6gMuLq6YcZImoDB2p+judoZQHS/mP9BnIA1baFno28xwCqVREsWYZ6P +6756q90MANoWQXVBAi4zhjZ5DDDA74XL6xleAvIJ5nZODjOAe5Py31gSAZ07 +5lzMHjHg1mKelxIPAQ1P01dujTP5V2PIz3ARkMHJeUl+hgF7LAv0E3YQsD5n +44fiVwzoTfSq0+Rg7vtkrjnnPNPepO82v5mADo1jRZGLDBihap/J3UjAsx/u +vFxZZsDPo8HdZiwE7HPz5jr1nQGT4ZTT//7yYN7rCZWxPwzILNNxaP3Fg017 +dhoab2iD+U8b885858GNsrxGHZvbQPhsupjwNx58HrxRQ2p7Gxz4wP772RIP +fnv/hJDH3QZrW6/zZn7iwf3K6fNbSG3Qtlcv9sgCD4pvO1gbzN8G7c1mmtvm +edBd4Z/9R5E2oHg8Urr3mgfXmXb9dJRqgy9yv88nzPJg85bka/fl28Ao7cua +6XMetKEEceiotoHJ4ngPxxQPKgrHhzRptYGh09TDB+M8yNvT/Zxftw0m+0RF +M57woFOegmKyQRssjzzvsH/Ig7lGz87/O8jEN6eaLDjCg8vOQ+W+h9vgubJV +1fwQD3IHbu5/Yd0G+vXuf6gDPMguUjhx2KENEv8UpF+5w4POiylT4NIG7Hmi +HibdzPrHP44onGqDLS2yQbu7eDBsYwet+EwbsMm9GZy7yYOrjr9jd5xrA+wM +taK38+Cld91mYf5t4NYrTYpu5UFvIc71n4PaoN6dQvqPyoNuUctVzuFtwBEV +dVSqiQcnI320R2La4Flz1p0/dTzYkXr9jva1NnDXvurzuJoHafx2+xpT2kBd +NeVwXQUPvsgYq+DNagNJ61n3yFImn46cf6/lt0E5N51+rIgHr07sNPlV0gY3 +ivapqefzYNDZmcgzVUw8Y4wPnDk8eN0vrGmyvg2KDts+/pTBg2STf0MmVKZe +Rx0+DafyoKr+qYn2tjY4/uz7noYkHjzUfmNM/FYbfE/z7ki8xoPbvrH2Z3a3 +QePkyimfeB48dfBwFetAG3R1DhywjOFBub8lly4MM/3fxCzUInlw0J5lz6uH +bRC4bBZHDuPBxOLgxSPjbXB36NLiuitMvnfsToPpNthjMB82H8iD29+OSci/ +aoOE0Wnth/48uOh4t6ngXRtMJ2aKd/ox8dR9Fd+6yNzX/VZaVb5MvOuPp1xe +bgMzZ1v/NC8mnlSehXdrbcD4NzcZ5smDUXF8Gv/9aQO1+b3uPu48+JIj9OId +lna4FFlGcj7Bg0+N95crb26HtRfHVixcefDYMa/ekm3tcKyjYXm/Ew9qn97y +dDt3O9R5PONRdWDuZ7zwxBViO6QsS7tI2vKgzsSt4Q987VD16/UQnzUPmnrP +0uxE2gGHD9vvsuTBCYechH7JdhC3pLNzWPAgkfreSlW+HRZ2202xmvGgQsjM +9jKVdpA7GHf/rzHz/N0N7tyh1Q6nbyS8+GHAg6H5w/YhOu3Q8aRh56oeU7/v +4+8/6LeDQo2m64oOD469rDxrd7AdhF9cvr+0l3n+juq86LNoB6+eW7ZLmjz4 +06jWQMW6He5rWPxdUuNBlvZP+SX27aDaHYwrykx9snjebHNph61X0gtXFZj1 +xiUFg0/+j+EqDaeqjaIpQ5J7z51I+ohCpoRKQkVJUoaoVGaRpERUIiIhQypp +UKaMFSKZh73vmEgkkSElEpKkFKX6zs/3Oe/Zw1prr31OBVxdOnjtl4YUVntp +7hw+XAGrhOpy/qlK4bfVGj67fSuAJ36sRURFCucpaZ7lBFTAbL0ZTXK5FPrI +rTundaYCCo1ue7MUSP3O2x14J4zsf311t5ycFIY/jnMQv1ABCf9+uKjKSqGL +5OCak7EVsMY3e3b1IrLejx5CA4kV8OMfq9CYJYXzZWXAKrkCouvS/azoUuh7 +RsS3NqUC3ppdN3eiSmFrhw5NNaMCYtssVx9bKIVKf/NzknMqgLZcXjtMXArT +a3w15j6oALNkx41XREk+Oy/lHCuugArC1Sl7nhQaS1FoPWUV8IcWnlA5Rwrf +r586ZlZTAWo5rGfNf1hYKbwDSrEC5D1PyQz+YuHBVYvnLhVUwPewfwG/f7Iw +9tQhvfimCnAsEOtjTLFQ7IqB83RrBSzQHbXVnGThn1VpQQc7KmD+iFCH2RcW +Js+/EdXaQ+K/6r67+xgL9QWaUYb9JB4/NsyGjZDxWd6n84cqoKhsSXrqEAsH +02wdmWMVoOGfYVE7wMK6+ZOrz32tgLk1KkK971g4M7Xj36cfpH7zCZh9w8Il +Yj61e2fJ/H1VkXI9LLzctceHK1QJ/ZERNsavWWg1n0XVEqsEdevG5R6vWLhX +vSg7ZWElSJ/5+udiGwtFXqtqitIroZ5r3/uwhYVvMxLz/aQrITbAFTqesZDP ++ij1ZkklFO87mvv3KQvbuXqntylWQhK/77LKExbuWHPxWalKJZgnLgq14ZHx +Jt8z5DUr4TMt9GgIm4WtoTssY3UqQVPjhFN+PQsXOzUHT+lVwqONDtavali4 +m3r0josRmW9Vmsm8KhYepeoWN5mQ+Q6mrdYpJ/F7rVyxdlslHOFylNxKWej5 +3qokc2cltD/2YyUVs7AlsyxtoW0lmCjQ5/ELWfg9xjnslH0lCI5LjP+8z8LD +Yrtt3ztWwt1Y/iv1fBZujU1dvNO9Eura86tcclhYFbzpVYVXJSzTlbt1/S4L +szebnlc8VgmBYoknmtNZONesdHnCiUrwWeWxTSSVhbbDV6p+nq4ES3EJ6Q0p +LDwdPWzsFloJvoc/9Z26wcLu8Pq6Z+cr4X6WX/qja6Q+dGQ19S5WQvcFcfvx +Kyw0nxC5nHmpElzs5eerJ7JQjh41JHGtElLeyD/0imfhydG7q07eqgRPm9M7 +8i6y8PNT92Pv0iohy+v626EoFlr/bUnfnl0J+dbDh1QiWch4Oc57fK8SWop6 +B73CWTh6+ckbuYeV8CP9/e4HoaTeQl1HYx5Xws+Kw9XjwSxk93FHJ6sqYY3Q +e5puEAtff5vqc4BK+G+25sDpkyzUmf0rEPAqISfN60b9CRbKrx66u6qxEnps +9/FE/Fi469Uj/5SWSnD8/a9/5zEST2mftcKvKmF4+PmX60dYmLtSZvxodyX0 +Dqz7/M6Lhc93sm91vq0ErnJJl7onC+9lH9E3/lAJHU4PHp9yZ2Gmi3zz/dFK +SHxw+yzPhaynYMCOOVEJCmk/dOlOLHxQAq1npyqBoa/d6XKAhSuTqzd9/EXy +9wU9i+1ZuCa4J9t6ThX05Mi+n7OHhT8iVf9UiVQB82HFtl22LLR48cB8mUQV +nH8ukZJtzcLIkMOx8UQV2KxNfPVzJwvfZByGKVYVqEVX/bKwIPW+u3TYSbYK ++lvmimduI/VQvFO0YWkVTMcP/PthysKNvI2LtJWrYHl+e9/OzSxUzLwsl6Je +BaOnrHJyNrHQb7eZzDztKlCB5l1/jch5HvOe77O2CrIKng7tNWDhh+Nzx9oN +qiC1u87l0ToWXhlm8oyMq8DTUgkl17Iw2P7e5dytVfD5VLCwty4LN3AFNtQd +VbBD21DzySoWFqwIEDttUwVe9QP6SitZWB5VWfJuTxWcfDauGqlOxnudYm3u +UAV3/LpnB1awMEhacbDEtQpCNJY/2qLMQr31u30WH6qCFwPm5rnLWGi4xmAk +wqcK5gw9Zc9XYGHnr+79n/yqIHdYUdZHjoUvzxiwbU9Vgen8drtWWXIestyX +1IZUAe+Jw7E1MiQ+Tvt9lkdUAYswOnRbirx/XbkkProKuFpTG+YyWRio0zL6 +Pb4KrneLTB2msVBD6oCM49UqUFSdiGmjkPmXvzDk36iCwzfX/DJYyMIGw3W7 +NVOr4Ki4/bZccRaWGt1wS75bBa3Y5U8TY2H63KmDf/KqwNfTKOisMAt/HbR3 +8Cisgt/CogdGhVg4ZNCwrflRFdwSr5C2/8fE0w4Wamsqq+DM5vYiwSwTA24N +z0mtq4LggX75tb+Y6M/NfSbMrQJ28EHv3J9MfJIfn+DTUAUH/r1LkJ5iYikr +c3N7cxV0s3svXpxk4tb20XGDl1UwdfKN4+wXJpoXHE/Mel0FSjqHxY9/ZmKg +u76SRF8V7PQUjR8cZaJlnUWx/0AVmH8w+LBvmImrg4tWdQ9Xwb23l5mtH5i4 +w8Er13i8ClYNxsuYDTCx8L9ztHvfSP7eVnyrf8dEizOzfsQMqaclKXf1+pj4 +SW3wyam/VbDJuFappIeJmkNGjLfzqmGZbV6IeheTnCfCbqt4NYQ8GszN7WBi +0w632EJKNbCW/M1SbGfi8/3ry5nMajiaf/ZE+gsmvl2X3hksUw2Hmj4z/2th +4pakG+Pv5aphzLYr+vYzJvYy1H6bL6+G+CNNTYsbmXjHzfFPsWo1qF23epfy +hLyvtG5KWqsacku+8mT5THz4D9+Hrq6G4CmjoFQOExOT/vI/6FeD5yTOyiMT +vc/9TNuxsRpkropZZdUxsdv90dHSLdXwWirdV6WGifu71ugs3l4NKrIsp4JK +8v6ZmLFzVtXgf+WnjE45Ew/1Fd/5aFcNpdz2u5WlTCxJKTOx3F8NSrYG0xtL +mHjOJLXvsXM1DOhVyzQUMdHm0LHjsh7VcAffidoUMHHnTa3pcO9qWHd1A3Tf +YyLb7WPgsG81ROS5m3jkMfGVzZ0Ry8Bq6LV+lziRzcT+cTvbsjPV8EHXNC/k +LhOl2NKlsueqQdViWYx4BhMrd36aH3GhGvgfJHRupDJRaFGH3XAsWU/e5Wyl +20zUzey7bnm5Gu5GbX77+CYTb3lJtDxOJvO3lPdvuc5Ev09ufxbfrgYd+bMP +XiWR+sj5pBCeQeY/pGp46AoTF1ELDD/mVMPKz5ZJM5eYmJ1xf+fOB9UQZhpe +HB/PRIOWz3alxdWwap9d0tJYJjpRQnbJlFfDYTcHg7JoJqa3HNgaVlMNlWOa ++dsvkOeIpFUfsBpetDt2vYtgokSyKs1CUA2rt4U/P3WOiTn+y4eLm6phlKcZ +TQ1lovaF2DKpF9WgITMzNz+YibWr3YJCOki9uQcZGweR9X0s0X3fUw2JhKlJ +z0mS7znnBs36Sf31TQqfDGDi4oG2uMKhavj5WuYizZ+J8l+KVRlj1fB8v83z +Ql8mTkcsrT/9laxfUrt9+1EmavxWMe/7UQ1HPlqnDHuT8/GouXHzbDVkrTRf +Gu1FxhNatPmeUA3EBT7yUPYk+d4g+YgiVgML7yh5C9zJeYNS6YCFNSDRYqB5 +yJWJLR20gC5aDbBiLhXNd2aieofmkw3SNbAkoeLzfQcmji6k0LKX1IDahPXo +zv1MPNZQaSOuWAOy1Kmsr3uZGGW3+uIxlRqwTdqw+PpuJi74HVXxUqMGTvk1 +7DCwZeKfeRW963RqQHlE06DfmolpZY3TqXo1UBi54EO0JRPN7Bok5hnVwJNF +v8y1djAxVLGc5WVSA7t5Nw93mjNx3CVFqtmsBmgTEZvPmTExzzKYorOzBmws +d3eqmjIxa4Xzn+u7aqCqu2B5uwkTDdV2DPzeWwNzu5XVwzYx8Uv8NnRxrIHM +LpdRtQ1MTIrZf43vVgPJD6ddOw2YOLwrxlnNqwZkzsRfidRnImvpa4XEozXg +kV59WkeP9ENF655v/jXg2awg3b+aiRWxP+LsT9dAyIyLz2UdJl6JfqFbd7YG +1rhIn960ioliWz+2KZyvAeqFQf2vmkwM/mp0OCqmBjR0vEruqjPRrrTnx2hC +DcifNumzU2WiQ6kg2CqpBm4WMlBMhYkp0iLTpTdrYLVvyJ6a5eR8C6ceWZRW +Ayrp/2X6KjJR4c61jpAsEg+Pm+nLlzKx4N/Xdf35JJ6al2y6/yPrt6y5alpE +xrufUX5Zloll2T8G7pXWgGSb33MzGSbS5O9rUKpqILcv6+Y/KVK/nT0+/vU1 +sMyqi1nJZKLMhyvZHdwakBt6bOJHZ6KXc9vL9U9roO1el4I6wUTYn/Ur7XkN +DA6MlnyQJP1+dIHMvPYaYCjET2ZIkH4vT9U61EXqTdt1wEGc5FO83LCpj+xX +mRIpI8bErnIRE63BGhDdrdfeIczEIl3hjUkjNZBnF/7y2lwmxsRW6P4cr4He +P5fDbecw8RRPaemB7zWgekSij/6XgdnDdsIwUwNXppOH234zkDO7/Z3ivxrY +srkjI2mGgQXClMdRwrVwWtVfdPdPBj6Ymx02Kl4LyxqpMtJTDPT9Sd9sSa2F ++sjdr7smGfiu3+VvCbMWFs6MbE6dYKAnJJWwFtfCO9GAA67jZL64EocgefLc +nCKnPMbAq5vwX+/yWrAoFEn4NMLAhg5+yia1WuBsdsgt+cjAyS0NmtlatSDi +u9X79AcGrjrXXCm2phaeWvi83jjAQOmQHoMj62vBZ83JCbF+Bt5Qmy5/vpF8 +n7/wUWsfA+eFqKrpmNbCWPvrJSm9DPzpFJicvL0W5gWdX3Wwm7yP/dPTVrXw +TaR8bOVrBm6JD7Bz2F0LmyQX2/x6xUCiQDcf9tdCg+M+R8FLMv98pe+KLrVw +dZ4cLekFA22iLddFedRCvBndx6WFgXco5QEj3rVw8OG7oyubGXgl3PXejuNk +vD+6Un8aGajI2dPxMLAWrmhVHHzWwMCm4tu/6cG10HuOte+OgIHGGmtlTp6r +hXOHfk368BjIp2lodV2ohbBkms4GDgPFjc4bGcbVws5pUSkCGagcY7wl/XIt +3KiMSntfx0Bek8/muddrgbreqKmshoGv+xYYeNyuhbWynbcvVjGw9bqCekNG +LSitESKcKhhY/qScoZ5bCw63vVR0yxj4ZHPr94QHtRB7u7p/fimJV8+J5xPF +teBcl73hbTEDLzvnZdiWk3xx2o3Kixjoeuf4kfKaWtifM92XUMDAe06vVsqw +STxT6hU87zNwuV/PaLCgFoqIVyIb8xnITI1J72uqhcWFo7GLchmodf/9DuMX +tZBoVVQ8mcXAa05fJrM6auEXteVkcyYDGWGPr4j21kL2htne/HQGcp/rqR7u +rwWJgx/eR6Yy8BA1rKppqBbub1of43qbgcuELpusHKsFwbP7zzbcYuALt+O8 +y1/J/td9fLjkBgP9vypt/PajFraMpmv/vsbAr17lj3bP1sLR8As23VcZGHxe +Rb5SqA60X26jVl9m4PuZ0MjFYnXw4VOKd8olBrqd57wPWVgHERRN9+B4Mv6r +n/pvaXVw5nHxtEMsA3NylscaS9fB6YROtY0xDLyfY/kya0kdbA6znVGIYuDh +6GCWqGIdhOV0uItEMvD5r2JrL5U6uGjD8B4JZ6BP0ffIRo062LSgVuJ5GAOd +rHY80tCpg1dx57eVniX1cbHu9SW9Osh6smTprWAGmotaTk8Y1sH0wPqrYUEM +NPGdR7M1qYMvBlfSPE8x8NiRAcUyszrQd365xTKQ1FPGN03pnXUwSSuLXHuC +gY9K9XWCdpH17xh1lPcj9W9Wo9Wztw7WGKi0zvcl8fxzVtnIkexnw9KeSR8G +RgdGS6W71YHR6MXQN94kf1Zv/s3xqgOqqEx1gxcDj6hceO92tA5exEckPPZk +oH1KZD3Pvw6uFARPZxxkYKRJf5Ly6TpwElT9SnBj4IKqDLeYs3Ww5NhkUrAL +iVdyg9poRB3s8e7hHnZiYP8xpzGLGDL+Y7VYewcGxncdyitMqIO0k9eHzPYz +0O7w6AFqUh0EUV+91rNnYEDxJ3G/m3VAo6S6rNjDwJqNfiVtqXVwVzfnrIwd +A/Nzz+1anVUH4ieytSR2MXDHCfnPyfl1cHPC5uQfK7JeHdvwn4V1MCbkYTOx +k4GavgrUfaV1AJrJOGBB6rs08Xp1ZR00qqdwO80ZmB6TJb2kvg5iBtX3PzNj +oFKg29Wz3DpY7Dc3km3KQN1/L0TfNtQBU7ZjU8Vmkv8HPwM2Pa+DAw7OlwuN +Gfhm9nVv5kuSj749/tkbGXguMHjDvK46eBMSOHTbiIGNyYO3DvbVwejGgLEk +AwZO98p84Q/UQZLrwsh4fQa2NyzdoDJC1rP9Z8EFPQZ+f/U3Kma8Dt4mjXuG +rSHxCKt6OvKtDsyEC0qCdEl9bNwjajFTB+eujsQHaJP5E7oNC/7WQb+767Sv +FgND3lsclRSuh9PPmr8d0STntfThjWPi9fDaciTUS530rwCJ2hZKPcy5c+yW +hyoDf9882L2KWQ/LkxZtdldhYFoSTl6RqYdE47vBrkokPu3LRb7J1UPoe4GJ +yzIGBjZdp9ktr4exPuObzgqkPwzJLipTrYeTzc+DneUZ6HGlapGUVj2s8Vf9 +7Pwf2d+6QMap1fUQVy855iLLwPCtdvNf69cD5YXeaTcZBu5f5vBz3cZ6sJpy +v3JQmvR7vavvbm2pB16Wpd4hFul/H39zf5nXw83wx4e9GQz8mJKWecCqHi66 +7FpxjEb6W2lYUK1dPcCGD/7+VAYmJGdb/Le/Hu5tVTM/JcnAngz6olBnsv/n +ffdDJBj4a01LX99B8rwPb0SIM/B86dv0jd5kPdfjqRfFGLjolPmBDF8yvqMQ +/bIIA6t6aTShwHqYKOtNuzGPgWEbN7Bdz9TDltbesnQhBlJmXh7hhNVD+3zc +k/+PjoOur4llF+pB7OOW8JI/dFz3wrr4fCx5/z+1NTW/6fjzjsn2wUSyv5iV +/vwZOn6SKe3bklwPvtq0da0/6Rh6O+9oTko98M2vRPVM0VEiQOmnSEY95K88 +5vjxGx2jvmsHe+bUg+mhQ7XfvtKx3qdtRnC/HkayDbPmTNDRSX3hCZXiehji +FNIo43QsOjs4FF1WD4cEZ8SWjNHx1UOX3cPV9WDT5x6pNkq+vzCqfhuS/Lur +xugP01G5b5/iPX49tHbE0c2H6HjMp/+ceFM9pAxaLNs3SEeZfwrdh1vr4buL +WvXh93SU7l26svFVPew3H+44846O27cNhKj11IMhb2tQfB8d3aOPCWLf1cOz +pWKZab1k/z1PFnz6UA/vOkZ3lnTTcUP0d3OLT/XQFVUaxntNx21PZ84/mKiH +MzOKa1930HFxf2+lxI96eCL/+/hYOx13LcwaPvK7Ht7T/2oJvaTjrWgbxrM5 +AF8Y4/5SL0i8L31epyFKnuMS9DVa6OixP2RfvARApkT6eZNmsj+leYFjBICL +xQfrfU103K8cHbdDCmCO+rLM40/pePuaZGqBLMCjEtmAmCd0PJ1z+95CBYB+ +yatPM/h0tE9YW+KjDEBPNs+s4tLRImyg9Jk6AJcr8ruNTUeXwrwSDW0AC6PY +jjGg45FtMffj1wLUNqXoitXTceu52LQxAwC+82+aYi0dvc+XJuwwBrhAHPcz +qibrD5t/umArQIRsnc2+SjouyLjkuHAHwInB3EeB5XScIiw2+NgArJr6mnT1 +MR3Hf5ssfrYHIOGP29TDR3Qcuhj8Vd0BQO9lfUdzMR0D389w41wBMvwa9caK +6Gilwb3yyROgfWb7IolCOjbH9+638AFwfSRyWu0BHdevsJB/4AdgIIZ7tt+j +41cF5tsFpwCSLm587J1Hnm8bpniHALC/mF+Oy6Hjsoqn1o3hABqsnNGCLDqe +SMK5atEAzF9S3OeZdAy3Ui6+GA9wjesh8zWdjrPz5+wbuQJwpGbvZ0YaHd16 +d/3ZdgPgg1XpBr07dFzyYVlq/h2ABsZGyQMpJP5Gp9fNvwuwrJ5tH3aTjpf+ +2rUcygMwVZurkH2djrGbwPVJAcDlvU88nl6jo+fi2i/KjwDcDr9W/nKVjsJ3 +rYOiKgBmc2fdWVdIvY2F//1QC7A/+PcSw0Q6Vi7cHWbKAVgeeMfGPYGOSlIt +v7OfkPhvzROKi6Pj3MVTJ4SbAST5AxqlF+nYsOLZR/c2gIIRmZc90XTss9m3 +l9tJ8tNK+y4cRcdrWZkcxTdkv5VJiSsj6aiofl814j2ArrBXjn0Eqdfvp+L7 +PwLYr9u75vw5km8J4tOmz2S/s6obi0Lp2H/6lGnGJMBn2XucrhA65m8tvf3v +J0BdRCqIBJN6C2n47PQHIG1T6xqdIDo6En3/OQshmEYvUHI+RcfeO085FGGE +tPushPhAOv7wuOdRL4pQsrTmaPUJOkZ/DhM9Jo4QFc4TDPvR8eVjq5z/FiJQ +on/fkD5O5jOUNWmmIAhJqvVvPUbqReRDbwgNgU0svnvSh44hlx4GapC/PTtL +krtzvcn53nt2Ya8UwmKtQ7GdXnSs6rPOjJNBmPlkXzL/EB1L72qsNliCMPfI +Gqv1HnQcW8rgj8ohBFk/cfdxp2Nch6hdigJCgWvXeJoricemBf3myxHeRa6d +eOFMR/FueZ8ZZQR99r1DIk4kfvLbp/JVEZI2/LXTd6Dj77i4EHsNhFDTfxVH +99Ox6daQ0HwtBPGNpy/ftSf9iet4oUIbgfd4dV/nHjoeDP8memg1Qpz1nEzJ +3WT/O+9HSekhRPTmvt5sSyf3RaSwQB9hyuR75BkbUm+TkecCDRH0Lj3OKbGi +49nqwl/LNyIkD5euH9lJx3u+QifajRF07tRvVthBx7SYiJHzWxB+0DNx33bS +D4J1nXTNEPw6VEqubiPnsU7qxXtzhPpEedazrXSc4K40uboD4ZTY7jERUzra +zAstMbZCuKyUvHbTZjre/yIq/9UGYcPXgm9njMl5mm2KzbBDGLt8eFn5Rjq+ +u9Py3WovAnP7Tf5XIzLfZqbjv30IGuGi3ZqGdJR0u8MtciDjVYW7eK+nY7C3 +9wonZwSv5E77vHV0rGs+FyfphpDw6hVncC0d/Wf7x2oPIpzctz1NcQ0dyz0v +7/A5hLBEft4nF106yoVcui/rjfDR5Hl+ujYd3zzoE23yQUj8F9TZp0XHxIPn +Xc/4Iiwsaj8pt5KcR2ZYtao/whl+QZSTBh0pqu20rgBSXz2toulqdORSLxyK +OYXAyaT+fLuC5H/NtRq9Mwh1o3p7FVTI/CLClI8hCOXZi1TclUi+xzqcroch +LOs955mzjI5791CLTCMQpGo2soYV6JhU8PD390gExYvLddWX0pG5v9osOxph +y4O/cEyOjgUN2ldtYxHaslJrHi2hY6vrop65CQgO9BdKPxfT8cCl44qPEhFu +l3r9NZChY2O5oZfrVQRH19Wm4dJ0lN8cVkAkIxykC/8SsMh9mrL+C9xA2Ned +t0SSSUchJb9VvikIVSNfCmzpdNTZpnRcLhWhMKHgfgpBxwve+4qa00l8VhWx +3lPomPeV+inkLsLKvfzPqpJ05JtYKGvkIIzkcHT8Jch9xJF06clDONZzcrBa +nNwXr/bdjL1PzsPLR3OF59NxzlvtFv1ChNlIs4SdonSsMLkpPPIQIVpYNPKG +MB0D3BPX3XyE8Cgchvrn0jEzS+aIWRnC9m2mZRpCpN976N/5UUHOK3h9OfWP +hjzxr0051QirfX5f4/6hoemkyS+7OgT5sec51FkaHgnTVhFGhAu/His4/KKh +JQ12lXIQSo+Gzb83TcMCsfEQNz6Ct96c/T9+0LCOjTm0BoTWg+JSW6ZouDtN +vxkbEXbLHTW8+o2GL37v/+bbjJCS9+fZu680lF6nski+lcTXOeGJ1gQN04oz +DJ63IUTCuHrYOA3dOE8dz75CeOLwfeb5GA3nNmaHarxG6Bw6ri3/iYY3l61O +6+lG0F6h1+Y7QsM2tTO1sW8QFogu7sWPNJxYH9Sl/w7B5NyYJX2Ihuwi3anh +9whbS8LVDg7SMOXdA+rNDwhizwuOlb+n4VG1wRVmw2R8JWNZ8X4aPv7Qt+nH +KMJhRfoqh7c0DDuStjfnM+lfZt8KHr6hoQdT6ajdBJKGX3llXi8NL68LDJ/3 +DeF12uq+vd005GtdufZoCsHwgOHVgtckHjbBua7TCDK7swqFOmlIfF9TQfxG +iLlqtGrvKxqePMYVwB8ET923MoUvaRgvpfzq2Bw2mPs5eM9ro2GXscv7/+ax +4UT6RYX9reRz04DxZyJsKFUz2FjynIYuJw/OBM9nw/5bptz5zTTMXKE7T12C +DUvjzha6NNFQufi9RLckG+SqKv5UPqXhcZdAxkWCDQ+mGkppDTQMjf8ss47B +hr0aUS3eAhoORO2U/8hiw3NXnjWPR8OezBvLri9iw7NSez05Lg0XaT1XNpVl +g+i+RedPs2k4GfZtxff/2LAo87XuS6Ch8wdxtaylbAj6fsx8ZT3Jz0OG2q5l +bHBoL+ZerKWhpxZDVUiZDXndJ+5+qCYXT+kCleIVbHhflfDBuIqGCvGzy5zV +2SBt1B6fVkFDe7FP8pSVbOg0++/m7zIadp54vbhuFRsWdmwQ2/eYhrflnzB9 +dNnw7zelu/wRDdfbV0nKrmXDuiF3glVCw37vEpHGdSR+XYz7Jx6SfGSXzJ42 +YMMFnanctkIajlvXTqpsYMMezz5RnQIa5tS+/NixiQ1PhXKfXrlPQyHdXz0X +NrMh/57il6/5NJT/p92yeisbri9WP7Urj4bVR86yB7axYXbFddfSHBqqc/se +XbVgwwyuL2Jmk/NjZZ9lbMkG66EvDifv0rBi39jVCWs2WD2OP/o6g4Z+6qnh +6bZsaHEcfrs+nYYGkkd9LfewgabZXZqaSsP9Zk4Of+zZUHZef2TOHTKfwolt +BQfYcL/7TdjBFBr2DRTqHnAi8eKknWq4ScPedkJugSsZv9+2VeMGDb0N0sSq +3NnA/tF+8UoyDV872k8c8mRDX+dM1o8kGs6PMH4tdZhN/g+nyDlcpWHC5wPA +P8IG5F+aYV+m4YkP93ICjrHhz5ei1SsSaXi+SDNumR8Zb+nLlksJNFyQMOLb +doINRekvG6fiaCjMf2sbfpIN4k0xSo6xNPx+i663KogNxdJNb3kxNJxnFSnz +NpgNf4kTMxrR5Hyr6P1OCGUD136ff/IFGm4+qNlrGM4Grbw92/+ep6Fg2+Ha +T+fZ0Ni4OfxQBA11pD7fToki9Zo/I/XiHA0fSdacMb/Ihqb1NhIGYTRccfyV +/XQcG4yTljnlnCX5C92wNu8SG96+NqcS5IeO+alp+p4rJN7bUuWCz5Dzflvk +i/A1Nmis/Rk3dJqGcWpejaXX2fBNXHvvrlOkv7kp5rjdYsO4yfJz9YE0bIpY +G0a7Q/YTeF9UPYCGIw259pjGhpM7Ukdv+JPz4h+o7ZvJhmXRHeoifjScrcsW +l8tmg/pvrUZ/X5LPj2v7n+WyISrpPP/dUXJe1VdWBt9jwx3rB/9Z+ZB8PIm/ +pFbABqNt4W113jQMmrI72FXEhrictwMah2l4ajJGP6aEDZ/zM2zuHKKh5owa +Re8xiWdemuxCTxru22L0/kM5G85JPjYOOUj6KYVTdq2K1N++Gu6YGw33XKmJ +2VzLBsuliZmOrjR8JapxYLKeDTYLF/Q8d6bhqnyWZiabDQq9osc3OdFwe9GZ +v1Y80l/cXVweOdCwxMax5a+ADZ6xXx8sP0D6cSOkFz5lw1HL5F039pF+b53t +6/CMDZvYynYL7GnYLCu5UaKFnC/x8OKze2iY6jYrWf2CDSWuYYe+2tHwz4GA +Xq92cr5l/pz2sKXhjg2n7kt3sqE++dVglw0Nz2wUOy3oIvWxc/C+pTU538nK +poG9bEh5LtzEtST3WUAnbflbNhhU0U31d9JQlLGkr62fDR2ckUUPLWh4NfvH +vfBBUj+PPbYqbSf90/Fw4KqPJJ4+bs23t5H1+Z3c9HaEDXd7agrpZqRfMZdK +XBpjwzUxy48XTWlYFOT1yvALG9rFp4KEtpD6e2mT/ukrG+qoCR5BJjTk2PZ5 +pXxnw9n9k/e+bqKhuyahY/6TDWIbhcy8N5Lxr4z8+jnDhvnK1w0HjGi465EP +N3eWDa/jEmIdDGn4DW7H7f5H4jeHt6pjPfn802lb4bkc2KYipWWtT877QVHZ +UmEO+Fa4XGjUI/3XYet7VzEO+X9zTtd0LdmvkME9YgEH3lvv0sfVpF4jhnxh +IQdMVEuvG+iSfkpYrD1G5cC3+ecsKrRpWNXpPbuEzoEyset7dVfRsFZsG6eJ +Sca3bqt+uJKGf5sHo89Ic0BLgR6ooUlDEfvNO1UXc4DVpBN1T52GP9o86K+X +cMD0EW1cWY2GuUcsO6PkOdC3M74gewUNYy3/3V6jyIFxlXNsRRUa1uSdcRlc +zgHHN40amUo0lMziLE9S4cDQf9vH5ZeT++NI17CxGgfmF/SIpCvSMFyTXTCh +wYFpB8cTcgo0PEsPOZ6uxYHkRYVr0+RpaGu6cLWlDhmvK99KTo7044kTP2dX +k3gUrKxPW0LDa4Zl1Q/0OLCkZEmEvCwNVezazu5fz4FcGZvbGTI0HHZu3iRu +xIGDavfFFRfR8EZM/rzKjRxQWC/anCVFwzs/PASeJhz4XrL5gxKL9LM2sYss +8gdynaTxrnwG2Z/JZQueGQdCunoZ6nQaZvsKUU5s58CZ8inVIoKGDuccWxV2 +ckBkj/c1bSr5PXU792qrFXkOkbEtk6Sh4cc+u7BdHHD52++hv5CGny7Ol165 +mwNTvLvP6haQ+rqn1NW7lwOJT9dHm4jTMMJ73e24/Rxolb6Y/ESMrH/SxHG9 +Iwd0mn1+7hCl4epDZvIjzmS9i/gFbcLkfvxk1n/DjcTT0K/Mfh7pT9lbs7Z6 +cIB+0Zr2Voic73JTj6lDHLA5aIIec2i4crOZSrY3B1I3K3PG/hL469jOkV1H +ObC7qEcq4A+BRx32PxA6zgFLI5P6378JFF55/GixPwfaU/Qrz/8i8JvIFS3n +QA5cicgUXjhD4KwIfJU8zYFY9r6saz8JBKvZ0tozHKCuNbn23w8CvYUtTh45 +y4GilvWdud8JfLelcN3icxxQTVzms+obgfnaSr8bIjhwNKp3V/VXApmfHted +usCBc69N47ZMECh+xemccgyJd9VGVss4Qda/fPOrWA6cOnZ/Yt9nArlL54tG +JpD5d3r+9+ETga3bFj7VucyByjrb28dHCfzbpRPff5UDH9baes8OE3h38qzV +5WQOPDU2jY35SGBL8Rf6xpsc+HRqwW/mEIF6OrEdn1M4cPX8+drMQQJtr1ml +3EnlQLH8lecrBwhc/93YySKDAyPSTO3afgLzjrkr/rpL1rft84D5OwJXLC0f +ys8h5yntz1BnH4HDyw0f7M3ngJOU8nrPNwTW3vzpK/qAA931Zm++95D5boyu +LivkwNuyza3nuwm8aSD9y72Y5E/tN53RRWBbRhjQSzngt98q524ngeH9ShfY +ZRwwu64QrdNB8rNoocXxSg4oGdlWctoJPOC0miZfw4GWev4625cE6j/P6Gyu +44DB7f3zB18QSITbpoUgB0LdvikHthL4M9HSQ53LAcFjv2uiLQRWMq5pdPNJ +/k0qrG82E/h2ufL3mAYOWDflHFB7RuCdHtFavSYOzMrLl9U2EvjSal3kUDMH +/JeKOFo9JVDuVu2O5FYOPKzVt33/hOTjeTJry0sOxHxPuxEoIPkXE/RNvuLA +7U4pNXE+gfMPWOVnvuaAxYXzC1K5BJb06fpb95B60XiyTptD4Of8QMN/bzgQ +vZD3mI8EXm6REit6x4H1JxxC9wOByl4ybQ4DHODU+yd/qSOwNzosVWKIA1kO +IzORtQTmbLY4XD3MgeGndx8sriHwv+LQNYc/cUAyKfx+cRWBN/pl5y4a58A/ +W68fWysJVBtb3iKY4MDCSv3EN+UERg3cvhP4jQO9Qa8DAspIfnsivJf/IOfZ +XSVP4jHJ31DPupfT5LzuFFfOekRgivQ9sYjfHEhTcP26voSsJ3ysY9VfDhzu +oIm/fEjgNr383LdzuPDD/6/PkSICR8z7Tl6axwUFyQX/CReS89d02cxIlAvv +nkrLpD4gcFMze9HYfC4ovVnguvY+gXEuJ0ZTJLjw8aLge0s+gZrX82rNKVwQ +VVzZfjiPwPuhLonTBBf2iCr9m5dLoKVahlsegwvhuZcC07JJfu55rd0jxQWx +cEs9/SwCny2oXSAiw4V1y7Ztac8k59fpzttSWbIeVec7vhkEKj2WKHOT48J5 +o1MbJdJJPcosjKMpcOGlTIBmXiqBTmnprriMrC9K33PzHQKlrBvW+SpzQX3f +g5G3KQTOGMYQcqpcUDxdWBFyi0CBf//wM3UutHUsa5W5SeCXv6/YwSu5EHpq +UqfiOoHZ44duq2lzodv7z1u7ZLIey1uBXbpcWNC6onMyicCv6j7WMWu5cKnd +ftGVqwSev/peXU+fCwaP/bK0rhAYeemv2JABF9ZU7T39PJFAVOcMXtvAhWGD +L9ePXiKwLlCLs9mYC9/uLvm3MIHAglPbMiY3c0HDnVdcEEfgJUNqWOZWLsT+ +a3ywI5ZAyZYLTtbmXNAUZ02MxRAYq1+04Z8FF4zko88mRJP8R8XKF1ly4ee4 +iN3KKFLf9UuEHG24cFP35ImWSAJVPnsOSNhxwba8tuf4eQKdFx8RVO8hz5b1 +8fQIAuOt1O8f3seF1HfOUY/PEXgq+d6lRQ4kXi5RDXvCCMz9/vHEEycupDVL +2c6cJf0ocHjfSVcupOj9ULoTQqCffOEmpYNcOFwtbrwxmMCKX3or2j25IHlu +bfb7IAKTKHHE+cNcMERXq6jTpH+65c9o+3DBHo+bqJ0iMGD2ysC7Y1xwernt +7PNAch8MmD9P9ONC/76Wf/4BZP3ybVUbArjwjz3yVPoEgZTHGrmfT3LBOfps +T60fiUf+gaQ7QVz4T/f4arfjBC6f6xpuEcKF5wfy2sV8CVwt2HD8VygXfHLm +1xYeJfmY+eF8L5wLduygUVsfAq9mxlnbR3Jh7bF3zr+8CZKuv8Zi0WS804pL +Mg+T/uy8a3X5RS7sqFSS3+ZFYEhojIpHPIkfq9XriyeB4wpZssxELoxFiM1c +9yD9c2c2wb3ChblzH7VsOEjyLXxJ1P8aF+5nlI0NuRG4fbvbn6U3SD2dmbZK +dCVwaumyqZZbXDhY7jKj50KgQlzb59A7XBCOax9+50Tuozj/j5rpZH3r18vF +OpJ8KIq8783kwibG6Vu6DgQm2Ma/icsm8fQP2P9mP4mv/ILu9XlcyEOWa/Q+ +AgujznWO3OOCWoBJobY9gT9iv766WcAFNrV/Q+8eAks1nF+ZPeSC1LLXrOjd +BG70aXr1o4TUw3aKjo4dgXzzdZ05j7kQp+Wd9GYXgUv5eV12FVxoim7Tv2hD +8vVG9s28ai7MsFYqrbEmsCjpev+jWi4cuOe+u9+SQM8PMh9dgQvN/+1vTNhJ +4PSLvM8EhwuNB6bPr99BoIS9yRTwuOBgrxTxcTuBQic//Tn2hAs0VgPvmjmB +f1RzxOQaufA9/YmFyTYCO/z86M3PuJDIkJCe2EqgocUuuZAWLrReD1JOMyXw +Qqm5unobF5iOv4J2bCHwTd4+/e52LjByA2i/TQhUVIrcdrGT9Le6lrF7xgT+ +VmmyX9fNhc7ZSYl9mwhsLFjl/bGXCxlP+MfmbySw+mF5yPW3XFiWqMWqNCLw +oYbzZdP3XAhplf53yJDcd/IaOd8Hyf6ZnhqLDAhccl6+JusjF4hJodQGfdLP +bQ3ado1yYbf4S+ugdQT6xoaPCn3mQtB8tpmaHoG3l32fV/KFC+vvlYb3rCHx +lUmWc5nkgmvJ1b/xqwnU8fBcT53iQtmkaf0GXdK/hLz31v/kwhyLMpzQJjBj +ODPw6C8uTGY1iGStIvcRg0he8ocLWt8OJezWIvk4U17W9I8L+uuD985fSe6P +RTc6z8zlwYmoUfcaDQLdB0t/qYrwQOJr6qNj6iRenRT5LjEeiKSf3ayoRmD/ +6L0tMQt4oMz2k+pYQfobK/qIniQPviS5qceqkPqzyk8aovIgxXldxAZlAq9d +ptYl03kgebpn8bflBE601H/cwuJBt+HqqbxlpJ8KVzK+S/NAU0ad5qhIYJ/S +n01Zi3nw4nz+MboCuW9VL/vu+o8HS/5dk2yQJ3Cv2Il0oaU8mFrU9fmsHLm/ +Hue1FivyoN7bkbr6P9I/lVfNc1HiwYFbC/xHZcl5t6PoUVfwQHH3U1bmYgIP +6mzxqVfjQfu+iF97ZQj0KX9596gmD1KPyS2lLiJw/6v67iWreCDkGRUlkCJw +7LwY85kODwb+y9IMZRH4qPyhZfAaEq8wR9ZaJvk951oVq7aOByvC0ozG6SQ+ +QcoNXet5ULfEKjeXRvrx5LToRSMe6ef2Vs4E+X1Zr2O2bhOZzytr3SIq6Q9t +r2I+mvDA21LG7YUkgboKg03XTXlAM85qil1I4KFUZ2LrNh6sPK0WuEWC3E/6 +2/dMbefBmbU3nf6Kk/2P5KRm7+RB1dNX0ZXzSX9JDRiyteYBO/bZhL8YgXbm +lavm2fLg4BuPW5qiBHa/8Q95tJusf1Vc+LAwgZ925D51tedB5R+le1nzCByM +tltEO8Ajv0/kCee55PdiWJgXOvIge7lb+WIhAoeUVKt9XUj8rAv1Cv9RMdnb +VlLenQeqU83nlP5Q0WPDHLfnHjy4d33GLO0XFdOuaFee9eLB1gfzEqSnqbjZ +boSqeYQHsfVgdWWKiitOqh7uPcqDQD+hyxLfqPh26Bs37jgPTp+5szNqgoqt +yduXGpzgQVDOwRihcSou8dcKHQ0k63mpuensJyqWeGe/uXWaBwG/mwJmhqlo +duzBBvNgHuSsYCifHKKi/ZGtmdNnSf2EdNp+G6DiKutTIvnneDCq/vnP8X4q +9i3YdGTveRLf8yuWf+mjou7Fu22iUTyQee8oONpLxc7KDIPyGB4017kOjnVR +USfaMNcjjgcOGfNDfTqp6Nd/is66ROK9QiVprJ2K8Y/tzvEu8+DZgqvLjrZR +cefn9i8nkniwgCqnNd5CRf3Tv1yWXedBCz2jzLeZig+Mn7xsu8mDRfM/l39t +pCJ/jdG2iNs8iJrq0glooKLLJqd67TQe2PwwUP3Jp6LxTo21/Rk80Fk/fOsM +l4qvzO49vJzFAy+Rx5F/kcRftlNtUy4PrhcHjETUU3FOaUXel3yy/vx/T8Rq +qRg6s0M5/QHJv6/a0oQqKsZ23cy1LOKBWkrjV3oFFUOMUlf8LeZBf1uZ4a3H +VMykOhQUlvKgtJM9Z+kjKqm/Tm3Hch70neEZ5T2konYuUbWwitTf3aRvKwup +KLJhgUltDcm/uYhixX0qckb5z47U84Aa+qVhYz4VM5JN98myebDZbcVwQw6Z +XyXuYyOXBxEaUWG7sqi49eLNU2cEPBhRfnupN4OKblm+4mpPSbwfiksdSqPi +Oid6alcTD+L0epmTt6n4ITNC5+JzHjzfohl39hbJ9x7O03UveGBy/OVp8Rvk +2f2l2/BLEk/PnDfJ18hzccWfGx1k/R+DqhSvUrFiuV+KWRcPGA0qC4sTyXry +hPR/9vDAffzCK6MEKrLlj3Tl9vEgcvcR1rNYKlICHgbv6SfjSTxs2h9Dxe+x +rfKigzx4rb1ieuQCFWF7K79siAer/xSmBJ2nYtSt4qMeIzxILJMuFQ8n8XI8 +Ic0a48HSckPjlFAqng5ezOWN82Dt0e9b1ENIvXXlHQ/4ygNzB6n62iAqXnX8 +b+ny7zz4IH2mwPIUFTs+hbx4+YOMZ/aT2h9AxROHGyLPz/DgZY7H8Al/KirX +CK3XnSX1PCd1jdhx8jlf7ev7vzz4uTbwZ8pRKt71Mb1/VYgPh4wEmlpHqPji +mq2HiTAfgmS8XnO9qPhRYa/ipCgffg7o/LT3pOKNnzb9meJ82N/w9+K4O6nH +GdO7Ngv50CScfTnSlYrZC9Z4CFH5sHD01wJZZ3IeKApqJTQ+hPb0TJc4ULH+ +o8RXFyYfxKzk95vvp+KmoJ9VhDQfhJtTV/bvpWJYzodIlOGDzYTWyaDdVOyx +fG1zfAkftD2LVtFtqei/98XSpfJ8MBr/6vjAmorrM9u+tijwwXv/yz9bLKk4 +JdnHC1vOh9FL6sRbC3K+w6ZuaanwQS/i5bUgcyru7Vjs91aVDz8Ms+OYZlRM ++G61PVGDD+NdJ78/3ELiXX1daaMWHySjlrdYmFBxWvzr3C/afNhxLkp2eCMV +Uzgu79NW8yFH5mRXpBHpP/yPXEs9PvxX9my+ogEVa79G5/3V58OtJ+73YB0V +L6zYnFBkyIfPncwax7VU3G4uG+i0kQ8NoVVGs7rkfV26M8WED3me6tq3tam4 +54mqRf0WPjRbbEler0VFqwF3/WNmfDCYfXO4W4OKLZ4cVbntfEjf21Z0Ro18 +f5XZkuc7+LDb6re77AoqPpX/ToRa8cF6SOdirRIVw+lNYit38YGpbSvntIyK +Rh+b5/TZ8aFw99plcxSoqBjy93fCXj5kxpXfuCtHRa2HTjNG+/kwJlsUbLqE +ikudJqY/O/Dhm8vP58MyVMz1LPuV6kzqQ+BzJV6afJ778O9ONz7EPx3mrGJR +kTvzTvjvQT4kTJu6v6JTsXCDhWTRIT7IfHPyP0NQ8Z7NhLSTNx9mDlMm5Cmk +PqhtyylHSX7ltXr5ElSMsJvUrfflQ++H22t9xMl6/uwyPebPB5W7Wv/oYqRf +fJiylwvkg605f021MKmnkd5jz0+RePTrdbvOJef5g3h06Bk+mEW4jYnPoaLQ +49DMlWf5cMR2qc+jPxRcom1U3xfGh8WXduw78JuCP/TM3lyK4MP6EE6p8AwF +47LS/m64wIezpx2Di35QkG1pqvglmg8O49MP7b9TcCvTaFt6LB+k9h+3mTdJ +wczn0cetEvhweVu6c9EXCq6wV7n9L5EPLntdu/d9puDf2P8aHl7lQ+Xqq2yR +TxRUMvb56ZzMB+d0SdajYQoetGOpEjf5cN/zYbvTEAX3pi12xBQ++Hjbzlk4 +SMHg6bNJx1NJvaa8ulHVT8EFhsbPlmbwYd4M7fahtxRUN/EUe3GXD6XJg+JS +byhYPjC+JTyHDxeuqg7yuikYMNMbqZ3PB1OFOtWA1xScOaDzpP8+H4jI4O5l +HRTMGZiQuFrIhzWSxj9evqRgsddiW5NiPhjLj4ZEvqCgCrf4zuQjUg8atsfW +tFDwQ2PZ8N0y8v0q+8ahZ+T7e9X1bCtJ/Pd0Xr7ZSD7fxIiZV8OH2/kP2Nsb +KDjfybentI6cJ7dHDn/4FNSKMtY+iCT/pg2uxVwKul+Ou8jk8sFepbHVnU3B +MFurQR6fjD9y7Z40kPlzLxkHNvBh6KzIWFMtBd85WWQqNfHhxPD0jXPVFPxm +Gz2vo5kPyw12FK6ppOClA1u8olr5oHGzV/1TGQVzLSJb1r7kw2ntaEZmKQWl +fm3T//iKD7nbVA/uLaHgKcNrOTdek3hqZfxHeUhBq+FDzG09JP+mTzfyCyjY +38a/MP2GD8mz4Y0h9ylo/+LhTP47kt/2vLrV+RTMr1Q5vm+AD6ccFsl8ziHx +cNQaER/iwxfdkt6cLAp+utZwsHqYD3bi1vOdMyk4qTP13vsTiU9K2+1F6RQU +X1jhLjvOB/kyqRttd0j+v1M/Nk2QelrzayY+hYJtIHQ05Bsfvood4JndpOA2 +k0tTGj/4cFFF+sfc6xTcbVVx7s00HwbTFibWJ5F6qQ6lXPrNB4yWSTxzhYKS +e4fSNvwl8ZdY8mNtIgUVpr9of5kjgE7yJ+JbPAVrjqc+SZ8nAOvWM9PFsRQs +TZpwthYVQOXDpKRjMRS8r/vp1xxxAew/KJusEUXBpcsSb5ZICOCC28Ts6HkK +OqzuW+dGEUCY5tfGe+EUzNbv7qHTBHBu7+xfrzAKvhG+EM5lCCA3fOLmirMU +/HzonWqAlAC+HSi4OXyGghGrx9uXywhgSw7lb/5pCsoZFke8khXAGvUfDYdP +UlDWeoVulJwADBqNZ9QCKFhhbD+0VkEAZ462Xhrzo+BEv/Gdj8vIfijhF4t8 +KfhQ6KPdTWUB9JbrjBw/SsG7fuaEuaoAqkJ4hbpHKOgx98jzGXUBGEWxOn94 +kfhF7ky8v1IATWIiHtWeFKx8MrnrgLYArLb47w09SMHUOw4yC1cLQD/BsMjE +jYJTbfHva9cK4KTJ5sNiLhSMWn+h6Ki+AA62ecQ8c6TgyF2zs3KGAmisOi9x +9QAFb/a8smzZQNZ3PmRy7z4KdpdqLztnLAB6o5aR3F4Kdvxy+LVqiwAsV5/9 +NGhHwYSwfe39WwXw6PSWPw92UbCJUC25ai6A1AMe/iesKWh8tvny5h0CKHkI +2w0sKRiStO3Ed0sB1O7WjZq3g4KNCnfsc2wE8NgwY/kzcwoe+/F00x47AVS7 +Diklm1HQ7+1LdbG9Apht+XDRyZSCeL9GpnKfAPgZodYrNlOQUD6/4LCDAFx+ +Xw6a3ETBOfIaf2WcBaDI+iNct4GCwu6V3xtdBbBHO2sy2pDEE1THgw8KYH2m +u4ntegpuF4oY1TgkgAmu3He5dRTMm+KMvDksgBjRMrFPayhod3j80yUfAQwO +iJ6t0CX1ryr6daMvWf/gd9tIbQqaCC2cmfATQGK6c7yNFgV964WE7wYIILtS +RVlek4KgMUKzPSWAmX5Nhc9qFNy5iKcofEYAxj27ztasoKDIzmtry0IE8Mbv +1PpYZVIP1w/s9AwTQNu5EPt9yyn4FWUPSUeQ+SZMOlcoUnDjjY7zDZECeFXx +oHxantwHgwlZQdEC6Om68aPhPwqaBm4WqMUKQMZr+PotWQpqM2Y+9cQLYFd4 +6A1vGdJfLhYzExIFILAxmDaQpqBj1pFNG64KQI4xp0qSRepTTcP3yzUB+Cws +6npLp+DL0W8ZGTcEsOKq8v5HBAUtC3mvbFIEIC1qsf4ChYJXDDMk56UKwLFz +Nsh+IQXT3GK2PU4XgH3EfzIaCyi4YyQ0yuMuye/lS9Jz5lNwT8qFJ1I5ArC7 +pR3YLkLqeWOaREOeAHZuGta+N4+CDzIbdwXdF8DA2ms7Q4UoWBS7MFWtUACh +BtINtv8kMYjrMdrzUADpMraZqn8kkc56vT7hkQDe3VPt+vdLEs23eVzaUCaA +8Rchvh3TktivRP3wpYLUf+TKg4U/JNH1ZOeGzGoBaLGXVkR+l8SNc/H2rjrS +P66t8XKYlMTyK42/56EAKhZZnVo9IYnfxqadyjgCeHDCanDhuCRO9ezge/IF +MLdr0cMPnyTxunLDykUN5PliQmf9iCQmXPO5/bSRxLc10fHmR0n0+WwgEdws +gNUL5hr7f5DErGm9UI1WAfy7LQjfMSCJJ8+6fX/TJoBrMyCv0i+JMpvrjia+ +EsDSrNbFc99K4jli++im1wIIUerxf9MriakFC7wnuwWgtpijUtVN3u+b8znr +Del3Kl76ya8lMfnIyhO735H+8O9hnl+HJF6QTZ4VHRDAW7cQf8t2SdR/vPZi +5Qcy3pLiW+ptJD6/mTLewwJgiaz8T7xVEs9XahfIfhLAXaGu2aFmSRQpvmTS +/FkAsfOureM3SeKafM3e0Aly3uebtGY9lcR7nkTQqm+C/ym27nisvy8exbOF +IiuSMqIhlUgqGaWiZMeXQgMRKWmTJmWUEcoITUrRMs6JePaQkKykqFQiikS/ ++/vzvj6fz73nvNe5zx8P7Favq4lhs/DTg+Wq74frwMtp8rQdtSy03nir4vJI +HdyQtFWuqWHhr3FfP5sx4o/apS+1X7BQPc6f9Xu8DtT2DsyVBhbmPi19fmsS +G1hTf75/X8FC1w1bgzwns6H238yxmudkf4qVFlOWDS+zXUIKnrLww8OYpkoq +G3jbjlmcfczCu/IzkkIZbMB7hwL2lLLwwsdJjtpybKiaYfh5w0MW5g+vkW+Q +Z8Pv+YfYCx6Qeqa0vY6dxoaK+LWTFIuJPpolWcuU2XCofd/l4bssLFg0e/cn +FTZca+w+2XKbhS6v65dlqLPh7rKTnMqbLBw63UXdqMmGmSKDwLwCFkqoWzvG +Z7Eh6MDLgLM3WDhnlv6T+zpsmKy4pDw4l4V/Lu24vF2XDTYpXoFO2SzcrDJl +/zQDNuz6q71/+TUW9h+Xc601ZEPy5t2Nmpmk/tOnLCIXsAEKpyXJXCV4f/fX +NTAmay1q4ddUFj47Wjqt1YQN8z8ZTH99hYVSg/unXFxGzl/u3VqezMJS+YIR +SzM25DifGbuRSOrLWP/jxwo2FMafj4i/xMKVTn59eZZsmGqxwfZAPAtrRn5+ +dl7DBnXe/X3/XWAhZfN4n6w1G27fzvxpd46F51SjB57assHa46fI+AwLHypH +/wlczwa6X6a0RiwLy6j/ZGduZEOx16FLsjEsrH7wV1nswIbw3pDwgRMsrBcf +mRe9heD1wK+47RgLBbrH15g4s+FPyAorzhEWBhyU8froygZJ79v5pVEstD0x +7XCaBxtefdYNy4lk4WepO5nrvdhw33EK8+IBFhZW8XDsPzaE/XObiNrPQjgQ ++bloOxsSv8iu2xXGQvfeEiVffzY0s359cg5loX/DERvFXWzYE0bvstrLQvZo +06GXe4he9A0WGQex0EKt9v7BYDakOJk2ae1hoe+Q3Rf9UDZ8UVFrkNvFwvt2 +2/Vbw9gw/uCx7oQ/C883KAZejGCD3bZBybcdLJzn9t/9VZFs2Ov3sL7dl4Ul +STYjA1Hk+aw2fdF/LJxlxbPOP0r0+tO5qcqLhY5636+4niB63yD99r4n8duk +R5+oMUQf17kmue4sbL2gtro8lg2P9yV2J7uSfs7oZu49y4aSzRafY51Z+ObB +m1GtC2xIan5oHelE9M1Z7PUqng2lt1uG92wmeMctq45NYEPIwdS/Xg4kb55+ +NDRNZoP8iMh980YW7mZaXf18heDzczfd2p6Fh2w20bPS2PDZzF5h+ToWbtSm +nXDIYMPWAve9RrYs9PGO/D3pGhukNA5raluzcOGTq/sfZbOh7NKVOcpWLBzp +C/sZkMcG6ujFE4zVLPz4VCpSpYANnts3LpSyZCG91X6Cd5Oc96bM5PcKFrpN +dTx/7A7B68iD+G9mLMxSlFdZVET8HTrb/IMpC2NzE+68v8+GFb0DK1qXsoit +xatTHrKhY6ZM8isTFp51rn9rV8Ymv6etLHjGhN+B1EN/nrDB4nuCefVCFp5h +zFYres4Gl6Wv45/PZ6GsTwT4VLJhQ+rw4keGJP9uJuxWRLKOeWt0z4CFg7kH +lGqriR8O7DlcoMfCSTT9ushaNrwdOqeePZfkS/qtw/M4bDiYrCV/VYeFx5mj +i9t5bJj7eZr7ZW3Cl5Z6f4KQ+Ov6xp8XtVjIuiR/30pCnvs96Do3k/hNsTV8 ++BUb1gzM1YlVJ37addT8ViMbJsldeXJClYX8db9ktr1hQ925rutHZpB69tk3 +slpJ/SuG30QqsTAv4/AtbGcDl/Y4IGIaOf/kuRP737Eh7j3dJkyBhWNtBzx1 +u9ngWvX2YMhUFsYEWpu1fGSDTg5zLIhF9NY9rB7/iQ1mKWfr9zCIfqXipVf1 +sUGubPGfXTQWLjlB/TbwjXyvPRyxk8JCO+W9rfk/2P///+iaABkyT06WC91+ +smE43cvXfzKZZ5HDNfRfRH9qEomfFAtNyzSqKkeIvxt/J/v9YyL5AVGxb4zk +w8zyQr9xJiZ+NqvSmWBD92Yppv8YE786mbxsmsSB1S0l1f6jTBzsnSU6P5kD +L/VLeQG/mVi8fUqbhSwHtCr6dXYNM5Ea1fmtn8qB36obRbt/MlHQ82jyDQYH +xl894AYOMLHI79RMVzkO8KNllPf2M3H1LccVNAUODPGMH4V+Y+KUvWreFdM4 +MOw1Mze8j4kbAj/GhCpzwOTH/c4Dn5no6/7w3mxV8r5tfUhULxP9+mPeNqpz +YNv8PQ7HPjJxR68787wmBwKifI5HdzPRdmSplYU2B1rpWROnu5jY3aJ+tF+H +A558WfGFTtLfWubzPF0O2BSf7U9oZ6Lsd+pfFwMOvHgg65vSysSchGlWNCMO +PGwJmpXZwsT57+bHVyzgQJlZ9qLcZiZ+TvV4G2rMAdW+c4k3G0n/QelGOks4 +0K6gsLq4gYnp077GNC3jQHGr1qqyeiYm2bm2nzfjQMOJaxcrxEwUVr5ZsdKC +A5arwg1fCplIn3/g+g9LDhzyP6Mi4DOxf8N8mfw1HMhYW+38msvEfxLpfW7W +HCB343dtbCY+DP/dQbfjQMd9p+cfa5m4tZfpVLWeA2PTD3V/r2Gi3kdrbthG +Dnzv3rlt5AUTLWbnWs915EBkDmW2NDIxy1nn5ZstHOA0W5kyq5i4YLHQLt6Z +A0mzpDKVK5jI3pcjXuXGgR41w03az5koX3d9208PDtjvu73J6CkT83u5fYVe +HLjR4J9l+pjwF6dz0tOHA8ulbM3WljLxSkCRitwODuRXLZ3j+JCJGUZ7yl74 +c+DDWw3vbQ+YuCnF3fXALvL+gg/du4qZeN/52Jh+IAeWZkQ8jbjHRIlWS35b +MAce0568jb7DxOi7e50SQznQtu+KfcItJqbcs5hiHc6BUcEw5VohE2812z3/ +HcGBm3NeKt7NZ6JPV2LE3UgO3Dv7KfBZHhMNj6ua+BzmwKSpG+U5OUwM2NE9 +rHiMAzVtzdLN15nobPWjou4E0bvGAaueLILfqzXnDscQfKVY4uEMwndti9uC +0xzQ5Z+7JXOV8Fv/zPD9WVJfVb1IKY2J0293T069wIFVRvVrdFOYqDrJ4936 +ixw4HrxPyvQyE10vqL8YT+CAdVc6a10S0fOYUWFJMgc8hk12eiQw8Z5sQkJA +CgeuaBgygi4y8ZrP2mOq6RyoaNj192gcE0OebQgVZnAgPafBLOE8E7exbwdE +XyP1KbjX5J5lYpCFj+/SHA4YQ0d66WnyPX+vz+c8Duis3/KcfYqJb/Wad1wr +IPV7XNVrjWZi5+RrgVtucSAhN+fd9xOkHsUXB2XuciC+ffNH6eNEfzI2Z58V +cWBe/eWlM44yUTlpXtbeBwSf9VvrDQ8z0WDn/jLtRxw4oh71dPUhJl4w1W5o +LOPABt3+Ly4HSX1Plg6ff8qBr5uzdwdFMLEy7aG6ZTnpN26/cXQ4E8suXLUd +rOTAOpGLTdo+JhpZfT1QiBzQU1+UXxRC8ib03m3PGuKvo183vQxmYnVta5dc +HQcGJx+wag1k4srhI5o1HA4Yih5FD+4m/Ny/5BPJ50DfRDKDvouJK24qFRiK +ODBS/bdTO4CJcfGK/Z0SDjxybJ0w82OiusLZlVcaOKDSrbLbaTsT5XoiEtc1 +caC8Jls9yIeJRyrae/++IevVnqqx3sRfNjVrS1qJX0oWb7+2jYmHjPXyAzo4 +oBQ57edjDyY+NWbQ1Lo4sH20RyRxY+LLX/vCRd2En9tpQ19cmLjY2PNdTA/p +V1reX8aZiaeTOE6mn0mexprPnOXExDmcSm5fHwe+lUvNWrGZ5NnpFTY53zkg +Md8c7OrAxONRa2udBzjQnSUvHb7x//5tXk8b4sC/0/O7LtoTfOtGXlX+Iufn +JdHurGPi+xO3fcNHOZBdqHekzpaJPQv7BnX/cqDI8e3SbmsmXjwD51snOCDe +ccVs0lomnjLRn5soxYVrRavPzFzDxJ09urXWU7gwKsNTX7GKiaUOlXtGZbkg +Z6/+x30lExvVvykW07jg4KulHbmCiWrjT3AHkwsBpi8SU8yYyMvV2j9jKhcs +6vrWlZoyceTp3HkCBS78YVxY37CUibUD/I8np3Ph69SzyYMmTNQYm1a4dAYX +srqEOoqLmdh+6l/gF1UuPE1fP268iIkt5olLsjW4oOTyUdNpARPLRWxpZy0u +lFjGnws3YqLu95uN1NlcyD1tYH55Hsknu8VFlXO4MH3HLZNSfSamnt99PlyP +Cx7ThyIadcn82LExUG8eFwQffo//msNEu5Odjm1GXGjSyRap6DBxf5KOedJC +Up9BY4+5Nql/rZqB7WIuxLudtvXWYmKTTa3G2BIuLFLK/HZiJhOlbHSVHpiS +/Ruk2vLUmWjZb6kYYM6F4/QChTpVJroNyk9XW8kFxop9lz7PYOK3sWtq4lVc +8Pnm4MRSJvP3We/cWCsuiEuMvI2nM7HmTf9SMxsuJM4aLnZRJPzJPrX/bseF +ly2X7Q7Lk/k4sMb/hj0Xgk8P6WbLkfy2SYhx38SFkAbpTS+ZTHxwP7eAtZkL +MUfuPPtMJ3poPyysduLC6pXNwVNpTKw6qvEn0oXU8y5i51IKE+eanTOc784F +NZPQwm0yxE8A2997cmE/66FRzGQmQuXLrDRvLjRvMhi9JUXO70xv2+hL8HqL +DMk/Bs6qX6kt7ccFzPP3/z3OwJJVZYFPAriQmjlpstZfBvo3T3oWvJsLGjUn +e23/MPC09Wzm7CAu1GjWK4SOMHCzibp/814uPCpvj077xcBex28Yv48Lz4uT +TXGIge62GbOt9nPBaXrb4s+DDMyt1jn/+wDRi3zhfsUBBubtixu6d4gLbuK2 +0RX9DJz/95X/jiNc6DgVXBvwjYF/5f+2zDjOhXl71jQl9DHwuSfVWXiSC+wX +dkbPPzPwR+zoq5hTXGhsDmJ/6CX9rKh3XX6GC9LjV29O7SH96Cd1fjvHhZMX +qgTmHxg4PGK+90YcF5S7apftfM/ARW6Sf+6XuCC1J+tj0jsGxn93SpNL4oJM +8oKWyg4GTg98afLyMhe8G3YrfGljYEOEbmNUKsHrrukl5VYGlj47fGThVaKf +3LOOa1sYmNhdrfsxkwsv1ti47Gtm4Lxrk5ozrpP9Z3tnX2tk4JKkpfGbc4ke +O8rn8xsYaBvoZyubz4Vl6g6TRusZ+O1VnExFIRfMT02aoSdhYNqBB9yw21ww +5kKYi4iBd/++Sta7xwXWzUPysQIG7lMc9m0v5oJqx4yfD3kMVN+usuRyCRcG +ll1Qfc9hYGOyJXN9KRfORVecUmAz8PaWPZ8nHnNBISXTeE0tA6/aZfBLn3Fh +xubpOmE1DIzVbHgYWMEF3/Rp7rkvSH0nlbJnARd+e56R1AMDc5T9EptecGFO +vEe8dBUDzeMqz8S/JPrVOxxnUsHAR2d1Y6zYRP8LG4X+zxmYUJYdM8LlQmSx +29bUpwxcXTXvXLGAC2vLvqtzHjNQfwM32V/MhVVeZ/X+lDLwksyxPLVXXOiu +ljto9IiB91Ltnkhec6F2ajjFp4T0f3Ne/ZlmLuTvu96adJ+BKV16PyzeEj+q +RQ++LGLg/m+rp/9s48LndZSNI3cZaBQRufJ2J8m7VZqfDO8wMElTGOTzngtP +7B7V+dwi+KWszVb6yIWtjx71Xi5k4NHotmZ+L8nDt8wNnHwGOsZdVYr5woXl +Gvd+/M1j4MFtR92Xf+PCzM7jb4xzGRiWcSbnez8XghLDpXdlE3x+PPuWP8iF +iPyIkKxrDPSQVVm9bZgLcanhGq8yGdh2Ki9NYYTk6ScPJjWDgd4K24bYf7jw +b46KpWU6A7+7rnU9Ps4F4duMkohUBmb/9apcMokHp3LFO+9eYeCOO7cN+qR5 +sHBGvvf7ZIIf1TAzV4YHL9/JpKomMfB+5XsFdyoP1O68n7olgYHV4a8uyjF4 +MDBXn3/uIgPlxWNytSwevGW9ZGMcA/UO+6YckeeB4+x8mdHzxI/q0tqLp/Eg +dd7jWONzxM+e70s+KfFAMtRrHXiGgds7pddlq/Dgh4ue7Y1YBvpuDuh2UedB +scGOc20xxH8ujFimJvne6QxDOZqBzVd+GdTM4sHws2ix4wkGpj7Wb4zS4UGb +o9Xr88cYGLL9xulFujyYw3is+vIIA10tdq/o1eeBy2de9kQUyYPvh35dM+RB +zfeQnWaHGFg/s/mx8wIe7NZN3BtxkIG/w2KPMox58DdXo+x+BMEzKcau2oQH +3VHSK/vCiX9mN8yIWsaDRcKFMnphDLQQRH5baMaDay+SWX6hJE+WhHN6VvAg +8ZSqa/ZeBp6VfnnrmiUPWLYPO1qDGDjYGnLJeQ0PKqw23FQJZKD9rogohjUP +3j97dd9lN8HXvmlPtS0PPAaXjSTvJPozSvWJWk/6N9t5UuLPwJMPyzwXbeRB +XrfDOjk/wn/Msm29DjyYsaHTceN2BkavVdt+fQvhq14m7YIPA9dn7Ah2ceaB +Z/uDmVxvBv4zUjjGdOOBYoeom+LFwKBcvcs1Hjz4befw2daTgXOv3Sw+7MWD +9akzF5xxZ2BLbbLY2IcHL+wNH9a6MlD2xZfhT9t5kPYt4ICMC/HDkhLtHH8e +hLIqIm22MrDwZa+T2y4ehK3SeHZ6C/l+RuJ5uUAezNM6YFbnyECphru1tcE8 +yHQoG5F1YKBzpgXlWCgPjA/yf9ltZOCYkrXDknAegHWhyXl7Bk75VJPRF8GD +Y6FL7vPWMTD8ceXXvEgeyDz038O0I/jrmlh7HubBVtHcHQ42DFzTNjdX4RgP +HsfvvJq4loEOx9Imc0/woKdcaWrDGgYaFp8POhnDgw+LZtcorWbgiWkTb0xP +84DCPlzmbsnAoS2/NvSfJfrykevJtGAgUy7iZeEFHhR08507zRno8vWQ1X8X +eeC6Ok9Kx4yBS5Nk65QSeRAXePLrTlMG0nM1HYXJPJjq7aJ0dynxE1a3x6bw +4LuK/NF+Ewayk4fCLNJ5EFyQPWvJYjIPKssYQxk8mCb/UzpqEQOXdVPu3r3G +g4zg0dlVCxi4+PZXR78cHgy9zj05eT4Dpz4K+KN2gwfWe1rV1xsysCg/4s6r +Ah60OqYMXTJg4B9tdd8Lt3iwsqyK3qjHwKciT3WruzyQF9j+p67LwGKHpW2j +RTzQFmr0b5/DwDM29/JKHvBg1++FlbdmM7DL9UXInkfkvIRQTv8sMo91D67W +fsyDP108eVMtoic3wYyWpzyotTROPT6Tgesu1g4llvOgfDzJvU6d5GmQX/O6 +KuK3o21ucmoMrEy5CZNekPM0J11xVWFgbfHloqc15P2NX5nZygwc8DDI3VfH +A35kYnXvdAbuMQ/M0OcSfpXaShdNI3z+dLv6js8DrZyq7igFBkboDV1LF/Gg +I0PPsWYq0dPh1bc21/NgLF72N1OO7H/R8in1NQ+WTdnQ6spkYKbMDyE28WDD +lQ9jOXQGbop1/XyohQe9TdXufVQGXri3n27cxoOnQY0DSylkP+31xp87CL8j +DPZJGQZuiX3jndvFAyd91zf8yQycOKST6PGB9FN0Y+4MaYJfriFHoZfo2/JD +8Y5JDNyaMyjD+0z8nU6JKJ6gI3vG4fUxX3lAPTke8ecvHZfeqUk27+eBbmVZ +ie0YHRtHJV2DA0R/WrPmXR6l4/tbN5bdHeJB7GGjjs7fdDzssTLJ7zcPbO7w +hEa/6FhSlD2g/ocHoktfRqKG6JhgJ3B7/ZcHx+WO+rAH6SjHfVkT/48HR5RC +pZQG6Kjw+sJSG2k+1KQ86tjRT8co+qyi8Sl80D5r9vvBNzrR95l5jyl8mNv7 +w/5fHx0vnKwqCqHzQe8Zt2XTFzrmTOYv02PxYZ1s6Y2sT3QcWl5U2zmVD0Ht +2bf6eug4o3qnZ7oiH4y2Hvtk/pGOcatHhzYr8eFTtIXfhW46cl12ptBU+PD4 +vFDlbRcdTW/cX1GtxofdibNo897R0ZDX1Ht4Jh+Ov5i75HAHHX8HtV81mcUH +QwfhVV4bHd8Y1G75OpsPbnsp5uqtdBzPT5haMJcPidteTg9uoeOJ45YN3vp8 +mL5tyKCymY6xbg1ZyoZ8ePnobJRcEx3/SRyDxfP5MO9RyGTf13QciCtbc24R +H0LuXWWXvKKjjYHszDUmfHAfGamdXE/HlvVrJ0aX8mHr8NEJFzEdIy6FfHy4 +nA/eFOWwW0I6NqedfxW0gg/y6aUzx/h0rJJNrZ1jyYdM5fVTHHh0FBxJqWpf +zQf4XTMnl0PHtLTzlalr+SAoUzoxVEfH/D/7qx1t+ZAjWTBtXS0dI21chdT1 +fLgn/Pcus4aOMSqLO15s4EOzadSn/hd0nDWdNnzYgQ952XEG1kjH22/aFJZs +4YNMpl5+ehUd98jeX/JtKx+O1q50/1ZBx6SV0d6FrnyYjFU2VuV03KLpEu/j +wYepxpnBac9IfeuMXqh48eHSyxrB1ydEL97Uv/X/8eGLocFOq8d01Bv7YhG3 +nQ8TMyuWp5fSUaam8ZS1Px8U3PZaf39Ix1RnnmR8Jx/epc8/b11Cx2eOPJ0n +e/iQeuebbOZ9Oq50bj66L5gPL9yvVw4U0bFP6merQSgffA8sKlp3j44HRjTX +dIfxgd98pTH7DuGr2eteVgRZe1Us+32Ljk8ti2e6RvIhqidN4nCTjjeE01Om +HubDNi+VG4UFdHypk6zIPcoHh7sLiidu0DHjnV5qzAk+nKrlD7jm0fHcjWYt +ixg+ROe923s/h47fGTfuD8cSfa76bzY1m47az+Js7p/lw8NrS6duv0ZHb/vL +Xbsv8CG51m3J80ziv//KT82+yIf0mrKkaRlEfykyRm0JfGi5vVpvbzodvS7t +f5uSTL5P+DxUl0r46pVNcEwh9Sfl/pmVQkeX1S/W09L5IPvKY/mRy3TkmObT +azL4EB85ubgxieAfXFJ/9BrBpzhh26JEOloe/3J9WQ4f1t/uXx13iY5j9C3h +P/L4MHpt+n898XSsLunZcKeAD72c/odr4sj+CkWG/rf44BEUvuraeTru4hQo +aN7lA5t/cfLoWTpePvBqvLmID2+WmvxzPkPH6CdLfiQ94IP/n62LS2LpeMdI +9GnDIz6EhnZlsU7RMXN/Tq/MYz5o/RBYBkaTvJpX9BWekv3aKCrsE4TvH8O/ +o8pJ/xmn9Occp6Ov31Hakio+DF0x3hd9lPCpbaX9Hcn75pP7Ow7TcS533apb +NcS/Ul/yLaLomDuS5Lejjg+0Hc1JGZF0VHLQuqTB5cPetoqykQN0LNg1WNXE +50PEUJy8WwQdd3YzfyWK+OBosiyvLJysffaZbKjnwxq9osDpYWS/KM1Imdd8 +yPJ7v2d/KJ386FR5AU18qD7Jzn61l47nJ21XONzCBw0NB+biYDpOuj2ya0kb +H2a+2XU/KZCOS3Z1vfzeQfbzkj0/sJvk2RsN/dtdxC8u6le37KLj38x7SX4f ++NC1P72zJIDkxaZkKc1eor/QUC9Ff8J3vDjyzWc+9EsnT92/g46rhgOGkr+S +POgfGGnwJfqd6xa5qZ8PC0dPqiz1oWNgef4k6iAfSvsWhaR607Fp6+bE6iE+ +DKf8HP29jeAZv0332G8+rBU8L/fwpOM+aU616R8+vN516FG5O/Hv1rSAwb8k +D2w1u2a6Ef41+HJF/0gebbxufdKFjhV//Kt2SQtgp++X9vdb6VgatzNitowA +3oQO3bNxomNYcP2idooADgUXl9zaTEdZ85s/0+gC+LWR/pXhSPIi6XOFE0sA +Hcw/20I30VFVPiOeJS+AjHuhUg0biL+cnu/gKAog1Ni7bZk9HVm/Nqw6pSSA +kwWlXzPW0dE5bfNsSxUBvJyxe/E/W+KPBi5jVE0Asll7ivxsiJ9sn409mimA +Xvu73py1xL+XZg2GzBJA+xqttfOt6PjQTqrfQEcAc2488U5eTccQOe/BD3MF +wE3ZWfTbkujvxNK/2foCKLTRXOy9ko6vTeOZ2wwF4NUt6ateQcfnDTt0lBcI +wDF/31t9czry+5+vrl8kgHvV/eOXltMxUT/VP95EAL7HVrsOL6PjEbVfl+yW +CUBNxaV721I6Su9oA2kzAaxp1SqoNqHjoUz735UrBDA+7XKmwWI6rvCzWhpl +KYAF03PrEhfR8apLbdSSNQSPxRa6IwvIvJBrfNm/VgA0nutzn/l0XGC4X/mu +rQD+mXfHsA2J/21zQ3auF4DUl4YTC+fRUTTuK9TeKICw1eolafp09Pj6aHG7 +gwD+u3dXeZIe8Wtx5vX0LQI4lhP5YPdcMp/eqSo4OwtgyZWw4/U6dLw5c9GF +qW4CiJscf9J8NuFH+h2N7yGA+aHPHt+YRUeaoWHiGS8B7PX6OoulRcdXi6fN +tPIRgKnLDDg4k+RP2dUH49sFoPXJKOmdOvG7I9o/8xfA5ltaafZqdDyeda4v +YpcAEue/l5SqEH5Mh5IXBQrAfPouS60ZdFSsnLLma7AA1o/ndJ5XouNqTvnw +zVABWF2KKR2aRsfuIbUSv3CyDpuo8FGk48kOnf1aB4jenCmjPHlS/6w3K1oj +BZD+NWH3sql0bHc1Y6QdFsCP/guMPBYdUzTWdzkdE8Am9b4uFpPkI4tWJXdS +ABcW3uiLotPR7OXhXF6MACYPFuj3UOn4sS077sxpAeQa9aQ7UUj+DUYdtTon +AHaRqwXIkPtMDj1i4gLRy7ovikZT6Dg1Zmv484sCqG24rHFVmo4Oi10jDyYK +4L2hrYesFLlvbZx+avFlAcgZD3H2/6NheVBCyvcUghcnMahrnIYGhtziO+lk +v7dyaxz/0rBpbo1oZ6YAzrhsX1/5h4a1v44Pz74uAJHhkVjDURpKm03M7swR +QMNWx8Grv2l45KyVW+YNAdzkSJKpv2ioc2xTsluhAOrODwZEDtGwtXTW62m3 +BaCaeTOoZ5CG57mVGpK7Auif0n3DZYCGv1x0g+OLib4a0uRq+8l6aFv1uhIB +7FB9dnfJdxquXeOrJVMqgKtfzI7kf6VhduOSUy8eCyB2O+vY9D4aPt3Y+u3Y +M+KHLN2S2M80NF7j4mNeQeqtPDRjuJeGjzflN/+qEkDV11/3A3po2MjkuT56 +IYBTzlcON32g4RxVTlvoS4LvHOtIu24azmTl7DFik/6TRguedtFw86mt45+4 +AlBouCk77x3pT/lDWoFAAExdq6uZHTSk+m412yEWQAC/3JvVTsPgsbwuzVcC +8KdSnU+00jAv5nVi62sBJOiqHR1ooeHfhM+26c0CqNn/sdHvDQ0bKrsnu7wV +gLqV9/amJhr6FL5kK7QLYKI3QnN9Iw17ui8mizoFoIRarIoGGsbLr/GPe0/0 +bbBl/sJXNLxS12mx7qMA2s78PZ4noSEjJ0hD5pMA5q5WklYW01DBtEe6+osA +WvASubLSkD13y4/j3wTQfMgra5xP+Jct/rDihwBs2sIehfEI3uETnSODAjjg +Vz32kUND+hTr92XDAhi6sOaAJ5uGB11O9oWPCOB0w3stcS1ZTyobWzhG8qf6 +6tjalzT8fL1b8du4ABo7PajPqmlYxGMZ35kkBNpzZdsFL2iYNHOp667JQljy +vqb0BtBwr/G2mDmyQhj/5uysWkXD0ezosi6qEJZHVs5JqCB4Sd/pv84Qwjv1 +gbky5TTUHWpc5CUnhGnHu92OPCP1syhRqgpCmG597vnAExre67XkNE0Tgo1K +w6bdj2m4ceYJzSvKQph/+4lCZykNr9lxj2xRFcK+2wayro9oaDpJ652chhDE +Yg1DYQnR17voDQJNIWg1x560fkBDp5iflee1heB63EW2opiGr48fMLWbI4ST +52IqTIqInkNpT6foCaGi4l/e3buk/28PVlUbCGFlDz7TuUNDl8t7RSeMhGD/ ++tmkrFtEb6Or/VcuFMJSz47I6Tdp+OipkdSYsRB2Oc7WulhAw01BiwueLhGC +Q0LUL5l8Gi6/s3XzQVPyfLR5/HgeDZ/LJUsvMSf4hRkvHcmh4YRxf/mABem3 +IyorLJv0WxR89P4qIcwzKjDpu0b8rsq03mslhCj7m3/8s2h4WF6saGgjBL5R +xEBHBg1z5j359MlOCM94/2Z4XKWhrVRdbaG9EJq0LEMa0sj788dv+28SQqWh +ztCmVBrar/svZfZmIYwO5N3mXCF4f/ly9p2TEFQOl1xae5mGt4vyo6+7COGK +2OpGVRLxy7yLMV7uQvgmtaHXLJGGmqMFF9S2CSFuTpVn2SUahjz6cfWNtxAE +Donjiy7ScGwg5EGqrxAmZ5WJ78XRMHPTbJGznxBCDGfX618g+PkwfyruFIL5 +LJ5UwTka7oAFWvW7CR+5udu1z9JQkRLnlBAkBLu3WT+unabhP9Hsi5tChBA5 +er9YLZaGLfd/ixhhQugxFmemxdBwmxVDhbef4P38+5Pp0TScq+Wz+9xBIawX +Sk9OPkH81zEEtlFCcL/97+jU4zQ0UxNpyhwVwpvElrkXj9Lw4Z6vsTXHhUDn +xY7TjxD+A7YMRkcLQTZ7ePL5KJIHNyd2ro4VQrX3LDPKIRpW1g2/nzgjBEX3 +0azTB2no6bV8Z+V5IWR0RyyccoCGMInz40i8ENo8zv6I2U/D/zYWxpgnCEFf +Ze47qXAaFja/Vh9NEkLBCauJk/sIXuYuFU+uCMF5uMF+UijJazkD/4NpQhjs +Etae2Ev279sybWmGEDQfzgn9F0RDyp567s8sIZg2CWxPBBL/zLp99mG2EIKq +n2/8t5uGk2+/3RiWJ4TS7+9PnthF8ilzl+qiAiE0Npl1/wugYVfilm/fbwph +859H+0/609BrVgan6I4QwttsFkv50TDyvdXd4CKC/5QPmjHbabg9dFOK4QMh +3PgbYzbZl+SLT/mZLw+Jf51nxMT+R0MT+0snbpcJoTsrZUTGm4ZbOewTu58K +Ydbewayz20i+h+05q1cuhIv/zQ6ledIwrCMitadSCMVyaqFx7iQPC/vuFSDR +r6Yoi+VGQ6kdYp5/jRDSTExGElxo+OaW9g+dOiF8H14ZrehMQ9q0DxrdHIK/ +YrdpihMNLyxX2ZLHFwJr+QwNlS00tCqB+O0iIaSoi+dnOtJQW6lNPKteCAoR +/4I1HWjI/Bui9q5BCMl/s1pyN5L5Nh4VnN0khOb9WfvnbqDh7ocTtf+1CGFj +1qD57fWkvpIJXc02km8rriycv46GrMtHEto7hFCocXBLiS2ZT98P/svqEkIe +42LOUhsaunoNHvT6IISBFqHG87U0vL6/f1i9l/DlNb/O0or4WxB6tPWzEJ4H +5mTVrKbhjIkIeuZXos8u9Zx1q2h4N2dSjme/EC5nX5EIV5L9N0xfqTZI/Hbu +3/ytFjRsTi3pahki+ojZ8vSNOQ2fqL69ePW3EDSiToT+Z0bDT0EJazz+kPPd +j2/9YEpD2bkNf1XGiX+nrfUPXEbDgrZCePNPCNrZ1bk/ltBwwzzmhXRpEZj+ +HGBEmtDwbMEUL3cZEfgx6/LGjYl+PiYtVaGKYO8Xk52xi2hYGlOm/IYugjuJ +i1wZC2mYNS3sXxpLBH9kSsKT5xN8F9X1u8mLoMH5TrmqEfFP6OPeGdNEoBun +YJw7j+T/nrW9zUoiiHze+krfgNRTGvI9TUUEwt/jOQ/0aGj92WzcTV0ET7bt +zVyuS8PA64XTVDRFYCetVY1zyH5Bj43fzBKBHIOqtF6Hhum9gW7pOiLQvzrz +Sr02De3u1Ma664pgToPzKs9ZxK/2nGcqBiJQ785T7tYk+ecb8euNoQiu//qr +GjyThkYxfPOrC0RQZum+flid5JWd+IyHsQi+9N/OP65G8sYu+q3qEhEst+o1 +pKrSUFWte+nbZSKYESbTmTSD6MPlV3qGmQjCy0cr1ZWJn5IqJm+zEMFNv2ec +gulE//6mB9VXieD8fbN/C6eRenbu/tG6RgTen0K3P1eg4cUFW8KzrEXQ6Lml +31qe3Fe2/hzzshOBolvDLbEc0Vvw5osz7UWQt6jvoieLht1TA3U7Noog2vLS +9Y8MGr5tXMO+7iiC6a0lb/fRiT9cWkJ9nEj//hus/lJpGDpn8axZLqQf882N +ZymEn9ZNb965ieBvTdnlabI0/DZ1QXquJ6lnV9ix7Cnkfuj52meHtwgCEw8l +G04meG62WqjjS74vwldPpIjezkfJftghgkmLV1laTyJ5eu3Ix/wAESxK/vxa +MkHFSm17QcBuEbjYlaV6j1PRoLjnuW6QCB4I0059GaPinhankt69InidfyYz +8g8V3c0T79/aR/B3jOyYMkrF1l05ZXv2iyDT2Wdj8m8qskdia+YdFIHWyiUf +tX5R8dupVS19hwgfqX23ioaoqJ9T/+veERHM/3E4bcVPKlp/sNAIOS6CjI7m +B9wBKjJ6Y9YvjBbB7pHfQ24/qOiwquD4j1MieNUs8ev5TsW6UwXlJWdI/2ru +4xHfqGi24fSk/edF8N731IvJX6nob2S7aUm8CE45rnuQ/IWKMlWfc4cvieDu +xSyu9mcq1qeGTTxOEgGj7gCrpJeKBzd17jh0RQS5hdwjq3uoePfQErFZmgiK +3l2cLvlAxZn3w9eOXRXBM/2nzT7dVAw7mwkVWSKIX2ZZ299FRaf0B2uPZ4tg +Sa1S+4l3VPQ59Ei8Kk8Eo8lLtOQ7qWhZVeAnVSCC4O2JcTntVIyddP5f9U0R +uA1rzjZuo2Jj4383Yu+IAJWb3r94S/h4re9oWySCz4l3hU4tVGy6/Ema+kAE +mxanvO9upmLR7ewq7kMR3BCc0z7QRMWGe44xcWUieLvk6AXZRtKfyZ9Nm54S +Pa4NmJneQEXjxhztqeVEj6/M3hq8omK4ns24pFIEytX9WC6houqLT++SUQTz +fh6t3ySmYsHyiwLnGuJv+2bGOyEVr8xZgsp1ItAsGQoNF5D+1DvL33AIPwr8 +8Sl8KkY8SoAMvgi0PTeXpXGp6HbKju8lEsHPo4dT53GouEub2qlZT/wVsiq3 +so6KWnMa/rxrIPmll9K4uZaK3dp3NG80iaAmN8zkQw15XnLJPqBFBFfaeM8j +qwl+u2OO67WJQL4lNYjxgoqp7Weef+4QASeTb5MNVMy4eW3ibpcIQo181ptU +UTHdi2Mf8kEETSl2B9kVVBxNpmYv6hXB4MfDgm3lVKR2+YwNfiZ6nt+/4ccz +Khq1i33KvhK+ozOGYp9SsWympyCyXwS1I+F1qk+o+HX5pDXmgyI4WxTyoriM ++KO2pvLvkAj2VZ76uLaUis/dC63gtwhU199a3PKQir3nb4uj/4hgacSrWyEl +VBz7LvK3HiffB4zYTXlAxeWaKtKUSWLos5WXzyim4seiMze50mJwtJGXWlRE +RbslGi7xMmJ4kPhdre4u6cfuLd2RKgYdr1xvrzsEn+PVHAWGGHjtmtzBW1RU +CGm69JolBomDt/f5m1QsLJrhnSYvhv19TmqzCqmo1HDWxHOaGMYGh/89zqfi +1Qh9xZnKYii/aSHncIOKfvpjI50qYlBwnGnzMZeKebFSn/LUxbDd+FL+0Rwq +ntVa2RmgKQaVjNNG07MJHwn3O/S1xZDfPNp29xoVf+3x7OnTEcOxFV1la7Oo ++Npm1a9iXTFoqi1+0ppBxSnPfOTCDcQwmf/+3f6rVLzpUblgqZEYbt76vJiZ +Tvqv9HAbWSCG0/Iri/JTqdh+ZNm5cmMxqPo1OK5MIXwYuLw4vkQMHZNvqDVd +Jv7xfiJtZSoGa488VmgyFYOL/tsoY076EbD1qUlUPHd/43WOhRju8mjBuQlU +HByNGYlbJYbD1f81m1+i4ovZk7c5WokhSrcy8HU8FWkoqlW0EcNEkLpuSBwV +P+zqXd5kJwYbxj4a9QIVfR84lF61F8OFEyXT884RPyyUXe69SQzDtk12Fmep +eOnI1JezNovh+vvXeU2nST7OC3b/4CSG1KYbc8NiqSj7aubwTRcx1N82kzBO +EX9RdTOC3MWwoic+rzCaihb+Z+wWbhNDnsqVrDUnqfjq8OrxQW8xCCU2VW3H +qXjgvUv5Y18xBOSmUw4dI/oz5kQf9iPna506NO0oFfv+pm+23CkGqY9j8vcP +U5HXytWT3iOGD3GjEvsoKvL9vCh1QWL48jD8aU8kFd/Pc+o/HyIGszFvdsxB +Kqqw73VuChPDR+rDcc0DxM+ivW8UIsTwNiZgW/l+KnY2pbY0HhTDV8XQd27h +VAw5aNB9NYrUF1AbP7SP5PVavWHvo2JgGvr4JoVS8cmrpKmzTxD+lEy2LQih +Ymh54OKeaHJei+kxfjCp//Ij7zuxYri80L9udxAVu/r3JoWcFYN+Q/Ey2UAq +ntmVKVx8gewfLSe6sZuK8okrFX/Hi2Hx36j4NbuoGPnPxac8QQxdMp/COgOo ++GBDT+mJZDEsCnA8fsyfisX0H4rWKWLY2l1You5Hxe2vIqKo6WLYsPEj4/l2 +kq/LD34SZIjhR4jURXdfUm/DsE/SNTH0aAwu+f0fFU3Mhjtdcoi+5xVPTvUm ++fnvwG61G2IIDTUaXeJFxeTyqNGOAjF41Popvfak4oYp0pdv3BLDGtoG9/0e +VFwfKr90910xNKi1vFB0p+Lh5MJOo2IxRLdNcXroSubX5LrkgQdiOGdSS3Vy +IX722Ofw+BGph6LQM7CVikH6NxWPPBbDWevOz0lOxK+U4M5Vz4j+m3SnL95C +zo/H0ikVpJ/7Hf6vHKm4alNhMreK8IvjreEOVIzr1Iy69EIMV6WORE3bREWv +FsPdW1+K4eeeTStLN1AxUyLyUWGLwXs4SM/FnopLt9F827liGMgVmv5aR8Wp +U9t35wnEcHHfnpA0Oyoqx2w4vEssBr7/Mv5yWzK/7V2vGL0iejtt6PDWmuA1 +PvF44LUYLN6u+n1kLRXVje3eP24Wg/2+wLqZVlTkHFmkfPStGO655JXDaipq +769wWtMuhpzMjqbtq6goV/Q1TfYdyR9XZZUplmS+QvVH/nsx3MlcfaLQgoqL +Vq+2SPoohrrTzsz1K0j+1O7MdP0khohF66HPjMyzD6aTNfrEEP5cKf3ScpIX +JmX7u76JwcSmJNXYlIoD6959LfwhhvYhxfLXS6lIf/48JPgnqfeHscyhJcQ/ +Grajxr/EIPaVOaBuQsV9lNj43yNi4ITH0sGY4Dn1oH7lmBj+OhfW7lhE+uPP +FMZMiOH78h2FsgvJ/WK35cr8SRLgOt2/d2c+6c/TXoUiLYGdLbFvHIzIfD7z +6PeeyRJYLfvW4Oc84pdnh1sFUyRwXKkwJ82AirXlOTULZSXQY/POwkKf3Jc8 +dB8kUyTw5c2JiXe6VDz2HzN3mCqBq4pHP56eS8XdV7amutMlcNNMMDBvDhWv +1f1NKGdIIDRtl45kNhXVkHpJkyWBrkibwwe0qSjYcCgxWk4CqQbev9RmEX8s +2Zj2YaoEYLwgDTWJf2xO59kpSGDJuhn/7ZxJ3l8/5+EdRQn853NrPVODij8Z +8+pY0yVgnbXZ86Ea0atbWsc+JQkkelIS3VWpaPMreKxBWQIHR2q+TMygonfp +XQ1TFQm8ajoWWKBM9OflbJWhKgE5D6OpG5XI/Hu2K3hcTQKGH+veDE4j8zWl +J8NXQwLV3dbsq4okLyrrhTUzJTAO196uVqBixR8DGT0tCWT2chQ/TaVijcqP +1RdmSeAbrzI0QY7Mg/dzor9pS6Clbf/AMhYVR2ZzazfrSECQ/D6tg0HFGQXt +cqVzCD/+Un5n6GS+mPh5zdCVwHYh22kBjYprMzyLD+tJ4P76+buaKFS0vfFy +Soe+BLw9DHKOy1KxQzXPZ808CWQffzSuK0NFJvdnVb6hBBZZ1pwQTyZ+PvJ8 +NnW+BLy0NusekiZ5Nf7rQtACCQze3TIwS4rk7Yw7v0ULJWC7D95x/1HQMu31 +7sXGEjAdSxwKn6Cgtm1kR8piCeh0VBppjFMwvj/ZfdREAiP3Vp6vHaNg5H/6 +zV5LJaA+QaGH/qHgN+/lnrhMAocCp99XGaVgz9OaLp3lEjh60fNQ9W8K7jHn +7z1rJoEZMq8Cgn+R74scJ76YS6A0LDxSeZiCU9u3XHawkIDlQZMi/ElB0yuv +jB6ulIDWUyYlaJCCQ9de8ZRWSWBl53Cs0gAF19U67Y1aLYFfKT262E/BFY1b +p7evkYD++aavgd8pKExvgtVrJaC3u7JJ6RsFGa2tofnWEsAPyR+wj4J/d/rP +odpKwOyRg3LwFwrmUcLag+wkYH/hU9CMzxSknZPOFK+TwDwd94/VvRRc+UjV +28ReAsfMUmJCeiho7fxEJ20D4SMuba3aRwoaLWv7/mejBNxaXPXrusn+Ouer +/nOQwJ4e3qLw9xRkf6pKrnaUwJRDfV6aXRRMdTwepLtFAjKuD+7xOgkeOpx1 +F5wkUGOvMCuyg4KHF16b932rBAZmyz7RaadgseWEvJML8UfRmTBJKwV1Nb6O +lblK4GXFBcdjbynYn7yrT9VdApPm0LfMa6GgVkhY5zEPCXQ++3uguZmcf4j+ +pstTAsvdPKtimyg4dsyk0cZLAhua1eYtbqTgq3Xfmm57S6BixrJnnQ0U9M1f +3s7ykUDayI2gi68oWL5N+VOYrwQ2e3mtWVFPwQmzs78bt5P39dzMP4spaEGP +Z5j7ET1YxbumiUh/aXPnXPcn/aX8TLERUnB2kfMa6Z0SOMk8PfKTT85XUvPb +uUsCn1OXH8/jUXDVtYPnebslMHmurN4WLgVZckGlCwIl0H/74+A/NgVjTEa6 +k4MkMF9d3FVcR8GKN5oqv4NJ/ux7/tO7loLtnM7N20IkEJKfrc96SUGqeMUl +CJXAqkcHT1ZUk34em0h0wiQwlmk6FvSC8GvPUT4XLoEfPm/T1ZGCc1z+bP+6 +n+Ar7ebBr6Jgax6vZPMBCfheKLA4UklB1wkz2bKDRE//Kq0MKyj4dPF6H9VD +pP+g9KDW5xRczBitOBYlAc12oydxzyj4ycle6/1hCVzfsX+uxVNyXuPKM7ZH +Sf6x/B9/fUzBaq/XA3eOkfXgrz3Xyii4tkxux9QTEvigN2e1QykFS29/a9p/ +UgJxtd3L/z2koINM+OY30US/PfOdH5QQvC5niSxOSeDprT9J2x8QfjRDtuTG +Ev4NrQYV7xO/hPe+kTkjgeCEvxEvi0h/22gBgWclMOuPttrBexQ8mvd6WHRO +AvFJd7r07hL/TLePM7kgAb/jl/gttwl/RwLnpsdJ4F5fbXPcLQrW3Vj28m+8 +BB7Krpe1vEn85H5/1/ZLEqD8m+r2o4D4x69xal2CBM7JTuPl5VOQk3S7Yl6S +BFy32Pu43KBgZZFRSEKyBJqUipWpeRR8GeMzZ+iyBMril/14nkP02mbV6Z5C ++v/R2rc3m4KKp5uvV6ZK4MqJVJr2dQq+X6fpNzud6PfQf+tfZ1GwcXCG0dmr +EjirYXT3bCYFzR1qR/sySN4/+L1gRQYFXXT1BJuzJGBx+Nnr7+kUDLO1vFF2 +jfi7ek9WXhoF26IYJ9SyJeDSMOmMayoFP8Ql+JzIIX74czCJnkLBFju+9Ydc +8vzMy6qqyxSUi4IF629I4C2ni7U/mYINX4JnFueTPFBiH9dLouDx3a/lpxVK +YFp1sEJbAgX9Kn9RD90k+abLr028RPRZ+lqm/ZYECq69zbS5SMHVaqEUqzsS +2Hvq8uU/cRTse1rHunmX6G/Z93v3L5D882pTYRYRflS6e/3PUzBa/EA/rJjk +d1ygtdo5Chp2WK9suk/y+9fRavEZCl7eetV1RYkEpoPijtOnKThzrDgi5yFZ +b56jsyKWggtzzqTJlJL5oHRHZiCGggZy2hBYJoHYo1m0m9EUPCJ/ok/8WAIe +v34u8D5JwdPhuRpLn0pg4fCtA9NOUPDxv3NOGc/IfP/2qJ17jLx/atnFf8+J +/1xZu04epaAV947Av0IC0reLFEyPUPBQVo88r5Lg4Xux/VsUBZM5XzwWAsnz +0Xxe/iEKSqk+vXkFJXDn59c32yJJfng4/hl9IYFt9d7UaQeJv5xLtvjUkP2U +f7jzIij4vamj6OVLcp5dFi96PwW97r6Rm1dH5v93T2+zcAoevJYdkcAm95kr +cxQG9lGw6tCSziGOBP7WDny8FUr2o6Y7ePJIHimWt/qGUPCdCr8a+BJg0qIG +VfYS/0SIVswVSuD9yjnz6oMoWN+b9+yCSAIxNmUx5wMpWLByvcUPsQQmHs/5 +u2YP8e+a6hqXeglcNAxK/bOLgiUgt7n8FdGjZfSWRzspOPnUwq5ZrwmeF33m +BwdQ0MZtbuSZRglkPZkwmOtPQWnqgMLXJpJH/7nZdewgeva9XLLlDelHb8fp +tO0UdJzPcn3SIgH3xzM+bPaloIyZzz+NVjKfS/f50X0omOR4oSimTQJS/IDJ +L70pGGeR4PupXQIfC/trjnlR8Ao/RMWhUwILfskWmG6joB3HoPHROzJf9+QX +DniQ+TWBqarvJXDpIXLuupP8MlvqfaJbAg/OODN2ulHwvvVZ/Y8fJGCV5R4y +y5WCAV+fjNj3kHy+Vzvw1pnMtzG28EGvBJ7tu5KSspWCs1Y9van8mdR/s9Jj +sxPRR/T5M0e/SOCynLklYwvx/yWLwPd9Eri9S3ptnSMF0xe/clr3TQIpB6bu +jnYgeb58w+ri7xKIGvcosthE/B58a/H0HxI4XfdWcWQDeZ7xxeDwgAT+XL2Q +/sie5M8lRd13gxLQWLvDMnQ9mQ+K2nq2QxJYl+A5xXAd8fNP5fn3hgmfm4K/ +9NhScHh8yFTxtwS2bk78kWdDwaC/5XaHRiSgEgjKPtYkb8qDvTpGSb7tG/RS +X0vBhzLUg9ZjEri7YnZN8xpyP7l16cqdvxJIz7dbf2U1BUf2Sj2Vn5AA6+y2 +/s2rSP7obH938J8EStC1jGVJwezLxaz2SfWgb7w4k2dBwfELX1atla4Htec9 +OWdXEP81KkXenlwPpqv21lmbk/1WGj+aKlMPSwurGNJmFFyTtHLogGw91DQ1 +7ANTgkfGCvM2Sj1cf14wfHQZBR/pGp22otXDkZXzM8yXUvDaJPnGW/R6UNrk +99+ICblPDPUaTGXWg1bLaqvHiyk4X1R66gCrHlwbqmwijElee0S+b5Wrh9CF +TbsXL6Ig7lhkayVfDyrdJ+7+WEDB8LJ3xbcU6kG2p5R1fz4FC2ee15g6rR7e +G4ck7DWi4MZd8xIOTK8H5+r8RUaGFHT7r1a2Takexq9sGfhiQEEQeZ6ymlEP +kbf31t/Wp+CB2L4pt1XqwUNqULJbj+TDhkNxU9XqYVFOc7+eLgVr+6VmHFQn +/cTNWNA7h+T3yvM32zTqoZJ3J65Qh+TXpKkr12rWw/ZdF6g7Z5N5POVK822t +ehAH38+fq03ue0qqkfLa9RDwSdH3oxYFb0zKVo+cXQ9hn4vMCzQp2JGoW9uu +Q/CNjloSMJP4J/nBfuu59dBTHbJprga5H9Wv1LurWw9FNWdOf1SjYJqauFNB +vx5yM563FahSUMUs4Nohg3rg+E7eulOFgp6jk3w75xF8jT0/6c6g4Cm9G3q2 +RvVwXv9pVq8SBe8kbBy6N78e3gUo77s1nYI/xsdrpy2shy5ayI4900j/lk+z +Di+qh1WmT/fPU6Tg7plHD3UZ15PfU99v9MlT8PNOe491JoSfaurPe1MpqNOr +s+r+knowD5XaHiJH7r+BtHnKy+rBaW39t4Uscn7FmOoxU4J/YNjVAQa5b9wZ +k/uwvB4Cp7f6PaJTUP4fjbbBvB7uhVI2HaBRUHJWj/pwBdFXcb+zKZWCsfIu +TNWV9ZAsc/HIqCwFgwMuK520JPXefoPlMmReO3Xr9K6qB98G/pzjU0g+5tuY +Oqyph+xyn5urJ5N5qVfuWGZF9HP94rrJ0hSce8t6r4Y1weepA7VuEgUnDb5P +OGVTD0PrsnrO/ZPFivrUJ19s6+FxUmj3hglZzJ+2/cOWdWT/xhcTcuOyOC3W +Svl/FFd3XE7fH6/n3vtQkWjaSmZDC01KJCpEeykKodIipYGmFqUpI5WkUhQV +5XOEaEjPfVZKoW8lDRHt6Hd+f57X89xzz3l/3utW7WEBbROnSU8zkf2wjtkq +Exa8PfLuasoUE7XK7ouJMsV81PGaYzvJRF3fzjf8MMP4KQdmLZtgoi/zkZjV +fhbsjura/2WMiTY5yzrUHGDB6uvZsrmjTLS58FaR/EEWaOWVLjzxh4kcn2sy +4g6xIHie0CrF30y00PGnw28LfL7luaY/fzFRjUNdtZ0VCy4qB6WV/2SiD5HP +ZWutWeCUGiVwfpiJXue3xG6wZcGdh7VRej+YSCSOOX3VjgW+9BolxhATyQs4 +eU3Ys6DN6cHPugEmimzh9x12ZMHjx3vo2H4mKqv3O/7WCc9H+S/rwHd83srN +A8rOLNiz+cWwZB8TXTyx1C/VhQX9GyMV2nuZSDF/LePfERY8998XcaeHiV7p +26S4uWK9BIv9detmohbBR0rv3TBeRW+SFP5jou6nqo0ax1lwwfO40a+vTJSp +2O6RdYIF9irD0hVf8Hk2PZQkT7LgvovVnODPTLQjrrD21CkWhPqmShh2MpH3 +Ao4f+zQL6lrvbxfqYKJHEesVdTxZsIUZFf2hnYnuPy/ou+uF9e2zcTiljYlm +gm0eCHuz4HxKnK/DRyayzdjs7eODz/f9nuTqViY63Wag1+bLAtEBH+53HhN9 +mx8iusOfBXLS/Y9LuUwUKjDQXXCWBZeGqIfnOEw0EBKDFgawwGcY6rax8X0s +7bLPn8fP31n4l6KZaONBp6ivgSxQC/9z4H0LEwXpp/rsucCCSLkjtdc/YH4N +MY4+Csb+QliYOzQzkcvaPJvFoSwwfPTq7+r3+P4VwYcuhrHgU8WDtwONmF8e +8Ye+X2SBUB6jpKyBiVSkuDbml1mwf+6bsqB6JjoSbHm0KpwFUz4DXMN3TLTz +zAJf2UgWLA7wkpz3lokePieiY6Iwn4r2+nDeMFGUovrdX9EseHHv7GDWa4xX +4q2XtldYoDQ7eNntFRNNPzLqfRmL/Wh/vqZyLROdcFYU2xjPAtC4LTyOmKj9 ++IHtSQnYb02aJwGYyCClzHcqkQVjasrMmBdMdPWJVfGRa/j/cZWbDtZgvqZo +DzYksSB8+tjZpdVMBAxnFfXrLOCsVm/rfsZEqfVvz99IYYFAkZT9wyq8X4XP +OyKNBeK6IpPnKjGf012WnU5nQXOwcLlBBeavToo/J4MFFctE40SeMtGZU6Ic +3RsYn7oFF7nlmL9j77fmZbGgar1Q8u0yJvpXwLkz/xae1+jvl+6Pmej4wdUL +zt5mwc3O+vkaj5iIqnl2qfMOC6zTw8/+K2Giqac3po3usiCgdfnMu4dM5DD/ +7fmSHOynVom3kouZyDJe7690Hvb7RtrRqYiJhEmByLB7LND//VVrQyETZW9b +IPE9nwXRMU/V/hQw0UHh0/nmBSyYY7bXGO5jPmtI6z97wAL239TAK/lMVBKz +sFOuiAWljqn1lveYqJFvfzG2GPuXyo7NsnlMxBkY2/DnIea39vWawRwmWpD8 +H9+hFM9nR+SRyrtMVJkpF/vmEdbvokXy4dlMJN1SbqhcxoKPvqqMA3eY6JzA +DcG0cuw/ap0zS28zkcIk9/XsExZcW7pIou8mEwVHHYs/UYHzdbZud3kWE9UH +mNmzKlmQUjyWFnaDiVwzY5W1n7GgZzKTNMvEfKqSnZPzHPO1sjh+cQYTzckV +6xGpYUH+i/XqvWlY72tt3/m9wH7QTY0+Tv2/XmdKO4AF74nt7NAUjKfC1C2j +lyzgjr1/b3qdicZ3WySV1OJ8zizqXpyM+aEmEivzmgX/mjjS364x0bqqlTEX +32A/9tQ/Xn6Vie7dT4rrr8N9xfk7fTGRiVCza8qhdyx4HVFvtz+BiX5PpOZU +17Pg56u2f8vimejdnw0VaxpZYCIoDf2x+H6JK1oSmlhArg24UXkF+1ma/4/x +9yyYXjqRHBnDRDEfNy1y+cCCu81X71tEM5HH6n06DS0sWKWg+1EuCu+3g+Wu +TmN9r/qz5lcEE+lRz25msXF+3nqcAOFMdEpTiE9xWbAvzVs84TITjRaApBcP +83t2Y7nDJewn6zptW/ksyGtoPaNwEftliFuOwUcWLPvlt2cqFOst2GrkQRsL +fp+c1KsPYaLVvx4ZSXxiwV41533pwUxUnB9wJ7iDBd935AQev8BEdZ6Fs72d +LFDIrK7dEsREGyRMXA98YYHU1ntrmYHYb9xsmqu+Yn4usbvHDcB4q3D0Vv+H +83QXbZB3jol+GsLjuG7cJ2rmTvqdxfM5vURprIcFx6LGG3f6M9HigN6iw9+w +XxakP5PwY6IxDXm1+j7cZ5R6X3f7MBHvDKdarZ8F1cva+su9sZ4nx02zBlj4 +e9JTMeIMEy2/mdhFDeF5eN6MsfTCetiQFez1A/PnhzNjrScTrTq9YsXHYRYw +FpWljp3GfFSXfr3jF9bjYLzR21NMZGcW5VU0wgLhawML009iv4/yWiX1B+eZ +ZN3ECXcmCilt4YWOYj+9Kj2tdQLjmVKY9H0M58eSNhmR40wUTQlaHJpgwfzm +OQc/uTER+z1rSc0kC8zrMu8Vu2K/qF7xbe001s+qeKnQo0ykdaev8uoMC0an +W7MPHMH7G6lcnfqL9w8IMJZzYaK04LHTrrMs0Kh0E/5zmImKxHX3NwvQkNqZ ++e2NE96fJ7hVk0FDhdiiL2mOmB8pxvJ3CRqU/N/8dndgokXLF0rPo2iQ1yiR +07XHfNB1WHCWSYPVufrTonZM9Ozlxvlf5tAw96Qo/cWGiSYCg8X2CtEgohVw +sMyaiQK2WC4uF6YBLRL8EWGFn699vG7FPBoWrsvJtbFkot1DqTrR82nwy7c5 +q2DBRLIRDMsRURr66pYe/XeQiaxsxnwdxGiYrOo9yTJnIt3Nvul1C2moeloW +n3sA663/fK2KOA31fy40ntvPRJ67REYyJWjYU6wrb7KPifwk16+jpGgYWDKU +tsKMidLXs1y8pGnoPh+9dsSEifaYzbn7UYaG73OEWt7sxXlp3vjNcAkNO0n3 +6xl7mGiEXKH+cCnGp+Sur4cxE73XEAiXWU7DVdNSD4PdOH9KfNouraAhd0Xc +JUkj7Mc7z24ZWomfP6Xy+PtOJjKpFUm3lqXB7HzaTI0h9v8x9dmXcjQsvfbc +JWkHE02WDJ9SlKfhykzq12MG2H9qtnemrqFhlil/QUcf63lI3kpwHQ0Ofx1U +xbZjvYveYZ9aTwNDWVewR+///e6RFW8DDfy+5wNVuvh3J/vP+go0GITyfibo +YL/deNOjUJEG2Z2RYq7aTHRNLkBQSpmGttg3e7W0mKhWYigzbBMNpkUJt0U1 +mUiwZUZrQIWG1pl20e4tOG9W3++0VKPBlpefXrUZ8/PTcDRSp2FN8qBuogYT +mTVyNBU20yCZmDvtqs5Ey15Y/0jZQkPAugaOthoTVV0+XyCgie/73PqdmCrW +c7/2yVNaGJ8Hu3m9m3Ce12ap8LRpKLe6/q9amYnyPt6e0delIX+1pkGyEhM1 +/NvZXKhHQ4u/0i13RdyPBOLzpLZjPMo8JfUVmEimJODSRX0ahg3H7kltxP2z +da7boAEN96++ODi0HvN77zYza0MaZMhamdfrmMict1indicNxsLTE5lrmSh8 +T5aykhENL8Rcf3uvwfzxrVuXvpuG05Hjc/bIM5Ho6oy1xB4aatpLtqxajfvL +OkkFz700JF2KCh2Xxf1nv87mjyY0bPsR0NW8CvvByXm7dprREJMccvjeSiZy +2x1jV7KPhod9SWPBK7CfPHnsv+QAxtOtNN9yOc6ryzGpEeY0PLjE8lFahvMh +TLTm50EaNj3/aU0txfO8sOO7vQUNP6/Mte5YjP1519qlby1psPMSP/NEhomU +i54dVLOm4eA3kZx4aSbyChG4etOGho2+g8NuUtgvYyfouXY0ZF8vsdomifMm +J2epnz3me/N+vpQEE71IYZz87EDDnXtvvYcXMVGGitSLvU400NkL175byER8 +w8/STw/TMLp7/Z87Ykz09pbTOVkXfB5Z5qfzC3DfEUv5FHeEhkXP8joOiuJ+ +7X5598RRGpZlCU4qzMd98dzGyqNuNGhYSihT8/DzwrHKH45hPfq2XugUZqLm +kbwH2ido2B5t3FMhxER9/4IU77nTkL768PFrc5ko9t/88oWnaHjTKkWcmoP7 +/UsHg+DTNMzonKzcycT9WMqd0+dBQ1fXoagVFMbrvbqHhRcNF1ybvSYIJtr/ +tEYEnaFB05bjTTOYSP3OnFIFHxpG7JzjiwSZiGW3yC7Nl4avpEdtpADuf086 +hQh/Ggp//xFzmaVQSpgHeJ6l4dCbkQCdfxQSiIXAtnNYL4tdpiT/Uig3l6tj +dJ4Gl6vaKT+nKbTpZinjcSANjU3n9zROUchip/mH5RdoWOmzWPreJIUa3Suz +Y4JpsF4j8S9sgkKmHb3nR0No4MS5/rMfp9Adzw5rlzA8zwOUzNYxCkUNZem8 +v4jxl/m1d9EohTgb1q7RukyDzjW5tKHfFDL/fV4iL5yGOW7XZ96NUOjj4gyh +hZE03DUwCMr9RSFjj3AyOIqGHO5q8bCfFLpQo0t9j8bzYm15bT9MIae2WhHL +K9ifevwStv6gECtZWuZlLP79Tau3+BCFWqp0NirF0xAs7+g5PEAhk2UqOzIS +aKCqZi439lNIN3b0MHWVhlCtx4/zv1PoLi/usvc1GuScAqYu9+HzN48VdSRh +f/+yx975G4V+7dD4tOc6DUeDZLm6vRT6SRgtfJpCg9rA5PHFPRTK+KpoKpeG +9xt6Lz72H4XmFn2PS0jHfmGQ3kp3UchBPZg9lUFD871DT0u+Uqhqd9/K4zfw ++vNUUdwXChlVKfiws7D/lURXu3+m0FYb44btt7AeP453G3VS6MWfbeuLbmN8 +5Q3XyndQSOKwWJxMNp63lVuY4CeMz/Ga0fC7GG9N29+dbfj5TiO3Xzk09F5f +HFr9kULXkovbHPNoiNucvTqzlULt1iOWDfdo2Put/8s5PoXcpiX5W+7TwDv3 +66klj0Jx+xY75RTQoPe0JE+dS6FS2b/9Cwpp+OKzqnghh0JbdtUGXyiiwTt0 +2/thmkLhMe5S34tp+POQZDazKCQGv8stS2h4x/WwLmqhMJ9dbGtLabhe7/fy +ygcKlW0vJzY9psHGRWKnezOF3ikMlt0ow3z03/1593sKzTcRPjn3CQ37Ps9N +XttEIVHPBWv9n+L8DTx0mGqkkL3bzLevFTR8k5Xb2V1PoXhBumRfFQ3O5V4G +r95RSE/8WvDzZ9hvxbZa331LIeFT2ubrqzHfpHwjLtZRKPtj88aUGpwn91Y0 +Ob+hUP6m/cIMwH6Tp6Gg/xrzVa962BPRcGas5O7KVxTq4Ei1t7/EfhcSqzb7 +kkKBbw43Gb/Cebamtq0TUejsl7RXT17T4MHad+MFUOj6GCC5Ohq2eij63XqB +9dba+irxLfb7Lku3kBoKnbP+r2nmHcZvRZ2nUzWFug2/tLs34P4wL+DqtueY +v54tP3mNuH9kHWtY8YxCiwvKRXa+p+FJTdyy2UoKPXgVr/iomYYm557IzxV4 +v0SHQyta8DwDTgmhpxTy6pANi2XR8HZ8ce6dJxRKDOl8PEFjf+MMWF0sx/M3 +TB5w4+C8ID7JHimj0KF/+hvZXKz34B7S8DGF5oT2eerzaejRIgTkH1GISrtS +VdxKwyN1FXGqlEInpNcLL23D53M7vq33IYX2sV46R7fTEN+Uc/FtMcYvxaZm +9BMNn92+fLpfRKG1uF0c7aQBVGQOXCmkkN/lsOiWzzT4Kxm1n3pAoaF94uN6 +X2m45ugWYlZAIbb7vVOFXRiPV2e0Nt2n0OE87V6Zbtw3XI/OW5hPIS7dciyy +hwbWTs3xkTzMv1fuQ797sd+d6p/k5FIIGTMDXfowPz77SVTkUOiTev68D9+x +Xgppo4y7FFK1MsvTHcB6af13NSibQhsuTho+GKThiO+fEcc7FFofWdQn/YOG +hqiHp/VvU+jWluPJEcNYz/Lr/8ndotDs0Y07f/+kYYONQz51k0K1n8emnEdo +ENMwOtF3g0IeQe8rmn9j/Ou/6DdmUihsbkmg7igNborrVB9mUCjGJsvwwRgN +KmcktK6lU2iZXuoimQkaKh/k2PilUag56ua3iEmM78iHROtUzGfhstrfUzSY +OF/v1E7B+krl57jM0JAyb3DniusU6p8Rif3wl4bFi+hawWQKhYqZB+jN0hAR +Z2DTc41Cl+7mnyoUYMPb9M1U/VUKPQ4Xc1vMYMMcy4L6okQKNUXHuUYRbLj7 +JS3vagL287BlJ0dJNqg5zKT7xVNoRO+l/1EmG6K+s3Js4iiUlRQUxZrDhoJC +8TrdWMy3A6a3twuxgV9XPbvqCoUO7tGoKRZmQ6zzuwNUDIUU92t8XTqPDd63 +Vau+R1GoV91M5Mp8NngV/tZsjqTQmfpQnQlRNtwuFmp5HIH94GuT9zExNhxs +8QxJC6dQz77NDzkL2TB3+4qdFy7j83ZV/dwhzobLa8VlXS5hfnvZaz2SYENR +ubGk0UXsf2+XRK+UYkOezLNVCmF4/s8nPsVLs+HdpSOGYqF4nivHts7IsCFd +Xi94NJhCN16LZ5xcwgauyq7mtgt4vhcOCnxcyoaT7f5bUBCFppaUeexezobz +tg1P8gIxv85s+fpkBRssvuqZxp6nUOyBDjv5VWwIetA4eSYA7x93vy1JFuM5 +5PnC6hyFdo6nOwuuZkNxt1ym7ll8/iMlg17ybHjU0BUn54/5mz0Y0rmGDcPt +Balz/SjUEGEubbaODW2WvhU/fCgk2NX55Pl6Nkic0x7meFPoanSK3caN+Hyh +U3rPz2D/MDlLZSiwob3kYU62F4U8/118OkeJDcl7D66K9qRQoU+Vx1llNvQl +fSnz9KDQ0qDlCj2b2OD03sLJ8jTOn/6HPw6p4nluf7BS9xSFKpI8K2vV2HBP +5dO43EkKkbsdo1U18P/7enqF3Cn06mOQ053NbGCU1g7+PI79bnmj9oKtbBhn +eQi1HsN67zFZHqLJBpTRpQtumN/ELDWkxYZFFsui7rlSSGlvzx97HTa07JPq +iz+K8yx+9nuDLn6+tfGw/xHs57f29WhtYwPs0Pzh4EKhI+bs3vvb2RDcYZW8 +0xmvAxJ+SBtgPKfl9isexvnaGzYTuYMNf3+myUo44fd7FoqNGbJBa9Ej4RkH +ChV1iSq47WKDzRN34W57Cr2XKjLhGLHBT7VmVZMd9u+Oyz6GxmygO++Zldvi +PBdKu/14Dxs6peSuZdngvPPspWVN2Ph7cuNAuDXuE50+866ZsuFQ0jN7Dyvc +XxT1TAX2scE4obnL0pJC44pGSV772TAb4RK2zYJCTx4ldHYeYENaq6fGukMU +UkiQVt13kA2Wvb/+LTiI/SHla0zNITbcEev9PHGAQm2ZQ32KlmwQfGbE/7qf +Qke9dfdlWbFhtdGCnoZ9uJ8NNleJ2LChdbGOULkZhfo68xSCbNkgeuON4U1T +3I+W1eb022E9qjy4HmlCISJAXs7OgQ2uht3TXnsxPm/e36t3xHrS9Tpvu4dC +MvwXqlqH2aAdYTTf0Bj3o4sTtfed2RB5xa1CcTfWf2qQncwRzIfKt+ekjCh0 +e8B4Iuoo3i/4xD6BXRSqOeiSNe7Khordhjr9hlgft98YHT+G+RR1aBtnB4Xk +7p0d5x1ng/vD69YvDHB+aPk/NHJnw3ZlRtR9ffy7Uu2ppyfZkBSY1pS0Heet +hdOmtacxX+ccWB+8jUKbw/dOpniw4T+TdZnH9ShUlxBVT3mxQa9GRu6gLoU0 +jaXu+J9hA4u9EunqUEgnfPxCjzcbEuZq+q3TplCwlKKzpS8bYrgO2xZp4fPS +5Xve+LHh+5OYFX+34j4Wl6S1+Swbfq95JtG3Be8nU7cp7xwbiJzvq9ibKSSy +54Ci5Hk2XCsUN3yhgfvEb9VNEYFsUAH1oAJ1/Hv/Kc3RIOx3Trvqr6tRaEJw +drdbMBsOi+xUClPF8xcddOSG4PcbK+SfUqGQerd64K4wNkxnjG2x3kQhbyt+ +1pOLmO/h2Z92KFPIVYv/Zs1lNvxJWJeurITz30VjNCWcDezt4e5LFCmUmT28 +kRnJhsKVZQeYCphvzULHz0Zh/VeUmI1swH2r5nJBbzQbvib5O3eup1C1vtOI +1RXMT12BmIZ1FDqllGnwNpYNlfomb5+updAVa820rfFs6FY6uDRnDe4DyVq/ +8xPYkJkkFpEoT6Hp8luWMlfZUPPvInlhNYXqr554EX2NDduIuxkn5HDfnU5T +mkzC+lA7vdNSlkLMd0o57tfxfVd8InesopBs08aVbSl4P4ehNuWVFHranpi9 +N40NKRdv1C1dQSHlRseNz9PZUL+66+3c5ZhvnilVCpnYn9uqO0eXYn3e2Lo/ +6wYb/LetE/lvCc7DNbsG5t3E9+tbZtayGOfvlxfxwbfY4OuXkVsjg79/7uZt ++XGbDe8vpC8slKbQ9u1TPU7ZWF+3JK+nS2F9xNbc+HCXDeXn5ilGSuL8sP9p +rZ+L/f9ewEdfCdzvwpOXPMrDeDRaZrmIYz9uy/9PNp8NnKjbfvsX4fmpK5cl +3WdD1gXzI3oLcd4fWRdDPGCDqdlxNwUxCu3Qu+7mV4j5dPNT8OIFuO+k+xv3 +FGH8xIsL54ji/mXcpGr1kA08C86P0Xn4e2d1huzbEuxvc/ft7hbB+TrzSVrz +ERtmeJJPaGF8v4J0iYLHbMhxX6f5Ugj319km6SXlbPh4MqSlZC4+DztQNvYJ +9otIqZBbc3CeTt5VnXnKhuvHB/TjmRSy3W1k7FHJBrGaCZkLFIX+XnNz66zC +fqmhzTxFUsj9oWDM/uc4f0IK59oRWA/eS8tQNRvCTYxX7WHg/v2o7D/VF2xw +MJ1npimIvw8MGpfkABvWavxOWCeA/XjiiI3ESzbceDrRIzVLojcPgrIiatng +Ey1zkPmPRKNKUt/GXuH14X3s0RkSqVura554w4YTIynuPdMkaphmJ36sw/tN +9ktwp0gk/mtiaO87NkQo7uG+niTRkXk5B6vr2XDUqOhB+QSJlqxm1yg1siFf +UCwld5xEecJXNt1uYoPukjPXr4+RyDf9Xb5YMxvmm727Hz5KoonsxLWXPuD8 +tJGg/f6QqHLmc+HvFjbsmdov5vabRDohz7a60Xi/32ePWo6QiJpZ2cBjY31T +EY27fpGo3GThUWMuGwZ/+htv+Umi7h2JjGc8Nnw+v6tt7TC+T0XmfYVWNoi7 +DodJ/yDRwRANy5sfMd/9vHTnDpHot4fj3AXtbAjxfjlvcoBETfZStWGfMN9k +v/763k+i7OXOl0Y62FBq1jDQ9p1E+jE6e1w/s2HVi4Cpxj4S+fkVSPG+sEFf +r295zTcSLX7yoH93F9ZbqoTVw14Sicjqv6n6jw0d1yfv3u4h0aaEk/cUenBf +YyaT17pJFERvTLjZywb1qk+Bl/4jUeerixcW9LFhMoim/LpI5Kh5xvvidzYM +rTiT5/YV40WNn/7dz4blvo9srb+Q6BlD2sttEPezvUlyez6TqIZkneMP4fsE +iArodJJoWdeaqD3DWL8tsiOKHST6c0bq5vOfbIhe/24CWwA6F5VTpTTChlrL +v+IL20nEnn7/6fZvzPdNNYZEG4n25KYyF42y4Wk8ET3aSiJp639bwsfYcHpP +05dvfBJd7Kc8x8ax/+qK72vjkeiTxsPCE5NskN3B+dDEJVHUvInhtins11tE +jgGHRG27u7XNZnBejpaJPWaTaGeNbxz8xXxzbPiQS2N8DPO7VWdxfzDbm5PG +IpFUaahhrgAH6vM2xV5pwXi3/b0vxeDANaOzUcEfSMRPl5OMIfDvC5ekn2km +0cuXP6KmSQ7o9kvVHH1PIq7CUUFPJgdyy06MWTWRqLg47OKXORyoOCiyc28j +iX4uN557SIgDK4qn8vQaSGR46FnKG2EOhBWoLVOtJ9EJ+dYNmvM4cH5TyT35 +dySSPHH39YP5HMhad3qXzFsSzRtdfGz5Ag54B7lNiNSRaOXd7aJXxfD/JdNg +9jWJlhtJ1DAWcUDx60zm71ck+lGR7uMvzoE/DUlXvtWSyK35vXKfBAfUkEVC ++0sSBTiX/7KT4sCOkm33PiASLd1l9vy9NAdORZnSr+D/58uI1V/MgSHNwEWV +L0g05ZJxpGwJBwSfvDpWVEOivcb79Ncu40DjkPyHO9UkMuqolM9YzoHTvAyT +lOckIiY+Lpi3kgMjR1Z8inmG8fB6LBi6igPO0Q/DQqpIdGyp4dQvWQ480DXS +8q3Eazpu0nU1B6rPfqVOVJCo99TVWb483k/5Qq/DUxKtg33zTNZyIN5hUbv5 +E8ynnHcrX6zjAG/q9n9G5STa8POfluoGDkwRsgK6ZSS6dmHELncjBzJ8r6mo +PsZ4rsq9JK2I72s05Lf2EYlWPJZ4dEUJ43de5f3SUrwW3tX7V5kDxSLWWgtL +SJQ6u1nOWwX/f8ahivmQRH/d+1y7VTkQabLNbKYI63+V40NrdQ5UTY39+VVI +oo/T1/81aHBAZN7l0m8PSBRMX7XctoUD6Zc6QzsKSHT6gnnZo60c8DhCHWXf +J5Eliy+9RosD4aW/bevzSdRzX/5yujYHXvnkucI9vF+b5qiILgf+lkhdfpJH +opFtkp6hehwY9zJ8UphLotmiZ0Mj2zhw+Pm66ewcrKeZDX7H9DnAugEW6XdJ +ZMB0FWwz4MCHpXNqE7JJpJLtnmJmyAG20dSOiDskSsjTUXm5kwPaG1L4Qbfx +PAfaWBpGHDBtYYf63CLR0b3Ggfd3c8Bg72Md95skas8M37BsDwe23lMUcc4i +UVX51c+Jezmg92fbD6sb2I/OeGQRphzQ39XTbZZJokV5S53PmXFgbeHS4Z0Z +JKpTyNo4sI8DTzQ75+mm43l/Gp52OoD5Lbhhm3oaiVYnSnNocw4ELpm4tDGV +RHrLJMqMDnGgOX13u2wKzg/73vRnFhyYkyy+e/F1Et1emxihbIX/v8qmTiyZ +RNEWC87fteaAk+1C27lJJFr44rivlC0H2q10ZmevkihXJ8Pvih3mhxpdOZ5I +ogd5uRf+2XOgcC4dMZxAogzOlVgfR8zn31uOfYvH77tjmt3rxAGJhX9tP8dh +P/6vv8bOmQPKIatc+LEkEvU79rXZhQN3bW8GfbiC9a2ARAyPcqC71qvgbQzG +978J3QpXDhi1JfdDNInifBf6KxzjAPWS2l4ZRaIb5cLlt49zYHvGy3ulkSTy +Ce2ZFHfnwEzEK9mCCBLxiu4aRZ/EflE4pzQ7HPNZ0jBz5hQHzildMc+8jPMt +6e2fMx4ceKS2m5l8iUQ2MypWPZ4ccPuq3Rx7kUSyimEvbM/g97m4FISHkah6 +6olSszcHBj8+TQsOxX5twM7Z4csBK/+tGWdDMN6trasq/Djg6Pi52CsY+0vG +21yFsxwgax5wT1zAfHS4s+nOOQ5sQCliR4Kw/maOvpQ4z4Gk5Cwn+0D8f3Nx +u5hADnS5PgeL8yT6pV4y+TcIz/fID/V9AXi+IZp3fIIxH6pVn+8+R6L/5paa +fQvhQG32RUuDsyQ6XyzFcAjjQObONoaOP4kUd3nUtFzE9+NtfaXhRyKTgvLQ +XZexH11JTVX2JZFy2ZDxs3AOLEwZubDeh0TbdBcv3hTJgecbjM/KeZPo83LN +nzlRHPANSb607AyJYlRNmmViOJBS35It5UWisgOHyuKvYL7smGGLeeLzWJjf +ZsRxoH/VosUiHiS6J22UdC6eAxq3RL2p05gfPmpxgwkcEP0z1D57kkT7t0vH +u1zlgIpjke2UO4n8rUev865xQF7SqP/PCRI9uf4+xyQZ42lTET98nETvW+5U +oet4nq4zhv3HSHShx4u3ORX72dmF83vcMD+KdKYepGE+No/0fXbF/WCWXLMq +gwOHirL4bUexvqqarFIyOaBzQOQj9wiJ7B4nJwpncWBsWnuoxYVE3m/sPoTe +5MDAr3USTc4kOtwkJzV6iwPH/ZvN3h7G/p49ePTkHQ5ENGzMrHUiUcHyqsrP +2RzYtkVrssYR96llMRKWOdj//42erHIgUcRZx3MNuRwod3ccLrfHepqz9ev2 +exy4A6ciS+1wf8iXOvgknwMJxstVimwx39T/1m8swPo28xzMt8H7XR4wvvOA +A6sX2z/PsSYR6dPVLFmE5zP6Oeu2Fc7fti772GIO7Nw0efWGJdZbytCwQAn2 +n0U5aWkWJCoMJWLPluLfBz+WJh8iEXivURp8hPNAJPNT4kESZRpZ8FzKONDz +4vOSOHPcT1qvRvLLsd9b5Z+KPkCiW4xPemZPMX6rh5rD95OIc2vLTG0Fxvds +8c6L+7DfRmW/1KzigExOd1OwGZ5f+vKEh8848Hk64XigKYk2Fha6yFdzYDn3 +vsQ5ExIVZZrqZtZgvl5W5vjuJVGFgeAKMcB8clx278we3BeDGpiRiANKVZ5X +PIwx/rIFY9MvsX8PyV48uZtEdxbcGvJ+xQFDC7Urx41wvqx6MPDtNfaXXVl5 +rrtItHZT80/HOg7YL3Fgu+wk0S4pkb/stxx4r+wpftgQ413qIra3ngOzHc1u +DjtINPaR3ogaOLA/PLDB1oBEyacPm25pwvoI8TCw1sf9zHCuf9F7rEeF3AaL +7fh92s25ch84INC/5NjBbTgfFB+3p7dwYFimWfyAHs6z3+WLF9C4Pyx+xjbT +xf34NN8pgs2BaZP2PBMd3F+9lxROc7Dfiitf2aON9dIZ8s+bx4Fk+mHYbi0S +0QmUbR8f7z9kG7NLE/cRx5JnTh/xPN8q5BpuJZH8muDV3DacT3WrWAZbSLSv +1ivZ5BMHnplvFtPfTCIJsWjh2g78/Ac3l20auL98r4vW/MwB93sPX+uqk8hd +QUm05AsHEvXnaeuo4b5b+jxzTRfOM2bQSy1V3NcO+Spn/ceBE0fH7TRVSKT7 +y6J+UQ8HzF8GM7duwvpxczkV04v1GCf8erMy9sMrGRICfdiPVDOTNZRwn9T7 +9/rsdw5IL9/gr66I8bG7emGoH/vpi7ITagoYz+cHdFwHsd+Eb/FU3Yj7yDZ9 +wfYh7KcdxREqG/D3Sc3hZvNhjIeuVMmm9diPJUvvvvuJz7PwdL/yOhJNyqqF +bB/hQF5z4VbltThvodf56W/s/99YqUprsL/VN+9VGsV++6FtjpI8zs9lAzq5 +YxyInaq9oriaRE+TdTWWTnBA9XPkSkU5vP+81+pJkxxY+luuTkEW95cjl7SF +pnH+FieHKKwikbF3gHHYDAdcIrjGCiuxfqXyHcf/Ynz/dMsrrMD3V1wQ6DnL +AS+fF4sUlmO9XHt0s0eAC/WBTosUluH/yya+c2Bw4WfUy9UKS7HfV9yfYhNc +uCbZbaSwBOeh6qy6CcWFZXdqgxQWY789mexXy+QCnWtbqyCD80v/WLXWXC6U +Z+ctUZQmUUligMgjIS4kSuaEK0phPNQbXdaLcGE8dJ+AkiSJLIQPw+15XNjt +khuvJIH1M6whLy3KhWztbEVlcRJ9ALOrCQu4MBRv0KG8iERONg8I5kIutHdc +vL1pIYlep5iEBC/iQmexk6+KGO5DFmoCo+Jc2HKJY6O6gETOPodjTkty4evn +z/vVRPH3RiN7cbcUFwpMg23U5+P81b36yF6GCzL7C3w05uH33U05wF7MhTBP +51ubRUhk3d49tncpPq/a7fYtwiRa8Cokt3YZF+zXHNmoKYT7+VZXW+0VXNjz +Ie+K1lwS2UukSj5eyYW1z4/NaM/Beasp+XGDLBek/bJDdZkkCg/tysmW48L8 +yIMS2yj8PfH2n/9ieS6UBZ99tp0kkdCPk/uvreFCUJ+QjwGB/frDOhWhdVzI +shDSMWTg76s9W2QurueCiLm35C5B3Ne10+ZMbuBCuMc2wd0C+Pdgk39nFLgQ +re3xz3iWQAEjh2b6FLlgvmdqnsk/Ahn5PxJ0UebCF4UuRbO/BGr/z1X04yYu +TPnJOu2fIdDbpV5y5qpcWFVZfsd8mkBZUy169WpcSI9J/3NoikC/HGOdDTS4 +4B5Sb2s1SSD/1bevVG3mgo3izhabCQJx18+vVt3KhcENlI39OIHqTXh/CjS5 +4Ckq9MtxjEBLTk5ryGlzocvb9IbzKIGSXIIvZOpwQXyo0eroHwLNEXNsXKTH +hcuLw1cf+00gl0M3ZGO3ceHCNW9B9xECXRbSCiX0uTA7fPXnqV8EOim2tTvI +gAvsls6fnj8JJGyUeuDPDi6cb7Fm+AwTyC/a+vXpnVxQi5uQ9/9BoLInQdt7 +dnHhX3aNTcAQgb4VErWOu7mQVppzM2iQQFv2/DThGePnrfN/hwwQqOHUjo59 +e7nwecsbu0v9BOr+NeX/1oQLz4Yn6YjvBEJVS6T0zbhQs3qHQ0wfgYqz79ZU +7uOCrX/mWNw3AhHRyadVD3DhedRs9tVeAi03+SH3wJwL7/55OF3vIZBXfdkX +uUNcWBPapZDeTSDnr915NyzweR/aCmf9R6Dz3pd8JKy4IKrWMnm7i0A6NvFG +8dZciHu0YyrnK4G2+THlmLZcMOAUi9z/QiDp3B9kqB0XAneIKhd9xvvXGQ2P +23NhW56zS2kngf5ULfh6xpELh+5l55V3EMjRcW/bdyesl5/vpyo/4Xkmjrcd +cebCEuUu55p2AjE2yfzX7oL5L9LOf9lGoI4lxSMWR7ngs+XJ4bqPBOpTrRBq +duXCLzuPiYZWAokc2rp+9zEupK4TuPuBTyB9R+V96DgX1E1OOnB4BLq06WaQ +lvv/8bm/7iMX73c/vPTxSS4ctKogOjkEcrvfM6hwGr//dvLPLjaBVOa/VMnz +4MJpQe0f32gCnXoqfWGFFxeqN+XPDLIItOtyf3PaGS4od/CXjrQQaOqg9oaF +PlzIqXlnMv6BQO/JubFXfLnwOOJs3EwzgSQCLP4Q/lwo7O/oEMTr1XGr3ILP +ciHh7vT2Oe8J5LDKo2PsHBeWuzY9ntdEIFUJHccz57lQ12u6ZVEjfn53bPf3 +QC6Udp1vkG4gUHy6k+/RC1x4IXbAa3k9gdb0PRHqCOZC6MYm+dXvCOQpmZRv +FcoF/f7+/vVvCSQq8Me0JQzzT7jgpXIdgR5GfZrccwnfz5go0HhDIME404ev +LnNh1GnsjvZrrMfBnSf1IrhQIRJaoP+KQO9i6pQqIvH+8zJrjWoJxNlBT6hE +c4G3cueg6UsCNY2faHwQg/VMBq49hAiUGR2bJx/LBU6QprctEGgjVzvqVhwX +hHZdaDr8AvOr5twZmQSsV9kdmsdqCJQoa+iSlMiFCE5k+elqAl34etN23jXs +/yt3G/g+J5BdR7RtZBLWY11o5/lnBDIZJV0ErmM/iFeKC6v6vz7FzwSmcEFB +y2xvVCWBNKfKIv+kcmFHYrtMQgWBSvL7cj3TudBvyR2//hTrbeRRQ18GF4Qt +tn678YRA8s/EJo7c4IKe+b/eu+XYnz5TSh1ZXGiRXDdeUIbvZ5jkbn0L6+nk +Q+lHjzEf6p4Ws27jeSy+Zlz5iEBaxn6TJtn4fkONMVBKoNqCRtO6u1zgl9i3 +15UQ6HZjTb5+Ls4PJT295ocE8kgwEX6eh/FU9yjhFhPoE+3vtzmfC93xfaod +RQS6eV6vt+Q+/r9w0evuQgL5HM05vPEBFzoCyo8PPsDn9b7/JbeQC0vz/y35 +U0Cg6Mtm7iuLsd+5RXVO3ydQcFDyZMZDLriEmzwm8HpQK+iaRCkXVLm7U0Xy +CdR4m1JNfMSFVxvOXxG/RyCZBPVWoTIuFFt8SliaR6DWHioqvBzrZ4Nnzupc +Aq2NDtabfcIFoyCFdwo5+P9WN6bPV3AhcuXCv+p38flVnF/+qcR+MLB0h242 +gXInmxK8nnHBq9w4becdAuVf6zra/5wLVebXZ0xv4/m0Zeu71eDzZk57W97C ++JSLrPnyggspx4LGHW8SyJAhu9AeYf4kiMUfy8L6ze0ieS+5EDVYoeZ1g0D0 +BXMB81c4v2w9+85lEqj8tCfR9JoL5COVh2EZBLpvqS26u44Ln95PX45JJ9DO +xU9X1b7lwva4JvekNIxfRpe2Xj3O73e3D99IJdDwU+RQ2YD17+LjlptCICsL +80j1Ji6MqRkEFV8nkOShlIqH77mwfrlQ9tNkAv2+Hv9zwwech7N1PEgi0Mtp +bdW8FqzvynPL6q8R6Ij7rfOraKz/jTI+9FUCPYbK+htsnO9b8vjtidivv1yR +leZyQerFUrOeBAIZP5S8mMTjwurcAPpHPIHihO365rdyQaCp8vhEHNYH38Y6 +5iMX7i3+OI+B167ji5rJdi689ua9FInFeJrGmIZ94sL9quJIySvYnyur6ekO +Lpjw7e1XxhDo0fKHzuc+Y/991LF9QzTmt5PT2MgXLghuUtFQj8L559Sc7NnF +hf2aBzT1InH+/v2n2f8f7ldPtE13RxBobOWvHrce7EdXB73Mw/F58vMyv/bi +PlZ2JMf+MoF6zi63duzjgsOczF63S5h/Z2yXfvzOhcqARK0zFwk0cNbum8UA +ztvf27MCw7CeTss+bxnEejxyXzQiFPuLRkmq6Q8unHzy5mpiCM7nR2Tgu2G8 +X+t1ucxgzN83cm47f3Fh67NFr3MvEOiWhbANGuGC5F5d/5IgAp3Trz6o+4cL +T86JbnkWiP30tJZl5SjOI/VI5pvzBNr8/NJhjXEueHje6f0QQKCfCzK8Syew +Pyyx47Wdw35lFhyrOMWFnRtKuT1nsf9bqxTfn8b8Tbjd/dOfQB8WlPHk/3Lh +sN4aYsaPQBl2zLnZ/3B+bNymOgevS5coGCwX4IHC3m+ei3wJZKEudylDkAd+ +Scurl/sQ6HXUYIMkwQPLyQ6ZDd44P6avLE0ieXDHf02ExhkCbfX+5yvK5MHr +fz8F9L0INNm0m3NlDg+4cXpxJp4EGv11XHeOEA9iZOaus/bA/v3qcNFlYR7o +3jBjHTlNoLQ1KvIC83gwICoS63mKQHumP+ZcmM8DFU89i8CTON/XOylMivJg +X/lXxUh3jNfVmmf+YjxY0/FHIukE1of0pPnIQh5o9/jOu3Ucz+/Owl+e4jx4 +XG8v/uAYgfoXzE0fkMDnjy7Y8NSNQE57OoxOSPGw/u3217pif1VJ+tstzYP9 +CSfDm49ifylYV+2ymAf2HP67tiMEupN+61LnEh78+nVr2TcXAil8HT9gv4wH +09+qQ387E8j7uMa61uU8ICuVR2YP43xbYElZruSBuusv33l4nVljN8BaxYOD +w4LUYifcfyyNPu6T40Gzg2PeGkcCaVTLfGhczYPCUgFLNQesBy7dZLyGB9eG ++8S322P9RvjTb9by4O0K8S4TO+xnpYJfdqznweadF8DGFvdF7YBR2MADh2Oy +RW422N+F2hbpKfDAJW4238eaQFEC6zWfKfJA8IV4WagV9mfyqNtWZTw/wv59 +nCWBtk/FZpZvwvsdo8cyLAg0+yaHr6rKg8PDZzflH8J6MS1cVqLGA4uCXefK +D2L++OS4K2rged3SaX5pjv1sWfyLgs08SG631PhwgEDzVNyXrtuKnz91reDT +fpz/1zTDcjV5MGU3oNS/D+ez/MygrDYPSiqcX46bEWhBS7nLbR0eHEn8cZTC +665zRzuX6eH9fl6TFDfFfUhQ6GjmNvx7/27eKhMCqZvfG5bW50FU3Px7ynsJ +1GyqG55igOf17XO47h6cjx8bV4kb8qBBpNpnrzE+b7vlm6s7eeAqctvLZjeB +1LTavUWNeHBgIiLomBH2G77D2rjdeP49Hql+uwi08EZ7l9AeHrzsOYQu7SQQ +edImP2ovD27O3zx51RDzawPHlzLF+vAWNbi9A/vpi/3Gl8144Lu2I63YAPez +BU3ygvvxeXfc+vtcn0CvBPcKhR7gQW77Pp+G7fg+gQ2jM+Y8UBMaHG3dhv3B +aV9/4CG8f5dP9Dc9zO8UXu+EBQ8kw75sGNMlUCrhOnDWigdHp1TbSLwWShwf +/2PNg56TrhniOthPlifN87XlQcqA33E5bewXKRobftnxQCDNeaeqFs6T9s9m +Xg48sIqWV9HXxHnBux445MgD6/aajfu34vt5WJScOoz5U7RBw2kLgYYurxz8 +7ozXMm6mHpsJVCM4rnLiCA/adT18L2gQ6GpTe3DvUby/5vaCWHUCpTc0065u +PLi8vnUoUw33366WTf8d40G50maDB6oEEp/suu5yggdBxw/lVKng/B2jGF/c +eWAztkmifhOBToP2OadTGK/pt8mtyrhf6Fz68+k0DwzSZeT6lPD7DnSct/fk +gc7wChhXJND+HtM5bV48WLe69eQcvN70hZVl482DAGuDNdIKWA/rPLT5PjxQ +KrX+sXYjzq+7K79Y+vHgm7lM3ZYNOK+39sdz/HlAu4QVGa3H/H//3vDQOXxe +Kj7bah32v72NgnQAD/qO6uQdW4vzLuW/twcCeeCcE11xdg3WX6p06ocgHtwe +8G6NlMd5o3bi9L5gHoDrnzlpqwlEHeTtfR/CA4+t843y5Qh0uP2IqmkYD37E +VSVVyGK/eSK6qvEiD6QTx4bersL9/12b1N7LPDh04qV160oCXZt8K1kfzoNs +Q+mWvhUYH1X+MuNIHNWmo1aTy/H3opWQ4tsoHpiV2AwK4fUC88OGRjE8iE3f +dnXJMvx9N6ftyJsrPEjfnLtDYSmBDFwCr+yMw/uXRxK6S3Ae7jJ49ioe+6vh +f7TpYtyfb24a2ZGI1wsrSh1lCNRpZqRWe5UHQ2azWZ7SeF76kYEGSfj9G6rS +QqWw/9v/bEDJPPjI+XrnqiQ+f1TEav0UHiy8eLYyW4JA8wuNwiGVBzLOfp2P +xbF/lWgMbUvH+OW2Lnq9CPezwANOLzJ4MBx2x5K7EOt1LJOvdwP784b6e71i +GD8hSduaLB48Z+1nTizA3xM3oEv3Fg/YD1X9hPC69PoNv+rbPOgfPfVziSju +Vx0ForrZ+PdP04GK8wn01HGg9PldHkxmdIpvm0egY3+d7XVyMf9dFz7fL0Kg +ilwR0ed5PPDyvXbGRRj3CZ3Bd9r5mH+z9hq+QgQSKyTint3nAUffkxkxF/t/ +20Fr7QeY795velPnYHwet218VsiD4non7n0mzttlWUztYqzniK30MwrjOZvW +X/WQB+c6TTuayP/37w88rVKcH2JZY50E/p5n72isesSDfBu5Fb8Y/9f777da +ZTxYP/LpEIHX0b5dTVXlPEhbUp8mKYj9xVKsTespD+4v6P6+TgD7+5qQ4aoK +HlxfoLBXe5aBnjUozteuwny3vVFp+o+BHiovV3/2jAf1CmqbD/9loJXaB1y0 +q/H83w6C9wwD/eHWpT2r4cH20+9swqcZaPXARZ424Lyxr51NnWKg/COXlj9H +PGjl8csLJhno6pr60zq1PNBYxQyonmCgkWXWr5+/wnkcuHfPh3EGGldVktd9 +wwPH9XfXd40xUKOZaVw1rpZrPYWlRkcZqMD2yYzuOx6MJ4YtnIvXndvc/Wvq +eVBKCy5d+oeBnveeGNNr5MHToFg15d8MlKf9JPRFE8abtcTGYISBmPL7F25v +5sH8xcWxFr8YyDZuayF84MFg5vb3x38y0FpHLzN9Fg9Ub31YFjTMQH9Dx8cR +jfPulF1gwg8GCulseWDA4cHcvR092UMMdOjIjFstF/tVuOXhJ4MMpD4auMGQ +j/PPFfW+G2Cg7jCz0VetPHBXX3rhUz8DqQ371e9sw3mve3Tlz+8MNLthJO9N +O86PppQWAq/VltZdMerA+CqVJkr3MVBF0a9zbzt5EFJU4qDwjYFuvPP3MP6C ++Zl6bev2Xgbqtzl0qv4rDz5pHVp1qIeBqnbHeu/9D+fhf7+kjncz0ObQFWGN +3Vh/XSeXBv3HQHHf56eZ9vKgMvK5UmIXA/07Y/f0/Tc83xVfzXK+MlDbLNm5 +7zt+/3RrUMUXBjoXJira0s+D5R53Kho/M9CWjnNG5oM88HmjIfilk4GSBHZE +0UM8kLdKtvnTgfHieLQcGsZ88q6qmYvX83bNyHJ/4rw6mauy/BMDmen8CLIa +4cGL6+aPVNsZyP3uzk7+b3x+wxfbjdoYSNRNYI/tKM7Dpm/tdh8ZaMJDrrpt +DPvF5cYIr1bMl/zCrQ4TPKh+cUwvnM9ATX+znndM4r7EecrI4DHQGbvx3Yen +eTBnSRW3mMtAdfeff/oyg/Pt28mntRwGamb3nz/yjwdGKfW5fDYDRddFrOye +xfkVSN8ZpBlI4nT8ezdBPjQNX3ogiNcxJYzwbww+/Lev9aUUi4GkLvTucCf5 +4PjrQ69CC75vtZbwAMWHENXjiw0+MFCg49+Pp+fwQebkDVurZgbqNVZ7/GMu +Hy6Mueefes9A905+TDojzIeLai2Mi00MtOLh76ARET5cCWw8ldrIQG//XfTw +m8+Hswq2XYUNDKRsHHF8TJQPj+6ePfayHu/n/889QIwPa7fJTvDe4fP5/vCb +WsiH3Q5WaYNvGeiNolX0BXE+LHQQ38nAa4v4Lbn/JPgwlWX5T7qOgabDrr4L +k+IDGbqkTukNA8X/dh1lyPCh/MjhG4avMZ9ayjdGLObDogLZENtX+P/kxRNz +lvKhqMzJ06uWgSCo4WHMMj5c6xY/HfES81U26a/ICj5Y3Np27gZioFNfWy0S +VvJBbOenxEfAQAn3b5eLyfLBSav/ydsXDFR75NuyZDk+OHS5fe+oYaBtM6Xx +kvJ8KMwx3finmoFMXP4y09fwwbPrRoAwXmuGvI9eso4PB0hzzqrnDHRiu5z4 +zfV8CPBy19v6jIGMrs3krdzIh6QrXWVmVfh5Z0eDuwp8aK6u2upayUAz6bt6 +5JX40Oox+C6wgoEG1z29lq/Mh29UwPFrT7FeJkuMNqrwoXTIVvz+EwYSn1Yn +i1X5cCwhselFOQM9ljFs2KTOh9fmUsncMgZy2N6Z/liDD4J3B44NPsbzsGee +2bwF7/99njGB18r21fsrt/Ih8vq5LUseMZDcRkFNHS0+1M3foKZaiv31CXf9 +C20+fHy5Qse4BOu/X1vOQJcPQcutzA8/ZCChClX513p86I9v8jtbzECjzOfK +u7fj84aF5sUXMdCvt3yDBn0+lLme/i+3EOP3LdrRbAcfRO5fVa5+wEDLDn64 +2GLIB9Vn3yPZBQz032jhw0O7+NAt7D/Yf5+BxmBlN8+ID67CKocZeP3mpoKc +nTEfzmyQ+bw4n4HqL7Sc6NiD+fRx42nVewyUsndBpbMJH/Ji3Zh78hjoyZ++ +Bd2mfHj7+E2xcy7W0wmnM8f38cHjpfGRgBwGSr1+5mP/foz/xsHVV+/i/dxW +mXia4+ePFI/kZ2N/bPB88+sgHzZ2xDTDHeznJQ7G/haYLwtCK/i3GWg+OcCe +sMTz9LhSPHyLgeyfLDlxwZoPLp4FpXPwOu7RIClgi/kY9RGtvMlAxb0uDy7b +8WGNikzn1iycBzuCbOY48GGs88jcAzcwPuVaC2Id+VAvUrH9RCbGd8OtZtHD ++PzKi8LDMrC/JRakJjnzIRV5c9PTMV5ch+NSR/hgo81Wf5TGQDf7K/Uzj/Kh +QFLjdn0qA8lUv5Bb4YbXTdeku1Iwfppe8+8e48PQx+9ZU9cZaP3+RoG1J/iQ +UKm1SRyvW4bYMwXufFjWHdKskMxAbsQVQeVTfLjX+jRwZxK+T8gP0censf4W +fVZ3vIb1ZsZYs8WTD4cWjE76X8V541xn+MyLD7MmY00JiQz0NVfn1DZvPlQY +fSnKT8B+KXz0Rq0PHyaCSzNQPAMNh+hxjPzwfmdckz/GMVDYSKNkoz8fnG9N +ZozEMtC7Qwuc95/jw5dIj2IRvO68NreMHcCHuw9q3stfYaCBG5WiNoF8iLry +bUovhoGkXVb5fgrCfMzv07COxvNq0f/iHMyH3PAXQWeiGOjbxyVWPSHYT3KO +fYiJxPw/XcJxD+NDW0TnppwIjOfZWfsfF/lwsnT1zepwBgr6LjLoc5kPfvfU +pXmXGehsGTd8PJwPWwdFbg1fYiDX145rL0Ty4SjzgaoQXv8nktciEM2H9YEi +tNxFPI/zRZcjYvig8l4pVDeMgfb89dsuHMuH9AhRLatQBnoQOUskxmG8NhTO +eoVg/lJmLPEEPvgbCLJjghmoz90pPz2RD7GHRMtyLjBQco5G5PJrfDDo+3C7 +Jgj74d0Wj7tJfFgSbZjBD8T3s1J3WnedD/Oqj93+dZ6BSkodrYtSMD7ztz4W +wet5dw7YqqbxwZf5mLUmAN9fcr7r03SsP1Xu3+3nGMhG4Po5nUzML5lbW+zO +MhDHvDcZ3eDD6G7hC37+2J8myapdN/kgaSLdnOCH9fH9Z2/DLT5seVirWOCL +9bqgcPmBO1gf/4TSX/ngfHDScORm84F+27+g05uBNOri8+xy+CCXceT6xBk8 +zy2VY59z+bBCwGuNOF6fyS4/4HbvfxRXdzxW7xs+502ZIYWiJJQyS1GiRRkJ +UaFIiEihgVLK15bsaBgplaxIIiXuJ2nQ1PLuEBkphGh439/9+/P6nPOcc4/r +uu77aYOdZ6c/1g1ikPxf0VX9N9uA12wSYBXIICaamvMPFbeBvs24+t4ABpHX +yD83VtIGFvlrek4dZBBZ/oDsyTLUo5PUvYsHkA8WMy5Q5Rg/7Xmuyh/933b6 +oriKNnhjYBz+ej+D+Hd11EtWtsHPExmH+/wY5NO/VPf0O21w7aD/URHEl+Nn +iynebYMr2Q2R830Z5E9I+IPc6jZQvZiUu3ofg+jefxiidg/1OdH6eIcP8teM +bVxU2wbVW5PGD3kzyJ4pn6bpPWiDiBX3VybtZRCd77e5VXVtoGfsFHPTi0F8 +hw/UGde3wbpRD16jJ4Ok02LXoAH5+veTGd8D+SITd24Twe93V9/9vYdB9KV6 +kl48aoNo678G8ohH+7RTHR63gXbD9fql7rgfZu/IbmvC55yK7Vt2o75lfMp3 +P22DRmOlCV83BjFd7friy7M2yD7ccTPalUHipxsP729ugyVzp3jn78L+nRDO +H2ppA7H34Tp1O5GPwRXOoS8xvqVb6DYX7M+A9cV/r9pgy+vAzp/ODFL54U1H +1Js2mGfV+UYaccR8sxXirchH4+vNWk4MMgeupqa+awPFNXfeWOxAf70xOCL/ +AfU9JN7ptR31+0THM/cj6n+wiIrYhvNpxq42tbY2WM9M0s5xZBCt8ONOxUz0 +L8sqr3sO6I/jCXx9dhtM5c4pfL8V9/2QpKAaThtwljeMDdoziGp/tPgaXhto +/MhzkEJsbHmo7DG/DRxKau4vtmOQ+ghHl83tbbBWbJreJlsGCYjTnt7a0QZr +is6Ue27B+Wf3r8X5SxtIa68zOW2D87/5STq/qw0Glml8yN7MIBsGEjx9vqJ+ +3I3C7lkzSG6RxeqBnjZ44nhU64MVzuthofLRPpxXlcyeIUsG2VhXPe1PfxvY +zvOunI74/bjfn/8G2uCb8cx4LQsGactWGhf9gftX6Rc/y00Mknnhxb+UQZwP +8u+dvDcyiEdHuKTCcBu8mvt5a6Q58vGAvnreT+yH71Tny2YM0rSky1xjFOud +bb6/bgPuTzK5AaVjuI+4XohnrmcQpozLFYPxNrjvIKgcW4d+qzKHe38C81EP +7ZVDvHFpu+qGP23gG/ZPa+laBkldWR74/G8bjP9OCbNdg/ktjnliP4n6s9X+ +4G/KIGbjXgvbBG3wfN6b1QkmyO8LNinuFBM+yh2/dWM13h/+raW+0kzI+qSu +89gY9a289mTAFCbQM9/WtK9ikK291sJRESbEHjlhK1jJILud9iaFT2OCIF91 +SBmx3q6zaiJiTJwX5LKxEYNQvY2PzoozwVfOeaezIYMojUr4z5RkgmFF5/yQ +FVjPI97KOVL4frPHz4zleF9zeftRTZoJP6XfvL1tgPW5ZH+pRIYJLjrada+X +MciQ1hcfgxlMaH5zpHJgKe63VJLJAzkmZN68ViWBOFbGRslsFhOOedU9WqyP +/NmygNEiz4ScinscCz2cB6UyIw6KTLi49jzto4v7tZrid9ZsJgTD9uXROgzS +fX3VkKcSE652Dh26qo3zdHHIvz5lzH+n3wPQwngKXs04Mo8J7e9rZfhLcB8R +NV/6R4UJv0XaD/1bjP6y5ZNzlCoTjlzm8JQQ+/smJEioMeGLY7GTsSaDOG7Z +1ZihzgSrjxYc50UM0je0ZaryQibIsSoPhC5kkLDNng7XFjFBSa5XNEuDQfba +XSzUXsyEohU9FVXqDCLz86fI3SVMODhWtvedGupd68hBU20mxIivVB9egP3+ +ocBr0mHC6UXRP2QQZxh0OtnqMcGOkfpET5VBIgc+sD7qM8Fpm0uR7XzcL+SG +fNyXMcHvLff8QRUGmXdpxd+vBkyoXqqUfnYegzgdu3YpaAUTBrSlL5TMZZCy +gjUbJgyZoHCipqhZGfdJWZGf/61kwu33sk97lRjEuXa8VNyYCVeGlQZFEd9N +mROUsZoJq5LfqWvOQf9O9DdRNsX+exh6W8zG+/eVb7LX1zDhgcaG2z6KDLK6 +OW9QZx0T3LJGRGMV0O9+R7ZVr2fCzIDNB67Loz40Lz1fa4b18zVnP56F89W6 +q/GZOfJhHXf7l5nIR2fvp1s3MeHdHTkOA7GJhdJ7lgUTxE51HVSTw/1lumif +lxUTQlztJcxmMMiRAm2xAWsmXJB0qPKUxfvYZMLSEBsmbLbp8Y2Uwfk+U9VL +sIUJXKbM4qvSDCLCG86Nt2MC4+jzETId74v2wnbZrUz4xJR+0S6F82CvtV62 +A/a7uf0WhdhGujVGfRvWa5pprqokfs/yQlfZdozXVuX8egn0i2l5tkZOTCCe +sTke4gyibfYFwJkJqlOCyv4TY5Crw/4m1juZEDXCfH5FFOevlCF5twvjGSVD +ZBrej8+Y2bm5MeF8s4ZGx1QGmeKR2d29mwknVzD20ohFE7TjgvYwASacbi0Q +YZC6CbGlvz1QryzVKWZTsJ/Ful+ivJhgkrvb24vBIEczsvOlvJnQNUWyNYrG ++0rJVp/zPkx4+XGR9TUK+9e/dYWqLxP028pfPhbS5IZVrlSJHxMqXl1x7RLQ +pL9++Y/l/kzYEfFnTAQxf8NsVv0BJmTcuZ+zcJImJ19ufmUZwIT1etwtFv9o +Qna8bGkNZMLl+3vEff/SpOFjXqvrISZsm2vWGv+HJlkbSUf3YSbsV4m8XvSb +JqHZK/4GHWWCc4JSdPMETS6++TvvTzATxtSkAvrHaWLPVdgcE8qEuHvbvCQR +j9XGRUgfx/hkBr10ftFkdPeWhothTDg1xgm0HaNJy2O/aeonmbB3+ey4wFGa +/O7kOt8KZ8LazKtFqSM0Ub9bfGflaSZYfwn5dPsnTb7qv1VojGCC1kCGzLth +mgjtHGK2RKI+TvzaNjJEk2USen8/RaFfuF2+Ngux0y7fk54xWF+3BIHhIE1s +VglEBmKZ0GZ1x9v5B03E8kYuhMYz4ejgnE/Hv9PkbKTVCvoME2ar1DtmD2A9 ++ZOss4lM0L12iV33jSabymedUUhCPtjeCuD106S5N3nD1WQm2A6MSQr7aHIv +3n+KTioTNOwPV6si9owpfV2TxoQpFvP8zXppMo/pcG1DBr5/dXyJdw9NPMLd +I1+eQz4uE4zGfqXJNf93fs5ZTCh4rvfiZjdNDuWW7+w8zwSPlfFlzV008ZYc +3RZwkQn/7Kde+vYF61N5zXniEp7vKkybjvhQfIN3dA4TIp/vP6ffSROZhE0n +pfOYsOG1zVWHDpq0lRnnXLrMhKTmzQ+OttOkdDCnSeMKEzamePOzPtMkeXPA +eMVVJlQNnZ9ey0e+3CtfbnIN833y2ZLNo0nSUs+wp9eZ0NhhmvyPS5POitjn +DoVM6FYq46kgrtWft4B3kwm1FtrGGzg0sS5ZHO1XzIQTJrX5e9k0+Tmn+MdI +CZ5/s3VGHIsmEmH5eyPKMB72z+QiJuJGqU6JcvSr5bnyL9pocnhweP/5Cvx/ +5eai759o8u6v/d8FlThvdP9tkkX8tEPz/K07OK8iyn8YfKTJ1NwTq43v4vuR +ewp2fKDJloXWvU3VTEiRnO55/D1NfI5n5m+9x4TH43e1ct7RxDBttwe3Fvmk +ukNY30qTq743tPweMMFozzd++1usz++DgpE6zCc1pHkKYu8N1ZyIeibwkoYb +Fr2hCdc4olESkK8Gu8H6NebLf3HnAmHCc9ealoOvaPJlSW6ZeiMTmN1/2lNf +Iv8VhysqHqO/3FrMqHpBE861Fw9NnuD8TVmj96mFJuPPdd4/e4p+5bfS53cz +Td5GyY9se84ERcVZN+cibn8ZN7e9GfMNax1Z95wmrwoi7Q++YMK6oACbvc9o +spISTZp4yYTJj9234p5ifO2K72JeM+G/5FXKJU9ocnp99YIZb5kQH7L33Ksm +mowotZ/Ia2WCTqC3wvBjmugfvMRb8p4JPc7G12chnr2007rmA/rbzHbTVY00 +afSqA7NPTAiKcmp3fUQTU2rRujdtTJCNy06JIDQpFlF/7spiwiGqxPIaYD0O +Vu3qZeP33kdJPmugifNy5q9gLurpixq7v54mOk4ZuTSfCbtmJFRJI9Zv7bRJ ++cyErxtuXzB4iP2+0iKi3IF6cLkU51RHk5xHm5/d7GTCE+MN/514QBOlpd7n +VnQxobP5Rszl+zT506u4/1E3E759bzrXWEuTvt59VnY9+L+zube+3sN+6jgu +4/QywTVe650E4tmVbHW//v/r5SCtX4N6OUqrjn1jgrihp8m2aprEBT1bGPWd +CQ1VU/87dpcm4dd0DWUGmfBM2+VNThX6h5ShXe4QE4pjnJaQOzSxLeQfWvIT +/apQkNxVSZOwIO28mhEm9B63mxRD3Oo99735GPpDt/kx3ds0KYu+I9f6C/X8 +nvvXoYIme5t/uLpP4Pf1FM+GltMkePm78m+/Ub+fhzRybtFkJ+yWDPvLhONv +fJuhjCYF/hmHp03ivOsLO95VShOBweGOcwImbJ2z0EAc8UyFv7sWUCzotfL9 +pVtCk8IZy/jlNAtWea994liMelafdcB0CgvUnIsuHyuiyU3rG3SLCAu+Tb8W +lXuTJt2R3Vedp7FgWYjO4UeF6O8tH226RVkwEGbm//UGTYZVjwmPiLPguPiX +AEnEQ9EtDylJFiTMkApfep0mMcNvo1OkWLD4v7rMHdfwe75nt8+VZsFz88F7 +JwpoEtD9R69EhgUGNje6869iff1UZ66awYLoWM68J1dokjD4j3oqxwKzzlSP +/nyazAhLn9g2C7EDuSWDuGjK598d8ix43Og/1fAyTSaSv4ocUmTBVs1k3115 +NClRKJ4jmM0CbtDCDxG5NEnJ1VyVpMSCsuRlNjdyaOKvstdDaS4LfI5UvGzJ +psnSHLeMonksEJPNcxm6RJPnM+RfG81nwXeXiR/yiE0jk2c+UWVByzpINblI +k+u9T722qbGg/N7gas8L6O+WjXUd6iyYdjd+KO486j/nP5VDC1mQuTj2dlkW ++s1XxlnBov/X6+uJd5k0CVq4mU5ezAJdmyL7iXOoRxfnSGUtFsR3NuupIDb8 +T1uyRJsFVU1Wszdm0ORR9rPLq3RZsLpHTco/nSbaRTqmz/RYIFznJJGWhnwu +cv2yYykL1j1pl6tJpYll9o7MrmUsSAsgC7kpNDl+Wtn+6HIWfNYfMWMgjtpe +PpNhyILQKcf8FyfTZNtcmc40IxZMfrbOtUuiyeePax/MX8UC//r9zOCzNFke +uTa33JgF8pkfVHISaXJARSZhjQkLbrklBD06g/y6VXnqpSkLjGWjW3oSUN/6 +mqdc17JgXlGjvjRi42uH4vrXsUBaZVP+injEEqmXwjawQOOg2BzXOJokekfX +iJmz4FmSRF5kLE3K79jxLmxkwf0T1tpFMTQxGBuermnBgrnLHj9+HU2TOzqB +VjWWLPAsDdk3FkUT1s6mpE3WLHDpdp85F/HBU2PsD5vx+5zwFrNI9JeLjOXe +W1iw8cyrs/v/o4lk6UDmiC0LkgfsnNMi0C9q7lLR9ixYyhDq3DuN/vrQNVTO +gQUVzzhS/FPIh/rOsauOLOhf/eWXCOLfDzZHLNvOgpm7Zn7TDqdJWnWm3KMd +LHig7t/neBLjKX9UsdWZBY/Odw+HnaCJfNE7p3YXFuy7Ey1yNYwmdQXPRQ/t +wnqFmi14fhz7feV6o9CVBQs751sNHsP4CnzjU3ez4MCvOWEKiF8XyznN38OC +wiq9u2tCaaJ1v1CvwgP5r+T22zsE/aVVY8Y6L+Sv7hWrpGCapI4lT77ei/Ue +mLhadZQmqxZ9GXH3YcG7nd5TOUdwX/FZOPpjHwvOHW8/wkAsWrNDcNqPBb83 +H+hfchjrNSdETsafBePvGQcdDqG/pccszT+AelK4MX48CPulGuuiH8CCzYpb +k68E4j7SfCwRAjEfFq37PIAmfsm7n9ofYsE/j9pPgwdpUhW0Uqr9MAsMqw4n +KiIOPTLN7dBR5OMHbat1B/7fnxfVVAgLbF90yfj64/z/Ej8nPZQF6rnZHSn7 +sZ5OpvELjrPAw9amvsYP9TbWJ6gMY4F992gB35cm/0j6f2YnWZDnn5UxDbF9 +/Qqp9+EsMO/SStLbR5NfA++v7j3NgoydValOPjTpcTy0YTQC+/1OJ++0N02W +/JT4FhPJgjlOWXcL99Lkw6vrl+WjWZD7vf/jay+aSPetdSuMYcGeq9r0uCdN +Zlmy1VfGId9O7DCaj1j727GxZ/EsYEXuC7H0oEklc3aryxn0s0duDUF70I9n +NtT0JWJ+5kYzLrrj/pjnV3giCZ/PGA4gu2myP3zOFckUFjQanf3Q60aT+Dut +13JTWUA3MDbNQMw2z6jUTWdBzJ0dYOxKE9UVbs0NGejH86PMvXZh/eKXfrPP +RL7LxbUm7kS/XS+r2JHFgkNZe/ZXudBkhc+/LUcuIJ9qpCS5zjTRnBhLmnKJ +BX8iz9aIIH47OfkpM5sF7lPZB3SdcH8+Ia+9KJcFWna/tJx24H5yeM2Ze3no +v/78kdPbafKjN3TYKh/54Jv29OY2vI98adzLvoL+tUPi2ltHmpzap9Z+oIAF +Kmabz/x2QH8OOb9v8hoLPpnahakhvqqgOp5yA+fLjllHbbbSRNGWpKveRP/M +yQ4Ntsd9UOW40Z0iFkSpfI7Os6PJ6hSrbvMSFigPfc5+aovzosDg8sdSFtxU +zakb3EKTu3tWevreYsGmR9JfZyN+1+Ks97sc9fZllZKZDe5DvZlTz95mwceL +ii4HNtNksGHw69w7LLgxUpSfaU0TXcf978qr8Py0b0P1Vnj+JuP5+moWHP7C +semxRD978vDZuxoWLL8cdlsWcWrFxVbvWhYMWjeqrLZAPz94ofvXfRbs+FN1 +fu8m3H/oB1PO1GG9H2+ZnbyRJreO0jrK9djv+4nXasxpYtIc6H6rAf83fGBV +uxnWT3RKzjrCgpKIH5/EEd9eAR2tj1CPYbIRyzdg/5yuG3g/ZsHLsTdLd69H +PzlSlfyriQVy4toDcevQ71O+/0x4ivVrmV95ey3ul7e3eSk/Z8EK+7II9hqa +dH3+yrnVzILwitfOIogzFxTtWf+CBdMZscZ6psiH8Ivf373Eerm/0nAxwfvP +WG2sz2vkN/fGnKjVOP+yJBZPvGHB1Eyp2WXGeN4j5UNiK/Y/Tzj/0yrUq/um +s/Pes+Ca3KllFGL/rKVbbn9ggZ9k9BatlTRZKOWgaP4J/faqzOHtRsiv5psD +H9vQ73+o5p82xPvge8OXfiwWKE6v/lS0gibuBv+q/7JZ8EahRfH9cuTPt7/F +KVwWpC9y95o0oMkFUaOiBXzUv3NQjSZiu6TS23c/s8Cm6e9Mx2X/n9e7H1t2 +sGDWGfpk+FK8z37f0s7uxP8/Ov2tUB8x84RoYBcLvpw57NOqR5M8695V9FcW +XBK09f7VpYmU1fngzB4WnDC9HbII8R5O7APNPhZc95iQdNChibJkrURdP+ox +obz0pDbqja/rYzeA/G59u71QiyZe7r3NHd+RX7t2i7YuoYlLeu+qkEEWWG1w +fPx3Me4jEfp3xIZxvl6/lbAI8cjSBsPcn+iXBQHODpo0CbmV9Vh/FP3VLU0/ +fBFN5kzWuD4eY0HX4MwZNxfS5K+musBpHPePU7/+tmrQZJ0Rp6R/Avm90Gjo +nzrWe2m75+k/LGgTa/2uiXhs3nJ1uX8siLV8MuqohvwR+/jjxiTyizFj6ukF +qIdfT5uMhSy44HZHpVgV99sR8RuvKDYoh97c8GE+nhfJT/VksCHm8I8AoQpN +dhjGx4xNYYPm4dhrWoj7kx5Hn5nKhusX/Dt3zMN9Y9aO5HmibOgVzdWKnIv+ +/cH0aqUYG7S7FcPLlNGvP52ETRJsGHfkfmpTokmH+sxeliQb1EJ6Vk9BfL5p +inLgdDa8DFpZpDeHJmaNdi4MGTb4+rao7JqNfrFoLP+8LBvK/7t8OVaRJrt/ +jw9rybGhtL1Ss1IB5/8mFzuYyYa7ZYwHXHncF2cqVm+TZ0OgROoOMcTnAwwX +9Sqw4fn8HX+Wz6JJk9vdq+Gz2TApt61oz0zkY3+m5gwlNpyXiN9zVo4m+xYw +791QZsNB3cH592bQxFEiwnH1PDbkF5zp65RF/65IHH+twoac9O0PpRFnKv0r +3KvKBhU1u4urZWjyYscHj4kFmH948Kl90nh/OTBrYbI6G5SePzmQMR33ee/6 +kQUL2RCrt35vgxTuE1vevqxZxAYnZsfefknUp67dbZvFGO+PogAFxA2yqy63 +L2GDS865/8wkcJ+gU8+HaLPhk+iV3EBxPC+x/ZKELhvc3F8+yhbDeWaYUJiv +xwa7ZoWhp6LI3xSdhhVL2eB69JTmyDTkg4pZe/MyNvwXL/Cdjzh+qFlqz3I2 +TFl2sdJmKvJL9on56Ao2hOZYiRwXwXmZsCL2jBEban5O97g+BffDvXNaVVax +4ZvX16a3DPSDsmDNu8ZsiJv91mCSxvtZoGWCtQkbLNc3Fy9B/Lc6Y4RvyoZV +om+XOFE0qUly3h+8lg1F2Z13ooQUiRac7xNfz4aVi4UbKwQUqVdwDM7fgHzg +qbdzJinS3X5G3NCcDbl9djFiiP/zW1fcspENC06cXmb4jyJq949u87Bgg0bD +7R7Pv/g9vqbYL0s23Ov6UpjyhyLeXW7PzlqzwXCeQlDdb4pkfJqZvsCGDeYX +Nq3vnaDIb2Lrc28LG1qjDinJI46vkNxoa4f9ks2a3DBOkS3ldrpf7NlwOaiy +L/AXRbyaFReEObBB991jfs4YRSak/ObLbGMD16+F+3yUIltj1y++sZ0Nkj6P +v4yNUKRubYGJiRMbfCbKRtQQ521K2dnqzAb+9liprT8pElw4Ncp3Jxsqyjbr +nRqmyPMA8erJXWzYY/DXpWSIIgZF2T/PubGhYXZWUtsgRTy8HqzWcmfDlwyF +ZhHEc4v3J5M9bFj24ZS0wQ+KGJ4p7nfyxP7LNrvt+U6R8zInHb97sUH/5K+q +pAH8nvXnpmhvNshYi8x68I0is8zbNijtY0Nw+VB4Tz9F9kl4N9/2Rb233/8x +C7FtWZyr5X42rJ/pvt+sjyLTjdZP8PzZMO8UZyColyIi1en5wQfZsHfb0rC8 +HoqkG4U7SAaygX65S/rFV4oYPaekC4Lw//N2lk10Y/+OqX5cdZgN+08t2bYI +sZgjt/DNETYcU29hbO+iSJKPYfS+YDYcsDCui/xCkRbQ8Z8MYcPFeSHhFZ0U +yQ187Jp5jA157ScteB0U+Rbxx1k7jA1ez2zmSCK+T793bzzBhlkSX0ZXtVNE +kmF3aGc4G3Q61rH2faaIfOrBpKFT+H6sx9NMPkWENfpV8RFsIPrmDxt5FJmd +cLFLJZINyXO+PhjiUuSubJFqTRQbPMMtG1UQb96zx9c2hg3yGT7vtnAo4hgF +tV2xbGjJXPvtBJsiexOaZ4XHs6G/4a1UMQv5+d/pkzPPID9tlFa2MfH88c8D +JYlsOBw8x38q4usR3/3MkpAvoS9vLG+jiOyN4kFWMhvCzi7r9/xEkRPjsyIP +p6K+hixWpn3EfGOXzhNPR/52SCQ3fKDI8T2Tj69k4Pnsk98G3iNfz4WHrMrE +884XHJURFyytWPY2iw1Hndward9R5IXF+QnfC2xY9OH56uOtFNHoNmgRXmSD +iDSnrvAtRbSU4wovZLOhcUP6po9vKOI2kZasn4v53+prm4J4T9L2iGd5mE9q +5xGD1xRhfm09uSefDZkLTyh4vqJIoqJE9PgVnB8V5Y2pLyliryfITC1gw9SD +p481vKAIw6SiUvM6G0Kye1Z8b6FIqa0KDk/0mxO9f5QRW4dukXS5yYYBm4jm +zc0UmfJktdVQEfqTfcmVsOfIv839qQklbNBr8v2v6BnWT96tU7UM8xmo9mt7 +ShHtVenr7t9iQ4fouZ3TEEs0Jt50qGDDDZdJR8MnqMfH1kr9t9nwa/7Idu8m +inywfXMh6g4bCvKP7Dn3mCL/Ds1VVb6L/jHnxJHGRor0rjGoqqpmw9m3oinD +j9BPnsxw2HKPDfenKd1RRWw3++Hvrlr0f2E5355Q5IKlwa1TD1Df/5pmRgBF +LL1DDig8RH2Y73Iob6BIUETciop69HOFgAu8eoqsLdknZgU43+7/7ZZCPDqm +0NNO2JB9WGSN6UOK8I9efBvWiPyPis09UIf8MhxokmvC7y07JZLzgCJ/bGY2 +lT5hA/W4L7jlPkV0m6Vfb3zGhqrw5u+/aymS0/C5k/ecDeLXlYKWIP61Jp5x +rAX99TRnwuUeRaid03RlX7Jh5jaJswk1FDm3wN2r+BUbDHxvLKytRr0VpxaY +vUF90KXPe+5SZOaU3O+ct+iH++cEKyKWWx9jHvIO50H3D03LKorUHrG+Lv2B +DVINS7pC71DE9NaATNFHNtw0fl5UWEmRQToobkMbG4qvPA/5dJsiS6NbRTlM +NmwwWWIzDXGAuXxmMBvr59C72KiCIvo7TLSluTg/dEVk9pVTRPrFxlc3eWzY +qHByMusWRWruGZzY8BnPO9mMPimjSJ/uNANOOxsKjY6OjJWiftaT0eBOPE8P +/1mIeCvDq1G6iw3/hI0STiVYz7iB7KJunA+netTiiiny+LPHabMeNgQ8djOv +KaJIygJykNvLhqB5Cw5+vYl+4S65L7SfDVafDPIUEDuXmvvLDrBhs3HaJ4tC +iozP8Q8r+c4G0YyVs4/dQP9siDi3cZAN23U0vW5epwinNLaWP4Tzcfvuu23X +0I9/hfce/8kGEyemtBhiicp96jNH2fDi9PnDqwrQj4bM998aY8M7pfNcv6sU +0Xwm/8BynA1Hjn20v3SFIos28+Q7J7DenY4vmvMpMi05Jzz8D/p1kZT9n8sU +YV1z+KHwD/muSHO0ENcWUAcqJ9ngGKEX5JqHz/OKf9oI2VCvc04yKZciccW2 +sV8pDnQG6t5+mIN+yf6uFsngQFHmX7fv2RQZMz/7QlmEA2u+/52hgrjk76KI +mqkckH6u88buEkUa5RvXOIhy4EVwUmbERYr8LNwtOiDGQf7P8bp9AfHjP5w4 +CQ5MjWld2XEe6xuZXbdAigOa8VXycoirRtcUPpzOgWN59X/NstDPDL7mOMtw +4Lvij76jmRQ5bJ+Z+1OWAw8szduvn6PIBk/romQ5Dmw/Xcf/mIH9D58Gi2dx +IGT6ju5piO/ce9n+WB7js5QeXZmOfNfMm75HkQO7TnVL7E/D+dR+fNOf2Rx4 +xWAtyU7Fekx4JGQpcUBdq2frixSKJMQ5fVo6lwNbLaT/+5eM+8jlXfov53Eg +tWTLPV3Et50Dz/nO54BLyZVf7km4vzzNYExZgPleElubdhbrRTeHX1bjQMmL +qORHieiH8+UYqzU44JM1vfvnGfSfFUEZHxdyYLrNzY0aiCtcOnQPa3LAbYNd +2Y4EnAdX93+QWsIBi1fU3Ph4imzUEI8r0uKA6Mb6c7VxWP8JYrZRhwPyfyNn +9sdiPCsyJNp1ObDYyjZHGTH/xyneSX0OGEXO07aNocibNbF1iss4cPTfUOPp +aNTXquLrVQYYv+xTr9tRGP9o/0X7FRw4PzNHojOSIk6JNhe/GXJg0e7ABzMR +d8i8LIhfyYGVG9ce2fQfRVxzA2rVjTlgqipucCyCIp8slrFgNQe+Wr36XXSa +IuGLZk91M8X+KpxpZp/C/cxR3XRiDQd021dflUK8tnPb6cx1WC9h+39rw5H/ +30teLN3AgRMvw/wOncR9JHGJxisz7NeVKS4FJyjysfVt/P6NHND7EG7/IQz3 +L/bVX1MtOODx6IvdNMTR9XmHCiw5kPnIyGnVcYpsSn8yttaaA3f0gn38j+H8 +CFSK42zmANsrOzw3FOt/IG/B8S0cOFx7M+d1CEWyC+yfz7LjgGJidiOF+ISW +wYlKew6UGhweNgimyBVli5V2DhywnK612Oco6jslSdjvyAHzkMf7LhzB+LKn +vY/fjvp4anKr+TBFru2srtRw4oC4W/rfv4eQb18u5TxyRv5mNDroIZ67tTrN +fScHCp6+qvAIogh9Xyz97y4OOGyvlD8XSJHLRlm5F904cO7igegnARQhHa5V +hu4cCB76MzF+kCI273d/fLeHA6vv7w7VQmyqkcs45MmBg1sz/rodoMjF74om +0/dy4OXMCwmp/hSJtXp3usSbA66e/vMa91Nkpd3LV5b7UD8XJB6M+qF/KYou +7vblgOGsUHdNxIsgOjlqPwcqjUoldvmiX+82F8w/wIGG3UUNSftw/kpanqg/ +yIH03gMnwIciil2ptGsgxms0uuanN0VWU/MzJ4Iw3pvrxBciZoaNLTt/mAOz +c7ZwnfeiX/jP4iw/yoHrh+fcS/RC/Q6Ep7YGcyD87PVL9Z64XykttQ8K5YCJ +9UD0kAdFpKbrK00/zoE6ycEQdcSWn08MlYQh/1eUBjntwX6XznpndZIDl9Tn +Hz7jTpHtZycbvoZzgGVifeLhbop8vWR0L+Y0B67wNc8OulHk6DB5oPYfB8YC +7l9TQ5xYltdMIjmgvOXf4x2uGG/3qy/u0ZgP58e3hF0UUap1FJ+MQX5EpCo/ +3In+uFZ3dU4c9u8S13HQBffPDPdQ4wTUd8qHdDXEv9/21Led4UArCWHucMb8 +ZrbIhp7lQHJmw6IzThS5GTotaFYyB2IDboU/3IHzb9Zl5p0UjLdiPXtwO0XO +imXYOqRxoBtC16kj3hn45dVgOvoBw67MaRtFdnie25lyDvvLaVJNdET/nywY +0sniQGIlK7feAfm+e+a5F+c50NKbqDq8lSLz87rX+1/kwKyeT6UaiBkspT9i +2ahPuYdrXeyRLzp3G27mcIDxdhXrrB36RdWdFIs81EuczUmwpUh1oqJ/92UO +LMz7qTGyBe9Dr75sjbmC+YTpfFqEWPzibHP1Ag5MRo2n7LKhyNC0e+sbr3Eg +S9XRPmUzRQ4ZEWvPGxyovr9asdGaIpNmhu7UTax/dcXXMSusr7Xi6fwijOdU +Rf0SxJ4+vsVrS9Cfjq3K3W2J94e7i9p5pRx4L2UdlW6B/rHNSe3ULex/4eeg +J5twPriPB82t4AC/9I/3740Yz4hEc91t9K/4i566iEX1MnRd73BgztV7Pp7m +FInSScn7U4X57HU6nGVGkWJJak52NQcGjY7GNG+gCPT25hvf44BznFT+5Hqc +xx3WBqxa5HOd6qNliDXkNN4ef8CBnPXl/T7rMN5Lx8NmP8T3/6tSzl6L9cm0 +0qut50Bgt97212sowlbN+uEMOF/ZKpkMxGfc9jwYJxzofxHJMTJFvfgUpV9o +5MA/dSetAybIV5fDwSubOPDELvu//NUUidhR59X2BOtTu4X/3hj39bB4t2PP +0I9eHjAXQzyl85OnYjMHTo6PVZiuwnlTXnLkXgsHdhT2qR9eSRGff1NSnV8i +Xzdtyr9hhPOj/0vN+Cv0XzNRNbYh+tsFm/4Lb5B/4npl0oj5C0yXrGrlQJh4 +7RrzFVi/opqjzHccGCm/9unYcopwrR42H//AAX2/wdAyA/Q3dTvtOZ84YHft +kkrHMor83RFw8X4bB4pfX3klj3gJpTxjF4sDH12mxGxeivxa75L1h431uw0b +IvRxv1m5aGEOlwPCjR+m3dVDvjPiiAmfA2tj173v1aXIy0fHfbmfcV63Cwvn +Ie7MFM451YH1fjYzylGHIvNylJnzvmC9isK847Ux3tFXVxu6OGAwpm/3UAv1 +AorH9nxFvs01XDe8BO/bc/84U734/7T4lYsQa+qEbrzax4FvZOFK18UU8Zue +bGr2jQNfVKTXpmki/9rXrf8ywIH7yuu2PFmE+8uTVPuYH6iPxfc8/yykyAPu +Kf+FQ7iv3As+rY94rYVk+tNhDrxZHVrgrYHzRM34se8IBy6oP3h1SZ0ib9PF +aPExDqR1raXeqFGk4e6JzSW/OLB+iLFaBHFnaVq+zQQHPO+LnDRegPeRCzbU +998c6Ltj9jhQFf3qUtnBlL+o1611ctfnU6Sw9W6X/iTuEyIB+1kqeP/09PFr +FXCg0MzpmTRixn4YP0JxIS8iRGfjPIq4SzRlzGJw4Y9e88WwuThv9wUb10xB +3GQvVaGM8/9y6zfnqVxQrBGN71LCfN9zi39P48Jk6KCYEuITmheO5ohxITl8 +aob9HLxv1NHWayS40GNipRY7G9+vnKf1WZILu7Rq7j9QpIhAa0AhcjoXgupt +XYYU0E+sA2XUZbjQ5T9dsBBxrP6NmU9kuXCnaKTEVZ4iBwXp6r5yXBD5LnBP +n4X9YBquE5/FhTXlukrPZlIk83P6vlJ5Lox5neb+k0N+Gd28ZKuI8UUO3jBA +7C0IZQ7O5sKeqIhQvxkUKd/FUM9Q4oIDR8fusixFAgM2h62YywUbkV86H2Qo +YrJzK+fTPC4MB7PkJBDfXC9vHTafC4tufBSuk8b7m0V2o/ICLgil+kZCplNk +V3K7ZYMaF5o05AZLpfA+uKqP6aHBhQlv++EOSZzH/tUhUxZxYZtF/h9FxAYW +FiqFmlwgGyhJOwmcb4O576yWcMHr7SG1GHHcnxIeZHzT4kLagcH1D8QoIml0 +xT1FhwvspBP7hkTxvqFkb7RMjwt0uey5RYj1dz6f80Ef47G6/dRtGvqBwnTx +Y8u4MIXpTJ+bSpGBYBURpeVY749TzZtF8P+XJiXqV3CBW1d7VjgF9VdYOs/D +iAvK04I4hohvPFpiOmUVF3T1NQ0OMnCeTQ/bV2jMBds7n1MLaIqoVmTnWptw +oVviwiiToohISyp/wBT5dNfGQwZxftROnbS1GL/TxI2zAiE4Tk7ELl/PhR8f +bS9N/BNCpHvQt08buPDxc2a2z18h1LbUu50w54J2QEvxu99CSNrXzZq3iQv2 +x749XTchhFtOPV6PLDC/8dHhsl9C4EPTuLcVF3z6vmgpjQlB8PT0RbHNXJhp +UX04fkQIf9MUNpXZIF/E9z0dHRZCl1nypL0tF3J0RxZ7DQnhA931aMSOC6UV +Oy+9+YHnfypnXNjKBe+z5xXXfBfCHROjQBNHLuyvL7xW8k0Im+kVTp+3cQHM +4tfM7heCxX6FzdE7uNA627A7tlcI2pf41prOXIhecyt75KsQimuSd7xw4YJk +xcBuz24hBPRoBATtQv0cHNJ780UI2x1upM1040LV0erpazqFYKokS+7t5oLL +k1V/StqFoOm376/rHi70ehwbnf1ZCLqexWaUJxduWgT+i+MJIUibnXXdiwuW +x5TkxjhCMPj+e9TKmwu8keOGe9lCaH0p7vHdhwvt9XH7WplCqBmSaEv35YJp +2/ob69qE4Bsh2Gm0nwvrzK4P3/oohFP53b1sfy5k0OU2cz8IofDYo+iIg8jX +2a5Vie+EUKF3TksjEOuZWLT491shBH9z5T0P4kLCrnOlvm+E0P9hbm7AYS7o +p8w2/fRKCPPl2vbJHeVC0RJD9saXQtBpObvmXjAX5Ay+xla1CGGrhqmqWyj6 +Q9nidWrNQuBY9knTx7kge+X31PRnmK9bpnhhGBc4M5zYwidCeJKwVtbmJOpR +zORhYBPmO9arNhTOhaNJN0p5jUJQa87ckHWaC23XMoq2PML66pgfXP0f8t9Z +eKcOhHDRYqzgcyQXjMt7W7QahNC7rqw7Jhr5dsdm6NJDIaxev3+FViwX+g8s +VBevE8LdIN3UN3GIu47sPX5fCBG/fo8FJ3BBTHNZZc89IXT8e+OnlIj5m+6W +cq4RwqbS2z1wlgsSS0eDn94VwgytvCM+yagHqZF+wyrM7+p5cclULpTwnAJv +VArBzORy2e00rGfFXOGs20Kg5le7OmVw4WvShryYcowvhKvw7xwX+qIbrUbL +hNDuJ8+/moV8uppLe5ciVvWstLzAhbLhl8/eFwtB7BlJ+36RC5eit+aYF2E/ +YwzDz2Vz4Z+3RnhVoRD+iyJHjXPR/65v8le/IYTAfq9jn/OQf1srfc5dw3y7 +58XH5nNha5h34JQCIbDzfhZoX+XCgK5bzNErQogx7WxpLeDCtdNZN79cFoL7 +t++CY9fRb09OZ27LE8L6DwrrVAq58MjokXxTDupP1f1s000uWJNbHiuyhZD9 +t+mLfzEXVmq9rb1+EfuVssVqRikXsuIWqshfEEIT41ftvTIuvOkpSYvNEkJ9 +dKOhezkXyj12y/46J4SdJlUNIre54CuyOm9fhhCmb2/eVlrJhZSva1a2pQlh +z8TUMYcqLsgo7+Nbpgqhz9G/YOIu+nlNRUZtshBcUsZd82vQj18qbl+ShP38 +WL7Aohb7H5yjlp2IfNqWPjJwH/3k0UqBxBnkt8GV1nN1XIhp6ft6Ml4IVpe5 +davrMb8b5dyBWCFwH1ne6WjgwuP90Z93xwjhwPPOuwmEC3G6PoOvo4RgySt/ +rN/IhUAxB6n1kVhP7Vv8T4+5sEFuo1FlhBBuf+ZPPf2ECwv2mgSonRaCk8Ym +44XPuHBu5orKc+FCiF3Ycfzlcy6cMNVmTD0pBFGZu01HW7igOj7PIzQMz0vB +XOWXXNDbLf6i5xj66eYpkY2vuFCY0G+2MxTzG40c3v+GCz/PNTxrCRYCy8g0 +cEYrFz5ditppelQIjWuWj9e+40JU9fKJW4eFcN7QL8njAxeCGW+uzT8khLrN +XF2xT9ifXAe39ED05+I0TkUb/u9K7YIpAajviLgsZxb60xJ6NPiAEErGG1yF +bKyH0+L3X/cLQWW9id5NLhe0NmqDix/mF/tPyp6P80ZGtLZlnxAcRqdM/Pr8 +//lUW2/qIwT5B46Dlzu4oFK35m35XiG8m9L/0+IL9pOZMajqhfEKWhiDXVxQ +sqtWPuchhJXMXyoXvnKBZVqwfeoeIRTUB1qu6+WCXZNT9rHdQojiLg/v6UM/ +EHk70OcqhONelvWp3zCe+ZJb3HYJwfBUicSq71zYt2Jq7WsXrPcud+/2H1xg +7KtbusEZ+7fYuyVhCPn4UaumaocQjsyqN132E/VfuNVq0XYhaNj617FGuLDq +95Kei45COEEFWESN4T7xsypD0gH91u0pT2sc+3H32+bT9kJYkXYs8v0Ezu+9 +r2WGbYXg3Ry5LPwP6kd9Z8feLUJoMfr6XeMf8nvOGfi0GfUsWljzahLr6+da +Ym0thDa/xrOhQi7kr3x19aGlEP4lmgbMp3kgXsq5oW+Bfp4r7/qcwQNBb3RN +wUb0n5d2Ow6L8KBG8fF7eXMhSFv3uSpN48Gz3ecnEzZgv82+Bj4W5cHczj/L +/60TAq/HIuWgOA+kXn4PDVqL/uwn9UBekgerzQ8+7TQVgtvIyp8NUjwoCTqq +5mQihLO1LUZ+0jx4EkadbTYWQkLPk/gZsjzYnChLrVklBInbWt0PZvDAtuVK +5G0jIfRs+GPnPZMHNnvLZTQMhSD1yvDJdHkeyEUYlVxYLoTQSL7lPQUefLA0 +cpA0wPqnjn3ymM0Dxd4SkYilQqheFH5EQokHjYnpTT/1UA/HjyrdVeaBkmtP +2j5dIeRVcV/vnof5xhTvZ2sLYVz8fqrofB6kLf9oZ6eF87hUfHelKg8mz/mu +b1wsBNfmN0auajy49m73WiNNIbw9JzVvqgYPMudWW5UsxH3B5JFMxUIeaOf7 +71HREMKZnz+kd2ryQD/hZFSGGs7X3vNKU5bwoHJqd+W0BXje/oHBLS0eLLG4 +/v3EfNwvXHY5O+vwYN/xGsPBecgXw+MJtB4PEl7MTtw7VwjLFOSflupj/YOe +97cpod/oGsg6LePBeEaj85Y52J+yt/uo5Txw8hVpJYq4bzwZbi5ZwYOmuWed +DBVwHyk+b7zDiAe6Xdt6i2dhPxJJtXAlDz79cI1TmYn1yTm0tsSYB7sDryw9 +NwPjkyp6v92EB7WZKj2isuifcn4hQlMeGGW+Lw6XRn7wKtVL1vIgOv/h8WEp +ISy+Esffvp4H1/s+bdsnKYQ3yT03hBt4MHJjvglHXAgXmB/DSsx5sEgsU2+r +mBDmVjnu2rGJB1s2LtN7Mg3z3brHkrLkQXPKqPHqqUKI7vy3vtSKB3vnchwq +pghhSZ6OpdNmHuipdYZoMFD/VYM76S08yPk4rfASJYTDzpZhZbY8CDlo0Skt +FIB//YobzvY8YM+9rBUzKYBds+/zGA7It3mSEb//CuBKzke1ckceZFxP/Bz4 +RwCNJ84G79zOg86+OVu6JgSws4/zTsQJ+aFR07RzXACyys/X3HbmQV+Sm/Wb +MQHUmDtUu+7kwZ1dEuyNowJYeuG4sagrD84/fRj64KcAgqzXtdxx40Go+OH5 +S4cFkJlS6OvuzoOzbhofbgwK4GF2xQwJD8zv9/tM5R8CMCpwfV7tyYPeOac8 +0wcE4MoqPeu5lwc7JuauFv0mgLzgq67TfXhg8ea2yqk+AZwtWrPq/j7Mn2Uo +M9IjgLfFkQt8/Hhww7FYcv9XAWjeClSc4c+D4RCxWZ+7BLC3Z6pS/QGMJ2Lr +4h1fBHAi2WrJ/gAehJeetnrRIYDgDys3yQfxIM8oLXhDuwCODn8IeHSIBy27 +o8ru8QVQOmfBtYAjGI+745AuD9+Pmtc9J5gHrJDJddc5AjD2fLH8aQgP7Dv/ +y1FiC+DkN+3UI8fQXzpYjHSmAD46rR9XCeNBetXUUNE2AUxjiR98cQL5m0WP +nfoogJc3z3w/Fo58et4SMfpeAPN+k5Map5Gfie4KB94J4CejUqE1ggf9cx/U +drwVgM/fXQ2nInkgBux9Lm+wn7PJEa1oHvAq61XfvBLAaFrH8rYYHuw08vi6 +6aUAGrIJHRPHg9fJcO9hiwAiDrpzlybwgP+bmbm8WQAtpg8f887wIOph8amS +ZwKwMePcSzzLA3q2/pEFTwXwrOph7cpkHjDs9x252CQAteeeT7tSeHD8+pbT +Mo8FsLnmRXt6Gg/KXT9nxT0SgFv1X9F1GTwwq1W+PwkCCPn302TgHA8WCwQ9 +wQ0C4DXeCb+UxYPiw3FqAw8x3nWmLRYXeODhXOG3t04AOqVpGqMXeWA8GvqA +fV8AkqaVZ69m8yAsma3oWCuAdVr5QrtcHtT5tf3XXCOAuFuu//3L40H3C/+x +9dUCuD/ZM70kH/14Mj2ktkoATxw3FTlf5YG1+WZ66R3kX1ew/dRrWP+utIs3 +bwug7tuxKVXXsf5L9prMrxDAZL59k0ch8sWloe/8LQF0GE+mSxdhfvfzr0mX +CaB1OPLgw2IeeGaJ7I8rEYAD9XmbfykPFFb0GwuKBDD1srzV7Fs8uMK3VQi9 +KYDiKZrWT8t5sJSvI/h+QwDy/rOcg29jfcJjhn2uC0BX4vNhtTvIX4bjEK9A +AL/mJlx6W4Xx1GX82XFVANkc2denq3E+DJvLvs4XwIaIEzK695CfP7yWWVwW +wJYNT3dzatH/hQO7G3KRP65jtWce8KAg4HOWUY4A1kwTX7DqIdY/biWr/JIA +LMIZ57/W8+B+5k9NzYsCGPzVqZgF6Hfd06PyzwtA9HZpofkj5MeTuB7FLNRL +x26zn4080Iza5ZJ2TgCWT/70X2niwS/fuA9iGQJIz4q+Yv+UB9+aRN0i0wQQ +nfTbS/AM+dnD+fE7BfXStdvgVjMPsuZSyUeSBdDcVint9gL97O5ho29nBSBy +9de4xCucj/90v+1NxP6c0P1x/zUPLmwyKOUmCKAi33nY7y0PDPknQ3fEI983 +h9Kz3/HgPwUx29exqLeaRJVn73lQtvaDnmWMAMxUzluFfuTByps8ZRIlALn6 +SxEL27DfVxbMMo4UwJzX5x9/YPJg5qk8xTsRAriZlDIrho3Pk+wWaZ8WgMqK +qCPLuTw4pGaw/no49pM6yuvk8SAldZPPvJMCGNf22pHxGf1xUVzW+TABXB3Z +yt7QwYPc1cNvZY6j3jPWHxzu5IGlSozimVABhG0ykLzaxQOJhab7GSHoX5aa +97Z+5UFigcLTk0cFoPVR9RDVi3zul9UbO4x81lI1ut3Hg3aHxVcDDwngR/Qi +cY9vPEjS2TW/NxDrN8+wT+Y79vfNtSLPAAFcXGH7CX7wwCGNsYZzAP1C5NDb +oCEeqDYd5W73F0DGi8tt83/ygElG4177CWD9E/a3NyPod9woUytfAfTqLZz+ +3xjOiwDlyUc+AojfFGGydJwHW1/UPTfxRr1Z9Ie2T/CA2uKZX+0lgLWBvpD2 +B59bikfqewqg7c/4rA3/UH+zKgOK96Del+QdG57kQbWUk4+6O/J3pUvPVSEP +psWP+ea5oZ68tLwdaT4EcpNCFF0F8Ld31g/GFD60+MxJSd8pABCdE1slwoet +4RcrJV0EoDS5con3ND6cCBNtj3USgIToUfYsMT7I39s7h9ohgNt7X1x8Is4H +09SS3Se2CWCTg5l3qCQfdrqxykYd8Lw0y1RzOh9Uwr5PC9qK8TDT1JjSfEhZ +33Wgzw71M+gvf0aWD7+n13H22grgVZqf/Go5PjDWBDnxbQTw+W+i2reZfEhf +IuC4bBaAfdB701x5PnD1fQ6+t8L5qGXubavIh/1lV0XtLAWw6ADnomA2H2T+ +3b71fJMA7h3OY1co8aHvZJq7+UYBME4lLvGcywe/M2uUGswEsP3ltVg5FT6s +i6puX7UBz+f3/3g8nw8nm8Yqq9YJgDb08AlZgO+X/03WWyuApFdT+xap8+Hm +5abgYlMB/FfEDWNq8GHhqO0+DRP0s6lfFRMX8UFROssr31gA+gvVH5ss5oPI +lgv7lVYJYMgi6+T3JXyom+54MssI/aJ0zYZ8bT44VDVekDUUAJUxb5aDLh9M +8r42nF0ugGETo1GGPn5fp25omoEADvYldNxdyocZj9boRi0VwG+2AnefAR+s +6w8ET+oJwM6h48vsFXzwjjJ7elxXAIuT+yZaDPmw6QiojWoLIODNUuVTK/mg +PPj5TJCWAGbvrN2sb8wHT9erf/sXC8DkQGR8x2o+fJxDH9+nif22TG49Z8qH +xOR/go6FyH9d3mKLtXz4PCc9bbeGALgeR5In1vEhRO2hDksNny+wE5Zs4IOZ +5Mn32xcIQOPO4dO7zbGeq17EvJ0vgNxtfAnZTXwolS5Zv0VFAFJWWdcbLfhQ +8HOW6PO5ArBtvWATYoXvW4szzZVxn1nWI9TczIfs4zFVMEcAiSUxj9g2fKju +jr5kMhv1fvpwWrItH+CXSOI9BfSTofKD6+2x3nJTY5fL4z5mttZpZCsf5C5H +JlbMFMCNGlXbQkc+PKSPZ2vL4bxJdXbYuZ0Pete7796URT+Y0eUl5cSHVwPP +WOoyApA59SwSnPmw3Xyu+JXpAkhVmFJ+ZCcfmmTazeZKCaBJ9WLPQles9wPZ ++IsSAnjHj9djuaGeSks/zhLHeXLufVSSOx9at5TrpYsK4EJ0eNc6Dz7kT1PI +mD4N6zMcvW3Ekw+FZu3CMyICWK767U3hXj5c9pc4Pm2KAA5tr9q5y4cP8b3p +f6JoAVxv5Q1N9+VDxaLgeKFwEu5wDmQ98sPzqeUq4YJJyKlxtwzx54Ndyloy +8W8SDhXem7bkIB+eJC84GPJ3EnwHj73nBvDh1O/taj9/T8LHj1dupQXxQWfN +p87AiUlQvbw8a+NhjLep4Na3X5PQlLQsceIIH6r+3YvyG5uEfV9zksqC+bDX +YaZX98gk1A8ezfUI5cM9/Ts2Xj8noeD7g/uzjvPhvUjGus9DkzBl4ZGu52F8 +UFp7e43b4CT0s7PnnjqJerOWsGB9n4ST2428lp3iw6rMPBengUkY+7Spuvs0 +8jnZN+R9/yTU3WyRz/6PD6MFPrlb+yZhrdTTaLsoPkhtzHr1qmcSpDYbCxkx +qMfPI2I2XyeBXbgw4V4sH9S7T9s975oEf78klYPxfNBoWn5505dJuPwhsFH1 +DB9yBmQmGjsm4diy10c/JiKfXsu6rW+fBMknpQaJSXwYZi9vqedPQtpHMeHa +FD4oRIWamfAmYXvxV+ZIKn7P8FNTLWcSHsdZkKJ0Phzy2epgxMb63F1Svfsc +HzJiOnuqmJPw4Xj6PbksPviIJCYsa5uEN0oRz56dR39y3ri84uMkLO4Y6Qq/ +iP73Q7pX58Mk8OWGZQyy+fBhbU9hybtJ+PHrmFVPDh8u3W8JWtw6CckfzqTk +5vEh9l2NWeGbSZj8qdnpkM+HuZNF8zVeT8KlS9vMRa/ycQ+/PK3g5SR0yEjf +eVjAhxqnrPH5LybBO89F78h1PswPTPyZ14z/O7OiVrOQD5TfyXHl55MgO++a +Pe8mH1bf95mW/RT7dfnGaEYx1v+TxfzZTybBz3nNTatSjMdortn5x8i/lAO+ +gjI+tNt+CZzVOAl/k5YZ3i1HfWVcupFBJiEvO03W/zYfAk6afpWFSRClEn/P +v4N+cbp5aWr9JDydOn/oYxX2Q25t7PSHkxAx+j8KrDyuhr8Lt6Ad7ZG0qkRK +Stq0SZR2RShFSql+0aKN9qIiEaVVItoopEQdoiSUUCR1587VnhJxd97z/vl8 +5s7M95zzLGeu80JW4whM38mnZbVgfVLKS6yaRqCl+4O9MG60cvUX1jCaR+Da +8FzrmSYudC8td73TMgInDk4aCTzkwsZYt3N+T0bAo6sV0h5wIcqkqn9l2wjc +uxDktOg+1lNUsa4PRmDdxu8TyQ3It2/WORnPRqBexTqbt54Lij5ZPFufj8DJ +kUCjxDtc4N0Tl7DwYgT+DHv/+FvLBW9JadGazhGYKFRsOFXDhaUUz0rfrhGw +y6mK41Rxgc5v7yjXjfM2YDnF3eaCzptJ/t7X6E8CyzawKrkwkWT4Mu0t8jNp +VDrmJs7jP4MC0170v1VxAowKrHfkW9SvdyOQ5f6W7+R1LmyRtz1c/X4Eom8N +Cvy5xoW6UC8v348jsO18iUxkGRfE1NYekRtAPqXL6CyUYP3pNbG9n0bAQMTK +JbwYn0cZLUkfHIFDhQqnfhZyITF+sMdsCPO8vvLe8av/10uG2O+vI1Db/WX+ +Rz4X7KvnPWtH8Pf+TcZhV7ig+17uwWFiBNx5jc/N5XFhSdBfeXlyBI6v8JkM +vcSFva0Vue9pyI/1Gk6zuVz4JCssnTk6AntasttCLnDBs0Ov0nIc9wGL84bf +z6NfiCvaMCdG4KfZ2pbgc/i8ne/m66eQH3r7t89kccG1ybb26MwIOJUofz2W +ify9nR6hNDsC+//GxE2fwXqDztt9nkO+9PuqHcvggrmtz4YL8yPgXTEwMJXG +BYlzXMUdv0ZAZ6L/YlAqF9afCVDk+Y38VPPaO5XMBbe0svXNf0Yg6UugRlAS +F473VdqGMfD9mcx/kwlcOP3odJgmC+9/KEQGnubCtUzNWwQb/ZWS/3YynguL +L96cLuDi/M+UtwfGIZ8V6GYu/5Bv+mrPJmO4IBOzulSIlwLpfgqvAqO58PDX +KtF2PgrsK878MhnFhfIvvzJiF1Fgxjvwd2AkF87H3RDftIQCN3WaVkyFc+GI +mm7VtAAFFC8etw06wQUV1QLHG0IUsBC+cnoqjAtfO4Z5vUQooLlKBYL+48Kb +fXzPpcUosG2XpNB0CBesdQUu9iylgIFiwIFjwajPvO+hGcspQKyQfzQdhO8f +eOhpIUGBsGfrFYMDudCyzc+VKUkBh6Kr52cCuNCmTd97T5oCCtoHBUL80f+I +sJBjshTo4sSe/e7HBY3a9zlqKygQe2FKKvQwFyooCk+HV1KgOLSmataXC0bd +bn+vrKJAv8Jj2/98uGD4ONLOeTUFpNfIzs15o1/zpd0QUqJAqkhrWZgX+vls +suhzZQqc2VvtOb+fC6d6w5LjVSnw7tLXVSf2ceHMb6clm9dQwMbGZfLnXpx3 +vXLBnDoFlv5eDOF70M+dxg2rNClQuI5RsuCOfqx6ffSQFgVyjq9Jj9yN/Il3 +K1+1ngJ9Tlkn/7hyYXsNJ2hAmwLnnDROnHThQsi/UqsLOhRYz/oTyXDiwrtX +Jpp2GyngOkhPjnHkwtr9H+UXbaIALUrjKmsX6nlRkEKbPgUEvFKa4+y50CH9 +d330ZgqoyQhROTvRT4hcO70tFBha/1Di9A70/4fqUTNGFBBaf8bh33YuXJpo +vVtpQoFPpfG5iTZcyH65l+5jRoHy5bkjvNu4oHeTsUvenAL8Ys/1U6y4IPWh +tL7fggIUxeV5iyzxedd3qVywosDO/khOmjkXTP35r9ttQ/48mg8R2Ir9/++F +zuLtyD/PpIkzppjfy3Jfgy0FWi1VgoVN0J+uBkXG7qTA4X99jCwjLsj7uGob +2GO/Fc+fF9uC/X+w89fcLgqc192tnbOZCxcnXV5WO1IgFJT7lxtw4btLcNUR +Z5z/voW0i5u4YGVReFXJlQK8F16ZS+lhPgoM5w+5USB7tpTvii7Om2Vw44o7 +BT4vOtEjq4N6O1bZ5rKHAj99LSquanPh1h2dcVFPCshdFkiSX8+FGZkPCl37 +KNCt3RFQosWFMnruoZQDFGh7HLVHcS0XDG6ENG71psB8zwrncg0ubAsLkGEd +xPnTa1xU1bmQdDcxrdGXAlqdWgduqnHhaWML3/HDOM/Xl/7TUOXC9IDM+fVH +8LwF37KqlLkgGHBFY8KfAj6tKxvWKSE/Wox7K44if99sotStxnrVFqcdDKLA +4r3aMroKXHBh/9khH4x8+rHI4548F/7list/CqGAx9rmUv2VqGczD/bF/ygw +dWnbj4dyXGh27Zx0PE6Btc9v2RnJoh+qHx4TDqfAyE5K3WNpLniJbZjvjKDA +qscTK7ZKoR8f0BROiaKAXvWz808l8PmBbhvNoylQWh0gai2OfMis92fHoP6d +P1/sWMaFTAnL6qY4CvRsEFfZsZQL5N4lnPBT2L8vy1q6RdFv7/Ee0E2gQN5E +3z4HES6MRup3zyRS4OvM7kXvhLiwiVG2vSqZAlfirzx0FeTiHmnTdySVAt/W +5x3vX4L1XlQPUkmnwLpL9gZ7F3Mh2mObOCWDApI2LbxD/OhXetc6i85SIPzz +8IAXH+4n8SaZe7Mo4Ee7/4Dg4UJ8luwB6XMU2MwxKjr8jwMTjQam789TIPpR +SOYYlwO5rvlaORcosNCwKzmQw4GjzWYauy5SoCr+Y/IMiwMBW7X0hPJQT/V8 +2f8xOfDExNu+8zIF/o5+LPlJ50CFwNCJlHwKvLm/oznyDwcSmOW3La5SQPfe +/iHGAgdeHH0wwy2kgFuMiED8Lw5I1EmaPy6mQEm5u8m/eQ6orH5WFl1Kgcrn +htHJPzjQJNm2dPM1CthH321dPMeBoVGR7F/lqM+9LSJnv3MgZ6ZGtqEC+cd1 +PyQ6wwGhxLKG0JsUeMqb+CxnigPnGeOe62+hvrkGayUnOXDhTvryqdsU0M6O +vHplnAN5rPj+W9UUYGw3lVg5xgE9gze3j9RSoKYr41LJNw6YNEVmqt6hwHiN +u4IyjQOZg7Gx1LsUyM+quHuDygHl31+jyxoo8J7vPztNggPSh0vSvO5TYK62 +8XvNCAduxLdek29Ef10TeVVnmANaRVu7Bx8i/wVrHO4PcUBWToWvoBnzaH63 +sOEXDvzbFbjDowX5GB/W2/KZAyWXpEuknlDA2ZZdvPUTB+7ZaPJ8aKWA1/ef +J9r7OWDQev14LuD7RNxdtn/kgM7u9HmnZxRQslDc0v2eAy/9PiYsfY55ouGk +4djHAbud51e9fYF+eZBc/b6XA/IHGl9mdaLe0wZWe/RwoJlul2TXRYEUw7Ua +X95woDfKeadQNwWSpD4ber/mgLj+S8Wu1xQ420I4k6+QH5n1izLeUmBHl8UJ +/y4OvP4oxrDppUDF199FU50ccAslmIv6KHDvCvdtaAcHzO6tFX7xHvt12V3w +13MODOBXbspHCmTFsO1OtmO9lWs8rAbQP6kzl9lPObBq6VAu72fUY6jGZAJw +QPC86Neng6g3uL1tURsHNiY/1k8cwnyNDL195gkHzm6fLDIfRr3oRkmJPeaA +jGG++L8RvP9S65ncR9jfu52X2wj0A1OrxTLNHMgWi9E8TaJf9fJmFj7E+dTe +fWX2jQKNM0wZxUYOeE8ci+GOUmDWQLO24j4Hnq++a9g6jvnvkLlT8x4HNGtj +F52aRL1/VJirrcfff++lmE5TgBtKFG+8y4Eg8/pXnBkKHGnrdX1Yx4Gwf6va +n8yivx+ZXG5Sy4HSTNlX8T+Q34LrPkE1Bzy3lo+Y/qSA6M6LN7dVYb+jH/Nx +f6H/v14V/+oWB3wvBxi0/qZA1KaufY6VHOD8qow6RUd9ql20/HCDA4/mYzvN +mBQwsY7W3VvBgfSZb2p/WRRI3BStMVzOgWirsdw2DvL9ao76oWuoL5dEsYS/ +FDgg/0R7vJQDDqZfXivyEHDjANs0uIQDncJWcjy8BND57HfPF2F/rRnHCMT3 +7t8OjyrkwNxlbudTPgL8pSSK2AUc2NPguracnwBad2p3Yj4HDG0YF5MWEaB6 +6i/vkiuoD945/kOLCTjUF2+ZlceBxDzDeKslBAiGcs8sv8QBubvv2SoCBDxi +nvp8ORf1yfMsmV+QgJ3yHB35Cxyo38Iv/g3xq5jInGvnOWAsUFj5QoiAk0/G +/6w5h89flW59U5iAD5nO/jVZqAeNrvE0EQJSs+uGdTPxfZ99LvmLEhAcyDnw +8AwHFAnn7bZiBNx6ZfzNJAP9Z7aAR3MpAafc/cOfpWF/7hm1Cy4jILIxXtg2 +Ffk4silrEvH2i3FVb5I5UKB0Zn/3cgIG83ycXZPQH7QMN9WIE+Dmv/bfpwQO +7Ku1lMiWwPrqPzR6neZAssdtRrAkASnyXhG0eA6cGTw25iCF53N9bhwYx4El +Y9lDG6QJYP3lF5qL4cCt9aKfl8kQIPd6FSUiGv3Ge2roB+KNviKtrCgOGK3T +HO+TJWDk2NvriZEceLWtk3lPjgDiss+FJRF4/v0dknkr8PeZ7WnZJzjwW0nd +IHIlATwLP5IljnPgnM2kl4c8AfWnJzMK/kO/jF123nAVAUP9VXmrQ7Efx692 +yCkQYHNTp+pGMAdivmQsYiGeLYju0DrGgcGAIbuh1QSIeCVP1gdy4HJ3XsET +RQL+ldhJGx5F/j548L1EiQA/wd4drf6YF/0mdgnKBAjtFEu1PsKBlVStOz4q +BEyL8r98dZgDbRnJK6xUCbDkvSPufIgDO+Kss1XVCAj7IOI34IN+ExK6ZPEa +7MfGlW0HDnKAsmzRmTHEAl0DijQv7K/UYvEudQL0t5ufDTyA+tQ+UV6lgf3w +dGHN7UM/FNlllKVJQEiDcHiUJwcOHLr0OXgtAVHso784ezjAJnckOGoR8HIs +MC7FA89jHqKtuw7PryIiIuzOgQ9avDTx9QTEe9ldv+DGgVMei6/9Qhxju8ZS +1pUD/JGxfv3aBMzlXB0vccZ5bPHVbdpAQO3YjctqTsjX3S38V3UIuMveZl/j +wIH3Mekjsbqoj4STgnq7cL4HOp8e2EjAcWXjt812HGivi63eqkeA2qXMq+Y7 +OXBI+UaR0iYClqX5h3TacqA10DqPT58Apduvdzhsx/w18sz7hjijrmndx20c +mLYeK+o0IODadk2Z/dYcSDWZrr69mQCOmrwgaYl5/uHos0xDAvaxzvEGWuD9 +bQcpwVsIqIs+zfdjKwcc698tcjLCfrtOCZ8040Dh/icbNxoT8GtL78q/JhyA +cFV/SRPsF0VLL82YAwK1S67/RryLyXIWNeLAuyb/0U+mBBzdYnbykiEHUuy2 +6baYEbDVee7Gys0cuCp7Lbl4KwGyC0u/lOtzoPx97NfT5lj/p6syazdxYJNO +v5mvBQG8d87tq9/IAQZxt9LakoDr6yZuGupyoK5IRFbdioDARbcYbRtQn5KT +5wWtCbg689J1uzbqm71j6TTiioIdD96u48B1gfWX325DPbSqK7hrcaB45qJq +vQ0BEst8zn3VxDz0Pv3o4nYCXK1/LvLT4MDm5XMekbbY32VDKdNr8HrTKHvP +DuSrhpxwuBoHeAUO3zbeScAO61v5LBXMowcBBxTskP8y6euTlTkgFr4gy2NP +gLDnvS4hJQ7Q6UJDJOILsDY4dzUHQum3b3bsImCMZ0pmhQL6+Zr3J287EFD6 +4UfXNXnMyy3pLlmOyNdZk2TNlRz4RHbohToRYCr4yqpeDv3mS668izOe7/Nl +4S2yHFj9cUpE3wX9TfraIEhz4L/UPn5ZVwJyT47etZXCeV/bzs9CbPLw8Lle +CQ7wDdsJD7sRYHVW7sQecfT/uRG5p7sJuHOb15uyDPmWza9T4U5A45tVLgFL +Mc8CH+1K9yCgrS7Afk4U/cmE90TgHgJ8FxG7TopwwKd5qHTXXvT3synu/4Q4 +8CNv5wcdTwKafjsdyRBEPaTbL5PcR0Aan3X8MgF8vjXp+gfx6sB9hfmLObAr +cWnp4H4CFtMugeIi9J9f7348OUDAxNrv07f4cH9z0bK/5oV6oh9W1OXlgLuL +fF2KNwEHl/zxbP7HBovbN2QCDhJgvry8yOIvG7REX2bY+eD5ew996+KwYdGm +FJ4NvgR+b23Rd2Gzoff9YKL4IfSjfcpZg0w2FJS/FvyNuKZwxaQvgw1x7p4F +nw8jf+MVHaf+sKH6RorOEz8CrrTotpz4zYbDNvY9ZUcIaFlur83+xQb69/qI +FH8CzhgH30r5yYau3Y0qAQHoz79yNUXn2WCl6/nZ7igB3YxH9XlzbJjaXHJ5 +QyD2YzFprjDLBifF5H0SQQScHhAYuDnDBslrghp/EO/UXBu+YZoNE/9tZA8e +Q79uspZtmmTDBRvuQGswATct3dvNJ9gw/Cm4pTyEALuU/RFdY2xoHE68mRZK +wIzRbm2XUTYILDUuCPwP/VrV7PsgjQ2DilcvOoShXjmSDw6R2L/u0ryNxwnI +ShlImibYcPCFfan0CQLeRCV7RFDYENpx7S4TsUWetB53mA31qaVdw+H4vsJz +Uulf2XD6kc3kswjUr+0Ed+kQG4zk88UrIzE/96nO5g+y4YDvJcvMKAIML5qO +Kn3G51mbxISeJOBd3UZa1QAblsTkNLtGE5AQzDOh18+GnkcX/m2OwX3jXOWv +xx/YEN9q7igfi/nVp7zE5j0bvpqU3PiH2ODPf4o979jwaqaK71sc8rn1vPme +XjasO+N/tCse+zcW50+8ZQNv54f+2lME5G00yAt8wwZH7592uacJKD/Y3PWz +G88r9PxlZAL6wUb+RfGv2DB2evuufYm4j/hLbl/cxYYrJ0993pqE8382dv58 +Jxvya44GqyYT0M8XNyLbwQbbD4KCgim4n0y/1S9/zgbZW941M4j/mA3narWz +IY0S5NGXSoDo48rf95+yQcVgg9DDNNS/mqaPGeA8faqeF6YjH8wO9nW2Yr0r +h9MSMghQeblzp/MTNtTKdzv5nUE/Th19OdjChoVVx5V3niVgfrOuw+FHbND/ +9J6lnYn6u64xONPEBn/+H0MSWTjfs6+ORT1kw9l9r17QEcMdycU8jWxounyw +8Ws2+lk//82z99kgFXq/7tk5Aja359tL3mPDp+KOusrzBGwwfMsormeDw9CV +xqwc9C9Gea36XTa8JDU6wi4QYNYtGVBfx4Z7wTFf3XPRD8OUNI1r2XBGL5tt +fJGA8Tsdc8+r2fDxu4+K0iUCku142xyq2KC3l+G8OI+AaoG+i59usWHXOreM +KcQra/RCfSvZMKp0oqP3MuqXqeo8fQPf99NdpPEKARebr2+JrED97vu3tzCf +gNHaWo1/5WyYl/jvTkIB5kmxucLZazj//psiR64S8MTec4VkGRuy998IsytE +fifR5UtK2GDqc2xYpwj9kl9ujUYxGwJL2C7SxQQE5DfrNxSyYf9b9x4W4jb+ +T3YmV9ngVx3rSpQQ0Lf0eEBHPhvGZ4NGOkoJ0ElIzXS6gtfdNU7UlBFwXn7Z +g8E8NngW1IvlXkN+Vy/9dvgS+sUJgYaocgKWLCSunM3F85WuP3DgOgE+bYf3 +RF9gw9EBpWVWFZiPfQ8K+XLQH/q/vdK4QYD2wvFv2edwfntissVu4r45W6Av +m80GQxmKxy/Eamc1ssoz2TDzRmbtYCUBUlnyE+vOsqFlszI/3MJ9+MkJ+4cZ +bGhf+u/bjds4/zGtRot0Nhgsb+jJrCLAo89yzetUNrj/MXwaVo37rU1jkXsK +GyLi8x551CCfRFLkiCQ2/PF62WJai/44c7soKJENzh59z1XqcF+7p7bm92k2 +CCnf/yh4h4DYNQsPEk6xoTkm5Pss4rfLpO2F49mweBXv0v67BHwyThvPi2VD +zfPQzY/rsd9hVpmKMWw4sb7Jv7wB/SPWblP1STZslhgqzbiHelEtIvWjkA+6 +QyMh93H/0tcrgAg2nNrWrL77AQF6MWK77cLZICIUHmXcSMDTx1oy/cfRn4xF +e5QeEjDZmTFyMIwNJZdTtQWaCMg5olI3FYp8H/ia9x1x2yFGUmQIzr9ZetHH +ZvTXswJePMHoF0yduJZHBHTcdNiaFcQGl93rWdda0J+Tu9bIBLJhJF0kKeMx +5ut0pGR5ABu2OfQsC31CQG+tm8B6f8wfv8jK3a0EGF88yNvkh/w+w2tj0kYA +MyCf1+owGyKjwqeVgYA9LIbAW182JE6/vir4FPkinSy114cNPjdEnOcQs9N1 +NWjebBD33rR04BnuMyv5LEK92FDRb/3xSTsBDSUL3sz9bDDuMrte8RzzfXhx +auo+Ngj/Uo7OfIHnrdx0d5knG/ZIzrsf70D+dMYRhXvYED1WY7K3k4AvIl9l +1T1QT2vd1pq/xH5au7o37MY8KRxfrd6F/mf8tcDUDf2KHrhK7BXu409Pki9d +MM84X5QXEMdfV9Fzc0a/DDDRGepGv7j7JWPEkQ3d9Kxt7a8JYDwooQU6sOFZ +4Fvfqje4bycH2vy2Z0NVHE/GhbeYr2MmdYl22I/pNQ9O9mCe3pWQF92J/Tu5 +ddK7F7/H6qbP59tiXn21U9/+DvV+54Wg6nbkzxf7Y9p9BDikFJ25s40NnzdY +NUu9x/pZIUuNrdlQmb9BjIPYk2ZU2GHJhvAP4kG0DwRELOWuc7HA+6/N9HR/ +xH3ZvvH516143lYwuddPQFWQj+9RMzZ4TWbVXx3A/cSUs2jBBPtJumgnfSLA +6UL6nQRj5J+/xL2jnzEfDbleIkbo1wY9W50HMW/4vSXzDbF/YukfDL8QUPa8 +skdlMxtS7xiHKQ4R8H5nf84dfTYED8xICXwlYFHAuIfxJjYUbyt5Nos4eeaL +audGNug274oaGCagtabuj4suG1x/sPXaRtDPo7x6hzewwaa2hn6TgvmuMFEX +qM2G3TUHXpwjsF8R9hd/r8N51C67GknFvN+VFp+khXkQ1hHpRaI+oi4Fi61F +fjWe3mdDw/s7ww9d1cDrJqa22t9wH1qm5r1GHefd/tdEehTzV/n6wQY1NtgL +vdzCRXy7b9rfTJUNde8um42OEfBx/m/4K2U2aHw+Zvd2HPdT98F0dyU23KDs +PNg4gX7UG11GXc0GtVu68SWTqC+9odYQBTbArFJ52hQBZ93+UpnymH9R8j0h +0wRYLyZE0ldi/v9V4veYIaBA/rSJxAo2vLDVs9j6HfkTNBBWKsuGTnHnNPVZ +3A87xmq0ZJCPCnHvl84RsIqvbuahFBsatB5o0BEf+6W+yVqSDeUsdirlBwGO +oa4JveK4Hzm4Tb2cR/+11e7bv5wNhd9a9tT/RL9za9ScWIr5nbjpbcEv9OOA +ibQIMTZwiFa7pAX8ftrzYoJHFPOra9+7wN/ob6ztLueE2fDgj7C36x8C/qqF +wgoh9Gvt3l/GdPT7WsNNlQJseKt9O1eVQUDSkfJavSXoT81XDEWZqBeNqnWw +CPmZUzS6gPh75656e342HApvKhpm4bxWZhp/5mUDbc20Zycb+cPw7vbjYUPY +UUOluxwC/jN8dXD+LwsyOcWz+Vz8Hq7rZJ3isqC3YlVH4l8C1uu6FwlzWDCq +2FQR+A/3l/wTlvksFpzXC8l05aGCQsuq76pMFlwuMY8x4aXCk1CX0no6C4ZV +dMLU+KhQkL3U3ewPC/almv4nxk+FuSkX8e4FFoimHo36g1jLd8UHj18sWPrt +fhplERV6Ow8V0uZZcNZfsaRrMRUu/FoXEPaDBQ/f1jxpWEIFIzhhxJ1lAWXI +81uhABWaeQ3EM7+z4KibllSqIBW/d8NmZWZY0PZHYVeIEBWa7FX7KqZYcOSM +QbaHMBW6+O0f6U6yYL77+EdzESp8uDRa2TrOAuGkD2prRakQ9fHHVbsxFviH +7D8lIUaFE6VBFz99Y8FHV+ERNuLabucLfjQW6C4Q20eXUmG9XvmleSoLAqSI +pp5lVJC641l8mmBBbJTgxublVHggG10tQmHB6eF998rF8fk7WK0FwyzIF/1s +kiVBhckVIwNrvrKA05n4NkKSCi1HlH/f+8ICZq97gLcUFZ4tbpezGGTB5NQe +oR3SVJj90Gr59hMLtgxl3N8oQ4V91RJh+wZYEOQ3dkRelgqGh9sqxj9if+0i +lBbLUWH8c9vXiA8seOmkR5tFTIyKy/O9Z4GjkfKdzyuo0ObX6J3zjgXB3ZZJ +7SupYK1769aqXhawO/MO1MpTYZfq6O+qtyyY+LnS4soqKnyVC9lp+IYFmyT6 +1yUqUGHZjOn1F90smJt4rhi0mgp60a48rq9YYG4yIb9bkQo3C2oOU16yYM9b +K6WtSlT4obn9TXAnC5IPf1yvqUyFxkVKxqwXLJBvL7GUUKHCUwHDuoznLDhX +V+bNQcwRO7tGuh35M/UlZUyVChG/JCuuP2WBuJlzwzs1Ktjn9a/RBRZ4BPGM +t6zBeb55XdfaygLa5hm1m+pUiI5ZMLZ/woL4AKljORpU6IhyePu5hQV/n8Y8 +itGkQmD5Rz//RyzYK6iw3G8tFTYNZPAuNLEgg+9fqKMWFUR/+lUkPWRBWYTS +wJZ1VBB7H2i3rJEFL1STbVTXU+GgW96f4vssWN+v1iqmTQU3N/KW1j0WKDoK +mTEQ77vr4t1cj/100+0gN1CBz4ZYsf0uC3RqC93f6lDh73zWlw91LDBetXO2 +SRf1lOd6zbeWBQ2BpjnXN1LBRUjv2Fw1Czbvi9xyTo8KlTqaJqeqsH/3FyZP +bqKC86jecpHbLPA1eVxxSJ8KZYLOUwWVeH/TqyMOBlTgjz71Sv0mC7xmlXS3 +bMZ6JB7VPajAed98xqdqSIWARp58q+ssmL1eOyy2hQpUC9e0d9dYIFZHPmUg +DrtUE+1dxgLeTL9amhGeL1v4+EwJC2R5Nl3rMaaCpHBIaGwxC+70OxY/MqFC ++cy7MMEiPG9f87UbplQwkNSPvnKVBXqPjtflmFHB3SsvVa2ABVt3x7bHbqVC +Q/Xc5XtXsD9HP1COmGN/h6xrLS6zYG3bqcUuFlTw6Dn/sucS+svK2E2mllTI +9esZP3CRBao2rwI1rKhAO8UjNn2BBbAo+LaENRXyWSqGMTksOKl0eI6LWOjx +Jn+B89ifg3e3Tm5DPZXpFl7OZkHVGZcrH22osP+s7AfVLBZkH7b7A9upcG3v +2PJ7Z1mwv6nQu8aWCkGzhW4WZ1gQZ2/de2UHFR6u21TUk479HN+2I3kn/n6+ +dvxAGgtyXa+9CrGjgo/yEqPpFOz/bg83T3ucX7FpTkwy+lNjwOi2Xah3a8cp +gSTko2l/gq4D6o+5xe5KAgueNJSprHKkQlIZ647aaRZIDL98K+CEfJHNlbsf +z4KYdMekX4j1rFjplnEsoEfqm1GcqaDMr8/qjWFBfXgs72sXKvwxMT3hHc2C +QVvlnoeuqJ+e5XMzUTiflrUV192oUFh6NywuEvWVl5d4fjfy55wMXSiCBdSS +Q/6x7qiPU9bJBSdYsKYsb7e/B/qRq76ExnHUv886e9c9VBCeG6ts/I8F72o0 +7LbupUK1gafFtlAW5OzIdNHypEKr0NmR98Es+PHPzVdmH/qnY0SS7zH0z8K0 +GL79VFAcl1v7I5AFq0nFwlnEm5oi+k8fZcHnUtXnXw5Qwex6WrpYAAvkCnMX +Or1wvlk7TYuPoF6Lgzbc96bCwp62P1p+LHgTdjes7CCef4ra+OgQC16P+DzO +8qECQ/1ezA5fFnjWJyyN9kU+/Vxv9ekgC37eEQ3yO0SFNzrOy/y9WSB5Q7DH ++TAVMl+soC4cwHl7Rhib+aH/5GU0pexnQXiB8921R6jATs2/KLGPBavwg0vG +nwrfY2xPlO9lgeaQ1z2+AJz33sseunvQ309csJhDbLo4wRzcWSD9ePOnoaNU +SD3Cp+24G/l92iWqKxD9wFtBcdiVhfs8VaExCM/78a10sAsLjMrH35Yfo8Lj +O+LibCfMozy/9PPBmCd9Y8szHVkgtc7TNi4E+a1sL73CgQXPdTuXHw1FP00z +XX3bngUF/9WSu/9DftGa1xnasUDpnmirZRgVjiq3mXXuYAH/8/GyDcepEKpm +t9vdlgV/grdmyZ+ggtyHff99s2FBZ6x4gmA46ldy9nz4Nha4NvnG/Ubs+Yb3 +Pp81C85810kkI9CvaZeGci1Z8N9E/LneSCpYWFwXVLZggUL4zoonUVS43qVl +XL+VBa17rzyrOon6OLwuzNwM+eHnN3ElGuthlFf3mLCA8H0gmxpDhX/B2ZNe +xtjfVRlOx2PxfFUT679vwbz3Hs7xjqNCXt6DiHhDzLvfTZ/t46nQLj37VGQz +C6xqZLWMTuH5pC6JF+nj+XZxU9RPo3+dLPfX2oT8uBE4JplAhd8ask8fbcT8 +TPBy4U3EPBP9qbBTF+utGnwxi7hZVDfx8wbMz9kRi69JmOfivWMB2qiHFaEd +r5Ix73nfutDXscCJkeHalEIF706NZ+laLPjtrj1xI5UKybbD+jJrWbDyn3f6 +xTT0i5Dp2psa2I+nCtqJ6bi/KDmvNVBnQfSRoK8hGVRI2SlU/UKNBbWPbfL2 +n6HCxDspnd2q2O+c+t07z+L1srBmmjI+r65GwTAT/bN05fZwJcxvquGcWhby +r3H5Zz5F9EeW+yuJbCp09jqHXlTA/Hm+pJbnHOb9x8+CKqtY0C1knz+LuOBO +5a2GlZiXRapZX8/j/rS92c5yBQvUt+VmdOdQwTJN5Oc7WRaYvc/Lbr6Aeepe +WuIjw4JiCZ3CylzMp7JQhx9SLLjx3qc+7yIV1jrF8iZKsv7/v31v8iUq1OyC +R8skMC8Fzv8Jy6PCqWSTqLLl6G+yWeoHL1Ph/peZzTrLWOA8rHLQ4QoV0sz7 +2G1imJ/qHtdM8qmgUzT2wlGUBbeerZlaW0AF+c9aF0eEWUDGXTSVu4p+TRQd +DhViQYhqSf6SQtynygyN/gpg3qdvZy8grvzHlji/hAXPTuQE0IpwPtNjPxQW +s+DLw+ivfcXoXw5/3tfxox8p8e97WoL+La75yIwP/TtBh7hTir9Xia14y4N+ +eO1vaEkZFcaCpnK9/jFB1O34kuxrVDg/EJX6ncuEo0fOVMaWU+Ges0LcKQ4T +nCu3OQVep8K7F0ORYmwmJH6r5NlbgfxdXR9RwmTCu9m7LdtvUMF4Z8FJbQYT +Vuf5nDK4ifuv7sXTrX+YcKTi0Q61Siocf1Z01uE3Ex5OP14leQv3pbF7BcO/ +mKBtepTJe5sKJdn9NSE/mcDvByM/EJ8s433O/cGE03rtbyhVuA+JGIycm2PC +v6jjz3uqqUA+CeEqzDLhJ09Pe2sNFTZcq1K6M8OEL2Wfu2trcf8rH7PdOs0E +F9WLQ0V1yM87KuE9k/j8/eyFzDtU+Hlv/3XvCSbckZGWjb1LhU9FOf2zY0xY +q05YBtZj/ns8EU0YZcIeT6/IvQ1UeNlDsV32jQmGiecabO9RYfQnPb2MZMLH +oON/Nt+nwo27fN06VCa4TQptU39ABZuf3OVPKUyYfb2nULqRCpq3x/c7jzBh +mtzPXPQQ/a+ttZr4yoSavzK+C4hzVU9zw4aYcH3ubB+tCe9/ob6b9wsT3NMb +7T40U+HS+cY7uZ+ZsP9S4Zv2R1RwCNMUU/nEhOBxoz33WjDf95z6714/E7a5 +5U2VP8bvk433+q0+MuHRrer03CdUyPj+wvzDeya0NJ5al9SK+oq+X3e4jwnW +jksHw9qooNsep7jQi/O38srxASrUNclfTu1hguPhY47OT6kwZJu7VPotEwyS +jWQsnqGefL9k3XzNBL+wrjGddiqk/1wQ3dyN7/8n91TxOfr/1EhuZxcT7HnW +X1/2AuszvLJyz0smcLfxnfuHWOaV3K3xDiYIlhUnznXg88/5GUa/YIIUwY6n +dGIeRZx8Lfgc+zWolNz7kgrFIU6Hrz5jQoi36AXoogLXf+rv2qdMSDWHyruv +qBDvvL20pQ3n42TcWdZNhYQVvpb2rUwoPXh6Nuc1Fc41bJkYesyECatsxcQ3 +VDAXfH0xuIUJrq/9PMPeUmG7mIwlt5kJuq8Fi316qOBfL/vrXBPOTypm3LmX +Cqepb2+vfojnjXtoYvkO8YXNh+4+YIL4u2cFG/uQ33VOihb3cZ5jRX+V3+M+ +oClLvGtgQmGuTYjEB9TnfOYN33omlFTAN76PVMhh3g7+eYcJN+aEj/xCvEf3 +vy0pdUy4tkNzltaP/pI+JCBVi/cnySV+HMA8nJn+cqMa9RPydWXHJypYuZU2 +GFQxQZ2IaGv8jPtSzY+szls4n1oyqHIQv49GicA9lUwwuamulP+FCht/BttP +3GDC3VLLkYwhKkg/v6gbU8GE5cH6N6O/UmF+h/MK4etMYBP/IgKH0V8jKhYX +XUM9991w2DeC/NiS+XtdGRO2LFfTsadQQSKVb/JJCRPWnDi9wpTA+3cKEw7F +6AfdD0S1qVTYFlf2ZaQQzzP7UnA1ifwVevr5v6tMCKpvFltGwzwZC/zCU8CE +q6MZ8jzfqPCCv4iSe4UJvIc2680jVnZzmVC5jP1nvnAhR6kQ05m5cP8SE7qS +9GM/jOH+4mSzyOYiE8R60mpejCMfiNOyAxeYYHf/0WjjBBUcgw02BOQwQWlJ +n+atSfQDmv8OxjkmOBS9iSiYwn3RSNz/bDa+37bu1dlpKjB99DJWZjFhnBKu +ETdDBTv7rpqas0zYYKR8Pvg7FUKm330wPcOEk5oPuV6z+PtNdv/epjOBTN4U +5TSH/iWrt+FgGhMqFArpFj+wv2fTfX6kYD09U0l685hvcTZXkpKZcCBQXVrt +JxW+EcG9EklMUO5waJD+hX5TxxK5kcCETw99PQQWcP97P2NvcJoJ8lKHFzER +p9tY5nTGI5/vuT6e+k0FEcbv/j1xWN/RjXFf/1Chb1hQaTKGCaeEebb10HHe +UydDYqORX/+B9FMGFSqWW7aJnGTCpZCwHw1MKtzedkiiJJIJh75IfqxgYX9i +BgM3RDDBMrv66WU2+nfFjRdwAuflafAwg4P79MNnKi7HmWAk1/gghov5dHND +KvkfEyTLtJ4c+0sFtSOTE+GhTIh9ceWN1z+sb2LOeXEIE3gOskadeEj4p2bx +5Mox9BMbD0ErXhKuiH3W0gxigqpjzSZ9PhLIK43Fj47ifJxZAer8JKg2Dojb +ByDfVbbdlFtEQuMBo8yvR5iwr/jstPBiEhYnDy0O9WPCjrzXxlzEF1Y8Tv13 +COulCl+aW0LCtOzAklxf5Pv+HQtUARKaj2tlq/gwoWEw1fujIAn18g+lHnjj ++Tc96+sUIqFc+OQ1Gy/kj/lfh0fCJPhsOqbzaT8TJvtNP9SIkEDNvPDs6D4m +nO855VsqSoLGklEP1l4m/OJpZ1wQI8Gm0H8uaw8TxrYJX01ZSoK3qWSWggcT +tp/YYxW1jIR71Im1d3czYalv9cLR5SScSRh9beHGBJtJ/vr94iSYiAgcf++C +eqT5RThKkGAWa7/Czxn5pN5jaSlJgkR7/YvfjlhvtoWcvhQJ9p/1wzMcmOA9 +84SuLk1C9r1+tRW7ECtuI1bIkJCzPXew2g71yB3oE5UlQTnzSK7pTswnn6g3 +/xBLhzvv6rFlQpGi6rufciR40Z2EfbYzIUxq5OvoChIYoodez29jQr3s7Z+f +V5Lwpyo1J8Ua/ZIvWfyNPAmRLxo9pK0wj+qCjWAVCbWuv5RuWaBfzx8NuqeA +87Qzmd1ijvqvOnnj5moSAiqy2rrNMM9rr44XKJJw25XMPWCK/tXfuylbiQR5 +J7Ojs8bof5yVZxOUSXDMKbRMNMLzcOLGT6iQMCjEUJDYwgT9O78c/VVJCG50 +41ZsZkL5dDJ4qpHw7EwNxcCACfHntYwc1pBQGct98XITXg+bfmyhTgJPsm2d +px4TP587bfU1SHh8OaNgWpcJlfuefNXQJOFT7eP0UzpMqJXpiZVfS0JIG/Xk +sg1MMI/lKC/TIqHwGf1Y+Xq8fnDHe751yN869qFN65iwq/xe1h/E5THTBzrW +MuHiClPHqfXYX4UOzz2a+L6K0RUj2iTsyUn3nFRHP5arn+3bQMLnl9oH4tYw +4Ydb8ZsOHZxPW7OvmBoTvunW3H+kS0J34JqgMhXk19nhirqNJMS2H4/cqIx8 +NdYvKdcjYQyKUp4rIn9W1Zdd3oT98SzPc1+N+SPiWnNWH/l5JvH2+CrsH23l +01MGJLRaGUKMPPrVaZGR45tJOJ/0/LPISvSjR2qL/Q1JuGmq+rtEDve90ACD +fVtIWBG8W0pXFveDmI+hjkYkLBN039wuzYQPjcENVsYkPBdU3b9bigmN/3S5 +m02QD/5PksckcJ/SU3FdZ0pC2grFumhx7L+WZb2iGQnuK3d+EV6O/vn8vKzU +VhL2+W4RLlmKfjMockbQnASF8SlTHTEmrNrxiJeLWPeG94lnIpg3M/mp8xYk +GOXmVrsJM4FWfnv5mCUJs5VJo6OCTIi2mbn5xQrPN7JeNVoA94P7h7f1WpNw +XCf3sPAS9JOuZTPPt5GwcKm2sngR7kM+88XNNiRkLjo1s4GfCb6eQnvqtpNg +EMtj8IyXCRI5e1det0W/+q6f6MaD/jFCGbuygwQRT7me0b8M0F5z7UnWThKS +H9xeHc1lQL55YVGiHfKNSTsuzGHAMpHelEh77Ldy18tiFgNe+5lHBu0iQVHd +TUmHyYCVWjP/HXTAenhS4p7RGXBwy0D4bkcS4qvcB93+MGB5yN/EnU4kRMi/ +MhpbYEDbzSP5W51JaHAaKo7+xQDBp6JNm1xw3uaZfCI/GVB3dYGi6Yr8HP0Q +VPKDAbHLV0usdkO/NH7YrzPHgN18mQ6Su7H+LTrW7d8ZsMXB6KKgOwmGX0zv +755hgH7veoKL+Kjc8JrxKQaE+x8x/OVBQuJ3saKYSQasm6flT+wh4ZTbWwnR +CQbcd6jiHdmL17etOFc6xoCwfQ8jPnhi/S1zQhtHGTD6W2S+ax/Os97x7HMa +A8r+Vke17SdBU1FfxINkgJNb3uIHB0hYzleaM0Ew4O77rpIqL5y3W6ZMHAX7 +uX+neZk3CT9E6WViIwxYeCMzlXeQhI615LprXxnwYrFeaaYPzuvGzha9IQYo +jRbtT/QloTNqnX3HIAM227mrRB0iQa04bWTPZwbslDr489hhrH+pR8TUAAMa +VFpe+/ohf14Vip7qZ8DI7oA7e46QMPTS5dayjwzYkxlQ6OBPwjn+mG3X32O9 +1x/nWAeQ8O3k0m/6fQyoOuV33ugoCW8Vl6e/7GUAh3Xoik4gCXZ/4rT29TAg +m9V0a00QCfv/OPXNvGGA/QG/dvljJMjKZ8YmvGaANU/gmHgwCRUHNdUluhmQ +19kpKRhCwnrQ/HijC/ufc9ruL+J5/bOphi+x/ya5mQuhJGx+YmvY3YH1Vv/7 +MPUfCbudD80ceMGAV0+61alhJFTPDFTMtWN9br+SPx0noSq7wiv5GQPSnGIn +3p4g4c26zhW4CMDvCz57XoQjXzpMP99qY8AXRmVvSwQJt9wXXzVuRX4edXRp +iCQh/5PCgbePcT6w5+utKMwf21Rlnxasn3geVnoS/ats8+TPZgYY1V5aejka +/XxY735aEwOK+Lsas2JI8OBEJcg9ZIBal69/ciwJL+g8jjUPGGA15KsUE0fC +wOue1VvvI19Xv6L9F49+ETEy/66BAb7hBfX+p0j48F375eF6Btx6/C7d6zT2 +e9Pj0j93GCA5eMJ/dwLOxyo1+mwdA07XJTjZJ2J+ymTsXlXLgK8rGZZWSSQs +qXmmd7ca+c0/bGaUTIIWd6OkVRU+b4eOtW4K8kFw4PfHWwwIeDvnopGKeumu ++RJQyYD2cMWg1Wkk9G5teMa6wYBVqyFLOh376/ut+lwFAybu9D4UzSABdKyv +KF1nQLOg6zT/GfTTm69T7l9jgM5S27VsxNUQF769jAGi1++G/Tz7/zxyOTJY +woDVt7KfTWbieT7YeQYXM8CBhyJPzcK87Dji9K+QAYUXbiV8zkZ/crpme/Eq +vt9kfKb3HAnjwQzLNQUMYJOlh1+eJ6FrZfDW5ivYv2O9tLYcEkQ9mKb2l1Ev +TTEhDy+QcFm+1GzkEgM+15Ty3MklweXoXovjF3F+WuYlNy/ivmKkbrMolwHC +cgesSy6REJq1eFd+DgNu7/nzMy8P+b5/YbfWeeTv26W12ZdJaLv142BrNgOG +DlSGpl5BPQczgp2zGGA31Wocn495XSkUTzuL93t6LI8oICHITeVc1BkGSOWE +zR27ivoNs7gmlMGAvlCxz4cLcV9g+zYWpzFAY1i7e38RCXHzqW90UpGvbe87 +3IoxX51ujbYnM8Cfzum2L8E8lnzJ45HEgEPBdYPWpSScNCYVJhOQX3yj8yZl +6Aftf0zjTzMguOSGpP419NfbfN7LTjFARvX71vXlqL8p/qTrcQyQjYZwteu4 +P6QxbhrEMiAkadW9VRUkTJwcedMVzQAztcUsqRskmML93/tPMuCBTay92E3M +U88opblIBqi/jq9cXIn5Yq3mkBzBgPmrYiJ/EU/HPY6TDmdAVr52zJ9bJITx +GNfePs6AjKrhH7O3SRjtKRkxCcPrjatPjFfheUe/SfSGMsCjfJ5DqcY8tBTb +eSiEAQ9d9+R+rsF9gSqV9PsYA67dddbpqyVh43Nmy5kgBoiUjgy8qiOB8+3R +H/lABqxYxHem/Q4J/dvc9O8GoL5fPrZ6fBfnRzwPt/JnwFivqMCDeszfJqHG +fj+cF9+fj7UNJBzqVGEcPcyAyzbRtTfvkbBDVMyM48sAl8S8c6X30V8yOlNy +fLC/V+2j8x+gXg0c3qgcZMDLqNLgC43IX5kymYdeDFjCcz7o7EPUj3rLoZ0H +GPBGXv5EchPuy0eK67/uY4B0w/aUuGbs33trnjBPBjAqxUsjHmG+Bt5x4d/L +gIpv8e0hLSTQ1325ccUD++Fy9of/YxKKZDqYa91xPh8NNX2ekHBaM8S51Y0B +nu5nAz1bkb8+7247u2J/Hp9+4NqGv38yw/fNmQHjs3JCuwDfZ/rU+6QTA4iB +vQE2T9Hfhnc8EXZkgNd+896tz0j4WpYqX7qLAVv93lpsacd9Oel4/EZ75N8g +/5ONz0nIShKjvNjJAMsKmsW6F5i/pR7We3cwoLwqpFetg4SRT3ZV09sZMPzx +esDqThJY6yaWJ9hgfoilCsm9JIF5dX2sxDYGxJlINIp3kfBOSWb0phXy39Yx +SOQV5ilcdzGyxHmtNFq7uJsEsch38MacATdLPsz/RZxtUaLjsxVx8+oXjNck +SCoLlP8yRX/bLX/t5xsSnkiLSmWYMGDb/u60mbck3FeoPrPSmAE/H6yPHOvB +fXIL5W/dFtxH7K1DiV70R7+qKEtD9Psly45/eUeCefmSHx8NGFDfd+HUxz7U +1+xC0FF9BvzLe3Wp5z36vf2JcbYe5rVxy/2uD3jeh/FHcjbi/lBzeLj9IwnC +uhKjKrpYX1/n8tZ+EqSadP0fbsB+XPnm0DRAAp/9wMRObQbsGG3Na/iE85rm +CRleh/lU6TZa85kEh/w7P8O0GKDXUWleOUhCgeNwzKK16F9azRXXvpBQszyL +r0AD86X9jHjREAkCw43Z69RxfpErzl7+it9H9/fLgRoDejYcE74wjPq6GHvT +VRX1Pnj6cuYI8iFuuf6YMgP6vd210ijIt2D5FzFKDHhePdeVQOB+5n/VXUwR +8/2W4/FYKu5zR89MXFNgQKpFuGokid+XJ8bi9VcxwNjHm/IfjQT+lAaJrpUM +mJxffjPoG76/aLxq/woGtBJZEUdG0b9a0q3mZBnwV/adg88Y8onI/posg/ta +yoju/nGsX4xxUkaaAbvEmhU8JkhIsOiUqpZEPl/3knKZxO+f2N/3zCQY8FH7 +ndSuKRL+Pkpx7VvOgMii5Yq20yTI8fz3y28ZA5Z+UtxkNYP5uqvxMkOMAWfe +/HU2+476K91tlC3KgKmAO9FbZtEv6HYjiiKo98s61Zvm0H/dr6TeF8I8sEgZ +3fAD39+iv95WkAFUj2otrXkSTqxR6/+yhAGdz2/GrPlJQt2VQwmhizFvwqPe +K/0iYdvSWS2+Rajn3QoGqxbQr7JffLrMx4AW56Jy2d8kiIt/S1vLi/nqMS8r ++YeES8V2Bq3/6NDsqlSwlI77uc6fUee/dPi8ca2KMAP11PUt/xuHDuJU0YeL +mXj+QCn7aDYdUhzeuPGycH+SSPknwqKDj99RNgcx2b6hsYxBB44EWctgk5Ab +Jx28iU6HR9uNjy5wSLhraqD28jcdVnw/rv2DS8LFJdnD+xbo0PDrLGf6L85j +ULZg9icdtHek9I//I4HbOOCWPE8H98/ezTQeGpgVdy6X+UGHJRcVblJ4aVCf +PdpTNUsH/cNPi4b4aNCasfG82Xc6zBvtKP7ET4O+c7cd+6bxfIseVn5YRAOv +sh3Lj0zRAeqFH/cupkH/k2UfGBN0OKJtO/h6CQ0axthXssfp8PhoMG+XAA2C +FUQOKI3Rwd4lbtMLQRrk+JqoPPhGhwf9Ef89FaJBwf3MSVsaHSq/eTY+EaaB +tBS9YYhKh5/B6xY/EqHBpZTTcf8RdEjwmvJuFKXBdT7F7fwUOtjezG9vEKPB +QO6AeP4wHQ5t0te9s5QGbzdWjGh9pQMP/emt6mU0UKEl17Z9wfNTtq69tZwG +EZXhca6DdJgYuvOgQpwGQfHh9mOf6LD0q7jdNQkaVB9JXBU7QAfP3qOTxZI0 ++HaoYFasnw5RNx9cvCpFg86IR8/KP9BBxfGPzRVpGvAUUy8bvMf+PdrAf0mG +BjsGlx579Y4OVwa8u3NkaeCtbW7p1UuHPVcyirLlaMAsCJObf0uHSxNVUWdX +0GBwVfmP1Dd0SG7t3J++kgZdj3peyb2mQ8Riil2KPA3Sw+gVta/o0Fv/yzpx +FQ2+Wq5IsOiig0z9YttTCjQo3qC3/2MnHchf0rtjV9PgsqHFlqMddKAErzl2 +UhGxl6UM5zkdhkUMsiOUaHCyfNPvnHbk0zObpuPKNJBYJN2v+owOwQl7Z0JV +kB/ptMYmwH5sDl0XrEqDYc2SfPs2OrwYyIgIVKPBmxnzWMoTOvS5Vr70X0OD ++fevvMIf06GgqFvNT50G2l+3WAm0YD3Xf2f5atAgTChLo6iZDsqemlxvTZzf +/jYxnSY8f8Ph6ANraVD74d1CeyNeL77N9dSiQcKJp189HtBBWpSRvWcdns8o +q2PqHtb301XdfT0NXDV17p5uoONe3PLKVZsGhpbVVyXq6aD3fcNJ5w00aEll +pVbewfOPNmxw1KHBp18Kx43r6BCyatsPe10apOZIePfU0KExbezxzo00eLl3 +wP5QNR0CJQtzbfVoUOIcYPznNh1Umw8et9lEA6Ho52szb+G8/Lfst9angci7 +iRWrK+mQJr7GydKABnWe/cL3btBhsEbdwXwzDRakMzg2FXS4oLnV3cyQBhOL +ObOD5XR4GBscYLIF56GlR4Zco0P85XspRkY0EEzTGOAto8PaYPFqQ2Pkj8yX +7ssldFj58+wXAxMahFBsn64tpsPTlQrS+qY0SKSGPmwtpEP94GtPPTMa5Cs4 +1LlcpUOOSv5t3a00eJFH3BjNx35OJvDqmNNAbodGScwVOpgqZ/hpW9Dg9hbF +K2KX6dDfVte3zpIGFwI6c8ovod4bF3ZoWdGA0r8y0+AiHZpYB7o1rWlwL3Vl +2qsLdDicNO6usY0GypHPE71y6GC39fL0GhsabL8teWr+HNa/JiBLbTsNTBSF +YtOykf/rvQ1UbWkgP1R+ckUWnsc2blJ5B9Y7PBRZd5YOG4PgltJO1Lt6Y4Tl +GeRP5rowRTsa+Deti+hPp4NJyVOr1fY0kL1oFhGYRgf1/ARFhV3Yn6aJCG4K +zjMkcMkqB7xfc11UbjIdrKUT6CsdcX6jfNFrkujASHn2c4UTDfjmQ2IfJdDh +z52NDDlnGvjZB51yOI3zyHonIOeC9f7+nUiNp8PbZWXKsq40KJxfmhYZRwe6 +bqmNjBvO1/z+WaFYOvz+1hMuvZsG5lTifEk0HW4p69VKudPg2KfLeRtP0kFy +uGtW0oMGHqrvCjsi6WAplmciuYcGqzvPlXtG0CHodt5Fib00IJ6+uf39BOr5 +xutf4p40aJfKqk86Tod3DKOD4vtQb+2dzdJhdKAWEh+X76eB25tTz6pC6VCW +9HT38gM0sNa7020WQofqii8jy7xo8Oq3+8e+Y3R4Q9cJX+aN/ZULHzkSRIeR +iGfiyw7i/Av5J5lH6fBF/ELLUh8aSJ1avHAugA6vOopDlvrSQKE96p+yP/pD +xoTW0kM0sAtyF3noh37tFPFT7DANHkWVydodRv+TtHwh5keDpAlXtRFf1P9r +p2tiR2jw5GnIxhM+dKD9V57+P4qrNJ6Ktg9HFAlFylYoUUlKSigpe2lRSfYl +bSRCKaIkKmslZQtFC6JIT4SuspSUZI2ocObMEYmzqhTv/X6c38zc81+ubSQP +MhA+5afxNDeid2NrgyUPMcB80GyT5jKGnw6zAyQPMzD5fK7TCucxhCWuCpY8 +QvRVv+JIteMYuIkp0ZLeBJ+qVaf2OozBbbdltqQPA84nFS8N2o+BbjaulTzK +gLRh883wvWOomXqOI+nLQOvRb/dl7MZg0yehJXWMgf+kTcvu7SZ49mT4SvkR +fi/6U2+4awwbI6ZXSPkT/uYLf/6wcwwteqdlpI8zcDXHcchzB+H/SYMg6QAG +PGZP+SfYNoYeY+te6UAGwnijUrE2RK8u5pEfPgZ+bNNSU9k6BlUrp0+zTjDw +ZEHh6ifWY5APdfOcfZKBj4eCLCytyP4Vno3NDib7WnbWodtiDCyl/TdlTjEg +eejdUT/zMZw+47VJ9jQDi1Xsz001I/6mV8mXDSH6tFv1+s3NY0jb4FM6J5SB +RaKLH2htGsOFqwFhcmcY+KW3vxIbib4ta905N4zoDaPz425joldCCSvmhTMw +Q/YCk7V+DG2zcufKnyXv13j+CTUag87uueIK5xhYwQ+QnmVI9KeaKaoYQfiV +X6Keu24MYg6ykkrnGXjVr2K4Tn8MJrOzFyhHErxkl+14v2YMecw4w/kXGPjZ +H3LAXY/s++Nn9wVRDKx86BXK0yV8aIy5qhLNQNnfwKuXVo3hdcet96oXSV5o +v3dfeeUYVrDmyCy8ROpfO171eAXZ5+9Rj0WXyf2Ffm1m2mOQmLG6Uj2GAfuU +KUOdWiQ/yfSoasSSPJJaKOS7bAzp0sOJmnEM2GkGyQstJeePHxRfGs/A0KZd +OsmaZF8tW+KXJTCwadDcYqnGGEKvpCotTyT4V9vmUqVO/H/lnlLtK6R/1oEg +20VjcC0Ktde5SvazISGWqUbyw7TZoquuEf6o1945rTqGY3pyVbpJDKzLEH0u +qTKGAr3LZ/WuM3Dm3s7m2/OJ/k09ZrM2mYGLpjkDa5THkJNRu2jdDQZEgsYn +3yoSvfsXL2p4k4Fr6+znuSqMYbfaO7ZRCvHvq6UrOPMIf0TDBjakEr6cm20R +PXcMTvdzv29MY0BK9KiLotwY3gmb8jelM7BEtTqoSHYMonIOEmYZJE+0zI7b +LEPw1s3SsrjFgLGyQ07HLKKPu0b3WmUyYDuR/Nxbegw+wYFxW7JI/jn9unlC +cgzGVgHvbbIZ0IsfGLg2cwyzqofn7rjNwFSjP5MaEgT//bSP7R2Cn8jfcyvE +CV/vub7bnUPwcIDS3iFG5ie5d83eXOI3jDIzxjTih7If8vbdZeDv3yCnYFGC +p2dvljjdI/srmRsgIULqGTMtcblP+CaScSlLmOTjj6YW7g/I/DjCWauFxuC3 +uZ7yzGNAKNz66ZtJAR5taYk/kM8A/57vO6cJAXpZnpsOFzCQ7evbN/JXgCT5 +0Envh0QPWizGIscFCO5WqvctZOBI+9hM+T8CbNWxSPcvIvUHhy98+EuA7zLj +pwIfEb981qlvMibA9igjj5OPyfduimxr4wsQGSW253QxA3VyUzwP8wT4T2a/ +7ZkSgs/Vb0/+5QiwYrmNw9knDLxku8ReYZP3m2t9zpcSfdxRmaU+St4X+nAp +6inxR5v+J2U/BfCrPPz40n9EnwYb39gMC/BM6EZ/7DMGTmqGdfcOCbCoea9K +Yhk5X+Tnz6BBATKWPTx4rZyBzPMLhMW/CzBP6mZZ8nPST/ZMuVssAYpD5eVS +KxhwdP1PcxUtQGrgqjMZlSSvVioY1lECKAn6h7OqSD58rmfjwBAgfeoK75wX +DOTuE3Ud7iPPZ8iy74Fc37jsF9FLznt1/Xz+SwYOB+Gc3DcBbgSWLCh6xUAT +O/dq3hcB5J/41hVXM1Agte7Ohh4BFka8Ofm0hoGGhpMlzZ/JfL6+1C2vJfl1 +sVv1gS4BRt87/q6sI/tSGWn+/UkA6W03Gl6+JvMuU++L7xDA1T3oXu0bBmxG +/o2otQuwQ0wQV19P8lTtqYmnrQL4WiiHv39L/H5t0swtLQLsUh44/bGB+IP5 +VsWvHwVArOO5tncMBHAyNQOaBLhyI+hq53syD6M4vWkfBHhsrF/Y00j8WHX2 +prT3AiyPzmnt/cDAo2ytbSvekf35PRdhNjGgWdm1r/qtANzxMybfPzKgHqDg +tbdegC8rfkQPNxN9qB44NvhaAPcZ4p3sFvJ/UGB+OrxOAPGrbasFrSRfa6+I +lKkl+67bkfanjYFRy+y4e9UC3MoPlZhsJ/77OzXZ8JUAq0wdLk79RN7frJD5 +AQIYXfsuKdbJILlL+Z7nCwGa07SzZnaRfpOzCwWVBA/uGkazPzOwLDO3NKZC +gLPMtj65bgZeGGpULHguwJYVhkmKPQxYey96VVImgIix/Q6VLwz80Up7bfFM +AGt57bnqX4m/hl969/mpAB9eVrKWfCP9ef5oOlYqwH6j6bXavSRftNW0Cj8R +QBArWaDbR/bZPvPTjWIB4v77mKHfT/KzV13Xssfke7BNXc8g/zNnh7pfFAng +mX81exNF8tXisC+7CgVYc+ZqiQWT6LXdqa90gQA6BruattIE/1LdX0PyBehn +tgl2ssj/wI6cr1J5AgxEKy7dO8DA93lNX+7cF2C2mvpBp+8MuB1w7ll7T4DV +5ZxC90EGZutbf27IFcByz8UpB4cYeBqb9Mk1h+xjrN/F5wcDYx4GbZzbAuTf +n/baf/j/+Fr3MTqb4Mebu+7kT+LH8YnvFLMEmGWe/1/oCAMfeo1eF90SYOaG +5RsjRhkofWT0cnOGAFP2hbREsxlQ/R1X3pFG+Jee7B/HIf+jFdol3qkCFEqe +VbjGZcCPr5Q/cZPgv1S/8SaPgeV37W5fu0HeT34Ze4tP8PS286ZGMpnvf4p2 +OQJSr1tO/PMkAS4tsFyaN8aAxqEn57dfE+BNq4XYo19EP75MC+6/IkBijyKn +9DfR01fp3icTBfDeWEs//0Py4mx/lxkJAohONaNfjpP/8YaIHZlxAqiuSB99 +/ZeBkaEPJrqxAtx80yDa+I98P9Bu1evLAnh1tC5unSD501VWzfGSAGkez3Z2 +TZI8VjBt1s9oAQ76n4z+NoWCooP2REQU4fcMmTdMIQr+XlFDchfIvNbGyvwQ +plDwbmZn3nkBGsf7D3OmUiiMe1WzIYLwxVOx4ZcIBdO7t4uaz5J9BequnRSl +sFm2IOVAuADOessLRadT8Gzrjvh9hsyjSExnphi5pld5x4eSfX6vr5ARpzBs +UWCrFiLA2mHf3QozKDzgmq97ekqAw9W/+CoSFJYPTs63DhbA4Lh3jsZMCmJL +Pgl/OUHmL1zrpC1J4VX+W9o/iOwnbJqKnhSFTr/2tyKBBL8/dIcNpSn8F/Sr +IOW4AJftt7zeNItC/X8r45f7CxD+Zlu+1WwKR1af8X15jOizuXHqDhkKP1id +Nnt8BTj9WTlpryyFm81mWgM+ArxOHLzpMofCveEqsTPeAjw59uC+lxyFnQab +mdJHBLh3zr7aZy6FZ8VNL3MOCaDZ9IsVMI/C5G6vdP2DAnzeHy8fIk9Bb/5E +0DsvAUKs5u6JUKDgNiN9m9v+//PhetolRQqR8gaLuR4CSC0V/5GoRCHGrGM8 +2p3s3+CE1U1lCi6x/s2KbgKMvex6lDmfQvd30XtFLkTP3ukvvLeAQovz9dOb +nYk+eV7JKlQh8+pTsOlwFEDsCqX5VJXC2sDr870dBGhwW1NRqUZBapbwz3/2 +BL89kQ61CymsLHWvurpXgDPSzcLvF1FY51wUu9iO6Kfogmet6hQeiXzfV75b +AOV6n5Pdiyko5Ust3rZLgKP7K0wYGhR+Ws0f7d0pgEu/5NwhTQo3vsg8D9oh +gM1OLwFnCQU/r+HzYtuJPpeh789Sso+u/C0ZNsSvNNU6hbUojBhYz165VYCN +9y93zVhOQTXidUeNtQB9Zn+YMtoUzhWopttbEf+WCPqnuILC+qd2rkMWAriJ +/VJZpEPhYNp+1bPmBH8WF7dpraQgYW/VJ2MmwJyWhdGrV1HQYgndvrdZAOrZ +u7dGuhTKLRLcDDcJsEEkUt5sNYX040PKHzaSfdZYB9joUXi4f16Xh7GA5C21 +T3vWkOflZ13nrxcg6IO4pctaChfiWrddNhIgbLVo9QF9gsfnbtPmG5J6jedY +HVtH+JVVUvV4nQBV//S7ThpQ0FjTEGimL4Bx2PETZw0phJ/KXdK5RoCKhlfK +l4woZHpt7PHRI37NXdp0ZT2Fv7yUhEldwlfRgrjUDRREFj/amLRKgFeSFnZ3 +jCnMHj07orFSAB/Fv0sKNlI4Ziue+XyFACYGH6aXmhC+mVlv3a5N9PlUFbty +EwX12g1jfVoCeDAb6LrNFNrfUbdPLBOAnTBGfzClcG3v+q3iSwmfI804n8wo +HHfbzM3QFCD2Y4lYnzmFw3281JUaBB9RpssGLSgc/WS7sVZdgAePx/ZyLQmf +1tsz7BcJ0OT+MeGvFYUVElOjh9QEeJn7oVl0C4U4492aZ1UFOB7LVZHeSmFj +s/kbGRUBeItMTsvbUOBVdR64N1+Ak2FPv6hto7B9UnyqoTLZz/0927S2U2Ak +fspsVBSg6PGCer0dBJ/eGw08FIg/5c3ZbryTQvWljS28eaSebP1vlrYURpnt +Ry7NJfp771Ko7S4KC85MmaIsR/JDg9gip92E3+ZV1x/JCrBufnm71x4y//Uz +lpjKEP4UpSUdsyP9OjHLO2YJsDu+yPnUXgoyGTZbvKWJ/7zjrzxvT/j+a0PX +P0kBrp06PituH4V9Ps8OXp0pwIG7C8eTHSiMDf/HUZcQ4ITnDHaWI4XgEMOw +MnHi5y+XcvKcKDyfYTLNRozw42PExBNnCpdS6uK/TROg7Y7s3BcuFHLnv5UN +FCV8s+5dV+9KoTLJKmWaiAB72gYOtriR/fA2KaUJE/zYrcjucadgZ/AkQ1uI +6NPXYor2oMB2SlN+NcnHi3NBemxPCsV2/LQ9E3wc3xacOL6fgpBq9byBv3xE +7q3gix6gYFA6cS10nI+Gwk2HZh2kkCGRN1P6Dx/aByQoxUMUDqngwp1f5LwE +haOLDxO8DxiPrxnj48F630mdIxRq3DX83/L50IqYnmnoTSHkXCDDmUfuH/tu +ae5Dod9E3W6Uw0fmvDn/dhylQKWtrYtk83Ev4VKVoy/Rt4sPVs8b5SOUtrx8 +4BiF+ZPB2fk/+Rhatdvd34+8/+eOhPEwHwORBZtD/Um/gZonmof4CBuxXRl9 +nMJcj6lfvAb5aL9oufRqAIXSSj3TXwN86LvHa2cEUigKL78fy+JjIlZ9w/0g +okdZiTNUaD75T5faV3KCgsO8pz4lFB+DWlvDq04Svn/VfGfO4MP1Tc+j+mAK +b4eZS7r6+OgXqf3ReorCy/XDF4728uH7S2jNt9MUntYYfZv8yof4fzcvDYZQ +KAtp0k/6wke3bTSLH0red7iXoNHDh17vB1uhMAqt+14wyj/zEXwi4M3McAqP +/eT0t3XxsVgjwEr+LAWdG3mXej+RfqY1tS06R2FG7anOwA4+tiyPOaoTQfR2 +9JzG9HY+HApypY3Ok37mvAxIa+VjLEXlhUUkhYUaelXaLXzozvgbvOsChaD5 +3aKvPpJ5zDHa4BpFoYNdYrOniQ/7918kvaMppKaVX2U1kvctmd9PXKQwTXq4 +LeQ9n/wv7GqOuET8zmLrXKl3fPR906iNv0z0Ur/F7vZbPmI191enxhC96jqb +pFdP+rks9v5uLIUA9V1Nb17zkaYk31ccR/xe0lLcqY6P6bxrQi/iCb/jnTf9 +rOGDuyREuyGB6HfqleCIaj4efvzg1ZFIYXBJX8GcV3xkCV2733+FQpSuzdf7 +4GNXSy3/51UKbQ+bpIxekPk7HN4xfo2CR8KRDR8q+fivMKx0+nVSX+M8b48K +PkRp0cVzkikMuHde55Xz4aYgfFv1BrlvnFd1sYyPr66BS7RvUuA4X6IUn/FR +2uhYYZBCQaUkULzoKZlXWLmDRSoFE70jyzeV8vHpwpWpu9MI37sObmsr4WPJ +394yt3SiFze9jx4q5qPlT8HpoxkUbL0CLv95xMetFI756VsUWGvO5MYX8XFs ++On86EwyD6HoKtVCPrbNHpuSlEX05UV825MCPvYqPxvJyib65Xb1u0U+H681 +xr4/vE3w/SXhb9cDPv5alY2U3yHzXnZB0vc+Hz7p41Pe5BB/2OinPOUeHwVr +q+e35VI4L7V9aVIuub9a0qLvLsFjwgI9jRw+zuZ/Of3zHoXm0q/ry2/z0VSq +Vz5+nwJ9Is7UJps87yMrIp5HYeqbxVbfMvkIYoU4zs0nfnbrwZaAW3ys3Xy0 +clEByQ/DMltFM/iQSh5YuuohyYsFntYpaXyc/j16x7iQ5MXGZHOtVD6UL0dr +2hRReGGZv/HFTaIHLvnPHB5RCJTK1Le9wce/Ky67Dz2msGOunzZ1nQ+xDbf/ +BBVTqNqtpBacRPYTerLwfAnJGxXZMjOu8VFy6KvPlSeEzyb/hG5d4eOD4uc1 +maUU8jtXjOgk8pHxyFvi4VMKq4NXf66O5yPX5OqP8v8o7JolXmMXx0fiwPau +N8+I/qUU5g3E8KFSndvcXkZhsbBKQuhlPnQGktoZ5RSSNjv5S13io/bEfCb7 +OXl+m/vO29EEr1Gbp0ypJPlEbvkKvSg+xleLaEpVEXwmVIq/iSR6mb7fQfkF +mcdDaYbDeT6mfvK4uQwURPcvev7jHNGHqVP61r2kMJTLTzh7lg++4ca1lq+I +/xy44CETzkdcmupNu2pSb0rjqrtn+KjacHeqVw3JDyubJvVD+bhq8iE0oJb4 +merFdw2n+ViGjMlzdSTfOHGvu5zi41377MTE1xR022Y7j57koyd7xbLMNxR+ +hfWqRp4gerKe9/FhPbm/1YUhF0T4/3p/ZMVbUv+K6JwHAXzMcwzf1NBA4ZSi +g4fRcT44c8wlut6RfCrUpvzBj+BftryX9Z7kyw5eu/sxPhiB3a8EjRT2xpTH +cY/yYbyrsEi0iULOLNVN0T58GL7XuT/nIwU5Jw2uvDcfVpP7CxY1E710arhT +cJiPH2JbK3RbKISKzNhpfIjwZxrdsamV6IMl48/HA6T/uWsndrYRvMvtydnv +xUfy3vWr3NspGHo6Wgs8Sf3Ubz+/DjLv+bwflzwIH7/6PQ//RPKxgUqCkjsf +mzyzZiV0UtjyoGt5kSsfwomXA251kfMd1d6auJD5nNfpffiZwoZNPM9WJz78 +na85VHZTsN6+888BRz6OGj75+q6H4CFgdeKvfQS/Rkl+3V8oaGalq8Xa8yF7 +dvXMoa9kvrXRxfP38lGxKLn0zzfC9zaO8eM9hF9W5Ydn9BG/x5e3m3fzcVPy +9hLFfqLPJ813tdvycf7qNt5SBvGTAc3OQzsJn3h4Z0ARvItFOv3Zzgdrz+8i +aybx49o9PXHbCN5b/9xyoCnclkp3VLHh4+6VupQjLAo+Hbs7irfw4V3gmHV6 +gMKSmWE7zKz5WG9WUXz5O/m/yZrzusOS6EvoQFPqIJl/hLzhEQs+pI8zfucN +Ef+4HV0wbkb03bxQ5/kPogc/nRUTTPnwULQ83jBM5umQGq26mQ8z6ZIXn38S +/Wo2GC0x4cPFfGTe0AjJyxbr7c03kv6+TJ4ZH6UQfz+z4tMGPmb8poYlOOT7 +DNf53uv5+FyW5a3MpTBnKOTMX0M+dhuv4i7nkf+jh6OdCQbk+/lpFzfwiR/M +faGrto4PSdUvmtsFFPLk+y4/WcvHSfxudR2j8P22/VfzNcSv89mxfr8oTGSr +rOxcTeoTeb3j3G8KaSL6Z711+bgwHKxy9Q/R54r0d39X8tF4SWz89jjR+ydb +5RJ1iH/+OtVf8pfgp8fMWW0Fed61ob3mHwXuoqjsJ8tJHvryr61tgvjvqRn9 +5lp8vEqZ08ucpLDoTYtq51KiHyXSY4IpTNhOdjt7L+Gj3GZUQUyYiXgp9Rt/ +Nfi4FPvMSmEqE9X9D94nLOYj5erByGUiTPx35PAUNXXCt/MTb41EmdC46r7q +yUI+nM6dU942jYn7Folu5mpk34+GQ1ynM/EqmBPzSYX482pLpp8YE32zLz05 +soCPmJUJThHiTOwV3t41rsyH+duaL9dmMOG8dvPfeCU+5BZ+98mVYEI+3VNZ +VZHkH9dJ0f9mkvrmFxqUyPOxNHf6wzeSTBTnq+wxm8fHR7mprl1STLjqlPl0 +yPHh3MlRGpJmYkdK0LnDc/iwmNXJ/DuLCa2WXdf+yJB80f+kQkqGiXNvd96O +m034FHDxlqos6df7aOGCWUT/WbtjdecwsfVOzn+PpfgY3a8YZSbHhLszr3Kz +JB9+Uj0xe+cysSzK+WWbBOG/RFrG4XlMlIh9fnlwBrkfYfc8RJ6JsRbvF7/E ++Hh+XZqKU2CiqWlmecx0Uo/PW4UsRSZEhqoeK08jfrnsglOxEhOGs87cLRIh ++P5tklejzISolvlNk6nEX/5Omdoxn4lPGvOiW4T4eONQd3hgAROyIyPHvabw +cWJd4uc/Kkz8OdboKJjgweOF2z5JNSZKrxaaXPrHw9jsdf0qC5nYuTlhkeJf +HiocFE7pLmKizsd36sM/PDhXiiiaqzMx8suqd8NvHtLcx9/YL2YioW3B86Yx +cp7vRIS3BhNbvv+44iHgoURc2ipMk4lHasVeXB65dl6heGUJEysPH1kTxeXh +brzLrztLmdC8Lzt1HoeHnzW3+p8uI/3XFzY+GOVBTHO0s16L7OfZmmTDER5u +frXr7l7ORL5znsP7YR72yXz8/lObSf4rpim5/uBBY9BNRFiHiezArV0jgzxM +xE/TklvJRG3ZiesR38n14jqXJasIvpwibWQHeHD/nJFhpMvEaYsAobs0DyGt +Caztq5ngeZg8WcvkodYgw9hTj5x3c8ijnsFD55rXt0+sIf18PC7p2M+D96jk +7MtrmTAQfHw61MvDzmtBcRn6TOizpzmFfeMh3Gxc9vE6Mp/82f+kvvIgvjLn +fo0BE8ISI+nZPTyohPtafjJkYv14hr5uNw9y+5y4g0ZMvN+v8LGmi8yb5Vsw +sZ4JVW3PA3adPJyzu+cnY8xE2sYTY3QHD2vfi5pobGTiWOTO6FPtPJifiFc2 +NGHiRS979ow2HjJDjEW3byLf32iflt7Cw7Zpin88NjPRcDFcRbuZh7Ob1cZP +mJJ6bx+4/aKJhzAHO7EYMyYSA2eo7vzAQ9GJZ2qZ5kx40N7pfe95uPPKyrLE +guC574Js4Dsefh+acfq1JROmW/deEmngISLp33+frQg+JL78Tq7nQc1vkdCI +NcHTjHmHNd/w8HlxmP3UrUwc1xZuLasj8+yXeD7Phol1zhmGW2p5cGz+uGT5 +NiZCwhiZ3dU81Ck35phsZ6I/uH3y6Csebo8KadntYEJK199lAjzEn/J/cWQn +EwHXip8lvuDBslfBNdyWiaNnb0qpVfHwfPekeNIuMt9vKp4lFTz0TqhV39/N +xNQUqxLT5+T7kpHRlXuYeJsoPdlWxsP3h4vsm+2YOPkwwOrgMx58xUT16L1M +dLT6JYw9Je/bLJk/bs/EzSGR5kulPLDuJcjMcmDCqktnluITHtabGsxZ7MiE +1/mfWwuKeSjbvnShoRPh63vjC+sf8+AkcFu/w5kJiYwF5Y1FPJgc+urp5cLE +aEfsoGshD7kf7iafdmWC8rggP1pAvufwrC3BjYlmtWmmEfk8+K+do5rrTvY9 +LuUtk8fD4NWq4HIPJnxbM+Jz7vMgkVba/cGTiW0JhYV693goOPNnK7WfidBZ +GxvqcnloOHSl/rcXE5uNdzD25vBw/HKwrfRBJtrHu3+xbvPQL11Mqx9iYpM2 +Y8bpbB4ClxpfMjzMxKn/PBVmZPGQKqK6ducRoneh+9TTb/Ew3GQ/esCbiRNu +1VrLM3hY9Jz+L9SHiYsWmTpVaTzIchovXz1K8D5nUGd7Kg9P70kdue9L+FKQ +s/zbTR4UpufvqTpG6h+pX+x/g/Bv822bVj8mntfYKwkl87DkEn/nd38mVCS2 +S15LIt+f/sBj8jip50He+MJrPLiNlofLBRK8hh+mn1whfAhY/kAriHzP/1Kj +WSIPQ5VTvm46QfzLbXpxezwPflPWqe47ycTACsaVg3Fkvkdbjx0LZmLaKwXf +sRgejui2vb1wiujn2APzS5fJ+RFGq9JPE795mqCocIkHvZgZd4tDmLjQXT+U +F83D+bDNi+tDmZhrY1duGMUDJ5Yq/nqG1D+wKvJdJNEnmr2FH8bE+DVna+fz +PORV+YxKnCV8Wd4qMXyOh1+bd99ZeI6J3uSkhrCzPATfz3M3iGDi9+P0KKlw +Mg9lf62d55m45fp9fdYZHnxa7wsfiiT+ejZkVCeU7OufLR12gYlZfJvsl6d5 +uNHo13E9ignHLFcb21M82AYJtxZEk/m5FfL6TvIwXV2ip/oiE+/m6KcGnCB4 +kIpld10iepr922BqEA9NByNl2ZfJfPo5HUkBpH9X/iaxWCaSKlT91Y/z8Eez +/4xKHBPXZkSIPvXjQVOwpXZtPBNPH82+aX6Mh1vjK+W3JzCRE/NRveMoDzo+ +yacOJJLzQiqKDvqQ8Bd8mnnmChPDbh/1xo7wEL3nq+v1q0xMUZB8dvEwD0l6 +dVTBNYLPKL818od4sNiqE1yTxERVJP/RgwM8SL6fP7f7OumPm6Fh4EX0a/Dq +K04yE90l+1PfevKw/XPc6Rk3mfiebSnm6EH0rknaeGEK2W+GReCgG8HzPyVp +w1RS/3nXzyGuPDSmlPywTSP+oRu/QcKFh5T2to4j6eT9mI8Z6U48LBiIbIzI +IPw7rPFLy5GHbpFXH1NvMeGdH7ejch+Zj3t8b3Em4aO2UI6NPfE/ncG/b7OI +fjVFcHrs/o/3zsX92cSfj8009t3Dw65xB6c/t5nwoTOj/u0i9Xn63ZLJIfXL +6b+Nt+XhyyzFH8tyCR+6WsQW7OTBfr2TpeldJmZL+ZsVbedhlaLeI6d7BA9X +Zp4x3kb22Xt3UdB9grcN9x592MpDbE1xbtwD4l9sw2+uWwge/uzTvZvHxLPL +9TNGrIgeV2S8r8on/O2z0T1rSfzCKDywo4CJ1rY6O2kLHoyKJzRGHpK8ZbLq +RJYZDw67VVjTi0hemYy7omPKg+q+vieqj5jI/dlxH5t4WCwwjzd4TPxqYGbF +DhMe1L22B+4qZuL22+UN34x5GO8cP+BTQuZxVK/dbwPBR+yOAxeeMBH7UK1n +0oiHlU+2HL9VygTtxfmaaMjDSPTPy/89ZSLYP/eLigG5b7z+UdN/RC/z13Q+ +0ufhzKw1fQPPmLD+kfNh41riv2s+qwiXEz7MHn7ZpMdDObXcR+k5yTM8qUdu +q8l8966o0atg4rzf9NSRVaT/6m+a2yuZ2ODcFn52JenPfXPqoSomeq4Hukvr +8LD6iP28iBdMrOL2b8jSJn4sp3onDUxwdqrO01lO/DfjlkHpSyYeXFz648Uy +Huata/7S+IrkV/+/lduXEr9VrUxgVTMRwbxx+asmyVMJbjZCtaR+CGyPafCw +tLJyrlIdyZ8dCnMn1En+6Gsb1nvNxG6Rifb4RTy06+c1b39D8oba7avzF5K8 +8suw+nA9qW+akHWhKvEP11icf8tEYJzS3/UqPFy/nf42o4GJopif+e/n83Di +79He/96ReXQF2zkrE394MEWk+T0TMbZPx4cUyT567fWGGpkQb8i9FarAQ+vX +wOOiTYSPimZGEvLEb3vsKlQ+MvFG6Wpb2lwe9OUmZxs2k/pzLx9ZJkfyYLX/ +iT0tRM9itP6Uy/IgpPqQeayV5In7QdHWMqT+QyWel9uIHzd7SnXNIvxvv/Aj +p53w5yv36mFpHhRz1CNfdDCReW/x7F+SRH9mJml0fSJ4n+THXpzJQ/K25g5u +J9EjeArPkyB5MLs3SeozwXvVkaB74jwc2lztsrSb8KdJrH+NGKnHN1jPrIfo +37sNW+um8VDjKiTv9oWJA9HTHu8RJfOw9RAL+cqE4if3WdRUHuiIFNHkb0zU +XNtyNFCYhz3LH0g/7iXXCa9qhIV4UIq/qvGujwmX7Jq51ya5eNprt4XuJ3kv +Y/sBtQkusF8QIkSRee9zf/T4Lxd/dgWVKTOZWJIn4G0c52Lz0EfhdTQTjZ7S +a5t+c5F2RNJxN4vor+ODANdfXCyU0HpxbID48X7kDwu4WCCppRPznQml3bu+ +nuFzMfpQqvDuIBNz/rlKzuRxobzkk/6rISa2r2Hop3O4sKqMaur5wcSVph6X +ZWwujO4rBf0aJvk1y/ps+QgX3zTSFs8ZIXg/pZlh9ZPcPy1M6Ywy8Vc7qPTT +Dy7O9Ng92som5ydp1x8c4uJ7QvLFQxzC3xDbT/zvXIx8qD4aySX5qOxL34UB +LhZ1f3XN4jHhP/8jS5bFxQrOoEsFn4m7YRrf7zC56Ns1cOSTgAmxgq/MVRS5 +v77zPHeM6Fmw4MvLfi40hyseSP8mfPvPp3lHHxcid693a/0h/a5b//LrNy5k +c/YrWY0zYdZ0IN/3KxfNGssOe/0l899GJ/7t4aLN7/urc/9IHoqs8I/t5qK1 +6s6SWxNMrDBj2Ch+5uLhTvuM8kkmjrg5qed1cmF/WGx+xxQaaffUxvQ/cTFm +9iyfI0Qjd3B13et2Ll5pHDCXnkpj/d/EBLs2LlS2yw5ridAYLVi9m2rhIma8 ++raVKA2NBmXZwGZyvt+J/Qem0VDTtP4g9JELsyEt3fPTaQiu/Xfhygcu9B+x +JLPEaFz94rlWpZGLxL95ggpxGpUdWxmF77gInBP0o3MGDbntfrHrG8h81lmO +8CVoyMi+W/GunovFeeqTMpI0pvCdGx3ecDH0QFJ5pRQN0ZqFhwbqyPOnp1ps +k6ahZKP492QtF+VO08O8Z9GQd9sUJ1rDxflriq8uzib9NSTPu/6Ki1Q3Y5m7 +MjQ2u8hlLnzJxUrRIP9qWRrbmVUqxS+4uFNX2f1tDg3eyviMjVVceDAU9vyT +o7FRKmLOhwouJG7HdSnOozF9682Lzs+52L1p7tF18jTEnzbyB8u4UJpeJrFX +gcZ7hYVup59x4bwmsCxQkUaxxbWa6f9xYSBtHXBViZwvprzoRikX3E+GBo+U +adzWrgpTf8IFs8VasnE+jeyIwNaSYi7STYN/Di6gUdi8Xn3TYy7+863tEVOl +sW9wrn9TERfCybqdGmo0JFMm/3Mp5ML9X3Wv2UIaM+7zfg0VkPMGTwo8F9Hw +ZHDXhORz8eT2DoUIdRpTFcZ9xfIIvw5ut85aTKNAVuz2jftcJJ8Jiq7SoMHO +lG9Sv0fmsbTmY7cmmVf0sl8luVyIlhgt+bOERt91I+VNOQQPjt/i5JfR6E+2 +Nmq6zcXSw48m1mrRWLNnl51LNhfjKoVhdstJf2m7vYcyCd/edIkHadN4tnpr +yOlbXJjmrM25toLGwPe1UdMzyPd/11oX69A4eXFObHIaFw3S0f+aVtI409EX +uyiVi3taoS9+riLfy864WHyTi9lJd+MkV9Pwfbw5fOMNLsTiph1erkej9EOz +X+N1ok/OWTu3rqGxsM7S2SmJC6+txy2819L45XzH9PtVLsIzw6wv69Owcfu2 +OPgKF7EZdQ4P1tEQS/4rLJrIhUncluA3BjSGXo99vhbPhXep5B3akMblqg+F +qnFc/HWa9Vl0PQ2rTWdDi2K4mN6wW2XxBhqHFaebrb/MxRvzruNmxjQ4s7ym +N1wk+J97p3n/RhrNP5Lq7KO56Il8ZBxpQvhw4no48wLRr3bh8jubaGwI3K8b +GMlF0q5bJtWbaZQ/nOidcp7opem59j5Tss/v+2MSznGxf/RhsJA5DbPRKyuU +z3IhfVtdU82Chv6lyMa8MC5YtwYYJpY0fgQbHNI/w8UOnT+F7lY0BqMej9eG +cNF+yzHqnDVN9JCO2XWaC1VdCe/sLTSYcl1zeoPJvtdIOr/cSkNKPTrV9yQX +ASMeTr02NN4dHpIfD+IiJH/G4SnbadTlTUu6FMjF1kdi51V30Ah62D59bgCZ +n6VLnslOMv+1e4Nz/LnoqhD/6m5Lvi8R3bfSj4u7e6VVI3bRAMfT4oUvF4c8 +/Pxu76bh9Wjw7tajXAhpaL1/tYeG/zSlKV3eXPj9NF3bb0f2Vcnec/AIOU+k +olDYnsbq5KO53ENcnHtyVXfRPhqr7C7/PHeQi0azt7WmDjSWvDRfLXWAi51T +93t5OdJoSc0KSN/PxWMD99lRTjTy715/uMSTi+e61e/uOtOYeX9h31N3Lo4Y +xCS9dqGh7mE5y9SNi9qU8sMsV1L/jSmGH12IXmfYbhVzp6EtYePq4kz0JmG3 +0VIPGonnNMMGHYkeVbxct8WTRnj5lRvBDsT//NJMffYTPp2KyhfZx0Uvr88p +zovgP3xq+dW9XASlpEQUHqCxP1GseoEd4c9dAuWDNNx9rtUV7OYi68g+/sgh +Mo+2zJp1u7jI1/EynX2E1BOrVVm3k/iXGZWp603j7661j3bt4KKI1zV9jw+N +e4OVGd+2cTEQZxF+4iiNJ7JVF47acDHFUUv4pi/ZX4Leod9buGA8uJxUdozM +V1nNLNqai+LXnrqf/WjEnDmnJGvFRcqUsq/j/jSS/HYOZ1lw8TsnJmV+AHn+ +aUL5cnMudk10u20MpHFA0uBcuSkXG1wK9TyCaBzU37bJYjOZj9SUeZEniB5z +6v+2mBB8ubdPu3uShulEXonbRi7eZa0QeRNMw1Dhp+ePDVxMKklKfz9FY5dw +kuTp9Vz8XBigKRFCQ+XUjRJRI8K3qW7btEOJHhsIbK8ZcNE9o/3cjjM0LKc+ +Hlqwjujb5fZXx8NofLv+6mzBWi5y33vMuh5OI69gidS6NVwcVg89+t9Zov+i +jBu1q7m48G1hR+c5ovduPxVsdblYt81x23gEjTcnrW5+WUn0tHJhy/xIGn/E +RqS8dbiQDA/zMrlA8Nvy7ZxAm4s9vT4i+6PI81fkh88v5+Li6pHiqGgaNyZv +7JbW4iL+jZjvg4s0orv3laYvJXz6Ub7m3SWiV71O0kuWcOHDmTrz52Xif+9u +eZVqcFG/dGBkVizh+17lUpPFhA+MQ32r42isNW7/934RF4XHLvTujafxfcPr +TQ4Lyffmbxw+nUD6mzV8lqnKxTGT1Om3EmmcOG5ZdlyFC7cl13VeXiHnK7UO +/ptP8KKx6gDjKo0F9fHzYpSJnsYdfzAtiYbI6hPGc5W4iMzf+3vpdRpcuYtu +dxS4cGzts9+WTIO/7FXICnnC931zav1v0PispXbl+VyS32JHNly/ScOiJTfL +Qo7klaqgumcpZN+frPNaZEm/m+86dqcSf+BLFrrKED/wOf9vIo2GEPUzf3AW +F5diJIsWZtBgOA/eOSlN+M2xPGpxi0aE/MR1YSkuWgS667wzadg2aUYkzORC +73vT7IQsGskGBw4pSnBBK6v+Ls6m4SBdanlPnAs2pf6z/TaNMDGZhbpiXERc +/zb6+w6Nhz1nBFXTSL4LtxVakEvDxZRTay1K8sFYqMrmuzTauH7x7VNJPtvl +vvXgPaJfd7k7PISJfvRPXoi5T2OZVOjM4Snke+NO74seED4wp9acmuRgmHNC +rTWPzKMvNlBkgoPzSjsujOXTMC+fteDKXw5G3g7wlB4SfVW7Uq00zsGNXWaB +JoU0bjZP97j/m4MJ8f2TXkUkT4Sf+K37i4MuM4vUy49oPO3piH0h4IBnP2JS +9JhGz52l8lv4HJimuAlaimlci/LJbOdy0OOYUj5WQvKGQdoCDw4HfF5ajHIp +8cvAJyk/Rkl9FYePbHpKI3OgdOapEQ6MRafuPfgfjcU2GSFTf3KQoOGzM/YZ +jQu7DvUn/OAg/cSdfY/LaFx/JGumOMTBHqv8Y+3lBP9zs7LufufgJS/y2p/n +NDTXT+evHOBAsnllrUoljb0t1maVNDlvdclU8yoaCXFe8ZZMDh4HiNt6vyB4 +mG/3sYXBgSxT/2EiaOitU5B07efgaJ+x3NOXBL8JRabfe8l8XqjEfX5Fw6BV +JijoGwdJrd2zptSQfp6ZZk5+4SA2OChncS3Rw5/G1TE9HFQIDZluraNxaolw +r1w3ef6tCcf/NQ3nebFj2V0cZGsEF914Q/Th6Cex5Z0cJPonnqqsp7G8k5J9 +1sHBqsmYnf1vaXyUKJbf3E72t8xnrdg7Gs+fGcxrbCX1bFm1bMV7ss+4M9L7 +WjjIf/ZVa08jjTiDYCHGRw4WNAQZhXwgeu+nOezbxEHoZ96+7Cbil19iWn41 +cuC+yf3C64+ET6uziiPfk/rsy6p+NNPYpOYZI/WOgxknJ0RkW2m82tPsnPqW +g0b+akeDNhr2YYNL1Os5kFnpWOXWTuOudcHPotccrAgPWBHdQUPh8OwigzoO +Mg3CCx9+Ink9WvFQbQ0Hgopww9ZO0t+eWoUd1RxMup5o/91FIzVs5uuulxyk +nNkfrtpN8urjUR8vcFB/bMsayx7id+nHJEaqOPgvUeuP7xdS//fI3NOV5NpA +rPH6VxqPrFfoi1SQeb3pK6z4Rvo/5FOTUM7Bi2vlGf29BN8j66wVysh+x66k +iveTvJl4vT7nPw6kdxzJXckgeZ4dumnFUw7u8k2r7CmSB1/9eFL2hANhi4VU +OJPGh4eUimkJBx7pogr3aBolLh5RjY9Jv7YjTo0sGrfOulP2jzgYq+59yBsg +/lT1bX1/IQeeNt0SyoMkD1X3JBx9yIGNde8p0yGiB+vsPgvyyXzk2FzvHzRU +GyxUIvI4OCUpHXZtmEaF2iMXiQcczIs3mvP8J8nT32OTk+9x8Hk0uLxvhMzn +7efXKnc52JRcd1ScTcPbN5Wdl8MBp2PxilUcGkvD6uT07nDwTCbt3z4uef+O +8+oX2RxE3F3UfY5H5nHBeYtVFgfOP2peP+ATffxQ7dhyi9w3O/Pyo4DMTyPe +yzmD8Flie/2vMcLvNeWH6DSCp0zDr6q/Sb25Zl7+qWT+jqbC1n9oSChoO/65 +SfaVeUTv+DjR8/X+1hducLC2vigo9S+N0FIJXalkMv81c2pe/SP5dOk/2ZQk +gmfTdJXBCRpbNm0eUbvGQaeteYzMFBakcjprCq5wEP1CdqqREAtjvKqraxI5 +WDowPWa/MAsLv4zsQzwHQdqLVOKmshAsdFTBOo6D7cMHq0tFWLgzfWVrSwwH +JdFtgV9EWZiTbBDtfJnUt8939bTp5Pwd0br0RQ4+VesK6YixEP9ZttMvmoOd +6hpf7MVZsOv5dvL3BQ6e91i9OTeDBc4vllRkJHl+awbyJFgoa1uaPfM8B37N +aq9bZrJQKZuz7MY5Di42fv48LsnCZwfbIpWzRM+y6/+pS7Pw3xZdrbwwDlry +fqzYPouFp5dNb+ue4eDBFqtjwbNZEH1+flZlCKmf0VORLcNCWvjwKfPT5Py2 +gnkNsiwsC4n4/CGYg+7w/yK4c1hYuWP9mn0nOYgynfitPJeF0Syly31BRH8i +L5yzmMfCMan5Hd6BHKhmb5Hzl2chcL2xMu84BwV/bMtSFVhIenfGKcyfQ/JY ++pEaRRZUXDqSpvkRfo8sXTqsxMLqa1Z1ib4ctG77J5g7n4UHEs0j8kc5KPaf +12qygMzf21f2jjcHJ5+frvJWYUFsu9JKrSMET/GL/7uuysJ5+07z0kNE/7Yq +V71QY+Gsxp09Gw5yMH2fW8vAQhZKHE86v/biYHTOKF9GnYWEpF0uO/ZzsJzZ +pLlhMQs7/PXsOz2IPmtNOXxIgwVuosIWD3cOzm49/99VTRYMrk6uGXQl9d63 +l61cwkKeDKUY6ELwnxMRTi9l4VJJ7a9xJw6ccoR+zdJigZLKarrgyMFD8a6z +RstZiK3zz5J0IPprKD73oDYL0kH6h2/YcyCflvT8ygoW6p6NLlXZS+YXd9q3 +QoeFeu006v4eDnqDKlfQK1n4GbAqZeVuDnLKXCZm6bLQuajUrNyWg74K1x6j +1SwM9KgMbtrJgTbjZf1BPRaMDAMuNWznYGNSVM3VNSy8/PRAZfc2oocri95X +rmVB0fbVo+6tHOxVW0+x9AleNpWv89pC+n27coasAQswS3j+w4qDqoR4Y2ND +FjT4G9acsOSQ/9DdEUeMWMgYrnvwz5yDXdOiWq6vZ+FG/SK5aDMOBiIX6r7c +wIK5ql2IlCkHC59qZw8Zs3A3wb7zxiby/cn7yvNMWDhauERHxYSDmIZr9zdv +YkF+7uvw+8ak/9ARk2ObWej30H6js4EDxVMYSDVloWGps1iZEQfiS0Sy6swI +f6bt3GxiyMEd9ov9bHMWiq5MO1G/joNHRuy18y0JHt3Dsnfqk3n4ZshbW7Hw +QbKktnMNB/rDr8ROWBM8rrzT567HwexF+6ff3sLCZvetYwO6HMw5GTGncSsL +C/QKRI+v4qB524KVv21Y0DXFzN86HLBnGzku3s6CmXrUzIgVHGxe1nXNdgfh +n+8fEXFtDsonfneF7WRh/X/KgitaHBwey9TJt2UhKOn7N/llxO/OvE3q2MXC +lnTX6uwlHCQLQqZN3cOC5f7Tt5ZoEnw2ll7UsWPhyTn9448Xc7DF59Q8570s +pFy6sWGdOgcn9N88vWTPwgvp68IvFxL8p9/xfLqPhcf52i8t1Uj+mDJzQb8D +4fuw+8kmFaI/H0QGpJwIXo5qLbZfwAHln/DSyJmFrxUx778qc/BtR/79wy4E +/8fOHD2oxIFbu8OtZFcWAuZNiPxU4GCZT+btajcWtm2RvHFCnswz9HTpiDsL +uan3Vf7NJXro96Nd2ZOFiZsNty/IEf0t+SW6ZT+p91Og8sw5HLwuzDIL9mIh +dDA7MUmG4Pd9/9XcAywc8twxrjib5J3TNcPNB0l9H8+43ZHmgLXAdN/kIcKP +NxqVS6UIvzT3Ny8/QvjesWV28UwOcifVHRy9Cb8TaNd1EhxozI4ZuehD+HFu +LBfiHHx8k3T96VEWYjaEMizEiJ8lmloxfEn9e/wUP0wj825JmzHbjwV6T7O1 +nSjZ90Rat7E/C40fMo/3TOXAO8y84uhxFvHZ9qv7hTm4X5melxbAwm/vgPzB +KSRPambdqw8k9eYHVhyfZCNPy7ZEEMSCXlZH7a9/bKzWe/Je/SQLqzpSXp/9 +y8byotf8XcEsPP/y7OW0cTb2TIvXjjjFgo/pqifxv9mIzpse9Og0C7evC2fO ++cXGB5F1b7+EsHDadWlEuoCNbVEq2jPPsPBRO8d5IZ8NxxRkGYaxsCbRd2Ue +lw33AgW1I+EsTEpF/9XhsMHW0im+eZbw32Dw5X+jbDReFNr5+hzBQ+rNsA0j +bLQuv/aPF8ECryJWt3aYjclL/eWLIlnYpFX7bcsPNk7P4F3YdYGF5ADjqOZB +NmJV6l0joog+KP9auO876Xetu+XjaMLX0p9lX1lsOL+oMv52kfhVtYrlAZoN +r8X9ZlKXSX2tlxqHKDaSPn9w2BDDwrVjmjYBDDZ+2ESFHY0l/Fzwu/pXHxvJ +Q9Mep8cRP/EZX3W2l42mxXbshngWBN+0UkW/sSHtc3zTnwTCx6mXfsV+YePr +MpfspVeIPrlI7pTpYWOwTUHK4SoLQ8HlWSmf2ZDvehBz6RrBb9dl1oIuNlzu +S8wtS2KhS/yM5t1PbHx+ZPqYdZ3g70q8m1YHG+2euxzm3WBBgVeRWNzGRslK +g9mWN1koqBAp029lQzTm96eTKSxc9T3QWdXMRvi364X3Ukk+SOweNf1I+rk9 +81pHGgtvH3gJNXxgY8dmz6hpGSw83DAhvrORjbpVNy+uvcXCeOvdGR3v2Ijv +e5hyMJPsc3TfVOcGNiRrcstuZLHwV16O11fPRovlOdbrbBZmNX/qOfSGjZg+ +k8Vjtwk/b2VWDdexISY8cFwzh+BJ6NCNwFo2TJSCG+1zWZA8v+LQ72o2tmeN +6F+6y0L5bY7O2VdshE7ZXVx2j4UfjMejIi/ZUC6+Y/D9PvG/dwfzYl6wUbuo +96NCHgsbu2c7zqpiQ+HdzOAt+SzsTX4kfKOCDY7CsuWhBYQvoRtylJ6T70Ua +jBY8JPOfVW50u4wNxZD1NT2FLHi0q7zXeMbGy+N6dyUfsTBjq9+eh0/J/r8s +vGH8mPgvJ7dtVSnZzyrxG37FJH9se2HzrISN8W8DudklxA8+l1WuLybzdq2p +bn5C+K50Tb36ERurVNJGhJ8SfU+wvGBZxEbizWNaev8Rvpd2dL9/yIaT0eaT +B56xICu5QWtXARt/wud+vFFG8DL3VMCnPDYYHT/W1ZcTf90eVez8gI13z14/ +/v2chTNrPAf67hG837irr1VJ8GA1c96hu2x8YsU0OlexcFg0YsOPHDamqZ0K +SHjBwtzBKqfjd9jQf3ZM4yWI/ga+PC7IZuONiv939kvyvEr02dAsNtZ9DKtY +VM1C65GZUVMy2dA1Ts2wqyF4b9p5PiqDjZBvNXEXa1k48n5n8Ix0cv6yydjy +OpJ3esS9ElPZ6E2ySRt6Tc4PPW01J4UN06TCZ/PrWRBefEs99QbBQ+Yiasdb +kj93B/yan8zGmuWPVc43EP+JENTcSSL9luzxLn3HQvYyzYua14g+5MnU0u9J +nnkjtPnhFTZuRg8tV/hA/KU1krcykVy/6s3d2kT86U1+5tN4NlKauVrhH0me +UQ4yMYwjeqKtUf24mYXhrV+6XsSwsWD76UOMFhacPjC8TS+Tfef9VJrbRvxQ +OYr75iIbWWUXv1m1k/xS+CLQJpqNHI55SWgHyR9/4oc+XiD8a1p2vegTya8h +o452kQSf9fpRfZ0sCN1lvOqKYKNzz7GoOZ9ZuDDqpep6jg2f4abrlt0s8FuP +n+wPJ+/PcH0S0kPwXze99mAYG8zFin2FX1hgGamLD4Wy4ftMdEHfVxa2Pqw1 +9wth4/K6hd5zesm84+jT3FNsHFp4vM6yj4UTthfvBgezsfcnVye0nwUH/9z6 +8RNsdMg9zCtiEL1zMWKcDWLjrEy6bj9F/DLemj81kI05rtUNcjTRk6D3ExeP +k/oDFgVYswj+o19NSvizUf0WS8IGSB5bo/Er8RgbMl9Tfj7+TvKGYIwl68vG +i6WPa6hBoo9Gek03fdjYqDn9gfwPFpxPdhYqebOhY5uVbjNM8pNif2TWYTZs +F4ZknvtJ8lDKdttFh4hfyKU+Lh0h/rNfae79A2y03f3XPDDKwrkf5i3LvNg4 +sj1PeD6HBWbOu6giT7LfmFubbbksvPmTt1LXg42P7d1Xo3hE3z2+tjx1Y+Nx +wYHRcj7Bk9XBowaubIxeXO/6U0D8QGXjv0pnNk7SHt0Lf7EQYXcwysSJDQvT +T4fsf7Pg69glUutA5quYOTXuDwu/MpJDLfcRfg48K3o5zkJ1bMr3hr3Ef5Zq +HOH/JXk/+dv27XZkvo6DussmWJDRPFzQvJuNg79EZ7pNsrD7kc7knl2Ez2dD +eElTBrA1ffWWzp1sVBy1/lEvNACFfcfjnHawia4Gcf8JDyBqF133dRsbZ/z+ +iq8WGcDMsUSBhw2b/BczdA6LDqC32GcBcwsbmUPLDtyaNgDGz5MbDluzYbiq +La9l+gDuKjzaPWRJ/PVD77/p4gPwvjXb45gF4Z/JLo8NMwagwUw/wDZjQ2r6 +srYAiQGEOG31CDJlQzPryN4HMwfwxnv+nrFNbKRdlBn4IjkA8TBp4xATNnjG +GpdlpQfwd3yByj9jNoZM7xlYzxrANFvrsbMbCB/lrv8Onz2ATczY18Lryfd1 +2fWlMgM4oUbFRRkS/VHA/UFZ0u+xHVvEDMi8t04mq8oNwH71u4kYfTZELJ4k +7Z07gOlde/Il1xK+Xe7Jjps3gMevv9tc0WOjOflMVbX8AOL2X6RlVhP+DF7/ +/kthABfmagUnryLX0zUX6ygNQMeiZWLeSjb4R/X8DygP4MO+kLC0FWwy9xcN +6fMH4FaqylXWJnlB5o1ey4IBnH9R7ZalxcbCPTuKxFQHEN/jUqO2jI2+b/v0 +N6qR+4Ej83OXsDGwltl0YuEA5gwE+WlosqH3mR/8cNEA7mQOPXuwmA1qS5wO +Q30AxuM7x5apE32ckS9Q0BjAA4872oULCZ5Sdzbu1ByA1ZovjjpqbASGRDy5 +uGQA67omwotV2MhYYZz3YukALB6LpK1ewEa3/qUi/rIBUMo/Cp4qs6Eq71Gz +fPkADCJKSvWV2IizbWDt1ybz3GhXWq5A8HWwTil9xQBEyprzjeTZ4HbudmvR +Ifvetjilai7RF63gEvFVA3B223Zmoxwbz/pWym3SHSD/v5b2r2RJvgk7f/HU +6v9RdOVhNb1dVIpCIgkpolTI0I8KhVJEkkoUSSkpaTBEiTRIc0oqElKKKIRQ +ShYJIRlCg1LqDuece869V0lK+N7vL89xz32Htddea+0ejyg0h42dZTnuO15G +BYy4ZUjBZM2V7zVjSZ7a15MtNKLAHzv8ttUYgud71aWaiyhMMJ7rUzua1E/7 +M+u0mEL5BLXxaxW/4y5jdCNlCYUdyi/KXo8kflhsfPS5CYWtxw032I74jttM +s+tfUwon37h11cuTfpg9fZ3xMgoX11r62Q8nfiMdbRO4nELD5nb6vdx3OCNv +yxUzCtM3Gbg7yn5HiMbXkK/mFPTPL3z9UeY71JNrLk+wIPgnCuY6DSH1OuXU +td6SguMRq7jGv1Lk38s0iFtJYcxr+8bNf6RYFhp9AqsI3z8OndryW4pqz+kD +fVYU9vds2bp1QAr/vr3BBmsoVEY5prb+kiLtYdBQX2sK3c3sg219UpQs0s/J +W0tB3Un7y9deKXaKs6xbbCh8sfvR7f5DiiPej+RUbCnETtsm861bio86F97a +rKcwbfrW4Z7fpYi+Y1x03I6CfZFIpksiReWp5Iwqewq7xiv+2CGW4tW63JSf +DhT8yh608lgp5vgEZc13JPUVfa/cKZLi6C75O7s2UogafidNQEsR1bjtS94m +Cp3b+7b5UFJMMj00/osThQ/2mEYJpLCfvHnb+M2Er3PkW3bxpbAb/HvPdguF +tWvrEuguKQJ3BU6NcyH9+m+Uwe5OKSYLCk8/3kphb97TOqZDih+D16cOuFJY +ECN192sn9zeMuL/QjfTTv1Ra1CaFgeo0twB30v9eF339W8n5dNNUC7dTeC2v +0cG2SFElbWjt8KBwfpmsbUCzFCaDdOnkHRT+bN5wi2uUwvf9x+yNXhSarg8f +GfhZiqZfmWkpOym8TJriIv4ohfnveVm13hSU1mTkBjZIEeGRd3PoLgqpC3e1 +id9LkXVX/HGpL9HHi6fH7nknxeWjk0aF7Cb99VXDRFIvRfeqaQ63/SgcMvu1 +Zc8bKdjT8oUif8Kf8bp7Ja+l0Bx4q6gbSCHien7YnldSrOg/fGz7HgoOmwMj +JLVS6EwdqXBuLwVNn+hDe15IUdMdfuHTPqIHMzt8JM+ksJD5YjE2iNyHjrLd +UyNFe4Pmr7UHSH1/75wlqZbiz4/1VTEHyX5FCb8Dn0gxS+J76nEwBaeVzFMx +pBhruz/kdwjp74kxxwIfkfud9fU3DqXA7HFeJH4oxX53h337DpP9z7l1BlSS +9Wbpx14/QvqTfyaaeyCFy/FfRcIwChbZQ9QDyqUQ91e0a4UTfxh2+ip7XwrT +CQdmuEVQ2BO0aY7/PSkEXjqhZyMpfJu79IqolNRn37u2j1EUPkasnuB3R4qi +2uANY6MpnCo9EMbckqK2V63R5jiFoSpPmnxLpFgZU+kXF0PhvnCWPn2D8E92 +29insQT/w9eDdl3/P1/+1fyNo4gvWN0RFhF8/l5OMEkg7//rEXhfk2Juhr1b +cCLh87FSZUGhFLk2MpZ3kihM5EUt2HlFiiu3HywSJ1PYFuBqzSuQYp/jkaWz +UyiIvMydduQTPj9a7eCdSuGIsv6WzjzSPxHTgi+dJP3zQG2DRy7ht4588dc0 +CvcujVjRkSPF86V/JJPTiZ+p/NJxvyCF3Ea5Vc4ZFK7bdQ75ek6KUf1TitIz +KaRcePbeNVuKYRU2mu9OEz6vuJj1JUuKpTqpBYpZxP/C/Te5nJFi5kt6ifVZ +CmezZys0Z0qxwXBbe0w2wavx8y3nDCn29jIZ1ecojA4NtPt8iujDuQyXf+cp +1D4Rd21Mk2L2va0GS3Mo/PdjY2BDqhRf3q+YEHqRgu2GHLFDihTPItco3s+l +UDel1utdshTWDvvG9eRR+Hfm7bv1SVL0fqiaaZBPoVHmzoI3CVIEZc63Cygg ++JzzT7SJl+LczNqYossUgq4MNr6MlcJdI6FOeIWCtYe7+poYKVqGHNDWuUre +H3Vq4/NoUh/vxETPaxSC+WnRK49JIdP2Ria3iELRHNer1ZFSpPSaJbQVk/c1 +xdXmEVJkm3dOU79BwezPyoZHR6UQrr9fu/kmWX+oW/PSMCm2366KPF1CYaO/ +8aeKw1JM6e9f8/EW8bdDr58vDpVifZn/9HF3yPqek2/eD5HC8ujEkfalFIp9 +piUZBhP9aP09NOUuBdWnLdvuHJDijLe6Yt090i+3rHQNggjeN0J0RpaR+u/2 +4N3YR/TZYpzdmnKiT3NmZunvlcK1nI2PfUDwm5+14log0d9chYaaCgqLSm52 +6AZI4ZjiM1f2IeEzb9fBAj/S7yqjslZUET2Tr/k3fbcUhtU/xkU+oqCxoSri +4i7Sz3N1cx6B+PmgQ6+GjxTadO6SP48pqJhFbM/eKUVPrDfftJrok4PFk4le +UhzMPpR3+CnxS9+siZmeUtD3mwIe1JC88jh8xzgPKR7uiV/76xmFsKTuglR3 +on+bExYtekGhb8j3L4puUhTKtRkG11J45hSikOgqhZVCjMW9lwTf6mOz5beS +/uk7tv3HK6J/h8ZaHN9C/GZnU8rCOlKPm1PsZDYTvglj3+x/QyHnTKFDuBPB +V/mkxp16Cmm7iq1/b5QiI6T3yPe3FLI36i465CjF35vlIoP3RH9TVCf3Okhh +tu6L394PFEauDe7eZ0/0l+c2WNJAvl++6rF4vRQjFFddkHyk4KkYFe1nK8XL +zanr538m/Ruis5SyIf7lbjZ2TyO5/ywDxmutFDH3nTpvNpHzbMo58W2NFInd +n2vEzRRKZwfouq2W4uS1J2XzvpD81nz2bssqKYL3TaoMbKVQdXL6YueVxF86 +WutvtlHIj5S53WBB8Ewa2yP+SqG60VjTfoUUvJH39OZ3kPxQ8+hYnRnhT89r +/z3fKGw6ePrLmuWkvq1O1SWdFM5NrJz1bKkUbVudZ0q7CL5NswJWmEqhNuJt +jgGfwnN+++WqJVJwh6GzT0Bhll9Lw5LFBM81s6tuCylMypzQd89YijIF5Z3d +FOFjatqYBUYEH8eDUxYyFNHFNVNuLiTnx2ZBkIjkgbzF02YvIPjyHuIuS+HO +GPdJVwykSNqaf62XI/38q3yY1nwpFCtHFxhLKMTHWVIX5koRfu7PzRAphQe8 +31CbI4VC5oFX5d9JXlrSnpw5W4oBswM/+7sp3LzJrFeeRfTb8O8C0x+EH/7q +w0/oEb6OGh8Z1kvyXXbgHQVd4i9uZW1VP0kecP/meHwGyRM1tM2/PtIvvL3M +Py0ppjdef2XeT/KN7eTgI9PJfgZDXY4NUFj/tOXnT03y+S5R/9PfhO+7S/z3 +TyV5adLuomF/SP18Mhs5DSkOfInwW/2XwsJvCYt81aWot563LOEfWf93QjJP +TYoLf4I1Xw+hQTef+uw+SYrHJ7eOGz2Uxuy8PNUvE6RYdaFN1U6WhtuBUmsn +VSk2Vv2dlSZHIzH42f73KkSfkh6vbxhGw+bVx5PrxkkRkjfjuKo8jY9pX/Nf +jCV+mT3nlbMCjR/i9mKLMSS/KLdMyx5BQ0n289Wq0VKo5s6Lbx1JQ1NSlb1Y +UQq/Tv0hmoo0qhoyokpHSmEc1BDvMZrGhPfO2+aNkOIup6tVoESDHS4375q8 +FMs5vTrBGBo5Gad7tIdLsWV0U+wsZRoaZxVv5shJUUAv3uA/jsbPBTu2qckS +Pk5ZN69EhZw38oxMhowUQ61U1LvHk/PmXMlWGkL852/qJKMJNJ45qzuM+yOB +SudT3UMTadyNT3eSH5AgNOXWqspJNIJH3Fo1+FOCwovOB/+q0Zg3zm/q9x4J +DO9U3FuhTpM55FEHXyoBPL8Mj9GgIZ91ObmFk2D++spdtVNo2EWpab1lJPBX +dv0ySpPg/2p83lOhBCet4WY3jUbb1bQR5TwJmtMF3aem09i0PnHr9W8SZJ9o +OPNZi8Y17tfp3K8SbPgYZzt5Bo0d5Y2VGV8kuDRs2Hg3HRpG7dNexTdJsBbr +RHm6NLi0+idhnySYdnF7A1+PRva/lkt7P0hgbGlRN2sWjZ1O5gFeb8l9rHs+ +Bcymkff017TNdRJU2h+U3tan8Snob5XNSwlafr5U/zmH7H/KZqXZcwnSWrqd +TebRZM5qKV3wVILI7O8F4fNpnHheoKj7WIIjn14MfWpAo3Le5fVqVRLsnR2y +T34BjYfFn0IVKyTYvVjmu81CGn+9DFL+3ZfgQo5P1ElDGpOjSpK6SyXYMlis +9cmIxhsd2/38WxIof3/7UW0RjcEQWYumGxJs1vh0xm0xjTvn6gZeFUkgmlLl +l7+Ehu7dS+erCiU4m5lgT5nQuNoVoXerQAI37aVWc5fSuG/jdu5SHsHP5/O6 +/csIPxUX/8rIkaBExsWrbDkNrdXyy+POSfDxVG3yoBmNxWrP/UOzJDCt1H6+ +YgWNJXmBx/0yJYhVDxgbZ0Fj2+DA8W2nJNi/8YpfnSWNX1Y7A+1SJegc/r5R +eRWN5POF5iuSyXoN4o3OVjRKJz78vSCB1N9Vpuv8ahr/fTh/cUasBNIVI491 +rqHRxbOcMyFagmc6oxbMXEv46VOcJx8pgd+1YT0BNjRm7X/z71eYBCcCf9eU +rqMxf3KBFRMqwfcJ4sJ+W8Kvg7OCvwRLEL6y/ZyZHQ3VLOeUuiAJVp59lxtj +T2PO6ZmpVXsl8Cl7ev+1A43dx04fuhkgwYIVFW3KjoTvgefWXtwtwfjme6qb +N9KY7v/fsJM+EqRPL3fL2USjJXHD1UgvCbyqqst5TjT0W34t3OchgYNdo7b+ +Zhpxu6Ze9XCTYNXhvov7ttAIsqyS27BVApdvM+aWu9DIDXlrbbFZgtt6Hq// +bqVRP9YuZMEmCfKlNw6v2kaDUjM+obVBgivtiqbJbjT6zocnjbMj62VFKDa4 +01DL19o/dB3pp0fyEjUPGicNNVZ0ryH16b3Sud2Txq3NO399W0X48c1NWLiD +xoDqrzPvLSS4qPvfH7EXjSH76zWfmElg7qs5w9ibxp59nam3lkqQaKvvetSH +hvqkedTFJRL8DXG6XLOLhmBX8cxUYwlmnrj0b9RuGh92bnQIXyjBw/+U/Rz9 +aMiN1fYMMCD4jCwQZvuT/X2Ut7rOJf340PVgZwCNmf5qS21mSzDALh0/ew+N +L+pGw0z0JGgyt6rZt5fGugNu92fOkCB+2+GYB/sI3vtT7SZOlyCBanGWCaIx +Urn63bCpEuyJ8zW1PkDjm410yY/JEkja9QzSDtKI1xif1DlRgtYzE42bg2ko +hOnVvBsvgcEmE9vphwj+njP4j5TJfarSDvqG0hj6Qk58XUmCsEOaJbcPk/67 +WP01e5QEcvr8/v4jNNDpXBavIMHwMN4mi6M0XkQ/CgkeJoHaOM2nieFEP4Kl +ml5DJehOP72iIYJG+w1hicM/MXZdXfdePYrcRz1Hz2yQPP+02O91jOBRMjpu +Tr8YKjpHZtyIpiFxMahX+ynGyS8/hb3HST0Uh/wZ3iPGsidlD5fH0ui9Fazy +QyLG8aO4FBdHgzFOUf7GivGvbEz2u3hS/0Tzvje0GM6Tii6pJdKozoyrqRCI +4WV18qFnEo21K7eFFnaJMZl5KixOJv4SUama0SFGdLHVjN4TNB7PO382sk2M ++gWT9y9PpfHEpF8uoEUM+5nm7+NOEr1JqHPe0ihGsGHFivdpNDJlxp5a9VGM +un8JTyenk/PEVpX+916MgQW3nbwyaBT/qX84pV6MT8H//b6RSfRuzfIbI16L +sfKA4u2+02T/tcNiel+IsfGj5aEVWTS+dk5Z+a1GjNnmzfZJZ4m/9UQxdU8I +Ph71Jp+yiX5s0T9U/kiMoI4ZxprnaTzqVeHyK8Vo9Plq4XuB9Ge+kXVquRgt +uYPbS3NoGJgnJh++J8Z6o6iTfy4S/b4yqmznHTFk3wa8X51HI+x2aa19iRhj +J9Von7pE8DEJe2J6XYzkipi41nwaWWruebrXxKjYfndQ9zINWT2nXcpXxOi+ +6xC97wqNFUu2Thi8JEYZmVMeFtIYrrurWHBRjKvK7TXDr5HzVwfrvT8vRsie +DxEORTQsv0UmVp4l++uarjtfTMPXKfLj5dNiWHZMni28TuNwT+Cwk+li2FoH +qS24SfJFgtWUwyfFcFS0mny0hMYUaoiG1wkxbn7MmFN7i0bF1zMy6xPFeGbr +Ya9yh/DLdFj9ojgxjLVvxLiV/t8/LaKmHxejcMjhumt3ST23rFUfFSUGL+3l +jN57NP7cUT3/46gYX45dSDEvI36WmyP79bAYpyL6RiSX00hhvzq8CBHDyLD5 +dOMDGgFu72JvHSDnt11ppF1J41WV/6Wz+8TYHmzCD3xI9OTdjYJjgaTerlVX +KqpouG47ccLPT4zf1+tDh4OGi96wbRt3EX6r7HXb8Jj4Q7eSyrKdYvgty9+Y +84TUP7KgRMdTjPRGX1emmsbGDCxQchdDNfXZQeMagh+35fzPrWJoK5fnHntG +/MwmgP26WYxJoyzb6p/TSPfv0XqxSQz32bv01WtpqIwRmJVsECNWY1aSz0sa +ppLllmfsxFiUGjdY+opGYW3fnIh1BH+DmIghdYS/m0b+8bYW48QN7fG2b2gU +2O8tXW9F+HfPq+JsPY3wfdr2xpZiDOm13i94S/x475SGKeZipKl/Ml34nviJ +7Oalw5aJodkoPzHyAw3tjrokdokYcz53yb5poPG98uCTBmMxVrzYPXTyJ3L+ +tevaKhaKMW1LzjifzzT2LVvbnmcgRqZJpOHdRhrHVvu+iJ9L8Jo8bpdMM9Ev +tfzMPbPFmHp10431LcTfPb5bO+mJ4XNqndz5L4Tv72x5S2eIcSv+lz/dSmPB +uDte2tNJfUy2Co2/0vD8OPH1iKli9DoFBx1vpxFYfWiidLIYI1NslD90kDwW +V2/9eaIYW1NbH2t20mh4Pc7z4XgxqkbqHwvoonF0idn2S8pizLy1eFMlj8aV +ENuV8UqEX/PlTUYIiD7NWaQUOEoM3yVZBs5Cov//eqscFcR4eJRbfJmiEXIq +2nHJMKJX1xUce2ii14nN9VOHkv4JEYWvENFoTPw+X+4fh4iUMw9TWVKPhc+C +6d8cpl9SUvzK0bisuz6//hcH3x0bAuZIaJwaGnuvtJeDdbRXx2EpyZve3jey +ujk037Ha+fL7//M1lXhUwsE8f+D3xB4aW5fIr/dkOdQPO1bg/YP4VUfFTyua +gyDpq9u9XpKvI/4c1xdwGCpU1pfroxFbUvtrTBeH2topIxx/kforTNjwo51D +d6dsf14/yc/T2082tXJwED4bkA7QWH5qyr2HzRya4nYqmQ8SPxC/epT7mUNG +MG9h6h/Cv9cdN443cCjZudLv618ajpWbj+16x8FfPu7u3CEMFB3mLF33hoO+ +0s0xR2UYHJmy6cv8Vxz85lSG1Q1lUH6rzl3lBYfq8bd+q8sxeH02+eXPpxx4 +oSnJfsMY3PROmdTymMMVpc3zK4czcCh4va6qikNXjBJvpAKDgq/LvHMrONw8 +VVrkMoJBRO5Xr+gyDjOpNdFFIxlcDSpc432XQ+ySdwEDoxgwHWnK1rc56JrY +7F47msHAnjPQv8nh0IXKQ9lK5HyFtzcoFXMYPlH7LDOGwejRLa+khRyiXaJf +mygzWKYzcmZDAYdb6l/HJI1jEBVkuvteHoddSkbeX1QYbDjsk3Ymh8N1QUK9 +viqDMZVxF0LPcUjY/HVN2ASy3v3MlK1ZHIwmGX6qm8ggiUn0WpbJob85OWiK +GoPKz9s1NU9xMN7AaAdOZlDdNxZDUjmEGK0XPFJncOtlhmVnEge7xRUVY6Yw +iH3Bv/40nkPQGIO87VMZGPv9GSiI4VC25/bZ25oMzs79NDf2GAc5JfOCodMJ +PrHeq3wiOLhebHvsqMXgPFu0Yk0Yh86mJEmBNoOcT+e0ZoVyqNuzzuDnDAYT +7y+gRgRz2Kc2PXq1LoM4Gd9TzH4OZkmjqCw9BltmL57+eg+HB4dHuzMzGfDz +zmYU+xO8L8ykTGcz2NMUyyb5cnC75hZ9Qp/B7GX9M/29OWhsvG3QPofB3OWM +9bodhD+OWlKDeQwi1zjazdnOYYpb6ZNj8xkMq527RHEbh6RZ3pc/GpB66gXJ +s1s4LPNfek53AYOp7zUqXjtxiGpdlH9oITnv3BkOxY6E3wYuVa8MGejkH6tL +tOeQp3mZ1jBm8PTsf3N225L93CfP3LOIgUvw7L3WazkUF1YeerKYwfwL3lkz +V3PYezPxi4oJg5B97QXyKzkwsxPsvU0ZrN+Ukikw56DzsbyxfCmDO9f8dz9b +xsHGQ33fqOUMkuuDtAtMyP0T7mi4mTG4rnXh8bFFpN5ykS23zBk8ku1c4WHI +4VF8TJGsBYOt9aaFZv9xuFtfk+xkyeBfW750yjxynhNmUddWkv45oTJ1cDaH +nUf74gZXMXhheHx+ix6Hok3iXLvVDBznSmaUz+DgU69Td2kNgydvbP9mTudw +8eLFET+tCb/9zlYGTSX3idq2xdqGwWfX164O6hxk53hUnl/HYOiP1m/zJhE8 +nK/Pl9oyUD/+Yq2iKocPD83vW9oxOOV2/AytzEGiMs3ujD05f4Ni7XMlDsmq +6wYYBwZfFri05o8i+nX4edlyRwZDXu38GKlA+PH7ZNypjQR/wcxb24ZxENvf +8BVsYqDXcH6PyVByHsMpbibOpP+/VIyb+I9FnVunV8pmBkHWYWd7frOYmfD3 +aOcWBu+8WmTf/WLx1D/omvFWBtMO1jtc72UhqbYQJroySH/sEB3fzUJzVeCi +9m0MliZvy/KSsKi/3nd2oTsDOQ3RSXOWRW5ph1L8dgb37/T4a9AsVqron271 +YNCXtnfOLz6L8Jim+f/tYLB6wOVtQycL0xrmS4wXqcfs65tK2lnsT9iR3bKT +gYfnNiS2spiXutJvvg/RizYfRe9mFtmpqeuP72KwuKlm6YrPLL6vtFrZ7MvA ++0SAvUYDi2Tf3evm+TG4aLx1dd9bFl/K/nhH+zPwUoyb/qGOhTMjk9EUwEDW +ivl6/SWLvMpDDXP3EP1TC4+Ie87CT7BDJ3ovWe+hqaznUxZhOs8SmvYxkPfU +2L30MYtbC3OGzAtisGaZ2t0JVSwGXksTog8Qfkbof5M+IN+/9kin+SCDa1vW +fX91n+AVN+LjvBAGOwYO8ApKWThMa8g4foiBODWnIvwWeTaYsqsllPTD6uqg +zTfIfvtpW4MjDNpsmscsKGKx8dISq9gwBvG1rSmjCll4Hxnj0HqUQYbgmZSX +z2LLA//ABRGkv+tPGD3KZcFMdMyJj2Tgd2XutjMXWPA31HR8jSL1zMzx2ZvN +YpFutZFRNLkPmjdan2HRZbv+QtJxBqdXN83QymDRG7N7YmcMWc8hvXHgJIu0 +xEkFi+MYsIOyAQ0nWAyZ5GKZGs+gfrc2vziRxQnGoJefwCD7AWN2PI5F4aOc +B0uTiP4PdzzqepxFrf3lk+nJhI97Nl0wjGIRsc3qMHOCwYnRoouK4eQ5Lzp4 +RSoD7UHFGN5hFiHNbjFZJxk8d7y77mEIi1XVzVckaURv5rT8TD/A4t2kny1W +6QwSz4VE++1jMSL73vScDIbM3THdFoEsZGUnH+nNJPqe/sdysh8LaqyOcN0Z +Bjstm0K++7DojmzaWZDFYFyTUkqtFwv/scZ9v8+S+3pmx170YFEWZnbO8RzB +53uQR7AbizXRPx2KzzO4cipjqu1WUv9vruqyOUR/HXurtDeziNl0oM/lIoPd +5qlmAxsJv88vF9zJZZDruTX/nQMLnwNVwpGXSD8/3UBfWc9iwrnu3575DN74 +BSoftSH3rW/XqixgkOJRqO64huBdF+uqcoXgWfRTftYqFgcd6at+hQzW2mz6 +/HcFC/vpIxRqrhJ8rB7GflzOwv2HMFSjiMFgzgy1IlMWPYlxfw8UM8jaGHci +YjHhSz6d+eY6wc+nrWujEYulg2PMdW8yePBRU2P2AhaDjoOD4SXEr7JXG/+b +x2K57626xlvEf+/aLvioz+LuwNwSgzuk/zT0x16byWLGi+CChFKiV3VNb4/q +sHA9kXy98y7Z76Hdvg1aLNYr7nthep/Bwa74H7qaBO+hur0ZZQxqjI9u+a1O ++Gxww0hczkBYpJP7dhKL044KCasrCN4Lj9Tmq7IQ6i+R5FYyUHoS/CFkHIvU +Qyt2DTwk+K9SfmQzhgX9S+uH4yMGZrcskzQVST/7t5+6AdLPkuEmPQpk/VOH +Vso/YdApdnz1fBjRk9lSBY9q0j/ntJdmD2Wx6cfqjoqnDALbA1MD/omQXxL1 +avwzBhX582rMB0WYqnHxReBz4rfvtrao9ItwuT+vsfYFg782kveCXhHUFZIH +tF4yGDH4rehBtwiB8u4GR18R/6mZszNZIsLNMo3QxtcMXsbXDnFnRehtev7x +vzcMZGbfPPofLYK/vrtlcj3Rx/jPX2QFIqzfI6wRvCX+cNxE/XOnCIyXx5YV +78l5+j+YXm0XIaeufsj5DwyCn2ctO9wqwkfv/yp/NjA49uz4tHXNIoz7kRjv +8IlB17tU3pTPIvAN23Zd/8zA7cmdBMkHEUT0LFf5JpIPAgVjnrwV4VPDfk/P +ZgbWN7VDTtWJ4Fv64EhVC4PWTTuw46UIIdZDrk5qJX6wOIcyfC7CV6c1wqA2 +BuGz3nQPeyrCyfPpS95+ZfDnF9X2GSKkfenKmd3BQCuEuVb4UITvH00mxn4j ++rP/ldOhByK8tc6+9K2TgUp5FG/NfRG2/pZdsYxH8tn4EY5qpSK0FYV2Z/GJ +f9pvuUSXiJCt9uf+DwED08V+Hx5cF+G3wskUe4rB17RFXQnXRPAzMQy9ThN9 +n1H2ccsVEbz2iIIVRATf+51XZuWLcMS3LM6LZTB9ZOmW/osiWDFnix9zRG+7 +pnG150m9SjM6NSTkWU7HI+usCLdjr80JlRJ9mFt+z+c0wVenJeHTdwY2Gg2M +cboIJRtmDvzXw8A8NXDI8JMi6L3NPJryg+Q3i+ifH5NFWLhtxnhRLwPf7yPe +5CeI8PrRp6rVfYQ/m35H748VYcT94sMFv0ge0LVXXxEtgsKwq2tlBhhwGjLp +YyIJPwLq5rr9ZrCPGy5qCyOfl06eUTnI4Nk6F+3roSLEn86YO+kv0Stxj+nh +YBHqWkzXHvxH9DK6znBNkAgmFuMOfxgiwr6HraMn7BVheapa1fyhIuhaT3nR +5U/wPu6ockJWBKXG2O23fUVQ5j0JY+REuD5uXEu4twjD93n3rx4ugn5h2cJ1 +O0Ro5iwSLsuLsGX53gC17SKYTtkyR3aECA8jDeMErqS+T4o6t48UIUz1T2Tp +FvL3OUuuPxpF6nCp2iXSSYSIYPkEjdEi/Hh9dLytowiTFCeEHlYSwd5I76aa +vQjHtHzCmsaIYBZZpidYJ0Jx2OApY2Wyj61e1B1rcq62xocZ40TYbLqnItxK +hHSF3/3dKiK4UHENay0JHo991jqoilAg9a2bYE7qV6t5s2SCCDaS0Zc7l4pg +y5uhozRJBNlw/203l4iQ+/lQib8a6Vuj8N5QYxH6PKfYvp4sQmaxacCqhSKU +rRv/d5YGwSXkQs1YAxGWOrtXx08R4YP++d9f5pB6WA3JFk4V4bGrwbjCWSLE +tf46bjVNBJ9zGxT265L9vq6NvjxdBC7kd9tSbdK/Sr8y5MifelHa6fLkPZkF +Qyt2zBAhduVTvQ9kH6NRft3VOiJMWN9w7jw5l5mb4XItPRFSZq6TeJN7fBa7 +X4iaKcKibbpa/5F7v4iUjPlG9h1xwMXwN8GNauRlmusTXHo6dJ4pijC6fMX8 +XHLOoR53fqaQOmnx5Vv/zRVB2/zFlc2krhO0l5x3ny/CTpVJxlqEBzyjxj0g +93y+9UKBiPAo5VuXk+YCEX5l2XXfJbybwWx3iCC4LLLW0wzvZ3BPxd693VAE +D1pDf/VP0tdapZFmBEfxj5kTxpK+8G1JundxkQg9fMuOJtJXHf++/Pm3WITp +Rt4JeaQPlZwvb9luIkLVlnjl3aRv/yugax+bkjq/vHRoAenz7OIim+nLSF/3 +33g0QHQi+z/mW9RywkvXS13V7SSXDFxL6jQTYcmOQ8JEokvUK9EayxWkThEz +X20gOibvc1utwIL00dTipMlE97zTB//IrRThTckv/U6im0fHv+3duYrU88KI +4mtEZ9/dnC3zgvDqsuNnhX11xDd1lafNXEN0w8R51WKi69Erjm9IIDycXHF8 ++z/iCyOexmQxa0UQLHZ2eU58ZN7eid02hLev1F8sOEF8p2C0qfsNWxE2Pq+j +HYlPjd/e3a5kJ8LZ7O0Rkx+QnDrH7MBewvvV/Yd7Ou4xqDPW1vjgIMKFFeOt +Comv5q7MbVxI+sTv/YyQAOLD+yaXX8ncKMLYYZdjFxLf1jjqn9C3ifTVohMH ++onvh/6HiC3OIiyr/mSOyyR3DN5OqNxM+uVPsOg4yRnPL1kVTnERIcjM98Ba +kkvi6PCmiK0iPG0r+DKG5Jj0TNcpnaSPZedoTf9EchDt9+3gSjcRosOaV2Zn +/n/9MZ1X3Em/THtq5X6KzD3FQo8RHiIYejfqziA5bX+Of6+fpwjV55X4FMl5 +HW8vnq8numE51iPqBsmFZXLRzv/tJLwd9eL3PpIjhw2dpJtBdKa9afFG42PE +l5O3K/T5iHALNxMHwsnct9vt7xaiS9Tw6Rcfkdzb5K6iULVbhLs9cWnHSE5e +vCBKZxrRsa8vv3hYkVx978o1p+gA4tuvx48duZ/MgcdSzgkCRWhaon/+TSDh +R+J/P6yJDr53nDg8jcwBMjEZ22/sI77r/N52I5kbVI0fdIwlujkmyiFoIpkz +XHbkHThwgPBh1MngFjKnTPywXqPpoAjnDGKcL7iR/lj9tNE0RARWb9aE7WQu +GpEwpPDiIRFUZh64o0XmqBdbFRJlD5P1vN3m8MkcphvTGulzRAR31Y7oQjK3 ++b0KT3pNdF1p1/dy3/UMBFLptfnhxNdTEl/rkzlRUmXYmh5B+rU8v5Ijc2b7 +TxutX8QXZowzSighc+koj8VhrsdEuFdrbLhvBYPaJ7/px8RHXIfnPVxA5uAj +X8/46cSIMP+Hn9YPMkdHhCnJJBLfefQgdec9Mncv8PAoEseJoHZULjaYzOnd +Dqd8HIlP1XlWRy/6j/j2+PzF5YkE3xNP3H7NJTk9IHPKFOJrnZoDEx7MJnOT +lt+EYycIvou9rofqMTDu19EWpoiwqq9vqskM4uNlLyzXEV+cd+hG4MA0MtdN +33DodpoIoxrDzlVMIbn1z/PHE4iPvp3rdvnwZAZhY2dOCcsQoT/DOtlkInl/ +WsiJb5nEl7UX2Q+okBzXfU959RkRTounfn8wlswtNoJr17NEWDeyPzB0NKnn +9xFO47KJD8VXvVw8ksHwa1oTDp0Twe6Il8yv4UQvFi9g2ojP35XyVctkiW/u +NPlgmSPCl59L5IOHMGjpWVp/jeQCmezNnwz/0LAtMv06Jo/4Nm9JZE8/jZe2 +i4cGXyJ+1vFJ/s5PGjfyDU1aSa5wz5jhv7eHhsO+BbEWl0WoHz71xjwpjbFh +CwVXSQ6Zs7TiFcvSME9Y4jLmKvHjRd9rimgaxm5WnQdJbhk+UHFul4DGisdb +w1uLSP9Ej7HT7aJx78CReZYk5/R+EHztaqfRbl7Yfe2GCG68xTZ5rTQUmY5X +Y0ku0iv9k+7WTOOo0eyykFvEXxfPfaD+mUYodbzs621yvwBUNH0g69d2v15F +ctWmNdezMt/SUMo++OP6XRE2VIk2bKijMUV7zH/jSQ4zeHyQVnpJ4/rMJ1FH +yog+W1i4vn5G9t9zQtBZLsJcI+viuGoaTNVB97UVIsyKPfbZEjR+NR5hb1eS +82sJ2v5V0pgbnXdCrUqEgz/9nlSW0yg4TllEPSK5SDQqKuQejeN5GxRpkhNt +6CqNhXdoNOZ8o+2fiBDaGJohvkmjdMWZL+XVxD+zF1HXimno2B38Nq2GfH+i +ZOLOqzQWJh/9Hf9MBOt5WdrTLpPzVd2e9Z3k0pOPZ4/6kkdj6jUV/y21JLdd +z6nPzKEhHXe5+gnJsVbvRAH252iYPPaZO/u1CEeHj6RHZpH7HNx2/f+5N2zW +d7NnGTQ6fsWZ/X5D8oTy2f0RaTR6RtOCHSQnV2X2Ry5JoSFz+NilunfEHxNH ++vUk0ngv47TfiORqfs1TgxtxNGbu3umU00Duozrlg/dxGs9D7qyX/yTCSFsl +u2lRNDwly7fuJbncySS1sPkojbuZimHNjQSvojNfTh0mfJo/5bYFyfH8XZoi +mxAabOT+geIWkhfMpn6WO0D4Zae0WZXk/jM/k85X7SV8det+Gd5G9GDj9uXB +ATTmBU2zp76K0Do1vXLebnKeDdmMQwfx+0ka44XeNCrhcbbyG/ET2Z7VF3fQ +WB15yFWni/h3zhhn5+00/tvcsTCVJ8KBIt8VY7bR+DjqnGY/n/hH56/hL7bQ +OOJepLlDKILq0HuF4U40/CaONXxDET+sztQ2dqTR1vfGdREjQm3rqcOcHQ2F +Z/yzeSIRuocVXC9YR54tt4hGcSL86X78YKs1jT9Gsx2CxURPnL7ljbOi8cPD +5XUHmZtedg56vbQg/EoUbbH5Tva3GiUbaUZj8ED74D0yZz2bLxdmvJTUp2vR +3Wk/SK6xaX/LLqZRce5nRBKZy/5aZPy9ZETus33K9p8/CX6PJytsWUBjUu+N +jR6/yHl272aV5tMwnFq0rY7MdbTwcHGNPg2jiypHFv0mee6L5arDM2k8M2Wv +XyJz4A3hwwfzdWgElxn1jP5L+v9GmwJ/Oo2mT99tQ8ncuOf1hQXZU2n4u2hV +8YawUGv/YWynTiNH4aW5PZkz+6JbVOUmEb7nC5sqZVnwHa3elo8n70siYvTI +XKolnL8jQJnGlZvpVunDWeh/THk/XYnoQcEMjX/yLBpLXCZ/HkmjIcNwuN8I +Fhajk5YlytNQtXgm1ziSRcfRiabL5Wik7mmaaEnmYN+0vnHdQ8j9OvaYlYxm +wX7Senb5D4XhzieOqJO5ubzxpMOWAQotpxfUxY1lcWD6knLFPgrHPD3++6HM +QmapSj96KDwLUy/ersIi/+aE8UFSChuvei55M55Fw1+TEbochdrCxa1LJpC5 +/1ZIUxNNoWrZxfQrE1k4rKqJShL8/99RZrmrqLEYvXzSsOVdFBQW6ZhHTmYx +V83PU9pOYY7mGiNOnUWu492zl1op7CkcauYyhcz5u0RFG5sp/Etz2vZiKouQ +9/Knh3+mMC5v1UnDaSzkhstsLf9A4dHp941501lYh9X3+76lIGc0uHCMNouj +V332q9dRaFv2oiBsBotZf57W1NVSmB1kOJvRYTFB1CI9+ozCw9Orapz1WNh9 +y/85r5qC9e7B/c9mstCznfC5/RGFyBIX44WzWehmz0o9WUmhR89TKU+fxdQF +n6avKKcwM3P8b6W5LMllY1O+36WQUB40GDaPxb5vHxryblMIdowaJ5rP4upT +lR6HmxTm6Zkt2/IfizOxr0QyxRQEP26GvVjAwjRJXHW7kMKDox/eGRmyaDMI +8fUooFB6rHhJgREL2U9bxWPzSD1qTMvGLWIR0JC+7vEFCi/lYqyjFrNQip1w +fE82hRTZBKlkyf9/LvslY+oZCjVR1tfdTMnnPs3hb9IJPua1YW+WsjhurmAR +dpIidRzuuXQ5i60z3L/OPkGhOFzetdiMRdmOT47NCRSaIl7vnrzi/z8X9LwU +F0uhoHpjSoIFC2+DPy+NoikYyV9+/suS8MX5wquuCAp5ox+p7FrF4sook4K0 +MHK/zLyDjVYsIk6/cjILpfDN3YG1WsOCWWbVyR6k4KP/NuS+NamvVYFV9n4K ++uUak3RtWEi6v0Sv3kPhyTPTN5nrWKw8zjv7w4+cT2XemWHrWVxbci8+bxcF +V4/egwftWATbr7Jfv5PClMB0X749i0VyydIBDwq6/SP2b9rAoigl0rfQjULa +E5fUZ44sHulNrnTcSsEvNu6J0SYWycPs+f+cCX7DTylccWLh6apGFW8k+AwJ +85qwmcUdt4Cnzg4URAtXf4rdwmLOMssQ2fUUAtx6XfpcWJzVPSVbspZCx/L4 +Xh9XFv9WO+xyWU0hM13mctM2Fol1IZeHraTQOXmHr7U7i5i2wYpb5gSfUzct +KrazOHSp8erWZRTuP+Ab6HuyGLHiX+BwEwqrbUcant/BYlTb7tG3jSnsHjV1 +3eidpF+zlI9vXUjh3W2t0HBvFoHpzIdhBhT0/qpVSnxYmLBsf8kcCu03ho3z +8CX4YUz/llkUtoYLj37YzWK+3tp3srqkP+Y8+Wvpz+L60vSIG1oUTgRnZNwL +YJEzoXO4sya536QdZnp7WMi/mus9RIM8v533L2svC8XdAReuTaJgt7m/YeR+ +Fj/ls65vUKVQtqemKiyIxX+lBem/lSks+pD2UHyAxdrQxA0FShQWLt3xbnsw +qe9Oc3rdKAoDvib9H0JYCI9VOffKUyifqLZoVSgLnaZfFy7IUdgvI5NYdpjF +Az+6cpUMBaWunu+zwlg8XxF7m/sjhOuhnsDzR0k/uT4PzxwQQvaojMyYCKIf +D3O1l/UJEXFd82pUJLnvdsVcXo+QzEl2Xj+iWExaOeRHklSIkNB0I59oFr89 +gzQXckI4nGDVW46zuHnPVauFFqKm3HWibSwL9YWlg5ECIe7c5+s9jiP3eRdw +U69LSM6RYLswgYVTZPSi+nYhssdbx19JJPU0FJ050CpEFq3bpJZM8Ply7u3k +ZiHGH5mx7MQJFkZeyV8ffxJiYbRl2ZBUFqXlpTXeH4Toq4yxOnCSRX+1wjHF +t0IsbWcZYRrRj93HJtx5LUTllcMFW9OJvmVOPOZcK4RSnUHQ2wwWi/VQM1gj +xDkFZWfL04TfMnu/5j0R4obqFPuyMywG5aa/tXokhP91Jzf9syzESi9PiyqE ++BSDqIvZLAp+uxmdLBPirsuWCpXzhC+Xm4sM75L9unQU4i+Q83fN72u6RfBq +1vUbzCHrndg8+egNIcx/bOvam0v0O2Tt+OlFQtixdXv5eSyWBg3yaq4IURZ6 +UMUln/DBYWfyrnwh3DZueV1fQL7ffmSkYq4QfxcezrK8wmI8a+xecl6Ixe+a +D5cXshhifiJxw1khdneE7p97jfhJwcHk3kwhOtVdIy4VEX1pF3hlnSL1WHIs +b+J1FhfvN6qYpgpRL+Wakm8QfREtP9uWRPDsy9UZWkL0wFylNyJeiFfDLsSF +3CL+ud9GTyuG4POu6y97m/Bp+df5NVFCSJRCkjxLWaRtr1byDhfiYvDmuU13 +Wew6KX4qf0SIoqoEnu19FuNitthdCxHi41nF20/LiN/29N9ae0CIq487Ty15 +QPov5Tkl2ivEWeHoxJIKoq/D7/9MDhDi/dPU0zoPWeSNRMvc3UJ4j9xdfq6K +BbW6KaPeWwiDvTkSZbAY6vtrxp4dQgiuzVsa/5gFJkxIGrNdCDl/jZy/T1j8 +7dN7UeIqRPtuX9WDT1kk3J7RbLeF8M9l4iVRDQtDwdAnkk1C6En0Vno+Z/HK ++EF46gYh1ree/930guiJxfJx8+2EyPsUUmv3kkVVQfyRehshUlMqip6/IvXs +T6kIWCPE8grvS8vqWOxoXv1WcZUQFaPCS+6+Ifmh5dqD4hVCfDYa+kH/LcHz +VHHo2uVCLBD9GJH/jkXhKcsxtIkQxl+dnSd/IP3gv+tw3CIh5j6ZU5HWwML8 +5thKHUMhVKwOLhjxiUUkb8H7pwZC1E5d+DjyM4sbZ5899JgrRPegz45fjeQ+ +Tjj6bxbhS5qqxt5mFv65E8Zf0CXrpS5jhC1E3wefRJhoCxF7+dsb91aSn7iy +x42aQrTEyL5obCP5qlv8+YCGEI0dBZ/s2lncT9hWrawmRKv3i/4XHSx65w8c +u6kqhG6t/0LzTpLP3Con2Ywj/Lp7+lh5F/GXlDPRQiUhrFqthAZ8cl7DmKfR +o4SIFId7XBOQfFZzuElTgfA92/z7dIr4w+3A6ko5IdRPnjidTZP9fZ2jnGWE +SDzq46AiYrHGRV+1548Aj5XfTU9mWYyRdhxNGRBg7e9a+WFi4rfpgZWz+gTw +pBxlwyUsFG68elPTI4Ba3P7xfVIWt3NFd92lAljF6Jru7Wbx/f2LvQOsALEn +94XQPSzq8zbJZNICzHXa9NKzl8XMPUne8wUChEQ3GLT+ZFF32j33ZacAK55x +Nzb9YuETVHtzR7sAa2ovm7/tJ3za9jDtzxcB/i3+Q635TepZ/J/1mSYBcp/2 +XqkeJPp5Z+ong08C/Dc+7fDSvyxUn4YavXovQMDndzvu/yP5Yd6S3TvqBRDe +u+9pIMPhp4Vj0OArAdq2rQwpGsqhyOaRfeYLAbxCj+TNkOMQd2rv0Hk1Aqwq +3fYtZxgHHfft8c8fk/veZ43V5Dl8/xnd6VZF7jNn9qV0BQ4mF96P7XsgwGlM +1FYayWFmuplK6n0B5kwuexA/isODiTW0bqkAifwR3rKjOXzw2ZTxqESAn6+U +Z4YrcdB/RI9zui5AetC7f7/GcFjvGLKTuyrAvPjVXJAyh7xtP5KOXxZg5+1D +UvE4Dj7KzrHqlwSIPrNzxO7xHEpzMzfeyRHgQueYxXxVDrtMr/xcc06AKJPQ +sO0TOdiMifBvPyNAhVX+5y+TOHCrJ9w/mEHOezPVynkyhztKng2j0gRQVzOv ++6DOoTFxc03eCQFGz73vs34KB69vkvhFiQLQJ3smvZrKYYHR1OlvYgVgmP72 +VdPIeleakz2jBVD+9urhk+kcxm2aVNcXIcAQtV0ly7Q50FvffU0OI3gsbih7 +MIND/Ke+mumh5Dxdoz8b6ZL9mo+H3z9I+PJYbeQdPQ7HwwNG2ewXwCDol+O8 +WRwUGgv92gMFGJNbXFo0m8P9H7MuBvkJMF1kOEtvDocsAX1ZfhdZ/1fm3fy5 +HFIetEWc8xLg1u53m6bN57Dk0O858z0E6OLzFS8YcJDTX3KjepsAlxWbmtUW +cNBuSh7i5CLAxairD08v5JAazerSTgIyB22+p2JE3p+/flqYowAm7czTk8Yc +FFsKWSV7sv6o7dToxRy6oiRJeesE+DG6QitpCYfc6ep/F1oLsChuYL+CKYcR +d6ZZPl8lgNMk7eaYpRxKZv102WxBzuNhtEl2Ofl+WNoqZrkAOnILhZFmHG5d +oIaGmQow/uKU1L/mHKgj30+NXiyAz4ef68IsOIwfdqk3x1CAg8seTxuw5BA7 +Qzrb4D8B7COOjDy0isOKp+8XPJkrwEPj2SN/WnEYVrt09IbZAugOrdc8sIbD +1ol6FZ26AjyI2GXTbc0hJD12SZC2AOa2v5P32nCw13BIkp1G+k8hnideR/BI +DStJ1xDgr+3YDQHrOVyo/XtZW418Xpn5SWTH4VTum8BSVQFus2p7djtwsBR/ +HWE5ToAD4TlT6Q0cFsXODPmgRPivqMPz2Ujub5J732OUAGELSiDYRL7/xbRW +Ki/AmaTlt3c6czht/L04Qk6AF3c+lvM2k/pPvO+hJCNAqUXQ5x0uHHpWRdLn +//Bx4ZP6yK6thG+Jqyz///96hw575+i5jcO7wt+BD37yIfBLK/3mxmGlR5b/ +6h4+5lzymOWxnfRrsPLSTxI+zFZY3Ovw4DCrwLXNk+XjwTdD5+07OMy9ssde +SvHRpm46psOLwyQj88yjfD6y45za3L057JavKR7ZyUfUw/gn7T7kvu+l6We+ +8vHBoaHS3ZdD0MqHtjO+8LHz66K69t0c9o7VaL7VyMe7X2Xd7v4ctnUOM172 +kQ/TRZvmdwRw6Pfa4/XyHR8R85WPbd/Dodx8vdemN3yMCeGYjr1En9SzjL69 +JM/5Il+P/Ryiz1o0+T/nY+Wa0f++BXHI2Wq57lc1+fy3Y5HnQQ5/h5xMiwZZ +z+6JX1cwB3PdqVeVHpL9mp0svQ5xuLazK/VsOR+n9Sf8xw8l93P+tGbGPXKf +5iFG3kc4KJ2kP9y8zUfqwUl2wjAOxfmq85bc5KMnzS1iVzjRGy07l6dFfEQ/ +/viMjuBw9FySs20hH9dPhWn5RRG+ZT/WacznI+mscyZ7jMPHwq6a7bl81O30 +mRp4nOjdOsaQOc/H67gbVZIYDi9GvToYdJaPXan6QfviSL/4HoobzOTDRLFr +eU88B0kX4xtzig/vE5+mHUzkID8wYYpSKh/38+TU+pI4HNbtzj2dxMfJxn16 +oSdIv3bu650az4f44dR1v1M49F1Kmlx4nI+AdsW4oycJH9sMx86P4mN13bKm +f2kcTIfu+Hz/KB8WY0vNjqVzmBg1KmD5YT6eLQqsksvk4Ppc++OzYD5a6/c6 +xJ3mYLY0b5RtEB/TPR7+HpFF9l8bqvJxDx+VoRseJp/l4OSUJ3Lx5+N4vmH6 +mHMcrlcrZXzb9f/f4+EVeeo8h2+S+4q7dvJxzbErWjWHA2uauknsQfDm7lzI +usjBeuiJwANufBTj4xv1PMKPc5edB1z4eLRh7fiLl0h/uNePjXTmY9R81X1a +BYTPeYNnh23kI7zVmHf5MofIOzo9ifZ8xHbeCphVSN7vXK4x1pYPo9rjo29c +JfwOX6aaac2Hzvi7Tw2KCF/fTviqZsXH0XXmJ+8WE7+b+jg4x4KP4X2zgxbf +IPUtmdeuZcaH0tmD/g9vkv2eO08sNOXjQNn0MPNbHM5eMtDUX8xH+WeDSzW3 +OWw/dvPnTUM+Xh4u+LqmlMP73OcXFvzHJ3NB+H9v7nIoNA4cf38uH4buyHa4 +T/T3cLbLktl8bLvsO/lzGYchF833PtTlgz4SfsvlATnf502bzLT5KPH659pe +QfzH7u2Iak0+JB2cptdDDr5Gl06s1OAjY59NP1XFAXeedjyfRM5/Ro0OAIfN +4pmy1qp8LH2/RdL9mEO14osfr5QJvhdHKx6qJvw3SL+3Ton0a5Sx2Z+nHFpD +jq2qH8nHjx+f4o89I3yWSSywk+fj8CGOkn/BQUaQ8+GdLB/pCeHuJ2qJvy+/ +/9ZhCOHn5UR23CsOh6Y9O/dhkIera1ROZr0mfM55bOzYz0OSRG3t1DfEH15c +yG3o5eGNau7kgnoOgiKHZsduHm4YF8rMfkf8dMP7jgYxD711Bv9K3nNYWqtc +5ijigdqwXMW4gcPjsQquDUIenC3eL3v4kfjn/GtvN/B4SBkvCrf4zGGNLqP8 +oYMHV4sTn2sbif51Q8uhjQfNlQ9W2jVz8EzVHPqumYectL0vP7UQfv78U7L+ +Mw/Gl+56ubZySJxqP+fNBx5q2NgJXW0cXg2MDLF5y0O8kPrq287hUpj2yZev +efBQaK2SdnC4dyolZHUtD4U1HqUhnRz+zVwx91kND5PTjuBvF4eOmQa3LZ7w +oNg5uzOGz0Ez1F72cRUPq/X3qY8Wcmj7c1p7WQUP8h12fhkUyTtZv5Qr7vOg +HlT7Xp0hfjRzd71xKQ+3nFrX54uIfiR0bC4t4eHQYHLnbI7ofYb97fn//z2p +n74k3xETv9cqaSy+yoNgwytbEymHmmHfX+td5mENb4tO9Xeyv/KolPw8HgL6 +k1TW9nDYpNI9RTOH4CnjOenDD6JHTdlHsrN5yNzdttDlJ4f5+gNXVM/wMCH/ +387OPnL/93K5J9N5sJ306ubufpIXT5Z4jzrJw8RFy5V6Bki/zZIMxCTz8N5v +2/Ejg+R+W8tdhyTwsFxrlrLcX1K/rn9Jh2N4uPLs0t3kf0SfDlfE/4jiIf/x +60BVGTGON7VuCAznwfvoZbOcoWI8uLWVER4m9935n56enBjL7unbeYTw8OXb +Xp1bw8T4k7EiqiWIhz6XnSZL5MUwGUyLdNzLw73FY72rFcQ4lqFsW+fPg0vn +/qs2I8XIl7snWOlL9n+UIvNplBiQ7rWt2snDk4U797mNFsN0YEmUkScPiwv7 ++oRKYtRD7tgNNx5Gha/O3DdWjMC2Z3Y6W8n3NZysfyuL4cLuY84789AkmDE+ +RkWMMdF/HMZv5KHL7F6vkir53GhbbJI9D/6JCuKsCWJYZMTEDbXlIXbmtD9a +k8RQnee3KdSarHfkj9YNNTHcU4ZKJat4uMTLc1+kLoZ0mbmztwUPtU+VSp9o +iPGuelJS63Ieyg6tmrJuqhiOuZFJG0zJep6rcz5rijHE2X9z7SIezrerGntM +F+OM17vvywx5+B9F1x2P5ftGW7JLKdo7KxKJKEmptGgYSQolK6VUVoiIUJnJ +aKGsJHs7dvbe8x30reR9n/dNWsbv/v15Ps/z3Pd9netc57ruz8cYOpkxMraJ +hVVabwwzd4zATWBd8t0tLFTbtT+SkhuB6K3zD+dKsCBoaOz3QnoEL2hWzoGS +LDy/JXd2qcQIXNKPPRCXZkFnx75vDzeR/GjMjY+VYeHotOfJf+tG4DXyuF9O +loWug+P3bqwm+v7Lkc6XY8HZ9rYTU5zUZ+/2p1ryLHztEdxvuGwEoX2HBFt2 +sLCIldBeJzICht7ul8aKLMwXUN+5T3gE11/xav+3kwXhR7iYzk/8QySbz2EX +C4mVmw22LBxBw7QmbUaZhfuiF1dGzBvBwaK0Jv/dLJjVmifyzzKh/nq2XUyN +hVMqEvPv/WPi9rQiFbuHhdspMdKsX0ywJY5vlldnYdvNgtWmE0zw3ThqV7iP +8N3i0NtKMXFHUr7pyH4WrESKzQ+OM3HgzfShDk0WTG/552Z9ZaJdNqfD9CAL +rcot3Vs/M0Ffed5lXIuFhiivimcMJqxzvym7HGYhrCfchXeYieqz1gK82kTf +kjNTjv1MfNjbPRF6lIV1RWnHvnQzsQS7JjccZ2FuzcvL5zqYOCT5cNGHEyxM +OuNITQsT/5XWqu/RIfxO8/xSaWRitGuud40uC/H3rt5MqGXiRqY8Xf80C45r +OnPEqpnkvqCnzzzDgu+cw598ypl4MXqTZq/HwqajqbETJUzsafDzmtFnIV10 +VvtyIROnoqP2BBqyUOQiX9Cay8TTyETBVUYsdIcrTmpkMTEllMVNOM/Ce+ep +qdSPTPSolVC7LhC97/ZsWp3KRL5lDU+lCdHncJbNoyQm7LrbFc5cYmHwXkDr +5FsmVjXSb9NMWdi54s+8K7FMrAv40XTdnAVGLmem5SUTa84K7J++zMLCS9ZV +6tFMCFyVrAmwIPwK6xkkRzCxdMEJy1WWLLiWvU0XC2Mi/prz2iQrFk7ePtPt +FcTEzaGP31RsWIhcq/OJFcjE3YgfTdW2LFSkB3qef8TEcMeBOn07FuQ2zVtY +7cPE+vZXAyPXiX5NYvUUvJj42ii48LY9CwE6ZnYx7kxsm+N3eP4tFu4OKZ7i +dWVCLH75yxAHFvy5AtM3HQm/P7KFNt0h39sNOgw4MFG41SYk/S4LmttfZh22 +Z+Knw055TScWppZo4uM1JvqWiTJbnFmY4eSHrrJmIm+fwAdTVxJ//JSCtwXJ +v+SqIOoeC0QekeNmTKTO03p0350Fw6YP9QYXmXDjeRQpcp+FHwyeTzhPnpt/ +K33tyYLbwskAKUOS3xPWszsesGA3x2FV8FkS78RC/TJvwne4/a0/ukS/gZVl +px8Sf3vICDU7wUT6gbhDDN///95YkXutNhNGR+Jptx6x4OnAVVQ4xERkTU3I +/AAWLjMdPz7XZGLix5ILYYHEL57t/zWrTviZvL936xMWejT281qqkfz9E1PK +ecpC8WMbWqMyE11ynQeOBLPwUDbTS2knE2/yiqx6QlhQqBJmRckzMVLZ9NY6 +jIWP03ab5soyIeMq9PdvOAvDTp/WW0oxoTHf0SIwgsTXJfy5YQsT0w8Wf1kb +SfwzU+mO4kZSz5u7PdOiWChLlG+MWEviXdisqBlD9H6SOz61koknZ37/bXvB +wm8l+24zMaInGb2+K69IPOyYR9VLST2lMVsmX5P+wX9twbbFZH2exCG/WBb6 +F7UeeSrIhNTJ2Pmr48n33jj7g5cJ57ftGqlvWVCkZKQMFzDBv109VCOB5Lt1 +YVXBHCZUeGjTrYlEb28Py6ybZsBCu9jjSjILEl8GDT3/MCC6rGvFrxTSTxaX +nhz5ycDIg221j1JZ+BxEEzzCZSAioyRoTRoLdwYUQ5JYDAgUBN1I+0j8xjSZ +JjjGwPbMWIsDGSxY+Kr9svuPAf6cn7c6M1kQz+/qbGYyUNzrH2GVTerN6NY9 +BRoDQUqX2//lEL3UzRkLGWCgpd9D4v+/R3nd5s7GiR4G6Ex60KYCcr7QivX6 +nQyomfovzSlkYSBmaDS7lYGbl11SjhazIDKQ7yDWxMDG2QzjwRIWlsZq196t +Y2Cu1q7NN0uJnve6f+6qZqBWc948nnIWyn+drFeuYOAU7+rfzytIv1mV4vgM +DDjF3ueRqyL+98Vv7GchA7IblGTKqlk4Et8noZ/HgHWg8lX9GlJvAaHSWVkM +KHH98r/WssDsefdjaToDocayW9zrWdhVyetzM5WB1NaN75Y2Ej16Jg02JzHw +6oKNRkIT0d8Bj2m5dwwEzuel9rSQ+lO6NxIQy0BGw+/cllYWpB6Ehnx9yYBy +8f4Ii3YW3url8R6JZuBS7/Djvx2k3zUOHoyPYMByS3f0067/6+HX4blhDPi+ +lizb0kP6lfIvkYtBJD+6bdP5vUSfJq1vCgIZUNjRc1q3n4X9MU5/xB6R9Q+q +FY8MkPwspIk7+DBg/vCPhssQ6Vcpf6eaPBn4b1KsbzGN+GlkYaKMOwN8waEB +b+mk/vqWr37owsAvXXu9PUzSv29PnaXfZWBI7oNS6wgLqrbmZ/c6MMDdrCNr ++Zn0uxK1lRE3GNgvc3rP9H8s5Nk4veXYMjCmkmcW+pWFZ9aLfh+3YmD+Qe9X +0mMs8KSzRd5dYcB7f84EvrOQsXMxNWvKgNkWXTMDFgt/aJfCjUwY8Kfrjn5n +Ez3Ed8zJNGKg1zr//gMOC7xWpopCBgyIfAjcueoHC42LJ6UtzjAw+aJu+uME +C1vc/f4r1mFAUur28JFJFpKDBWzFjjNwQM2/Z+gX8eetN7KuH2GgplT4650/ +xN+XJFVUH2Rgc8KsiPA/wrdMyvN1+xlI7zY9FT9F1te02nl3LwMf9ygm7Jlh +kby0hzbuJusV3l7ePkv65Yuh/C27GHigLh1tM5eNsFtub10VSD4TT+2eN5+N +RKtYgzY5sh5t7HvkAjZsNPY3SskQfdX9y1NYSN7PPMrvIUHye8QzppaXjfvu +6QKdmxjYpeYWYcbPhpCBTavMegaeelFJfwTYKP9+1eT+agYGZvvbg4XY+MCJ +/NApzoBi0P7lMovYuCEyWSmzjIEQkfXXyxezsZNj99pDhIHqC05D55ewUbR7 +Yn+HEAN+uiev/ljKhp6f6zspfgbOlr/kCVzGRpvbZMs9HlK/j+2KtoixEZlp +WNoylwEHvwL/YnE2wkuDb2+ZoWPBo4f2BivZ2LE7YtzxLx3rr7TZsVexcTP5 +/Lb6STq8x196+a1hoz2uSW7dDzoSf33/sHEdG/qpoxP2bDrYZ4u5BetJvCdC +7leM0eHQJqKjt5GNC/M/tSz/Qof0gS+l45vYsD51d9RyhI5Oe63jvlvYyP0Q +UpJPo2PeNonxDRJsIHzRBcFBOvj2PnlXIMmGn/NA8YVeOqbt3Bz1pNnwqWMx +UzvpGHg0cYklw0bWT5WmmVY6tA0nLvnJsuF0JfmebhMd+TFujpu2s5F/bzf7 +VR0dluuD3xXJs1H3umMrVU2Hfpz8uIECGy7yNzfsr6BD7f8/jqLIxkLvOcNP +QceLPJGyACU2Nk/eNhsuJOvV6+lIKLPxpbc0YXseHUFMiR+lKmyMe3Slu2XR +MVTsm2asysbWXYkeDR/pEBF3ejCpxiZ1IrVkdSod5sm/rwfvZcOQrX3VOomO +QgWBW7L72Dh3b8o99y0deRapgZ802EiX2mXME0tH0TSjxFyTDVv50b9nXtJR +k5bCN3OAjYlPMyavo+h4u4PPJlKLnE/itvf4Mzpqd/5hKB1mQ85F5bpaKB2m +th4OLUfYSKbUVvs+pUPeL3r1taNsPMmwD2gPoOOTqk4/73E2VEbrStb70WGw +/XlG3Ak2zibvybb1pqNyqcsbDR02fq7Pvp57n44nIRMJ/bpsuJtKj81zo+Ob +IV+142mSPy9/GR1nOnIFc/6JnmUjJ7JONvIOHXf1Z7Q/6rExltXPYd6k40Q/ +PfWEARsraGnO268TvR0wk/lqSOLfrFrpZEMHr5xbiY8RG8IPrFvLr9Jht0/Z +ZpMxG1Ozim+ELtMxKvZYDhfYkIjw3WlwiY4MfS++CxfZ+Kxp5PfKmMT/XOzf +70ts9P2MfPXFkI7ke8d4npkRvuL3OCvo0XEvZp3kzstsWKnvWO5yig5ucKhp +yxU28pKsHcpP0GH2Mynd7iobCS29oQJHST5MzFcJWrFxMPzW3TOHSP5Mi6MS +rcn6XVtXR2nScT+4UPGwLRu/7Ec96ep0vH9gwmBeY8N5T1yylBod4jVxSZ7X +iT8InA6/oUyHL+uJ33p7NlZ9oGnmKNJxxGe9R/FNwsePgx+nttOhuNLgsbED +iS/2Gu3ANjo+7tqZ+ec2Gyfun2jzk6Qj60ouFXGX+IVOp0/TZjo+bGceUnYi ++9f9/iu6gY6YVbkZHc5shHxIVDBaQ+rpw04VB1cSb1qX9MsVJF/XjNqXuLHx +2OM2k7GMjq5eKd+P7mxoNDpclFxCR9Od2DO699n4dqA6ylaYjvOl1btYnmxs +8TV5nsZP4lV5tuPxAzZK9m4z/MFDR4HhkoOyPmzEz9vYrTyP6D1mt139QzZ+ +OOxY4TJDA91NKM3Gj41JyeOriv/SIHfnMZ+APxtiGeaDs5M06PwudE4KYGP4 +jZXZgR80iN97Pu/oYzZEH+i882bT0OiwOe7LEza8BnneV4/RIHHaxNgviPCz +6/4tvi80GHgf3iYVQtYTSPtzdISGH67DS2tC2XjU80AzgEbDZLzUUqtwNlpX +UEcbBmgYsNkkzRfBhrHG6FLhXhpuqjQaJj4nflukF3Oyk4Z/t6RfakcRvqbl +Pz9upWGNt8rUl2g21G2sqMZGGmjNv24+esHGX0t2gXAdDQX5NrPSr9hwM8w5 +dLKahltxQfF1r9nIDP8QFFhOg/K4tZltLBsvXGuj60toePlzcpdQPBtHLv6+ +KlBIQ+jK3ZtS37LR/ESWq51Lg3aWnIROAhsm5w3VfTNpsFnfo8lOZGODgI12 +VRoNvzNU7gQlE79l6ovOf0+DVNWJUoX3bKhKCr3cn0jDx2Txze2pbKwTdf/i +Fk/D7ZznL26nsXGUFsMteE1DqWqLvFg66T+VRkW/Ygif3iW9uRlsZLDfHlKK +pOEB83K0URYb/kG3ntiH0yAcX3r7XzYb/zV/fPY+mAY1kU6LF7nk+/bTF788 +pqHB/s11jXyin8LDo5v9yfpCEk/pBWyUvr2/7dJDwof05U8Pioifp1A7orxo +sBYwEpcoYcOe4fuzw50GJw6vRw2IP5xXcV7sSkPhOvsZmzKi901U4VFHGhxa +gsOFK4ieNeOKHzjQoHrQTutjJfH7Yk334hs0tKbPEzxbTZ5HFE1P2tKwX//M +15+f2JitX7B3hxUNRVcuDD+vZSP7rKCq9RUaspZvHN9T/3+/KZt4Y0pDU/Tr +pcMNbNzaJn6j7wINfVL9ul5NxN/OzSQsNaJh6HtL/NYWNlpCLF8d06eBT8xr +SW0r0XvJQX2v0zRUtLDCr7WzsbzoQW3+SRoCj4grinSSerFcMUUdpWFD3L/R +zC423kVwv0sepsFYICbdsIcNo43zYy4eoEEp9nfYv142GtrV+MP30dD9eEnQ +q342rrv4K9Wr0eDF+hx7cJCNBwOMtXNVaIhlOjX+N8SGTLFSlfJOEp//p8WB +NDZO9dvLXJOnwXS2zXoHg40Cju/JN9toOGsc3d/BZONfjs32LkkabHM2WDiP +En8a5G8U2ELDQ4nLC9f9R/QuaiCtsYGGOJij/AsbFfP2H3RYQ0Nv6Pogy2/k +vKfzViWsoOFgZqST0Hey/uu0tL5lRB+yrU7p42zsfyI2b9ESGu4LVAcZsNlY +ljm4RFOYhpZzTqX/KMJP/M8hB34aTNZ/4X3DZYPN0bF+x0Pyf2W55eEJNgSl ++z72zKXBXXbO0NhP4o9xi22XTw2j1jnxWvAvNqqGglhOE8OoO7FIVOUPmW8W +rPze/30YLXEKrQN/2fAUeHR53+gwtF2XJnhNsXFnuEzv9eAwPBo/hknNEH6t +4jG3axifQoSimmbZCHqwJN68aRj5tBDjgjkUti74NreiehiDEjN3Hs+lcCln +Ue8mDOPbMu0Y03kUrpuYSnvlDoMVa9+0cz6F3kxwaWnD+PHJUYh3AYVAW+Fd +GonDmHI2MegjGHIyVMzrYfxL3fg+lYcCf/Tk5r/PhzFgWCnsuZDCgeNnWwyC +yflsDrnq8VIIbdzwM+PRMFK64yck+SjcT9QIWeQ1DJkghvM/gguNghKsXYaR +8GBGoJmfwj6DH0qVt4ZR9fp3QqwAhcMCR9XW2Q5DrLPl1F1BCkd6b+Y6Xh7G +EmFfnmNCFNhrdd63GA9DQml19dr//904mZIV0nrDeKn0OIRD8MDh2Kn7J4aB +XwM2VYsoOGf1GfZoDeO9hYBu5GIKh5KPyMirD8PBYrmGnQiFLwa1Dj67hsEz +OK2muYSCME1DqV9uGFrpFQeWL6Xgah5gu0OC8FV11eArwVu4ASt91g0jZvrz +nWJRwkfUxn29YoRvVa03wcsoaF6Q7ZVdPAxxY/cei+UUZhQCv3nwDuPx/vDV +amIU7AU33mqbHYJpjZ/NInEKnc11N7b8HkJ087kqBsHOJtbMO9QQ1inyyOau +oJD8aKCh+ssQXtc9fhmwkkLGhgWy4vQhZN/irjFdRaFtFHMse4fQPm9ngtJq +CkdD2cdyWoegeUZXnX8NhRN9twR46oawRuXI8CDB0+bSGmfLh2D4cNXjjLUU +rjZwv7wuGEKZaO1h33UUQt5/4GVlDOFH+hmhC+spnAvaG62WMoRLirmDOzaQ +8/1zjXsYN4QjFpMFPBspRFid2NAWPYSClSLxfQSrH328ZG0YiWftgsi0TRQK +eNY5WgYO4Zl6W6T3Zgqq04On0r2HIHHI5Z3RFgpZPu9f/r03hJCZfyXbt1Lg +jlmZHrwzhG+Khsz5EhR8HbjhAXZD4E8OEO0luNJASqPdYggBMpG6HyQpVFV/ +NV51cQiDzh4RD6QomIwt/25qMITtF/aNnZOmIM4MYL/TGYJNWOex7TIUjlXI +XP1+eAjaI1o587eR/Ee06ipoDGGPUKBcL8FvLl96f0dlCG71yR8/yFIoX5/p +mi8/hHm01xrecuT7opTiKckheCy83me0nUL/eqlbGhuGcOXvEk95eQp5kryR +niuGMHAncCfPDnLeBEnFCpEh1CsMcvoIdrCxUl/AT/I1Or/oowKFih2JBVpz +h6CrPSfkoSKF2xlVSd5/BqG1qM3hwk4Kz1+8EqjkDMJlzMlMUYnCt2fLBud9 +G8TlkInzfLsopKrO36jJGIRMlpbpEMEx4se63PsG8X6O9c0sZQpU3qepwrZB +2EiYPfFXoWARcz7sd90gktpkc013U5BSoccoVQzicHr9mLIqqZ8JVTH7wkF0 +XlOXFVaj4KFycE5K5iDCPng6MQlOM+w/P5oyCKt1z1vy91DYHU/buj5+EDTz ++0pBeynYmCuYnYsZxPaNavFX1cn+jSlCwWGDUJyuXK++j8S7YrtUbSD5PnJD +gqgGhYO2zzLn+Azi+7MTat8I3jBS/kHFbRB+4dq9pfsp6D8PXnn9ziCe71zm +HaFJQTmU9iPObhCbFqWpXT9A8tH1WL3XYhClpSumtQ5SuGfkOCl8cRCpo6fq +V2tRYAq4rjtgMIii5YZvuQQ3N93NvqMzCJMvMgG1hyi0emgXJh4m8f2ov/f6 +MImP1Sjfv28Qf+pVXRyPkPpgjCwVVhlE2YLbD3S0KfCssL2yT34QKfIuz7ce +pTB+YN+WG5KDWDp4PH+KYG+hvWderSf8RX8ZbT9Gzr/sAKtJfBA3/uiuSzlO +YS0l93t68SCGPD3NvU5QiN82eEOWbxAZuJdhdJL4rbac/vk5g1i4V3ORgg5F +uti/BN/fA7jn3nSHT5esP73VKosagKbwlq/DBG+zfBRO+zIAHjtNq9xT5H2D ++TuE6AOYs1Hix5PTFBRX31RR6R3A1+TWR1fPkP3+paWYtQ7gn/9B2X1nKSTu +fBEYUDuAXxqufcv1KOj9XN6XVTYA0SNOYeME37P6FTqYPwD+NWrnq/SJ/yav +K+DJGICIaum2FwYU7FqsTsglD6BDTID/jiHRHyPjmF7sANxkxbknzlHg0Hqz +XKIGkML+/HmLEeG/tMD/dcgAHDuc/psi2NpOsaHKfwBXTjb86DhPoebTWudv +XgO4WU8TTDWmUPzOKHiR6wCESrLlfS5Q+NtVvkzRgZwv9NglExNSD6uU5+vb +DqAh52XUrosUcmSCLjheHsBEaDpd+BKFs1mpGyKNB5AQ6qX0meDLxra6BWfJ +/muXhJaYUtDNf/ul7/gADCMuTD8zoyBpovr978EBRFtccbhhTuFD/bzzq/YO +gG9M8ueRy2Q9jyEFVaUB5Pm989pwheTzS6KDoewAVF4Or/5DcI/tvvV3tgzA ++FFbaasFhVoLV6WQNQOwfed+M/kq6bcSezM/LBvAglNMuQeWFMJ+XoiuExqA ++PDsT2MrCnMXFXwfXTCAv8nttUrWxN/eyCfMme7HGf6LScI2FAR7IutW/ezH +Op2XYZ8JdmzsMFAa70difWgAbCnsDSs6fnK0Hy/a1J88v0bh5065JIvBfoyn +R8fctCN6T5p3w62zH70573OOXSd++WXFi7DGfvyQtR/YfIOcp/v4zpSqfqy5 +OCo8TfB/eo4KZcX9uB0ieLzLnsS70zGiK7sfViKM0LSbFG6pSVqMpfYjbY3V +F79bFG5KXY6afdsPzb8x2uYOFOZ8XKgi+rIfxt88svbcpmDmPK4m8awfzrIi +ssvvkP696cfb3U/6YTRzIo1FML/6D8djD/tBRe/aV3OX6PFM7Udj9344adT2 +vHGkYDB86tS1u/24vJHXw9WJ5NvAwuDe9X7oOrF26DuTfreBUR5wtR9bnd1Z +210o7IiMDY+62A+OQU4unyuFV6JeTYkG/Zg5EB7IIFiw29guR6cfuLbKruge +2X+D4K2Kw/3om3vI6JkbyfcG24Hmff2Q2L7stL076dczBu/7lQm/q331jnmQ ++aA7if55O+GDG3N5y30KOoX77nEk+tHdo+c+Q7DLR8r137p+mP9Ije/xpLAx +I4q2QLwfr64kdGV4kX76UTxZeHE/dE7uX/b4AYWSoAM9y3n7caTB0cTSm9Sv +3KTN2tk++M6cyND0oTClJ2y+5VcfNsyWLF3zkIJWg3mxDLsPx/9rcJ8kWPNE +670d//XhZNOdyRZf0k+9dr7eNdwH79o85xQ/CtqiVyTVuvtg+T2M7+EjMs+E +qy/d19wHL23+OFN/0r/Do0w1P/Xh6viyo3sCKGwK11+qhT7kfcn5uzyQzE+C +RyUP5/ZB+TArlyJ41Fz31ZG0PkQsLrhf/5jwN3XARTuhD/EnVuq/e0LBZ9tM +rvarPkjPF9zl+ZToSc34nHZEH6aUn2y4EET8wkrJ+MjTPlBf34irBFN4/9/l +0kO+fRhYfWjV0hDSj4YrfA96kPXr7kqNE5xqtz19v2MfvnN2HagJpbA/1m2v ++o0+vA/wtIwLo2D6IEBa1bIPL56ee+4eTvYXVHRSutSHuz/yO4yeEX6lj0vJ +G/bhc3L8ml0RFPLLPqpK6/YhKEHcXuQ5hbiUve83HekDT++S5jGCr2bVeKzW +6EOFbIjqp0gKp19szxJVIfE/iUiLjSJ8r9E+Kijfh4zPGxTcoym87WftmydJ +9lsrV2IUQ8HYZSrs97o+xIoXGux6QSEz4Nhxllgf1PNq/4q8pPAwIsOMuagP +22iGyd8JFlm1qKd7YR+Url+xqHlFgfVA+UP9TC9+7WNti39NQVqNZ6RkspfU +68S0xxuSr2dnndNZvXAVudNvHEthbPSvXdznXuThRqXK//8Ov21HWdhQL9IW +MfNE4yl0XMi/7dPVC9nmxjw2wRqjXg/vNPWipWV7Zf1bCk83C/y6Ut0LPvqC +/oR3FBZuk6o+W9IL/nqd6QcJpJ7m5/zQzOlFj6HgNtNECk0JgR7yH3qxR0f1 +yt4kCqV8PtZr3vUi/1Z34or//18BAad0vpe9iPUd+T1BcKj3PsOJ8F7Mnrik +15pC/FYr/fzw415E3z9cmPqewiP+pMJan178GXwu559K5qVHM86Zbr04s04/ +5eoHCrHX/MNj7pD3fzsrHUyjMKK7dZGPXS8cNy6sXf+RzDOVCcxrFr3QOP7b +aorgkzrfluuZ9OL3Vt1lvekUdllWxavpk/Uu8ddnZ1Cguy4J2nCyF4mxWx+H +ZJJ6GH/XzXOoFzPPY8/fyKLQtfii67e9vZj+4r7zRDbJn+xi1yalXlDK+eLS +ORSu3Q/pSpftRfmWU7wLc8n595Q+DtvSi7lnDsxjEuzuZf/67ppeVBs/4SvN +I/crO9dF55YR/gYUV73IJ/2AL797t1AvHtptV3EpIPOx3typFQt6kRvnccmw +kILbQVnX3/968GXp1lClIuKXJUv0u3/0YNWJtW1Lionfv3r0KHusB/TBq2vY +BH/Ntl0RyuzBBb05txpKyLxV+XSufX8Pdqh+aUsCBQmvRq0T7T1wE12r4VtK +Qez5FF2yvgeTli9yrpQRf4if6JlX0YOyPEvVA+XEv3c/lh4s6IG3j8un9RUU +1ve8aM/J6MGl4x2m0wRrTk93PU3uwYi3A09/JblvivrstIrtwZZkg+y8KjJ/ +uwh81YjqQcSOe/bPqikEe1v8EgvpgUIAQ/n2JwpWznYXxx/14JCMH9+ZGgpl +IX/WVnj2INLVdlS+loLSDG3Xc+ceGH7zbxSuI/U78PfttZs9EB4eKR0juP/A +uuv7rXuQAkfU1lM4s3vTE1GzHnixNWsTGoj/5g3yfD7Xg33NmkM+jRTa0yU7 +c0/1gFZ0Z+ZyE6mPhd3//LR7UCM6IH2gmYJ8QLmz0f4evJZ1MN3QQuEXX5mO +9O4e2Jmoxs4QfGtPkstv+R7c/SPLHmgl99nW09PVkoTv0yeOFLaR/FwP7gpb +34N/GeHJke2Ev3f7FpqL98DdmnelUweZ1+btCNy+uAe6xa9CDDrJfDWzx+rv +wh4sm7ggvquLzMv8qlFVM93IPKWeINpN7n8PpzcGTXZDR1TjAJfgkdpLs0as +buxzNv3S0kPmq9XKips/d0Oo+FVkWi85f55BwdhgNxzE/uk/6SP9rTEiIrOz +GyYF9mvt+sn6rs21Lo3dGOibYR8fIH7W235Ks6obOxPiGmUGKfh/d5HlLe5G ++XGTHP4hCvM+Rl1oyOqGIFc6+QvBc5bw04Ped+NDKW/Sp2FyH2VH5+vFd+Na +/0TGOxqF7eulP4vHdGPtZfYnHzqFKxYPr/aFduP9nZ//XWGQ+cH1kVpMQDdW +bOcR1WJS+CHIZ27yoBs28WuObh4h81hO98Ba125UjKv6zxulYCTYlDx4qxtH +1hh30Qme87S0PsaGrK/hLlf2mcw3ud4axuZkf/M3T1//RyGazeZZeb4bVk/L +pzy+UJgM7l7Xdbob8g3Dty99Jfe5cRH/kKPd+G/1r1/7vpF5WevmER3Nbrx1 +X/hw3RiFhtpGA37VbtzgCK6fITgy/l9uxY5uHLzOUzH4nfA33mzjJtWN6THq +ZvE4Bc/09TeUN5D3LzZse8Ei/I2jkiXejUM54dQ9NtFbiI/tu8XdWE4/VnqB +ovDM+9BlE95unKz9GrWXQ8HpeUeK6GwX9hrY31/DpfD6Ge+h2sku8F0bsJ8i +OEo1c7s7qwtvx7ZdG/hB9L39vZXi5y4MZVy4VTRBYeWyT9zRwS7oxFx7EPOT +1Ne9nobnnQR7GL26N0nuo2NZk8cauyC4Y2P1hV+kvrp32E9VduGaR9mvvb8J +v0kbVFOLurBiz26ltX8oqBSeO22S1QUnuQeu0wTfPJ+aJ/S+C4lrXzcO/iX+ +VM29XhjXhXvNgTIl/yjMyk87WEd34e78IyEvpyicL3z9SSy0C5V3GxZ4TFNY +4J5uXeHfhUPMVV6XZsj87zH//A2vLjjOygvsnyX9vsDm+SqXLri787/YMIeD +p6sKt1Td7MImkbdqc+dy8MCtZua6dRcKTecw6QS/yrwqscKsC/tXrnxWPo8D +jrt1dOm5Luwb/n42bj4H10PjTaxOdaFGz3mN9wIOxCPGri3W7oL3iiL2FR4O +GjYurc3WIPFUZTQeWsiBYfHYTWOVLgz+OJ8jwcvB1dHjlnPku2CskpHEy8eB +E+/CpHiJLrRvyEn4QvCo17iy9jrCn/qVj7X8HNQldoqMLe9Cg1hBRbIAB5uL +gpUfC3dhRjGbHiDIwTPORMJ2HhLfsrMCdkIchNxou9I81QkVtWB1HWEOZHWm +r92Y6ITDejtX+UUc7IzQLl30vRMje0YqRBZzsOaw78VUZidC5k+IcQn+dyTw +yPH+TtA/R95uF+HAx1XG9UtbJ4LPtA9kLeFg9qPSH++6TiSlvdB9tpQDlWS3 +sg3lnfC7PNngKMpB5Kqe9sL8TjQ29+kZLeOAL0Fsh0F6Jy6d0f5PbTkHPaOC +XezETlgd2uu9RoyD4Yv+VX6vO3FqNnPbDMFXA67MbHjeidS294PD4hws6rp2 +P+9pJ84t2hJVtoKDr1F3juv6dkJ3WswsbiUHppKnL426d6Lis5eizyoOFApa +C13udoJ/kcUiy9UcWD2oNV18vRPRGQUT2ms4uBYvoBNn0YklIp6jMmsJv/KW +D5RNOrHqYjZNaB0HF6XT59TqdeJ+i95nFsHbHhZUnT/RibURFyZb1pP8y+q3 +jR3sxMBgrUjmBsL3jzMS9/Z0IqUhclf4Rg4E433KBHd2ws239orjJg48f5XE +Rcl04vR2g5dGm4m+nrc0SG3qhODgXsaeLRxIbA7cm7OyE1EpLjvWbeVgYnMF +98CSTvSnCj2aI8FB2Yoj7Ca+TgT8YI8xCNa1/6pwfk4nLP02GlVJcnDe37Vg +5FcHZhxetiRIcfA4t8nvOrsD9fmXz/hLc2CumhXz63MHVhtdH7omw8HJA9M/ +PYY6sPxk4W3dbeT8P13CeLs6kBd4ZLmiLAf7LWccnzR2oFpApHSZHOEz5tzr +ZVUdaMlecucXwWv9zwtHFXVAxumoUt92Ds6Jd5asy+rAqErWdJE8B7yrI7Ni +UzpQ06XT+moHB18uOLK2xnXASFEszUuB6D18/7XEqA6UbeaNsFDkoNquSk4m +pAN0j3WPtHdy8MijSzHlUQfUxY18timR9fS1XLd5duBHdmbAol0crLYeXpji +1IHKzdtiOAQvkXTqlLbvAO+WopwOZaKnb0OfEyw78PLO5f5cFQ7a54yobb3U +Af72tQLRuzlIe2vY+sagA3u5/x1wV+UgZ6FA8lqdDhR5l/iYqXFwV7O+8vmh +DnirvGzT2sMBddl2o6h6BwQyH0hL7eXg9rUCBCp1QDXa1l9QnYOoo36veGQ7 +cPXpmZ8sgs/0xZe6be7AKZldNm37OMgdH970c1UH1s8T+ZqtwcGhg/zVtks7 +cDxx+Gbkfg58/akkOn8HspJeL3DTJPm5bNFkMJfs/0T3jekBDlxNVHbW/26H +Yt+XI1oHid/82dWzj2qHn6D1b0ktDo6921Gc/l87PGMaMgQPcaBdNUnfPNwO +63kijmyCD70zPBze1Y70VPlD7Yc58Hq06RtPUzsWCUitzT3CgdwricY7Ve04 +4/5zJkqb8M+7kz1S1A6Pa2Hf3I9y8KZN7NTZrHZkKcylmR/j4OacN+zSlHbI +SOwePnycA/r9141yce1QfbHri8wJDsJ3jnyNjGrHwdGffxed5GDjFzUtnpB2 +pB65I/6D4FITh4Ebj9rxje+jercOBw8PXsjovU/OaxVrV6jLwZ7dlVUHnNoR +/Fo74dUpovc6Z7GUG+3I+/zy24PTHPxwPB6/1JLsb/tGxeoMB8wPvDecL7ZD +xOjEkxNnOXjScO/usH477nZFs3bocfDfWucCrZPt0FoQeG65Pge3huvUkrTa +sWtmRcMfgrXU9/8S2tuOjr59R4cMiH7OJLBv7CTfp/xpLjfk4Pi2ps1tMu3Y +fu+QacI5DuaWeYXu3NSO2rPr/gYYEf1Oh+wLW9mO+p33X9ifJ/Vb0LBlQqQd +11dYHtM35mBp2fShs3wkX7+b5qhd4ECg5seb9Nk2RFdllq4z4YDf8d7uxb/a +ANsl/vMvkvNfseC/xmrD21bmhS8E7xW7t6xmtA1PeyRUGy9xsGDuE6PNg23Y +d6FrXYYpB2N+Vj1uHW2kH7CEI8w4kJ7bG9Rd34ZwOZuF98zJfu/fe+2oaIOq ++GE+s8scTBd8TPUraMOTbDfRw1cIHzoZS2jpbYivEZLaZsHBwB33D8pJbfhP +gH1I5CoHhfKMB4Gv27BGYYPdT4KdrZOD6RFtMP0W/aLPkgPb2bjuXU/bIEYz +IUMRB0NF0fqPHrbhS7bZqrfW5HzGFwUH3NpQzB931d+G+I1P3m+5O23Iclhb +dMOW6K317lqPa21Y/bBhlf414g/VFs7Nl9tg05jipWbHwbve00Lrjdug0pLz +Y/11Dlbe4O2yO9MG5cVf7XhukO97z3QVHm2DDM8+zjeCdc/PEebXbMNXiXS3 +Fnuy3sYBZ/3dbdBiqovm3CT6PJmx5o18G5bEDadH3+KgZkzn55hEG1bWBht5 +OhD8y22+8ro2LM3QFbC8zUGjseARj+VtiMlaVnniDuknVDk+CbVBYePAQ8W7 +HLTcs7dbvIDsf+DNmRWOpF5zhnUN/rUi0fiS5AzBJzUHrsZwWxGTsoRnxIk8 +T1PIoH9tRZZ15litM+mXnikKEvRWnPmk0Z/mwoGjxPJR655WhLHT28NdSf38 +U21439yKPbw8na73OBg/NvqZVd2KZFmlYTM3ok9dhtKOklb0Oapxj7hz0CU/ +lW2f3YpLf5cu2u5B+um8GeuP71txEnmKy+5zUFWXcYod14q99RKmfwkechm1 +lotuxb41557RPEl/4ppm24S0oj/pSGe1FwesWbZiwqNWcK9Qa1IfcPD+ogmD +cb8VAyon7UK9OcjMc6hY69SKnQuNqp19yPO3052GN1rBeb9IyvQhB7tSqlYG +X23F6XnWIYd9OXi599mTWpNW1HSa88j5keeFqkpz9VvBQ03eF31E6vWOi8Du +E63kPrqB5y/BVkmbllw/2AqHPz3BNH/i//enjsSptaLccI3kpwAORJe2fehW +aMWC/pHK1EAyv1yxOyQo3Yq70nK2YY9J/772XHDfhlYYMdgrXZ8Q/vnWzrUX +bwX9hWSr2VOSH76qrW8WtWLHeFOQdhAH9yXPO7fytELvPO2cfDCZFxe/+zdn +ugW7rAykxUJIPzS89V5+ogXPQ7bNmyb4pZdfgMlYC6ZPnmcyQzmwnJ/x3J/R +gg+8gw11YRzc2J3XntPbguytH0rSwzng2l3Zy2hpARbW5D1/RuaXQY82oZoW +bJm3tdAjggOb1PZwZbSg3xJVV5+TeDhSDy/ltMD8fnDPyUgyD73XjvNNbUFz +YPgPpShSX7X/vn+Ib0FKdZXYmmiSfwnBy53RLfhzac2B+TEcrAjQ4PkX0gLp +B6F3vhEs/t6sfb1/Cxae3Zre+oLwI6vWeNCzBcXf6ifyXpJ4ooK5V51aUGLi +uf/1Kw7yHXYcfHSjBeW5GmG+r0n9bBguSb7agpypOdT1Nxxs+WVhUW/SgjIp +nDWIJfOl2mPlMb0WbNxxG+pxZJ5auVZR4AThb3blzq3xJP6Pg4ZSB1twzSX5 +g9BbDv7wRyQcUmuBqvt6xQmCJVct2Wiu0ILFw7eK+9+ReCpEK92kWqBh/fJU +RQKZPzuvBj1f34JV9Oix5EQOpITafDLECL/zLJ6EJHFwYdHa+HrhFszx+rHb +JZkDtZuLx5gLWpAuoDlmlkL0ZEvPmvzVDJn9R94efU/0GiIysvlzMwKLZ68q +pJJ+Irjnsm5HM4KXX9mx8gMHbpfZCs7lzXjaZjd3bhoHfjOFum8+NsPurljf +F4LfrZIv+vSyGT4uhgUtHzmYauy6+z2wGbm6MrF56RyI8Gp6LHZthtZFv+DX +GRx0BP7r2GHdjCYeWz+/TA6sZ0IdTxk2Q/dF/UP7LMJfe8TV64eaMXsrLvBc +Ngdt58Pe+O9shn7DWOT+HOLPRWJSbzc248/oiw9SueT575Q/xYvJfj8y6kTy +yDz+mba8c7oJ9hu2sH4TfEXpwL1vY00QefJtBT2f6NHmguxMbxO89GeP1RZw +sPW/wq0iNU2Ie2jsnV7IwTfad8sNOU1Qk/pdGVnEQbKFK3d7fBP6VZqEvIqJ +H57/UbknpAn/krqMbUo4UHWjDR2+34R8a4GMM+D8///KaJy63gTOOfPFe0qJ +nm5q/2d4oQnbTnU7bC7j4A6nt8PkWBPurzMfFiwn+fkrzGe+uwnPHv07PUFw +6L0b969INCHkZEz9QAXR7/5H6hbLmrBorfqJqkoONJij+67MawLPm6721Coy +7/Qv9jajGlHlZGb+rJqDhbeDhUyGGsFW7frl/oncv1omug0aGnHWXi7MsoaD +3V8rRnUKGjHz4pLKqVoyHz/x23UosRHCeyzou+tIfBYN1arPGpGbrRyysZ6D +kbEVkbLejVC91XBUoIGDww6/UtbeakRR3Tq+HwSXb+HMCJk2wmixRGN/Iznf +7JPgvyfJ+j59zyubOEjqNrr8eU8jrtoo2aY2c5B3rs+hRboRC1nbtJ61kPzP +jyzPEyfvq+Rv9mgl97Ht63Rf8TRC0KKD36qN6GkBd4X3jwZ4+N6ZPNVO7j+P +YtZb0hsglxD2VbWDnCfsrbl2cwN0y6SZmzqJX7eE0SWLG/CkRpYp2EX6Rzkn +mielAT3x4V8nCLbCwWD68wZc3XlhcrCb3Bd+LikrfNiAd4ed+D/1kPNcZcqE +3W7Axnf0TR97ST1+3ddkY94A10VBByL7iN6lU5I1TjXARMHVyquf3FcTP2Dp +vgZcyI4Ksx0g81xRs9DItgb83PW5Wm+QA+GnYcGZKxvgeFB/Vn2IzJPrH5z0 +5G0A13xYXXKY1LPmxv0nf9ZDcdE9LxEaB2YvJ6zEmfUIztzU+Ifgm+len4Zb +6iGUU7eWSSf+1XDK+F1JPZbb2d5uYJD5S3Rks+37ejzdMtWSzeSg3rNsw/ao +ehSuub3z1Qjpd0y702zfemzyr4v2GyV+12+X/eFOPZ6ET/Lf+syBx+ChE9cu +1+OrMdvN+D/Cl5LLcqnT9VBlpfzS+kLmt6knIox99Qg4vdlx+1fyXIJPPUq2 +Hh3uJ6bEvxH/uGsddWpVPX6br/OdO0b066MsxcNXj2dDT8XHCF5Ywh3N/VmH +zdURqR3fif9d3NhuxazDK7rs0ZJxDta7HGKLt9Yh5/uhbwksMg9M0FWrSurw ++FlvUDCbg9cPnTPs39ehxHNoryvFgV3hk3OrouqgonWcdYXDwWJO3LZy3zpo +WIq91eFy8ODcnm1Wd/6Plc12/yDx/ewyELpch4bMN5s2TZD8v/yd+uFUHQLS +dL4K/iT+NLVxh+6+Oqz+uDP7J8EK/h0D49vq8Gv68MPhSeJ3z4Iz/VfW4U6H ++4XaX6ReNfsyt/LW4Y1Zq0rmbw4+3ZMfLJmohXK10ooXfzjIEF4qb8Cohcvy +V9MP/3KQ4j8vaay5Fnv0F36x/0fq9YLnMY/iWsS4mXafnyJ+UbxIdElKLWSd +4+q1pjnQy5eZ9+Z5LRK2VFVunyH9Ybu+uPzDWrB1CstXzHLQ2yh8ptChFnz5 +rlXz5nAxLdaRfsisFkPLpxq+E7zGRFK5SacWJwUUe7vmcrG28uGQ3t5azMiK +fiudx8V5zZvJvdLk+cLw2eT5XMhFW0ReEK/FPpHUleELuNhmzUgeXFALw5xT +uz14uBgUvTp0gVuDCP07xtYLucjvuL6zb7gGp/aKPDjLy8VYtkuSfmMN1iWL +panzcfE2hHd/c0ENSpvdhiX5uXAVC508nFgDkWa1ZUsFuAgpjmooCq/BQMGB +k1MEp3VEl+14UIOuZ/7+nwW5qHES7Yy1r4GLIW9DixAXByPcF4perAFFT11S +KMxF4LiRvufxGkwKOhi/XcSFLv+msvHdNWiKPp70dDEXW7TPHj0nUYPF2rL/ +nEW48Oq2Hi8VrUF6Lv/pK0u4+J5Ffy85twbFnj3JOku5MEtV9g1kfYKl3GM+ +VVEugkxGXNn9n9ChsMZm8zIuWhWu+p+q/QTeSedm4eVcVFuoZKTlfEJjS9Tu +3wSHL2jnCsV/Qhifw1uGGBf3v2Qetwr+BMP2yeWN4lwsLdQrKnP/BD+DVf65 +K7hgTMhrrbz2CV/etc6NXcmFzSAY140+wbFGxC1wFRfHA9wjyg9/wsEP9f/u +rubiA3PUbJnSJ5ipTbqZreHCJ+qG5pWNn1Cv7j3/xFouTiuG78pY9Am7nKwD +lddxoTrVrD7zrxrzn0eu2Liei9fikUbaX6uxXI0vUXADF4a3rP2CuqqBr4lq +kwTfrMmv7aqoRuSGGy20jVz8ipu3dnV6NawP61jXb+KCz6TI0+QlWS9dlSdn +MxdfV1769SKgGhvjt8S/3sLF7SZztwGnapw5Pe9wwFYuju3VEF15tRpt3VXf +7khw0cC1zTt7thomWuYhppJcNOmYXgvcXw3p4Lq9x6UI3y6h2yvkqpH1lvN1 +lzQXZXb3Zn6tqka0QV3kBhkuDMaD+2X4qvHI4sgJwW1c7A84VmX8swpinsZz +Jwl+8m5NoT+jCk+0/uTRZInebN2LcpurMKwi6lAvx8VA22gNo6gKD5qj5XO2 +c6EXWzMsmFwFlWs+rNfyhK9rMXN2RlRh5nx5WsAOUh9Pu2TOeVfhS4eWw10F +LraqfDdxvVmFrzMzu80USb0Yn4mMuViFuq+MOSd2cuEAt4HC41X4HsyoU1Yi ++Z5gSPTuroLcMPvZxl1czNefdJzYSt6Pn7oipMzFcwHZZmHRKmx781fpF8Fv ++X5v2zqnCjlu/QsZKlzQFzU9VhuvRHVTUF/DbsJP4saJk32VsBAV+pirykWi +7NWLlz5VQjp7n2+sGhe3ihc1XM+qxDq+VaaP93Dhp/1k7703lXh67Kma016i +t4eGab5PKtEc/1TssjoXN6YGNge7VkJBWmji5D4utv8OinxuVYmi9p9tuzW4 +0A4bXfxSvxLi/uqZm/dzcS37xMM3BypxYnVH2CJNLtYL7p6Kla9EgUay4x+C +3RavvBm7phJ4/tF45ACpP16zkVf8lUj42L2/+SAXi+d66kdPVsD772LJAi0u +kru+VoQxK/C59eiit4cI39uE5ANbKlDqcmfy6WEuOq6de+ZZXIH9Gx8Muxzh +wrlt35/byRXw6zWvtdDmYsJE3vBqRAWevlqQdeooF1f7ItP0vSvww+Dcqz3H +uEgdGJ978GYFmU9OBkgc52JXRdTJ7RcroJTa4bjkBBc92YtDxI9X4GPEwJUp +giveFjbNqFTAXED/zH8nuXA6KTx/ZEsFNl2T29+mQ+Lf4bD905IK7BXQ316s +y8WJaONTiTPl0FhRuCbxFBfGcUpWvmPlqEjTEQw9zcUKyWt3rvSUQ7Fl5o/b +GS7sGm84alSVI/JiwRers1x84km1W5FRDqut9t1n9bjYyBdsyH5ZDt2ORdX7 +9LmgOvyUKgPK8d+sd5a0ARcFSnMXRDiV4/HGsthlhkT/eVerLC3KIRuRHjRL +sFLeViflM+X4G6vl/u0cF0b6yavna5RD2dbKttOI1LOjaVrjtnLM+ytwrvQ8 +0WtLpuKzFeVYob5KK8WYi7tdi99e4CmHD4+3/LMLXOypHebZyC2DF6/yKk8T +sl/aEz3mUBmk+9YuuHaRi1MGvkFx9WWQ+yU1bnCJ6O+sUr5ZXhneF2h1apqS +epw3p2nt2zIwzC8WyZpxYf9Qr6k7uAzU4sux4uZcdNZE5z91L8PDCg3feZe5 +mHTWeHrItgxlpnSbcYIzRJJ0/hiWoSpF6WTPFbJ+neavZK0yPDkqsb3Cgou2 +5Ft+5xXK8Bqxwh+uEn90jZ/Lt64MdQ7Pxp5bkn7YoGGeKVCGmpTxTw+suMie +eJ904VcpVj8Oi71uzUXcIr3u+SOleLvG0dXIhsQzFfMtsaUUV/d5ntGyJX5n +wWYcLy6FavZLSflrXFhnZ+B7UilubSr8u9KOi2frde4HPCtFHk95/YLrXAhF +S22RelAKt6KXUWyC9UcSk8tvlILpudey7wbRv9suUeMLpTC8/lChyp7kP0XJ +hKNdil2Oln/SbnLR6yrk57OrFB7X60qibhE/L94UKr6pFE/nRXn6OJD3Fwy6 +JSwi+xWXatrf5qLOQPOpzSQwziM9e/4OWf/F22HPZuD2muL8Q3dJ/l99HAtL +BPzWWt7c4Uj6bdK2jDhP4M+siMRqJy7mPh1W+HAeGAiL7+ZxJn6RHGadtRPY +4Cv4kCK4ZWjpuRwhQNNYXqHfhYsX4RunMkdL0Hv9T0+VK/Er+OqllpRA6/cZ +t4/3SL/qEDSNjSjB4YVb10W7cZHe6rA21L4E4R7nCn3cSb72+AR4HC2B/6Yu +PXsPLobW8CRZbirBO++H387fJ/lfkHf7+L9iqC09c++QJxf3+M3HZTqKwRbe +KLDDi9RDZfWShanFsAnqD131gAsxwyTagE8xGn2tV/J4c3HuSsO5tIvFMMzN +iGITHLuc6+SmUoyxnJfifT7Er1YMaBwRKUY8d1lQ5UMuRmOOvxf6WgTj5Kn5 +ab7Er43mFjeWFUGVs9ch0o+LFO9ie/+oIuxKLRp88IgLVr9G9QGHIsQ+Mz94 +3Z+s9+JI0eTxInxUWR5/LoDMQ49CT7/bUoSJsYLZA4Ek/lG69+npQtCHVQ3k +HpP56C6l97uzEDoiTgniT0g+fO6VRn0oxPhR4x9zn5L5pf9A9W7fQlRI1ap+ +J9i/YvZK26VCJIonuHQFcRElcCPacnchinX7skuDuXg8fdzqt0ghWrqPjCWH +EL3bnK7z/lqA0Qcdq8JDufj3WrVUqLwAgRNXtDzCuDh7vUQ7KKoA5s8GLa3D +Sf/fGGm+2KEAt95s8jn7jNS3n5eQ//ECRK9YEaMeQeYrSvHQnC0FYNe8eS/5 +nIs+CXPBW1P52Ho0LmdJJBev7n4yGe7IB/v3bP4/guuTVu7RTs3HmTnROaNR +XGTxLY5975OPWR3D983RJH9GJsFCF/ORFS0enR9D6pWez2ulnA//yyVecS+I +v5r1zseifBz4Knf58UvSj1bYey/5Lw9PlbT3Or4i/lWm4HcJebi2hC1s9pr4 +XUSrcFJEHkwWL+g59oYLwZPzlrFu5OHdfasopVjC/7K7kdu18xDlPK23Lo4L +2eihGJsNeWhtjuPli+dChX98TezvXJit3JvBIXjn/DMrOltywf/+nV7/Wy7m +JBY/np+Ui9sxFazKd1wkBQ+7ynnm4lzxrfsfEki8HVfpZ4xy8eJlKP/zRJLf +2bnFDgq5cA/k8fdMIvpefUk4iD8XxU8S5tomk/pM2daaQM9BsuU5e70U4jdJ +y3gL83OgHDrZqf6ei5cB1am1wTlYc9hUUTKVzGsa4xXt1jnou+bgI/KB+Ius +knavZg7ykoWb/xD8XP6wat/KHLSdE1rMTCP5ed0Y3sXJxmafE4caPnJhoXP7 +QlNtNkw5yTez07k44M4MKHuTjV9LFoS9zCDz7njFpo/O2VgorPTeN5PM983F +66NOZ0M5X6zAPoucr8XJ00M6G+ExvsVG2WQ+Xxxz2HRuNp6OmeUcyCF639Jk +t7c3C89878dvyyXz35rsn6LpWVg+U+y7LI8LfufJgc9+WVjlO3FpmuDXCiqb +sk2zsHPBjOznfKKfjNWV7ruzsGA2k9VUQPgdOFJ2UIR8n8iOzy0kellwacWC +L5mw6Xyk+7qIi9CJ+TVAJtbPNWb5FZN5+UtP090IgrX3eN4sIf4e5LFN+kYm +/K3m8Z0HFwn/q7jMw6nO/jhuK1pkp7IUytKoUKmRJoWakQqlZKlEQ434UX6T +idxSSrYkdG1ZL2W79yKSelsn3BRKi0uEoiHxPZQWmjN/vp7zPOc5n3M+7/d5 +f2TZXc+3lcCx+tL5rdX0fmYaekM0SiDYkTm2ooZBvzvHZNknPpgsPXuFWqr3 +yldddS18iE6Pcb5R3jc203Ywh0/rbBvtr6P6dC9VnAzio5mVpv+onvpLf2JW +2F4+Zkmv2l/awMCevy1YwYCPygN7/0z5m4HWOdf0ZHE+usLfhl94yGC7/+l5 +S4Q86NqVRXs3Uj9RWXM/lc/DTibh4t4mBtxTeqUqV3ggZq4+Zs0MNL4yo5Fu +PDREdP66TED3Czfwnt7Aw5HaXsX5j2h+8fNZcUyWh007trQTyhx/O73WQS6i +lVpYwhbaTxUnPIzBxei1vUvrHjMIee3UHZPAhXVZLvf2EwY/Ropjh05w4TgS +b3StlYGOkzjLzIoLO+3RzMA2BgNSw5wINS4OPTgr4dbOQDpuak7BYDGW3FDa +9+tTBr9xE43WJxRD5EdI4upnDCYrhTUVlsU4w7/SqNxB+0U4XG5IiuDbK/p+ +mrKG/KjszYwiaGrxpgaeM2haK9ksblsEx0D3z4IXDL5+dOo9OFMI8539A/yX +DDLq59lxCwpx2PNrNfsVnRekNi6acqLrY34RrE4Gm99JmZjMKYSqt7ylp5BB +9oHr2cfLC+BenvXPzi7aj2u+ucUfLcDP4h/Oru2melV0+uOOQgHK2kpFVF9T +//Z7RP0+HwpMta9oD/2fIrz3CX3z8XfQc8EgZdXAPcY96vnY/eSu4uNeeh+q +7F2vBLfx0+VV1qVvaN7U2ZvXFHgbW89//iOpj+aFRUlmXN3bCG99HsjqZyC5 +JUQqquMWDO9Gnfx9gEFJhfKcw6G38Irb5WjzlsE2T/+N+ka3EOgQqm/8jvrH +TGbK0Os8LD9m/lZlkEHA93L9tMg8JD1qi5imPMJBz2+mecgOnFDrH6LzmszD +e8ODuVga7HGj8T0DM5nOytD4XEyPdU0X/vNf/hfvlLPIxdNJlZ1xw/R/Xmaj +nDDGgVXB44unR6i+2qu8ZdM4UF51N9f1A4Nz1i6drB0cSF+K5m8dZXB/u6HL +4FQOXAslOLofqX6sN3204ORgMLD13Pwx6p/ssKsJe3Iglp5jNU5ZbeOCTT0i +ORDJMRnvGKfzybdn4+pF2djwYu2FSobmfa/OfHvnbPAtbWfSCM0PrWpewVLZ +cOetPxQ6Qeu1YGunlWWBibzB8ZxkILy6Q1h6JAvfBjWe7fjEoHH7qsgamSzA +K2Bw9Wfaf3dM19RXZcJps1WvwhTN10NeLVXHMmGzyOTBZ8prc4v35ytnwkNx +lCX8QvPbaYknMXUZGOfK6eErg8RUZ8Pj/8uAeZ1FSeY3BuqKeadN1TOwzmO5 +Vth36tdxwmyR5nQYv3E4dWyaARPxjlf1/3R03/a/ZTND31+/IsVHOx3SFio1 +q3/Q9aSgeoP0m0jQ766UFyHw0hXMeH5JQ9tD54RJyoFJxn3R9mlY6Ky356Uo +gYf4Ja+M/FTEd3eMVYoRlHSzI25KpOLFhwmfVHGCYGlTq3DXFOSUKrSESBCo +9KyJOXgnGXOa7s89MotAONvOfYlMMo7IB+laziYYSnG8J/BMwpm8Z1o6kgRh +GjKx7tVsSPKsv0tKEWQeN3n9biEb9aYHS95T9qqNSnHwu4EypcjtgjkEbg1t +DcVNiViWt7OiYC7BSr+qPZOaiVhbvXBW9DwCK81Z5jp/JSDW7dBK3/kEShGH +L2xtj0dtdIyhrTRB5X3WYusV8bgnrbDAaAFBlabSd7Pz19Gis7tBTobgwalm +LdXOOBS6ZjswlM0F1pcHjOLgqO3zoF32v/026bDDr8GaJfaDL0cw7rv904Y3 +sbhSxlOOkyc4FTqXqdsQi+SnDRInFQjsl+gomF69imCr8432igQTHSc4Jk9i +IL9L281YicClpHD/k+BoxAZ0t8gpE2xzMF35i0EUvAe6pMcpz242WxzaGYHN +eZZLW1UI9hW/lEu7fAUdr1dKFC8kaDc0kIwxCYdULaciahHBXVHbDw4Dl+AY +zTPzXkzwynV/ORMbhr6NFjHWqgRcUVvHo5svgvVjS7GeGkHoiq11hSOhcA0L +TZ6tTnD2muGwgH0eCp3N9gOUBd4L67DtHDQ6Gp7WaNB6BH1n5AdDcHr2XPWb +SwjE1jmn2poHI71DdmXQUgJL45OtP7P/woZsY7EDmvR9Hkx9bRn/E73h6Unr +tAgOpRWJSVsHYJ68y4ScNsGCAJuWTxn++C5lID1K+dSWaZYy8cUuRPY1LaPn +v/wo9HrGcUi8v+GXs5zglyBjH8/dR7E+8u0dlg6B/7nLyhpfDmHzhGWRsy7B +wWIRG2V7B7wZsrM30SOQ2Wi63GePFVY7uSTL6hP8C6hzwIA= + "]], + LineBox[CompressedData[" +1:eJwU13c8l98XAHDJKpIVoYhQVsuK5ERWQkZJVpSRKCsjJNKggayUEhHZe49r +Zu+99959Bo0vv/v7y+v98nme545zzzmX746DnhUlBQVFPS0Fxf//OsrVpvEY +qEB2P/dAjQgBvTBRMna/eQMq2DybP4sSUEhTjfxnSnPQUZa96ypGQFpax4OE +jayAy7Q5UUucgP7jsOi/m3MfOMAkWvAUATk3cCV9p3aEqz+nlf/D5hM8z+aY +4wz3hj4m9pwmoOmNv1rvb7vCT0qJmtQzBCTCYeWw74AHTPFRfXl2loDOi/uE +DZR4QpwBp/StcwRkcs+0d+feEzj1SiXktAQBreqznKyg94UMe/F0akkCKqr2 +DT551w+O5F8LGsbmTI7MqCh5Bl/F6KWypQgoMogc6svyHOBF/LeX0gRkNqGu +8fD+C/DjVRkwliGgJOKFqVfVL2HhEF3/mfP4ffuf32vlCoCW4l9fqWUJyFp7 +eEnBJRB0v/2VGMJOGtvjPtL8GsSt6MMz5AiooKucK1HgLRjR71Q+u0BAC2eH +p6OfvINY7YRSA3kCUtgnNlHeFwRtKbXPRS4S0K1TtYw0h0OAWePI0R1sbu75 +6zW1IfBf1+0XnQoEVNbt2Bjp9B4uHJWvSAACyrE2cPHlCYW6DoMG90sEJDEd +fMu3ORQmfmknaCgSkK/1Yf9IjzCYuFuud1SJgCg51sjVguGgd02qZx2bW4il +jLo7HLpClIWrLxNQb2fAoJlvBBQzPtILVyYgMdtbBm3ikXCDQV3HWgW/TyNI +9vpwJCg+unT8vCoBfVuQfL0R8AEkjgw271MjIPEm02vx0lGQSflaYxj7wpsj +IfYzURD1qv5rmjoBLU+80tcM/QhssZQtT64QEEd0cazSpU/ASZPcrq1BQAEJ +bT7X1j7BY0vBVN6reL2p5onOn6NB7em42QY2x4zg/nSNz+B7S365UpOAEl9n +1/23/RmqbsbovNcioA3L3FNWSV/gnblVsIU2AaVRGmpO34gB1z9rSWevEVA3 +d7ugB9VXoLgX+WmPDgGtBV+tPp77FYar8mw6sQfy/NgIZ2JB52DcwThdAhpe +/ZB1OyAW2E2zQh31CEgykaa4fzwWerukNkEf70fSg7PGMnGgXf9M9OB1Aiq9 +/vDoUlAciHfPKY5h06Wk+j6fi4O/U5mS6TcIyEKhyUxE4Rs0qolQeRsQEEHZ +sXQ44htw1sdmadwkoJS3Kp+iVr9Bd7KJHKchATU+I+yYq8TDrabvcfPYH88J +rkp+iYe1uOq5/FsEZKX66h4bKR7u3dje99yIgM7ta3i0q5kAJ6te0+sZE1Ct +zYdD5IQEePW8bJnXhICyNxK1t/8lwDeG9pRVbKPe5OM0N75DaQzllVJTAuJd +uR7Fm/4dOiwifwaYEVBWplmWMnUiXL7XcNzgNl5vxacOrqaJYFzUa37cnIAu +33cczM5PhN3rf55sYMt+Wt38fSAJqlScvMotCOjEYm6ZlnUSuMU8uvX6DgGF +cz+7mF6RBOjlxcM37xJQydfDHoc5fgC1IlXRcUsCMgyWdQx2+AGnz1LIbmCT +s38IszT8ALFpm+gyKwIS9Bb9EXssGZiZncYDrAnoEkvgutzjZBBI1qG+YUNA +39Ve753sTAbbbrkDfPcIyCnu93yoSApIbt3ZWsFuvxEfq+OfAmaVf2uKbAko +VvvGWa6RFNATkHF5fh+/T3j8y7pkKoxYq1Lr2BHQaxmWpY53qTDDY+TJbY/j +3a+Ks2IuFdrlvnXNYT+urzpTCGmwTqXNmPOAgDp8Fs+VRaXBixNvxZ88xPls +gEmgdTMNfmW9PqPuQEB3K5jpljTSwYzDnYPVkYD8e+unWBLSIVbeZ2oU++JT +piK1/9Ih26nl/Q8nAprvb3oTYJABUp7vBF2cCWiyrN+iNzMDWoNXvlx0ISDb +Rk6FU/sywdKK7S/tIwJyMXQVCLuTCUIipy92YX9+2XGYqiwTit5aW352JaCw +j4HBlfuzYE/FtKO1Gz7/vmFHX8hkwV+X9jtn3HH+TPYqumaZBS9XdOX+YJ9J +P3/n2Pss2FwP3arxIKADe6uPbJVnQVZ38ad3j3H+omNa6l7KglTv1eM3PQlo +6z/ulgKObKiwuB52zIuAPPZP1H5VzgbmILbFRWx+2Zt9QU7ZoBqvL5jrTUD0 +Xk8on8dkQ/uwtLr3EwKaSbp29WlzNgwwTOuq+BBQk09zju92Nrz94a3E+JSA +VL+vywUI5gAJneDqx5ZNKZ2N0MuBLSq6wa++BOROdSY/+WkOKLRcenrPj4CO +smqn1qTlwC4jieHsMwJyO3a4aXowBwbt1Z79xhYzf8+6nzYXHMSNxqv8CUhg +szxQWjIXlJWuCbx+TkCmo99O2VrkwiV1dV29F3i/uFSpvgXlglKgtTXXSxzf +bzIYJktzofm/prtT2Hd3pq8ILeaCjXbklZRXBKR/dr3ciT0PzvUucDgH4PPY +Nni/5nIeKH+dapMNxOfZMUOP2ykPmB/GP9zzmoDefPVwfxyTB+1FGlsN2IE9 +ysOjzXlQnb51L+QNAaV7HPNV/50HTyQaa26+JaDmWc57xUL5AEujtLzvCOiB +zaWIM9fzYb/4dak57NgLCfsy/PJhm0VDMz2IgGhCDerPZuaDvOOo5qNgAqoP +su0oHckH335RmQshBPRLfUNIc38BlH/So6d8T0BULTstUzIF8LzlYWMD9pfD +KbVPrQqAfOmLU3AozucCdEzHwwpgIOjPXoMwHH+jp7NbKgvAnyne90g4zkeC +sineawXwayZnfgpbsU/+v3NHCiFvQ0U2OYKAGqqvp61fKYSeMXdXh0hcP/Oj +i3PcC6GFz/Kz1AcCCnUWP+H9vRDsiIIZf7EzCoS2rnYXQr7RQEpVFAG1yn4X +5d9TBIX8kaGvPhLQnYz6nzunisBh9rGV1icC4qlOb5o0KYJ3tDHHWaNxvufx +kG1+XQTyJUdaB7Bj7NQPlRYVAeO/g3diPhMQtaaiefZcEYR+fD919wsBRVm8 +PJLBVgwSp0q1hWMI6ImmvGa2UjH8EkhMXMPmTwvYLHEsBqZiu6XcrwQ0xBvK +2BxTDG1kAa7HsTh/qfh+n2wphmNlS1IKcQQUVOFVtPOnGDSLey/u/Ybzg2jG +FX7hEkhw2jnbgK12VslY82YJ8Mg/YXkXj/OB69117xclQKN8f1w3gYBm4xTo +8nJLIChwNIr9OwEdsdrzY3OyBFym1hSGsWWdhjqkmErh45/8zq+JBCTt8/u5 +r0IpfLquoWuZhOPpSvDPTvtS0NGoKT/5A8ffh9YPwtGl8PrAeY5V7BcS839e +NZaC3Q9kmp2M88fGwV8rW6XAvOP43jUF178U76eGQmXA13wnRzYV91Mqd783 +XS+DU4mplf9hf8j8Y3XZvwysKO6UVaUR0OEpz5rq7DJYEfz8/UU6fn7iSKX6 +RBk4Kjh6X8nA9auYy6yXsRw+axEvHcjE3wvM/HrvYjkkSCgQOrAlPTheUdqX +w4f0u2HhWQQ0UhrMHv+pHOZvePIZZuPfRxnoaDSWw57vH75w5xBQp0Wq9PZW +OfhsdtCOYwt7tjWnCVVAluMF82+5BKRzfQ/LvRsVICizkmiVh8/Do5f0Is8r +YPT89vDJfAJqexhX8iunAn5debS7jH1iJZKverICunhcmTMLCEgoMU0piglB +guZBFudCvB/3hY+5AoLmKzf3SBURkPKRG2WGDxGcf2gxvoVtk+3BefkLgmKC +YlpJMY4n6TFZyRYE7mSGe09KcH1v6+AV+4sAXPtYLpXi799qsz50qBKmdXPS +KMsIaH90PX+UWCUE6eZJ1WH33f6rzKNcCUJHN9JfleP9tH3flmRcCd8VHx/S +qMDnjSanUtKlEizP3LVnQAR0jPnlkbrXleAMVTlt2GW/pKcNv+H3JycuhFRi +x60d2iiuBMkQIUb9Knze4/vzX3dWwutt/eOHqgmoZ9/R2pOLlbDTpniyHzvY +Y0mxiaIK/s5SHv1YQ0CFx+zPOByugmfk5D3GtQRkUNMWwnGmChxir/QdqcP9 +YjZY1qhVQd194qcx7MqWlVTn21Wwv7bsWuxPAhJ9RWUr6F4FDynziRb1BFQ1 +nf95OKgKxCzXA4834HrvfkY9IrEK6g/6HJzF9rRJsNerqAJ1NpcXiY0EJPVA +iZ61rwpCbCeWbZpw/9l9QbB/tQpeb/QrCTfjeu9WXRpDXQ2uLnavl7CvNtJ1 +2B6tBtHEtOrUFpw/2hTvnpeqBh2h9GX7VgKq441z269VDTFePtSn2nC+WDCi +n7CsBp7D55jWsTmW4/mLvavBynCQPqsd32+8s8sjwquhzf/FtmMHAf0NLB51 +TauG0ha1vrOdBNQf9sv/Vm01NOuc/f4Lezk7LPvSSDXQcepb5XYRkG5oj40o +sRrOcFWwP+rG/ZfnahInQw2QJf2LJXsI6J0Khwu9QA1wSOdqkbDN771popCv +gR99Zt35vbjerfln/tavgStlkRpuffi8e184TrarAcPHdrnS/Tifaq8Kkf1r +gPfd6oEt7JELvaW/o2uA3lLcqHAA94O5p6cp8mpg4eaFKPdBnF+RbAx9Sw1Q +Z51okBkioIm9Z9c4Z2rAIo5yaQt7rUK/R/RfDRC0R/4rHMb9VdOEriJbLZQ3 +1u71GMHxHc1xz0isFg4zt/yVGcX7efn8YXflWmhgoZzbwi538L/7waQWzqW6 +VReO4d/byl0tfVQLMd9l37uP43708NeOqbe1cKHMSE9mgoDUKYjEA99rwSNq +kXoLO/Wyd7F8eS3QdpNSCyZx/fvmxevQWwt8xCBltylsb+mT31drId+ltl1q +Gvev7Zs9Y9R14FL8XYuE3XSeIHSEpw5YjypV5M3g+x7Jl9dUug7c5n7wPZrF ++zc1ieK066BEa9FdYg73809N9y1Z18E7L5aqX9ixSxf+k3paB8KBEv9lzxPQ +tZm6zy8+1MF7X2MxpwXcH7UrLw5k1sE3k4/aZxYJKD6TcuZ0Qx082Pfv7jr2 +TXGNoNcTdcBhGWqfsURA2qHWiwvbdcB3we7eg2W8Pi3xZA3mnxCvHXFTbAXn +x4fahVnCP+GCDq/cMvZuWq4Yl9JPMJjmYEpZxf3nXT7DV0Y/Qf/Lu8F7awRU +wzwnt+38EwKpgyNPrOPxjur02b/5CUERImpz2NKh2aKz8T/hfPHD5YQNfB+K +M5S3KPsJfW22/nc3CYgk8GHfZM9PuHxC5CD/Lzz+4Ypwy9WfwExTETSBnS/O +P75MXQ9RcRKUXwkENCjCtuTGUw/Sxz/amhJx//JmoYBaph4uJf2r5Sbh/JNN +UI26Vg/6F+3ZhrBlE19Hn7pXD8oLpJtRZFxvePcWNPjWg11MUrDBFs4PXrkf +rD/WQ9iV4FK2bQJ6X/tLkS6nHjTqS4a7sIMyDhekN9VD04LMRshvXP8+PSEZ +TOPvubD91v5DQK/CPPdQ/auHLl4zMsNf3C/p2w7nsTVAQzT/QhN2JSQ8txVv +gJAAh7aAf/h5u5c7fKoNQOmtl6z6HwGFRNppjJk1gAnFoAfVDq4PZ7NsY9wb +4HY408VqbCPDbNM7IQ3gnEpDfrpLQBqDLSdEkhugKr0h/iIFEVmfsWgkVTXA +le27qn+xWV+3Xq4bagDa0dnRoj1EdK/GKSqK0AC734zvu1ES0fn7GQ0ODI1w +9WXXssReIvpbPtOrIdgIhkU372xiT2W6VQkrNML07e3WDCoiujX98y3DzUZg +/1h1yp6aiFoyzssSHBoh17XyuTANEaVxn2kYDWgEmv/2dMxhm84zX2iJa4Rj +YmFMCbREJOF/OayipBFGSb6qFnREZH5ItCuvuxGoLw848ewjot8ep39nrDSC +0a/vocPYfFC0L526CUoHyD+i9hPRuQxx6kyeJhCq6s+7QU9E32u2V/JkmmDI +/kYBCwMRdUv4V1foNIFLmHd6O3bWfZlXLbZNsH/61qe3B4ho942v/NizJjhK +8cf7CiMRjbg0TROim2Dwhe0NmoNE5FPo53MgvwkO0OQfr8HW+87KKNrWBDf2 +Lc4/ZSKiLpW1MM35JmA/yPJNnpmI6ox9mZ0pmiHtnbzeb2w/S9mAaM5mePjr +0XY+CxHd/Bj4u+FcM7TH1Yc7sxJR09qk9Z+rzWCzdenEaTYiomfP6zxt1Qw7 +KquZy9jT3s4XbH2aobh/4NSPQ3g82iHfEz80g+DawQRLdiI68siPeSGrGaSq +Yw7ycRBRRniJr3hTMzg8f+80ih3Lnk10m26GLRNi48fDRMTDO/yw9l8zfLXr +PmzASURhYZkbh9hbYLVezoyFi4iOcyZ62Z1ugSt+0p/asI3ZZZjr1FuA4mtX +y2tuIirOGc7hv9MCmse4yapHiCi7/8Cd514t4PmPm33vUSISP6t+bCm8BQj8 +k2IIu12cZl0/owVUvdzkvHiI6PFuTXtVfQvIzc4ryPASkdjnnRqJyRbYOK8o +R8A+UyHRmvynBVZUg8QyjxGRx8zkynG2Vjg4MHTIjo+IqK4HCHwTb4WW9HNk +IX78PEeSq4BaK5x8Ftc6hU2zWzGZYt4K+bQSn2OOE1FNvO59Kc9WGFz8ZWEk +QEQUVpNMtWGt8KFlhYddkIj072/2GaS3wpKmWHcn9tEE6orVn60QSFHu806I +iFKbv9UHTLTCWbcUvisniOispTbpxJ9WiJOiKKM6SUSnSoPUm1nbIA01alVi +r88vVTuLt4FwEEu/lzARGbYtWfGotQGwzd2UESEitaMcEm3mbXCp4lrHL+xz +Or9Fn3m2Qfem0aUMUby+mdx6cuFtsHKA9YetGBHd0N2XRE5vgz/3/WkFxYmI +hVNbrLC+DXqMCs0msI2K3aa9Jttg/mRJevQpInqZy9Sm/LcNBLg+EA1OE9GE +Ycoq86F2kHxwS4LlDBFVNHVdnj7VDtpGDPdbsYX/cnYVqbdDCGtpVMBZIgpP +Z/oUeqcdamod0eVzROTlrv7F0bsdYsLOj+1gZ1Xqj+pFtkPB16OkYgkiWqqp +M5bNaof3lKJUrpI4HoLPcQk04efb7ejPSBHRU5rTXKwz7bDAtrx/GbtkXMeU +ZqcdUgZzKROl8Xyuf/i1Q98Be491/jKXIaKViczBf4c7YHVaa5j7PBFtnKuY ++SfYAQ3cUmV92OJdQWy75zrgatH7iPeyRGSTs2a791IH2Cc8tNGUIyJnidTZ +fVodEFbXd5b2Ao5vvtAAFqMOSPjbQ6zCbs530j9q0wF7+B5lecvjeIk8rCby +CP9+P7KUuUhEVr03LGX9OmDyVSXzL+wS4naqRlAHsN31L0xTwPllqpPHLLoD +6CxYDGwAn9+/WeUuPzrgiqLHKt8lIoqitwl8k98B1yrQkxHs1at1z75Xd4DE +OwLNB0UiGrT6klLV3gGMZjyBukpE1OtUtWdiBH9vWIOK4TIRkbb2BlIsdcCX +NH+Pn9gyGzKKx7c64LRT96yvMs5X1WdE1ak6IbpOWfOCChHBlWo1B+ZO2L40 +lUrCjmip/BDF0wnurgVUWao4n9DtOVIr2gk+G80G99XweTlp2Lt5vhMK5MS/ +CagTkUpzdC2fKn6+f2ZuDDt7z7clff1OsFf7T+DjFSLS1FZUDzDvhK97/Uz0 +NYioOlFnrOJBJ3g+83x34CoRlbkkpW95dsJVKWJhPbbs+6OF5wI6YSZge9hP +k4jorr356xDRCe9n3/++oEVEQ46NXpnfOkEks4mJjN17Kvv8ZmYn8Kmk82Vp +E1GB1BEJqfJO8KdUFrt/jYjYkmbsvJo6gVbh4xkBHSI6xjU7XdPfCZwahafG +sA2jt6MZZzth49EPoShdfB7S/4Qb/+oENzr3w3p6RLSmXt+estsJDzTEqRj0 +cf4ZldP6x9AFzt69i3XYYbrnGHW4uuDgyOPGp9dx/aF8w5p4oguyvgnEy97A +9a2O32xHsgtKqCfcCNhm8/1rhkpdkCBdoJxugONfPPBn/rUu6LiTzWBzk4hQ +36E5NtMu6M0dbjtmSETfoky13e53geo1eDOEnRx/iWLIvQu2DOYUw28RkV3c +13/wogumF4Z+aRnhfJtvrPwjtAtO8Z6IoTUmoitPDAZYYrvAkKn3chW2P7Nz +8dP0LmBsX5v2NCGi29TvF9ZKusD6vo+PpCl+3ibS2ryhCypX37GuYRdWWUn2 +9HYBwfxEfJIZEb3gmtbTmO4CyYbr4ha3iUid+Ku6eqMLzggcy+EyJyIubc8X +F3e6gMs57GwPNm2CWXQJfTfEpBalvrMgouD1F9RynN1AXf/xmNodnO+S+mpL +hbpBtPBSCMVdIhKplhkCyW7wsSv8U4y9kR2i+lOxG0520Jq7WBJRum3j/mvX +uuFP64VKMStcn42aTgyZdMNjDVPuOWwrN+8Ym/vdsHPCzemrNa734o0OW+7d +EKISUm1oQ0SMjp8+B77oBvan+Yws94goP2tIkCesG3TS1280Y7tPPmLIj+2G +0e/qUc9tiYjD7bqudkY3wIWm3ov38fm7a0VaLO0GorwP4xY2F3/471eN3XDb +/aFSlh3ObymtZif7u4EmL8HJ1p6IFh/vCjbPdMO1YpHP/A+I6Howh47jr25o +0NhfPYxN+5BqjIOiBxiEtabDH+J8cCS/o+pAD/Qz/7er5YAtxCn8kLsHWCuP +H6Z1xO+PPrZwRLgHGpebRCuxTzGVMbZJ94Cyxj+5x0443mNGvvgp4/cFVamc +cyYiwVmXSBm9Hhi3FtBcxlakf/R7/XYPdPud0k5wIaKYsvb6lAc9oB24eNX0 +ERG5inlS3vPqgYOCt1XYXfF5OWSTciKwB+T/RMm1Y2cWva5cjOwB3dRY0QA3 +3H9NDqpkJPSA3sDTw4ruRHRg8soF15we+MFzac8f7CdhHXEKlT2gwrk8m+OB ++0ETS8/9bT0QZv76p91jInoj+q9uYLgHol6fiBfwxP2le/CL5MUeGBVp8RrF +Jiuyl3hv9cDbLj+dSC8ikucMtNSj7oX7THp817xxPj80+UKEtRcIjqprtE+I +KHKQg5earxcu+dwrrMTmjzxxdupULwhVVnk/9iGiBRr68ir5XjhVZqxw7inu +vx6V18Rr9EIOCf4tYe8pkFMNMOyF5lX3gnhfHP/iT1UcrHvB6viBByZ+uJ63 +vqo2fNQLF1j3HTv0DOf3Q3oVys96YUXGtb0VO4ltRFYipBe29xl7vfTH+e+e +gLRADH7fbs1xeE5EFxRE8jjSeqH2XXHDFjZBfzXvQEkviAup3M96gddr64Es +TUMvGMs60tm+JKJc2nSlPX298EVKOZ7vFRHFEVM7d6Z7QeNVk9wQtmil/fzO +Zi8MRTG0hwbgeNjZfL6Hog+auljNrwbifrxXIZWGsQ+KohdX974moh87BsaM +R/rAzvCDRxm2Zb1C5GGRPmizE6JwfYPnz/TXRPB8H2xJxz4Xf4v7J633WZKq +fXCJk5FmDls7kDZU9XofnHF8/DzmHY6nO5aUxnf6IPzD8q5BEI5PhkxKZ8c+ +CFx84HEwGNdvvfWwNz594FSxb60e+0m4eGHS2z7YtW8w9w0hIs4m5wc/P/XB +VY3cjvPv8fl/1lA4/6MPGpO7L25iH5s+/4G+EP9/9NyP5FAiKk9tYzhX1wcc +UkMH74QRkZJEBKdxdx9M7nY94grH/df9qIqXk30w8FqovwtbZmjmX956HyTy +jUm/icD5LelV7+x/feDGuDf8ciQRdQYHXeFk6AfaTzFrf7HbV2iNrnH1wxv6 +EtW8D0TUkUNJF3CyH5Z/mH22jyKivc5B12uk++FzQcS6wEd8vzAovbRHpR+S +3e9dGsVuEPnUqqjfDw3iE0ERn3D/rS//77lFPzzgpBnWiiYiub7c1iaHfoh9 +PC1A8xnfd/RZL7P69IPYWz/7CmzdAw9Nzd7i979bzHb7QkRSU/1H0z71g3Sx +AOlUDD5/ulYv/v3oh0NX5KXnsas9RSOuFeLxu8m6fv2Kz8uRS9rf6/qhwl0w +52YsESVEFWf/190P9c/3rR6Mw+d9PaPScKofl4w1wQZs1zoZ74KNfpCMGDPx +/Yb7Z3P7WfbdfjhAMfX+fDwRvf1h9d/jAwMgqkJZt4GdLnKxbpx7AKIi1Mk/ +EojIhf2AgrrIABjzVQhafCciImzcyz0/AJ4c9vqciUTEfoxSjU9tAAjfjZ92 +Yp/oNRt8f2MAZn5HJAcm4XrOf5yP2nIATECgS/EHEb1ysef1ch6Ad3EHf//G +Hu837CX4DuB8acGTk4z7TTpaZYfgAbCw5Fe6n0JEvJaR9qtfBmCO3cSSPxXX +C4KQzsO0Adj3muPFELb0vcH1zZIB+DxjmhCahn/P3a7p0TgA6ZrnqzXScfwz +idzbMzAAAfOZY5QZuN8gM1x+NzcAMYOtv0uwdwSix7hJA1ChGs3qkklEAnHb +F9L3DsKyLp+YaBbOX1waJoosg/D4qO3laWzx1bxLA8cGgbbZ61Z0Nu5n+G8v +OZ0ehCivOw/1c/D918HBiFEB//6a0DP6XNwvyB0ITdcchNvWHeE12DfCzUOv +GQ+CxbhtolceESlDqAnRdhAoB/8WSOTj/JjWvBntMQhyTsE/l7Hz/krrq74a +BLs68d74Arx+uzt+hIhBsPo1PmVciPtjuWtP4xPw99ky11mLcL0e19c0yB2E +EbWEv83Yxr2yS/TVg/A+qYHmeTERncw/ZVTbMQjftQWZ5UuIyKnJ/MvT8UFI +vFnDRcQ+eGg37+LaICSPpB5PKyWieXXZbzv/BsF0a17UsgyfnzawrqYfAp4q +X4kj5bjfrL1MGcg1BP16T+V6sKN23dz1hIfgUt3KpbcV+D65j6Ge5/wQRJzp +UlVGRHTpuPSvVdUhmE87r/kPW0RN+A+6MQRzusK6eZW43xTimgi3HAJWmfQb +9lX/j0eF7/YuQ/DdpfWWQDXOz+7NGmrPhiCaJ8x0BNttabtT4P0QVGvTWoTX +4P6Ka+cCdewQ5HBJWGrW4v00Zn29kDEEE1G8NlR1RFRa7FTeVj4Er8d7bcuw +Zyj0+wtbhmCM6rb9o59EFFK4ORA/jM1T+1Csnoi4+QNrQpeG4PllRqcZ7FKl +G1HPfw9BXICqy+cGIpocDDV8TDcM1FRurtcbiUjH5im1E8cwODV/d2dowudN +5FasndAwxBLHHtdiS/HfFrGVGgadCBFv72Yien2wM8FWeRgu1rz3kWzB/ZLL +OtMD/WEQDD/qt4LNEPbXweXOMIwf7fdPaMX10UWmxttpGK661b80aSOiX6Oz +9IG+w2CYuxXI1k5EQeYaV6OC8fPLju9asHM0k5+lxAzDsIT8++cdeDzFarko +fRi64+9EyHcS0bVndmP9ZcPgq7v6kYhdrmFMTWgehnf6szFpXUS07GUmzDw8 +DO2V+gmW3fh+qFp+9dwS/l6WYsqRHiLSSKh8YPB7GB7JFmX1YMsb5IQ8oRuB +RJfKwre9+L46P5KfxIHtdhcp9+Hzkf5mrEdoBOKMUur/YYs07Geglh6BCZmY +jrx+XE/4kuC8yggwnVAfsh/A43fM8Hx4fQTkFLNnBAZx/ZJ1qEi6OwL5X6fW +R7BLms4zzDiPgLzJ7N/wIXyfUTa2Ov5sBFZDqum0hvF99f2JZqv3I6Bo6M9O +PUJElA7rCqmxI3Cq9YxgOXaCDXU1IXMEDtL3SLqO4n66v+wGoBFIF3dTER8j +opQl27/v2kbATPfYzVnsq7EWeeOjIzAVOmz7ZZyIthp++0mujoDvwewnNyaI +6AFdoNXbfyNANZscemCSiIT6rM3n6Ueh9Wz7jzrsPT7LLirco1DKJlL5ZAr3 +f8cc4xJFRkEzvWZAahrntzztpf1yo/CO+/uvVWxD2qlrzldGQdi3/0DiDK4n +pS+6RwxH4dG/uyJms//vxyPdNO6Nwu0cfXX2OXxfYnaSK3UfBZ/aTJs2bEXJ +R8dOvxoFDgO/gJfzuB6X7QgnRo7CmTedKQoLRJT22tHwWOIo2Ackt5GxzU1E +0r/kj8JFFxZixiIRWTS+E+apG4Uap0PcNks4XlX/a4vrGYW1lNLLvMt4/IIj +MSdnRsFJlfFhP7b4h6BPOYRR6LRn/xS8gs978uMa2DsGN9VG69VWiYhJYy93 +B8sY8FHYb+1iR6uFfrvLPwby1c0ni9ZwfdUJMv5zdgweFFObOK7j+kq6rRau +OAbeLMffn9zA94tkR5uzumNA+1esYQL7VpVIeaf5GMTEie35uPn/+8HvK66O +Y5AjJSqv+wuPf0794BHfMSiaP/t4H4GI/rG+ZPwZjJ9fvFJUhc28wHPF5esY +0Nt7/35MxPefs88qj2eOwaGELvlzJJwvk3jd+ivGILzuxrMl7C/zNnZBbWNA +pj7Y9I2M+yfPljj1sTH4GE3LZryF82UH4qJZGwPhCnVz1m0cT6r5/T//GwOh +xOGMZmwZPr6h1wfGQedd467/b1w/wj2O6x0dh5cZ3Pryf3C+rjibf0R8HMpU +hn8Qsf9LrQlZkh+HvSHMe9L/4n7lZmJhqeY45DTXG1v9w+cvVU80xGQcFM7T +Fh/9D5+Xp0qrNvbjcIV98HAfdnbMxo6S9zhUJal6Be0QkVbNgAXf23FAp29N +qO7i++Ind469n8ch/hen+i724VoNvoXUcTggHZpTSEFCnt0dvh2l47B0qZnX +cQ8JfdcJlClrHgcv47bgk5QkFF5EVE0dHgeV9gTKSexLPuFZX5bHgX/+psfH +vST0kH7ZNezvOBisb2zoUpHQ/MRFzZ/UE+As9dh+PzUJvX0y+7b2wAS40P1Z +qsaWpM58UntoApqKvO29aEjIO8aU9+fRCTgVtX9TgpaE7q7mOTcKTsDU7zSP +Fewi1scebeITEHPuwd7vdCQUmf3wbK/UBPhGXX9vuo+EmmaNYkYvTsBFf3t+ +9v0kJK69t3JeZQLmr1YUtGGz0J36QNCaACktfe1X9CRUlxUnsMdgAgymJReB +gYRGrARtmcwmgNHe/tU2dkWdrxWf9QRkqO4Vzj5AQrvrXlySDyfgaA9lmy0j +CVW+GA9Qd5uAMbdHbvwHSUg25VG2mc8EcIVZ8A9jn9hLHeH2cgKCgro7w5hI +SKLYSDIkaAJyO7qfazKTEJfHpZDUyAkIrra7QM1CQqkOfskNMRPwry2BVI5d +q7/oO584AQ/uBOS6sZLQHxNlDrrMCeBe5nU9zUZCy+q3H4gUTsDvgUdyC9gZ +RrTPtdEElHwJ2Rt3iIR8jfebPKqfgPY0745b7CTU+0maHN0+AS+9lOJYOEjo +0LqRfl3/BKz4Lrs2Y9MXqD7aGMeW8tN+fpiEmHobbx1dmACJQwdEL3Li/SzO +o9LcmIC70VH0ZOwVowFX7+0JWFQV38jgIqH3MjQZGRSTIBzVM2DDTULrhkwZ +U3STYM4cVXfsCAnx6DW6HWaehBJpv4JB7OJLVPt0OPH/gz6mhh4lIa3WcKtA +vkkwjV1KuMpDQmui197VCk9CBfnJNypeEvpwhM5vz7lJiDtqmlCObbMcrnhJ +bhL2xr9PcTtGQjFOze2+SpOwn0Mw/zQfjt9Dz8RqNCahnp6vdgG7vjnYkFZ/ +EtwPBffH8eP1YW+5rmWMv9fksW50nIT4aQ/yR9ydhP7qeXo2ARLiUzhbNWaH +//9xVqwVu3aZXkLk0SS8WfLSeylIQi4dHh7u3pNw+kaeNwiRkNJFvdCfzyeB +1zMqdRv7CZuLH8e7SQj8d3Y8+wSOx6YC1fsRk5Ds95rD7iQJ6Vr+nqr4MgkM +2anXBYRx/Hpx3DyUOAnOkl8jR7FfyK/FP8jA4yl8OBopQkJHrI2b6gsmwXfx +uLCOKAnJa15sPo4mgcKz4fE+MRJy7HdO8qvH4zli3V6NLf1i+PZk+ySce0Ej +4i1OQhv3bpKUBiYhxj43UOoUCU2L1t9LnJiES2/d1taw1RkZSukX8X7E3jL8 +cZqEns/TrjpvTsIHG+t6izMklCP0ZXf49yT8/pZ4gfss3s/uDIIq5RSQDgnk +92BvvD3WlLt/CpxeLkgEnSOhsHd9/vysU9Bb9l+hmgSe/498vjDuKVjzf6C4 +R5KEnDXiE6gFpuBwsmJHCXal94sDnmJTIPHP3/KRFAmRp5RMNySnIPiawo64 +NHZZdfi9i1NwysPzyzz2xtxK3pTKFLzVUlKKkyEhlaHkCjPtKchO/rpidJ6E ++tKnckYMpsDY9vNnNlkSCmX3CzW5PYXvx0p6bdh89xzMxmymYDc0+kCAHAmZ +RURx3HGcgvc12W2KF0io+cxCxbzHFGTMBEX8xb72QOOGg98U2E3I38mXx+Pl +SRveDpyC2/F1kg4X8XqU/NF7HjoF/45IHBBWwPM3EChjjp6CWxC8PIXdlc5x +OC5+Chx2p9s/w//judbmXNoUTF+/UGJwiYRuxnOm1eVNgZTc1xQmRRIqnKOb +Myqfgrw0zrgmbLkz/uy/6qbgZVrel+dKJJT70FPhTdsUJMh7xipcJiFqmUkz +of4p+HPnUfI2dkBtikfN+BScP5lelKNMQvm/m97eWZgCjqhTbfYqJFRqLv15 +7+YUnKyiXBJSJSEBsamkxN9TsCdfgmESW0emNusq5TRwBzRLRqvhfEDbXfhr +/zSs6/bcvaGOx9tEXRHNOg104oYfD17B4zG6Xqt6ZBpGpS16G7HpLxY2EwSm +gTLkN8dzDRJi/Xai95v4NBw2EbVQuEpC+22+TupLT0NpFUX2NjYjO+cvGpiG +yiV/2lxNnC/ng2nL1KaBhgpZPtAioerKXX4XnWkIv1jWcEKbhMZkrFTEbk1D +bNMLiSnsK+/LHeYtpsFxUvD752skNFpFE59wfxpCSxOP3tTB83GAibsu09AY +wfKFWZeEEjasTwp6TwNDlsvxFmyqa0+8F55P43jqyXqpR0KnVf1H099NQ3We +goqiPh6Piqema+Q0uJ8un/iLzehg2aTwdRoy9xv5F1wnIYtoZcP9P6ahL5JX +3OkGCe25ybPVnzUNyScOj4kakNCbGVJSUvE0SLBpR85hy17ssHtcPQ0LBc03 +4m6SkDlz7mWt5mnIeBB9xMSQhM42Jpw53jMN7R/rl9hv4fG/SJP4OzINf74a +VXZif+bt0uqdnYY7C2Zf3hrh/Rbl8c1em4b0sTE/NWMSEt762By8NQ07mzMP +KE1IKP3NtbOOFDNAGeFlUY7NmXElR2/fDCxfTDfxMCWh2fGwazIsM+Bv/fy2 +hBlen9ty+3m4Z+DQW/r7a9i9whrTNAIz8P60lnfybRKy/t0xvCk2Ax69+pGW +5iT0Tn2UOCY1A/toRIp4LUjotq7P6TaFGWDQGpocwvZirH2L1GaAUc6BNfIO +CbVdQAdydWZA3JygqXsXz++mX+6PWzNgaeAUxGBJQt/ijjyNvTMDxoWE/nrs +LJ4Ep092M/CQ74WwvxUJRUSKvo18NANd0mf8Fazx/kfWt4c/mYEXX3ZnfmNz +OL67GPFyBpR2/9POt8H5Xz6s70PwDJTuk65yvEdChOH16M9R+HsPcy6I2ZJQ +DbEkKD5uBj5OPamYx6beYshKS5mBL7zxV+Lv436De5eiKHcG4qfERs3s8Hm3 +Sn1WVzYDlSuCj7nsSYgYKybdW4fXa+/Ho33Y3TYxR+bbZiBmLaTp/QMSespz +VOZv/ww89T7sq/WQhF6T614yT85A1RM5hX0OJCSzXsAgsjQDb+r3UNdhM/Ux +NikTZuCAxOMeX0cSSlZbRRb/ZiDwS2qavBOub1nO677Us3B/If7dNjarduWt +b4yzIPLb3j3PGfdTp7Z36zhmwaOY+b6jCwl9OXdxevnYLJzg+GIl9giPnzGX +ik1kFi5Qcd1fwFZT97FSkJiF/9zC3BNccfxerKWxk5+FMVu2IHM3ErI6mrr4 +UWUWgoeT0o+44/XauHWwWXsW+NsN+wawqSO2PXZuzsL01XN0ER4kNI4yT0ha +zIK1KVzWfYzjaffHEfv7s5DF+ubVAU/c75Qy3kp0mQUW/2O9jdgeUgxjU96z +oFO7X+ylFwn5B7am8b2chSfE62+VvHG+ynz6807wLEhK7SfvYLd664glRs3C +ozQp29InuP5/ezi+HDcLVc+nZt19SOh89r5JidRZOLzKbS/5FMc/h945n7xZ +2Dm8+ncDe0jgcU9T+Sx4X7KISPfF60+X3cBZPwvnYv3P3/fD/WGXGJNdxywY +Pb49K/SMhObcj6VVDM5CDTPF52nso22VX9imZ2Ew19Ek1h/HU/DlOfuVWajO +KBMyfU5C/SbjL+tJs6BqsP6H8wUJsZU0+wrszsIwJdtgH7YHq2KvP90clDNL +V4W9xOe1zOPFLPMcTMyY5+q8wv3VelroFe45oJ7+mnkgANeL7sM7mQJzEOu+ +k9+ELeW23XD41BwcZg34+SoQ70dnANFfZg4+iqhPKr/G8dBC+2zz0hyIndeg +oXyD65lMnrOFxhygko9SCFu1t7W+W38OTkorOXi/JSFL/Yhn6qZzcEriWq7s +O3wf0NFMQNZzEAote7awtY2lTsk6zsG+tVqjvCASmiCE8eU/ngONPuUKp2Dc +77xNeyrhPwfsETfFToeQ0KvXtVfy3s6BbAvd9xVsWzV+P5nIOYjhtzyZ8h7X +R+YDJ8q/zsFpZdcCm1ASchBvlVdJngOeKbVrgmG4v+lLrWnPmYOEnPlfU9hk +BUKZSdkciDiZx8WGk1BI2JrwSt0cWI6VG5lFkND134v0Pu1zcLySnvdIJAkF +hZyzZBmcA7/JG2uD2DSu7JLJU3MwyfKj4cMHEhJBM95KK3PwT5gx40YU7qef +r8IYaQ5K9oTHsH7E+z/k5+O9OwdhniqfOrELewiyR/fNg7jnqbjgT7h/exXp +UskyD+nLRrla0fh+RFchZn1kHr6jvg76zyREckTWjELzQLeS/rsR23Vkg7/4 +9DyY2K+IB3zB/add8h1r2Xl4qxjzQDUG30+UFU+wX54HIef2IqqvOL+FMjs3 +aM6DyP63B2uwGd88Un5iMA/APeHkF0tClPfrvkqaz8OXsv5xiCMhH1fzF2u2 +8yBI//TWDvbpnW/kFJd5uCo8NVb2jYQemy8TbZ/Mgx4ccPSKx/WK+qOf6Kt5 +OOzFcEAuAffjdxli1kPmQYVpJX8bu54i6WrBp3mQOl90v/A7jnfn5jdPE+aB +99wTUbdEEho0Hb19NWMeKC6rbUsm4X7AW7GRs2gekvL5OwnYP6NMG5eq5qF/ +iLsg5wc+z6FRFhXN88CzD5KckklIzMwoLLx3Hv58jko4k4LrGQ2D+YPxeSBu +S2asY+/N4GhUX5wHlxfHajNScX8SvNAuRJiH+SybuQdpOD52llxp/5uHtnX2 +Q+LpuH7cf1u2RLMA2WVyOivYXGYXvncwLeD7yPiH1AwSuuVnc7aYawE26VhW +7mfi/u2j350EgQXYiB7TFMkioctv/8qGnlqAkzO6JYvY/Gbqxc/OL0C3p4dk +cjYJ7UiNTLoqLcDDXbPSezm4fzQVy7fTXIA8DpZrJ3Px+y5lSloaLMBHh5j1 +eWxf5xGL2+YL4FTM9CUpj4RiU8QUTO8vwFC6602bfNxPNnA2mz5agGn6IZ4T +Bbgf6ObZb+GDxxOlQZjDLvhX+M86YAHaj/X0JBaSUGPsnQSH0AVodPWvsS7C +8a32hdLr8wJkOVohoWISUkycPxyYuAA/N142zGE7xlYvfMzC3xsmjiWW4O9d +yXJJL1mAazxllDalJLQ1I1FaU7sAJ1IXJU6U4Xhe7KwcaVsAKu/XzvPYLbsH +X24PLMDp96kVSeUkdJDGlYFjegE+bd46fK8C92MHA2+cX10A+tRvT08iErpq +03vHZAt/rzOUuIBtGTwj5b9nEa74ybgnV5KQobJSRxr9IjgMf6G9X4XvM0+8 +JAYPLcKxfd3fRarxfO15LOiOLQK33IzuMraRf4mRnMgisH4fo0+rIaFVhwk+ +B3xVD3rV3m1fi/eLj78oUQH/Xqg2WbwOu56Fd1J9EQxaGt+tYRv3qBry6C9C +Vcvq08yfuH7s6FuZmS4Ctd9FX8d6EspT7FSLs1mEoSs/g842kNDvMYM9806L +cDg4IvUXNpe5T9hp70WoREV9uY04n32Y2vV8uQi7uheZXJtwvvnGq94Ysgin +a84YSjfj+S92PeCKXgSaqNiMLWwd/mjnh98XwcnkE2txC+4HdA8b1mUuQlK8 +6CvPVtyftCzz8pYsggrdnX3ybbi/kS5q9qpdBFmxq5/+wy4J5DMdbluE2SKi +LGonoUfMrb0XBxdB7Lb9gm8Hru8OFjLx04ug24++K3WSkMLnl/70a3g9Jv85 +UXXhfL0wW+q2vQjbl89q/cSm2BGemqFcgqa2+zIB3fi+ObWzdePAEggaFp7R +6CEhv23m3UaOJZCsEJBl6MX1apf59yX+Jeieq9Rpw84+lDlfIrYE8eije0gf +Xo+yTy0yMkuwebE8Xa+fhLZ7XyUXKi7BmJksgW0A38d+iPjKaS6BwYkj6v3Y +y2Pn9SoNluB4gkvax0GcT97a8l2xWIK1Ra1jJkN4vCKu6z12S3D1UHE8zzC+ +v305VHHXbQmqNGqkJ7GppGmCSb5LMFHgORg/QkIXMvdavn6zBBJBq2+sR0lo +WKJFgT9yCQwPiGgLj+F+xYyXrzx2CZgfKxxbwXaTq2AwTsXz5ZGlzBwnoSRV +u73/8pfgu+5JotME7u/dlmhiK5eg0ZGLLDmJ8+u5PZxqzUuwf/Io3TZ2l5Hb +hc3eJeBgUhQpnSKhYA0Wx5iJJTj0KNTEZxqfz96YIu3lJdB/c+yr4gxeT615 +dkryEmSM/N6kmsX1xLfobRHFMlhvid1owN4un+B2pl8GepeGhjdzePw9p3+e +Yl+GxfUhzWvzJPSPw/3d2rFlSGF3mWRZwOfXLNAlW3QZYqK+vuzD/kd1wdNd +ehnSTzvIf1okoZ4Ni/hListgHrNBabaEz1dI7waD5jKQMs8N8S3jfmHkoeWI +wTLYnleunsUGYzqKTItleMomWZq8gvM5n0/dc/tlKBJmrnuwSkLlPekFpu7L +4GW9NH52Dfe/KW69ss+W4UB1Gz0ZO+hB8XHOd8vwQb5VvWSdhLSeGMb//bAM +WuPESJ8NfN/vkDGY/LYMamXXyUqb+HmSvEJT+jL8XPtrTfuLhB5yXDMtKFqG +7U+/F5qx+/4a5H+vWQbTNRPvEAKu17SgHtW2DHa8Unw3iLheXCRwBA3i+Tx4 +389Jwut12ULo1cwyrPP7fR3DvmXp4eq/vgwJIayP48m4H38rTOv/ZxniWQwt +723h86xvM/qCegUIB8wsxLdJSJIk+OcN0wqsb0g6/sI+b2J8O4J7BW5LrIQU +/iah+aO7jN+EViDWIKzG+w+uBz776XPOroDHrCyd0l9cP508btTJ498/Wjej +/UdCx2NUNobVVsAkrqa+BXvVzHGUpLcCh9l+KoX+h/evdpuH1WwFtp/QdNzc +IaGvkRMFErYrwPMp3OHoLu73DUWTbj5aAS9xX75p7EjVsU2fpytQTzM4+4OC +jFxMKT4mv16BjJ2Msod7yKj95qeY/ogV+LbFnChJSUbWOQVU++JWQHGM+dsf +bNl0i9aLaSuw+6Miq3IvGe1oJf9xLVwBa8OTXS+pyKjb4ktQdvUKiG2Z0WhR +k5Hq02tvNlpXgO6TsxYrDRl50HX/Oje4AlTmLkmD2PvEL9Z7zKyAnrMTWywt +GdGuJOyvXl8BK6on4dZ0ZGTAfhwx/sXzvZ54QnwfGanodM2Z0ayCf/J/rQRs +Emu7fw7zKmjdDHtVsp+M7ubKRO07ugruJe7X/ejJ6LyRmJDlyVV4Jlcqqc5A +RnpM7aerJVYh+srDkwcPkNGb0suFx2EVLC3jTvdh/+LLqgjQWIWzLFYaXxjJ +iGLlgvrmjVVgn230sDxIRhWJTAamFqvQ8XiiRJSJjF7V3VpqsV+FTfdiJgL2 +UIIy7SWPVeh/b+VZwkxG595SZBb4r0LXc9KWHwsZiWdVTJ8JXgUGTs/AK6xk +VC+Zk5TxaRWq+KhOM7ORUf5ppv9OJ66CyJOEhQHs+ykH5/KyV+EVm31B7CEy +Ck1YtLxYvgo3R+yi7rGTEQv7oFdjwyoI9+QFneEgo6BNLvFbPbjnpDH8uI39 +UGjNc2V8Fd68ti6qPExGjvFhNv7Lq/DVd3M5gJOMcg21SUe3VuH3of2Sulxk +dFLurlAZ5Ro0P6sK4eTG66HI+Z8p4xqM7xemnMIudi722su1Bo7/6QakHMH7 +PRiUkCa4Bib5WsddjpLRn/dzj2+dXYOjH8W7L/CQkVvdwZ19F9dgkmtvFBUv +GUVkGUtUqK/Bx6Jxp1bsmvijR9yurwHhb4955DG8HzSpJWfN18Ddk2h5m4+M +Cm8ZM2/arUFi7zWfk/xklCMbwJ/nvgYTJdtpm9gMFu82PP3XIHSaYrPkOBlR +pzY8UQleg9OHPDWeC5ARN/unFtboNdDncyvWEiSjsz/vjs8mrkH1LI0ChxAe +D+3rotKcNbDTVBiYwD6n62IUUbEGX6+eCkg5QUbCagH1zk1rMDO7oPXoJBnZ +lktQXu9bAw0RX2EFYRyPJVMMslNrICZJw00nQkY8j6mW+NbWwFX0HX8X9rD9 +/s+Mf9YgVfnEpc+iOF6U7gnuUq/DaOWci7UYGXHMhAUQmNdhaHW0/Iw4GbF6 +UTcsH10HDiFenr/Ys84yc/PC6zDSURZed4qM1LwTZ+el1kH/TiNfyGkyagnq +bFhWXAcP45t1RmfIqG1FNpSgtQ66Go+fCp4lI0/Bu8q7t9aho1FRZwP7G0f3 +JKP1OjA8q5EpPUdG2UTmB/zO63D5JLP0SwkykricsiDrsw5zPhev6kqSUcnk +yZs3Xq9D5A1j9yNSZNS072jpo8h1MAh8UjKPfU/vMEfUt3VwpCpky5UmI8Xc +jAcoYx0aKrhe+siQkcwrt6qlknX4WF7KqHGejAKC6Q5x1a9DG2t6xiFZHN/k +3fta3eswMbnHehJbVu9P3fPxdVi80SqZLkdGp398OFm5vA7zqfzcjy+Q0TUH +z4jdrXXwEz/EqSJPRnWN8a/4KDfg5rmiU8wXyUhHXl9ThW4D1nl5TUaxX/kc +47Jj3IAmW9O4ZAU8/wqLX6FsG/Dq/csdV8Dn2+5hXxnXBvQJZbgoXSIjkPxa +v3BsAxLq5ykOKuL5MGrXs5/YANZjaonD2MSzfX2q4hvwY2n87g8lMurjCd/y +kNgA9Y06WdfLZOT1eVYkXXYDztAdOKmkjOOvTNh5GjZA63DjqYMqZCQ2VNnG +rboB+w8xao9g741lUDLQ3ACPPRsvklXJ6Ba1Y2uo3gbYrz/rc1Mjo2nda86d +hhvguzsEyup4vLxM51hubwCPBUM18xUy0r7FyXjDagPy9ERNx7H1lLppP9lt +wGc+TeZ0DTJidk46Num0ASoi/mOeV8moaIDCSMRjA5QGZmrVNfF6VV7Nd/XZ +AJPEF7XsWmRk30aSqHmOn+fxHJ3BrqR+2M/yZgNshvoO5mqT0Vq9QJzl+w2I +eJZl7HeNjA72vwkt+rABVu3cVdd0yOjTTfZ0xpgNyAwQv8SjS0ZMXed/WSds +AMXLPwMr2J8lbe9WpWyAa8aHN6V6ZDTXw0PJk70Be39zGr7WJ6Mup65270K8 +P/aRCreu43iX2mkdLd+AAl5+OHmDjBbzj+5cqt0ATdmuW1vYk9vpFolNG8Cx +URr00wDHs4v4nwOdeH3fEEcjbuL5Mx5pdO/H62/xXs3KkIxeHv/bPj26AeZD +Sc2St8go5IUWk97MBhx6qHWfyoiM2J58eFO9tAFZCR+O92AntJhdltrcgIMc +n7fijcmIMkdENmVrA2IeOs65mOB8ueD/kG9nAx5YiWxcNsX5JZk484lqEx78 +HGdjM8P5I4suhp1+E1QeJF6fwd5zQSs6nHkTPqiGZ+bdJiNDBt0xtsObQK2D +BF+Yk1Hcg4R7H3g2cZNysfCGBRn9OzN44YjgJpwBQUuhO3g+uc9uxYtuwrzr +W7EtbJFRqRqxc5vQ7hPI1HAXx9uJQM+i85tQnX6O6aMlGYl+ZPNThU2guRcj +et+KjHTbnAb6VDbBU2D6zgVrMtogXXhmq7kJxXYcBQw2OJ/2HfTd0duElX5d +wTHsi61vuiNubYLc/0qu7nAsvz9s7z0zskNSkcrMObJCRCqRioYRSUtWykoy +klVGqZQZ0lBZJzIKISl9RaSEtIz3fZ7nHfzOdf3e/+7rfc74rPu+j2z5w5oA +3A+DO2LW+8yB1K9Ge2MD6agkjh3b7TcH6CKCyu7H8P2FTcYDj88BvwjA0gqi +Iw/be/lCZ+bASqU/JB3j02XTj6oi50AGuUbqTTAd3d9ZpeceOwfi9SS2FRzH +/S5QyM1MmgMrRmrzj4fQ0XlTH3A/fQ6oOekKwROYT5ZKxtxy5sBg55VcqVA6 +KlZR/cFROAfMn/4DkxjPSUbsenR3Dkgmn+R7fpKOCjj99f3K58C/bq2fV07R +kXl34Qnlh3MgVEFjdv9pOiK4+lU/1M2B9WqxgoZn6Og67ZllRtMcmLvjactz +lo5+VYj2OrfNgeenX90awnh2KqVPtHsOoPMfZSvD6EjV8K9N/7s58LqhoiLm +HObHHtr6nE9zQG7L3v07wzF/tB/M9B6bA/5axFrtCFzv2T/HtX/MAdeyImUG +xmmf/Nrmf80Bdeljq3sj6ShhLvV6y8IcYLeG7LobRUcOAbozmYw5oKLXcTMs +mo76Lbka/DjnQXvvZV6n87jfHCbFtgjMAzenvhTVGDqyNLj1Q1Z8HqS4PDJY +xLjzNNN6TnYexBQ4Lr6+gPXt+FvdPuV58ESw9uPNi3TU4fYjt0ZzHjgnLg2d +iqWjdZsUMzL15oG4+HbSPo6O1ESAXLjhPLjS+Mh4ZTwd3a7WX+NjMg82P3fK +ncf42XBjvyOYB2etDGReJ9DR4OZuARO7edD0IKL2ZiIdndu16YOO8zx4dtgq +5PQl/P2jYWPFXfPAd/K2o0MSvt/Lwg3i++YBf0etnepl3A/jBzr5Ds2DMzVp +h2gYtwbykRyB80Db1+VWdzIdxVdGdrBPzIO1D0UZd67QEfvvvY3ssHkQnzR5 +NjwF1zsm1Gb5/DxYmvoruSOVjl7f6iK4E+fBuWm73lVp2L/k33UVTp0HvHU8 +lSyMl1tmXGWz5sH7LOuy9+nYLwVnMdTzcf4+r+youEpHdazsHYZ35oE5u4on +LgPPz7dJN+uyeXDpgtgRz2t0ZHbnAvfemnnQuuz53SAT61vXfr8TdfNAZkNl +okAWPk8wJjq5Cefvq/K2cYyVNMbtS9rmgc6/N2ueZ9PR7/nErvbueaDm8dYg +I4eOFCNP800PzANuna0eAbnYvw5Vs0WG8fok6yJ4nY4OucBHG7/i75//ElC4 +gc932qB9cHoe5It7Zs9h3H/42r7Uv/OgmlVs1ZWH53Nf8K5G+jwY5p2RKM6n +o2rtQam/bHz/N9Zc0QV0ZPPr8w0t3gVgs9Qnu7uQjrYL5U17iyyAtlPlTutu +Yr1aoclzQ3oBaIn9Kua/RUd/Z7J+f1BcAGN9j1W+YhySxV8qp7EA6H3KjfVF +uB+DCjd4rV4AlsA6Ovs29sOipzNvGywAV3/rgyF38H6+1a9njBfAjQrTo9vu +Yv26fnpoE1gAzQlb0zWKsT4Z/nyZYLcAkq5EDrMw/o/HIumj8wIQO7bkMHSP +jlaa5+iv2b0A3v78OVJ7H/PfXq3Hcd4LgP3bOyu1BPsXC8WVo4cXQFDIyeP+ +pXR0UKci2CxoAbRftA3aWob9bKPgvfxTC+ChOz11ZTn2Z3wn29kRC+Df+jsD +JMYz4YrvD8cugPPhhy0GK7CeLm7t67m8AKorvLpqKulIrnt1o0nGAjhx4F50 +ygM62v9KorD0+gIwtDvg7l+F9VDJ4qRC0QKwXV/iYl2N5z1lfkt6yQIY5MwP +Ua3B9XY6z8NXjfPZ4vGYiTFNTrfz4tMFcDeFrfzpIf5e3+ryUuMCkCsor3xS +i/3VbgXHC20L4IlN5MFrj+jo1DS3OHfPAvCk0kxCHtNRec+e/5LfL4B7ttzG +Tk+wfzl/rFL68wKQHCC9dJ9ify+an3R7YgFsOJx2j7cO52utdajBzwXw+L8x +6W8Yu+p1+L+aWwBog3j5y2d0pEAkhnpSC6A3yezIred0FKE/nTrPsQgkxWNt +o1/QkZPYbpQusAhSlLicverpSP2qsdA6iUUgsHI00qQB680u9ol++UWQfNuw +T64R6+ULuYWzqovAylXVkYZx33t6jorOIni60D77vomOyHDpfV3r8P6htk8e +NeP9waRNxOZFIP26qfgawvoXP7V7jeUiCFbeUR/6EutLyI2McdtFUFupQO5o +oaNNtHDihjPeb2DL/vWtuN7jImm7di+CMpGRGbFX2E/1DbtL718EXAsyt/5g +7GQR7PLhyCKQtRSM7G3D+b3ofCE/eBHQ2/47X91OR5+GRGcOnVkEMedLy9M7 +sP74gfR10YuAFp3FDunEfsX83El2/CK4RzRH7HiN58vDOacvZRFEWTmpGLzB +/FPlzbqXtQjm33rOSnTh94Kedfn5gkXgaCDydQ7jiWd3bnkWL4IepYTlgW5c +DyvlMZPKRfDx8De7Jz04vmeex5UeLwJBltOznLdYD+V4tnM2LIIscsz1XC/2 +44Gvz/9sXQQ26S3Snn3YD/fu4R3qWgS3paQ5zPvxezzy0GTHwCI4xKLLrnxH +RyOtd9TqhxeB6beru5cx3qvY++LhxCLYfpEDfR2go2mle48rfi4Cp+qgnW3v +sf9K/SZRNr8IrgQuipcOYn/ru2OwjLEIDvQ3Eckf8Hu9rYqjiosGJDVnBY9/ +xO812dc3ngjRgHlbkZ3rENZP+rEiJEUDEybLVUaf6Ijp4Cffq0gDz3XXQvn/ +6OiaWRr3uAYNOBxwZjMwfgXq/Gh6NMDsiJ/8MkxHjRoN1mJGNHDp9CLZ+hn7 +Ue6Im3rmNMC+/sq4dISO4vb3hzla04BoquzdlFE6yhO9P3DciQYUu8VMQr9g +f7Hny+Nsdxq4ufie2jWG+WfSbyXaRwPiPclTpuP4fTGsL/X7MA2Emu7mVP1K +R4md6jkqwTRg7LDPnmeCjpoazcrdz+D1+i0vZjA2cQh1S42mgTHTB3v7vmH9 +j23OeJ1AA36/rLSefqej73yrjgmk0cD376XKBZN43gRKx51yaKBphntr7A86 +4ndxIjJv0gDvVFS2/xT2+6bKtaP3aWD0zyYZl2m8vkdHUr+aBtJM97ZsnMF6 ++PiCYkwdDQyvEixU+onff9am/e+baUDM9MQ9rlk6QonHN63tpIHjqrXDMxhn +mpo6X+mjAb0HNMt3v/B7dLRRcXaIBr7+d/jd89/YLz5SvrNjnAYudmlk3v6D ++aP14rdn0zTQ3ekZe/kvnt9pmUnNORoItjYoCv2H/emAQHkWRQNbh97O7p3D +fl8wYwM/Fx2ctvXyt5qno7XMrwkxQnQwE86W1FugIx7StJiSogPjxLFZqUXc +X3AoI1yJDuRLdWlMjGP42a5MTToosuFcN0nD9Yqc/xGrTwe7fl/L7aXTEb2D +a4/IJjpI8OJe/5zAflPt/J38LXSQdCKGuENiP9XxpEffjg7+mOr/S6Gw3olx +fm51oYPWuU0KYQz8/jvc1OftQQcdVNspHyauzy6HasZBOrg7xsV2ZOH3SI5A +ZGEAHbh5KzzfxMbzzn9489aTdLB614Z7akt01IbafsxG0MG2oXMtwst09FPs +VnpeHB0Uq8tIEBhfunTY0CmFDhILDDMmOAh0mSN9gCObDuL+Y1j1chJIsyT/ +bH0hHXDdzF9Vz0WgSrqQSvh9OvAaNDcv4SaQT++RPtNqOlApEIzP5CFQ1/EN +act1dLDbbD07hpdAuRe59r1BdNCo+6k8iI9Ar7UCLK6/pgNDYYPkvfwEGphj +bAx8h+N5cqjAVoBAuhwe28AwHbzRLhzfIEggnX/KkQrf6IAjU8BTTYhAVXNz +b4lZOni+e5BHTJhAl7ov2A8v0kEvh/53JsafJs78fMmmg7duFsSMCIGKtibU +V/IRYGHzBstPogS6UHy0IV+cAHO9Zi86xAi0eOrDv7QVBHgcEB/wVBzv/zn7 +QKI6AQQSTLffk8D79QQKxOoR4OW7K0eyJAkkz6U6f9GIAAyj+7VxUjg+4QTV +RAsC+DfXGZ2SJtCT3cez02wJ0Fr3+6evDIEsDZ/synchQG92+JCbLIEuft58 +pNKDAPNclygrOZy/S586XvoQYOMXG7cN8gRK94m9OBxIgNHN379orCDQ9E2V +HPIUAaJcs+5KKxCo/sJdAaVoAhy/G1vIo0ggq/08Y1aJBJgc+tJDw5hdCZWP +pxMgrX/YaEqJQBECnm2F1wlQdPv+u0/KBHphuetz/20COF07UdK1kkD/dloe +FawgwLJa4KNGFQLtvaLrZ/eYABXcr2jVqgQSPbN6IqmRAIaa1aF31AjUOec9 ++radAM+L9mlmqxNoEn7ft6KPAJ/6WKJJGrge3D98/T8RQM7qlUGkJq63Q/pC +/VcCyD8fTzmuRaAb+WKy0rMEWGeYpOq7ikD27JtdJxYJ4DI+PbtLm0BDXBEr +3rEJMGJoMrdNh0CmfV+5jPlJkNxVun6LLoGENdXS70iQwOTysVLD1QSiHYlt +llAkQXvs473aegTyqNx7I0GTBA/466yV1hBIu2NJla1Pgr337gdI6BMoa9uA +Z+RmElxXruvkXUsgsSxjRxYgQdkJJV8mxoqjN2hxDiSYGxLcNLeOQInAz0fM +nQTq3U+tp9YT6ECz7NVb3iS4w3BPGzXA57lrXjLyIwHNXUFq0JBA84SE49sT +JGBxmA90bSDQbI3fWFAECdIC/rxtMSLQf1mPHMXjSVC8LpD3xUYCOX6+nPEs +lQTVG7+GP9xEIOnp+KdHcklgnZ+qW7aZQFGuNs1yt0lg3HRH5rYxgQJ/hta8 +LSeBhpnHlhsmBBL/WJeW/JgEGb++3c0wxfOS/Ga/YxMJZv7G2CabEejDf4e0 +JDpJIFd0cFWcOYH4hKx/DPeT4FpO09YoCzwfAwZlFcMkfo/03zyzhUDjIVTI +he8k+Cv4bnOIJYF+lYYCzz8kqOcmRAMAgYLGQ1VMSBJEbInSPAQJ9Fv1s4Qy +FwU25Oee87Yi0GrV60q8IhSoAHFCHlsJtNM9y3pBlgJNuedG3KwJdJ3RlvZD +lQKE08Pf220I1Kqju/xlNQWmdvhZbrPF89eLCkeMKJA+9L7X2o5Aqf05QWNb +KPDd26gI2BNoo0BD6JQ9BcSLUI35NgL57rGvXXSjgEbxYw4TBwJNVXtu4Pem +wO4njpkbHQk0rLWCUvGjQPyRl0cMnQjUQNQIWYRS4Hmqa/i67QRacXt38IFI +CkQ4G79d40ygmREbzUsJFDgmXnt4tQuBgl++3Pg4nQLF8QxznR04X03SJZM3 +KKB5z3XPKlcCxT69Gr2ymAJBT/490nQj0DOe9CavKgoMWq3YqbGTQGMZJ0Ju +PqOAihbvRnV3Aj3+WJg92UKBofO0vWq7CHSfSNxk1IPz0ajTorqbQO2dd/dc ++kiBrQXDwap7MP+OnGJ/GafASxVnb1UPAjXeOL9+yywF/PObr6ruJZAQ2Dl/ +m0aBg9Uh/GqeBNrPSnIS4mCAxm03X6l5YT4nm2CEEAN03b/Spr4P9/+RgqHf +MgzQ6npOSNMbn5/cJxugygBbte7laO0nUNuQJOf0agZocdzpp32AQG409aLj +GxlgwfJVtO5BAqn2dtJISwZ40WPyn54Pgfruvhe64sAAXpK0qLW+OF8rVL6r +7WIAvmizowaHCETaX05qOsAAub1OOUaHCRTay2QcDGSAmZXBIsZHCBQ3csxG +4AwDpA586TI7SqBRu/7AuhgGsC2f6rf0I9Cu3PUnjyXj9Y+7VKz9cX+tyPHR +ymaAPXt7ntgHEKj7j6zl91sM4LDLMGt7IIHOavSLV5QzQFa9Zb3bMcxXtT8/ +n33CAJdppnoeQQQyLM4ps0cMsKIz4Jt3MIFeyQpFq3YxgI+D5I9DxzH/7rzi +zR5kgO1/IzYEhhBI4Yuv69cxBjBPnHl94gSBRK5M7u/+yQAPDEvLw0Jx/pNO +pzTQGCDlLGPw/EkCGYedHqvlYAKdtWucEk/heYra41MtzAQ1GbEiaacJFO52 +XaZWjglaN9op5JwhEN2jnqtenQlWCLeevHmWQPcqnA3f6DOB02FLuZIwAn00 +nCn5YswEerM8/DXnCFT7dN0xxlYm+FRz0OZ5ON5v7k2ssgveb2Veb0sEnseS +0EUbTybg42Ld744kUGbtxOvTR5ig6sr7rg9RWK8Uf/KWn2ACP/ugLePRBDqh +v+/R90gm2KwnvvTzPIF4k2Q+aF9iApvLwqL0GAIxjJbPnLjGBN6KVcc4LxLo +e71YXnMhEzxhQ3nRWAKpbLbaJlPGBOVPZKQV4ggU4F+UHPqYCY7phB1YFU8g +wbcWR943M8HNe48pwwQ8j3XGYxZdTKA/oTRpmYjj3/eCs+oDjn+Jrbb9Ep6f +v7QBza9M0BJTXuWZRCDz5/ped34xwYFdISn+l3F8mmW3VpFMQH4qrD+bjOsz +3lT6kJsFet8lmidcwXzypzd6qzgLnDoRKZaVgvmu2X7VZ0UWWLWjx+huKoFO +Wd4ui9RmAe+ot5W1aQSyYewTU9/AAiHB/WEt6QTK0Rc60LuFBbwEdXPeXSWQ +w3+2RXEOLDBTpsM/kUGgzd+f/rdlNwuISGm+nb+G+Wy1qCyHLwt8iQ6Z4s4i +kGyukOebYBY4lHVgj2w21mcQUZUXzgLXTm1T1MnB/RttoHgygQVQRayRaS6B +wpakS3dksMBr6HPX6TqB/GelvTcVssDTajP/AzcIdJimb6VRxgJt3/3jTubh +/j4bcEDuCQsoO4LFhHwCXUkcaZB8yQK1TSuabhQQiF/xga9MDwuoX98++qAQ +978y/16VTyxQWWq0u+UmgdKS9ErXf2eB92Y6qz7ewvp+wcdj2z8W6JKPdZ4t +IhDrOMfJABYLlMQW9HLcIVCB2gnWVQE2eGfyrkzuLoEKx1W4kAwb9EWdH9Ev +JtC3jKtXaGpsMMbPCrS+R6B1XS63jNaywRXFcjev+wTaQxC2EaZs8PPk16yT +JZgvT2280mHLBgIuXIbJpQTiudtwWmknG3w5Gbj6ThnmC1l34fADbNClefb8 +i3ICMe/3eo4cY4N16xPWDlQQ6MhViYBt59iAZ5JmOltJIK8sQdAYzwaCK/WK +eaoIdFX2xZRxBhsUbY4NVKkm0FHztUENhWwwruCdZlKD+0E4fsCunA1aTZTF +3R8SyCXlh/bwUzZgX9X8e7wW5+Nb5smzrWwwXzq4NvkRnofIgYYVfWwgn5vZ +fe8x5g+FZbG2z2zwgv3y9csn2O8Jx505N80G+pJtq0af4n6Hg7QNNDZYyOT4 +RtVhfg2MKaRzLoHcj5855J8TiFNT4VSr2BIQaW24sPEF7ldx54u5SkugqZfP +Z2c95s/lgf5Tuktgv5DW3dAGHK/EmeMem5ZA9ooou6uN2H+8F/Sx2boEGozO +OFc3YX8REvPIdMcSkFgX/uxtM+bvVz0hxt5LgOv0v4TfiEBbrnEUbQlcAhEC +9nWiLQT6mbfZeXvYEii8+sNpXSuBVr0pjD8cvwT22JnZ7XiF9WXvqe3xGUug +VaD6fmgbgW7R+R9V3sTYrfpYZjvmj1nUPFKxBAYsynKedOD9t4qdl3u+BJSS +BHWGOgl083c4sbd9CZzLgKqM13g+5q6b3BtYAnPejTEruwhUc0XWiRxbAjty +f9ladWM/vqfadPfvJdCZanX2aA+BKqINxRsYGJvoi155i/Px6eLH1QLLQMxC +Rayml0ASGtfy78guA5VvyeGDfQSqVjjmp6G5DOK1J7Yz+gmUUKtt+8BgGdg9 +yE9RGyCQsynNClguA8M3Opvs3xPoa7J8wGenZWAWt+QQMkigg4bfWi96LgOl +9OyunA84/qKW/ev9l8G+PT7Pmj5ifXM3sJk6swxWUZ8kfgxhfyDQElsWtwwO +O4YNif1HoD/fFTROZyyD8x8eCpsME4gooRnY31oGhV84q30/Y3/7UbNe68Ey +8DvyrTllhEC9c5ffCNcvA7Zav2XdKIHybqsEsTqXgXGq9bqvX/D3EwsV9A/L +4N7IizSRcez3wdocxrdlYCv4cL/JV+zv2TybBeaXwcru4ltHJnA+Syd7xDk4 +4OQtabdr3zA/WJ/2U+PngN4dMWebvxPo3f2Z35vEOKCE41GRX5MEMvHLDHSV +5YDaTHs5xSkC7YhsHTuhzAEfnynL2jZNoGuuw3uyNTlg8krBxHMzmO9mbT80 +6XFASb3fP0t+EmglM9r3lyEHLLz5qf3jLIFKmVxcaqYYb3eV4/+N/auLf9Ne +yAGbR/8bMf5DoL+7bfNz7TmgVw9TIfAvgdxzbIr+c+GAuYFbevP/EejumxXv +1fdwwN4v2oyeOVx/gTiLE/s54Og6q1vL87i/R7dPtBzhgIomcg0bFrH/DdjZ +rRDMAcPqDNz8aLj+4eFLYac54IiNsm8+HcdTUxv3XyQHzD54dLaXwPNTwD5g +FccBXx/N+8dNEYj6LyC/OpkDXiuwO2nKwPnaJGqhfg3nQ591/AQT6027pFPe +DQ54eI3j1H0Wfm+IVfbK3eaAMjdaRkfYBErRUOrNK+WAX/cvusksY/1oq3XV +qOGAezzO2mznINFoQs/+h3UckNzx6WkCJ4lmpj6yrJs54A6+RyVNXCQSSHTc +NNrOAf+svSFPcJPIXa9GLPotB6w6qS5oyEuisOX8DLUPHHD27GRUEB+J+soe +tXaNcEDL4ejQEn4S+QSVP4j8zgHdLGKnvgqQqNfVao/BLw4YYJr2daUQidZt +d+qcXeCATictDnoJk+jzgVL+KiaOP2mN73UREsk026ie4eaEPTrk1KAoiUZI +dTkrYU4oxGu1KCVOIl8V50VpaU6Y9eX+JTcJEj36/q3llyIn9IrtLMqQJJF1 +v3RStwYnXN9lD/ulSJS7T3H7Qz1OeLvsTYCEDL6/qq1CwQZOKK8+p+AmS6I2 +5hw9xYwTHtpxeFemHIkewqu/47ZyQofAjhWD8iTa96mA96IjJ5x62eIvp0Ai +25Ol9vE7OWF0J9vKUxHnr2xnY6oXJ2wS1yorVCKRivGO4MJDnLDIdSx/XBnv +r+Dj8+gYJxzw/6y4SoVENi2ed3pPccKL3u26x1RxfrdomMxF4vgOObXXqJHo +8rHatYrxnPDxsPIcTR3nS00yxSGFE3p7/XxgoUki8YP7PS9kccKw8qNUvBaJ +Ai623Wko4IQRnVZD3atI1H406fhSMSd0/bPBXkaHRNvKqXb7B5wwMfuPw35d +EvX0xj65/oQTDoeuGS9ZTaLfZ/K2/mnkhC3Rd4Tm9HA9k95GOLVzwkeEYJe5 +PolKTjcfrnnLCX8GqqomrSXRir1qQoofcfylN4XeryNRnEVDWMoXTtj93ipN +1QBjm6DH3FOckPNIV2mwIYnyJtW64v5ywn8ahFf9BhKtX/m1TYDkhK1GyaUC +G0nkUNpelcPBBXfKWqd7bCKR1mZ2+mpBLvj4/rR46WYSnavoPtUmyQU1V4G1 +hDGJNm6/cthPkQveMhWdsjfF8fGUBYlrckHneUXLPDMSSV4vz0FruGBtl6HR +rDmJDoyt/hW2kQueq1bu3LKFRBlCwxGbtnDBIlYpI8OSRGs/xDowbbng2ZQ7 +vd8BiTxeLx997cIFX1V+sja1IpFOuMNwoQcXzNRX2Ze+lUQcr4Jqw324oNJB +G9nv1iT6JJFC3xfIBYGi6mkzW4yzvz2xO8UFrZrjz16zI9Gp9DeESRQX/GTi +sHLGnkR8qeVdGxIwFtgWZOVAIqdqAdONaVzQfquXT74jztevBJctuVxQNnMf +e8GJRNOeH+Rcirjgia2rrV2cSbQ3qOumXxkXTLe8u6HchUTI0uXvpVouOCJX +2sPjSqK5iSPyNfVc0JFXUcrXjUQDt/U1xl5xQc+5L9zNO/H9bL4oyb/lgq5n +Pt9V2kWi9GNvJTw+csH2UfrfiN0kWvU6QLRojAuKmSj++rQH1zPKTOXvNBeU +3m5ww2Qvic7und5hP88Fz5esot3wJNFj4401mGMho2Cam+FFogU71jYJXm6Y +6xzYvs8bz4+XuV6sGDf8XJVn1ryfRPxA0Ichzw23Jh4/on4Q10usgIhS54av +w4atE31INBhrvcS7hhva8n76b8aXRFecTsfe2MgNy64f1NlxmES7j71IN7Lk +hjUxwWufHiFRWvwroyF7briBYv5S8sPzb3EgJt6NG+aZivrH+5NIKPtstMk+ +bsgbdKdwNoBEX6CsBf0IN/Spa0jfdQzzg0hgd2MIN6y297VsDiJRolGTSWo4 +N7zgnvdA9ziJtrfFZB6J44a7lI8PZ4WQyJPTYso2lRuOEVOvl0+QKPvVPVuD +XG44tEs+IvgkiaK/XGnUvM0NS18K/frvFIlSEye81Cq4Yeuv9xrbzpAo4XHr +eu0n3HD6ySWVZ2dJVJV51HFTMzfM1zId1z5Hom8/dOudX3ND7fPcgdfDSaQR +kZ5+YoAbfjLnqBeIxPVKsBjKH+GGH1S3D0ZGkYihtVTc94Mb+hvwvfgdTaKT +na94xOa4ofGrHYG+Mbj+BcWCe5jc8Hzc9h8fLuB6CQy3lvLywN+nNQydYklk +ptYFuSV4YNoS5dgSR6JD8ktZAYo8sHGOvdEkgUQ5zTpvh7R44NOUff9qEnF+ +WWps1/U88NzFrTG6SSTSd/i1cdCUBz7imBy7c5lE8eueJvra8EDXl+fklK+Q +iKejn4Ny4YFyS4aa11NI9Ne8+Vm+Jw/0vOLML51GIvZOnUa7Izwwo5ev7Wo6 +3u/nuCo7hAemDBZ6iWaQqDZhdrEpggdOO7v1pFzD69+fdk5O4IEBBQGKwlkk +umb93vzgVR6o8GG1XUo2ie4kZQyAfB5Y+e6Lq0guiej6Plpr7vPAZ+sGzdOv +Y71Ys8pG/SEP3LDXU0Ayj0S60XM2Gg08UPjay2fZ+fj+VXxm6zrweYwDTgqF +JJq88HGz7TseqFqU2nbrJubnC9w7/Ed44OGwe1qrijB/FfvmZk/xQL5TPMcf +3CaR5W+62tt5Hrg9QbRo410SZYqyuCSXeKBauWZjUzGOR2DU1UeQF/r9rWq3 +v4/7c8xUtUGGFw7FyjUNlOD5MpmKU1fjhXwPu4oPlJEoSPJvRtYaXqhImkXN +lpPobtC1A5LGvJAm/tkmopJEepy2nAVbeeHcH3UugSrMd4xn6QYuvLBkKPnJ +9WoSVZf0Kw948sJbvhn7dR+SqMukuuXCUV7YFV+39KKWREqJ5VmmJ3nhfzcv +5m1/jPW3bXf5cjQv7IgPWz/+hERf98QqDFzmhYZJmq1n6kj08+pm5sNsXpgb +J+cu9BzrV0zj0cLbvFDq+9dvt1/g/mi8Hpr9gBeqP1cKM2kg0UerFKO857xw +xdP9wu8aSWRnltdR0cYLa2xt7x9rJpHiKPfWN/288E3OaVvel7g+ji7NiyO8 +8Gph2u/bLST6Fbxl19oZXui42qJoyyvMX8OflE/TeOGmv2u8P7fheF4GGXZw +8sHV10S1IztINNadWKktxgfDq3OWFF6TqFWBdS9bkQ/nO3qq/g2ut/5PYwkd +PtgheXHCu5tEz8cfxeQZ8cG3tINzyz2Yf4I5sw0gH8yv/Cp7rxffZ39X5oft +fFDpYq+bQz+JlG9uz73syQd7hBZL/r4jkWukVL2DHx9sMNeSv/6eRIbP5hUU +TvPB+YBN98AHzDf5kgP0C3xw2JvLdeYj1lv+iaWJVD5of/SYcvYnvP8N7abR +PD444eMmDIdJ1N08v3qqBP/fV6Ty+zPmp5nKQ8uP+aDv2Na9BaMkOvxQKFG7 +hQ+OxOjXO46RSIFLuca7lw9Sge52zHES5XttXb7zmQ/amT9eejBBIiv25mz6 +NB8sjto+efA7iYY3Cqd50flg1yMtlvQPfH7easFebn44fs7O9s0UiRq8PXTd +JPmha1xL64UZzLd5T4W+q/DDb/UVYcazWI8ftPZf0ueHB5yVD//7he+Xua/A +1Iwfnq7fdKXiD4nWODWlsOz5Yf+00p+j/7A+W1961bebHyqZUhka8yTa0vHs +yOPD/PBHLvvM+AL2i2efXSs9yQ+7Ug8UFtFItLLD9fiDC/xQyMND0IcgUXBS +nWJrGj/cReg2q1MYhyQ0TRfww7ltik3fGdiPVLyMUKvghzdkwgXKWZgPz4+e +DnzOD81W5dwNWSKR6I/6/lcd/PCnd1faJg4KBcCyp+s/4P26wnrYnBSS5fDb +VvWNH/5rWvbp5KbQnL9OjcU8P6wf73fO5KWQo3O2xBcOAfjewTvnAD+For51 +ZV0TF4BkjqKZviCFtDN8fTxUBKDt0hVLphCFljoDbq1fKwC1Q43ud4tQaAUt +OEzRQgDO3bsdelOMQlx+4ZIrnATgKzO/4lAJCg3ayebpegnAsR4VaCtFoSvF +O4y3BwrA46LBDkoyGJ95JhcfLgAnv9Bb5mUp5Pr00KG3SQIwIeTEg255Cukk +/rVdc10AIpc04RIFCqm5X/pdWCIAAzPFJ2KVKGQgM5KoUScAs6YbNxxcSSEy +YaNFY7sA1Hp+mMNSlUKC545YHvsgAG22DDurqFNoj+5gvf6kAHx+f2klhyaF +1Mtjx7lpAlBp/bPT37QoxHbiHvvLIwjrbebdXmtTaFTjyo9/MoLw2q2Shmpd +Cp1P/q7Dv0oQlvi8f5yrh/dvvDi4YZMgbDW7uOWiPoWKo06onLEVhJLJTfuC +1lHo+0s/k+7dgjD67D3JvQYUOhHVttvETxDOrvA4ZLeBQrq+1yoawgQhusnh +tnkjhaS644N2JwlC88MfxnU2U4j3Llcv7w1B2KcmLatkQqHdXroCb8sE4V4h +zjlxMwpdX253rXwhCJ/Q/p7js6DQPVe/sdtdgnDwglnV0hYKafxy/VX1WRDG +Gtlmk4BCQ2lpDwd+CcIHD2MMFq0oZHlg6qj4kiC0GDyYOGeNz3f/Z3dEXAj+ +GA/K/WdLoZG7PFffqQnBs2UG/nP2FMp3dIn02CAEfevsmAsOOD+lr23p1kJQ +OMptD+lEoRurbNZX7xaCJueWo5acKXSKHXj2gr8QvBkoFMrnSqE1Yi89jkUI +QeNo480SOym0ofOB3IkUIWh42mNAaReF7PWiFtJuCkEwYrdt9R4KcX47YNBZ +IwSrwZ8Ck70UWjgbLqHUKgT13ba+c/Ci0K6k/4aSB4XgQU2bX97eFDpjmtwt +PSUE5b04504eoNDXe5cNX1BCcLdP9rfLPhSyDhxyjRQRhlI3tV7fOUShf3vD +T3qoCsOiih93G49QaBsIG3HdIAx505XD//OjUEXr9Gc/W2GY/U92OxlAof5D +VH3eXmFIeBpoKgRRyCR7un0mSBg2BA1xWhyn0DNKytHjgjBcqZL4y+cE7v9G +es5EpjCcZ7dMJZ2kUAiPKZVSIgwVgleRD0/jfkmvbHOvF4bmX3ZrjJylUF3A +TkezXmGYrCYYJBiO+6sncBRMCMO2PJ4hk0g8b8rBA0fowtDv6sqgY9F4PoRW +XCgXEoHvgk31b8VQ6MVomJmYqggUEnZRHbyI95uY8M4yEoEtlK+DSDyFDi6L +QtNtInCxK7XGLhHPyykBwLFfBHYfJPbEJ1HoWpN93fRJEXhk84hNazKFPB9V +cS9cEoEiDUkx3Kk4nrqrl1QLReD8jb2C9ukU8l7XXBRSKwJPiL/8mZpBIS3Z +1NrxDhF4yG6r7odMCsl0fVQNGxGBH0vCOlVzKMQjLOa6fl4EjhgJ9AZfp9BZ +TYtyEQFR+OPHU6vGPBzvDrFsMRVRmCjqritWSCH9naORmzaKQrK0M+nQLQrR +HOvexDqKwuS3En4vblNI8cXhPws+otBA3OqNVDGFbF6F7U09Jwr7v1x8FnKf +QlSda4RTuigUosSM35ZSqL1Tv83wvigs7oMu6yooFCimVw0aReFzMo478wHu +h67d1Wffi0LNIs/9ZDWF1v58umXwpyjso/kc8q2lkNCA+9A+LjE4V+Ws8PYx +juecPSmiKAYjQ39fNq+jUHdDq+q0oRis9NR5/uA5hfaprOz77SAGz4WzqtQa +MH88GUtWOSQG9Vwvn7zeRCH/qHcfIiPFoOoBTiHJl7h/GNzm3Fli0O7ui5i0 +VszPcNz6eaUYrNFTHRJpp5DPpo3n89vE4MfiRsWrnRRqdoNhFaNisOWnqZtM +F4XCq9tfTtPFYPo977jCHsx30TJzuyXE4fpPAnU6fRQK+qp4a361OBxIs1p8 ++g6fZ3nGF1mLQ7fQ1bb2gxTq/RE+1LhfHM6c4a79/BHPm5VL0ew5cViaaARP +/0ehnkDCa3umOCQNAFN0hEJbLfxqxh6IQ+P9vT8rv2D++ZVqU9IpDs9yPZB3 +/kohpkxo++0JcZjzo+PK3DcKdTibjvexxSHls8E57weFKnVWaeaLSEARDZ0A +mxlcfzfdPf6KErBhmXtyfhbfZ05/coeuBPz82uXtvT8UanRbXLtrswQsUX6q +5zWH5/svT8YZGwnY7CDKL71IoaOZT4Nrd0rAIkOP4D46zl+liY6wrwQsM2o6 +cpWiUKRsmVbcCQmYszKHsZNFoVJ9yR65GAlYrulrorhMoTDr2EtvUiWgwFi/ +7iQnA1VFSaH8AgnI69768TEPAz3jpiauVEjAb4ytzpf4Gci7McM3/4UEXBrN +uO4txEAezkEP3ryWgL8fKLVsFmWgx2UHjBU+ScDFycQPMhIM9JInOzx5SgJq +cZWM06UYaMLl+rQiIQGfVCb9GZFloDllf65ePkm4zAoW7lzBQPLqidbFcpIw +9nWf9VMlBmKv4tcv0JaEjbOH7pWqMFD79TLLus2S0LdC2uyWOgPFFY1w0Owk +YbSssFSeFgMFDI0zPDwkIS26xvSGDgM1FfY/G/OXhHdn7zcX6DGQKN+L9tRw +SdhR8766eC0D3UyoenowWRJa/Dm44qEBA0Uajyp55kvCdJungi1GDMRBlF2N +qJSE82fir33czEDc6vWVLY2ScEi9pfmfKQNd1FcU29ArCa1yq26Lb2GgSVGn +vd1jknD85oCdEWSg96d91qfPScLwQL6WfdYMVPBdwSKKWwoyEo+rJtsx0O/X +bL0sWSl4/2v0qQYHBuoIOPvgo44ULJxgds1vZyDJmZkzdmZSUOsqn9l6VwY6 +vHPC4tt2KajcKf4u1J2BjlZptFQdlIJm177debaHgfpAT2vJKSl4NKq8mduL +gcKIGP6+RCloLDFluns/AyWIR3vq5ElB7oNx2g98GMhv6U3SwwdSMPlm23WB +IwxUUu/pF/RSCjp+8b5zzJ+Bdh9d27t3EJ8/dshj4BgDBQVdvBkxLQUvznn2 +ghAGWr927lkvSwpeYRgpPT7JQNDyAZ+npDQUu7bLXf8sA9W65YUraEtD003Z +qZXhDBT6LZlL0lwaviuxHjWIZqA3dYFF0FUalniu9268wEC2Fiddy49KwxrB +YjWXeAbKpDxXbo+ShqUnj2/9cQnXnz9HRu+aNPxP/ft/CVcYyLk93smmFO8f +M7W8Oh33z/tHXwqapOHO8R9vP1xjoOEo+XnDQWkIvn7ffzmHgT7f2VHLPysN +1XujuqzyGEhj1/cdKlwysNtmYh3XTZyfNVcFzynIwAtc/0re3GYgsew4DWlD +GSg4qrHjxj0G0tZ5OrWwTQae+ldsE1LGQHzAoEbRVwbWLG+/7/QA///b99Pl +CBkoJ1x91eAhA/VeONUDMmXgITVpzZVP8Dx03FyClTLQ3e/KBcnnDJRrn/Er +rU0Gzh/92S7aiOfvxmsV3S8y0C/3k7zUSwair2DrSpIycEK//7pKGwOxrC5V +OErJwpcbVwcavcb5e/fW5aO+LIxeUH3o2sNAl6VevX1qLwutCkeuhfUzUEjC +rl8/D8nCzj1RG+8PMtAhk7/R52JkYViRDBr5xEAt+jw++/Nl4R+ODs+Vowx0 +Zzkr4VadLHxu2LDW/ysDOe1pmbZ4LwsvXjc+Wj/JQPGex/LN/snCqo2318j/ +xP1R8+ZZnqgcpAleqjr/h4H0j6iGeq+Rg/K/H674M89ABpsP8SQ6yEHbMb3C +AIKBnnZSnbIBcjB02ingN5OBWs3i1CWT5OC5mI7qaA4miuzJS4kokYNCsU/u +yvEyEZv/RY5bhxw8/O5eeIMgE60wl5ss+CEHc7PK/YLEmEhrJHvTPn55qCDn +f09bmomEi1u8MnXl4f4YzaDf8kzUrT4CbRzl4ci6IRpSZqL19X9+nw6Wh4k8 +lrG31Jlo+TMtTuuqPOQLmnFK1maiyjT5LZ6P5CF1wD334homeuL8K0z2ozzM +OjJ/N8GAiYbDh8u9GfLQ9pJLXc4mJjp1PPHEBtUVMCdYXv6JGRO1vXGLz7dZ +AXPzzcXGARPdMeRou3FsBaz9yTGlYIvjW+ezyfDaCvjSU+WvryMTXfukzBXw +fAWU3DwU9nwHE71Rvn/eanwFZPTJv1u5G6/PN9RuFVCAIw1Z7pleTHTU/GfJ +H0MFaN4zuUfOB68fWjvcvU8BTg3Wbq44ykRfQpa6D1xSgNa+r91cgphosjq7 +8UGtAuSM3i7EfZKJ4l+t1GwYVYCvyj+3vw5jotyqkodXhRThkP3z30XRTGRY +ZuJuYKIIQSj9z+U4JiLO6JkW+ynC+4WVZgmXmehda8XgnxxFWL9e3S4znYlE +7S+PKXQoQmM9oZTH2UyUk2ZxcA2hCIPNG5Om83G8HKBcb7USzIsMRoZ3mMhj +bYm/qrcSDOQLrb9aykQqkytvSWYowbFvF/m4q5lozwXTGsF2JZjkz2+c+oSJ +9pvpHZJgKsHyzIDJNQ1MFJEyMb1ugzJUbvasnWhhohLphz9CjilDfSkzq9rX +TKS4sOfccLEyDDU5tfVGHxMFe9Vvjv6iDLcNDwfe+MhEgWGqDgcVV8InMXpn +Ho0yEXBUOHLVYyU8ezRIe+o7E5XeXftpRe5KWKkV6WL8i4l2r7AtEPi4Eoo3 +pb0qXmCi/9Yx3IPlVeBV+S6/tUwmmhgbPbrTSwV2DoxqfuBiobnLXUtvbqnA +vREP5gqEWGidnu+qb99VoI4r3/s4KRYS2dr/ulpfFfKJnBi6oshCj0P4ByzD +VOHjb4tKTzVYqO3ohc0lLaqw6LFCD9caFmL4+16K5leDrb/6NM4asdDvTWfd +tNerwYW4tCBRCxbKqL3b/dlDDfryneN+a8NC7uAZVRarBo2K7ns9dWahP2+E +7+c/UIO2PVdonXtYKMfvb1DzJzV4yfRsCJ8PC43f7nivwacOU0+anTsVyELP +eOX2D21Uh1fvC34WPc1Cglfr8n4dUYcFZ4MvDkezkBYtyvZMrjqsWBUVNHyJ +hQr/FfnGvlGHV0odX4pfYyGX4J3uukvqMOBRQXt0AQvpUKO8FzZqwOsq76c0 +S1gonvgqcTNYA27aatvIX8tCQhGm3wpKNKCy1RjPmkYWWpMFFnInNGD3GvMn +GZ0sZFIGaZVqmrBjZO28+XsWEl0nqsD00YR1v8bUDMZYKEi3b0dpsSa00rs0 +ETrLQoHVEQUfpzVhbsA7VS4Sf98eFPjIQAu6LRiKT/OwUUWMAcM/SgtqzIpv +0ZFio/W+5Z9032hBaptaTpsqG62pPHZ4jeIqWDLPe7x9LRu5iZUHVYasglTS +uYz1Fmw0Xvrx98+OVXDh+rodgk5s9PMtc3qDpjZcOzmf6unFRkOn+PYNxmvD +fn6dQZ1jbHQzuTtw9Yw2XOp2C4qOZKMw3cOtue46cGbSIsQnBX8fxWue9koH ++nQenR0tZCN0racjxVQXfrr5gI+jho2MzDn71Ot0YflsoMb7Fnw/PUvhedPV +MAUdkjj6gY0Yolupp+2r4UJx1Pb2GTYqyLyoutVLDz7KyrHmXWaj6w8j3FNI +Pbi4p77cRHYJcS0ZuVbdWQPJfw3fzuovoYgIN56FPfrwyaXO5I82S+jOWMuq +rwpr4VMJd6HwA0vIZm1zv/WvtdChKuZcdMQSOnritAPsXweV142nCucuIQ/B +5ZPBr9fDRwqenLueLCHrujA1IsgA/nvPZ5U2uIRQzlt3d05DKHNi83OKvoRE +Bmaz60oMof8H518zSsvIxCXdaMPBDVD5bhV6ab2MzEKcwurXGcGA+dOnqJBl +FMFgu8QpboRCV7ZtN7i1jHqPqzVeXr0J/su8GLV+YBmtj4+vGtbcDDn+/3v5 +P6Nwf3U= "]]}}, {{}, {}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, @@ -7435,165 +6676,14 @@ bcc= 3.817640201425125*^9, 3.8176403703128757`*^9, 3.8176666395171747`*^9, { 3.817666742407874*^9, 3.817666765580124*^9}, {3.817666863393943*^9, 3.817666920031568*^9}, 3.817717344544537*^9, 3.817718092358396*^9, - 3.8177181969386377`*^9, 3.8177185119133673`*^9, 3.817718668158907*^9}, - CellLabel->"Out[168]=",ImageCache->GraphicsData["CompressedBitmap", "\<\ -eJztnAmQlMd1gAdmL2LJcnwodmLH8pXYiaMcTpQ4l5Nyyk4qcSquVLmSciro -QMCCEAgwICHrQBYIhBCgA4SEQDZC5pYR932zLGIXFnYXlmXZBXbZk3PFKdR5 -3/tfD/8M888/2K5UucpTtQPz97v69evX773u/r9zz/D+9w+6Z3jpfffc8e2h -9wzpX3rfsDu+NXioPEr2SCR6NMrfnXck+L9LJPyXfpr4sh8x/z+k/yTdlStX -XN++ffmTX3wXuf79+zv/OXv2rLYfOnSop6IUusbGRjd27Fg3YMAA9/DDD7tt -27YlugOqdUZ10aJFbuTIka6lpSXREx6JD7urV6+mqF68eNEtWLDAtbe3p34P -GzbMLV261F2+fNlVV1e7gQMHupqamvMB5Sqj3NXV5U6ePMmf/OK7yF24cCFF -ecWKFcq5tbW1xFC2b9/uhg4d6q5du5boac9mzpzppk+frr/OpXN44YUX3EMP -PcSf/OK72JWVlbnwZ+PGjW748OHuxIkT0hrgzZs3z02aNEl/eTZr1651jz76 -aJjNEWvasmWLSiUqkC4Ez9544w03bdq0NBJIDyt+FfBdyHi0BcQaDGjGjBnu -pZdesgHKT56kfTO69kl0ppOlm6NGjUojizyoJ6zN1157LaXNbGSb7NmFS1fd -kROn3bZ9JxIlYYsp0q7LaKu9YWCPP/44ZAPNFKcMZPHixfr/ffv2eQMJtJLB -sc7wrn3wgWs//Z6rOtzuVpU1uNnL9ruxb5S5Qc+tE4z/fXJ5hhhLlixxTz75 -pNIeMWKEmzNnDuZVbCpoampy48aNU9N/5JFH1PQLs7A/YOyvvn/NnWg/78qr -T7q3Nx92Ly+qdI9O3+rue3qltAp78Matco/N2GYYKs3ZLCQrDODy1fdd48mz -bnvVCTd//UE3Zd67buSLm9zdY1YYyWL30OQNbsKcXe4nK6vdut2Nrrqh0506 -d9F9IBR6RbMoMxZXrl5zTa1n3Y79zW6BsJj803fdD17Y6HoL8SJjcc9TMs9e -2izs97iFGw65HVXN7mjLGXfpyvuJj0Sz2BIal5Od3W53zUm3ZHOde3FBhZKj -F57FvT9aqcp6eWGl+9mWwwrb3HHevX/tg8Tt0SzWGQvprDt9/pLbX9/hVuxo -cK8s2et++Eqge89C/u8elWfTFle6pVvr3Z6Dra61qxvxEp+OZrHSrAVF0ekt -lcfdnFXVbpxY1oAJaz116YwbJZ2ic3Ty3dqTKeqfj6a+1Kife++yO3Ckwy3f -fkQFfGTaFkgG1Ivcg5PWu2ffLHfz1taq9o+1nsPevhxNeKERRjPtp95ThTJ2 -z83d7QZPWu8Jo3cM8tW397lVOxtczdFOZLkzmvBbnrCN6s4Dze7N1TVu7Oyd -rt8zqz1hmXSBxOsOup1iW8wMGcyvRRP+cYhwixDGIlH007N2Mm8CwoVinJtU -ycu21buq+nZ3pvtS4ushqgUQfS3U+84zF7T36O7p2Uqr0IRk0EZP3+Jm0Hvx -GAcbu/Bbfx8t5Cv6XajjtU/8DEP93Nxy98DEtQlPtbdQZfygyoysFy8oM/mb -0VRfNKqiILWxteWNbvrivW741I0J32/mPc/W7Drq6o6dcpdl8v1zNMnJRvKM -zAps8af0XjTZ5+lVJmihjhHzndmA25CuJ74TTfJZI8l8Pt52zq1/t0ltdeiU -Dam+M8meen2HmysWsau6RZUvg/DdaKrjjCq+rlasD9f57JxybCklqHBw08Sd -0veG5jPqFb4XTfIpI8kSxCDhOhFK/JgsIAFJfNoTr21XQbEO0VPi+9EkHzeS -3RevqOPA4pk3MtYpkiKxmvw7os5asSRGqHc0ydFG8uLlQMq31tS6x19NJznw -2bXuhQV7tOMsBHiT+6JJjjSSLEXokgk/ZuYO9bSe5IMy6HhZRq9FPCzrRL9o -ksOMJLOSdQIHxfBgR56kGL97aWGF2wBJmbmQHBhNcoh+F6hpsrJh1UIirMbn -39rtVpcdVTOD2uBoag8YNeYO8xeHI24+PM7YPROVaYPpDIumVupl677ktuw9 -rsoXgQJqBep8WGgrD7UxbiNDhNTv9DF0/A7jBVexMo8uSlMHzPwWpzw6Wo57 -jRAjuV/WhTeWH3BDnl/vCY0QZ/DmqhpdMgTksWhCvY0QVsaEJCqRDiWNEB6Q -GGml+H5ZrsZEE/ofI/SezACJ6dzz4jhk9fCEGDXcMquTTJKnown9dwahiTJl -ZJQ8IUx+lkRuTAnp2jPRhL6X6tr7ulhgNCFCoi7V0aGmU1jvs9GE/jOk7AoZ -WXTUZ+wqT4gIi/lef/w0hCZFE/qP0PADTQRaOmGNJ8TUY0U7fFwlmhJN6N/t -WYe4Txyi2F0irOlXf7ZPPbb4gxejqfyriUPowho84Se7iOt6hsaeUcQsBGRa -NKF/sWdMR8y/dPwaEyepXhB7Pn/hcmJGNIlv2TNkYdTFH6dIiIqUrEQ1iZnR -JP7JnhHjs5gLWorEeOka/ZAhTMyKJvGPoQFi7tD9lEaSantQlrlp4UhWKt+w -ZyxZmyqOsdinBHlS1pSt4jikn4k5IRLqHv7WEEVX6hqEX8LzxlERtsr6ZjFW -Vt5/4y3j9AX34xUHsNNEWPzFG+uIhBPzokl83Z7hqolRWBY9CUL/9bub6Fpi -QTSJv7RnRHXMFtYsT4K4mxWVtWpRNIm/sGfEkEpCkD0JwjSGB9e/JJrE17wu -ZJYQwIaleObHZe5gU5dC/CyaxJ/aM+I5nIV4tDQpPIl3okn8sT3DspfJ6kjg -4kmwnu+3jiyPJvFH9gyzJH0koro+IpvUsiGxMprEV/W7WKcoDl2Q9U+mqkYP -rHuro9H/wNBZJvB1+AbQsUqmprj0xNpo9C+HOsDYS76S6gBTEzsBYl00id83 -CchdCUp9B0h9fP83RKN/ydCRgDmJlwRdzErnCbHtphC6zscv6IMid1p4sgx5 -ng+/vBn/vSWanceks7gvsNAZEZf4oK3RmJ8zTEme3Wvixj1PlvQjJ05vj8a8 -wzAZYvJnj8lqKbHmjmjMz+p3oUY0ROjeMCoOtlohICvaZ4wh6yJMPENCyq6z -F3dFY37aMAnxiLw9JlNMqJVHY/6Oidok0RMrOFiILGlm4t1otN82tL11be7+ -sasUTdJcsqnEnmi0Txnaxj3HNG0DjTlLUhkUYVJlTmph6cXTW7SAxSdUONXf -FRUVWtSisjR48GD3zDPPUMXKVj36LdMUdkvhw2uKlUmccGVYiAIKcVrFpSQm -VLTc2tPaMuqsPd3hw4fJWLq7Vb7Vq1drsbeuri5rFe32kCAkRV4QIk9x5XsD -QfItzfI5cOAAHG41lMmTJ2udMvh1owCf8AJIpjE7ZG2LN9Uh1L50AW6s3Bbd -ULnNEGDixIlu/vz5kQJ83IwBAV5/pyolwKqdDYn9Afd6QzPK+qvYvqllI0FL -Swu1Yq2LUztsbGwMFF4Eykc8E/kH1Xom4qOtkpiDSZE7f/68PqOwSz1+6tSp -jHM2y/poiBPZf5hTdRynZIqT2E6iJJJ8gS55nrQkhzXpBgvl8vJyt2nTJrBL -Moh3dnbankEyvGeQdXh+00iSMnqG89cdrE1nCLPx48e7QYMGZWPIvO1pcxiQ -XAz9UJFJsw7CcObSKl2JjGs2n3KbobV2vadOFjQyZlbgg9FoHzY0VuBR5t35 -l4XrUDTaraFRpj4LGmufBMmmkxxoBW7FjiOpZXJ/fcfhaIxbDIPkxWtj6db6 -+miMD5lolGGo4HhFyPxKxKIVaDAMyqCJ69zZ7stHojF+wzDerW1NWUbV4faG -aIxehtF94YrSt2X0aAij4Lr5FGh0CQypoAzQ0WjKHgOjSclS394YjVFsGBQw -CDzAeHlhZVM8Bkk70OwqSAiTA6PIMAhzfWQkQ38sHoPgD+jhUzeycufAKDQM -0jNvIBIeHY/HmGHaJXcSO86BUWDfJA1+vZZE4UQ8hudBUC88cmAkDYOs4u7r -PJrjMbyuiCCERw4Mv2ZTA/HhigT+LfEYfsIOm7KRZTmMoRZLcivrF83BIDec -DBMtCRPVD3UWH+lLlJ8GXXwDNDtQQMuESLRGg1I+8zYgDiMXqDdi4l88axpo -URoouzeAvrOtvi27ppo7zqfyDolQU9pL61VhCpzQQo1i1s5Ee3YQPyPXljdm -A8EQ/TSXKZgOogOiFVO17pnbO25sxR5pldgvS6u3Pwn5s7Sqd3xuHWpLa02m -WqlMdGaaiMGeMUr4BA9/ov1cZ7g1SYqgrRKLJ7rSm6i00vTigorMJt1nkabV -ZUd902ljh5vrIyZPc/2J0xmthP3q0qRV3E1aa1LC9CbfmjiV3sTCHNHEvmJG -0yljRwXH61iaM1op4dFyfyBuRitFLzOeLK1+xaDel9ma1O0hWtkcD49Jl5kW -tQQvF7lzSHQPwt46zeiSHZksINTjfb7GJwuIT+tIkSNA8GaAkFVngAS2UqRj -6vNK9q8MLAOKjnhPQ0qZDSqZCu9GT9+SOnMQdoSd6eA+VRH/ngs8OosrzJbF -GamSbOdftLSkeUFZQyzHXCnbrXkfjen/xE+UowQVuTr5cyRn0edmCty06TPc -fQ8+oZxlocqD8U0kZZ5xtpMrs+cucfcPeMgNnbwha2BuXHNlL9lO17w4S8iW -DqK6FJDV1aUtnlg2GR+bOEtllCXk55Ux2+magSOeVp1LKJuLbM70quSGEzS7 -91S4vv1K3d2PzKZwnAfhjDSqlwkePhPzgxGj3L0jp2k8+YHLnkIZ1XZrSrnM -2Tuz1iAywL1Pl7gqH3DvqDZXHs8F3mZdzHBaeWB4B4ZnFg8di5HUXRe/DmfL -0TPA51maPm1xZT7gJFMWyecD7hMdCWZzgbdab6nd+dBGYgTFCK9VrUaiygJI -ar5FcWSTem4D8OfmlucDzlY14AvWH8wHnFMSgO+qbskFftL6SBG2t/Wxtas7 -DwwfE5BzSaAdi5HUjXYw2PEqjgd//Z3UipwPeGh1zgXeYuJnGH0eGBmrdixG -+gqerXKUAf5maAXPA9xvblDGUvCwTTab0FRDfJ57sKkrB1mP0XbqvVQhRDL8 -WIykbkpY4mL1hJzg8yVattQ+H3CO9Pm5nQP8RKjDAyasVZTqhs48MEhv/fSW -1T0WI6l7HVYKsJJLTnBO3QBOepAHuO+wpEu5wI+HOuw3XmqOduaB0W4jzN+F -S1djMZKu7EAwwuJUrCqVE5wDPN575wHuMz8MWcHDhnzMhCay9wUCSaRzkPUY -7A75+SqLVCxGUgN7MB6bsc2qfDnBfWl89vL9+YBzvg7wrXuP5wJvMvE5zOEr -Oy0d5/PAqLFKW//xa/DIsRhJPaClxcg3yxO3xoNzrgTwJRLq5QBvNHmwTHbi -Qdl/pCMPDM6Jet8jlhmLkdSNPO9iPxwP7gOp2cv25wPuy887qpoD8LBlHjWh -KRv46SQxZQ6yR62Jc3NAU0q4LR7crwsvL6rMB9wvhLLc5gJvMPEpSocy7Dww -fKGMsZUxjsW4Hs69sGCPbSbkBOckDeDrdjfmAj8S6oGfKc0d53NgBEH9R7Uw -yK4Uid6AAQMl0XjMDRq/TC2Wzy+wjZnGqcitXLlSLxOwFzZraYXrM/hx99CI -x35JW5Wx6W6vVLpLzr5unR47ULPu/cP5Sqq5uTm1ysRtTMYmuYWa5MISNOkL -tcdUHXLQoAfdrl3BZrlfZeO2Io1lsO9T4k6dOqXNbCt6b01vUPHmzZuDAcl3 -B7ItnXZYbA7wQZtt+gcfVLELbURvYuMxzRaKFXrNmjWpvbCt5bWpIfDocZuN -Wcxr6LDhrvejc919Y952U2VIJkyYUJRB7WZ2FzM4MFXGTnrV9S0d5PqXDtAL -NyJcJoe+N7GdaBwOW5OvSjLbPxYnUIEepE652zMXYjGuJ9usER+PB+eYDuCL -Nh7KBX7I5OEgtPc+kkjkgcGpP6CHTt6Ax4nFSOpRWTXH1TV2OiAr+EFjgEPk -PgModcdO5YHBXQ5bkRjxWIzrKfdba2qCExPhpbHWyLL7cfd13dweTdZjcPlA -I02Z1KKbWIzglJ3uhWyttzMkWcFrjEGj1dUJMcQ5xWIktSKsQdKc8sQno8Gr -jcFlyaT7jlvtd7LywPDK5/S4JJaxGNcXSGoBn4oGP2AMOO6tfZahkOkTi5F0 -U+cHG+jyr50oygq+3xiQUfg5IMxiMZLEzL4ibyedciw1BXqlyVt0xcHWPDDY -brCCExadA2OfYbBN5nnIwOnJrbBRezh/Vo1NOKH86WjKew3DVw74k+DpM/EY -3gdRYZdpkAOj0jAqLKbErptOnv3daIwKw6Dk4w+WSTz82XgMv8VA4Nd94UoO -jD2G4YtEGkTvb74jGiM40laoaQ8nPcEg36CgGotWoOfAQSH1P3P+0ueiMXYb -hp91ZlKfj8YoNww2dPxergQGX4jG2GWdwWw5tgnGj2bt0JMvOdDKDA3/7bd4 -OWjBIbwvRqPtNDT28MZaLk3NRxLg4DRo2Ip3hIB9pQGrr23sSvxeNI/toeEZ -Z4UndLG3rs0OrGZF22ZoLATeUcOt8lBb6qhsFrSthkYKzyrp64zVDZ2Jr0Sj -bTE0buL1sVoB6hefb+d6s6IFp2GDg6g+QeSPW1Gnzl38w2jMjYbJzQrOhXhM -vNuVq9e+Go253jA59xA+/UYlZ3fNyTujMddaEwVMKqrhU9ace6JaDUQOEqut -idiOwjx1LE8Ce+P4EBB/Ek1ipTWxfUk8I0F4igQjxV0Nrn39WTQJH94SnPsQ -MtiJ7OWWL1/uwTXE5J41YSXpBhkKO0V9DF+C2xvw2bWJw/fjim0ibvioNpVh -0u6z3ZcTf56lCwPsGSF9evjbS29P5ys7W0jpspdo/uE/WXZde6Zrr7W1Va/+ -ixYTSQvx2Wn1kvZ0U6ZMIUyVlLKtrU3TlrfffjsQoFhNgE1Zn/yw0cpvjqYp -pwj8YPIGZXTugHEcRiI9rz9KUNR58Vx3ReqvSJMR2NFHoar/F+lzcfaqq6ys -1NRMcnPreC/tDZ8cb1ZI9Aj0JziXLl26YXfYb0DzwbBgunDhQp98e1s7fvx4 -aqeSnXCY8ev79oxxTydd7M6cOePCH/8SCnbZk3nS/2JI7dwLwV2l7lUl9YwO -F23FSyf+ClD1/ANDxoZGArPIj6HXNm8pGDJkiGrbK+OGrfIevGGiBwZ/Xcm1 -tbUZRYIS99RTT6VpglLHmDFj3Ny5cxlCL8fevXu1+pGyRXl27Ngxlff06dMp -ZfP2i8x3V4QnYZSy4+h/zpRNhsceB9czQ5fYWGLRP9G1mN1fZzHzB3JoPo77 -/fasvr5etbxr166U5Dfsw/fgJRc9sFbTvK92M3meeOIJMFJcdu7cqfoKS9PR -0aGcMVXPOZvO4nA/YzpjLeW+D29SePL6vU8q+NRWuNsjEcjf3aTO4rj3tWe4 -Tep0WKuHu+EgRA8MuAevGTGdBQXzYp24UGQ0+OQ7Uj+PjQXJXnDZgOo31zc5 -PWn3n73eiNPZD+VSpujtH37JttbPpNi8ebM/iKFEzc6SWU3sVkPCOHEFfLw7 -EeKeD6988d4kl6ZCqIlsuB8zdgSuROLcLaQ8RzQqy42/IU8AxWLEVa9mu9X9 -zZtUV5wo/cxQmpubFQ4T5HPDOZYevM0l7BBLDJP4hGosBUq8Hy6stLTUXh0U -dFRWP/f888+7c+fOKRyvXkmtf4X6aOvWreofvC4LcqMGI1aixsbtMu7mU0Vl -v44SE2dlxehSr2+w4ion+DhwSBorFvTtLNosNaEYWPpF4RwvL5qNEyroz21u -2bJlqhaUj0IJmwhsvC3mehlOmnaLXENDg9YpeYMQkRfRRVVVVdKaI4Iyr1hZ -ClVWmGUqNgI1qN720mWZMgJXA9gz5YgHuQDKZW3mXQHFpl1CTP/CEW74c2X/ -4uWr/xajXbiPHj3a9evXL027OTsVHD6bMGGCekWaqd3LICSNcrZX/Fig+SP9 -5xY1GrIVDvqy5LEJTmWVe7a4JpJ1+kNxQIyol3azWH9y8Y1uvrMt/WUz383S -V0sORphVcP5TgnDlygsveK8NazH2CDl2lliEKViR+1Lu4SQwV3lvURFK1CVQ -ZEZCinm8FwfpOWIrqfZ/RUtxt/5zu24+cx0FSbhvzExAGu42sBuGROxEog+k -4vIjvgnJeB8E488uN0k9eSJKkTT4Iyrgh3Si8Qjhqfjwhg9qLRxxZ0GADToj -obo7WtrgRvSXVFr0Rq7OvQ4yQqrm3EfgRRe8MwfpKc7gAtDp3rp2fTsK6SA9 -wS3QG3TFLjGjzDFnkiLupFFvQUwyTl77ghdmmEny8Rlcc+GYFbkgY/FJ7ept -2lWSA9rRBniMHZpiLJkx8EYWrhzjwtlgxVwGRHc9WLo/rnEFEw+tkZbSFQo9 -kMRkCI5ZGXjDD8fRGSwuG5L/LdlUpwNH3oJHlAHsqYePCrXHSIgR86IXGVOZ -HhRHC/R+IldmKdmNfaOspx5vukUXcDrItOdEP8NOKYN6BGNN9Eg0RDVElPIV -1c8n9Cf64comaNgtlSPK7eiJ2xvUC9AVguM56BwWyEuA8DxYJ16IMhLL36gY -vd2lvD+v9Ry8EqJRi0YGxmmkycHsZowxUeSh5wRzxMVoh7mFfRDzoVDGEmVz -+prBQEYCGOJCKias4sjKARyScOxVPOhzccN8l0qDpaFk7sogFfMLa2IcePkM -Vsm8Q0o0h6Rcr+c2FdaLxJzgwD8TcSE5twM5rbNo4yG9EkEvsH5MhZ0JZgQv -BcCUMCt6RbEJb0LRhEyYUeCNFFgvfpKZxvti6CmTmFo5o4MvwZ/Sa6ooMlJL -Ynqup8T38FUS1kc6QrbtpHyfZdtM+0Xo/fqZvz/266H6FXj266H6lXmWY6gG -Z3k25Bd49v/PSn/cxGttEz3+D9o3rpk=\ -\>", "ImageResolution" -> \ -96.],ExpressionUUID->"a1956956-69e0-401d-aba4-5c3aeb4b31e6"] + 3.8177181969386377`*^9, 3.8177185119133673`*^9, 3.817718668158907*^9, + 3.818229624035777*^9, 3.818229672725284*^9}, + CellLabel->"Out[20]=",ExpressionUUID->"3553509c-47b5-40f9-a024-88031be304ed"] }, Open ]], -Cell[CellGroupData[{ - Cell[BoxData[ - RowBox[{"ListPlot", "[", - RowBox[{ + RowBox[{ + RowBox[{"M\[Xi]2", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{ @@ -7666,101 +6756,103 @@ Cell[BoxData[ RowBox[{"{", RowBox[{"\[Theta]", ",", RowBox[{"1", "+", "0.001"}], ",", - RowBox[{"\[Theta]c1", "-", "0.001"}], ",", "0.001"}], "}"}]}], "]"}], - ",", + RowBox[{"\[Theta]c1", "-", "0.001"}], ",", "0.001"}], "}"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.818229681077404*^9, 3.818229685396946*^9}}, + CellLabel->"In[21]:=",ExpressionUUID->"5894652c-ea9c-458f-866d-b40d1a5efb75"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ListPlot", "[", + RowBox[{"M\[Xi]2", ",", RowBox[{"Joined", "\[Rule]", "True"}]}], "]"}]], "Input", - CellChangeTimes->{{3.8176326022950163`*^9, 3.8176326467232037`*^9}, { - 3.817632683971553*^9, 3.817632789027328*^9}, {3.81763283674572*^9, - 3.8176328368685007`*^9}, {3.817632877796402*^9, 3.817632918098442*^9}, { - 3.8176329487995663`*^9, 3.8176329657972403`*^9}, {3.817633013987247*^9, - 3.817633015478447*^9}, {3.817633052086051*^9, 3.81763311811401*^9}, { - 3.817637857064962*^9, 3.81763799340449*^9}, {3.817638044949687*^9, - 3.817638084808195*^9}, {3.817638153127841*^9, 3.817638168358132*^9}, { - 3.817638399473373*^9, 3.817638412536726*^9}, {3.81763844666143*^9, - 3.8176384666464853`*^9}, {3.817638593096958*^9, 3.817638600437099*^9}, { - 3.817638794437633*^9, 3.817638799137588*^9}, {3.81766678228234*^9, - 3.817666782527095*^9}, {3.817666937000008*^9, 3.817667042110792*^9}, { - 3.817667191974594*^9, 3.817667193333255*^9}, {3.8177182518879232`*^9, - 3.817718257251799*^9}}, - CellLabel-> - "In[165]:=",ExpressionUUID->"3fee7ec2-e0c4-4420-8192-c46efe85e265"], + CellChangeTimes->CompressedData[" +1:eJxTTMoPSmViYGAQBmIQfazAM7uv8I1jjcr1AhD9Tay+FETfv7+gCUR/uDO9 +A0QfOjUbTCvU7OwF0QVqhyeBaJ5pM6eB6H9NO2eA6Pbp++eB5f3fg+l3B5oW +g+gfSw+vBtHaIkp/JgDpqR91eCcC6WvJ84RB9J47MyVAtJu4iiKIvljKrQyi +76u+twfRd3QmOoLofK2rriCaaUOIB4j2kFKOANHb//BGgmhxRr9CEC2f/gRM +v+M4KT0f5K+7F8C0IIOCPoie0+1sA6If6P/3A9Fsq7T8QfS9zBrbHUB6L5+G +HYjOPvHu68aiN46nVph+B9EAWi+f9Q== + "], + CellLabel->"In[22]:=",ExpressionUUID->"3fee7ec2-e0c4-4420-8192-c46efe85e265"], Cell[BoxData[ GraphicsBox[{{}, {{}, {}, {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.009166666666666668], AbsoluteThickness[1.6], LineBox[CompressedData[" -1:eJwVlHk41tkbxi1JsmadVpVIaCNFxX00aOySSk2WiBRDGxkNmUaLNWoUjRbt -liaJrBlLKETWLNmVJLzyfs+7WPq9vz/O9fzxnOu67+dzn+escPd38BQREhIq -FZz/1+SfJ1wPu/gT9vnNwpHFM6ioHN8Vl+FHoPDV6nP2DHZefK2tEOxNevx/ -N+q1mEHb9mHN2hkPYmeaX9I6Mo0Pa35t3HvfjXxMdlDSSpxGwqIhdsHyg+Tq -abcUlvU0hnKfNscqO5ED6U9ZBfOmodsubNfe6UhUEXDKr3oKBSdtUg9vdyAG -ZxZ5rI2fQthoaMHvCvakQn5HsvnBKbS/sR62i7EmJj/Gg7W0p+BLt/48G25B -lLMiue4zfAxGrx/oZ5mT1mNS3JhGPkzDnBM+FJiSh1VWC/an8dErdn6wrGEH -+R4ifTQ0nA+tvf4bzTRNSHSfl0WZGx/vrWfPXT0CsuuhpvmEMR8d9on7Mz9s -J6zQ7jfdy/hQeyTZvuXaVjLQePGrhxAfv+0WGZtzxYCU7nG+7DLAg8ii50Gs -0s3E3FPpYmYVD/4pMr1eq/QJ4+mth6c81MYY2atk6hGHe+7vvl8T9M0jjHNc -dYlO4lOll2d5SIqcc7tq3UbyxNlvKuAwDxPuzPHzCzeQbXwbhxW2PEzWsyPt -DdcRTSHhhCcGPFSputwcOKZDxso2PZ9R40HN8dMRdpkWaTm9pVNBjofMwihn -F6M15IP4XO+eaS50b4N9qXU1kdv0NGPPVy4W+vAO2ERpkGEt1X7fNi5ChBza -x5zUifftN1JLqgT305bqiRitIjTQfujASy5ISEKwl74acX8m/n7FIy6KxM27 -DMlKEtl2P+/odS7K9DNkG35dQXrLx1V0LnHhUtginXlxOYlK0+5yD+LiXebl -EfFzqsT2dN/hece4mHd6341t85eRy9JTfioHuVDfZCjyMWMJKfFgKUXZcrE2 -L81Y2HMxyZ35UuliwoVjlx0zuWERWeSXtTV2ExceD/hZq2UXknDrE/5KmlzY -DR7j68+qkHfK9B5rsUB/jeV0+7QyWRd6z2aJHBfNbfUfv0koE7WddUsT5nCR -LBV60n2VEnm88tbkPh4HrhbZvuZWisS2zqDr0BgHNqyYpvwQBbLJ57BC5gAH -igNlzawCeVLr6krRzoH8Z9WmDSLyJMVKVlK2noOtoYXP6hwWkJLko9xFFRwc -5e83W5shR2YMlC8cKuRAzz1KtkhajsgHmCX0PuegMmpyfGRUhmzdnq15/QkH -cn9bRpbUSRPT/nansDscLPYaslZ4JUX4N7ftu3WdgyFVuWz5PEliINrvMxLD -waXYlMbp4vkkL3p00vsCB02ippNLGyTIoUlzN8UQDpyOKjvXj84juzYe3fTt -tMCvXsWWQMV5JD91h9i4Lwd9Ty5EnTcVJ4Gh2kGLPTmISOre7xcyl1Qajpsc -d+bgt/bLtUXFYkR51Rf1b3s4+Ft0bhBPXIz8VKXFxNhyUM9ufpbrNIe8NiuJ -cdzJwc/Vx77GZ4oSS/uxdmPCgYqLrd4aWVGilhRVb2XIwZTdYOqq0yIku8bV -P1iXA5mc+5Ibe4RJ9KLY12+1OfC3ivtFyF6YaF6VGDRQ5yDdibPcolKIhPvL -f6tcxsGqh5drKk2ESHx1oeipnzjQ4U2ZnQj/AVN20IHt8oJ5lPRyymNnUcE8 -X71SigOHzKcn5O/NwDLdJU1tLgdG5wOfTbyaRs7sY00iJJhXKLx5qm8Kh5pi -xwP5FPzIDqkG6SmUGCY6VLEpHmaoDSmb8DEZE5q+YZxCOY7PPSPYU5U1Q/uz -him8S0nk/SIugvcsKbcapPim1WNuI3hX2dtqdk13U2jt9qI6DhzsD68IKG+n -CLSWMZx9SKF/vPL+3WYK0e57FmE/GKRrb9tzrZ7CecNkeYALgyJNmXn/VFOk -z3j6PyhjY41NgHFuBcWOyV+lW7TZWFZVFjpUQqFSu0C7KWkShc4Gu7WLKFoy -Cqiv1CQeK3VZnM+leP9vvMqpv75jg9ge9kgWhdTmx5fzZidgq184dORfivWD -eoHyoROwOBFSxKRSiNzFUifhCXwZNJRJEPi0POb/1P0yC0nHb581S6FQjXiv -I63AQt4Ni0dzb1EMa9AC7x3j6J3I0G1LpIiQbLT4zXMMIRITVfl/U6ztKx8e -ih2F5NUO2fQ4ClQV+vxT/A3p/Zkv06MplpIITxv2CHTvq/sUXqZw+KNXsnL9 -COpuGnW3h1OwBvNk3h//isQrW8vn/klxsarjjEHuMCTWXKw3CaGocw6IqhMZ -xq3KWwWRv1N0HExK89j9BTbGP4z6Aijsxc5sqXkyBF6AspLZSYqdq0zOdogM -wbhWeybHT8C/PjHG+9BnbDDfnaPnQ3HyxREj29ef0Hrm4OyrIxTZzXJTntqf -4LC0/KbjYYoGs77yqOuD0D9415bjJuClliFzS2wQ8x8k9zx0pigKC80PChpA -v0a/otsBCsWT+7mzY/34pU82V30fxZKIPtMFR/tBtNfG0d0U893Ztlc/96Gt -5pZPoz1FT4/SmOeRPuRdUlbOt6EQK3mscGKkF5c0rjqnWVJkqfS8SjrZi/oh -8wWPdlKct2hrjeH1QM8jWTjDlGJ09zXVUoUeBNetECoyodgfvVvujl434h6E -97QYU6RWjK6YcuqCU+qlU7xtFNdH/zuT9tdH9Jjx4zQMKc521tf+9aITpwwy -pZ03U3xZ1nfI9UsH6hJ+L0nWo5AMO/VNeWUHipUX//lpgyC/98kXL7i1I/CZ -ueaWdRQXLj2/c+l+G/7y/ftKvLYgr6DMUf7XD7hy7Ww8W1Ogn+zlWrz5A8pF -rSXcNAT9TCKbdbEVgU2rm5rUBPnxSzbndrRgTHOmxm4FhczGuJWZui0otgxr -aFpG0Te1fHVYbDN2flYvc10iyGNFd4LkWBPyIpaGTC6kYNo7s7bsakKHrXV/ -rIqAPxFL/5rbiNqcnY0blSisLP6LlFzZCI8M+3Uf5SnWCU9tOn+lAfqltm0x -chRhm58f2CLUAIewmixzGYqfFpSdVDz9HjGc0btzpSjY1V6HxVvrsetQ4MV3 -EhTnCuIlet/WQYydv/MfcYrxon7JyPJ3yGm+/dZfjEI9fT67q6wWsdqJE5ai -FLyb96/kVNUg0uneQx1hisThtsGRhmp82IlaRcE/8PhjkoZz31vsHThpLTrD -oGDMLvUz8wY1Kf9Jc/kMbtjJt3nJvsGjDWrc71wGEd72Wq/WVmG5oQJ7kjLY -end0YbV9JYyNg7/y2QwCWt8s9A+qQOy17Nfikwz+8EuLjn3wGj4+Mb6LJhj0 -MteKJFvKkT21rVZ3nMH8t76N1RLlWJ/nVmc/KvBjJl6XuaMML1JEXE6PMPA7 -Ehx6/1wpnqRGe90aZrC3qSY4oqQEMZo1TTVDDH7c/LzIUqwEN7yG4398YnDd -7GXfzX+KEbLZP8ZgkMHctLfhXL1X2Jxi/CKwn8HihsNiYU2FqE+JZ+X3MrAI -7EwUCy7AKxZHV6RHoPevUJ7L6nzkdTt623Ux8O5XU3TvzIW8UVdoSicDtT/+ -iB5KeInnjkqe3HYGcR4/1N7szcH4lzoJxzYGlleTOF1Ls7Hnl9UHs1sFfhxr -Ns0ZyULRkQtWC1sYRH+/I6dS/BwvJRKrzjcxeFY2Uzx5PRPmrN0lrAYGG28k -NLO+/osrP31X93jPwCPt9d55LzKgITT2pb2OwUTrM9GxC2mQnhTlO75jsEpF -IsnD4wmE3ddbNtcw0LuTE65j9QhWJLV6XzWDAZPZVmmjB3jr/dm35w2D74t3 -6NcZ3IPrvOsrfaoYqK7ReKdvfBdisne7+BUMqmlQ3JKbyTj4QC0u9rWA14nt -YWbViXh9N0BHo5yBlvqQ5zmpBPwmofqwtJTBuYRqlqdbPIpjOr+5lTDgxbzr -XBcVhW9iiVT0PwbdXS+8jp4JRzfreE7aKwb5HWt0wyXOomE8c8meIgGPD6oG -C6qPQQL1qqKFDP4HobsivA== +1:eJwVlHk4lmvXxg0hGSNsjSRRj6QQKs5LW/qkkOaBpEglUhnSa9glFVEUIbUr +1RtRkgZCpihTGTNmSOYx7ut+PKbX98c61l/rt9Y6j7VOZXtXawcBPj6+nJn4 +/6zy78jhY7auJOXpOv6grEk80RzecSvRhWiu6DHvSJ1E9NPPHFlvJ3LsygXD +FrNJPFLrUS+ZPEqO7E/LrumdwL7+gxV74uxIxGtruZVREzBx6BpNVzpExq7Z +PRraNgFUvqwKld9HHD8lDaXPnkBSmYBlXcMuUm7tfs6laBznzCzij220JglB +84+uChtHe4Jf+gVZKzKguinW9NA4jipadFuGbCOrZYa8V3LGYaey8e+pADOS +kR/EtZ/kIfye1q+2IVNCfMS5IRU8TJ63jfiRbkKq6szn7k/gYUX7pfbc8k2k +66bECd8AHvqUzqzZrG5Mto44muXa8aCcPe0Xfhyk5p266bARD5LPovcn/9hI +cOvnl5+LeUhuEa/Tu72eCLYH9hzl44F4CA7MuqlPEhxtrtn+GsMztRSvoZx1 +hM9DLjC5cAzSsVItjst0yQUPJ20kjcHK08hKIVmbvEqxL/1zewwXlIKM3h5e +Sw4+T5J7d3EMsXuEHhRqriEPT7uMux8bw9ql9MwlRS0ye46FtbLFGDh6NMjK +QJNUSfFHPNcfwxu3wzG/TmoQtwqd15MqYwgO7zg+mruSaAXoNchKj0Gl64aN +reEKIqog7NQ8wcX8dDJ6tUaNKP6dlLi7h4ssT96B7cHLySeDJW3OtVzwT1vX +DexTJWpJX8QXFnIRe2+xtoDhMnLtilXngXdcXLKP9HbUVSHfM0W+Kz/jIrHV +tMmALCUlHXEfTkRysVwoSar8oDKZVTGooHGViz7/GonkQCUS8IHTZO/Fhf+K +oF4RvyVE5VLrsdknufBt2Hd3w5zFRH/BuIvCIS68gtcLNCYuJNvdhuSCLbjY +w5doxO+wgCwX6y6wNebCUGEHM6I1nzheTFkfqsNF2/fxFDUpRZK0381VTp0L +zixnnu6UAqlQoY+HFnBhaWg+UTchT+YGP96+UJqLq63fG/tE5Un7zrJFEbO4 +SJjjd9Z+mRyxWH1/ZO8YCxvDt86m5vNIVb1+05EBFvn1oZVpPrIkyvOYbPIv +Fpfz86qG0mXIHOfDFHUs+rOUKrUEZEjxXikxqW8s/lhkvCqznktyn5/gzv/M +wiHvwOZVidKk20T+ypGPLCpUbkhlSEiTav/NES2vWQjyM4O9/ZKkfkuqeuRz +FsPj5kHZZRKkur9un/+/LExyurbJZoqT48827L0fOdPPZW6qzAcxcl2y7VRv +CAu2/HHFRNYcMni3f8TpCos1GzePLCoXJV5TpnbzfFgsvqtg861/NrHceEKn +7zyLtD0Feh7zZpOo1E1Cg84sanMDgy+ZiBCd6xyvBQ4s9BKa97v4CBNHk0Hj +MzYs9Fuvl2RkCZFozS7Vvt0s6gREvMZEhMi18pVMiAWLjt7qV+/3zSJzrbJD +dm1h4Z92qicsWZD4HhioMyIsijZbaq+QEiRGccHfzA1YuGr9jl92XoCkVh92 +9V7LIiT0idiaZn5yfllo/lcOi42Lw/6Pz4qf/L4n2q6vykJElatkVsBHOBdk ++goWszA/db24wJiPKFd9FDz3F4ugC5Ob3QKmkTrpdWCjDIvsIJ23eaFTUJ9+ +rbZUnMVf81+5yTyexNVU2wQVYRZWrZ6vhjMn0CLyXJ3wzfB2X6kabx2HW2Po +oAePoqi6QbxcYhypm6KsC0cpGvqXdcob81AQ6ftCa5BC8Ms413PmT5vWdO5P +6aawGTIOisvgYoXtwjzzdgr9HS2m22fuipgU75j4SSHvdpxqWLMou/HZPa+O +wtxeymDqKcUtr4K4h1UU/H1xZv7TDPq0N+y+/Y2icN1onrstgw4tydn3iig+ +TTi6Pskdxbrd7kbvP1Os7z0kUc0ZhcK3XN/ObAqNTBlOZfQIIhz0d3IyKHD3 +I3UWH8HpRU1ml95T5IeHK5y7/Afl4rtHe1MoPso+v/Zhahg9Gz92Hn85s+9H +HQ8Z32EUeflkMPEUaW5k0T7+YezpM5CMmJnTbN2ZJPtrQxjyfHBx8yOKMMty +DQnZIbAPzJ4J36cQjWfTnTYNgn8scW1tFMXay5Vmpx0GECI9XJh2hyLR4nN3 +Z2g/ZkfXS724RdGyMvPUvaw+XOpOfvfiBoV6TJDD9tFeTMSrnvp4bYZX2ipW +sLoXvo8Mf9YFUERqpEt+P9MDncj1ecL/UBwSbvTUf9+Nm6sDvxn7UMje8Qgu +E+iGROn99KALFF+DYhKO7uzCM5Npw1Z3CiWOl17x805s+I+83OazFNqbNl2s +F+jEyQrO5FuXGb1+R4c4HemA2badb7VPUazJdTK0yP+NGp9DU5nHKVY2zh13 +4PyGoUpezK5jFFqmbXnBke2QtH9owdpRuC9Mkrwv1I7i+NjmpzYUZ8/5pXl5 +/cINjbZ5dgcoDGwPcKcG2lDfIfVede+MZbi0mcw90YZsrVW36E6K68aMRXhH +K4zL75+qsKLYmiY/4HC8FZIh8vJp2yn8bj+XdettQSkn3CZhK8WR382Z0Wdb +MNlnOvfZlhl96upqQsaaYewUy59oQjFVe2dJjmwzfCqV+TKMKeKFd0v/q/0T +fvEBzdVGFJ66g8rj+5qg8fLqubENFCo7czwTLjciZivv1nIDCmG98pLLbxqg +bJgsYbOO4uWZtiOHu+rhEHMhO1abwuTL+T75pfXYtGDBP7+1KGZJPQi8YleH +7jem6nqaFJaZKf9ejatF45k7N8M4FCefvu7n9fxA1d2LYaPqFLXZxw9nrfuB +UZFtonbLKfRKjKVSAmsQ/UOtslKFYoNk7rr39dWY1JgstlSe4W0MW5q8thpv +LfzLKxdTrJ5WVvMPrQKnRzX38EKKg4uaI8QGKnEtZJHPiCJFe2ljit6OSty2 +3tYWqkARoSH8oud9BTzTtlSskaMI1MwOEltaAd4rK81GmRm9m8d1Lt0sR1q+ +RW2INMUziZQDenzlKLhcnGIqSeHSmnt23vnv6OP1PxQWp9hi63RMpOYboo95 +BJaKUnwmt0VbvpbBkE3bck+Ewnldu1hQXimafzz46ipEseQv8dGm3BLEakYN +bxWkeDX+5ObbwmJcPvj4qQY/xXaj+vbe8iKkbUXJvBkfiFG9t9ym9Su0O85u +E5xkoK6xI76D+YLwJ58kuDwGGf/I1jpKfcFubRXuHy6DRzd3rMxcVYj0DbKj +I5SBT8aAYpFVASqIdw9vlMH8rq+Krl6fIRKZmi8ywuCD+4sboU/yUXc6xHn+ +MIPuP3cyxKrzID21oWTtIAO5jNMVRaJ5cE23K7PqZ9CuObsseVMuWuMEbM/3 +MpDactE3zi8HOS9uON7vZhAcX+J9PTsb0SuLK4s7GdDjnfO3CmXjtlN32PRv +Bg6l71tj7mXhiL5riH47A0ml4gCudiak4ozeeLQxeKPrKORf+RHhcWFDaS0M +Pn9tjBLyTofDH3atQDMDpWH+D7ZqadjbssvJsonB43mq8+wb3iPGqMn3UQMD +3Qc+Nzoj3mHVHjkHbh2DPHe+ZV/2vMWenjLRXbUMBu7EsE2LUvHETO1Qag2D +kS0lOrN6UyB24oq5YvXM/jUPpRWyXqN3TlThpUoGu6KmskYik+EyvDN7qJxB +uOrdqqGel7iv+Ef16HcG9gsL9sx+k4hl/ANddWUMZFa9Fhy4koDpEUHertIZ +3o450UePPkeN/eqtVcUM5D+9C9AwfwZF4/iivUUz9VumayQMn8D/RIdz8xcG +l0X+1i3Tf4w5opFLTxUyMBhfXqpr9BD/lXrYxPvMgHHyvrUwJhaNT1RuheYz +WJRi6L+5KAoGj9w1lucxaNHtcvATj0C56JKnOTkMcjyKhxzswiAS2tBnl81g +w0hZg2ZwMDjCUVTwEwPvzlTHE54BEBk+8zYhk0GJAWdtgOhFdAwmL9ydwSBa +W1l/btFJKODbEsGPDP4HFV4bQg== "]]}}, {{}, {}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, - AxesOrigin->{0, 1.3303316622907548`}, + AxesOrigin->{0, 1.3303316622906483`}, DisplayFunction->Identity, Frame->{{False, False}, {False, False}}, FrameLabel->{{None, None}, {None, None}}, @@ -7779,8 +6871,8 @@ C6qPQQL1qqKFDP4HobsivA== Part[#, 1]], Identity[ Part[#, 2]]}& )}}, - PlotRange->{{0, 33.210019482454186`}, {1.3303316622907548`, - 1.8590183303242016`}}, + PlotRange->{{0, 33.210019482813365`}, {1.3303316622906483`, + 1.8590183303261765`}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], @@ -7794,16 +6886,13 @@ C6qPQQL1qqKFDP4HobsivA== 3.817638469864127*^9}, 3.817638603759224*^9, 3.817638801668243*^9, 3.8176402094564*^9, 3.817640385397132*^9, {3.817667011743911*^9, 3.8176670445182667`*^9}, 3.817667195320567*^9, {3.817718248426116*^9, - 3.81771826978881*^9}}, - CellLabel-> - "Out[165]=",ExpressionUUID->"78ba6537-afdc-48ef-9fdc-b1beb125b516"] + 3.81771826978881*^9}, 3.818229626300428*^9, 3.818229690058893*^9}, + CellLabel->"Out[22]=",ExpressionUUID->"f17e7e05-5c9e-4b8f-8add-4b564c275e05"] }, Open ]], -Cell[CellGroupData[{ - Cell[BoxData[ - RowBox[{"ListPlot", "[", - RowBox[{ + RowBox[{ + RowBox[{"\[Chi]\[Xi]2", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{ @@ -7899,8 +6988,16 @@ Cell[BoxData[ RowBox[{"{", RowBox[{"\[Theta]", ",", RowBox[{"1", "+", "0.001"}], ",", - RowBox[{"\[Theta]c1", "-", "0.001"}], ",", "0.001"}], "}"}]}], "]"}], - ",", + RowBox[{"\[Theta]c1", "-", "0.001"}], ",", "0.001"}], "}"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.8182296960555153`*^9, 3.8182296994771023`*^9}}, + CellLabel->"In[23]:=",ExpressionUUID->"16683f20-3a25-47da-8c9c-58bfb1a56ae7"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ListPlot", "[", + RowBox[{"\[Chi]\[Xi]2", ",", RowBox[{"Joined", "\[Rule]", "True"}]}], "]"}]], "Input", CellChangeTimes->{{3.8176326022950163`*^9, 3.8176326467232037`*^9}, { 3.817632683971553*^9, 3.817632789027328*^9}, {3.81763283674572*^9, @@ -7918,84 +7015,83 @@ Cell[BoxData[ 3.817639465324203*^9}, {3.817640238475677*^9, 3.8176402389305267`*^9}, { 3.817640391548546*^9, 3.817640391871228*^9}, {3.8176672347145987`*^9, 3.817667293531107*^9}, {3.817667331524941*^9, 3.817667335774218*^9}, { - 3.8177182801379957`*^9, 3.8177182902808867`*^9}}, - CellLabel-> - "In[166]:=",ExpressionUUID->"0c28b27c-3e81-49ce-9293-512f19f95aeb"], + 3.8177182801379957`*^9, 3.8177182902808867`*^9}, {3.8182296949258347`*^9, + 3.818229707461006*^9}}, + CellLabel->"In[25]:=",ExpressionUUID->"0c28b27c-3e81-49ce-9293-512f19f95aeb"], Cell[BoxData[ GraphicsBox[{{}, {{}, {}, {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.009166666666666668], AbsoluteThickness[1.6], LineBox[CompressedData[" -1:eJwV0vc/Ff7Dh3EpWRFCZaSMikpGWuL1JpRRfLSokD0qpEIqThJxENmlzMjK -MY4VMoqyd/YuSaSMrHR/7x+ux/MfuHaYOehbMjIwMFT/r/+Xsmvl9KmbH4lr -nHHLVNR35QdeFWqCfqnk4iWJcOuz6wFRszaPnEhyRic2re01P7ZqcCpWpvmT -+aqqVo48UfhOCNi4V3sSAUPDuV9RezDLkTvtE+hG4vvWXFCblcONq49/ZNTe -JKl5EsGJ1Yfxoernf0Hp9mTfxYFXbgBOeL/fs8nNhlxvU1hNljqOzmPju+v+ -mpO2yynB79ecwGfJSy3nE64QelKNQ5SoNsIExmaLtl8mJgd8bv7008VYfkZb -IL8BoR+ixZgJ6UOua41uV89Zctih+Zto2FkUOZ1KsTimT/bHZ6UNSl8AZdK9 -6M4mPcKuerm29Zshuj7qjOsG6BDpyRdlKhWXcW3+6PFVL03yN92z+W6RCUb9 -948MT2uQ95FosLcxhRrFKOxzkRoRj9z625LRHINMnqMVzarkqvFYVVeqBaTO -O8iq71YhUie6zL1MrdCks+rx1BrEkVFht9hOG3TrRRrSPh8jSbkLV50XbCGW -xN51KOQoeXFXU1Gl8yqun2GcWvfkMHFtbRHQ/HAdjAJZrtPlB8nSwxet5945 -wCGOc9BKXIFkmEbEbxlxRF2Akt5mmjy58+fey9YfN+Cg4atMN5Ej5Qv7UipW -nBDlt+5ltbQs2emrZF7Pcwu/zOYcPbfKkPOrZfK90rcx0zjrp3dEmiQ3mCp2 -6jmjWsT42YjdXiLakXMyzdUFYme/WM9WSJHeK8n1SHIF7S3VyFhJkvTdn22n -dN2B3EvM+nTsInkHzVYNee5i69XFi6eoOwnDtaZr+Xr3cJ9Bv2vKQIK8T576 -+Cj0PuRSheUZlcTJD64Ahew+d5D7YW5WCmKkM1pRgo+fgmJmjb4jRJRwqlsy -T72joEIhfWPzpR3kwVTf4sVrD2D8tp2D5r2dGGYMWp8R9EQ97fEEs4cIOfmA -fbKhzhMsty5EKLJtI6npWmc+UB5C4sARxt50ISJkOh4kfcgL+wpSlddYChI+ -q/dVjNNeONunOzcjI0AyKp8rH017BPPEpexdG7eS5SqKbb2NN3RH7ZYUVjeT -1LXG/bm7fWAsqbXStcJPSqUiDMa/+6Cts7H3Bys/KWwtzTPPfIzoDe5OZuJ8 -JNTlyqKQsy9MNHOvaWjzEl2ePhVO+OHUdEBr4f1NxOyfQbMMGxW8IxVt00U8 -pKW+kNn9MxU8X0VaZRh5CHd/ttnPJH8cdX+b2aDPTbTeDdxzdw2A7ZKh+r50 -LvL23MQGCZ1AyJtRNxZzcJGLYxWjvTueoIo683NikpPcOd42HbP4BFyhWn5l -DRzEViJNMNc2CIJWYzqbSjaQqtD6iYjPQRgT4crlKWAnn1roXq4awfAJjGtZ -KWUjsm4KnGfygtG6Vm1GuJmVKJ4ofyu+6ykMbPmNGidZSECFVN33yKfgkf9w -yJmXhVi4GPnGs4dg6PUjqqcaM2FzFzmp6REC36h+Q/v764ny3nbr3pkQXO96 -XFdcykTCik/oG9qGInTtetdFZiZCr7a/WzIQisbZtsx8g3VE2OKY6foLYThe -Y/c9mLaWRNddpco2hmGz8Wl5yY1rScZVfeqxk+FY1h1NEb/FSLL35SyLV4SD -k57ALjuwhhgthlC+HYuAg3bQSQa9NeSBMl+1V0EE0gz+bNesYiCHb2s/+nMg -EuKvHtdWqTCQQoqAm3J2JPYuLqvf8PqH3/081y/IRGGIT55eGbiKv3560iQz -Cvq0jBs88X9R63spfF76GZQ8nTN/lazgFgubt2vmM/gyeLUtDy0jYtX8a6XM -cyz5dW9o5liGsNbj1x3Zz/EqXWyMX2UJbHtDPrxRiAZ/0NKCy91FdEh6K2sV -RsOmnPglFC8g/ICsULLSC/yQGtA4tW4B20SEHSorXkDqjNX8Xv0/cFJ30X1x -8iWcdTiPrL6ah6Tdaq9c40us7Y/XpPybw8viaWXP8zEwkpmpvG08B9rqUoJv -fwzS/lo6JFbMYtmUNy5BPhaqM5c42vfM4tmQXdpl11hsruPe0xo1A6qA3iaH -kli0pxfNX9swg6vb3qx2Mcah6U3w5psPf8N057qI6JNx2HAw+XHB6i+sapiy -5gXGYf+ovDOP+y+QWBNvifY4MMZC2GDNL6SxbFf9LhgPLTuHDLPH0zgtp3Fr -rXk8RHyb9nJsmkbnibkLjqnxGN85X2Sj+hPH19TvkfkdD1/2Fs3rllOIkBmT -VT2agH1DleNjgZOYL2/PfOWZAFS/vfq89AeG5eOmDGsTIEx8LU/NTqD8YfVR -Y95E6N8bZK/aPwFqkOJollEipkcLOJscv2P4t4Xy2eREeFd3uxzOHwdNZ3us -2q9ENBjdpjYwjqNvQ5m5p+IrdF+OSjU/8w0+mRxjG7xfQY/J5VDt6zH8ctKm -jjS9wglxlbvdjGO473uQziSUhLWNkQE2pl8xUMVa72SdBKcca6XT779Aopai -LJWThNw2rmXLPV8wktHjuudfEprVhyqp4aNokRyZuq2dDEaxdM4XTKNI0Z3k -Z41MRjHFvdDVdQTc74btRkeTwetkuLA6NYyHtmo2zHKvIeQ7pMZtO4wfI7JB -Nzxeg81s9vTTr0PI0nS0Fq1/jYEBvilL6yFsp99w3iqYAqay5E03JgYhpGuk -ed42BdmbB0qinAZxlnGLY2d+Cjw1OzsCFgegUnfKPWZ9KibPhIiUbxrA1oK7 -7GnnUmHof4YrRr4fLNSl7KXEVKR8mNyxbNCHEhE23sDZVIRPvnNJfdiLAEpf -s4VaGu72NNY9zOnB9vLkEPfQNHzbNmRq8q0bexNS1vWMpoGdcvMHv2g3DNhI -2x2FdAg3RXs/utKFEe0Z+kXvdDzyyYrxSegE9YqP6f3P6fB2pU0uff+MYiaO -kKHdGUiJtjIpPfgZzQ0zbD5uGfCmkY3Z3h2oVRUOvF6Xge6lsoP53e3434Nf -Qre9AadskChNrh1c650GVxzfYGh5+y5KYBva+M7pvap8g+Yd/WHsU63oN9nC -EcifibmunuxD/7Wi1k5oJs82E7yEKe17fgt6DEtHREoyoa35zo9dtAX2dYVm -Fiw0SK9ZPuD5pBkzXjPlBnI0UA5mXTzE0Iy6IXaW65dp2MJd4cR7qwnpJcdk -4rxpmK2xsmDuaMT+89TDczQaPIqCWQc/NeC5bvcO2x4afhYPs/tV1iOUtvJz -hSkLEmlss30VdSif/JRCk8nC4rOEJ/TqWtxklTf0upSFyPHO0YnmGvSPGLC7 -emchuTdqp9HQJ7ytTWiiZmWhaEo35evcR0Rc7i1+15uFCF2eTquNH6FZrz62 -iSUbvjZ6UiX7qtFQVGj3WD4bR2Mnt9boVWHq6QdLYZNs3O74uNXB9QO+0j8t -tfhl4559qn9g4nucuiagl5KXjcG5kGL29kps7BYNih3OBtunay01rJW4zu43 -XsCZg2R15gaaagXKT1588vtoDuyt3dwTPMqx2iNVeMo6B+dba918y8qg66KT -UBOSg3/PvgpoMZXhoONCoG1ZDsLV84aePS9Fx8aHFVKTOVif+slrQb4E8/uD -fTkFciHYbMFEaX2LKKf/FPhO5ELTuSeSya0IskaFQriVC/s3DAXGuwqhlVsV -7R+XC5thMV6znnxsc/qwZbUhF2L37vmPheVh48dnSyEruQgy/yf28TwdTxP5 -ck5L0aH1NOpPn3Au1BTVi6QN6Ag/W3tg3UQ2Yg50PDngTYf/7xiuzaVZmBRx -eXsll47Mir+lM+E0eM+p1ecM0yEbEdY2/f0N9rsQY2nuPJinvj/PkpOOI/b1 -XM3Iw6+OzLVTj1Ih2n0sONo+D+KbWaPMzV/jxznz8OAXeZCPoXvt1U7Cekml -YVpdHkZUVjs4lBLhGB+nurych9+CqgoNh+NxpIT56Y09+RCR3FmvoByLvUrG -BbyX8lEz7xok9CwaWxYW07745UPwxjGKek0kuHVfOH0pyoeUxJilx4YwnAuM -FuWbyIdHWM205ZVgjEeIjd4WLMBiQH2PNJUKtb9xv1l0CtDfl2Nl6+KFwgXz -l433ClDYLSnnxXoXOq0mp2szCuD/WeQwd40dnkeqeP7tL8D/AR8TC28= - +1:eJwVy2c8FfACh3FkJHtERUuUKNdIZP3+RJEymlIUElpGhSgkKY6UGVIyM3Mc +W8gImWVGlL13KFnde188n++rZ6e57UlLBjo6uqr/9X9Paq3qnbj9mSh7mDRN +hY+pjRaUawr5JhNTG9FQq9PM0Dts0eKeGUYo56JSWhIFUBXCpVye4keurlY0 +c+SIwKtKyNqtypPYSRstzIZLQlYre+aJvwsJ5KU/pzkvi8BTPhNptbeJ6HvR +gLgqRcRJzRq+SL1FXDl+xrsACI+vkORzsSYirPJr7yQOI3rPmHjdqgUJsEkM ++ER/FEaTF5rOxl4m/k+rbcNFdKFpOTJfsOMiGR55fHvaVx9oft/iL2BENrik +R5kLn0RaA4N+R+dpIh72dUQk5DRu6+glXVE5SUap1JQeqXMYSHYvuMdnQM7I +X6htHjkPi816o/rPjpPF8sgS9bKLuLxL5fCalw5ZtHzY6FpwCYGvpPv7Zo4Q +5iG1hlvWZli9YxryrUCTUFs3/bJksMDeAc+BskYNUk4ZquxIvoKJHXYyWuLq +JNOi3cLL7Cp2lvxzD7QCGeU4IL5rtzU4E8LPU7+pkIH3f647LtqA2sPeoRCk +RBwttJXV26+DOK6bYnyuSFSTGrfoVNxEwh6a80zpQaJ0NLL5zEdbcEdy9VwV +lSeF+aExm/rtYOCkZiBIlSM9WvffNE/Y494OX7XsS7Jkr+r+pLIVB0SeZXpT +JSVDJspVLOp570BW5Led52ZpkiNVItcldReSCr99DQ5JEfqFy8rtBo7ItL8U +0X9tH/k3S9NOcXYCJXDIar5MgnA7JNQjwRm7RvxMTFX3kldec60eHfewpYDM +P2nbQ0JkzdbO87qi2GnJ+ARlN+Ew+XIj1+A+6P+d7JgyEiN9zyY/Pw5+gMhX +2+QYVEVJ7zhFnvbDDZ7moS5X5XeRDEZlsY0CHkjtPfLjEBEh5u+usEx99MBu +pjSuxgs7iabuj7/GNx5iwqONg+q9g+gx9lidEvKEx17fcRb37cS5acNkQ50n +3DqNXipv2EYm/uicqvB4BGeKEkNXqjCJShh5IaXghbN0qWr0lkLkZ3x5JcOM +F1QFDRfmpLeQH6sRakopj9H3dZm2h2sz4V92t6m39oYk440l+TVBwiNr8jNL +/An0VXVXOlYEiOipUKPRsSd40vu1a4JVgJz5XZRjkf4UyRvcHcxFN5IzwZf+ +Cjv6wEQ1+8YRXX6yaW+XOid88em7f3P+Az6yi9uoUXoDBY8+lbfMFPCS0vY8 +FrdvFEwW72iWZuAlxX0Z5tMJfvilV5jecJKHGBf/vO/m/AyW5cZa+1O5Sa3e +GLvYcX807fLjKuTgJpbfSwe6dj7HOvqF6fFJThIu3TwT9fc5Zpd1fUsaOMim +8GShLJsX0CwdOc5XxE6OMNWPv/z2ApO3eLJ489jIKZLt5XwkAH8aY5pWijeQ +fwMHOE/lBEBGRWtuayMrYUgv+SC6JxDbXgqafJlcT8z3SNSNhQUi/2ylgiP/ +enK546JPDFsQ2su8KZ6aLITrxzZtHfcgKCR3n7/1gJkcfNpi1TUXBMVen7rC +YiYys/HoyfM2wehgYHH+y8JEDm+75VrUHYyh8db0XCNG8jpX2Yz5XAg88q+P +BVDXkeNbr1NkvoSgRktfbi/XOtKfb0hR0Q6FrfRgkugdBlLhTFsWLQvFM/84 +NpluetKkHuQxovISKtsCtOkM6ImdF3+VV95LsIgt7tCppCNb8449/nMgDLrX +fWor1emIeOlmFzVaGHzvrWrZe/1DmDDvzXPS4SjxPZBd7r8Gvkp9KZIejk1b +0u15Y1ahVWYc+lsqAga9TumzRSuQUmP1dk6PgO6Zxy3LvcsQkrUYKpd+hZrW +TvZGjmV8cXmS2EZ7hc5J0WEB9SXEGwdWvJePxLrPy4tOrn+RcOax2rH8SJjM +qPvGFi5iyURa+J3qayga9hw5wbiIa0eEbcvLXkPA3ur3vpN/cPyao/5r7TfQ +Nec6tBb/G9F+q12yX96AfiJWx+PfAsa7ptU8z0ah6uB8+V3TBfQLL8X6/IzC +x5WrtnFl8xic5ouOlXsLpfGLHK2S86DcupZy0fkt9hXxSjaHz8EsQZ/Ptugt +8PLD7xvsc7iQlLbWwRCNT4GBgrcf/YISdd3LSO1ofOBLfJq3NouGL5dZc/yj +UfPhgCOv2yx4xC95i7VGI9+ebDWin8Wz59s1xoRioHPQLs386Qxk8rTurLOI +QYB+4z4OvhnQ1c+fs0uOAWvSnwJrjWl4PK6TlP4VA9lHzTo3Lacwlzkko6EU +i1S9itFh/0m4aramx3vGokei6Pqr4gm0Zr+dOl8bC/EIX8sT8+MYYaxSMuWP +A2t9L1vlf8bRz608kGESh9B9BZxf7cbQ6nBF7fS7OFxk7nJSzB1FYe32t5qz +ceALdqQ0MIxiO+WjhadyPKp9I5ItTo1AdD/HMLt3PHZIOivUJg6jYfoYpf9r +POQ0NFy/MwxjjOlgNpNwAjAY/szabAjdGqz1DlYJkCmzVtX7NAhy1ENNIjMB +El08y5aSg1gQ73SW/JcA6SN95ZTQAdjH9U3d1X2Hu8JpnK+ZBpBWPSHAGvYO +Drfd852d+xGl2HdtYOAdDpkaL65N9eFw/2FrFtlEdNzq0+Sx6QOXicwLe/dE ++Kgv6AUO9aKrzNZKpD4Rx/IFpiytepGz395xs1AS3IMS+ezHe1BQdVHnrE0S +zAa7i8IdekDvKmjXnpuE0I6Otmd/uxGtecItijkZa+3B20v5uhEh7cqWciYZ +ScxnuKPkfkJ+3RJtKS4ZTvLTO5eNfoApjJXffz4Zu06VOiU/6oLs367GK5op +YFZorHuU2QkxpXdBbsEpeG/XZ3Zp5Dt+CyUxdg6kQPPznQkBke/Qe4SWe/Kp +YOR64/34cgfyP/3KNvZOhX4RLepJbDtef/c2e/AtFdfiMyaXxr7B1J09qFc8 +De0lVpeKD34Dq87chicuaVCoU+eiebfBskjY/2ZdGpQ5yw7mfm+F4f2ZweBt +76GvEiBClW3FykP7nhW79/jPv517PPxbcCrwtEF8+Xtc2NodwjbVDLMuQQ5/ +gXQM1HfRFAybIT4iNJdjk46QfcwpY7lNeNRe1L+9KB3eUiW+bCJN4PPLN7+y +nopj3csHPJ834pvmXKmRLBUJHDRjBbpGaMSwrb95kYpbvWUO/He+QttNRTra +m4qjptZXWNq+wEyQorhApaKCBLH2VDfgEM/3nTadVNw4OMDmW14Podsr0ytM +Gdi+iX3+R1kduqnVSVTpDKQvxz3PrqpFXZ3sea8LGTih9n1gvLEGnIlGbM7e +GYgQe7XbpLcaXi9iv1IyMiC+zzBpaOEz7EW6Cj92ZaDwIV/7Va7PyA7SGuZb +T0P0c0OJov1VaHqYf+2pHA0PCqc21xhUguNCheXWSzRsGanebOtcgTK36qUm +Xxry7qb4+cd9wqD8FoOkHBpGfwUXsrWW40ycyIu3fTRsLLzZVMNajqI2n9E8 +zkwMSK1voGqUQWyj8fNfSpngOurqFuteis9JEvknrDJBSapz8SkpwazW8dia +oEz8threcoypBJ1Y9LcpyYRlfW5vxKti1PZ4lklMZoJzR63XolwRZugDfDi3 +ZCFT/iqTR/MH3NMylN94NAsV1V1hTC4FMJXJF8adLOyYpc8z3ZOPKp/KSL/o +LMTwi/Gbd+bihXbFprWGLMi/eeA3HJKDkLcRS0ErWSi/Syf6+Ww2NNw2ZupJ +ZGMqOOLPj61ZUBDQKpAyysbc0boDjOM0DHK3PT/gnY3RtrfcgsUZ4Fh1/HA5 +Kxunw9aK50KpcG/RrM/sy0ag2MuWmbH3EDUiplI8OTAXrjy7PjMVmwzruRuR +A979GeumHiejp0glIPJWDkYNN4RbWCTigopFaMDrHAh8zPHap5uAn9yqfdS6 +//1H/7VxqMaB2S9aY3k5B49YDss3KMYgJpEl0F4yF4eWd9fLq71F2V7TPP4L +uViwdnkhHBGJv8N/UwZ9c7GVpuqhVRMGTvLaYbAgFz3yI5bu7CGg94wU2Tie +i1LH2hnLywFwe7Zr4K5QHpTnGjqlKBSUzkf/Wn88Dy7DWVdtnLywb87izZf7 +eag7JCnrxeqKyaZLerVpeQiX26nIU3MNG2LVPVd/5uG/7VP98A== "]]}}, {{}, {}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, @@ -8019,7 +7115,7 @@ l433ClDYLSnnxXoXOq0mp2szCuD/WeQwd40dnkeqeP7tL8D/AR8TC28= Part[#, 1]], Identity[ Part[#, 2]]}& )}}, - PlotRange->{{0, 33.210019482454186`}, {0, 0.09715256147464617}}, + PlotRange->{{0, 33.210019482813365`}, {0, 0.09715256147468324}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], @@ -8034,17 +7130,15 @@ l433ClDYLSnnxXoXOq0mp2szCuD/WeQwd40dnkeqeP7tL8D/AR8TC28= 3.817638950488543*^9, 3.8176389801125393`*^9}, 3.817639384560536*^9, { 3.8176394648201838`*^9, 3.817639475564313*^9}, {3.817640221335127*^9, 3.817640248053196*^9}, 3.817640401002247*^9, {3.81766728274492*^9, - 3.817667297661644*^9}, 3.8176673405798473`*^9, 3.817718316939249*^9}, - CellLabel-> - "Out[166]=",ExpressionUUID->"c9ada2eb-d414-41cc-a711-4dc5eded809d"] + 3.817667297661644*^9}, 3.8176673405798473`*^9, 3.817718316939249*^9, + 3.818229637085619*^9, {3.818229702780876*^9, 3.8182297078089457`*^9}}, + CellLabel->"Out[25]=",ExpressionUUID->"870d2d1c-ad1c-490e-b714-dbc511fa0de8"] }, Open ]], -Cell[CellGroupData[{ - Cell[BoxData[{ RowBox[{ - RowBox[{"g3", "=", - RowBox[{"g", "[", "4", "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{"h3", "=", + RowBox[{"h", "[", "5", "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"F3", "=", RowBox[{"RF", "[", "2", "]"}]}], ";"}], "\[IndentingNewLine]", @@ -8052,7 +7146,7 @@ Cell[BoxData[{ RowBox[{"eq3", "=", RowBox[{ RowBox[{"eq", "[", - RowBox[{"F3", ",", "g3"}], "]"}], "[", "3", "]"}]}], ";"}]}], "Input", + RowBox[{"F3", ",", "h3"}], "]"}], "[", "3", "]"}]}], ";"}]}], "Input", CellChangeTimes->{ 3.817563268660089*^9, {3.817563829122241*^9, 3.817563846550528*^9}, { 3.817563950998456*^9, 3.817563956525237*^9}, {3.8175645239988813`*^9, @@ -8072,22 +7166,18 @@ Cell[BoxData[{ 3.817618757439868*^9}, {3.81761900296082*^9, 3.817619003035212*^9}, { 3.8176203963382673`*^9, 3.817620396528458*^9}, {3.817626242723531*^9, 3.817626282042306*^9}, {3.817627870666265*^9, 3.817627904779098*^9}, { - 3.817629704809123*^9, 3.8176297360288*^9}}, - CellLabel-> - "In[150]:=",ExpressionUUID->"78606265-f50f-49dc-888d-33550f059b83"], - -Cell[BoxData["$Aborted"], "Output", - CellChangeTimes->{3.817632399208988*^9, 3.817637443451262*^9}, - CellLabel-> - "Out[152]=",ExpressionUUID->"0e837164-3793-49da-bdd0-d4f51cfcde79"] -}, Open ]], + 3.817629704809123*^9, 3.8176297360288*^9}, {3.818229759701996*^9, + 3.81822980267845*^9}}, + CellLabel->"In[26]:=",ExpressionUUID->"78606265-f50f-49dc-888d-33550f059b83"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"sol3", "=", RowBox[{"FindRoot", "[", - RowBox[{"eq3", ",", + RowBox[{ + RowBox[{"eq3", "/.", + RowBox[{"\[Theta]c", "\[Rule]", "\[Theta]c1"}]}], ",", RowBox[{"{", RowBox[{ RowBox[{"{", @@ -8124,14 +7214,16 @@ Cell[BoxData[ RowBox[{ RowBox[{"gC", "[", "2", "]"}], "/.", "sol2"}]}], "}"}], ",", RowBox[{"{", - RowBox[{"\[Theta]c", ",", - RowBox[{"\[Theta]c", "/.", "sol2"}]}], "}"}], ",", + RowBox[{ + RowBox[{"gC", "[", "3", "]"}], ",", + RowBox[{ + RowBox[{"gC", "[", "3", "]"}], "/.", "sol2"}]}], "}"}], ",", RowBox[{"{", RowBox[{ - RowBox[{"gC", "[", "3", "]"}], ",", "0"}], "}"}], ",", + RowBox[{"gC", "[", "4", "]"}], ",", "0"}], "}"}], ",", RowBox[{"{", RowBox[{ - RowBox[{"gC", "[", "4", "]"}], ",", "0"}], "}"}]}], "}"}], ",", + RowBox[{"gC", "[", "5", "]"}], ",", "0"}], "}"}]}], "}"}], ",", RowBox[{"MaxIterations", "\[Rule]", "500"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.8175612726329412`*^9, 3.81756128486736*^9}, { 3.8175614038617268`*^9, 3.817561415404965*^9}, {3.817561511096093*^9, @@ -8178,51 +7270,38 @@ Cell[BoxData[ 3.817626286376536*^9, 3.8176263645243196`*^9}, {3.817627920512431*^9, 3.817627961648692*^9}, {3.8176289379929667`*^9, 3.8176289382553997`*^9}, { 3.817628977854362*^9, 3.817628981182324*^9}, 3.81762904026398*^9, { - 3.817629751676261*^9, - 3.8176297825415983`*^9}},ExpressionUUID->"396a3ca5-637b-4194-943d-\ -7ec379bcf47e"], - -Cell[BoxData[ - TemplateBox[{ - "FindRoot", "cvmit", - "\"Failed to converge to the requested accuracy or precision within \\!\\(\ -\\*RowBox[{\\\"500\\\"}]\\) iterations.\"", 2, 81, 32, 25019190250911170972, - "Local"}, - "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{3.817628956297529*^9, 3.817629002758065*^9, - 3.817629055942992*^9}, - CellLabel-> - "During evaluation of \ -In[81]:=",ExpressionUUID->"9a92db76-2a3a-4c87-9b65-03195ab7f92a"], + 3.817629751676261*^9, 3.8176297825415983`*^9}, {3.818229743661914*^9, + 3.8182297488938627`*^9}, {3.8182298139507504`*^9, 3.818229816310824*^9}, + 3.818229853009067*^9}, + CellLabel->"In[29]:=",ExpressionUUID->"396a3ca5-637b-4194-943d-7ec379bcf47e"], Cell[BoxData[ RowBox[{"{", RowBox[{ - RowBox[{"A", "\[Rule]", - RowBox[{"-", "42.9483737001412`"}]}], ",", + RowBox[{"A", "\[Rule]", "0.00015900032800591127`"}], ",", RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", - RowBox[{"-", "2.867404604750972`"}]}], ",", + RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "0.36110739686172644`"}], ",", RowBox[{ - RowBox[{"FC", "[", "0", "]"}], "\[Rule]", "19.25519435922342`"}], ",", + RowBox[{"FC", "[", "0", "]"}], "\[Rule]", "0.0005674376701636485`"}], ",", RowBox[{ - RowBox[{"FC", "[", "1", "]"}], "\[Rule]", "84.12814075220349`"}], ",", + RowBox[{"FC", "[", "1", "]"}], "\[Rule]", + RowBox[{"-", "0.3200712741334943`"}]}], ",", RowBox[{ - RowBox[{"FC", "[", "2", "]"}], "\[Rule]", - RowBox[{"-", "144.60347357786114`"}]}], ",", + RowBox[{"FC", "[", "2", "]"}], "\[Rule]", "0.21627301106304087`"}], ",", RowBox[{ RowBox[{"gC", "[", "1", "]"}], "\[Rule]", - RowBox[{"-", "43.371259927071165`"}]}], ",", - RowBox[{ - RowBox[{"gC", "[", "2", "]"}], "\[Rule]", "98.30234397173395`"}], ",", + RowBox[{"-", "0.03158303972493607`"}]}], ",", RowBox[{ - RowBox[{"FC", "[", "3", "]"}], "\[Rule]", "142.15608968941217`"}], ",", + RowBox[{"gC", "[", "2", "]"}], "\[Rule]", "0.0013965009198843028`"}], ",", RowBox[{ RowBox[{"gC", "[", "3", "]"}], "\[Rule]", - RowBox[{"-", "51.32768903768098`"}]}], ",", + RowBox[{"-", "0.00002626563213385422`"}]}], ",", RowBox[{ - RowBox[{"FC", "[", "4", "]"}], "\[Rule]", - RowBox[{"-", "43.63797646409232`"}]}]}], "}"}]], "Output", + RowBox[{"gC", "[", "4", "]"}], "\[Rule]", + RowBox[{"-", "0.00003396675274654366`"}]}], ",", + RowBox[{ + RowBox[{"gC", "[", "5", "]"}], "\[Rule]", "6.960584369455657`*^-6"}]}], + "}"}]], "Output", CellChangeTimes->{ 3.817582243098262*^9, {3.817582385638481*^9, 3.817582397851478*^9}, { 3.817582440404005*^9, 3.8175824479120073`*^9}, {3.8175825951659813`*^9, @@ -8243,8 +7322,9 @@ Cell[BoxData[ 3.81761983514673*^9}, {3.8176206689279957`*^9, 3.817620689262381*^9}, { 3.817620739706464*^9, 3.817620790926754*^9}, 3.8176208714846783`*^9, 3.817626520486795*^9, 3.817627350228532*^9, 3.8176277415834227`*^9, - 3.817628956472193*^9, 3.817629002825632*^9, 3.817629056020689*^9}, - CellLabel->"Out[81]=",ExpressionUUID->"e97932be-a01b-4712-8761-1702066ed336"] + 3.817628956472193*^9, 3.817629002825632*^9, 3.817629056020689*^9, + 3.818233161500917*^9}, + CellLabel->"Out[29]=",ExpressionUUID->"0a79d5ab-6737-45dd-8fda-550f17f5acad"] }, Open ]], Cell[CellGroupData[{ @@ -8257,7 +7337,7 @@ Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{ - RowBox[{"g2", "[", "\[Theta]", "]"}], "/.", "sol2"}], "/.", + RowBox[{"h3", "[", "\[Theta]", "]"}], "/.", "sol3"}], "/.", RowBox[{"\[Theta]c", "\[Rule]", "\[Theta]c1"}]}], ",", RowBox[{"{", RowBox[{"\[Theta]", ",", "0", ",", "\[Theta]c1"}], "}"}]}], "]"}], ",", @@ -8267,9 +7347,9 @@ Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{ - RowBox[{"F2", "[", "\[Theta]", "]"}], "/.", + RowBox[{"F3", "[", "\[Theta]", "]"}], "/.", RowBox[{"B", "\[Rule]", - RowBox[{"ruleB", "[", "g2", "]"}]}]}], "/.", "sol2"}], "/.", + RowBox[{"ruleB", "[", "h3", "]"}]}]}], "/.", "sol3"}], "/.", RowBox[{"\[Theta]c", "\[Rule]", "\[Theta]c1"}]}], ",", RowBox[{"{", RowBox[{"\[Theta]", ",", "0", ",", "\[Theta]c1"}], "}"}]}], "]"}]}], @@ -8281,8 +7361,9 @@ Cell[BoxData[ 3.817581583359663*^9}, {3.817582250277421*^9, 3.817582268443882*^9}, { 3.8176137509420633`*^9, 3.817613772032806*^9}, {3.817616947220008*^9, 3.817616967115974*^9}, {3.8176195353257837`*^9, 3.817619546043696*^9}, { - 3.817627764775979*^9, 3.8176278238158283`*^9}}, - CellLabel->"In[75]:=",ExpressionUUID->"050da7fc-1308-4d49-81b4-1f4efc54c09a"], + 3.817627764775979*^9, 3.8176278238158283`*^9}, {3.818229824671139*^9, + 3.818229831606958*^9}, {3.818233166561644*^9, 3.81823316664911*^9}}, + CellLabel->"In[31]:=",ExpressionUUID->"050da7fc-1308-4d49-81b4-1f4efc54c09a"], Cell[BoxData[ GraphicsBox[{{}, {InsetBox[ @@ -8290,106 +7371,96 @@ Cell[BoxData[ TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" -1:eJwV1nk4VG0bAHDbzClJ8pZQlkKvLUoowv2kQpRkqci+lpSQkIqilxRZI2uh -EoUKlaUsUySEkew1M2cGkRkULdL3fH/N9bvmOuc85z73tt7d39pLgI+Pbz0/ -H9//f78Laj8wFDhsVD0jxlfpHmykmrI2W3WtDjQpXR1ZzLGBRnQ7fUF6D+zf -0Ob/IccDEtLd09jSdjC1/KXP65wg+Na4a9WAtBe8NeiW78yJgvtHKmx6pINh -Y9ah0/K5KRBZ4BfUJX0F2OWNlmfyCuBri5lgp3Qa7K1PaXlX+BR8t+leWbp4 -F+gzoQxKEg2k+p2GLQ6Vw/tzHvlezR3gvaR5tD65ElbnvGv+G90D6WzNFXRU -Ax5d235V7RoAe4u3zV9N6iE3+pb7mZ5P0Hfu3E20sQncrXPdfoqyYB9r0VH1 -x2swCIgeKdrLgUodPqsbt1ogb9zP6pX/OIi5XOpqDHoH217adrrxfwXXwIiI -AJkO+C5xM2zAkAfWLkXJg46dMG254aKX4Ax85XU+9Grugkj/CM0C/m9weX6b -0yMpOujl+Flrff0OieMjto6xPXC4orL8pNgPkAz1bznE+wAq1nuqhHR+QVa4 -Ubco+gjrF4fPW+xYgHTf/QoaD/ugK6czfvPpRUjoyBRexjcALUPtEfeM+NAf -GWW9A6cH4WyH7fLfh/gRZ2kea6R/CM64qWy65y6AWn1tFdXVRkBg6+djbtaC -6N9nex9+zvgEWvx9I8WmQghqjbxUQj7D7S0BggfWUpDyif1asbIM2LddhrHQ -S0HVSmLnndczwHv9j9Ff/RS0/3P3a21FBrjcvbxjfoiCAu2O2DNUGODkbUT7 -wqSgOvCI1NdhwP0PZw3rpijIelVYx6QFA/arL+sTpVJReF2h78EwBog0yc45 -bqWijhUL+dI9DKCJz631iaUic9MJn/peBqxsf+9Ei6Oi5osD6t79DNjlYjgq -F09F9V+fVz0eYcBwmHF7VxIVPXkX3Go2zgB18YU2+SwqSo/hTp9dZIBYTBLd -9xEVuf5lIroyE7aQu5qKOqloSLebEqbGBAk9UaP2biqyP9XQKqvBBCedXyxu -DxVZD+fZ+m5lwt6tjx5p9lPR7hrHY/xGTLD6Wyd3i0FFyiG9NzRtmNCnQHsu -PkNF01NvR65dYELn2prUzJUE2n3PNNA3kglpdtrJJf8QKMPpNWVvFBMqq1+b -Vq8mELTVq1OvMkG882VvpxSB4h88OxeZyoQDO2Y9mesJpOJ5VyK4hAnKb7XM -b24hkFt/pKVzPxNSvGwj9A4QqCJxkWEwxAQph4yjf60ItMTsfPDaT0x4NlLR -1mhNoLKqkOw+Ej9Pet1x40ME+pNy6os1jwkBERp+ik4EumXp+J8pwQIriVNF -gb4E6mra9nKzDgsO7XU/uTmKQM6Wj8b4t7OAdeTVQl40gb70bfiHrs8C7bua -Esv/I5DA1PJjwYgFdjEmrE+xBNKWJFdWW7BAR35Xq08Cfl+/RK9d7izY4To3 -8TeDQIrzlMRVXiyYHCooNM0k0ONL4dVsHxbQxoI+Xs8iUOtN7xWxJ1mQkxJ7 -f0UugRbqDV60hbJgZ8HXD3P5BHJdPS5y6AYLbrzvv2H+kECTec7b/k1mQUY5 -7czxRwQKU+1x+5HKgnsflWhXSgmUDK+qMjNZ4Dx2PLeqnEC042mun+7i89oy -lX5WEOjflzsrjtWyYHHVcBFfHY6n2bMRvVcsCEzwa/iOjejqS5c1suCK80qd -sZcEOjK2xvlRMwuMGtpVXtcTKE58ipjpZkGMUIyGC41AU96ZR8PHWeAYUNcl -/o5AnqcM+NdNskBKYzz/PfZg8Mi92ikWKPxSkI5rI1BL9IaZP7MsEPFtnJ9v -J9Cd/OLYyEX8/4EUh2edBJIs3qexnp+Er9YbTd26CJTweIreIEjC3eo39CXd -BDpXryUnuJSE36LarVZ0AtmOVFde+YcE444pCdoHHE+249GNEiQsXSrFdegl -0M6vi3zNkiTI57m6cbE1Foz3LZElYVrPbuXKPpw/0u+Yccok6A7ujNs2QKAa -u8EViYYkaGhfNxAbIZCW04XKzYiEgKxnzpHYRZ5yR7uMSSgYPrxiCjs1yOOe -uBkJQ4fXSDV+ItCppAmDNGsSOgz/q97HIBCZEc/UsSPhV6C5wQPso7c1Y3sP -k3DAs81EkEkgs7Ig+honEqRGt86WYW9o/30804cEowNtaRMsnE89OSt2+JLw -Q+zZXm2SQCuGoHLQj4R2Wm3kOeyFL1F8MoH4vO37g/9iB84o3as7Q4K3w5kt -RmwCjf1stnAOIeGlxeTJc9gfloik550nQfissNcE9j6xUgMUQUJ0iqWsPIdA -jWusmJ8vkTA1Imdnjb1dbibmUjSOp0LHksvYpRtTN22IIeHzpQfby7AVNXTp -jVdJWB0sQPZjZ+n0hXpcJ0G7Q0VYYJRAsbvX0QqTSNj/RJlmjt37bt/2i6kk -6N/R/HkSW8HmwsPD6SQsuaumnYB9euCR/JZMEpIz4EwJ9ku3kVThHBK86AnP -X2MvGxddSuaRoKdqyDeMfeQ0XKjLJyGSe8p8GvvevP/0zbskfJs1uykwRqDZ -i7e9TheRIBHDY4phI2pX/94SEupCrmmuw06I57dUKCXh9ioUrog9uEqrcaGc -BKa6zmsVbOVsd93epySkiCWLqGOfVUgpLqsiYW/SRSs17KbiJtmrL0hIE1BI -/BdbTOtbsnstCSX6Ra3y2M4vFAmDV/h7JW/7K4FdguzCVzeS8H30l7ow9o/m -K9wpGgm7s9bZ/MLnNzlQ5dHSTEJecvPpUeyUXs7HO604nnr/XunC/uy0Zl94 -OwnLI31uPMfWYJvW23aSkDRSkZCNHe4Xqq1BJ0HaxuDyBeyW2aIiopeEMA+1 -40exJcL71zH6SLguU26si+0hIJxUPUjC6zU/l4til1/Vp6SOkFAWoNPKxN9z -UexE2EkGCTd7Us9WYFtkZH01IUmYDTIVj8LOkGtzkx/F+SR6MdsSe6vGJnP6 -JAnDpEHYEM6vyEqnlw+5OP72Kq252B0GCVr/zZCgtN2d6ox9zIIrrfeDBNVn -MYZ0nL9V3XI3xH+TsPH3kO5VbEEHK8HJPySozR6QNMDOPfZ4IleQDRYB3okZ -uD4muAyXUCob+qRClIyxt4eI9xxcyobQ2oi8MVxP9CtBtUIr2HA6xB7UsZcU -6MT7SrNhvDhQMuEzgQ6pevPvlmGDiVjUK1nsgsc3g2Xk2eB6+eieh7iejern -nTqV2MAuOfylDtd70PALDd0t+P6yu6NrhghU7/klf4U2G2b7D4tsxRadlF4z -rssGTweVk/cHcb/4Ff43y4ANrTPLqv7D/WVkjVEnvxkbfMplrORw/1m9LutV -sTkbhCv2e8V+xPUo/6PUZj8b6ku+V07hflWj/CT+rjUbYh4dJJ7i/paht9Fi -rxMb7mzqtpfG/c/mqOibxEA2PP1gYeCB+2mcy4lKvWA2TPhsb8rD/bbRo6WQ -GcIG449e5/txP97sdzlK+wIbFl+ZRO1uxee9MIf6YthQIZxG//EG50vuSI1c -DhvUNR8LDrwi0N/8HSUteWxo6c/zG8fzQPd+RmZAPhuqTCX//n9e3C2zDmu6 -zwb9trhcai2BLte/0fV5wgax6u7nlOcEMmSWPi5tZoNIT9LouTICPVGKuG84 -g+O9O6nMMBv3uz/0Tf3f8PUPghjzeD4m9yhXnJlnQ568gHnZLRzvqO76kgU2 -2Lw6Xrc6Hc9bhtKAFMGByN3+6xuScL5kt4nMreXAloCwyCQ8n6v/kQ4s3cOB -ttTBltWnCKQ6cerHXjMOOG5oFjrrR6DMxqaLbHMOqMnf8aXj+R8ecPLaOisO -5FHKnlzxIZDB+/rCOAcOpL3RU21xxf0nzuejtz8H/tL1j9PwftHEX2kgd4sD -tlEmfenaBBK2z0iazeLA1EcllwAtAlmXh3OaczmQqD542XQzrldn48TThRy4 -vMYub1wN9+ua96yGMg6c7E/dQFHA8Tz7Jc7zDQesnz6m3BIjUPEXuf4Hsxzw -/S4irDWO96udghoX5/B5DA9czeVQ0fZbnMvWPzkw25CURZB4PzR9pP57kQO1 -6utC349QEVmoH7lPeBQKV+YK6+J9TsbF7l+u/CgU7Tzg4fySihLpccHalqPQ -Y/opRjqRihruZ+7psxqF5YKV9/fh/XImvHj1eZtRWFk/9SYc7592iq2VTUdG -gZKgJtgVTUXSwUvnrD1G4e273acPh1FRgUTs2YDQUfi4J2hZjxsVVdlfCSnN -H4UzDovktc1UNPgpIkx5fhQ8fheMfadRELlVVpLyaxQKVjEXpRsoaDKmtoqx -MArLCJ8EgzoKWtD8OZspMAZjiSyp4EoKWhcZeGq56Bj8PGo8WnOXghzlvTxm -FMcgdawq+vYVChpxNd9faz0GCi2zR5qNKYjJWLXeqnQMGFk6NtlPhFDPk0/6 -C+VjsLQ7XEyrVAi9iSq2LXo6BkcoYW20B0KoWAnF8r0Ygy0V+saM20Io8PgJ -bnnTGOyyuLZ5LkEICU431K3sHwP+gXthib5CSJHP34EuOA4mqwlKnJwQ8pZ9 -m3LIfhzGwqcVyyIFkbJKIE2A/wuIG2Xr7lEWQPdUajKYVV+g3shkuiGaD93x -VNh+x3UC6Mze4Eulf8A+TS08RXIScuUMnx9p+QmWqcrn1dongTiabhNM+w71 -7bvN8oO/gvhHm2Ll6WngLvA936c+BTcUn4z73p2ALO+hmQ+9U3D4gkz97C48 -x3MfTghd5EJ01/BTVe1B0HeRPTsQyYX23s7Ymj8DMC2XyFcexQXNJWnZJ5sH -wPlO0OqjV7lwWNzeUffoAGwv1IfHqVzwex1h4hrdD18ftCQ7lXBByvNchMnw -RzhUSepV9XFBYkWK5nhxD4icPUS7NsiFtXYqLaJhPdCk22LpNsIFS5fwOkfT -Htj8vMRDhORCvPhUcSBJh2U1gfHuXC5U53wQi5eng6tr5GlCkAf+cZ6h5be7 -YJW3KO2pFA+0NN9XPo9uBzJ62IS6lgfZT3ZM8ba0Q0XBw7dH1vFgYd6k7vyn -NrBjmL//I8sDo2sKtYk72uCmY8yAqSIP5saMUyrnW0HShm96UIMHNU94IpaR -LbAOzcgI7ebBxheMotsfmmDSueH2oT08cOCZN61JaILaC4kKD0x4sGUmm8Y1 -aQKnGg0Vy708WFuSq0170Qi5uie0Myzx/TpmmMKFDSC/iTRXt+fBph823xgS -r0BJujfE9hQPJvc8rPI/+AyezIjbd/jzQPMTvfBFRxUYvTugbxbAg1iZ0+mS -+6vgyPm3CzvO8MBrRXah9P5KuD5Se0nhHA+qGd3IxuEpfMsvuDZzhQet0nO9 -/nZlcCn8s59fDA/4gsTO9AeVgqitjCUnlgeSQtvSbqY+AmVKutjANR5kWlC/ -rx4uAUefuLSGJB4425LBQXFFQFMLyEvM4UG6qkMhn30+HBQqjRTOw9erhycz -c+7AyNAXt+jbPPhjK/vNmH0bfsR7KoYW8OCfXZ8EVs3ngjrv8AOXB/h96i6a -LVy/BS9aUuP6i3ngKblhyU7IAJM7XSdsHvJg/rJ3dencTXC1ttAwLeOBK3lB -Z21wKqRWGD3VqMTfp2xT6wO3G7A+Pjy1qIoHYWpc4rdUPJR6PQ/e8Bzbw6Zx -figOWiS0tkvU8OChec6EfNR/sBCqVPenngcnzLp0Puefh6sH3XNDGnnwzWeN -QVV9KEio5kVMN/Fg58/SwFvfzsDmQUlj9hsehFAlx98YnoC6p3YKLi08KNj2 -qp6n6gnm15OF+t/ywPpLwdzAVQfo9XzPtn7Hg+jCtMFHmubgYSjS3NaGz7M5 -NF9P9bjR/wBE/bQ/ +1:eJwV13k4VN8fB3BtX1mSaFFKKPEtWiwl4S1UVBJCFCr7FqJIEiEtEq2SpWTJ +krJLWTJXVLSgpGSZmTtjRGH6Ztfv/P6a5/U859w75/N8lnPljvmYO88UEBAQ +nCEg8P9fftfiDcV7bHU1BLb5vZjS102OWCkrulITFr46DSWecvBRKLvYJmME +m2CuzzXPTTj4Z6ZOpcxBzOY9mw723I6mTqUlT2XcoFS3otDT0wyCLdsis2WC +EP6s/rmp51GsNqnTypS5iDcy78MGPfygJix8O10mAZrtW3rPuIcj6ePvOQfk +s+E34uy3WeY6Wp2LPajcQmzRPppv+S0RKuvN2GVZ5TDVV3x69PED/FkrcS5C +oRoR/yiPzdbOxPZUYXP1xFpU/xCPNfTOgZ6BzH/XmXWozRtJmmblo3fvKrkU +6dcI0PUO4N4uwPBRY4nNKxrh4PafbPrlIqjHz1hY4fAee2aYK4beLcGAs7e3 +s8ZHvFitlVF8sgwLS80XGRY1w+Zj15pwzWc4KBlel2DWCtu5uxxXiD2HyR98 +UWv9hNHRA7lxT1/AnrOLbxjYhsPF0tOiDlUwvNRgnifRDp0G/9ay/mp8K2hf +aHv9K8r2uqWNPKxBLFet66xqBzrKfnxJNX+J4TQZ0d7S72itPmCs3PsSJzzN +tzcc6gKkZpo0BdfC0f+c3bmQbtRt0vPwGa8FzU9+q6PTg/dU26DxMQZmCrgW +hOv14FTbBckfjgzIiG68U2fQg6ib9OIrzgxYra49ZrK7By+dJ6vq3RioP8AZ +O2zdg7HOhGtqPgxkl6xXCvHrgfEKnvCnMwx4B1ZHVmT0QGnbaxXdmwz8N96t +s0WMibSMXovUlwwsV/J5arCAiaiUiqDuWgYMLafk9y9k4l2C5V1ZioGbT5bO +dV/GhN8rq6bkVwyoOpk3J65homh/wuSVtwz4NjFcpnWZGFEuO7jlEwN9qZnX +6nyY0DquNO81lwGJJvWZzSeYyA+tdOb1MrB1vDag8yQTA6npJXP7GLh4oMtm +5AwT0drftAz7GVAUklr970Umwj4IteUPMuB04lJ5zH0mdJhBW8zHGOg09Oqx ++MhEsWjzgw9CFDwdIwTMWpnYsfvn/TfCFEbDE1fua2MidcArmSFCQbK6wc7o +OxMaSfNiC+dRMNqq8FWbxwSLrb87cgGFIpXOZoUZLAhlPl8wIkXh4uL91MhG +FrLuJI1IKVJYpOHK+q3GghnzpOMwcZpF6MzhzSxkWic2vFGiUBmXp9evzcKt +Vv3QoLUUhoWFKruNWJjpHnWjXoXC4b8vS14fYeHZl0BjdXUKm3rVsu7FEe8X +m7FLj8KXhEOF7TdYuIfbv8S2UwgzjqhccoeFsCmV9E/EH3KaW24ks2B6nGfv +YEDhuLefQEwOC50zly522kkhZzjfJoRiQRtFrqp7KZg//OxUUc/C9rFl6Rzi +MYtpn9E3LJz6RzD9rgk5f4nJhYCPLFT+fj0wsY8CJ7C/0KuTBfb2q+kFZhTk +p/4VtRtloXlZ3pkeKwpvHpstuTfBwpZkx+/h1hT87E/Lt0+zwDFcKiB3kEJN +dYOm5Rw29ql1Rh+yoWB/3tXZRIINhZkeSS8PUUgUzKjSUWZjSd6pUrMjFCQk +ZP1kjrDx9nTv7TA3CnUsUSEFRzbOvTZpGiQOKhm7v86FjdDmWJ6DO4XOgy0f +NL3YqLy6qkXLg0J26oWNFkFs3Jla6MrypKCnMvArOo6NqIH5p/4ep8Cfbo+O +vcFGiOjaCTsfCpkfXq28dZuNj+UrnZ4TiwbcN01LYmMvZHpO+JL4V1g8efGI +jbEb/RGtfhR8jCqOD9WwEXZOwOxYAInHsqx/RhlsxJf/mP2EuPXHjZTpV2zU +B5YmjhNrXfN+J9LExgUpL8/YkxT++Sy7fk07Gy4vWMmPTlF4ljXvlXIHG+FM +K7t+Yq/T43ZqXWyskX48tT6QQvPy1qt6NBul7ZHdT4lTHKMHbIfYEBfzW5cV +RMFMIyDq6G82rFVifvYQzxY8usJthA2vkdh46dMUPHK0TE5OsdGu+O7UFWKN +oYG8a0I05ii9qrALptBb+9XwtiiNh/kFp68RJ96s70iaT0M86vKSGmIBzQei +OYtodBlE/1pxhkJj6AEvSo5GPcdgXiPxXabZoIgCjRjDnctHiV12mgZYKNHQ +2RT/WT6E7BfbHcJcT2OWz7G9AcRNfrsE1qrSCM25K3iPOPGTYaSfBo1C4zPe +NcQayYgR0KZh2ZCqKXiWwswZOuJGoMGpuZGsRPzBSevmNX0ap01v5hkReyhr +JMkY09jzYEVDJPGWOFVZl700zuVZt94nnv17Q/pjU3K+7wKXnxOnPF+bp21F +Q+78rKF+Ys+VShsjbWhYe4mlzQqloBmhUPz2MA0tjx8TUsRzuPKakkdocHf4 +TysTN++WfWHrSNa/D80GcWr+Cr00FxqeHZzJ/cReEtIUz51Gj1Hk6BFirVNS +Rpu8adj+2ZDkQyz4dVFjkC8Nm8Zabghxq47k/hp/Gobli75dJE57IN4qGEjD +4/GMUzeIfeaIHTQNpjGe7lCeRKztLtJx+yyNf1LmpqUTCzXNPdIZRiM2+ZNq +LvHnjf+wFSJp+OWnejwlfnhzlpt3NI1g0vKLiX1HBfqLL9M4ZHLtXSmxzuFp +n8mrNHLFXMfLiIVrJvgG8TSGdt1v/L/bVo0FXrlJ447cwh3/X58e/Wei+Q6N +kdf3HIuI/X7wzy27R+PASXGlJ8S6pkOzjqXQ+Gq353o2sWjRz+jsBzQyGQpp +acTti/tFhtJp1PQHWScSZwbzrmk+orFSQaYwjjigkyMZlkvWV/0siCLers++ +U59P498FlNVpYrHMHun5hSTewYH3PYm/CXWlWpWQ/fbM2MPEj7w7VqWU0+Ap +dMrtJdbXaFunUk1DdM1PdUXi+XdbnwTU0nAzLSmWIO6Y/Kj2oo4GS9f/yyTJ +h1NU47Y9jTQKbmwVaSI2UHpTff09jeyl/y0tIhaPqTf42kxDJGte4x3iXIva +Pe7tZL/ti6V2xEFl1e+fdtAo+TinRId4p3SlxWgXyb9BCf5y4m5m2aFoDqkP +oS6rNpLvC0889szgk3ivFn+2jXhXvVrS9z8kvmqaGySIg5dXNC4ap/Et6r4F +l9RX16tXKhcEOOBTDzKvEudId/9ymceBQe4pvzekXr/7usiminOgmvHU8jax ++Kv+/W2SHFhLiXCPEJ/0HSvYtYyD47/ixYdJP9CrkwhQUuTAVHcyeDax/7K7 +6UfWcqBVvo+qI/0k02flpwQVDtbuevgsilhkmfJmIXUOzDoYWTOIPx/fMcrT +46A2a/Iqj/Qvb6mgkFxbDpRNVRxPk/5333s6j2XHgf3+oUMKxM21kd+lj3Kw +uiV0+r0/qTfveN0YVw5uTLnpyRHPrs0R8A7goPl8clER6beJnt8j18dysKWm +VDOB9O+mGscSl3gO1PdfrVxPLLC4j065yUG33ziP4U3BuebPzvn3OAgIEN3a +50Vh4yJxocEsDjZOauetIfPgVZX+1YKXHFT07WuwdyXv04jdXUhxUBaWYdLr +QvIlt12wqJ6DkFtBGb7E1Xd8zxc3cbDq/arGs84Uyn1TAsvaOfA8FzJ8yZHM +G/nxo5VDHMiQqnJ3IP00YcfKqt8caJc8WdttT2HN/PiOqhEO/PRd71kSp00o +WtdMcbDNPPmnth05X6vlXoYQF7Vfl9lM2VKIuVCw+bUcFyr+i9fs+P98nZzk +v17NxaDZV+qRJYW5/kYFbxS5sLqeqipCHOnQta5RhYuFo9XBjRYUzmrOk3u/ +lYuwGMsKPTKvj/e5iXwy48K9823nrz1kXuyT7e4O50L1xpUpV3K/yLEKuSQf +xcUv2fT6myD91uGLqtNFLratE1Ss0aVQ6BMXxY3l4myffIaEDsnXeIF1P+9x +kdUxkJi5lczHlu6TEyVcZPS/3XdZlcx3mwcii/u4aHhQ2YtVFEqPThVbD3Ax +a823pZAn9edhY393kAv9cwId2nLkfhC8oGD5CBf2o98k1FdSkEsKt1o1uxd1 +Fkq7FkhTYHcefbBRphe6AZV5FyRIv3eS37LHvBeeCpbnDwtQeHfVwNvSshfF +yrZ12/+S+2eZ00OHg71gPhqjFKYZGBPKmh9g3wu7n0ljvAlyn3yyrjfJoxcp +2hc1HEcYyBxXv/vzfC/0+cndUj8ZYMbtmogv6sWfxbK7474ycKjSq/rLQh7a +Xf/mZT9hYPWXxWktS3hQDNwYaJjPwM/hmsh3y3hIaN43uzOPgTClRbspWR6G +JPgu83LI829Utj5R5mHTFs09dukMDLuL9V0w5OF4dlnwywQGLi1+ulAjgIe8 +Q1feJYYxUObDd49v4aEDxrIxexlIXJ6v2fSZh5YfklkFuxkIfe0mKPSVB73A +hIJPRgzsXNWZHtbNw+o2G7OlOxho/dzQ5TPAg379pfJYHfI+nRTLfYJ9WBYh +Kaq6ngFlUePtItv6EO/LmLQRY+DBoxSpqLQ+zP0r+VLpDfn+WH199J7jD6wJ +/dD8RKsWRWtyOgbU+1FokeL7+8JLdHgKDx8b7UfU5dY24YYa+Ahn/TurfABp +nBqDtoFqxG1wc+6M/omWr2JyR/9U4vIdv+YO41/wLs9cvnHoOYQZ7+VExAax +uUwr6mbMM8zmRnrqnBwELfcyuW2qlMzzTpPwT4PILYgTm+dZjCUlxoVMnSHs +9VkhNeBZgI0ONk8sU4dwoWunf/a3PExrROt0Tg/hkZFM/bnUTEjurzeJdBmG +lL5Y7VtWCm5dyf2zrX4Y10s1d/wqjUOYfUTLj4ZhBJ6yDBk4GQePTYee3nsz +jNqx7Tkd6nHQbRP2mGgaxu6MiRZp52volff4XtE6DK1LJ/oCba9Cq0KJ2soc +xvFP37VicAmdvRnxW6aGYeWqXLiKH4aG52ePc6eHoVncY2XnHYbCWMs9dwT4 +qByfyRh6dw7R6nPmjMziY7WGg2lu6VlsDHMKKhXm46mfPXtPxGmcX7LKQUOK +jwtNVdn6C/zg1Te+jV7KR5nMl/DhGb6wqmyWuiXNx7Y/EWhke2Od4/nm3zJ8 +Uh+HrDdluKM1v2dHsQIfp/OO/WcpexRV4c/knRT5iPbf282asEP2gfi/kv/y +scK2irm21Aah43rP/JXJ8+pjhDiKZnBrkrq9aj35P06S1sVVxjC/P3iiZQMf +3ONOuRXrtkPbv8E0YhMfY4ejpatUNkFx531lNTU+dhf9ujVauV/3f0guSt0= + "]]}, - Annotation[#, "Charting`Private`Tag$20069#1"]& ]}, {}}, + Annotation[#, "Charting`Private`Tag$14613#1"]& ]}, {}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, @@ -8401,8 +7472,8 @@ NF9P9bjR/wBE/bQ/ GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], - ImagePadding->{{11.532844387755102`, 0.4999999999998863}, { - 4.997223543150454, 0.5000000000000426}}, + ImagePadding->{{13.8311767578125, 0.8526611328125568}, { + 4.110296696961399, 0.3750000000000142}}, Method->{ "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { @@ -8422,148 +7493,141 @@ NF9P9bjR/wBE/bQ/ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, - PlotRange->{{0, 1.05}, {0., 2.9883652669978544`}}, + PlotRange->{{0, 1.2}, {0., 0.16011714674651975`}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.05], Scaled[0.05]}}, - Ticks->{Automatic, Automatic}], {161.0393860624662, -96.9918078848933}, - ImageScaled[{0.5, 0.5}], {302.0639437331956, 184.7463007331301}], + Ticks->{Automatic, Automatic}], {143.04499547623942, -84.56949451423458}, + ImageScaled[{0.5, 0.5}], {268.0670783099411, 161.0847514556849}], InsetBox[ GraphicsBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" -1:eJwV1nk8FP8fB/B1pJIYOSqVFEXuJCnHW5eQVK74opIjpAMhObuQK+SIKEdy -C7lCPp8iRCJKrrA7a1WO3SiVpN/89p95PB87OzPvnc/n/X5tOnPR1ImbRqN5 -ctFo/z/+4FHP1+E+oUv7/8ec/7n83XVp8ut2Ak1v0KtXtbnhpV5G8oLEQaCF -Y8ZlVVYDu1qN7pB3FGhyRhV2c78aYpLPJI5JWAAtxstoryofkulR2JNi/x/Q -VrXH5lsIozrBH8PGeaeAlmphsH1uDdq2ZWRviO8ZCNkbaDW4IIW+v9wvOiDh -BCHBGrrrVbcidDqPtaPhLITs9EsYEFVEEYsCz6Lt3QCnW+EIi+3IMs0jcpz3 -PNB6DJc6/1ZHm/b02u3Nuwg0d6F7iz800dy5Dfc6tnhAyLGOYbPDOmio9ui1 -q76eICXmnF6+oIdyrSrM3kt4Q8irp9VDKvooKpelfc3dB0I+bXX4u8IQec6t -2arc4As0hZvJV0WNkW5C4K8w+6sw6mToesDiOJIhn9DVn/rDsfwgT4H1Zmi5 -GqONzhsINH1GO9dvc/S+Uz9dKy8YiPCEE14/rJDdHe393wNCICSXf25a1AZ1 -VX2obttyDVQ3L9YnGdmhyiXLMn19r8MoV0G9+sJpFJLt7vVO4haEnzH4sUzF -Gc22Lfmc23gL7t3cHOeZfBY5zzywDXIPBakrF95w+F3R4b3vDio0hEGXqIeB -vIg7Eh/ZueaWfQQs02KGHjT3QLf5OqNs+CNBwHBFxWt1T7Sg5MKl9jQSEiKl -9n+U8EKMgNSvw7zR8L2ITYv5eRkVS/yr18y7A4p3ZaSdZ68gYtObe2FyseAy -eyp6O+0qel2xpmcmIBYS2Kc0b63yR9pDZYdeb4kDuc0DpU2HAtFmBaaqj288 -MDW5uo7Oh6CpVgOeLolEeGP4RatTIRTdPOEkZOGTCLSBYqW7U6FoPevauoF3 -iTAqsqU8sTwMGfPU7WCGJ0GQm82khf5tVKCj5PhrLhleTu45gRKikHO58Cup -nlTgLbEfjWDFoUU95Xc5yvehnbZqzso+HiV2Gn2Sj7gPN2+dlX31KR41Td74 -ob43DYYGPof5Dt5F0rJzWwyfpMPzifWf9n5NRJwj5xtrDmaAHFL5aGWRirQT -/Q39vTLAPHdq3eKXVBQ+dLtTJzMD7vuNL9ULuY82nns8+HIhA8qdOy6klKUh -k/CR2TdPM+GvYUHKQ9mHqPjlcRn6pmywjTFqvKSahdx2adxavpgDJU4Z26t5 -8pDFEYGGRrnHUKBSwRS2z0N6Doy5QLPHYMHLGZBEeUj8TozLTN5jqCVarY4G -5qNGFuvwoFkuBH4JWrGcuxCtT0peVZyfB7Vdr691K5agt99/PTxmUQiPzFK/ -5d0oR8/4O/v4QwrBXdR38tzzcvRIKkf4VUEhRHgqCYX9LEdXjY/f2E0rguWh -Pvmv3J8i2Uf5zpsLi+CA3QstB5sKFGL2n9J3WgksNAotrjasQmv77T4dtiwF -bR9+/63Otag3MKxM51wpMD8rtVzPr0UJm8tuqYSUgj5PfaHaVC0SdOdVFiko -hcmgHaujvesQ97+CoIG/pVD9PtdRIaIeTcr82uiaUwZZ9/MlljQ2IHwp/kzo -93JoVtfU83z2AjkvaxnH8ZXQqxMjcJnZjAYLHVX98ithWDJlYatoCzp2lNtv -O66Es1Ju3ssPtKDdSTr8WVOVgJs+jdo+akECMhWKNwyqoHVX7TPts62oHDI9 -Di5WwXRul1L/j9do0cf/z2vXGmjQlNA31OhAyWMqQj16deD0QdaWb1M3sr20 -fftSyzpYdJvneqrdjaT+qJlpnasDqwUTOy+rbpRHaCRnJ9aBL1qUVontRrVa -2hsvf60D/R3mgfG0HjQcZ6AillAPkiltFbxjPUhG1/7oifHnwG0VqedX/wFZ -H37dMqWPIc292DD/UT/qu3o1SW9rIwQY2208FEVHxuSirfyvV3Ds2d8bSh0s -VLmTduxOSitoOXCPKe+YRMSpa+9eerVDQ3/ZkpID39Bpz+Bgjw1v4bLm8cvi -7t+R6am8+EHbLjDcvVKlveAnmuJ0FTm1vAMDxW9+SaZ/0PWfu+yK1/YA1zeR -6J7uRRT7ZdjcNvw96By7E7zfkguvuXKx1ZLzAb7KeSTEavHg+/663YJ6H8HY -4VL87gVenOx2RFq5qA9C+aZU6vv4cMzbVP4VtAEwtpranRK6DP/dILf76KVB -mNl/5LfQPn7MWv6QHO4fAi/bQPHmvhW4zc1cRlFhGJSUI8f1dq7EstWGRaP3 -RoDnc4NQdZggVgx9eVnjwQjIJK04ZRoliNUstHSiskdA/ZWN9ESsINaeVXy7 -q2QETOV8+cRSBbGpCsGJaRwBm9P14kZFgjggt3eHzvQIOPNettfsEsRf2ss+ -vdk0CmtZoc83iAthqNd12uY7CsYFzhc6UoTw/JznaLPfKLj8d+F8froQrtqe -a+MYMAqRSh1V1zOFsHKukOnDa6PAeRIho5QvhNfHj+qKRY0Ci5t91L6G+v3Z -62u4Mkfh00gen36vEK4QaW7vaxuF9l5Fnr9LCXzJZF7fp2MUbn/JL2tYTmCF -28ovRbpGIWZd2I+gFQTOWkyqMfkwCtu5vLT+CBI47svZnKaRURiYiitniBH4 -AloeXPp9FFR0gxnu0gSWO3dELVySDg7S3nNuOgSu3UIEnNxEh1Sq40gBgY+M -dr9Sl6HDBO8D1/d6BPa0sLKmb6PD+qgP4xoHCPwcHEL27KRDo+mDGZYRgU1F -/d5OHqZDUU9Fw8wJAvs/f+R23I8O7O/rZCsvEVjwytkK2QA6FIiE8Kt5EjhD -TX7xbxAdXqX1SxZ7Ebg590lcwU06yKdu70v3ITARX1vDE0sHv3FmoGsAgR85 -d/FVPabDO3b12vwwAr8VWsiSeE+HrzOnm16lEdjo0MRZ3EsHDa7p/TPpBG4J -GlB07qfDmkeKmzY8JDCeqqkqG6bDMP+K2fOZBC5v924z+EIHdYuLn//kEDg5 -jP3NZ5Gq5+3jutYSAp/+x9DrkWOAXIqopDQi8JBG9xI/BQbcEOG7JYEJbH3h -RZukMgMWdP20iRdU/Z8emrvtYMCjxSP3514S+ECdrQuXLgOupz5c+aSZ+r99 -e++omDHAKWrD+bcdBP42/Xo4MpABglPjTk0D1PmPD3m6hTCg0/WMSuIgge/Z -vVpieIMBOUYJbIchAsMbrMh3mwHeUnqmfz4RODq/+mpIAgO6emvuCtMJvM0x -R9y7kAFa660zBlkEDlgnXWBWwoAPQX/SI8cJ3NWdoaNWxgBPxyWRuz8T2Hdv -miO7igErNoRvv/OFwK8k75a7vmTAbdHP2ZsmCWzfH2Jysp8BaU276hkcAlfE -LtK1hxhwbWWxv8c3Ai8zCPBeN8KAIotE6UXKT6p80/qYDLgaLaggPEvgv3cv -fDXlUN9zsQQkfxD42OHJwO2zDJBfvYM3jfIjbjdhYo4BQ3Jpo6vnCHzYw0mz -4w8DZPo3HFr+k8ApJrahh5aS8LTcG3X/IvDkkoG1W/lJkDym8R5+E1jv+Yli -3pUkbJvqaSugPK5g9v7FKhI6R1baXp0n8M7lRpu1JUloUHXhoS0QOBy3VEps -IuFf/u91tpSHfA8a/pYm4XX8XpEqyjdYepeqtpFg/sIlzeEvgd817mpQ3UmC -cLOlYM4igU+aFH/m0iQhL2B7zTTlr32bRXr2kKC7Ofq4xj8Cc0+vdPHWI6H8 -jO1xRDnmyo14/f0klAasq6bRhPE6nt/1q/VJMLo5w69HWX0NU7j2MAm+Ljf8 -ayjjLGvtSBMS2NWRyd8oH1HqdLY9ToLcoEGGHJcwdt5XW7doSULhves+sZRn -3qiwOq1JuP7w2P4XlINP5BCZtiQkmfn8YVO+5x7rtP8MCXW1FxUPcQtjmZ9L -YkWdSJjtT350kXLZNf/asbMkrAzGfEmUdQW+MavcSAh6l2BaS7ktyVko/DwJ -d6xx2BBly01Du60vkZBJY+csUCYLjzvKe1H1CHcUSfAI4wWs/ezNFRJ2XjPy -OkY5/HA5me5Pwj27A2oulMV6ZQUvBpGw50FWXyDlrNPpmnrXSKjxEXGOo6w8 -scpB+CYJooEHB7Io13qHRzNCSRjOH1cvp3yItlj99DYJdlb53ojy+wgvxs0o -Etr196S1UT4t9kXA8g4JAUlGeT2UJx+e3CUbT4LAm4iUAcp+8u/tfyWQkNJZ -eHGEMl+lYdTrZBKmJk/KMyjHA6pKTSWhuMfi9f8t2aZOP5dOQmTyPmM65ULz -ghU6GSRcLP1Y/omy5shGDcFsEmrnWxY+Um5yTTw9kkOCdXXzti7Kx77zR5bm -UfVEhe1upvwpKKTyWiEJ+TcaFGopuy2fGzEtIYFbUIpWRHnu7jl+mTISXGn2 -VfcpX5ekq/94SkJZoobJbcqC+ZanmqtIuHDBsuUy5dQdb24nPyNBKs5n00nK -sg17K1zqSXByO2J7kHKFQfXwbkSCfEecrzxlvR7F5StektA7M++5kvIbu6wd -Q00khPnrmUxT79Pq8+qTxS0kbL8gsbyDMtMzOjyojYQRzb3Z+ZQ9/nI/PdpB -Qn/p+fU3KUesml46002CCs/zAjXK4ukOao0fSFgVY4b4KGfL9tsm9JFQIPux -rI9aj/XaTWUaw9T1Tsep+FCedk618f9CrUdsE5pMrXfHC9pc6ydJUAueLjlJ -edB7+HH9NAlut9LmpSm33tw883eWBPvey/N51P7KzCoID1mkrid8PCmN2o9r -CoyVN3Ex4YjL3DtzyjFl0z0veJiwcoWoygrKV7HaRp7lTKiomjT2pPa3+XBt -5S0RJvTOJwjLU/u/bczWZqs4E1zf+Zv1/CHw3qlFWssaJszqGFdepay8sM94 -mSQTXOI+f2yk+ssyiXZGhBwTTHf23f1/P6qzGBSK1WFC7vzE8yGqv6nZBVaq -6jHBcJvH57OU8xw32rzbx4S3zjTVb98JnODl8HiVARM60mPFFql+eSFuQjvR -lAkarj07uWYIvLnjj2vqWSbE/Xn/uGiKmgfv04W03Jjwt9E7Zi1loSGoHHRn -gsr5xNibVL9e+HqDtsGTCdvMa0nzCQJ/WCaQ/DCACYvCUS+GqX4ffmB906M4 -JkxGz2slkwTubTfWDEpgwmOtmMe9DAJLmwUWnUhmwsJcdI8I5Qb74QT+dCb4 -KytdDhsl8GxQhtOlPCZE14W2m1Hz5+QzmaXaiAnMOxvKQnoJXKhn4S/2kglb -uZRV0z4Q+FfLLfZ0ExO0hY5frHxP4Lu9rI+ZbdT9sKESvZvArbN5eUt7meB1 -MuDRhk4C71BWMuqZZIKmHDjJtxA4pNKuoYjNhCedjN5N1Px8qx2jFjrDBMWm -53yrXxHY5TBbYvcvJuw4XpExT83bBy5lEw94xuBa/J/axw3U+8neGe0mMQaa -f2y84ysJPLxat4vLYAyypJ8HV1PzX2z9fVRgNAZWu8UEAjMIbCz1q8TsyBiE -uQs81KPyQp1ceXSO6RiIP6vre0Hli3u7tx42tBsDkevnU4uSCWxmI9gc6zkG -FgMcU+loqp4Hw3Ub08fArzYnKpHKL/+ytApbH47BXv1e1jpvAmvk3kv1yBoD -t/mIQxlU3sl5YurXmDsGHj4p67OpfHQdN2ucLR8Dz5eC4nFuBNZhlJSVtIxB -jzX9iOBJKq9sCc7VmaGeZ+dP6Zj91Pr426PU/30MfrU+ERveS+D493IVl39S -9U9sk1ak8prXjW5cuDAG0kdK4l5qE1idvmVg7VIWnI2XRH07CVyV9kZgbh0L -trNULhTIUvlPRMKz5CAL7OKDWkgqXzZyVWpvTGFBzrI9e9zihDC/9b242fss -sCEeX6+LEsKmpf6slgcs6Nqf4bosXAiPntwXe+kRC255rhFLDBLCC3Wd5Isn -LDBXNWH7nRPCGj5fIxybWfAtLknS84AQLvi6sT9/lgV37erXSM0K4tieCG91 -k3EQFfqlmLBfEL/ITT3Yd2wcFC2/XlLXFcQz/gViAWbjILi4wPdOUxBbyLRV -NlqNw67VhOI/JUEs4b18ztRhHA6b/TunskYQZ4uH+3hcGYceD47l6MRKXGV9 -y7ckaxySXDkl4bEr8eBIsJ/cz3FoV1e5vaFTADPoopuOlXyG2R1HR3wX+LGz -5Ou7ltZfwHf8zWn9Vcux3DbPJm6urwCnvq5S412KH2+ru8eo+gquOrDK5gEv -znSU1sw8PQFVDV+GM/dyY+tEBf+7ayYhKebk03iNf8gkQS5AoWMSWk5eod1l -/0a444BBlvcUpGahE5mCPxB7gVZjrDgNDska6yfH2ei+89DMh95pEOGN3/2W -exxdzUUlnv3T8Ke41CGGzkL/fc5yExqahsr9cW9tMQtJuLkyDOjT0DWhVSET -xEL3zs+9q5uYhqhdnqNn5sdQ0mWijJrdsLYldTT/BxPFXj9w8bw8Gwxa0wyn -fjLQzQdFE7xBbGg31U31PjWM9pyS9BkIYYOrcn2Jg9Qw+rYxllZ6gw0wUHki -mP4Jncz0ErO5zQYx14v79Bw/Ic1He6AsgQ3aw1bB0+eG0FR+a7xdIRtOoVw+ -pZsDyLKSubuqjw0Xj+Sl1Pb3IgEfy6bIQTbYqAapt2T0okaNVhP7Yep57BTP -LXPpRao1hQ4CTDZ0v1G5u+3nB7SizjP6DJsNR2pHZaZWf0CnT4dcWsrDgYy9 -MxZFDj1I1Fmw6elaDlQIgXjeli7EvPlJn28dB25ZXkrdMN2JKrKLXlut58D8 -hezrZnGdyIJu1PlXkgMvQ78Yz/e9RUm2YQOHZDhwcHLwge75DrTGjPZtUJkD -3ZuN7H/nt6H1ejMbeA9wQMyFZfjL5xWaPPkiw/IgB9ofSEoly75C9YGx0vn6 -HDj+/BJR2NeE7OqUt5kYcsBdW/bTDu0m9EDjnPo9Ew4Ie18Ofr+sEUkpMY0U -rTlwrDJNtrgGoy0Svb7mFzggXq/tpzVRg8pnVlm/vcgBuuK0VJhtDdJtP7rH -wIMDWZYKxas7q5FVwOsFrcscCBv6vVWgpgpFDddfk77KgS8RPNkOKRXoe1Z2 -5MwtDoz8F2jSm1qKrvmPuruHcSAOKrQWpUqRoPkGE1Y4BwYczKQWjj1BckuS -iYFIDkjcGQgU9S1GtmcjEl/EcWC//r7fk2Q+alLweBibzoFn7q+1bfdlo+O8 -JSH8Dzkww7C80X41Cw0PfbW/mcGBm0GX/ISrMtGvaEeZK9kcUNuWc0hhZwZS -5JzIP5XPgepA+7KqwlT0rDUhor+AA0Gh3HwRRilIP/PdObMiDpz62yWrxk5G -p00PKx96wgGw3vlA1CgRJVToPlWu5EDids1lxfqxaFO0f0JeFQequidGz2yL -QSVONd6bazjwWXg0xvFdJGoVV9MUr+NA0dPMDVcPhqGFK1ue/8UcSPv+Z5I3 -KBDdPn7mge9LDlzezNzV4euHxOUfBn9r5IB2qUGoTIQ3Uh1cs2+smQOcX+ns -lG/n0POnFtKnWjlghX63hRU4IqOoeN7+1xyQOq40ZC5vg3odO8dM2zmA93wT -SWw2Qg46Ai1v3nCARrt3eP6pa8P/AFmPqP0= +1:eJwV13k4Fe8XAPCbJUubEIXsWyW7aNGhVLaQkCRkKUtFlBYl+1ZkyRKRZCsi +kvXeORStWilCKPudey9R6kvpN7/5Z57P8z7zzsyZ95zzjpy7v60XF41Gc1lE +o/3/PDMgplFj4bSd9v+jpoyeGykju1TGAGi0tj/pZscIf6W6uC5pU6C5/cer +aRZLxJlUhomK2wJtKmmdhnY24TjLZciQdgRa6+20edMSQrXU4T8vZRegderd +ntesJv6ofXTiE3cH2p+ZLh7tRmKY9199r4QX0C5Yn2jvaCFe96uKP5D2Btru +0Eu9ps+I2jrbM1HyfkA7wmWgce41kZd8scNR+STQTp1LH9L8QDzR7cgSSw+A +sL8hfu+5PhH6cuPPaOKBEHahsmtQq4coW/Z3lpkVBGFruBNXEv2EzNxK5Y8S +ZyDs1eecqo6vBF/H1qi70ufAKNBq4aHpGHERbR6m5Z+HsF+jysvMmMRUmde3 +S/Ih0KygvGj2LJvojrpmZKscCvk9TpxGzWnC8lSh/7bSyzCo46SxePkPYrDC +2VokPQzcNHpfZHHNEnY5p0L/ikVA/peC82lac0TSyj/p010REPbus/G83x/i +eWzM/bGsSGgeDnxxl7FAbDud0/deIhqat8jonehYhIp727YUS8eBza89J3eY +8qHLE2vbnIE40HSaeZn0mB+zNvf4JOfHw2DmfOslU0FcqjyZdUH+CuQ7LJfd +eXYZ/lhY/ctKOQmELIdW6WoKo/qZO8tNxpIg7JnrmiFJEfQmNypvLr0Gg09T +J92XiSLH7/a9lenJkL9zw5vORWLo7lj7eV4sFaQIif2XNSXwclqIV/DZVDDy +UudUm0vizTdG36e6UuFqt3Zbra8UfjJ5xT+alQa66rUd6nRpNNca1H8nkQ5u +R0cE/D/IoY6gYEahdBZMqTV7pu5Wway4r3e2xWZBlOVuPmFhVfyzuKGqczIL +PlQddZwfVMVWbu/XPC03IOqFXLNg/Hq0+9vG4+WRA9kNC6USXOp4eio8SKk0 +D0RqCnh+vdLG7pMHwxlCt8C2VWrgn6UObmNrXrM/fwucFoJm6G91kOun/8cd +SvlwYLlV7v4eXXz5Xfp74Gw+XOUvrP3OrY+HyIuqHVkFcPHkz8TR0q2YdM9b +Q+Z1AeQbzUZt3LUNm33sNvktugPzbYdnVIa2oeL4BhNu3zuQ7POQpq+4HVnD +Pa46WwuhPOWdusthI7zYb5CZ9qUIkp4pdpZJ7cSb73/w2snfhUNR8Wna280w +6rb2Z9X9d0HL7YdoaL4ZHj8VUP438i5oqvWmxHCbo+FKlm3JyF2IUG9xe/PK +HPtthm7Nld6Ddv5DEQZelijz7v3m2xrlEDM5JxfQZI0FbypOcLZVQu3CsFr2 +hf2YkMcyenKiEkIvWPLE1e3HoJPrRbPyKkG9JftTx4/9KM+3/4ss7QHcc204 +GB1gh9PFbyJfHnkAxZWiB62P22PqaNu7tUpVsOV179qQMwew06vGt7WsGk4e +Fji04s0hnO3ONqh5Ug2PjQ0Sd61yRnHL8MWFvdUQVv7fhY/OzuikbVUQueQh +CHUSp7nYzjiwMPZ5h99DMLpTZZO80gWZmZJmLetrQDJiMrZJzw1pLyNUiLuP +4FHqHWOlKneUN/T5eb/lEbiUr/7m0OOOOx9YP8n9/AgyeG34H3F7YEyGlOsl +gVo4/Wl9z6yDBy7xqM3Y5lMLv68NQvI/DxT7M8HbpFoHBfYyfuIHvXCj+r7h +upJ60CG/2h3Z6I2y2nThypZ6SOhzerXKzRtFN6kYF/fWw0bnA+oLqd44Z/g3 +9/qKBnghXFjq+583Pt1798Cpsw3gWbPiZ9VzH3Q7sejV+j2N0BIeIzwb4Iep +5VVVuaNNMLnCO093/CTOrhe+HKmEsJrTKQoGQWiiXyyChghdB1S/D9sHYerO +LaVz9ggi7apD+UFBqO7s/v5UDILSYZd/TpVBeCyxWsFtDOG3RUhPl8ppZJ1d +55ln1wza472K01Jn0KXnBX+IWAvsEcuazxI/i8a3BG11sx9D1x+9gnVWIWi0 +U/pn6rc2WHvLnLj2MgLHLRXk8iRfQPIJ/wi3tDicPmImvGltO8SYd4vVZSeh +bsoi0UbXt3DkT5+u0mgqsr1OnPDSew9H02r/rLuagaK1tqtMHn6AFgG7LLZb +NjqKhLdl7esEHlpOp217Hu6dhW6dzo8gkCcaXZV6G11G98yYnO2CjliLPLpA +IZrEP7ctF/4M1V+c2pMSi7G36rOoU2oPWMZIbhX7XYpJYzoDl7T7QCi5SuBy +cRlOF0gvHa/9AhvdNjjc16rAQD9b4+eHBsC4w+I1++ID9Ai6fPjyxUEIVhXa +t6u3Ckdmcl8ZGn6FNWGVsvayD/Hn3KCh/vJvoFoXULX8Yg32mxz/uv/9Nxgx +rW3MbXiEWuM6JTnJQ1C89v5M2VgtCgvLnpJ2G4aSCecbU3L12B5qd7xVbgQa +eL7/LtFvQNHA+35FMyMQH5ywbItNIz4ldiRWtYzCU48/t45YNOE+K9nBwfAx +0PvvS0emFB3vOVyMl48eAz7JWa0JGTpyuXZre8aNQcdr9SsGCnSs9k+OHksa +A5fUofXv19FRNIW2gZMzBmM2oVzMTXTs7hg8M/9oDBofS29osKGjy8HbS8SY +YzBwvUXmaQQdfT3l9S1sx+HQ5tSlboN0fJO484S9/TgwV4fV/f5GR+06zzuu +juPQzP3Q69oIHf8TKFlx2mUcftEDntcy6RhXuWH8pu84vJ7jusb+QcfiOd0b +nIhx8Kj4eniOn4HfkvfMpzwch1GbD2MJGgzc3eitdbOWmt/kusU3LQbeG4o/ +VtwwDjKx5Rn6ugw8tam9oxHH4Ue/00CvAQNpfTblQ6/GwXoDr/ySHQyUVnE6 +rDdMXf92rJjbjoGHGMexW3QCFsn/CHEIZqBit1hBh/gEtG53K3Y5x0DOdHPU +G4kJ0K77UOV5gYFhqqvMW2UnAN4c9/YNZWBxGqOzUm0CiiL7tznHMHDaZzkz +xmQCHqWVtXWnMzBe7IGo3ukJcOsw89F4yEBbLadfGmcngEiTWTldw0ApS56e +9RcmoD+uN7S6loEV4Y63ZMMm4KdTTqlaIwM7WbT1S69OwDEB87WLWxgo+2Qf +DN2ZgC/zCa8s3zCwzn/GJ6VjAn6TmfoKYwzMlqoweP1pAlh2en/o4wwMfeHN +J9AzAXVPhBbZMan4KfQXhg1S89WKPDvPpub/9HzAn01dv8dIqXCGen7DPHsr +PiYsjgzUCvrHwE9MR8UEQSaIWT05PUgjsCFTZKZtGRNSpBJGzbkIDPsel2wo +ygR9Jtc+cV4CVxQFvVKTY8Jc2kH5JEEC1ZaaGS/ZygRP1YmmaVEChRq4hfZs +Z4KPiYebthiBM15Ef4QxE/pYx+T8xQlsRJ2Lc3uY4KyW8mNgDYFmQdJ1E3ZM +KCz6gnnSBB7tmVF7fpIJ4+vo7GsqBJrHVsxzBzIhxzCvI1+VQHVdn5dwhgmW +0/NPKtYR+DOx/1hdCBNY925jywYCo4xfFBTHMcEu8QNXqwaBt0vzVkcXMIHL +Q7/RQJ/A5GDp0/FFTLj/W7JN0IB6P5O8t4mlTMh68Eqth7LLYG5MRgUT7jV/ +Wn5qC4ESq3N/lDQyoVwkl/uyIYECo1I25Qzq/uu+9GzdTuDvhzfLHjQzIX/N +Bb5Zyp+sb7o3PGXCGu+Vh92NCEyNzXn38gMTFFi3BiR2EhhuL6n29iMT5J5U +7XlMOUAhJ7ajmwnPzpT9PWpCoBVmb+/rZ4L01A3r0l0ECv66Uc5mMiFqVO+U +oCmBEUez4oS4SUiTKflsYUngKd3Vw6KLSWiwGq98RtmNKwvWCJAgryfSZrSX +wO15mbNyK0jYN+1eut6KwLmPGZ46kiQ86Eo0+GJN4MQdsWZ9aRKuKreQO2wI +7D6VIblNjgRbPvtPRZRrl2V8MFEh4Qy7a6/HPgIDd6UbOeiQUBf0qYxuS+AR +kVU3nTaREK6X82/JfgJtvl7/5bKZhKByzUhHyuqXrlccAxKY7dxiE5TXWogK +Ht9BApVNChvtCFy65rpXwC4S2jmNzicpM2vSpM5bkMC5hNbjlD9HiJy7ZEXC +bfPLfHL2BD63SesI30eChcH5MQfKddIiGjF2JMTON3DiKRezUhMSDpCwVN1K +qpFyeqPwaJITCVVWO/zHKEfFpRqnHSYhuKVgdKUDgR6Kqb9zPEj4V/x5uwvl +41HyRl+PkiAxqvgxgnLwcHWssi8JAXfllhRSvmyy863fCZLqj1kDLZTjCjvE +qgKo+Jzev6+PcgqPp8tsEAkb59e4zlDO9vxRtPUsCVt5HvHxHSCwsDWKHXaB +BO9plpk45fuKq/SeXiLBmTtBUZFybVTRxSXhJJRY22VspNw8rNdqE0VC80uR +PB3KL0yeLsmIJYF/Z/KWTZQ/FDrs700ggTiS4qtHuZdnLFs2iYQlZf1qWpSH +Pc9+80ohgSsUwtZR5rTyrS+7Tq0f0RAPacq/FLNOTWWSkBPp+HEFZVq0aoNe +Dgm9jXmdf6nnFxypp4XkkfA3StRtnLLILjPT5tskJMaGBb+lLFX0+RpvEQlz +O+6KPaSsxOvbZV5Kwh1he0ijrO41J51cRsJTNfNJf8oGbQlHP1aQEFdgpWRG +2VhJskKimoSfrqqD0pTNo8t+uj4igaaWK/2d+l52I1sNi+pJCC0NHEDKR4uc +2zWQikeY/ZAtZX9etsiZx9T3PcpWEKd8zuvSocY2Es6vnP/aRa2fK0p5TJN2 +6v5aV95bUb4era6d8JaESv5MGi/lvBHi/NsPJGge21BaR63PB0UD/E6fSSgY +WTgkTLmBN8DmVh8JKtufejVS6/2xFy1reIAE32vKQy6UPyrJqfiPkrDtZ7NO +LpUf/dFVJ2smqPiuieDRpzw+Ylz7H4sEPQfmztdUPs0Vue+KmiGh4xZdYJLK +PxnlQo8bNBZwLalP4qPyUzVGt6yfmwW0q1zVUVT+ao+2TivwsSDHX2DLApXf +JsUj4RXLWDC4wy5o1IJAH2WV/CcSLPi9eZn3FTMqP2PqxvilWfB4xjeJpOrF +xdE9GlZyLBAXTVlhSjmp2JvoVmFBwIvNa2d3E/hQ+V4fW5cFi6qW7FSm6s/z +kn8P5vVZ0L+1sfkMVZ/6VO2jBbaywC97Jf/jHQQu3kBTVzJmgWZmyaSNMYGO +Gg6XnfeyILF1iNeUqn8L+lzyr7xYcGFJj082VW+FGw7MdnuzwORcNl/tJgJV +ttx/OerHgpvc91ze6FH1YptjEFcgC8I33tT9qUPgHaOK1s2hLHhUstxDUpNA +UzOnY6UZLMgN7h96TvUD55eVW2tvsECINM6pVKbqnwWvUOtNFty9HjqfqkTl +294H9QMFLOjTcq+2ViCQvW+xoHglCy4JD/XlU/0l1am6PPoZFe/O6W23qX7V +5yc47f6bBe4s+rDwAgMd+scDj8yz4KD8XY/rfxj4zubZjOsCC5IPPLgqPM/A +Nr2on848bNCVkv7M85vq5//+/nYQYkPet4/Q8p2B4Wnf/5mrskEu/sCxrGEG +Kjd1L9NxZINPop16wzMG5m+sS9I6xIZ207u8b9oYKJGfvkLThU3VQ6djA08Y +uCLaduVGTzY8VPzQ9gsZ+NuqXVQlgA1mmWs7FuoY+PIbSkrGsWG2nGnlVcJA +f8GSddz1bHj0b0fr1UgG8qzIyNjRxIYpN4+Sv2EMzBKJ5o4g2LCMSLb9/37m +sZTHF1obG/RTxuc3nWegqIZMysJ7NtynuwbnnmRg/f7M3/+RbBj/kjSe60jt +r3Jjn03JcOB1dX6ZxzoGXr8drKupwIGVrqeWWSgzcF2x121/ZQ7MBjYtU1eg +9j+VO0M4ahz4zrk8PCrFwMKWf+qszRzol5N5qiDEQNPRsxlj+zmQFDim8+In +HZM1vL36Yzkwd/NxZAODjpr2Uq6jCRzYb8iusGmk47sL7xw5iRzYHHFleKiW +jkJPDSwX0jiwQazDd6GSjtecBXSk8zlwXPtgG3cBHZPi79Fc6jng/9Gw2Sqa +jolDrJwv4xz4a12l329KRzWB2+kjJAfGYm9k/TChY7u6/TU2hwNu8ju+Ljam +49ILjIi/PzgwxA5WktlMx6tCST5rF01CLvnZSZraP1811NA/vGYS/slHRTnw +0zEh89SHPrNJGDj9WKn4SROaWG+qV9o7Ccv8Dhh2E024sHg+96TNJIi9TXXm +bWzCwOAoH9qBSdDWOVxu86AJD9ln0hQ9J8HQr8en7GYTqokw1P1CJ+Hjp5ey +Aaeb8G0S/5X/qidhr7XPDTXZJhR88lZuyfIp8IwSWCnv3YjZmbPMkhVTMLBP +wlXFvRHXH19bY7JyCu4vn01QcW5E81V+u0NFpyB0T1bwaup/Iv7YYr/vElOg +X7TrLF2/EfmXGtZ0qUxBRlYzuWRxI/LZ39tdaDwFR66yeDGvAXnGovwMz0yB +b1xXlWpzPUpYLg8hgqfAtEvNw7GhHjWqMhPg3BS4G/HZRFbXo1PIvbvGIVPQ +qdzc9bKwHqtWvBvbFT4F+f0nLsvG16OLgaSnVSI1/oLQHLGpx7r4KmfXoinQ +Vvu5tr2vDn3V+veGf5yC5a73v74dqUXxR2bV3wy/w1SIpQ53XA1quh6stL/1 +HdTLBE96/arCBb1Yw/6F73DEZ6KsW7sCRWye7Y06Og0BXz69b1cswfQrZbNb +n03DeQvFbua5WxjmEtlBPp+GpTLtlrw6t9BX69CDnJfTYHaO336BlYfbuwR9 +519Pw/wzbu6rbnk4Lu/7pbFzGsQPmPCv2p2LWxpVWzd/m4Zg57fWXYI52D9e +lKL/dxposxkBExcy8HnTpZNjC9MwuUld4blmBlYn2Vtk0mag7Yl5aNRoOsbq +8vL+4p6BnTtihTL2paNmmOe5WkFqnEvkk6TydYwQV3DVWz0D+zIS/cqep+Bx +5tzWkTUzEJBZo37kYgo6MD6sTpecgbruEYUfGim4wSPiww/pGej1qI6pykjG +zoqvu2qUZoDbBJuE25KQCG+Q91SZAS2J1MfW65Pwrl3KP5F11Pi6mNrd1xIx +dM6oIUhtBngeGq13d7yK3q9XZyioz8De4K1XY+hX0DZ/KrBDYwa28TTf8pS9 +gtuCnltHas0A3XfE/k9kAqrszlfT0ZkB3Ystt/aOxeP/AHkzVRE= "]]}, - Annotation[#, "Charting`Private`Tag$20111#1"]& ]}, {}}, + Annotation[#, "Charting`Private`Tag$14655#1"]& ]}, {}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, @@ -8575,8 +7639,8 @@ SWw2Qg46Ai1v3nCARrt3eP6pa8P/AFmPqP0= GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], - ImagePadding->{{7.849808673469387, 0.49999999999994316`}, { - 4.997223543150454, 0.5000000000000426}}, + ImagePadding->{{18.293334960937496`, 0.9437255859376137}, { + 4.110296696961399, 0.3750000000000142}}, Method->{ "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { @@ -8596,19 +7660,20 @@ SWw2Qg46Ai1v3nCARrt3eP6pa8P/AFmPqP0= Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, - PlotRange->{{0, 1.05}, {-4.253794809211212, 0.}}, + PlotRange->{{0, 1.2}, {-0.11851824693463808`, 0.}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.05], Scaled[0.05]}}, - Ticks->{Automatic, Automatic}], {481.27664033025576, -96.9918078848933}, - ImageScaled[{0.5, 0.5}], {298.3809080189099, 184.7463007331301}]}, {}}, + Ticks->{Automatic, Automatic}], {431.4115977568433, -84.56949451423458}, + ImageScaled[{0.5, 0.5}], {272.62030096619117, 161.0847514556849}]}, {}}, + ImageSize->{ - UpTo[600], - UpTo[223]}, - PlotRange->{{0, 640.4745085355792}, {-193.9836157697866, 0}}, + UpTo[540], + UpTo[167]}, + PlotRange->{{0, 576.7332045612077}, {-169.13898902846915`, 0}}, PlotRangePadding->{6, 5}]], "Output", CellChangeTimes->{ 3.8175673122534857`*^9, {3.8175674402281427`*^9, 3.817567489380693*^9}, @@ -8625,6134 +7690,8454 @@ SWw2Qg46Ai1v3nCARrt3eP6pa8P/AFmPqP0= 3.8176192172908077`*^9, 3.81761927371955*^9, 3.817619365966529*^9, 3.817619480892799*^9, {3.817619523373876*^9, 3.817619547918648*^9}, { 3.817627771060638*^9, 3.817627777110018*^9}, {3.817627809877636*^9, - 3.8176278273754797`*^9}}, - CellLabel->"Out[75]=",ImageCache->GraphicsData["CompressedBitmap", "\<\ -eJztnQeYV9WVwF8cZjRFU3c32SQbUyzpzVSTmE2vpvfELk1BmiIIKiBNUVQU -UJCioqGIhSKISJMmUgcYGMrQGWCGoQ3D0N6e333nvLn/4b7/DGp2N9+X//cx -M9z/Leeee/o5776fX9mh+bWtruzQ4uorz/1huyvbNG9xdftzf3BDO2kqeFMU -ndEtiqKF50b8Hcuf+qPu04Mffsv/94ZfuF9N4hdffDHu2LFj3KlTp/iVV145 -wzUXxoMHD44XLFjgRjRr1ixu3759dEZ80003RQXxmDFjbLLoY/mmKYjbtm0b -7927V/+X/GzVqlV89OhRb/hZ8YkTJ+Jhw4axQNytW7d427Ztbv7t27fHt9xy -i0FVVlYWd+/ePe7SpUs8cODA+PDhw9F57rtz3DJ9+/Z1UNx///1xTU2NP4X7 -+9ixY/EjjzwSd+7c2bU9/fTT5ysE06ZNc6s3b948vvHGG+Phw4e7IS+99FI8 -cuTIM8L7dF1+n2D0Uvfr7LiiosJ9LcDFVVVVbtYjR464rhs2bIgrKyvd36x4 -3333xcePH48ucGPfnHfs8uXLwZsAkY3HefPmOcScPHkyXrFiRdyvXz83FmSs -XLnS8NijR494y5Yt7itO86mnnlI8vj0eMWKE2yWfcePGxc8995w/hft71qxZ -cf/+/d2xAR5HtnbtWt3G2W4L+/fvT2lu9+7d8aZNm9zfGVtMKPR3PiqLHPJH -jx6dzvPQQw/FS5cuLVQMjB8/3h2n7DY6P/+QhPjOjNetWwctOwj4B23ffPPN -7E6RWBQPGjSIIekUHTp0iKurqwv0azbAFPYpLi6G4M5T3ELy0tt9tWPHDuhV -j6wIeosnT56cDh01alQ8e/bsC3Q/HtrSIRn7CWFLTjGeOnVq2pWTnTFjRpHO -DkXThf+dl3+IbfXQoUNx7969jcyM5Gw0X9mx8oGshN1sNLgGv0IZjiAfffRR -MGBoZlImtA8E1q5dO9v41q1bHR/TDThuu+02aDYfrjJ24+PqIzq8adOm1iv6 -eMbwsWPH+vhDeEDosq1M/OmQJkoLc+fOjSdMmODjLspCXs+ePX3kISnAJ/TN -1mFLYZMs5MGFKfIKU3S3adPGdRMYowtPA3O6j08HsOV+ntcwNusT7sMPPwzh -nqlDYAOjxo/lH1KooCIs9+zZU58KYddly5alo3LYtSA+cOAAmHFi9kJFTz4e -hZ379OnjjhuSvPXWW2H50+FRhfv1YA8hg5YCAqQkOkfO2M530aJFDkDZVPzA -Aw8AQUpYGUMNi+wXlOVgsTCeP3++a+YDCu6+++6oUL9jPxMnTnRUxazCjpGN -q68uhNxzUIkGQk0AbdeuXSH58xQSNJBpA0FpYX74G4XNM/j6kzr/9OnT3dxM -Jggr9CBG6SD2+VsgU+1xyhAjVhQN69bxb6HbFMPpjk0ivJsiDHn14IMPOlLk -e9l0Oo4tYafQjnxD9/ls+/jjjztEYeOglw00kIzNAhyCraIwxJ9JseBwc342 -pbmfX34NJPqPHfhh/f7wkWOuT3lldfL9OfpF5f6aeNSU1XFJWYXiJneyge7n -2fGx4yfizTv3x/OLt8cT5qyPH3t+VTzk2eXxoPFL3e/Hp6xy7QtW7oi37joQ -Hz9xMuqWwPCBZCqZ9YP8CO3lfjsx+VW2Y1/89KzSuOfw+fFVdzwfvTW+rNsk -OZprek6J+zy6IJ48b0O8a2/1rT5mCt1szfpMpa+DReAVA+7Uld4caHvLv9r+ -V9qK9OfBw7XuJDmr6/tNc32EV0Pkd6+2QaYQxU0PzBTHCYI4J76i++S4x7B5 -jhRnLtkSry6riHfsORjvO3gkPlBdG1fJb/6/amNFPGPx5njkpJXxrQ+/XOCG -F8Tdhs51w2qPHo+cP2PEVOQg2L23mt4OSLpW7Dt8ZgDAf9HT/11bquL2HYYw -3FENGLs4rql1ws7ZGE5493cdz4o3iQB7cNyS+HKhHDo37T3FCa+la3dBBmdr -N4Tl/JXb4/5PLoqv7JF0ve6uafGzs9fxXSfXTYnlzBQiJOSIScWud4s7X2DS -6FMBqD//BreZtoNF2t8/w60/fkYpslTtn9z+/RTubbsPxveNXuz68w9Wmrti -W3z02Ino3doHNmLXcKnbV98X4ikLNjrp3tFHw5v9JdwHBIJfho15cY0b4r54 -k0JdXXM0vvnBWa7D5HkbPxkA9U49YATGiInF8eUKat/HFsZrNle+V78WiOOp -C8oc1vm686DZfH2TD2DuxOa5Ix46DUxg6DVyAaIjOqnwCcDxnY8vdN+Nnb4m -dJR9FACGvLx8myMSuncZPAdp9AH9Gnp6YurqlOwQWLXHjnfw4HNkaid55Ojx -+KGnl7m+re5+MV6zqTI6oVAxD+0Dn1rKsiGoeuuyVQdq4n6jXnHdUY0vvboZ -MfshXWVL+QGHKb7mHERrR+2zUWZWKHtFmopqdhJ40twNtB3VTotW73Qz3jJ4 -Nns0O3/AgAEW7kgjV/7svRSoxWvK45Z3Jli8f8xiZHiq4mGwMdPXuO8wBuat -2B61ywa4SIdhT7S/L+GL/n9/FbqLjii0oAiaZjqxKS5sJLR36AJAxGEy9bW9 -pjgaOGm2V2G8csMeNztfj55W4gIrbbIBPlOHHRLGuFcAZVgHYWg5qOiwAgz2 -73o8OdN5xdudeVfgHK6CeOjQoW4icceEwMWKlbbrrrvORVdWrVoV3EkPXROd -iQBgXrSeICN17/ZUHU6ZBHMP0+qG7G2cpcMAdeLL6x3Vg1+RLVG19ocUme6B -sUuSOZrgACRH5hxTwox89CSaJPuUZbp7p3rDPdPdLI88t8JJrU/odzW1x1Mk -ISqE/6LWHsCO2d6qnbEOjG8fnbzS7e6AYhuRCufwvYjCC3RIeXm5A9IDMA0j -+pjoptMsK90dXyPkgfh6cdGmT+s0CJiHn1me4lykXNQqG68GMEDdLgYJw7o/ -Mg8ajvZrf1iGdhG+KvubxM8++6yLrfqorDf17doVcwieRm4Xr9/zWe8kR6nc -QbQB6PXZgL5Nh8EdwycWp2KsdMveqEpXWr5ut2tHwMr0BitxmLvuusv9y4D1 -Vg8oVJPNLs6JqsfkOxiO77o+NAeOiq7LBvgcXX3W0q1OrKHzRcRVajP7uHHA -DPdVeeUhU1QICGbJOv2uHjBPvpBg78YBM+M9+w5HX/S+M4mOvyMSM2qZDejb -ddiGbVUp8Q+bsMLR7B7tjzxWlaXL5M7RxVvazBUOVeg7+pL3HUzFd/eNftXp -7hYeWI6B3qmd9x06Et8xPBEd3R6ZG+8VetylqNt/qNYxEAckWi0Ezy0+kU1J -UHHbkJedmP6KfgenYIzZfjFtmmejySDj4GBphrUWCARtUbn2xxmgffbSrdFF -6Z66KNzYTwaISI+vabPYiKmUFNrLA8K7PZKCnKAd0Vc7tHlnxSHHaF2EOEUr -XBSYobN2FdPIrYcEFsa7WJsPHT6a2ryvrNrZLBuU9yg2hP1SQTdaDLIToo22 -aX+sZtqF6ZUIcufopKvOWLwlVUuimr+pzeWV1XFz1KgIOdFWTbOB+TcFRpjA -mQhMdo+cLCJ6i/ZHtKtBFoXiGzfrqoQiEKlwguioS7RZ9uB0Trv7XgJh19an -2/9QENASZv+CXJki2qzLmfZYLxQTAqGjrrVEHAeOF7xu33Pwv7UZtcfwu594 -heO9JhsfBgyhqrFq22Bss3CZ9ufgFE/KEblz3KSryhhHZ1gigsPvaDOMZebE -hDnr8wDzPh2BGcOuru75PPbcRkOK2pIbt+8LwnGjDudsW/V70U0hVvD3tBl7 -HzuMsykpq7g6geMd+m0w43lWTuKUKDq5RKKNxEF37twZkrv/qSgVqzm1viYm -Rmq0rh6JiXkcfTWlDNsA9rpZxnOWbf2BNjMI4Nv0n06Xq/wNnNOoHCWGAyfN -h6Rfnz59Qjt4v+4AKdFBPTrEMWK4VPubpkepfjUwR3sFGtFpToAQ2I+0q0kV -sT+inI0UhtJjkUU+vDxJ0Jz8gM6B32g64U6xwMQjj9Zof/xOY++v5YHcDGtk -kyDtR9osYsupSr56tWTnlbnAB/JVqYNM6qK2ttadAP2EhqI6w/KD2gtnUszS -1HbAJSxRMLF+aRfDPgh6OyPmRZtS9SE64yfavLuq2plWSAvRjFdkg64JoxR0 -iMXyrETCKyoqgjbHf2l/tmgWG3JQKClapVCIae/ImKCWkGJoH221KxE1o3gR -9z/TZsxEZkaqyAyXZ9OPpm5SWNmHZsCjosDC5+oKz89PyBNXUMSaeWLofppF -7EZfDwxvo8MxkUEyAmzTzv0/12YY7x41I2Yv21oP7kCSpNFwf1hXIPqNCMbf -Wbp21woPHqQhGk+ACIF+g3bFZsGqB0aRw1ZXgn8GMpr2nop8vcwHPTM1A9St -W7d24oh/dRSVu/ZHdBqRys5a48gFP8u1K+F0wFm4akd0cSboBampNWJicfQr -nVJMkzS4IkT5twTuOmVsBS8EIzAS6Tt1QdlSbUaOgEssHWH8i9Nxhi7xgVNO -E9T9WkEZPD6JnrywsCzy16wH+ccUUcR609DZzCR0tlj7j3tprSmC6BuBOVop -JCQ9sH84pYp9h3+jzTjzNIFXYaG/ZgOTZrTkqE37IAOJGizS2TBAiXJh8sh2 -Q/Bcr11RYqANC6l4w57fadf5irCBTy2N8gBzvgKDmdlNnU2Qigp6RftPVyde -rJ3om4E5rlNIYDtTV2I1/95rtiyAOOF/yQbG/G4sNhuBO4DPv8BmE4nXUbbL -EQjQ+eARojDlz7A/aDOxQJiUWQS3f65Pqh9XKOBQs6dwX/HZ5utyePoaSIi+ -FQChpa61uXy/kxOt5RyFxv9Uj9aem7M+8tevN4tBgm43VQVexMOK5ml//s/R -i8MahKSFQkKsseODs1xf4f8/e4SG4oD5RG39KRuYT3jADHoq0Y89R8znsKKX -tT+8oYcWXZIitKV+a1Jddq8kWeAi8jYiz+Kf1MUxCoZoKAUHDXdijvYnwH9Z -srtk8XpzNNcti3hLfVjZzN+0K/6v0zlryqM/ZkPyKYUEOhw2oThNGwHJLF0B -T5lTd15fHIeAaaZdsaERGfwT/F/mNXMkbe99Cbr7QzY8FmSCy0wwszPgman9 -zcsVPRN9OzBHU12VozW3VzTcFdqVfJw6FZEPiTvczwbWZw4swZeMyI4dd2oa -31y4KhuEOlCHPrs8utKjUQQhOlHMqd9nI8MHxiJS2JAwzHTtb0aNSCg1qAvj -Z555JlWeFBlQeBBSoNcqRHhguPWEeYT+r9KuojoSxTipOMoD5ec8EhqqRIve -JEE5TVdgBygHLBsRHAbo5s2bXQUFnyVLlrjgbwjQa3QauB4gkXfi1lytzbAR -xMkexJ3NU+RlkTZGWKoCkYMwfEH7Yz1qxCYJsdQPVCfdkp9++eUZgQWv0TaL -23BM12obIdzE3V4U5YH5Cx7MJqkQ4ETPpmp/CwiQDHEwu8C0oRLUUmSSAu4W -MOyt0JgmbC8sY6QrUJmOi37rQefY5CKFCRazIAy6Ej37vE4A02OS9RaHycI/ -s2fPdkYqpVdClaGzvkq7osLhMDSjaAOTMLhhXgjqN9l4MxhRfLYZ4tYYJpO1 -PwEl9chSW4AqMsrw/GP25zU+hqZNjU1ftLmFdh2hjCqWaKTQma8NP1otHn9T -3MjHjxYEaqBDWLKQJ7Ko14j5dVaXtE5UAPkOGw6pKwfzdR1y8ODBlOmozZK9 -BpnO9jlvRWJ6EVyS6U0DoxXwCrEFhNUTE1ZjmAWu5pEapjjli7NyQgqBEuUQ -DF/WxbAKsZVV307UroQpzZS7WLdHCRsOBY4Fx1hWVhbc3hU69d4DSbKEmIv8 -fZ12tRj9xLkbojx7s1x+3mrh3IW/oguTHbb81OR5G57zyAriRuNKl+8FZrjc -62qULR6FmdAoGAJZWNyCuF81DH2+El639Fd1ahKP5nEIgT+rc67dnIT6xGaJ -vp8H4NmqUdQDt4CMWbZPzyyNXgO0OTWzuQtbBBxPCZQgOZaV7npGuxr7irOd -wO2Em0FraTTwKI5sa21GnhBZ4Cs5oF82jjjy1Kb6AH9dF8HSZgGspnVb947X -rhAryk9MkugHgeF/8yjDwmfiOrXRrmYsiNiLFO536FeUaeN4C+xpCjpUDRpi -JZPuJZsqHdmCMNHDT2lXcw/EBssLtHEzykw2YFERdAzhRFAhx/CLXLiJqF5/ -/fU5cIeKMkNwf0NXIPlv8SI59LHeQRPURsIJECHQ/1qPVBC3IhjbGTGs2GaS -WR+18XTot3SsJZWRBaL0xuhYotk0PzNrXfTDwNJ/8Y7aQtzzV263MCTWAjNy -HuLXX+qtXm8ig8PsYsxdcVFHa1dytpCcbCsvHEZbmAECUwftaoUVWFMNApGb -woM7UdZPav+N25Potxhu0Y8Cc5gTWO8wLDyOqumqVmJ5ZfXPs4G5xKM8Q+3f -p5UYHGY4kpcLwfEn72T61Z1MR+1qzvbg8cuiPEB8W2ehKgx9oGbGKO1KipKz -Fa0Y/TilKUOBEU//RNB29CDCm8JrFgb9WfbqlhJC4MMWsIc4t49rV/H0Uxfs -x4Hhf9ThxP9QrC6MdKCmk3alwoThg8YvjXwg3B6+q2Pxvp0ITPJCj3qHAkR4 -YEKm2avXJRtIllpeMkWBo4JDP81GgcGBmQ4DoD/2VB0eqV2NsMdMXxP9JDDc -4jMWSiSfIIvfol2tkkDc/ygPEJaFMl8MJ0p0+gjtKra124lweBAIC1phayDK -yLHJHixfDDIwq2AJcdd/kg3H93WEyXLoWk5imHa1SImIbt1NCI461pn2yiat -iCggQpFKiEZAABub3ha5ahCY2Y27EoLgdzrcuI80j0x1q4cJygk4aEHmj+sT -5Q+1Hza1VbEINw7VZpKE4BaJK1P9NB1ny2LAQrU4wDsrDt1ej4jEPYz8NesB -b6vDTszCeRWv3zNEu1JEqAApO+UO/622mROKTWtFPic9PSEc+qNsICyTRcwb -wx/eFCHykDcRvjnNIrNCcFhwec3mSgcH1UNCRN21K1kImh+fsirKA8eP05Pc -5QQZ8b4D1bWDtasdMDr354Hhv/ZOkkAzJy7WVg9tPqEBWQ5KlMcPs+Gw9JhV -ruCGickwSLtaLp5IZjYcBa7I1MKI5nSa+B49rSTyIXAk9VOPZI2fhPoH6lji -wRZVuDSwrqU4SAtDR0RRRY721GbEaztxGIlOCVX/IHv/BgeZx251LPFgPWKj -NiMExy+9BdFvHGXplr29tavlIgmYKBCn40Y3MuluqUGSF8TkIIaSsooB2mxs -DY4E3ZemZ/ArnWuC6kGIrY9HWMhaFJS4YoncarRj3Mhcu+UGOUUMY2wdkeAW -47E8ORLhF4Hhlp/bUXHIcT48VFN7vK92tUIQ8lB54LcHVRpKr1+qq1moGiUm -IuJebYblACCRHMdD8NoMYMZCusUb9typzUhXRiMbhQW/lw2y5RjzJ9UNPU/N -WFvnr5482V8nfLUk0VhPvrBayTgEbQFaLnWL+2mbKVDCQ42As7EZdIOY/fTX -LI+40wax2QlCIkGIjZyI2UHw5DQP1Rztp82Wz0QwygrfbQjuhjPPxv2cnFXT -L15Tfrd2rbMnXlVVUIj3mZMWFs4IosJ42q85frVk5z3a1eozRPWqiZfHB254 -IyZORcw7EkQzbtt90I7bfBmyOOYrrF+/3j1PWlVVFZzSVKfZfFQb99dleGYE -IYXqlA1+J3cDIWe4sdl004sYpshiSkeFBIzFIAF0IrwrCzvMJYHxIj8w7oJ5 -+NzV1dWFgVVMaZhj4GIrh47Y81KW9EJp6N5CqscMiQkqpzhmkSImvkwqi0ua -8JiLhptkglwp1OWJzzqWN5vRfAY8m/u0DZV6eZLVyIHKqYLfeuRmdqnobdMG -BBHgJgS0aAY728ceeyyeNGmS/u/UHZpxYQYibqisYPLdYu7rtu5VVy2IJ4ON -vImVLYonajrWwnEi5lITBV1EgC0LMLO+CM/jEUHvQpQDtKtVqInEzAeYmcUU -9bTQCkzheTNCLF2EahLqSJBR6GJQPFTLZ8qUKcSmgqRsPqGVU6AFzSyhsP6y -xP1VFzsIoDlOK9Yn3EDQU7jhDu1KM7MIeytJF7rnv3k0lyeKkVVZotrsaMsV -a42JAWhZIRzDPACae5mywCjHAj0C2/xtYLh5FFg4xLc4ADmMgd4BIGIQNZX7 -ay7x4HBE/0evn3GMaDaz5Ile0kTp5+8yV69jd+wMs9/NXx41dXXkr5sRYSA8 -YlF0kfLdtKsZxiWbKhMIcrw4S3mpEzhYm0+oC4MGFI/5W9mrW4iHUkeT+oLq -27TZCqdUSodQYO5sPcfwYe1qFctPzyqN8sBh8R6jJRS0zGiu9d/1YQKeq/h9 -JhB1pQyT522IhuiUmPUILjVjv5kNhEUAxd7wrSULMnBC4EjTUCE4LMphtI87 -IYcxVLuahwWZ+HC4M7UQLJaPVcmJ09BFx07Rkjz5rTwTjvJwDkCIyBH9/YjX -7AH/jWwsGBxwFESE1BBf1OJOuDlMwmQyaTYodTaDGPHRcG2zB8h4GikPEBZK -J0sKFVPdXl5ZbXE3KzvDr/xjYLjVXpsPjakt5zBcm60QxEU5tKwtDIcVfhgz -I8xFCflxSIu2CK+EQLEAZG4auNqib1YOQUllHjgu11ksz8tTtLL4Tdp1ibLN -sAnFCUs7ivqOfmvJdoJVFn3kkYHL9QHutCQy79IIlTtVGj8/f2MajZZfBJJc -6G1v9Z8CM1gE2JDYO1EUj2nXgeMS8HjM0ofD7cGStwT+8K1YZnVZhUXlizUA -Sx31nwNLX+KdOAIA+ban6rCFf7lRQaOAUR4UGBB0x31gJrEV2mtXSlngEnFC -g0BYYgJUWTmTyMUntKuF1nmCKsnzpRGCli1bpvYu//TysdeSaLdyBMuCI9LF -jmurXanWV8JSORjeg0V0+iV23BP1hstZ5u6hIL799tvjkhIr4ebna8qgW5WH -PaPkKiAsuVaQUiaFIyH47VGZpAY8eaRQbPcnvaOh7BeWEPPhq7lb4A4Xve0l -vUThNBLlBjqi02ochBetbpeqJfMR/xoYbtm9E17MYMmacstr+byvcJtDS0CJ -i1ew4BqdIrcaJRIzKHRkmxxva53TVJMYyAm0jk2t5sSqDYiBjzHcCtxmBFcd -PJKUDUTv0hELFy6M77nnHu0bhjFPYtxKv8ipsQCm/N4DNddr100eg/8tMPxi -bzgbJT9bU3t8rHY1ZhH7I6oHN7siVlRbW5vCfRr58aa6sGUbEaFiqVjVhokJ -Hi8JwW3pdSskQyyu31o1zqM0pCXiThRPUn2SVtrv2uWeD3RcSEyG3KQ96dDY -VLmVMVlt4ZCEHa14yNynPo8uUB0agr8gLdUcP7M0stoAq2umLQfyJo5YKbtC -zolMseBSY/PkBjTo6amMKLaYAZ0+dba1Kgi0FWFY2Oz2pNBsvDbjIRN7xVYR -yyipbPJUmRUcGWOpKmumK5VouR6pp8sDq1vpCpETXE2kmGhxKwGx2hNql/2l -681iQHBAmOq486IQjY1cVnFoklUU2ysEh5X9+FWpYpc/q81EjWFCJhZOuigb -FCvGNibDkBJ6tkpDcYJcMyWnV2TCUZA+tocLO0HbLGyMH5AHAqtIf/KFEgtQ -wQymKtkhMT0tPbgiPUlDAelfFD92pLgWE7QZpkS/gAZBxxcbBoCVrABKvA8r -XJ2thSRPiAt5ZWD4l3Q41g2LcaCiAC0aY+Ej3A0fCLcHe24Cx8D8zoWrdlg1 -GV6TFQcdqK4NrX6R0czJuos6xKyZ7E0MK+izEl/IxoKBQnETcTRMLKFPIz7z -fMigXJUHDtM97hTj2Mo3zZsTsRLlAcKqomBDNAFgi7YyR4TdQNIkRISsEzO3 -0IlQDC+CldSCipUQlDxf9ClGK5RlyinazFMq8HO7xDv7fDaY9uCNFdsgg4TG -zG4w9wpT39q4KVMvdw3C9gX9hpg5W8TfEt63MmLjr1lLt0Z5ALMqJwtLD0ou -SDHHnrOFj4g/CTW4SEIo7MpHAQ6FXT+v00GedjuUUK2VZxPcBXx0n+Dxcw2D -C+dZjOnpWaVmvtvT7lwi5Bz9nMjrKRh1c39O/48MtfrxJ19YbQXu5roRzPUB -c9xoTy5CCB01jSAusjmUpIhp4nGMy7KAqLdDA8cohfCc7Ha6rST+qKWaBJuf -zUaVwYbpjFhzucVNlRZZ5Cg4VU5XTrmx4H1Wv7GnpuE3kWMztOszsxJmnrqg -LMoDW3tvFqQfilHcMAtUWSkYBZnGydy5iWGMz5RBZZ/Rrn42VYyCmdpMIAhE -8E/+/kw2eB10hCvM0+ir0KiF/bnZBah5LFuY2CBcs2aNs3S4vDkDwk9rV7Rt -mrN+dfNs7eqLzDzgmQ9v6hIPSGa0jL49ZUVsollg+Kd0uF/JIvbgHI8wwB5U -JtT2aQ8OR/NJ8CL3JgyW5GIEy+1ZdREB2OZ5QDAhpeU89uCTRR+pE/XXrzeL -QeLuudBN2z0XlrG1J7KUzJun2zAQ6lU2zdVm5iQFhVITekp6n5aD38gSAItJ -QRL2gLagxXK4ds0JrNAiMPwTOpza17RKbN9he7LOIm4U+OTsoWEHv5GVAHat -BHFHy/FMWbDRsqDrtu51LAR6RYGEtmC32JDCxI6AtTZsq/IfUWQ0u5MT/GTu -Lnwf3y4VbKgewK7lQE7YFVcitS3nBQMgzDH0xZ5pGZjhQm8Goqqqz+wRTysp -42lRhTfbt2+oGMAiuIT+MGPAw7LS3ZZkshg79TvXBUC9QIejOOz5WJEz9mgs -52tkJ950Qk55vPzGlwTcoqPw5ZElcKBQqeVAKMLCpMKIFcIIgX6+dkVwW9Gb -eJeLtXmDBmBcFsUuQ8rj6DecTLeUgRWS44eLK2+5EkjcYvSby/dfH5jBnkaG -hoiXAp89F7NE+1tuiAfDP+5Tcz4Xv2HguyqU5AYNeOE+SzBw0ISfNbLfKjCD -Pdft3xs0RJ9YskfLeQKAWDj2h8jWC334Mx39xtYAWDUk6iPZwlQUuKUFpi9K -TCJXynrypNuC9zh88gigRc3tcTB7HN/cDPhEoa7TaXaTFwYbC0OvQl4WAd+g -xk7rxNhpHQDdbtsDdwPtKbnHkqfk7D4DiKLD/emNWBd4UNSbzeBZqhflAI/Y -ShbNxV62GJ/Q5w2BGT7sEaIZBPaw80oPzZa7PZn3mmar1kSwsSgUsLqswg9x -WiRXvNY2gRnOVXhwss1wt4fRV2t/e4qQ0pg8wHRPD2u3U8+gU4ZYTNAizXrV -YwiYDykwMLTFQugOvZToNMRr2CbJHxFAeW6UttJNLhzCkEWqzVi82cJO3Ppo -kXvZfdvADHb/CCEmq7UnxIZJtVb7c3+zWmpRHmDu0KnIwNldZ5A+AsieZuPc -UW5sTfi5XWAau9YFU9fu0iHcwjSl3qnbQ3Hifn/MA8oxVS+dA0x21Du3MBjZ -lTn/4Ax9D6eLomifDjYA/Ou3cC4AYL0OpkoLakSHi3P/0WysGCgwjmkSqI/H -qs2PJpZsemrVxjRV5U/zfu1KNoVuej1ZmXa1wA0hrTzA9FZgYAULGKMFxbhJ -vT+KnLGFEmW/68bANO/TaZA4RvPYB9TkvE2n4aUXWBvI5HHjxp2hQ3wzVcva -0vfq8NYBW6KB9+p406R2lv9A8nn5hp/lv5bHPRTKu1wAljTCtm3b/Cvu6yXK -otAUWE7UvzAFofCamhp7K08g3OPQ1vWBSfG1Ldu6yDCfeuj6YPYZ9lHg0DgW -vIF4CDyYG0qsljZYTeTTTYFp3qvToFUtso2c4HmK5AzPdkuwL15UAC44IADl -49vrfllfY97ko2NTRXzqm3ze3pg3Abm/ubyI23T4kEnp1atXagoFEoXp+dkc -4hu5rAuWMP1GjhzJOxzsTT5eUMJ9tuzcGze9daSTtkiXAHr0Tq3g4d2pkFHw -T9gJrNtdy/baBkxALCgYUAy1joFp7BI6Lt+1O5Qxl3iYP7kTu8i9QorUhn14 -EYwgy2IDXrXiG/nuoIwpzIJnGC/g4AP2hS3S93Y08Nqh1atXx/fee2/6Na8A -GTJkiN1X7EePzlBMcqM1qOk6YJLwb3cTHooJ97/3e2flpH8/hdS/aJooB3xh -7iKuLayF+hBT4ObACdm1idyAYxUbaBqKK9+uO+I+Uu54tQ/kK4LNLGy/WvON -eV9RA6Mh/xYtWrhXnfAhs9e3b99Gvu0IN5IrNxAKcIOcDdQQOh+T2KQCr+g8 -PO7YtVd6hYQi4ZTDqYfffroqmsxq6WAaCju9C539WxqJVJMd7RSYzq7cJNpu -fjmnjmJ8R8ZxIUEEUrtpz69rNW54Ha9HyhjqnxU6BbeMcAoarLy8vIGXK/kL -syDczOtzcLOyD+pMl6jsfPeY+JrWXV1pv7f9fNLuHl2Opx/sYkdu2ORC3Y/q -dxielkYlSECdfufAXO/SnVE+bV4ORhDPY4r0fKd+jdSDMO0zc+ZMeN0Oya/x -fX1vXcoYZSoNc0EPQDHbQLK/yGk6TAS0HcfLjAsXLgydi5UPlJRujJu37qgV -d7tst3mOpL+OJHxkzhm+Bs+9yCmbr8RkxPMsO4a16qIq3kXCRS5wiIVvmoxo -zvY9B9/t0Sg2ja8fS0tLjQhDNc2v5x1ODb40CuzYG9WAR8y31FTIrmIoctNx -MAYshQPCmmZjBtMDye5v7tQ5btZttBDq5Pi2bnew+zxnkzwKcKaLl1D5hp8N -WgkGw0I4IPaGAtjGLrfk/Ihby/ddAtOeo9PCxKR27NY+pieTfjJVV00A0Jmo -6GmRQBZFCRV4W4isEa+Myuhqs4MpXp0FP3Bks2bNatRbprhSB7OTf0ixurdh -npIRKdIh7K/jzZ3jpi3bxNfe2I9QYI4Ac+Q9QBGG7kZ5IGZcuYH4x9jrSEv/ -TRYU6dqbjIgIllcesjJk/xzeptOSGCZ/0lp9ZIbCRRhvdo/9Cg1DcbRiYeRR -hA/orBRek4G4Ql9ZgdvL07Hcyv2e+isrBcDhJCHY0G2BuZOo9lmOIMmXYcgY -rwM1T3QdqjlarcglEY6No3UUjrDelw35QJ2dLDKWwDU6M1YVFZ6kwOQIztFu -eE1USVMjTBe6YvuCOhFP3QIrFCk2GUq9IZe6i3ZPXkdU4J6BRZtx8d0R3QP1 -++00rI5a4m705KzTSCPUizcC2YkPGrr4uJEVllb4Tw6XahwhMH1XUpE7ffwy -vAN7RZcAajKJCAiuG1d2caTIcjkS2xpJBGZEbidBorf4K7sP5I2zj2jhJImN -yekmUzRxChuCIlouJ3lMF6as1hQHHgou6IHq2n/3cXRO+vJZMjmwNTKSz2so -47SqfB7YJMwBUgQ5TRRM8ESUxr2WqveUQm0GARw38VOB3mJT67dWucmppmib -POsbJTMVOs7BAybYBCmn778hpB8n78cRmRkZjvW6D9cjUXn6q8BJo9zXkZxW -+ecwxSL6lSgU0WfudCVKyfaBkton4kkQKa4fbIA7KPaRWj9N9fVtibZOsxMc -iTl+WeWTp5R4utbQveqv521Q/3oT1z+2DYXP/xLxn8ovywPi6s2ZM+c13C3l -fv6LGv4525QaTBwgjXk9rC8OTqMq2f0MkcLnAm1v9IvUkkxTmsI0pYPpr2+4 -TVPHja1SztyP+3mev2AT915iDFO4SbTZ6RYXN2qtOrPUtYZe43BK98x13rgX -o8bpp8c/W0P0pv8Br1uxtA==\ -\>", "ImageResolution" -> \ -96.],ExpressionUUID->"1e95a096-656a-4bd0-bdc9-09d9c739bf1f"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[{ - RowBox[{ - RowBox[{"g3", "=", - RowBox[{ - RowBox[{"g", "[", - RowBox[{"gC", ",", "\[Theta]c"}], "]"}], "[", "5", "]"}]}], - ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"eq3", "=", - RowBox[{ - RowBox[{ - RowBox[{"eq", "[", "2", "]"}], "[", - RowBox[{"f", ",", "g3"}], "]"}], "[", "2", "]"}]}], ";"}]}], "Input", - CellChangeTimes->{ - 3.817563268660089*^9, {3.817563829122241*^9, 3.817563846550528*^9}, { - 3.817563950998456*^9, 3.817563956525237*^9}, {3.8175645239988813`*^9, - 3.817564534320574*^9}, {3.81756485534698*^9, 3.817564862343175*^9}, { - 3.817564919676697*^9, 3.8175649235785027`*^9}, {3.817565106996109*^9, - 3.8175651474217367`*^9}, {3.8175652415905113`*^9, 3.817565250029232*^9}, { - 3.8175657444559927`*^9, 3.8175657689660788`*^9}, 3.8175669120549498`*^9, { - 3.8175677716518087`*^9, 3.817567773706285*^9}, {3.817579700926876*^9, - 3.817579701354711*^9}, {3.8175810533593073`*^9, 3.817581114447541*^9}, { - 3.817581149854197*^9, 3.8175811499220247`*^9}, {3.817581265163169*^9, - 3.81758126542041*^9}, {3.81758144220247*^9, 3.8175814490334673`*^9}, { - 3.8175815152710047`*^9, 3.817581521148234*^9}, {3.817581635837187*^9, - 3.817581700879589*^9}, {3.817581767691791*^9, 3.817581768673394*^9}, { - 3.8175821842992363`*^9, 3.8175821844066353`*^9}, {3.817582286431714*^9, - 3.817582297101211*^9}, {3.817582488847374*^9, 3.817582488974349*^9}, { - 3.817582803954041*^9, 3.817582804222094*^9}, {3.817583220813534*^9, - 3.817583241460207*^9}}, - CellLabel->"In[58]:=",ExpressionUUID->"56a2c377-648a-4b5e-a0b8-a978c95c7038"], - -Cell[BoxData["$Aborted"], "Output", - CellChangeTimes->{3.817617526623535*^9}, - CellLabel->"Out[59]=",ExpressionUUID->"1fb128c6-9917-495f-aa57-47ef430806ec"] -}, Open ]], - -Cell[BoxData[ - RowBox[{ - RowBox[{"\[Theta]c3", "=", "1.1"}], ";"}]], "Input", - CellChangeTimes->{{3.817582396116788*^9, 3.8175824049054317`*^9}, { - 3.8175824459508343`*^9, 3.817582446508223*^9}, {3.817582967426021*^9, - 3.817582967790391*^9}, {3.817583034373005*^9, 3.8175831892051573`*^9}, { - 3.8175832454786386`*^9, 3.8175832457485743`*^9}, {3.817583916075033*^9, - 3.817584052070888*^9}, {3.817584106508939*^9, 3.817584316547625*^9}, { - 3.817584353610593*^9, 3.817584391778722*^9}, {3.817584436606126*^9, - 3.8175844576427193`*^9}, {3.817616997942698*^9, - 3.817616998293277*^9}},ExpressionUUID->"01a65f9d-ccec-4ee5-a3eb-\ -41b72a14e214"], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"sol3", "=", - RowBox[{"FindRoot", "[", - RowBox[{ - RowBox[{"eq3", "/.", - RowBox[{"\[Theta]c", "\[Rule]", "\[Theta]c3"}]}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"{", - RowBox[{"M0", ",", - RowBox[{"M0", "/.", "i3"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], ",", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "/.", "i3"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"gC", "[", "1", "]"}], ",", - RowBox[{ - RowBox[{"gC", "[", "1", "]"}], "/.", "i3"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"gC", "[", "2", "]"}], ",", - RowBox[{ - RowBox[{"gC", "[", "2", "]"}], "/.", "i3"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"gC", "[", "3", "]"}], ",", - RowBox[{ - RowBox[{"gC", "[", "3", "]"}], "/.", "i3"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"gC", "[", "4", "]"}], ",", - RowBox[{ - RowBox[{"gC", "[", "4", "]"}], "/.", "i3"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"gC", "[", "5", "]"}], ",", - RowBox[{ - RowBox[{"gC", "[", "5", "]"}], "/.", "i3"}]}], "}"}]}], "}"}], ",", - RowBox[{"MaxIterations", "\[Rule]", "500"}]}], "]"}]}]], "Input", - CellChangeTimes->{{3.8175612726329412`*^9, 3.81756128486736*^9}, { - 3.8175614038617268`*^9, 3.817561415404965*^9}, {3.817561511096093*^9, - 3.817561563944231*^9}, {3.81756250196518*^9, 3.817562507914916*^9}, { - 3.817562967760625*^9, 3.81756298304041*^9}, 3.817563161460335*^9, { - 3.817563206558021*^9, 3.81756320676147*^9}, {3.817563530710863*^9, - 3.817563550054001*^9}, {3.817563775700533*^9, 3.817563804069632*^9}, { - 3.817563971222761*^9, 3.817564086350409*^9}, {3.817564155680212*^9, - 3.8175641623358994`*^9}, {3.81756424029494*^9, 3.817564240399859*^9}, { - 3.8175645416987743`*^9, 3.817564542202907*^9}, {3.817564715061411*^9, - 3.817564723202471*^9}, {3.8175648450855713`*^9, 3.817564883921851*^9}, { - 3.8175650025642157`*^9, 3.817565074155829*^9}, {3.817565217921039*^9, - 3.817565230520749*^9}, {3.817565359356901*^9, 3.8175654247402163`*^9}, { - 3.817565602697175*^9, 3.817565635407323*^9}, {3.817566059389201*^9, - 3.817566077942937*^9}, {3.817566269837482*^9, 3.817566273547044*^9}, { - 3.8175663066250553`*^9, 3.817566306784181*^9}, {3.817566684914805*^9, - 3.81756668549652*^9}, {3.817566919102108*^9, 3.817566934549343*^9}, { - 3.8175696638331223`*^9, 3.817569664744486*^9}, {3.817579706169273*^9, - 3.8175797767735577`*^9}, {3.817581067506674*^9, 3.8175810689721537`*^9}, { - 3.817581121371869*^9, 3.817581169115347*^9}, {3.817581207766066*^9, - 3.817581270669099*^9}, 3.817581309702499*^9, {3.817581355857291*^9, - 3.817581356026667*^9}, {3.817581392130506*^9, 3.817581416424316*^9}, { - 3.817581457365512*^9, 3.8175814943565397`*^9}, {3.81758152586852*^9, - 3.817581526654297*^9}, {3.8175819155874557`*^9, 3.81758195123713*^9}, { - 3.8175820720836487`*^9, 3.817582073079625*^9}, {3.817582192281794*^9, - 3.8175821927535973`*^9}, {3.8175824979646*^9, 3.817582531058486*^9}, { - 3.817582601242318*^9, 3.817582616669943*^9}, {3.817582763042087*^9, - 3.817582823261053*^9}, {3.817582997786705*^9, 3.817583024595161*^9}, { - 3.817583292451758*^9, 3.817583331793063*^9}, {3.817583896782114*^9, - 3.817583910986412*^9}, {3.817584041997362*^9, 3.817584044193297*^9}, { - 3.8175840763191137`*^9, 3.817584118869596*^9}}, - CellLabel-> - "In[298]:=",ExpressionUUID->"13e955ed-c66f-412e-a56a-086a5a7c388a"], - -Cell[BoxData[ - RowBox[{"{", - RowBox[{ - RowBox[{"M0", "\[Rule]", "3014.019240300801`"}], ",", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "0.27741409131351474`"}], ",", - RowBox[{ - RowBox[{"gC", "[", "1", "]"}], "\[Rule]", - RowBox[{"-", "1.856234758162671`"}]}], ",", - RowBox[{ - RowBox[{"gC", "[", "2", "]"}], "\[Rule]", "6.954527958205154`"}], ",", - RowBox[{ - RowBox[{"gC", "[", "3", "]"}], "\[Rule]", - RowBox[{"-", "10.34980326553876`"}]}], ",", - RowBox[{ - RowBox[{"gC", "[", "4", "]"}], "\[Rule]", "6.847008239280345`"}], ",", - RowBox[{ - RowBox[{"gC", "[", "5", "]"}], "\[Rule]", - RowBox[{"-", "1.7260540506222146`"}]}]}], "}"}]], "Output", - CellChangeTimes->{ - 3.817582243098262*^9, {3.817582385638481*^9, 3.817582397851478*^9}, { - 3.817582440404005*^9, 3.8175824479120073`*^9}, {3.8175825951659813`*^9, - 3.817582624284917*^9}, {3.817582771007656*^9, 3.817582790104224*^9}, { - 3.81758295912363*^9, 3.8175829694259653`*^9}, {3.817583027875955*^9, - 3.817583190779282*^9}, {3.817583867855484*^9, 3.8175840591469297`*^9}, { - 3.8175840938584213`*^9, 3.8175843180703287`*^9}, {3.817584358052533*^9, - 3.817584394362668*^9}, {3.817584439591468*^9, 3.81758445968953*^9}}, - CellLabel-> - "Out[298]=",ExpressionUUID->"666b440f-efe1-40df-97a3-a6ba5f6b502f"] + 3.8176278273754797`*^9}, {3.818233162732749*^9, 3.818233167025798*^9}}, + CellLabel->"Out[31]=",ExpressionUUID->"f2090951-8aec-4aa3-ae58-b8fecdad48e8"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"GraphicsRow", "[", - RowBox[{"{", "\[IndentingNewLine]", - RowBox[{ - RowBox[{"Plot", "[", - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"g3", "[", "\[Theta]", "]"}], "/.", "sol3"}], "/.", - RowBox[{"\[Theta]c", "\[Rule]", "\[Theta]c3"}]}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", "0", ",", "\[Theta]c3"}], "}"}]}], "]"}], ",", - "\[IndentingNewLine]", - RowBox[{"Plot", "[", - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"R\[ScriptCapitalM]", "[", "2", "]"}], "[", - RowBox[{"B", ",", "\[Theta]c3", ",", "M0"}], "]"}], "[", - "\[Theta]", "]"}], "/.", - RowBox[{"B", "->", - RowBox[{ - RowBox[{"ruleB", "[", "2", "]"}], "[", - RowBox[{"f", ",", "g3"}], "]"}]}]}], "/.", "sol3"}], "/.", - RowBox[{"\[Theta]c", "\[Rule]", "\[Theta]c3"}]}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", "0", ",", "\[Theta]c3"}], "}"}]}], "]"}]}], - "\[IndentingNewLine]", "}"}], "]"}]], "Input", - CellChangeTimes->{{3.8175672854849167`*^9, 3.8175673108365*^9}, { - 3.817567343605356*^9, 3.817567515945986*^9}, {3.817567689779602*^9, - 3.8175677001061993`*^9}, {3.817567852209393*^9, 3.8175678553653107`*^9}, { - 3.817569677608418*^9, 3.8175696880410147`*^9}, {3.817581502775428*^9, - 3.817581583359663*^9}, {3.817582250277421*^9, 3.817582268443882*^9}, { - 3.8175837859410753`*^9, 3.817583808939587*^9}}, - CellLabel-> - "In[299]:=",ExpressionUUID->"cf100fe8-27c6-4a2c-b65e-370cdc76ab54"], - -Cell[BoxData[ - GraphicsBox[{{}, {InsetBox[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], - Opacity[1.], LineBox[CompressedData[" -1:eJwV13c8Vf8fB/ASKSpCtO2GSlak5IVIQySSrazwlZCKhhJFKqmUkjLvteeV -UFmRvS4Z1973UsZtoKTf5/cPj+fjcs857897HXHbCycdOBYtWuRMfvz/97Gl -UwUJR8zUJWKyrIP41NRbbWuNTBRU8NHh1YTfx3X49fV6saSCLm6tqxDR+bgd -SxW+XOZROA1hHrvtwh9VEWK8mP5X/hzu5K9N+PDhCOgO4Tdn5K9g35+tnwLf -m8HLzdbkh3wgDKpCTetynVHOrihhy4fDaHKR+VycD4q16I1pOxJRdaq0weRs -MH6fSp8J/pGFI28/rwza8xS+bWeGy96+wzZ/21G+zBcYFy0q6vr+EZxDa3Ui -l72BXtOduzK8hTine/QHNrxB+m29494ShWA693p37HoD9+EOhqBhIQqyvSe/ -nXyDX8k/fh5NL0ReQil/ZOQbcCjL7Mx3KoKlxoFdy2WjsIJ6tLbarRhVt9y0 -A6SiIfHh7d6EwRJwO7T6ndkdgzOu7DbdqRKsDujN5N4bg6iNu68w50sw/nnu -dKJGDDbeSHy7XbgU/JmruFsNYyCs/koh9XApKozCcwcuxoCn+NbOrLRSfNSQ -6CzKjQH70zGx91c+4cz2Fcd9VWIh5xVUZBHwCQ7DFGNDxOKCVLn1fOgnWJ6l -xW3SjcXXAPXXB5I/IV3UWzDWJBYjOvLri7s+gXZybp35pVgwKoSFyjXLEPHn -a+udrFh8qunnbuAtx6rdfDXlUnGINOnMVlpbjoc79ayidsTBq7/FKkKqHNW3 -GOaeCnGQmqmgORwoBx5wPefUiMNdiXSbebdy5PWeW8Qwj8Nhn6vvttPL4fX3 -hvHhR3Go3yJ4LuDFZ+wa/XVN/nscqFkrBMbiP0Mu78JXlbk43FRb+tEg6zNe -P0opVfkXB7mTcwIbqj9j74qVMZK88Xh8o7cw689nZB+bkUmViIdxS4pwr3UF -ujbMZ9w6EY8OP+3PqtKVSLqu7rovIR70xK9S1XKVmFxY8kMoNR7VDWH+5mqV -2PyqroqVGY+CTcMa14wq8Xx09uztgnhE5N95/8GvEu9vm5y+UBcPy+nPmeip -RNOj+pm97Hj0njnySie8CnciywdCVShoD5ye+xJbBScl8fTc/RQ0pr80dUyv -wtpJvsFWUFA8z1oTWF6FoArBkKWHKYh+ERxa+b0K39g3l0maUmDbWHPn2Ilq -tIa6vDS8QsEw9N0Nl9dgZdNyzZAsCv4rbAjuXFODTbt4N+i/pWBazZDiIFGD -KJ6tz7jzKfiraszw2V+D3x0pHueKKVijZK4de74GG+wnOTvrKdDZ5rj2e1MN -blypc306RkENdVThRk8NrhR4ak18o8BQ2vk493gNmledY2hNU2Al4Xp7A2ct -nAQvm3fMUHBpo+fXg8q1iJKu73rPSQWF37c4LKIWDp/1uc02UbHj0T/G5oRa -3NsTI2YoRkXWSr+fibRaWF4ylTwoScVHngCZj7W1sM20nRTaTsUXzuCw4YVa -8D/8On5BiQquuWdOynZ1eDh8q5XrKBUO/Wn87TvqMZzy0q7cnQqe+e6eByr1 -uGupZ8jwpCJTeFWa5sF6lC4f0hjzomL+mNuRFPN6tJpslPvjTUVYruxt33v1 -yE0fDO+/RUXp/YzvUqP1qMq37y99RIUTtbekg10Phf9GZO49pmJVCV9oyEI9 -jE1UY44+pcL814Wds2sacCDRT7ToORXTZ+QcarQbUL0pIsvtNRViylmtHrEN -mIjxSB9LouLzif74LekNUHuzZ4NDChWu/62+2JnfgDP//gwwUqnIi/bg02lq -AN+9+4/yMqhI5FontWJRI5obdLLU3lLxR0D+/ghXI5YtPD/6JJcKfbEj7GLe -RmzKVTg9+I6KH/t8ii+JNGJHSGLrlQIq4N5h2SvbCEH3xnKXIiqe3Jj+lK/U -iM6J2BORxVQMBS/fEbavkdRV7bmqEiqCKapzhw81glk6rCtcRkUr4+WzbKtG -FFoKbr9WSYWbjnn9nQeNaGlUOezVSOJRfOK91pNGjKmM+Vs0UZG+TzfxX3gj -rsWFJavTqZjYrXTbJ64RGdsDymebqTi/fpXy+YJGjLO17qu1UbHiGaekTHEj -iuZFvJe0U5HK94dvtLwRvutCnD8Tf+Vkss40NeKpjN05DQaJ12TJa2NmI4Tj -HWW4usn/u+QFr55oxEdVZngqcepQ+pX6742wEDSVOtFDxXjHK8PD/xpRO2Ka -cL+XCpeyS1xqwk2w+lZOa+kn+QJX9uyGJogshFy2GqAiOd+29614E8R5FC8O -EI+lG+Tv3tWEq58zt/YPUuH8cvt5Se0mrBYJ7s4apmKZkJh535EmvD4i3rBx -hJxXiLDua4Mm8P1eLxxAzPRfIi5i0YSbvluydUepCFqYW9lypgm2V5VXxRNv -85n6HerYhHl1St08sZNbdwuPZxNmu3IC4pjk+1nNJRVXmlB33NF/mjjRrjo9 -4EYTDLPCv+9nUTFq+i5oIagJgddzlD8T321Ou/Q+pAkur0r5l45RsUU/3tY7 -rAmnhZ+7aBE7Hnysxo4i97dpPCWTeGlh4PYMShNW7I6JGCCm7vUVdk1pgmn8 -HZHV41Qconkt2Z5FrLZ3ixrxyK7/poZzmxAyaF5tR3w38Wx37IcmcGY95g4i -3iJpWm1T2oTcwdv9icSfX+u/21jZhH+9rRafiR3W6sR31DVhYefeq33EnE/3 -P37eTJ7Xw0hjhjh+pYKvUUcTqi62ZfF8pUI7aNt//L1NUBG4RF9PPMQhalo3 -1AQLnV7KVuKAG2t0gseawLGhZrc8sdQsr4LuVBOW5kxeVCEu8+QQ5fzVhGTN -pZf3Edt/m+Ut+UOuz1Gt+n/XCHa1/l5Mh7rsc0NlYoV9RTFKy+jo+LMmRpb4 -xZlYV7dVdEhkrNklSfzv7h2VRCE6Mo3tfwsSO6Y5cQysp8OosHnlYuLa5mN1 -G8TpWHJzr+sYeR7F37IvTm2lY2jEeX0jcYSYgN2jXXSI/9PclE28WPfnripF -OkbuvPYJJXY63z7LsY+Oo2MWSv8R1z99/0lNgw65wzYntYj3FLwJuXyIDkX7 -B+1riCP7/Mwy9egITKiuGSbnx8HtIDV2ko4vGzjls4kbjXYUWNnQEVqxyUGD -WOXqqjvhDnRc4Os9wEH8JnraoOk/OhqirSKLSf789+3dsLY3HfQe9wUFYrrg -q0xfXzrc537zjpL827vP91peAB2C8rto4cRLA7VX73xMR93e0IEJkr/n07Z2 -OYTTsUy/2usZcUszT0LUazpEOYpy9hLHiDWpCSbT4Xid6+QlUh9qBVZOv0vp -GL9Z+ahiiIq4Pg1FpSo6HusHbTIm5uGWWjjfQMfd+xF+3aT+2ozGnvZ30nFJ -VbZ/hNSn57fLRZU/6NC61/awpY+KDkHzYI4/dOxk9FodJtbYd+CU2uJm/NKz -35VP6n9l4JLxjJXNSO+J6n1M+kOiWKhw+JZmPMm7LyHWRQWf7sX+xp3NsFrg -u3W9k4rL501SeRSb8Ujr09JW0n8OFmzU8kUzGha/i7/VQUWPUdJ5B9NmjB89 -mJvTSoVQYGmZYnAzlMvfNkWS/nj/z3UWR2gzAi3FJbsayPm4q6yiP2vGW1Mj -nXXEk6app91jmqEb77PyYR0V1TLPx1LzmmG0X3yrRTUVN+ud+beMku/bfM3k -2SfSj9astlyr3YLeS3Lh0TlUnAmuuTV6pAVme3ruxdJIfBbuUHINWvD9HUdn -bDbJ/9HfE8YWLVBLSE5+k0lFVP6Q32PPFhhM3brhT+aNsVVeAk9MC3Kn9Ye4 -4qkoirf5Pv+3BVKybpdWPiHzsmzpr8OcX+B04vSP6lAq9g2nzYbxfIH9wTLF -QDIfc6Xn/+4UIb5znXf+Aem/1BfLrOS+QG+upqQtkNRPYtOmj7ZfcGymxtHy -Bjmv1IOHb1R8gexi85BP50i95mx9/Te0Ffn3XyUZ7ifzQzNNemd4K1iqvKPf -ValQbVBIN3/dClvp62bP95J5N3ag6F1SK3qunvveuYcKbzHjfo/SVmxudnjm -Ikfq78Et6ZHvrVAXeW4TIU2Fl0NHWr1JG3STI4+58FOxwLZW/mvZhuP/vSjb -xEfFvVtDhTvs2mDFs1GcvpLUw6vJhqALbeBtOBhxgJeKyiYutlZQGxw+BEuK -LaVio7qC8rv8NnSekNRcO09BmfD9wqiN7ciI6mmeY1JgzR6NtpNox9+qwsbR -UQrm6rT9t25rR9Sql1vaRiiQvbOgm6HYDoUAvon8IQpefPdoKjxK7HX9bGgf -2d8aTYe6vdshlavsF9BOwdLUt59jfNuR531pSXAb2QcDBZIcAtrxdYeB+ONW -ClrUa89/e9SO6Y/aGvEtFKinYWae2o73Sj9v9DRSIBC8hWfjl3bwyH8MolZR -kOrg/7WX0Y4RVa/0ikoKdDX76uP62sEOLs8cq6Dg+uzLpzu+tuNT4l4L5c9k -v3RcuWn/kg501C15N1RKQd7BH7vN5TvAkbdkccwHCk6KGgpsVumA07fY2v73 -FHz7nfajX4183sKZI0UskX0u3/lwB5psnw1nkv3zgVinlo9NB5RNhDUGcymw -+Vty6sXDDqg38O+ikf21OIBXuONpB+QL/3jwEEusONW6LqIDjadEr9pnUjC0 -nmnyitoBsRs7RsUyKHDZu8r0TVEHHlvb579PJftq0em1veUdcGQpv95OvFM3 -pl20tgNf3kq7RKRQMHlKySymvQNTeSvoAckUeF00N4+f7oC7417LG4kUtP6O -Wz8804Hp5P28S4hVbn9jSC90IELLrfJ+AgW/Q29ZJPAwyPxIuUmlUmCxtnoD -k5+BPfZNt/cSf4gS7NomwoDxLRtqHYWCm+lUy2RJBrT2l59ZTNy3Z2rj+HYG -ojVfL4qOp0Dro2r3DjkGKiu76ZrEnLW1VmlqDGjDU+xRHAWORsKbJ7QY2KGQ -HL+PuIJh0yN7hIGfcQLnWbEUBLPY1pmnGNhqtqbrBPG4u5rotAUD/yVfvr+c -WG/2Tq+8LQPbHj4PLY+hIP1mQ5SnEwMGpxsmA4j5uNedobkxcDHpSpousXuI -rdgPLwbcXAbqVhLT16T2KV1j4Eup9am2aArCpHA2N5CB6eW5yV7Ev1KCxGce -MmDmstHvMPFpRXq/ShgDKWopDaLEeQUbYr0jyOcZbyJ+R1GwXsvBNj+agVmR -3SPtxNeq0iV+UxmgT4TmFhB3nZgd2JfGwOXqH3zRxOrtmnHXaAxYWwT+CiKO -srlv9yGfgVfnPNwuES8abZH8W8TAqc9t1xyIbd02Dx34zECsRaeEGfGnn+fi -fWsZ4BJ6ee4EsdSNLPsiOoln33b9Y8R3Of9ILepgIDwzlnGEePS+9rBGLwOW -HkKr9YgPC4ZQ/IYZyON68NOQODmizaF0nIGxgwIPLIh5JcS3LGEz0DyV0u5E -7JrkMnJwloH892a9PsT1cjnUgAUGVu5bGx9CvDvvr2M5ZydkB3tlEohDobt1 -KW8n1q+gXPlEzP4cOnpodScMB0+HDBIb6TMSAkU6EeQ65MlN4pnzRdKpclMn -Aq4rbN9NLJ2iffuNZCfmr9EzThM/v+UQ6bW9Ey49NaH+xMtM7uYe3d2Jtrea -DdnEPjsSGsX2dGJrp5HbMPHYosqxX/s6YTS+2WMDOW/LViZnnUYnHLQ/MIyJ -1f1kVH30OrH/b+lEE3GGyTEjg5OdMCnTj1pD8ktsp+t5adNOiL2eLrUkXtKW -FtNk1wkewdcXfhJ7pda/T3DuhEJq2sIhkr8jfpNfblzohN2R4RWRxJU75Xlk -rnUC1TnZJ0j+q3KclFrk14k/A6onMomT2zzVW+924oh9sbcgqZ+Ht3M8bz/p -hHjj3ctDxCfbVToZSSQ+l2QvZ5H6/JRm+jMzoxNSFN6Pu0j9Kvn78AW+JfcT -/IeSRiwi+/6gYkknmr3MnfOSSL75q6feb+9EB0OT8zfpD8fNbD6f7emEP/fv -pKekfxTK3upTGeqEbuQMt3waBTEdJUJDk504JPhy5nI6qc/dOjfUuLvwdW3g -1G7Sr9o4HcMFVnah8tCzuFHiw4y7WUyBLnjeU5GKy6Zgx53K4bDNXZisjngh -nUPBFOOY/rc9XeA9V/zM9B0FZzNdnT7t74JHq+tf2TxSf3ce3n6p2YX0fAHd -5aR/vpVryNU53oUv21WCqwoouHr3pOgb+y7YrwkU8ikk/UPBbEr/aRcEuDhO -Pif9W43myIx52YXWllPWn0h/91Ly6vsR1YXDfwK3/CT9f0j5UWNEahfsBCd+ -OtZQUL6/PHOkvAthbXa9/mR+3NWR9/Cd7UJctYYGpZPE47O6c9NCF8SLTp4S -7Sb1r6t3VoqrG0fCnAzf9FBw7ug5w+rV3bBuTlyW0k+e3+C1vPCObpi5++X9 -I/NwudlydppVN84ZHFN88ZP0P4bw2CL7buh0L2WcnSHPYyE1YOTSjY0hlg/l -5kh+WoE+d7kb/Z5eEt1k3lbbXsrWCe3GHxMHzYucVDxw7ffsLu3G9cB0kWdC -5H30Vv73Fdt6sL1t5cYPZF946kbx0JLtwVEfk0xRsl+stXo8eUWpB8sKlcyD -DlAhsc95fECjB0xL3h9OWlQo/1g7mGfWgzXHjOzP6VFh4+RNt7/fA597MofM -z1KReUIl68NED3gtpk6Lkv1nDyR3s3/04OqKiaqtZF8q2MWXtvVPD771n/LY -84zsXzyjiU+4e5Gk0W575hXZT8ueRzuJ9UKN/37fjwSyD6r+eiR0shem3Sez -15ZSYST+1s31bS8CD/5sPv6bvD9aeR9Sed+LT8cLlQr/UuEbsX8zR0kvhPj3 -SSsuTkCiYGldeG0vjK925cgsS8A8V8POT4O9eCLbEHxCOAEnL3n9XLG8D8vD -XQYuKybgt1kIzU6lD4Ph/q07PBKgPXtB9Mi+Pgzp1sTsupSAR88N78se6MNx -ytMpRZ8ESDUL2c1p9WGPwdgafb8E6Ou9Enik34fanrv/5T1OQKx6okeBQx/s -1i88tqcl4Khk6e7VYX244yplLPQ7Ad4iETx7wvswq7r8Jve/BFB5PYdNI/pg -eXS++d+SRHD8EH8VHd2HT2Ivfv5bmYiCMr+lcml9yL2wgnVAIhHbHTW79T/3 -YeCyMHfGsUQsSyoOfjDbhzEplp9pbCIqZIuGua36IZVXlHXIOgnzVbfP/7Lp -h7JaI4XHPgkKDod+Dtn2w9pA4xndOYnsd3WcpU792PWu18LtUhIuL+uSvO7V -T977rql/eZCELQOzZ6fu98PVd3Le6kMSAp4p9LQX9MPwbuN93c3J0JyntCat -HcBAt05g3ddkmF00949sHEAqO8JpMyUV+nbx32ReDCKdKpA9k5AOjTXtT+xP -DmG39dyk+rFM8GnE/FTdOAzvvKsTGYZZuC60V+jMwDAq9647dR/ZaBV+Y3Zw -eBh8X49uq9HKxu51nFFbmMM4v+3Z5uWHsjGwqXH7t2/DuF7P7XxTLxtHtjrh -6tww9B0jpE+ZZUN43wuXMP4R7HUzLYn1zEaWzWxxpfoI6tadr8qOywaPrfXS -VM0RFMTtvJNFzYa9fdmxR9ojyL8jyJOelI21zqGtp46O4B3d0D46Ixu+ntu+ -DpwaQeeS6JUu77Ohd8dU5K/rCNx6NBpC6NkYSc47L/9qBJl9lZK8/7IhuWSN -hNGbEWyMO/JrZjENZyw8Wr1iRiC69lFlPycNDF4Z5CWMIO79KptUHhoaXF/x -I2cEZkFNvzYK05An60vTqxvBYq6mCaedNARnH5w7928EcmIcBs9MaKjgiU67 -xzGKJQnR5RvMaOC0mz+bwjWKsYT6ljcWNPgKvq2e4B1F3p6rmRFnaLjotSXy -0tpR5C9ML3V2ocFSeTn85Uexw6LmrtUNGnYV1Ae8sRuFrWvDQmg0DZ75wiPB -jqP4zv3ayy+W3E+ete4V51E8+Fsf7RZPg9a7ieUnLozCqOuQIBJpMMlZ9Wjx -tVEoC+iI52WQ66frv7R/MgqP2X/flhXSyDx6/vvEs1H48Gt9/FREw7K0HosD -L0ZR+tJV9FoJDU9S3DYLvxmFevng094yGhISQ+IqkkaxeiRt8c0aGhpj69Nk -SkaxIVtvvXA7DWtihflEysjfu5Stf9lBg3mMtfuSilHofyh6sLaThqGoCYWu -2lEUmSh9XNFDw2zkqryH7aMIzd27tnqQBvFw/dKpyVE0r1f693yCBsfnzyW7 -2aMYsubb0TdJQ+qznoCqn6N4mKOZJD1Ng3KYm27sH3K/svLPKN9pOPo4pNaI -m4mhSMcZ71kSr/v1rbmbmei9fkrfdXEOrEu4roWJM3E+mfemF0cOjsyoiXpK -MZFXIc3rsyQHYnYp53bJMCEgxLv7ClcO6vcFzcbtYUI5tNBbd3kOCtyLIv32 -MuH6L/G0Ak8OKNRfGjb7mahwPHBnHW8Orgs43FuvycSPSYXPXStyIDOmuf6x -HhOPJK/lKPPnQFjMp9DNgImjVg3dS1bnYLFJpq3eSSZMfiYcqSNuL9mcwm3K -xMWtiwaNBXNw9+Wf/b52TLz+ffe7snAOPBsU+iwcmWAu37ZshNiKyyVA1ZkJ -/f1FRo9FcqDk0V77w42JJ5eVg7vW5mDw8Fur/64ysX/x6+M6G8jz+H5dfOQG -Ew1/Fb5/IS7IkaRuucVE44aaMtuNOXgi9mSi/w4T/zbljrhvyoGvSdWToiDy -PGbOSmxi5weLVF7fZyLXqTfxwuYcaMy63TR9zIQNY3KRjWgOdspSJZXDmLhl -tdDfSCxi310hGM7Ei5l3Q+piOZhoOMbfEMmE+Rq5o3ziOWBw+eekRjERkXI5 -2YO4fH+BaXAsEwq3vLc2EkcmbIvRSWRiaXyHp59EDoK6bXQkU0i8RL+otxBf -FAxnLUpnwkexTEJSMgdHb3IpfKAxIa3ftOstsfJbtdaXuUxkFUednCUWH794 -9Uo+E5HU0mAVqRzMmgyUKhQxoZ5wWy6ZeOjBunP8pUwcezr0qpu4ofQE70QZ -Ew7hUsIrpUm8ZgMzaiqYqAzY8WYvMVW2yCipmonZwiGFM8RP7H/N3K0j1z+g -3uxPfCNiV6R9IxNOwdt844idGu01tJqZeFfxXKGI2Hhp5JBoK5Psob6TrcSS -T6pm9ncwwXUqQPErMXvTDI9pFxOiM3pV88QlSVKbvXrJ/b0PyVi2JQehe07K -hw4wEXJuyTAfsU3JTe3UYSbe2Dg5CRDLHk87Xclkgkb13ctP/Led4TI0TvKv -n8d4OXGt/TLfRZNMaJt8yf9Lvv/V1J7HG9lMPJxKcvpG7HLdLn7vTyY+aZja -tBOrLnv8zniWiYwbtMhC4mVhhdXuf5hQCXwiGk3cJvq1+8ECOZ+RhpHr/49P -yrrpxMUs6DccmTYmvqSiy1nOycIziYED24i1P3mJ9HOzcN3Nt+YXibegQazM -Xx4WTKa4XxYTDzAaDqxbxULUs/8od4izHP+e2LOahea/Lyd1iG+xZewNhVjo -vBp4eTGxga/plfMiLAgI7lTNI+e9medu8L31LOy87a/sQvxBvD+zRIyFSQe9 -7iKSP/fTVpV1S7LwaLQiwI7YXFWtbW4LC36WPHYcxLMnwv/K72LBSV28WJ7k -Y0VXGb++HAv0J5sOlJJ8fu7ElnRRZEE7Re7bcWKlW8ePxqqysGSn0KAJyf8l -K65ZFaoR+8hsbSH1Qg9PdGeAhVenBiP0iN0zloQLHGLh4tj0yt2kvlJ78gdv -n2Sh4u+RFQXrc3DNZfTXm1Ms8E6Kv+MnPvpLiOe9KQsn/jjdt12XA+ZKd7nv -1iwYRHqmzZD6lzqw5Ybdfyw81X9QNiqUg++VRqE33Vj40MtIECEuNfaLe+XB -Akff6Qwt0l/OuHZVNV9hYbfOnW3BpP9EvnoirB3AwirSDHpWkvP4vZAh9ZqF -q8raxa9JPxzbudadN5qFpRbSc084c1BsIy/HjmXB93HMlD/pn27ldplFiSyk -cx1db0b6bXVoZaZ5DgvltsKGjfM03N76JCu0hoXbOvwb2WwazMxTPK7Us7CQ -USsRR/q53MMyeesmcr4F7CGDKRp62L+ydrSxIElf8yryGw37Ci2yPw+wELT5 -aS0Hkwa2sTRtfo6FRud+NY4uGqoC1S8OzrOw45bZDzcGDdEFpxWr/7GQUjXj -2Ebmk75YMC2caww+afM3Xn2hIXl8gqawegyDGZKXp+ppOHs7L8dp2xgeNtpk -1hWT+ZZxLLfFZAxhn15Nm8SQeb/XYnjObAzlC+GDK6No0ClxERK1GsPqrUs6 -iyJpKKDf83S2G0POAfcuoRc0xP2skF24QLwjeJ9/CA2X92snbL03hoFHwzMe -V2nYVKH24ur7MSSKmIxG6tPQbqBXEVU4hmvpqd/eHiPzt93iV1nJGNQCtAWr -D9OwdOyqMV/lGLLfXS4e1KJhakU+f3zLGDYWepZ0KdNQdnLPvbpvY9g5lmo9 -solG3rN3XRUTG0fbu+v0M8xs7Fy13YRfchz60cejNgxnY/KAlMKiLePQ5Fht -QO/Phtfr9WO9O8bBLnewVOzMxg1LbvMolXE8C3ltWFaXjVBGn+pmg3Ecl6NX -SWRnI7f16dwG33FMnRB62XklG4sb5rxFusbhI8Fr/mQmCy57hsJne8bx074r -w/F7Fuiv6nM7+sfx+quYh8pkFuKd4n68Gh3HX/dlB+pHsnCY47i72PdxSN0e -3NH0JQshe6LPbef5Cg+br7O7aFnYEHnIZP/erwiiehic+C8Le5yfKtqEfQXl -lfgwpSkTutdLU7QsvyG4PaL4UW46TAw7rZuEJ7A0nVJam5ACrah7DX/6JmDH -1SETIJSImudc85cTJhGkKaEU6hiP7Ylvs/TlpmBs1SQUPxwNC03FsoywKWw9 -GbjzvFIEHryX9nJkT0Ho473yj0ee4j7PPz8d/Wk07kiZzyy4h7yIrD0tBtNY -dSY58tidexiRsWfZGk5j8MezmgWDe9A6VnXilvE0jFw12jOGgzB7/6noe/Np -0BzX9RwUCILjym0f5c5N49pvT80L7nehxW84u+HWNAaEbvq3aPnDPXpJarLf -NBhlax/xrPbHG7lcG1X/aXjK5gfa9t7G3IkNFSZ3p/E3OfuNz/XbyHw8/Ozx -g2noFaVt18/zw2bBq4rcL6dRyTQq71e+hbk1cW7srGmID2x53x5/Fck+Nd6O -NHK/Xw4FyRtehWX399uMnGlYhxre6fzrg+J47fDSd9NwPiUtuMXUB3cVR4qe -fJzGzu3lc8n83hAy3L5asWoacSMbX0o/uQS5Bxm0i33TaG9usK3tcsfAZNvH -0f5pLIQrqQ+GuSPMaFGlxeA0IvLfTzged8fMesOugyPTCIwMC/O4eQGFSWxO -oa/TOChjGaRjdB7HKvaY5MxM47zqpfbvW5zhyPFh9scqNqwfVapwhpzFmvRQ -3TB+NgymHK+/5D+LMjOH54oCbJyq1P72IuwMJLJWKXmuYaNA92N6laYNemzO -XpjcwMZW6aSncs8t8JBXuTBkExsyly7a12abQ+0dz0pZUTbi/qie9aabIWJV -TrKrBBv8Xg/Xi20wxamPS0dY29joqxBRekg3Bqdzp9I9GTbM5b6GBC0zRrZQ -pv+2nWxkvvC80KJpBH5XM/Fzu9k4aLLW5GahIWrXp1oO7WGT/iMiKlF6HNc+ -30rxVyHXG5ZuXLDXg4znqd8SqmxMC6f0LuU7hqCqhfCzamyEvBfX6Pc+DG1v -w+YeLTa+WKZJl1AO4rvkFglfbTa2uVrUzflrIbbht/umQ2zkdxw/w3bWxKKt -8assj7BRbGvs1R+hjgy6t9Wfo2w8i44z2P9cDda+x1Mj9NjYK1r8OitmH95/ -+XWkw4CNqcvui8JYynDxq3nhbchGI+vrLsMte7B2V/SoiBEbbW6Wi+suKuJy -wJE7JiZs7LLa+YGqKQdpuc0tP0+zkSRguS8rYBdaOtkSz8zYEFvnLz+QKAMF -xcjiZks2Anl+lSyxkEZ/jzvfRWs2FgXd3B/LkkBosI61wBk2ZlsvpDlHigHK -69OyzrKxwkaE4TC6ERP9E39O2LHRGWK1LaN3LV4//HR0yp6NHO7zXPYSa6Cn -+uLlI0c2dkR1F+3LXI0/Q65MWSc2hvctcW8VXInkUE2VemcS76OPyq3OcMNM -Tfju+f9IPLo0XvrpcmAZc6xlxXk24p9HeVx+9kf93dMiyVQ3Nh6k6Jmtavuu -7ogwz2Pu5Pz1V8+EpY2prxl3KhnzYOPSaNLE2d196mXPD/AHX2Rjc4OnwL6L -jeqeWgI22y+xYby6mMPpaa66+MRIWuVlNraUUVSKP1Yc+B/8xVAl - "]]}, - Annotation[#, "Charting`Private`Tag$26662#1"]& ]}, {}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, 0}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->{{17.858577806122444`, 0.49999999999994316`}, { - 5.192699455966533, 0.5000000000000284}}, - Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> - None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange->{{0, 1.154}, {0., 0.07870593117729505}}, - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}], {161.02493916317803, -95.0011368476809}, - ImageScaled[{0.5, 0.5}], {301.9382030546833, 180.95454637653503}], - InsetBox[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], - Opacity[1.], LineBox[CompressedData[" -1:eJwVkHk01XkYxq9RERpEtDDIvncvHZR6IkvdOqZsDRNJiBbUiEhKGGUbRVdT -3FIkqbRQqFzkRpEkZCvLJcu1/L62JDR3/njPe57nOe9zzudV8Qyw9/6FRqM5 -Cub/vWMJVZKz3WWzsMbprzd4LpubPWsdnBkmuNoUNpLCMcH0cHiZKsMWJww8 -NDw4tljCaAoWY+yBdihzqw1nD5IchRrm6Qex859cBzPOQTR4p535Rg9BQeJp -HoMTgiB/T+dJeiysbs2+MeTEgjteVT5OT0NDbfQzA04ayiwb6u/r3kHQ9+bB -jtI7mHV68C1u8hGKFfkLvP2PEfHJo6+y8BnsqDBjQ5si8JU4nI6Jl+CM/Gvu -fLcUa18UmubwypE7oOWZu6sCr2q6Rd6Lc2HUP+Uqn8BFa6TVazP1asy+oLUc -L6pGH+wCdy+tAS+GL77hQQ28u+9LtejWYVn5d94Erw7+1q51MQn18DnLWpxI -6uE1MiNe/uMDWHYBQWl+DZCNrag0ivuIQL3OpnShRnCy9k3MzTdiiqUe9UdE -E9QKNDPmk5vhd4oRLrXmEyrl4kuvK7SA+c7b3uJhC/bNlztdSWzFMRMFTy2d -NhQ0qfpWK7aDheTKZZXtWMRwoexSOrB6q6tXruVn/Hq2eEJC6wuUDu+ct+r+ -AgeVQv8jhZ24nLXgoG/eBaZqhaF0ahfiai/IyMx2ocqA0yfi1o3n57qFZ6u6 -YTGX3Zy7sgeHxoLfbjzfA5e/XKPS63vgZ+9/vMSKB7sDWSM6V3hY5eR1caN0 -L7asaLnkZd8Lv/LfteXreyG5JXPKTKEPsolt1tPsPoTLmsp69PSBUuXqyhz6 -iq93i47Sr31F5oChZJxmP/RL6qLZB/oh9QyTi6f6cTy+rvnpbwPQ2PaE3V4w -AMcl6b1KzQNYxC2+ORo4CJnZhXy1jEGw15avF900hPr8HU8bnYcgcbuFH/Zj -CIe+6IcpK/ORN0YPnXrDh9D77yflO/gw78ppr44bxnq/FKN9qcNQcpVpb7Ud -gW14RZ7l3hG47uwImJQdhfPudvcPcqNIknwucbBxFJbXL7z/0TUK9vTW/N5b -Y6hhLZ4LzhnDigd5Z+pNKGjfKXxkt47Cwf4M4zYWhT8tjCrzUwVaqsN3aJ6C -lfgEW0PgX/iZuuvwTwp6TY9DM9IoxJyNNB2mESz4Mgzjr1KYLJgSHRUmuJlM -v+pzg4LkNeY9spRgoNMwUPEehQxG3tzMCoKgCD2F+FcUmIt8K0UMCNy2DU8L -cSns7WU/Pm9IYLP83oeTrwW5iljmUjqB/G3dWJ83FL4rno4QNyYoeaczbvGe -wiPRTxslNxDQFLWrZ9oE92fcyuRsCBKeqwf5jFN4m9VMqbsTVCu7UU0TFLzz -Njte30ew6O/UI9ZTFG6da322cj9B+C5hb7UZClyfnDPiXgRH+rqcegTcXGa2 -NPEj2CmZbuIu4Ghr0MOLEwTngz4+eSdG4Gr5Knt9CEFlq9i6TRIEvzxMkMg/ -SWCeFaqlIEng+bioLfMUgZ7ZnlVtsgS1CsGhsZEEvuyky9vlCOJ9s7tpUQRZ -wq+li+UJ3paJMMOiCRTqjMWurCaosvZZczSWQOLA8h9OyoK/iSSU2ScSbKve -HsJVITjFvKtTm0QQrR85YaxK8PLjQIp1MkHZpaKALDUCMyW6culFgrlvY3wZ -DQJRYR/O+hQCUzdN3yhNgs+KhU2sVEFvhXvvuJaAKzFBeiiU4KEmy8NTh+Cw -tLds5zEKg1dN42N0CTyWuxnQhAjnP5R5rVA= - "]]}, - Annotation[#, "Charting`Private`Tag$26704#1"]& ]}, {}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, 0}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->{{17.332429846938776`, 0.5000000000000568}, { - 5.192699455966533, 0.5000000000000284}}, - Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> - None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange->{{0, 1.154}, {-1.0627443133427263`, 1.0987766597698887`}}, - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}], {482.8117435099423, -95.0011368476809}, - ImageScaled[{0.5, 0.5}], {301.41205509549974, 180.95454637653503}]}, {}}, - - ImageSize->{ - UpTo[600], - UpTo[223]}, - PlotRange->{{0, 643.5736086935285}, {-190.0022736953618, 0}}, - PlotRangePadding->{6, 5}]], "Output", - CellChangeTimes->{ - 3.8175673122534857`*^9, {3.8175674402281427`*^9, 3.817567489380693*^9}, - 3.817567520221552*^9, 3.817567705671341*^9, 3.817567793079455*^9, - 3.817567857173483*^9, 3.817569690002346*^9, {3.817581574147563*^9, - 3.81758158515839*^9}, 3.817582270590219*^9, {3.817582390618846*^9, - 3.817582400806323*^9}, 3.817582450685178*^9, 3.817582634245347*^9, - 3.817582776393298*^9, {3.817582962930173*^9, 3.817582972201144*^9}, { - 3.8175830310073977`*^9, 3.81758319355462*^9}, 3.817583875298687*^9, { - 3.817583922931497*^9, 3.817584004935768*^9}, {3.817584099181155*^9, - 3.817584321798046*^9}, {3.817584372034237*^9, 3.817584397850472*^9}, { - 3.817584449443131*^9, 3.8175844632363253`*^9}}, - CellLabel-> - "Out[299]=",ExpressionUUID->"5ba21607-6804-4676-bd54-9ca50ed7e210"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"test1", "=", - RowBox[{"Integrate", "[", - RowBox[{ - FractionBox[ - RowBox[{ - RowBox[{"g1", "''"}], "[", "\[Theta]", "]"}], - SuperscriptBox[ - RowBox[{"(", - RowBox[{"1", "+", - SuperscriptBox[ - RowBox[{ - RowBox[{"g1", "'"}], "[", "\[Theta]", "]"}], "2"]}], ")"}], - RowBox[{"3", "/", "2"}]]], ",", "\[Theta]"}], "]"}]}]], "Input", - CellChangeTimes->{{3.817584512468288*^9, 3.817584556777507*^9}, { - 3.8175845874229794`*^9, 3.817584598290722*^9}, {3.8175846841114597`*^9, - 3.81758470116075*^9}, {3.817584771036125*^9, 3.817584772363957*^9}, { - 3.817585237332501*^9, 3.817585238467779*^9}, {3.8175856895510893`*^9, - 3.8175856906752253`*^9}, {3.817613345155766*^9, 3.8176133469126177`*^9}}, - CellLabel->"In[4]:=",ExpressionUUID->"b69f87e3-927b-4524-9686-1a17f2c879bb"], - -Cell[BoxData[ - FractionBox[ - RowBox[{ - RowBox[{"(", - RowBox[{ - RowBox[{ - RowBox[{"-", "3"}], " ", - SuperscriptBox["\[Theta]", "2"]}], "+", - SuperscriptBox["\[Theta]c", "2"]}], ")"}], " ", - RowBox[{"gC", "[", "0", "]"}]}], - RowBox[{ - SuperscriptBox["\[Theta]c", "2"], " ", - SqrtBox[ - RowBox[{"1", "+", - FractionBox[ - RowBox[{ - SuperscriptBox[ - RowBox[{"(", - RowBox[{ - RowBox[{ - RowBox[{"-", "3"}], " ", - SuperscriptBox["\[Theta]", "2"]}], "+", - SuperscriptBox["\[Theta]c", "2"]}], ")"}], "2"], " ", - SuperscriptBox[ - RowBox[{"gC", "[", "0", "]"}], "2"]}], - SuperscriptBox["\[Theta]c", "4"]]}]]}]]], "Output", - CellChangeTimes->{{3.817584537926284*^9, 3.817584558482575*^9}, { - 3.817584681776753*^9, 3.817584701794977*^9}, 3.817584776620221*^9, - 3.817585240635579*^9, 3.8175856951701927`*^9, 3.817613349497088*^9}, - CellLabel->"Out[4]=",ExpressionUUID->"fca5aade-1849-4879-95d9-c83dd6b84d7b"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"test2", "=", - RowBox[{"Integrate", "[", - RowBox[{ - RowBox[{"g2", "[", "\[Theta]", "]"}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", "0", ",", "\[Theta]c"}], "}"}]}], - "]"}]}]], "Input", - CellChangeTimes->{{3.817585638733982*^9, 3.817585654272316*^9}, { - 3.817585696967054*^9, 3.817585697075837*^9}}, - CellLabel-> - "In[370]:=",ExpressionUUID->"76d49acb-b5e2-4974-82cf-c376b2e9bf83"], - -Cell[BoxData[ RowBox[{ - RowBox[{ - FractionBox["1", "4"], " ", - SuperscriptBox["\[Theta]c", "2"], " ", - RowBox[{"gC", "[", "0", "]"}]}], "+", - RowBox[{ - FractionBox["1", "12"], " ", - SuperscriptBox["\[Theta]c", "4"], " ", - RowBox[{"gC", "[", "1", "]"}]}], "+", - RowBox[{ - FractionBox["1", "24"], " ", - SuperscriptBox["\[Theta]c", "6"], " ", - RowBox[{"gC", "[", "2", "]"}]}], "+", - RowBox[{ - FractionBox["1", "40"], " ", - SuperscriptBox["\[Theta]c", "8"], " ", - RowBox[{"gC", "[", "3", "]"}]}]}]], "Output", - CellChangeTimes->{3.817585659088111*^9, 3.817585703537512*^9}, - CellLabel-> - "Out[370]=",ExpressionUUID->"abc7d2c8-0464-4233-a249-6655f54c6cae"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{ - RowBox[{"D", "[", - RowBox[{ - RowBox[{ - RowBox[{"(", - RowBox[{ - RowBox[{"(", - RowBox[{"test1", "/.", - RowBox[{"\[Theta]", "\[Rule]", "\[Theta]c"}]}], ")"}], "-", - RowBox[{"(", - RowBox[{"test1", "/.", - RowBox[{"\[Theta]", "\[Rule]", "0"}]}], ")"}]}], ")"}], "/", - "\[Theta]c"}], ",", "\[Theta]c"}], "]"}], "//", "Simplify"}]], "Input", - CellChangeTimes->{{3.817584702838284*^9, 3.817584748931059*^9}, { - 3.81758479119285*^9, 3.8175847990853453`*^9}, {3.8175856683615837`*^9, - 3.817585674761424*^9}, {3.817613353375083*^9, 3.817613353885504*^9}}, - CellLabel->"In[5]:=",ExpressionUUID->"06ec162d-d4ce-41ef-aa36-5c655ac7865a"], - -Cell[BoxData[ - FractionBox[ - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], " ", - RowBox[{"(", - RowBox[{ - FractionBox["1", - SqrtBox[ - RowBox[{"1", "+", - SuperscriptBox[ - RowBox[{"gC", "[", "0", "]"}], "2"]}]]], "+", - FractionBox["2", - SqrtBox[ - RowBox[{"1", "+", - RowBox[{"4", " ", - SuperscriptBox[ - RowBox[{"gC", "[", "0", "]"}], "2"]}]}]]]}], ")"}]}], - SuperscriptBox["\[Theta]c", "2"]]], "Output", - CellChangeTimes->{{3.817584717925565*^9, 3.817584749355122*^9}, { - 3.817584781653911*^9, 3.817584799951426*^9}, 3.817585243063086*^9, - 3.817585675459407*^9, 3.81758571432295*^9, 3.817613355851296*^9}, - CellLabel->"Out[5]=",ExpressionUUID->"4f58f171-276d-4b8b-a439-52aa6e0e19fa"] -}, Open ]], - -Cell[BoxData[ - RowBox[{ - RowBox[{"eq2", "=", - RowBox[{ - RowBox[{"{", - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"eqLow", "[", "2", "]"}], "[", - RowBox[{"f", ",", - RowBox[{ - RowBox[{"g", "[", - RowBox[{"gC", ",", "\[Theta]c"}], "]"}], "[", "0", "]"}]}], "]"}], - "[", "0", "]"}], ",", - RowBox[{ - RowBox[{ - RowBox[{"eqHigh", "[", "2", "]"}], "[", - RowBox[{"f", ",", - RowBox[{ - RowBox[{"g", "[", - RowBox[{"gC", ",", "\[Theta]c"}], "]"}], "[", "0", "]"}]}], "]"}], - "[", "1", "]"}]}], "}"}], "/.", - RowBox[{"rules", "[", - RowBox[{"f", ",", - RowBox[{ - RowBox[{"g", "[", - RowBox[{"gC", ",", "\[Theta]c"}], "]"}], "[", "0", "]"}]}], "]"}]}]}], - ";"}]], "Input", - CellChangeTimes->{{3.817566966465438*^9, 3.817566988369422*^9}}, - CellLabel->"In[81]:=",ExpressionUUID->"14d51596-0d76-499e-9baa-e7be6425156e"], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"sol2", "=", - RowBox[{"FindRoot", "[", - RowBox[{ - RowBox[{"eq2", "/.", - RowBox[{"{", - RowBox[{"\[Theta]c", "\[Rule]", "1.3"}], "}"}]}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"{", - RowBox[{"M0", ",", - RowBox[{"M0", "/.", "sol1"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], ",", "1"}], "}"}]}], "}"}], ",", - RowBox[{"MaxIterations", "\[Rule]", "5000"}]}], "]"}]}]], "Input", - CellChangeTimes->{{3.8175612726329412`*^9, 3.81756128486736*^9}, { - 3.8175614038617268`*^9, 3.817561415404965*^9}, {3.817561511096093*^9, - 3.817561563944231*^9}, {3.81756250196518*^9, 3.817562507914916*^9}, { - 3.817562967760625*^9, 3.81756298304041*^9}, 3.817563161460335*^9, { - 3.817563206558021*^9, 3.81756320676147*^9}, {3.817563530710863*^9, - 3.817563550054001*^9}, {3.817563775700533*^9, 3.817563804069632*^9}, { - 3.817563971222761*^9, 3.817564086350409*^9}, {3.817564155680212*^9, - 3.8175641623358994`*^9}, {3.81756424029494*^9, 3.817564240399859*^9}, { - 3.8175645416987743`*^9, 3.817564542202907*^9}, {3.817564715061411*^9, - 3.817564723202471*^9}, {3.8175648450855713`*^9, 3.817564883921851*^9}, { - 3.8175650025642157`*^9, 3.817565074155829*^9}, {3.817565217921039*^9, - 3.817565230520749*^9}, {3.817565359356901*^9, 3.8175654247402163`*^9}, { - 3.817565602697175*^9, 3.817565635407323*^9}, {3.817566059389201*^9, - 3.817566077942937*^9}, {3.817566269837482*^9, 3.817566273547044*^9}, { - 3.8175663066250553`*^9, 3.817566306784181*^9}, {3.817566684914805*^9, - 3.81756668549652*^9}, {3.817566919102108*^9, 3.817566934549343*^9}, { - 3.817567023284172*^9, 3.817567067932376*^9}, {3.817569671239231*^9, - 3.817569671464748*^9}}, - CellLabel->"In[82]:=",ExpressionUUID->"0fdc6db7-418c-44d4-b217-8c6a47dbf54f"], - -Cell[BoxData[ - RowBox[{"{", - RowBox[{ - RowBox[{"M0", "\[Rule]", "2.5096411192928767`"}], ",", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "0.21232864452555533`"}]}], - "}"}]], "Output", - CellChangeTimes->{ - 3.817561286441853*^9, 3.817561420490069*^9, 3.817561452135456*^9, { - 3.817561512454604*^9, 3.817561517595207*^9}, 3.817561585719215*^9, - 3.817563004628446*^9, 3.817563182856628*^9, 3.817563228472159*^9, { - 3.817563534906947*^9, 3.817563573064754*^9}, {3.817563797249289*^9, - 3.817563825598139*^9}, {3.817563996789044*^9, 3.817564046321703*^9}, { - 3.817564078153729*^9, 3.817564103465789*^9}, 3.817564181902115*^9, - 3.817564233365617*^9, {3.817564277720583*^9, 3.8175642801348143`*^9}, - 3.817564315116712*^9, 3.8175645338256474`*^9, {3.817564627325935*^9, - 3.8175646522898493`*^9}, {3.817564705276019*^9, 3.817564735465515*^9}, { - 3.817564839073145*^9, 3.817564850280691*^9}, 3.817564889679229*^9, { - 3.817564994846734*^9, 3.817565091817582*^9}, 3.817565231749591*^9, { - 3.817565295003468*^9, 3.817565428068199*^9}, 3.817565500042843*^9, { - 3.817565636029861*^9, 3.81756564530912*^9}, 3.817565735768449*^9, { - 3.817566053734901*^9, 3.8175660860827293`*^9}, 3.817566141015539*^9, - 3.8175662848590927`*^9, 3.817566325612877*^9, {3.817566873920313*^9, - 3.817566888279759*^9}, 3.8175669368598824`*^9, {3.817567045496682*^9, - 3.817567071548258*^9}, 3.8175676612529373`*^9, 3.8175677905056353`*^9, - 3.817569682355029*^9}, - CellLabel->"Out[82]=",ExpressionUUID->"67408372-ed4a-4c44-8e4a-095d1f5a7f3d"] -}, Open ]], - -Cell[BoxData[ - RowBox[{ - RowBox[{"eq3", "=", - RowBox[{ - RowBox[{"{", - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"eqLow", "[", "2", "]"}], "[", - RowBox[{"f", ",", - RowBox[{ - RowBox[{"g", "[", - RowBox[{"gC", ",", "\[Theta]c"}], "]"}], "[", "2", "]"}]}], "]"}], - "[", "0", "]"}], ",", - RowBox[{ - RowBox[{ - RowBox[{"eqHigh", "[", "2", "]"}], "[", - RowBox[{"f", ",", - RowBox[{ - RowBox[{"g", "[", - RowBox[{"gC", ",", "\[Theta]c"}], "]"}], "[", "2", "]"}]}], "]"}], - "[", "1", "]"}], ",", - RowBox[{ - RowBox[{ - RowBox[{"eqMid", "[", "2", "]"}], "[", - RowBox[{"f", ",", - RowBox[{ - RowBox[{"g", "[", - RowBox[{"gC", ",", "\[Theta]c"}], "]"}], "[", "2", "]"}]}], "]"}], - "[", "0", "]"}], ",", - RowBox[{ - RowBox[{ - RowBox[{"eqLow", "[", "2", "]"}], "[", - RowBox[{"f", ",", - RowBox[{ - RowBox[{"g", "[", - RowBox[{"gC", ",", "\[Theta]c"}], "]"}], "[", "2", "]"}]}], "]"}], - "[", "1", "]"}]}], "}"}], "/.", - RowBox[{"rules", "[", - RowBox[{"f", ",", - RowBox[{ - RowBox[{"g", "[", - RowBox[{"gC", ",", "\[Theta]c"}], "]"}], "[", "2", "]"}]}], "]"}]}]}], - ";"}]], "Input", - CellChangeTimes->{{3.817566966465438*^9, 3.817566988369422*^9}, { - 3.817567083496526*^9, 3.8175671002682753`*^9}, {3.817567232980145*^9, - 3.817567237450404*^9}, {3.817567395420353*^9, 3.8175673955203133`*^9}, { - 3.817570287418523*^9, 3.817570318305339*^9}}, - CellLabel-> - "In[112]:=",ExpressionUUID->"85e42c53-eadd-4f1a-85ea-31722ac3808d"], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{ - RowBox[{ - RowBox[{"eqMid", "[", "2", "]"}], "[", - RowBox[{"f", ",", - RowBox[{ - RowBox[{"g", "[", - RowBox[{"gC", ",", "\[Theta]c"}], "]"}], "[", "0", "]"}]}], "]"}], "[", - "0", "]"}]], "Input", - CellChangeTimes->{{3.817578043607004*^9, 3.817578057099272*^9}}, - CellLabel-> - "In[114]:=",ExpressionUUID->"94b7d8f3-1de1-4724-9998-f9046cf18d08"], - -Cell[BoxData[ - RowBox[{ - RowBox[{"(", - RowBox[{ + RowBox[{"\[CapitalPhi]\[Eta]3", "=", + RowBox[{"Table", "[", RowBox[{ - RowBox[{"-", "15"}], " ", - SuperscriptBox["\[ExponentialE]", - FractionBox["1", - RowBox[{"B", " ", - RowBox[{"(", - RowBox[{ - RowBox[{"-", "1"}], "+", "\[Theta]c"}], ")"}]}]]], " ", "M0", " ", - SuperscriptBox["\[Theta]c", - RowBox[{"2", "/", "15"}]], " ", - RowBox[{"ExpIntegralEi", "[", - FractionBox["1", - RowBox[{"B", " ", - RowBox[{"(", - RowBox[{"1", "-", "\[Theta]c"}], ")"}]}]], "]"}]}], "-", - RowBox[{"15", " ", "B", " ", - SuperscriptBox["\[ExponentialE]", - FractionBox["1", - RowBox[{"B", " ", - RowBox[{"(", - RowBox[{ - RowBox[{"-", "1"}], "+", "\[Theta]c"}], ")"}]}]]], " ", "M0", " ", - SuperscriptBox["\[Theta]c", - RowBox[{"2", "/", "15"}]], " ", - RowBox[{"ExpIntegralEi", "[", - FractionBox["1", - RowBox[{"B", " ", - RowBox[{"(", - RowBox[{"1", "-", "\[Theta]c"}], ")"}]}]], "]"}]}], "-", - RowBox[{"15", " ", - SuperscriptBox["\[ExponentialE]", - FractionBox["1", - RowBox[{"B", " ", - RowBox[{"(", - RowBox[{ - RowBox[{"-", "1"}], "+", "\[Theta]c"}], ")"}]}]]], " ", "M0", " ", - SuperscriptBox["\[Theta]c", - RowBox[{"17", "/", "15"}]], " ", - RowBox[{"ExpIntegralEi", "[", - FractionBox["1", - RowBox[{"B", " ", - RowBox[{"(", - RowBox[{"1", "-", "\[Theta]c"}], ")"}]}]], "]"}]}], "+", - RowBox[{"15", " ", "B", " ", - SuperscriptBox["\[ExponentialE]", - FractionBox["1", - RowBox[{"B", " ", - RowBox[{"(", - RowBox[{ - RowBox[{"-", "1"}], "+", "\[Theta]c"}], ")"}]}]]], " ", "M0", " ", - SuperscriptBox["\[Theta]c", - RowBox[{"32", "/", "15"}]], " ", - RowBox[{"ExpIntegralEi", "[", - FractionBox["1", - RowBox[{"B", " ", - RowBox[{"(", - RowBox[{"1", "-", "\[Theta]c"}], ")"}]}]], "]"}]}], "-", - RowBox[{"15", " ", - SuperscriptBox["\[ExponentialE]", - FractionBox["1", - RowBox[{"B", " ", - RowBox[{"(", - RowBox[{"1", "+", "\[Theta]c"}], ")"}]}]]], " ", "M0", " ", - SuperscriptBox["\[Theta]c", - RowBox[{"2", "/", "15"}]], " ", - RowBox[{"ExpIntegralEi", "[", - RowBox[{"-", - FractionBox["1", - RowBox[{"B", " ", - RowBox[{"(", - RowBox[{"1", "+", "\[Theta]c"}], ")"}]}]]}], "]"}]}], "+", - RowBox[{"15", " ", "B", " ", - SuperscriptBox["\[ExponentialE]", - FractionBox["1", - RowBox[{"B", " ", - RowBox[{"(", - RowBox[{"1", "+", "\[Theta]c"}], ")"}]}]]], " ", "M0", " ", - SuperscriptBox["\[Theta]c", - RowBox[{"2", "/", "15"}]], " ", - RowBox[{"ExpIntegralEi", "[", - RowBox[{"-", - FractionBox["1", - RowBox[{"B", " ", - RowBox[{"(", - RowBox[{"1", "+", "\[Theta]c"}], ")"}]}]]}], "]"}]}], "+", - RowBox[{"15", " ", - SuperscriptBox["\[ExponentialE]", - FractionBox["1", - RowBox[{"B", " ", - RowBox[{"(", - RowBox[{"1", "+", "\[Theta]c"}], ")"}]}]]], " ", "M0", " ", - SuperscriptBox["\[Theta]c", - RowBox[{"17", "/", "15"}]], " ", - RowBox[{"ExpIntegralEi", "[", - RowBox[{"-", - FractionBox["1", - RowBox[{"B", " ", - RowBox[{"(", - RowBox[{"1", "+", "\[Theta]c"}], ")"}]}]]}], "]"}]}], "-", - RowBox[{"15", " ", "B", " ", - SuperscriptBox["\[ExponentialE]", - FractionBox["1", - RowBox[{"B", " ", - RowBox[{"(", - RowBox[{"1", "+", "\[Theta]c"}], ")"}]}]]], " ", "M0", " ", - SuperscriptBox["\[Theta]c", - RowBox[{"32", "/", "15"}]], " ", - RowBox[{"ExpIntegralEi", "[", - RowBox[{"-", - FractionBox["1", - RowBox[{"B", " ", - RowBox[{"(", - RowBox[{"1", "+", "\[Theta]c"}], ")"}]}]]}], "]"}]}], "-", - RowBox[{"16", " ", "\[Pi]", " ", - SuperscriptBox[ - RowBox[{"(", - RowBox[{ - RowBox[{"-", "1"}], "+", - SuperscriptBox["\[Theta]c", "2"]}], ")"}], - RowBox[{"1", "/", "15"}]], " ", - SuperscriptBox[ - RowBox[{"gC", "[", "0", "]"}], - RowBox[{"1", "/", "15"}]], " ", - RowBox[{"\[CapitalPhi]", "[", "0", "]"}]}], "+", - RowBox[{"16", " ", "\[Pi]", " ", - SuperscriptBox["\[Theta]c", "2"], " ", - SuperscriptBox[ - RowBox[{"(", - RowBox[{ - RowBox[{"-", "1"}], "+", - SuperscriptBox["\[Theta]c", "2"]}], ")"}], - RowBox[{"1", "/", "15"}]], " ", - SuperscriptBox[ - RowBox[{"gC", "[", "0", "]"}], - RowBox[{"1", "/", "15"}]], " ", - RowBox[{"\[CapitalPhi]", "[", "0", "]"}]}]}], ")"}], "/", - RowBox[{"(", - RowBox[{"15", " ", "\[Pi]", " ", - RowBox[{"(", - RowBox[{ - RowBox[{"-", "1"}], "+", "\[Theta]c"}], ")"}], " ", - SuperscriptBox["\[Theta]c", - RowBox[{"2", "/", "15"}]], " ", - RowBox[{"(", - RowBox[{"1", "+", "\[Theta]c"}], ")"}]}], ")"}]}]], "Output", - CellChangeTimes->{3.817578074909642*^9}, - CellLabel-> - "Out[114]=",ExpressionUUID->"c8797d01-60d9-4367-bada-270d874abd6f"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"sol3", "=", - RowBox[{"FindRoot", "[", - RowBox[{ - RowBox[{"eq3", "/.", - RowBox[{"\[Theta]c", "\[Rule]", "1.3"}]}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"{", - RowBox[{"M0", ",", - RowBox[{"M0", "/.", "sol2"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], ",", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "/.", "sol2"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"gC", "[", "1", "]"}], ",", "0"}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"gC", "[", "2", "]"}], ",", "0"}], "}"}]}], "}"}], ",", - RowBox[{"MaxIterations", "\[Rule]", "5000"}]}], "]"}]}]], "Input", - CellChangeTimes->{{3.8175612726329412`*^9, 3.81756128486736*^9}, { - 3.8175614038617268`*^9, 3.817561415404965*^9}, {3.817561511096093*^9, - 3.817561563944231*^9}, {3.81756250196518*^9, 3.817562507914916*^9}, { - 3.817562967760625*^9, 3.81756298304041*^9}, 3.817563161460335*^9, { - 3.817563206558021*^9, 3.81756320676147*^9}, {3.817563530710863*^9, - 3.817563550054001*^9}, {3.817563775700533*^9, 3.817563804069632*^9}, { - 3.817563971222761*^9, 3.817564086350409*^9}, {3.817564155680212*^9, - 3.8175641623358994`*^9}, {3.81756424029494*^9, 3.817564240399859*^9}, { - 3.8175645416987743`*^9, 3.817564542202907*^9}, {3.817564715061411*^9, - 3.817564723202471*^9}, {3.8175648450855713`*^9, 3.817564883921851*^9}, { - 3.8175650025642157`*^9, 3.817565074155829*^9}, {3.817565217921039*^9, - 3.817565230520749*^9}, {3.817565359356901*^9, 3.8175654247402163`*^9}, { - 3.817565602697175*^9, 3.817565635407323*^9}, {3.817566059389201*^9, - 3.817566077942937*^9}, {3.817566269837482*^9, 3.817566273547044*^9}, { - 3.8175663066250553`*^9, 3.817566306784181*^9}, {3.817566684914805*^9, - 3.81756668549652*^9}, {3.817566919102108*^9, 3.817566934549343*^9}, { - 3.817567023284172*^9, 3.817567067932376*^9}, {3.8175671317703943`*^9, - 3.8175671596579437`*^9}, {3.817567241410817*^9, 3.8175672504997997`*^9}, { - 3.817568075647451*^9, 3.817568078380481*^9}, {3.817568594743252*^9, - 3.8175686239095984`*^9}, {3.817569779755021*^9, 3.817569779981715*^9}, - 3.817569957333053*^9, {3.81757027719392*^9, 3.817570284741372*^9}, { - 3.817570386012393*^9, 3.8175704096934767`*^9}, {3.817570564684226*^9, - 3.817570567677744*^9}}, - CellLabel-> - "In[113]:=",ExpressionUUID->"f170d041-00ce-4e11-b3a8-0bd59dad2b6c"], - -Cell[BoxData[ - TemplateBox[{ - "FindRoot", "lstol", - "\"The line search decreased the step size to within tolerance specified \ -by AccuracyGoal and PrecisionGoal but was unable to find a sufficient \ -decrease in the merit function. You may need more than \ -\\!\\(\\*RowBox[{\\\"MachinePrecision\\\"}]\\) digits of working precision to \ -meet these tolerances.\"", 2, 113, 52, 25018801182717762080, "Local"}, - "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{ - 3.8175681074212227`*^9, {3.817568602720385*^9, 3.817568624745062*^9}, - 3.817569911216564*^9, 3.817570012763472*^9, 3.817570103749761*^9, { - 3.8175703802086477`*^9, 3.817570411997117*^9}, 3.81757046521631*^9, { - 3.8175705207912827`*^9, 3.817570554229301*^9}, 3.817570599134549*^9, - 3.817578033326234*^9}, - CellLabel-> - "During evaluation of \ -In[113]:=",ExpressionUUID->"4eacc95f-2370-4f5b-b81d-114beebccca0"], - -Cell[BoxData[ - RowBox[{"{", - RowBox[{ - RowBox[{"M0", "\[Rule]", "26314.657975676913`"}], ",", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "0.26058817076147406`"}], ",", - RowBox[{ - RowBox[{"gC", "[", "1", "]"}], "\[Rule]", - RowBox[{"-", "0.05055607081397803`"}]}], ",", - RowBox[{ - RowBox[{"gC", "[", "2", "]"}], "\[Rule]", - RowBox[{"-", "0.06098078955322251`"}]}]}], "}"}]], "Output", - CellChangeTimes->{ - 3.817561286441853*^9, 3.817561420490069*^9, 3.817561452135456*^9, { - 3.817561512454604*^9, 3.817561517595207*^9}, 3.817561585719215*^9, - 3.817563004628446*^9, 3.817563182856628*^9, 3.817563228472159*^9, { - 3.817563534906947*^9, 3.817563573064754*^9}, {3.817563797249289*^9, - 3.817563825598139*^9}, {3.817563996789044*^9, 3.817564046321703*^9}, { - 3.817564078153729*^9, 3.817564103465789*^9}, 3.817564181902115*^9, - 3.817564233365617*^9, {3.817564277720583*^9, 3.8175642801348143`*^9}, - 3.817564315116712*^9, 3.8175645338256474`*^9, {3.817564627325935*^9, - 3.8175646522898493`*^9}, {3.817564705276019*^9, 3.817564735465515*^9}, { - 3.817564839073145*^9, 3.817564850280691*^9}, 3.817564889679229*^9, { - 3.817564994846734*^9, 3.817565091817582*^9}, 3.817565231749591*^9, { - 3.817565295003468*^9, 3.817565428068199*^9}, 3.817565500042843*^9, { - 3.817565636029861*^9, 3.81756564530912*^9}, 3.817565735768449*^9, { - 3.817566053734901*^9, 3.8175660860827293`*^9}, 3.817566141015539*^9, - 3.8175662848590927`*^9, 3.817566325612877*^9, {3.817566873920313*^9, - 3.817566888279759*^9}, 3.8175669368598824`*^9, {3.817567045496682*^9, - 3.817567071548258*^9}, 3.817567145762271*^9, 3.817567226729545*^9, - 3.8175672805471077`*^9, {3.817567723233759*^9, 3.8175677300193787`*^9}, { - 3.817568079036153*^9, 3.8175681074809437`*^9}, {3.817568602782158*^9, - 3.817568624803339*^9}, 3.817569911341571*^9, 3.8175700128165197`*^9, - 3.817570103832847*^9, {3.817570380409218*^9, 3.817570412059435*^9}, - 3.8175704652714357`*^9, {3.817570520846631*^9, 3.817570554281905*^9}, - 3.81757059925739*^9, 3.817578033441112*^9}, - CellLabel-> - "Out[113]=",ExpressionUUID->"37349b20-07d0-4012-90ce-068c376209b0"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"GraphicsRow", "[", - RowBox[{"{", "\[IndentingNewLine]", - RowBox[{ - RowBox[{"Plot", "[", - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"g", "[", - RowBox[{"gC", ",", "\[Theta]c"}], "]"}], "[", "1", "]"}], "[", - "\[Theta]", "]"}], "/.", "sol3"}], "/.", - RowBox[{"\[Theta]c", "\[Rule]", "1.1"}]}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", "0", ",", "1.2"}], "}"}]}], "]"}], ",", - "\[IndentingNewLine]", - RowBox[{"Plot", "[", RowBox[{ RowBox[{ RowBox[{ - RowBox[{ + RowBox[{"{", RowBox[{ RowBox[{ - RowBox[{"R\[ScriptCapitalM]", "[", "2", "]"}], "[", - RowBox[{"B", ",", "\[Theta]c", ",", "M0"}], "]"}], "[", "\[Theta]", - "]"}], "/.", - RowBox[{"B", "->", - RowBox[{ - RowBox[{"ruleB", "[", "2", "]"}], "[", - RowBox[{"f", ",", + RowBox[{"t", "[", "\[Theta]", "]"}], + SuperscriptBox[ + RowBox[{"h3", "[", "\[Theta]", "]"}], RowBox[{ - RowBox[{"g", "[", - RowBox[{"gC", ",", "\[Theta]c"}], "]"}], "[", "1", "]"}]}], - "]"}]}]}], "/.", "sol3"}], "/.", - RowBox[{"\[Theta]c", "\[Rule]", "1.1"}]}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", "0", ",", "1.2"}], "}"}]}], "]"}]}], - "\[IndentingNewLine]", "}"}], "]"}]], "Input", - CellChangeTimes->{{3.8175672854849167`*^9, 3.8175673108365*^9}, { - 3.817567343605356*^9, 3.817567515945986*^9}}, - CellLabel->"In[35]:=",ExpressionUUID->"dcf13cfd-3c9b-4f00-914a-62dd8441c54a"], - -Cell[BoxData[ - GraphicsBox[{{}, {InsetBox[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], - Opacity[1.], LineBox[CompressedData[" -1:eJwV13k8VN8bB3DJUlKWyJotWm2hRPjYZ1IKoSKVLUSoVFoQyVZJfFtshZgZ -SwtaJLqKSkqylCwzY8mamBlapPjd31/zer/unXvOc+5znudcVa8QJ19+Pj4+ -2jw+vv//TrKX6Tzc6mZW/T0uZaWbrln2eWUVUeVNWOX6986fucUI0XiS0K5E -BUdLvvnJ3HLs/slvWq20GyKqlceuzmmhkbVa5oGSPzR7fY8fmjOFcOvm2EKl -cJhvUasQnrOHuv0rY5pSAn7JXzyY/s8D+iIi1/OVbsJIdKBu/NdhZDVPCTqr -FcJlzfAyZ5UotPk+PFRXXIbKg74Cr/nioaXt+PUJvQJNu232nF+TjJ9rJaPO -axCgiDLnGzJTYXFbxMkg4yW63AKDtlCuw9xK6Udq3yuE5v8n1tqajuFtK1Rv -KbzFDiGWcbRaNnieWyQ3Ln+P3IxvitsFc2BwdZ5U5f4mtHm26q2IyMV338OH -fTc0w4wr2fOMyIPUYydp6/IWuDy7ujiMfQe7l0a/uunYBrGOksTrP/Jh/xNf -9Ns+wWFD/luv9gIsWVaiWNP5CcFzc3e/dRbgwwZZz229n/Di5KD4UVYBth/n -jPiMf8LIyasOJwcK4DCVM3NtwWfMxKgWe08WwIk3T/m3yWeEC6gH1S6hwXW8 -1req4DO6b3moZ1nRsG+QMml9sh1rhybSMgtoGB1+lVIW0Q5r4x67Ywwajn+z -0laJbYfRMUYktZiGSxwEzKS0o212r/u3BzQ8+2PILi1qh8R0CVuyigZZsdXv -lFjtSHoU/2a4mYZmwwV3flt/gcwdDnF3hoa9xnHmB7d+waO6iUMGszQMmwiw -Wh2/4GeBfkIFHx18lnxy9/d9gYWHnexTQTq0t/1O9g3/go+1C+IyxehIOjB8 -uqX4C8wnfXcOqNFhnVjvVCLZAeuzbblJFDoGGz8uLJbtwL6mSNH0LXQkSnbU -FCp1AHd8NhZspeND5og2fW0HrqnNvn68g45d90QW5Vl24NIJg0/Pd9FxqHVb -7Y2jHbA1ex/m5UdHyvJm/fMtHQjYkWjzM5YOPa+O0egvHaBdX6tVFUfHJ1pv -7jlWB9IkHBujEuiQ1+WJRY52YMj04Ea+S3TcsVw6Fs7fCb1yO9pAKh2P/Vzy -g/U6cZSV2GKZQ0dXaYeUW2onIh9lSds8paNMfn5+581OXKJYNPRW0pFwXlPf -/XYnoooevD1TRcdGlyjHvSWduK8oy6ATdKT+Vk/e97oTxxs3MFmv6KAiVNj7 -TyeuCqjPNDTTocxIv97P14UVWt1WJq10/BSv1fAR7sKCtJVtRW3k/PqkrX2l -unA5535DVDsdsxeenfPT7kK9q7PIQiYdD98L/Qn06oJvh1jxzSE6Lm7QTRzz -74JFSJsra5gOr1t7ZA+HkM+/QKWojtIhFlqyMfhsF6I9Un/cGiPXc6nTsdDr -XSgQFzp/ikuHqlv2WFhDFyxtdpkW/6Hj98vXZ3587MIp/QSVVzPk+1nHETnR -3oU9gkyb7r90nP1nuebk1y4onXB35Z+j40vOsO+p2S4odt5K0prPQPKQPjtC -rxvvc/+p8C1i4GzqUPyVTd14nN7mwCIdYJqpm2vWjdja7QqVogxYp/HH1Nl1 -o2CmNurQEgb+mDWrL/LuhrjE1/P3JBjwux586GZaN6oaAr1rZRhwtlBbWpTe -jZb05+vPyDJgOfbp2bPb3Xj2WTddV44BJUvTxezibuxYoqj/nzwDbd8XPdCo -64bhiycpZssZMLcp/FE21Q2nf0a9ymoMaHP23qr7041bxR8NS0krZIpTPvMx -UT6futJ8BQM/OSdvTosycf1CaoOrOgMlWbabzTWYOMap1PZbyUAG5U+/4zom -NqufshwgHc+7e8l7PRPz36Z+P7CKAS+qNCvOlImRuYyFjqsZkJvqP9fowkTd -6wO7pNYyIHT7xhq2OxMCxm7qUaSntmxt4XgysSdic8IQ6Y+3y1ZIBTOh239O -qnQdA3Fbo1+7xTGx/elj01VaDIT9NAgJusRE4NZLNZGkPXOHZSJTmWh5MdTR -Strk146A3FtMVN8V+HhCmwFenpLo8GPyeQce1t/WYUDq6OSlM9VMnPObujZC -eqNF/WKxOiaet366rKvLwGn2EbGNzUw8Yzv8e0Q6655tytt2JoJOfQqbIv08 -QkHCg8WETFDzMt31DPArvpKM/cZEdNrCzluk1b+lp8nwmDDu1p9pJm1bGSxV -/JsJaVqpLb8eA/6JVtfM5pgYmDxdpUM6abfsshZBFlZpJux1I12y6vt1X1EW -1ORaVsaQ/vDzhcy0JAu8YUcFOmnOq+s3L8mxwNCaZ/yWtOS1QDkVFRbcmB0x -w6QNfMwzyleyYOT0+YeAPgOu+tIKFC0Wiuy4qUqkw/lHMzv1WXAe0XDbQDqj -+blisDELlEchW7eQrspJy55nwcLf9IaDbqRZIf5K1ygsnB3SK/EnzQfT26u3 -sxDgVKAQRlptiaRKlTMLKlNKj86StmYO5uxwZ6HeLjs8hvTBkmeq/Z4s+Bsp -HbxAOuFMSt4Jfxb+CedE/N9Fdr4rREJYSPVWJf5//3s54/zs4yy47MtdG0F6 -fHiJxvqz5PxDlGv+P554RX9BXQwLW8IyowJI68VXrNydyAL1nnSAO2ln18v0 -b1dY2PAq+awd6RMaXqujrrNg/Fq4ciPpm1MbCyWzWZBXj1FVIV1Zu2gt7Q4L -e5/MlQmR7k7tKTIqYsHxeUzwKLmes56P1jU+YMGEudj5HWmV9UklB56Q66eU -711I2pJvv9ZUNQsDXGp2LGmfJv178XVkvNp88zxIx91aoKPwjoUU8Q/JeqQb -TMp0Lb+Q1ytqVn8i82NsUXzpJxYLMb8mDPJIL+ly1wsYYMG8yS4wiLTTKUGD -FB4Le/KzXH+T+RdG7Xy4YpqFCIfcRZWkr8vc3/BkjoVFk2Oj4aQ7H+02ZImy -kTYQvnqczO+/sVoVR5aycUqxIS6ftJIzv5GgPBuNMrFiu0l78YqNNVexwU7f -nfOY3C+xL849I7TYOGgZz/AkTUtxMdlpwIbYpG3XQtKj2nOmpy3Y8FGn1TiS -++1ooJNFvTsb6y/oXyLI/bp/uZGCqRcbEeGegy6ktzUp/yj1Z6P31t0LI+T+ -XqX/nZF5nI1c+fa0BaS7/8SLh1xho1aDn6NB1ouGkuDR/mtsaHmXhdHIevJk -n0vd7iw2RNm/zNRJp75UC7csJMfbeSFfhqw/lKRqtnQtGwOfUx8xyfplYJL/ -NOktG8rCrf5U0mrjSWlzTWwIDBt6PSDr3V/H3ZSRbjbkqp6vCldloExu8l7V -TzaEN8zNDSqR9dxZilgv3YPZbed/W5D1NfausGaQbA+eFijKRpP194zQzE2a -Qg+K/ayiqsn67F/Re1RBrQd9vTnq2ssYsFK8v1JQpwefr8V/GJdk4Hf/luQv -1B7cHS168p3sBxMmpjOS23pg7ynhMY/04DVdf/sdPRg61rxVUoSBVoqM5UuX -HoyuZwtqLmDgXvHXH8VePUiOfT9hJsCA97Eoj6izPeQ5S/ppH9mvDn433BUT -1UO+DwUWk+xn/n4chwsxPVD/dILxeZqOIHdP64sJPagpv6f14hcdYVZW6278 -14M12ln/Tk3SEbtUePpeCfn/SruPp8n+mV+e/B+ruwcVv1oMKz/TQdOiJPey -e7Ah+/uWQ5/oYNDn4r/29aB+XpegLNm/SzJDz4wO90BbpuVMENnvH5538vo5 -1YO3awif6Xd01O1cprtkcS/c3wo53Kmhk3Uv+52paS/u8evUb2LQwc/nVxpt -3ot3pfE1Z2h0KInq3nhl1UvWieN8Vfl0uKq/9LK364V/jtRug1w63jgPTu/d -1Qu3wzcOC2TQUfhIe/XZI714eeNjkNpFOg6fJGIrC3qhlLm+ZFcgeV47n3Bo -ltELq3txy60DyHiuODpYlvRizjeArUWer1j0foWGsl5Yx0i5TnvRseOLcHkH -0Quxe7UyoW50rDdy6P3d0YvxpeIGTCodP/70mBou6YPwEif1ihV0KK4OeWAl -0Ycf7+9uCVclz4Mu/9QcpPpQp6aiulGZjv/uyy0IkO/DlPmpoSJ58vzm49SS -sbIPeRG+neESdIQ21h6cNetDm+SlbBp5Hh29TbvyKqQPSeZZH7a208CyDurd -2dwH9pD8g6ZoGgK9z/M5tvVhcoG57OIoGn5HZyhvb+8D4/befdSzNCwl6j2o -zD4Ml3MuVJyggWqk0Wky0gebrtfbogJpKNditWjM68fcw12idGcaEpY51P3S -7UdXnOyspwYN64f16Zkp/XjWoKWaVVMASUmVI0oHvkKwY9sDh4Z8vI90DqpT -HYDXQYu16+vukP30bmDB5ACqlH89b4rPw+vnlpdLXwzCM6Pwyi/9XDhuV+np -iR6CVXJRX13NbRzyUTPc6jQMHbOhs1lPsuBeHUR8kRrBQGbGyqm6dDwJmQy4 -2jqCxdWyuXJN15HLuCV7IW8U35YFCvOlpMFbPfV3pvc3KEp861C6lILylUXd -3w3GIOLnIr2rPAndgSI8r99j6InYe23Nn1iEiNDXzK/4ji3D8TfTgqKQouPv -y4ofx4Js4am1i49D10Vx/2DSOHI9I1UGh8Pw8fTH3eOXx3Fx9PD4w7owiL/e -tG02bRz+AmsfXj4bhit7F+or5YwjNNj4g9b3Y0hOLOLbVzEOSVlOrGHLUVzu -H8tkDo/DPkdGd6w4FEk3jrR0b5nAu1TvK3FWAbDesbFCw34CJfSXCwi+AMwK -zWQHO0xAc0H0Kt3n/jh6IjaAb9cEIliPJKqN/OHucoNP3WcCl/IX18Xp+0Fz -abV2YOQE3F9Hr5iv54um5AUXp8sm8ObMqavj7p5Ism0MtXw8gd0HVIRvqnjC -evaq68WnE9Bve6t8buAAKg4rqC2vmYDapPU/0dADyNmm/dS8cQJjh3HeVHw/ -joo4D8UPTUBszutlRoI7RGqbVBct4WD5Gxz36nZGxo2fo3QxDnz6botOn3TG -2qDlD60lOMh5nLdTSsoZdtKBtpFSHGQ4egR32u9Eop9QIFeeA/8Wxrb7bxyx -QNT0YfsqDpIdWO63C+0h7FJkm2/BwS09PzuV+5a4vqZZzMKKg7k/QiPjCyyx -cvbXF6Y1B6cV3NXY3hawpdsEylA5+LI149Sq5eaIm+65krSdgyUrIwo7jTdD -6JZMR6g7B3/9//j/LFoPgaHYQNPjHFw1qJxqSmozk9+25MzzExwkXpQ63VHe -/1yn9EYSwjlYqV+8xvXh7+duZ4oKLc5wcPZ0ga3svEVEqdjHIZtoDoQVWzQ4 -hAKxb5OCz/bLHPz7k9IusH0dEZadf6wpmQOjRpMLk0OaRCK/9nmHFA76suWq -j0RoEw/fm+c5pXGwYzt9TWKjLiHiebDHNZ0Di5LMXfYf9YkniaV79xdw0NQs -G2gaYES8HzcO6qGR63FH7NBSSWOib2fdGU8G+dF7dEA+q8KYWKLUnuFdzMG2 -v28sa2Y3Ez5lf7/4lXKQ75sbrB1iRpyWiRseLuOgqmnoRZggiCtnxX4HPOTg -wjIPFe90EJW2ajJBTzjYsqXLSc7DnBDvoriEVnMQpUFjPAuxIFaaN/twn3Pg -mM1AUKkFsbnALexozf8/unWivnEtiIMhh9PCajkwtd1vuzPEkqien9Yc/pYD -TYsyyUfuVkSLv2LvdAMHgqv3i9anWRHDjQWc0+85GOBVUfIbrAipmxViEU0c -1JsYNz4ysCYOabLsoz9xYPDt2JK1f6yJy50hrWrt5PzCbdO3adoQDxLm7an7 -wkFB3nGXmb02xI+v6j7C3eT6jwUOTj+1IWTTHo8wmGQ+BY39pQzaEMYW1BA7 -NgdPTU3qlSRsiXPZgacv93FwY7nfrJeXLZG39d+c9lcOdo9RCz8k2BKvppMv -fBwgHSOcSNy1JURcy1KWjnDwa2WLj9akLaElYL3s0SgHcvfW32YspRAOZZ8y -Xcc4oPRLXSzQoxDXlkzT0ic4qJ3/mKsSRCEqqpI0N3M5EApfWpgdRyE6DymW -dfM4oOXqX7x5m0L8k71nGDnFwc4e5iPxJxRC5Q2qlX9yoDKTZyvYSCEsjzdb -vvjFwVpFptvxXgrhu8K73muaA4+G+2IHpihEQvOUvcAMB2IDwjF1glSiKCqu -teAvef+tzA+50lSiUUt2D2WWg6mwUYlfK6gEp6uQNTzHgfl6U/9aXSohmbTZ -J2keF53Mgu+CJlRiw6bGkXXzufj3cq662oZK7B7cF9IowMVbz4mpEXsqcfo/ -zlSwEBeHgvvuJjpTiWzLmNPiC7j41SAmkLWHStRwlvKVLeTidMxJSRUPKtF/ -q+DCzkVc6Nf2TUrtpxJC9oaLfohywerof3mK9OqZ+pTrS7iQ0/ycbr+PSmwt -dFu2SZwLC31W6hV3KhG8ayyzQ4KL6RMjb8x2UYkUwUjVM0u5OJxwz8nNkUqU -l4vRFaW5uPa3ZFvvFirx2TNX8/kyLsT9tJpazKnEtJh+2X5ZMh5ni0mtjVRC -8Xmd4Tx5Ltootc3cNVTCLMi1Ok+Bi6b7rueXK1IJT/lhS+vlXNQO+qk8EKUS -sfWn6geUuHBep/mCMUMhaCcWbY9X4UIlMzdCaIRCjLVo72lYwcXje7GM788p -hFh0DStQg4v0yk6b43QKoafj5LN4FRfvH5ft3ZdMIU5ePB7isJYLqW97nBx3 -UYgMI+Ef3HVcOJbt2rfHiEJUDd08naZFrk+EgRkhRyH4rasufNblYvVUfHPO -J1tCnWe/KFyPi5N3jz6QL7UlKDnsFDkDLnwi1CvHk2yJS3/5s/YaciG/1Scv -18iWkHm0pazPlIuca18Xyp23IWomTSP9wcU8d69ImrMN4a+nZzduzsXgRY/R -anUbouK+fN+0FRnfyVpafI014Vb0TULCjotevdb0I4NWBP8Im3l9Kxf7AkfK -jUqsiOJVbYWK9lwwRVWrL4RaEX/zqyxWO3BhNZd3jTZlSdy6ffkIXLmIlD6m -9nPUgrBlRZu+2sVFoL7Z6fp8C2JC8cTCrXu40BUxvifrYUGYZ+zLdd1Ljteg -cUvnrTnR+59O82EvLj46eoZbK4FQT2rWzQrmYoHJrlJmHlkf61/9VQ3lQiL4 -t0XcwCbiuHBlPf0ImY955+YkNDYRr2PzDpSHcZHo8qLlfcZGwi/qWErDaS6W -/SmPzj+gTxSFSXN+x3FxqqNkG1/hasKpfGFVZAKZv+1vXli+XUnMcP/FCyRx -UR+8qEmuX53YFjKoLH6Zi81aG9eemq9KfA94smNVGhc3b+5ZbPddgtDdv+e+ -y20yfz62RSpXiOPistTm1hwuTA79kv6qK43BxoZJxzwyPoWLLgceyyHbxGTT -9gJy/HtNzHfHVCEir/zCtpgLIRvjqTbuWnxt+9pi+ISLmGyp6KGrhsCl5T8e -VZDXUzu9i/s3IcPKVcagkot4xVjLR5uMyTx6465bzcX4+n7+3DETPL9S9HV1 -LRde6dFx88wscMMu9KdcExdlpW0KK5ZTwJtXKHvzIxfalKUrU3oo2P6013hZ -C/n+Tm7YX1JAhcDqnVGSn7jI0OkJ+WFgh1DBjQsWdZH7VbvmCtvPHnY1M3J/ -B8n5B7027hFzwuyGeFPWLBej0eoWV4P34ODG+k9n+XhY3C6/ueTnHnzYuDBY -gZ+HN+tCaa1RbrhtePHWbkEehvdPtG655g5zoytzLYt4OHcm9E7vew+cN7nx -4o0sD++mXJbfNPTEAiu6TakeDyOCxepjFgcRajXM3GHAAztUOtDsxkF0WK05 -Mb6Bh8clQuLK3w+iyLqYts6IB2VpTsSlDD9stb0vTAPpLqXVyn/9kbzlyduM -bTz4zrz57NEZiKUOb+xjD/KwZ035liT+I+DvPaQp7M8DobjhWo/eEXCOLFmU -FMDD1qwVUeHeR/A+zaX+ShAPjGOZWYdfHUFse79l5lEeVMQj5odeOoqpfXyb -yiJ5KP2tS3xfGYa2w0ZqPdd5iP4XOXcl+SReznbzed/kYdkuJ+6ONyfx4Mo5 -9kA6D5L77s8684XjUumbrG9ZPIjdl2dqHwuH9Q8XmV95PLgZnXqhvvcUHp49 -KrrkPhlvQgqf3uYzuHax+OfmNzwMijeYZGhH4dy+863f6nkY6NR51nkyCofW -uz/IbODhGkXh4/EXUTBrFzk008jDWuZuHdbacxhWO8SsbOOBGx1bRXlxDsaV -q+uM+kh7KCRU/IwGa7jgquE/HgouvI26HRuL+mcRwUOzPBh6F8aI349FWbLL -1ht8k3iX3ORR2hGLeANBwV/zJ2F8rnwiRucCdM/5hD8WmcSDYZ3XfswLiJFZ -sX+D7CQ+e4qF2FnGI2j0z+YBuUnMOoeVvQyJh2t1i+w1hUlMrtBRCMqOxzrv -mJYppUkICcU+cJqOR9u9XpuHGpOwdS/deKQ8Ac+jn6r5rJpEH7uEE9aXgELn -q3NL10ziob5meJFEIiL/mD89pjkJeTFV6+LQRPg3yl5foT0JC4H2shM5iXDK -4Rxt1ZlEQP5Vq7CPiTA5Vr/j/PpJmOudXZTPl4RVtjma+vqTSNr7WllofRL+ -B31u7ZE= - "]]}, - Annotation[#, "Charting`Private`Tag$7941#1"]& ]}, {}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, 0}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->{{17.867187499999996`, 0.9218750000000568}, { - 2.2657316720620315`, 6.630348647931953}}, - Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> - None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange->{{0, 1.2}, {-0.0007438034570260118, 0.04726807745466031}}, - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}], {159.24628325886667, -95.39577399785357}, - ImageScaled[{0.5, 0.5}], {298.4017682929922, 181.70623618638774}], - InsetBox[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], - Opacity[1.], LineBox[CompressedData[" -1:eJwV13k8lF8XAHDabC2SrRKRflQqlbXotEgiLUJEe1F2ES1ERdEiWiiMZmQp -JM9kD0ehpES0UMgy5hlaeGaQkN77/jWf7z/3Oefec889o37I2+boBDExse3i -YmL//xV9U1yea7Vn7c0JkYOd9YvKWBfV5k9VMwLjPWU1h7Il0HthQcRnVQtY -29isvDxbCR2GJpiWqjpAcmeQhEK2Fta2aSvlqB6DiAyNeRLZhijRuCbskeop -mOWzhDP2eDNqWletTlONgEmpa817Hu/GVdLSsSmqd0Fuurlk+mNXTHw/MNlW -4xEEF03Z65p5Cj8czXWrzOSCxVCgxhSbC7h02U5eQXoh7N1c8ujBsggcWiwX -cnEhwoPg5u9tl6Nw/X1pG734F9B60mNZsdFNXLdRdfBmZxUc3rP5/gO3OyjY -ukA9ae5r8PGqyK66cheFB7fIGcx7C/Jao5VC3wTUixGXL95fB+tV98levZWE -P496eh7Vfw9X8kH8XCkb5fNtFMyeNoC0dPRfNa1kdJh1vuruzg/Qu7z0a3nm -A7QegqZVHz6CdOnBVm25VNzH3ywyC/wMle/an6vHpKFZZLVNllwzOPw6Xecy -4SF+pZrl99z8AvG8jS2pux5hFL3qW/DKFuhY7Wm8qDADhcmqUwX5rWBh8TyG -M5KJJ9xt1lc7fQN1KaktaPkYD/uF7A0Jaoemm0XqDWHZ2C1ivTE17YDMN6vn -T7v3BAdH2k0Np3eC898YufDdOdhm5tGx630nxN6mvwXX5uAKwar0hOguWMOP -NNqoR2HTXSdu860uyNK30enUpzB0y8VSpbguUPdYJx1qSGF9RkPjLVYXGNZ0 -nC9cTaGXp6/YtYwuCAnwsFZZT2GGMNsxqLILTP2WlmVbU6jxd9HUvcNdsK1+ -r/HIUQprHu9UShjtAnHPQbWTrhT67jut0TzeBZlHMr/8OkZhOVYb2U3mwbO1 -Ca/b3Cncd8H1qLUcD55PiD2d40thvERqmakOD0IiTM7PCaZQTm6+r+oBHgRF -zVKedIvCqq6pUgsP8+Cg0Qrv9bcpPJX3h73EhQd6W1uygu9Q2ObQWG/kwYO1 -kcebhXEUPrp/SXfXKR5sc1jNr0ukcN3Sn32Xo3nQujbPzDaNQm+LYi+mnAfa -89QLzxeSfOakTxmu4MHkAycexxdR+OH7raTxlzyQi99+kltM4eobnu9kanmg -4jfvTFsJhVM+zV/2XzMPnF5ONtd+TmHS4cs/9zA82PjByP7CawrfnrP1qFTv -hnb+uiqrZgrvde7sl1nYDUUXaibafKHQxXy7/y7tblitFvHK/iuFYtMtgzqX -dYP6Dv2vTq0U6rPgmphJNxzp3T/XtoOs/2xxlol9N6QnGawdE1DorqatG+bY -Db8b+4719lBodHFh7hvnbvCxninzuZfCBsv5JXsOd4N29Axu5g8KJb4ovD3l -0w1q3mdObOin0GdY7EfulW5YpKk6rPmbQlPnce+x6yQer6m6I8TS5aOijTHd -MHTU6n3tMIUpl4dGG+K6weTakq0+IxQ2K/6QYVK6oSM6QDr5L4Ub9D8vWYrd -kL31cHvBRC7Kn3jsnirqhn831rHSpnNx86tVia1DxLfL7cxmcPGMSvFbhZFu -0A3d49ZO/O3ly6WXxPhQWbIvZdZMLmbMbe9zmcaHWdq6G11mcXFdlZy/thYf -jshGuj5T4qLfnHspBxbzwT3w+qm1ylxM81b7eHcpHypO3P+MxDJzdAyk9Piw -x+9QUOlsLn7y2jTcs44Prt2xm1PmctFT+VRQ5h4+NGwrm6emxkW253hW114+ -cJpVUy8RN7wIa517kA/f3tp4/CA28oxZe82VD6IBdj53PhcnvcgQ8/Tnw+Oy -F+qLNbhoqLRiRWogHw5MyYq6SOzmUXCw9QwfBKamel+J6xQrX1if50OOFS4M -X8DFePfWsGVRfDj7fWZkhSYXa8sP57nE8IHNkkmevpCLYoq93Um3+XCv7fSP -3cRHy4fMZyTwYcN2Zblu4rsKwYGbk/hgf/DMd+3/uFjjNvFhCIfsT3Wu0I1Y -V0FWqj+dxG+ncLmH+LBbrLF2Jh+WpHrI/afFxVhUcTuQzYf7ieOvDhCPHl/0 -pj6XDxnCVdn1xC/LNlynnvPh8/Ir1vHaJF/9KEtuJR+SLs+eWkW8IbNZ4ukr -PsiKFy35RYxxPhdya/lQ3Wxwdc0iLo5PK4G8ej7sPZj4ej+xSZjE37xGPoQ4 -z3e5QFzokxRY0MwHTU5M/gviIX6PXmELH0IbJh9vJ9bbqy8s/MYHa4u0gDHi -E42hT4o6+WDgmt+muJiLOVveehR382Eg6jR7OfEvVFr8TMCHd3NWPTMn1jE4 -TD/7zgePQ/8tcyZ2y8pOKflFzqc4dtib+JHGyMFShg/1/q9mXyAW3N2kVjbA -h9mdo9E3if+bEdNS9psPETsD93KIj4S33MMRPgzODD6XTZw8qrW7/C+pvxM7 -REXE7b5+8s/FaOC90HtWQawqKHv/fCINv209P74hdt4nfePFFBqOBpmubyCO -/2C3tUKKBslowd9PxE2WHKnKqTRs6KWkvxArPv/xsnIGDS09LS5fiW0NjcKq -5GgoEGbN/L9vPb64/qUCDf5eR6WbiRsW1I2/VKZhVe2WHR+JZePnlLyaS4P5 -JVZnHfE2WZfT1ao0DCqnlFcTX7tEGbxWp2HjNE4PEteMjYlea9IQPfDZOY9Y -0s+CqtGiwdPt2uxHxOY9t7zeLKbBWWGCWgJx2P5vS94upSEkPcjjKvGLj4t7 -3urS4PsNxM8Qi20NSKtdRYNS5I0WF+Jgo2nqdcY0uKV3HV5DXJLt0FZnQsPX -Me/pC4hHNFMS6oHsx+W7Y5LEATPXKDZsokGX+45dR84/9/KlxgYLGvRKj9jl -EAv/vo9utKIhriHd8gaxV+8xmY87afB6Yz6wmTjrQG71R1sajEqWpKsT9376 -F/5pNw31jXVxf0i9ulbEijXtpSE75tjyFOI0487SpgM0XJtIfwgg5j1Zerb5 -MA2a+kZ5m4kPJFYOfjlOg8Jt1wU8cj+S5GSffvWgYcCl/skT4pYIJ58Wbxp2 -mqv7nyZ2OCnsbT1Jw8wXMRwJ4p3b5re3n6fBYNDm7HRyHzPsgyI1wkl87Pt/ -qsh9nrC/aeWRCBpuX092OEvM9Y4Op6NoKIE5ed9If5CPEVvyK4EG4ZMp76JI -//C45/xh+X0ajjw1NtInruIUBvsm07B44OXZZtJvArg+9QMPabAtM786l7ip -sf3kaB4NGhYW3HDSv3RbTNRMi0g9biusnUMcybtbfa6EhtbXBs8ek363enDH -3AkVNNg8K5OsVeViguLzcsl6Gg77PbJlVLi4z5Ejo9hLQ5RNEL+O9Nv8g39z -d/+kYSWnIH898Qw3x333+mlI2J9uSZF+XX5mJqXym5x325ziSEUuqieet18w -SQCNrIdJavJkv9sOcnRVBVDw83pxG3kvTOhSyxPqApi5jOesQ3ynb/bAU00B -xG8fzw2cRupRrMHccIkAdh+adVFiKhfT1Tf8MDUSQOZT0TkZKXLfj2gYWtkI -oDxAwjhlAhffXd/oaWcngANMstFXcS6uLDjyYL+DAOauqFwqS/xHKn2G/z4B -GKf1Dfr9ozDiyRJBopsALsl6ftcYozBtRO/erwsCGAtubZo3SN5HTfu64XAB -vK4x6Fw1QOYl68DJEyMFYM99+mmziLzf7CJfpRvk+/NunzvOUFi5aa3lugQB -aC85WXjrJ4Wd0ZtHY54KoOOOlNXFbgrNi4+tSMwXwIYO/5JAHpm3uiJd04oE -UKIMM9y6yDxl8LaxGEl8QXH2FmQeEGvZkdX1RgCirfLO31soVNXas1efR9ZL -efSippFCp1IPbJLvAVVXgc53pFCzSTG5UakHjuEUZ04Zhb+E5WHv5vQASGr5 -2pWSeVBbwbJyfg+E7GJbFZB5J+1W6YcnOj2wUn5G3sE8CoXHp/deMuuBNWeb -/uzIoDBSMUde378HbPb3hMbepNBmxZ7fywN7QObSlweSMRSqbJ30ZfGZHlAr -d2SfukFh9nmH+/NDe2ChNWraXCPz1Q+xxVOv9cAd91ib7+EUzq/YCV0PeuCe -xPwJ+acoLPAWHY9p7IG0nesHMpzJfKiSbVT7qQc6Ld16nuyh8NzrYxJSX3rg -RN11a64D2b8FbSmh7T0wb8u0Q09syfqfqr95/+yBXyquBVe2kvhNk+y2SfSC -a3zxUNUaCnWmblkvs6YX7qxU2rdNmULOwyTl8ORe4LVfmJ71OgejA1T9I1N7 -wfPVpH7jVzkYapZUd/1hL/g0KLCqKnNwXzvrUmx2LzgsuOX0CXNwjjJrIL24 -FyTttwW05uXgzcsJ9TUNvZAkvSTqAicHL7jcjZCd+B0MSlT0dAJz8LDmzeGE -w99B6N9++j+VHHz6X0bLT70fIKN2fLHlqWxscZcWHhr+AZLKsmbxnCz0lk5f -NLHwJyTpl6opF2dg9PJjR9su/4I/+yVLBrIf4pU434aWLX1Ab79p3vmL/B/Z -blC40LoP9vJMDN7SaTg+ZZTltaMP7oVE9xS3p+GJgLDjYrv7YLV2SVZaQxo6 -2cWJaR7pg2nJ55QL89NQZ1bpMvdzfdCcvepJVUga1kVJXv3D7YNFn39/ZSmk -oXRFnbrM9H5y3pssnHakYnzcUG/6jH6QE5xMZFmm4mKPeblmM/thbqb8NZ5Z -KloquJufk++HdtOMpaHGqRjpOsWdmdMPNrFak39ppKLkVNPcz1r9sKFCJMse -SkEJuwzzlPX9sE3+Nc+Yk4KT6DB305P95L3K4f4VT0E3nTbr8x/7IVDezyHs -TzJe/+LdqPG5H7RY4/52g8mYEyHuWNnUD0sFDfXaTDIO8jSPSLT0w/PRsNWf -BMkYynI/c72zH4L7t4VbNSXjnel/0u719YPrvC/XWQXJWN4/S4wrxUAi2/FO -bWAydiWlhu+SYUBT7s3JDr9knGJtKDM4lQFTyQWbfnsno9WjPYpGsgy8spJ6 -qH0sGT8d5OiUKTLgfHaLWbJDMv5oWOZYs4CBDPFpcn3GyaiUt4XbacrAgrMN -Tzv+crBcZHruGDCgY/nzuNcIB4+tXGn5ax0DkQHzEsaGOFj4ZE7nn40MDI0c -OD6vn4N7Mr7PnGnJgNMKt2ifTg4m3b/uC/YkXgtP2ukVB83bzptW7WYgX+8O -918FB/tUAqSsHBn4+duZl1LOwXXx+zj2zgycHh0KEBVxsOP28veehxjYYf3T -gJPFQc0r73UTvRh4ewZV1t7k4NvqqjF1HwbOrqmr/B3FwZMSxdXpvgxEqYo/ -517l4Muw5ANP/Rlw1ztO6YRz0DXEL7rmDAN+ub936Z7ioGyZq/OOIAbGGovO -DfiTfMactD8FMxAjMWmwyJeDkmfMyjtCGZj+SLzcwp2DGf4K/cOXSD6Nj7kn -93HQ5qlUybkIBpQzKBUzJw6OMn8vT7rCwPz0KTWzHDi41ZuvJnudAcfglN78 -nRwcePzl+50oBqTmMk5XtnEw8ce7grnRDFDOsVP3W3HQbEnFRU4MA/YP7o3q -WXDw5/GC7Vq3GGh6LK49dRMHYx9mzn18mwEJpZkZksYxsJa+T6+MZaDVaLfj -V/0Y4C+8/bQwjuRbNUM3e2UMRB2JCFl7jwHJ24bLzi+PAYMHQVaV8QzsDXqz -y1YnBr51+ChZJpJ6sK9may2KgYj5R7vqWAzAyGKF0YUxoLvf8YndfQY46/pz -3mnEwFXFm+8b2Qw8c0mO7tLmIL+2RrQzmYHhAUHUp4Uc3BA+UbH+AbHAMrdG -g4MsExOjbakMhCr++IdqHBwW+e95m8bAPD/GJ1+Fg7aZj4MsHzLwYNb5Kdmz -OSg9R+25eSYDWrKtCexZHDz6fndXZRbZP63RewmypB4joidvzGbg6KB5Udw0 -Dgb+FrcEigEvDSWHWxIc5H3gNRgWMPAlmvMvbpSNcG3eYF4hA+PBS/sThtkY -v9FeSa+YgQtnD46yB9m4k/vKSbeUAZmgm/uy+9hYdiODp13BwLaAKRs+dbEx -ztJnaHYdA4N6X+oc37JRKP5I+W49A99nHJ/m/ZqN24o6Vis2MGCoaesY/pKN -k7R3hch9ZMAkb+vsvHI2+kw2kJT5ysAjG8eF6nlstCwfnT3GZ2DZpc21i5PY -OK5/2bRtnIEJ9iYX//mw0cWg+mOQmBDOVjpdG/Zk4zsDKa+5E4RgsqO6SOjG -xvuGV5McJgshqdXiXO8RNq4zvvGvQUYI7tf3x9EObLxoEvf8lbIQEla+dFBa -z0bJjembqJVCUL9ThJvl2DhrxyvrMBchCL/MMY7wvo93rmYOrXklBJd8zz7R -iiQM3Xex8Xu1EHSH/oVwdJLQbYVTTkKNEBpucDt2aCXh2s/SbqO1QvhnpyCf -p5KEAg231uIPQtj10FbxlkQSri7WrjTuFMLKuM3slFYWtglSYwz/CqFJIfWs -4lUWVj8L9qLHhSCmErVgLJyF3Cg7qzgxEXSGuZ/tCmXhZb3Jk39PFEGPsaph -QQALdUOPnMqXFsHeazsqThxi4QWlBfv1lUUg/sLI0Xg1Cz16R9Z0zxaBx4H9 -1431WWhf2qB8Z64ITtlYHVqjy8Ilhy80DKiKwHZvVe/G/1j4IbtjU+5CEbDP -PHE+JsfCsvNFGke0RPDc7FjwyWksfGQb82/WIhEYyLINwyRZeG5kXZGfjghe -dA77p40n4rFa5dgFy0RwZ4LNUNGfRLRh959oXC4CsV3x0+oGEtHEr3r7xRUi -CGzqK+ruS0Qtc7bOqlUi2LDfd+RvbyL+D93q/lI= - "]]}, - Annotation[#, "Charting`Private`Tag$7983#1"]& ]}, {}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, 0}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->{{23.669189453125, 1.0402832031251137`}, { - 2.2657316720620315`, 6.630348647931953}}, - Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> - None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange->{{0, 1.2}, {-0.07096644650747613, 0.016819129352618336`}}, - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}], {480.6990548547251, -95.39577399785357}, - ImageScaled[{0.5, 0.5}], {304.32217844924224, 181.70623618638774}]}, {}}, - ImageSize->{ - UpTo[600], - UpTo[223]}, - PlotRange->{{0, 642.9055431917168}, {-190.79154799570713`, 0}}, - PlotRangePadding->{6, 5}]], "Output", - CellChangeTimes->{ - 3.8175673122534857`*^9, {3.8175674402281427`*^9, 3.817567489380693*^9}, - 3.817567520221552*^9}, - CellLabel->"Out[35]=",ExpressionUUID->"9615b190-9c6f-4136-8ec8-38b48777afc1"] -}, Open ]], - -Cell[BoxData[ - RowBox[{"Series", "["}]], "Input", - CellChangeTimes->{{3.817563126277214*^9, - 3.817563127135446*^9}},ExpressionUUID->"c97fd2a9-8030-48bd-ac54-\ -60cfef08006d"], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{ - RowBox[{ - RowBox[{"eqLow", "[", "2", "]"}], "[", - RowBox[{"f", ",", - RowBox[{ - RowBox[{"g", "[", - RowBox[{"gC", ",", "\[Theta]c"}], "]"}], "[", "0", "]"}]}], "]"}], "[", - "1", "]"}]], "Input", - CellChangeTimes->{{3.8175547641765738`*^9, 3.817554807184411*^9}, { - 3.81755721589187*^9, 3.817557223395288*^9}, {3.817559009520914*^9, - 3.817559010159284*^9}, {3.817559981019719*^9, 3.817559982058178*^9}, { - 3.817560014463335*^9, 3.817560020731222*^9}, {3.8175601114074917`*^9, - 3.817560121907399*^9}, {3.8175601564439993`*^9, 3.817560156604797*^9}}, - CellLabel->"In[23]:=",ExpressionUUID->"8c3eb7fb-65d2-4a56-a3e3-0dc6e0518fe6"], - -Cell[BoxData[ - RowBox[{ - RowBox[{"M0", " ", - RowBox[{"(", - RowBox[{ - FractionBox[ - RowBox[{"2", " ", "B"}], "\[Pi]"], "+", - FractionBox[ - RowBox[{ - RowBox[{ - RowBox[{"-", "2"}], " ", "B", " ", "\[Theta]c"}], "+", - RowBox[{"4", " ", - SuperscriptBox["B", "2"], " ", - SuperscriptBox["\[Theta]c", "2"]}], "-", - RowBox[{ - SuperscriptBox["\[ExponentialE]", - FractionBox["1", - RowBox[{"2", " ", "B", " ", "\[Theta]c"}]]], " ", - RowBox[{"ExpIntegralEi", "[", - RowBox[{"-", - FractionBox["1", - RowBox[{"2", " ", "B", " ", "\[Theta]c"}]]}], "]"}]}]}], - RowBox[{"8", " ", - SuperscriptBox["B", "2"], " ", "\[Pi]", " ", - SuperscriptBox["\[Theta]c", "3"]}]]}], ")"}]}], "+", - FractionBox[ - RowBox[{"\[Theta]c", " ", - RowBox[{ - SuperscriptBox["Gl", "\[Prime]", - MultilineFunction->None], "[", "0", "]"}]}], - RowBox[{"4", " ", - SuperscriptBox[ - RowBox[{"(", - RowBox[{ - RowBox[{"-", "1"}], "+", - SuperscriptBox["\[Theta]c", "2"]}], ")"}], - RowBox[{"7", "/", "8"}]]}]], "-", - FractionBox[ - RowBox[{"2", " ", - RowBox[{"gC", "[", "0", "]"}], " ", - RowBox[{ - SuperscriptBox["Gl", "\[Prime]\[Prime]", - MultilineFunction->None], "[", "0", "]"}]}], - SuperscriptBox[ - RowBox[{"(", - RowBox[{ - RowBox[{"-", "1"}], "+", - SuperscriptBox["\[Theta]c", "2"]}], ")"}], - RowBox[{"7", "/", "4"}]]]}]], "Output", - CellChangeTimes->{ - 3.817554807406887*^9, {3.817557206327607*^9, 3.81755724215594*^9}, - 3.8175573305621147`*^9, {3.817558987862504*^9, 3.817559032227151*^9}, { - 3.817559982370636*^9, 3.817560072538178*^9}, {3.817560113038806*^9, - 3.817560122398291*^9}, 3.817560163463731*^9}, - CellLabel->"Out[23]=",ExpressionUUID->"ceff9452-e2f4-44ad-af83-bc7a4c209dad"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData["GlRules"], "Input", - CellChangeTimes->{{3.817560532494705*^9, 3.817560541783863*^9}}, - CellLabel->"In[26]:=",ExpressionUUID->"58cf9ad2-3d46-4b16-9024-9b17cba6f917"], - -Cell[BoxData[ - RowBox[{"{", - RowBox[{ - RowBox[{ - RowBox[{"Gl", "[", "0", "]"}], "\[Rule]", "0"}], ",", - RowBox[{ - RowBox[{ - SuperscriptBox["Gl", "\[Prime]", - MultilineFunction->None], "[", "0", "]"}], "\[Rule]", - RowBox[{"-", "1.3578383417066`"}]}], ",", - RowBox[{ - RowBox[{ - SuperscriptBox["Gl", "\[Prime]\[Prime]", - MultilineFunction->None], "[", "0", "]"}], "\[Rule]", - RowBox[{"-", "0.09790657944`"}]}], ",", - RowBox[{ - RowBox[{ - SuperscriptBox["Gl", - TagBox[ - RowBox[{"(", "3", ")"}], - Derivative], - MultilineFunction->None], "[", "0", "]"}], "\[Rule]", "0.233183592`"}], - ",", - RowBox[{ - RowBox[{ - SuperscriptBox["Gl", - TagBox[ - RowBox[{"(", "4", ")"}], - Derivative], - MultilineFunction->None], "[", "0", "]"}], "\[Rule]", - RowBox[{"-", "1.640690856`"}]}], ",", - RowBox[{ - RowBox[{ - SuperscriptBox["Gl", - TagBox[ - RowBox[{"(", "5", ")"}], - Derivative], - MultilineFunction->None], "[", "0", "]"}], "\[Rule]", "22.066044`"}], - ",", - RowBox[{ - RowBox[{ - SuperscriptBox["Gl", - TagBox[ - RowBox[{"(", "6", ")"}], - Derivative], - MultilineFunction->None], "[", "0", "]"}], "\[Rule]", - RowBox[{"-", "474.60340799999994`"}]}], ",", - RowBox[{ - RowBox[{ - SuperscriptBox["Gl", - TagBox[ - RowBox[{"(", "7", ")"}], - Derivative], - MultilineFunction->None], "[", "0", "]"}], "\[Rule]", "14805.8316`"}], - ",", - RowBox[{ - RowBox[{ - SuperscriptBox["Gl", - TagBox[ - RowBox[{"(", "8", ")"}], - Derivative], - MultilineFunction->None], "[", "0", "]"}], "\[Rule]", - RowBox[{"-", "629395.2`"}]}]}], "}"}]], "Output", - CellChangeTimes->{{3.8175605351665916`*^9, 3.817560542255609*^9}}, - CellLabel->"Out[26]=",ExpressionUUID->"f406ab24-bd3a-4e22-988c-3ba0cf63a667"] -}, Open ]], - -Cell[BoxData[ - RowBox[{ - RowBox[{"\[Theta]i", "=", "1"}], ";"}]], "Input", - CellChangeTimes->{{3.817283930216783*^9, 3.8172839337126226`*^9}}, - CellLabel-> - "(WOPR) In[853]:=",ExpressionUUID->"e7fef682-ee6e-4d26-962a-6946f28d5999"], - -Cell[BoxData[{ - RowBox[{ - RowBox[{"n1", "=", "2"}], ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"eq1", "=", - RowBox[{ - RowBox[{"{", - RowBox[{ - RowBox[{ - RowBox[{"eqLow", "[", "n1", "]"}], "[", "0", "]"}], ",", - RowBox[{ - RowBox[{"eqMid", "[", "n1", "]"}], "[", "0", "]"}], ",", - RowBox[{ - RowBox[{"eqHigh", "[", "n1", "]"}], "[", "1", "]"}], ",", - RowBox[{ - RowBox[{"eqLow", "[", "n1", "]"}], "[", "1", "]"}], ",", - RowBox[{ - RowBox[{"eqHigh", "[", "n1", "]"}], "[", "2", "]"}]}], "}"}], "//.", - RowBox[{"Join", "[", - RowBox[{ - RowBox[{"\[ScriptCapitalF]sol", "[", - RowBox[{"[", "1", "]"}], "]"}], ",", "\[CapitalPhi]Rules", ",", - "GlRules", ",", "GhRules", ",", "DmetaRules", ",", - RowBox[{"{", - RowBox[{ - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "1"}], ",", - RowBox[{"B", "->", - RowBox[{"eqB", "[", "n1", "]"}]}]}], "}"}]}], "]"}]}]}], - ";"}]}], "Input", - CellChangeTimes->CompressedData[" -1:eJwd031Qy3EcB/D1cPI8zjydrNYlqTxexilJaXasjoVITxuVp8plx0yb8hCV -h5gUoq7Hs26tG7pWSuhyVi3GVSaFapFdZWU5l/i9v3987vXH5/O5z+ePz4cl -TOBHW9NotB1UwKhTsUG3j5s2+2XFEZ3MLsFwPC2LeCzUPRxO2POIvL55Qihe -OzMW6p87iaBRTpdAmuBoFtz2k5cNmcWCdjjVMNoBs9qMrGzKuqgYD3hqo/4E -1NqlnYbptxgykhdnElcJE29DZYuGqMhblAsl78qJ6rI3BXBNE6sQfu1IN0F5 -T/MQ9JuTUauhNA0m1EHhbO8z1ZRFu24SOaXB5+FW5VnikVFJPpziX1sAuQyz -Gh7rHCFeaDuvhfs8VzfDaGnVEHQaZg/D8ZCkUcjn9lqgY8t06xrKwcp3dtCu -WCaAZeqzQniyKkf1lPJ3UmsF1A4oNFAkbq+G6/fLnGux/8U3xDAHEx8+C9AH -w2buNilMfaUgNlqUmbAnwPsGHOXTS2C9WlQK37deLYOJlYeV0IphP/KM0lDj -MQbH99ja1FPO8E8hTm55Qodhu9kMGGjo2AIH51/lwpPJ8mrIXtJKnF3p9eA5 -pe0Vt3x4RvytBdKlm3Rwc5Ux8AXmaO7tgLTyjEi40neIyH97IB4uWPeLyIni -nX6JPvomGUzqtUqHLMPBDNiltE1twH2E64jiGe4P4YRGq4DO7dbdHyl3DjgT -AzYc4nRSul0XboXM7KUNML8kmWiZeWfnJ8oSjoJIE6h2Q5PvU6Ln75wwWK9K -iYD385hHIUtlIDIcuOMw06PpLyxq22PThftw0RPti/9Ng5eNe6fDkE8h+2CT -VyTxQ9G/KBjWIxDAS2tFFbD5T6gaRi+UaOCfa0E10JwaZOnGP1Q9HIMqSQHr -M2XEcr4TrJBbM79Qfg7XOsL9EZnO8L1VDpEd+9gN6h7IV0CfQe8AWDaJx4GN -cWa/r5QNJqk/3H5xWSh0NdcStyvnSmHrhbsy+CLyxxUo+zvrOqnrU8mhpTH+ -FvT4tSgXDjzqJ+ZLmJE9lNWv84g8eko81CUeToDDgYUiOODZT/RRBl2GX/Ts -NOio+94JY7z4XTA5554Rnot26IeT1+S69CLvs9gduhp9V8LydfHE/3wzwOY= - - "], - CellLabel-> - "(WOPR) In[862]:=",ExpressionUUID->"2f5b927d-f164-4051-b8ca-bad9a5ba3b97"], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"s1", "=", - RowBox[{"FindRoot", "[", - RowBox[{"eq1", ",", - RowBox[{"{", - RowBox[{ - RowBox[{"{", - RowBox[{"\[Theta]c", ",", - RowBox[{"1", "+", - RowBox[{"RandomReal", "[", "]"}]}]}], "}"}], ",", - RowBox[{"{", - RowBox[{"\[ScriptCapitalM]0", ",", - RowBox[{"RandomReal", "[", "]"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{"\[ScriptCapitalM]1", ",", - RowBox[{"RandomReal", "[", "]"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"gC", "[", "1", "]"}], ",", - RowBox[{"RandomReal", "[", "]"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"gC", "[", "2", "]"}], ",", - RowBox[{"RandomReal", "[", "]"}]}], "}"}]}], "}"}], ",", - RowBox[{"MaxIterations", "\[Rule]", "1000"}]}], "]"}]}]], "Input", - CellChangeTimes->{{3.817127065230098*^9, 3.8171271351270227`*^9}, { - 3.817127221800994*^9, 3.8171272630331593`*^9}, 3.81712740736408*^9, { - 3.817127491557787*^9, 3.8171275000934143`*^9}, 3.8171275721198053`*^9, { - 3.8171278100273*^9, 3.817127849603622*^9}, {3.81712788866899*^9, - 3.817127911532996*^9}, {3.81719706565886*^9, 3.817197105498705*^9}, { - 3.817197893385504*^9, 3.81719790689716*^9}, {3.81719860001385*^9, - 3.8171986053976393`*^9}, {3.817198639295259*^9, 3.817198662766809*^9}, { - 3.817198876170909*^9, 3.817198908051071*^9}, {3.817198993133552*^9, - 3.8171991533442287`*^9}, {3.817199209928318*^9, 3.817199241960556*^9}, { - 3.817199495862*^9, 3.8171994994689503`*^9}, {3.8171995495740423`*^9, - 3.817199605718575*^9}, {3.817199652392643*^9, 3.817199715256566*^9}, { - 3.817199865131709*^9, 3.817199880715331*^9}, {3.817199936333564*^9, - 3.817199987661281*^9}, {3.817200026262958*^9, 3.8172000468302813`*^9}, { - 3.8172001570412397`*^9, 3.8172001598323307`*^9}, {3.817200236641964*^9, - 3.8172002385137587`*^9}, {3.8172002992189293`*^9, - 3.8172003208190928`*^9}, {3.817200415813776*^9, 3.817200416404771*^9}, { - 3.817204016980706*^9, 3.817204076853834*^9}, {3.8172041381029387`*^9, - 3.817204203727563*^9}, {3.817204234304641*^9, 3.817204255961961*^9}, { - 3.817204390931651*^9, 3.8172044426360817`*^9}, {3.817205022823312*^9, - 3.8172050577028513`*^9}, {3.817205106256721*^9, 3.817205106559868*^9}, { - 3.817209919633216*^9, 3.817209920608328*^9}, {3.817210044562058*^9, - 3.817210053786522*^9}, {3.817210136268099*^9, 3.8172101405721073`*^9}, { - 3.817210451098201*^9, 3.81721045318543*^9}, {3.817211412418923*^9, - 3.8172114542674837`*^9}, 3.817211713768137*^9, {3.817211774217906*^9, - 3.817211820329513*^9}, {3.817212210577387*^9, 3.817212210720683*^9}, - 3.817212495142112*^9, {3.817213148937108*^9, 3.817213155649081*^9}, { - 3.8172131921538963`*^9, 3.817213198714007*^9}, {3.8172140038972063`*^9, - 3.8172140040882683`*^9}, {3.817214050225759*^9, 3.817214064234343*^9}, - 3.81721453132269*^9, {3.8172191352175198`*^9, 3.81721914521805*^9}, { - 3.8172192016924553`*^9, 3.817219202057729*^9}, {3.81721981372462*^9, - 3.817219818492318*^9}, {3.8172203944673862`*^9, 3.817220425613224*^9}, { - 3.817220485354929*^9, 3.817220583732532*^9}, 3.81722086630956*^9, { - 3.817267355013483*^9, 3.817267405354693*^9}, {3.817269076393395*^9, - 3.817269087009036*^9}, {3.817269120326481*^9, 3.817269121269062*^9}, { - 3.817269939213081*^9, 3.8172699495241137`*^9}, {3.8172700164421453`*^9, - 3.817270029113059*^9}, {3.817271285570938*^9, 3.817271292845436*^9}, { - 3.817271338825984*^9, 3.817271347239892*^9}, {3.817271687882124*^9, - 3.817271688161475*^9}, {3.817272026928958*^9, 3.817272038746695*^9}, { - 3.817272732073227*^9, 3.817272740779784*^9}, {3.8172727722855988`*^9, - 3.817272774613453*^9}, {3.817275330702072*^9, 3.81727534054673*^9}, { - 3.817275373172369*^9, 3.81727537934888*^9}, {3.817275674947576*^9, - 3.8172756762795753`*^9}, {3.8172777393447733`*^9, 3.817277749634144*^9}, { - 3.8172778167894783`*^9, 3.817277820829632*^9}, {3.817278006315517*^9, - 3.8172780223674107`*^9}, {3.817280034270249*^9, 3.817280072111932*^9}, { - 3.8172802071691732`*^9, 3.817280223767226*^9}, {3.817280503291031*^9, - 3.817280510489274*^9}, {3.8172805452815933`*^9, 3.817280546902663*^9}, { - 3.817280635015347*^9, 3.817280643275325*^9}, {3.817280679286304*^9, - 3.817280679669477*^9}, {3.817280748769155*^9, 3.817280752344582*^9}, { - 3.8172821291550713`*^9, 3.8172821298656*^9}, {3.8172824240538273`*^9, - 3.8172824749055367`*^9}, {3.817282636494815*^9, 3.8172826427854652`*^9}, { - 3.817283320587726*^9, 3.817283328321372*^9}, {3.817283389745932*^9, - 3.817283391669229*^9}, {3.8172839405657682`*^9, 3.817283941194763*^9}}, - CellLabel-> - "(WOPR) In[864]:=",ExpressionUUID->"630fc9c9-229c-4372-8a16-eac1f2d98690"], - -Cell[BoxData[ - TemplateBox[{ - "FindRoot", "lstol", - "\"The line search decreased the step size to within tolerance specified \ -by AccuracyGoal and PrecisionGoal but was unable to find a sufficient \ -decrease in the merit function. You may need more than \ -\\!\\(\\*RowBox[{\\\"MachinePrecision\\\"}]\\) digits of working precision to \ -meet these tolerances.\"", 2, 864, 557, 31479193581598412653, "WOPR"}, - "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{{3.8172839055832853`*^9, 3.817283971485866*^9}}, - CellLabel-> - "During evaluation of (WOPR) \ -In[864]:=",ExpressionUUID->"20e41565-1936-405a-9504-d530fdcc8152"], - -Cell[BoxData[ - RowBox[{"{", - RowBox[{ - RowBox[{"\[Theta]c", "\[Rule]", - RowBox[{"0.35782801821894805`", "\[VeryThinSpace]", "-", - RowBox[{"9.694348542908053`*^-16", " ", "\[ImaginaryI]"}]}]}], ",", - RowBox[{"\[ScriptCapitalM]0", "\[Rule]", - RowBox[{"0.047012285433126993`", "\[VeryThinSpace]", "-", - RowBox[{"1.1840438922058634`*^-15", " ", "\[ImaginaryI]"}]}]}], ",", - RowBox[{"\[ScriptCapitalM]1", "\[Rule]", - RowBox[{"0.8534070714613905`", "\[VeryThinSpace]", "-", - RowBox[{"1.3933688967862164`*^-15", " ", "\[ImaginaryI]"}]}]}], ",", - RowBox[{ - RowBox[{"gC", "[", "1", "]"}], "\[Rule]", - RowBox[{ - RowBox[{"-", "7.301447130143889`"}], "+", - RowBox[{"1.0883136380300957`*^-14", " ", "\[ImaginaryI]"}]}]}], ",", - RowBox[{ - RowBox[{"gC", "[", "2", "]"}], "\[Rule]", - RowBox[{"40.82128454804195`", "\[VeryThinSpace]", "+", - RowBox[{"1.5964707349774136`*^-16", " ", "\[ImaginaryI]"}]}]}]}], - "}"}]], "Output", - CellChangeTimes->{{3.817280643827911*^9, 3.817280758907701*^9}, { - 3.817282118654529*^9, 3.817282122045233*^9}, 3.817282223769466*^9, - 3.817282305603149*^9, {3.817282434403528*^9, 3.817282479844577*^9}, { - 3.817282643441534*^9, 3.817282683973117*^9}, {3.817282855874453*^9, - 3.817282863884409*^9}, {3.817283328636736*^9, 3.817283360690146*^9}, - 3.817283392486912*^9, {3.817283901559588*^9, 3.817283971572627*^9}}, - CellLabel-> - "(WOPR) Out[864]=",ExpressionUUID->"319eb113-9321-48fc-ad65-5700453ef613"] -}, Open ]], - -Cell[BoxData[ - RowBox[{ - RowBox[{"s11", "=", - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"#", "[", - RowBox[{"[", "1", "]"}], "]"}], "\[Rule]", - RowBox[{"Re", "[", - RowBox[{"#", "[", - RowBox[{"[", "2", "]"}], "]"}], "]"}]}], "&"}], "/@", "s1"}]}], - ";"}]], "Input", - CellChangeTimes->{{3.817282132727553*^9, 3.817282168778081*^9}}, - CellLabel-> - "(WOPR) In[758]:=",ExpressionUUID->"ea36fa2d-8c46-4383-be61-eff682dedb14"], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{ - RowBox[{ - RowBox[{"B", "//.", - RowBox[{"{", - RowBox[{"B", "->", - RowBox[{"eqB", "[", "n1", "]"}]}], "}"}]}], "/.", "s1"}], "/.", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "1"}]}]], "Input", - CellChangeTimes->{{3.817282197466474*^9, 3.817282201883644*^9}, { - 3.817283506545725*^9, 3.817283511684161*^9}}, - CellLabel-> - "(WOPR) In[826]:=",ExpressionUUID->"5823df11-0739-494d-bf1b-44bf2a14cb2b"], - -Cell[BoxData["1.8046902735396873`"], "Output", - CellChangeTimes->{{3.817282202366857*^9, 3.8172822271920424`*^9}, - 3.8172824865696583`*^9, {3.817283507032922*^9, 3.817283512110911*^9}}, - CellLabel-> - "(WOPR) Out[826]=",ExpressionUUID->"cf69a3b6-a533-4dea-b33c-8d65e371fe08"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"GraphicsRow", "[", - RowBox[{"{", "\[IndentingNewLine]", - RowBox[{ - RowBox[{"Plot", "[", - RowBox[{ - RowBox[{"Evaluate", "[", - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"R\[ScriptCapitalM]", "[", "\[Theta]", "]"}], "//.", - RowBox[{"{", - RowBox[{"B", "->", - RowBox[{"eqB", "[", "n1", "]"}]}], "}"}]}], "/.", "s1"}], "/.", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "1"}]}], "]"}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", - RowBox[{"-", "1.5"}], ",", "1.5"}], "}"}]}], "]"}], ",", - "\[IndentingNewLine]", - RowBox[{"Plot", "[", - RowBox[{ - RowBox[{"Evaluate", "[", - RowBox[{ - RowBox[{ - RowBox[{ + RowBox[{"-", "1"}], "/", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]}]]}], ",", RowBox[{ - RowBox[{"g", "[", "n1", "]"}], "[", "\[Theta]", "]"}], "/.", - RowBox[{"{", - RowBox[{"B", "->", - RowBox[{"eqB", "[", "n1", "]"}]}], "}"}]}], "/.", "s1"}], "/.", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "1"}]}], "]"}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", - RowBox[{"-", "2"}], ",", "2"}], "}"}]}], "]"}]}], - "\[IndentingNewLine]", "}"}], "]"}]], "Input", - CellChangeTimes->CompressedData[" -1:eJxTTMoPSmViYGAQAWIQLfCjU+JgwRvHF+X/5UD0lte/lUB0toyUMog2vn9g -xhEg7XLs0nwQ3VEUFncUSJ96KRkPokNq3LLuAOkratPzQfRGE9daEH0rLwNM -619cNBFEF3Q+AdNfrhim3gXSq/5agWm5o/NyQLSP1AowLdQ0txxE68jvqQLR -M34ufwSiJZYWPwbRRUs1he8B6UO2a8D0ki8xRiCal+cfmF4VyboPRJ/a9OEw -iG53LjJ6CKT/GtSYgOgVzL7WIDpg23YwbdBywgtEfzt2yhtE9ynoxD4C0g0L -RJNB9Kx9Pf6PgXRZ3CkwfWPf6pcgWsNT8Q2IBgBMg7MM - "], - CellLabel-> - "(WOPR) In[821]:=",ExpressionUUID->"2a7b9f00-b942-4f1e-89df-1d3081b1fc6a"], - -Cell[BoxData[ - GraphicsBox[{{}, {InsetBox[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], - Opacity[1.], LineBox[CompressedData[" -1:eJwBsQFO/iFib1JlAgAAABoAAAACAAAAY6+Q7///978vtjyhSXr0vxT7GiY7 -/Pe/mB28sDp59L/ERqVcdvj3v2ihTAUpePS/Jt65yezw97/8+WOo/HX0v+oM -46PZ4fe/2eOiMHpx9L+bWG3aFN73v9R9sb9PcPS/TKT3EFDa979ySPMCIW/0 -v607DH7G0ve/IXkF97Vs9L9wajVYs8P3v+j47zWlZ/S/Iba/ju6/978tN6T8 -U2b0v9IBSsUpvPe/B752Tv1k9L80mV4yoLT3v0sS8Cs/YvS/98eHDI2l97+T -ONGWfVz0v34l2sBmh/e/t3LOQ91P9L8vcWT3oYP3v6x7rasuTvS/4LzuLd1/ -97+kdO9Wekz0v0JUA5tTePe/+l90yQBJ9L8Fgyx1QGn3v9X7SdHMQfS/jOB+ -KRpL979ws7OUezL0v5qbI5LNDve/mMZDvQYR9L+qMJmhtwr3v19ArsWmDvS/ -usUOsaEG978KhKvDQwz0v9rv+c91/va/n/U14XQH9L8aRNANHu72vz75XEG1 -/fO/m+x8iW7N9r9/7MbDuenzvyifvmXxr/a/5G7HJLl29b/5zf6G - "]], - LineBox[CompressedData[" -1:eJwBsQNO/CFib1JlAgAAADoAAAACAAAAhu1/MRuo9r+L6/cINNLzv5/fiG9R -Cfa/mvh+xp9n878W0FNPKRX1v62o6u6btfK/yFBTRMsl9L/8Sc0GVPzxv0gp -JXQjIvO/3eAmQTYr8b86rlymzy/yv9mAtlx+YvC/+opmEzIp8b9IBYHywwjv -v/X3pJVeJ/C/FSSbBFxN7b/EIpI0vm3uv9K3JteFquu/OwV/sytk7L/+22g5 -rd/pv5RANzdBfeq/yclLYqgv6L9jnFjl6p/ov5rZaq8/hea/z6ceCQGa5r8x -QOgV2bPkvx4MsDG/tuS/qOhk0GT/4r8KIObP6ariv73Z9BdCJOG/bFSFmKio -4L8z+SH/HqDev2DD38sekt2/xSD1sC40278iPf5RxYHZv5bs6qOze9e/qWiz -4bu21b8lxhcsxQDUv2rzsVyLmtG/lgJMl6450L8ufgVZBiPLvxplhLWsBcm/ -E3nUC5abw7/SxrytuxXCv9dkbCqv47a/HywUQqsdtb93eiqOyZWev0jo4uPJ -N5y/qo84QKQwnT/Thcu1Su6aP45pgdZggrc/UOAWIwmwtT8N9Ew7rFHDP9sL -UeGZ0cE/4HTGNHaEyz9kTB4OaV/JP+65TcJ3yNE/ipKeSOxj0D+mh6FgZInV -P90MgSUh19M/JfarE3ib2T8mHeSuQZPXP96yH707aN0/JU4/G+EN2z9Vl+CI -65DgPxAX9FPSdN4/nqWMvUyW4j9iXNauhRHhPwRbbe0FeeQ/3DrzCoPH4j/O -YKmnUoTmPwX2VjZPoOQ/tQ0aXfds6D89y04+lVfmPyaaIegHTOo/MzNKXM8D -6D/6doT9q1PsPyB4U5YX0ek/6/obDqg47j/tv2I6B3zrP6Bnh9QbI/A/opEZ -4PpF7T+QQcyMGSXxP8gzWQDGAe8/Dm+rQsMV8j9fZeoqqEzwP75EuL22GvM/ -oEcmMyIl8T/9bV82Vg70P1MUrgy+6fE/AQfSmSv99D9q3MricaPyPzZIcsJK -APY/7GSWm05h8z+JMgvvEQT2P0ZLuD/0Y/M/3BykG9kH9j/nb8vQmGbzP4Lx -1XRnD/Y/mp6dr95r8z/OmjknhB72P8pNjRZddvM/Z+0AjL089j/ESR4ZIovz -P5iSj1UwefY/mtr1rbaz8z/rfCiC93z2P8zLkRg0tvM/PmfBrr6A9j9M5Q0F -sLjzP+Q78wdNiPY/2rKAUaO98z8w5Va6aZf2P8fhpzN3x/M/Oc7ZA7Kq9j9y -Bcts29PzP7Wm8Fo= - "]], LineBox[CompressedData[" -1:eJwBAQL+/SFib1JlAgAAAB8AAAACAAAA238YOIiy9j9LJRfu19jzP/rcrOgV -8vY/DdZOOxcA9D9EbMiQTfb2P1aMELucAvQ/jfvjOIX69j+OrklNHwX0PyAa -G4n0Avc/x7cFbBsK9D9HV4kp0xP3P9Xd/73tE/Q/lNFlapA19z+4Gqa16Cb0 -P95ggRLIOfc//WYWNTYp9D8n8Jy6/z33P9Gu71B/K/Q/ug7UCm9G9z9WyuXF -AzD0P+FLQqtNV/c/o/EUG9E49D8uxh7sCnn3P051cEBWSfQ/eFU6lEJ99z8P -RvKNSUv0P8HkVTx6gfc/Vu0r2DVN9D9UA42M6Yn3P6zIzO74UPQ/e0D7LMia -9z8c3f3XJlj0P8TPFtX/nvc/JCM2p99Z9D8OXzJ9N6P3P/Hq4viQW/Q/on1p -zaar9z93r08+3V70P8i6122FvPc/FhqUGR5l9D8SSvMVvcD3P2+DXaGcZvQ/ -XNkOvvTE9z+FAHVbFGj0P+/3RQ5kzfc/QAPwEfBq9D8WNbSuQt73P7ZDaAVe -cPQ/YMTPVnri9z/4PKN+q3H0P6lT6/6x5vc/lC7B2fNy9D88ciJPIe/3PzIS -rkJ2dfQ/hgE+91jz9z8Kxe7bsHb0P9CQWZ+Q9/c/3B+Abed39D8aIHVHyPv3 -P9qlAUEaefQ/Y6+Q7///9z8wtjyhSXr0P0YaBhk= - "]]}, - Annotation[#, "Charting`Private`Tag$906403#1"]& ], {}}, {}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, 0}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->{{3.4698486328124716`, 0.6280517578123863}, {0.5, 0.5}}, - Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> - None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange->{{-1.5, 1.5}, {-1.3414851605111204`, 1.2798553751303068`}}, - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}], {160.85922755461604, -97.08986231664207}, - ImageScaled[{0.5, 0.5}], {301.7078610521121, 184.93307107931824}], - InsetBox[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], - Opacity[1.], LineBox[CompressedData[" -1:eJwVl3c8Vf8fx5uKQmlIkZUImaVovEuJEkWFiKSshsjKCEmSndGg7FV22euN -kD2uI5t7rXzteV2X8ru/f855PB/n/fmcc16v1/tzPoff6Kmm8YZ169Z5MA7/ -P3slFG7vfb2KRVdlaEIac3Cl8nfNpyeraCyvcXD65SzwlD7dfYJ7FauSPRva -WaagnuO4jQLnKirxrcf0sklwNKa3nuFYRbk3j2U4HCbhN8vr4ItbV1HgjJe/ -9X8TEHgrjENzYQX9PvxuCWoeh43jFTue1K9g1KByXHjuf/D9jLel5a8VdCi+ -oF5m9x8YBl5rti5fwbWOcT9juf+g6HhXgGPeCurrVk4czh0FO7dpNq+4FRT6 -YX/YoeQP/LdnP2us8wo6ThxtKh4cho9m/Y8T7Bn1/7VR7L8Nw6XCuPqvz1ZQ -7GaZVrzVMMQYSvpmmK2glxTnD+31w3An+eK2kpsr+DHjisWWw0PQdO4pc6f4 -Cq6aP53992oAsh9VbGbvpWN3lTZf7IF+OMlnIZ3QTsfJT790lwv7oIDg1D9D -ouNP1bM8kvp9UHrmUdajX3Sc04oVl43phVp2jvvVmXQ8bCj23FquB8g/7pa+ -9KTjXZNZH2/PTjAyY57Y95KOM+kjKsLHOmGY+wdnhhMdO7k8+HwHOmDsNdPT -Pks6jptwuSWd74BF7VSeU3p0dNFav34zczuwrNIdFyTp+Gcyx2l/IQF+GXEJ -PqJ0bP/jHxFsQ8AOY3WSgBAdP0jd5UEJAvY0Rh/R2E/HfVkSNOH4VuCLUulI -3UTHUdEfq9xhJDh+8f1x085l5BV6cO55bDMY+krPdLovI4vD2fkarVpwzAry -bHixjElX3g4o0GogtGeeu+z5MmbvNBOIDKuBWvGcy0kWyxjFunhLYaAaZBsU -Yu10l1Giy/vWW+dfwMR2UWuXzDIWmg3xrnVXAJ9c/ATT0WXMfftTu9mnAk4Z -ML2iCy/jV++OweenK8AyrTqdwrOM7M8lL16O+gmd6mrMGczLGG5nkJxnVQ4p -AVpFVyk05HI+vd1YoRSqcnM1z/XQ8PkG2u2GSQRK/77/ZNtpyMZl6KpqhrBX -qnvPgQYanovbuivlXgm4Nt99+l8eDXcKmHolGReB5k5zAc9AGk4Ks09PpOfB -Y/naPAcfBteLMclCHry5J3btiScNBUvHzlQ05UJR5qTTTWcatg8Nxxct5ICQ -5rM2ATMaZlX+u5yjlg20ICcvBBq6c2iXGcp/hz/cZWOXFGg42rl74BKRCb8T -mNQaj9Gw2WuVycUyE34UvNvZe4SG0sxJW0gpGWAxkBhG30XDtD8JSubmaTAo -TaQcH11CpUzOT4f+JgGpkIu9eGAJk2rFUzbrJkGp0l2ri71LuH3stLdAfiJE -3B47foO0hL6DF82WXiSAzst1aFm0hKeFKWvG/HHQ2Czekhy4hOrsaxpPQyKh -SPeZrKzPEla+fRsoEBgByUO5oQWvl7ArdktTcMAX8KIp6tY4LqHnvYh7Hp/C -4QLf7cGRB0tYd5By06LjA8h8i1CyuLuEaaSHfpSZ98B3bChx8fYSphyqKiza -/h7+KT99vOka43qU37mX6iGQ9/T1Ir/8El4VvR4usBwIicu12l9ll/AdLTk/ -SywQ3r/aUSAlsYQu06elCsr9wfpDuAsILqGeK4n2LtkHJDBziz7rEsa01WUv -/XwNsWx9XB8pVDQNhCP9f20hSA+2yPdQcb/xOOf1N9bgnhS10PmbijtmspyN -9luBkeL9pgP1VEz4MapSm28GAnajHpE5VHzALBS+1eUKcPy8/OxcJhUvrBus -+XFEBjbsSL5LSaZibU6Q3iZeKRz4+kRBMJqKo+SOB31VNzGmd246wYeKbTej -7kwYPMQg0Zu9yp5UZKr8dMVazgLd7bNrR92ouI3WkaC3ZolGO5/Hi9pRUarI -LFQ20wb5lf7qphlSUS3krbRViRNGpWypyj5OxceFJBbpqx4YuGz2Q0uKinUO -oxe7t71Gt0u1UUuiVNx+suLAp+rXaEj2dZLno2LEbn7O1/JvkHc3h3QxCxUP -quwa9qe/xQgn7s8V/YsYYH/5afimAPSvfvHWuGsR/7WfivIPD0CXPf12TG2L -eGqv9IjkvkA0SI/WUKldxJhF57jhr4HIM3h4S33WIvaniiy9LnuHn69IP2t9 -u4iXi8xU31QF46FtV2qbPRZROV6F7LkWjMl1RgKNrouYMT3PNnIiBAuuhpCq -bRdxevTzRiIhBDvVl2RK7i3i1rzuGcqLUNx7o3g+SX4Rt/lu1lPe/QED9C7b -uvy3gOOfZFeDVz/hXm6jBqehBbyTf51325EwjOhxFHLoX8DlgShrnVthmKaf -0mbdtoCdnc1W7qlhWH+XXc68bAHnDVgtHt0Jx60P2qg3Pi3gzPYuc7ncz+j+ -+N7zI5cX8Dl/pYCBTST2+Rt8LriwgCZeQr9Y4iNRIVOvVPXsAkqPlWlOtUXi -3OKtrRayCxhSFzwjwx2F91yvfPzOs4DsFWfey7pF4bkg2bxTc/O4cN512eda -NH7Okuqpn5jHTUr5ceceRiPt99F1Bn/msepoqdLh19GYcUBExa1nHve175d9 -WxiNvPHcHRVV8+hs7azdKBqD/3I309TC53GjqQSo7Y5F3a4N3P2h8zif+9/T -jzKxmLO6BpaB8/i5gWdYSCMWLc7T3wS9nsdyhxbjbQGx2Fs7xdn+dB7djY3M -9rPFYVFv+wnDi/NIsxnUY94fj04bv9k/m5zD42XJ5tYWiWjxyYDJcHQOsc9V -4L/gRDSS3BWqNjiH/rulx1PyE/GKnvN3kc45PHq/T4OPKQn3/VCf7KuYw0SN -XTZlMUmYZTRvpPp5Dk8sWUmfGf+KU2Wn1Q+pMuobXJ0EClNwQHu2Z+elOayr -GdtDH0vBtsn4R2vn5tD9wYKHyIFULOJif9slN4fvmeNMvZ1T0ceK8jNQYA6r -urReGF9IQxF+T/m/y7PIL/zvpi8lHe+5NR36nTSLnLTQjv/SM1GrM/Jsb+ws -hrpppRbVZ+IVGUudoYhZLJEPd8v/LxOPDe3wnQuZxQNKFXNSh77jVhXNebaX -s2hkY+azJ/w7prG3lSnfnkWFDYWXEwN/4EpEl0E+8yzeOWmlcissG0OLhz9+ -fjiDPezFE1S+AjR4HuZywngGPQ0Tvvy8UoAistcekO7O4LsJZY48mwIsSMqT -3HprBidE/wBnTQH2BftUWcMMsuaO6iRaF6LwQ+mFK7tn8KAsf0dLUxE+O0qP -mHOaxkpFmSXVGMSCfpHtKQJTuDQa37ihqRwFd5xTvBkxjnNbnJYj8qvxu6jX -w4HBUawRuzY1+q8ReVsM88U6R7G/PfyA6N4m9LWX32rbOIpOsrkGd442oXHF -WPyW/FHcGrdiHKzXhPsM1Cji/qNoue/DqUu5TfjiHYeO/clR/LstILf2eDOq -0D4rbff7gxcGd/tcHmzG7AjbkFvuf5CZWBhpmGxGASX1wQj7P0hV7BpRpjXj -yrs1N2mjP2iZNuvAzdqCaWJGRVon/qAqW+0rJbkW3H1XWDaaMoKWz9J3e3i2 -YH9lJp+c3AhGKIo6HDxIQucbyxdPio/gH2v9xneHSbiPcs5cQWAEF+t825cl -SHh9tSnzLNsIDu0qqEwEEpbKTCkqjwzjE+rvGw6GJIyKFDXWeT+MWztSXg5H -kvD00WdvdX2H8cCUTtbnRBJ2FOSn3nEfRq9v09HK6STc8VuFamgxjIncE1bP -S0j4crvpG/NLwzg0bKB0sYeERg6xXx2pQ/j5w3Wq/Z5W/Mc03uA8wWB/Jup9 -7lYMC5GZcxkYwv1Fs9WKgq1ISi9TeNU4hBmXFjM6pFrxwkh/nU/CEIoFRDE/ -UG3FQze4pz5rDWGOVvT+yRetWEq+zxF5dQjDLbYurr1qxTsWyXLRikPYr3Ov -YZN3K4a8VXCNlxhCNsXjSkOhrbipVGdHGtMQ3r5WPkdLacVh8VAZzBnEC4tj -gRYdrSjqEj81mjyIhxNdJln6WtGiKfsbR/QgGj/UGQsdbEWa1W8BE59BZH4T -5G0/1YosuZy7WA0HsWWXXKvpRgKvbRVpkrs1iOljqpH2WwkMuX3Sx/DKINp7 -TH6yZSWQZ1VnY9axQRxt2Dl0ipNAqfNh87rMgygVTNKcOUKgbdC3dI9/A1gj -b81lKUFgwWDBo7T5AdxjvjmuV4bAC57dg+v7BvBeYFvLy1MEatVxE0nfB/C2 -9wOpSVUCnW5FZlH1BlB77ayekjmBpQnplnwaAyhvkB4R/pjATTQUv3JpAA+s -yxrpe0qgfxg57ovUAL44naojbkdgVD9/6MXNA5gYqP6R8pLAYSkZDQs6Bd1q -XFsjPAgUdVdk/ThNwd7n2SUqbwj8cej+6/FOCirX8r0w8iWwyjzONiiNgi7q -sl4poQRuK8ySLoql4MbaWanGDwRe3145OfyRgquRyad7PhHYmTZsLP+KguGl -9TrFXwg8uI7Kf/85Bb806WsHRhJopMHU5/uEwujLM6HXogmcmD+sRdamoKiv -X0pQHEM/pRMcLGoUzNx5wHZvAkO/98qNsooUfCUpq+eZyNDvj7a3/gkK8lzK -1BpIIvDfSbNLb8QpyHc74K7oN4ae3s83ZPJTMGrPyBODZAK9ur1KuvZS8FDH -hINLCoE7Xb7KSaynYJnVy8fuaQR65ohU71giY02EWI52OoH0qcTb8xNk5OdJ -tj+QQaCFsPB42wAZMwUPJzcweOBugnNeBxk/qHZdschk+PVRiC28kYyhwdwa -fxlc2xwX+aKCjCr3b+c5fifwLPMhacMCMmr773YaYfD387HlihlktNP+L/jc -DwIPOwrcFEogo5a1918vBod9jx7e8pmM97aVf0cGs43z2Y+9I6NtqVXaEIPd -BaO2Nrwho35q0PgSg6l6vGHpL8ioYX7ceJnBD0MixIKsySjH4r73Pwb31fMU -25iTseNwHr2KwZqbv6hr3yXjQocEazCDq85wk+VvkVESb15WY7CCXbgVtyoZ -p/6lf1tkPG9a2v6Na+fIuOlSn7gvgwX+fAqhyJHxZn1I3Q4Gv+flOlwhTsZL -t6LcXzHen0XnY26CABkPSQ+rDTH0cgnkvPx2Hxl1z949Isvg+er3XY/YGHqN -8e+0ZOhtun7vY/VNZKyT1VkfzvAjx1p05d5CP3J8vUj9kUpgxJDIQWFyP7o9 -Oj9RwPDP85bw+Ym6fiyUKO1PZ/hrUSX0IDO3H0PkrzQEMfzXOnHojV1sPz43 -ccu8/5VAYS7+hnVOjHrrsetNjDzt8OadqTTpR8nJts0P4wmk0Xl2+Wj2I6Wg -J24ulsDqnv2394j246WBtNCGKAIz1Licu/b0Y77NFIWXkd+PJZyRkev7cX+9 -NKshI99mUbuHj3T24aJXOvUrI//Xd+7aOl3Rh075+zN+MPrjpPtOsayMPrx0 -YfxsMqN/mB+wWZ316sMAQX7i/jsCvwlv/at5og/Z91bH0xn9F/SRiW+fYB9O -7I8mPXtNoCPz5gu9bH1oycFa1eFO4JXx9W9NR3qRM2qe/uQFgeNpK7udQ3vR -Rs3esdiKQIKXfuL8y14cvI15sRYEFgXSdJme9GKPfVKW/SMCfZ8tRgVe7MXH -STEDow8IFJebFo+f78FnMieYZ7QINJFwdc3v7cG1k1aVC5oERh5mJzX86sGP -pXmsQ+oEcnBK2lPDe/BnDSq6XyJwacmiTPliD1IbycrFxxj9O/Nv1x2JHvR6 -1/F4rxQjj6P+Jpb7evDuMeTXFSOwpyNt26eJbtTW/AbR/ASW50/dGgvpRmWK -mJUEYz1dzXRJ+ufSjUaBU/I9Wwg8/o1thcO8G7+9c42w2UBgUphE1Kkz3Xgt -UOeC8VIr+jlZjPkOd2Gm+ejpS+RW1Dkz5SIp14UGR/jvMqe1YtBxl5YLfF3o -e38fr1FiK9YdZTukw9KF9Uk63+KjWvHsQYkat75OvELtlpkMakXBtSe7SJ6d -eLOr8ZWLXStOlU4m2rR34JlvY5fT5Fvx1cXJ5vzn7di7y6XVPIOE5SoT147d -b8c3843PNBjf03Vq441pau3Yz7NFSyiC8f2+9V99rEA7Nog0bw7yIaGdyXC1 -X/1vvKgpS3Y1JqGZV2/pPb7fOEj96ZG1h4RX6xsymKsJLPExkETTFvRurpf0 -YPTZV9ekWLjTgtVEXdq/zwRKZq93Tr3egkq9NSnzDN8tzItfaci34NmpyqTe -AwRm1g7xFTG3oNSOkqjMp614tSDeUiixGffcTAu8zUlC88tirSe/NuH3wz4F -ShtJaHtZZPBjQBNeXzYdkp5uQTywINtt24TeEfwnWX614Nbr4rNMik34bzSk -v8CuBZUPCWr+7WjEkRdOEty/m7GbmO1zWN+IFtfefSw+0oQkrPbTPVOP36mV -7NWHarFDnj3PxKQa/b/FlJ9drsHh+rNsRheq8ZGBq212Qw1u/FEmpMhXjYeq -TnbH2NVgKLldOrPzF74PTU54UV2Niju6FtVVf6HjsXdnZB//wvWCnHeTj1Sh -4rM7jyJ+VOBO1kjNdcRPjO8e9vvPowT5br0r9W8uRn0N7qzu+3GYVrtqe10r -DvNZnNrKbWPhiPwG11XzWDg+sP7gSx0EblLMlERoCUgUaM9KfUVwdPkmutBf -AoeDUivIywiFRVuMw0URtkWnHI9SK4WuiofZ/oiwel2nZ22qFOafvn2+zqYU -ejPSj6B0ObBKHvz98FMZRFoaVJzJrQArutE9sfafIDhTuKxQXgONpoeG6Hur -wbnhgsfCZA0k3r3VqaJQDb+/1bGlcdWCeNZNfSf9avA27hbkt6qFIW8je7/Y -apjpoqtt4asDowXXn/ckaqCkUj6m9UU9eLuY5X09Wwu64blXHss3gYJY/+Fc -lXrIeg5tQsZNMHzZYu81s3pg0/p1tz+wCa4q17H+elMPZTvabTRHm4CuzOqv -VVUPuy84Xfus2gwDvnB85nwDOOWFObjTm4HG/j1nVqYRLsd2NqjrkODajHnF -jZUmmHmdZlL5hARBrk5tnNua4aPZq7VTr0hQTCi8sdnXDKNHj0ofSSPBl02L -s8syzeCV5xaycVMrFISJOcuaNkN1g7BeXnordEYXPNWqbwZlmu0o/5Y20FbY -fIj5bQtMdV15+ZG7DQI8jhudCGmB98W8+9ll2sDTB8Y1I1tgxL1GdfVOG9Rk -jmdrZLeAJytP+u/vbZA863vgCbkFqgQqbH0MfkOwP+sEhywJlNQ4Ni5mt8P+ -I0qH+mpI4H+PeXa5ph2KWoybWEkk6LBd1/+vtx0OaA5cFu8iwcOIqYKtTB3w -6+vpD8fHGPXTtc+4tTqg3eLQOgfmVuh492rgArUDcrKaskoutgJ/gmOzCksn -zOhvo3aotsLDAqsStYOdkIJa+RTNVlgduBumfakTlFNTsksMGfXHTms+et8J -z7un9yY4Mep/L5QFyXVBhwFNXTitFX6Mjad/uNIFLccMZ4SzGOP/DXz5bNAF -j+83de8taAV/4RaHBM8uSPLKfo2VjPrnqdIFv7sgK2Jd76keRv1+k2iKXTfk -PL34uW8zAUqS+gEj3gx+8Q3LWQjwv3DzxXhEN9x/9osllJ0A/seKtxeruqHE -I5hjExcBl4oP7mTm7AG96stV28QICLjb7iaV2wMjBl8XS1UJ8Jw4DSP1PVBV -Ykdpv0aAi0PM3/CBHrDLNinvvEGARfATxy1svTBLFN6P0CNA/ddGm74HveB9 -7q6Y2EPG/DfNZUIce4Hnll/VpycEnKU0zlwO7AWD1IO685YESKx8epJd2AuP -VG5bmNoTwCYpZerL0QenuF2f3HhFAFNRqJCiSB+crT07yeVJwD+VlcGlM33w -6KSpZZ0XAVNGVYb3zftAYn+l17QfASPTYrxcrn3APSMtYBRIQJ/zu97GkD4o -vGb3C4MIaHx/R1ehtA9YfqvC6Q8EVAmW75tp64PXwmycep8IKMkQbo8f74MG -PZbNxuEEpNXO3djJ2Q/JDg8lFSIJSNDW4fgl3g95/stWm6MJiBgqbnZW7Ie4 -/n3thTEMvf95qY0+6QdP+5y9Y/EM/XymtkW86gcOVl3avUSGfvtu1t741A92 -zh0slUkE2MXnezGn90NXOIfmrm8MPWV4lbGiH5692Uq6mkyACXpstu3qh7PR -nf5WKQQYXB37KTrTDzmBFb4vUwlInhA+P7OBDEcVhZud0wgQ/qHLV8dKhj0j -Lvr30wmIdfBbi99HBs4ZU/njGQTwnivtcxMkw8qeCLM5BoczzRfrSZDhgfrq -dFgmAZwNQl/k5Mmg3eRMSHwnIDhYx3nnRTJEb5c/kMZgdl0fvQl1MmzPMa/Z -94MAH74ShV+3yXA722TIgsFb/sxwxTwgA694olUGg1+lCi47PyWDnVWZXS+D -16y1OrQdyWDG/mh5kcFOCm9zZV6T4XLp8zXG/haW1hW9Zw0kQ9WjPn/G/has -f03ZjoaRYUQwPbWCwdN+/Ld+xpOBsYE38mHwo5s3j0VkkIG13OH7GQb/2f9m -l0MhGYJeHo/vZjzvfUr+3I0qMqgv958zZnB/4kSLRAsZPLqEfbsY76tnwZvJ -3EOGgLEuv1MMbj+mGTg0Qgbff8NXvRj63FjxeIqzZKij3mwuZejZVJarHrZK -hgMFmrzDDL1VvcaO2m6hwJjUkfOLDD9+qfOwXuegAPe582dmGX7tlqDsfcZN -gfcSPXcmGH4assbzhRymwNVtTfQ2ht/0OvFjHQoU+MO6u86GkYdLyTNn6Bcp -4PvxKosoIy/B3lnK3NcooEr6Smlg5En88mk9w/sUsKmJsqYw8vZcZJ2x+xMK -JCj0nNJg5LFyS4VFnD0F+vJcc9MZeTWoUnUf9aHAFb4Lwyc/ExB4Qe+rZRYF -Hgh+H3YOIaBHgPdHUAkFZlfddt1n9MeRDYNFWdUUOOrxRfIko3/KSx8203oo -EOEwrpHuQ8DiGcclt80DcNOT+yDpJQGKPGfXx7IPwLPVpc9Sroz8r67fVsk1 -ADs5W664OBMgUvj2ILPEADi4vr31x44A3ZOflN5pDYC+xbP9s4z1IYFT/9oP -wwF4ZLG8sdaUgHkq3+22hwMQIjBuFPSAAN/spMdcrgPguJcaP6tPAMrkBUcn -DoBH8ZzyOGM9OnS0nZJJG4Bc/Z+urVIEWG4PH2/dMAg3GhvOJ4kTUDxusLi4 -fRBM23ZzPhEhQOvbyFYF/kEQMe8S+sVLgJcwVbL88iA4bo7dUMJKwCT/HhdS -2CBcL2e3KR1phZNO0VZlcYOwWcgyMZvSCu7EUeOMtEFwO4Tynxnr7943l676 -lw+CgIZG0hlSK5ydsN9/ZWwQKI/TJ0lFrRCQ05VTJj8EE5L5dzQCWkFaNWo6 -o2MIWh6t65w/0grOceKDkQND8HG+9oS4YCtU/c377T8xBK6ez15pc7eCbkZL -8eN1w3DRaZnzDRvj/ns2+oqIDMPLUPk81TkStPYbi0TZD4PeRWMB+1wS2NqI -3QvYOwJZZt+Ci06SYC/LdJEW/wh8/zvTnidJgrzI7/sOio/Aa82LA4mHSbBa -K9+ccn4EgreWfjLYTQJ3fhWofTwCtm0hDVLTLeDf+IBn888R4DFl1XOMaYEE -kYhOx6d/QEOnoF1uXQu09+zQNKkehf3inketFZrA0OH0ny1Xx6F8UmEm3LkG -foqd8P65eQpgrkbk1M6fYCB5M3aWfQqS77gFUpbLgSZjVcS7fwo2rQWYBQ6U -g7hC8pSTxBRsaA1g3ppVDiEqvDeOaU9ByqqS6X3tcjAx3sIdnzQFd+//GpuI -LIOtke2pnqrTMJXN/kNLvhQOMxeNxqnMAMtFyzvZooUw90viYYzaDBxUMxi7 -vLEQSjyjxyM1Z6BSf95jrbsAtDa9mQq7MwNOhZtyGv0K4PWaxkKg5QxoPTrw -a8N8Pgwt/llz/jgDUhYsLFM/8yBmYBfnrdEZSBKhWXG9zAGLaM+PmpOM+QeE -Wo4a5ICC4TLX9bkZEFRYmTc7lQOk3j5u1dUZUIoW3XuTmg3rO78KnN8xC0Ld -YvHrLbLBsAkkjp6chQ3ncmJ+P8gCnqJHSpu9ZuHxJptTYlbfYTcXnW7hNwue -fo9EG65/h+12XhkdQbNgIpr4IUrqO6xKxh9I+TILyqbX5XpmMqErtm9W88cs -yCndvZJknQnvfTQiovpmwWsg0yTCPQP8R/tvsAzNwnCnd7CBcQa8VrJgtvlv -FkRT2oeuq2SAzZq3jfLCLDhUPqHWsWWApnXFlSnmOVjyZTp94nQ6sOmdWDp1 -fA4upcm/lPNNBaa8ypR4hTnIDdzxk6qdCn933zRiPzcHm+5fOLv/UCpMNFo2 -DFyZg7OXhy54F6dAreK32LeGc8ClaJLKvJgMb0R5rrf7zMH+oIKDWnbfYB19 -w9dnA3Pw1cblK0dpIhgOds67/mHc/7LfuGlYIpTWZ5z1m5gDMeX3mSy2ieAW -aUAkUudgl8km7hNiibB2sWCth2Uezis8EeANT4B/AVZayrLzYOBn6VfmFQ8G -DirRN0/OA+mvzodc03goMeKduHdmHh6Iu6nNX4oHl+MNL52V5+HhkyoLeaZ4 -+NslkpqpNw/RT8fLpt/EwaoQeSO3xzz8IcozbT8wftnYc9WPvJ0HwaeuwU6O -sVBE8/sk5z8Phz8SiUX6seBcd0pS4+M8lF7SNZs8FAsrlh90PVMY84UPJ85n -xwC9UD1zhpiH+WcLL3oo0bCkUWxQKbQAKr+3/63TjQL3zvTes2IL0KgNpuHn -o4DtXsydPKkFmOqTV/UTiYLDlm90k08tAM8FV7P4yUi46a+h9U5jASy+3h2w -ORIJGbXDavovFsDNbzxL8esXML/AdmaRWIAJlydZHZlhsFC7rsiiawHU5/6Y -/nwZBm6a8wqj/QtQ9Fe++ZVGGHy813Gye2wBcgY5xW1nPkGVa8yxsnWLMBh3 -MTVW7BMIFMmJ+4kvwge167U6wR8g7cKRZCaZRVBm2jbz3uADyNcdEHU7sQg3 -6Jqv7h/5ANe71olYKy7Cw6d970OK34MLrVbwts4irHW/ManvD4XuY3cPCHks -gvkmvcwDW0LAZPk4++u3i9D8aDBrS20wzBRv3zjsvwh3yjgD5HyDYZNywVjc -p0UQsHWNVWYLBonbewoOpS/CR5kdNVFbg8DtRZ3Ooa5FWFfy5F9STACwKMZc -9ehfhBMdKRy52wIglMnh3NDQIiRYJrB/eOYP3wIOi8RNL8IlyT3en+X9oDX6 -5ZLgZioc4SJemyR7w+GqE+8FpajAeS4+boLjNWR4s3m/Ok6FxsGtPWdveIDC -teEXgwpU0P22N/d94Cu41hFkHKtEhaqHiZV8G9zh+djkMUE9Kpw3PbV2zOUF -bEivEHllSIW/Xqw+R+udwM86nHvQmAp3+gd/aOxyhJhVlU2xllQQJG1j/+pr -B3Vsca0CnlR4fNy3seC6BWi1Ov5y96HCUe3CiJXnD4H8QaNwIJAKG8i3dPPf -mcAC31pMTDgV1DLpto+F9eGgrO4zgUwqeHrtzCg3k0ZL7R07BXqooO+c8aHX -2RqNkiTDhChUiBrTWfhXbYu3ltUFj4xQYR9+eBvJ8xwVwv2OS81QwfL2ytsG -sjNu7mfRPbtpCZwjvznSzF5hmMnmWF3xJWjYldirdNoffXMPiRtIL0GNY/G/ -DakB6Lr1YvY9uSWg/Vw5YfMuEB98c/9ldm4JupbNmo6xB6Hk1Nq43c0lMH5t -v7AiGooVtvRjwc5LcH8wxjdkLBxzqrhK3r9cguuiS4MjTZ/xK6e8cpjnEhic -FQ5Ry/uC/vn2t6MDl+CGaXq+Q1Ak3v678CI9bgmKxP8uf8mJximP6aq6+iXg -8Rq6vWkgHiltbNebWpZA+dLtO9pPE5A4LNFJ+r0E/AVOg47/EjC/+vF4J3kJ -rIGgKQkkocf2MfbRhSXIkXDe8NTtG3KFDOls4qHB1Iv+2JPh6XjyFe9eGwEa -bKvUf3lSLAO1num2DgrT4KSnwOld3hkYdL1Z7acMDZ7sk5F+p5qJ21mLFN1V -aLCdw1qOpe87/nsdLL7OhgZHNcU+d17IQW7bxv+eOtDg2nS3z1hODp56wJzY -70KDMeXUrKdiufhc0ZUf39Lg3+cvdUP78nD238O9LpE02CzbRundXIBD9orr -VmtpcP6Pw7FTYiW4wfRF8aNmGnxZv2p8PrcE+bTyHLvbaCA0Wh1AvYiof0xi -sYDMGH+ZK6xEphR/z3CNOVBpoPPng1GWfhnWmM+2LvEvQ15Y0yuu/p84qiP+ -zlR4GZzfvtv1UrYCmVRM1dvFl4Gn0UqM7FWBiod7q3NOLMMjvzBtP7lKLBqo -LrZVWwada6mrfV+qME0vKnH++TIc2caafyGiBo+1C9KZXJbBbWG6yny1Bgs1 -E6/uf7UMC5d4f7/Wq8Xqy2mz5/yWYURht1Eidx0Onig65R+9DBw/WIIrvtXj -vt0dTSK1y6DtnD69k9aEEQF6AqeblsGyS/rDGdlmFNrWb3ONWAaV03YBqw+b -UWbDCJdd3zL8qfd6y9PTjGoz8/d/zi3DRuPO3i2VLehez07TP0CHwFa/yvvf -W3GrSvAVKz46vOhpV8mba8WAn3u/eAjR4cbWp8mJsgR+LuBRTJakw9TGSl29 -XAJzk8R8aRfocPSGafGxqjac8FDmC35Mh3HtUO+EDR2ofcZVpbqYDinWqxtf -/uvBnsUR9vJyOtwZE7qWotmLRmnq7YW/6JCj/7EhILEXH/MeNElvoYPVaxZW -jxt96L6++NX7YTpI1VxyUMzqx7RKeskD1hV4nRwuuFONgsdcjDwNOFbgeHJo -iOQLCubL1arpcK5AvuPBgh+pFKxI/NSjyr8ClFDOqGn2Aex8e5Iuc3wFarMm -zZQ7B3CTut3x9for0K8+GLPZbQi9mfpW6fdWgO3WsEldzhCyo1LFgskKyN3k -5F8/NYT7pfbcGLVcgT3bJ3hRfxglObIsmzxW4HJ17qaPiiOo+3s2+UsKY7z9 -6odbAqOYafBEQGF1BXJLRZhGzk6gUfYMT9T6VRAYOpi34j2Bu7fbcDFtWQW1 -9Tnd6e0TaJfvuIO0cxUCP3pdX3o2iQq7vf6ZC6/CMTkfzoOZU1heE9P1SZMx -vraq+0bCDFrzHf69pr0KXvw7t/i1zOAh+68txvqrUHyrT4fn7wx6HsqoljZb -BTTveqF0axZVXYtzal6sglm8+tVy5jncMTY+f8JrFZbrDTfvNZ7D/wHlPNQj - - "]]}, - Annotation[#, "Charting`Private`Tag$906445#1"]& ]}, {}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, 0}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->{{0.4999999999999716, 0.5}, {0.5, 0.5}}, - Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> - None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange->{{-2, 2}, {-1.1496792039950476`, 1.1448116011786587`}}, - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}], {481.0287324685357, -97.08986231664207}, - ImageScaled[{0.5, 0.5}], {298.6099606614872, 184.93307107931824}]}, {}}, - - ImageSize->{ - UpTo[600], - UpTo[223]}, - PlotRange->{{0, 640.3390098278393}, {-194.17972463328414`, 0}}, - PlotRangePadding->{6, 5}]], "Output", - CellChangeTimes->{ - 3.8172702319184723`*^9, {3.817271056741686*^9, 3.817271069000525*^9}, - 3.817271313118545*^9, {3.817271408985536*^9, 3.817271454589876*^9}, { - 3.817271694266157*^9, 3.8172717054033327`*^9}, {3.817272810682543*^9, - 3.817272864936503*^9}, 3.817275682687436*^9, {3.817277848688168*^9, - 3.8172778625827103`*^9}, 3.817277919175124*^9, {3.8172780270049467`*^9, - 3.8172780475022287`*^9}, {3.817280236948023*^9, 3.817280282125651*^9}, { - 3.817280450116068*^9, 3.817280466295412*^9}, 3.817280587317416*^9, - 3.817280647024148*^9, 3.817280761888534*^9, 3.8172821757749*^9, - 3.817282229805689*^9, 3.817282311242402*^9, 3.8172824892587852`*^9, { - 3.817283399411484*^9, 3.817283426493174*^9}}, - CellLabel-> - "(WOPR) Out[821]=",ExpressionUUID->"155c39dd-ec1d-4900-9cbf-4fc4b876ac75"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"{", - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"g", "[", "n1", "]"}], "[", "\[Theta]", "]"}], - SuperscriptBox[ - RowBox[{ - RowBox[{"f", "[", "n1", "]"}], "[", "\[Theta]", "]"}], - RowBox[{"-", "\[CapitalDelta]"}]]}], ",", - RowBox[{ - SuperscriptBox[ - RowBox[{ - RowBox[{"f", "[", "n1", "]"}], "[", "\[Theta]", "]"}], - RowBox[{"-", "\[Beta]"}]], - RowBox[{"R\[ScriptCapitalM]", "[", "\[Theta]", "]"}]}]}], "}"}], "/.", - RowBox[{"B", "->", - RowBox[{"eqB", "[", "n1", "]"}]}]}], "/.", "s1"}], "/.", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "1"}]}], "/.", - RowBox[{"\[Theta]", "\[Rule]", "1.04"}]}]], "Input", - CellChangeTimes->{{3.817283576740225*^9, 3.817283588198867*^9}}, - CellLabel-> - "(WOPR) In[830]:=",ExpressionUUID->"da645597-b6a8-4dfc-83c5-3cec31d750f9"], - -Cell[BoxData[ - RowBox[{"{", - RowBox[{ - RowBox[{"1.7736514921292306`", "\[VeryThinSpace]", "+", - RowBox[{"0.7346705029632056`", " ", "\[ImaginaryI]"}]}], ",", - RowBox[{"1.0629888287473626`", "\[VeryThinSpace]", "-", - RowBox[{"0.44030438951824896`", " ", "\[ImaginaryI]"}]}]}], - "}"}]], "Output", - CellChangeTimes->{{3.817283566616807*^9, 3.8172835890690536`*^9}}, - CellLabel-> - "(WOPR) Out[830]=",ExpressionUUID->"f27b02e6-f3db-42e2-b534-43e5409fe36c"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{ - RowBox[{"Show", "[", - RowBox[{ - RowBox[{"ListPlot", "[", - RowBox[{"Table", "[", - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"{", - RowBox[{ + SuperscriptBox[ + RowBox[{"h3", "[", "\[Theta]", "]"}], RowBox[{ - RowBox[{ - RowBox[{"g", "[", "n1", "]"}], "[", "\[Theta]", "]"}], - SuperscriptBox[ - RowBox[{ - RowBox[{"f", "[", "n1", "]"}], "[", "\[Theta]", "]"}], - RowBox[{"-", "\[CapitalDelta]"}]]}], ",", + RowBox[{"-", "2"}], "/", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]}]], + RowBox[{"(", RowBox[{ - SuperscriptBox[ - RowBox[{ - RowBox[{"f", "[", "n1", "]"}], "[", "\[Theta]", "]"}], - RowBox[{"-", "\[Beta]"}]], - RowBox[{"R\[ScriptCapitalM]", "[", "\[Theta]", "]"}]}]}], "}"}], - "/.", - RowBox[{"B", "->", - RowBox[{"eqB", "[", "n1", "]"}]}]}], "/.", "s1"}], "/.", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "1"}]}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", "1.3", ",", "1.4175", ",", "0.0001"}], - "}"}]}], "]"}], "]"}], ",", "\[IndentingNewLine]", - RowBox[{"Plot", "[", - RowBox[{ - RowBox[{"1.3578383417066", "+", - RowBox[{"0.048953289720", - RowBox[{"x", "/", "2"}]}]}], ",", - RowBox[{"{", - RowBox[{"x", ",", "0", ",", "5"}], "}"}]}], "]"}]}], - "\[IndentingNewLine]", "]"}], "\[IndentingNewLine]"}]], "Input", - CellChangeTimes->{{3.817280804305807*^9, 3.8172808637975616`*^9}, { - 3.817280897254437*^9, 3.817280903087328*^9}, {3.817280943100966*^9, - 3.817280948025497*^9}, {3.817283466925474*^9, 3.817283468322001*^9}, { - 3.8172835171353197`*^9, 3.817283535406034*^9}, {3.817283616348012*^9, - 3.8172837913669252`*^9}}, - CellLabel-> - "(WOPR) In[842]:=",ExpressionUUID->"b03f723e-24d4-4097-8ca2-9b1145403bfb"], + RowBox[{"F3", "[", "\[Theta]", "]"}], "-", + RowBox[{ + FractionBox[ + SuperscriptBox[ + RowBox[{"t", "[", "\[Theta]", "]"}], "2"], + RowBox[{"8", "\[Pi]"}]], + RowBox[{"Log", "[", + SuperscriptBox[ + RowBox[{"t", "[", "\[Theta]", "]"}], "2"], "]"}]}]}], + ")"}]}]}], "}"}], "/.", + RowBox[{"B", "\[Rule]", + RowBox[{"ruleB", "[", "h3", "]"}]}]}], "/.", "sol3"}], "/.", + RowBox[{"\[Theta]c", "\[Rule]", "\[Theta]c1"}]}], ",", + RowBox[{"{", + RowBox[{"\[Theta]", ",", "0.0001", ",", + RowBox[{"\[Theta]c1", "-", "0.0001"}], ",", "0.0001"}], "}"}]}], + "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.818229654470503*^9, 3.818229664356482*^9}, { + 3.8182332133861847`*^9, 3.818233230282331*^9}}, + CellLabel->"In[33]:=",ExpressionUUID->"c2d3e68e-6754-4848-ad45-4d3a81a85373"], Cell[BoxData[ TemplateBox[{ "General", "munfl", "\"\\!\\(\\*RowBox[{\\\"Exp\\\", \\\"[\\\", RowBox[{\\\"-\\\", \ -\\\"714.9997764249956`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ -normalized machine number; precision may be lost.\"", 2, 842, 544, - 31479193581598412653, "WOPR"}, +\\\"734.735259429971`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ +normalized machine number; precision may be lost.\"", 2, 33, 12, + 31485507172710603002, "Local"}, "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{{3.817283761224256*^9, 3.817283792191354*^9}}, + CellChangeTimes->{3.818233237682227*^9}, CellLabel-> - "During evaluation of (WOPR) \ -In[842]:=",ExpressionUUID->"1ff6b3ff-f0d9-48ea-95df-10584520bc02"], + "During evaluation of \ +In[33]:=",ExpressionUUID->"7fd74cbf-a4c7-4807-95de-6a01a2a5159c"], Cell[BoxData[ TemplateBox[{ "General", "munfl", "\"\\!\\(\\*RowBox[{\\\"Exp\\\", \\\"[\\\", RowBox[{\\\"-\\\", \ -\\\"818.9883777407213`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ -normalized machine number; precision may be lost.\"", 2, 842, 545, - 31479193581598412653, "WOPR"}, +\\\"977.7378613544221`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ +normalized machine number; precision may be lost.\"", 2, 33, 13, + 31485507172710603002, "Local"}, "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{{3.817283761224256*^9, 3.817283792266705*^9}}, + CellChangeTimes->{3.818233237687467*^9}, CellLabel-> - "During evaluation of (WOPR) \ -In[842]:=",ExpressionUUID->"82682d18-f80c-4d23-8675-d31ca1576f0e"], + "During evaluation of \ +In[33]:=",ExpressionUUID->"291827e0-9259-4b3d-b9a9-0b277de636ae"], Cell[BoxData[ TemplateBox[{ "General", "munfl", "\"\\!\\(\\*RowBox[{\\\"Exp\\\", \\\"[\\\", RowBox[{\\\"-\\\", \ -\\\"958.6767276347036`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ -normalized machine number; precision may be lost.\"", 2, 842, 546, - 31479193581598412653, "WOPR"}, +\\\"1463.5731661665286`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ +normalized machine number; precision may be lost.\"", 2, 33, 14, + 31485507172710603002, "Local"}, "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{{3.817283761224256*^9, 3.8172837925686893`*^9}}, + CellChangeTimes->{3.8182332376909237`*^9}, CellLabel-> - "During evaluation of (WOPR) \ -In[842]:=",ExpressionUUID->"164319c1-a2e0-427a-9f70-94e763f48d8e"], + "During evaluation of \ +In[33]:=",ExpressionUUID->"9ce5dc32-1380-4589-86d0-e43203750ada"], Cell[BoxData[ TemplateBox[{ "General", "stop", "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"General\\\", \ \\\"::\\\", \\\"munfl\\\"}], \\\"MessageName\\\"]\\) will be suppressed \ -during this calculation.\"", 2, 842, 547, 31479193581598412653, "WOPR"}, +during this calculation.\"", 2, 33, 15, 31485507172710603002, "Local"}, "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{{3.817283761224256*^9, 3.817283792766893*^9}}, + CellChangeTimes->{3.818233237693919*^9}, CellLabel-> - "During evaluation of (WOPR) \ -In[842]:=",ExpressionUUID->"5d8fc41c-1820-4591-bdb1-29d65ed68611"], - -Cell[BoxData[ - GraphicsBox[{{{}, - {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.004583333333333334], - AbsoluteThickness[1.6], PointBox[CompressedData[" -1:eJwc23c8V98bAHDZComiVIqWkJGR/VApeySZoZItFCqyI7NI9sjI3nvvvTdl -RCL0Tcge6ff4/eX1fp1zn/Occe89934u5oeWdx4TEhAQhBETEOz/9aSlCnt5 -aRiIXpx3PUK6DrrXV1nbTw7DrdOMmjMk6zBC0RN6jmYYlNPyb5Wi7d4fmXAj -HoZ4ylkZf3S9JtfW3OYQuF1Le/gAbcmWOKm2MAT/nVsJ4Ed70K++a/02BL49 -xQMU+7aOP3BzaAjqJX9f+Uq8DittItyNbUOQ4OoXlYeWnVWmV6gegrGPXmff -oHfLnmeN5g9Bc+7nUm00g4HcilXKEGj1PTXmRvNeMJ+gjB6CCywKHCToaF1n -i+zAIZBvvk8yQrQOwt5cYRqeQ+C1ELGShY7n5tAidxiC003b6+5otYXLWVWW -QzD45tlhTbS23tRbB4MhILLcEeVEU7Ie3RDXHIKnlV7ORGjqGbdv5IpDYFN2 -ZPgz4TpwsW1If7k+BE15fjey0MqvxFlzrg1BzOZigzs6WY7d3p8D/Z1HWxO9 -vvBByJp5CD73SJNyoV3C1R9o0w9BBQt7EzHaTO/uL7lDQ8Ak2R0xcmAd7ly0 -HrxOMARXw9lf56CjP4UxSKwNgnu0gJsn+p12WeaNn4Ow0vjjgw56ILDtvcLE -IOS8u1pxFZ2nUFd7f2AQRBxpNsnRb5Q/8tu0DoI6/XPpCYJ1IDxiMB9QNQi0 -czqZhWjqIobP+fmDUPS65KIfWvZI0+5YyiC0ursUPER7RDjfoYwZBAq39HtC -6AkTzQHJoEGwYOamokEz8Vo4OnoNAh0Fyecf/9bAW+KLdLXjIMjPnC2uRDtY -1PCQPRsEPyP7tA/oFGZZXjXjQbC+RZ5nhv4tFy+deh/zF6vtvI62v79lTqQ6 -COepo/6eQIfefB35SBrzc3wnuby3Bv+MXnW3ig2Ckfr78Bb027gzxAK8gyBr -FkkSiw4UyuFLYR2EV2/jPJ6jt7/Z6JxlGgTmyMgTSmiP3BK7GLpB0Ldyqb24 -b6Z2JxaKQXj855bj3t81cNv+Z5mxNwB3D/6QH0JTWWRLia4OgELSXe4sdPki -/07v/ADol3pf8kTTSK/6WkwMwHuRV1d10a9fK61QDw5A3+VzKgJoyvUcjqK2 -Adj1sHWnRs9xePI+qhmAjnumrT92sf9/JIjoiwZgJnmTpRr96bZ6aFf6ANR6 -MwSEovW0b/znFzcAVUeqaKzQhj7u28qhA0Cq9f2TNHpBI6KG0X8AYlyd5JnR -vE+ohX66DYBKhifZ9s4asAaY6lW/GIBqwpXBPnRUjBhXxJMBkM4rK05Hm79j -/GRvMABHFwYyXqOdTMJK9bUGgOKnYOF9tLvEHTN55QFonx7vEUD7cc8WiN0a -gPzT5f8Oo8c0twP5RAdg6Euz5Pz2Gpwfu7rHfXUAVh/uhNSh3fpE1q6yDoAL -mcK/SLSqUsNTYaYBCGEssLdFy6s7P719FOuvXKJQQo+Pn1vSPDgAxEsf01jR -6TXms9YE2L4lnR4hmqL++N136/0w9/nlxbGtNdD1+cmT96sfQoLbCIrQruEp -r0am+iHx6N+Fd+gs+dPc5F/6wa6V/LcJWm+QXlqkux922GcIbu5bwKjmWWM/ -pJV4X2RCX4LpD7nl/eC5tKC7ubkGz7yMaldz++GYJkVaHzrYsktSLKUf7r/q -J8tEb9FuH/GN6YeJuRsv3qCjFLqvfP3QD+E8d3YeoCFfIFDAF9tbWAsQRUf4 -nRL84NoPi6UXhRjQ5/qtmDae90MD/9jK8gb278olCb0n/QCk1LUdaP15gfAO -g37wGMiPTUb37kZcAO1+YFdsfO+Gfr2r8q1IpR9OXRAOvY+mPqnbwivdD6mH -D2YJop3ONw4ViveDcwvHMB1awz6AXIy/H2KoI2gX17E+TadmK3s/6CXK6Leh -aw19m7RY+sH8Lm9NIrrOe0J2+Xg/VMwqXnVFUx36NuV3uB8CuT4U6aA399J8 -rpD2wwuCHXlBdPamtnj/bh+I8Dqs0e2Xk9JvO670wdInypzFtTUoyd4rvfKz -D6YEkl+1o4d+idtPTfZBVNd17WS0LivRtajhPhhXG5ZzR/8n6PBLq6sPYsp0 -FPXQVLojIUyNfUC82PZQBP1SVP3qbHkfGM6f8GZAZ42wlxfk9cH1T5K1K6tr -YBMdfOVNah9IMQkf6kGz3hz00I3tAyGtHcMM9PI0Z41waB8c1nMc8EK3zc9/ -Pvm2D4avlag+RkdTqnQc8OiDopWEaUl0v2peyC+HPviTKPiGCU1yWI9v7Gkf -fH/8RGRnZQ0M+tPjekywv4piBz6jz79YGmnV74MQl+jPBWh3Oq+xZvU+0GR6 -UxuIPrLRE9+m2AfNSn/Kn6DFMjjY+qT6wEFiuFkOfXr535Ovon1AdpZzhhX9 -tSDPYpG3D8hZFulI0f8dzWEhYe+DY060d7//WYN1DUOfMyx9UG0ZkFiDZl+6 -FSd+og98BB6Qx6A/WjQ9ekjTB+vHHF85oEk8dLp8yPrAWm3sgCY6mOz1ePFe -L2hJPA8TQH+eLPOfX+uF1Qu3JI6i/9K6jZ5Z6AVbTcmt5eU1MC24X6813QvL -PA/qu9Ge/w1IRoz2gsHBmJhMtNMva9Wvfb2QKLnk44s2X6tdvdjWC5bCyl4m -6E45NRab2l5Q0S4KuY1+I1j9ubGkFwqpTxZdQGeRhBw9ldMLw3V2P4jQedtP -++ySe6F5vvbS1NIa5Gv+oR6K6QXDrdWXNWgznfwmoRDM34x8PAadzq2xHuff -CycqV5Ud0TtrHhHUHr0wbpk3qI3uKZ3Odn7VC0nkwmbC6Fu2Z3jXnvUCJ83r -IyfQThTTZy3NemGT1rtlY3ENVkW/2y487IVrcZIBQ2iPkh5OK61emFJMMi5E -nyZ+JL2h0gtR+dkqH9C6r1Wr3WR6od70ntwzNMFz3QBayV7QpQtSu4OOWbpe -kiTYC2zKulY86HNf6niBuxc8mnMiadBs8/H/Ri/1gts59+HF37j+k9OOO57p -hc4jXee60SoGnxxYGHqh5oaPSxZaSvj+hQ7qXpB7krPgj04kS6S1J+0FMlkh -Mwu0tIWiBMdeD5wOOr0lj55u50yfWusBVYp7oRzo9xJMytELPUBhNSpFie6M -32DXmekB9rdJxL8W1mDCJUzkzHgPCHHm9LejvU9/c/gx0AMSTMt56ei7FgXz -uR09MMb1MN4XHUW36era0ANsgrtxZuhGvQ+SahU9MHS4JFcO3S9rc+FKQQ+Q -Br3tZUd72niwUWT0gHnciwOUaNezJQrzCT3AyWQp+esXXp94//l2RvbA6qJp -YAf6zlXlqcKgHhgneLycgW4USVCI9+0BV/F7D/zRfhQrbe/de2Au/No3C/TD -/0TV3zj0wHsyQmtFtHujy6Lzsx4wcs6i4UJ7UdUGvDLrgfpd/prD6I1mQkHH -Rz3wyCnQeek/bN9DYcpVuweek5Yp9qLfP0j381HtgbcRKVfy0EJ/WflC5Xog -7Ma9U0HoO86Dg8k3euAnVQWjzX79gLonFSI9cJWin1UNfUaTeHeAtwecpD/c -EkDfd8q1X2bvAf6pzWcMaP6z32ePnO8B6qWtnM2fa5A6VCAhcKoHTr4L+PsF -fTv7ppvu0R6onSjULEcPs+Wn+lD2QCbJo8YodJvwuYIy4h74eilQwgl9ztFG -bHyrGyKthNr10ClEEp3yP7vhOZXaY0l0+NO/RxpGuuE21zj1ObTVAVLSG+3d -wHqwvZkY7ZlTnNBa3g2WgwwBP+bX4LKU7Yx6RjdUtFcYtaDNbyQ1LkR1wwRb -vmIaOvlnkbivfzcs8K7e9ENLcR+X43bqBnb2l7JP0H1lMDP2pBvoNUT0lNGj -48lkgXrdoEfC534VXfWhO0NeuRvmXXSKjqIfOAl3H5bshpqTWZvrc2tg8tnK -ZISnG1jYWGS/oPvt/9lmsHTDM6K8tHI0X//zRQ+6bgBCdcYYdN6EZY8hcTcI -vz4Y7oJeYXejU1rrApGfjRcfoRvaFPLFf3QBf5hbvRR6+45dGv9wF4itCVmy -og1HElZ4W7rA02zm8iE097Kbt1BpF2gZO60szGJ+MQ2Gt9K64IzOXnsPelyT -yVMrsgvkynTz89EuFLJTtn5dYLQVlhqCPrxLYhfm2AX0QUlZL9H900dF6550 -wQFi1zoddOawGNeKXhdMtTPPAHrkhrwsu0oX7qvd6M+hZZcPe5le74LIJ1H3 -SNGG2zrfc3i74KiGSeL8Dxyf1kPqe+e7oKxwirATTUG3NX6HvguM6Qktc9AS -/STPssi6YPVQ7XwQuv02w5EjW50gyH7i2XO07QJ9vv3PTvh3iPiQNvq7/R/V -/0Y74aSMQ644+uVY5O+HnZ0g7fLCkAUtzkPh9K2qEyTurF0mRR9v5PtrmNMJ -GQ//25mfWQMB6tNGK3GdwKpxd6wTrZbSUOQZ1AliY5fbc9Fjyldnz3p0wsPI -xy3B6AdTViu1dp2wdfPAwEv0GZV3QybGnSDnu75wH02QHOt7XKsTvM8B/XW0 -0r9yqi65TqhvHJC/iB5w21X3EeuEDY7cwIPoewaujxW40PRd07+n8f4xasHD -wNwJDjcv3OpHU52bL5ql7QS6lzmFxWj2p0zLVcSdcMXBhDcKvbstOhq13gGH -jspWu6BvzTy3cp3rgObD8pqP0dpypBnmIx2gKGZyQBZ9WuCct25HBzx+ElnM -iU4KoyJSr+qA4OdjDnRoCQXyY/dyOuA690XFze9rcPWIVpl2PJY/fco5jv7r -ovDb6EMHuJ4sP1WH7j7Kk2Hv2QH1B7ePJ6NzTqkvBr3ogK8sl8/5oWsrjuXn -m3bACZnrItZo1/mmP190OuDVY3hwDy1i0JJKqtQBfQ8Zg0XQbMUO/UKSHRDL -2Tl0Fn336i2zZ7wdcKVU5SIpmmo2wDz/QgfYrMW5/ze1BuqJLX1bDB3A+aX4 -dw9aZeN++K2D2H8df6MitD9TY3n4bjs8cjj1OxKdddiOf+V3O/Rf1XNzRT+1 -/HVA9Vs7fHRXOm+ELnubfKq0vx12rWb75dHORmyuF5raoYWAOfAq2itshy2s -pB2fr9a1j6OJHyUeO5LeDm85HvDtfcP+JBWKBkS3Q8Q3bcZp9L/RyshjAe0g -aDZJ1YZePqbKGefWDv5jc9Q56LAtqqWrtu3wUM7ydAh6ocJnrM2oHU73WAi9 -QqucM1k01mqHRo+vDx+iJ1/Kn6dSaIcd7/JwaXR20KhdMbTD9u7eOCf6RXPN -lNHVdgg7kMB1DH3yv9RHTBfaQawy7u3OJO7fVaTXRhjaYUF9bfsbOqxROSj6 -IOa3G2rTgub2dhAy/NsGUsPuO1noQaXX3/mW2qD2eP67YPRTUTZ/iu9tsPLn -DM8rNN1XrqvTg23wKaJh4iH6BId2V0NLG1y5HRkpg37kbns/vbwNzK/GGHCj -FRLkRkOz2qAprFmYAb2dmnnDJ64NLpQeYdqbWIOQI5bv3T60wfqAHfUMOjbD -sN7lDZZzLx/qQFskPOl7bd8GZ4840Oejn1sZlL+1aIP+GmrOCLT+OKt9jH4b -xPsk3XFFixDEHixQbQPLCtHXxuisa7nG3bfaIDCpvU4Jzc96O2BJqA1GIhWo -r6GDSpUcGa60gd9yhSETOpu2gv3m2TbQ/UfXQYKWDXUJtaNrg5dnFMQXvq4B -08yHiizSNrDNelg5gB7tXgn5tdUKmoeUZCrQXHqRLNwLrRAWSjmVgL7f7qf9 -crIVKIuD3/iiv7/sEGvpbwWCnmmhZ2i5nQeNp5pb4ZTc6qYWWolM47ddWSvY -BFU1XEdr2VcUDGW2ghO9eDQb+qRq7FHRuFagv2nhRovWy2I4mPyhFSzf3rLZ -Hl8D+kahQAavVjhv2vB0Cn1x/mySv0MrsCp+c2xDJ7n9vElh2Qpd+aHBeegA -ymITn4etUEE/VRqBjqFNozlyrxU2Vst+uqGrrvzkj5ZphcGuU6xmaOEDcYOc -Yq1AdonwqSr6s+DOf43creDt9rhFBJ3wmtX24flWyDWWZD+PvhyqbUF8vBWY -HwVEUKI5Wdp60g+1QvNfefq1MZyvgYxIjX8t8K3JOmYcra8GbQdXWmBDcetq -E5pMqkaj7kcLjLF+7c9CpwhY33AeaYG0eUbXUPSt7BBPya4WqGZNE3ZBD7O8 -YKKoa4F6Z08CEzT/sh7ZUGELRPik9amgDxlEiqWktoDVLE2uMFom3b7SOboF -sgQKIs+hF0eU3XUCW2Cb8d17SvSHuWe+4h4tICIUFbw2ugZGKaJ9F162wDvB -oU9f0eZtpHdpLVrgTt21mma002duKuIHLUDrVj6bg267emp7+24LhF/QORmB -pqa+wrAh3QLTOke13dF0Vm36m6ItcH7ka5I5moFTt3+PuwXKVYr21Pbjzd81 -O3ihBUTtgx8CWpmK6cLJEy1gQvm8jxUNHex/ualagKdeTZEWfef0yqLcgRbI -1eYY2hlZg9bS/7bM1pqBLXjNZAadxRjAEDjfDFQ8GRTd6BHb+1Ll482w+Ee2 -sAR9oqLf+WdvM/jGdpjHo/OCbeuZmpqh5gAHtx9a/0ELpUZZM7ybfPTPFs3H -fVcjJKsZTlNYjuih9RoS4r/EN0OmjHStDPrw25tzzKHN8PHpz3ze/fLUpguW -vs3w9J5y3mm0wmiFeq1zM1S32lSQ7Tugwv64TTOIJNzpW/6yBmuf7/vaGDdD -dvn0yii6y0jEc1CnGf4tXGBuQsu8+2MkotIMFxiOaOWgt8XPXUmSagZ2+riY -CPS9A1Z9x4SbgbOj5/dr9Mstx7s+nM2gfypS1hL9ZHI1m+hcMxD+2s7VRPMR -OX9zZWgGXZb/zt9EX5FonSGmbIauFMMETjQbiXupH0EzVJgaXzmBvi2vq3li -rQk+qP1XR4ROjDhclzbfBJ0aPx/9/oz9+auwJPG1CX4+1qf5gpYl658c7WsC -cyvplnq0ebdWgENzE3y1iPbNQpsuJOycqWiCdjUtrXB0/QvLM605TVDLbM/3 -Gs1N4rppl9gEMp0bJyzRl+Ni3C9HNMGqWtdBLXROf0Dl5NsmkC7fJJVCk0ew -JES5Y7w9a2pu9IABM8/9F02wfY6f+SR6j/6+AYtFEyhziwEpOpwwRejXgyYQ -YvcwXh5eA9LZocyye01whok8egw99rum0l+uCTSO1o41o7MywfCxRBMInEy/ -lI8ePM31SZK/CXYkax1j0NdjLGxY2JpgMHzvqzfabmm0n+xME0zz68rZok8I -3K9epmsCEfbROn200OIQ7yR5EwwEWEnJo+k2uTn7/zZCkPOJ/mtoH0+19LY/ -jaBI22t2Dh3MypPSNNsIpY/fHz6M/lObx9w81ggOYRpV20P4vOHTfrSjtxGO -tTO9+LHvg5ZOg02NsHFmUrQPbcQYpP29vBEsy0Mpq9BXv3GlruU0Qla9xGwq -erIbDCiTGqFRf6gjGK0bV+19KbIRUipUK13RVepZ9LcDGoGFqKDEAp0vTEVu -5tEIUw/+VGmivw5MaAXZY3zygz1SaOc/7JQ1lo3Awbr+Hw+6KGbr+LJBIyit -5tIyofVZVJ0uajXCcpzgzYNoyQNSQvpKjbBi5OGyPrgG0Zvjt2JuNsIJ56Dm -KfTBv5yfJoUaYZFZ90Q3+rmgnOIlrkYY85u0LUezk0tff3q+Eej2jo0no7e2 -RR1rTzRCSOGW4gc0d/eN3aOHG0F8zbPdBV1g9aLCnLgRkghK71ig2TY2y1q2 -GkD8tO+0Jjo9YWaVdbEBhN5vutxCe03oG/lPN0BUyu4lXnS80LvD618a4Er6 -+y9n0BKPQ38+7G6AVz8KgynR9tfi1/obGmAy5YHO1gCul8SRKzJlDWBzPfDK -DzRng0VAXXYD0JFIUPSjl+t8GCUSG0D3psliNZp34WFrbUQD5KuRT2agS5Mu -R9wOaAD+gOOj4WgL06M+vR4NUCMfPOmJFmnRCtFzaIDlmZdLz9CmjwQqlq0a -4HRJ7cEH6Malqc03hg2gxmzMpYgu4IuRYdFpAENXY10R9JMDKek1Kg0wIFQV -yoo24b9+6tHtBhjMNBg9hmYqzQmjEGsAvevql4nQZY5CTAVXG+CIbqDrUv8a -HHA4n/aQtQFum1BPj6NzMsuFjjE1AGlXq3I72ueYXFs7XQMc3qxqLkFv55/V -9KRogLa789JJ6Elvv+83/9WDourNgSD05ZBJQ7K1enhs0G7iii7rt5rs/FkP -rtsvKSzRpwSDFMIm66HGWy5fB+2e+zHdcKge5t+IGMmi6S4sbQh21IOFudQF -QbS4xSTX4bp6eJRjsHABfUyjS3m+uB78uj5U06FjE09oNGfWg9SN3sgD6A2S -8zdSE+ohyu+Y22If9odB5fC78Hq4xnb/6TjayJC07MU7zC86wbwd3WKcLmHo -UQ/UJtNWpegFp9RYdYd6qD5y0jkZvblkNixvXQ/xp2+EBqMZFvSmpIzqwemo -Rqk7ettjter6/XoodFabsUY75kaY3lCth5s/BU7qo91uNU7dlqmH2skNLcV9 -78ydV4Z6uL8c9El0P5/Hrzh1+OthIp10kw0tvraxa8ZeD7Fxcmon0LPrg/7O -zPUQ8li3ggxt/e791xCGerjuJ3xlvRefZ8rTf+VS1UNd+mjyNPqpYlxhD1E9 -VGiLcfSjCRdXBVa26sCMX7usFm3JwPbkxFIdRPVz38lB89I1adz4UQef+kpX -YtCP/yqtWo3VgUnPcow/+kW1snh8Xx08MB9QfYW2P6zKN9xSB+6379OaoV2e -fO8/XF0H6sReI5pooUsBjPKFdbB4SzlDGi0jP0/il14HEwW5b66hF4pcgrrj -6uDmWrL5RfQtkp819GF10JTDqX0M/S+szPfB2zrwDJRUJUaHBXsvZ7+uA74b -Y3dXevB57+vi4gGHOth6uq03hX543Ou1unUdvOkOtelFb8X9zsgxqgNyipz3 -NWjJsFpDKt064OoVL8tG/+uNzba4WwfMo/BfDJp74opHryy2N5p14S2amYxy -RlCyDjy83pg4ou/fnuxIuFYHFeGNReboHRUVYVrOOpBsMaDS2S/3I2N/fR7H -r0vfQg59hyozaouxDpaNC4eE0apRC35Pj9RB/F1dGTb0k2y7rd9kdZCurN54 -As1nujHxZK8Wnp+OkqVAM0WdFf+zWguTr1i/bHZj/tWfjrz8rxa4r25azaG3 -169pEE3VwhVCMtrPaG7qgMOBn2thL0+5ohnNY2fAz9JdC7cpey2L0U+knjQX -NdbC4WF3jmS0E79xvWJFLfSPG/wJQWfEU1/6mVcLdr8saz3RAd5nlrxSa0G6 -JzbcDv3YU+sUe2wtEGms2BuiXftdUntCaqFN9dHje+jc22rBL/1r4ULwL41b -6PNqUeMXXtcCxaKPmgB6i+yUy6B9LbTzC2tfRFORRNl7WWN9WDehR2t5zbSJ -G9eC8FSZKym6+1H9k03dWvDdcI9f78L75d8DBoVqtbCrodDxA22tbJliK18L -Pd9o/w2hqWdHhIRu1ELOkx7hZjTD12P0BMK1ED7u6lyMZvr2R7iNuxZWqM51 -JqMjLt9KCr1UCzaT2efC0BOOM2rGTLUgdu28uxfakSvltuixWihfc/jvBZqX -0eglHWUt1BLk65igH8Xvzi0Q1oK1eOOQJnoz/+aH9q0aUAzJ0pRFG9Seepmx -VAOsy6Yzwmj/2kfBAbM1cEVo/SU7WoNr+8fzrzXwRVOe4RSakLzO7OFgDRBL -mFRSopdbY5iVO2qg94u0+d/ONbjxzJZUsr4Giuhnz/1G77lwHOcvqwGnWZj+ -ir67kH6XI7cGJMWVMrvRFZzjpRdTasCI+ohzDTpKIF3q/McaSJB31cxF/7Ik -XD8fUgNbvyNF49EHqnpaWP1roPiXDmsQusSBpILrdQ3Yideceo2ueRnYKeRQ -A8e/1p6wRdv8Ndy59bQG2prunzFEL1S/vKFuUgOEa++uqKM//KpKMNWvAXvD -uzel0aRnrzC6qtcAH2PyIyF0k2HFpwhFLKd57cuGlhQ1lCyWqoE+2dnyk2hz -7wu/h0Rr4HBHxyolOithPWWLtwYgjFtgrwP353LDlmfYa6C0gNplEa2R3iQh -zVIDlKyP+ibRFHha2ZzA47cvX+lD58gMbsbT1EAPr15APfr0zNboAFkNfJzY -2ylAE3yzdKPbqwYKChKrJHQMJ7uC+69qGKyw+BWKPtvDd3RrpBpIKPitvdHe -STH9Nq3V8GX33p492u2u45v14mpoTOkOMkfTis6xOyVVgy1TJI/uvl9tVRwK -roYeq8JhJbT/706Bj+7VsJLP6CmJPnPRI1jwaTVw/G0S5UWHmkkODutXA8Gj -op3z6N7yS39eKe2XT9fRozsa9eYuiVfDh2nF9+Toolm6gs8c1aDLu2Sy3b4G -8pzWKu9OVkMfcaPML7SmcnKF3MFqsLRt5fmKfp01t0y1VQXf47eYe9AHlU0X -BmergCxDhbEOTfPtUXrCUBXM5HQyFqA5cg6zPm+sgqw+k3NJaK+MND3lgipo -5GXhC0MbPrJR5EqogoKNP/I+aNa9rCW691XAfuOzxSu0scTH63suVUAh2hXy -BC3r4Sfx27IK7lD0NuujlapqfnzXrQKe/jECVXS9pRfPhEIVrNUtSEqhT+Rc -PT0pWgUMRAS+19A7548k/WCvAs7qw2OX0eYHXrT8YayCrXMn+E+hV4iqXIgP -VoGW3vEQavQhG9H2k1uVoBhL8Y8AffOs0ifBuUrYpp+3XGnD/a7OXXLt4Ur4 -uJo3N4P+9C9jxa2pEuLMHpl8Rjs9qHiYU1gJL7PXl9vQ3RpzKt8/VULLqrFb -JfqJUHjlyQ+VIGVdxJiD7ukVitd0r4R67dGyeHSsybXdqKeVcPVX/8NgtFn1 -gZaZB5UQph1F64V+TXqIkE+lEhimudvs0UQzzUlvJCphtsbf2wL94Gl23iRX -JahzZivro7P4RFjgTCX0mASeUUWznJldjqeuhPZc7nUp9NY7HibKvQoYlfIe -ENw/XjEywX6hAmIMQ8vY0b1eyU6/xyqgR009hQk93zeabtRRAQL3GqOPoL3O -1Vz6UV4BaenjEcToH31ff5ukV8CJyKiPG604XmENf/9EVICt6V76T7SlN4GK -q08FdOr/qx5HN9OfnzlqXwE8TZGjPehPB+uLMk0qoOl79149WuHNszo5zQoo -IQq7XIw+TtJFvChdAdetl7TTWvff71nYhwpWQOKLweBotJbn7zNSrBjP6MZw -AJqeYXl5g6EChHwFzr5Gy1XTL2STVQATX7rVc3SLFxG1xUY5SOZFt5ii95rv -q3DNlgOV+kFWXbQ5Y1f++lA5rNgsvFVBNxn846lvKgcjvRt/b6JzemJaPhSV -w6Qp+TNBdGq7to1ZUjmM/BJcYkcnEs/x3A4ph26RXpsz6GumG38veZaDRHYn -AR3a+7LEIJVdOaR9ZPtAitZMty/YfFwOvobTnNsteP4HPQibUysHHd2NngX0 -38pcx3Gpcoie0rP/hn4pzvZgmL8c6pQY2QfRuzp+MHShHESJzn1vQYsHRx4b -OVYOjtp28RXo4Q+nJ6dIymGxmMYkB/1FcCRyaa0MVl/8FviEHveLlCL6UQZz -/w5RhqFTW66MMA6VAXP24zlfdL+i3r1rTWUwM7/R7ozeSSMo1igqw/1tddGz -/ePfTW86JZUB04fiFCP0xODE8bSQMljrGo/TRjO/bKUb8cR4HJzxSmiCMPsf -1M/LoJwuMfUGWt+6y1/aqAwaf4uXXEPXP4wnfaNeBiKXNjvZ9+P9GFRou10G -hKydP8+gp4Jk9WkFy2BTp4z6KNrhxLSwHmsZTF2tECJHz4DXSM7xMnBg6Dbb -bV6D1WkmUTKKMnj8cvHTEtp+N1Dn4VYp8LacmJlGR/p1CtbNl4KBjSzHFzRB -ZnXnxZFS0F10tO9Ev/bQOB7QVgov0nO6a9EM8j7H9spK4dfJCfYitM4NmTqr -9FKYKyB5l4ZuL/E9ORdZCs/+O7sVg3YjkmUy8CsFT/4rpkHo625OzdOvSuEf -xaWpN+hzEReOmlqUwsfJgw9eoUsKxA6s3i8FqquDP6zQTeLNvm6KpTD83O3Z -Y7RSUkPOMSgFU47DZFroh5rCFplcpXCi/XmcIlq2gbNK5iy6p+T6DfScUlrs -T5pScCrp+nkNXa1ffCTgQCmIERaFc+wff/chtfCfEuDgMFNiRn93KQ2amyqB -v4U/D9GjS692xkT2l4DUWZ7ug+gL6dkcqg0lYPVLOPxf0xpIn7EVPlxYAh1R -xKaraKEi3sbuxBJwLvCRnEdveBK1fQgpAd/i1jNf0RWhe1K6b0qgi62KuB9t -NCYhwPGiBHaDDJaa0fJ8c6F7xiWQ+LJ0qgJtanLUeFAT83tUOpqLduacTciR -LYHBz/qjSejx06+lA0RKIOtRxrdIdEYxjaoNRwkk+If9DkA76BfU6JwugWff -mAk90Qf0w97KUGP9nzdPOey3NzFbKvyvGCr490St0IGz3cC9VIzXGVmDx+hQ -fefTbN+K4UDzhfda+/09fEmZta8YTrH5Nynt9/fD1gBbPdYndzwghRY1ZU/l -KSiGuJXl68JN+79H/mkVTSyGToc5Hy60C5cXn3xIMVjz3v9yHr0qe+GH3pti -sMqU52REt1CSjj1/UQxOjvneh9Gxp43pPpgUA4Pg2/+I0WMbPt4FWsXg/vSL -6nYjXr9mskW+yBVDf11g3SJ6/ADjJUKxYpitzr82gz57lVqGi7MYHh0QzR9B -C7H1x+ifKYbsM5f4e9B/jXIvhNAUA1mBdWUj2ujqykj3gWLQ1TguX44uD5su -p1opAvtkhm856Aqr/kal6SL4Kmr+Kgl9U+3wevBgEQwU0DJFockS52Umm4rA -LIOsKRBt6FpYxVlSBM9qb9u8Qed2NKu4phbBq/fdrI5o7svPCT5HFMF4VeT3 -p2jVjZMtV/2KIOVHyidj9M+7NEmBjkWQl7Zipou+eDIndPVJEbzNeCF0d7/+ -V40IbX30Wz4qWbTsfybpTSpFULtybhbQ9bdutvDfKIIN5xvN/Oj/0mV/p/AV -Qf7wu0x2NIfvN8azF4tANJYkghndQ24pF8lQBIHOcX4M6NAdLUdGiiIwPaXv -QbXfn/+os6K3C0GQSfw1EZqLZn3k/K9CYL0i6L3VsAYhyo4HcsYL4eQf2Q+L -aEsJujPQXQhp9M8SZ9BTZ1h5+moK4ZJUZsUoOvHLFX6TvEIIYV3/0osWJwxj -Jf5UCHnmsn+b0TRDo+QJwYUwX5l0sQp9QMiqX+pNIei2kt0rQIsWdHr8elEI -30VNfdPQkbZPToeaFgJxc1tTLJpPsStUSqcQVukvkoeiVXNN/2woFMLHsRdK -/mievDq2LCiEyJbqKHd0ObG6uDFPIfD6bSy+RMttp7JdPFcIml9OyVihLVxh -YfZoIeQ/5EgxRL8/H+2eSVoIgaMsVPfRI+Sy/9ltFsDKxu5zVbTxry7mmz8L -4JV58ZwM+uTFovPHxgrg9W9FPQn09QTf5fnOAiDhqxkVQDPPjnnUVRdA2gqZ -7hV0NIXQRExuAVRMs/w4hy4o5N5xSigAwWoqG0Z0E+u94YfBBVAu0kh2ZD8+ -j5i17JsC8KS7FUeGLuNwaOJ/WQA+BP4Se/VrIEGePHDerADuVobMrKLzxTTD -Ge4X4D5DP+A/dEg/Oy21UgHkBM1ITKGPa5eJkksWQPCF8xuf0fGLcfSkvAUw -/fx4fvd+PH7XaLILBXBfutqmCT2ivtlFyVAAemrHRCvR1yhSU45RFMDP+wwU -BegdFwFWlp18iGSuG01DN9hLyV1dyIcCfdqCOPQe36vDtyby4eAY8fswNJeV -29P7vflwRi3E9l39/vdnB56+qM8Hwrf1up5oht8Jh0IL88FQxlvBEd3CTS9W -mpwPobLTkjZo3z8kxBPh+eCo1itihr5gzqJL7pcPYZwKIg/RWSqnZPid8oE4 -8q6EJvpKb2LdY6t8sNSfllVGJwY+bQl/mI/rdUvrNnoi95pG7918oKQJsBJH -P2hOt6S8nQ+BXom+/Oir456UckL50GQnkMGB/vnUjcOfPR/kEqDvHDrdQbOz -73Q+qA9X/mVEV+i0/DpJkw95Y5mctGjqBT8vY8J8KHKkfEyBvv3MMKZkNQ9U -PIZiCdAvEo9xUM7mAUk1+dRG3RqkJetwPfqSB2PrH1kX0aUH/yVWtueB/VaY -zQ90enut/8mqPDj4YalxHA13zKZf5eSB/IeEU4NoWqv65G/xefCmJetFB1pH -L2hQJjgPQv9Rj9Sj2esSzQrf5MEEea1EOfpiXJPRefs8UCyozchDh5nWN4eY -54FeHxVTGlph2dSbUi8PGPniP8ShY8z80zxUsP10B5pw9Junu6yEN/NAjiI0 -MAB9l8CX0E0A82VeZvBCj1pS8ZNczoOaJs8EZ/Q1B80q35N50N5xl+85mlrk -VtQx6jzoJtNoe4IuvJDREU+QB17y/o8N0TJUjxV4V3KB12qZRBc9eEb+VPNM -LgRJu6aroe/PiF3T/ZwLv9OF7imgbeB41GZbLtBYM5BKoRmNy6RDKnNBzJKh -XBQdvkQsci0nF6SdBGz50B41X6xG43PhpZ01Hwf6xLFTc27BufCRu3HzHLrB -OSfmilcukHhy1p1Ev5559X7UPhdsldMC6Or23y8b1/pZYH6m/AaH0LK92pcl -9XOBKqtDlAidUCrRsnknF4Q3zBl3anF+9Qij8qVywYWZ7u8fdLOwf7y1YC4c -pqiY/ok2oOn+cpU9F+J8DHqn0BvLeK0/nQs67hT1I+hLYvx9VTS5MN+TXNqH -VowQeedNlAuPVEQL29AHdyps1NdzQO97fWEdOiMi04V1PgfmHouUl6Gndwhz -d0dzwLXkY2MeWmQun2igKweYyxcG0tD9liV2WbU5eJ1lmY9HS85SkPsV5EDY -HWHCSHTxbHyheXIOJKRePRuEfq7g7KgckQOM/OQ3fNGnr0Xdv+afA/zDxabu -6HjiTVVmlxyIfioe6rDf/3vvdamf5YDFz7CWZ2hSKnOHvcc5cIWlYc8M7Xzr -TcqyRg58/lshZIB21Jv9PiuXA0MPXF7qoK8vB7B/E8+BrauHqu6i/+vxdhzn -yQHve1pkCugC6i/DY+dzgCvPVE0KfXTNU3CCIQeoOIRSxNA6ZNHR0wdzIDat -7h8/ep5Q/uDITjZMHiXW4UQTZGmPLH3LBpY72xUX0aGP3JOpWrLhimw8yxl0 -1tSEBXdWNrDObPoxoG/eDbis+SEbUg/t7BxGn5EpGnpjnw3JSYmW5OiBYlvr -Cv1scP+4NkuAfr+zurZ+KxuIJ2cNtmrw/O3T0b92JRvu3Hn5YxnNofU5w5Eu -G/5OJpn/RNsfCR5u3cqCNTuLjSm0XX/d2MnJLHj7r9VzFD09FFTyrCkLXAxL -GQfQUxmiRr0ZWTATKpjfgS4UX53mC8oCbpebyo1o646VKzEvswAoR5Yr0QU/ -7cSp9LPg9uX10CL0L9dyWrdbWfC1Ifh6Njqq/UDyLkcWbHQULiejxVX8Nl7R -ZcEcl2piLNrp50cCou1M0BozvR+OLip3r3o7mQkatVsn3qO1+FyvnG3OhNtd -uyM+6JeU0zLFmZkw+8cq1h39/Ob24bsfMkHpjKrpK3QT89FX6/aZsHwjVtAW -/Y3ztU/Mg0wIV1E79ARtJfjxmrx0JhgIWU4Z7ucnX+H8jzMTun79rNRDx5fw -6ZUcy4Sk+43RGuj3ZAZ9drsZQO2046qCTiFIGRT+ngFOEj6msmiCJP3HxG0Z -0BL6RP0G+vLVJcf+nAwge54oLYqOZig/mRKaAbm97OL8aIa9SyJuThngE7l3 -jRNNXffx84PHGZDWwihwCc341H/plnwG2Co4Cp5FGyrqOvPwZkAS0zk4gf7d -6OrKzJgBYjwUsrTocVuTFfoDGRBiz6F5qGb/e3fv3iNz6aCw5G1OvF+/595x -2u50uOvF9Ppv9Rqs+cs2MBSlw7zg7Md1tNKnr70s0enwdnOyehH91PmdGO/r -dGCsIp+eQ1tnjxLJmKVDios25RTaaPYGs8GddIi5NiQ4iibdlX3/WigdUkds -TQbQw99sVdPOpkPjg2sxnehHGXIPBsnSgbORYbgJbeerVkKymAYmf+mO1qDP -tTOpiQylgQTRZbVSdF8PH59dZRq0dKtG5KEnGS/dKfqUBio6gd/T0RHib9J3 -fNPgZfxX7kR08I850VvP0oAhStAtBu3Z+40wRCsNlG5EDYf+Px7F9k/JNHB+ -T8oTiO5o2maSupwGMq9t3vqgHRKVn3yiSYO3dN8X3dFj5qnT5JupYC2ipOaI -pmZLdHo6kQp3Ngqr7NBMazOC35pSoef6UQ6r/fwWD9OoZaVC4wmjaBO0zM1W -gq7gVFB4kU77CJ13roxM3jEVyrW++urst9fgx9xtkAofK3fJ76F1HizIqsun -Qn00kY8S+vE1H5dp3lTg2VyklkETedBV251MhbNtVaHX0YpeIkTURKlw8IjF -eVF0hWORTNrPFPjYtlHAj86PEX4n15cCNavaMlxovrMuPculKeDrH/KNFU3P -I3kwOi4FlII+ObLsj9eWkJCCdwqEELufPrU//2GsWoTWKXB0krP2GHqKpdOk -QiMFys4nGh9Gh8TPGzhIpEBK7xQdBfrV0evSwJoCPD+m6wjRl42iaMhpUmDg -QYrtbhVe717WlA1uJIPsTTaOdXQ444sbKRPJ8Mzf6MciupPkXbJzczIYiN3/ -NI9+/b3vu3Z2MmjdJTf8jqa6TbcmGpoMTX2P2cfREZnMn1mck+Fm6dPVIbTJ -q15vKqNkiCTnqO1Bt/3bIP2rmAyVtW8D29BVJubyywLJ0DoT+rgBHdZDpv6T -KRkO2N0Uq0JXXEk8N0eaDOPPAo+XoPu0mbN//k6CP5MOG7noN/Ta68tDSfCv -imAkHX1i8+r636okWDp8uiYR/fiFbzp1chJ0D3amfkRf/yVNd/5dEvTR0oSG -o/+6qbCJP08CpdbJN0FooVv+Czp6SdCwI/rKH93K8EPT5XYSdGYw27xBL+Tc -Nk/hSgKeCV9LV3R17EfmQYYk6Ap+8cQBrSw3bkdKkARZ/dNWtlX7z+fLxqJz -ibAc2Wlnif7j1LNq15MIE8tcLib7+f1nwVBUkgjDn8n9H6Hnhmo6t2ITQf+u -WvR9tHVp7dHr3olw1Jg2Vx196LPp/FvrRMhhEGtRQafcKJGe1EyEg0Z9U3Lo -teFkLoHriUCv1U1wq2r/fa5QZABbIoyucrNI7Pd3wMJrkTYR3EVWbwnvz+dX -6dU7O59A5iq9JR/6iFL3aNn3T+A9HhTBiTafJhO91PEJ0iVNW1nRXGd2joQV -fIKrj0J2WNCXr+drUUV/gspbx3hOo0uUReneeHyC9aXvJgzoSKpPgiRPPsEn -w3+JR9AHt7ea39z7BMEZBjOH0GOqSlXUgMc307CSoouPFR+PuPQJqCoJnhCg -x1ekBi7TfILQQJ7i7co1CNCh/V25mQDPZGOJ1tAcdnyP7n1LgJ5fMqqL6KNM -TdwrrQkw7cieNI/ump1S/ZCXAH8Jr+9+R8ucTGkVikwAU1cfta9o1gK+d9/d -EyBo70DeZ7SofmpcoHkCfHNOPNJfuf/7OeveDTWMf/CpTSd6l2koblssASY/ -GYw0o2P3hr0LLyZArKr9jTr0W2+1fJvDCRB3Kie7At04/Pyk4GY8uJEQnSlG -U2WaVP+bjIfvdFaBuWjG5+pR7a3x8FRhlTQD/U3eMjsyLx5Giv2ck/bzW5hc -s4yMhx4NgZ1YtE7luLn063igEPj9MhJt3xp25IJFPEiq5e4Eo2trbn0juRcP -AhWvXALQ2eunv/wUj4dYKwVyX3S6/r31/kvxcPPF2SAPtEvwZYFamngY+/zn -rAt6rr0vOG8rDi6E1eba74/3l7e0KVNxMF7uLWWLzuOJSo1rj4MyGekxS/TE -tLDGx4I4sL69bWuKTojJOBkXHQeFZVG0jyv3r998y0meccCdypGnt1//M8NQ -jmUc+BxPvqu1P545Uc1VGnGgT02xfRe9JnqovkcyDhQDlOKV0LdYMht/sGH7 -Cc8VZPfnO7Kzg+BoHEQqOu3cRHPblQ4y/Y2Fv8H6GYAOP1o9LvEjFl45n9QX -RpuZcE4ZdsfCC5oMen605abGZEBJLCgrHu7hQtMOBg5WxcWCvPh1P7b99RJ3 -pXrJJxYyZyTlLqBp3rpFXLSJhXiZQ1Rn0Tz35gz078eCtGVkLyM6WLLkZMyt -WMjTXgw7hr7LolAxwRUL43TEj2jQDapENy+ciIWCqCGuQ2ifUsGcJ4SxQLnz -6B8JmsIxfPf58EfI4k3tJUAXJUuoM6Z9BGm5hKSdCryfTLCbNbz6CM9uKTmt -o2uOn+O1U/oIBZfTNJbRTkrLqVwsH8F2K4f/F1rGzaBtaTUGDpXpH5tF/85T -eFfaHAP5lkUb39CdUy4r3hEx4MOUPTaGVjgyuPzAIgYi2m43DKMnhM57SErE -QOtzx6w+9M07cimsdDEwf1khshNdcpvtHsOPaEiezvdpQR/8l+BNVRoNEelZ -r+rRQwoxYof8ooHXTdi6Ci3374AFjV40NJrdNS5FS3WU0Z6+Gg2vzbYeFKBl -dYov85BEg/Pri7rZaOob8xnyn6MgqfSzThqadu9mqGV6FFRTUekmoq+t1H4P -d4oCO/eaB7Fonida/u0qUSBzeskoEi3y8dA74gtREDweZhWC5gsb/H5zMxL8 -m4odAtHn5Ms9/dojQXRExtsPHelb93Q0JhI8GOXD36DHiFbjeZ5GwkXv8nQ3 -9Fkxbdp3UpGQdCm4xhEtHUpasXI8Ep5sDA6/QL+XIYvU+xUBBVv2y8/Q5XrW -aX3VEeDK5UpluT8fJdoz8kERkBE+w26KPkU0eavLMAL3d4nyj9FXqhjb7glH -QDZVpaU+mk6A3fQHVQTIHWcL1kY7uPKyOH4Lh0GN+Yp76GoXjQXGwnDg7d74 -oYI2HqttqvYKh1MOd+gU0LkHIlLNdMKBVGddUhptxUIdyMQdDhLWk09v7K8H -HsUXn4nCYaiUKkkcrTrtpxU+HAbJfA6jQmjS9H9XH6SHgerkBTr+/fEp+LrL -5RwGN8oPKnCjNX8a5JOohkFi/UVvdnTeQrfK1MUwMNmwa76InmXQ72/cDgWZ -u5tkLGh3Ow3enK5QqB1Olj2NJm7fM4+LDwUSZ7d3x9GfvSIdwu1CgeG2xxAd -Oqf3pVaYbCjkcWSeOYymej5LHMMUCiocG6YH0RfW+OzS/oQAx3X9EpL9/j4r -TK1sCgER0xmyA2jCuqqI4YgQ4Ix119wtx/lST725+SQEnk9cy9xA8yr1xJ+5 -gfXP/SNcQX82DsxRYAgBHcMhrd/oRWIFE7f/gsE6oaxgHl10zrClsjoY2gZS -aGbQjw2ut/4LwvLV6CeTaIsDskbSxsFwZjekaxQd2TMbHSoaDDdnAriH0SIS -3sYLNMFAmOr1oQ9Nci+mTmbmA/BIOGx3oo9khidnlH6AuwmPH7ai6WyWaOnf -foCEtpsdDehVM0YCz4cfgCTrmGDNfvyZQNNdgQ9AJTWYWI4er+lXeHnoA+x4 -uhwrRr811UvcnQiCKtOjb/LQyiNF5p4FQTD/w387E+0eqPuR3jsIGpfnLVPR -p8PHBTPvB4Gg64XZT+h510o+2atBMOojph+LztD1ebtAGgQTRFyjkWjZ5j7J -0NH3wP5tXT0UvdN3SfZ2znuQZHg/9B4tzng64e/r9yAf8ffe2/L997XS0mWa -74FOV+CLNzqJ4wa/I+d7IL0ndN8DbRaS/PgW0XvgsSX67oJusaEbPPY5EG5k -BZq+Qsc2XHT+LyMQPFYmV56jUzfd9ZpdA2FS4LfTM/TTjW7r1HuBMGZSdMgS -TcaYlxvIHggfHAUiTNFH2QcYXQgCofmhGZsh2uDRVIrNYAA0UtypeIDONPVV -t0wLAMeHs0r30ZqqLixWzgFgqcM6o4H+L9KG5PndACj4ceTVXbQtG9Ou++UA -WF+MPaqM1o8wJeb8+w7sDfuy5NAMT+Yv6ie/A2rBBNnb++uNkFc9RuUdHL9D -M3cd/Ve2yW9u5y34xtG/EUfn7F2sFk96C79o8y8Jo598GJ+JVX4L0u+nWvnR -xmLPN6l3/OH6oXgLHnTbtMdvr0R/2DP+TXtlPz57bDW1sj/whjSUsqJ1Hj14 -FLvtB6cdmR+eR8sHmPSKJfqBGxkh5Vl0mv79A7NKfpDJ9Kj4JPrklR8/I7d9 -wSZd0oAB/Ww110Mn0RfYQiJo6fbjaT5rZVX2hbQm0zpq9G70t0yCHR9QOZ/9 -7OD+eMWXsE0n+uD91+AiKTp+suRav7IPUBF6jRzYX/+myR2dO96grUgf8LcM -75fTCt/6k7zhpj7l7S20g6e9xYyKN3w8ZfRvFb17jMCE8K8XlBmdK11Cb3wv -bGdL8QKDC+I2v9CErc/9dVW9YEKwgHsOffX8xaTovTfw67Xb7+9onqFEqrnU -N1D6X2LmBDoCJsvF1LBc8eSTUfQn8fqUGII3kPxugmsYrXFZsuNghidYv138 -04eW71JmclP3BEV26eIutLHlQggxkSekS/141YbOrabnfJ/lAUYVTTea0L8n -ekbZtDyg0+LHoTr0is75sC4SDwi9dn2wEr3AzqTtmPsafqwPfSwt2//epvvU -tfuvQcYrzqwQPeyjOLhD/hoKm2MEc9GH1wpetRe4g0dAO2kmOkCf+VCSvjs4 -Vp4fStkfn9iiF76U7tDImpz0CX16KrLSocQNZtOVXsSiBT7t9toZuEHnmZNy -Uej6MvKsVzRu0KpDeiYMbXlrVca/whXchalXg8r2/798IzrF2BUOBnC1vdsf -z0ql+K6jrlDNaxTni/bVEVP6V+MC5ju5L9+gPw+SRAtbuABrBaWqO3oo7Y+7 -ywkXMJW1ueKMFhVN2IzzdQYC+xlyB3T4vfld9WknOMR0f8YOPUNnQHJOzAkI -KT7XPUULyrUQEoU4Qg6latwT9Cmx/pmN36+Ae7vNxRT9wkf24wHpV7AUJ/rA -EL3Ms3vmbJwDZPR/uv5wf/14VWmobtvDQ12CC7roQD4r4UhVe3CikSfXQhux -bhZuZLyEt8Wvf6mhe2OkKoxJX4LT2eReFbQVjbL4b70X4MKQU6yAfiLMcMWr -9DkcMY6KkUFXEye8FKB7Dj/GjD2l0DIfiI5tmdsBqQStpSR6jE9lqbvJFnK0 -gjXE0BlaGbtlZ23BbO33dSG0faQYe5m9DSwPn+TkR5Nl8Ft0DjwDqdbjjDxo -ibud+aucz6Do3RTplf35fia1xOX9FEKWbFdZ0XsrP+icv1tDYU731Hl0Xgsh -zZSYNawG/eo9i86fWR7UCLMC6/uttafQb5zZsppmLMG6+2HecfQ9z3QKosgn -4JJemHB0//z5KB1nqGwBz/KqgmnQ3MYr6ssk5rCTYO9FiX6kmkmTUG4K5vDD -gXx/PYa9yXKwNoHB63uWxOg1zoSjDpeModWs2oAAXdbMfTFu3BCa7C5q7Zau -gWGRVdNC0GMIO8OtvIle3Mr7rC9rAILMX26tonuZ1SW2CR5BKD+T+BL6mkzH -ZGnxA9g8tsv/C91zODD64xN9CLG35JxDc7IaFdyT0wWKk7aXptEiRfGrpaXa -kJFJwTyJ/pnFWW/Mqgkqc5dPjqH1U9xnH4beg/+c+459RssPCF5OIb0LXy8R -HBlAT5ESKwvaqcDe2L0/as4b8I/y2e2LHQrgX1PsZIseIQv7bJUhDSd9xmiC -0X1M4d+V/G/Aw6H6lAL0ocLUZY9xUXhz3fzWAPqIbYdKUNz/ZmSvnXPl5Wcg -f/XXiUJ9ZxXs4z7+miTc8N0eAFD1ui4= - "]]}, {{}, {}}}, {{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], - Opacity[1.], LineBox[CompressedData[" -1:eJwV0X00lFkcB3AasY1hjSelyIyObTKIjtpdbfndqMhb5WWrkcqIQUrjmHOs -selNUoemzcaMtVaiVRlpp9pRWTUWeZm29KJFzZLtpOmsluc+RmLv/nHPPZ9z -7/f7u+dcV3F6ZOIsMzOzcLL+38sPii2X75H7izoW/KLR0tDSww/byt8Ou8a1 -tv3EM61NR/n8FEhwEaWyGmkoby7kzeZ/A2kZKtdI4rQ1sn0MrwAOLnRS/EPc -8yG5eJSnhPOpzvuEt2mw6hsUvOPVwhs2T/BTEw2VHRXStzwtZIW6lZ3S0aCu -L+hLW9YBL5VVCZ/raZDAQ6UxoweiT65d6dlLw/5h9yGN+jkgjwOzRv+ige16 -TPDySwPIlNTVfCMNRXadwsrdQ6CtfZKUimkQ90X/xur6G9bnc6b55hikvx8T -pwtGYKPDY0W1NYaGA5wox43vIHZ9o6fMAUOlfO+Iz9ZRuB7gUOvIx3CkYmrL -uPE98AaLllkJMZj1GNDt7DGYWa6s1/liWJKZlBUtpGHpJkdutD+GV3TJ19Z3 -MOy2vSH3DsYQMpz67XfSCTCo2ltfRGKIeKXwcHGZhGfP9trsiMMwohMfaq/7 -AAM3vOLcJBiWcZ8uCtz1ETwT9hQ2SzGwgY7vH5uGggZt60U5hqB3ImZxjBny -7j5qEB/H0Htvj7nI0xyFKV/QbxUYrp9o2cmnzVGW1ba5zSoMSbNlBr1+FjIG -bKCSqzEkZMivc1QslM6Pcoqtx+At8dCHxVugFPWoi7MWwwN7T2uZ32x0ZQ6L -1aDDcEt9pMyTZYk+Wq4YVXRjkJsLN3cNWKKSh8/vrOsl7+vPDt6vsUI/h9nl -tw5iGK5xLa7I+QS1pSRuP2vEULx0gYU2Zg7yifbmrGAwKFRJbfF8NqoxzG/n -mTMgKo7Tc16zUfGiM7nP2QxMrKs2VTRZo05B7nyJAwNDwwFZ9/I5yO7xqV+B -x8D5NcuduuNt0I/hNquM7gzU5cm4Ei9b9FVKXcuQLwP5MQmhLNoWRax8EVK7 -hoGV/ZW1+d2fosv6ow0BwQyUupfVdYfaoXnsYFdBJAO5zYWloVo7dN/+sPTl -DgbCnWKqO9y4aLwz5E6ihIG1+9tiuQVc5CXwtf9CykCFs9iti+ai+k2KoH45 -A266i+ciYu0RLOQc78pjQOF1T/ioyR4Ffe/YfPI0A0ljFg/vCylUMqD801nF -gLjhX37BaQrhNr9pUxUDaUeipkLOUEghyZ6z5AIDsijNM85ZCrlb3ZobSXyC -lhUpzlEobsNqj0vEaj/Th5JyCula/LeJqhkw3Z15WnOZ5O8GXmusIfMfcQpb -2igkvBWeJK9lQFW1L/n4fQq1iIqkF4mrMvWBwZ2kb1Kf00N8Y55islNP8n6b -z3pcYqBfRCX3PKEQczOyuY9YMLQgcHCI5DVbF66+woCPJtvlwjDJR5d+lky8 -Kq/PlPia3B/r9SkmDhOUX30zQub7ioKMxBl7+S7v31PoTMOOzB/qGMhZfdh0 -bYycbynPbSfOsxl8nEmT/tGBk+PEpfVVpyYmSJ/3rsowNfnvQxaSxkmSf1Bx -JYv48pbEgJwpkk833LxArFncush/muRtXXV/EDeNLTHNzFBopzpeP0X8H0l/ -WUA= - "]]}, - Annotation[#, "Charting`Private`Tag$907698#1"]& ]}, {}}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, 1.3563204624785772`}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - Method->{ - "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True, - "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - Identity[ - Part[#, 1]], - Identity[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - Identity[ - Part[#, 1]], - Identity[ - Part[#, 2]]}& )}}, - PlotRange->{{0, 0.3617843613504096}, {1.3563204624785772`, - 1.3857285757189266`}}, - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}]], "Output", - CellChangeTimes->{{3.817283762942142*^9, 3.817283793407621*^9}}, - CellLabel-> - "(WOPR) Out[842]=",ExpressionUUID->"0f099d03-656a-4602-85f6-26b4b2405b3b"] + "During evaluation of \ +In[33]:=",ExpressionUUID->"681fccb7-7e7c-4108-aeef-858bccb7ab68"] }, Open ]], -Cell[BoxData[{ - RowBox[{ - RowBox[{"n2", "=", "4"}], ";"}], "\[IndentingNewLine]", - RowBox[{ - RowBox[{"eq2", "=", - RowBox[{ - RowBox[{"{", - RowBox[{ - RowBox[{ - RowBox[{"eqLow", "[", "n2", "]"}], "[", "0", "]"}], ",", - RowBox[{ - RowBox[{"eqMid", "[", "n2", "]"}], "[", "0", "]"}], ",", - RowBox[{ - RowBox[{"eqHigh", "[", "n2", "]"}], "[", "1", "]"}], ",", - RowBox[{ - RowBox[{"eqLow", "[", "n2", "]"}], "[", "1", "]"}], ",", - RowBox[{ - RowBox[{"eqMid", "[", "n2", "]"}], "[", "1", "]"}], ",", - RowBox[{ - RowBox[{"eqLow", "[", "n2", "]"}], "[", "2", "]"}], ",", - RowBox[{ - RowBox[{"eqHigh", "[", "n2", "]"}], "[", "2", "]"}]}], "}"}], "//.", - RowBox[{"Join", "[", - RowBox[{ - RowBox[{"\[ScriptCapitalF]sol", "[", - RowBox[{"[", "1", "]"}], "]"}], ",", "\[CapitalPhi]Rules", ",", - "GlRules", ",", "GhRules", ",", "DmetaRules", ",", - RowBox[{"{", - RowBox[{ - RowBox[{"\[Theta]i", "\[Rule]", "1"}], ",", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "1"}], ",", - RowBox[{"B", "->", - RowBox[{"eqB", "[", "n2", "]"}]}]}], "}"}]}], "]"}]}]}], - ";"}]}], "Input", - CellChangeTimes->{{3.8172700941895447`*^9, 3.8172701434323797`*^9}, { - 3.8172703209660187`*^9, 3.817270321333618*^9}, {3.817271463286846*^9, - 3.817271467845633*^9}, {3.817271562977268*^9, 3.8172716016608887`*^9}, { - 3.8172717298008966`*^9, 3.817271734832752*^9}, {3.8172728813729362`*^9, - 3.817272883219574*^9}, {3.8172756877299633`*^9, 3.817275699753543*^9}, { - 3.817276014465931*^9, 3.817276016863351*^9}, {3.8172809741886683`*^9, - 3.817281030128274*^9}, {3.817281198191544*^9, 3.817281205016101*^9}}, - CellLabel-> - "(WOPR) In[716]:=",ExpressionUUID->"868d07c1-b3cf-44ff-a070-78c2a21c388b"], - -Cell[CellGroupData[{ - Cell[BoxData[ - RowBox[{"s2", "=", - RowBox[{ - RowBox[{ + RowBox[{ + RowBox[{"M\[Xi]3", "=", + RowBox[{"Table", "[", RowBox[{ - RowBox[{"#", "[", - RowBox[{"[", "1", "]"}], "]"}], "\[Rule]", - RowBox[{"Re", "[", - RowBox[{"#", "[", - RowBox[{"[", "2", "]"}], "]"}], "]"}]}], "&"}], "/@", - RowBox[{"FindRoot", "[", - RowBox[{"eq2", ",", - RowBox[{"{", - RowBox[{ - RowBox[{"{", - RowBox[{"\[Theta]c", ",", - RowBox[{"\[Theta]c", "/.", "s1"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{"\[ScriptCapitalM]0", ",", - RowBox[{"\[ScriptCapitalM]0", "/.", "s1"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{"\[ScriptCapitalM]1", ",", - RowBox[{"\[ScriptCapitalM]1", "/.", "s1"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"gC", "[", "1", "]"}], ",", - RowBox[{ - RowBox[{"gC", "[", "1", "]"}], "/.", "s1"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"gC", "[", "2", "]"}], ",", - RowBox[{ - RowBox[{"gC", "[", "2", "]"}], "/.", "s1"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"gC", "[", "3", "]"}], ",", "0"}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"gC", "[", "4", "]"}], ",", - RowBox[{"RandomReal", "[", "]"}]}], "}"}]}], "}"}], ",", - RowBox[{"MaxIterations", "\[Rule]", "10000"}]}], "]"}]}]}]], "Input", - CellChangeTimes->{{3.817127065230098*^9, 3.8171271351270227`*^9}, { - 3.817127221800994*^9, 3.8171272630331593`*^9}, 3.81712740736408*^9, { - 3.817127491557787*^9, 3.8171275000934143`*^9}, 3.8171275721198053`*^9, { - 3.8171278100273*^9, 3.817127849603622*^9}, {3.81712788866899*^9, - 3.817127911532996*^9}, {3.81719706565886*^9, 3.817197105498705*^9}, { - 3.817197893385504*^9, 3.81719790689716*^9}, {3.81719860001385*^9, - 3.8171986053976393`*^9}, {3.817198639295259*^9, 3.817198662766809*^9}, { - 3.817198876170909*^9, 3.817198908051071*^9}, {3.817198993133552*^9, - 3.8171991533442287`*^9}, {3.817199209928318*^9, 3.817199241960556*^9}, { - 3.817199495862*^9, 3.8171994994689503`*^9}, {3.8171995495740423`*^9, - 3.817199605718575*^9}, {3.817199652392643*^9, 3.817199715256566*^9}, { - 3.817199865131709*^9, 3.817199880715331*^9}, {3.817199936333564*^9, - 3.817199987661281*^9}, {3.817200026262958*^9, 3.8172000468302813`*^9}, { - 3.8172001570412397`*^9, 3.8172001598323307`*^9}, {3.817200236641964*^9, - 3.8172002385137587`*^9}, {3.8172002992189293`*^9, - 3.8172003208190928`*^9}, {3.817200415813776*^9, 3.817200416404771*^9}, { - 3.817204016980706*^9, 3.817204076853834*^9}, {3.8172041381029387`*^9, - 3.817204203727563*^9}, {3.817204234304641*^9, 3.817204255961961*^9}, { - 3.817204390931651*^9, 3.8172044426360817`*^9}, {3.817205022823312*^9, - 3.8172050577028513`*^9}, {3.817205106256721*^9, 3.817205106559868*^9}, { - 3.817209919633216*^9, 3.817209920608328*^9}, {3.817210044562058*^9, - 3.817210053786522*^9}, {3.817210136268099*^9, 3.8172101405721073`*^9}, { - 3.817210451098201*^9, 3.81721045318543*^9}, {3.817211412418923*^9, - 3.8172114542674837`*^9}, 3.817211713768137*^9, {3.817211774217906*^9, - 3.817211820329513*^9}, {3.817212210577387*^9, 3.817212210720683*^9}, - 3.817212495142112*^9, {3.817213148937108*^9, 3.817213155649081*^9}, { - 3.8172131921538963`*^9, 3.817213198714007*^9}, {3.8172140038972063`*^9, - 3.8172140040882683`*^9}, {3.817214050225759*^9, 3.817214064234343*^9}, - 3.81721453132269*^9, {3.8172191352175198`*^9, 3.81721914521805*^9}, { - 3.8172192016924553`*^9, 3.817219202057729*^9}, {3.81721981372462*^9, - 3.817219818492318*^9}, {3.8172203944673862`*^9, 3.817220425613224*^9}, { - 3.817220485354929*^9, 3.817220583732532*^9}, 3.81722086630956*^9, { - 3.817267355013483*^9, 3.817267405354693*^9}, {3.817269076393395*^9, - 3.817269087009036*^9}, {3.817269120326481*^9, 3.817269121269062*^9}, { - 3.817269939213081*^9, 3.8172699495241137`*^9}, {3.8172700164421453`*^9, - 3.817270029113059*^9}, {3.81727016313024*^9, 3.817270185946486*^9}, { - 3.817271080438819*^9, 3.817271082380143*^9}, {3.817271475068852*^9, - 3.817271483911096*^9}, {3.817271617556754*^9, 3.817271633205493*^9}, { - 3.817271726594358*^9, 3.817271760456759*^9}, {3.817272895451928*^9, - 3.817272906053697*^9}, {3.817275703982615*^9, 3.81727574191495*^9}, { - 3.8172758130790777`*^9, 3.817275845654808*^9}, {3.817276032115261*^9, - 3.817276037209382*^9}, {3.817281045413492*^9, 3.817281106435656*^9}, { - 3.817281187208206*^9, 3.817281238944985*^9}, {3.817281276487254*^9, - 3.81728128676392*^9}}, - CellLabel-> - "(WOPR) In[723]:=",ExpressionUUID->"7c02fde8-7f1a-472a-9e7d-0e95772516eb"], - -Cell[BoxData[ - RowBox[{"{", - RowBox[{ - RowBox[{"\[Theta]c", "\[Rule]", "1.2324003216794353`"}], ",", - RowBox[{"\[ScriptCapitalM]0", "\[Rule]", - RowBox[{"-", "0.032245651188134536`"}]}], ",", - RowBox[{"\[ScriptCapitalM]1", "\[Rule]", "0.933438837044559`"}], ",", - RowBox[{ - RowBox[{"gC", "[", "1", "]"}], "\[Rule]", - RowBox[{"-", "2.7666956506400777`"}]}], ",", - RowBox[{ - RowBox[{"gC", "[", "2", "]"}], "\[Rule]", "3.0942385597019992`"}], ",", - RowBox[{ - RowBox[{"gC", "[", "3", "]"}], "\[Rule]", - RowBox[{"-", "1.6831403018575868`"}]}], ",", - RowBox[{ - RowBox[{"gC", "[", "4", "]"}], "\[Rule]", "0.35760302968040714`"}]}], - "}"}]], "Output", - CellChangeTimes->{ - 3.817281106988557*^9, 3.817281187737056*^9, {3.8172812309684668`*^9, - 3.817281294710451*^9}}, - CellLabel-> - "(WOPR) Out[723]=",ExpressionUUID->"6b22737f-c85f-4c36-9b44-d9e694bee115"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"GraphicsRow", "[", - RowBox[{"{", "\[IndentingNewLine]", - RowBox[{ - RowBox[{"Plot", "[", - RowBox[{ - RowBox[{"Evaluate", "[", - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"R\[ScriptCapitalM]", "[", "\[Theta]", "]"}], "//.", - RowBox[{"{", - RowBox[{ - RowBox[{"\[Theta]i", "\[Rule]", "1"}], ",", - RowBox[{"B", "->", - RowBox[{"eqB", "[", "n2", "]"}]}]}], "}"}]}], "/.", "s2"}], "/.", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "1"}]}], "]"}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", - RowBox[{"-", "1.3"}], ",", "1.3"}], "}"}]}], "]"}], ",", - "\[IndentingNewLine]", - RowBox[{"Plot", "[", RowBox[{ - RowBox[{"Evaluate", "[", + RowBox[{ RowBox[{ RowBox[{ - RowBox[{ + RowBox[{"{", RowBox[{ RowBox[{ - RowBox[{"g", "[", "n2", "]"}], "[", "\[Theta]", "]"}], "/.", - RowBox[{"{", - RowBox[{"B", "->", - RowBox[{"eqB", "[", "n2", "]"}]}], "}"}]}], "/.", "s2"}], "/.", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "1"}]}], "/.", - RowBox[{"t\[Infinity]", "\[Rule]", "100"}]}], "]"}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", - RowBox[{"-", "1.3"}], ",", "1.3"}], "}"}]}], "]"}]}], - "\[IndentingNewLine]", "}"}], "]"}]], "Input", - CellChangeTimes->{{3.817270250152678*^9, 3.817270266945251*^9}, { - 3.8172714956480207`*^9, 3.817271502761599*^9}, {3.8172716647273273`*^9, - 3.817271668552335*^9}, {3.817271770580183*^9, 3.817271775109421*^9}, { - 3.8172729204002857`*^9, 3.8172729476159267`*^9}, {3.8172757499631653`*^9, - 3.8172758078877163`*^9}, {3.8172758601082687`*^9, 3.817275866449978*^9}, { - 3.817281121853549*^9, 3.817281145460658*^9}, {3.8172813100145817`*^9, - 3.8172813131216908`*^9}}, - CellLabel-> - "(WOPR) In[725]:=",ExpressionUUID->"0e89b49c-ebf1-4e9a-800f-62ec63f935a1"], - -Cell[BoxData[ - GraphicsBox[{{}, {InsetBox[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], - Opacity[1.], - LineBox[{{-1.2999999469387755`, -1.2110078507365805`}, \ -{-1.299202533406545, -1.210265967439999}, {-1.2984051198743145`, \ --1.2095240898427762`}, {-1.2968102928098535`, -1.2080403518124079`}, \ -{-1.2936206386809312`, -1.2050729448741262`}, {-1.287241330423087, \ --1.1991384112800034`}, {-1.2744827139073984`, -1.1872704966221705`}, \ -{-1.248965480876021, -1.1635395471734082`}, {-1.2365508835190653`, \ --1.1519965232134384`}}], - LineBox[{{-1.2348927202537592`, -1.1402144322706482`}, \ -{-1.2332294033120883`, -1.1386522868190403`}}], LineBox[CompressedData[" -1:eJwB8QIO/SFib1JlAgAAAC4AAAACAAAAHB9rC4S0879SiryAijHyvzl5jJAW -dvG/fSov0i9G8L+pAe2oDZXwv5Z9bbpu6+6/sdjTlxKG77+hM77BMGftv9zf -01Tfvu2/dBP7sGzD67+heqZH+f/rv4/TGWjuJ+q/5tmxTxxf6r+7yWnZJKjo -v/dqw84Um+i/V1k81IcH57+JwA1jFvXmv/ageyHYgeW/tKkqLWVX5b+VkFSo -7wLkv6vETW6JluO/8z5opGdi4r8jpKnEtvPhv29V+Oi93OC/Z7ULkrkt4L+/ -BfzOp2rev4i0gCoT4Ny/oJzORWkp279Ch1tbxaDZv5YvVtfRHti/lL1CeiIb -1r80Y2wP8dDUv+d8m8OR0dK/ZmgUlUu60b+lPwH2V4POv656YGshwcy/4tMV -PMGEx781R//kSCvGvyB6DddO/sC/0yiz/nQFwL8dzzucZNazv/C6fruItLK/ -8DeL0NCBmr8a0jKp5P6Yv2JZhhVKTJk/tKp9IgXblz9MbLSG7V+0P84/ikUz -NrM/H48g7z++wD/aDdGiLJK/P+cgzj4z2cc/ZYU3C9J6xj9JZDG38dLOP5c/ -p2UKDM0/1cpY7UWq0j8RuNByWpXRP+5/DBFoMdY/kHrsINrl1D8GrE4KeHzZ -P53yZSHK/Nc/67Drl+223D8aiqHt5wLbPxwpvhvcG+A/n4QSTkpJ3j9CtU1W -OL7hP7OZ7qfnquA/nA/XGb+D4z+0/xJ58VDiP3WlJ8g8K+U/XbkGOgLa4z+1 -p6VAbcrmP+c1sJFmWuU/KXgdQsiM6D/mrpH1VvrmPxyEXC4aMeo/H52u4MR9 -6D9DXpWjlvjrP0TL2wwiIeo/0aT74sW37T+WzZtf4rzrP94mKQ3sWO8/O8Zd -JYM97T+QOyhgno7wP2EP4QqG3+4/cYEfL8Jh8T/VgTlgVjPwP4V9LWO/MPI/ -sBL3V17z8D+zYLjbURHzP4CPgfPvw/E/9P+6vZ2z8z/2H+s0sjDyP7hyl0M= - - "]], LineBox[CompressedData[" -1:eJwBgQF+/iFib1JlAgAAABcAAAACAAAAPO+Kc2i68z93MiwqEzfyP/J/en2H -5vM/q+p9Th2K8j9CHk4xL+rzP0mhRlWDjfI/5Fr1mH7x8z8woutpT5TyPyjU -Q2gdAPQ/++BGr+eh8j+wxuAGWx30P05SZKgYvfI/wKsaRNZX9D/Lx+pFfPPy -PxFK7vd9W/Q/kc4ikuL28j9i6MGrJV/0P7nWeOBI+vI/BCVpE3Vm9D8/jHeD -FQHzP0iet+ITdfQ/AYCM4q4O8z/PkFSBUZL0PzIthAPiKfM/IC8oNfmV9D8O -QcRwSC3zP3DN++igmfQ/mvQF4K4w8z8SCqNQ8KD0P9pzh8R7N/M/VoPxH4+v -9D9S3lOlFUXzP6chxdM2s/Q/LutxInxI8z/4v5iH3rb0P85ChKHiS/M/mvw/ -7y2+9D+ZUH+lr1LzP+uaE6PVwfQ/GctkKhZW8z88OedWfcX0PwEZOLF8WfM/ -jde6CiXJ9D+fofc541zzP951jr7MzPQ/Sc6hxElg8z97bMNo - "]]}, - Annotation[#, "Charting`Private`Tag$891482#1"]& ], {}}, {}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, 0}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->{{0.5, 0.5}, {0.5, 0.4999999999999858}}, - Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> - None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange->{{-1.3, 1.3}, {-1.2110078507365805`, 1.2110078507365805`}}, - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}], {159.94490842698494, -97.50736892665735}, - ImageScaled[{0.5, 0.5}], {299.89670330059676, 185.72832176506162}], - InsetBox[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], - Opacity[1.], LineBox[CompressedData[" -1:eJwtmnk01N//x22JUJIkhTZLClGRFq9SUvYUpZRUtpLsu0nITmhB9MmWrUJI -sr3s64ydsZOl7GbGKFv6ze+c7z/zPo9zX3Pv6z7v877e957z3nvviZ4pCxMT -Uxfj5/+fg45hpUQiHfneBgQanXbHgDrP6IB6Ok495mLbL+SOR3c9trtQQ0f9 -jZM+5YtuGFCmIV6MdPR20OPNT3FD+W2nmFyK6SihPvF0v4cb9ptK9R79Tsdn -ui+LonTcUI6LM+xjDh2DS1Layimu2H97ydw8i45R4+ULoaWu6Jf969z+T3Sc -ZV6xCg1yxV79msW3H+jYvTHc6YqwK/rG+9wOiqYja4DZ1DZZF5RZsFO8+JqO -ocnGlQnzztijem8rSyQdC8XYPn/NdEaZ6bPVrsF0FDL7m/hG0hnJx9cPWxLo -mNcW3nqR2wmlGl3W1B7Q8aVp8Wb1WHvsELboYjWh45edcimBl+zxqc31bLxN -R52q5hsDdDvs2K7wQPE6HcMmGxKH1e3Q8+5Co7g6HRMSNWakZ22wZfFx7IYj -dMxsf+sXus8KHffcP1m5uoChLn6OG7nuovfTs3hiaQEvGhgLBFvewfBB4QuZ -9AVM5Z2bcys2wk9x3VoxswuYlV0/K2RiiGOC2iZPhhaQxflhOmeaHl7bqhSw -q3IBt16Wj6WyHMdjLFu67IMW8Pn36Ub9zmugYjJzc9JvAZt0Wj+mWRqAbln9 -0B2fBXToX/3Fv3YdrAi+k5c9FlCq0PgA865bkLyyvCZqvYDfesz5ye/vwraF -sf3EKwvYTPfrzw0xA9pooe2BnQuo3zz6ezbbBgLzKji6ti/gjdQUm1+rNrDn -ecN7f74F1At+uE/2oi1oi/eSprgWkCZTkJXUbQsZFssHv6zT8PbUk6E1uh2Y -zCqOnBmj4UDRlznTTY6wVAKu88M0DN8RrZl12RHCwtR4EwZoSCuqjT4W4AjF -steV2cg07CkafjLP4gSCdk5vG+pp+NxVqHjzvBO0/M7Tu55Fw9i6mSatBBcw -ry2e5PhEwx+vpFiX211gParKqzCN0Z+BQmvHBlc4rNSRKZxIwyCynuxuc1cI -cF/YNPaKhpb1F8v7Rd1AVHM14XUEDZUs/j76p+EG+btZldTCaHgg22WXjrMb -jJXwmWf405DJxlzQodENzjLJV9q40ZDHn+9xo6U7kFuUbu5zpqGvlSWT1gt3 -sE44R223p+FjFVmJ5Vx3iFO5Iqr4mIZ2HxzPt6y4w5KvjftfYxp++aoh4EDw -gBf6LnxZRjTUsK8PuPDOA8TFvdLvGtJwvGVlu3KRB1yrfUGu1KMhpspu+ET3 -gCzOrKNBqjTklHnsZ3PbE6yf7jPVVKHhd6W1fbyOnnB48fWbzUDDdF6TyOFg -T0gb9liOPEHDM9WapG3fPMHMgCKlf5yGvE7p4U6NnnCAeN9ohzwNX3JbCmwa -8oT4b+oYe4iR354F20pWAtyRLqXclqTh2Py7K5P8BNidJLdvjxgNQ3h1Np4V -I0BMmODzZBEatm85Lup1ngA32ELyzXbR0HqTd6zlFQIIuP37JSlIQ7bqyb2+ -dwgQafpT/fNWGorCs9eaTgTQ7TP0eLKZhnsnz39c8SLA5iukz3JcNBxKOLy7 -N4gAxJqzQwsbaagaHM80/ZIAQafzePPZaBgsHWknHUeASzkSKi7MjPmUO4Qm -JBGAXTLW/uQ6FUeyZa3VMghQ9W7zh7UVKhYq8R0VzSaAzzbvrtI/VHQ8XLsq -+ZUAKoGLG5/RqWg5eWnywXcCMP2zUDpPpeKsdadwezEBSh36H26Yo2Jl0kix -PRLAY0onrnaKitJ5fNMXywlw8m4lKfAXFb8nSTZpVhBgqVPhn8YYFZH5b8hz -BudrZBzZ/IOKMmV2OlRGvEO58L2WASp+kLNSDi8jgLxixMvIXirGHS3zuVdK -AMontuprZCrKOcmqWxQRIHOfy2+BDiomTRiWJHwjgFX0tERPCxX9ruRxbskl -gNRmY8NYEhXzWQlG2Z8JMOHTFnS7gYrDpfmjz1MJkLKsWixaS8Xcj/xNL+IJ -YPrk++yPSiqeD15Rb4omwIHxw6LJZVS8Pf046Fw4AUZuxuualVDxdTJPyaQf -AeJbtnlLFlIx5B4Hf60Hww8X/XOn8qnYoL2tvMeW4YfilbFPuYz5UO/+3mtG -gF45a4En2VR8vCP653tDAhgI67supFPxwh3rqjPKBOB/WZfxNYUxv71Xdt6R -JUAbx+l+5yQqrri9/JMnSgAd+j5Yi6OimJDwvo3rnrD54Rub0hgqZt6mkllm -PIE4xJno9YaKWlyyU8d7POFSI4VtQzgjP+blJZUvnsB+7oFCbQgV79kZ3hWO -84SqfLJ5YCAVrT2Ll2X9POFsYmkDjw8VF1/0Rq9f9wQl15BwAScq0h613lej -ecDN1VmrSDsqzjGrXQzr8AAPT53Lm59Q8blGN8fMVw8oe8bHwm5BxdXNQqdn -HT1ALSjaftGQim57WDJ4pt3BgntFx9aAikTBrwN8Ne4QFHbr8KweFf8a9rLK -xbtDU6TI+JgGFTuaxCS/X3EH/dhkg44zVFRz7M77l+4GTsLsR3VPUnH/asr9 -dk83iH5vvoWoQMVnTKd+l+u6QX+SVF2lLBXLso/mUBZc4f6nbKXcvVSkNpHr -3sq6gm1J8e7IDVSsflCUquvhDJEgsszDQkU4W3hv5pwz5JU/7Qxcp2CGEUkt -hd0ZlqpVwp79oSBudVd2DHWCp011/2wmKRgJFvd8wx0hdKhjRIdEwdqnpGp/ -K3vINFHAxnoK6iaM7hU8YA8to1GxajUUJNzfRa7rtQP+iZvXACnoN5P8KVjV -DmIpw9UyXyi4nhZ7PYbXFtKZZ9N4XlMQMu9kVy9bwbVFl6jqCAo+KLdojLph -BesTbH6eYRTk8F3rGv/6CK617L4/609Br97vpMVHD+Hff5rCJDcKhn+r3T9e -bQ76pz9FhNyloPTEBlw+cg+YnR+5cR2mYCV7c+GxUDX49PCPRaUkBbWdxo3n -VS+AwR2f6+5iFGS763c1eOksfFKNPTYtQsGOv64GNW+OwXX+xrmGrRTc6jI9 -cb1KCG/e16/hn5/H2XBp+litDn7pbo/i85vHqkX5gYir5tjUXduwSJhHZaLH -eLmVBU51F/3tdp7Hfu1ot0Z/SzzQk3T/veU8dihfyH5c+Qjf9NjLHtaax5dJ -T0ufStqgR++2WlX+eSSaOCrTRxzwYv/V3y6Jc7j9m6R+B89TvN+vdtAodg4t -StnjMwqeolf/KSN4NYdl5YL2p+W98Hv//ooNfnPY4jfm/nTICw8PLIRGWs7h -k7wDkoPgjVsHX4p9OjKH6g1zXIcEn2P/UPu1odJZJH/MK7WTDEY1qffFo99m -sfC8ws6J4GDMcXh4YCJ7Fn1OOqr2zQdjACcznZI4izc4RnpPfQ/BY0dlXrL4 -z2J/E+/D6SthGOoX0CqmM4t8pX9jokjhqCx9RttqaAYj+LepaKq9wnRnjnyb -7hmUcOeb4Xv2Cvkr2oUdW2ewH1ZtdhW9wimDh7OelTM4NqV8lyb7GqO8okJe -pM5gw7NbQoW73yClndqQ82QGezaqOFewRGOCW4ra8r9pDH3XNXWcOQ5F0mra -HZen0eZh3K0J5TiM6/xpTKNN46mf9f86PeLwzREJl+nxaWwbjeG6vxyHQT9T -0wYap1E99up51cV3aKeXzlkRNY0cnvLjckvv8YLUp8Yg2Wl0qRy4/Hh7Iv7s -+aKz23gKi9aNhycTUlBqT6Yc940pdOsVXnNqTEFrs4xta7pTqPH7+Kr4Ygr+ -oSWS+1SmcEHJyG/+UipycL8yjhWfQu3cGvpeWipKKTs9EZqbRIXiGmM2jXS0 -Tjz5QtBzEldiGiRtBT7hn4eVTfyxEzgk1VlyguMLBpbx3BdY/InMWpOnb538 -hnnpUtKm18dxW+qD+jPDJfixSss68M0ojvbmWPtmVOD+5PSq/IUf2M77+VQ/ -Ww1aHB5q/m/mB15RzMgr4avBzDz+Pr/xHzjm6tgftacGT1Q/pRqQf6A7KP44 -froGNX/qi/wp/IF6pppGAvY16CDJ4qLo/QOThKpW9YdqsPrTzUMFvD8w9tOH -CYUvtbjpeLhCPOcPTJ56P8VaWou6JdXnAlh+YERT03BNQy32ko7cuEEfxhqr -Fj2ZsVqcm2N/vkQeRsUN52a9BOpQQC538MT7YZS8zbpxn2sdmn/livwuPYyk -hhXhkuP1uOIv2FYhPoznmH5kTJ6tx7CbYnxE0WHk4PJe4NSsx6//lCMHtw7j -b4OLFmL36nHDq7EDG2eGMGN7aW51aD2eLvkiFusxhPlRW0LejtTjxy2aEpXv -BtGFf2CU27sB2/JMUztfDOL8BntKUHADLhk+lZh4NoifHFQ0V1414MXkHAke -s0Fc9c1N+ZTagCMndkpelxlEFh7/gdvEBhS691NyunQAd3Kwy43wNWJAnpfU -tuF+FLVM3UF/2YjtohcWtrf345VmnfA/bxtRJHhjsWBNP9ad49edSWjEPJMw -LZFP/Wj8s/dxelYjDm2Oszno0o/j7VZJNg2NqGD5LR94+3H42qKExN9GfNbh -9lSFlRGfZ/HtBCsRiaB8SfV3H7qYq387yUnEewLVPer9fbhmYt+xZTsRwyrb -1vTT+nDciXv330NEHBeeU7E624cHO+Qauw2IeCTwC9eTo31oxyFiOX2LiG50 -hw5b8T78WyCVOXuXiLyNq6bO3H14Rv/i37KHRDztwhno3d2LDplSdxM8ieg/ -SrzyvLEXL1fc+CXrTcQ27XChgNJerJu2yv/sR0QLsR2fQpN7kbOt/q/TCyK+ -ajvQHG3Ti0X31OaV44k4dGYiKvZ+L85zSNtfTCaiVPrHu/8Z9GK8ccTo6TQi -lj2VpyWd7sVmG63bv7OIOH347PYsjl4kD9/weltKRIVo1sEvqz14jCn4qGAF -Eb1Ya1Py5nqwqZ7k7ltNRIFerROFHT343ZEtQZJIRBX/W7eq43uwx0lP8L9u -Iu46QG7OjOzBIVsexaY+ItLL9C5E+/ZgkY6V4+QgEVNXLks/suhBHZY3wj/G -GP1HVSdcu9mDAhr9j0t+EfHmsXMCypo96BhZkuE7RURu6xP/eI/0oJmwTkH7 -PEPvTXn2K3t78GrmSZtbNCKWpspOjG7rQSauE6MkOhFtf4i35v/pxs3Hp+rt -lomoTkhUjZ/sxse678Q+rBLxwC6RwsC+bqxlM+au+EvErmvbk4ywG6/6CWkW -MZMwixq+4+KXbsz82h0axUrCgDDuENmkblS1kzl8ZwMJT9WxOrL4dyP18Jkr -GRwk5Dd9Ojnt0o3p8T7lsptIjHPO6u3Oh90YXuRh8p6LhPGnaBfTtLtRIOs7 -25nNJHTrflwUcbYbv6wa0B5uIeFVx0lZd/lubGK7OebNS8LDfKbJDw50o9iK -bIvvVhKyZw0Lagt048014482fCQc0jAKVeToRsmjwY8ubiNhwQSZee8KGTVH -rdjZ+UkY+fyq06YZMl7z7bXNYvCjfc1TCwNkVOiqTFLZTsILqG480ExG4m/5 -SGSwiFFNe005GTmdNY+KC5Dwz9K5S9m5ZDxqo+PpxOCW1yXFMR/I+D36tVk2 -gzPkleR8osi40fDleDuDfZrzPlgFkvHAMJkyzGAjqyNCBu5k3HmC5ymZwQqc -n8LgMWP8m0t+3xi8JUWC9aAxGSXOu/7zYvCESpIz3xUyzrAHDx1lcMWQyMyq -Chn9xs6LtDDyi/V4e3f8GBljDTtz9BnssFOgs0mcjB3HQ15VMeannR9xuUCQ -jDsyWwp3M1jiKk9pwiYyvnkiLnyHoQ8TJUA+eK0Lc3IO5wYw9OsJYUt1mOvC -DK3/HOIY+uYc9Np1Z7gLpWqvGMYw9A+pWX2h1taF7yyUDJ8y1sf0vjObXFUX -3tG9b6XNWD9lpgUXofwuLPZZDmLnIaHgO+tZ1rQuLGRS+ZzKWO+GLtOuruAu -PL89bDCZ4Y8k+x/qZZ5d+GJfxiDTRhJ68N7G9CddaOKfXqXK8JOs+rU0j6td -yH+0UCyI4T+OX827zVS7UMCiJjLwHxFHfDQidBS7sIv6sd6W4ddXJSpu+3Z1 -YVO6vNvaEhEj9lgorvF0oceflqXa34z65BNK72TqQuM+WcmnjP0QeLnbOvBn -J+6PJvpmM/YPofPxfcqXTmS2jv0oMk5EjxMv9zQkd+IOGRRTGyGia2zBQFJU -Jza37pS6NUREBxPWG9c9O9Frsg1Ve4hoORutWXqJ0W5ASjvA2P9muqWc0ac6 -sUvI729aHREf5I7W2Mp04hthlyJBRr244ypzToy/E5eb5B8UlhDx2oaq4yFD -HXiUIMLOnklEZeF5kZtOHfhHnx2Lgoh4you//6hlB3IeV9y5+JyIJ0aVYniM -OjCi5OXHnc+IeDTdd1v5uQ58P/TxyQFnIkoeF+KQ5OnAvX/MTp69R0Q+LVXq -YlI7mqoaaL84RsQt2Q8zm9+0ozfPwCV3GUY92Rb+KD2wHd83upnoSRJxY0/v -uNGTdvSsSpos30XEtQc2vZUn21GryPR8CjMRf3nEVka0tuHFMXOyT30j2m11 -PaxX2Ybny3kivcsbcf2DwWu+r234pra0yuJ7Iwo0bzV/Gd2GluUhr6fTGvHC -3oBNr43b8NAoE2ujXyMmVjtciZ5txSuZ/pa0M40oc1Ov8MZQK7rX8WlYHmvE -wjnZ/TtbW1FCOqasVqoRW3dM02PyWvFN7yb7UzsakemhSXSseyv2VZM01+ca -8PZm7aH/OFvx5x7XZXpMA04kHrpkvNqCzEMjX3+GNaCDIucX0dkW/MwzplLm -04Ahd6u841tasFRZY0TqcQMW5pwUT4xqwToxsdpB5QYUvC7x+INYC558/3lH -zUA9fgDm39d9mrBImkYt46zH3xE7Y2+bN+GvwgTVldU6hi5yZ+9rNGEqbcdu -4bk6nAi4F2S9rQmFBeXtRdvq8HBbpcjzJEZduR5UsiOmDvMe+KnlVBKRbfNc -6eC+OqwK5IrhZmvEaypx17jFa3Gkffvpct9aNFKu6bObrUL3nGd2qQ9rkck2 -gpzeV4X8EbNpobq16HvGvbe5vgovaldvv7m7FrkPUSQmP1RhRp3DPC23Bj0f -Rqnq3a5Cu5L2xAOj1agwR5rlrK9E5tQIzoBzVWg+upX2+FUF7nHjIWuvl+Eo -iVDgtoYo3Hwq7kFXLo6Nq5eRrXORohjc0vLsLfqdzsg9Z/cW7xn6bVfXjIG6 -JwHKlcoxoGmV5zdrnAdnF+Lf18/nguiLPfNQWgYX+X02a0QimKkaF3/sLYMg -+itP93LGNW31XeCOP2Wg7rHJP4RxbTttsevAvGw55OYwD0hIlMGNcwKG/yWU -w9unPBQp3zKIWOCqXPOtAFfpq8PCp8qB9cafN981qkAwNvWfWFwFqG9WeCBm -UQVJGgLi779UQGSVg1yEbxWkFUVzstdWwB45WqNFSRWMup4ojqNWwOlNs0yC -stXAGilcNa1aCY7FIw+d+GrAfNszfabpSvi1p0n5aE8t9PdypwWIVwP9c9YJ -ocVaiHexHz6jVA0spyLkmbfWQc70hMWQRjWI6F8Tb75UBxHmR2V/2VTDtcBe -nkcFdeBXZr+6sbAayqg/+xOj6kEpxPaU96UaiK7458Zn0AgDh50OrenXQorO -D4dl20YY0wge32NWC7n9FdbDoY0Qk1CjecSpFpp+P7+XWd0I10ZfLG5+Uwts -h7jV1Y8TQfpmqVtDRy3YvBTc6c1Pgls6z1nltOvg8gO5b9S2Jri/lmnvfKQe -Npui6NJME8yZVyz/OV0PHaZaAevszXCT2D7x4HI93DW3NOQ61Qyvbm+YZL1X -D04PE1YPJDUDm+3OOv3IerhSwLHnk1ILvOw4vX5+vh7yCnSuZV1sgf31/wwC -VupB4PubgJyrLbBt6DQWbGiA/u8HqAWPW0DjYHfGwK4GMC86W1Gd0AJpw+ZW -imoN4Fnq8mCIsxXqnTpbxd82wHApRo8ItAL6s26WSm4AFWQnje9vBbWUAoGd -mQ3AUfbq+MyZVth2bLtXYXkDvCzPZl+2bYXeG7tvbJpogPSqiTS+3lZoeb3/ -Vd+RRuCulh3Y/qsV4qdLZN4qNYJ1tdPWnfRWaNRNsLyg0gjHatjcRDe3wYdC -nYJbVxsBa/doHFZpA17JWL/XDo3Q2XBjVjWjDaqslmKP5TZCRswvx3sFbVBs -f5VFq6gRCBZO64SaNuBStjXUqmwEcfZXWwpG2uDzQxHyhvZGcDnXLCe1qx0U -yxVZDaiNsLtA1WlzSDtsFnm72/4gESh+HetSbxlMjHfbdIQI1fr3/dXS2iF8 -Rp4YqEAE6wWvaK+qdlD6PK199jwRUKa4kLbWDk1qW9dCbhHh3gf5f12PO2DI -88aHFH8iKDiU+y+4d8DdCi3e0hAicJ3X5eUN6oDDBUHhJRFEyBt+vPdySgd8 -2eQ24BBLhA27088XDXaAwkFxjurPROidUiSSZzog75m7u3AOETK/11yjr3RA -K7vlnjv5RDC4PmYqvaMTnA3ttkSXEiEtUjTgvU4nKFx6szpHIoKHSSZv8e1O -CJWTdwhsJcKVI2diuh91grnaaRXuTiKskG5mbA3ohEbDYlpDHxGa4iblZd50 -woGdoUPsQ0RIfORSpJ7cCcFPnikcGiGCBucbok9ZJwwfbD4hPUGEPd0H9OOb -OmFV6cn8pmki0FNyB4r7Gf3tLhNvnSVC3IXWucWlTqhjuyC7Y4EIc0+5t1rI -dcF545FrQWtE+C+AqvtKuQu+6QaJBK4TQSeiK7xMowt+Ckm+tWciQXZiPO9O -sy6wOBZcwsVGgrsfn+uq2jPi19Ntvm8gAW/ew3Bbry6442U7o7eRBLbVx3gb -3nZB8P04/cubSLCvaafu79QuGE9j10nhIkFb1/qLfV+7oP+axMF5bhJ4D402 -a1d0weF0xan9m0kgP1G3xb25C95d94u+sIUEI5TPOqn9XXDD0fnkFV4SvFyO -fNE+2QXHrH27Lm8lwQUWl+Z/v7tg7M8pexk+EtA33d5ymI0MLBtUdvxjcPI2 -FZ0bW8mw+k2nvmgbCfR3S7zwFSHDiP7R8AeMusAuxt2cfYgMgkotdssMzpem -bh44QQZqpYiL23YSmCl0aXNeZLRfPZz6i8ECUBR2/CoZ5mV3bTwnQIIatfgm -k7tkaPbe996Pwc66zzeHPSYDv2qYUwGDJQ0fahe6kUH6KL7qYnC3iU7YT38y -WJVKMf9gcMDDY018r8kwvH6zknEehhP2OzdDIiO/5LmRQgZPuK9rPcoiQ+ZU -tHkQg2N8R0OjislAer7X8CKD1UPrSJX1ZLgd/QDnGPmtvP7MQ+kiw8VEvUQf -Bmf8F6m1e4wMenYUzg0MvpXqHHqJSgaRHdfX7Rjz5c42Ijmsk+FPc64/iaFP -ccE5ngSubnjzVy2Tn8FW5eJaJMFuqOOzdLvE0HN3A1foslg3TPl60S0Y+nv2 -dXLrne2GeLY4fhvGesmMFWoStLqB6tHVaMBYz8GZ9yEZN7uhd6PDVSkeEiiv -W3KzOnbD9Ssif6IY/phj19GU9e6Ghe3/DshzkuD9lmMht150Q0L31MXvDD8x -7V3nykvvBqkyk+Awhv+yD45qDOd3g4eHUVk/CwlM5OuCuau6wfjCuc2CzCSo -OB/JZTrYDetJ7kIGf4lgp+msETHdDZOavdM3VomwT98ouGSpG6yZj69dWiaC -j5k4l8C2HtA9U85EpRPh2BMuDZU9PXBI6iVHOo0IY86UIGvpHjBpSHDSphDh -QmDhplq1HvBz8/lswthv7J+0N7l49ED6xvrEjGEiCO15PmwS2AOWxk/CBgYY -76FXRfkab3pAtePdxHovEa55SN4Xze6BFooDLw9j/ydqshTXjPbAyMXuSzfq -iJBfdiIym9ID3v4Clf+qiFB/7InF2789MLRf6+/rckZ93N3Pb72jFzaqRvSF -FRIBZr8+3q7RC3zjTha5H4mgZzJz/t/1Xkg+zMHVlkoEs859QpMPesG/iaty -KIkIYSUvaooJvVCqp/e+jlHv+kMtRR/k9MIASxS0BhHBRUa4NWdnHygnV7HX -mRIhJPFqapx4H3iu6qoO3CXCe4EgT7+jfcDi2KIzwqi3Neu/D97U6oMrx7SX -iq4QYXtzizfzsz5YMJj8lXmaCDlPfI/pTvTB5/oS+rstRJjOno6aze+HFZfp -/cvpjWCzYFlBqeqHl1+rdgYlNsLv4xMzC2398Dd/az9nbCMwFY2dW5nrByUx -Ta6u4Ebgrx6YZpcYgLqrmWuJVo2g3NMMe6IGIO2FaKLIoUaIZM77pec8CLsX -LUt3xTXAjgvyfAbPB2Fv6mlqWmQDxPllnzZ8OQgikuKKEoENkMr1OcI4axD8 -jWMv/XFsgOLtKaesfg3C+gbF2F/aDTB+MPrF8+tDEHj25+zO9XrYfbB0V/+u -YXh0ZvmXtl49aJqnhZjuG4brMhYHx9TqwfND5N85yWGQiOsOtz5TD4N7zYeY -FYZhPfn7tvuS9ZAgxJskoTsMKUGvC4h/60Cc+56Uve8wZJglc3xJqQPZ+Q1K -m2aHwVnbleUotRZUvmoZnCj9Ab0b2hRarWogbgt5J/qMQroDc5h8WwU4fpCo -O31oHD5PtWntji2Fr6kfzj5u+AnnQ90OmY99g4Muwip1IROQn3W4uezkF7jh -0BRo+HICAn6Pevvs/wIBNk9bp2ImwPtBguNV7i8wYfHjLk/qBAwdY7uwazAb -0gw/PNUrn4AwP8FsDe9sED8lXdK/OAHcm7fb2L7Ngn3rp09Q70yCBMF7iaPv -E+z2NZIRkpsCGdHbO9lzU8HXXG7PiRNTcFXBTMssIBVm1dn5DGAK6K5pDZO3 -U6F0a/ZihNYUDKbvr7jJmQom71lLOB9OgcLaI89xkxRIKczQWE6cgttz0vSk -nR/gCHXJopt/GoJEFMPHkhIhuoN08/euaSCRw5MKPBOBuSBRk3//NPjxrnll -X0+ENoLmEV25aWhJd4rm4k4ER+74P7Va00C77bP3iVMCFEqo+X3zmwbDZ+/4 -pq7Ew/k7r5PeLE1D4sTXORm1OLjzJ/Luy3/TwCon7bTMFgcu4eHC4ewzwCnj -ysdRGQufKoKjAvlnIMg04ioVYoFfwjvY48gMaM51PaKdfgs/563t71nMgI+B -wsuE89EQ9OzSeZnuGTjYObKm5PMKkoUuMh0amgF15q1PzC+/gtLc8yUSP2fg -mh9/SdeWV7Awrqy4lz4Da8+GX7u9ewlG6scP8fPOgpi4X2tHUSTIbNu3bUVt -Fur6fsQjWwS0Jq+OVH+bhYs7dulHhgZD781kd/XSWVDRcOHOPxIMI7xa/M1V -syDkw3ZarSMIaB7/qXa3zsJ+p093v+wOAj79c2lT07Pw7u/ey/E5AXBtg//j -LXvmYLnBpbmK9hy6TfmWbgTMwbERWjFXpRcM7yoKHwibg+Yq7bgX9l4w0Xr/ -4L3Xc/BQqOun+wEvWD7z9eajxDmwZp05L7TlKQgJ3CjxLJ6DIbHOhV0fPOBW -zTvvRMocMG76ii1/nGFQ/CDPzI15CHJrS9hgZQ2iVYs6f43nIa3la3OZ+mO4 -a1IRudl8Hl4gWVrvkBWMxN4SlHOchxWJuU2LVEv4yRu23yliHrZqHUiRem0K -8ys0JaaGeUhOjmHJNL0JR6LRY2vrPBgPKvvfvX0D7I6H4L7uefi+2abh8w0D -oD8RU1X9OQ+PTGRK+W/qgQftkKQqMwXaRq28F7eogpf5naNBwhQQPZYjYVAh -h3vyqzr49lJgNH9x3GP9BJazHXKKPUAB8+rjegoCZ5El8U/Bp0MUaLfpS+uW -UUPf/nDlZiUKxCzPPfN9rocBVyov8xtQYJ1d1f3fN2MMPyV5978wCnD/65i8 -XPwI0wQfzE9FUGCL64hyg7EV4uJ7guJrCjw6InargvkxzmXteNcSS2G8P7+Q -dp6zRs0DG3tZ0ilgmnnoSI6BDXLw/LxqXkkBwSO2nw/9Z4d7pvaO5tZQ4Luy -gVLKqB0q1t62Y2qggFm4xeItSXs0e9YZHtNCgReeAZ9csuyxarGK1DhAgbOX -9JIc8hzQazBJ7cgSBVLd3vYbxzhhdNFQl8cqBZLUp5qftTlhVvQus/p1Cmjy -5J8a2OSMg3ovfe9toMLoyatz4OqMp2u9y1/xUeHIXlJGtqYLXksu1f2xnQqd -r02vvn3qgo+erQxJ76SCVyLpXPEXF3x7ym69RpQKOT7OamnbXHEpy+TU8mEq -VIy9PbK7yRV5Q981qB6hwq9z79UqV1xR4mGPYeRRKtxtJZxNEHdDgwNXXA6d -pMLaL7ogs4cb5kWf/XpbjQpb05c2aQi7I9HR40KGOhVIybl9SefdcVSvoP23 -FqM9wI1Z3tId+XiO0F5co4KKRIX77Bd3tH0mKlthQgU3QqNxn5IH3vs+v3/9 -ARW+QTTHSUMP1KOi4EkLKpCt3HU7nD1Q3uQuS441Fe63z84W5njgvpgjf2Zt -qRCvsaOPvdkDt7UyzRx0pIJ1Z9Sb0CkPpJ9N6Exwp8LUl+wP6qKeOOZi2zBA -oEK3mdMLrxOe2JF9Dnd6U+Hlwoo9RdcTv+4ZSYsIYIzX+uqG51NPdGLa7/Hs -NRV6I3lLVds90ezEgk1JNBUsll58Uv3piQY2labLsQx9lPJmPJc8UXH4vo5t -IhU27GB68UaIgJKCxy58/sD4v/vhACcpAgrqsilNplFBUHIHc5gSAZcweZ9J -FhUuqywl3tMn4MQfhx3vcqhwPnmfqeg9AvbIqnL3fKWC927fHj5rAjaYb2fe -/p0Kb43TSKddCVj4fnxRt5jKOB8Gb3nnQ8AM8tepEKSCUGHi46OhBHy7xW+o -roIKHcnj+f9eEzBIzaCDrYYK4sfIhcz/EdD9qXj92XoqPNr54rLSBwJafftd -4kGkwieJyqMpHwloNF+TU9BMhaypFvVLXwioKRGVSm+jwsnrtXdF8wl42tg8 -7kgXFfLf2Vw6VEjAw1GKEVY9VIiTNOp8VEJA4eaNfmn9VJgrmegbRgJu3tjt -NjZEhWd52nJB5QRcV057smeUCskWGR/NKwg45+TywOgnFR5+Z9/nyuDBzEuG -0ZNU+A/NrUoZ8U0/BbU7Zhj6xHXeVywjIIpMqvBSqEB3Nx8ZZYyXbfBdUXOB -Cj8StSsrGfnEhwUeDvjN8FPVj5EuRr7hNYZ7q5apEHkvTUQ4h4Be6wcFmP5S -YdrYTP/NJwLaKKxsOs1EA+1CCXOVFALetW7458xKg1f3NI/vfU9A3ZS39Fx2 -Gny8/CpRPoqA5wYfTs5z0uCU36GXTmEElBc4NXiIhwZ/M/JnZnwJuE+bq92c -lwYAxm9euxGQpfRj8ZAADWpzXxI87xOQtuj+ZZcQDe5sILwsNiDgqLRmynVh -GkxVGH2QvkzAqnczL5r30yBXifz0wyEC5nUW+3JJ0GDYjEn60y4CJvOEuqpJ -0YD1wrX4sU0EfO4pfR+P0GDuzpaCKYY/+dK3fD53jAYUdrcbPG2e+F8H9Xel -Ig2UXKKEzxR7YsGh/KA6ZRpwqmQKVoV64oXr0R3qKjQ4IcB2Y5ejJ7Z6u4mQ -VGkgwbzQ9PSWJ071KOe0atLgzdDtWBsxT3TesHftqi4NdvHFbf/L4YlscqwX -u67SYMVDYmvUtAcKB9T29N6kARtL5frCZw/UVdBlHrOgATW97Ku+hAcOmMhr -mFkxxotV2afH6oEPQ/lfTzyhgSgX093bg+7oM9YtOetEgy4LVfWECHfMjzTR -/e1Lg3fvJ6t+zrjh7nm79xwJNLh5oyy6wMkV04X0J4OSaXCGfZmj4bwrKlxU -PMqTRoNHm/a/oWxxRZ13qzVbs2jgfHKP+dMPLuit4TsnVMKIL9yx/LXaGSdS -X5+R7mHE99b1yPQ5omO7s39WPw3kAmO6fsU4Iss/w1a5YRpI87vlVFx3xF0G -IqYKv2jwhzlUa6TFAbXZUkNgkQZB/frzEwX2mHu3oO/K1gWo0u/KlzOxxXwh -m23R/AsAv5bzRnfYYmGHhMbgjgVIvOzX8ZNkgxWXogofiiyAQtXKwriiDbYc -cYrxObQAO04cYB3eaI1zTMeuf1VdgKaMeguJVQuUSshqE3RbAG6jpdJYXiOU -uWW+ydhzAc7e0681T7iJ8ttFVT54LYBl4tk0+yOGqBQY9kXOfwG0eGyMnC4b -4CXbx+HqrxZgX9nerfctdNHs3CFtj8wFMKJwUj5HyGHCj5T6oZEF0NCNj1+9 -fA1oT908/X8uQJaaUddRdgNQEdGWk51agPNJ/jaGFddh7OZiNIG6ADUGe2tZ -T94CyY7zFsJMdPgdfyx/dqsJZNcMs98SpoNy7TVVwTFzYDbNK2TZS4cWRZHO -P4UWoMcaYJ1xgA7STE1eQ+GWQAfZruVDdEgtXDPyVnoEJ757fog+yWD9gykH -PKyh7KPQha7rdFg1/3Pv8C072Ko+98fzFh24cn5V+Rfawb2J8o9ixnQIyO+w -JgraA5uY5TZHMzp41x99ON5qD5f++zayzZEO61wWR3ccd4SY08FvilzocLGh -QuZpkCNM9d5Rv+9BhydGV97ZDzpCyA72nBwfOlw2keJteeYEzeHXnl2JpIOn -okU8Jc8Z9shKHl9+TYeZ3zF1Bn+dwYa0OhEfQ4dfIh0sP867AN+mJF1KPB3O -L7wlH2x0gftpTmzRyYx8rg5tJHK5Qt5F9QJIo4NlSIiDoborGPhQRV9k0eGU -dRhtpcwVUvdWtyvk0mHgc99vypIrLGG0/2A+HeQXH+1+I+MGb9dgXrqUDtnp -prezIt1g+u22pM5yOriURX1jLXeD00q/DDyr6VDdSciqnXGDUHLhJrF6OtjF -fCNPbXeH/31PDf/7nhr+D0USEhU= - "]]}, - Annotation[#, "Charting`Private`Tag$891524#1"]& ]}, {}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, 0}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->{{0.4999999999999716, 0.5}, {0.5, 0.4999999999999858}}, - Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> - None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange->{{-1.3, 1.3}, {-0.22726070175099367`, 0.2272607093523108}}, - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}], {479.8347252809548, -97.50736892665735}, - ImageScaled[{0.5, 0.5}], {299.89670330059676, 185.72832176506162}]}, {}}, - ImageSize->{ - UpTo[600], - UpTo[223]}, - PlotRange->{{0, 639.7796337079398}, {-195.0147378533147, 0}}, - PlotRangePadding->{6, 5}]], "Output", - CellChangeTimes->{{3.817270261356271*^9, 3.817270268199273*^9}, - 3.817271504527851*^9, {3.817271573161305*^9, 3.817271593697728*^9}, { - 3.817271656884376*^9, 3.817271669919692*^9}, {3.817271767551162*^9, - 3.8172717765611887`*^9}, {3.8172729282761497`*^9, - 3.8172729490402613`*^9}, {3.8172757458366337`*^9, - 3.8172757952482033`*^9}, {3.817275849713189*^9, 3.817275867735188*^9}, { - 3.817281126303303*^9, 3.81728114683925*^9}, 3.8172811899898577`*^9, { - 3.817281290630205*^9, 3.817281314398292*^9}}, - CellLabel-> - "(WOPR) Out[725]=",ExpressionUUID->"7cf0a89e-6d18-442b-b56d-94b97702709f"] -}, Open ]], - -Cell[CellGroupData[{ + RowBox[{"h3", "[", "\[Theta]", "]"}], + SuperscriptBox[ + RowBox[{"t", "[", "\[Theta]", "]"}], + RowBox[{"-", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]}]]}], ",", + RowBox[{ + RowBox[{"-", + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"Transpose", "[", + RowBox[{"Inverse", "[", + RowBox[{ + RowBox[{"D", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"R", " ", + RowBox[{"t", "[", "\[Theta]p", "]"}]}], ",", + RowBox[{ + SuperscriptBox["R", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]], + RowBox[{"h3", "[", "\[Theta]p", "]"}]}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}], "/.", + RowBox[{"\[Theta]p", "\[Rule]", "\[Theta]"}]}], "]"}], + "]"}], ".", + RowBox[{"(", + RowBox[{ + RowBox[{"D", "[", + RowBox[{ + RowBox[{ + SuperscriptBox["R", "2"], + RowBox[{"(", + RowBox[{ + RowBox[{"F3", "[", "\[Theta]p", "]"}], "+", + RowBox[{ + SuperscriptBox[ + RowBox[{"t", "[", "\[Theta]p", "]"}], "2"], + RowBox[{ + RowBox[{"Log", "[", + SuperscriptBox["R", "2"], "]"}], "/", + RowBox[{"(", + RowBox[{"8", "\[Pi]"}], ")"}]}]}]}], ")"}]}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}], "/.", + RowBox[{"\[Theta]p", "\[Rule]", "\[Theta]"}]}], ")"}]}], + ")"}], "[", + RowBox[{"[", "2", "]"}], "]"}]}], "/", + SuperscriptBox[ + RowBox[{"(", + RowBox[{"R", " ", + RowBox[{"t", "[", "\[Theta]", "]"}]}], ")"}], + RowBox[{"1", "/", "8"}]]}]}], "}"}], "/.", + RowBox[{"B", "\[Rule]", + RowBox[{"ruleB", "[", "h3", "]"}]}]}], "/.", "sol3"}], "/.", + RowBox[{"\[Theta]c", "\[Rule]", "\[Theta]c1"}]}], "/.", + RowBox[{"R", "\[Rule]", "1"}]}], ",", + RowBox[{"{", + RowBox[{"\[Theta]", ",", + RowBox[{"1", "+", "0.001"}], ",", + RowBox[{"\[Theta]c1", "-", "0.001"}], ",", "0.001"}], "}"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.818229681077404*^9, 3.818229685396946*^9}, { + 3.818233254171034*^9, 3.8182332678269587`*^9}}, + CellLabel->"In[35]:=",ExpressionUUID->"7baff68f-40db-4778-a165-a239cf88cc8b"], Cell[BoxData[ - RowBox[{"ListPlot", "[", - RowBox[{"Table", "[", - RowBox[{ + RowBox[{ + RowBox[{"\[Chi]\[Xi]3", "=", + RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{ - RowBox[{"{", + RowBox[{ RowBox[{ RowBox[{ - RowBox[{ - RowBox[{"g", "[", "n2", "]"}], "[", "\[Theta]", "]"}], - SuperscriptBox[ - RowBox[{ - RowBox[{"f", "[", "n2", "]"}], "[", "\[Theta]", "]"}], - RowBox[{"-", "\[CapitalDelta]"}]]}], ",", - RowBox[{ - SuperscriptBox[ + RowBox[{"{", RowBox[{ - RowBox[{"f", "[", "n2", "]"}], "[", "\[Theta]", "]"}], - RowBox[{"-", "\[Beta]"}]], - RowBox[{"R\[ScriptCapitalM]", "[", "\[Theta]", "]"}]}]}], "}"}], "//.", - RowBox[{"{", - RowBox[{ - RowBox[{"\[Theta]i", "\[Rule]", "1"}], ",", - RowBox[{"B", "->", - RowBox[{"eqB", "[", "n2", "]"}]}]}], "}"}]}], "/.", "s2"}], "/.", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "1"}]}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", "1", ",", "1.078", ",", "0.001"}], "}"}]}], - "]"}], "]"}]], "Input", - CellChangeTimes->{{3.817280804305807*^9, 3.8172808637975616`*^9}, { - 3.817280897254437*^9, 3.817280903087328*^9}, {3.817280943100966*^9, - 3.817280948025497*^9}, {3.817281378848133*^9, 3.8172813936536837`*^9}}, - CellLabel-> - "(WOPR) In[727]:=",ExpressionUUID->"6c30dc25-997d-4790-bfcd-6e15ebcf7cbc"], - -Cell[BoxData[ - TemplateBox[{ - "Power", "infy", - "\"Infinite expression \\!\\(\\*FractionBox[\\\"1\\\", \ -SuperscriptBox[\\\"0.`\\\", RowBox[{\\\"15\\\", \\\"/\\\", \\\"8\\\"}]]]\\) \ -encountered.\"", 2, 727, 461, 31479193581598412653, "WOPR"}, - "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{ - 3.817280903495492*^9, 3.817280948486462*^9, {3.8172813874112787`*^9, - 3.817281393884687*^9}}, - CellLabel-> - "During evaluation of (WOPR) \ -In[727]:=",ExpressionUUID->"56028de4-0ddc-4ea7-bf21-a25534c5c68d"], - -Cell[BoxData[ - TemplateBox[{ - "Power", "infy", - "\"Infinite expression \\!\\(\\*FractionBox[\\\"1\\\", \ -SuperscriptBox[\\\"0.`\\\", RowBox[{\\\"1\\\", \\\"/\\\", \\\"8\\\"}]]]\\) \ -encountered.\"", 2, 727, 462, 31479193581598412653, "WOPR"}, - "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{ - 3.817280903495492*^9, 3.817280948486462*^9, {3.8172813874112787`*^9, - 3.8172813939726467`*^9}}, - CellLabel-> - "During evaluation of (WOPR) \ -In[727]:=",ExpressionUUID->"3d57804e-381a-4ba2-8dce-4428206df060"], + RowBox[{ + RowBox[{"h3", "[", "\[Theta]", "]"}], + SuperscriptBox[ + RowBox[{"t", "[", "\[Theta]", "]"}], + RowBox[{"-", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]}]]}], ",", + RowBox[{ + RowBox[{"-", + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"Transpose", "[", + RowBox[{"Inverse", "[", + RowBox[{"D", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"R", " ", + RowBox[{"t", "[", "\[Theta]p", "]"}]}], ",", + RowBox[{ + SuperscriptBox["R", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]], + RowBox[{"h3", "[", "\[Theta]p", "]"}]}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}], + "]"}], "]"}], ".", + RowBox[{"D", "[", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"Transpose", "[", + RowBox[{"Inverse", "[", + RowBox[{"D", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"R", " ", + RowBox[{"t", "[", "\[Theta]p", "]"}]}], ",", + RowBox[{ + SuperscriptBox["R", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]], + RowBox[{"h3", "[", "\[Theta]p", "]"}]}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}], + "]"}], "]"}], ".", + RowBox[{"D", "[", + RowBox[{ + RowBox[{ + SuperscriptBox["R", "2"], + RowBox[{"(", + RowBox[{ + RowBox[{"F3", "[", "\[Theta]p", "]"}], "+", + RowBox[{ + SuperscriptBox[ + RowBox[{"t", "[", "\[Theta]p", "]"}], "2"], + RowBox[{ + RowBox[{"Log", "[", + SuperscriptBox["R", "2"], "]"}], "/", + RowBox[{"(", + RowBox[{"8", "\[Pi]"}], ")"}]}]}]}], ")"}]}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}]}], + ")"}], "[", + RowBox[{"[", "2", "]"}], "]"}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}]}], + ")"}], "[", + RowBox[{"[", "2", "]"}], "]"}]}], + SuperscriptBox[ + RowBox[{"(", + RowBox[{"R", " ", + RowBox[{"t", "[", "\[Theta]p", "]"}]}], ")"}], + RowBox[{"7", "/", "4"}]]}]}], "}"}], "/.", + RowBox[{"\[Theta]p", "\[Rule]", "\[Theta]"}]}], "/.", + RowBox[{"B", "\[Rule]", + RowBox[{"ruleB", "[", "h3", "]"}]}]}], "/.", "sol3"}], "/.", + RowBox[{"\[Theta]c", "\[Rule]", "\[Theta]c1"}]}], "/.", + RowBox[{"R", "\[Rule]", "1"}]}], ",", + RowBox[{"{", + RowBox[{"\[Theta]", ",", + RowBox[{"1", "+", "0.001"}], ",", + RowBox[{"\[Theta]c1", "-", "0.001"}], ",", "0.001"}], "}"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.8182296960555153`*^9, 3.8182296994771023`*^9}, { + 3.8182332924838343`*^9, 3.81823330809974*^9}}, + CellLabel->"In[37]:=",ExpressionUUID->"54ea4ab2-b182-41d0-bc24-6dda493e24b7"], Cell[BoxData[ - GraphicsBox[{{}, - {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.011000000000000001`], - AbsoluteThickness[1.6], PointBox[CompressedData[" -1:eJwVkHs01HkYhycSMna7INpykOsmYuy0Sb1T0xJra4itmFpjl9pya2UpubQT -lRJ2rRJ7KkqORSmELm825G4Mk8vIJffblPr+fjNo29Ufn/P895znfAx9g939 -lBgMxu6FfWItPkxVO7eHk7u1K9l0K4PTkqsW/M2oBUdjUrDBreVfCImk3IN8 -lnH0tDY4DvM/gIS4QIgOgZsxTXfGfechcka0vK2tFFSM/pDzc+dgwKiNwfri -FZYHDxtXas3BV6e/53dZj+KICs/BJ2MWnl/kK5cJJ/FECS1rtpsFh91D4Wkp -08i/5mvh3aOABIPQ4lK+DOmInt9fXVbA+LZnEfbBMvzumGm+vosCKpqXdKfo -yHBntutoLFMBSwX8s70x07jyxzFZU7scnFItD7JrpjDXBM1XZcnBsVA8x5qb -xHNnXnveDJWDsSB9qYXpJGq2MKdf7pLDnazHmy/wJlCNm31vm6EcbqQdY3lF -jaN8UYJK2AcaYgRnBFp3x9DYqczQrJsGm840b+vRUUwxT4z+vIKGC/dr+JGm -o/hLgZPV+wwa3gpzrb0DR7A7idF+PYaGD3V1GyceDWN3E7V84icairgH4rRX -DKOBmdee/G9pOBqlpMgPHkJxchNWs2h4IunfE9Q+iMc8n2TqrV3wMy5RTM4g -Dk6YxF1WpcEqyk5v0/3XaLbKcl7zPQXrS9Ak/cvXyFtmMivso+DCgyn1/twB -PKFjk97bSMG1RGFxheUAGkUVNmg+osA6yUFZWtKPfaVZesp5FDS4ufBobj/u -L+0MKUqnQH5V+dTFgj6k42VyZgIFukbP/2L29KJV6fjY0kgKHlvek86s6MX6 -INvjNwMoMAwOzKxye4WP+ZppLw5RcHiGm6F9tQddIzrXhLlRwNbbknx6WIrm -V4//mrWTAhxLaL2yWYoyrnPBrq8pOKG1f0YjtRu3e1R4CiwpYK7S9RaSLpTm -82JHDCg4MND3rsCrC3MqHhaItSko9tcq49R0YitTu8pAg4KheL8Ait2JbtOZ -Ko0MCpxXXoGE/A7cWsxWE9EEnvp4xFaaduC8hmah+TSB4z2r3QW3X+La8kl9 -8SCBJQWmR1jmL1E8w/untpvAzw/Y1YvvSnBaY429upjAKembmNubJagSUHMw -uY6AyabrF8detKMtV4ftXUng/ZxOXPaBdpQOOcz6lxPIURMIC2VtaOrroVpU -RGBdttLUYHwbepbYjLLzCCirJ7kYGLWhqtlvXDqLwMkU5/U7nolxvmr92FQG -gZjQDIWFQIznq8ZR908CuZ3G0vLFYlySoC8Ov7zQP2WXKclrxafNEo7aeQK1 -feEJvntbMUXlnWPtGQICnUIfp48i1Lsbyy6NJMAT7rAK+FuE7xpswkVhBOw1 -r22v8BLhLvU3Z7VDCChSFSvXMEXIuJUkEx5d+Cu6NHAuugX93HM8VvsRCE7y -iEsdb8boZv8jHT8Q2KK0O3FgXzMGSm9MlHsR+Og5F/q0rgk1u5vznnkSMNat -lKpDE3basuMneAQSR7iLbj1sRAc13cNsVwLqGbzsIFYjUg1vudlOBDzPRUy5 -3m/ARWHV+hu5BJ7vtzy0zq4BnVlRi3u2EaC14ElHWT02pTsyc+wJLFcu+Y/H -qcdWnuq+RDYByaXqLeH1dbgzQvJZii0B+d7ZK6x9dVhHnfS/Z0Xgf/vZntk= - - "]]}, {{}, {}}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, 1.2326611203921132`}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - Method->{ - "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True, - "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - Identity[ - Part[#, 1]], - Identity[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - Identity[ - Part[#, 1]], - Identity[ - Part[#, 2]]}& )}}, - PlotRange->{{-0.9510776861588656, 0.5156707189238211}, {1.2326611203921132`, - 1.7786750794389343`}}, - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}]], "Output", - CellChangeTimes->{ - 3.8172808645119963`*^9, 3.817280904138884*^9, 3.8172809490422153`*^9, { - 3.817281388171639*^9, 3.81728139444154*^9}}, - CellLabel-> - "(WOPR) Out[727]=",ExpressionUUID->"56916602-5965-4962-8188-b6662a5aa173"] -}, Open ]], - -Cell[BoxData[{ - RowBox[{ - RowBox[{"n3", "=", "1"}], ";"}], "\[IndentingNewLine]", RowBox[{ - RowBox[{"eq3", "=", - RowBox[{ - RowBox[{"{", + RowBox[{"\[Chi]3\[Xi]3", "=", + RowBox[{"Table", "[", + RowBox[{ RowBox[{ RowBox[{ - RowBox[{"eqLow", "[", "n3", "]"}], "[", "1", "]"}], ",", - RowBox[{ - RowBox[{"eqMid", "[", "n3", "]"}], "[", "0", "]"}], ",", - RowBox[{ - RowBox[{"eqHigh", "[", "n3", "]"}], "[", "2", "]"}], ",", - RowBox[{ - RowBox[{"eqMid", "[", "n3", "]"}], "[", "1", "]"}], ",", - RowBox[{ - RowBox[{"eqLow", "[", "n3", "]"}], "[", "2", "]"}]}], "}"}], "//.", - RowBox[{"Join", "[", - RowBox[{ - RowBox[{"\[ScriptCapitalF]sol", "[", - RowBox[{"[", "1", "]"}], "]"}], ",", "\[CapitalPhi]Rules", ",", - "GlRules", ",", "GhRules", ",", "DmetaRules", ",", - RowBox[{"{", - RowBox[{ - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "1"}], ",", - RowBox[{"B", "->", - RowBox[{"eqB", "[", "n3", "]"}]}]}], "}"}]}], "]"}]}]}], - ";"}]}], "Input", - CellChangeTimes->{{3.8172700941895447`*^9, 3.8172701434323797`*^9}, { - 3.817270286114553*^9, 3.817270318899034*^9}, {3.817270357375535*^9, - 3.817270357541957*^9}, {3.81727041769875*^9, 3.817270431586034*^9}, { - 3.817270463371037*^9, 3.817270467092168*^9}, {3.817270570223769*^9, - 3.817270572329393*^9}, {3.8172707344012623`*^9, 3.817270737650587*^9}, { - 3.817270775215129*^9, 3.817270781533001*^9}, {3.8172717945510798`*^9, - 3.817271814605665*^9}, {3.817272979628352*^9, 3.817273005497312*^9}, { - 3.817273039233885*^9, 3.8172730416036663`*^9}, {3.817275902266474*^9, - 3.817275915955117*^9}}, - CellLabel-> - "(WOPR) In[494]:=",ExpressionUUID->"b31259b6-cc89-48a8-920d-e9dbcee664fb"], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"s3", "=", - RowBox[{"FindRoot", "[", - RowBox[{"eq3", ",", - RowBox[{"{", - RowBox[{ - RowBox[{"{", - RowBox[{"\[Theta]c", ",", - RowBox[{"\[Theta]c", "/.", "s2"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{"\[Theta]i", ",", - RowBox[{"\[Theta]i", "/.", "s2"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{"\[Delta]\[Theta]", ",", - RowBox[{"\[Delta]\[Theta]", "/.", "s2"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{"\[ScriptCapitalF]1", ",", - RowBox[{"\[ScriptCapitalF]1", "/.", "s2"}]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - RowBox[{"gC", "[", "1", "]"}], ",", - RowBox[{"0.1", - RowBox[{"RandomReal", "[", "]"}]}]}], "}"}]}], "}"}], ",", - RowBox[{"MaxIterations", "\[Rule]", "4000"}]}], "]"}]}]], "Input", - CellChangeTimes->{{3.817127065230098*^9, 3.8171271351270227`*^9}, { - 3.817127221800994*^9, 3.8171272630331593`*^9}, 3.81712740736408*^9, { - 3.817127491557787*^9, 3.8171275000934143`*^9}, 3.8171275721198053`*^9, { - 3.8171278100273*^9, 3.817127849603622*^9}, {3.81712788866899*^9, - 3.817127911532996*^9}, {3.81719706565886*^9, 3.817197105498705*^9}, { - 3.817197893385504*^9, 3.81719790689716*^9}, {3.81719860001385*^9, - 3.8171986053976393`*^9}, {3.817198639295259*^9, 3.817198662766809*^9}, { - 3.817198876170909*^9, 3.817198908051071*^9}, {3.817198993133552*^9, - 3.8171991533442287`*^9}, {3.817199209928318*^9, 3.817199241960556*^9}, { - 3.817199495862*^9, 3.8171994994689503`*^9}, {3.8171995495740423`*^9, - 3.817199605718575*^9}, {3.817199652392643*^9, 3.817199715256566*^9}, { - 3.817199865131709*^9, 3.817199880715331*^9}, {3.817199936333564*^9, - 3.817199987661281*^9}, {3.817200026262958*^9, 3.8172000468302813`*^9}, { - 3.8172001570412397`*^9, 3.8172001598323307`*^9}, {3.817200236641964*^9, - 3.8172002385137587`*^9}, {3.8172002992189293`*^9, - 3.8172003208190928`*^9}, {3.817200415813776*^9, 3.817200416404771*^9}, { - 3.817204016980706*^9, 3.817204076853834*^9}, {3.8172041381029387`*^9, - 3.817204203727563*^9}, {3.817204234304641*^9, 3.817204255961961*^9}, { - 3.817204390931651*^9, 3.8172044426360817`*^9}, {3.817205022823312*^9, - 3.8172050577028513`*^9}, {3.817205106256721*^9, 3.817205106559868*^9}, { - 3.817209919633216*^9, 3.817209920608328*^9}, {3.817210044562058*^9, - 3.817210053786522*^9}, {3.817210136268099*^9, 3.8172101405721073`*^9}, { - 3.817210451098201*^9, 3.81721045318543*^9}, {3.817211412418923*^9, - 3.8172114542674837`*^9}, 3.817211713768137*^9, {3.817211774217906*^9, - 3.817211820329513*^9}, {3.817212210577387*^9, 3.817212210720683*^9}, - 3.817212495142112*^9, {3.817213148937108*^9, 3.817213155649081*^9}, { - 3.8172131921538963`*^9, 3.817213198714007*^9}, {3.8172140038972063`*^9, - 3.8172140040882683`*^9}, {3.817214050225759*^9, 3.817214064234343*^9}, - 3.81721453132269*^9, {3.8172191352175198`*^9, 3.81721914521805*^9}, { - 3.8172192016924553`*^9, 3.817219202057729*^9}, {3.81721981372462*^9, - 3.817219818492318*^9}, {3.8172203944673862`*^9, 3.817220425613224*^9}, { - 3.817220485354929*^9, 3.817220583732532*^9}, 3.81722086630956*^9, { - 3.817267355013483*^9, 3.817267405354693*^9}, {3.817269076393395*^9, - 3.817269087009036*^9}, {3.817269120326481*^9, 3.817269121269062*^9}, { - 3.817269939213081*^9, 3.8172699495241137`*^9}, {3.8172700164421453`*^9, - 3.817270029113059*^9}, {3.81727016313024*^9, 3.817270185946486*^9}, { - 3.817270335143284*^9, 3.817270367462471*^9}, {3.817270440307015*^9, - 3.817270442465829*^9}, {3.817270579806553*^9, 3.817270600570369*^9}, { - 3.8172718236141233`*^9, 3.817271852429574*^9}, {3.817271884330206*^9, - 3.8172718930060387`*^9}, {3.8172730122522783`*^9, - 3.8172730205535307`*^9}, {3.817275923134584*^9, 3.817275950260332*^9}}, - CellLabel-> - "(WOPR) In[497]:=",ExpressionUUID->"30d0f855-c86b-4121-855c-813e9ee04f96"], - -Cell[BoxData[ - TemplateBox[{ - "FindRoot", "jsing", - "\"Encountered a singular Jacobian at the point \ -\\!\\(\\*RowBox[{\\\"{\\\", RowBox[{\\\"\[Theta]c\\\", \\\",\\\", \ -\\\"\[Theta]i\\\", \\\",\\\", \\\"\[Delta]\[Theta]\\\", \\\",\\\", \\\"\ -\[ScriptCapitalF]1\\\", \\\",\\\", RowBox[{\\\"gC\\\", \\\"[\\\", \\\"1\\\", \ -\\\"]\\\"}]}], \\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \ -RowBox[{\\\"0.10883474635158481`\\\", \\\",\\\", \\\"0.1087637311720366`\\\", \ -\\\",\\\", RowBox[{\\\"-\\\", \\\"0.03027802286883688`\\\"}], \\\",\\\", \ -RowBox[{\\\"-\\\", \\\"2.395987125603358`*^-7\\\"}], \\\",\\\", \ -\\\"0.010188811377372375`\\\"}], \\\"}\\\"}]\\). Try perturbing the initial \ -point(s).\"", 2, 497, 355, 31479193581598412653, "WOPR"}, - "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{{3.817271845315606*^9, 3.817271910309051*^9}, - 3.817273022397489*^9, 3.817273086526833*^9, {3.8172759390488853`*^9, - 3.817275950677195*^9}}, - CellLabel-> - "During evaluation of (WOPR) \ -In[497]:=",ExpressionUUID->"f1cd282b-fb73-4166-8899-1f1b71289512"], - -Cell[BoxData[ - RowBox[{"{", - RowBox[{ - RowBox[{"\[Theta]c", "\[Rule]", "0.10883474635158481`"}], ",", - RowBox[{"\[Theta]i", "\[Rule]", "0.1087637311720366`"}], ",", - RowBox[{"\[Delta]\[Theta]", "\[Rule]", - RowBox[{"-", "0.03027802286883688`"}]}], ",", - RowBox[{"\[ScriptCapitalF]1", "\[Rule]", - RowBox[{"-", "2.395987125603358`*^-7"}]}], ",", - RowBox[{ - RowBox[{"gC", "[", "1", "]"}], "\[Rule]", "0.010188811377372375`"}]}], - "}"}]], "Output", - CellChangeTimes->{{3.8171270996292067`*^9, 3.817127105556841*^9}, { - 3.817127204285718*^9, 3.817127264091604*^9}, 3.817127314951366*^9, - 3.8171274144813757`*^9, {3.817127496044944*^9, 3.817127500612631*^9}, - 3.817127572469696*^9, {3.817127822124675*^9, 3.817127849973984*^9}, { - 3.817127889203796*^9, 3.817127946658205*^9}, 3.817197028103486*^9, { - 3.817197066173236*^9, 3.817197105829151*^9}, 3.817197840657063*^9, { - 3.8171978941536694`*^9, 3.8171979070770073`*^9}, {3.817198605563414*^9, - 3.817198663128005*^9}, 3.817198745965067*^9, {3.817198871986658*^9, - 3.8171989082517653`*^9}, 3.817198993524138*^9, {3.817199036402801*^9, - 3.81719915472499*^9}, {3.817199214650189*^9, 3.81719924238663*^9}, - 3.81719949964295*^9, {3.8171995521181307`*^9, 3.817199606127068*^9}, { - 3.817199653014206*^9, 3.817199715660084*^9}, {3.8171998628734703`*^9, - 3.81719988217598*^9}, {3.817199923819672*^9, 3.817200047007765*^9}, { - 3.8172001378170567`*^9, 3.8172001643989763`*^9}, {3.817200217372025*^9, - 3.8172003472950993`*^9}, {3.8172004167155123`*^9, 3.817200455504426*^9}, { - 3.81720316131075*^9, 3.817203174094232*^9}, {3.817203897725556*^9, - 3.817203945272635*^9}, {3.817204011992119*^9, 3.817204121995092*^9}, { - 3.817204163591261*^9, 3.8172042070966673`*^9}, {3.817204240782833*^9, - 3.817204274807415*^9}, {3.8172043955128317`*^9, 3.8172044503395233`*^9}, { - 3.8172047031255627`*^9, 3.817204709501192*^9}, {3.817205004979569*^9, - 3.817205059570442*^9}, {3.817205106897121*^9, 3.817205134762471*^9}, - 3.817210054018056*^9, {3.817210124483952*^9, 3.8172101408168087`*^9}, { - 3.817211385711073*^9, 3.817211461402006*^9}, {3.817211675688643*^9, - 3.8172117217755623`*^9}, {3.817211753410542*^9, 3.817211833201375*^9}, { - 3.8172120745520897`*^9, 3.817212091409594*^9}, {3.817212211123355*^9, - 3.8172122275095043`*^9}, {3.8172122698902597`*^9, 3.817212283156934*^9}, - 3.8172123869969254`*^9, {3.817212477265932*^9, 3.817212505367959*^9}, { - 3.817213142038204*^9, 3.817213156396003*^9}, {3.81721399823987*^9, - 3.81721406485555*^9}, {3.817214510874466*^9, 3.817214540922349*^9}, { - 3.817219147826261*^9, 3.81721916839528*^9}, {3.817219202321391*^9, - 3.81721926178716*^9}, 3.817219819433941*^9, {3.8172203499673634`*^9, - 3.817220388880389*^9}, {3.817220428714097*^9, 3.8172204420687723`*^9}, { - 3.817220475912451*^9, 3.817220600722657*^9}, {3.8172207994737062`*^9, - 3.817220837753346*^9}, 3.817220869735447*^9, 3.817221490855907*^9, { - 3.8172673879327583`*^9, 3.8172674061020613`*^9}, {3.8172677896248503`*^9, - 3.8172678294150743`*^9}, {3.81726803150861*^9, 3.817268040027916*^9}, - 3.817268349512271*^9, {3.817268405281534*^9, 3.817268494757325*^9}, { - 3.817269089883569*^9, 3.817269131142281*^9}, {3.817269950143134*^9, - 3.8172699532985477`*^9}, {3.8172700248676157`*^9, 3.8172700504906073`*^9}, - 3.817270188031938*^9, 3.817270369694803*^9, 3.817270443551853*^9, - 3.8172704748305483`*^9, {3.817270580860221*^9, 3.8172706056496277`*^9}, - 3.817270683974093*^9, 3.817270741457181*^9, 3.8172707866388893`*^9, { - 3.8172718454749317`*^9, 3.8172719104007607`*^9}, 3.8172730225617037`*^9, - 3.8172730866934967`*^9, {3.817275939131167*^9, 3.81727595078214*^9}}, - CellLabel-> - "(WOPR) Out[497]=",ExpressionUUID->"3b7bac7f-12db-4bb2-8d83-0f02d8f19997"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"GraphicsRow", "[", - RowBox[{"{", "\[IndentingNewLine]", - RowBox[{ - RowBox[{"Plot", "[", - RowBox[{ - RowBox[{"Evaluate", "[", RowBox[{ RowBox[{ RowBox[{ - RowBox[{ - RowBox[{"R\[ScriptCapitalF]", "[", "\[Theta]", "]"}], "/.", - RowBox[{"\[ScriptCapitalF]sol", "[", - RowBox[{"[", "1", "]"}], "]"}]}], "/.", RowBox[{"{", - RowBox[{"B", "->", - RowBox[{"eqB", "[", "n3", "]"}]}], "}"}]}], "/.", "s3"}], "/.", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "1"}]}], "]"}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", - RowBox[{"-", "1.4"}], ",", "1.4"}], "}"}]}], "]"}], ",", - "\[IndentingNewLine]", - RowBox[{"Plot", "[", - RowBox[{ - RowBox[{"Evaluate", "[", - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"g", "[", "n3", "]"}], "[", "\[Theta]", "]"}], "/.", - RowBox[{"{", - RowBox[{"B", "->", - RowBox[{"eqB", "[", "n3", "]"}]}], "}"}]}], "/.", "s3"}], "/.", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "1"}]}], "]"}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", - RowBox[{"-", "1.4"}], ",", "1.4"}], "}"}]}], "]"}]}], - "\[IndentingNewLine]", "}"}], "]"}]], "Input", - CellChangeTimes->{{3.817270250152678*^9, 3.817270266945251*^9}, { - 3.817270389641168*^9, 3.817270412114234*^9}}, - CellLabel-> - "(WOPR) In[241]:=",ExpressionUUID->"e1346f99-b8a8-49f2-9bab-d7d94b52e5d3"], - -Cell[BoxData[ - GraphicsBox[{{}, {InsetBox[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], - Opacity[1.], LineBox[CompressedData[" -1:eJwV03k4lP0eBvA5QpbpULydiqRIIiNLOFRfsmSJapIUSdKkeCNFUjQhUikS -ydJgsr/IMssjPA1SUVRG1hSdyBKRrW063/6Ya67Pdd/375l5npnVXv70o2IU -CiUVX3/eM2/J7WMwZknz+mVXV7XVky2Hd7zr95olKQLK0Vep9eSPjbHHDh6a -JZk2E9cKvepJl1axEGdXzNvsv7+eqiMXUWdTttlj7n1BXKRYR4Ze7u1WoeF5 -6panmjwfkc4hBR4dMzMk07KzwV2niozYPjhIn5ohKfnPrV81EmTpUjX/lnH0 -otTzKZ4EKcNJv/h4CPtcq+RVSXxSMHkzs6ILXXQyRlGMR9J8gwdu1qDHlf5d -NVpBLvSwZNhexv3fGlKyoiJyaaffxpBL6F6R+ROjIlKDnvw9Lww96524O6CQ -tLIZvrEwGP3Ozvr1x3ySSbvJa2Sg59/siO/OIedF3VLWtug1ntpNb1jkJ1Zg -kYUs2tvI15IXQc4tTw86tRAdZbl8UJxJSt5+DFkL0Hzuq99FoaT6lWVCys9p -kvKSmmIpEUB6BtT+JMfQmSt0l7zaA53mMk5bW9Dxdx4InkXD0/6sL6YJ6Nm9 -PdKu92D60Effoji0eI5PkDcLVvdpDildRbNfJmcYZ0Jod+nbnxHoMjPnT5AF -2m01TbVn0LSBUaYNG240dN3f5or+312qoXYeVG1bqVrhjA68rD3FzoOhR55p -arvR1sUebUr5YF4zlCBuj45JdfwpVQBTnJnwRjP01QTp9s5C2Ju3eL/9KrRL -U4iYUwlErN0rrFJCr9RnZPBLoISdslN7Gdq1t2PnmlKQzFxlQ12M3kqsnZ8q -BX6KjkGLGLpae2FmwwNQvmq3iD74laT4VfPOWZWDrVTclboBdLnvJnpgOQRF -v1xg8O4ryeRl8EtZ5dASse+7QidaRfXb3Hw5XDx/dKj9GfYtVc0f5FTAgN8l -wf5i9MbEGPpQJdRprFXpLcC+hmBPFJUD7PdPQz1y0aKFDiZ6HPB2ljc8wsL+ -GcV/1M9xYNCMleuXgHm1SRhlARcaZ7YtmIjDXHr1pKE6F/JKBw+duooOWOww -ZMUFHzXa8uBI9NTOgPooLozI1Fy7GIROv+tmJ+JCU4Pnp38F4nmnGYPuSjwo -Che3jjqJNjmfP2zMA78pB9GVY2jFI65+/jwY7+oOuLUf91TDbPFOHrQkhr9Q -dPnTt9d9+YUHpY5rtO7QMW9Va5aT5kOA4PiHNAd0T0HgJ2M+TObP783Zgv3g -xK7RG3x47ZVevs4U82c+VlZsPpQrm8sVGmHerScly+NDYHzM0xJd9OKW+Pe9 -fKDba6/V24DOWt70eZwPBuKtlyo00QM61gwKAdNnl5rxV6MDHZuTVhMg1Ku6 -Y6qCNjhr6KBHAGf04HT1CvTBmDQfcwKCD+UUCxTw+l1Zog53AlyW28lYyaND -wsw1TxBg3DbGaKSi1UjZt8EEzNsYqjZL4L6Ylhtwg4BOSucFRzF0XFmm410C -iKrzXa2iKZK5aeX5a2wCUs+sMqL/QHeYbltfTEAorf6WcG4K74fq77VcAg58 -Yky4TKM1V/KYtQSYZcvs6PqC/eJ7viaNBCi7l+S7fUYbq6zY8YKAn3/RJfqG -sZ8iWV3VRkBv68xhz0H0dJpNZBcBNbF3awcG0J4Dhff7CLhnuUXp6Dvcp0e2 -r/xAQPiv92eHejCXqCz5PEiABy9KeLwTfXHpCoURAuCUpt6YEH2fNXt9jABV -7edxJ1/9+fxnVQ6ME0D56D/y5QXaq5dxboKAOjtK7Lom9LJf1FF0VEn8Oo9G -NLFDKw5to7C68XYdnvdbsMED91IhZd7NtehUQag7nt/Ua7FA7CH2GwcDo4cJ -uG7xOsuEh/mbZ77dHwlwyvUy96/4c72GCpd+AuRkv/bllKKtK+K/9RDw0j8y -rLcI/YsDgnYCbgkVlBXycR87Ol3UQoDzf+9X2d1HR2/o4eH9XHrPcD8zE/un -6hQ+1ODzE3s8x01HDytxtSvxeR3bm/w5Bd0Q1nqzgAAVveC2Awm45xYdy04g -4H2SZGBCHNrWtHlHFAHZ35Pln8Zi3451UgZ/HxoNPMdNEZg/EtVwXQj4pGk7 -5huO9t85kWlNQGFc59XsUPRauxNJBgTo7Pv2RO407vcZchKpBIw/jGXY+KP1 -j2WkzPHhgeoKiTBftPkjUUY/HwxHTLeNHMH9+o5KVjkfNoddqG5wRvdLzOrZ -8kHUT3X7sQutovufcS0+PLLJ+KbniJ6kziVS+WAlX2vEssbz2raviX/OA8kg -p/Z2C8zbnF68K+TB066+09StmB8On5a9wgMH9u8H54zQKo6+o1t5QJWK3/lA -H/skQb+zDP//fqrjgzT0w/gP8pNcoBtZaDuvw76s4Kv7PS4ceBaRQ1uGebYV -vX+YA8o0Baujimg3/eZIggN9t9gDafLoYCPnlzEc8HJvWCUtjfvCoH66KgeO -T0ikfvg2SVJyfU96mVeClnOyyYrZSZJ5/azEQ/FKGONrdOyaQoevl735pAIC -IrYr1o6gazax42wrIOSv2BspPbgfEzdZYlwO+8IN+uQ60RTZXLevZWA09FYn -Roj9H5tZSiVlMMPXfxH0Ak3UXHunUgaB7r2ye0jsz+6Tke4qhd2Po92aHqLX -TK9RMy6FjTS9Igs++n20aXJCCUz8vmy/sQwdrqClZVYMfmzd2EVs9D83/6Z5 -FIIDtbszioVuyhVuTi8AraAozZ9paK9oN0F7PgzbdD0ZuY2eYVonmeYBYyRC -8mk0OjWyJrWRDdZ7dFwgEj0gr3+3JxvUqztyuBfRIqfAyJEs+BC3wTonBF3b -vH1imAWeem8iI06g1b14w953AFKZbd8YaGGr66/lSaCyQFvt1BG0spauXPUt -eCu8WHfIHc0/kpx26RpUb9Fa0uGK1tQ3HNwaDem5wsNOe9G2PvlXHjNBc5dV -R5vTn+9fUm2xxwf+D/QiEqQ= - "]], LineBox[CompressedData[" -1:eJwV2Hc81A8YB/ArhSjJKKOMhpESRUV0R1IhpZQtoUEqeyRbsrKSvVeUlWTF -PWe7+yK7FEVD9uhHoeL39E+93q/PM77zukvU/O6Fa2tJJJIU/vHv75JVJXO/ -U3NA8taK+el8G94KdpMFKGiK0qelvIegC/c9f8midX8uV35JgkMS4u13pNGP -NQtaXNKAK7Jzx8hedDLr44c2GdBpLlbTswstFiH8cWcOFBMdG7VE0B/DC4u+ -PYUIOXfj+u3oxf9OGcfngTZzx+8XvOgQAenyvnyQvntPU5ILLS+/nt28EDa9 -252YxoGW6/l7f7gIWvPcFMNZ5sD7c/tA1ZUXcObsLjebpVnwDot98ZupFNiu -VrHFLaBHh/eEFJUCw1EnqX5uFkgVMfnpl1+BVpIXCIyjr994ph5XBtoTH9bT -32O9btmGsukK2LxqHzvfh3ll1OiYeyV0cLFJinRj7uBZzsJcBTqKR7VcCLS/ -1xP3La9BNyg6ak81mirkfoi1BniSpXbrVKBXf4aVedVAb3Hdq/ulOM9LsmNi -vgYuv5t9152PeZPhlvJ3VDAQPyvsmzwLtH2Smp0naGDauD7/oyfmddH+ts21 -INyfpMzmjjn3u2cn52thaPLQG3mXWaB8i1I2EamDqzzmP0LvYh4RNGnpXAeW -FtSjx8zQ69fvVReoh90ulxjXjbH+8gotVaUevgVPGkXpo73mzxnerIfrJQJe -Y+fx+AIFt62+rAerNS6NsSrYn8GXbajWAHt5OfTqldENwQc4bzTAuET26LQC -1suaxisHNYDN+W529YN4vK7Xuja0NsCd1AMX5ndivW0tJVezERyVRz+eX4f5 -cvdlQq4JxkI/6YSRMO+5ZO13rgleVxQExS7NAKXKmfWtVROE/Qy+9Gh8BmiZ -OW2Xk5tAzv7klGvrDHhrUL5+Wm0CoS1y3f81oMWSlhO3NQNL8c7KOzXYj20r -0s3wfmrV37JwBkjc19mrjZvB26pq+/kI9IzKHoXSZrBmzVtLBGK/LBOHBr0Z -Lj6NHT3pg/3P7oWzfWwGsW+Opcfssd7yuGsKcwu0mh3QEtfF+nQl9/26LbBN -P8t9ZRse35uPF14NtwDpV9RVN06s137dJfOjBcaf+JyaZ8WcWUPOei0dqrtN -uceXpoFUrZbGv5MO5uf4n/d+QHecuOdlSgetaZbI8z3TQMl95LViQwf5Rz+d -iVZ0+g1+FXc6sBLdqrU100AjnJ9xx9KhUD3sfX4q9t8PYCa10iHu232aeBzW -6xsGFbyjg4//rZyMCHTQaMKub3TQrTttH+czDd5HRspv/aXDsjITm78Fzkvt -uOcuxQB1eVcFI3Gc1/lWY7MnA6wHEnz0RP7N52D5FsCAML8a+kV+nBce9yIy -nAFvO9caarFjv2agpl0aA27eeXRPeWYKaFZnsi7SGBDKW1ynMDoF3oNeU+PN -DCiu7mI7PIx56oZlozcMWGLjS5TuRocrlLQOMiD4acZr4fIpIKXXVswtMqBQ -u5Fpe/EUUDrmlc1WGdC18F2TLw/rVU9ufb6eAEG1/QOciWjKy4W+LQTkD5X/ -WeOF/bVBL8MlCOh4+F5txQX383JsH9tPwLz039BlW8zvZEuJHiJA2UN1x3/m -OD+EyVBamYB2/jblr+qYt6l6NJwj4Adt5sEQGfOu0QIBXQK23uRqHziK5n2Y -raNPwJUyPdPevbifN2XC3IwAf5N7OZ27MP90oVLZkoDcdcnTbdvROR5ayzcI -mL3w2bOJA+ud1ar47xLAs7yuuY4Fc6KJw8OegKPp4puBhMc7ErG93okAnxmb -1PIfk0DR6Dm/6E4AV+gvyO2bxPeZ5LjpIQGHDwmwZr9B/+CfCQ0iwPC90vn0 -FqwvyJ2aDSEgU8J3KL4KcwmDczciCGh5kyUR8xI9oiB0L4qASedm26h8tOeW -0/bRBMg1blwTkoKOv+zJHUeAvs2BMw9jcd7ZSz+q4wm4z30h0i8CzWQXoZVI -QFqVY79X0CSQTh0KqUsioOFqrOh9X8xP5fEIpxAwylpl5eo+Cd6J10zNUwnY -WDzwwtER56/6xIemESCjt7pkexvrWdJ/JqcTcGlFVPX2daxvnMmOySBA6fcO -ji5TnO/hlxmYScDuRf73h/Ww/gKN0zSLAPYF3pzEc5gf0ZLclo33a26LPek0 -uvWQRCm6f3rT8WsUdOHkKfkcAmgTG9gYR9EFenUJ6Kej6/ukZXHfQl3HV3TY -tzUZjyVxvvLkc+6nBDh9/nt7URTru9aGiqONPy0pmAhgXpyXK4I+MbCwvo4L -z8dn6egq9u/tn+sUY8f6BF+HevSWvqnkECacP6oddhu92DVmNft7Arw/fqH+ -xeP79Oab/KX5CSBpqSk6optah9dUTaKVfsh14vkV0AfbhL5NAKV89jMPOrqp -P95vEPvDGl3IeD3c63uvjfZi/TZ3MR28Xua0Ttmz7egP6aIaeD3P1LT9fdGE -Vr+QuPff9a6i07fCBNA0pBt/4P1ZeVl7dagIc8lnU4p4/74V1+w/mYv5gObZ -1wkEtBZULuWl4f7/hIV34/1PePoi0iES92fF9BU9weczq8DkXRDWqzXydz8m -4GZ6nqSyL9YfUgn+FEnAkcT0WmYHrLfPzyt9RIBQXPKjW7fQfZ9KPPD5ZH4S -b9BhgfsNJpJl8PntCYuci9fFnFpL1/UnwNbXR3T/YbREkVyiGwF6Xh5TkdI4 -XySXvcKZgOP33Sp/iqFXpAVpDvh8Odvp0Lbh8TRbBEbdxvfP6qrPxaVxoF3L -ZDmJ72f4dZOzFXPjQDGu20IzJsDZwoB/xzg6JTVa3IAANROdFyPv0QtOKdU6 -BAydVxl2qx4Hkrv2yFpVAviPiqqkeY2D9/vNViLCBCgq69wNcMX6jd9vNgjg -86Hqk2xjh/WRUsYGW/H90BpeOmqB9W3aIZc3ESBxNb2kUx0dq7Q+fZkBh4NF -dzNxYP85pqhHXQzQHRBluZ40BjQTfiYnVwY4D+vIaz0ZA4p1zTUrewbEjfhY -HAzDPOpjn44NAz7MDsOK1xh+v9ivvHqFAebrM1xjLbDeXNCzXZ0BdtI7x1v2 -otmzPHS48PPbe2ebVOUoePuO/HJJpwPfXy6qfAk60ohxLIEOGW5MReTno0D5 -4/PoZxQdyuy/RlxMHgVS1cm9Ov50+GiZo+vug/X13TFJ1+mw/8zeAcYZdMnD -0gRJOrRuOThh9f470Ga9FjPyWoA9U2VD7u8RfP9WknifNIPS4bJjJ/m+AU0s -a1PyYgMIv9v3W/HSFyA5rDllZlAHZeOLxTo2w+Dtcd1Ud5QKzwob95fwfQLv -Ui/LXr1K0MxO5raP/wDeT6r/KNwqhUseIiMO7W+BNJud/ZZUBHX2T7vE1HqA -tHXj9mcdOSCkuDGnXQ49Jan8oCgH3NbYuTnvQbuWkJ3CckAmQlGkiRkdmcoV -rZUDyQVtt6/Ru4F0tpWznZ4NrqP/sWZpo53ELyi1ZMF+UwpZ1KALSAHwXr03 -A+LO9D8XvNMBpIN5y4csU6BhlbqO/Qp6Zar9x/4UmHmVZbJ8Dn1HU+vjr2RQ -32m7uV8WzSXqeSw0GcYXNo3sm3gDJBlZE87yJMjUt3LcudwOpD876DK8ibBV -SCRyE18bzls7VfhfLNwOnlCdXGrF7w+MVKH6WGj4WTbP+IDm1K2qjooFhzdn -9QNT0VRFQ/+DsdDh7S7MJI6m0J+pOsZA0Je+gkV5AkhHUwICSE/gT+4jxpeL -dDyexpdeSlFw/LDk+pYjaM6g5CKeKLzPDeR8QTS1/fCGqUhY//F3qeMX/J7T -dz9RISUSOLitU9c7oK0Vd0esjQQRD3VH8ahmIBn/CTqSEw4ndVZ33OpoBJK+ -x5Y34iEQ+DFB/1wpWmZv6uvPwcC4dfjxoTh0qVzi3+Rg0A64zfrnClopUsCX -Nxj0X3/4ETrTgL9HlvrCWIPAek9FcyEH2pGxrmElAMKWbO1+aNUBqUW4dUXK -DwYG7V67SqMrXuzpmPQFyTr79aub0dtT/mMp9IWGYMd49u5aIL17LfVc1heW -BV1rdxugJc7U1ir7wI3jXlv0rtGAlKvyyK3LE0p3ehsNqqOPdostmXnCWhaf -bAsJdMuOoFOzHqCIZz/UB/j7RZpPZ4sHPK3dWM/1hYrzVK8LmLiDN7Oghcvv -atz3/ViyoCsIvtn+y4+KPm28bWu5C5TFCoVE+KBJWRZXLrrApMTOl3ks6DSJ -FxZhzmCgKck0wP0a91k3ynM4wcGII5mUfZVAutmvwSNvD1/5db9sMHmFz79m -dw7FGi7t/hkouhst0pH9/pUVNEnHSStMlAJpqPGh5z4ryDsx4HbTDU0Jnd4q -dBPu3LbkbH7yEu/3g2uPuK7DEs1R2b/9Be4PGcqlmIM1sfVL4hO09/Cz8dar -MNBbEfjSGF2sdDDF8CpQx/90fx4vxnqbd4b3zMCP54G1CguadlDCMMYEBDv2 -HvjrlY+eToy01IOVr3fu7ePI/1cvbP78MgwtlTQaJT3H45l/y7dwCXJ2HTOu -qniG9SI+CpG6IOOiGeQyl4vX5yhNc1IHv/+E9+R4odOe/tHR0IGFtG7hvk1o -M5YI8vPzUMUwKpPb+xTrn/hkTGjDSSGbL3Pm2TjfIy7LSAMkDhVLi85loWtC -96ufAbbT827nvdC0+F0PD5+GDrv7nEWJmWih7QUS6mDYGKps05OO5pdgXFAF -pfcdgYnmaNJTyY+3VEB4hqeHMZuG88ChIZgCX/mSrSU3oUlXFLeUKsPgO8MD -bSFJaJ0To/ePQM7M3I6s/MR//QpXuA+DLXPQRve2BLy+m603vJKDtXLlYxKb -4zFfF7nIfxAIDe13qwfiMB/adHxQBqKvfmvqOx+L+buMu3oHQCycO8s/6gk6 -nRLVsxdmsp9FGb2MRgO5rlQCKqpVfA72PEbzJxs/FwON8bumQ7xR6OwtXR92 -AvcalrPlhyPRwlMFvKIwsC3lWJheBLrKdIIQgo/BcbKuBx+hd3tGP+YD24om -DjHHEPR5g6IqXlg7Mj/R/SoIneKbxcEN0dy76D6/Hv6zn2M4J4ir6OQcUAhA -51aS722EyjtefoP3/NHR7NoHWEEzqcAspNoXPdvPc3wdDNI/KCuseP97H2ai -c0jwaZr7cLuXJ5rCntK5TF2nYTsryeSONnvwcMMCVSK79dmDABe093T72AxV -iyR5bXiDIzqt1UP8O9XW6IGw8iNbNO2NYtwnquTt+peyotZoEWfTom6q/a77 -EmPiFv/y4U6JRqrzSytFFRP9f/N0bXe8oHJSyk6Z9aqhST27WYKocomJT1jI -+8hoSj9Jj9rLrLrB/p7OPwcnJKdT1RI6hJluX/nnBxS3amp/zAFBRtF1NC0u -v6CNGjHknMOVd/tfrq5m0k/dzfspbr+OPXroF6H/hUqq8v3Y2eb0r/7sd6sJ -6gdTsd3OGm7/ctUl2x/UMiaGlUDzffTRAaehX9QzPWV6n0S90XxGN5lWqOU5 -gfdkh3zQA7XfbdbCHjfDZL8UPzTn7x5ZZojS3EfrNX6A3rfN/TwbkIRWPosL -PkSLqPa3cMBAXbpEa2zwv+PbZGLBAxpPHDSFLoei1c13iG2Dihsn79jyhKGj -q8t5BUAjYN4guCUCrbGpWlkEfO6a3Hr5NBJ927p9URQq9JvuDwREoZ96azF2 -wR6puFTpk9HoUybBxeJgzLPmhd7uJ+huwzONkhD116rOmykG3eJlPyuFv4uP -feuqjSWTvI9SSSdlYMDx016X44nob05rr8lDZfaO2nCZJKzv2Fnz/TDE9Bnp -5e5MRldz5rgchXNH3/n1M6di/UnZNXAMhj1uTiffSCeTKInFo04qcD7mocKz -ITRtm//SLVWgFub4lxlkYP+vjtSbJyDh01eBN5qZmDt9e+50EnRVrp4iyWRj -/xOW1x/PQJ2Bd9TGPDTtBNhu0AQZ+9RBvp056JSvlYpasClz0EGW5ynOe6y7 -/oU2NK0zTDNfzCWTRHSOKf3UAYWWC0sNtHys/7By4o0e5A7ZqXUqFOD8t6Hi -8fqwdSkifLAELXJX+sJ1A/gh+WbPz6xCPJ+x7+5sRtDXuCfvsVox5vVPBe+Z -Qrh4Rm+DRAnOayuQ/m0OTS9lf2tcQ3snV2nds4AVcq1IZzrabCZ+428LsNEf -ujUo8BL3nda1W3MNTgcJrf25sZRMiog9TojegLUTCdLic6/w+BvbMotvgYV8 -sGqGZBmZNHte7iHZBhq83C7vMEd7D6b3vLGBAB59T+5udLE3X8H8bWA7ztu+ -WlpOJnUcCswVtwWuyPDb71wryaRRswe7s+xB9Ih/fhCpBvdZTjLtdgVfHwfa -OgV0sVD5go8rfCbMe7zs0O9yLiYMuUKWmcofp89omZsvfqe6gUTwiqZ5AxX7 -K2u3i7tD3J1qpx1qNDw/YVrjZU9Iqz3M+5OljkyKcwgLSfaFxs308EgxtKvZ -dc8BXxg3MWLbfxKtpJ/wTtAP5Je9Vi180awdvXWJfsA4SB/r/IM21uuwSfOH -/zKNqAVz9WRSaKQwa00AqAd437j2oRHnx7gOqYbArR6uz6RlNKuUSXJYCETs -zDZO4mvC8203g/ch8IFK1+m+hO5pczroGAq2v7iUVDrQoa8yu54/goSb2Zw7 -GpvJJO2bQfNbI2BKg1HZU0gnk/ioK7eoUWD/2lByuBVtY2lVORYFP6Um4qbG -0Y5plMO8+Dm/aaMrsziDTLJ/x0K1eQxcb84ePpqKDlyoWicUDUcvdpYkhhN4 -v0rDLYOegL/Ru+fmtm1k0nXLQn6/OOA4/J/2YlwHmbQ9ic9/NQU+mFys+52D -Dk0Njz+YCrkPXsqvlqLT8m16r6WCSq/DduZOtOE1cVprKjg6zo9xb+gkk0zX -iMpop8GHkgX/A27/fOD3FdF0yD2wWHXdoItMmmYsdeD35xOSf8V6+XvIpJD/ -fjs45cDmY8ZctiNvyaTPH/veHisC1wPlXwzsP5BJn+QsJA+XQufdPl3zyY9k -krljddK2SjC7kW3DYzBMJpXSIjULqSAeOCiaKviFTDFxzt+9tg4UjtKGWNd9 -I3sr0HhkPjRAQn8al0DrCNlbu8D09+VmqPj6NHpr9wiZ9GCj316zZuidKdzK -/X6ETGv5Yqlr1QyczDUCG0exXverTJx7Mzw42L9zhek7mdS2N+ZjajPYhmw5 -9PkY2tih1uh7M6gr+1589vw7mXJry6MauxawPB3Um1OCvnl1WOpeC/hcjNDL -rPxO9uYpu/DYtwWqrVKMkpq/k2kcTy+efdwCsjFVFmFfMC8YU7IpbYHtMz8c -7AVHyZSo1IHTCy3wX5pFtGLIKD5P+vZcdnTQvhwZ1R41SqbVqeVIuNEhlx0i -zBOwfmifq5wPHUydBR4F52HufSR1XyQdWjQ7H7xvxnzZ+HFSMR2Sfh53ubdu -jExjvXjtxhQdfj63ceLYOEb2/i6wrm2eDjpXExwyuDHvO9cr9ocOzK0Ldxk7 -MZftLSxjY4Btev5NARXMT/BHq4kz4KSWgGGVxxiZom+vwWTKgLQ1p/W1H4yR -SQGPHdIsGbBc5nT5cyjmEZzHZG4xoFi08wJbEs7znlEQx9+7Ar8eahpWYX79 -1srdSAZMpy8oLf/E/BnbUd1aBpzW23UsbAUd9us8RzMDMjfqKOxkHieTJOvV -KlsZoO+SL6/BO072du9RG37LgDotC+mEQ+NkypizjvMUA2J/dQgr2mI9d+aB -eF4CyrIYr7VcMGeu1lyLv9/7dBr0rnhi/3kfT2MhArbml4f7h2JeQ6r6IkZA -jFnKansu2lHAXfEI9m+KSxwuwnlvFSmSx7C/KvLIfBn2j8QrspIJ4OV9cJe/ -cZxMEzMzjFEnIJp+65PFMObSfayzugSUOl9zdx5Fn5JVMtEnoGfXlW1BMzhv -IuFVpREB3J4XzhX+xX1ST1fI5gREHVSARf4JMu14hKvnHQJKPh00YhedIFOy -J2zM7QjoCt33a4fEBNnbb0eenCMBW74LHzhxGOtf7XbKdCMgIpE59dEFrGcd -eZHjR0DxadKxNAP03JDS0gMCOhaW+krM0DZMaxQCCdh8forj3Z0JMqlwX65X -KAHSf0eejTvh/MCDagFhBGg/G1L/ex/n6xiHuEUQELaux3NnCOYbPwbtiSag -8EWbgHwUWq/v1+ATAtpNm8tOxaPNZD19YwngqKyatnmK/SoTyuEJOP96abBX -Ie43vi31KxHncxeKRb3C/SUx8RrJBDy6nW5aXo++FG38MpWAfIHEZToD5xlP -m7ekEdDaHB0z0In944taLekETDqGHZx5h/VsyT9KMgjYuDOwfc0QOtta6t// -J+5742PN8x1tENt+KosArfvuzOLT6HN/S+bQNpJOGQoLaFaBogfZBIT23Tmu -9Qf37dsUz5SD+/1uvjdlmiSTNGPVb6FbZcyd7dgmyZREvkfV6MlBIy7/LZhX -hqv8QrOHXCqM4ZvE6xV3VPApAXuPntPIE54ke/dbqUugNb6dHnkthj7Qd1wI -bR2l6tu+H005vfAH+4PJSkLDcjg/tU6pAf09xvhwiBLO2/ZB0AatNn1fW14N -97U8YF7E400/mXz9kybWr31bewO9klTjGXQR699ocL3G8zOaH4w5ZITzc+te -z+H1qNBcKRw0x3yHnw87mjdTqPmhNc5zlRVjxetnv3z8k6w9zjvdees7Xu83 -Old+fXDD/Ectdx7ej315XpsDfLBfqPqjVgoBQaQ0cZkgtMSb0K4kAkb0aOT3 -EbjPw3RQAe/viaIhPf849IhQuG88AWnMa2yl03B+F7dZPj4fhq9U0nyL0MKi -uhmPCSjfaF6xrxznzRbN3I4kgMfSt6OPivuVDRP5w/H54qonSbVjfrKenTOY -ACnrL3y9vTifeVHV8CEBgbVMsl6DOO/9/rt+/gSo2qpd7Z7EnKfL186TgNRm -SzePeexf1O6Tdyfgj9CDSPE/OP/b559vXfB9b2usdWefItOSd9wptSVAUurU -zt170SL/PWs0IyDA94Ziu+wU2bte8MtdYwI+9z+84KowRSat9bqzoEdAUmCL -b+tpdMxmmUhtAjhHznxxvIH9xK6/axQJuK1s/VvoLvpYjqOHHAGM6GBuujPW -n08I6JQmwP8EcWJHANqphnXtLgIW07SyGrOmyBQ18333NhBwadGm+m4++lnO -nuK1+Plw7lEPfykeT85o+evfDLBZaVt3px5ztgyOC/h5OGR07trWz7hv7AOb -bTsDlF/e9aCN4Xz5NUanmhiQwBbxxHoO+y9LTs/WMEC3sqORSpomU6JvbK3M -Z0DL1gtiN4SnyaRnTRmcgQyo+fnCfUpsmuy9wChJ8GRASd+WTgdpdLA234Ij -A5JiOt29lbHfqmwN/1UG3N2q0xlvNE2m/dlVvfkIAyx/FouJWOC8ufY5jn34 -ed7HeT/HGk1+FPRehAGqMR1iL93Q479oPRsYsHXr+futsdhvp7hevZ8O7D+L -Oi+k4j6HHxzxrXQg9W0W78/BfT/q1pcCHcaevOn89gr7DXV0ydl0qOY9J77a -jc7jEki4TQcLXu0uWc4ZMs1mxaL1RwvoLxSIV2ybIXvz52ed/9wCWr2bPI4L -o5u3/BfZ2QKHn7SJa0qjH5pFnC5qATbesx6WWtgfptR/50YLrM7nd41fRLc4 -5TfotsB8z0YJOyOsv9TW06HSAoPRrV0e1jNk0t8NLqyCLVDMoyURG4iOcDj4 -nt4M2fPPPXZEYP++jSvNpc2Q0MPenRk7Q6Z0zlEs8fuHfzThUZyDTrboy3Ro -Bj0ezW56A/afyA0S5muG1Q17yJ6kWbL3Npbm+XNNMLBQVUFaN0umUTY0sB5p -gqrh8wf9WDA/fGVtw44mcKy8vyeQA3OfcQmp8UYYvdnDHrV9lkwJfJYS49kI -Hc1+77KPzpJJGvRtcdENUPCS/4KEEubkmkhHpwYITi0inpFxntRy/KdLDaDm -8oFapI71hESEAW8DVIgdyq7UxXp1ef3MsHpIe/DZrs0WzZPpHHCzDjzsXCfO -OaJL/kqTVerA0ITjWpcL+nEy6xX+OuCRV9R/64lO+rqmubkWAr9GHh8ORXPz -LfRsr4VrHeIVFhG4f3rgiuUsDVSra2RHHuP+nXVcyvU0+PN4bPdEAuYpQWcr -rtPA7oQK+0IumuP567jTANoH3vq75KNfrcwqfqHCPsHbK0tFaB2O34L3qTDy -I25upQznqci6XM+tAcOM2besjZjvT/cJHHsNR8ICdEJa0JeFEyIcXwPPve3E -plas//VnvdHfKmjXOU3l6kZLtZNHWKpAdU1a1vZhrJ+6tHB5pRyOq54ZGP+K -uaVNropVOSj4/eCuHMVc2OlGYkcZyKw/6XdpFnOLnkOTj1/BPvXpql3z6Mg7 -m31nSkHiYeyPuV9YL5j2ul69FIQ3jF8NW0XncSdf+l4CAhqP442Z5vDfo57t -O2RKYGuIUudeljmyt3NMhYfDC+DYFE5p5sDc09hfr7MI/nDKCZOE0Je+Xri/ -Ng8WdQYvt4uihSye8Ik/hf+iAsKS9qBvTIZUKGTDOE//36P70V82eR7Zkw4j -l3zlWWTRPLUXRZaT4XOM1O1eObSa2Dk/v3jo5/McsFNC+5pfN1KLgB4DcR4K -BR2d0fj23EPoSOjQ5FBDi1CmDHd7gGDEV5a9p9Bp9FoWYVv4H1lvI4c= - "]], - LineBox[CompressedData[" -1:eJwV0nk0lAsYx/FBXYXSokhJC5IkVLaWx21RtiZFZU2D0WKZyhJZhsiSaKyp -LMkdlDAYMy/yMupWt0JRxhqSpbRYQ4v7+MNxPuf7e+aM97WW5nnERZRCoaTi -z+xvVtfnAP9Dw0C5EXJycMAFHtu/HLlERVenFTrXuAGZ7q124Cj6dLfkY8nL -ULbmWeoHG/S8t33TFlFQfOr8a44D+lf37YHWWHiYJT+fSUMLY7I1ZOMhW8n9 -0qqzaOeChPT1KZCguuS4lR/a35MxrpIJsWcqYtcHouWurunVuQvR953/HWai -/YrNtCELQtV522Mj0WoVRScNsoGhaSfzNAWduPud5YcccDs/1yzpNlr/4Uxv -VS64FhdcccpAb38ZI5KUBw7bREZn2GgrBi1F6wGY67Ff65WhhzPjkzQL4KAf -db54Odp1f5/oxwLYVz5p+PYRWsamWSWpEHbuNC06/2QYmEltx5heRaBm+D32 -fhPaqc1JWMSBeYHBy/SEuL87J5w+wYE+YuGdJ23YXawtXA2K4d7WzXldPeg4 -iuj7R8WwasPZ2uXD6BrrJ6dLSmDaaco4ewz9uJJz+EsJCDMjG7Qm8fMkXQ27 -lEshST6nw2wGPT8PpBJKYeHC3h+hC0aAwnyrvcGBC0MmF4MWLUbXJ63uuM6F -/yJE56bLjADzQKo0rZILESJrlxArsfdHPx1cVgaUcXv1bxvRYz+mHSrKoFPr -S3HAZtzbr/T/1V0GlR4B+hJaaFVPrwhxHvgN3DJS1kMf+S5zkcqDkbZmR1sj -tKaQM/mGBw1yrv0Dxvh55VN0m2EeFFhNuPuYoz9JddQs5MO5epnLLEvcT5ST -+UZ8MJHKFlE8gb1Vz277KT6oGm+NzLdFh+TI1/nzoVdgkfSUhntfO47+Az4I -ZrpWWtGxR9JhsYAPmTsZWT1nsKd+shUV8sG+LLbwNwN7nISsgQgBO0cVdK55 -oZ97iYTLECCv+bBS7hLuX7xYMqJCwLu8F8+3BmNfN00aGBNQ2mdzuCYUzVpu -Km9NQPz6T+8OXZ19fvbt608TwHD0s2+PQj91sbD2IYCaNq/3zHX0weHAyisE -aLSmnP1xA++nddWpNwiQkt0wHJaIXr5VYekdAp7d2P8n4zbu62+mb+cQwH7V -FLY5Azt9c3hKOQFhEs6SFVnY/5jYatUSQDswyjrInv17snlzXhDwd1io3Ls8 -tLzWxqVvCFhTszjD6SFa4KTrICTgz+9M5eEivK87RevvIKDdQDM/qBT7HZ31 -RT0ElPuS2lJ89IO5Q0QfAb2XvjZHVOC+qcbxxyABC/0VAsVI9Gnb6eAhAvQu -m60LFuD+lKGY1VcCnAIuP51+gl1Judr3GwGxgffdfJ5jt1VjDKL5QS2LR16i -3UTMH6B7gufx3BvQb6WvVeG9VIiu3WDj7PNiWSt9IUAnlC7i0jz7/vg9HZ8I -cLySxO5qxX1RvelQPwHRYY9N7Tpn/9+OcQ/34vsJH/3e3I3+pbhDqouAzqvr -ko9+RAsYY4ptBMyLtNhRP4D3+1aMxbwlQDuK2WUyhJ3HOmhZT4B9dGH4v9/Q -ijK/fJ4REHmtU23PKO4LuTIT1QQUxyxoeDSB3SM48Q0fn9/1nd760+if4X4L -igj4K+6cPPc37mspVTlsAjRv3CI1RUaBedTxRBa+XxvWc+f8OaNA0XLe8YdF -QEHChsJ7ktiNTyZ2+BMgTDxmqSiNbpfvpHkQIJocPnVrCTpKTc78FAHHb37Y -G78C79XH3h/dTwAlLUPI3IAOqcnY8xcBaul1gb/UcP9Qz0V8nA+WGb/XXdLA -LrGkQfcDH/Lu2rp7bsfu95Pf+YgPR9iyog570fY6ujZufAjIMcppMUKnKd9m -HeMDO9fbzMoE7xPi2QaGfJi+35hsZoF2awrvXcyHe4Vxm3acxL0O6979Ah7U -FVU1lNHQmkOs0EQeTHK+eGvTcR99hfXajwdmpabVG93RW/oPN+/hwRhf3Eru -Mrrjm35CXRkYCYKDxpPxXt1r0OIVF+LkBN2Vt9BKt5u/53BB6DFnf1g67mWM -86ZCuHBmZZTkUjb2iMu5ptu4EOMVf1OTiz1fP0AsvhTeqPxTfK4Rza0yp2qX -wMrA/mVbm3HP8VRtESsB58aNftOt2DMWvXrXVAzjwQUQ1YOdxiza4l0Mci28 -l+xh9J0bW1wLOeBw7b++bukxoDyO4NAkiiCnW8okbyl6vrHJG3YhfNelPmTI -ojlZls26hRDS23hxZjVaaH3z1bECyN7VQVHQQF8QqwyLzIdP377JnzBD04L6 -eitywddyGbUuEm10r1T/dCZksXeJWMWgfeSbO55lQN2kS0lbHLpBUeM+mQ5K -aWWyg8nooDNr3HPvwJuPx7vE/kEr0agV9Jug4XvrvH4NOlHS951GHPSmKiZm -T6E1taoWBJ0hFw0dMNr0e/b7vdq6L/s8uWM3Y5JDGQeKo0ffpTgfMr6n2o4U -RzcoKXTsYJKwiabcugxtp+6ediCavFWZXSatjW4yyKrzTiEPv9/Y4n8WrbLn -QUIym1TwWRtx1gOtINe662QO+UlqxXabC2ibbTNPVHPJcIN5LH1/9OcubY+q -PLI8qe/gZBQ6c+/dRWP5pJLZPb533jgwVxwXrHjMISf5q24yBrDb1oy65PLJ -J1QZI8ch7FdsF6nKE2R8n+QY9TuacUDqSAxBbpb5Sd0yiVbxaG4/X07SPFvE -v4pPAGWoas+zvyvJl8rJvuc2TABzv0PZizGSTK28rmy7aQIMp6St/XWqSfrR -8EaTLdgV0vbWXKgmRUK8tqjpotV2i/V9riZ12o/0DxhNQPUyidLIrhpS7KJJ -ktAE7xcQChqrBWTD/D17nx1CK/AM59oJyHO6Whk5x/BeLsL2oFBA6tWpmqfY -YA9do1q6vJb8y2XNz6sO2Okpxy2sasnGn7J5PjTsp7OaFBNrycx46eN0OrpW -LlqxsZb8H4bHvAw= - "]]}, - Annotation[#, "Charting`Private`Tag$738014#1"]& ], {}}, {}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, 0}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->{{0.5, 0.5}, {0.5, 0.5}}, - Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> - None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange->{{-1.4, 1.4}, {-0.21603873670728646`, 0.10131711070161664`}}, - - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}], {159.9449084269849, -97.50736892665735}, - ImageScaled[{0.5, 0.5}], {299.8967033005967, 185.72832176506162}], - InsetBox[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], - Opacity[1.], LineBox[CompressedData[" -1:eJwVl3c81W8bx0UaFJIkoaGsQlOZVylpS1nR+IVSUhkNMpJNhQoNJEKShOzi -ss7iHHvveY51jmMmief7/OX1fn3d97nG5xr3Fst756/z8vDw+PHx8Pz/rzFt -qWWy/iQOCWvq9duMwHjSrHGC9iTaetT86X44DLWWURnyGpPoZrbPekB+GDKk -Dgknq03i2E15TdeWIXAM9aemqk6ixpltm8x0hmDqkbhm7pZJfHtA2LVYaBBm -j+3bXME/iZGGlwuTaQPAM3BvmMuYQKOfysmFcT1QcoInUL58AmtMfAYPX+0B -n9RQ+SvkCQxtjpk3kuqBFc7p1hWFE2hze/Nu+bfdICw42ZnwfQLdLY3fUnZ2 -gczuh3XmLydwQZb6bcnFNugOX+b48sUEkoKn9A/0tULcXIQINXACD/YX5Dvc -bQW5spwz+70m0O91RSbHvwWUTf9QhJ0mMPhKsUI7uQm03N1+lRlNYGyjn942 -p3pY6Fll8ffcBPo0WhgMraqHomPRf3afmUDrw1IK7z/XwVGRQrUYvQmMLHY9 -lNdVC6c+Laa5qE3gaNk93VLzGjCneSWoSEygdIOIs+s0HZzXBQa/bRtHuXs+ -Z/PSSsDUY2+ncPM4shwvFH+RLQE1Voeyf/04Xrq2K4X5phimc/cwHjDG0Vd/ -h722TxE4XmoXvIDjSPH/WaDf/AvsPqkGrv40jsEZoqUCnEw4taq12SdmHI8X -b8/1//sDlB74KMxHjmP54RMsC8EfMHSshTIcNo5Wuwe2z+1OhxvDXsuofuP4 -dHfF30P7v8J/uxu9vWzHsWMPs6DJLBLgvWfdnxvjqEFyvWoi/RZk+HbIOliN -45HTR0W0h8Ogo/5JydVL45huxhchrPECzJ0Vl2ifHcfrLWfC6+WtwAjdPH7v -HkfXrB/xe4PDcK+CfOVdlXFcn0trnj7xBkVf1kgzlcbxxyPtpL0L77DGUq6g -XnYctbT4C83OxeDZZdV/09eNo+5t+bZrlfF44oysi90fLj4zPZPXZZ+KAtfy -Bd5Oc/HCa68umdTvWH7fMKp0nIvr+M2Mcp3S8HTUE5Qc5mLKsKyy2ud0PDvS -xk9r5WLkaMt3w98/0Cgw7NX2X1yUuRy62wlyUSx6xzbDXC5+MrMR9izKxYa0 -kiy3TC5+4Scdq4c8NGnmNtelcJE24BV8TT0fL8qf2eQVzcWh5K3/Hkj8wisk -/pRODy7ue1GT/yUQcVNLlLaAKxcLGgd/dXARu0f3Vu1/xMVc/mbeEzuK8JqY -5cTze1x8LHDKvSy4CK2tCg9q/sfFhO+T8svPFOO2R8blNy5xMbCv4kjN42Ic -CBq1eGXGxUcHpOoHPxfjjQzJJ0PnuHj3VhZjGU8J3lryiPTmMBe/RfLy7Ugq -QaV1Qqal2lx0OWea/qK6BIcVEgY56lwM6q8JPjlbgnbn6gSP7eHi7fOMFS16 -pXg3RvX81FYuHuxpqHdqKcX72oOd55Zy0XT9inPcvjIcet5lGMzDReuVpkwp -XhL+zP0W+ObPGJqYXg0q2kTC4Jkg4xfDY7jv5NrzjhdJuM9Rj+1MH8NUCzIj -nkxCmTX76ibLxpASl8lI7Sbh8rSteXcLxjBHMd9IY46ErexFH+vUMXx1z0a4 -bQcZPW/lS50LHcP4I053bwSS0XbFF96KgDFU3Dc9EhNDxguf3wzqPR1D3fU7 -2dZZZJQbuJ+p6TiG6vZlRhFdZKT/p3pa3mgMX4R/1ctVoWD2ovSeuNNjuEhT -cb13mIIxH1ZJSOuNofyd2pyfFyjo2D7UJ6o2hgnes/3rH1FwvVm868L6Mbx8 -e+rfQi4FeX6/uuYiMoZ9i+9velApOBz+VH9qxRjeOSw5GNlEwV91V9YO/+Fg -vtyZoKwpCloabPja0MbB3sTx3KdKVDzNWf7yXD0HlSuM94kcoOL+FzMPK+gc -JKct/0/vCBVXVNTpFhdwUDWia+qzORVTjwW3psRw0FOrd8TWl4pvB9yK5N9y -8NsSK8apECo+9bmdGBfKwR8FZc/a3lLRqOS449unHFyTqRsu+JWKOtcOmK19 -zMGtXK2mbz+oKM8jpxPsSHy/29TH+4uKc9p8Aj5WHHR2v3WQVkHF/vbxsQUL -Dt4oW2KrVUdFhmt3g4sRB71nPdRvtFLxY15B7D09Dr7wdHDqYVExyCzFf1ib -g+FHPfL3cajo9Pv9netqHFQSjjPTnaLisf3O6hbyHDwXmHI4dJGKtu3vn5pu -5uADuSezLktpGOxdQLuwgYO1lRE7lVbSsKmG1/y0IAcLfBvHutfQcN55e9zx -pRx8m5bAHlxHw82bjw8f/cfGLZcEjuVvoOHNuy8ea4+xUaGzr/HnZho+X5dW -oj7Ixl07Xt1ny9Iw7VetgFoPG+VlTh0YkaNhvdX0+T2tbPy5pqQyS5GGfwQk -IlXq2Kh3wGvozE4aymRo9CnR2UQ+xvZlqtBQ9+LlHfIkNtokH788tIuGN3g8 -nWQL2WjolLias4eGQZ/jfm7KYWN9+MJYyT4app4l8UmlsdF8TPbbTTUa1k6z -Tkl8YaMWhTLadYCGM1ECYWJxbHw08NhYUZ2GG48qt4tEsjEsKfW5ngYND40Y -bFsdxsYZyWy1/Zo0tH7laLfyBRuzl1NmZgkOUA/P5PdjI1Xo792XWjRM6c6Z -X/KEjQm55w4tElzt33p04REbLQJTBI5o03BK5d/zOXs2Dou22l0mWKJxU8PM -LTbqLn+x1IBgbXdd6UlLNoaesLwrQbDltuvXxyzYOLLQrZdP3OdX4f9txIj4 -/sF1+36Ckx2Tp1ln2Gi95GViIGFP5QaGdv8xNvI53LmWS9g/UTTm2w1slM0+ -xS4m/BO/KVrZfpCNT+RMuhMP0lBDeL94y242Smd8rrIh4nE12/RKgxIbB8dO -G/AT8fK5/DixRpaNAkp6E0+IeCYtjeYwpNh46Jb3yWYi3tzzvR5kITYuitlc -3qZKQ7G5pZSS5Wz8nFKotkGZhgdj5YWRh40tGSW8HCUaPh2zi8mZGMVhh654 -dSL/iREhrB8jo3i41uFlOqGPcu0M1bT+UQxeSIgW3EJD0ee/MalxFKm3Ue3m -Rhqq7ZVckVA1ih15y2pvS9DQvFXrXCx1FC/PZn25QOjxk4JX97v8USz+vm5z -rRAN95FWLXn2YRRdwlbdfctDQzM71RP+b0ZxRoB0kD5PRbe15196hxLn/QZP -DM5Ssezamy1uXqN4w+H37jYuFY0XtujeuTGKN6dMfPO6qKj1V1qo9sooPvTa -Jd9G1N+22Q2taqajuNfO4cZAAxUnxtc48hwfxRhfrzXZRP0GDyyJe604igZn -f242y6Yimd6zJH90BJmpxQc2BlDxQGRs8TKnEbx4/miY9hYqyryNfnH79gj2 -7QV9N0kqLgt/d7HaagQNpD73/VhLxfrgl+PvjEaw22DutfAyKtp7Pd2irDaC -YpPhP3yGKZh069rTC3+GUb+l7npxBgU3HNxy+OOTYeTPaFpQOEJBDW3De37O -wxj/SlH/lxYFL+k+jbZzGMa3FaLfL6hR8OPpnj8HrYbxrkB+W4giBRWuxWbU -HBvGA125jkdFKKgWtGUbn9Aw2ovxRNZ2ktEsxPD80LJh3Fo2t6OsmYyPw556 -Vi0O4a9+C++CWjIWfuhpjxwfwlJPcVMqmYx6P2LD9zUMYXQ8Q/HodzIatW9Z -fiNqCPdlzYktPiXjwx7D/afDie+Dtvo+bmR8y3xqtSd4CAubNmuJPSJjG7cH -F54MoWLyoXXGdmS05I9zfmM1hOv8bvFeNSWjg8rWYarSEK78K5+RpUrGV3vP -S3yXHUISuS3sjxIZMw96HQuXGsJDl2TfnpQj46xub9w1oSE0W/HDW0yamG+m -cRZz44N4Yc+tG6cEyRjsuZWxI28Qf4+bn7g6TEKJf6KF+zMGsXRQtCCCScI4 -F77v8HUQr3q8CmzvJWG2Y3/ohehBVGpTDHjdRsJO60Qj16eDyDwj5JnOIOHN -ngg938eD+Gwkc8uVchJOXPZXC3EaRN9iB/IGCgmXmd6U+HR9EO+Tn18vLCKh -8gml9vITg7h6IeJ3YSZxP0mSUa87iPyrH2QMpJPwkK5gYafmIH5Lcv+38TsJ -jTRHYyaUB7F3bJ9XzhcSuimnWkmKDuKnELmerzHE/ckfjLYJDqJqmvHPc9Ek -DJUL0VNZOoipe9oi+CNJGL/JXl53hoUuGh5eMREkpK/ZM3KrlYWXhvfeCg8m -oUnw1nanOhaeObk2+OdzEnYLrGW401lo398oMBFEwim+qdSXhSw8sC9dNdSf -hB6e/TGROSyMp8UM/vYl4Yp/9aEJaSysiZDdaO9DQqmZLMe8OBbu2mAi8Oop -CRMdE61KI1kYq0+q1/Qk4a6xCCNGGAvzWk/tm/EgYf5tf72mFywMSm5SKXYn -4dHBR2o9fix882OGFuVGwkrrm/IjT1h4LaNJINCVhGY9ZhLTzizMKTw54/uY -hHat6nMrbrPQnWLYme5MwhkTpRFRaxZ6KGX0dj8ioWedZLvUZRY6RerEbiZY -4JwgQ86EhVv4fks5PCRhGP1vwS4DFoaDp1ntA2J/OjGaqnGched+bTM5SnAS -qT3m6GEWdq9sWE+5T8I9uozQsxos1HqgEGNO8K/Cgqdme1n4+sNl9oITCY9p -pjpa7mRhsrAFXybB1TkfrOy2s7Cu5nuPC8Hm+0KMHsqw0JcvLOAcwf1pT/Q8 -17PwxJ2h3wcIvqtsrxYkwsL34lqquwie/fKffNhKFnJaSpTVCfaSM5T4wMvC -qNmrE+cJFvx0eGXSXyaqp8a6uhNs9kDQQ3KKiWZ8s28KCY7Xb5h4PspEqeC/ -dmsJe8c3xNgs9jMxaV3gb1eCdUZvtjt0MFFea9W+WYKfFe4x7G9gIv9FT5kA -wv/m0HmSSSUTHc47ZOwg4rXdiqxBIzNx78P54V6CHfeHftdEJpINa0q+EfHF -5ebbUnOYSAncs+85kY9VrbLvNqcxMTVt5qCHC2FfCnv16yQmdkkFlnsT+Uvw -yPHij2XiWMFwTxSR34lzT38/esdEq/GMRzQi/zqyp+yGXzIxyETEZyWhl2ZK -p3GVFxPv3NPpKiX0tP19UvlhVyb+E7sppeNF2GPnCJlOTFxwbE2p8Cbis2aZ -4jtrJl5xnIjZTOjXrK8qWvAyYU9bBZsVQMQn652ohzET+5RMr5cQetcxV563 -PMZE966sT2lEfTzb+du+QYeJbr/Sz5eFEr+/UDSgf4CJccsy/g6/IqHDJ6Oq -nQpMlKMvLHd4Q9w36ho3s5KJXie0n12JJeJdqLf+Fi8Tl+ffCl4RT9z/Uvh5 -29wA1olTJEmJJGza/+lB0cgAinvxhT5IIfT5pPx4EGMAty6V3ZyRS0JTw7CC -edIAutT1xXF+EvfLXtlzr3AAs1p4FbSRhNrU8Y1G3wcwVR/HhIn9337NhjHp -lwPI98T4v6B6Ehb09VqFBg7gR427fUbNxP3ZKc28XgOY4v2WsaudhJ/MD5Ww -HAfQqCjPW6qfhI2fbMLTjQbw8ZuVm4qnSKillq2pJzGA6eo5Vjs2kLFMJFNU -fc0Amvh/fZdK9NdTI+lDOwUGUEdEPA+2ktH847c3YvP96LnO1fIZ8b5wFkiY -7OvqJ+ahjgRZh4xZna+/en3uR343ula2DRlV/B02Fqn141iQSG9PCRmzr92b -+KHaj0qbHp7/TSWjttYd2meFfsQu8/L1VWQ8PX7zUYhkPwZJq9u6tBHvFYv/ -6q4s9KFS88aIX1NkTFQ1ePaP1IfRx7mvdxDzblPzzr8axn04UryknP2WQrxv -lpq8OdOHvz6uTad/pBDzoy1tUq8PUzX++WYmUfD4u8AbKWp9uF358fUPxHvE -0ZxZIy3Rh6zmkaHGZgqWtcck8bT14oqVBxTziXlu2yNqQv6vF4t8p1u0P1Ex -e3g2zdCuB8t/FgZ+LiT251ehlTXWPbj2hvl/NynEPqqhMGp4uQdva1raKFTT -0DPQVP782R4UW+FyL6GHhicVsqPP7+rBh1X1eiFLy7HzulPQhaluXJ+6THDJ -yXJc1sO2MnbrRjfYc82kthxzA3yfNtzvRhFJP4fM1nK8vUs6xvhON37eZcK/ -uq8cq5+cbjW+0o2ua8O2fZssx/cyX8+ZHOpGycNdhxLEKlDl0k1t06XduGzF -7k3GxhWYnEpSzpDowpbjC3651RXoI3RZOUugC83sZeJimyrw6t2pnbnznXj/ -4voNXp0VKKYiu7OwuxPVr2t+VRitQI9vnkrlSZ24rarbbOVyOp5P0ZTvPdiJ -4f/42nk06bhzVZ3cgFInMpatrDp/mI7L7WzlBqU60d1a8tZ7fTr+2vFuO4en -E/3Ws+QFjOgo93VGdo7agY3uNiM37eg49yV9s+jFDmzXHkheFUnH+pUnNq87 -1YF8vgVFKR/p+P1W9yYJ7Q4M2fu841AiHa0VhTfJbOnA+qPSlKPpdKxMspNW -GmrHXWe/ReWS6Rj3WV5S16Uda2SjsjTG6Oi2HDfo3W7H0i3Ob4Wn6GhqY7Lh -+OV27Cvw/tM4S8dV8r4SZw+34zC/ZZMWLwMfJvaKm69sx9bn9+wtxRh4KiF6 -reO7NvyX2NnFo8bAlDSW5LEgguV3e+lrMHDVr91bJV3b8FsfBrvpMJBeS9pV -cqkN6ZuPPkw/xsDTPJwzopvbcO6q1oMjJsR5wYPGTJE2VNXPvzJ3kTi/3utS -/pI2JDlVNHy4zECGsvhty75WvPRSZ0maNQPPWugEZCS2oobqyRtcBwam3ggI -8XvTim0/VetFHjBQyLE2wjygFaX4RuelnRlYGXAjgde2FfXDgyUW3BmoEpaW -0mjeiqGY2lztycDgmLkfyada0e37Bk6INwMNsoNLziu3YnKjYFZtAAPTiptp -cjKtKPhww36TZwwUYWytmRNqxSNTHp9JLxhY3ZfdFcdtQYOBnbw3XzHw3Jqu -+YkfLVi8wYKb8544L6W4lBLfgtmbjlu9jSLOKzgJRoa34IJ9hID1B+K8znLJ -I49aMEnp2ftfsQzcddJwy/qbLegok2t84hMDQ40jFUbMWjD+x4XhongGGtqp -Hnit0YLwqfSY/WcGZjxy0bHZ0YKP17n1fk5ioKh3qZ6mVAuWh91epH1hoGPw -6jPCq1uQaj7h35jMwNp3pkZ9/5pxmhV1g/GVgXsSYi1yOM14afM2v9QUBr5K -G7F81tWMVJs7NS7fGDjxc7/t1epmjC8I2quaysDzlCcOe4ub8VZz/ptKgjNq -ac7LM5ox49CtIdPvxO93rvVsi2vG7tsqYhUEOw5d9v/+uhkfNlbxKaQxsG7q -c7C3TzOypA/F3yV4H89EuOmDZlSUjOn5QHCYoFb0jhvNWDmjnpRL8JS4X/yi -STNWnXrW/5Ngo63VX+v0m7F2v6Z3EsGZypI/Ph9sRu27mxw8CBZTt853VWzG -HEvNSG2C7x9NLTaQbEan00WcAcKeeoNZqqxgM/47tvriI4L3WehW//7bhCk3 -vlPGCX/CbjxvqhhtwoLKawrGBE85NHbGdDQhL2X1rVgiHsbum5lOlU2oVVP+ -qJGIl9K72vSTRU3IFngutJRgniwf9y0ZTZgx7X1emohvY7XaidlPTegmFrp/ -KxH/lNFBsarwJqRopn8RJfLjtSKyO8G/CW/GCMZyiHyabjuT4ubShHu7mauz -ExnIeyn9iNLlJuRjj61ZTuS/+ZGV8BKDJjzy6kpwaByh/9fr2poONeHL7qqT -/IR+Lla4OPpuI+zVKzNIiyb0ztqhc0m8CbOiEjyYkQxcyte5cu+KJtx58Fj+ -8v/rU0M3tnukEQ/0C8oJRjDQz2TKLqejEc+uT9Vmv2bgJcfEg8FVjVgyuHJ3 -/ksGLk8WqNb80YiUzPuuYoT+20m/IkUTGvHHqi0/Y4MIPfTctRmKaETrmuLP -G4j6ubKhbiHicSPaSH8xp3kR8d7vW37HrhGfOqcKLCHqT8DwQMTRK43Y9me7 -pixRn1kBkcoThxvxlY3zhNwjoh/MWl06s7IR5Sz/hivZMrB3rbjCtr8NKHmu -XzbrBgNzVamTc6MNaHNiVbeiFQOtbHY+S6puQKmTWb9qLBiY3ziVx/e2AS15 -03klTxP1NJHo2xpInOdvnp/SZ+B1oYuG6a4N+OamSnveEaI+jxUMXrnagG/j -3yss0WSgTZbv+ny5Bqxyaljrq8Ag8n6gL1SiAds5rYapsoTe2UOpNgIN+GBB -ZX+xDAMLt509to5Tj30awZWfiH4pFib+wD6rHt9sKve3WKRjiePnWrmj9bhb -xNw2pJqOMhqrEiv31eOvnD/yNBodXZY4uDzcXo/bl1nuGiyh465Qjc3kZfW4 -Ql9nRWMmHaO/Me5cp9URfX2biv0bOjoPTq6IP1uH8kKfaO9M6Vj33az9FNTh -5EmexO0GdFR5VPB9UrUOF2/99Yg4RscBfn+TI2vq0OXPHkn5/cT8kpWM762r -Rfe6V0l8a+iofOUQbLlYi1e07CyTSiswYHuCKO1ELZpJvvrtlVeB/aMrmfYa -tej0quOO7vcKfO9a97xoYy1qPxv+d+99Ba54d6P1amcN5l34ne17rwJ7654/ -+GBVg6Ex0YFRxDx+e6Ll68a71eg1erkskJj3ZYuFSwWvVuNp1Tn7I9rlOJYV -f3nOoBq5512M+lTL8dhWe+GW3dX4J+5eU4NYOQ5Pr2buHKlCEXGVx34dNPxk -duv+1rlKlO47tVPKlobiMptfrpZg4IK/tsh5eyreCRrRHf1DxEFvbnvPVSqW -zWRPlbcRfps2eJoaUNGp6oxZQAwdAyc4e+aUqVjt6bqJT56OfJaiDIlhCgb2 -NX6b3V+BsWZXfEiXKTif9KK87wINHy+rzNXYS0YdNUV+6gEaVlW+aNmwhXiP -l5ZBykYaKoc3cPuFyMjf+Tfzfh8VmzKqDwDxHhdaaxvD70TFIq2XMfwfSbjZ -/dh9+VcUNFTlnR5YTkI9w0Xp29Uk/G6dcceCVorBf+wdJk6XIO/xD4c/ixdj -e4fDT2eVElTMOsYrtlCEiiWO/IvCJWhz9rHI3YEiLAu6/06wrhhnnjS5DP8o -wrmNzsXbLhZjre09veXnitBG58ka0+tFaOihEFG5EtFz2UarR39/4eJMX9ZM -6U/s32DUt/JyFsoO2UlodmViR7O5KuNZFFoLBBl2O0dh+/0upUc6kTBiv3Qd -n0ok8I68V5EfzwJs/rl35GYWWO0P0o1TzAZ+v93a+tFZUPbExUTaMhvuk+47 -BNdkgZ+YmcfaumzQvU0K71DPBgGddZWLmTlw92quk8vKHBB9GXKn2TkP3Da6 -S7rH58KWAz4pgTwFcFvX6bIN9Sd8LFZbN7O8BFwayEYjnUVAEqaFvJQrAb2g -da7pv4tg+LKFgLJeCZiPTVZYixTD/rkni1ZeJZDxxSzg1eFiKN9DG6qZL4Fn -BoHfl38qhslPFoXfxkshrkHt0BHLEjjm52lzvY0EnUqvQsxrSuF2vWgvzxwJ -HA9k+r9hlULo1oRLURJk0No7XVz4rxTaCmmGdcZksPdeTKpQLAP736Jah6vJ -kGIftNDuWQbvbyaISJMokPmgQ5muRAL2yfK8+lQazJ41KzC9QwbHn+aKPXQa -PJXb2XHJkwwzO0besodp0CJ3hnbyNRl4Vq9yXiZfDtFvS2nduWQQrTqjdjCm -HNgiUhWTvBQ4eKEmIzKkAgIaZk9/eUUBH4vmr5b2DJg6pn9rJoYKK+k3N94L -ZsC6R7/ezH2nQrDWnyDXFAbkPmbPDiAV3khL2oYNMkDzgNAOxy4qJHdZKJD/ -q4TYRlOtq9I0qLbqilc0rILg0Q3CPmE0EFKbPDv7thpkl97cWXyvHNouXyj5 -m1gNKqYfcwpdyyHJ98f+xcxqiFh5tiPBvxwONzhJLauphvXMisFdhN33708N -rV1ZAwvmq6LVGcT5jGkfVZcacL2qVC26vQKSWo1n9/jXgOcC80mSagXc582+ -rRZeA34bX0XJa1SA0PmH57XTa6BzO69479kK0B2f2XRqqAZOB8736D8izqvO -5t+4WAshm5LXNZZWwANTMxVbm1q4ekFlLS+D+P8nubF3HtSC7bNQx/WNFdBe -6Rxw/2UttGhwzBZYFSB894+xF60WVppmtPwSoMPDlDlutHodxEzHV/w7RYcj -9ebWsfp1QF7z8nbRBTqIzOc3xRvXQbjLIV87Czp8OeVa+NWhDiT6M3Y9taVD -+/DfZ3lfiP+X3vYzyp84r/hPrmFDPcz0K6XEFNAhKCH51XLFeniwRmfQu4wO -tVvMFtQP1kP107XsMxV0+E/yR8MHk3qQ41Oyfd1MBzfBWz43X9dD4Bkc7R+n -Q6m/OPd9XD2UXNJXmP1NB4GlZRaM9HrgPdVgNf6PDu/mZfbuqa4HtNSfC1/J -gGx2fc/fVQ3wli4ZlLSJAf9ueZ1RkWoAU4U1yaPbGHCUqZr3344GcDELWb1e -iQF1nUGhpBMNcP2Nb5nMPgZwqw5BiF8DMD/l8f49xoADpznJxeENQDKdPeN4 -igEe1EjxqfgGSF503lltwIBVxTNss9IGcIv/WQlmDFDMSInaytMIGtkn+8Zs -GGCvYr7CWLgRLp09zht9m9Bl8vL7/jKN0Bt5V2T3PQYc+2R5alSrEaz8SnYI -PWTAi00iOTKnCU5TPW/qwoD6yIKthhaNEBd29L2/GwMswyTmslwaYWHqd2m0 -FwO+iJCvDwY0wpGdZkXevoT9z51qJN82goxb31rDAAY88a1MepLdCFu3i8zG -vmBA1EMf0xOTjeA0YnhU5g0D+iZ2l7ryNkHFnpMBh94xQOlel0rqmiZIWfLg -zclIBuTZaCxbu6sJQp+NG4nHMICnn+WgB00g2vh0a/NHBhz/L7zj0dkmeJhY -/OdpHAMazbiZ7XZNwJvVyB+cwADphujNwm5N8D76ugU3kQHWhqeeH37WBLe0 -189rJDHgK2P2t9P7JrA0Lpy984UBEycSrRK/NMHetEuWgckMUCdfqGrObYJD -wrInX3xlgKfuEk1BahNsWO9Q7ELUObUwNVG7qQlyNBtazn5jgLDmJVF7ZhOo -pqxKWJXKgO7E2LyYqSawiN3SkkRwhijrvyreZij+6tOx6zsDfDx2rlgUaYZb -sWuK4wk2GXb4rrKpGU5FUF4tTWOAgkmOyRXlZsiiU6+dI/hP8fy/F5rNYJNg -rh1AcLmybkLBiWZ4GDKwL4XgqHf+p9mmzTDwe8r0F8F3+RmTUjeaYZX6gWxi -34dDDqKRp+83Q2Kg+9VYgkU7THXdvJohZ+Sn1UOC+45HD30NbYatG1fWHSA4 -M7M3tO1DMyy6figg9nvw26xwUPBbM3xf0bzXk2Cz53e6NH42QyHsO7acYKXZ -DD9bWjNcW2PE70r4O281q/y+qRnq6XNP24j4MKq0G2gDhP2rhRgKBH/Q9Hb7 -M9kMOp/Df1sS8bT/TJVV5G0BzuufokFEvHXXClWYibRAcmeF6gciH2JPLjgG -yLTApdB9/8UQ+cox6SxiabQAi2x/+NZnBgSUyN5cf6IFrN7T1u0h8m2ucktY -37QFzh73PToYz4AF/qnLiU4t0F0f+0eK0Eu1gzp/49MWmE0Ni48k9BTb4ZHC -H9oCLipCk8sJvR3NWvnXOqUFYi/Kk74QehTfYhAXlt8CERzLu12EXlnPw06U -UVvAnXFpGd9bBgRZb3orO9ACOa+UDcTCGFCzdv/+XulWWHO6xeraMwbEPXnc -vmZnKyyzzo5dEciA+yPofVijFVzPDNh+8GOAROnJ2o8mrXDryeBY+FMGXHH8 -797VkFbIjjrLk0PU567OBPGQ6FZ4PR1XV+/EgCUnRwoKv7ZC2p2+xh5iLsVv -ebhKhtoK1o70YpotA0aqn31p52mDT1+9PesuM8BZNafvomMbKAhcLeo5xIDH -Ka78up5tsEFA3k9EmwGuiofklYLbYG/OzINd6kS/kaXZzn1pgyv+fkpHdzPA -e33b+PueNqAxtM4UbGZA8OLCYtu5djDfkLmwkuiHoW6lW8qutEOK1nOa8Swd -Xv7xP5Ji1w6lvoztYZN0CJsU8XcLIPi/4bHBIaJ/srYKSRe1Q8zgm8vTDXSI -rzomdUW1A0y8rvunfqVD4mlBnWPaHaDwovK5SiIdPtOqrqqc6oDaMIX4uI90 -SC41+7RwowMailfZ2YTT4XuOrVLMhw44Fb1O+oYHHfJjgg92r+6EXd1tu86e -pUPNvUYjy9FOqH3u2e7BrIDThwfvuvzthGuSz6/KdFUAVXQuIFSgCwRme9J+ -NFVAUZZ0QaFCF/gu+e9kEbUCUv9ab994vQuYR/13X0+ugOf+k9N1HV1wncvf -N3+7AuINAiribLrhlxSt8L+hcvjPJsFO7GIPtP1jeEg20KBP//Ebmf96QJbX -zLif2EtuKBiUKNj0QNeGDf99K6OB3dDseu0HPXD7ztUQ7UwauNw+XXr9ZQ90 -JOwpvviaBq/uTW7IofUAJUGiMcqQBmWPDlMuavSCd8T2bwpVVNA3E5+wOtwL -qd6OsesoVCg/OCJ193gv/HOeTOMn9pHqP2GOXia9sGbuXPRYKhU6XAelvzr2 -wlNDtiAnmAozT0Luzyf3wufP09vTDKggH9CxJWZjH+zfUi4r00CBQdEW6iHZ -PviPRy10JYMCSdH193qV+kDr1XaJf2UUUPhRUbBdow/2nMoW/pdJAaXOvIsp -Zn3A11f81TqcAjv3RbzMC+8DQ63JLxOmFBgtfHnQIroPSh4fE3I4R4GUEy+6 -5uP7oPueS8Of4xRQvuqjfCizD0QGhzbs0KCASpAjjVzbBzpBY+dEpClEXs8u -qRfuB/mKt1/4BsjAtT2Z9GB9P/SXiHse7CRD2rSewfpN/fDrSXiHSxMZdgtq -R5ur9IMmoyNtazkZ9qjtUO853Q/qBvZ6Imlk2Pd8uQMnsB82DRpyHnqQYUqc -TyL0ZT/cGhfe5+1MhszYhcLd7/ph2Xz572hHMuzPmV71IKkfjgTT7y3eIINa -b1/SX3I/ZCW9vvDgHBnUDxZ1r1g6AB/1vDL15MhQmO+/XVFwAKp3qthHbiHD -UW0D2xOiA+B/av+FRSkynNPtnAzcPACs47f6xteS4cbp+WWC2gPQ7hl9x4eX -DKOVpad2HB2ApXa5iWcWSOBg+Cz01KkBCN3Gl7yd2KPdTCQln18cAPL215d4 -J0jw6r+DyqsfDsDIiRPe9r0kkOhbdFB2HwDZN4JbMjpJEH2dkn3GZwA2zIrK -8BF7eZKtyaHgVwOwt3SHW10dCQrv378g/H0AruSxE1XJJDj6W/OtavYA/GC0 -yXBKSEBz4eswKCDuk7ng9gtJUO/x6kZoxQD8rrwkF5hHguGANJc1gwNwsm1n -Z983EtgLOhfuHhuAxeq7O2S/kmD6BfCdnxmAjU2v6x2TSMDzuvL5q6VM8Nnx -y/7IJxL4rYuoyRBkgnaUskfZRxIIvr0sXifKhCbNy1ImH0ggHj0as3YLE6YO -VWt9fUeCqE2Z/XsVmBC/9mzT3Tck2BLnqmikyoT/SP/2HAknwc7PAj/CtJnA -z3fKQuYlCXTTFcjrzJnw07w5KiaQBNS9XAG1a0zgndpgP+xPgjPZOQYmN5mw -ZDrJ9JgfCcx+HmuJeMiE1Sph/ru9iXeMtpBMjjsTOFyZnqKnJLAqarBs8mGC -39/zDtc8SXCXZD26/jUTDNKTjBrdSTClv3P3wfdMEFB3yU52I4FL+eQDs1gm -rA0wsAt1JcHC6Z/5zklM2K2b7eb/mAQ+VV6Lb78zgbJ0gB3iQgKB8yeP5mUz -QZ2KpC/OJAipXxPYUsAEycONKxsekUDMtIXxp4wJYYescA3B71s+ikrSmRAj -dnrk6kMS5PZ/DhOvY8JGC/KzkgckaBhLFV/byoRbnDv/9hM8MZf1VriHCclz -o0fy75NAZFmB5KpBJvy6HGVpQLDymrKoFWNM2CPmfWnaiQQnpSpk+GeYQE4w -3pdC8E352o9L/jHB++WDUSeCffe0bF3gY8GRPK7faYLjtLvj5wRYsIThya9G -cNFxltzvNSxwzwq6tYvgjgucpEkJFgQuSGdqEjx3ZVqJu4kFgoenBkwJlrCd -TxmVY8HB5/aLPgTvf8CnOqTMguzKDzylBJ/3FEgf2McCXtg7tIaw1/7Zmr29 -mizIKA3MdSA4OEIiq1OXBZPmCXd6Cf4au+lA2wkW9DxVXW5N+E9NkctrOseC -vZGPvGcIZuYoa9absuC1sWP3OyJ+fKX7CqqvEPatydt4lojv5kpNYFxnQeOx -wD1riXxY9J84QnYi/K0cHagi8uU8do5U8pgFtUJKrhQinxFzpvr4lAUX7hzp -qCLyXS1y41RuCAv6FM9Oi3qQgLPxDiMzggVQM/7xzBNC7/L3DdKjWaDOrl/6 -jtDTMW2vC8lfWbCa/Kr9GqE/6+OBDYkZLNh4S+xIlw8Jnl4INf2UxwLG6q36 -dwi9/rr1wSKKwiL2vsEVPwl9t9xP6HhbyYKXPxWyHz8jEf0+5Wp4AwvetfF2 -n3xBgt0R+VbBfSwQ09vtI0XUx9nY4oGgYRY0vGgZln5NArsUqo3/OAsUrUsS -VYl6SixpvO25yIJvh59MeBP1JzU24eS4cRDS4gJCOHEk0Jj7M3136yCEf5gw -c0gggSn/EufbioMQf3fNuqVEvb/aKOxmfWAQyvvFdl4k+sOK4zt8TC4MgrqT -5Y6iXBJMfrQK03g2CK93/frqWEvYY/LyVeWrQbjT8madeiPRrwQx1PL9IJyZ -1JgRaSXBlYeSL4K+DMLxN/rfpnqIfJ6q8W2lDML1tw8oAUQ/jJrRefR46RC4 -zJRJUcXJMPPV7oHQqiHwkvn37s1GMhhee+8Ut3YI/JQ2+j7cTIZl9Ol75VuH -QPGuoYClEhnsY1NuSh4egsyDTXYjOmTQOy1pnu8+BAqeD5fG2ZLh45LjZmd9 -h0C5aTbbyJ4Mc9kPTHqfD8ElH2lxsYfEPNpSc14gagj0hKWFc5+SQfK3/ynz -/CEYvTq5K+QdGTix01pzM0NwPWQw/UQFGd78rt6kYT8MAkZ2T2A/BbLjy3+e -fjQMZk7jbR81KdBoWGZ61WMYDmh8Nl+mSwHxlJwQn+fDYFlWg+1nKRDx34fF -yqRheJGssTLtJgXCaLe7rHqGwbu4en9WFAVCI5fFvDg/Ahun3J8dWEqFtOM8 -mh8vjoCnwG/aawFiX5j+05jx3wjcDsglD4tQQfgcW6j57gjMOwy+85emQvDS -eo+tz0bA2Fy/2lGNCi/uxF7JKR2B5Sr/+ApvUCFFMnKOVj4CAxJzyyLtqECn -hEW014xAfPbbHjtHKqzaGlC5pHsEHqdV+bLdqfC88a7O6fkR0E9r2WUaRoUg -0JLp2TcKEypN5+4WUoEVcUntmdYoVD6Iqq0upcJRjtvZ/UdH4ZaU1gEZGhUW -ogo8Ai8Q340jTB7VUcFxTqdrt+ModPr3W4qyqFBlePV3m8sosaeiy88RKuz8 -8kTY7+komFKUU05yqcA0LYLW0FHoFcliSvyhgnnW4Y9e30dh8l7anOVKGuSs -sszdmTMKER01sGM1DcSsvaobC0dBu5HmVS9Cg0rRUp4dlaMgv2fFRcp6Guyw -7ZNoaBiF1EaVMOGNNAgo5tv9pGMU7l0bklKToYGu/dFrdaOjYBKqabpxGw1i -KNYu7lOj4DpxNqFZjgbzMr4v5ecJ//2HXRwUaXDxYcKXGj42aAmnbRrYQYNs -BqnYVZANmkjv2qNCg7XbmS3b17IhPuX3EvNdNLB3WzZRJcmGv8r29It7aECv -kxN4vJUNdTrz3rv30UBxh/7WbUps2NLLvN29nwZ+XjYalbvZYOu9QLp+gAa9 -Lf7nndXZsMn0dW3RQRrA7iTbrYfZ0Jf3oJqrToOoAKoX/Tgb+EOm5qc0aPCn -a/D9w3NsyI5ue03XpIHJgZU/Npux4TXboeqhFg1+BCtWlF9lw78tzoMTBIsw -T/Tdt2FDRr2c+CFtGtzRtv0rc48NS8Z2Bl8muDwsaC3tIRsSeFN9ThIsP5q8 -w8mDDdMfD+1cRrDPkYoj0n5siEgfzQoh7ut5P2JBecEGUaqiIZP4fZ0JwfsO -4Ww44dyxYyXBkSd2Pt8YzYbVyRcdfxP2z348HU+KZ8PQiLlBGuGf8azdr3sp -bHhYtmx0D+F/hsGL+g2ZbNjKN3zPg4iP8Odvo6U/Cf+Ff/O82kvs6wuMpXdL -2VCg7lNqt5sGNGOOlEQFG24uPdm6WpUGct+E9pfUEucfXLtxfycNui0Mrov3 -siHkS7F5MJFf7R/33IuG2NASJ/wPZGnwXiA03HacDd8gO+DHJhr8vpb2TewP -G57bvBEfJPRjlFdNKuThgLfGSEE7oa90kfGOmys4UGuiExa6lgZCN9fMiIpw -IEva/huvMA2o4uflbDZxYOC155g0Pw0KZtJd2XIcOHPuGLVzkQoZjWtqnFQ4 -8F7yvy+X5qgQFVHj6qnNgUP1Bweecajw8uHummV6HGh5csZOc5AKfiYv5V6c -5oC/6xWj+B4q3BM3rHlnwYF9PLbBH4h6s55Jk9tsxQGRuapFZToVzBpF3BJt -OSA9yL/GqYwKuhHVcj9cOCD1MB8kM6kgLn7Ojf6GAyvCk78Wh1BBcOZ7zfkY -DqipWy3t86UCT6OwfEsiB86FPNiR4UqFofCqmoEsDhjnCbUbE/3l1zoD+cU6 -DlgnP94RcYAK6dOpbr5tHCgW2GuzcgcVEhuEagX7OOCpHrZ3qwwVQsMr3SQm -OPDb9oPOIT4qWK07W7tbZAz+Xg77J0yjgNn0N/nc9WOgc8o9+WUeBU43rHbX -2TQGZjfpGmlfKKAWzpA/pTIG3LTNLzCAAgLrzrhbnx6DdQs9+suJ/rs4lVI7 -fGEMrmSV3j6nSoGp+lUKDhZjEH675ryyFAU6wui17rZjkL7eKSd6ipgHYqcV -3gSMwRKO+4sDH8mQMPXVXTp0DM7dNw76F0iG9/WCdZ/ejMEbn4wfZ5zI4BNW -4Z6WOAZpTzHK/ygZTMVO1dHKxkC9fr5Gh5h3iyu3gwcPF4J75nKjeEnQPp2f -y7OUC/om5ynOzDLI7zm3x3s5FzoPNti308rgfp7b9gAhLlC5ISpqIWUweLNe -8JUUFw7Mb1IVEysDkpGtr9hmLkBr8d/VU6UQd4hnMUKWC+8rau/41ZXCJYmd -E5FKXDhpzfjCCS2Faop3c8JBLtyeD/nnyl8K335sOK+gxYUlS5e5n+wpgaCY -7xXJwAWxgir94F8lcPRRW+H3Y1xQmx6ftHcogVy5vQl5RlwQfVfy07O+GD76 -9jow7Lmw+YGqcZZHEbg7OI8Y3OfCtHKFoZ5hEZhfFrpe+4gLyaKUb2qyRSC2 -X8OsyYMLJKe5KPsghID+lzo9z7kg2Hv/5za+QnA4clhwOokLX3ikKMOZ+XBW -tcnnUQoX9parrvp9NB92bryz8Oc7wdfe1b+vywPmxNvxhWwuFHcWJESP5oJ5 -HLdpBYkLbnsK3Q6tzgHdJR/jpXq4QP+0M9d+2Q/Q0T3RPtzPhbKJzULrnDJA -3Xtibd4gF2KOBOi0dqTDLn49b2MuF7z234jO+ZYGm1YOXwte5EJurOOdj3Yp -MC+ybxOPzDh0mhdasCtjYdaww6RyyzismVd9Hn7zI0y+8guO2j4Oxzc8hvm/ -0TAs1vLvoPI4aD+XO95x4C20SHi0O2iNw7of+e+dXwRA9mbquz7zcZi2dgoO -iwrCjGsONelXxiFZ4fiW5V9D8Vuc5EpPy3HwT89JtFgThvHb7jhL2Y7DPYkl -LLG/7/G1gqipscs4qK8Lb74RF4/2uy6JUd6MQ2jhi233uemodIgbnFw/Dpbf -zySYRhfjCvcn6w42jwP/lkQuS7EEmXlCUaQ2wj4q/2VqTgl+2qv8pbt3HFJG -Xx71aipFKXnbUvHxcVjReD5gvTwZhYT6f3utngDSj9NpeSsqcPSkk4fImgko -zzVTM/5ageX+vPwfxCbAKXXws7UBHf2XbBHN2zgBDQqibwYjGcgzfXnnmOIE -8GfUSFrJVuNEW9N/Fscm4M7Q1uSZiVqslrBhDZ6YAL3igHyHc3WYajxz5+GZ -CfC2mGLlpdbh7Sox15dGExB7Zt3L7Dv12F9iGE6xnIAh/dWKPtMN2Pilgrb3 -yQSoi+nue6HcgvmPcM+q3An4bLKfX3dbN/Y7c5r8f05AoVZwZufVbhR6LO3O -hxPwxeO13kRkN1q5uVLmSBNg5G6R7bmuB1c9PXBpqG4CWNqKUWeEevFy0Hdf -8tgEdF3fNQPr+5EnOqbZU34S5O1qX999NohKHyrd55Um4fDNaiedpkE0ivm3 -1VllEqL/+FZFyg7hl1iLO/f2T0INj8b8ksIhPJ+4nvfKkUlA5gbLl3+GUeAi -V7VEfxKurnrkc+PaCP4PfV1dRg== - "]]}, - Annotation[#, "Charting`Private`Tag$738056#1"]& ]}, {}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, 0}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->{{0.5000000000000284, 0.5}, {0.5, 0.5}}, - Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> - None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange->{{-1.4, 1.4}, {-0.855639704437987, 0.8564320900118193}}, - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}], {479.8347252809547, -97.50736892665735}, - ImageScaled[{0.5, 0.5}], {299.89670330059676, 185.72832176506162}]}, {}}, - ImageSize->{ - UpTo[600], - UpTo[223]}, - PlotRange->{{0, 639.7796337079396}, {-195.0147378533147, 0}}, - PlotRangePadding->{6, 5}]], "Output", - CellChangeTimes->{{3.817270261356271*^9, 3.817270268199273*^9}, { - 3.817270386217204*^9, 3.817270413445382*^9}, {3.817270447239348*^9, - 3.817270477074524*^9}, {3.817270593198266*^9, 3.817270607955358*^9}, - 3.817270744280167*^9, 3.8172707889603767`*^9}, - CellLabel-> - "(WOPR) Out[241]=",ImageCache->GraphicsData["CompressedBitmap", "\<\ -eJztnQm8VVd1/2/zHoNo1Go0TjWp89xWrW3/1VqtY/3b2lqnqsUhRtSYuTFR -o8UMJDGEkFklk5kkJGSEJIYEEiAECDNhJkCAAA/C/ID3GE7Xb5/13Xff8849 -9wVT/eu/7/N5DOeeu89aa6+95rXOJ7968qBvfPerJ3/r61898qMnfvX4Qd/6 -+klHfuS4E+1S2x/Vam1H1mq1fUfW9O/M/ul/FH5eqz96XP7/9ur08FdbdvTR -R/NJfueQkg+m/obfqX/yP7H6s/qdcP13AVGvaPTF8FffbE3Hjmz8jFXZ7Q8t -zcY+8kQ2Z2lHtqd737dLvvmt8Ge/7ID9teKprdmDj9W/Nm/5xmzvvv05gIeX -fPkSv/bwrNXZnROXZavWbau9MwflC/7R409syn78i0nZfwweU2sPf7ZlR519 -b3bVXfOyji2dtUEly37Tr3Xv3Z/9euqK7KTh42t9/LvfPu/+7C57VITrJRVw -nXXNFH0tmzDzSeD6nH+0/8CB7KZfLwirHuLQnXDhg9m5103NfnLlI9lXfjL2 -EH/k1868J7vj4aXZvv0HakeXPI1rC1c+nf3nxeOTJduyUy6ZkJ3zy0dFAvtf -fu30n03MNm3dVd/7F1egcOqlDwUUZi5aDwqf9V0+YChcPnpW+Fi/598wLdu4 -ZVdbguH0Beuy7136UATnrKunZFt37Al3HFXy1KMSbhAXDPSlv37WPdnoCUuy -Hbu6am3+eO2OyMLjjx/2gB7fEqNvnffrcP/S1ZsbMWq3DVkYl7v30Sf6JYiK -Hwf+ZGz4SPv01MYdZQh83b9i7JFddmsjbbbt7MpX7BMOyKBzczi0RZ27u/Ot -eFHJmhc7dFqT9QxRh/0z/umMRevrsE95YoA/6Ym1W7PvDh0XLh9z/v3Z2o07 -ciDDM76W0HLojdPiAndPWqY9eI4vsv7pznBo9NFFN8/QRzm4f1wBrliM9Wx9 -B/ff/NOdu7qz7/z0/vDpz26b/Tx/0tPbdmcnDn8wXBbYT23aWftayUO+6vfb -mciG3TQ9PujR+U/VnuePmG/iI7neAuC2bPmaLeFe25jauxqh/eXY+eEjQby7 -a9+h/vQt23dz4gL7bd6+2yFrfMJX/H6x9S/umBOhsj2rPd8fcf29j0esd3ft -DV98YQW0jy3M91vHy6H9tC9lvCn5ET62217gT99oG3LcBQ+Eyz/6+aSsq3tf -7QPOADt27MiuuOKK7Lvf/W52wgknZCNHjsz2799/CMBdf312/vnnBwi6u7v7 -CKLac7JBgwZl6c+jjz6aff/738++/e1vZ2eeeWa2fPlye24zerQ3HN9Jc9a8 -wC8LfXjj1vGL66QIq0AAaQrdcfa1jxYJcOktM8NHEqQHIGN+6o4ekrPx5XY4 -xcZ/r88OyYYPHy6m3Lkz27BhQ/bDH/4wu/3223Ps+2UzZszIJkyYENG89dZb -s+9973vZU089ZZLN6FEbkO3duzd+vmzZskCC2bNn69Ps3nvvzY4//ngRub2E -GgMdanZUv3dNWvbHfnn8jCfDpaOH3BdOjX5eUMEYtz20JNxvRIAu/+pLrX96 -ZxSpi1Y+/SK/PGvxhnjZRMdf+UJdXV3ZunXr9Gv/0599so6OjvC0TZs2hYev -Xr26dojfP2nSpOykk05yjsqvjR07NpBq/fr1tXYn59VXX51ddtllkVwSr7pn -/PjxtTL6/Idv37pNOwMRBOZlvn0QSXLgxAtzuSECtCLSNWPmhXvt1DUSqS2e -9cFXTq4d5svfNiGnqU6V6Y33+K1LliwJp8V+7X/6s082ePDg8Chtvs6HYRcp -9OSTTwZotmzZUuvn1wzr7OSTT87WrFlTQ3WeccYZ2ZgxY8L/+O6ll16aXXfd -df6/nph92akkUf79yx8O4P7QNH3X3n21FzsaD/iRkSKQNtHP8yuoNHzkY6gD -qPQvvpRJwbgZUx9/6jB/uvZS9gZqUortfb7alClTArVSrDZu3BieLO7q79ce -fvjh7MQTTxSvxfskVR588MGG71511VXZz3/+8zpFglj6ogPINkpvdWzuZCdN -6GXfcs07Zd7aliRw21HiqUiCh8zqDBL7/HHiv5f45e2dXeGSn0Gwb8UPua7t -GzDSXvPjvMCWt2KDLzkUc83kRpg8MnftS/3WG+4NJqfMzFpL3FEWZkM34t6W -nXn1I+Gjm8ctqh3uj5zXqG/f67ciKgzZiLi2GFEB4joIp556akRcYsKw5Sut -pAT7HsjvBo8ZFgAn2a9LA3PjKXzn0JJlLvL7Zb2iQ02fOvqf8k83JraNffoy -v3zdPbkOl4lpZu57HTNTLtmwYcOy7du3S2cEZjb10tc/vvbaa7MFCxZk27Zt -y1auXJn9+Mc/zkaMGIH2QZtIC+3evTu7++670SaVhEAJyjDZtWfvy/xWaX5d -Nt1ba0kF2ergaVq5gQptwSZ2MVN7uX9D5wuTaPjIGZCgiX0BCW677bYgOL/z -ne9kp5xySrA3du1yV6JPsCt+8IMfBDKcddZZTe2Kf3cg5HYA9sIVm17ut5pu -C5dMPLZCvS04o7navbf27ka8/2vE5FxJT1xWe4U/0tRpatb9e8nKX/Bbd+7u -jgLCpBQryPRlBSlq/TyvAsCZprWDAXjJBAD8Z19Kdmmy1Cv98tV3z4scYbsZ -4AlrA9lVd81Nb3ilPwkZePfk5bWWYGGWDTGzrAGsthAS0EfmU9Ze5Y/sFDH8 -uJoy/kLJyp/3Wxev2hyxMpPlVX6rmUrhkvmWraEbPT5X5FeMnl2EDmX3q/sX -1v7EHznt8ZyR5PmZJ/X5kpU/57fKAkHvmo/ECqs3bI+WgzZeP8+NhAesK+/M -CT/Snu1g/VOyLorWBHG+bu5KXOCOjxx6k1cxtlAGnu1dtCK37NgDeFoGMa9T -E8FrQj/5sbr311NXFAFd8uTmqHDNuHi1X5aoxHGeMPPJMhhxv3UCvuFuprnf -R/iteEzX3D2v1hLAH14xMdxsO9cIYN0wPu/6qbUj/ZHwg3tdn62AzlgGh0ub -AnSmXHHjW0OHV6PYQwE6c2PiIQO6PSZMj/XdGfXAojLocP/l53M4TBGzQioJ -9G/9DChZZrjf3xBj2LrLYfxk8qlCMfrUvOU/9csTZ+eGkD6yLwWQwvK4z+Iy -hX5009Abp7/GATj5ovHYj7WWkKUq1+AoQGYEzZnvrHu1OUAmowGFd9ktsz5T -sj4wPrZwXTyoazfuAMZf3J4zn6n2VjC2xSNg9nXtL1MApSuXR2/1tf7IVGcY -Av9WsjIerSiPWr12zPzX+q2YoIZja+gQZlLXBegU1NFHtzy4uPY6fyTXBpu2 -sw38dAV0dljDrd885z7ZX+Anhw3paRZI+M5zKgBUrDVnkWlFAKWR9JHCkABo -Vn2IjQYTd97aMgBxfOU3Y/WPmbycFcSXhAMVKG4FIPHBq+6aB4D/15faurNu -KZnV9Hq/bMokalTzxP61AkZMc4W/zIl7vd9q0qpR+VYBiM0n464BQPM/lmwA -ktob/JHaFESSfSVAEhbGxZEd8tUzxnJK3+BrKSijS5eMmtkapjOuyl2Fh2ev -LsI02t1qY7XaG/2R+KhSBKao/qVkZaAz+zLc6mEeoCOOorB9HbqwBDDBTvJs -CjChVO804w6YpINPuywPhI+4Y04ZTHgGi1bVz/Sy1VtYIQ2GchT6lyxzod/f -4H5s2lmAEY09Z2lH7U3+jXnLNkYHZ9W6bZ8qWRzzUFIRm86kIiuE0+CHRGi0 -gjE1WE1TOYyf8E+37eyqa54de97sC8HOOuNVMMo3133iPvPX+PoQ15KyP1oA -2BaVgiFVe08jdMSGxf2G95v98sp12yLQZm7+c8niqV2GRL7hvgVv8Vvtn+GS -GS2tAZwyP0fyB1c83AhgWxSp5/zy0dpb/ZGcbjnfBvQ/VUBH0FASeceuLqBD -U0d9UQXdGDcZh900vQjdCDfJFD4DOkl7WNYYM0ASFkZHKzLFwbv9oaV8D5pL -dYvt9dOvAiycbHOdAAtHRY69HboQ2X67XxvszppycG/zR2JuKz5mh+GTJU8D -6HvcZ8wj/3sBWrjUPaxOHiZczHgIQbcFFThc+Kvc1zCroIiDdkwfmUEX4RVR -8AGMqbmsA4gCNOn8jnC5RSy/T0MsXz+TJ0+u5QH9/iEEoZ877rgjxGLkcCs4 -qajT2rVry3xuFGAatDdHG4r858UTouLm2vc8p6j0x3iHSoGPs88+OzzxtNNO -UzDZ41sDstNPPz278847I8QXXXRRiB5x70033aTQfRl0EFw7jalZILj5zxGa -lLJsr3mob/fLHG6l7Oz8h8uVuYP+PXIHthEhJzBnzhwBGtIHaZ5hzZo1inyE -pa688spAfVu6NNID6XFspBaMMSHzMGcyhSm4RtLRrPfag/5YBZVETpFYMf/H -H388BGIWLFjgAbsBIYWh6/wogKfYrUBdsWJFiMoMGzasagt4tHyfwhYg1cfP -WOVb0BYl9LFDx9Xe4YgqtkcCx87z6/zW3yRRgaSZP38+UMdr2isdolmzZpXS -/xMNYN3nKDz5Dr8V2+9nt82OjKXwGIxlTDa2FxjY+QzhcIMmYiDO0BHX/7C9 -li9fHqDr7OwshXaYgyDzI3EJC1txuSetTUDHrcAuly76M18F000C3XgOh+TZ -yIiUbYWOjHjSjk3lVmChSzPbCWUr8JPMUoxboaQ2BpPdOrYpBu0RA0nSCy64 -gLj7/fffH457uguLFy/OvvnNb+pQVe7CKtd6kt9GkMIu3OiCRiEPdoGExtV2 -jV3QXqoiJQjdR594q9/aKtNSRuk2p7fYcN68eUEAiaUuvvjiIGQjQkFXfMwB -2Lx9d4wImDXzZxDRHWFzriL8WMZyjsf7NYW+L7/88gZAxe+SelnQC1lQaYsW -LcqWLl0agJo7d272ox/9SN/rE+EZ6l8m8qus+F810pQImInFCNNPr58G7Wp/ -7igR1XaNj+l0MNxLqYoEu7hXgX8pM6U2TDCVSct/dCiu8VitmYZ6JBsuUcPh -NbuODTe1Fg1JaOvM2kDblGOh7Y033hikoeLuSjaZ8sr27NlTBtwwvwaJZMQX -qDx57prwkQqOoPJJHucxFzRS2Syk6MaYrIHKrZJFzancFqgs6mZB8faE/uP+ -6A2bO6NTO2vxBiCSkZXoKEiL8DNWiaQVi+p8pSJ5xIgRUSRDO5FW5lYziKDn -tWPmR5O2QE+FJXDbMT4VDBpYdw7/wi+X2vwtsk/tgZLTpk0LRorBhsyCmKpu -yGsc2rJ9+/ZF0MtyjxCYojD3y//CbyVtokAA1B05blF0l8b7DmOPjB49Ovxb -phL2CHUFouwvf/nLBvCkrqvAg9rEsM20b6R2Xjmjj+TH2Kl7C5eTQJYRH4Kn -LqAhAsErc13tgdjnnntu+LhAcEErQ/yQ8GdbkL1VGCGFlWSggGPBik3v9FuJ -WCuqB8HNGInXJjizrlq1KhsyZEiwp8Udsr05aCJ0Eaz77ruvV4TGsn5s4foi -oVMjZOuOPRz/WZ7TUujmXX7rIx4JUF7Bbv1YUzrUUzjnXTfVv16PMakcBiIQ -hBg3fWVtYcl6F/ijFSjBwXpy/fYCDhIYVMWZ4wcOqbUEDvJrCSCZzxzgDY/8 -qN+Qhu/t3wCfSlOAJ8lkqq4S+M1J6N/0mANP1gy+lUwGckrQzD327EQ9LC4y -mMH60ZIHcu2nfq4UzXu3X0sNARBICzCbI1A3GEwR1/66EXqSCXLqgf7CxN0B -em0R8X+zm8qg/4jfSnZR58jOEytsSTLgxrQEilL/f+PWXVVoTJqT76GJvyIa -BHTMgYto4Kka23tosj3UTxMM69jc+ZGSp304wfhsLzs2W54VUk5etX4baHRs -6YxomGCrQoNzdNkts4po4BbLMgUNNKkxQERDsBEN/vntc6rQwPuTIF63aScF -V6ckEoWQICwmNllUgQCSb9QDi4oIjElMQ0iTSqjNuEntUR9LFZi2+HDJAz+U -oIvOG3HHHMrqsDkVwgQH7DdVJlThQNmN+L6AA3lIiQpwMJkV+cY4AAgo0JJI -rEKACoMQg926i6+rdF6Xb/r1gogA4UqTATkCYUXAJsGvcHsBbFNXuZt/wQNx -MZ578kXj/fZ6gs9F8YfiM/4h4XCSv2ZH/bWvpbYAXbp41Iy4Pk6i5FwZtYf6 -kqpxS5z1BsgbjQKT72/yhRD/qn/4G7829MY8p2Aiyonb+EBwgA3kUZlrDg5o -gcEmQcAB3X7r+MWVOOBnakkjUQEHBe2SWAA4jPTIhayyv/FbqYdxDfUPJc/8 -oN8qbUeMz5gEKiz0dGe61bCiNHFzNBoPSL6e12i0xciLAqYgQOm9qPN//Br5 -TBnyVdAjr5WAMncL/OU1oB/M8ONJafSwCgFKnaUcCwhAKgk1lkXBmU3vCOQl -bLF6d9XTHyx52gf8VnkIZkNh6bFCg9basouHEVITBatw+Lnnws3WLeLAPt4/ -bWXEAQCUpfpbhwDXQGrA5OMHKnAgESh3Zufu7r/1W4kxGwVifq6BjXfsqcIh -TQcUcEBB3GwKgpUlw9GbZhWAhvKi5DpmL+kIIIfn/b3foDgfUs+2nlrI0125 -T5m/Nj4i9Tns5JQBf34CDdaT2SsF+A3u8InijSyexgt27up+r18uJED+vuSZ -YELYxMMhYEKaVE7UG/0autH8+triCjRSoOIJi2gYC4VPVKIKGg1SLMtAI02A -GEnL0Hi/36o6M5KbJqKpyq3rsoURjdRgq0IDi1HLGlAFNMhCq9iNlY1VomL7 -O1/Fm8CIWL6/AodRvsEqrLYTDg4Up9vZik+iKG74yBkVOLTFmIGdR5czEQHa -Yez8xWWJo+p2EChEv8sQ4FYVSeAxPTx79d8VgJDK5ElEOxUSqUKASKkZWI0I -FB2gfZQHIIllEUDZNIPStXff35U8EBwATI1xdly5NVZjJtuNxpFHEnAIKwI5 -7pJygAXIFVhIAjxAzqNViwTkadpt7CNPlEH+Pr9V2VHiXuY8slG4nuk+IyUn -zl5dSf0TvOVCIt5xeLV/dGxSPA4CRvJwTbUVyBcsR4WxzeZ+X6QTYCOWVbFg -xwzEC9UHPCKtWS+D/KcJ3fj6pq27CsCnVf+sjOdiZyACL4UKDUaPX/K+kgci -q1Ltbd4NK2irgcNMDOqGCuXnVZiwf9LiRp8CJoRETCBETE6O8diOqG0f9pOt -VexE55z4rOSS9VPSGFYWX35vAWiFUDBz0HtyKKHSlsYQR3Mq1SsfJNT/tpFE -qaiBRJhEZvVGEmmrsNVuuHdBINGzmP2t6BorzSRhi6jgASKYzIZehJsUJqKW -LD3qSyqIhU6S/V8g1l0T64qFbSgkNTGkycVIQ9sRoyf32c7Wkrh6pm1lGMUy -qkhAG1a4Bli0D0xfFemX6vQbk68rViDpamf8kNCE3haOu4q+TPHEwFcZqYkG -yI4qkBo7RB49pNZTILWZAB9MgEBmmW0HqZ/tbOxv0p8GuekSkn4zIkHuGAqb -sCSSG0tQBdvX+C7L2lBwSGpDxpt2ThWTxmR23uxuE1o6vIqSSv8qbKWo8o5d -Xa8vgYptQFsZdMVtwKqV28oSnDmFNT9URMx+DbFX+K0Hn4t9Jl1vf5UwAgFP -c9cINqQ1U+CAu6BD/otwLW/fU9BIlNeOGGVrzwlUbQvqSD6x2eB+rT0EXBQs -UAzOvvunJRQ+zyGzDYicu3XHngYiN5YKm+6jsoOmdjOOG8JqHM6hN06Dzr9t -fiYuQGTCCxWhOFamSmSheJqPuRyK21+qRBg3fWWoZ1WtYj5ron9QecJUCko7 -IvdBu6PSSlNG9NPK2ZcmlHRXn7t6GlT7o4AoIy9kpNhjw8iLI5ruUp3ZlaR/ -b+MWpVLeHscWmSMdLp159SMxepvGimxF+q8OPrnbj25AAG4p3YkbppEQU2uE -O2lFksvB9hBzeeCxVbVvJMwmxBUKNJKTgVUnj9SbGqbsjLS74NERUcRXAXF9 -LA/kAEMH2OudIbKhFJTdXmMoh7wBEV9Nza8qwYcNoo9AKS7fIPYT91ZhHHYn -VddkOjCof5i3DeW7c3B54mfenci+UEIgHjdqsi+kmxTnY19OTsoHmPsg61+R -Vh0ZfW6nz0nZL6QeJP5lRcpl1glV9E6kPdK/L1tOQkuV7EpTD4xb0ScIcMlQ -1W/NXdYRVDhSRhuvDjeFYtk6KV6pGK3/ihKU2TpiX2ryKmxdmtNj6/Bs1WzA -1gltym3MomXrnlnGuY/ToLddlegWSXDSOvc9uoL0DWEQiYy0sSJJNw30WyW8 -tGOi9qFObTGAmF+KWnmunbu6ay9zCFUkoiyguFiGknox2131SGOrOUeF4gYZ -qkeRIjH4wGQIjrxZQak7wtIBP7YFQ1kxucK2pKkatiVNoJO9lWSN4YPufSRK -yohIjlXhHpNNbGyq/0y00UFTCN992ReWUJONLjrmSD4vCDldk9wRncUqat8V -5yt5Is2gkTrywU+5ZEJfF1n6mi6JxIph6HY7HIfCWbbnIp14XjMTdC6MtO2+ -eQrmaPNUJS2LV0cAF0oNW7LQvhKBzKsLBZjueGkJlc51vCVyCYAYaQrbQvRS -QTu2haIOY8y4LTLLNepA100fl20Lab200cUoyArqG4r0393NtsSS9bODy533 -3PcLuWKscP1KsATLyD59rrO0YFLOS3kpDa7Rqcn34vkBY9myijTomAhPWW4q -kpEwUt5KpUKyzKQ/xLlmkfX1zVAQTpe1yzo1GlH1NgdNiV7CUfqVIScTWm2j -ZROs2AjSbiG4cOBAYSPSnDAbAQGUv6Y+hVC+Vtm6c8974hmE/HTyeGcD5JeS -hw1shygynelWoTqfv+SMKq5Cz2sjFc+IqrdvEEjynXQ6dFoVvrbbX+inQGJN -VBeLKxopKWKn4J3+bWWuEBMeRFBU5rCmhKv7LoqUvq+RaqnFBNUAfd6yjZFq -0lGM37rm7nnvKXkamfW062j5mi0f91spDTV3pQbxZGgSW/miM6XEDIX6SrfI -hX25c45ksI62ZLMgF+OKGY0R7Vgrhdo/NJarfU38IMTVabhszZawrlH+r30p -IST7Bc2gvwWOzkfZ4CtoSQ+mPaJIS7qeTrzwwUhLOigUu6Ekje437+78y5Kn -xZqRtDvq1ln/6LdSeiArBFreTPXa7XN89kBuWVCAoRNp4sutyb5ByqQCQiUr -JmHLhlKBO2z3yNy1jbi3h0YT2N2Afk3CNjzAWB4KpG6TcX8VBai40v7YClCA -AKiCwlAgTUMzfQHH0oflfNORV0hTcXYOtBT4whWbymZcneMryeomZmp0LOCf -hnBN04F/qjNN2lJQK5nNWmZov7vksVRrpVFdM9ZoehoWm3aeiPiz0+pcYDqA -qkMpmQsPsCUJhsoUsyvpYIviwKy3O70qQ68DeoRem7TsvNpXk4Sg+Uo7oLTe -gfLxL+86OACadOXQeaJLjYWEfaiNDT/e5OOOYT50T4O21PpwzDHHZJdcckm2 -devWdt8jHFVPvjlrHOkPS5uo4AvqNUJtZ5bRMUBSWya4sSiVd2V8cbcn1TxV -AV8gnmQRwhf4LEqMfN4x6jZJetql5qucdmVYvqu7ux7/fW4IVowaNSoSpCoe -HNR6Zez5uT1iz1XdRXCJ7B2KVfQry3BP976yOSnvagnCgB4gNOkaguM1Q02Y -qg9MVej6d8JwxR6ke+65J3C8nNXOzs7QSGBuDl4nOT3Dx5N3kT1wt8zbrNHo -n5aR0Vglo0JtiSEqMH1VQDlQ4Z1+gyw+bjDFR38uBXHSkbBfoZIg9L72DRHA -vrGwmtqhb5x+rZ6Sl4xXR7ZfV1+nPayThNDLIuj0qaS9TUckR456qRAguGKi -rPiyeSqUGLcK2Jc1J9GUo5Jjb+vz0E+/ICXGjRsXUVViQN8zSRajcFTvKqVV -2Fi8APVzsLHUFJuBE7s6wVJ237adXWDTE8P2WEp0aj72gy2Wke0WQq1M83Tu -7qZ7WKQmCt8e/uwbToFiCfjTV908rr7jrQOSr2m6dHtYOgmGNp811thVlTvQ -fcLgMMSnnCd1CpaNNIFmvZtr1tgYVcYBVPZLNui7S5cu9R3vnx177LHZ1KlT -I1ekM3HMOy0wAWOOVJ8IoWIJ3ZWTG6aZYNWZDC9jAir9qVLUr/2bhmGMfJWU -wQT4hp6O/ZyTlZEJ0sFz5s7zHGm+TKswPzW1rVIJffwQVbVwvcbhUdURSkoR -JUWeyoaHvPMZPbtppxaNYWU7vnnz5rBMfQJi/yDXH3roobjjK5N2OTPPCjvO -cVawnR2PfTs3TItd8XgL+jV5T2NKii/dQGIOnK/Lb51Frz2msdLIPAl3VFnB -zzlmcvM5RfKaPKTd2/Pd26YzqN6kwex1/rGiOES39TsmN/4CNIk+6/3zmvSM -Ve1yz3Pdr8e5Tp3m9zduMcnQwQnh0fAKPzA3ghIT6S4TE39escUNI7G272aL -KbaXvuBJOM2KurPFWIMaOyqB1LDF1QkLEsKtEiJEY9POtjf548Wg6fRtBYrs -GWWTE4rKutXj0rY1vttMWaujkB+deZR15GrP6yroXdjSWA88dFwkNENwrhkz -L25pOhbMTnXZlv5Zya1mA6CB0y4UnoTvrsKxzzpC2kacpGtvGZfmO2rsa1XC -422+N5WplNa9dRxbmYyElt3W0Lb3LSHAu3r35FZtc29xPpBhIDNMSlvnW45Z -f3+EzG6dezP5wmPkmJ133nlYZ8d61asGPjRseD6wKfifg0PxAiF7PDDV3TJG -h7MpGWq+fdjfgDE7zTmXKW/bBq+sTRv4soxH0NU+evySuNkKiKOoJz8yJc2Q -1Bh8XpYiaeGfp5vc6O829vO9wR+hyDpxCeUbzN0qzcK08MrTHS4+Nu3XS3dY -ywg7mWXpDuN6Sy7I9ZYY27ZtG8PA2Ub9mslb2OR0glzHlk52gOCJxlh9KrkV -HXvF6NlojxRrJj+kmtssPlZonE+6j4el711gaB6xLxVPft+JoDglPpmSRHq9 -QFnS8my/RtbYlIuXANZ4JMXeJtTitTQ4xMwq4hZ+7ztKnsa0kXzmW26f2hlh -hbSIf/P23TyMqfmqYGEoYLpTazp2/MDRFgwUuIn+JjVrZSUOoG1mVTSoC2jT -36RCSa6dnsxaYbiZqehwTeFMJqc0QZvKCffNGJnGPhkekdcUUiRr89SmnYz3 -Q2bKVjjdcVZxBHWyEvF6D8IhJVCclSxNQt0sggLaSB/NWeMaXe5zl3VEtFWW -AaXHPvJEGdqMo1B2glCCmRtMsyN/pWZJ0E4Lm7u696VTFuGCB6av+lG43C/E -vYhmKnIlSuhHsmGIf3WZ13qLyHaOCtjekGSiuUY5plILjAFkVpIwNp56Wwm2 -b/XtEKxkV5VTVB4KlOF5xc6wFchDKToDd3NN4Uw7uT8Ol/NMEGWaMu00ZdFA -4LU1OO7Kf3ygEU9Kkc83lwFaC1AKcY1nPu3wpxPh9OKMAxG3MnzbY3eeJL0R -m1GPJAP02gpQRS9pRhccTS2AIBvsIMio5/vy4Or7WR/yrKrCApJUZRr0EUnl -eGAoY1kYSlVuROsfnr064BLQoy9e7E0Ew4QD0CJq1bwEVrRYDh/5WC1lWDhz -4uzVP3HE5DshwUVLjXLlWKasv2FzZwNuaSn0fVr8CL+czmY09Qr/MHtANoYx -DT5Xun1vTtiV2JJ4S/O9wJZiZaUFwDat1AdbiqJ8EvAZvrRS3Uqh67EitqYj -nOnL4HZorMcHG1FNNV/n7m5QVYaJM2FAf8YfIlUCuyp8JnYd4OflGYb5m8Tl -Cds/g8lhdKmSDxVhlq/ZgsKm0EI2G3TlVS+i9RvyZWzF4/XHYY30KbTuH+EL -sAl6xwujkXUNLWLWWKDLMwxsNwlFH+xgLyYySiegPkypMTsZ7lI+FMqkc4/L -1EzZhM6yeM8Af7SuocjN6SqbXlL29d4+5pmB82w/o2+4Rt5Gv4ogHVAg/XcJ -1rNHIkq8FJFGe6mmQTqiLJzf22flRQHRh0ZTz1q8IWbkCZWaYPfMV5/YoSbX -XJUoXV1dep/LMyr9J7hZlSFAyrQa3PZGX1FCgtJ/DVpSxQyHjGY7xQc4ZIOS -Cstn65BFX2lz5x/WIcuvicTSglSAyZI5kE/5LN2a3+fTRpmTavvCyM5n97Sl -PdZH+DViz6qX5bTJNkV0ywVdvHixXX1m3R9sTc+obVsatY33tZrPRyMvUXnp -21Xrt1EyQSxVPZlH+K3pAA7zA/EOaORSeLaMkO9teq09XvPAGjwpS0NE001l -VVZlSyJqKIpRAcw/NO4X7y1QmSL7RR5Kgwh564amN2Gq3PfoCiK4rTIukLln -+mRAQ/qkIhtUn+dH4a7sR7xQc255HYe5k7nteN3UuD+82cJ7stkf8qVqNRni -pEoIF35UTwvxVW4gG1h3/iBCUY9bGEQFuhL21ygF6BoD9NdPjXVIMJXwWbdp -J7r94Fn/OQ0JiyY5l9Lg3eudEIoqwDHy3fRKT2icpihBi65ivVwCL1vSk0iG -Kd6y17HSnimvE8tWjzW3w2lcn/GhKsQPNRKYI6bGMyC5O/pvM2Kpm7AxaGHo -4MSDfe9yDQOqcgiRykbdspNOTxyupc6Quei8eofeITm6YJHOFoCeJoai+7G7 -a28ZPSnXUmqI/nUFns3/rZ3my0iAEAQ0j6ZA0oUr6n01AEOYStWDvLRJwRoK -/EdPWJLzbMs3SDUJyUP3g5nlh0BQKTksdM+UJ77ot6ZjCcEnHauDNOCVSwrF -nVPymHanrGI5hNsUw7JTXzvV72BKuvx0c98bKNvYEWlyhK496uwlhngnGspH -zvHiVZtJZrZ4N1VlNPzg5va91rHW+11wy1X6rAMEhRm/oIYwKJyGHaEwgXVV -n5VRGONENbw0x0t8qK7jFCdM2j5qTuWHGykszk560aEwVfhK23zJH6KF8NH1 -MPM/YklcCtRrkvvx8xVR3LR1l6/Vlpa3RgIQ11JxOTFW7Q/RyHnLN5bRoK8/ -Ti0JVHzoHMtv+U9fBr9FmBpPOQ0AnndLzl3aERtDSW1qmgFvX1QBHSEtRXWk -ZF5TAhG0Jfah39lLNnzZL6fDDYz8PJF6bgWDQT++2C4XX2Xo8x5jeYOS06xs -xoZ24CT/Cvbl5bfO8oajHmWuaoYGGOoEpcz/w4HRMUZamPgKWAZYCMtInCDf -Ro5bxPdUCpVEs5iDUZjrQyqANIwipOfGR5C9UjCTg6Jf9aAYDU/wNeMAt8Eh -oFtANI44un9hRBTkNfhhoK+CKMn3raOs8ZVWM7EE7KNDLp0P3mmyzPa8+NIw -Hw4N3pwUvXXh3JIn8iZFnQiKsPUb3rq9c89xvrrUNv6BLfnRRgrQ06FaGijA -sVOYemBydLH1JJnreZlGoI7w+/VUIv6SP3pX8lf8/pjD2bgjjp/Bs6mbPvWh -lcoslRGAJhvZPXCZxJD89WMde95Pp8/jQMuI/cPJmAiwJ5mgyn/e5CwmgypK -/ChzeERT7OtTfoTpopVP85LotGUTxHUqg/i4flo85GlloRGuDHfeoK1oJhJI -T1MQ/hhfJm0fNCv6Y424U48hGwXcqYYw+6Wh9xJLR28tE0O/ugQiGoehqX7N -Tv9aYWkjR8Sd8g9NkoTrqd+UqXFeyWNoVRONeImafsWc5kN+K+E/aqBku3Xv -3V9rIEDjK8ZsgwEq3aSv+WpKjeCzSREqoP4nJcBxotO077Vj5n/db0UZKdXF -1+Mc00nLIg2oHpR/XEaD5zsNpKpJawTWHD5eMnlQ5MKFkS9Wrtv28Ub0G7Kp -G3cAD2jGN8fX6jPy9GtuVrg1QPQqp4/q9ajQ1KkXj4A0skehah5C+FoSBqRR -MNKvZUi/0JFWWzzv09SvIncmWGnhxjXUr9n/eT9IbBaqz8HtiFMRRQi+YTxx -lF9mE/RrPF3Wpf1KR1+Jd0CSYWWKrHaU388MT7XR8EQJU8oFl63ZAgWopVFX -WBkF6G7TQIC0bF82pXHo3/hN0geaRaIeELXLKs8pZJTXVcebCmbVV6jYnMS/ -lJtKI6TNVeEu5n65Y4Z0cts6fFYgKfXZilOBYBrMsYN6lK8mvLEjZcBoiuIr -SxB9hd8vRNkxBZ/t/95cVW/W1ShJHpv2b5oGpIQiTZ4ZNGWkzfvR+gUIZaSx -OwP9wEvg0x6o8IWyzOppV0OUmNlOzQv0BftYUW8xgeJBIq36ae0rL/Jvq8mJ -8gj9ygQxDvxEI1F5H4ByPq/yb6ZoeAglf63A0aG7RtVr+lHvkVBTHJA0XROf -5+1O57K+JHJfyXJh+ZkzZ4ZXFisWctxxx2XnnHOOwoAv9qUkkkiRSpSoPqWs -Sx4G05ZRFCQto4kVL3GoK3OPA2iuYslmkBG573WfVv8yesR22rsnL4fdyC4q -4mSMw3viGPsnDfbTEtQPc15Tcjtt0pXiUdxFquptTh7NMdQYIvm3MkDUXZ03 -AB8azCoNdVCmWhVv13hbps65/ta0CmnFc6+bGu7TGCj6wOX2iG9lLat3NnRz -HzhA5b8MVTXGmgcSI3dSNITyC9yaDlTOifPCOEBVv/618LdCx8Ta1N6j//O5 -CizVE9XR0RE2uUlaNifO86paporL5aspttcnrKaNV52cIoNLliypwb6qtsIx -kumkuXLMM0n3kJEF2h8Mw9BKu36bd7r3rc4StxcbwKqgo2io+TyxQ3vdT3bJ -r3LsNHkJnZa+RgVlRF2W9rSMi1/qXKxWW2qh9CtjVKyj5BpFj2InmZtS1RKN -GmTAEBUl2ZSUk8ksQ155y9iDllfWq1xJQlmHQDbd0UPu7eNnQEaHNKz0mqJ9 -GuAhXpYek2iR8apjKh6XpNVICRhatVY6W3rQJxsZGoIoz0JntLjKB5lls+Yv -ywaePjI76r9GSSLFqI8IjewlsN8q04k9/vTTTxcGpbWHg6Ifbwnj62lxOZmk -Cy+8MIh1/Q9uVsAJIzgIYzMseDF8upeH+/2iGNwsyipodLijX5WILYMBsdvz -9U7PadrhNuTiG8Kz9U5ueJMJOHr5DLyJ1BQPl/Hm4WyHnWZpaRWCs+vqQ1aY -0hgr+uySPuqQkbWjUQGmwmvMvJBDKSkqR9KlpK+f9zjrmuakSpIqqWyS9VB/ -lFhbLG9CwqvbY5y1MFLiZU6esWPH0uCVHXvc8dk3Bn0nO3rQMarKqeSxVkkO -eEyRyuLbrqTs9ONNKjwm7U8hHK/CoJtvvjn87zCnnYI22LjiMY21hv495UWf -UERGEFQ8puAW97dKP5bB0ZzPyvpu2gNePx5yMRYtbCYBoktKXsNmVFeqtj2w -WcAIdSDJJLNaajVnrvZAANWZyPS2vXiFP1OWm2SbTEKzCmAt1foonivBpfBn -fWJRv3B01ccgC1KKXBVycqHrk4/6BLtDvq1ez6mpR3oP5r808lnn7gaLuPia -IVVtpDndIl+1SkrGl5S0aGljfJSGQYrfpBJVISXrTkpq5cqVkUGEOT6FfhXR -eGmk/kv8LmVOCLPJcJKoQrT1TJG2pSnSXkFDpXYZW/XEtj1ge/oZQwM8ts2w -VfrGMdyR1Esx/VQmwNgn8ZgEmAbztTmPSSDJhVOgZA9+RV7cIlkkTSeGUMIc -RhuYh7hCCkqei3QznQGSffJJxCnyKsSEeR1hnMiVvsEFyNIByFUc1EoywUGt -WuTyZ+SejL4rU1AqSWMITFy8zD+WpZFGg91oLRvdggATQYj56ISt3rA9mny9 -q4doChUtDs9ENp3500sDKJeMmll/eY+/VHXxhh6NBf5G4zImIhglLSVm0dQd -E1A5U/SL5r8kjMwmKUDx24GIV/981qAJL5lQmtUmZSx3WMxk5nEfZ0l1luqy -hJBx9zmN7BNHBM1dG9knrXquYp9WeeW3Ok2r2u/IUbNJZl1Hn1q0ob5Sv3Jd -TaMxUTUlJ0aVLFHyY1Jkaqd4pYNR1SJXBgbtds2MpDKULr3qFjeIpsd3U6Wx -PBMCeKL4ZSp+Z4Z3z5xFHq6RflJcwly+/r6tcoBkwyiiYRj3R5oY8grqKYak -b4kA5zduOS0keq0oW84weVUgULEgyTtx4sTgrLD1JHaaJMEZcVXVmFckteo0 -yIRr6gT4IzUkA2X7sa06cEbGsiFFxOCUESCUpd/zzMk2EQpfNUnR9+0lYPQR -FKYw9nfWaIb7PZMWxv2GNTY1RrlhDZJLynyVscZrncziOuWn5NLJRjrb7RC5 -cP1dksiI1YtRFIiQj6Z75bPJHrmwkTHSEUowRjr3F8YQ3cQAOudFxuhFMKvY -xFeke5q91zJg/Qp/hEYOoxNkZenMG5OUDS8iLC0DLh0apijMvv0HmKzepKyg -t4DBEIXZjrlB3L8M57T2DEqnb1/CyOUFZGrpKmMEyvYlYtRZITVh6uCQkB/J -c5eqyZAbYBS6rHG7edWDWa/1F7PGd1U8VjveqaNUTDopS9Ft0zsvKIEnzX0o -WobYky8x7fF1x/tXmCyqXopXFqG5ekrUo1omjq5ct62MAlMbcUpfe8LK5Aqu -GD27doKfHOlOeX+01Cg8JFZX1UeIboSnEOfQecH11q8KrTZs7jzBHyAFrct6 -lQgPTV+mCTrp1CMDoCU6PbJgxGrTVxIzrlf+CC9AQvtpfkh94GFZfjafRoi8 -wemVJaEs0Yn+vfR1wSCIm6/6F+QWkRnliYe2xq6gGMGuPjNkYe1kv6b9UtDL -oKuPErVdUGpEe1ZWk8Y11VHK6JZ3xnfl2elk6A5qLnixjQIMYEkuTEUuYEnX -msrvKrB8g390SvJWKlBkVJtiJKf4NUWcpbTSGZ2K16lgX7U4ZdMEkFDyDTQO -QyOU01G4Og66g8KaQtz35X5ZKpZWfeN1EKWoRuVMvUBUvXe6XQ1BIMowSb1Y -5VS/JiAUDtde4jcxvFzh+e2dXWWFWmgfxY3UXCabQIpd0+bBWY64Yp5i+u85 -cpKLOuY64kanlyeXIcWOXV3gzDgqbXgvcKa0TScRnBVEUW2NPcG7m9uCAyeA -ZVIzUlzWm/CWP61HyC5TwZbs92OHjuuTREJlBSt6HZY7ROjBoOk4BeTM/sYX -TAY0AhYO/GE5Lkd7txavP0mZw4RNBfZlaUEaJhCGUpNlcmeAbyPXhLUccU2I -LGPx38cmhNxpel44V+Izhdel8ZXs1X2SZDL/pfPE8VIMJm/7liz1+9RfwjW2 -USpImv/oJr0X6XfFMnpZWtkzGEhO9YkCLheU3NeSO+td+PrMeLw5heoMSu2A -amP+UBj0DxkW9ogAZG+5T4ZMFffRUa++74PkPgyekHHasL033EcDiKT//3Lf -//uwxDC02xG95T6VUVZxH0ax6k0ruI+XxlG1oVFyeSClMIx4664ybmresHVw -12I89ar6u5IBR043BZBmemOA0QOq0qFeIBpn2UxaFldOX29jhtdZJatwjUot -DWfg62nB9+6uGJShYH/+8o29AYz6PvWssnL63lpDvwowxompl43USfr2I2y9 -9L3I5iX0AjAcbbW9sXL6MrKzdS2sACzpS9n4Bl1oZ5vHASyF9xv3ApZFXuaq -UhZW5t1N0vJnV1CIlh29apPv1qejzI3uWvq64mGtQOrxQtTDC6uc/rOJlVDR -ZHPBTdMjVDCZnCCgujN5GUwvoApvm/WYl3njQEWXq3qoqqCii0zD/ICK2j35 -pUBFm6QCjxVQ8VZhjrWygICUzn+sAmlG8uKAwx1LefnJqyaAKn0B87DInQVY -RjjoN963IMJCpbdKmKtgIb6hiTbAQt2/9LVJTmCh2HrBik29oRAFEjIagIpZ -B6MeWNTjsNV7SHxqGm/mgP/UQVd29k2g9wIcLOiTho+P4NAjZJxbQaRGh3nX -nr0ARjREHaAAltLObJ6WgNW7TAfmvieLpyOtqmBLVVvHlk6+TimnKM0Gpi+s -uLA1YAVfmpXTmeJlgHGNM6sMON8lqKuUG1DFRgPjkwqoeFU71oVKtFk2nbNe -BVL68oSXOJbSxViaK+u6mFfVaQJkL6Aitzt6wpK4ctpVYzxaBRjSRFN3+Dod -hYEvuqMu5o3X5kT3BjAiwJJJrFwY3FUFGF0AehovaOElFnrZBdF6Mgwqps9b -UfuoXCHMUGcS/6RJk2p0hvuYfZ7XbGp/WRNzAUHaMiUdgHBVvYopb/4OK4AT -6TFVc/ENgv8SVhxlKR44Y8VTW/MYXr+Q2BKoAl+VGioWVWnvggULYnFycUZ8 -k4nzLdHrIYspGCDUJGlW1ioMrlgKii+AKxFYBZljKXoi4Xbu6iZeqdpkVTnv -378/prk1NUhpLv2vbK562dyFAlI6GeQ0TeiDVByue+XkSqTiTOXrp0WkVOKG -uASpZfVXh2szQUp5uQsuyE00kFJyXEUSKVLpqPAKpBjYhd8hdwaMMIlM0VRi -RNmByUf/bi7YSRGY+C3adEognebXrr322lDFm2KkrdNwpyyj+bbpVOzwcfC7 -pzSiRLpcUXBQomFfxn0VSulYXVCCmT0LVCwHUEkvKLXapBYjoCtOFsihvU3E -ReTSt6o1R66eztKvqUnKMqbMq8siJGM6gw3ktDfKEKfHasSIEfFYlU1ALpvK -U8AIu1JCAYwoGpdPWRSFPd5dAx5kwzXRGjzQO3IXczzqonD06NHh36r/RhT2 -TXComvVblu9owKs95OkS8wsoOXCq7CzbrHgteYk23yVhc9fEencbloV0GKNZ -V61aFWZOSy+p0EM6DM++1YzbXmAm44P+tCVPbga6QYnpVIUZ9owKsPgu/Yyy -ccAM+0jrDW8OVax5c2vkwcdWeQNSj5dr5618v8OpfZCAVssU1rSNe9PWXaiD -tPnL9F0vCEG3k16gwuJxtOHg0BMfCPG7HdMHKZgurbgJ0OLeuQqEFHhaobM7 -y3pBCvqVpZupP4plGybiB/m13+b8NBAfmcxQBzaKd1TVxTGIRtNF42sXtUK5 -bj4oPWyMy+vRsFLUmw3Wv+05VmCOJaTCKjDHvE0rxpnvoHqXXmCevvfyqY07 -wDz1d8H8tzoeiqCFumNwZEGbIhW5UKDNEAGNkqhAmwnB8SV389bWwFk17rp2 -w30LnoXdPvjRTYxIprfPT+4L/bIsaoxFs7IgALxgJ6Q3BGDshJCFAOnLZ4uH -/H9wqhL4pgHtbTu7wDclg0nhfy0Aq57fgG8aLgNLDo0OA1hiSygimLfq/y6m -HYF0mNrnVovpbMr7CF9L8jCLAp6VEdRyhxtfpGqG6wuSB8Z027ptUOC3P5KI -uTHYYnKmQP/qRBuDfhr56QX6qWAzHQj6aQezWQllw2u4hhmssQgAxiSBuugp -GBs79lTARqMQHqxWocAwLXGpj5gBFipwNBAdVFT/mxSWFcfz+Es6ewEOgq++ -eF31aSJb2fAPAOOEqXIWwEDFOa+ok5XyuLg1VAzxkKMMVDEbYlK+Cir6nxW3 -4ru4nvVJbI0vxm0JUv1dH/o1f4pXWeI7q86tOVSNo7JNivN1qsdkzAFY+p7j -XgCm48mopvnLN7JyjMGalqsCLI0/GPscyqr2F5mAOUs7gC0NqlXARvsSkXfF -Sw9N4E3ibWWwcY1qT+V4+XrqJe7c1Q1gqAS9kbsXgN2dMAQrF7Ki9YMIOERJ -VUfBSyo5K3odF3P2Uw+zJSz1I6O6VNsNcum8GUpNcmUzI4AKL/7SW2ZGqMhy -qWgPqOARe1xvoJKpwTaZiQxUnCT1w1ZBRfm3YiRART5uirHkp5PHQPSNW3Zd -HInu4NDDRIBDWXBgIYMsZmwOSz4GDKloz3tuyX5v3r4biNIRf3Z3BamAjV51 -mefAlhqZVbClFp2pZOoJEYApW6XvDL2kFVT5+xSwnUwhDkgemOjGMti4hq2t -2TEAhvdZf9dAWyhR1jXFKnsBWPqyk7lLOwBseeKH2S1VgKG0lK7n6+mg0pmL -NwBb+mK+Cth4zRfiXOgNKCyhuv16Hy6wYK1p5iSwUGygjTVdASypA9sSlvbQ -Sul+rMQx5jMpP6WBy/ruzvOvpymF7r37+TraRczKSyWIh2q4Yi8AC/XGg+OL -fliZkJTec1sF2P4kGrZw5dN8HYUlCQ5gqn7G0K8AjFcrkkaXMqYiLW0wMM+i -DDCuoUPSr6cvNTLJAGCIeGmmXgBG8lPtqkR4sT9UtVHWKAFUd3nOSpXv/QvX -5CLwBguYX/K9JUj521SQA6vWbyPayQHQ5J/mUNU9s4G5LZ0WxOqywse8+aQh -db25swI2+hHZdp3vvr6K5BbO0rxlGwNsYREgkgDAYjF/om8RUMPVcAaoVPib -dGwJVHuM+nuVfR+/TLZdl5u0vHBN7a66VYEV4uYUdUg+sZNprdKlEc8COKIH -r2syCUUwgQy1+fil1f3n+9fjYEojS+fubl50nr7CYdbiDUCUlhRc2pxUvLqc -CJIkgsHZlrKc03zRyqfzGYktgst9egSXJ0+enFeP2mlggJJ+SqYmlUVYIICk -kAbWBaNi8nIIQOORTE/jKAjAEFAVg/WCAJ3Jy5Zve2gJBMAsU0+ESfRAgMqg -cv8eQeXmM3j6Vb7DvSy8ONTBooTHRx7TDr4uyX4Z8/OqCgaiq9SgghTv9t0l -QuvSPtxjzEf/jxqq+OYxvlqr4DLCJm1b5iWvVW8vb06DASFFxnHSvBX9qPoI -FtEL+2yt4ktxZCe0JEJbYDYv+6y1O+ZhYK/f/l2/r1XIsTnmrUcYlMVhKGDk -RcM5ZPmfckfUbak7QBvpoiGJFWj/pX+UvDQsNnyJ93Vddxzr97WKLleh3Wr2 -R7gvyIuhzpGjkmG1GJxzl3UwGT99nWMFjvmrG/rEWWUKW4nX9bIuukB/29uZ -Fwrlwl0cqqogs3+YUc/EQFkIFZiN8o9ahX9bHcNmAxHKjmH4sywH6jDd4ntX -Gazt0bDOpJWqZv3fBJrKwGmPbmlmo5d1iJdpqlZQTD/Y79Q/qZcK/KZr/gF9 -J2v8ee3/Xk2v1v7ovwEsLc+u\ -\>", "ImageResolution" -> \ -96.],ExpressionUUID->"24eee5ea-c8f9-4063-9d36-9e38f4d71b1d"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"GraphicsRow", "[", - RowBox[{"{", "\[IndentingNewLine]", - RowBox[{ - RowBox[{"Plot", "[", - RowBox[{ - RowBox[{"Evaluate", "[", - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"R\[ScriptCapitalF]", "[", "\[Theta]", "]"}], "/.", - RowBox[{"\[ScriptCapitalF]sol", "[", - RowBox[{"[", "1", "]"}], "]"}]}], "/.", - RowBox[{"{", - RowBox[{"B", "->", - RowBox[{"eqB", "[", "n2", "]"}]}], "}"}]}], "/.", "s2"}], "/.", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "1"}]}], "/.", - RowBox[{"t\[Infinity]", "\[Rule]", "100"}]}], "]"}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", - RowBox[{"-", "1.4"}], ",", "1.4"}], "}"}]}], "]"}], ",", - "\[IndentingNewLine]", - RowBox[{"Plot", "[", - RowBox[{ - RowBox[{"Evaluate", "[", - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"g", "[", "n2", "]"}], "[", "\[Theta]", "]"}], "/.", - RowBox[{"{", - RowBox[{"B", "->", - RowBox[{"eqB", "[", "n2", "]"}]}], "}"}]}], "/.", "s2"}], "/.", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "1"}]}], "/.", - RowBox[{"t\[Infinity]", "\[Rule]", "100"}]}], "]"}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", - RowBox[{"-", "1.4"}], ",", "1.4"}], "}"}]}], "]"}]}], - "\[IndentingNewLine]", "}"}], "]"}]], "Input", - CellChangeTimes->{{3.817270250152678*^9, 3.817270266945251*^9}}, - CellLabel-> - "(WOPR) In[193]:=",ExpressionUUID->"8b99e721-7bc5-4c63-b150-8946bb7d2007"], - -Cell[BoxData[ - GraphicsBox[{{}, {InsetBox[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], - Opacity[1.], LineBox[CompressedData[" -1:eJwV03s4lHkbB/BxCKGtfZVXSKTkzSGnVMSNZEUqs0ohREjkVGEVyaGiCO2q -dWoGgzGZeZIi4acwiVChECrlkKZIxlLK3u8fzzXX5/p+7/v3u565HjWvYLqP -KI1GS8Hn/7+MjKXOvr4zxKIjfza+jk/aD+96/dZrhtTTz+vwLvDJd70kv0Me -MyS2eBFTxJFP9neIRjodwP6b2Tjl901kiezMdSs7tEjaFy3ZJhKV2N+noovz -Tp9riHcDcYpku78UConF+H8MDPTrSdxvIyP0KSGJHVNf3/qTEJ68enD7ZzRT -vjIhmxDpOzlnm0bRbYLuye468uDLFcbtXnTIN+tbu2uJbkD40JVaIaEJf3oI -91QTSfftvraJmNsxuJyMCiLfE6gXeQ4tuXXTdoMKokHP/FYcjX7K2Wr1/Dax -tvmQKhmODlcrjZC7TWJ1r1TyfXGfq0gjP+sWmf3ZJ7XDFi3H8TwQVUbGboRx -LGXQ5d5J9ax88s/KnFOhkmhu0sVHC0wi8WcTMMXQ/mcsuS5MsvaiQhdtfprQ -TDqtVskxiGdI3TwRoH+BqbWrskmPhfRu83a0LDO21TOdNL9lTpqko2np5bIf -bGDaYziAk4L2TNlxJsAV1AY1R5WS0Qz/7J4CH4jq4w3Mx6EthiPecsJAq7O2 -pe4k+smJH46S5yC1sbfQ6gBa6oK2b9MVqLZapXrbCf3evaeenwaj9Z7Z6o7o -2fcpsux0sKgdTRe3QyuuHXQ+ehWm7ghj+KboyZa0q88yYV/xrwftVqOjJoPM -HXIhbt2+rmol9LvPtSHL84BbcH2PlgI6JsDnUW8eSDBW28j+il5sffj4RgZU -XdcxbBdFHzAZNWQzQTl55xL6yFcSa37vVW1QIdhKpVx8OIQekJ+XaSiEU+ef -ihm+Rmtf2XhIngXtcc7f5HrQvQK2eDULzp72Ge1+/JXQZpS32AmLYCjw3IOD -Zehes7OVJmx4qLFOpZ+N/fL/zXlGs6HgTXOUexHmgu00CcKGI07LjLxvYM7s -+WEGpTBieqMoMB3zEaVX2w05wBdaiU2koHcPfC8+zoFi3ohHaDL25e50/yji -wFF13ZXh8WjGePQf8jdhXLr20tlT6KgS7UtjN6Gl0XNMJAzn4+WJs2IZcGLE -dyQEodUFmjL2ZRA4Zf/zoh/2Cw9XqbLL4HNvX0jGQTT9ksqAMxfar8a0Ld+P -7n8/fDeWCzyHNRuu0dGu9n4BJVwIeeD/LtsevUlM1X2aC19KZvexzNCJla2m -MTx47pVTvt4EzxvkfarJ5UG5ssXSUmO0svtmmRoehKVdaOZuxH7aiu+SQh7Q -7bTW6Wt/JRZBHz16JSkwFO84d1sT+2srGOnLKZiOkDetUkN/pL3W0KagS7/6 -mokKzteeeCeymYI7Hw9N1yjivM/3TlNLCjJZIo7w36+k3rWN3WlHQbgHq+yB -HObSLw42/07B/pU7pa2X4b6I3C4FNwo2dwp8+bKYy2hJNHpToJCS1mC7GO01 -1t18jIJZGyPV1kVopXgNjVAKemg9ZxxE8fxrbd194RTcqz7d2/FzisSy8mqG -T1OQdXK1Mf37FKmXobg7YimI0m3I6Ppnilj0no6ai6fAZcx3Yv805tEKHxbO -U2CaL72rd3KK0NLk6pyTKFB245a4fkKb2VcuJFMwv4K+aPAD7jfnX565REF/ -h/Cw5wjuO5w8aXKZgtqkv+uGhnBfYGhqK+Z5282UfF7jfNi8TDHOx/x4EzH6 -CvvO66SeXKTAvTKhy78H+/m6SlvxfAjV1Bd0oR1DXwjiKFDVepIS9Az7RLNx -OIYC2nDw+GQb5se2+a2JouDhTlrS+ha8z55UcbWTFCRw09a78zG/SNttfpwC -Gzk1/p8P0XMi5pE+FEhF3jrSWof3ORnb8ATfd0u/pZjofdyvkfBgK/4fly2f -M7dUoi34v9TaUrBU5usgi4fzpY23fuhR8DQ4Prqfg7nt8RN31SnI6JJTlivB -ffeMXM+soEA+z+hgLAPv81KBay/gQY9o0z93c9DcvodSLTzI8tuX+ek6Oqf+ -WyuLByr64Z0u6TjPnjbf48yDN39JhKWnYG7UoCGuw4P8b5nLmpMwT+kYLqHx -QKOx0mFTHOZlx6bZTC6MadoKAmIwV7r1ei6IC6UpPcn5UehEyReqJlzQcZ57 -tPQE9teqrul9jN/X/SRfm2B0X8XfbqllQKkqLooOQNODXbP3loHRuInVuDfO -Dzwv0m6/Cduiz9Q0OqEP7dxcd5MDP9/Kun7fiybhO83cOVBvkzun74D2F3QY -LeGA9bI64xs7cJ9DxzZf71KwL1ig/jDGXEbgUjZRArJSaXsoA7TKxPiTSyXQ -Hqj6eUQX+8y6ftl1JUA3ttRyWo/OE9t6b3cxuDyOY+kqYL9iws8gmgXKunLW -PsvRn+yf8WksGMwoGMpehk5ubBY5Vwhebo2rFy9Gh9DHVkcUgP/Eoqx3c19I -bNPN4+WbmbDBKXOL4swXQjOUVDLOY4CgSuPl3il03XwIh8aAkLjflteNo92d -8j6E5kLkiqTU66/QNXmpWSPXwDnGcHBpD9paZ5NEYiYYjw7oXOhCLxjLuyj+ -BcIqg7ZTbegxNQN3zQzoUhtQ/vQY7bHBcBcjDSqSLwQe4aM1C8eMlVIhzK1f -5neCNjlwrPHyBXBsOu/ach/d7+UbqJYAerr6HMsq9PR78W05sTCxkGindwsd -yb5WdDoM2o/qZRWXoSdX5ubF+UCFtqGT+E20ashZHWc3+BcTsKOd - "]], - LineBox[CompressedData[" -1:eJwV2Hc8VW8YAPATUkbIKJGZ0JIGkXQoGlJRiZBkNERZGVnXSFZCMkIuRSoh -ZDQ8F1nXuUZGiFyJ7NHW4Pf8/qnP9/O8z3jfc+6555KzuXLMnoMgCCX85/// -d/du6C96MAuEmdslB3k7WH81RPlvCprbPe2YHg1G93XXjcWjd8X5hIVFQH1+ -8EqbWHT455dO/DGQI65yvvsm+tid0qmvcXBuLIi7PhT91JxLZEkyWG/pDA5y -QN++ULb4Xw6Qd2ltc+dmgSbBvuXg9xikOTescbHFeOjVr7q/nkBfe0DVGUuM -33+dY9abB+Ze6xZpH8E4zV3z1aZC0BxoMyo2wHh0XjPRWQjiBv70DftnQSf5 -58N9PkXwTrKNlNBBZ+rs4HxdDCfA1//nFnRHQHCpdClsU1ZquqyC+Qn5l5wL -SkE4tlVqeD3GjyqxksgyaLVRfN2+BvsZe0e5nSyHI9wtf56JYbzcbsXw+Zdw -8PAab8e5GaBJB+TZrwXgPfuCN+n7DOhorVpVmgbAdDdOrZ6dAesilbnfPAww -TA0AibEZkN3+Y1TdjwFHxt8vbuiZAQbHKZN9ZpUguOCa+K1zBtg3j4c0RFVC -izDvOtk2rG8ivN2ZUQnGOzUMPRuxPv/UKq21VXAiPD5u7Su01MecvUNVIJq2 -QcG4DPvpXX5uLVINHQVVz32LsX5Lf0S1TjWc7JrpastFl5jtvphcDaeUDssE -pWF9vzCHO3vegFXN4twP/jNAPHQdUvCsAZnuVG1eH6yXvotLPqUG2BPbmtU8 -MX9mWVZ8RQ2cFbX5EnUF4y6SDwc5a8HOtkJDyxrr7a34bh9WCwqeJsxzlrif -haSPhjm1MBQxYRFnhm5QNXxRVwvnCiUCRo2w30L+StXFdXBxkWdNoi5ad+5e -+bU6WC8mYFqtjfW2xXVxJ9bBmHLWyJQmnl+ewtWRwjpwNGrj27cV16+T4rsy -WgeX0zcf+yaPjjRbX2RcD+7aIx+MuGaAPqIve1CoAUaj+o2jCZz/6598acUG -eFn2NDxxbhqs6bQFulYDRP+IMLk5Ng06+bo8BfYNsN1Vf9KLmgbascz3IiUN -IL18e9vXN9PAUON6cKmhAZYUyJdffj0N9BOWnF69DdAzuRBilzcNRFm/ZOEi -JtAuvlhtFIP1dpz8WH2ACQ5LH3E0hmH80N78rlNMOP4wcUQ/EPu3c3TmODBB -cci9WMt1GmTzRQ39I5lAWW82VDoxDezJx33CTCasNHvgM78S+z/5Hk3TagTi -Z9xZbyGcLzArI+NAI4zdCdz/bSnOI/tWPNykEV61WYmMzU0B45RI8tPLjWBz -dNWTjvdTILuoSub0vUYwnFoSa9SOcZGFrMpHjaB284dHI4WWtZGZLW6EpY1t -eypfT4GOZx1vEbMR8vZF9+SmY1xu+dbWr42QNOTLUEqaAlrGe1bKv0YIDLmU -nRkzBQRd2EFtCQUnqg64JgVOAT3XK+zdKgp+a3PyhthOAdtx7Z5Puyj41Ds7 -PW8xBdZ7fN9u06eA5cPu8D6B6z9NcZw8TAG9/HXGFX2sPyjyU+Q0BfvUvDQt -lLD+Oc2qwGsUOPTeDTSVxfnqYof/0CiIDn7dcHwV5idMnjG+QcG7Vg5zQz6s -vyQo5tZtCi5cvnlNe3oS6Lccnc4+piBKrKBKcwRtPf2mIp+CgldvedUHJoHo -efJurpiCOV7xFJW2SWBn3DTmBQoiHma+lCmdBBrn8tOprRTkHanhXF0wCTp+ -tubTHRS8/f75kPgjXP9gYK98DwWSept6hVImwZrtO6T8kQKd8aMKy+Jx/dwH -2X9DFNjFuTry3JwEWa+/RwpHKchll/5dFID9F0yCGDMUtNzo0Zv3nATGiPli -iW8UfFP5F/XbGetrFnqY/KRA22+P1FcbjPNUirv9o8BGwd5+2gLzd6yqMiFY -ENp44+n4CTQH7yFJThY0rWJpf9qH6z9pDh9dyoIvjOnrbBL382O3I/CyYMUF -4aZeDZx3hVO58DIWnCkxtepYj+u1PSPsl7Mg5PS17NY1aJVQP3sRFuRwpU2x -VuP5KSqvMBBjwcyxj/61AjifULRQlTgLRH9z1VUtwf1u3t5nIsECjQwlQSCw -X5Da2mZJFlgeMDB9OTcBOpfKV6tIsSBw2jG99MsEyFac++kqzYLshFufi8Yn -gIixH0mTYQFTu3BzwacJYP+yls+XZcHUp3bP3L4JsG4Ne5ctxwLhqJ+Q04lx -+9ua1+VZoL5NYmlW8wTer+BtsIYF5j27jDLqJ4Cu1l7/A+0feCYprRLrb1U0 -jVBgwX3lIHbyC5wn7c6JxWtZUN/8QDmhCPODYmfOoyc86pzjcnH9nLh5IVpI -eqwsOgud+Qo+obfX8C+KvIfzrKUfXUCbOW4+eCMR8zN8dnAossBX5FhscAz2 -l0x7MIlx+gv37oBwzB8Yra5EvzmbKOcbhPOP91f6o0eWvrjo5YP5GolMBTR/ -Qe8zd/cJoMlU8xTjvKqmC3POTjhvStHjjWiTebk9TuewftLJrmjc364/UgJv -rXCeg+JhTDwPhV+retRNsd/dKs0JPC++72LZKUcxbnZH/hue55fZ5a7EAezf -dNTzI55399Sy3fY66PCtjqV4PRjjPLxMDey/fJGaG16v6KFFmbfXYb+qpYJ0 -vL5XP/5z+iWH9QXOX1++Cq9v/5zmaQn0k/lkh5UsWN8926rIh/X+iNi24/2z -vHMyLZIT82WEvIfw/vr1dvTizJ9xoPnqz3wQZEEtNbDoxcQ4MH5HMiL5WPC0 -oY8lPYTxo1meJA8L4mu7k4P7xkFWjM+wl5sFNozWLYebxoG4uJvr7SIWzBdV -nmXnj4POc0d64Q8Khgpeb9LPwXy731uLv1JAPS2fe0QfB3py0n46ft7uPnwW -6xY7DtbN6zM1xijYkZJRye2G+XO2JZd7KZBOSrt56RLm72n7Xt9FAfed5FMt -ttifdpJLED//7dGxs8knsB4rSuUMiwLnoEC5TeoYn1u6WPQ1BTkXzwYenxsD -mkOB5GwSBbfOnT5cNjsGDD4ZG4l4CjxsT62SGhsDurlY25ZbFOidNn423DMG -xDblyg3XKWAb6Q54vxoDnV9JCUedKVilIadLD8D1aXO33PdSsFPb+Eqo1xiw -69Klv2tTYLknMM3RBfu1qc+c18DnqeHAnIYt2ja0UmETBcpnMwpb92E+l3TX -PzEK1CPkFDgFsH7yszV7hxrhRK/cknOpo0CcocxfXWsEjwFjNcM76MEk/SI3 -fP4PB9pujUZf2GeU7tgI72cGYD5gFGjP9VeaWuH3zeJMr0TbUWAnlWTu120E -FxX5sfr1o8CQVJjXXtwI0TR51obyEbBu2bucK5QJ4v+EK9QKR4DIP7V0yo8J -md6c+eSTEZD1TWQ2X2VCieunmONpaP7dM9fsmfDBLvuETyA6RsLbRY8Jmw6u -72UeHAF20fT8BIHfn8u3jl/s+Qz0N4svX3dvAL77ujw5f4aBbVkyp3GwHnap -l2jpiw+BjousbmQwvu90bfyz02QQCCG3vJaaKigZ+1Vg7DgAjL0J9Q5RAI/z -ajYVivcDTfvj5YK35XAoK03ENfk9ME6+49heVwwmfrLDbk3vgMgzt9YPzocq -14dvFfXa8fq9Hkjd8BCkd/JnN21vB9rpJ3Q2z0PwXuTi7bEWLdDdrzmSDaox -O2VruXH9pU7uTVnZkPaU5WTf0IbvN4f4V8pmg9fI16UPjrQBrWP4GodEFmyy -0iHlTr0FWrEEh7f0fUg62P1E8nILEE33Zx+/uwdvFiq4+M6gX685F0a/B9PP -H5z+fRQ99fLG7Yv3YJ+8s2D3FvSSZL5tf9Ng7Puy4Y3jzUDobX6QtCYN7ptd -dJf/3YTXn32C1ycFVkjLxi7D5zrB43542DAJnCLG90zMUUCUHFgUL5kEb36U -fGO+R0u2C7iMJYJb82GzsHS0Z+SF8rBEaKH5yHAqoUOjnULqEiB8sPPpLzV8 -j3Fo1hM4cgf+5txkDh5vAEKw68iegDjYrb5ucf0OdF5yeNfJOKBVvyFzJdGv -Vmsmq8TB4g9/it0H64F4nCR+90MsCIg4pC92Q/va1N7ViQVZv33uSnF1QLQ8 -lkvH3yf6xgtSl1pqgLgse/tdeCSEfbhrdrQYrXekmrE3EpiX1G9vS0Jnmrwj -5iPgSKjT0r9n/o+//HTdLQLMXr7/EjX9BgiJzwpZNuHgsLasLk8AHUXz1DO+ -AdFzzi5fDKuAUE+WtnMOht4+l5deKuiYkcrDqsGwrsp18YIgOozwTZ8JgjcR -7sl8bZVAEDouPq5B8FvSq1LhFDrvN8dKn0A4vztguak9A4heWa42MgCK5WkW -ffvQso8nSyh/4FgSmGWrjGa0tDqa+8NO3D27E/D96933I15+8LCSv1p4sAKt -Gz/92gdo3JK2nn9eAWG9rbTM2Qskm1f/DK5Af/On1fN6QUmidGRMIHp1/fsn -WZ4woSxf9GgJ+u9E9mSfB5w6tI6zV+QlrleTsDa7CltjdtzX2ViO+/GQFr3q -Cp9WnRjkOf0c60t5J6Q6gInCjzA5BXTX+KN+QQeoVUlS0RwvBsJIQvVeyEV4 -tLfX+4L3/47I9XG9AJed7ITq7hQBUWBl9/LMOZhjuGuHND1Df6m1o9mAQ+OK -wZQ7/7u6UZDPBno7ysKKLP/346otiWehYuxv28exAiDYFoM9RdYQLHrdQXcJ -2ojVHPbvNEi2rN/8LyAXrwflJ1BiCvOfLl/bKIAWOrPH9PdJYM8V1likPsH8 -ZxExuiche42W5Yuyx7ifJM2OrhOg6nko3HM2B+sJf3u8/hi+b9xqzw5AC/lX -+IQaw3d6m0znsv+9bc3uISN4wbQo2b7+IdYb8VA1PQr60o6DszZZQOhw8BuU -GoDytgIVudkH+Ht2JR//vYPAe+Cbt1EAmt0rUxRxAFpcfIXyU+5j/1C7Z1f3 -gXlNlLZjewZe/zsC7nF7YFdPS1iKDZqd52mXowsy06LtzBk61u+P1HqjA5/E -0xzWLUPTYtt2Se6Gvi7zzazIVPT2o55NOyB7elbqQW4K3j/D9MXW6uDMHc7v -w7qL96Ponqm/24Fje+mosmAyxtsCms22QqPBka6FzUkYd0urX7kF4s8O1XYa -JaINVu18sxkUb4k8CIm7g/58+9mWDTCd9TjOoige+7kIBvKug7JXuoFb229j -nJpY+lsRDMauWLHF4tAsi71Sa0Bk0ZLDpeqxaL7HP4zkoHflPa1o0xh0RHad -ugx8iEja4rX1JlqV6BkRB+eyWgFF90i0gpYI9wrgGP423vY8HH3jdpWRCMSL -rGkI/Hnj//ybI/VCoKRrnL1ZMxRtdZCvjx/KLwcE910LQSclbg9eCodSn1pH -vgpC8/ccDuGCvob32przNHRVmymbgP4pEfWmAH90jmO2yp8KLgPnmXWcPmhZ -vcBj3yuUs6jH10M90b2HdDfOVBgS6+wHeNzR4vNNnp8rnC2uy2jfdEaXOY5y -sCvWOVUXbZFzQDvfy/7aVuG6xld5VMkWTVPd4VpT4VF0cafuaTM0Q6HJ7FmF -kE7JfusOPTQh+v10eMX2lJQ7S8iNJJp+38i0ooN7D4/rNeP/PVjck1Ghd7dF -htPpDJrxiKv3VUV3wmZJZv45tM7ze6JNFTFsj2zhR07/O5983l2hINaftMnY -Ff1LcCRlsIJ4EfShlXUVXcC/UD9e8d5KUcHDwBvtlT5b8KWihJN5UaLOF61x -8eC2XxUH20tM++VoaKrz+qX5itLssGtb2IFoq963uRyw1ts8LfheMNrxQ5s/ -N8Qd2sjosLyOXr+j5gkvENLzH5Ukb6DfSmRvE4TeqgxlKjECHeu/6rEoGNxx -OyR9MgrdEHrZYyWUnde/7CwajVY7p+ksAQah305F1MeQBC1YZaWHLAReOX2p -6GEs+mvKhh3yUGZW69sbGof2LpsTUIC1G5LSVfTj0f5xlRzKYCm66Jmpwh00 -560X0ush7t/FKhpnAtbPKrtkvBG/R7SG3lYmYrzS+ZqfKvS696/33J2Cluoz -yFeD8iypyluqqSTBGM3V37EDEjotTHPk09ArIJXSgKMaXcHd3Om4XkvLSmYX -DPhdmEo7n0ESOlrTsYW6YJRwQ/MxG80WXv7nyR6oyMsOKTmVif1jXgvl7oW7 -/Z8kmg/dR4c26TD04YTu2f2EahbWX6/wVMMAqk7R4vgfoYmAObfzh0DVNb1P -XD6bJGT32wylGsKy+31uW0Qf4vrujlrJo1DLZU63+ZVDEgU98hXbj4Fm/bG5 -N4xcXG+zTl3eDHLYLnqtmk9xPjPV3ikzWDEXc6uvEB2j/6u94hR8Wde89seD -PJJQ3SpQccECOmvWPrqtV0ASRq//XfhkBbeUMjveKBeSBF3Y5pq2LdQWbflj -YI9myMeZVtjCPFkp25qBzrnn26tjB45m7Et9EkUkUfaJp8/AHg6ES3P84C8m -CTOL/Oeu54Fj/K6K0uxzknB+qvJouSPYqkXsyVxXQhJLT10IzXSENwHeJ6Vs -0Mpy7LfbnSBU1MxfpA09YiJWfvoy8O4Wa1ooLiWJCefHFtbOIBx7y6nLq5wk -vNqWFwy5gtyOkNxw4jXurz1B29sLggLdGFya6LI7HIFdXvCx0aY9wAXN3zTr -reEND6x1/179iLZctSzqtzcoR8wfsnlTgedfK7j5hg8kXX51VUqPgedhFWFV -5Q/0SnWxH0uqSKLQtmi4PwhqBBtuxSqibQ6pMmSCYey0Be8mfbTzmnwO62BQ -+x2wYBuEPnLXvWogGJhbG0Zb/6LDyHMbxkLg632Liqez1SQhoVMTL3AD9oXS -ztu/ryGJKqknR7Ii4VK78EfiN5r+XE/5SyTEyGdZporXkkTEn/ILZBS8r2gw -bjNBj+wZl3ofBc4/hXfptqDjthiaroyGuxeyhKRq6kiif+fZa8YxMGnALG/P -ayCJo37Sazlvg+tL83UDFPrOaUuJzbfhx4bxpMmx/+POY6QFPueX8XtxKzFJ -ovRXo2TxbRBuPqyukY7+suAqdiEeNI63FqbcaiSJ3MJ47u47EGLR9cTGmUUS -Yhv33vqQBALqX4/8SmohiVBaT+DVdHh/+njVn2z0jfJ4x0fpkHO9SG2hGP3T -P8m/Lx10O9xWc7ei85IV+dfQwd3926gITytJpApHx0TR4X3h95DN3uhQzne7 -bTMgZ/OvF+dOvSVpPk+9F8vch73r/il2rGonCTKXUduUDYJalsLOw+9IQkRi -uSvkg9fm0sFTru9JmnzRlumYYmi90nnCZuIDSSi8aKiLKQfr81mOoqcGSFqZ -l2OkEYBSWJ9cuuQgSTTlTylcqgJNDQZ7KdcQSauuXHbXrgbudtOFJahhUtby -bH4ydz2UfXoYv6JtmGSbb+V2EaqHjum8FSI9wyTDdrZkr0Q9CHG/luAfGSaJ -p9xzPZvq4frWbvl5zs8kfedSRvOJenCOXL7to9ZnUrZWdVN9Rj3s0w46/vgJ -usdkIR3fo+0OhHdkF34m2fzS8Y06DRB4PMb0fvlnkiEi/nfmYAO8unjPIrXu -M6kj4yW0zrIBtiS8sI0e/EzSKtrfGtIaYPX0FzdXyRGSvruNcbKuAb7SbeN3 -Ro6QhDGPtZARE46cjI1rihsh2QadDwROMSGHD2Js7qK1ToZw2jDBykPiZsQj -XP83parFjQn1h1qv99ShD19d+JHAhNQfuz2vcY2SsjxVStbvmaBvKGH+wm+U -ZGeNufFZNgJ90QGzI9dHSR2JPvsi20b4XXL15MeoUZKedXLd0UuNUCDXeow3 -FeNRmZVn8feqxM8bh8xfYH7Udc+ZxEaYyvi+6/cPtEaMfVpLIyT+bJHZibeq -7KLqOY8dFJQ8YL409BwjaRmKXQT+fu40fmN6xn+MpOflrfLbQ8GK3NJbIVFj -pDVrzVnDwxQkWN9baMpBb762fa8NBfENl/ptB9BuT0evhVNQ7GHv4zEyRrKD -5qukoyloX3NmZfg0+uy4SVEcBSL+x47m/UN32+zIS6Egbqsm/Fo1TuqMJLz5 -nEtBTAp3+s1j46R1yWVVI4qCggOEFv3UOElf2DE520xBy/e5zkLrcZKx2OV6 -UBsFgkaTAl2Xx0nZa1H1V3ooiOZq95ePxPXE8DLPzxTkPWNJqMWNk4S4+eqo -MQqarOpK9idjfrMVcWuSAoHyF1OOD8dJ2oha5emvFNx0yrAqrcZ6ypFnJOcp -yJVI+d3AHCfZsSyTFIIFVF18Qm8rzquTybuUkwX88mFNi9iYPyQs83AJCzY2 -BzqIfkbzeal187DA0NeHW2kK+80veP7kY0FU5+Xdhn9xf3+ejv8UZEFu8IUe -K84J0tpasbV7OdZXtfFw4Z0gacftDj0UYQFfpElegvgEyRA+Ysv1/9+TNI4a -PJKZIInx54W38XepwdCB4ZeKEyT92KnfyyRYEEHukh7YPkGyn4i9rVrNgs8J -luqRuzBf85/1CmkW6E35HlHTmyB1Og/7GMmwIEM/7Vz/IYxrG084y7JgPvW1 -f/hx9PpWf085Flh860vYZoH1o8X+2cqzoOzQfF6fDeYzPqqqr2GB2H3puhsO -OH+W5+Ak2vX37v4trjhfc2Tf/39fbDY+8/O9N8ZvHf7MvxbP51GAYGggerF1 -vRs6nKArqYbjvHLd+wE9bMoge2IwnkZunEbvzWebhiRhvbEwLU5FFtC5Fzmr -0HH9ipVafzD+77RcWNdDdG7JdCfa/LkuPSgf8/1TpRLQpfw2ZRtL0ZdswzTQ -onZBLZ0VWE+a9+trnM/lZeYIrRbPu3xGRhHdJFxNbGjC/ft2tjjjfjY4DIp3 -dOB683e1abj/sErOLQF9eB5BF6ty8XyGxBUOrhvC/iPmwWl4fnuc9c62TUyQ -sk+b6q/g+abX2Xn7fcP+YTuN1+D5/5W+Hqv0F+PSdj2leH1OeWQ9auWcJK0P -W8ltkmRBCaum0odvkmScC/0YtIoFImuHu9eKTJI0y8DuMrz+zr7cX5olJkn2 -gEZlkxgL1m3YL6+wHvPdmAbJeP+EBp3f2bRlkqQPFlsdxvvrY/eNY16aWM/b -Yz+bnwWpYfVB1IFJUrZikVsG3q9z/SN3PYywXneoXDMXC07u4CmSNZskCc3j -vj2LWCA0fHDQ/Tz2t1q6OPwPBU7aDn+kr2A/9njihl8UMOMjRBo8cH0jV8bj -bxSE7G3cKxWK8cX/Onbh5+sX3fBBzQPMDxp8l9NLgckvx1dXctFN/psVuygo -PHqzfVUx5s8M2fnh59lxnsV1uRrnlfvDU9ZAAdviqP2Kjxg/cf/8iWIKtIuu -+DFG0U4i/Ql5FNzljbnjMIv70X5xqiCHghPlLTUVxBRJdN3vOJdKQf2KY4rn -ZaZInbKHy94FUvD6xzOfScUpknbwiuLINezfubzVTWWKpG9Mf97kRkFqQqsP -TRvzr3dkSNhTcGWFcWuyBcYvRBhn6lNg96NAUdZ2ipR10q89js9Ls04h32wH -rGdnYvtuOwV7EloUi7wxv0znxPE1+PxcYeRLJWJ/ibWXls83At+P/NZj6bh+ -VWLo/m+NQHQKKnVnY5yrarXhWCOM3mluHXqO8ZjcqoqORngldlRpoQ3jqf0t -Wo8bwVbsyNstQtMkUXfGXepgI5h9f6pUthKtW3X6r1YjGHYs89stM03SGtQ4 -MlQaQf0OS+mQyjTJXv96XkOkEXjFDvvZGeL6avW62G4mLHzLfTt2HNeH19+N -YjLhWzu/sosFxnMiR/e/ZEJfPPXWzwG9S2vNvxQmFIgaKieGTZP0tVHBh82Z -kPXtiZ9UzDTJyBCs3HGQCXfb+druJ6IrP/v07mBCSHyjX0E21o9vWXdMlAmm -oofaGt7gPO067Z0NDbDAs5b0J2ZIYskTIx/FBuj9/qKM4EJf/VMpJdwALwaM -tgYvmSF1/CaaPf7Vg3u579owgRl8PvNsP9hWDyMX2vniVs/g+0z9fhOfemip -C+7K0pgh6VSc+sZXdfC0aNUx5V1Yr95a8k1mHUSk5zc+Jmfw/WKxCkd4Heh5 -vq/I3zdDWsuUzV06UQdlituyyk9gvfcSrm+Ha4F+/aMLyxnrOf4UK/5VA34u -XuNH3XEekcPV/N01YH5awP6tJ87TVBb6rawGRNV2mr3zx7iMob6DZw2EfYrd -PRCF/Ru+vn0x9QZc9uryfc/B9daZPko11XBk87sQz1zsv1VwX0haNWyUdJqf -y8f5RG/8PXy1Goa/JM3Ol+A8Wg9cpdZUg3nmzLulNVhPQvK7pWcV7FlEf7B6 -YIZkywveT1hgwO49B3vHPmH9lkeC/A0M0Az+IlI+gm67L3knlgGqi/WDTWZw -vUVpf6MMA2R4xs5GL2C9F4Muh6wrQMLgdrIl5yypM3z9z9rB17Aiclfr+iWz -JO1A8Zk3tq9BYNktnToB9Orf2cJWr+Cv0HYZQnqWJKLJzXpqL+CXcd/JJjmM -a8WN3HpQDl/jQqNT16JbjdbLLC+HMdHufxqbsP7A7VkYKIVucf9el12zJCPB -5AvHmedQIlufPGiO9c7nP6l1z4fCsy6tz6wwP5gvlJh4Ck8zJXhoNui4QV/S -MhceKDh5rXZAv9dnZik/gtvKwqYm3ug/m0/O+2dC9MWX0Wv80EtbP6hRdIh4 -bFc7S8P6XixmxNZ7ELSxVC067P9+3YM7ryWCv5O1k2UUmpMznb09HrzzeLLW -x6BDNbSUeWLBWdVStC4RbR5VemFXKDi6LDa8k4L+5NdT0UqD84V5wbbp6KVX -lOtcPEEsjGv3g2w0PWL28y0T+A/H9QoF - "]], LineBox[CompressedData[" -1:eJwV0nk8lHkcB/Ch1hFKyhFJaSUkxcqI+koluUZF2hzJ1UZKCQk5doQi98hs -uQ0zYR4qpONxF1uOyNmBhEpumrTYb3/M63m9X5/P7/Mcr9nkdOGoKz+FQonB -36/rzS6R+zOFk0CZ2Dc/3uUG5lRWK7UUHWnOU5YIAmN/mrBgBdpAoF3NOQwO -VPAM3jxFO4yf8NhwHfT1TYmLdeg4A7ozxICqwcQtTjv6QBPr4dZkEAoKlqR2 -oX1KKseSGDD0aOWdul509tKL+e8pkK2lzu4bQFPMO2qymbBe2b1GahL9TqHV -PzUd5p1/HM6ZQdf86fztdAZ0ZUS27ORNQkhNgULYdAYky+a9M1vC/D2nTEs0 -C1auHPweJjYFFKVx+oxkDoyaeF8TXz0FId8Il1txOdAYwf9b2lq0lL+4slAu -RPBtkngkh322hkv8WC5QZu23jatgzul0aErNg/c7v5UEqqOdk4+OLOTBk/OB -uit2oj/6trqfygf/EaaREhVN+L1ql2XDVG+no60R7nH18o5f5kCLzJnhkcOY -77q71FrLgSLrOU9fc3RtitqyNffAo3ltQLwVupPJzsu/ByaiOXwKJ/B8veQ9 -1Yl7sPWwVmSBLTrE41OYdgEMVh9Jfu6Efd+WxuZHBVC91Cdn7YaGD7TXvALI -0PfKGjiL/U/F9XXahWBfeou74IVO/yKZyi6EDva/DVrB2BcbNGX6F8GDoZOW -VWHovZrNTflFkLD5S4fFdeyL0oQ3dxQB7a7Q4NkY9JcmDVDjwvaeFPfvcWiH -SvHVx7ggKq08SU/C82dkkqT8ufAi7uBi+j9o23rZZpILrFftdPV07Fvf33yz -jwv0FS4ij7PQDL230UtccDo0HW/MmoLKKXfDcysJ2EcPk+lgowujFXXXE7Cx -anW6cyHubTOT0lAhYHEhQ2mS+PW9u9ZZahNQ4UdqipajB12F5UwJGLwy1hnx -GPdr+RdTrQhYeVU+aBmJuY5N0DF7AqgBZorB1bh/beGPw64EOAcGPJ+vw3yq -tiHwHAG3gjjnfBswN/7eOX6JgPJr3aunXmK+wJzOvkLAQLBQmWcLWvp+PjOI -ANFQHbvPbdi3CAx4E0rArjA3PtfOKTBozBuxDifA8e9kVl8P9qMTXeUjCbhB -rzW1e4/P9yDEUf0GAQ/Cpyc6+7Gf+Nwg4iYB768rMo59wnxA+My2aAKEIo/o -NY/g/rST+ga0ZlRIn8koWp0xbI99+xvc8Ppx7JN6H0ejCIi8+V7VcBr3Sr6e -eRlBQEm0WMvTOby/95myBToBb2P0fXTnsd9SJRaGzysQ6yH7cAH34sMzT+L7 -7Ihjkjv4psGguCc7Et/3ZHyDS8HyaQg5yDEQ8yaAnsAT3io0DZVqVWmf8XsV -JSpzs0XQ9MkPG9wI6Eo6bqWwCvvLtDYVORDAzwj/wZSYBopm9dXbxwnYlvIg -TUoK91P3Uj6YE2Bz++P+hHXoheeVYQcICEuV+Cwmj+ejZJ/TdxNQwNx3K2oj -nt/KWTekQQDlbnpXiDL2Y+n5jTIEqKY1Bf2niv3TOu9oogRYpS8oXtmOVrBM -81rkAjvT1vOCNtrA3MmzngvtWTckvlLR4h5zd/K5sJj9qMxNH/fjHDyZUVw4 -ypLmd9iPuXzABgFjLgTmGeV1G6HtqW/8lPD/nO9jZm2CfQL+esbHhXlOG8Ps -COaq3DctpUWQzY1V0zuFeZmmHXVNETQRz1pKndBuIcS14ULgFX/z0XTDfo9l -AauiEMwemFaqeGJOG03OtC+EmXJBa5kAdAZ9yoNRAEbVwddmGWjtTLmodg7E -ylT3P2Gi79i6/JnAga7zyw/S03AvrsNhyoIDZ+WiRNawfjmNSa9lQ/TlhNs7 -HmI/5pWbVWY+vN6SW+LRhrnHgOpHRRbIBQ1LanWiL4ltGXuVCy5tKv7zPdiv -t/To8suF2eAiiBrAvEZ5gPYiB2S6y16yJtFNoWLfbLPB4WbjUP+qGaBIaQ2P -WGRAXr+oCXsN2jFRZbIlHSZ0aIVe0ujJXtMZvnQIHWzzXtqAFjhkUWR/F3L2 -vKPIb0czgvpV/0uFL+PjsifM0AWGQ5TOBPCzkqQ1RaIJgX99I/6CLNYePuto -NKWBO1bsCE081/u9seiQgKTItCPw+91S6c8MtMHEbvAxI19/sulblovOSAzV -bPAmt/sxL+pWoWc+JPI9ukEOpiok5fxAr5A6OGSXToqPHjJSW0BvaaPNHsgg -9fZ68Yops0BRLFSlvs0gEwYq7UhBdO1jvkXRLBLUnJR6JNEBJySD/HJI5pOc -0lWa6B8nng5cYJOWH1S6r7rPQsgYKzB7tpiU990U4X4ebbicmXm8hPwiuk77 -5CX0XO2eVeUlZPhuoXjdq2iHYRFq4H2yInnImBeF1tkVUS78kPzdLLvch437 -MS5l+rrlJK98/W2vEXRWQ2veyDOyjrbWyHEU+8bmsfI2JJkwJDJDm8D8gpXF -zzqSVF/7k6bBQzd1LPgerSSdLnQLjgnOQSXjosobrSrypRLDz0N5Dii+E0Iq -lBoy9UmMkq0a5ja9rSm7a0i3Y+FtJhpzYNAr/puuTw3JF3pZQ1UHPelvIvG1 -htz19ujwiNEchJD3KuS7a8ll3ibJXSa4V0fdKy9ZR7YIG+5/YYE+vcfL4kgd -6aGzMz3vOPpUAv1gYx1JbdpqnnISXUDoigjWkwKuG39ed8C98n5D/gP1ZNtP -abavEz6P3VCUamg9mZGwysbNDe/fnMX7+1k9+T8biWwf - "]]}, - Annotation[#, "Charting`Private`Tag$724199#1"]& ], {}}, {}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, 0}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->{{0.5000000000000284, 0.5}, {0.5000000000000284, - 0.5000000000000284}}, - Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> - None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange->{{-1.4, 1.4}, {-0.22772255331967983`, 0.06463974354335722}}, - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}], {159.94490842698494, -97.50736892665738}, - ImageScaled[{0.5, 0.5}], {299.89670330059676, 185.72832176506168}], - InsetBox[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], - Opacity[1.], LineBox[CompressedData[" -1:eJwtmXc8lf/7x5UWGqjMUlZDoRQZ6bJT2ZtKisooycgqomSVUFkRGihayo4r -DUVW5jnnNs8yDjJyGnz0u7+Px++v+/F83O9xXe/36xr345Y+dcHq9GIeHp4P -i3h4/vfMSV5jf+YMF1WYD6Y4IxxoPmnSP3iKi0FKMsoqzRyY2xV79vgJLual -Qu21Yg7YtSwOsnHg4tPKTYRxKAdWreSm6R3momnDsSKnVRwIieqhSSlxUffn -ufmMPaNgE/TUuXt2FpMkTopcjRmG5c76Z4yjZnHVjdliT2sWfB3MndRM+olX -VZql97J6gX4uotbx+Qw2+G317XRsBx7WhdHJpml0NPrcdvfSJwhaH5uQRkxh -i3fEhXdyGXDIVDb43J9JrFxTeV/n51vkP1nJnzY7iVflpJznT5Zgg79l5sep -SeSZn9HxaClBk8xwlBidxO/HjpbYPS1FMw6xtJ42iR3uhZciHcvRJvZusvy7 -SVzhE2qgVFiFzp+XFvWFTeKqJz/XKPPXor/2cJ/FkkmUjKvlU1j0BUdu9lsm -8EyiSMPKp48Vv2BV+fPY1D8/UO34gZQ5xy+YwI2zvTX6A4teBoUdKP6Ce30N -x4Maf+C/NsVr4ie/4lWPyg0WiT9wR5OG/s7yehR1eBy6IPoDrxqtfsNr0ohG -qkEaR7dOYPJ4Rq36jVb07MmIsN88gVVFhtd+pLRiwrXqemvxCbR+oFKWmt+K -3d8XO5kIkPza/Pq7r63o7n0rRPvHODY+mhVz4P+OcfkPqzaVjaNlnYsdLe47 -Nos3aTONxrGnvfKcXEQbTr//ETUA45j5ixsomNiGIu7CzT3q4zhmJOAx8aAN -T5TaO3cqjOPei3ICV9+14aQVPaxu9ThOOwy/+cttQ+Gbv7CgawzD9j2vtvBo -R9sFab3zZ8ZwMDqfmqbfgfvnNq5ucx7Dhb571UzLDpT7LU5Tsx9Db1/Ru5td -OnB6SsiXx3gM74uK73C/3IEJrEUP72wfw70LnKv73nZgXePgosoxDooOf6un -be7Effdza5f5cTDH2LTEeqITpdKybnl5cXDf27/v8/524rJ76Y6trhxU0Jiz -GF3WhR0JSVPpNhwMebRJUH9TF/pERkgrqnFQao1QnJZ5FxZ4nIyw/jOKFy9/ -dDMp6kJxdWndnPBR3MjYcW7V0W7U1La8cCNoFC9ncma+unXjMb2IrHMXR3FH -78HQQO9uzDEZ/KPuOoq+HjGpzyO6cdvJ3OLvRqPoEbj4fFh+N6rFScvxrh7F -u39kPpRMdqNNj/TyM5kjuNsjHu8GU/DSoKWqyb0RVDMOtSuLoGAaO8JVJWEE -g9DqVFMsBYnJQVwIH0HLBfuh9nQKnlr6MCjVdQSHLQVXHamg4EUlmdGvCiM4 -5+/6hzlLwYSrMk07KobR/cfJ/oHTVBT7T7hGtXgY54wtVzmco+LDYN6XUDiM -01GOWR99qVjqy0y0zhrGnyc8pwLDqdjnlmcTGjGMB8zC6m3TqKh4SKGn4dAw -5ifHqI98Icd/lmjq0BtGs5WrZAuaqKijJ1DTpzWMOma+eUfbqWijNZY9rTiM -UQU3o3L6qHhZ8YWrhPAwhi8rX/LwJxUbhVQ4HrQhzI3QWBItRUO7BJkev/Yh -fMXbI5IkS8MB/rVNVxqHUPnesj+3t9HwJ+/PF0k1Q7hgka5xToWGG7glvhUP -h/CL6F6BbEManqNp/F3hNYT+dU2cSQ8acu0UOMJuQ7jkvVDiIW8aXm2X6Nlw -fAilVpzWTPWl4d3Guepd5kM4ztP9QiiUhu9qqiMc9gxhu8yuS9fiaSjwSJev -YI6N95ffCjr+jIYOAQJhEj/Z+DsywMX+BQ0fH+ycvjnGRmWBhkyDYhoeGHPv -udjLxreGQnJ/Kmjoq5r4UgvZqL81it3wlYa43EnuRRkbjf9ocU400nAlTTZ9 -8ys2UuNXnx1uoeGTsLLIpblsXHhytLO9i4aUL322LZFsHHfsXbqeSUP5jIIG -3VA2xi+p2m80RK5/zhfe+rExPMFxldcoaa/Qsu3pbmwsf73t1u1J0h4nxflT -RmwcVVC5ajBP2jsW+pDLx8bF6yLmTwoROFVjKOqxmI08n053Na8l8EDSmpvE -XxY26andVhYhsFv1UcB7DgtlP/W/aJQgkD+8wTiuiYXlN5Q3XZIl0N7ybvX8 -ZxYmXzHziJQn8LGss8qFGhaqmPS/jdxKoPbXKUmblyzc4ZNy8sQOAn2ExH9s -TGLh7VmhuFgVAqsZdNfEWBY6jwQ6qO0l1y8toiyOZOGd9G+Hu1UJfOSk82HI -l4U0ucCiWXUCJ3fy73PyYuF9kXNyfpoE7v/XXtjoykL96ZjvTC0Cux6dvffa -hoWGvb49jw8QKHtpN7+cKQsFPxF6M0DubzwXlmLIwjL9xz9UdQnkG09wD1Vj -YfTyOMU0fQLt0KF3XImFmSzdL2UGBD5MkrFy2crCqMSE8m+G5H5qpVqGYiyU -bhZ/03qQwE+Cb4U1hFiY17yMp9iYwCOc1yM7+VmYX2+iGnuIQKec56nr5pmo -Kk6cET9CID2k0HvFLBNTKVKebSR72D41nB9n4g73YtcIEwKD+J/MMPqZ+Ca6 -5mCtKYE8rIcN3RQmFt/brWFlRmA05uR++87EpT4jSlSSV2c8CMIGJi5b6brT -zpzAFP9M8zcfmfhIV1K1nmQp84wt+e+Y6PEtwUTFgsC87Wn/ZZQwMcVI81IS -yUpLUjoSXjBRak9GCZvkkr47hZH55P4zCqtVLEl/K5IiL+Uwsa3J/ZofyZ/u -3Hb0TGdi80iLWCHJJt63djknM5Fi1fOdQnKHcfxyq3jSvl98xfMkH5ON7TO8 -zkTX/I53IlYEMv67UaJxhYm/Rctnt5DsSbl+U/ESE1v6lV0USZ4ujnSVvsDE -5cFl/7aTHHLrquZ6dyZ26TR0byB5kXuYEN9JJt4JZHCWkhyjd3l43pGJ33TC -gEXuJ7gxhKxJTNR+tL6rkuS0X4EpzCNMHImRe3OD5E1tAecpBkzciPI0Y5Lz -ivwMGrWZGM69Y7aIZKXoi5Lv1Zgo+HFk7SvyPEpPXph+o8xErcxcRVuStfef -r8/fxkR6j2r2JHm+n0S8cu5Lk/593HwukmSTKffA2xJMfHKxJ5Wf5I5vZ8yu -rWWi2DhdPpa8r6N5bvKBK8nzlHohvkDer+dRl3bnBQbmVwXrfCPvf1rV+ZnV -LwYaeZ0PkSU5WPBYhNEkAw85rdzmS+ol5rO9shKdgRsP7R6bJvUlmGO7TIZg -IKXwKZ88yakh1r3rOxjIWVtcYErqMU/ZPP6/zwzcG2UXHGlE+sdvemqqhoGL -hJivE0g9lzAPa7DKGOiWzwxOIvX+Kd1oqPEpA0XqNteF6JF65T2gn3mLga/9 -C1/1aJP29mlJJN5goMmH35+z9pP5o1xj6lo4AwfHgm/YkvHH462a7XWRgcl7 -uSJPyXjdRNk5p2nLwJcCrK4BMt49VyyxSzVloNKegX1quwl8q068mjFk4MlH -/324qkygcXrsmSI1Bq6tN/CYJfOFrxP7+0YxBgbSIy4elyPwXVz1zhBB0l7B -1dnHZAhcVnU3umsFA2/c5pWw3EzgfUl97dt/6Din841PYgPpT092AQ9Bx9Jk -BZOdZH5bvSqQ93g7Hek+J1y6BAl01DZzrvhGx/LjWqyA1QROZM2v9X1HR6cb -163u8REoesIxnJFFR1yWrmb3j4aeg8J2dS50jOdoLjCGafhWaPSVjCMd1e0G -dw6xaPhPt1Yg3JKO6QMJwgN0sr48vFC7T4+OFZ7J69700LDatXHnU1k6Ospq -ePeR+V6QHcV7kz2Iuurh5mZvaVg6+vuV5blBdBGLD3sdQEP35MTm726DWLZP -ZyH6Ig0lNbeNWR4fRLeNyZK258l6Fmu/1cpsEENuZkK7Gw0PbyvNsto1iDMW -+3JPWNOw77RfnPXPAWwrC/J4p0TDZYPjrraXB/DBmsB/D8l6XB4TFdHpP4Cp -QSfVbKlU9Nq1Mdv2/ACe0dt1e4Gs363hJjRb5wFs/TtXqlZPxQypQgs7nQGU -SWy00n5DRaVj7tr2SwZQaWbWLj+Kis9efFYsFutH8d5YdwE5Kl5ffVyxhL8f -PWolVMSkqHjC++fO8vk+vLkxt2yjGBXXKcnurBnow84nLN61K6kY9vyqQkNB -H2YqP1/Im6GgVZHWVrp6H1Y3j54NrKXg36evNws79pLxH+703Z6CR55krfVN -J9AgU2mFnE83Fr0akjCKI3CrdltV+9luXPlut4xEKIF1hmv7Qk90Y2Pb510f -jpE6ynUMLzHrRhOeCVNhUjfux88UNu/sRrOjB2KK82iow809ljnUhRZC/fPT -pJ97DYLLPth3oe2VzWy/5m5UMJfK3CrbiR9889u2GHSg/rpfRCPZH6cdohZK -ereiltLhV86SLThfcKuBYV2PiWu87M7f+IoJf3wuTpt8wMBHLQoB/2qRKW7D -4DteghOdRe0aB0qwl+Kk3BSfid9u71yvGp2JPf79CoEH7kMXZNUFad6HxZwM -pa1TJaDmXPHyU0sJ5NSqrecu/wDDuqKelOpaGD/cUNHxoh4cjh/ank75CqvV -Zsx+p7XCFu23DhquLaC//b8tneIdMBY1Z10W1gZrtI4J+7C74b7sFP+KPZ0w -kJdbkf2zG0wzmo3c9ndCsfCQS8tiCsTnznysNOwEu9GLL5U2UaDC1tLfzqET -MtOjTcbtKfB112JT4yudoPC7+IZnPQXCxtQI4bpOMCjhm3MrokI/V8l8h3UX -BCmXMRx9CXh42ja0wKkbQopCl+pdJeCd37N4q1PdELpdZ6tCAgEBmol6XI9u -CJOt9/z7lABwW5qqENwN10SJqYxBAqbBLtwotRsS/i38Iyx6oO+brZ9xWzc8 -bjHa4KzcCyLsVWud9SmQZyJwwEib/K7k+/lI7TAF8utbTigd6QWt7MV+Kywp -8Oyjw6OFM71wZU10TaozBV6WeSpkP+gFtHj20i2YApXZCeoDq/rApptXquQ5 -Bb5f6LI5NdYHDX9VDcSFqGCiO+wdPNcH2VdiZe+JUuGr8N+YRP5+2LLBL3mF -FBXel2ysrtnWD7lPjFd3KVDhxZybvOTpfpj2Kl0hYECFm9Ezs+29/dB1h8+Z -6k+Fx+Yx3x6eHQDgTiiPtlDhlHqSg9KFAbi6mKCbd1Jhs3QGq+LSANjwyGcX -0aiQOV34r5X8Ykue5ZU9wqLCnXste/49GgBCBOiSf6kQSYhkHh0YAI/KlsQV -MjRwOfvk3DrHQTghIK8x5UkDxsGQVCmXQUjh3+I75E2DM9vMP2w7Owhxsdnu -nb40ODfyW1Q7YBB4I42vpoXQINjL5OPppEFY53L9b2UsDZIvzIiX1Q+C2DqG -hHceDdZbfDWobR2EwjvKiX1PaZC2K+vCt+5BkLaRvGn0nAYPpow+97MGoXZQ -hP+/NzQo9MvwWbGYDmvKrtfw1tLgU6DuF0dNOrQWbFgRQKXBQQeRaVddOrwq -On3kWA8NGtQ5G7yN6fD6ydE+zX4atP656xtpRwcT9wRWL5MGvaHDGwt96WCz -pV6s6gfp77Fq45JgOihe2Rt8bJoGzP3JfniVDr9WNqya/UmD0f+06tsT6KB+ -69Vngb804Ibf9p9/Rod3dqsFW3gJCHZxy15WTIcmnwuvty8jYF5Ho0Gwgg7/ -Yi56ha4gYPFixib5L3QIkEuWXLKKgNXX1b6ZMuig7/Bd4Nl6ArbG9EpnSzLg -oKn1NkN5AoaFqV91ZBlwJPV8t+pWAgqyOi7QFRgQ5VbSLLmdgG1vvlXLazIg -wFD9+pedBCj0VTgWOTCAITtxO2sPAaPuJTxmLgwgbjksVVcl4NnMq/wfZxnw -bfuH7C9qBOzgK5hVCWRA2LI/u+s0CNi5NyWp4h4DMoLLLHSAgLGaJPWjWQzo -z+nzvaZDQNGhW/3zjxnQotOUUqVLgOKJ64o6bxlQvP9UG78BARMj4R2DVQzQ -oqsPShsS8MI/NPTaRwaE3tk3oGhEgFKcb31dGwO2LF+ZJWdMjl/n7eNOY0Dy -gKDVmkPk+GwPUX46A3Jm7rMmSPZWOF1TOMKAGC8D64+HCVAucTltOsWAUZPc -lJtHCJiEYyt//GbAh4BDhYdNCHjVYP8mkYcJRlntN/8jedeA2aKONUww5R1+ -rGtGjvc8XBAgyoTNEw/a2kh+NWtoLrqJCXK7kqoczAnwuarLLd/CBNEam6Pt -JO8W0M5yUmJCzunw53oWZB65p24wr8oEg6a853kkF2/ey8nSZsJxfxf7fyT7 -FiongyETFr3RzTOxJEBFbYfGoAkT5iv67yWQPP1+y0CkDRNKklukP5NcfEQm -Wu4YE5Q35RlOkuzbtVGpzpUJ0+K/59dYEbDnpHjnWS8mcNc76cuR/JOz7jKf -HxMehbmsI/tfeHtJULYwhAlvU7O9FEj2X7SywSSSCbuvFBqQ/S/svbn84kQs -E47Jit1f/L/5IrxiiUnkfLtgz15yv7e5CzW705mQUnXqRRHJ/jv/nm7PYUJT -89lTPiSrls2uDChgApspGbmNZK7u1BuRV0zwVBDm6yT9LW0ccyovY0Ljo97p -AJIv2Q8vckImmCgKaQmQrEZnFMzVkf6EQO9d8jy55/rNs5qZcEVsrkOY5LJf -NO6BLiZYenRtjCLvIyiyK2uglwlnC1zfcEwJUF/VZhDJYoLx8N4kI5J/pzZx -ZMeZMCPcU3yPvN9ymfrkzz+ZQBkZXUsl9aCh/n5gxRIWVHdFRe4n9VJTGS2/ -XYAFS1M3VnqRejLQNvc8JMwCiVtqjxJJ/Vno9c3EbmZBwpXQ0CpSn12fnqg/ -28qCcMLbtZbU79GD5680KLHguJrvxDtS32dM5pcJaLPgq5Va/109Mj6aPx7Z -YcAC4bBq7YtkPFy0jE88coQFhcGDu/TJeLlsJyFx05EFu47F133RJiDZRV1x -1SUWRBjsOmytToAY499FxSssKNd3HybIeMw6/aXU9DoLjnZYLDiS8VrgaaeT -kMwCh91VkWoqpD/+/tZrXrJAPv1hjM8O0p9fWmnKpSwIfr8q/DGZD+qDeXvN -q1kwckS1tYnMFx1hyWcSv7FARFzbn0eOzAcxr4KFhlnw63DtcZYkqXeBoJrd -P1gQt/vhp4/iBMzeAl4rLgt8juh7pIoSwHOn+WbyEjYo3zc8LrWWAJGssey1 -0mxIk3of94yPgMxNb5l7trFhO1csRGU5AdIPQ7fbKLOhukwx7uUSMp/k87+5 -q82GEPdlCzH/aKD3elvdeic2nHNpai4n8+nXPZP8aifZMG9ywnlkigampWXm -du5sqCzKmVpN5mOHKiNqyiU2aIk9XacxQgPvz25jonfYMJS7cmhFLw0yqDnC -Eo3k/EtJCXc+0KCcmX9XpJ0NZkEnbeWQBp0/XoispbGBEr/L9lkVDQSXVUus -HGbD+3Gh6XtvaRClQpVZ4B2CJUOfdDhPaOATL7SHrjUE9mrZu+Jv0CAhRayk -T28ILq+24ZyPJOtP7qZ9xKEhMO8UKjAMowG7TFGrw34I2LZs8Y4AGhxlHtKv -8xuC2gPZYefcaGCkHWn9rHAIqlqMD8UADdyMYzvziofAZMOd6ApNGkRYJ9o/ -qhiC78Gtif2qNHjn8eBo5hdy/XgnLt9OGuxOqXRNYAzBl9FNz7tFabDhx7Sf -r+QwpP179Ml6nAozOa53NeOHwf/MFe/S21Qws0tKbk4ehq2aYQ+nY6hQIICJ -pzKG4aXsBTnpSCo4X5K4Ffd0GIp3+/HYkv3D1yPfo2hfhiG4f1+WqAPZH3AP -BIYsGYEjYWVxSzZSwdBEwqnyygi8M+Hf65xJgZxFxg5mUSOwxtQ0mbhDgb+l -AXb0myOgdbP01eF4CryS/m7FnzkCVevVNiyQ/ZDEr+gjTpUjYM25tLvCjgIT -ubP7/3JHIP9Ak8/lVRRI/dW6SdNnFAKV1UTFfLqh9HFDlUngKMj616QHnOmG -LstP9ifCRsHHqE+t7lg3iBSV3b5+cxT2jB8v1jnUDSkuD/41F4yCt1uecYZ0 -N9yt9+p3HRyFD5ytn3pauiDx/rLsW1YcUHzifSVKpgteGfNo5ThyoNe41whE -u6B19k9XsQsHYuVPl3IEumCNxfhqijcHfqVtCd4w2wkJSzrCZOI5cFZLZWsv -2Z/eOp/rXPaRA3YNf6a7z3ZCHOyXGtw7BoZb7j5Pz+6AoZRjavH7x+CKpMXb -uKQOMJi4bKZqMAaUMq9rXtc6YCGzOizWegzs09a6z5/pAN+/B/p3+47Biwe2 -X50UO8CpRDcn8uUYWDHONi0ta4ftOw7KyCmMg91eJ7mf1W3wVcRqy9lNEwD6 -vlI70luhmvs6dHzLBLz/J/v0QHQrFHcJffdTmoDolUE+ugGtkJnyPfSq9gQM -/ZB5tM6yFS6IWH5PPzoBE4WaklPLW0FExOJyY+oERH5mdM0zm8F1vVnbbsEf -cOcUn2VKQCP845OHMJ5JSB3fGX5K6Qv0zFaW8yyZhIPFarH9S75A5aCFyrXl -k5CRK+irTdSBf8Vl+ZjV5Puqxg/3o+tg2L1DIHnDJHz0C0oe7PsMrV+uUZ6o -T4Ku6aqQ+OhPkBNFv9jkMwljq/a1y9XWgt6inMcbBich7W1EanZ+GSjoTCY8 -65iCwNrlJ+evpWBlIKqsLJ+GCrctKWJNH9DoQ3jYbMoMSNcFsZVOtWGgzXrz -5pif8ClaNiEitBct+rdTQzxnAbTumVulMHHjJeloT+9ZkJnIPzD5momjK8VV -nXxnweLcf8/vNzExSnNFkkYIyW+KxSSXsrDyHtv4d+wsOEhKnX/nz0I5k0fl -AU9nIYjfMjbejo2/yzek+QzPwlxeofUFuWH8bL7OyGVsFqq2X//wQXcYk9kC -P80nZ+GlCd9KuRPDqLhuzlz59yzwqvppCmYM46kL1OUTy7mg62Vgc1twBBvl -UwK9tnLBYJ3vbwWeUUx/d0v+6A4uqF7478xxqVE8Yx3VfliZC/0uxb1Z+0dx -UYS/ssI+LhSMLkwYB4+iWo/V0LARF8oDuJMHZ0aR1+/wPcphLuxZkzs5KsTB -Vj49/a9mXND7a7gmcxcHvfbtzs6340Lpp9G327w5qN68zTTViQvBUrm6S25x -cNnpzXM3nLnwtabm93ghB9vnRJ9eOsWFtOObelkNHPz//4Hw//8D8f8Ad9EW -nw== - "]]}, - Annotation[#, "Charting`Private`Tag$724241#1"]& ]}, {}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, 0}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->{{0.5000000000000284, 0.5}, {0.5000000000000284, - 0.5000000000000284}}, - Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, - "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> - None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange->{{-1.4, 1.4}, {-0.8723048895982457, 0.8723048895982457}}, - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}], {479.8347252809548, -97.50736892665738}, - ImageScaled[{0.5, 0.5}], {299.89670330059676, 185.72832176506168}]}, {}}, - ImageSize->{ - UpTo[600], - UpTo[223]}, - PlotRange->{{0, 639.7796337079398}, {-195.01473785331476`, 0}}, - PlotRangePadding->{6, 5}]], "Output", - CellChangeTimes->{{3.817270261356271*^9, 3.817270268199273*^9}}, - CellLabel-> - "(WOPR) Out[193]=",ExpressionUUID->"d79294e8-cb2f-4112-ad68-da965b8a242a"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"R\[ScriptCapitalF]", "[", "\[Theta]", "]"}], "/.", - RowBox[{"eqB", "[", "testN", "]"}]}], "/.", "ARule"}], "/.", "ss1"}], "/.", - RowBox[{ - RowBox[{"gC", "[", "0", "]"}], "\[Rule]", "1"}]}], "/.", - RowBox[{"h0", "\[Rule]", "1"}]}]], "Input", - CellChangeTimes->{{3.81721216084793*^9, 3.817212194888206*^9}}, - CellLabel-> - "In[682]:=",ExpressionUUID->"8dd8c18b-504b-469d-8072-a9fb0cc417df"], - -Cell[BoxData[ - TemplateBox[{ - "General", "munfl", - "\"\\!\\(\\*RowBox[{\\\"Exp\\\", \\\"[\\\", RowBox[{\\\"-\\\", \ -\\\"822.9006276986833`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ -normalized machine number; precision may be lost.\"", 2, 682, 411, - 31478759869561735920, "Local"}, - "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{{3.817212140998989*^9, 3.817212162850238*^9}, - 3.817212195088612*^9}, - CellLabel-> - "During evaluation of \ -In[682]:=",ExpressionUUID->"a55da929-28cd-4032-aea8-5daec85d020a"], - -Cell[BoxData[ - TemplateBox[{ - "General", "munfl", - "\"\\!\\(\\*RowBox[{\\\"Exp\\\", \\\"[\\\", RowBox[{\\\"-\\\", \ -\\\"822.9006276986833`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ -normalized machine number; precision may be lost.\"", 2, 682, 412, - 31478759869561735920, "Local"}, - "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{{3.817212140998989*^9, 3.817212162850238*^9}, - 3.817212195092041*^9}, - CellLabel-> - "During evaluation of \ -In[682]:=",ExpressionUUID->"d9f18df2-5058-4626-9d48-5486b1743e96"], - -Cell[BoxData[ - RowBox[{"0.`", "\[VeryThinSpace]", "-", - RowBox[{"6.159214973190065`*^-26", " ", - RowBox[{"(", - RowBox[{ - FractionBox[ - RowBox[{"0.`", "\[VeryThinSpace]", "+", - RowBox[{"0.017156691619484233`", " ", - SuperscriptBox["\[ExponentialE]", - FractionBox["47573.03979762524`", - RowBox[{ - "1.0039108687835472`", "\[VeryThinSpace]", "-", "\[Theta]"}]]], " ", - RowBox[{"(", - RowBox[{"1.0039108687835472`", "\[VeryThinSpace]", "-", "\[Theta]"}], - ")"}], " ", - RowBox[{"ExpIntegralEi", "[", - RowBox[{"-", - FractionBox["47573.03979762524`", - RowBox[{ - "1.0039108687835472`", "\[VeryThinSpace]", "-", "\[Theta]"}]]}], - "]"}]}]}], - RowBox[{"\[Pi]", " ", - RowBox[{"(", - RowBox[{"816.195973209307`", "\[VeryThinSpace]", "-", - RowBox[{"14.003222613416897`", " ", - RowBox[{"(", - RowBox[{ - "1.0039108687835472`", "\[VeryThinSpace]", "-", "\[Theta]"}], - ")"}]}]}], ")"}]}]], "+", - FractionBox[ - RowBox[{"0.`", "\[VeryThinSpace]", "+", - RowBox[{"0.017156691619484233`", " ", - SuperscriptBox["\[ExponentialE]", - FractionBox["47573.03979762524`", - RowBox[{ - "1.0039108687835472`", "\[VeryThinSpace]", "+", "\[Theta]"}]]], " ", - RowBox[{"(", - RowBox[{"1.0039108687835472`", "\[VeryThinSpace]", "+", "\[Theta]"}], - ")"}], " ", - RowBox[{"ExpIntegralEi", "[", - RowBox[{"-", - FractionBox["47573.03979762524`", - RowBox[{ - "1.0039108687835472`", "\[VeryThinSpace]", "+", "\[Theta]"}]]}], - "]"}]}]}], - RowBox[{"\[Pi]", " ", - RowBox[{"(", - RowBox[{"816.195973209307`", "\[VeryThinSpace]", "-", - RowBox[{"14.003222613416897`", " ", - RowBox[{"(", RowBox[{ - "1.0039108687835472`", "\[VeryThinSpace]", "+", "\[Theta]"}], - ")"}]}]}], ")"}]}]]}], ")"}]}]}]], "Output", - CellChangeTimes->{{3.817212141009383*^9, 3.817212162858392*^9}, - 3.817212195095738*^9}, - CellLabel-> - "Out[682]=",ExpressionUUID->"7ce119a6-a1c0-48cc-9d86-6e7b6a1eafe3"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"\[Xi]", "[", "0", "]"}], "[", "\[Theta]", "]"}], "/.", - RowBox[{"eqB", "[", "0", "]"}]}], "/.", "ARule"}], "/.", "ss1"}], "/.", - RowBox[{"{", - RowBox[{ - RowBox[{ - RowBox[{"gCoeff", "[", "0", "]"}], "\[Rule]", "1"}], ",", - RowBox[{"h0", "\[Rule]", "1"}], ",", - RowBox[{"t\[Infinity]", "\[Rule]", "1"}]}], "}"}]}]], "Input", - CellChangeTimes->{3.817203455666684*^9}, - CellLabel-> - "In[304]:=",ExpressionUUID->"b0a27cf9-de55-4cf4-9b19-ff7b3add442a"], - -Cell[BoxData[ - FractionBox[ - RowBox[{"\[Theta]", " ", - RowBox[{"(", - RowBox[{"1", "-", - FractionBox[ - SuperscriptBox["\[Theta]", "2"], - SuperscriptBox["\[Theta]c", "2"]]}], ")"}]}], - RowBox[{ - SuperscriptBox[ - RowBox[{"(", - FractionBox[ - RowBox[{"1", "-", - SuperscriptBox["\[Theta]", "2"]}], - RowBox[{"1", "+", - RowBox[{"1.0745227484633069`", " ", - SuperscriptBox["\[Theta]", "3"]}]}]], ")"}], - RowBox[{"15", "/", "8"}]], " ", - RowBox[{"(", - RowBox[{"1", "+", - FractionBox[ - RowBox[{"2.2786089295146557`", " ", - SuperscriptBox["\[Theta]", "2"], " ", - RowBox[{"RealAbs", "[", "\[Theta]", "]"}]}], - SuperscriptBox["\[Theta]c", "2"]]}], ")"}]}]]], "Output", - CellChangeTimes->{3.817203455897637*^9, 3.8172042416897707`*^9}, + RowBox[{ + RowBox[{"h3", "[", "\[Theta]", "]"}], + SuperscriptBox[ + RowBox[{"t", "[", "\[Theta]", "]"}], + RowBox[{"-", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]}]]}], ",", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"Transpose", "[", + RowBox[{"Inverse", "[", + RowBox[{"D", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"R", " ", + RowBox[{"t", "[", "\[Theta]p", "]"}]}], ",", + RowBox[{ + SuperscriptBox["R", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]], + RowBox[{"h3", "[", "\[Theta]p", "]"}]}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}], + "]"}], "]"}], ".", + RowBox[{"D", "[", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"Transpose", "[", + RowBox[{"Inverse", "[", + RowBox[{"D", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"R", " ", + RowBox[{"t", "[", "\[Theta]p", "]"}]}], ",", + RowBox[{ + SuperscriptBox["R", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]], + RowBox[{"h3", "[", "\[Theta]p", "]"}]}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}], + "]"}], "]"}], ".", + RowBox[{"D", "[", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"Transpose", "[", + RowBox[{"Inverse", "[", + RowBox[{"D", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"R", " ", + RowBox[{"t", "[", "\[Theta]p", "]"}]}], ",", + RowBox[{ + SuperscriptBox["R", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]], + RowBox[{"h3", "[", "\[Theta]p", "]"}]}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}], + "]"}], "]"}], ".", + RowBox[{"D", "[", + RowBox[{ + RowBox[{ + SuperscriptBox["R", "2"], + RowBox[{"(", + RowBox[{ + RowBox[{"F3", "[", "\[Theta]p", "]"}], "+", + RowBox[{ + SuperscriptBox[ + RowBox[{"t", "[", "\[Theta]p", "]"}], "2"], + RowBox[{ + RowBox[{"Log", "[", + SuperscriptBox["R", "2"], "]"}], "/", + RowBox[{"(", + RowBox[{"8", "\[Pi]"}], ")"}]}]}]}], ")"}]}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}]}], + ")"}], "[", + RowBox[{"[", "2", "]"}], "]"}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}]}], + ")"}], "[", + RowBox[{"[", "2", "]"}], "]"}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}]}], + ")"}], "[", + RowBox[{"[", "2", "]"}], "]"}], + SuperscriptBox[ + RowBox[{"(", + RowBox[{"R", " ", + RowBox[{"t", "[", "\[Theta]p", "]"}]}], ")"}], + RowBox[{ + RowBox[{"7", "/", "4"}], "+", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]}]]}]}], "}"}], "/.", + RowBox[{"\[Theta]p", "\[Rule]", "\[Theta]"}]}], "/.", + RowBox[{"B", "\[Rule]", + RowBox[{"ruleB", "[", "h3", "]"}]}]}], "/.", "sol3"}], "/.", + RowBox[{"\[Theta]c", "\[Rule]", "\[Theta]c1"}]}], "/.", + RowBox[{"R", "\[Rule]", "1"}]}], ",", + RowBox[{"{", + RowBox[{"\[Theta]", ",", + RowBox[{"1", "+", "0.001"}], ",", + RowBox[{"\[Theta]c1", "-", "0.001"}], ",", "0.001"}], "}"}]}], "]"}]}], + ";"}]], "Input", + CellChangeTimes->{{3.8182296960555153`*^9, 3.8182296994771023`*^9}, { + 3.8182332924838343`*^9, 3.81823330809974*^9}, {3.818243892764352*^9, + 3.8182439753494368`*^9}}, CellLabel-> - "Out[304]=",ExpressionUUID->"d3fcf7af-82f3-49c4-81c0-3bf29938e0d1"] -}, Open ]], + "In[104]:=",ExpressionUUID->"b233f772-ebe4-4d6e-82dc-3e50dc9f4a60"], Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"Plot", "[", + RowBox[{"ListPlot", "[", RowBox[{ - RowBox[{ - SuperscriptBox[ - RowBox[{"(", - FractionBox[ - RowBox[{"Abs", "[", - RowBox[{"1", "-", - SuperscriptBox["\[Theta]", "2"]}], "]"}], - RowBox[{"1", "+", - RowBox[{ - SuperscriptBox["\[Theta]", "3"], "/", "t\[Infinity]"}]}]], ")"}], - RowBox[{"-", "\[Beta]"}]], "/.", - RowBox[{"t\[Infinity]", "\[Rule]", "1000"}]}], ",", RowBox[{"{", - RowBox[{"\[Theta]", ",", "1", ",", "1.3"}], "}"}]}], "]"}]], "Input", - CellChangeTimes->{{3.8172052654521303`*^9, 3.817205279995434*^9}}, - CellLabel-> - "In[394]:=",ExpressionUUID->"f49c10e4-6ea3-40fb-85e8-436bcc73196f"], - -Cell[BoxData[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ - 1.], LineBox[CompressedData[" -1:eJwV1Hk41VkDB3AjvGWJqCxDE6OUpWmGTKnuNzJNxEUqxghZK9FkGS22oUWL -UCoheymFd1IR0uqWpboUhRhladN0fot7r6Le8/5xnvN8nvPPOd9zvsfQf/va -IHk5ObntdPx/TrkhcuLmE7T7hshflvuEhh0LTOrMCJKeuLq69Y6h5K3Kefuf -CHJFwmM+W8dgH3TZ7Rz10wjBmR8CxzDY7/n5P5YEF8oyODWfMXz//KywhXp/ -+vpLjNsYikQYdVtEoOwbX+1iM4bC4kg738UEe1I/zlyuNoa8jT0vdgkIun8Y -DrtXK4Og66/9PdRdQsN1767K0Ldu3sLlIKgyyS/U+VsGA6foZLkVBCdWfaN4 -tFSGXBt10wO2BJsc6lW6MmXI0V4Zk2lPMHxzTUb3HzJktZVNq3QkeK+tuYG3 -kCEw9JV46hqCX8W87VRTGX5U1EsPp74RGlRjMVeG5sUHpy5wIii7eHxK3CwZ -xvNDVMqdCbRvW5T9ri6DX7ix4kVXAgfVwxOqrBTzVfJk5zYQRIyvOvCuVgpJ -SUe1kgfBzcoHjbnVUtwRqMUEUx8PXKfhfkUK74jY0TmeBJ/ltUtayqU42uXF -lvxGsFN10v33BVKwpdojRd40H6W6Tf0HpKi1z/gnz59AL+ViUYCnFM3EsV4p -gMC22yDEYb0U3bkKp8OpZwQvaP5prRRjfMxaQSCBmsUSJw0nKRaf9WnsDSJo -chsNGoUU1YrmF/W3ENTopW3fNE+KKyLRn9nbCe7HaXhmfJagfPW42slYAkez -S7M0yiToyxKOS6jHOmJCn5ZKoPG24J1HHEGesKYk+6wEEQd/ua8bT3A4Tl5s -XiiBdfPRxDMJBNe+OFaFZElwa40hV5JEIBSLNBYdkOCpcNXzqhR6vuQlpXrB -EoyvSy9qyyRI1df4NWWeBH9UB1bYnCBQiEsvPzxXgiHdJbXF1H4YKEg3luBR -38u26JMEC4UtxvmzJSjYbPmNXhYBsXLyf6QjgX1sp69/DoHGG+WmyCkSHCnW -N+AKCUSC6V0t70ehz54/Nb2SoCJgZbrjlVFs1ZvCvHhAELJ3tUGO+yi01hz7 -79t+Avc+TXV1xVGkqhaIJz7RfGeNnKq7zsO/s3PDBi0GAasHbMS7eQSZrbe1 -MmNQ+vvKoYd2PGymeR7R/YVBUXpAhLsKj61fk5ev3MhA8HpH5J0eDqHxVi5R -MQz6V7y+o3uJQ3aKeaNpBoM9b5R2VidyMM5xLpxzgcExT9HwsBeHBAHXa3KX -QbRs4a5tVhys391ODO9hMGN+inK+JoeGuTP21o8yCK+x7lAmLKL+rXyfps5i -QM9IjXvMYl9D5PVSExbtnrV9iVUsQr6rfy2yZXFF5+GU70+yKEmxiDX1YqHi -qDP+aQ8L9bjhKK0IFsGPjeNDA1g4yRs/mnSERZp/WNiAA4vBtEOpi0tYfPG+ -t1/JkoVzRXR5VAML87RJnPW3dN3j/I/Wz1kYvpzV0KDAonOKgv4yui/Ds9G9 -BwmD006DwQ7KHEyuufgE0HPUnPqgnWPEocJAAtcHDBTCBRYRNhyU/xw5bHmN -gVGHVrHrOg5eRlZzTYsZ5NhrJkRu4/Dh+LZ9LM1tyP5E3Zn9HPKcxpc+S2Bw -yNnWRzWfo/k0bQ3bzmDjS6sguWoO7XYjskZfBvJK5a2fxfQearRqbV2oLYXZ -S99ySGoyl7ddweAJiXyQNIlHa3jMx9CFDNqXvPRyMeAxHX95OxgyMD8c4+63 -iEd8RWFbMn0HnmHHLu104bGqdvLPjAKDfzw6QztCeCwN3PbsvJT2/uGmtOoE -HmIDidGHdwS6T3doFZ7m0WS170BoL8GnV2UTj/7mgcTuGTptBFee9fM2l3m8 -WmZa/FJMEN46c+QcdeR3mYsuUg9cTeqOr+KhlHx5i4C6NcWresFVHr4qX6cG -Paa9XKC842gNj9VL5Z2rHhLY7d4y6HyTR1+ddrp7M8F4eH7Pdeo3TzobDKiv -BXS0z7nFI0aawb5uIjBztr09QW1TKdscSz19tm5e+R0ekzXDM87Sngw3PvBQ -E/E4/9VULBMRFNR+Ee6iLohdJrxL7VVptWqIWuS1tC2V+nFWgdWN+zzasyaG -jKhrQndOC2uiPbqx29G5kf6bfhWTu6hjB3o/alObrx/8at/M44KFSfarewSF -Atd/9Vt4+GVunoih9rbcP5RCnTvoc82Oeua8+hc8tdOtn6PUqMX67BO/Vh7D -tqz187sEh6bNa2mlnr039UsR9f8A7zSg2A== - "]]}, - Annotation[#, "Charting`Private`Tag$58265#1"]& ]}, {}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{1., 1.047762865397324}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->All, - Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> - AbsolutePointSize[6], "ScalingFunctions" -> None, - "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange->{{1, 1.3}, {1.047762865397324, 1.625169762983195}}, - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}]], "Output", - CellChangeTimes->{3.817205280138452*^9}, - CellLabel-> - "Out[394]=",ExpressionUUID->"0ede64a7-b62f-453c-b5e6-06e4c6ab27af"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"eqB", "[", "0", "]"}], "/.", "ARule"}], "/.", "ss1"}], "/.", - RowBox[{"{", - RowBox[{ - RowBox[{ - RowBox[{"gCoeff", "[", "0", "]"}], "\[Rule]", "1"}], ",", - RowBox[{"h0", "\[Rule]", "1"}], ",", - RowBox[{"t\[Infinity]", "\[Rule]", "1"}]}], "}"}]}]], "Input", - CellChangeTimes->{{3.817205463367375*^9, 3.8172054635510263`*^9}}, - CellLabel-> - "In[410]:=",ExpressionUUID->"67bd5207-9130-427b-afb3-21bda9c7e82e"], - -Cell[BoxData[ - RowBox[{"B", "\[Rule]", "0.14154259239895026`"}]], "Output", - CellChangeTimes->{3.817205463782987*^9}, - CellLabel-> - "Out[410]=",ExpressionUUID->"39e5dba9-9c25-42e4-8876-75a530e46ee5"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"Plot", "[", - RowBox[{ - RowBox[{ - RowBox[{ + RowBox[{"\[CapitalPhi]\[Eta]2", ",", "\[CapitalPhi]\[Eta]3"}], "}"}], ",", + RowBox[{"Joined", "\[Rule]", "True"}], ",", + RowBox[{"PlotRange", "\[Rule]", + RowBox[{"{", RowBox[{ - RowBox[{ + RowBox[{"{", RowBox[{ - RowBox[{"RM", "[", "\[Theta]", "]"}], "/.", - RowBox[{"eqB", "[", "0", "]"}]}], "/.", "ARule"}], "/.", "ss1"}], "/.", - RowBox[{"{", - RowBox[{ + RowBox[{"-", "20"}], ",", "20"}], "}"}], ",", + RowBox[{"{", RowBox[{ - RowBox[{"gCoeff", "[", "0", "]"}], "\[Rule]", "1"}], ",", - RowBox[{"h0", "\[Rule]", "1"}], ",", - RowBox[{"t\[Infinity]", "\[Rule]", "1"}]}], "}"}]}], "/.", - RowBox[{"m1", "\[Rule]", "0"}]}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", - RowBox[{"-", "2"}], ",", "2"}], "}"}]}], "]"}]], "Input", - CellChangeTimes->{{3.817205427919524*^9, 3.817205479543686*^9}}, - CellLabel-> - "In[411]:=",ExpressionUUID->"6db9bdd5-3bc4-4993-85d9-2bb9c2d0db38"], + RowBox[{"-", "2"}], ",", "0"}], "}"}]}], "}"}]}]}], "]"}]], "Input", + CellChangeTimes->{{3.8176326022950163`*^9, 3.8176326467232037`*^9}, { + 3.817632683971553*^9, 3.817632789027328*^9}, {3.81763283674572*^9, + 3.8176328368685007`*^9}, {3.817632877796402*^9, 3.817632918098442*^9}, { + 3.8176329487995663`*^9, 3.8176329657972403`*^9}, {3.817633013987247*^9, + 3.817633015478447*^9}, {3.817633052086051*^9, 3.81763311811401*^9}, { + 3.817666615617567*^9, 3.817666635940769*^9}, {3.8176667213758173`*^9, + 3.817666760396441*^9}, {3.8176668540479193`*^9, 3.817666907718935*^9}, { + 3.81771733048018*^9, 3.817717330754538*^9}, {3.817718099394848*^9, + 3.8177181037494497`*^9}, {3.8177184143696537`*^9, 3.81771842180128*^9}, { + 3.8177185702013063`*^9, 3.8177185750580673`*^9}, {3.818229653565538*^9, + 3.8182296713241787`*^9}, {3.8182332326101427`*^9, 3.818233236866001*^9}}, + CellLabel->"In[34]:=",ExpressionUUID->"326e1381-0fb5-48b8-8b67-86eb59a8de43"], Cell[BoxData[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ - 1.], LineBox[CompressedData[" -1:eJwtlGs0lAkYgCeXU24ThbIhDLo5inbH2VHnnRVFTDGrVHLLJaGlqQzLlltG -kZGhI5cyHxXqEDUhl5eMQ7UilMKyWBJn3Nmhmm/bc/rxnOfX8/cxPBXK9pej -UCisb/xvc9CeIEkSJSVnx0yyCAxdpiUtr5AYbi0qnhcQ+Oixhen8IomOopKb -z/kEWm5lnRqbJNGfN/DJl0eglUZC7589JFZeUHV/Ek4gc2T25a0yEg+ciMxI -PkIgm9f2YLcXiXOB+VWqmgRy2xPOnq6XodWQ+W3jDCF2d6tMNPp8xfOzrz6v -S85HvYZQTSvdL6h9o5+znnkHRcFixbV/rWAqP+PiwcQ89E6xmPkQt4y6O+c8 -NlTnoDQ9KglBilu0KLt/0cnGAuqATtbQEjrOUbsD/bIw96AFp+vqIob1Wgc3 -N93EuBCfiG0OC3j9HP+V2D4To+RLuBzJHP6asOyysVKAPjHtxu+KZtGy4ZrF -3wfSMbNuNCs3aAZ1q2Mi3cfS8NngVtWHRlN4w5EcjupNRZo608b19iQKHvgS -0SYpWLE9KWh4ZByVVKDmPvMqDjaXG9DpYzhQ4xeaxknEUbNMS3w6gqw2P7ZC -fzxqXCqmm68awg6nXHNjzVg0o0+b3Z3vx3f3K9ZskfsD420lHdURPViSPr4+ -m8tFLdfStOMbOlHRMITXTuVgxVLz2lbjlzgZ+Tb6mXoQ3u0bvf4poR5FUoqB -ymlP9HDRfdLnW4gCJbG2hGWL1cpRb59fLAC+r/fka+998NPwKv3YYwitYXyR -PMMLaDM1y4znLyCmSVXeuvQMOBR8aDt0rBPOTZVZSg9zwI61Tn5R1ANGAl2R -q4gLfK+emF2V/VBy0knWJY6GlkN6as7rhoA/Y+BxzyQWJIZalzqzR8BGN1GN -gfFw8cIOH772GJTmaNTnuSRCT786O6B1HOziOmye0K6Cd+Sej6udJsGB5z9V -1JYMTTusrjUpTsEbhWCqeU0qmCrVjhfaz4Cwbblb2pAGerXBdopJs5BIURww -oqUDZUWumDM8B2c8uB1JJQL416XOs9lkATqT8+zDN2dC349em0wSFiGsZKJo -pfYmhLmpaxj1L8FwFdPusUcW6GT8c0xBTwohj+MPOUtuQal7/v35iGWwCnGd -MH2YA257L9u31q2AHs3p9ah7HpR7njVifPkML8u5Jyjr74BUeZ989ZGvcLn3 -6LZdcfnAfmNN18uSQaeoI4oZLgRla5XG2jwZtH4QT+f/LoTGwl7HkwUy2Pjm -ME/ushB2RUT65JTKYJOYavqCJwTq5soUnWYZpEtEtn63hPAixHJEa04GLfRi -/a5aITDXbEujOpHArkpj5CoQID0n/aHUhYQmv5wMmhIBZX0td1luJAQMOls/ -VCNAvyygJuUUCUIZ9UKjNgFfjhSOKUeSAEbmVZ+3ElBZsHnv6nsksKSBTx+x -CPhNbbrl3gMSnOOPR7HYBJhy69n7y0nYf8WNmDxKQMZBj8ArtSRULHRvMvMm -gDObLZDvIqFBSh+u4xCw3T1Iv+A9CZeyF/v9uQQMiX8uthkggcEIsV0bTYBz -1vv62E8kfNzT7hlwhYA1ckUOhtPf+p0+mprXCMBgbnfDAgnkjiXrplQCwt/u -9/JeIcGfO/juvICA7/+C7/+C/wD1yYEt - "]]}, - Annotation[#, "Charting`Private`Tag$58884#1"]& ]}, {}}, + GraphicsBox[{{}, {{}, {}, + {RGBColor[0.368417, 0.506779, 0.709798], PointSize[ + NCache[ + Rational[1, 360], 0.002777777777777778]], AbsoluteThickness[1.6], + LineBox[CompressedData[" +1:eJwUV3c81e8XLykpDZS77L33rJDMkBK+RlYqUUYpEtkzyd5773XvdVHKOchI +kpYRKmkoqVC0+93fX5/XeZ31Pu/3eV7P5xFy8z16imXdunU7JNat+/9X0kH7 +xw0HL0Q72/E5bWHIXTZlBGSfwDaNSMf1Z5XA7N2JQIMUFyxZ37Mm5KMFbLJC +K5+4jqFA2cbpitL9kElcjDdit8N5v6IdgcEGcP7OiRreBzaosPnYWTETE8iK +7ua4xGONp+QmJTdtMQf6B7fu761Hsebt4RbsOQxW4/wdJ1Mt8eOxtNn+G5bw +OJF2oyL/CG6bL9zSnGQFs6/lSJOph9Fk7ZFuoKsNRM9pJTmLWGA1u8EPXwVb +EB88Zvj5pTkWrNewHvtlBwVs8m0+PWb4Vlhw72yfA5RHGTdQu02R9sasrOu6 +I1ASdol8njyImi4cUllWzlDlYeTlynYQX4pbSPZtdQXKrVsa/4xMcFOOeev0 +R1d4WyPEbZtljJ3pv4UF7h+HrLHQLydWjDCl2dszp8ENwoI6cy87GmGXVvR+ +q2snYOZqs5vSqCFWTYlZ2XuehLumYOF4yBBVxmdO0I1OwXvZpHPfHxmg+u2n +Zz1F3GEPtatW0tUAWW5cb4385w7btUMV5b/q41TdmcWNU6fhSfdWrxNJ+sgt +OKv9g+EBMHBlXENeH3t8X1u7pXjCXIxMs+zjA2inSAwwOnMGYust9j26cgCL +n0vG1OmfhbynQoV90gcwxSR/RzqvF4gI/f3cNK2H9vkWNqzfvMBFovq+bpoe +SvR8Ocxy3xvKCYEblM30sHYl9EZKhQ9o7fGNMGLTw4eHN3PRg33h/O1CP4P+ +/eg653xUXeociCz4BX6P24/qZlpGrhnnYAyesaia70drudEpu3/nwPanFQ5z +7cftG3/7C505DzhFNtBs18XEd8MnO5+ch6SLtbN/zHUx/r8fbyV0/aC7wvNl +7VsdPGYpI+NR6wdcw8qU9dE6uKQsaxnCfQGk8m1V7ovqYFnryhmPkAswNDy2 +a3pQG43HikKk312AXq/oq/98tZGx/kjknSMXgVNx1yQHWRsdHv5017h5EQIm +9C5O9+/Df0UCO6JF/OGueV7twYB9yPbE37o+0R++DpW6KUvuwxMN8WxN3/zB +pVh/PmB6L9qeN/6S6BwATu+LG3+k7UWz2qsjJgMBUJ7uLVhsthfP8F11eKVw +CZy/HAg9tGkvzptZGTrkXIKtBxWaPvbsQdccRS3qukC4syDC7x6xBzXXNj57 +5xEIt7xvlVfo7cHxwsa+v6OBQAlndc3YsAf/vDXNWNW8DOGabyuFB7RwJz1r +4kHJZWj0XH2lnaiFHI2Sgtc2B0HqrFPC06Na2GtxY0XyXBBw2lStf0bWQm/W +4+O140GwvUQzed9rTaS1PTLdrhsMbCsupp+bNFGsIe3uf1XBMEyt43gTpIlV +NlL3orZdgVuGsSc5TTRx+p9Vb+bFK7Cbcy3eg0cTw+qVhK9PXYFr/JYWL95o +4ICst/WZAyFgIzlJOdumgeeTTvXK1YaAn6rmq/XxGti7zerp+I5QuGndxJXn +oIEJs2cWPQJC4afISpa0vAZmk9d5zU6HQoJ76906Fg18crG8SU8/DJKGK3y5 +JtRRP37/zoTaMCjR3k61b1LHdwaFF2fYwmHMZpr7cow6bvnRY/xhTzhUT+4K +8HRSRzPy8foF73DQn2vdLKqujpZ3JAdnS8KB6vPBtGyHOg5eaO8bfhwOZfSy +jc/fqyGsKxtq2BQBC+fcjR/eUcPOgtDfEVoRwPs5xDWgRA1n8j6FmXtFwHpO +2xcDV9Swy7Y6kKM4ArjMJK+jvRqSxYLZex5GgNjovTPHNNTQJvu4tTdrJKjW +jzSm71bDTYphQds1IkF9pvn2ya+q+FVOrqDSMxJ4PpopDT1WRWH/dZPKBZGg +WXh+GOiqyJUzerhtJBLypwtC9DJUcWBvF7/i+ijYwPn0mJm/Kv701jpRohIF +SbYNFZP/qeLGS2x72NyjwNXG6ea8piqWVJnAyZwoeBmyUdifoorHBkK23xiK +Ap3xHxHBf1UwUu76AdY/UZDmo1ryfVYFEx4N+BspRMP86ITr+z4VPML/qTvs +eDQ4/7t/x7ROBVPOqe5vSY+GDD+veVKyChqeMGaf6IsGqRkdFuuLKnhb+Yja +2lo0sAQ8Ob5qr4K1Vd+ntknHgF9duc9fXRV0/eqzi9cxBl7L/q7yFFfBgTDP +b0JJMTDrwVastk0Fzx+RzhTAGJAJGPvn8lUZSxmR7LuXY+AF40rs2yllVDMY +O80iGguLR9U3DPQqY+R//H3vbGKhaDHX7l+9Mr4Y/qjWFxcLBv1Pgq5nKOOa +mu9I3o1Y0Bn44uMbooyMsPNlHguxQJkUMS13V8Zd3a598nxxwL4qoSRxRBkT +Bg6ZLlrEQXZQvu0PLWVkb/usXxEeBy/2eP4jiCrjb/uqO1a0OOj/oBEYsV0Z +x7OvPP81Fwf+vi/5VX8ooVSRdHnB7ngwav/gKP9aCa8qEUXVjeOB2LmzxueB +EsblOfsNBsZD89GBiJWbStg/M1RkVRcPQQnDAZ1VShhf8OLG+FQ8VMh38vel +KSFtZeyx9bar8Ey/nLIjTAmzPSp+D+lchSrpalLOWSUk56zq7zl3FQ7LF444 +2ymh1jqtG2WlV2FNn/HjuKESOhVnnmV9fBWO9gifKFFmxseterqwJkDYzN0p +oqASXk9i66WrJUAH48u+oW1K+DJfI2b96QSIHVo5Tf+liFusb3aZ5CRAUdUf +w8fvFfGy6dWQq3cTwCi/e0ByQhGzU0496P2ZAKdPar2h9Sui3+JE95rMNShN +OVV4jqGITVIabmJO1+B+ws5V1wpF7LApvm2edA0sRTN+RaYr4p+l3y+94Rq4 +RZTi00hF7FZmn4z/cg12m251tvNTRA5Wc1qhUCJ0s6Yts7sp4jt5vssNRxPh +Whit7L2lIvZertRiRCVCpmJAzqqeIpbVvfjX3poI9v6GGxSVFZHonTve+iYR +DPM7CZnCingh4uJwPc91uFpwZYcYtyLSQ9+9LzC+DqYhHFIvNihi+AudvfGB +12GL95HDMe8VMHq88J537XXw1NpfVXhPAbcq/as89Ow6tLqd/ryxSQE5dNWf +SmxNgkdFM/dupSjgxcTPJ37vTYIco51v8IIC7rpJdbznlQQkjPi401YBh488 +v5tRmATjxtfy6/coICGExrAbYcb/FaQn8yvg91ZjacK/JNgtkvOrk0UBzbMz +lEYVkuGHi6+Bwjt5fBfp/TTKNRlSCaST8/fkcf5gjIByajK8zB7QeNsij7pf +vElT3cnwSHhvuUSWPM7J5A6HLifDn7bUlPpgZn6KbGkSZwqUxRK/nDsuj87h +X/SmpFJg31aBjgBjeWzpFT4kdiAFvlbce90pJ48T0zoDXg4pMMNYuqS7Sx6P +l1FbqX4pcE/qfeC6X3IoVDJJ+pqQAoaOp7/+mZXDeWO2XyrlKZBtYf9b/a4c ++uqGOJ7vTIEhQaiua5FDzaJzBxoep8BnjOeyy5FDCxl26uuFFCi+c8FJJ1wO +zWqON5BZU+Gv64dGRw85tPoep2nBmwrXAubkaEfk8OLFEPsw1VR4WNm7VUdL +Djds1+BuMk+Fgyd0g/4JySFLQaHns5OpYLlOp+XbFjlM3pTkyhqSCsklt+cF +vsri96DJXzKZqfAfV4dbyIwsYoOhrmVjKpAiNx/fNiCL8b8S5S/2pUL4uqPS +D1pkcYLmfD9jJhViHr/d3JMni4/lXQTo31JB5VqL6ZtoWeTllJR8sC0Nph8R +9TR9ZbHN32RhXiwN3qwt779pL4shuw291umkwXMB97IzBrJYF5bTtPu/NLCS +mEATBVn8pEVnSPqkQZLI5E8rsiwKfv0VrRWbBtERO2jXNjLxNT0QMClKg323 +RM0+f5HB2rmIq9ZtaZBdSZMLnZbB782Ofc4jaaC2T+mOxqAMmq2VjLm/TYM+ +9jfBlFYZ3JYei15/02CCdeSOZIkMmvjsiz3Hkw6TS1mcLokyzPt7XtpPPh0m +dGLGbwfKIPlRDfW8UTo8t/FMMjglg5EfUvl8ndNh8Xhyy7KlDB7Iazl/JiAd +BiNbbg7oyKC2DTv1RFI6wNnXMr0yMphwIee5Q1U67DiTHvOaKIOsVkf/HO5K +B6sHHmYym2SwOEhkp/5YOjy6Zbghe0UanTu/kFQ/pYOduaqaxKw00g2z+UQ2 +ZUA397GzUyPSyBj+yLeTPwME1y0p0W9J45Zq4PullgFDMUqEpjppzHw/JvD6 +UAacFbasv5cjjfzBy+L3TmVAmbxf+NY4abTZd0+tJSQDan7nSnv7S+NjCvfh +9MwM8Nar0v1yQhollP39LzZmwFzfAduMo9IoO5lZb9WXAf85v9hiryeNQ0Nc +XxVnMsBDrOqbtqI03lWJsuT4lgF3v59vPSAgjfeeXOp/w5EJ4Wp9b9y3S6P2 +tmCb26KZsImGUnV/pDCUhXN9+r5MmF8hC3MsSqFGVfs9d+tM6Com+CVOS+H0 +9Nt2Ta9M2CwU1iU9LIXu8TsHN0cz/fFZjW87pbCnsuTvWD7TLiG8g3opXHP4 +41ROZ/ZTltrVli+FDVxx8973MiEzzPbF4DWmPyGnRH0uE2I+JH5dC5bCjUux +8X9+ZoL3yJb1+l5SeH2htKyHKwv+i3aj1zpK4WKHylKMdBZcyfDplDkkhaNq +EQHGB7Kgg8t8aFBbCs/9uqvK5pAFzqLWaeHyUph41kS+73wWdDXtHjgqIIUB +fUqnIq5mwYDsYT7dnVIordw2tbc0CzbUz5sarpfCi7PrMr52MOvPL246tSyJ +2ds1U+pHs+B+fjx70ZwklvGEPHKdzwKlqZ9bvzyRxG/xHx13rcuG9KrcQYd+ +SazbU6TUT8iGzrSBnzPtkrjjUOXRAIVsqM/47Hy5VhLTTXb2iBpnw96PYTTZ +fElcFHkf8dA5G4Tl3tDXEiVx2F4t40pANmSeihF+FiqJlp+//RRLyoba451d +j89JovtViY77ldlA3fLo4Gs3SbwU0nP/wu1seDr7L2arjSQGjd3UJj7NBqlM +N/WDxpL4y2Pdls6P2RDf9JO/UEsS374KVXVkzYG4Y9WsbLKSyDXKB78oOfDk +kHBjLL8kjtCwPlclB+zov55TOCWxms34t5pZDpwzzDrev0ESOf5LpI265cCo +j8ifmFUJlNP1GPUMygHJuOIgh/cSSI5psl2flgPmoiPl+tMSSCMrmGbX5gBX +uLq+3gMJbJZvq5XpzoHIZQFRqx4J9FDjCOyayIGusCSuywwJlPr5re3wlxwQ +v6w7RauRQO4yVY8XbLmgpVRltq5AAiO7Y657C+RCd/e80vFkCcx1KJf8qZ4L +t+emHZ9GSuD8iv7eGItcoE+wFjgGSGB4EXlgu3suPDuZCKueEqj5Z+x+Vkgu +PJo0zCl3ksDP1mKWfJm54KpUveZmKYG+qU1HyxpyYUJjoFnVUAKjrYhPxO7k +wlifQzpRSwLFvrOOV0/lwoPNNP/tchKYV8ntJLmSC7rPGNI8QhK4x+Ll6eot +ebAo+iZWYbcErvRu+CEqnAcku6MuDuwSyHqDm6tUKw+I8yVXs/6I45GhslaK +ZR6Qp1mm55bEkXx9/6sMjzyY8lCXO/BWHGMyLhdwhOfBnewoa+ozcdwXNP46 +MjsP7H7ekFJ6II76b1/eWmvKgwRP+ZjuXnH0KyCJn+3Pg97RDl23DnHkDWER +npnJg72sNGXuRnE0SyfRDn3Lg9CyJY0npeLoTXk2fosjH26tG5aqzBLHT3G3 +MqRF86FLaOdczDVxrEpS/5C1Nx9E2jfqBoSLo5F85+R6q3zolj1LCvAXxwXa +zZNnz+TD29sXLGLOiOOznrLExxH5oJLRd7PcRRw9jj8/uic3HxY+X9r70Foc +Kd+fdhS35IOXPWfTNlOm3+0zbBjMh7qpmC92uuIo9OG6p/uLfPA3VpulqYoj +1ZarfWA1H0zD3jtTpMXRd+1ZrcT2Aki598QkTUAchYv09WPFCmC9RkooYbc4 +9jVWRs/tKwDRFdLLui3imCli56trXQBRdx4fMl8njorZzax5ZwugKCCi5tc3 +MRwy+Gu4ElkADrbGDzsWxLCAM0PVLK8AWm/U1EbNiqFeVtfDUmoBVIbFcjuO +i+Ek313+tcEC2FzPt6R3XwwtW37zmr0sANtvG8XUesUwhLfkfuFaAWzzUUxT +uyGGsytrSp+3F0KLwFuKfrMYbswzMtMVLwTRzv5Kp0oxrDIcJidpF4LjwQHu +mHwxNGAbKJ2yLoRdc4qmN1LF8Ml9v1kJr0Ko9ymW+xknhn7e7FN+Ucx6J9aV +G4eKYVtlT/KtPGZ+Rmpy6UUxdBB5sm4jrRCu/n4xwXZWDIevnVcwv1sIWln9 +J4OOi+GNoGHetJeFEKjiTfphK4bk5F1DY2uFkOBkPBNlIYamHpc0yTuKYL8W +dzbZUAzZaIKejuJFYHNuQu72XjH8JrbHqVC7CPoE3sWfVRbDzykLu2esi2Bl +aCxZTEoMEyYcMiheRZBmFSO9ICCGg3/qJ+2iikBpdbfeLR4xtBBd/y4jrwjs +zb505mwTwyM5QbcfUIuA6xBEhbOKofR9dWf2u0Uw6nou4sIvUezwODqk97II +8k8pF51fFsWjB+ZZLq8VwaX+i71B70Vxpxcne/P2YniS8vZZ0ktR9Fd5MzMn +Vgxsyf4jjeOiOCNxOZKgXQzgfih+fEQUL/LNrh20LgaNzrHlrf2iOKqkoBt8 +thicrNq+m94WRZfRC/b1kcUQpD8cndEqivcZt42f5RZDOVklcr5eFDXXSFs3 +U4uhiFt32qhcFB//Ta9QHSwGq4Mhoc15okjMU9vt+qIYKj/RrIXTRDF8eZNz +wmoxZF6dNi2+yow/xIaTm0pgUEnukHiEKB4flOzy5ioBhUfbTNoDRTGi4L3U +ev4SmPLmlTx6ThRV2oc2ZEiVwNfTMs9WT4tito65ubhaCTSO7DerdBHFuczF +DR37S0C5NtPDyVYUvzrKyRw0L4FEk0wBgcOiyO9/tWfStgQO5087fTASRce/ +oUOeJ0pALFqLE3RE8YZTgv4PnxIgqdRJFKqL4n5tCfn4IGZ+hGNytLwoul4b +TeCJLYGnRxrV/cVF8Xr4OoeK1BIIWZDg8OUXxY1FigVKhSWw0TPm73keUcSW +ScuumhIQ3NXwO2S7KG5/dCHYtLUEQh83fUvbJIpHzgaQxqAEXmYMT7T8FcEt +qnayx++VQOFN38zxVRE00UhuXRgrAa9rchS2zyI48jCF5v+qBMIq+ux134kg +qe2h+L/FEhjxFtILfyGC/Qt9nPE/SqAyxar77rgInnn88sLOjaWw71z2EGVU +BGfFMg/l7CyF6xVHDgUMiuDKqnWxAG8pUC5t2TOJIsjTlupZJVEKc8cvRRjc +EEEHpVsNsiqloJhyblcHVQT/pht40nRKwff4tzmVOhHkPZNXrGFaCv8WpWfb +y0SQpUz2yC2bUrh3/dgf/XymP9EzeP/xUrjvuio1kS6C62a6hO54lYL7ZJLd +xUQRfNucq28cWArBJtNBxBgRfBTjPns3qhSsz96IvBMigqdMUn+ZJZeC5i8R +t8AAERw0jUm7n1cK7Tr7tqr6imCmaWOVRVUplBQYnFs7LYJZ5y9oPqCWQoVi +aVSPqwg+sNEzOXy7FK4cH9fItBfB+j9hYyODpQCB18N8j4qgykz23KEnpaCy +L+GQpZkIejz74jv8ohRq4lsz9hiIYJ/5crDpQinYf+IykdEWQZl/LJsHV0vh +hsU9BxF1EaxSvLrLkKUMMFgYhRWY+mR+KO3eVgZFE8FnpSSZ/NsntmiTyuDu +L7sjGkIiyOB/vP+GaBmEH7V3MyeLoN86EStVxTJI69PK9OAWwd8ZL9417S2D +eJcn09c4RJD149l/ksZlsPWrgFzbRhGkp0nnlR0tg9pBhaB3f4VxKDWkg+Jc +BkM6Kh0C34Ux53y/Q4ZnGcyG+k85Lwljs6Z7BId/GbwXdZqo+CCMIj63ZaPD +y+Dr4tnypTlhdCPLOv26VgZbTusoGc4IY9cAJ7dfdhlwFl4LKB4TxsWo+xbz +Zcz8+6Ie60aF8ejs7Z3OTcz+5G8/T98VRqfV/faPb5TBuz3rRcd6hNHoeKuk +SV8Z8CqdnjC9JYzKhv5ht0bLgLzOeVs/QxiJh186KU6XQfpxtQ7jZmE81Gp5 +p/xdGaSG2Iw8qBHGNypidJ4VJp5yHUPnMianxDbpq3/LwHP9Va6VfGFkqLvI +/GIvhy0nXsskZQrj3aUghtfucqDOE+IUkoVxRPPE3RnBctjQv548Hi+MjxLO +n7aQLYfhv1nPoiOF0fPr3+QujXKwFJvr0rwijK+5T+rL65fDBdLm28v+wjjF +8yOi0KIcbg1q36P5CiNX125zDgdm/OeHLwI9mfw5cpYFnSqH1kmJJYMTTP7H +D0TPnysHD4mObzxOwihUv27F5ko5uCbtfP3pP2FcfVPyqSeuHMyLH9OGjwhj +iNzlSwrp5VCd0GHXYiqM5V3Pr+cXlUPR24ThXANh1PESV2arK4cWf+mNV3WE +kbe84qQfoxw4PyX8CNEURvbTjWIzWA4L3fSSQGVhJNtm+BsPl4PqPCwFygpj +VkODNXW8HI5VzcyFigvj570He8lz5VDrYOGTICiMJ/1vdUd9YuIxdo/PJwvj +Lne7Ix9/lIO4c6IUbRdz/g4fX+uNFaC+bc/Bke3C6Nd2RODWzgoY2Prr+efN +wrhgeNhVhLcC9kl6v+LZIIwan28qJ0hUQBDPfjP9P0JIeDaX9UW5ArboqnH6 +rwlhygjp+n86FfA0SUC2YUkIj2k07L51sAKijefS5xeEcELwg6KQTQWcG/Xf +L/1WCIf2CL+Ica0Ag/gZqfMvhdB2okzww9kKkMpWMrn9TAgDl258O3SJmd+d +m779qRA+F2Y4UyMrwGGvBeupB0K4u2n22K6kClC7kp2Gd4Xw85XExYDcCqjk +HlEXuiOEgvwsuyYrKsAk1OF9bJcQLgwmPdjTUgEuv1rLljqEMNgpVLCgswI+ +uZ06dpwuhJ5uvGx/+ivA9TcLx1ijEGpvaY1yelQBt2xUGw/XCKGCYkrW7ZkK +MKQ0a4yUCSHF4Zcu3/sKuPFZo8KyUAh/3dANv/K1AlgNyxYms4WwVLbadupf +BdiqjW46nSaEm/YG92ttrYRvjrRP3xOFsJx34/1snkrY22pckBwnhBdar5/9 +JlQJh84UbpaJFEKPTKeyo3KVIIYjsveuMPutu32+WbMSuF+zspy7xKz3emVy +q0ElDNwPiCD5CaHR7MGp04cr4QbZs2LASwhvGG8K6HWohL8f5E4GnRbCWeK5 +On73SsjrEr2p5CaE1ZtGAi+frwQNq5vFi45CmO7vPvv4SiUYRXpsb7IVQgwO +ey0XXwmJAm3//I4KYfScc2RceiXsmFD33ndICI9Im3a+LKqECM5rR7aYCOHN +8NhkrbpK+HDXpXz6gBA+HLb7l8qohFeXfFzo2kLoXbtx6wf8P54roUmaQsh2 ++iFNb7gS+mSdfnqrCOG7revWcsYr4fvxxWFLeSHcZvN0/POrSpBtIHzRkhLC +NkaGjdGnSri/9ZGTuChTL4eIcwU/KuHKAf6dBAEhjBR7LrnMWgW9DPb1HGQh +PE9fDDXeWQUiRxulN+4WwjK7Zb8CShWE+MjFsewUQjER+Y1L4lUw1HxjJ+tW +Idw39UrNULkKVBcTu9k3CeHmDUc35mpXgf+uxXTu9ULoMH7rwkeTKsjYzlTn +tyDCkZMRutZV8LGiLFZlTRDXiVyVT3OpguvuN/MPLgti4u2zwa/PVMHs9bnO +E4uC+OiQuYd6QBVUv82djZgXxIBbZ77FRVTBvtYTbBVzgtjdsklkMrEKZHMe +Sgw9F8SGZJclqZwq2Hw5VPvrpCB2Bre6BpVXQannDn3hp4JY9p/B+aGmKjiV +oqJiPSqIbt2HRMg3q0B0R8XmhHvMfpQdlzz7qoBrQaSrt18QlWP7vTpGq4Dt +W5jF+h5BzJqlsrJNV8F2WlLrgduCqDCyXdfmXRWoGyguxHUIom8zmbd8uQrq +rSwWR+mCaF7DVfDlTxVs/D7F4GsWRM5iFdBmr4a3pU91feoE0WvvzZiEXdUw +yqoX21MpiIHzrz6PCVSDznq5aHKpIN5+/P6PsEw1/EuiqgYUCOLUpy0tPurM ++OrPaU+zmXx+ith0U68aRJU58zTTBTHSPGH9xkPVoPfRxLA4SRDbjFxKD9tV +Q6zto2T2BEH0frH3be6JalgpX7p4KUYQ0184jM75VMOn/JXP8+GCaPlk1UUu +qBrUUuR+O10RxFVO08yAmGoQM/iTMXZJEJ/Rks5BSjVsezbIOHpBEGOz/y6x +FTDngb/2j3wE0c7jMelIdTUIFuwOsTkjiH4ZRvPZtGro3JNInj4liG+tUp1e +3K6GyKD3cu7HBZFR+fGy+N1qSN5zi7biyJzfMlXb+wkTj3F+RbQdk8/59hr6 +i2oIMxP7R7QWxJe9OZ0/PlQDd8e6rpbDghjE5hWgu1oNlR1T02ZmzP0o8ZyM +Xl8DD/m9bD8YCWKO4d3XdzlqIMTSVyrxgCCGBvbkbCfWQNPeOgslHUH8HpP4 +7ahIDaTtfd8zqSWI76Odf2XJ10Aj57rIGDVBbLTzrXumVQP7Ru/GqSoJIqHl +Gwu/YQ3cG5IcfSvL3D9WyY3Hj9TAx5hNtgWSgthTtI9afqwGBKqtiDaigng3 +xZPtrXsNLL9m28kpyNSr8zWbpF8NqKwJ7RmlMPm6P0fzDKmBE3HVaWkEQdyh +V7C5Pr4GTIUqd9txC+JpF332j+k10CEiD4I7BLFUdztDtrgG3KmO1z5uEUSO +QSUO77oa2FFmGdC5SRBrG15tb2TUQP0F1SvXWQQx5JzN7Y9YA1GX3JX7fgtg +j3sXQXa4BliUN6b7fxXATy2W/GfHa2DwYCeX7EcBnNfTf1j7qgZ23dtaNz8n +gD+f9SvOL9bAybBYy/opARTbsVNb/EcNND8cWH/xsQCe0ju6eoK1Fj7TAukH +7gmgSBU6lu6ohb+hFi6EXgEsO5B07jm5Fkpnt/xduimAYYuLShTxWljpDI5/ +RBPAocNcpbZKtcCyJXito04A2+fkutL31cLw4Cf9yjIBvLbqd/WBcS3YTg+6 +Z+cJIKWae8NWq1owWN1kn5wmgP7zejJGzrVw4gqN+3qCAL4KVWCJ8KyFx74v +k1MiBTB/w/b4zou1sNua2p8bJIDOr7bf/hZWC7U8ltQaPwF0OXaiVOFaLdSv +rprcPiOAapH71DyzamHe603suJsApujeCywrrYXf3GdOrjkIoN6R/V5TDbUw +kTLzjNdKAG0Mh3fs6qgFn+DyOWMzAYSY4hPmvbVQYCwdGKgvgDOHPpyOHmHi +l19IbdorgBZN07y3JmthO+GM9AcVAQxJqopcec2cJ0Jtr4ysAPbWX8qV/lIL +fj5vb58XZfKZG3b8+C8mP+aCDbd5BTASF59lb6qDspmUf9t3C6Cf29LGEc46 +GJD4Qj21TQCrM2+82sBXB4cd1t3u3iiAcQf9z2tJ1kFE53WyyF9+3K5vRfNR +qQNSus+dq6v8qCcYWVmuUweVu6Nav33ix1QbRbOJg3Ww8wjjtfs7fkxTTCzn +sKkDa+4fFjMv+DFnrLdpv2sdXHpptmg3wY+hhhu9L56tg+wnrTcmR/lxwCr0 +eXVAHVhmGjS53OXHmy2OG6Yi6kBVe3ffh25+9Hp9f2rb9TqINDH9HnSTH1Ut +/53en1MHmyN3HthJ58ddyvw1fuV1sOdLYUFdPT/S8m0LKprqwLdHicW0gh+5 +QiYMxm7UgZ3OLu9PBfwoUHy/lK2vDnIas8azM/nxeuUJuuZoHWSace8zSuLH +mG0Dlz2n6sBdZTHjRyw/PlAQ/Zb7tg62WqRMU8P4MUO3WmxoqQ7q9p/f5hvI +j+/Nrmz9+bsOuI9tE1Y6z4+OOg+qpDbXg2fsh13fPflx9/S9NTvuevikkv2y +140fH/UX/o3jr4c/ZnVhGcf4MSLoXGebVD2o8/V+9LTmxz9HfOXfqNbDHbOr +wgaH+PF0WJ8t9/56eIgNFBEjftxPKNLQM6sHqbw3jzbp8uOrTaIjPv/Vw1/S +1wOfNfjxJymSUnC8HkazStynFflxce2VwF2veog726k5IsWPahLnp75dqofi +d7ytd4T5kW+LrYVwVD1k6lY+Bgo/FrzsCrRIqgePkH1psIup791HDkG59bD3 +/KMPvduY/OOtr5UV9SBf5jwxvIkf1xdXGT1srgd93Zc2z/7x4SH+m0d+36yH +kJ3Ozh+/8+HqE0Fuif56IHu8/ciyzIc7NFmTLB/Ww0fu5N98C3y4u+B6d/B0 +PYxZ+Mdrv+bDbypvGyvf1YMP7fa14zN8WMWpYfVguR7uSmasTxjjwzMStdTv +f+rB6rnMm7YHfOhqeOquEHsDTKqA0vwgHz7lzcgz3dUA9JbkV3w9fEjXdha7 +INAA7N/eLNt28qEh8aNnvnQDqDVwOme18qHln1MevWoNYBvmKTDZyIdOfF8F +F/Y3wAKbmbJgNR/GX+1K5zJvgPwectrZEj6MUFlELdsGILIY7OnM5cOXi9U1 +rm4NIPlKU3xHOh92n+Uxi/NugJ49fpanE/lwQc+1pjGwAfTTfdt7Y/iw6U0D +Po5qgKnd7VaiYXyY2ySS8SOpAX5EPhW6GsiHqU8WhAXyGuCVqDPf8nk+5PST +9TaobADP3g96Lmf5UD2K44JnSwN0ZlOujZ5k+t/SVJM6G8Bwf/ZXQ2c+LHUw +otH6G6CrdUsQ2PKhf9TiwtjDBji4R4qgbcmHvG9GZn9ON0CjbcNAlykfXnq3 +M4N/vgGod63iDAz4kO/JJMuBlQZIvvTGckSbD69NHJY/9bcB/E/LiThqMPVl +zeWJZ28Edfqf1UVFPqw0neqs29UIG0Lk70ZJ86Fw5D7++wKNcPB1YSafKB8e +PvlK+7N0IxT9VLDr5OPDkaRlMqd6I9zvGOFwIvBhZGQaQ1mvEX6seDazcPLh +hYp326zNG2Hm6Nrehi18qKBNEPW3bQSCvl+TPSsf/hdk9D3TrRGKP02xbP3L +i6VeeQlt3o2gp7RXDdd4kXeL5tRYYCNoJRXoXV7ixdOyBh9WoxphQYxLVH2B +F7PS5tp5khuhtJ4+sfqaF81e7jFQz2uEoGNFxzqf8+J0oU+yTWUjHPrytSZq +ghfHNctzL7Y0Qm/ui1uHH/Hi+w1/3NI7G+Hc8rV0gWFeXFAvWaD2M/Gtykqt +9PEi7XOLyujDRphb+3l5CHjxmqLV3k/TjfAqRyWy8gYv9ryqY+GYbwT3LpJO +NJ0XNZ9MXZVaYfIT/63WvZEXk26wPzT6y8R/cFePeTUvcsvZTZxgb4IdQYOR +6qW8eK75Q3H4rib4TfecF8nnxfPVryUKBZqgudL6865MXjzr5nnuhnQTlG5Z +SGdP5kWuXQWXn6o1AV9Z+qP1V3nx9Vix/tL+JrATv1n9J5IX7RuyRzjMmyBb +/8GOP1d4cc+VKrKkbRMEJZuwrbvEi4I8nyX03ZpAN7wkYdN5XhxUyFh18m4C +tZP/Ze08y8t8P3fEBgY2gbz9J3H+U7zYvz90Ii2qCf7pL2kquPDiUanNHxuS +mkBu8OOgvj0v5l8M7O7PbYJE3QuPj1nxopvzkt3LiibYSqPYXDrEi8/YM2k/ +mpsg+H6EaZYx0x8ZM8LV2QQXZgxbOvR48Xbn6waZ/iYw7uWIer6XiS/1ySGD +h02w81MYsKnzYnB/ANVxugluHj3kpqrIizabF8cvvmsC2ZMSHieleXH4g113 +4nITxG7tu58tyouqC1PeFX+awLVkNnmEnxdHfLNnOjc3g9TsvvrNJF6c7G/Y ++Zi7GeIX8niNuHkxRFKb7QN/M7xQvfMydhuzP8Oze510M/RGxnwdYuPFEwFW +ugS1ZqiYa7bmYuHFIBdKhNz+ZnCrJv51/E1BZ/NXsfpmzUCyy12sW6XgS5a7 +R+z/a4antB2Cv79QMFz5y3Of483gVeKUdmSBgg8vBCpFezWDq7ynXs0bCh48 +GGmSe6kZpuJ4pTe8pKCtgLxoU2QzlH86dfD4MwpWmxfc6bneDIqtGgU9Tyjo +xrkoNZ7TDP3K8QISDyi4lr3feqG8Gar7LUeT7lJw6Wub/r+mZjAcSKv/0UvB +Qolz37luNkNO+KGm010UPEFK9BPvawYn2finEx0UXF8kTdMabYbUBXP+Q3QK +7rp4tt18qhmeQG3MnUYKchj6RLq8bYbF6JbNujUUfFpxlNtvqRn++xBQcauM +gi5cmmeifzfDiBfPf9qFFHzyq0j/3oYWYD/SQO7OpmDzEz01a/YWcM2x/2yc +RkER1V1bZra3QAyr/sOHiRSsbRbrObWrBbzYUm87x1Fw9FGM0ydSC/zr9qV+ +iqBgLr/BdIBACwj/2V4XcYWCC+zndP6JtkCmSFkF4RIF09eTouOkW+DrXtei +lvMUXOdh0bhDsQXuv4rKMPeiYEumwM1stRYoNTCLXnCnIPdkfp3A3hYgEL+f +uX6cmR/wKLR6fwuI5zwwVHakoGPNI3UFoxYwDSVzPfuPgkeL6x+1mbXAyG/R ++9GWFLwV4XVUx7IFeG/oXFQ2p2CMl2hb338tsKv/JuucEQUf+L36Y+7YAoFF +n4Oz9CgYX8iQenK8BY4LaIyb76Pg6Y8NWsdOt0Bz5CfuTRoUFLMZl3vl1QKV +9gEKPUoU5L2jv8nTrwXOxClLRMhScJCyvvfzpRag7034fkCCgg5q/CcDQlrg +xOK7EjZhCga/rH3/O7IF9G1u8D3gpeC/VzSrqPgWQA9fr1wCBe//MC5jT2oB +qnVogjsXBa0mLj1NTmfOG+jkr76NggckLRd357aAiUucNPtmCnolvHqfX9QC +B7ouVz9noaBC1p57QhUtIOnFeN/2h4ydk6dTq2uZ+jh1fUr9Tkbys8B9cs3M ++qWUVt8VMr7iujJMa20BCXtbjSOfyCizFqanebMFHBl//VXekzHwS1r+bWDy +s1TqTXpNRmuX3mcH+pj7YvGEwvKCjD75Av8Ghpj9OGRDFyfJGLPC2HxotAV6 +PA6kTT0h48XGjLWHT1vgXjbdZvgBGd9uHLr331QLVAF/PwyR8bviyZiply3g +/VVsltFHxhf250Vd37bAMRWfiiYko1H5v5rXCy2g6Fy8ra6TjM3ifNyeSy1Q +rH6SXNNGRpVv426Lqy0waX9msIZKRkOCTs753y2wZZ/b7oYGMoYnOtG/rafC +c5F/f6nVZDQ3N2i9zEYFMfG1yJtlZPxjsC7/DwcVjgttKO4rJOM9x+LTEVxU +CL3x/MjjHDI6nVcgbyRSwc/KJGsunYxDtl20eD4qrO1c772aRMaZaXslDhEq +WAwPP9qaQMYHd3ZkJUtSYdMuvz6RGDIu3lt8ySVPhTviNw/ohJOxpXI9V5YK +Ffg/nzM5FkzG7j92UiQtKkT8O/kkKICMuy6tlyjQYeYnnX5dcJ7JR8PmrQIG +VPA5Zx7Q7UXGW0pXnpYepAKR+CFu/jRzvhTPWNHDVPh+nUTgOkHGVrPnfNXW +VCj0aRPScSbj85l3+VIOVNB5W1TpZU9G7Rvp6xpcqPC4gV5SaE3GJJPPZvKn +qCDJMrHz4WEyyn1iC205Q4V/tUsrm8zIGMW6kKV8jgom8/PGukZk1HhemdXq +z6wXUrMlSI+M8v2GIerBVKgr5dvTvo+Mm/+Nm3aEU0Fwg+aTVQ0yfuz1/KcV +SwV9fD+mqUJGJZPN+Z3XqMBzSmJ/iDwZDdqRTzuVCsbv3m27I0XGjWolcV1Z +VEgtE9XZJkZGjxn6hG4BFXhtJkfsBMlI7NvM2V1KhZcU1q4qChnhe73igWoq +EHwr2dd4yBgaUqfR20AFGj82H+QiI6clp7gBjQqjFvZNRdvISPVc/HWnnQpG +FwM3rG4mI4NhdsPwNhVELCUaD7OS0YVXy7m/hznf0vna+n8kVAvp+WA0SIX7 +Ve6r7L9IWNDy1XngPhXWsfGknVkl4cG46ZvGj6mQ+zYt6P4SCelDsX8HJqjQ ++N9yo/IiCSna66RNnlNBqtRMOm+ehPtybbQH55h+w47FDa9JeDstXdPkPRVk +Vq1WfV+Q8PHTfsrgJyrQ0/cdeP6MhPlsv98af6WChkzaA4sxEm7o180b+EGF +g8sBBd0PSdhfXaRm/I8KLAY7qtXvkzBsn9iNflYa9BdGLDYOkrCJ46Wo0RYa +iBesekvcISEtdyqwbwcNcC1HvBxIOOUkyjDYTQPVyMzdQp1M/MP9k71kGvwQ +pmiVtpHQ7OiDtwcEaeDyxCFZhEZCHWvT6W4xGkSUxPHUNJJwSNHg5n4ZGhwp +GhuWryVhnO7dcFCkQfCn0Jb2ChLufvhGQUedBkkdN+BACQnlFaoGbu2lwXeJ +nu8P8pn4C3hM9urRgOT51N4lm4R/bfSpN4xo4FqlPPsljYSEFM0NmuZMeyPl +enQSCTMus+i0WdLgb/nDY+QEEobvaTyuakuD+Mx8M1oMCbtWDHxojjRYegEO +5hEkfAVPTyi60WA1MC5u/goJH9LOHmg6TQM7fe3R2EASXprk2iLrTQMeDnkV +iYskvLZn/GatHw1a4mqa7vqScPXpHWuJQBp4Hv6z3+csCZUq341XhNAg8Xno +/K7TJGTNNzMQjmLymRxRftuNhJsrfucWxzPr5x075+FMQs6qTZO8STRo2HHq +0G4HEnqF+6/PS6eB78Sa5h0bEupy2HATcmlApvkq+VuS0JCXuj2jiAbGstJq +kodIeOFK5srOChrwVcUemDEh4cvlbT3Xa2kwYPbWNsOAhDt1xYO2NNNgirvh +wqH9JJQhf6DEtdLg/q19GZv3kVBK41T1hps0CB/6296nQcK2A+W84UCD5iiH +mWgVElrPNQf/vkOD0M83WIwUSEi8kXUncIgGfx7Fi7PLkHCP84m1rw9oQGtS +NR4RJ+Fxd6Fd55/SQO2W7IlMYWa+yzR58RkNWhdmA535SYijxVs9X9KgYLY/ +VopMQo59l96+fkMDua+Hr63uZvbn9al3XWDOK7US3cdJwqV3yQ7TX5j1VCT9 +sraRUGPb/IrtKlOPcx6WnuwkpH6LuPT4Fw2638gL6WwkYQur5xuL9XRw3f/9 +xa71JKzPrtEe2kSHtQcHEhd/E5n3i3m4IQcdSLFJooPfifi+xLkROelQueJY +XfGViKdbF+7sJdAhwUiJO+oLEadi/va38dLhqnGK+4mPRBS1KaMrCdNhnd26 +EsN5Iro5vkpokKBDky97l9RrIqY8uGsuIUeHFLIa7HhJxEMzJ36UKtOhKmB7 +2doUESlNnSm8mnQYVxI+NTtOxM6T01zZ2nS4Hfd30/3HRLzE/zCMU58Oaboq +sTcfELFouWL8mgkdNtdZztbeI+LPZTfyJgs6qBR/5MkfIGKBDI9JuBUdfK7k +iCX1EnGi7K7rTzs6mAkvbI0CImbbx5+86EyHiOXgwcudRFw2dbL6dIIOz+/P +2fu1EzHMy0rOw5MO+7lud3nRiWjV5L8860OH6znl3zyamfh+jpQdu0gHKk31 +j3s9EV+on9F5epkOJVI7nrhXE3H7gaN9FmF0sNn7ONCjnIgmq6kag9F0eJMj +/OFsMRF3S6pm6iXQ4dLJEvHz+UR0rNJ/fjOZqY/CkmxgNhHH99zjUs2kg+r3 +m7/C04nYXPtUuTGPDg8kK1OvJRMxieqtI15Ch+AMu8Xsa0SU5ChSK66kww// +sG1VcUQM9z5PJNbTgebd94URRUSB6OW3KS106A0bzxwII2LPD5lS9jY6qHGd +/PUsmIg2fpLGkZ104F4gC365RMShxOWJn0iHUvlGFraLROx+lfHfhX46BDrd +LxU4x+SPeQcs3KPD0FGF31peRIy4nrj75EM6RB+I3/mfBxFdf63+Nz1Gh8T2 +pJkLJ4n4bexEtPU0Hb6n/jye7krET8UzhcOzdDDeGFPQ6kjEslGfcoN3zH5Z +89fG7Zj78lwo89ZHOhAps/K/rYl4W2v9BdVlOrxnyEQLWzL36xBBu2GNDsNj +sQmmh4jYGuazIvKHDnKatP0XDxLRRYkzK5+lFeJnfCqLDYmY2cUuxr25FZo5 +w9qH9YioFOpWkrCtFXhPVfn/0ibihh6xzSzcrXCkofa5zB4iqo87OV4mtsLu +vxZLTupErNu4u/ALXyt8oDo1pCoT0TjFZui0SCu4OhdtH5An4lGG1Ovnkkx7 +/BnPX2kiDjTmf7CRbwWq7PNedQkisjQxZoZVWkG35uKu8yJEjHoTcVtfqxWu +D59laxQgYnHoloSbOq0gZJWW/4HCjC+211cyaIV30h0PpIhEjDt9+X31wVao +CWgqO7OLiPpfL1zhP9wKl64ZczfuJKKvo9XvDOtW5v/Rf4JLHES8QBPy3OrQ +CkX/UQfV2Zn7tOF9T4RLK5RWyG4N3UjECns6+/eTrfDzXfHb/vVEFOlI0PY5 +0wq7HObsOf8SmO+Ry86vfVsh2mn0hNNPAj6Li/dy8G+F4Ct6G+pXCbj0vuf0 +aFAr2Jzm0vi5TEAXdeUjRuFMvlYE/pp+JuAD+5dit2Ja4QfBxLZwgYAe+8bn +la4x7c+eekvvCBjfLZhbndIKxxinOo1eE1BvsF+dL6sVjLp57xS+JCBV+nF3 +Wn4rmCScd1idJmBv1+E9m0tb4VuZcciRSWY/G6OSkCrm/B1RMg1PCajfiSvL +9a0gkbr1JPsjAqZ2DKp6UFtBemu/mMcIE89OjxMzba2wlZLvOzhEwPVRNWFH +b7WC09CF/dIDBBy9m351oLsVjqrvyb7eS8B9+SoR+wZa4VzSpN8yEJC/NtWd +OtwK4tw6j+xuEbCgpF1L/FErXNxl04odBHSXbv6ZN87k9wsHUZpBwH8fImp3 +zLTCcy6b3xlUArpFahlFv2qFz0t8ruubCHgo8cXo93etMLPd/oBvHQFvF4cc +9F5sBcbK99LnVQR8epivZXa5FUSUl0IOlxNwVXqQ9b/vraDjpv60u5iAVzvj +jIf+tIKiUFeVWgEBI+JOBepsYMDSjrCluhwCHt95Npu2mQGER+dahTIJePNx +aYX4dgZ4cSR+yk0loL8pd0keNwPGTwwVcScRMPb94NXtJAawXBG/k5RAwFKh +4eOR/AwQXM132hpHwB0u4pKrIgy47Stx5moUAbdumZ32lGJAcET//OZwAubF +bgyfkWfA7O1LE1evEPCiaiGnpSozv2WPJsdlAl7xpabe0WLA9LMdbCn+BNyQ +bLZOU5cBW9q/6+/2I6Df24tO9QYMaKKtLeb7EHB7n3otvykDGAo7WUXPEvCT +f95c6mEG9EUaxTSeJuDu/bUcG20YwLNcfE7zJAGj3b1EAx0YYNYq3HfHlYA8 +kovSCy4M2P/5acRRJwJWgaqg8ykGfGnrrpy1J+DbE+asD88wwJTjs4LffwRs +NNYe1z/HgO3TpwVYrQgYmrszt82fATf+qF/IPkxAx+gHB6WCGXBU2UNa1pyA +Y/JR7/PDGeAostmgx4SAFZ2qgdtjmXiPi4K9IQEzDi5+C7/GgLCT9/KW9QgY +tcJwW0lhAFs8x1iiDgEtRrO7TmUxoIbju6/kXgK+X85nn8hn8ru7+HSfBgE9 +z9zTNy1lQHIN960TqgR8o6fgfauKAdr1Hl4blJh4w0dj5BsY0DhHvVQhR8Dv +Uh3XS6gMuLq6YcZImoDB2p+judoZQHS/mP9BnIA1baFno28xwCqVREsWYZ6P +6756q90MANoWQXVBAi4zhjZ5DDDA74XL6xleAvIJ5nZODjOAe5Py31gSAZ07 +5lzMHjHg1mKelxIPAQ1P01dujTP5V2PIz3ARkMHJeUl+hgF7LAv0E3YQsD5n +44fiVwzoTfSq0+Rg7vtkrjnnPNPepO82v5mADo1jRZGLDBihap/J3UjAsx/u +vFxZZsDPo8HdZiwE7HPz5jr1nQGT4ZTT//7yYN7rCZWxPwzILNNxaP3Fg017 +dhoab2iD+U8b885858GNsrxGHZvbQPhsupjwNx58HrxRQ2p7Gxz4wP772RIP +fnv/hJDH3QZrW6/zZn7iwf3K6fNbSG3Qtlcv9sgCD4pvO1gbzN8G7c1mmtvm +edBd4Z/9R5E2oHg8Urr3mgfXmXb9dJRqgy9yv88nzPJg85bka/fl28Ao7cua +6XMetKEEceiotoHJ4ngPxxQPKgrHhzRptYGh09TDB+M8yNvT/Zxftw0m+0RF +M57woFOegmKyQRssjzzvsH/Ig7lGz87/O8jEN6eaLDjCg8vOQ+W+h9vgubJV +1fwQD3IHbu5/Yd0G+vXuf6gDPMguUjhx2KENEv8UpF+5w4POiylT4NIG7Hmi +HibdzPrHP44onGqDLS2yQbu7eDBsYwet+EwbsMm9GZy7yYOrjr9jd5xrA+wM +taK38+Cld91mYf5t4NYrTYpu5UFvIc71n4PaoN6dQvqPyoNuUctVzuFtwBEV +dVSqiQcnI320R2La4Flz1p0/dTzYkXr9jva1NnDXvurzuJoHafx2+xpT2kBd +NeVwXQUPvsgYq+DNagNJ61n3yFImn46cf6/lt0E5N51+rIgHr07sNPlV0gY3 +ivapqefzYNDZmcgzVUw8Y4wPnDk8eN0vrGmyvg2KDts+/pTBg2STf0MmVKZe +Rx0+DafyoKr+qYn2tjY4/uz7noYkHjzUfmNM/FYbfE/z7ki8xoPbvrH2Z3a3 +QePkyimfeB48dfBwFetAG3R1DhywjOFBub8lly4MM/3fxCzUInlw0J5lz6uH +bRC4bBZHDuPBxOLgxSPjbXB36NLiuitMvnfsToPpNthjMB82H8iD29+OSci/ +aoOE0Wnth/48uOh4t6ngXRtMJ2aKd/ox8dR9Fd+6yNzX/VZaVb5MvOuPp1xe +bgMzZ1v/NC8mnlSehXdrbcD4NzcZ5smDUXF8Gv/9aQO1+b3uPu48+JIj9OId +lna4FFlGcj7Bg0+N95crb26HtRfHVixcefDYMa/ekm3tcKyjYXm/Ew9qn97y +dDt3O9R5PONRdWDuZ7zwxBViO6QsS7tI2vKgzsSt4Q987VD16/UQnzUPmnrP +0uxE2gGHD9vvsuTBCYechH7JdhC3pLNzWPAgkfreSlW+HRZ2202xmvGgQsjM +9jKVdpA7GHf/rzHz/N0N7tyh1Q6nbyS8+GHAg6H5w/YhOu3Q8aRh56oeU7/v +4+8/6LeDQo2m64oOD469rDxrd7AdhF9cvr+0l3n+juq86LNoB6+eW7ZLmjz4 +06jWQMW6He5rWPxdUuNBlvZP+SX27aDaHYwrykx9snjebHNph61X0gtXFZj1 +xiUFg0/+j+EqDaeqjaIpQ5J7z51I+ohCpoRKQkVJUoaoVGaRpERUIiIhQypp +UKaMFSKZh73vmEgkkSElEpKkFKX6zs/3Oe/Zw1prr31OBVxdOnjtl4YUVntp +7hw+XAGrhOpy/qlK4bfVGj67fSuAJ36sRURFCucpaZ7lBFTAbL0ZTXK5FPrI +rTundaYCCo1ue7MUSP3O2x14J4zsf311t5ycFIY/jnMQv1ABCf9+uKjKSqGL +5OCak7EVsMY3e3b1IrLejx5CA4kV8OMfq9CYJYXzZWXAKrkCouvS/azoUuh7 +RsS3NqUC3ppdN3eiSmFrhw5NNaMCYtssVx9bKIVKf/NzknMqgLZcXjtMXArT +a3w15j6oALNkx41XREk+Oy/lHCuugArC1Sl7nhQaS1FoPWUV8IcWnlA5Rwrf +r586ZlZTAWo5rGfNf1hYKbwDSrEC5D1PyQz+YuHBVYvnLhVUwPewfwG/f7Iw +9tQhvfimCnAsEOtjTLFQ7IqB83RrBSzQHbXVnGThn1VpQQc7KmD+iFCH2RcW +Js+/EdXaQ+K/6r67+xgL9QWaUYb9JB4/NsyGjZDxWd6n84cqoKhsSXrqEAsH +02wdmWMVoOGfYVE7wMK6+ZOrz32tgLk1KkK971g4M7Xj36cfpH7zCZh9w8Il +Yj61e2fJ/H1VkXI9LLzctceHK1QJ/ZERNsavWWg1n0XVEqsEdevG5R6vWLhX +vSg7ZWElSJ/5+udiGwtFXqtqitIroZ5r3/uwhYVvMxLz/aQrITbAFTqesZDP ++ij1ZkklFO87mvv3KQvbuXqntylWQhK/77LKExbuWHPxWalKJZgnLgq14ZHx +Jt8z5DUr4TMt9GgIm4WtoTssY3UqQVPjhFN+PQsXOzUHT+lVwqONDtavali4 +m3r0josRmW9Vmsm8KhYepeoWN5mQ+Q6mrdYpJ/F7rVyxdlslHOFylNxKWej5 +3qokc2cltD/2YyUVs7AlsyxtoW0lmCjQ5/ELWfg9xjnslH0lCI5LjP+8z8LD +Yrtt3ztWwt1Y/iv1fBZujU1dvNO9Eura86tcclhYFbzpVYVXJSzTlbt1/S4L +szebnlc8VgmBYoknmtNZONesdHnCiUrwWeWxTSSVhbbDV6p+nq4ES3EJ6Q0p +LDwdPWzsFloJvoc/9Z26wcLu8Pq6Z+cr4X6WX/qja6Q+dGQ19S5WQvcFcfvx +Kyw0nxC5nHmpElzs5eerJ7JQjh41JHGtElLeyD/0imfhydG7q07eqgRPm9M7 +8i6y8PNT92Pv0iohy+v626EoFlr/bUnfnl0J+dbDh1QiWch4Oc57fK8SWop6 +B73CWTh6+ckbuYeV8CP9/e4HoaTeQl1HYx5Xws+Kw9XjwSxk93FHJ6sqYY3Q +e5puEAtff5vqc4BK+G+25sDpkyzUmf0rEPAqISfN60b9CRbKrx66u6qxEnps +9/FE/Fi469Uj/5SWSnD8/a9/5zEST2mftcKvKmF4+PmX60dYmLtSZvxodyX0 +Dqz7/M6Lhc93sm91vq0ErnJJl7onC+9lH9E3/lAJHU4PHp9yZ2Gmi3zz/dFK +SHxw+yzPhaynYMCOOVEJCmk/dOlOLHxQAq1npyqBoa/d6XKAhSuTqzd9/EXy +9wU9i+1ZuCa4J9t6ThX05Mi+n7OHhT8iVf9UiVQB82HFtl22LLR48cB8mUQV +nH8ukZJtzcLIkMOx8UQV2KxNfPVzJwvfZByGKVYVqEVX/bKwIPW+u3TYSbYK ++lvmimduI/VQvFO0YWkVTMcP/PthysKNvI2LtJWrYHl+e9/OzSxUzLwsl6Je +BaOnrHJyNrHQb7eZzDztKlCB5l1/jch5HvOe77O2CrIKng7tNWDhh+Nzx9oN +qiC1u87l0ToWXhlm8oyMq8DTUgkl17Iw2P7e5dytVfD5VLCwty4LN3AFNtQd +VbBD21DzySoWFqwIEDttUwVe9QP6SitZWB5VWfJuTxWcfDauGqlOxnudYm3u +UAV3/LpnB1awMEhacbDEtQpCNJY/2qLMQr31u30WH6qCFwPm5rnLWGi4xmAk +wqcK5gw9Zc9XYGHnr+79n/yqIHdYUdZHjoUvzxiwbU9Vgen8drtWWXIestyX +1IZUAe+Jw7E1MiQ+Tvt9lkdUAYswOnRbirx/XbkkProKuFpTG+YyWRio0zL6 +Pb4KrneLTB2msVBD6oCM49UqUFSdiGmjkPmXvzDk36iCwzfX/DJYyMIGw3W7 +NVOr4Ki4/bZccRaWGt1wS75bBa3Y5U8TY2H63KmDf/KqwNfTKOisMAt/HbR3 +8Cisgt/CogdGhVg4ZNCwrflRFdwSr5C2/8fE0w4Wamsqq+DM5vYiwSwTA24N +z0mtq4LggX75tb+Y6M/NfSbMrQJ28EHv3J9MfJIfn+DTUAUH/r1LkJ5iYikr +c3N7cxV0s3svXpxk4tb20XGDl1UwdfKN4+wXJpoXHE/Mel0FSjqHxY9/ZmKg +u76SRF8V7PQUjR8cZaJlnUWx/0AVmH8w+LBvmImrg4tWdQ9Xwb23l5mtH5i4 +w8Er13i8ClYNxsuYDTCx8L9ztHvfSP7eVnyrf8dEizOzfsQMqaclKXf1+pj4 +SW3wyam/VbDJuFappIeJmkNGjLfzqmGZbV6IeheTnCfCbqt4NYQ8GszN7WBi +0w632EJKNbCW/M1SbGfi8/3ry5nMajiaf/ZE+gsmvl2X3hksUw2Hmj4z/2th +4pakG+Pv5aphzLYr+vYzJvYy1H6bL6+G+CNNTYsbmXjHzfFPsWo1qF23epfy +hLyvtG5KWqsacku+8mT5THz4D9+Hrq6G4CmjoFQOExOT/vI/6FeD5yTOyiMT +vc/9TNuxsRpkropZZdUxsdv90dHSLdXwWirdV6WGifu71ugs3l4NKrIsp4JK +8v6ZmLFzVtXgf+WnjE45Ew/1Fd/5aFcNpdz2u5WlTCxJKTOx3F8NSrYG0xtL +mHjOJLXvsXM1DOhVyzQUMdHm0LHjsh7VcAffidoUMHHnTa3pcO9qWHd1A3Tf +YyLb7WPgsG81ROS5m3jkMfGVzZ0Ry8Bq6LV+lziRzcT+cTvbsjPV8EHXNC/k +LhOl2NKlsueqQdViWYx4BhMrd36aH3GhGvgfJHRupDJRaFGH3XAsWU/e5Wyl +20zUzey7bnm5Gu5GbX77+CYTb3lJtDxOJvO3lPdvuc5Ev09ufxbfrgYd+bMP +XiWR+sj5pBCeQeY/pGp46AoTF1ELDD/mVMPKz5ZJM5eYmJ1xf+fOB9UQZhpe +HB/PRIOWz3alxdWwap9d0tJYJjpRQnbJlFfDYTcHg7JoJqa3HNgaVlMNlWOa ++dsvkOeIpFUfsBpetDt2vYtgokSyKs1CUA2rt4U/P3WOiTn+y4eLm6phlKcZ +TQ1lovaF2DKpF9WgITMzNz+YibWr3YJCOki9uQcZGweR9X0s0X3fUw2JhKlJ +z0mS7znnBs36Sf31TQqfDGDi4oG2uMKhavj5WuYizZ+J8l+KVRlj1fB8v83z +Ql8mTkcsrT/9laxfUrt9+1EmavxWMe/7UQ1HPlqnDHuT8/GouXHzbDVkrTRf +Gu1FxhNatPmeUA3EBT7yUPYk+d4g+YgiVgML7yh5C9zJeYNS6YCFNSDRYqB5 +yJWJLR20gC5aDbBiLhXNd2aieofmkw3SNbAkoeLzfQcmji6k0LKX1IDahPXo +zv1MPNZQaSOuWAOy1Kmsr3uZGGW3+uIxlRqwTdqw+PpuJi74HVXxUqMGTvk1 +7DCwZeKfeRW963RqQHlE06DfmolpZY3TqXo1UBi54EO0JRPN7Bok5hnVwJNF +v8y1djAxVLGc5WVSA7t5Nw93mjNx3CVFqtmsBmgTEZvPmTExzzKYorOzBmws +d3eqmjIxa4Xzn+u7aqCqu2B5uwkTDdV2DPzeWwNzu5XVwzYx8Uv8NnRxrIHM +LpdRtQ1MTIrZf43vVgPJD6ddOw2YOLwrxlnNqwZkzsRfidRnImvpa4XEozXg +kV59WkeP9ENF655v/jXg2awg3b+aiRWxP+LsT9dAyIyLz2UdJl6JfqFbd7YG +1rhIn960ioliWz+2KZyvAeqFQf2vmkwM/mp0OCqmBjR0vEruqjPRrrTnx2hC +DcifNumzU2WiQ6kg2CqpBm4WMlBMhYkp0iLTpTdrYLVvyJ6a5eR8C6ceWZRW +Ayrp/2X6KjJR4c61jpAsEg+Pm+nLlzKx4N/Xdf35JJ6al2y6/yPrt6y5alpE +xrufUX5Zloll2T8G7pXWgGSb33MzGSbS5O9rUKpqILcv6+Y/KVK/nT0+/vU1 +sMyqi1nJZKLMhyvZHdwakBt6bOJHZ6KXc9vL9U9roO1el4I6wUTYn/Ur7XkN +DA6MlnyQJP1+dIHMvPYaYCjET2ZIkH4vT9U61EXqTdt1wEGc5FO83LCpj+xX +mRIpI8bErnIRE63BGhDdrdfeIczEIl3hjUkjNZBnF/7y2lwmxsRW6P4cr4He +P5fDbecw8RRPaemB7zWgekSij/6XgdnDdsIwUwNXppOH234zkDO7/Z3ivxrY +srkjI2mGgQXClMdRwrVwWtVfdPdPBj6Ymx02Kl4LyxqpMtJTDPT9Sd9sSa2F ++sjdr7smGfiu3+VvCbMWFs6MbE6dYKAnJJWwFtfCO9GAA67jZL64EocgefLc +nCKnPMbAq5vwX+/yWrAoFEn4NMLAhg5+yia1WuBsdsgt+cjAyS0NmtlatSDi +u9X79AcGrjrXXCm2phaeWvi83jjAQOmQHoMj62vBZ83JCbF+Bt5Qmy5/vpF8 +n7/wUWsfA+eFqKrpmNbCWPvrJSm9DPzpFJicvL0W5gWdX3Wwm7yP/dPTVrXw +TaR8bOVrBm6JD7Bz2F0LmyQX2/x6xUCiQDcf9tdCg+M+R8FLMv98pe+KLrVw +dZ4cLekFA22iLddFedRCvBndx6WFgXco5QEj3rVw8OG7oyubGXgl3PXejuNk +vD+6Un8aGajI2dPxMLAWrmhVHHzWwMCm4tu/6cG10HuOte+OgIHGGmtlTp6r +hXOHfk368BjIp2lodV2ohbBkms4GDgPFjc4bGcbVws5pUSkCGagcY7wl/XIt +3KiMSntfx0Bek8/muddrgbreqKmshoGv+xYYeNyuhbWynbcvVjGw9bqCekNG +LSitESKcKhhY/qScoZ5bCw63vVR0yxj4ZHPr94QHtRB7u7p/fimJV8+J5xPF +teBcl73hbTEDLzvnZdiWk3xx2o3Kixjoeuf4kfKaWtifM92XUMDAe06vVsqw +STxT6hU87zNwuV/PaLCgFoqIVyIb8xnITI1J72uqhcWFo7GLchmodf/9DuMX +tZBoVVQ8mcXAa05fJrM6auEXteVkcyYDGWGPr4j21kL2htne/HQGcp/rqR7u +rwWJgx/eR6Yy8BA1rKppqBbub1of43qbgcuELpusHKsFwbP7zzbcYuALt+O8 +y1/J/td9fLjkBgP9vypt/PajFraMpmv/vsbAr17lj3bP1sLR8As23VcZGHxe +Rb5SqA60X26jVl9m4PuZ0MjFYnXw4VOKd8olBrqd57wPWVgHERRN9+B4Mv6r +n/pvaXVw5nHxtEMsA3NylscaS9fB6YROtY0xDLyfY/kya0kdbA6znVGIYuDh +6GCWqGIdhOV0uItEMvD5r2JrL5U6uGjD8B4JZ6BP0ffIRo062LSgVuJ5GAOd +rHY80tCpg1dx57eVniX1cbHu9SW9Osh6smTprWAGmotaTk8Y1sH0wPqrYUEM +NPGdR7M1qYMvBlfSPE8x8NiRAcUyszrQd365xTKQ1FPGN03pnXUwSSuLXHuC +gY9K9XWCdpH17xh1lPcj9W9Wo9Wztw7WGKi0zvcl8fxzVtnIkexnw9KeSR8G +RgdGS6W71YHR6MXQN94kf1Zv/s3xqgOqqEx1gxcDj6hceO92tA5exEckPPZk +oH1KZD3Pvw6uFARPZxxkYKRJf5Ly6TpwElT9SnBj4IKqDLeYs3Ww5NhkUrAL +iVdyg9poRB3s8e7hHnZiYP8xpzGLGDL+Y7VYewcGxncdyitMqIO0k9eHzPYz +0O7w6AFqUh0EUV+91rNnYEDxJ3G/m3VAo6S6rNjDwJqNfiVtqXVwVzfnrIwd +A/Nzz+1anVUH4ieytSR2MXDHCfnPyfl1cHPC5uQfK7JeHdvwn4V1MCbkYTOx +k4GavgrUfaV1AJrJOGBB6rs08Xp1ZR00qqdwO80ZmB6TJb2kvg5iBtX3PzNj +oFKg29Wz3DpY7Dc3km3KQN1/L0TfNtQBU7ZjU8Vmkv8HPwM2Pa+DAw7OlwuN +Gfhm9nVv5kuSj749/tkbGXguMHjDvK46eBMSOHTbiIGNyYO3DvbVwejGgLEk +AwZO98p84Q/UQZLrwsh4fQa2NyzdoDJC1rP9Z8EFPQZ+f/U3Kma8Dt4mjXuG +rSHxCKt6OvKtDsyEC0qCdEl9bNwjajFTB+eujsQHaJP5E7oNC/7WQb+767Sv +FgND3lsclRSuh9PPmr8d0STntfThjWPi9fDaciTUS530rwCJ2hZKPcy5c+yW +hyoDf9882L2KWQ/LkxZtdldhYFoSTl6RqYdE47vBrkokPu3LRb7J1UPoe4GJ +yzIGBjZdp9ktr4exPuObzgqkPwzJLipTrYeTzc+DneUZ6HGlapGUVj2s8Vf9 +7Pwf2d+6QMap1fUQVy855iLLwPCtdvNf69cD5YXeaTcZBu5f5vBz3cZ6sJpy +v3JQmvR7vavvbm2pB16Wpd4hFul/H39zf5nXw83wx4e9GQz8mJKWecCqHi66 +7FpxjEb6W2lYUK1dPcCGD/7+VAYmJGdb/Le/Hu5tVTM/JcnAngz6olBnsv/n +ffdDJBj4a01LX99B8rwPb0SIM/B86dv0jd5kPdfjqRfFGLjolPmBDF8yvqMQ +/bIIA6t6aTShwHqYKOtNuzGPgWEbN7Bdz9TDltbesnQhBlJmXh7hhNVD+3zc +k/+PjoOur4llF+pB7OOW8JI/dFz3wrr4fCx5/z+1NTW/6fjzjsn2wUSyv5iV +/vwZOn6SKe3bklwPvtq0da0/6Rh6O+9oTko98M2vRPVM0VEiQOmnSEY95K88 +5vjxGx2jvmsHe+bUg+mhQ7XfvtKx3qdtRnC/HkayDbPmTNDRSX3hCZXiehji +FNIo43QsOjs4FF1WD4cEZ8SWjNHx1UOX3cPV9WDT5x6pNkq+vzCqfhuS/Lur +xugP01G5b5/iPX49tHbE0c2H6HjMp/+ceFM9pAxaLNs3SEeZfwrdh1vr4buL +WvXh93SU7l26svFVPew3H+44846O27cNhKj11IMhb2tQfB8d3aOPCWLf1cOz +pWKZab1k/z1PFnz6UA/vOkZ3lnTTcUP0d3OLT/XQFVUaxntNx21PZ84/mKiH +MzOKa1930HFxf2+lxI96eCL/+/hYOx13LcwaPvK7Ht7T/2oJvaTjrWgbxrM5 +AF8Y4/5SL0i8L31epyFKnuMS9DVa6OixP2RfvARApkT6eZNmsj+leYFjBICL +xQfrfU103K8cHbdDCmCO+rLM40/pePuaZGqBLMCjEtmAmCd0PJ1z+95CBYB+ +yatPM/h0tE9YW+KjDEBPNs+s4tLRImyg9Jk6AJcr8ruNTUeXwrwSDW0AC6PY +jjGg45FtMffj1wLUNqXoitXTceu52LQxAwC+82+aYi0dvc+XJuwwBrhAHPcz +qibrD5t/umArQIRsnc2+SjouyLjkuHAHwInB3EeB5XScIiw2+NgArJr6mnT1 +MR3Hf5ssfrYHIOGP29TDR3Qcuhj8Vd0BQO9lfUdzMR0D389w41wBMvwa9caK +6Gilwb3yyROgfWb7IolCOjbH9+638AFwfSRyWu0BHdevsJB/4AdgIIZ7tt+j +41cF5tsFpwCSLm587J1Hnm8bpniHALC/mF+Oy6Hjsoqn1o3hABqsnNGCLDqe +SMK5atEAzF9S3OeZdAy3Ui6+GA9wjesh8zWdjrPz5+wbuQJwpGbvZ0YaHd16 +d/3ZdgPgg1XpBr07dFzyYVlq/h2ABsZGyQMpJP5Gp9fNvwuwrJ5tH3aTjpf+ +2rUcygMwVZurkH2djrGbwPVJAcDlvU88nl6jo+fi2i/KjwDcDr9W/nKVjsJ3 +rYOiKgBmc2fdWVdIvY2F//1QC7A/+PcSw0Q6Vi7cHWbKAVgeeMfGPYGOSlIt +v7OfkPhvzROKi6Pj3MVTJ4SbAST5AxqlF+nYsOLZR/c2gIIRmZc90XTss9m3 +l9tJ8tNK+y4cRcdrWZkcxTdkv5VJiSsj6aiofl814j2ArrBXjn0Eqdfvp+L7 +PwLYr9u75vw5km8J4tOmz2S/s6obi0Lp2H/6lGnGJMBn2XucrhA65m8tvf3v +J0BdRCqIBJN6C2n47PQHIG1T6xqdIDo6En3/OQshmEYvUHI+RcfeO085FGGE +tPushPhAOv7wuOdRL4pQsrTmaPUJOkZ/DhM9Jo4QFc4TDPvR8eVjq5z/FiJQ +on/fkD5O5jOUNWmmIAhJqvVvPUbqReRDbwgNgU0svnvSh44hlx4GapC/PTtL +krtzvcn53nt2Ya8UwmKtQ7GdXnSs6rPOjJNBmPlkXzL/EB1L72qsNliCMPfI +Gqv1HnQcW8rgj8ohBFk/cfdxp2Nch6hdigJCgWvXeJoricemBf3myxHeRa6d +eOFMR/FueZ8ZZQR99r1DIk4kfvLbp/JVEZI2/LXTd6Dj77i4EHsNhFDTfxVH +99Ox6daQ0HwtBPGNpy/ftSf9iet4oUIbgfd4dV/nHjoeDP8memg1Qpz1nEzJ +3WT/O+9HSekhRPTmvt5sSyf3RaSwQB9hyuR75BkbUm+TkecCDRH0Lj3OKbGi +49nqwl/LNyIkD5euH9lJx3u+QifajRF07tRvVthBx7SYiJHzWxB+0DNx33bS +D4J1nXTNEPw6VEqubiPnsU7qxXtzhPpEedazrXSc4K40uboD4ZTY7jERUzra +zAstMbZCuKyUvHbTZjre/yIq/9UGYcPXgm9njMl5mm2KzbBDGLt8eFn5Rjq+ +u9Py3WovAnP7Tf5XIzLfZqbjv30IGuGi3ZqGdJR0u8MtciDjVYW7eK+nY7C3 +9wonZwSv5E77vHV0rGs+FyfphpDw6hVncC0d/Wf7x2oPIpzctz1NcQ0dyz0v +7/A5hLBEft4nF106yoVcui/rjfDR5Hl+ujYd3zzoE23yQUj8F9TZp0XHxIPn +Xc/4Iiwsaj8pt5KcR2ZYtao/whl+QZSTBh0pqu20rgBSXz2toulqdORSLxyK +OYXAyaT+fLuC5H/NtRq9Mwh1o3p7FVTI/CLClI8hCOXZi1TclUi+xzqcroch +LOs955mzjI5791CLTCMQpGo2soYV6JhU8PD390gExYvLddWX0pG5v9osOxph +y4O/cEyOjgUN2ldtYxHaslJrHi2hY6vrop65CQgO9BdKPxfT8cCl44qPEhFu +l3r9NZChY2O5oZfrVQRH19Wm4dJ0lN8cVkAkIxykC/8SsMh9mrL+C9xA2Ned +t0SSSUchJb9VvikIVSNfCmzpdNTZpnRcLhWhMKHgfgpBxwve+4qa00l8VhWx +3lPomPeV+inkLsLKvfzPqpJ05JtYKGvkIIzkcHT8Jch9xJF06clDONZzcrBa +nNwXr/bdjL1PzsPLR3OF59NxzlvtFv1ChNlIs4SdonSsMLkpPPIQIVpYNPKG +MB0D3BPX3XyE8Cgchvrn0jEzS+aIWRnC9m2mZRpCpN976N/5UUHOK3h9OfWP +hjzxr0051QirfX5f4/6hoemkyS+7OgT5sec51FkaHgnTVhFGhAu/His4/KKh +JQ12lXIQSo+Gzb83TcMCsfEQNz6Ct96c/T9+0LCOjTm0BoTWg+JSW6ZouDtN +vxkbEXbLHTW8+o2GL37v/+bbjJCS9+fZu680lF6nski+lcTXOeGJ1gQN04oz +DJ63IUTCuHrYOA3dOE8dz75CeOLwfeb5GA3nNmaHarxG6Bw6ri3/iYY3l61O +6+lG0F6h1+Y7QsM2tTO1sW8QFogu7sWPNJxYH9Sl/w7B5NyYJX2Ihuwi3anh +9whbS8LVDg7SMOXdA+rNDwhizwuOlb+n4VG1wRVmw2R8JWNZ8X4aPv7Qt+nH +KMJhRfoqh7c0DDuStjfnM+lfZt8KHr6hoQdT6ajdBJKGX3llXi8NL68LDJ/3 +DeF12uq+vd005GtdufZoCsHwgOHVgtckHjbBua7TCDK7swqFOmlIfF9TQfxG +iLlqtGrvKxqePMYVwB8ET923MoUvaRgvpfzq2Bw2mPs5eM9ro2GXscv7/+ax +4UT6RYX9reRz04DxZyJsKFUz2FjynIYuJw/OBM9nw/5bptz5zTTMXKE7T12C +DUvjzha6NNFQufi9RLckG+SqKv5UPqXhcZdAxkWCDQ+mGkppDTQMjf8ss47B +hr0aUS3eAhoORO2U/8hiw3NXnjWPR8OezBvLri9iw7NSez05Lg0XaT1XNpVl +g+i+RedPs2k4GfZtxff/2LAo87XuS6Ch8wdxtaylbAj6fsx8ZT3Jz0OG2q5l +bHBoL+ZerKWhpxZDVUiZDXndJ+5+qCYXT+kCleIVbHhflfDBuIqGCvGzy5zV +2SBt1B6fVkFDe7FP8pSVbOg0++/m7zIadp54vbhuFRsWdmwQ2/eYhrflnzB9 +dNnw7zelu/wRDdfbV0nKrmXDuiF3glVCw37vEpHGdSR+XYz7Jx6SfGSXzJ42 +YMMFnanctkIajlvXTqpsYMMezz5RnQIa5tS+/NixiQ1PhXKfXrlPQyHdXz0X +NrMh/57il6/5NJT/p92yeisbri9WP7Urj4bVR86yB7axYXbFddfSHBqqc/se +XbVgwwyuL2Jmk/NjZZ9lbMkG66EvDifv0rBi39jVCWs2WD2OP/o6g4Z+6qnh +6bZsaHEcfrs+nYYGkkd9LfewgabZXZqaSsP9Zk4Of+zZUHZef2TOHTKfwolt +BQfYcL/7TdjBFBr2DRTqHnAi8eKknWq4ScPedkJugSsZv9+2VeMGDb0N0sSq +3NnA/tF+8UoyDV872k8c8mRDX+dM1o8kGs6PMH4tdZhN/g+nyDlcpWHC5wPA +P8IG5F+aYV+m4YkP93ICjrHhz5ei1SsSaXi+SDNumR8Zb+nLlksJNFyQMOLb +doINRekvG6fiaCjMf2sbfpIN4k0xSo6xNPx+i663KogNxdJNb3kxNJxnFSnz +NpgNf4kTMxrR5Hyr6P1OCGUD136ff/IFGm4+qNlrGM4Grbw92/+ep6Fg2+Ha +T+fZ0Ni4OfxQBA11pD7fToki9Zo/I/XiHA0fSdacMb/Ihqb1NhIGYTRccfyV +/XQcG4yTljnlnCX5C92wNu8SG96+NqcS5IeO+alp+p4rJN7bUuWCz5Dzflvk +i/A1Nmis/Rk3dJqGcWpejaXX2fBNXHvvrlOkv7kp5rjdYsO4yfJz9YE0bIpY +G0a7Q/YTeF9UPYCGIw259pjGhpM7Ukdv+JPz4h+o7ZvJhmXRHeoifjScrcsW +l8tmg/pvrUZ/X5LPj2v7n+WyISrpPP/dUXJe1VdWBt9jwx3rB/9Z+ZB8PIm/ +pFbABqNt4W113jQMmrI72FXEhrictwMah2l4ajJGP6aEDZ/zM2zuHKKh5owa +Re8xiWdemuxCTxru22L0/kM5G85JPjYOOUj6KYVTdq2K1N++Gu6YGw33XKmJ +2VzLBsuliZmOrjR8JapxYLKeDTYLF/Q8d6bhqnyWZiabDQq9osc3OdFwe9GZ +v1Y80l/cXVweOdCwxMax5a+ADZ6xXx8sP0D6cSOkFz5lw1HL5F039pF+b53t +6/CMDZvYynYL7GnYLCu5UaKFnC/x8OKze2iY6jYrWf2CDSWuYYe+2tHwz4GA +Xq92cr5l/pz2sKXhjg2n7kt3sqE++dVglw0Nz2wUOy3oIvWxc/C+pTU538nK +poG9bEh5LtzEtST3WUAnbflbNhhU0U31d9JQlLGkr62fDR2ckUUPLWh4NfvH +vfBBUj+PPbYqbSf90/Fw4KqPJJ4+bs23t5H1+Z3c9HaEDXd7agrpZqRfMZdK +XBpjwzUxy48XTWlYFOT1yvALG9rFp4KEtpD6e2mT/ukrG+qoCR5BJjTk2PZ5 +pXxnw9n9k/e+bqKhuyahY/6TDWIbhcy8N5Lxr4z8+jnDhvnK1w0HjGi465EP +N3eWDa/jEmIdDGn4DW7H7f5H4jeHt6pjPfn802lb4bkc2KYipWWtT877QVHZ +UmEO+Fa4XGjUI/3XYet7VzEO+X9zTtd0LdmvkME9YgEH3lvv0sfVpF4jhnxh +IQdMVEuvG+iSfkpYrD1G5cC3+ecsKrRpWNXpPbuEzoEyset7dVfRsFZsG6eJ +Sca3bqt+uJKGf5sHo89Ic0BLgR6ooUlDEfvNO1UXc4DVpBN1T52GP9o86K+X +cMD0EW1cWY2GuUcsO6PkOdC3M74gewUNYy3/3V6jyIFxlXNsRRUa1uSdcRlc +zgHHN40amUo0lMziLE9S4cDQf9vH5ZeT++NI17CxGgfmF/SIpCvSMFyTXTCh +wYFpB8cTcgo0PEsPOZ6uxYHkRYVr0+RpaGu6cLWlDhmvK99KTo7044kTP2dX +k3gUrKxPW0LDa4Zl1Q/0OLCkZEmEvCwNVezazu5fz4FcGZvbGTI0HHZu3iRu +xIGDavfFFRfR8EZM/rzKjRxQWC/anCVFwzs/PASeJhz4XrL5gxKL9LM2sYss +8gdynaTxrnwG2Z/JZQueGQdCunoZ6nQaZvsKUU5s58CZ8inVIoKGDuccWxV2 +ckBkj/c1bSr5PXU792qrFXkOkbEtk6Sh4cc+u7BdHHD52++hv5CGny7Ol165 +mwNTvLvP6haQ+rqn1NW7lwOJT9dHm4jTMMJ73e24/Rxolb6Y/ESMrH/SxHG9 +Iwd0mn1+7hCl4epDZvIjzmS9i/gFbcLkfvxk1n/DjcTT0K/Mfh7pT9lbs7Z6 +cIB+0Zr2Voic73JTj6lDHLA5aIIec2i4crOZSrY3B1I3K3PG/hL469jOkV1H +ObC7qEcq4A+BRx32PxA6zgFLI5P6378JFF55/GixPwfaU/Qrz/8i8JvIFS3n +QA5cicgUXjhD4KwIfJU8zYFY9r6saz8JBKvZ0tozHKCuNbn23w8CvYUtTh45 +y4GilvWdud8JfLelcN3icxxQTVzms+obgfnaSr8bIjhwNKp3V/VXApmfHted +usCBc69N47ZMECh+xemccgyJd9VGVss4Qda/fPOrWA6cOnZ/Yt9nArlL54tG +JpD5d3r+9+ETga3bFj7VucyByjrb28dHCfzbpRPff5UDH9baes8OE3h38qzV +5WQOPDU2jY35SGBL8Rf6xpsc+HRqwW/mEIF6OrEdn1M4cPX8+drMQQJtr1ml +3EnlQLH8lecrBwhc/93YySKDAyPSTO3afgLzjrkr/rpL1rft84D5OwJXLC0f +ys8h5yntz1BnH4HDyw0f7M3ngJOU8nrPNwTW3vzpK/qAA931Zm++95D5boyu +LivkwNuyza3nuwm8aSD9y72Y5E/tN53RRWBbRhjQSzngt98q524ngeH9ShfY +ZRwwu64QrdNB8rNoocXxSg4oGdlWctoJPOC0miZfw4GWev4625cE6j/P6Gyu +44DB7f3zB18QSITbpoUgB0LdvikHthL4M9HSQ53LAcFjv2uiLQRWMq5pdPNJ +/k0qrG82E/h2ufL3mAYOWDflHFB7RuCdHtFavSYOzMrLl9U2EvjSal3kUDMH +/JeKOFo9JVDuVu2O5FYOPKzVt33/hOTjeTJry0sOxHxPuxEoIPkXE/RNvuLA +7U4pNXE+gfMPWOVnvuaAxYXzC1K5BJb06fpb95B60XiyTptD4Of8QMN/bzgQ +vZD3mI8EXm6REit6x4H1JxxC9wOByl4ybQ4DHODU+yd/qSOwNzosVWKIA1kO +IzORtQTmbLY4XD3MgeGndx8sriHwv+LQNYc/cUAyKfx+cRWBN/pl5y4a58A/ +W68fWysJVBtb3iKY4MDCSv3EN+UERg3cvhP4jQO9Qa8DAspIfnsivJf/IOfZ +XSVP4jHJ31DPupfT5LzuFFfOekRgivQ9sYjfHEhTcP26voSsJ3ysY9VfDhzu +oIm/fEjgNr383LdzuPDD/6/PkSICR8z7Tl6axwUFyQX/CReS89d02cxIlAvv +nkrLpD4gcFMze9HYfC4ovVnguvY+gXEuJ0ZTJLjw8aLge0s+gZrX82rNKVwQ +VVzZfjiPwPuhLonTBBf2iCr9m5dLoKVahlsegwvhuZcC07JJfu55rd0jxQWx +cEs9/SwCny2oXSAiw4V1y7Ztac8k59fpzttSWbIeVec7vhkEKj2WKHOT48J5 +o1MbJdJJPcosjKMpcOGlTIBmXiqBTmnprriMrC9K33PzHQKlrBvW+SpzQX3f +g5G3KQTOGMYQcqpcUDxdWBFyi0CBf//wM3UutHUsa5W5SeCXv6/YwSu5EHpq +UqfiOoHZ44duq2lzodv7z1u7ZLIey1uBXbpcWNC6onMyicCv6j7WMWu5cKnd +ftGVqwSev/peXU+fCwaP/bK0rhAYeemv2JABF9ZU7T39PJFAVOcMXtvAhWGD +L9ePXiKwLlCLs9mYC9/uLvm3MIHAglPbMiY3c0HDnVdcEEfgJUNqWOZWLsT+ +a3ywI5ZAyZYLTtbmXNAUZ02MxRAYq1+04Z8FF4zko88mRJP8R8XKF1ly4ee4 +iN3KKFLf9UuEHG24cFP35ImWSAJVPnsOSNhxwba8tuf4eQKdFx8RVO8hz5b1 +8fQIAuOt1O8f3seF1HfOUY/PEXgq+d6lRQ4kXi5RDXvCCMz9/vHEEycupDVL +2c6cJf0ocHjfSVcupOj9ULoTQqCffOEmpYNcOFwtbrwxmMCKX3or2j25IHlu +bfb7IAKTKHHE+cNcMERXq6jTpH+65c9o+3DBHo+bqJ0iMGD2ysC7Y1xwernt +7PNAch8MmD9P9ONC/76Wf/4BZP3ybVUbArjwjz3yVPoEgZTHGrmfT3LBOfps +T60fiUf+gaQ7QVz4T/f4arfjBC6f6xpuEcKF5wfy2sV8CVwt2HD8VygXfHLm +1xYeJfmY+eF8L5wLduygUVsfAq9mxlnbR3Jh7bF3zr+8CZKuv8Zi0WS804pL +Mg+T/uy8a3X5RS7sqFSS3+ZFYEhojIpHPIkfq9XriyeB4wpZssxELoxFiM1c +9yD9c2c2wb3ChblzH7VsOEjyLXxJ1P8aF+5nlI0NuRG4fbvbn6U3SD2dmbZK +dCVwaumyqZZbXDhY7jKj50KgQlzb59A7XBCOax9+50Tuozj/j5rpZH3r18vF +OpJ8KIq8783kwibG6Vu6DgQm2Ma/icsm8fQP2P9mP4mv/ILu9XlcyEOWa/Q+ +AgujznWO3OOCWoBJobY9gT9iv766WcAFNrV/Q+8eAks1nF+ZPeSC1LLXrOjd +BG70aXr1o4TUw3aKjo4dgXzzdZ05j7kQp+Wd9GYXgUv5eV12FVxoim7Tv2hD +8vVG9s28ai7MsFYqrbEmsCjpev+jWi4cuOe+u9+SQM8PMh9dgQvN/+1vTNhJ +4PSLvM8EhwuNB6bPr99BoIS9yRTwuOBgrxTxcTuBQic//Tn2hAs0VgPvmjmB +f1RzxOQaufA9/YmFyTYCO/z86M3PuJDIkJCe2EqgocUuuZAWLrReD1JOMyXw +Qqm5unobF5iOv4J2bCHwTd4+/e52LjByA2i/TQhUVIrcdrGT9Le6lrF7xgT+ +VmmyX9fNhc7ZSYl9mwhsLFjl/bGXCxlP+MfmbySw+mF5yPW3XFiWqMWqNCLw +oYbzZdP3XAhplf53yJDcd/IaOd8Hyf6ZnhqLDAhccl6+JusjF4hJodQGfdLP +bQ3ado1yYbf4S+ugdQT6xoaPCn3mQtB8tpmaHoG3l32fV/KFC+vvlYb3rCHx +lUmWc5nkgmvJ1b/xqwnU8fBcT53iQtmkaf0GXdK/hLz31v/kwhyLMpzQJjBj +ODPw6C8uTGY1iGStIvcRg0he8ocLWt8OJezWIvk4U17W9I8L+uuD985fSe6P +RTc6z8zlwYmoUfcaDQLdB0t/qYrwQOJr6qNj6iRenRT5LjEeiKSf3ayoRmD/ +6L0tMQt4oMz2k+pYQfobK/qIniQPviS5qceqkPqzyk8aovIgxXldxAZlAq9d +ptYl03kgebpn8bflBE601H/cwuJBt+HqqbxlpJ8KVzK+S/NAU0ad5qhIYJ/S +n01Zi3nw4nz+MboCuW9VL/vu+o8HS/5dk2yQJ3Cv2Il0oaU8mFrU9fmsHLm/ +Hue1FivyoN7bkbr6P9I/lVfNc1HiwYFbC/xHZcl5t6PoUVfwQHH3U1bmYgIP +6mzxqVfjQfu+iF97ZQj0KX9596gmD1KPyS2lLiJw/6v67iWreCDkGRUlkCJw +7LwY85kODwb+y9IMZRH4qPyhZfAaEq8wR9ZaJvk951oVq7aOByvC0ozG6SQ+ +QcoNXet5ULfEKjeXRvrx5LToRSMe6ef2Vs4E+X1Zr2O2bhOZzytr3SIq6Q9t +r2I+mvDA21LG7YUkgboKg03XTXlAM85qil1I4KFUZ2LrNh6sPK0WuEWC3E/6 +2/dMbefBmbU3nf6Kk/2P5KRm7+RB1dNX0ZXzSX9JDRiyteYBO/bZhL8YgXbm +lavm2fLg4BuPW5qiBHa/8Q95tJusf1Vc+LAwgZ925D51tedB5R+le1nzCByM +tltEO8Ajv0/kCee55PdiWJgXOvIge7lb+WIhAoeUVKt9XUj8rAv1Cv9RMdnb +VlLenQeqU83nlP5Q0WPDHLfnHjy4d33GLO0XFdOuaFee9eLB1gfzEqSnqbjZ +boSqeYQHsfVgdWWKiitOqh7uPcqDQD+hyxLfqPh26Bs37jgPTp+5szNqgoqt +yduXGpzgQVDOwRihcSou8dcKHQ0k63mpuensJyqWeGe/uXWaBwG/mwJmhqlo +duzBBvNgHuSsYCifHKKi/ZGtmdNnSf2EdNp+G6DiKutTIvnneDCq/vnP8X4q +9i3YdGTveRLf8yuWf+mjou7Fu22iUTyQee8oONpLxc7KDIPyGB4017kOjnVR +USfaMNcjjgcOGfNDfTqp6Nd/is66ROK9QiVprJ2K8Y/tzvEu8+DZgqvLjrZR +cefn9i8nkniwgCqnNd5CRf3Tv1yWXedBCz2jzLeZig+Mn7xsu8mDRfM/l39t +pCJ/jdG2iNs8iJrq0glooKLLJqd67TQe2PwwUP3Jp6LxTo21/Rk80Fk/fOsM +l4qvzO49vJzFAy+Rx5F/kcRftlNtUy4PrhcHjETUU3FOaUXel3yy/vx/T8Rq +qRg6s0M5/QHJv6/a0oQqKsZ23cy1LOKBWkrjV3oFFUOMUlf8LeZBf1uZ4a3H +VMykOhQUlvKgtJM9Z+kjKqm/Tm3Hch70neEZ5T2konYuUbWwitTf3aRvKwup +KLJhgUltDcm/uYhixX0qckb5z47U84Aa+qVhYz4VM5JN98myebDZbcVwQw6Z +XyXuYyOXBxEaUWG7sqi49eLNU2cEPBhRfnupN4OKblm+4mpPSbwfiksdSqPi +Oid6alcTD+L0epmTt6n4ITNC5+JzHjzfohl39hbJ9x7O03UveGBy/OVp8Rvk +2f2l2/BLEk/PnDfJ18hzccWfGx1k/R+DqhSvUrFiuV+KWRcPGA0qC4sTyXry +hPR/9vDAffzCK6MEKrLlj3Tl9vEgcvcR1rNYKlICHgbv6SfjSTxs2h9Dxe+x +rfKigzx4rb1ieuQCFWF7K79siAer/xSmBJ2nYtSt4qMeIzxILJMuFQ8n8XI8 +Ic0a48HSckPjlFAqng5ezOWN82Dt0e9b1ENIvXXlHQ/4ygNzB6n62iAqXnX8 +b+ny7zz4IH2mwPIUFTs+hbx4+YOMZ/aT2h9AxROHGyLPz/DgZY7H8Al/KirX +CK3XnSX1PCd1jdhx8jlf7ev7vzz4uTbwZ8pRKt71Mb1/VYgPh4wEmlpHqPji +mq2HiTAfgmS8XnO9qPhRYa/ipCgffg7o/LT3pOKNnzb9meJ82N/w9+K4O6nH +GdO7Ngv50CScfTnSlYrZC9Z4CFH5sHD01wJZZ3IeKApqJTQ+hPb0TJc4ULH+ +o8RXFyYfxKzk95vvp+KmoJ9VhDQfhJtTV/bvpWJYzodIlOGDzYTWyaDdVOyx +fG1zfAkftD2LVtFtqei/98XSpfJ8MBr/6vjAmorrM9u+tijwwXv/yz9bLKk4 +JdnHC1vOh9FL6sRbC3K+w6ZuaanwQS/i5bUgcyru7Vjs91aVDz8Ms+OYZlRM ++G61PVGDD+NdJ78/3ELiXX1daaMWHySjlrdYmFBxWvzr3C/afNhxLkp2eCMV +Uzgu79NW8yFH5mRXpBHpP/yPXEs9PvxX9my+ogEVa79G5/3V58OtJ+73YB0V +L6zYnFBkyIfPncwax7VU3G4uG+i0kQ8NoVVGs7rkfV26M8WED3me6tq3tam4 +54mqRf0WPjRbbEler0VFqwF3/WNmfDCYfXO4W4OKLZ4cVbntfEjf21Z0Ro18 +f5XZkuc7+LDb6re77AoqPpX/ToRa8cF6SOdirRIVw+lNYit38YGpbSvntIyK +Rh+b5/TZ8aFw99plcxSoqBjy93fCXj5kxpXfuCtHRa2HTjNG+/kwJlsUbLqE +ikudJqY/O/Dhm8vP58MyVMz1LPuV6kzqQ+BzJV6afJ778O9ONz7EPx3mrGJR +kTvzTvjvQT4kTJu6v6JTsXCDhWTRIT7IfHPyP0NQ8Z7NhLSTNx9mDlMm5Cmk +PqhtyylHSX7ltXr5ElSMsJvUrfflQ++H22t9xMl6/uwyPebPB5W7Wv/oYqRf +fJiylwvkg605f021MKmnkd5jz0+RePTrdbvOJef5g3h06Bk+mEW4jYnPoaLQ +49DMlWf5cMR2qc+jPxRcom1U3xfGh8WXduw78JuCP/TM3lyK4MP6EE6p8AwF +47LS/m64wIezpx2Di35QkG1pqvglmg8O49MP7b9TcCvTaFt6LB+k9h+3mTdJ +wczn0cetEvhweVu6c9EXCq6wV7n9L5EPLntdu/d9puDf2P8aHl7lQ+Xqq2yR +TxRUMvb56ZzMB+d0SdajYQoetGOpEjf5cN/zYbvTEAX3pi12xBQ++Hjbzlk4 +SMHg6bNJx1NJvaa8ulHVT8EFhsbPlmbwYd4M7fahtxRUN/EUe3GXD6XJg+JS +byhYPjC+JTyHDxeuqg7yuikYMNMbqZ3PB1OFOtWA1xScOaDzpP8+H4jI4O5l +HRTMGZiQuFrIhzWSxj9evqRgsddiW5NiPhjLj4ZEvqCgCrf4zuQjUg8atsfW +tFDwQ2PZ8N0y8v0q+8ahZ+T7e9X1bCtJ/Pd0Xr7ZSD7fxIiZV8OH2/kP2Nsb +KDjfybentI6cJ7dHDn/4FNSKMtY+iCT/pg2uxVwKul+Ou8jk8sFepbHVnU3B +MFurQR6fjD9y7Z40kPlzLxkHNvBh6KzIWFMtBd85WWQqNfHhxPD0jXPVFPxm +Gz2vo5kPyw12FK6ppOClA1u8olr5oHGzV/1TGQVzLSJb1r7kw2ntaEZmKQWl +fm3T//iKD7nbVA/uLaHgKcNrOTdek3hqZfxHeUhBq+FDzG09JP+mTzfyCyjY +38a/MP2GD8mz4Y0h9ylo/+LhTP47kt/2vLrV+RTMr1Q5vm+AD6ccFsl8ziHx +cNQaER/iwxfdkt6cLAp+utZwsHqYD3bi1vOdMyk4qTP13vsTiU9K2+1F6RQU +X1jhLjvOB/kyqRttd0j+v1M/Nk2QelrzayY+hYJtIHQ05Bsfvood4JndpOA2 +k0tTGj/4cFFF+sfc6xTcbVVx7s00HwbTFibWJ5F6qQ6lXPrNB4yWSTxzhYKS +e4fSNvwl8ZdY8mNtIgUVpr9of5kjgE7yJ+JbPAVrjqc+SZ8nAOvWM9PFsRQs +TZpwthYVQOXDpKRjMRS8r/vp1xxxAew/KJusEUXBpcsSb5ZICOCC28Ts6HkK +OqzuW+dGEUCY5tfGe+EUzNbv7qHTBHBu7+xfrzAKvhG+EM5lCCA3fOLmirMU +/HzonWqAlAC+HSi4OXyGghGrx9uXywhgSw7lb/5pCsoZFke8khXAGvUfDYdP +UlDWeoVulJwADBqNZ9QCKFhhbD+0VkEAZ462Xhrzo+BEv/Gdj8vIfijhF4t8 +KfhQ6KPdTWUB9JbrjBw/SsG7fuaEuaoAqkJ4hbpHKOgx98jzGXUBGEWxOn94 +kfhF7ky8v1IATWIiHtWeFKx8MrnrgLYArLb47w09SMHUOw4yC1cLQD/BsMjE +jYJTbfHva9cK4KTJ5sNiLhSMWn+h6Ki+AA62ecQ8c6TgyF2zs3KGAmisOi9x +9QAFb/a8smzZQNZ3PmRy7z4KdpdqLztnLAB6o5aR3F4Kdvxy+LVqiwAsV5/9 +NGhHwYSwfe39WwXw6PSWPw92UbCJUC25ai6A1AMe/iesKWh8tvny5h0CKHkI +2w0sKRiStO3Ed0sB1O7WjZq3g4KNCnfsc2wE8NgwY/kzcwoe+/F00x47AVS7 +Diklm1HQ7+1LdbG9Apht+XDRyZSCeL9GpnKfAPgZodYrNlOQUD6/4LCDAFx+ +Xw6a3ETBOfIaf2WcBaDI+iNct4GCwu6V3xtdBbBHO2sy2pDEE1THgw8KYH2m +u4ntegpuF4oY1TgkgAmu3He5dRTMm+KMvDksgBjRMrFPayhod3j80yUfAQwO +iJ6t0CX1ryr6daMvWf/gd9tIbQqaCC2cmfATQGK6c7yNFgV964WE7wYIILtS +RVlek4KgMUKzPSWAmX5Nhc9qFNy5iKcofEYAxj27ztasoKDIzmtry0IE8Mbv +1PpYZVIP1w/s9AwTQNu5EPt9yyn4FWUPSUeQ+SZMOlcoUnDjjY7zDZECeFXx +oHxantwHgwlZQdEC6Om68aPhPwqaBm4WqMUKQMZr+PotWQpqM2Y+9cQLYFd4 +6A1vGdJfLhYzExIFILAxmDaQpqBj1pFNG64KQI4xp0qSRepTTcP3yzUB+Cws +6npLp+DL0W8ZGTcEsOKq8v5HBAUtC3mvbFIEIC1qsf4ChYJXDDMk56UKwLFz +Nsh+IQXT3GK2PU4XgH3EfzIaCyi4YyQ0yuMuye/lS9Jz5lNwT8qFJ1I5ArC7 +pR3YLkLqeWOaREOeAHZuGta+N4+CDzIbdwXdF8DA2ms7Q4UoWBS7MFWtUACh +BtINtv8kMYjrMdrzUADpMraZqn8kkc56vT7hkQDe3VPt+vdLEs23eVzaUCaA +8Rchvh3TktivRP3wpYLUf+TKg4U/JNH1ZOeGzGoBaLGXVkR+l8SNc/H2rjrS +P66t8XKYlMTyK42/56EAKhZZnVo9IYnfxqadyjgCeHDCanDhuCRO9ezge/IF +MLdr0cMPnyTxunLDykUN5PliQmf9iCQmXPO5/bSRxLc10fHmR0n0+WwgEdws +gNUL5hr7f5DErGm9UI1WAfy7LQjfMSCJJ8+6fX/TJoBrMyCv0i+JMpvrjia+ +EsDSrNbFc99K4jli++im1wIIUerxf9MriakFC7wnuwWgtpijUtVN3u+b8znr +Del3Kl76ya8lMfnIyhO735H+8O9hnl+HJF6QTZ4VHRDAW7cQf8t2SdR/vPZi +5Qcy3pLiW+ptJD6/mTLewwJgiaz8T7xVEs9XahfIfhLAXaGu2aFmSRQpvmTS +/FkAsfOureM3SeKafM3e0Aly3uebtGY9lcR7nkTQqm+C/ym27nisvy8exbOF +IiuSMqIhlUgqGaWiZMeXQgMRKWmTJmWUEcoITUrRMs6JePaQkKykqFQiikS/ ++/vzvj6fz73nvNe5zx8P7Favq4lhs/DTg+Wq74frwMtp8rQdtSy03nir4vJI +HdyQtFWuqWHhr3FfP5sx4o/apS+1X7BQPc6f9Xu8DtT2DsyVBhbmPi19fmsS +G1hTf75/X8FC1w1bgzwns6H238yxmudkf4qVFlOWDS+zXUIKnrLww8OYpkoq +G3jbjlmcfczCu/IzkkIZbMB7hwL2lLLwwsdJjtpybKiaYfh5w0MW5g+vkW+Q +Z8Pv+YfYCx6Qeqa0vY6dxoaK+LWTFIuJPpolWcuU2XCofd/l4bssLFg0e/cn +FTZca+w+2XKbhS6v65dlqLPh7rKTnMqbLBw63UXdqMmGmSKDwLwCFkqoWzvG +Z7Eh6MDLgLM3WDhnlv6T+zpsmKy4pDw4l4V/Lu24vF2XDTYpXoFO2SzcrDJl +/zQDNuz6q71/+TUW9h+Xc601ZEPy5t2Nmpmk/tOnLCIXsAEKpyXJXCV4f/fX +NTAmay1q4ddUFj47Wjqt1YQN8z8ZTH99hYVSg/unXFxGzl/u3VqezMJS+YIR +SzM25DifGbuRSOrLWP/jxwo2FMafj4i/xMKVTn59eZZsmGqxwfZAPAtrRn5+ +dl7DBnXe/X3/XWAhZfN4n6w1G27fzvxpd46F51SjB57assHa46fI+AwLHypH +/wlczwa6X6a0RiwLy6j/ZGduZEOx16FLsjEsrH7wV1nswIbw3pDwgRMsrBcf +mRe9heD1wK+47RgLBbrH15g4s+FPyAorzhEWBhyU8froygZJ79v5pVEstD0x +7XCaBxtefdYNy4lk4WepO5nrvdhw33EK8+IBFhZW8XDsPzaE/XObiNrPQjgQ ++bloOxsSv8iu2xXGQvfeEiVffzY0s359cg5loX/DERvFXWzYE0bvstrLQvZo +06GXe4he9A0WGQex0EKt9v7BYDakOJk2ae1hoe+Q3Rf9UDZ8UVFrkNvFwvt2 +2/Vbw9gw/uCx7oQ/C883KAZejGCD3bZBybcdLJzn9t/9VZFs2Ov3sL7dl4Ul +STYjA1Hk+aw2fdF/LJxlxbPOP0r0+tO5qcqLhY5636+4niB63yD99r4n8duk +R5+oMUQf17kmue4sbL2gtro8lg2P9yV2J7uSfs7oZu49y4aSzRafY51Z+ObB +m1GtC2xIan5oHelE9M1Z7PUqng2lt1uG92wmeMctq45NYEPIwdS/Xg4kb55+ +NDRNZoP8iMh980YW7mZaXf18heDzczfd2p6Fh2w20bPS2PDZzF5h+ToWbtSm +nXDIYMPWAve9RrYs9PGO/D3pGhukNA5raluzcOGTq/sfZbOh7NKVOcpWLBzp +C/sZkMcG6ujFE4zVLPz4VCpSpYANnts3LpSyZCG91X6Cd5Oc96bM5PcKFrpN +dTx/7A7B68iD+G9mLMxSlFdZVET8HTrb/IMpC2NzE+68v8+GFb0DK1qXsoit +xatTHrKhY6ZM8isTFp51rn9rV8Ymv6etLHjGhN+B1EN/nrDB4nuCefVCFp5h +zFYres4Gl6Wv45/PZ6GsTwT4VLJhQ+rw4keGJP9uJuxWRLKOeWt0z4CFg7kH +lGqriR8O7DlcoMfCSTT9ushaNrwdOqeePZfkS/qtw/M4bDiYrCV/VYeFx5mj +i9t5bJj7eZr7ZW3Cl5Z6f4KQ+Ov6xp8XtVjIuiR/30pCnvs96Do3k/hNsTV8 ++BUb1gzM1YlVJ37addT8ViMbJsldeXJClYX8db9ktr1hQ925rutHZpB69tk3 +slpJ/SuG30QqsTAv4/AtbGcDl/Y4IGIaOf/kuRP737Eh7j3dJkyBhWNtBzx1 +u9ngWvX2YMhUFsYEWpu1fGSDTg5zLIhF9NY9rB7/iQ1mKWfr9zCIfqXipVf1 +sUGubPGfXTQWLjlB/TbwjXyvPRyxk8JCO+W9rfk/2P///+iaABkyT06WC91+ +smE43cvXfzKZZ5HDNfRfRH9qEomfFAtNyzSqKkeIvxt/J/v9YyL5AVGxb4zk +w8zyQr9xJiZ+NqvSmWBD92Yppv8YE786mbxsmsSB1S0l1f6jTBzsnSU6P5kD +L/VLeQG/mVi8fUqbhSwHtCr6dXYNM5Ea1fmtn8qB36obRbt/MlHQ82jyDQYH +xl894AYOMLHI79RMVzkO8KNllPf2M3H1LccVNAUODPGMH4V+Y+KUvWreFdM4 +MOw1Mze8j4kbAj/GhCpzwOTH/c4Dn5no6/7w3mxV8r5tfUhULxP9+mPeNqpz +YNv8PQ7HPjJxR68787wmBwKifI5HdzPRdmSplYU2B1rpWROnu5jY3aJ+tF+H +A558WfGFTtLfWubzPF0O2BSf7U9oZ6Lsd+pfFwMOvHgg65vSysSchGlWNCMO +PGwJmpXZwsT57+bHVyzgQJlZ9qLcZiZ+TvV4G2rMAdW+c4k3G0n/QelGOks4 +0K6gsLq4gYnp077GNC3jQHGr1qqyeiYm2bm2nzfjQMOJaxcrxEwUVr5ZsdKC +A5arwg1fCplIn3/g+g9LDhzyP6Mi4DOxf8N8mfw1HMhYW+38msvEfxLpfW7W +HCB343dtbCY+DP/dQbfjQMd9p+cfa5m4tZfpVLWeA2PTD3V/r2Gi3kdrbthG +Dnzv3rlt5AUTLWbnWs915EBkDmW2NDIxy1nn5ZstHOA0W5kyq5i4YLHQLt6Z +A0mzpDKVK5jI3pcjXuXGgR41w03az5koX3d9208PDtjvu73J6CkT83u5fYVe +HLjR4J9l+pjwF6dz0tOHA8ulbM3WljLxSkCRitwODuRXLZ3j+JCJGUZ7yl74 +c+DDWw3vbQ+YuCnF3fXALvL+gg/du4qZeN/52Jh+IAeWZkQ8jbjHRIlWS35b +MAce0568jb7DxOi7e50SQznQtu+KfcItJqbcs5hiHc6BUcEw5VohE2812z3/ +HcGBm3NeKt7NZ6JPV2LE3UgO3Dv7KfBZHhMNj6ua+BzmwKSpG+U5OUwM2NE9 +rHiMAzVtzdLN15nobPWjou4E0bvGAaueLILfqzXnDscQfKVY4uEMwndti9uC +0xzQ5Z+7JXOV8Fv/zPD9WVJfVb1IKY2J0293T069wIFVRvVrdFOYqDrJ4936 +ixw4HrxPyvQyE10vqL8YT+CAdVc6a10S0fOYUWFJMgc8hk12eiQw8Z5sQkJA +CgeuaBgygi4y8ZrP2mOq6RyoaNj192gcE0OebQgVZnAgPafBLOE8E7exbwdE +XyP1KbjX5J5lYpCFj+/SHA4YQ0d66WnyPX+vz+c8Duis3/KcfYqJb/Wad1wr +IPV7XNVrjWZi5+RrgVtucSAhN+fd9xOkHsUXB2XuciC+ffNH6eNEfzI2Z58V +cWBe/eWlM44yUTlpXtbeBwSf9VvrDQ8z0WDn/jLtRxw4oh71dPUhJl4w1W5o +LOPABt3+Ly4HSX1Plg6ff8qBr5uzdwdFMLEy7aG6ZTnpN26/cXQ4E8suXLUd +rOTAOpGLTdo+JhpZfT1QiBzQU1+UXxRC8ib03m3PGuKvo183vQxmYnVta5dc +HQcGJx+wag1k4srhI5o1HA4Yih5FD+4m/Ny/5BPJ50DfRDKDvouJK24qFRiK +ODBS/bdTO4CJcfGK/Z0SDjxybJ0w82OiusLZlVcaOKDSrbLbaTsT5XoiEtc1 +caC8Jls9yIeJRyrae/++IevVnqqx3sRfNjVrS1qJX0oWb7+2jYmHjPXyAzo4 +oBQ57edjDyY+NWbQ1Lo4sH20RyRxY+LLX/vCRd2En9tpQ19cmLjY2PNdTA/p +V1reX8aZiaeTOE6mn0mexprPnOXExDmcSm5fHwe+lUvNWrGZ5NnpFTY53zkg +Md8c7OrAxONRa2udBzjQnSUvHb7x//5tXk8b4sC/0/O7LtoTfOtGXlX+Iufn +JdHurGPi+xO3fcNHOZBdqHekzpaJPQv7BnX/cqDI8e3SbmsmXjwD51snOCDe +ccVs0lomnjLRn5soxYVrRavPzFzDxJ09urXWU7gwKsNTX7GKiaUOlXtGZbkg +Z6/+x30lExvVvykW07jg4KulHbmCiWrjT3AHkwsBpi8SU8yYyMvV2j9jKhcs +6vrWlZoyceTp3HkCBS78YVxY37CUibUD/I8np3Ph69SzyYMmTNQYm1a4dAYX +srqEOoqLmdh+6l/gF1UuPE1fP268iIkt5olLsjW4oOTyUdNpARPLRWxpZy0u +lFjGnws3YqLu95uN1NlcyD1tYH55Hsknu8VFlXO4MH3HLZNSfSamnt99PlyP +Cx7ThyIadcn82LExUG8eFwQffo//msNEu5Odjm1GXGjSyRap6DBxf5KOedJC +Up9BY4+5Nql/rZqB7WIuxLudtvXWYmKTTa3G2BIuLFLK/HZiJhOlbHSVHpiS +/Ruk2vLUmWjZb6kYYM6F4/QChTpVJroNyk9XW8kFxop9lz7PYOK3sWtq4lVc +8Pnm4MRSJvP3We/cWCsuiEuMvI2nM7HmTf9SMxsuJM4aLnZRJPzJPrX/bseF +ly2X7Q7Lk/k4sMb/hj0Xgk8P6WbLkfy2SYhx38SFkAbpTS+ZTHxwP7eAtZkL +MUfuPPtMJ3poPyysduLC6pXNwVNpTKw6qvEn0oXU8y5i51IKE+eanTOc784F +NZPQwm0yxE8A2997cmE/66FRzGQmQuXLrDRvLjRvMhi9JUXO70xv2+hL8HqL +DMk/Bs6qX6kt7ccFzPP3/z3OwJJVZYFPAriQmjlpstZfBvo3T3oWvJsLGjUn +e23/MPC09Wzm7CAu1GjWK4SOMHCzibp/814uPCpvj077xcBex28Yv48Lz4uT +TXGIge62GbOt9nPBaXrb4s+DDMyt1jn/+wDRi3zhfsUBBubtixu6d4gLbuK2 +0RX9DJz/95X/jiNc6DgVXBvwjYF/5f+2zDjOhXl71jQl9DHwuSfVWXiSC+wX +dkbPPzPwR+zoq5hTXGhsDmJ/6CX9rKh3XX6GC9LjV29O7SH96Cd1fjvHhZMX +qgTmHxg4PGK+90YcF5S7apftfM/ARW6Sf+6XuCC1J+tj0jsGxn93SpNL4oJM +8oKWyg4GTg98afLyMhe8G3YrfGljYEOEbmNUKsHrrukl5VYGlj47fGThVaKf +3LOOa1sYmNhdrfsxkwsv1ti47Gtm4Lxrk5ozrpP9Z3tnX2tk4JKkpfGbc4ke +O8rn8xsYaBvoZyubz4Vl6g6TRusZ+O1VnExFIRfMT02aoSdhYNqBB9yw21ww +5kKYi4iBd/++Sta7xwXWzUPysQIG7lMc9m0v5oJqx4yfD3kMVN+usuRyCRcG +ll1Qfc9hYGOyJXN9KRfORVecUmAz8PaWPZ8nHnNBISXTeE0tA6/aZfBLn3Fh +xubpOmE1DIzVbHgYWMEF3/Rp7rkvSH0nlbJnARd+e56R1AMDc5T9EptecGFO +vEe8dBUDzeMqz8S/JPrVOxxnUsHAR2d1Y6zYRP8LG4X+zxmYUJYdM8LlQmSx +29bUpwxcXTXvXLGAC2vLvqtzHjNQfwM32V/MhVVeZ/X+lDLwksyxPLVXXOiu +ljto9IiB91Ltnkhec6F2ajjFp4T0f3Ne/ZlmLuTvu96adJ+BKV16PyzeEj+q +RQ++LGLg/m+rp/9s48LndZSNI3cZaBQRufJ2J8m7VZqfDO8wMElTGOTzngtP +7B7V+dwi+KWszVb6yIWtjx71Xi5k4NHotmZ+L8nDt8wNnHwGOsZdVYr5woXl +Gvd+/M1j4MFtR92Xf+PCzM7jb4xzGRiWcSbnez8XghLDpXdlE3x+PPuWP8iF +iPyIkKxrDPSQVVm9bZgLcanhGq8yGdh2Ki9NYYTk6ScPJjWDgd4K24bYf7jw +b46KpWU6A7+7rnU9Ps4F4duMkohUBmb/9apcMokHp3LFO+9eYeCOO7cN+qR5 +sHBGvvf7ZIIf1TAzV4YHL9/JpKomMfB+5XsFdyoP1O68n7olgYHV4a8uyjF4 +MDBXn3/uIgPlxWNytSwevGW9ZGMcA/UO+6YckeeB4+x8mdHzxI/q0tqLp/Eg +dd7jWONzxM+e70s+KfFAMtRrHXiGgds7pddlq/Dgh4ue7Y1YBvpuDuh2UedB +scGOc20xxH8ujFimJvne6QxDOZqBzVd+GdTM4sHws2ix4wkGpj7Wb4zS4UGb +o9Xr88cYGLL9xulFujyYw3is+vIIA10tdq/o1eeBy2de9kQUyYPvh35dM+RB +zfeQnWaHGFg/s/mx8wIe7NZN3BtxkIG/w2KPMox58DdXo+x+BMEzKcau2oQH +3VHSK/vCiX9mN8yIWsaDRcKFMnphDLQQRH5baMaDay+SWX6hJE+WhHN6VvAg +8ZSqa/ZeBp6VfnnrmiUPWLYPO1qDGDjYGnLJeQ0PKqw23FQJZKD9rogohjUP +3j97dd9lN8HXvmlPtS0PPAaXjSTvJPozSvWJWk/6N9t5UuLPwJMPyzwXbeRB +XrfDOjk/wn/Msm29DjyYsaHTceN2BkavVdt+fQvhq14m7YIPA9dn7Ah2ceaB +Z/uDmVxvBv4zUjjGdOOBYoeom+LFwKBcvcs1Hjz4befw2daTgXOv3Sw+7MWD +9akzF5xxZ2BLbbLY2IcHL+wNH9a6MlD2xZfhT9t5kPYt4ICMC/HDkhLtHH8e +hLIqIm22MrDwZa+T2y4ehK3SeHZ6C/l+RuJ5uUAezNM6YFbnyECphru1tcE8 +yHQoG5F1YKBzpgXlWCgPjA/yf9ltZOCYkrXDknAegHWhyXl7Bk75VJPRF8GD +Y6FL7vPWMTD8ceXXvEgeyDz038O0I/jrmlh7HubBVtHcHQ42DFzTNjdX4RgP +HsfvvJq4loEOx9Imc0/woKdcaWrDGgYaFp8POhnDgw+LZtcorWbgiWkTb0xP +84DCPlzmbsnAoS2/NvSfJfrykevJtGAgUy7iZeEFHhR08507zRno8vWQ1X8X +eeC6Ok9Kx4yBS5Nk65QSeRAXePLrTlMG0nM1HYXJPJjq7aJ0dynxE1a3x6bw +4LuK/NF+Ewayk4fCLNJ5EFyQPWvJYjIPKssYQxk8mCb/UzpqEQOXdVPu3r3G +g4zg0dlVCxi4+PZXR78cHgy9zj05eT4Dpz4K+KN2gwfWe1rV1xsysCg/4s6r +Ah60OqYMXTJg4B9tdd8Lt3iwsqyK3qjHwKciT3WruzyQF9j+p67LwGKHpW2j +RTzQFmr0b5/DwDM29/JKHvBg1++FlbdmM7DL9UXInkfkvIRQTv8sMo91D67W +fsyDP108eVMtoic3wYyWpzyotTROPT6Tgesu1g4llvOgfDzJvU6d5GmQX/O6 +KuK3o21ucmoMrEy5CZNekPM0J11xVWFgbfHloqc15P2NX5nZygwc8DDI3VfH +A35kYnXvdAbuMQ/M0OcSfpXaShdNI3z+dLv6js8DrZyq7igFBkboDV1LF/Gg +I0PPsWYq0dPh1bc21/NgLF72N1OO7H/R8in1NQ+WTdnQ6spkYKbMDyE28WDD +lQ9jOXQGbop1/XyohQe9TdXufVQGXri3n27cxoOnQY0DSylkP+31xp87CL8j +DPZJGQZuiX3jndvFAyd91zf8yQycOKST6PGB9FN0Y+4MaYJfriFHoZfo2/JD +8Y5JDNyaMyjD+0z8nU6JKJ6gI3vG4fUxX3lAPTke8ecvHZfeqUk27+eBbmVZ +ie0YHRtHJV2DA0R/WrPmXR6l4/tbN5bdHeJB7GGjjs7fdDzssTLJ7zcPbO7w +hEa/6FhSlD2g/ocHoktfRqKG6JhgJ3B7/ZcHx+WO+rAH6SjHfVkT/48HR5RC +pZQG6Kjw+sJSG2k+1KQ86tjRT8co+qyi8Sl80D5r9vvBNzrR95l5jyl8mNv7 +w/5fHx0vnKwqCqHzQe8Zt2XTFzrmTOYv02PxYZ1s6Y2sT3QcWl5U2zmVD0Ht +2bf6eug4o3qnZ7oiH4y2Hvtk/pGOcatHhzYr8eFTtIXfhW46cl12ptBU+PD4 +vFDlbRcdTW/cX1GtxofdibNo897R0ZDX1Ht4Jh+Ov5i75HAHHX8HtV81mcUH +QwfhVV4bHd8Y1G75OpsPbnsp5uqtdBzPT5haMJcPidteTg9uoeOJ45YN3vp8 +mL5tyKCymY6xbg1ZyoZ8ePnobJRcEx3/SRyDxfP5MO9RyGTf13QciCtbc24R +H0LuXWWXvKKjjYHszDUmfHAfGamdXE/HlvVrJ0aX8mHr8NEJFzEdIy6FfHy4 +nA/eFOWwW0I6NqedfxW0gg/y6aUzx/h0rJJNrZ1jyYdM5fVTHHh0FBxJqWpf +zQf4XTMnl0PHtLTzlalr+SAoUzoxVEfH/D/7qx1t+ZAjWTBtXS0dI21chdT1 +fLgn/Pcus4aOMSqLO15s4EOzadSn/hd0nDWdNnzYgQ952XEG1kjH22/aFJZs +4YNMpl5+ehUd98jeX/JtKx+O1q50/1ZBx6SV0d6FrnyYjFU2VuV03KLpEu/j +wYepxpnBac9IfeuMXqh48eHSyxrB1ydEL97Uv/X/8eGLocFOq8d01Bv7YhG3 +nQ8TMyuWp5fSUaam8ZS1Px8U3PZaf39Ix1RnnmR8Jx/epc8/b11Cx2eOPJ0n +e/iQeuebbOZ9Oq50bj66L5gPL9yvVw4U0bFP6merQSgffA8sKlp3j44HRjTX +dIfxgd98pTH7DuGr2eteVgRZe1Us+32Ljk8ti2e6RvIhqidN4nCTjjeE01Om +HubDNi+VG4UFdHypk6zIPcoHh7sLiidu0DHjnV5qzAk+nKrlD7jm0fHcjWYt +ixg+ROe923s/h47fGTfuD8cSfa76bzY1m47az+Js7p/lw8NrS6duv0ZHb/vL +Xbsv8CG51m3J80ziv//KT82+yIf0mrKkaRlEfykyRm0JfGi5vVpvbzodvS7t +f5uSTL5P+DxUl0r46pVNcEwh9Sfl/pmVQkeX1S/W09L5IPvKY/mRy3TkmObT +azL4EB85ubgxieAfXFJ/9BrBpzhh26JEOloe/3J9WQ4f1t/uXx13iY5j9C3h +P/L4MHpt+n898XSsLunZcKeAD72c/odr4sj+CkWG/rf44BEUvuraeTru4hQo +aN7lA5t/cfLoWTpePvBqvLmID2+WmvxzPkPH6CdLfiQ94IP/n62LS2LpeMdI +9GnDIz6EhnZlsU7RMXN/Tq/MYz5o/RBYBkaTvJpX9BWekv3aKCrsE4TvH8O/ +o8pJ/xmn9Occp6Ov31Hakio+DF0x3hd9lPCpbaX9Hcn75pP7Ow7TcS533apb +NcS/Ul/yLaLomDuS5Lejjg+0Hc1JGZF0VHLQuqTB5cPetoqykQN0LNg1WNXE +50PEUJy8WwQdd3YzfyWK+OBosiyvLJysffaZbKjnwxq9osDpYWS/KM1Imdd8 +yPJ7v2d/KJ386FR5AU18qD7Jzn61l47nJ21XONzCBw0NB+biYDpOuj2ya0kb +H2a+2XU/KZCOS3Z1vfzeQfbzkj0/sJvk2RsN/dtdxC8u6le37KLj38x7SX4f ++NC1P72zJIDkxaZkKc1eor/QUC9Ff8J3vDjyzWc+9EsnT92/g46rhgOGkr+S +POgfGGnwJfqd6xa5qZ8PC0dPqiz1oWNgef4k6iAfSvsWhaR607Fp6+bE6iE+ +DKf8HP29jeAZv0332G8+rBU8L/fwpOM+aU616R8+vN516FG5O/Hv1rSAwb8k +D2w1u2a6Ef41+HJF/0gebbxufdKFjhV//Kt2SQtgp++X9vdb6VgatzNitowA +3oQO3bNxomNYcP2idooADgUXl9zaTEdZ85s/0+gC+LWR/pXhSPIi6XOFE0sA +Hcw/20I30VFVPiOeJS+AjHuhUg0biL+cnu/gKAog1Ni7bZk9HVm/Nqw6pSSA +kwWlXzPW0dE5bfNsSxUBvJyxe/E/W+KPBi5jVE0Asll7ivxsiJ9sn409mimA +Xvu73py1xL+XZg2GzBJA+xqttfOt6PjQTqrfQEcAc2488U5eTccQOe/BD3MF +wE3ZWfTbkujvxNK/2foCKLTRXOy9ko6vTeOZ2wwF4NUt6ateQcfnDTt0lBcI +wDF/31t9czry+5+vrl8kgHvV/eOXltMxUT/VP95EAL7HVrsOL6PjEbVfl+yW +CUBNxaV721I6Su9oA2kzAaxp1SqoNqHjoUz735UrBDA+7XKmwWI6rvCzWhpl +KYAF03PrEhfR8apLbdSSNQSPxRa6IwvIvJBrfNm/VgA0nutzn/l0XGC4X/mu +rQD+mXfHsA2J/21zQ3auF4DUl4YTC+fRUTTuK9TeKICw1eolafp09Pj6aHG7 +gwD+u3dXeZIe8Wtx5vX0LQI4lhP5YPdcMp/eqSo4OwtgyZWw4/U6dLw5c9GF +qW4CiJscf9J8NuFH+h2N7yGA+aHPHt+YRUeaoWHiGS8B7PX6OoulRcdXi6fN +tPIRgKnLDDg4k+RP2dUH49sFoPXJKOmdOvG7I9o/8xfA5ltaafZqdDyeda4v +YpcAEue/l5SqEH5Mh5IXBQrAfPouS60ZdFSsnLLma7AA1o/ndJ5XouNqTvnw +zVABWF2KKR2aRsfuIbUSv3CyDpuo8FGk48kOnf1aB4jenCmjPHlS/6w3K1oj +BZD+NWH3sql0bHc1Y6QdFsCP/guMPBYdUzTWdzkdE8Am9b4uFpPkI4tWJXdS +ABcW3uiLotPR7OXhXF6MACYPFuj3UOn4sS077sxpAeQa9aQ7UUj+DUYdtTon +AHaRqwXIkPtMDj1i4gLRy7ovikZT6Dg1Zmv484sCqG24rHFVmo4Oi10jDyYK +4L2hrYesFLlvbZx+avFlAcgZD3H2/6NheVBCyvcUghcnMahrnIYGhtziO+lk +v7dyaxz/0rBpbo1oZ6YAzrhsX1/5h4a1v44Pz74uAJHhkVjDURpKm03M7swR +QMNWx8Grv2l45KyVW+YNAdzkSJKpv2ioc2xTsluhAOrODwZEDtGwtXTW62m3 +BaCaeTOoZ5CG57mVGpK7Auif0n3DZYCGv1x0g+OLib4a0uRq+8l6aFv1uhIB +7FB9dnfJdxquXeOrJVMqgKtfzI7kf6VhduOSUy8eCyB2O+vY9D4aPt3Y+u3Y +M+KHLN2S2M80NF7j4mNeQeqtPDRjuJeGjzflN/+qEkDV11/3A3po2MjkuT56 +IYBTzlcON32g4RxVTlvoS4LvHOtIu24azmTl7DFik/6TRguedtFw86mt45+4 +AlBouCk77x3pT/lDWoFAAExdq6uZHTSk+m412yEWQAC/3JvVTsPgsbwuzVcC +8KdSnU+00jAv5nVi62sBJOiqHR1ooeHfhM+26c0CqNn/sdHvDQ0bKrsnu7wV +gLqV9/amJhr6FL5kK7QLYKI3QnN9Iw17ui8mizoFoIRarIoGGsbLr/GPe0/0 +bbBl/sJXNLxS12mx7qMA2s78PZ4noSEjJ0hD5pMA5q5WklYW01DBtEe6+osA +WvASubLSkD13y4/j3wTQfMgra5xP+Jct/rDihwBs2sIehfEI3uETnSODAjjg +Vz32kUND+hTr92XDAhi6sOaAJ5uGB11O9oWPCOB0w3stcS1ZTyobWzhG8qf6 +6tjalzT8fL1b8du4ABo7PajPqmlYxGMZ35kkBNpzZdsFL2iYNHOp667JQljy +vqb0BtBwr/G2mDmyQhj/5uysWkXD0ezosi6qEJZHVs5JqCB4Sd/pv84Qwjv1 +gbky5TTUHWpc5CUnhGnHu92OPCP1syhRqgpCmG597vnAExre67XkNE0Tgo1K +w6bdj2m4ceYJzSvKQph/+4lCZykNr9lxj2xRFcK+2wayro9oaDpJ652chhDE +Yg1DYQnR17voDQJNIWg1x560fkBDp5iflee1heB63EW2opiGr48fMLWbI4ST +52IqTIqInkNpT6foCaGi4l/e3buk/28PVlUbCGFlDz7TuUNDl8t7RSeMhGD/ ++tmkrFtEb6Or/VcuFMJSz47I6Tdp+OipkdSYsRB2Oc7WulhAw01BiwueLhGC +Q0LUL5l8Gi6/s3XzQVPyfLR5/HgeDZ/LJUsvMSf4hRkvHcmh4YRxf/mABem3 +IyorLJv0WxR89P4qIcwzKjDpu0b8rsq03mslhCj7m3/8s2h4WF6saGgjBL5R +xEBHBg1z5j359MlOCM94/2Z4XKWhrVRdbaG9EJq0LEMa0sj788dv+28SQqWh +ztCmVBrar/svZfZmIYwO5N3mXCF4f/ly9p2TEFQOl1xae5mGt4vyo6+7COGK +2OpGVRLxy7yLMV7uQvgmtaHXLJGGmqMFF9S2CSFuTpVn2SUahjz6cfWNtxAE +Donjiy7ScGwg5EGqrxAmZ5WJ78XRMHPTbJGznxBCDGfX618g+PkwfyruFIL5 +LJ5UwTka7oAFWvW7CR+5udu1z9JQkRLnlBAkBLu3WT+unabhP9Hsi5tChBA5 +er9YLZaGLfd/ixhhQugxFmemxdBwmxVDhbef4P38+5Pp0TScq+Wz+9xBIawX +Sk9OPkH81zEEtlFCcL/97+jU4zQ0UxNpyhwVwpvElrkXj9Lw4Z6vsTXHhUDn +xY7TjxD+A7YMRkcLQTZ7ePL5KJIHNyd2ro4VQrX3LDPKIRpW1g2/nzgjBEX3 +0azTB2no6bV8Z+V5IWR0RyyccoCGMInz40i8ENo8zv6I2U/D/zYWxpgnCEFf +Ze47qXAaFja/Vh9NEkLBCauJk/sIXuYuFU+uCMF5uMF+UijJazkD/4NpQhjs +Etae2Ev279sybWmGEDQfzgn9F0RDyp567s8sIZg2CWxPBBL/zLp99mG2EIKq +n2/8t5uGk2+/3RiWJ4TS7+9PnthF8ilzl+qiAiE0Npl1/wugYVfilm/fbwph +859H+0/609BrVgan6I4QwttsFkv50TDyvdXd4CKC/5QPmjHbabg9dFOK4QMh +3PgbYzbZl+SLT/mZLw+Jf51nxMT+R0MT+0snbpcJoTsrZUTGm4ZbOewTu58K +Ydbewayz20i+h+05q1cuhIv/zQ6ledIwrCMitadSCMVyaqFx7iQPC/vuFSDR +r6Yoi+VGQ6kdYp5/jRDSTExGElxo+OaW9g+dOiF8H14ZrehMQ9q0DxrdHIK/ +YrdpihMNLyxX2ZLHFwJr+QwNlS00tCqB+O0iIaSoi+dnOtJQW6lNPKteCAoR +/4I1HWjI/Bui9q5BCMl/s1pyN5L5Nh4VnN0khOb9WfvnbqDh7ocTtf+1CGFj +1qD57fWkvpIJXc02km8rriycv46GrMtHEto7hFCocXBLiS2ZT98P/svqEkIe +42LOUhsaunoNHvT6IISBFqHG87U0vL6/f1i9l/DlNb/O0or4WxB6tPWzEJ4H +5mTVrKbhjIkIeuZXos8u9Zx1q2h4N2dSjme/EC5nX5EIV5L9N0xfqTZI/Hbu +3/ytFjRsTi3pahki+ojZ8vSNOQ2fqL69ePW3EDSiToT+Z0bDT0EJazz+kPPd +j2/9YEpD2bkNf1XGiX+nrfUPXEbDgrZCePNPCNrZ1bk/ltBwwzzmhXRpEZj+ +HGBEmtDwbMEUL3cZEfgx6/LGjYl+PiYtVaGKYO8Xk52xi2hYGlOm/IYugjuJ +i1wZC2mYNS3sXxpLBH9kSsKT5xN8F9X1u8mLoMH5TrmqEfFP6OPeGdNEoBun +YJw7j+T/nrW9zUoiiHze+krfgNRTGvI9TUUEwt/jOQ/0aGj92WzcTV0ET7bt +zVyuS8PA64XTVDRFYCetVY1zyH5Bj43fzBKBHIOqtF6Hhum9gW7pOiLQvzrz +Sr02De3u1Ma664pgToPzKs9ZxK/2nGcqBiJQ785T7tYk+ecb8euNoQiu//qr +GjyThkYxfPOrC0RQZum+flid5JWd+IyHsQi+9N/OP65G8sYu+q3qEhEst+o1 +pKrSUFWte+nbZSKYESbTmTSD6MPlV3qGmQjCy0cr1ZWJn5IqJm+zEMFNv2ec +gulE//6mB9VXieD8fbN/C6eRenbu/tG6RgTen0K3P1eg4cUFW8KzrEXQ6Lml +31qe3Fe2/hzzshOBolvDLbEc0Vvw5osz7UWQt6jvoieLht1TA3U7Noog2vLS +9Y8MGr5tXMO+7iiC6a0lb/fRiT9cWkJ9nEj//hus/lJpGDpn8axZLqQf882N +ZymEn9ZNb965ieBvTdnlabI0/DZ1QXquJ6lnV9ix7Cnkfuj52meHtwgCEw8l +G04meG62WqjjS74vwldPpIjezkfJftghgkmLV1laTyJ5eu3Ix/wAESxK/vxa +MkHFSm17QcBuEbjYlaV6j1PRoLjnuW6QCB4I0059GaPinhankt69InidfyYz +8g8V3c0T79/aR/B3jOyYMkrF1l05ZXv2iyDT2Wdj8m8qskdia+YdFIHWyiUf +tX5R8dupVS19hwgfqX23ioaoqJ9T/+veERHM/3E4bcVPKlp/sNAIOS6CjI7m +B9wBKjJ6Y9YvjBbB7pHfQ24/qOiwquD4j1MieNUs8ev5TsW6UwXlJWdI/2ru +4xHfqGi24fSk/edF8N731IvJX6nob2S7aUm8CE45rnuQ/IWKMlWfc4cvieDu +xSyu9mcq1qeGTTxOEgGj7gCrpJeKBzd17jh0RQS5hdwjq3uoePfQErFZmgiK +3l2cLvlAxZn3w9eOXRXBM/2nzT7dVAw7mwkVWSKIX2ZZ299FRaf0B2uPZ4tg +Sa1S+4l3VPQ59Ei8Kk8Eo8lLtOQ7qWhZVeAnVSCC4O2JcTntVIyddP5f9U0R +uA1rzjZuo2Jj4383Yu+IAJWb3r94S/h4re9oWySCz4l3hU4tVGy6/Ema+kAE +mxanvO9upmLR7ewq7kMR3BCc0z7QRMWGe44xcWUieLvk6AXZRtKfyZ9Nm54S +Pa4NmJneQEXjxhztqeVEj6/M3hq8omK4ns24pFIEytX9WC6houqLT++SUQTz +fh6t3ySmYsHyiwLnGuJv+2bGOyEVr8xZgsp1ItAsGQoNF5D+1DvL33AIPwr8 +8Sl8KkY8SoAMvgi0PTeXpXGp6HbKju8lEsHPo4dT53GouEub2qlZT/wVsiq3 +so6KWnMa/rxrIPmll9K4uZaK3dp3NG80iaAmN8zkQw15XnLJPqBFBFfaeM8j +qwl+u2OO67WJQL4lNYjxgoqp7Weef+4QASeTb5MNVMy4eW3ibpcIQo181ptU +UTHdi2Mf8kEETSl2B9kVVBxNpmYv6hXB4MfDgm3lVKR2+YwNfiZ6nt+/4ccz +Khq1i33KvhK+ozOGYp9SsWympyCyXwS1I+F1qk+o+HX5pDXmgyI4WxTyoriM ++KO2pvLvkAj2VZ76uLaUis/dC63gtwhU199a3PKQir3nb4uj/4hgacSrWyEl +VBz7LvK3HiffB4zYTXlAxeWaKtKUSWLos5WXzyim4seiMze50mJwtJGXWlRE +RbslGi7xMmJ4kPhdre4u6cfuLd2RKgYdr1xvrzsEn+PVHAWGGHjtmtzBW1RU +CGm69JolBomDt/f5m1QsLJrhnSYvhv19TmqzCqmo1HDWxHOaGMYGh/89zqfi +1Qh9xZnKYii/aSHncIOKfvpjI50qYlBwnGnzMZeKebFSn/LUxbDd+FL+0Rwq +ntVa2RmgKQaVjNNG07MJHwn3O/S1xZDfPNp29xoVf+3x7OnTEcOxFV1la7Oo ++Npm1a9iXTFoqi1+0ppBxSnPfOTCDcQwmf/+3f6rVLzpUblgqZEYbt76vJiZ +Tvqv9HAbWSCG0/Iri/JTqdh+ZNm5cmMxqPo1OK5MIXwYuLw4vkQMHZNvqDVd +Jv7xfiJtZSoGa488VmgyFYOL/tsoY076EbD1qUlUPHd/43WOhRju8mjBuQlU +HByNGYlbJYbD1f81m1+i4ovZk7c5WokhSrcy8HU8FWkoqlW0EcNEkLpuSBwV +P+zqXd5kJwYbxj4a9QIVfR84lF61F8OFEyXT884RPyyUXe69SQzDtk12Fmep +eOnI1JezNovh+vvXeU2nST7OC3b/4CSG1KYbc8NiqSj7aubwTRcx1N82kzBO +EX9RdTOC3MWwoic+rzCaihb+Z+wWbhNDnsqVrDUnqfjq8OrxQW8xCCU2VW3H +qXjgvUv5Y18xBOSmUw4dI/oz5kQf9iPna506NO0oFfv+pm+23CkGqY9j8vcP +U5HXytWT3iOGD3GjEvsoKvL9vCh1QWL48jD8aU8kFd/Pc+o/HyIGszFvdsxB +Kqqw73VuChPDR+rDcc0DxM+ivW8UIsTwNiZgW/l+KnY2pbY0HhTDV8XQd27h +VAw5aNB9NYrUF1AbP7SP5PVavWHvo2JgGvr4JoVS8cmrpKmzTxD+lEy2LQih +Ymh54OKeaHJei+kxfjCp//Ij7zuxYri80L9udxAVu/r3JoWcFYN+Q/Ey2UAq +ntmVKVx8gewfLSe6sZuK8okrFX/Hi2Hx36j4NbuoGPnPxac8QQxdMp/COgOo ++GBDT+mJZDEsCnA8fsyfisX0H4rWKWLY2l1You5Hxe2vIqKo6WLYsPEj4/l2 +kq/LD34SZIjhR4jURXdfUm/DsE/SNTH0aAwu+f0fFU3Mhjtdcoi+5xVPTvUm ++fnvwG61G2IIDTUaXeJFxeTyqNGOAjF41Popvfak4oYp0pdv3BLDGtoG9/0e +VFwfKr90910xNKi1vFB0p+Lh5MJOo2IxRLdNcXroSubX5LrkgQdiOGdSS3Vy +IX722Ofw+BGph6LQM7CVikH6NxWPPBbDWevOz0lOxK+U4M5Vz4j+m3SnL95C +zo/H0ikVpJ/7Hf6vHKm4alNhMreK8IvjreEOVIzr1Iy69EIMV6WORE3bREWv +FsPdW1+K4eeeTStLN1AxUyLyUWGLwXs4SM/FnopLt9F827liGMgVmv5aR8Wp +U9t35wnEcHHfnpA0Oyoqx2w4vEssBr7/Mv5yWzK/7V2vGL0iejtt6PDWmuA1 +PvF44LUYLN6u+n1kLRXVje3eP24Wg/2+wLqZVlTkHFmkfPStGO655JXDaipq +769wWtMuhpzMjqbtq6goV/Q1TfYdyR9XZZUplmS+QvVH/nsx3MlcfaLQgoqL +Vq+2SPoohrrTzsz1K0j+1O7MdP0khohF66HPjMyzD6aTNfrEEP5cKf3ScpIX +JmX7u76JwcSmJNXYlIoD6959LfwhhvYhxfLXS6lIf/48JPgnqfeHscyhJcQ/ +Grajxr/EIPaVOaBuQsV9lNj43yNi4ITH0sGY4Dn1oH7lmBj+OhfW7lhE+uPP +FMZMiOH78h2FsgvJ/WK35cr8SRLgOt2/d2c+6c/TXoUiLYGdLbFvHIzIfD7z +6PeeyRJYLfvW4Oc84pdnh1sFUyRwXKkwJ82AirXlOTULZSXQY/POwkKf3Jc8 +dB8kUyTw5c2JiXe6VDz2HzN3mCqBq4pHP56eS8XdV7amutMlcNNMMDBvDhWv +1f1NKGdIIDRtl45kNhXVkHpJkyWBrkibwwe0qSjYcCgxWk4CqQbev9RmEX8s +2Zj2YaoEYLwgDTWJf2xO59kpSGDJuhn/7ZxJ3l8/5+EdRQn853NrPVODij8Z +8+pY0yVgnbXZ86Ea0atbWsc+JQkkelIS3VWpaPMreKxBWQIHR2q+TMygonfp +XQ1TFQm8ajoWWKBM9OflbJWhKgE5D6OpG5XI/Hu2K3hcTQKGH+veDE4j8zWl +J8NXQwLV3dbsq4okLyrrhTUzJTAO196uVqBixR8DGT0tCWT2chQ/TaVijcqP +1RdmSeAbrzI0QY7Mg/dzor9pS6Clbf/AMhYVR2ZzazfrSECQ/D6tg0HFGQXt +cqVzCD/+Un5n6GS+mPh5zdCVwHYh22kBjYprMzyLD+tJ4P76+buaKFS0vfFy +Soe+BLw9DHKOy1KxQzXPZ808CWQffzSuK0NFJvdnVb6hBBZZ1pwQTyZ+PvJ8 +NnW+BLy0NusekiZ5Nf7rQtACCQze3TIwS4rk7Yw7v0ULJWC7D95x/1HQMu31 +7sXGEjAdSxwKn6Cgtm1kR8piCeh0VBppjFMwvj/ZfdREAiP3Vp6vHaNg5H/6 +zV5LJaA+QaGH/qHgN+/lnrhMAocCp99XGaVgz9OaLp3lEjh60fNQ9W8K7jHn +7z1rJoEZMq8Cgn+R74scJ76YS6A0LDxSeZiCU9u3XHawkIDlQZMi/ElB0yuv +jB6ulIDWUyYlaJCCQ9de8ZRWSWBl53Cs0gAF19U67Y1aLYFfKT262E/BFY1b +p7evkYD++aavgd8pKExvgtVrJaC3u7JJ6RsFGa2tofnWEsAPyR+wj4J/d/rP +odpKwOyRg3LwFwrmUcLag+wkYH/hU9CMzxSknZPOFK+TwDwd94/VvRRc+UjV +28ReAsfMUmJCeiho7fxEJ20D4SMuba3aRwoaLWv7/mejBNxaXPXrusn+Ouer +/nOQwJ4e3qLw9xRkf6pKrnaUwJRDfV6aXRRMdTwepLtFAjKuD+7xOgkeOpx1 +F5wkUGOvMCuyg4KHF16b932rBAZmyz7RaadgseWEvJML8UfRmTBJKwV1Nb6O +lblK4GXFBcdjbynYn7yrT9VdApPm0LfMa6GgVkhY5zEPCXQ++3uguZmcf4j+ +pstTAsvdPKtimyg4dsyk0cZLAhua1eYtbqTgq3Xfmm57S6BixrJnnQ0U9M1f +3s7ykUDayI2gi68oWL5N+VOYrwQ2e3mtWVFPwQmzs78bt5P39dzMP4spaEGP +Z5j7ET1YxbumiUh/aXPnXPcn/aX8TLERUnB2kfMa6Z0SOMk8PfKTT85XUvPb +uUsCn1OXH8/jUXDVtYPnebslMHmurN4WLgVZckGlCwIl0H/74+A/NgVjTEa6 +k4MkMF9d3FVcR8GKN5oqv4NJ/ux7/tO7loLtnM7N20IkEJKfrc96SUGqeMUl +CJXAqkcHT1ZUk34em0h0wiQwlmk6FvSC8GvPUT4XLoEfPm/T1ZGCc1z+bP+6 +n+Ar7ebBr6Jgax6vZPMBCfheKLA4UklB1wkz2bKDRE//Kq0MKyj4dPF6H9VD +pP+g9KDW5xRczBitOBYlAc12oydxzyj4ycle6/1hCVzfsX+uxVNyXuPKM7ZH +Sf6x/B9/fUzBaq/XA3eOkfXgrz3Xyii4tkxux9QTEvigN2e1QykFS29/a9p/ +UgJxtd3L/z2koINM+OY30US/PfOdH5QQvC5niSxOSeDprT9J2x8QfjRDtuTG +Ev4NrQYV7xO/hPe+kTkjgeCEvxEvi0h/22gBgWclMOuPttrBexQ8mvd6WHRO +AvFJd7r07hL/TLePM7kgAb/jl/gttwl/RwLnpsdJ4F5fbXPcLQrW3Vj28m+8 +BB7Krpe1vEn85H5/1/ZLEqD8m+r2o4D4x69xal2CBM7JTuPl5VOQk3S7Yl6S +BFy32Pu43KBgZZFRSEKyBJqUipWpeRR8GeMzZ+iyBMril/14nkP02mbV6Z5C ++v/R2rc3m4KKp5uvV6ZK4MqJVJr2dQq+X6fpNzud6PfQf+tfZ1GwcXCG0dmr +EjirYXT3bCYFzR1qR/sySN4/+L1gRQYFXXT1BJuzJGBx+Nnr7+kUDLO1vFF2 +jfi7ek9WXhoF26IYJ9SyJeDSMOmMayoFP8Ql+JzIIX74czCJnkLBFju+9Ydc +8vzMy6qqyxSUi4IF629I4C2ni7U/mYINX4JnFueTPFBiH9dLouDx3a/lpxVK +YFp1sEJbAgX9Kn9RD90k+abLr028RPRZ+lqm/ZYECq69zbS5SMHVaqEUqzsS +2Hvq8uU/cRTse1rHunmX6G/Z93v3L5D882pTYRYRflS6e/3PUzBa/EA/rJjk +d1ygtdo5Chp2WK9suk/y+9fRavEZCl7eetV1RYkEpoPijtOnKThzrDgi5yFZ +b56jsyKWggtzzqTJlJL5oHRHZiCGggZy2hBYJoHYo1m0m9EUPCJ/ok/8WAIe +v34u8D5JwdPhuRpLn0pg4fCtA9NOUPDxv3NOGc/IfP/2qJ17jLx/atnFf8+J +/1xZu04epaAV947Av0IC0reLFEyPUPBQVo88r5Lg4Xux/VsUBZM5XzwWAsnz +0Xxe/iEKSqk+vXkFJXDn59c32yJJfng4/hl9IYFt9d7UaQeJv5xLtvjUkP2U +f7jzIij4vamj6OVLcp5dFi96PwW97r6Rm1dH5v93T2+zcAoevJYdkcAm95kr +cxQG9lGw6tCSziGOBP7WDny8FUr2o6Y7ePJIHimWt/qGUPCdCr8a+BJg0qIG +VfYS/0SIVswVSuD9yjnz6oMoWN+b9+yCSAIxNmUx5wMpWLByvcUPsQQmHs/5 +u2YP8e+a6hqXeglcNAxK/bOLgiUgt7n8FdGjZfSWRzspOPnUwq5ZrwmeF33m +BwdQ0MZtbuSZRglkPZkwmOtPQWnqgMLXJpJH/7nZdewgeva9XLLlDelHb8fp +tO0UdJzPcn3SIgH3xzM+bPaloIyZzz+NVjKfS/f50X0omOR4oSimTQJS/IDJ +L70pGGeR4PupXQIfC/trjnlR8Ao/RMWhUwILfskWmG6joB3HoPHROzJf9+QX +DniQ+TWBqarvJXDpIXLuupP8MlvqfaJbAg/OODN2ulHwvvVZ/Y8fJGCV5R4y +y5WCAV+fjNj3kHy+Vzvw1pnMtzG28EGvBJ7tu5KSspWCs1Y9van8mdR/s9Jj +sxPRR/T5M0e/SOCynLklYwvx/yWLwPd9Eri9S3ptnSMF0xe/clr3TQIpB6bu +jnYgeb58w+ri7xKIGvcosthE/B58a/H0HxI4XfdWcWQDeZ7xxeDwgAT+XL2Q +/sie5M8lRd13gxLQWLvDMnQ9mQ+K2nq2QxJYl+A5xXAd8fNP5fn3hgmfm4K/ +9NhScHh8yFTxtwS2bk78kWdDwaC/5XaHRiSgEgjKPtYkb8qDvTpGSb7tG/RS +X0vBhzLUg9ZjEri7YnZN8xpyP7l16cqdvxJIz7dbf2U1BUf2Sj2Vn5AA6+y2 +/s2rSP7obH938J8EStC1jGVJwezLxaz2SfWgb7w4k2dBwfELX1atla4Htec9 +OWdXEP81KkXenlwPpqv21lmbk/1WGj+aKlMPSwurGNJmFFyTtHLogGw91DQ1 +7ANTgkfGCvM2Sj1cf14wfHQZBR/pGp22otXDkZXzM8yXUvDaJPnGW/R6UNrk +99+ICblPDPUaTGXWg1bLaqvHiyk4X1R66gCrHlwbqmwijElee0S+b5Wrh9CF +TbsXL6Ig7lhkayVfDyrdJ+7+WEDB8LJ3xbcU6kG2p5R1fz4FC2ee15g6rR7e +G4ck7DWi4MZd8xIOTK8H5+r8RUaGFHT7r1a2Takexq9sGfhiQEEQeZ6ymlEP +kbf31t/Wp+CB2L4pt1XqwUNqULJbj+TDhkNxU9XqYVFOc7+eLgVr+6VmHFQn +/cTNWNA7h+T3yvM32zTqoZJ3J65Qh+TXpKkr12rWw/ZdF6g7Z5N5POVK822t +ehAH38+fq03ue0qqkfLa9RDwSdH3oxYFb0zKVo+cXQ9hn4vMCzQp2JGoW9uu +Q/CNjloSMJP4J/nBfuu59dBTHbJprga5H9Wv1LurWw9FNWdOf1SjYJqauFNB +vx5yM563FahSUMUs4Nohg3rg+E7eulOFgp6jk3w75xF8jT0/6c6g4Cm9G3q2 +RvVwXv9pVq8SBe8kbBy6N78e3gUo77s1nYI/xsdrpy2shy5ayI4900j/lk+z +Di+qh1WmT/fPU6Tg7plHD3UZ15PfU99v9MlT8PNOe491JoSfaurPe1MpqNOr +s+r+knowD5XaHiJH7r+BtHnKy+rBaW39t4Uscn7FmOoxU4J/YNjVAQa5b9wZ +k/uwvB4Cp7f6PaJTUP4fjbbBvB7uhVI2HaBRUHJWj/pwBdFXcb+zKZWCsfIu +TNWV9ZAsc/HIqCwFgwMuK520JPXefoPlMmReO3Xr9K6qB98G/pzjU0g+5tuY +Oqyph+xyn5urJ5N5qVfuWGZF9HP94rrJ0hSce8t6r4Y1weepA7VuEgUnDb5P +OGVTD0PrsnrO/ZPFivrUJ19s6+FxUmj3hglZzJ+2/cOWdWT/xhcTcuOyOC3W +Svl/FFd3XE7fH6/n3vtQkWjaSmZDC01KJCpEeykKodIipYGmFqUpI5WkUhQV +5XOEaEjPfVZKoW8lDRHt6Hd+f57X89xzz3l/3utW7WEBbROnSU8zkf2wjtkq +Exa8PfLuasoUE7XK7ouJMsV81PGaYzvJRF3fzjf8MMP4KQdmLZtgoi/zkZjV +fhbsjura/2WMiTY5yzrUHGDB6uvZsrmjTLS58FaR/EEWaOWVLjzxh4kcn2sy +4g6xIHie0CrF30y00PGnw28LfL7luaY/fzFRjUNdtZ0VCy4qB6WV/2SiD5HP +ZWutWeCUGiVwfpiJXue3xG6wZcGdh7VRej+YSCSOOX3VjgW+9BolxhATyQs4 +eU3Ys6DN6cHPugEmimzh9x12ZMHjx3vo2H4mKqv3O/7WCc9H+S/rwHd83srN +A8rOLNiz+cWwZB8TXTyx1C/VhQX9GyMV2nuZSDF/LePfERY8998XcaeHiV7p +26S4uWK9BIv9detmohbBR0rv3TBeRW+SFP5jou6nqo0ax1lwwfO40a+vTJSp +2O6RdYIF9irD0hVf8Hk2PZQkT7LgvovVnODPTLQjrrD21CkWhPqmShh2MpH3 +Ao4f+zQL6lrvbxfqYKJHEesVdTxZsIUZFf2hnYnuPy/ou+uF9e2zcTiljYlm +gm0eCHuz4HxKnK/DRyayzdjs7eODz/f9nuTqViY63Wag1+bLAtEBH+53HhN9 +mx8iusOfBXLS/Y9LuUwUKjDQXXCWBZeGqIfnOEw0EBKDFgawwGcY6rax8X0s +7bLPn8fP31n4l6KZaONBp6ivgSxQC/9z4H0LEwXpp/rsucCCSLkjtdc/YH4N +MY4+Csb+QliYOzQzkcvaPJvFoSwwfPTq7+r3+P4VwYcuhrHgU8WDtwONmF8e +8Ye+X2SBUB6jpKyBiVSkuDbml1mwf+6bsqB6JjoSbHm0KpwFUz4DXMN3TLTz +zAJf2UgWLA7wkpz3lokePieiY6Iwn4r2+nDeMFGUovrdX9EseHHv7GDWa4xX +4q2XtldYoDQ7eNntFRNNPzLqfRmL/Wh/vqZyLROdcFYU2xjPAtC4LTyOmKj9 ++IHtSQnYb02aJwGYyCClzHcqkQVjasrMmBdMdPWJVfGRa/j/cZWbDtZgvqZo +DzYksSB8+tjZpdVMBAxnFfXrLOCsVm/rfsZEqfVvz99IYYFAkZT9wyq8X4XP +OyKNBeK6IpPnKjGf012WnU5nQXOwcLlBBeavToo/J4MFFctE40SeMtGZU6Ic +3RsYn7oFF7nlmL9j77fmZbGgar1Q8u0yJvpXwLkz/xae1+jvl+6Pmej4wdUL +zt5mwc3O+vkaj5iIqnl2qfMOC6zTw8/+K2Giqac3po3usiCgdfnMu4dM5DD/ +7fmSHOynVom3kouZyDJe7690Hvb7RtrRqYiJhEmByLB7LND//VVrQyETZW9b +IPE9nwXRMU/V/hQw0UHh0/nmBSyYY7bXGO5jPmtI6z97wAL239TAK/lMVBKz +sFOuiAWljqn1lveYqJFvfzG2GPuXyo7NsnlMxBkY2/DnIea39vWawRwmWpD8 +H9+hFM9nR+SRyrtMVJkpF/vmEdbvokXy4dlMJN1SbqhcxoKPvqqMA3eY6JzA +DcG0cuw/ap0zS28zkcIk9/XsExZcW7pIou8mEwVHHYs/UYHzdbZud3kWE9UH +mNmzKlmQUjyWFnaDiVwzY5W1n7GgZzKTNMvEfKqSnZPzHPO1sjh+cQYTzckV +6xGpYUH+i/XqvWlY72tt3/m9wH7QTY0+Tv2/XmdKO4AF74nt7NAUjKfC1C2j +lyzgjr1/b3qdicZ3WySV1OJ8zizqXpyM+aEmEivzmgX/mjjS364x0bqqlTEX +32A/9tQ/Xn6Vie7dT4rrr8N9xfk7fTGRiVCza8qhdyx4HVFvtz+BiX5PpOZU +17Pg56u2f8vimejdnw0VaxpZYCIoDf2x+H6JK1oSmlhArg24UXkF+1ma/4/x +9yyYXjqRHBnDRDEfNy1y+cCCu81X71tEM5HH6n06DS0sWKWg+1EuCu+3g+Wu +TmN9r/qz5lcEE+lRz25msXF+3nqcAOFMdEpTiE9xWbAvzVs84TITjRaApBcP +83t2Y7nDJewn6zptW/ksyGtoPaNwEftliFuOwUcWLPvlt2cqFOst2GrkQRsL +fp+c1KsPYaLVvx4ZSXxiwV41533pwUxUnB9wJ7iDBd935AQev8BEdZ6Fs72d +LFDIrK7dEsREGyRMXA98YYHU1ntrmYHYb9xsmqu+Yn4usbvHDcB4q3D0Vv+H +83QXbZB3jol+GsLjuG7cJ2rmTvqdxfM5vURprIcFx6LGG3f6M9HigN6iw9+w +XxakP5PwY6IxDXm1+j7cZ5R6X3f7MBHvDKdarZ8F1cva+su9sZ4nx02zBlj4 +e9JTMeIMEy2/mdhFDeF5eN6MsfTCetiQFez1A/PnhzNjrScTrTq9YsXHYRYw +FpWljp3GfFSXfr3jF9bjYLzR21NMZGcW5VU0wgLhawML009iv4/yWiX1B+eZ +ZN3ECXcmCilt4YWOYj+9Kj2tdQLjmVKY9H0M58eSNhmR40wUTQlaHJpgwfzm +OQc/uTER+z1rSc0kC8zrMu8Vu2K/qF7xbe001s+qeKnQo0ykdaev8uoMC0an +W7MPHMH7G6lcnfqL9w8IMJZzYaK04LHTrrMs0Kh0E/5zmImKxHX3NwvQkNqZ ++e2NE96fJ7hVk0FDhdiiL2mOmB8pxvJ3CRqU/N/8dndgokXLF0rPo2iQ1yiR +07XHfNB1WHCWSYPVufrTonZM9Ozlxvlf5tAw96Qo/cWGiSYCg8X2CtEgohVw +sMyaiQK2WC4uF6YBLRL8EWGFn699vG7FPBoWrsvJtbFkot1DqTrR82nwy7c5 +q2DBRLIRDMsRURr66pYe/XeQiaxsxnwdxGiYrOo9yTJnIt3Nvul1C2moeloW +n3sA663/fK2KOA31fy40ntvPRJ67REYyJWjYU6wrb7KPifwk16+jpGgYWDKU +tsKMidLXs1y8pGnoPh+9dsSEifaYzbn7UYaG73OEWt7sxXlp3vjNcAkNO0n3 +6xl7mGiEXKH+cCnGp+Sur4cxE73XEAiXWU7DVdNSD4PdOH9KfNouraAhd0Xc +JUkj7Mc7z24ZWomfP6Xy+PtOJjKpFUm3lqXB7HzaTI0h9v8x9dmXcjQsvfbc +JWkHE02WDJ9SlKfhykzq12MG2H9qtnemrqFhlil/QUcf63lI3kpwHQ0Ofx1U +xbZjvYveYZ9aTwNDWVewR+///e6RFW8DDfy+5wNVuvh3J/vP+go0GITyfibo +YL/deNOjUJEG2Z2RYq7aTHRNLkBQSpmGttg3e7W0mKhWYigzbBMNpkUJt0U1 +mUiwZUZrQIWG1pl20e4tOG9W3++0VKPBlpefXrUZ8/PTcDRSp2FN8qBuogYT +mTVyNBU20yCZmDvtqs5Ey15Y/0jZQkPAugaOthoTVV0+XyCgie/73PqdmCrW +c7/2yVNaGJ8Hu3m9m3Ce12ap8LRpKLe6/q9amYnyPt6e0delIX+1pkGyEhM1 +/NvZXKhHQ4u/0i13RdyPBOLzpLZjPMo8JfUVmEimJODSRX0ahg3H7kltxP2z +da7boAEN96++ODi0HvN77zYza0MaZMhamdfrmMict1indicNxsLTE5lrmSh8 +T5aykhENL8Rcf3uvwfzxrVuXvpuG05Hjc/bIM5Ho6oy1xB4aatpLtqxajfvL +OkkFz700JF2KCh2Xxf1nv87mjyY0bPsR0NW8CvvByXm7dprREJMccvjeSiZy +2x1jV7KPhod9SWPBK7CfPHnsv+QAxtOtNN9yOc6ryzGpEeY0PLjE8lFahvMh +TLTm50EaNj3/aU0txfO8sOO7vQUNP6/Mte5YjP1519qlby1psPMSP/NEhomU +i54dVLOm4eA3kZx4aSbyChG4etOGho2+g8NuUtgvYyfouXY0ZF8vsdomifMm +J2epnz3me/N+vpQEE71IYZz87EDDnXtvvYcXMVGGitSLvU400NkL175byER8 +w8/STw/TMLp7/Z87Ykz09pbTOVkXfB5Z5qfzC3DfEUv5FHeEhkXP8joOiuJ+ +7X5598RRGpZlCU4qzMd98dzGyqNuNGhYSihT8/DzwrHKH45hPfq2XugUZqLm +kbwH2ido2B5t3FMhxER9/4IU77nTkL768PFrc5ko9t/88oWnaHjTKkWcmoP7 +/UsHg+DTNMzonKzcycT9WMqd0+dBQ1fXoagVFMbrvbqHhRcNF1ybvSYIJtr/ +tEYEnaFB05bjTTOYSP3OnFIFHxpG7JzjiwSZiGW3yC7Nl4avpEdtpADuf086 +hQh/Ggp//xFzmaVQSpgHeJ6l4dCbkQCdfxQSiIXAtnNYL4tdpiT/Uig3l6tj +dJ4Gl6vaKT+nKbTpZinjcSANjU3n9zROUchip/mH5RdoWOmzWPreJIUa3Suz +Y4JpsF4j8S9sgkKmHb3nR0No4MS5/rMfp9Adzw5rlzA8zwOUzNYxCkUNZem8 +v4jxl/m1d9EohTgb1q7RukyDzjW5tKHfFDL/fV4iL5yGOW7XZ96NUOjj4gyh +hZE03DUwCMr9RSFjj3AyOIqGHO5q8bCfFLpQo0t9j8bzYm15bT9MIae2WhHL +K9ifevwStv6gECtZWuZlLP79Tau3+BCFWqp0NirF0xAs7+g5PEAhk2UqOzIS +aKCqZi439lNIN3b0MHWVhlCtx4/zv1PoLi/usvc1GuScAqYu9+HzN48VdSRh +f/+yx975G4V+7dD4tOc6DUeDZLm6vRT6SRgtfJpCg9rA5PHFPRTK+KpoKpeG +9xt6Lz72H4XmFn2PS0jHfmGQ3kp3UchBPZg9lUFD871DT0u+Uqhqd9/K4zfw ++vNUUdwXChlVKfiws7D/lURXu3+m0FYb44btt7AeP453G3VS6MWfbeuLbmN8 +5Q3XyndQSOKwWJxMNp63lVuY4CeMz/Ga0fC7GG9N29+dbfj5TiO3Xzk09F5f +HFr9kULXkovbHPNoiNucvTqzlULt1iOWDfdo2Put/8s5PoXcpiX5W+7TwDv3 +66klj0Jx+xY75RTQoPe0JE+dS6FS2b/9Cwpp+OKzqnghh0JbdtUGXyiiwTt0 +2/thmkLhMe5S34tp+POQZDazKCQGv8stS2h4x/WwLmqhMJ9dbGtLabhe7/fy +ygcKlW0vJzY9psHGRWKnezOF3ikMlt0ow3z03/1593sKzTcRPjn3CQ37Ps9N +XttEIVHPBWv9n+L8DTx0mGqkkL3bzLevFTR8k5Xb2V1PoXhBumRfFQ3O5V4G +r95RSE/8WvDzZ9hvxbZa331LIeFT2ubrqzHfpHwjLtZRKPtj88aUGpwn91Y0 +Ob+hUP6m/cIMwH6Tp6Gg/xrzVa962BPRcGas5O7KVxTq4Ei1t7/EfhcSqzb7 +kkKBbw43Gb/Cebamtq0TUejsl7RXT17T4MHad+MFUOj6GCC5Ohq2eij63XqB +9dba+irxLfb7Lku3kBoKnbP+r2nmHcZvRZ2nUzWFug2/tLs34P4wL+DqtueY +v54tP3mNuH9kHWtY8YxCiwvKRXa+p+FJTdyy2UoKPXgVr/iomYYm557IzxV4 +v0SHQyta8DwDTgmhpxTy6pANi2XR8HZ8ce6dJxRKDOl8PEFjf+MMWF0sx/M3 +TB5w4+C8ID7JHimj0KF/+hvZXKz34B7S8DGF5oT2eerzaejRIgTkH1GISrtS +VdxKwyN1FXGqlEInpNcLL23D53M7vq33IYX2sV46R7fTEN+Uc/FtMcYvxaZm +9BMNn92+fLpfRKG1uF0c7aQBVGQOXCmkkN/lsOiWzzT4Kxm1n3pAoaF94uN6 +X2m45ugWYlZAIbb7vVOFXRiPV2e0Nt2n0OE87V6Zbtw3XI/OW5hPIS7dciyy +hwbWTs3xkTzMv1fuQ797sd+d6p/k5FIIGTMDXfowPz77SVTkUOiTev68D9+x +Xgppo4y7FFK1MsvTHcB6af13NSibQhsuTho+GKThiO+fEcc7FFofWdQn/YOG +hqiHp/VvU+jWluPJEcNYz/Lr/8ndotDs0Y07f/+kYYONQz51k0K1n8emnEdo +ENMwOtF3g0IeQe8rmn9j/Ou/6DdmUihsbkmg7igNborrVB9mUCjGJsvwwRgN +KmcktK6lU2iZXuoimQkaKh/k2PilUag56ua3iEmM78iHROtUzGfhstrfUzSY +OF/v1E7B+krl57jM0JAyb3DniusU6p8Rif3wl4bFi+hawWQKhYqZB+jN0hAR +Z2DTc41Cl+7mnyoUYMPb9M1U/VUKPQ4Xc1vMYMMcy4L6okQKNUXHuUYRbLj7 +JS3vagL287BlJ0dJNqg5zKT7xVNoRO+l/1EmG6K+s3Js4iiUlRQUxZrDhoJC +8TrdWMy3A6a3twuxgV9XPbvqCoUO7tGoKRZmQ6zzuwNUDIUU92t8XTqPDd63 +Vau+R1GoV91M5Mp8NngV/tZsjqTQmfpQnQlRNtwuFmp5HIH94GuT9zExNhxs +8QxJC6dQz77NDzkL2TB3+4qdFy7j83ZV/dwhzobLa8VlXS5hfnvZaz2SYENR +ubGk0UXsf2+XRK+UYkOezLNVCmF4/s8nPsVLs+HdpSOGYqF4nivHts7IsCFd +Xi94NJhCN16LZ5xcwgauyq7mtgt4vhcOCnxcyoaT7f5bUBCFppaUeexezobz +tg1P8gIxv85s+fpkBRssvuqZxp6nUOyBDjv5VWwIetA4eSYA7x93vy1JFuM5 +5PnC6hyFdo6nOwuuZkNxt1ym7ll8/iMlg17ybHjU0BUn54/5mz0Y0rmGDcPt +Balz/SjUEGEubbaODW2WvhU/fCgk2NX55Pl6Nkic0x7meFPoanSK3caN+Hyh +U3rPz2D/MDlLZSiwob3kYU62F4U8/118OkeJDcl7D66K9qRQoU+Vx1llNvQl +fSnz9KDQ0qDlCj2b2OD03sLJ8jTOn/6HPw6p4nluf7BS9xSFKpI8K2vV2HBP +5dO43EkKkbsdo1U18P/7enqF3Cn06mOQ053NbGCU1g7+PI79bnmj9oKtbBhn +eQi1HsN67zFZHqLJBpTRpQtumN/ELDWkxYZFFsui7rlSSGlvzx97HTa07JPq +iz+K8yx+9nuDLn6+tfGw/xHs57f29WhtYwPs0Pzh4EKhI+bs3vvb2RDcYZW8 +0xmvAxJ+SBtgPKfl9isexvnaGzYTuYMNf3+myUo44fd7FoqNGbJBa9Ej4RkH +ChV1iSq47WKDzRN34W57Cr2XKjLhGLHBT7VmVZMd9u+Oyz6GxmygO++Zldvi +PBdKu/14Dxs6peSuZdngvPPspWVN2Ph7cuNAuDXuE50+866ZsuFQ0jN7Dyvc +XxT1TAX2scE4obnL0pJC44pGSV772TAb4RK2zYJCTx4ldHYeYENaq6fGukMU +UkiQVt13kA2Wvb/+LTiI/SHla0zNITbcEev9PHGAQm2ZQ32KlmwQfGbE/7qf +Qke9dfdlWbFhtdGCnoZ9uJ8NNleJ2LChdbGOULkZhfo68xSCbNkgeuON4U1T +3I+W1eb022E9qjy4HmlCISJAXs7OgQ2uht3TXnsxPm/e36t3xHrS9Tpvu4dC +MvwXqlqH2aAdYTTf0Bj3o4sTtfed2RB5xa1CcTfWf2qQncwRzIfKt+ekjCh0 +e8B4Iuoo3i/4xD6BXRSqOeiSNe7Khordhjr9hlgft98YHT+G+RR1aBtnB4Xk +7p0d5x1ng/vD69YvDHB+aPk/NHJnw3ZlRtR9ffy7Uu2ppyfZkBSY1pS0Heet +hdOmtacxX+ccWB+8jUKbw/dOpniw4T+TdZnH9ShUlxBVT3mxQa9GRu6gLoU0 +jaXu+J9hA4u9EunqUEgnfPxCjzcbEuZq+q3TplCwlKKzpS8bYrgO2xZp4fPS +5Xve+LHh+5OYFX+34j4Wl6S1+Swbfq95JtG3Be8nU7cp7xwbiJzvq9ibKSSy +54Ci5Hk2XCsUN3yhgfvEb9VNEYFsUAH1oAJ1/Hv/Kc3RIOx3Trvqr6tRaEJw +drdbMBsOi+xUClPF8xcddOSG4PcbK+SfUqGQerd64K4wNkxnjG2x3kQhbyt+ +1pOLmO/h2Z92KFPIVYv/Zs1lNvxJWJeurITz30VjNCWcDezt4e5LFCmUmT28 +kRnJhsKVZQeYCphvzULHz0Zh/VeUmI1swH2r5nJBbzQbvib5O3eup1C1vtOI +1RXMT12BmIZ1FDqllGnwNpYNlfomb5+updAVa820rfFs6FY6uDRnDe4DyVq/ +8xPYkJkkFpEoT6Hp8luWMlfZUPPvInlhNYXqr554EX2NDduIuxkn5HDfnU5T +mkzC+lA7vdNSlkLMd0o57tfxfVd8InesopBs08aVbSl4P4ehNuWVFHranpi9 +N40NKRdv1C1dQSHlRseNz9PZUL+66+3c5ZhvnilVCpnYn9uqO0eXYn3e2Lo/ +6wYb/LetE/lvCc7DNbsG5t3E9+tbZtayGOfvlxfxwbfY4OuXkVsjg79/7uZt ++XGbDe8vpC8slKbQ9u1TPU7ZWF+3JK+nS2F9xNbc+HCXDeXn5ilGSuL8sP9p +rZ+L/f9ewEdfCdzvwpOXPMrDeDRaZrmIYz9uy/9PNp8NnKjbfvsX4fmpK5cl +3WdD1gXzI3oLcd4fWRdDPGCDqdlxNwUxCu3Qu+7mV4j5dPNT8OIFuO+k+xv3 +FGH8xIsL54ji/mXcpGr1kA08C86P0Xn4e2d1huzbEuxvc/ft7hbB+TrzSVrz +ERtmeJJPaGF8v4J0iYLHbMhxX6f5Ugj319km6SXlbPh4MqSlZC4+DztQNvYJ +9otIqZBbc3CeTt5VnXnKhuvHB/TjmRSy3W1k7FHJBrGaCZkLFIX+XnNz66zC +fqmhzTxFUsj9oWDM/uc4f0IK59oRWA/eS8tQNRvCTYxX7WHg/v2o7D/VF2xw +MJ1npimIvw8MGpfkABvWavxOWCeA/XjiiI3ESzbceDrRIzVLojcPgrIiatng +Ey1zkPmPRKNKUt/GXuH14X3s0RkSqVura554w4YTIynuPdMkaphmJ36sw/tN +9ktwp0gk/mtiaO87NkQo7uG+niTRkXk5B6vr2XDUqOhB+QSJlqxm1yg1siFf +UCwld5xEecJXNt1uYoPukjPXr4+RyDf9Xb5YMxvmm727Hz5KoonsxLWXPuD8 +tJGg/f6QqHLmc+HvFjbsmdov5vabRDohz7a60Xi/32ePWo6QiJpZ2cBjY31T +EY27fpGo3GThUWMuGwZ/+htv+Umi7h2JjGc8Nnw+v6tt7TC+T0XmfYVWNoi7 +DodJ/yDRwRANy5sfMd/9vHTnDpHot4fj3AXtbAjxfjlvcoBETfZStWGfMN9k +v/763k+i7OXOl0Y62FBq1jDQ9p1E+jE6e1w/s2HVi4Cpxj4S+fkVSPG+sEFf +r295zTcSLX7yoH93F9ZbqoTVw14Sicjqv6n6jw0d1yfv3u4h0aaEk/cUenBf +YyaT17pJFERvTLjZywb1qk+Bl/4jUeerixcW9LFhMoim/LpI5Kh5xvvidzYM +rTiT5/YV40WNn/7dz4blvo9srb+Q6BlD2sttEPezvUlyez6TqIZkneMP4fsE +iArodJJoWdeaqD3DWL8tsiOKHST6c0bq5vOfbIhe/24CWwA6F5VTpTTChlrL +v+IL20nEnn7/6fZvzPdNNYZEG4n25KYyF42y4Wk8ET3aSiJp639bwsfYcHpP +05dvfBJd7Kc8x8ax/+qK72vjkeiTxsPCE5NskN3B+dDEJVHUvInhtins11tE +jgGHRG27u7XNZnBejpaJPWaTaGeNbxz8xXxzbPiQS2N8DPO7VWdxfzDbm5PG +IpFUaahhrgAH6vM2xV5pwXi3/b0vxeDANaOzUcEfSMRPl5OMIfDvC5ekn2km +0cuXP6KmSQ7o9kvVHH1PIq7CUUFPJgdyy06MWTWRqLg47OKXORyoOCiyc28j +iX4uN557SIgDK4qn8vQaSGR46FnKG2EOhBWoLVOtJ9EJ+dYNmvM4cH5TyT35 +dySSPHH39YP5HMhad3qXzFsSzRtdfGz5Ag54B7lNiNSRaOXd7aJXxfD/JdNg +9jWJlhtJ1DAWcUDx60zm71ck+lGR7uMvzoE/DUlXvtWSyK35vXKfBAfUkEVC ++0sSBTiX/7KT4sCOkm33PiASLd1l9vy9NAdORZnSr+D/58uI1V/MgSHNwEWV +L0g05ZJxpGwJBwSfvDpWVEOivcb79Ncu40DjkPyHO9UkMuqolM9YzoHTvAyT +lOckIiY+Lpi3kgMjR1Z8inmG8fB6LBi6igPO0Q/DQqpIdGyp4dQvWQ480DXS +8q3Eazpu0nU1B6rPfqVOVJCo99TVWb483k/5Qq/DUxKtg33zTNZyIN5hUbv5 +E8ynnHcrX6zjAG/q9n9G5STa8POfluoGDkwRsgK6ZSS6dmHELncjBzJ8r6mo +PsZ4rsq9JK2I72s05Lf2EYlWPJZ4dEUJ43de5f3SUrwW3tX7V5kDxSLWWgtL +SJQ6u1nOWwX/f8ahivmQRH/d+1y7VTkQabLNbKYI63+V40NrdQ5UTY39+VVI +oo/T1/81aHBAZN7l0m8PSBRMX7XctoUD6Zc6QzsKSHT6gnnZo60c8DhCHWXf +J5Eliy+9RosD4aW/bevzSdRzX/5yujYHXvnkucI9vF+b5qiILgf+lkhdfpJH +opFtkp6hehwY9zJ8UphLotmiZ0Mj2zhw+Pm66ewcrKeZDX7H9DnAugEW6XdJ +ZMB0FWwz4MCHpXNqE7JJpJLtnmJmyAG20dSOiDskSsjTUXm5kwPaG1L4Qbfx +PAfaWBpGHDBtYYf63CLR0b3Ggfd3c8Bg72Md95skas8M37BsDwe23lMUcc4i +UVX51c+Jezmg92fbD6sb2I/OeGQRphzQ39XTbZZJokV5S53PmXFgbeHS4Z0Z +JKpTyNo4sI8DTzQ75+mm43l/Gp52OoD5Lbhhm3oaiVYnSnNocw4ELpm4tDGV +RHrLJMqMDnGgOX13u2wKzg/73vRnFhyYkyy+e/F1Et1emxihbIX/v8qmTiyZ +RNEWC87fteaAk+1C27lJJFr44rivlC0H2q10ZmevkihXJ8Pvih3mhxpdOZ5I +ogd5uRf+2XOgcC4dMZxAogzOlVgfR8zn31uOfYvH77tjmt3rxAGJhX9tP8dh +P/6vv8bOmQPKIatc+LEkEvU79rXZhQN3bW8GfbiC9a2ARAyPcqC71qvgbQzG +978J3QpXDhi1JfdDNInifBf6KxzjAPWS2l4ZRaIb5cLlt49zYHvGy3ulkSTy +Ce2ZFHfnwEzEK9mCCBLxiu4aRZ/EflE4pzQ7HPNZ0jBz5hQHzildMc+8jPMt +6e2fMx4ceKS2m5l8iUQ2MypWPZ4ccPuq3Rx7kUSyimEvbM/g97m4FISHkah6 +6olSszcHBj8+TQsOxX5twM7Z4csBK/+tGWdDMN6trasq/Djg6Pi52CsY+0vG +21yFsxwgax5wT1zAfHS4s+nOOQ5sQCliR4Kw/maOvpQ4z4Gk5Cwn+0D8f3Nx +u5hADnS5PgeL8yT6pV4y+TcIz/fID/V9AXi+IZp3fIIxH6pVn+8+R6L/5paa +fQvhQG32RUuDsyQ6XyzFcAjjQObONoaOP4kUd3nUtFzE9+NtfaXhRyKTgvLQ +XZexH11JTVX2JZFy2ZDxs3AOLEwZubDeh0TbdBcv3hTJgecbjM/KeZPo83LN +nzlRHPANSb607AyJYlRNmmViOJBS35It5UWisgOHyuKvYL7smGGLeeLzWJjf +ZsRxoH/VosUiHiS6J22UdC6eAxq3RL2p05gfPmpxgwkcEP0z1D57kkT7t0vH +u1zlgIpjke2UO4n8rUev865xQF7SqP/PCRI9uf4+xyQZ42lTET98nETvW+5U +oet4nq4zhv3HSHShx4u3ORX72dmF83vcMD+KdKYepGE+No/0fXbF/WCWXLMq +gwOHirL4bUexvqqarFIyOaBzQOQj9wiJ7B4nJwpncWBsWnuoxYVE3m/sPoTe +5MDAr3USTc4kOtwkJzV6iwPH/ZvN3h7G/p49ePTkHQ5ENGzMrHUiUcHyqsrP +2RzYtkVrssYR96llMRKWOdj//42erHIgUcRZx3MNuRwod3ccLrfHepqz9ev2 +exy4A6ciS+1wf8iXOvgknwMJxstVimwx39T/1m8swPo28xzMt8H7XR4wvvOA +A6sX2z/PsSYR6dPVLFmE5zP6Oeu2Fc7fti772GIO7Nw0efWGJdZbytCwQAn2 +n0U5aWkWJCoMJWLPluLfBz+WJh8iEXivURp8hPNAJPNT4kESZRpZ8FzKONDz +4vOSOHPcT1qvRvLLsd9b5Z+KPkCiW4xPemZPMX6rh5rD95OIc2vLTG0Fxvds +8c6L+7DfRmW/1KzigExOd1OwGZ5f+vKEh8848Hk64XigKYk2Fha6yFdzYDn3 +vsQ5ExIVZZrqZtZgvl5W5vjuJVGFgeAKMcB8clx278we3BeDGpiRiANKVZ5X +PIwx/rIFY9MvsX8PyV48uZtEdxbcGvJ+xQFDC7Urx41wvqx6MPDtNfaXXVl5 +rrtItHZT80/HOg7YL3Fgu+wk0S4pkb/stxx4r+wpftgQ413qIra3ngOzHc1u +DjtINPaR3ogaOLA/PLDB1oBEyacPm25pwvoI8TCw1sf9zHCuf9F7rEeF3AaL +7fh92s25ch84INC/5NjBbTgfFB+3p7dwYFimWfyAHs6z3+WLF9C4Pyx+xjbT +xf34NN8pgs2BaZP2PBMd3F+9lxROc7Dfiitf2aON9dIZ8s+bx4Fk+mHYbi0S +0QmUbR8f7z9kG7NLE/cRx5JnTh/xPN8q5BpuJZH8muDV3DacT3WrWAZbSLSv +1ivZ5BMHnplvFtPfTCIJsWjh2g78/Ac3l20auL98r4vW/MwB93sPX+uqk8hd +QUm05AsHEvXnaeuo4b5b+jxzTRfOM2bQSy1V3NcO+Spn/ceBE0fH7TRVSKT7 +y6J+UQ8HzF8GM7duwvpxczkV04v1GCf8erMy9sMrGRICfdiPVDOTNZRwn9T7 +9/rsdw5IL9/gr66I8bG7emGoH/vpi7ITagoYz+cHdFwHsd+Eb/FU3Yj7yDZ9 +wfYh7KcdxREqG/D3Sc3hZvNhjIeuVMmm9diPJUvvvvuJz7PwdL/yOhJNyqqF +bB/hQF5z4VbltThvodf56W/s/99YqUprsL/VN+9VGsV++6FtjpI8zs9lAzq5 +YxyInaq9oriaRE+TdTWWTnBA9XPkSkU5vP+81+pJkxxY+luuTkEW95cjl7SF +pnH+FieHKKwikbF3gHHYDAdcIrjGCiuxfqXyHcf/Ynz/dMsrrMD3V1wQ6DnL +AS+fF4sUlmO9XHt0s0eAC/WBTosUluH/yya+c2Bw4WfUy9UKS7HfV9yfYhNc +uCbZbaSwBOeh6qy6CcWFZXdqgxQWY789mexXy+QCnWtbqyCD80v/WLXWXC6U +Z+ctUZQmUUligMgjIS4kSuaEK0phPNQbXdaLcGE8dJ+AkiSJLIQPw+15XNjt +khuvJIH1M6whLy3KhWztbEVlcRJ9ALOrCQu4MBRv0KG8iERONg8I5kIutHdc +vL1pIYlep5iEBC/iQmexk6+KGO5DFmoCo+Jc2HKJY6O6gETOPodjTkty4evn +z/vVRPH3RiN7cbcUFwpMg23U5+P81b36yF6GCzL7C3w05uH33U05wF7MhTBP +51ubRUhk3d49tncpPq/a7fYtwiRa8Cokt3YZF+zXHNmoKYT7+VZXW+0VXNjz +Ie+K1lwS2UukSj5eyYW1z4/NaM/Beasp+XGDLBek/bJDdZkkCg/tysmW48L8 +yIMS2yj8PfH2n/9ieS6UBZ99tp0kkdCPk/uvreFCUJ+QjwGB/frDOhWhdVzI +shDSMWTg76s9W2QurueCiLm35C5B3Ne10+ZMbuBCuMc2wd0C+Pdgk39nFLgQ +re3xz3iWQAEjh2b6FLlgvmdqnsk/Ahn5PxJ0UebCF4UuRbO/BGr/z1X04yYu +TPnJOu2fIdDbpV5y5qpcWFVZfsd8mkBZUy169WpcSI9J/3NoikC/HGOdDTS4 +4B5Sb2s1SSD/1bevVG3mgo3izhabCQJx18+vVt3KhcENlI39OIHqTXh/CjS5 +4Ckq9MtxjEBLTk5ryGlzocvb9IbzKIGSXIIvZOpwQXyo0eroHwLNEXNsXKTH +hcuLw1cf+00gl0M3ZGO3ceHCNW9B9xECXRbSCiX0uTA7fPXnqV8EOim2tTvI +gAvsls6fnj8JJGyUeuDPDi6cb7Fm+AwTyC/a+vXpnVxQi5uQ9/9BoLInQdt7 +dnHhX3aNTcAQgb4VErWOu7mQVppzM2iQQFv2/DThGePnrfN/hwwQqOHUjo59 +e7nwecsbu0v9BOr+NeX/1oQLz4Yn6YjvBEJVS6T0zbhQs3qHQ0wfgYqz79ZU +7uOCrX/mWNw3AhHRyadVD3DhedRs9tVeAi03+SH3wJwL7/55OF3vIZBXfdkX +uUNcWBPapZDeTSDnr915NyzweR/aCmf9R6Dz3pd8JKy4IKrWMnm7i0A6NvFG +8dZciHu0YyrnK4G2+THlmLZcMOAUi9z/QiDp3B9kqB0XAneIKhd9xvvXGQ2P +23NhW56zS2kngf5ULfh6xpELh+5l55V3EMjRcW/bdyesl5/vpyo/4Xkmjrcd +cebCEuUu55p2AjE2yfzX7oL5L9LOf9lGoI4lxSMWR7ngs+XJ4bqPBOpTrRBq +duXCLzuPiYZWAokc2rp+9zEupK4TuPuBTyB9R+V96DgX1E1OOnB4BLq06WaQ +lvv/8bm/7iMX73c/vPTxSS4ctKogOjkEcrvfM6hwGr//dvLPLjaBVOa/VMnz +4MJpQe0f32gCnXoqfWGFFxeqN+XPDLIItOtyf3PaGS4od/CXjrQQaOqg9oaF +PlzIqXlnMv6BQO/JubFXfLnwOOJs3EwzgSQCLP4Q/lwo7O/oEMTr1XGr3ILP +ciHh7vT2Oe8J5LDKo2PsHBeWuzY9ntdEIFUJHccz57lQ12u6ZVEjfn53bPf3 +QC6Udp1vkG4gUHy6k+/RC1x4IXbAa3k9gdb0PRHqCOZC6MYm+dXvCOQpmZRv +FcoF/f7+/vVvCSQq8Me0JQzzT7jgpXIdgR5GfZrccwnfz5go0HhDIME404ev +LnNh1GnsjvZrrMfBnSf1IrhQIRJaoP+KQO9i6pQqIvH+8zJrjWoJxNlBT6hE +c4G3cueg6UsCNY2faHwQg/VMBq49hAiUGR2bJx/LBU6QprctEGgjVzvqVhwX +hHZdaDr8AvOr5twZmQSsV9kdmsdqCJQoa+iSlMiFCE5k+elqAl34etN23jXs +/yt3G/g+J5BdR7RtZBLWY11o5/lnBDIZJV0ErmM/iFeKC6v6vz7FzwSmcEFB +y2xvVCWBNKfKIv+kcmFHYrtMQgWBSvL7cj3TudBvyR2//hTrbeRRQ18GF4Qt +tn678YRA8s/EJo7c4IKe+b/eu+XYnz5TSh1ZXGiRXDdeUIbvZ5jkbn0L6+nk +Q+lHjzEf6p4Ws27jeSy+Zlz5iEBaxn6TJtn4fkONMVBKoNqCRtO6u1zgl9i3 +15UQ6HZjTb5+Ls4PJT295ocE8kgwEX6eh/FU9yjhFhPoE+3vtzmfC93xfaod +RQS6eV6vt+Q+/r9w0evuQgL5HM05vPEBFzoCyo8PPsDn9b7/JbeQC0vz/y35 +U0Cg6Mtm7iuLsd+5RXVO3ydQcFDyZMZDLriEmzwm8HpQK+iaRCkXVLm7U0Xy +CdR4m1JNfMSFVxvOXxG/RyCZBPVWoTIuFFt8SliaR6DWHioqvBzrZ4Nnzupc +Aq2NDtabfcIFoyCFdwo5+P9WN6bPV3AhcuXCv+p38flVnF/+qcR+MLB0h242 +gXInmxK8nnHBq9w4becdAuVf6zra/5wLVebXZ0xv4/m0Zeu71eDzZk57W97C ++JSLrPnyggspx4LGHW8SyJAhu9AeYf4kiMUfy8L6ze0ieS+5EDVYoeZ1g0D0 +BXMB81c4v2w9+85lEqj8tCfR9JoL5COVh2EZBLpvqS26u44Ln95PX45JJ9DO +xU9X1b7lwva4JvekNIxfRpe2Xj3O73e3D99IJdDwU+RQ2YD17+LjlptCICsL +80j1Ji6MqRkEFV8nkOShlIqH77mwfrlQ9tNkAv2+Hv9zwwech7N1PEgi0Mtp +bdW8FqzvynPL6q8R6Ij7rfOraKz/jTI+9FUCPYbK+htsnO9b8vjtidivv1yR +leZyQerFUrOeBAIZP5S8mMTjwurcAPpHPIHihO365rdyQaCp8vhEHNYH38Y6 +5iMX7i3+OI+B167ji5rJdi689ua9FInFeJrGmIZ94sL9quJIySvYnyur6ekO +Lpjw7e1XxhDo0fKHzuc+Y/991LF9QzTmt5PT2MgXLghuUtFQj8L559Sc7NnF +hf2aBzT1InH+/v2n2f8f7ldPtE13RxBobOWvHrce7EdXB73Mw/F58vMyv/bi +PlZ2JMf+MoF6zi63duzjgsOczF63S5h/Z2yXfvzOhcqARK0zFwk0cNbum8UA +ztvf27MCw7CeTss+bxnEejxyXzQiFPuLRkmq6Q8unHzy5mpiCM7nR2Tgu2G8 +X+t1ucxgzN83cm47f3Fh67NFr3MvEOiWhbANGuGC5F5d/5IgAp3Trz6o+4cL +T86JbnkWiP30tJZl5SjOI/VI5pvzBNr8/NJhjXEueHje6f0QQKCfCzK8Syew +Pyyx47Wdw35lFhyrOMWFnRtKuT1nsf9bqxTfn8b8Tbjd/dOfQB8WlPHk/3Lh +sN4aYsaPQBl2zLnZ/3B+bNymOgevS5coGCwX4IHC3m+ei3wJZKEudylDkAd+ +Scurl/sQ6HXUYIMkwQPLyQ6ZDd44P6avLE0ieXDHf02ExhkCbfX+5yvK5MHr +fz8F9L0INNm0m3NlDg+4cXpxJp4EGv11XHeOEA9iZOaus/bA/v3qcNFlYR7o +3jBjHTlNoLQ1KvIC83gwICoS63mKQHumP+ZcmM8DFU89i8CTON/XOylMivJg +X/lXxUh3jNfVmmf+YjxY0/FHIukE1of0pPnIQh5o9/jOu3Ucz+/Owl+e4jx4 +XG8v/uAYgfoXzE0fkMDnjy7Y8NSNQE57OoxOSPGw/u3217pif1VJ+tstzYP9 +CSfDm49ifylYV+2ymAf2HP67tiMEupN+61LnEh78+nVr2TcXAil8HT9gv4wH +09+qQ387E8j7uMa61uU8ICuVR2YP43xbYElZruSBuusv33l4nVljN8BaxYOD +w4LUYifcfyyNPu6T40Gzg2PeGkcCaVTLfGhczYPCUgFLNQesBy7dZLyGB9eG ++8S322P9RvjTb9by4O0K8S4TO+xnpYJfdqznweadF8DGFvdF7YBR2MADh2Oy +RW422N+F2hbpKfDAJW4238eaQFEC6zWfKfJA8IV4WagV9mfyqNtWZTw/wv59 +nCWBtk/FZpZvwvsdo8cyLAg0+yaHr6rKg8PDZzflH8J6MS1cVqLGA4uCXefK +D2L++OS4K2rged3SaX5pjv1sWfyLgs08SG631PhwgEDzVNyXrtuKnz91reDT +fpz/1zTDcjV5MGU3oNS/D+ez/MygrDYPSiqcX46bEWhBS7nLbR0eHEn8cZTC +665zRzuX6eH9fl6TFDfFfUhQ6GjmNvx7/27eKhMCqZvfG5bW50FU3Px7ynsJ +1GyqG55igOf17XO47h6cjx8bV4kb8qBBpNpnrzE+b7vlm6s7eeAqctvLZjeB +1LTavUWNeHBgIiLomBH2G77D2rjdeP49Hql+uwi08EZ7l9AeHrzsOYQu7SQQ +edImP2ovD27O3zx51RDzawPHlzLF+vAWNbi9A/vpi/3Gl8144Lu2I63YAPez +BU3ygvvxeXfc+vtcn0CvBPcKhR7gQW77Pp+G7fg+gQ2jM+Y8UBMaHG3dhv3B +aV9/4CG8f5dP9Dc9zO8UXu+EBQ8kw75sGNMlUCrhOnDWigdHp1TbSLwWShwf +/2PNg56TrhniOthPlifN87XlQcqA33E5bewXKRobftnxQCDNeaeqFs6T9s9m +Xg48sIqWV9HXxHnBux445MgD6/aajfu34vt5WJScOoz5U7RBw2kLgYYurxz8 +7ozXMm6mHpsJVCM4rnLiCA/adT18L2gQ6GpTe3DvUby/5vaCWHUCpTc0065u +PLi8vnUoUw33366WTf8d40G50maDB6oEEp/suu5yggdBxw/lVKng/B2jGF/c +eWAztkmifhOBToP2OadTGK/pt8mtyrhf6Fz68+k0DwzSZeT6lPD7DnSct/fk +gc7wChhXJND+HtM5bV48WLe69eQcvN70hZVl482DAGuDNdIKWA/rPLT5PjxQ +KrX+sXYjzq+7K79Y+vHgm7lM3ZYNOK+39sdz/HlAu4QVGa3H/H//3vDQOXxe +Kj7bah32v72NgnQAD/qO6uQdW4vzLuW/twcCeeCcE11xdg3WX6p06ocgHtwe +8G6NlMd5o3bi9L5gHoDrnzlpqwlEHeTtfR/CA4+t843y5Qh0uP2IqmkYD37E +VSVVyGK/eSK6qvEiD6QTx4bersL9/12b1N7LPDh04qV160oCXZt8K1kfzoNs +Q+mWvhUYH1X+MuNIHNWmo1aTy/H3opWQ4tsoHpiV2AwK4fUC88OGRjE8iE3f +dnXJMvx9N6ftyJsrPEjfnLtDYSmBDFwCr+yMw/uXRxK6S3Ae7jJ49ioe+6vh +f7TpYtyfb24a2ZGI1wsrSh1lCNRpZqRWe5UHQ2azWZ7SeF76kYEGSfj9G6rS +QqWw/9v/bEDJPPjI+XrnqiQ+f1TEav0UHiy8eLYyW4JA8wuNwiGVBzLOfp2P +xbF/lWgMbUvH+OW2Lnq9CPezwANOLzJ4MBx2x5K7EOt1LJOvdwP784b6e71i +GD8hSduaLB48Z+1nTizA3xM3oEv3Fg/YD1X9hPC69PoNv+rbPOgfPfVziSju +Vx0ForrZ+PdP04GK8wn01HGg9PldHkxmdIpvm0egY3+d7XVyMf9dFz7fL0Kg +ilwR0ed5PPDyvXbGRRj3CZ3Bd9r5mH+z9hq+QgQSKyTint3nAUffkxkxF/t/ +20Fr7QeY795velPnYHwet218VsiD4non7n0mzttlWUztYqzniK30MwrjOZvW +X/WQB+c6TTuayP/37w88rVKcH2JZY50E/p5n72isesSDfBu5Fb8Y/9f777da +ZTxYP/LpEIHX0b5dTVXlPEhbUp8mKYj9xVKsTespD+4v6P6+TgD7+5qQ4aoK +HlxfoLBXe5aBnjUozteuwny3vVFp+o+BHiovV3/2jAf1CmqbD/9loJXaB1y0 +q/H83w6C9wwD/eHWpT2r4cH20+9swqcZaPXARZ424Lyxr51NnWKg/COXlj9H +PGjl8csLJhno6pr60zq1PNBYxQyonmCgkWXWr5+/wnkcuHfPh3EGGldVktd9 +wwPH9XfXd40xUKOZaVw1rpZrPYWlRkcZqMD2yYzuOx6MJ4YtnIvXndvc/Wvq +eVBKCy5d+oeBnveeGNNr5MHToFg15d8MlKf9JPRFE8abtcTGYISBmPL7F25v +5sH8xcWxFr8YyDZuayF84MFg5vb3x38y0FpHLzN9Fg9Ub31YFjTMQH9Dx8cR +jfPulF1gwg8GCulseWDA4cHcvR092UMMdOjIjFstF/tVuOXhJ4MMpD4auMGQ +j/PPFfW+G2Cg7jCz0VetPHBXX3rhUz8DqQ371e9sw3mve3Tlz+8MNLthJO9N +O86PppQWAq/VltZdMerA+CqVJkr3MVBF0a9zbzt5EFJU4qDwjYFuvPP3MP6C ++Zl6bev2Xgbqtzl0qv4rDz5pHVp1qIeBqnbHeu/9D+fhf7+kjncz0ObQFWGN +3Vh/XSeXBv3HQHHf56eZ9vKgMvK5UmIXA/07Y/f0/Tc83xVfzXK+MlDbLNm5 +7zt+/3RrUMUXBjoXJira0s+D5R53Kho/M9CWjnNG5oM88HmjIfilk4GSBHZE +0UM8kLdKtvnTgfHieLQcGsZ88q6qmYvX83bNyHJ/4rw6mauy/BMDmen8CLIa +4cGL6+aPVNsZyP3uzk7+b3x+wxfbjdoYSNRNYI/tKM7Dpm/tdh8ZaMJDrrpt +DPvF5cYIr1bMl/zCrQ4TPKh+cUwvnM9ATX+znndM4r7EecrI4DHQGbvx3Yen +eTBnSRW3mMtAdfeff/oyg/Pt28mntRwGamb3nz/yjwdGKfW5fDYDRddFrOye +xfkVSN8ZpBlI4nT8ezdBPjQNX3ogiNcxJYzwbww+/Lev9aUUi4GkLvTucCf5 +4PjrQ69CC75vtZbwAMWHENXjiw0+MFCg49+Pp+fwQebkDVurZgbqNVZ7/GMu +Hy6Mueefes9A905+TDojzIeLai2Mi00MtOLh76ARET5cCWw8ldrIQG//XfTw +m8+Hswq2XYUNDKRsHHF8TJQPj+6ePfayHu/n/889QIwPa7fJTvDe4fP5/vCb +WsiH3Q5WaYNvGeiNolX0BXE+LHQQ38nAa4v4Lbn/JPgwlWX5T7qOgabDrr4L +k+IDGbqkTukNA8X/dh1lyPCh/MjhG4avMZ9ayjdGLObDogLZENtX+P/kxRNz +lvKhqMzJ06uWgSCo4WHMMj5c6xY/HfES81U26a/ICj5Y3Np27gZioFNfWy0S +VvJBbOenxEfAQAn3b5eLyfLBSav/ydsXDFR75NuyZDk+OHS5fe+oYaBtM6Xx +kvJ8KMwx3finmoFMXP4y09fwwbPrRoAwXmuGvI9eso4PB0hzzqrnDHRiu5z4 +zfV8CPBy19v6jIGMrs3krdzIh6QrXWVmVfh5Z0eDuwp8aK6u2upayUAz6bt6 +5JX40Oox+C6wgoEG1z29lq/Mh29UwPFrT7FeJkuMNqrwoXTIVvz+EwYSn1Yn +i1X5cCwhselFOQM9ljFs2KTOh9fmUsncMgZy2N6Z/liDD4J3B44NPsbzsGee +2bwF7/99njGB18r21fsrt/Ih8vq5LUseMZDcRkFNHS0+1M3foKZaiv31CXf9 +C20+fHy5Qse4BOu/X1vOQJcPQcutzA8/ZCChClX513p86I9v8jtbzECjzOfK +u7fj84aF5sUXMdCvt3yDBn0+lLme/i+3EOP3LdrRbAcfRO5fVa5+wEDLDn64 +2GLIB9Vn3yPZBQz032jhw0O7+NAt7D/Yf5+BxmBlN8+ID67CKocZeP3mpoKc +nTEfzmyQ+bw4n4HqL7Sc6NiD+fRx42nVewyUsndBpbMJH/Ji3Zh78hjoyZ++ +Bd2mfHj7+E2xcy7W0wmnM8f38cHjpfGRgBwGSr1+5mP/foz/xsHVV+/i/dxW +mXia4+ePFI/kZ2N/bPB88+sgHzZ2xDTDHeznJQ7G/haYLwtCK/i3GWg+OcCe +sMTz9LhSPHyLgeyfLDlxwZoPLp4FpXPwOu7RIClgi/kY9RGtvMlAxb0uDy7b +8WGNikzn1iycBzuCbOY48GGs88jcAzcwPuVaC2Id+VAvUrH9RCbGd8OtZtHD ++PzKi8LDMrC/JRakJjnzIRV5c9PTMV5ch+NSR/hgo81Wf5TGQDf7K/Uzj/Kh +QFLjdn0qA8lUv5Bb4YbXTdeku1Iwfppe8+8e48PQx+9ZU9cZaP3+RoG1J/iQ +UKm1SRyvW4bYMwXufFjWHdKskMxAbsQVQeVTfLjX+jRwZxK+T8gP0censf4W +fVZ3vIb1ZsZYs8WTD4cWjE76X8V541xn+MyLD7MmY00JiQz0NVfn1DZvPlQY +fSnKT8B+KXz0Rq0PHyaCSzNQPAMNh+hxjPzwfmdckz/GMVDYSKNkoz8fnG9N +ZozEMtC7Qwuc95/jw5dIj2IRvO68NreMHcCHuw9q3stfYaCBG5WiNoF8iLry +bUovhoGkXVb5fgrCfMzv07COxvNq0f/iHMyH3PAXQWeiGOjbxyVWPSHYT3KO +fYiJxPw/XcJxD+NDW0TnppwIjOfZWfsfF/lwsnT1zepwBgr6LjLoc5kPfvfU +pXmXGehsGTd8PJwPWwdFbg1fYiDX145rL0Ty4SjzgaoQXv8nktciEM2H9YEi +tNxFPI/zRZcjYvig8l4pVDeMgfb89dsuHMuH9AhRLatQBnoQOUskxmG8NhTO +eoVg/lJmLPEEPvgbCLJjghmoz90pPz2RD7GHRMtyLjBQco5G5PJrfDDo+3C7 +Jgj74d0Wj7tJfFgSbZjBD8T3s1J3WnedD/Oqj93+dZ6BSkodrYtSMD7ztz4W +wet5dw7YqqbxwZf5mLUmAN9fcr7r03SsP1Xu3+3nGMhG4Po5nUzML5lbW+zO +MhDHvDcZ3eDD6G7hC37+2J8myapdN/kgaSLdnOCH9fH9Z2/DLT5seVirWOCL +9bqgcPmBO1gf/4TSX/ngfHDScORm84F+27+g05uBNOri8+xy+CCXceT6xBk8 +zy2VY59z+bBCwGuNOF6fyS4/4HbvfxRXdzxW7xs+502ZIYWiJJQyS1GiRRkJ +UaFIiEihgVLK15bsaBgplaxIIiXuJ2nQ1PLuEBkphGh439/9+/P6nPOcc4/r +uu77aYOdZ6c/1g1ikPxf0VX9N9uA12wSYBXIICaamvMPFbeBvs24+t4ABpHX +yD83VtIGFvlrek4dZBBZ/oDsyTLUo5PUvYsHkA8WMy5Q5Rg/7Xmuyh/933b6 +oriKNnhjYBz+ej+D+Hd11EtWtsHPExmH+/wY5NO/VPf0O21w7aD/URHEl+Nn +iynebYMr2Q2R830Z5E9I+IPc6jZQvZiUu3ofg+jefxiidg/1OdH6eIcP8teM +bVxU2wbVW5PGD3kzyJ4pn6bpPWiDiBX3VybtZRCd77e5VXVtoGfsFHPTi0F8 +hw/UGde3wbpRD16jJ4Ok02LXoAH5+veTGd8D+SITd24Twe93V9/9vYdB9KV6 +kl48aoNo678G8ohH+7RTHR63gXbD9fql7rgfZu/IbmvC55yK7Vt2o75lfMp3 +P22DRmOlCV83BjFd7friy7M2yD7ccTPalUHipxsP729ugyVzp3jn78L+nRDO +H2ppA7H34Tp1O5GPwRXOoS8xvqVb6DYX7M+A9cV/r9pgy+vAzp/ODFL54U1H +1Js2mGfV+UYaccR8sxXirchH4+vNWk4MMgeupqa+awPFNXfeWOxAf70xOCL/ +AfU9JN7ptR31+0THM/cj6n+wiIrYhvNpxq42tbY2WM9M0s5xZBCt8ONOxUz0 +L8sqr3sO6I/jCXx9dhtM5c4pfL8V9/2QpKAaThtwljeMDdoziGp/tPgaXhto +/MhzkEJsbHmo7DG/DRxKau4vtmOQ+ghHl83tbbBWbJreJlsGCYjTnt7a0QZr +is6Ue27B+Wf3r8X5SxtIa68zOW2D87/5STq/qw0Glml8yN7MIBsGEjx9vqJ+ +3I3C7lkzSG6RxeqBnjZ44nhU64MVzuthofLRPpxXlcyeIUsG2VhXPe1PfxvY +zvOunI74/bjfn/8G2uCb8cx4LQsGactWGhf9gftX6Rc/y00Mknnhxb+UQZwP +8u+dvDcyiEdHuKTCcBu8mvt5a6Q58vGAvnreT+yH71Tny2YM0rSky1xjFOud +bb6/bgPuTzK5AaVjuI+4XohnrmcQpozLFYPxNrjvIKgcW4d+qzKHe38C81EP +7ZVDvHFpu+qGP23gG/ZPa+laBkldWR74/G8bjP9OCbNdg/ktjnliP4n6s9X+ +4G/KIGbjXgvbBG3wfN6b1QkmyO8LNinuFBM+yh2/dWM13h/+raW+0kzI+qSu +89gY9a289mTAFCbQM9/WtK9ikK291sJRESbEHjlhK1jJILud9iaFT2OCIF91 +SBmx3q6zaiJiTJwX5LKxEYNQvY2PzoozwVfOeaezIYMojUr4z5RkgmFF5/yQ +FVjPI97KOVL4frPHz4zleF9zeftRTZoJP6XfvL1tgPW5ZH+pRIYJLjrada+X +MciQ1hcfgxlMaH5zpHJgKe63VJLJAzkmZN68ViWBOFbGRslsFhOOedU9WqyP +/NmygNEiz4ScinscCz2cB6UyIw6KTLi49jzto4v7tZrid9ZsJgTD9uXROgzS +fX3VkKcSE652Dh26qo3zdHHIvz5lzH+n3wPQwngKXs04Mo8J7e9rZfhLcB8R +NV/6R4UJv0XaD/1bjP6y5ZNzlCoTjlzm8JQQ+/smJEioMeGLY7GTsSaDOG7Z +1ZihzgSrjxYc50UM0je0ZaryQibIsSoPhC5kkLDNng7XFjFBSa5XNEuDQfba +XSzUXsyEohU9FVXqDCLz86fI3SVMODhWtvedGupd68hBU20mxIivVB9egP3+ +ocBr0mHC6UXRP2QQZxh0OtnqMcGOkfpET5VBIgc+sD7qM8Fpm0uR7XzcL+SG +fNyXMcHvLff8QRUGmXdpxd+vBkyoXqqUfnYegzgdu3YpaAUTBrSlL5TMZZCy +gjUbJgyZoHCipqhZGfdJWZGf/61kwu33sk97lRjEuXa8VNyYCVeGlQZFEd9N +mROUsZoJq5LfqWvOQf9O9DdRNsX+exh6W8zG+/eVb7LX1zDhgcaG2z6KDLK6 +OW9QZx0T3LJGRGMV0O9+R7ZVr2fCzIDNB67Loz40Lz1fa4b18zVnP56F89W6 +q/GZOfJhHXf7l5nIR2fvp1s3MeHdHTkOA7GJhdJ7lgUTxE51HVSTw/1lumif +lxUTQlztJcxmMMiRAm2xAWsmXJB0qPKUxfvYZMLSEBsmbLbp8Y2Uwfk+U9VL +sIUJXKbM4qvSDCLCG86Nt2MC4+jzETId74v2wnbZrUz4xJR+0S6F82CvtV62 +A/a7uf0WhdhGujVGfRvWa5pprqokfs/yQlfZdozXVuX8egn0i2l5tkZOTCCe +sTke4gyibfYFwJkJqlOCyv4TY5Crw/4m1juZEDXCfH5FFOevlCF5twvjGSVD +ZBrej8+Y2bm5MeF8s4ZGx1QGmeKR2d29mwknVzD20ohFE7TjgvYwASacbi0Q +YZC6CbGlvz1QryzVKWZTsJ/Ful+ivJhgkrvb24vBIEczsvOlvJnQNUWyNYrG ++0rJVp/zPkx4+XGR9TUK+9e/dYWqLxP028pfPhbS5IZVrlSJHxMqXl1x7RLQ +pL9++Y/l/kzYEfFnTAQxf8NsVv0BJmTcuZ+zcJImJ19ufmUZwIT1etwtFv9o +Qna8bGkNZMLl+3vEff/SpOFjXqvrISZsm2vWGv+HJlkbSUf3YSbsV4m8XvSb +JqHZK/4GHWWCc4JSdPMETS6++TvvTzATxtSkAvrHaWLPVdgcE8qEuHvbvCQR +j9XGRUgfx/hkBr10ftFkdPeWhothTDg1xgm0HaNJy2O/aeonmbB3+ey4wFGa +/O7kOt8KZ8LazKtFqSM0Ub9bfGflaSZYfwn5dPsnTb7qv1VojGCC1kCGzLth +mgjtHGK2RKI+TvzaNjJEk2USen8/RaFfuF2+Ngux0y7fk54xWF+3BIHhIE1s +VglEBmKZ0GZ1x9v5B03E8kYuhMYz4ejgnE/Hv9PkbKTVCvoME2ar1DtmD2A9 ++ZOss4lM0L12iV33jSabymedUUhCPtjeCuD106S5N3nD1WQm2A6MSQr7aHIv +3n+KTioTNOwPV6si9owpfV2TxoQpFvP8zXppMo/pcG1DBr5/dXyJdw9NPMLd +I1+eQz4uE4zGfqXJNf93fs5ZTCh4rvfiZjdNDuWW7+w8zwSPlfFlzV008ZYc +3RZwkQn/7Kde+vYF61N5zXniEp7vKkybjvhQfIN3dA4TIp/vP6ffSROZhE0n +pfOYsOG1zVWHDpq0lRnnXLrMhKTmzQ+OttOkdDCnSeMKEzamePOzPtMkeXPA +eMVVJlQNnZ9ey0e+3CtfbnIN833y2ZLNo0nSUs+wp9eZ0NhhmvyPS5POitjn +DoVM6FYq46kgrtWft4B3kwm1FtrGGzg0sS5ZHO1XzIQTJrX5e9k0+Tmn+MdI +CZ5/s3VGHIsmEmH5eyPKMB72z+QiJuJGqU6JcvSr5bnyL9pocnhweP/5Cvx/ +5eai759o8u6v/d8FlThvdP9tkkX8tEPz/K07OK8iyn8YfKTJ1NwTq43v4vuR +ewp2fKDJloXWvU3VTEiRnO55/D1NfI5n5m+9x4TH43e1ct7RxDBttwe3Fvmk +ukNY30qTq743tPweMMFozzd++1usz++DgpE6zCc1pHkKYu8N1ZyIeibwkoYb +Fr2hCdc4olESkK8Gu8H6NebLf3HnAmHCc9ealoOvaPJlSW6ZeiMTmN1/2lNf +Iv8VhysqHqO/3FrMqHpBE861Fw9NnuD8TVmj96mFJuPPdd4/e4p+5bfS53cz +Td5GyY9se84ERcVZN+cibn8ZN7e9GfMNax1Z95wmrwoi7Q++YMK6oACbvc9o +spISTZp4yYTJj9234p5ifO2K72JeM+G/5FXKJU9ocnp99YIZb5kQH7L33Ksm +mowotZ/Ia2WCTqC3wvBjmugfvMRb8p4JPc7G12chnr2007rmA/rbzHbTVY00 +afSqA7NPTAiKcmp3fUQTU2rRujdtTJCNy06JIDQpFlF/7spiwiGqxPIaYD0O +Vu3qZeP33kdJPmugifNy5q9gLurpixq7v54mOk4ZuTSfCbtmJFRJI9Zv7bRJ ++cyErxtuXzB4iP2+0iKi3IF6cLkU51RHk5xHm5/d7GTCE+MN/514QBOlpd7n +VnQxobP5Rszl+zT506u4/1E3E759bzrXWEuTvt59VnY9+L+zube+3sN+6jgu +4/QywTVe650E4tmVbHW//v/r5SCtX4N6OUqrjn1jgrihp8m2aprEBT1bGPWd +CQ1VU/87dpcm4dd0DWUGmfBM2+VNThX6h5ShXe4QE4pjnJaQOzSxLeQfWvIT +/apQkNxVSZOwIO28mhEm9B63mxRD3Oo99735GPpDt/kx3ds0KYu+I9f6C/X8 +nvvXoYIme5t/uLpP4Pf1FM+GltMkePm78m+/Ub+fhzRybtFkJ+yWDPvLhONv +fJuhjCYF/hmHp03ivOsLO95VShOBweGOcwImbJ2z0EAc8UyFv7sWUCzotfL9 +pVtCk8IZy/jlNAtWea994liMelafdcB0CgvUnIsuHyuiyU3rG3SLCAu+Tb8W +lXuTJt2R3Vedp7FgWYjO4UeF6O8tH226RVkwEGbm//UGTYZVjwmPiLPguPiX +AEnEQ9EtDylJFiTMkApfep0mMcNvo1OkWLD4v7rMHdfwe75nt8+VZsFz88F7 +JwpoEtD9R69EhgUGNje6869iff1UZ66awYLoWM68J1dokjD4j3oqxwKzzlSP +/nyazAhLn9g2C7EDuSWDuGjK598d8ix43Og/1fAyTSaSv4ocUmTBVs1k3115 +NClRKJ4jmM0CbtDCDxG5NEnJ1VyVpMSCsuRlNjdyaOKvstdDaS4LfI5UvGzJ +psnSHLeMonksEJPNcxm6RJPnM+RfG81nwXeXiR/yiE0jk2c+UWVByzpINblI +k+u9T722qbGg/N7gas8L6O+WjXUd6iyYdjd+KO486j/nP5VDC1mQuTj2dlkW ++s1XxlnBov/X6+uJd5k0CVq4mU5ezAJdmyL7iXOoRxfnSGUtFsR3NuupIDb8 +T1uyRJsFVU1Wszdm0ORR9rPLq3RZsLpHTco/nSbaRTqmz/RYIFznJJGWhnwu +cv2yYykL1j1pl6tJpYll9o7MrmUsSAsgC7kpNDl+Wtn+6HIWfNYfMWMgjtpe +PpNhyILQKcf8FyfTZNtcmc40IxZMfrbOtUuiyeePax/MX8UC//r9zOCzNFke +uTa33JgF8pkfVHISaXJARSZhjQkLbrklBD06g/y6VXnqpSkLjGWjW3oSUN/6 +mqdc17JgXlGjvjRi42uH4vrXsUBaZVP+injEEqmXwjawQOOg2BzXOJokekfX +iJmz4FmSRF5kLE3K79jxLmxkwf0T1tpFMTQxGBuermnBgrnLHj9+HU2TOzqB +VjWWLPAsDdk3FkUT1s6mpE3WLHDpdp85F/HBU2PsD5vx+5zwFrNI9JeLjOXe +W1iw8cyrs/v/o4lk6UDmiC0LkgfsnNMi0C9q7lLR9ixYyhDq3DuN/vrQNVTO +gQUVzzhS/FPIh/rOsauOLOhf/eWXCOLfDzZHLNvOgpm7Zn7TDqdJWnWm3KMd +LHig7t/neBLjKX9UsdWZBY/Odw+HnaCJfNE7p3YXFuy7Ey1yNYwmdQXPRQ/t +wnqFmi14fhz7feV6o9CVBQs751sNHsP4CnzjU3ez4MCvOWEKiF8XyznN38OC +wiq9u2tCaaJ1v1CvwgP5r+T22zsE/aVVY8Y6L+Sv7hWrpGCapI4lT77ei/Ue +mLhadZQmqxZ9GXH3YcG7nd5TOUdwX/FZOPpjHwvOHW8/wkAsWrNDcNqPBb83 +H+hfchjrNSdETsafBePvGQcdDqG/pccszT+AelK4MX48CPulGuuiH8CCzYpb +k68E4j7SfCwRAjEfFq37PIAmfsm7n9ofYsE/j9pPgwdpUhW0Uqr9MAsMqw4n +KiIOPTLN7dBR5OMHbat1B/7fnxfVVAgLbF90yfj64/z/Ej8nPZQF6rnZHSn7 +sZ5OpvELjrPAw9amvsYP9TbWJ6gMY4F992gB35cm/0j6f2YnWZDnn5UxDbF9 +/Qqp9+EsMO/SStLbR5NfA++v7j3NgoydValOPjTpcTy0YTQC+/1OJ++0N02W +/JT4FhPJgjlOWXcL99Lkw6vrl+WjWZD7vf/jay+aSPetdSuMYcGeq9r0uCdN +Zlmy1VfGId9O7DCaj1j727GxZ/EsYEXuC7H0oEklc3aryxn0s0duDUF70I9n +NtT0JWJ+5kYzLrrj/pjnV3giCZ/PGA4gu2myP3zOFckUFjQanf3Q60aT+Dut +13JTWUA3MDbNQMw2z6jUTWdBzJ0dYOxKE9UVbs0NGejH86PMvXZh/eKXfrPP +RL7LxbUm7kS/XS+r2JHFgkNZe/ZXudBkhc+/LUcuIJ9qpCS5zjTRnBhLmnKJ +BX8iz9aIIH47OfkpM5sF7lPZB3SdcH8+Ia+9KJcFWna/tJx24H5yeM2Ze3no +v/78kdPbafKjN3TYKh/54Jv29OY2vI98adzLvoL+tUPi2ltHmpzap9Z+oIAF +Kmabz/x2QH8OOb9v8hoLPpnahakhvqqgOp5yA+fLjllHbbbSRNGWpKveRP/M +yQ4Ntsd9UOW40Z0iFkSpfI7Os6PJ6hSrbvMSFigPfc5+aovzosDg8sdSFtxU +zakb3EKTu3tWevreYsGmR9JfZyN+1+Ks97sc9fZllZKZDe5DvZlTz95mwceL +ii4HNtNksGHw69w7LLgxUpSfaU0TXcf978qr8Py0b0P1Vnj+JuP5+moWHP7C +semxRD978vDZuxoWLL8cdlsWcWrFxVbvWhYMWjeqrLZAPz94ofvXfRbs+FN1 +fu8m3H/oB1PO1GG9H2+ZnbyRJreO0jrK9djv+4nXasxpYtIc6H6rAf83fGBV +uxnWT3RKzjrCgpKIH5/EEd9eAR2tj1CPYbIRyzdg/5yuG3g/ZsHLsTdLd69H +PzlSlfyriQVy4toDcevQ71O+/0x4ivVrmV95ey3ul7e3eSk/Z8EK+7II9hqa +dH3+yrnVzILwitfOIogzFxTtWf+CBdMZscZ6psiH8Ivf373Eerm/0nAxwfvP +WG2sz2vkN/fGnKjVOP+yJBZPvGHB1Eyp2WXGeN4j5UNiK/Y/Tzj/0yrUq/um +s/Pes+Ca3KllFGL/rKVbbn9ggZ9k9BatlTRZKOWgaP4J/faqzOHtRsiv5psD +H9vQ73+o5p82xPvge8OXfiwWKE6v/lS0gibuBv+q/7JZ8EahRfH9cuTPt7/F +KVwWpC9y95o0oMkFUaOiBXzUv3NQjSZiu6TS23c/s8Cm6e9Mx2X/n9e7H1t2 +sGDWGfpk+FK8z37f0s7uxP8/Ov2tUB8x84RoYBcLvpw57NOqR5M8695V9FcW +XBK09f7VpYmU1fngzB4WnDC9HbII8R5O7APNPhZc95iQdNChibJkrURdP+ox +obz0pDbqja/rYzeA/G59u71QiyZe7r3NHd+RX7t2i7YuoYlLeu+qkEEWWG1w +fPx3Me4jEfp3xIZxvl6/lbAI8cjSBsPcn+iXBQHODpo0CbmV9Vh/FP3VLU0/ +fBFN5kzWuD4eY0HX4MwZNxfS5K+musBpHPePU7/+tmrQZJ0Rp6R/Avm90Gjo +nzrWe2m75+k/LGgTa/2uiXhs3nJ1uX8siLV8MuqohvwR+/jjxiTyizFj6ukF +qIdfT5uMhSy44HZHpVgV99sR8RuvKDYoh97c8GE+nhfJT/VksCHm8I8AoQpN +dhjGx4xNYYPm4dhrWoj7kx5Hn5nKhusX/Dt3zMN9Y9aO5HmibOgVzdWKnIv+ +/cH0aqUYG7S7FcPLlNGvP52ETRJsGHfkfmpTokmH+sxeliQb1EJ6Vk9BfL5p +inLgdDa8DFpZpDeHJmaNdi4MGTb4+rao7JqNfrFoLP+8LBvK/7t8OVaRJrt/ +jw9rybGhtL1Ss1IB5/8mFzuYyYa7ZYwHXHncF2cqVm+TZ0OgROoOMcTnAwwX +9Sqw4fn8HX+Wz6JJk9vdq+Gz2TApt61oz0zkY3+m5gwlNpyXiN9zVo4m+xYw +791QZsNB3cH592bQxFEiwnH1PDbkF5zp65RF/65IHH+twoac9O0PpRFnKv0r +3KvKBhU1u4urZWjyYscHj4kFmH948Kl90nh/OTBrYbI6G5SePzmQMR33ee/6 +kQUL2RCrt35vgxTuE1vevqxZxAYnZsfefknUp67dbZvFGO+PogAFxA2yqy63 +L2GDS865/8wkcJ+gU8+HaLPhk+iV3EBxPC+x/ZKELhvc3F8+yhbDeWaYUJiv +xwa7ZoWhp6LI3xSdhhVL2eB69JTmyDTkg4pZe/MyNvwXL/Cdjzh+qFlqz3I2 +TFl2sdJmKvJL9on56Ao2hOZYiRwXwXmZsCL2jBEban5O97g+BffDvXNaVVax +4ZvX16a3DPSDsmDNu8ZsiJv91mCSxvtZoGWCtQkbLNc3Fy9B/Lc6Y4RvyoZV +om+XOFE0qUly3h+8lg1F2Z13ooQUiRac7xNfz4aVi4UbKwQUqVdwDM7fgHzg +qbdzJinS3X5G3NCcDbl9djFiiP/zW1fcspENC06cXmb4jyJq949u87Bgg0bD +7R7Pv/g9vqbYL0s23Ov6UpjyhyLeXW7PzlqzwXCeQlDdb4pkfJqZvsCGDeYX +Nq3vnaDIb2Lrc28LG1qjDinJI46vkNxoa4f9ks2a3DBOkS3ldrpf7NlwOaiy +L/AXRbyaFReEObBB991jfs4YRSak/ObLbGMD16+F+3yUIltj1y++sZ0Nkj6P +v4yNUKRubYGJiRMbfCbKRtQQ521K2dnqzAb+9liprT8pElw4Ncp3Jxsqyjbr +nRqmyPMA8erJXWzYY/DXpWSIIgZF2T/PubGhYXZWUtsgRTy8HqzWcmfDlwyF +ZhHEc4v3J5M9bFj24ZS0wQ+KGJ4p7nfyxP7LNrvt+U6R8zInHb97sUH/5K+q +pAH8nvXnpmhvNshYi8x68I0is8zbNijtY0Nw+VB4Tz9F9kl4N9/2Rb233/8x +C7FtWZyr5X42rJ/pvt+sjyLTjdZP8PzZMO8UZyColyIi1en5wQfZsHfb0rC8 +HoqkG4U7SAaygX65S/rFV4oYPaekC4Lw//N2lk10Y/+OqX5cdZgN+08t2bYI +sZgjt/DNETYcU29hbO+iSJKPYfS+YDYcsDCui/xCkRbQ8Z8MYcPFeSHhFZ0U +yQ187Jp5jA157ScteB0U+Rbxx1k7jA1ez2zmSCK+T793bzzBhlkSX0ZXtVNE +kmF3aGc4G3Q61rH2faaIfOrBpKFT+H6sx9NMPkWENfpV8RFsIPrmDxt5FJmd +cLFLJZINyXO+PhjiUuSubJFqTRQbPMMtG1UQb96zx9c2hg3yGT7vtnAo4hgF +tV2xbGjJXPvtBJsiexOaZ4XHs6G/4a1UMQv5+d/pkzPPID9tlFa2MfH88c8D +JYlsOBw8x38q4usR3/3MkpAvoS9vLG+jiOyN4kFWMhvCzi7r9/xEkRPjsyIP +p6K+hixWpn3EfGOXzhNPR/52SCQ3fKDI8T2Tj69k4Pnsk98G3iNfz4WHrMrE +884XHJURFyytWPY2iw1Hndward9R5IXF+QnfC2xY9OH56uOtFNHoNmgRXmSD +iDSnrvAtRbSU4wovZLOhcUP6po9vKOI2kZasn4v53+prm4J4T9L2iGd5mE9q +5xGD1xRhfm09uSefDZkLTyh4vqJIoqJE9PgVnB8V5Y2pLyliryfITC1gw9SD +p481vKAIw6SiUvM6G0Kye1Z8b6FIqa0KDk/0mxO9f5QRW4dukXS5yYYBm4jm +zc0UmfJktdVQEfqTfcmVsOfIv839qQklbNBr8v2v6BnWT96tU7UM8xmo9mt7 +ShHtVenr7t9iQ4fouZ3TEEs0Jt50qGDDDZdJR8MnqMfH1kr9t9nwa/7Idu8m +inywfXMh6g4bCvKP7Dn3mCL/Ds1VVb6L/jHnxJHGRor0rjGoqqpmw9m3oinD +j9BPnsxw2HKPDfenKd1RRWw3++Hvrlr0f2E5355Q5IKlwa1TD1Df/5pmRgBF +LL1DDig8RH2Y73Iob6BIUETciop69HOFgAu8eoqsLdknZgU43+7/7ZZCPDqm +0NNO2JB9WGSN6UOK8I9efBvWiPyPis09UIf8MhxokmvC7y07JZLzgCJ/bGY2 +lT5hA/W4L7jlPkV0m6Vfb3zGhqrw5u+/aymS0/C5k/ecDeLXlYKWIP61Jp5x +rAX99TRnwuUeRaid03RlX7Jh5jaJswk1FDm3wN2r+BUbDHxvLKytRr0VpxaY +vUF90KXPe+5SZOaU3O+ct+iH++cEKyKWWx9jHvIO50H3D03LKorUHrG+Lv2B +DVINS7pC71DE9NaATNFHNtw0fl5UWEmRQToobkMbG4qvPA/5dJsiS6NbRTlM +NmwwWWIzDXGAuXxmMBvr59C72KiCIvo7TLSluTg/dEVk9pVTRPrFxlc3eWzY +qHByMusWRWruGZzY8BnPO9mMPimjSJ/uNANOOxsKjY6OjJWiftaT0eBOPE8P +/1mIeCvDq1G6iw3/hI0STiVYz7iB7KJunA+netTiiiny+LPHabMeNgQ8djOv +KaJIygJykNvLhqB5Cw5+vYl+4S65L7SfDVafDPIUEDuXmvvLDrBhs3HaJ4tC +iozP8Q8r+c4G0YyVs4/dQP9siDi3cZAN23U0vW5epwinNLaWP4Tzcfvuu23X +0I9/hfce/8kGEyemtBhiicp96jNH2fDi9PnDqwrQj4bM998aY8M7pfNcv6sU +0Xwm/8BynA1Hjn20v3SFIos28+Q7J7DenY4vmvMpMi05Jzz8D/p1kZT9n8sU +YV1z+KHwD/muSHO0ENcWUAcqJ9ngGKEX5JqHz/OKf9oI2VCvc04yKZciccW2 +sV8pDnQG6t5+mIN+yf6uFsngQFHmX7fv2RQZMz/7QlmEA2u+/52hgrjk76KI +mqkckH6u88buEkUa5RvXOIhy4EVwUmbERYr8LNwtOiDGQf7P8bp9AfHjP5w4 +CQ5MjWld2XEe6xuZXbdAigOa8VXycoirRtcUPpzOgWN59X/NstDPDL7mOMtw +4Lvij76jmRQ5bJ+Z+1OWAw8szduvn6PIBk/romQ5Dmw/Xcf/mIH9D58Gi2dx +IGT6ju5piO/ce9n+WB7js5QeXZmOfNfMm75HkQO7TnVL7E/D+dR+fNOf2Rx4 +xWAtyU7Fekx4JGQpcUBdq2frixSKJMQ5fVo6lwNbLaT/+5eM+8jlXfov53Eg +tWTLPV3Et50Dz/nO54BLyZVf7km4vzzNYExZgPleElubdhbrRTeHX1bjQMmL +qORHieiH8+UYqzU44JM1vfvnGfSfFUEZHxdyYLrNzY0aiCtcOnQPa3LAbYNd +2Y4EnAdX93+QWsIBi1fU3Ph4imzUEI8r0uKA6Mb6c7VxWP8JYrZRhwPyfyNn +9sdiPCsyJNp1ObDYyjZHGTH/xyneSX0OGEXO07aNocibNbF1iss4cPTfUOPp +aNTXquLrVQYYv+xTr9tRGP9o/0X7FRw4PzNHojOSIk6JNhe/GXJg0e7ABzMR +d8i8LIhfyYGVG9ce2fQfRVxzA2rVjTlgqipucCyCIp8slrFgNQe+Wr36XXSa +IuGLZk91M8X+KpxpZp/C/cxR3XRiDQd021dflUK8tnPb6cx1WC9h+39rw5H/ +30teLN3AgRMvw/wOncR9JHGJxisz7NeVKS4FJyjysfVt/P6NHND7EG7/IQz3 +L/bVX1MtOODx6IvdNMTR9XmHCiw5kPnIyGnVcYpsSn8yttaaA3f0gn38j+H8 +CFSK42zmANsrOzw3FOt/IG/B8S0cOFx7M+d1CEWyC+yfz7LjgGJidiOF+ISW +wYlKew6UGhweNgimyBVli5V2DhywnK612Oco6jslSdjvyAHzkMf7LhzB+LKn +vY/fjvp4anKr+TBFru2srtRw4oC4W/rfv4eQb18u5TxyRv5mNDroIZ67tTrN +fScHCp6+qvAIogh9Xyz97y4OOGyvlD8XSJHLRlm5F904cO7igegnARQhHa5V +hu4cCB76MzF+kCI273d/fLeHA6vv7w7VQmyqkcs45MmBg1sz/rodoMjF74om +0/dy4OXMCwmp/hSJtXp3usSbA66e/vMa91Nkpd3LV5b7UD8XJB6M+qF/KYou +7vblgOGsUHdNxIsgOjlqPwcqjUoldvmiX+82F8w/wIGG3UUNSftw/kpanqg/ +yIH03gMnwIciil2ptGsgxms0uuanN0VWU/MzJ4Iw3pvrxBciZoaNLTt/mAOz +c7ZwnfeiX/jP4iw/yoHrh+fcS/RC/Q6Ep7YGcyD87PVL9Z64XykttQ8K5YCJ +9UD0kAdFpKbrK00/zoE6ycEQdcSWn08MlYQh/1eUBjntwX6XznpndZIDl9Tn +Hz7jTpHtZycbvoZzgGVifeLhbop8vWR0L+Y0B67wNc8OulHk6DB5oPYfB8YC +7l9TQ5xYltdMIjmgvOXf4x2uGG/3qy/u0ZgP58e3hF0UUap1FJ+MQX5EpCo/ +3In+uFZ3dU4c9u8S13HQBffPDPdQ4wTUd8qHdDXEv9/21Led4UArCWHucMb8 +ZrbIhp7lQHJmw6IzThS5GTotaFYyB2IDboU/3IHzb9Zl5p0UjLdiPXtwO0XO +imXYOqRxoBtC16kj3hn45dVgOvoBw67MaRtFdnie25lyDvvLaVJNdET/nywY +0sniQGIlK7feAfm+e+a5F+c50NKbqDq8lSLz87rX+1/kwKyeT6UaiBkspT9i +2ahPuYdrXeyRLzp3G27mcIDxdhXrrB36RdWdFIs81EuczUmwpUh1oqJ/92UO +LMz7qTGyBe9Dr75sjbmC+YTpfFqEWPzibHP1Ag5MRo2n7LKhyNC0e+sbr3Eg +S9XRPmUzRQ4ZEWvPGxyovr9asdGaIpNmhu7UTax/dcXXMSusr7Xi6fwijOdU +Rf0SxJ4+vsVrS9Cfjq3K3W2J94e7i9p5pRx4L2UdlW6B/rHNSe3ULex/4eeg +J5twPriPB82t4AC/9I/3740Yz4hEc91t9K/4i566iEX1MnRd73BgztV7Pp7m +FInSScn7U4X57HU6nGVGkWJJak52NQcGjY7GNG+gCPT25hvf44BznFT+5Hqc +xx3WBqxa5HOd6qNliDXkNN4ef8CBnPXl/T7rMN5Lx8NmP8T3/6tSzl6L9cm0 +0qut50Bgt97212sowlbN+uEMOF/ZKpkMxGfc9jwYJxzofxHJMTJFvfgUpV9o +5MA/dSetAybIV5fDwSubOPDELvu//NUUidhR59X2BOtTu4X/3hj39bB4t2PP +0I9eHjAXQzyl85OnYjMHTo6PVZiuwnlTXnLkXgsHdhT2qR9eSRGff1NSnV8i +Xzdtyr9hhPOj/0vN+Cv0XzNRNbYh+tsFm/4Lb5B/4npl0oj5C0yXrGrlQJh4 +7RrzFVi/opqjzHccGCm/9unYcopwrR42H//AAX2/wdAyA/Q3dTvtOZ84YHft +kkrHMor83RFw8X4bB4pfX3klj3gJpTxjF4sDH12mxGxeivxa75L1h431uw0b +IvRxv1m5aGEOlwPCjR+m3dVDvjPiiAmfA2tj173v1aXIy0fHfbmfcV63Cwvn +Ie7MFM451YH1fjYzylGHIvNylJnzvmC9isK847Ux3tFXVxu6OGAwpm/3UAv1 +AorH9nxFvs01XDe8BO/bc/84U734/7T4lYsQa+qEbrzax4FvZOFK18UU8Zue +bGr2jQNfVKTXpmki/9rXrf8ywIH7yuu2PFmE+8uTVPuYH6iPxfc8/yykyAPu +Kf+FQ7iv3As+rY94rYVk+tNhDrxZHVrgrYHzRM34se8IBy6oP3h1SZ0ib9PF +aPExDqR1raXeqFGk4e6JzSW/OLB+iLFaBHFnaVq+zQQHPO+LnDRegPeRCzbU +998c6Ltj9jhQFf3qUtnBlL+o1611ctfnU6Sw9W6X/iTuEyIB+1kqeP/09PFr +FXCg0MzpmTRixn4YP0JxIS8iRGfjPIq4SzRlzGJw4Y9e88WwuThv9wUb10xB +3GQvVaGM8/9y6zfnqVxQrBGN71LCfN9zi39P48Jk6KCYEuITmheO5ohxITl8 +aob9HLxv1NHWayS40GNipRY7G9+vnKf1WZILu7Rq7j9QpIhAa0AhcjoXgupt +XYYU0E+sA2XUZbjQ5T9dsBBxrP6NmU9kuXCnaKTEVZ4iBwXp6r5yXBD5LnBP +n4X9YBquE5/FhTXlukrPZlIk83P6vlJ5Lox5neb+k0N+Gd28ZKuI8UUO3jBA +7C0IZQ7O5sKeqIhQvxkUKd/FUM9Q4oIDR8fusixFAgM2h62YywUbkV86H2Qo +YrJzK+fTPC4MB7PkJBDfXC9vHTafC4tufBSuk8b7m0V2o/ICLgil+kZCplNk +V3K7ZYMaF5o05AZLpfA+uKqP6aHBhQlv++EOSZzH/tUhUxZxYZtF/h9FxAYW +FiqFmlwgGyhJOwmcb4O576yWcMHr7SG1GHHcnxIeZHzT4kLagcH1D8QoIml0 +xT1FhwvspBP7hkTxvqFkb7RMjwt0uey5RYj1dz6f80Ef47G6/dRtGvqBwnTx +Y8u4MIXpTJ+bSpGBYBURpeVY749TzZtF8P+XJiXqV3CBW1d7VjgF9VdYOs/D +iAvK04I4hohvPFpiOmUVF3T1NQ0OMnCeTQ/bV2jMBds7n1MLaIqoVmTnWptw +oVviwiiToohISyp/wBT5dNfGQwZxftROnbS1GL/TxI2zAiE4Tk7ELl/PhR8f +bS9N/BNCpHvQt08buPDxc2a2z18h1LbUu50w54J2QEvxu99CSNrXzZq3iQv2 +x749XTchhFtOPV6PLDC/8dHhsl9C4EPTuLcVF3z6vmgpjQlB8PT0RbHNXJhp +UX04fkQIf9MUNpXZIF/E9z0dHRZCl1nypL0tF3J0RxZ7DQnhA931aMSOC6UV +Oy+9+YHnfypnXNjKBe+z5xXXfBfCHROjQBNHLuyvL7xW8k0Im+kVTp+3cQHM +4tfM7heCxX6FzdE7uNA627A7tlcI2pf41prOXIhecyt75KsQimuSd7xw4YJk +xcBuz24hBPRoBATtQv0cHNJ780UI2x1upM1040LV0erpazqFYKokS+7t5oLL +k1V/StqFoOm376/rHi70ehwbnf1ZCLqexWaUJxduWgT+i+MJIUibnXXdiwuW +x5TkxjhCMPj+e9TKmwu8keOGe9lCaH0p7vHdhwvt9XH7WplCqBmSaEv35YJp +2/ob69qE4Bsh2Gm0nwvrzK4P3/oohFP53b1sfy5k0OU2cz8IofDYo+iIg8jX +2a5Vie+EUKF3TksjEOuZWLT491shBH9z5T0P4kLCrnOlvm+E0P9hbm7AYS7o +p8w2/fRKCPPl2vbJHeVC0RJD9saXQtBpObvmXjAX5Ay+xla1CGGrhqmqWyj6 +Q9nidWrNQuBY9knTx7kge+X31PRnmK9bpnhhGBc4M5zYwidCeJKwVtbmJOpR +zORhYBPmO9arNhTOhaNJN0p5jUJQa87ckHWaC23XMoq2PML66pgfXP0f8t9Z +eKcOhHDRYqzgcyQXjMt7W7QahNC7rqw7Jhr5dsdm6NJDIaxev3+FViwX+g8s +VBevE8LdIN3UN3GIu47sPX5fCBG/fo8FJ3BBTHNZZc89IXT8e+OnlIj5m+6W +cq4RwqbS2z1wlgsSS0eDn94VwgytvCM+yagHqZF+wyrM7+p5cclULpTwnAJv +VArBzORy2e00rGfFXOGs20Kg5le7OmVw4WvShryYcowvhKvw7xwX+qIbrUbL +hNDuJ8+/moV8uppLe5ciVvWstLzAhbLhl8/eFwtB7BlJ+36RC5eit+aYF2E/ +YwzDz2Vz4Z+3RnhVoRD+iyJHjXPR/65v8le/IYTAfq9jn/OQf1srfc5dw3y7 +58XH5nNha5h34JQCIbDzfhZoX+XCgK5bzNErQogx7WxpLeDCtdNZN79cFoL7 +t++CY9fRb09OZ27LE8L6DwrrVAq58MjokXxTDupP1f1s000uWJNbHiuyhZD9 +t+mLfzEXVmq9rb1+EfuVssVqRikXsuIWqshfEEIT41ftvTIuvOkpSYvNEkJ9 +dKOhezkXyj12y/46J4SdJlUNIre54CuyOm9fhhCmb2/eVlrJhZSva1a2pQlh +z8TUMYcqLsgo7+Nbpgqhz9G/YOIu+nlNRUZtshBcUsZd82vQj18qbl+ShP38 +WL7Aohb7H5yjlp2IfNqWPjJwH/3k0UqBxBnkt8GV1nN1XIhp6ft6Ml4IVpe5 +davrMb8b5dyBWCFwH1ne6WjgwuP90Z93xwjhwPPOuwmEC3G6PoOvo4RgySt/ +rN/IhUAxB6n1kVhP7Vv8T4+5sEFuo1FlhBBuf+ZPPf2ECwv2mgSonRaCk8Ym +44XPuHBu5orKc+FCiF3Ycfzlcy6cMNVmTD0pBFGZu01HW7igOj7PIzQMz0vB +XOWXXNDbLf6i5xj66eYpkY2vuFCY0G+2MxTzG40c3v+GCz/PNTxrCRYCy8g0 +cEYrFz5ditppelQIjWuWj9e+40JU9fKJW4eFcN7QL8njAxeCGW+uzT8khLrN +XF2xT9ifXAe39ED05+I0TkUb/u9K7YIpAajviLgsZxb60xJ6NPiAEErGG1yF +bKyH0+L3X/cLQWW9id5NLhe0NmqDix/mF/tPyp6P80ZGtLZlnxAcRqdM/Pr8 +//lUW2/qIwT5B46Dlzu4oFK35m35XiG8m9L/0+IL9pOZMajqhfEKWhiDXVxQ +sqtWPuchhJXMXyoXvnKBZVqwfeoeIRTUB1qu6+WCXZNT9rHdQojiLg/v6UM/ +EHk70OcqhONelvWp3zCe+ZJb3HYJwfBUicSq71zYt2Jq7WsXrPcud+/2H1xg +7KtbusEZ+7fYuyVhCPn4UaumaocQjsyqN132E/VfuNVq0XYhaNj617FGuLDq +95Kei45COEEFWESN4T7xsypD0gH91u0pT2sc+3H32+bT9kJYkXYs8v0Ezu+9 +r2WGbYXg3Ry5LPwP6kd9Z8feLUJoMfr6XeMf8nvOGfi0GfUsWljzahLr6+da +Ym0thDa/xrOhQi7kr3x19aGlEP4lmgbMp3kgXsq5oW+Bfp4r7/qcwQNBb3RN +wUb0n5d2Ow6L8KBG8fF7eXMhSFv3uSpN48Gz3ecnEzZgv82+Bj4W5cHczj/L +/60TAq/HIuWgOA+kXn4PDVqL/uwn9UBekgerzQ8+7TQVgtvIyp8NUjwoCTqq +5mQihLO1LUZ+0jx4EkadbTYWQkLPk/gZsjzYnChLrVklBInbWt0PZvDAtuVK +5G0jIfRs+GPnPZMHNnvLZTQMhSD1yvDJdHkeyEUYlVxYLoTQSL7lPQUefLA0 +cpA0wPqnjn3ymM0Dxd4SkYilQqheFH5EQokHjYnpTT/1UA/HjyrdVeaBkmtP +2j5dIeRVcV/vnof5xhTvZ2sLYVz8fqrofB6kLf9oZ6eF87hUfHelKg8mz/mu +b1wsBNfmN0auajy49m73WiNNIbw9JzVvqgYPMudWW5UsxH3B5JFMxUIeaOf7 +71HREMKZnz+kd2ryQD/hZFSGGs7X3vNKU5bwoHJqd+W0BXje/oHBLS0eLLG4 +/v3EfNwvXHY5O+vwYN/xGsPBecgXw+MJtB4PEl7MTtw7VwjLFOSflupj/YOe +97cpod/oGsg6LePBeEaj85Y52J+yt/uo5Txw8hVpJYq4bzwZbi5ZwYOmuWed +DBVwHyk+b7zDiAe6Xdt6i2dhPxJJtXAlDz79cI1TmYn1yTm0tsSYB7sDryw9 +NwPjkyp6v92EB7WZKj2isuifcn4hQlMeGGW+Lw6XRn7wKtVL1vIgOv/h8WEp +ISy+Esffvp4H1/s+bdsnKYQ3yT03hBt4MHJjvglHXAgXmB/DSsx5sEgsU2+r +mBDmVjnu2rGJB1s2LtN7Mg3z3brHkrLkQXPKqPHqqUKI7vy3vtSKB3vnchwq +pghhSZ6OpdNmHuipdYZoMFD/VYM76S08yPk4rfASJYTDzpZhZbY8CDlo0Skt +FIB//YobzvY8YM+9rBUzKYBds+/zGA7It3mSEb//CuBKzke1ckceZFxP/Bz4 +RwCNJ84G79zOg86+OVu6JgSws4/zTsQJ+aFR07RzXACyys/X3HbmQV+Sm/Wb +MQHUmDtUu+7kwZ1dEuyNowJYeuG4sagrD84/fRj64KcAgqzXtdxx40Go+OH5 +S4cFkJlS6OvuzoOzbhofbgwK4GF2xQwJD8zv9/tM5R8CMCpwfV7tyYPeOac8 +0wcE4MoqPeu5lwc7JuauFv0mgLzgq67TfXhg8ea2yqk+AZwtWrPq/j7Mn2Uo +M9IjgLfFkQt8/Hhww7FYcv9XAWjeClSc4c+D4RCxWZ+7BLC3Z6pS/QGMJ2Lr +4h1fBHAi2WrJ/gAehJeetnrRIYDgDys3yQfxIM8oLXhDuwCODn8IeHSIBy27 +o8ru8QVQOmfBtYAjGI+745AuD9+Pmtc9J5gHrJDJddc5AjD2fLH8aQgP7Dv/ +y1FiC+DkN+3UI8fQXzpYjHSmAD46rR9XCeNBetXUUNE2AUxjiR98cQL5m0WP +nfoogJc3z3w/Fo58et4SMfpeAPN+k5Map5Gfie4KB94J4CejUqE1ggf9cx/U +drwVgM/fXQ2nInkgBux9Lm+wn7PJEa1oHvAq61XfvBLAaFrH8rYYHuw08vi6 +6aUAGrIJHRPHg9fJcO9hiwAiDrpzlybwgP+bmbm8WQAtpg8f887wIOph8amS +ZwKwMePcSzzLA3q2/pEFTwXwrOph7cpkHjDs9x252CQAteeeT7tSeHD8+pbT +Mo8FsLnmRXt6Gg/KXT9nxT0SgFv1X9F1GTwwq1W+PwkCCPn302TgHA8WCwQ9 +wQ0C4DXeCb+UxYPiw3FqAw8x3nWmLRYXeODhXOG3t04AOqVpGqMXeWA8GvqA +fV8AkqaVZ69m8yAsma3oWCuAdVr5QrtcHtT5tf3XXCOAuFuu//3L40H3C/+x +9dUCuD/ZM70kH/14Mj2ktkoATxw3FTlf5YG1+WZ66R3kX1ew/dRrWP+utIs3 +bwug7tuxKVXXsf5L9prMrxDAZL59k0ch8sWloe/8LQF0GE+mSxdhfvfzr0mX +CaB1OPLgw2IeeGaJ7I8rEYAD9XmbfykPFFb0GwuKBDD1srzV7Fs8uMK3VQi9 +KYDiKZrWT8t5sJSvI/h+QwDy/rOcg29jfcJjhn2uC0BX4vNhtTvIX4bjEK9A +AL/mJlx6W4Xx1GX82XFVANkc2denq3E+DJvLvs4XwIaIEzK695CfP7yWWVwW +wJYNT3dzatH/hQO7G3KRP65jtWce8KAg4HOWUY4A1kwTX7DqIdY/biWr/JIA +LMIZ57/W8+B+5k9NzYsCGPzVqZgF6Hfd06PyzwtA9HZpofkj5MeTuB7FLNRL +x26zn4080Iza5ZJ2TgCWT/70X2niwS/fuA9iGQJIz4q+Yv+UB9+aRN0i0wQQ +nfTbS/AM+dnD+fE7BfXStdvgVjMPsuZSyUeSBdDcVint9gL97O5ho29nBSBy +9de4xCucj/90v+1NxP6c0P1x/zUPLmwyKOUmCKAi33nY7y0PDPknQ3fEI983 +h9Kz3/HgPwUx29exqLeaRJVn73lQtvaDnmWMAMxUzluFfuTByps8ZRIlALn6 +SxEL27DfVxbMMo4UwJzX5x9/YPJg5qk8xTsRAriZlDIrho3Pk+wWaZ8WgMqK +qCPLuTw4pGaw/no49pM6yuvk8SAldZPPvJMCGNf22pHxGf1xUVzW+TABXB3Z +yt7QwYPc1cNvZY6j3jPWHxzu5IGlSozimVABhG0ykLzaxQOJhab7GSHoX5aa +97Z+5UFigcLTk0cFoPVR9RDVi3zul9UbO4x81lI1ut3Hg3aHxVcDDwngR/Qi +cY9vPEjS2TW/NxDrN8+wT+Y79vfNtSLPAAFcXGH7CX7wwCGNsYZzAP1C5NDb +oCEeqDYd5W73F0DGi8tt83/ygElG4177CWD9E/a3NyPod9woUytfAfTqLZz+ +3xjOiwDlyUc+AojfFGGydJwHW1/UPTfxRr1Z9Ie2T/CA2uKZX+0lgLWBvpD2 +B59bikfqewqg7c/4rA3/UH+zKgOK96Del+QdG57kQbWUk4+6O/J3pUvPVSEP +psWP+ea5oZ68tLwdaT4EcpNCFF0F8Ld31g/GFD60+MxJSd8pABCdE1slwoet +4RcrJV0EoDS5con3ND6cCBNtj3USgIToUfYsMT7I39s7h9ohgNt7X1x8Is4H +09SS3Se2CWCTg5l3qCQfdrqxykYd8Lw0y1RzOh9Uwr5PC9qK8TDT1JjSfEhZ +33Wgzw71M+gvf0aWD7+n13H22grgVZqf/Go5PjDWBDnxbQTw+W+i2reZfEhf +IuC4bBaAfdB701x5PnD1fQ6+t8L5qGXubavIh/1lV0XtLAWw6ADnomA2H2T+ +3b71fJMA7h3OY1co8aHvZJq7+UYBME4lLvGcywe/M2uUGswEsP3ltVg5FT6s +i6puX7UBz+f3/3g8nw8nm8Yqq9YJgDb08AlZgO+X/03WWyuApFdT+xap8+Hm +5abgYlMB/FfEDWNq8GHhqO0+DRP0s6lfFRMX8UFROssr31gA+gvVH5ss5oPI +lgv7lVYJYMgi6+T3JXyom+54MssI/aJ0zYZ8bT44VDVekDUUAJUxb5aDLh9M +8r42nF0ugGETo1GGPn5fp25omoEADvYldNxdyocZj9boRi0VwG+2AnefAR+s +6w8ET+oJwM6h48vsFXzwjjJ7elxXAIuT+yZaDPmw6QiojWoLIODNUuVTK/mg +PPj5TJCWAGbvrN2sb8wHT9erf/sXC8DkQGR8x2o+fJxDH9+nif22TG49Z8qH +xOR/go6FyH9d3mKLtXz4PCc9bbeGALgeR5In1vEhRO2hDksNny+wE5Zs4IOZ +5Mn32xcIQOPO4dO7zbGeq17EvJ0vgNxtfAnZTXwolS5Zv0VFAFJWWdcbLfhQ +8HOW6PO5ArBtvWATYoXvW4szzZVxn1nWI9TczIfs4zFVMEcAiSUxj9g2fKju +jr5kMhv1fvpwWrItH+CXSOI9BfSTofKD6+2x3nJTY5fL4z5mttZpZCsf5C5H +JlbMFMCNGlXbQkc+PKSPZ2vL4bxJdXbYuZ0Pete7796URT+Y0eUl5cSHVwPP +WOoyApA59SwSnPmw3Xyu+JXpAkhVmFJ+ZCcfmmTazeZKCaBJ9WLPQles9wPZ ++IsSAnjHj9djuaGeSks/zhLHeXLufVSSOx9at5TrpYsK4EJ0eNc6Dz7kT1PI +mD4N6zMcvW3Ekw+FZu3CMyICWK767U3hXj5c9pc4Pm2KAA5tr9q5y4cP8b3p +f6JoAVxv5Q1N9+VDxaLgeKFwEu5wDmQ98sPzqeUq4YJJyKlxtwzx54Ndyloy +8W8SDhXem7bkIB+eJC84GPJ3EnwHj73nBvDh1O/taj9/T8LHj1dupQXxQWfN +p87AiUlQvbw8a+NhjLep4Na3X5PQlLQsceIIH6r+3YvyG5uEfV9zksqC+bDX +YaZX98gk1A8ezfUI5cM9/Ts2Xj8noeD7g/uzjvPhvUjGus9DkzBl4ZGu52F8 +UFp7e43b4CT0s7PnnjqJerOWsGB9n4ST2428lp3iw6rMPBengUkY+7Spuvs0 +8jnZN+R9/yTU3WyRz/6PD6MFPrlb+yZhrdTTaLsoPkhtzHr1qmcSpDYbCxkx +qMfPI2I2XyeBXbgw4V4sH9S7T9s975oEf78klYPxfNBoWn5505dJuPwhsFH1 +DB9yBmQmGjsm4diy10c/JiKfXsu6rW+fBMknpQaJSXwYZi9vqedPQtpHMeHa +FD4oRIWamfAmYXvxV+ZIKn7P8FNTLWcSHsdZkKJ0Phzy2epgxMb63F1Svfsc +HzJiOnuqmJPw4Xj6PbksPviIJCYsa5uEN0oRz56dR39y3ri84uMkLO4Y6Qq/ +iP73Q7pX58Mk8OWGZQyy+fBhbU9hybtJ+PHrmFVPDh8u3W8JWtw6CckfzqTk +5vEh9l2NWeGbSZj8qdnpkM+HuZNF8zVeT8KlS9vMRa/ycQ+/PK3g5SR0yEjf +eVjAhxqnrPH5LybBO89F78h1PswPTPyZ14z/O7OiVrOQD5TfyXHl55MgO++a +Pe8mH1bf95mW/RT7dfnGaEYx1v+TxfzZTybBz3nNTatSjMdortn5x8i/lAO+ +gjI+tNt+CZzVOAl/k5YZ3i1HfWVcupFBJiEvO03W/zYfAk6afpWFSRClEn/P +v4N+cbp5aWr9JDydOn/oYxX2Q25t7PSHkxAx+j8KrDyuhr8Lt6Ad7ZG0qkRK +Stq0SZR2RShFSql+0aKN9qIiEaVVItoopEQdoiSUUCR1587VnhJxd97z/vl8 +5s7M95zzLGeu80JW4whM38mnZbVgfVLKS6yaRqCl+4O9MG60cvUX1jCaR+Da +8FzrmSYudC8td73TMgInDk4aCTzkwsZYt3N+T0bAo6sV0h5wIcqkqn9l2wjc +uxDktOg+1lNUsa4PRmDdxu8TyQ3It2/WORnPRqBexTqbt54Lij5ZPFufj8DJ +kUCjxDtc4N0Tl7DwYgT+DHv/+FvLBW9JadGazhGYKFRsOFXDhaUUz0rfrhGw +y6mK41Rxgc5v7yjXjfM2YDnF3eaCzptJ/t7X6E8CyzawKrkwkWT4Mu0t8jNp +VDrmJs7jP4MC0170v1VxAowKrHfkW9SvdyOQ5f6W7+R1LmyRtz1c/X4Eom8N +Cvy5xoW6UC8v348jsO18iUxkGRfE1NYekRtAPqXL6CyUYP3pNbG9n0bAQMTK +JbwYn0cZLUkfHIFDhQqnfhZyITF+sMdsCPO8vvLe8av/10uG2O+vI1Db/WX+ +Rz4X7KvnPWtH8Pf+TcZhV7ig+17uwWFiBNx5jc/N5XFhSdBfeXlyBI6v8JkM +vcSFva0Vue9pyI/1Gk6zuVz4JCssnTk6AntasttCLnDBs0Ov0nIc9wGL84bf +z6NfiCvaMCdG4KfZ2pbgc/i8ne/m66eQH3r7t89kccG1ybb26MwIOJUofz2W +ify9nR6hNDsC+//GxE2fwXqDztt9nkO+9PuqHcvggrmtz4YL8yPgXTEwMJXG +BYlzXMUdv0ZAZ6L/YlAqF9afCVDk+Y38VPPaO5XMBbe0svXNf0Yg6UugRlAS +F473VdqGMfD9mcx/kwlcOP3odJgmC+9/KEQGnubCtUzNWwQb/ZWS/3YynguL +L96cLuDi/M+UtwfGIZ8V6GYu/5Bv+mrPJmO4IBOzulSIlwLpfgqvAqO58PDX +KtF2PgrsK878MhnFhfIvvzJiF1Fgxjvwd2AkF87H3RDftIQCN3WaVkyFc+GI +mm7VtAAFFC8etw06wQUV1QLHG0IUsBC+cnoqjAtfO4Z5vUQooLlKBYL+48Kb +fXzPpcUosG2XpNB0CBesdQUu9iylgIFiwIFjwajPvO+hGcspQKyQfzQdhO8f +eOhpIUGBsGfrFYMDudCyzc+VKUkBh6Kr52cCuNCmTd97T5oCCtoHBUL80f+I +sJBjshTo4sSe/e7HBY3a9zlqKygQe2FKKvQwFyooCk+HV1KgOLSmataXC0bd +bn+vrKJAv8Jj2/98uGD4ONLOeTUFpNfIzs15o1/zpd0QUqJAqkhrWZgX+vls +suhzZQqc2VvtOb+fC6d6w5LjVSnw7tLXVSf2ceHMb6clm9dQwMbGZfLnXpx3 +vXLBnDoFlv5eDOF70M+dxg2rNClQuI5RsuCOfqx6ffSQFgVyjq9Jj9yN/Il3 +K1+1ngJ9Tlkn/7hyYXsNJ2hAmwLnnDROnHThQsi/UqsLOhRYz/oTyXDiwrtX +Jpp2GyngOkhPjnHkwtr9H+UXbaIALUrjKmsX6nlRkEKbPgUEvFKa4+y50CH9 +d330ZgqoyQhROTvRT4hcO70tFBha/1Di9A70/4fqUTNGFBBaf8bh33YuXJpo +vVtpQoFPpfG5iTZcyH65l+5jRoHy5bkjvNu4oHeTsUvenAL8Ys/1U6y4IPWh +tL7fggIUxeV5iyzxedd3qVywosDO/khOmjkXTP35r9ttQ/48mg8R2Ir9/++F +zuLtyD/PpIkzppjfy3Jfgy0FWi1VgoVN0J+uBkXG7qTA4X99jCwjLsj7uGob +2GO/Fc+fF9uC/X+w89fcLgqc192tnbOZCxcnXV5WO1IgFJT7lxtw4btLcNUR +Z5z/voW0i5u4YGVReFXJlQK8F16ZS+lhPgoM5w+5USB7tpTvii7Om2Vw44o7 +BT4vOtEjq4N6O1bZ5rKHAj99LSquanPh1h2dcVFPCshdFkiSX8+FGZkPCl37 +KNCt3RFQosWFMnruoZQDFGh7HLVHcS0XDG6ENG71psB8zwrncg0ubAsLkGEd +xPnTa1xU1bmQdDcxrdGXAlqdWgduqnHhaWML3/HDOM/Xl/7TUOXC9IDM+fVH +8LwF37KqlLkgGHBFY8KfAj6tKxvWKSE/Wox7K44if99sotStxnrVFqcdDKLA +4r3aMroKXHBh/9khH4x8+rHI4548F/7list/CqGAx9rmUv2VqGczD/bF/ygw +dWnbj4dyXGh27Zx0PE6Btc9v2RnJoh+qHx4TDqfAyE5K3WNpLniJbZjvjKDA +qscTK7ZKoR8f0BROiaKAXvWz808l8PmBbhvNoylQWh0gai2OfMis92fHoP6d +P1/sWMaFTAnL6qY4CvRsEFfZsZQL5N4lnPBT2L8vy1q6RdFv7/Ee0E2gQN5E +3z4HES6MRup3zyRS4OvM7kXvhLiwiVG2vSqZAlfirzx0FeTiHmnTdySVAt/W +5x3vX4L1XlQPUkmnwLpL9gZ7F3Mh2mObOCWDApI2LbxD/OhXetc6i85SIPzz +8IAXH+4n8SaZe7Mo4Ee7/4Dg4UJ8luwB6XMU2MwxKjr8jwMTjQam789TIPpR +SOYYlwO5rvlaORcosNCwKzmQw4GjzWYauy5SoCr+Y/IMiwMBW7X0hPJQT/V8 +2f8xOfDExNu+8zIF/o5+LPlJ50CFwNCJlHwKvLm/oznyDwcSmOW3La5SQPfe +/iHGAgdeHH0wwy2kgFuMiED8Lw5I1EmaPy6mQEm5u8m/eQ6orH5WFl1Kgcrn +htHJPzjQJNm2dPM1CthH321dPMeBoVGR7F/lqM+9LSJnv3MgZ6ZGtqEC+cd1 +PyQ6wwGhxLKG0JsUeMqb+CxnigPnGeOe62+hvrkGayUnOXDhTvryqdsU0M6O +vHplnAN5rPj+W9UUYGw3lVg5xgE9gze3j9RSoKYr41LJNw6YNEVmqt6hwHiN +u4IyjQOZg7Gx1LsUyM+quHuDygHl31+jyxoo8J7vPztNggPSh0vSvO5TYK62 +8XvNCAduxLdek29Ef10TeVVnmANaRVu7Bx8i/wVrHO4PcUBWToWvoBnzaH63 +sOEXDvzbFbjDowX5GB/W2/KZAyWXpEuknlDA2ZZdvPUTB+7ZaPJ8aKWA1/ef +J9r7OWDQev14LuD7RNxdtn/kgM7u9HmnZxRQslDc0v2eAy/9PiYsfY55ouGk +4djHAbud51e9fYF+eZBc/b6XA/IHGl9mdaLe0wZWe/RwoJlul2TXRYEUw7Ua +X95woDfKeadQNwWSpD4ber/mgLj+S8Wu1xQ420I4k6+QH5n1izLeUmBHl8UJ +/y4OvP4oxrDppUDF199FU50ccAslmIv6KHDvCvdtaAcHzO6tFX7xHvt12V3w +13MODOBXbspHCmTFsO1OtmO9lWs8rAbQP6kzl9lPObBq6VAu72fUY6jGZAJw +QPC86Neng6g3uL1tURsHNiY/1k8cwnyNDL195gkHzm6fLDIfRr3oRkmJPeaA +jGG++L8RvP9S65ncR9jfu52X2wj0A1OrxTLNHMgWi9E8TaJf9fJmFj7E+dTe +fWX2jQKNM0wZxUYOeE8ci+GOUmDWQLO24j4Hnq++a9g6jvnvkLlT8x4HNGtj +F52aRL1/VJirrcfff++lmE5TgBtKFG+8y4Eg8/pXnBkKHGnrdX1Yx4Gwf6va +n8yivx+ZXG5Sy4HSTNlX8T+Q34LrPkE1Bzy3lo+Y/qSA6M6LN7dVYb+jH/Nx +f6H/v14V/+oWB3wvBxi0/qZA1KaufY6VHOD8qow6RUd9ql20/HCDA4/mYzvN +mBQwsY7W3VvBgfSZb2p/WRRI3BStMVzOgWirsdw2DvL9ao76oWuoL5dEsYS/ +FDgg/0R7vJQDDqZfXivyEHDjANs0uIQDncJWcjy8BND57HfPF2F/rRnHCMT3 +7t8OjyrkwNxlbudTPgL8pSSK2AUc2NPguracnwBad2p3Yj4HDG0YF5MWEaB6 +6i/vkiuoD945/kOLCTjUF2+ZlceBxDzDeKslBAiGcs8sv8QBubvv2SoCBDxi +nvp8ORf1yfMsmV+QgJ3yHB35Cxyo38Iv/g3xq5jInGvnOWAsUFj5QoiAk0/G +/6w5h89flW59U5iAD5nO/jVZqAeNrvE0EQJSs+uGdTPxfZ99LvmLEhAcyDnw +8AwHFAnn7bZiBNx6ZfzNJAP9Z7aAR3MpAafc/cOfpWF/7hm1Cy4jILIxXtg2 +Ffk4silrEvH2i3FVb5I5UKB0Zn/3cgIG83ycXZPQH7QMN9WIE+Dmv/bfpwQO +7Ku1lMiWwPrqPzR6neZAssdtRrAkASnyXhG0eA6cGTw25iCF53N9bhwYx4El +Y9lDG6QJYP3lF5qL4cCt9aKfl8kQIPd6FSUiGv3Ge2roB+KNviKtrCgOGK3T +HO+TJWDk2NvriZEceLWtk3lPjgDiss+FJRF4/v0dknkr8PeZ7WnZJzjwW0nd +IHIlATwLP5IljnPgnM2kl4c8AfWnJzMK/kO/jF123nAVAUP9VXmrQ7Efx692 +yCkQYHNTp+pGMAdivmQsYiGeLYju0DrGgcGAIbuh1QSIeCVP1gdy4HJ3XsET +RQL+ldhJGx5F/j548L1EiQA/wd4drf6YF/0mdgnKBAjtFEu1PsKBlVStOz4q +BEyL8r98dZgDbRnJK6xUCbDkvSPufIgDO+Kss1XVCAj7IOI34IN+ExK6ZPEa +7MfGlW0HDnKAsmzRmTHEAl0DijQv7K/UYvEudQL0t5ufDTyA+tQ+UV6lgf3w +dGHN7UM/FNlllKVJQEiDcHiUJwcOHLr0OXgtAVHso784ezjAJnckOGoR8HIs +MC7FA89jHqKtuw7PryIiIuzOgQ9avDTx9QTEe9ldv+DGgVMei6/9Qhxju8ZS +1pUD/JGxfv3aBMzlXB0vccZ5bPHVbdpAQO3YjctqTsjX3S38V3UIuMveZl/j +wIH3Mekjsbqoj4STgnq7cL4HOp8e2EjAcWXjt812HGivi63eqkeA2qXMq+Y7 +OXBI+UaR0iYClqX5h3TacqA10DqPT58Apduvdzhsx/w18sz7hjijrmndx20c +mLYeK+o0IODadk2Z/dYcSDWZrr69mQCOmrwgaYl5/uHos0xDAvaxzvEGWuD9 +bQcpwVsIqIs+zfdjKwcc698tcjLCfrtOCZ8040Dh/icbNxoT8GtL78q/JhyA +cFV/SRPsF0VLL82YAwK1S67/RryLyXIWNeLAuyb/0U+mBBzdYnbykiEHUuy2 +6baYEbDVee7Gys0cuCp7Lbl4KwGyC0u/lOtzoPx97NfT5lj/p6syazdxYJNO +v5mvBQG8d87tq9/IAQZxt9LakoDr6yZuGupyoK5IRFbdioDARbcYbRtQn5KT +5wWtCbg689J1uzbqm71j6TTiioIdD96u48B1gfWX325DPbSqK7hrcaB45qJq +vQ0BEst8zn3VxDz0Pv3o4nYCXK1/LvLT4MDm5XMekbbY32VDKdNr8HrTKHvP +DuSrhpxwuBoHeAUO3zbeScAO61v5LBXMowcBBxTskP8y6euTlTkgFr4gy2NP +gLDnvS4hJQ7Q6UJDJOILsDY4dzUHQum3b3bsImCMZ0pmhQL6+Zr3J287EFD6 +4UfXNXnMyy3pLlmOyNdZk2TNlRz4RHbohToRYCr4yqpeDv3mS668izOe7/Nl +4S2yHFj9cUpE3wX9TfraIEhz4L/UPn5ZVwJyT47etZXCeV/bzs9CbPLw8Lle +CQ7wDdsJD7sRYHVW7sQecfT/uRG5p7sJuHOb15uyDPmWza9T4U5A45tVLgFL +Mc8CH+1K9yCgrS7Afk4U/cmE90TgHgJ8FxG7TopwwKd5qHTXXvT3synu/4Q4 +8CNv5wcdTwKafjsdyRBEPaTbL5PcR0Aan3X8MgF8vjXp+gfx6sB9hfmLObAr +cWnp4H4CFtMugeIi9J9f7348OUDAxNrv07f4cH9z0bK/5oV6oh9W1OXlgLuL +fF2KNwEHl/zxbP7HBovbN2QCDhJgvry8yOIvG7REX2bY+eD5ew996+KwYdGm +FJ4NvgR+b23Rd2Gzoff9YKL4IfSjfcpZg0w2FJS/FvyNuKZwxaQvgw1x7p4F +nw8jf+MVHaf+sKH6RorOEz8CrrTotpz4zYbDNvY9ZUcIaFlur83+xQb69/qI +FH8CzhgH30r5yYau3Y0qAQHoz79yNUXn2WCl6/nZ7igB3YxH9XlzbJjaXHJ5 +QyD2YzFprjDLBifF5H0SQQScHhAYuDnDBslrghp/EO/UXBu+YZoNE/9tZA8e +Q79uspZtmmTDBRvuQGswATct3dvNJ9gw/Cm4pTyEALuU/RFdY2xoHE68mRZK +wIzRbm2XUTYILDUuCPwP/VrV7PsgjQ2DilcvOoShXjmSDw6R2L/u0ryNxwnI +ShlImibYcPCFfan0CQLeRCV7RFDYENpx7S4TsUWetB53mA31qaVdw+H4vsJz +Uulf2XD6kc3kswjUr+0Ed+kQG4zk88UrIzE/96nO5g+y4YDvJcvMKAIML5qO +Kn3G51mbxISeJOBd3UZa1QAblsTkNLtGE5AQzDOh18+GnkcX/m2OwX3jXOWv +xx/YEN9q7igfi/nVp7zE5j0bvpqU3PiH2ODPf4o979jwaqaK71sc8rn1vPme +XjasO+N/tCse+zcW50+8ZQNv54f+2lME5G00yAt8wwZH7592uacJKD/Y3PWz +G88r9PxlZAL6wUb+RfGv2DB2evuufYm4j/hLbl/cxYYrJ0993pqE8382dv58 +Jxvya44GqyYT0M8XNyLbwQbbD4KCgim4n0y/1S9/zgbZW941M4j/mA3narWz +IY0S5NGXSoDo48rf95+yQcVgg9DDNNS/mqaPGeA8faqeF6YjH8wO9nW2Yr0r +h9MSMghQeblzp/MTNtTKdzv5nUE/Th19OdjChoVVx5V3niVgfrOuw+FHbND/ +9J6lnYn6u64xONPEBn/+H0MSWTjfs6+ORT1kw9l9r17QEcMdycU8jWxounyw +8Ws2+lk//82z99kgFXq/7tk5Aja359tL3mPDp+KOusrzBGwwfMsormeDw9CV +xqwc9C9Gea36XTa8JDU6wi4QYNYtGVBfx4Z7wTFf3XPRD8OUNI1r2XBGL5tt +fJGA8Tsdc8+r2fDxu4+K0iUCku142xyq2KC3l+G8OI+AaoG+i59usWHXOreM +KcQra/RCfSvZMKp0oqP3MuqXqeo8fQPf99NdpPEKARebr2+JrED97vu3tzCf +gNHaWo1/5WyYl/jvTkIB5kmxucLZazj//psiR64S8MTec4VkGRuy998IsytE +fifR5UtK2GDqc2xYpwj9kl9ujUYxGwJL2C7SxQQE5DfrNxSyYf9b9x4W4jb+ +T3YmV9ngVx3rSpQQ0Lf0eEBHPhvGZ4NGOkoJ0ElIzXS6gtfdNU7UlBFwXn7Z +g8E8NngW1IvlXkN+Vy/9dvgS+sUJgYaocgKWLCSunM3F85WuP3DgOgE+bYf3 +RF9gw9EBpWVWFZiPfQ8K+XLQH/q/vdK4QYD2wvFv2edwfntissVu4r45W6Av +m80GQxmKxy/Eamc1ssoz2TDzRmbtYCUBUlnyE+vOsqFlszI/3MJ9+MkJ+4cZ +bGhf+u/bjds4/zGtRot0Nhgsb+jJrCLAo89yzetUNrj/MXwaVo37rU1jkXsK +GyLi8x551CCfRFLkiCQ2/PF62WJai/44c7soKJENzh59z1XqcF+7p7bm92k2 +CCnf/yh4h4DYNQsPEk6xoTkm5Pss4rfLpO2F49mweBXv0v67BHwyThvPi2VD +zfPQzY/rsd9hVpmKMWw4sb7Jv7wB/SPWblP1STZslhgqzbiHelEtIvWjkA+6 +QyMh93H/0tcrgAg2nNrWrL77AQF6MWK77cLZICIUHmXcSMDTx1oy/cfRn4xF +e5QeEjDZmTFyMIwNJZdTtQWaCMg5olI3FYp8H/ia9x1x2yFGUmQIzr9ZetHH +ZvTXswJePMHoF0yduJZHBHTcdNiaFcQGl93rWdda0J+Tu9bIBLJhJF0kKeMx +5ut0pGR5ABu2OfQsC31CQG+tm8B6f8wfv8jK3a0EGF88yNvkh/w+w2tj0kYA +MyCf1+owGyKjwqeVgYA9LIbAW182JE6/vir4FPkinSy114cNPjdEnOcQs9N1 +NWjebBD33rR04BnuMyv5LEK92FDRb/3xSTsBDSUL3sz9bDDuMrte8RzzfXhx +auo+Ngj/Uo7OfIHnrdx0d5knG/ZIzrsf70D+dMYRhXvYED1WY7K3k4AvIl9l +1T1QT2vd1pq/xH5au7o37MY8KRxfrd6F/mf8tcDUDf2KHrhK7BXu409Pki9d +MM84X5QXEMdfV9Fzc0a/DDDRGepGv7j7JWPEkQ3d9Kxt7a8JYDwooQU6sOFZ +4Fvfqje4bycH2vy2Z0NVHE/GhbeYr2MmdYl22I/pNQ9O9mCe3pWQF92J/Tu5 +ddK7F7/H6qbP59tiXn21U9/+DvV+54Wg6nbkzxf7Y9p9BDikFJ25s40NnzdY +NUu9x/pZIUuNrdlQmb9BjIPYk2ZU2GHJhvAP4kG0DwRELOWuc7HA+6/N9HR/ +xH3ZvvH516143lYwuddPQFWQj+9RMzZ4TWbVXx3A/cSUs2jBBPtJumgnfSLA +6UL6nQRj5J+/xL2jnzEfDbleIkbo1wY9W50HMW/4vSXzDbF/YukfDL8QUPa8 +skdlMxtS7xiHKQ4R8H5nf84dfTYED8xICXwlYFHAuIfxJjYUbyt5Nos4eeaL +audGNug274oaGCagtabuj4suG1x/sPXaRtDPo7x6hzewwaa2hn6TgvmuMFEX +qM2G3TUHXpwjsF8R9hd/r8N51C67GknFvN+VFp+khXkQ1hHpRaI+oi4Fi61F +fjWe3mdDw/s7ww9d1cDrJqa22t9wH1qm5r1GHefd/tdEehTzV/n6wQY1NtgL +vdzCRXy7b9rfTJUNde8um42OEfBx/m/4K2U2aHw+Zvd2HPdT98F0dyU23KDs +PNg4gX7UG11GXc0GtVu68SWTqC+9odYQBTbArFJ52hQBZ93+UpnymH9R8j0h +0wRYLyZE0ldi/v9V4veYIaBA/rSJxAo2vLDVs9j6HfkTNBBWKsuGTnHnNPVZ +3A87xmq0ZJCPCnHvl84RsIqvbuahFBsatB5o0BEf+6W+yVqSDeUsdirlBwGO +oa4JveK4Hzm4Tb2cR/+11e7bv5wNhd9a9tT/RL9za9ScWIr5nbjpbcEv9OOA +ibQIMTZwiFa7pAX8ftrzYoJHFPOra9+7wN/ob6ztLueE2fDgj7C36x8C/qqF +wgoh9Gvt3l/GdPT7WsNNlQJseKt9O1eVQUDSkfJavSXoT81XDEWZqBeNqnWw +CPmZUzS6gPh75656e342HApvKhpm4bxWZhp/5mUDbc20Zycb+cPw7vbjYUPY +UUOluxwC/jN8dXD+LwsyOcWz+Vz8Hq7rZJ3isqC3YlVH4l8C1uu6FwlzWDCq +2FQR+A/3l/wTlvksFpzXC8l05aGCQsuq76pMFlwuMY8x4aXCk1CX0no6C4ZV +dMLU+KhQkL3U3ewPC/almv4nxk+FuSkX8e4FFoimHo36g1jLd8UHj18sWPrt +fhplERV6Ow8V0uZZcNZfsaRrMRUu/FoXEPaDBQ/f1jxpWEIFIzhhxJ1lAWXI +81uhABWaeQ3EM7+z4KibllSqIBW/d8NmZWZY0PZHYVeIEBWa7FX7KqZYcOSM +QbaHMBW6+O0f6U6yYL77+EdzESp8uDRa2TrOAuGkD2prRakQ9fHHVbsxFviH +7D8lIUaFE6VBFz99Y8FHV+ERNuLabucLfjQW6C4Q20eXUmG9XvmleSoLAqSI +pp5lVJC641l8mmBBbJTgxublVHggG10tQmHB6eF998rF8fk7WK0FwyzIF/1s +kiVBhckVIwNrvrKA05n4NkKSCi1HlH/f+8ICZq97gLcUFZ4tbpezGGTB5NQe +oR3SVJj90Gr59hMLtgxl3N8oQ4V91RJh+wZYEOQ3dkRelgqGh9sqxj9if+0i +lBbLUWH8c9vXiA8seOmkR5tFTIyKy/O9Z4GjkfKdzyuo0ObX6J3zjgXB3ZZJ +7SupYK1769aqXhawO/MO1MpTYZfq6O+qtyyY+LnS4soqKnyVC9lp+IYFmyT6 +1yUqUGHZjOn1F90smJt4rhi0mgp60a48rq9YYG4yIb9bkQo3C2oOU16yYM9b +K6WtSlT4obn9TXAnC5IPf1yvqUyFxkVKxqwXLJBvL7GUUKHCUwHDuoznLDhX +V+bNQcwRO7tGuh35M/UlZUyVChG/JCuuP2WBuJlzwzs1Ktjn9a/RBRZ4BPGM +t6zBeb55XdfaygLa5hm1m+pUiI5ZMLZ/woL4AKljORpU6IhyePu5hQV/n8Y8 +itGkQmD5Rz//RyzYK6iw3G8tFTYNZPAuNLEgg+9fqKMWFUR/+lUkPWRBWYTS +wJZ1VBB7H2i3rJEFL1STbVTXU+GgW96f4vssWN+v1iqmTQU3N/KW1j0WKDoK +mTEQ77vr4t1cj/100+0gN1CBz4ZYsf0uC3RqC93f6lDh73zWlw91LDBetXO2 +SRf1lOd6zbeWBQ2BpjnXN1LBRUjv2Fw1Czbvi9xyTo8KlTqaJqeqsH/3FyZP +bqKC86jecpHbLPA1eVxxSJ8KZYLOUwWVeH/TqyMOBlTgjz71Sv0mC7xmlXS3 +bMZ6JB7VPajAed98xqdqSIWARp58q+ssmL1eOyy2hQpUC9e0d9dYIFZHPmUg +DrtUE+1dxgLeTL9amhGeL1v4+EwJC2R5Nl3rMaaCpHBIaGwxC+70OxY/MqFC ++cy7MMEiPG9f87UbplQwkNSPvnKVBXqPjtflmFHB3SsvVa2ABVt3x7bHbqVC +Q/Xc5XtXsD9HP1COmGN/h6xrLS6zYG3bqcUuFlTw6Dn/sucS+svK2E2mllTI +9esZP3CRBao2rwI1rKhAO8UjNn2BBbAo+LaENRXyWSqGMTksOKl0eI6LWOjx +Jn+B89ifg3e3Tm5DPZXpFl7OZkHVGZcrH22osP+s7AfVLBZkH7b7A9upcG3v +2PJ7Z1mwv6nQu8aWCkGzhW4WZ1gQZ2/de2UHFR6u21TUk479HN+2I3kn/n6+ +dvxAGgtyXa+9CrGjgo/yEqPpFOz/bg83T3ucX7FpTkwy+lNjwOi2Xah3a8cp +gSTko2l/gq4D6o+5xe5KAgueNJSprHKkQlIZ647aaRZIDL98K+CEfJHNlbsf +z4KYdMekX4j1rFjplnEsoEfqm1GcqaDMr8/qjWFBfXgs72sXKvwxMT3hHc2C +QVvlnoeuqJ+e5XMzUTiflrUV192oUFh6NywuEvWVl5d4fjfy55wMXSiCBdSS +Q/6x7qiPU9bJBSdYsKYsb7e/B/qRq76ExnHUv886e9c9VBCeG6ts/I8F72o0 +7LbupUK1gafFtlAW5OzIdNHypEKr0NmR98Es+PHPzVdmH/qnY0SS7zH0z8K0 +GL79VFAcl1v7I5AFq0nFwlnEm5oi+k8fZcHnUtXnXw5Qwex6WrpYAAvkCnMX +Or1wvlk7TYuPoF6Lgzbc96bCwp62P1p+LHgTdjes7CCef4ra+OgQC16P+DzO +8qECQ/1ezA5fFnjWJyyN9kU+/Vxv9ekgC37eEQ3yO0SFNzrOy/y9WSB5Q7DH ++TAVMl+soC4cwHl7Rhib+aH/5GU0pexnQXiB8921R6jATs2/KLGPBavwg0vG +nwrfY2xPlO9lgeaQ1z2+AJz33sseunvQ309csJhDbLo4wRzcWSD9ePOnoaNU +SD3Cp+24G/l92iWqKxD9wFtBcdiVhfs8VaExCM/78a10sAsLjMrH35Yfo8Lj +O+LibCfMozy/9PPBmCd9Y8szHVkgtc7TNi4E+a1sL73CgQXPdTuXHw1FP00z +XX3bngUF/9WSu/9DftGa1xnasUDpnmirZRgVjiq3mXXuYAH/8/GyDcepEKpm +t9vdlgV/grdmyZ+ggtyHff99s2FBZ6x4gmA46ldy9nz4Nha4NvnG/Ubs+Yb3 +Pp81C85810kkI9CvaZeGci1Z8N9E/LneSCpYWFwXVLZggUL4zoonUVS43qVl +XL+VBa17rzyrOon6OLwuzNwM+eHnN3ElGuthlFf3mLCA8H0gmxpDhX/B2ZNe +xtjfVRlOx2PxfFUT679vwbz3Hs7xjqNCXt6DiHhDzLvfTZ/t46nQLj37VGQz +C6xqZLWMTuH5pC6JF+nj+XZxU9RPo3+dLPfX2oT8uBE4JplAhd8ask8fbcT8 +TPBy4U3EPBP9qbBTF+utGnwxi7hZVDfx8wbMz9kRi69JmOfivWMB2qiHFaEd +r5Ix73nfutDXscCJkeHalEIF706NZ+laLPjtrj1xI5UKybbD+jJrWbDyn3f6 +xTT0i5Dp2psa2I+nCtqJ6bi/KDmvNVBnQfSRoK8hGVRI2SlU/UKNBbWPbfL2 +n6HCxDspnd2q2O+c+t07z+L1srBmmjI+r65GwTAT/bN05fZwJcxvquGcWhby +r3H5Zz5F9EeW+yuJbCp09jqHXlTA/Hm+pJbnHOb9x8+CKqtY0C1knz+LuOBO +5a2GlZiXRapZX8/j/rS92c5yBQvUt+VmdOdQwTJN5Oc7WRaYvc/Lbr6Aeepe +WuIjw4JiCZ3CylzMp7JQhx9SLLjx3qc+7yIV1jrF8iZKsv7/v31v8iUq1OyC +R8skMC8Fzv8Jy6PCqWSTqLLl6G+yWeoHL1Ph/peZzTrLWOA8rHLQ4QoV0sz7 +2G1imJ/qHtdM8qmgUzT2wlGUBbeerZlaW0AF+c9aF0eEWUDGXTSVu4p+TRQd +DhViQYhqSf6SQtynygyN/gpg3qdvZy8grvzHlji/hAXPTuQE0IpwPtNjPxQW +s+DLw+ivfcXoXw5/3tfxox8p8e97WoL+La75yIwP/TtBh7hTir9Xia14y4N+ +eO1vaEkZFcaCpnK9/jFB1O34kuxrVDg/EJX6ncuEo0fOVMaWU+Ges0LcKQ4T +nCu3OQVep8K7F0ORYmwmJH6r5NlbgfxdXR9RwmTCu9m7LdtvUMF4Z8FJbQYT +Vuf5nDK4ifuv7sXTrX+YcKTi0Q61Siocf1Z01uE3Ex5OP14leQv3pbF7BcO/ +mKBtepTJe5sKJdn9NSE/mcDvByM/EJ8s433O/cGE03rtbyhVuA+JGIycm2PC +v6jjz3uqqUA+CeEqzDLhJ09Pe2sNFTZcq1K6M8OEL2Wfu2trcf8rH7PdOs0E +F9WLQ0V1yM87KuE9k/j8/eyFzDtU+Hlv/3XvCSbckZGWjb1LhU9FOf2zY0xY +q05YBtZj/ns8EU0YZcIeT6/IvQ1UeNlDsV32jQmGiecabO9RYfQnPb2MZMLH +oON/Nt+nwo27fN06VCa4TQptU39ABZuf3OVPKUyYfb2nULqRCpq3x/c7jzBh +mtzPXPQQ/a+ttZr4yoSavzK+C4hzVU9zw4aYcH3ubB+tCe9/ob6b9wsT3NMb +7T40U+HS+cY7uZ+ZsP9S4Zv2R1RwCNMUU/nEhOBxoz33WjDf95z6714/E7a5 +5U2VP8bvk433+q0+MuHRrer03CdUyPj+wvzDeya0NJ5al9SK+oq+X3e4jwnW +jksHw9qooNsep7jQi/O38srxASrUNclfTu1hguPhY47OT6kwZJu7VPotEwyS +jWQsnqGefL9k3XzNBL+wrjGddiqk/1wQ3dyN7/8n91TxOfr/1EhuZxcT7HnW +X1/2AuszvLJyz0smcLfxnfuHWOaV3K3xDiYIlhUnznXg88/5GUa/YIIUwY6n +dGIeRZx8Lfgc+zWolNz7kgrFIU6Hrz5jQoi36AXoogLXf+rv2qdMSDWHyruv +qBDvvL20pQ3n42TcWdZNhYQVvpb2rUwoPXh6Nuc1Fc41bJkYesyECatsxcQ3 +VDAXfH0xuIUJrq/9PMPeUmG7mIwlt5kJuq8Fi316qOBfL/vrXBPOTypm3LmX +Cqepb2+vfojnjXtoYvkO8YXNh+4+YIL4u2cFG/uQ33VOihb3cZ5jRX+V3+M+ +oClLvGtgQmGuTYjEB9TnfOYN33omlFTAN76PVMhh3g7+eYcJN+aEj/xCvEf3 +vy0pdUy4tkNzltaP/pI+JCBVi/cnySV+HMA8nJn+cqMa9RPydWXHJypYuZU2 +GFQxQZ2IaGv8jPtSzY+szls4n1oyqHIQv49GicA9lUwwuamulP+FCht/BttP +3GDC3VLLkYwhKkg/v6gbU8GE5cH6N6O/UmF+h/MK4etMYBP/IgKH0V8jKhYX +XUM9991w2DeC/NiS+XtdGRO2LFfTsadQQSKVb/JJCRPWnDi9wpTA+3cKEw7F +6AfdD0S1qVTYFlf2ZaQQzzP7UnA1ifwVevr5v6tMCKpvFltGwzwZC/zCU8CE +q6MZ8jzfqPCCv4iSe4UJvIc2680jVnZzmVC5jP1nvnAhR6kQ05m5cP8SE7qS +9GM/jOH+4mSzyOYiE8R60mpejCMfiNOyAxeYYHf/0WjjBBUcgw02BOQwQWlJ +n+atSfQDmv8OxjkmOBS9iSiYwn3RSNz/bDa+37bu1dlpKjB99DJWZjFhnBKu +ETdDBTv7rpqas0zYYKR8Pvg7FUKm330wPcOEk5oPuV6z+PtNdv/epjOBTN4U +5TSH/iWrt+FgGhMqFArpFj+wv2fTfX6kYD09U0l685hvcTZXkpKZcCBQXVrt +JxW+EcG9EklMUO5waJD+hX5TxxK5kcCETw99PQQWcP97P2NvcJoJ8lKHFzER +p9tY5nTGI5/vuT6e+k0FEcbv/j1xWN/RjXFf/1Chb1hQaTKGCaeEebb10HHe +UydDYqORX/+B9FMGFSqWW7aJnGTCpZCwHw1MKtzedkiiJJIJh75IfqxgYX9i +BgM3RDDBMrv66WU2+nfFjRdwAuflafAwg4P79MNnKi7HmWAk1/gghov5dHND +KvkfEyTLtJ4c+0sFtSOTE+GhTIh9ceWN1z+sb2LOeXEIE3gOskadeEj4p2bx +5Mox9BMbD0ErXhKuiH3W0gxigqpjzSZ9PhLIK43Fj47ifJxZAer8JKg2Dojb +ByDfVbbdlFtEQuMBo8yvR5iwr/jstPBiEhYnDy0O9WPCjrzXxlzEF1Y8Tv13 +COulCl+aW0LCtOzAklxf5Pv+HQtUARKaj2tlq/gwoWEw1fujIAn18g+lHnjj ++Tc96+sUIqFc+OQ1Gy/kj/lfh0fCJPhsOqbzaT8TJvtNP9SIkEDNvPDs6D4m +nO855VsqSoLGklEP1l4m/OJpZ1wQI8Gm0H8uaw8TxrYJX01ZSoK3qWSWggcT +tp/YYxW1jIR71Im1d3czYalv9cLR5SScSRh9beHGBJtJ/vr94iSYiAgcf++C +eqT5RThKkGAWa7/Czxn5pN5jaSlJgkR7/YvfjlhvtoWcvhQJ9p/1wzMcmOA9 +84SuLk1C9r1+tRW7ECtuI1bIkJCzPXew2g71yB3oE5UlQTnzSK7pTswnn6g3 +/xBLhzvv6rFlQpGi6rufciR40Z2EfbYzIUxq5OvoChIYoodez29jQr3s7Z+f +V5Lwpyo1J8Ua/ZIvWfyNPAmRLxo9pK0wj+qCjWAVCbWuv5RuWaBfzx8NuqeA +87Qzmd1ijvqvOnnj5moSAiqy2rrNMM9rr44XKJJw25XMPWCK/tXfuylbiQR5 +J7Ojs8bof5yVZxOUSXDMKbRMNMLzcOLGT6iQMCjEUJDYwgT9O78c/VVJCG50 +41ZsZkL5dDJ4qpHw7EwNxcCACfHntYwc1pBQGct98XITXg+bfmyhTgJPsm2d +px4TP587bfU1SHh8OaNgWpcJlfuefNXQJOFT7eP0UzpMqJXpiZVfS0JIG/Xk +sg1MMI/lKC/TIqHwGf1Y+Xq8fnDHe751yN869qFN65iwq/xe1h/E5THTBzrW +MuHiClPHqfXYX4UOzz2a+L6K0RUj2iTsyUn3nFRHP5arn+3bQMLnl9oH4tYw +4Ydb8ZsOHZxPW7OvmBoTvunW3H+kS0J34JqgMhXk19nhirqNJMS2H4/cqIx8 +NdYvKdcjYQyKUp4rIn9W1Zdd3oT98SzPc1+N+SPiWnNWH/l5JvH2+CrsH23l +01MGJLRaGUKMPPrVaZGR45tJOJ/0/LPISvSjR2qL/Q1JuGmq+rtEDve90ACD +fVtIWBG8W0pXFveDmI+hjkYkLBN039wuzYQPjcENVsYkPBdU3b9bigmN/3S5 +m02QD/5PksckcJ/SU3FdZ0pC2grFumhx7L+WZb2iGQnuK3d+EV6O/vn8vKzU +VhL2+W4RLlmKfjMockbQnASF8SlTHTEmrNrxiJeLWPeG94lnIpg3M/mp8xYk +GOXmVrsJM4FWfnv5mCUJs5VJo6OCTIi2mbn5xQrPN7JeNVoA94P7h7f1WpNw +XCf3sPAS9JOuZTPPt5GwcKm2sngR7kM+88XNNiRkLjo1s4GfCb6eQnvqtpNg +EMtj8IyXCRI5e1det0W/+q6f6MaD/jFCGbuygwQRT7me0b8M0F5z7UnWThKS +H9xeHc1lQL55YVGiHfKNSTsuzGHAMpHelEh77Ldy18tiFgNe+5lHBu0iQVHd +TUmHyYCVWjP/HXTAenhS4p7RGXBwy0D4bkcS4qvcB93+MGB5yN/EnU4kRMi/ +MhpbYEDbzSP5W51JaHAaKo7+xQDBp6JNm1xw3uaZfCI/GVB3dYGi6Yr8HP0Q +VPKDAbHLV0usdkO/NH7YrzPHgN18mQ6Su7H+LTrW7d8ZsMXB6KKgOwmGX0zv +755hgH7veoKL+Kjc8JrxKQaE+x8x/OVBQuJ3saKYSQasm6flT+wh4ZTbWwnR +CQbcd6jiHdmL17etOFc6xoCwfQ8jPnhi/S1zQhtHGTD6W2S+ax/Os97x7HMa +A8r+Vke17SdBU1FfxINkgJNb3uIHB0hYzleaM0Ew4O77rpIqL5y3W6ZMHAX7 +uX+neZk3CT9E6WViIwxYeCMzlXeQhI615LprXxnwYrFeaaYPzuvGzha9IQYo +jRbtT/QloTNqnX3HIAM227mrRB0iQa04bWTPZwbslDr489hhrH+pR8TUAAMa +VFpe+/ohf14Vip7qZ8DI7oA7e46QMPTS5dayjwzYkxlQ6OBPwjn+mG3X32O9 +1x/nWAeQ8O3k0m/6fQyoOuV33ugoCW8Vl6e/7GUAh3Xoik4gCXZ/4rT29TAg +m9V0a00QCfv/OPXNvGGA/QG/dvljJMjKZ8YmvGaANU/gmHgwCRUHNdUluhmQ +19kpKRhCwnrQ/HijC/ufc9ruL+J5/bOphi+x/ya5mQuhJGx+YmvY3YH1Vv/7 +MPUfCbudD80ceMGAV0+61alhJFTPDFTMtWN9br+SPx0noSq7wiv5GQPSnGIn +3p4g4c26zhW4CMDvCz57XoQjXzpMP99qY8AXRmVvSwQJt9wXXzVuRX4edXRp +iCQh/5PCgbePcT6w5+utKMwf21Rlnxasn3geVnoS/ats8+TPZgYY1V5aejka +/XxY735aEwOK+Lsas2JI8OBEJcg9ZIBal69/ciwJL+g8jjUPGGA15KsUE0fC +wOue1VvvI19Xv6L9F49+ETEy/66BAb7hBfX+p0j48F375eF6Btx6/C7d6zT2 +e9Pj0j93GCA5eMJ/dwLOxyo1+mwdA07XJTjZJ2J+ymTsXlXLgK8rGZZWSSQs +qXmmd7ca+c0/bGaUTIIWd6OkVRU+b4eOtW4K8kFw4PfHWwwIeDvnopGKeumu ++RJQyYD2cMWg1Wkk9G5teMa6wYBVqyFLOh376/ut+lwFAybu9D4UzSABdKyv +KF1nQLOg6zT/GfTTm69T7l9jgM5S27VsxNUQF769jAGi1++G/Tz7/zxyOTJY +woDVt7KfTWbieT7YeQYXM8CBhyJPzcK87Dji9K+QAYUXbiV8zkZ/crpme/Eq +vt9kfKb3HAnjwQzLNQUMYJOlh1+eJ6FrZfDW5ivYv2O9tLYcEkQ9mKb2l1Ev +TTEhDy+QcFm+1GzkEgM+15Ty3MklweXoXovjF3F+WuYlNy/ivmKkbrMolwHC +cgesSy6REJq1eFd+DgNu7/nzMy8P+b5/YbfWeeTv26W12ZdJaLv142BrNgOG +DlSGpl5BPQczgp2zGGA31Wocn495XSkUTzuL93t6LI8oICHITeVc1BkGSOWE +zR27ivoNs7gmlMGAvlCxz4cLcV9g+zYWpzFAY1i7e38RCXHzqW90UpGvbe87 +3IoxX51ujbYnM8Cfzum2L8E8lnzJ45HEgEPBdYPWpSScNCYVJhOQX3yj8yZl +6Aftf0zjTzMguOSGpP419NfbfN7LTjFARvX71vXlqL8p/qTrcQyQjYZwteu4 +P6QxbhrEMiAkadW9VRUkTJwcedMVzQAztcUsqRskmML93/tPMuCBTay92E3M +U88opblIBqi/jq9cXIn5Yq3mkBzBgPmrYiJ/EU/HPY6TDmdAVr52zJ9bJITx +GNfePs6AjKrhH7O3SRjtKRkxCcPrjatPjFfheUe/SfSGMsCjfJ5DqcY8tBTb +eSiEAQ9d9+R+rsF9gSqV9PsYA67dddbpqyVh43Nmy5kgBoiUjgy8qiOB8+3R +H/lABqxYxHem/Q4J/dvc9O8GoL5fPrZ6fBfnRzwPt/JnwFivqMCDeszfJqHG +fj+cF9+fj7UNJBzqVGEcPcyAyzbRtTfvkbBDVMyM48sAl8S8c6X30V8yOlNy +fLC/V+2j8x+gXg0c3qgcZMDLqNLgC43IX5kymYdeDFjCcz7o7EPUj3rLoZ0H +GPBGXv5EchPuy0eK67/uY4B0w/aUuGbs33trnjBPBjAqxUsjHmG+Bt5x4d/L +gIpv8e0hLSTQ1325ccUD++Fy9of/YxKKZDqYa91xPh8NNX2ekHBaM8S51Y0B +nu5nAz1bkb8+7247u2J/Hp9+4NqGv38yw/fNmQHjs3JCuwDfZ/rU+6QTA4iB +vQE2T9Hfhnc8EXZkgNd+896tz0j4WpYqX7qLAVv93lpsacd9Oel4/EZ75N8g +/5ONz0nIShKjvNjJAMsKmsW6F5i/pR7We3cwoLwqpFetg4SRT3ZV09sZMPzx +esDqThJY6yaWJ9hgfoilCsm9JIF5dX2sxDYGxJlINIp3kfBOSWb0phXy39Yx +SOQV5ilcdzGyxHmtNFq7uJsEsch38MacATdLPsz/RZxtUaLjsxVx8+oXjNck +SCoLlP8yRX/bLX/t5xsSnkiLSmWYMGDb/u60mbck3FeoPrPSmAE/H6yPHOvB +fXIL5W/dFtxH7K1DiV70R7+qKEtD9Psly45/eUeCefmSHx8NGFDfd+HUxz7U +1+xC0FF9BvzLe3Wp5z36vf2JcbYe5rVxy/2uD3jeh/FHcjbi/lBzeLj9IwnC +uhKjKrpYX1/n8tZ+EqSadP0fbsB+XPnm0DRAAp/9wMRObQbsGG3Na/iE85rm +CRleh/lU6TZa85kEh/w7P8O0GKDXUWleOUhCgeNwzKK16F9azRXXvpBQszyL +r0AD86X9jHjREAkCw43Z69RxfpErzl7+it9H9/fLgRoDejYcE74wjPq6GHvT +VRX1Pnj6cuYI8iFuuf6YMgP6vd210ijIt2D5FzFKDHhePdeVQOB+5n/VXUwR +8/2W4/FYKu5zR89MXFNgQKpFuGokid+XJ8bi9VcxwNjHm/IfjQT+lAaJrpUM +mJxffjPoG76/aLxq/woGtBJZEUdG0b9a0q3mZBnwV/adg88Y8onI/posg/ta +yoju/nGsX4xxUkaaAbvEmhU8JkhIsOiUqpZEPl/3knKZxO+f2N/3zCQY8FH7 +ndSuKRL+Pkpx7VvOgMii5Yq20yTI8fz3y28ZA5Z+UtxkNYP5uqvxMkOMAWfe +/HU2+476K91tlC3KgKmAO9FbZtEv6HYjiiKo98s61Zvm0H/dr6TeF8I8sEgZ +3fAD39+iv95WkAFUj2otrXkSTqxR6/+yhAGdz2/GrPlJQt2VQwmhizFvwqPe +K/0iYdvSWS2+Rajn3QoGqxbQr7JffLrMx4AW56Jy2d8kiIt/S1vLi/nqMS8r ++YeES8V2Bq3/6NDsqlSwlI77uc6fUee/dPi8ca2KMAP11PUt/xuHDuJU0YeL +mXj+QCn7aDYdUhzeuPGycH+SSPknwqKDj99RNgcx2b6hsYxBB44EWctgk5Ab +Jx28iU6HR9uNjy5wSLhraqD28jcdVnw/rv2DS8LFJdnD+xbo0PDrLGf6L85j +ULZg9icdtHek9I//I4HbOOCWPE8H98/ezTQeGpgVdy6X+UGHJRcVblJ4aVCf +PdpTNUsH/cNPi4b4aNCasfG82Xc6zBvtKP7ET4O+c7cd+6bxfIseVn5YRAOv +sh3Lj0zRAeqFH/cupkH/k2UfGBN0OKJtO/h6CQ0axthXssfp8PhoMG+XAA2C +FUQOKI3Rwd4lbtMLQRrk+JqoPPhGhwf9Ef89FaJBwf3MSVsaHSq/eTY+EaaB +tBS9YYhKh5/B6xY/EqHBpZTTcf8RdEjwmvJuFKXBdT7F7fwUOtjezG9vEKPB +QO6AeP4wHQ5t0te9s5QGbzdWjGh9pQMP/emt6mU0UKEl17Z9wfNTtq69tZwG +EZXhca6DdJgYuvOgQpwGQfHh9mOf6LD0q7jdNQkaVB9JXBU7QAfP3qOTxZI0 ++HaoYFasnw5RNx9cvCpFg86IR8/KP9BBxfGPzRVpGvAUUy8bvMf+PdrAf0mG +BjsGlx579Y4OVwa8u3NkaeCtbW7p1UuHPVcyirLlaMAsCJObf0uHSxNVUWdX +0GBwVfmP1Dd0SG7t3J++kgZdj3peyb2mQ8Riil2KPA3Sw+gVta/o0Fv/yzpx +FQ2+Wq5IsOiig0z9YttTCjQo3qC3/2MnHchf0rtjV9PgsqHFlqMddKAErzl2 +UhGxl6UM5zkdhkUMsiOUaHCyfNPvnHbk0zObpuPKNJBYJN2v+owOwQl7Z0JV +kB/ptMYmwH5sDl0XrEqDYc2SfPs2OrwYyIgIVKPBmxnzWMoTOvS5Vr70X0OD ++fevvMIf06GgqFvNT50G2l+3WAm0YD3Xf2f5atAgTChLo6iZDsqemlxvTZzf +/jYxnSY8f8Ph6ANraVD74d1CeyNeL77N9dSiQcKJp189HtBBWpSRvWcdns8o +q2PqHtb301XdfT0NXDV17p5uoONe3PLKVZsGhpbVVyXq6aD3fcNJ5w00aEll +pVbewfOPNmxw1KHBp18Kx43r6BCyatsPe10apOZIePfU0KExbezxzo00eLl3 +wP5QNR0CJQtzbfVoUOIcYPznNh1Umw8et9lEA6Ho52szb+G8/Lfst9angci7 +iRWrK+mQJr7GydKABnWe/cL3btBhsEbdwXwzDRakMzg2FXS4oLnV3cyQBhOL +ObOD5XR4GBscYLIF56GlR4Zco0P85XspRkY0EEzTGOAto8PaYPFqQ2Pkj8yX +7ssldFj58+wXAxMahFBsn64tpsPTlQrS+qY0SKSGPmwtpEP94GtPPTMa5Cs4 +1LlcpUOOSv5t3a00eJFH3BjNx35OJvDqmNNAbodGScwVOpgqZ/hpW9Dg9hbF +K2KX6dDfVte3zpIGFwI6c8ovod4bF3ZoWdGA0r8y0+AiHZpYB7o1rWlwL3Vl +2qsLdDicNO6usY0GypHPE71y6GC39fL0GhsabL8teWr+HNa/JiBLbTsNTBSF +YtOykf/rvQ1UbWkgP1R+ckUWnsc2blJ5B9Y7PBRZd5YOG4PgltJO1Lt6Y4Tl +GeRP5rowRTsa+Deti+hPp4NJyVOr1fY0kL1oFhGYRgf1/ARFhV3Yn6aJCG4K +zjMkcMkqB7xfc11UbjIdrKUT6CsdcX6jfNFrkujASHn2c4UTDfjmQ2IfJdDh +z52NDDlnGvjZB51yOI3zyHonIOeC9f7+nUiNp8PbZWXKsq40KJxfmhYZRwe6 +bqmNjBvO1/z+WaFYOvz+1hMuvZsG5lTifEk0HW4p69VKudPg2KfLeRtP0kFy +uGtW0oMGHqrvCjsi6WAplmciuYcGqzvPlXtG0CHodt5Fib00IJ6+uf39BOr5 +xutf4p40aJfKqk86Tod3DKOD4vtQb+2dzdJhdKAWEh+X76eB25tTz6pC6VCW +9HT38gM0sNa7020WQofqii8jy7xo8Oq3+8e+Y3R4Q9cJX+aN/ZULHzkSRIeR +iGfiyw7i/Av5J5lH6fBF/ELLUh8aSJ1avHAugA6vOopDlvrSQKE96p+yP/pD +xoTW0kM0sAtyF3noh37tFPFT7DANHkWVydodRv+TtHwh5keDpAlXtRFf1P9r +p2tiR2jw5GnIxhM+dKD9V57+P4qrNJ6Ktg9HFAlFylYoUUlKSigpe2lRSfYl +bSRCKaIkKmslZQtFC6JIT4SuspSUZI2ocObMEYmzqhTv/X6c38zc81+ubSQP +MhA+5afxNDeid2NrgyUPMcB80GyT5jKGnw6zAyQPMzD5fK7TCucxhCWuCpY8 +QvRVv+JIteMYuIkp0ZLeBJ+qVaf2OozBbbdltqQPA84nFS8N2o+BbjaulTzK +gLRh883wvWOomXqOI+nLQOvRb/dl7MZg0yehJXWMgf+kTcvu7SZ49mT4SvkR +fi/6U2+4awwbI6ZXSPkT/uYLf/6wcwwteqdlpI8zcDXHcchzB+H/SYMg6QAG +PGZP+SfYNoYeY+te6UAGwnijUrE2RK8u5pEfPgZ+bNNSU9k6BlUrp0+zTjDw +ZEHh6ifWY5APdfOcfZKBj4eCLCytyP4Vno3NDib7WnbWodtiDCyl/TdlTjEg +eejdUT/zMZw+47VJ9jQDi1Xsz001I/6mV8mXDSH6tFv1+s3NY0jb4FM6J5SB +RaKLH2htGsOFqwFhcmcY+KW3vxIbib4ta905N4zoDaPz425joldCCSvmhTMw +Q/YCk7V+DG2zcufKnyXv13j+CTUag87uueIK5xhYwQ+QnmVI9KeaKaoYQfiV +X6Keu24MYg6ykkrnGXjVr2K4Tn8MJrOzFyhHErxkl+14v2YMecw4w/kXGPjZ +H3LAXY/s++Nn9wVRDKx86BXK0yV8aIy5qhLNQNnfwKuXVo3hdcet96oXSV5o +v3dfeeUYVrDmyCy8ROpfO171eAXZ5+9Rj0WXyf2Ffm1m2mOQmLG6Uj2GAfuU +KUOdWiQ/yfSoasSSPJJaKOS7bAzp0sOJmnEM2GkGyQstJeePHxRfGs/A0KZd +OsmaZF8tW+KXJTCwadDcYqnGGEKvpCotTyT4V9vmUqVO/H/lnlLtK6R/1oEg +20VjcC0Ktde5SvazISGWqUbyw7TZoquuEf6o1945rTqGY3pyVbpJDKzLEH0u +qTKGAr3LZ/WuM3Dm3s7m2/OJ/k09ZrM2mYGLpjkDa5THkJNRu2jdDQZEgsYn +3yoSvfsXL2p4k4Fr6+znuSqMYbfaO7ZRCvHvq6UrOPMIf0TDBjakEr6cm20R +PXcMTvdzv29MY0BK9KiLotwY3gmb8jelM7BEtTqoSHYMonIOEmYZJE+0zI7b +LEPw1s3SsrjFgLGyQ07HLKKPu0b3WmUyYDuR/Nxbegw+wYFxW7JI/jn9unlC +cgzGVgHvbbIZ0IsfGLg2cwyzqofn7rjNwFSjP5MaEgT//bSP7R2Cn8jfcyvE +CV/vub7bnUPwcIDS3iFG5ie5d83eXOI3jDIzxjTih7If8vbdZeDv3yCnYFGC +p2dvljjdI/srmRsgIULqGTMtcblP+CaScSlLmOTjj6YW7g/I/DjCWauFxuC3 +uZ7yzGNAKNz66ZtJAR5taYk/kM8A/57vO6cJAXpZnpsOFzCQ7evbN/JXgCT5 +0Envh0QPWizGIscFCO5WqvctZOBI+9hM+T8CbNWxSPcvIvUHhy98+EuA7zLj +pwIfEb981qlvMibA9igjj5OPyfduimxr4wsQGSW253QxA3VyUzwP8wT4T2a/ +7ZkSgs/Vb0/+5QiwYrmNw9knDLxku8ReYZP3m2t9zpcSfdxRmaU+St4X+nAp +6inxR5v+J2U/BfCrPPz40n9EnwYb39gMC/BM6EZ/7DMGTmqGdfcOCbCoea9K +Yhk5X+Tnz6BBATKWPTx4rZyBzPMLhMW/CzBP6mZZ8nPST/ZMuVssAYpD5eVS +KxhwdP1PcxUtQGrgqjMZlSSvVioY1lECKAn6h7OqSD58rmfjwBAgfeoK75wX +DOTuE3Ud7iPPZ8iy74Fc37jsF9FLznt1/Xz+SwYOB+Gc3DcBbgSWLCh6xUAT +O/dq3hcB5J/41hVXM1Agte7Ohh4BFka8Ofm0hoGGhpMlzZ/JfL6+1C2vJfl1 +sVv1gS4BRt87/q6sI/tSGWn+/UkA6W03Gl6+JvMuU++L7xDA1T3oXu0bBmxG +/o2otQuwQ0wQV19P8lTtqYmnrQL4WiiHv39L/H5t0swtLQLsUh44/bGB+IP5 +VsWvHwVArOO5tncMBHAyNQOaBLhyI+hq53syD6M4vWkfBHhsrF/Y00j8WHX2 +prT3AiyPzmnt/cDAo2ytbSvekf35PRdhNjGgWdm1r/qtANzxMybfPzKgHqDg +tbdegC8rfkQPNxN9qB44NvhaAPcZ4p3sFvJ/UGB+OrxOAPGrbasFrSRfa6+I +lKkl+67bkfanjYFRy+y4e9UC3MoPlZhsJ/77OzXZ8JUAq0wdLk79RN7frJD5 +AQIYXfsuKdbJILlL+Z7nCwGa07SzZnaRfpOzCwWVBA/uGkazPzOwLDO3NKZC +gLPMtj65bgZeGGpULHguwJYVhkmKPQxYey96VVImgIix/Q6VLwz80Up7bfFM +AGt57bnqX4m/hl969/mpAB9eVrKWfCP9ef5oOlYqwH6j6bXavSRftNW0Cj8R +QBArWaDbR/bZPvPTjWIB4v77mKHfT/KzV13Xssfke7BNXc8g/zNnh7pfFAng +mX81exNF8tXisC+7CgVYc+ZqiQWT6LXdqa90gQA6BruattIE/1LdX0PyBehn +tgl2ssj/wI6cr1J5AgxEKy7dO8DA93lNX+7cF2C2mvpBp+8MuB1w7ll7T4DV +5ZxC90EGZutbf27IFcByz8UpB4cYeBqb9Mk1h+xjrN/F5wcDYx4GbZzbAuTf +n/baf/j/+Fr3MTqb4Mebu+7kT+LH8YnvFLMEmGWe/1/oCAMfeo1eF90SYOaG +5RsjRhkofWT0cnOGAFP2hbREsxlQ/R1X3pFG+Jee7B/HIf+jFdol3qkCFEqe +VbjGZcCPr5Q/cZPgv1S/8SaPgeV37W5fu0HeT34Ze4tP8PS286ZGMpnvf4p2 +OQJSr1tO/PMkAS4tsFyaN8aAxqEn57dfE+BNq4XYo19EP75MC+6/IkBijyKn +9DfR01fp3icTBfDeWEs//0Py4mx/lxkJAohONaNfjpP/8YaIHZlxAqiuSB99 +/ZeBkaEPJrqxAtx80yDa+I98P9Bu1evLAnh1tC5unSD501VWzfGSAGkez3Z2 +TZI8VjBt1s9oAQ76n4z+NoWCooP2REQU4fcMmTdMIQr+XlFDchfIvNbGyvwQ +plDwbmZn3nkBGsf7D3OmUiiMe1WzIYLwxVOx4ZcIBdO7t4uaz5J9BequnRSl +sFm2IOVAuADOessLRadT8Gzrjvh9hsyjSExnphi5pld5x4eSfX6vr5ARpzBs +UWCrFiLA2mHf3QozKDzgmq97ekqAw9W/+CoSFJYPTs63DhbA4Lh3jsZMCmJL +Pgl/OUHmL1zrpC1J4VX+W9o/iOwnbJqKnhSFTr/2tyKBBL8/dIcNpSn8F/Sr +IOW4AJftt7zeNItC/X8r45f7CxD+Zlu+1WwKR1af8X15jOizuXHqDhkKP1id +Nnt8BTj9WTlpryyFm81mWgM+ArxOHLzpMofCveEqsTPeAjw59uC+lxyFnQab +mdJHBLh3zr7aZy6FZ8VNL3MOCaDZ9IsVMI/C5G6vdP2DAnzeHy8fIk9Bb/5E +0DsvAUKs5u6JUKDgNiN9m9v+//PhetolRQqR8gaLuR4CSC0V/5GoRCHGrGM8 +2p3s3+CE1U1lCi6x/s2KbgKMvex6lDmfQvd30XtFLkTP3ukvvLeAQovz9dOb +nYk+eV7JKlQh8+pTsOlwFEDsCqX5VJXC2sDr870dBGhwW1NRqUZBapbwz3/2 +BL89kQ61CymsLHWvurpXgDPSzcLvF1FY51wUu9iO6Kfogmet6hQeiXzfV75b +AOV6n5Pdiyko5Ust3rZLgKP7K0wYGhR+Ws0f7d0pgEu/5NwhTQo3vsg8D9oh +gM1OLwFnCQU/r+HzYtuJPpeh789Sso+u/C0ZNsSvNNU6hbUojBhYz165VYCN +9y93zVhOQTXidUeNtQB9Zn+YMtoUzhWopttbEf+WCPqnuILC+qd2rkMWAriJ +/VJZpEPhYNp+1bPmBH8WF7dpraQgYW/VJ2MmwJyWhdGrV1HQYgndvrdZAOrZ +u7dGuhTKLRLcDDcJsEEkUt5sNYX040PKHzaSfdZYB9joUXi4f16Xh7GA5C21 +T3vWkOflZ13nrxcg6IO4pctaChfiWrddNhIgbLVo9QF9gsfnbtPmG5J6jedY +HVtH+JVVUvV4nQBV//S7ThpQ0FjTEGimL4Bx2PETZw0phJ/KXdK5RoCKhlfK +l4woZHpt7PHRI37NXdp0ZT2Fv7yUhEldwlfRgrjUDRREFj/amLRKgFeSFnZ3 +jCnMHj07orFSAB/Fv0sKNlI4Ziue+XyFACYGH6aXmhC+mVlv3a5N9PlUFbty +EwX12g1jfVoCeDAb6LrNFNrfUbdPLBOAnTBGfzClcG3v+q3iSwmfI804n8wo +HHfbzM3QFCD2Y4lYnzmFw3281JUaBB9RpssGLSgc/WS7sVZdgAePx/ZyLQmf +1tsz7BcJ0OT+MeGvFYUVElOjh9QEeJn7oVl0C4U4492aZ1UFOB7LVZHeSmFj +s/kbGRUBeItMTsvbUOBVdR64N1+Ak2FPv6hto7B9UnyqoTLZz/0927S2U2Ak +fspsVBSg6PGCer0dBJ/eGw08FIg/5c3ZbryTQvWljS28eaSebP1vlrYURpnt +Ry7NJfp771Ko7S4KC85MmaIsR/JDg9gip92E3+ZV1x/JCrBufnm71x4y//Uz +lpjKEP4UpSUdsyP9OjHLO2YJsDu+yPnUXgoyGTZbvKWJ/7zjrzxvT/j+a0PX +P0kBrp06PituH4V9Ps8OXp0pwIG7C8eTHSiMDf/HUZcQ4ITnDHaWI4XgEMOw +MnHi5y+XcvKcKDyfYTLNRozw42PExBNnCpdS6uK/TROg7Y7s3BcuFHLnv5UN +FCV8s+5dV+9KoTLJKmWaiAB72gYOtriR/fA2KaUJE/zYrcjucadgZ/AkQ1uI +6NPXYor2oMB2SlN+NcnHi3NBemxPCsV2/LQ9E3wc3xacOL6fgpBq9byBv3xE +7q3gix6gYFA6cS10nI+Gwk2HZh2kkCGRN1P6Dx/aByQoxUMUDqngwp1f5LwE +haOLDxO8DxiPrxnj48F630mdIxRq3DX83/L50IqYnmnoTSHkXCDDmUfuH/tu +ae5Dod9E3W6Uw0fmvDn/dhylQKWtrYtk83Ev4VKVoy/Rt4sPVs8b5SOUtrx8 +4BiF+ZPB2fk/+Rhatdvd34+8/+eOhPEwHwORBZtD/Um/gZonmof4CBuxXRl9 +nMJcj6lfvAb5aL9oufRqAIXSSj3TXwN86LvHa2cEUigKL78fy+JjIlZ9w/0g +okdZiTNUaD75T5faV3KCgsO8pz4lFB+DWlvDq04Svn/VfGfO4MP1Tc+j+mAK +b4eZS7r6+OgXqf3ReorCy/XDF4728uH7S2jNt9MUntYYfZv8yof4fzcvDYZQ +KAtp0k/6wke3bTSLH0red7iXoNHDh17vB1uhMAqt+14wyj/zEXwi4M3McAqP +/eT0t3XxsVgjwEr+LAWdG3mXej+RfqY1tS06R2FG7anOwA4+tiyPOaoTQfR2 +9JzG9HY+HApypY3Ok37mvAxIa+VjLEXlhUUkhYUaelXaLXzozvgbvOsChaD5 +3aKvPpJ5zDHa4BpFoYNdYrOniQ/7918kvaMppKaVX2U1kvctmd9PXKQwTXq4 +LeQ9n/wv7GqOuET8zmLrXKl3fPR906iNv0z0Ur/F7vZbPmI191enxhC96jqb +pFdP+rks9v5uLIUA9V1Nb17zkaYk31ccR/xe0lLcqY6P6bxrQi/iCb/jnTf9 +rOGDuyREuyGB6HfqleCIaj4efvzg1ZFIYXBJX8GcV3xkCV2733+FQpSuzdf7 +4GNXSy3/51UKbQ+bpIxekPk7HN4xfo2CR8KRDR8q+fivMKx0+nVSX+M8b48K +PkRp0cVzkikMuHde55Xz4aYgfFv1BrlvnFd1sYyPr66BS7RvUuA4X6IUn/FR +2uhYYZBCQaUkULzoKZlXWLmDRSoFE70jyzeV8vHpwpWpu9MI37sObmsr4WPJ +394yt3SiFze9jx4q5qPlT8HpoxkUbL0CLv95xMetFI756VsUWGvO5MYX8XFs ++On86EwyD6HoKtVCPrbNHpuSlEX05UV825MCPvYqPxvJyib65Xb1u0U+H681 +xr4/vE3w/SXhb9cDPv5alY2U3yHzXnZB0vc+Hz7p41Pe5BB/2OinPOUeHwVr +q+e35VI4L7V9aVIuub9a0qLvLsFjwgI9jRw+zuZ/Of3zHoXm0q/ry2/z0VSq +Vz5+nwJ9Is7UJps87yMrIp5HYeqbxVbfMvkIYoU4zs0nfnbrwZaAW3ys3Xy0 +clEByQ/DMltFM/iQSh5YuuohyYsFntYpaXyc/j16x7iQ5MXGZHOtVD6UL0dr +2hRReGGZv/HFTaIHLvnPHB5RCJTK1Le9wce/Ky67Dz2msGOunzZ1nQ+xDbf/ +BBVTqNqtpBacRPYTerLwfAnJGxXZMjOu8VFy6KvPlSeEzyb/hG5d4eOD4uc1 +maUU8jtXjOgk8pHxyFvi4VMKq4NXf66O5yPX5OqP8v8o7JolXmMXx0fiwPau +N8+I/qUU5g3E8KFSndvcXkZhsbBKQuhlPnQGktoZ5RSSNjv5S13io/bEfCb7 +OXl+m/vO29EEr1Gbp0ypJPlEbvkKvSg+xleLaEpVEXwmVIq/iSR6mb7fQfkF +mcdDaYbDeT6mfvK4uQwURPcvev7jHNGHqVP61r2kMJTLTzh7lg++4ca1lq+I +/xy44CETzkdcmupNu2pSb0rjqrtn+KjacHeqVw3JDyubJvVD+bhq8iE0oJb4 +merFdw2n+ViGjMlzdSTfOHGvu5zi41377MTE1xR022Y7j57koyd7xbLMNxR+ +hfWqRp4gerKe9/FhPbm/1YUhF0T4/3p/ZMVbUv+K6JwHAXzMcwzf1NBA4ZSi +g4fRcT44c8wlut6RfCrUpvzBj+BftryX9Z7kyw5eu/sxPhiB3a8EjRT2xpTH +cY/yYbyrsEi0iULOLNVN0T58GL7XuT/nIwU5Jw2uvDcfVpP7CxY1E710arhT +cJiPH2JbK3RbKISKzNhpfIjwZxrdsamV6IMl48/HA6T/uWsndrYRvMvtydnv +xUfy3vWr3NspGHo6Wgs8Sf3Ubz+/DjLv+bwflzwIH7/6PQ//RPKxgUqCkjsf +mzyzZiV0UtjyoGt5kSsfwomXA251kfMd1d6auJD5nNfpffiZwoZNPM9WJz78 +na85VHZTsN6+888BRz6OGj75+q6H4CFgdeKvfQS/Rkl+3V8oaGalq8Xa8yF7 +dvXMoa9kvrXRxfP38lGxKLn0zzfC9zaO8eM9hF9W5Ydn9BG/x5e3m3fzcVPy +9hLFfqLPJ813tdvycf7qNt5SBvGTAc3OQzsJn3h4Z0ARvItFOv3Zzgdrz+8i +aybx49o9PXHbCN5b/9xyoCnclkp3VLHh4+6VupQjLAo+Hbs7irfw4V3gmHV6 +gMKSmWE7zKz5WG9WUXz5O/m/yZrzusOS6EvoQFPqIJl/hLzhEQs+pI8zfucN +Ef+4HV0wbkb03bxQ5/kPogc/nRUTTPnwULQ83jBM5umQGq26mQ8z6ZIXn38S +/Wo2GC0x4cPFfGTe0AjJyxbr7c03kv6+TJ4ZH6UQfz+z4tMGPmb8poYlOOT7 +DNf53uv5+FyW5a3MpTBnKOTMX0M+dhuv4i7nkf+jh6OdCQbk+/lpFzfwiR/M +faGrto4PSdUvmtsFFPLk+y4/WcvHSfxudR2j8P22/VfzNcSv89mxfr8oTGSr +rOxcTeoTeb3j3G8KaSL6Z711+bgwHKxy9Q/R54r0d39X8tF4SWz89jjR+ydb +5RJ1iH/+OtVf8pfgp8fMWW0Fed61ob3mHwXuoqjsJ8tJHvryr61tgvjvqRn9 +5lp8vEqZ08ucpLDoTYtq51KiHyXSY4IpTNhOdjt7L+Gj3GZUQUyYiXgp9Rt/ +Nfi4FPvMSmEqE9X9D94nLOYj5erByGUiTPx35PAUNXXCt/MTb41EmdC46r7q +yUI+nM6dU942jYn7Folu5mpk34+GQ1ynM/EqmBPzSYX482pLpp8YE32zLz05 +soCPmJUJThHiTOwV3t41rsyH+duaL9dmMOG8dvPfeCU+5BZ+98mVYEI+3VNZ +VZHkH9dJ0f9mkvrmFxqUyPOxNHf6wzeSTBTnq+wxm8fHR7mprl1STLjqlPl0 +yPHh3MlRGpJmYkdK0LnDc/iwmNXJ/DuLCa2WXdf+yJB80f+kQkqGiXNvd96O +m034FHDxlqos6df7aOGCWUT/WbtjdecwsfVOzn+PpfgY3a8YZSbHhLszr3Kz +JB9+Uj0xe+cysSzK+WWbBOG/RFrG4XlMlIh9fnlwBrkfYfc8RJ6JsRbvF7/E ++Hh+XZqKU2CiqWlmecx0Uo/PW4UsRSZEhqoeK08jfrnsglOxEhOGs87cLRIh ++P5tklejzISolvlNk6nEX/5Omdoxn4lPGvOiW4T4eONQd3hgAROyIyPHvabw +cWJd4uc/Kkz8OdboKJjgweOF2z5JNSZKrxaaXPrHw9jsdf0qC5nYuTlhkeJf +HiocFE7pLmKizsd36sM/PDhXiiiaqzMx8suqd8NvHtLcx9/YL2YioW3B86Yx +cp7vRIS3BhNbvv+44iHgoURc2ipMk4lHasVeXB65dl6heGUJEysPH1kTxeXh +brzLrztLmdC8Lzt1HoeHnzW3+p8uI/3XFzY+GOVBTHO0s16L7OfZmmTDER5u +frXr7l7ORL5znsP7YR72yXz8/lObSf4rpim5/uBBY9BNRFiHiezArV0jgzxM +xE/TklvJRG3ZiesR38n14jqXJasIvpwibWQHeHD/nJFhpMvEaYsAobs0DyGt +Caztq5ngeZg8WcvkodYgw9hTj5x3c8ijnsFD55rXt0+sIf18PC7p2M+D96jk +7MtrmTAQfHw61MvDzmtBcRn6TOizpzmFfeMh3Gxc9vE6Mp/82f+kvvIgvjLn +fo0BE8ISI+nZPTyohPtafjJkYv14hr5uNw9y+5y4g0ZMvN+v8LGmi8yb5Vsw +sZ4JVW3PA3adPJyzu+cnY8xE2sYTY3QHD2vfi5pobGTiWOTO6FPtPJifiFc2 +NGHiRS979ow2HjJDjEW3byLf32iflt7Cw7Zpin88NjPRcDFcRbuZh7Ob1cZP +mJJ6bx+4/aKJhzAHO7EYMyYSA2eo7vzAQ9GJZ2qZ5kx40N7pfe95uPPKyrLE +guC574Js4Dsefh+acfq1JROmW/deEmngISLp33+frQg+JL78Tq7nQc1vkdCI +NcHTjHmHNd/w8HlxmP3UrUwc1xZuLasj8+yXeD7Phol1zhmGW2p5cGz+uGT5 +NiZCwhiZ3dU81Ck35phsZ6I/uH3y6Csebo8KadntYEJK199lAjzEn/J/cWQn +EwHXip8lvuDBslfBNdyWiaNnb0qpVfHwfPekeNIuMt9vKp4lFTz0TqhV39/N +xNQUqxLT5+T7kpHRlXuYeJsoPdlWxsP3h4vsm+2YOPkwwOrgMx58xUT16L1M +dLT6JYw9Je/bLJk/bs/EzSGR5kulPLDuJcjMcmDCqktnluITHtabGsxZ7MiE +1/mfWwuKeSjbvnShoRPh63vjC+sf8+AkcFu/w5kJiYwF5Y1FPJgc+urp5cLE +aEfsoGshD7kf7iafdmWC8rggP1pAvufwrC3BjYlmtWmmEfk8+K+do5rrTvY9 +LuUtk8fD4NWq4HIPJnxbM+Jz7vMgkVba/cGTiW0JhYV693goOPNnK7WfidBZ +GxvqcnloOHSl/rcXE5uNdzD25vBw/HKwrfRBJtrHu3+xbvPQL11Mqx9iYpM2 +Y8bpbB4ClxpfMjzMxKn/PBVmZPGQKqK6ducRoneh+9TTb/Ew3GQ/esCbiRNu +1VrLM3hY9Jz+L9SHiYsWmTpVaTzIchovXz1K8D5nUGd7Kg9P70kdue9L+FKQ +s/zbTR4UpufvqTpG6h+pX+x/g/Bv822bVj8mntfYKwkl87DkEn/nd38mVCS2 +S15LIt+f/sBj8jip50He+MJrPLiNlofLBRK8hh+mn1whfAhY/kAriHzP/1Kj +WSIPQ5VTvm46QfzLbXpxezwPflPWqe47ycTACsaVg3Fkvkdbjx0LZmLaKwXf +sRgejui2vb1wiujn2APzS5fJ+RFGq9JPE795mqCocIkHvZgZd4tDmLjQXT+U +F83D+bDNi+tDmZhrY1duGMUDJ5Yq/nqG1D+wKvJdJNEnmr2FH8bE+DVna+fz +PORV+YxKnCV8Wd4qMXyOh1+bd99ZeI6J3uSkhrCzPATfz3M3iGDi9+P0KKlw +Mg9lf62d55m45fp9fdYZHnxa7wsfiiT+ejZkVCeU7OufLR12gYlZfJvsl6d5 +uNHo13E9ignHLFcb21M82AYJtxZEk/m5FfL6TvIwXV2ip/oiE+/m6KcGnCB4 +kIpld10iepr922BqEA9NByNl2ZfJfPo5HUkBpH9X/iaxWCaSKlT91Y/z8Eez +/4xKHBPXZkSIPvXjQVOwpXZtPBNPH82+aX6Mh1vjK+W3JzCRE/NRveMoDzo+ +yacOJJLzQiqKDvqQ8Bd8mnnmChPDbh/1xo7wEL3nq+v1q0xMUZB8dvEwD0l6 +dVTBNYLPKL818od4sNiqE1yTxERVJP/RgwM8SL6fP7f7OumPm6Fh4EX0a/Dq +K04yE90l+1PfevKw/XPc6Rk3mfiebSnm6EH0rknaeGEK2W+GReCgG8HzPyVp +w1RS/3nXzyGuPDSmlPywTSP+oRu/QcKFh5T2to4j6eT9mI8Z6U48LBiIbIzI +IPw7rPFLy5GHbpFXH1NvMeGdH7ejch+Zj3t8b3Em4aO2UI6NPfE/ncG/b7OI +fjVFcHrs/o/3zsX92cSfj8009t3Dw65xB6c/t5nwoTOj/u0i9Xn63ZLJIfXL +6b+Nt+XhyyzFH8tyCR+6WsQW7OTBfr2TpeldJmZL+ZsVbedhlaLeI6d7BA9X +Zp4x3kb22Xt3UdB9grcN9x592MpDbE1xbtwD4l9sw2+uWwge/uzTvZvHxLPL +9TNGrIgeV2S8r8on/O2z0T1rSfzCKDywo4CJ1rY6O2kLHoyKJzRGHpK8ZbLq +RJYZDw67VVjTi0hemYy7omPKg+q+vieqj5jI/dlxH5t4WCwwjzd4TPxqYGbF +DhMe1L22B+4qZuL22+UN34x5GO8cP+BTQuZxVK/dbwPBR+yOAxeeMBH7UK1n +0oiHlU+2HL9VygTtxfmaaMjDSPTPy/89ZSLYP/eLigG5b7z+UdN/RC/z13Q+ +0ufhzKw1fQPPmLD+kfNh41riv2s+qwiXEz7MHn7ZpMdDObXcR+k5yTM8qUdu +q8l8966o0atg4rzf9NSRVaT/6m+a2yuZ2ODcFn52JenPfXPqoSomeq4Hukvr +8LD6iP28iBdMrOL2b8jSJn4sp3onDUxwdqrO01lO/DfjlkHpSyYeXFz648Uy +Huata/7S+IrkV/+/lduXEr9VrUxgVTMRwbxx+asmyVMJbjZCtaR+CGyPafCw +tLJyrlIdyZ8dCnMn1En+6Gsb1nvNxG6Rifb4RTy06+c1b39D8oba7avzF5K8 +8suw+nA9qW+akHWhKvEP11icf8tEYJzS3/UqPFy/nf42o4GJopif+e/n83Di +79He/96ReXQF2zkrE394MEWk+T0TMbZPx4cUyT567fWGGpkQb8i9FarAQ+vX +wOOiTYSPimZGEvLEb3vsKlQ+MvFG6Wpb2lwe9OUmZxs2k/pzLx9ZJkfyYLX/ +iT0tRM9itP6Uy/IgpPqQeayV5In7QdHWMqT+QyWel9uIHzd7SnXNIvxvv/Aj +p53w5yv36mFpHhRz1CNfdDCReW/x7F+SRH9mJml0fSJ4n+THXpzJQ/K25g5u +J9EjeArPkyB5MLs3SeozwXvVkaB74jwc2lztsrSb8KdJrH+NGKnHN1jPrIfo +37sNW+um8VDjKiTv9oWJA9HTHu8RJfOw9RAL+cqE4if3WdRUHuiIFNHkb0zU +XNtyNFCYhz3LH0g/7iXXCa9qhIV4UIq/qvGujwmX7Jq51ya5eNprt4XuJ3kv +Y/sBtQkusF8QIkSRee9zf/T4Lxd/dgWVKTOZWJIn4G0c52Lz0EfhdTQTjZ7S +a5t+c5F2RNJxN4vor+ODANdfXCyU0HpxbID48X7kDwu4WCCppRPznQml3bu+ +nuFzMfpQqvDuIBNz/rlKzuRxobzkk/6rISa2r2Hop3O4sKqMaur5wcSVph6X +ZWwujO4rBf0aJvk1y/ps+QgX3zTSFs8ZIXg/pZlh9ZPcPy1M6Ywy8Vc7qPTT +Dy7O9Ng92som5ydp1x8c4uJ7QvLFQxzC3xDbT/zvXIx8qD4aySX5qOxL34UB +LhZ1f3XN4jHhP/8jS5bFxQrOoEsFn4m7YRrf7zC56Ns1cOSTgAmxgq/MVRS5 +v77zPHeM6Fmw4MvLfi40hyseSP8mfPvPp3lHHxcid693a/0h/a5b//LrNy5k +c/YrWY0zYdZ0IN/3KxfNGssOe/0l899GJ/7t4aLN7/urc/9IHoqs8I/t5qK1 +6s6SWxNMrDBj2Ch+5uLhTvuM8kkmjrg5qed1cmF/WGx+xxQaaffUxvQ/cTFm +9iyfI0Qjd3B13et2Ll5pHDCXnkpj/d/EBLs2LlS2yw5ridAYLVi9m2rhIma8 ++raVKA2NBmXZwGZyvt+J/Qem0VDTtP4g9JELsyEt3fPTaQiu/Xfhygcu9B+x +JLPEaFz94rlWpZGLxL95ggpxGpUdWxmF77gInBP0o3MGDbntfrHrG8h81lmO +8CVoyMi+W/GunovFeeqTMpI0pvCdGx3ecDH0QFJ5pRQN0ZqFhwbqyPOnp1ps +k6ahZKP492QtF+VO08O8Z9GQd9sUJ1rDxflriq8uzib9NSTPu/6Ki1Q3Y5m7 +MjQ2u8hlLnzJxUrRIP9qWRrbmVUqxS+4uFNX2f1tDg3eyviMjVVceDAU9vyT +o7FRKmLOhwouJG7HdSnOozF9682Lzs+52L1p7tF18jTEnzbyB8u4UJpeJrFX +gcZ7hYVup59x4bwmsCxQkUaxxbWa6f9xYSBtHXBViZwvprzoRikX3E+GBo+U +adzWrgpTf8IFs8VasnE+jeyIwNaSYi7STYN/Di6gUdi8Xn3TYy7+863tEVOl +sW9wrn9TERfCybqdGmo0JFMm/3Mp5ML9X3Wv2UIaM+7zfg0VkPMGTwo8F9Hw +ZHDXhORz8eT2DoUIdRpTFcZ9xfIIvw5ut85aTKNAVuz2jftcJJ8Jiq7SoMHO +lG9Sv0fmsbTmY7cmmVf0sl8luVyIlhgt+bOERt91I+VNOQQPjt/i5JfR6E+2 +Nmq6zcXSw48m1mrRWLNnl51LNhfjKoVhdstJf2m7vYcyCd/edIkHadN4tnpr +yOlbXJjmrM25toLGwPe1UdMzyPd/11oX69A4eXFObHIaFw3S0f+aVtI409EX +uyiVi3taoS9+riLfy864WHyTi9lJd+MkV9Pwfbw5fOMNLsTiph1erkej9EOz +X+N1ok/OWTu3rqGxsM7S2SmJC6+txy2819L45XzH9PtVLsIzw6wv69Owcfu2 +OPgKF7EZdQ4P1tEQS/4rLJrIhUncluA3BjSGXo99vhbPhXep5B3akMblqg+F +qnFc/HWa9Vl0PQ2rTWdDi2K4mN6wW2XxBhqHFaebrb/MxRvzruNmxjQ4s7ym +N1wk+J97p3n/RhrNP5Lq7KO56Il8ZBxpQvhw4no48wLRr3bh8jubaGwI3K8b +GMlF0q5bJtWbaZQ/nOidcp7opem59j5Tss/v+2MSznGxf/RhsJA5DbPRKyuU +z3IhfVtdU82Chv6lyMa8MC5YtwYYJpY0fgQbHNI/w8UOnT+F7lY0BqMej9eG +cNF+yzHqnDVN9JCO2XWaC1VdCe/sLTSYcl1zeoPJvtdIOr/cSkNKPTrV9yQX +ASMeTr02NN4dHpIfD+IiJH/G4SnbadTlTUu6FMjF1kdi51V30Ah62D59bgCZ +n6VLnslOMv+1e4Nz/LnoqhD/6m5Lvi8R3bfSj4u7e6VVI3bRAMfT4oUvF4c8 +/Pxu76bh9Wjw7tajXAhpaL1/tYeG/zSlKV3eXPj9NF3bb0f2Vcnec/AIOU+k +olDYnsbq5KO53ENcnHtyVXfRPhqr7C7/PHeQi0azt7WmDjSWvDRfLXWAi51T +93t5OdJoSc0KSN/PxWMD99lRTjTy715/uMSTi+e61e/uOtOYeX9h31N3Lo4Y +xCS9dqGh7mE5y9SNi9qU8sMsV1L/jSmGH12IXmfYbhVzp6EtYePq4kz0JmG3 +0VIPGonnNMMGHYkeVbxct8WTRnj5lRvBDsT//NJMffYTPp2KyhfZx0Uvr88p +zovgP3xq+dW9XASlpEQUHqCxP1GseoEd4c9dAuWDNNx9rtUV7OYi68g+/sgh +Mo+2zJp1u7jI1/EynX2E1BOrVVm3k/iXGZWp603j7661j3bt4KKI1zV9jw+N +e4OVGd+2cTEQZxF+4iiNJ7JVF47acDHFUUv4pi/ZX4Leod9buGA8uJxUdozM +V1nNLNqai+LXnrqf/WjEnDmnJGvFRcqUsq/j/jSS/HYOZ1lw8TsnJmV+AHn+ +aUL5cnMudk10u20MpHFA0uBcuSkXG1wK9TyCaBzU37bJYjOZj9SUeZEniB5z +6v+2mBB8ubdPu3uShulEXonbRi7eZa0QeRNMw1Dhp+ePDVxMKklKfz9FY5dw +kuTp9Vz8XBigKRFCQ+XUjRJRI8K3qW7btEOJHhsIbK8ZcNE9o/3cjjM0LKc+ +Hlqwjujb5fZXx8NofLv+6mzBWi5y33vMuh5OI69gidS6NVwcVg89+t9Zov+i +jBu1q7m48G1hR+c5ovduPxVsdblYt81x23gEjTcnrW5+WUn0tHJhy/xIGn/E +RqS8dbiQDA/zMrlA8Nvy7ZxAm4s9vT4i+6PI81fkh88v5+Li6pHiqGgaNyZv +7JbW4iL+jZjvg4s0orv3laYvJXz6Ub7m3SWiV71O0kuWcOHDmTrz52Xif+9u +eZVqcFG/dGBkVizh+17lUpPFhA+MQ32r42isNW7/934RF4XHLvTujafxfcPr +TQ4Lyffmbxw+nUD6mzV8lqnKxTGT1Om3EmmcOG5ZdlyFC7cl13VeXiHnK7UO +/ptP8KKx6gDjKo0F9fHzYpSJnsYdfzAtiYbI6hPGc5W4iMzf+3vpdRpcuYtu +dxS4cGzts9+WTIO/7FXICnnC931zav1v0PispXbl+VyS32JHNly/ScOiJTfL +Qo7klaqgumcpZN+frPNaZEm/m+86dqcSf+BLFrrKED/wOf9vIo2GEPUzf3AW +F5diJIsWZtBgOA/eOSlN+M2xPGpxi0aE/MR1YSkuWgS667wzadg2aUYkzORC +73vT7IQsGskGBw4pSnBBK6v+Ls6m4SBdanlPnAs2pf6z/TaNMDGZhbpiXERc +/zb6+w6Nhz1nBFXTSL4LtxVakEvDxZRTay1K8sFYqMrmuzTauH7x7VNJPtvl +vvXgPaJfd7k7PISJfvRPXoi5T2OZVOjM4Snke+NO74seED4wp9acmuRgmHNC +rTWPzKMvNlBkgoPzSjsujOXTMC+fteDKXw5G3g7wlB4SfVW7Uq00zsGNXWaB +JoU0bjZP97j/m4MJ8f2TXkUkT4Sf+K37i4MuM4vUy49oPO3piH0h4IBnP2JS +9JhGz52l8lv4HJimuAlaimlci/LJbOdy0OOYUj5WQvKGQdoCDw4HfF5ajHIp +8cvAJyk/Rkl9FYePbHpKI3OgdOapEQ6MRafuPfgfjcU2GSFTf3KQoOGzM/YZ +jQu7DvUn/OAg/cSdfY/LaFx/JGumOMTBHqv8Y+3lBP9zs7LufufgJS/y2p/n +NDTXT+evHOBAsnllrUoljb0t1maVNDlvdclU8yoaCXFe8ZZMDh4HiNt6vyB4 +mG/3sYXBgSxT/2EiaOitU5B07efgaJ+x3NOXBL8JRabfe8l8XqjEfX5Fw6BV +JijoGwdJrd2zptSQfp6ZZk5+4SA2OChncS3Rw5/G1TE9HFQIDZluraNxaolw +r1w3ef6tCcf/NQ3nebFj2V0cZGsEF914Q/Th6Cex5Z0cJPonnqqsp7G8k5J9 +1sHBqsmYnf1vaXyUKJbf3E72t8xnrdg7Gs+fGcxrbCX1bFm1bMV7ss+4M9L7 +WjjIf/ZVa08jjTiDYCHGRw4WNAQZhXwgeu+nOezbxEHoZ96+7Cbil19iWn41 +cuC+yf3C64+ET6uziiPfk/rsy6p+NNPYpOYZI/WOgxknJ0RkW2m82tPsnPqW +g0b+akeDNhr2YYNL1Os5kFnpWOXWTuOudcHPotccrAgPWBHdQUPh8OwigzoO +Mg3CCx9+Ink9WvFQbQ0Hgopww9ZO0t+eWoUd1RxMup5o/91FIzVs5uuulxyk +nNkfrtpN8urjUR8vcFB/bMsayx7id+nHJEaqOPgvUeuP7xdS//fI3NOV5NpA +rPH6VxqPrFfoi1SQeb3pK6z4Rvo/5FOTUM7Bi2vlGf29BN8j66wVysh+x66k +iveTvJl4vT7nPw6kdxzJXckgeZ4dumnFUw7u8k2r7CmSB1/9eFL2hANhi4VU +OJPGh4eUimkJBx7pogr3aBolLh5RjY9Jv7YjTo0sGrfOulP2jzgYq+59yBsg +/lT1bX1/IQeeNt0SyoMkD1X3JBx9yIGNde8p0yGiB+vsPgvyyXzk2FzvHzRU +GyxUIvI4OCUpHXZtmEaF2iMXiQcczIs3mvP8J8nT32OTk+9x8Hk0uLxvhMzn +7efXKnc52JRcd1ScTcPbN5Wdl8MBp2PxilUcGkvD6uT07nDwTCbt3z4uef+O +8+oX2RxE3F3UfY5H5nHBeYtVFgfOP2peP+ATffxQ7dhyi9w3O/Pyo4DMTyPe +yzmD8Flie/2vMcLvNeWH6DSCp0zDr6q/Sb25Zl7+qWT+jqbC1n9oSChoO/65 +SfaVeUTv+DjR8/X+1hducLC2vigo9S+N0FIJXalkMv81c2pe/SP5dOk/2ZQk +gmfTdJXBCRpbNm0eUbvGQaeteYzMFBakcjprCq5wEP1CdqqREAtjvKqraxI5 +WDowPWa/MAsLv4zsQzwHQdqLVOKmshAsdFTBOo6D7cMHq0tFWLgzfWVrSwwH +JdFtgV9EWZiTbBDtfJnUt8939bTp5Pwd0br0RQ4+VesK6YixEP9ZttMvmoOd +6hpf7MVZsOv5dvL3BQ6e91i9OTeDBc4vllRkJHl+awbyJFgoa1uaPfM8B37N +aq9bZrJQKZuz7MY5Di42fv48LsnCZwfbIpWzRM+y6/+pS7Pw3xZdrbwwDlry +fqzYPouFp5dNb+ue4eDBFqtjwbNZEH1+flZlCKmf0VORLcNCWvjwKfPT5Py2 +gnkNsiwsC4n4/CGYg+7w/yK4c1hYuWP9mn0nOYgynfitPJeF0Syly31BRH8i +L5yzmMfCMan5Hd6BHKhmb5Hzl2chcL2xMu84BwV/bMtSFVhIenfGKcyfQ/JY ++pEaRRZUXDqSpvkRfo8sXTqsxMLqa1Z1ib4ctG77J5g7n4UHEs0j8kc5KPaf +12qygMzf21f2jjcHJ5+frvJWYUFsu9JKrSMET/GL/7uuysJ5+07z0kNE/7Yq +V71QY+Gsxp09Gw5yMH2fW8vAQhZKHE86v/biYHTOKF9GnYWEpF0uO/ZzsJzZ +pLlhMQs7/PXsOz2IPmtNOXxIgwVuosIWD3cOzm49/99VTRYMrk6uGXQl9d63 +l61cwkKeDKUY6ELwnxMRTi9l4VJJ7a9xJw6ccoR+zdJigZLKarrgyMFD8a6z +RstZiK3zz5J0IPprKD73oDYL0kH6h2/YcyCflvT8ygoW6p6NLlXZS+YXd9q3 +QoeFeu006v4eDnqDKlfQK1n4GbAqZeVuDnLKXCZm6bLQuajUrNyWg74K1x6j +1SwM9KgMbtrJgTbjZf1BPRaMDAMuNWznYGNSVM3VNSy8/PRAZfc2oocri95X +rmVB0fbVo+6tHOxVW0+x9AleNpWv89pC+n27coasAQswS3j+w4qDqoR4Y2ND +FjT4G9acsOSQ/9DdEUeMWMgYrnvwz5yDXdOiWq6vZ+FG/SK5aDMOBiIX6r7c +wIK5ql2IlCkHC59qZw8Zs3A3wb7zxiby/cn7yvNMWDhauERHxYSDmIZr9zdv +YkF+7uvw+8ak/9ARk2ObWej30H6js4EDxVMYSDVloWGps1iZEQfiS0Sy6swI +f6bt3GxiyMEd9ov9bHMWiq5MO1G/joNHRuy18y0JHt3Dsnfqk3n4ZshbW7Hw +QbKktnMNB/rDr8ROWBM8rrzT567HwexF+6ff3sLCZvetYwO6HMw5GTGncSsL +C/QKRI+v4qB524KVv21Y0DXFzN86HLBnGzku3s6CmXrUzIgVHGxe1nXNdgfh +n+8fEXFtDsonfneF7WRh/X/KgitaHBwey9TJt2UhKOn7N/llxO/OvE3q2MXC +lnTX6uwlHCQLQqZN3cOC5f7Tt5ZoEnw2ll7UsWPhyTn9448Xc7DF59Q8570s +pFy6sWGdOgcn9N88vWTPwgvp68IvFxL8p9/xfLqPhcf52i8t1Uj+mDJzQb8D +4fuw+8kmFaI/H0QGpJwIXo5qLbZfwAHln/DSyJmFrxUx778qc/BtR/79wy4E +/8fOHD2oxIFbu8OtZFcWAuZNiPxU4GCZT+btajcWtm2RvHFCnswz9HTpiDsL +uan3Vf7NJXro96Nd2ZOFiZsNty/IEf0t+SW6ZT+p91Og8sw5HLwuzDIL9mIh +dDA7MUmG4Pd9/9XcAywc8twxrjib5J3TNcPNB0l9H8+43ZHmgLXAdN/kIcKP +NxqVS6UIvzT3Ny8/QvjesWV28UwOcifVHRy9Cb8TaNd1EhxozI4ZuehD+HFu +LBfiHHx8k3T96VEWYjaEMizEiJ8lmloxfEn9e/wUP0wj825JmzHbjwV6T7O1 +nSjZ90Rat7E/C40fMo/3TOXAO8y84uhxFvHZ9qv7hTm4X5melxbAwm/vgPzB +KSRPambdqw8k9eYHVhyfZCNPy7ZEEMSCXlZH7a9/bKzWe/Je/SQLqzpSXp/9 +y8byotf8XcEsPP/y7OW0cTb2TIvXjjjFgo/pqifxv9mIzpse9Og0C7evC2fO ++cXGB5F1b7+EsHDadWlEuoCNbVEq2jPPsPBRO8d5IZ8NxxRkGYaxsCbRd2Ue +lw33AgW1I+EsTEpF/9XhsMHW0im+eZbw32Dw5X+jbDReFNr5+hzBQ+rNsA0j +bLQuv/aPF8ECryJWt3aYjclL/eWLIlnYpFX7bcsPNk7P4F3YdYGF5ADjqOZB +NmJV6l0joog+KP9auO876Xetu+XjaMLX0p9lX1lsOL+oMv52kfhVtYrlAZoN +r8X9ZlKXSX2tlxqHKDaSPn9w2BDDwrVjmjYBDDZ+2ESFHY0l/Fzwu/pXHxvJ +Q9Mep8cRP/EZX3W2l42mxXbshngWBN+0UkW/sSHtc3zTnwTCx6mXfsV+YePr +MpfspVeIPrlI7pTpYWOwTUHK4SoLQ8HlWSmf2ZDvehBz6RrBb9dl1oIuNlzu +S8wtS2KhS/yM5t1PbHx+ZPqYdZ3g70q8m1YHG+2euxzm3WBBgVeRWNzGRslK +g9mWN1koqBAp029lQzTm96eTKSxc9T3QWdXMRvi364X3Ukk+SOweNf1I+rk9 +81pHGgtvH3gJNXxgY8dmz6hpGSw83DAhvrORjbpVNy+uvcXCeOvdGR3v2Ijv +e5hyMJPsc3TfVOcGNiRrcstuZLHwV16O11fPRovlOdbrbBZmNX/qOfSGjZg+ +k8Vjtwk/b2VWDdexISY8cFwzh+BJ6NCNwFo2TJSCG+1zWZA8v+LQ72o2tmeN +6F+6y0L5bY7O2VdshE7ZXVx2j4UfjMejIi/ZUC6+Y/D9PvG/dwfzYl6wUbuo +96NCHgsbu2c7zqpiQ+HdzOAt+SzsTX4kfKOCDY7CsuWhBYQvoRtylJ6T70Ua +jBY8JPOfVW50u4wNxZD1NT2FLHi0q7zXeMbGy+N6dyUfsTBjq9+eh0/J/r8s +vGH8mPgvJ7dtVSnZzyrxG37FJH9se2HzrISN8W8DudklxA8+l1WuLybzdq2p +bn5C+K50Tb36ERurVNJGhJ8SfU+wvGBZxEbizWNaev8Rvpd2dL9/yIaT0eaT +B56xICu5QWtXARt/wud+vFFG8DL3VMCnPDYYHT/W1ZcTf90eVez8gI13z14/ +/v2chTNrPAf67hG837irr1VJ8GA1c96hu2x8YsU0OlexcFg0YsOPHDamqZ0K +SHjBwtzBKqfjd9jQf3ZM4yWI/ga+PC7IZuONiv939kvyvEr02dAsNtZ9DKtY +VM1C65GZUVMy2dA1Ts2wqyF4b9p5PiqDjZBvNXEXa1k48n5n8Ix0cv6yydjy +OpJ3esS9ElPZ6E2ySRt6Tc4PPW01J4UN06TCZ/PrWRBefEs99QbBQ+Yiasdb +kj93B/yan8zGmuWPVc43EP+JENTcSSL9luzxLn3HQvYyzYua14g+5MnU0u9J +nnkjtPnhFTZuRg8tV/hA/KU1krcykVy/6s3d2kT86U1+5tN4NlKauVrhH0me +UQ4yMYwjeqKtUf24mYXhrV+6XsSwsWD76UOMFhacPjC8TS+Tfef9VJrbRvxQ +OYr75iIbWWUXv1m1k/xS+CLQJpqNHI55SWgHyR9/4oc+XiD8a1p2vegTya8h +o452kQSf9fpRfZ0sCN1lvOqKYKNzz7GoOZ9ZuDDqpep6jg2f4abrlt0s8FuP +n+wPJ+/PcH0S0kPwXze99mAYG8zFin2FX1hgGamLD4Wy4ftMdEHfVxa2Pqw1 +9wth4/K6hd5zesm84+jT3FNsHFp4vM6yj4UTthfvBgezsfcnVye0nwUH/9z6 +8RNsdMg9zCtiEL1zMWKcDWLjrEy6bj9F/DLemj81kI05rtUNcjTRk6D3ExeP +k/oDFgVYswj+o19NSvizUf0WS8IGSB5bo/Er8RgbMl9Tfj7+TvKGYIwl68vG +i6WPa6hBoo9Gek03fdjYqDn9gfwPFpxPdhYqebOhY5uVbjNM8pNif2TWYTZs +F4ZknvtJ8lDKdttFh4hfyKU+Lh0h/rNfae79A2y03f3XPDDKwrkf5i3LvNg4 +sj1PeD6HBWbOu6giT7LfmFubbbksvPmTt1LXg42P7d1Xo3hE3z2+tjx1Y+Nx +wYHRcj7Bk9XBowaubIxeXO/6U0D8QGXjv0pnNk7SHt0Lf7EQYXcwysSJDQvT +T4fsf7Pg69glUutA5quYOTXuDwu/MpJDLfcRfg48K3o5zkJ1bMr3hr3Ef5Zq +HOH/JXk/+dv27XZkvo6DussmWJDRPFzQvJuNg79EZ7pNsrD7kc7knl2Ez2dD +eElTBrA1ffWWzp1sVBy1/lEvNACFfcfjnHawia4Gcf8JDyBqF133dRsbZ/z+ +iq8WGcDMsUSBhw2b/BczdA6LDqC32GcBcwsbmUPLDtyaNgDGz5MbDluzYbiq +La9l+gDuKjzaPWRJ/PVD77/p4gPwvjXb45gF4Z/JLo8NMwagwUw/wDZjQ2r6 +srYAiQGEOG31CDJlQzPryN4HMwfwxnv+nrFNbKRdlBn4IjkA8TBp4xATNnjG +GpdlpQfwd3yByj9jNoZM7xlYzxrANFvrsbMbCB/lrv8Onz2ATczY18Lryfd1 +2fWlMgM4oUbFRRkS/VHA/UFZ0u+xHVvEDMi8t04mq8oNwH71u4kYfTZELJ4k +7Z07gOlde/Il1xK+Xe7Jjps3gMevv9tc0WOjOflMVbX8AOL2X6RlVhP+DF7/ +/kthABfmagUnryLX0zUX6ygNQMeiZWLeSjb4R/X8DygP4MO+kLC0FWwy9xcN +6fMH4FaqylXWJnlB5o1ey4IBnH9R7ZalxcbCPTuKxFQHEN/jUqO2jI2+b/v0 +N6qR+4Ej83OXsDGwltl0YuEA5gwE+WlosqH3mR/8cNEA7mQOPXuwmA1qS5wO +Q30AxuM7x5apE32ckS9Q0BjAA4872oULCZ5Sdzbu1ByA1ZovjjpqbASGRDy5 +uGQA67omwotV2MhYYZz3YukALB6LpK1ewEa3/qUi/rIBUMo/Cp4qs6Eq71Gz +fPkADCJKSvWV2IizbWDt1ybz3GhXWq5A8HWwTil9xQBEyprzjeTZ4HbudmvR +Ifvetjilai7RF63gEvFVA3B223Zmoxwbz/pWym3SHSD/v5b2r2RJvgk7f/HU +6v9RdOVhNb1dVIpCIgkpolTI0I8KhVJEkkoUSSkpaTBEiTRIc0oqElKKKIRQ +ShYJIRlCg1LqDuece869V0lK+N7vL89xz32Htddea+0ejyg0h42dZTnuO15G +BYy4ZUjBZM2V7zVjSZ7a15MtNKLAHzv8ttUYgud71aWaiyhMMJ7rUzua1E/7 +M+u0mEL5BLXxaxW/4y5jdCNlCYUdyi/KXo8kflhsfPS5CYWtxw032I74jttM +s+tfUwon37h11cuTfpg9fZ3xMgoX11r62Q8nfiMdbRO4nELD5nb6vdx3OCNv +yxUzCtM3Gbg7yn5HiMbXkK/mFPTPL3z9UeY71JNrLk+wIPgnCuY6DSH1OuXU +td6SguMRq7jGv1Lk38s0iFtJYcxr+8bNf6RYFhp9AqsI3z8OndryW4pqz+kD +fVYU9vds2bp1QAr/vr3BBmsoVEY5prb+kiLtYdBQX2sK3c3sg219UpQs0s/J +W0tB3Un7y9deKXaKs6xbbCh8sfvR7f5DiiPej+RUbCnETtsm861bio86F97a +rKcwbfrW4Z7fpYi+Y1x03I6CfZFIpksiReWp5Iwqewq7xiv+2CGW4tW63JSf +DhT8yh608lgp5vgEZc13JPUVfa/cKZLi6C75O7s2UogafidNQEsR1bjtS94m +Cp3b+7b5UFJMMj00/osThQ/2mEYJpLCfvHnb+M2Er3PkW3bxpbAb/HvPdguF +tWvrEuguKQJ3BU6NcyH9+m+Uwe5OKSYLCk8/3kphb97TOqZDih+D16cOuFJY +ECN192sn9zeMuL/QjfTTv1Ra1CaFgeo0twB30v9eF339W8n5dNNUC7dTeC2v +0cG2SFElbWjt8KBwfpmsbUCzFCaDdOnkHRT+bN5wi2uUwvf9x+yNXhSarg8f +GfhZiqZfmWkpOym8TJriIv4ohfnveVm13hSU1mTkBjZIEeGRd3PoLgqpC3e1 +id9LkXVX/HGpL9HHi6fH7nknxeWjk0aF7Cb99VXDRFIvRfeqaQ63/SgcMvu1 +Zc8bKdjT8oUif8Kf8bp7Ja+l0Bx4q6gbSCHien7YnldSrOg/fGz7HgoOmwMj +JLVS6EwdqXBuLwVNn+hDe15IUdMdfuHTPqIHMzt8JM+ksJD5YjE2iNyHjrLd +UyNFe4Pmr7UHSH1/75wlqZbiz4/1VTEHyX5FCb8Dn0gxS+J76nEwBaeVzFMx +pBhruz/kdwjp74kxxwIfkfud9fU3DqXA7HFeJH4oxX53h337DpP9z7l1BlSS +9Wbpx14/QvqTfyaaeyCFy/FfRcIwChbZQ9QDyqUQ91e0a4UTfxh2+ip7XwrT +CQdmuEVQ2BO0aY7/PSkEXjqhZyMpfJu79IqolNRn37u2j1EUPkasnuB3R4qi +2uANY6MpnCo9EMbckqK2V63R5jiFoSpPmnxLpFgZU+kXF0PhvnCWPn2D8E92 +29insQT/w9eDdl3/P1/+1fyNo4gvWN0RFhF8/l5OMEkg7//rEXhfk2Juhr1b +cCLh87FSZUGhFLk2MpZ3kihM5EUt2HlFiiu3HywSJ1PYFuBqzSuQYp/jkaWz +UyiIvMydduQTPj9a7eCdSuGIsv6WzjzSPxHTgi+dJP3zQG2DRy7ht4588dc0 +CvcujVjRkSPF86V/JJPTiZ+p/NJxvyCF3Ea5Vc4ZFK7bdQ75ek6KUf1TitIz +KaRcePbeNVuKYRU2mu9OEz6vuJj1JUuKpTqpBYpZxP/C/Te5nJFi5kt6ifVZ +CmezZys0Z0qxwXBbe0w2wavx8y3nDCn29jIZ1ecojA4NtPt8iujDuQyXf+cp +1D4Rd21Mk2L2va0GS3Mo/PdjY2BDqhRf3q+YEHqRgu2GHLFDihTPItco3s+l +UDel1utdshTWDvvG9eRR+Hfm7bv1SVL0fqiaaZBPoVHmzoI3CVIEZc63Cygg ++JzzT7SJl+LczNqYossUgq4MNr6MlcJdI6FOeIWCtYe7+poYKVqGHNDWuUre +H3Vq4/NoUh/vxETPaxSC+WnRK49JIdP2Ria3iELRHNer1ZFSpPSaJbQVk/c1 +xdXmEVJkm3dOU79BwezPyoZHR6UQrr9fu/kmWX+oW/PSMCm2366KPF1CYaO/ +8aeKw1JM6e9f8/EW8bdDr58vDpVifZn/9HF3yPqek2/eD5HC8ujEkfalFIp9 +piUZBhP9aP09NOUuBdWnLdvuHJDijLe6Yt090i+3rHQNggjeN0J0RpaR+u/2 +4N3YR/TZYpzdmnKiT3NmZunvlcK1nI2PfUDwm5+14log0d9chYaaCgqLSm52 +6AZI4ZjiM1f2IeEzb9fBAj/S7yqjslZUET2Tr/k3fbcUhtU/xkU+oqCxoSri +4i7Sz3N1cx6B+PmgQ6+GjxTadO6SP48pqJhFbM/eKUVPrDfftJrok4PFk4le +UhzMPpR3+CnxS9+siZmeUtD3mwIe1JC88jh8xzgPKR7uiV/76xmFsKTuglR3 +on+bExYtekGhb8j3L4puUhTKtRkG11J45hSikOgqhZVCjMW9lwTf6mOz5beS +/uk7tv3HK6J/h8ZaHN9C/GZnU8rCOlKPm1PsZDYTvglj3+x/QyHnTKFDuBPB +V/mkxp16Cmm7iq1/b5QiI6T3yPe3FLI36i465CjF35vlIoP3RH9TVCf3Okhh +tu6L394PFEauDe7eZ0/0l+c2WNJAvl++6rF4vRQjFFddkHyk4KkYFe1nK8XL +zanr538m/Ruis5SyIf7lbjZ2TyO5/ywDxmutFDH3nTpvNpHzbMo58W2NFInd +n2vEzRRKZwfouq2W4uS1J2XzvpD81nz2bssqKYL3TaoMbKVQdXL6YueVxF86 +WutvtlHIj5S53WBB8Ewa2yP+SqG60VjTfoUUvJH39OZ3kPxQ8+hYnRnhT89r +/z3fKGw6ePrLmuWkvq1O1SWdFM5NrJz1bKkUbVudZ0q7CL5NswJWmEqhNuJt +jgGfwnN+++WqJVJwh6GzT0Bhll9Lw5LFBM81s6tuCylMypzQd89YijIF5Z3d +FOFjatqYBUYEH8eDUxYyFNHFNVNuLiTnx2ZBkIjkgbzF02YvIPjyHuIuS+HO +GPdJVwykSNqaf62XI/38q3yY1nwpFCtHFxhLKMTHWVIX5koRfu7PzRAphQe8 +31CbI4VC5oFX5d9JXlrSnpw5W4oBswM/+7sp3LzJrFeeRfTb8O8C0x+EH/7q +w0/oEb6OGh8Z1kvyXXbgHQVd4i9uZW1VP0kecP/meHwGyRM1tM2/PtIvvL3M +Py0ppjdef2XeT/KN7eTgI9PJfgZDXY4NUFj/tOXnT03y+S5R/9PfhO+7S/z3 +TyV5adLuomF/SP18Mhs5DSkOfInwW/2XwsJvCYt81aWot563LOEfWf93QjJP +TYoLf4I1Xw+hQTef+uw+SYrHJ7eOGz2Uxuy8PNUvE6RYdaFN1U6WhtuBUmsn +VSk2Vv2dlSZHIzH42f73KkSfkh6vbxhGw+bVx5PrxkkRkjfjuKo8jY9pX/Nf +jCV+mT3nlbMCjR/i9mKLMSS/KLdMyx5BQ0n289Wq0VKo5s6Lbx1JQ1NSlb1Y +UQq/Tv0hmoo0qhoyokpHSmEc1BDvMZrGhPfO2+aNkOIup6tVoESDHS4375q8 +FMs5vTrBGBo5Gad7tIdLsWV0U+wsZRoaZxVv5shJUUAv3uA/jsbPBTu2qckS +Pk5ZN69EhZw38oxMhowUQ61U1LvHk/PmXMlWGkL852/qJKMJNJ45qzuM+yOB +SudT3UMTadyNT3eSH5AgNOXWqspJNIJH3Fo1+FOCwovOB/+q0Zg3zm/q9x4J +DO9U3FuhTpM55FEHXyoBPL8Mj9GgIZ91ObmFk2D++spdtVNo2EWpab1lJPBX +dv0ySpPg/2p83lOhBCet4WY3jUbb1bQR5TwJmtMF3aem09i0PnHr9W8SZJ9o +OPNZi8Y17tfp3K8SbPgYZzt5Bo0d5Y2VGV8kuDRs2Hg3HRpG7dNexTdJsBbr +RHm6NLi0+idhnySYdnF7A1+PRva/lkt7P0hgbGlRN2sWjZ1O5gFeb8l9rHs+ +Bcymkff017TNdRJU2h+U3tan8Snob5XNSwlafr5U/zmH7H/KZqXZcwnSWrqd +TebRZM5qKV3wVILI7O8F4fNpnHheoKj7WIIjn14MfWpAo3Le5fVqVRLsnR2y +T34BjYfFn0IVKyTYvVjmu81CGn+9DFL+3ZfgQo5P1ElDGpOjSpK6SyXYMlis +9cmIxhsd2/38WxIof3/7UW0RjcEQWYumGxJs1vh0xm0xjTvn6gZeFUkgmlLl +l7+Ehu7dS+erCiU4m5lgT5nQuNoVoXerQAI37aVWc5fSuG/jdu5SHsHP5/O6 +/csIPxUX/8rIkaBExsWrbDkNrdXyy+POSfDxVG3yoBmNxWrP/UOzJDCt1H6+ +YgWNJXmBx/0yJYhVDxgbZ0Fj2+DA8W2nJNi/8YpfnSWNX1Y7A+1SJegc/r5R +eRWN5POF5iuSyXoN4o3OVjRKJz78vSCB1N9Vpuv8ahr/fTh/cUasBNIVI491 +rqHRxbOcMyFagmc6oxbMXEv46VOcJx8pgd+1YT0BNjRm7X/z71eYBCcCf9eU +rqMxf3KBFRMqwfcJ4sJ+W8Kvg7OCvwRLEL6y/ZyZHQ3VLOeUuiAJVp59lxtj +T2PO6ZmpVXsl8Cl7ev+1A43dx04fuhkgwYIVFW3KjoTvgefWXtwtwfjme6qb +N9KY7v/fsJM+EqRPL3fL2USjJXHD1UgvCbyqqst5TjT0W34t3OchgYNdo7b+ +Zhpxu6Ze9XCTYNXhvov7ttAIsqyS27BVApdvM+aWu9DIDXlrbbFZgtt6Hq// +bqVRP9YuZMEmCfKlNw6v2kaDUjM+obVBgivtiqbJbjT6zocnjbMj62VFKDa4 +01DL19o/dB3pp0fyEjUPGicNNVZ0ryH16b3Sud2Txq3NO399W0X48c1NWLiD +xoDqrzPvLSS4qPvfH7EXjSH76zWfmElg7qs5w9ibxp59nam3lkqQaKvvetSH +hvqkedTFJRL8DXG6XLOLhmBX8cxUYwlmnrj0b9RuGh92bnQIXyjBw/+U/Rz9 +aMiN1fYMMCD4jCwQZvuT/X2Ut7rOJf340PVgZwCNmf5qS21mSzDALh0/ew+N +L+pGw0z0JGgyt6rZt5fGugNu92fOkCB+2+GYB/sI3vtT7SZOlyCBanGWCaIx +Urn63bCpEuyJ8zW1PkDjm410yY/JEkja9QzSDtKI1xif1DlRgtYzE42bg2ko +hOnVvBsvgcEmE9vphwj+njP4j5TJfarSDvqG0hj6Qk58XUmCsEOaJbcPk/67 +WP01e5QEcvr8/v4jNNDpXBavIMHwMN4mi6M0XkQ/CgkeJoHaOM2nieFEP4Kl +ml5DJehOP72iIYJG+w1hicM/MXZdXfdePYrcRz1Hz2yQPP+02O91jOBRMjpu +Tr8YKjpHZtyIpiFxMahX+ynGyS8/hb3HST0Uh/wZ3iPGsidlD5fH0ui9Fazy +QyLG8aO4FBdHgzFOUf7GivGvbEz2u3hS/0Tzvje0GM6Tii6pJdKozoyrqRCI +4WV18qFnEo21K7eFFnaJMZl5KixOJv4SUama0SFGdLHVjN4TNB7PO382sk2M ++gWT9y9PpfHEpF8uoEUM+5nm7+NOEr1JqHPe0ihGsGHFivdpNDJlxp5a9VGM +un8JTyenk/PEVpX+916MgQW3nbwyaBT/qX84pV6MT8H//b6RSfRuzfIbI16L +sfKA4u2+02T/tcNiel+IsfGj5aEVWTS+dk5Z+a1GjNnmzfZJZ4m/9UQxdU8I +Ph71Jp+yiX5s0T9U/kiMoI4ZxprnaTzqVeHyK8Vo9Plq4XuB9Ge+kXVquRgt +uYPbS3NoGJgnJh++J8Z6o6iTfy4S/b4yqmznHTFk3wa8X51HI+x2aa19iRhj +J9Von7pE8DEJe2J6XYzkipi41nwaWWruebrXxKjYfndQ9zINWT2nXcpXxOi+ +6xC97wqNFUu2Thi8JEYZmVMeFtIYrrurWHBRjKvK7TXDr5HzVwfrvT8vRsie +DxEORTQsv0UmVp4l++uarjtfTMPXKfLj5dNiWHZMni28TuNwT+Cwk+li2FoH +qS24SfJFgtWUwyfFcFS0mny0hMYUaoiG1wkxbn7MmFN7i0bF1zMy6xPFeGbr +Ya9yh/DLdFj9ojgxjLVvxLiV/t8/LaKmHxejcMjhumt3ST23rFUfFSUGL+3l +jN57NP7cUT3/46gYX45dSDEvI36WmyP79bAYpyL6RiSX00hhvzq8CBHDyLD5 +dOMDGgFu72JvHSDnt11ppF1J41WV/6Wz+8TYHmzCD3xI9OTdjYJjgaTerlVX +KqpouG47ccLPT4zf1+tDh4OGi96wbRt3EX6r7HXb8Jj4Q7eSyrKdYvgty9+Y +84TUP7KgRMdTjPRGX1emmsbGDCxQchdDNfXZQeMagh+35fzPrWJoK5fnHntG +/MwmgP26WYxJoyzb6p/TSPfv0XqxSQz32bv01WtpqIwRmJVsECNWY1aSz0sa +ppLllmfsxFiUGjdY+opGYW3fnIh1BH+DmIghdYS/m0b+8bYW48QN7fG2b2gU +2O8tXW9F+HfPq+JsPY3wfdr2xpZiDOm13i94S/x475SGKeZipKl/Ml34nviJ +7Oalw5aJodkoPzHyAw3tjrokdokYcz53yb5poPG98uCTBmMxVrzYPXTyJ3L+ +tevaKhaKMW1LzjifzzT2LVvbnmcgRqZJpOHdRhrHVvu+iJ9L8Jo8bpdMM9Ev +tfzMPbPFmHp10431LcTfPb5bO+mJ4XNqndz5L4Tv72x5S2eIcSv+lz/dSmPB +uDte2tNJfUy2Co2/0vD8OPH1iKli9DoFBx1vpxFYfWiidLIYI1NslD90kDwW +V2/9eaIYW1NbH2t20mh4Pc7z4XgxqkbqHwvoonF0idn2S8pizLy1eFMlj8aV +ENuV8UqEX/PlTUYIiD7NWaQUOEoM3yVZBs5Cov//eqscFcR4eJRbfJmiEXIq +2nHJMKJX1xUce2ii14nN9VOHkv4JEYWvENFoTPw+X+4fh4iUMw9TWVKPhc+C +6d8cpl9SUvzK0bisuz6//hcH3x0bAuZIaJwaGnuvtJeDdbRXx2EpyZve3jey +ujk037Ha+fL7//M1lXhUwsE8f+D3xB4aW5fIr/dkOdQPO1bg/YP4VUfFTyua +gyDpq9u9XpKvI/4c1xdwGCpU1pfroxFbUvtrTBeH2topIxx/kforTNjwo51D +d6dsf14/yc/T2082tXJwED4bkA7QWH5qyr2HzRya4nYqmQ8SPxC/epT7mUNG +MG9h6h/Cv9cdN443cCjZudLv618ajpWbj+16x8FfPu7u3CEMFB3mLF33hoO+ +0s0xR2UYHJmy6cv8Vxz85lSG1Q1lUH6rzl3lBYfq8bd+q8sxeH02+eXPpxx4 +oSnJfsMY3PROmdTymMMVpc3zK4czcCh4va6qikNXjBJvpAKDgq/LvHMrONw8 +VVrkMoJBRO5Xr+gyDjOpNdFFIxlcDSpc432XQ+ySdwEDoxgwHWnK1rc56JrY +7F47msHAnjPQv8nh0IXKQ9lK5HyFtzcoFXMYPlH7LDOGwejRLa+khRyiXaJf +mygzWKYzcmZDAYdb6l/HJI1jEBVkuvteHoddSkbeX1QYbDjsk3Ymh8N1QUK9 +viqDMZVxF0LPcUjY/HVN2ASy3v3MlK1ZHIwmGX6qm8ggiUn0WpbJob85OWiK +GoPKz9s1NU9xMN7AaAdOZlDdNxZDUjmEGK0XPFJncOtlhmVnEge7xRUVY6Yw +iH3Bv/40nkPQGIO87VMZGPv9GSiI4VC25/bZ25oMzs79NDf2GAc5JfOCodMJ +PrHeq3wiOLhebHvsqMXgPFu0Yk0Yh86mJEmBNoOcT+e0ZoVyqNuzzuDnDAYT +7y+gRgRz2Kc2PXq1LoM4Gd9TzH4OZkmjqCw9BltmL57+eg+HB4dHuzMzGfDz +zmYU+xO8L8ykTGcz2NMUyyb5cnC75hZ9Qp/B7GX9M/29OWhsvG3QPofB3OWM +9bodhD+OWlKDeQwi1zjazdnOYYpb6ZNj8xkMq527RHEbh6RZ3pc/GpB66gXJ +s1s4LPNfek53AYOp7zUqXjtxiGpdlH9oITnv3BkOxY6E3wYuVa8MGejkH6tL +tOeQp3mZ1jBm8PTsf3N225L93CfP3LOIgUvw7L3WazkUF1YeerKYwfwL3lkz +V3PYezPxi4oJg5B97QXyKzkwsxPsvU0ZrN+Ukikw56DzsbyxfCmDO9f8dz9b +xsHGQ33fqOUMkuuDtAtMyP0T7mi4mTG4rnXh8bFFpN5ykS23zBk8ku1c4WHI +4VF8TJGsBYOt9aaFZv9xuFtfk+xkyeBfW750yjxynhNmUddWkv45oTJ1cDaH +nUf74gZXMXhheHx+ix6Hok3iXLvVDBznSmaUz+DgU69Td2kNgydvbP9mTudw +8eLFET+tCb/9zlYGTSX3idq2xdqGwWfX164O6hxk53hUnl/HYOiP1m/zJhE8 +nK/Pl9oyUD/+Yq2iKocPD83vW9oxOOV2/AytzEGiMs3ujD05f4Ni7XMlDsmq +6wYYBwZfFri05o8i+nX4edlyRwZDXu38GKlA+PH7ZNypjQR/wcxb24ZxENvf +8BVsYqDXcH6PyVByHsMpbibOpP+/VIyb+I9FnVunV8pmBkHWYWd7frOYmfD3 +aOcWBu+8WmTf/WLx1D/omvFWBtMO1jtc72UhqbYQJroySH/sEB3fzUJzVeCi +9m0MliZvy/KSsKi/3nd2oTsDOQ3RSXOWRW5ph1L8dgb37/T4a9AsVqron271 +YNCXtnfOLz6L8Jim+f/tYLB6wOVtQycL0xrmS4wXqcfs65tK2lnsT9iR3bKT +gYfnNiS2spiXutJvvg/RizYfRe9mFtmpqeuP72KwuKlm6YrPLL6vtFrZ7MvA ++0SAvUYDi2Tf3evm+TG4aLx1dd9bFl/K/nhH+zPwUoyb/qGOhTMjk9EUwEDW +ivl6/SWLvMpDDXP3EP1TC4+Ie87CT7BDJ3ovWe+hqaznUxZhOs8SmvYxkPfU +2L30MYtbC3OGzAtisGaZ2t0JVSwGXksTog8Qfkbof5M+IN+/9kin+SCDa1vW +fX91n+AVN+LjvBAGOwYO8ApKWThMa8g4foiBODWnIvwWeTaYsqsllPTD6uqg +zTfIfvtpW4MjDNpsmscsKGKx8dISq9gwBvG1rSmjCll4Hxnj0HqUQYbgmZSX +z2LLA//ABRGkv+tPGD3KZcFMdMyJj2Tgd2XutjMXWPA31HR8jSL1zMzx2ZvN +YpFutZFRNLkPmjdan2HRZbv+QtJxBqdXN83QymDRG7N7YmcMWc8hvXHgJIu0 +xEkFi+MYsIOyAQ0nWAyZ5GKZGs+gfrc2vziRxQnGoJefwCD7AWN2PI5F4aOc +B0uTiP4PdzzqepxFrf3lk+nJhI97Nl0wjGIRsc3qMHOCwYnRoouK4eQ5Lzp4 +RSoD7UHFGN5hFiHNbjFZJxk8d7y77mEIi1XVzVckaURv5rT8TD/A4t2kny1W +6QwSz4VE++1jMSL73vScDIbM3THdFoEsZGUnH+nNJPqe/sdysh8LaqyOcN0Z +Bjstm0K++7DojmzaWZDFYFyTUkqtFwv/scZ9v8+S+3pmx170YFEWZnbO8RzB +53uQR7AbizXRPx2KzzO4cipjqu1WUv9vruqyOUR/HXurtDeziNl0oM/lIoPd +5qlmAxsJv88vF9zJZZDruTX/nQMLnwNVwpGXSD8/3UBfWc9iwrnu3575DN74 +BSoftSH3rW/XqixgkOJRqO64huBdF+uqcoXgWfRTftYqFgcd6at+hQzW2mz6 +/HcFC/vpIxRqrhJ8rB7GflzOwv2HMFSjiMFgzgy1IlMWPYlxfw8UM8jaGHci +YjHhSz6d+eY6wc+nrWujEYulg2PMdW8yePBRU2P2AhaDjoOD4SXEr7JXG/+b +x2K57626xlvEf+/aLvioz+LuwNwSgzuk/zT0x16byWLGi+CChFKiV3VNb4/q +sHA9kXy98y7Z76Hdvg1aLNYr7nthep/Bwa74H7qaBO+hur0ZZQxqjI9u+a1O ++Gxww0hczkBYpJP7dhKL044KCasrCN4Lj9Tmq7IQ6i+R5FYyUHoS/CFkHIvU +Qyt2DTwk+K9SfmQzhgX9S+uH4yMGZrcskzQVST/7t5+6AdLPkuEmPQpk/VOH +Vso/YdApdnz1fBjRk9lSBY9q0j/ntJdmD2Wx6cfqjoqnDALbA1MD/omQXxL1 +avwzBhX582rMB0WYqnHxReBz4rfvtrao9ItwuT+vsfYFg782kveCXhHUFZIH +tF4yGDH4rehBtwiB8u4GR18R/6mZszNZIsLNMo3QxtcMXsbXDnFnRehtev7x +vzcMZGbfPPofLYK/vrtlcj3Rx/jPX2QFIqzfI6wRvCX+cNxE/XOnCIyXx5YV +78l5+j+YXm0XIaeufsj5DwyCn2ctO9wqwkfv/yp/NjA49uz4tHXNIoz7kRjv +8IlB17tU3pTPIvAN23Zd/8zA7cmdBMkHEUT0LFf5JpIPAgVjnrwV4VPDfk/P +ZgbWN7VDTtWJ4Fv64EhVC4PWTTuw46UIIdZDrk5qJX6wOIcyfC7CV6c1wqA2 +BuGz3nQPeyrCyfPpS95+ZfDnF9X2GSKkfenKmd3BQCuEuVb4UITvH00mxn4j ++rP/ldOhByK8tc6+9K2TgUp5FG/NfRG2/pZdsYxH8tn4EY5qpSK0FYV2Z/GJ +f9pvuUSXiJCt9uf+DwED08V+Hx5cF+G3wskUe4rB17RFXQnXRPAzMQy9ThN9 +n1H2ccsVEbz2iIIVRATf+51XZuWLcMS3LM6LZTB9ZOmW/osiWDFnix9zRG+7 +pnG150m9SjM6NSTkWU7HI+usCLdjr80JlRJ9mFt+z+c0wVenJeHTdwY2Gg2M +cboIJRtmDvzXw8A8NXDI8JMi6L3NPJryg+Q3i+ifH5NFWLhtxnhRLwPf7yPe +5CeI8PrRp6rVfYQ/m35H748VYcT94sMFv0ge0LVXXxEtgsKwq2tlBhhwGjLp +YyIJPwLq5rr9ZrCPGy5qCyOfl06eUTnI4Nk6F+3roSLEn86YO+kv0Stxj+nh +YBHqWkzXHvxH9DK6znBNkAgmFuMOfxgiwr6HraMn7BVheapa1fyhIuhaT3nR +5U/wPu6ockJWBKXG2O23fUVQ5j0JY+REuD5uXEu4twjD93n3rx4ugn5h2cJ1 +O0Ro5iwSLsuLsGX53gC17SKYTtkyR3aECA8jDeMErqS+T4o6t48UIUz1T2Tp +FvL3OUuuPxpF6nCp2iXSSYSIYPkEjdEi/Hh9dLytowiTFCeEHlYSwd5I76aa +vQjHtHzCmsaIYBZZpidYJ0Jx2OApY2Wyj61e1B1rcq62xocZ40TYbLqnItxK +hHSF3/3dKiK4UHENay0JHo991jqoilAg9a2bYE7qV6t5s2SCCDaS0Zc7l4pg +y5uhozRJBNlw/203l4iQ+/lQib8a6Vuj8N5QYxH6PKfYvp4sQmaxacCqhSKU +rRv/d5YGwSXkQs1YAxGWOrtXx08R4YP++d9f5pB6WA3JFk4V4bGrwbjCWSLE +tf46bjVNBJ9zGxT265L9vq6NvjxdBC7kd9tSbdK/Sr8y5MifelHa6fLkPZkF +Qyt2zBAhduVTvQ9kH6NRft3VOiJMWN9w7jw5l5mb4XItPRFSZq6TeJN7fBa7 +X4iaKcKibbpa/5F7v4iUjPlG9h1xwMXwN8GNauRlmusTXHo6dJ4pijC6fMX8 +XHLOoR53fqaQOmnx5Vv/zRVB2/zFlc2krhO0l5x3ny/CTpVJxlqEBzyjxj0g +93y+9UKBiPAo5VuXk+YCEX5l2XXfJbybwWx3iCC4LLLW0wzvZ3BPxd693VAE +D1pDf/VP0tdapZFmBEfxj5kTxpK+8G1JundxkQg9fMuOJtJXHf++/Pm3WITp +Rt4JeaQPlZwvb9luIkLVlnjl3aRv/yugax+bkjq/vHRoAenz7OIim+nLSF/3 +33g0QHQi+z/mW9RywkvXS13V7SSXDFxL6jQTYcmOQ8JEokvUK9EayxWkThEz +X20gOibvc1utwIL00dTipMlE97zTB//IrRThTckv/U6im0fHv+3duYrU88KI +4mtEZ9/dnC3zgvDqsuNnhX11xDd1lafNXEN0w8R51WKi69Erjm9IIDycXHF8 ++z/iCyOexmQxa0UQLHZ2eU58ZN7eid02hLev1F8sOEF8p2C0qfsNWxE2Pq+j +HYlPjd/e3a5kJ8LZ7O0Rkx+QnDrH7MBewvvV/Yd7Ou4xqDPW1vjgIMKFFeOt +Comv5q7MbVxI+sTv/YyQAOLD+yaXX8ncKMLYYZdjFxLf1jjqn9C3ifTVohMH ++onvh/6HiC3OIiyr/mSOyyR3DN5OqNxM+uVPsOg4yRnPL1kVTnERIcjM98Ba +kkvi6PCmiK0iPG0r+DKG5Jj0TNcpnaSPZedoTf9EchDt9+3gSjcRosOaV2Zn +/n/9MZ1X3Em/THtq5X6KzD3FQo8RHiIYejfqziA5bX+Of6+fpwjV55X4FMl5 +HW8vnq8numE51iPqBsmFZXLRzv/tJLwd9eL3PpIjhw2dpJtBdKa9afFG42PE +l5O3K/T5iHALNxMHwsnct9vt7xaiS9Tw6Rcfkdzb5K6iULVbhLs9cWnHSE5e +vCBKZxrRsa8vv3hYkVx978o1p+gA4tuvx48duZ/MgcdSzgkCRWhaon/+TSDh +R+J/P6yJDr53nDg8jcwBMjEZ22/sI77r/N52I5kbVI0fdIwlujkmyiFoIpkz +XHbkHThwgPBh1MngFjKnTPywXqPpoAjnDGKcL7iR/lj9tNE0RARWb9aE7WQu +GpEwpPDiIRFUZh64o0XmqBdbFRJlD5P1vN3m8MkcphvTGulzRAR31Y7oQjK3 ++b0KT3pNdF1p1/dy3/UMBFLptfnhxNdTEl/rkzlRUmXYmh5B+rU8v5Ijc2b7 +TxutX8QXZowzSighc+koj8VhrsdEuFdrbLhvBYPaJ7/px8RHXIfnPVxA5uAj +X8/46cSIMP+Hn9YPMkdHhCnJJBLfefQgdec9Mncv8PAoEseJoHZULjaYzOnd +Dqd8HIlP1XlWRy/6j/j2+PzF5YkE3xNP3H7NJTk9IHPKFOJrnZoDEx7MJnOT +lt+EYycIvou9rofqMTDu19EWpoiwqq9vqskM4uNlLyzXEV+cd+hG4MA0MtdN +33DodpoIoxrDzlVMIbn1z/PHE4iPvp3rdvnwZAZhY2dOCcsQoT/DOtlkInl/ +WsiJb5nEl7UX2Q+okBzXfU959RkRTounfn8wlswtNoJr17NEWDeyPzB0NKnn +9xFO47KJD8VXvVw8ksHwa1oTDp0Twe6Il8yv4UQvFi9g2ojP35XyVctkiW/u +NPlgmSPCl59L5IOHMGjpWVp/jeQCmezNnwz/0LAtMv06Jo/4Nm9JZE8/jZe2 +i4cGXyJ+1vFJ/s5PGjfyDU1aSa5wz5jhv7eHhsO+BbEWl0WoHz71xjwpjbFh +CwVXSQ6Zs7TiFcvSME9Y4jLmKvHjRd9rimgaxm5WnQdJbhk+UHFul4DGisdb +w1uLSP9Ej7HT7aJx78CReZYk5/R+EHztaqfRbl7Yfe2GCG68xTZ5rTQUmY5X +Y0ku0iv9k+7WTOOo0eyykFvEXxfPfaD+mUYodbzs621yvwBUNH0g69d2v15F +ctWmNdezMt/SUMo++OP6XRE2VIk2bKijMUV7zH/jSQ4zeHyQVnpJ4/rMJ1FH +yog+W1i4vn5G9t9zQtBZLsJcI+viuGoaTNVB97UVIsyKPfbZEjR+NR5hb1eS +82sJ2v5V0pgbnXdCrUqEgz/9nlSW0yg4TllEPSK5SDQqKuQejeN5GxRpkhNt +6CqNhXdoNOZ8o+2fiBDaGJohvkmjdMWZL+XVxD+zF1HXimno2B38Nq2GfH+i +ZOLOqzQWJh/9Hf9MBOt5WdrTLpPzVd2e9Z3k0pOPZ4/6kkdj6jUV/y21JLdd +z6nPzKEhHXe5+gnJsVbvRAH252iYPPaZO/u1CEeHj6RHZpH7HNx2/f+5N2zW +d7NnGTQ6fsWZ/X5D8oTy2f0RaTR6RtOCHSQnV2X2Ry5JoSFz+NilunfEHxNH ++vUk0ngv47TfiORqfs1TgxtxNGbu3umU00Duozrlg/dxGs9D7qyX/yTCSFsl +u2lRNDwly7fuJbncySS1sPkojbuZimHNjQSvojNfTh0mfJo/5bYFyfH8XZoi +mxAabOT+geIWkhfMpn6WO0D4Zae0WZXk/jM/k85X7SV8det+Gd5G9GDj9uXB +ATTmBU2zp76K0Do1vXLebnKeDdmMQwfx+0ka44XeNCrhcbbyG/ET2Z7VF3fQ +WB15yFWni/h3zhhn5+00/tvcsTCVJ8KBIt8VY7bR+DjqnGY/n/hH56/hL7bQ +OOJepLlDKILq0HuF4U40/CaONXxDET+sztQ2dqTR1vfGdREjQm3rqcOcHQ2F +Z/yzeSIRuocVXC9YR54tt4hGcSL86X78YKs1jT9Gsx2CxURPnL7ljbOi8cPD +5XUHmZtedg56vbQg/EoUbbH5Tva3GiUbaUZj8ED74D0yZz2bLxdmvJTUp2vR +3Wk/SK6xaX/LLqZRce5nRBKZy/5aZPy9ZETus33K9p8/CX6PJytsWUBjUu+N +jR6/yHl272aV5tMwnFq0rY7MdbTwcHGNPg2jiypHFv0mee6L5arDM2k8M2Wv +XyJz4A3hwwfzdWgElxn1jP5L+v9GmwJ/Oo2mT99tQ8ncuOf1hQXZU2n4u2hV +8YawUGv/YWynTiNH4aW5PZkz+6JbVOUmEb7nC5sqZVnwHa3elo8n70siYvTI +XKolnL8jQJnGlZvpVunDWeh/THk/XYnoQcEMjX/yLBpLXCZ/HkmjIcNwuN8I +Fhajk5YlytNQtXgm1ziSRcfRiabL5Wik7mmaaEnmYN+0vnHdQ8j9OvaYlYxm +wX7Senb5D4XhzieOqJO5ubzxpMOWAQotpxfUxY1lcWD6knLFPgrHPD3++6HM +QmapSj96KDwLUy/ersIi/+aE8UFSChuvei55M55Fw1+TEbochdrCxa1LJpC5 +/1ZIUxNNoWrZxfQrE1k4rKqJShL8/99RZrmrqLEYvXzSsOVdFBQW6ZhHTmYx +V83PU9pOYY7mGiNOnUWu492zl1op7CkcauYyhcz5u0RFG5sp/Etz2vZiKouQ +9/Knh3+mMC5v1UnDaSzkhstsLf9A4dHp941501lYh9X3+76lIGc0uHCMNouj +V332q9dRaFv2oiBsBotZf57W1NVSmB1kOJvRYTFB1CI9+ozCw9Orapz1WNh9 +y/85r5qC9e7B/c9mstCznfC5/RGFyBIX44WzWehmz0o9WUmhR89TKU+fxdQF +n6avKKcwM3P8b6W5LMllY1O+36WQUB40GDaPxb5vHxryblMIdowaJ5rP4upT +lR6HmxTm6Zkt2/IfizOxr0QyxRQEP26GvVjAwjRJXHW7kMKDox/eGRmyaDMI +8fUooFB6rHhJgREL2U9bxWPzSD1qTMvGLWIR0JC+7vEFCi/lYqyjFrNQip1w +fE82hRTZBKlkyf9/LvslY+oZCjVR1tfdTMnnPs3hb9IJPua1YW+WsjhurmAR +dpIidRzuuXQ5i60z3L/OPkGhOFzetdiMRdmOT47NCRSaIl7vnrzi/z8X9LwU +F0uhoHpjSoIFC2+DPy+NoikYyV9+/suS8MX5wquuCAp5ox+p7FrF4sook4K0 +MHK/zLyDjVYsIk6/cjILpfDN3YG1WsOCWWbVyR6k4KP/NuS+NamvVYFV9n4K ++uUak3RtWEi6v0Sv3kPhyTPTN5nrWKw8zjv7w4+cT2XemWHrWVxbci8+bxcF +V4/egwftWATbr7Jfv5PClMB0X749i0VyydIBDwq6/SP2b9rAoigl0rfQjULa +E5fUZ44sHulNrnTcSsEvNu6J0SYWycPs+f+cCX7DTylccWLh6apGFW8k+AwJ +85qwmcUdt4Cnzg4URAtXf4rdwmLOMssQ2fUUAtx6XfpcWJzVPSVbspZCx/L4 +Xh9XFv9WO+xyWU0hM13mctM2Fol1IZeHraTQOXmHr7U7i5i2wYpb5gSfUzct +KrazOHSp8erWZRTuP+Ab6HuyGLHiX+BwEwqrbUcant/BYlTb7tG3jSnsHjV1 +3eidpF+zlI9vXUjh3W2t0HBvFoHpzIdhBhT0/qpVSnxYmLBsf8kcCu03ho3z +8CX4YUz/llkUtoYLj37YzWK+3tp3srqkP+Y8+Wvpz+L60vSIG1oUTgRnZNwL +YJEzoXO4sya536QdZnp7WMi/mus9RIM8v533L2svC8XdAReuTaJgt7m/YeR+ +Fj/ls65vUKVQtqemKiyIxX+lBem/lSks+pD2UHyAxdrQxA0FShQWLt3xbnsw +qe9Oc3rdKAoDvib9H0JYCI9VOffKUyifqLZoVSgLnaZfFy7IUdgvI5NYdpjF +Az+6cpUMBaWunu+zwlg8XxF7m/sjhOuhnsDzR0k/uT4PzxwQQvaojMyYCKIf +D3O1l/UJEXFd82pUJLnvdsVcXo+QzEl2Xj+iWExaOeRHklSIkNB0I59oFr89 +gzQXckI4nGDVW46zuHnPVauFFqKm3HWibSwL9YWlg5ECIe7c5+s9jiP3eRdw +U69LSM6RYLswgYVTZPSi+nYhssdbx19JJPU0FJ050CpEFq3bpJZM8Ply7u3k +ZiHGH5mx7MQJFkZeyV8ffxJiYbRl2ZBUFqXlpTXeH4Toq4yxOnCSRX+1wjHF +t0IsbWcZYRrRj93HJtx5LUTllcMFW9OJvmVOPOZcK4RSnUHQ2wwWi/VQM1gj +xDkFZWfL04TfMnu/5j0R4obqFPuyMywG5aa/tXokhP91Jzf9syzESi9PiyqE ++BSDqIvZLAp+uxmdLBPirsuWCpXzhC+Xm4sM75L9unQU4i+Q83fN72u6RfBq +1vUbzCHrndg8+egNIcx/bOvam0v0O2Tt+OlFQtixdXv5eSyWBg3yaq4IURZ6 +UMUln/DBYWfyrnwh3DZueV1fQL7ffmSkYq4QfxcezrK8wmI8a+xecl6Ixe+a +D5cXshhifiJxw1khdneE7p97jfhJwcHk3kwhOtVdIy4VEX1pF3hlnSL1WHIs +b+J1FhfvN6qYpgpRL+Wakm8QfREtP9uWRPDsy9UZWkL0wFylNyJeiFfDLsSF +3CL+ud9GTyuG4POu6y97m/Bp+df5NVFCSJRCkjxLWaRtr1byDhfiYvDmuU13 +Wew6KX4qf0SIoqoEnu19FuNitthdCxHi41nF20/LiN/29N9ae0CIq487Ty15 +QPov5Tkl2ivEWeHoxJIKoq/D7/9MDhDi/dPU0zoPWeSNRMvc3UJ4j9xdfq6K +BbW6KaPeWwiDvTkSZbAY6vtrxp4dQgiuzVsa/5gFJkxIGrNdCDl/jZy/T1j8 +7dN7UeIqRPtuX9WDT1kk3J7RbLeF8M9l4iVRDQtDwdAnkk1C6En0Vno+Z/HK ++EF46gYh1ree/930guiJxfJx8+2EyPsUUmv3kkVVQfyRehshUlMqip6/IvXs +T6kIWCPE8grvS8vqWOxoXv1WcZUQFaPCS+6+Ifmh5dqD4hVCfDYa+kH/LcHz +VHHo2uVCLBD9GJH/jkXhKcsxtIkQxl+dnSd/IP3gv+tw3CIh5j6ZU5HWwML8 +5thKHUMhVKwOLhjxiUUkb8H7pwZC1E5d+DjyM4sbZ5899JgrRPegz45fjeQ+ +Tjj6bxbhS5qqxt5mFv65E8Zf0CXrpS5jhC1E3wefRJhoCxF7+dsb91aSn7iy +x42aQrTEyL5obCP5qlv8+YCGEI0dBZ/s2lncT9hWrawmRKv3i/4XHSx65w8c +u6kqhG6t/0LzTpLP3Con2Ywj/Lp7+lh5F/GXlDPRQiUhrFqthAZ8cl7DmKfR +o4SIFId7XBOQfFZzuElTgfA92/z7dIr4w+3A6ko5IdRPnjidTZP9fZ2jnGWE +SDzq46AiYrHGRV+1548Aj5XfTU9mWYyRdhxNGRBg7e9a+WFi4rfpgZWz+gTw +pBxlwyUsFG68elPTI4Ba3P7xfVIWt3NFd92lAljF6Jru7Wbx/f2LvQOsALEn +94XQPSzq8zbJZNICzHXa9NKzl8XMPUne8wUChEQ3GLT+ZFF32j33ZacAK55x +Nzb9YuETVHtzR7sAa2ovm7/tJ3za9jDtzxcB/i3+Q635TepZ/J/1mSYBcp/2 +XqkeJPp5Z+ong08C/Dc+7fDSvyxUn4YavXovQMDndzvu/yP5Yd6S3TvqBRDe +u+9pIMPhp4Vj0OArAdq2rQwpGsqhyOaRfeYLAbxCj+TNkOMQd2rv0Hk1Aqwq +3fYtZxgHHfft8c8fk/veZ43V5Dl8/xnd6VZF7jNn9qV0BQ4mF96P7XsgwGlM +1FYayWFmuplK6n0B5kwuexA/isODiTW0bqkAifwR3rKjOXzw2ZTxqESAn6+U +Z4YrcdB/RI9zui5AetC7f7/GcFjvGLKTuyrAvPjVXJAyh7xtP5KOXxZg5+1D +UvE4Dj7KzrHqlwSIPrNzxO7xHEpzMzfeyRHgQueYxXxVDrtMr/xcc06AKJPQ +sO0TOdiMifBvPyNAhVX+5y+TOHCrJ9w/mEHOezPVynkyhztKng2j0gRQVzOv ++6DOoTFxc03eCQFGz73vs34KB69vkvhFiQLQJ3smvZrKYYHR1OlvYgVgmP72 +VdPIeleakz2jBVD+9urhk+kcxm2aVNcXIcAQtV0ly7Q50FvffU0OI3gsbih7 +MIND/Ke+mumh5Dxdoz8b6ZL9mo+H3z9I+PJYbeQdPQ7HwwNG2ewXwCDol+O8 +WRwUGgv92gMFGJNbXFo0m8P9H7MuBvkJMF1kOEtvDocsAX1ZfhdZ/1fm3fy5 +HFIetEWc8xLg1u53m6bN57Dk0O858z0E6OLzFS8YcJDTX3KjepsAlxWbmtUW +cNBuSh7i5CLAxairD08v5JAazerSTgIyB22+p2JE3p+/flqYowAm7czTk8Yc +FFsKWSV7sv6o7dToxRy6oiRJeesE+DG6QitpCYfc6ep/F1oLsChuYL+CKYcR +d6ZZPl8lgNMk7eaYpRxKZv102WxBzuNhtEl2Ofl+WNoqZrkAOnILhZFmHG5d +oIaGmQow/uKU1L/mHKgj30+NXiyAz4ef68IsOIwfdqk3x1CAg8seTxuw5BA7 +Qzrb4D8B7COOjDy0isOKp+8XPJkrwEPj2SN/WnEYVrt09IbZAugOrdc8sIbD +1ol6FZ26AjyI2GXTbc0hJD12SZC2AOa2v5P32nCw13BIkp1G+k8hnideR/BI +DStJ1xDgr+3YDQHrOVyo/XtZW418Xpn5SWTH4VTum8BSVQFus2p7djtwsBR/ +HWE5ToAD4TlT6Q0cFsXODPmgRPivqMPz2Ujub5J732OUAGELSiDYRL7/xbRW +Ki/AmaTlt3c6czht/L04Qk6AF3c+lvM2k/pPvO+hJCNAqUXQ5x0uHHpWRdLn +//Bx4ZP6yK6thG+Jqyz///96hw575+i5jcO7wt+BD37yIfBLK/3mxmGlR5b/ +6h4+5lzymOWxnfRrsPLSTxI+zFZY3Ovw4DCrwLXNk+XjwTdD5+07OMy9ssde +SvHRpm46psOLwyQj88yjfD6y45za3L057JavKR7ZyUfUw/gn7T7kvu+l6We+ +8vHBoaHS3ZdD0MqHtjO+8LHz66K69t0c9o7VaL7VyMe7X2Xd7v4ctnUOM172 +kQ/TRZvmdwRw6Pfa4/XyHR8R85WPbd/Dodx8vdemN3yMCeGYjr1En9SzjL69 +JM/5Il+P/Ryiz1o0+T/nY+Wa0f++BXHI2Wq57lc1+fy3Y5HnQQ5/h5xMiwZZ +z+6JX1cwB3PdqVeVHpL9mp0svQ5xuLazK/VsOR+n9Sf8xw8l93P+tGbGPXKf +5iFG3kc4KJ2kP9y8zUfqwUl2wjAOxfmq85bc5KMnzS1iVzjRGy07l6dFfEQ/ +/viMjuBw9FySs20hH9dPhWn5RRG+ZT/WacznI+mscyZ7jMPHwq6a7bl81O30 +mRp4nOjdOsaQOc/H67gbVZIYDi9GvToYdJaPXan6QfviSL/4HoobzOTDRLFr +eU88B0kX4xtzig/vE5+mHUzkID8wYYpSKh/38+TU+pI4HNbtzj2dxMfJxn16 +oSdIv3bu650az4f44dR1v1M49F1Kmlx4nI+AdsW4oycJH9sMx86P4mN13bKm +f2kcTIfu+Hz/KB8WY0vNjqVzmBg1KmD5YT6eLQqsksvk4Ppc++OzYD5a6/c6 +xJ3mYLY0b5RtEB/TPR7+HpFF9l8bqvJxDx+VoRseJp/l4OSUJ3Lx5+N4vmH6 +mHMcrlcrZXzb9f/f4+EVeeo8h2+S+4q7dvJxzbErWjWHA2uauknsQfDm7lzI +usjBeuiJwANufBTj4xv1PMKPc5edB1z4eLRh7fiLl0h/uNePjXTmY9R81X1a +BYTPeYNnh23kI7zVmHf5MofIOzo9ifZ8xHbeCphVSN7vXK4x1pYPo9rjo29c +JfwOX6aaac2Hzvi7Tw2KCF/fTviqZsXH0XXmJ+8WE7+b+jg4x4KP4X2zgxbf +IPUtmdeuZcaH0tmD/g9vkv2eO08sNOXjQNn0MPNbHM5eMtDUX8xH+WeDSzW3 +OWw/dvPnTUM+Xh4u+LqmlMP73OcXFvzHJ3NB+H9v7nIoNA4cf38uH4buyHa4 +T/T3cLbLktl8bLvsO/lzGYchF833PtTlgz4SfsvlATnf502bzLT5KPH659pe +QfzH7u2Iak0+JB2cptdDDr5Gl06s1OAjY59NP1XFAXeedjyfRM5/Ro0OAIfN +4pmy1qp8LH2/RdL9mEO14osfr5QJvhdHKx6qJvw3SL+3Ton0a5Sx2Z+nHFpD +jq2qH8nHjx+f4o89I3yWSSywk+fj8CGOkn/BQUaQ8+GdLB/pCeHuJ2qJvy+/ +/9ZhCOHn5UR23CsOh6Y9O/dhkIera1ROZr0mfM55bOzYz0OSRG3t1DfEH15c +yG3o5eGNau7kgnoOgiKHZsduHm4YF8rMfkf8dMP7jgYxD711Bv9K3nNYWqtc +5ijigdqwXMW4gcPjsQquDUIenC3eL3v4kfjn/GtvN/B4SBkvCrf4zGGNLqP8 +oYMHV4sTn2sbif51Q8uhjQfNlQ9W2jVz8EzVHPqumYectL0vP7UQfv78U7L+ +Mw/Gl+56ubZySJxqP+fNBx5q2NgJXW0cXg2MDLF5y0O8kPrq287hUpj2yZev +efBQaK2SdnC4dyolZHUtD4U1HqUhnRz+zVwx91kND5PTjuBvF4eOmQa3LZ7w +oNg5uzOGz0Ez1F72cRUPq/X3qY8Wcmj7c1p7WQUP8h12fhkUyTtZv5Qr7vOg +HlT7Xp0hfjRzd71xKQ+3nFrX54uIfiR0bC4t4eHQYHLnbI7ofYb97fn//z2p +n74k3xETv9cqaSy+yoNgwytbEymHmmHfX+td5mENb4tO9Xeyv/KolPw8HgL6 +k1TW9nDYpNI9RTOH4CnjOenDD6JHTdlHsrN5yNzdttDlJ4f5+gNXVM/wMCH/ +387OPnL/93K5J9N5sJ306ubufpIXT5Z4jzrJw8RFy5V6Bki/zZIMxCTz8N5v +2/Ejg+R+W8tdhyTwsFxrlrLcX1K/rn9Jh2N4uPLs0t3kf0SfDlfE/4jiIf/x +60BVGTGON7VuCAznwfvoZbOcoWI8uLWVER4m9935n56enBjL7unbeYTw8OXb +Xp1bw8T4k7EiqiWIhz6XnSZL5MUwGUyLdNzLw73FY72rFcQ4lqFsW+fPg0vn +/qs2I8XIl7snWOlL9n+UIvNplBiQ7rWt2snDk4U797mNFsN0YEmUkScPiwv7 ++oRKYtRD7tgNNx5Gha/O3DdWjMC2Z3Y6W8n3NZysfyuL4cLuY84789AkmDE+ +RkWMMdF/HMZv5KHL7F6vkir53GhbbJI9D/6JCuKsCWJYZMTEDbXlIXbmtD9a +k8RQnee3KdSarHfkj9YNNTHcU4ZKJat4uMTLc1+kLoZ0mbmztwUPtU+VSp9o +iPGuelJS63Ieyg6tmrJuqhiOuZFJG0zJep6rcz5rijHE2X9z7SIezrerGntM +F+OM17vvywx5+B9F1x2P5ftGW7JLKdo7KxKJKEmptGgYSQolK6VUVoiIUJnJ +aKGsJHs7dvbe8x30reR9n/dNWsbv/v15Ps/z3Pd9netc57ruz8cYOpkxMraJ +hVVabwwzd4zATWBd8t0tLFTbtT+SkhuB6K3zD+dKsCBoaOz3QnoEL2hWzoGS +LDy/JXd2qcQIXNKPPRCXZkFnx75vDzeR/GjMjY+VYeHotOfJf+tG4DXyuF9O +loWug+P3bqwm+v7Lkc6XY8HZ9rYTU5zUZ+/2p1ryLHztEdxvuGwEoX2HBFt2 +sLCIldBeJzICht7ul8aKLMwXUN+5T3gE11/xav+3kwXhR7iYzk/8QySbz2EX +C4mVmw22LBxBw7QmbUaZhfuiF1dGzBvBwaK0Jv/dLJjVmifyzzKh/nq2XUyN +hVMqEvPv/WPi9rQiFbuHhdspMdKsX0ywJY5vlldnYdvNgtWmE0zw3ThqV7iP +8N3i0NtKMXFHUr7pyH4WrESKzQ+OM3HgzfShDk0WTG/552Z9ZaJdNqfD9CAL +rcot3Vs/M0Ffed5lXIuFhiivimcMJqxzvym7HGYhrCfchXeYieqz1gK82kTf +kjNTjv1MfNjbPRF6lIV1RWnHvnQzsQS7JjccZ2FuzcvL5zqYOCT5cNGHEyxM +OuNITQsT/5XWqu/RIfxO8/xSaWRitGuud40uC/H3rt5MqGXiRqY8Xf80C45r +OnPEqpnkvqCnzzzDgu+cw598ypl4MXqTZq/HwqajqbETJUzsafDzmtFnIV10 +VvtyIROnoqP2BBqyUOQiX9Cay8TTyETBVUYsdIcrTmpkMTEllMVNOM/Ce+ep +qdSPTPSolVC7LhC97/ZsWp3KRL5lDU+lCdHncJbNoyQm7LrbFc5cYmHwXkDr +5FsmVjXSb9NMWdi54s+8K7FMrAv40XTdnAVGLmem5SUTa84K7J++zMLCS9ZV +6tFMCFyVrAmwIPwK6xkkRzCxdMEJy1WWLLiWvU0XC2Mi/prz2iQrFk7ePtPt +FcTEzaGP31RsWIhcq/OJFcjE3YgfTdW2LFSkB3qef8TEcMeBOn07FuQ2zVtY +7cPE+vZXAyPXiX5NYvUUvJj42ii48LY9CwE6ZnYx7kxsm+N3eP4tFu4OKZ7i +dWVCLH75yxAHFvy5AtM3HQm/P7KFNt0h39sNOgw4MFG41SYk/S4LmttfZh22 +Z+Knw055TScWppZo4uM1JvqWiTJbnFmY4eSHrrJmIm+fwAdTVxJ//JSCtwXJ +v+SqIOoeC0QekeNmTKTO03p0350Fw6YP9QYXmXDjeRQpcp+FHwyeTzhPnpt/ +K33tyYLbwskAKUOS3xPWszsesGA3x2FV8FkS78RC/TJvwne4/a0/ukS/gZVl +px8Sf3vICDU7wUT6gbhDDN///95YkXutNhNGR+Jptx6x4OnAVVQ4xERkTU3I +/AAWLjMdPz7XZGLix5ILYYHEL57t/zWrTviZvL936xMWejT281qqkfz9E1PK +ecpC8WMbWqMyE11ynQeOBLPwUDbTS2knE2/yiqx6QlhQqBJmRckzMVLZ9NY6 +jIWP03ab5soyIeMq9PdvOAvDTp/WW0oxoTHf0SIwgsTXJfy5YQsT0w8Wf1kb +SfwzU+mO4kZSz5u7PdOiWChLlG+MWEviXdisqBlD9H6SOz61koknZ37/bXvB +wm8l+24zMaInGb2+K69IPOyYR9VLST2lMVsmX5P+wX9twbbFZH2exCG/WBb6 +F7UeeSrIhNTJ2Pmr48n33jj7g5cJ57ftGqlvWVCkZKQMFzDBv109VCOB5Lt1 +YVXBHCZUeGjTrYlEb28Py6ybZsBCu9jjSjILEl8GDT3/MCC6rGvFrxTSTxaX +nhz5ycDIg221j1JZ+BxEEzzCZSAioyRoTRoLdwYUQ5JYDAgUBN1I+0j8xjSZ +JjjGwPbMWIsDGSxY+Kr9svuPAf6cn7c6M1kQz+/qbGYyUNzrH2GVTerN6NY9 +BRoDQUqX2//lEL3UzRkLGWCgpd9D4v+/R3nd5s7GiR4G6Ex60KYCcr7QivX6 +nQyomfovzSlkYSBmaDS7lYGbl11SjhazIDKQ7yDWxMDG2QzjwRIWlsZq196t +Y2Cu1q7NN0uJnve6f+6qZqBWc948nnIWyn+drFeuYOAU7+rfzytIv1mV4vgM +DDjF3ueRqyL+98Vv7GchA7IblGTKqlk4Et8noZ/HgHWg8lX9GlJvAaHSWVkM +KHH98r/WssDsefdjaToDocayW9zrWdhVyetzM5WB1NaN75Y2Ej16Jg02JzHw +6oKNRkIT0d8Bj2m5dwwEzuel9rSQ+lO6NxIQy0BGw+/cllYWpB6Ehnx9yYBy +8f4Ii3YW3url8R6JZuBS7/Djvx2k3zUOHoyPYMByS3f0067/6+HX4blhDPi+ +lizb0kP6lfIvkYtBJD+6bdP5vUSfJq1vCgIZUNjRc1q3n4X9MU5/xB6R9Q+q +FY8MkPwspIk7+DBg/vCPhssQ6Vcpf6eaPBn4b1KsbzGN+GlkYaKMOwN8waEB +b+mk/vqWr37owsAvXXu9PUzSv29PnaXfZWBI7oNS6wgLqrbmZ/c6MMDdrCNr ++Zn0uxK1lRE3GNgvc3rP9H8s5Nk4veXYMjCmkmcW+pWFZ9aLfh+3YmD+Qe9X +0mMs8KSzRd5dYcB7f84EvrOQsXMxNWvKgNkWXTMDFgt/aJfCjUwY8Kfrjn5n +Ez3Ed8zJNGKg1zr//gMOC7xWpopCBgyIfAjcueoHC42LJ6UtzjAw+aJu+uME +C1vc/f4r1mFAUur28JFJFpKDBWzFjjNwQM2/Z+gX8eetN7KuH2GgplT4650/ +xN+XJFVUH2Rgc8KsiPA/wrdMyvN1+xlI7zY9FT9F1te02nl3LwMf9ygm7Jlh +kby0hzbuJusV3l7ePkv65Yuh/C27GHigLh1tM5eNsFtub10VSD4TT+2eN5+N +RKtYgzY5sh5t7HvkAjZsNPY3SskQfdX9y1NYSN7PPMrvIUHye8QzppaXjfvu +6QKdmxjYpeYWYcbPhpCBTavMegaeelFJfwTYKP9+1eT+agYGZvvbg4XY+MCJ +/NApzoBi0P7lMovYuCEyWSmzjIEQkfXXyxezsZNj99pDhIHqC05D55ewUbR7 +Yn+HEAN+uiev/ljKhp6f6zspfgbOlr/kCVzGRpvbZMs9HlK/j+2KtoixEZlp +WNoylwEHvwL/YnE2wkuDb2+ZoWPBo4f2BivZ2LE7YtzxLx3rr7TZsVexcTP5 +/Lb6STq8x196+a1hoz2uSW7dDzoSf33/sHEdG/qpoxP2bDrYZ4u5BetJvCdC +7leM0eHQJqKjt5GNC/M/tSz/Qof0gS+l45vYsD51d9RyhI5Oe63jvlvYyP0Q +UpJPo2PeNonxDRJsIHzRBcFBOvj2PnlXIMmGn/NA8YVeOqbt3Bz1pNnwqWMx +UzvpGHg0cYklw0bWT5WmmVY6tA0nLvnJsuF0JfmebhMd+TFujpu2s5F/bzf7 +VR0dluuD3xXJs1H3umMrVU2Hfpz8uIECGy7yNzfsr6BD7f8/jqLIxkLvOcNP +QceLPJGyACU2Nk/eNhsuJOvV6+lIKLPxpbc0YXseHUFMiR+lKmyMe3Slu2XR +MVTsm2asysbWXYkeDR/pEBF3ejCpxiZ1IrVkdSod5sm/rwfvZcOQrX3VOomO +QgWBW7L72Dh3b8o99y0deRapgZ802EiX2mXME0tH0TSjxFyTDVv50b9nXtJR +k5bCN3OAjYlPMyavo+h4u4PPJlKLnE/itvf4Mzpqd/5hKB1mQ85F5bpaKB2m +th4OLUfYSKbUVvs+pUPeL3r1taNsPMmwD2gPoOOTqk4/73E2VEbrStb70WGw +/XlG3Ak2zibvybb1pqNyqcsbDR02fq7Pvp57n44nIRMJ/bpsuJtKj81zo+Ob +IV+142mSPy9/GR1nOnIFc/6JnmUjJ7JONvIOHXf1Z7Q/6rExltXPYd6k40Q/ +PfWEARsraGnO268TvR0wk/lqSOLfrFrpZEMHr5xbiY8RG8IPrFvLr9Jht0/Z +ZpMxG1Ozim+ELtMxKvZYDhfYkIjw3WlwiY4MfS++CxfZ+Kxp5PfKmMT/XOzf +70ts9P2MfPXFkI7ke8d4npkRvuL3OCvo0XEvZp3kzstsWKnvWO5yig5ucKhp +yxU28pKsHcpP0GH2Mynd7iobCS29oQJHST5MzFcJWrFxMPzW3TOHSP5Mi6MS +rcn6XVtXR2nScT+4UPGwLRu/7Ec96ep0vH9gwmBeY8N5T1yylBod4jVxSZ7X +iT8InA6/oUyHL+uJ33p7NlZ9oGnmKNJxxGe9R/FNwsePgx+nttOhuNLgsbED +iS/2Gu3ANjo+7tqZ+ec2Gyfun2jzk6Qj60ouFXGX+IVOp0/TZjo+bGceUnYi ++9f9/iu6gY6YVbkZHc5shHxIVDBaQ+rpw04VB1cSb1qX9MsVJF/XjNqXuLHx +2OM2k7GMjq5eKd+P7mxoNDpclFxCR9Od2DO699n4dqA6ylaYjvOl1btYnmxs +8TV5nsZP4lV5tuPxAzZK9m4z/MFDR4HhkoOyPmzEz9vYrTyP6D1mt139QzZ+ +OOxY4TJDA91NKM3Gj41JyeOriv/SIHfnMZ+APxtiGeaDs5M06PwudE4KYGP4 +jZXZgR80iN97Pu/oYzZEH+i882bT0OiwOe7LEza8BnneV4/RIHHaxNgviPCz +6/4tvi80GHgf3iYVQtYTSPtzdISGH67DS2tC2XjU80AzgEbDZLzUUqtwNlpX +UEcbBmgYsNkkzRfBhrHG6FLhXhpuqjQaJj4nflukF3Oyk4Z/t6RfakcRvqbl +Pz9upWGNt8rUl2g21G2sqMZGGmjNv24+esHGX0t2gXAdDQX5NrPSr9hwM8w5 +dLKahltxQfF1r9nIDP8QFFhOg/K4tZltLBsvXGuj60toePlzcpdQPBtHLv6+ +KlBIQ+jK3ZtS37LR/ESWq51Lg3aWnIROAhsm5w3VfTNpsFnfo8lOZGODgI12 +VRoNvzNU7gQlE79l6ovOf0+DVNWJUoX3bKhKCr3cn0jDx2Txze2pbKwTdf/i +Fk/D7ZznL26nsXGUFsMteE1DqWqLvFg66T+VRkW/Ygif3iW9uRlsZLDfHlKK +pOEB83K0URYb/kG3ntiH0yAcX3r7XzYb/zV/fPY+mAY1kU6LF7nk+/bTF788 +pqHB/s11jXyin8LDo5v9yfpCEk/pBWyUvr2/7dJDwof05U8Pioifp1A7orxo +sBYwEpcoYcOe4fuzw50GJw6vRw2IP5xXcV7sSkPhOvsZmzKi901U4VFHGhxa +gsOFK4ieNeOKHzjQoHrQTutjJfH7Yk334hs0tKbPEzxbTZ5HFE1P2tKwX//M +15+f2JitX7B3hxUNRVcuDD+vZSP7rKCq9RUaspZvHN9T/3+/KZt4Y0pDU/Tr +pcMNbNzaJn6j7wINfVL9ul5NxN/OzSQsNaJh6HtL/NYWNlpCLF8d06eBT8xr +SW0r0XvJQX2v0zRUtLDCr7WzsbzoQW3+SRoCj4grinSSerFcMUUdpWFD3L/R +zC423kVwv0sepsFYICbdsIcNo43zYy4eoEEp9nfYv142GtrV+MP30dD9eEnQ +q342rrv4K9Wr0eDF+hx7cJCNBwOMtXNVaIhlOjX+N8SGTLFSlfJOEp//p8WB +NDZO9dvLXJOnwXS2zXoHg40Cju/JN9toOGsc3d/BZONfjs32LkkabHM2WDiP +En8a5G8U2ELDQ4nLC9f9R/QuaiCtsYGGOJij/AsbFfP2H3RYQ0Nv6Pogy2/k +vKfzViWsoOFgZqST0Hey/uu0tL5lRB+yrU7p42zsfyI2b9ESGu4LVAcZsNlY +ljm4RFOYhpZzTqX/KMJP/M8hB34aTNZ/4X3DZYPN0bF+x0Pyf2W55eEJNgSl ++z72zKXBXXbO0NhP4o9xi22XTw2j1jnxWvAvNqqGglhOE8OoO7FIVOUPmW8W +rPze/30YLXEKrQN/2fAUeHR53+gwtF2XJnhNsXFnuEzv9eAwPBo/hknNEH6t +4jG3axifQoSimmbZCHqwJN68aRj5tBDjgjkUti74NreiehiDEjN3Hs+lcCln +Ue8mDOPbMu0Y03kUrpuYSnvlDoMVa9+0cz6F3kxwaWnD+PHJUYh3AYVAW+Fd +GonDmHI2MegjGHIyVMzrYfxL3fg+lYcCf/Tk5r/PhzFgWCnsuZDCgeNnWwyC +yflsDrnq8VIIbdzwM+PRMFK64yck+SjcT9QIWeQ1DJkghvM/gguNghKsXYaR +8GBGoJmfwj6DH0qVt4ZR9fp3QqwAhcMCR9XW2Q5DrLPl1F1BCkd6b+Y6Xh7G +EmFfnmNCFNhrdd63GA9DQml19dr//904mZIV0nrDeKn0OIRD8MDh2Kn7J4aB +XwM2VYsoOGf1GfZoDeO9hYBu5GIKh5KPyMirD8PBYrmGnQiFLwa1Dj67hsEz +OK2muYSCME1DqV9uGFrpFQeWL6Xgah5gu0OC8FV11eArwVu4ASt91g0jZvrz +nWJRwkfUxn29YoRvVa03wcsoaF6Q7ZVdPAxxY/cei+UUZhQCv3nwDuPx/vDV +amIU7AU33mqbHYJpjZ/NInEKnc11N7b8HkJ087kqBsHOJtbMO9QQ1inyyOau +oJD8aKCh+ssQXtc9fhmwkkLGhgWy4vQhZN/irjFdRaFtFHMse4fQPm9ngtJq +CkdD2cdyWoegeUZXnX8NhRN9twR46oawRuXI8CDB0+bSGmfLh2D4cNXjjLUU +rjZwv7wuGEKZaO1h33UUQt5/4GVlDOFH+hmhC+spnAvaG62WMoRLirmDOzaQ +8/1zjXsYN4QjFpMFPBspRFid2NAWPYSClSLxfQSrH328ZG0YiWftgsi0TRQK +eNY5WgYO4Zl6W6T3Zgqq04On0r2HIHHI5Z3RFgpZPu9f/r03hJCZfyXbt1Lg +jlmZHrwzhG+Khsz5EhR8HbjhAXZD4E8OEO0luNJASqPdYggBMpG6HyQpVFV/ +NV51cQiDzh4RD6QomIwt/25qMITtF/aNnZOmIM4MYL/TGYJNWOex7TIUjlXI +XP1+eAjaI1o587eR/Ee06ipoDGGPUKBcL8FvLl96f0dlCG71yR8/yFIoX5/p +mi8/hHm01xrecuT7opTiKckheCy83me0nUL/eqlbGhuGcOXvEk95eQp5kryR +niuGMHAncCfPDnLeBEnFCpEh1CsMcvoIdrCxUl/AT/I1Or/oowKFih2JBVpz +h6CrPSfkoSKF2xlVSd5/BqG1qM3hwk4Kz1+8EqjkDMJlzMlMUYnCt2fLBud9 +G8TlkInzfLsopKrO36jJGIRMlpbpEMEx4se63PsG8X6O9c0sZQpU3qepwrZB +2EiYPfFXoWARcz7sd90gktpkc013U5BSoccoVQzicHr9mLIqqZ8JVTH7wkF0 +XlOXFVaj4KFycE5K5iDCPng6MQlOM+w/P5oyCKt1z1vy91DYHU/buj5+EDTz ++0pBeynYmCuYnYsZxPaNavFX1cn+jSlCwWGDUJyuXK++j8S7YrtUbSD5PnJD +gqgGhYO2zzLn+Azi+7MTat8I3jBS/kHFbRB+4dq9pfsp6D8PXnn9ziCe71zm +HaFJQTmU9iPObhCbFqWpXT9A8tH1WL3XYhClpSumtQ5SuGfkOCl8cRCpo6fq +V2tRYAq4rjtgMIii5YZvuQQ3N93NvqMzCJMvMgG1hyi0emgXJh4m8f2ov/f6 +MImP1Sjfv28Qf+pVXRyPkPpgjCwVVhlE2YLbD3S0KfCssL2yT34QKfIuz7ce +pTB+YN+WG5KDWDp4PH+KYG+hvWderSf8RX8ZbT9Gzr/sAKtJfBA3/uiuSzlO +YS0l93t68SCGPD3NvU5QiN82eEOWbxAZuJdhdJL4rbac/vk5g1i4V3ORgg5F +uti/BN/fA7jn3nSHT5esP73VKosagKbwlq/DBG+zfBRO+zIAHjtNq9xT5H2D ++TuE6AOYs1Hix5PTFBRX31RR6R3A1+TWR1fPkP3+paWYtQ7gn/9B2X1nKSTu +fBEYUDuAXxqufcv1KOj9XN6XVTYA0SNOYeME37P6FTqYPwD+NWrnq/SJ/yav +K+DJGICIaum2FwYU7FqsTsglD6BDTID/jiHRHyPjmF7sANxkxbknzlHg0Hqz +XKIGkML+/HmLEeG/tMD/dcgAHDuc/psi2NpOsaHKfwBXTjb86DhPoebTWudv +XgO4WU8TTDWmUPzOKHiR6wCESrLlfS5Q+NtVvkzRgZwv9NglExNSD6uU5+vb +DqAh52XUrosUcmSCLjheHsBEaDpd+BKFs1mpGyKNB5AQ6qX0meDLxra6BWfJ +/muXhJaYUtDNf/ul7/gADCMuTD8zoyBpovr978EBRFtccbhhTuFD/bzzq/YO +gG9M8ueRy2Q9jyEFVaUB5Pm989pwheTzS6KDoewAVF4Or/5DcI/tvvV3tgzA ++FFbaasFhVoLV6WQNQOwfed+M/kq6bcSezM/LBvAglNMuQeWFMJ+XoiuExqA ++PDsT2MrCnMXFXwfXTCAv8nttUrWxN/eyCfMme7HGf6LScI2FAR7IutW/ezH +Op2XYZ8JdmzsMFAa70difWgAbCnsDSs6fnK0Hy/a1J88v0bh5065JIvBfoyn +R8fctCN6T5p3w62zH70573OOXSd++WXFi7DGfvyQtR/YfIOcp/v4zpSqfqy5 +OCo8TfB/eo4KZcX9uB0ieLzLnsS70zGiK7sfViKM0LSbFG6pSVqMpfYjbY3V +F79bFG5KXY6afdsPzb8x2uYOFOZ8XKgi+rIfxt88svbcpmDmPK4m8awfzrIi +ssvvkP696cfb3U/6YTRzIo1FML/6D8djD/tBRe/aV3OX6PFM7Udj9344adT2 +vHGkYDB86tS1u/24vJHXw9WJ5NvAwuDe9X7oOrF26DuTfreBUR5wtR9bnd1Z +210o7IiMDY+62A+OQU4unyuFV6JeTYkG/Zg5EB7IIFiw29guR6cfuLbKruge +2X+D4K2Kw/3om3vI6JkbyfcG24Hmff2Q2L7stL076dczBu/7lQm/q331jnmQ ++aA7if55O+GDG3N5y30KOoX77nEk+tHdo+c+Q7DLR8r137p+mP9Ije/xpLAx +I4q2QLwfr64kdGV4kX76UTxZeHE/dE7uX/b4AYWSoAM9y3n7caTB0cTSm9Sv +3KTN2tk++M6cyND0oTClJ2y+5VcfNsyWLF3zkIJWg3mxDLsPx/9rcJ8kWPNE +670d//XhZNOdyRZf0k+9dr7eNdwH79o85xQ/CtqiVyTVuvtg+T2M7+EjMs+E +qy/d19wHL23+OFN/0r/Do0w1P/Xh6viyo3sCKGwK11+qhT7kfcn5uzyQzE+C +RyUP5/ZB+TArlyJ41Fz31ZG0PkQsLrhf/5jwN3XARTuhD/EnVuq/e0LBZ9tM +rvarPkjPF9zl+ZToSc34nHZEH6aUn2y4EET8wkrJ+MjTPlBf34irBFN4/9/l +0kO+fRhYfWjV0hDSj4YrfA96kPXr7kqNE5xqtz19v2MfvnN2HagJpbA/1m2v ++o0+vA/wtIwLo2D6IEBa1bIPL56ee+4eTvYXVHRSutSHuz/yO4yeEX6lj0vJ +G/bhc3L8ml0RFPLLPqpK6/YhKEHcXuQ5hbiUve83HekDT++S5jGCr2bVeKzW +6EOFbIjqp0gKp19szxJVIfE/iUiLjSJ8r9E+Kijfh4zPGxTcoym87WftmydJ +9lsrV2IUQ8HYZSrs97o+xIoXGux6QSEz4Nhxllgf1PNq/4q8pPAwIsOMuagP +22iGyd8JFlm1qKd7YR+Url+xqHlFgfVA+UP9TC9+7WNti39NQVqNZ6RkspfU +68S0xxuSr2dnndNZvXAVudNvHEthbPSvXdznXuThRqXK//8Ov21HWdhQL9IW +MfNE4yl0XMi/7dPVC9nmxjw2wRqjXg/vNPWipWV7Zf1bCk83C/y6Ut0LPvqC +/oR3FBZuk6o+W9IL/nqd6QcJpJ7m5/zQzOlFj6HgNtNECk0JgR7yH3qxR0f1 +yt4kCqV8PtZr3vUi/1Z34or//18BAad0vpe9iPUd+T1BcKj3PsOJ8F7Mnrik +15pC/FYr/fzw415E3z9cmPqewiP+pMJan178GXwu559K5qVHM86Zbr04s04/ +5eoHCrHX/MNj7pD3fzsrHUyjMKK7dZGPXS8cNy6sXf+RzDOVCcxrFr3QOP7b +aorgkzrfluuZ9OL3Vt1lvekUdllWxavpk/Uu8ddnZ1Cguy4J2nCyF4mxWx+H +ZJJ6GH/XzXOoFzPPY8/fyKLQtfii67e9vZj+4r7zRDbJn+xi1yalXlDK+eLS +ORSu3Q/pSpftRfmWU7wLc8n595Q+DtvSi7lnDsxjEuzuZf/67ppeVBs/4SvN +I/crO9dF55YR/gYUV73IJ/2AL797t1AvHtptV3EpIPOx3typFQt6kRvnccmw +kILbQVnX3/968GXp1lClIuKXJUv0u3/0YNWJtW1Lionfv3r0KHusB/TBq2vY +BH/Ntl0RyuzBBb05txpKyLxV+XSufX8Pdqh+aUsCBQmvRq0T7T1wE12r4VtK +Qez5FF2yvgeTli9yrpQRf4if6JlX0YOyPEvVA+XEv3c/lh4s6IG3j8un9RUU +1ve8aM/J6MGl4x2m0wRrTk93PU3uwYi3A09/JblvivrstIrtwZZkg+y8KjJ/ +uwh81YjqQcSOe/bPqikEe1v8EgvpgUIAQ/n2JwpWznYXxx/14JCMH9+ZGgpl +IX/WVnj2INLVdlS+loLSDG3Xc+ceGH7zbxSuI/U78PfttZs9EB4eKR0juP/A +uuv7rXuQAkfU1lM4s3vTE1GzHnixNWsTGoj/5g3yfD7Xg33NmkM+jRTa0yU7 +c0/1gFZ0Z+ZyE6mPhd3//LR7UCM6IH2gmYJ8QLmz0f4evJZ1MN3QQuEXX5mO +9O4e2Jmoxs4QfGtPkstv+R7c/SPLHmgl99nW09PVkoTv0yeOFLaR/FwP7gpb +34N/GeHJke2Ev3f7FpqL98DdmnelUweZ1+btCNy+uAe6xa9CDDrJfDWzx+rv +wh4sm7ggvquLzMv8qlFVM93IPKWeINpN7n8PpzcGTXZDR1TjAJfgkdpLs0as +buxzNv3S0kPmq9XKips/d0Oo+FVkWi85f55BwdhgNxzE/uk/6SP9rTEiIrOz +GyYF9mvt+sn6rs21Lo3dGOibYR8fIH7W235Ks6obOxPiGmUGKfh/d5HlLe5G ++XGTHP4hCvM+Rl1oyOqGIFc6+QvBc5bw04Ped+NDKW/Sp2FyH2VH5+vFd+Na +/0TGOxqF7eulP4vHdGPtZfYnHzqFKxYPr/aFduP9nZ//XWGQ+cH1kVpMQDdW +bOcR1WJS+CHIZ27yoBs28WuObh4h81hO98Ba125UjKv6zxulYCTYlDx4qxtH +1hh30Qme87S0PsaGrK/hLlf2mcw3ud4axuZkf/M3T1//RyGazeZZeb4bVk/L +pzy+UJgM7l7Xdbob8g3Dty99Jfe5cRH/kKPd+G/1r1/7vpF5WevmER3Nbrx1 +X/hw3RiFhtpGA37VbtzgCK6fITgy/l9uxY5uHLzOUzH4nfA33mzjJtWN6THq +ZvE4Bc/09TeUN5D3LzZse8Ei/I2jkiXejUM54dQ9NtFbiI/tu8XdWE4/VnqB +ovDM+9BlE95unKz9GrWXQ8HpeUeK6GwX9hrY31/DpfD6Ge+h2sku8F0bsJ8i +OEo1c7s7qwtvx7ZdG/hB9L39vZXi5y4MZVy4VTRBYeWyT9zRwS7oxFx7EPOT +1Ne9nobnnQR7GL26N0nuo2NZk8cauyC4Y2P1hV+kvrp32E9VduGaR9mvvb8J +v0kbVFOLurBiz26ltX8oqBSeO22S1QUnuQeu0wTfPJ+aJ/S+C4lrXzcO/iX+ +VM29XhjXhXvNgTIl/yjMyk87WEd34e78IyEvpyicL3z9SSy0C5V3GxZ4TFNY +4J5uXeHfhUPMVV6XZsj87zH//A2vLjjOygvsnyX9vsDm+SqXLri787/YMIeD +p6sKt1Td7MImkbdqc+dy8MCtZua6dRcKTecw6QS/yrwqscKsC/tXrnxWPo8D +jrt1dOm5Luwb/n42bj4H10PjTaxOdaFGz3mN9wIOxCPGri3W7oL3iiL2FR4O +GjYurc3WIPFUZTQeWsiBYfHYTWOVLgz+OJ8jwcvB1dHjlnPku2CskpHEy8eB +E+/CpHiJLrRvyEn4QvCo17iy9jrCn/qVj7X8HNQldoqMLe9Cg1hBRbIAB5uL +gpUfC3dhRjGbHiDIwTPORMJ2HhLfsrMCdkIchNxou9I81QkVtWB1HWEOZHWm +r92Y6ITDejtX+UUc7IzQLl30vRMje0YqRBZzsOaw78VUZidC5k+IcQn+dyTw +yPH+TtA/R95uF+HAx1XG9UtbJ4LPtA9kLeFg9qPSH++6TiSlvdB9tpQDlWS3 +sg3lnfC7PNngKMpB5Kqe9sL8TjQ29+kZLeOAL0Fsh0F6Jy6d0f5PbTkHPaOC +XezETlgd2uu9RoyD4Yv+VX6vO3FqNnPbDMFXA67MbHjeidS294PD4hws6rp2 +P+9pJ84t2hJVtoKDr1F3juv6dkJ3WswsbiUHppKnL426d6Lis5eizyoOFApa +C13udoJ/kcUiy9UcWD2oNV18vRPRGQUT2ms4uBYvoBNn0YklIp6jMmsJv/KW +D5RNOrHqYjZNaB0HF6XT59TqdeJ+i95nFsHbHhZUnT/RibURFyZb1pP8y+q3 +jR3sxMBgrUjmBsL3jzMS9/Z0IqUhclf4Rg4E433KBHd2ws239orjJg48f5XE +Rcl04vR2g5dGm4m+nrc0SG3qhODgXsaeLRxIbA7cm7OyE1EpLjvWbeVgYnMF +98CSTvSnCj2aI8FB2Yoj7Ca+TgT8YI8xCNa1/6pwfk4nLP02GlVJcnDe37Vg +5FcHZhxetiRIcfA4t8nvOrsD9fmXz/hLc2CumhXz63MHVhtdH7omw8HJA9M/ +PYY6sPxk4W3dbeT8P13CeLs6kBd4ZLmiLAf7LWccnzR2oFpApHSZHOEz5tzr +ZVUdaMlecucXwWv9zwtHFXVAxumoUt92Ds6Jd5asy+rAqErWdJE8B7yrI7Ni +UzpQ06XT+moHB18uOLK2xnXASFEszUuB6D18/7XEqA6UbeaNsFDkoNquSk4m +pAN0j3WPtHdy8MijSzHlUQfUxY18timR9fS1XLd5duBHdmbAol0crLYeXpji +1IHKzdtiOAQvkXTqlLbvAO+WopwOZaKnb0OfEyw78PLO5f5cFQ7a54yobb3U +Af72tQLRuzlIe2vY+sagA3u5/x1wV+UgZ6FA8lqdDhR5l/iYqXFwV7O+8vmh +DnirvGzT2sMBddl2o6h6BwQyH0hL7eXg9rUCBCp1QDXa1l9QnYOoo36veGQ7 +cPXpmZ8sgs/0xZe6be7AKZldNm37OMgdH970c1UH1s8T+ZqtwcGhg/zVtks7 +cDxx+Gbkfg58/akkOn8HspJeL3DTJPm5bNFkMJfs/0T3jekBDlxNVHbW/26H +Yt+XI1oHid/82dWzj2qHn6D1b0ktDo6921Gc/l87PGMaMgQPcaBdNUnfPNwO +63kijmyCD70zPBze1Y70VPlD7Yc58Hq06RtPUzsWCUitzT3CgdwricY7Ve04 +4/5zJkqb8M+7kz1S1A6Pa2Hf3I9y8KZN7NTZrHZkKcylmR/j4OacN+zSlHbI +SOwePnycA/r9141yce1QfbHri8wJDsJ3jnyNjGrHwdGffxed5GDjFzUtnpB2 +pB65I/6D4FITh4Ebj9rxje+jercOBw8PXsjovU/OaxVrV6jLwZ7dlVUHnNoR +/Fo74dUpovc6Z7GUG+3I+/zy24PTHPxwPB6/1JLsb/tGxeoMB8wPvDecL7ZD +xOjEkxNnOXjScO/usH477nZFs3bocfDfWucCrZPt0FoQeG65Pge3huvUkrTa +sWtmRcMfgrXU9/8S2tuOjr59R4cMiH7OJLBv7CTfp/xpLjfk4Pi2ps1tMu3Y +fu+QacI5DuaWeYXu3NSO2rPr/gYYEf1Oh+wLW9mO+p33X9ifJ/Vb0LBlQqQd +11dYHtM35mBp2fShs3wkX7+b5qhd4ECg5seb9Nk2RFdllq4z4YDf8d7uxb/a +ANsl/vMvkvNfseC/xmrD21bmhS8E7xW7t6xmtA1PeyRUGy9xsGDuE6PNg23Y +d6FrXYYpB2N+Vj1uHW2kH7CEI8w4kJ7bG9Rd34ZwOZuF98zJfu/fe+2oaIOq ++GE+s8scTBd8TPUraMOTbDfRw1cIHzoZS2jpbYivEZLaZsHBwB33D8pJbfhP +gH1I5CoHhfKMB4Gv27BGYYPdT4KdrZOD6RFtMP0W/aLPkgPb2bjuXU/bIEYz +IUMRB0NF0fqPHrbhS7bZqrfW5HzGFwUH3NpQzB931d+G+I1P3m+5O23Iclhb +dMOW6K317lqPa21Y/bBhlf414g/VFs7Nl9tg05jipWbHwbve00Lrjdug0pLz +Y/11Dlbe4O2yO9MG5cVf7XhukO97z3QVHm2DDM8+zjeCdc/PEebXbMNXiXS3 +Fnuy3sYBZ/3dbdBiqovm3CT6PJmx5o18G5bEDadH3+KgZkzn55hEG1bWBht5 +OhD8y22+8ro2LM3QFbC8zUGjseARj+VtiMlaVnniDuknVDk+CbVBYePAQ8W7 +HLTcs7dbvIDsf+DNmRWOpF5zhnUN/rUi0fiS5AzBJzUHrsZwWxGTsoRnxIk8 +T1PIoH9tRZZ15litM+mXnikKEvRWnPmk0Z/mwoGjxPJR655WhLHT28NdSf38 +U21439yKPbw8na73OBg/NvqZVd2KZFmlYTM3ok9dhtKOklb0Oapxj7hz0CU/ +lW2f3YpLf5cu2u5B+um8GeuP71txEnmKy+5zUFWXcYod14q99RKmfwkechm1 +lotuxb41557RPEl/4ppm24S0oj/pSGe1FwesWbZiwqNWcK9Qa1IfcPD+ogmD +cb8VAyon7UK9OcjMc6hY69SKnQuNqp19yPO3052GN1rBeb9IyvQhB7tSqlYG +X23F6XnWIYd9OXi599mTWpNW1HSa88j5keeFqkpz9VvBQ03eF31E6vWOi8Du +E63kPrqB5y/BVkmbllw/2AqHPz3BNH/i//enjsSptaLccI3kpwAORJe2fehW +aMWC/pHK1EAyv1yxOyQo3Yq70nK2YY9J/772XHDfhlYYMdgrXZ8Q/vnWzrUX +bwX9hWSr2VOSH76qrW8WtWLHeFOQdhAH9yXPO7fytELvPO2cfDCZFxe/+zdn +ugW7rAykxUJIPzS89V5+ogXPQ7bNmyb4pZdfgMlYC6ZPnmcyQzmwnJ/x3J/R +gg+8gw11YRzc2J3XntPbguytH0rSwzng2l3Zy2hpARbW5D1/RuaXQY82oZoW +bJm3tdAjggOb1PZwZbSg3xJVV5+TeDhSDy/ltMD8fnDPyUgyD73XjvNNbUFz +YPgPpShSX7X/vn+Ib0FKdZXYmmiSfwnBy53RLfhzac2B+TEcrAjQ4PkX0gLp +B6F3vhEs/t6sfb1/Cxae3Zre+oLwI6vWeNCzBcXf6ifyXpJ4ooK5V51aUGLi +uf/1Kw7yHXYcfHSjBeW5GmG+r0n9bBguSb7agpypOdT1Nxxs+WVhUW/SgjIp +nDWIJfOl2mPlMb0WbNxxG+pxZJ5auVZR4AThb3blzq3xJP6Pg4ZSB1twzSX5 +g9BbDv7wRyQcUmuBqvt6xQmCJVct2Wiu0ILFw7eK+9+ReCpEK92kWqBh/fJU +RQKZPzuvBj1f34JV9Oix5EQOpITafDLECL/zLJ6EJHFwYdHa+HrhFszx+rHb +JZkDtZuLx5gLWpAuoDlmlkL0ZEvPmvzVDJn9R94efU/0GiIysvlzMwKLZ68q +pJJ+Irjnsm5HM4KXX9mx8gMHbpfZCs7lzXjaZjd3bhoHfjOFum8+NsPurljf +F4LfrZIv+vSyGT4uhgUtHzmYauy6+z2wGbm6MrF56RyI8Gp6LHZthtZFv+DX +GRx0BP7r2GHdjCYeWz+/TA6sZ0IdTxk2Q/dF/UP7LMJfe8TV64eaMXsrLvBc +Ngdt58Pe+O9shn7DWOT+HOLPRWJSbzc248/oiw9SueT575Q/xYvJfj8y6kTy +yDz+mba8c7oJ9hu2sH4TfEXpwL1vY00QefJtBT2f6NHmguxMbxO89GeP1RZw +sPW/wq0iNU2Ie2jsnV7IwTfad8sNOU1Qk/pdGVnEQbKFK3d7fBP6VZqEvIqJ +H57/UbknpAn/krqMbUo4UHWjDR2+34R8a4GMM+D8///KaJy63gTOOfPFe0qJ +nm5q/2d4oQnbTnU7bC7j4A6nt8PkWBPurzMfFiwn+fkrzGe+uwnPHv07PUFw +6L0b969INCHkZEz9QAXR7/5H6hbLmrBorfqJqkoONJij+67MawLPm6721Coy +7/Qv9jajGlHlZGb+rJqDhbeDhUyGGsFW7frl/oncv1omug0aGnHWXi7MsoaD +3V8rRnUKGjHz4pLKqVoyHz/x23UosRHCeyzou+tIfBYN1arPGpGbrRyysZ6D +kbEVkbLejVC91XBUoIGDww6/UtbeakRR3Tq+HwSXb+HMCJk2wmixRGN/Iznf +7JPgvyfJ+j59zyubOEjqNrr8eU8jrtoo2aY2c5B3rs+hRboRC1nbtJ61kPzP +jyzPEyfvq+Rv9mgl97Ht63Rf8TRC0KKD36qN6GkBd4X3jwZ4+N6ZPNVO7j+P +YtZb0hsglxD2VbWDnCfsrbl2cwN0y6SZmzqJX7eE0SWLG/CkRpYp2EX6Rzkn +mielAT3x4V8nCLbCwWD68wZc3XlhcrCb3Bd+LikrfNiAd4ed+D/1kPNcZcqE +3W7Axnf0TR97ST1+3ddkY94A10VBByL7iN6lU5I1TjXARMHVyquf3FcTP2Dp +vgZcyI4Ksx0g81xRs9DItgb83PW5Wm+QA+GnYcGZKxvgeFB/Vn2IzJPrH5z0 +5G0A13xYXXKY1LPmxv0nf9ZDcdE9LxEaB2YvJ6zEmfUIztzU+Ifgm+len4Zb +6iGUU7eWSSf+1XDK+F1JPZbb2d5uYJD5S3Rks+37ejzdMtWSzeSg3rNsw/ao +ehSuub3z1Qjpd0y702zfemzyr4v2GyV+12+X/eFOPZ6ET/Lf+syBx+ChE9cu +1+OrMdvN+D/Cl5LLcqnT9VBlpfzS+kLmt6knIox99Qg4vdlx+1fyXIJPPUq2 +Hh3uJ6bEvxH/uGsddWpVPX6br/OdO0b066MsxcNXj2dDT8XHCF5Ywh3N/VmH +zdURqR3fif9d3NhuxazDK7rs0ZJxDta7HGKLt9Yh5/uhbwksMg9M0FWrSurw ++FlvUDCbg9cPnTPs39ehxHNoryvFgV3hk3OrouqgonWcdYXDwWJO3LZy3zpo +WIq91eFy8ODcnm1Wd/6Plc12/yDx/ewyELpch4bMN5s2TZD8v/yd+uFUHQLS +dL4K/iT+NLVxh+6+Oqz+uDP7J8EK/h0D49vq8Gv68MPhSeJ3z4Iz/VfW4U6H ++4XaX6ReNfsyt/LW4Y1Zq0rmbw4+3ZMfLJmohXK10ooXfzjIEF4qb8Cohcvy +V9MP/3KQ4j8vaay5Fnv0F36x/0fq9YLnMY/iWsS4mXafnyJ+UbxIdElKLWSd +4+q1pjnQy5eZ9+Z5LRK2VFVunyH9Ybu+uPzDWrB1CstXzHLQ2yh8ptChFnz5 +rlXz5nAxLdaRfsisFkPLpxq+E7zGRFK5SacWJwUUe7vmcrG28uGQ3t5azMiK +fiudx8V5zZvJvdLk+cLw2eT5XMhFW0ReEK/FPpHUleELuNhmzUgeXFALw5xT +uz14uBgUvTp0gVuDCP07xtYLucjvuL6zb7gGp/aKPDjLy8VYtkuSfmMN1iWL +panzcfE2hHd/c0ENSpvdhiX5uXAVC508nFgDkWa1ZUsFuAgpjmooCq/BQMGB +k1MEp3VEl+14UIOuZ/7+nwW5qHES7Yy1r4GLIW9DixAXByPcF4perAFFT11S +KMxF4LiRvufxGkwKOhi/XcSFLv+msvHdNWiKPp70dDEXW7TPHj0nUYPF2rL/ +nEW48Oq2Hi8VrUF6Lv/pK0u4+J5Ffy85twbFnj3JOku5MEtV9g1kfYKl3GM+ +VVEugkxGXNn9n9ChsMZm8zIuWhWu+p+q/QTeSedm4eVcVFuoZKTlfEJjS9Tu +3wSHL2jnCsV/Qhifw1uGGBf3v2Qetwr+BMP2yeWN4lwsLdQrKnP/BD+DVf65 +K7hgTMhrrbz2CV/etc6NXcmFzSAY140+wbFGxC1wFRfHA9wjyg9/wsEP9f/u +rubiA3PUbJnSJ5ipTbqZreHCJ+qG5pWNn1Cv7j3/xFouTiuG78pY9Am7nKwD +lddxoTrVrD7zrxrzn0eu2Liei9fikUbaX6uxXI0vUXADF4a3rP2CuqqBr4lq +kwTfrMmv7aqoRuSGGy20jVz8ipu3dnV6NawP61jXb+KCz6TI0+QlWS9dlSdn +MxdfV1769SKgGhvjt8S/3sLF7SZztwGnapw5Pe9wwFYuju3VEF15tRpt3VXf +7khw0cC1zTt7thomWuYhppJcNOmYXgvcXw3p4Lq9x6UI3y6h2yvkqpH1lvN1 +lzQXZXb3Zn6tqka0QV3kBhkuDMaD+2X4qvHI4sgJwW1c7A84VmX8swpinsZz +Jwl+8m5NoT+jCk+0/uTRZInebN2LcpurMKwi6lAvx8VA22gNo6gKD5qj5XO2 +c6EXWzMsmFwFlWs+rNfyhK9rMXN2RlRh5nx5WsAOUh9Pu2TOeVfhS4eWw10F +LraqfDdxvVmFrzMzu80USb0Yn4mMuViFuq+MOSd2cuEAt4HC41X4HsyoU1Yi ++Z5gSPTuroLcMPvZxl1czNefdJzYSt6Pn7oipMzFcwHZZmHRKmx781fpF8Fv ++X5v2zqnCjlu/QsZKlzQFzU9VhuvRHVTUF/DbsJP4saJk32VsBAV+pirykWi +7NWLlz5VQjp7n2+sGhe3ihc1XM+qxDq+VaaP93Dhp/1k7703lXh67Kma016i +t4eGab5PKtEc/1TssjoXN6YGNge7VkJBWmji5D4utv8OinxuVYmi9p9tuzW4 +0A4bXfxSvxLi/uqZm/dzcS37xMM3BypxYnVH2CJNLtYL7p6Kla9EgUay4x+C +3RavvBm7phJ4/tF45ACpP16zkVf8lUj42L2/+SAXi+d66kdPVsD772LJAi0u +kru+VoQxK/C59eiit4cI39uE5ANbKlDqcmfy6WEuOq6de+ZZXIH9Gx8Muxzh +wrlt35/byRXw6zWvtdDmYsJE3vBqRAWevlqQdeooF1f7ItP0vSvww+Dcqz3H +uEgdGJ978GYFmU9OBkgc52JXRdTJ7RcroJTa4bjkBBc92YtDxI9X4GPEwJUp +giveFjbNqFTAXED/zH8nuXA6KTx/ZEsFNl2T29+mQ+Lf4bD905IK7BXQ316s +y8WJaONTiTPl0FhRuCbxFBfGcUpWvmPlqEjTEQw9zcUKyWt3rvSUQ7Fl5o/b +GS7sGm84alSVI/JiwRers1x84km1W5FRDqut9t1n9bjYyBdsyH5ZDt2ORdX7 +9LmgOvyUKgPK8d+sd5a0ARcFSnMXRDiV4/HGsthlhkT/eVerLC3KIRuRHjRL +sFLeViflM+X4G6vl/u0cF0b6yavna5RD2dbKttOI1LOjaVrjtnLM+ytwrvQ8 +0WtLpuKzFeVYob5KK8WYi7tdi99e4CmHD4+3/LMLXOypHebZyC2DF6/yKk8T +sl/aEz3mUBmk+9YuuHaRi1MGvkFx9WWQ+yU1bnCJ6O+sUr5ZXhneF2h1apqS +epw3p2nt2zIwzC8WyZpxYf9Qr6k7uAzU4sux4uZcdNZE5z91L8PDCg3feZe5 +mHTWeHrItgxlpnSbcYIzRJJ0/hiWoSpF6WTPFbJ+neavZK0yPDkqsb3Cgou2 +5Ft+5xXK8Bqxwh+uEn90jZ/Lt64MdQ7Pxp5bkn7YoGGeKVCGmpTxTw+suMie +eJ904VcpVj8Oi71uzUXcIr3u+SOleLvG0dXIhsQzFfMtsaUUV/d5ntGyJX5n +wWYcLy6FavZLSflrXFhnZ+B7UilubSr8u9KOi2frde4HPCtFHk95/YLrXAhF +S22RelAKt6KXUWyC9UcSk8tvlILpudey7wbRv9suUeMLpTC8/lChyp7kP0XJ +hKNdil2Oln/SbnLR6yrk57OrFB7X60qibhE/L94UKr6pFE/nRXn6OJD3Fwy6 +JSwi+xWXatrf5qLOQPOpzSQwziM9e/4OWf/F22HPZuD2muL8Q3dJ/l99HAtL +BPzWWt7c4Uj6bdK2jDhP4M+siMRqJy7mPh1W+HAeGAiL7+ZxJn6RHGadtRPY +4Cv4kCK4ZWjpuRwhQNNYXqHfhYsX4RunMkdL0Hv9T0+VK/Er+OqllpRA6/cZ +t4/3SL/qEDSNjSjB4YVb10W7cZHe6rA21L4E4R7nCn3cSb72+AR4HC2B/6Yu +PXsPLobW8CRZbirBO++H387fJ/lfkHf7+L9iqC09c++QJxf3+M3HZTqKwRbe +KLDDi9RDZfWShanFsAnqD131gAsxwyTagE8xGn2tV/J4c3HuSsO5tIvFMMzN +iGITHLuc6+SmUoyxnJfifT7Er1YMaBwRKUY8d1lQ5UMuRmOOvxf6WgTj5Kn5 +ab7Er43mFjeWFUGVs9ch0o+LFO9ie/+oIuxKLRp88IgLVr9G9QGHIsQ+Mz94 +3Z+s9+JI0eTxInxUWR5/LoDMQ49CT7/bUoSJsYLZA4Ek/lG69+npQtCHVQ3k +HpP56C6l97uzEDoiTgniT0g+fO6VRn0oxPhR4x9zn5L5pf9A9W7fQlRI1ap+ +J9i/YvZK26VCJIonuHQFcRElcCPacnchinX7skuDuXg8fdzqt0ghWrqPjCWH +EL3bnK7z/lqA0Qcdq8JDufj3WrVUqLwAgRNXtDzCuDh7vUQ7KKoA5s8GLa3D +Sf/fGGm+2KEAt95s8jn7jNS3n5eQ//ECRK9YEaMeQeYrSvHQnC0FYNe8eS/5 +nIs+CXPBW1P52Ho0LmdJJBev7n4yGe7IB/v3bP4/guuTVu7RTs3HmTnROaNR +XGTxLY5975OPWR3D983RJH9GJsFCF/ORFS0enR9D6pWez2ulnA//yyVecS+I +v5r1zseifBz4Knf58UvSj1bYey/5Lw9PlbT3Or4i/lWm4HcJebi2hC1s9pr4 +XUSrcFJEHkwWL+g59oYLwZPzlrFu5OHdfasopVjC/7K7kdu18xDlPK23Lo4L +2eihGJsNeWhtjuPli+dChX98TezvXJit3JvBIXjn/DMrOltywf/+nV7/Wy7m +JBY/np+Ui9sxFazKd1wkBQ+7ynnm4lzxrfsfEki8HVfpZ4xy8eJlKP/zRJLf +2bnFDgq5cA/k8fdMIvpefUk4iD8XxU8S5tomk/pM2daaQM9BsuU5e70U4jdJ +y3gL83OgHDrZqf6ei5cB1am1wTlYc9hUUTKVzGsa4xXt1jnou+bgI/KB+Ius +knavZg7ykoWb/xD8XP6wat/KHLSdE1rMTCP5ed0Y3sXJxmafE4caPnJhoXP7 +QlNtNkw5yTez07k44M4MKHuTjV9LFoS9zCDz7njFpo/O2VgorPTeN5PM983F +66NOZ0M5X6zAPoucr8XJ00M6G+ExvsVG2WQ+Xxxz2HRuNp6OmeUcyCF639Jk +t7c3C89878dvyyXz35rsn6LpWVg+U+y7LI8LfufJgc9+WVjlO3FpmuDXCiqb +sk2zsHPBjOznfKKfjNWV7ruzsGA2k9VUQPgdOFJ2UIR8n8iOzy0kellwacWC +L5mw6Xyk+7qIi9CJ+TVAJtbPNWb5FZN5+UtP090IgrX3eN4sIf4e5LFN+kYm +/K3m8Z0HFwn/q7jMw6nO/jhuK1pkp7IUytKoUKmRJoWakQqlZKlEQ434UX6T +idxSSrYkdG1ZL2W79yKSelsn3BRKi0uEoiHxPZQWmjN/vp7zPOc5n3M+7/d5 +f2TZXc+3lcCx+tL5rdX0fmYaekM0SiDYkTm2ooZBvzvHZNknPpgsPXuFWqr3 +yldddS18iE6Pcb5R3jc203Ywh0/rbBvtr6P6dC9VnAzio5mVpv+onvpLf2JW +2F4+Zkmv2l/awMCevy1YwYCPygN7/0z5m4HWOdf0ZHE+usLfhl94yGC7/+l5 +S4Q86NqVRXs3Uj9RWXM/lc/DTibh4t4mBtxTeqUqV3ggZq4+Zs0MNL4yo5Fu +PDREdP66TED3Czfwnt7Aw5HaXsX5j2h+8fNZcUyWh007trQTyhx/O73WQS6i +lVpYwhbaTxUnPIzBxei1vUvrHjMIee3UHZPAhXVZLvf2EwY/Ropjh05w4TgS +b3StlYGOkzjLzIoLO+3RzMA2BgNSw5wINS4OPTgr4dbOQDpuak7BYDGW3FDa +9+tTBr9xE43WJxRD5EdI4upnDCYrhTUVlsU4w7/SqNxB+0U4XG5IiuDbK/p+ +mrKG/KjszYwiaGrxpgaeM2haK9ksblsEx0D3z4IXDL5+dOo9OFMI8539A/yX +DDLq59lxCwpx2PNrNfsVnRekNi6acqLrY34RrE4Gm99JmZjMKYSqt7ylp5BB +9oHr2cfLC+BenvXPzi7aj2u+ucUfLcDP4h/Oru2melV0+uOOQgHK2kpFVF9T +//Z7RP0+HwpMta9oD/2fIrz3CX3z8XfQc8EgZdXAPcY96vnY/eSu4uNeeh+q +7F2vBLfx0+VV1qVvaN7U2ZvXFHgbW89//iOpj+aFRUlmXN3bCG99HsjqZyC5 +JUQqquMWDO9Gnfx9gEFJhfKcw6G38Irb5WjzlsE2T/+N+ka3EOgQqm/8jvrH +TGbK0Os8LD9m/lZlkEHA93L9tMg8JD1qi5imPMJBz2+mecgOnFDrH6LzmszD +e8ODuVga7HGj8T0DM5nOytD4XEyPdU0X/vNf/hfvlLPIxdNJlZ1xw/R/Xmaj +nDDGgVXB44unR6i+2qu8ZdM4UF51N9f1A4Nz1i6drB0cSF+K5m8dZXB/u6HL +4FQOXAslOLofqX6sN3204ORgMLD13Pwx6p/ssKsJe3Iglp5jNU5ZbeOCTT0i +ORDJMRnvGKfzybdn4+pF2djwYu2FSobmfa/OfHvnbPAtbWfSCM0PrWpewVLZ +cOetPxQ6Qeu1YGunlWWBibzB8ZxkILy6Q1h6JAvfBjWe7fjEoHH7qsgamSzA +K2Bw9Wfaf3dM19RXZcJps1WvwhTN10NeLVXHMmGzyOTBZ8prc4v35ytnwkNx +lCX8QvPbaYknMXUZGOfK6eErg8RUZ8Pj/8uAeZ1FSeY3BuqKeadN1TOwzmO5 +Vth36tdxwmyR5nQYv3E4dWyaARPxjlf1/3R03/a/ZTND31+/IsVHOx3SFio1 +q3/Q9aSgeoP0m0jQ766UFyHw0hXMeH5JQ9tD54RJyoFJxn3R9mlY6Ky356Uo +gYf4Ja+M/FTEd3eMVYoRlHSzI25KpOLFhwmfVHGCYGlTq3DXFOSUKrSESBCo +9KyJOXgnGXOa7s89MotAONvOfYlMMo7IB+laziYYSnG8J/BMwpm8Z1o6kgRh +GjKx7tVsSPKsv0tKEWQeN3n9biEb9aYHS95T9qqNSnHwu4EypcjtgjkEbg1t +DcVNiViWt7OiYC7BSr+qPZOaiVhbvXBW9DwCK81Z5jp/JSDW7dBK3/kEShGH +L2xtj0dtdIyhrTRB5X3WYusV8bgnrbDAaAFBlabSd7Pz19Gis7tBTobgwalm +LdXOOBS6ZjswlM0F1pcHjOLgqO3zoF32v/026bDDr8GaJfaDL0cw7rv904Y3 +sbhSxlOOkyc4FTqXqdsQi+SnDRInFQjsl+gomF69imCr8432igQTHSc4Jk9i +IL9L281YicClpHD/k+BoxAZ0t8gpE2xzMF35i0EUvAe6pMcpz242WxzaGYHN +eZZLW1UI9hW/lEu7fAUdr1dKFC8kaDc0kIwxCYdULaciahHBXVHbDw4Dl+AY +zTPzXkzwynV/ORMbhr6NFjHWqgRcUVvHo5svgvVjS7GeGkHoiq11hSOhcA0L +TZ6tTnD2muGwgH0eCp3N9gOUBd4L67DtHDQ6Gp7WaNB6BH1n5AdDcHr2XPWb +SwjE1jmn2poHI71DdmXQUgJL45OtP7P/woZsY7EDmvR9Hkx9bRn/E73h6Unr +tAgOpRWJSVsHYJ68y4ScNsGCAJuWTxn++C5lID1K+dSWaZYy8cUuRPY1LaPn +v/wo9HrGcUi8v+GXs5zglyBjH8/dR7E+8u0dlg6B/7nLyhpfDmHzhGWRsy7B +wWIRG2V7B7wZsrM30SOQ2Wi63GePFVY7uSTL6hP8C6hzwIA= + "]], + LineBox[CompressedData[" +1:eJwU13c8l98XAHDJKpIVoYhQVsuK5ERWQkZJVpSRKCsjJNKggayUEhHZe49r +Zu+99959Bo0vv/v7y+v98nme545zzzmX746DnhUlBQVFPS0Fxf//OsrVpvEY +qEB2P/dAjQgBvTBRMna/eQMq2DybP4sSUEhTjfxnSnPQUZa96ypGQFpax4OE +jayAy7Q5UUucgP7jsOi/m3MfOMAkWvAUATk3cCV9p3aEqz+nlf/D5hM8z+aY +4wz3hj4m9pwmoOmNv1rvb7vCT0qJmtQzBCTCYeWw74AHTPFRfXl2loDOi/uE +DZR4QpwBp/StcwRkcs+0d+feEzj1SiXktAQBreqznKyg94UMe/F0akkCKqr2 +DT551w+O5F8LGsbmTI7MqCh5Bl/F6KWypQgoMogc6svyHOBF/LeX0gRkNqGu +8fD+C/DjVRkwliGgJOKFqVfVL2HhEF3/mfP4ffuf32vlCoCW4l9fqWUJyFp7 +eEnBJRB0v/2VGMJOGtvjPtL8GsSt6MMz5AiooKucK1HgLRjR71Q+u0BAC2eH +p6OfvINY7YRSA3kCUtgnNlHeFwRtKbXPRS4S0K1TtYw0h0OAWePI0R1sbu75 +6zW1IfBf1+0XnQoEVNbt2Bjp9B4uHJWvSAACyrE2cPHlCYW6DoMG90sEJDEd +fMu3ORQmfmknaCgSkK/1Yf9IjzCYuFuud1SJgCg51sjVguGgd02qZx2bW4il +jLo7HLpClIWrLxNQb2fAoJlvBBQzPtILVyYgMdtbBm3ikXCDQV3HWgW/TyNI +9vpwJCg+unT8vCoBfVuQfL0R8AEkjgw271MjIPEm02vx0lGQSflaYxj7wpsj +IfYzURD1qv5rmjoBLU+80tcM/QhssZQtT64QEEd0cazSpU/ASZPcrq1BQAEJ +bT7X1j7BY0vBVN6reL2p5onOn6NB7em42QY2x4zg/nSNz+B7S365UpOAEl9n +1/23/RmqbsbovNcioA3L3FNWSV/gnblVsIU2AaVRGmpO34gB1z9rSWevEVA3 +d7ugB9VXoLgX+WmPDgGtBV+tPp77FYar8mw6sQfy/NgIZ2JB52DcwThdAhpe +/ZB1OyAW2E2zQh31CEgykaa4fzwWerukNkEf70fSg7PGMnGgXf9M9OB1Aiq9 +/vDoUlAciHfPKY5h06Wk+j6fi4O/U5mS6TcIyEKhyUxE4Rs0qolQeRsQEEHZ +sXQ44htw1sdmadwkoJS3Kp+iVr9Bd7KJHKchATU+I+yYq8TDrabvcfPYH88J +rkp+iYe1uOq5/FsEZKX66h4bKR7u3dje99yIgM7ta3i0q5kAJ6te0+sZE1Ct +zYdD5IQEePW8bJnXhICyNxK1t/8lwDeG9pRVbKPe5OM0N75DaQzllVJTAuJd +uR7Fm/4dOiwifwaYEVBWplmWMnUiXL7XcNzgNl5vxacOrqaJYFzUa37cnIAu +33cczM5PhN3rf55sYMt+Wt38fSAJqlScvMotCOjEYm6ZlnUSuMU8uvX6DgGF +cz+7mF6RBOjlxcM37xJQydfDHoc5fgC1IlXRcUsCMgyWdQx2+AGnz1LIbmCT +s38IszT8ALFpm+gyKwIS9Bb9EXssGZiZncYDrAnoEkvgutzjZBBI1qG+YUNA +39Ve753sTAbbbrkDfPcIyCnu93yoSApIbt3ZWsFuvxEfq+OfAmaVf2uKbAko +VvvGWa6RFNATkHF5fh+/T3j8y7pkKoxYq1Lr2BHQaxmWpY53qTDDY+TJbY/j +3a+Ks2IuFdrlvnXNYT+urzpTCGmwTqXNmPOAgDp8Fs+VRaXBixNvxZ88xPls +gEmgdTMNfmW9PqPuQEB3K5jpljTSwYzDnYPVkYD8e+unWBLSIVbeZ2oU++JT +piK1/9Ih26nl/Q8nAprvb3oTYJABUp7vBF2cCWiyrN+iNzMDWoNXvlx0ISDb +Rk6FU/sywdKK7S/tIwJyMXQVCLuTCUIipy92YX9+2XGYqiwTit5aW352JaCw +j4HBlfuzYE/FtKO1Gz7/vmFHX8hkwV+X9jtn3HH+TPYqumaZBS9XdOX+YJ9J +P3/n2Pss2FwP3arxIKADe6uPbJVnQVZ38ad3j3H+omNa6l7KglTv1eM3PQlo +6z/ulgKObKiwuB52zIuAPPZP1H5VzgbmILbFRWx+2Zt9QU7ZoBqvL5jrTUD0 +Xk8on8dkQ/uwtLr3EwKaSbp29WlzNgwwTOuq+BBQk09zju92Nrz94a3E+JSA +VL+vywUI5gAJneDqx5ZNKZ2N0MuBLSq6wa++BOROdSY/+WkOKLRcenrPj4CO +smqn1qTlwC4jieHsMwJyO3a4aXowBwbt1Z79xhYzf8+6nzYXHMSNxqv8CUhg +szxQWjIXlJWuCbx+TkCmo99O2VrkwiV1dV29F3i/uFSpvgXlglKgtTXXSxzf +bzIYJktzofm/prtT2Hd3pq8ILeaCjXbklZRXBKR/dr3ciT0PzvUucDgH4PPY +Nni/5nIeKH+dapMNxOfZMUOP2ykPmB/GP9zzmoDefPVwfxyTB+1FGlsN2IE9 +ysOjzXlQnb51L+QNAaV7HPNV/50HTyQaa26+JaDmWc57xUL5AEujtLzvCOiB +zaWIM9fzYb/4dak57NgLCfsy/PJhm0VDMz2IgGhCDerPZuaDvOOo5qNgAqoP +su0oHckH335RmQshBPRLfUNIc38BlH/So6d8T0BULTstUzIF8LzlYWMD9pfD +KbVPrQqAfOmLU3AozucCdEzHwwpgIOjPXoMwHH+jp7NbKgvAnyne90g4zkeC +sineawXwayZnfgpbsU/+v3NHCiFvQ0U2OYKAGqqvp61fKYSeMXdXh0hcP/Oj +i3PcC6GFz/Kz1AcCCnUWP+H9vRDsiIIZf7EzCoS2rnYXQr7RQEpVFAG1yn4X +5d9TBIX8kaGvPhLQnYz6nzunisBh9rGV1icC4qlOb5o0KYJ3tDHHWaNxvufx +kG1+XQTyJUdaB7Bj7NQPlRYVAeO/g3diPhMQtaaiefZcEYR+fD919wsBRVm8 +PJLBVgwSp0q1hWMI6ImmvGa2UjH8EkhMXMPmTwvYLHEsBqZiu6XcrwQ0xBvK +2BxTDG1kAa7HsTh/qfh+n2wphmNlS1IKcQQUVOFVtPOnGDSLey/u/Ybzg2jG +FX7hEkhw2jnbgK12VslY82YJ8Mg/YXkXj/OB69117xclQKN8f1w3gYBm4xTo +8nJLIChwNIr9OwEdsdrzY3OyBFym1hSGsWWdhjqkmErh45/8zq+JBCTt8/u5 +r0IpfLquoWuZhOPpSvDPTvtS0NGoKT/5A8ffh9YPwtGl8PrAeY5V7BcS839e +NZaC3Q9kmp2M88fGwV8rW6XAvOP43jUF178U76eGQmXA13wnRzYV91Mqd783 +XS+DU4mplf9hf8j8Y3XZvwysKO6UVaUR0OEpz5rq7DJYEfz8/UU6fn7iSKX6 +RBk4Kjh6X8nA9auYy6yXsRw+axEvHcjE3wvM/HrvYjkkSCgQOrAlPTheUdqX +w4f0u2HhWQQ0UhrMHv+pHOZvePIZZuPfRxnoaDSWw57vH75w5xBQp0Wq9PZW +OfhsdtCOYwt7tjWnCVVAluMF82+5BKRzfQ/LvRsVICizkmiVh8/Do5f0Is8r +YPT89vDJfAJqexhX8iunAn5debS7jH1iJZKverICunhcmTMLCEgoMU0piglB +guZBFudCvB/3hY+5AoLmKzf3SBURkPKRG2WGDxGcf2gxvoVtk+3BefkLgmKC +YlpJMY4n6TFZyRYE7mSGe09KcH1v6+AV+4sAXPtYLpXi799qsz50qBKmdXPS +KMsIaH90PX+UWCUE6eZJ1WH33f6rzKNcCUJHN9JfleP9tH3flmRcCd8VHx/S +qMDnjSanUtKlEizP3LVnQAR0jPnlkbrXleAMVTlt2GW/pKcNv+H3JycuhFRi +x60d2iiuBMkQIUb9Knze4/vzX3dWwutt/eOHqgmoZ9/R2pOLlbDTpniyHzvY +Y0mxiaIK/s5SHv1YQ0CFx+zPOByugmfk5D3GtQRkUNMWwnGmChxir/QdqcP9 +YjZY1qhVQd194qcx7MqWlVTn21Wwv7bsWuxPAhJ9RWUr6F4FDynziRb1BFQ1 +nf95OKgKxCzXA4834HrvfkY9IrEK6g/6HJzF9rRJsNerqAJ1NpcXiY0EJPVA +iZ61rwpCbCeWbZpw/9l9QbB/tQpeb/QrCTfjeu9WXRpDXQ2uLnavl7CvNtJ1 +2B6tBtHEtOrUFpw/2hTvnpeqBh2h9GX7VgKq441z269VDTFePtSn2nC+WDCi +n7CsBp7D55jWsTmW4/mLvavBynCQPqsd32+8s8sjwquhzf/FtmMHAf0NLB51 +TauG0ha1vrOdBNQf9sv/Vm01NOuc/f4Lezk7LPvSSDXQcepb5XYRkG5oj40o +sRrOcFWwP+rG/ZfnahInQw2QJf2LJXsI6J0Khwu9QA1wSOdqkbDN771popCv +gR99Zt35vbjerfln/tavgStlkRpuffi8e184TrarAcPHdrnS/Tifaq8Kkf1r +gPfd6oEt7JELvaW/o2uA3lLcqHAA94O5p6cp8mpg4eaFKPdBnF+RbAx9Sw1Q +Z51okBkioIm9Z9c4Z2rAIo5yaQt7rUK/R/RfDRC0R/4rHMb9VdOEriJbLZQ3 +1u71GMHxHc1xz0isFg4zt/yVGcX7efn8YXflWmhgoZzbwi538L/7waQWzqW6 +VReO4d/byl0tfVQLMd9l37uP43708NeOqbe1cKHMSE9mgoDUKYjEA99rwSNq +kXoLO/Wyd7F8eS3QdpNSCyZx/fvmxevQWwt8xCBltylsb+mT31drId+ltl1q +Gvev7Zs9Y9R14FL8XYuE3XSeIHSEpw5YjypV5M3g+x7Jl9dUug7c5n7wPZrF ++zc1ieK066BEa9FdYg73809N9y1Z18E7L5aqX9ixSxf+k3paB8KBEv9lzxPQ +tZm6zy8+1MF7X2MxpwXcH7UrLw5k1sE3k4/aZxYJKD6TcuZ0Qx082Pfv7jr2 +TXGNoNcTdcBhGWqfsURA2qHWiwvbdcB3we7eg2W8Pi3xZA3mnxCvHXFTbAXn +x4fahVnCP+GCDq/cMvZuWq4Yl9JPMJjmYEpZxf3nXT7DV0Y/Qf/Lu8F7awRU +wzwnt+38EwKpgyNPrOPxjur02b/5CUERImpz2NKh2aKz8T/hfPHD5YQNfB+K +M5S3KPsJfW22/nc3CYgk8GHfZM9PuHxC5CD/Lzz+4Ypwy9WfwExTETSBnS/O +P75MXQ9RcRKUXwkENCjCtuTGUw/Sxz/amhJx//JmoYBaph4uJf2r5Sbh/JNN +UI26Vg/6F+3ZhrBlE19Hn7pXD8oLpJtRZFxvePcWNPjWg11MUrDBFs4PXrkf +rD/WQ9iV4FK2bQJ6X/tLkS6nHjTqS4a7sIMyDhekN9VD04LMRshvXP8+PSEZ +TOPvubD91v5DQK/CPPdQ/auHLl4zMsNf3C/p2w7nsTVAQzT/QhN2JSQ8txVv +gJAAh7aAf/h5u5c7fKoNQOmtl6z6HwGFRNppjJk1gAnFoAfVDq4PZ7NsY9wb +4HY408VqbCPDbNM7IQ3gnEpDfrpLQBqDLSdEkhugKr0h/iIFEVmfsWgkVTXA +le27qn+xWV+3Xq4bagDa0dnRoj1EdK/GKSqK0AC734zvu1ES0fn7GQ0ODI1w +9WXXssReIvpbPtOrIdgIhkU372xiT2W6VQkrNML07e3WDCoiujX98y3DzUZg +/1h1yp6aiFoyzssSHBoh17XyuTANEaVxn2kYDWgEmv/2dMxhm84zX2iJa4Rj +YmFMCbREJOF/OayipBFGSb6qFnREZH5ItCuvuxGoLw848ewjot8ep39nrDSC +0a/vocPYfFC0L526CUoHyD+i9hPRuQxx6kyeJhCq6s+7QU9E32u2V/JkmmDI +/kYBCwMRdUv4V1foNIFLmHd6O3bWfZlXLbZNsH/61qe3B4ho942v/NizJjhK +8cf7CiMRjbg0TROim2Dwhe0NmoNE5FPo53MgvwkO0OQfr8HW+87KKNrWBDf2 +Lc4/ZSKiLpW1MM35JmA/yPJNnpmI6ox9mZ0pmiHtnbzeb2w/S9mAaM5mePjr +0XY+CxHd/Bj4u+FcM7TH1Yc7sxJR09qk9Z+rzWCzdenEaTYiomfP6zxt1Qw7 +KquZy9jT3s4XbH2aobh/4NSPQ3g82iHfEz80g+DawQRLdiI68siPeSGrGaSq +Yw7ycRBRRniJr3hTMzg8f+80ih3Lnk10m26GLRNi48fDRMTDO/yw9l8zfLXr +PmzASURhYZkbh9hbYLVezoyFi4iOcyZ62Z1ugSt+0p/asI3ZZZjr1FuA4mtX +y2tuIirOGc7hv9MCmse4yapHiCi7/8Cd514t4PmPm33vUSISP6t+bCm8BQj8 +k2IIu12cZl0/owVUvdzkvHiI6PFuTXtVfQvIzc4ryPASkdjnnRqJyRbYOK8o +R8A+UyHRmvynBVZUg8QyjxGRx8zkynG2Vjg4MHTIjo+IqK4HCHwTb4WW9HNk +IX78PEeSq4BaK5x8Ftc6hU2zWzGZYt4K+bQSn2OOE1FNvO59Kc9WGFz8ZWEk +QEQUVpNMtWGt8KFlhYddkIj072/2GaS3wpKmWHcn9tEE6orVn60QSFHu806I +iFKbv9UHTLTCWbcUvisniOispTbpxJ9WiJOiKKM6SUSnSoPUm1nbIA01alVi +r88vVTuLt4FwEEu/lzARGbYtWfGotQGwzd2UESEitaMcEm3mbXCp4lrHL+xz +Or9Fn3m2Qfem0aUMUby+mdx6cuFtsHKA9YetGBHd0N2XRE5vgz/3/WkFxYmI +hVNbrLC+DXqMCs0msI2K3aa9Jttg/mRJevQpInqZy9Sm/LcNBLg+EA1OE9GE +Ycoq86F2kHxwS4LlDBFVNHVdnj7VDtpGDPdbsYX/cnYVqbdDCGtpVMBZIgpP +Z/oUeqcdamod0eVzROTlrv7F0bsdYsLOj+1gZ1Xqj+pFtkPB16OkYgkiWqqp +M5bNaof3lKJUrpI4HoLPcQk04efb7ejPSBHRU5rTXKwz7bDAtrx/GbtkXMeU +ZqcdUgZzKROl8Xyuf/i1Q98Be491/jKXIaKViczBf4c7YHVaa5j7PBFtnKuY ++SfYAQ3cUmV92OJdQWy75zrgatH7iPeyRGSTs2a791IH2Cc8tNGUIyJnidTZ +fVodEFbXd5b2Ao5vvtAAFqMOSPjbQ6zCbs530j9q0wF7+B5lecvjeIk8rCby +CP9+P7KUuUhEVr03LGX9OmDyVSXzL+wS4naqRlAHsN31L0xTwPllqpPHLLoD +6CxYDGwAn9+/WeUuPzrgiqLHKt8lIoqitwl8k98B1yrQkxHs1at1z75Xd4DE +OwLNB0UiGrT6klLV3gGMZjyBukpE1OtUtWdiBH9vWIOK4TIRkbb2BlIsdcCX +NH+Pn9gyGzKKx7c64LRT96yvMs5X1WdE1ak6IbpOWfOCChHBlWo1B+ZO2L40 +lUrCjmip/BDF0wnurgVUWao4n9DtOVIr2gk+G80G99XweTlp2Lt5vhMK5MS/ +CagTkUpzdC2fKn6+f2ZuDDt7z7clff1OsFf7T+DjFSLS1FZUDzDvhK97/Uz0 +NYioOlFnrOJBJ3g+83x34CoRlbkkpW95dsJVKWJhPbbs+6OF5wI6YSZge9hP +k4jorr356xDRCe9n3/++oEVEQ46NXpnfOkEks4mJjN17Kvv8ZmYn8Kmk82Vp +E1GB1BEJqfJO8KdUFrt/jYjYkmbsvJo6gVbh4xkBHSI6xjU7XdPfCZwahafG +sA2jt6MZZzth49EPoShdfB7S/4Qb/+oENzr3w3p6RLSmXt+estsJDzTEqRj0 +cf4ZldP6x9AFzt69i3XYYbrnGHW4uuDgyOPGp9dx/aF8w5p4oguyvgnEy97A +9a2O32xHsgtKqCfcCNhm8/1rhkpdkCBdoJxugONfPPBn/rUu6LiTzWBzk4hQ +36E5NtMu6M0dbjtmSETfoky13e53geo1eDOEnRx/iWLIvQu2DOYUw28RkV3c +13/wogumF4Z+aRnhfJtvrPwjtAtO8Z6IoTUmoitPDAZYYrvAkKn3chW2P7Nz +8dP0LmBsX5v2NCGi29TvF9ZKusD6vo+PpCl+3ibS2ryhCypX37GuYRdWWUn2 +9HYBwfxEfJIZEb3gmtbTmO4CyYbr4ha3iUid+Ku6eqMLzggcy+EyJyIubc8X +F3e6gMs57GwPNm2CWXQJfTfEpBalvrMgouD1F9RynN1AXf/xmNodnO+S+mpL +hbpBtPBSCMVdIhKplhkCyW7wsSv8U4y9kR2i+lOxG0520Jq7WBJRum3j/mvX +uuFP64VKMStcn42aTgyZdMNjDVPuOWwrN+8Ym/vdsHPCzemrNa734o0OW+7d +EKISUm1oQ0SMjp8+B77oBvan+Yws94goP2tIkCesG3TS1280Y7tPPmLIj+2G +0e/qUc9tiYjD7bqudkY3wIWm3ov38fm7a0VaLO0GorwP4xY2F3/471eN3XDb +/aFSlh3ObymtZif7u4EmL8HJ1p6IFh/vCjbPdMO1YpHP/A+I6Howh47jr25o +0NhfPYxN+5BqjIOiBxiEtabDH+J8cCS/o+pAD/Qz/7er5YAtxCn8kLsHWCuP +H6Z1xO+PPrZwRLgHGpebRCuxTzGVMbZJ94Cyxj+5x0443mNGvvgp4/cFVamc +cyYiwVmXSBm9Hhi3FtBcxlakf/R7/XYPdPud0k5wIaKYsvb6lAc9oB24eNX0 +ERG5inlS3vPqgYOCt1XYXfF5OWSTciKwB+T/RMm1Y2cWva5cjOwB3dRY0QA3 +3H9NDqpkJPSA3sDTw4ruRHRg8soF15we+MFzac8f7CdhHXEKlT2gwrk8m+OB ++0ETS8/9bT0QZv76p91jInoj+q9uYLgHol6fiBfwxP2le/CL5MUeGBVp8RrF +Jiuyl3hv9cDbLj+dSC8ikucMtNSj7oX7THp817xxPj80+UKEtRcIjqprtE+I +KHKQg5earxcu+dwrrMTmjzxxdupULwhVVnk/9iGiBRr68ir5XjhVZqxw7inu +vx6V18Rr9EIOCf4tYe8pkFMNMOyF5lX3gnhfHP/iT1UcrHvB6viBByZ+uJ63 +vqo2fNQLF1j3HTv0DOf3Q3oVys96YUXGtb0VO4ltRFYipBe29xl7vfTH+e+e +gLRADH7fbs1xeE5EFxRE8jjSeqH2XXHDFjZBfzXvQEkviAup3M96gddr64Es +TUMvGMs60tm+JKJc2nSlPX298EVKOZ7vFRHFEVM7d6Z7QeNVk9wQtmil/fzO +Zi8MRTG0hwbgeNjZfL6Hog+auljNrwbifrxXIZWGsQ+KohdX974moh87BsaM +R/rAzvCDRxm2Zb1C5GGRPmizE6JwfYPnz/TXRPB8H2xJxz4Xf4v7J633WZKq +fXCJk5FmDls7kDZU9XofnHF8/DzmHY6nO5aUxnf6IPzD8q5BEI5PhkxKZ8c+ +CFx84HEwGNdvvfWwNz594FSxb60e+0m4eGHS2z7YtW8w9w0hIs4m5wc/P/XB +VY3cjvPv8fl/1lA4/6MPGpO7L25iH5s+/4G+EP9/9NyP5FAiKk9tYzhX1wcc +UkMH74QRkZJEBKdxdx9M7nY94grH/df9qIqXk30w8FqovwtbZmjmX956HyTy +jUm/icD5LelV7+x/feDGuDf8ciQRdQYHXeFk6AfaTzFrf7HbV2iNrnH1wxv6 +EtW8D0TUkUNJF3CyH5Z/mH22jyKivc5B12uk++FzQcS6wEd8vzAovbRHpR+S +3e9dGsVuEPnUqqjfDw3iE0ERn3D/rS//77lFPzzgpBnWiiYiub7c1iaHfoh9 +PC1A8xnfd/RZL7P69IPYWz/7CmzdAw9Nzd7i979bzHb7QkRSU/1H0z71g3Sx +AOlUDD5/ulYv/v3oh0NX5KXnsas9RSOuFeLxu8m6fv2Kz8uRS9rf6/qhwl0w +52YsESVEFWf/190P9c/3rR6Mw+d9PaPScKofl4w1wQZs1zoZ74KNfpCMGDPx +/Yb7Z3P7WfbdfjhAMfX+fDwRvf1h9d/jAwMgqkJZt4GdLnKxbpx7AKIi1Mk/ +EojIhf2AgrrIABjzVQhafCciImzcyz0/AJ4c9vqciUTEfoxSjU9tAAjfjZ92 +Yp/oNRt8f2MAZn5HJAcm4XrOf5yP2nIATECgS/EHEb1ysef1ch6Ad3EHf//G +Hu837CX4DuB8acGTk4z7TTpaZYfgAbCw5Fe6n0JEvJaR9qtfBmCO3cSSPxXX +C4KQzsO0Adj3muPFELb0vcH1zZIB+DxjmhCahn/P3a7p0TgA6ZrnqzXScfwz +idzbMzAAAfOZY5QZuN8gM1x+NzcAMYOtv0uwdwSix7hJA1ChGs3qkklEAnHb +F9L3DsKyLp+YaBbOX1waJoosg/D4qO3laWzx1bxLA8cGgbbZ61Z0Nu5n+G8v +OZ0ehCivOw/1c/D918HBiFEB//6a0DP6XNwvyB0ITdcchNvWHeE12DfCzUOv +GQ+CxbhtolceESlDqAnRdhAoB/8WSOTj/JjWvBntMQhyTsE/l7Hz/krrq74a +BLs68d74Arx+uzt+hIhBsPo1PmVciPtjuWtP4xPw99ky11mLcL0e19c0yB2E +EbWEv83Yxr2yS/TVg/A+qYHmeTERncw/ZVTbMQjftQWZ5UuIyKnJ/MvT8UFI +vFnDRcQ+eGg37+LaICSPpB5PKyWieXXZbzv/BsF0a17UsgyfnzawrqYfAp4q +X4kj5bjfrL1MGcg1BP16T+V6sKN23dz1hIfgUt3KpbcV+D65j6Ge5/wQRJzp +UlVGRHTpuPSvVdUhmE87r/kPW0RN+A+6MQRzusK6eZW43xTimgi3HAJWmfQb +9lX/j0eF7/YuQ/DdpfWWQDXOz+7NGmrPhiCaJ8x0BNttabtT4P0QVGvTWoTX +4P6Ka+cCdewQ5HBJWGrW4v00Zn29kDEEE1G8NlR1RFRa7FTeVj4Er8d7bcuw +Zyj0+wtbhmCM6rb9o59EFFK4ORA/jM1T+1Csnoi4+QNrQpeG4PllRqcZ7FKl +G1HPfw9BXICqy+cGIpocDDV8TDcM1FRurtcbiUjH5im1E8cwODV/d2dowudN +5FasndAwxBLHHtdiS/HfFrGVGgadCBFv72Yien2wM8FWeRgu1rz3kWzB/ZLL +OtMD/WEQDD/qt4LNEPbXweXOMIwf7fdPaMX10UWmxttpGK661b80aSOiX6Oz +9IG+w2CYuxXI1k5EQeYaV6OC8fPLju9asHM0k5+lxAzDsIT8++cdeDzFarko +fRi64+9EyHcS0bVndmP9ZcPgq7v6kYhdrmFMTWgehnf6szFpXUS07GUmzDw8 +DO2V+gmW3fh+qFp+9dwS/l6WYsqRHiLSSKh8YPB7GB7JFmX1YMsb5IQ8oRuB +RJfKwre9+L46P5KfxIHtdhcp9+Hzkf5mrEdoBOKMUur/YYs07Geglh6BCZmY +jrx+XE/4kuC8yggwnVAfsh/A43fM8Hx4fQTkFLNnBAZx/ZJ1qEi6OwL5X6fW +R7BLms4zzDiPgLzJ7N/wIXyfUTa2Ov5sBFZDqum0hvF99f2JZqv3I6Bo6M9O +PUJElA7rCqmxI3Cq9YxgOXaCDXU1IXMEDtL3SLqO4n66v+wGoBFIF3dTER8j +opQl27/v2kbATPfYzVnsq7EWeeOjIzAVOmz7ZZyIthp++0mujoDvwewnNyaI +6AFdoNXbfyNANZscemCSiIT6rM3n6Ueh9Wz7jzrsPT7LLirco1DKJlL5ZAr3 +f8cc4xJFRkEzvWZAahrntzztpf1yo/CO+/uvVWxD2qlrzldGQdi3/0DiDK4n +pS+6RwxH4dG/uyJms//vxyPdNO6Nwu0cfXX2OXxfYnaSK3UfBZ/aTJs2bEXJ +R8dOvxoFDgO/gJfzuB6X7QgnRo7CmTedKQoLRJT22tHwWOIo2Ackt5GxzU1E +0r/kj8JFFxZixiIRWTS+E+apG4Uap0PcNks4XlX/a4vrGYW1lNLLvMt4/IIj +MSdnRsFJlfFhP7b4h6BPOYRR6LRn/xS8gs978uMa2DsGN9VG69VWiYhJYy93 +B8sY8FHYb+1iR6uFfrvLPwby1c0ni9ZwfdUJMv5zdgweFFObOK7j+kq6rRau +OAbeLMffn9zA94tkR5uzumNA+1esYQL7VpVIeaf5GMTEie35uPn/+8HvK66O +Y5AjJSqv+wuPf0794BHfMSiaP/t4H4GI/rG+ZPwZjJ9fvFJUhc28wHPF5esY +0Nt7/35MxPefs88qj2eOwaGELvlzJJwvk3jd+ivGILzuxrMl7C/zNnZBbWNA +pj7Y9I2M+yfPljj1sTH4GE3LZryF82UH4qJZGwPhCnVz1m0cT6r5/T//GwOh +xOGMZmwZPr6h1wfGQedd467/b1w/wj2O6x0dh5cZ3Pryf3C+rjibf0R8HMpU +hn8Qsf9LrQlZkh+HvSHMe9L/4n7lZmJhqeY45DTXG1v9w+cvVU80xGQcFM7T +Fh/9D5+Xp0qrNvbjcIV98HAfdnbMxo6S9zhUJal6Be0QkVbNgAXf23FAp29N +qO7i++Ind469n8ch/hen+i724VoNvoXUcTggHZpTSEFCnt0dvh2l47B0qZnX +cQ8JfdcJlClrHgcv47bgk5QkFF5EVE0dHgeV9gTKSexLPuFZX5bHgX/+psfH +vST0kH7ZNezvOBisb2zoUpHQ/MRFzZ/UE+As9dh+PzUJvX0y+7b2wAS40P1Z +qsaWpM58UntoApqKvO29aEjIO8aU9+fRCTgVtX9TgpaE7q7mOTcKTsDU7zSP +Fewi1scebeITEHPuwd7vdCQUmf3wbK/UBPhGXX9vuo+EmmaNYkYvTsBFf3t+ +9v0kJK69t3JeZQLmr1YUtGGz0J36QNCaACktfe1X9CRUlxUnsMdgAgymJReB +gYRGrARtmcwmgNHe/tU2dkWdrxWf9QRkqO4Vzj5AQrvrXlySDyfgaA9lmy0j +CVW+GA9Qd5uAMbdHbvwHSUg25VG2mc8EcIVZ8A9jn9hLHeH2cgKCgro7w5hI +SKLYSDIkaAJyO7qfazKTEJfHpZDUyAkIrra7QM1CQqkOfskNMRPwry2BVI5d +q7/oO584AQ/uBOS6sZLQHxNlDrrMCeBe5nU9zUZCy+q3H4gUTsDvgUdyC9gZ +RrTPtdEElHwJ2Rt3iIR8jfebPKqfgPY0745b7CTU+0maHN0+AS+9lOJYOEjo +0LqRfl3/BKz4Lrs2Y9MXqD7aGMeW8tN+fpiEmHobbx1dmACJQwdEL3Li/SzO +o9LcmIC70VH0ZOwVowFX7+0JWFQV38jgIqH3MjQZGRSTIBzVM2DDTULrhkwZ +U3STYM4cVXfsCAnx6DW6HWaehBJpv4JB7OJLVPt0OPH/gz6mhh4lIa3WcKtA +vkkwjV1KuMpDQmui197VCk9CBfnJNypeEvpwhM5vz7lJiDtqmlCObbMcrnhJ +bhL2xr9PcTtGQjFOze2+SpOwn0Mw/zQfjt9Dz8RqNCahnp6vdgG7vjnYkFZ/ +EtwPBffH8eP1YW+5rmWMv9fksW50nIT4aQ/yR9ydhP7qeXo2ARLiUzhbNWaH +//9xVqwVu3aZXkLk0SS8WfLSeylIQi4dHh7u3pNw+kaeNwiRkNJFvdCfzyeB +1zMqdRv7CZuLH8e7SQj8d3Y8+wSOx6YC1fsRk5Ds95rD7iQJ6Vr+nqr4MgkM +2anXBYRx/Hpx3DyUOAnOkl8jR7FfyK/FP8jA4yl8OBopQkJHrI2b6gsmwXfx +uLCOKAnJa15sPo4mgcKz4fE+MRJy7HdO8qvH4zli3V6NLf1i+PZk+ySce0Ej +4i1OQhv3bpKUBiYhxj43UOoUCU2L1t9LnJiES2/d1taw1RkZSukX8X7E3jL8 +cZqEns/TrjpvTsIHG+t6izMklCP0ZXf49yT8/pZ4gfss3s/uDIIq5RSQDgnk +92BvvD3WlLt/CpxeLkgEnSOhsHd9/vysU9Bb9l+hmgSe/498vjDuKVjzf6C4 +R5KEnDXiE6gFpuBwsmJHCXal94sDnmJTIPHP3/KRFAmRp5RMNySnIPiawo64 +NHZZdfi9i1NwysPzyzz2xtxK3pTKFLzVUlKKkyEhlaHkCjPtKchO/rpidJ6E ++tKnckYMpsDY9vNnNlkSCmX3CzW5PYXvx0p6bdh89xzMxmymYDc0+kCAHAmZ +RURx3HGcgvc12W2KF0io+cxCxbzHFGTMBEX8xb72QOOGg98U2E3I38mXx+Pl +SRveDpyC2/F1kg4X8XqU/NF7HjoF/45IHBBWwPM3EChjjp6CWxC8PIXdlc5x +OC5+Chx2p9s/w//judbmXNoUTF+/UGJwiYRuxnOm1eVNgZTc1xQmRRIqnKOb +Myqfgrw0zrgmbLkz/uy/6qbgZVrel+dKJJT70FPhTdsUJMh7xipcJiFqmUkz +of4p+HPnUfI2dkBtikfN+BScP5lelKNMQvm/m97eWZgCjqhTbfYqJFRqLv15 +7+YUnKyiXBJSJSEBsamkxN9TsCdfgmESW0emNusq5TRwBzRLRqvhfEDbXfhr +/zSs6/bcvaGOx9tEXRHNOg104oYfD17B4zG6Xqt6ZBpGpS16G7HpLxY2EwSm +gTLkN8dzDRJi/Xai95v4NBw2EbVQuEpC+22+TupLT0NpFUX2NjYjO+cvGpiG +yiV/2lxNnC/ng2nL1KaBhgpZPtAioerKXX4XnWkIv1jWcEKbhMZkrFTEbk1D +bNMLiSnsK+/LHeYtpsFxUvD752skNFpFE59wfxpCSxOP3tTB83GAibsu09AY +wfKFWZeEEjasTwp6TwNDlsvxFmyqa0+8F55P43jqyXqpR0KnVf1H099NQ3We +goqiPh6Piqema+Q0uJ8un/iLzehg2aTwdRoy9xv5F1wnIYtoZcP9P6ahL5JX +3OkGCe25ybPVnzUNyScOj4kakNCbGVJSUvE0SLBpR85hy17ssHtcPQ0LBc03 +4m6SkDlz7mWt5mnIeBB9xMSQhM42Jpw53jMN7R/rl9hv4fG/SJP4OzINf74a +VXZif+bt0uqdnYY7C2Zf3hrh/Rbl8c1em4b0sTE/NWMSEt762By8NQ07mzMP +KE1IKP3NtbOOFDNAGeFlUY7NmXElR2/fDCxfTDfxMCWh2fGwazIsM+Bv/fy2 +hBlen9ty+3m4Z+DQW/r7a9i9whrTNAIz8P60lnfybRKy/t0xvCk2Ax69+pGW +5iT0Tn2UOCY1A/toRIp4LUjotq7P6TaFGWDQGpocwvZirH2L1GaAUc6BNfIO +CbVdQAdydWZA3JygqXsXz++mX+6PWzNgaeAUxGBJQt/ijjyNvTMDxoWE/nrs +LJ4Ep092M/CQ74WwvxUJRUSKvo18NANd0mf8Fazx/kfWt4c/mYEXX3ZnfmNz +OL67GPFyBpR2/9POt8H5Xz6s70PwDJTuk65yvEdChOH16M9R+HsPcy6I2ZJQ +DbEkKD5uBj5OPamYx6beYshKS5mBL7zxV+Lv436De5eiKHcG4qfERs3s8Hm3 +Sn1WVzYDlSuCj7nsSYgYKybdW4fXa+/Ho33Y3TYxR+bbZiBmLaTp/QMSespz +VOZv/ww89T7sq/WQhF6T614yT85A1RM5hX0OJCSzXsAgsjQDb+r3UNdhM/Ux +NikTZuCAxOMeX0cSSlZbRRb/ZiDwS2qavBOub1nO677Us3B/If7dNjarduWt +b4yzIPLb3j3PGfdTp7Z36zhmwaOY+b6jCwl9OXdxevnYLJzg+GIl9giPnzGX +ik1kFi5Qcd1fwFZT97FSkJiF/9zC3BNccfxerKWxk5+FMVu2IHM3ErI6mrr4 +UWUWgoeT0o+44/XauHWwWXsW+NsN+wawqSO2PXZuzsL01XN0ER4kNI4yT0ha +zIK1KVzWfYzjaffHEfv7s5DF+ubVAU/c75Qy3kp0mQUW/2O9jdgeUgxjU96z +oFO7X+ylFwn5B7am8b2chSfE62+VvHG+ynz6807wLEhK7SfvYLd664glRs3C +ozQp29InuP5/ezi+HDcLVc+nZt19SOh89r5JidRZOLzKbS/5FMc/h945n7xZ +2Dm8+ncDe0jgcU9T+Sx4X7KISPfF60+X3cBZPwvnYv3P3/fD/WGXGJNdxywY +Pb49K/SMhObcj6VVDM5CDTPF52nso22VX9imZ2Ew19Ek1h/HU/DlOfuVWajO +KBMyfU5C/SbjL+tJs6BqsP6H8wUJsZU0+wrszsIwJdtgH7YHq2KvP90clDNL +V4W9xOe1zOPFLPMcTMyY5+q8wv3VelroFe45oJ7+mnkgANeL7sM7mQJzEOu+ +k9+ELeW23XD41BwcZg34+SoQ70dnANFfZg4+iqhPKr/G8dBC+2zz0hyIndeg +oXyD65lMnrOFxhygko9SCFu1t7W+W38OTkorOXi/JSFL/Yhn6qZzcEriWq7s +O3wf0NFMQNZzEAote7awtY2lTsk6zsG+tVqjvCASmiCE8eU/ngONPuUKp2Dc +77xNeyrhPwfsETfFToeQ0KvXtVfy3s6BbAvd9xVsWzV+P5nIOYjhtzyZ8h7X +R+YDJ8q/zsFpZdcCm1ASchBvlVdJngOeKbVrgmG4v+lLrWnPmYOEnPlfU9hk +BUKZSdkciDiZx8WGk1BI2JrwSt0cWI6VG5lFkND134v0Pu1zcLySnvdIJAkF +hZyzZBmcA7/JG2uD2DSu7JLJU3MwyfKj4cMHEhJBM95KK3PwT5gx40YU7qef +r8IYaQ5K9oTHsH7E+z/k5+O9OwdhniqfOrELewiyR/fNg7jnqbjgT7h/exXp +UskyD+nLRrla0fh+RFchZn1kHr6jvg76zyREckTWjELzQLeS/rsR23Vkg7/4 +9DyY2K+IB3zB/add8h1r2Xl4qxjzQDUG30+UFU+wX54HIef2IqqvOL+FMjs3 +aM6DyP63B2uwGd88Un5iMA/APeHkF0tClPfrvkqaz8OXsv5xiCMhH1fzF2u2 +8yBI//TWDvbpnW/kFJd5uCo8NVb2jYQemy8TbZ/Mgx4ccPSKx/WK+qOf6Kt5 +OOzFcEAuAffjdxli1kPmQYVpJX8bu54i6WrBp3mQOl90v/A7jnfn5jdPE+aB +99wTUbdEEho0Hb19NWMeKC6rbUsm4X7AW7GRs2gekvL5OwnYP6NMG5eq5qF/ +iLsg5wc+z6FRFhXN88CzD5KckklIzMwoLLx3Hv58jko4k4LrGQ2D+YPxeSBu +S2asY+/N4GhUX5wHlxfHajNScX8SvNAuRJiH+SybuQdpOD52llxp/5uHtnX2 +Q+LpuH7cf1u2RLMA2WVyOivYXGYXvncwLeD7yPiH1AwSuuVnc7aYawE26VhW +7mfi/u2j350EgQXYiB7TFMkioctv/8qGnlqAkzO6JYvY/Gbqxc/OL0C3p4dk +cjYJ7UiNTLoqLcDDXbPSezm4fzQVy7fTXIA8DpZrJ3Px+y5lSloaLMBHh5j1 +eWxf5xGL2+YL4FTM9CUpj4RiU8QUTO8vwFC6602bfNxPNnA2mz5agGn6IZ4T +Bbgf6ObZb+GDxxOlQZjDLvhX+M86YAHaj/X0JBaSUGPsnQSH0AVodPWvsS7C +8a32hdLr8wJkOVohoWISUkycPxyYuAA/N142zGE7xlYvfMzC3xsmjiWW4O9d +yXJJL1mAazxllDalJLQ1I1FaU7sAJ1IXJU6U4Xhe7KwcaVsAKu/XzvPYLbsH +X24PLMDp96kVSeUkdJDGlYFjegE+bd46fK8C92MHA2+cX10A+tRvT08iErpq +03vHZAt/rzOUuIBtGTwj5b9nEa74ybgnV5KQobJSRxr9IjgMf6G9X4XvM0+8 +JAYPLcKxfd3fRarxfO15LOiOLQK33IzuMraRf4mRnMgisH4fo0+rIaFVhwk+ +B3xVD3rV3m1fi/eLj78oUQH/Xqg2WbwOu56Fd1J9EQxaGt+tYRv3qBry6C9C +Vcvq08yfuH7s6FuZmS4Ctd9FX8d6EspT7FSLs1mEoSs/g842kNDvMYM9806L +cDg4IvUXNpe5T9hp70WoREV9uY04n32Y2vV8uQi7uheZXJtwvvnGq94Ysgin +a84YSjfj+S92PeCKXgSaqNiMLWwd/mjnh98XwcnkE2txC+4HdA8b1mUuQlK8 +6CvPVtyftCzz8pYsggrdnX3ybbi/kS5q9qpdBFmxq5/+wy4J5DMdbluE2SKi +LGonoUfMrb0XBxdB7Lb9gm8Hru8OFjLx04ug24++K3WSkMLnl/70a3g9Jv85 +UXXhfL0wW+q2vQjbl89q/cSm2BGemqFcgqa2+zIB3fi+ObWzdePAEggaFp7R +6CEhv23m3UaOJZCsEJBl6MX1apf59yX+Jeieq9Rpw84+lDlfIrYE8eije0gf +Xo+yTy0yMkuwebE8Xa+fhLZ7XyUXKi7BmJksgW0A38d+iPjKaS6BwYkj6v3Y +y2Pn9SoNluB4gkvax0GcT97a8l2xWIK1Ra1jJkN4vCKu6z12S3D1UHE8zzC+ +v305VHHXbQmqNGqkJ7GppGmCSb5LMFHgORg/QkIXMvdavn6zBBJBq2+sR0lo +WKJFgT9yCQwPiGgLj+F+xYyXrzx2CZgfKxxbwXaTq2AwTsXz5ZGlzBwnoSRV +u73/8pfgu+5JotME7u/dlmhiK5eg0ZGLLDmJ8+u5PZxqzUuwf/Io3TZ2l5Hb +hc3eJeBgUhQpnSKhYA0Wx5iJJTj0KNTEZxqfz96YIu3lJdB/c+yr4gxeT615 +dkryEmSM/N6kmsX1xLfobRHFMlhvid1owN4un+B2pl8GepeGhjdzePw9p3+e +Yl+GxfUhzWvzJPSPw/3d2rFlSGF3mWRZwOfXLNAlW3QZYqK+vuzD/kd1wdNd +ehnSTzvIf1okoZ4Ni/hListgHrNBabaEz1dI7waD5jKQMs8N8S3jfmHkoeWI +wTLYnleunsUGYzqKTItleMomWZq8gvM5n0/dc/tlKBJmrnuwSkLlPekFpu7L +4GW9NH52Dfe/KW69ss+W4UB1Gz0ZO+hB8XHOd8vwQb5VvWSdhLSeGMb//bAM +WuPESJ8NfN/vkDGY/LYMamXXyUqb+HmSvEJT+jL8XPtrTfuLhB5yXDMtKFqG +7U+/F5qx+/4a5H+vWQbTNRPvEAKu17SgHtW2DHa8Unw3iLheXCRwBA3i+Tx4 +389Jwut12ULo1cwyrPP7fR3DvmXp4eq/vgwJIayP48m4H38rTOv/ZxniWQwt +723h86xvM/qCegUIB8wsxLdJSJIk+OcN0wqsb0g6/sI+b2J8O4J7BW5LrIQU +/iah+aO7jN+EViDWIKzG+w+uBz776XPOroDHrCyd0l9cP508btTJ498/Wjej +/UdCx2NUNobVVsAkrqa+BXvVzHGUpLcCh9l+KoX+h/evdpuH1WwFtp/QdNzc +IaGvkRMFErYrwPMp3OHoLu73DUWTbj5aAS9xX75p7EjVsU2fpytQTzM4+4OC +jFxMKT4mv16BjJ2Msod7yKj95qeY/ogV+LbFnChJSUbWOQVU++JWQHGM+dsf +bNl0i9aLaSuw+6Miq3IvGe1oJf9xLVwBa8OTXS+pyKjb4ktQdvUKiG2Z0WhR +k5Hq02tvNlpXgO6TsxYrDRl50HX/Oje4AlTmLkmD2PvEL9Z7zKyAnrMTWywt +GdGuJOyvXl8BK6on4dZ0ZGTAfhwx/sXzvZ54QnwfGanodM2Z0ayCf/J/rQRs +Emu7fw7zKmjdDHtVsp+M7ubKRO07ugruJe7X/ejJ6LyRmJDlyVV4Jlcqqc5A +RnpM7aerJVYh+srDkwcPkNGb0suFx2EVLC3jTvdh/+LLqgjQWIWzLFYaXxjJ +iGLlgvrmjVVgn230sDxIRhWJTAamFqvQ8XiiRJSJjF7V3VpqsV+FTfdiJgL2 +UIIy7SWPVeh/b+VZwkxG595SZBb4r0LXc9KWHwsZiWdVTJ8JXgUGTs/AK6xk +VC+Zk5TxaRWq+KhOM7ORUf5ppv9OJ66CyJOEhQHs+ykH5/KyV+EVm31B7CEy +Ck1YtLxYvgo3R+yi7rGTEQv7oFdjwyoI9+QFneEgo6BNLvFbPbjnpDH8uI39 +UGjNc2V8Fd68ti6qPExGjvFhNv7Lq/DVd3M5gJOMcg21SUe3VuH3of2Sulxk +dFLurlAZ5Ro0P6sK4eTG66HI+Z8p4xqM7xemnMIudi722su1Bo7/6QakHMH7 +PRiUkCa4Bib5WsddjpLRn/dzj2+dXYOjH8W7L/CQkVvdwZ19F9dgkmtvFBUv +GUVkGUtUqK/Bx6Jxp1bsmvijR9yurwHhb4955DG8HzSpJWfN18Ddk2h5m4+M +Cm8ZM2/arUFi7zWfk/xklCMbwJ/nvgYTJdtpm9gMFu82PP3XIHSaYrPkOBlR +pzY8UQleg9OHPDWeC5ARN/unFtboNdDncyvWEiSjsz/vjs8mrkH1LI0ChxAe +D+3rotKcNbDTVBiYwD6n62IUUbEGX6+eCkg5QUbCagH1zk1rMDO7oPXoJBnZ +lktQXu9bAw0RX2EFYRyPJVMMslNrICZJw00nQkY8j6mW+NbWwFX0HX8X9rD9 +/s+Mf9YgVfnEpc+iOF6U7gnuUq/DaOWci7UYGXHMhAUQmNdhaHW0/Iw4GbF6 +UTcsH10HDiFenr/Ys84yc/PC6zDSURZed4qM1LwTZ+el1kH/TiNfyGkyagnq +bFhWXAcP45t1RmfIqG1FNpSgtQ66Go+fCp4lI0/Bu8q7t9aho1FRZwP7G0f3 +JKP1OjA8q5EpPUdG2UTmB/zO63D5JLP0SwkykricsiDrsw5zPhev6kqSUcnk +yZs3Xq9D5A1j9yNSZNS072jpo8h1MAh8UjKPfU/vMEfUt3VwpCpky5UmI8Xc +jAcoYx0aKrhe+siQkcwrt6qlknX4WF7KqHGejAKC6Q5x1a9DG2t6xiFZHN/k +3fta3eswMbnHehJbVu9P3fPxdVi80SqZLkdGp398OFm5vA7zqfzcjy+Q0TUH +z4jdrXXwEz/EqSJPRnWN8a/4KDfg5rmiU8wXyUhHXl9ThW4D1nl5TUaxX/kc +47Jj3IAmW9O4ZAU8/wqLX6FsG/Dq/csdV8Dn2+5hXxnXBvQJZbgoXSIjkPxa +v3BsAxLq5ykOKuL5MGrXs5/YANZjaonD2MSzfX2q4hvwY2n87g8lMurjCd/y +kNgA9Y06WdfLZOT1eVYkXXYDztAdOKmkjOOvTNh5GjZA63DjqYMqZCQ2VNnG +rboB+w8xao9g741lUDLQ3ACPPRsvklXJ6Ba1Y2uo3gbYrz/rc1Mjo2nda86d +hhvguzsEyup4vLxM51hubwCPBUM18xUy0r7FyXjDagPy9ERNx7H1lLppP9lt +wGc+TeZ0DTJidk46Num0ASoi/mOeV8moaIDCSMRjA5QGZmrVNfF6VV7Nd/XZ +AJPEF7XsWmRk30aSqHmOn+fxHJ3BrqR+2M/yZgNshvoO5mqT0Vq9QJzl+w2I +eJZl7HeNjA72vwkt+rABVu3cVdd0yOjTTfZ0xpgNyAwQv8SjS0ZMXed/WSds +AMXLPwMr2J8lbe9WpWyAa8aHN6V6ZDTXw0PJk70Be39zGr7WJ6Mup65270K8 +P/aRCreu43iX2mkdLd+AAl5+OHmDjBbzj+5cqt0ATdmuW1vYk9vpFolNG8Cx +URr00wDHs4v4nwOdeH3fEEcjbuL5Mx5pdO/H62/xXs3KkIxeHv/bPj26AeZD +Sc2St8go5IUWk97MBhx6qHWfyoiM2J58eFO9tAFZCR+O92AntJhdltrcgIMc +n7fijcmIMkdENmVrA2IeOs65mOB8ueD/kG9nAx5YiWxcNsX5JZk484lqEx78 +HGdjM8P5I4suhp1+E1QeJF6fwd5zQSs6nHkTPqiGZ+bdJiNDBt0xtsObQK2D +BF+Yk1Hcg4R7H3g2cZNysfCGBRn9OzN44YjgJpwBQUuhO3g+uc9uxYtuwrzr +W7EtbJFRqRqxc5vQ7hPI1HAXx9uJQM+i85tQnX6O6aMlGYl+ZPNThU2guRcj +et+KjHTbnAb6VDbBU2D6zgVrMtogXXhmq7kJxXYcBQw2OJ/2HfTd0duElX5d +wTHsi61vuiNubYLc/0qu7nAsvz9s7z0zskNSkcrMObJCRCqRioYRSUtWykoy +klVGqZQZ0lBZJzIKISl9RaSEtIz3fZ7nHfzOdf3e/+7rfc74rPu+j2z5w5oA +3A+DO2LW+8yB1K9Ge2MD6agkjh3b7TcH6CKCyu7H8P2FTcYDj88BvwjA0gqi +Iw/be/lCZ+bASqU/JB3j02XTj6oi50AGuUbqTTAd3d9ZpeceOwfi9SS2FRzH +/S5QyM1MmgMrRmrzj4fQ0XlTH3A/fQ6oOekKwROYT5ZKxtxy5sBg55VcqVA6 +KlZR/cFROAfMn/4DkxjPSUbsenR3Dkgmn+R7fpKOCjj99f3K58C/bq2fV07R +kXl34Qnlh3MgVEFjdv9pOiK4+lU/1M2B9WqxgoZn6Og67ZllRtMcmLvjactz +lo5+VYj2OrfNgeenX90awnh2KqVPtHsOoPMfZSvD6EjV8K9N/7s58LqhoiLm +HObHHtr6nE9zQG7L3v07wzF/tB/M9B6bA/5axFrtCFzv2T/HtX/MAdeyImUG +xmmf/Nrmf80Bdeljq3sj6ShhLvV6y8IcYLeG7LobRUcOAbozmYw5oKLXcTMs +mo76Lbka/DjnQXvvZV6n87jfHCbFtgjMAzenvhTVGDqyNLj1Q1Z8HqS4PDJY +xLjzNNN6TnYexBQ4Lr6+gPXt+FvdPuV58ESw9uPNi3TU4fYjt0ZzHjgnLg2d +iqWjdZsUMzL15oG4+HbSPo6O1ESAXLjhPLjS+Mh4ZTwd3a7WX+NjMg82P3fK +ncf42XBjvyOYB2etDGReJ9DR4OZuARO7edD0IKL2ZiIdndu16YOO8zx4dtgq +5PQl/P2jYWPFXfPAd/K2o0MSvt/Lwg3i++YBf0etnepl3A/jBzr5Ds2DMzVp +h2gYtwbykRyB80Db1+VWdzIdxVdGdrBPzIO1D0UZd67QEfvvvY3ssHkQnzR5 +NjwF1zsm1Gb5/DxYmvoruSOVjl7f6iK4E+fBuWm73lVp2L/k33UVTp0HvHU8 +lSyMl1tmXGWz5sH7LOuy9+nYLwVnMdTzcf4+r+youEpHdazsHYZ35oE5u4on +LgPPz7dJN+uyeXDpgtgRz2t0ZHbnAvfemnnQuuz53SAT61vXfr8TdfNAZkNl +okAWPk8wJjq5Cefvq/K2cYyVNMbtS9rmgc6/N2ueZ9PR7/nErvbueaDm8dYg +I4eOFCNP800PzANuna0eAbnYvw5Vs0WG8fok6yJ4nY4OucBHG7/i75//ElC4 +gc932qB9cHoe5It7Zs9h3H/42r7Uv/OgmlVs1ZWH53Nf8K5G+jwY5p2RKM6n +o2rtQam/bHz/N9Zc0QV0ZPPr8w0t3gVgs9Qnu7uQjrYL5U17iyyAtlPlTutu +Yr1aoclzQ3oBaIn9Kua/RUd/Z7J+f1BcAGN9j1W+YhySxV8qp7EA6H3KjfVF +uB+DCjd4rV4AlsA6Ovs29sOipzNvGywAV3/rgyF38H6+1a9njBfAjQrTo9vu +Yv26fnpoE1gAzQlb0zWKsT4Z/nyZYLcAkq5EDrMw/o/HIumj8wIQO7bkMHSP +jlaa5+iv2b0A3v78OVJ7H/PfXq3Hcd4LgP3bOyu1BPsXC8WVo4cXQFDIyeP+ +pXR0UKci2CxoAbRftA3aWob9bKPgvfxTC+ChOz11ZTn2Z3wn29kRC+Df+jsD +JMYz4YrvD8cugPPhhy0GK7CeLm7t67m8AKorvLpqKulIrnt1o0nGAjhx4F50 +ygM62v9KorD0+gIwtDvg7l+F9VDJ4qRC0QKwXV/iYl2N5z1lfkt6yQIY5MwP +Ua3B9XY6z8NXjfPZ4vGYiTFNTrfz4tMFcDeFrfzpIf5e3+ryUuMCkCsor3xS +i/3VbgXHC20L4IlN5MFrj+jo1DS3OHfPAvCk0kxCHtNRec+e/5LfL4B7ttzG +Tk+wfzl/rFL68wKQHCC9dJ9ify+an3R7YgFsOJx2j7cO52utdajBzwXw+L8x +6W8Yu+p1+L+aWwBog3j5y2d0pEAkhnpSC6A3yezIred0FKE/nTrPsQgkxWNt +o1/QkZPYbpQusAhSlLicverpSP2qsdA6iUUgsHI00qQB680u9ol++UWQfNuw +T64R6+ULuYWzqovAylXVkYZx33t6jorOIni60D77vomOyHDpfV3r8P6htk8e +NeP9waRNxOZFIP26qfgawvoXP7V7jeUiCFbeUR/6EutLyI2McdtFUFupQO5o +oaNNtHDihjPeb2DL/vWtuN7jImm7di+CMpGRGbFX2E/1DbtL718EXAsyt/5g +7GQR7PLhyCKQtRSM7G3D+b3ofCE/eBHQ2/47X91OR5+GRGcOnVkEMedLy9M7 +sP74gfR10YuAFp3FDunEfsX83El2/CK4RzRH7HiN58vDOacvZRFEWTmpGLzB +/FPlzbqXtQjm33rOSnTh94Kedfn5gkXgaCDydQ7jiWd3bnkWL4IepYTlgW5c +DyvlMZPKRfDx8De7Jz04vmeex5UeLwJBltOznLdYD+V4tnM2LIIscsz1XC/2 +44Gvz/9sXQQ26S3Snn3YD/fu4R3qWgS3paQ5zPvxezzy0GTHwCI4xKLLrnxH +RyOtd9TqhxeB6beru5cx3qvY++LhxCLYfpEDfR2go2mle48rfi4Cp+qgnW3v +sf9K/SZRNr8IrgQuipcOYn/ru2OwjLEIDvQ3Eckf8Hu9rYqjiosGJDVnBY9/ +xO812dc3ngjRgHlbkZ3rENZP+rEiJEUDEybLVUaf6Ijp4Cffq0gDz3XXQvn/ +6OiaWRr3uAYNOBxwZjMwfgXq/Gh6NMDsiJ/8MkxHjRoN1mJGNHDp9CLZ+hn7 +Ue6Im3rmNMC+/sq4dISO4vb3hzla04BoquzdlFE6yhO9P3DciQYUu8VMQr9g +f7Hny+Nsdxq4ufie2jWG+WfSbyXaRwPiPclTpuP4fTGsL/X7MA2Emu7mVP1K +R4md6jkqwTRg7LDPnmeCjpoazcrdz+D1+i0vZjA2cQh1S42mgTHTB3v7vmH9 +j23OeJ1AA36/rLSefqej73yrjgmk0cD376XKBZN43gRKx51yaKBphntr7A86 +4ndxIjJv0gDvVFS2/xT2+6bKtaP3aWD0zyYZl2m8vkdHUr+aBtJM97ZsnMF6 ++PiCYkwdDQyvEixU+onff9am/e+baUDM9MQ9rlk6QonHN63tpIHjqrXDMxhn +mpo6X+mjAb0HNMt3v/B7dLRRcXaIBr7+d/jd89/YLz5SvrNjnAYudmlk3v6D ++aP14rdn0zTQ3ekZe/kvnt9pmUnNORoItjYoCv2H/emAQHkWRQNbh97O7p3D +fl8wYwM/Fx2ctvXyt5qno7XMrwkxQnQwE86W1FugIx7StJiSogPjxLFZqUXc +X3AoI1yJDuRLdWlMjGP42a5MTToosuFcN0nD9Yqc/xGrTwe7fl/L7aXTEb2D +a4/IJjpI8OJe/5zAflPt/J38LXSQdCKGuENiP9XxpEffjg7+mOr/S6Gw3olx +fm51oYPWuU0KYQz8/jvc1OftQQcdVNspHyauzy6HasZBOrg7xsV2ZOH3SI5A +ZGEAHbh5KzzfxMbzzn9489aTdLB614Z7akt01IbafsxG0MG2oXMtwst09FPs +VnpeHB0Uq8tIEBhfunTY0CmFDhILDDMmOAh0mSN9gCObDuL+Y1j1chJIsyT/ +bH0hHXDdzF9Vz0WgSrqQSvh9OvAaNDcv4SaQT++RPtNqOlApEIzP5CFQ1/EN +act1dLDbbD07hpdAuRe59r1BdNCo+6k8iI9Ar7UCLK6/pgNDYYPkvfwEGphj +bAx8h+N5cqjAVoBAuhwe28AwHbzRLhzfIEggnX/KkQrf6IAjU8BTTYhAVXNz +b4lZOni+e5BHTJhAl7ov2A8v0kEvh/53JsafJs78fMmmg7duFsSMCIGKtibU +V/IRYGHzBstPogS6UHy0IV+cAHO9Zi86xAi0eOrDv7QVBHgcEB/wVBzv/zn7 +QKI6AQQSTLffk8D79QQKxOoR4OW7K0eyJAkkz6U6f9GIAAyj+7VxUjg+4QTV +RAsC+DfXGZ2SJtCT3cez02wJ0Fr3+6evDIEsDZ/synchQG92+JCbLIEuft58 +pNKDAPNclygrOZy/S586XvoQYOMXG7cN8gRK94m9OBxIgNHN379orCDQ9E2V +HPIUAaJcs+5KKxCo/sJdAaVoAhy/G1vIo0ggq/08Y1aJBJgc+tJDw5hdCZWP +pxMgrX/YaEqJQBECnm2F1wlQdPv+u0/KBHphuetz/20COF07UdK1kkD/dloe +FawgwLJa4KNGFQLtvaLrZ/eYABXcr2jVqgQSPbN6IqmRAIaa1aF31AjUOec9 ++radAM+L9mlmqxNoEn7ft6KPAJ/6WKJJGrge3D98/T8RQM7qlUGkJq63Q/pC +/VcCyD8fTzmuRaAb+WKy0rMEWGeYpOq7ikD27JtdJxYJ4DI+PbtLm0BDXBEr +3rEJMGJoMrdNh0CmfV+5jPlJkNxVun6LLoGENdXS70iQwOTysVLD1QSiHYlt +llAkQXvs473aegTyqNx7I0GTBA/466yV1hBIu2NJla1Pgr337gdI6BMoa9uA +Z+RmElxXruvkXUsgsSxjRxYgQdkJJV8mxoqjN2hxDiSYGxLcNLeOQInAz0fM +nQTq3U+tp9YT6ECz7NVb3iS4w3BPGzXA57lrXjLyIwHNXUFq0JBA84SE49sT +JGBxmA90bSDQbI3fWFAECdIC/rxtMSLQf1mPHMXjSVC8LpD3xUYCOX6+nPEs +lQTVG7+GP9xEIOnp+KdHcklgnZ+qW7aZQFGuNs1yt0lg3HRH5rYxgQJ/hta8 +LSeBhpnHlhsmBBL/WJeW/JgEGb++3c0wxfOS/Ga/YxMJZv7G2CabEejDf4e0 +JDpJIFd0cFWcOYH4hKx/DPeT4FpO09YoCzwfAwZlFcMkfo/03zyzhUDjIVTI +he8k+Cv4bnOIJYF+lYYCzz8kqOcmRAMAgYLGQ1VMSBJEbInSPAQJ9Fv1s4Qy +FwU25Oee87Yi0GrV60q8IhSoAHFCHlsJtNM9y3pBlgJNuedG3KwJdJ3RlvZD +lQKE08Pf220I1Kqju/xlNQWmdvhZbrPF89eLCkeMKJA+9L7X2o5Aqf05QWNb +KPDd26gI2BNoo0BD6JQ9BcSLUI35NgL57rGvXXSjgEbxYw4TBwJNVXtu4Pem +wO4njpkbHQk0rLWCUvGjQPyRl0cMnQjUQNQIWYRS4Hmqa/i67QRacXt38IFI +CkQ4G79d40ygmREbzUsJFDgmXnt4tQuBgl++3Pg4nQLF8QxznR04X03SJZM3 +KKB5z3XPKlcCxT69Gr2ymAJBT/490nQj0DOe9CavKgoMWq3YqbGTQGMZJ0Ju +PqOAihbvRnV3Aj3+WJg92UKBofO0vWq7CHSfSNxk1IPz0ajTorqbQO2dd/dc ++kiBrQXDwap7MP+OnGJ/GafASxVnb1UPAjXeOL9+yywF/PObr6ruJZAQ2Dl/ +m0aBg9Uh/GqeBNrPSnIS4mCAxm03X6l5YT4nm2CEEAN03b/Spr4P9/+RgqHf +MgzQ6npOSNMbn5/cJxugygBbte7laO0nUNuQJOf0agZocdzpp32AQG409aLj +GxlgwfJVtO5BAqn2dtJISwZ40WPyn54Pgfruvhe64sAAXpK0qLW+OF8rVL6r +7WIAvmizowaHCETaX05qOsAAub1OOUaHCRTay2QcDGSAmZXBIsZHCBQ3csxG +4AwDpA586TI7SqBRu/7AuhgGsC2f6rf0I9Cu3PUnjyXj9Y+7VKz9cX+tyPHR +ymaAPXt7ntgHEKj7j6zl91sM4LDLMGt7IIHOavSLV5QzQFa9Zb3bMcxXtT8/ +n33CAJdppnoeQQQyLM4ps0cMsKIz4Jt3MIFeyQpFq3YxgI+D5I9DxzH/7rzi +zR5kgO1/IzYEhhBI4Yuv69cxBjBPnHl94gSBRK5M7u/+yQAPDEvLw0Jx/pNO +pzTQGCDlLGPw/EkCGYedHqvlYAKdtWucEk/heYra41MtzAQ1GbEiaacJFO52 +XaZWjglaN9op5JwhEN2jnqtenQlWCLeevHmWQPcqnA3f6DOB02FLuZIwAn00 +nCn5YswEerM8/DXnCFT7dN0xxlYm+FRz0OZ5ON5v7k2ssgveb2Veb0sEnseS +0EUbTybg42Ld744kUGbtxOvTR5ig6sr7rg9RWK8Uf/KWn2ACP/ugLePRBDqh +v+/R90gm2KwnvvTzPIF4k2Q+aF9iApvLwqL0GAIxjJbPnLjGBN6KVcc4LxLo +e71YXnMhEzxhQ3nRWAKpbLbaJlPGBOVPZKQV4ggU4F+UHPqYCY7phB1YFU8g +wbcWR943M8HNe48pwwQ8j3XGYxZdTKA/oTRpmYjj3/eCs+oDjn+Jrbb9Ep6f +v7QBza9M0BJTXuWZRCDz5/ped34xwYFdISn+l3F8mmW3VpFMQH4qrD+bjOsz +3lT6kJsFet8lmidcwXzypzd6qzgLnDoRKZaVgvmu2X7VZ0UWWLWjx+huKoFO +Wd4ui9RmAe+ot5W1aQSyYewTU9/AAiHB/WEt6QTK0Rc60LuFBbwEdXPeXSWQ +w3+2RXEOLDBTpsM/kUGgzd+f/rdlNwuISGm+nb+G+Wy1qCyHLwt8iQ6Z4s4i +kGyukOebYBY4lHVgj2w21mcQUZUXzgLXTm1T1MnB/RttoHgygQVQRayRaS6B +wpakS3dksMBr6HPX6TqB/GelvTcVssDTajP/AzcIdJimb6VRxgJt3/3jTubh +/j4bcEDuCQsoO4LFhHwCXUkcaZB8yQK1TSuabhQQiF/xga9MDwuoX98++qAQ +978y/16VTyxQWWq0u+UmgdKS9ErXf2eB92Y6qz7ewvp+wcdj2z8W6JKPdZ4t +IhDrOMfJABYLlMQW9HLcIVCB2gnWVQE2eGfyrkzuLoEKx1W4kAwb9EWdH9Ev +JtC3jKtXaGpsMMbPCrS+R6B1XS63jNaywRXFcjev+wTaQxC2EaZs8PPk16yT +JZgvT2280mHLBgIuXIbJpQTiudtwWmknG3w5Gbj6ThnmC1l34fADbNClefb8 +i3ICMe/3eo4cY4N16xPWDlQQ6MhViYBt59iAZ5JmOltJIK8sQdAYzwaCK/WK +eaoIdFX2xZRxBhsUbY4NVKkm0FHztUENhWwwruCdZlKD+0E4fsCunA1aTZTF +3R8SyCXlh/bwUzZgX9X8e7wW5+Nb5smzrWwwXzq4NvkRnofIgYYVfWwgn5vZ +fe8x5g+FZbG2z2zwgv3y9csn2O8Jx505N80G+pJtq0af4n6Hg7QNNDZYyOT4 +RtVhfg2MKaRzLoHcj5855J8TiFNT4VSr2BIQaW24sPEF7ldx54u5SkugqZfP +Z2c95s/lgf5Tuktgv5DW3dAGHK/EmeMem5ZA9ooou6uN2H+8F/Sx2boEGozO +OFc3YX8REvPIdMcSkFgX/uxtM+bvVz0hxt5LgOv0v4TfiEBbrnEUbQlcAhEC +9nWiLQT6mbfZeXvYEii8+sNpXSuBVr0pjD8cvwT22JnZ7XiF9WXvqe3xGUug +VaD6fmgbgW7R+R9V3sTYrfpYZjvmj1nUPFKxBAYsynKedOD9t4qdl3u+BJSS +BHWGOgl083c4sbd9CZzLgKqM13g+5q6b3BtYAnPejTEruwhUc0XWiRxbAjty +f9ladWM/vqfadPfvJdCZanX2aA+BKqINxRsYGJvoi155i/Px6eLH1QLLQMxC +Rayml0ASGtfy78guA5VvyeGDfQSqVjjmp6G5DOK1J7Yz+gmUUKtt+8BgGdg9 +yE9RGyCQsynNClguA8M3Opvs3xPoa7J8wGenZWAWt+QQMkigg4bfWi96LgOl +9OyunA84/qKW/ev9l8G+PT7Pmj5ifXM3sJk6swxWUZ8kfgxhfyDQElsWtwwO +O4YNif1HoD/fFTROZyyD8x8eCpsME4gooRnY31oGhV84q30/Y3/7UbNe68Ey +8DvyrTllhEC9c5ffCNcvA7Zav2XdKIHybqsEsTqXgXGq9bqvX/D3EwsV9A/L +4N7IizSRcez3wdocxrdlYCv4cL/JV+zv2TybBeaXwcru4ltHJnA+Syd7xDk4 +4OQtabdr3zA/WJ/2U+PngN4dMWebvxPo3f2Z35vEOKCE41GRX5MEMvHLDHSV +5YDaTHs5xSkC7YhsHTuhzAEfnynL2jZNoGuuw3uyNTlg8krBxHMzmO9mbT80 +6XFASb3fP0t+EmglM9r3lyEHLLz5qf3jLIFKmVxcaqYYb3eV4/+N/auLf9Ne +yAGbR/8bMf5DoL+7bfNz7TmgVw9TIfAvgdxzbIr+c+GAuYFbevP/EejumxXv +1fdwwN4v2oyeOVx/gTiLE/s54Og6q1vL87i/R7dPtBzhgIomcg0bFrH/DdjZ +rRDMAcPqDNz8aLj+4eFLYac54IiNsm8+HcdTUxv3XyQHzD54dLaXwPNTwD5g +FccBXx/N+8dNEYj6LyC/OpkDXiuwO2nKwPnaJGqhfg3nQ591/AQT6027pFPe +DQ54eI3j1H0Wfm+IVfbK3eaAMjdaRkfYBErRUOrNK+WAX/cvusksY/1oq3XV +qOGAezzO2mznINFoQs/+h3UckNzx6WkCJ4lmpj6yrJs54A6+RyVNXCQSSHTc +NNrOAf+svSFPcJPIXa9GLPotB6w6qS5oyEuisOX8DLUPHHD27GRUEB+J+soe +tXaNcEDL4ejQEn4S+QSVP4j8zgHdLGKnvgqQqNfVao/BLw4YYJr2daUQidZt +d+qcXeCATictDnoJk+jzgVL+KiaOP2mN73UREsk026ie4eaEPTrk1KAoiUZI +dTkrYU4oxGu1KCVOIl8V50VpaU6Y9eX+JTcJEj36/q3llyIn9IrtLMqQJJF1 +v3RStwYnXN9lD/ulSJS7T3H7Qz1OeLvsTYCEDL6/qq1CwQZOKK8+p+AmS6I2 +5hw9xYwTHtpxeFemHIkewqu/47ZyQofAjhWD8iTa96mA96IjJ5x62eIvp0Ai +25Ol9vE7OWF0J9vKUxHnr2xnY6oXJ2wS1yorVCKRivGO4MJDnLDIdSx/XBnv +r+Dj8+gYJxzw/6y4SoVENi2ed3pPccKL3u26x1RxfrdomMxF4vgOObXXqJHo +8rHatYrxnPDxsPIcTR3nS00yxSGFE3p7/XxgoUki8YP7PS9kccKw8qNUvBaJ +Ai623Wko4IQRnVZD3atI1H406fhSMSd0/bPBXkaHRNvKqXb7B5wwMfuPw35d +EvX0xj65/oQTDoeuGS9ZTaLfZ/K2/mnkhC3Rd4Tm9HA9k95GOLVzwkeEYJe5 +PolKTjcfrnnLCX8GqqomrSXRir1qQoofcfylN4XeryNRnEVDWMoXTtj93ipN +1QBjm6DH3FOckPNIV2mwIYnyJtW64v5ywn8ahFf9BhKtX/m1TYDkhK1GyaUC +G0nkUNpelcPBBXfKWqd7bCKR1mZ2+mpBLvj4/rR46WYSnavoPtUmyQU1V4G1 +hDGJNm6/cthPkQveMhWdsjfF8fGUBYlrckHneUXLPDMSSV4vz0FruGBtl6HR +rDmJDoyt/hW2kQueq1bu3LKFRBlCwxGbtnDBIlYpI8OSRGs/xDowbbng2ZQ7 +vd8BiTxeLx997cIFX1V+sja1IpFOuMNwoQcXzNRX2Ze+lUQcr4Jqw324oNJB +G9nv1iT6JJFC3xfIBYGi6mkzW4yzvz2xO8UFrZrjz16zI9Gp9DeESRQX/GTi +sHLGnkR8qeVdGxIwFtgWZOVAIqdqAdONaVzQfquXT74jztevBJctuVxQNnMf +e8GJRNOeH+Rcirjgia2rrV2cSbQ3qOumXxkXTLe8u6HchUTI0uXvpVouOCJX +2sPjSqK5iSPyNfVc0JFXUcrXjUQDt/U1xl5xQc+5L9zNO/H9bL4oyb/lgq5n +Pt9V2kWi9GNvJTw+csH2UfrfiN0kWvU6QLRojAuKmSj++rQH1zPKTOXvNBeU +3m5ww2Qvic7und5hP88Fz5esot3wJNFj4401mGMho2Cam+FFogU71jYJXm6Y +6xzYvs8bz4+XuV6sGDf8XJVn1ryfRPxA0Ichzw23Jh4/on4Q10usgIhS54av +w4atE31INBhrvcS7hhva8n76b8aXRFecTsfe2MgNy64f1NlxmES7j71IN7Lk +hjUxwWufHiFRWvwroyF7briBYv5S8sPzb3EgJt6NG+aZivrH+5NIKPtstMk+ +bsgbdKdwNoBEX6CsBf0IN/Spa0jfdQzzg0hgd2MIN6y297VsDiJRolGTSWo4 +N7zgnvdA9ziJtrfFZB6J44a7lI8PZ4WQyJPTYso2lRuOEVOvl0+QKPvVPVuD +XG44tEs+IvgkiaK/XGnUvM0NS18K/frvFIlSEye81Cq4Yeuv9xrbzpAo4XHr +eu0n3HD6ySWVZ2dJVJV51HFTMzfM1zId1z5Hom8/dOudX3ND7fPcgdfDSaQR +kZ5+YoAbfjLnqBeIxPVKsBjKH+GGH1S3D0ZGkYihtVTc94Mb+hvwvfgdTaKT +na94xOa4ofGrHYG+Mbj+BcWCe5jc8Hzc9h8fLuB6CQy3lvLywN+nNQydYklk +ptYFuSV4YNoS5dgSR6JD8ktZAYo8sHGOvdEkgUQ5zTpvh7R44NOUff9qEnF+ +WWps1/U88NzFrTG6SSTSd/i1cdCUBz7imBy7c5lE8eueJvra8EDXl+fklK+Q +iKejn4Ny4YFyS4aa11NI9Ne8+Vm+Jw/0vOLML51GIvZOnUa7Izwwo5ev7Wo6 +3u/nuCo7hAemDBZ6iWaQqDZhdrEpggdOO7v1pFzD69+fdk5O4IEBBQGKwlkk +umb93vzgVR6o8GG1XUo2ie4kZQyAfB5Y+e6Lq0guiej6Plpr7vPAZ+sGzdOv +Y71Ys8pG/SEP3LDXU0Ayj0S60XM2Gg08UPjay2fZ+fj+VXxm6zrweYwDTgqF +JJq88HGz7TseqFqU2nbrJubnC9w7/Ed44OGwe1qrijB/FfvmZk/xQL5TPMcf +3CaR5W+62tt5Hrg9QbRo410SZYqyuCSXeKBauWZjUzGOR2DU1UeQF/r9rWq3 +v4/7c8xUtUGGFw7FyjUNlOD5MpmKU1fjhXwPu4oPlJEoSPJvRtYaXqhImkXN +lpPobtC1A5LGvJAm/tkmopJEepy2nAVbeeHcH3UugSrMd4xn6QYuvLBkKPnJ +9WoSVZf0Kw948sJbvhn7dR+SqMukuuXCUV7YFV+39KKWREqJ5VmmJ3nhfzcv +5m1/jPW3bXf5cjQv7IgPWz/+hERf98QqDFzmhYZJmq1n6kj08+pm5sNsXpgb +J+cu9BzrV0zj0cLbvFDq+9dvt1/g/mi8Hpr9gBeqP1cKM2kg0UerFKO857xw +xdP9wu8aSWRnltdR0cYLa2xt7x9rJpHiKPfWN/288E3OaVvel7g+ji7NiyO8 +8Gph2u/bLST6Fbxl19oZXui42qJoyyvMX8OflE/TeOGmv2u8P7fheF4GGXZw +8sHV10S1IztINNadWKktxgfDq3OWFF6TqFWBdS9bkQ/nO3qq/g2ut/5PYwkd +PtgheXHCu5tEz8cfxeQZ8cG3tINzyz2Yf4I5sw0gH8yv/Cp7rxffZ39X5oft +fFDpYq+bQz+JlG9uz73syQd7hBZL/r4jkWukVL2DHx9sMNeSv/6eRIbP5hUU +TvPB+YBN98AHzDf5kgP0C3xw2JvLdeYj1lv+iaWJVD5of/SYcvYnvP8N7abR +PD444eMmDIdJ1N08v3qqBP/fV6Ty+zPmp5nKQ8uP+aDv2Na9BaMkOvxQKFG7 +hQ+OxOjXO46RSIFLuca7lw9Sge52zHES5XttXb7zmQ/amT9eejBBIiv25mz6 +NB8sjto+efA7iYY3Cqd50flg1yMtlvQPfH7easFebn44fs7O9s0UiRq8PXTd +JPmha1xL64UZzLd5T4W+q/DDb/UVYcazWI8ftPZf0ueHB5yVD//7he+Xua/A +1Iwfnq7fdKXiD4nWODWlsOz5Yf+00p+j/7A+W1961bebHyqZUhka8yTa0vHs +yOPD/PBHLvvM+AL2i2efXSs9yQ+7Ug8UFtFItLLD9fiDC/xQyMND0IcgUXBS +nWJrGj/cReg2q1MYhyQ0TRfww7ltik3fGdiPVLyMUKvghzdkwgXKWZgPz4+e +DnzOD81W5dwNWSKR6I/6/lcd/PCnd1faJg4KBcCyp+s/4P26wnrYnBSS5fDb +VvWNH/5rWvbp5KbQnL9OjcU8P6wf73fO5KWQo3O2xBcOAfjewTvnAD+For51 +ZV0TF4BkjqKZviCFtDN8fTxUBKDt0hVLphCFljoDbq1fKwC1Q43ud4tQaAUt +OEzRQgDO3bsdelOMQlx+4ZIrnATgKzO/4lAJCg3ayebpegnAsR4VaCtFoSvF +O4y3BwrA46LBDkoyGJ95JhcfLgAnv9Bb5mUp5Pr00KG3SQIwIeTEg255Cukk +/rVdc10AIpc04RIFCqm5X/pdWCIAAzPFJ2KVKGQgM5KoUScAs6YbNxxcSSEy +YaNFY7sA1Hp+mMNSlUKC545YHvsgAG22DDurqFNoj+5gvf6kAHx+f2klhyaF +1Mtjx7lpAlBp/bPT37QoxHbiHvvLIwjrbebdXmtTaFTjyo9/MoLw2q2Shmpd +Cp1P/q7Dv0oQlvi8f5yrh/dvvDi4YZMgbDW7uOWiPoWKo06onLEVhJLJTfuC +1lHo+0s/k+7dgjD67D3JvQYUOhHVttvETxDOrvA4ZLeBQrq+1yoawgQhusnh +tnkjhaS644N2JwlC88MfxnU2U4j3Llcv7w1B2KcmLatkQqHdXroCb8sE4V4h +zjlxMwpdX253rXwhCJ/Q/p7js6DQPVe/sdtdgnDwglnV0hYKafxy/VX1WRDG +Gtlmk4BCQ2lpDwd+CcIHD2MMFq0oZHlg6qj4kiC0GDyYOGeNz3f/Z3dEXAj+ +GA/K/WdLoZG7PFffqQnBs2UG/nP2FMp3dIn02CAEfevsmAsOOD+lr23p1kJQ +OMptD+lEoRurbNZX7xaCJueWo5acKXSKHXj2gr8QvBkoFMrnSqE1Yi89jkUI +QeNo480SOym0ofOB3IkUIWh42mNAaReF7PWiFtJuCkEwYrdt9R4KcX47YNBZ +IwSrwZ8Ck70UWjgbLqHUKgT13ba+c/Ci0K6k/4aSB4XgQU2bX97eFDpjmtwt +PSUE5b04504eoNDXe5cNX1BCcLdP9rfLPhSyDhxyjRQRhlI3tV7fOUShf3vD +T3qoCsOiih93G49QaBsIG3HdIAx505XD//OjUEXr9Gc/W2GY/U92OxlAof5D +VH3eXmFIeBpoKgRRyCR7un0mSBg2BA1xWhyn0DNKytHjgjBcqZL4y+cE7v9G +es5EpjCcZ7dMJZ2kUAiPKZVSIgwVgleRD0/jfkmvbHOvF4bmX3ZrjJylUF3A +TkezXmGYrCYYJBiO+6sncBRMCMO2PJ4hk0g8b8rBA0fowtDv6sqgY9F4PoRW +XCgXEoHvgk31b8VQ6MVomJmYqggUEnZRHbyI95uY8M4yEoEtlK+DSDyFDi6L +QtNtInCxK7XGLhHPyykBwLFfBHYfJPbEJ1HoWpN93fRJEXhk84hNazKFPB9V +cS9cEoEiDUkx3Kk4nrqrl1QLReD8jb2C9ukU8l7XXBRSKwJPiL/8mZpBIS3Z +1NrxDhF4yG6r7odMCsl0fVQNGxGBH0vCOlVzKMQjLOa6fl4EjhgJ9AZfp9BZ +TYtyEQFR+OPHU6vGPBzvDrFsMRVRmCjqritWSCH9naORmzaKQrK0M+nQLQrR +HOvexDqKwuS3En4vblNI8cXhPws+otBA3OqNVDGFbF6F7U09Jwr7v1x8FnKf +QlSda4RTuigUosSM35ZSqL1Tv83wvigs7oMu6yooFCimVw0aReFzMo478wHu +h67d1Wffi0LNIs/9ZDWF1v58umXwpyjso/kc8q2lkNCA+9A+LjE4V+Ws8PYx +juecPSmiKAYjQ39fNq+jUHdDq+q0oRis9NR5/uA5hfaprOz77SAGz4WzqtQa +MH88GUtWOSQG9Vwvn7zeRCH/qHcfIiPFoOoBTiHJl7h/GNzm3Fli0O7ui5i0 +VszPcNz6eaUYrNFTHRJpp5DPpo3n89vE4MfiRsWrnRRqdoNhFaNisOWnqZtM +F4XCq9tfTtPFYPo977jCHsx30TJzuyXE4fpPAnU6fRQK+qp4a361OBxIs1p8 ++g6fZ3nGF1mLQ7fQ1bb2gxTq/RE+1LhfHM6c4a79/BHPm5VL0ew5cViaaARP +/0ehnkDCa3umOCQNAFN0hEJbLfxqxh6IQ+P9vT8rv2D++ZVqU9IpDs9yPZB3 +/kohpkxo++0JcZjzo+PK3DcKdTibjvexxSHls8E57weFKnVWaeaLSEARDZ0A +mxlcfzfdPf6KErBhmXtyfhbfZ05/coeuBPz82uXtvT8UanRbXLtrswQsUX6q +5zWH5/svT8YZGwnY7CDKL71IoaOZT4Nrd0rAIkOP4D46zl+liY6wrwQsM2o6 +cpWiUKRsmVbcCQmYszKHsZNFoVJ9yR65GAlYrulrorhMoTDr2EtvUiWgwFi/ +7iQnA1VFSaH8AgnI69768TEPAz3jpiauVEjAb4ytzpf4Gci7McM3/4UEXBrN +uO4txEAezkEP3ryWgL8fKLVsFmWgx2UHjBU+ScDFycQPMhIM9JInOzx5SgJq +cZWM06UYaMLl+rQiIQGfVCb9GZFloDllf65ePkm4zAoW7lzBQPLqidbFcpIw +9nWf9VMlBmKv4tcv0JaEjbOH7pWqMFD79TLLus2S0LdC2uyWOgPFFY1w0Owk +YbSssFSeFgMFDI0zPDwkIS26xvSGDgM1FfY/G/OXhHdn7zcX6DGQKN+L9tRw +SdhR8766eC0D3UyoenowWRJa/Dm44qEBA0Uajyp55kvCdJungi1GDMRBlF2N +qJSE82fir33czEDc6vWVLY2ScEi9pfmfKQNd1FcU29ArCa1yq26Lb2GgSVGn +vd1jknD85oCdEWSg96d91qfPScLwQL6WfdYMVPBdwSKKWwoyEo+rJtsx0O/X +bL0sWSl4/2v0qQYHBuoIOPvgo44ULJxgds1vZyDJmZkzdmZSUOsqn9l6VwY6 +vHPC4tt2KajcKf4u1J2BjlZptFQdlIJm177debaHgfpAT2vJKSl4NKq8mduL +gcKIGP6+RCloLDFluns/AyWIR3vq5ElB7oNx2g98GMhv6U3SwwdSMPlm23WB +IwxUUu/pF/RSCjp+8b5zzJ+Bdh9d27t3EJ8/dshj4BgDBQVdvBkxLQUvznn2 +ghAGWr927lkvSwpeYRgpPT7JQNDyAZ+npDQUu7bLXf8sA9W65YUraEtD003Z +qZXhDBT6LZlL0lwaviuxHjWIZqA3dYFF0FUalniu9268wEC2Fiddy49KwxrB +YjWXeAbKpDxXbo+ShqUnj2/9cQnXnz9HRu+aNPxP/ft/CVcYyLk93smmFO8f +M7W8Oh33z/tHXwqapOHO8R9vP1xjoOEo+XnDQWkIvn7ffzmHgT7f2VHLPysN +1XujuqzyGEhj1/cdKlwysNtmYh3XTZyfNVcFzynIwAtc/0re3GYgsew4DWlD +GSg4qrHjxj0G0tZ5OrWwTQae+ldsE1LGQHzAoEbRVwbWLG+/7/QA///b99Pl +CBkoJ1x91eAhA/VeONUDMmXgITVpzZVP8Dx03FyClTLQ3e/KBcnnDJRrn/Er +rU0Gzh/92S7aiOfvxmsV3S8y0C/3k7zUSwair2DrSpIycEK//7pKGwOxrC5V +OErJwpcbVwcavcb5e/fW5aO+LIxeUH3o2sNAl6VevX1qLwutCkeuhfUzUEjC +rl8/D8nCzj1RG+8PMtAhk7/R52JkYViRDBr5xEAt+jw++/Nl4R+ODs+Vowx0 +Zzkr4VadLHxu2LDW/ysDOe1pmbZ4LwsvXjc+Wj/JQPGex/LN/snCqo2318j/ +xP1R8+ZZnqgcpAleqjr/h4H0j6iGeq+Rg/K/H674M89ABpsP8SQ6yEHbMb3C +AIKBnnZSnbIBcjB02ingN5OBWs3i1CWT5OC5mI7qaA4miuzJS4kokYNCsU/u +yvEyEZv/RY5bhxw8/O5eeIMgE60wl5ss+CEHc7PK/YLEmEhrJHvTPn55qCDn +f09bmomEi1u8MnXl4f4YzaDf8kzUrT4CbRzl4ci6IRpSZqL19X9+nw6Wh4k8 +lrG31Jlo+TMtTuuqPOQLmnFK1maiyjT5LZ6P5CF1wD334homeuL8K0z2ozzM +OjJ/N8GAiYbDh8u9GfLQ9pJLXc4mJjp1PPHEBtUVMCdYXv6JGRO1vXGLz7dZ +AXPzzcXGARPdMeRou3FsBaz9yTGlYIvjW+ezyfDaCvjSU+WvryMTXfukzBXw +fAWU3DwU9nwHE71Rvn/eanwFZPTJv1u5G6/PN9RuFVCAIw1Z7pleTHTU/GfJ +H0MFaN4zuUfOB68fWjvcvU8BTg3Wbq44ykRfQpa6D1xSgNa+r91cgphosjq7 +8UGtAuSM3i7EfZKJ4l+t1GwYVYCvyj+3vw5jotyqkodXhRThkP3z30XRTGRY +ZuJuYKIIQSj9z+U4JiLO6JkW+ynC+4WVZgmXmehda8XgnxxFWL9e3S4znYlE +7S+PKXQoQmM9oZTH2UyUk2ZxcA2hCIPNG5Om83G8HKBcb7USzIsMRoZ3mMhj +bYm/qrcSDOQLrb9aykQqkytvSWYowbFvF/m4q5lozwXTGsF2JZjkz2+c+oSJ +9pvpHZJgKsHyzIDJNQ1MFJEyMb1ugzJUbvasnWhhohLphz9CjilDfSkzq9rX +TKS4sOfccLEyDDU5tfVGHxMFe9Vvjv6iDLcNDwfe+MhEgWGqDgcVV8InMXpn +Ho0yEXBUOHLVYyU8ezRIe+o7E5XeXftpRe5KWKkV6WL8i4l2r7AtEPi4Eoo3 +pb0qXmCi/9Yx3IPlVeBV+S6/tUwmmhgbPbrTSwV2DoxqfuBiobnLXUtvbqnA +vREP5gqEWGidnu+qb99VoI4r3/s4KRYS2dr/ulpfFfKJnBi6oshCj0P4ByzD +VOHjb4tKTzVYqO3ohc0lLaqw6LFCD9caFmL4+16K5leDrb/6NM4asdDvTWfd +tNerwYW4tCBRCxbKqL3b/dlDDfryneN+a8NC7uAZVRarBo2K7ns9dWahP2+E +7+c/UIO2PVdonXtYKMfvb1DzJzV4yfRsCJ8PC43f7nivwacOU0+anTsVyELP +eOX2D21Uh1fvC34WPc1Cglfr8n4dUYcFZ4MvDkezkBYtyvZMrjqsWBUVNHyJ +hQr/FfnGvlGHV0odX4pfYyGX4J3uukvqMOBRQXt0AQvpUKO8FzZqwOsq76c0 +S1gonvgqcTNYA27aatvIX8tCQhGm3wpKNKCy1RjPmkYWWpMFFnInNGD3GvMn +GZ0sZFIGaZVqmrBjZO28+XsWEl0nqsD00YR1v8bUDMZYKEi3b0dpsSa00rs0 +ETrLQoHVEQUfpzVhbsA7VS4Sf98eFPjIQAu6LRiKT/OwUUWMAcM/SgtqzIpv +0ZFio/W+5Z9032hBaptaTpsqG62pPHZ4jeIqWDLPe7x9LRu5iZUHVYasglTS +uYz1Fmw0Xvrx98+OVXDh+rodgk5s9PMtc3qDpjZcOzmf6unFRkOn+PYNxmvD +fn6dQZ1jbHQzuTtw9Yw2XOp2C4qOZKMw3cOtue46cGbSIsQnBX8fxWue9koH ++nQenR0tZCN0racjxVQXfrr5gI+jho2MzDn71Ot0YflsoMb7Fnw/PUvhedPV +MAUdkjj6gY0Yolupp+2r4UJx1Pb2GTYqyLyoutVLDz7KyrHmXWaj6w8j3FNI +Pbi4p77cRHYJcS0ZuVbdWQPJfw3fzuovoYgIN56FPfrwyaXO5I82S+jOWMuq +rwpr4VMJd6HwA0vIZm1zv/WvtdChKuZcdMQSOnritAPsXweV142nCucuIQ/B +5ZPBr9fDRwqenLueLCHrujA1IsgA/nvPZ5U2uIRQzlt3d05DKHNi83OKvoRE +Bmaz60oMof8H518zSsvIxCXdaMPBDVD5bhV6ab2MzEKcwurXGcGA+dOnqJBl +FMFgu8QpboRCV7ZtN7i1jHqPqzVeXr0J/su8GLV+YBmtj4+vGtbcDDn+/3v5 +P6Nwf3U= + "]]}, + {RGBColor[0.880722, 0.611041, 0.142051], PointSize[ + NCache[ + Rational[1, 360], 0.002777777777777778]], AbsoluteThickness[1.6], + LineBox[CompressedData[" +1:eJwUV3c41u8XVlEISeVdxvvae4+IIikSFS3jS0QUiaxkpLJCsvfem9eKinMa +IsmKMpJEhEqFKKnf+/vrcz3X55xz3+e+z3Nd56HZXTZ12MjExLRNnInp/98x +EPVp07mEp0MsDoI+Da78GZS8qGaP0+ebvLcHKgBVhrtQxuAsht3ljlXZuRs4 +jof8TfpqiYaDd2R7A/eB33iOoWHXGZwOkuIbtteDbZdq73IGncJQNiORN+sH +Yacredqt+QTGPg70To86DP8Vfy5oPWKGQ3/F2Bp5TMC9V/r3Z0FTZKm/d724 +4xh46lRKnRM6jooNd2mFwaawsEPVbt3gGLJbVh2o0j4Bht7fZz8QjmKftose +x9JJMBLZWLLnhTEK/PjXv1Z8GoRtJ4uK8o/gp/TbTDXm5nAAnxY+SzPC1mzj +oyfYLOH2nO7L8vLDWNnepMd1zwqSOGS63PoNcWVvy+2/dtbA1azZ8XOrIQ4c +sJ7L2XwWNN1t7RtOGuBDVrtnqyNnQWFPj3pK5SG83GslHVdlC8Oqutc+bj+E +DZvO6fjcsINti/E06RsH0Wzxgwzd7Bysu/9OUvitj4buhloGovbQmXUN5/30 +cePiiTW9n/YQK/Aw4CqLPnqPXD5W/swB/J8y/9qedADpCaSY4KTz4BfCZcEp +ewAdUsjRgw6OkOvuHDb4XA97SbSKfBUnEFv62zTjrId2Z/ZNL268AHW/8it7 +efQw4V3pWGfvBZi0PWUr1bofF/M2fJDJugi9upcl0y7tx/L3tr/4nZ3hg1SK +UA91PzbVX57JVXeByy8K3ge90cVLMTeUH266BMmdC2ausboYRNwp59ZzCfTG +PEasTHSx7UnCMqa5wiz3qCeBSxe/yhReoztcBrNTRiTXXh2cNV/SFSK6gfrK +ZwHVRB0Msqg9szfADTq7yK0HrHQw3f/ZPrkPbvDN5HPuVVEdPPr1j8jiQXdw +5G3jtpnYh2mtC2LR5e6QwLIylujHOFcLnWLivgL1f/Lj/yPtw4bRTY2HPa/A +4qnrYTfv70WjG4ParkNXIOCqG8eg9V6kK9wcdtbyANeMuG2Sm/diW/d/Fw/k +eMDk+wo8WaONrUJv2lc3eYKdSOoB1f+0MUKQhLcdPWHjkJFbAYc2+h3KJq52 +ekKo99nIm61aKGbcGn1AzgsM6eok+hUtvKdGG7oc6wUhO98U75DUwvDXWvnX +lrzAjudN/t2JPaho/iDZ4bQ33NjcpsCRsQep/WOnFO97w/5cD5YrZ/Zg69sh +v3d8PlAx2WZUzrsH670lMi5d94HJb3dv5b/WRIe744fGJ3xgeVLV6VCKJr6U ++MamcuAqfJ17MBRsqYlfl9ycXIquQqoz8+PDVE3ckD86Fc7qC8ekNmy9Pa2B +7s8N/ty+6AtFQfk3Fao0cEWnWNytyxeog//1KPlooIfEt9E9cteAb5jz7E1d +DXRbOhXx5e41SG6Qtubh1ECLuz45Id+vgYSFQO7r4d1o+CoonNnMD1TLU/Ke +FO/G3TZWpRfr/aDWftqj23s3cs4MnG/a5Q9he3nqPx/cjWkizbSv3v4Qp9cX +upO4G793rqtzDPmDviMtSmtOHf+kv2XeoREAoBs5ZNmijux3frzfmBYAnwJX +v1yIVccYW0uht78DQG4jT4P1eXV8t9bFl20ZCE/ZyT5KWuo4druaduRhIEx2 +qg+N8agjx6Jq0CTfdaDPSvWbz6kh3xnPEIeA62B73Lo6+7Eaqk94+vePXYdt +fqabS9PV8OMhsdO7BIMgQeRMw2UvNZTgJiiqHw2Cc5sS3305qob+pq1fTa4H +gWjmkSl+aTXUFPlKt6oOAu9lR4ffm9VwPTc3/ex4EAztVtcMnFRFpS7mLott +N4Drt5N7Aaqi2WM/O6N9N4D4S8nYKUsV/ymVBShdvgHDT0p02vxVMe6t7x7u +7Btg06v1pdFSFZu0aM1T3Tfg4i8nqsYeVRRMk9xR8/cG+IT59R2iqKI7q5fD +FbmbQJMJFRxfU8G0Kb0X0tY34WWky9G1tyqYb65p8/bOTagS4u5MaVXB72EO +e4JbbgLxejK5PkcFMwx1fIW/3ISGxe7PhrdUsIS7SfE+3y04zpa79fR5FZR2 +VgwwOHILRMiFNkOGKth7LMqj2+8WbM5+/KVTVgVviEnIHCm/BbOvZgaleVQw ++NtMy6ORW2Bypf/46k9lvLdJbZ88ezCknpmtk32rjGn0Lc8SNILhGbvY+eeP +lJE+8t7xh1Mw/ObgnO0oVkYpuTcaBinB8EOqvl8yWhlV8xOPJbUHw5+ewZez +nsqocsgG3/4Mho9531I2Wynj+0SeTIpYCLgWX2EJ1FPGta0yv01PhsAelYWf +xtLKqCD9fO5mcAiwEm3sPHcoIztz+Y3yuhBwO3HReGFNCW8P7+7r+hAC/97d +f/lwSgnfR96cn94eCqc+nGYdfamEL3foffilEwpDG9kUDe4p4XDzh2csbqHw +XPHR7Y25SvjU2reMPTsUIJfbjjVSCStiejNZu0PByTuT94yXEm5pdaD/+xMK +b3ryuL/ZKKHyP+flBekwWHvj1dZ9WAlpGt2+wxZhoB7I3fhDVQnD3yuYPLwd +Bjfjcl0taEoo3Lp4I6UpDA7+pIUycyqhaJuyiOtMGMRlfs1cWFXE1OIuPW3e +cBgQdLQlf1TEzAiLBRb9cChNiwm51aeIRXf2qHZ4hENs5cMOyVZFPGgQKxyc +Fw7Hzqj82FquiGcd93do9IWD5O3pPokURXSbWFOY/RcO26TJOtdDFPFLvJJz +nNxtaAsV5ufyUETO/0SCVf+7DcpdfMcHziriSMZweH/kbRDMyH3Ra6KIOqfE +Qi/cvw3HXO7c2qitiNculYf//nQbPPIeejtJK2LayJuMEEIEUA70lm4gK+KP +x7Pd7AcjgMy3JP6SVRGVKxakIjwjYF2teGPnigIauD9/uCk/As6mhR5fmVbA +kdOSMT59EaDOR1Y68VoBE4UTaz7+i4A7Ovnt420K+JHVUdJELhLusXzVTG1Q +QIHQbha6VSSohQvfv16ogLPBfce4IiMh1SnralyiAi5xGe863xwJhHGs6g1R +QM2jP/9rmomEAxe6UjW8FbDJwlKVhTcK6P/u+3WdV8BLG6YKjxyIgpVHpPTw +0wr4uLG/OfpKFASxftx/yUABKSr6fi9yoiCiy+Gxr4YCRh5WXdrYEwVmp7kv +VUopoHWVr5zqehQYSNmnbeFTwOnCZ8p20negk+dlYRinAmPeqzgjzO/AwWb2 +MfO/8viBP7+tIuwOyMv9qPoyIY86Asv2nQ13AB6diH7eJo/2M4NLHybvgPJZ +2aOfS+Vxb9XpwJ/bo+EYQbPrRLQ8hnO5srPoRMOmM53TGzzk8fKjr7lcrtHQ +tRgd+uO0PA7IxRnvyIiGgSfOqaLa8mg5v7hrR2c0+H46vCNNSB7nzsdv4lqN +huyY719MWOWx+eCAALPYXVDVeC2h91UO52j/Li+b3YW5k6sdXgNyWDes+2/i +xl3IOtE89PG+HBLkagaeV98F7q+NjnG5cuiifGC1YuwuJDYWRVwLl0P9cwtN +bSwxEPFByTLzshze5yooqOWLAVuloZVfp+RQaDNRL1M5BoTWnt66u1cOT58k +pIQcjgELnWax/8Tk8OEhu2Jn2xjYPjjDYcclx9gXKz2PXo2BZd+h85k/ZbFX +OH+T4t0YYFs4fIFrXBbvMU+c5i6KgbcLZOP6dlkcnfnt+eVhDMRuFz0aXSOL +HPm+1h2vYmDPNZma9FRZ/HV3lJA7FwOdFx7Vj96UxfSKhAKfDbFQEiVRaOwi +i4rdXKxHiLEwya338ttJWXQcKNUXkI+FXG8f/6f7ZBn75IOzX/VjwXNXOkuH +pCxObY+1emgVC/Sjb1t/75BFiXQXrXCPWGB1rdxg9VcGp9bCNplGxMIW/hqp ++U8ymJGzo4GUGwsCYbmpxa9kMOqb2onxe7EQwnKIHtMqgz+9uKfyumPhiZ3l +m8JSGVT62+Bo/zEWvpf6e04nyKB6h8oH4T8MvgHkpeNBMiiVGXtqgicOJH/Y +P51xlkHickd7hmQciE/vOVV8WgYDhHp2n9KJg4VBAf4YPRk0dImp4DwdB/0i +/Hdz5WWwWfy76JNLcfBu6JnIKEUGTT+9LPYOjoNNbfzmWqwyqJuwpiKRHgfb +BMJKny5Jo/qtQ71v6HEw592S6DEhjdy5Pv4hHXHwgPok26BbGvOiDmspjsdB +2vyAkd4DabQt9+EZXY6DZwf+o54rkUYWo+oNtzjiwbR6prA4URpDH6VxSArH +w8GEnY7ct6SxMeSt6kuNeIhwvPMtw00aSbrcQZePxcMjgV+9R6yl8eBK55dt +jvFQvfItRfCINI4T0m9UBcSDfeTyyE5NabyRyrrXKCEevkvbS8tIMOpvSxSd +LosHkwgXqgOvNKa3P9C8/igeyHmbTYFZGudGvl/nHYoH2uwnc81FKQw2KVop +/xoPgRj4anBCCpn59hfsY0kAb9Fxy9heKYQzEuF9lAT4kP0k1gWkcG53Y6Gt +UgLcdrm+y7FKCiPV9f4tGCSA88TP8KBMKSzhpyX72yTAYfbku01RUshGzbi8 +xTsBXvoZd3P5S6HJ/O+ImKgEiLYMmr/pLIVECJwn5CfAzfTNd3daSuEuv3Px +mc0JYOBItXtyWAqF748H03oToOHR5W13NaUwZVTkcf50Atw5/n2/j5QUrgra +GIusJ0Ck5XKpH1kKp6oaJPJ3JMLnT8TFdHYpNKg/fIoqlQg9xH3db35LYrLz +nqF0nUSwSo/4LDcviQnKOTW7TieC78nTTLmjkng0NWrizqVEGJVWaZHtksQt +XtsuMQcngsvS2zcDDyVR4ovSSd+0RGiNUtmcVCmJRlF/0j/XJELXzn3/3LIk +8cqxS3rW7YlQeYTPz+GuJE613DDuHkuEhJ0blT2CJLFqSvGh1lIijHCqT6S6 +M/hcc48tZU8CNytO3WE7SWyfkO/ZSUuCmLAxLsUTkhiifcYnUD0JOH03sObq +S6K/T1/ktHESHErrmZNQl8SZE4FcxvZJ8JczybtDQhK9Q7U31F5LAoXNSc7X +yZIoXTHrsCs2CS6q/osw5pDEOSfzvT7FjPoW80lKfyWw090m6k1LEiRPm5vK +fZNAk9jO42oDSeD9QPqGzgcJrAGHmPi5JIjYJPjJaUACN4qtGi4wJcME9cWR +4mcS2CarH2RISIbXdRlea00SmH6XQzVPNhnEm/okHcol0NCc/eIvvWTQavJS +nMqUQNH1n9SjFsnQucv65NUYCcyxCrPMd0sGd0cxG9otCTzX50L5GZoMVXMy +pHEvCfyhfdLuUGYyFLLdNaE7SWDLtnnF5LpkOLwk+iLZUgJ7TwxGfnyeDEZH +blnGmUigeNM9d6X3yXBt8ktXjq4EeqYqfQz4mQzrkdZfHqtI4Oj2yZl2jhT4 +9cs/clVcAh1/2/lxC6fA/sYMb12KBB77Y5B7WiMFSmj3AzO5JHAhQcIy82gK +nAj38eTYKIH+wnFlEw4p8O8AWTJ6WRzvLvDEivinQPhimKvQrDhuUlPlPh+X +Aj61eoTnb8WxTSpIsqgkBTQ9nH/e6BXHmxxX3021MuLPNIwfeSqOvCJZCkKD +KdApdKlYskkcP3S70aznU2BLmbsQsUIcf0c616ZsSAUhByUxYo44mmzY8rGP +kArz6xXhkgnimL+p+T6bXCp8+X6ReiRcHEszl1R0DqRC4L7rT6/7i+Myv9RJ +L4tU6BUIPvLUTRwpvO18pW6pMPAsJYbkII4HLqjdGQ1NBV9tmwvXzcVx7vj7 +Yo7MVJBR/l29bCyO0eelXLXqUkF/ln2v/35xZCrymbj4PBUEhau/8KiL454A +iU0p46kQSbue2iwtjiOdaQNPllMhriSSz43K4D8vefrr1jRg32ZlqrZLHHe0 +ykURhNJg/vRnXg52cYws+ee5b3caKJwsP/j9rxjeLP7Gc94kDaZfXW39uCiG +zw6ZOUbap8GZvnzL2U9iKH/P26P6WhoQmz+trY2Jofbz4t39MWlQVH45gP+V +GJqvKTQtFqXBnZedrcYdYkjwtVjc0ZIGfVlLWVEtjHipi/NKr9LA1sJkfbhW +DHXp+bnHZtPA67+sZtUSMRT3MiBc+pcGFUlc9dmZYlhWmGwcvisdav5IvSTE +i2Gefrd+nnQ6qHK8/5gZLoZikuIbHuimg76x77hioBje+zcS1H86HeLGs9Nf +eYhhijX12adL6ZDBaf7n5gUxdHog3b9+Kx2eTTNP7bMRww9+8kXb09Khd9xK +lf2kGB79aaknUpMOv32vvJo4LIbffMbLVJ+lw+lvlbnPdMTQwXB6TP9tOlyY +77rVpCaGk/VpYyd+pEOF5sR/92TEsIFDtNyONQM0E47ufCIkhkwV5YcuC2QA +waI7cpQohnc3mtVfU8kAJQf7UqZtYtgRq/0j+HAG/Bt0NFViEcPYX5Ebo89m +wPU5fxe3NVGUXraaTvTOgLDhhLH730WRfv5lVkZUBtjUfY7c/kkU8cyqTF5e +Bpgf4rD2fCeKOzatxBY1ZUAQV5vm5IAonu59313anQEkiiKb9QtRrLN5MVU+ +lQFrHLU1U49EsTOqc6Didwaks38j+jSJ4mPPb9kV3JkQ3zokuauaEe9pfKhc +LBOGzbNetBaK4rrKtxclWpkgmdY47ZEhitXFH+UKTTNhYWD4nEq8KK5s13DP +ccqEo5s3yjBFiKIGx1J8WmAmnJm6IPEmSBQtwwVS4hMy4fDPyP3NPqJ4b6A1 +MLIsE15X0+yLXEWRljNscBMz4WCMkE+WAyP+r/uKz+tMOKf/xCHXShT3O9+O +dPmcCbr9nuRqM1Ec6BPcfHZjFkQ0T15vPyyKguHKTqbELPCXXgma0xVFRetH +tXpyWXBZvZeVqCGKOYlPp5UPZEEL0/ONxxREke2bGouwRRaQVzws4sRF8UIF +97btblmgw5O+9k6AoXeEAcvfkCzo5d7Xr8oriiqvXn2aTc8Cz/tJnUmcDLyT +RfcH6FnALcrVt4FFFF+71vq1tmcBZV2/3/uPCAZzzMoUj2XBZC/Pg+VFEWym +a/REL2ZBv7X/1cB5EdT3iDvnxZYNGdMPV7gnRTCJ+f2chWA2KAboiFWOiGBL +I+f5farZkHCu4Ltpvwhy+LC8FjLKhqNnGw9t7BTBipHqPSy22VBC8eR98EgE +oylLydPe2XA9kP1IQLMIKgg0zT+LyoaUHYOvDegM/Cvv1YvysqHG+b9C/lIR +DLU6FhDclA33b1kUreWIoNnL2Ye23dkwIVvT8SFFBInud1a0p7Khyt91rT9G +BH+UkOVIv7MhV6FPtitcBLd03qv5tSUH+CX2He0OEsH6UBXDaZ4cCO0zPDp8 +VQR5Lb6f7efPgaLsCv4vbiLY7mm52iKRAxpBR8rYLojgdufxbaXKORB7Qv2j +nK0IpqvOFsfvzQEvl/xWK3MRvKgyhQGGOfB+44JY/HERXJPZY+l4Igd+PMzm +6jcUQQOTMz7HbHLgsZTdedJ+EfysWLhL42IOSB9mE7ygKYKdoxFqNK8cCN8a +LflIiVHvofsIa1AOGA1x+dCkRXCm9tGGbxE5cIXSs3pbWAR9OD5UvE7Mgacv +1HJ+U0RwLFTj7cMcBv5Kn7XHThG0Pi4Xk1eeAywnjoktcYjgfU6x52GNORD3 +PPiTP4sIRvaFhLk8ygEdVodkzr/CGCpW++JYVw78JLKJFv0Uxttc25JU3uSA +3o+yWwcXhDGBiWmG8CEHAriKCr/OCKP9l5nW359z4L9NPgFZ74UxYq+kwNhK +DmhTHqyfHBbGqCFRFtiYC+0L8qRd/Yz6lH2eOZy5oLy57vFopzCemxp0vkHM +hXkX3S+lT4Qx/s7hz7bCuUC3WIm8/lAYNb7/WdaVywXhnm1xVg3CuN3pyG2a +Ri4Uq0z90KkSxqKXyUVMB3KhftPnXJliYZwI0DYZN8kFX8eHcYI5wshpnh7U +Yp4LLya3NJNShZH3MdfedPtccPyTyUqJE0btvKXQq5dz4frYRS/hSGH87lhq +efJaLgSx+CwqBQvjOOvth4ohucD6bdrbMEAYH21cKOWMyQXtx78Xz3sL4ztL +NZHZtFygrnLaRF4WxtiCZumnhbmguCO5otFJGC1X+zGrJhckDov3fbIVRoP1 +0cmrD3Lhg8bFRzRLYWydkU00fZYLJsmiV2xPCKOTD21Qui8XEj7sHio2Fsb1 +Na4C5re5oEnJ/LR0UBhpJ0w2jk3ngrWXfYqBjjAe+qr2rf57Lvzedv9tnoYw +2nYKukb9yYXdFRNlm5SFcdrXxv/cljxodlBfvSgjjFPUIxRNnjyYdJa/PyQq +jF3ee4y4+fNA+uHJ6SOCwljbcZNjWjwPjMeMr7QThZF/xdvmgVIeXE/vNzPg +EcYj11wOxGjnQUhbQ1DPVmFMtLn3wN4gD1rmxr9asQijg3F5226zPOAhH0v4 +9lcIa2+k23FYM/7nUhwjVoXw1sBI3LhTHvzpufSf1A8hrGp8cKrWIw+S6sMu +9c4LYZZKTFVwYB4YTMId/49CmL9cmnbqdh7Mqd2slxsXQq+9FhSJhDwITTw6 +ND0khBIL3xV+ZeWBeEPLQkG/EJqHPRp9XpoHlya8vzt1CeFvIRJfWn0ecDzW +GFB6JoTdgQY/LkAeTNCGozeiEMquZFlrdObBbOMe4lCzEL4Id7ZlHcyDL3OW +jnV1QljY9+f36/E8GC045JFQKYTV23OlC+fyYIWHquxXLIRL0kWLV5bzIMOL +lOWYK4QuReZmOkz50D13rdw8XQhTy1iNOLfmwyXNLNPjiULIyso0OrwrH3bk +L0SY3BVCXuWoTUXUfCgu/mJ0/LYQntX/9dRdOh8ixiTumN8SwhNM8YLaavkQ +/EDvoGOAEM6/KNjBqpsP4hd+uF7zEULrJt/cfqN8+Bf9+2+cuxCeDrR6nnEq +H0zElb/WOAvh3+vJkedt88H0aLDKgIMQKj73/CTvkg8GpJnnf2yEUH/b3ver +3vkwbe1QJGUhhFCv5fHoRj74JZAe/3dCCJPbmnNvR+VDZobcriQTIRRZW3c+ +npwP5zLGk18ZCOHeh8f7iXn5oNrrs59XTwjbyOsD4xX5wG9rymmtLYQCw4c8 +i+7lQ7XmyLcydSH8fN63xuVxPrhM3P74R1EIN00O3VZ6mQ81hvOTZjJC2M9X +ybT6Jh/kqpOnqsUY+sRr7Wr5kA99LurvuWmMeK+X7Te+5IP+4I0eb4oQfigo +JB5czYehrdrlE7uE8HE9Oyv7pgL4PKbtcpxbCH/O6Sa95CyAmQzHrc/YhXB2 +X8yTGGIB3Fwtv7GPhfHfWjPGTLgAmobZO1r+0TC5JPjPLrkCWNOOe6Pzm4ZE +xTrWod0FsHGHdWnHEg3LH7M1pOoVwC+eFLWTCzTc9PbFBkuTAuDN9bk6PUvD +mlqtBYp5ATQX6Tr5T9GwVTE74O25AphwM/jHO07Dtj+qlRmuBbA9el6tcZiG +Z131Aq18C6CkIpnVYoCGx1PYvlOCCyDR99mljT00nNTvZBmNLoBr1//aVD+n +Id/as4epqQWgtPnV0NmnNIxb1uE9U1AAD39M9vECDVNkfHl4qwsgqHjsQF8z +I960hv6quQC2fLwqHVNPQ1q/2FLM0wLYUH7tulk1DQcH+UaMewqgklSvSSmj +4Y99/efYRwqg3Gzj6ZkCGmPfDY19NsXo76xJ971sGgqE+p67uVAArJx30qLS +aHhoaHZY+3cBuPa3Njgk0tD3Ou/yKnMh7G1YIOnF0JB5+96Gum2FsCil/kgk +koYu77PIruRCcF+/V8geytCDyUdUQrQQZORzHi0F0XBcj/n1hHwh3BuX2Dbp +R8PHmsEy6ZqFEKOQFD7oTUOx3SqSJ/QL4bCUukSXOw09jY93cRwrhL+5Dp+e +udBwjwmRt82iEEiCoU/aHGmo3dO2OcChEKwfbanvsKPhSbGkLBW3Qjgtbl/f +8x8N3zm3jc1fK4SlE4IwcoaG2/zuPs0LKYSAtPbuWTNG/Hd5M/OYQnjvtzz2 +x4SGE/Ifbm9LLwShFKOZHYdpqGg14dRWWAjasd4f5fRpuMPa6du1mkKQX5J5 +ZaxDw+1TdKrCg0Iwo8mXu+2h4QWb1V9TbYXArHrIKVmNhlys3v6pvYXg/82A +5bEiDYNG7EuMRxn95G0P+CZDQ5a0vwEbpgtBeUd4p5AEDf17/NfrvxXCpFPG +pzPCDL4viOJOa4XQzWvQHydAwyv5W9fIm4tg/Omdm70kGqarRfu+5C6Cu5q+ +S9t30VBWejjvOqUIwg0FhU9z09D6q4iPolgRhDRlsuVspeGle6U/PygUgZ8c +Jf/zZhoOB2fTEvYUwSh/+5zWRhraCO5dPXCwCA7UDI/GrFPxLbHl2vKxIpCt +jXf/tErFo11mpYWWRbD9+t5ivSUqZttoBJ88XwS3v0hfzVugosfjgq0s7kXw +bk/jOPM8FW1quvbV+xVB8Z99wxenqfiqaoZ6LrQIyjepnB2YoOIzLpnq7bFF +wGbG4qY7RsWeLz1zkF4El1jlmWuHqOiqwjZwqYiRf1iFKDZARdsUTmcKvQjO +qOcUZ/ZQcSSdp6bjQRF097JUEV9Q0euOcb7XsyJQ/vxPLPkZFR1vLx4Q6iuC +p4KKXKTHVGS7ppHYPcrIp+vZZLVQ0Z33RMK16SLgDJndJd5MRepHn/1i34uA +wPFWtq6eimWaw9l9a0XwRvlt3v4aKmppVFT4by6GnSdr3QbLqag+IHJBfHsx +HBeWi3cupqJ5l/dgH6UY/DLENrPkU1GvbvC7n1gxJK76tuVmUZF1zrNVVLEY +ylI5X+qmUfFgXtienj3F8GntJfFjIhUVxnQuXD1YDB8KqwoiY6lofenVIdrx +YthAKnNRvUNFlRX3N88ti2HH40cuH8IZ+QsmxCvni2HX3HpOXDAV29Iz2Mnu +xUAovsRyMIiKdbvuVD3yKwazl2JJf/wYfh40Zb4QWgz27/WPNvpQkfcLPwd3 +bDGUM3+V8fCg4r8k2rPG9GJ49c1AWvkyFdOKo5X+KyqG8PHQgz8vUvHwiaTj +m+jFoHvj3bWH56noWXRBuPRBMeh9jXoaYkfFmmsaJSbPiuFZyqCgqTUVQ2+o +vV/sLQaJfRtv0yyoeFIn9kXKaDE4vLP7s3iSiizc1y5qTxdDZoGx9/PjVCQI +0lomvhVD+6TAYq4xFacvNz4JWSuG68walwMMqXh99EKg5OYSWL/KPGOpT8UA +LucvXdwlIF+zcEpbl4ovoma53Sgl8Jn18gOaNhU1qnfO8oiVgGnbH242DSqe +L6R4NyiUgO5f4olFFSome8o2nd5TAktJhjfeK1Ax/NfV6l/6JfBAgZzYK0NF +hxkZq/RjJfBGgC/qiQQV+9t9WrUsSyDAYtquWYSKxX/CXo85lMBb7128tVSG +HhBZEOhWAo6JRnmVfFSUptIlBP1KgGqhwFxBpOLsFrFzEFIC29677a7cyZhf +deIJm5gSGKyEPXRuKnIbNqz9TSsBq7IB9iYOKrZXSllkFZZAwvZLeY9Yqfi1 +pvCydk0JXLlg9O8lMxWnvMy03t4vgTFvdYExJiqO/T6L19pKGPvgn5WxX4LY +tmttjdhbApnXJ6W2/BDESh+ThcaREvBs6e9WnRPE/WVhaSc+lsCd5zfHLnwQ +RHeeV+vfF0og2LbxWP6IIH78akW6+5uRr6sp9KFfEPnMj3+RZikFae6PRmIv +BJGm/9a3Y1spnDZMbr/8RBCnb0iCPbkUmKT33G19IIjazfYtTKKl8DLnaQZP +vSAauTd7ZsiXQoCC4pxzhSCOs5t9VNdk5E+HuXcWCOKlx1bbXh0ohfe6wzJy +mYI4VLNh8dLRUqgU2sebnCiIs50uMawWpXCp4a04S7Qgan7omMmzLwVR23eW +V0MFsSZf55fW5VK4W+9b8S1QEL+n/n362rcUGs2+7HD1YfCTljVyCy6Fuo9B +Ud8uC6JD1s9ItrulkLAxhPuqkyBm8ISE5aWWQijNLI3ZVhB1wzbu3VNQCmxh +xiJJ5oJYNpxS/aqqFC4qj5fImAqi4BP3t87NpXC2z0+o47Ag9r5tfLrpKaPf +guxIJz3G/8xYp/RuBn/fnnecWoKYeka6Q2m4FGTjU3ibVATxzv7KyeeTpbCY +FiPrKCuIty7pPDj7tRTCYk4KUMQEMfA559GV1VJ413Rn8pWAIAaL782+s6mM +sV/M+MQSGP6p/S4X5ioDo2rSazNuht+3Lno1E8vgWe+HVTKbIK4G3lszES6D +xXK20ekNgjjgybZvSrYMhhesfO79FsCz8eH7fHeXQahiXUfUogCe+WS1zqlX +BiVv556f/yyAYFt1Nc+4DE6LzHnpfxTAkJcFdLUzZbCymNUu8U4A3444lnTa +lcGe93+bud8IIDtJ8D/rS2VgRdxisN4jgPKr33u++5SB0+mHLl87BPB655YN +ITcZ9QelhKceCWD6o7BvhDtloK15/vy7+4z4HylZZcll8DbqtuJYnQDSjttt +1c4rg2Txe9ffVwigRwO7ek9FGUyVEI98KhTAU0NNNNt7ZVD98V3sUpYAmp+I +f/HjURkkjOoeYUkRQMciVAnuKgPN/CBvcqwARsg6/rfrTRn02E1sVYkQQHfp +Sv2iiTLI0KFvMb0lgNNPmr6ofS6DtpMHHDz9BZD3b/XJ9p9lwJO7LJjuJYAq +T5oCTm8oh5VfYsrPXBn9vF91mNlaDqmbdNOWHQVwlTmJy4e3HP4I1h2TtBXA +708afDbTysHh3OJxWwsBXIgPyE2ULgd6WGBqppkA/uvmiRJRK4eZ8TdC744I +YG1tmnqdTjkMG92eFToogC1nNQt0jcrhk7TwrPM+AbR6x9vfc7IcJk9o8Tfv +FsBnu04++u9sOSxvunKDXUkADw+QrsxfLIfOfsftZ6UFcLDr9tRVr3IoKW/v +aBYRwPbE58TNQeXwokU3nyAggP1l61zxEeXwxD0qw5cggD4uh9sFE8vhy3/2 +NePcAlguOKBbkV0OhD1RI4bsAsi50Bq4u6wchIe7eJs2CeD8rFzg0/pyeLtj ++azUOj/qsBjoHAMG//bh+pyf/LiZItc2+rwcrraf5KJ848eH88ycjgPl8KvH +8ELqLD8G8n0j/HhXDgWBGY8ok/worrFj2n+2HHYe1NyR95Yf82pjfbYslUPc +uV0WMq/5seZ9dFfs33JIHBCNu9/Dj3Ib5D5S2CpA78iFe0ee8+PG3XGPCndU +AElysu3DY358evedrbxABRRezGj2f8iPt3+pPmuSqACb4vxociM/Mhs/+Kqr +XAGRGzl1H1bzo5Vh7GindgWoCf3osi3lx+vxI1FmBhVwRPSK3NZ8Rr2m5o1v +TSugI5Vu25TBj0Eyx7Xt/6uAmSsjdheS+JHv8BOtz44VEPuPIicQw894zytt +8LxSAaXvy+D1bX5ET4xY82ec/+GO+Fv82Nxyd/hmWAWQQzLFzAL4MVPi8Re2 +uAo43hO8xOvDiE/ybY/JqAChC+j7zo0f4/renCcUV0AdU3Zt6UV+fB/x90Um +vQKsrT3Tr9rzI5vVthXhhxVQaZmqYGTNj6nt0p9Kn1XA2RFnV9oZfoxQ98qW +76uA5Acmx9eO86PRPw7+htEK+PW6dHDIiIFvsdNWc7oCVr/PrjTr8+P6pQpn ++FYByveC6rP28WP3wZ9aB9Yq4HXl1JYwDX6MGeUZ7GCpBGHF2K9XlBl+bhVW +MeauhAXHzQ52svy4J/uQRR+5Eo5rPXc8Kc6PIoa5h06KVoKx2blFIxo/6hYc ++zMkXwk5zOeYD1IY/al6X7XSrIQoU8tkvV38yOSi9HD8QCU8mZgsObCN4Xd2 +Ybvd0Uo49z1F1ZCNH49s/5b20bwSfppSNI9v4sf0r4pqTvaVkGrHXWe1zofV +RyJT51wrgfcfLdN5hQ/lZfjaXHwrQfbm36WA73yo7MPc/PVWJbxuOnMvfp4P +DTfae7lFV0LJ6Mz7io982BVl8ft7SiXIhDm6Ph/nQ1bcYuCRXwnX6pOtZof5 +0FQh0nqpshLK6FolHAN8+MmKea9XUyV4kQVNlLv5UK86bnr5cSVM9m41+q+D +D2f8Tp7xflkJzD9fpUc85sOwjS7xP99UQuOHI9oPHvLhXtflZO8PleBNPSaz +0MiHzwa4z//8zNDP7oGDGJ0Pj6uPrXutVEJ/gNv02XI+PHjT12Z5QxUw258s +zyrkw83RzJGeHFUQQz5BH8/mQwmBzKBF3ip4Wm+xLJzG0GPCVucKrQpGjlh6 +OifwYa2He+c36SoQXzeSboxm4FvOCVxWqwKnYTEC820+nGSf1/6iUwXET7Mq +J2/xoetErLizURW8oSTfKA3gwxeS66OfTlbB6yMqv5mu8mEh2cjy/FlGvtKL +dMsrfPj5TWrh5MUq8La6cK7ZhQ+H3bY8OOtVBcqyVBOyIx/2TdDTx65XQWk/ +s3mgLR/u33HvkEVEFdzWUbjx0ZIP/UdU4HVCFfRLwpOjp/iw/JfBRrPsKqj9 +3cffcowPzwhu395TWgWm/VFRskZ8qDJTNn+4vgqe+RM4c/UZfgwrxz1rrYJl +l8wMgg4fil16zrz/eRUUNhrvjtXkQ/Km23otr6rAn9VyjFOVDzM+3zXZ/a4K +CEVr4Xfk+VDk/Jpo3acqULC7sJtbig9j0z49l12sgq6UiU+JIgz98zw1S9ar +wF2yMFlAkA+lbj70EWKtBg/3Vd0yEh9OyI7dyOCpBuWDwh937+TDHyGLZ3j5 +qyFhwS2wk4sPj5nzrd8VrwYTIYWtNmx8uMPe05VNqRpcfteG/9zE0P8YsfKm +VjW0LJssxfyloGaTSPPawWpw/GplJPeLgiuCjXGex6vh2i6NyO5FCgquf9L4 +YlkNwV/2092/UrCrdrjK4Xw16OqP3SfMUjAotuD7mFs1GCi5FuIkBUnDDhtP ++VVDz1YbV5d3FMb7UGPiZUg1XHDg20EZpiCnoVa0fkw1fGTjje16RUFa6m22 +lrRq2PWz9WNQNwUnc7TNVAqr4aXZHa7dzymYZujpXF5dDc2ev1l/PKHg/ouG +pkL3q8Hp5c3+qlYKTncMbUl9Wg2G3wqdXJsp2EneG7Wtpxqawqc7FOopeIw5 +cTxkuBqIpzq/LVcx+iP+2vBnshpmxEbGWkop2D0Ssuj+tRqWXuXeCS+gYMuD +U/Uzq9UQu6dm/WQ2Bc9H6+VVbaiBdq1kabE0CrqKk0xnN9dAbu38zl8JFKR3 +NM8Kc9TAlcv697rvUvAPm/IF6+01sHv3Pu7iCAp+uhbXm8JbA7/Am/9mCAUr +8j4KvqLUAH9+1FubIAYek+ZpTloN/LYTMdLxo+DS1kzvQ2I1oGY7dV7Ym6Gv +Ml/gDekaOD3qJcvmTkHPd08vPVCoAaPp4IzvzhQE5wL9ZdUaWL+A9LfnKXhD +qYNFfk8NzPONXOy0pWDVDe0qJ50aGL0e2nbfioIdOdv35ekz+A77Q+VpCs51 +H28aPczAV/Q5lW9KwR69reRdx2qAcFQpPN2YgjNyRvYmJ2vgTvUl0yQDhh5N +AslhFjWwPWy+Nl6PgnuY4msZj3Ig3Hcrjt/L8FewofGXfQ00DT+VTdKgYK5o +XL7SxRpIEKzVS1ehoCS/uq/z5RqgX2CZyZOn4K/NdPUCzxoIVoveVSlFwZNj +HONvfWvgXY7Ay2ZRCgbHnb6863oNLFpGbn1OpeDR7VmfjINr4EJ1efcIhTE/ +2l8Oh96uATsP850LvBTc+eN4Umt0DSRyuI+w8FDwP+bhzp/xNXDNqU9AkJOC +Srp3P8ml1sDZX5bjmqwUNHW9sXA+qwaqapdI5psoyHb44XhWfg1sZrnZ5fuX +jF6RR5pfl9RAzMjnpYxfZFT5sNefq6oG9sRTYx8vkZFtJVviYF0N/GPamj23 +QEYeZ//WgKYa0LDP4Ns1T8ajQ++1G1pqYM2xfcv+aTI+7xsu+vy4Bi4J3LB2 +nyCj7aTHL+EOxryso0D+WzKGxD5QtXxZA3PDQQffvCHjd/MWy7j+GnCafviK +8xUZN9WFOD9/UwPulR5PD3aT0YmD5sA0xtB/WxHvzedkDOhON1D/wOCnfboD +npIRLTbyus7UgEJT1Jt/QMbxrbYvCz7XgKqRyf79D8joovrUdfR7DQiyFW0O +aySjrsju39tXauCrQY5QN52MYgLPLxv8qQGfPKMEQiUZlexu9QRuoMO2+Sbz +cyVkrJPwIDVspoOy0pobPZ+MhPwC4/mtdDBuFR/akE1G3j/CLrTtdHBgO3Xn +RBoZ6afXPU/z0mG2JTu6NJGMIq+0nO5Q6OBZRx1hiiXjz+Cv+k+odMiZ/3nJ +IoqMxwMEuH6J0qEver9BYxgZ97QNoZw0HUizoo47b5Gx3kbS2l6BDlyObR2e +gWTMN+CbTlWlQ1PcIec3vmR85NVypkeTDle4B49oeZGR+JrYyKxDh3fpKc75 +bmTUMtX8q6FPh7fM0MbhQsYDXbKKlw/T4baMj/lVRzJOCv4zKThKB6mNP0Sm +7cioJnT/9PAJOhgF2Ymdsibj5ryLRlwWdIDSdcsOczKuO/JJ6dnQoSL09xOt +k2RcUB1d9LGnQz4tzqruGMP/9tqSigt0aAn+JyxzhMHnVZXBhCsd6huvE4sP +kfHV5tFXuzwZ/TQd3y2iR8atHHqHD/vSYX9Q4438vWS8GPKjPDCQDjO/v/0Q +0SSjx7bl1dpbdPjEfDCiRJWMNjqnFGfC6fDwwh99OUUyRpbQTlKi6ZD93kqk +UYaMU3129kfj6TDKViusI0FGGR1Rm1spdNjiYrC/S5iMZu6e+vcy6WDu7hpo +Icjod8ySMJ9Hh+/2nq/nyGTctzw9IFBCB3m3CoMAXjJaiNICTSvpwJ5y8dV2 +HjJKvNq1I7SWDr73mb1KOBn1rHvjm+8x9Insl9ZlI2MW1Yrpy0OG//GyP0eZ +yTh06ekZ6mM6yMq4919lIiNzws5Ms3Y6nPX/3Ur4Q8K1kdMvQ7voYHNV4n7T +CglFQ1Jnm/voEDdm+dhykYQx3VPfP7+mw2WFlUGmBRK+/nJgWvAtHd43Wy8W +z5GwdUfbM9MJOnwNXiUenyahoLNbfMg0HaStZPT/TJBQk2R6pGmeDqbt57xL +x0h4Rtvr+9w3OvSwspefGSbhqe9TN/l/MvApURNsgyTkNaxgOrbGmM/qM8SW +XhJ+N3198SZTLdyTfG98pYuESHB9VM9SC9+yEoIkO0h4IS2QeYa9Fs69mq36 +8ISEPkM8KiTuWshRP/kmE0g4+1z1mNGuWrCeNl61eEDC3rM/zgSQa0Ey7wg3 ++R4JmSLMTKoFa0H41Qv+0VoSdsnYK0yI1EJZ8CHBrCoSPpSS/8cjVQuK57R3 +nCsj4eGzcP+AfC3MNcusShaRUKhA8Jy3Si0kuiV1/cgl4eV2i9VijVo4zLYe +3ZJJQuMkv2vDe2tBP2tKOyKVhDveRM2yH6iFhvH+N2cSSfj1cKq+lmEtxG0/ +aikZS8KkyvLoSya14MH24dlaFAnNG7qfZpnVgrMML6k3nITOOzg/9Zxh4Lv4 +HCsKJuEVxuLCZF0LyQbxzoFBJJzw2/xT8Vwt7H+26nTGn4QrL1+/t3OqhUce +uw+pXCWhB8uXpvhLtfD53BQzjycJ9zabBT69Ugv+MjE53y+TkH5tl+KyTy1w +TfUSXzmTUOy1Vp9oQC3spGq7NDqSEEwHrE/drIXOHy6p6ecY/V2ZHg4Nq4W9 +s7+ybtqQ8Ak9YP+9qFo4wnbdz9mSER9ekDITWwu5PSmyp06TsOGCw1tCci08 +l/1Yt9+M4d/jTk6DjFpQCt/EqXiUhHvW3slcza0FrfoEdZoRQ2+fCo2Solo4 +9lNTacchxjlRW2WovBZ+/ktd26xHQsOqDD5Wei0MfzkV92cvCR/wDvxQb6yF +jQeJy4uaJNws8LXR8UEt9C2HCH1RI+ENrmWnZKwFvWOGpE9KDH9lF1nb22ph +ZSvn0JQcCaUf/kj62VkLjroB/01KkdB+eZ1HrJehx4VDJZNiJNTlFgw4Ocjw +y5x876MQCa/tPTsYPFILi/pF4bMCJNSrfEGpH6+FjgcZlAUy4/4EOx+bnKoF +u9wa15+8JBycMfTgmasFqkpS0D8eEr5YdgvWXaiFsM2bjrFvI+F4+9wttyWG +Xn8rR3m3MvzxeOSe/asW5E8cFRLdwrhfrP+Mu//Wwkx0jpDqJhK+j60krm+q +g+5gq9GD/4joR3jTJ81WBy5n9hlZrBFxIS3E14KrDiR9NrtfXiGiL+nJtts7 +6iA62c0odJGIfyNTE+4R66DknvZw1gIR7aZ5WKf560CPIk9qnicihahxcadw +Hdge3sI+OENEAQ7eB/sl6sBrW0TZj0ki/ldS99tNtg4Gvfx/bX9PxCvdFMls +pTpg7yhYVnpLRCfLMwdfqteBbnRn5skhIraLe5iuadVBZlTjN98BIl7e4m0s +ub8Oqh4pfcnuJSI+v6h++lAdvLRnj2vvIqKHhiV3yJE6uDvF9u5bBxGZ+Y8P +1R6vA9WPf3sobUR0Vzt19/2pOti+r+m8wSMiLu/3VOWyqgPWdZZc7xYiRq/V +d+6xrYN/Fs0BRc1EfLZT6OiF83Vg+rRg7U0DEXv2tj1Ocmac+9NJW2uJaCBa +IvrUrQ5aD3u83ldFxNuXB3y+e9WBvsAGRe8yRr9o1izgVwdbHfkkqoqIGN8o +P2cUVAcUx8z7M3lElPrszu4bwug/7L8ZoWwi7l8RJhdF1IHdCfVKm3QiSl44 +Snp1tw4OBG3empVMRJOe9S1MiXXwYaz431g8Eetrd0/LpNWBgO2v24IxRNya +wlZvnl0H2/hHSuyiiHjvn697aEEd5O6XsiwOJ+K6Q7xAXWkd8Aq+yP4STMSW +/TYPxqvqoJGc7aV6g4hzbDOHOOrrwObe7dHAAIbfUipPdzfXAenu5d7nvkTU +2n5MwaG1Dh6ZqpnxehNxUfhAVOyTOijseGpnf4WIEs9IQy0ddSD+YuPfOlci +fjg1smPuZR1YHBoWZnEmYrbC3X28r+rg/h6lV6cdiahZpmu5f4ihX+Mqe8U5 +Im7nXTvvOsbgO0js3HCWof/jp3ZpH+rg8+Pr28ytiFj6u9jk2UwdaDdQRuhn +iLi0qUrqx+c6WP0yKsFxkog7ae9/8v+og0/3an47HiciZ8yhOsMVhv7nI03a +jIm4O/KLjdefOlA2tRYWOUzE5wajf3I21EPPKN/V4INEfP+bFNG1uR6yzj8w +mt5PxNqe2i2rW+vB1Vw+03AfEcO+V3kJb6+Hd3yXnav2EDEylDBgwlsPBPKV +hp27iXiKvix0jVIP8c0K1/xViCgYY2pXSGXE2xY0fVQgor22elyvaD04erdf +PiZLxNc9FbVrUvWw+1Ri1kNJInJYPHwiplAP3RbsB6TEiDg559p2XLUehl4L +26QKMfy/8/Kev2Y9cO96/5VNkHH/DCbSivfVA8vpvT/8KET0FKxz7T9QD7Ov +9jotEIj4dvsR5XXDenC+9+Go/U7GvFIaPokfrYebVJmSEW4inlBeiTY9UQ/H +qQJuppxEPGpCEQswr4cfTQ+LXrAx8Kykqoqt6+HEWw6jg5uJCIay4v3n6oHk +vNPq8UYiWv+Tif3jVA/eyiND+/4RUN5O6bOYK4PPNwdsXSOgi9nB3cc96qHx +IG7ft0rAjBp3L7+r9ZDT/uMFLhEw1qwlvzCgHtbnt3zV+05AZx6lJz036+Hb +zq0+HV8IWABDr36F1UNwBOt5kzkCDkveHxS+Uw8J1zjvD04T0JJvvMM4rh4K +VsSvWE8S0M36WKVPcj18WDl/59M4AWXreW/lZtTDX7MRds+3BAwc0zz8Irce +lJ7FzTINM/gmt21cLmL0M5srcXeQgOJpUCFQweCrRm4X6CdgV7qigQG9Hqy2 +bHta3U1AdhORQffGeiiJSRDY/4KAFJscs/QH9eA5BYOD7QS861v15CnWw5uF +ok8XnxKw58Bp0a9t9cB77eypDY8IaGKff5XwgsFXmFkgtYWAZlfTW3R664HP +oWyv0n0CGvIbLF0YrAeDaJd7XY0EvPiZzhc/wshvsw9zqiOgud+E2sPxekhl +rqpkqSGgkNX4/o9TjPnjs5csqGDoyV+vwzVXD5ur8n/plTLwDzspqC/UA5d8 +BP/HQgKWOzPznF2qh50fVRPC8gh4nTn2Y/ivetg/3WYlnU3AXUm85fS/9UAk +Wnj3phNQMivTbmRTA5yX2/HeO4WA/UlyHJvYGsCpjCdVIJGA+T/7iqW5GqBn ++FpOeywBdyrGqJ7Y0QAvBl2X3aMZ/BrdG/yJDSBxkyeZP5KArj8CxQv5G8A4 +KiK4M4yAqkcx8qVQAzhe/PPwajABfZT2flgWZ+BZRO+TuMHQ/y+TtIBsA4ja +Om4dDiCg047t5w8qNcA1w2rByGsEvNnlHe+q3gBG+dF+e30ImHNTsy5JqwGq +HssJLHoQUCPSvq1VtwE2QvPmUjdG/d3rz6cPNsDmKxYqZy8R0HaY4xHXkQZg +8dEqIl5k6NucXqZ2vAEmJKMs+88T8C21NtT6VAMYFnmb3TlHwH8nzpwMtWyA +x88k7xieJeBIchJv1dkGGBce2LLlPwJulfDqHHRoAMsdhY/bzAnIo/vHbf1i +A+wr7noYcoqABygq7KJuDbCl0m/5oBkBYV4k6YhXA/RWTDqzHSNg0NTrnZ7X +GuDKJzXBl0cIeFrFNDT9egOARQlXnCEBv27Onnsc3ACpjc4aZw4SMDq4TXfu +dgMonm/IEtRj8O1/Gbn9bgMIRtzX/rSPgAs7sGN3QgMUr9bsqtUi4NL5glWb +1AZ4o9UjGqBBwL6Zm5SwrAZoTzxyyVCNgGnV5xSr8hugefnsPK8yAZkGTDQH +SxrAaoN+9kd5As47HlH7U9kAK1xK4Q0yDLxr9qLCdQ2QL2pXGCpJwFBS9pbD +TQ1w/c+2n2fECBhmzDzm1tIAk7+8fWWECWjKn1GY/LgBSpReyW2gEjAkytW2 +tZ3h3wXbXW/4COiZfov7Y1cD6HDayFSRCIiHJmu39jfALk12j1BexjxEJhoo +vWmAR425n2x2EHDFOq/vzFuG/kv2UZrcBJxu2G5yfYKBty3hP15OAhJvzrcU +TjfAha7LlotsBPxDV6d1zTPmLVkjpG8zAVUU//r8+NYAV0OUR2o2EfC/Twcf +E382gLBpjnksEwG1WkhM+9YagMPmyUaPdV70jQtUdGBqBNO69wMnf/PixKGA +U5EsjfD0t1aPxgovxtznv0xnbwT5EP7vAku8eOqpo9+bbY2Qq9+hwfKdF0O1 +zvmt72yEe323Sj5/4UXRFcJlYXIjzJ5N1hqc48XStjunDAUb4fmLw8utM7wY +4t2leFmkEWwjp/tKp3jRenCUKVGyEVyb6voSJ3hxvezJk/tyjf+jyMrjYvy6 +eFQiafbRQilCiaJFi0pEZGkRUcpSJCUSCWmjBRUqhaJSklJJ2ps5ZzYUSYuf +orQopKSkRSrvff+8n3mee8/5buc+n4Ey6Ymh0E9s3Mi5eq5dpxjcmmYZ+Hxk +o22tsdoMw2LQZS29u7+JjQ5pHwXLTIuhz/a+qu07NgoHTu6yXV8McRXCF+vq +2bjJf1ar36ZiqFNouapXy8bcn5kOyduKwaRBz1v9NRsHZ+94zrMrhtxOZW+l +KjbuDGKpf3Uohvj2b1eYz9l46s9wkIxzMeycbBPMFrARFk9UrzxYDLen7ZST +QDbqFmhJO7gXw8NttyImK9m4bO0tkwCvYuA2jVPHytj464zJoTSfYjiq/aZw +qJiNVuOLQ577FcPXM27HBwrZKHZ4743e88Xg505d3/+EjX4O3TepIcUAW9RW +/Mhlo9mRqhi98GJYIDmq9SObjXJa1ADHq8WgIvXBsv8hG+XX8pyDrheDwGHh +6YEMNr7U7NLJuFkM7TFLS4bS2NhwMXjq5Z1iuPXObM7YPTZ61t3l/EgphtRu +8JtMYmPzvfU+9AfFUDRTbEj8Nhu/nDwrvzq7GIbm7g6ZncDGN3Ubi53yi2HD ++QUqzDjy/JpCy+BnxVCx9Gnd/OtsnKXzvCajrBjG0g/HLo1m4yHtiE1V3GJI +nkw8qHuFjZl5kyU/BEQv9anm5hFszFu0ch69qhheb2lZYX2JjX0z1E/rvykG +2vxMdZcQNiq96OM7NpD9Ljmu9A4keDRelAxqIr9v3bUh6Dwb45OG16S3FoOD +cMTthj8b94Zv9njRWUzua7evZZwm/U2EX+n9WgzsyrvC0pNsjD1YlEr5UQz+ +lw+IvznOxg2KLTk6vwg/9y22dHkR/sKnP3YYLQYvsYdJfz3YmC2mnXZ+ohjE +VXqGGO5sdO32vJoyrQROzvTasdyNjfeiOEcFM0og2uxGmeUBNs7bqmn2dXYJ +nGsoV3N1IXryg5mzaSWgtHNLYpATG184B75YwS6BlKYHc+7uZuPw9hPn7RRL +oOr38siKnWyck5C8yG9BCVzhW874aMdGnwBpwW21EnBtcYj4a030tom3i6NR +Al+dBdLztxH/mb1sa9cqAbXPP6+ZWRG/pC12kdArgSWR69mulmxc9eRz3RKj +EvD8tuhuhAUbuZkzjLeYlcBupb8Lc83ZuBkTbntblEApf3l2gykb63STftzY +XAK6fYu0/hqz8auh4uqi7SXwZsXmpwsN2Tg6XcmvaUcJOCaJ62zTJ/7B7Oy/ +u0vI/OE8OaPDxri0l41KLiVQeL9DI12bjTF1gb/NXcm6ujm1djkbt59rnHXo +SAlM6tHokxpspAveMiOPlcA356ELy5aS89+eY+WcLIEwvb7Pjmps/Clqnv3m +TAksVz+y/qoqG9P5v0cHAkpgplJjUqUywb+rvpkRWgIXfO729c9j4yXL8wX6 +ESUgGlupp6rAxq0Sw4F7okrggJjY6V1z2fhgpeW6gBsl8HCLX85VJhvnd/n/ +vZdQAmZMiSYejY385TeyeUklkD1LfnxMlo2RSonWXaklUG2jRlspw8YKwY3v +MzJLwOXi7XlHZ7ExdGnkefWcEkjI/6KYMYPUuzNk+tYnRA8OgbJt4myMsLsU +5F1UAk0n6ocUprHxtuqtX9fLS4DqtvOVwxQL5V8KnAqhBOxlzsXf/MvC0XWy +Fe+EJVBfXLi9cYyFgdcDqWNVJeCg6veHMcJC9mPFvQq1JdASqBdvP8TCRzF9 +d9c0lsC0Y4eVEgZYOF1r7J1LcwnkTF5IbPrBwlshGyRCPpXApYLBKcVeFpb4 +f1ya/rkErvmvtt//jYUHJHjrRd9K4GmBKOFBNwsD6JP2X38QPDQYz3s7yTom +Ye+soRK4Pj+xY1U7C/8diHdcNkb20636dq6VnHdqcvu2SaK/MJWPgg9k/0dN +hsenl8L8WLnSOU0sLOvWVLwhVQp7rZYE7X7Hwpczpw09lSmF9JkvtDLqWeg0 +6MRrpJUCI86naqCWhZnnLcJH2KUACmlbTGtY+D6EZy43rxTMjd8WRVWzUPix +echQpRR2jJ+VannBwsP74pOdFpP1C/m1miIWbmgfNb6wrBR6zy3bd4FP3tea +XX9PuxTidy1zqwUWRs1/54J6pWAokbBdlcPCHL+9nR1GpSC6+W2+XzkLzWdk +7RVfWwpll1LrqktYuPYmt2bRhlKoKTD2WFDEwtTvmXobrUrhvJtBl99TFi56 +5R7vbl0Kd61Y697ks9Dzj9T3SPtSEPe3DV2cy8Jp+jH62XtIf4e9MoKyWXjO +bNq5Vy6lsGeo+2HzQxYur3d/1udaCmquplG6D1h4Nutl9xwPsnYesbl+n4WX +zmnIanmXguSPmOG+FBbGTMUtt/EthX8hl89a3WUhfJtt4eNfChf73Vuy7rBw +du8t29gLpfDK/fH8mbdYeLXIfFdhaCkEhDWvOXKTheojMnaNEaWwzvykYVUs +C7t2T9swHFUKJ0f+0JddZ2FohJoWO7YU7hz4/TI6moW/1YOpqxNLQS+123Hw +Cgtnfpnb45BcCkbadi93RrLw9r6hUv+0UsCfXGpFGAvdDOSDb2eWQsa8Ah2V +iyzcSL1uWp5D9GCfpx0ZzELlMJffH56UgmfsGqmBCyyMX3U17W9RKXiv6ize +fZ6FJ57O2zivohSsf6iZ8f1ZyEmW71yDpaD8ISZF04+FKyIiTzuLSsHvWMb7 +RF8WZkieEAusLgWls/1fxH1YOPXov9B7taXwdNnw6xPeLDSTEExwG0vBkmp+ ++ZMnC93vG3u3NRM8ZZ0Ut3mQNdXy/b9PpfDB/XVo5WEW7mnqXb2gqxRYlUqg +6cbC/aHa19f2EP4kWmrvHmBhZbxi+/7+UvgcF/OMso+F6XGFS0KGSuGLPM8r +dC8Lfab9O5w2Rvi4NzU6vIeFp10k7vEmS0F4sX7nUQeyv3r1647pZSAW9jKs +zZ6FCZ92DU2bWQZXir0idtqx8PvYE5rqnDLYHrbF8bU18dvApyXr6GVwqXhw +cv02FtaYfNU7OLcMdrv3+VRasXCL/Vvj0HllcF2mqkhvEwvjHqYa3lcpg9Un +WVX5G1jYkeWixV9M9qvYl6OxnuTJC+r8zmVl4H1Af2/mWhZ+O8GZPn1lGQTo +Lv2oasrCPKpnu4p+GWxzFC5JNSZ+pC4oNjcugz3b75grGZL9mzovHlhbBoc7 +DJfe1Wdh4puyzSEbykDbUOfjPF0Wvt6VI5VmVQbKb9mOd1eyMLKBw0HrMhg4 +dTpDSYuF2x6Merbbl8FBq/ayVE0WvtLYRxdzLIPe599uL9Rg4X84/kR5Xxk4 +PVtg8XAJC4/z31qauZVBgpZC6TI1kieRX/9z8SgDiyz34SeqLFznucEl0LsM +gtqT/uovYOE+GGi961sG5/o2V3Pms5De/HMnx78M1q2SPLBBkYUq0puft1wo +g/0eB6BGjuB5f7rWRGgZJN351bWLzcJTg6rXFSPL4K7ytrp2BsmzdU96jKLL +IPO+5CVPGgt3dzwxdowl+ykVTIzIEr2yl4WfTSwDidYuo4sypB51tapbyWWw +9Ky+KVWahZr7HkiUppWBfYvxjHtSLFSYKDB4n1kGm8yuxmpKsvCrue2hkZwy +iFWv6KyYzsK+E5evsArKYL3PwZEtYiwMerE/S7e4DDKM5GpaJpl4NLSVu6Oi +DPpHfQ97/2XikxbJNyexDP4cmcMX+8PEKEr7uxuiMhi/E9AWN8LEq3Yn/3tS +XQZ63/Zwl/xmYtBHfm1tbRkUjpq4VA4y0fvTe15/YxmIc3hc259MzIkueTzn +Qxl8OhPY9rWPiWIKR65rtpXBz8I5GPidicZPf3pt6SqDiE2z9rO/MTHlov26 +oz1l4LB7NuR1M5Fflky93F8GKrZ5LZafyfmBb94/HCoD/96o0o52Jk7++Zn4 +fKwMzmqsswv4xMTrdlK23ZNE304ej+a2MJGWqyAuIV4OQ6x7nMJmJhZqauep +ziyHj0YBMTbvmVj7a5ud+ZxyqPydotjfyMS5yud+7qOXg2XJA7eoeibW1JaH +Bc4th7lmGh7L3pJ6Vdisu/PK4cCN6qWvapi4YkXs3QqVchD9XZju+YrsR9FT +/rC4HEYYje9lqpj4uFXiztiycggp8X+e95yJrrlSsnNXlkPY7CfetkIm2set +P6+nXw5nA+Te/uYx8W8at2OHcTl84th8vwVM3PE90Pzk2nIQqx6tNOEQPs5f +uXN9QzlwOx5bfi5nor/r1748q3LQi6JcuVxK3s9NMqixLoe4BLioXczEp4dy +L/Tal4OA4azbVMjETXGqlbMcy2HN3sik4AImUkyn/V6yrxzK53SWqucz8Z6n +tdpGt3KYkJ4d1fCYiTMWMGzcPMrh0vkMZmA2E1Od7U6FepeD4ytrO/UsJlqr +MWJTfcuhKjvP4t0DJm72c3rE9S8HDVnX3pB0Jm7fvrK85UI53FhO2aiVxsTd +j+4Ix0PL4dGlnfat98j5oXdfykWS/eqbWFHJTNxYZ/ZcP7ocUuXWXDG+w0Tn +mAiOfWw5bEhWLehNZKJJ/rm8k4nlkN6ldSX5JhNnL1W+fT25HFwrpFjb45gY +23vuQl5aOVhrbrcVu8HE0e9xTq8zy2Fa2EPTwhgmFrBO6HzPKYci+9KWw1Gk +P0eW5MyCcpDxUlumeIWJBzMuv1UrJni1xKm/jWBiblv9zfUV5XD1T9b7sDAm +HhsesT+A5cDZKa235iITk2r+zgkSlcMSkbP5UDDBZ/tXTK4uhzqnzRPZgUxc +6wzHymsJX8d8D7kGMPFXy2VmUyM5PyY0YN45Jp7I31o03FwOs2Pnm/93holr +iubYMNrKwflK79Prp5moWlPfpd1VDger4uq2+DLRvTHNd3tPOeS1cZKlfEh/ +mcETnv3l4J9MYwq9mThf+XTQ5aFycJmzenWIF+GfFTaROVYOuoH/SZodZaLW +wWJf4STRq/+toEl3Ju75INvdMb0C7gvVMioPMfGBXbzNP6kK+HR4iW+AKxP/ +3d1aPG9OBXxO29i35gATG6NN2Eb0CtAZ1qRMuZD+fnmdcJhbAavnX/oIe5lY +frtdeGpeBfyjj9iEOjLR0vYeI1alApgyy49v2M3E+105e/MXV4DJuQa9WbuI +X+ZTUl8vq4DNs+MzanYwMVFU09qjXQFtWfIVsbZMtEj/wZLSrwBjf8rZ3dYE +34BTmxYZV4DUhwWflLYxUYZ95LT52gqYd/RPT7cV8cOqN8kuGyrA/p9Fcu4m +Jp6Je8w9b0X2z8n/fXojE+f8mfnxljWpv7z7l6kFE1tUegaL7Csg/Wlcwsx1 +BP9XduINeyrAYefhtnozJnY+2UIZcKkA8bvSNXdNmLghupk1x60CVLnL93kY +E/zkp8/V8KiAysUXbuoZEnxkXtEtvStgVWDm8emrSZ7ON5rl5lsB7AcOP2p1 +mdgttnM82L8C+p6Zyt5bxUT0UPly90IFiIlJ13tpE39KP3hdHloB6rQjBmtW +MFEyrjv3fQSpL0fKXEaTidqF3y7/jqqAd9WJvS3qTMyWe7afFlsBKvdfrM5b +wsTm49tWrUisgLLkjWrBakxsdS2fskquAGdnYaHdQlLvPbHn7mkVYMod6FRT +YWLeC7XIS5kVAG/PP/2jRPgI19qQllMBW1pZqm/mMdEmZOEk5wnB1/X4ynQF +on8nqScfiipAQc6w3V+OidTSdufR8gq4/W3hCms2Ex8aFM1gYgWsGW1XWMxk +YuCFK9naogp4kqySOUkjead2ePO26gqIcU+sfUcheqjZ9tmjtgIWzfudkDeH +icl0S//wxgrY8Kznb8RsJjKvOcxMb66ABfs0pg7MYuLJlktx8InwH3Lk7hop +JlbHNsq3fK6AHYW7mudKkuc3b00a+1YBcsKHBUPTSSXxg3NZ/RXAKpZd/FaM +iT2zqq+tHKoAPzTVz51ioIfxx+nbxyoga3tvx5UJBraVa/gcnawATbGXSz3G +Gegux/0QPr0STmRFSm8aY+Dvzjtm6VKVkLC9I3zJCAM1s56ngEwl2CwPvyv1 +m4H2vzf+/UirhKdPl23/NsjA03YqdmPsShALDr9V9ZOBZludMpjzKiHcY0tA +zg8Gzj86PqitUgnH/bT+RPcyUEtHwnjb4kq43v5V1qeHgYbLA4M8llWCOVOD +Y/+Vgf0txyBMuxJWP8kRN+xm4ClR03iaXiVsCVPtnP+ZgQ1HhCu5RpXgnGCx +W7yDgc2W+m4fzCpBSe7loZ5PDGzq0IkdsaiEbydcpd+2MJBZxK+gW1XCLYOa +DSUfCB6m39pXWFfCPoPKuSlNDLz259G0LfaVEHf0a1DEfwx8t3+OkvueSrg2 +Lhl4opGB53/M1b/oUgmXLGppjvUM3DC3dnOKayVYvRs3snjLwB/2BnsqjlSC +2dG1f1a8YeArxT1u749VAmvQYavCawbOaNf3HDpJ8Ir4ozOjmpzHfH+M4l8J +U+db83+9YOCIhpnXsguVwN1SCW0iBpbFnTpsGVoJ7hnbXWsE5H1uwF7XiEr4 +d3DbnQoeA1/Pdd4eFFUJPXE+btnAwPdzFNck3agE4clTvNscBmbOrlQrSagE +06OUgssVDDx5fsPshqRKGGRMrDpXxkDv55V9/amVsMrg90bPEgbusF9SLZ1Z +CWM1BX17iwh+V6+kL86phMzx/oXWhQw8VN/rv+4JOY92uM+8gIFro2ysXIoI +XjfrNujlM9BrHnfuufJK8Nbr01LPZWBFl2HHTagE5doT2fNzGFi1oSqzQFgJ +Q8cUiuiPGPjnns+RmqpK4FllWM98yMAH2w0W97ypBHhVdXYqg4FPC1TbJRoJ +v5c26gzfZ6D2Iv2EBc2VoKr33/m+VAbeEfPftOZTJYS80t3RdY+Bl1N/jDh8 +JvgeUCprSWagxd7kNN9vpD5T69x3dxg4dOXypms/KiHw3UWt2lsMvBVa3pv9 +qxIWPvc3q0pg4JdE3avPRyvhcMv3FkE8AxOVJhd3TlSCDjVRCmIZKOUhD5PT +OHA4zAjKrxN8X8bskJfiQNzVWPGSGAb6Rx/s0pXhwNDdvY2FUUQvM+742NA4 +YOS6a2XBFQZmhxj99WRz4FiuiUJ+JAOjtmwOiVDkAO/s25jccAYW5L8ST1/A +gXMDr2MeX2Jg2NjzUK4aB567Dco/DmXgmuNrp5o1OBBvP6H1OJiBXU4mfsNa +HDh75PHbx4EMTJIUfKfqcSDUl1yNAhgo//Q/J00jDsj7jj7JP8fA2ZkXqizN +ONARQx0o8GfgdDWOjqsFB2LkXpU+82NgtM+dO4GbOcC/+kW69BQDO18rTN3e +zoHf0apfKk4ycNGZ9S5FOzhg2m9qhScYeClfvuLtbg5sefBXX+TNwNbC+8w+ +Zw4sfCf3uNqLgWze56NSruT8ql2P3h4leUPv5Kge4UDq8OkV748w8NPn+3NM +j3Fg8Zi+8afDhL9jyxz3nOSAWKJjbbcbA12/BaefOsMBHV7a9x8HGZhwNavn +WgDBP6YmamQ/A49FP9TMCeFAqWlK0T8XBtIWXvR6Hs6Be0ZNbrOcGXgweO2j +jqukH7rRHYYTA52aujonrnOgOyh8p9Ie4p+9p+XlEjjAORiUoO5A+DYd3aqT +xIFawZe9ejuJfnKPX9ieygG7hsAs8x0kH99/zvZ4wAG5nllnt9syMPb77neX +sjmw55LVGydrBi5jNE6k5HMgY4t4lsc2BoYHOKpUPONAicyopP8WBk7aDK77 +r4wD+yu/fQ3fzMD8srsHBrkccPVL2pZgSfz7ye2CjJADVhfq9TM3kLz7uiVh +SRUHnIxs04vXEz38cXi87g0HPEw+xr4wZ6CGUQw4N5D91+hKNpsxULdmqNa/ +iQMtzAXj300Y6PkuujWulQNZLw/6TBozsPjUgW95nRwYCcajVCOSL698B6q+ +ciAparJ7oQEDV45XDXf1cWDD/k+dq/VJfil5jP0b5MCuhCUHtuoycIXDrjGF +UQ5U99/df2AV8QskDOtNcIBtPaPDT5vkwymtAZtpXKDw1TqjVjBw3TW1b54z +uPD8DM81XZOBA+qBreGzueAhuneoXIOBdXtN36ZRubBc7eLXuqUMPGLmiZUs +LizW1+3pWczA0a+z8t4rcGFV5Zmj09VIPnoq3/6lzIXGFIan4kKSF21PQuao +cUGxv+a7rgoDnXcJ3JdqcOFik1fPdmXSf6fTlvVaXGh6VnzYYz6ZPzeDNF10 +uaAw6XPwkiLBI1Bn9llDLuy1PtSSIk/0lhfwNc6UC4+OOTRWzCX+XLWfl7ee +C30mFKsmFgNt5D7fqtrEheqqHSbDDAbSvaS9u7ZxIca0L5dOZ+B3g49r/9lx +QfJHSpI2leB12ZGmsJsLhzfrz7CWZaDa4eg2XWcu6Pf6/Tgmw8B/7/1zrA9y +YWm0um20NMn3Lyqnj7pzYcYc9srcmSQ/EqLXhHlxIdZTIrpmBtFLP05L9eHC +0deVbv0SJD9/obDcjws9p6VKKeIMzMiMDXt3ngvMusfhK6cx8O9sY4uBYC6c +9jj9dsc/Oh5eBGKzw8n+P9Rv+k3S0XFgYYXaVS7QNeMab/+lo9Jxb9+117kw +X/5cDOcPHVekpKs73eSC6OVDfscoHeUCX7aevsOFLJ/uEzNG6Lh+Zue16ylc +2OI1cWvZbzpuMBw2y8ngwsSqYiPbX3TMni3VL3rEBc6Blp1nBug47+y8O+15 +XFhQbPD9bj8d150zsvhbyAUDys1RYR8di2cc7mOVceHEsYoLfd/p6MDKiNXm +ciHo1+kAZg8dW5P+6G8RcGFTR8zQmq90nH/Ns/nQSy6U3X3beaibjpTPU2eD +a7jAeyxpde0zHe9cKZVLqueC6rOxpWUddIQzd4uK3nPhyLlTQZ/b6Hg16anN +2xYuvPiyfpvsJzoqfpno+d7BBfFpq2INW+iYvzEkRPIrF3YOztp+6AMdT+dY +zF3QR9ZiicE3muhYN21rjtEgFz4kZKhz/6MjWz/ZZOcIF3pNpjb1NtKxUMfo +zfG/XLh77/gnuQY6buzWcL4iBjAZIuzZWEfw1/X9niEJMPz25dHTtXTMnCXn +B9IA+vGbDmTU0LFzq5LYBwrAgt+UmoZXdOzvuhL5mwlw36A3V7yajpySgxSK +AoBmVaa47ks66mZnx6srA8RoUt64PadjbKq7nMUigI6ZgzIJQjr+uHDvjos6 +wOmF8viCT8ebi+wVz64AyNtv//UP0vHT6eg7cTqkHsHxUE0g+NtZy+UZANw9 +bnBjH4eO527fi39pAvAi4zwjroKOU+rBlM/rAGwFM2a9KKPjo46xyElLgJLN +D33+ltBx69050+S2AUx7p7FNu5iOLQaCM6vsALIX7Es69IyOl68p/djqABAx +g7436Skdnc8vOuC+l9QTSLtW94Tg+665IeQAgGvKMt2Z+fT/z58NyYcB/iav +2GKWS8df+oeLij0B3lR9a/DLoeOX3o2L6k4AMBOWvsl7RPTk+f1G72mA99cq +Db8+JPVc3TkleR7gw0Ff9oJMOuYpRXssCAY436TotieDjgNjNxuMwgAevb+k +Gnefjof6Tq3ZeQVA4HbBtiaVjgeqV2QcvwYQntY4IJVCxyDXl9JX4gF+v94j +tv4uHa0iNp7IuA1gsr4lKDCJjokSeY3cewAFF5YdL79Nx92PxA2a0wFu0+e+ +GUkk+ly39c5QFuG7yDtZJ4GOMclRf+fkAdzUm/7hRDxZh1Y5LS0EuBKcFp4X +S0d5kKpYVwoQmzLvft91OpYqbpUn4xa4pes1l12j474DSX5n+AApsl8XHY2m +438O4/U3XgAsE3t/9dFVOlo+P7bi8WuAJzO79vdcJvo6OR75vA6AfAGnq0fS +cebCB53t/wGMNyXaHw2n446kk8Z/PwLoLWo/mXOJjidT3ONYHWS/6MipvlA6 +mvyK/K71BeCy4sHRFSF0fLbz41qrXnJ9+2Xi7BNE/HTVNcFtAEDL7ofWswt0 +rLZb3Bs4DBAfb3589DwddbyWmt0eJ3rUllE0PkfHpQnesYX/AEQlSjpB/nRc +/SLw1+HpCN/eW5UI/OgoOeuY4m8JhOt7Dj6ceZqOD7wlLEKkEIoWrBbf7ktH +4U5LL1lphLOaSdVxPoRfRYP4JBkEZuL+yebjdFw7v7liKQUBb+5JWuBNx+/F +mp+LaAh5/rsz3L3oWGWhJ72eidCWrSWXf5SOoarD2m/ZCIpPC0ZGjpB8y/F2 +cJZH6F5RYGbmTscxw4wL3xURdrSIDUUcoqOM+q30M0oIs6/7Uutc6RhYv7VK +QgVhsVFLosJBOg5eE/bfWIig2j3nstt+4vfyaUzlxQgviz5+znOho1fODMPH +SxEUeuWy/uwl+VP+ztlwGcKmT7feWTjR8fxan9DnyxGuTtfyur6H8BH/MXOH +NsKi7jzPFgfS/5y5r9pXIRgv72tYuov4V3zxz2N6CI1J5Rmn7ekY9Uqa8Xc1 +Qsns/la+HR19K1/oRxohuPg4BlFt6Vi5bJ8jywSh/UNDpIs1HZO8Gy7cN0Po +Or5i/PE2Ov5pXpymtQ4h0se04e8Woie+k7DSAsHGqImxxYqOKedPfd1siUA1 +fVtxZxMdc/b4Sr/fjPB51t/q7xtJffmOy922IkhZLDc33kDwfqtpM7gdoSPH +WClqPfEnpe9koC2pV/7vgVZzOh7h3Lk52x5hTdBaGa21dOzQNC69tQvB8Uv7 +vBBTMo/yaz+o7SH9niyIa1hDxzk3HSefOhE+XSJOLDYm/Wt9Ul7rguT71qDw +rCEdl73Zu65mP8JzwS2nmtV0PMhrcnN0JfxqBXmo6NPx7G77iK+HEHTbseW0 +Lsm7zrpHp44gRETrFFWvoqNK3o7X0zwR/pPM/aW8ko7ls1r6Y44R/LXFb57W +oqPx+mO0eScQ0mbLJL9aTsdVWbN0H51EuJV/V0pVk/gxrHCX/mmEfVti3vtr +kPxaeuys4AzChsXPZr9dSvK01SDZ5hzCuZTu9CVL6DhjUA5aAxCkV/xJCVKj +Iz+X0nk0CAH2i/69X0jq26csORZC6v+0QKCtSkdDW6ulYZcQDNw6ey4vIPOq +JnYLPYLo62W772clOgYr/fVOuYzwe+zXfpP5JE9jwmI1oxB2//n5JFGRjt2H +dIvLYojfuvNcf8nT8UP/rA8bbyB0Ds44u02Ojugzc6ohDoHnXjuQxSZ+XL1K +9UAC0fejtmoJFsmz8Msb+28hVK+gSB1gELyzqJ7nkxCOReo94ND+P5+rrs28 +h1C1V+OBApWOyoElz26mkrHsIZrhL0vHSfjYrJqO0BP6qeqdDMGr3+Bf/gPi +r/ht/TqzSd7a1C0yySL4pnz3jZ1FxzMaD62qsxGcONGOg1J0/MirPOGQi3B/ +HuW+zQw6+jkxE7vyEdjillZPJOiYZfyE4/MU4fXrOTuo4nQMy4ztmnqGsLrP +uPLENKLPNs7sqBKEed8fhdX9o2G+hq6OfDlC2CHt/FVTNNxePeqYWYmQw8gy +iJ+g4eZpsy/qAMkD6FEZGadhG+1EDvKQ3P/fHN39h4b/TNQbtwkRbPNWMCpG +abj2hcHkh+cIW4c/KyiN0LC9P3XxkSqEd+tfhIT8piF32NVm+BXCRH2BZfcv +Gh6Yd+lc6Buin8EAr82DNJy4L/6AUoewXGL6QO5P8ntVV21yA8LXSwr19H4a +smrV/6r/hxAinkr376Ph6qHGxSVNCKZqXgWt32kYe+qbncVHhLqM3Xnre2iY +cuNwUF0rwk47s1nZX2kYFGn72KUdwYgxzqN+oeGvhJzm3k4E/c6DTWe6yHnj +flJnu4m+andsbeuk4fefRXozvpH3/2XOt+yg4dZnR93iviOUPtbfmt9Gw86L +iXELfiCkLG59P/cTDd/cMRXk/iTv153C4BYalukeHDL6RfBSa5L8/oGGjGiJ +RS9/I7QWdDzc0UzDH5+W7Nw5ipAv55XJeU/DQbc34Z1/CP80u2lL/6Nh+J7x +0uMTRC9HvEtjG2nIGcntnZhCcP+X9GqynoaGfr1KV6bxIKK6yMijjoZ+tCK7 +uRI8MGhMkHxXS8OT0+ZEZMzgQbeRgqb5G8JH4HDFylk8cF6pmJf7moZL+ScG +ubN5IJo6dVXhFQ2txUOWbJXlwY2p6cKIKlLvuaUuzVQeeKemOgy/oOF/zh43 +DzN4YHREfaPrcxo+7t5QM8TiQf8P/2t1QqKXTSgZIseDhNajOmsFNJxf+cFU +VpEHa0c/rMznkXrPJPonzefBsOyDK0pIw/35Y0+XLuDBHZkHJjFcGo7cFusv +UuXBUG+x1VQlDVW9CtTXq/HgWmVxgXcFDe87zjn8dgkPytKCT7aVEf5us9Od +NXjgWT8QZVNKw5Uute3fNXmw5vZnMX4xDVd9NFT21yL92uu90SGD8LTFbhfJ +VTwIPM3//aCQhuwazXuxujx4E+J+Su4pDaceln1SXs2DVtq0bVef0LBIatqC +XEMeJNd5Bk7l0dBLSfKg0RoebAu+NPNkLg1nKr3MeGHKgxMDS3q7c2i4wGDr +N3tzUp+UzmLHbBr+vhun2bmeB9MhtOxNFuEnONXn+EYerFP9nbH+IcGLerpk +YhMPzti4fSt9QAb1BcbU5S3kvPNPLq7IoOH7sQsb5m7nQea3Ir+M+zS0KCiO +zrDhwYGftjyFNBq6/Qf/rdzBA//xA643Uoj/EpMWwE4e7IsQ7J15j4ZZqls9 +t+7mgcVi+9ygZBrOeNhQ3OzIA8lzg/ajd2h4xk5X3N2ZB6oGZ3ccv030a3fC +5vc+HjxZWpX1NZGGie8u3ws5yAObxWC/P4H0O/PiD9lDPFBUMnRojid+ZbuY +JLvzIJHCemIXR8M5WvNj1I/y4KnMyn2vb9DwSgC/rdiLBw8NPd02XqfhiWU2 +qyyO80CiJg0whoaH3F+G1fnw4DKl8IRxNA1FTss/uJzigcbeC2eKr9LI90WI +Vp8fDyaV2xpWXqFhq/zzsLNnebD8Q3FYbiQNBQZTLTMCePBL8XOUegTxf/ky +vfhAHpyPXNfzIIyGy6psYlRCiD4bC++oXqKhVMzxb3kXeWD7kpWWEkrDkFVX +1q8J58FFY8uJeSE0vNh2P6Uqkger5Jc8vhNEw3JOxcSuqzx47hz/RC6QhueH +/3PsiuaBy1zvWYkBNOzOGynzuc4D7qG4YtZ5Gj6lzVf4F8sDq3OfS+LP0tB9 +w9bzUTd50JtoMofpT0MVn/BW+Vs8YDNCiuP8aFhbUbP24R0eFNpGFzJOE3y3 +Lnqge5cHzFfmEvG+NKRtipLmp/CgTyowi3mS5MM7KR/r+8RP91VSb56g4U7F +200tGYTvDTK97OM0fGayzvzoQx5U5c6/fOsY0f9ByZzRRzwwfqR3TsGLhtG5 +XaywxzyIYetyk4/S8LBFZwg9n5zfPWav7EHD6VvEfqYU8CBnrpvpfXcabule +67z8GQ/8uDvPqR0metbPfF1ezINZk7kzH7mR/lxXmWwq44G51LYeTVeSd9Ff +895V8KBFhTGv4ADBr+mFiiuXB0fvt6fq7Sf+Ovzu5gDywPTnzTPlLkTvjvTZ +gQIeHA9ipJo5kzx8Fxwy+znB84OhgsiJhubjqn9uvSR5dLun28qRhgo94z6L +XxE83MTF63YTvgXSfYU1xN8j7j4ODiQvs+3dzd/yYHzumPannYRP7ofPb+p5 +sDUj3vyQPQ1fKKcc2PuO+DdcKb3Pjob2/entPe954FDmt/OULcnzzb37z3zg +gcLmwN0T1jSstz3TKdFK8syW/fjSdhruUbM6FNvGA6l/yjZzthH8Px/qUe7k +QVt0gEXCFhraZr/2zu0i9VvNuaxsRcNHt4KHjb4Sv8YWzn+0iYYery9eeNnD +g7t1NtN1LGlo49o0Y1cfD7aHPdfnbKBhx7ngG5/7eWBnNFJuaUFDK+3A+T6D +PDgbzYupX0fDsNSG7KkhHgQvk37qbE7DNd9CDaNGSL7UFSzqMaNh1cKYKvk/ +BE+rO19OmdLQ4fio48O/PJjyfTAqZkLD4i/4Q3eK8GtY5BBtTPz5oC+EL8aH +BYk5MxSMiN5eBMy1EedDSeJRiYcGpN/Dvnmtknw4sqvRRnc1DdXv1W/0nMkH +3mR1L0+P6OVycvuYNB8+vNB+Z61L+DFvOB8+hw+bp77KfFpF+v3/v0pUPqiM +18d6raThw+BrxWl08vzCxsN/tWhobCy/S4vFB7uhmsgrK0geqsuNVs7lQ8XP ++2Pyy4m/XWNuWynwISFfr/jRMhqaigeaNM3jw6OmIzxDDXLegp7OQ8p8+Kms +rFC9lPizvu7ykAofYjcbo+MS4v9VRqtCFvHhy9LUwl41st+uRS2yS/hgk6r9 +O2AR0Y9DbESyOh+s02pDZBfSMH1LuK6GJh/2a+7fm6pCQ9w8/XPJCj5I2oou +rlpAQ58jM+M2rORD1vLOUaESDcc4dywadEg9P2+XOsyn4a79FaP79fmwpqFW +9F2R6OOQ1+N+Az54LXRXDlQgedeZfzDAmA8Mo/UimjwNhX0RCtKmfHgZZFny +YC6ZL7dHGhLX8qHd02HYkE3uO5OTMWrrSb2XdgW9YdJwuWbqlsINfBA5L93p +yqDhqFHbLPNNfDid9MRvjEbDvSacqjdWfND+Wf85mkpDScs1V/du48NWed/k +hRQanvJ02f7dmg9J306lls0hectRY/jb8cHVqPKntQwNh2zimyV38mH3uOaV +L9I0zFz9OC3OgQ9RqjnHL8wi/Fw67qniyAePCoVU5kwaztrcrp+/lw8PP+5T +fDyDhu8SxSRM9vFhU5ZLx3pJop/Q+vrqA3wItv87+FGc5If87vTdbuQDXkVh +26np5D55PO70l8N8uLUv5ZfMNHKfjA/ffMqDDxzP450P/lFx4raO8nQvPkwW +eM8zm6Li9mvJI9e8+bDicUhq0wQV2WGC2vk+fFjeGeV98i8V11/Nzs7x5cPb +nlPhMuNUjCzYEWHox4e2w0rfMseoaCfFO/TCnw/Ss73jzEep+CLp94ad5/nQ +fXNTZMswFb9dGFjy+QIf3jfGPj/zm4r7K4tn+wQTvtJXbmcMUTH10ObBqVCi +r55ZyvmDVOyKyG6KCuODTIqY4ZYBKiqvbOEpRJL9Xownfe2novTx9sdZVwgf +fq2Wl35QUcW67LZ+NB9Sq6LXqPRR8e6nI5HCa3wI+DlwlvudihEag/52sXy4 +r9r3z6mHivFm9p7t8UQ/OW5v/nylor1G/D7vRD6Ut5l1J36h4tTI050Tt0l/ +qq4W+t1UzC14uu1KMh9udxf2Nn6m4sLDNy3lUvgglTn3o28nFQeUnddnpvEh ++6cvndFBRa/vs811M4g+nPJuPG2jYtrb9LX8TD7MvPZ4t90nKnq2Ll5n84gP +q03t3X+1UNFXMXHDpxw+eKpf5cR+JP3dHLHyyuODm9JqJ50PVHSyt7Qbf0Lw +GDNZ29hExY2uV50iC/lw9F6Y1+n3VAx5JTzMLuZD8ozfbez/qHgyYdg3o5QP +DauO3yltpKJtjfLFVRV8MFrVmuTYQEXG2Q3xyOGDuMqirok6cv79Iw+3Ix92 +LdXwTXlLxRHbq5UtfD6sDXy3aV0tFb9cy284KuJD8SGZQ901VFzn9r5v7AUf +rqwoehH5mood/0nMjKgmetcrPqH5iuD501CNVcOH/M/D+95WUXH8mb9Fei3B +P9/x5qmXVPy6QnBoZT0fNOe9osq/oKKUm+JlaOTDQOnyeo6Iiv8cL+Zte88H +Y1WP5oNCKm5QmHz3sZkPE2Jui2cKqDgj68o/jxaid2nJslwe+V16xbKxT3xI +maZzYwdSETb27A7vIHn5rDHvD5eKYwe5kcwuPnRNvqWlcgh+bvnl97/wQe65 +bPnGSiqWWnP7tXuIH8ROP/xRTvSm8WMR9PJhbv735vgyKi4bM3He1k/2a91l +u6aUigbcp4kfB/jwMSN1TlcxFS8Gb2v0GOKD07J82agiKvatozLGhvmQd9/D +XvcZFdfOmtwRPsaH0U0ln1qeEjz+YyUy//Ih7khQblgB0UP+3pb7k3yQ3/0I +Vzyh4v2bDQtXignA8tw8uaY8Kp6OCjgG0wUw3RQLQ3KpeC1hT9k2SQFsVQqI +W/aY+K/YS6pFSgAm91eXvMum4o8fJQ5HpQUwsveDUvAjKu41M8kekxHAgx9b +qjWyqOj6eGoqnCKAk/98y95lEn/oT+1k0QUQsNmoL/gBFRXaTPLTmQJojAk/ +qJlBReOHIL1qrgCO31s7r+k+FZ9fCzuC8gJYtMNG/lIaFY/dvvFy+zwBZMTd +3aOdSsUkYbdGqxJ53o7a2nKPijdpl655qgigNvp6+uW7VNwd7D3yZ6EA/rOe +kaufTEU+9eG+yMUC2JS358/nO6RevtYrtroA0qtPRt64TcXr8dKGD5YJgFZv +6Gh2i4rR4YaPdFYIwGUywftHAhXNErmKfG0BDF8/KUq6ScV9oqTrNjoCaGp5 +5mIVT8VLlAapNj0B3Fmz0ehPLMk/38MhxwwEYDOXsjvrBhU/DjhM/jUSwO22 +0RKH61SUvfTo/BUTAVxi9OyRukbFzcucJ+TWCiBxzSuTkmgq/vl8KujhOgEI +foa7ukcRv+X8ktDfQOqpkXg19yrRX2BTlNBSAPIhy0+9vEzFIselc3dYCWCc +1+NyNpLo27grvWOrAPbYqV7ViKDiTGVZnRPWAmj4B2Mfw8j5YlnCKVuCR3rO +w+hLVJz/sXB3tL0A3i54k2h2keRTjs5PRQcBPHOnVg2GkPz2Vo/M3kPwPulk +nBFMxQvzExca7iX9bLzVvyuIis+eBfJeuAjg5+/8zlmBxA8rOg/sOiAA09tX +53ICqEiLEEh0uwrA3ZEZfeI8FZNLFmX7HhbA7qM66xedI3otl7Kb7iGAP5L1 +hk3+VNx51XviuqcAdE83n4g6Q8UcVadHyt4C+CKt822tHxVfnqvdnXdCAO8X +vUwZPkVFvegaaRNfAVQsC03M9qWi8w4HeHWa6CfOqnbfSSoeeu7t5+gvgAvN +0pYsHypatrG0e84JQCry8VT1cSrWJWzvO3NBAK9XyY8Ee1PxRrdCzoxgAdzz +N1q++hgVOwUBXjdDBTBHfDz9hyfhV91Pe1GYAA6GmztmHKXiG8qs0acRhD/e +uLWTBxXVj61G8ysCsA2khNGPUDHdUDzqbZQAWq97/Kk6TOaDl7fjvmsCWNj0 +63HIISoaTZ5b1n9DAPdNbqYYulHxSqfGv4B4AXgWGdUNHqTiDkbwu9mJAlA0 +rTHPPkDFFeEBeXduC6CuXX/w4H6iv5WqV9STBbC84ECb4j7i39m+R0rvCcCi +ZrXMO2cqbpL22WyZRvhyTj8Ts5f0t1Bp+X/pAlhwM0ZlkxMVp28LYBzKFMCy +gs+zpjtSUTwgemIoSwBef6K0K3eTPH2w41tojgD64dRNPwcqZsHb/2h5ApA5 +EGawchcVV3JnvEx9IgCP9Y/k++zJvEwYrdAqJHp4X23wcAfJe+MHT7lFAqi6 +3XjzoB3hO532eFupAHbJFmgr2VLRim+a1VIugCUiq1kfrAm/V1Y89OQIYNQh +SjlhOxUXD3ZmjYMAco/u97XbRvzxzTn3Mp/oN6dAgrKVilGH0p7JiQTQVXe0 +4ZUV0bdjPvfhCwE8TvVri9xMxSNll1/pVxP8P8PSjZtInvit+ih6LYAyn5X5 +4pZULLiY88O+VgCBGsUneRtInjSMTO+qE8DRMQPfIAuC/262om8jOb8244nJ +ejKPxWX0p78XgFtel8aEOZkPL5t33Ggm+CZ/7ihfS8XfCSGnFrQQ/T6OenfW +jMzPA5K38j8Rf45VSxqaUnGJvDvXtEMAV7MunxxbQ+ZlftbXms8CsP5eqFhq +TPKR+Zrh/EUAQaO60/yNCD+GDev6vhG/M8ZUDQyp6CKLp873kny7/C14bDUV +wy7FP5LuF4D600GFMn3Cz1W7jtsDAjDsmxo4q0fFasaEovqQAJrT/k431qUi +VyZuT+mwAMI2NthMrCLnHZa/YzlG8sLB5wNnJblfUG60/jdO9O7ESwnSpuL3 +0b8LD08K4FdHXqq5FplnsnuPDf8TQGeYWqv4CioWrissuzRdCJu/U3c+16Ti +g1DxWUxJIdAr9868vIyK8zjbndKlhJBd8HtkiwaZN+0JT1ZJC2H0inABRZ2K +vR9aZ/JlhGBPKw2rX0LF4DtqbrYUIYTPrVBLWEzuK3NO8NtpQuCeLRNzVCPz +bgEsPMEUQtT8FLbSIsIXjxn5jy2EjkEH905VKh78dPJnjLwQJH/W/spUIfPE +9eMepXlC8v08VOq5gOSnqc2LXCUh7PfNLdNWpiJlb8NqExUh5Mj3/h6eT+ZD +1uGc1wuF0LT41tGKeVSkU2VU9y4Wwg1eqkKIIhW9g0RJvUuF8Ex+UMJSgYq3 +OuPlzi8Tgt2R0+pz5Kl4Vi3glvQKIaT/lI9smEtFjs4FxTvaQpj5t3rBHTbp +58/tNHUdIYi3nRraz6KicH+jRpmeELT/iIstZVJxwa4VJZsMhGDyxG3jTzoV +tYSPNjYZCaHf9+LzYhrJq5ubmt1NhCDL2RocSKUiFskcHzUTwrE5ub4bKUQP +smNSEeuE0PLzeqqsLBXPX5HJYG8QwtKxrhnvZch9i7F1faYl4UdwMzNlNsEj +vrRbz0oI20auBR2RpmL3yI6roq1COLEWb6ycRfS5aIHuTmsh/NvNaB2XIvNU +Urm9y1YIjmJ+B4QzqLgrzO7aKXsh8P81KsVIUlEsqtJcwkEIFurzWbslqMib +vm80bo8QRA7GFqriZH7UGz9ZuFcIv7znPe6bRubjZ3uvQhchmDnlbi0RI/cH +5cfL1h8QgnBh8RaJfxT0Oba+v95VCAkqasfvTFBwVfG8ZwcPk+c5IeIrxylY +0GF44dcRIZxlZc58OUpB0fvkzaGeQtjk6BW4b5iCqsGW8nRvIcyoyXMb/UVB +G75xX9oJIexAy4prAxR8GHaev9JXCBK3aKFL+yl4uGBmMu+0ENSqvpTyeikY +o9ntb+svhE/Nafuceigo9om+p+OcEAIOzPcb/kLB04/j1vhcEILTTN2Ja10U +PBHosXBasBDaI3BQo5OCB4wS5twIFcKR7Lu7nrdR0O+54t8FYULYuiVT42Ar +Bd/MnOh9EiGEml1Fx6Y+UHDNV4P2tVeEMLv6gXJSEwWjLBvfv40Swp+ndmsN +/qOgLeVt/f5rQnDRTqx910DB4YUr6gZuEH/4bK/xraNg6dGB+uB4Iewq2WFI +r6VgyUu5JmqiEObahTIKXlPwk+qj9tTbQohPL3KyqaaguEt6n3ayEEbmV9EG +XlCwyGXWBN4TwiyLW3rXRRT0n9Uqa5smBJlHU8+1BRS8tW6BWke6EGoH3ovq +kIJ6/Y2mPpnEr7X/VvpyKbhzYMJp2iMhdM2ym82qpGCt5p2AGzlCGDyVbVtS +RvCPyEtVyRPCnJEuCccSCjp8Nn5Z8EQIA6GtiyafUXDrIosh80Lib5UTBalP +Kei0vEqlvkgISt/8sy2eUDCl4/WOg6VCkJpsoPTkUnBkoe3lX+VCaE5w7ojO +oeCS9w78UA7hf2JQSecRBbmtnVN0FILcpWMvmzIpaKLw2zSdLyTz73FrYAYF +P3hHh+qIhKCfedVF7T4Fn3OeVAleCGGV6Ver1ykUHP22j2lfLYT/hpLu+96l +4Lr65INdr4Xw9lj4IcUkCm5x8nh2qlYIBQcvxgluUfDBoRezJOtJPbeOa3ol +EH3Vlx682Uj0+WWJNiuegtcumoHaeyGErrx8j3uDggf3OCsXN5N8PH7izJFr +FJTXY17c2EL0kVleTo+m4NnRQ9//+ySE098tjnCuUJASYr/TvUMI1fv7go5E +UnD/0w7B6GchXDGJmcYMpyB6UvQjvwghQij1Ay5ScEd0W45cjxCom/XXeYUQ +P4zuUHvUK4Th5aNi8kEUlLjsfd+wXwh+3UvUnwdQUKi6cmH1gBDWDj4o9z1H +wfb0uw8dh4Swt3N7kYo/Bd/2Fmn1DhN89ojJvz1Nwbbm8xXnx4TgL3mrO9CX +gou2DVrJ/BXCoswhhRU+FMxcJPcpeZL0P2uwtNWbgoZmv04tFxPBJxlviPai +YPT5EAp3ugjGkjetMD1KQe3SF7nbJUUQUuQi+dOdgmENz63bpESw+0CMReoh +CtbnBA8flxaBV3lRr60rBVcqj94TmyOCwp6n4+IHKHhvtubWGxQRaC9x8yl2 +oWDHdpVJFboI6sseWnvspeDT500FT5kiuDDqdHOeIwXv2tgfXT9XBOIb9q17 +60DBqaqbixvlRTCLfX3XpZ0UlKOmfHGbJwKFH6/rDHYQv4idzB5WEsFVp9+F +P2woWOlHPRmuQuqZ1j1xfzsF6bYBJnMXiSA5+sLj3VspmO9ZIpO1WAQPOMl8 +WSuCT7qgzUBdBOisYiaypOB/DfeLq5aJ4M2m7yoBGyg47cOuG44rRLDlyH/k +hkz4uNFxvFdbBBufCeV711Jw/nsLuwAdETjrxK9IN6VgZ1iowRx9EeSPL3zk +tIaC5WeTVe8ZiOD98h2XmUYUNI6Jp2oZi6BrSqy2ZjUF393zmo4mIrDLkzkX +oUdBCF88ZrNWBNOu7rxirkPB1SrCwY51Iljyq/zfX20KLtxs+fPkBhFYW8/7 +ULyCgkeaCwbEN5H35+2RP6lJwRePJUfirUi9HTac5RoUfH3X4p/aNhFE6n4W +9Syh4O/wEzIl1iK4Vf5zVaYaBS+tuzp/k50INBbvknBdSMHC7IRVzfYioBmM +GC5QoWDk7fgtRx1EYAr5Da1KFPz2LfzI3z0ieHbrYF3SPAomnzx+OWqvCC7m +969yVKCgGdUmb/4+ERRP6IzJyVFwV5LG+7wDBJ8IukoTi/z+Q0xirZsI/N2O +5iYyiL7aGnXrDotgqFjxrgONgpussjwOeojgTv6MgbkUkndSF+4PeRK+o2dn +NslQMO6nfdslbxEMJknDbWkKWn9cuYDtI4Jj+l1GTjMpqJXOOvTQl/At9Jef +P4P0ozw9z8BPBDaVWY5t4hRUUP8zXuUvAqk0+6m0acT/iRNbnM6LYFjcWeLQ +P1lUXC+b1ndBBL8u3vdaOimL98W1xy8Ei+BUjeTqvnFZHHji6kC5KIKwO+6u +T8ZkMVU1pzQ1TATCp1mDp0ZkUU97ptKqSBHs6H3UYfhbFqkFARGCK4T/xVt1 +/g3KomeA9LB9tAi8d574Ivwpi0c9Cg9/uSaC9FOj41d+yOIM67MtZ2LJedf4 +J2x7ZXGehMuuWTdFoMt9ainXI4sH97k23kkUwb3Fj4LavsjiidVXd2neEUHp +33C5h12y+Pzg+xZOMjnvwnL68U5ZfFqy2d06RQSJ4xe8VrfLopdM13B7mghe +vd6zROyTLFJWZ0WezCD87b2/ruqjLF6ec0tZ4qEIxpUMubHNsph7qKj85iMR +3Ej4d3vve1k0ZE13XPKYvG/3/t3id7JYOBg0WZongk0DaT6D9bKY/Fb7gVWB +CJ7KmR+rfCuLJhFs25ZCEfBDE15GvCH1fV81zbtYBDq/Ll7c8VoWbd9GFP0r +FUH56t67ytWyWCUz1/tGBeFnZd7cvheyOPN0p8ZCrgievMwbKBXJYkVrb+8z +FIHByJul4QJZPK6oV7BRIIJJzgDs4Mli+nQ81yQSgd7KkSIVkMV77jGbjr4U +Qd8xnvRAJVkr3VeYqBbB73u6XG65LGb9nRiIrhHBl78r30aXymJZfeor5bci +oFYlrXUulsWMM9eyC+pJPjnYU5Y/k0VVbnX0+nci6JYw/R/F1R1P9fvFK+nu +m9CgQotUNJTISEQom8oKRQkpGQkN0qCMplFfTVJIKZHSOYW7l8pWUZRSooRE +fs/vz/t6Pp/nnPNe53ONRx+w8cVB18i6hhq4YWTEFRezceyQrt+uZtLvft37 +OUVsXJzj4fSntQbu6gwP7C1g4+GiZsvT72ugdOTo5XV32Kh85L7p7A81cCYu +9z+l22zs7HxrVNxRAwGbbUc7b7Hx1SN/k3WfiT7XOleU32DjmedWFq+/1MDe +v1ffnL7Gxoq643YB34ietkzb5JPDxjeieV6DPTXwVzdTQ+8KG9dFzd2b1FcD +CbupzpRswt+tYydm9tcAd9imrSWDjR0LbW4UDZA8+rBWeP8iG83rI16u/VMD +NrpixRPn2Wh6mPq59m8NXP/95rHnWaL3n/IK/v9q4IP3mrLlaWxky+81GRjH +gdWZbUrUFDLPScu9p+Q4MNZ+V/QumY2zbU/nqk7iAD8xrr30FBuj1c3bCqkc +sK43cE45wcZtjcHqaxkcsDOoUgtIZONrS/qOWhYHeDPGrEwS2NhgoF6wQ4ED +j/ukgqlH2WiWUDj4W5EDajYqd3sOsfHlz4fWp6ZyYNqD5x3cWDaOeKzOUZ3B +gTvcmzHXD7Ix/LTBUKEqBz7oFwbHHmDjQdcnm9fO5kDZo6dlbpFsdD/x9Emt +OgfYco+3LQtn4+o+szn+czlQ8uOwLyOMjXMCNqYMzOeArevws0+h5P4HraOn +tDiwdRoz4mUIGzNvD+yfuYgDulqZx3OC2Hh76uVvRUs40HUsoS8mkOhVKAwy +W8qB3auKy7bsZKNlVvL3V8s54Ow4oXGlP3nerikiYCXBq9/HWXE7G1XLn4wb +0ufAAYdCzV4fNsJtnbPJhhyIzBC6SrzZmNGtrznbmANuCjdaCz3ZmOzcAMWm +pH+a8vPT7mz0KVDYZr6OA4at8n+CtrCRV90xrs6CA39+eKbYurHRYY9b/i4r +Dkx8PByzyIWNe8L9XYetOZBewHlBdyL85CrJp2zkgIf7Lb9ue+L/Wv8KdXsO +nHOJ9hBtYuMijntEiSMHWg21CotsSR469q+wdCHzlF3cnGbNxu61+gMNbhwI +Ssh3D7NiY5vvnOdBWzkw3nt9qct6NsbHlyWPenDAUdl+t745wX/vsGe6Nwfe +Hb0bqWLGxu+D3cvn+XIg9YRp84gJG090pTAfb+fAUeUfl9qM2BjF/tBtHcCB +6QuuF1QbsrFJ/6u0ZRcHRioNZ9xZzcZ7uvnloUEcoPb+15qyivT3cnbe+D0c +sGgoGdqvx8YA3JR5YS8HPmd7h2xdTvTzSz9Naz8HNu05ttp0KRtztd8lV0Rw +4Ntpmsd8HTZe0F1/2u4AwWNt3Wv6YuJPSVB620EOmLYIb/UtJP6pd8kOj+OA +1fNXokZNcp/i+DuTjhA9OEs34nw2pttHPMuK58B9xu05+XPZuHZz8ZsliRw4 +HrTWPl2DjQW/H/bBCaKnP4dqo9VIPg0dU3JJ4gDHzrrAbxYbSxfNWfPpNAc2 +UxNbbFXZeHRLSsDBVA7sezNt+8oZhD9bwUXmWQ5sC/xkqjaN+EfSJLh6nvRz +vDGMqszGn8WVE/UuEbwGXw3/nMLG9vIDFpxMDly48LTp7WQ23n9EO+l+mQOW +a6PZfBYbjUIjpd/+40D0x57MRwyyr+4/m3X0GgdWRssfvEYjfFq2hyrd5IDe +2PV7ZyhstPnTUZOXy4FPiXcND8qTfXWRP2dNPgd2aMir7pRjI/djeoL4LtHD +rwwHl/FEv8XGXb5FHPBcZNNsNsbCFy8lzv3FHFg08u+J7igL/T5bvzxZQp6/ +e7Vn1l8WHvhcqD+zlAPL4qdEM/6wsPPMSPG9Mg5oNqzZPDzAwvjrhrrmFQQP +1oSkL/0sHOgJeFD3jAPP0uwUmn6y8IPpMcPdwAGtN3LfeL0sRI/znJEXHDD3 +ZMx60sPCMUbm1vRqDky+b3vtzjcWfpx5/sc8LtHTrvzo7K8sLHA5cbqMz4HX +cxm5p7tYuCsufMlGEcmPZPcFhz6xcJqP16t3Eg6scI35E9rBwrvV5of213JA +2dR1jt8HFnZHLtSZ9IYDR6ZIrri0sTDVaPKHrHoONF+XBFu9Y+Hyd0OXdZo4 +IBMZpxq2stBD87PHixYObIwZk9NpZuHe1hY1t3ccCLwyKtJoZOFzXuPnrjaS +D0vVvijXs/DEw/elcR85MGRovZX2hoVd/j9PKXwifhVtV/1XS/C6peh3q4sD +jAluS39JWRhuZG5q0E30MSaf0SVmoWdvgoboO/HHLy+nd0IW7jldT/Ht5QBr ++rptb/gsNHxj2v/rJwewKKtSwGWh17nKzpO/OXBsov3eFzUsXJvi2jpziAMH +91uGl1ex0OKMfGPxMAeqtu7iF78geGx+1WgxyoHEuZfDbgMLrz589q5hjJyv +5wVfrWShQRDnS/AELhw2rS/LeMrCwHV9f8YmciEns9At/QkLp49bO/kChQuf +OldYJpWxkLXngfZCOhfGVTmeSChlobyDrc0zJheC67/PiHvIwvQQRqjjZC7E +yPpGIh+wcPWZgYyOKVxwCF6/Yl8xC30iWNxoZS60BInLg4qI3rqd/jKnc0F4 +JSI9oICFB8tqVl5X4cKFxjlPfO+wUJQTFL5qFhd8xp6t8LrNQv9d5mV8NS6w +R3RGt+SycFWD/bhtc7iwssprhutNFmo8Omv/cx4XFF2WJzpeZ2FPFfPGCU0u +JD48b2Z3lYUbRC+GVbW5oDIQbGf7HwvF50q2Fi/mwvdVN+5uuMzC361tTy10 +uVCZobbVMovoY5/9/MZlXKiz4btZZJB+poyeDdEj9ycm31x3kYXMkz0Tx+uT +85O268zOs5Bxcf6hiwZcmHStT3ftWRa2jbs+rG3EBfqcwBDTNBZGpwUcem7C +herAS39MUlj4VD5C3sWMC6fe+debnCb8L5Sc+2zOhVm/nk4wTWKh+bPIBXGW +XCjRSDxsepKFb46HVCpYc+HD11ybtcdZeNvmkUeuLRdy39H8zY6xcIXIftTQ +jguu5zLF6+KJ32pNciUOXMjOXXPC4ggL/1M75rzDmQuHXjSmWB4i+ERpyA+5 +cmFTpmfHhlgWCnKmV57ZwoW8zoIk24MsXOkRFDPHgws7QksO2R1gIWWPqslj +Ly4UjNuKjpEs1LysLb/Rhwuvw487uYYTPeZnvXrvx4Ww/HnLt4YRf28JyY3w +54LtqZk+XntZ2L/n5iHaLi7YT9rc4ruHhRlFZp45u7mQqfYsNyCYhZuaLU31 +Qriwq17/edBuwnfZI01eKBdUjYvn79vFQmVqmrJ3GBcW7GI3RQaw8FBaPeVn +OMEr2qQldgcLHyikjDsZxYX/MhcsTvBj4Q37R/9mHuSCy99i3ikfgg/TfsKD +WC4MtNQ8TPNmoR7Ti2F1mAsmRxy/XfJkofuUNpWWo1x4v8Jwf447C9e9a9HZ +d4wLqXa7LfO2sDBildMG+RNc6NMVBNxzI7+b1u3MPsWFq2stXz92YeGlM8XJ +S09zQaOvKgWcWKg95cqj6hQufKxcepHnwMIgbVqHezoXDLT3f6m1I/maMTTj +xzkubISI5JaNLHSZHeKSeJELS6bOie60YSH9UMB5lUwuVPB8S35sYGFI9KfG +e9lcuH10tuGwJdFzbe+89f9xIeKbGVN+PfGXzYmIpqtcCKx+tFjBnIX2N/IF +oTe4kMbfnjHTjIWF/7lrTszlQnnNSgctU8L/SPbJrNtcCDqt7KJnzMKo+NAe +3btEX7+7b6xdw8Lsb3Ue1YVcUPhyy3STAQvTxl6J3Iu5cMlJW9Ndn4XJsbvW +/3jAhefzd7jvXMnCzDkXXyQ+Iv34GjeGr2DhwxLv9aplXLBkXL0Rv4yF/B8v +RcVPiJ5WRpan6RK+sjgels9If7/yVXKWsHBZWFBP83MuzNk9n1O4iPhR//7J +fS+4MOF5beXThaR+QZbmpGou3Jx3eZxQk/xOWyi8zOHCxDdBqc3zWbj95rbI +5XwuXJ6yeNfXuSwMuG2ygCvkwk4tTvKwBvGjJ7fZS8KFd4Gaf+jqJM/iRy/+ +lHGha7l+yczZLJzc0L751GsufP70vnTJTBZ+mx01W62eC9f6WRNNVYjfpj77 +8rCRC3ayu1ccppO8OVz61KaFCwmD1474TWXhkun+59+/5YJRb3NhuBLZN9f4 ++yLbuCC2tph/YgrZR02fXRgfudCRUd2ZOZmF7QlofL2TCyfjbPoKWCzs9XBb +vLqLC5ScZ1bAYOHZOfnq4q8kbwupn17RWDjjUoXKju9c8No2Q/qJwsL6A6kq +f35wYW1k/fi/8iyccGKBetpPLkx7onN48kTi/yPxixb85sLxYer6+RNYOGv+ +LaOng0Qfii4uhuNI/yvSnJ2GucBvHyiw/8fEvMD1ez+PcOGr03s7/xEmnjtR +c/bQGBf0XAcNYoaZmG+rXKE0gQdLP2jvSR9i4sXwFV13JvIgY9Tva94AE8dg +ziwzCg8M7iffr+xnYkjPR7d6Gg+GGWnw5icTPSpjLoYwedCxyGP6t14manV/ +bp4wmQeUpQ1lcj+YuFxfRzNrCg9OmPddm/mdiaVemw4sVebB+Yzzr/S6mdg5 +a4OkZhoPvAPvbNr0hYkNK9UXe6nwQG1w9uSAz0zM2V6f8nMmD+iprSqHO5mo +6R86cEqNB05HZCEZH5noM9jlrz6HB6oLOikP2pmo3LyhqXQeDw61y3cL3jOR +KjjjskmT1FdTm9b5lol9iU9ef1jIA017laSxFiZu40ndDy7mgf7XDxaqzUx8 +51TbOVmXB+ERO61WNTKx6x0cyFvGg9iotHTHeiZ+XvLfZBM9HlTF28wNecPE +BX+Cil6v4sHlpUf/nnzFxJ5xi52CDHgwf476rFsyJgaNfz88zogHLmNTElHC +xIqyU3czTAheMev13oqY+LVN21fXjAfum25oDwuY+NOwemaNOQ/GrZy+azqf +iS+OuL/1tOTB+z+p3Su5TFy0t/vWzw08eL7n92PnGlKvOnZ/ki0PZu7S5++r +YmKNCdNKw44H2jUmc9NeMNHpUo56mQMPJKGDL4qAifNPrxyzc+ZBprNDvqiS +iU8apR0drjzg7lxe1/2UiceN9stit/DA8E6SNaOCiW/3zn6p6MGDUPX1ExaX +M3HKitdP7njxILl+04SNj5noanqxzMyHB1Yf06yDHzGx0THgaYMfDwb8/rw5 +XcLEkgWWNaH+PDgcFXm78D4TP0Tr18nv4oH9pl4Q32PizklG3Vd28yB42ma1 +H4VMnJ3sSlkZwgO3yedfKhQQPiBRWxjKA42D5wtX3GHi7h1ip+1hhP//LFpd +bxM9Llt29E84D36J0pwO5DIx/cO9R+lRPDjp68/MvslE71Ubf2gd5MH48iJm +5XUmbu6YtAxiefBqzVbntqtM/Hb3Y9Tmwzzgb3F8K5fDxMj1H6u+H+XBkuMJ +RVpXmGgdQpl+/BgPrpm1vNyYzcQrb532zTrBgxWTN8zel8nELJdq6cNTPLA7 +VPLswiUmbk/yXbXxNA8q1OjXn1xg4rg1C69/SOFBduoawbtzTNynMVspJp0H +PnuXGUw8S/w2aHZ6ynnCT1DjV+00JjrGXKTduciDf8vVPzik/H/eWalmmf+/ +v2921GkmXtrTMKMxmwfbmMY5V5KYeMqFd2fvf0T/ed3bq04yUSbtNaNc48Hd +Gd+Dvx5n4vj/nN/l3ODBPkOdJ1MSmXgm8ke8fi4PaJ2ZtoYJTGxW4i+W3OaB +9dgsDb+jTHRY0d4ScJcHuuF5hkmHmbjwtOG50UIefF0xN+NBHBNzG1/bXyzm +QcvqQwbNMQS/Nw+m6JTwIDHh1my5g4S/NXXN1Y94cEr1uNWSA0xc+3LtXa8y +HpSwmQ/dIplop/XrSP8THrRHaO44Ek7yYV6f55lnPJgW9GLznTAmVu81Mp0P +PPBVFKS83svEes5rzWcvePAlU4f6bw8TF394OtW1mgfvljbVLAxholfsb/o3 +Dg+OKVRwXIKYqLopYVIin+gltpJ+JJCJn1j+1FkiHow9lp29u5OJG2KuKDyS +8GC/YrtnvT8T79nqqG+q5UH1h5bACTuYGGEwY2XHa6L/xHvlun7EXyPbHOLq +eaDoYbXR04foyUkuTLmJB0ck6RqnvJn4u2dSVmELD247xxqUehI8U4O569/x +4MK2X+c+uBM8vq4YaW3jgUXYp6UKW5nIf7JtdeRHkq8K5pNNNzPx9ePeaNYn +Hjjzfy0LcSXzZX/F3C4eTF365UK2MxMzZtlPNu3mwc7WyUZ8R5IPA7P8678T +Pe13mzdkz8T+9q0Q2kvyJOu2nZYd0esluTmUXzywHN//ZPNG4geRWtLV3zw4 +t21h4AkbJjqbFA6uHuJBYOiKrY83kP6uF4XIhnmg0z+W9MmSie7353cFjvJA +oeLw6LT1TAydpxQ0fhwf5M5eKdlgzsT7JTE/sybwocRxw51oMyYGTvOOXyHP +h5SGkPY7pmSeSc+mCSnknP7Xo8WYiSzjrJIddD6Mq38/lWXERKvQAdcRJh/G +FtMU1xoyMdatbvTCZD70yQc4hK0meXRndZGOIh8e72gX31xF9sNc9R0cZT50 +bAxJqdcjfESnqPtM50OR8FcKbQUTr+9I/DCowoevAwFS42VM5GXLF6bP4sOM +rvtO+3SZOLdeMU5bnQ+W+FL51hKib3GR88s5fJh3O2lG4yImDq5uXOo5nw+/ +BL+8mNpMLBCfV+rX5EOS7492My0mtlt+GD2jzQebm0G3IxcwUXFrTc+CJXxY +UudSdHceEwufmn56rsuHPNOsX+/nMHFYy7Fjy3I+oK52zFQNJm51/dvVq8eH +oeE+s41qhK/Bdf1J+nxwHWvfED+LifKCBZPmGfJha87n1DJVosf4fLVnRnwY +v65vas8Mcl4vNHEzJfdt/t46fzoTmYfP7ugx40Osm+Cj51QmPl32N+2kBen3 +SdSi80pMnJRLr9Kw4kOxfPt9wRQmcs++GHlizQeNqsGoCQpMfFM0x8RlIx/2 +x9+JW8MmeipekvjNjg//1Xe82M8k/Nl31B535MMEn0yrAjoTtdfZaqq78MGr +soTeQWXiCRPf+HI3PlRlz2XPpjDx5LDWR6etfMjNq3fcLE++J3Rvbuz24APv +UuWrNDkm+qa/rkj0Jvhpcc7zxxO91VcsU/PlQ7Lq+/Ny45io+9ijqGw7H8wN +B1+Z/GNg36dHy5wC+LDHedQxeoSB19SEFV938cHRqI31cJiBB5SubkwM4kO0 +NJXWM8TA7NgVH2fv4cOt3kEL7UEGarFOxpftJXo5Qa/0/81A3cM5mk77+RB5 +tDTi2i8G3k+MefU1gg+vaz8HtfYxMK9+1vHEA3wojEy/OqOXgX+1T5qqxfCh +LSRH0a2HgUkrn/4ri+PD4efjqs9+Y6B6YUWN0xE+cA7kPZR8ZeBJq5Pnu+OJ +3goPtzO+MDDiydzA44l8oERG29l8ZuClilQL9ZN8MP6ZMHiik0G+t0ULniTx +IdUm5X31RwZ+MnnPdjlD+s07IS/3gYHLF3P/fUvlg5Pxtt3r2hjYFnfi94mz +fPi2To5x9B0DfbvUfmlcIHr97f/1eSsDNeadG6y4RPxwZT/lXzMD93xon+CW +xYewozO3mzQx8ELL5Kk/LvOhoM9+OK6BgdKq2bpJOXyothqRPqtjoIsjy37e +dT7otSp+HHnNwA36bRGVNwm+ygl6Jq/I84syb2zJ4wNjq+GLQzIGfvug39CX +z4fgqQvPPJcw8KbSc8UzBeT8hcmFMREDv4ctddO8x4dtdbubzIQMLC85k4P3 ++SB6ddkzgc/AjuSGHo+HpJ+1VarVXAaaF0+x+l3Kh0350mmTOAzMeWN8K62c +Dx9y7jtYVxO+ij1oi57y4cJTt5rklwxc+jsksrqS6OPKvQNiZOBL98iubciH +HZ13dyoA4e9s5PY/L/mw0WzNOZdKBu513vvxfA0fGr02DV96Svp18A/W5fHh +aq8sp/kJA5mmm4d5Aj5MLis7olbOQJVXVuk7xOT+sN4r2x8T/eBqnX9S8v6n +oIG8Rwy88WxRbeYrwmfHtDPdJQwsi50Tp1fHhy3GHd7LHjCw4sFsXUkDH0q5 +L4MjixnYqjjnc2Az8aP/jdKKIjKvi85tubd88B7cbzSukIGTtdaH5rznw/3d +80ct7zLQ03yXseEHPpgV5A2fzmegjnvmlDcdxO8Pvui9ymNgonrT99DPfEg8 +8DZ/Ri4D7W0W19K+8kH/X5i7z00GxiSnP731jQ86mzIs864z8MMletHaH6T+ +HpM9368y0Hvu5dzmPj48i3CVrcxhYEmbRW5kPx/kD4pC464Qvx2fVKgwyIf2 +jIvW1dkMbKzueFLwh/Tbf9WbmcVAOec2idUIH+aUtRS5ZjCwsm34a/s/Ppxg +Gxr+d5GBV+brsw+NF0Cibv5Y53kGLqk9bzBjooDsC5XxS88xsDNratDDSQJY +/yjOJDqdgRYrKm/Y0wQwOefloxepDMy1O/PhC0MAMVtbdjJSGBh1NVH7OFsA +J/XKXNxOM5DacvuAxhQBCBKtYq8mMfD6w0HRUyUB+N8++PbLSQYea43U3jJN +AKwRs5iVJ4i/qPNTfs4QwFjXGacjiUQf3XJDKTMFIN9st0OQwMAGg+lB2moC +2GsWUTw1nvB7w+djtYYAFM73rvI7wkC/1nc7fOcJwMj+4UDhIQbOzLrU/XeB +ADi/CvuGYhnIPX0qJmOhACYyJJqWMYS/XY8V9BYL4LkG5dLZaAaWvptzT6Ij +gNVc67Xvohj45JbIOWiZABZeOjZ3cSQD14SU/5PXE8DTRflro8MZOPz504Pr +qwSQpnX7Uk0YA58L3ENMDASQvzJMS2kfAw24irpNawRwaGygzzeUgdPSlQYj +TATwZY32wL0QBg41eHMVzASgd3VIbzSI6MHpV06hOZn/i1vBxt0kH4vrDllb +CmDLu+Ve2btIft2c5N+xQQDX1x+y+hJA5ms/6XTUVgC3vi4MMvBnoK2qp9Us +OwEcvLmAe3I7A0+NTzAvdxBA9gZ/7wZfBi60+Wfp6iyAN4/qlmj5MDD1Zq1j +r6sA1kmCVh3wJnqpGt1+ZosAHOOUD3A9GchzT4xb6EHmLazqm+7BQFXVXf9V +ewkg1Xl3buBWct/j2zW+PgJQ2Tlw9slmBs5t2/B7xE8APzs8y+huJH9tbZZk ++QugrzZ5qpcLycu8oqBVuwRgvCqisMiJ5G9e1P3a3QJYPIsWN+bAwHcjuaN7 +QgTgmbUm0cmegfs8TZzpewVwtfpP9c1NDJwdYXovL0wAk56uNh2wZaBs6O4U +iwgB1OV0/rC2YeCOy4lx76MEEJ/R33R5AwMfssQ9sQcFUF7rNtJjycDk8ScC +Z8QJwOHI8Gbz9QwsXvjgy6PDArBpeP3lojkDu1Y67neKF0DD1NePvpgx8H2D +/4SeYwJwjvtSZrKWgZZVvVnJJwSwwon666wJAx/n/zbQShKAWpvGzk9GxH+G +ke+rTgug9uD8KUZrGKi/MCzFN1UAyyIm9qcZMNBjQbf5aLoAVi4qYXfqM5Dz +oWMs67wABv6q+a1ZxcA/U3yr9S8J4Ia9cXeaHnnef1v660wBHD3zt7BzOQOd +T7fv2HdZAJ/m2+cZLWPgRoNuU1YO0euZBQ1ndQmfsw7NuXtNAL1G4Wu7lhA/ +fslkbLgpgAslC9+bLmagqaPZ6MdcARSGr358UZvk5YTIgaP5AnhNOVv9TYuB +sfcNBmcXEH2NaNLXa5J6zJSxiiIBPOz4euLyfAY2ccInb70vgHtbJGt+zSV5 +d7ZH83eJAHR+vlywcQ7ZZ7PGLM+VCkDoVrHhpjoDM1VuhywtF8As7bxrf2eT +/DfsyhZVkPumRy9znUX8rlMt210pAParOYOFqgzszTNmU1AAt1kX++VVGNji +5uJy66UAOhOrFvpMZ+CZbtq1dTUCmD+Yc758KsnLGdv733EFkLdQZZWiMgOL +Ur0d4wRELx/msUIUGVg1OvpQRSyABb/uz+QokH04zVK9TCoAA50SX43JDPyS +vPKc6ysBPAtUaY1hMTCSLmH+fCOAAwmNKXUM4l8rpbS0BpJ3Xu2Ry+ikXo+8 +ik6zACitCy6cpjJQufT2XUGrAPB7RtenSQzcbTNsEfheAPvitcPN5RkY5jXW +If+B6PuMSC9HjsyfU55ys4PolRK+aHg8A9+glum6z//vj71l8ziSv+H2A+++ +ED87nXtS8o+OJjt1H8d9E8DdxT+cJo/SMdKWf0j1hwB8UqdrhPylo6lMw668 +j/B5enQe/w8dB27rz9/cLwD7Nee9NYfo+DueKdc/QPKtVCA6NkDHdPatL2f/ +CMBE7VJYez8dp/7717B0hORB5ueNa3/R8fk4dYn4nwDMHB54/tdHRylHXhQ8 +XggT93Ve+/uDjgfHldbSJgrBVzdqpkcPHX96676/PUkIFi/dhOXf6OidFt5v +SROCX2DU/enddGxZf2JKB0MIqtsFgqgvdDyhG6ifwBZC4m8L1frPdNw7orpD +Y4oQgvbU5az6RMfCbdcynisJwVQlbOvFDjoayw+/9pomhPl2tA2/P9BR9Zr2 +jL8zhPDdLz3IrZ2Olu+X+WfNFIJC6dDL0vd0vL9/SvlqNSHczV/pOO0dHdfT +xUr1GkI4clNf8UArHdvdAg5EzBNCv0IftbGZjrvlWz8oagphit/mlYZNdHzA +W7H5wUIhxFHdL2Q30DHNIbjWYbEQIo52Lxypo6PI5qRrj44Q6q3G/fR+Q8dF +u069P7OMzPcu6Qe8ouOOLfv2L9YTwkZxzJy5tXRcIzBjCVYJYdK1mpOJUjpu +3fu3ONBACPGfvOZ+FtPRf+C6B8WI1Ful12cjoiN1sj4rz0QI9ppG/YUCOnYH +PuGuNxNC7eZdixX4hL+HOskfzYUQtvvupXAuHW/kXHBNsBTCLPnBVQ01dLzY +9ENzjrUQbOvW0oyq6Theed14tBXC36QDCldf0tFrNOnjNjsh3GlI3yj3go6z +LEXiUQchuB84XLEL6MjJpuEVZyEc19TzFlXSsazIosLITQiat6/rLX9GRx+d +uGfNW4RQDs9MLlXQcTb/EeegB+HH6EDs33I6Oiz70TjDm/TbVfXNt4yOGxR1 +fpX5CCHjysWznFI6uqvtm7pluxCqdN/vXvKIjnVyFWsH/IWgHHc+8lwJHfvC +mPsv7hLCo4DcR0P36Tg8fXfhyiAhrK2laPkU03FJbm3P6xAhPMkvEtUU0bGI +t8EwfK8QUpqTcpcU0vHxcvFpxf1COO+e9uD8XToGpu349CCC6Hf2g97hfDr2 +pzNtnA4I4bDGh+3bb9NxZyf/Ye9BIYztmEoV5NLxo9F/mulxQujuNmlbfouO +CRanri89IoTfaN+ddYOORgVn5kvjhWDSu0Z7wnU6Lp1bWByaKIQVp39nBV2l +o+OWLnP2SSHk3A4zef0f4eeP+buiJCHc9LmhZHyFjhrllfF2Z8h8tTGzcrPp +WLHOQ+d7KsFHo2cLO4vgY6nafuasEPzDf9QcyKDj17CxK0suCCHhd9jO9ot0 +3BLF8BNdEsL1+kDDjRfouH+8mU5IlhBe2HJNS8/RUe1lznjmFSFoJR+NUj9L +x4W7tN8V5BA/1p5sS0qj4/ar7S83Xid4+sni+lPoJJ/5xd03hdB62G6jzxk6 +Xkhsv3U6TwjJ4T83CpLpSEtbcmPxHSF8PFNyeFUSHZ9+LrgtLCD8zYr/eO0k +wc/ErzT4nhCWHXSKYZ4g/jW1FzIeCCF2ZJpFdCIdbbMjvhQ8FMIi+RqTjgQ6 +vvtXN3nTYyH5P2Qf5BhPR9bMCNNv5ULgr8rnPTtCx9j/HCPPPBWCbGn1Vu3D +dKxcuefRkudCcHG5pHopjo4hacK/IhRCm5IiWy6WjtO99mzcUyUEtS+L9PYd +pKOVjetNFkcIPfZvkt4eoGOyfILcPZ4QXGvGK26MIvOvHQq2FxL+ZXnC8gii +z9zy1h4xmWfo8WPNcDo+66x2S5MJ4ZJgwesLYYTfYrWGpa+FkFX/SUNuHx2n +3ef6yuqEcOLB96thoWSeSy9+7msUgn6/jmNbCB2/TWGnTGkRQr7R5eUOwXQs +lt5bWvJWCN8Waq9/vpuOMYdzm53bhLDKT3hSJ5COj0S/Un59IPVTIkeu7KRj +XuBlmwudQhj2nHmDGUD0PC6HtaqL+PnQ/ei4HXRcbDHaVPeV1Lu98Og3Pzpu +eldxL+q7ELaeP1Du5UvHXUcbT0/vFYLTWPoc8TaCX8OWsPKfJK8KA5+aeNMx +6dwaH/ffQrjh9/P4PU+Cv0+C2/Ag8fvnOfHqHqS/7mWul4dJfjG7C9O30nHS +pw2exqNCEF9fR5uwhY4dI7ygt2PEH4dULoW70XHtu9KEwxNEkBCz06XThY4G +Bgo31eVFEBU5a90WZzoOlTcJkSKC245LffiOdLzCVh71o4tgsO9ckZEDHS0+ +o74cSwRrLYyW3LOjI6WvPfrWZBG4r5jVorGJjqNN0VWWiiKY9kC74rwtHfUc +T077rCwCo9It/Ek2dHwyfvL+U9NFcMIgmxqzgY4ZV6bUa6uSegadB75bknyR +pJsLZ4nArGzJdL/1ZD6r1LIQdRH8eOL/6Y05HY89YKxizxWBlm18p/U6OnZW +0p8WzxdBQGSUcuVaOl5TSbFx0hLB6CaD8OWmJG/2X2j7qS2C1Z8qxucZk30b +NffohSUiWOfxE1SN6Bj0xmCh/lIRLOW8KkozJPll0NTYsFwEI7aOwokGdDzp +LH/u4EoRxLN8ZsTok3PJc5eZq0VwSP/XhR8r6bjSi6JWaSiCcz/HrQvQo6NK +flvvNmMRGO6Pm9WynI4HfDeJxq0VgeCLu5bTMjqu0Nt0/8Y6EcSeTfHj6hJ9 +StqvrF8vgi25DKGJDrn/HfvcJysRWAfwdjxaTMcCpbq0UzYioE4tX7x4Eelf +Rf/Sok0imDcimXtjIR2vX9XLFdmLYCxgvI2KFh2jnKXPQp1EIL1ukZO+gI6r +2uhvFVxFkDkheS51Ph2zBz7LP9wsAp33vLojc4k/LQJXu7mLYNG5/rJBDTr6 +RqSEDXqKYOjgeP5edbIvV7s/ytomAt7QR2rXbDomGorHjPxEkB2RfsB3Fh3V +tbtd3u0QwcItf5WbVOmY+/DR/aM7RTDMUml3UiH76cTiafN2k/no71oE04k/ +HZ0Sa4JFYPXCVH79NDoer9T6uytUBKkFS70rlQkfcfdj6GEieG6Z+1FfidRb +831CUbgIWAoXMu9PoeOe3PfnHaIIH6m9sYsU6MgPStL5GS0CmXVxyi02ud/g +m/RCrAh2CqrFaizCz1Na7OrDIgi9scA4i0G+x65/1G0+KoIXOziNSnQ6Hs6M +7Y47JoKuW5dvplLJPrF7fV/9hAjmj8u+QqPQcfneb4dfnhLBLqXHVYnydPx7 +h+cWcFoEdkc7ZoybSEcs2L2KmioCtW8qV2In0HHy3NrZBekieD1mazc4juyz +inGT7c8T/gJDloSP0dBj7jC176IIGHX7DX+M0tCdAowLmSLgDDtHBI/Q8Ms0 +p+mrLxP+0se//TxMw1P/Hixu/k8EXs7h4f5/aFgU/NH60DUR2P67srp9kIav +GZ9DNW6KQHlLuPa2ARpGn3n+X1UuwWNut3VLPw3lLwfX7cwn/lv85+LWXzT8 +0fFjKr1ABLdMzinU99Hw/nQ7n6IiEfxdVFDu0kvDgrbEB473RSDiGqTW9tDQ +7Xsms79EBCu+LT3r8J2G07uT92WUiqAt/PgLcTcNPU96vV1TLgJNU131TV9p +eGLvZJd3FSJ4q6N+V9BF6jvl1sZXknzRtttu85mGOk3q7gtQBD2qRRt4nTSM +KD36hfdSBHU/9Dw2dNBw8Xl+QkiNCNZn1WdxPtDwqfrIfAWeCDoYyZOs2mkY +R1WVPRSIoHOtxbWa9zSUDM9P3CIWwb9lgzst39GQektt3V+pCCLeZXvUtNIw +/gGVcvUV0c/GebGWLTTMlnXUmdeJQOHQcV5NEw2v3XtU9KlBBM6HH5tbNdLw +69DB1ORmwqdXwRdOPQ0FXvrRum9FYKnlXrmhjobnTnYHvXovAqX+R5W81zS8 +oHl5Z9QHEbg2P/xq84qGcz9bBat2kvt+264Xymh4NKo3+vlngueOvYJNUhpO +SMhK2/6V4L1h2iGJmIZ9jy2KJ30XwVnuSi9HEQ0zX/Y23P0hgkcM3PVKQEMT +5xs0h58iGL+u6Korn4a6Sh7rf/WL4GRGn1wDl4Z3S1ROZQyKoMo84YI7h4Z/ +3n54YzQsgvyDrk6t1TTcZl62qG1EBOejvNf4VNFwTkpmUuKYCFwOnHP48IKG +R4JP9S2cIAb1yq70AKQhJJ/aLp4ohqwzbv+6ntNQJTO7NYwiBqmOJCOkkoZv +zNBnGl0My75t8O59Svha8be7gimG7Gnl9hEVNPRRsYv3mSyGTWNKIUPlNMy/ +WaY+UVEMHX8dS+PKaLjusDE3X1kMuwP8F41/TMPAzW8P2E0Xg1mmhfD4I6Kn +psvLf6qIQbf/Ywb9IQ0dHh3svzRLDC6ta9LTHtDw0IVoNFIXw/Iyk0fK92mo +ppV9sW0Oqd/TLpd9j9ynQpQ5XwzCH7OOqBfR8PyMTZ6LtMRgu7hjQW4BDRtr +32+UaothVFlnaNFdGgb/vGIZsUQMM+d//30/n/ClddxaZSmp/1pFffVtGtqq +Zbs+Xy4GlWv54ZW5RM+Jb3fvWCmGycy0Xxa3aNgk73SKuloMqZdf5ghu0HCi +00BxkaEYAuoNIp2u0/CBorTN2VgMZRs+RzVepaHqUKvqkKkYPh2quumTQ8M9 +9+Zs+2+dGArpVX8/XaFh84ecu+brxSB/rOVw6GUaZplvHtdlJQaDIxN0BrJo +KIux8UmxEYMsW2fS4UzCl0EMd8UmMVyPcKZPyqDhae2vBo32Ynh+b6dh6kUy +33D2w0NOYjjS43N+2gWSJ1tTV89zFUN8q96Mq+cIfn011bzNYsiZ38jVOktD +1zALz1B3MXyPNL9xP43o5wT1r5KXGKoTAm8bptIw5O20W0+2ieHxOLOGl2dI +Xszbt9nHTwwp+c+XbzpNQ/tJ0xTl/cXgqt/8uC6JhsdX0Bvu7hSD1e5TO31O +0fCYm32u424xNMmB2ZcTxP+zOuIGgsl9wnDL8OOkv5Vi7yuhYoCkKxGjx2j4 +25ZhbR4mhgn0pZKTCTTsYF4z6gon/cyc46wYT8MzWikGqVFiOHA2cNx/R2io +Yf3GdOVB8r7Z30atwzQUzjxg3xwrhqAJ0paSOBpWOhzYdfQweb6kiWoaS8MV +Z+uTNOPFwFg2xZd/kMyfcqlUdIycewe3u0aTvO4r/7r/hBjWaLw70xZFw4NB +a7VVksTwzddne0gkDVtzF4fBaTF4MDr9hsJpiI5HXgakiiGUHXA6cT8NXWYY +z2aeFYO+V907hTCSV3d2xJecF0Pnl8Ve/+2loX/JYM/WS2IQF2+TWxRKw03v +/wSMZYph250dbx6HkH7fBn/KvSwGzbplUotgGn73cNi3KUcMdSuf/ZLtJnk8 +MU/u1zUxrBD/XbctkOjpRNi1rJtimJfX+aR7J8nbtIdWZnliuCrY63kwgIbp +wj0Dn/LFgNbpmhR/GtZ2XS9OKSD6W24y8+J2Gi694LR/5T0x3MkKMZznR/QY +c9i05b4YqJnK8Q98aDjLdpFywkNSb8Pin2u30XBR8eZfCx+L4WZ13hmJFw1t +tsi3SsvF0L7skKO3Jw3LfqyWRD0Vw6niWybf3IkfFvTyZz8Xg+UuJdfYrQTP +vKXSahRDVTycp28h+1B96G1wlRh4i6+OZLkRPZhsHFDkkHy6mJ+q7UrDLfcW +zajgiSGjt9bmiTMNR9UyLfyEYlCMmKJr40TwNb4YTZUQ/Ld6GzU50JBROq+s +WEaebyoI221Pw/GrLMc2vxZDhP4v2Z9NNBzY/dfxX50Yhu5ruydvpKHeeOvC +3EYxTEu1pM+0peHk/CVT7FrEUDHVpKPAmoZ8RsGR/rdEv+cmfTbeQMPypurB +y21i2O6SqSixJO9D7EGLj2KwyO/a6bOe5NXu2ondnWLY0fn9Y685DX8d52ad +6xLDLb+cpIR1RM8vfAzWdBM9RPVuUTaj4Q3B5bb276Sf+Gb7PFOyX+wOnUvq +Jfx8cA41MKHhuCF5++W/xPDir8NjgRENrQ+sVmr6Tfy6gqfpvYb0F6304eiQ +GFp7H8APAxq23blcsfCvGLSvy8UnrCb7raz2imyU9FvyMGiqPg2tHMtORY+T +gNyl8rj8lQRfDfvDGnISiEVqmZEeDaPqMg7x5CWgcSdbRbqchjNnXzqxjyqB +NQL/W9uXkf15yzZrBkMCo9e8twzo0jBcpawUWRJIKIpdkaxD9tHCty2BChKQ +7S9dpbaEhnlHnzOmKEngVdR4v5JFNHwv9rJ8MlUCHuabH1lpEz0/f3LKb4YE +5vndXdqiRcOX/+rraDMlIPTrf7VXk+SxyeMlJbMlIKpblDNxAdG3lnuKh4YE +0pzWn82aR+bd/WJwwjwJuIasLtSdS/K5pDe4YIEETHG4p0qD5Glx1xeXhRKw +/5ro7q5OwwxWQdjIIgn4J4u6e2bT0CnGUC5XRwLGFrzcxFlk/9y8mGO3TAK7 +KkJPqs6koYL+C4uBFRLwznycfl+FhlPbKn/mrJLA9lOXXljNIPjapxRsMJBA +poG86ttpZJ5ly0N710hg0P1PVvhUGi5cXrAmy0QCdtd2r6Mr0/De2IiCuZkE +jF5uUriuSPLIZmHfV3MJ6B/MmmQwheTpU92W85YSOB5vNV86mXx/yClKja0l +sDbbdvdONtlv0teiTlsJbDx+pW6USfJBFPkm1U4CfhS93RcZNFxz50/nakcJ +0LomztehE/4U/ca3O0sgtY86qYZK8Cst0kx2k8DkvlWTvSk0VDJrd9PbKoGI +xwlrf8uT70nf0dRWDwmEKn+6lDKRhkNVcq+Oe0tgb9vmqZpyRD8zBtSW+krg +6U9hxfPxNGQx6iMbtxM+NY1PbhlHnrfJrY8PkICCe05M7z8qvkwIWLc4UAJ7 +gr9cSBql4rQdMx6/CZJAtZly/dwRKt7LhJWH90hgPkw1fTZMxQ21XpVa+8g8 +0g6R2x8qZlX0OdTulwDbOzrhxyAVgyYc/RYTKYGDm7nbkgaoeGAz7fz8aAk8 +KOT5zftNxVj/NAtJjASOuYSfrvxFRbtmpX8HDpH66563bPlJxfsBmS/nHJXA +w73XnH/2UnH/I7WzwgSCZ7NC75kfVPSPyN8deVwCn45MeqTVQ0U3l9Wb1E9J +4KtfdM7Lb1ScMyYy4CdLIDzRu9i7m4rZC4KXhqdIwKmn8NPQFyreilBaNjtd +ApQ73usvdFGRmc1dwz0ngde4k7f0MxUFFkkOYRclkL0e9gs7qfhI3SN0ZqYE ++iy3WezqoOLjFqOMmmwJaDWtWSP3kYqlC5YJ9v4nAd2pm7ZcbSd4FRhQVK9J +4K5SUrZRGxUTZm6xr74hgR+9XXKN76i4aF7K1dBcCQwIt5+PeEvFvH2twzPy +JbCT8916SisVPz6w8q26K4HkifHz7zVT8csFsXRPkQS8ipQ0NzZR8QF3v82M ++wTfr1fsuhqouH5otfhliQQWdCldPl5P7nuj5rmnVALWdXvZ8+qo+JWu/Wt6 +OdHLx9u38TUVZ9hsvfiyQgI8q4c7t72i4lqTe+v2VJJ59JM2jsioGH9xydB0 +lMDfrxqbs6VU/Dz2pvzlSwlsuR52wkBCxXOL7hzbU0PwztjfWi+i4s2qu1tn +8CQwSWHm1kghFdcdbFldJZDAObvtf5QEVDz1x3hOqFgC0zPWYgmPigU/Zcoq +MgmUrbpb6MSlYpNilmL1K1I/Mut5bw0VjakZqnvrJFB1c+JAWjUVafGiJaqN +hE/Fj85Lq0h/i41saprJ+8pL6iQvqFhf2rF331sJ3BnXEBeKVHSQCK7NbJPA +L90WGzZQcem8Hy2cDxJoHF5qfK+Sik+2u8zZ3ykBzZciF/tnZH6jP/tmd0nA +sjM/vaeCihTPDwLeV9IP9+nP1CdU3L1PYWnEdwk4ikcOLi2n4nPt4/+p90qg +3meHpuwxFX1WmU8T/pTA5i+fBveVUvH2OpusqN8SGKs/3DPlERVHRi5rzh0i +fGbOpT8soWLNVOPn4mGSJ9f4tq4PqLhzzWLfg6MSqNsefP93MRW3qAQzF4yT +wtMtY2sy7pH3fUdfyiZIgTsU99WgiIot8PFYnLwUPF+2PG8uIH7oUHdYSJXC +dj2l8ri7VFQ79HD+G7oUrMWq9Wp3qHjM4NrEoywpyCl/nfHiNhXVaz73LFaQ +Aj01+uiOPCoerj39sUFRCvbVlcxJuUSfzNQPx6ZKwdb8QWX+TSpWzOvtXjpD +CkMXbc9vvEHFF5yHYy2qUhA5xKf0XCN6vdk8+9Rs0u8Eu8KzV6lYtnun1UoN +KRiuz/2xMoeKXZytB9vmSkGvMH5L4xUqagQ9fHxmgRSm1DV9jL1MReqE6H8G +C6VQ5pl7QT2bis4m+Y6di6Rw7H3L7qpM4i+BZdFZHSlYTojcsSuD3LfVWdl0 +mRQcAgPjGZdIXlySHv+6Qgrbyouqii9QUbgCxmesksK9y8aLXM9TcVLr3FMW +BlL4VMksHTpL5ls3MqN3jRQWiaf6/5dORbkpdo+umBA8YhxWm6eRvBme5mFj +JoXTBx7ofk6hok2hJ33AXArqsXq2Z85QMbBuVs0NS3K/sThp+WkqPpzvlexg +LYWTUVHf65OoqGQz02PEVgohnZqRcaeoeLDPc+UdO3Kfdb3G3JNU5InUVTY7 +SuGIX1wv9zgV5ZMDqXIuUtjYr9CxJ5GKCxpXT7jvRubhnv6rdIyKC3emTfLe +KoX0mx36FfFUnPpx31S6pxTmuSpd8j1KxV+jb3XLvKVQmTdZhXKEipKARmd/ +X1I/uBaKDhG98v3ip+yQwp0Ix2TXOOK3xtiK5wFSMM9IjP4bQ0UT84X/ggOl +EHs3IPnGQZKHpYGbVIKl0HeyG2yiqbinzTSXs0cKeQy2Sl8UFU+HF1Ij9klh +UKnmYmYkyYPZD6PmhJP746n6ZhFU5KS4/pBESqF1tezP5/1U3Bx+bn9cNOF7 +lnJ7WhjJw0Oh4xbFkv6nibpX76PiZc+vmQ2HpGCj0KvSFkrFtmcU4+NHpTBj +8EDwqT1UzHXkfVlxTArxTzzbloWQfOHo3Gg7LgW+9fnopiAq0sWGAamnpHAx +c9rKhN3Ej8o9K4xPk/o5bxUXB1KxcOMmxtcUKfxwaVN+s5OK7nM392SkSyGq +ZNqaQwFELxtYrZbnpRBcFp2g6U/F48Hhb35dlILa9n/fpdup+NM4ueF6phRW +Pboad9CPijeCXTodLkvh+gNX3Xm+VGTflo2O/ieF+75T5cTbiD9y5OYUXiP4 +8JuGo7yp6Dihx97jJuFzKGvqHC8qbow/e5KaJ4W5f+xchB7kXPhD8DhfCi9a +vj+MdKfiuHS6SkCBFKaWhK3W2ErFscMfw5TuScE4vfatYDMV/26Iq3txXwpX +z8jfjnSjYk52vcW+h1IYAPnzGq4EL83+Z2qPpbDWUnBd6Ezmu1xvJi6XAsdw +4+soJyq+unNEGvtUCiqVR7XmOhI+xvUFLnouBaW+7TliezKfwxJWExJ///my ++qAd0cMGvWcnq6RQOMrqn7+JihcvUaL0OVLwWcB9JbOl4ryeu2s6eVIQXma9 +ibOh4tlRNfoFIeE3tWlwoTUVxREBHeYSKTQtnmdaZ0X0L3eU3yeTwn95H/Li +Lcn3gce+J9dek/xaobBCdz0VGxYaPHKol4K3/K33zeZk/6k1PfnXKIWRLZeK +T64j+/ibq6CohfDp//76SjMqWpoXdXq9I3juPvC43ZTkhfQjg9kuBbi5+Xuq +CRVVLIeNn36UgubmSCtjY6Jf55/RQZ9InlUJX3xZQ0Uz8t9L5YsUqHrOPhmG +RK8DKVP43VII7B6nbmlA9sH3laHRPaS/1bJxv/SpmGRcXafVJ4XwHeUTr6+i +4vSLJtYNv0gePX+wyGElFf/k3ag5MSCFjsxH+0dXUDF67m87/T9ScLJ60lqw +nOzjMv32zr/kfGZ5oMcyKl6fvvvIxX8kj8LuTKMtJXwPWV24MU4G9VePfyrT +Id8TsS6hw+Nl8FrOsnHnEvJ99q3ZzllOBsZ/33dPXUzyau67FXcnysD9k/2c +Gm2ijwHv2RMmyeCGVnJ0xEJSb50ny4Mig8p5yX3ztEj/LfUTSqgyOLpuw5nX +Cwg+V2pHaXQZfPnyxPrYfCp2eG7658eQgcapZk29eVTU+7VhYgVTBseSrmt+ +nEP8s6ZmsiJbBqe9KdbnNYheaDUaQZNl0B458bSFOslHQ+vVLxVk4GF19sev +2SRfbzi4qCrK4Nv6vMhbs4geZrZG7FeSQcUXo9luM6moeaTnskBZBvLFtp/k +Vam479ZJ3txpMlgzRSh7PIOKU/zzh2Omy+BzamnrrulUjLzktOL1DBk8y59A +V5lG8lM5ce9iVRmcbb+7VaBMxeWlZiXHZspg2/M8XqwSFUOdTw23zJLBKk6P +u44iOa/2tF6pJgOnhFjmewUqDn54evmMugxohy3b0idT0eDknf4ODYK/lWWd +OZt8ryYtcDGZK4MNIeHd/Uyil5fLyi7Ok4HCUd7c2wzSH12k0TNfBv+mmsS6 +06kYYziUZqUpg+Eqfj+DRvaP9uOJV7VkQJm7K+05heyTB5OODC6UgZWAtTFs +EhWb737957BIBl1bH2vNlyf7r2d7Yv5iGawLcV/QIEfywnXf5PE6Mnh464dF +8gSCb6nSNXddGby4FXbMZDz5fv5qp1+ylNRXaPzYO0bBq0L1V/TlMmCnzwy4 +9Y+CtBXJ4TtWkPcFKylbRyloPJCi+kxPBhA8S8AYoWBX72Ku8ioZTNEQFsEw +BV8O+x/coy+D3EuGJeF/KJj4zXA5ZzXRy1HfBq0hCn7LKehRM5TB03SD2a0D +FCz/WvHgwBoZxMZVHEv/TcHi/MAYmZEMxobf0S37KXjpQam1tokMjtfklPz5 +ScE1727MSjCVQUDGz5h7fRTcTVk+0LyWPK/zeseOXgoOyvvV6a0jerU23DPj +BwUrSvQqzpjLYNqd2Rni7xRM/nTnVqeFDM4pHmxP+EbBjTHVF0wtZVBqu36T +QTcFX1slJmdYyUBFJbrh+xcKKi/4erx3gwy8NrCO3eyi4K/vAydsbGSgdn3E +3v0zBbfEFKTcsCV89psaTf5EQYOb1Oy/G4meJ4s31HRQ8OS6yYWudoR/ztWI +2I8UNNLFqiJ7GYzrLn6x/AMFXcxntU9ylIHQZUC3q42C0s3zJ/o6yWBnY/Cz +nPcUfLC+ackTZxlccaYFub2j4EiHkaeiqwyW5XBXM99SsEbBLi3Yjfgv8+qC +qhYKTrvO4ldvlkHK3GS9mGYKjoUepqptlcGnWUf9ljdR8IrLNbsD7jJ4HBxT +3NVAQfmFEZkyDxm87A+bfa2egp41w13aXjIQXPUp2FJHQZy4au0xbxmc2mzs +PvkNBd1h3uXWbTIonzhei/uKgk4S7sgqXxlQM/OUj9RSsIE+1z/NTwY64zTn +rpZRUM1er7Zruwx4utEOPyQU9A4bsTD3J3xPv3TltpiCIrvDzy4HyOBtcTTN +V0TBwmdP1vzeKYNDP2ZcmiEkessofm4fSPCU7jWv5VOQ89jXOn830cOmKHYy +j4IX+sUN44Nl0Lx9wbA5l/CjPRTiGSKD9YpR8iM1FNRf1kYp3UP48vJbVlpN +wUdtJ/LZe2VQYtEWE1pF7lP+bh+4TwZGku4OrZcUlOQq/X0RJoOeCYdC25GC +S/b8LZwZLoPvX89MvwwU3LA+1z8yQgaWZ5XbXJ9TMPV/FFd3PJZfG5d7PIiS +FUWSraikjFRSiBJlpCKjoqisbP2UHcmoUEqhhQYhpLqOUTTk2SkziQbKyEjx +nvfP87nHuc51fdchJZa1BDFhXFCsad4zBjqWYPpFI4QJP3f6tjTVMJDjbf0H +0aGYH/F649FPMD+MRiLbw7A+1jgYb6hmoFVLAneti2BCq+DbvIlKBlqsVbM8 +LZIJ7YFpao8eM5CIwZu5308xoVzt6utjFQwUrXRzeEsUE7rXfk1RL2cgSWTe +ce005uOz4349jxjIarDs3cQZJuS2qwZcK2UgiB54sSuGCQ8fCV9wKmGgufuG +64pjmSDmIcGRfMhAb3bUv6DimfB8nqFuy33Mf72D71wTmHC7M7gk6R4+/w9W +e3UiE65MNVibFzPQMivxYckkJlidlRcRLGIgzeWKc08kM2F7dfCXZ3cZaMpr +VqvpHBMUK992hd1hIPOPpbbLzuP1o4VTa28z0Kv9+pGRqUxIbbNdPXKTgSxf +pt3np2G8evonPijA5xt93rsqA88rMWDGO5+Btj6rU0q+wASVEOsL6nmYb/+u +HvpykQkHj02b915noOSUnfc3ZTIhMj9ILi8X892idfpyFvYLhwqRA9cY6Bm1 +3nYsG/f/RdmixVcZKCAvpGjnFSaorfK2bL3CQNVj50UKc5iw4QMr89JlBvrv +wxk/4hoTtpG9gnbZDHRbc1e7Sy4TJCcup4hn4fPCP+uq60zYMjWw7t0lfN7A +xBcSedg/7fkzyRcZaN6yEdPj+UwosrP5YnmBgQ4VrH/ZWID5vHXXd0YG5iPr +sM2yW1h/gnhiL9Owfib4d0bexvUZ8GxiUxlI/bpr4Ps7+HmnZYnpecyP4VXz +dAvxPJ+tWDknhYGG9vY9OFfEhEvLQ95CMgPll5526C9mwt3TyxL/S2IgmiMg +aHqfCW0yGh4bzjLQpmyv8qsPsH9Yndn3N4GB/Nsqjk08xP4Uou5fE89ATcED +WrtLMX5mJW+Hx+H+bBX9ee8RE6S2mEwZxjLQnSUy1YxyjOebt7ynorF+dImc +9ahggmHShj9VZxjogvuPA88eM+H+3jl3Q08z0Ov/qoxkq/D/I74HGkQxUOKC +QPnAauzP+0dcJk8xkOLYYvLdEya4HZTwrIpkIJ5A+bDGU/y+4NZzoRHYbySM +v8Q8w/MvPM00CGegBYIVnZ3PsV811upOhWL+FSt2GiImzGULlFWHYH3+Gvn5 +Yi3W9w36u8KDGag9o3noZx0TGqIOiK0Pwt/HSwhsb8DfS/j1Twcy0NKrOxbe +foHx4ne462kAA0U9jNSb04j1Strg9yl/Biq8UrDHuQnnpf8+aWzyw+8b1J2u +fMWEddr7wwV8GcjH48NDiTeYn3m532qPYz6Nfes9/hbv73YrOOYY9qvGMcVX +zUyYHDiiZObDQFcq/7iptDBhd0vPN9qbgcpy/96JYjIBpYoym44wUPie6bGP +LMyvqi5Okhfu59MJi3UcJkzzHH7v8GSgm3dHbqRz8ftBR/TmH8b6Oz4wO8Bj +QrT6gnTWQaynp/sPbXvPhOuRlnMvejCQn9LnloJW7A9Ccwsc3TF/yrtNZj8w +QdTVxknOjYEuS36q3NeG/Wah+PL2Awy0dtEXvcftOA+9Nl983QX3L3+wckEn +nveCQQ0PZ4zfxGmT411M0D371051PwNduzWf2dSN8fTuxNWve3E9PK3DKj1Y +X6I2CN5zYqDIEWuB05+ZoLTJI853DwP1vw/La+vF+H7IV13jiPnl9nCbfh/W +18CLn8ftGUjb6+fvjH4mfFhz6fkTOwbqe2lUOPSVCYWZ7Mf/7cZ425fhYfWd +CaNm5m9Nd2G/+TeudPsH9vuBbzO0LQMRSUf75wxivzKo3PlmJ+5v2/dHLkNM +IFrv1KRaM5Bvc0Rs9U+M54gKM/sdDGRmpOAsPYz5zP0wILsd6+W/FkP/ESYw +M+eVdlgyUNbwRYXmUexXodYZ+dsYaMfIMYbmb9zP1WlpXhYMdO6j00TsOBN6 +Q5nFK8wxfuL2DnZPMOE/EaHe4a24H+98vxlPYT3JX2VYuYWBtqRd/ZH9hwnS +M1uKI03x+7e7R8emsb52rDcy3Yz1b8BYcNc/JpgISvQxTBioy/iRzP0ZJvTo +oAfNGxkoLXDzamEBFqzVMLl4YQPmo8+PXYfnsCCtPDlzrzEDnRQoDa0VZMHv +nKsViutxf8Qu3FIgWSB199jwF0MGyj2e0RpGsWDrzd+W9wxw3vr7cAGfZkGi +y2oI0GcgscwBW10hFqTky+0yXMdADGnLzPPCLLi15e7srB72F4eXn76LsIAl +8f71yzUM9Gj14TUWoix4/Pn6oxRdnBfi1ZILxFiQk/z3sf1qjF+dud9m57Eg +/FPf+8WrGOgzJWXtLM6Cr8+cpD/rYL73b66sWsAC5entvkXaOM88vKQuLckC +8aAnX/xXYP82FM/1l2LBauHcUMPlOB+5P1r0TpoFlZm/1Odo4Twy59Q1rYUs +ODFTPNqkwUC9435qCbIsqF/2ui1NnYG85VMrPsux4F3/1m4nNQYid7ZamSxm +wYY1MnOUVLH+eVn3XZVnwZEB/Y3flBnIc+vPhCkFFmz+W5BVugznD/R8paMi +C1ys7cXClbAeVT3teLSUBb/emF43XYrxQH9Pn7+MBa8PH7Weq4jxk2Cx45gy +C/aK1C3kKjBQqwxf9JUKCx4Umc9clWegj2mZHFU1FvgZDgt4LmYgXdbZG9Hq +LOgtqlFcuQjrZVlJYJcGCwbGru+blGWgdClRa2MtFhDzs0trFzLQqZarKy4v +Z8GWkWsqyTJYT9FBifEVLNhzubjMXpqBHtS7z+zWYUGqQM2BJVIMNF2e9evh +Sha8Un2p+lWCgYL86G+iq1kQLdQo9GgBA61mP+g/qsuCt4WVjEhxBjJ9nD7w +cg0LdotmLDOfj/PQ5MMJ5bUs2KVnu1d8HgN1B4kIn1nHggL1geKPogxUKZy/ +tFOfBY8GXRfdmstAwWkhG9cbsiAq9dZNXxEGsu5L9sg2wnhYWGllJMxAEf1d +536vZ4FexnlRSgjnX7+Tz3ZvYIGgmNr3FpqBmM5WYw83ssA+K+TzFYqB4s56 +rBYzYYGo6anJwyQD3WU/O+m9mQVXFFdrriYYKFXK5XmjKf5+a0rQ3zkMdGn5 +5nmqW1nwviG5o1GAgeTGvA9Fm7HAuFrN/cIsjc5YtaEuc9xvQycB1xkaGc+9 +oLxhGwsWuC+q0fpHo0qJC+euWLIgw8orfXyaRsc2tE9PWLGgQdIwpu4Pjbq9 +fP0dduDnbWfTzk/RKPGE9eAjaxYE1tlV75uk0W/tEF9xGxZ4f0/7pzZBo4ro +wYnjtiygQ9a7jP6m0QHL0vg3u1jgnmLdCmM0SjhQv1jTjgVL7WtPnBul0ftc +lcp4e4zn0bSle0doNNjHc+p1YIHQpceDqsM0CpVsFTDdwwLNQyv4Iz9ppDVn +xcPrTrgfKQMfYIhGcI598N9eFpRsGp48N0ijgYy3S/bvZ8GmIr01+wZoFPVr +UXeVMwvuzJQkqv/A549+fkfmAMavr9vU2DcajapUBZ10ZYGM7oa4uq80iqwQ +smK7sSAsYvOKtH4aPRIvVVnlwYLDMV5DLn00CpR8RJ0/yAJOdOGb5V9o9PCK +6OCPQ3i/8jkNU59ptD2m9qOlJwsK7bzfN/bQyKSI9e6OF9aX3A4q8xM+/8CG +V9RRFoxxHGwOddNoiTrj9UFvFrjqNZfpdtFIVF+HVeuD9WbOxjVzOmm0b6qs +U/E4C3hR+c0t7TRS2n555NQJFhwbHYvObaNRkHCXaLsvCxQLVtod/0gj/wXx +2kb+LBjk79ho/IFGG0xS7bMDWLCv1Xzr3FYakYHTZ8YDWeA1svDwRz4+f/yb +CvsgXJ//kxuFPBqZ7xX49SgY86NAYyKUS6M1jVdWLQhlwaVW5yPbODQSeJAT +4hvGgg9uu8YWsmk0+Z140RyO55UqkNPPpJHnfq7sikg8/8pDzpUtNLrVLhaY +dIoFhjqhBgnvaCS2o5Tz9T+sj9vXrtzTTKPZeDCyOM2CJV6ZJupvadTrbXj3 +1hkWDH+8dGziNY20eYryZAwL9AV1yhpf4f4WBGZ6xLLgoeFeqewmjN9HaxfW +xmH+dy1IO9JIo6luz1zFBBacstutZviSRmlzhVb8l4jxMi71XvgF7q/4ItR+ +lgWnl9vnf6ynEf322r71yfj/jiKJxXU0WqBwcfryOayH7asTI2tpxO7+lz+Z +gv1G5UW+NcL4Gmuz3ZPKgvNZz98vARpJ6K+kHqdhv7kuq/7rGY1GYidBKgPj ++XZzWu1TGm19anAm8AILDixqlbpQQyPmk1/b2BdZIHFUt+zQExrtPqC0cHUm +C3QE3/usq6bR9dg3P1KzsJ47oo1CVTRKmvvr5VA21rsPX5d/fIz7w0y9a30F +8/2f1Zp7FTTKfFScdi+HBXcNP9n/V06j2PNbo+Zew/pD3E6zLaPRNdP9J71z +WfCdc6Fv2SMavbv3y/fVdRaYqtxy/F1CI8liKkAjjwVPfbndjQ9p5Ls4Jzwh +nwWduvJxVx7QqK+t9GxfAe7fj+Atx+/j/7+2um52iwXb5boWm9yjkdsLz5qb +t1nwzNhmnmQxrqeI7iTuYjy21i7qK8T4d1rOOFiI/c139ebqu1g/7vHW1RWx +IDs++8y5OzS6GkcfV7rHAtVbw22ut2lUUvu88PR9FqTv1rddc4tGczbNDnQ9 +YIGC7KFO+iaN3rQ1rdtUwoKA0wHxH/MxP4LlE3JLsT4vdNn2II9G/wb+dPx7 +hPf3WaISfYNG1JLD613KMZ6FS+Ucr9OI1b//+tMKFnyLma+plUujWo1uYfnK +/7+vt3vmKo02wUh4RBXGz+5Fl9g5NHp29uLIx2q837ua4dtXaPTA86WfUQ0L ++Cclj0RcplGK3tnfl5+yoKd98aRNNo16WB2np56xQPd6S55KFo3WKbyQ2At4 +ng6ah6cu0Ujq96biKsSCqRxl03cXaaRoYGMlW4f5Na/aoOACjb42jP4MqWdB +9fbebaEZNFII17n6vgHPb+R6gHU6jbzWCdjov2TBvFt9FcvSsD62HhXKamSB +J1kmMXmeRiKbjjWNN+H+ls8mNqfQqH2bUKrjaxbc3NcoW3CORuXcjc6P37Dg +x1WyLjQZz69WfJVMMwvUlR/F7kzCzwf/Ewl+h/mZ+dpN5SyNzhsk/eC1YPzl +bXP8k0Cj16fXcNayWJD5U+0wM55Gjrciai+xWXBIxy3ldhyuN+7g498cFtiK +/nwXGUsjudkfpQ48FpgYvtO0i8H6MiJdXsFnwUnPyWua0TS6uaHnqXQrC5LN +jywXOEOjLWjX26APLAhKkWXzo2i0eu/hHt5HFiT8IjLu/4f50K8wu7Yd76em +6hN7CvuVVeSyzA4WiPUHu+yPxHridmbHeCcLWn+MHtGNoJGPiM4px278v5+Z +KcLhNPqiGlP++BM+//19b7pDsX5nnBmR+Yzx1mu4rCoE6+MqLf2QXqxHu1dm +pAbTSLfjVPT7L/i8j9cu9grC+h12iqvfj/vBsXi28SSNnHo1tbO/skDSxy1U +JpBGxL+Yc5PfcP7aHL5jyB/rQf65EacfLPgkn2b40o9G5yq2ulYP4PnXXd2U +64v1Qeo+W24I+8/fKweCT9AoO/fljvCf+LzpcZk7j2N90sto/viLBSPWe/rV +jtFoYbm4w/oRzL9/IrtmvWm0Z8b0c84o1uNjOZz3R2nkPqIZ+ncM50cfwrfk +CMa770tJl3EWGDRtUD7rRSMzR7nHzyZYsNzB7Je7J42C45Rdl0zhPNwrxTc6 +jPHT8WVe1B8WaFnd4Uoewvwwdn/RNc2Clfsnfgx44HnHZkab/GOB8NDs4pfu +NLpyId48b4YFIR9rDl13o5GDle4CQQE2xE2pvgx1pZFr4pUejzlsOKtqaLL7 +AI0uaaMn9YJs0DT6xV7uQqM2uZuXVUg2OEiZ/0c500hF2yIqjmKDWcZa0659 +mN8WRT59NBtiLlQvqd6L/XnbuwMWQmxom3wrecGJRjHi5U53hdlw7Ka30vE9 +NIqLct4rPJcNWWEpFhaONIoPanLzFmXDXJdV8UoONM5TkyfeiLHhid7Ojmk7 +7GchQzEr5rOhr//TDv5unF9Mi66niLNB0rWPW7KLRn+kteuGFrBBPNYxKNmW +RjPMkB82kmwY2qyt42mDv7dPXlwqxQbhuMOzJjtxvog6sltChg3k+j9fF1tj +PKwRTwtcyIa63X3fx7fT6I5NDJcrywbfpyoU24pGERV1iusWseHM0RL9+5YY +n1tb/LMWs+HmjtjoxG00sugsfD0pz4bWvTlfDlpgf/Kw09q3hA2O8b/cNpnT +6GnJ27QaRTbkNv03tsiMRi+LZGbkldhwUnbzjfEtOL+s0g34bxnu1wndQ2xT +/L3y0sEuZTYsfGlt8mAz5o/HpxObVdnwSO68XpIJjQ61BE/kq7EhxHPIxHMT +jfKsPsWTGmzwKTp62HQjjRrLlRQ8NdnwsfdP3pINNEoeMnjSqMUGa5lr43/W +06igVf2A5go2nDPZfvC9EfZPu59CydpsuOYp8LXMkEYdJmlPBnTY8OpcZWya +AY2yTs8N3LmKDRerfAyP69Po46i7bslqNlT/WkhbrcP6FnFxcsEaNphuqPyu +tpZGRycLXgTqscH9ztZ+Qg/vvz39Mm8tGzIMa6a7dWnU6uByUl+fDYmz0hrP +V9PIblLI8bIBG/Ro22M5q2g0Lnlp47Qhnsf+Q02hK2nEOyuo47KeDZfm7zR2 +1KGR4PrdKmDMBnwpbFqjjf1MKE5JaSMbXvJSfBaswPjg5KjGbML4EPuo9lOL +RmdPZa36YsKGqIH+qbeamM/9oaYWpmxIPfuot0gD6+GIyf7CLWygpvX6E9Ux +nqN+hc81YwPTyXuOlxr2R7/EvOPmbFB+ar3GTBXj/7ZwS4sFG1w2fYxUVsF8 +EgwidC3ZID8j0jlHGfuT55uNF63YsFK6zbFbCa/LxM6Mb8fzzzfrf76URi2v +jV87WbPh1guz1GuKNNp7fu+imp1sqMzl74xcgv2j65C/gi0bwmxGVfcr0OjU +ddeWqF1sePEnU8pIHu9fYqXXs5sNxQ1PF8ktxvgfUbux1Z4NXmxXg0k5zF/L +3xJ3HDA+rCKOv5fF+eLS43PCe/D/7EWePF5Io4YqH7FjTmzYKSe0JFMG57OL +0pfe7WXDbJ3v5SDp/98/KpRX72dDY6TxCgcpGs2fsaq+4MwGucCjfD1JrL82 +rQ7jLmxI4QxnSUnQ6HuXy5STKxum3jL9xsQxHjPaC2rcMP5T57hz52O9snRw +WOLBBv72qCPl83Ce+dIkduYgG97rmSVcFKNR6TaD5s+H2PDl1M5nJ0Wx3jjc +vGDuifm/P1PEYS6NcobE3Au92LCelPVdK0KjibGgtaJH2RD74N13aWEaMbZ3 +iPt6s4GXUXFqnIHvQ+ytoywfNtz43qj+nqbRvRP32/WOs+H0L4FvlRTGi4Bs +c9YJNmzs3l+bTeK85R3X8MeXDW/GOSVhBI1SU8frXPzZsD3gUOU+Qez/u441 +oQA2MDKEeOvn0OhFej9X+SQbAjJrhBUEsH+vOfo1PogNGrWhDjMzFHosNyL4 +PZgNv+3XV3X9o9AT1RgV61A2vL00s7r2L4WcjBSsS8LY8LzpWV3+NIWmDGsj +JSNwf/VOesf+oZAiw68sOBLzSVFB03OKQtaxWsMfTrHhHbtsxmKSQhIXh9du +iGJDcPaaH5oTFPoj+/LMjdNsWFyTNTR3nEJ5v+9yiWjMh/g2oaExCpWI5uh4 +xeB+bPtjyBylUIvJtdTXsRjvNj/PPBqhUNXJkgnteIyfbxXdF4cptDiZ55me +wIajRywdQ35R6LWnWMdYIu6Pwq2evT8pFP/daZ9TEhsCnRvijIcotGKqqrMm +mQ3+ofmbFAcplBak462YwoaRl0biggMUumH65G/0eTZsy02c6P1OIdMtLpl9 +qWz46pDwu/EbhU7sk9W3Ssf7m+uKFH+l0FKfgc77GdhPXsWuPd9PITenjykL +LrJByig8xL+PQkbU5y1Bl/B5x8SY9l9wffaMOR8y2XDffv0mg17cP61tL4yz +sR88+dew+DOFjh+5nXbjMhuux9i6z36i0KeRZQfJHDZ8WLBS6nM3hUrvPTc+ +chXz+eXFjpddFJILC1d4ew3jkTj1rKiTQh7r91CrrrPBRudz2fkOCn3mO4xd +uIH1sKgOBbRT6IdOyPeJPDzfTplexzYKtas97d9fgPmv26aw/iOFVPJVB+Am +G8TE5p5Q/ECh1bHlE8q3MR9a87hEK4XCS46KJN5hwyKBnF1f+RQ6K2KuMnCX +Df8NDfe+5VGoO8jKzLaIDa/F88+Xcikkww85Xl6M6+fe3pnJoVDDvJarsvfZ +UFQ4rRLBxv0ndnEiH7Bh12zOAjcW3j97RvzTQzYIWsRImTEppFfS6mBWiuc/ +ek9bq4VC0Su78wofYb4FS7nMf0ehN1PSv8XKsb+ZV+SPvcXnHQm3CajA/t+a +NPPhDYVyZ+aX8h9jPc1P84PXFOIL8OXWV+F5ytdN3nxFociO5rPXq7F/okVZ +SU0UCg2dFCBrMH8Ymdv9Gin0osIx6shTNtT7rJRxfEmhg2HfyOZnbGjw7hlf +/4JC+++Upq8GNlicKRpUaqAQKJeoZiLsT9oxfxj1FCpif0F/atmg9tNLYaiW +Quuz7Q661rPhiLm9IxdRqMDpj2hDAxt+lm+59QQoJDn58ZnGSza4PVstkvcc +779vPCilEfPns1xcwjMKCR62XjvShPWveEL6xFMKSU93Tzu+ZkPX1ZdP7Wsw +X+c8elXzBueHDdFh659QSNW5NndpM8anlNqOZdUU+vJzfkTcO+y/9+7rCVdR +aG5e7oHvLWz4dl5qza/HFBKzP2Fpw2KDiYWjxfsKjPfBqPXlbDYg9xP+z8sx +/3Zx9eS4WG99nEpvlVEo4vCxtf/xsP+OzmekPKLQXjHLDZ/5bLA8mxZwshTj +Tdtnx7ZW7O9PeaP7Syj0rZjjcf8D9p+lbUlbHlKIOhZzWqIN99Psqv7yBxSa +3h1xK6SdDWm1Un8k7lPogtlTVnsHG+w0TNh/ivE8NSwo0y42fJ+/CPUUUWiy +W97kTjcbNs/PrX9diOdptzFatAe//7yx/dFdCi08fO+N/2fc/8cZc3PuYH37 +4yX/vhf7Zdofm5jbFPKa8j9p3If14NufQp9bmE/mbzh5/WxY55wqZ3+TQj0v +ThoxvrHBOb4s17iAQh9dfO8e+84GVfqgoWo+hZaM1iiwf7ChN/zyN7E8jC/v +/Vf0B9kwGrv74fh1jN+inUuuDWG8vjib1JVLIf/MzELBX2wo7DKKaLqG9U1K +z/jIMPaLYPczpVcplC2iwW8ewXqkPXX1Sg6FlFwCQ9aMYb7f+9ccc4VCr4Zl +ll7+zQaZbG+p45cpNH5fkjkzjv+fvd7PMRvrbYh3wqFJNvxyPPZpUxaFrujK +m7+ewvoYOemlmUmheS81RVdN4/xW1kZIXqLQb5mLHy79ZQNduKDi7wUK9Ys4 +P5j+x4YyocyIvgzcz4ToJPdZNtw5fWgPMx3PN0DoRKMAB6ohdNuTNApplg45 +aQtyoD7o3c6bqRjvmuu2XyA4kG/n7n3+PIWyaru2TpEcMJqrnROaQqGaAwNm +rjQHAm20P3mcw/3tc975gsEBY66LsXUyhYY26R5YLsyB2J1P7uknUajW5nhQ +uggHzE9u1F12lkJb/s67ODGXA8F/v7wVTaSQ73LZJy5iHJC5fi9yIh7rdf3Z +/vp5HFCWPr+5J45CjYWH5LXEOXBDNn5xcyw+/4tCp7QFHLhwKE2kKoZCK6f3 +Xh2X4ABZcXdeQTSFbHWD+52lOPD35Wv182codNV21rBemgMxTiMOYacpZGU8 +fkFzIQduaiy+fCiKQjlt+3+nynLAb8Jk2OY/CrGlVh8Yl+PAaJzrgfWnKLT1 +XfA758Uc0M8M6FaLxP44pG1eL88Bqx9BIRIRFNq+f88LzSUcMLA8rDwTRqGH +06Pb0xQ5IBZk3PstFPejgvw4vpQDrXoT1bwQCiX7Jfm6LONAtk36zdpgChES +8aINyhxwTqFv3g/C8zw9WaKlygGVyt1Vl0/idUGPc7oaByYy/T/FBVLonruZ ++KQ6B9gTBxQDAiiEbii9OaDJgfJbMgEH/Ck0aBGa8kKLA5nHL36w8sPfb7Da +s2IFB3wUuA76vhS6djRb44I2BzRjWX3KJyj0rPTgnD86HHjin3hO/DjGw797 +n9xWcUC4csz8nw/WZ92gV42rOfBHVULmuzeFMg2fVems4YBXevsU/yiFgibj +Hl7S48DqZpuR+iMUCnNk3v+7lgNqD7xmS7wodNPoWtlBfQ5IiCxVyvWkEH1u +EL024EBt5ck9yYexn66u46024sDQeff80EMUEpeUH8lezwH7Iz1zPA9ivVz4 +V1pgA56/wmiQnQf2U5WDm702cuDM2dQZE3fcX+XdJ99t4kBWQlmOjhuFQqZf +PVi7mQMhY/us5V0pxMx48+uqKQeq7p+RFDlAoX2sPUbkVg58SFcemnDG+pfr +m+xjxgG308YdX/bj/n6S7GWbc+D53qZuzj7sF9FmW4224fnM1k3W7qWQ1hHq +Xp4lB67aaaiWOGH/DLdfLLydA3zDscO5eyikkLcmw28HB3ZnLqs550ihxPoC +8VZrDtjsfKgS4UCh4Fe3MjfZYLxuy8w/ao/xecVI5Y4tBy57c/Sc7ChUvuRg +9bzdHFiR69FmvptCKRuWOgbbceD1m02Za3dRaLQz4E+HPQfCOjwPq9hiP/6+ +/7aZIwdWPudsk7Sh0Ndt7Xvv7+EAb2+0ieBOCll+GpOS3ssBy2sndgzvoFBX +zu33kfs4sCf44rHu7RS67zaS17sfz4Pz80aLFebrwg+BO1w4oHcr8ttzSwpp +FO63Lj/AgX1t68wfbMN+8y9cR94Nv++1qPKaBYXOTesvjHXnwC9jZeMUcwp1 +nrvAGPDA7++05kWaUWjj5fOzdoc4cCjtYvSxrRT6JaQ1W3OYAx6TY1uct2C+ +N3jSKl4cyIn0ltthSqHUMjPpc0c4sFFqWNB4M4UMoXH52FEO+FfGCqwwwfW2 +DFo6+3DA1FVJQn4TzkvNVb4NxzhQQtXri26kUPMNzWsrTnCg6NZh/7/GFErQ +3cy+6MsBxnoKBtZTSN5HYP4/Pw5k1F1b2mFEIfU1R+wOB3Dgn+HyzGZDCjkE +hl1vDsR4vF6o+NwA64nU2tG1QRz4OSr17IE+hXgzOTtzgznw37qjJ66vw3hZ +/LCUDuXAnKP5a9LWYr2285X3DeNAY8pT0TN6FDqT2nH+fTgHFtwtm/JfQyHj +qj9CJpG4nqcxfzx0sZ4+bky6ewrr8TuN+farMX8DzaQWRHFAoy9X32wVhVpb +T94KO431VbgncN1KCsW9c9zYc4YDTZuG6tV1MJ82DnRaxWB9ywB1OW3sT+Lr +EspisZ7O3X1dZAX2V521+vLxHBAtz9P6q0Whl9Hfh2ITONCeXfRqUBP7zW/H +B4OJHPj64khklwaFlvtGBDkmceDktlZTljrOIx+dtkIyBx7p/JavV8P4U/y1 +SCOFA48TakQqVCl0SNN0Ku08B6IOqoveUcH87bbpmkrlwAhbT+myMq5He1Gz +RzoHPvZ3WSYvo5DQdF7dmwwO/ChXiT+lRCFX3a+gdxHzzXqW57uUQiLPBhuu +XeJAy0sfQw9F7EexZSw6iwPRaz1L7Jfg/BNg1OebjfWx5LuRhQL2D/8YwQ+X +OdBp/bvVUB7nEe9UNdMcDrxSi05asRjvb+66u/gq5rtdio3iIgr992s0TiqX +A9+GJDQk5LCf7N5Ze+o6B2ok5ktRshSatfcl+29wYPjjKclJGexXn/fY2OZz +QPLQfrUf0nj+fUL51QUcSHpTsKNTikLVljF/l93CfrLSLp4lSaGZ340Hzt3m +wPmHhzkNEpjPvPdNv+9g/fB5v6ZqAYVITpmRayHGS+zNO8XiWC9ancubijhg +u/iVzvX5+H7Twlmrew8/t9/8KmMe1qd8Oci5z4F7u4RD4sUotNN4pS31kANv +DBQMwkVxvfHS306UcKBCJ0z0xFycz441n20t5cCtvXJj7iJYb1r36JqW4fl1 +Tw05COP9yit6istxP37I/LMUwnr4vf+K9GM8r4JjSzYycL2Hf+6LquRAme7E +bl0a+4t487JvVdhf6h5dUaNwvuKfGdn9hAPHonJ+LyIp5Hlj3uunNVj/L90/ +OJ+g0IF9JwvVnmE9Wv2llxDE952hsrS05xwIP7MxbFKAQtrb3kX9AQ4IVFQs +HZwlUcGuhuBDtbhf0+Ztn2ZINPA7M+hdHcZ33NBd/j8SfVW0iDRo4MC6uLtn +3/wlUdoTXlL+C7xe4X8KTZOIX7IlT7SRAyIPtsZW/CFR7WA6BDfh+W9UzC2a +ItEB59ov3a844C357/X1SRK97mdLbn+D8eb+UeTSBInUIhotK95ywNetzCVp +nERX5txIUHzHAcIitj7qN4m8PF2az7ZwoMva0jhoDH9/UWDxGJMDmx7MNHqP +kkg6NMnvABv7f/4NT7cR/P30dHMThwOVh5bLOg6T6LmI45o1PA6cXZ3Tvv0X +iQbTLt+4xsd+YDZQtvkniXLDGqWFWjmQ0LEoV3+IRDYl3RkBHzCfDZRztAdJ +lL60b2HHRw4EXJpTrDxAoomK1psW7RzYq/eoWe4HiTScqw0fdXBAynE1If6d +RE0ziXz5Low344jt9Dfcr7PbIhK6sb5onrv9t59EG75Oqo98wvrn7iY12of7 +T+e0O3/mwDKNsYvfvpAolbnycmMv9s+6LRrdvbj/q6tcdPs4EBG8/R3/M4ky +ZNZqXevnwGASI6G5h0SJ3ndmGN844GpxcnfDJxK9kBNvC/iO9WosZVVNN4n2 +i/tBxw8O1H20VXrURaJ9Rk3F2wZxvjCrVinsJFFvjNyNsiGMv1P1Rjc6SKT0 +4dDVJb84sIXlczCrnUSWasU3zg5zIDH5Qe75NhJd3TN4b2yEA8v/JAzEfSTR +wb0ral3HOHDQZ2zHqQ8kGl94tOP1bw6Y6PyCk60kehR1c866CZxnM0LMjr0n +EXmqSztvEufZb/EdB/kk8vi7yEP0DwfSYxYl7ueRyOr7ntyQaTz/ch0zOy6J +tq3J6un5i/NDM0ht55BouP6Dzs4Z7Dcqr8dN2ST6nrg0pnoWPxez+mHEwng8 +caxLZQ4XAjrXj+gySRTo8XxLmiAXrAdz5i5vIVGk7cKSaYILl9I99ZXfkahe +NVTFi+KCvXJ20OJmEi1s+XSDTXMheHrFS8m3JHIzdFDdKMSFe4FKmqJvSBS9 +i1NaKMyFyD7/XPI1iU6RLubSc7mw/uEitX9NJLLdNNpzWpQLYlqy6HcjPu/P +zIQBMS70lnkeG3pJolIBSz2n+VyILxJc3v+CRFHuIt/qxbkQfezrdFcDibJn +2m6tlOCC/l6prtZ6Eq1+8dw7R5ILXGY0l1WH559fps+Q5oKj3qr217UkomJr +RANluBD3RXa8HpHom+P7b50LufDX3HDZMyBRjpBQi5UcF+Sfprg9fo7xFb/z +6eNFXFhYKFH68BmJDJ8Xly6T58LPgAbJwqckUr229OF5BS74RF1PzK8hUaf4 +g/I/S7iguvbG/KtPSPSPdqjzXMqFM9N1dy9Vk2jVcZlWthLujxFpn1pFIoXV +o783KnMhf7/bgrOVJEowGVhcrMIF9SZOd/RjEumeFbRaqMaFlu/76iIrSDQ6 +ue50jDoXJnVGKoLLMR9OJT3/qcGFBoHMGr8yEi2nZkhnLS6oNZtyvB/hfp3K +sGtazoX3c37/PVRKomvcbUV62lzwECs0cC3BfJ1UEs7T4cJ81/3xex+S6PD7 +JX5iq7jwx1Ooz+4BicxcTbrCVnNBIPPenp33SbTrvwTHPl0uNLtsbdt2j0Qv +l/3m7dbD/V711m9LMYk+GSW5wFou7I42kd1YRKJf5RaDy/W5YPnyGsugkEQW +UTpx2QZ4fv7dV9fcJdGOxE2qlBEXUqfIcJ07JDr2PKLZfz3+P5dxVPM2ieTF +e091GnPhQPiXoyq3SNTnE7Zu+0YuaHhciVS8ifGDjCcqN3HhI6mct6iARNPT +OkhlMxcG2iLeS+fjfortSk835UK2e57igjwS3f9c4D2zhQvd4mlhojdIpHxc +Y4ePGd7/8NYvjOskKsnuWttqzoUV7U88iFwSaTq8VjfbxoV5Iz+HZ66S6Gj6 +N6VHllzYodqd8SeHRM7GG1UUt3MBjSWYjV8h0cjWVzrnduD3uz8Lj1wmkfaV +5M1T1lzI8frVNZhNIrnl8c6eNlw4L1rU+C2LRK/6qqM4tng+tmK1XzJx/5+q +F5vsxvOvlHn76RKJpHKYnfftuPCrru5rx0USiQRULFrswIXjk2ILP14gUdaq +9wcSHfH52scc+RkkEni5rvj3Hi5o/Q68y04n0S0l3qzHXi4UNSXMbUkj0Rfd +MmfmPi44dK44/SYV4/kbq3aDMxfncVe66Tzut57uymIXLhDD8rkNKSSaT/Bu +yrpyYZeAu0XtORIVm9Usi3fjgnewhuDzZIyfH1/ujrpzwa7T992TJFx/r4O+ ++0F8nvo19yrPkqhHUfTdu0N43mV+OeWJJHqTInzc2JMLBUbKV0sTcD0KNlJF +XlzY0m/x4EE8icRQR/3Co1zQ3tbGKo7D/Dr0OCLOG59/4ANdGEsixT8f1o/6 +cIF/2MT6dgzut78l6X6cC/1b5t4qiCZRYQ3Fe3eCCyOy+vPyzmC8Ns5/YOzH +hYgQlJh7Gvcv7khqkT8X3o4USF2NItFMr3iYbCAXvi7pLL38H9av98I+8Se5 +cDHNxy3rFIl8d9gfHgvC5+/YtvRSJIlC9Ia9PEIwHnMChjMiSMSM+hTADOVC +tfsXTlo4idqXqMVvDMf60XSt8XwYiYQFUd69iP/zKfvtuVCst3IlLxad4sK5 +96yepBCsp44Tw4n/cQHKzEXOBpPIszBTbSKKC5szR00TgrD/CKYePHyGC2GL +eOfiTpLIZPenu5xojJ/2/v6YQBJ1nD0/vjmWCy5hGvbRAdifLmftKInjQsL5 +C6zT/rh/gf+KliRwwfWJqluUH4mC6doFKYlcGM9pmz3li/1+6+fT02e5IMcp +LYk8gfm15PDk0WSs7wK3AiKOk+hnnEVo6zku9DWUmoUfw/t5JwtYnOfC6zqu +ZpgPzi/PV6dXpHKh7KqIYqg3iaoD1muppGO9HLdRDTmK/Sek8E1GBl4H5hkH +H8F+CJFBcy5y4VrV9KEgL8xXo8fqfpe4sOnY/tyTniRyb3Ps6czEeNJ79jXw +MOZnhust62wu9FQqbA08RKIbtiy/p5e5UJEbVhJwkES7he5vXZ6D9SW9WTvA +A/tn0ejSK1e5wDKQeervTiJzzduUcC72h022+/3dSHQn6MVIyHWszzahc/1d +SeR3ZvfXvhtcGJZMfut3AONl484+h3wulBvG5fq5kGhObvVAQwEXdI8fPOPn +TCLTjEvTa25x4fv+ZUF++3G/RT9LFNzG5yt/Hua3D89zNl9X4i7Wc5W1qX57 +Mb+d+fvOFGJ+uURX+DlhvEv/l/yriAsy8woG/PZgvinkNLje48Lhrxf0/B1J +FHRIh265z4XOa7tS/B1IJNRpYLvxIcZPd+u4vz3Ga0RN/v0SjPdDav4BdthP +V1X+k3/EhcSOdX8DdpOocXCF+7kyLgTO0tmBu0i07LZC83Q5FwajLmw9aYv5 +uD1ps89jLvyT+jAnyAbzlRX4/GMl1usgbkvQThLJaLZtsarGa6foB8HWJDph +VsuqfoLrDe66FrID+4+s+hHNp1h/Er5eC92O/TZTjHH5GRd4ZlcehFnh8z8M +eiAEXDjtM9wSbkkiJye3A6GIC3vKvs+J3IbnH/1O5mst9s/W6K2nLPD8lGrf +76nnQlr246z/zHF+UTfMa2zggtHD6OkoMxLZJ+gH6r/E+vbxs++ZrSRy1Xtm +faeRC8If+GPRW/BzpTerFr7iwvWjTkmxpiTS2+whn/CaC7I7Dq+K30wiOiFG +fOINnpfJn74EExJ1f1kp5tXMBQNhqQdnN+F52B6ReP8O48XzYVzyRhJtrNFe +asHkgon8q+MpG0ikIntmXSUL43vAxTPVmEQ/9h10UOdwQfyqt2/6esznYF5k +Fhf/f+hH4gUj7G+urfcY/P/nlc5HlwxJ9IBx/EvIe9yfi5sGswxIdPrgRbWv +rTgvnZxrcEWfROs9bfycPnLhqfimC1fXkSiCuF7X1MaFm6vfz+SuxXqpE6tg +2MGFjuvM8Dw9jLe22dOFnVyoV9Fg3FxDIv8ZiUG5bi7sT/pYcFsXzyPpuXvS +Jy645fTaFq7G/Aoguv70cGGd8pZ591aR6Pq9nkM+vRjvgyNtD1ZifC13GW37 +gv2s6Vd1qQ72u57ApB39XKiKMrxbrv1/P1HXevYV58GeV7crV+A89TqMrf2d +C8znuRVPlmN+9HrH5P7AfOwt5z7TIpE3/dd4/iAXFqsIk7WaJBJU05mNGuJC +o3X2lgYNEv1dJ/j6109czxrXC43qJHqoHXbNfRjr1e19o6/VMB5nLoSxR7hw +Njzh4DtV7N/X7A5sGeNCaXTPZ5YK7t9s1fby3zjfXDhykqdMoneyLzarTnDh +8WkZ6Q/LSDTZEWqSOYnzwNJvL9qVcL1beBaMP3h+lh3x3UtJZLCxbU/oNBcW +sH/u6VXE95m6ZL9vf7GfpSsYfl1CorAX/en7ZnA+cD2oNaCA/W39r5o3s1zY +IPN8+S95ElXK3R4ynsODyRStDWOLSdRsL6L1QJAH2nm3DkwuIlHNJ4UTiiQP +8rRWpP2Vw/ys+PQkjeLBS6qGJYDXi144igsyeFA6z0aZksX3L+q/E4FCPNBY +9iVWeCG+Hx1z4vUK8yBFIXxcTAbPe7Bvq+NcHkx0ioRKSJNo7mmtZ42iPJAx +uyi8UArjeaHKRsN5PLBbKVm8WPL/+sdtLJrPg7JTsc5LJTDftTfsk1/Ag0/i +XxRUF5DofeaB3ykSPDB6vfqnpjiJRNsML89K4nqSvZg687G+/Gwx85fmwW/9 +mNo187DevVGa7pHhgfmjM3UGYlgPPFZV28vy4HKnK2eDKInWFP+NeinHg7i8 +RWOmc7He5iTYGCzmwZbuByrbRDAeNNjqRfI8qD4td9hamETHt3UIyS/hgffR +PRW7hXBeHS4cSVHkQfyZw9JODHz/kzX8MruUBx0lJnEuNJ5feXK3/zIefOn6 +Qh6kcJ6qye/9rMyDpxO7Lh4hSRS+LGrYQZUHy3rOrDlB4LzercRoUuNB6NmA +nkBBnOd/JKsaafCgqXVpXtgczCfD5zvuafKgruasb5QA9vfa6sgly3nwaEmR +ddwsgd6GRlWkreBB6tB/65NnCLTVUXxCUIcHQ7KUYfo/ApnYHt8ctJIHwucM +zbP+EkjXJeti/yr8v3VyB69NEygvMPXXXl0eXBTKSy34QyCFJEeHt2t4cHu4 ++U3hFIEssgbrNq7lQU3P1YUlkwSqTXcwLF3Hgw3NIoGPJwhk7pdapWzAgzUF +Up1Pxwl0RfOqSaYhD7bvqXSq/02g1PJIltB6HrDaf/a8GiPQLEPXJ8KYB4/V +ayKZowRqX/RMbGgDD5JWyKi9HyGQdO+SardNPIjo/tfZMUyg8n1OxzkmPHAz +9L3T+4tAr4K8tcxNeVCo7RX14yeBAlY4/qrawoMT5T2eI0ME6gmSh+VmPHB5 +0ekyNUggM8vnmbnmPGhxcjokgNdD14xDFmzjQZXXjnDGAIFUfLLdYi15UPSj +8vq8HwSyucvePWHFg/bOLK70dwJ17Biw9t7BA0Xjb7IK3/7fz75dHdY86J+5 +e0zlK4HootoDtjY8MFPmtizvJ1DDrqiT9bY8+H7Ly3RNHz7PpqUX1u3GfIl1 +azD6QqDSo7eeFNrh5zU1Dqa9BNr2av4PeQeMj+3B45afCXTPwU0lzZEHr3VT +bu/qwe/T2Z6EEw+6/P4d3vuJQAbcytLgvTw4QDfouXfjeT5G1Pd9PLAe65A4 +2kWg3JtlHi7OPNhhvE3Av5NACVnpTUwXHuR0z/4N7SCQYMJ+/a2umI+9c4TP +tBNonY/Ew0o3Hqyz2q5yto1ADsaVK5d78GDBwg870z9ifIxYVece5IGjzd3E +yx8I5BH/brvEYR7sn6xg5bUS6M9P0/44Tx6QsrOaRe/x+dULk6e8eNBafjr9 +EZ9AG9UEDY8f5cE/nr5QDY9A3z7v/NntzYPVMUrn67kEst+b9sD+GD5vg5Hy +Ww6BFkY1Bjcd50FtwelGLhvP0/q3hbEvxqPmr/AOFoE8ny9aVuKH9cotfkMf +k0DHXhlQKgE8iLQzmf+zhUCNXrbDWYEYz2KLf028I5Bdhkff3CA8ryuS3QJ4 +/XezX29UMA+EhNS7hJsJBL7hP0ZDeKDusXtQ4i2BbkhFT3uF8UCsMkNE/g2B +qjQTpdrDebBE+ss61dcEUrubss42kgcOyeYBOq8IJHv2gnvDKR5YaJY/1W8i +UMuLK5cMonigPKsls7mRQGl7brLvneZBhcLd/6xeEuipfqmsUjQP9mRqjNu9 +INAD1zqvSzG4nojCSJcGfN6mVhCOw/3uVJfwqicQ89jvpf/F88CXc+OxXx2B +RM3kkkcSeDDvxALv8FoCrdhuNuN5lgdZdcErYhHGa2h4eFsSD8a+NP9LAQJx +G6tnbc7xoHxQsjPrOYE4q8nzDSlYL3+aNec9I9DDkn2qhqk88CHc3xQ/xXzZ ++PzF/TS83yaP1ooaAp3hrvRdloHxV2M+Bk8I5HK8RCnrAuZ/+lzF19UE6hbc +3DH3EsZX630nbhWBlqX25J3OxPMp1srrrMR6JJrp+zuLB2kqUZNfHxMo6KSz +ufdlHmw6cPfAaAWBRmrXqXVd4YH8yQLOv3ICif9UnW9/lQeq0cf3COG1/LjW +nFfXeDByk/guUUageJb53w3Xsf5PeSQrPCJQTUS4QNkNHqjkJq7XKMV69fOl +mEY+D66V+P/RLSFQiZq2yrUCHsy3Xdy04SGBLss/2CJxC/tTTvTNbQ8w395Y +HUu4zYMj5TdT7e4T6JYOmfv3Dn7/yX9nD9zD/TBpa/UvxPW8E8s4WozxN82U +7y/iQZSETeHJIgJ939d31PkeD/4r3NQSVYjr2SuPWPexXjxuJ5LvEqhrJFDR +4iEPBvcrW2Tewf1TGkp4WoLnDeKX824TaGd38tTqRxgvZP7UvVsEatPaefJO +GQ9O23KPVN3EfP+7dlK+AvPn1c2++gICFdlsjct4zAOBLPHAlnwCRS4NXyxU +hf23U2peWx6BpLxbn5yq5oFO04PKvhsEalV3Ozj6BO8X2eY7ch3rjYOE9NGn +WA+XZa+bySVQ3+DPls5nPHj15dNcEby2HJy6YA88eDdU8VP6GoEW2ax2f42w +nx5Z0KN0lUDk/Cx9kzoerDg13KOdg/GusWLh43oezN1rN2J4BfM9e3h2+Qse +CGroiZtfJpD+3q/DeS+xf8ikG+/Oxv33WjC4sIkHQbu9Qg5kEeggHB9OeYXf +Fy5H3pkEynaemSHe8ODJkZOyIZcIZL2+QTr8LebzjVv/xVzEerQHrf3VjP2s +e+to6gUCofujBzxbeKC1xyb4agaBfhm6prczMR/W1TEK0wkUPEk072ZjP3l4 +5U5FGoGKv/QseMXBz0d5DnWpBJr899d1E48Hemv9JVrOE4i1wa6ygs+DlXeO +drSl4P/n9S1c0cqD0cinj7+ew/WoVZ3J/8CDsO+eub+TCaTY1DQm28YDSxXP +i4J43Rkj55/ajv3ctTJ7fhKBrByLx6lOHhSz9hTLnyWQtnFUXGQXD6RKt77V +TCTQXt1MhdFuHpzUi5hel0Cg6rXDz4/28ED2wqTB1ngCmW5JP9r9mQdt5JPY +XXEEGt8TorDnC9aruqedB2Ix//xufmzuw/wgZsyPxRBINVkub+tXHgAR8Sws +GvOr4L1fzTce5E6vMk04Q6DTVV2Wuj/w/NQUeBdPE0jmpe6KwgEeZDw3Ds6P +ItCC16yFS4d4kCiQolryH55v7TPRrJ/YXzTmfn52ikDNRRMi84ZxXgsof/Am +kkBx0acl4kawXyjEJ36IIFCK+V7lv6M8sDl8yq8/HO83Fr0h8DfOR2ezPH+H +EWh+0ozb93GMh1csbwKvx8jmFPdJHvgf0jy1IBSfz+NnfesUD8Sv5FxTDCHQ +QJ4nYTvNg/XFqm+1gwlUB2t2NP7F/fnQIGQchPn4ZE/uxhns94eD7axOEuhT +KmeqYhbPI0P/nlMggTZtvHtAew4fbudTkl4B2B/r+W9vCvLhxYeOhCB/Aukt +cdsqT/IhPuKZSKwfXu8we3GB4sOut3k5Gb64vu0JNnMZfJBYkGiUdwLnn8Xq +n6OF+LAj9Xj/w+MEEn6ievqPMB/+nrPJf36MQMaqsWoBc/nw2Ha5T7MPgfr3 +b+F/E+VDitLM5nZvjH/nQ6nu8/iwxOKF2o+jBPqp+nXXh/l8yBb+T+7PEew/ +j1sUdi3gQ3Gp6iJhvPYQkx9tksDfJ1ZryHrh/TTfsUyk+CDYus5M3ZNAx4X6 +q6uk+eDw/YrvusMY70VexasW8mGvyOc7ZocItHjertt3ZfngFSM6ZH+QQEd0 +bxYtXcSHg3lSpoc8COQr41GVvZgP5SWTBYHu2C+rk1vEFfiwc6ZCMsYN68Wi +Zb8Sl+D+vbdMz3AlUJKB2qI5S/kASaXy+QcI5C952TpMiQ8Knt8rSl0ItKso +Iml4GR+YVcPOtc6433/fMY+q8MGH3bCAtZ9AbOGLS3tU+SBMuHO79xHoJOtN +2D51Pljm1N/8tRfnT7uQdrYGH+wHvkUL4HXw+axt27X48N6CdULcCc8nRvt5 +/XI+UAIhR5buwf672miDsTYfLnu1+q5yxHkk6/mLch0+sFkjsSYOBHpcWbNH +exUf/DLq79jaE2hLmu7ordV8eP7PotXNDtenpJK9ZA0fzh05JeO/G/utT7p5 +lh4fdDTcPc7sItD0iYiZ+ev4EJ7xqybdFvvZ8s+QqI///09DOd+GQD9uvEqa +Y8iHBbWM7Ec7CWTEXOkabsSHm2uSFtVbEyi6WmbD6Ho+BNy/X8TZgf3aJUrl +2AY+/Ij33da7HftTjbf0l418mCPXPDpmRaDzvA/zD5jwQetZ/T0Kr/cXN0u+ +38wH92bbQBlLApVtsFCy3cIHlZv+FurbcF5NsTB4tZUPJ68qaxpYYD2/0uJk +as4H7oJDspbmeH5e3dE1Fnywdlslvc+MQE6j4Y/1LPlwtDdO0WcrPt+mG6P3 +rfigP+2uH7mFQMt37jJS38GHrYJ1zimmBJpYkpp0wxqfZ09Bau5m7N9l+3rl +bPjwfS/BfGiC87hohcUFWz6sPNKlULuJQForrpeL7uaDaI9eGHsjzjMSi5bH +2/Hhivqcns8bcH6uUyuetedDyOXNTr+Nsd+uf6kX5siHuuzRNhqvk09PNY7s +4YNsgtRx2fUE8smoPXRsLx9uvMybq2VEoI8BinP79vFhvDq7cr0hrkdZqsbV +mQ9bGsb9rA2wH9+6cfKDCx9ULav1XfVx/dMv9O1c+fDyXsdc/3UEOqweRza7 +8eG1nftg9FoCzdPq+mjuwYc9BZvbL+oR6DPFe4IO8kF6TmTr7TUE4j/1uml0 +mA9qHLGeKl0CDdtmZ5V78sHg9Njk69W4/w1eF3WO8OG4r7ZCxyoCScq9v3L3 +KB9OCD3e+XMl5seu/qJlPnxwLktOmYPXD30vN1w9xoee1uIPkjoEUg4e6pc5 +wQelHsk1atoYH179Uum+fEAGtZcNVmA9MYvbPtefD13mpWLblxPovcSr5LgA +PiwL+XTeRQvrLbuMNxvIhyI9GwU/TQJNxZtrhgfh+n9MVEVrYDzrRsePBfPh +DP3B/ZI6nler1+CJUD4kj/5ceFcN368iJl2+hfHBStGo7YkqgU4sWdt6MALX +O1Fe3KyC8VS/xLkzEvP5m8vZbmUCifk+/ub0Hx9MD+ueHF2G9XHZv9OcKD48 +a115jMbrip5RpZ1nMP7K7PzllPD5S3PeNkXz4aJnTsyKpf+f5+/TW2L5EO1O +FmxSxHk1UXDT8zhcv/S5lt1LMH6y62nDBMzHsZXCngo4n9UbtpYlYj74DdqE +yeP74jzPMp0kzJfp2oJzi/H985RldmEyH0SEiskbi7BeSHyJV0nhQ43I7YAy +OVwv2zDq+nk+CIWUDL6UxX4O284sSuODS21j0MeF+L7TJZFyKR3r24FvIkMy +BLqkdzlf/ALuR4PE/Tl4fbS+vTb5Ip7/kc3O0tIEepLa+Z3O5MNVFCCrKUWg +xGvXFaKz+BCz9eYnY0kCffm1dN+/bKwfPpxKWwl830w5eCP0Ch987/278j+K +zjQeq7eJ4/c5SJZoJylChRZRKEuJVJZQRJZS2ZciipQke5SKspWkRCSK0kZz +IZGyxd+9R7QIKbQguZ95Xn4/x33Odc385jczr7jPQv877v1j9CreL1Ix6fhM +IdL4aI15QDb67f4NCeekhYiaWdW9/uudMPLSNOWGlBDZrCu90PNGJ6xTNSl8 +OAP7bczylA+5nbBVWKOpQRL9W1t0zt5bncBtnzbFk8D6sSrNZuVh/cxu0B8W +x+cdilp2+Z1wUy8wTgT51RuX1pYC7DevJ/kLxHD+3OB+3KKwE5L1/YxXT8fn +S9ar1xdhvmY8LTcWxfpIZH8yLkZ/qOrVdJiG+0eo2d0X99APG/oq/UTQX78l +nNArRX++V2cXKYzz52iGbcV99I/B0PHLQkJE/9wJHa2yTtAU+ldUSAsR+xer +lUvKOyE2aJfPCwr7YXLFAvVHeL5nx9a1M3DepufI5Vd0grOLu2SfgCbli01V +lJ50gih74fDkFE22f92x/vpTrLeyzJ5ZyMe9VtvLPe+EFl9u97J/NGm4/uVU +WmUnfIl5P6A/SZPXl0+Uzn7RCb3RN4R2/qWJknVffzJgPgYWq3pO0CS2XXON +RDX2200OjifHafJo+Z7T8TV4XpFt6RfHaBKz04Ul9LITpKoHPtz+QxOm/Sb9 +yDr0jzHjDc9/0+S6IX1n8hX2Uy3z7NZfNOFI5C8Oa8B8/pya8fknTfLqV+T8 +et0Jx+r2Jf0dpcms0MtqQW86wXCV17xZyPsUP1QNve2EiPJ5xctG8LyvZ7v4 +NWN8ur2sDYZpkhumLtzX0glyhs6CnT9osk1HrcK9rRPCdn177vWdJqumzQz6 +8K4TdhUtjD01RJPO7126+zo6obm51yn1G03ejGeKcv/rhLPmJoaFgzR5qr7p +gwMT839HdyUM0MTkbOvLDlYnxBx9sfy/fppoyVuX7eR0wna9/zQGvtJkV//z +wmYu5iMubAuFHD0hc9eC3wm5n+54yPTR5Imte0XD+044+Wl/6qovNBmazH1j +2o31NyenyeQzTbT/tfXXfMD6mto/1+kTTYqdf80x6u2E8XV5XoEfaXJWYca2 +qo+YH1PP+rhemojZyMXofcZ6rc5bm91Dk6Cfi948/oLx0NlbXP6BJppzF8hr +f0U/1Dmv2dhNk3sVkqFl/Th/2GrVdnfRJKB3nKsx2An35c0P/HlPk7+5H8zv +fcP6XPpOQgpZMP6yVv17J3wT1Neo8GkiP5q39c6PTni5US1On4d8Jap96Qjq +99jo7l1cmjR92ed7axT7ra6Klg+HJjNH9SSW/OqEFNmncpFsmrS/kKm4/rsT +lEtKpdNZNJlv+9tXfqwTvp4TmVXCpMm3x0y1rPFO8DR/sriuE/X6q3JE5m8n +JITXref9R5O+OQV1VyYxXk/VXUc7aBK6MP3mnKlO+C/j0yVx5DNzk89eEqDf +PxhtXdJOk/2i509IU0xwydolv+EdTc5NXj52nmZCxaAg2KYN/34y/4SEMBPe +GI0zvVpp0iH98uxZESY80DDYfrqFJss2fbspKsqEr7tevUxrpsnyVOVXsdOZ +4Lflyo6SJtTbXO9RIXEmXL2e31P3liYeb5+rR0kwYefkn2j+G5pY1ir4M2Yw +4b+xOM1fjTSxp688jpBiQrfGzgFJ5DMp8jP+STPhuqHdA5XXNOkNf+x/chYT +7rw4H23QgO9v9Owcn80ESZu/B+zqMT4xK8yPz2XClgtZlv6vsD4eTWv4PY8J +enI+JjF1NHF2H7c+JsMEmwvuW6+9pIneNeGeUVkmWJ5P3P2wliaLPdUiguSY +EFDOCnxbQ5PkN94qwwuZON9aZnyspsmSztqOgEVM2Pqn980koUnkBf0LQ4uZ +kLv7msQ8ZE+qzfaQIhMO7Q12WAU0uaIdqzS4hAmy9z1LTV/Q5JO2419fZSac +/B48Z18V1p+k1fuvKkzgVmVEh1TSpKTG/Y33MiaMVr0TJD+nyVK36zVfljPh +Y4pCQsEz9KM/f2s91Zhg1h0uT57SpDoxouWTOhOUzPsqWU8wnsuWf3JfyYQP +R119hh/TpKLjt/DHVUzwEuleIo6858bQajcNJtC5Xp+VKtBPUqXdetYw4fC3 +0Qr9Rxivp065B7SY0HkxKtXuIU3WLWz72r2WCe2as8IPldMk/2WwwX5tJniH +ZgfGldFkITHJ7NJhwgyxpUdyHtDEVtaY4boe45F8+9ST+/icFXDk/QYmHLkv +n9ZWShMn8ebBvfqYD5mEZ/0lNPn1dG8Q34AJS/0/9Qsh/x1WoPduZELDHq3l +i+7RJKxq3jXeJiYsi/cP0CmmScZyIyOXzUy4l3up1vouTeL1bwxxjZlgaJuj +7FOE+RLWLXDegvHelnohqpAm/86L+HJNmTCm6id67Q5NjHsldZ23MWEqTyXp +UQHWm7SVFHc76t2rSq4lH/1AofG7kzkTFi5eW9F3myaT8lFcjgUTUo5F76WR +OXND25x2MOHbwuKZ8nno57OL2jhWTPCEohbtWzRpXCLPc7JhQpHUqSzrmzSJ +smr+wdnJhMYnikd8cmmSlVct7WzLhG2HUm2jb9Bk9po/67l2TJDgvducnUOT +kckAf2d7rJ9HPP3H19HPZVYVcR2YoF5UsrktG++bpDHi7Ijx9NtqO3CNJrc9 +jm/hOTGBWZQbKIIsVTY918WFCa5yLzIVrtJkxakPovy9TAjyz2zekIX11y4U +tteVCV9sNaXtMlF/1YE/+fuZMBkd7Xw4gyYHbNVO7DvIhIP3z5cnpNPEJW21 +eJcbxv/8DplbaTT5mnYmz9WDCa+bSVzVFZrwDyibdXsyQUv9E8W6jPEWmje2 +35sJj+2eJIykYj9IdHjwwYcJs4TXL5yBfIsaPHrQjwnuQweeLk+hiWpou3Gv +PxMMGte6GV+iyY8/UgvdDzMh3equ7N6LNFG7lPPvYwAT2rResUMv4P1s4vo9 +jjDh0eqo/JRkmvzc/PLD5yAmHJvgRdw7j/3hqFOv11HUh1XHwYZzNDH7afa9 +7xgT9n/02NWbhP2iJVXENxTve/TCjqlEmozN2bBs4DgTdj+zsluA3Nyst9P/ +BPrL4VzPdWexXmdkxX07yYRrlrEx1gk0EelyeHX4FBM2So/d842niajNsZk/ +IphABf3piY2jydvDo+5HIplQv+aMcm4sTXabtdeOnMH6EU0NqIzB+ePbvFVH +o/E+5er1zGg8v0/ljV8xmL9hU/XRKPz7t/WLQ+PwvKd7MqSQJZQ3FIzFM8Fa +bmq2+hma+ITP0jtxlgnfI9MyTCNp8u7zTubfROQjhWoHTmO9B/6NOHWOCb7F +616FR9AkW1VaU3Ae/fS79uGMUzSZsyj5W+QFJqydLFryMJwm9S5hD+lLTHh4 +6VJ3y0maHPrdFhuTwoTZR74UDZygSctYxoFpl7HenYsiRZHrg1q2JVxhgvZs +1gHlMJoYBYesF09HvTgcttp0nCa6YhfWnstgwoZvvludQ/E8JnIbpLLwPGlv +zEJDaNKjucDs4lUmSM9P3pN6DPtVzzm32dlMuK1xP6j0KE0kPUMSLl9nwswC +jYw3wf/3987H828wIc1I/PWXIHyuWDqckcuEPmIoIoxce4yhs/AWE2S+1Vsq +HsF8c9/EZOdhvhLzcwwCaWK4f/Z7hXzMryvz354A1Pvc/zbfLGBCvOYer2OH +cX4TnXdfpRD7T/0y3qVDNMnZ3q5aUIT94KuRS4k/+nffzGK1Yibs3Zv3pdGP +Jn9+N28ovofxHLCK+OKL+Y6Were6lAniezcqCiMr5bQefXCfCeFhgU2KPtj/ +HecrrStjwnrx3lhDb/S76m52RTkTbrJSzZy8aDL8dc21DY+YkFASKRvqSRPf +D6I+lRVMmGtfMJLqgX7/xNNo0xMmsDNFWPfd0d8irZRqnjKhaUtmQ5Mbxt+M +SJk+Z8J2pf0v+w/SJE65SqShkgmiUw5vRJElFLeKWrxgwoq8CL7KAZqkWbvM +aQbM/4e2ic37afK7hqG+s5oJYlHWyq6uqI+kdRYdNUz4afvLPnwfTfqfjIU4 +vGTCDZXqK5l7aXJqr9U9Th0T5Gvud1W40OTjWZ2hvfVMYE1Ur+twpomdddmG +Dw1MKMweuTzsRBMhqLng3oj1EGbEkEbe2u/948sbJrzaVxiy0pEmJ3tuO/s1 +Yf7lV4yZ7cF55+mJtqFmJkB0bYyXA87Dp/t2BrVi/bgHysfa06Rg2w/erzbs +X5c04OZunJ+VUoPC2pnQyp7yJ3Z4XqV3s/91YD+cxVv63pYmZY4lVZGd2G/E +6r7+3UUTmq0aLMxiwsvLj58sQG4rM16bwMbzxT1I0d1JE9nxyX8SXCYUl90P +3W2D+ara036BxwSjwTKvYGucV+c4lM95j/OPaMXBS1Y4/0mMZ6d3oZ7Yj71L +d9Dk7tNNqQs/oD/pVIQ1WaJ/rF6ZmtPDhLM/S64MWNBELgKylT8yoawvp1IM +uf7pRFnBJyYYf40bWm6O88TP9+9WfGFC/tsDK7aa0aTL6NC/0j4mlPusDnbf +jv3jQb7Wun4mZKT310Vto8kJx3NBTwaY8GnVZeXcrTTZaaFQZfCNCcnCaufA +FPtL1v7Z1UNM6B3NF/C34HyxZ2eQ6Q8mXO6QiJg0oYlB1gjv9TDW/+ndoguR +W46Y7rIaxfM1n7m6wZgmd0bM3737yYR9V5P19mzGfqghvNfhN/YPCPsYYoT+ +bBg0wv3DBN78zZlXNtEkfVVayv5x7Fcne/Y83Ij7wdwjhp8mmKDY4Kzcbojz +1TThUZ9J9H920diwAU3c59mUD/1jwvSkJtZMZEN7+4hgAfa3p9W1Gvo08eLJ +2I0xWOC1OfaplR5NHj+/su4UzYK5jPnPDm2gydzpbQq0MAvG3x2pO7eeJsf+ +a5wXL8KCyfQ07l1dnBd1Y+ZLirLAZVXUZKMOTSJMppZcms4COKKl2q9NkxBJ +vfXzxVkgv+X2PjFkkYL1jlclWNAWzcpRXYf5WP43RnEGC7JmNg5sW0sT65tR +z29LsSCpMdTYS4smn1e0TqrPxN+ndN2K00Q/Zn3cfn8WCxS3C6Tz12C/qarO +0Z7DgpdNHXF1Gjg/fveins9lQbrwvumfVqP/n2EdMprPgpjmjMvCyJOJcz/V +ybCgY0b0CpVVOI8pLPKyWMAC9dtyTSYrabLWdnS0VY4FCaF7w9xW0MTPICPJ +Xp4FFt5ma6LVcZ75Lrmat4gFms684ZtqqJeoXdwDCiywXTf3RY0qTabEfFO/ +KLJAhTV0uWc57mNX7ewPKbEgaIVvCI08aTFHZVSZBQFzYg4qLcP4aBZMHl/K +gpvH9ByNl2L9HpjVPbWMBSO6SU4HVWgiPLyrOUaVBTlGRz2jlLE//favF1dn +gVnIaPhNJZqsid//5uIKFupl2vWaJTTReLqaM38VC1qEi1/3KOL7brJGr61m +QfnKDwIa+dgeV1nlNSy4rpBnpKxAk6rh2m2FmpjfupEkk8U02RgjGqWxlgVx +0998cFuE8Vi2ov7ROha4taobx8jj/b9pyBjosEBSdOa9vIU0CR6eH1Sji/dP +O65UJ0eT8G0fmNs3sMDH++DNTwtwXp92cXuLHgv+83qzchpyzRaVl7sNWBB1 ++kH1MlmcTxbkmPMMWVCcNfvANhnMfxbFO7iJBYN5g+Le82ky8d7y+FcjFugl +GkLCPJxf/51RCDRmQY+OUEThXPRnqZttv01YkJKuv61xDk1eLStJPmWK8cn8 +KDcwmyYp+wrshbexwFNtckwCufVtslrSdhbc0I78sHIW7qMJHqKzzVkgXny4 +Y8dM3EcLV/7IsGDBjJN1bYelaXJk66dehR0sOHIpin1BiiaKoRd78q1YsPP9 +rYH7M/B8uzQGV9mwYNnO5dPfSdIkcbiG8WgnC6rZ4hqjEhgPX0tFA1sWWHlb +7p+LfPq/t+a1diyw/vb1qrY4xsfcNNLcngW5jh8+2IvRhPGhgrQ5sODk9TVa +x6fTxPSBkqSjIwv87v13LlMU9/32swe7nVjgdLx5+Nk0mrzf963WywX1PSx7 +gCdCk0B/qzXf97IgVqKc808Y/WBuSUGIK37/adY+BWS9wzPUp/azQHWoadBI +CPeH1EOPYw+y4Em2eexBGuN5tcV6hjsLfj6XUo2haKKSs270sgcL1hjK/neb +gfvs4+xceS8WyM73OFcvoEj+pIRznjcLivRHd3ydokhRfKTCSl+M/y2yQAJ5 ++5HJoXI/FlwzfvN95T+KOLyLfK1/CPUoPavVapIiHbVSpbWHWfCdcfFZ4F+K +vNlXkGMRyAKxGVtLUyYoYldpcbX9COZjhWbJw3GK3Pw1mescjPncZf24c4wi +w8qV5b1HWfDuxPXGsT8Uub4/sdUvhAUe1+T75JDF67zHRkNZcKG0XtrwN0XA +d8+K8DAWzLyXvdn1F0V0/Jx8hE+yQCj52qkzPymypDug7Fw4CzgWNbW3Rimy +sjdz2rwIFjh3S859NUKRxclsj+zTLMg3PXG4b5gi7AmN1qVnWLA6ZHq7OPJW +k+umJVEsIP6PNq/6QRH3M0tf6cRgPlVOP7P+ThHzllc7IZYFzAw3w6AhfN+2 +6L5t8VjfdfsbL3+jyAIhl8TWBPTX/KMHHg9S5NyiXbqOiSw4uCGb5gxQpO2+ +5/cPSegXYax7k/0UOcDMKvM9j/XgruKmgFx793vkaDL631iEkvFX/P12T6fw +i8hanwfc+yji3yDYKJLCApFZeyD+C0WUtlatTk5FPaW8u1b0mSJneTlqMlew +HzyyjWn6RJGT+Xc0bqShXsPYx358pMjkC5aRWgYLkvkHjsxBnrNZc29ZJgt+ +fegP0emlyKdt5TH6V7G+4oLiHHswX0Ouj19ew3i//Z0T/oEi6Tbrf+24jv5R +fqw2p5si8mcNNzJzWPDU4NuPmi6KXC0PTNmfi/nydVb9/J4imQPvhr/eZMGu +jS98xJDzLD1cgvNYsPzZnEcr+RQ5PKL6bvI2C051O4rb8ChSMrbYNq6ABQoP +k32CuRRZc3J7l3QhC5auv/8ujUMR5pX8kMwiFlCBlabP2Ph+d70FysUsOOr6 +oIbPosgpIZH64nssuCJ+3oxCzksWjdQpRT89toOjwqSIvpLJFnKfBd23fxzd +3kmRSM6TOeZlLODmHF3g/x9FWtp9htrL0f99mPUXOvD96g4dex+h/4vKRJa3 +Y/7/nqn7UoF6jdQ0Zr6jSMzBgeojT7D+uSpSf9sowg2//PrvUxakLv7euxhZ +xiuCF/sc/dEmuda4lSIThkUT0lUs2BLGuOfZQhGvxQtUsl6wQPiGyY3EZorY +LH27R4Ww4Ovb3dklTRR5GvAyo6Qa/366dt67txSplBP6uL6WBY+duh7+foP5 +NjmrV/uSBWubdrXIIR8Q3XNtxysW0D7nRzc2UuRydKAYqx77ue75JW6vKXLh +v/YzB19jPkxsHOMbUI9y0SLfGlkwcaUj6249RXoCT18OfcsCUz3Zzy2vKOL3 +6/VquhnnCf0F+j/rKCL3yq3jXAv6wa3/MmWRXzKsYmXaWHDgtAVt+JIiprVn +N998x4INnONHD9RS5PwKWbFVHSwwJ84/Ymuwvh0muI//Y4H0xpFjRdV4Pg/N +Z8ZMFuzeryfSQihSEPziVhOLBevWaV0fBYqI3biZsYfDgoX1TCNZ5HliXRm9 +XBbUL1P7ZvCCIlpNR/MO8/H9B1RuHaiiyAdxj+fj7/H+sfUH4yopcq/7Pj+m +G/vljZkr7z7H/B9ylJjZg/qr/TfV8gzP2+K65WovCz7/Pcf9+ZQiV5bWJSz7 +hH7sVFm9AFnyQiLrwWcWjA6dfbDxCUWy1B+sNexjQejr0SK3xxSxkNHLavjK +gryJP/cSKiiy7ugySbsBFrimXn527xHW7/7Qs12DLGDn1be+e0iRlL+rZvsN +seCq0YUff8opcs3dIv/3dxaEHf+6YBHy/OetplHDLEjb12FpXIb6XAw/Zoyi +X4pYnfV6gPkokSnI/MmCktN2LefuUyQikeu99DcLors/LS4rpUjwOwmdB39Q +L/qM48wSiijkF0oZjrPgzq1czuQ9iuxdWjHSMMGCe6satiohqwdq9dhN4vNv +Ryq3FVMkOV+B3/2PBbpj1/QP3aVIYV9Er78A43tw28uUImT7nb/GGGxYsjnA +/kkhRd7PzJgdS7PBtGj2CP8O3kfXTn+WMBvSyzXShZDtB+ICskXYYBT80lSt +gCIXLTVL1UTZUCVo/meVTxH+SbuJR9PZ0BawA47epsiPzGEbY3H8PccwMSuP +IlH1YuXNEmwIdri+j9yiyKGl1xWdZ7BhwZS/weebFEntKM38IsWGpM8FypLI +f35tWnx0Jhvk1HbM1crF+i+yLmHMZsP+905Se25QpGZOt9n5OWywVmiZFZFD +/f//vfxYMI8Ni0XuLM67jvlMiL+VP58Nuwt71zVmo/933jiwVpYNb5dG2v24 +RpFt+zatIAvYkHf55Kn5yPGb3Rk7FrLBamZHqcFVrM/cmR/Y8mw4Vx4/cDAL +43HDtMlzMRs8Mi+vOZtJkUFX4bpRBTbo8MciSjMokkBZNUQuYcPtrLLO/9Ip +sq9AmTlDGd//DXQn0yhyPDhuOEuFDSEji28qIQ/Eh8qoLmPDnbqmeWZXKNI1 +bWz7o+VsmBfTmBJwGetrtlicsRobPprPWZCWSpGQprvNLepsOKubf6cyhSKd +jh+U9q5kwyuvM5t7L1FEj1MU1b+KDYXjN3vFkHWOiA2FamA8JcQurLlIkSOb +p9xFNNkwt/KBicMFitw5lPglRQvPr36VikhGPciWHlNcxwbNY7UNeecp4uRx +SLpEmw0XKlUz35yjyMOQVw/1ddmgpvg6aCSJInUBzz1er2eDErm5ewHyveAd +Sg56bOivLN9slEiR4tun+j/qs0FPd0LH6yxFplR3vAgyZIO8zVHt5ASKzF5S +lc3YxIYPqoqGj+IpYvugOSHZCN/f+3cHL44i1v+iTssbs4F3Q8RbCPmmKvdM +kQkbNGL0k9Rj8X32rAvrTdlQUHr18c4Y1H/xycJXW9kgsVXl2/FoighZvmq2 +286GUN/2FTeiKBLm9FTQY8YGM6OC4Poz/6/f3QZHLNiwZiD75VAk6sM2O0Zg +yQaVC48Wz0eWj7vIOm/FBj+bwTOGpyki8mTNenkbjIet0ZB7BEWOzjh9q2gn +Pq8qdTt3iiKtReFyG2zZoFy+vqc8nCLZD9Wz6+2Qndg+3JMUCbJOXGFvz4Zl +rAsTNPJ4zrW6jw5sWGXrdFn9BEV+Nh70C3ZkQ+ywju6uMIro/uLL086YX7Zy +b9hx1L+JNOeiCxvatRQyckMpsoX756bCPjb8p7zc/nUIzksfMkJLXLF+OzYs +Gj5GEY8Tow6GB9jw3m/3N1nkHW+nb3l7kA2ls4+/MjqK8Zpk6zu7s2HacM4d +72DsNxrem/o92BCj8Sb1YhBFApMeWoV5sWHGnz/xT45QpE+b+Ez3YUNroEps +dyBFvO3OXUz3xXi+skqajnxPUq52mT8bDJYcy1oTQJG4GF+q4hAbHty9Urbn +MEX++xBhYRrABupiSXvkIfRn8z25HYFsaBir+nfHH+fPj39o9yA2DM2sWdPm +R5Hyzn2Bo8FsuCX01H/cF7+3Nflr1DE2uE/eeLAE2dgp/vDsUPz7ZccFZj4U +ubXeQpB7nA02pQb2Qd4Uoadzr2qeQP1UDz7K8qJI/5DuluqTGO+kuMW1nugv +c9zGbE6xQX399IsDHni/7L1PuiPYMPUrQHwu8ply1ZjASDYojjw/b+BOkdsn +65wZUWywdOpf4OGG/rFIe9PFaKxHl/GS8wexPuH4asVYzO/yL5YVBzDeZy+p +3Y9jw5O+B6Pv96NecyPXGCWg/lsdbokid6/ZZtJ6lg1hkkznNa4U2bT384H9 +SWwwbFq1yHEfRXKtXM/9OId+Zuz05cxeikSvLK+JTGbD/KtOz4pccF5Y3Cs8 +6yIbDk1fldbuTBEfyx+7ci+x4d6zlhOTThT5yOcWa6Yi9xh5L0XumcifXXOZ +DVEPIvZZOWJ9vdkVsyuNDal74veG7sF+F9pN9aazIUHM0eOGA84ry3YmBWey +Ydfv4WOv7Skyjc5XFL7KhqU7bS6M7MZ8aHZXX76GerEMerAQeSOfEbD0OhvW +LrTnbbHD+XSVmGpFDt7nx7j0YVuc3y0nBrfmsuHXlLNl+i6cl/b/V8W8yYbf +J05cIjux/lKvZnnnsUEhw7brqw3ma4ZV9Pht7B+Jn7TnIPPGvoUmFrChMW71 +FQNr1O+p8OMLC/H+1Sv/eVhh/6qdiCkuwngGvD90YQf2398+2YbFmO9Xm788 +saSIqOGb6uZ7bJD+a+fTY0ERQbXCiGsp6sdk/k8JZIcS79XD97GeOqPjtc0x +/ysKQqLK8L79V5VdzSgyy43XOOch+vdDl4aE7VjfEWIrbj9iQ7H/y2Nl23Be +KdBI13nMhmGzthW8rbiPTbeRbnjChvLoM/0iyA2NfqmOz9Dvd7Y/0DBF/cjG +KA88Z0P9wMszjlsoorwwC8KrMN6Jdk7RJpjvfyVeUoD39YjUv2eM3/tau/AG +YcO/iq1LmZspUi3G4WrWYDwrbstQyNsTRgpqa9kwPefq7BVGFCm9IBW5uw7r +9c6y+bs3YX8z13D/8ooNy6VMlU5vxP7bu9surAHzJfZLp9CQIgtjo20kGtng +0rHOrt2AIm5OT/dkv2GDeRF94p8+RZYmj/lrNLFhtM7lznJkFwvj89XNbIg/ +uLlrpx5FZKvSn9q2suHM85LF4Rtw3pGaGP7Uxoabkrc889fjPunrq3O8nQ1f +L8k/btXF/vzva5z4f2zIiV8w868O6nc4rPdaJ/Zf9YwjS5FzgxZaarDY8LIi +jWutjfEobiHVbDbI+s6xOrGOIi8a0zfbcdlw7Yzk67y16M/jR5s/89gwqBdp +2aKF+4abt1fYe+xH7f6scU1k7WBJyW42PExs9VdBnsxKq7r+gQ2PsgvFrNdg +vEj7Cc1eNlyy+F0SpvH/+WvFlpcf2bCh/aFL3mqKxE7mLHD4zIau4N7ZLauw +Xv00/379woaf/pFt4ytxnrX40Bf+Ffvn1NkMFeSIhvs90gPYL7ymvKxXUGTR +zNy+m4N4v6/cTSfUcR+xKp/QHkL91Soq3lbDffh+n+zr7/j79W+mt6pifbkZ +m7gMo//Es8cnluP9U6vDvo+gX4+YjS5Flj3sVRn1kw2Hn8n9slmG+VfUlpj/ +G/WqZC44uRTrkbnCs/APGzb7dc4qUMF9hFg2GYxj/2dVrXynTJGm6ZlGrRNs +0L47Zf1PiSKG72cRt0k2RC5PP6mKrHD4icWff+j/F2NLbZfgPvz5fG+igA0b +VRsGIhRxvwxOjV9MceD+2r1rihQoYmnaqFtGc2D7b+NT/y1GP0lY+9NUmAPq +D0PfMZBzfFsr2SIcqHwwrrFyEUXS5G5eOiTKgfy19Vcc5HF+f1UYRIlxoCPi +vVD0QvSrq32uV8Q5EMwyPFEiR5HG166OapIcGIrtHWMvoIhzxEzXqhkc+PO2 +6bQI8pK+v4E7pTkQMTohpSlLkbvayhc+zeTA400++S4yyFfin4bN5sC8sflb +E+ajn+io/5gxlwPWbvRQ+Tzcv7dLrr05jwOODWrXu+ZSZP/Y6igdGQ4EHE6y +l0AuCEnlN8pyQDR7qYzuHNwnRvRMXeU48P7q766Ds3F/ylz2dHQhB76VTd5P +noX7VbbDhoRFHAhS10l8NhP3/RUtdfIKHOg3z/X7LE2RtUeT9z1Q5MDcvQa7 +ZyOP5KcJbVXiwGChyLaNUjhvj/Y95Chz4OGJv0a+M9B/zsYFBSzlwICsvEma +JPav9EAD4eUc2NnssaNGAudJ6zuzM1U58PVjp+uQOPpn9+pfq9Q58Dv/0Ak5 +5BknRT7WrODAz32q2VvFsF9ZrepyWMWBQgeRhqDp6MdJBZ8HV3NgPo/+e10U +58mDxybOrOHAaV0FnTfTKOIolCEno8UBj0d7wv6IoH/lzNxWvJYD53PvvVRG +vuXZfXqzNn5vm7ysjTDOT4nT6zp1ONDz82ZwuBDOP3qJ8/3Xc6D95ybmHRr3 +kzueRyk9Dly4PGz8H0WRgyI579P0MR5LKioo5PEz63avNOTAzS9JWqsZ/5+f +VFnVGznwXPtIhZOAQSRyTno5GHFgsaO7cfwUg0jf1BD6tpkDjTluneX/GOTz +WdO7USYcEDgcCuqeZBDJhBeusqYc0G09PX8GskzzVcWSrRxY55BZs+Evg5Sd +f//NZDvqS/9JiOcEg1wbi69nm3HgRhNHK3WcQe4aZd4LsOBAvbPgN4wxSEf6 +nBsiOzggq6NSO/iHQeavGbt+1YoD54q3pS9Avqi/vUjThgNO0t7BW38zSOig +cE39TtRrSbRD8C8GmXNM4/Ne2//HO8Pkxk8GqRV9Pf+nHQfufrmt2zTKICLM +d7aJ9hzoVSpcOzHCIAfnWWUr7uHA6q4busuRz/zSH61w5IDh4SQTu2EGUSjK +3r3DGeO/xMvhzA8GkfI8+rLXhQNnLbWCS74ziJ5L9aYT+ziwx2ggjTvEIHkQ +Wz9zPwekbC7WTEc+WFvjXHAAz9+s8Fv7G4PczAqbNHTD90llaLoNMkj58buF +He54Pvc/Ry8OMMjXi45ufp5Y78oGpKqfQZ7Nj1WjvTlw57r7nIGvDFJhqDGZ +4cOBL+oBh2WRQzc4cjX88PvyTm2mfQxSaShc/8qfAyn1ygbBXxhkd4Qm7D3M +Ac8zjSU3PjPIco2e2p8BeP/rlmrNnxhEN0bmv6QjHLA/dufu348MkvLg3YhS +MAe2OfG01ZC9B+YuenYU9Xrrc719L4P89eiy3RnCAaqg7kBMD+Zv99r0vlAO +zHgeKlT2gUH6hmZ9OR3GAWWdv8Vd3Qxi4BluInMS9XLYat8M5O0/gotLwjlw +pTJARr+LQZ5Wjy/ZGsEBhZC9LO/3DHJIWjqPf5oDYqPzctP4DGIq9Ujr2BkO +TEtKP/KSxyD6o4NNktEc+Hel22yEyyCeo4+P5cWgXvy/qyki/zSRUTeI48Az +j5pZVhy8r5zkQHs8B6K5DlQ4m0Gc76Y/8TuL/rSsZKyQxSDjK5+nCCVxQC+n +9g+TySBpHaFhV89x4HJO2pQIcjOz2X9tMgdGI5fOWNfJIPb+1f5vLnBgSfZh +5YP/MQijwSbM7RL6sVXg5osdqHfFiJS/KRywGVL1etHOIL7F5k9SL+P5WGmX +B98xiFHu4/4VaRww8HzyWg7ZSfuV2st0DjwaTZpm1ob6zAk95pKJ9ciVtght +ZZD0uU1NP7OQw4zTb7cwSPzbeq3z1zhwQE1poL2ZQfb8885beh3jufXeVhr5 +If+B0oscDoSu6ilc08Qg1nm37tnncsBXD+a6vmUQOmGT6febHKAbjePPv2GQ +Yoj7Gp/HAZkNflRlI94v6kSWYj4Hnn7Uie5/jXoXld/ztIADGup5kguQpWP9 +lXYVckDY60H2tgYGyVx7aLy/CPU85qITUs8gouYK/Ohi1MfG2515rxiEJYhu +ki/hgMvlhIj2Oga5dO5a46NSDhx3EllNI/cs9+2wesABoe8LPq15ySARYkP9 +X8rQ3+6/vOVai/HyUZM685ADOgIh3+QaBplxetFGuQoO7N3QqVtVzSDfo96c +KH+M/v5iw4xBwiDT7q17afmUAxXfV/bLIYdrO8l9fsaBuhUlzWbAIDfsDE+d +rsTftz9/dvwFns+4a1D2Bepzq11JQRWDZKzf7FMGWC9fjhV2VjLIycPuIxbV +HIifp1Asgrx8kXnCpxoOJGlZVax7ziCup0bVT7/kQFcO1eD2jEH+1B/gyL7i +gArofkh5yiDftNPSyurRD0eGqJoneB9Giqvlaw4sv7pUffgxg8zbb6/9uZED +FvIcR0XkO8kfZSLfckCNJX7JuoJBTOoMReWaORCjWdES8Qjzbegm9LCFAw5J +nHklDxnEfY29pFUbB1jbQ9z45QxCsWSU+t5h/pvin0gi8w4Vbonq4AAvfMY8 +gzIGeblC8qh8J/rHM5EwvwdY7xab71cwsZ8PHP6YdZ9BzETNx23YHMgK3ubQ +WMogoxnLrQc4HFB6fL5tvAT1pcd9EMvjwJyFRrZqyF3LPJcovueAv/Be3p57 +WM/pr7OfdWE/Y/X4JxSjH9VPW777AweOTLYIP7nLIIHDi6u+92C/6FTK+1KE +8bWesz/xIwcy37DNZZCT5T9JL/2M9WA8Ora1EP049cpb+MIBTu6hkpA7DKLz +fWma01cOZFhv88svwPP4pvv/6sd+Xhah0ZmP8dw8YH1xEOOnNfuvCPLZe0pG +K4Y4sEqb0ax9m0H2DWw0fPUd/V552x2PPAYZ0d687cAwB9rcPp29cotBqhvU +902OcODXPnZQ3U2sz67JM+k/OVAavsTtVy6DHHn0pEzrN/rH0kqnpcgv4lx/ +NP3B+aa6wHH3DQZZdmFEz2cc++/THtfYHKwP8eAU4b+o5xC/Q4+uYz/R7vmd +M4n5PGgU9Skb/d58s7f+FAeYn1yvz0NeknDpc6eAAyd8G6pNr6He1DqOBFFc +2OJ0fPDYVQYJ8BUXlxLiwkaFw4vzs/A8CdqlhcJcuKd8x6EzE/sn2B8wncYF +yXcqGdOQt+8IUPwgygXpKz1dOhkMknsocjBcjAs3mF2rvdIZpGFvUp2sBBfe +Cy+MTU/DfDlduvtQkgsqCSk99VcY5Hxu6nUbKS4wmrZsG7vMIMcCUq8PSnNB +f9OaclXkJ1TK3YRZXGg1t13mmIp85WKdyhwu/HIuvnE2hUF+eV8cJHO5MLdr +g9KzSwzy70mK4t75XGg3mijqv4j5r804MC7DBdGhAb2FyGtf3Sq9soALNbYz +3llcYJCpqYfiWgu5YN7lEhiezCDtd5uCmuW5oDDFmnfvPIPUiH//4ruYCz8W +Rdbwz2H9Ocr5iipyoajYJkQK+RbTZvzWEi4ckjXT3JSE+alJvWKkzIXkFq/R +gESsT4ePG/kqXLhmdLfyxlkGiWKa/ApbxgVnzqzzbQkMEne6/Ml8VS68kshy +p5HLk9edLVfjgvgWY5O18QzSadLgabOCC0kj09Xc4xjkIz9g57eVXOiPG5x3 +JRbr4+pKs8TVXPgTOCD2Kgb9rlKwY/kaLlQoCov8iWaQxZH9ri81ueAzTVtU +FfmzylDEgbVciEoJn+kYhfNEv8TdqXVcKNBmKyaewfvPNP14VYcLz/ebrX8e +ySCzmVnqG9Zj/GPe2A+eZhCxU1IRnRu4oDFnX/gi5CTj3PfB+lzYc0pwxyoC +5wUvO8tZhphP7RLe6VMM8nqFWn3JRi7MKvaWeRDOIFdbFK0tjbhQaLfKseck +1lOqwcevm7mwOHcidw7ymYpTcfEmXBgXahnecoJBNp34pL3UFPP9/c72kDB8 +3+JjIzVbUX+suPyC4wxS8nFV5f7tXPDQ8JJgh+L8JzkrdcoM4+uzPVQc2Zqp +EHrNggvR46r9+iEMUhTr7K23gwt5tqLuh44xyO09dZ4sKy5UDnz4eP0og5hf +2hcUYoPf137s3xrMIHWBqklzd3GB5Mf+pZB3rVd5UGbLhdIyi0trgxjEUs32 +o81uLqQ0i672OMIgq2MrVL7bc8E/4ElbWiCDnDhvHXR+DxdCxV3CGwIYhBOt +0LTCiQvy84ZXTRzGflK0XLvRmQtTwiGfVyC/3+xT5L0X9Wb99fbeQwyy8/yn +laKuXJj0M/O/4I9+3JxdeXs/F/a2XN5Q7ccgW7alOm45yIXYH69njPoyiKJe +vVCvGxcWbP3Sp4Ls/FXv+RkPLoxsHWi090FO/35a0Qu/79tRnuCN94/7vBO8 +ucBelnvrmRfqY1xRc58vF7J/WmcNejJIy9obi/75cWG2RVf6YmTdUA+Za4e4 +MPPmjms2HjjPiwYt1g/AejiSWRDlziA7ltVrcQKxfrSqnz50YxBVWU+7sCAu +DDrXvvt8kEHeKthEyx7lwiOv6yOyyEmRcfD4GOqn2WaBxQEGYZ8SF3MI5ULf +dPbWU/uxXp35rr+Pc+HuRe2Tpa4MssGF8fLKCS7M73Kv+LCPQfJfHtXWDudC +2yGPsTnIZiz9hx2nuPCiQnvz1r0MMotrb3T0NBe+ru24eNwF/WFmPXvOGS5k +uG76UuTMIKtenI8sj0L/e3hsC9/p//2meJ1tDOaz+NgdaeTdF5R/j8RywbXW +cI6xI+rf4NfLlHguVAW/jTm6h0GOHlHK1TrLhW/rFf/lO+A8erQ48V0iFw4k +64az7VHfZy+fCTrHhervM2lJ5Dc/ubGzk/F+rKLkjbtRb5PR6WUXuNBdJ6R0 +xA71+/F8xa5L+FxLrvKWLYPwRyZ6RlK4cOTaoEvnLtwH/N/Kp17mguLpMGEx +5NlpQu5r07jw2gHK9HdifB/lPmlPx7+/Vel12Ab9YuYduaOZXHDoClDOtWaQ +yUGZxLlXudCTwPzUboX1fmFk2qNrXChfNFIyDXnlpg2Xdl/nQtbCFxEbdmC8 +jL6p/s7BeDH0dvtb4nm50s1puVz4YO6ulWPBIJp2NyN1b3GBc1x//jtznM+H +bxux8riwUOwFQwSZTCyUCsvHejjRP6xrhvXxSOTrgjt4Xgv46rsd69HLve1Z +IcZ3Uq8vexvGf8+Geue7XEiUcPnWuhX9oCW2cbKYC9wxxXEhZO/ZFtzsEtTj +lgQJXVMGOe6dOL7xPheUDl1U8d2C+5is6dLuB1xY9VN3S7YJzu++4fvOlHPh +rOMp31ZjjG+e5m2lR+hvi1zThZCfS3mO11Zw4VQ1t1FnM57vh5yzxxMuPKwb +FvY1YpCYizsbpz3jwsm7OabZmxjERVdi253nWD8/e8+1bmSQoJVmbWZVXJiz +pIojhHzrsaTPwAsuSDxU09A1ZJD/FB2kzhOM12rVRF8DBll6X616dQ0Xbs95 +PJCtj/V3L/ZMay0XLn/ssG3Tw/3tgL91UB2+XyWyRhjZf26X+tx6LnTZPdZd +vwHnTamuORUN2I/Hj5f7rWcQt4xD4nsauRB/pVY7R5dBYCJJauIN1u/dKy/e +6eB8EaGveK2JC7bwbcc0ZAn/U5s2tnBBz66xd4M2gzRJ2vp3t2L/HFKLPLQO +81FYlR/1jgsdMyWUc9cyyLukF0MqHVzIMfJ/26GF/XrSfkv9f1x4SVmGT0de +a5pQ4MPEfLLuaBlool+X2spKslH/5me+B6xBvcQ8SyvhYP657WW3NHAfmvFC +aSePC0KzcsKZqxlkQZpr5Sgf/Tvwg6UE8kXPG25pXVwQPp2pvGkVgzi+PiO7 +4QP6W00dI3glgyROF+Fye7jwlLh/zF+B9zu84m7ERy7kCo42c9SxPk1/Jyz5 +zIUAkV8vpJCFmLhQf+FC3J7eR8ZqDNJ6OOKQ11cuBJ/eWB6iiv7rsPGo+AD6 +PUPkcdFyzC+nIOHeIM4L7trV75cxSLZJZZHNEH5Po7ltNnIlP5wz+h3vN9DU +t3Up7s+j/TLpw+jvi9dOO6nCII9aRd30RrlQbDOpVqqM8xd0POf/RH8VU7Xr +VcJ9SNJW6cxv7O/vHsbIIAfQMWkqY1w4rpn73GIJgzwY9JZtGMd+f39g7LQi +g6jLCN3x+8sFHjPF4KEC7mdNtqbS/7igueZKXN9iBilwdvlRNsWFcOPhTnnk +6BmLC+0ZPPicfnvVzkX4e42sgAmKB1VP7yfGyuP8LPnO5LoQD2I1Zw09XYj6 +Hnm11FiEB98S6hyG5LD/rDwx7/M0HnSYva1XQt4x/dvsxOk82DqlvNFhAfaP +NsXFq8V5EL7mzbMkWbx/x3zddxI8+ORLDIkMg2i7tu4NmcGD+evp+p/zGaS0 +yipFTpoHTKUL9mrI6oapHS9m8mBhhcfg3nkMUqWeo+I2mwfCp2ISUubi/tQe +HCU6F99H96vXz8F+Fjt76O48Hhi0X27/O5tBCs+Fe9nI8OBxWHTUGmSiWz70 +U5YHq6Ie6nrMYhDxjsfRmXI8uHt82WjmTJznS5OWbZTngddX5sNmaexHMmuY +PYt48Gp/fbgQ8mvH/CvxCjxw9hs1Xy+F56v7fmDlEh70XHFSODQD/aZghkGb +Eg8sD/0dz5XEerCiVEJUePAoooPTKYHnF3u7YOEyHng4fKyWQL69LGARWc6D +thi1UiNxBpH9ObDaQ40HOZdv3jwmhv5ETKzEV/Dg+lyra0XT0b+4oSdLV/Kg +JUX9Wpcog8xNPVtht5oHe7N1bs5FTtM5IRjX4MHNmsASs2kMIjfPwj5HkwfK +l5gkQgT95dS/Z1vW8iA13YddLoz9hqSs6l+H8XZfOtYnhPP5CsmSCzo8+B0v +tmgx8pCUn4H2eh5oXpy73ZZmkMfP7rM4G3gwKGkalkDhfBPxPipSnwcvzmfe +r2KgnxX+0ltmyIPGLUt4nwQCuHjuD+PtRh7cfrTTzWZKAJqhnzqOGPHAJLn6 +97NJARQ/JRUyxjxY+f1Q2tK/AtiWl5hfZcKDXeO2xhfHBeAWvyXPzZQHP5oC +Jyb+CCC8/Hup2DYe5CVXv/D4LYClYedfl27nwf69JhdafwpgnprC8G5zHhx1 +GfXTHxXA/Ln5yyYteBBZ0myXP4zPk5R9b+7gQXzIO7NZPwQwsyvj+XZrHnQz +/5qHDwlA/YDowu82PND/vW3Pl0EB5B4MTLiyiweZv8qP7BoQwMt1/wkZ2PHA +fcIgveqrAKTVdM/37OaBmVp3g2qfAKhL6SpnHXhwsCBr2uXPArB68ee1hiMP +Zmb52Ag+CuAp7Xiq04kHcsvN8317BbD4fuXGUy48uHB0w/TODwI4IasipbKP +B/131oVs7hbAl/MXBxpdedDXv/5H8XuM50Eh5pEDPCg5YBIiyxdAfd+pVlk3 +Htxbt3N6DFcAo0EUC9x58CzJNf87WwBZthe+eXryYDTZz8aZJQAnvuosKW/U +m2fQtPpOAYwdbDF+5MMDDYMjDVr/CWCzbkyUix8P1qz3SLveLgCNe9tbhQ7x +YHeMRaD4OwG0yCxeefcwD46bL7EPaRWARaNI2q5AHtQ/7N3W04znlaGkJo7w +4OW3C6ZWTQKQtJt1OTcY46OobP3sjQDWvNNVNTuGfhKa5b6sUQDfPx1r/BGC +9awwGpvSIICpnrcnMo7z4JqxevnUKwFoLdq4wegED85KGQ761gngaF+jSN9J +rK9SVU1mrQBeZxztvnCKB3U7+8+Y1Ahgf5TBa93TWN/Kp9+XEgEcGlcmXZE8 +mLHz41Z5EIDdrpV18VE82Cgm8zyhSgBJH+xZGjE8EITN1f/1XAC3/+aNM2PR +z9rYrw48E4D1Lxm1yHgeZG1y39f8RAB7lB94qp7lwfmR+5T+Y9Qv50hZayIP +tOSq7hc8EoBpoLNk2DkeeH+O9Zv7EPW8IeDokmQe6ni61pkyAQwmlvS/voB+ +s8pYeOg+fv+ZXEDQJdSD+Joep1LM16JH1MJUzPeOljf19wRQJHb6Zu1lHqSp +L6peVywA146wnf5peN62+TW5RQKIac+XmpfBA5uQp81ShQL45yLKqcrkgaQ5 +/eVkgQDevLpW7nkVOXJI/OttAUzz8r4qnc2DMIuTevZ5AuhL9bv05DoPmrtu +H6u9KYBXtwquHLjBgw+BfpVrcgUg9W3RHfGbPOBovZa6noN6ftXSUH6LByuc +Kv0lrgtALe7FH5fbPLiz0Ljz+DUBeEcPrJtWwAP/YgeLz1kC+DZ3T2TpHewX +myfe2GYK4P4lEc6eItTjrOV7qtMF8M7m12a6mAeXd3G/r04TQHSh6pO793iw +WW9u6rXLWJ+jNwx2l6J/Cpo3i6eivmNcW6bu82AaZ/pk6CWMf4VH4J0yzA8D +qj9dEMDnrocKux6i390dSrFNFsCBPVb8v494UD7rSkD1OQEIQtcW3n7Mg1z/ +UgeNJAE8T/OItn6K/vpTzyL7rADuSn72G3/Gg8KedeYSCQKYrlVx8FYl5icw +yy4sTgCKrkyvHS/QPzu9fb/ECGDvoPnJP4D6sslO2h2NetGanZ1bzYOm+dpP +as8IIPvs6iaLWh6EeKz6oRkpAIZFrsTvl+hnIdFrb0RgPlv89tx4hc/j1kVJ +nRJAWcCFcvMGHmS3GPLCT+L9Y2cs+vWaB9uSr20eCBPAY+8vl3Pe8ODG1I4y +x+MC+Bq8eKF5Ew/W7rVe3RCCfsh4WPqzGfvD5+xHOscE0O9ZuCunFePD0tl+ +O1gAXRRD2PwdDyQCZT7PCRLAW/WntT/beTDQb3AhKlAAyfqdl3L+44FdfJ7J +8GEBLEvec9iciXqNthDaf0gAheGbHX+xeFC0WKO52Q/1cCBl1w0OD1zTLfMM +fQXglWbpZMHjwaJVubHF3gLwDTkS+JvPgxQF9aCFXvh9Z/pKbhf245KPPoke +Ajicy2iw/ID6kmv2H3cTQHfuIbGxHh5czOs94X0Q/fuJueOtj9hPzildZu4X +wIxNmY+tPvMA5iY82eoqgI+XnFQmvvDg56lZfY/2op4kLubc/op+I16ptNQF +/Wa6vtrOAZxv/sZ4X3YSQFCPS/XkIPafKz5PhRwFoPz7t9edIR4sW+A1L9hB +AD+uiy+y+8GD/MYT4T27BVCwPrNbMMyD1d9yh3baCWC1Ql7Z3VEe+L5k+1Xv +Qr2WrEx1+MUDn8sKP9fsxHgar4sS+oP5zA2Mv2EtAOP1ladLx3igs6Zx6Uwr +AWwcqEtynsB6jlVrOW0pgE1PduWLTvKA/Tkp+ru5ANr/urWU/0O/yxwydjVD +Pc7+O22/gAdxvVYzWrYJINNxwQ5Jig9j4kU9G7cKIGEVyX1C88HB/l9NyRYB +nB74IewhzAcfya0li03w/D+KQ2ZN44Pp0TN5yZvx+1m/fleJ8sHsv+LbU5vQ +70zfxvqK8WFlaN2DwxsF4GyjpSwjwYe+3IaG9wbYH2TUWmol+VCfXd5vpS8A +3YkHZwOl+OBZHi0DG9Dv7Zp3LZrJh6IVOtYa61HfcafVG2fx4a11w6UcHexX +A69mhs7hg4mPbpe0tgBe9N4WUZnHh57qSN3ItQLgv10k1jYf//5WbtYPTQGY +iaxZGCHLBw/H9OkH1gjg0gBff4UcH9xWuZ5pW4319V7Vj7WQD698fwsbr8L4 +GswujF3Eh14Xp9SyFQKwdL/6S0uBDzbWCSuV1QXg8qjOpluRD//On2pNVRXA +leSUZ+eV+CDjoXtaeLkAVK2F1uqr8EF5Sfn6Y0uxf9gveNa3lA/fpYYmPykL +oEKo0zptOR8yT356Y6+E/lWh99NEjQ9RD9Nu1ytifJq3Fwyr82GfqODsegX8 +XjHlk7OSD6tqFoYVLsJ+X+K5YcdqPqxb2x8kJy8AWZ0w2b8afJhZ6BWaJCeA +1Jt60wo1+XAt6FLcpCz2K7ti2mEtH8S63G8cksF+eLdlhog2H1oNu16+nyeA +WrH85eU6fHjw/t+o9VyMR/MamwPr+VAz68Wq6tnYn5yOxEvr8cF++aIgrVnY +P6R8mqr0+bAwULb6ljT2d8sFSv6GfBg3uCc3T0oAC49Gx8pt4sPaLlZEnCTW +65c7fxqM+GB+J+PbH3EBhIgmHQ815sP8/q+ePmKoF+0V05dt4UPx79f9HFGc +x9oT8ztM+RCqqBNmOQ39zviubfQ2Pix7tmL2C2EB1H08L61lxofH8+880hAS +QOvCdZxucz4Enr3jlksJoNIsp/yCJR/ee6jLz2EI4EZr69WNVnz4IFDvipma +grLZjSnfrPmQfreg+PfkFGwNOpdxbScfjlZlx3j/nYKOnQvuWdjyYXWiuBdn +fAo+zQlqnbDjQ53ngK3l2BSsWJhBF9nzIemOocWL31MQ0HjOxHEPxv/2lOWa +X1OQE7MzdboTH3TKVjjeHJ0CKP4y/NgZ9bCsJmDuyBT8um3j6rWXD5YOcDHu +xxTEt5/nznflw+FripVjQ/j9jBuer/bzIc6yd9j32xTsc0xkhBzkw5cXwlr8 +gSmoOW5ZuNSdD6oWUeHW/VNQ5dS3/z8PPiw3c2yr7psCNTfX5bFefBCfFb9m +3ZcpmPhVNrnOB+v17/Ss/E9TYB36sfujLx9S9vNmLPg4BTYWv9ov+/Phd+ZU +UlLPFDh3fv5vy2GML+PQ3KnuKWCHP/v8M4AP3kMqBYFdU7D71pFpt4/wob9S +eUsvH89fMkN7dzAfXF55DuzmTYGW0MUgkWMYP4+Baw2cKdgybeLFoxA+SP8s +2aPPnoJa+R1ynsexfppKFpcwp6DlbmLM/BN82GjVN6TYOQUPZR/+e3WSD06t +e16ndkzBfw2NsaGn+KB2/9+9ae1TULikVV71NB9emnVcC2vDeCXU1bAi+XBh +nH1lsGUKZN2LQ89G8UFDXjLTtXkKti+I09eL4cMNKe/8d2+nwF3KTmoglg9S +qweqTN9MwZlCmR9X4/lAs1K6nryeApbNu27Ls3ww9HWRWNkwBS98Y7v/JfKh +3dh0c86r/1Fc3XE5vW84SpSUiqJSEZGGlJD6RigtaUiFKEqhrDaltEU0lDbK +SiSENFxKKklmEfW+57wtFRWRd/s9vz/vzznnGfe17iPEDQ+D0bKz3Zj9zOaU +3AshFqZ+kfI8141L6w68in8uBO0XZSyb2k3muitqnDrCN/sFwfVpxG+avkf6 +PxMi6WYDAjO6YXTWpp/5VAjfbt+5izIJ3u8euznXChGzdUZMR1Y3bP8ub2+s +FmJ28CNOYjbxM49HO9ZUCZF53TvaOLcbF3zWf79TSc7vMFdhOI/w5/CHhPmP +yfdf2qvyC7oR3LVPO/OhEO638w7ZX+qGiDS3c1qFEIO6/stFrhB8fZLTI+4L +sbzJSvR+UTciLGa7jJUTPlAGvXuvduOkTPZ877tCJNDaH2df78ZyzZnsT3eE +WGZo9KHpBuHv9+OfbW8L0fKfAx1e0o3XDe31uCXE6P6TQu3SbvyVU31sWEL4 +pl63lHG7Gy5rHB/euEHwfjl3X2oZ8ZtC/1rl60J4vjldvr68G/OvBrw5f1WI +Wblykn/uEX6UOQ6LFguhkfHw2I0HxI81FGTDrgjB1Agacn/YjQe+leu+XxKi +8uGWo1KPu5HNNDruWUj0fN96KiqJH42dqf2YL4Re7N7bR6u6ET+pUtI6T4hN +6YWeC2uIf4Y+9qrNESLCmq/xqbYb6yoT65dnC9Ehd3LiNIhetTV1r2cJcdpt +0WfTum5cW5l6RSmT6CFuvHm0vhsvzZ+rnc8QQnfyUHNRQzc+Pai5IZouxEwT +yc8ujd3Y8zvcOCyVPM91mZjW3A3jg+yP388JYZ38WqPmZTcCo42Oe6UQfYQE +eh5+RfSVr6fVcYbo96XV7QWvu1G1mKZtkoVQGbGf2tHWjc1nbK4iSYidDolH +T7/thom+35EViQSvHeNDpu+JfqNWWZbEC3H0+IXAsQ/dWNT7cJFqnBB75/pP +v9rejaeNlHRGjBAjxSfuu37qxkjaw0nTTglBxTf4Te/shnb5cmFEFDmPtpUe +vpD6rJPYr0ghVopMEw3s6sbv1NmzfCMIvkemDGgyyPm0wnS7jhP8B82/fGF2 +Y1J9qINjuBAWn552naO7cfaFbGRjqBC8a5Ej63sI/y9veGASQvyxPkrmb283 +Pj6VHC8PEkI6t3FtaX83vFO8TTUDiV5znKN2f+tGb5j9+byjQrjqLmmTH/q/ +/7wYnnmE4PXcQqd5uBtrdjQ7JhwSYsrLOzkRP8j9dZzreP5CBJZ6KSwfJf19 +t3fN0YNCbP28p6hvrBvPH/2t6d9P/K32/n+5v7phZStlvdNPCL9mp2/2v0le +CgoZ7/YJ4eW7sUh0ohuFpnciN/kQ/512+mDlX5IvoSs0a/cKkTV3wcYATjcC +5hl8NthD/FBCVmcBj/hXYXHGTU8hZC1dNT7xu9G8P8FNdTf53mxC66yQ+OHY +J80LHkIMeI6uNRdhoPNKplBiJ9GvykafiUkMHBmtYUZtJ3hTf3JKRRnosrZt ++eMmxEslcYbnFAasFpg9PegqBGnicoWpDKgPpVfTLoRf9zddeDWNAVn5TfWu +W4W4+eOE+ClJBsRl3N6/dhLinsespJVSDOg5PB/e4CjExFG5ud9nMDBhlSBd +tYXoITf0yRUZBqT8C9fo2wtxztJiv6ssAz46Ekeu2xF+9EcsmSHPgJbgeZmK +LeHTsNrf+lkMtDi2TqRbk/xrWNYepsAAp0DNSsKK9JN1p15vDgM3XKqLoizJ +9w/z0DuXgSk/8sUnNgoRdZf7KleZgVOf6wL9NwihvK51wGEeA6/OLh5imQuR +/VlWfqoaA+9Ovtrvvk4IyaHWzbXqDDRrlP56YyZEQZ/wYuACBpR+Po+z/I+8 +b1ryU2shA8d3yqvXmghxwPP1dmoRA2+/ZjUYrhGitN7/Q9ZiBpz6bI/dWk3y +8GPSjs1aDPiOLtOav4rkuYTGuKg2A1VH1g1eNBJi8TvT3CodBoyp4/elVwgh +LPzkcFSPAZmHXXHxBkT/vb8VlugzcH3fXk++PtH77KzvjOUM8v8nZRG4jJy3 +qOZdpiED383aDYZ0hbAR7m+0M2KgzKVay0tHiLT8Sy2iqxiw1KrR+rxUiGuj +uxhVqxlwM2g32KIlxJEDJZOOrSH9GBS1aFwshGh09AotUwZqmi08/9Mk+BT3 +hVD/MZBolR1XsZDgYfWl+eJa8j6LfU9bQ4ghevfSLeYM7JX1+VY0X4jHPaF5 +4hsY2G//ZbGSuhBhdRoqTzcysHzWtiNpqkJMGvW+HWzJgEN3e920eUKspUzt +dK0YyF3oqhKtLMQ6iTu8XmsGFvh8ivo7VwgzxqOqfFsGjJS2fj80R4jYDztO +b93MwC60ePUrkNqjwFdqC+HP29WUx2zip2MRLg0ODLi8zPNtlxdi/mS+U4QT +A4c1f/61kyN6F1fxXLGVgVXeK9MaZpL54Rgj4rsLAwf/+RmayhC8qjaWXHVl +YFpwAuPBDDIPuDj07XQnelh/Nl1biuRj5eTls3cwkNMbuqVYUghjV4+zr3eS +fnVazlaWIHlz0+tv/C7y/NJET/pUIc4vkD1m5snA7oq4aklxITavCeBPeDEQ +nDWSFyMmxPR9oVl39zIQ17A8njtZiB7l5ev8fBjwr7UNPTZJiMnv8zjqvgw4 +iqw5NvRPgDZhZX2nHwNJUtzgPUIBauck56UfIHh7nY75whfgYNbMOFt/BjKj ++i468QTIG9kcIXaI8LF/+qMWjgALsjfE1R5mQFOB27WeLcAkyfG8kKMMXD1/ +R6p6QgDXao/nywIZSPmgYWH4R4C9GvHcb0EM0Hu2J5SOC3DuyQHzohAGup/a +v9X4JYDDH5nsHWFE337CBfljAljbhwhnHSfPWftOzhoVYIPppaC2EwycLotn +nf0hwOJVZ7mJkQwo27ttmfJdgLFHZqnmUQz829DVEDkkQJNhpREvmuhRTmbD +xDcBRhZxhypiGAj8b+TloQEBOqeIlx+KY4BtGeo+0CfANLvuuCUJDJTfv/Fz +d68AOkdP7WclEv8Ri0z/zBJg6si4R/5pBlbjt4kjLcAZk5V7tp0hevWVGnnJ +FKDhvXXIzBQG9GPqbq5nCNCto5/bco6BjnRZ/+ouAfSeD72OSyV4qXJXrfgq +gJrMCdm16WT/kjCpO50CWCSzvDkZDCRXJQ8u+iyAfdmC5geZBJ923TeFHQLM ++mNqcugiAxejd9cqtgtw9rPB0yU5BG/zeRWpHwRofT/FsSeXgX2F3g8k3gsg +vuvxeEE+A2fmGVbHvBUg97fVdbdC4tcWCa94bQKIyNb4yV8m58vf0Rv0WoA3 +unImbVcI/26VTxl5JUDzC7t5p4sZ2DoRs8y3hdTOATIbrzEwaepbL6pZgA9O +wbL/rjNwzDsz371JgH//7dOouslATNZb5vsXAmSmmlsE32LAdlGUtl2DAJwX +00L1bzMwP6cw6kW9AKXutZXDdxg4d1yny6xOgB1NnpI37jKwzUnTvBJkv+Tf +B/fcI/0qOV22/KkAtNrx7nkPGFgqsXVhaY0AdyaP7+qsIHzixhQtrBbA7a7n +2IVHDJhOm6VV+ITgV9SQ5lBJ/L9arFKxUoBrruobpKqIXxY4bUl7RPhlFyzW +XM3A+jW8EcmHpH/8hvbYWgaclflZcQ8I3v0zH68FA3dfOW0S3hNgOG77Td4z +BrZ08P+FlguQsq245HE9AwGNf5/9LBPA8PP3qsAGBsIWmycfvCPAksTVXcsa +GZCO79jRV0r4RyXO+N7EgMLBh0a7bwmgubfL/uZLBop8vip23iR8OrPqsvcr +BkQnWU52vkH2/5w7af5rct6Xv363XhMgvXFqYHcb4YMdc9TyqgDb26N+57wl +eCtIjD8rEqAwRixh23uSJxUBwjVXBHhvd3Gx/EfC3wpJuYeXBAi7b9z5pp3k +b3G37rJCAUwMfuSe/cSAhkyvY0m+AKM2D/ytOxnYmKB8UiNPgKgTKfbiXxlo +yDp1vyBHgCkbItc97yJ6eyM/qphN+q8etz6awYDI0zeG6Vlkv4zirf9RDLj/ +uh8tlSnAgHJ3CJdmkP+3qvaEDMLX1QYlj3vI9359BpPSBTix/+pwUB/Js+Zl +2SdSBUjVMzIzGGDgd+nFKRPnBHg1tf/y6DcGKouUThxJEWBLcKX8nSEGek0f +sYfOCOD5907Wge8MsCT9TvokC8j/UbPWkhHi1wW6UlSSAINrpr3uGyX+Gy9W +tD2RrC84HF38kwE556G17fEC6H8S2eg1TvDN7urbEkf4aFWjqPaHAdeBzxkt +MQLM+1DM65ogenjbZW1xSoAnfytHc9kMPOvvm/osiuhllWDcjUvmgeqfr9ec +FODrrGPTFPmE77Qg72GEAEdmztVtF5B5YmjqMf0TAmy7Pe6V8Y/w68AMh9Jw +AfYcEL3hOImJ/8anr9QMI/7aas2XEWUibc6khVdCBFB1afZqE2PiesDQXJVg +AVYlRH86K86EQsILxYuBAmxmBXrYTmPi0p/z8+SOCTA0XDwuIcmErcMm7ZQj +AjxaJJfbPJ0Jy6WD66YdFiBB7plD4gwm/ioG7ooNIPw3uqtoKcOE8A4rVnhQ +AEVZekRMlgmdU0b3wg8IoKHl2vFcjolEzf39v/0EaBSRb4uZxYSN4QmNI74C +nFRW6DBXYGLIdL/fsI8AP/heIyJzmJDo1H+4z5voaQlb4dlcJuIL3kiw9hA+ +a3zZEqXMxD71Dfs8vATIPyyRYzaPCfbfpJbPuwV4nJ74S6DKxIOqwpVbdwlw +Y+a2nbXqTBj/O3XrzU4BPgeEdEQsYCJ4p76m7Q4B2vWGPE0XMhG6/0ZJozvp +7+f7PN4iJs7U9q5Y70b6NfruevViJrTG+ppqt5E8Y1vtOaHFxPScm3uMXQSQ +Dp+rZ6LNhLTD0ikPnQXYNbFRkqfDxJY7fnf1nQSo/9M6UaXHhKK1l9dtBwHu +8u+PH9dn4ke1rPKSLQL0pLJFTAzI/QpDu4o3CzB79SVVniETz06nXlOzE2BN +2E27aiMm6hS2h+TZkPU/zT5zYhUTHxjv7BWtBaj4+q3TxJiJiBN/9DI2Eb+c +rmHMX8NEQEK9goylAOE/XtysMWUiNWel+JmNAnCnflgSacaE6JYtAvENpB+0 +7ZP/1jEx21ySH2MuwK9JBtuF5gQfSZ/J/9YKYDeaMB0bmHCy8Jh5wkwAyeV2 +r6MsmJiTMrbor6kAsfaxl9ZtYqIqQmVDoAk5/xvdmEnWTMTcZfiOGpPzrtkc +XG/DxNizFRcOrhZAak5PWKwdE4/tVJoHVgrwe3Ts7EZ7cr+RdFFvI5JPNmH3 +pjgwob4hy5IyJP5Ydry/0ZGJ+f0aaTsNSP5c42gnOTOxNsi457O+AFmPJ05Z +uzChm/zR1GWZAMoBgd8kXZlobPhV8E6X8M3+6O5WNyYW1qWJ2+sIEND3sz9l +O+Gjyt2QlqWkH08mTm7ZSfgUZDViqSVAtMupxbK7mDi0b0fA88UCrDXPoN7v +ZiI8tW98rSaZN8T1bl3wYiI5tfdUzULiT3rOcdv2MjEitk3RWIP43waxw3N8 +mJhxdlXFw/lEv2/WH/iyj+zXkOBmoE70tmNmSL4fE0abzcXuqgpw/uih9F0H +CD9eeD/WnieAf/4uqPszsfvVyNGbygIs38fiswKYOPGvy3CREsk3d57NtcNM +CER0BVfmCHBKpLTE9ygTDw93vVZVFGB3/685SwOJ/oe/XcubTeaHzI/Z34OY +aJnlED9nlgDjOY5ad0OIPs7I+GfKCfAx8mDL0TAm6LGF2+VkSV62akSsOM7E +lL6ULedlBDCVizD7e4KJuRJWdlLSZN7rDJatimRihdDB4bQUyae7cn8iopgo +8bm+Q3y6AFqqWwfXniL+QFkcipUg6983GZkcy0SbrG6SyDTiF5wW0cY4JmRy +3UsixQVoiRRdejqBiVfKL99xxcj809rvaZfEhIVx+KQwUQFeHAu5KZPMxLcL +vqv/TCJ85j8Q+XCGie3v0kKOiZB5c+Ly/qwUJg6m/akeFfJxasSsx/08Eyph +qdMCBHyMHDkfMC+NictLPHcO8fgwnn5hGp3OxFbLPY99uXy8s7GvuHqBiZdB +F+b2sflYUYsjfllMwPV3zJ6/fCiNDf6nk82EdkbUOPMPH7ZH25THcpjQfGV4 +0OM3H7VthyQr8oj/FUsPffnFx9msVomwAoJv/Ywjbj/5+LltcK7pJeI3LXqC +9lE+HAsb14hcYSLf63Ca8wgfejwf/4YiJip0Xuu8+86HAb+5LOkq8bO3Fm/s +h/lYrP9z0ubrRO/jHWGtg3xM0aR8ZG8y8XnNSS2bb3x0+l/80l7CRIetMd3U +z0dPxhzP3FJy/tYply36+Di+1Gdi1x2iz720z/MePpY+O1mgcZfg+filgTmL +j3O9+1y+lTOxM6BGHBSfzB1qqnfuE3x1H9OmTD7ezyn5e7SCibiCx8+ruvmo +sBJnrXzEhJtP9e3VXXxs3bS6m/eYiUHtZ/mPvvAhdW3d4LMnTBRnP89Y0cmH +xy918YRqJtScn6fd/8THIL4Y2tYysUC0Nku/g4/IwsPHZoLkj0NZUdlHPv6p +0nXtz5io6bnwUOcDH8nv9Rfk1RM9ex96c+sd6Z+NZ4ZnAxMmEavHlrzl46bi +0dmajUw0vR9TvNHGx6xW75vDTYQ/spmWi17zsZpjanfvJRO11IKI4ld8MPV5 +IqGvmNg1dLFyfgsf42JXGk1fM3Hu00/epWY+YqfqF0x+wwTlqGep2sRHU0tJ +XPNb4veithfzX/ChSMtEnntP9HfBYlSpgY+Jrr0JWz8y0XxP2T6nng8xxxuX +lTqIv4m+eqBYR/rx9usr6hMTq4wc1bPAh/D75Gk3Okm/xkozZj3lo3+NqkvA +Vyay6c8zMmrIc7tlDwy7mTC9335OtpqP4kerFnAZTHBmXFZIfcLH5unGRc8o +JjQuG12TruTjBmOFYSKLidWzLqxJecRHSINO++ZeJnpnP+mY/pDg5bAgaVY/ +E3yHovDkB3z4KirafR1gIuHoZg2J+3y03ZaaXzTIxCONyg+J5XxYXhObun+Y +3F+eSha/y4dzpohw2Q8mMkfqreLv8JEjO1n87wjhg+euGWK3Cd/KJNWejpHn +CuWfY27xoTZZxTr+FxMfax/emlTCh9/lVXF2v5kIEw2Ijb7Bh4ja7rfyE+T+ +Fz7s+XeN6FH+gu7Xv4T/agNWJ6/ykSv3Oa+Iw0Su4zUjQRGf+IeO8gEeyZPP +07UirvDx4HRG6XIBE9F75mjwLvGhqyu9mSMkeiho1jheyEfp3DdRniIUfqxW +0ubk82GWU+S1cRKF3SxJ47A8PkI9J9stmUxhxCp7898cPgrXjJpJiVKIVX7m +F5LNh/T4/jVjpDaViE7+k0XWdwk0+yhGwb2u/X5QJtGHjpRt5RQKm8ef0uMZ +fERtNPLMF6dwz95YMTCdD5bfaGT0VApWseudf6Xysc3H5Kr3NApi5p8zj54n +eE5R+mAlQUG4is0YSyH17LOSupIUouZc1jtylo+1Xuk2stMp/E1/HTeaTPar +0M34Q2qB60n60Gk+vL7u6u2UorB9TvnGkUQ+VIs0zZ7OIOvFeZYFJPDR9zH+ +cpE0BZEtKao/4oie1kZOT5ShULp4RaZ/LB8td2dEHZxJ4cAzJ7nvp/h4MraK +t0WWQkdLf+bBaD6s3vCjVshReMj+oTZ8kg+ZOR4z5spT+MXzKT8QyUflRfdi +AalvJthtGjrBB1tp3Jw1i4Ki7aXe/cf5uHxo6WDjbAolvB1Jg2F8pO4WySlV +IPexiTbYH8pHdVWwY6oiBQxL9HwLJv62+Yxc8BwK/akTOX5BfPzoMe9yn0sh +7scG12/H+DCyyy0zU6LQXjGq5HeUjw3Omac1lCmsyf3bO3CYj32NhgHTVCiY +O7o/9D3Ex6TAEPcfpC5NkTs74M9HiuYu+/fzKDiLzt/ve5CPjLJh28eqFDbt +i7Eb2M9H+Wc1p3w1Ck8OrFjp68fHhWM8z1PqFCRerNAc2MeHqE1U2L75FKq0 +Tqn4+pC80LmdbbuA4LVZce7AXuJn32Lq9DUoaPf9Vvbdw8dGO7Hx2QspPL+m +uGjAk/jLwuW6PFIf3hi5wnc3HwrmkkeoReR+IRo2Ax4Er0Op1S80KUT8nLrP +dycf1yIaZEoXU2AfWJI0sJ2PstU3/FOXUHiZHVPu685H8FHj98FaFPGxWcwB +Vz4C/5xYt2MphR2DX+T9thH9Zhx+vE6bQnTYR/tvW/lImjt7laYOud8F4Xk/ +Z8KHbQGYrkvh6u9tn745ku+Vwh1+kvqv/deF+x34aDAwHurQo1Cw/XTYoD0f +vYfKztYso1DYtuv9/s18dBd0rirSp7B6j7vBkC3xx3PVw4nLKdS3hmQfsOHj +9UyXmwEGFBpfVIgNW/FhOH49wNmQ6E1MNvTgJj6sp9w3MV5BQW796dFhC3If +hVA5NSPSPyPlQ/4bSf5OTPwUW0nBI6vh1/f1fMwIMvgyRGr2vNjIAHPi97uX +vnq7ivA3bqv0yFo+7iQxGx6tpuAUs/LaITPCn6dOTfnGFPzfaq4fNeXD9H3c ++5g1FK4t1ug7bMJHQnpIv58JhenmWufGjPlofbNEdIsphY/tK/87upqPhdvz +lxj9R8HrkvWvnyv5uD/p/TZlMwpGrrvvHDPi425WS8qktRT4j4IPjRvycXAw +4fUAqePCko2CDAj+LVMV2tZRaHXJm/xHn497Eva+FeZEP9OutwcvI/ketr0u +dz0FM7ubZRO65Pt+3YWnNlBQ/nIpJVSH8HfRy/O+GymoByQfYy8lehHTFbO3 +oDD5mY9HuBYf/tu2n1phSfBLWWbPXcwHd8hxqvImCjPS+jae0ORjb8asrElW +FHzj4835C4lfqhfrfiP1VM0ZGyM1iJ69ha/brMlzveN2wvl8lOgtDn1oQ2HJ +9pbtUeoEP0dVrXxb0h8f3iERNT4+Ffb2xNgR/5GcfvrUPD5WDhy/sX8zBZlp +f29OVuEjgE8HOthTCJ1T2xarxIdcuZL1qi0UUtnbuWJzyfzwYdFiVQcKlHeb +doIiHweMxaSnOFKYpjR771QFguf9R4JhUn/9qHM5aRbJL1mzifdOFGyc5Hsk +5Pl4tTjv7xNnCoe2NGqfkSV6aGqbdGUrhVOnNxyXmkn84HnnrCQXCgO1SW0p +0nzUfK/RP7yN8OlWxhKZGXzsUgh32eZKYWz6nqTU6QR/OZnY/9wozLry84es +JPH/B1FPFrpTSFi8zj1jGh86ra/Y07dT8PGwbZk1lY96vd/rxkk9KiJrnjWF +D4kyTtqXHRTOvj1XqyjGx1OV7uG6nRSakuvX5kwm/Nh8yb7Eg+TDSEmT0iQy +H8qbV6XuIvg/We+S/4+Hb+bP9cJ2U7h9O/nbPCEPBqWat3d7UsiLjzp1ic9D +7QJ/g01exM9F1dTn83h4euJCnd4ekkcD+xqKODwEnb7srrCXQtfI1kML2Tz8 +p5bGFZD6/Jf+edcneEie6Xu1z5vCogNKHxb/4aFdX8P1tQ+FCx4/UkrGeXjk +3Cj3cB+FP0Ee9tq/ePho5/gp35fCmSN+s+6M8TA22nA1zo/C/ZlSlN4oDx9m +Ljjhv5/C79mW98p/8OAXu3/71gMUuOtmJRl856FYOX+96UGyv1OQd8UQD+fu +VBku9Cf+P93bcuUgD3YzGnWlAihs1aV1Kwd4kJeB/m9SfwwbVFrTz4NG4nXT +rkPE/+4en1HTy8Nn60jHhsMU2tLTp5j1kPW1Nx6+fYTovVdP9BnNg/gkfuaF +oxSU9m0WX0/xkFt47UXEMQovOoelGxg8TOk0F3oHUgiZNG2eZTcPEvHv1m4O +orDz0iX95q88hIa6JBsFU2gOLre2+cKDUXxb97wQCgabVvu1fubBLPa/NeKh +RO8dK87af+LhimXxpRFSx/QVP3zbzkPEVRHpT2EkX1fH9jp9JOsf2xaPcIJn +6ts57e/J/eOuTbl5nNz//mkn13c8HLo3ci71BMkrr9tpnW94mNNmMD88gsKr +3Ss7drSRfpQfq/GKpNB3dJE6o5UHvs5dT5uTFFbtCD3s+YrspzQ4wzCKQjJT +q4H1kgcX+/kNytEkr+vXqPo08+BT6BYrdorw/eWNyIFGHs5S521/kLr+0SHW +/hc8vB5qUumIofBzS4rd9+fkfhmT/j6NJfd1n1RzqJ6HSeX/fbkRR2H+xWb9 +n894cFSMbEyNp3CijboVCB6iLz2rDk+gsKBh09KJWh5GVCWq9iSSvP+PVxZW +w8Msf9c62yTyvpC9mlfFwwmP2+9WnCZ8eG3WHPmEh4aX04bnJZM8PNyyU6SS +h6uJATOmnqGQeytnIuYRD6yAr6vHSF274VbmlIc8uDk7B3SepTAhwjVOesDD +hHTHrfoUCvo3E3ok7/PwItT7Z+k5CpH/NqenlBO+eP9bl3megvjrzZYz7/Lg +dedGzslUcp9Psf/S7/Bwackunm8awbP3R+3s2zz039HY55hOobPq9KnsW4Rf +szidazIIf+a72CiX8OC0grlt4QUKDczNcwpv8BDf29E1I5PC2+qjw+rXeejh +Uwf/kpof8fR58VUelrgIRekswt+h5Vc0i3lQf7HsWstFgv+rl7ElV4jeFoZs +qcgmehmIPahzmYdO2/eTC3PIPDh1l9vdQh7y5SyQmEv4NeZiY1DAg4rjm7ij +eRQs/febP8zjIZ151HlHPsm39Vn/rc7lYWOWrrZFAZlH1nwxq87mIWWzqNSy +QpLv8wwtzC7yMNA9/mfOJQrXHxQ61GUSfauJDE6+TIHToOS18QIP48NL+r6T +2knpWkhTOg8/lQ4PdVyh4B1hkmaTRtaL/8B+VkTmn4qv5a/P81Aq5jqztJiC +SXJsu8M5HvSOcvUzrxL8m/X/fTjLg9rVp9ujrlF4s5LWdT3Dw/mQqyn7r5P5 +7lK615fTPNyqu/3S+QaFXa3rcz2SeLi367O02U0KGxJGP1EJPPzVXOKxpITC +wotZSt7xPNDj+RVytwg+zUZ7BmJ5GC1cNVtAave+lrIDMTxUTOKcHCil8OCR +s8hINA/v/9A/392moDq1bdvRKKJ/l/GAmjsUhi+vuv87kgdVju749TIK6fbn +5MIieBCpST+VdpdC0Zc3obzjBP/QBXMjysl8JcOlT4YTPosznuy7R+FTpaTj +5DAejpk37nW8T/p7+V9DfAgPXNEuBdMHFE6md/wnEUz6t1j9g2YFmS/dU6rP +BvLwJDEjW/Yh4eez+WYzj/HwUrDSl0/qfRlpLzKO8HDDe/ragUcULhZ8cVQ8 +TL7PklV//5jc5xaXlRvAg/thG8naSpJHCaNhqv7k/eZHghtPKHzjP5IvOsBD +daQrN72KQk+n/YNF+3k4tV9X5GQ1ydvBCtcSXx7+7TOW2V9DQZfdL6K7jwdn +x4jFW2tJ3r1nlZV7k/VE/1qtfUr0uOG614q9hE/utwKXgsK7ucvmVnqR9XQv +3pj9jMKQ+ol2E08eWnY87RWpI/PboqQs7OLhGtS1v5O68Y/zzg0ePFxfgeOf +6sn/k0eXZtMOHiKzcj/UPyf8Wqo2YbOdh95nD4zKGog/aCm1tLnxUHV++pWc +FyRfl7wqcnIlemIUzY5vpJD9e1l0hwsPe5OPZxxpIv8fOyz3bN/Kw+ZDGUo7 +m8n32lLWDCceWveN3Nr0kuy/PGrFHkeCr8PZjYYtBF/TgoX9W3i4IH5oQPUV +4ftc77kH7HnI3nchQ7KVgk72O7kRO8JnOxHrCVKfjO+ZecyWh+2Z96eyXlPw +LL8oP2HNg8O8229et1FwGxhWOm7Fg3Xdj8tP3lCQ53RrCi2JX+8KO3HtLYVt +FQdXxViQ/HlrtzvtHQXRb+l24huJvv8ctIt8T/q913Ff8noeqFsd6/d/oFD2 ++2qctDkPb1pT1rt8JPnhf+ZG+lriR6vTbc3bCT+yJ79RMOMhpLXXQ7eDgr31 +NF6uKfneOyF87icK6+1ztdVMeChihhZO+Uz8POSRZ7ExOZ9SVetPUs/L2J67 +eDUPYb82izE6SR4di/tcupKH7xYrLFq+kHm+b7myvhEPR38FnH/0lZy3xnNP +hSHx83Yeq6iLfN8oXbbagIcdbYy157spGH80Ftbo8/DsieL1Ewyij0dMJ/Nl +PGwKuTHbj0nBxUxY+kKXh0Wsc+e2UgR/kwwJGx0ebn9tm2lOE3+Iyj/YtpQH +U3O/fF0Whe+diu+dtHiw/7ljuVIPwUdF9L9Pi3k40nLrjXgv6ffcnbd3aPKw +vtQldJzUKy+rq1MLeYg55rGE6iPzY4x9trcGD2xhPau1n+RFes+swfk8JCxL +vP5kgILDle7MAHUelvbcCrz+jYJh9BrlX6rk/mw9m4xB4i+T2FdD5hG9bZm1 +NHqIzGN/5A15ymT/ph3yAcMkr/TPvohSIn5tJi6+/Tvx59hdO8Xm8qCVOWvy +ph8UgpH0N0mR3OdW4tQVI2Q+r5x2cYYCOZ+Hp8L8UQp+a7vWpM8ifDh3SU96 +jPjF4kk9CvLk/XmWDjxS39wQfD5PlofVg1tPfPtJ/t98Vq5Tn0n2f996t/0X +BQ2v9X+uSvPArCz7UT9O9DPtYpnWDB7SIngryn+T+UfPwL9sOg83BQ/iC/4Q +f7kuq2coSfJOpZOZPEGhZoPh78fTeJj25OCGsL/k/6fzwlPTqTxMrvAv92GT +/FmzIqVuCg/NP7o0nTnE30xkPC3FeBi0rL2+jkvOd1dj1avJPEy/LK2vx6Og +cOCwnMMkws/Od/XKfDI/m439/PiPC5v2qbslBBRUJl9tdxdyMT/wnthfUucm +JtUy+Fx4XXjzoFdI5vPivJK9PC6Ulfb6v/9H/j+Wfs35xuEivM9f75kIjbDR +jecC2FyUf/rBuTOJxurmjoRfE1zMfd/fljeZRlvSudjQP1zMeeR257QojbdT +DsTxx7nQ9NmYGSpGY0Te9/SpX1x8fXYrwWcKDX5ibLr4Ty6Yt86echan0b6y +9tKZUS6GxIbjzafSiPsje2/mCBft5Y0Zy6bRmJsT1Zj5nYvEVPXSeRI0midE +KaVhLv7Fc15Nl6RB9+QLLg1y4RLoNMEhdY2Rldqib1zcXaOz9Nt0Gt11oha3 ++rnY/DTRt0OKxheP14eW9XGRRPmUNcyg4cssyq/o4aIltkl4X5qGmUpMmzGL +iwvJd9yuyNDYNOQnBoqL6E9zas7PpBGi5mK2kcmF8WZJrZOyNHrSNka87OYi +ti3mkr8cjYeKRk/tu7hYZRartkOextLEhWIfv3BhHiVVYj2LxuVHM+3dO7m4 +FaRmuno2jZSIv3mMT+Q8k2o/ayqQft/t+LG3gwsZif6TsxVpTNO8vWHwIxcx +h/L0xObQ4DwKLjj0gaw3mzHwi9RKxst54++4qKLKbtFzaXjEdu0Mf0vwq5AO +fatE47l/cL2wjeAVJLSDMg2/Vo523GsuHESjdMpUaMSG++ZItHLRZ5E2u2Ae +DXfbGsnzLVxUq62cdlaV1HMnoma95KIx6JDYCTUaf6rkODlNXMhrmUgeUCfr +T50ZotbIxXP1grnu82kc/jQ8cbWBC+l1mQZWC2g8mXT1xNLnXGw4uNBllQaN +yF0rxcrryHoJtqc0F9K4+eJyqtEzLqRCpz+evYj0W4ZWr37KxR11nwkxTRrh +8n8q1tUS/Pzc1/4m9ZFbX+waq7m4ZjCY1rOY8OX2+W+2VVykeM8eeb+Ehtwv +2aR3leQ+LIZzvRaNfOfd2q6PuXiYbvn83lIa90uC33c95GKG+2bTK9o0RF47 +Re6p4EJR+ffTVB0aVlm/tb/dJ/16amIbrUvDk+HGCLjHhffiRfRhPRomJyMv +jN/lIsD0XvTuZTS+2nvah5dxcZ9FaW3Rp7FT69/0f7e5aPtX0WW2nMbvftfX +caVchITr5egZ0Pju6ZcueYsLXyP73aqGNIqO6O1IvUn4PXf2MukVNM6P3lis +cIOLhulx04SkXvf4/d+8a1ws/ZU3/MOIhsuV26/mX+Xi432Pz90rCX8SDYtv +FHEhNGxpe72KRvkGn5O6V7gY28Fqq11N487dtR4PLpH7yt74fMeY8Pfas7XG +hVy8N577vWANjYX/+hYhn4umGmOJcybkPll3ZCzyuMiKltA/aUqDspwtaMnh +gn/wtOeh/2icGFQaccgm7/tU5e4yo6HqXsPqyOKiZ2sBw34twe/I3y87Mwle +6oY6a9fRSJRo6WBlcKF2NyJ2mTmNs/+Wd/ilc3Hy2/FetfU0FHR1O0dSSf8e +6G2ZuYHGX/8nzKDzXMiys5+LbKShnPtxkJtC+FFQZf6T1KfPR/yNPsvFkuQL +L2kLGluW3J029QwXIjcW73hvSSN77YF5KaeJ/30NmqjfRPhVXmokn8TFK+nI +vAdWxJ+2HXXMSeDCT8vc5qo14eOMJ0fU4rmYJV8/OdOGxrLy6IxrsVx8eSDy +It6W8E+p8Yl2DLnfuCA1xI7GpCWJPfeiufCprtrnu5nGmYq6maujiN/8WmXp +Zk9jMC/Q/GkkF7oxIcust9AQPMkN3hjBxXan0AVrHGi0DK2403Kci1ZbEzVt +R8IXyXXfHMK50HN9vkjFifjT7yean0K5WOsxc+UMZxoRCZf9PEK46LTUcBCS +Oivv552eIC6G+fzA0a00EmaWTuwP5CLSr/AK5UL0WNeyfuwoFyXHpnW+20aj +84x9esgRLorETJWeuxL9267o4x/i4sHUNT4VbjQ0u8NNYgO4MPMRrbrmTqNj +3rxMCX8uKsRz5lzcTsNtSPnX+QPEr9p50Uk7aOSpBTkp7OeirlpnPHwnjUu5 +Go/yfYn/FOkcPuhBI3r1knka+7jYFcT/vXMXjX0dUYkl3lwUKBXE2e+mkeG4 +5M+yvVyERsmorvOksS1Rbd8jLy4mpWytW+5FQ8Vl7xdTTy4O6gYc0thDY0f2 +T8fnu7j4Y7N90ey9NAr0mlutPQjf36j0i3vTSPrTa/N2B3l+/WE5m9RvWyxa +t20n+FYtih/yoWF69ptDtxt5/jtgb9c+GlcVX33e60r8z/y8bZsvDa7N8N4h +F8LX5OT/nvnRMBbb9OvIVsKXKk/j+/uJP87viv3rRPKhVm7t1QM0fkXfnHPS +kQu3k1fssw7SaBK5VS7mQPo7MMMvyZ/G5iiG7Rl7Lr71up05HkCj78uGIdnN +XJzyiq30P0RD9NenM9m2XHRZnRvddZiGdnG2vpoNyY+E4/qORwj/W2M/X7Mi +fBe3PrHhKI1Z9hdjdTYRPj3gvjE6Ru4z5d3yBxZEL+GpeksCiT+80+sx3kj0 +ZDH9olIQDbG0sovP1pM8mewvMSOY8FvDfssmcy4Y+Q/i/5H6ge90yba1BE+R +num/QmjAtLdpqxnxFyVeXm8o6d+pjqSvpsQv2/lGn8KIvhUouz0mpFYb7HwZ +TvyyUyg/aMzF7d5niTXHaXws0WccXk3yUDZ+7d0TNKT9AksnVpLzp6+cVBRB ++jnecCLSiPiRc0frhUgaA0s1toitIP62waco8STRw8iZRWcMuIiw7z11PIrG +RVWBUHY50YPX1oMB0TTUcoO+Zi/jQuD3aJfnKRrm5mNVanpcLHSevtM5hswX +4wEF13W44Eht3WsZS/icPhyjq030EZsWZBxH9Mfbd7BCi+ThtYbzOvEkD2QZ +20yWEL7vHqlQSyDne2BvUa/JxXihTK9cIg3FukcrrRdx4eSkNU88ifBVeZb2 +Ww0urH1NPTmkVir2XuC6gOj3lfWd76eJf66+rsJQJ3gHOIlRyQSP6o65PmrE +H01cfT6coSE54/fc7/O4KNZwf9t4lviLNF8lUIXMN/LuFlUpJM8ufV/AVSJ5 +yHVtuHOOzAdXnmufmkvu27ht85XzRG9/Tq6aNoeL2b7bqAupJI8jVCzPKxD9 +vXSNTEoj+lbIdVWYTfjZvWNhRDoNvet/DhbIk3xO39t+OIPgP103dqEcFxfb +D6fuvUCDt9isoHQmF3svnnJxzaRBxswqAxkurjbmLLTNonF9el/nkxnkfacn +ArOLxN8yQ/jrpLjIXEpTBtk05uzsnN8sycV0M7k2zRyC37rpNlskuIiP2PxC +KZf0c5FkcMdULnLaMxql80geD38o8hAn+jbufzc5n4Z40L4PvWJcnM2yGJgg +NXUF4v6iXKgw7osPF5D5YVu36fgkMm/+09NnFhK9B9YGHxfhwn24au+HSzS8 +vnrcm/SPA8s01ytNl2k8O1wzmiTg4Ak9ZbD6Co3Xcp/0Z/I5kHnduKa8iOTf +9dKgi1wOKjfkZV0tJvkwY3W1KocD85Vx/OyrhL9ax8Wu/+VgU2aMf8o18n73 +YQfdCQ6SHS/2n7pO49x0xUsVvzn4uuP5gZAbZN7MDBgzGedg/rWpnAM3aejv +Prrx+U8Odqv6pO0uIfOajXqezRgHZZVdhltv0ZAwDvv9boSD/3wOU1alZF6U +DnVw/8HB1tmqF/+7TcOpTOkuNczB9qpBV4M7NJZwPWf6DXFQa/FhweIywvf2 +TUGj3ziQK/n6V/kujZgFr7+EDHAg1iH6aWY5jaGGkQ3CPg7snto9m3KPxqlL +t+7G93LQ4vz4AZfUuzOF82b0cLAnaeO90fs0bp/+du4CzYGW/Z/K3gdEb7v3 +TVahOFh+saWls4LMw9zgsGIGB1UuL/rbHhI8/pv9c2k3B9IR/VINj2jISK33 +v/+Vg1y+3n9PHpN515o7aPyFg08vL4WWVZJ5u9PkQN1nDjw6jGuKn9CYfVns +h9UnDhizhJI5VcTfopyOvW3nQDXsx95z1TQWeGhwXT9yIPw1rSm2hvBbOTiO ++Z6DwDDHFeG1NLYXWsj6vuMghddUeugpjfGX6ZdH3nBw7HCArjdoTInZbhDS +xoF30/on7s/IPHgrt1HQykHFhNWWLXUkfxY7esS/Iucbix7dWE/O23ViQqqF +9L9kOGfNczJPlM1Jv9DMQbN8sr1+A1nv1CJ9lSYOhjU8Zmi+IPP06stvi19w +cO61T4dyI413lQmB2g0cZItdK5FtolHa3zHnQT0H4rXKiVObadhcP/dsTR0H +7KGWQwJSS3eVHqgHBxkxDzzHX9II9tdRtHnKgU5Yx87BFhr/TKQb39VwoPRs +xV7mKzJfLtsS6l7NQaf9m8D2VhqNS38spZ9wwJ1z49yr1zSs5fspv0oOlsrX +Pqhro3H89aqcsUccLDSQ63n8hvi1GeUc9pCDFwduqJS9Jf5j0z1TpIID0fuR +nlffETw6dN4m3uegn59ZlvuehlZTa5rMPQ7Or/spnvaBxsbJ1S4X73Kw+ljq +/sSPNLz9/yirlZE6Magjsp3451B47/XbHEwEFW4O6iB832N5V6+Ug3/6Mm8O +fCJ6euwW8aiErF/etN3rM/G7d2W2Zjc58BlqHnPtpOGTYTmv8ToH1h/k0+y/ +kP+1nnk/N1/jIMSrxMTiK420GwZN7cWk/8nJYyZdNOwbYi55FHFQZ1F516Cb +xn41qeN9lzlYlGQYrsUg80lh67aASxzssBLYqTNp3NWsN/pTQPCMUNBWpEhe +FQ4pROZzQCtHy0vTNH4ObuCK5XFgomIiPoVFY8XYK+bZHA7Cg6xE+aSOyIpu +mpVN+KRcIjneQ/yifve9/CwOPkzdpTLUS+aV7b4FCzOJ3+j7rab7yDy2IfPM +7QwONFKad33up7HWe+DEinQOVs6KPv9mgIZt0Y5DNakEr9rzLY3faDzuGd2z +8TwH26LYMk8HaaRLF7m3phA+OFXvfjhE5otpR5y2nuXAQLfzye1hopdK181d +yaS/U51Vr36n8UnM1cb7NAeuX7RS8n7QaHh/0Pp7IsE3f5d4xgjJf4kLNkEJ +HPzY+Ot08iiZR1Neb+bHcTD3dZ9izBiNV5sUnONiObiss6Y8/CcN+Xn+26Vi +iF52jDkd/UXy43fr3gvRHBQ7SYjsH6eR82DlYZUoDjokEh57/iZ5Y34j4mok +4Ve4b7jbH+I38SpndSI4mJJXZuEwQfjkc6Gg4jgHNvt2qlj9pXGySeqeaTg5 +78ejgrVsGoszYhsbQomfMUa/reLQ6C+b6LYL4eBwxCfGMi6NqEnefz8GcZB4 +U4u5mEej7uhLOY9ADqJ2DAyq8Yle+xfq9x3loOCc7D9FAY1qy6AtAUc4WGdS +ojpTSMMy/OGRP4eIX2+/azXtH/EXn/6MyADSv/6FkSIiLDj/FHsyxZ8Dh07J +Gjap+8VkqJQDRJ/ae6b8nMTCr4TJEgr7SX8+absPTmbh4q5uw0JfDvw++T2m +RVkQCyzw1NxH+L9QSf2LGAv+pevOl3kTP6pal/F+CgszRxuwci8HCundM1+J +s7Bi0ZJfT704WHX9Z/bzqSzoGflpbvIk/fkZqV0zjQVX8didb3Zx8D4gtrlC +ggWF6JALrh4cHFUQPXJHkoWvp9e1MXdw0NcnmH99OgvK05kSfts54HUEMQql +WCQXt2wac+PgZq/ftYszWFCXS0sIc+VgROJrSKo0C+K+l5tEtnHwzbzV6bQM +CzfenZA8vZXwOfE/45iZLJQYz98i6/z/9ZYtPSHLQk3CucwcRw7eLb26KEiO +hfzLdd3zHTj4eDJPO0CehSmHKxffsif9b1Mw3TeLhYbOI4EGm8n6sxVdd89m +obz527MqWw5iHQoi3BRYKNRQnbnBhgPH47duOyqyEPZe2uuVFQfu59cO2Mxh +Qae28oHzJsK/Mx46G+eycO/V3GldFhykHZwS8Z8S6Xf/sl3eGznYqL26Y6Uy +C7q/2Q+/r+dAv2lijb4KC2aMYzLB5hy0m6y/pTWPBZuzeQcEazl4Ga+8UEOV +7Nd/pCnejIP6K7E3VdRY+P5xbJH0fxycOXtilYI66e/auQlZJoS/G8Teycxn +4YTMtwHVNRwY1asGSyxgYZbODtsbq4k+p7ZqiGqQ7yOPlC9bxYGazIxuPqkd +fyxSrDQi/P7EujyxkIXLe8Kj1q3gwNDD/vDYIhbWNvoNNhsQ/AsdrIY0WcgQ ++bXVcTkHnItD2r2LWZDkytV3LiP+bTVPibGEBY28l/p79DhIuD0o91mLhV2t +8leGdDgQee6g8H4pC6Yho3KB2sSvTzsvbNUm/Dm1PYGnxYGV8Jdpow4L5h1O +vNglpL9q+p7PdFnI9eg4KrWYgxnD089V6bEwTaRn8MIiDpp2JzZWLGPB+HrI +3nkLOZgcUSxxV58FevV5xrUFHDiZebmWLCd8uLx0h958DvZfq7tbbMDC+UbL +zkdqZL4qfyFXaMiCZgbttlaV+J/HoejsFSxYj7I7m1Q4uFpaw043YqHrefJO +B2UOrufeO5GykoVKzgXq81wO3LTsJZJWsdAUPnuf1xzSf9eMKzGrWRjXkfwx +qEDOqxGzMdKYhWX8I8HHZhM+n1X+FbqG4PN20z+uPJmnLnjeOmbCwof0s8mx +chzcWu0UEGBK+q3zn6KULOFz+M81fv+R5/Gu1y7IcKDotlZ+rxnhc1LninnS +5Pl70wmPteR+8+peXJMi887QUI/bOhbs9aTc9KZzEHfJpsvZnIXY4srhRxLk +/D93Mu3XsxC/ryF67TQOYugFP6w3sJDgqavYLM7BxcMFUyw2slB3/GeZwxQO +IvJfL1lnQfhXKG3VKcoB5VexzcSShb8VMSyvyYTf7U7nV25iIe6G7ckhEeIf +PSXvl1uxcGy3r3LgPzbiM6rUda1ZmNf44QlPwAbdHx++xIYFquGcexyfjYcM +qW4NW8IXiyyuFI+NLREOtmp2LNjpf8vP5LAxt86xQWkzC28Px6xTZbORViZr +pWDPguqPPX3XJ9jYapnWIbuFhQdpiWeW/WFjZvK7wzMcWJDaNGJQOc5G3okP +8hKOLDyauPB13S82OlSy68WcWDBMDo9/OcZGy2H1CBFn4kfDOfpOo2ycDwlY +xyf1v8m/u778YGOHYbQMeysLkdXxyXu/sxFz031w3IV8L7Qz/j7ExsHP3Nej +21h4XrFpMGiQ7PfCu3bYlYVPzYG5ggE27h/LfjzgxsKChW/sEvrZ8GVl1fS4 +E78rdxWR6SP7KXq1MrcT/3Cd/vBiDxuzZ7P7v+5gwWPytwPqLDamMHZKfd5J +7pc3PL+EYiM0ONX0owcLP6RmfVnOZKOUkRH6dhcL3Wt3Z1R1s8FX8att3U36 +p/pq84YuNt4aSku/9GSR/ygXidYvbFRpJu5/4UX6E89/sbWTjW2cD2/q9pDn +dG1s9ydyvrt/1j3dy4JE6sX1+zrYaLL7UVPlzcK7E4mTRz+S5+3VGx77sLD9 +3JnnoR9I/zfvaX+wj4XUe1fiRd6zUVlJHy33ZcHvTZPV6bdstCmbzL3jR/rx +jicl94ac7/jhVyX7WegoMnmf+5qNsi9RSdcPsOCtE5+t0cpG+NoAh+KDhJ9u +Hbtvt7AhXbZa47I/8QtZ3SVGL9nQ1u4RKQggebYu8WdtExv3qgMGcw6xUPSW +VW3ZyEaBd2dX1mEWDpT+l/imgQ1R7cVfM46wML0609ntORsys9x6U4+yUDD4 +TZ2uY0N2UQA75RgLRvONRvc/Y8N7r6/imUAWeLZhT389ZePsx03mSUGkX1vL +z52oZUPjpExIfDDxD42vu8Vq2Oj0wcOYEBbuXp1YnlLFRmSam0h0KAs5dSJT +FJ6wwRPvcokMI3r3/vu58DEb9q02j46Hs5AY+vnO4kdsXB64Nj/sOPGL3iux +5RVsKO0euRh8ggVBluN24wdszDFeNDcwgvhPaN/y+ntsiEfYXjsSyULb0R2S +tuUED709podOkrw9fK/nQxkbfdsOMA5GscB176vdeYeNVXzvM/ujWXiq8ie7 +r5TUi5w3+J5i4fYVRtChW+T8n43EfWJYkP1wyfHvTTYWq0p/3BNL+p23cln0 +DTY28btue8axENF7eYbEdcL/48Wpu+KJX+Z0fU+7yob+5T1ROxNIHhQPtCoV +E74EKYdvTyR5M4I7xVfYYP5ri3RLIv3fu/e8zmU25lufTNl2mvDp+5ujDwsJ +/9yW3tyaTPI3WNTFrICNPUYfXzudYcHiG291Ux4b675FCB3OslCt93ieQy4b +08MXrdmSQvzG0FC0M5uNidG26M3nSP7QAYNeF9mwdTn+3vY8C4/n+7wdyiR8 +urdkmU0qCxNMhcrAC2wIpL5mWaWR+UX81GV+OhsRR9IlNqWT85y8cjo+jY3b +vVsSLTJY2LIiJFA6lQ2PY7NmbrxA+isr8Lh4jo3EBXTx+kySR/8MrdVT2NAV +PlpvnkXeH5pjVHKGjTDpi9/XXiTzSHXJfINkNm7sjLlilk38b1evdHUSGwq/ +wr3+y2FhaU0jf0MiG8afT+qY5pK8e2Y/3BpP+DAnfbJJHgs9W49/cYljg1NT +0WOcT/zZe1MLI4aNaW8G3qwuYOFW54Mq31NsVLjpNK0qZOFVYW3pWBTpx97Y +lysvseBbuKcg/CQb37g/OowusyCsv3x+ciQbNYsDRldcIfPd3+CYMyfYqPs9 +SX5FEQtKi6jgWcfZ8PS/Y25YzML1Vd37C8LYUMk5csLgKsmvuQd3aYaykRlv +92z5NcKPikTnu8FsJJmun7n8OsmbcX3r1UFsNDc7HdS/wcLgM++1dcfYsDKK +erfsJgtpU+evtDnKxqyU5vXLSlh4fW+v7ofDbDh9XQa9Wyyo3Vq6aOchNpmP +HlnqlbIw42vgvD5/8n3Szk7d2yyoLPtP4dBBNr4KNEJ177DwMTVO5u9+Ns5d +nKGuW0byeGiTRLQf0beX0keduwSPxfGiEr5saO2zzdApJ+svXyNM8yH8vH/F +Q+ceC6W/vDlK3mz0O6ka6txn4eQ20T/Fe0j/nerldR4QvDfJ/9TxYsPo6bl/ +2hVEj2XpPx7uZmP8StyE9kPix2FRQ2a72LCWvMbWfkTy8tyngaadpJ+iP6fo +PCbz6dfsPocdbEzO26+qU0n82rqup9OdjdYumfU6T1iQabBn7XFjg9vee0Sn +ioXsFWvp4W2knxmDt3SqWRBJSKWCXNiIW6A2plND+Fm0jhI4EzxSE9bp1pI8 +D95MJTiR8w6q5+s+JX7zrYKScWTjqOnoZD0QPfYH0dlbiL9l/QrSe8bCkPsZ +1nx7NtTEdH7p1ZH5Wnei55YdGw4X8o8vqyf9sHnQZ2jLRshWC2n95yxMLXg2 +UGNN9ndafEe/gfibtMqQhRUbsfkbXJe/IP1Jfv69zZKNnHV5/6O4SuOpaPuw +IuWhpEjJEqGEEkJRlqSSpRCKVIgkW6WQbBWiyFIhylKEVpVocYmIVpSSKMyZ +c5QKZ5Us7/1+nN/M3PNfrm0kdBv78Pjvg0GXDSP4z3bFW92XhO+b/rB71hN9 +aBHK1msi+rE7gO9nMYIzHbOD9Zv7ELNMZ5RtNoKiI3scVr3qQ1KG/sRx0xHo +3x8yNXj9f38Kmzpt3QhEiuqMDN/0wf/HX9EUkxFMOHw2MXpL8FpeKS5rPAKV +thU2q9/1IfbBzdn5q0eQueKtz5r3xL+GvshoGI0gOeLuWeMWUu8mk4UVBiNw +r+t8ZtJK8F/Sush4FdHrebaja9tI/hRcUn+hR/QifoaF6QeC58XntGx1RzCp +POuC2cc+bJW5o/tJZwStIx4c8/Y+PHv0z2j3ihG8lhtzX/+pD4PcYNN+bYKP +S8xWy899MHskYRWiRfQjRsnBqoPgp/+NzeiyEVgwSro3fiH7O3LH8aTGCAY+ +xBzZ3En0wbJip8RS4pe7y+dt+UquLT7svaA+gsCspS9suvrwxnW2n6IauU75 +G2nX3Ycjh3yDSxaTPOSgZL71G8kT4Z+O6aiQPMXLme3wvQ8NLm7R1YtG8DYx +YMCxh+ifgBNvoTSCQfms1u29RH8sr6S8VhiBbf3Cepc+kifVXS86yY9Al/zD +76D6EHdG6Uq3HJn/Wd0mN0Yf5ruwr/ssIHhvffl1F92H5PB3twZlR1AQ+Hh0 +N5Ps6+u9h2HzRtAYKq7myepD076cZ1NkRpA+8mSndz/RM+H4hqS5BO8z3l72 ++UH2ffXQ27lzRiBRbdq//yfxNxWP9tzZI+DJyZj5D5B8ecyqW01yBFPM7YoC +fpH6EzXo2zMJftb+kgr+3Ydh02m/DSVGsHDxUPKhP30Yi//Mrf1vBDYiblKh +gyRPbboytlmM+BtHu/DYUB/OBLiIfJhO8CFyYF3EMJlvr5CEuyjhy+bZzEg2 ++R86mzWXFhlBVLtydjSH+P9O+YWBwsS/nlx1ieMSP1qVpCKYMoJvksnKp3kk +70/r0YgRGkE3g8FP4PfhaOXClWKTAuywu/05SUD2v9LYKH1cgKHd/fXnRvow +Z4+J6cIxAZy1M5+c/0v61VKwujYqwN5XFTUZo32IiP1qo/1XgHHrDW8v/iP6 +tjHUsVIgwOp6G1b2WB/g17/DlC+A8cZXEnnjZB+tunuauAJYDdSszZ8geuTr +4LONI0BtvWZE0WQf3GQ3HOwcFkCFlqorFqLQ3TzjkNeQAP95H5Ipm0Jhcv/l +Y7/+CKCx3e7IrakUTnwbjQz9LYDT2+Jvd4UpzJdWi5sYECCyN9LpgQiFUxzZ +hISfApQWt7Y/mkbhiE9r8uwfAkzTLfZ8Ikoh09n+fDZLgA9Z/0ZrplM4dys1 +U4UpwLGhtit1MyiIbD+fVc4QwN9O265RjEKWgX2uPiWAdZO42Kv/KHQZv7r6 +rFeApsNB79+KU/Czmyy06hGgxmdHQasEhdcuv66//yaAzKNXUe0zKSSZp95w +7RagJ+KF75dZFLR5dFnvVwHMmja6d0tSWO7+5+aBTgFiH253751NYfqe4tuc +DjJf10FfWoo8/1P8buRnAUybZaJ/zKEgzpC/N+2TAO3yrwp+z6Ugavj5XspH +AaIPzGwZlqZw+o1RhewHAWY294jxZSj0nTOtyG8VINR+g/3oPAqHvH/c02gR +oF7aJH9ClkL8av17Fe/I/HUax6YuoODLV7hr/FaAj1UM7+lyFNxOXbv94rUA +6xuzOsQXUsh/03DT9hXBSxDlMluewv6q6LJPTWR+bxv6pBUo/NFpKdn9UoAM +vln4AkUKrkoPr/U3CLBA2HmhohKFNwe1CkJeCDBVXLRZZRGFfVP180brCB7V +HeKWKFMwa27OOvlcAPsA441aKhQCywYyJGoF0B6pk125mAI/5VLKhRoBPL7/ +4KxSJf3tfp2o+EyAfcb3vq5Ro6Apejqu5IkA31Xl3puqU3h5oO64zmMB0h+o +vbNcQuH20dgj1VUCbBVu79i8lELdnNqDFo8EmL9MY9BOgwK9JNL79UMyf/PF +Uk7LKIxeue/m9ECAFd4v1u3QJPXv8XborhBgrHRmmIcW+Z7z2U0+9wTo0BJ6 +5qVNocdXY93gHTIv0byZfsspFEet1gu7LcBPe9ovcAWFNScfL5lyS4Aziztb +D+tQsPQoW5hULoDw5cgN4SvJfkZEJeeWkXm0vH0RpUv2sebdlNwbAlztfmd/ +So/CU4kJjmqJAJLdMcwz+oQfLpn0resCTPQzElNXUagRSf1kcI30v3DM4IIB +4cu/gUYUCrDu/MuhHEMKj1RLKzcVEPzu2VSZb0T4tv/F9darAmy8EZ1QvJrs ++65x5s4rAuTGBnrfXEPhAiURR+USvkyfZ1thTKH/56qgg5cFmO58zLzKhMKN +2w/ceNkEXwkZ5jVrKSjJJmyMyiJ4fORv+2IdhXSJct3plwRImzJl3ytTCibH +FBXOXxDALtYpscWMwhbT76ILMgXwdPB99MmcAttmYLAgXYDL59ewuywo2CWa +dSxLE2DA5b0RtZ7C8S9duJ8qwM4X6sk/LCkkLK0pNkkRYC7b/MfgBgrRu/rO +NpwVYPe4siPfisKePRsP2SULcGFqU9PYRgoqCwacP58h+qS4ylp4M4UnQa/X +7EkUgHfwwGcxa8J/G6bCj3gBwsT9gmdvoUBdWC106DSZxzxdGVkbsu9V9b2j +J8n3yxsbFGwpFEnF1p2ME+A5c0mcqh2FuXNDCiViid4wna017SnoKKfFXogm +/Gh0UtTdSqF08ffdilECHL+uMmG0jcKyqTvWlkSS/eY//2HqQPq9NrZA57gA +59p1e60cKZQNv+RVhQsg4nmMYetEobG1qsU8TIAfXuc5TtspLNF6W/bqKOnn +b9Qsd2cK5v1TTzmGEv0xs1zl5UL04LeLe9dhAR449/oecCV8XPxKb98hAYLc +XIpDdlCYE+Ly359gAZ4dLBkK20lhRs3496NBAqwsbbOKcaMQO/z4wWQA0dcV +nTcS3ClUsc8mJh4U4KAi5qXuosC4EeIm5S8AOzPu/EUP0u8/H+0cPwFmV6jN +u7KbwsOWAxMq+wXgZpaWXN9DIWX28XflPgIw3CU33NpLoaHgQp7+PgEsNFz/ +PPCk4OFf5f/MS4CkBaeLnnpRsHHqNbLyFMDb9pL3C2+C5/Wzpr3fQ+4zUle+ +2UehQ2lti8tugs+JoP8++hC9bPHP6dlF/Oip0eBXXwoOxllefu4CtJoMfKf2 +UxDeVKvJ3ilAW35i14AfhfGuXnbEDgGSZ8yhOQco/OwZrRJ2FSAgM/HvP38K +AWvEos46k/nv+71AJIDgp+U/C5nthG855lYSgRTSEsdFrjgKoOoSHyUdRMHC ++nujuoMAro+f1skHk33/u5VwZ6sAxTQ9Ry2Egt5J341G9gIsH50apH2I7Oul +mOhzWwH0Fsh8XnWY4OF2ev1mGwGkvRW2rDtCwUhRKKbNWoBNY/KvrUIplI/b +G7ttFiBYWMbF/iiFat0YHrWR+Otl0UGXYxQSi1JuH7QieKLZ6XvCKBgYhPvw +LMnzIl8t/MIpfGxZqxC1XoDXC2onQiKIvu7obBO1IPvYWNQYcZzC34c2Calm +AojdO51zMpL425v0NfNNBbh+bH/E2RMUcuPKfuWvJX5YY+NzIYq8X5OWp2FC ++FGi53ElmvS7z8q2Yo0A+50VPUtiKEh4NP5bs1qA879nHrobS/Z5TrK03pD4 +wXnhlOo4CrO+KG23MRBAfa9QZd1JClx13uRHfQH+npz28/Up0o/7udJdegL8 +Xii9rP00hW27mduYKwU4aaN99Fs8wY/0xEigDskrqx3esRKInni2XREsF0BR +9JTucCIFK+2962O0Baj4VF84eob4q9sN5gwtAWa9n6MkkkyhteV6Ytoy4q9z +D5XMPEv0+7CLhpyGACde9hnLniN41HjSVLhEANnZPl2LUigc+PTOR1NdgBip +8cRlqRQW7Dkv/ECV6OvQDXP98xSCy8evmCwm/G89ILoujcwvT3p1g7IAeR3r +P29MpzAk96HVdpEAw5qrHmzLoNA7w9DvkyLxwyHTPLdMCrNt1k16KBB8bd6X +vu8C8YdmZgZrIcHX7uKMoIsEP/uWLwmWE+CLk0hB+CWifyJzq0fmC5C/Nebx +ySwK35LTN8fKknrDFvacyyb+972sQ2we8auhT1JZOUQ/GDt80qUFWNZ7377w +MtGb6Dy23FyCl8D72TdzKbzKOHyiSIroFT4NVuYRfIt2imrNFoD+q+jw/AoF +zpN3KQ9mCbDB8lzt66sUNLLsZdbOFEC8QcX4Uz7xq+idOQ3iBF+FPc97Cii0 +bP+tYPcf0SeRJqeBQgpHJ6flf5pB9j27k8MrIv6/p3DR7ulkn79lrwpdp3DJ +vfYqa5oAbvVxzuLFZF6fdykEi5D8VLVQbl4JBcfKsOyRqQK486gfi25QSP46 +Szp2Cjk/v6tBs5T4l6biOTEhMv9e0dsGZST/nbkmkj7Bh+93r0Lz8v/7x9UI +uXE+VOq5hTY3id5Pzhws/MeH0oPHd1xuEb/r/rVXc5QPn87KJs/bhG+uaz7c +H+FD1uPn74A7FG46ci1MBHwc8nVWCr9L6rs3/94LHh/fFMfcT90j+c/5uoIt +l4+PN7uKUyvI99WyEtvZfPxd/Xcs5z7xxymDw7uG+Zgx6LC7+AEF5puSHcxB +8j7359t7D0m+9K9F4B8+jh2p2/SsksK05waqgl98DF7sfN/0iIL9nRkJ0QN8 +RJ7W9/pYReHaAv3+6T/5OOzXOrWnmvC7r3Lj+X4+th+suD3wmOSP3ynX57P4 +qHjU4SN4QvKL/OMpBTQfZqEbNIWfkbzmYOCuweCj/d3ff7NqKFw/NOXhvT4+ +PP7wO+RAIcxjgcSaXj5442vr1GtJfSPH99Z956N5Scsj3ecUjFWXPLT+xsey +i7er19UR/aybP/1DFx+nD3e+tK4n+vXIzsXtKx+BP536nF9QcKEar1Nf+EhW +UxLzaqBwTCOa7d/Bxy37NSZBjWTe/qFruZ/4eJ5Rcvz4S5JvkkviI9v5aJHf +/zKhiYL/wbnvRD7yITzvhFJmM4VPfyrnnmvjo7iMdTL/FYWFvFQXmVY+lEVL +uTdfU5i6Nzc77z0f/xzrQqrfkHwp3flF7R0fXdD/1/CWQsyQ1fzbb/g4Ezol +re0dhR2fe5wMXvPBzNfQ+/6e+EfZ9dSaZj5GAm73DrQQfbDOaLJq4oOakZY7 +0krwnlMy+a6Rj995bV7TPlBYF9Gj79LAR9iOI4ZzPpJ89Np4//d6PiZ9j8kq +tZP5BT3K9q3jQ4ffJaz1ieTZjduaB2v5eKJTPGb0mcJ/q6YLjoGP85Yfp1h1 +UJCf/1lFqIaPIo/9cx2/EL1pq7FJfErweNNr5Z5OCt/XPz0y+wkfWjtfugV8 +JfnS7m1OVjUfhhcz0yO6yD5aB2sWVfGBc2/aE7opXLyj3Hujkg+3wGC1C98o +dL7cM2XlQz5e7ouNLfxO9vmvTKn6Ph/dBUI/7/RQWLlswti8go+8rYMez3op +LFrl6tx8lw+FfLueV30Udo9VBm67w8fFGqXADorkoz3zT3+5xYdXp9cMJoP4 +v1lE9t6bfIwqy9/h0BSUozrLf5Txwa/f7DmFReHwiMHTkFI+pAZ/K0v2k/2n +nnv1t4TwsU3sj/wPCrcWd32KLSb95l5pXPaTglPmol6x63zMjrxVbjRAwfO5 +64+0Ij7WFxjmWf0i/zNJcYMLCvmYbrzustNv8n/y/jKnIJ+PprC6655/KKQG +FfI0rvKhltTwNHiQ6IF1Ju9eHh9tVzb1RA0RvTMN4qzO5SOfaTP73DDx4+Ur +B5/n8JGQ9sHmMpvCGd7n/s3ZpN/33RdKOWT+R/b2tF7iQ7T14MAjLgXb5Nft +Oy7yodEYa9vII/OVlW7uzSR68V3h6Uc+yWN/jR77ZfBx1NbCkBIQPZc0Kh1O +44M2G6oZHiH53FDyYvh5Pi78XOooNEqhbdvTmCmpfIQe/82Z9Y/CCpO1fmfO +8XFF1bRAYYzCwfZUe6mzfBjLKrlpjVOQHLunl53ER8GpFGXjCdJvSoGM8hky +nysp3M2TFDb5u/NuJPBReWHRR1chBpKDe9p04vm4lruh1ncKAymRmrerTvHR +z5ioOjqVgcgA4wSzk4S/+bY1p4UZ8FOe5dEUy8eGKXotmSIMbDtaoLs1ho+y +1Xf/FE1jQM2aI9IRRfhzvHHBfVEGqiKmtO8+wYf/6NFtddMZaKWbC1nH+XjH +qrvQOoMBZT/rwKAIgs+j5cweMQYs+mIMBWFkv50rLYf+Y6Buuf9E1DE+7lu6 +3J4UZ2C21vR60aN81PyQV5OcyUDmI4fTKUeIXo2dvKE4i4ELt7dsmHeYzPPO +OaPlkgzY/hmceiWEj9eGxu1rZzPQ57i2Ri2Yj9yX56JspRjwfLry2K1APmZl +xOvvmsPAS5HX2qsCCD7fqgsOzmXgn9j0vqf+RC9vBjVGSjPw/gaVYXmA7NvT +s/CsDAPCNR7r3+znI3yxUHLuPAZM1Y8OOfry8UvVOuamLAMyNUsuf91H9DXH +PO7pfAame4as9/ImfKtmnX+zgIG4P1t//PQkeKhce7NLjoGvpi/OHtrLx8MG +y4+/FpL56jZrj+7m47j8xIxxeQakC3e9ifUg/Bw8YD1TkQEj/+j9Yrv4mBN6 +NktBiYFaP62paW5kX71eHO1FDOSEe2bP38nHgQPsneuUyfVRpeX5rgS/G1a/ +t1NhIN5kb+0SFzLfG6u37l5M6itR23pnOx9pzdzuIFUGqtMOdBs4ETx/8w+L +UWNgfof2/hoHPjLl85XS1Mm8twcMbdjGh/iT9A8FSxhIpNWPvrXngzVomVmx +lAEtL9e/TnZEv4Yf7a3XYOBu6WR4lw0fn/m/jD8uY2BJptyI1xY+1hnQKrQm +A+njxYcHNpN6mAXz+FoMdNQW/jq0ieiZqars9OUEP1XiXqNWRL+PBqjOX8HA +qtrvn2I3ELy9iFqnoUPOvye/ScySjzt7duxbs5KBD761lect+HgcO5G1RZeB +Oc+aVOabE/7sDvrirsfAp2S9s1dN+Vike0s9UJ+Bg7cn2Orr+JBfWR0TvYrg +bXKJy20TwsfMTNZ5AwY6XW5VrTLmozzTzK3QkNSXflb22Wo+Cv1qvt43YkAo +qf6wpRHpb4ukX8NqBpbLbn372oCP1sP6wp/XMKAuraPquIrov9yKsn5jso+d +e8M69Qj+jwl5jJowoPSit3mvLsFzQ6mixDoGjJfdmf9Dh4+5Jlq/FEwZcPR5 +6R28gsxb5kzjCjMGsG3pbYE2H/Fnnt8yNyd8a3jPjdLiY7jtU4GjBQO7Lz8x +EtUk31/2qnDfegbelf8IP6dB8Pgq9+4xSwZ+v3epkl7KR90v+9dnNjBQ1CPM +vaxO/PkVg33ZioHKygGtxWp8rLrivuT2RgY+LpvpVbaYnF9Qtb92E+GfjM/F +lSpEv2ePVrZtZiDCnttYtYiPMRWVObQ1Of/uQ66pEh+bZXQjBFtIP3NuKL1U +IH6trDkoZsvAlS3NG+3kCV7iZoXI25H7q2QD2uX4EDrSPbncnoEFJamp7gvI +tU72ZfOtZH7hOncoWbIvtoWl0zYG1p0UvD4wj+CF9/WvjwPRk7w+eliaD/2j ++56GOzJw5MrgWNhcgp87PclnnRh44yEvJTSH5Kcuu/1XtzOQ+9BHJWE20f/V +97ZVODOwMeKNzixJwndhsU0NLgxIntpicmEm4dsRly0drgwsLeu1lJcgeHuV +5zawg4HC+rPWRf8RfJl3h03sZOBEibXtMjE+OmRki6TcyflaC2zvTeeDcdKm +U3UX0RcN/mYjUeKnTVGKRh5kX6Hf10OEj4FFd4K27GZggtm2xkqY6GPzt7ce +ewgenN4tfzuFj4NCkqsP7WUgNuO9kpMQ2f9U83unPRkIOf5x5tcJHhZIHDXI +9iJ86usc2TvOg4L7naab3gw8zuvp6f/Hw+MVf3xr9zGw4hTVEDTKQ/0LPemP +PgTv/r0l/BEelu2IfcvyZcBcoyP+hIAH7rKOjH/7GfDKaPAU4fPgErbaV/IA +eT66xDiZy0NRdPHGxf5ET+uOS83h8GAVvWiV4UGCdz0zRtYwD50Pb6zYEsDA +5evs+0pDPMzzNDPcHUjwOHg+pvgPD6/q+rccDmIgg55vrf2bB/a8ooCEYLL/ +XYmzHwzwUJwXnHs5hFxrdn9Y85MHtYsOHXcOkXpUZTKf9/PQaGqt/OIwA3sU +lm/bxOJBvNP1WMcRgu+fauLvaR7Sr0V3/gol+9o7+nw7gwf577Cecozw3ak0 +tKuPh3PNck0yYUTPcnTUvXp5+FmU5rAsnAHVaSkffnznweG22s91EQzMPIAT +wd94kNLoSHE8zkBTbp2qoIuc71Rmtj+SAcOQC00nvvLgGpI3GXmCAbknq/xE +OnmQra14nRZFru0KRJM7eMiKHbhWHE3eH2/Pl/rMQzN/U/KTGMKfvFbDrHYe +sOdNVEss0ROh9NeKH3koFToWTccx0Dwq7X69jYdvstbnRk8ykObh+kOzlYcW +ltUNydMM6E3uOFzxnoeFFYEtqvFET+7Ijhq94+FQVd20NQnkeYvUE3jDQ6WJ +5Sb7RAbakmrGN7zmoSeGe8n7DAODO4si3jTzIPnyIzc8iQH/08ZchyYeTm9j +eqQmM3Ct69SBL41k357LPl07y8A33RPduxt4+GVSuPPxOeLXO1VsmfU8iC62 +//U+heBB9VD1wToenrnoJtOpDJR7H1Dh1PLwR8HW8N95Bo4NzEgMBw93qvKH +ZqczMJa05efkMx6W+i9/pJ5B+pfW2Rz/lPQfJkgyySR5ZOeDaxJPeLihOu7v +cIH4pfansfRqHu5WmO3cf5H4s0fGtgVVPIT61G+PusTAstofhVcrefh4Mt4j +M4sBWZXPQ2oPeWiwSz5Slk30cvsO45v3edgt/uFSbQ4DbM3AON0Kgtdxj6ZP +lxkICJ3bWHWXh7wDOqK/c4leTN0oanrn//jbtE34CgPnr4mub7jFg0zDjdIF +VxlQ1NwaueUmD9omDpI6+Qw88VGuaC3jwc3MKs6qgMx/SRjDpZSHwnnxU3cV +MnB7rcPcbyU86IrMPX+4iIHJsFvrvIt52Gb3Z1nSNQZcSxN8fl7j4fCaBR/y +rzMQfOVbUnARD+qzLiQ+KibzX3K3nF/Ag5Kk15Z3JQwslBltisznQefkqYX0 +DQZOrXrcN/UqD9vvjo78K2Vgh+ufkcQ8wqeuRmpOOQM1Npnikrk8eNj9/Kpx +k4H7vaVyF3JI/1t8es1uMaDC1FJfmE36X2jCdblN9H7pwuUFl3iwFgmQDrpD +8BF2SHfJRR4KbEbN4++SfRTp6N3K5CHZmI7Mu8dAVJijjl4Gwf/8FQ0PKhh4 +0NChUZ3Gwz6NL3Jv7jPgsKNGyfQ8D28qGSeoBwwcnjJ1TkMK0afpjn9GHzIg +drZAaMs5Huq81A7OeUT8ozFnoCWZh8w5uwQaVQx8iR5oc04ieHX/l2pezYDv +qbTKrkQeliROMdjxmAGpwqSLngk8/PsW/CP4CQNrij8e6j/NQ9MN67LEpwwo +eARsCTzFw4D2+bD8Zwx0XXRYxI0jeK60cKqqIXlXIW44PJbM/6zX2hYQPNb8 +rZmM5sFMwNHrryV6vfFR4ukoHizNeIZCdQzUn6qyEz/BQ8rd/Zvn15P+Lf7N +TjvOw8Y0+/06Lxiwtj3xfl4E0VvN8sxNDaTfEJOk3DAeIpsj3+1pJPg5bmCu +coyH8fsNMuEvGXAx8OOWhPIwa1XCgbQmkseC2oq0j/AQd7HuTWkzA4KhIPv7 +h3jYqRJuUveKgbcJpgKjEB6qVG5Wd74m/U2uu1wTxAPV627JecPABpWDxpaB +PBiXne0Sf8dA3tMXn5sP8mDfaBKn+p74XbZVsL0/0aOYwFVrWxiwPzko0u5H +6lNdzN/eSvi/4dmFnft5cBxzexHYRvyw/JZKjw8Pexzl8hM+MGAWVVO+bx8P +fUd2n8n/SPB15rfOgBcPmje1Yqrbib5cMqoI9uThqeXJU22fyP/B4bwV/D08 +6CV5Xxz4zMBJekHp8d2knqbWhyJfCJ6ryxWnePAwYv2mT6GTgZZHW8/Hu/Ow +ymO7guFXgr9y0QlxNx5W2gXu29pF8ueu175pO3jQ953/xK+bgfZLuW/nuRJ9 +4DkpnvzGQOrisBW5zjwYWaml5n4n9b9yO6e8nYdT15NmVvYQfjltYBU78uC3 +Jz77fS8DT5N112o58NBbv0DvRx/Jm0bKqfe28jBbwapzKoPkCVXJbgN78v1q +iVR5mgFL2VH1p7Y8lNOB2wyY5P0v3w+a2/AgMhSgvJVF8ol+ze1Gax5YauKT +fv3kf2Ew/deWzTwsat/48+QP4k9tbuqtGwnftqhReT8ZuH59nruzFdHvz9d+ +PBog+1j5/NxXSx4+Nb4cb/3FQLfJjid71vOgsj9V6ddvBnpTuxi0OQ9vxcbt +RAdJvcOb/vM34+HEqNTZRUMELxq5mkPreBhOfP9pzTCZ9+SHTaFrCb5EDFds +ZxO9WP1n76gx4f/jzReCOAxQV/qPRq8h+j82QyyJy8A+fm2CyGoedsw/mnSN +x8Ad0dDMM4bEv3elLwCf4Ofi1LxZBjwckN9d+UXAwFl/34IMfeLnRd17uCNE +D20KCubr8bDBUnKB5CgDw5O38vJW8uBky/um8Y/kuS3JF1R0CF8k0yosx0h+ +4BqcKVnOw95OKmP3OOFX7e0wLW1S7+SfuIgJsq+jQ173NHlof3s/+sIkwWfn +X2uDZTx4XdJLuitEo7SiSfvJUh6SbgYVvp5Crut3SpgtIed7+DUxp9Ioa7vF +fKFG/GVceWyKCI34a3i6WZXowdectQrTaEyZOJfyToX4iXX7WSNRGg+K5rk7 +KvNQm9P2w3E6jfk7XdQ6lHgIV8x0CppBI5a2/emuyIPnkoVvk8RoKP43UtYr +z4PvdD/H4v9ojCU7+vos5OHq7GjWc3EaIis8lAYW8LD6gseZbgka45UyH4Lm +k3pZM1b/nUkjgXUsjjuPh5k7o/nSkjRUTsVph8sQvpnWP9eZTa636n0cn0vy +1s/2HBspGi9mJR6Nm8PD5VtVsfvn0Jh7Mkp6uhTRr66DR0/NpTE1WPp2siTZ +RzMnLF+ahmvWxvWzZ5F5NdudeSpDo7pG5mOmBNG35dElHfNo3LgeuWeBOMmP +NvEfuLI0IiUj+vPEiF8f3TdTagGNQzXiB1VmELxMUdyuLUcj58iKgWJRkm/M +75VtXkijj9O3T3MayUtJi2b5yNOQnljcdUeYh7MrAqLjFGi0Ow3Z6k8l843P +mriiSON69YYnVUIkX1JFyU+UaHT/VlZdO8nFj5zz6h2LaDysiEt8Ps7FlKl7 +3nOVaaxt3te/YYyLrIC58VKLaexlN61/NcrFG92b1stVadB/SnPs/nLRU6yp +sEWNJnlV9HebgAs9pYxxX3Uawd5da1z4XDgNUwOnltDY5KFx6iuXi+FDSv0F +S2ks1h5o2s3hou2vFbtGg8bMNCUxxjC5/9Xtv65lNH5vfmG5f4iL/UG7df5q +0oiR/Xz81x8uDv7n6D1Pm9RTvf128G8uvIWNivWW0xAaXNvFHSD13ZXkb11B +4+6xc9PCf3Kxze+rY6AOjaw5FsvG+7l4fDIXyStpVEbtsI5lcSFwdlpdqkuD +FdG6bxqTi4VrRJ436tHobSiJPMPgwv3ULWeGPo2Vip0pMyku5M5tG51iQMPM +wic3rZeL5vLhciVDGg5Dm6/L9HAhZZTqv9aI4JUZV5r9jYvqM5qr3VbTeN43 +q1Shm4uykZfS4WvI/goHigq+csHt2jdx0ZhGImNejlonFy9TRPkPTGis2peS +XNrBxTGf8n9ta2lY9NmHaX/m4uTT7ZLD62gw5u/Yc6+di9M/RFdKmtFY1Fiy +ftVHLjZY1e7RNqdBFa9WqW7j4prmyStbLMj1MYkxk1Yuytlbf/qtJ3jkKbTW +vufiLHeZZaIlwUuXf4HlOy5yk+bcLN5AI+IH52DTGy6sZ4mpNFjRaP58X8/m +NRervkgWUxtpPPYq5b1vJvPYsNRo6mYaCpvbKhybCB7KHTsWWdPIXa/l/7mR +nO+bEW+6hcb9WQ8V3Rq42NjWb+FhQ6N234G33+q58LLaPvOELQ2usPUxzzou +7BU76ct2NJyvbZNn1pJ6H4S9eWxPo2FK9FM/cKHprfv8y1bC50/vXX4/46Ii +YcaLkW00zn4z/xP8lAuriLGPso40vra1RXMfcyF5SZJr4ERjaWCMRFg1FztW +r1d23k6eP7Ap898jLjKfZrmHOtPgxC6Vja7kwiVSqjjThcaSQMULUx9ysffj +7fH7roT//Utmxd8n8150yOvDDhrryi3ixCoI3p66f2bvpPE98ODw2btcuE0L +3jHHncabX4Vus+9wccr51o+Vu2hMdFO1Gbe4uC0xL3GbB42N/7SUZW9yEXyq +XD9kNw2b8eOROWVcRMkFDZ7fQ+rLfdemUErwo+lZdXcvjV1pKqoFJVyoy8Sn +tnjSGMgIDVYt5oKl13VkyIvGGveGRyXXuFhP79s/ex8NpULJ0WVFBG/xqgd0 +fMj5Cg6Gtwu4uBO6IGKrL40Np5OCVuZzIT7bKit4Pw2ftMrCB1e4yLlf/uK8 +H42ekQ8thnkE/zVbJu8eoFFzqOfv48tcBKUs2dTqT5P/zi8K63K4WBxndnX4 +IOFr2DOT51lc/BZcEpkTSOPEoTPOlpe4sLNbEaYbROOXq7H/ywtcSDCmjzoE +E33oa4mwzuRiXHZx0uEQol8NG0+/TedCZXPc0sxDhJ+VeUlb07i4+km9/cFh +og8BLUkfUrmA0pzz7UeIfuZ1n3ZO4eLPyQ07+KFEj8brjn85y8Uzzzod2WM0 +/llEHXRP5qJ/YdI8ozAaPOWZrt/PkHokr/y3I5ycbx+wzjOR3M+dlIiIoDEc +k6tEx3PxVfWuwuXjNPQPZP3zPc3F0en3TJ5G0uiCR9vPk1xoXBc+0H2C+I/B +76KAOC7iPEqvT0TREI41Dx6K4WJtZtGgUgwNP6cdhoejuTAo4Ww0jyX3vXX/ +8k5wETKSc9szjoaL16uHYZFEL37kLD51kkbdNKWAfxFc+HZyi6+fohE6oa0U +Fc5Fl3aZ0cvTNIKEeK+FwriYseFpR388wUdNyOGTR7koidVK+C+RRvhAgYxo +KMHzhrH1WmeIn64+WZF4mIvPbC1JuyQamW5zrcUPkfsD6A9KJvolvLXrXDDh +b3plS9pZws8+A7/ZQeR7m+a8vH+O8LO8YSg9gNR76OPr9hQaYrNHD8kcJH4Q +MvFNkEpj2vPWwUsHyDxK04Tk0oifB1v7yvlxoR+ZqmOSTkP23d4vub5cdNr+ +DfTIIHw5K2Ol5EPwHtvyJCaThqGb160Cby4OR8yTLbpA/G1gk6SqFxd+uW9i +Gi7S+Pi73r94LxeqW7gjrEs01Oa01S3dw0XMz5To/7KJns8IkS73IHr4LU9a +O4d8L/bKHu1dBK/JKlX2l2ns0HQtueNG9GW74oFDuUQvKy/3r9xJ8F6QvuxC +HskXH3xUH7hyMdQW8/fRFRrKKx7tNHDh4pP9z0+dV0l+iEhKrtpO5hvZUjee +TyPD81vlGicuAmr0ny0qpHHk0t2upw5cuEbMb1xfRPT35cTYum0EnzInun2u +EX2/2ij73J4LZb6XcNJ1Gp/fT9Neb0fmHfvO8FYx4YvIY5MGGzJf+ZqIlhLi +P796rDZu4WLOcv03nBtE/1aFbWnezMVseV0t2TIaRcknrLds4iLPpjpnTTnR +k9w/699acSGj/lrW4yapZ16zof0GLkZm+RXF3iL+fu0/9db1XAwEZK69fpvU +w707y9GCi0eldsymOwSP96uHP5oRvdXIzvt1l8aZZJX3zqZcNDmGes2uoHF5 +2Y/ijrVcbD/PMNS/T/KQiXj4ThMudlv1y7k+oMH0j9/QtYbgtTtWIvIhwes+ +VwmP1VzMe1YhkV9JQ+9j1NvvhlyY20YufPGIxnYvQeJeAy4+8L4b9VcRvXyG +dZQ+mb/id2+JxyQvprT/8dYjeUDn+FWdJ2R/MQbZzJVcfM942O/0lIbX2p61 ++3W4uH431Sz8GQ2p4JauH8u5eD34X0leDY3jdSJH/bW5WPZ4qXwdaCR/ixD7 +rUn8OeznVWYt4X+AzqXAZVw8zNymK15Hw1JusdLQUi7WHdv9YUU9jdazWwtC +lnDx/ozMSacXhI+BlQocNVLfqlDz8AaiT34OmUdUCZ7o6FlXGmmcU1WZxlfh +YmyK4c+6l8QfNi8OPqZM9s+7/JHVRPAQ69g+okTOW3b3rcQrso9Dd/UjFLmI +EA9tX/maxmSjYco/eZKXpv4acH5Dw12N1Ru5kIuU8HlSkW/J/Fc9XTGxgPhl +F8+y4B0NnasPjkXP58LyQnJC43saHmLvqoVkuUiU/NIx0ELy2kJRfqwMF5sq +vxtJtZF5Ht+pJSxNvs/NLzH4QObZ2uR+ag4XGQaKau4faTTW2SVMk+LClOV6 +L7adxmb+j/J4SeLXhxxsSj7REEhlvZo+i+QtSwn+m88kvzxxphIluKCbEm6z +O2jsyV7MFxPnYsXBxtD5naT+rWNTk8UIX3Kat6z7SmN2/DcxiRlcvKpN1/Hu +onH1+8v/zolyYbFlsWpSN8HvlMpps6Zx0VIcqX73G43BtOLRFGEujpjlG376 +Tvinf+mH5FRS3+lUl7EeMo+zp9vOC3FxoG9LvEofwY9p0EOpSQ52Nnyq30QR +vx3elp4+zkHW5ZWzgxjE7600/eaOcfCxbZf/BZrgoWdkdeYoB9873NufMGk4 +eVeJyPzl4MFCHbs+Fsm/R3ybLwg4CBL70j7jB407D4QT5/E5cJm94+CKnzT+ +e5lkdonLQfeVe1LOAzR2242yZTkcnF3MaIj8RUPmt/3VrGEOFGeyE4t+k/sb +zmxYMMSB/6uuna/+0DD+W0Rn/+HgxKvrxsODNMLK8qLlfnMQHmmnOX+Yxs3R +w3MvD3BQYt+hYcqmsT5ZtWDhTw5O3rc09OHQ2D9+c2luPwc3ZC84nuMSPrL/ +K5NncfBu4FXUAx4No/9M1PJoDphXWVVf+SQvMtfmKDA44BT9miI8Qs5XnyV2 +pY8Drf1fdyz7S6PAvyxEsZeDfveHtdtGSV7YPvvjle8cFLOPG4T/ozEUt1ZH +6RsHojk6T/LHyP9d5or4q11knvUf7ZrGaZRrMNqVvnIg0us3PDhBQ7XXVSn/ +CwfXPYcLZYWYmLUz2XNRBwd/qw96mU5hQkMv/Gr+Jw72unbr+k5lYrr4ok+L +2jnwvGMplSrMxH8xJ0QLPnBwS+faRKUIE1t1UnWU2ziYazc++m0aE63VDk4F +LRxcDN8mOn06ExsfN4Qov+fAXq1w0YoZTJi+pxML3nJwun5os4sYE2IX72Yr +v+GgrHFdXPR/TJLTF18reMWBXcG55hJxJjxvmdxQbuZArfGbUosEE+cM/14v +eMnB/Bt6p0dmMtHAdM5TbuRg8eNzfxdJMuHu4phS8IKDiKA/kZtnM+Gl9itM +uZ4DP2MXyUNSTDz6pbir4DkHB9Ka7+bMYUJk8481yrUcyNJWe+vnMoH2TXMK +ajgwKWtZ9EuaicXLjalFzzh46rR/UHoeE2t+P7uV/4SDclfJt2tlmfh8613I +osccmC97We0zn4kL//mvyK/i4PPatIepC5joyjvPVHrEwdj0oNoqOSb5T1x7 +6epDDjaN7+3sXUj6aQkwV3rAwaV0f2FxBSYqixbRVyoI/k3OGesrMtEr7Rin +eI8D3ZCmuF1KTPg+m7rgyh0OqGuKX+IXMbHfQLtU4TYHjrZp6+4qM/Fmfotu +3k0OJHuU739RIfMf738oX85BS1urgbAqE46Robq5pRwcvlzYrKXGxKrlh28s +vEH2f+eCv7M6E+Nl32UvF3OQEn9TPmYJEzFJVTFy1wkfLvR3lS5lYrf3v77s +IjIfxy03P2gwMbXl+roFhWSeBp+Sxpcxccn7YUZWPgevHiaFLdFiQr56SZ/s +VTKfTQdCt2kzYe89qnEpj/TnfTT2+HImno0t85+Xy0FP3N3c6yvIfuY/un4h +h4OrC+RevtdhYrtd7hfpbA4y8x8Ija4k9eh1iGZe4iA4NXazqh6Zz6792nMv +Evx7xBXY6TPR72ltm57JgdWpqhnhq5ho+3zcRyqDg60RatFFBkwUbhsNO59G +8FD1SuSdIRPK++pPSZ7ngFdZmj1iRM4r/ngmJYWDhD/1axevYcKkXDNx5jkO +2j/LDdsak/mJNkafTeagZuDO/TATJsRtCoLFkzjYWHTqdNFaJmRmP9mZlMhB +xrEcn3frmBigZ68TS+BgvJft/NeUiaY9+XKJpzkQuKU6q5ozcXuu75DoKQ7k +d4fss7dg4mCaJ07HkX3vyzkZsZ6JjIPnE0RiOdDsF7933ZKJSMM/m05GcyDj ++fJ3ywYmNp0KF54axYGq7bvVY1YEX4wVj2IiOXi0WOXCkk1MfP85y3syggOP +PS8mHTYz0bJE+r+ocFL/icrwKGsm+rTWlo4dI3rG/zu1bAsT0skJ5sePciBn +df5yuw0TWh+G2v4e4UCfFbF+ih3B54Wju8IOc2Cw/cmolj0Tol7zevkhHFwW +d3zuupWJFa/f7goN5mDg9PpLp7YxMccj5wMnkOidaUrkXQcmtpWHWxwK4CDk +oX5IlyO5tvArG/Ln4JynUeiM7QSvFT7iQQfI/fqcRH1nsp+koH2/9xO9d9pV +vseFicuusVX+vhwIp8d2n3VlQudmtsjPfUTvRmYoVe9gYsncys37vYmeTOMF +0TuZOL3wYwLTk4Ojqza2SLkzscBxuMZ7Lwfbpk0xW7eLicMbxQf7dnMQyl6M +Ax5M/D6tNH+vB9GriHu2l3YzkX9Zc813d4JvufKB+j1MHJDR3r7LjYMjW+dk +D+1lgh+t7Pd1B+FzTv92BS8mSn1Fj+5w5eBH6AoVa28m7rt+Of7ZmYOYvf3j +R/cxMeX7pYjt2zlw/ir9o8iHCbt400MfHMnzeyupFl8m5na+9dzmwMGbw+9+ +j+9nInmfmc37rRw0pHpM1zzAxNP7mctt7Tl4ob9fx9Wf8N++Sey1LQfve3/t +P32QCbn6ju5NNhyoz/tztyKACcXs+rJGaw5UtgXM6Alk4oxbfLDlZqKvcw4G +zQxmYmmm4oq6jRw4fBmg14Qwkf3mDNPUioMp6n/89x9iYmVKw8Vnlhy4hx2Z +cvEw2afne1Pj9RxEbY0prj9Cvtd6rbfKnPjB8rluw6FMDHmtjzQwI/6RsVxJ +6RgTfwtvSD5Yx8HSyQ9smzAm3Oa1XV65loNGtsiniHCi/1bPFt0xJno+WNd0 +I4Lwodr3itYagvdQydefjpN+R95JlxlxsFL0V5fICaJ/SUMnlxhycGbxzgnd +KCZKeM0D11YRPbZzW7E3mgm95642KvqEj2LDQakxTJw6nHP9qi4Hyu3ytc9i +iR6nnxXIr+RglX6P0q848vx1LYucFRzk3DBJlTtF9Ekn7LTscg6yH+jN2nya +iXvVB59nahF8dzbmHotnIq9xOl9Kk/hznmBNcQLpv8tqcaoGB+LRL/s/JhL8 +RC3ZLLGU+ImwUbFwEsGPXonvGXWCp5vWh3WTiX5F1UeJqnHwe1xo696zhN9U +eMrJxRysOe5ucv4cE2XMlxeFVDioKvEwQgoTDuLll04s4uC/6WKWf1KZaP+4 +KG1UkYN/8rt2K6QxsaVR/eQxBeJ3Ae5JNulMRHk+DuAu5OBK5IyG4xlMCGl9 +2RoiR/LIO0/J8kwm1K7HaP2ZT/bbf9Cv8wITk/a3hfxlOVhtu/SD2CUm9tze +/ZYlw8Fo3EWb1VlMfDJPT/eWJvuYVd2+P5vodfL6rb1zCN4OpwVm5RB+zgwR +9ZDiYPpqZdmmy0x8tZr/sFOSAz3K770gl4mIagN3l1kcPBEcvLTkCtFzuvnf +BwmCvzHNIJerRM+s32dsFefg3tEbzgn5TLzYb6n6Voz4xy/K9lEBE4+hfmvz +DA7uM747sQqJP7w7vLxRlOybkecve43oqbTGDYtpBD+HldI3XmeidralHIRJ +Hpvn03SsmAlt87pTxlM5yNt+eNaNEiZ2qBawHglxsP7RJu+OG0zsNPpmoT/J +xpE6VvOMMiZGR49evDvOhsvENtPV5UzU/9jfpzXGhgU78YXfTcLfuHvqpaNs +lKql7Mi5RfBpZuel9pcNjUVeE69uM1FdaJJVIGAj3k/s/r87RH9UIxoU+Gzc +OxN3TOseE7ssRAayuWxgRsuWXRVMbA7rmDGPw0Z/IGdFyn0mhC24iunDbKRa +/lmMB0xILdyuPWuIDbM5dUuGHjJxK2pEL+kPOW9PsLHyI+JvrK+6or/ZuFs1 +6uFQxYRh65hG3AAbm4o8009WM+H00HXBxA82skpL2x88Jt+f9Vsoop8NtlPr +UuYTJsycH/XwmGy0Lv+aLPuMiTuiD6tCaDbe1zZNbKohfpZNJf6m2CjPvBwb +ASay4s22+fWx4a6/XfpmLdHbTc1SdA85T0NQ2f2c4Mf5+Ks939konozzk6wn ++NdwOt7VzUan6aim+QsmZqzZpuraxcb8UI+JQw1MHJoMavjQyca8Zfd6rjUy +cWT4lof9F/K9H5y2Ty9J/kuYMfTqMxsf1y1tn9FM/M7oRLjVJzaqHtiz1rxi +ghsh9u/5RzZufvIXC3hN+NdQdmTtBzYW60QZX31D8JXqwaxqZeOJTeKJ1rfE +P2xVtuq3sGFQlfxe+D3x76Oce3fesZEwcWalQQsT5lHvxTXfsvG4/FTR/lYm +Qr/e31X8mg0ZmxNql9uYSJl6pUT5FRvD/qGP3n5gwmJ/8o/cJjZ6LwXuEGon ++hcTvnj+SzYy3A+I630ifKndtz2jgU14ceDtvs9MnLxsGz3rBRvNVNDVrA4m +ek4tLzhTx0ZobWTs6y9MqA5NeyLynI3VB9IPT3SSvLW19U002EgMrAhd2UXw +Oj/l0+gzNkTcviV4dxO9fry6I/Qpef+ZbNmlbwTfpa2tQ4/ZqFm8p+vVd7Iv +Z8d6/2o2pshXK070EL/Wf3qT+Yg8r68asrKP6Pl9sZS9lWyc+Ff4wZtigrJc +7dv1gI3bkwZWWQwmvHduMnK5T/D2vrfpNU38wlt/Sts9NrxHr7lNMsk82kaf +29xl492suAndfiYKZLIjXt5mY05uxD2fHyQP5EloWtwi9a88fyTnJ+FHh8OH +p+VsXPd4sfHdAJmHod9hwzI2JO7P15z6m4nYpbbiFTfYOF2Tomjwh+xfbixH +q4TUL7VU5cAgE+ePH1YpuU7mu4a56soQya+P7xYoX2Mj6vWrHW3DBI+W9+bn +FrKh5fT5nCiH6Fv8oYR5BWws2jezbQ2X/L8MDf8+f5XgLzVQPYhH8scvLRvx +K2wMeo4lFfHJ+f2LCk/nEn6HVE1+FpA8su314GQOGxE2105J/GXiSrrGqohs +gs9TzxeYjxJ+z199iHuJjbpyKYT+YyLXTlAceJGN7Y4Xj5SNkf+F/L0f+jPZ +MJ65bc33cYKnsFCBZwYbe/zXz5aeJP5hoTO3O40NejKQv0mIhWu+qeou59kQ +2tX+68QUFhwdz69sTWFDVSaMUzGVhblBOvpbzrHBeOz6X78wC2mqAcsbktn4 +1RO2UmEaC8u71y8yTWJDXa5zv4MoC5NTKsSqE9nI+XvibsJ0Fj7/e/BTN4GN +Q3N8ZjybwcJqPev6m6fZ+G8kI5gtxsK+2UEZ6qcIXteK/VgizoL9v0Vu+XFk +3sdehuySYKHIbZecXCwbo0Yt/2XMZKEhS7k1I5qN6fPUHjTNYuH1Av/omVHk +/cKXAROSLJzeYKiWEMlGxeFqQ30pFo7HnawTOs7GpPyY1IE5LLAMbF0iwtlw +1ksbuzqXBTSlUZxjBJ9bIgTt0izcyLPzDThK+DBaNVViHgsiC2P7mEfYePjR +TtFClrx/XX37nsNsSAWvtQ6bz4JCkQm+hJDv7Y2Pv72AhSXHahc5BrMha6r5 +gSHHgmH8nfA3gURv87R1FsqzsE5/+qsNAWwI5qbmbVNgkfz8Qgr+bKw13LYw +UZEFr3/0VqMDbHzLCy2tUWKB7vRNuLefDaVv4xt5i1hQZG58uMyXjcMpA3xN +FRaSok92Fu1j4+AGs0rPxSxsFZsvkPdmoyV7/HS2Kgvb6KniFz2JP6io+bSo +sbA41Hye5F42co9WOU9fwoKEXOv8xN1srNeudlm3lIX/Vt2ZM8WDfL97qV+o +Bgsf1b8IR7iTepXEkm8uY+GNvc0v9k42ViW7PaM0WRCfLfrGfwep55Gy0EJt +Uv9L4SKGCxs3THY5OixnwbXdImSXMxvjFZKPzqwg9WfXGnxyIvitWKP5XIeF +gpAIjp0jG/s+fr8zspKF6GcBJS+3EX7dFdqgo0fq+XrJwWwrG1++X/npq8+C +1VI+t8qO6MG/J/lXV7Hwc2p8ykpbNpbm7vD9bEDw1GSpVLaF3HcLXydpRPDX +vqJExZroTZu8+sbVpN9ES/XLm9j4m7NBMXoNC+eNY3LnbiT+Z8dTf2TMQrZN +j9jZDWxIJ2ibDZqwMEvWM1DEko0z3wb9lqxjIZ0/9VWkBRvyg2uv7TZlIciq +Vp5nxiY5f8HgJTMWyvZe8gkwJedfO2ndYs6CoPB0Cb2WjZ3RUZUz1rPwzDvx ++y4TNsRPiOuZW7Iwb0rerE9r2OAZadWGb2ChubVW32418Qu7vl0VViw46wxv +azRkY6rrComBjaTfUE2fdQZsvBqWfr14Mws+/w6GVOoTfXmUmeNuzcKuBfcP +L9djo3D93YgLW0j9S/8dLF5J/FnPz/+dDQvB0Ra7FHXYmKny/OB0OxaWHYu3 +vLic6NXN6igzezIPnxcqs7SJ/wU4FYRvZeHmtb+C05rEX4UzPlZsY0E3cfGL +cQ2C1/+Ozf/lwEKGr2lC6FI2vBSnBqg5EX5kWZv/Vifnd69q89jOAi/Egu2t +RvSJmrspy5ngf5NqTtdiso93ee9aXUg/wb+NnFTY4Bu37xPfwUK72eV3rxex +saX5ycwNO1lIkdB0W6/Ehom0Y2OUGwt2S3O+PVZgo+RxbmqVOwvC/bSrrjwb +2Ttz/Ni7CD6uir8qlWPDPN3WSWs3C74FM3SVFxD8TT6y99nDwl7zzvNZsmxY +WXx1y9/LQnfrCabkPDZeC6rCOj1ZMLg+pJsgzYYrHIqlvVk4OlPn6MQcNn4a +ljHs9hF9dF99N1SK5Buh53pnfFgwosR6f0myUVmVlVHvS/rjXJnhPYuNW5O6 +IhP7Cd+6eepfJcg8QtNOGx0g3x8WN3EQZ+Nq1UPZw/4syMV829gsRvZzoODx +rYMsKH05YG02gw2xZc6B/QEsDG+5vf6RKBtLstp1FwcR/Cwp1ls+jeDLSXmG +RzALu5/Yy10XJn41xfhPVggL3ttvCBZOZYNrokp/OET0y/LW63QhNgpKv/2a +dYQFlXa3i2KTw5hk+U+zDmXByfmeS8z4MNZlv11++iiZh3S5pODfMK56TPOr +PcZC6S6rmoDRYWR/kX7wL4yFHSdivBgjw6gvH5c0jGBhVa3z5E7BMOijzyMP +HWdB/1BjWitvGMyuvaO3IlkY+fZGbhN3GO3RPYk/TrDQsc03p4Y9DN4U06Vq +0US/ZTJmrxoexuVp0R17Ygj/Q21PlA8Ow1G7MDs3lgXbJxk9yn+G0bawzL8j +jpy/0mtN1q9hDB7OspM+xcKvRdVJswaGUdIRaLH1NNGnD+mtp34MQ/H38o1n +41n4lv571j/WMMqcOt2bEogeFDdahDCHUVtx6KTIGRbmuy4MYDGGMVb297FZ +Egt3/vSf20UNQ7k3WPhEMtHPCq3rH3qHofb3i3v1WaIvP6mKzT3DmHvJ4CXv +HAt/u8Uf4dswdHcnWuimsvDyQ8G9Vd3D+MZreRd4nuj/nKLC8q/DJJ9KHSxP +Y8Htu0SScieZt7KtXH86C4MxXb6XOoYRNXnyi2om0UsTSZOZn4cRaFpVuvcC +C+XOhaIn24ehFz+QdOUi8UPpjJcjH4ahGq504uslsp/H36IC24bx8Nn2mPnZ +LLw9G6fFaBlG8t/UzO055Prd8ZYd74cR0va+Ov0y0b8XLw+8fzuM7X/mDb3P +ZSH/fxRddzxV/xsnEQ2U0lAUEZIRlVCkQUZKiagIZVVKyChkZGVGfFGiqaiU +VCpvLdFUpEQh3HvOvefc0VBK+n1+f57XPfcz3ut5Hi9ervr8WfVCDMdvu5ZM +OMWFVZtDfN0zMfKSH2TZlXLhEhr3z6BZjJIN2kPJp4m/3/wJOfdUDOZnyYEn +ZVzU6N/rmtEohsWcOf9GnSF4vqi3yH4sxp7Q2mKrs0RvfInj0o/EiC7cvjbm +HKnPL2K7ox6IUWSiInvvPNn/mqm6CGLMFrHvhy5wEfFe22NnvRhJIR9uL6ng +4m6cY9rHe2Q9n65LYZcIvvwzV53uEj4D/1TduMxFoavO88d3CF+GSx6KK7no +GtXZtfS2GN88crgGV7jon1/bf6VWDO8T41T3XiV4Kd7+onGT6DH5ws7Ka1y0 +CD61F94Q48uHXfW8ai7KpTQfTLhO8F5or61zg+TzsbSy+Gti3LHYfMavhovG +x+Mifl4RI6ws1eD8TS6+0udW7a4SI0eO+6K/louUJZvH9F4m+6nui9a4TfxN +T29wuSRGQKqWufcdLvqWCvY+u0jw/j5ufFkdFw2+LUqWF8Rok1UXdN8l+XH2 +/pUb58QY2hfYq3qfi9SFNyy1z4rR3s4Z2FZP+pm1VxpLysU401/4pwQkH9Ur +V04sE6NjVbx6VwMX1GBFbVKpGJLlZ91VHpK8+ndW7fdJMVrPS551f0T4DS2K +2VtC7jdSNPLfYy6aMpJbvxSJMW9jSGDHEy4uJASouv4nRs/6VO60p1yszFjm ++bxAjGvlvWFuTeTzXokTlifEmPH90JTCZi7ibl17eCNPDIi2Nr5/xoXWaruB +ecfF2LcqIWXqCy7yGp79Lc4h7xeLPVxfcrHH02C8YrYYvacrrApekXzbHKaY +mEnySLJq8fvXXEzu+m/sr2Ni9Af+XTb1DckzjaLfQeliqKWUbHZ9y8WUHQd6 +ulPFCJY5FlfQyoVss/q9jSliXMx9efd9Gxe3Ms9lPD1K8Ojwlp3WzoXtwK9N +5kli6Kc67nJ7z0Xyv+mTriaI8dsx613hBy66FWSeqMeTPHuns7mjg/jbtm7P +iTgx9F6pUtM7ST3+aDx+bKwY3/uD0927SL3/FXz68GExZjWpWhV/Iv3q2yBd +cbQYdZoLZLo+c6Hw39xLvlFijK8s+TSzh4tvhwrUPkSIESsX3Litl/RzVQ/S +7A+KUcacazj1hYsDHqf59WFiaI9e+aK7j/i1xtB6YagYP0ds6NkDZH8qOPNc +iBjyx2qnenOIvjU9WqbtJ350z3Y9wyX9VJFwzLFgkqfT31/sp0heHdBd9G8P +8W/ksXFaPC7efpZ1C9ktxnSd67F+fC7OyaXsGwgUw/nDWukKhtxn9rkYtwCC +zxKXEh7LxUGnbfHP/Ug+/ni3Sk9I3n9YFb18lxjrH78c2SMi+J07HljtS/y+ +cfmzq2Iu7DTGO831EUN5o84F8VfST++arFOwQ4xjodn5xt9JfhRV/JLzEuOo +f1h+2A+SB1TT/UPbyXm7O87fGiT1JjI4QrhVjHHH0Dz0k4v2iCJtbw+Cr6r2 +iPkQ6S/lbV61bSH3tZmyKuY3F5O8QwJs3Ag/dSnFDX9IfT05/fedzWKkzksc +LfWXCxXu0jg9FzEqV8jFrh4h9duv5c+pjaS+1E0fl/KP8LX64+6JzgT/Vbcu +PpOgsOPCptaE9WJMzu1znTCKgnyNhcHgOpLHLqenrZeisCEnK87fUYyMFUJe +7mgKT33tnn60F2Om3NtX76QpXNsYKOVoJ4aOp93jaWMoDMQzJrAl+TK45bmH +LAVa+ZWHkQ3J84RR/afkKLQbj484s5rkw+3V8l/GUgj4eyZ1yiqC71pNO83x +FCQLcrOTrUl+0eUF/hMoHNd4d2zISoxF6xoGL8tTaHjiHxNkKYaGbqyfUIEC +Su12flpG8tiol144kUJg68EVThZEP9Opw+GTKCyKZyc9MBOj/kS+Rp0SBbOX +FzsWLhWD3cr/+HcyBb135/PPLhHDaQ7/zAplCtvq+tcoLxaju/BETNJUCvUl +nmyyCfF3hDCweRqFL8WTU4cWEvzDf/pPmEFB2C4xI8iI5N+aaxEbVCjc3j3n +dJeBGAmlKkX5MymURx9QWadP/LHY/GXHLAo353xPh54YUx4qTlJVo3Di0Gmx +4XzCz8+T/t6zKSRVhDmU64gRmtHfcn4O4efJvhIlbaKXpRw7vjqFC0xmb6IW +0cONs+0GcykEm79UGZwrxujqOaGhmuT5pba9n4YYv6jtGne0KPy6fyr4wxwx +/Cdt7/87j8LIPL3UtbPF8O2ffctah4Ks1quCOlWSf8oVxcm6FFa8PVI8fxbR +g+evnBfzCZ5rVuWVqIhRE65YNHEBBU7xpPgJM8S4Pvnbjc36FK7zad+YaWJw +RWXdxQYUfNY9tRAqk3x/pDqr15CCftcFOa8pJA9WBe3WWkj0UZnyvEWJ8D8/ +9WWQMQX2/a74FZPEaDaKsqo2obAp1FL/uqIYrxSsngwuIngVKrxWVyD8x3R5 +WCyh4OTR5nt8Asm3RRtGx5tSGHqTJpQaL8ZTYWn906UUtCYZBoeOJf3Izmdp +E8wp9Bk+6OuXFSPQ6a3/RgsKb63NHV3GEP797rj9t4yCxdbiy0+kxfDwP+Le +vZzCz+zPI4tGk/o7Vm+vphWF6O+SNudHieEme/d40AoKH/8blagsSfJbxfB5 +tTWFe8c/3Tz6TwTff8cm/1pJwf97VtfgXxGs97QGL19Nzv9S+deuYREkZ0t/ +SlxDQc0oWPb9bxE2vtXY+tyG4GdwYoLNkAiylkbsxLUUZnxMGXPrpwiqcwyy +3ewoFFitGtQaFKHOWG11qT3h68CTjhPfRZi1UGo8x4HC5zi56zLfRLj7vqtf +bx0F9cgJseFiEeb2VL0+4EQhPvCVFUcowsQxES/q1hM/+Kz96SIQYZfssk5J +ZwqT90eXP2FE0D498sd2I4X0sh3Wi/gixKTV62dvIvqVHGo/S4vQkBBz4L0L +hR8nl3tNpkQItLV6pupK9B5v8DmBI8KEfGnjXW4Ej7tN67/1i3BIq6WqaguF +nZvG3PbuE6HoTpnZD3cKl1wppbe9IkSOO9RhsZXC3BZ/3xU9Imzq8EpL3EZh ++GlSxbXPIsT2bHB8sZ2CyNaiT+2TCHGf16tP9qLgvjV1YlanCMPZnnJbd1DQ +GRdoMtIhQuPN2FFnvSn0buu03/NBhFdjb0xgfCic3PrRtatdBJN1f3RNdlJQ +UPB1s38ngvFyd/dDuyjEHgpzrGsVQf+/N8WP/Sg8vzxuic5bEe7M8hGOD6Dg +e0ZjSmGLCFFpii4ugRQ2B9RxZV6L4Hiq88XJIArLpF5eCXspgsG0xs2c3RSc +w90C+58T/m+9+aq/l4Lr0y0zNj4T4ZmZRNnBYJKXv1/WP2gSwdx7446GfUTP +k6+7Gj4VQYt9YSwXQuH+VKmBU09EsCreO835AOFHtn7XhMci7NUzUygOJfxT +3V3RD0Wo8jKa1h9G+L+z04bXIILuLxfjBQcphMY6nHeDCEtuVHiFR1AwNssZ +arwvwipn/dOIJPrgG65YdE8ENn9ALBtN4X2u9uEzdSIIl79xcT5EIdIorGri +HREWyX97XnyYQlOj0tvYWyI8eOywaSCGgrKzJJ+9KcJbjR6BfhyFNW/NfnnU +kPMwV4ojjlB4vfr+UPN1ETp66twfxpP8vJQkXFItguiBtN74RHL/keyOc1dF +qN2Qo7A5idSD5V23lK6IMN3ZU/r0UQrf/HzTjlSKoJO0fwIvmYJHuNYG4SWi +96rmeSapxO871cZvqxDB7ljAppg0CqsWOtx9dkGExQPOx5vSKaxtr9huel6E +xKjk/kkZFCocFg2eOyvCiLyc7bZMCplZ/CNKZ0TI29lx/0IWhQeFzZJHykTY +suL36q/ZFLJ3vAgTlIqQunNPj0Uu0dMX0SePUyIk5JtkJB8neptiYtZcIkJT +3gaHt3kU9oly0xYXizB6XuOsWScoOOwe+/rMfyJIKeZJ+hdQ4MYWjJlYSPyr +dP/n9UJy/jlLTGJOEH4HrSVG/qPwwpaziZ9H9Bo9T2VtMQVTXlmA23ERnvvv +ts0rIX75syvkSY4IOKKU0n2SwsyQhcELs0VwSlf9qFtKYZq1pFdpJnm2y1oe +fppCjWfLqvEZBN8Ev5sPyiiU1pfMikwX4eTwxeUTzlCY5OzDG0gleohy+eh2 +lsKr8XMuO6eIMObh3pSz5yiY9L71xFHi3/8GbUXnKWg+CJPVSxLBplGgYnGR +wpRTMucKE0RYKr9FMqWC+CkgfpF0PPHDkiVDrZcolE3i3NkfJ0LhmHSp2ZUk +39P0F36OEcFr9ebZu6sonH/gdsruMMm7W0VOt69QkD6/Y6Q2WoTJGu45o6+R +fNVa46wRRfhcf2JgfTWFQwulirIiCF7SGxxOXqfQVpv/7k+4CBpyx57QNyi4 +lf0e7R8mwiiNtRsW36Qg162v3XZABOUZacL4WgoHtxpYWoX8Px/Wn359i8JD +6aG1lftEKLh/ymfmHQo5jSm204KJ3ofClgbUUVBN6zRL3CNCsOGHObV3Keia +C2aLgkRYOf/pTKn7FGQe3//tEUj4qF6lu76efF/epumpP/HvMWe7k6BgNDo5 +1dhPhI/xXw/xGih8yohaXrqT3H+71sMlDyko5alyx/qK4MMVTk96ROrhSHBC +uLcIlzjrE98+Jv3SzSClL15E/5r2krMbib5Pyxc4eorwN6gne89Tgt9ZF/k7 +20TYnjjJ+G4TBZuKZZFzt4pwYUkfV/YZ6UeOP3qf5S6Cu9Omq5ufk/xc26/z +x00ElXy/1LMvCJ/XSoJ3uYpw/61q+NeXFL5eoi++cSH5/zY6zOo18Y9q0zuL +TSTft8UlZ7aQ/ViTwQvOItxbrl/Z9YbChGG9sUobSH5bJffptlJQ1KuaGOMk +wswFGQsi2yg0el4fTzuS/Hu9Iu3pO1JvI5b+2ehA8lR8fmjKewpebpaf6u0I +Hp710b4fKGh3N1zXWUv01ZeqeKOD9INsXXSeDakXtuNuS3ZSoLx1Tf+tFqHG +fVXI+i7Sz6iOpwJWiSAzsNiy9BOFcIlt6W3WIsy70a8q+Ezh0cB0dcsVInRm +O01c1kPyvNKyssJShD9rI5WP9VKQMH6uM3m5CMcv+eh3fqGw3eVOUYwF0UeM +4hbdfgpBIpl/lJkIn3OPnIgcoLCw59rmjUtFcL5xm9PEIXhL1JTdX0L4qry1 +dhpF9ps/oWfeYhHK7ePgR1OwX3ZnYq6JCPLbJtve4hE9KtxcPLxQBF5VWJ8M +Q6Eq6u+6XUYibBh3PmczS2H/liz3FgOSN9YXnM8LKExM9Ntipk/4nh2tNSgk ++fg23v6sHuEnVGPCGjGpz7M+G8rPJ/VYrlzmxFcKR8zD5SJ0RMi4+msS5xvp +l6Vs3/XOI/XTWGfh4h+k33BYn2evJcJVn0W+RwcpjOGnr7k5V4S18moV7T8p +3Ln5k6+qQfCVpCTmDRF9HMlOTJkjgvf43KCDv0l/PWej4lc1EX4Mq9JP/5D9 +giyyPFSJX8qzI6f9pSAwWiv5ZKYIEs+pmQEjpD7Zhu/SVxHBY41O651/pF7H +NdQXTBchtG9jyVhJGl8r546VnEbyYX9ghMcoGt6lpbaBymS9hr1+lVI0Hmjr +R7VOJvyd8g74O5rG5ekvT1koET19solZJ0NjhXVk7bmJIljazz5fOoaGRojB +A3lFER7dZntEsjSiI5j6g/LkvD+q9a3Hkv00qq72jBdBsXVv1vFxNGqs9x5f +O47U09laUgPjaYSV6wVelxPhxJWO1MXyNPwVB4xVZEk9XZeukaJAw3pLnihB +RoSfry1aOhTJ/muXnGZGi9A9WpQ1fxINlcpn1i5SpH7eP+99WInGFEf7D/cl +RXB54W37ejIN0eBNLy0JETwltVbMUabRzpW/PeuvEDH6Xx0OTKVRrBKZJxgS +wlazOejJNBp3Vc5uxqAQe25Vnpw6g0ZTZOpI1jchmmpPfQlQoeHWqH7MSySE +84/TZvdm0hjJDvhnyAqhvfrmOXlVGq7+rm6SPCEOR3zS2KFGY7Bj4MQbjhB1 +O1Ru3phNIyFE/m5ZnxBurfu2yKjTyL3/7PH+HiF+lnYrbtEg+62eXLPikxA7 +igI6L8+l8TivP2XiRyEO5iveGdGkoWq8aGVvuxCWvu0VG+bRiL/478u1ViH6 +Ou5VndWmkRq9zD+uRYiK5iePf+rQaDGi3jq9FOKvzDeB3Xwaf5yG1NWeCRGw +c43eKT0aJVsC3QSNQpTffnBIvICGxxuTA/cfCRHYtqtnlQGN56bOB441CHH/ +2BLXQkMaSYr33DzuC3H+5qJevhEN5Q9BGrp1BA8NnxhLYxqz5D1af9UKoX7p +gf5xExozDBP8n94QIlZ141fOIhrldZ++5F8TQsplerPZEhpLdXytfauE2Kmu +fCPTlMaWQYXkhZeEiPSwv/ZlKblP8cdrEheEsHhX17DYnMbynPt4dUaIB767 ++tMsCL/rrt8oOS3Emm4nle5lNMbaXz8WeJLwMSNyp7EljR+/a+1Mi4T4xOt7 +mGxF9NF6h5UuEEJ6Xq5x1woa9WtqwlqPC+F6NumW4Uoadk2lX05nC3HbtGFd +0ioaY5rDTPZmCDGvbuVQx2oapncMgszThKgZmXhL34boT/bpUdlkIa536aUk +2NLgaixKfpcgRIjuid0f1tJojjywuzyO8Ffv5LvAnkZ/WPTi4MNC7Ar2CI53 +oLE5Yc2AeRThX+luxntHGjrjX0XIHhRCMWEf9JxoBEWOE7cdEOLq8cOj49fT +mGb8y7FsnxBDM/u3vt9AY87pjKw9e4TQGTzXpLeRRoDWk5tLA4U4O/jYJn4T +jde6hQ3SfkKwP6w/vnehMX+ixLU3PkKUPJ8Tt8CV4G8xmHDSi/jByWdpghuN +mxNCLQK2CRG0RU6mYwvBgxPSYeIuhO+DKRx9Dxr5moy7hKsQaZ5pHYlbaWjr +djQ83yjErPEBPR+3Eb42GI8rWC9EXOmN34aeNPR+fVvq7SjEgq9B2sleNA5G +TnZcYCdEY9fxgE87SN4YZK76tUaIcaYL6o19CP+h7rMfrRSitWupVpovjfDS +kJ4MKyHUzt4t69lJY5VsS6LbMiHk/WoMl/jR6Bi9e4KGmRBtI5qtGf40bHmW +Uexi8rxqUmp/AI2Y8auf3zIWInlStLN5EI099aES8YZCJKzwNsjdTYPa0DTd +YYEQRy43q9F7aFyfunSqsi7Rg+4NDatgGoc9G351axG9FM42L9hHgz3oWl+h +IUTBK6Vdgv00cq789DswWwjri5lnVx+g8cmp6IfFLCG2/MsdLAmlYX7B1E9m +hhCbrqhv/R5G4+/I83uvlYWoz7J8Z3+Qhs9px8FCJSEcYvg7zkSQPGitVfJW +FOLRJu1RfyJpnO2WmDJ/ghBKgp83naMJ/mM1f3+TE2Kd5tbDlw7RcPxv5qN7 +MkIUvdvsNiqGxoXXPcFJUkIs/UivcY+lsV0UKLFOgpxXfura63E0Ji+rCVX+ +K4DFup7tY+NpbB28+eLzkABPQm1SvBNo3PAIkL0wKMDXbeue1CXS2Hf56bzg +bwKcHxiconSURq/6M90lIgE+c62jgpJpLBoJmPiPEeCmlcnXRykkjyJOdzbS +AgS8eHF4ZhqNh893pWZyBLD3k58Vlk5jwLB2xuY+AV6zv1+/PEbjUndy1qwe +ATIs8k5oZdJ4Kv+O298lgIlh177YLKLfbyc0KjsEOH6ubfuHbBrLHjVaH2gX +oDAy1ssol8b+a9tWm7UKYJ36OSztOI1r7Kb5ki0CPKv+dqov7//14dz3py8E +2NXS0GlxgsY9lbVlmc0CxDy00TtRQCM5yNTIpVFA5pG0bGEhDYfm3WdVHgmw +rCBNdm0ROf+O7t+9EGDpIru88mIaEV6pJhfvCbBj1nPj4RIaHKHPhr13BDiz +QIHrcor4b6n/BpNaASavmnblaimNhTuzTH5fF+DTcipFroyGb9Hb37gqwIbh +uIM+5TR+jeieTaoU4L17f+T9MzSe3MoxtK8QQGw6OXvqORop1L9SxfOEr7BJ +dfvP02i7sffru3IBEgQ9P59foEl//H5ecSnBI+HIWq0KGt2nFlp5lQiwX2nw +StwlGpojkeaa/wmgfdhKu/MyjYkHz0/n5QvAK/W+uaiKRoZW9ccruQLIeGzf +nH2F+EP7eMyBLAG+ZCwax79K8qlgtbTpMQFGT+O1rq4mfBx7sHc4RQCljsPX +Tl+nYTZH4m5DkgCN176e/nODxsug33RivAAjMXbnNt+kcTW+4o9trAAXNZLv +V9cSfqNkROMPETxiLtHjbxP/+Y192hJBvr+vVsf/Do1bW6/E5YUJcLWj8vCj +OtIvBPJnuoUI8Pe/rAHVeyT/y+uKVYIFMMj12hF1n8aRSVP+fg4SoLd8jvhd +PblP8zercn8BWirb8owaSB60Ofnt3Emes6MdMh6Q/mK5+j5tb/JsMG0a/ZDo +dZKvB387eQ6s/LnqMQ1Zd3mdKx4CDKub8U8/oWE0a0bHPjcBCpY++jrcSGOq +T1yQsQv5PGut/JYm4jcjs54fGwQoHfN62c1mGuczrJbcXieAcrzLkYnPyXPU +sX1R9gIo9H7+sOcFye8/yscsbAVwkNmz6tlLkg+KHakjq4h/WiUfa72moVb3 +PKBhhQA280tdE1po1P7kzo9fLsAU4Zp/3W8IHo1aLSvNBdgi+afOopXGFY0j +m6VNBfBYdT/tvzYa/+RE9Y0mRB9FWXsH39HoPLBbLsVIgE2cA7s2vqdh4y5c +tFZfgOCxu0OufaAx/eb+VWPnCxBPR+ZO+EjjdxRj8nwe8cuu0sbAThpeZW5j +js0VQML3s3xTF430mVfvOswh6z0xDdL8TONUN7VhgqoAaXuudcZ3k/6va6T5 +5QwB3lraePX0kP2leBqZU8n6av9+LftC9LL6jOe6yQLIijrOFfeR+pypcVh+ +ogB0XseuoX4a6q98Dr2aIADE/8xdOTRuC7ZuyxwrgDNvneZNLtFn55jZ68YI +4O3dpK5EEz0d3vZ4wmgBuMv2muznkX6jfrPdSwny7GXt/ppP9JDAVB/7y+LQ +1TV5C1ga0jVT/9j/ZvFxwuEv6QIaS0zeaI77yWKrF3cVT0ijkjtx4bNvLHal +J9+1FRP+rr1VSxWxiDzguebCVxqW+8YLbVgWi/7uG5D+TmOTzO1SGR6LtRPq +C31/0Mja8MroCYfFsRRbr0eDNHYY2J5L6GPRuXGShfovkv/Rqr9X9LBYummW +3pEhUt8n2RlKfGJxc2+QYc9vGiEvHtnUd7BITxmxtRwm/VJ8otWhdha/jn4I +O/WXhtP4pBlmrSw8nf7U/h2hUWBZ/+7naxbmT/3Hb5PgwUusHXLzBQvlNvXw +e5I82P24LwxpZlHiMf+7ihQPzbPC1xk2sshcmXg0ejQPEy3sMtmHLOr3Gyzo +lOZBcbbx1UtgMfeFPmU2hoe0Qp1qv3ssGkwTbxXJ8vAzRCtv7h0WV08aFf+W +4+FUtLpb700Wxr2mx93H8RB9WPnvyesssuni0rrxPHhY/4l3v8pC7+TWhhny +PDTmNtPKlSxSvhz6EaXAg+TiKKPWiyz0T48s71TkYeZXafescyza7/WVmE/i +4XP6Th/7chZL1PQVSpR4aG3McRxTysLgSnf+8GQeHHcmTHtUzOLy+t+G25R5 +2KRt/DimkMUNNrbn/lQebr7+b71ZPuFzd8hZ1ek8fJt+7f6PHBbfb7Qeip3B +w9bHe8dVZ7I4e/lcQI8KD1/TXi3dnU74MuMFrpjFQ7h2k+28FBYKa8/Elavy +sGfzJtMviSze3n97SWo2we9lkOzJIwS/uCjadw4PLivH3HGNYZEfWWLRqM7D +r71qdpOiWczJNjs7by4PfqOr7r44yMKpcvPsVE2CR+3FCcmhLMbUfr3G0+JB +2nSc1Yr9LPbmK2520Oah3vSl85895HwLrytc0SF8+nNX3wxkwQnr+KQwn3we +6jw92I9Fkk1Kw349HvrGjnmp7ctiIKvhVusCHpa1//X64sUicUnio0UGPIw9 +YvCueBuLb1rv+goMeVhRk6fj4s7iy5qb034b8ZA6VWu7vCuLkVgt763GPKzd +0BXydCMLtbu6DfUmPOTLXPOLW89Ct/fRwjmLeTDr/M9iqSOLaZ3f7iQs4aFh +f65YvJbF75x7LhxToseg3KOX1rD4KlCTWWvGg4x/7h/vlUT/nWrPL5sTvmTS +16tYEb1a1Z+VX8bDyb7QpFYLcj6Zv7n7lxO+im2L0peysJz+Ob/NkuD9bCRz +5WIWR7x8qpasIOuPyfb5s5D4tzGzo8iarM98n3rDgEWUifeMkZU8fJDXqgzU +Y3Exrzt4x2rCj/TM2eo6LGpaZD8+XkP04fP6QIcmi9y33W7atkRv90wvZKuT +/RJ3MelrCV/l6+ts1Fi8eH0qT2jHQ/ZZhaoRFRZ+pWkbNjqQ9Zz3xt6cxpL5 +eL7GLUeip6U7jXZPYXHhQKKcihMPggHmofokFn8dToyOXc/DpL6/xh3yLG5t +9Jnct4HoqS47MWscC9cQ1tRmIw/e30/WrJZlcfD44pDLm3j4PlX18Z/RLO6X +WTUobObh3SW5G9WSLATJEzRCXXkIMNpyxG+EwXvD0qIPbjzU6EsbzPrDwD35 +p9Yyd7L+XJl7b38yCA6f1lTmQfSYu0k75TuDqbRUjMw2HtyHqAPLxAz2Prtr +G7SdhzXv7p76yjI4JW2t3eLJw4wzTy5e4DHoTyqcuWgHD12fRnK2chlkLn6g +WeTNg+k/T/eJ/QyGR9Wv/OfDQ2xsr2RjD4Oy9uxw35081L6LTon6xGDUSfP6 +5l08RBycJ9D/yKBqRcMMA38e5Du6Fva1M3C8NvtYXgAPIXvyNhe0Mihs2z7p +dyAPJufXbLFvYeBadKjKczcPmd/4Zv9eMPBgo7c92UPwenzoz/VmBgV3tqvP +D+bB4Ki4aFcjgxGe1nD2Ph7mnLOePuMRg9I97bzB/cRfx/zDX4JB3oJgwdYD +PCw/63E97h6DMVO/yTwK5YHvMvml8R0Gpsq+JjrhPFwdk97IuckgYurj8KyD +hE/V26f+u85g4pgpr35E8HD833EXh6sM4t+4mW2NIniMn8ofuczAwifn7sNo +HiafX+pZfZHBi4sNG3QO8/Bb73u1zzkGbzKp4awYHnz+Le+bUs5gUHLc/cFY +HjyjJn17eoqBSKCTu+0IDxeGdvVGFhO8rW0OPY7nIem9yZX5hQRf2jd6fiIP +9O7QLZ/yGMx5k5iVm0T0OlG1LzOHwfeBi7eHjvKgoqJrb5XJQHNK66BXCtHP +5+wccRqDJntpu6ZUHpirdrXlyYSfgyuuG6Tz4NvjdGdjIoOxiakGBcd4eNlQ +WDT6CAMFr+4HIxk8uJ6e5X7zMIOgX6sCdmXx8PpF+8+dUQwOmd3TfJXNQ2nu +vQPKBxmcVbL5uSiX8G/x9GXjAQY++7mfTh4nz5OF0gf3EXxWlHZI55P1vfVm +ztvDAPv28fac4OHOnoOK7wMYZLNbFdsLeOiMavpydBeDHed22S//jwftV1OP +L/ZhwE/KKj5fxIPWpW1zOJ4Mfh7qkFAo4eGHU25G/lYGWyLWRB88SfLyX9X7 +VVsY/N35YWzPKR6CBy/+++bC4KlxzlXb0zxYhURLn3Fm0PA6JKC6jAejK7Po +DU5k/XmxpjPOkO/3J1+ScGDgpnt7ZsJZHmY7Xl971ZbB4idqysw54ge1/MZt +qxlUcG7NdblA8jZXe854a4L/oXjb+otEHx98t9QtJ+cJP3Jk3iVyP03rYH9z +BnoPal9nXyb3uXzbW9mU6MN+rvHvSh7aChuMH5sQ/Ea/uOxzheTjLOcv+40Y +aH+8uvTlVR6e79y5V02fQXvdm67F1Tz0nvz6/oUug5X5xvmnr5O8E4pVo+Yx ++O363ntsDfFTosfKeXMZnBPXrw69ycOEhHmr22YzEK9nln2u5eHYxHVzj8wi +/vHdYW97m+hv09OeBTMYOKvM3nv9DtHb3vSoj8rETz6652feJc9HcsVHlRj4 +Loj/dvQeyZ+qttXGikQPu3Q2i+8TPBTtDnaPZyAxMueVB3gY1cxLSpdjML1v +j0djA+knxFf2L5FhUDNaYcTwIQ+VZzPN+kaR/Nowprb4EcH/z5GezH98nLrj +liDzhJxn/BEfs2E+1OZL79rfyIOcIOHRwC8+juTLb+96ykNyTbxEzg8+WG54 +kE0zqYchYTMsvvJxYaJV5vVn5H2zTRO5Aj64krsbZ73gYdeMqQM5fD6GLwwr +pb7kYZF6bb4Fxcfib9/Cv7/iIXK7jga3n6z3dqPQs4WH8o/+GTm9fBxbrHr4 ++RuSB6d3t5l/5iN0gsvsJa1Ef3f0fg185EPD5veH8jay3/yyX1nv+ZjQqnBB +vp3w8efBu6VtfNw+XZAW9Z6HMoPkrL4WPqpKjydwPhD/NlGaGS/5SIZ0rvNH +Hu43fS5c/IyP90LhzfpOHs7o76C6G/mwmr1JqPuJh8u//CanPuJjr5XJ8oLP +xI8a/JkLG/hQsMotl+rh4XrFF8nOe3y0ye+bua+Xh5VJax4l3OEjqeT15a4v +5HxX5Hfo1fLR8eH6+rX9hI8Zxp1t1wleN1TG1Q7w8BCXjQ5f5aN25vhOdS4P +83L2+WpW8tEvdbQhi+LhdlzkgZcX+ZDakn53mOahO6Z+e9g5PkbGqb4I4POQ +G7VEa1Y5H/Xjrb62Mzzo7OhqfnyKDx37bwtWCXjIUj23dncxH6a3lsZWC0m/ +dzL1nFIhH31WUziqYh5Knhz5VJfHx+wPyd7HvhL+Y5PEO3L4kNxz/PvQN7Le +tWO9spl8xAqXlvj94GGBRVbV1TQ+rjod3vJukAdNmSSXzcl8/HfYU2/lLx70 +hTs7hhP4cA/4Mrl6iOR3u87SM3F8jJaSVVL7w8O+4qbQtYf5uG/2VitjmEf6 +DLNjwkg+SiRWrv/zl4cN88Nj88P5eLZqa1bAP1IPL4euMz/AR+RPtf73EnyE +71sw1BPMxxPZ7HVrRpF1NhTGHt1N9OZ/5VWNFB81GlW98wMIP7KHfTWk+ci/ +46P2ZicfUe1/FXJl+Bg7cMM03JuPDY8XvpGQ5cMgPH+BiicfnQ9mXQyW4yPN +XGIEHny4oCHv81g+po5iKnzd+PheOavAcTwfy/LXG8m5EL1FL756bwLRTb1m +XtUGPtqnT/g0X4GPeTY+bzes46Mg8szsYkU+qO8SzA87PorT/kSOncSHYcZg +z382fBgtm0pHKvGR1WpevWwVH4VHfu2hJxPc05q29lqRdWzLZLco88Hfl9eX +uIyPuUeU7jRN5WOmTcFqbTM+emZuiDWdzsfT5qb454uJvsdt9bg4g4+imtnF +e435+LBsseO0meT5wYnMiYZ8XD/TuyllFh/LK9S31ejxkb3AK+SXKh+71O/J +uOoQvzy/cc5/Nh9bv7inD2nykbL3s+DDHD5QMsgrVufDTuaL41oNolOpZM3l +anw4JDQ8vDOXjytPpcx7VPj4/C7aUVeLrFvgOz9+GsFPMEVQNI/gP7tsUGMK +H7/uZZ8dR/YJk68ueTKRD5WFgn2HdAkO447N8pPnY9Ryw43sfD5WQCdSdhzB +4Y2b/fYFfES/OXK1Ygwfnp0BW17r86HITW+wG83HNsedh63IvUrOWFbyiS6s +pzreqjbiY0ZFXsgxoiNXHY0xGgSHvoJ4pQW/efh0gN6dZ8LHLXnJrJdEt+O4 +ZZQ0wa3y0piBPUTn8w6sizq4hA/LMZlT5EWkLsuK59CmfNjXp8++Qnz180R6 +tzvBfbT/L+l1xIeqCrNvvDAnPix6/oQlPv7nda1kOeHJkBn2zCC+f3Voecm1 +5cTHgoQ2vW4eqpxfVKsTXp+auGm8IDnz4q3Hp7wV5HPH/Q5BJJesWYHqmJVE +N02NTmPfER/lJodHEl0UG61fUEFysKp6Xj9/NR9jJksP2JDcbDN/47ed6Mhx +qCucQ3L32uyjkm9s+dALeP0lkeS0w3rb6pVEd810q7bGY/J53fSDtfZ8nPzX +a/uA1IXPTsPOOo58hCwQW3uSOvLqn3hVCdHtge+/lP+SOhRRN+ygsJ7ov030 +uIjUrcZg1aB4onNduxYH0xukT1LYUvrDmY9PbzOvvCN1UjLtCu2/iY9ySoMX +Qupq9avZdl3EJytHJ/9TqCC597K6wcmVD07JVUElqeNu4T6Oj4iv/s7Lv7W2 +nAfR7SWixe5EV9MN3DmkbxiXZFhxifiQ9yW0Pb6Yh8BnThGq2wjPP7bpqRXy +gIiCbbnb+RiHXo+7eWS/WLktMl5Ep1U/fV1zeOC9uhAYtYPoZH6BzTfSR0lt +Ds0VEN8PlN+SykojuTh6f4u3Lx/votf/p5vMg/Kz0rnvSU4cmLlFtjGB9LEn +RmXZ+/HhRDet3xFHcs+tWKHBn/hndUHI8CEyh/8LOm8SyMfunLt7CiJ5GIgO +31gRRPSyYIH1QtLHet27p6y6h+RieJ/wRQiZy69ZiXL38uHd/C7cj/TNejaj +e8bs4+Nr7J92SdJnj9snxzm0n48vX+0VS0ifvmiG86ivIXxMi6xXX0z6+lcm +PSZ+oXw0+NnJt5C5YOTKzcNdYQSvSdy3AWSO+HiwrWvDQcLns/R9UmTuCIlZ +7vw0gg/9HgNuCZlbblf/+GQRxcfbsmeLF5M5p0ZiOPZ6NPGtx0bP12ROWum+ +0VSb5LLGlgde/mSuWlX1V+ZUDB83vowzlyRzWAo1zFciOd5nqSv4j8xxH347 +c1OPkP1rlaIWkrlP+FZy6F880VsqPj8jc2Ow57g54YnE78NzZ/pYkDkxa78n +k0TqxjrzhX/InLpo/eIa7+T/8zc0+/giUsdyPNQ6UviISHOldBeSPmNF32kn +UmdkGPuUh/o8JK57bdqYzsfkWa8k3Mkc/uX8HK5FBh8WLu82iOcR/Zh2Xb5B +6pTzM7foFDL3C75KJOtm8xF8zemw2hweFB/lRJSRuta9tNq1dhbBpyA7btpx +PrQLQsc6ziB94fZ/p7JIHZz5Mzu/T5kHC+meVpkTfFQf/fsrUonUySgTtZgC +Ui/2V5soKvJgWDkS94PU0VE9Z2zPj+ehKdlqaHcRWf/3cxMLOcLvnz/J/aTu +nuLOHnojzcOU7wsXbD3JJzr+L99vFA/qXlyqldTp408WjP3/z5X69FTu2p/m +o2yodXPuHxpfbFrOPCoj90lKiJ73i0bWKdkz5mf4OJtkHHHvOw1r1cbbN84S +fqZ0OmwQ09hUM3Zg/nnSR63bPzTA0hh2/DDv7AU+Ptqyh6N4NLZ/MDwys4L4 +Z/qaj/JcGqeslMV5l0gOt4XIn+mjcfdA2sEJpO9ITQ+csaSHxoXtWZOPVpH6 +5TR35FkXDUuBVtPIFVIPDMjk10H2U9iYe/Aa4XtJncPXdzROX5lyQFRN6lVI +4q2ktzSe3t4XGHCDDzMeMzTtNY3NM3ZFfKkhfJ7jKVU+p9GCnyUepC+quRgq +bdlEoyh/3oe2W3zQv468evP/nwun/NRZR/qovQVywb4PaOxICMh9Wkf6xsRR +3MH7NB4ciJ24gvRdu+77LE6to7FytfmFuvt82FjO3aZyiwa/79RGE/CxbrS5 +R9UNGufNK5WvkL5tqnSpoeU1GmamO0XzHpLvm9p8aqmksefJ854y0uctOK67 +w7uCxsCrXq7KE9LHyVrd+3aOxnyrCukTpC8sT40RJJbTeDJ6rpliE8kz6U8/ +p5TSkJPdlJTWTPq8QOcP54tprF5kzh39nA/Ns++ylhTSuHSw0zP2Bcnf4m2q +TXkEj7rFwiHShxou7U1wy6GxjlqXH/qa9Bnerg1UBo19jKazkPStc/7Wtkak +0ThRfV8z8C3pX3iD92WTaYSpT1McaOVj0Vj52MIEGld1lkz0ekeeLb4pa8eR +81XP1Ols5+Px1pNJtw7RUD/3zHXzB9IvrZF6viaShorA+uSbDuKnVhXuuzCi +v/DkIYdOkj8fPnX4hhB96BTtbuoidXyB1Zlve2nYig4NriR9+P0zS1fGB9F4 +VWNUgG4+jk54cEfRn8ZXr7p15qRv1zd7KVPqS2Pv52mzbn3hY/vPTboLdtB4 +p+w0ypj0+S2KTnPvbqOR+237yJUBkq/rr3+3daehtN1u4nwuH68PhxW3b6aR +balkfoHMCU6eWdN8N9IwOHI3WoPHB3N7MEjsREM4bnVrKZkr3juU58c40Khv +ql4xk+Vjc2dK/ri1NHaelnpaSOaQZvWyoMLVNDKjLXymiIgfu3unalrTeGu9 +XTlXzIfPixVF1ctpFH4O7JH/Rvqosltfl5nTMF7i+yD9O+FP2WzOsyU02kwc +7sgO8pH5GZqbTWgcx9ympJ+kb6qylPhiSMMLQnbUEB/xJteu7VlAY8rMq7px +v0l9nCO7ZEiHhud935i/f0hfq778eKIW2T9tEh31lw+PL7ZPFDRo8ILqAn+N +EH3Jqb0sUiN42myXCpdg0GV565LmTBqqMhI3vkkyWKQru/3aNBoRGWWR+6UY +DAXJcs2m0Bh6vMpVOJpB6Pkrq59MpLHrON9+D5n7/kWII53kaQR2F7jyxzCQ +PPI0oWMswSPLPiqAzInMlnk+PmNomKTJ1nDHMjA5OWYaK0X8fLNl9C4yV3p8 +2V4eLkHw/nlud/8EBl/qNUZJ/KWgsiSN763AwLPRYUnqEIU/brFHeslcGpjW +smLSIAWrlcn6XpMY5Bedm1P8lUJ055mvn8kcm5j4sF1DSGHqmPcvt01h8LF1 +1o5KPoV1l9UbusjcaznpSoMJRcG2KqXZYxoD96cBP+71U/gpHsv7OJ28H2Hz +b1UvhYXbL89xV2Gw59Kyzy8+UTjXHrSvYyaD+5+sczd9pNBhua7dTZXBkVxH +la52CnNjNm38oMbAe82mSJ9WCo1hcVzXOQwmhjlW8l5TeDm2Lfe9OsG30KBm +//9/b2zOBhdXMsdHzRNn/2qiEF8ypP9ek0FqYYp17BMK2V6v1VzJ3D+ynWmS +fkihen3bvPfaDCKYSXOP1VPQXT/WxlWXQe61rxsn3SX7Wx84/H4+g/Zp8W6F +tyikyU187rqAQWf2LSPVGgpaqQMGH/QZzIlP7T5zjcLJM18vuxkyUNsk2KFT +RWGbuZllhxGDdbu7bl+poHBzYT29xZjBDH27fuPzFJqD4i5/NGHw6feC/tvl +FI42xSd6LGYgNIq5vayUQq3u09CuJQxKDI12PCymMHjA6dC2pQxmOi/7vKaQ +wo2kWcWfzRiUCwsNnudRWLLC+I2nBYPNXmYuTjkUMpNzVXuXMbAdmurUmkHh +0tJlCd6WBN8J2rNc0yisMF30r8+KwTfWCx+PUuj3OZS705pBOn170fYECqKS +ycu4KxkoO2rF9cZSKHj0b8R/NYMtPqWnfA9RaL9l+YG3hsGYsBk53AgKiVva +m3bbEj6bMlwDwyhYpzxpEaxlIHFGKGb2k/tpKIj22RM81iz2Ct5LIWPsTa1v +DkTvX13LxYEUAmbeCQ1bx2A71+72AT8KUqazPv50YnDKU7r8hw8FCYu+zVEb +CP75hz0PelHgy0zgDzszmPqwQvRrKwXpgyUnYjcxsJgR5xK1hcL+wONbRm0m +/LwdzPjjQmEKvhknuTIIURlddMiZwmlnaMpuYfBc81Tk33UUzo76pZ/uzuCG +6l29GHsKrpWlTvJbiX6MNtwYsaHA07udnLON+CN584TYVRQW7Vj5frInOb/N +A7N/VhS+a65cXujF4FlBsnnsMgr5rnfuqXgzGPivVOHfUgohby84l/owUAn+ +VxuzmEJOiKKExk4GiotPGo0spNCq9OPx+V0En3HBsYcNiB9yXMt0/RkslAs6 +PTyfwuSmpflXAsj7tsl50doUGnJOnl4YxODXpzsev+dS+Nic+Kh2NwPq868f +EXOInu3Ff832MqjZaubzcxbhQ9TvhGAGY/1Cz4TNoBB3fMedlfsZhI87WftN +mYKkQoBZUwiDDS6XSvYrUbhg8fetQyiDD465Lv//OxbNQbWEN2FEv8N2vbvH +UxBMbrXbfJDs70u6R1mCR8g03c4IkkfpMvv9pAkfXPFsryiil+Afof2SFKY5 +7DAYiGbwWiHDfscIFz8j/V0CDzN46f/o+6ffXHy1lTsujCH5EZq5z/0nF7Ny +VlOhcQxcdfvr279xsUZXzeX3EQa74+q6nUVcjGUKOmITyHkCx7S+Yrh4UlUd +Jp3EoPJDQ6EdzUXGmr066UcZmN3tMmwc4MI+4/V3xRQGt0fWF6/4wsV/bu/f +n0gl98tQ+nDvMxc9MclvZ6YT/26YwV3SyYVFe29/+TGiN32PpuvvyfsmlLxO +JgOdcS+iF7RxcSK4ZP3VLOLXp96SF1u4KNkqcWlRDoOOVVO2qL/k4mXLFJV7 +uQy8PDviS5q5kCn7fMY6j0Hj17Mxyo1cDJZtXdWcz0Dhwx6H7IdcDF3IGXYq +YCDN0WHkwIV6cuyL9kIGq8SvtiXc5WKbknbNtiLi/xfOZcO3uDCfnXGjv5jo +dc3l2rAaLiYdufYs6CTJe/1XJwXXuPgumzf09RQD+/XVm/2quLiZttQq6jTJ +h1C73u4KLt59KD8lWc5Awztrmdt5Ls49eTM59QyD0s9hQS3lXKhqNJUrniP1 +ofJboG0pWe9hsm3heQb96SPmDcVcXA6fJDP7IsHX/NjnJYVcBCoEdl6oIHkT +nut8NY9L+oPsJoPLDC4OyhRq5XDhaJz88lYlg+oD3VdOZnCx33M9z/IKg4Pl +Ewsmp3GRep1VbbrK4Mmi4+vTj3LhM+wVtL6agfrnLZ2SCVzEj698/eE68dda +jyURsVxMvd5iv6OGwc25Gb6CaC7G3Gvppm8yyJw24O0bwcXooar0kFsM7r1w +W/gxlAuvJYFOf26T+3M+vXXa//+/gxwzP7GO8CkbuOrJHi5UREdVJ9xjcP3t +16NmgVzUSPN1TtxnML9/T9HVXVxM37jIUQ0MIj+0xMz14cLgnF/KxQYGC9ZO +NPnPk5yvKaHT6CGDEy/n1k3YyoVzavqau48YnP8tMTHejYtTN+KaVz1hIOVT +bDq4iQs5pZ2+rxoZyBXQhoEbuOgPMZvq1sSgdm7v0CdHLlaeGvWlt5mcv+Dg +8Q12XHR64nHQcwYHIsv/Pl7DxYz4EPx4waB7vaup6UqCx+tZb2NfMbhanr7y +siXRq+KjYbkWBlZiEzVVC8Knoq9l3huCzz3b59mmXDw6MapItZWBXfw9G6lF +XPjvOT2+oo3BrftJeWFGXCRttSwwbif+4P5XzV3AhZ1e79L69wxWHhSc2qLL +Re7Z5O+2HQyW9kRsfa7FBeeYydPWjwxO5unzLDS4CKukq7d3MfghJW17RY3g +++xiDf2JgX+xOExtJtmv8sDr0G4GD57QB7KncZE53WGURC8DP/6XFZJTuNjx +3tgx/Qt5DnnbvX8iF6GX9a4p9xM/1Vc5fpnARZ+76fzyAVL/DAPTncdyUXDJ +rX4Bl+Sb9t/ChzKEf8+sgDsUyQfJreELpbjYYvFZbzWPAW/KIY3yfxxsl7GR +fcNnYFjvfHriMAcZcc//bGVJP+H0jon7xcHwnj1jaAEDjsqQrOg7BwE5+vPD +ROS8oTe+bxdzsLJK0U/yK8mHC0NXX7IcZCZMuZvxjfhf4oGZBY+DX++Wz5vx +g8GE5pG8SxwO3uzMvHx+kOBnc7F+Wh8Hyt+lbY1/MaBx/dbRbg62rbgwjCGS +p6FKcd87OeicENrs8IfkwXlM9f7AQcj0vVc6hhnoZVfGvG7j4LxGweVdI6S+ +7X1dY/GGg2N8UcO3fww0I2bVVbzkoN/gsCBOksWo/vRM5WccKF1dZiIvxUJ5 +QGFhQiMHU+aZ5BaPZrGx8tRZ4UMO0ly8ZXVkWOj4L+B4gINLP5tP1I5hUbSq +evDpXQ42Ptu9bJUcC+MgtXbj2wSfVIfhN2NZyErtSSyt4aD2a2Cr53gWdwyz +JMdVc7C0ofkhO4FFoHK0Y3gVB6+qAp9FK7BoatX0763gwCvciSc3kcXoo4kb +HM5zsK8tUr1wEot2m2Nyt8o50Irnh2hNZhFrtDB7TikHOkvPd9ZMYXHPLWgg +vZiDtuuXt66cyqKtRU9usIDc5+LfH2+msUi8FPTHM48D/zcnL3jNYDH5+8x7 +zdkcCDgZ+4UqLGzuLLI3zuDA7fTrjTGzWOyUunyxJJUDqsZ33QQ1FkYd+9uk +j3KQ3rluR8lsFtzlsa/2xnNw8VnWsfnqLJYtbjrxPoaDLaY6LXUaLKLrVyyw +iuZg0ceZenaaZP22npyLBznYu3P36Q4tFm/2Fz1WDOXgdeb0BQHaLOozfZ5E +7CN4jdV6+0uHhe5so7ye3RzIZBzPSpnP4vK0X4a2ARysbfbZOW0BCzv/quKr +OznIDinceFGfRcrw6jZlbw4izI3dTQ1ZbGmo/Xh4OwdW7Ysim4xYzC75fqXf +nYOS72XX3IxZPAj7vt7elejBJlKCNiF4Gl5uqN5I+Iu77x+5mLxfNWFk6nrC +7/p9tJwpixfNinIxDhz07TweX7SUhap3RW+fLQeW+7VN5puzUHd6kbx2NQcH +5xiN3LVg4eC398+VFRws1Lza47CcRVpMosXk5Ryc1T3b+cmSxZxdUvaRZhxE +d08U7l3B4hnTrfV5MQfjxUMzJFayqP4s32JtzIHq+O2eOatYeEknrblgwIHc +J8t76mtYPJm3JG2cHgcXFMqMamxYWI6dURyszUGoUwJWr2WRs1c9snUuBy42 +1M73diw6lVbPXTKHg4ayN3MDHAieteElRbM4gOyK4d+OLBjFyt6/0zlo1jRl +jjmxEHZ0fPNS5uB72e3vqhtYbGv8/vbRJA5eaD6eUu3MYkOKOEZLgQPvLVud +Vm5iYfb68c+UcRzY9ceXvXNh8cXGZxl/DAfn9iwd7+/K4lDJAyfH0RwolhzJ ++u3GIiO0Tf+qBAcnp2ybn+HO4ndo9kfFvwOQjHvZrbaV+NOK5xwyNIDVcW2V +17exsAprL2j9MYAZdw/krvZkcbZ6bYXJ1wH811aZ/cGLRUyWaXK+YAB++45c +CPJmEXC+wGiQN4Aio2/tIz4sfNM9Lm7mDuB9nZRa7k4WdS0R/Nq+Acy9UhOr +6cdirEz/b+WeAehWjRm67c/C9nZOe3jXAERuI2kOgf//PafwmPYPA/i3oWhR +TxALybqjXxe9G8BO00+/Duxh8WfKrYX5bwZQdrmpbUwwi+4xw8u/vxxAhd32 +5uJ9LJYr2E3d+GwAP2+UthuEsPh8Mf9udeMA9iVlDj86wIJd1zpf8dEAQrfq +mbuFsWiJ+Om3FwPoexeVy4SzsC4eDH5xdwCKmdGjjkQQPLSfrNS9PYDa2Ybp +U6JIfmW59iXXDEBFp0jvUjSL9Rbl6wauDYBacZez/DCLl//9l2RdNQBL6fw7 +rTEszssvTCmtGMD98Trn/OOIfv55bh4+N4Bd4oiKv0dYLH05VeRWPoCb9kcb +cxNYJL13dLl5agAFN5yH5yWxcI4aTJpYPIDdDd12948SvhRk4vcUDGBI1uC6 +cwrxO7NvbfPxAcRqWC+kUlnI7ZrfNTd7AOfPzXh+OJ3FgZc6ZnHHBpA8t+6Q +UgYLwT4vn86UAVw2UbepyCT3KXnkujiJ6CFwk65lNovXBTZTc44MgOvqrPUu +h4X2pZ4y/uEBGOTMMg86ziJKOeHn6qgBSF285S+Zz2LdLI1pp8MHMFpf/WrB +CRaewzVSv0MGsKxmu7x+IYszAr26jcEDUHu+9+jj/1is1os1rwoaQNyoTVM9 +igk+vNJkGf8BlNAKD8QlLNy3Jpzy9B3AHIWzCSmnSD5Uz4q77UXwlpzkqXaa +nH+Kj97EbQP47eCxsbaMJblpcyZgywAKY494OZ5hsfsm+h+4kO9rHj3af5bF +N3OIpjv////SBD6JPk/yNdDs6f51RG+DhrOULrKQ8NT0b7YjeJt+zLhUwWLX +4tDW2TYD+DrVf6r1ZRb5cipyESuJXlX/R9GVxtX4ddFSIao/CpHSJGnUoKJE +JIkiNCOhImRIIYoyJVMqQqEiChEZGtRqnud57k7ReO/z3JQ08J734/rd85yz +z95rrb3PB+pIb303hH6uuGj1uh5k1xv6nno/BMaf9fXLTHpwP+fiFtEU4k/G +iZ4XjQifjr4ziPtI/DnHsKhOvwe795SYrE4dQk8km6uq04P2hXUutZ+HcDbn +OTNQsweNSuURR74O4bjl/mcNK0j+hb9wBNOGsFh70TI1lR6sWHff5kk66Vdn +sn0vKZL827vV6mYOIV/SPKxBrge6FSrHy78PYd7MZ2dWyPSgWomtcCh7COWb +cxQDF/ZgQ1cUbxJD+FH07EmdZA/cLlo0Pcgdwgk/zQ6VOT3YHEg1auX/v9/u +/+kv1oNDB6O4xQVDSFyi/r1qZg9835jIuxUNYexHkLOiSA8Sa5le48VD+Bvi +mOcrSPhpH1IVUUr03BM/XDLFwbkvOls1ywn/2ndzZcY5YHl1M4oqCN8tD3zy +HuVgAT/83v6qIbiJYF0un4PyQmuH8eohlPbteyjJ40Bw/1yjyNohOJSu+uo+ +wMG8Nd06WvVDmO1r+PzbTw4eVKSZlzQMgc5wsBXlcHD53vOTB5qGoOwRWuHM +IOvHI79MNg+h2DR/zrsODqqDn0hGtRJ9zBqVnWrhIPT5x1Cd9iGohy74Zd3I +wb7C9sUVHaQegdIRz2o5SDu8uMCjawj6L3jj3EoO1k95XxdkDCHr4z31dWUc +0CNtbjFM4n/7B5XvFXEgWuhqb8gmfnngz4+uPA5mdPw9WMcZQuPhN6e0wEHm +2/TQ4z+GsE9+uCAgk4OVL++Xzewdwnu9YkbFN3KefojSy74hGFgtLpT5zEFP ++bMH6waInmYyTnmlcBDd3CTfPjiEx/+J/Ux7x8GPAp1CP+4Qtvy9rzwjiQMF +gY/B8yjSf064q9klcDD0y87pPT2EN5Pnx+LjOFgiobjFangIS9bk36WeclD6 +ZcHOH7+GEJShP7T2CQfmdqvOBI8OQVs8T/LWQ7Kf3aUPcmNED9n7prWEc6Aq +OyqU+WcIBx3+pinf4+CgVPQphwlSn32RhqducSAdd2JseHIInvZSgVk3OMhW +9X0U9ncIH3DqtuhVDoTmJNtqCnChtzD2gN1lDukP0splglwMNoULxF3kYM/t +9P88hbio8F3rMXiOg/4fYVLCIlwkeUZEGPqS7zVideOmc7FJNiQk+BQHp7/3 +HjGdycVu4f82VR7nYNnY0Yx2US58bsiULvTiYJOpuvL52Vwsk4iTOuDBgfbQ +8tcLxLnongxf/u4AB84HDm78LMEF/zNHcHQfB3fHu8Zs53ARF3nzxToXDj7P +jSnmzeVC9PcZsZsOJN5pMR/uSHKxRv+JSd0uDoxUGSnq87nk3oN6Mjs42N5+ +pLx0ARen7rnyD27jIOXMmn+e0lzQ1j/OvrPkQGXbrm3TF3OxQvVMwS9zDh6n +ffn0UoaLqx6TzSZmJN9zDupulCX3szn96epaDsZf7ylnynHxSKF0V8VqDiIa +XgRclufi4tJfmZIGHPj1rd6yVJGLgis/+p11Odi5Wl4rW4nk90YEI06Lg7/z +HTX2LuPC0pUb06vGwbEa1sZJFS6OmvYv1V7OQV5a7ploVZLvXf5HfJU4MJQb +zV6jxkVg+f3zmUs5WLE9SLFNnYu9VUo7BJcQvT4+9Py8Jhfzg5WGLKQ5iLGM +W7VImwtt0as7bktx4JNk1JO2kouRYCP/2jnkvOka7x11ubgyW99rgTgH15Iu +ho3pcVGTeUTeRZSDonb1249WcRGWVBHzXIQDl541cUaGXJj/3N7NFuTgovjb +6hYjLkyu/vi5/C8b154ELDy/hovbt698PTrOBqc29dwiEy4kRBdv/TDKhtqY +zXD6WnK/fzEJfD4b/Tt23HBeR+p3+l/hKh4bzXLp+hPruZizX//duQE2PrwI +nYjeQPhSqOWY+ZONnfJF7SbmXHQ9YZZOsdl40XCssXMTF0WN6wTXM9i4/+9S +b+BmLpwPm/wN6mBDq1tgvvwWLq6bleXkt7BxM4VyzrUifNrWYSnSyEb5hx0Z +B7ZxMd3H/aFFLRvy0op6wjZk/0eOSTcq2ShR8ihM2M6FfWxiUEkpG+Oz5U5t +tuViwtNyqWgRG9KiWw36dnKxqFwteEseG8d2cqVu7eYiPm7Dm5vZbOyTExXX +tCf8zwmOKs1gY2t8jFy1A8nnWOcW0W9sxM57s+WUExfu0ptzLVPZqI3XvSvp +wkVMf8rUjQ9s7L5mOPhlDxfvDCT+Fb1l495A+kHHfVx8y7EtFElkY9r0zF/j +riTfW7x3mL9kQ1nY5PlTN6LHu/axwbFsnJIyPbj+IJf41dTnnBg27A/lrWcf +4mJM1+7u30dsmMuXGV734OLM5A4NkwdsJPrYW644zEWJPfvu+fts9IUcPl1x +hIsU7t8vX++wceKm4NcTRwnfjz+MG77JxsOnipKSx7m4cT7GduV1NlIGK25+ +9eZi5RehomPBbAg9FVzsfJLoGdl/EwPZaKnPzZ86Rfi7KmeC48+G4xeJG3E+ +XES9H/8uf5aNtEN9Bzf5crEzZ/+GPT5siArvcu7z48JvknMr6gQbez5v87pz +jos99PnHdUfZSH3QHKHjz8W/FfOOih9mg1/0q6nxAhe9mrEClofYoN0T9PwD +uDANWuAcvJ9N+k9/ktwlLtJeep79voeNLa6Fq/Mvc/Fm/nXHUUc2RngGbM9g +LvqsD01p25H4Xda/ErtK+JL/y/2ILRs/0ljBH69x8b1/RXi8NRu/5Zeet7/B +BVNnNKh9Cxsnk0ZDJkK4CBDZtkrKgo0AT69PsaFcGFbJvtu2gY1FJy6MbLpN +9E7v/XHVlA3DerWdA3e4OFnzl/19DeFzwvmSsHtcDJfyX/4yYEPk92FHg/uE +T0YaKzT02KCa/gh2hBN9+jw9eVCb8HOXZmFQJBd21UYXnqiz0eEvHL/8IRf3 +oinL2uVsbHe8/Kgyiot9y761zlBmY+HvuESfx1wofA3UNJVnQ9LNq25RNBep +EavNzywh+XvWNj8nhuRboE32jTQbG9OGT3s842Kt8c6Mbik29qd+7ROL5cLt +UuSi+XPZ8Hug7J8ax8V74QhjK3E2Hh0wVXZ+wcWxf+vkL4kSfsiK9AokcMk7 ++k5xqggby0rOF75+xUWilLdOryCp94Gn320SuRC/Xr93yV8WHg2erBxJIvxf +nLJtxzgLgwdHfse8JfX8NTJ1ZZSFK4XqJubJpB56Uae+8VlQEJ//ZOA98evh +a6/7uSzorPo0NyKF+IvV5+eyAywIGQq/WPOJCxEbKecdP1mImiVmw0olepJ4 +1BTMZiHnVdm80C9cBD/Wmf+lm4X5gma0zjcuZo/Vzf/ZzsJv8ZN9rWlcrF/p +3SLdwsKlHMeJoAwuzpqP7LFqYCFw1qSK2ndynp7ziws1LLzpcD5Wl8WF0djd +t+8qWNis4lfuD6Lv0Gu+nSUsXGi0MVfK5aK2U1tQopAFueaepvI8LnJZl2xM +c1koX2By5UwBF3XXPPd6Z7GQGbhzi2wRF9NSWjSfpbPw6/eKFUXFXLywKETl +FxbWe+Urnijl4oT6UsmpjywIf19qIF1O+GTSslzjPQtedesO5lZwIbSbNeX8 +hgWr+8pvvKqIv1lqP7j5igWt9qpZUjVcSHFThr7Fs7Dt/rprWbVcTM5zmvHj +GQsxEWcXedZzseXKIpZkNAuvc84Wz2nkYnw6J8AsioWMkfX3Mpq4OHjgTZt3 +BAtFEg0nD7UQP7TfNxZ9j4WjP3SOSbQRP39ON5XcYqHVziUorZ0L31E7v5Eb +LMxZZZtyoJOL4rkBTQpXWYh0lvoj1k38J97xt/VlFh5HJ7h8YxB/cWhrOX+R +hYlykRY3FvGHtmH/hHMsrMxe5S3GIfmrfdhZc4YF240Gct96uHjJ+CwweZIF +ZfWZvW4/STyv1nFUjrPQt/FduVgfF95ZqiG2R1h45axU+q2f9LNst8EL7iy0 +rfFmHBjkwtOkY84rNxbS39+ZK8Hlgl18c6R6Lzk/MHhPOo+LqUGXJ3+cWBg7 +bZ17iCb11jf/p2hP+LuDt27OMBcWivrK23aysK/jcEvmL9KPjWRFfW1YcGrN +CPUcJfHyqeSnViyoif6wlxzj4nl57LwiCxZENAZM8IcLDSM5Q+4GFpIEyk2O +TnCh/MZZZsE68r35dfuFU0R/9zYTTZJ4PsmG5v8lfm7bpOhuyAJnenjzCQEe +FjuObbqtR/b7wzZdMo2HlcLPVVO1WShbL5VTIsRD7ufMslZ1FjQilVx8RXi4 +WrBOQ0CV5Pv1vDmKM3iwCV1iraLMgqwWq6tqJg+yThs1t8mzsKw1vPjCLB5m +X06oOLWE1N9xWZmqGA9uVvrqUdKEXy5PfjSK83DuH8PyuxQLJXf4S678x0Md +K2YZcw4LH6K1jq+cy8NMfadcEXESr9b25s55PNRozViiJspCKW+3yy0pHn7P +erTKRoTU99r6P0YLeDg8OSl+WpDwKXLexx8LeVDUW57wYIoJk9zy4MhFPBi1 +z5hI+8NETfIx7w0yPNQvCfuvY4SJgvERH2oJDypLPrL+0kxobT4c8UyOh5t/ +XM4ocJm4vLKgYps8D9trgwo29jPxYecs+QkFHhiZkvXuP5gQsjS+8/9/p5xa +OS32BouJ1UkOUo7LeNi4cL16UhcTp8X3f5m+nIclCd/PlLUxsWqW3ckvqjzU +XjpycaCJCXc9w02H1HgYfmu4QayeiW0yM/QlNXhQUJMu0qhmImZnoUmeJg/8 +0YkZ1uVM7D582vWUNg9zZzfMOF7MRE+fRIy8Dsm/y/3C2/lMzD4Yza/W5eFT +s7LZOzDRsVf64CV9HryOX/Ivz2Si8cD1IS0DHtjC4af6vzHxcaznfpchD0nB +1iqin5mIf2m44+5qHqyK4x8tT2FCtP+CqqkxD5s+BJdsekfWW6Uu5prwICnZ +9eVgIhNvLLpUnpnysKg4YX/QSybs90xts1nPQ3Z0WcmzWCb2zJx7568ZD1v2 +ruVmxjCRXrjo5/uNPIzVc2taHjGRJC7t4rqJh5H86pMjkUxkOoj1/beZB8eh +msq595n4uuh3WI4lD/Ji7J+ad5hIKW7ZecqKB8OW0ewtN5kYqf+opbiNh5Mi +UzvdrzGh+CFYud6ah+CNP15cDmLib/FW/avbeRAyffExOoCJF7fE962y5cE/ +Rvni1/MkPveSuB87eTCb5iJU68tEbPbFf1G7eXgsYbh54BQThv/Uzm6x5yFm +T9JmEW8mJO7Uz5xwIOuvxAsv9WLCssLv8zsnHvbNlww08mDCYul8/30uPMTG +DaTaHmAi6Md7pzl7eQj5tOSV1z5yv8vmu/L28XC66uHuK85MdFo1eZzZz8ON +s1aItmdi8PmhSJUDPFSrq/5I3cmEfCuvveUg4Y+7fGm5DRMs63Nrb7kTfT1W +Osy2Inzc9TdtrSfBqxXzxy0Iv0yDbajDPDh8Emubu5GJ9a7Cf+O9ePhzvP6d +6jomMqZfK7Y7xkNGjYfxOmMm3gYLv53pzYOe8bdrdoZMbFx6JTHzBNG/6Jdb +R/VIvVQEc7xP8RAYucM6SJuJw8xAWsGHh93a/mUP1ZnIeTBp0niGB+YKRaF3 +y5mwCfGPD/Hj4Va10e8cJSaeT4wpmJwj9fF8/6pxKRMeK89l8s7zcFTfZ26/ +DBPW7mPeLy7w8J/vWcO/C5nQaT5v4hDAw4eDb6XnSTFRlTOpNPsSD1sN/n1e +Nofw2yVoGS6T/ModFFstxkRRxwwzn2AeFloVy22byQTbP8xv+VUeWpkyg/uE +/68XmaL2azx8nGV75pQA4UNjonbYDR6W9th/uzLJQD3fKNX8Jtn/juyXB2MM +fB4o3/EnlAdxmQfHX/9i4MGA28z3t3ngxCUz0igG0edE64G7hL8rHSTKBhl4 +HxdVuDCMnF8fNNrWy8DdF4blFffJeXdlHw9wGIjd2N4fFMFDh/vi0QkGA6/i +g5UNH/Cw0/6wuFgnA2u6Nc8NPuThgNPvLplWBnrmd/bEPeJB+NA3L/VGBhTd +wo47PCH18HiUsqaWgb2tm/8Tj+GhxDo0ZUslA42RQuV5T3loFgjwcixlIP91 +fuy55zyYH9zf5VHIwGrlkDCtOB6m7VYW881lYPli2yeceOJvyWnDwVkMuEbJ +ZT95yQNvk/iDsHQGXrymJna8IvnjzqWefmHAfXfxrhmJPJzx/Sr89iMD8xLi +C7OSeAiI76/7lsxA/7Ng2zNveTBe88y5IImBMXPP32rJPFyczImuSWBg6aMd +35jviZ5ebnjYEcfAtCjT+49SePDum2fV+5QBdVOda9s/8eAcoPBt+DED3Buq +EdM/87BeYl/n3wcM7D6mnJn1hey3Ke27aDgDOkzlqTPfCJ+Ll9pJ3WVAv22F +k0Y6DxIGV1/JhTKQbqlXzc7g4YF6Y4rqdQZ+ypi5Rn/noXPdtDO6wQw8X79L +dFc2DykiEzzjQAauxB2pnJVD6j/7g/ImfwZ4Klff5uXysKdNfJ6NH4nna/wL +/3yir7HpafanGbBYVfhFt5CHXs7NBa7eDPhfGWD2FxH/XnJd09OLgTeX56u+ +KCH8XDgw6e3BQLboxhCXMlKvzYlX/Q4wsPKPzzSpCuK3MskFAfsY0Fqe+LCi +kgfuZO/3q84kviPd5teqeXi9Y+vxW/YM/IpYJG5aS/z3bH7j/Z0MOJ+1543W +kXxWrB+NsiF8Yz0Y+NDAQ/vrT1VPrRjgxzULHmkifuUy0/WFBQMXLsnoKrbw +kLdK53XiBgZKN7hdbG/lIe7SktfJpgzM+JjIiGznoSUgfd+nNQyM3Kb32XTy +4HTyd+VXA1Lfh8a/Z3Tz4Bte+CtDl4G629eTchk8lC2WrM/WYkBGrc73Aov4 +u3H14Tw1BhqWy+1ZxeFBX6HvS6EKA8dNvPbweniQHtmeUaLIwD+Zr35JP3ko +b+P7lssxoHZO8O3BPh586JzeysUk/n9b/8gOEH7tSppXs4Bg1wduLYPkPgui +h2vnEb1s6GSHc4ketl67VS/BgJ2N0mVriodl/+zbGmYxsHmFp8FMPvFno3/d +jdMZuO2bOD1/mJz351hM0zQGZtb/oAJGiP9ckVv6fqobMt0KI0a/efCY9+b0 ++5FuhOg7Sf4aI/PNTWe990PduHX09tYP42R+KRZ3S+7pRvqizKdek4Sf8XET +bzu7IV3HEVX5S/rLj+Fpbxq7MW+ZaBjzHw/z7Vh+ryu7sapG8lGVAIVNiVYO +Lwu7Efdzqe87QQo5d2e9jM3qxn9PVV1Dp1EQeP9vT8yXbnilatofFqLQGTcj +OCq5G9aDWs4WwhTOT/6bF57QjT8zNI4qi1Awtyj67/bTbjgUKt+cNp0Cb8rw +3LUH3RhnSn9mEHz6ke62wDvdWLx45mD2DAoLgiJu+V3rxn1V/sqnMylsW2Rk +4B3QDWZRU/AFUQoFaVNb3X27oZr8hek0i4JTcm6Fy/FuqIfftTaaTWGZsVua +rXs3LNXdihaIUXCPSZfYvLcblzU0t40QfEkwsdrYrhtHLfld9eIUxO6LTmhb +d2PDypTATxIUPnpmhilt6kZDhIf6/f8oqD56ErZgLcm3wvyeE3MonFO/Oj5z +VTf2Xc98azOXwlV5u6pxjW70Hne6pDmPgv2x/tmDyt3YHsx1FZOkIDoun9qx +pBtbj/lbDxCc9qYxv0KqG1r1k5vLpCjctetZ+12sGzV7fLcnzaeQWKyh8Fa4 +G0+T2QdDFlDQLAg5/niyC3cOb77muZDCKuEmxRu/uiCvHZtqIU0h34Bef2aw +C4fihrjLFlHgC3wr3s/pwuBebUORxRSeTwl929bRhSZB99scgl9nfZYwauhC +gepdbr4MheLihCrFii50Hnuz98USCuGPUkfFCrpQ6pHeGixL4UZ8xvXRzC58 +Sc44cECOwoh1VGB3ahfMm5PHzJZSmBpb1lX8tguJZ8OjFeQpxP3ekPDhRRcu +KhzeKqhAISyirP5hdBd63bVmMgn2Ent8JCCiC8ENnNocRQoXokI9Dt7qwp6J +0MRYJQqFrhfKLK90QdBT/vZlZQpy1zc/0LzQhRPxLy/uX0ZhukJ50VyfLiw0 +XOi/XoXCFxPWvhEvEv+7s1fll1MQbD+8t+VAF6RCC6MFVMn5w2vyMpy7cHmX +QA6D4Ps++ndidnbB7vZyOmcFhea1OtkBVl3Q/LpGO06Nwk81cbt9G7ow23a1 +f5A6hbaZL21N13TBo12xzk2DgnV0baqsbhf+qxs12KBJ4Vb0qQuTK7pgmfI5 +UVGLgm2aa2KbQhfe8lyWC2lTGH9wdk3aoi6smzn4iU2wW1WkzoO5XTh88tDW +gpUUGFT4nVOiXeDEFFAvdSjsCra2sRbsQr2A2ItruuT7yec+qn868U18zQEP +PXLfGvepaXQnXPVstDbrE74e8B/o6O3EZPfmGaqrSDzi6Wu/MjohdVllaKYB +he0KU8N3WzoRHNjX3UfwSbaChGdNJ46bh3WXGZLv7067bVpC9lu9ePCtEYV1 +u/yPz8/phGL+dZE7qylE2R/6NPCtEy2bGtW911AISY12zv3QiT4lEdftxhRU +/CfcH77uxNzs+c9XmlDo/bCvwet5J7b4TB+cu5b4wfbYBNOoTnTENm0aJjjb +Mrp17r1OOMVfe9dgSvJ9We0k53on7tbOk/+67v//D6/qka+BnYi6HhAbtZ7w +UexUwQ2/TuQsLNQ8b0bB+1dnkKN3J+Jbe4udN1Bo2mgVp+rRiTlLe71NNlLo +SgpTHNvbiXmr8xTlzCl8KrslUmzXCdrPj/2P4Nx1C6weWHdCQ0X4I3MThaNR +s6gDmzrhF+51K9+Cgpbdxt/aazsBkaTTCZspJNFPXCf1OzG/JNvjhiU5v21A +tUSjEzVL33oe2UL0eXrOrgjlThyxPe671Yrkfw67c++STgQ9Fw7T3EpBZ5pp +6XKpToxanfz23zbipyETUvTsTmSGfxigCS5qG8lJFyL1S83VaLAmfqo0ozJo +ogN/+xL8v9pQOH5VdPWW4Q5oebs0PtpOoW5us/CcgQ4on2OaXNhBYUfTlpVN +rA5cX2v4ca8thb81xpnRbR3Q4Lvort9J+DtyPWF/XQdGi21yFHdReKMpwlMu +6wDNlXAR2U1hjn1YVG9uBwweRE/rJfis2bTnb9PJ+h/DX8vsiN6+6Yt4f+zA +FYmF55LtKZScFizTTiLx6AtbhDlQ8Fi2YYiK7YBHYIa8jyOFrWdqvD8+6sCb +uatn2jtRePHnms2psA5cmHNp0siZwmpzk9srQzpwMvrWlIwLhYfNFct5lzqw +tHbv7H8Et6rPVUg+S/av+rWMtYdCbTLrrNeJDpgnb7cu3Ev4lb1YY7lnB2bf +OB6UuI/Cf1/C17L3dWDFaeu8W65EL21K757Zd2DrFe5/J/YTvp14fdbJpgNS +ldu9droRv389+lzSogNq+0/WrjpA+kVSv3Ll2g4obd2+adFBClnhe6ZfX9WB +e08GCicJnuG7zNxUswMjjua7GIcopNvJdY0od6DiruNQvjuFCS35hndLyP02 +LI987UH0xhNSOSjVAftzHzbf8iT8Ox9fLy3WgVe61IwThyk8SmjoqBTqQPip +3oadR8h+pj5mwRPt0NWLem/gRUFdxEHQYLgd/j4TkYuPEr0mOy7p62+HrYZU +yF+CLRg7wqNZ7Thtx7jBOkbh+xrpg9ZtZD1nX2TRcQq6Njfu/q1tx2DF3eQ3 +3sSvYv2kPpS2Q1rgRP3dExRYb7J/7ctth8HxvyI+JynM6jDUlkhvh6WgySaH +UxRmPszI/57SDq3XKveNT1M4pb30k1diOyI2Z/Ut9SH64q8dXxjbDn7JXxvh +MxSkl/KiC6LaEftff04vwYt+zoo6ea8dSVMB6yp9KfSdOjIgc6Mdf06nl330 +oxDfxnpUFNgOfevoAw/PUri8cvvzk37tKPJUnHHhHPF/v+t/F3m3oz3aOs31 +PIW8l/u/5rm340iOjJ+5P4WUhC9FXnvbseTNrfUrLlAYddyrPc+uHc7qMQsl +LhJ93Nem0raR+0htm+ATfG6hsKireTtydZ8MNAeQfpLw6bywSTtsdl7r/R5I +obFv3oYkPRKPiRg/7hLpDyGTbtbq7Tj0TXPmjcsU9KU3t1KK7TgX0qt2LIj4 +mVLZ64jF7Ug/ZexsG0yBo7q3ctW8dsjqLXtocIVCxZPmLc2i7TAOfdklc5XU +r3uO7DnBdmzRTdMTvEb6/w6GhfSfNqhz9j34QbCTiWzxN6oN++yjhCquU8hk +P3tq39uGPyb7Az/eIPq8aFL2q7sN77ekiUSFUFipVbktvLkNperPHl+8SSF6 +geoy7WqyX9icNQdCKdzcpLyrvKgNVgoSPzffIvrJftTkkd0GlRsPYjVvU6g8 +v+eD4Nc2WHsmeEjeoZDgZtEZndyGnkMmq/8Q3L9bc/+qhDbckHeS7r5L9L6s +17Aqpg3uRuNChfcoDDy2PuQR2QY1S7nJN2EUYrz0e6ZutWFWX77A/fsUQs19 +MiKvtCH5Y9/cs+GkvxUz2GoX2mBucFd7bwThY8gut5zTbfCcmeK0MZLwSSxe +186rDWu+WYeteED8pibeoc+tDZur3ev/e0j0u06j5qJTG0LaRhVHCV6dJRXz +n20bju3/F9gRRebFp7qZcZZtqOoJ+Jn3iILZ8j2aeuvbMDx4ck/SYzKvPPTk +5xu24fxIU+e9JxQyFqvP2q3dhoCL74/6RVNwbbh4hq3Shv2TIyJ7Y4i/tOjq +nJZrw+jg23cbnxK+rlRaL7CgDW75Va5qz8j82qQUd0e8Dcv5e5bOfU4hMmPW +7sUibVjat3vgN8E7s5IdX0224uT8L/ldsRSWfma91/nViijmhcTCOOJXnpfs +vw+0Yv+X14/fxZP59r7Tdgt2KxgjBlERLyjMZ1o8rm5rxVER1Tj/lxRSfy/R +d6xrRfLG89/cEihcO/JxKaO0FVfFV7RZvqLQkdXq4pnbigVZq0RXvib6PXG0 +dyitFcVJT80XJlI4029c6JPSCg1V19t/CbYOk+ePvSbrQ88xepLIPJ3K9Q54 +3orbcr3rK99Q+PXkgrFgVCvKdd4lf35LoTwwxuHq3VZoiuerxLwj/nRLJX/6 +9VZs/a327koyqU8XNyAkoBXNeqy1R99T+B1adkPUtxWpQj/bd36gsCLyLuPm +MfL7S8Pra1Io7Kb/CxE91ArvnXUmih/JPHRbKTDEpRWvzL/8E/1E5lGzZ3nT +d7WiJaWriia4grHb7qpVK3xKt71pTaWwT32JgeCGVvCypu7nfib1byo5FLCa +7J/Bu5b0hcQXos0cW9mK0j756/e/kny1K7/1UW3F4VP3ws9/I/reE5A3tLQV +e3xXv3VLo2AXKr7cc2ErHBbI1mxJp3CgKamlW6IVwqeNBHUzKHS/VGl2mN6K +mS9umi7OpHBkm6Ni9VQL5uRKhEz7TvxugWTGppEWfGEUdvYTHLhW/VnmYAuC +JZPX1WcRfVJnqlZyWjDhmZecmU2hfXuBVUJ7C273Cam+BAVJ76F5i+pbEBJ7 +4v3tHArHdhSo3C5rgWa4kJlvLvEb7pLrf3Nb8Dgnq3tvHulHuuUrT6a3oFwt +JtQin8T/O16FmdKChIoYM+0Com+xc562iS2oe5YlLF1IQVlPbjjneQuYDyfr +BYoI32SPlGpHtUD7tcOHPoK9Tmr0P73bgv7siod1xWQezje2m329BUJlTqGZ +JSS+OK9Z5wJasOnj5M2XpeS9ceW2KOdMCzScUx/cKSPvldYzO7cfa4Hg6wvJ +fuXED6b95qQfbEGR365a1woKj3f8yFFyaYFRgpHglkoKT2Ys+HF7ZwtqZ61Y +q1tFft/rtHtkSwu+XlS8JlNN+qP/ldl7zVqQXaHYKlxD1p/znF1g1ALv0uWr +uQTfPdiyS21lC8bWaic015L5Z3US597yFijxDWRz68h80/cu65dcC468MYl7 +U09hg/3XLscFLehcbqoT2UDh2c5Hm7+Lt0BFdXVlQCMFpZfLxuREWnDTXd3X +s4nMT4I61OXJZjQ9nLfCtpmCzPw72qzhZpw5Mdi7poWC4TmxrxsGmrH7+dfP +yq0Uyr4FXYlnNeNHnfdtiTYKQjsRJdjWDI3UeSfHCM7/GsV3rW1GTM9zV1Y7 +4d/mzoiskmZoikm5VHSQ95nDgQuLc5qxs/DYga+dFN6p/0n0+9YM3tvXvrFd +FNaM+yype9+MHQ55kaHdZJ4ceNmo8aoZFi4ZOMMg/iK9r+H6U7J+853RfUwK +IrdPSTMiSTxJRqu3sMj8uPFjnNHtZkjPyrihxyb60eCdCLvSjPohCZYsh8xr +KlPBP/2bkdOkbzmzh8LCaclta083g7FhRQaf4FnBNX4RR5px+V2fYecPMq86 +rXbo3d8Mk1Cf3OKf5Hut9Asmjs2YtCmw/9RL4c8DBc697c3oP9L6O6aP+I+0 +eRjLohl+Fikvb/RTiNDiX9I3bYb5Nou9pwcoXN8w9enaqmas6X6ksHeQQvIH +gxVNGs047ZpAbx4i/Mg7wVqm3AztFUcqdbnEP9PPd52RaUZvJPOzLI+8d3OX +yebPa4bp79mJMykKllPmz+bMasZAbM+rYYKXX0x02ytI6tl19GMXTfrhegXP +pLEmjP+JLi7lUwgwvfz+F68JXoY+fZ+HKfg6PTRc97MJVi3cBbG/KAx76E+7 +2dWExkViO26NkPe3prpEXWMTtq0qifQbJfo5uNVlcWUTBlzle9x+k/f1R/c+ +t4ImCJTPNbMeI/0ixSotMbMJVS8eJxr9obB4oKyY+6kJDyS/yCiPU6hv+7pQ +/00Trqxze/LfBIW3A12vz8U14atltPIEwcPnJc99f9SEtdv2Z/yYJPNknXLI +v3tNmH0w2aVuisyreuxmsxtNGI67NDP7L+FTuZznlcAmvF7UkJP0j8xX6a9X +Ffg24VvT66sPBGiYi9tsFD7eBH/m711BgjSOFjPvbTzUBCXTXK3j02jMbtWV +CXZpQvKgwHwnIRp1SnN7sLMJTb2p0zcJ05D03zY0uaUJimrNQjoiNC4++6y3 +2qwJZS88xWSn03A1X5R2xohg8wPyojNonPrPyv+DNsG/89eNEPwjYoF/n0oT +5F/c9GLOpHHQ3uabolwTqlVTYitFabSU5+i4zG/CWQ99VvosGilOa/vCxUh9 +Vklqv5pN44ldRGepUBMueW25ES5GI0YkXEJgohFaTfX9geI0FsTOvLiK34jL +5h+cjkrQuLe1aJlXXyNmBLTUO/xHo1buyexnjEZ0b9jmZD6HBkt+l2ZtcyOe +7p7Rv3IujXHLnFCh6kYcOjb9uuw8GnsDU5RWFTUia52F5ixJGqGP+L/dsxrx +5lJ+9yjBc13tZjz83Ij4Fv+nbCkad2++ti182wg//mGPmvk0Yknmh+Mb4Xky +dE3WAhozH+9+qPCkEdPp9kVvFtI48HRbmM39RlhJOAtHSdOwM/cu8A9pxJm9 +guNXFtFwG7mh++pSI5acqBo/uZiGyMzDbTV+jZhbnTV9nwyNG/kdmePHG3Fe +uEJ26xIaS1w/Nym5NyLl/sg6I1kaGYJZatv2NGLjL4Pjy+RoaOYVfPPZ1YjJ +l7cT5i2lQb16HPDEqhEVC4d7/xHs9kr0Yo5ZI6oyPQyH5Gl4v2J96jEi30+w +w9oUaOLTfIVZKxtxwdhzpFiRxgPu9FLN5Y3gdgwe+qJEoz9l6PUOuUbIGJ/q +jlemYXb4TPbp+Y24+446FLaMxrvEw2KRYo1oCvYcCVChUTASdf+zUCPuzaoL +O7qcRmJetXXDeAPW3tIwdFIlfDnVuX6YboDXZp9eixU04uzues3ta8Cli/Ev +9dVoGH/4UKbFaEDrga9HFdUJPz5IuG1tbkCK5tu1czTI/fzOaXpWNUBhdsDi +vwQXSmVoBxc2QFZZddqgJo3hG7GeMd8b4BqT+KtVi0Z89ljDl9QG+IWP08Xa +NJY9vHe26g3Zb+ni8S8rCb/adbb/iGuAnKOQ+EsdGrpb3rlMPWrAXatPauG6 +NM7dKo+RDGvAKQGlXZf1aHCN98xbcaMBIwG21731aXxmq31fG9iArtzVBXtW +0ZCYEHpi69uAuMJmsa0GNPT7Ut8eOtaAjQHL9682pOEjPIP2O9gAp2bl7OVG +NKaFlx4JcW6AeFa5yoLVJJ6i4vmPbRswfZ70E+E1NGryK38lWpL4P4tIDxO8 +/Onr6WnrGvD3Ylgs05jG9F0KW4sMGsi787NejQkNqcbpefWaDVAvPlabvZbo +T1D5KEOZ5L/ry/lkU6KfV+YWgzINMLC4pRGzjobeJf1dv+c1AJm9faHraVwz +wH3BWQ2kjqUfz5vR6HRPEZwt2ICbCWpXD2+gYfGgPl5yrB73/Ka7OWykcdz4 +1xkZXj0eSDhZWpjT8MvqPKv4g/wuLrdm1SYaVidc3qp21uOVuK2BsgWNFRFG +/2k11EPtxZCJ5GYaPU7rX+iW1yNkD896miWNTNZaT4O8eljn2R6hCfYynnRe +nV4PKYc59xhbSL72WwQap9TjdpQKqq3I/Y1/1pi8rseR8Xt/srfSZC5J2rn2 +Gfme2mz6fhuN7+6OQmsf1KOPveXOU2satE42y/h2PcpW3/9x24boLTmBWn2l +Hmd3LLK6uJ2GjVerhqF/PSwud347uoOGZa9SlN6penjLtGq72NL4+GC7tvbh +ekwdn/HJaieN6iqVkRWu9SjNOmi6ZheNv50+vUr29Ths1dewYjfR64SAqKx1 +PdStI3wX2dE4ZvPIfr55PeT+7JEXtSd66xeqFTOuB+Vv1jhGcEid+Dkh3XoI +/jGO7HWg8W300tY/qvVYF7F5b4sjjV2rlLdyl9Zj1UHXlSVONHydC/xYC0g8 +FwLF05yJH8mrVTWK10On//mv1y40cjWX2pYIk/1Ts3ui9tBQXXT8X/pEHfJa +Ghk39tI47d7Z8oZfh2RbRs/ZfTSuXFnd+aSvDuJzW395utL4U2slFsqoQ/y0 +THHH/YRfT9vczzXX4drsoJWWbjTC5D71uVfVYcEslb1GB4g+Ap5E7Sysw3Dj +ywjV///dvpo9J0y/10Fs/Vi99CHC/4V5J1ek1uHwPBk5UXcaAxsjoiXf1GH3 +nJmn/xDM1n3Mm4ytg9ZoenWfB405H2KO9UTVwee8umGbJ+HvSY95lXfr8MXS +IbHsMA3mEjBSr9UhcraRUuYRUm+LE82PL9Yh7kDJ67deNJS9140G+tThzM9p +BjFHaZwRGDM56FWHGxqsytvHiL86ur21cKuDZdb+EwHHaeD7RrMVjnUYkT2/ +2Nub+MVBz7+zttfhTfmy6n0naGgfj2QNbKrDFhO3O9tP0qjsCx8qN6mDf9cy +u/WnaAg1qi19q1eHJ4u8VXRO08hfqHz2plodvlnrCyr60BAPsRjxUKhDaP3p +nnlnaLzpdXq8UboOByaV6oV8aVzqW3Zw6X91UJ23oewXwSrLT+8cF6nDVofi +sh4/kk/16Z4Nk7XInf6+oeksjYijSbHJw7Xg76J+Fp+j8XKr0r9r/bX45hUi +nH6ehrCMcfBeZi2sT5xUe+NPQ2tB2gr9llpYBcY7RV8g/uThNiJaXYuYd9Lh +ty/SKJb/y+kqrMXhGZX1//87lFqWdmOfvtdCOTJd7kQg6SflmtrXU2vhvaPl +9P5LNBKu2dx0fFMLMV2lGtvLNFpNA6erxdWiVyXSYGMQjU1vr7waj6rFP6ll +r/SDaTw6uuxI2d1aOLVVy6lcIXoUU7N5fK0WAtZ3YxdeJfqa6WjnebEWv9Y4 +q4teI3oo8A3U96nFYi9NjBMcGL6lVMCrFuseCe4ZvE4jNeXxqor9tZhzoUaw +6waN11s08h861IKHiJTqENK/fIpP7bepxWyxTYdzb9KQ1dUxW7GpFg6Tnaqp +oTT+89HWoY1r4bzMkf/yFo37c0PM0nRrYSuZXPDwNtFXg8DpwBW1mNrS9Dzk +Do3H3q55G+Vr8d288or/XRrpgUd0Zy6shb3frZPH7tE4f4+TWy5eC8Utszz2 +hdE4tPDhybvCtSiV23hox33C73MbTXdM1GDfDu2jG8JpSE/7pDaXXwNzrRJ/ +/QjS3wZfrartrcEKgRkRKpH/n0d+7gvrrgEl3JMq/YDw7YjRK5umGrw77dI5 +6yG5zyzX2WKVNYj1O/jfFMFRqvJ3S/JrsHDV6BZeFI39j9drXc2ogV+p2B3m +IxqrllwbMP1Yg8UWsS31j0m/2/OpcOx1DZw/J2kUPSH6pm5///isBmekFG+m +RdPodWqtPvKgBpf2TuO+iSF6mrHnn/ztGngEbHR5+pT05x2tVs3BNWh17Kq5 +94zMf/7zP90+XwPj8nKb4OdE36kN+mYna/DslXDjmVgaVQvb6355kPhTgw56 +xhH9vh289XpvDV59NB53iif5cKt0ddpdg+326o+3vSB6lzSzmbW1Bv3WW9av +e0njcuhshwyzGkgZ3+XpJNBQOkedP2JUg8av/FfKr4iezqd+XahN4t1xwmPh +axrWC6XFC5fV4OOdSc1ZiTTUCpgXTy2pIf4YPjVJsEVXvYisZA0mm9UaeUlk +/n3/8XWxaA0U8P0z6w3p/4dND5wSqAGm1sc0vqWx287fS59bjcmfH26VvCN+ +Mslcf7W9Gt3Fglcyk2mov1+9ua6kGu6dWsHv3xM/XT4jQO5rNXbu074Z94FG +8ng18/CLaqz3m4iKTKGx9N4i349h1Thvcev9jY80XBSOGIwFVGO0p6nC/xON +7ryNy9YercZ2tyb+8VRSH2cts8uO1YjPCJJ3+0xDJz75Zu6majzqq7Hb/YX0 +c3WLvwJ61TBvzwzf/JXoweniM1P5aiw7vaZ5zTfyHvBsOOIvXk20ZK6klUZj +Yn+d6+fxKnSwa/0U0mlkrxi/NPizChI2bbVSGTTKz1aXKjZW4c8FO/2ZmWSe +bmw0ccirgsJi42cTBNu8CGu5+aEK/5UF/8f7TvQ270pMRkwVzBSVQ1hZBKuv +DOm7WQWl9wtmNmXT8CxdHL3gbBVGh2zvlYL4y5PCBrNDVci3r5TNyiHvGYVU +/aO2Vdiy83JqSi6Nwc/uGeGmVaBMD+x4mUf61yVX9zT1KqSd8PoVlU/8JEBx +VYd0FXQ0wp7fKqBhErRyxV+RKuxIKbO9VEj4ojXbTG64Epc05s72KSL9cUrv +ogmjEr6FzuUexUS/hhptjpWVWBn5LNy5hPBt8oyzT0Yl2An1+21Kafib3Ju8 +9boSnAlq1YYyMq9mTiA+shL3bw3NNSgn388xfvktqBK7THN+ragg6xMqE8u8 +K+FPu3bJVtJY/FWvst2lEqv88qvmVtGItB2aM2BZiTP3mYUi1TScnfx9xlZV +gp5Iyf9DsFOQ8y8hpUoIHlAtGaqhUbZdPEJ8TiVuHjStZ9YSv5adt33+VAX+ +RPRxGuvIvCPVu1ymvwJq/vJTpfU0GnQkZJc2V2B3WKtMdgOZT82FtBQKKvB7 +42yzT400Pg1tclb4WIHSkbfHXjXR2Pp8d9zSZxVI+vPx2ZNmMo89TZ625FYF +Lj+UbL7bQuajf1UBC85VQHN68fwrrWQ+e2sw7z/3CtzzzXM+20by73IAIjsr +sFF4MuFoO8nP4+qr46YV+Fxw5LdrB42nuRNuQ+oV4GUKbt/dSfQkcMi+S7oC +H5np7yy7aLzYfc2tUqQC8vIhc9Z2Ez+60xGcwS9Hz64D/joMGtusfqQndJdD +YJtp/zIm8espuen3KsrxqXTu/sUs4m8/p3n6pZfj7OW6dgk2jS8yEh0ur8rB +nu+3V4hDY0PA90PrIsoRpsDn/CY4DTcFFC6XQ0LT5PRgD+nnnvR7gePlyE7d +IsL8QeadYu8TXU7laFec86zxJ+nXMwLMMizKYdR61aSsl/jfoijlSL1y2C9/ +ysjuI/6bbyh9TL4c6tttQlP7aYw9bpXZIF4Oxat3VicO0PCY9ltrwXgZRvq3 +c2MGaczSmWXb+6MMSY9DE+8PET6r3QlKqy+DY5Tu4etc8p7K/YPrOWVY22Gi +eYFH49+T0tm7kssQZPvs9wmKRpeq3yHZJ2XQqt1afIim8SH5XGnP9TIsVVkT +48Qn77k1Vmve+ZShdfY+P5th8l5NOfj15P4ynNV6Z7fxF4kve+1aPesyPFVb +tMZohMZJzo6q4dVlsLjzWElzlOjTe/6RTyplKK1XmKf4m8zr54XET0iWIfHo +K5GFYzSSeOHpKwTKEPpJ5u/sPzSO3DL2Zg2WQnTUd0JgnLx3G86oPW4txSef +pKkRgmcpfB2yLipFk+Mb4YEJ8l596PdNILUUl/KOzWFM0nimonnj4/NSbMvi +yDdOEb5F7Niz/3YpHDZNNyj7S97zRx0MxM+XYrlF4Xb8I/OJWJpUmnspzj+Z +7/1ZgI+R2N7R/TtLsUFsICxJkA9RBdeOGetKcXH36rRn0/gw3HW/4J16KeRl +frEjhPhQKf/1frt0KYZHJaRuCpPf+/8+oYRLce54gGWgCB9dXcoh9+gSNPJ1 +g3ym89H8st1Xo6sEr/oUsw/P4ENd5NHB4rISDMWv/7d3Jh/FD6p27P9Wgn97 +L5nvEuXjU/qwye8XJTCzrLtjOYuPhNgLy2+HlWBlgEb72tl8bNrc9t/SgBLo +TQ/S0BPjo8LvysiHIyXwb8sLUhXnY7igv9nUvgSMLk6brAQfGpFXvpZvKEFL +T6uh5H98TJfMDbPXLoH+h8hHM+fw4WGywKNbpgQyvTOmpgi2bR5Z5TGzBL1q +Ku7Dc8n6s3X/+n8V4+9fZk3vPD6u+8vlH2cW43WL5vouSXI/sW2XuJXFmLZo +8lO9FB85ypV6xzOK0SC+bkXpfD7Crkoy+l4V4zDdG5+9gA/9jLArhyKK4d8/ +sPTzQj62LP0q23mpGGOz18QmSfMR3PIredexYvzbXaj0fBEf3Y1ZeiWO5LyU +S28iF/PxoS7o/ZpNxegecdYPlSH1sPso+1anGNY/LXMvLeHjxPvvlxfJFUNP +z9jWV5aP1+OSzddmEeyjxPGS4+Ot/HJ5arQI6zSGz+9fykd9rbuLI7sIvlXR +8+zl+VgYui4ku7oIfZ8l3m9V4EMiTOmV4vciBC1bu81MkQ/PX5c/X00sAmeH +9JCBEh+y4UWfOJFFWLvzfpiGMh/WEgdjNwQVYYH2YwPFZXyItRRcfHa8CFua +5bsXqvARqOq8ecypCO+VF4WKL+fDbdr9f9stiiDdftpQSJWPnbrNLxN0i7Ak +Ue7nGMFXbZ4Y/JErQq+i+GPuCnL+182frWaT3yu0rDlqfKyP2Cb75Hch4sTP +CLWp87Gxef6pn+xC+K+pzKzW4KN/7ZwPujWFeHxXza9Qk/Bra2LThe+FKNG6 +qJupxYeOjdXPvMRC7FL9RKVo8/HF5QBjxoNCiJ36nvJqJR8Wu/bkWgUVYvxH +6OkYHT4+d7y4eet4IYx3iBuE6/Kx7PBLozKnQjQ6603c0CP11SqtnG5RiFsx +g7kB+nyIrwywNNMtxOtw1VCfVXxkG6gnnpcrRFlc064jBnyE1K8d/DCrEJXz +f8i5GvLxxnWpFGe0AOcULAZ2G/FhMrl66QJ2AQ539aRZrSb1CP8tZlFdgMpt +n2+sX8NHVm1uh09mATbtinUwMObDWG/a3eevC/A4+5GqhgkfS0YV5EsjChBv +dntcYS0fv+VDw6lLBRDyPVK50JSP2cEvOPOPFWCkSS5OfB0f9u+b5q92LIBS ++RNfofV89AneXuZsXoA9T8qt/hD85bm65PmVBTh7+rk8z4yPI6dkux4sKcAM +D+HfnA187Fpeei1lZgEMj/VWtm0k9TJ6KFr6Kx/B+1cn1JgTvjEHDncz8nFl +Ws/Fok18WC7XeTFckY9vIy27v1vw4VJX8U0kPR92udM0P23mQ85n2av5CfkY +qN4ukmjJh7Nr3HGl+/lwPpHc+XQLH9GfXolrB+TjaM3MrxFWfJjZRF8zOpKP +99O33725lcTXymlYZ5ePNTOPe1zaxkdQTu+4uVk+HJO3m/pa8+G9Suz3Zs18 +eKSw5x+14WOz9ucSy0X5uJo8f2j/dj5Oe206sVkkH7sU6/Ltd/Ax97By/0Y6 +DznHRZ5ssyX+5P3FyLQzD1+qo09s2MnH0pt7nA1K8/DjcJC50S6y340AG40v +eTi7Jl5aazfxl6kLUvJxeWhY1j+gZMfH2MbMt3Pv5MFx0Dx7kT3J17lnkoLn +8zBD+9m9/xz4aLoQspV7KA+7vZmuIo58PBlu39m6Iw/NouNaEwTLb5lQzTPJ +w9i6+knKiegrybIyUTUPnzQdS3848/FcRGXdHak8mFf5RHa48KE0byTghACJ +b3zOvro9fAhtXnhz+2AugrwWq5Ts5SO2e8hVsyUX9h/9B7P28RHT1iooWpCL +nPVLPqa68vH9D+lXH3LR6tHnk7Sfj/zcMy/To3Ohb1Oh/9yN+Jk/58XdG7k4 +P/V+OPIAH3WaA0fdfHKxwuFCSuhBPmySeid0XHOxZpHM0cuHSD4umuwS2JqL +6o6zSn7ufHDGNp2qMMhF8/wLrUc9SH/RO2T3UJGcP0/ijpsnHy8ER//ulcjF +rMlFpg6H+bg/6XRcaTwHixtuDG47QvIdyH3+oycH7/zWP9rgRc6Pn/vwdW0O +oh9pmBkd5aN1s8J2j6wcHC/W/6l5jI+PYhfKFJNyIHbELFTpOB8/bS/O6IzM +wdbMNWqLvPlYuzpY5MHlHLysn1kscYL0y4S+fKtjOUh9FrFf+CQf80z+2/DX +IQfD3Xmjfwg+vH/7pQ8bc2ChE3iTd4qPr0bTL+zTzkHktGTpntNEH2/v6c+W +yYHTY4OXbT7Eb103v/0yPQc750zTqDlD9Oc3NyuTA0zYj34o9OWTuu2NnvEd +WKEzrp3pR/pb5ArKJgJ4ZfDrbcpZPu4tUsu47wV8qStTenWOD011qbFqM+DF +xkNR0edJ/5OOSRRdBOx88mr6fX+i52TfMlMqG9XpZ09dv0Dqv3r3nhPF2aix +z2q+cJH4z9X+PdHPsmH6e8/qUwF8XGzrL8vzzcZH2vihRyDR17QZCT3bsiF2 +fB3X5RIfd8yoPiHlbAy6bjOzvcwH08XhkexEFtTCNt+zCOLj2v3B97p1WXAK +n99iHMxHY6yrxsakLFiUPpHRucLHrALX/7ZfzoKne6aTylU+Tn6Ktrd3yMKJ +Qy7hMtf4ePA8V8BJKwthYfsK51zno3TNJTEHkSwoXU7ki9zg4+yHoHM7Or7j +T+SSxRMEW7z03bgp9TuaJ54aUyF8HDWecWxVKMFv/3PouclH3lwWJe/2Ha3u +u4+1hfIRRx7zM4y+oz/V5kL1LT5Sdi+d1S/xHQm9jCsFt/lId22KLu7JRLzc +0LX0O3wI/Lh0NfZ7JlIM7YLe3yV++qMg70xEJg53jPu+uMdHcru1nblXJhwv +4OCjMKK3r3lr/jPLxDHLq1Z37hM/Y5adalyYiS0mamrB4Xyw1on/ecjNwF3J +8GlnI8g8o7myeldhBulLMfVHI0l/C2zlz47JQLrWiqf7H/Bx5eL7AzidgYfp +0q52D/mY6t8l670lA7afrRZZRZF6CnkrSMtn4OfLZ+Wmj/gQ9I09njWaDqpm +2FfvMemHnncF9lWmo9VkhbTqExLvubaWPy/SoftW9tOSaDI/ZKiMhPmnIz36 +w8a5MYRvX6R2K9mmI9kqq0LkKZm/jmz6lbI8HT8+KFuPE/xys1PD6r9pGA/I +L+A+48NnNcXPakjDXoWzeuznJJ7oJJu1b9PwEEseN8fysXWt8o9vQWkwNrg/ +Uh7Hxxr3/1Vc5vFUrW8UV3EVSpluKhGikTLcZJaQqX6Nl1Q3VCiiTFHGFCEl +GTqGjMd8jOeYqkWECqkISenKlHlvEpXu+/tzffYfe7/vXs9a32ehbLtFOYTW +FO2rTqWw9mX70ySFcqzjWNwrTSN+ZRjx8POUg8N35k1WOoUk10mfy91l8G1i +LU3MIP/DznFre1EZLtqKqEYyST/MHRNQDilD07Dz3zcyKXyTMpUMP1WGzVsT +nL2yiF8N+2x6VcpwIM3VxymbzMveinZF/jJI+bT6W+dQ4Dl7zsP7MwdpkeFe +R3MpxJ29rl9dxkH+uQA74zwKiq5ZGosiOJjYHmKilf//eXM6qXWGg+xaL+md +LOLfePtMN3UOQvMVJmQLyHzq7VyduZKDs+J+hasLCX/wnWS1DbDB/2HPOYEi +4v/DAfa/HrEx6HxwJVcxyZsBJYMNUWw8owNYNNHGCzz6ug5suG3O1R0sIfmp +H3H6uA4bF93S6t+XEt5+eSrBWZSN8526ui1sCr1r+Wb8RkoxMWuRX8Mh/pSV +dgirIVqoZjm7jEKzgdpsZGwpVHj2W2eVU+gx7kmMcipF3962zPgK4leHFKu7 ++qUY6pX/HFFJ+sZIRDFEvBSWfuuWB1aR+ZmpE7s6UYIeqxtb3R+RPpzQW+Xw +rATDBqqa9o8p2KwRlzgUXwL5hwvaVk/I+553qP11qQTBliXK+0GBVcFnK2pU +AsaM7Bq9agq8q7QZE+uI9pellGsIH53+9aGOKkbovcAquacUvNLebo5uLMZh +M0EP8VrCQ1qmfqeTisE8ytggUEdhfH6sW86tGLzd1OMFotuFDLSHjIuRETZo +MvWM8KdMV3q6ZDFUYw0b++qJn3YqrTgxUwRWbo/quwZy/vyOKyteFkGU9opq +bCT+d/xfX1VyEVatGuqtfE6hPEfa7IxHEW5KTUvkvyB8KdBWxGtWBKkiB5OH +LwlfxA8LMTcUoalO+FxkE+nPxkEnndlC/Gh65HK9mcLS84dq3jYVQiJL4bx7 +C4XRqjx+29RC5CcpHbJ7RWH1P16mY56F8DoducmylUKVpbrfZfNCxC4SHjN5 +TeGA2KUMSroQ52d9H2q+Iedp0PTqnizALdEEHYW3FM4OBd1siC+Ac+iOZsk2 +wjOPK5yzDQug+WHRvlXthB/UunYGTLGwt7+tYPE7cr/Cvc/3J7Bws9WJe5po +rabnKkJGLPCL3TXo7yB5n37X+eVUPoQ8Fy6/66RQlrbd0zshH4rz3uENXSQ/ +7sXtkzTKh91gfWT5ewrhCw29FVN56KlNDczupiCqUqRpkpAHhnnLKcYHClN7 +9lm2GuZB1HOpXFgP4eN5P2WzqVyk2gh2Xv1IeH/YuPFxfC4yTya7OX4i+86p +GJGNhrlgdXv+ONFLQdXuiGjgZA7MLx10NP9M7rfpUkMbIweNLYP1Wv+SPPmz +W17CIAf5ldN8Cn2Ev8KuKltNZOM3/0619V9IHslrDUY8yIZt+pH9K/opMJlL +dcv1szHtIGa+QPS4zzP1jrEstOhuUxkfIPzQbdk2EpuFi9ymSz4Okv5g5iz7 +ppeFDn+5yuYh0u++8R0zI5k4cOGSxeNhwmuVKzRGojPRdLynJ+8r4SO7/h3v +dMjz6jUmCSMUhE1/sznDTER87EwIGyV59EG9ITyKieiaZ+3eY2SfM3W3ttBi +4qlqxLTDOOHjK6EB4oMZiH/S891igvD83BHZ1rsZELh96l+jSTLvIizDa+oZ +UHSvKPxriuwjdU79El/S8aIv2nYjRfxYcv5X6e10CLx9MC9MU2jV8A7T25WO +iScO7ounKSjZu4TX9qZhOC7r7STRmyjJX+qhaRCumhX5NEMhWO/4+0zlNMJ9 +39Sav1HYcmFCiq8nFUFz+jpVs6SvdrCarW+mIvnvq/LZ30kecZ3pYSmm4rXN +rqmYOcJH1Aezqc4UKDFXJgTNk32lqW/15sAUpJcnyl/+QeZnTk/72NYU8G5x +jfrnJwWTSFRcaUtGhLPMJ7Nf5HsOyYTc9UlGf4s2n/oC8X+aEjNRLhndRodF +5H8TnpGx3aD78CG4fEZ/CnPR0E1+FqI4lQQXRlQt1yIa3C6C15bpJ0FJ45Xd +GNFx4dXTzfcT8cJMZrhrMY2GXcdGrw0koHZypVH9EhrV8yYnxNQSsOWEWEAx +N42CFDFtxq141JSyYpJ4aEhrKYQt7Wbg1sjB4NA/aNiv59ay3sZA6n23Qx68 +NDZ28pqn+zzAYFXwrPVSGubqzNLXLXEw5Hx3N19G481BY6dhyTjoT+xoVuOj +YWNv4TLiEgvB4uifMvw0LLnUyjpqYqA0HrxEUICGa5uxBksoBi3fbD/PER3U +MTpz0TYa/RoB0V+W0/ih6NMrXnofS37tlHy1gkbe7iPTLO77uDD91KdCkAaf +f+MWhaNRiJ3zLkxbSePr0+0+sRn3IMBgcG6voqEy3vbl60wkFmda3fEUoiG2 +TsBqk2Ek+DiTu62FacTcW991IOYulkUFsU1EaKhdzy582nQHT5J3L1IRpfH9 +xlBahWMENm3cvE5CjEZNnp9vkMBt8Pja8PzxJ42BmnElmbww8Oz+WjVO9Pau +gpJo01Ac56vQ7lhNY4/xLrr7awgcGZXhEKdRmEf3zdwKhpR0U3rmGhrJXeZX ++jbdhOWLyht31tIY/ZyVmt4QBDb0FDzX0RARtDm6+9x1aA7yJp6SoCH1sTUw +hTsQTPHEVoP1NPDbUKIn1R9d1R4N2yRpfH4opdAZ4Is9GSN+wlI0/HL66xIe +X0V7isL3OaJ5/U/28c5dAddbI4XeDTTmn/x0ElfxwACDX6pemsbpY9uMX190 +xYnLK17mytAQPmNsqZjtgpIXUdsiZWmUe5vw2NVfQMsXNz2PjTTYz/kOV+0+ +R3h0jsdKjkYxr9EZq7zTKO6KdteRp3Eygr04QvMYhl+fD5XZROOjnPyLWS1D +jGqu1eTdTOM/Alxk/Q== + "]], LineBox[CompressedData[" +1:eJwU13c8l98XAPCELyFEKWlQUlZCIuRQQlJ2oTIjCZEokVFmKkVIKJFZ9hau +vffee28+g8zf/f3l9X59Hs9zx7nnnMtl/FTDdO+ePXsqafbs+f9fesN8iXpZ +BWCpQvwNfAS0Nk8/fOnqHejT0Hqcwk9AnPujHuSlG4LD9OFrnwUIKGT+EtP+ +62awpnG65JkgAdUUMheydT8BKTG2Gc3zBFQ5VaM6l2UDd3nl0EUhAmo1+P6C +x80OpHZPKx66QEDPBdRWC5QdgPtnylsStseIWH/yIUdIXrF80SFMQIdV09W3 +hp2gPjmIO0uEgIxeXHwa88cFcnTPfPgiSkDe9WHntAvcwE9yIt3uIgFdj+R6 +53nqDXRL2IdoiBHQ/Sj72TGft3DGX0Na+BIBUU5N3bVZ8gCOnf4oJnECOp7e +OMx3xwsGZ/TqF7AbX3kFshZ6A2XiVl6dBAF9nLN14eP2hWsyQ5YJlwmofOJf +ylO/d+DtxzjpJUlAaT4fLo2t+sEjKW+eh1IEVHspitNT7wPYqEsIyUkTEHzI +cNYu/QihHlQUJ65gF/4U4Dv0CSzNy8I3sG0OW43K1nwCstVVyi4ZAuJno5yy +fv0ZqMqvi2UAAZ3gTpbLFA4ADw5fUX9ZAvLp+vuPeTIAirWKdyzkCOj8gjOb +57dAqD3yNUThKgHx3Ln+g1n1Cxwzzt7hukZAXSKWYRmUQRBLzr+4jd3UfpPF +OjcInneAZLc8AYUWy9HLWgWDeWgPU8Z1/P/pyR94T4WAS+vh7A8KBHQljBzJ +1xUCBXc8Bc0VCags3k3l2vuvMOoX73BViYB25XJC7ORCITiRMuDYDQJypqN9 +95ccCmObB93I2AkTY3wcf77B5wN35ZqVCSh+vcg9wCgM6DdkOxNuEtCbROZg +rsPhQG+jAG9VCIg+VvNpdX04/P2v2/n+LQJSH6Q+5P0mAvw1TPzFbhPQmQ/x +Hx9IfIcNRs0XjKoEdE+ieOzm4nfIk2MSm8LWSm3n0Pj1A/TubVcjNQKKfSdx +UkIwEiq03US/qhPQg7nPvJo+kZDSvP7cRoOAHO+hC6/GIoFboOKDkiYBLZn4 +SSTJ/ATDn3IunFoElCpVKj8f+hOk9KoV1rGvlgvripN+Ar132lSTNgFF+CU4 +flSLAg47TaO4OwRk27iRsPI7CoS/7s10uUtAj1+sLxjSRENe6oFhbR0Caud6 +caPfOBr+VbdMCOgS0PqRW8UmRdHwVDWgglKPgAr1NO6ssf+C/dw/XXuxDUIM +mULsf0FrrPLBtHsE9FREc+lqyy+Iquh5632fgDLkaTY2BGJAZN/XxgcPcDxH +3BNFPjEQ/rOBKKpPQCvFF374j8fAtG0JeZ8BAdXNm8tZysaCE0de+xD2GNv0 +ce3wWHhP++9jliEB6S0GSiivx4KlQ/kZPyMC2jOoGXRTKw4OuT4INTQmIBL9 +AQnd1DgwPUU9K2aC9/NeNrcdQzxs3d48TP8Qx4/lBYNQ83hwnHU5PYxt+d1q +rq48HpJ6GhiyTAmIhkW/gY4rAfhoz7T7muHzGEegvfM6ASKfFjvqPyIgqT2n +opJ6EmDkRN+2iDkBxb0ZDD9wKRFiZFMMaR7j/dfh3HYPSIR1LoeoPuwy6+HK +ncVEsJUwL0uxwPnAiX3H++ZvYDpXWPb2CQGV/quKPR7/G/6r+R1915KAOgRn +yxHVHxAUtDDhtyIgMrfbfWujP3AzRpByF1si28+Wt+gPMFXyvW21JiAHD2ba +laNJsM8qaCzmKQFN7bJyV7xIggcVkdyONgRE9TCiJqY9CXhVXBVUbAnIpTBr +K0A4GfZ3GN84+YyAKCYflbz/mAz8H50FV7G/vCvmCJxLhjtU26vldji+zjUy +xSqlAIHn4LeQ5wREYPz5syImBZJvrpyysCegF2kxsy8pUuGsSNkHaQf8Pn+b +u4cupII3TW4v4wsCCqSRZs/VT4WSx9v7RrA9FllFjD6kAsmimCPjJQF5UVL/ +Yi5IhdAvgsyejnj/V4/ZVs6mgsuszdSdVwTkq20R9oY9DZoXsn6ecyIg8Ywt +7utKabD94yxsYD9zH2difJEGdp7LqM4Zv49bVH8gJg304yW5I17jeF/eOJDR +ngYCYUKW1i4EZM+rKuhPmQ5yTush4IrzGZV8uq1IOogTCuOY3QiIO3YxSs8o +HWyvxIeNYPfxmFIof0oHZZ4hu3R3nN8+FTUBSocHjO8uvH2D898QC7P0Yjpk +zDe1aL4lIDVKp3KZ4xkwrdZ1l9uDgM6OMC8pqmQAn2llKRFbU23p812nDJBe +LmWp8CSgSydFUqwSM8D67qpikBcBUR8gK73ryQDHSEdjU28C+jOkY5REmwnq +dq+NxXwIqEjKcaNTPBMojp1SovbFzzc4sNE8ygS5936sHdhlos9yrgRnwo0H +A+W/3hGQKe2HoVcVmWDZInn/uR8+z/0zn4qImRDZUdlz7T0BjUj/aaDlzoJT +lL+usH4gIO3k9RBdzSxYjyR6j2LTpxNXUt9kwb2Y3ty0jwT0t7xygDE9C6Ry +XjS7+ePzYRD8wG4kC/yEFhpVPxHQfrKf3SBzNpQdvZ954jPev61mLjXZbGCR +nHBbwA4Y87eofpoNdVQJFwsCCCianaiq+CMbvBKqmt4F4vyyn6+9vhGbyUhD +9wsBJQka/NPZyYbSri8FZ4MI6NdUScmcYA5c1H/DSMZeS3QX8nyQA7P5Skrl +wTh+pxvlz3zIgatl/1kEhBBQNWsfZX1BDvTR9dkZfiUgu6hua8f5HCgcHzM9 +H0pAUfs3vQWP5cKzhyC7hR3W6qA+fTMXJvTpKWu/EZCfnXtDglMufHpimhwS +hvPpC/Ud29+5oDJhcdU0HOeXJycmZftywXBOAolE4Pga4/Rmo88Dc+N57j3f +cf5zDBhblcwDnJPtGrDDm5O2OyzyoPmQw+9vP3B9CkjuQt/y4MSOR/2jSAJa +fN5il1qbB3vTZjsv/iSgSVGt9riNPNjYKK2liMLxHmK/GcOXD2x2vPGN2NLP +7OcS9fLhj9Plp2HRBFQS9SU2+10+8F1j5DT/hfeX9ZBQTX4+DJaX5l+MIaCd +v5e9R2fzIaHGFihiCaj7h0LaXo6/UDstltyATdHmlsJ78y8E+fDSfIvD8edw +3uOu019gHzJTNovH5/9vsPD7339hYJXmpUgCAUmOU+RX9f2Fj2E8n3awzeXy +TtIxFEDUm/6A2kQCeneJxlRTugCouK+5Bf8moAuXxd9HWxZAdqOdjvEfAuJr +CQrZCC8AqxhvjvNJBHTkm42vTkMBiP4IqfmHLXSN7WHhdgHseBcYVyTj/uZT +Jy/v+UJQoGCa+pRCQCfv7x0I0y+EyDdxd+6nEtDGlznXQ/6FAHrf086m4f5I +buJgMCqEz0n066vYl12vfT++XAidjjR8RekE9P3tvRN/OIvA/UuCom8GAd2J +eBsip14EU7/3qWtl4v26yMow6F4EKYqgcDKLgM7VGru4pxeBVo3R2Vlszc26 +Zf6xIki39CFmZuN65ppgOsCK4LFSbZJrDs63AneHguQRuNyW0VTOJaB9q8KG +2vYI4lQ2xw/m4Xo+GDLLEYtgdv6wyRD2Xs5pt5lOBItZiQ0J+Tge3UpYhiiL +4TN9LffzvwS0Sn64oHKsGMSF3pvLFBBQTq6/etHFYrgtSxNKW4jrcbidrOit +YoiVVs9uxd6lvfb3t2kx7KFwKw4vwuu7dqHsrEsxqN5IyDFDOF8u2+jGBReD +UNpo2IViAlI8IO7Kl4LflylntYHtQ5MrllZVDLXJffzlJbgesfK6SA0Xw9eB +iq4Ppbh/pSvWrVkvhh79Q7Z3ywhoWz2jRu9ACSiKDK1xlhNQ1sTlpiXeEgi6 +LGE5i/1Ry++Jz9USSJQQa8yoIKD3JUM/uO+VAEfn7PHXlfj/x59alduVgFOY +1T2FKgJSZbDvePS+BPJJLV5M1bi/OcrbwxhTAgZiApHd2H+9Kx3zCkuA2v9T +3M8aAkImPrmPOkvAk4M1wqKWgPo1E4PZl0rAtLvKTbQO588v5oeaaErheHyp +xhb2541dMR/OUnikcZi1op6AuFaS/slfLgUPj56SDw24v3RONaLWKIXYlmMG +dxrxfUBC4WmNRSkcziDOnmjC+6GXfPrz21II83luOoVtkn7O7X54KaR+TWlM +aSagf7EkT/6sUuhgzuN52YLzheSdSzsNpdBF/ctKthXfF+jeB7RPlsKR52+j +advw/eBWT1jybinUgUV1Mza5w03z/ZEykBV70v+1nYB+slTmWwmXAee+0CHD +DtzPMyy0aiiXQa7Of63nOglI9IlkhJRJGZxPrMhYxn5jQzh6zrkM6i1nPHK7 +cH+y/eDWkSD8vn9vr7t14/7+Y7EYQ3IZVH+OIyn2EFAzGHdQVpWBp7FZEFMv +AbHVvRPcHSqDDPdW7i7sMJ83sLNeBh1L29Hf+wgo5mkAAwVLOWyFbLCY9RMQ +02GqYBr+ctin1msrOIB/z+IaOCBfDh3dycVE7LunLo2dfFAOLwZ9d/8OElBw ++/sEYYdyMFp3Pv92iIBOT9gKK/qXQ2tC6C3lYQKa2y/ibBhfDiVGK/cPjOD1 +SDzq97qkHGSdgu53Y1vmOxp87y2HzCshKj9GcT0aiNgoJZTDQj+NoNkYAX27 +0/lgjqECjB3XtwXGCWiG0e7dYZ4KeMv5ChGwsz+VuytCBWTWR9jmT+D7AP2x +6046FfDb9PlB90kCOqZV15FuWwHvihnjFadwPI5xiy2+qwD2yNcCjNMEpNDt +9FDwVwXMZrb8bMfOXzttalNYAYERHLRhM7j/SrKVyOmsgJ7JJwZGs7i/oMsf +oliugE76trizcwQkWK1xX21fJQg7GI0sYG8qBqREnaqEay5nGTLncf0MaOpd +l6oEmSdi514t4P5P13hIQ7sSTOzCxGQXcT9LjipKta4E/oLHF/9bIiA6q1lH +Fp9KMNVL5a7HPvIkgOXlz0oc367/BSzj9VMk+Y7kV4Li18meuys4n1Jbj9xu +r4QZJvL346u4f1fXOVq8gN/3oVB7DPvfW+ZLYjRVcKxdZSeegPPbT4JYMmcV +cIZmfLUm4v78ngEHv2QV7HGnOHORhPMpU/rUb80quMilEP0Pm65aOfyCVRX0 +7H5iRWQ8vyu+knle+H1fVuw91vD57Wooux5ZBfsUXtTeWMf1LtHxcmdeFWxb +Cx9g+ofj02kx3KKtCvx0hZTbsfcUflzau1AFzXJu9qEbuP4FFor8+K8anLVF +A/U3CWi0ZfARcFbDWsbd6NNbBJS+fefT2OVq8LfeipnG9lPxS/LTrIa3PhfC +krYJaCBmpFjcqhqk1va+fbaD63d0cd2UVzUYRb15IL5LQK8++zeFRVbDP5Mi +vi1sw6fZDZr51fCJtmK2eA8RDS1FVDG1V4O2akyEJwURjTimFDUtVAPvrNU1 +5b1E9POcdmYgTQ1MvxbsZ6Qkovv1/xLucdXAnajVR23YDLO0P89K1YD6aN1k +CBUR3Stc/LamVQM0BVU696mJqEf8SGiddQ3MRRILOf8jokIKQni0Tw38Ixmy +TWCnvFqIc42qgV+sHMYJNETUmufw16CgBngVhH9a0eLfP+50X+usAdeGtDbh +fUR0wZ1EIbBcA58HEv+RsKNb68WP0NXCze98rPl0RPTnNdmJlrsW0vmB04We +iOTEJ5q2rtQCZTCZ8yoDEdVYM4iR7tbC5Ij+of/2E9H728N/VmxrQZ3Wa7sG ++0dBh8SqXy0Mkx17PjASUaeecS85phZq/ZUS1JmICHlvBeyiWthO2LU8xExE +cfocDxl6a0HuQBJ3D/bH3Euqx4m1oO2l3xx+gIgEBKq0RRjrYKOIy8aQhYj4 +mRQcb56rg6NmVFTcrESkbC/41/xqHbRzHHw/ha0tsn7s3f06+GqvT/v7IBEt +9HBFpjjUgeTO8kvrQ0QkXcyj0POpDgQu9QwIsxHRtY23zDS/60A3kFuchH1L +P2fP5Yo6sHUf9sg9TETdHnDk6VAd9BgdrXI6gudXHaaT8K8OFv2GtmXYieiN +okrZFGs9TKtc4d17lIgqR1t0+c7XA+e07I0K7HuQfNxWqR4IwWsPfDiwq0yY +C4zr4YSv9aObx4jocoK9KP3revAaTzdlPI6/3/PIRz+kHtwrWnRasPMPIObs +tHrolemW/XKCiJTa9jQeqK+HZd2243dPEtFRs4wS28l6SGNrXmLnJCLFngcL +HXsaoOVJX3Y/djmVj4YMRwOUK+y1+8FFRO988lcTxRpgzE+d2/gUEUk0ujRx +qDWANVtnLfdpvJ+0BrOfLBogNzfcbAqbRWxSns6zAU5Lp68lcOP944gc9v7R +AFeNTrtYnsHrq8qO9uU3wMjQ1r/zPNgXhkb82xtA4NHNJyvYWrOuykeXGuBP +BEdrxlkievb83Ub8vkYw5Xp13uEcEakFfSRIcTdCr7edmwQvjpfhY+JtMo1w +Tf9g9Qa2UF5lpbVuI9jwPqYu5CMiKbUTvxifNwKlmYuEKz8RDcZmN6d/bAQr +H0MjOQEiMv54+va9hEZY2uJwoxQkopX4f8dpyxth9mzhlwrsrseNcnmDjRBl +qvbD+zwRcbBJ/LX+1wg+dKM/bggRkUlFg9+5g01wwcQlmP4CEdEZn82aPN8E ++pnCbxuwLyYOSCTcaAJxKVozf2Ei4rnw7ojNwyaQFGQEdREiGtCt0pZybQKx +XFVGVlEi6jW5sEr3rQm+7u1pa8d+Z2C0NJjZBOr82f7BF4lo6eLa7ZymJpi4 +QZDTEcPvj/Zn+TLbBJ+tw2fZL+HzGjkekb+3Ga5GFfr2YX8p5DITZG6Ggknj +kxHiRKR5q8k46ngz/Lj09be+BBG9HSr8ws7fDM88H5/nvExE122LtgIkmiEb +jcaNYHdYRoUxKjTDSi3TkWhJPN4EqWfvNZuh1nPL5aEUttV9dwajZjhQndl/ +RpqI7C27aj5aN0OpsbzwFHZQlasKq3MznOTMcY6/QkRVTLx033yboabsCHos +Q0S/5OMoT4c0Qwqd/Tof4Hhob7yc/AuP/3fXuXlsxh/Pk6TSm+GBtopakiwR +qa9YGdThrsMtfdDaWo6IJnw/qT1oaMb195uH0FWcj0LS3Vd6m+E9vd/nZWzN +/ESC93QzfJUsCEq7RkRue9XiOMnNsPjm8udn8jhfrDpG/KVsAR9rRg/R60S0 +//WeLp0DLSDprmBNxJ6kLdBaP9EC1RILqlkKOD9aeR7+JtAC4wyMvA6KREQg +iXHKSLbA7aeZ/y4p4fxnEPd0XLEFGuvmStawtXoz/vug3QJqPsg99wYR3aC/ +NClu0gJTVFKXHZWJyJZuH9OETQtMhD2evnyTiJZNaN98cWmBzp93/DewvY4w +yyq8b4Eg0/3n/6oQUUvE1o2N0BawuBBa7nSLiF4MJkamxrXA8nVqTenbOL9I +rss/zmoBxfH7PVvYvd6l4txlLUAr//tuoSoRObJMO440t4DB182G12pE5BKu +yPBzsAUomXSlZdSJaI9B8ZLxPP69uTFqB5uLTuTM2Y0W8Np9RIE0iEi1wjlp +gaYVFPOFdFw1iShcyN03+1ArSLMLx4EWEQkacua7n26FGqEXi7vYnyelZFWF +W0GeYf/5Ym28XrVZx05CKzTkbJu63cHz/2ijtqLSCoGXtIJl7+L6x6/aX6HX +CjneHGiPDhHFsImVhJu3glmM/nAxdsmV//Y4OLTCpMe5DTddInq1Ly5U3aMV +vrJ5MMjp4fi5v/VRKKAVWBScD1Pcw+sXPDfMFNkK9BscHCXYuf56n1aTWiHk +oPVh9/tENBwh9L3rbyvsPHvNIPcA5/sAdXpU0wpTC1obe/SJyCk/rju+qxVu +6+4OF2PfHGGnCZpohT8e3sVuBkSUcetTyFtCKwxIrn+VNcTxWE5495yiDaSv +3rfYY4Tri6/g6COmNsi+j29d2Ev3zn5/cLwNKhV5112NiajOqQ5p87eBf0Fc +Jpjg/iCWSkntchtkPZW32MW2OFokfkuxDUoO0LGjh0TEFDjmr6LdBjW3KUtc +TPF5vWWkftukDf42ShrLmOF8SM39WsO2DfTF/m5tY1NsHDmo69oGQqf8PxU+ +IiLmacHDxh/aIOZCyfHX5nj9mNS9rcLagGP93i/px/j8CtuaOiW0wSC9BfcW +9unPr9P9ctpAbJMU8dcC1w+i6dPvFW3wTJ3ugNMTvD9RRyMy2tqAEJT2WtKS +iA6av5euG2mDCyrksX/YtwP/3J5YaoNcwui1PCsiOrBm2U6x0wY4zCNeWhMR +zSxq5GRoh317B5fFnxJRluJXmatH22FBi0JmDdvfZobb7Fw7eNqSPbJtiEhc +Oe7N+0vt4F9eVWFvS0QnZSt1suTb4WyO6x6xZ0SUeE0qflijHdqSz4kRsevq +N20ZjdrBaH+DSYYdrl+929kyT9vhsvCL98+eE1HFivhL29ftwG4vnCJsT0Tb +nD+zY/3aQf3Cf/XL2Je3L9gNhrZDQfbuaIoDPt+/hpKPxLdDoc45ovULHE8F +MRba2e3w2OTdruBLvD8OznFfyvH/c16gXsA29n1g1tnaDv0dp6n/OBJR8eVr +8UdH2oGy6umuxSucn7TOWRsttYOf6AkirxMRHRGmzUvcbgcqnctj09gMGYO+ +ZPoOyLSqq49zxv2PUvyI/NEOKEscTDV7jc/rvFFJ0LkOHG+v/c+44Hx6eh/f +zKUOWDRJMx/Hrt8bfgyud0ChtKd0tCvOx7zs30I0O8CYvJfe2A3nswrX6FWj +Dviec7Gd0x3nj4Cmy2o2HXD5F/fXIezGHlr9VJcOWOvvv/P9Dc5PdgIHWD/g +97k+Yn7wlohkqqW0XoZ1gFNcYzmHBxEFN0icG07ogNuWx573YpfR8XxUzu0A +5zG9E6GeuB8M/s87p7IDbE9+KbvrhfMJ+yDr2Y4O6BdqNWHzJiKRulSx0LEO +iOQ6uduOXejwdmH/ageQdzyCAn3w917ek/bc0wnaTfvPavji81Ukc3qXsRPC +Q8oymN/hfqlWNNrpeCdM6aZKNWGPpMoVbvB3QtehwaIPfkQkfNTmmbNkJ5hW +37mi8h7H79Wqsj03OoHWkjuH7gPOPxuq6d53OyF6XU2gBnspjhUOmGGbTIZ7 +fySiR9ePPYl43gnzPxZpFfyJqNTkubjA205g/m5nQ/UJz4/3bEzh505gVHFt +K8Xe1pLNUo/shLggDhH3z0TUdLnefDq5E8491HgPAbgelHcVuxd2gud3wdFt +bNWXNkXH6zvBnjdHtCAQ91PPfhkX9OL5Tq27vfqC65vZm+QHM51wM3erRiKI +iHR/sUdTrHeCzKt6xjXs06yv5OL/64Ip2meqWcE4HsUy36kf6oKiK2t+diG4 +HvD0uG6f7gKuZdNy4a9ExB25wfVHpAv0SFXrS9j8RL5nD+S64A3nWd7kUCIi +Hnhte0CtC5KuftC2/EZE1J5UXNX6XdDLR+XCF4bna9/h7m7VBfSxQVHT2F4J +VEFXnLvgvOvNsthwIip6G3dv610XaLoKDT+MIKIp6vbOwtAueGt189+p77g/ +bY6keROPx8uYwDiCzXnqzJJSThck82hw/vhBRNa9Lz+yVHaBnIPa+QeRRHT4 +ZebkYHsXsBcmSXD8JKLkoyvrSWNdMJlrBz3YaW+UKl1Xu8DjzJ+rIVFEtI+l +Q1WLohsOFhpe1Y4morD6tGB+5m6YEw+TYf2Fx6+zEUZ9shu+qpiKt2DX7dYa +jgp2A1tqtYB/DBGdSZadLJHGvx9qOnErFscb8aXgr5vd8Of8m/30cTh/0QSI +++p1w6Xfc+vV2KMokdr2cTeEXz404hWP+/uI0a/3XnbDey/aSvkEIpKv0F1V +8u6Gs1ea4vYm4vpHIcx6ObgbjtPYeRVjV5T5bvHHdIPD+20jl9/4e2e8Urgy +u6Hf7qWk9B/cn08qCR4t6wZz4wWmDWwmW5LDodZuqN40Hc1Jwvm/I+UD60g3 +KI7Opdkn43zcHP7s4HI3pGT7uIimEJFR+QjPkd1ucD2ioLSCnV/y6/cJxh7o +jBFkSkklonR3hr3njveAw6ZSm2Uavu88luW/KNADbZk/v/Cl4/3xNT93TaoH +DlvKaU5jn/2etKGl3AO8+cJMsRlExMpyOfqxbg/8vuRcbZKJv7918bS7eQ9Q +vuRz5coiogbOeqewFz3wlFVBdAg7lsCbnOvVA6Tw7vHwbCJ6Hvzqb3cQ/n7c +XKBeDhG1987+2vzVAwnlPrJHcnE8ysU/4crsAT7PvNkO7OztYWblsh7weOkd +EJiH+43lsiD71h7gEtwSV8/H65Hsthk90gNPLnD1Mf7F91cXxWsdyz2Qz7jH +uR47SeeG9b49vfBYM+rouwJcv6dzXssy9UKzz4EcxUKcDz9WPHt1ohd0JO6q +UxcRkcqDmNs5gr1gP+s8U4qtedyPZU26F37xvHd1Q/g+pvIbXVbpBV+7j6wy +xURkcFzqruu9Xui78yFmE1vwlU1vlUUvOGkHiOWV4PpN+UaZ9VUvmBNiyxxK +cf5kjos38u2Fnox21YtlOH+kHSanf+0FSfYzvSvYGykMF2nie+F0zE/jlHLc +H79HJvo5vfCkW3PGsgL3c+4WXrmVvXBF9Lo1XyWer6dSxKHOXli76LoyhV2u +FJRgP9ELavfp7WKqcP9/6cOfbmIvKJ8lrBpX4/uNg1WcDFUfXGWVteWswfVm +zi4sjrUPNsI3FwawWSSGfFlP94GzrNDjsFrcX+Qv2r0R6QMtx/FRnToiuvtx +VI8o1wc2pdz32Orx/nzahMfqfSAU/K+lDZv6vhP3iGEfGFlbKn5uwPO/+Wvf +fZs+0Cn3+nu7Eecnx7zlHtc+GGTWOM/QRETm5Tu9ev59oFbf9aMG+0pNbs3g +9z54b83F7N2M7yfTAkWmyX1A8VTCVb4F76fCz7ylwj5IlOdZoGjF+bbmfqFz +Qx8ImhF1Ebbi8bhahoE+KL3xp8K5DdeX1OrRH/N9AKZ3L0i2434lj47m0lYf +iJzfDV3DbhXOkWii74da9qS9WR34PPcdcXzC0Q8r4RYWzzpxPQenGjr+fpAW +kGsR6sLPJ/HxJ0n2A420pPgCdqrM8x8ayv1gKGsQntiN62FbzNlN3X4QT8rb +Y96Dz+MRxorYx/1wnqzx8Ezv/8/f1kttx37I+XixahR7SrVEnsa3H07PPuKN +7CMi549JvAVf+yHUifzuQT/OT4dYeZ/H98OR7Jm5owNExOsjLy+U2w+eDDdV +urFBN8h5oaofcldO/wkaJKK1Kt225C48nu7X9JpD+PyNTt6wm+oHYVFjC+Zh +PF6vgBHJtX6oed5b3YD9zigjjJpmAMqYlnn8RoiIbSXSsY1tAAoc/ngojRKR +vkeG8y+eAbh7jH2UegzHu7R87MtLAyBjB1CGbcmQtKaqMABci+fC3cbxfeKv +0jO+OwPQsDu4fmWCiKZHnx2mNRsAPo4n2pvYd1a9p6ftB4A/ozMtdxK/T3Bi +st5zAJYk+RkdpvB+Jk2zZgYNQNGZZxai03g9TVZsvscMwO5kZuUyth2bwa5f +1gCorm6dSp4hormHAcXOFQPg81fT9cksjv/K+SybjgGIyy7tOzeH+8X3zcOP +JvD772pKTGIzjEReNSYNwAIrU1D0PD5/1SX9BtSDYGSwu2K4gPsF7q+phocG +wT5FUPXEIl7vVF/08MwgvHGM/tOHfZFqm85SbBDkRS3oQpdwPxGs+8Xh+iBU +a/iZ31nG6/WX5oGH9iB432auYl0hIvoYG7Mg00HQjNjL04IdZLqTlmA/CCbZ +Tzw/rhLR7CKHXInnIGgc0J64ScD3UVaxQ/1BgyDDU319HxHHr0+20EbMIMRb +NcZWYp8c3x/AkT0IXw1taT1IuN/+kXBFtnIQ3F/mW8iRiaiZ7Z+oeecgPBHK +aNjBTnlv6RA4OQh9uw+FC9Zw/3XW/r9S8iBMPOwJclzH97tVjwnCf0PA08u+ +eekfEf0eYTzEe3gImvuEjIjY7o1ewUZnhyBrkrs6bQPnDyejJxHiQ3Dt5d4L +Tzdx/xtwMKhfcQi8GVu/CmwR0Yd4tkMndYZA9FzE3lnsS9JD8w/NhyBe3soq +bhvX4+zJ48kvh2Bt7GbPwx0i+mgVm7DhMwRdXlcVTu3i/iTq62flUPz9ZL3M +IezvbyW6IhKG4NBgxOmIPSTUcn6vMzFvCH6EHPqiR0FCD1Keud+uHQI+gzrq +I3tJ6N0e2pnfvUOgmlf9sgM7Z79cJsMcNv/hhQBKEorNiBi32RwCC6liYzUq +EuI1bLoyTz0MYTYNPfupSejlhnEhF+MwNGsoadRhD++tW9FhG4ZiC8l6n/9I +6Petmr7PJ4aB5WqSogINCX3l5XSu5xkGU5PEckpaEhIzDGijFRqGc3pS10qw +TS6NjSqID0NP+uMyl314PJadiV4wDKMbMtel6UioEi4IVCsOw5/i8up/2GHm +WY/o1YYhIJDqdg49CQkd59dX0xmGw1S0Hc8ZSOgP813mEMNh+B7d/UBkPwlt +2+26DJkPQwKV2/QSNgt5NpHXdhj682nskxhJyKJ8+Iu94zAM6DlSPmEiISO/ ++Ctl7sNg92ow8BwzCf1woItleTcMXqmyPJPYvsJNjSYBw8AelJAffYCEyqdQ +bva3YXheckrdiIWEjK/HPqSPHoaxpqyZE6wkZP9Cpc3o9zDsu2/p0Y9tK/Ca +Oj9jGGL2qnF9O4jn94Vyi7VgGHKNLIrvHiIhkvHvnKflw/DhSIXRITYSkqqX +vdxQPwzJVY+p27A3fD65C3QMQyez8e9Ph/F8Oh59/jAwDEIhOZq3j5DQbZsv +j5cnhuHort0OPTsJTX0fp9NeHAbNxcjfNdhE3rMOf8l4PAxK97yPklCZAf+f +07vDEL7Hbv91DhLSOFiS9IFmBAj2/KV7j5FQw89cp39MIyB/2MmxGHtqepTt +0ZERuPb5iajLcRKyVD/g1sk5AqwB/y1LnSChgNpDuYq8IyBZo53yD/t5XSnK +Fx4BNGVsm3OShD5pzoUISY7AxUjxS/acJCQ/ZywXe3UEQmMHtkW4SOjir+2C +EzdH4EOqfvUythP7J/pQzRFgsi8PSj5FQqk2S4KH7o/A4J8jZpanSWhEd4U7 +8OEICLGYXubjJqFbzJYrLFYj0GWYwTSNnaJ36csX+xFQubN/JuYMCeX5nWU8 +4jICYWnOFSY8eP/eHDaM8BoBB1H6GK6zJLTye/Adt/8I3Pxe6j2E3bvnjn9S +yAicz/5jFXGOhJj33bWWiByBdtm2O/d4SUi99++5ivgRKKeWvcbOh+OH3QBp +po0Af+OWSBe27AaH6HjeCNCbsvIE8ePxyDZ6OJSOwMmQD8c0BfD+y2pk0dWN +wLyIPdsBQRLSGvKoiGwbgRLadtYmbMOAa9kS/SNQMZtx8MN5HN9Glj6t4yOw +N+kE+00h/P6pAWnrhRGAMye49l0goUHVF+305BFQ5C8QqMIWv3dE7ffOCKR/ +3SvtKYzPw/2fqSo0o7CltHn7mggJTUgTyEtMo/CdPdWUQpSEnrxYOh10ZBT2 +zvK5IWzuEy8lpLlGwTPM/vvriyRk3f1UbIJ3FF4f+FYsJUZChWN5HJ9ERkFB +OGryn9j/40dyXlpqFIRGQ5hzL5FQcEd73Ny1UUjf7ynjII7PE99T1XCVUTj7 +w87mogTOV8mLY7e1R4HXwyp2FVsn+LIZpf4oyP9xHk69TEIvki915Znh3/f9 +PvFUEp8f/QbxZ09HoejjXiNBKRLKj5vwEXg5CgsiH+LmsKN5zOum3UZhYEFr +NUGahIpZZPbE+Y7CSJ6JnPkVEioA9XOPAkbBPrDsC48MPp/H38vzho2CoqPL +/Dg2ObdHeyF6FB5YfleKBvy9gjMPMv6MQtdTwQQjWRJ6ZHP/nlPWKFzwFWPk +lMPx8ddC/XoRHl9x8YtB7CFuGdkDVaNQe6JnIvwqCZ1pKT831DQKL9J8dO5d +w+PzWqBP6R6FMa+eJnZ5EqL4EzfrNjIKh1M7bnZjn7wxVqE1OwrvZb3rg6+T +0BzN5+98hFFgv72urq1AQu4Xo+z3bo0CcVmkn1WRhOiLaFX6qcag5prck1bs +W+I5p3L3j0GpieDuJyUSmumM3AhiGwMrG4qvqjdwfL7Ma7c/OQb9flVijMo4 +fsNJaXfPjUFUr293PfbRx8qBUsJj0PZWw83vJs53v5McuSTH4EQav6CyCglp +dx0y23dtDBI+nhyivYXnQ/NKl3BzDKRuSgRXYVfttmgNaY3BpSNuGl63cf7g +Z9NteDAGHrwUB6+rklBzJDwqNBuDjqyKXko1Eho9ruSW8nQM7pG7YkuxPzPw +xUS/HIN9Z6++dFfH8eA+3BnqPgaOXoyqshp4/NKP2ALejcGmtiL/LjZFYv7D +94FjENdDZijSxPsz1lXqEz4G53XOEp21SOh0SoGwd8wYCHGMDUtpk1C/+6N0 +7+QxWLe+2LaBXefSdf1dzhgkRZ2py7uD8/dLhoWPxWMgRltS/fIuzgfL/yUE +1YyBHpG5XlwHxzdH9avvrWNQX3Syg4xt1qduktA3BlSla2NZurh+VcaaZI+P +gdm96PXnevj8nal1rlgYA9U5AdaL9/B5WUEpneQxILV/FyVgV/e+357ZHYPP +LpR66fdJaM+1S492acdBWd3Uy/YBrgdypQtsLOOgkNeYe0GfhF79Eg+4wDEO +f88oryxhty9EaKtwj0Md7ahQigFez7vbEhaC+PeuyOfWhiQ036Z/5d2lcRim ++4wEjUjoDn29yR8Yh4/HC5kXjP5f31WTmpXGQeujkPkfYxIaWyAcXVMfh9LB +1YonJvj/fSuSTt4bh6jAA3z8D/F5LG82U344DhMXg7/MYm9On1J8YTUO3275 +USeaktDCTo1qrMM4HLXcdH5shvN/bbt7lyt+nmtl49wjHN8NGoN0vuOAKF+4 +TmM7KGiZyQaMQ25CCF28OQnFXZw9+jJsHA6nPAh/9BiPV5tnO+3XOLxMb7t4 +1oKEuHg4GBeTxqFam6p9Ettxou+2QA4ev8yGY+wTEuILdC62LB6H7IPFPGaW +JKSwcuBhSs04zHkY9p6xIqGnHmmSxNZxeCgz+WUCm/zF9rpU/zjME+7dibEm +IQOhx54eE+NQdq/+hOlT/L0zqZtNi+OQIXR1kduGhFT3GyQcXx+HfoHq8nFs +uO7vb0UxAVusj6N+2ZKQzYpeCqKbAOUEIe+Hz3C92Onfd/DgBHhl8thx2+H4 +OykcaXF8AqgpdM3GsQva7ezKeCYg7UGL4a/nJOT2sNTjxIUJoIj4ZvzQnoTi +RyQ7nC5PwKEg9ITbAc+Pb8u07+oElJ686TyOzTp9RuKKygRYHVX68usFCUkH +dKv81J4AAbOSjIcvSeiClVgMjcEENE6V9HI74vrtp3/VxnwClry19k1gX2l2 +ONNnOwHVIh4Q84qEzs//VFVymoDn3fdemzqRkIgxVWmOxwSUW06WnnEmoTXP +ste8HydAZ+o88yT219fUHhEhePzXZE1jX5PQutxKB+vPCTjnfqbUzAXn/x/J +z98nTsBs1AzPWVecb8XNjGgyJ2B/akjgFHavq1yER+EEBGVI0sa74feXW/BS +VU3Aq4IBD3N3XB9599N4NU/A5wG/fbxvcL2P1xKn68XzEVQLnsEWP2T999PY +BFBVi/EnvsXn6aj3F/aFCThap1ht4YHrAzSW/SJPwF69z1b8niRUNP5MWWTP +JKCw4xzz2AIKMbyl+ybB8O9a8x8vEip1DjbWYp0Ejmk+fytvnG9cXpKnj02C +vHap9nkfEuo84TLpyjMJtyVruJew+5n7RNkvTMJkq/JWii8JZU2WDWVenoR+ +fY1+m3ckdJXVek7j2iQonJorF/YjocezTDoElUl4bMqZvYqtFjXME3xnElqf +b6dkvCchGa0julKGk2D080P68w8kRLu9tDT6eBIEZfsLxT7ieHb5Of/eDo8/ +kdhCxub88Ujt8utJGJQZXczxx+efweXYtNckFOqnHnT8hPur+1waoZ8mYd3G +4prkZ9w/7vNfVfk2CR+HOZw2scOdqHf3/pqE5WPNfwsCSOj7nvKXf5MmgeFb +ALVLIM6fbXRGDjmTcLXZWge+4P04wpEnWjIJrtI2mXuCSChi7NIbQu0kXDSM +Yi/F5hD9WZjVjtenhNnnbTDuR4gRlq8GJ8FhtnJXPgTnd+pnn+SmJ6HKotnt +v68kNCtswke/OgkHOiXoq7G/iudKdW1OQmM5/Q/fUBKiqcytiKGegv3tWtI3 +v5EQj2tSjQPTFHyPOTnGEEZCXetDSsrsU8A6/CKwEVun8Js85+kp+Hn+8a1P +4fi+osJbtC4wBWpyu8waEfh8H+vObrs0BRQN1wdZv+PfvxGF0mSnQMVPKasD ++61AA99n5SmIkWQNDvmB851wWryd1hQYf09z043E/e7elUQd/SnIdhGy5/hJ +Qq8JAyKy5lNQEf/VbgB7WatWju/ZFIQurjv9iCKhJbt9PWzOUyB29v5Ho2gS +yghb+kftNQWfzjcmnv5FQrpsrTFr/lOQOaHXMoHdJkgzOBc6Bd9EGPfGx+D9 +F5yMHo2eAv09RGmLWBJChlXrfUlTcBKOvBGIw/e5I1SDXTlTcHHcq2URuzSO +rNVZMgUTMzf50+JxPTbb0O+qm4IuVTt/uwSc/zKebPd2TEHy0X07YokklLka +JzwyNAUGWuwv1rHlPu/fnpmZAmaG1I383ySUTLVlSCJMAd+dHp/Xf/B9sr5N +n3JnCrRUfnLJJpFQ4DPyGivtNETsP1ixNxn36x8qBc+yTINC0RW7Cmyl4jiK +K8emYdubT8AnBeergp3n2jzT0Bk6uaScivOFrLCvzYVpuH7OpWh/Gr7PnYyF +j5LTcN5qO6QZm0KiIjRZfhoW4mycA9NJaNVl7WvL7WlQOz7+5E4GXs+NWJk1 +nWkoOPzQjD0T73+lzPuTJtNwcGrrST+2LAv/W2Wracgbznf+kYXvU2d6uF++ +mIZ6g8Svxtm43jzIeRbvPg195V3oTA6OTxEx6z6/aQAH1dVp7ISLZUcOBE8D +aej4hT+5JOTH1GZ3I3IaguxUHZ/mkdC9d11uHonT4B+/3CCST0IVvvJypZnT +sLG5/zwZ+yKzf/ZeNA1FyxmheX/x/RUER6/X4PViWmJ+XUBC7HrBFX5t08Ay +VRcoW4jjoeyqcfvANPjS3z1FVYT7BYo/eSenp0H5cERBFbYBUmmwWp2Gd4mJ +xn6IhCTrIr8XbU2D5ZP3B1WLScju6BkhFpoZoPpPtZWlBPdrNXfdzA/MwDOB +3bBO7F/HcgNLOGagNTjB9lspPr9vKi2O88yAOuU9Tf0y3D9+oaJxvjADIpc4 +5U6V43zARno8IImf/0ctNYkdtskRJHd9Bn6fYJdLrMD9vMmOb7wqfr+TmaZ1 +JQmZfz+lzKI3AzvzG7YiVST0TIC5y+XhDOjfGQsnY98pVhVZtJ6B5UiB9vxq +vB/w5IGh4wxAwdhh1xoSEi1b0O14OwPy3w+ZX6slofdhJry3Ps7A9WtN5TR1 +uL7e1muo+joDdUnHz9djc34zVLwePQPkyf2/PtWT0H8O/4VWJM0Ax84fHu0G +EhI8OFCmlDsDYvtos9kb8X6NOtQ0ls7AT24BjUFsNb9Hv+82zMAVO57NqCZc +D9avPRnrmgHnE1Rpj5pxfKlH0T0b/f/4W+0EWkjoLsVRP8qFGfBT/35tBXsx +/dpiyNoMSN6y58xuxf2Idp6Y0N5ZuPPhIZ1TG85fx9lMahhmwfW+I4VsO96f +t+QXZodngZqhhJq6g4Qoldft/zs1C3uJSodrsete5esnCMyCpt2JS/6dJNT0 +eEBUVXwWUpduG2t14fXN3ru2JjcLoR1TYezdJOSl0pAQrTILXl/Jo4PYEmYj +tzTuzkJpuo/4rx4S2nk/Pk5pPAuBMb9DH/fi8/bttU2u5Swo/bPcJ9SH81+B +1urTF7NAe6XXi4h9yZbVku/NLAjTULDk95NQx4eHQ1PvZ4GFtJjoOoD7xSvE +W/EhsyD0O039+iAJlVHY5D2JmgXGjjv/0Q+R0L4cr9MiSbPgcma+uhmbPnD6 +w2bOLDy54xoaPIzj5aziRlXpLFDynnh5fwTXfxNti5CGWWgw7Xx4ahTnk6Cq +ocfds2Den2UwjV1goXkfxmZhx6TWPHkMr/dqysjhxVlY6uVyez5OQumRQbaE +dTy+s7UxkhMkJHyzaH8r5RzEibX07JnE8xOayMlgnAObTfljVdj0q5W2X9nn +IPC5qNWHKRISi+S64sY9B52/Eus1p3G+TMvkeCI0B54huZJHZ0jIh06OSVdy +DvwMnuQMYztv+rArX5+Du4dbrsbN4n5fXk1aRm0OxEbW+q3mSCiE7b6j2L05 +2Jlc8Lw4j/MJq12rkNkc6OiVXNnEfqb+4Iag7Rx8e+5GVbqA+61740OCznNA ++eJyr88i7mdE2kKEvecgNHGjSHWJhE6pkZ9JBMyBgmFrOtsyHm88h93ViDmo +X27MGsDmSGD5pho/B1sFO1W/VkjosMyfGYOMOfAXtJl5skpC/C35JnZFc3A7 +Q/ioKIGEWFRY6N7V4Ocr1fU2sF8d9RmMbp+DNzODCSVE3K/yE0aLh+ZgNnqK +1peE8/kKP/vI7Bxoeb96oUYmITpzhrdU5DngE4wlHV7D+8dsc4qfYh6oxB3f +DmHTr4v+02KYh7+393LFrZPQ5axL+94cngdfHrVG63/4PmOpo5V+ah4WXtr6 +XdrA9af1Vf+E4DxU09rr7GA/43OPPnZ5Hvx+Phar3MT5UVnt9x35eahj0z/1 +cQvnn7BGUqDqPGzLG528s01C1ifGPdr15qGb+Y3AiR3c7zx+pXfEbB7KHjXd +mMQe/+380sB2HtJA50XyLq6PqV3DCc7zoBHCn+Wwh4xKBx2D1rznYcpehxIo +yOiIlOZXpcB5cJ1bMKLZS0ZTFtpz4d/nYZZ5s7kJ+0SW3SdiwjxU0firfaUk +IwGqaF/VrHlw2MgdNqQio/Gpnu6k4nnQO+bjzktNRqdDmN2Y6uchPoFedBV7 +dkXW/XnXPHyd0iDl/0dG0W/MBvtH58GA26r6LQ0Z+bq5hCotzoNUzuM/KrRk +dLXFOzPn3zzY7dH5eWgfGUXSvRXmo14An8eKcYPY4c+fsUQyLwCDqWJRHB0Z +KdPr6bIfW4AO60eTNvRkpOcGtMFnF2CKPuekJAMZuV7h42ITXYDo2usWlPvJ +aNj0dGyozAJ8v3q6sh77UrdYKKfyAvw7aCAazEhGLRestxK1F+DgPG26ARMZ +idX1tkgYLUCD04WrvMxkZF/ux1FruQBf3CfGVrFDtwL69F8ugFK5eEjBATLi +Z6c6uPZ2AZ4eFL/vxUJGDV7EygD/BeBSIYiosZLRZScnsnDYAlxUdeY4epCM +nq6l/WqPxfOhHz00ju1Wk972Kn0ByA4XTyUfwvv18Zsnd9ECbAW+lX3JRkZl +Wd4FLTV4vJZDNlcPkxHB9durNx0LEM+mk8FwhIzuUJFKLo0sQEbKNk0Xtorw +3y+L8wvQZDhs/ZOdjG42spAS1hcg7D7z9JOjZOTucnrCnGoR6oci7C5x4P0o +ZXvEz7wIosKhByiOkVHgxuHXKxyL0PaTpbQOO8Vci/fv2UWoeX/UM/g4GSWL +bFr5iC6Cz90SPaMTZKTx8MotXViEYtvD1wROklHRyq0awZuL8FpbUGYNmy3P +aJz67iLs92ZVKeXE9kyJHDFeBN2gXssPXGR0kclmT4n1IiSxB0bqnMLrTTFI +/evVIjTn3Jo6fZqM+P6JZbzzWgTBExxyS9jFPtl09gGLkEfNkJzPTUaHJCMZ +Tb4vAquI8HmvM2TU+UmsRCtxEf7YhpWo85DRb4a/3MrZixAVcc/8+FkyYud/ +IXWtdBFqQ9+cmsF+bZFOI9u4CKtaXMuZ5/D63szxk+3F869WanHjJaMQ7dYa ++clF2P63r1KFj4wGDmqUq6wuAsu6feMRfjLaz+X9WmcHj2cgYnYc+/7x8rVH +dEtQ3BxwNE2AjLz+PhBzYlsC+r1m+q8FyWimMFEi4NQS5CSdy75xHp+vDUqq +pPNLcJpjnotNiIx07pWH1kkuwUJ4yc9R7HfjSlsLCktw9HO+WMoFfN4ylgUP +amIbTQ84CZPRFYrjwjIGS5Dtfv+bkggZKZ4TprV8sgRGdueeHBIlI5PogKyI +F0tALnmgNooddyBBqu3tElBSMyqnXCQjmsuD4QyfliB+SFnHWQzHI+33vhvh +S9C7h8fpxiUyqvh2Z+Nd/BJInk5LZxMnIzOJl5tNmUtwZf/Ozhj2mp79yJGS +JZD6fMIwTQLHW0ppsmnDErh+4O50uUxG5MNdptk9S6A0z2WkIklGiyn8++gn +l6A1+hzFUSkyutAgFWayip/PVs6ewnag9DxRvLMEXSLf3LKk8fwCy5Q/US/D +e1Few7dXyOg9j7F7Kf0yeA/t01aXwef3sWEm+cAysFjcNjgJOD+kUEwIHFmG +LpZ9rvhUoTjrdwdNTyxD3RmVzL+yZGShICv/g3sZXm/y7vrKkZH89mP7Pr5l +2FjPNNC5iuf3VjWBXXgZev13O3iukVE/4fKIrvgyWMocMyZh0wTbnQi/sgwJ +/sepyuXJaGtQ0Xj42jLc5GArCLhORugZZTKP8jJMeB55Z6SAn+ch7n2qtgzT +buLWFxTJ6OiuuXHenWVIqvU038WuFU9voH6wDIHn2RwblXB+keFS0DJZhr2e +mz8ibpARby5tw6/Hy+CUoTRgqUxGVW4FJmtPl6HwD7Ow9E0yqk/6TK/isAwp +NmZh9CpkxOw/WBHlvAwfGB4c68N+nboRuPlmGVa+0WQm3iKjh30yL+74LkP1 +NUfjV7dxPB2hts3wX4Yv0hVnlVXJyCkl/g1L8DLcrt6hPKpGRuICXkl24csQ +In55bQb7w/3N1c6oZUid9qbIV8f5SfORlnTCMgQo7px6p0FGv57wtUWnLANd +Y8o9PU0y2qMQa7M/exmSKVN/82nhfNF45bxjwTJQu7CwbmLfkNLeP1WK5z88 ++7lOm4zUmDWY7tYsw0y/yrnwO2R8XwoTq2nC/y+i0ml5l4zu+X51v9K5DFkp +W2FXdHC9Ks0gZvQvA+WFZ46MumQU63/3k8AY/v73Yush7GmGZe24mWUwX910 +StXD8/k9q8C9vAwPL0r8dL9HRl2i2Q+jyXj+jr6DGvfJKKamNJV7exlEJykv +cj8go5JZd4F4yhU4nfT3Jwlb8ZlZjyDdCkwxVZyt0iejwdDx3CzmFZjWv1j5 +1YCMrDZt6+HwClz/d/y1hSEZDQV4Hqo/vgL0t4JVpI3IKB+FBOlxr8DtrrSL +jMZkRFI4dXuObwU4uD3FhrEDtSJlXYRXILuRWzXdBO/X64/WrBIrYOse4+7x +kIwaiy16EmVWYI3E0XDHFD//LvON/PUVUCSFC/OakdHLzPknwzdXIOvulZRN +7LM+QcEuGivATs2i0PiIjJqKRahO6q5AA1GIHGmO9//DjewSgxXoFvyD7B7j ++PlsmGxmtgIdlWFRChZk5Dm1u7DfagUuTbL+YH+C94s7zSHHbgWglDdrHrtL +e/eGySu8Pj9Xx5ElGcnSvHh8wH0F1rvfng+0IiOiXGxnifcKzDetfjazxvXd +/1jg848rYLKlxST5lIyOb1lE8gatQM84it1vQ0YGh7n3jITh9eC8oTOCzb3W +l/EtagVMtf/jzrLF9fvyucI7CSsgL72fzvcZXj+qyOOHUvF8wu3oHtiRUcL+ +/s6O7BWoUFU9I/wc//8Xh9mvhSvgKJOtR22P87c5vZ5++QqwmRQl9mCvLYif +5albAffq14eSHXA8sYdpLreswJd3dGFvXpBRhH3HcEE3Hk/nK6m7L3G94vFt +9htagY3pcTK/I86vU7rcDyZXQIrFoGHPKxy/BxYGLiysAG/6blEHdn7ozM5/ +xBWQlhyoS3TC42db9xnaWAEnQUaiqzNe/6LS1/kUq3CFM0Fc+zUZZVmSBkNo +V8EztzyYzwXnp+gryS+YVmEs6cWBPa5kdMZPeUGXbRVKa7rjOrBX1+ojZI6v +AsfUju5vNzKKevyi5Az3KjAT9pxzd8fxzLijy8S/CoHzpP+VXN3xWL7f3957 +71mRlopIuC6jEopCUZRQ0tCkJA3ZZFUoo7KlZBVlnIRUWhKFSJHS+NjPfT8D +3+v3+j3/ndf13Nd1xvu83+dI7wgn+H+uEMBeOYlqh6cVl11mgI1OyPio6SS6 +NSdnxhvBgA8BAxO9aBI1Hz1ypofYSzK5j77dMIm+XJDvfBDJAO7AWwEtmyeR +WOwC+6goBtS5BQ+RFQvx0hX9ntFkPri8YaBm1yT669B1ZXUMmUdGO3Y99JlE +FQqFO0ViGXDL7IvXw4BJxOass/1G7CXjBiM1xyaR86My+9o4BtRvimTUnybx +iCsEJsUzwMW5Ornl/CT6OhBbtj+BAdWfwx+9jZxEBmo6YpZXGJAU2RDQlzCJ +Pr1gRMknEr59tere76uTSJijqfmP2P/9qbzAuTmJTAYffmxJIvEKSI1I5U4S +Pn1flJVM8C2q8U2vZBIdaIvJOJXCAM0XlSesyieR7SVGoWMqA/4NF2R51Uyi +1TtXdS64yoD40ffe5xonkeJXV/VZYo9ZSjZlt06iH+XBkV3XCF+stISm15Mo +NaJctOw6A3hmzL1+dU6irbqq5VFphL/y/2ZJ902iCwffndiTzoCeDYYXLb5P +op8OIy6mGQzY3PFX6PDoJHr55oyL9A0GzOkLr80en0RjIreP/ya23KJAmQ5q +Er1aFVTWfJP0W5pAuuD8JEqJlRbJziT9j+AFFphCPgcSI4KzGODzParknPgU +srHg13DOZoC2xZZ1dXJTyCo+qXtxDtE3caGLHNUp9OT3hjLeWwyIkS8JwbpT +yEB4fUE/saNU9A2iDaZQakleXc1tBrj9Cbv6fuUUcsw/N5FyhwE79hbUqK2d +Qu4/RzcczmVApm9mxiE8hYKD+es35JH8ju42bdg4hWQOjTpr5zPg5ux4hrTT +FCqcfsDPIbbPU9f6A9vJ/e4ne7sLiD4eSsp/5jWF9kxufldRSPh8W7GL5r4p +9GX1zuGEIqIfv4vbzx+eQjoFlcoHihnQ/jxL4tvJKfRt+PhRmxISz+0UjQ2h +U0i6uPKHxl3yvnv67P3wKZT/JOkci9hdFNxXiptChvO6Rt2lxN+HmiujUqaQ +8dE4scp7DPhBv45lZEyh9aoD/In3yT6xa/BxwO0pJLjETOtgGZlH7p9q/lo0 +hbb1P9614QHhP0ZhsfuDKXQ55kytTjmpT1jaoY+PptCumylr5ond0Own4dI4 +hdZlaHX3VTDgebLx1Y+tU0hR0yq9tpIBXmPLOe5vptDkkMTZ61VkP1sd4jD4 +cQoVVRWcP1HNAAG25eWDX6aQ6kntAqeHDPhudL+AGppCfpo5/5Y+IvOW1lR1 +9J8pxPfWxF2khvi/1bpKZWoKvbon8uMnsYsfvc0tZ5F686y+1lpL9CD9beQm +nml0dNmbfXmPCR/fPLv7h/A02lI443HpCQMiXomviJCeRs9mXxzbU8eA8uut +zIXK06io3/euRT3hh85vT19pTaNlwkMCag0MOPkiP+qE/jR64ukbxSL2l0Uu +m9UNp9Hyt9yLexoZsFzeSLHdZBrRh/v+qwEGfF6RMhKKyHs+4p/TnpL4rjxq +WLFxGqlOVA8HNRF+fDqZM7JlGm0LHpNze0bmjf60hNvbp5FwQO8Bo2aCzzBG +jNfuaRSy8+qgbAvh36f+aer7p5EPw+TcFLGbt9rUDB6ZRvU8I+s6W0m/Hx7+ +Vxg0jY5512lWPSf92F9sfixsGrFEuvWuthF9FZwoMI+cRp1Krq4nX5D57Zfm +UrEr0+hsnUuBy0syX6lmdgxcm0ZpaErF6BWp55dXGdVZ08hUfOtDuXYG1Iip +RFzJn0bPi+JPzRD7rjHjesC9aeRf1uTe/ZrEl/juvV31NBrpk/apeUP2Z46S +yZL6acQRyEzOeEviVbdrl2qZRkE654ZD3pH537oridk+jZDFR69d70n/ha6L +/tE5jXLCn3HMO8g8nU5XfeybRo5m+5s0PpB9yOCKUtvQNHrwYqCUq5MB7xPP +1dT/mUZ/yhzqvxP792/Hqw+nppFa/OvJlo9kPzOOLqtgTyN3pUtORV0MmFhb +I1rBO4Oml8d+iO0m+9HNQ/erRGdQawvfucOfGKDaZZz2WHYGzf6VdXT6TOKx +v/vimeoMKvzcbb2qh+yz5t4b3+nOoOPdR7zle0k/fZ6Q+7pkBq1zYebTxK4y +4ayeXD2D6J4bUl/6CJ/5ahYJmc+gHtljefCFAU5ec8d0bGdQ7Yssr7x+otfq +6BpynEFdAxhFDzDALDNO1tt1BgXtCrM79JXMPx0JE5c9Z9Adn5MhToNk/m+a +Niz1m0E3TGw/rP5G5unTpz52HZ5B/5lLuyh9Z4CsVNMAb9AMSp1msznE3l6X +us04bAbpcC16822IAaLN+asORs4gjlbF8+fDRB8TH17KvTKDDpvCr9IfZH4p +iLIeuD6DWBtPrE4ZIfPD4y+n1XNmkNfxv4XBP8l+WnBhgXfhDPrAcLLx/EX6 +84SZQ2HZDLJeB0LWowwQ8+37b+zRDLJ/5knp/WaA4thqGQsg/hg6SEr8Ife9 +Vaq90kbed7jvPE3soNm9Q9/ezaDX7IK63r9kPmn4nbb28wy6Zufu3PSP7Ee3 +U7quDc6gTs+fEsX/ETxEmeZO/ZpB/RHBVOIYie9uy7zbxAwSXbFYJHicAf63 +NCbqmKS+f3Q2ek2QeXXXqpCFPAwEgdFltpMMyFg3djNVhIGkr5zFS6cI/vjt +PHhlGSgAac3KTpP3xlfVnFZlIIc7WcNsYpeUlNSQPRydnZClhmbIvuRe4nVo +KQONpdw1es1gwKp8or9GDOQvFJldTTHg4+NNhUcsGGjzXNvKbJr0lzNjy/R6 +BqJxxkQkkwGJ5TYl57cwEO8zlf5AFgMWPcK1YjsYaEv6qekdbHLeM38+Zw8D +ObFfmVhxCB5Xp3MZHWAgi802RQazDFh2SQu/OcZAdtK8NnJzhF+XPcYHQxio +Y3yF6Byx+V3D+UXDGSj4ydj8z3kyL7beTnkQx0AJPge0P3BRsEzG4teOqwyk +z/v0aD03BZWxl8X4shhowxe1P4U8FGSsz+euzmegla4FV1N4Kfi+tPOV/30G +SqQuBJzjoyCVtfGQ5iMGSg3pPOzPT8FKG8uR3kYGOlD9PHubAAVGoTOWN9sY +aEnJRY6FIAXNnPIzXu8ZyO2ifuxiIQpGxGvTFvQwUF/sDxt5YQrOjbhljX1j +IFOLr0u5RSg4/KgnofE3A4maWdj+I/ZEadqhlCkGErbTi+sRpeAFc2jdAQ4D +ue9onWsVo8CxX43bhp9C5y6i3EpxCswKbjdqS1Bk/m88dUuCggs1H07zKVKo +0SkgOEGSApMMFcM/mhQynA4oCpGiAMaGfnfpU+jvg1+C/tIUeKfklLaspBDP +QYkMVxkK5i41BtWYUShjNZ+7tSwFV+bqHMtsKCRhN7XRUI6CV+GyRiWOFHIS +5z+gIU8B3/v1K4rdKPRc1rdWTIGCN1OfrEp3U4ipYLKWTey5LS5HK/0pdHv2 +7u9RRQoWZq2vazhGoe6eX68/K1GgQOHFb0IotH9UZbBNmQL/ob76wXAKrUw7 +tKBGheTTpSKEjqeQQDD/zUJVCjrLvX3lrpP/O8hapalRcHLwSphRDoW28j9V +jlKngHb81u5eRKHvsGZBsAYFJ/4KbrtUTiG7llzv/ZoUPN1YJVv2mEKOsSve +bdeiwD78htzXZxRyrxI6tlGbAtO9Qe5yryk0JLfTxlSHgsltAkObuyiUW+a0 +abEuBTeCpWrjByj08oF8uMoCCsbyPPve/KSQf/Dnf6ILKcg5UessN0GhkqSW +hFliL7BmqO5hUWi4RmDP2CIKbln9w2W8NDLoa/f7pkdB2umQZm5xGsXIW+V0 +6lPw/mVokYcCjViVV0WfL6Ygmr93/KEmjTYZTtyrNSDvjZzPU1hMo1iz6PDS +JRQwtXc2h66ikUX55YScpRSwArxdf6yj0eRtufaUZaQ+Z+N3uqynEXvzAcvI +5RTsUO/tad1CI1+D+yNnVlAQbOLcbe5Oo9A+6ZbDhhTUvma41O6lkera1m7v +lRS0i3zZbnqIRj2bGRpuqyhYvFV2qP4UjdCOj1mbVlNQtfYhZ/15Gu15nuhs +aUTBmTtfizqjafQDuZmtNqbAq+Lhr30pNErI2rFTfw0Fwj/3NHNu0shmtLVc +3YTkS13MPCOfRln+7y1kTSn4L+3fdtMyGmkkFnELr6XAjs9Cqb+GfC90jjNH +7OIk04ioJhrJ1p5fPmNGATWse8uonUbzVYPpf9aReq6zO/LzI40iN3Wafjen +QG739GTOAI3KONHSPRYUpD86Z7TrF41EYgx13ltSEOK2bo3aJI0y+ucOtiEK +fDhJnG9sGhUsWvi3EVOwVW8w/h4/E11r6Sp4ZEX4QCH9V6gkE911tskosyb1 ++bxQ0VmZif7Lut1caEPBThdetcW6TKRaraV/y5aC5U732ALLmGhTL6M1fT3B +04W8J6NrmIjnyvbs5A0URCYd9+rATFR4+WRZ7EYKpPULfjXYM5FQ+SVmuB0F +mnMfvB+4MlGw5cPz5zZRsKjv+quC3Uy0KM3aMtiegqaiRIM7B5jomcdu02MO +FIQH+0XeOcFEBf4WRw46UmCb2PK18BwTafbK9fttJv0X5GNZEcVE3EIqMXu2 +UKDPpgqeJjNRZ0R44E4n0o/r16t23WSik9oRyW7OBA+fpPL+y2ci+b+u/zlv +pWB7rp61+AMm4lq5JMZxG6mHiNes4WMmenzWYredCwXHqbgej2Ymik99dszW +lQL0JaUv+g0TNV2cAOxG8tfiLlT3iYmUr3A7Wmwn3+954zf1jUn0yEDebAcF +P0SHZwz/knj35KmauJP4vqc/PclgotmZ/D1GHoQ/W36/rONioQJH/28rdxI8 ++f1QEBZloZT/dO6s2EXBKpf0e7vkWehbsdStZZ6k3yUUk6s0WehjXEDfEi8K +DoiEP5cyYKH8kf3bDXZTcLeB43rSiIWitlpLLd5DQcmDStxnyUIm+cbC+t4U +OER0J9ptYqF49lkrvb0U7BfKta1zYaHCWsfHi3wIH1pu91+9m9x36cexRb4k +n0fWccoPsNC41cUDi/xIv+rfETI6yUInDdxvL9pH+sdvIKU+jIWuVRYr6e2n +YEvo1mz7GBbSzrjfoedPAbe1t+FAKgvJDua26x+gYFDqjPPpbBbq7m4RMAig +oO2DOK9CMQv1SzlfXnKQglaZnM1PKllI69Alq2WHKMgUvm/s18BCPqJpVisO +UzBU+vyp7AsWavJuv7zyCAW/as5Pv/jAQnsX7BEyCqRAqOVY9+V+FrrkkfRu +zVEKkhzxYdtfLLR7y82etccoyH6WUScyxUK2WY2LLI4Tvbi57FX3LAul66+r +wScoqPB4kl0sxEYNC5zibU8S/BTxmF+UZSNawizP7hQFB90/3PXSYKMPlevm +HYMoUAufHcOL2Shu8bVbW4MpWBLlLW1gxEZVvZcjtp+mIE93UE4ZsVHqOYey +XWco+BcZwCVhz0Zv5Zaq7w0h9Xed7BFyY6NRen/H/rMUmD87UyTszUaFby3a +D4dS8Cmb96jUITZ6kDApcvIcBWf35q5RD2Yj2dC25JAwwo/WR/gML7FR7+p5 +z4vnKdC2jRywS2CjC3lfjkZfoEDKRq7dP52N0oXzXiZepGBaZPP7hFw2WsW8 +fjDtEgWxfoema+6zUawHc1tOOAWGetUWo7VslLRf+nLhZfL+pqBKrRY2iqjQ +YZdFEP6Z5vfY/Y6N9mmfqKuJpKA06blJbi8bpUzZtjyNomCmR8vt7w82Ols/ +KP8qmgLXmega8wk2UjgQX94ZQ/AaembfVQ55zyz+Wn8smV8Sz+wbF+SgoveL +nv2MI3r7V7HRRZaDrmsVrJ2Mp+AJ13hQgwYHhZ/dzOYkELzO5F1dZsBBi2L9 +BYUSKdj2YlA935iDnLet2y2bRIG4p5eqthX53kSaSzOZ4D++NzXfkYM0qZX/ +DFIoyLLQjV/uzkF/SkcWmqRSIHhaTBR8Oaj47Zm7Nlcp2Hc0SHn7UQ66vGZV +qPM1Clbnb2yYOstBO5W9MryuU5D4N3g2PYqDBsRseQ6lkfnkCvc361QOeiOw +6vGZdAostowHTmdzEOV1oiEqg+AlYXvZvRIOan7lLHn9BpnHnLcVHnrIQU3+ +yg/ybhJ+9RPbvbKJg4IqlbIrM0l9/Wq/zL7mIImEzJ6mLApUe64t7vjMQTxm +Y34d2RREbPrjUDrMQW3796JvOcS/bVIOCeMcFKeDAyZuURDzxHf5KQ4HDQ31 +fOe+Q0F3nPOsj9AsSooJuyeTS/hZZzO4y80ine1nn+vmUdCypS/UTWsWPWRp +rjTOpyDeO8bMY+ksKr3S+HdDAZkfbP/x+JnOoorkQqZ7IemHjLIvQbazaGJM +3/1QEQVKLefeJTrPIhvedKHzxUQ/peSGyjxn0btEa9GUEgo8wVyz+8AsqmoO +886/S+Yn7fZ4vqBZpGqVKVRbSvii6pah2aVZVCD3H+/reyTeFUXyp6/MIte6 +l9sG7xO9Le21rrsxiyJ0wmemyygIK0dPBQpn0b7iQ3+Fywn+t/267lE5i9TU ++0w0KwgfO061VzXOolXNCz8bVRK+kk84KN8+i9jOd97YV1EQwPUn5PynWdQ+ +nqe0t5oCD2c3nrGhWSRgHfH49EMKNuxQF/Mfn0Vrdt4oT3xEQV1i7q0RzixK +azWbK6gh82zl1tYjwnNILOZpbkMt+X4gP5IjP4eENS7ndD0m+MnXHU3VmUMe +YX0T/56Qei/zpQ1XzCFVBd1sgXoyb7kK1Hevm0NRnVW3NRsoqIEG8wi7OSSu +/otj2kj4lMvu8lq3OfStW6VyGxD9uX88g7F3Dpn5Fj09/JTwXbh8ZF3gHFqX +N6of3UTBl3Nq22JC59AZyuLPnWdELxlhQl4xcyjUiluooZn0TxuqWHt9DtkN +J1/43ELy5xvsppE7h2Jb7bdNt1JgzbCdE3kwhy5uuXJRqo3wQ0R/9XzdHOo8 +XCOy7AXRV7FL4ZwXc6j+qv7EppdE325dOMbdPYdY9djI/xUFxnGmMRJDc2g6 +wPtjRDvB1xGVTt3xOWSV/6sj9zVF9sm8nVazc8h43mxZ0xsKzqvt1fcXmUeN +GY9Hvr4l+eafWH9dcR45q7TNzb2jYJcvV0P7gnnEePw8SKOD+B/imC6yah49 +XqfmaPmB4OVu7sBWNI9EJ5eE7+4k9cwYzLrjOI8uwk6lCx8puOow3cf0mEeR +ihKSt7vIvLftS8FO/3lUMF+6v6mbghW/ivhaTs2jEKlMzaFP5FzuNM+a8Hk0 +F2xtxt9D9KrrbEl50jxKnRGu0esl8VvM8BplzyPFHx5p9n0UPMpZq/b07jxa +tSbz85EvZP66f4/jWjuPvE6YnE/pJ3xb2PJgsnUeLWnIiH44QIHKSWF8o3Me +HepaPNPzlYKyj3K1dt/m0TaF7W1zg4Rvo1N1uMfmUeyZ2Dnd7xR8PojjnnHm +kfg1w8xNQ2SedKPObeDnwhG3a7OPDhP8TSFLQzEurHY6SSDtBwXJZacSNWS5 +cMZV3e76EQqsopRPSqtw4Xj5YbHhnxTcnKqbENLmwslNuFR0lIJe9qQkvz4X +luG9W7H6NwUaG/Z08q/gwu/+Jmt5/qHgrWGplegaLjxg5k9H/KXg2M84b3kL +LnzN5dbasn+Er87UGy+w5cJsu3vDn/6jQOuPYJuJAxf27+VmcY+Tem1HKs7b +uPDxILmzSydIfWlL4yMeXPi2ice+HZOkHzb9U0/y5sLlY+vrw6eI3iuv633o +z4XXam69UDZN8nNH99i3QC58kz1R1jtD3s+590M6mAtPH73tIEgR//1H8MYw +Lmyt0eVmRJN5Quhv9KUILiy8V/jtXiYFIu5DT5/Gc+EWx5rqJBYF8lKzE3xX +ubBLhYdII5uCrl+ntLfcJP6pHn73l0PBtfIUt6w7XDio+yCf2hzR430F18aK +ufCTfx9KHOaJvjuJ/9hYzoV1l+s8DeWiQVx51eaCGi78Wu/TxnvcNDz5G90p +CFz40orjVv08NNgnJJ4/+pwLR3sfuy/BR5N+6HD98oYL09luCZifBrGun55b +urhwxbXcgRMCNLyeOJXd+oUL19f35BcI0jBL66lbD3Nho13nv34WosHWuv57 +8x8u3HVZLklMhIZpX+a0/RQXrlTRrsaiNCDnqp2fWAQP3YudgsRo+HL8lUoA +Dzf+iB563xWnofflEnMuEW58p8Z+9KsEDebiHa1Z0tz49KkTo/JSNEg3P220 +VObGxVEP9zpK08DvK7F8RIsbb+zJ3nZZhvh7qlflqj433mz0qP6JLA23S7cl +rDfkxo8s425PypH3xStjZ024cciFwjkDBRo8RKxU6hA3LvfO+OSrSMPmXLf1 +5zdyY0/D/5ZkK9HgdtlFZqMTN/6nY8LpVqbh5JJ7MfI7uLGXG+8maVUargp/ +fTC6mxtHvh2ScVSjIeJWSFLzfm7cdengzmh1GvjyFVfkBXLj584GWs0aNPgt +9E2LCSb+idf4zWvS4HhP7s3J89y4NLRA31ybBqM9U71+UcRf1/jDITo06C7q +atuVSOLdOG9Yo0vDq7c5me5p3DiekxE8s4Dke6Xt7l053NhHYcLCaBENE64v +FP0KubG48Z3ok3o0yKVZvD9Rxo0rKBvXKn0a8tpbk6IfcWOV+VP5U4tpaDqS +uju3kRtfH3t/xmgJDQfqh22bn3PjnSdnOoKW0tAxIu7w+y03tre4VF6zjIZl +q4+GKH7ixkEicvKs5aR+i85+tv/KjTULtnBZGNIg+KD8WMRPbtw58uHExZU0 +cNkX2LeMcePeJzZHWlbRMGzIDhShufEFrfXjQkY0VFzaP7Kdiwdzlp3jbDam +QfvgvcclQjzYSyYp9eoaGlq25U3wSPNgD6WFVT0mNNSLrE73UebBLcUju7XW +0qAx7Vr1QpsHO20OS/M3I/cZyjkZG/Dgp5VXdz5YR+r37srJ4lU8mC7tKqXM +CX6Z44t11vFgc6PxOGxJw37dC6G5NsQ+kULHIhp+miQcX+zIg48+OTDTiUl+ +28/L17jyYJfUReEa1jTUbXp/zMGLB0dXnrsVYENDl774lZF9PNhERGPLQ1sa +0pS6TsYE8mCfpsZE7g3EH+O+5StPE9tczmfLRhrUzUfaBi/wYAeNrheZdjSk +Pnlvlx7Dg5kOj5tHN5H6rY+tc03hwQvHQlxMHWgIK5MxUL7Jg/eHdJyJdiT1 +N4rIGc7lwWJFoUafNtOQA8K6NaU8+Ei4cbSeEw01MsNNydU8+Ov+huNnnEl9 ++AMijzfw4Be8ndMvt9Kg2MB7xuM5D1b3NpFWc6Fh0zejfLt3PHhj/722QFca +4npS5dBnHhxpRik9c6PhCP+rTvNv5Dyjj19hBw1MKuuv1W8eHBiqlXTQneS/ +ajhgyxQPjnp/5SF40GA1nLzdh8ODi8f+hsjvoiFau7ghjJ8XX7wl1H/Ik/Sj +nt3d2xK8+LHS/a/PvGjoVCrUa1fkxWzh4nCVPTSE1EtYzWrx4tWZL56f8KZh +H4xwmxjwYqPjX++176XBYeZu0JnVvIQfG40X+tIgmTle1GTOi534zXwu+BH8 +3NiXL7OBF8/lLFrdu48Gmxfvgw858eIf63aVGPvT0Gwss+S1Oy8+ubi8NeUA +DVsDdN8Y+fDicLv5mP8CSH+UKgYUHOLFV6QXTDscokFmi5qoRhAvjs9gC949 +TPI5eQZyzpP7k/1ahQJJ/J+SUvVieDH/NrTswFGCD7WB5NoU8n3vEfziGA2L +FTjPt2by4lNdnfP6J2igU7OtpvJ58VD29sNxJ2n4vTRVPLuMF1vY9Ef9PUXi +SW81carlxYNXnJ2dgkn//ENvhJ/x4ijezJeVp2m4wbuo73U7L7b6UzylEEID +48njwIwuXhyz7cC70LM0mG3def3wV+Kv9Euvb6E0RD2K8Nw0yot739Xf2hhG +w5bvnR3Lp3hxn5BJWtl5GvoWc/Oqz/JiFell1goXyXn68KysIB9erpKWf/4S +DfPWQe9lpflwremhxp/hNKy8/zJGTZUPLzhQlLw1ggZ3ZSXj5Qv58M3kjWr1 +kTRk/n40ZLeCD++Lt/fRi6Yhn1s97/BaPnxIv8L3agwNH1S/X7phw4dXrj6v +zRVHQ+hqSHy3mQ8vPPMo60g8Db++JX6WcOfDP156d/cl0HDu2ebAHT58+LFA +1Dv7RJLPTyp7Sg7z4Z/qK2OfJJH++c/kCd9pPrxB/ijfkhSiX6IiSQGX+HCj +hJN1ViqJ743yv0/xfHj7lu82EtdoePFFdtgpjQ9bI3ORS9dpkHJ5ebnjNh9e +dPZE2nQaiWep4RfPUj68tT1r9EAGDRuqfWcnHvLhjyZdfAM3CD9T+VTyUz5s +wGc66pJJ/DPa1be2ndz3ZCj9VRbJ3za5x3+7yPsrmNLWOTTccom8UzLIh3/H +Z7o/uUX0511cwbE/fPjKlvHDq+8Q/Q1Y3G3F4MMK2zWd7+eSfG1OtFXn5sc7 +R7bx6ufTMHlPkodXjB/PlNVE5xXQILxumdaUAj82+3BuQLOIBt8HyeX/tPmx ++N9OoexiGrw3SrROLuXH55UmBFXv0hBrX3CUx5QfW7JF+m+U0lCbfPGZmg0/ +tni+M1b5Pg17RKh3Vlv4cYCVmsTNMhp67BPuHvfgx7s6rhxWLafhutyE3z0/ +frzkwnhBdgUNd37yykwe5cdiXDF1WlUEb6kdLdah/Fiu/mZZfjUNWc3Xk3Oi ++LHbp+MXFz+igftOXQx/Kjk39Vj1oIbg3XPg6elsfrwu+Var8WMaHr5/6ThT +zI+1/NLWNTyhoUgpFJ+v5sfFsqnX19cT/VmpXS7zlB/nfBv9+LaBhvRM9fLK +dn7M5FAsdyD9zeJz2/2JHzfHKAsPP6VhTcOtKvkhftyeX8Z17BmpV9vvwc// +8eP+YJUhTjPRY2WlySIWP36xqrkirpWG6gtJnHABAWyyQCZQuY0GV9sx+YMy +Ativ5qRyyQtSj69irl4aAlghfMfDta+I/WDmtaeBAC7bbGjT3k6TeWws7cAa +AbxI61SL1xsa3pqefXHRWgCPrs8ym3hLw96aLWcKtgjgT7sWFkW+J/wQtLeh +e6cAznJPElX9QMNfz+9lcv4CODLdK6CikwbcYOG356QAlvmu8Myui4YBZfWZ +RxcEsHboesVv3TRwGP4hqgkC+Kb+6YNnP9PAKrUVvpIhgCssLRrkegm/mio3 +iBYQ++5S6fI+GgLUE+6nVwjgv7P9/o79NFw0jZwybBTAPWf+PRsdoGFVwfLi +T68EcJoCWzdmkIaEWzPD8Z8E8OWMuwl632m4dCi+efOwAD6UkjfXNkTyg0e8 +1CcEsO2JlNCAHzSsN7F+y5oVwFeu6/KL/ST6ZKmzYkREEPc6iGc/+EWDp/TW +zK+KgvjTT/71rr/JueH3ZT8XCOLC9hdzzD80HP6ximd2pSDWC5J/ffsfDT+s +/qzWRoKYFfegzG6MBvkl8wMujoL43+ju4olxwhd+DzSvewjijZVjTzInaTh9 +J07mx35BHOi26teGadIvNwM/2pwSxD157JVTM0S/FseGV1wSxJ97F9y8TRH+ +8fMwW54kiMWq4nWcmEQPX5QrP8kSxCpHZd7MsQif76q2dLsriKtGb2U+4JDz +wf62+RpBHF6gmbx3joZFQrOdj1sF8bu+S/fkuJjQXWoafrlTENfG102+4GbC +IWGpSc9vgtg67rnfeV4myAh72mwYE8TXUu/wGfMz4WKUcxqaFcQ2bs4f/wow +weV2mOgmUSEcFdvXVSDEhEbxjmYfZSEsMecs6i3ChIKQ9MEEPWKXNAerijEh +eTjscpuxEIYnDiqfxZngJ3b1rYytEP56X4C+LskEwT674cBtQnjLTkUZN2km +iPQF/ezzFsLVAoUH5WWZkFu1ne1xVAi7hg7yfpJjwvzdJJvRMCHsIMf6ekOB +CasMlw/HJghhi64l3LuVmBBz6C63eaYQ3nSuOkBXhQl13b+ezpcI4QfXP6v+ +VmXCzS/rNnbVCmGt5O/KlepMWHFx35P6NiG8qkNnf6gmE1REb+BH3UI49eUY +zwZtJtxrPcf17IcQDhQpnJTWZQLvwyXag9NCWGZXscnXBUx45mPySopPGOu9 +3fPx/iImoPsluq6ywjjp87r2MH0m1N8S2H5XRxhb+ldqOBkwQdt1S5zsKmEc +yEAd2kuZUNk/N5pkJYztS/x/zCxjApgr3NLcKowN9lZ5ta9gwlZPuY/PvIXx +v64q89yVTJBSnq0KOSaMS8u4Is+uZsLVbTsP2l4Uxhdvmq51NWbCEQFLXd1k +Yax7kNtzhQkTRoNsRRVuC+PwxULjomuZcHB7mpN6uTC+b8ZNj5oxwV7sj/ra +p8JY5lhx8EtzJpybiMsPeC+MOXpNgXctmTBTuFXmwaAwrj2gMJSAmaB2ojxN +eEIYm3DOdh+zZsKJwvK9Idwi+PSVlw7bbZlQo8zIm5MWwaatw+stNjDhaFFT +4g0dEZx5oKZtoR0TOhqnXOxXi+BXwUYfJe2Jv3MSi6RtRfAZux2BbAcmfO43 +M/3PVQQrPtC98WszE/T9NjR+2yeCueULd3xyYgLn792/f4JFsFHO1L22rcQf +TiItFiOCv20yyHrswoQ/Gi8V198QwU9kj+vfd2OC0sD3i9fuimAtRdo1dwfB +Q4PqIXadCF5dSS+44UHu23xY4uwbEexU8jAzZRfxxyE2T+qrCHZ0DK2P92KC +7fsRXxgXwUqZt+Ki9zAhNa0uNopHFMscDheO3MuEPgc+5/1yojg39Yp5hC8T +LBlRk7sXieJzAsZ6kfvIe4e77x8zFcWaYtTraH8mOH5zg0x7URzh5bkyIYAJ +g+fN9w16imIXV3pH6iFyrnJjwPKoKO6UDbC9eYTgh3Y7VHNJFP+u3sHKO8qE +0hJzR/tropj3xJmwB8eZEMBgPqMKRfHWj3Ed9SeZRO+0ZZ4+FsUK3z1Y7UFM +WPltdVjea1G8cHM9+8tpJkh05djlfhXF+/Ku9YyFMEHhSuvj+klRPHW+I53v +HBMyxXkVp/jFsG/tETPV80yolXpQtF5ZDD++cax19UUm+N/Uqa5eKob/SP9n +viWc9HtRfSTGYljut0DBwQiCB2pk/6iLGL7M/sUdG8WEtjGVvAf+Yjhz/7sd +JTFMqMoZiboaSu5v5yltjyP4/jyx53qSGC4N75kfS2BC1AnesId5Yrj7c81O +hSQm4FsCy6drxHDvJqmnlilMMNov1bL1tRg2bfQ1CrjKBGG0L+XtoBhe8tKq +/vp1Jsi1nx89OCOGU37ZebakM0G3WlpbT0Qcr32+SHnmBhMq7som8mqKY1ZI +BqWXxQRWXFM0l5E4hjcHOZ45TMjOL9ivsUkcN4efXXrtNunvxTkRXrvFsWNG +dcKbXCa8axkybzxJzq8p6AgXMKHQTeovjhXHdW/LJjYUEb78vHD8R444fl+b +xRVdQvBy+nrx/WpxzLVC2vVlKen3tg3BGa/EcWfrlgnxMiakrbxVVzgojktU +7va7lhM+iov98pkhjnsXxmnkVDJhc0+Y5QpxCbw2+cDj0WomrNkWa3dXVwIr +CH2oMqkhdth2X3szCaxzc79szGPCp2nGTMmt5Fy0t7+3jgkamguD2f4S+ILR +tJJhIxOMS3s3il+QwEE+Ka+inxJ/vrb3r0+TwGerc+lvz5jwosKkpOC+BJ67 +sLzEspUJCf0r1Je1SuDhh87fs9uIf9m5ZV++SOBqu3V3518SfGf7fayelsAf +0tcI+r0m/Gy8TvCRmCRO6r0z/+otE8oHR5oGF0jiJ0lTN4w6mBDJWXbJ2EIS +9//3+MvtTiYod/5srnaTxP/tynwr2c0Exqig6J5ASdw1sD340mcm2Nwu6TGK +lsTbs1t6Z3oJv6qoPVxzWxL/3t7Nc6SfCb1h/y3Y91gSX/qRPjPylehNOKfy +6QdJnA0rnvh+Z4KHe+ifTX8lscGFrzuGhkm/n7hcxsUrha0O8nXv+0nyV7nj +9ZSkFB6cVzT/M0rOS3lvzKlJYa3Y8pSTf5nwYSZjj7aBFN5579LA3H//V98z +hz1NpPADPi+DKxNMWDa8S7zcVgqzGlaFaUwz4fwTjxS1bVJ4r5HM10oGqZ/k +hF3uHinckGbgbs9kwqVhySirI1K4Pql9fJjNhB3zqlmss1LYZ3xfRfgc+X8W +++ubGCms7ZOQq8vNgvN7NYrr0qRwksr06zZeFuhejXJsyZfC264HrT0qwAKH ++A+LflVK4Zsu4hPKwizgnN6QqtckhS/f+sJpE2XB0b3df8LfSWEbV4P9IRIs +WBVqmMrql8LJ933XLJdmwabmth+Jf6Vwo4r66RFZFlSPD9hhthROUZJdlavA +gs8Pr2pKikjjPKklx/cqs8Da/fc7tpI0lkWnLBeoseDgnZ4mAX1pbJKjn/9b +gwVCS3fsMTSRxmt67t+r1mZBmpSfXMgGaTxpm+YTvoAFOdPKTt/cpLHn4J33 +LnoseHOx9kLAPvL9LuBebMACTasqJZkgaVyxUJybZxkLfCYhsS9CGktG9vYM +rCD/t/nh/vyaNDaqLk6HVSyoF4sb/5AvjXOFlm7IN2ZBxVxEB/dDaQzamycS +TFnA2730rEurNL6nZVAQso7kTzLg0Isuaaz/WzHwoCULqhY06+8dkcb8R/Pc +91ix4IjnGVMNShpv4Ll63N2W+K+XoMslJINfPPzZ6raRBVzqfUGCyjK4tnnA +Z4c9CxSvLm80MpDBJjxTbl6bWWDy1TkxZp0MTt47cM/fmQXGVjqhvJtl8JLT +mUHBLixwCS9TK9wtg91k/Rtjt7PAb4uNxPFjMtjhR9P1Ox4sWLkl+j+/cBk8 +tviESKMnC96Jpu4JvyaDLx6MXPJ1D8lvMZ/gq0IZ7LNxmxC/Lws8Duommj+W +wX5bz5av2M+CwdXjd3rbZXDA9J/VewJYUNu/fip/QAbvCxzOvXqYBXTS9Jqs +CRl87/OE+JujLIhR+LqwiU8Wu1vPRIqeZAG/jXKYnJIsLupdoOYUzIIgP8G5 +tCWy+PJyie/pISz479v5wE1IFm8NyRj9cY4Fzby/Mpa6yGIbIcH1ay+yYDHT +29HKXxZ/rmILpF5mwQq9754xobLY93CI9XgUCzTe++bxJMti8a8jIq5xLHDW +4Z8rz5fFPIbSpxqusKCwwcj52mNZ3PVmeerSFBaIPesNv/9WFmvt/h5y5xoL +7gdHRMwOyWKhZxZYLYMFh7JTNkUyZXGjaSsrK5MFv6N8X6+XlMMHs06A7i2S +H+YVcbxQDus11OaX57KgjUdELmidHN7WF9VkU8iCNa8O/vuxVQ5nI8dl/SUs +OBcqV3b1gByep9nz5+6zQNg36PiFC3K4uVZqm24FC/a7W+28myaHa7qSzd9X +k3olP0iVL5PDN4Jkei7XEnzOPHF81iqHW7+AlWU9C7IN9j2r6JfDur93pcwD +CzZv5hj/mJHD8U82DLU1s0Cm1HfSS0IeT4SFu6S3kf68tMdBXU8e3ztTO3ek +nQXU9FD2AiyPz5pZ8ji+Y0HkYX/nIA95/JdX9dzKThY4njLtlDopj9MPiMdr +fGKB/Z5Pt+kEeayzKGWLbB8LAj+6WC4vkseBa3+MSH5lgcK5snVVTfK4f6VM +kNwQCwQFkVHsF3ks/XxcRfsnC8bbNN5VUPK4rcyQbfyH4F8zA5bLKmD0as9a +lzEWXOLcbOVeoYCzYieYZ6ZYIFmzpmypgwI2rdzgU0SxQD9V2bXCXwE/O/ow +Y4DNAq9VCrdTIhTwC0hp0eBiw8K9D2Lf3VHA183WSBzgY4PVybuKR0ABv7QQ +v/VEiA0tj4q9D/cr4EVhN+8oiLOBd/OL+HdsBdzGFWl1TpoNff2OHRkqivj6 +tTulf+TZ0J3pHPpqrSJ2qJgV36fChkzp8yP7PRSx7Pff6b802HDLpjP8WIgi +5qkSORusy4bassCPozcUMe/SXSMS+mzY0LT/VNcTRTz6xUaqcikbxo/ck17z +RRHnX8lb6r2SDWfimMcl5hSxV+rAceU1bLhY2X5ir5YSlmr/pzhgxgbbkMMi +q2yU8O/9ge5liA0fngpuurxfCXv5VgbG2bKhWaPDwz1OCZcPd6Sf2MQGvfVr +I6rLlHCKb4OM/xY2qJw3WpbZqYQvvXHWOuDCBh63q58lmUp4OMOfN9idDfrF +gQYKmsr48/AEV4oXiT+g+FfFemV86IGI92MfNry8EM4ZOayM75hKHhzzZ8Ne +y82nHl9TxqG5NQdXH2FD/qIVkcsalHHdN8PyyBNseFsieGXjiDLuUDaNHznN +hqYvgXJiUip46SkTp+1hbNBc8fH9BTMVfOaq37aucOLf3sbCon0q+Hn94D/f +GDb8WLziXkyKCvZ83RvGk8iGnpXLlug3quDeBVV7K66yQcTydH78HxVsfV+b +c+wGG8bu+X6oVVbFpsK7q6xusSG8eKz0oZ0qnjGxn9AtYINPE/eBmDOqeEfd +LV2lUjY8ZQ1dNClRxW3hmvUaFWwQK2PWvOxVxe7PWgxNa9jwSOGR8gZxNezB +YLH9Gki8Lz5zV2M1zHL8lFXQzAbvzhlN1SA1PF7jls56yYafP53OXb6rhuPH +b5zye8+G6n2iYTODali/wah5qJvUi9X0J0RJHe96eUQxpJ8N7UsvsJW3qmPf +kFTRhcNsiBJd4fQ1Th3LyNrjX7/ZMLU2lutjqzruqx/zbJ5gg1nc5SIeHg0s +1jQpWUOzgZ3t7hOMNHBDvoVkyzwb+DYZDpid18AR9/OV/ghw4CHnjLdnowY+ +e8RzcqkEB54t4+34Oa+BL2mGHIqT50Bl1ETLb2tN/C32tCefOgfe/k6NOxmt +iQ+7vy/KXMCBk6UWa1LeaOJXn9LMti7lgJCY7ucSES1csWSB+CIjDgR8Uvi+ +b4UWLjB6r6tqzoF/X65n8Ltp4WOBj5NW2pL7lFR2p4Zq4cJN2UcPOnIgYlmn +tkKeFs6492z8uSsHfv46cDCzXQsnetNOdl4cSNjfvHfZjBY+m13SO7aPAy65 +jG+fNLVx7ajIeGMgB2J3n7xc5KCNuef28tSc5sCKN3n3Ss5o46OZhzJ6LnLg +9lvNvL+F2nhv5fct+nEc4H11N+dCtzZ2SFjam3+V2G5GAycEdfAmr+VCW7M5 +8HKzOnxaq4OLhLc+W17EAdNBsU9Pj+jgfxW1kriCAxZh96Ss83Swhd8jxeg6 +DjjsftB+rFcHJ6PQBQLPOXDf4iaXn6wuNraXL4T3HJD89+GA0RZd7NkCxo/6 +yPeiaaWcOF2cN5dy4+8IB9aLJiT3vNTFPpk3Xuyb5ICw4CfT3yILcK/90bEF +cxy4lXNjj/OWBfj2oR1By0RmoY+5MM/w2gJ8egEvz2WFWRCoM/9c+WUBXvld +OGKx7ix4vRUK4NFfiPufmJguNJyFgsiepi3BC/H1VR8qzlrMAmXF97a9bSHu +3MQeWu4wCwN+n6Ir1Rbh7BSfpRs9ZuF3nN4tq6BFeKd92J6X/rNQ5dNm1tix +CDclxXXXBc8CzyOj3lOr9LDQu0cXFkbNwroh7t1P0vVwmlPLuHjaLFRqKaB/ +3Pq4jefhubDCWUgbHJoLPq6PE0UkN4fVzIJNsnP/mxF9PP8z5ILiy1n4Whk4 +HOyzGGvevWO3o28Wnnfd2S30YzHe5x+nvum/WZCQKetYetQAm+u9HWZxz8Ha +RZp3CrmX4CjD4pXnFOZAr0kv0jV7Cc7LNY8fWDIHezLrpU1sluKWxA3NxtZz +4JQ5kX16eilO3rfdO8NjDn69E6CPVS7D+a6LtbVOzMH2b9TZJ+eXYzHbhNu/ +4+dA7WK165pdK7DLgkldlaI50NT+KSWz0BBHJb7M7W6eA7ErT5vUigzxYWEn +Fafv5L0Dlgl7jVdiO2sF+zqeecj5Plv7q2Ml/s05xrN74Tw87ohsXndhFU4z +4LaOsZ+HysCPBSl4NdZJ4b+YfWIelHQ8VkuqGGFN7wWPlHPmYWuozWo9aWNc +3YQUb76ZB5fdxqKvdNZgrv//Pf0fD22X/g== + "]]}}, {{}, {}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, @@ -14764,171 +16149,198 @@ gDObLZDvIqFBSh+u4xCw3T1Iv+A9CZeyF/v9uQQMiX8uthkggcEIsV0bTYBz GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], - ImagePadding->All, Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> - AbsolutePointSize[6], "ScalingFunctions" -> None, + "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ + Identity[ Part[#, 1]], - (Identity[#]& )[ + Identity[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ + Identity[ Part[#, 1]], - (Identity[#]& )[ + Identity[ Part[#, 2]]}& )}}, - PlotRange->{{-2, 2}, {-0.03631704748007345, 0.03631704748007345}}, + PlotRange->{{-20, 20}, {-2, 0}}, PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, + PlotRangePadding->{{0, 0}, {0, 0}}, Ticks->{Automatic, Automatic}]], "Output", - CellChangeTimes->{{3.817205429041562*^9, 3.8172054394073963`*^9}, - 3.817205479781142*^9}, - CellLabel-> - "Out[411]=",ExpressionUUID->"028520eb-aee9-483d-9152-2416a8a91977"] + CellChangeTimes->{{3.817637498101*^9, 3.817637523899531*^9}, + 3.817640201425125*^9, 3.8176403703128757`*^9, 3.8176666395171747`*^9, { + 3.817666742407874*^9, 3.817666765580124*^9}, {3.817666863393943*^9, + 3.817666920031568*^9}, 3.817717344544537*^9, 3.817718092358396*^9, + 3.8177181969386377`*^9, 3.8177185119133673`*^9, 3.817718668158907*^9, + 3.818229624035777*^9, 3.818229672725284*^9, 3.8182332392211857`*^9}, + CellLabel->"Out[34]=",ExpressionUUID->"297d1fe2-4d8d-4d5b-a6cf-801644d855fb"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"ListLogPlot", "[", + RowBox[{"ListPlot", "[", RowBox[{ - RowBox[{"Table", "[", - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"{", - RowBox[{"\[Theta]", ",", - RowBox[{ - RowBox[{"Sign", "[", - RowBox[{"\[Theta]c", "-", "\[Theta]"}], "]"}], - RowBox[{"Abs", "@", - RowBox[{ - RowBox[{"\[Xi]", "[", "0", "]"}], "[", "\[Theta]", "]"}]}]}]}], - "}"}], "/.", - RowBox[{"eqB", "[", "0", "]"}]}], "/.", "ARule"}], "/.", "ss1"}], "/.", - RowBox[{"{", - RowBox[{ - RowBox[{ - RowBox[{"gCoeff", "[", "0", "]"}], "\[Rule]", "1"}], ",", - RowBox[{"h0", "\[Rule]", "1"}], ",", - RowBox[{"t\[Infinity]", "\[Rule]", "1"}], ",", - RowBox[{"m1", "\[Rule]", "0"}]}], "}"}]}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", "1.01", ",", "1.3", ",", "0.001"}], "}"}]}], - "]"}], ",", - RowBox[{"PlotRange", "\[Rule]", "All"}], ",", + RowBox[{"{", + RowBox[{"M\[Xi]2", ",", "M\[Xi]3"}], "}"}], ",", RowBox[{"Joined", "\[Rule]", "True"}]}], "]"}]], "Input", - CellChangeTimes->{{3.81720558184165*^9, 3.8172056145702963`*^9}}, - CellLabel-> - "In[415]:=",ExpressionUUID->"aab225ac-8e68-4d46-a4da-600fe6364133"], + CellChangeTimes->CompressedData[" +1:eJxTTMoPSmViYGAQAWIQfazAM7uv8I1jjcr1AhD9Tay+FETfv7+gCUR/uDO9 +A0QfOjUbTCvU7OwF0QVqhyeBaJ5pM6eB6H9NO2eA6Pbp++eB5f3fg+l3B5oW +g+gfSw+vBtHaIkp/JgDpqR91eCcC6WvJ84RB9J47MyVAtJu4iiKIvljKrQyi +76u+twfRd3QmOoLofK2rriCaaUOIB4j2kFKOANHb//BGgmhxRr9CEC2f/gRM +v+M4KT0f5K+7F8C0IIOCPoie0+1sA6If6P/3A9Fsq7T8QfS9zBrbHUB6L5+G +HYjOPvHu68aiN46nVph+B9FNzJe2bwbS092CdoBoAKOdqI8= + "], + CellLabel->"In[36]:=",ExpressionUUID->"a93f2c6c-20d9-4e76-bf4e-d83eb645bfe2"], Cell[BoxData[ GraphicsBox[{{}, {{}, {}, {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.007333333333333334], AbsoluteThickness[1.6], LineBox[CompressedData[" -1:eJwt1nlYjekbB/DTqdO+nLZTKpEsFdkpFd8HGSIKmYRRkZCJIqMYDLJNtqxj -K1kSI/v0syTL2BUzEjKGIVsh71anvd+7PO8/Xec61/uce3vuTx7T5o2boVap -VJ4GKpX013vK5hs1Xgy2Jvjk+Ee1I9ucjb639mVwafTz8SUH3UnLk9TKzr0Y -dNO1HgtraktmZX79Gf0YdPjB7Xmv6W1J6ehp2okDGEwP8Du2qMyNDDR/dihp -IIMwj5iBm8a6kbzbo/zWD2Zg8pQt7vnUlditunY/ZxgDm6w5ZyZMcyVL0W/q -pRAGbed6vWxf40I+Nh5jH49mEOlF9OUbXci4C+6rP49l8CI5xuZ9VxdSmCJF -yGBp3WTTKw/bkC69TE+4TWLgERQ05dvCNkQObyqDwqLtxc4ebUiTdNw0BnPU -PnffPnIm8fLDYP/IgokGK53J3x3+qV+WwIAvKEzt5edMAl+Hbdw1l8Hn82UX -/b45kdy9N9ufns+gt/Fb79fHnIiY7Pm7PzHQ7a2YXRfvRJY4nBz+ZjGD20Ni -v0zs7ETe/yUdyKBL4obxLz7qSLh4mt0qBuYzXCujfteRSyGW6q5rxfolOHe9 -kKQjnYxX7BiawSBq4LvZz/10ROrGlM0Myt8nphxQ6UjDsgQxZQYF2f7hdfcd -SZwcIIOkr4Ma7+10JI/04yuO7GWQs9O9v0GcI5GiK8pm0PXTkAkZvR3J4SSp -Iwx6eTU7RaodibXv2f3fjjKwG3Q8PaLUgaSJ3TU9weDTSp97KUcciHiYmDCD -w+k27Y6nOpAxUnvPM3h1tOnsx1AHIrfjgpiff/Emjw4OxFMqXyGDv+a7rgmt -sydyutfEefCt7jj1kT2pk8K7Kb4/u/OB0KP2RD7uLoOH3I471r/Yk5Ji6WHg -Pjy1fm+UPRGHJeb9Xwy8NT5OX/rYk4PDCvjmJwxin9Qt1lvbE6l6unIGz658 -ri6osiOLirJdevzLoNlh1mHPO3bkzWKpIQxOHN3Tze+wHQmVD2SQ0bg5+fMK -OyKdllrJYItB5amAGDvicXq+ONJi/apck9vBjmT8KE0gA+ui3mu2u9uRWi/p -gjDop25U72ixJTFygxnkkb0D3F7bkgc5UoAM2JT0gk7XbIk0zZZqFoHbCoLy -c2zJATG6jsYsakaF3zi5ypbI18Ocha/V9MTO8bZkoXzhWHRWaTK1IbZEHj87 -FvE/7j0+u5stGSknzCJjycTo7lpbIrfXhcWxVx/TJgta0k5qhzuLtiO++/T1 -uZbI5evAYpjjtYtvr2iJIKXbmcW2f+3b+h3SEjm8riweVf8x9dM6LbknHdeD -xTdN74/8XC3pIz8s9pTlDYicoCVZ346KN5jF354zOZsgLZFuW1wgi+tLt99y -9dSSBfJCYBGTr1+aaq4lYrLiQLNI25ylH/7OhoyQG8KiT1baTP/zNkSavtuj -WJy2Wjm5KN2GtJ0kTTQLp9lbTJ9OsCFicx/qx7MYG/rr7SVdbAj3WFowLHq9 -OGd9ot6ayOtqCgvV7y6LpxdbkzvSeokR6zHL+VpWtjWR10GcWM+Fn89PWmBN -9knXdxaLNk5xI7YPtybydfuRxfR7h9NHuFmTZHlhsWgfJ2xIYa2IPM4pLIzZ -A/sc71iR7+SBYTHPjtN477ci8rj8zKJvo3evEwusiKvU3hUsmo2379030orI -7VjN4h/dgad6DyvCSOVbz8K9wmzt5XpLIqe7kcWZ1RZx7/+2JLek8DLF+H/d -03/BcUsiH7eDhde7k8+nrbIke3ZLD4vbXbb1PTvFkkjb+ex+FnPXDQyO7m9J -5skLlcUGkzPaWVpLIlWv4oj4/fT4M/erLEiwMtDIG1M4avUtCyJtK4eTLA6s -mWu384AFaSMfyMIzzn5Y4xILIq/nAhaR67N7nIu0INXSOr3EoiTim3dhHwsi -r78iFi13J+xy0FqQP6V1dYNF7J6eHy59MSfyernNorTtis3598zJb9I6uM/i -3OP1us+55kS+vg9ZOIxKMp2fbk4S5YXPYm2/ikYyzZzI1+MZizHjbm75npiT -IfKFY7HL/em8M+7mRB6/1ywqNIkjw5vNiJOcMIsJVZ4ver00I3J7P7K4Wr7t -v4jLZuSL1I7PLBJuWXe5sMeMyOX7xsLf6YdlkxabketSujyL8palRQGTzIgc -np6F5vuE25EBZmSndFwjC7eG8iWnXcyISn44xC6zeDC00ZTMkUHiMNl5U672 -pSkpk7g05VB6wspEd8WUKAuBQ8Lb9p/HZZmS4xJHWg47O7SJvL3clMh8OHAI -TH4SMS/WlCyX1r0zh6eaTD50qCmpktazG4egzBvDp3YyJRHyghbfd6tMOGhi -SuT115GD4bzZS5yrTIjiOYdTn+L3XS02Idtlzzmk38iq2XnKhHrO4dbB4HP7 -t5pQzznMX/SfpnShCfWcw/V1vh36R5mQQfLC4pD/RwO5HWRCPefQ9qFF9sr2 -JtRzDi4tjT8nGJlQzzlYwKPd0k/G5JPsOYf4P5NKLhYbU8/F88fFlbY7Y0w9 -51CW8d/ykzuMqedivQzdOs1YbEy2yp5zaOi/1nlotDH1XPy9kX+cHR5sTD3n -xHkeFjbf25h6zqFlV0noDWtjEiQvVA7P0m5a+gka6jmHEru5/KNyDfWcw4OU -OzM3XNVQzzmEFS4onXNEQz3nMGXdsYOJGRrqOQe1xiM4M1lDPecQskrt/TRS -Qz3nMOK3spuBgzTUcw5uV5M2Xu+ooZ5z+HtRZUO8hYZ6ziHxdfrarpwR9ZxD -9uW8U9blRtRzDrtri1mba0bUc7EeqxMfdj9qRD3nUHCx6U7CJiPqOYeA6rJp -fy40op5z4LN6dvL/wYh6zuH9E/tdd4ONqOccDlWHDEnpZkQ953DjSsTZAAcj -6jmH4frYFNcmQ+o5h0geTrp3htRzDh6XxnX1KTaknnPoP2n9kMjzhtRzDo/W -jGf27TOknnPovXjXvYZ0Q+o5h0qXvLikREPqOYflMYFRzRMMqeccrGtjSM4g -Q+o5ByfntPOTuxhSzznc/73r2G5aQ+o5h9CN0efs6tXUcw659r3TrN+qqecc -Mu9UD273QE095xAVanIy+Lyaes7BMtUietl+NfWch/2eHP2DNWrqOY+3X5e5 -+iapqec8XvnHzMuJUlPPebhnqnd7DVVTz3lEhLrhRjc19ZzHXYfvzebq1NRz -Hus8gw90Vamp5zxq9kfnN1QaUM95PHdU/fOi1IB6ziPEZ8KTB1cMqOc88kfE -DCs5akA958FnVL94lWlAPedx4uLWIaqfDajnPHwmZ/v0ijegnvPoyLUfkhxu -QD3nMWb4c/9rAQbUcx4TH/e92raTAfWcx5MBYWvW2xhQz3n8XlUBwwYV9ZxH -9K3RWb++U1HPeeje/BLR7pGKes5jyzSN7vpFFfWcR++Z3M55h1XUcx591JUZ -PptV1HPx/VCb42yainrO49FKi6M341TUcx5jA1r9D4WpqOc85uxbqdsYoKKe -85j5v+zaFZ1U1HMxvhclW1ZoVdRzHpXN5QOc9K1QPOfht2xlLkpaoXjOw/nk -y+dLDrVC8ZxH4PQPQx6ktULxnIdx68hI3/BWKJ7zsDg1aX1O51YonvPYfM1g -dJfmFiie8xhteE1XVNoCxXMeq4IOTJ5xvAWK5zxu5vbIdFvRAsVzHqOWL/St -iGyB4jmP6/urci90b4HiOY/FuuSUfZoWKJ6L+bwbZbXpZTMUz3no9+sqN5xr -huK5+H2XK8t/+7UZiuc89i5aEHI6thmK5zzehOcXlfo3Q/GcR56ZbqJa2wzF -cx7rR6/bFPixCYrnPD690fyzrKgJiuc8js88VfBgRxMUz3l8cSnc45HYBMVz -8T5tSlb9EtwExXMej6NdYz+4NkHxnId/lbp/BN8IxXMejlXxdXfvN0LxnEeq -2wKP4IONUDwX5/exn8+ttEYonov37aecjFFjG6F4zmOraVLRU69GKJ7z6LK2 -e2C8qhGK5wLKQnwW1z9rgMyvkYCJIxP4zacaoHgu4FVUrrv32gYoC0GAfvCg -BTenNkDxXED9w56zYvs3QPFcwO4bdimtVg1QPBcQlK+xynpfD8VzAfEnTuYF -XamH4rmAtxa+hS+210PxXIDlPW3hoh/roXguYFVNuJt9cD0UzwX41w0OP+Fa -D8VzAQuPZ9wfwtdB8Vw8b0y75rL7dVA8F7As1jdqxsE6KJ4LmDfQNYxJq4Pi -uQCnXaljfhpbB8VzAQvuCrdqveqgeC7A6+t4z2RVHRTPBWQXTy9990wPxXMx -/03M4LGn9FA8F+AWeLH8jzV6KJ4L6Nw43chuqh6K5wKMOs33mdFPD8VzAZmG -fc+dtNRD8VxA6tRCo+qKWiieC7h0pXRVh8u1UDwX6zvj87ZRW2uheC7A3FS7 -a9bsWiieC5jg9fJrKqmF4rkAdfcE/RKnWnyQPRfj8/zONrm6BornAta7RO+K -vFUDxXMBPwXUVXTfVwPFc/HzzN1htfNrsEX2XIDjhtae+SE1UDwXMDTV8t9x -7WugeC6gMqIg90OtAMVzAU9za1/NLBEQIC98sV8vLzwpOyRA8VxAeczdJz3E -OBXPBfzWo8h7YbgAxXMBZu++uh7pLOCd7LmAbwPHsUVN4p6WARbQV5f29bp4 -7xTPBdQUzh2bn8dD8VzA7Mt5k39ZxmOT7Lk439y34QERPBTPxfetR4a98Oah -eC7WO+Tt0ehW8f8k2XOxPovY9Hui2/8HL3y1cg== +1:eJwVlHk4lmvXxg0hGSNszZKoR1ISCufFRp8UUmkkKVJpUBmq17AlFVEUIbUr +1RulJBJRpihTGTNmSOYx7ut+PKbX98c61l/rt9Y6j7VOJcfTNk4CfHx82TPx +/1nZdPCQwgNX4qOfut0xbBLRTz9zZC+6kCNXLhi0mE/ikWqPWsnkYXJob3p2 +Te8E9vTvr7CNcyARb2zkVkVNwMSpazRj6QEyds3h0dDWCaDyVVWo/B7i/Clx +KGP2BBLLBKzqGnaSchv3c6eKxnHO3DL+iL4NSQiaf3h12DjaE3wzLshakwEV +41izA+M4rGjZbRWylayRGbq4ijMOB2X9v6cCzElmfhDXcZKH8Huav9qGzAjx +FueGVPAwed4+4keGCamqs5i7N4GHle3+7bnlxqTrpsQxnwAe+paeWWuqZkS2 +jDib5zrwoJQ97Rt+FKTmnZrZsCEPks+i9yb90Ce49fPLz8U8JLWI1+nc3kgE +2wN7DvPxQDwEB2bd1CUJznbX7H+N4ZlqstdQzgbC5yEXmFQ4BulYqRbn5drk +goeLFhLHYO1paK2QpEVeJzuW/rk9hgtLgwxTD64j+58nyr27NIZYW6EHhRpr +ycOTp8bdj4xh3TJ6xl9Rk8yeY2mjZDkGjg4NstbTIFVS/BHPdcfw1u1gzK/j +6sStYv2bSeUxBId3HB3NXUU0A3QaZKXHoNx1w87eYCURVRB2aZ7gYn4GGb1a +o0oU/058uauHi4+evH3bgleQT3pL2lxrueCftqkb2KNCVBO/iC8s5CL23mIt +AYPl5NoV685977jwd4y86KytTL5niXxXesbFy1azJj2yjJR0xL0/FsnFCqFE +qfL9SmRWxaCC+lUu+vxqJJICl5KA95wmRy8u/FYG9Yr4LiHK/q1HZh/nwqdh +z91NcxYT3QXjpxQOcOEVvFGg8eVCss1tSC7YkgtbvpeG/E4LyAqx7gJ7Iy4M +FLYzI5rzifOl5I2h67lo+z6erCqlSBL3up2WU+OCM8uVpz2lQCqU6eOhBVxY +GVhM1E3Ik7nBj7ctlObiauv3xj5RedK+o2xRxCwuEub4nnVcLkcs19wf2T3G +ws4g1dXMYh6pqtdtOjTAIr8+tDLdW5ZEeR6RTfrF4nJ+XtVQhgyZ43qQoo5F +/8ellZoCMqR4t5SY1DcWfywzX5fZzCW5z49x539m4ZS3z3T1S2nSbSJ/5dAH +FhXKN6QyJaRJtZ9pRMsbFoL8zGBvvySp35yiFvmcxfC4RVB2mQSp7q/b4/cv +C5Ocrq2yWeLk6LNNu+9HzvQ7NTdF5r0YuS7ZdqI3hAVb/rhi4uMcMni3f8Tl +Cou1+qYji8pFideUmcM8bxaL7yrYfeufTaz0j63vO88i3bZAx2PebBKVYiw0 +6MqiNjcw2N9EhKy/zvFa4MRCJ6F57ylvYeJsMmh0xo6Fbuv1ksyPQiRao0ul +bxeLOgERrzERIXKtfBUTYsmio7f6ddqeWWSudXbIzs0s/NJP9IQlCRKffQN1 +hoRFkamV1kopQWIYF/zNQo/Fac3f8cvPC5CU6oOnL65jERL6RGxtMz85vzw0 +/yuHhf7isP/js+Ynv++JtuuqsBBR4S41L+AjnAsyfQWLWVicuF5cYMRHlKo+ +CJ77i0XQhUlTt4BppEx67dOXYZEdtD41L3QKatNvVJeJs/hr/ms3mceTuJpi +n6AszMK61fP1cNYEWkSeqxG+Gd6uK1XjreNwawwd9OBRFFU3iJdLjCPFOMqm +cJSioX95p7wRDwWRPi80BykEv4xzPWf+tGlt597kbgq7IaOguEwuVtovzLNo +p9Dd3mK2beauiEnx9omfFPJuR6m6DYuyG5/d8+ooLByl9KaeUtzyKoh7WEXB +3xdn7jfNoE9r067b3ygKN4zmudsz6NCUnH2viOLThPPpJ7mj2LDL3TDtM8XG +3gMS1ZxRKHzL9enMplDPkuFURo8gwkl3ByeTAnc/UFfxEZxc1GTun0aRHx6u +cO7yH5SL7xrtTab4IPv82vupYfTof+g8+mpm3w/rPWR8hlHk5Z3JxFOku5FF +e/iHYdunJxkxM6f5hjOJjteGMOT54JLpI4owq3J1CdkhsA/MnwnfpxCNZzNc +jAfBP/ZyXW0UxbrLleYnnQYQIj1cmH6H4qXl5+7O0H7Mjq6XenGLomVV1ol7 +H/vg35307sUNCrWYIKdto72YiFc58eHaDK+0VaxgTS98Hhn8rAugiFTPkPx+ +pgfrIzfmCf9DcUC40VM3rRs31wR+M/KmkL3jEVwm0A2J0vsZQRcovgbFJBze +0YVnJtMGre4USzleOsXPO7HpP/JypmcptIyNL9ULdOJ4BWcy9dSMXr+jQ1wO +dcB8645UrRMUa3NdDCzzf6PG+8BU1lGKVY1zx504v2GgnBez8wiFpllbXnBk +OyQdH1qyDhTuCxMl7wu1ozg+tvmpHcXZc77pXl6/cEO9bZ7DPgo9+33cqYE2 +1HdIpansnrGMU20mc4+1IVtz9S26g+K6EWMZ3tEKo/L7JyqsKbakyw84HW2F +ZIi8fPo2Ct/bz2XdeltQygm3S9hCceh3c1b02RZM9pnNfbZ5Rp+6upqQsWYY +ucTyvzShmKq9syRHthnelUp8mUYU8cK7pP/V+gnf+IDmakMKT+1BpfE9TVB/ +dfXc2CYK5R05ngmXGxGzhXdrhR6FsE55yeW3DVAySJKw20Dx6kzboYNd9XCK +uZAdq0Vh8uV8n/yyehgvWPDPb02KWVIPAq841KH7rZmajgaFVVbyv1fjatF4 +5s7NMA7F8adv+nk9P1B191LYqBpFbfbRgx83/MCoyFZRhxUUOiVGUsmBNYj+ +oVpZqUyxSTJ3Q1p9NSbVJ4utlGZ4+mHLktZVI9XSr7xyMcWaaSVVv9AqcHpU +cg8upNi/qDlCbKAS10IWeY8oUrSXNibrbK/EbZutbaEKFBHqwi960irgmb65 +Yq0cRaBGdpDYsgrwXltrNMrM6N08vt7/ZjnS8y1rQ6Qpnkkk79PhK0fB5eJk +M0mKU625Z+ed/44+Xv9DYXGKzfYuR0RqviH6iEdgqSjFZ3JbtOVrGQzY9M33 +RChcN7SLBeWVovnHg6+nhSiW/CU+2pRbgliNqOEtghSvx5/cTC0sxuX9j5+q +81NsM6xv7y0vQvoWlMyb8YEYlXsr7Fq/Qqvj7FbBSQZq6tvjO5gvCH/ySYLL +Y5D5j2yts9QX7NJS5v7hMnh0c/uqrNWFyNgkOzpCGXhnDigWWRegglzs4Y0y +mN/1VfG012eIRKbki4wweO/+4kbok3zUnQxxnT/MoPvPnUyx6jxIT20qWTfI +QC7zZEWRaB5OZziUWfczaNeYXZZknIvWOAH7870MpDZf8onzzUHOixvO97sZ +BMeXXLyenY3oVcWVxZ0M6NHO+VuEsnHbpTts+jcDp9K01ph7H3FI93SIbjsD +yaXFAVytLEjFGb71aGPwVttZyK/yA8LjwobSWxh8/toYJXQxA05/2HUCzQyW +DvO/t1dNx+6WnS5WTQwez1OZ59iQhhjDJp9HDQy0H3jf6Ix4h9W2ck7cOgZ5 +7nzLv9imwranTHRnLYOBOzFs06IUPDFXPZBSw2Bkc8n6Wb3JEDt2xUKxemb/ +mofSCh/foHdOVKF/JYOdUVMfRyKTcGp4R/ZQOYNwlbtVQz2vcF/xj8rh7wwc +FxbYzn77Esv5B7rqyhjIrH4jOHAlAdMjgrydpTO87XOiDx9+jhrHNVuqihnI +f3oXoG7xDIpG8UW7i2bqN0/XSBg8gd+xDtfmLwwui/ytXab7GHNEI5edKGSg +N76iVNvwIf4r9bCJ95kB43Lx1sKYWDQ+Ub4Vms9gUbKBn2lRFPQeuauvyGPQ +ot3l5CsegXLRJU9zchjkeBQPOTmEQSS0oc8hm8GmkbIGjeBgcISjqOAnBhc7 +U5yPeQZAZPhMakIWgxI9zroA0UvoGExauCuTQbSWku7couNQwLclgh8Y/A9x +vBJS + "]]}, + {RGBColor[0.880722, 0.611041, 0.142051], PointSize[0.007333333333333334], + AbsoluteThickness[1.6], LineBox[CompressedData[" +1:eJwVU2k4lmvXNuxsZNZAhhSikgwN5vMqJKVEs9qSMrxEehC1i0L7VaZKL00K +2xCJUEiPMiWZUoZSKkOSyFDu637Mn+/HOtaPdZzHWuscljgft3cR4OPjK5ut +/+/9Mlr3VIOOkSCTx3bOV6Ygf3LAIWXPMRJ7df/++TFTsNNbFVB425V0rQ4c +eac2hSaVvKmiAGciapb4KuzlJJQOhVhKlziS057/PAv2m4RAg86B/RP7yfTo +jg+dyydheabJ6D32kEeFkamm3yYg26uYKWKxkyQu5MqdvjeBxIPhmjnvdhCr +DRNJxccnUDT0W7Uwdxtp/6E939Z4AsKv2rQ2OG4hoVVH4u+JTuByraih1BUr +EuCe9NLu0zj+xywdNFttSZwPDcv05Y0jw/6Q6B41cxIZ43lBMWIcxgY2zeFO +G4hwfGZamss47A3avrDZIF07/efbbBxHj9at9Y3TJqTA+3l2m8o4fKbyfWii +EbnCyVRQ5R/H49CRu9XhBmSZYEsWf/cYlm63uztxfx1RyvL02Vk1hrJvty4u +ElhLxis8/MczxyArobVTPUyfCMQI6rVfHkOK3JGVm7T0yMHoG3M6A8agQO1K +4xkdUtd4p/H3oTGslTxjN1y4mpwSHEjgtx7DyqDK8prCVcSnSdthTG8MacXc +deVfVxL2xsu4WqUxLJQt+euR4QpyMH5mt4fIGGz2yHeuydMklruGPlczPBik +Bvw8vkWDSH0qi//YxYPcpQ/LZWbUSV6BeU98Iw/FPfbTa+rVyKRVh8ToMx5k +RsO3bc9TJdcd9i/rfcDD70tNo0uzlhLT9pRf7gk8/N0SHvG0aAnZIBjw6UQU +Dw2ukdShVYWYd8t2j5/lYU2A4N8nBVVInfu8sClvHugmEznHs8rkBud9ka8T +D5dMjhnFiysRIT7Pb3vteRjtm4p3f6xAzO6lNadY8GDqkHi2nbOIEG2f1N3r +eUhW2KevYyFPTu7rrnNZwYOXc3t3vYYc0T25U/SNEg9im67vt1JcSJ4cmeMc +K81Dz/NzPnYqC4hldOTCjDk8HBY4v6RUbz5Jiy+8JzHO4mXVS6lQ+3nka+tE +dekgi6cHaERykCzx1bP7i9vNojbf7LtJgQxZlHcicPo9i5aT/PphPGkyVH1i +b1gDi6utV5ZzLaRJd1G649ZKFkWRwd4GN6XIieS2BXbFLMSDfL4/HpYkZR8z +V8Q+ZOGsKqalXiJB1ohsPCqZzuJye29e/nVxMmO09H5FAosLD3+neoaIkQ6e +rkD2NRYJdQt2epyaSxS5/RfqIlgIqJ3x+HxGlJxvy/dQCmVRujDEUyhShJzb +umPizmkWldZJxqvThEmWXnC8LYfFARfHrryaP0nw+oy8VR4sPuZMu7A8IdJn ++eDtemcW88vNX3jpCBEDx4roYw4sUjL7Ra/4zCH6HL/oGvvZeyoWBfYU/UFk +T6eG79jKQtJLu4IV/oPEKz7aOGXOYkH0C/eDToJkxvPfmNcms3gtSfGcZwJk +15G9tlVrWVwayei/oipANvd/8urQZpHmdnXXg2h+Yrq9sktRk8U53Zo1OTN8 +pEcx8OHpJSxWb7mYseUkHzlxK6+bt4jFioL3hse/ziD868+rcfNYcEWdW49+ +m4aDYPcnewkWW833LGZHpjC0S+qnljALP0mP3GyhKehftRpRFWAR6dZlrqA2 +Cc/hjarrJymuKUdoNllPoK6JVLhQitZuqVZOwDhqr6fK5QxTyDE1f9/OGsMc +oX9PyPRT/IqRv8N+56Fg+uvSmB4KE7trxTpaPHjImf9XrYPioOXe3zx/Fm+4 +J2fefKCwGmkonVNF4RjeMhLXQuGwzDdDSpHiwS3JGk4jxQq3wenWAAbqt0d4 +R2sppoVMEuXbRjGhvmL02CzuxH770tsYRaqfzLpLZRQKBryHGvd/w1z8tCmX +S9Gm6J0bpvAbxob+UQJFFCGyt0rPXf4FI1XtBwfzKY4K+XP6RX7hzLEijZps +iruHnavj/juCUzK9EVsyKSRG9ontFRmB5Hm1Y59SKV4ohmYLxAwjP9vGMSSJ +ojjAUJ0jN4xC1YsTBgkUvs8t78xsGYJ6g3YH3w0KzcLkbMljg8gPT7jfdo1C +pcVjXWPsT6wyXMJXcZninPtFNb7yAWzxaQ7hRlIENbt5H6b9UPcL+/ginKKg +yKanSKcf9olxjz6HUSyHj0SDzw+8EB4qFjpPcaQ8dsqjoA9u294nmJ6lMBgc +1D3I34fqyAGJ0FOz+NWb/X3svsPZbaas1Z8iI0q6JDCtF8aCIl4GHAoXeVfx +zXy9aBCQqU73ptDqqPor3/EbVJ1VotQ8KXI/BgZfKetB+yr1wGw3CrV0tzlP +NXtgIty/yfIoxR8/OKtEr32FEmfOk+9OFMvsJWodBL9Cu7405vpfFMZ1SvqX +TnbjgoRs9C6H2f/MxzQDfnaheGFUoOJeitpnYXX87l24nW0zf3gnhfLcrRfn +fuuEktjQytc7KJI5l4QC3DrhNBZ64ck2iioNNTnNgQ60+J8fyN5CIabq9FDQ +rwMinwu1cqwo0l2GU75MfZnN2SbZYguK8tdP56bLf8E73mXv1xsoPlQfurbK ++DOweo3EkBmF9qP0hZbOn+DxZrJczoTCPHSPXll0O665fHK0MaQo4s/XCSj9 +iEWSPY8urqP4X6r6hCn7AWzSuhuN+rN6Pn4nOKj3AZDg61TRpfiSbLH2sG8b +SpQ5zqe1Z+89n9PJKXo/6++i0faVsz4/cDx/hv89aix/Hd+8fFYvMaE7Pbbv +oGGy4gF3GUWnHH0tmNwKCfUd/xiqUdB0m1QjXgsMubqtz5ZQaAS13PS0b8EC +Lb9Am8UUCaeGNpx62IyGwijrrtncSKfx1ljJNCPv7vNl5xbN5inKWqw4oAnB +plKD6nIUc38W7izseIvE3ZZBTfMp9H1vnFPf9hb9tz8XhMtSuMbjez/3DT57 +SQVaSlM8lPlW8Gv1GzhmP0sWkaTwfifeuzStEX6dAXItYhRdNWaGrosbwT3q +8zRdlEL80e5929e/hu27s97nhSmM7jr8SFrbALd7MvOdhSg2bDH/dcewHrxa +w1jrPygGIhZFKJvXgRd7tX69AEWTtM68CbtaLHtgk6HFR1GSe0dNyrUGAyZq +YprTDJ5fdgo2Cn4FORXH9uWTDMaYvj/3JVRD0rqST2+cwX1Zi0Kr0pfIMEp2 +IjwG848kXenrrcJ/ksq6d1EGOjddbivPq8JvITfO8VEGr8JuNVdbvIBK0nYm +5heDFK8m9dpTlagzzNhdMMxg/+TRwyL5FbizWv5s1yCDJxWS69yHy3EwOmf3 +vJ8MOoYYjXrdcuiZ9b3a2s9g9+uBcOWAMuzYnFUZ3segW3nxCfPSUtTrWOrW +9jLwtJwqVBUvRc/RoxMy3xisSxn6YPv0GRaXKEg6fWUgfpc/nXOkBEVS7fvy +uhjwDJJyQmW4aGnnvBDpZBByrFVhX3UxRCf/3Oj6hQFGX9hXhT1BurcC9+Wn +2X26WcOpVkVI1g9dot0+y5fCZu5rqUIo6/zH6cYHBof1cm8rdTzG42XWbiJt +DK7ci43xePwIodxBtaB3DMaNGu5evZyP2gjfcLaFwYoDXu2cE3m4amF63r+Z +wfubM7Z9e3Oxsm1imn3LwNUVvGbzh+guSB8JesNAg6t4ZqVHNlzmnrMWbWRw +POjsR7m9WfguK8LeaGDgK2p7aO32TKwKFO1fVc9gmzSfwCbbezDLiVpQVcvA +aSWfg7RDGmq92j2ca2bn8qGRh7xTYKoc3CbwisGShDIyHpGM3MPGu9JfMhiN +y4vNykvEqesy9bZVDBZ1ecv9U5mARl+ybrKSQQbrtXjh2puojTIMyapgcP20 +RXZmQRw+C2f+61TOQDSqpLpzcyyerPWLkitjoNhm3fG8NQY3zXL0mp8zSLqk +tzjO+CJy36f+E/tsli+u6tu45yHQH2s+s6eEgYX8BjHtykDMjfkhrMRl8Lni +SWHpRXfMIZXKvcUM/g/wGgDh "]]}}, {{}, {}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, - AxesOrigin->{1.0039583333333335`, 0.6557531074626566}, + AxesOrigin->{0, 1.3309159259948222`}, DisplayFunction->Identity, Frame->{{False, False}, {False, False}}, FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{ - Charting`ScaledTicks[{Log, Exp}], - Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, Automatic}}, + FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], @@ -14937,1604 +16349,212 @@ eC7WO+Tt0ehW8f8k2XOxPovY9Hui2/8HL3y1cg== "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ Identity[ Part[#, 1]], - Exp[ + Identity[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ Identity[ Part[#, 1]], - Exp[ + Identity[ Part[#, 2]]}& )}}, - PlotRange->{{1.0039583333333335`, 1.3}, {0.6557531074626566, - 7.83713008710278}}, + PlotRange->{{0, 31.317242725376964`}, {1.3309159259948222`, + 1.8479941550938572`}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { - Scaled[0.02], + Scaled[0.05], Scaled[0.05]}}, - Ticks->FrontEndValueCache[{Automatic, - Charting`ScaledTicks[{Log, Exp}]}, {Automatic, {{1.6094379124341003`, - FormBox["5", TraditionalForm], {0.01, 0.}}, {2.302585092994046, - FormBox["10", TraditionalForm], {0.01, 0.}}, {3.912023005428146, - FormBox["50", TraditionalForm], {0.01, 0.}}, {4.605170185988092, - FormBox["100", TraditionalForm], {0.01, 0.}}, {6.214608098422191, - FormBox["500", TraditionalForm], {0.01, 0.}}, {6.907755278982137, - FormBox["1000", TraditionalForm], {0.01, 0.}}, {0., - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 0.6931471805599453, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 1.0986122886681098`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 1.3862943611198906`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 1.791759469228055, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 1.9459101490553132`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 2.0794415416798357`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 2.1972245773362196`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 2.995732273553991, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 3.4011973816621555`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 3.6888794541139363`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 4.0943445622221, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 4.248495242049359, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 4.382026634673881, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 4.499809670330265, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 5.298317366548036, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 5.703782474656201, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 5.991464547107982, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 6.396929655216146, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 6.551080335043404, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 6.684611727667927, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 6.802394763324311, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 7.600902459542082, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 8.006367567650246, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 8.294049640102028, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 8.517193191416238, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 8.699514748210191, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 8.85366542803745, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 8.987196820661973, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 9.104979856318357, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 9.210340371976184, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 9.903487552536127, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 10.308952660644293`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 10.596634733096073`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 10.819778284410283`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}}}]]], "Output", - CellChangeTimes->{{3.81720559874267*^9, 3.817205614807034*^9}}, - CellLabel-> - "Out[415]=",ExpressionUUID->"6e880d59-ffe1-440b-af8b-754c17269f6e"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{ - RowBox[{"tastTab", "=", - RowBox[{"Table", "[", - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"{", - RowBox[{ - RowBox[{ - RowBox[{"Sign", "[", - RowBox[{"\[Theta]c", "-", "\[Theta]"}], "]"}], - RowBox[{"Abs", "@", - RowBox[{ - RowBox[{"\[Xi]", "[", "0", "]"}], "[", "\[Theta]", "]"}]}]}], - ",", - RowBox[{ - SuperscriptBox[ - RowBox[{"(", - FractionBox[ - RowBox[{"Abs", "[", - RowBox[{"1", "-", - SuperscriptBox["\[Theta]", "2"]}], "]"}], - RowBox[{"1", "+", - RowBox[{ - SuperscriptBox["\[Theta]", "3"], "/", "t\[Infinity]"}]}]], - ")"}], - RowBox[{"-", "\[Beta]"}]], - RowBox[{"RM", "[", "\[Theta]", "]"}]}]}], "}"}], "/.", - RowBox[{"eqB", "[", "0", "]"}]}], "/.", "ARule"}], "/.", "ss1"}], "/.", - RowBox[{"{", - RowBox[{ - RowBox[{ - RowBox[{"gCoeff", "[", "0", "]"}], "\[Rule]", "1"}], ",", - RowBox[{"h0", "\[Rule]", "1"}], ",", - RowBox[{"t\[Infinity]", "\[Rule]", "1000000"}], ",", - RowBox[{"m1", "\[Rule]", "0"}]}], "}"}]}], ",", - RowBox[{"{", - RowBox[{ - "\[Theta]", ",", "1.01", ",", "1.4462747730035337`", ",", "0.0001"}], - "}"}]}], "]"}]}], ";"}]], "Input", - CellChangeTimes->{{3.817203327473588*^9, 3.81720343332192*^9}, { - 3.817203480635425*^9, 3.817203492915291*^9}, {3.817203567652894*^9, - 3.817203683334523*^9}, {3.817203792400964*^9, 3.817203867074172*^9}, - 3.817204689929282*^9, {3.817205150944984*^9, 3.817205152576948*^9}, { - 3.817205223522706*^9, 3.8172052338427467`*^9}, {3.817205288780418*^9, - 3.8172053029241323`*^9}, 3.817205411974576*^9, {3.817205654107472*^9, - 3.817205717556713*^9}, {3.817205782518643*^9, 3.817205785669633*^9}, { - 3.817205818678906*^9, 3.817205827254903*^9}}, - CellLabel-> - "In[430]:=",ExpressionUUID->"f01a72f1-91c7-4454-9040-b54a61c9cd07"], - -Cell[BoxData[ - TemplateBox[{ - "General", "munfl", - "\"\\!\\(\\*RowBox[{\\\"Exp\\\", \\\"[\\\", RowBox[{\\\"-\\\", \ -\\\"714.8507679457919`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ -normalized machine number; precision may be lost.\"", 2, 430, 270, - 31478759869561735920, "Local"}, - "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{{3.817205655271134*^9, 3.817205688892234*^9}, - 3.817205721737104*^9, 3.817205789890027*^9, {3.8172058233032007`*^9, - 3.8172058313878403`*^9}}, - CellLabel-> - "During evaluation of \ -In[430]:=",ExpressionUUID->"46cbf58a-9f1b-42bc-8a11-616c84d0e1d7"], - -Cell[BoxData[ - TemplateBox[{ - "General", "munfl", - "\"\\!\\(\\*RowBox[{\\\"Exp\\\", \\\"[\\\", RowBox[{\\\"-\\\", \ -\\\"722.0335445780802`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ -normalized machine number; precision may be lost.\"", 2, 430, 271, - 31478759869561735920, "Local"}, - "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{{3.817205655271134*^9, 3.817205688892234*^9}, - 3.817205721737104*^9, 3.817205789890027*^9, {3.8172058233032007`*^9, - 3.817205831391543*^9}}, - CellLabel-> - "During evaluation of \ -In[430]:=",ExpressionUUID->"c25c6435-fc6d-4b46-b41c-a3d203aa09da"], - -Cell[BoxData[ - TemplateBox[{ - "General", "munfl", - "\"\\!\\(\\*RowBox[{\\\"Exp\\\", \\\"[\\\", RowBox[{\\\"-\\\", \ -\\\"729.3631832016845`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ -normalized machine number; precision may be lost.\"", 2, 430, 272, - 31478759869561735920, "Local"}, - "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{{3.817205655271134*^9, 3.817205688892234*^9}, - 3.817205721737104*^9, 3.817205789890027*^9, {3.8172058233032007`*^9, - 3.817205831394842*^9}}, - CellLabel-> - "During evaluation of \ -In[430]:=",ExpressionUUID->"3a09025b-666f-454b-9a32-9f324e354788"], - -Cell[BoxData[ - TemplateBox[{ - "General", "stop", - "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"General\\\", \ -\\\"::\\\", \\\"munfl\\\"}], \\\"MessageName\\\"]\\) will be suppressed \ -during this calculation.\"", 2, 430, 273, 31478759869561735920, "Local"}, - "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{{3.817205655271134*^9, 3.817205688892234*^9}, - 3.817205721737104*^9, 3.817205789890027*^9, {3.8172058233032007`*^9, - 3.817205831397901*^9}}, - CellLabel-> - "During evaluation of \ -In[430]:=",ExpressionUUID->"5b1f7808-f0a6-4257-b7ed-4acdc8c4ac95"] + Ticks->{Automatic, Automatic}]], "Output", + CellChangeTimes->{{3.817637498101*^9, 3.817637523899531*^9}, + 3.8176379865886707`*^9, {3.817638080223015*^9, 3.817638097089458*^9}, { + 3.817638411035137*^9, 3.817638418380022*^9}, {3.817638453141902*^9, + 3.817638469864127*^9}, 3.817638603759224*^9, 3.817638801668243*^9, + 3.8176402094564*^9, 3.817640385397132*^9, {3.817667011743911*^9, + 3.8176670445182667`*^9}, 3.817667195320567*^9, {3.817718248426116*^9, + 3.81771826978881*^9}, 3.818229626300428*^9, 3.818229690058893*^9, + 3.818233282874902*^9}, + CellLabel->"Out[36]=",ExpressionUUID->"50e3eb26-ebc8-4493-bb84-66e5ae3ea42f"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ListLogLogPlot", "[", - RowBox[{"tastTab", ",", - RowBox[{"PlotRange", "\[Rule]", "All"}], ",", + RowBox[{ + RowBox[{"{", + RowBox[{"\[Chi]\[Xi]2", ",", "\[Chi]\[Xi]3"}], "}"}], ",", RowBox[{"Joined", "\[Rule]", "True"}]}], "]"}]], "Input", - CellChangeTimes->{{3.817203685047369*^9, 3.8172037150151052`*^9}, { - 3.8172038305379047`*^9, 3.8172038309130993`*^9}, {3.8172053051002283`*^9, - 3.817205343292968*^9}, {3.8172053927899923`*^9, 3.8172054097503033`*^9}, { - 3.817205661259445*^9, 3.8172056675554*^9}}, - CellLabel-> - "In[431]:=",ExpressionUUID->"1dfbee5f-7e33-4446-bc10-991ba8838497"], + CellChangeTimes->{{3.8176326022950163`*^9, 3.8176326467232037`*^9}, { + 3.817632683971553*^9, 3.817632789027328*^9}, {3.81763283674572*^9, + 3.8176328368685007`*^9}, {3.817632877796402*^9, 3.817632918098442*^9}, { + 3.8176329487995663`*^9, 3.8176329657972403`*^9}, {3.817633013987247*^9, + 3.817633015478447*^9}, {3.817633052086051*^9, 3.81763311811401*^9}, { + 3.817637857064962*^9, 3.81763799340449*^9}, {3.817638044949687*^9, + 3.817638084808195*^9}, {3.817638153127841*^9, 3.817638168358132*^9}, { + 3.817638399473373*^9, 3.817638412536726*^9}, {3.81763844666143*^9, + 3.8176384666464853`*^9}, {3.817638593096958*^9, 3.817638600437099*^9}, { + 3.817638794437633*^9, 3.817638799137588*^9}, {3.817638894386457*^9, + 3.817638959881351*^9}, {3.81763900605718*^9, 3.817639007860661*^9}, + 3.8176391897006083`*^9, {3.817639366190852*^9, 3.817639373670949*^9}, { + 3.817639408490509*^9, 3.817639409929799*^9}, {3.817639455026854*^9, + 3.817639465324203*^9}, {3.817640238475677*^9, 3.8176402389305267`*^9}, { + 3.817640391548546*^9, 3.817640391871228*^9}, {3.8176672347145987`*^9, + 3.817667293531107*^9}, {3.817667331524941*^9, 3.817667335774218*^9}, { + 3.8177182801379957`*^9, 3.8177182902808867`*^9}, {3.8182296949258347`*^9, + 3.818229707461006*^9}, {3.818233322275811*^9, 3.818233333668084*^9}}, + CellLabel->"In[39]:=",ExpressionUUID->"355b7a05-dc53-48b3-a074-381cbbaeac81"], Cell[BoxData[ GraphicsBox[{{}, {{}, {}, - {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.003666666666666667], + {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.007333333333333334], AbsoluteThickness[1.6], LineBox[CompressedData[" -1:eJwU2ndcTW8YAPBb3XbntpcoqSgNaWnpPBENqdCiiZCIdlKJKKWEjAYaGtql -Ukk4kZBIRkpa2kXET/NWv8dfPt/POed9n/d5t5vsvuM7D7DSaLQiARrt37/8 -+rTISO5lkH+D8S6Fn6Aedm/0V5mShHHZ5U8nBQnqSFHmJY5+SUhNvm62WYSg -VnCeGOJ/Jwn8LYlnE8QIKtWXM8H0kSQ4+29M/CBBUJ5qlllFBZIws/ZLopAU -QdFlqs2NkiVBfFPrnW0rCGp32c+C+ShJkPpd1X1KhqAci5Kn+v0lQXDrrn1F -sgT1/Jn4vqm9khCZmW/2UY6gfhS7KWrYSMK7n0uFUwoE1VtVF3vDSBJaIgZz -hBUJqux21utVqpIgf0XPWnktQWlnROq2SUlCxY311EYVgmpNuSZTxiMJNRpu -AtvUCKpPrOpj6awEvP15336XOkHdMjEs+zgiAQG1l/PtNQjqfNYbhnS7BExJ -V0vbaRFU9kHDHXEvJGDb9n2vrXQI6qLnvq9S1RLQMGzcsFmXoFSyFiVaciXg -1u3TK7T0CeqB6DX/7BsSUHnt5ZiMIUHNcFo434yWgOFsU5LTiKC6kt9srQiS -gFOHKlTHSIK6HqNVMH5QAp5IbX/50pigptT6aCYOEmDjMbgyazNBhV4+9PKh -qQS0dfWYhWwhKLtI/zM7dSWg+IrOjm2mBPX0Q2kpp5IE5G4Jt5A0JyhB75KO -L5ISYF84YNJvQVDuzq0xr3kkgH58o02+JUHRnmqZd8yLQ5HSfOgRK4Jiu56S -z/ZDHI5qb/isZENQ6Zo7DCy6xUH1UIXPwA6CqqxRSixqEYc/xV/tb+4iqHJe -J5O19eIgkfImycqOoIqyAsaelovDQqON8aI9QcX/3SYTlC0OpYb97gWOBPU4 -ajxi8w1x+Hm3im3XHoJadiOycG2MOHDEV+jMOBHUwmG7zconxYHmFMqR6kJQ -kZIlYyZHxeFmqFeErhv21483W4NdxYF1Y2rxB3eC8jXuWay3EYfWmm+3juwj -qKau4Yfym8UhKvurI82DoGLeP1RM1xaHu0L9368cwPHx5NekuqI4ZMuLeqw8 -RFDWl1qfdywTh7pih1eFntielJ22KQSW98J+jZYXQRWv47A+ThOHS3vOxzw4 -QlDq5wUPO/0Rg6jritMG3gTlxL7KwWVIDFJctoQ/PEZQjQP7WgI6xOBqyX15 -XR8c3+r+sZnNYvDxl8z0PV+MV9jZqP+JGJiZzC0o+mN9Iefz9CrEQJmK23Q7 -gKBEmFVns3PFoCvvxxtGEEGNiM/Hy6WKQf9NvvzwYIJ6VFwQWXVRDH7dy/86 -eoKgfBr2yLucEQOtZCffXScJqi2hTUM8UAzeZFw6XhuK47NM3GfAUwx2N13o -kQ7H/qCM0hucxWDiider06cISpcj/ly1jRi8fLdauzeCoJ4cdxysMxGDnN7L -azeeISjuJ4yYj7piEGFjfy8pkqCsxuW1FlXE4EkvrfXnWYK6f1+0XE9WDJbH -T1/eEkVQEsf3vI4WFQNz54iZ5GiCmv/uYTHILQYqunWMsfPowpQ520VRMCy6 -90U3lqCuSFvkffotCpeKNu+PukBQB1eXrjw0LArlOzaUtsThfLnfv577qyjU -XtJ8Ln6RoF6m9hQ8fCcK5iP1hS4JBCXs7ed06rkoqIpbH868RFA12UYiO2pF -4UKtMr3/MkH1t1bmapaKQs7f+MhViQTFP8MYVMgWhRf8F8fcrmJ/8ljeWZMi -Cn2Eyqab17B/ziuX6yaIwnszm0sfrxNUmo7SqONZfH+x8TNvEvYPLWR5zAlR -GO41kTVOJqjDA6yrGr1FQeL2Qd+AFII6x+/2Tmi/KHB53HuTk0pQ3zjeL3o7 -isL5I1cNPt0kKJ7fZlGft4uCrbcHxXqboLKYdobWm7G9qw7uVUvD8dKqsvBR -VxQ86hrkHNMJKlYlPdNTDeNxSOI7nUFQP6Mk6TzyotDj07syNxPX09b0pRpJ -UaixSTjQdIegZHc1HQ/kF4WfIaE937MISiHhqTrJLgp1gsevEjkExQEgIzYv -AlpbV0Sr5BIUX1C0xNwvEbhWvqbO/C5BiVe4z40NiQAXtUL/QB5BeSuuzBr5 -KgLt9HB6RD5BpdBSJn+/F4FXGfdkkgoI6vNDmefcr0SANUnscnEhQbnejl5Q -eSICHKundj8tIqjvilKhzvdF4NiKC2c+FeP+UJYlnVyI9a9n8gyXEFTDpPOr -nkwRsNh2cG6qlKBs6qedNZOx/s73u9jvEZRb442HiQkiULNqo5RQOUG1b2p+ -sXBOBOTOXrFdUYHjZSzJIyBUBPY+L2ZbU0lQrI0egVO+IjC0b6/KuvvYXgXO -7rOeIvDytfd77SqCCkmtjVzuJgKWhdGz+tUEdZVjpRllJwLcyjtzjGowv0UG -wsctRWBC83AHPCCoZFv/V4qbReB5iUOKcS1BrQmMt/mhJwJf62+NwEP83rsg -oU5dBOwYhU1Gdbh+Pbf0urFGBNLGRzYZPCKo4dDtTSelReBIZpmtzmOCMnfs -uX5YVAQSM2zY1J9g+6zjK/fxiUBSLe9ORYqgpkc1GQfZRKDRQdJEph7nUw13 -nP+cMOwqyvkq8pSgrjVfFY6bFIal8VZp7mcEJWWcf7loRBi+hFUSTLT6M5/x -zz3CUKW4u+hHA0FxKbkRxGdhSNpev9D1nKAqGDq9294KwxjfAP1NI/Z/KKvV -tefC0B9S0lD7gqDWxksZD9UJQ30jG9x9ieNRWTbbuFIYJH0fhSS+wnhfzu3N -LcT6jxYGhDXheiTVdkAkSxhyra9pHniN+9dPhZtxqcIQcUL7gWUzQf3+mfGD -N1EYRPU3c2m+ISi/02B+PVYYbrEclpN4i/MnhUxdc0YYasPNCSY6uEDyzdMT -GH/DqZfdLbh+nY19e9BHGNJDUh2odzhfNsfECXsKw81fCo8yWnF8b7ecfOkm -DE923pmPeE9QTNLsR7SDMHylYkRdPxCU4qyS93ZrYfgYaEEYfCSoy0kdrstN -heG/YZtBsU+4/0adKPtjJAwvRxfSJ9E1se42H3SEYV9TIfm6DdvzeZXqQzVh -uBtQ3Jj1maCSlM9rF64WBtkEqw2h7dg/wxccs6SFwfT6h6s7OnC+aLhHZYkJ -g9pSSPfqLwT1Ws67sJAhDNttT0jOo7+MWtQ+5BAGru2LW992EhTnfEPmh0Uh -uPlD63DGV6zPrH3HnykhMMw0ivTtIijDoPLaZT+FgMtuwzXjboIC0XvN5sNC -IJaolSnQQ1Dh/e4nTvcIgWXSlsJudD4jvOTxZyEI9fOvLOzF/frkhBv9nRCQ -kvWPg/sIioXvdfiOl0LAdka5edM3gtr813Y2hxKC+ar8br5+gorgmnvG8kAI -Nk6rzHxCl/DuavG4JwRTzzKWpQ3geiQgR7TkC4H9/JjpgUGC8m+xPw53hEBq -YvyM8hCed9jpIzWpQvAo4FTTL3RWm+dh3atCuH6ckLs/jOv3uvHBx3FCUP88 -L+HECM5PdQkby3NCsCankzAYxfF9JSu1N0wI3nu13WGi68UO1YQGCoF3827r -R2MEdWh2760Vx4Tg5WlZ0fBxgmK41Og1HhQCaufAX4PvWP+z8rOBbkJQo2n7 -ZxYdFvXIW9lRCCa2S/NX/yCoZnPP8WEbIbAQG7fwnyAorXMHfhWYCwGrq2ue -2k+s73esT8AmIejZL640ilaTaXYzMRCCxYGyt3d+4X74bXP5Mi0hyFStT3Wa -JKg9I0rO0ypC4Kn0JUH4N0HpG3ze8UVBCIL8Y4ua0G9eNZx/Ji0E9IOOf0// -wf3274Xf5eJCILK22UvnP4KKku6LzhMQgv2NBxjj6M86t/WyuYUgSe1OX9pf -7P8dFUs5rELwYsfc4I4pgqJ0tN8WzwtCrWL/cvo0zn/mjtSH/wnCjYY35++j -A1Psdrf8EAQZ5zWKB2fw/bN5tNEhQejevXtJdBbnu1lLFFevIJw4/IrxHB2q -6NWt2iEImec6HPznCOpdrRZt93tBOEUb6Vw5T1BLMex9sa8FYSnF+tYb9Ofy -N0FUgyA8jTyUGsIkqLdXkquZjwRByfvsZ/kFgppziUsxqhaEW8l/bFvQbR8H -hKLLBMGqiy4SskhQln1MyQ/5giBbQxNbtURQXltMchSyBEHAXtW5CR2xxaQw -/JYgnEt/M+xLY1CutmmrOq8Lgvdm2VoJFgZ1oZ6X1eiSIBg89fj4GK3u6QK5 -MYLw4UTrBg9WBtXtFvpROFIQGgpuD3KxMSjTEo/70aGCwHuR2V2Edp1T+7IY -gN/bSCvY0BnUb+DQDzsmCL5r1R/8Rv8Xq9K8eEgQHPY637rGzqDy0mfPR+8V -BJptU4s2B4M63PjFQ9hJEAzPpdm2ob8F7tyTYysIhzLmlIM4GZSd8IyboZUg -uMQv2ItyMSjL4mDvdlNBeOL1rK0CXVp95WSIsSBI5h4o2sHNoK6+WhYhYyAI -AbNz7RPoQad5vyYtQTANSXKJ42FQQrHrrE6qCQL7LUuDNbwMKu1NI9c6RYxv -k5L/U/T3V/2pI7KCUP9Ej8OFj0H9oNcxc6UEIfTb+b9T6OjSpNVeooLQMr9s -02UC4z/cKqDBLwjU8PR3RQaDcuZoq1jkEoQ5EdlpCn3TVp7rHasgRMTf2OvI -z6DWD1hy5DIFwGLWTvUnWqJlMvf0lACcLt3jFCXAoFZGNn5z+yUAopW3vy8T -ZFAD0ZfKN48JQPcz0W+l6J1Wq/hVBgQgZ0+1oYkQgzJhekxKdAvAttqAhc/o -NE2rnTztAhA8uVHhiDCDOtg/sJb2XgDufqPdX0C/FoGAudcCUGWRX3xJhEHt -eBC9Zva5APi+WCkgK8qgzE7+3Mh8IgC63VZd99CssVQZW60AyLJKim0SY1Bw -3DqEv1IA0lL3PWxFt/XSrsiUCEAYN/HWXZxBNVw0m9TME4CRsmmrn+iJ//Ku -Wt4RgKezS0bhEgyqcEOF7+FbAmC7myWdR5JBdf3giLpwQwCkHT4dT0Lnze14 -UXpZAMYSd5XLLWNQHXttNDouCMCyph2HStFjK5qfcEQJQERX1iV9KQZVNnXr -sG6EAAy2Sak8Rx9xzFM6FiIAxhOxG62XM6ga5b7Zu/4CsP1SXUM7+n2x6cdB -bwGocz39dO8KBpVuPlq+xlMADpAZG8bQQr69l7z3YfkOg/J+0gxqW7DtgWpn -AbgmKh43i954JESV3UEAzmjPe52WYVCpvy99s9+Bfm73nGMl5l9h8FTRNgHo -WzuaGo9WPPKeyb5VAN6vDvouKIvj2e6R/X7A/HY+rL2Brjwlfr5BXwBWtQRz -SK3C9h1yjVHSFoCEPwfepaGr7aTsEtcJAHUXJFfJYbzr+ocXlQSA+Yjqy0bP -uNobHJcXgEsRt9eukWdQhiUrLfqlBeDYvfj/8tAblWYZTpIC4JC8CdYqMCiH -hcxzbcICILfgyyhEm+wZybFjCECzerOb8moG5b0r27udSwBKBVhwX2ZQsfU1 -ba5sOD55niSsXcOgzM1X17TO84PaygrvfLQr4TD5/Rc/cH2Peb9GkUFF1nFZ -8w/xQ3L22KMc9FS/7QvdTn4gV55Rl1NiUDwnDtscfscPWzr+rM1AV9+K6c14 -zg8OkyPFy9cyqHZvrmM9tfxwRJu9Nhk983LnT/kyftCT/W4toozrlfjgHt8c -fhj+RvpcQk9K2txtSOWHSNdMKR4VBqVRseG19GV+OL6+bOc59Nr7Ox9FRPGD -ShWP2CK6qdgrYPgkP2zgtDoYrMqgsiqdhu18+KGFVczkF9pNT4R4fYAfBKwW -Sj3VGNTX99e+bnXiB2vH2wW9aF/GL8tXNvywwzVBy3Edg3oCFnY7t/KDjfch -qxb0WvuO730G/OB38PHMFnWc/9kDPCfW80M4i6JWHTroUUOuyBp+sHy3gUVj -PYOyhv7q6uX8cNr4tPtd9MaSWu29QvxQnJW4c7kG5mdjm7ggFz9oKy59voz+ -XtJq92KBAWZDtpN0TQb1buXu4bN/GHCnSzb9BPrMkGLD1lEGBM/+7htHu7oQ -A/w9DNATtq111WJQl559M+r5yAC7vy2KrWgt/uvNlU0M+O3yS3WzNs73Rpmo -yxQDHrIYNVWidT9ddPerYoBNAiwq6DAoP69Z+z1FDJAoPtV0Ax3XHOdudocB -jeyn1nFuwPmnHR5omMyAz/BMNRjdVSiSoJOA9fG8fz6E3t59947OOQbMCKvO -2OkyqKSF1ELDkwzglrB/3oC+luyeaebDAL/ON6qaegyK/0RI2J6DDNinLqKR -iR46GaDt58yArJm77xn6OJ78Jxou7WTAyBpOgTB0PGuiXIUZA/gbS8ZG0Noh -4hZfjfD9yWX77Qwwn+Um63m1Mb6+xpB6tNHf762kMgMWRlTWqRoyqDctv+RP -yjKgPKjxbDJ6enajXK04A3ol+U6wbcTxr9nyfIlggPLZQL5jaB+5IvZtdAZ0 -RYcYt6Oz9Ec7b84RwCaTIL7JiEHZJN41/v2LgBpvxUuFaP+3IupWwwRMPK7L -EyFxfC96ZZR2EXDpwmOPcHTymV9xYh8JKAvKeDaI3jMwPR7ZRID+7o/PtwP2 -/4ueB/9RBEjpvz5yH33jqdDPI9UE8Nj9vb/cmEHd28wZNVJMwG2pp9ln0Yxg -MtArm4BVGzJ0x9DCSuYPJlMJOHRhwddmE4NiFjyyOHWFgOuapjuq0A7VxnIC -MQSsSxhtk9rMoEQdogzvniKgVMuG7Qw6vnHz5c2BBDiwDrUNosOdNksMHiFA -VlR0p4UJgyK97N7G7SNAu2VrYAn6kIp90YbdBHxu7wehLbge5KoUjVgTIL7K -9n4gWudK04u0rQQEDiy+b0c/NVCZ3b2RAP9si1SDrQzqfrCj/jItAnw0b/Om -obefco/qWUuA9D2nNTRT7K92t4/5sgRoXBz7sRddaBYmGyKB+Y8tdnuGbisd -PLidn4DvNZzh8ma4f89+SlvNQcCyaKetUWg2tivP6At8MFPKUzeI/nvOo2X4 -Dx8Ubw/q3mLOoD4x79a1jPFBQcticQ465kZdVF0fH/Cz0JXZLXA9FyMUStr5 -4DD3oJ0HWuEZcT27hQ8qvWnrnqF/2Ri+S2/kA1OhyirZbQxK/7VMa/ojPvhs -4PIjAu1/2iwxu5IP5K44fuhCB3y3ZpQU8oHectbDBpYMald2O1l3hw/Gtt0v -SUa/NE6QbUnhA96/zdl/0cusFUqGLuPzXVnbdm5nUFyaTr2sMXxwhUjMKkFL -rZgql4vgA6n1v4t4rPB897thpXkQH3DoLfc8iP6rmy7v780HkXyen+rRCxwH -HmR64Pc01b/LrTGfPxY7PjrxQUxH/YtgdMGwyxm+XXyg2By2/T2a3BpaYGbB -B69PVUSr2OD6l+5oE2vMB294HvpHox1ql7zf6vJBwsKwSC9a9nTkorg65md3 -gpfeDgZ1cniOeWANH6QnswQmog8PXPCokeaD3wXXtMbRjfbO6vxifHB0LiV/ -804G1T+T4eRF8EG21/6PN9EFVol9r+h8YL9n0/0/6Mlrvo9Umbxgl33ectsu -XE/Kzo9d/8MLHzLOpt5Bi0greLCO80LQ6uj0WXRIX6aC/zdecI3rdrKxxfkQ -6LJ2pIMXtHI7W3LROo8fe+9t5YUtLa/nmej9/2mOd7/khfQ+Zs9OOwaVnaqR -5k7xwqRBXVgeOv7Ihsihal64X2//fgH9y6Ix0aeUFwy/SvTttGfgfcPr9WIu -L5wLtcq/ix7ccH/NlTReOCK+WZmJLtgFWWtu8ML5MuNDNg64vocV6j29yAvq -rddcstH6UbeH3KN4IS4hmjGDPsnfkMMWzgtbY91PbnNkUFdOf/ArCOCFFxNH -MtPQHyejze2O8gLLycmzk+iZVRkKdA9e8AvQW2WyG9ffo8Os1U680FMVF3YD -/feecpf3Ll64ULDu6gh6bNemMsVtvNBgfvSg/h48D8lxnhjexAuasjFTceim -Xc7qBfq8sN3m1eYu9P1jaz/5aPBCxIVAKzUnBiWz1X2fwVpe+CH+XiwC/WX4 -9wfuVbzg3iZ3uwXddblL4askLyzolfbJOGP7M2RtywV5wdaqZuA4ui6+cU88 -Ny9MVUXmPkHLf+zQ9mLhhciyHWv4XbB//xzr2zbLA8aCnodc0W2O6bvXT/KA -qAXXoWI06XAhddkoD2gcCljNRLtL2WVw9vGAtuBEjoUrgypKX3topp0Htlys -GkxGX8wwGP/+jgcSHzOGhtATlx8rDr7kgfzVG+5queF5NOGnVB/FA45Dx5Ui -0TKOAvW9NTwQ9njmaAvaifQUGSjjgVQBQb/l7uiVJkLjeTzQ2DOtexhN2U1V -/c3gAYvW8fr76OTitkW2FB5wU1UmWPcyKAG3TUOiV3igv+fPMiu0w9LNw8qx -PKAYcnY8Be0XvC3K5AwPhKiJRwyiL84+0t4bwgN/vox/Ut/HoDKmDgSf8eWB -dTSjX6FoY5GHW3MO88Bco/nbRnToKv2M5r088HzJwkdwP55XBQ+cnt7NA+Vy -4W1O6GMjT/sVdvLAoq0USy5aqran0cEC2+/m/usnOuOW5eqLmzDftdHZeh4M -ajwtffG5Pg+cjH654iza44m/Jasm5u+Km3Mzesc3T75NyjwQbRflLnqAQXm+ -lDOIkuMBxqzfWlf0C3arT6+leKDCZm9tLlp/5vpnUREekOyJEfiJtnlcYrSf -jwd+fJJV3XAQ86Fmw1lJ54FNYh4CEWjrNzpqXAvcsHn9+dpG9N/ncmVuf7mh -0vOpMuMQg+Lt/Rpb+4MbXpRaetihQ4JVaiSGuGFHobPHLfRT/74NJ7u54VG5 -oko/+hDZwt7Txg1m74YeKnni+enJG2nTFm74U98s7IPOtHgQUf6CG2pn+bWq -0IOZfgqyFDdYpg0uZ6Idh7v5rtZww7W4yLfGhxmU7Y1hDa573LBul5T5efS+ -0JPXTudzw6aNA/HNaL6iWDVmJjfEmwmmCnoxKI4I3sWTqdywR7nNxx69+tzc -EjORG57uOih4E30/zG59ZBw3HB/5L7QH7bNL5hLPOW5oe1lZJncE8yfqJnYj -jBv+XmwvPYSWHZVpkA/E9l1IDClE/+DyvV7lzQ1FzSKMn+jaBwfObzvIDcLL -r3hrHGVQx01Ek/pduWGAqZsciD47kVp/yoEbhks2JtSgr/4Wpa+w4QY3tXfW -82jLkHynx2bccEJLtmujN95fE8Oe7zPmhjcb9uqcRu9QqTXi0eeG1qOU01N0 -E/+VhkoNbrBqPLadfoxBGbRp2u5T5oahvzd5t6L1BtrHhOS5wedo8I3zaJN9 -tVGNy7khco/6xEv0Gh2xVeGi3NBe9leI5zjuf0zVRzoMbvi5coq+Da1JM7X9 -w8ENCivcG+LQ1RsKBsqXuMC3Y++OZnSGfvaRwBkueLFNqYjPB893hlFD+pNc -cFhl4KMl+gFX5k62MS7wmnryOh4tNm1V/PYbF8iMjF5uRluPjf651ckFMWyX -5Pl88b5v+k7u2EcuyGV8jd6Gfvtzv/6mN1zAvLpQfQF904BHW7KRC3j7ZWpe -oX/9Vhb885gLogWOn+fyY1BbzLSbW6q5oGVKbLUpWv399f2lZVwQprP5WhT6 -ehT18Uo+F2TqyLx/hn5cqrwi+A4XyCm09bD443j9ZaPvdpMLrKYTH5HoOc1i -JYtrWP/h00fC0Z3F1MiGi1ygwvpqtBZd8Z4RqBjNBVuIJN2Zf94p3SwVge3J -FHHUDsDznkjIuOAJLnBMO2Lmhz6mWvSOx5cLaouec5eiLXtNQzi8uCCctLw1 -jr5wtecbfT8X9F9VpCkGMiiLt9y8HM5c8OneWW0PtKCG+09uO2z/0WjDDHRz -YMRFASsu6HPfLfoV7e/O2S9pygVqc/KUeBCDevgs9YcCcAH/McGNu9DzQT0F -WnpcMPh4a3wCemzHKYmtGlww/vB78St0+ho5rT3KXHCERfkOPRj35/qweR95 -LhCcVTxMop91GB69sIILfL4QbCfR4eIS53LFsD8LaT6V6FyuRnjOzwXypGLZ -BDpnBUvGEBcX7NQrfKZ4gkEFZken87ByQRJvWcE+9LNnYhvXz3OC7rTzgVto -qaCAoD3/ccJGov3PJ7RJ1AHz6B+cUKlmas8fgvfpqPKKyiFO4CfexZuh09+t -rhjs4YTAtclJZ9DzZy5vkezghN6OhqBatKEv5Wn9nhMaydC1f9D6aheWxbzm -BO6dveXKJxmUIvOZ47MGTjjVLiHggXZ+s1WW5TEnaHqbb7qFLjWa8DWu5oRb -YTfMP6JXXk02O1fGCeJb5VfzheJ8Ll2d9SqfEzo7xdo3oxXEwiIEszihVC7R -LRR95NupTqdbnDDf9qCuHF3cIH4/7zon/Iy893MU/WlhPc9MAifwxt6aWRmG -51+nh+3mMZzgJJP22QHdqpEtnXaGEy7YdMQnoJe59nT8d5IT/Jg+Es/Rkhv2 -cVkFcMLq9vMn59GZV+Xz8r05Ye8xqFgfjvmqX1nNeYgTCmUePT2Etojcpenp -zgl1q1bm30a/5qxb9no3J2Seizv4AZ330+mI+i5OEFKSnec6hesjuUEu2ZIT -GppYDxmhZ/faAutWrH9+R4E/unNlHXWM5IT98urP89CmWSF3unQ54Vz04+ou -9IJnar+VBidU6UtHCkUwqIatapFPlTlhZr2PvCn69j7TMF0FTujS/pQWipZV -n2spk+aE0yPek6Xot0ddQpUlOGGqYc/yAXTw8gtheYKckCBTJyNxmkGFRd1s -XcPLCSMK5fPb0AdVS0/k0zGeHueyCLTcp4HjqoscoKv6dWMFuijQ9X7FNAfk -NFlnD6F9DcHUcJID/LZ/7pc8g+eR82VyL8Y44KtCItMS3dz/2cx2gAOW0tIn -ItC2HH2V/V0csNAtXVuO1mueORD4mQOMh9XcBtEXta32cLdyQN21iS7xSLxv -7hO6nN7EAYyMMB0LdNilE+y6DRzw/Pa0ZxiaKVRV8/4RB+QuhgeWoJV2s+Yd -r8bn/GrOvWha341Wxj0OGJlTWCF0lkFt1SvVLCvggNjGszWb0XILMc27sjnA -yP6AWiD6v3f7U2dvc0Cr18ipXLSD25mbmUkcEHRnbcFndIOdwtttVzhAOsS8 -jOscg7qz97r6zAUOCDPbd0UPra0qWZ97jgO8zRK3e6GPOM+FO5ziAGbC1EAq -ejb23AGeExxQL1Dk8BptZcIe9MSXA35ltOTMoxN4mouDjnBA8WR4i3IUg0o0 -X8urfoADpK59+OiEFtztHz/uygH5M9/vx6FLTzDX5TtygNnxIb+H6IXm5f95 -7uSAyDVfecfRd51VP6+15IBa9bHTy6IxfiL288QWDnA+qfLeHF12J/5PJckB -4h8fL51Ae1bfUArX44DZH3XceegXjzlPmGpyQJHjpl9t6Lwl4y5hVQ6ojPKq -YD/PoDQS8x2+reYAzxc2u7TQii7Zg+UrOeDADoF3+9DiwqlRUcs44LJug9IV -dMm6/7T3iHCAk/959ydorb8r/qozMN8dAQE/0GmHz9Vzc3HAD4W7B6RicD2w -vZEywILx/9HVMkdf1W8IrZ9nh8P1Jr1B6Ieupw9m/GWHqJ8Dh7PRFQ+NHM/8 -ZAebes3WVvRFtkBrj1F2KHPeJraETr6VamHej983bdFTiWVQo2mKZupd7GA3 -Zai/G/21NWWr5Gd2SCy1kIxGJ+V7mdBb2SE7L6atHF1gIgmTTewQEyzg14P2 -Oqyg29vADvI35sd5L+B+flZAufUxO0ju22+ii5a64yLeUMMOMiv2hnqg9wZc -ma8pZweNH8SVy2iGmUZbaRE7XP8aGVWHfsHxMicvlx2UvrQ7jqALNb96ZmWw -Q9gDRV6ROFyfR2ZXZKSyw3uNuFskmqOt+FnaNXYo75cgjqAvGkY7piewg6/V -mPMNdPGEUGdmDDtMfhGPr0ffshw0z41kB5+2B6nf0RabLmcVhbHDW/+RGPF4 -BrVxS95QZRA7pLx+aL8JvXfnM8EnPuxg+3Ub3RtdN35C7rUXO8RdKLuShN4i -tm9Zhwc7LGawLNWj6x0k/464ssPDd/aW39HXKvXL5xzZgbz3IkTsIq6Hxftt -GLvY4QV15DygDxlpvpXbzg7qHnsCvdAKX8zXGpiyw7bhgs3X0Dle5vttjdmB -ER7w+xH6zvZPwccN2MGZfHtmGD2wM/FgvDY7lK5rmRRIwP2ldrVa4Tp26NBJ -2KSPnlbXf/NaiR10FVYF7Ef/fRe4aUIO81GeGR2Pjl5xLl5Imh04TsudvI+e -YBEs0JVgBz+Rx1bdaNeWVynuQjg+es/TOS/heqPvsucCHztwGybdXIfucgod -u8/BDvs9WUUc0Ur5n8z6aZi/hB7v02jRGekAoXk63KBM8vPQjJO8Rzb/pQPv -rGnjO3RLrY1K0E865EgtNcygfdNyqgpG6TD3X0TOyssM6rTbU66+fjrU6fce -MkM7XnSXleymg2C8Np8PmpPHYGlnOx3cfK8nJqEvcDEyE97TIc1ZdP4xWpA3 -ib25mQ6e+U1bhtBCfdeUeV/QQfV2kx9xBe/nOS8ELevpIH5obaQWevOjX1UJ -D+lwcuWSvxO69eN7yQ/36fC42cUsEr28Z72eZBk+3+20lIf2Fv4gvLeADgVp -fCkt6MrxsLyCbDq8dI0WnUJ3rZr++zeNDq1buwKWJ+J+W8EzvymFDlcmFKo3 -oYmPZ6quXKXD7faAr57ozbNr1ny7iPH6dQ8koPe9e7VNK4YOp0WC31WiL5Ha -cjGRdEhh3ZX+BV21X6+oK4wOSUeid9Cu4n0iIXdQK5gOg4cVhhXQPVut3l70 -pYMJm4n7NvT8JrYDI0foIKs0VeeDlj6SkmdykA6JNdYL19FZnwaT7rjTIeak -h+xDtEjj4/WsTnT4LGem1It2K5wP2G9HBys7hij7NZz/0oHujdZ0+HWzaUAJ -7dJL/7PWgg4/fC4nW6HXd0QpXzGhwzM9f3V/9Eqxj1yzRnRIMIsuSkLzvWyO -3adHh7LOr3x16AVjq+I3mnSwk76woxedO73BT1+NDgcVM0/SrzOo4VCvz3mK -dMhc1IpRRJMRLzol5OhQnOh40hK97e36UxdW4PfPpHf4oP1tLj5aEKfDDudU -vmtoTY4nyX5CdGgR6y6qRo9wFjNG+eiwJYW5vvPf83NG0ns56RAdzHVrEX3m -sVPjFxY6DGmIjMveYFBfiAl2eyYbBOpryGxBq3T2dL6fYoPJsQBdTzRvxnLT -HZNs8CVhQicOrTl4eWvrOBtkud5bVoImjdd27Bxig9rTLf3v0BoOnxc+9bJB -DrdT4h/08k/nK/Z0soEE88BqsSS8X/ipzPZ+YgNBc9YMXbTOr6o3nu/YoL/F -eGkP+ozIMvXfTWzg7KpjEo52LzKXCX/OBm/KJo+lo1tj9FO5KTbY4BcVUY9+ -Gf4tPamWDfQN2YL60ePuuuvW3Mfvk8J2siczqE1cWqY1pWwgPM8qugbdZvZ2 -yKKADdLe3H1khj79l0b0ZLOBn0eYpRc6oauxJiCdDdToifVx6LjXUqO8qWyQ -1zu7vBg9epZ5K/saG4wuf+76Fv382cEPRpfY4NZr+vmf6E/k7rgvsWzwcOLV -dYEUBvXxzodnwefYYCxYIW49OjC+LVQsgg3PE4qHdqI3Xd5fXhXCBqvX9yv5 -o5W0wg86BrAB75+DH66i/X+uTpo/xgbPjBr2V6KjlA5szjjMBrOVvJ0f0Wm6 -G722erCBz9B2vb/oavf7PBOubMBve/OUaCqDsn//US5pN+b3GL1Q+5/zsyqN -bTE/ySmP7dA142vrflixgcGqIw8C0fExAXo3zdmgxir25nX0U/s4ZQsTNrhk -Qz9wH70kHHplzogNWLd9F/2EDthv41WkxwaGO3eU/IfuaZa476bFBuNem9VE -buJ98+E3H5F1bFB64f11TXR66KNbTUoYXzJjcCf6luGDDZHybHDCi3O5H3oL -3zAYyLBBbFOz/hX0+GfH6r+SbPDS95hxGfqCl2zqPRE20OJlrmtBdx6xHTnG -zwZtGlEcE2gtN45MVR42UA6SfM53i0Gdu2P57AedDWRtXx5RRoP3RqvSJVaY -N8ycM0ebtPwEvzlWKE2s8PVEd5WGpur8ZYX3eYzWaHRO8+xu5k9WiGuol8hB -X6w5e+rZGCsMLv9q9gz94YsmZ/wgK1R8Obq3Dz3urfDHrpcViiTO7lv6V/+p -AGPZTlYI7Ve1XHEb+29s4+SPT6wwqhcmbYAWc09nqXvHCo/5wjsc0RHO1b5x -r1mBgyTDg9A7lXPAuZEVfuW0cl9DbxuM8VarZwV+7s0R99Cux89Os9SxgvWq -O11v0Z0hVV1tVaxAS1uQ/37733piIlN8Dy3lYcedhvvzM5uH54qwvWsHjq1G -n9+5VOZylxUEd8T7bk779/8bgUsb7rDCV/oRF3d08MHPOcK3WeFqaYJGOHpk -wDLrVxIrnCpmn0xB30lnTr1NZIWG7d3JVehjpxgZJRexve9Xr/2AfqRcePtS -DCs88fmR/RPdIcyc8D3LCs9tgJsvHePdr3zV7hQrNF9UdVD8Zy6PWP0QVnDQ -eZZggmYtbX23MoAVllvyl7mjb1IZnlzHWUG1QeZhGFrtwKL15GFWGIhmLUtG -Z5+WiO70YAUZn+cJlegj5St4Xrixgrx1kMM79BnbjZ0Ve1ihbWgVz3d07sm7 -M5l2rJD+oz2XMwPv95Pxe6/YsMINIldVDn1go4xo5DZWyBhISjNCe6ReFgrY -ygo29LrZ3eh9c8K7DxmzAs9vGTIQ/YbeNexkyAob1rQeu4wuEV35eMcGVmAR -7IopRLcZCnWaabBCtcCOi43oScPRjcaqrJAWqh/Wh353oXNQX5EVtG7m2jHR -4ZYr32vLYf8U35EUz2RQoY4/WTSkWWH8m8HL9eh+rTMB6yRZYWpfxF5LdIEY -v5KaCCucNT05eBD9uPe9tBo/KxxK17M9g94ix2m3jocVvns3Fd9Ef1g23LSe -nRXuFej9vo++WVoSoU1jhSXja7Lv0IkBqX768yxQLzJsMIbuyh2+A1Ms4Dpj -ZEy/w6DuqXzkN5tkAZnqvPXSaI7raTU231mgl389oYt2EYu+tWeYBXyqBj7s -QGslNNUe+MYCHrveRR1Bbz1dJOTXxQKa52hyUegKUe+siHYW2Nt5pjAN7bDc -6mjCBxbY2esuU4OeZ088mvaWBa7wF5xqRd8aDs0qfcUCz74cfjWGvn3CWuBp -AwvcyCtaYsvC+6jQjvJPT1hA9NMp2RXocyXPY8ZqWcDr3nc1HfT08O9EWhUL -rDzHqmiN9p+Rfid+jwVYYpv5PNGvay6T6kUs4DZp33Ua/TX9Uq/5XRbo6i9O -SUEP1u8v97jDAk/CuozL0e0tdpWnb7NA3pvJT03oYrHSwdvJLDDaNWXXj755 -6sGWuquYj4KZ+nm0x4UnHzoTWPB+xLZMJBvniz3fJWYsC5zXXeWqgs5NGQ+S -jmKBcGpvggk6LDP/gvFpFii68qbAGX3Z9uqrA6Es0BToWxGAtlSf0ogLYoEs -ld158dn/fq9c2XjPlwUKjlyOzUZ7mLpHdhxlgeLuVQ516NAj7IdYPVlAbc1y -wY/onTFu/ir7WWDq6/nqcbQG+5NcB1cW6Lvoa8GWg+f/rwG0c7tZYODRwKtl -6KCb7yPu2eJ4GP6urYF+7r5WvteaBcpPXk8wR9/8+vY7/zYWKO0e/eCOrrcW -7oCtLHDG5y/7CfTYhW0jfsYskHv2mfwltPzEa8lcQxbg2uemnovW8xw9+mUD -C0hYflR8lPPv97PZXn5NbO8JVcZHdK3szsCtaiwQIxrUO4a+y2qhdEqJBZy3 -PkhnycXzoKEus0qeBYjVrJYSaInwgB+/ZFhg7LnToBo6acmeqSzFAuxqrUe2 -oGfO6yp6irGAkYt3jxPa38PPJ0eQBTTMDcAP7X7U9WM/Hws4dm9JiEHXLtnv -kuNiAV5a8qs09FmO6u/72VggPsbwdyVa9ldHes4iDVjMjbheoxvKpY6OzNKg -hDuPtw8929Ruo/KXBu9izzGn0O/1j233/UWDrIjuL3x3cX+P1dtbPU6DjGQq -dxWa91ly3OIQDXaGaLvroj8Hjb3e+o0Gxx+ZclqhRWouyl7uosHYNMut/f++ -X/4t7ks7DfgrjkmHoG/WmfKs/kiDXT7JCQnob+tlbvm10OB2Xuz3LLRj0iug -mmgg3Gyp+wCdG5M3zWikwaFN333foh1kpSnXehqUefml9KOPMuNTSutoEHRz -tGQGPaPpeJalhgYtq5zLiTyc/+79YbYVNHDc+jFrFfpbUmJUXgkN7DY7n92A -lj3WdGshnwZXrBZtLNHhf37W78rB9l9r4NuLvlXp+V9BBsan96AqED36IFWT -7RYNbuwesrqAZkZ/P+WcRAMVLvtPaWilZc8/VSXSYNRGyKIC3Tcet0EogQZi -GxSKX6CtJ/KyjsXS4Pf95MVOdEX8OcnmczS4SQUZ/fpXXsH55LWnaSC56dVR -ej6DUs2RWnkhlAZ+K1JjJdC/rQpKx4JoUKP655oKmvPP7a2Wfljflu4EQP/Z -uXegxJsGeusPBNui6bluMUKHadBTfsXKE30pha4R7EEDiPYWCUM/tK7r/epG -gwlX1leX0NFuf65udsL2j+w+moX+9UFsW6E9DZxfhC9WoRuVr7GL7KSBS1Jw -RNO/eBw7noZvp8HWHzY/u9ASlG3kiBkNftgJW02ipXQDN9ua0CDO/uVNegGD -usFdwF5P0mDwaEi7ODpyYt9LNQMazDHU6croq4ICcbd1aOBR+FfaCN1LrNpO -aNBgef4HxR1ozwluxilVGlQf+iDrgb6gqvfmpyINLMlF7mB0TqXshX3yNIg/ -7dIX+6+8Tm2TNhkafAiYu3ur4N98HpmzkML6XLpdStHSCUXFlBgN7gUJsT1F -9/3467RBiAYmv9OTPqK/XdNlLyVo8Ix5SWoYXcccyVvDjf1XO54wi27hCdua -SafBGYu6Sd5CBtXNf6hLikaD5noeE2m09iXyi9r0Eiml3huljt5bpju2ZmKJ -LL69pXoTujIrd3TV4BJ5ntek3Rb92zn4s8zXJTLTf2DkIFr4Tkq59Iclku3V -utETaIpnIUSmaYm8Pa3WcQG9eemKyqr6JfLEwFjNLXRKtfmr1TVLZJL30ZgS -9B99MWvVUqzfq86UQh93HavTzl0iyYL+qVb0lYYHgnB7iTwwPXa9H7376wlL -y2tLpLhIp/xftHPv8qN74pZIwbq6LI4iBsXfdvO4V+QSCdnJQhLo0fjvdmEh -S+Srk8G+SuiY2xzSl32WSL3hvZQ+ut3zW2POIazvgvvSNnSieIj1I9clcm4h -VM0FTUtpqGqzWyL7PtVtP4Y+eufJ/KTlElmWpuwSgXYtObCC32SJbOh+53wZ -XTJfvkzNYIksEr1vmYnujM/+baWxRF6s61UpRyut0c32VVoiF7Y4LzxFT+44 -qnZj5RIpL63++AP6uR1crhNfIrMLPI4PoO8ZVL4cYGB/WLAK/kXfaH7ZxuDA -9jsIZrEX4337csQD/YVF0mxVqoIY2qP5y3HP/xbJbTPZyavR1ee6ZpLGF8l3 -0vpMHfS6kLhdr74tkjs+7bUxRX9SGD3F7FgkR23lrzugB+rnQ9a3LpIe72Kb -DqFlyFebPV8ukicDUn8FozvMHDszniySpw65csagUzaXkZ1Vi2Thqy5GMvrX -to7j4iWL5Kr7Kznz0JI6X73schbJuo3rflWjxS8+XXf91iJp6ivY9ALdf+XG -o7ari+Rlh5Zrn9FiBvuFl8UtksK/fWyG0RWaWupukfjccJE5hX71RVQ4N2SR -jFeJSOUowfPsJtGHEz6LZO69eUWxkn+/B8AaPc9Fcv/90DwF9F/JHPsoN/xe -ilNSG92/ZpfZB/tF8kl9zkkTtKbGnvlVVovkjwi3N7vQTKrpWMCWRXJyjaHg -frQHb1XmC8NFcipq81Y/dPOU6tXlWoukunv40TPoFLEtm/yVF0m+4Mmzl9FT -BYyS16sWSauou/Hp/+LLSPuksGyRfEzejS75V/8l7pozgovkGbsZ30do0ToP -2x6uRVLQ545VM1pOuDHfiLZISmkWL+9EH1UxqU6fXiDTDVd+HUUHm02Fsv5c -ICUU2C7OoA1t/ps6OLRAqkS4rOMsZVAHP9qvedO1QLK36zwTRTfzbeDT/rRA -qlbfMJNH534uyU5rXiCz0s490UDzP2j/yd2wQFI8XIrG6G1fWr4HPVwg/f0U -I63R67nLUgfLF0hx0x9vXNA+1ddn7AoWyGv/ufAeRUvN3WZ/mblAOvWd0T+J -HooZogxSFsh9x9ydYtAJjy4q3bu8QGpN047dQGtdLTdSjFkgF1u9/LLRb3IC -ljIiFsgo6xzPcnTc+v+8pIIXSO2H1TYUWk5o5+mkYwvkMqf8tW/ROk9LjUQP -LpATx89MdaJZndblXHNZINdrm1aOondd/VMuardA0vpYPKbRy5/IHEq2XCAt -s2vY2ctwvr39TC03WSBLC/xShNBHrOHJHYMFsmjZBpmV6CDPU3vXai6QHqJE -kir6xdfq3Iq1WF71PM0AvZVbOMFo1QK5S4zHxQx9Y6BK7LXkArl8C1lohzZd -bCJ3Cy6QdJs74/v+lXcqmGuUa4E8Y6Qv7YMWVhg8fpK2QHIKMzaHo4+bbwwk -ZpjkRJP8ngvo9I588Ts/mWSCa9T+JHTfbjt73WEmqVCv45aNpg94qb/rZpJL -veT2e+j51WI5h9uYpOvdu6qP0boHz1bQ3zLJ5JkA2mu0UEjPnsznTJK9suT5 -Z7R9k0Mq+YhJEpVO4QPoaIdlvj2VTFLxbeSaSXRBmV336SIm+ef92oYFtNu0 -bp9cNpNUTdizi+ce7ofdf068vMkkcxolPomhz+VXZR+7yiT3GR01l0MLqZTv -F4tjkrHlTmXr0Idfid9/Eskkz3f+4DZEt/pLJnudZJIdR5XszdDsRaO84n5M -0ktU9Lot+ufph/zPD2N9EdWN7uh7CU/vBOxlkv7W4uNH0XcWNRoUdjPJ7tUG -rCFok2hj/3YbJqmeqcQXhdY6JFcab8YkX9qNcl1B7zvGCN4ETJL18+mZW+jY -P7pNsxuY5LvyqS956Pb2jrvl65jkYb8dZZXoPRcU+b3XMEnP1KQTFNp5wXlJ -UYZJvi9o0WxG85WVBg+JMUk+Gdq3z2ip/N3BOQwmyXJs3dl+dF7QtYUDHExy -lNtD/Cf6mloqt+LiPHnDPTtt7l953jmp43/nSYvOKQmOctz/7CZLy37Mk/e6 -90YLoucuPzALHpwn17weH1qOLrLU9yC75kl/Zqq+InrKoIyF+9M8+fFV4BlN -tNUNx5Ufm+dJvejIh0boRTHfJxkN8+T60y9GzNHlzA3dx+rmyUqWbdx26HXc -30ONKufJ0zbCK9zRWaebk/iL5snO4tXyR/49V5Jc/y1rnqyyj5MOQidZCJlW -3Zwna86a8p355+KZ9rir86TS4b0/4tAXbxJD++LmyUmdnvob6KWuRG+Ds/Nk -g8SL2Ey0zOOmY6Kh86SojsyWIrQGfWbkl988OXXvx58qtMu0S+cbr3lyc6Hu -jXr0ahfYUrRvniw05FBpRlee6FeI3zNPXg9zvt+GzuWJD/PeOU8ahxtr9KHP -2USY2VjMk+WWD++Mo13pbLFam+bJJ/+1cEyhDZ1dNi7TnyflQ6NcaRV4PuL+ -5MGiMU8e6OvL50E/0Lu3OKo0T87Lj4+IoNOv6vF8lMX3ybtSMuiNelXRTyTn -yWUKyzcpoVc0HvcvEpwnuV9aO2uiwbq0JZV7nvwjYua1ER2373HqBZZ58v1/ -PEdN0Sc4hj+Ezs6RaZZpe3egLzzwP3lsco40W+Dc5oRm9Su9uG90jizq3654 -AG18e5DPsW+OrGkPnD2GzpXZN23VMUfuvhf1+ETFv7/387U0bZ0jY4zOBkei -7XjceY1fzZEa2wPk49FesaGahvVz5Mlc1+fX0WHxgg26D+ZIN36zPenoq5t9 -6nTuzZGq5jr9eWi2XUNSOvlz5GrBde7laMaHp306mXNk5Urd1ofoWGs7Qi9l -jvRQddB5jiZf/LhteGWO7Bm5cuntv/wVfk00jp0jR2kTXz+jq3v9xk3PzJFX -ZXyl+9CTD1nuWofMkQtjK23H0KfpnQ2Ovhg/O9upP//y/dvGZP/hObKOWHGL -iV6zrkr++N45cn9aQAl7Jc7vDy4HwnbPkbFW/PcZ6LlDN9njdsyRh+79LhVH -tw8+pd80nyNP2cunr0QHVyruKzKeI9Nf5UcqoVULZFc80ZsjOxNj9migy3jZ -tD+snyOjdBpXG6BPx63KH1GaI120PYc3o/+Yt51Ykp0jrfgCblmit34MyBJf -NkcWaP3cYoe+I2+nuF5ojpSX7+l3QV/KfMthyYP5sDQPOojOX6Fn5Mk6R0qt -0Fw4hl79+fubqLlZsmYp80QwOiV40/3s37Nkt9PNkQj0ceGrfxrGZkn16/Lb -Y9B3lXRjhr7Nkg94N+deRgdmxflxd86Sn6WYf5LRbz8M31P9MEtGSdvpZP4r -P/jull2vZ0mpw7u889EsFQqqJ5/Nkp7bmcn30GdEHx+683CWrJW0e/AAbX29 -+b/XFbPkhMT+t/Vo5uXiD1OFs6RponL7K3TJ20dsctmzZN6rirZW9ETonnM2 -t2bJ3Uu0pg60pGqfbcS1WdLdR6K8D63UVRpQGj9LStovJYyit/yQ7+89N0sm -DdW6T6Kvy6enC4fPkr62Nmtm/+WnNDzfNHCWbH/b8I12n0Gpr1xJC/eeJbPO -rLjKhX5xdOhOxYFZUu66m64A2vuX+pVxl1nSR+3ye3G0u5d7k7w95ut45V4Z -dMzCp+1uVrNkeWDr4Gq0g/qfZTe3zpIzzt9d1dCO3yXXtxvNklcNed5oo7+F -F10S2zBLvldUV9+IzrhK6NivmyVbNPbHmKDPGGXIJa2ZJdd55n3ahl4++cKh -Q2aWdPtAl9iFPhEx0rpcYpY8GxpuvQf9VPrglb0Cs2SMh3jYXjTtQM71u1yz -JNelz7c9/71vxts9QZslvWaeVh5HP5FZOLxhdoZsSu2mgtC8mb26ZyZnSCXv -dU/D0XbfpCyaR2dInf21NefQAY6ityW+zZD+3uey49BKnzXXH/wyQ24KSYxK -RNde7ma//36GfOEz6pSCzhENX8b+eoac1U9Yk4HWsQ0+Zv9shqx6GDWSi96T -rM2S/3CGvPvhY1ox2jBu5XtmxQy5x/20RSW6RyOzd0fRDGlseHG8Fr0wuVIl -L3uGzDaiRdajb5znrly6NUNSBt3ES3Qm43mw4/UZspCucukt+tXCo6DyizPk -gUMT7J/+xbvGrYyIniGH1db6daI7qoXlvU7NkKJyAx/60G82mLa+CMJ8cMkq -j6CdYw9Urz4+Q77OHAyeQIuPfvkUfWiGbC7Sqf0Pvf+HsMqI2wx5c1Di9xx6 -Q3T4AwvHGfIb/YoMSxXWzzwXXmIzQ7pTWZs40Z5/koKFzTHeJjsnAj3pIX83 -xBjL/1B4WBidn53M26c3QxrFFHhLoj+57M8215ghx6/YH5JBP776x6di7Qx5 -OanSXgE9klHjIy03Q+pvfGWgjN62YVXWBakZslguRWw9+qZbBueM8AwpNKo4 -rIN2DMm6fZBvhjylGF5siN6if8ujjT5DrjqZengTen3JvJPpwjRp7x8lZYZ+ -pKN59sHfaTI4d9Oz7WiBuMoOlYlpUjqrzX0XOqR60jVzaJoc+rvlP0e0yQoX -IfGeabJU8Xq4K3q33+E/Fz9Pk7ufvmTuRzPqY1k43k2TK0wHfQ+j6w+tN4x4 -OU3q6v78egx9V+LjnVlqmmSIjG8MQN/rGNQKfDBNOtt3XQv5lx+2zsnJe9Pk -r+CmvlPozk2KHccLpsnuiSr5c+i/1zeNTdzB99XuusSiSat0+eM3p8mR3PT4 -BLQSf+X5X1enSc3G7HtX0YtvpoT846dJg+na5uSqf39/0vV86tw0qXhnqOs2 -mqjoSQ8NnyZDVFQG76DXOvlnsARNk19mLn27+z9H9x3Pxf8HAJy+KEJCKSml -ohKpVEReUZGkSBQNMisRykgoys5WRiW7KHvPs/fee++9hfB73e/P5+M+n7v3 -3b33OvQXKqZiB328P53dTX/Qly7ysezUWYZTjflEHNqoWeKjv+oybHz79iMZ -/X1r6d6j95fBc3eYcQZ65ppQfazcMhz26RXPQXM+oo29JL0MgoZKVIVoAZ2k -mHLxZWzfbM0qRUtVJtWqXFwGc/1V3SryuNTHXeNn8H0dP7OzHn2j3d/cgncZ -duol/GlGi3S9othxZBkarGzEOtBlc47hwRzLIB0UUtSDvkV7/8WFXcsgx7rv -2iD5PlSV5SsZluHersm0UfQDa1pFTZpl2N29/+gUWl1ywOTfxhJERsTZzaEz -67WSPy8vQULkn64lNMtXOhaBmSU4sYuFbw29R+X2p/KRJXi8d9RwE53MHnfo -ae8SXB08E/VfCmPOqzNRddRtS8AQutC1Fe0skRsQWrcEDlZnttKjjS/o2l4t -X4J2/5mjTOg/14/bDeYvQTjHWRFWtMPfN4H2mUtw9OiG5B70KktH/YmkJeiv -U5TmQEN8FWd11BJsiItJHETnCtZ+eB2+BCyfMk4fQf+U1Nhk/7EEUFLLdgzd -2UHlmeezBMe32y7won+cOy+i674Ey9qtxafQ11tMV1kdl0BmvM7jLPrW5xvV -hPUSPA8zvnOBDJ/tqTRd8yVgDSykFUGP0v1K2fNqCdz7i1LE0KVV58qKdJeg -w9jyoQR6IU9lxlhzCW6qTC5fQzMd8jvO/WgJ5jzYnaTR+5+/Mm5WXALdfbQs -smhr7Rf1jreWoGcu01MOnX5065VLUktwmvki7V30xY2i/FlYgt8GH03uoYc/ -nVL8KbQE6v8FtqmgryYVLD06vQRLme7nHqOXAul+7TqB79NFxf4J2pWwfVrF -tQTaGpQ1mmijovQLDvuWIPW4446nKeT6Gf5dV1iXsL6/eE0XzZOtTbFJvwTv -Tsi80kc7vR75m0G9BEoCLj6G6J7vwhtvNhbBNIuIf43mle7ZIby8CHVxQwWm -6IJSdb6V6UVoHqOuMkcfTZFSSh9ZhJErh6os0SsTu5wseheh+7No4Xvy+Trd -LYG2RXiR8iDhA/rsvBMTVf0iDFrY+Nqh/1VcVi8tX4TXqYmvHdE+lBuZbgWL -0Ci8JPWJjC9ZNw7ey1qEX1U3mN3QBw1inDmTF4FXIrneA81fnrgxEr0ITx+J -fvImn19ev1nCz0U4Ndwj4oN2cSlcsQpcBI7Qn31+6Cch/e9l/PD+lLzff0Mr -Zhcz7PVcBO3syF0/0COtaz+GnRYh328qKAhdfYbuQsqHRbgcqnE0FP2flGWd -vcUiPPJhCAxHSzR2GyobL8KzEzM7I9BbOzNZT+qjmXe8/U3Gv4Af6ZvaiyC3 -Rb89Cm3qx6LRoLoIrZFMZ2PRU66hDJH3FyE4fdU6Hr1o1ZX2Xn4RljtPlSSi -v0bI6ty/sQjniATqFLSGq9Wu01cW4R6N08U09OGJ9Xw60UXQUU7WzkB359w3 -GhRcBJ6Hok5ZaANpjoO5fHj9WM4wgoyPlE0V37kXQWNRIyUXfSaExewt5yL0 -l9Dn5qMZeDQOqexZBNai/XmF6Nj8OyXCOxdByM4/vRhdPGnwgp1uEQwC7SJL -0ZH3bjL827II6RGDHuVohdlXkV1rC7DzXIZBJfrQiMmVvIUFUKynk6om40P4 -QHP45AKIs7Sw1qJfN9zU+TS0AF+tudvq0L2KMGvUjf+PWPnSgD5986axSssC -nGRWlGlCf2OlmpeoXQCXK6LLzWgu6eVnJ8sWIDo33r+VjC9Ecuvu/AWg35F5 -rh3t71gvviVzAfb+eVDSga5Y6AqaSlyAS2yf73SR8dfp+Up71AIMVeg2dKO3 -M267Xha+AHpS/bK9aOb30i5pPxbg8uZGdh86jj23JMJ3AbKf5/EMkO9DgXLV -32MBpDYEHAbJ59f27aCL0wJcO3mrZwgt5sct+v7DAjBp7RcYIfOnpNM3X1ss -wHm2YNNR9A5XeblnxgvAEdOdPIZWy9h7XVV/Aa76tE6Ok/GN6cBZJZ0FEBby -4phEc/jOMd1SWwCPvzuuTKH5/Hh7JZUXYFZU4ck0etbjUcjlO3j/T9VMZ9As -F/ffE5FZgMC2i7azaD2bzbXzVxfAfn7QaQ4t5+3ncfbSAgTv0HKYJ9Nf7Xu2 -0+cXYNkxw3KBjH8NN1xOnVoAm4yJ54vk83vpMsd/bAGc1tZuL6ETorokTx1a -gHM/Jk4uowNrGhwF2BdgYSWX8i866w5NxhmWBeB/9K6KtNMgbds5+gVw3nPM -awVNaWQyJEy9AIlviNurZH63p79bbGMezCuuU62R6eXUcOHV5XmoUymOJR1+ -jd1XZmYeul+IKf5DW3GyKimMzkPe9bhZ0lKpLzYf9M0D1dnDdutk/iee6aXV -Pg9M+j7MG2ihw1+ZDRrm4dvFnT6kWdeC3r6tnAenZi+WTXTNt2dV9kXz0GbN -5UCahdmZ7jMxDzmvcxZIB/r9OBWSOg/+owbKFKmMObt/Xb4UHzcPs2wXkklT -D289mxc5D/bndm+nRPOfc2OqD5kHFZOd90lfCDdoHPg2D+/oT34n7Wkjab38 -eR5uHnvWRlpU6jfLdrd5UP1bvmMLOjlM+BOnwzw8j7h3iXTxh09jgtbzYKO9 -Q4O02poYv4z5PJTeX3pPWkFlQkn91TwQP3f4kDbhEtA0fzEPm2aPw0hz0oYr -emnNg9fM4G/SYsujJ6Iez4OHQEQk6f20vv3F9/B6yr+DSEu73nzXLzcPlY7T -7qTv04aub0rPQ1SXmRnp/FMij/dfmYeLr27cJ10xGh0oIjoP42o6AqRv3flW -oHJuHj4QdRT/P54cWGrOPw+0YW6l5P2GflGO+cozD7VHg5xIz4RoGmcdnAeT -u3RXSavlqe7r2TsP/eJVi+Tzzdw6GvgfyzwIrU//IG2SEUB9jH4emL2NJEh/ -UuKUlqWeB15m5U7yfZl+oNV9tTEH6dbhBqQX9v977r88B9zjj/6R77/3zJfr -eTNzIKJo8570MQrT/8ZH54CxcPc6GX/eLVz6yto/B/vEDhiRVo1x2gEdc3Ag -72s3Gd8KKdZVnzfOgZi85zXSJ0cFP32pmoOhUapQMr5K+NV55RfPwarD0ioZ -v2cMTUxmc+Yg5PjzG6TpqHLPHkyfA+1CdU8yPYgxKZTfTpgDvrv9dWR64bev -FH3/Zw5uVExtJx3rUGsfFzYHalwOl8j0dleT4k9/wBzoSMfrkOlx3Hft127f -ORg9Y+BEptd7DZpWNzzm4GtVQRiZnr3nO3nfOc0BQZeQRqZ30y20cYkf5mC8 -/lIRmR8kizgwjFvMwZFdT8vJ/MJ028ZlLpM5qEsRLCXzk7cUDDIqL+egMCSc -IPObxtF7vF5P50CGyIkm86PyVOveiidzMD9l+4XMr5Lc+PS2PsDz71oxmUAP -ZW9UStydg1+79suR+Zt5ge9/72Tn4HTVwiEy/7t88wdDpuQcVO3/MEHml59O -JY+vwBzo95bFDJPlibH1dyHhOZBeqNIl89dt8mFcZmfm4JiA50Ey/9U9UmSe -yjsHZ/XYqvrJ92fpELZyZA5obJ68JvNvRzaPYJEDc9B85RULmb9ztX00tGKb -g8N2t3+T+f9C6zbmPKY5oNq3IkKWDyv38j7Q0M3Bep1RIVl+uOQqFcn8Nwes -loQUWb7cjtVt9fg3C1VDvXlk+bMyGp7ZsjgL7B0d51vQN9SiXx6cnoWPPAkh -ZPnVJHBs7unILPzz0KFtJMv70PQr8b2zsNL3T6eezG9P02v+a8Pf9xgTZPl4 -yTT/jlTDLOy73bijBv1d3H6HV+UsJM7uV64i62P2G37dRbMw63jnawVZ/uvW -zJ7MmYXiZuOmMjSjSOjut2mzUO/nREeW1/f1Dm0ri58FURevC2R5/ipsunDv -n1n4puf1iCzvy2KTbz8PmwX+xU8WZH1A0P5AWEbALHztsPEm6wu9N6oLGXxn -Qbzd9P/1CdPrhnFqHrPQE64fQ9Y3bJf+6CQ6zUL//LN4sj6SvnhiZNvHWZAw -fhFN1le+MnmfeWw5C4YdZiFkfcZBxEMy0WQWXFo9PJLI8sm7/PB2g1k4vy/d -LAHdrj5Rqv5sFn7cWrgfR5YnbN+FMtRnwZvzypkYMv7L2r9kfTgLzkIRVGT9 -amvxXX19xVnQlDheE0keN4wRLL01C78GCr1/kenniXjeket4vULrO2T97UlT -4m5r8Vnoc1SlJet3j88nnu66OAvVDU/SyPqf6M4xZlHBWXh73VmdrB+ycFKm -+/PNgoJtF9V3tPzlUO5V7lnwOPE40B8dYWl1X+XgLKw30p/zRXduFbmdsXcW -mI5M5n0m6xdCtnT7WWYhLYbyhhdZH3Ld5vSOfhZimWXL3Mn4nmhQ2Uc9C1cG -a6+4ouvfPGuQ3JyBB9meyc5ow6aAgN9/Z+DzWU8usr4cPprJu3NuBlha6+zJ -+jT76su3puMzUCx+b4isb2cZa7p0DczAgc1DYtZo91nJJ5JdM3An6JybFRne -4wVL0c0zIJji3foWvUThKLundgZEqsT3vyHzI2sJLZuyGbAzwiIM/bft+6XJ -/BkY43d3f4U+pXW96X7WDAx+Op9jgH70fZq/MHkGvrOeG9VDa/KIS52JnYGF -m67byfbH08qxA4ERM/Ao4yoP2T6JeOefxBgyAxwDKqJa6I93N+isvs0A6436 -G+pk/cah4MDU5xmo0I+9o0rWvyy+zjx2m4GAugWFh+jltNPvaxxm4ONC8C1l -8n1OnquUsJkBrjtZEkpkehtVak56OwMzOpICCujfP68EHDeegfnYy2xke8z2 -6u9DAfozsPNn9PJNtMh/l56wPJ2BmjzPWrI990vm10PHJzPw5O10qCS6OPIb -C8WDGSiQLDa8gr5TV2prehftxyF0Gd3j2x0/LTsDKcOzy6Jkfrri4v9Uagaq -g6XjhMn4z2or2nd5BtZFuDXPo0f5jH0fXpyBTi4nJrJ9eiGaMbr57Ay0Fpom -k+1XC64tlgp8M0DrOat4Et0gQkFdwz0DWvMrU2T791l12jXZgzPgctfL+ij5 -/Ju6xcr3zkD7gRwGLrK+ond4RpplBmzSbbwOoA83nVMupZ8BfddO5n3ova9L -3kjTzMBtinpnNjK9/Ngb4r05DQGvtTZY0G7HnuX4zE2D2y2f52R7/tOh/hvf -Bqfh3MzzGrK9b6I/Lh7cMg1y6X2naNFdwkOhEeXTYEBP6UiNdl248Co+exr+ -Xi1pp0TvVrz2JzNuGphzLx7bSCbz11e3S0KnIbxDRX8VfRJbLo0+02A+dyL6 -//0TnkW1/U7TsOdh1DDZfyG8PyVm3nIaagwH2KfRvHOPF6kMp6HEqU5qHH1R -50gwm+Y0bFl/oz+MVmHTT+K9Nw18+ztd+8n+pt5gfvEb0zAttvGrm+xvGzvO -cP8SXj+xO7Md/df3uZyBwDS4V38oI/tj3vlWLDsenoa47olasr/mZkvKlrDd -0zB2dn99NfqKs7dBLu00jO9lqypHL3GXX+7+NwWXuzryitHhmgVGG9NTcL3C -IC4ffebyKDVn/xRc5G/0I9BKf4NXLjdNAacsvQXZv6TC+EBWs3QKWg323E9B -J117S+GYOQW8PWt8CeT9h+oxx8RMwZ+e1PVodKHhN5um4CmoTpYvjkQPXTCS -2/w8Bf1hJU7h6J5c5bfHHaeAcYbzOtkf9oQje4uixRQoNSlvkv1lZp/phqxf -TsFPX7NYP/T+zMgjsepTkG1s9eAz+rEaXXa34hTAbz0KDzSV1+c4Jukp+GV8 -/ccn9KOw1A0J0Sl4wrRTyIF8n8d6Qk1O4fmSSss+kP2p02Yhv7nw9wGv771D -76WfWendNQX6/7F2maNpquN/7qWdgh72yMcmZH9bGf+fO/8moYxduNWQfD/V -tTQu05MwdSFfVo/sz5qiTSnpm4T2sBuZT9H3TK5lUjdNAotP7RFN9Pzi3K6r -pZPAdEnFXhXtcNE6/0PmJGwvGepXQa/fVi0oiJkEOZ03F5XI/sn3/9i2hkzC -5nVWZ3ny+SqWZN34Mgmc/mmNN9Fu3meS3BwnIdxOl53sX31w5fd6o8UkWAif -VL5C9h+GBn/ZbzAJRh3rHmLo2xcc32lrTIK4b1+BMFosvTolVmkS3Lw7ZgXJ -6/MMi/2TnoS15ck9Amiv1Mus0pcmgX5kz0WyP3iyR/aCj8AknHFUVeRGN995 -/3Po8CQ0buQ/P0Q+n3/SmhfYJkFe97o5B1qNdr+eI90kTE9PfWAj33e3bm7H -+gQM/UmzZ0YHH45QOz07Adq5kbZk/3VagtQN+4EJ8JcpsNxGxuff6ZZdzRPg -/XSbwX/oNjXj1fPlE6Au+ObhRhJjzmftccI9ewJoy/ZcWUEPOLpXjsdNgOGV -0cNkf/qN+hau62ET4Js2sUH2t1vaCRFhvhPw7OrRhlF01qEjwVSfJiB51Ttk -AL3/MVO55rsJ0J27pNeNlj5lJFxkNAGyl7lOt6Fp8rMnjmlPwPm/V6Yb0BbW -ugOflCeg7WTYz2p0C/0U59zNCaCfkVIpQx8Wzwy4f3kCrO/wby1E/yd4Uy3n -7AQwa6pEE+giQVbN4zwT8ORs1W1yPOJkhVOEF/sE8Fc5j5PjFZSZ3AKbDBNw -WvyzdQzaY/Pxsi7lBHD5TuyMRCeWRW60LowD0en1LZQcD3GyviY9Mg6F+1wO -/SDD169SntY+Dn0qbYHk+Il2YrQbb/U49ARbsnuT4WNZ9AjIGweTVTNXV/Su -W+G1zMnjoKtT9c8BHT9+8ZZDxDi4Tb3T+oAWj+TduvltHH54uZWQ4zmh72bX -TNzH4b3y5lEz9Ac/6pMzH8ZhXbzW0gjd8LD3y3PTcZiV3VrzAl2utSEy9Hwc -FCxDOHTQ7fZN7BqPx2Gt6qcGOb4Elf1neuXHYfjy7rAH5P2YBn5QuzYOXDUz -PYpo73U7+l6hcQgyE2aTQycxMleqnxyHT+fmpG6gD7llFgxyjsMixf5X5HjX -LX/K+Wcs40DVkOErhi57//DeNA0eD69JFSLHa0qvzxqvjsEWw0f1Z9BXz0jk -rE+OwcdjmiMn0bp/CvLtesegNW9omRx/k1e7ucbUOAYqgsOUh9CCvxW1v5WM -gZ+BDs0+dATnI6rjmWPA/PwZ9S60jG13Q3LMGOgxT28womNblJuvhYyBpMrq -HDkeuFtGenvTlzF4dtqldwv5viR4DXScxsDXLqLsXyJjzgtlS+pVyzHIl5KP -XiLHLx9nlbkYjkHHE7tPM2gNxWcEl9YYDOfc0BpD/3692Zd6fwwWbwcKDaAD -eTYE5W6OgfyKA00XOZ7JMJA4AmNwMZymuhndunxK3ebsGFDAPk9yPLR4Uk10 -P88YXPhdcrscrXBsSSKNfQwkapm2FaLfsr40VmIcg4kvi+nZ6AV5mfoFyjFo -7jF7mop+l0D30HtxFDo9vzHFo0fE+HacGx2FSTf1hN9otZNnJ5o6RmFXeoVc -GHrL8Le5NzWj8GquYySANP34oQMFoyC59/Nbcjx4v27Am/yUURhjWN7miT5I -I7Ty7PcodERTeTijO5iEA3f+GIXAVoLFFs0wy6Wf7jkKE89PeFihBcVM1TXt -RsFLTJLWDP00N8Vih/koWJ/aZWGIvmGsnZmhNwqZbH6jz9GVttSHnj0Zhdc1 -9fKa6MNybJFsiqOwdro4kRwP91E/cK/4+ihEsRgz30NrWXznMRMdBe6b3c/l -0BYubPtOCIwCc9zWbGk0a8qO052HR0GMbWY7Of5Of4P2mQfbKATf8b8rSo7n -l9jnSW4fBcXz23zPJZL7UzFeWt8YAS9vkSZ+9L73XC2JcyOQLXZ+xzH0epSk -l97QCChTr0ocQkvEburxtI0AVaqDITuabqVWp69yBMKPDvizoKlPSLwPyB2B -QxyMBD3am7Ux+UHSCPx+uq2LnH8gk7ZjO3vECGg1NyxvJGB9+bqpReu3Eeg8 -a0z/l5zfcdCDzt99BPyvj++bRT+u6Ut88HEEdLqFuMn5DsWsc+YHzEZgf64q -bz+6pfXqwz7dEWhOesLbge4XfnL/p+oItH28zN2IPmNVqa+nMALWC+v7yPkV -2w8w/RCUGgGNsq/0xWgdImbk38URkC7f95dAs5w/K1PEPwIcGe+6UtE3Ph4q -cucagbWHpUQcOd+klVL54e4R4H61+jUSPer14L/jdCOwk2B9FYIOEksuWFof -hpeU7Ne+oaM8/b4Vzg4D0+p2ZnL+iJKJi9PnwWGY05lodSG9vtdVu3UYrtBm -fbNDv3taHC5Uif//+k7lHbr86IGG7bnDsKf9HAs5X4WmJnxXT+Iw/P3QW2SA -HuAfe570axi2yX80fobuO29Y7/xtGD784+RUR29sK7yl4T4MiZCcr/L/+SH6 -HSIfh+Fi/XUNBbS/3t+3u8yGoV6/dV0Gve3g+MkZ3WFwLH3mdRVN3VEzVa6K -5/NbO0zOx6n8cTb3l8IwcHu7x5xDy3z+HmInNQxs+ifO86NDmP0+a4kMA3t7 -WQo3usI39su1U8Mg7fpKkJz/c7ZRP5z78DB0CHP/YUOzBT4u2MY2DDJuAweY -Esj9FOhmxumGQRFiP21Dy+7bPFazMQQVK06L5Hwjq7tF+klzQzCgZ6K8Eo/5 -G99EztehIdiQfp06i/6i9O/Ah7YhiBaxYx5DJ0XYOOhWDUHydJROHzl/6uT2 -9bt5Q3CReTKlDa3PwGUByUNgdOvaf/Xobz8VqHkjh2D0Vqp0ObrH6qQvW8AQ -PMuScs5Hp4gLC1J7DsGExGJxBvpDCU3rvO0QBNnnbSagc3Zx2fW/GQLWs3Fn -yPlZfop7RBr0hmB+PE8tFL3QabJc+GQILtxfcfyG1uMvT09VHAKO/UrR3uiu -6eCPf6SHYEd3W+UnNM2i892gS0NQLu448hF9UZj1hM/pIZAdUd+wQNv3llK5 -Hh2C1NfPdhiT89NERAZs9w6Bv0PAPj10TPZSsRXDEPwq+O+wFpqRzjnGjHII -xkr8jz5CXxuy83+1OAiOglqHyflsF6++cXg5OggHwjU5ZNEel2bNXnQOgnqG -P9M18vmxWuk+rx2EFztpKS6h95+JUX1WOAj2V+PGBNFDx1kVn6UNwtUZ75qT -aKpkUZnnUYPwMSYp7gg6PzVV/EXQIOhw7HIl5+MFi+4Revl5EBRrErVYyflv -r8b5XjkOwrzGFyF6tFRKHpeZ5SBcfplBQ4VmcuTfbWWI13c8WrMWh/VFD2Kr -rdYgMEo3ec+T8x0DaZY/KQ9C/5Xqu+No4Wjv/s+yg0C9g5mJnE+4o2W14of4 -INSJBRa1oas1yuIjz+H1tN+a1aErsry9k48Pgip72NEy9KE344b5+wfh2viB -qlx09G21G7U7BwF0xwzT0JRctvt7qAdhHy/tzjj05tL42PTKAMymW/wm50Pu -/ccdTzE1APyRkuKB6KWPJUbMfQPgaf+0zgf9YbvGyaNNA3Cot/+xGzr2lGOX -UNkAHLyaPmSHtkypdJDNHgCpS5PPrNAlrvknNOIHQPu+1Ygx+nTxev6b8AGo -OfhSXQ/N57vjrof/ADAdym3WRAc+/tQW4ToAf/uMrz9Er33bei/fZgBip10T -FdCMa6ylnSYDUFHNwCGD7rt2XWDl+QCs0i1YSaCPG5z7tEt1AIyOXekURpe5 -G3ScURgA5+h/50+j3QdcDspLDcCBw1yfjqFDKg7dNxAZgOPbkzo40Ueqc2zc -Tw0A+3jyMTZ0/ZfNH3GHByBc8rgBI5pz3iimnm0A+gIZEqjJ8DXHxC5tx/9b -aM3+i8Xy45FMCDvFAPCpnOFdQCfmtNnBQj/8zTBWG0dvV59X0Rrph+lDpz36 -0IFFJzg/dfRD8nbtrFa0is/u+oSafnj8d9dgDfpo0E2TjoJ+uKYtsa0Endug -vo0mrR846ye4CbSt5LSDQFQ/rGXsFk9Ge/E7LD8I6odL33OVokiP5Cs4fO6H -4LkpHXL+sOO80Pckx34QvRD4+iu6ftayvt+yH14PNll4kvOFI44vMRv1A4Op -93tH9M0t9VRXtPvhhFbbu/doCdqdm69U8P/HIs1NyfnJE+YDYbf64ZAQtaE+ -unvjZ2KLRD/Mb59U14ol2yunXtJf6AdJdg25h+jU4AgWcd5+mGh5KqyAjreN -CjLh7IeLWZv7b6CnhOr3RLH0Q6LI8Y3LaO6MeLOBrf1wr2So9UIsuZ5mIIfj -Xx/oNgnH8ceS8wM3ZxRn+iCy5fDHo+i2nQHb3Af6gFM8/A4HOsPg3tbylj64 -YJ3HwYLW8iuYoKnsgyBa8z5acj72PavUK7l94HajKoQCPfFl/3PrpD74nJCj -Rs4f/6MjQpkT0QdOCXf2TqF/rhhYbn7vg5BU28oBdFTAvS7w7AMPgQeW5Hx0 -uTKHw9Z2fXDfoeFYHXmcKeBmvnkfKJ6cry5Bz/CcVqZ52QfyDqlGBJpyuP36 -DY0+UN/KvTMZ3XVNaJ/bvT7gYb30+w85H/5RT3WDTB8Y7tm8HIJu1dHX3ne5 -D7wt9er80EaERZe6YB+I/XFUdUfndIdd+H2sD2zoFUfsyPBqfjRc4OiDUura -F5bobLoEZ7GdfbCysTHxCj0VXWHrSN0H4o97nj5Ha9x6odq40gtXHU161Mjz -0fDt4Zrqhf8G8xTuoQt2Rca87OuF2caiPFm0QKvV0eymXmghPvBdRXdXSb5h -KO+Ffuo1r4toC+/vkY+IXoim418SQPsNH0iLTugFaYEDd3nQ9mHaoRS/eoGp -pSJqP5qznOmFwrdeqFcX+Y8Vfck4bcdP917IF9C9S4d+1f3Pde1jL5gHPQqi -QH/SMh2Ve9MLbKysY0vRmD/YFB74qdcLPUNu/JNoluoP/BtPeqHNtE6/H+1L -fXuPklIvHDjSGdmKrlvPb4++0Qsvrsf1VaOpYt6ZbYNeqLkst7sIzX2Kc0r9 -bC9kPc24lonelwCi2Ty9cHTfgkE8+pWrlTo7Ry9ox6/5/CLXZ5x9o2bK1Auc -DvXpAeiJM5XnGql6wWPRotWbPJ/onr6zKz0go7Ay74TO4vir6TWJXpGmI9eT -lOfQZc/39sCimAGHKfr1mamJu009cPat3gk9NJP/5dnksh4AqiuC5PqUHWKB -ZXuJHmg6NSesjN794beZZUIPbFOwELmN5hynWOv92QPWeX1C19Beu0Fe6lsP -7KvjPiOCFs+nehvl3gOPGqV5TqOzK2ZMWW17YC+n7B4eNMfJYCmLNz3gSXmG -ej+a+m/K6IBeD3yuWplkRjtp1j66pd4Dws1hddvQ63kuIalKPcD+4kLCRhRj -Dq3Np/TDMj1wuzPGbQHtwKcX7AY9cMmc6ekYWke/WuXf2R7o8VAR7UF/pFPo -f3asB/yN3Oib0A0DPiItHD1w7HlsSzl6498lDamdPdBYmB2Yiw57OaicQt0D -9+oyNMn1RZnjD8XkFrqhu/3XkSj0hXIjrbOdaD77nmC0mbrssT1F3eDOct+X -XK/EV81ntxHdDWrNHDdd0XY6ilZDPt1wKr9p7QNaI4OaqeZ9N7w7aP/zDfqN -x/uLGc+6gUXo1O2XaKWxres/73SD8p2aOU108nqn0heRbmBI0fVUQZeIXJOy -O9INOlFb+OXQMjffV5oy4P8tvhReQy8w1o08X+oCsWfHlEXQ1f6WvqrdXWCZ -njYiQIZHrKhdsaQLJhJlXpPrub69m46TjeuCg9+71/ahmfddYpfy7wL6FJN3 -O9E/qeZZJD50wR5J5k0acn2XtmKA2IsueOSSYP7vD9Y3gn+liip2AUf1g7lZ -tIHcaXVRsS64J0uvPYx+eUnQ/xJPF9yWLmrsQG/VX1K9zNQF3f85i9ehn3Fk -xV9d6YQHWQ8iitEeqZUeN/o6wTRJmCELfWtE7598eSdY8nLrkevdJu36Z1US -O+H4Y67Sn2j9sNeGWt87Idz51KHv6GBHHXNDu074OnvL2BO9Gb2F/t3LTpCq -tC60J8NT+Omo6/1OuPagdKclmj/+ZlGAeCd8aeZWMUInuzpOxp7ohFXLrwE6 -aOcIJ/8Clk4wczzW/RC93danovVfB8QIVu+784ecT7ZsMzPYAYFp7nelyPC6 -zmduq+6Afnl9R1H0WGHdG67UDnhz/ln6afR6bWfqpaAOmPhhM8xN3o/Qozcq -Th0gUpTBxIHOSvRLN3vVAcs9u87vRFed6Xjr+7ADdvN43iPXI3rV62WmXeuA -rdWnjdd+Y34w5vO2g78DhhiXXGfQ8pshqRR7OoCLoyd0EE1d1m7ETdkBRbyz -yW3o3guOEbJj7SBqdKKwGm2rvfTApL4dbA67VBf8JsdD9BwDM9thzyv2pjT0 -NSvh0xVh7TDhVd9Crq/M/BF6Z8W1Hb6kpjWHoG/Pr0zwmLUDI0tVnS/6qOfH -zXtP2iG1YWeZC3q1yM3R8UY7xPPbZdmgeRl1nDLPtoOJ/MkoU/TdXUqUsxzt -QKFH7fcC/Trj1yQ3TTu0xzJbP0EHMP2+9Xi6DXbfVNRSIs+nGHHYp6UNhPSq -rsmQ4Vuf1q3NbQM5iXdcl9FMEeXcDL/bYO7v0zVBdPBJR4Ub3m1wPvtTzXH0 -Y2fjWQfLNviZPR5Erle9sdK5WaLdBsbc9i9Z0OJtO6zo5NpA4pCa8Da0St59 -XVnhNjjSZrr5LxLza2OaYg+uNqh/W507i54a0nZv3t4G5gJP3w+huS6WFB1Y -bIXWQ1dE2snjuWbPdLpa4fCbJ3PVaH6KYtO44lZgUi0IK0DThVNiPa8Vtvx7 -oZiGbvQybZD2b4Uk04eU0eiEFtNDvh9a4e2KV0Qw+n28fPPwi1YQ+8V6ywc9 -53J3UUipFZQiu6ec0Xw0NebO0ApRR5ec36N/DbDodB9rhRhQPmpMrgc+ZJAm -yNwKuvvpMp6hY3sFDZ3XWuB2P63sY3I98Jt4l/6BFtBNUm6/Qx7XFWa8VNUC -6imrWlJoLW32OZ+UFrhAPzUhgj4hFS60ENgC35oEDQTQhnv4e+WdWiBLqGb6 -CLph53/jsa9a4MbdXN29aGo/E8Wdj/D3N2gHGNAC0Mb5SrIFtEQj7m9Br+W/ -k2461QL0N4JLlyKwvGVJq724twUMvRbPj6NLr7akBG5pgdULoYHdaAg4tbZ1 -ohm8lGJoGtDT7ju/GjQ2wxDDnmcl6OfpNV/aspsh6213cSY6Z4CYvParGTaz -aA7HoWOoz/yI92iGP7Ou5mFoRjCPPPi2GXTOvqnyQ6t2jTO6azaD54+iA67o -2odt5RS3mqFN3kzXBn1C1a/H6EIzhGu5JZqgrZIsbg4dxOOL9KvPyfXhD1oY -H9A1wyjHnIgqWsOEgqd2vgmqFsBcAT12X9r7emcTHPZZTpRCD1ttVcotagLK -/ewTIuT6dTc3XZHYJmD48YtTAK308HxDsl8TfDoXevsIud69T87t7IcmEPrL -YEGul5eWFPwW96IJjDeGQunRuW3nVgWUmoBHVaCMAv1vLzbLoAkqBcbHF8j9 -AX6Nhp893gRqjnvoRtFqSlILycxNYGKVdqQTPcjO7i7yrxFuHa0WqUXb7Ul9 -kzvYCCaeKrcL0bu+msZer24EjbaHqmnk/gNsMWdrUxuhgqlZNwrdxpu05UFw -I4hJl70OQqf/6OEYcm6E918umH9Gm2k4WBsZN4La9oMWjmhl9/8EKFQbgUj7 -aG6Jvvc0gsfteiOYJ2gbG6L3KNXqcJ5phBLa4hda6IqJuunYfXi+ynA1ZfTa -MDVxhboRKHZslZdF6/HmNTRPNYBM18glcTRHvqqAXksD/L0hy3MO3d13vva/ -vAbYrXmO4Ti6fehH8tffDWAqFDzNgXa+M98t+LkBsHldxUTeX63jzWqrBjCU -YYyk+kWuR85ce/4UHbbDhtyPgeFt/8TWOw0gNuunNIFOyb3PGS7SAB9Eonl6 -0HN3jD2vHW0AJXfZxXq0ZYDntSHGBvi8ZkYUo4+I0Ak5/K0HT4fTdhk/ye9/ -nHvG21cPIhJm0jHo4o8vW6rL6+HQ2Vu05P4RbQd32hon1cNNrcTCLz/J+Z+v -9Tl+1INN328rJ/RBsUWvAod6WE04J2hF7l/hPbGgZ1QP4X13hgzRN7yT3Pc8 -rIdZE6rPWmgbmt/aBdfqoc9M5rIy+nw7j4nhqXoQnDk2chNNd8w+m3NvPTAP -fP90GZ167AhUb6mH6w9+8wmiH15SWX43UQeyD++U86BzJj4OnW6qg0OTXlr7 -yPD1bW4fJOpAn8XwHyOac4pbxy+iDpQbxty2oENolJZvedVBpOCWg+T+HNck -RzOoLeugSij1zyj6zYRoYpZ2HTQMMJzvROs9iuo2kauD86JUmTVoDi6fS6cv -1sFFiW9iBeiYYaXKicN1EL/SlJWCrn0n7RrBUAezmknCv9GGPeXvdJZrgcpO -KJ7cTyTksEgQd28tvH/8hMcTrW2/MDtUVgvfpgX8bMnz6Ska/kqsBc6Lv7a+ -QWs8zDigG1ALjmIlRi/Qy/8+rPA71ELFP482VbQ8BwPlgmEt2LymAQX0YmSi -YPqDWtgRxh0oiXbObPGyvlYLPC7z68LoYIfm/TdO1YIUr/59PvTo0x11LHtr -wdrSJ+ZgOLlevSuma0stfLA2+I8VfdMqNDlyogb8BFcVtqL5dxODpk018NPr -XNBqGKZPBxdRyZwauPD18Pgker5dP31XZA3ckio83YsWEs17PORVA/Ve+4zJ -/V16FoeOpVrWwA4LnqRi9Kyp6B5nnRroXh2dTUf/UOA6qSpfA1u2a/JGoylF -/2oIitRAdPiXJ0FoEZoDBN3RGvAttvH2RjNGzIv2MdaArM7xAnv0QfP4NOPZ -asiycp4xR1v9fSR6vBBNE7lXnwzPx0iKbt9qcF62hSfo02zK1D4vqmG39EH1 -u+htkyek5S9Xw9jcG2sptLxtbxkDazXwTXh9v4juCBBzrBiugiTel8l86JuX -qD64ZFTBwE/6ioNh5P4TC8lyblUwqqTXxYI2vFd3eLdGFSjwe07SoP8cUCvp -PF8FRoctVlZCGXOSKJ6E/KSrgpO8J7dMoj2v+Sa86qoEvoshW3vQdcaly+Lx -leB7tY+2Hj2snKrPbFcJ58TGthWhR1aPsQ0qV4IPeyZVGlouqHs6ja8SQiru -r/9GGzQGLrtTVoKwVO5cALmfkOppvueNFRBhsTTggda9puR2LaICxh6v1H9E -C1Y1cBy2rACn7jLCFD1ladSwRb4CJqZ1fz1HU+xZTBw4UgHj7ztdHqHlA7iy -Sv6Ww6rNQQM5dIBc7nh0RTncHTp3+wp6+rcP+ASWQ5r/Ad7zaD69FynWr8sh -wa39v+NoX2eaO/rXy+F0ol7rPvSEGB/jI45y2Lbc+JsRHbzyc0x2pgycJHe9 -pUTrvBAbulxQBgXuJ6UWQjA//pC6ec63DBTyOZiGQ8j9abvO8b0ogzflQ42t -aNoPZvbcl8tA8IuzbwW62/D2/CHWMqBgor9PoBVYTppxjpQC/9FnrOR+Tyvv -m1k5M0vBOzekMpTcH4pxX8lB91KIq8n84IMWkM1xP6JZCimXks47oU/SeOid -ECoF1XmXIQt0NNx7dIa+FCQ7pLxeosOFOx+L9pSAZl+/qDraTX/S4HpiCThO -q/ffRfd63vFUcigB2slCOyk09efmXO2HJbC3gIHnIvpZgNSGmUAJ3HkkUnAS -bbxDX9KFqgS4gm4/5kR7fdztF9JSDOamMos70RG19IsZf4qBoeSUIxW5XxbV -fuWm98Vw1Xx973IwYw6rOkvB3N1imH+d9HM0mPz+TqbgzuPFUBlw/0xHMLme -diDi9HoRHOsaTqtCs39S5rpbWwSrezTFctF9GcPfzMKKIEmwikhAH8t9uOfH -myJo280jFo6+f8bOq1i2CHhDX6b5oqM6TjPMHSoCidxfp53RqwV8Hw8sFYLe -nfpwS3QQ9/Xlm2WF4Cgys8cA3f3qtpZlQCEcV6NwUEffUmSujDEqBOcQqoW7 -weT6WFW+AUn8/cj6QylyPzF7Glv2fYWQsXMyTxi9eaGp7s50AbygrD96kgyf -aMAul/wCeOwXa0vuZ+Yuw3+z1KcA+DPs+pjQnHJKxltfFADzdSXR/8jz6Q65 -SV0ugIGDB70Wg7B9Ohft78haAFe4B4eG0TsM3ntXjuSDplD4hTb002BeC5as -fDh0QdO2Av3dwlrugUc+0Gw5WJONbjqqwBSmlQ8qZm1scWi1FcP0GeF82DTz -fhiCtrWNkRVjzAe3vlsBn4PI/Vc6S1z68uCSF12nfRC5/1zVie7kPJh6WrLH -nNzvbbeC0RnnPJAXd5R/gW7mgAB71TywXZG1f4z+FK4Z1XU2D37ps6XLoYte -fwm4sC0PzlkOjUqgb5n/NPDsyAUDyszd59AUnc+5pmPRzb6XedDv5xPiZW1z -gWiz1NmL1pJSOhitnAv5Q7rO29HhnkefM/HngmaTxp/1QHy+eYuur7fkgvpH -7bJpNDHn79LWlAP05a8Hyf3vpI1GNSV+58DLj27r9egoIonlz7scuOqUwkzu -l+fi1ODLdjcHZpMmj6SiXePZ5z8eywGbnjOCkeget3SJkRUCKvrsL39DZ+3q -v1oWTAD/50lpV3RJo/JYjAwBVdWacu/Rb3eUCfgtZIPr8ykFI7S5Wvcuu+/Z -UCzqfFcTPV9wzcdEMhtK94veUULL+ETEP5/OgicDlLLX0SNuKVrqvllwSKfz -6kX0Uj5H9CPxLLhlUS18Es0Ybuf4cCwTSldaeA+g31GFLD72ygSxpFV2JjTl -9oMzmqKZMPnh3NYt6N3wx0R/MAM6LzrNzP/A9rntkt1b1wwoiF5pGkQb7I0+ -8OlCBiwlfExvJvdD9LIRCexJB+sDJ7+Wol8PHW5PcUwHobwZswx08yOJtboz -6WBvVK8Qhd73w9Vvtj0NPm9p5P2Bro5IS2CxTQOha0sUHmiHhtdSwvxpMEAv -VG+D3qg2vKPenAozvF+DX6PFQtTrXN+nwoXXB19qo4OjVwqyj6eCVkqJ0H30 -yq9Rnrm6FCgr8t6URqv8GPx7zCIFFF7Z5oug1xYDz2kcTQHC5etHPvSsTnV7 -YFUyOA41S3CiM6mOjvaaJkOarMgGE1rntNID7kPJcMCrKHkLWjuCTUC/LAkk -7cxfLARge878gFbaqySQX7rHOYS2oT34d+v+JLgYr1rdjL5EXzekXJQI3g6e -FqXoGNcx/piXiRApNcudgT46xVm1dW8iuGRZVP1Bm7Qfy9PIS4DOlHOvAtCe -ypnb8nUTYC/V/l3u6OdZHj+O7koA5ZdnE63R4tFqH52z4+F10Ru5V+jOw72J -CzrxMNg4M6qJbtEu53+yMx7Wnvm9V0J3MbVM16THgeut16zX0UH0OYtXNOPA -+LZNmDB6zkNULJ0hDtouFJzlRQvxbi0+mxILA3UXCQ40d2yrS6xaLCiPD0kx -kuGR0ncXoIuFGJnSys3vWH8v3/DV0YmBQ9l9crNo9+9u716nR4MrvWBtH5qa -m7rGniEaPCmybzWgdQ412QapRYGThnVpIfpz/5tvuQl/wHDDSjwF7av6dMcI -zR/Y65+S/Auduou9jVXlNwxu8B73Rx/i3fZXKioSdi92+Dqjf9z5o2lNEQmW -V8upLdG/m9/vy1WIACJx+aU+Ov4rxZ6tP38BL4NGsyp6566figqrP6GWlVFU -Hr315kx1mOxP0PRc+S6B9uq8b7MRGA4GN7nXz6I9Vh89fbQQBttoPysfRQeq -W1rmSYXBEVfJhN1o5afnsvi+hsLjIBG6bWiFaarDP6ZCYPc248cr37C809GN -3C0RAjft52PG0C31I7e8PwdDbX/KRjvaMm99+57RINjXl3ejEq0hz9sZJBoE -upK7vLPRr4/PZ512D4TYhpi2GHTNerSCW/EP+CjndSAIrcmdLFSsHwAvLHNU -PdG7Vbdwbd/9HW4eEAr4gL73+CvNg6yvwL202voabVPr2Jms6Q8mxbQs2ugr -7s3fD9D7wce7WtL30PDKTcwzwQfUVBktr6PFdLKSdz74At8jqKOF0U4a+uvf -tnyG/gWZjhPo1aextIKRXnBkS99WDvTDj551TfKeYOpZIsCAPlt25Lbtijuo -aVPc2/jKmOMYNTNhJeEGj8SczKfRzZ/F3tF5foIHbdpfe9DbvZWvRPU6wuXV -L2m1aI+/z3h0TtvDp0f7GvPQoXv89wpZf4Rf+QuTCWhtfNIHa61Bf/wwVRh6 -xHxv3iUJKwj1imD7glZPeHD0WZ8ZFJvbHbNHm/26tzvP5hVsU804b4Z+oDXe -5y75Am5uXJd4hl43vcr91/4J3N4tIKNC/r/9WfYQtwwoahrKy6BzHO+IKwUB -8TOMQVEU/a5RkElX4xGx04daiQ/94qtY85D+M+LwovLdA+T16G5ade8yIqQt -tsvtQN+/4c7J+dqUeDPCLk2BNhQYNDpTZ0E4LDrArD+2z1h7Kun3WBPbVJXO -9qEVTUsfjxV9IC73fDhS709+D3hwPc7YjtgnyMxSQB6/PJapccSRcNq1ZTMR -rSfhFLVZ50wMiN0dCUOXPDXttbV2JXSe01Z/IfdLzhU4t+bjTjDd4UqwR/vL -rv05Nu1BBMf88DZDV5nNqslIehHGojavnqFp7UeUNb57ExVxZbdV0P81JQYa -LHwmPpe8OS6Dbh8/LvZKxod4LuxOIYr2M2AX0Q32JUoyGRtPovuO3Q+8v+JH -tNEthe9HK+xINBGR+0potkuaMKKPX9goYvn5jTg5RHll0w/LlwFq/97174RH -Hw/DDNrR2u9v6N0fRIJ9WkMPmksxfzFaMZC49ynFrxbtyVR5iYYyiDj/k+th -Hnp5ovr+/T9BRJTr2r4EdNvb0zJh94KJur8SrSFomWGlvZNbQgibryte3mjN -hdDiU9EhxOOTB2/aovs33qnoKYcScWoplCZoKsqbTWFUYUToJJGojV5xfgGt -MWHEVoeLWvfQZ+uu+m99EE6YDPCwXEezBVwYF6D5ScimOGQLoUVVfp5XjPtJ -BCc+0jmOFtix9P71w1+EmPtPBnZ0qIZtlevWCKJlXTuODm35PflwaHwEkRr7 -7c6aL6bnsLGPiY8iCcqH0rPjaNVN6yVi22/COF7PpQNd0tRhUZTwmyjTpuOp -RF9bUuEoefyHkOc9mJ2Fbq940FpAG0UcjY+5E402eiGWmpkYRXBGpQ0EoH2d -nmTFqEYTs5Vir93QHTaHJ7/TxRAthUD5Hq2i1CdjnxRDHJDMcjZAhzetT50T -iCXMNlNYnqCzng/Vh9nGEvHBAn7yaG31ViWW9liCp4eHQwJ9gYHa3EogjujS -Cfh2Bs3s5gPDtnHE6Kg3+2H0r57sCNn2OKJ5F/0XFjRXza/0OIF4gv8r1Q4q -tBnlh9csdvEEy/F3tgs+jDlKk+atRu3xhIa+xcoAOnEga7xaIIGY2Lv+vBGt -yfgm6oRdAsHcRtlW6EPuT9F68EN7AsH+yFkyGV2Ys/16q0AiQSnvHxuOXi0X -Pcpnl0iYaJza44N+ud0v3ao9kaCRkLG0RzN33KSrEkgilv2muk3Ro0Yfd++z -SyLE97Bffopm6NLt1WpPIkqeVX2/j6aiOaUXLZBM0IrQr1xHK/5eyViwTSZk -hBrkhdFbni9XC7UnE78ZeH4dR59KUfhtLpBC7NGh/rcXrdovLJdum0LsmHkp -S0eGh70xZ7kthVhX0Pm2+gXbSxpym2cEUgl6sYmRMfT0jyaGF7apBJfy5pl2 -tKeb51RwWyrRdDvIvBwtXhkd0nwqjcitqCMy0LdrFE/R2aYRK2+8t/whfz8Z -53WxLY0woRyW+IauvzdZ9/RUOvEfQ/n7T+hMzjPT3h/TiYOS4pkW6OTTkWPZ -rekEl9KNxRdojQfviof4M4jlwSHeR+glqXZ7+o8ZxJcANjVZ8nzWw3wCrRmE -/rFOj0voHKPKDHn+TGKFVyiXD/1XM/ms4YdMQkH++NR+dL91uY9rSyahfjlu -DyO6tf7cWARfFpEdWHOZ/J4Aq+QBvnybLIKC3UF7Cp0cGqXe1pxFXFZocexC -V3+nd5k+mU2Yz+dGVqFf52hEb7HJJj4FXSvNRndZtZewNGcTi/9pDkajK05+ -6+I6SRDTOfs3A9AhlFWzp6wJItXq1W439FM2PyqRJoKg6NfifYeeSPKkD96V -Qzh5LV56iVYyqPQ9ejmHSD93+JYqWiOA6div5zlElP70g9voWBaDjOOfc4jX -/So6gLbz21SIJHKIBCFtg1NohtG6ueNjOcR2FmZTTrRlzLrvL9ZcImm36tsd -6J5PXlLckEskD8tabnpjeFl+bQY/yyVYT3RbTKN3ld/KO+CdS4hbs5h3owd4 -v7r7ZecSGe7jr6vR1KGBuiyj6DUdPQL91Nvo7ieWPIJHy1Ejhvx+xJ0jN6nE -8oiil3L3fqA3jpYqvH2aR3BnZ113Qy/Ivn4x65lHfJ+rvfCO9JqQj3ZWHnEg -xuXIS/QppRONbcN5RNDnWUZV9FWzBzy3mPOJRqmNJfL7FbeNul1zRPOJIzqJ -HWLoLulS+jM6+USGN2sOP/rTCm9wsEc+EWPIGXTAm1y/wS7HnInHAxrfMaJ9 -fX+yWQ/lEzqZFx5ueDHm+FwfWpliKiBO6Eqen0I33h1dfiBSQOyS2cLYhR74 -kM9colVAMP3T7a9Ei3vby5x1LyC6939MzkL7Xrwe8j29gKCTk7GPQrcd2rNv -62ABkXo6T/E7WmeCNvHljkJin/roIRf0whmBl83ChcT0u9xxC/L7HrbfZcU0 -CwmKEzIJL9CnX2jKhboWEv4bdmYP0Ve0fMxo0woJmm/GIjfRtcPXi/X6CwmR -QLZ/IujxJ86XahmKiM1feum8aLWLhh1nhYqI7XfNTPaho6rpwz6rFxH+YkIC -29GuZga+S5+KiC7q6OFVT8ac3o/RKUopRUSjZNu3MfRD0db/knuLiIsBWbfJ -75mU9myxYqUvJtx/3acoQ4dGXuIxOl9M8G75E52G9qr6SlGtVkycl0pViUDz -mZ3azutcTHxmsaLyI7+HUkl33S6pmFjesvHbAV03Bak93cVEQayQvBlaabHn -4UW6EsI4lX9BB223sHneS7CEWE/s8b6HvrYaLTX+uISQFL99VgqdzkjhLuFY -Qqwtm1efR9sKUu/0SyghvF5pPuNGrz2tKZ/qLCEUbtFT7kabhb7KvbKtlLjI -9eoLNZq2jWLe50wpwefod3zRgzGH56/jk/GHpUQ7x/v0AXTXyEFGMftS4osJ -j3QDWsujecUtrpRIO+XemI+urCOO9raXEtd601UT0FxO456nacqI7Ud+DQej -td1fSFgLlBFx7vf1PNGp6XfP1aiUEc5ExYw1ebw96cUB2zJi7Tq1kSF6GxE0 -qhtTRvQVbJlVQ1ueORGV2lpGcJcX6smhRf6ppVJRlRPa87dGAP2j9x69HH85 -QdMYoHYK7R16MNL/fjkhsTW56QC6larSc8CmnNh/6PMNRrQUoV/MF1VO6KSJ -Zq67Y3p0ZZM2aS4nmrSjeCfRJidb92RTVhDxxLBvB7rhVuEF6pMVxC2Vif8q -0C2Rk+EyShVEUEXGiww0LGjoeLyvINz/KNVHooU7hc2bIiuIn25ZF/zRL3db -97A3VhDPt8/6OaK/35b5+nizgtieNLtihu6/EPk76Hgl4X0o595TtJ5lDPOA -QiXRMfgw4R66qfJF7VGrSiLgSwm9FPpy0/yI9q9K4kjJf5rn0cFXlFR+1lUS -dYw70o6i0/LDuIf/VRKxG2Pbd6ENtizc4uapIkJ4fR9SoVOj7jRoylcRt46z -/Z53w/bKq/qU4LdVxEHnp8t9aNYtDqvdYVWE9cAn8Tp07Dab7xw1VYR+yUfH -XPTMhfqg+6tVRHOpXHUs+Xtxl23eR6oJi7ezzIHoqabcuqpb1UT1S527bm7k -92ptKGnfVBMnhBO8rNzI8avezxIh1UT6s8YaPTTb8rT728pqQsOravsjNzI+ -EPMJy9XEoNSPqzfRo4Zx3YtMNUTfnutvRdCiOsbmO7lrCC+f0pgTaL7oxLKT -IjUEKB7p24s2OPa3Rkquhljtu89Mi96bVuKirlVDaNXqXP5Lfm/qagylpTn+ -Pk7+xTBaOV6Qz8ethqhlZvvShI4f6WWKC60hLO1SswrRHnUQVZZWQ5z6dr4/ -Ed2p0rxloKqG6O73oAlF3355mnm9v4bgnCzj8UJ/3mxq37VSQ3yU6pO0cSX3 -45RT42esJfhtWjQM0ToPjwVKHq4ljE5GW6mhB5mHvj4WqiUON2r43EZ/38ty -10S2llimW40SQwvpCpW6qNcStg8N8/jQDtTda6GmtcSh+2UNHGjPEbeJjE+1 -BNMn6sHtaH22hq91QbXEJbvD86su+P58BOlGk2sJ3YYjm6PoBcOLQpvltYQy -FR1tK3o4Tp97V28tYRxSz1TiQu7HqtJ4YqmWmBWz2Z2Cdgi0u3Z5ex2xoLGb -PRx9yMTCVPFgHaH4w33f/zi673gsvzYA4GVkZhZZhSSjbBkRkkiIrEIhKhSy -R6GQXf2syExkpiSlNC4zK7L33ttjb72X98/v5zz3OdcZ97nP4bmfE43m/Vd+ -z0ayCWq8Flj998oznOT2UW+C2VCZI05o5yTHxEjTJljTt2a8tXf92mR3hnMT -iFs9odbZO28ssKPve3ATRGv5Eu+dN/afZ2X636QmGIq6vy60F9+OgsTwpyb4 -8VtxmgP9V7k2cLWqCWLs/3VTowN9F1Mo+pogmzWrZiuMpphj+Zwf+1ITiOqe -K5zac7vMKWHyZlhLhZRONI3d/UQljmZ4G3M6pAots8+sXVesGSa+Bj0oRG91 -JHbdVm0G4ohGvXS0j9qHDDeTZpDJJZeKRjukcigEOzTD8yghZn/0ZWXHlLiA -ZvjdqLziiNYJOPM3J74ZXsypNZqjA/4uVf3IawZ753M52miWQPEXdRXNkD3D -46eAfsTqw93X1QxXB7avCaGvbZn6zc03g13H71McaKk3pvm7JC3w84bfLhX6 -YihZHg1rCwyti9VvhtIUn5AZfHRUuAVOi7XFT6K/iLuyCF1ogeVw27sdaD9y -7QD56y1w4fWGSCX6ufp6mYZdC+yOeK5/RjdGrDcZ+7VA5/jCzzT0mcddn2xi -W8BGxPRJJNqu8ORdj9wWoLpYdt4XfW7YejawtAU2PhwlckCnFAiovmxvAbYV -BzBFpw8tOafNtMCDhJ+eWugBgStu+ftbIeIUkYQ8+rDOb61iplY4cEpxWhCd -emx4q06wFcS53F+zop/cFfbpVmwF3ohsXQq08D7Jzgn9Vlgk6SBZD8H1f5UX -5apNK5j/21cwhj6TFslI/LgVWMh4zVv3zut7sm+FNroV4lJUqcvRx3S0PrBn -t4KY3p3P+WgbWjJlfmiF7VRfkxR0z4+CPMmWViBjSty/d97fmVuD60qTrbAp -9CXNG51Gy8yutYvxO9Wr2KKbevpZjRjbQMFqbMQY/W2iYuU2Xxvoh+8+UUdr -GenmOsi3Qa8jM4cMmtKM4bzX1TZo/U/0y0m0kMizgqC7bcBir6nJhOah0CKN -etQGp8LvDZGgaUX7JZLD2yDeM8xlKRjns9Ua5ez0Noh+n3dgCJ33IV7s8/c2 -OJ/XEd2Abv3evb+4oQ0yiEiPA3r2yeH8mtE2cOE78z4XXefQrNy62QY30u5L -JaAziV8X9tO2Q9l65q8QtO1XUpopnnZYy5hW9kBfZ3mhuizTDswSkpV30Wbf -flvuarWD0LEANQO0n7jUHXLLdmid6qu8ELz3vsc9DQaPdmg/oqgiji7TnmVm -f94OyQLZxVxokmtq1SdS28EjhUOWDj2yn8xc+Gs7hOzGfdwNwucXc0G/dF07 -/CnlPjmLnrrXpXJ+qB127T7HdaMZu0miLq+1Q7efLnUNWuTyrxo96g7oebLz -8Ct6Iid86gZXB8hOfppMR6esUizfOdMByrJu+tHoNaH8cfvLHdC+rAp+aLVb -h3+7m3VAfyzvSUe0VOavF09cOoA6nfGZGdqdW0YlJKQD6uJpF7TQwju04xHJ -HfB4g1VXHt1gV+8SX9ABd86d+SSIPv3130JqdQe4T5rTs6L/8QibvOvrgESP -JFty9AjlREHBUgeE2c5UrgbifFL7efsHeSfUKmtwju6dx9l0XKKCoxMKPX+5 -NqPDon8a14l1QvZ/yrUl6IAYGudW1U54TdzDkYcesnzj1WvSCX46QXZJ6NZo -Eo9Rh05gWVf7GYbOqCu+MxvQCRvORykfogW+31Jdie+EVBUKfWt0yRFXtp28 -Trg8TpFkiDZ/FzBM8rsTONs5R1XQD1U5X1N3dwJjhJbA3nmhwZX1OocInbAQ -FWnLja44fHSDjbQLrE0I7+nQj07GvTzO2gXblrfndgNwv7xTLyAo3AU0gkuC -s+iYdLUvYhe6IE8g7m43mvFspIzs9S5Y6zdKqUanDcp+VrLrgsbfkp2F6Oo/ -tfyX/LpgwUiQNh0dfbYpRju2C5qY5ZSj0EEeXf8MczF/DysXXzR//4NbpqVd -ULCR9/YB+lcjV/Gd9i7Yf5ip5SbassyDxW6mC/6oxO7TRN8TJ7V32d8NRGTS -gmfR/3K1Sx4xdYNc84ouP/rznwk6f8FuWOZp8mRG658xuhmq2A32rnXJpGiu -ZNHsCH1cpChNlC49xfmzamv5lU03BO8/PjKIzvNVUUjx6QZKYW/iBnRSVnxw -ZlQ3SF/Y5Py1Z77Qlg9Z3fCqKEbuHZpx/TVn4a9uSKIyNIhDjx+1sfvV3A2Z -edJ2QejnH51+VUx0Qza3vL8rWqhZnb5upxuKuyxjLdFQ8OhuC0MP5OvkZV9F -b0a/LOk+2QM8+zi/K6IvlJ/gHJbrgTc3C6qF0EcTC/2mdHogYtS2jR29L7Rz -ZuFOD7Ae1BykRLOTs5hsPOwBe82rU+v+OB8mEjftC+8B/aPeC2PoU0O8V8jT -e+DtWsNqC/qbF10L7fceYNS5vFmKHj+hZc7c0AP73sxu5aHbkm3Xjo72QKn5 -160ktGjx9kvezR54QfZuIwy9bBOsKETbC/aU1Sue6NTIlGVJnl44P0hLsNo7 -n1e++ZO8TC/UEj2ZMEBLP3znraLVC29H2fsvoAn23/U1LXpBct9Isxj6tNZz -GX33XuipavvNiS649kngxrNeSPm8UkiDNhr6yn/7TS9kyillbPvhfKd1Wsq2 -sBeg+VvUFFqQLlnX5U8vRBNMH3egK3ISfLwGe6GVXMLmN5rtc8H3p6sYT/iZ -qwVouiYX8udUfTCwz0r6Dfpbod2dl5x9wF5bxf4f+thpobYkyT4Iv339nxe6 -lkL5WoZ6H9CpsA7cQ986Izf7wbQPVPqo4Do6/l1m9FfnPvjzVihBFe3pxny1 -JLgPyOn83CT99t7HZT5ek9QHCuEUOsfRBs+lKZo/9cGLxFI+erSDKgVpT1Uf -7M96v7vrS1P8SZiFebS3D2xP1jfNoImy1xTmFvvALYzrbRd6UkDi8RpZP3y9 -nOVShSaTudmxj6Mf0jtuX/iCHrpPeolSrB/upxvSp6F1HL41Mar2gxSfT084 -2paY0pXDpB8ON/a89UEXLAaIn3Toh05GB1tbtD9nMZVoQD+IWMiJG6OpfVX+ -ycb3w0dRhTU1dBpHBo1KXj9ULnh8O4NmonGRvVLRDxWHZz140E4+Cn7Xu/qh -ivaVNAO6/+PLSYv5fmjW8V7594SmeOMhqZQU0QBUaSbmzaL3mbwM+kE9AJYu -q9bd6HDJ35NKzAOgJBvCVY3mu9JrVMk1AL8PXm//gm5eP96jcWoALplbhKah -g8OGbJvODMDi2yz5CDSLnTndNaUBGNM49f/zsfmpJst6Lw9A++/pBFv0/e6S -IAuDAaj0n7hkjP7PTMJ00mwA2Ne4V9TQxrzBqvb3BsDjeXzSGXRGKfn5FZcB -EPh+9SIPOrF1S+vh4wEwnFWboUcLUuTY7Q8dAJFo7//+Pcb2ZjBNCYweAD/u -ZbFZdMgHs/GDrwdAijS7uQvtmr2uGJU9ABvvXjtWoePa7N+zfh4A2eAO2i9o -QQZakRQYADuKqzmp6HmVY79P1gxAV8JBlXC05u3JB+9bBiAqn6rXG61m90VE -sn8AIr9pON1HR1n/Jf0xifXjbCQzQqfbeBHOLw/AL4NXcarolhcUC9W7A6Bc -81ZQ8vHe+1c/yXQoBuH95GoRN5pndUCig3EQFI8/U6NDm2T/cjc9Oggqo1Yt -Oz74PLdObh7jG4TSxJCb0+ivgX9U7MQHIapocawDfePOi78r8oMQmJVi+xud -9EDUwUttEBQ6YhY/oRU4tgVIdQdBo6DVJQX9eE56J+zGIKxlG689R4c5iE4c -shqEOH4Bt0fo5wrCMwmOg3A5UWnFGv1y+yHFCa9B2Of0xsEQ3XHNXDE3cBBi -mTVnLvjsfZ+AP1wyYhCq1pRui6HfjbNv/0wYBN7HT3qOoVUKAp5czBiEkxzU -Vw+iK3TzuP5+RJ8dqtj0xuvzhnsMf2B8F0mkJ9Bvi20+DfwehPxsx8xW7739 -wou31o2DoNZymrlsL5024dNi9yCUC53xz0N/cO3qfTg2CKsnwuYT0bmDUTyk -C4OgfkLkeih6y/dw0POtQdCK5S5xR1O9Sic/cmAIOKcsTt5B59lFpKfQDQFl -wHKoLprE+PgtQbYhIGpvmVNEJ5Wknv18YgjmVUm1hdDMDDfFFUSGIFE54AMb -+nh1wqVq2SHIkrh2kAKtZZ/trasyBHFPH1qveuHzP66xqffKEHS+JpQNo2Nn -TC5aGQ1BFKGQvRHtfCimc9FyCDb6Gp1+of/U1YR52Q/BgbZz1Tlo2sHzZuSe -Q5Cq8I/9FTriuLpepP8Q+DxltA/Ys5ug9dEXQ3CG/hE4oW/+EU3OejUEVhoy -NOZo5aOZqxJpQ6Dy+rKxFvqba6d98fshEHD9lH4WrTNDR6XxbQiEpBwIfOjZ -N6+q2suGQEnjqTQT+nXtr0yL+iHQPUrwJkavptXmzHcMAQVTfhnhEU1xsSdV -08PhIaBJqD3QhzZPr2YjnxuCriPyarWP9n5PSyc4an0IapYPBH1Fy2XOsXIR -DwNrLP/vt+gG55mG3IPDMGHzligSHeP/Mkf2yDCItnrKP0b/dJbOqeQehrZz -2a62aOIFjga908PwkFbivRHaJj+CdUhqGPreHxlRRXM8HgqxPz8Mt/2vHZHc -i0f4OteOxjB4rS2pcz/a+/39830hhsOgYT/9kBadVTdVcuTWMNDqKuRsP8T9 -VW7in/T7w/CDgtAxiW7UztiVcBuGY5s7JO3orGbda2VPhuFgqLVwOdrBbL5T -J2wY2I6LX/uIphL57Tfwchja+Yx9ktC1wTwG9inD8JJoKC0U/ajMQGc3ZxhS -maqq3NHpSlkuz74Mw4nag9O30XZuVmXsJdg+AZ+odPfKGxuQfVc7DJa53wQU -0Qycpj1n24ahMZ1T7TT6aJlwZu3AMJB2TFiwogleyUnG08MQkM7gTYa2oNmC -6ZVh+OqW9HLZE+cLxRfUj/aNANHHsNxBdO98pj811Qg4FPaW1qOPkkXzJR4e -geOE8LbvaKHHr9dPc44ASXHWROaeLY+s/BIYgbHQExvR6LTaS0e1JUfg9ldS -cj/0zb4nzoMKIyCdrX74gefe9w0Orjuqj8CXimXOG+ipRdksEv0RULYnEVRH -U0QYBL00HQFmKk9xKbQj8/toPpsRUNnRl+VBj60/byxyHoGSrFgFerTAj4ty -mj4j4O58XnnXY28/w93WHzwCbCW6KtPoZk2HZMeoEdBb+qPSgaZ384klTR6B -F3bvL1Sgu6XiS2KzRkD75bpSPtrpNgPbqYIRqK3LkU9Gb42KvYVfI8DpXiUV -hh58r26mWz0CtutaIh7okd8ZGuPNIxDyUeHkHTT/hVibh30joH8gnl0X3adp -U0Q7OQLW183pFNFBbPfl0pawfQ5GEp1GM61ME6R3R6DaX2SJBW0oLt1RRz4K -XVyyQwfQcQrJi7cYR6H+Yt7fJfe933ewV1znGIU6/cjvA2ix72slz/hGoSFv -+G0d+rpOgNtx8VH4+i3leRH6ALGN+Tf5UdBoqnPJQFM8X/C5ojYKx0ysjKPQ -PCX3mkevjkLbVweFJ2iPRydNHt0YhaJLU1x2aI6PTqyMVqMg/qCJyBgdYp5M -k+04CleeCQypopNSNqSVvEZBm2gJJNDZLxtfdQSOwlGRUwlcaHY3V9EHEaNg -79bmSoOODpXaR544Cqwyi1e23GiKQ09bHnidMQo/W31OTqCJqi9fkM4fhepc -n50W9FSXfFHDj1Eo5VpsLEE/Wwy2sq4chZrw9rT36OY8nytETaPAeVPENR5d -WWVnH98zCpVj2ypB6Ov/0qskxkfhR6j8IRd0nKC7cf3CKJS/WxwwR1efEeOz -2h6FpCz2d1poNfYTwkRkYzAx+N3lLHp28vWDBPoxYPvcIM+H/gErM2fYx+CV -rzHJYbR6g1NaI+8YpGeZVO/fy9/sXsx90TGwDm4Jm3PF53fVqd9kcmNAeFym -1Y3OdyAXTb04Bjzz/LRV6NpOrY5zOmPwR4y8vgBN8Z/2jy7jMajLvhmagraU -utnremcMYj6fVn2OJntadZbRAcv76LL/IbpLaaD9w8MxcNs5U3QXTX9p9aNG -wBicWXNw0EMnBhvXTP43Biw7vCeV0BKk5lyB8WMgaGvQfRot1WhYyJM+Bjfe -7nvOulc+U3hYad4YBBLzKpChU2lvpph9HwPT0d9zSy44Hx6kW92twPIyhxMG -0GGO6yGJDVjf7EeX6tCPPluZyXWPgYNaxPI3dJBZvmv36BhQD/AkpaOH6U/W -exLG4EK9xMVItNfDI3dZt8ZA+UHpjA9a0KJDqYh0HAa568Pvu+ydH/71phHd -OJApX5O8jjbno/q1yToOAafN21XQCytcZvEnxmHs3KSbmMve/8+uqMiJjMPX -ZgLTMbRb24htr+w4OKm5F1Chd69KdnmrjIPpho/2ujOWPxURwqk9Dh/Pk0+P -oCVJtX1KjcbB9zG9fyNa+xh8tbw9Do00CWy/0Aw1YlJkD8bB81Lmx2z0hZyd -zSxPzC/szMUY9HMvRxLNp+PAJq7a6beXP92ILuHFOJx71WXzYC9d7e1kZNw4 -SLAubJqg5Y9R/JZ6Ow536UODL6ElUm9Ndn8YB/auTKYze/Gsk+g9LhoHn7/q -b7jRVobKB05UoDUcTtHuxUPrsK/m7zjwvGP/vOWE62+/wfP2XeNw5pKm3AS6 -4tRE3aFRrL83cWkLeiSuI6Vofhzc0xUulqCPOB4As81xqGAjqs5FK9yvOEFG -OgGN0pfV49Cl163bcmknoNWQrSYAfZTzYqMe6wQcb3ZUc0IHff/AtM0zAd9I -rlaYoq3kN9NThScg7uI3RQ00W72H72XZCYDFzCJptGeOb9bShQnovMUlfgK9 -xG/NnnBlAl4TuLPp0ZcLnnRfMJqAzyu5x3YdaYojaznHZy0nwLO2NHIK/ZQs -XiHGfgJu15ofaEdLMqmMKnpOQJpWqFsZ+tUPp44p/wlwe68w/gEt3/aQJfrF -BCwo++gnoB/p52cqxE3APiv10iD0W+X7AVNpE+DulHLaBX2gZDc/+sMEcIF/ -jDm6jQSElIow/tTlf5rohBtEmzPlE1DosXBHFr0rcvTwq78T8PzVwz+8e966 -+1ilawJijCNFGNHxVyXlFkcmgOeITOQ/B+yfwW615PkJ0D1puzyN1rH5mK6x -OQEig8J6HejwaiqDTZJJ+Jj4JL8crbCgaJhJOwlpBbdoP6LbptOzDVgnodar -2SbRYe980Uht0hOT0KPdUh6Mztu8calAeBIuPL3N4YoOiTeOtpCdhBjHQOdb -aD2+YQlGlUmgfyBbo4UuP36Zr+zKJJC1eh89i37JN2XvZDQJL9f1HE6idyaZ -qHluT8Jv0Z+ljOh34nw7LfaTENBeyLDPYe/3hZ2VAzwnIU9RxXzmAa4HKPT6 -pZ5OAmP57fcdaNEM9sbJF5Og+ZVlsxyttHiCJSFuEgadzC98RBuLVhZqvZ0E -aU35Z4noonLD3P15k9AZl9sSjHY+IbxZUDQJvfn5rK7ohNG0JKuKSfCe1jC9 -hV7Oo4tnb5iEwrhHb7TQc5dr5hu6JiGB6fyILJo6mj/x6egkTBQk8pxEP/UL -SJUlTIJX7QsLRvR3PhliwuYkED4cSflnT1P84MOrH29Jp6CjULp3Gs1tsq/B -mG4KvkgTmDvQYs8q5BnYpqAlUEGnHN1apHSg+sQUhG7yBuehNd3q+B+LTMGh -sXRIQI/blWRKnZ0Co2RYDtrLz8rVb15lCgIeOvC5oH8pqxRlaE+B1d8fRubo -yu0ATTPjKaicTwnVRH/PjJJnuTMFxqJc32XQ4FYZ0vRgCsomZCdPoK8WuEuG -PZwCd5v5wwzo/eX7z10MmII2SgWlXTvcj/L+SNsXPgXqRwXuTaH93PbbfI+f -gp31vMg29K37gs9d06fg31xzUSk6sS2SXuzjFLjpRQ68R3O9iVqe/T4FZ7zm -SeLRgW2BUtm/p+DIz4mTgWj/l5VddxqnYOiuzyUn9BXO933He6bgSuMna1N0 -aV208uDYFHzWCAi6jGY+1EmRvDAF6afX3kqh7fybRG9sT0F45YHS43Z739/t -+c5GNg2vbT/30KIF8q9mdtFPw44j8eqWLU0xK8eLtVfs09AgsHBwAk17cDbr -+slpODThzdOCpkquBBYxvH7nnUwxWo3aU6ZLbhrUfz3UfIc2zjZljledhm+P -pk1j0eemm6+bXJ2GyNDtB/7ouBti+4/emIa78h8eP0D/fNd2cODuNISNEL8w -Qcu/Zn/8xnEaLJs349XQVhxm1257TQOPSVSGxJ5P7LzkC5oGosaGj5zomPYr -cjMR07Dhl1dEbbu3HyxQy0ucBspK8dL1+zg+VAJ/OGdOA/mMUdUI+nMjT6zM -p2n4fYG3rgH9OH2ye/fnNKxzv2z4gU5wEQsqr5oG1o7spkz0xkGTxJBm/Pxn -y+YotIhJGZtO3zQYHSxveoxOs6kgPjI5DXwi1Q330SXmoN+/NA2O9s5119C/ -AmkYMnan4TL776oLaGYlOhl7ihmoDPxVKoK+S8ddK3VoBvqJbn5nR8e8TKna -d2wG7vel5ZOjFyNmRGv4Z4D/XmTm8j2aYvthM7IoiRmo3uBPHEAf9je5dFNh -Bla7rP77g7b9T36dT30G6Ey1fb+i15VuHVrWm4HYtgHHNPTAAl8SmM7g+o71 -1n/o98yE6FCbGVgb2LnyCO2gzrRt6DIDwodC5azQpxQ3G3gez0D8w9KTemjD -+s1DiyEzQHw3jV4RXTnpWgXRM2DLK7opiO5Mr5t+9noGIimsB5nRTjI3fUxy -ZoDbTKOSGK2/Eugn+GUGijy6c+ZtMD7N7PXN4hlofcv0ohvd2MbTX1M7A2Pi -uw8q0ZrKhlLxbTOg6BSh8wnNdDdl//3BGRD71CySjN5/xuKc/MwMlJ8vpQlF -K5Vvz9KszYCAw81pV7TvxXq6wf2zoPIs8/ct9BK9dMYn6lmgGnv9WgsdkRD3 -MYB5FuRqVD1k0SWPDESMuGchNihRmxdtZfPnuNDpWfhu/4aXAf1F/kYYkfQs -CNcbbO1Y436IYG3Tfn4W7BeL6ifRRYm6v95pzuL98/d1K1rmycMg32uz8LYi -0qEE/W39fPU1i1lgoqdQykWf86N6Imw3CzLGwrSv0CElZ/IOeMwC++KBHn80 -myuvYZ8fXn/8v4wHaPWncq5fns9CjnytgwnaZKXr4ItXs7Dv+VdZNfSXOYuj -VmmzoHDrGpEEevi7TKbSh1kgJc+pOoZuqf6Vw1Y0C3//5D2jQv/I0OdfLcf0 -XWudNSu8H8jMuRr/zgLRZBvjsNXe+TPKUe+6ZmGha62lHr1TbOYbNDoLlFx1 -UUVogiDbjCVhFq6RG+qmo1+cbWtU2pqFyd5ough05pUV8WMH5sB9LviPF3p0 -upthh24O1gLEA633Pv9l1q6bbQ7YlyMU9dF8ns/VinjnINA3c10RPXKc+/Ur -0Tn44e384RRasoLa1UNuDi5IrlkeQZ+IzK+5rjoHvosiLCTotDG3JNmrc/CT -iPvP/F0c33IlC2w35oAjv8arG61zZql85+4cdGsIClWie2Mdjww4zsHBYxd6 -89HkWmkzpV5zEO58ODQJPWwxq5QeNAeKr5KlQtBaBz8dCYmcA/LOoSEXdG6K -kYNd0hwE+PSHmaN1Ey9p6GbNgU1HtKQm2iNlNEu6YA7EhQ/0SqM9naNCjsIc -GP8V8eNBT+7/MUdSMwcXSZj46NAWRqVt0y1zoM7ypXbrDs7XBQeVm/vnIOw6 -vd04OukeicT3KcyPjo+2Gf1u/8Hs1JU5uBq0+f4X+hXH87dh++ahjjpYMxv9 -O2yO15VqHlImmqei0Sbno4XMmObh0Z3ugCfoBsPJH+pc8yDUmMxli/5LfbVJ -8tQ8aDhxfb+Gtqs8Y88lNQ/mMWa6F9AXDv2LPHh+HpYCb0wJo/PSGZQ2Nebh -/osjj9nQZdc6XccN52FxLfwQGdpM8Ltk6615GKGqyVi8TVOcfpHTu8x2HgwO -l8j0ofM2Hmjnu8+DzU23mmr0ZtHh3BS/eVgQmb3+GX2bzy0q/Pk8HGjnnniN -NiHbPeD7ah4M4464hKE3LjCSOqXNw5vy+n3uaP7VYy8sP8zDy2SVUAu0s+Gz -twZF89Dr7HXoCpq1vlztUgW2zzPXBFn0tzFhD7mGeegTFz3Oi2Y3lJYS6Z4H -27zcTHp09raqH8/YPORqzJzasaQpnu+tusGyMA9tOrMfJtCD/CcqabbngYzi -o2gLWilh2NSXmADHvkvlA1qjgjpth5wAYh+fiOagqW8ri3jQEGBb/MWHl2j2 -0R8kK4wEuB9mdsoXXVr2nsuBhQDkxKsZtmiiKK3A2aMEcB24wn0d/WGnUdKG -hwAatnbxF9C+P+1Oj/MTYHVBh1EEzfvWyM5SmACdXzaD2dAX42vXByUIIEVi -/e8AOit+7Y+pLAGUuROdFi3w+V14aLpXgQCS12PGetGMh67rmqgQ4MCC4bVq -9PfZTdJudQL8EO2vKkD/iRIhNtImgKzFaenX6Dx7kcud+gQwqDufHoqe3xDp -u2ZMgOLCY4xu6J5yqx8dZgRQsCn3voW2cKMZu3aHAFdPiU5qWuz1xzXjzntY -P5U7V2XQRvHe7EYOBODdsSjiQd+p/MLf7Yrlxwlw0aENtKX9TB4RwP12UcDW -LVwPqcvy9z0hwMs0xukxtGv/EptZIAHOJp/RakKzaCcYD4UR4HLC8byft/b+ -H2QzYRlBgLmhLrosNJ1ETOl4DAG6v5k8iELLx1ybskkkwO7drHofdPXnMdO5 -NwRgkigRvIdOV/A47piJ8VimBRqgbbdUJVdzCeChqDukhDb4HRLt+YkASwfr -z55Gs0d5XPj3lQCOjIejjqBT7DXO+/8iwO0YvmlitLDn2RcU5QSgGSBXmjfH -+s54C76oJkCs+JfoLnTk4SvMh/8SgKtDZLICrWQycjW+hQBFjB5nP6KZz7n1 -cXURwPrUi7AE9NwVxaLMfgLM33XqCUQvy7uPCY8SQIWaV9AJnVVraFE4RQAq -0wz3m+jDLcyiCgQcP2/Xyi/tpV9auFK5QoAsXmY6SbTXGY7iK1sEeMJ7wIgT -rf+j5UnHvgU4Ol3+hgr97ZBOtPmBBfj+TXdq1Qz3Z//Vbk5RLUB+e77IENo8 -zivfmX4BzoYMudShj+S//rHLtAD3mYa/fUW7OdixBLMvgGlJwXYq+lcwZzUj -9wLQNRiee4GuLifUJp1cAPPAP96eaGUSFm6B0wugcIrx1230h/PNtZ/FFkCf -+NS2Njoz4nq1kvQC3NRhlpFDWx4bY62XXwCCUavzSXTzqU/FRsoLkGF55wMD -2o95q2hcbQGW8msmdkxpir/qrVO4aC2AdAgR1yQ63XE0l0hvAUqEaK61oPWO -7KT/d30BekZmnwF6hNRz5ajpAqQTUkqz0V6HYl7lWi6AzEuB1Wi0+5kXkXI2 -C/CNJYjvCdrVLXG41n4Bxn8VXb+/l9/2drCxywI0VZcGG6LvE08GTHsugIj3 -66/n0ZEjCV0PHy9A5TG9sdNoIXq9p9QBCyC32MvAgjY+pB6YGLoAXDLnzpHs -xRNRNCAUvgBE0i5W8zdxPF4eDC9+uQBXxfzCu9C3mDbjriYsgNU9q28V6Ptj -itsjKQvwkvfEQB5avmrhs1vGAlBnfCNNQLsMqVVR5i7AmjCvQCBaxNVXPCl/ -AVxI7mk6on/3da2Jfl0A97tB9jfQ2+HPD//+uQCz8d7/qaG5ObvCjMoWoGJE -M08cTSuxeWO+Cuvjv1p/FK0fKRjsX78AMb/cZyjQskdzaFhbFmChpYV85Qau -f/9+nvvQieODkopnAP3yVxD/xX4cDyls52rRMmzm2BcL4NxzwPAL+ojYozyn -qQUY3fljl4LOtmHeoSQswCE1u6dh6BTVB2/frCwA685UnBua4W55luzWApww -Vf5wCx3pq0PZvG8RbuS5lWqiL9vrV947sAifxYJapNHVHDSDJNSLIMnnMnoc -3RT3zTCJfhEims6t0KAdaF4KSjMvQqHTKPGmCe7vfg6aNLEvgoGmNf0oeuVA -9/R97kWgS6nhaEBfsSruIONbBN88Cv7v6DyPhuOppxdB9CeveDp6cv5S3Tnx -RXhOzi0Xjj6RcK+1S3oRFpq3lB+hD9x3lnM7twglZgXqd9HfrVOJDl1YBGbC -Ze2raO4fUnwfLy0CX1mpnjy6Lv1BrtaVReBnY7nGhxYJeRYxo7cIm9JXjBjR -b4br2kOMFuHrjdvGu8Y0xT6aDl78ZovAW2NsPInW9Cn0q7q9CBwgZtSCrtMc -mLp7bxEsvaYMAU2ZI/iJzGERPqj46WXvfT69syfDdRECr+1ciUYX3xewUnu0 -CAGr19Qfo7+o3dSffIL5m71UvodOefM5LSRwEapbP581QN/e52Bw6tkifI8p -FFNCL5M22tRHYHlj8Xyn0HIuTEMPYhehYr8FBzP6nJDvD8akRRAQOEhPhBYQ -1t/8kroI8clxxLNGe+frNMQbZS0CzRuqlXb0Qqxkyu77RbBzMBstRf+LrqBM -LViE15qvWnLRAcSlHapFi3DX9UtpLJrL/T7VLCzCf4JfP/ihxbIOpEZULELs -u6R4O/SWTVOydO0iKMjYBFxH/86jJ+pvWAQierYHF9BjYQdqnrYtgpbTx2vC -6FGRpbVTPYvwNPm0Iis6dpYlrGVwEXZbXvCSomXFfwY8Gl+E5asdVITrNMWO -4ccmeGYXIfEaGaEL/aXQL69ucREOn+BorkBPOp8acF3H9llj+ZyHJv1q4sa5 -uwghNLvR8eiCF4auNcRL4JRV7RKA/i1g1utMsQQbB7z0HNDHOr69O0a7BNO3 -j4iZoKcPZI7UHFqCXpIEGlV03EW7p66sS5DLTT4limZV1X7BzbkEbTsm5exo -Qkc40d8TS1DWEpdIhhaede1/KLgEnGMlLovXaIpro5V5+UWX4NiDJo1etBep -XHvbmSUQ//iHuwp96L+0RX+5JXg6nreWj76dXeIufn4Jruv41CaiH021Ww+p -LsGnU9JJQehislO/wzWXAAq77Z3QZN1Ez5V0l+CWiI3iTbTjzZSShWsYb8sw -7SW07HsN8zc3l8BwSK1PHD1Opm6ra7kEl2Ne5RxFn63tGyWxWYJTom1uFOhc -D+3aL/ZL8GZ29/yyIU3xzJcRDmuXJTCnPHSwH92mNtjL9nAJOsoPt1WjM5jD -qP4+XoJoI5KkAvT6acEM3wBsT/IBy2T0zleSj2fClkDtYJZACDqI3JR/OnwJ -JtJM553RUi8e072OWYJ5apJPpuiwoQ939BOXIMr3pYs6mu67+Cmq1CXYPM8s -JYm2WL5qXpK5BJShAWvH0Hef6R1wf4/9ETPyhRJtlenDJlywBKfTRV1WDHB+ -DGVLGfu2BH2LtmID6D9J9jFJgP1V9GquBh34oGzXoGIJfGQ/Z31Gq3y82U5b -i+39vtjiNTpXMpirumEJdnR/sIeiO1ZDen3blqD5TmaLC/oD/Tsq+Z4leHf8 -aagZuqlS4t3a4BIs/76qdBk9520L+eNLMBxGvyqJDihJUrGbXYLWjyVZnOiM -c/QKAktLMORgYUKFlqo5+G5sfQnOUqwdXNXH+G/0hqXuLsHKp0e/BtDch6sH -zUiWYf/7Zdta9C1J1pyjlMtwS9yU/Qtaipd1sod2GXp8flS/Rpu7MCTEH16G -a3+pXUP1995f0Cg3YluGZze0uVz19/6/wXiLlWsZxO8E1pqh1ww+uHTxLkM7 -T77zZbRu3L1/caeWga21gf0MuvJMxD9jsWXwzh8u40TfTLR15ZBeBuv1KWsq -tORtNct++WVQHhqjWdXD6zVsq1OUl0Ejpz1/AF1+5mS65aVl6H/+U78W3SJc -snnyyjJwVMWufUbLWAdUTustA0+Edexr9J+zpdR5RstAzSciHYoOOFlc42y2 -DH/LZ9pc0P7Ntftl7yzDjdRkZzO0IY1o/r97y/BxV43+Mnpf/dmeCodleEo/ -+U4SzSMi/TjMbRlSmB6rcurtrUcdk3S9liFfjWaQEu3AIiXF5rcMBkORHiu6 -eH+kNqkPBy2D5FF6+gH04dbwzpzny1B5JiCjBl0XVTLsHLUMPneW5D6j0wjv -rc/FLUPt+LXGZLTrsYx75K+XYWv5i2UIuvrx2mTT22WQrjq45ow+kDg7kpiz -DMPxN4JM0a9PtJtYf8T6ZqcfUUdvLu+/Klm4DA2nJjMk0Oy0P8r3/1wGvpsn -zhxD70vR/Vxfugxc7sZlFOj3+5l5EqqWIbIg9MryVZxPPurR29Qvg5nml64+ -dKSRsZd0yzKYPOq2rEa7NHpYkXUtA+/DrdlP6MBD/5ra+pfhvh+TaxLaWkP2 -Z/roMhDqT+0EoSX+eJ50m16GgzHn/JzQCfR0DGoLOL4Oa5DfRK+WX/JiWVsG -eT/9MDW06zc36+ntZTjCakwrjr46O9n2k2gFpBhvhHOgx4MJFf+Rr0BPhjED -ObpluPuMJc0KyNIbRizqYHkPt/mlD63AnaAr9L3ozK03ydSsK+BzUeVFJTpH -jjN28NgK+PlLU+ejvZQqGAtPrIDTQ/6gBLS/zDDDM8EVYLQ8QhyIZn9cG20h -ugJX3Ui9HNAWiX8TZKVWYGOWsGKMfqKixMcgvwJf93XbXkRnXHeUnjq/AmIT -ZSMi6GfjBXWlaitA0ZtjxIbe4TeeiNdagV/MkX9J0SNBhUEueisw0uChTNDG -5+8r9g9XjFagQtHsSxea72ivsYDZCnQmX+SrQF8g03hBemcFTHhPv/qAznT8 -cWnw3grEUR+iiEMff/ck9KfDCjSEbLn5o5NPz+vFua0AZefwqB2aM/laupsX -1ke47up1NFc7/WN9vxVoqSj8pYxO7bIbEg9eAYuWVH4h9PXesjqGFyswHREe -eQRdr3T7/GIUXi/zZJtor/xXGYpNcStw45+j5ewVbI+3/VX5r1fgO/vd2nb0 -J/1b3ZHpK8BZfUO0FJ1a7e/u8m4F+OUMX75Dt2onvDbMXwHTXN3Nl2gjm11d -2a8roKmne+MJ+m7FvkiOXytwzcoA7qH1lDZu7C9fgQXOG5wG6M5Z+c+j1Stg -+PnuY0W0DNWJVzV/V6DXxLVfAG1ASUqZ17oCpVrB8ofR+59JkL/sXgGW0tdx -/7RoisnvUEY9GlwB8rkfq5PoO696cy3GV+A/ij6dFnSwCanB5dkVgMsk736h -DZk6w8SXVuDhtDBpFtrLNO8q+8YKxB4zvxGJDiQaziD9twJLR2MLvNAM21Vh -8ySrcJWzldIKvelZtL+LchVMjI6YXUXHDtCSVdCtQgnxrQI5dHUxV2Ie0yqw -6eaTnUQzD6mVJ7CvwoI3hRE92vRc36Ng7lX49vNuzpYmTTEv0dlKV75VGFGp -2xpF/372NdVSaBX+aMpebkDHOOcx6Erg56k+vCpCL3k9OnRedhX2fxEcT0Nv -p7lmiSquQoVvnvgLdPORjUaui6sgmSnv44EmyN18zqCxCg4mzdUW6ENZ+/qJ -r66CaasDoxY6m/9s+YrhKjBfYjGRRuPO6dzEjVV4Pludyo2mejOi2W2xCgHr -flPUaOOzlEv11qvQm6wqsqaBz+9TkkJl9qtgxHLYZRDdebnkX6HLKryJm/la -i5Z5S2mV+3AV7l2v3/qMDve0vZv6ZBXkQ4vkX6OnlS/uvgpchfe3P3qHoN0/ -LJwKf7YKckc//XLW2Hsf589SUOQqqE3Bzk30XSkJ3SevVuHsv/azl9A/S55e -9kxeBauILXdxtGPN0V6nt6tA1inwmQN9j+EGuV3OKhiS3yGQoYfCk+qsPq6C -p36uwOJlXF+5K522LFyF2JV9lj3oDqG0k2Y/V+Ezh3nCbzSl3omfJmWr0E5U -35yH9is+Pne9ehVaO1Up49Hj/rtFhn9XIbW9XuEpOnTqEI9B6yqwiFo426M/ -Of3m1+9ehS1W0szr6Dfdjn/0BtHVBV3K6E0mT2r9cczP0ZFaCN2vKzelP7sK -TOrn5I+geTZZ7hgurYK+/xFbIrR/jtPj6xurwGmwP2FGnaZ4XjlbxuTfKjQu -rVe3odM6j0aYkq7BaPi/1WK03E+xEAuqNci0PHw8B+3tqcptRb8Gzq9ltaLR -n9p/Gdkyr4GHh727D7qybVPciWMNJo4XpFijcwpuvPc4vgbDzeQ1umjeqUs1 -j/nXIOSn7YI8+pcgd1CQ8BpMHRpm5kPT2Vya+E9yDeYPWsszoCmauKdfnV0D -755/5tuXcH/4hz48VWkNAgsyno6hl/Z5duWqrkFLtVlmw561ofKr5hrwaQvW -FKGFelWul+uugexDsuk0NCex44uG62vww3uF8gV6+kamTa/pGpx7vsLvgQ74 -rTk9dXsNtHvJ1Cz20nUr6TfuYX2TT93WRFsae/aROa7BKXLLJ1Lo4gd/dJjd -16Ba/X0CF9rszvH7J73XID2OqpAKPaM5elrafw2YBR81rKjRFPe4ucdcClkD -c+F9k/3oJ87KWcb/rUFcV8y+GvR9xlwLu5drQGSmzFyAvmLJXvkkYQ2yFolO -J6ntra/Xm6PfrMHTijalILRNfFZIdib2DxXoO6IDhl5Ow3u8fv27lQn6dyLf -WmvBGtz8Wed5Ed1/rDJ3pmgNXj9fDhVBf97uoiUpWYNnSSIJrOguijoO9so1 -aD/mm0OCfnnzQIdEHbafyuS3OVWaYm09wjmt5jXQV7pT2YFODVi+atW5Bm8v -bjSXouubHx3y61+D0sA3/e/Qv0yW/JJG14BN6tbUS7TT09KUouk1YA+UXn6M -Fl7Rs2tfWAPF7BM7Nuiml4enltfW4E0TP6k+uizW/jDjLuYvpkKtgG63rSeI -kqxDxLYbAz+64E/iIx3KdXC8VcrMiKb8eOmbA906uLzkYd+5iO1tdC4jgmkd -4muSjo2jfa9MXCxgXwcqUVHuRvSL6wWxbdzrELnVffw7mjuYNnGDbx2OmyTz -vEUrStzV4xBehxz/hzwv0POrfKAkuQ6r6Q+Oe6BjPpX23jm7DmXL3lwWaPXI -N3lhSutQmJx+VBM9TCol/Ul1HWI6x1ml0C6lc85dmuuw3XyeiQv9oFL6LpHe -OtwoLqSjQhMZ+9MKGq2DfsNFyhUVLJ9KyU7PbB20JQlE/WjP931+3nfWoYiz -YLNqzxZ12ln3MZ6yiIV89EC4V2uL4zqoaIeNJ6D1pkwZ9nusw9Lq654AdMyd -UTIhn3WQn2xoeIB2Vff5Yvx0HZSusZcboWmPJx8NCV0Hdhe/LxfQSlVfFL+F -r8PygwOZQug/xtIckzHr8OnR29gjaH/1lwUsSRhvtVkQEfqohjLZ5bR16AqU -dpu5QFMcYZF/2Ct7HbYmTt1uQzv0Gwx8yFuHVI5zV4vRIkZpd4e/oA3un8tG -WxbRvGP+if1bXsgfhaYUp3yvUYbxxXIe8kZPKVPZ+VavAz9Rxs5d9PdvATNf -/2L9xC6P6aCT3y/wE1rXQcz4YP1Z9MWQEl6+nnW4kDNbcAKtQHR/2GxoHZJ1 -Z+Jo0easd83iJtbhoz/F4w1lmmLGE/xJLXPrUGKnYjmMlivjS6RdWYcT51+r -1qGNR3tuXN7C8SPMKlCI7qz5MRC4fwNyb3+iSkFfJVbkrSDbgGNM92dC0Cu2 -fULENBvw34MLf5zRcbJ0W0qHNmAzTS7nJjp2UjP0CesGGA/rBauh5TXoBko4 -NyDd+NkdMfTppw0bRCc3oEJ+7Dw7+j9y8s4LpzH9m+nRA2iXBBHvQPENmNvd -WJ8/T1N87Hr5ZI3MBtjJf27qRDtmybPTKm7AUFp4Thma/DIzk97FDZi1fOGX -iy7V+tP+SmMDJHLfG8Wgl490mA9c3fO8yJO9dPMvBSevb4Bv1NUD99BuksMN -9qYb8CqivUsPPb7c9eXr7Q2ob/N+fw4do896l+j+BqT+p/aED61/6+iQhuMG -nJ2X0GVAH39oyRfrvgFU3Bd4tpVoikUNbGRHvDfg4jXX5VG08b/cI6JPN4C+ -pLbsL9qnM7fMO3QDQkIvRHxDVyVOnK0L34CmsQHTVHSnSe8T9lisz/6UU8/Q -n7ypXt5P2oApqqfrrmipskX3n2kbkC3+rMwM7XKeUZA2ZwO4Mr89U0cv3599 -Z/5xA9hiKQ0l0ELURP8KCjfAT+zxsaPolvNNXBS/NoA4nXWcDM35rP/wzfIN -uMbVlbugiPdHSU73p5oNkGr+5dSNfk/7zYmycQPOTFVJV6B9iUP6zNs3YCJq -ffs9uss3hb2odwO69msVx6L5//oKMY5sQKhpta8vOvvpx0O2UxvwoMfmwn20 -f/LHv5UEbN90MVIDdKojmdnxtQ3gneWsUEDrfJT67bOzAV96Jf350c/vVRL1 -Em9CTrrDeUbFvb+3yjGdpdwEU9eWf9sKGO9ttv1xdJsw4Xnzxxg67NV02QbT -JtwconVvQAeJi5sacWzCSNeEWBH6FqtH8/fjm2AdMTmTih6PusB1VGATVs8w -pD9Dh1/iuPREZBO8V2/ddENzKIReHj2zCdO73YfN0X09TPzq8puw4eX1Rx3N -M6029EF5E4JTVH0l0M8js92Y1DfhRoys1NG9/MwrJr20N4H7mcE0GTrv/HGZ -MYNNCM2LT1o4h9cHat25cgPThSl1utFDg40O3yww/cwbogr0TWtpEx6bTVBd -tvj0Hl0Rc5D3vwebUBt9xSIWrXS59++26yZEqd1m8EU3/xY3svHaBGLZt8X3 -0Az5iRUdfptwO4bWTh9tzZrJoBayCUeep7EqoCMdB5S+/rcJGpctf/Ohf0e2 -6PLHbILktpYDA7rwJ8Ol+MRN4Ki3ZNuWpykWiOHnpknbhH1zb8tH0bpCmf1P -sjeBKpjB9i9aboPDdzVvE2T+ZB/6Jr/39xZWyvuFm+AyYvf9DfoBtbD70M9N -6Ny9aR6GXrk8/ed6+SYIqT084IqOej9A3lSD/TNblm2KPvz19anLjZtwjk1G -6xI60eCndEX7JrjvdhHE9vIfrjqt2LcJXWVZEexoM24D6h8jGE/sW/EDaLYL -6y3S05uQlVHfPC+H8+vI+aAvC5ugd+yEUyda5WANr+T6JsQKZtGXocPFuT8W -7G7C1LrRh3doq7MDJyVJt6D2k6zGSzS366vQL1RbkBikNuGDXk0d7pFm2ILy -VH8/a/R/S3rsP45sQazoPIcuWpHYX13x2BZcuxlUKIdmHCSzqjixBZoG2tq8 -aH0qd5fLp7bguYrqBO1e/g73nZrEtuDeNVufjbMYr6PXLSOZLRgsKj08jOYc -UlYeVtgCkleqOX/Q1sTXmWwvbsH00W2FL2i9ZwY9axpb8J/7QHMyujSrLdpP -dwuKG5fvBKOPrTop0xltgY+BzIYjet6vejTRbAsyxN6HmKC1Ox29Tt3dgvVw -XbaLe16govphuwVXX/PnCKM/yIm+0HDeAqVgEVkWNCHFh7LPcwtC3a2qiNBO -3lFeD55sQeurRv0ZWZpi2fSDk8RBW1Bw5P5QK/rs7WDN2OdbkM8pbQdoBp/0 -nNPRW3CpV3IjE80oQkJSHr8Fux63/SLQ/qfPGxq/2QIp7krqR2jt9H3pS5lb -oLvfOPq27N75xAOEsA9b8P48F8cVtCCfr/TJL1vgR8+aJi27d35HoFfpjy04 -9kpFgBtNCpHFN8u2oIwk7QMVOplLjWi7egu8fSQlVmTwfhdSU45r2AJ/ic3C -Ppm992Ok/GXat6BXa1G2Cm1BXFTR2bsFyRscPz+ide44kz8c2YLvpl7n4tEu -mVSaHNNbIPqODvzRUnonoooXsH8oOs7ZoYud7vZZrm/Bp9Tmn4botnD3U5T/ -tuBZGrGcEnro2z/vPNJtIJOy+iaAvuqR1mZIvQ37A/afOYQW6KeR2Me4DaI/ -/n7ckcb1rNd4TBbLNkiTNJ8aR3tatxPpcW5DYRBVRoP03nk6QS7/eLdB2dmD -swhdRp9GyDm9DTcW2F+lon2ftTpfl9gGP4FVumfo1LZKIvKz2yCjThrkim6O -440vVNqGJk/1XVO0KU3SOSu1bagcq3C6hK6d6ZplubINul/dJsTQth4hWX/0 -t6GPxcyEHT3vY+T42GQbvCV9/pJK752HvqEmabENUZKtSvNSNMUn2g8LTVtv -A9eFW5860H52ptxvHmzD9VBenlK0J00Ar5HbNuhIckfloLMlZc8yem8Dw319 -4mh06Nwp8zr/bYi9XuzgjfZtoH0VFLoNHSct+u+if/yLGr4QsQ1V+85p6KB/ -CdkrEb3aBkkana+y6H1JOp+Kk7eB2DPhOA/aiIMg8zh9G5ZsOZ8fRGtQ/2tV -zMX6MPaurZ6hKU4xEg8iKtgG0+gmswH0seDzOhVF2yDAvr+6Gs2bPSQaXLIN -841WIp/QRrdqBLSqsL8GKGIS0IqTeXKH/m5DyIOR7afoYQotq+7WbXB/t25u -j35+3Oh9as82OP+8+Psa2lDgOa3t8DYs/qnnP49uzEgNk5raBlWS8DBB9J/v -erzEC9swFPZs7hC6l92k9+/aNhD9V35lVxLjYXHJT9zdhokzZ/LGJffOazNO -v0+6Az3ZQ7SNaPvDf77JUe8A+eEauyL00Vy/2YOMOxCYNPMnFc1Hr3h+gGUH -wh6oCzxDH3oBXz9x7gBHwXCAKzqWrkQn6OQOKEZ8HTJFC7GR0NwU2oFF8Wr5 -S+jXjWpzEpI7wFt6OFYMrb58ZYlabgcqbyctsKH/DXZxjJ3fgRJVC3VS9IfY -HLviSzvQ8J/lmzkJmmL2L/5j8do7UGX9ZqMd/Z87f4C74Q7c2WLXLkGnww0t -g5s7YG3X8jYbvUo9piB5ewdcp6s2I9HN/oHGh+/vwMX4TS0vNMU82ZtVxx2Q -S7d+cwf9tvD0oU6PHTgmybRyBf1sHvJ/PN4BjQf7VGXQTpoB3imBO6DzmC+W -Gx0kdMk98PkORD97PkGFXnvZ+Nouegd8isWkV8RpilXFJ9cNEnbgvtLhwD60 -2jWjJ4qpO5Ahfaa1Ev2bhCArmL0DvvXR3B/RZoMuvMwfd0BCUMI+Dn3o/NcL -JF93YNmV/rsfOprX/+Xirx2Y7jx9wBYtezaDfahiB049CtY2QP/pnG9v+rMD -M0954hTQVylPV5c37wD7sX9DfGjwE1oo7NqBYnsWQQb04rty7XeDOzCS7OS4 -JYbjO7F4ImViB4zaD34bQZdzLH+Lnd8B+nMTu3Vo9yzRiv9Wd2Bui+hCITrL -ToMqZGcHvkvfDHqN9rhy5Jk/yS6IsG/WBqObhqwvP6baBZ76NhontIgLk6oX -wy4ouC5rm6BdKZYfP2TZhZNyuhEq6MHrnRuenLvgprrUJIR+2ZGY//DkLtRB -C8MR9MGPLO+8hHbhy581nf3oc1Unxh9L7kJ2tMl/U6K4n/gVb/lUDss/T1zf -jD4+p38iVHkXMjamKX+iyR4IC0So74LLMJNqOpqOhcQ5TmcXqE76+75A/3qU -R5x2bRfeTIv/dEcnzdJ3vTfdhZhrvGvm6AveB9aL7uwCcbSxyGW0CJHtzSrb -Xbha1WwlgS6jOUHT7rwL7iwvXnOgmbZpyMcf7kLBh2ftB9B9o1Sa6767cCT/ -70GCCD6v3+30UoZguqq+cif6zcrv70fDd8En5qh7Kbr+9OVx8dhdCKsSfJeD -jgqyM1dP3oXP+736o9DEREyCt9J3YdSagcF7Lz/TkyoPc3fh38kZ5bvoeyLB -edEFu9B7i9JFGx38l9vu4/dduKxk+1YGTWTZ411fugsLk4daudFZg0nDM9W7 -EOu3n4QavUqpl0jduAsrEuJiK8J4vziMvTvdsQtZPNmmfWhbFyVG7f5d0PS4 -E1aJfquu0+g0tgtG162+5gnvfT+VaCJ2dhceTX8YfoXW1bxwDZZxPBjI0/ih -PXeJj49v7UIN0EnfR7cEi16iI/4HfVoC5vrorIs/a2Up/0Hm/yq683iovigA -4LNvZiyVLJVIZEm2EkLZlxRKCpUle5QKKSRCka2QJQqVkhaKUpY5ChFZSgjJ -1mb9pUJJ8zv9+f3Me/fed895953rM97Ix8XqoV0OZBR5CPG4mUEqJWuU/31/ -r/RriiiPS9i7olsQ/bCYevbZSh5XgmDz99c6XA9CTkVNy/K48rFN0sNor/eL -h6XX8bhuKxLMmtHSZhXX7DbwuMNDab5l6Ca+gy/idHjc97yPSVfQcXbiVmDI -41pnhT04i36jUbNp1oLHdere2+GP3n55T6LyDh6XNXDmpz16+a4eU297Hle/ -a1rYED0sou993ZnHpYwUbliLvhZy7vuAJ4+7cW2hrfC6f783f+ezxGEet/rt -f0f/KuF6Qbxjsj+Ix91Hi0j+jOa2nxG6Gsbjjg7b321Dl+armw9G8bhKqSGN -T5T+/R5uxeTqeB63V+fTSD66rGA52SeFxy0kZ/HOo9M695wtzuJxNfjTxQLR -o6RjoXN5PK565Hu1/eiW+UPD+oU4X9F+W02V/r2vyKYqvpjHTdAxPaCCXmko -yffuMY/LbPE5KYbOHhl8JcvlcUlO3ckktNJ8Di2onsf9b0lywdhafpgU3Peo -/hX2J3yxogNddUOuX/Qtj6sQ3d9ahf5PmS/ct4/HVYkLHC5AB0sIZtUM87gx -5rtnktCC7wxVRMd43KAvZxgn0GeePTTwn+ZxDePnxVzRc5qHXjf+4nE5DtUK -W9EUS33/iwQCzAQ1a69HP8kmPN5CIYABQ9ZiBdq5YqFqik6AQbWmPTS01Nua -6Kt86GWVHlOKGL+MTn5rAQI4fJk71o2eXV9vT1xMAK2qiNM16Mv7lnk+XEoA -T65d/G10g6nLRg9xAnQuDk5PQbfdkW4SkyCA34ePeaFoj5eTq1qkCDBvklvk -jt5/wGrzGRkCWBy+WbodbQavJbXkCSAeNl+5UfHf+9ZpDVNrCaCdll0r+c+x -JzbcVEH3xTUx0avkn3o7rSdAf1B9+7QCXt/MbndRTQK8iLXq6kUfGRySe72J -AOFasn21aL4DY6XxmwmQftti4C66IJzEMjMkQB6xavgSurP+iRzFlACcA2Gf -wtGatteEaiwIYPv9/BcvtFKbTd2p7QTo6Pzy1Qad7b/HSHcHAf6qpo5qo1N+ -WST92UUAJfnEUWm0RnVVQaU9AW4PdH5lo7fkGZ8P20eAJ6GHvvyUx3wQDtbd -7EKAm1K7PvWjH0qOVRHdCXDxe9zwC/TY7g2cOi8C1C4VHChGl4xMKMb6EsDs -/khvJjrzzB3x7f4EMB5kdEWi/aKZPYsDCPCyLbT9IJq/Lcen5zgBBvK2NNmi -xT6QXuWF4PUH29bqottrXxN9wgnwKri8UhZdrnCLqX6GADH1vqUC6NIdEh// -xOD8RB8pmpPD+kqkPfVFHAHIPfV5g2ibib1iKYkECPnsm/4SnT68/5jTRQK0 -tx+If4h+cD3g2tpLBHhbWXQ6G+1wXOf270wCbGg2CohGW27eda4xhwCPpJU9 -D6GVTu3Xy8wjwPQnH/vd//qznWv2vkGABK05iy3/2ot4vn5TIQFWbu7aJI9O -9nAJ4twlgP4yxtpF6EhKwMWBYgIc+ha3bH4Nxo+XE1taSgCFj06sEbRPTuTe -2HIC/BI7O9eMTm+s43OqJIDcQ8KnMjR7MTtjAxDApKP59RX03Xu/iZxa7D93 -rPos+tPxjRYfXxBg36Z9t/3RXt+8jlQ3EYD3QirNHh1gohGc0UqAZ95a4QZo -xa2mTsfeYDwMr3spotecMlpj1UUAlxOuNkvQ1YyuNsVeAmQrBWgtyOL44NZe -5gcCFJ15J/kJfWKNW9PnIQLkXrlIb5X9936T0hUvPhEgMu/qxGO05jFj25uj -BPC6T3iTiw6te3743CQB9MbKHsei9a73+ftME4ARzL18FB1O0NuzbYYAhcEr -wh3R78Iuyar+JoCMYJuLETriWFqf8F8CrHPpMlRCb54YPTlPJMLDRHWZpejD -d0xJQ1QihFWMUHkyWB/J7TvWyCSCHmvs42e05cX3LSUcIrzMMalrQ59qCxG+ -LESE5ozZa0/QetFjptHCRBhd8TciH93AHvTwFyPCMysHp/PouVNCx/auIMKU -NVsnAB1ZrOZnLkUEutES0X3oXPX5XRtliFC49eh3Y/QF+1XrZOWJoBAn27IO -vU7deUZYiQgrVqneEkF7X/S7T1PF9jZcjCCghfkoDnPribDw2dzh62qMx4/3 -M6OaRHjssEftNbrC61FMvw4RfIurmBVoGXNz1pstRHDgOzlwDS2hszOywYgI -3xMSHsWj392/MFVtRoStDnPnA9Fivc92PLIkQu7Fp8770U7VN+7csyaCln3H -elM0v8zvhZu2RFjWZsxQQUcWnDbN30OEADGBXlG0/s3fsTl7ibB3t8pdInq5 -g0J9pjMReooKT41K43655vWfS25EIGuFWL1Bbyp+vC7NiwilkjdWVqJ3NeXs -TfUlwnTUmqnr6Og4i7Op/kR4cJZUnYBmakfdTwsgQoWFRnwQese8UGd6MBEW -//fM3gldV18xnxVKBI/MW7JmaG9fC6mrp4mQ6vV5WgWdmHbW9HoUEbzCw6vF -0H11uodvnyNCMs8/loTO26uZWRJPhEpW5c6xVXg/XTKsf5JMhFvPnFd0oCPj -184+SyVCt5nTp0p0i1bN2lcZRGBwH9+7gT4b3ObZnY3nm/gEJaJNqAqFI7lE -OEU8rnscTT195du360ToFewnO6N9/Hj6hEIiaF+62miGFtVceVngLhFWP6xI -VEWT1doXVpYQ4cc5tZ3i6KG0rz6qZUSgaFFEyGjfc7rDhk+I0D6i0jMmxQ93 -xK557q4iQtLd8uwO9H2Tb3MHa4gQV3p5fxXa7zcvPaKOCNLLelYWoIsFbhln -NBLBiRQwkCj17/3Rz0nFr4hw57x37nF0WvjatoZ2IrC7nzo5o1UsuPeG3mL+ -MrwkzNFU+z1XF94RIU3vSJ8q+pf523yxfiJwLndmiqPFHi55qjFEhDm9DDsy -evnqmY+2n4jguvXRonFJfuhZ47AmYJQIaoMqLR3oFuNV4amTRDghxYitQieT -VSfLpjHflHQMC9Cen7wDu2fw/lv96k+i5L+/15QI//lNhNfyFWXH0Y82TrRK -8ogYR9ohZ/TjSvINEzIJlPvvyZijiel9aX50Esi3lvapote4OF9L4yPBDmvR -FHH0u+rglmoBEgREvjMjo1fsFxT9upgEy2PmFsZWYvx/LYpYIkqCPyGBDzrQ -NHs/lv5yElRFWXtUof1sOWWHJEnQB7FiBeidHYMROatJMG8t1ZyIVuzoOfJK -jgSXd4mcOo5+feBr9N+1JFCdOqjsjN5UyKtWUSWBtt7KATP0miFBCbcNJBA4 -oJqsim5zF7qeoUWCLafyN4ujSwpmbFp0ScC7f3SShNZc/1iOakCCWtH87DEJ -vH8qLeR1TUjQ0a1i0YGW579tG2RBguOCK2cr0XzirUXF20nQ9cH32g008Wep -8vgOEmz1FLdKRHPf7R6U202C6fo1v4PQhQplNR6OJJiRSLvuhM481tR+w4kE -iUmu283QuQezFn06QIIHmsmzKmjd2VXRa7xIEKItkSuGvi/vqeDjSwJCGduM -hI4w9SHf8yeBcYPj1OgKfqh5oSL0PYAEeql8l96gg+3AVusECdo1l+tUoi07 -V7aeDiPBj7cJg9fRqa67IxojSJB13jkmAa1j4++7OIYEoSdSFYLQz9YHXtgf -R4I4rnzLfrRx/5FvtxNJkBkmecQUfdTpWMLcRRLYvAlerIJOYp/zME0nQfiA -Wpko+sopblj6ZRJ8qN1uR0Qbpil0fLlKgqW5zTNfl/PDt+Ben03XSdB84c6l -12h6zkeDpFskyH8yuaEC3VGzb9/IHYzvxpSOa+i6GfsK7RIS8CtkHY1Hx2d/ -23exjARQQhYMRBt56pqMPcF8mmi9sw8d4bw70LiaBLELf81Mlv/7f3GH8dxn -JLhKuDCyDh1d7XZnoZ4EDktjwkXQzjMXHzk2kWDZ/n4xAtqRTmVXtJLAcTbz -4ZdluL429N5d1kECI+ITy3a06DGtnLBuEthe3vTxCbqmQL93oI8EGSNSYflo -jo+Yt/EgCc7/ObjkPLpE6bNp0UcSbCSJFx1DF7S8Dl40SoI3S9bq7/3nDOrC -yUkS5O3M7zRCHza7/XZkGuPzPvSgEtqWf4JsPUuCX+0VPGF0VPL8ucp5Ejy3 -ckr5K475M0HxUCCQgRHkKfsZLcrVys6kkOHJgY7yVnTzsua1LCYZ+jcWWJSj -j2ZNiYZyyHBc6H1vLpph+85lSogMDgInfGPRbZ+4DLelZIiwPvnnCFonuJe/ -R5wMld8Hzjug9cvdA21WkmFC5K64Idp4OFP3pTQZ+nr7bymiLepKvYzkyLBr -f5DGErRV5Y9Z7loyiFQfe/5HjB/kKjLHdVTJ0CPWZfURvdjyo2nFBjLYJuf2 -vkKfShHn26RNBtUtbR6P0AM7Tm2s1CODrJnHtytopzG7Fj1DMlyudw05i37o -PN72zJQMjj11FH/0J8dzW8wsydCdl5SwB226Lkii1ZoMDzeBsD5auYPku3sX -Xm/97hx59MJsqMKgPRnUne1WL0J//7He0Xc/GV6uqbz9W5QfNvaE8uZcyRC3 -KVZlGF3qd0v0rCcZap5UlTWhtyhzbi31xf7AXrsUbe9Iun/TnwxSh/dVZ6Mf -TA6s0w4kA2G4QT8anXGLLN9yggzp2tm1fuhW/hdXDpwig2Jql4kd+ufh2Au/ -I8nA5g9p0EPrf75NSjlLBpv6GPM16F1OCd/XxpNBpfd3owD6elqqe0MyGd74 -dJnPiWB9tELWwT2NDDopyxsH0PUHCl+Ts8iQf/SlaSM6rORs27UrZBiTHawr -Qbcor91lfA2Pb3E2zEITx8iuX26SITHGHCLRrM6wufg7ZKj1u6xzEN3wiiWu -XkKGd3l25TvR17JXNPSUkaF1S4i6Dnp6QYES9ZQMQV7Me6vRvnmFreu4ZMjV -IMpx0LBu0dre52QQa3TN+7mUH9aafxCPbcDzddeJ96OFUxJyNF+RIerBgYv1 -6EMll8u+tmO+GJFZ99F9VnFu2Z1kKFrEiUhHv5buK7LuJeN+IWI2HP3xP+EE -2gAZDLqc/LzQE+ermdUjZDBhFg5Zo20+7Jc+/pUMRyb27tZCX5+M6FWdJMPq -vJAmKXRoT6n65DQZjAyom1lov5EYpTuzZPCb+FUyLcwPI0djXx78g+OrsV/d -i1YVtmYrESlwvGf1pefC/34v1v/HFJUClrsd6XfQiY8io0pZFCi2XTieir5S -K1l9UoACT6dYX0LR6ezP+QZLKJBuHLXbHc2VDVjPFqMAOdC7fhu6YNwroGsF -BaQyn67XQN8I83K7vooCGu3H8yXQ3QaitGNrKDCqlSdARwd/X+louJYC4v9p -hE4twfU5U95dWJUCrUJaX7rQ99IGZb5uoMDbpzd3Alr0+syVam0KjDDPVN9C -XxgQe522mQJPxJvkLqB3NP2FQ0YUqGCdvngC7bTN0c/cnALOc3nzLmi5qs/d -MtspkPxXxc0CrT68n0rZSYHITUrNauiyv2E/hndTIL/5kvoytM9Lyq26vRQY -f+WXRUZviCiTKnShQP3eB4TxxVgPDdkeSPSgAOGSm0cH+ozW7UOBBylAvBTV -VIl22RduvN+fAvdOLlK5ge56mvvVLJACNs78qQnodrv3ezecxPk+EDwbiKZ2 -0PKkwymwkGvtsB/93/FvjxdH4Xg10itN0CyVgGvUWArIbrGUUEZ/v+Tl/iuB -Aqt6DoeLoE/9us2bvEiBQCnSAG8R5sNe8YBP6RQoUSNv+YKWicio/ZBNgUUK -x662oZvGmN978igQJ7Pjbzn62+ddxO4CCujo5+7NQ19J9PjWWUSBN+n7nsai -7zXJ1XUVU8DFLE7kKNrpQPypnjIKBB+SDXBAz82eWfnhKQU6ZNTaDNBpAtTb -H7mYb+fvKiqia8UYkpO1FCirzIhZjPYPPHdmrpECzW++D8wLYb0XFNVJaaVA -/GS19gh6wndBfHEHBQrlf6c0o91vze6QfkeB7Nwb46Xou6dPnt7QT4HowzVG -Oehsh+Qb5sMUmHiwLTsa7XnPpNbpCwV+nbX47ofm57/Xf3yCAvrMcnM7tJ5i -z8yFaWx/56Wreuhd/YP892YxX6M+/pBFzyh+kGv+Q4GLZTfMBdCullMm40Qq -TFK6cmYFsZ4rUTvIT6fCdMKJbx/QGexX6WpsKlT4Jhg1oLN3f2zZI0SF8cpF -6cXoFe9uLIpYSoWYLObXDHTwWh33omVUqJU6qh2BjjZ719AlSYXsw5bnvdG+ -MSWbabJUeH4lo9cG/eLWnyYNRSq0v7RT1EanDP087K1ChW8CZ0+uQkf29ypd -2UAFmfPyjSy0RP1/9LfaVNhppyfyXYAflpifJPBvwc+T6tx60fnXa8TMjang -ac0teY4mFy22i7GggmOZ4t8iNKkJHtdZUSGhh2WRio4RWaFP30UFq769aaHo -fVanf1g4UKG1Q2rADf1wxLgj2YkKPz/YK2xDx1FfDXW7UWGjODVgA7ouP3iV -tA8VFl+RrlqBVj9xP+3wYSq8PFtGpaELRfv0qgOooPj96bZJftwPjftKCpyk -wpJ59bRO9CHjDh3XcCp4VUj2VaMV9p+79DiKCqbWEatuou95klUE4nD8b3Z5 -JaHrkp7zeSdh+85X7h5HL2NtXVuXSoUPSxynndB9opKp0llUeMeK1zD7d77w -K+Ooq1Sg7FM9qYJ2Ojlg+Pk6FRhrtlaJokmj48mWt6kgEv2OR0Dzaccql96n -gk1yn/5XDj8cCLFeJVFGBVcP2zPtaC556GDcUyqsXaVf+wS9+Pgg/y8uFajv -8yn56KdtMxyfOip8f3jCKI7z73ndcvD9Syqo19SdOYo+JCymuLMNLXn2mQM6 -hRK/vekt5s9YFcEQ/ebnQLdxLxW2bvbRU0SzlTqbnw1QYemG+JDFaOfT65QM -PuF8fZUun2fj+nmg5M/zMSoUBqn+GEY/m1LQM/tGhWezpcrN6LTpgz9aZqig -cPaeTyla+of5qj1/qFC1ReJGNvqz4dWXw0QaPNejfIhCS5G3/neETgNmtrOo -H/qFsuolEocGxAB1m13o4/e1uWmLaNAyEBqri65x2HVIUZQGAQs6NTLoHYyA -gucraPB25NgcB+2ckeizX5oG0yVSyjN8WE8S8qvm5Wjw+ZSJez/axK44//I6 -Gkh4DmXVo2f7YLneehrG42frPfQxgYF1w1o0cJwOp6Sjb99d2Re3mQa5TRGa -4eiZF5fWbDCmgab8/EFPtHSzy5IhCxoorxm/YvWv/Qv5Ny5Y0+D3B9v2jegO -t9P9hnY0GPfbQJZEy4vIPZtzpIHoWMJ6BjqJ0byz2IUGKUf3u//H4gctjeuX -fDxpICZxM60bnWA6mbDGjwbbmF51gHa6PKHz+Sj2vz3vxy3Wv++jjRUUBtNA -kbZT+gK621ej9dApGphbhtmcQBuUSz/RiKLBN23JcBd02ALHixiH4xvfdMcc -3fF314eWJBp8ONnWrYoujXVddTWNBjWEfoo4eigqd/3RyzTQyHBTIaF38yLF -zPJo8MjRzXGUyQ+EzWc6JG/S4Ij7++jX6Detkt5/7tCgq6X1/lP084uDPT0P -MJ4PNr3LR198ZaNUWU4DXQUp0nl0hRbFLbeaBmE2pxWOoXuWXIw8W0uDkC32 -OxzR88qX44+8pAF78Z0ThuilhPro/W00cB0MzlVEG9zjHtneSQPBF9z6xWg1 -OR1b/T4aZL4/PT7PwPpFZUZl4xANuvUqhUbQZ47c51P5QoOt5KMazegLcSpf -FCdpMGOa71CKlpAxf6nwgwal0ttOZaPdKW1la3/TIPnB0bwodIDItXuqBDpk -cRbX+qJVzt8s16LRQWbbuk+2aNe+xi4jNh12JdbSddGGowsCOxfRYfXnt3Iy -aBJzs7ubKB1cA1zNOeiCJcm9wRJ0aNju4/2TjvX8mfmg5NV0KEucOPceLR2a -sqlIgQ6zVuM369DTw0eUGlXosOa2R/1d9PLgcutRDTpUlO8dSUMH9ScX8uvS -wSu1hXgKvbpirY6GIR2ouyslPNCJtXVsF3M6qIvJbtqODu3OWZlkRYeFn3y7 -NdBLhXjBsIsOsbRDRyXQij2bVvx0pMPdA5YJNHQ37b6gkisdTsrevDlJw3z6 -XLHby4sOn7xP1XSiW5xaZgoO0aHR+HVPNdpiwWH6SwAdjr3N/16AZvB/2L4u -hA42Kv/xJaHvPB4QPB5Bhy1HnkofR9fzT+k8P0uHkfvETU5o33X5XYsScb7o -9TamaGnryx/dU+lwIonupYzWGok6WJlFh+eu9WEi6E23Fx1amkcHchYphUf9 -9/84xOljN+nQta3y5mf0nTHRPx136ZCS/r2iFc22lbugVUoHgwu3Wh+jU+aZ -j/Ke4vh39g5dRT8uzDvMqaGD8uz5n2f/tSfw/lnoCzoopT2l+6MHhh6WTr2i -wwVTT7E96OK5NRYeHdif7EWFLei7LsbnBnrowLXctEkO/SR6VcD+QTqYtblu -FUQHbRlYNPCZDnrNDMc5Cj+MLhR6u0/SQc5ByWcA/aqrLGzyBx0yk9uCG9Af -HxjZhszTwShuOqYYvWJf/jQfiQFs55TUDHRlkcz+XAYDGuUf5p1GG2SpZGsK -MECauOOeFzraW+VBhzADJv4efmqN3snNuRGwnAHnN3HqNdG76/+EiEozoK1V -vl0SzbF6rw3y2F5HXS8D3TnV8/mgCgPkDwx+/I+Mz6s1OeeWbWRAWGroVDc6 -PqxrVasuA6rD0+cA7VdgXhljxACinhqxEF18netgsJUBql8tmRfQMhNCFNIO -BpRlfhY8gd4aJ1Ndt4cBmz1Ioi7omi3jiQlODCB550iYowVL3ULtPRigUlG+ -WhXddT4rXt6PAfXHbBXE0A2ZBXULxxjgVOSvTEQTCPeVOk8ywD+Es/4rCdeT -3Z9fPohgQPsfBc129NS75Gsp5xjgY9K46QlaPPp3VXASAxyOfNHLQ9PMIiRd -LzHAN/2cfix6vUJyu1UOA5pbCg2PoKMDc7v0rzNgm4qlsT36x4CWlmYRA9a/ -PWyij95SMf1H7QEDzN8uMZVH64n4y6s9YcAl802mQmitWfe6DcCAXLNhk19E -fB6dTO/SfcEA4Qm2ySDand3lYdHCAPtt5UaN6FOJtJOObxmgHfnRoAQtFC8i -eqSPAZ+upW7J/He8J5/Z+WEGCL6s041At8d9F7w9yoC9nBPa3ujozG8nXn1j -wEj0PQ0b9JO8jXE/5xjQbemhpoVeZMUwX0VgwvvjuUpSaFmJx1U76UxgSu2T -Y6IPJ9+aiuVnQqNT9qpvBH4IcdnxqVaYCce27l/+Du1duamQsoIJOxbyhWvQ -VUcXNpuvZoJkvA9/ITpc3eDBRUUmlAmW0S6gy5/X0wfVmNCdH/k3GB200cFs -vTYTmu3f/HRG9yj2h8TrM0Fq+81xM/QTountr2ZMMMr4O6SClhDP7t1qzQSX -7e+6RdGkRXMiD3dj/7EbWwhofWKs50onJjx0Fnv+hccBYnny62QPJrwbP/W4 -Db2H5+ZCP8TE/ahXUTna+93h5WcC0RFvr+SiXZ8rsylhTIgrr79wDk2d26gV -F4XjoehE+aMLHqrcEY5nwuMTG4L2oN8Fd/kVpDChR/Wh5xb0FTtejM5lJhww -Ktsjh45UvkDozmdCYcMmc0F0CTF+OPg2E+CtidbcXw48VKFqrXzAhICoTrkB -dFerHKvpCRP3WaMiDejNk1rOoTVMCJaOohWjnw9fNFJvZEKSQf6PdHTs1Rsw -1Ybz62w8FI4+MDv/vqSbCbWpfq2eaN9fGwtODDCBMSteaYXer7tE2vQLE9qv -bLu1Ee2u5bZf/D8mBF2jpq5Ei1xa4vp9lglflhuG09HUGEXN1zwmlEvRfKYW -ODC2vHH0EZ0Frg3bbbvQ2YVrovIEWBCqsEKPi34nmM1/UYQFdvuOrLmJrpa/ -lHpuJQusgrcKJqEJy/Mko9ewYEtq0VwQ+gb3QNVZZRZEvrgwsB+t/Dc3MHkj -Cyrk/r4wQX/coGl7dTMLrrf9d28d+tgVGbdSUxb8euOdthRtcj+yuNWKBeWW -3iF//3Bg+bkYo2+7WfDCasr5E7rXIUZRzJkFtT/mjVvQlV0//U29WLDSNknh -EXooy1My1J8F5yIL+a+gU7MTjB8Hs6Azw2I6Gr0xX2t87jQLhu4efeuH9ni4 -T1I/lgU53VLlu9CWiezJpAssuKqyJ0sX/UPypMvHTBbkNQqHyqB3k/7E6Oez -oJLrsI+DTpliHrx+mwWaMmv0fs5z4LW5njj/QxaYLwmReI/OT7fLO1XBgoY8 -u7+16BH6es7McxaEjTx5fwddM9vrE9DMgvs/r1emoredDH7xq4MFB7+IXA5F -Jw/vUYl5z4L0rkUn3NABu6YfiH1iwUhnmp0l+pzVwN7SSRb0L+Sqr0eX6H/c -ZDfLAg239YLL0SJSY/t4PBackbAeJ6O1CZT2+ww+TNcfL8Z+c4B92+eapxAf -3J+WvPYGHbz5zLCsOB/c3tAZVoH+29V7dWIVH8goLNlzDX1YVulzhSIfjA73 -qJ5H50o4NlxYzwfrwxT4jqGX5wXuOKzLBzcZ5BEH9Io1T1JtTfhAMtet0gB9 -KyDpir4VH9TttkpV+Ne/ZXK4xh7s3+T5wUVoSdlIU3UXPvgVCQa/f3HAZsKB -punDBxmrTcWG0BJVW5qNjvHBdYPdU43o+9fjCu1D+aB96r/aEvRNv5p7QdF8 -QDJZkpWJvuGRO345kQ9o9jWHItAH1ZYGNKbzActgzsAbbZllbMfL5YMu4SdL -bdDZ7jHXdW/zgesoeVQTPbrewz/qIR+wu7orJdHSroVNbyr5oGh6YxID/Xtk -a4NiPR9k20i5/DeH+a4TGRzfygfLmWlq3WgXx6eTP7v5QEs9hQzo5pxsXa8h -Prg0sqzjJvpbNTt4eIwPnNWVryehD3UqlHj+5IPX6q+OHUeDo+2fH3/5oGzh -p4ETummtjN95BhtItwqFTNHLs4NFFBex4Znplw/r0N5nfAQ6lrGh+XvJ3aX/ -zt+7xztGhg03n9FC/s5yYIPLkJaBMht+1H8y/fTP98bT6FpseLxsx5IWdLR/ -7sVOAzZYvDYbKEPvWepnfN+SDbfJTUU56PSzzNoLdmxwqu8Oika7uweuPuXM -hg1KR/X90CLWv0MDfNhQbJ3Otwtdu15pJCCAjfE1e6uD3pY/5R9+ig3HpaOv -rP53vswR7dRzbFD7u82Tjf5+R2XPw4ts6JvIV/4xw4GZnwuDfdls2EeJmu1F -BxLmpwRvsmHa8Vv1c7TM+ZwsqxI2vKGNRRehRbKKf2dUsKFI4ohlCrqObCc/ -UceGLaVnFoWglZmMLZZtbGgcWtXtij4/k7XnUQ8bRiu251ig3V7pJSh+ZIO5 -Hd1VDc2bOz1XNMWGzQ2WsuJoJmd72cbfePyalaNEtE3i9/4WCq7r50/d/fqT -A1H1UheOCOB1Ug/6t6PFr018XinOga33R9SeoB2uvua9W82BhMtjP3LR2k9L -f15V5oDmQPijc+is4KFPR7Q5EJeSd9wfTfm+9JuVMcal2VpzD/r4txA1bWts -50rC3Ga0yOI7jSqOHGhduad8DZpJKXur7oH9ehQfF0CH1ogFGR7hwGD0JY3Z -HxzoHO146RTKgX3prJ/96Gxpxx/nzuK6cYf9sB5NjcxZzL2IeduX7X8PLSXI -tiBdweeQdoXSJfQyh4wnOwo5YPrBczQM7SlQHlVcivdtf36BO9qu1LNlGWDe -Wfq6bkPXuik9TW3CvDeoXbEBXVG4zHdZF8a5/Xb3cnSOSwejeAjXdQHJFAra -oeJ82Y5JDqgvWb1t/DsHRE34Msi4LmT+94jWgVYWLut8hnW3FLebW4EO/hWT -kSzED7HJscHX0AZtK6h+K7AuDW1UOY92+lputEce675LGV+OonWidE/v2ID7 -yJ8zVx3Q6u7ag476uA+7N2JngA47M3YhYBvWXR0uHAW0YbtuVbY9P9SGH3ou -hNaWeJPY8e89g89YJ35N4/wtoakvP8oPv4o11g2im20nO4+dwjr7wPRQA9qm -yO1Wbxw/0Kd004vRol70zp3pOF53sa0ZaOZrvaS+a/zg/z7qbzj6RpU+JagY -60y/0yWeaGNDcQ/JKtwnyLLdrNCmmbc/9TbyQ4KU3NKN6H7BB+W3OvH4Ix0v -JND1mq8Fzg7zQ6mi0Aka2k82VfL4f9i+W7/85DcOfP7oJ3liAet4VZ2et2iz -JQ3GCSwBiL+pEFeFfnqN3PBQRAAO9BRq3UDPNIV/GF8tAGofnnyJR4fL5dZp -qgmAz0uH9AC0Iu1NafpmAZh4GG+8F71yKP0Lc5sAZBZZfTdEuy6LyUlyEIDH -DddyFdEh3TuF5L0EwEYydttidIHs+8jOQAF4X8/79fs/fL5tU1TLOCMAGq30 -giG0mGuo86ELAkC3ybN5iZ5evNXa/qoAFOxv/lOC/v3Uztj+rgD8YcfezEQT -bhVFHaoQgFb/LpsItEB5kW1mowAsvvp43gvtqyKy8K5LAETuyt+wRi8dEX6h -8kkAou4obddEL9zYspDzQwAUHz2fWYlOin77M5koCJ49Y1foaCOYOdzPEISn -ygUmU1Mc2NKbnrpRUBBqX05PdKJvPxSLzxYRhDvV7anVaIGq++GclYLQJ2m4 -qQBtWOueGScrCM9opoMJaNMRGcqSdYJgGfE+JhA9Wlw9VrhBEOYKaWv3oe+l -fw211MXPk5+1GaFTTtp8nDcShAALocC16L0xmTvLLQXh5cS06BL0RjO32Qhb -QdiS4Fk5j/cRl+RItN8rCFzdw07D6EGzDdd03QQhZzGL1ISufw8CKr6CoCOp -ef0B+tDA15MqAYLgHvLLOAsda/hcbHOoIERpbv8cgd52KWnV3ihB4PhpnPNG -f5B62Xw2XhBm5B/I2aBf71exeZYqCL/P1jRooj/VN33lyxGE/lQ3L0m0J/1P -u9sNQeDzuUxnoCUzIkxe3RWEcTGPgqkJDpRXnos2fiQIZ8trjbrQ376Xtryq -FgQtu8dD1egHvWsPeLwQhJ0CeqcL0E8SCqIF2gTBZXrPikS0a2jAycZubF+I -8TQQndJx8WzqoCD0xGy124fOOFj2w39UEOJcpaeN0NH6dnxO3wVhdVlSwlq0 -xuXapU5/BKE0K1luCXqqZr3bEaoQeErKPp8f58Ar7zaDS/xCoLrPet8w+nrL -C3KLiBCoewrMvkQLnz/wW1RKCBZvO5D8AL1NQyT0uIIQ6K6ylM9Cf36dOvBV -XQhm/jbWRKDHRAcj/HWFYHamz94bbXLTq5LPVAh2rIj+Zo1Wk186VWEtBCcj -np3TRBeFeodEOAjB5c1pKyXRnl+S6va6CUGuy0IZHZ15OGz99kNCwKHMb50a -w+eZLV3NLlgIPqgmDnai4R1PITAS+6M/DqpGZ9vtTCqKF4LQtEC+ArTOPdnX -vy4JQdtE49UEtJ3BrLdznhDuV0rVA9F6gZVtH4qEwGHr+hd70fxvWFHBj4Rg -4qSFgxF6z4ImVbFGCEKezYwrou/6x7ybbRICgQWF8MXoQWOjuA+dQhDLKPad -H+WAKpNwY2gQr++v79wV/Pzaq+IK4oQQUMVrNr/MYMP/1AvlbQ== +1:eJwVi3k4lAsfhpl9McyMERMiR6tQamzR+1ZkSU7WCi20KtJBcRJCJCmkCJFE +SMmW7O+vZIk5RFkSQggZkWXsvr4/7uu57ue67rVObpancSIiIjV/+P9yHB1u +FXQroRe3Msa6wtdDsLLb4cE9iuilSxdyChSVIV6/ti/wijzquq6vzbxQCSj+ +XR9tTWRRtybpJ/+8XgtiW5WyGA+5KNdLlnJuTBEcNjF11/Bk0GiPJfrv/YrA +0rylvIsijRbXDyV5BCuA3/FdMQLcKtT9YbTNTOwa8O5KtGqWlUIv+Edn51bL +w+3qoHu3zDjoVjma4BVdHhpt6gyDIyVRp9nIphwnORiQnXU7189GmTI2rZG1 +snBy9cPtaYZslKTdVy3QlYWE2YsmSB4LTTsYf1DwZjU4yc9VPN3IQpXm9C9J +71oNtl8yi++kM1HmIImkz+dCSmml/6QqEz1pqK50xpELFa9luycuS6DZ1S+d +qhZlYJ/umZ31CeKoyZHIsuxEGcjkalB28hlo3Efa08i9MrBGpqNPk8RAV+9N +7xgTSEPgytkHX4zF0DV649ePPZKGDUma3g7RdPTmJ95MoLk03DPaqc8eoKHm +K8ludII09BWE1Tvp01BCnAUlt2wVVPrMj9QkUFF+R/x2nvcqCKa9jqxboaCW +VfZXT2iugpGX8ZkizhTUO17MQ1QoBdc5Y0b0NjL6tk1p6GexFMjYr1J8YEJG +z6ke/WvWTwosJQYMLICExgXl2+L2ScH2JQPpeV0S6l1jID8iLgVR4c3HDxYT +0ZLRTxL3vnCA0dERtnonEWV8tnT+lsaBWfEqEWUgoJtHXxUVe3DgyTfpGD1j +ArrlRkYibS8HQrk6Etqf8Gjyj8a75ZIcQL5WFAhO4NH9eMt0bEAS5qXKp7Um +cOjTcT2flSJJKN39S2oqCIde87eacLkjCeZ6iwOiXBzqXBqzds5JElaQYzf2 +5oiiZzvbtGJ0JMHLt3BdookoqvwZjmixJCGVF/J9ql8E7fjrS8THYTZsdr4U +qREoghr1K+TaVrJBqGMShawVQTs/fD+IJbLh5qUMT8aNFaSeEZEt8i8b4oKs +TwzVLiPSnI3pLBs2dO56FjvCXEbo7w5mDG9jA3ngGH7CfgnZohiTel2CDTL3 +Sh50ZC4i382HKI0CFjBy49eGzi8gLsYy+f/xWZDoFsXrPLCAHPXXH778ggW/ +C4/NlzydRy7bDVu8DWdBgKcvh7Y4h7j3sASZriwwN3MJzbGdQ1SrHzM2/80C +C8OzT2LyZ5HgoLtWettYECZn0ZHGnkWcNSKefZVkgW/2vdpaDyHC5ituwwuZ +4PimnPKzdQax+8VyyO5gAmOxasvczhmkq9Cxrr2CCeFSmVk9KdOI75ErNn5P +mTDn79gcQZ9GHhx6Qk0I/dP7EgunL08hu3uHlVQuMoFTMr0e1zeJxI6uoqlY +M+FxOi4t7e9JJGP9pEWsLhMEsu7WTRW/kW0hVQUua5lgJds0eUX9N7KneY6V +QWGCUrF/c+iTCWTdp+G28B4JuPFxsGaOM4H8TVLi38qRgLIRY5XyW+OIQNQ3 +eHeABITq7nl4Z+UXUhYSXpltKQHXasmtUmNjSKurjS9fWQKqLcZOL3YLEMsd +pt0PhOJA1nY7o9I8ity+8O9eUv0fn3yfd6fmJyI79lOb+1gczJSFbeLYCHKX +q+5V5yEOH10jaQlFw4h9KrlXykQcfviNyykUDCF20yYBwjXi8B6vdiU09wfi +tLEl9MI0A67I+1KrcgYR/Y3ZZhf5DEimMM0rcweQvCBtg8WnDOA7ntNyL+hH +XjWFkdnXGLBszFR7W/QdcXneeeCFNQN2GOZTkiv6kI8nxUZrVBng4BVBXKnq +RawGdT85khngqaL9vqGhB7nAuibh1SsGSY37/EXyviH/7ouvJpSJQejybCT1 +QxeS9N9PTUqsGIQbuqwk9H1F7vVqF/q5i4H/9ZcpCctfkMNGuTmnzcVgGaa6 +R+XaEfuL4+klm8VgYZCW4KnfitgqS2j4kMXg+SOKlsyJzwhb5N1saj8dziaf +CSq/0Ywo5AcV8d7RwabmUJFp1kdkILAOUUmmQ6KgrsMs/T9kQdP4YpAfHVZd +i1ByW/iApLVv36F3lA6cpv7KOstq5Ez6oygrPTqoRzz5oPbyHdJSVPWgRpYO +BPmMay2cCiSk+NaxmAUaLFUl6yZ+LkTuH6qWrvhKg4O3eiSyNF4hub0N83pl +NAivfReOVCUjtJyBA6xEGngtJSp0i3og136XntTxo0GPa7Ca1nws5nNTGJ9/ +nAb2qJ16gNVzrCCg4qjfbhocLqxMabMowDLEjdc+/IsG80nO0+pepdiYq/vp +FSIN7uedMJc88BbbUnC0IG+ICmZ5FSfDu95jnhx6Sk49FS5pRU9sc63FNniI +8IXZVFiX/6NTY7EeO0Mabw+5R4XVUhuMK8IaMTb/pLfDFSp4CwyaAsKbMHaK +i5OXHRW6vX/Zx1l9wgI/Wh9q3UWF+OrjPeWrW7DaFhsF77+o8M00qZjc14q9 +2G8RZk+hQuhrWlhEZjvmVBLu5i+gwEaegcHFfzqwUt6ll33NFFi8fnZHuU4n +pvvIaNONIgqo0l5QY3Dd2E17UqNTEgUYged72Pxv2Gg0I8r3BgXYtfvXb6jv +wXABU2c/nafA/V3H83JzejFxqpXlSQsKXDZ8P1gY04edt7lrvUWbAp9O/Ooz +8P2O/Tqe7q2qQAHduA7u+VP9WL4tveE0iQJ00drDPLMBbE3laefPAjLskzjf +8HrHIBbn4HnKu4UMqRE+7AX5H9g+986ug+VkyPjWpCpFGcLU20XnHNLIEIxM +p3Amh7Bgg29dCXfIYKhq5kX7Noypi/UUiV0hQwF3SI/CH8GMt5SWZB8jw2cD +vLxiyU8sP/JvmQAjMvCMdn8/lTmKmYYG0IK2kkG8pIo6EifAvh7mNuRzyZDy +ULO68vYY1tOb8pSNJwPX7Z002f8Xlm9g3pg0SgJCgtLPfp1xbNS/6eGhVhLg +ZqwdWa/HMZLQdL8ekKDBzIbP2TaB2bUo88yek8DUlBa18HICG9k7lx5ynwSF +H7rSmlV+Y19Oe82O+JEgrG5dUvrz39hLpomftzMJfMZjC0M3T2J6vLloNWsS +mJsO9t3ImsTmxjtixBASaJlkdGapTmGOehODrM0k6E55s108dwprUWkb1Jci +AdFD7UQ5bxrbVpaxECFCAh1/3db60mmsX2E0nDxKhMdcUbkDe2cwSpAPIbWN +CIty7b02/BmsHXFrOFVJhBqhkvyirRATeFGOmLwiQvlW9fWHvguxKNojjkUC +EWKuXv3i/88sRujx9fC5SYQrgq6ySNE5bMRvdLjGgwj8erVNz6LnsE/9iwLe +CSKYai17d2+Yx1piQ4TvzYggykP07SrmsW1DEtc9dYggnl3hrXdoAeMeLsEZ +rCeCNiP4+/PfC1iyovqihiQRQvkXtRoiFzFy3e0RVIQIabNhN5u3LWFMvvkB +VwEByksUUn+0LGHLKgZpbzoIIDSOu7Pbdxk7z3D3VKglgG6Z8pzMxhVMuIm4 +K/U1AcS5NiNZrSvYh7X6IYZPCXDXa0HjsYEI0OIPN+OiCJBjE/eEkSwCL2QC +Mr76EeDQupzIuiURMIwojGh0IYBmiVEV/pgoKAWXSHTbEaAjw339KIjCZP18 +DsmEALtnOm+XrcfB1lc+i8ZaBFjZGlpYEIEDWshbn9R1BDh99pqf3CIOKqOK +i2Q4BJgbj9xr6IIHX0aKfhruT19IL7jdgwdPm4n7JhN4OOK9C2d3hABUnJ4J +8c8fmG6dtbmNADqt3IG2BjxMn7q6fNuOCN1HqJNQjoeZLReeKfcToWLMYgl7 +gYdNgbejiz1J8C+v/87nBDwQAg808hhkCL+urbYchof99z/iX2eTYWm1ylm9 +q3jgmWqORtlR4CG7Fe4648Hh5LWIq2wqKGmeezd1GA//aciZ32mnAqNzdsLV +GA/pU3HNQa9oMEQ8/HlOCw+hwvuvp+LpMGLbMRq7AQ/lyQNTpY/FYFRXsdxI +Gg9hfsfDMt8zICCy7T2FjAfhqpSAN5ISsGPwSkDHDA5Cdj1+rmbOhP2WE65l +gzgw4neL79FjQWCCIy67FQfd+bY7jruwoX9rVn52NQ5s3QlCuhQHGuQlJssL +cVCT3nV1T/8qEIbnqX59hoP/AWCCH0Q= + "]]}, + {RGBColor[0.880722, 0.611041, 0.142051], PointSize[0.007333333333333334], + AbsoluteThickness[1.6], LineBox[CompressedData[" +1:eJwVlHk81PkfgJl7hpkxjFwhk9gU0bYS1ucrSoraXDkSsaGylEI2JUelpAMh +lBXRISFHbfi8I5IioUjuo9w1brl++/vjeT3/PH8/Km6+VodIIiIir//j/97+ +Rm+nZZGAOLbocXKnpxrMJFhXBMmvIi6Ydicaza+G9UF9zNQ1ikRMfei26esC +4Opd3+41K08sUESKda+rQE1QjjffTI6wowcP7nyzCrxFn5vK98kQN5Nk2sbV +VsH2iBv+G4pXEHMcXfc8A2WAqQGNpjxpwjmgIuLYbiVID9Rcm1PDJ9QYcde8 +zijCLpZBpuO8FPHEYawqvXwlhDUMx+1CUsSeczeGu+VWwomdVTOrYyUJnX/q +A5dDFEDF2VZoO8kjdDUPbE4alwf1ZGf9flcecfxYRXOzrzyE2jh1GTVLEAFj +A7bEtBx8KH/JULKTIFQHtGMyIuTAqiRzQviMSyj+u5QiLi8HsCtH8K2BQ+z/ +5sd/VCgLNh++1zycZRNZrZWjjXay8HmjbjtlLZtoibZLmVqQAQNq28yQmzhR +O9zaF5slA9U9Q32B98SIQCqr38ROBkSPlC70fWcRhesPLt5nyIBV2Q5hhDGL +WGe+2d2vbAWEe6U9wLeYxGBXq45D4Aq4U5syypllECa36tqUfl0BUusO5c87 +MYjcVJXRKKE0BKe09ilU0gmnX87M+eRLw8IdlCDxK50w8o58l+wvDcWK82ci +7tGIuPRNuUP60uB0suORxkoaYcJ9/GkzSRoKDJtCS+OpxLY3pl/c3vJBJftU +9SKfSrypmbDbHc+H8GzZkbx4CjH1sTui040PGpsUbO8pUIg8hU2Ti9p8ELyi +tWSlk4naG52msSJ82D9NbInWIhOeUrmjlz9IQXqhy8v1JSSCYImxGtKlQB4H +dLpakIiQJT2tfYFS4G1n3EzrFCWk1ugZsyykoEHVI2jphChxdXCbU5uKFJRu +cOlbKyZKDPYeu49nJaHIr9birwwRYt+RtN1Z9ZJgMafzLgeJELbed+wuPpCE +5ZUuR7KfL6P7IVkJNuGSkGO46fOtmSX0YdDiHuWAJJRQj0TP6y0hj6sGOHqL +JDRV6dQ/OLOI4pJKy79KS8KOjCTrkMoFZNj9XJE+wYMxv0MiDhILKCCMXPG1 +ngcOXbXV0gfmUfjXD8pnn/AgYaAgJD7nJ/oZYSRZdZUHI+bZT0tFfyKdyw+7 +in14EHXmRLTvvjn03H5cx3IPD3xFzufdeDKLZgzsaee0eRBPdVEVY82if4Ml +83ZK8iBI8LvOK48ZNBN8tCFrUgIk7opaZ1ZOI5fbf1rFNEvA3jG+coraNGKG +1TlRX0iAxx+MjTcuTaHuzpp9C3ckIEnuvaLf2CSacHg86BcuAe0+Hg7rbScR +XWPj8J9eEvBiX7VOTukEotuSDtdZSoB6Gqvkq/oESpQ7m/roVwloCY2urowd +R36c1zOzchJATK1qNhAdRxEKFOpTEQnIc2SJ6x8TonmNAvLj91xwR5/W5Hf9 +QCZJv6TAHS4wUN+JeKsfSB4LW5J8uOAZtCX5adR3FCRyWVQXcYEXE87vPDmG +dj5MTr4iwYUPIinj8a6jKCXrvOetHg7k1zwsqtg9grTzFZ33FXJgofbfot1o +GDWOP7z/MpIDqwJNeYKNQyjoAv9+434OPDcLTftFfRDx36CBSB0O6AwFTloq +DaCSjCRBO40Dbox8o7My35BnSJ3+uzY2RNlftcqU/Io0HiQaWj1lQ8MVQcJT +bj+qP1XpcPQyG9DbtOVYTh+qPbtrQMqNDadtfifrcnuR74kI1x36bFCs9r8Z +yetBBwtDnahSbLDY0aR0Wrobvdn/9w2zEXFY60wOWJTvQrf5e1vEqsQhdc+5 +/GWTDhTG0hbs+Ucc+N+21PfbtKHtx7cEc06Lw+QlRYNrXq2IsXYX28xOHPJa +QuI6zragAZMm/rSOOKhpmSoVJ3xCltovBmU54qDr7J+7kN+E3vpZz2UPicET +b/MnsfUNyP7rwaonr8WgY8NF0YM/6tFcrNaA0j0xkD9/mROnWodkjdOZs2Fi +kHJvUuWwdw3a3u8/oHdQDFzNch6zn1WhbvMDNp1IDOzYVV276RXooLKd1qCS +GKz+uEdn6mkZ2trX42mzxALPqz53y1yKUQ3lMEm5gwXBatEaibxcZJZxkWNW +xoK6ipBS45g0tPJy8KOaOywwtPN0jHI5hTr/vUa7H/JfX8SzX+qKx7e2XXBs +d2WB09yCaW3vA3y9XeG711YWXIuoCXdUL8BXW8NkzVVZ8EbNomvW/gX2MBnS +DaaxIPpQxoVrJi+xwyVmkcggE0Ye5klLf36Fd2TmiX98y4TT/nFpBn9VY0cL +95KZHCYEufTk6oi8w1p9g394xjDh09hs65qY99iDP+8iCGBC14k/jqbf+IBT +Y1oj1R2ZMCx+8lW3QyOOoZJO+hsx4fiw0uV+lY94P37XwFrNhKJz309UDX7C +5xXUXb7SmXA48L1nSl4Lztlr/IU2ygCZVHZYSFArLorexjvawACj9ALFSOM2 +LFThNfKeMeC6t1p7HbMDdz36MTd3mwGz7pSn3g2d+DTFxUMQwQC7siL/0tou +PNZctXzpCANi82uTLuV348Ty7QUb9jLgy4XJT1kJPTi7MfCUpB4DBE/UTq45 +04un7HTNdJQZUPjj4SLXvQ9nV3urRNEYoMpp3uZv3o/NP3exlcfoMPd4lbe7 +9lf84BBJbuQjHRrmw3oHZL7hsd0lNsJSOvRqGgfxRQYwXmHWoplJh/xOzv6p +gQGsorWI/7lKB03S/dXJDYOY3amtaR5IhyLZ3hbp0iF8BJO3q7nSQfKy+ZL/ +/WH8OAn9ttmcDhfnt956FzeC3bC2xumNdKii9hisCxvFQamh9kIFOjjz3LgZ +x8ZwVLHMbCKVDtwuz05z1+94V6bQ9Ph3GvjJi0sl/vID9/rQQoI+0+CNfPSV +wrQfOOD9mqHcCho8fFf35aKCEJ/N/Fy7IocGeuV4RC5eiPfb7PB/mEiDLolP +yoG8cVzPk91wNJwGTtbfrR5Fj2OZddaW9j40MHk7PlTOmsDTcpZrjjv81w/t +7KiJnMDvfSO5haY0mNyxG+rpk3hL5G3P1do0qFz1tLbn4iSem1W58kKBBrOy +639ymVPYsPB6RzCdBq36e5c9o6awoGtjhccEFfyaFrznOdN48+/MtFOdVNBK +Mn/xJXYaU42KuvPeUiFo6NABBfkZrJXmJeQ9o8Lt3MC22rQZbJVcZZSYQYVK +14/99HWzeGvYZ33TG1Sgknt9OwtnccTEnL30WSpMFo81HN06h8X/KuGIHaWC ++7uA4cr6OWxo3dGoak+F8nEbxDj4E/c7/ipw20YFOsNFfc/ET5y8N9a/fCMV +0qvVlp5dnMcdhtW7tq2iQlxTqo2H0gJufh2sOsSmgnJugubfxQvYdUEjNHee +Au4HZYzlrRfxTQOx/oRBCgwvzu/wFS5iWz/yx9RmCiho2drfi1nC18/FN7+u +pMBy0WE0oruMneoaT3ILKPDxSOZSYMcyFlLMdAPuUsA5JOUemIpATf+3zPnr +FKi95MhfnSICbb+xrFNDKPBpaMLy/JQInHpmWe3qQwFL9cVS8b2iUKN59SZy +pgDriqCgJ0cUNlk07jSwoICegffUJi4J9j0hgqwNKDAtM+ql60eC0Wzq04sa +FGj13/tVuYUE6kzLqGY5CqhtTNbSMSYD6+z6+K1MCvQ/aJDLf0yGA4w4r+pZ +MriHv6dPKlLgwJhhotcAGeanmjOtYyjA9Ut8IWghQxbPaK2BGBValcoOT78m +Q+xNTfE1l6hw9x8H/d5iMgwJG+6kitNgVDKxciCLDKPCwai98TSwyedn0BLJ +YObZXLGsRoeK5lc+hpFkOFXG/uMmpgNNvbfs0iky2Odkt2oeZEB77WfNMS8y +bJL5pKTK/u9rz9bZHnYgw0t65Gq1Siawru2v+2lOhg0CQ3OrKBaM2DdvvKtP +hjJhgL6bmxiQrzcquKwjgya/5dqIpTg4HtYT6Kwkg/B3PbNaKzbIyZztkGGT +wdfiqGNTIAeSi68MSC6RoInP+zhfxYXsq4nNKt9JkBHcntieJQEUrXlj0y4S +2MkGvVq8yQMzMrM06AMJNCMEBepVklBe2tP2spwEJX82m3T78GHze+NNKwtI +kB4anaBqJAM2ocgm8h4J/geFtRjL "]]}}, {{}, {}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, - AxesOrigin->{-4.944169661387873, -3.860605720000853}, + AxesOrigin->{-6.452539234513867, -11.975073258008543`}, DisplayFunction->Identity, Frame->{{False, False}, {False, False}}, FrameLabel->{{None, None}, {None, None}}, @@ -16546,6 +16566,7 @@ H+WAKpNwY2gQr++v79wV/Pzaq+IK4oQQUMVrNr/MYMP/1AvlbQ== GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], + ImageSize->{365.9999999999984, Automatic}, Method->{ "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ @@ -16557,8 +16578,8 @@ H+WAKpNwY2gQr++v79wV/Pzaq+IK4oQQUMVrNr/MYMP/1AvlbQ== Part[#, 1]], Exp[ Part[#, 2]]}& )}}, - PlotRange->{{-4.944169661387873, - 6.5092869103086874`}, {-3.860605720000853, -3.574604509430403}}, + PlotRange->{{-6.452539234513867, + 9.434971134688148}, {-11.975073258008543`, -2.330826433361077}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], @@ -16583,7 +16604,11 @@ H+WAKpNwY2gQr++v79wV/Pzaq+IK4oQQUMVrNr/MYMP/1AvlbQ== DirectedInfinity[1], 2}]& ], TraditionalForm], {0.01, 0.}}, {0., FormBox["1", TraditionalForm], {0.01, 0.}}, {2.302585092994046, FormBox["10", TraditionalForm], {0.01, 0.}}, {4.605170185988092, - FormBox["100", TraditionalForm], {0.01, 0.}}, {-6.907755278982137, + FormBox["100", TraditionalForm], {0.01, 0.}}, {6.907755278982137, + FormBox["1000", TraditionalForm], {0.01, 0.}}, {9.210340371976184, + FormBox[ + TemplateBox[{"10", "4"}, "Superscript", SyntaxForm -> SuperscriptBox], + TraditionalForm], {0.01, 0.}}, {-6.907755278982137, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, {-6.214608098422191, @@ -16730,1015 +16755,957 @@ H+WAKpNwY2gQr++v79wV/Pzaq+IK4oQQUMVrNr/MYMP/1AvlbQ== 6.802394763324311, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 6.907755278982137, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { 7.600902459542082, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { 8.006367567650246, FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 8.294049640102028, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 8.517193191416238, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 8.699514748210191, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 8.85366542803745, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 8.987196820661973, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 9.104979856318357, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 9.903487552536127, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 10.308952660644293`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 10.596634733096073`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 10.819778284410283`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 11.002099841204238`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 11.156250521031495`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 11.289781913656018`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 11.407564949312402`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 11.512925464970229`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 11.918390573078392`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 12.206072645530174`, + FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}}, {{-3.816712825623821, + 0.}}}, {{-11.512925464970229`, FormBox[ - TagBox[ - InterpretationBox[ - StyleBox["\"0.022\"", ShowStringCharacters -> False], 0.022, - AutoDelete -> True], NumberForm[#, { - DirectedInfinity[1], 3}]& ], TraditionalForm], {0.01, - 0.}}, {-3.7297014486341915`, + TemplateBox[{"10", + RowBox[{"-", "5"}]}, "Superscript", SyntaxForm -> SuperscriptBox], + TraditionalForm], {0.01, 0.}}, {-9.210340371976182, FormBox[ - TagBox[ - InterpretationBox[ - StyleBox["\"0.024\"", ShowStringCharacters -> False], 0.024, - AutoDelete -> True], NumberForm[#, { - DirectedInfinity[1], 3}]& ], TraditionalForm], {0.01, - 0.}}, {-3.649658740960655, + TemplateBox[{"10", + RowBox[{"-", "4"}]}, "Superscript", SyntaxForm -> SuperscriptBox], + TraditionalForm], {0.01, 0.}}, {-6.907755278982137, + FormBox["0.001`", TraditionalForm], {0.01, 0.}}, {-4.605170185988091, FormBox[ TagBox[ InterpretationBox[ - StyleBox["\"0.026\"", ShowStringCharacters -> False], 0.026, + StyleBox["\"0.010\"", ShowStringCharacters -> False], 0.01, AutoDelete -> True], NumberForm[#, { DirectedInfinity[1], 3}]& ], TraditionalForm], {0.01, - 0.}}, {-3.575550768806933, + 0.}}, {-2.3025850929940455`, FormBox[ TagBox[ InterpretationBox[ - StyleBox["\"0.028\"", ShowStringCharacters -> False], 0.028, + StyleBox["\"0.100\"", ShowStringCharacters -> False], 0.1, AutoDelete -> True], NumberForm[#, { DirectedInfinity[1], 3}]& ], TraditionalForm], {0.01, - 0.}}, {-3.912023005428146, + 0.}}, {-13.815510557964274`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-13.122363377404328`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-12.716898269296165`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-12.429216196844383`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-12.206072645530174`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-12.02375108873622, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-11.86960040890896, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-11.736069016284437`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-11.618285980628055`, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.8873303928377747`, + 0.}}, {-10.819778284410283`, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.863232841258714, + 0.}}, {-10.41431317630212, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.83970234384852, + 0.}}, {-10.126631103850338`, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.7942399697717626`, + 0.}}, {-9.903487552536127, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.7722610630529876`, + 0.}}, {-9.721165995742174, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.750754857832024, + 0.}}, {-9.567015315914915, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.7090821614314557`, + 0.}}, {-9.433483923290392, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.6888794541139363`, + 0.}}, {-9.315700887634009, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.6690768268177565`, + 0.}}, {-8.517193191416238, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.6306105459899607`, + 0.}}, {-8.111728083308073, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.611918412977808, + 0.}}, {-7.824046010856292, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.5935692743096115`, + 0.}}, {-7.600902459542082, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.5578511917075324`, + 0.}}, {-7.418580902748128, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.540459448995663, + 0.}}, {-7.264430222920869, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.523365015636363, + 0.}}, {-7.1308988302963465`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-7.013115794639964, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-6.214608098422191, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-5.809142990314028, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-5.521460917862246, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-5.298317366548036, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-5.115995809754082, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-4.961845129926823, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-4.8283137373023015`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-4.710530701645918, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-3.912023005428146, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, {-3.506557897319982, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-3.2188758248682006`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-2.995732273553991, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-2.8134107167600364`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-2.659260036932778, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-2.5257286443082556`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-2.4079456086518722`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-1.6094379124341003`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-1.2039728043259361`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-0.916290731874155, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-0.6931471805599453, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-0.5108256237659907, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-0.35667494393873245`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-0.2231435513142097, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, + 0.}}, {-0.10536051565782628`, + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, {0., + FormBox[ + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}}}]]], "Output", - CellChangeTimes->{{3.817203690916932*^9, 3.817203715261232*^9}, { - 3.817203798123995*^9, 3.817203867889276*^9}, 3.817204691973131*^9, - 3.817205153773066*^9, {3.817205225742158*^9, 3.817205234468196*^9}, { - 3.8172052905369062`*^9, 3.8172053435137053`*^9}, {3.817205395371584*^9, - 3.817205412720125*^9}, {3.817205657090682*^9, 3.8172056899382067`*^9}, - 3.817205721948454*^9, 3.81720579133876*^9, {3.817205823516931*^9, - 3.81720583160579*^9}}, - CellLabel-> - "Out[431]=",ExpressionUUID->"e57fa90a-27ff-4013-8fad-ca7e3c98d348"] + CellChangeTimes->{{3.817637498101*^9, 3.817637523899531*^9}, + 3.8176379865886707`*^9, {3.817638080223015*^9, 3.817638097089458*^9}, { + 3.817638411035137*^9, 3.817638418380022*^9}, {3.817638453141902*^9, + 3.817638469864127*^9}, 3.817638603759224*^9, 3.817638801668243*^9, { + 3.817638950488543*^9, 3.8176389801125393`*^9}, 3.817639384560536*^9, { + 3.8176394648201838`*^9, 3.817639475564313*^9}, {3.817640221335127*^9, + 3.817640248053196*^9}, 3.817640401002247*^9, {3.81766728274492*^9, + 3.817667297661644*^9}, 3.8176673405798473`*^9, 3.817718316939249*^9, + 3.818229637085619*^9, {3.818229702780876*^9, 3.8182297078089457`*^9}, { + 3.818233325400545*^9, 3.8182333338293552`*^9}}, + CellLabel->"Out[39]=",ExpressionUUID->"4488c29e-113d-4fd9-9c81-2e54138c7d74"] }, Open ]], Cell[CellGroupData[{ -Cell[BoxData[ +Cell[BoxData[{ RowBox[{ - RowBox[{"testSol", "[", - RowBox[{"[", - RowBox[{"All", ",", "1"}], "]"}], "]"}], "/.", "ss1"}]], "Input", - CellChangeTimes->{{3.8172003240680037`*^9, 3.817200332875305*^9}, - 3.817200491854622*^9}, - CellLabel-> - "In[134]:=",ExpressionUUID->"8499af31-a50c-4059-afac-b628095fc761"], + RowBox[{"h4", "=", + RowBox[{"h", "[", "7", "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"F4", "=", + RowBox[{"RF", "[", "3", "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"eq4", "=", + RowBox[{ + RowBox[{"eq", "[", + RowBox[{"F4", ",", "h4"}], "]"}], "[", "4", "]"}]}], ";"}]}], "Input", + CellChangeTimes->{ + 3.817563268660089*^9, {3.817563829122241*^9, 3.817563846550528*^9}, { + 3.817563950998456*^9, 3.817563956525237*^9}, {3.8175645239988813`*^9, + 3.817564534320574*^9}, {3.81756485534698*^9, 3.817564862343175*^9}, { + 3.817564919676697*^9, 3.8175649235785027`*^9}, {3.817565106996109*^9, + 3.8175651474217367`*^9}, {3.8175652415905113`*^9, 3.817565250029232*^9}, { + 3.8175657444559927`*^9, 3.8175657689660788`*^9}, 3.8175669120549498`*^9, { + 3.8175677716518087`*^9, 3.817567773706285*^9}, {3.817579700926876*^9, + 3.817579701354711*^9}, {3.8175810533593073`*^9, 3.817581114447541*^9}, { + 3.817581149854197*^9, 3.8175811499220247`*^9}, {3.817581265163169*^9, + 3.81758126542041*^9}, {3.81758144220247*^9, 3.8175814490334673`*^9}, { + 3.8175815152710047`*^9, 3.817581521148234*^9}, {3.817581635837187*^9, + 3.817581700879589*^9}, {3.817581767691791*^9, 3.817581768673394*^9}, { + 3.8175821842992363`*^9, 3.8175821844066353`*^9}, {3.817582286431714*^9, + 3.817582297101211*^9}, {3.817582488847374*^9, 3.817582488974349*^9}, { + 3.817582803954041*^9, 3.817582804222094*^9}, {3.817618756754203*^9, + 3.817618757439868*^9}, {3.81761900296082*^9, 3.817619003035212*^9}, { + 3.8176203963382673`*^9, 3.817620396528458*^9}, {3.817626242723531*^9, + 3.817626282042306*^9}, {3.817627870666265*^9, 3.817627904779098*^9}, { + 3.817629704809123*^9, 3.8176297360288*^9}, {3.818229759701996*^9, + 3.81822980267845*^9}, {3.818233391893188*^9, 3.8182334192935343`*^9}}, + CellLabel->"In[40]:=",ExpressionUUID->"a727ff31-abf9-4fbc-b1ba-5e10e05cc6ba"], -Cell[BoxData[ - RowBox[{"{", - RowBox[{ - "1.2224099537167044`", ",", "0.9625817323086974`", ",", - "0.9863025304522565`", ",", "2.507988676370416`"}], "}"}]], "Output", - CellChangeTimes->{{3.817200325692165*^9, 3.817200333083724*^9}, { - 3.817200484546897*^9, 3.81720049228555*^9}}, - CellLabel-> - "Out[134]=",ExpressionUUID->"9aaf347d-0fae-4cb5-8920-f15fee437a9e"] +Cell[BoxData["$Aborted"], "Output", + CellChangeTimes->{3.818241605697081*^9}, + CellLabel->"Out[42]=",ExpressionUUID->"d53b74d9-dd60-471a-b187-534011d1b795"] }, Open ]], -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"D", "[", - RowBox[{ +Cell[BoxData[{ + RowBox[{ + RowBox[{"h5", "=", + RowBox[{"h", "[", "8", "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"F5", "=", + RowBox[{"RF", "[", "4", "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"eq5", "=", RowBox[{ - SuperscriptBox["h", - RowBox[{"16", "/", "15"}]], - RowBox[{"\[ScriptCapitalF]", "[", - RowBox[{"t", " ", - SuperscriptBox["h", - RowBox[{ - RowBox[{"-", "1"}], "/", - RowBox[{"(", - RowBox[{"\[Beta]", " ", "\[Delta]"}], ")"}]}]]}], "]"}]}], ",", - "h"}], "]"}]], "Input", - CellChangeTimes->{{3.817124847184207*^9, 3.81712486296763*^9}, { - 3.817203222166533*^9, 3.8172032400147877`*^9}}, - CellLabel-> - "In[186]:=",ExpressionUUID->"fecf4a67-c7e8-40b5-8e36-582a0bab9fe6"], + RowBox[{"eq", "[", + RowBox[{"F5", ",", "h5"}], "]"}], "[", "5", "]"}]}], ";"}]}], "Input", + CellChangeTimes->{ + 3.817563268660089*^9, {3.817563829122241*^9, 3.817563846550528*^9}, { + 3.817563950998456*^9, 3.817563956525237*^9}, {3.8175645239988813`*^9, + 3.817564534320574*^9}, {3.81756485534698*^9, 3.817564862343175*^9}, { + 3.817564919676697*^9, 3.8175649235785027`*^9}, {3.817565106996109*^9, + 3.8175651474217367`*^9}, {3.8175652415905113`*^9, 3.817565250029232*^9}, { + 3.8175657444559927`*^9, 3.8175657689660788`*^9}, 3.8175669120549498`*^9, { + 3.8175677716518087`*^9, 3.817567773706285*^9}, {3.817579700926876*^9, + 3.817579701354711*^9}, {3.8175810533593073`*^9, 3.817581114447541*^9}, { + 3.817581149854197*^9, 3.8175811499220247`*^9}, {3.817581265163169*^9, + 3.81758126542041*^9}, {3.81758144220247*^9, 3.8175814490334673`*^9}, { + 3.8175815152710047`*^9, 3.817581521148234*^9}, {3.817581635837187*^9, + 3.817581700879589*^9}, {3.817581767691791*^9, 3.817581768673394*^9}, { + 3.8175821842992363`*^9, 3.8175821844066353`*^9}, {3.817582286431714*^9, + 3.817582297101211*^9}, {3.817582488847374*^9, 3.817582488974349*^9}, { + 3.817582803954041*^9, 3.817582804222094*^9}, {3.817618756754203*^9, + 3.817618757439868*^9}, {3.81761900296082*^9, 3.817619003035212*^9}, { + 3.8176203963382673`*^9, 3.817620396528458*^9}, {3.817626242723531*^9, + 3.817626282042306*^9}, {3.817627870666265*^9, 3.817627904779098*^9}, { + 3.817629704809123*^9, 3.8176297360288*^9}, {3.818229759701996*^9, + 3.81822980267845*^9}, {3.818233391893188*^9, 3.8182334192935343`*^9}, { + 3.8182406062640676`*^9, 3.818240612920035*^9}, {3.818240647160717*^9, + 3.81824066946524*^9}},ExpressionUUID->"7b4489a6-2b9b-4fa0-b010-\ +a2b21dfcde45"], -Cell[BoxData[ +Cell[BoxData[{ RowBox[{ - RowBox[{ - FractionBox["16", "15"], " ", - SuperscriptBox["h", - RowBox[{"1", "/", "15"}]], " ", - RowBox[{"\[ScriptCapitalF]", "[", - FractionBox["t", - SuperscriptBox["h", - RowBox[{"8", "/", "15"}]]], "]"}]}], "-", - FractionBox[ - RowBox[{"8", " ", "t", " ", - RowBox[{ - SuperscriptBox["\[ScriptCapitalF]", "\[Prime]", - MultilineFunction->None], "[", - FractionBox["t", - SuperscriptBox["h", - RowBox[{"8", "/", "15"}]]], "]"}]}], - RowBox[{"15", " ", - SuperscriptBox["h", - RowBox[{"7", "/", "15"}]]}]]}]], "Output", - CellChangeTimes->{3.817124863164054*^9, 3.817203240540386*^9}, - CellLabel-> - "Out[186]=",ExpressionUUID->"742a0341-4af8-4ba4-a799-e15a1e847a9c"] + RowBox[{"h6", "=", + RowBox[{"h", "[", "10", "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"F6", "=", + RowBox[{"RF", "[", "5", "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"eq6", "=", + RowBox[{ + RowBox[{"eq", "[", + RowBox[{"F6", ",", "h6"}], "]"}], "[", "6", "]"}]}], ";"}]}], "Input", + CellChangeTimes->{ + 3.817563268660089*^9, {3.817563829122241*^9, 3.817563846550528*^9}, { + 3.817563950998456*^9, 3.817563956525237*^9}, {3.8175645239988813`*^9, + 3.817564534320574*^9}, {3.81756485534698*^9, 3.817564862343175*^9}, { + 3.817564919676697*^9, 3.8175649235785027`*^9}, {3.817565106996109*^9, + 3.8175651474217367`*^9}, {3.8175652415905113`*^9, 3.817565250029232*^9}, { + 3.8175657444559927`*^9, 3.8175657689660788`*^9}, 3.8175669120549498`*^9, { + 3.8175677716518087`*^9, 3.817567773706285*^9}, {3.817579700926876*^9, + 3.817579701354711*^9}, {3.8175810533593073`*^9, 3.817581114447541*^9}, { + 3.817581149854197*^9, 3.8175811499220247`*^9}, {3.817581265163169*^9, + 3.81758126542041*^9}, {3.81758144220247*^9, 3.8175814490334673`*^9}, { + 3.8175815152710047`*^9, 3.817581521148234*^9}, {3.817581635837187*^9, + 3.817581700879589*^9}, {3.817581767691791*^9, 3.817581768673394*^9}, { + 3.8175821842992363`*^9, 3.8175821844066353`*^9}, {3.817582286431714*^9, + 3.817582297101211*^9}, {3.817582488847374*^9, 3.817582488974349*^9}, { + 3.817582803954041*^9, 3.817582804222094*^9}, {3.817618756754203*^9, + 3.817618757439868*^9}, {3.81761900296082*^9, 3.817619003035212*^9}, { + 3.8176203963382673`*^9, 3.817620396528458*^9}, {3.817626242723531*^9, + 3.817626282042306*^9}, {3.817627870666265*^9, 3.817627904779098*^9}, { + 3.817629704809123*^9, 3.8176297360288*^9}, {3.818229759701996*^9, + 3.81822980267845*^9}, {3.818233391893188*^9, 3.8182334192935343`*^9}, { + 3.818240689417706*^9, + 3.818240712225913*^9}},ExpressionUUID->"64ac9234-6e5e-4a0a-889d-\ +9a4d2d9e49eb"] }, Open ]], Cell[CellGroupData[{ -Cell[BoxData[ - RowBox[{"Series", "[", - RowBox[{ - RowBox[{"Simplify", "[", - RowBox[{ - RowBox[{"\[Eta]", "[", "0", "]"}], "[", - RowBox[{"1", "/", "\[Theta]inv"}], "]"}], "]"}], ",", - RowBox[{"{", - RowBox[{"\[Theta]inv", ",", "0", ",", "1"}], "}"}]}], "]"}]], "Input", - CellChangeTimes->{{3.817123536056196*^9, 3.817123556576008*^9}}, - CellLabel-> - "In[202]:=",ExpressionUUID->"9884f3ff-ff57-4cf7-b122-2aebcb709801"], +Cell["Caselle comparison", "Section", + CellChangeTimes->{{3.8182408998151817`*^9, + 3.818240902853426*^9}},ExpressionUUID->"747c9bc3-63ef-45c3-af83-\ +bc456177b1c8"], Cell[BoxData[ - InterpretationBox[ - RowBox[{ - FractionBox[ - RowBox[{ - SuperscriptBox[ - RowBox[{"(", - RowBox[{"-", "1"}], ")"}], - RowBox[{"7", "/", "15"}]], " ", "t\[Infinity]", " ", "\[Theta]inv"}], - SuperscriptBox[ - RowBox[{"(", - RowBox[{"h0", " ", - RowBox[{"gCoeff", "[", "\[Infinity]", "]"}]}], ")"}], - RowBox[{"8", "/", "15"}]]], "+", - InterpretationBox[ - SuperscriptBox[ - RowBox[{"O", "[", "\[Theta]inv", "]"}], "2"], - SeriesData[$CellContext`\[Theta]inv, 0, {}, 1, 2, 1], - Editable->False]}], - SeriesData[$CellContext`\[Theta]inv, - 0, {(-1)^Rational[ - 7, 15] $CellContext`t\[Infinity] ($CellContext`h0 $CellContext`gCoeff[ - DirectedInfinity[1]])^Rational[-8, 15]}, 1, 2, 1], - Editable->False]], "Output", - CellChangeTimes->{{3.8171235297148933`*^9, 3.817123556761306*^9}}, - CellLabel-> - "Out[202]=",ExpressionUUID->"5f69419d-b0c1-4cd5-9616-460f429c823a"] -}, Open ]], + RowBox[{ + RowBox[{"hCaselle", "[", "\[Theta]_", "]"}], ":=", + RowBox[{"h0", " ", "\[Theta]", + RowBox[{"(", + RowBox[{"1", "-", + FractionBox[ + SuperscriptBox["\[Theta]", "2"], "1.16951"]}], ")"}], + RowBox[{"(", + RowBox[{"1", "-", + RowBox[{"0.222389", " ", + SuperscriptBox["\[Theta]", "2"]}], "-", + RowBox[{"0.043547", " ", + SuperscriptBox["\[Theta]", "4"]}], "-", + RowBox[{"0.014809", " ", + SuperscriptBox["\[Theta]", "6"]}], "-", + RowBox[{"0.007168", " ", + SuperscriptBox["\[Theta]", "8"]}]}], ")"}]}]}]], "Input", + CellChangeTimes->{{3.818240927734683*^9, 3.81824102839991*^9}, { + 3.8182417223807993`*^9, 3.8182417230607157`*^9}}, + CellLabel->"In[58]:=",ExpressionUUID->"ebc19a92-5a4d-4254-8fad-8cadbfa1bd32"], Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"SeriesCoefficient", "[", + RowBox[{"m0Sol", "=", RowBox[{ - RowBox[{"Simplify", "[", + RowBox[{"Solve", "[", RowBox[{ - RowBox[{"\[Eta]", "[", "0", "]"}], "[", - RowBox[{"1", "/", "\[Theta]inv"}], "]"}], "]"}], ",", - RowBox[{"{", - RowBox[{"\[Theta]inv", ",", "0", ",", "1"}], "}"}]}], "]"}]], "Input", - CellChangeTimes->{{3.817123200393565*^9, 3.8171232461064463`*^9}, { - 3.817123515479413*^9, 3.817123520791197*^9}, {3.817123588104834*^9, - 3.817123597584608*^9}}, - CellLabel-> - "In[205]:=",ExpressionUUID->"c18d621f-7e5f-48db-8ae7-0fda0221c79c"], + RowBox[{ + RowBox[{ + RowBox[{"-", + RowBox[{"Gls", "[", + RowBox[{"[", "2", "]"}], "]"}]}], "\[Equal]", + RowBox[{"m0", " ", + RowBox[{"\[Theta]", "/", + SuperscriptBox[ + RowBox[{"(", + RowBox[{ + SuperscriptBox["\[Theta]", "2"], "-", "1"}], ")"}], + RowBox[{"\[Beta]", "[", "2", "]"}]]}]}]}], " ", "/.", + RowBox[{"\[Theta]", "->", + RowBox[{"Sqrt", "[", "1.16951", "]"}]}]}], ",", "m0"}], "]"}], "[", + RowBox[{"[", "1", "]"}], "]"}]}]], "Input", + CellChangeTimes->{{3.8182417509819803`*^9, 3.818241843719*^9}, { + 3.818241902855955*^9, 3.818241954320779*^9}, {3.8182420677553473`*^9, + 3.818242068211073*^9}}, + CellLabel->"In[71]:=",ExpressionUUID->"f224ec13-7431-41d4-919e-0ad10e8ff5b2"], Cell[BoxData[ - FractionBox[ - RowBox[{ - SuperscriptBox[ - RowBox[{"(", - RowBox[{"-", "1"}], ")"}], - RowBox[{"7", "/", "15"}]], " ", "t\[Infinity]"}], - SuperscriptBox[ - RowBox[{"(", - RowBox[{"h0", " ", - RowBox[{"gCoeff", "[", "\[Infinity]", "]"}]}], ")"}], - RowBox[{"8", "/", "15"}]]]], "Output", - CellChangeTimes->{ - 3.817123208606057*^9, 3.817123267470529*^9, 3.8171233432472973`*^9, { - 3.81712351283296*^9, 3.817123527892489*^9}, {3.817123594979403*^9, - 3.8171235978221827`*^9}}, - CellLabel-> - "Out[205]=",ExpressionUUID->"b45884b0-ccdc-4e99-ac15-83498ea86eff"] + RowBox[{"{", + RowBox[{"m0", "\[Rule]", "1.0057626728406226`"}], "}"}]], "Output", + CellChangeTimes->{{3.818241924060728*^9, 3.8182419544725122`*^9}, + 3.8182420683307247`*^9}, + CellLabel->"Out[71]=",ExpressionUUID->"09e5ee8c-1b1a-45ad-b1ca-a99bd7f24668"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ - RowBox[{"eqMeta", "[", "3", "]"}], "[", "3", "]"}]], "Input", - CellChangeTimes->{{3.817123015487031*^9, 3.8171230339984207`*^9}, { - 3.817123072431489*^9, 3.817123073231268*^9}, {3.8171231656411247`*^9, - 3.817123165736641*^9}}, - CellLabel-> - "In[206]:=",ExpressionUUID->"8e16b08d-33f5-4a51-9850-75f98a0e6a08"], - -Cell[BoxData[ - RowBox[{ - RowBox[{"-", - RowBox[{"(", + RowBox[{ + RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ - SuperscriptBox[ - RowBox[{"(", - RowBox[{"-", "1"}], ")"}], - RowBox[{"2", "/", "5"}]], " ", "t\[Infinity]", " ", - RowBox[{"(", - RowBox[{ + RowBox[{"Transpose", "[", + RowBox[{"Inverse", "[", RowBox[{ - RowBox[{"-", "2"}], " ", - RowBox[{"(", + RowBox[{"D", "[", RowBox[{ - RowBox[{"8", " ", - RowBox[{"gCoeff", "[", "2", "]"}]}], "+", - RowBox[{ - RowBox[{"(", - RowBox[{"15", "-", - RowBox[{"8", " ", - SuperscriptBox["\[Theta]c", "2"]}]}], ")"}], " ", - RowBox[{"gCoeff", "[", "3", "]"}]}]}], ")"}], " ", - SuperscriptBox[ - RowBox[{"(", - RowBox[{ - RowBox[{"-", "h0"}], " ", - RowBox[{"gCoeff", "[", "\[Infinity]", "]"}]}], ")"}], - RowBox[{"16", "/", "15"}]], " ", - RowBox[{ - SuperscriptBox["Dmeta", "\[Prime]", - MultilineFunction->None], "[", "0", "]"}]}], "+", - RowBox[{"5", " ", - SuperscriptBox["t\[Infinity]", "2"], " ", - RowBox[{"gCoeff", "[", "3", "]"}], " ", - RowBox[{ - SuperscriptBox["Dmeta", - TagBox[ - RowBox[{"(", "3", ")"}], - Derivative], - MultilineFunction->None], "[", "0", "]"}]}]}], ")"}]}], ")"}], - "/", - RowBox[{"(", - RowBox[{"30", " ", - RowBox[{"gCoeff", "[", "3", "]"}], " ", - SuperscriptBox[ - RowBox[{"(", - RowBox[{"h0", " ", - RowBox[{"gCoeff", "[", "\[Infinity]", "]"}]}], ")"}], - RowBox[{"8", "/", "5"}]]}], ")"}]}], ")"}]}], "\[Equal]", - FractionBox[ - RowBox[{"m0", " ", - RowBox[{"(", - RowBox[{"1", "+", - RowBox[{"4", " ", "B", " ", "\[Theta]c"}], "+", - RowBox[{"2", " ", - SuperscriptBox["B", "2"], " ", - SuperscriptBox["\[Theta]c", "2"]}]}], ")"}]}], - RowBox[{"2", " ", - SuperscriptBox["B", "2"]}]]}]], "Output", - CellChangeTimes->{{3.817123021370584*^9, 3.817123036214219*^9}, - 3.817123081247479*^9, 3.817123173582923*^9, 3.817123603151895*^9}, - CellLabel-> - "Out[206]=",ExpressionUUID->"21b799e5-0965-4692-b4ba-6083041c0cdd"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{ - RowBox[{"eqLow", "[", "2", "]"}], "[", "1", "]"}]], "Input", - CellChangeTimes->{{3.8171227644902697`*^9, 3.817122781401775*^9}}, - CellLabel-> - "In[178]:=",ExpressionUUID->"4c8cb259-b56a-423e-957f-9a65ba700a16"], - -Cell[BoxData[ - RowBox[{ - RowBox[{"-", - FractionBox[ - RowBox[{"2", " ", "h0", " ", - RowBox[{"(", - RowBox[{ - RowBox[{"gCoeff", "[", "0", "]"}], "+", - RowBox[{ - SuperscriptBox["\[Theta]c", "2"], " ", - RowBox[{"gCoeff", "[", "1", "]"}]}], "+", - RowBox[{ - SuperscriptBox["\[Theta]c", "4"], " ", - RowBox[{"gCoeff", "[", "2", "]"}]}]}], ")"}], " ", - RowBox[{"gCoeff", "[", "\[Infinity]", "]"}], " ", - RowBox[{ - SuperscriptBox["Gl", "\[Prime]", - MultilineFunction->None], "[", "0", "]"}]}], - RowBox[{ - SuperscriptBox[ - RowBox[{"(", - FractionBox[ - RowBox[{"t\[Infinity]", "-", - RowBox[{"t\[Infinity]", " ", - SuperscriptBox["\[Theta]c", "2"]}]}], - RowBox[{"t\[Infinity]", "+", - SuperscriptBox["\[Theta]c", "3"]}]], ")"}], - RowBox[{"15", "/", "8"}]], " ", - RowBox[{"(", - RowBox[{ - RowBox[{ - SuperscriptBox["\[Theta]c", "5"], " ", - RowBox[{"gCoeff", "[", "2", "]"}]}], "+", - RowBox[{"gCoeff", "[", "\[Infinity]", "]"}]}], ")"}]}]]}], "\[Equal]", - - FractionBox[ - RowBox[{"m0", " ", - RowBox[{"(", - RowBox[{"1", "+", - RowBox[{"2", " ", "B", " ", "\[Theta]c"}]}], ")"}], " ", - RowBox[{"(", - RowBox[{ - RowBox[{"2", " ", "B", " ", "\[Theta]c", " ", + RowBox[{"{", + RowBox[{ + RowBox[{"R", " ", + RowBox[{"t", "[", "\[Theta]p", "]"}]}], ",", + RowBox[{ + SuperscriptBox["R", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]], + RowBox[{"hCaselle", "[", "\[Theta]p", "]"}]}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}], "/.", + RowBox[{"\[Theta]p", "\[Rule]", "\[Theta]"}]}], "]"}], "]"}], ".", RowBox[{"(", RowBox[{ - RowBox[{"-", "1"}], "+", - RowBox[{"2", " ", "B", " ", "\[Theta]c"}]}], ")"}]}], "-", - RowBox[{ - SuperscriptBox["\[ExponentialE]", - FractionBox["1", - RowBox[{"2", " ", "B", " ", "\[Theta]c"}]]], " ", - RowBox[{"ExpIntegralEi", "[", - RowBox[{"-", - FractionBox["1", - RowBox[{"2", " ", "B", " ", "\[Theta]c"}]]}], "]"}]}]}], ")"}]}], - RowBox[{"8", " ", "B", " ", "\[Pi]", " ", - SuperscriptBox["\[Theta]c", "3"]}]]}]], "Output", - CellChangeTimes->{{3.8171227688834267`*^9, 3.817122794227809*^9}}, - CellLabel-> - "Out[178]=",ExpressionUUID->"312f09f3-55f8-4f9d-a42c-05ca1c4aea27"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"Simplify", "[", - RowBox[{"SeriesCoefficient", "[", - RowBox[{ - RowBox[{"G", "[", + RowBox[{"D", "[", + RowBox[{ + RowBox[{"m0", " ", + SuperscriptBox["R", + RowBox[{"\[Beta]", "[", "2", "]"}]], "\[Theta]p"}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}], "/.", + RowBox[{"\[Theta]p", "\[Rule]", "\[Theta]"}]}], ")"}]}], ")"}], "[", + + RowBox[{"[", "2", "]"}], "]"}], "/", + SuperscriptBox["R", RowBox[{ - RowBox[{"\[Xi]", "[", "0", "]"}], "[", "\[Theta]", "]"}], "]"}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", "\[Theta]c", ",", "1"}], "}"}]}], "]"}], - "]"}]], "Input", - CellChangeTimes->{{3.8171210214179373`*^9, 3.8171211416354523`*^9}, { - 3.817121307262643*^9, 3.8171215023948812`*^9}, {3.81712258147068*^9, - 3.817122585574129*^9}}, - CellLabel-> - "In[172]:=",ExpressionUUID->"069edadd-116a-4ccf-831d-0fe6e07540fe"], + RowBox[{"-", "7"}], "/", "4"}]]}], "/.", + RowBox[{"\[Theta]", "\[Rule]", + RowBox[{"Sqrt", "[", "1.16951", "]"}]}]}], "/.", "m0Sol"}]], "Input", + CellLabel->"In[81]:=",ExpressionUUID->"bdb2aaf8-6c60-4fd6-b0aa-d74503ebfe5d"], Cell[BoxData[ - RowBox[{"-", - FractionBox[ - RowBox[{"2", " ", "h0", " ", - RowBox[{"gCoeff", "[", "0", "]"}], " ", - RowBox[{"gCoeff", "[", "\[Infinity]", "]"}], " ", - RowBox[{ - SuperscriptBox["G", "\[Prime]", - MultilineFunction->None], "[", "0", "]"}]}], - RowBox[{ - SuperscriptBox[ - RowBox[{"(", - FractionBox[ - RowBox[{"t\[Infinity]", "-", - RowBox[{"t\[Infinity]", " ", - SuperscriptBox["\[Theta]c", "2"]}]}], - RowBox[{"t\[Infinity]", "+", - SuperscriptBox["\[Theta]c", "3"]}]], ")"}], - RowBox[{"15", "/", "8"}]], " ", - RowBox[{"(", - RowBox[{ - RowBox[{"\[Theta]c", " ", - RowBox[{"gCoeff", "[", "0", "]"}]}], "+", - RowBox[{"gCoeff", "[", "\[Infinity]", "]"}]}], ")"}]}]]}]], "Output", - CellChangeTimes->{{3.817121094109949*^9, 3.817121143267645*^9}, { - 3.8171213363219423`*^9, 3.817121519328246*^9}, 3.817121561056994*^9, { - 3.817121593382764*^9, 3.817121596725091*^9}, {3.817122581937236*^9, - 3.817122585949751*^9}}, - CellLabel-> - "Out[172]=",ExpressionUUID->"e6426e3c-3d4d-49f1-becd-dfef45704088"] + FractionBox["0.5666626131429985`", "h0"]], "Output", + CellChangeTimes->{3.8182422737153187`*^9}, + CellLabel->"Out[81]=",ExpressionUUID->"52d49ae3-932d-44b3-8644-d2cb922bdc0d"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"Simplify", "[", - RowBox[{"SeriesCoefficient", "[", - RowBox[{ - RowBox[{"\[CapitalPhi]", "[", - RowBox[{ - RowBox[{"\[Eta]", "[", "3", "]"}], "[", "\[Theta]", "]"}], "]"}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", "1", ",", "2"}], "}"}]}], "]"}], "]"}]], "Input",\ - - CellChangeTimes->{{3.8171210214179373`*^9, 3.8171211416354523`*^9}, { - 3.8171213154472227`*^9, 3.8171213244868927`*^9}}, - CellLabel-> - "In[157]:=",ExpressionUUID->"3cd180b6-0e22-4832-af2b-e9ecec7e0a49"], - -Cell[BoxData[ - RowBox[{ - RowBox[{"(", - RowBox[{"t\[Infinity]", " ", - RowBox[{"(", + RowBox[{"h0Sol", "=", + RowBox[{ + RowBox[{"Solve", "[", + RowBox[{ RowBox[{ - RowBox[{"-", - RowBox[{"(", + RowBox[{ + RowBox[{ RowBox[{ - RowBox[{"(", - RowBox[{"h0", " ", - RowBox[{"gCoeff", "[", "\[Infinity]", "]"}], " ", - RowBox[{"(", - RowBox[{ - RowBox[{ - RowBox[{"(", - RowBox[{"107", "-", - RowBox[{"75", " ", - SuperscriptBox["\[Theta]c", "2"]}], "+", - RowBox[{"t\[Infinity]", " ", - RowBox[{"(", - RowBox[{"17", "+", - RowBox[{"15", " ", - SuperscriptBox["\[Theta]c", "2"]}]}], ")"}]}]}], ")"}], - " ", - RowBox[{"(", - RowBox[{ - RowBox[{"gCoeff", "[", "0", "]"}], "+", - RowBox[{"gCoeff", "[", "1", "]"}], "+", - RowBox[{"gCoeff", "[", "2", "]"}], "+", - RowBox[{"gCoeff", "[", "3", "]"}]}], ")"}], " ", - RowBox[{"(", - RowBox[{ - RowBox[{"gCoeff", "[", "3", "]"}], "+", - RowBox[{ - SuperscriptBox["\[Theta]c", "2"], " ", - RowBox[{"gCoeff", "[", "\[Infinity]", "]"}]}]}], ")"}]}], - "-", - RowBox[{"16", " ", - RowBox[{"(", - RowBox[{"1", "+", "t\[Infinity]"}], ")"}], " ", - RowBox[{"(", - RowBox[{"1", "-", - SuperscriptBox["\[Theta]c", "2"]}], ")"}], " ", - RowBox[{"(", - RowBox[{ - RowBox[{"9", " ", - RowBox[{"gCoeff", "[", "3", "]"}], " ", - RowBox[{"(", - RowBox[{ - RowBox[{"gCoeff", "[", "0", "]"}], "+", - RowBox[{"gCoeff", "[", "1", "]"}], "+", - RowBox[{"gCoeff", "[", "2", "]"}], "+", - RowBox[{"gCoeff", "[", "3", "]"}]}], ")"}]}], "-", + RowBox[{"-", "2"}], " ", + RowBox[{"Gls", "[", + RowBox[{"[", "3", "]"}], "]"}]}], "==", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"Transpose", "[", + RowBox[{"Inverse", "[", + RowBox[{ + RowBox[{"D", "[", RowBox[{ - RowBox[{"(", + RowBox[{"{", RowBox[{ - RowBox[{"gCoeff", "[", "0", "]"}], "+", - RowBox[{"3", " ", - RowBox[{"gCoeff", "[", "1", "]"}]}], "+", - RowBox[{"5", " ", - RowBox[{"gCoeff", "[", "2", "]"}]}], "+", - RowBox[{"7", " ", - RowBox[{"gCoeff", "[", "3", "]"}]}]}], ")"}], " ", - RowBox[{"(", - RowBox[{ - RowBox[{"gCoeff", "[", "3", "]"}], "+", + RowBox[{"R", " ", + RowBox[{"t", "[", "\[Theta]p", "]"}]}], ",", RowBox[{ - SuperscriptBox["\[Theta]c", "2"], " ", - RowBox[{"gCoeff", "[", "\[Infinity]", "]"}]}]}], - ")"}]}]}], ")"}]}]}], ")"}], " ", - RowBox[{ - SuperscriptBox["\[CapitalPhi]", "\[Prime]", - MultilineFunction->None], "[", "0", "]"}]}], ")"}], "/", - RowBox[{"(", - RowBox[{ - SuperscriptBox[ - RowBox[{"(", - FractionBox[ - RowBox[{"h0", " ", - RowBox[{"(", - RowBox[{ - RowBox[{"-", "1"}], "+", - SuperscriptBox["\[Theta]c", "2"]}], ")"}], " ", - RowBox[{"(", - RowBox[{ - RowBox[{"gCoeff", "[", "0", "]"}], "+", - RowBox[{"gCoeff", "[", "1", "]"}], "+", - RowBox[{"gCoeff", "[", "2", "]"}], "+", - RowBox[{"gCoeff", "[", "3", "]"}]}], ")"}], " ", - RowBox[{"gCoeff", "[", "\[Infinity]", "]"}]}], - RowBox[{ - RowBox[{"gCoeff", "[", "3", "]"}], "+", - RowBox[{ - SuperscriptBox["\[Theta]c", "2"], " ", - RowBox[{"gCoeff", "[", "\[Infinity]", "]"}]}]}]], ")"}], - RowBox[{"7", "/", "15"}]], " ", - SuperscriptBox[ + SuperscriptBox["R", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]], + RowBox[{"hCaselle", "[", "\[Theta]p", "]"}]}]}], "}"}], + ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}], "/.", + RowBox[{"\[Theta]p", "\[Rule]", "\[Theta]"}]}], "]"}], "]"}], + ".", RowBox[{"(", RowBox[{ - RowBox[{"gCoeff", "[", "3", "]"}], "+", - RowBox[{ - SuperscriptBox["\[Theta]c", "2"], " ", - RowBox[{"gCoeff", "[", "\[Infinity]", "]"}]}]}], ")"}], "2"]}], - ")"}]}], ")"}]}], "+", - RowBox[{"30", " ", "t\[Infinity]", " ", - RowBox[{ - SuperscriptBox["\[CapitalPhi]", "\[Prime]\[Prime]", - MultilineFunction->None], "[", "0", "]"}]}]}], ")"}]}], ")"}], "/", - RowBox[{"(", - RowBox[{"15", " ", - SuperscriptBox[ - RowBox[{"(", - RowBox[{"1", "+", "t\[Infinity]"}], ")"}], "2"], " ", - SuperscriptBox[ - RowBox[{"(", - FractionBox[ - RowBox[{"h0", " ", - RowBox[{"(", - RowBox[{ - RowBox[{"-", "1"}], "+", - SuperscriptBox["\[Theta]c", "2"]}], ")"}], " ", - RowBox[{"(", - RowBox[{ - RowBox[{"gCoeff", "[", "0", "]"}], "+", - RowBox[{"gCoeff", "[", "1", "]"}], "+", - RowBox[{"gCoeff", "[", "2", "]"}], "+", - RowBox[{"gCoeff", "[", "3", "]"}]}], ")"}], " ", - RowBox[{"gCoeff", "[", "\[Infinity]", "]"}]}], - RowBox[{ - RowBox[{"gCoeff", "[", "3", "]"}], "+", - RowBox[{ - SuperscriptBox["\[Theta]c", "2"], " ", - RowBox[{"gCoeff", "[", "\[Infinity]", "]"}]}]}]], ")"}], - RowBox[{"16", "/", "15"}]]}], ")"}]}]], "Output", - CellChangeTimes->{{3.817121094109949*^9, 3.817121143267645*^9}, { - 3.817121316453334*^9, 3.817121325487088*^9}, 3.817121616050745*^9}, - CellLabel-> - "Out[157]=",ExpressionUUID->"45f19748-f63a-49e1-8ced-a4f5c5dda272"] -}, Open ]], - -Cell[BoxData[ - RowBox[{ - RowBox[{"params", "[", "n_", "]"}], ":=", - RowBox[{"Join", "[", - RowBox[{ - RowBox[{"{", - RowBox[{"h0", ",", "t\[Infinity]"}], "}"}], ",", - RowBox[{"gParams", "[", "n", "]"}]}], "]"}]}]], "Input", - CellChangeTimes->{{3.817120640956625*^9, - 3.8171206641227827`*^9}},ExpressionUUID->"3ffc56f5-fc40-4c69-bdce-\ -f91a4aab1c67"], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"Limit", "[", - RowBox[{ - RowBox[{ - FractionBox[ - RowBox[{"1", "-", - SuperscriptBox[ - RowBox[{"(", - RowBox[{"\[Theta]", "/", "\[Theta]c"}], ")"}], "2"]}], - RowBox[{"1", "+", - RowBox[{ - RowBox[{"gN", "/", "g\[Infinity]"}], " ", - RowBox[{ - SuperscriptBox["\[Theta]", - RowBox[{ - RowBox[{"2", "n"}], "+", "3"}]], "/", - SuperscriptBox["\[Theta]c", "2"]}]}]}]], "gN", " ", - SuperscriptBox["\[Theta]", - RowBox[{ - RowBox[{"2", "n"}], "+", "1"}]]}], ",", - RowBox[{"\[Theta]", "\[Rule]", "\[Infinity]"}]}], "]"}]], "Input", - CellChangeTimes->{{3.8171124154028482`*^9, 3.817112454613448*^9}, { - 3.817112487487479*^9, 3.8171124889053288`*^9}}, - CellLabel->"In[2]:=",ExpressionUUID->"e131ab87-4ef6-4852-9ddd-e4499b39559a"], + RowBox[{"D", "[", + RowBox[{ + RowBox[{"m0", " ", + SuperscriptBox["R", + RowBox[{"\[Beta]", "[", "2", "]"}]], "\[Theta]p"}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}], "/.", + RowBox[{"\[Theta]p", "\[Rule]", "\[Theta]"}]}], ")"}]}], ")"}], + "[", + RowBox[{"[", "2", "]"}], "]"}], "/", + SuperscriptBox[ + RowBox[{"(", + RowBox[{"R", " ", + RowBox[{"t", "[", "\[Theta]", "]"}]}], ")"}], + RowBox[{ + RowBox[{"-", "7"}], "/", "4"}]]}]}], "/.", + RowBox[{"\[Theta]", "\[Rule]", + RowBox[{"Sqrt", "[", "1.16951", "]"}]}]}], "/.", "m0Sol"}], ",", + "h0"}], "]"}], "[", + RowBox[{"[", "1", "]"}], "]"}]}]], "Input", + CellChangeTimes->{{3.818242090019454*^9, 3.818242178621181*^9}, { + 3.818242663104477*^9, 3.8182426776873417`*^9}, {3.818242777280229*^9, + 3.818242783136034*^9}}, + CellLabel->"In[93]:=",ExpressionUUID->"9581e610-c27e-4ccd-9de0-7344556f685a"], Cell[BoxData[ TemplateBox[{ - RowBox[{"-", "g\[Infinity]"}], - RowBox[{ - RowBox[{ - RowBox[{"(", - RowBox[{"gN", "|", - FractionBox["1", - SuperscriptBox["\[Theta]c", "2"]], "|", - FractionBox["1", "g\[Infinity]"]}], ")"}], "\[Element]", - TemplateBox[{}, "Reals"]}], "&&", - RowBox[{"n", ">", - RowBox[{"-", - FractionBox["1", "2"]}]}]}]}, - "ConditionalExpression"]], "Output", - CellChangeTimes->{3.817112456722063*^9, 3.817112491017767*^9}, - CellLabel->"Out[2]=",ExpressionUUID->"86a22957-07a1-48ab-90d1-d142a27afe22"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"Series", "[", - RowBox[{ - RowBox[{ - FractionBox[ - RowBox[{"1", "-", - SuperscriptBox["\[Theta]", "2"]}], - RowBox[{"1", " ", "+", - RowBox[{ - SuperscriptBox["\[Theta]", "3"], "/", "t\[Infinity]"}]}]], "/", - SuperscriptBox[ - RowBox[{"(", - RowBox[{"h0", " ", - RowBox[{"g", "[", "\[Theta]", "]"}]}], ")"}], - RowBox[{"1", "/", "\[Beta]\[Delta]"}]]}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", "1", ",", "2"}], "}"}]}], "]"}]], "Input", - CellChangeTimes->{{3.817113144203745*^9, 3.8171131899556923`*^9}, { - 3.8171133354068203`*^9, 3.817113340206203*^9}, {3.8171147270042553`*^9, - 3.81711472915556*^9}, {3.817115345578602*^9, 3.8171153483540163`*^9}, { - 3.8171153872352037`*^9, 3.817115414338681*^9}, {3.817119661417726*^9, - 3.817119661505088*^9}}, + "Solve", "ratnz", + "\"Solve was unable to solve the system with inexact coefficients. The \ +answer was obtained by solving a corresponding exact system and numericizing \ +the result.\"", 2, 93, 23, 31485507172710603002, "Local"}, + "MessageTemplate"]], "Message", "MSG", + CellChangeTimes->{{3.818242167902893*^9, 3.818242183528273*^9}, { + 3.8182426668284283`*^9, 3.8182426780916758`*^9}, 3.8182427844458857`*^9}, CellLabel-> - "In[101]:=",ExpressionUUID->"22a30e99-2bd5-43a5-9353-3a3be14232a6"], + "During evaluation of \ +In[93]:=",ExpressionUUID->"0f766a36-c752-4e20-8a8f-5cfbcf7a8a44"], Cell[BoxData[ - InterpretationBox[ - RowBox[{ - RowBox[{"-", - FractionBox[ - RowBox[{"2", " ", - RowBox[{"(", - RowBox[{"t\[Infinity]", " ", - SuperscriptBox[ - RowBox[{"(", - RowBox[{"h0", " ", - RowBox[{"g", "[", "1", "]"}]}], ")"}], - RowBox[{ - RowBox[{"-", "1"}], "/", "\[Beta]\[Delta]"}]]}], ")"}], " ", - RowBox[{"(", - RowBox[{"\[Theta]", "-", "1"}], ")"}]}], - RowBox[{"1", "+", "t\[Infinity]"}]]}], "-", - FractionBox[ - RowBox[{"t\[Infinity]", " ", - SuperscriptBox[ - RowBox[{"(", - RowBox[{"h0", " ", - RowBox[{"g", "[", "1", "]"}]}], ")"}], - RowBox[{ - RowBox[{"-", "1"}], "/", "\[Beta]\[Delta]"}]], " ", - RowBox[{"(", - RowBox[{ - RowBox[{ - RowBox[{"-", "5"}], " ", "\[Beta]\[Delta]", " ", - RowBox[{"g", "[", "1", "]"}]}], "+", - RowBox[{"t\[Infinity]", " ", "\[Beta]\[Delta]", " ", - RowBox[{"g", "[", "1", "]"}]}], "-", - RowBox[{"2", " ", - RowBox[{ - SuperscriptBox["g", "\[Prime]", - MultilineFunction->None], "[", "1", "]"}]}], "-", - RowBox[{"2", " ", "t\[Infinity]", " ", - RowBox[{ - SuperscriptBox["g", "\[Prime]", - MultilineFunction->None], "[", "1", "]"}]}]}], ")"}], " ", - SuperscriptBox[ - RowBox[{"(", - RowBox[{"\[Theta]", "-", "1"}], ")"}], "2"]}], - RowBox[{ - SuperscriptBox[ - RowBox[{"(", - RowBox[{"1", "+", "t\[Infinity]"}], ")"}], "2"], " ", - "\[Beta]\[Delta]", " ", - RowBox[{"g", "[", "1", "]"}]}]], "+", - InterpretationBox[ - SuperscriptBox[ - RowBox[{"O", "[", - RowBox[{"\[Theta]", "-", "1"}], "]"}], "3"], - SeriesData[$CellContext`\[Theta], 1, {}, 1, 3, 1], - Editable->False]}], - SeriesData[$CellContext`\[Theta], - 1, {(-2) $CellContext`t\[Infinity] ( - 1 + $CellContext`t\[Infinity])^(-1) ($CellContext`h0 $CellContext`g[ - 1])^((-1)/$CellContext`\[Beta]\[Delta]), -$CellContext`t\[Infinity] ( - 1 + $CellContext`t\[Infinity])^(-2) $CellContext`\[Beta]\[Delta]^(-1) \ -$CellContext`g[ - 1]^(-1) ($CellContext`h0 $CellContext`g[ - 1])^((-1)/$CellContext`\[Beta]\[Delta]) ((-5) $CellContext`\[Beta]\ -\[Delta] $CellContext`g[ - 1] + $CellContext`t\[Infinity] $CellContext`\[Beta]\[Delta] \ -$CellContext`g[1] - 2 Derivative[1][$CellContext`g][1] - - 2 $CellContext`t\[Infinity] Derivative[1][$CellContext`g][1])}, 1, 3, 1], - - Editable->False]], "Output", + RowBox[{"{", + RowBox[{"h0", "\[Rule]", "0.2591817983420864`"}], "}"}]], "Output", CellChangeTimes->{ - 3.8171131901632423`*^9, {3.817113336562134*^9, 3.817113346309887*^9}, - 3.8171147295944853`*^9, 3.817115348650196*^9, {3.8171154064111156`*^9, - 3.817115415021256*^9}, 3.8171196617654963`*^9}, - CellLabel-> - "Out[101]=",ExpressionUUID->"470e97c2-b944-4611-8c77-75e5a0915c04"] + 3.818242090454822*^9, {3.818242120591457*^9, 3.818242131322153*^9}, { + 3.818242167908722*^9, 3.818242183532113*^9}, {3.818242666832253*^9, + 3.818242678095522*^9}, 3.8182427844496937`*^9}, + CellLabel->"Out[93]=",ExpressionUUID->"40e33290-658d-46d6-943e-db46d86b2388"] }, Open ]], -Cell[CellGroupData[{ - Cell[BoxData[ - RowBox[{"Series", "[", - RowBox[{ - RowBox[{"M", "[", - RowBox[{ - FractionBox[ - RowBox[{"1", "-", - SuperscriptBox["\[Theta]inv", - RowBox[{"-", "2"}]]}], - RowBox[{"1", " ", "+", - RowBox[{ - SuperscriptBox["\[Theta]inv", - RowBox[{"-", "3"}]], "/", "t\[Infinity]"}]}]], "/", - SuperscriptBox[ - RowBox[{"(", - RowBox[{"h0", " ", - RowBox[{"ginv", "[", "\[Theta]inv", "]"}]}], ")"}], - RowBox[{"1", "/", "\[Beta]\[Delta]"}]]}], "]"}], ",", - RowBox[{"{", - RowBox[{"\[Theta]inv", ",", "0", ",", "2"}], "}"}]}], "]"}]], "Input", - CellChangeTimes->{{3.817119695521706*^9, 3.817119719402121*^9}, { - 3.817119757242896*^9, 3.817119760810754*^9}}, - CellLabel-> - "In[104]:=",ExpressionUUID->"3752e4d8-bc7c-475c-b88c-a0d99559d99c"], - -Cell[BoxData[ - InterpretationBox[ - RowBox[{ - RowBox[{"M", "[", "0", "]"}], "-", - RowBox[{"t\[Infinity]", " ", - SuperscriptBox[ - RowBox[{"(", - RowBox[{"h0", " ", - RowBox[{"ginv", "[", "0", "]"}]}], ")"}], - RowBox[{ - RowBox[{"-", "1"}], "/", "\[Beta]\[Delta]"}]], " ", + RowBox[{ + RowBox[{"MCaselle", "=", + RowBox[{"Table", "[", RowBox[{ - SuperscriptBox["M", "\[Prime]", - MultilineFunction->None], "[", "0", "]"}], " ", "\[Theta]inv"}], "+", - RowBox[{ - RowBox[{"(", RowBox[{ - FractionBox[ - RowBox[{"h0", " ", "t\[Infinity]", " ", - SuperscriptBox[ - RowBox[{"(", - RowBox[{"h0", " ", - RowBox[{"ginv", "[", "0", "]"}]}], ")"}], - RowBox[{ - RowBox[{"-", "1"}], "-", - FractionBox["1", "\[Beta]\[Delta]"]}]], " ", - RowBox[{ - SuperscriptBox["ginv", "\[Prime]", - MultilineFunction->None], "[", "0", "]"}], " ", - RowBox[{ - SuperscriptBox["M", "\[Prime]", - MultilineFunction->None], "[", "0", "]"}]}], "\[Beta]\[Delta]"], - "+", RowBox[{ - FractionBox["1", "2"], " ", - SuperscriptBox["t\[Infinity]", "2"], " ", - SuperscriptBox[ - RowBox[{"(", - RowBox[{"h0", " ", - RowBox[{"ginv", "[", "0", "]"}]}], ")"}], + RowBox[{"{", RowBox[{ - RowBox[{"-", "2"}], "/", "\[Beta]\[Delta]"}]], " ", - RowBox[{ - SuperscriptBox["M", "\[Prime]\[Prime]", - MultilineFunction->None], "[", "0", "]"}]}]}], ")"}], " ", - SuperscriptBox["\[Theta]inv", "2"]}], "+", - InterpretationBox[ - SuperscriptBox[ - RowBox[{"O", "[", "\[Theta]inv", "]"}], "3"], - SeriesData[$CellContext`\[Theta]inv, 0, {}, 0, 3, 1], - Editable->False]}], - SeriesData[$CellContext`\[Theta]inv, 0, { - $CellContext`M[ - 0], -$CellContext`t\[Infinity] ($CellContext`h0 $CellContext`ginv[ - 0])^((-1)/$CellContext`\[Beta]\[Delta]) - Derivative[1][$CellContext`M][ - 0], $CellContext`h0 $CellContext`t\[Infinity] $CellContext`\[Beta]\ -\[Delta]^(-1) ($CellContext`h0 $CellContext`ginv[ - 0])^(-1 - $CellContext`\[Beta]\[Delta]^(-1)) - Derivative[1][$CellContext`ginv][0] Derivative[1][$CellContext`M][0] + - Rational[1, - 2] $CellContext`t\[Infinity]^2 ($CellContext`h0 $CellContext`ginv[ - 0])^((-2)/$CellContext`\[Beta]\[Delta]) - Derivative[2][$CellContext`M][0]}, 0, 3, 1], - Editable->False]], "Output", - CellChangeTimes->{{3.817119714939983*^9, 3.817119719611507*^9}, - 3.817119760979968*^9}, - CellLabel-> - "Out[104]=",ExpressionUUID->"db6b4f65-90c7-4c37-9945-5690d8472368"] -}, Open ]], + RowBox[{ + RowBox[{"hCaselle", "[", "\[Theta]", "]"}], + SuperscriptBox[ + RowBox[{"t", "[", "\[Theta]", "]"}], + RowBox[{"-", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]}]]}], ",", + RowBox[{"m0", " ", + RowBox[{"\[Theta]", "/", + SuperscriptBox[ + RowBox[{"(", + RowBox[{ + SuperscriptBox["\[Theta]", "2"], "-", "1"}], ")"}], + RowBox[{"\[Beta]", "[", "2", "]"}]]}]}]}], "}"}], "/.", "m0Sol"}], + "/.", "h0Sol"}], ",", + RowBox[{"{", + RowBox[{"\[Theta]", ",", "1.0001", ",", + RowBox[{"Sqrt", "[", "1.16951", "]"}], ",", "0.0001"}], "}"}]}], + "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.818241513803463*^9, 3.818241701444338*^9}, { + 3.8182417329093657`*^9, 3.8182417340851717`*^9}, {3.8182419921298103`*^9, + 3.8182420723230247`*^9}, {3.8182421873253613`*^9, 3.818242188613175*^9}, { + 3.818242469130546*^9, 3.818242481586403*^9}}, + CellLabel->"In[94]:=",ExpressionUUID->"3a793a2c-1a2c-433a-873f-55e7861acacf"], Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"Plot", "[", + RowBox[{"ListPlot", "[", RowBox[{ - FractionBox[ - RowBox[{"1", "-", - SuperscriptBox["\[Theta]", "2"]}], - RowBox[{"1", "+", - RowBox[{"0.1", " ", - SuperscriptBox["\[Theta]", "3"]}]}]], ",", RowBox[{"{", - RowBox[{"\[Theta]", ",", "0", ",", "10"}], "}"}]}], "]"}]], "Input", - CellChangeTimes->{{3.817114731164422*^9, 3.8171147570601673`*^9}}, - CellLabel->"In[15]:=",ExpressionUUID->"6a34969c-5bbf-4acb-a54f-a9bfbf2c9f87"], + RowBox[{"M\[Xi]3", ",", "MCaselle"}], "}"}], ",", + RowBox[{"Joined", "\[Rule]", "True"}]}], "]"}]], "Input", + CellChangeTimes->{{3.818241975506172*^9, 3.81824198440137*^9}, { + 3.81824202010597*^9, 3.81824203359424*^9}}, + CellLabel->"In[95]:=",ExpressionUUID->"6a4616ab-41e4-44cc-8806-ee9851e65934"], Cell[BoxData[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ - 1.], LineBox[CompressedData[" -1:eJwV1nk4VdsbB/CzOYdzTOVUmsynEOWqWymV9UYos1CRKWMUF0mSBlNUlIpS -5qkIReFGZW8hMmUKGcrNPGQbk/m3f/uf/Xz+Wc+z1n6/37WlbP857sBFo9GO -YjTa/99x12x5dtrfUb21vEI9JCprktQ9KemMmk5UqY9SXvlUHCgpeRmZPDLg -y6Us9KAgh68tAK0x1NDWpxxHhEswJG+h3MUz86XLJNpO2t9dcbqHbrpaCrMp -dwnFLy+2PkAjaCJ43xKJtjxj7Z1fiELVht/0lRdJdP7QRddZiSfIQKnZVmiB -RG+au1On1WPRt6iUtx/mSDR/TrdzwikByTQLaGn8IVEi1nlrViMJJep9o6f9 -JtGR2vtbf7cmI8ZQy2DnNIkGo7VKpp1T0aqbbUOjkyQKs1+ymFpIQz6eBcvN -4yRqWjgbOS6RgZ6b3kQ7RknkXSGuROa+QF47jprFDZFo08Pm6l/qWWg1V4ht -Xz+JbOWBe8TpFaLLukosdZOIa8H3y7RfDnKRky6p6SJRc7ep2LRGLkq76K7o -1U4inyz+wsnW10j3H/Oj2k0k0n7QzzOZ+AaJnjPs8flCIlGfEpMJ5zw0gKJk -rleTiFC/NE4u5KP1qSqB7FIS8Xb8lP0lUYg8kqZSjHNI1EZ8uDg6WIj0h9gR -qpkkevEsunQktwjVHvirm/aMRPqe+tbD6u9RYZD6Hf4YEj1iFT0acMKRn2Ky -3L5AEuVd0va8sIFAc0f5DLv8SBQ7rLxxyo9A6aeHn5p5k8itnu00qVGC/HZt -9Ws9SyJ2bCXXROtHFDjjED2gQ6IFoYIM94Ol6Hn4KI/GERL1+qcYjieWIpdb -Wy0vHyRRgdO1eNK5DD3JcU513E4i8793q4wtlKOHrDtdx/lIlFSV4DEi8Rl9 -3F6sdb54DE1H58v/CPuM4ui1e0++GUOaTtU9jXOfUR9+/Yxw+hga5Z41LWqq -Qr+7r+pPRYyhfYf0VW6F1KBdCdIN523GUP2rRS5Z8gtiVwye2fn7F2IjlpWg -Yj1K3Om8R3DwFzogE6kSYl+PloSPjP777Re6O50x5dtQj5pcm6Yvv/+Fdt// -6mCb2YC6QofZOdd/oetV27V3WjehO+EhOj8XR1F67r8ymVFNyPZON5Y5Mooa -o9W4t9Y0oXShPh+19lG0xenU+w37m9FPs8z0roJRVMUdpEhb8xVJ/ineXO46 -ikQOdbC/fGpBWXejIs0aR9DLV7c6ziu2ozd+I1W53sNomD0cpn2mHRlF/WvU -ZzOMZL21VeUi25G10U6rMe1hlHiQP6lnrh2tr46T8RcfRg8+hzmal3egtTr5 -p16UDiHvnnsTWhZdKHx4rfIaniGUwF8dKKzRjWIHAlPCzg0g1UNXLG5YdSPF -Ffe4IMMB1OmmsIe81I2eOXo+NN4zgDY03umvedGNvjk65Xsv96P70brHQlf/ -h6T4n2U33e1HgVvrhFY6/kOcHhWDP8/7kBNqeDLq2YMO7b5neOV9D6Il/y7q -uNODxLlqLmyM60HRdNHOqtQe5N2i9frB1R5U+dlRPKOlB+03nekRUe1BciaL -yQ4qvajFwfjH2Q8/0eBZ2azvWB+68snTVDv/P+Ty4GpxfUQ/Otg1t+/xuh/I -rW9bT97LIXRbxD9q8flX1G31jVnyeQhJ3+DBxoy+IuO2UMXa3iGk4fXhRuxC -M9pXPXC5b9MwGvuS47lLvxlx56atFgkZRjMfXhzWH29E0X5SqpesR9BtGGlJ -l6tHJWs2Ptm/+hfy2DWeqNdehvikgmR/7BtHi54Wz2DsCX53dbV8ks0UysBX -DJ5afsNtO0xw7prf6MiK0gvl+0O4R3mQ7T+y86jtXVdZbPwkLt6ryfP773mk -/OSK5szrSbyai/XCD+bRprTU6sMVk/hWCJ+4ZTaPWsfmXxSQk/i3oqgbqXfm -0bkDcfpCMIUfznkW/42cR4Pnnym4fJ/ChWMq29XfLqARmeSxQOEZPNddwHjD -sSWUlurAv8dgFq95uuZy9okl1NXOJZp5ZhbvL9uUoGa/hJJ9mz1Xe83imzZu -Gzl/fQlxof2d6dGzeFCJRmBJ/hJac4rgXf3fLH6Cff2Ni/QyuiW2NeGN2x98 -/s3Emg8Ly0gxzfW88tU5fO33P/uPs1bQNyUbq7vhc7gik2YzILKC5LVuKzXH -zeF2FkJZwrtW0CCmcmF78RxeQ1c44nh2BQXbCrusWp7D403tvVZ9XUF9UfEm -Cb7zeNKVc8NKJ2nwzjZ8lHRcwJUI1p8QSxp4Culq/+21gBP0dMYPOxpwtjT0 -Ovkv4N3hvZLh7jQYjinvSI1ZwMUTLU8O3aKB9xkk6/ZlAX9aZlCW9J4GBXnW -2w7vXsQfCO6OZ0tjoMYMSKRPLeLSxxszneUwcOuXKPJeXsRzH7kXEooYFPol -PWxnLeH1EtnNbgcwiF7wjrkkuYQL7ZLhrzbB4PuGlShevSX89okNPoEhGFh7 -DG0NSlnCAxIWjaZHMeD6oim1SXMZN1R666EwhQF/08uaeINlXLzkwn3bOQx8 -HTYHipgt40U/h+vrGVzgUmyg8OPcMj659ZtBtjgXiKS7c1oilnHbrHw9R0Mu -ePdjY6pN2zJ+uNDtWNsbLvBfd0Rlo9UKLqQt77yqiAu4SiRfCTiu4J3tfaGa -BBdUbGaxp11XcJ9Fi8q8Gi6IkjxGxF9dwXOQjtb9Pi54drznoX3sCi75SVZD -ez03vFxr1fy2dQWnNXXDe19ukC8/pd8lTSOChoqTfP25Yb7w0IidDI1g0eK4 -9odyw9DTRqx3G41g7zAry4/ihlLRkpx6JRqxNaRB61UON/wjSX9uoUojtA98 -1E/u5wbHidQg9VM0os4o8ZXNL26Id5nebn+aRhifvbZaYpob+n67J1+zohEW -USqNMRgdMpxmWUn2NMKNfG0aJUqHnYW3rWLdacTDlBSL0ON0aJqcLPQIoREb -ivw/aJrR4XvoUNbO2zQitt5anGFDh/H1p0tGwmjEs6XN3f6udDi/v9JO/wGN -eHsy0u5KKB0KcDfpulga0ckf7OJWTAeJqk7p9zk0QsbL0cdEngHLR4x+eTfT -iB0qP4wTlBjg/23gL9sWGrGbduqv4b0MCC0YHTjaRiPUwo71X1dnwKI532dm -J42wSt1ukmnBAHn1xrLjPTTiUfPkX1z3GBCXY3p0zQSNiHt6jl8vigHfrWta -/p2kEak2vf2PYxiQpHVY7NQ0jXg9+jVuRzoDmPnRP+/MUudFL+Q3K2HAf6ya -EmKJRjD2XB94NcUA5Tfn7OxYGCGwMPtxfo4BJQITp8v5MIJd4h6vQeMBQ6Mg -PY4ARkjq2Zp2CPBAnGGnQpMQRhx00CjlkeGB9dukNLjXYoRXFH+C5SkeOLzu -iG26GEZcOR3km27FA0WM7MpqcYwIkFoynbLnAaEMR6cRCYyIyB4TuOXBAzdi -T1pKSGNEVnmDb95tHkgJCX9sLoMRvTOPT/B/4AHTWJ0kKUWMSD7894WuUh4Y -ed76TuwvjLAOr7v3qooHQnbmZK9Twoj2LYzPxm08oNFiKz+3EyMajD0PxE7x -wIOXfQL39mDE3QTBU27zPLDuBJeTy16M0B1J9wKMF6DiePFhZYyoDPiR3SvE -CzX9mpd692FEca6u5A55Xig7VB85fwAj/JYGDq4o8cKVyzPmBQcxYv+xQLMG -ZV6o/uKi7nYII/K6Cx9c1OAFc/dH4Y2qGPFilSyj2IYX3lq73XQ9jBFnT3+U -inDiBTl2+nc+NYzY+txS1daNFz4kX72aSjlRNfISjx8vfDbqSaxRx4jHrtiw -/mNeyAHFhXENjDApjOWRiueFIv8puocm9X0Y+zhTqbxQe7ra5xflu7FuFo9f -88JpRcWcDi1qf4Osy86FvBBh6uandxQjWLvTog4QvHDVXaHsHeWg6o66H7W8 -EOdxpjX8GEaorb80ktvMC31aXpkTlFds2cygDl4oJpUFjmtjhO/80cNyQ7xg -OPkjiKmDEfs0ey3nSV7Q/qaWZkV55v5135rfvOCabmyXS9l9W8EbdzoT/tE+ -8VlXFyMULxrVq/EzQUc283IU5RFidHQtmwnVyxfa2ik7nuLIFEowYctH7PVp -PYzYklqsdkeGCbiY0J7HlH+SZtaWO6j1jotd+kLZMiQiGjvAhH1i2Uf36mPE -piaF/KbDTBC5ZNZtT7lNvKIh7SgTGpRstCIoP3KxHbtkwAS7wDr/t5RNCpb4 -tE8w4ZLSy4ddlNlcT2RFLZkAAQz/Fcpf9HYfGbNjAtJp1RM3wIiwJ19sCBcm -7OiXXt5PWbvP5eoDDyZ07OmNOk5Z8yon64gPEwycXd85UVZb19n++xoTzO8V -jF6mrJodycoIZsJcu++OW5RVNPT2nQ5jwjVNT/8oynu7GE6CD5nw4qHRaDzl -XReLo/AnTKjTqfJIo6woeKnMI5EJv/Hb6zIoy6f9NcV5zgQplmrH/y1zaFCq -JZsJF5lhn55Tlv6aaBiax4R7Ths7kimLu5pdV3nHhIroENEYypsY7JejJUy4 -3ep1N4KySFxVZ3wlE/Ll/HYHUmbvCeQ3+sKEZfM97AuUhWoPqHC3MMGSd4+C -DWV+h+mz+Z1MuHlfIFCbMnMp67FTDxNs5bTFdlGmRzl82jjMhKhPPksilGk7 -xGeqx5kg+Lek7Bx1votlLZxrs0y4j5XHtVH+Y3HvuNIyE6wfDtrnU56e1vL/ -SWdB7XrWjXuUR7cUftdks8CI2EYcoDz43kNwbgMLUg1ERgUp95rIH8yUYIFf -RtvlLmo+OoNinqzawQKtiMhKL8ptoiaVJX+zYGbdmYiDlJvzBGYvqLBAzyyj -AqNc03vVpE2LBW4KSg+CqHms9NsbeFufBSKn5barUS5bS+YeNGUBd9gq9SVq -vt8fsVmVZMuCTL+F6XOUs1LVqpyvskAG1ZYrUHlJP7jwZ3MQC4j9rSlfqTyl -Nr+RrbvNgmPJEhuvUo6lbw3eFc2ChqWTLWVUHsPteWHhNQsyXBVnlKn83l7E -3bILWVClyRqoo/J9M9InzppgQYrRi1t2lK+VDc2X1rLAWKzyVzDVD25bavLD -Blkw7HUz9BXVH/q9EQri4nwgxEgviEbU/hR6my228EF6QFHOOso6F5Svxcjz -Qa5BfWME1VdHub7Xb1Dmg9J7kdH+VJ+pSSp4rzHkA1XnwfN6VP/tsSgnmAF8 -sNoj40gE1Z95KRtctEL5oEGS8W2c6tddI+fW3LzLBzauMUUGlBV92Y7cMXzA -VPFxY+7GCLloa/7lN3zAw3+l1YHqZ9HmOdOpPj6wnK2NaVTAiKeb9VZ2jvKB -7CcbwY2UN9olprtP8oFp627SUp6az0nNhV/LfJCStV6gRw4jVq+OTBxczw+e -kw/62rdiBLeu4kjXMX5gdv/oD6Dul+FS2xuV2fygu3vL3x+FMULifpvL3Tx+ -2Juh/+fTair/VvqmJu/4YVraZ1fVKqrv/+yX767kh6J9x1bVCGLEgx3CzbM9 -/DC1vSXrA3U/HniMy8puEoAACLpmjlF94CL6JfimADAs0hRukzRCUbhFTN1a -EFxEBLiVK2lEf3h/QJSDIAwoXTSnVVD3Nd/swMA5Qbi7WrS2spxGCNA3vA7z -EYQwySHWyVIaMfzbTLPlviCc6r7Hci6mEWmdXW7OZYLgvUXbwj6PRoim9+H3 -tgnBJ6s1rSUJNIIPzZzpnBICi++rvK29aITWL/NZadPV4GVJ710RohFtH+0x -8+3C8LaifCFKewXPDy2zkpwRhkcbCjREbyzjjoyL3XV1bDg1/H6dOfW/aed5 -JV/g6Rpw0PULWWlZxP9yUqjTPbMWXNa/st3DXsS/sLfzX9y/DoLLReYl1Bbw -dy8DYrZzi0DxK/srP4Pn8SuYvGFNlwiYfL2+iiTmcL5O36NueethpG1fEpN3 -Du97JhWZ4LcBdLgY7+xs/uCRchvphaYbwVEsUWr59Swe8dSx4ozkJmiv5Qnr -Xj+Lm0da1gkMbIKPVje6ZoN/43+OpM0lFG+GnRY3fHTHZvCePjWfjyGiYCwV -alntOIMnH9q5ufaMGFQUKb/b1j6NZwdfFHbaIQ7SY5IRFy2m8RBTOx3uGXF4 -n3Dh5oH+KXxPZ1JGSK0EPOqtQCbnpvDobTHZtTqSgFr0BWyXJvHrRHi0TqEk -qF3yEpO7M4nrbTZNq9oiBdYxNJ0iiUn8sFvFaeFbUoCqCoX88Qk8QdR2S82M -FBzwPZaofXoC31L6/JH+aWlYVtub54RN4BE7Pso3FkuDGvvRdFjWOO44RW/4 -LM+B2hQFyRnjcdw2d1Ly1j0OVBn8E3CGPo6fDzBe1L7PAW/JkCI69zh+0Tiv -VeAhB45KsxXSsXE8dObi3YhHHNBgxrv8WCLxl/vnFh7HUeajt3NNkfhcyUrL -s0xqvfY77626SDyiUSC8rIIDLdc8/nN+TeJPU1zP3vzMgW09nw8VvyLxFK86 -9aPVHDjZOMS7JpvEC0Qi5qvrONAgJ9734TmJd5qvOdv0lQPnuDKJDXEkLtuz -Uf1nDweyShf7f4aQuFKer3hqHwfKT5qvVQ0mcZXgjjmHAQ7sLprLfhJA4rqy -cTlDwxy4bBa39fhVEvc8Jyk+McGBMbevnEpPEvc76D/3eooDJQXxOTLuJB4s -+LPZa4YD7wyG0oNdSTz6VcqdP384wH6Z3HHkLIkn36A7Fc1zICbhv3VpDiSe -aeSg5rfIgTgVtXcMOxLPk/4kprrMgabUrGpHGxIvnpKZW1nhwD4+llalJYn/ -DwGww/8= - "]]}, - Annotation[#, "Charting`Private`Tag$3796#1"]& ]}, {}}, + GraphicsBox[{{}, {{}, {}, + {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.004583333333333334], + AbsoluteThickness[1.6], LineBox[CompressedData[" +1:eJwVU2k4lmvXNuxsZJYiQ8qQCokSovMqJFKiWW1JGV4iHoralUL7VUillyYV +2xCJUEiPMiWZUoZSlCFJylDu637M3/P9WMf6sY7zWGudw0K3I07uQgICAuX8 ++v8eGXOlzkP8GNFecD9L9MA05p3PlhGw4xBySc/jt9g0lI79cE7ZeZjEXdmz +RyF2Co6GesGFtzxI9/KQkXeaU2hSz5sqCnYj4mvvvop4OQnV/WHWsiUu5ITP +P89CgyYh1GCwd8/EHjI9uvVD15JJWJ9sMnuPneRRYXSqxdcJyPepZIpZbSN3 +53EVT9ybwN19kTo577YSm3UTScVHJlA09FujMHczaf+ur+CwZgKir9p017nY +kfCqgwn3xCdwqVbcVOayDQn2Snrp2DGO/zGLBtcutyZu+4fl+vPGkeG0X3yn +piWJjvU5pxI1jjUm9s2RruuIaEJmWpr7OJxM2j6z2SDd244q2K8fR6/uzdWN +0+akwO95dpv6OPyn8v3pXTNymZOprCE4jsfhI3eqI02ItnBLlmDPGBZtcbwz +cd+YqGb5+G+rGkPZ15vn5wutIuMV3kfHM8cgL6W7TSvCiAjFChu2XxpDiuLB +ZRt0Dcm+i9dndQWPQZk6liYwBqSu8Xbj7/1jWCV90nG4cDk5LvwjUdB2DMtO +V5bXFOoR/yZ95zHDMaQVc43Lvywj7PWX8bWqY5gnX/LXI9OlZF/CzA5vsTHY +71TqWpmnQ6y3D32qZngwSQ3+ecRuMZHpKEv42M2D4oUPS+RmtEhegWVvQiMP +xb1O0yvrNcmkTafU6DMe5EYjN2/J0yDXnPdo9z3g4feFptFFWYuIRXvKL69E +Hv5uiYx6WrSQrBMO7giI4aHBI5o6t6oTyx75nvFTPKwMFv77mLA6qfOaEzHl +xwPdYK7ockqNXOe8Lwp05eGC+WGzBElVIiLg83WXEw+j/VMJXo+Vydp7ac0p +VjxYON891c6ZT4i+f+qO1TwkK+82MrBSIsd299S5L+XB1629p36xIllxbJv4 +G1UeJDZc22OjMo88OTjLLU6Wh97nZ/wd1ecS64vR8zJm8XBA6OzCUkMFkpZQ +eE9qnMXLqpcy4U5zyJfWierSQRZP99Ko5NPyJNDQ8S9uD4va/LXfzAvkyPy8 +gJDp9yxajgkaRfBkyVB1wK6IBhZXWi8v4VrJkp6idJdNlSyKokP9TG7IkIDk +trmOxSwkT/t/ezwsTco+Zi6Ne8jCTUNCV6tEiqwUW39IOp3Fpfa+vPxrkmTG +bNH9ikQW5x7+TvUJkyCdvBVC2VdZJNbN3eZ9fDZR4Q6cq4tiIaR50vvTSXFy +ti3fWzWcRem8MB+RaDFyZtPWidsnWFTaJq1ZniZKsgxDExw4LPa6u3Tn1fxJ +Qldn5Ol5s/iYM+3O8kRIv/WDt6vdWCiUW77wNRAhJi4VFw87s0jJHBC/7D+L +GHGCLtY48e+pmB/SW/QHkT+RGrl1EwtpX/0KVvQPkqDyaP2UJYu5F1947XMV +JjM+/8a+NufjdaUlc54Jke0HdzlUrWJxYSRj4LKGENk40OHbqc8izfPK9gcX +BYnFlspuFR0WZ1bUrMyZESC9KiEPTyxksdzufIbdMQEScDOvhzefxdKC96ZH +vswg8svPK/FzWHDF3VoPfZ2Gs3BPh5MUi02WOxewI1MY2i7zU1eURZC0d262 +yBSMrtiMaAixiPbstlTWnITP8HqN1ZMUV9WidJpsJ1DXRCrcKUVrj0wrJ3gc +tddSFXOGKRSZmr9vZY1hlsi/AXIDFL9ilW6z33gomP6yKLaXwtzxarGBLg/e +ipb/1eyk2Ge96zfvKIs33GMzbz5Q2Iw0lM6qonCJbBmJb6Fw1g7MkFGheHBT +uobTSLHUc3C6NZiB1q0R3qFaimkR87tKbaOY0Fo6epiPC9jjVHoLo0gNkjO+ +UEahbMJ7uPj+b1hKnrDgcinaVPxyI5R/Y43p0RihIoow+ZulZy79gpmG/oN9 ++RSHRI5yBsR+4eThosU12RR3DrhVx/93BMfl+qLsMimkRnZL7BIbgfRZzcMd +qRQvVMKzhWKHkZ9t7xKWRFEcbKrFURxGocb5CZNEisDn1rdn7Iag1aDfKXCd +QqcwOVv68CDyIxPvt12lUG/xNm6M+wk904UCFZcoznid1xQo/wE7/+YwbjTF +6WZPvwN0AFpBER9fRFIUFNn3FhkMwOlu/KNPERRL4C/V4P8dL0SHikXOUhws +j5vyLuiH5+b3iRanKEwGB1fsE+xHdfQPqfDjfPzyjUf9Hb/BzXOmrPUoRUaM +bElIWh/WCIv5mnAo3JU8JDcK9KFBSK463Y9Ct7Pqr3yXr9BwU4/R9KHI/RgS +ermsF+16WiHZnhSa6Z6znur0wlx0YIP1IYo/vnP0xK9+gSpn1pNvrhTaTlK1 +zsJfoF9fGnvtL4o1dapGF4714JyU/MXtzvz/LMd0gn92o3heTIjKLoraZxF1 +gl7duJVtrzC8jUJt9qbzs792QVViaNnrrRTJnAsiwZ5dcB0LP/dkM0XVYk1F +nR+daDl69ke2HYWEhutD4aBOiH0q1M2xoUh3H075PPWZn7MN8sVWFOWvn85O +V/qMd7xLfq/XUXyo3n9Vb80nYPlKqaG1FPqP0udZu3XA+81kuaI5hWX4TsOy +i+246t7hYm9KUSSYbxBc+hHzpXsfnTem+F+q1oQF+wFskvH1RiO+no/fCQ8a +fgCkBLrUV1B8TrZadSCwDSVqHLcT+vx7z+Z0cYre8/1dNNq+jO/zvUfyZwTf +o8b615GNS/h6SYjc7nV4h8XmSx9wtSm6FOlr4eRWSGlt/cdUk4Km26ea8Vpg +yl3R+mwhxeLTLTd8nFowVzcoxH4BReLxoXXHHzajoTDGtpufG9k03kobuWbk +3XmufWY+P08xthLFwU0ItZAZ1FKkmP2zcFth51vc3WF9ukmBwijw+hmtzW8x +cOtTQaQ8hUcCvg1w3+CTr0yItSzFQ7mvBb+Wv4FL9rNkMWkKv3eSfYvSGhHU +FazYIkHRXbPW1GNBI7iH/J+mi1NIPtqxe8vq13B4d8rvrCiF2R3n70mrGuB5 +T07BTYRinZ3lr9um9eDVmsbZ/kHxI2p+lJplHXhxV+pXC1E0yRrMmXCshfYD ++wxdAYqS3NuaMh41+GGuKaEzzeD5JddQs9BXUFR3aV8yyWCM6f9zd2I1pG0r +BQzHGdyXtyq0KX2JDLNkV8JjoHAw6XJ/XxX+k1TWs50yMLjhfkttThV+i3hy +jowyeBVxs7na6gXUk7Ywsb8YpPg2adUer0SdacaOgmEGeyYPHRDLr8Dt5Uqn +ugcZPKmQNvYaLse+izk75vxk0DnELK5fUQ7Dtf2vNg0w2PH6R6RacBm2bsyq +jOxn0KO2IMCytBT1BtYravsY+FhPFWpIlqL30KEJua8MjFOGPjg8fYYFJcrS +rl8YSN4RTOccLEGRTPvuvG4GPJOknHA5LlraOS/EuhiEHW5V3l1dDPHJP9d7 +fGaA0RdOVRFPkO6nzH3Zwd+3Ims41aYIyUbhC/Xb+Xwpb+S+limEmsF/XK9/ +YHDAMPeWaudjPNa29RRrY3D5Xlys9+NHCOcOap5+x2DcrOHOlUv5qI0KjGRb +GCzd69vOCcjDFSuLs0ebGby/MePQvysXy9omptm3DDw8wGu2fIiegvSR028Y +LOaqnFzmnQ332WdsxRsZHDl96qPirix8kxdjrzcwCBR32L9qSyb0QsQH9OoZ +bJYVENrgcA9rc2LmVtUycF0m4CzrnIZa33Zvtxr+XCk8er9fCizUQtuEXjFY +mFhGxqOSkXtgzfb0lwxG4/PisvLu4vg1uXqHKgbzu/0U/6lMRGMgMZ6sZJDB ++i6Yt+oGamNMw7IqGFw7YZWdWRCPT6KZ/7qWMxCPKanu2hiHJ6uCYhTLGKi0 +2XY+b43FjbU5hs3PGSRdMFwQv+Y8ct+n/hP3jM8XV+Nt/PMwGI01n9xZwsBK +aZ2EfmUIZsd+F1XlMvhU8aSw9LwXZpFKtb5iBv8H9MoGpg== + "]]}, + {RGBColor[0.880722, 0.611041, 0.142051], PointSize[0.004583333333333334], + AbsoluteThickness[1.6], LineBox[CompressedData[" +1:eJwV13c8ld8fAHB7j2SPrEIqKiOrfA6SlZGiZVcIDasUSZL6lpadykgpCaGU +ht0ge2/ZO/M+z73X+p3fX17v1733OM85n/XIuV2wPcPEwMCwgZmB4f9/F3kv +xYopBSJFmax3HK5rwNb37+3HxgDUeTlP0O74GqxvDbBRT/VHN+QKruvuXQPj +KclzDnf80IuWS7ekZdeA11DIzuW2L7oicjponmUNkng5/9UlXUSKc4U8ryZX +YfF7MofgjQvI5ei7nTsaV2HnYHG2z8w5dOyQ9MjVz6sQw5iX7HPZB915k68c +mboKsqevLWpLeaPc0dEOo/9WQdzjXa1l51kULns6/q3fKoRQErx933kin3Lp +L3kOq5B/SE/mbYwH2mbRrX/IZBU4H1c1ad53RyrfyvJvqK2C+sGNbeEJZ5CE +3SflvdKrcE9+6pty3mnUEmaw+yrXKrD7GMuNd5xCy1rFPzTJFfi1Nrr5Ge8p +1NT1w/Ts8ArYx526j6zcUDX9URB/0wooJVhemnjiipLnDTw3l65AmsmYa9ms +CzLPIoJSc1YgxFDmC5u1C7LquHs4/PkKpNis7RU874x4aZTByqgVcKkSWjps +5YSmfdStT4esgN7sv6ysfY6okP0V1cFnBS4G3ynj13NAtpmD/lkOKyAiN70/ +yvgkauaYunXQcgUytXtyDRxOIOWTWbL79Ffg7rUDf91Cj6P44hbnqztXQCYg +y1I96xia8SJvMcqtQNTeCV/WwaNIIrGHVr9xBU7Rp5105I8iw16x/UMsKzAW +VBis522PjMIaeXTIZaiK6zt185sd6q3JFa+fWAbdrUEj0cJ2KFV4zSK9Zxky +LfPEKYFHkN6VyeSC+mVwfCgUt6/3MGJanFJYK1+GDMW8d+wW2EkHuG8ULsOn +2upaSrEtcjV+90D37TIIbV8bea9ti1hESGbl5GWwGePoGvt0CP17tdxoHr0M +jNeec1rvPYRS2y76JkcuwwHNnr6UHzao3XvKWz54GSyCNT0TD9sgvz9TJ1ov +LIMMuY+k/LFGG9xXRj+eXobKJPNKSZoVWj7X/7P8+DJE2TOI7FG1Qo9eVBfT +rZahdbb+br+XJZIUep/isH8Z/nxiZCzKOYiu9UQfGNNZBqlnt+TO0ixQwsDo +0yc7l4Fv4t3SU3MLJFhNj/ZTWIYlatd1phfmKMnFW9lXchm+jR72tl03Q/b5 +Ke6xAstgussj19jNDCFjy5Pd7Mvw0tzUNKnaFE3VMcsZr9HBA2izAtqmSGK4 +pLNhiQ6ujF97fd+aoGLZiNxrU3RIvXnrbricCYqypzabD9JhdEj4Kv/zAyje +ji9Mq5MOWw/v4BiTOoD4/mUtGjbQIdDguU5XqjEybDge6POLDik6g4++bTVG +viRxqKCYDg9a+kZOfdiP6m0v9ogU0qFBIw69MdqPEk+HnIvPpkMUQ1ThqTYj +pJJw4tTuV3h/Ltnmfj5GqIMzXm7sGR3kf3vX57EaIb/nfzZ8iqWD/tRqNeML +Q9TF45+cGkWHm6duOxoZGKJLf9/uTY+gg6Ydu/LxIQPUys/uVhxCh8cVE7pK +dwxQvpLbf/MBdJCxkySjdxqgxNr3u/eew+vzhLPc7ETofUh77/MzdNi4XKLb +fwuh3SfChUSc6HBiv9LjRxoI8TGtO7+0pwN71ONNTH8AUVTFrEyt6WBpKnBZ +azcgJLd4gdEUn6e7xZYnT/URY/a/4/WIDr4n9o8ycOkjn9ab6Xk6+HwPL+8y +D9mHDg4ojb1Wo0PLnJuQ7cJeNNG4szxvOx28blQokt570ZLyx5a6LXRgyT53 +UXxCD+1ZCC5b20QHRr2MY0ln9dDsRKeKgSgdBt58jHGY0UXDzcllcRvo0P6V +feP+AF2U2rCquMJJh7UK0znNNR0U8ukyVwAzHZ7lXfAUu6eD8l1/Sqyu0MDq +4KuKJgkd5N31myOBoIGpKP2gZbY2uud58bbBHA1ivHr3+xpqoxL3HIuVCRrE +HTFr3dqlhT73u/H8GqJBYU4Cm3OAFnozbBGe1kuDhLeUD+sbtFBSLMXjXjte +r987kszdgxRq3l6JaKRBS6zvgPqhPSgy0D0w6g8N8tKYhl8saSKPiz8k0n/Q +YHBk50n1JE0Uyk3b9ruEBqEt8l9bDDSRH/sXz+UiGpgp3xe9PKWBpKX3Ju79 +QIPDOqFS3Aka6Amb/PV7OTQY6kpgD9+vgbbO+w6PvaGBss7ztNpFdSQeePfR +oXQaPLGy1/77Uh3lTola/n5OA0aeisR3R9WRrRrXiEUiDb6nPOFU5FFHQQ13 +t/RE0+DgDe4DqFwNCYUsdgTdp8Ej3dqg2Stq6Cq1skHuDg2iFB21tqqroUKL +5O62cBqMPL91rX9mN8o7oFGdcI0G5F7RTK63u5Grg9n500E0SFfqCEzx2I0e +V75K2uuP9+vyihajuBspj/Fvlj1Pg6QrFal9o7tQBY9xD99ZGtCYHLZderML +vTi08JTjND6PEwqvDnnvQnod2dq8zjRgiVLz8dy5CyVpz/0ndYIGtdZNJqcn +dqIz2/g899jRYLPQnvOWl3aiDHe1dydsaBDiGvEmhHUn8iw5uus/Cxo8yCtq +HYxXReleRvVlB/D/D2g45LtNFdFDr59mMaRB6uO5OfFSFXQ5xa7GZh8NtnO0 +0euOqiC91qqhDG0aBLZ4K96c34HuxsbdYdOgQdPNxDjl+zuQ/rT8kws7acA0 +o9P4cdsOZNR7e2lgGw3kvln+kKzejrQ6b1x1VKSBf/T+79be29H6GV/uQTka +XHlzzeUA33YUPWJ358ImGmjPjucs5W9DlOtVTaziNOjpqF21Pr4NfVVdrXkp +RAP68oclS8ZtaPv4h+MHN9BAZ8rv7vBbZXR0wshhhZsGCxm2TFz2yqhq03+f +P7DT4Lqy08QHJmX0KH3KNpCZBvwvKwR73m9FU15HN+ivU0Fa0D7pkstWZDmn +08a3TIWlQaWOYIGtaJ3/+t0xggpXz+t7DlUoIYWF+4K/F6gQsMdx86vLSugV +34Fj7/9Rof7j2KaiHUroi8kKpE5SIae+45XokCJ6JxGUnzBKBYveOlSUpIgm +R+YS4gepQD21/W38YUWkZsTd+ayPCuupxo1veBXRemCb09suKjBx5baP/1ZA +3dNVG0vaqOBEu8Nvc0sBqbeW93U1UYGsmKS1G+LPSxmzV+uooH3zqPFVRgVE +OGz1VPpDheJ+w5pdZVuQvY7W8tFfVAC9lzGUG1sQR+q9Qw8rqMAcn1BVbrQF +HQjpta8toQJ7MndlNNsWdM9mHynwjQq0IyHrztWbkYzeRhnHz1QYqyzapPBw +M7rHIfY15wMVbht+Ge45shnVHHb8zJZHhT+ll/eFS25GEQUGLGeyqTBd3K62 +YUgeEYv+UVWZVDB3fj53I0seqTjO6WtkUIEPzpQ3BcgjZdZ1zlcvqPA0/e3G +NX155K2i1iOZQoW+lNaz65zyqCTr9MvEp1TY03zoXFOrHOpz/HxIMhHv73R2 +n98LOWT2OrY5PZYKaLYkqeeCHIqgvRRXe0yFSIbORG59ObRypl3w530qXJuk +TCzzyCE/nZP5znepEB2z9imzRxZlp6aMrEVSwZGZ01ggWxax29smp9+kgop7 ++qRqqCxKO+pUaxlGha1mW8TXrWURX8bkqdUQfD91DEdD5WURB/fxw/lXqGCz +91CY7ZQMkh/ff9/nEhVUf9Zx0aJlkDhvOPMOfypEiSW0T+jJoItxkm/mLlDh +iueWROlRaRRda3vuiw8VjrTv3PL4sTRKkU42/u8s/vzmsyA9fWmkzvhms6M7 +FQxzvQtFpzehAsKSrnmKCmVZRXKyTzch8k7KN0EXKvhoVshaW2xCHja9joQD +FbLGF3RTVqRQ6vrlxt7jVLgXS4hy50qh7EB+7mp7KoRy9ITed5NCaq2+a18O +U2FYVdNOTlQKJaclpby3ocKEvFFyWY0kSh3IG3xrie+bZevVszclUckB7m+Z +5lRItZBRENKTRFInFGSzTajw2vkb8W1RAnHlvGH+uB+fj95OV+dsCZQk5HGy +zIAKcgMP5ggPCVTUdUKqSZ8K/X7K5tc3S6BK9gy9MT0qcOR1bl/qF0eFaY9z +GHSoIPjZ1fvQc3F0iRLlJb0H3191NSX6pDhyH9pxBqlTQZJeVfdBQhxx7Noe +676LCrq3lDcUdImhsI4zM49UqKBXsmfiv6diiNm7z71kG453R41kTUcxRHcr +IuaVqCC/2nA7X0YMdd/ZF7NVgQpiv9I2rg6KIn+7ZrVT8lSQYUgrFngtir4c +Y6lJk6HCGb/30jPeoojt5VW7YSkqHA6X6bi3WxRd0GL4uU2CCuc7NF5MkiLI +zy9UKFCUCi+vfTVmKxFBn26valUI4XpyMOZZd6QIGlhMVxLeiPefvP+xh7UI +2kZ+7PLix/vlT5B+LSaCRDfGmVbyUGHD4e3WCYPCqCmixFOOiwo1E6L7NLOF +kXVjvVo4OxXeZ90RCA0SRmIoJHmUhQqTG1xZLuwXRnke8elWTFQYkhw4ySog +jIILuXS/rJNQ0nLQR79PCMmt9x9XXiWhel98gug7IeTOrrX8lE7Cg3eclg+u +CqFd4uYiG6kkpAetcKSaCSHBeJ/0exQSjo9eO2IuLoRGo7ieciyS8NCA68fd +CUGUdugN5c4cXm8jWnH6IogOig5m8fwj4YZzwuvKe4Jo9Z53YcwUCavjEmFF +joJI9DI/n/QECQesNpvr7RJELMdzs7JGSWAWFGo1YRZEHrxGd/YOk/DknMRy +T9tG1HW+41nDAAm/2mZSqW83ouiV6EGPfhI4LaI/Jl7fiCZuZNky9ZLAv1NK +7euRjSi85MJoShcJMrWB4k7bNiIkYpiAOkjY76gYdJ1hI+pWf+I03EqCeZTE +6U3tAmhj2brmvWYStILOr2jmCKDbAkKimo0kNAjqnP11SwBxt95eHqjD608e +6653FEAPq2V6H9eQUKxuGGW5RwCFBBR83F9NArt23Xd9fgF0t27HdfovEtqn +ub+kjW9AFJY76gU/SJCuFWgOKN+AlFSaa85XkHCxt8Gt8NkG9HxdxViljISC +1vHq05c3oIMxVfH/ikmocL8WEGq7AalIjH/N/0bClRieBkbVDYgnpSfnyhe8 +vtgBuxnODai8ksvL6DMJ5Vm/WK/X8KMjkaNj/IUk5HixfZ+5xY8eUxfl+wtI +6BJaH9+M+FE6zy/hvDwSvnxNypVe5kN9h5m/3solQXB/tlF3IR+KrzzJ65hN +QnZM7rC9Px+SCotm18oiITMguO/BLj705UnQS8FMEnbIc/4X9o8XVfTN9C1k +kDAfqGqqnM2LXqT8zWt5SYJmhvO9SB9e1HfFUqzoBQlsD3xr43bwol2bgTc1 +lYTZC46xR2Z40GnNunv/JZOgosrmW5rDg44syz4MfEbCrvG1tbaLPChD33vj +6ST8/DTb4Th1HnRH5N8Gu0QSpA5aN9IJbqT3ibxlGo/jizgYxvyVG4UZDvno +x2JLX/uYfZ0b1SeKle2JJqF+Y6E+uZ8b+W/nCd39iITrSQaLvVzcKLBeP0X1 +AQm8Xu8KnBu5kMzjfbKqUSQ8/x5/9moiF7p1J21l5138/7gi2Xe4cKGXOfy7 +NO6QoFvx6Y7fVi5kWaBdqBtJQv92ypzFPCf609xx1yiChH9bPQ8WfuFESvmf +Mq3CScgV9s3NjeBEZipv+BzCSHh999qePdacKFbnzkfvUBJiRP+ymkpwItsv +KOlaCAlqo2/MhkY40IeTPz4/vkrCZoPrmmz5HMjvnBDvmyAc/8vBLLmhHEil +eE9M6SV8v5kstG4LDqR6GUy6A0jw/vLa4Z44B+KgWShQ/UjgtqRd/zrGjpI+ +31QW9cXx0XPxi1chO/okJWajfQGff6aJV8ItduTusD/u5DkSsvqPLoEdO3rv +aEkJ8ybBPnilwk2BHfXH3vB5cxbHX++8+RqFDV0Y1iYbPUigC2oxCvxiQy7X +Wh6vnsH5Vj17+kkiG5IvLdbefhp79AA9zosNLWzyHj/hRoLqj0MWrPvY0E+6 +3fMoFxI0xJfGRvjZUO5DliOlTiTwuFae2TPEip7XsnASDiTY0OecKYWs6Aea ++axykoTwSoXLcvdYkcuSg4vHcVw/7P0OFTmzohb75eUXR0kY/L4r6asGKzor +HXTnrx0Jc3XTjEpcrMhN9R6T7BESmOYs9On9LMg3ZMnd1ZaEjIsUTo1CFpRL +BOe/tCGh6mTwluYoFjR2dn5gwoqE6N9Gtm2nWJCj546FXZYkuKb7OezVY0F9 +u3j+XrEgofNf8wYWQRZkHX/5TaUZCQZBPw12TDGj+2MOpgKmJKivKP4sqGBG +qe1535wPkMD4Te/Kk2fM6LK7P9P7/SS8DEnV7QlkRlVVr0SYjEi4N6v276o1 +M/K2P0LYGeD4ubkeHKDMjDi8HidnAQmtT1QbfjEzIzm7SzzM+vh5JRa6/PuY +kKPx5n0Oe/H9nfd/dLmICRnsKlH5pEvCiYay8cZYJiRXfLlbUIeEhNXS/hsX +mdBVzRtGflo4v0AsMPIgE4pwFznVpInz94/cu76tTEg+IUhLQwPXi8td9/5j +xb4w+z1BjQSBn43SkYOMKHf49+LKLhJC90r4N5cwIhXl422ndpLwh1836eJz +RgTxdLcaFRJqJaUyHYIZ0Y6nvAl7dpCQpsj4Of44I7r5lnrhxTYSIi74Dm7S +ZkRUpa1T/Mo4vm+pmsyLMKIH9nxs15Xwfk4pcGwgGBCnyebiWQUStne4mF9p +ZUAZP4c3uG0hwUh5RXPHRwY0Ydm23CqPz2NVmFCKY0B/Z8NCLORIsLhb8dk7 +kAHdNvN/VC5DQiKNOZewY0D+vgaaetI4/4Q/8Pzew4AyxyI8P0rh/rEjnKNf +lAFV3epR2i1Jgotz5afAhXVwvDB9MUechEo5lsiPH9fBlcnJQEWMhK0ZIbTg +K+sg9bs/PluEBKFslbhf+9ZBwF3hwk5h/PsCk4F4pnXQeDj2K1+QBC8XEe/x +X2twnDKUrLWRBI6TU5Vf7q9BrW7v/PcNJGyK4IzkObIGW4eTio35cT2Of2Te +I7EG1uYTTPW8JJxVOluwdXAVXkc9+Xach4Q61t3uc5mrEHbzxsQIFzZViVfN +bxVe5Qff9uckoaxD6ui07ipI7/WIZeIgIY/xJLmJZRW2NSvxxbDheiOT+OpH +7Qq4575a2MKK+6/Z4KbBhBVgDKuFz8wk7L72QNbPbQUsnR8tHmQiodtZyS9A +ZQVcfg5xDzGQMHXUoXuMugzdYWWRV9cJUFqc2/qnchn+pSq5Ca4RsJr4bvum +x8vg7y/2LHuFgMt3zT/3OC6DUUCSmtkyAVe3e73m2L4MLw0/bx6lEdAXfb01 +hUqHwbiwcxFUAgLOVMqn/aSDjBob3xaSgPiFrf7ccXRQ6nVm/kEhYCbBOKf3 +FB1iD7+x8FgiQNT9YImIOh3m9q0Ncy0S8IB9OfYjEx1EFSNqc+cJGB+Lkitq +okGOjwuz/RwBT55kn5BNp8EP/e8Rq/+wr3jrTOL39IR7v60zZgjYdH/bF2Fj +GrjTC9xspgnQSU3oSROhQeLfD1+XJwkIjH+afn+cCpVaLMffTBCwhW4l3PGF +Coyxfdr24wTcKpvRDcPvIbYSEcdZxwg4Yf5H9hae23dc1i76OEKAyt0DbSN4 +rpVoNbT3GCbgbUDxuTQ850U2z6hKDBEQGxO5UtiN4/TabYO6AQJeNXUnKbwn +QdnANermXwL0gjtPTeO+wzFaz6vbT8A/1/OBXCdwnt7aXjnfS4CYoe1cKM7L +e9frs9/2EKBltkya4nt+e0mi6nQ3AW71Mfke+C+f0Xkh2S4C4vTmTLvyCAia +3vmgp4OAduFboyl3CLiT9ksjqZ0AY0PHok/OBKTlprIdbyPA0GPDgqwWAZ1X +lZnEW/E6oUUVXXwESF1qVuhqJmD4v5lTw6MUsJAUvPisiYC7l/O59pVQ4NqQ +c79zIwGhipcWhhIocBE0/LY0ELA1hvVYx0UKjD3kVZqsI6B0e8RVcXMKmEj7 +rLyvxfszOfU0YzMF1ISb54JqCEguP74WuroEFld+Mxn+wff1/eREWvsSMMu3 +7uKpJuDpteiXfPlLEJwfcaX9Nz6fgCNXK6OW4EH0me70XwTwnNn0qdxjCYbH +OOx8fxLwJyMyk8NoCUQeMo3AD/z5Y3gRJ70EM0IT//FXErC2zrrkSV+Eb7l2 +hn/LCdhBT1680bYIJdrDPPllBEBgPdmfvwipCurjEaUEnNK2Ox7+cBHYw4ea +jpXg++/u9/P0WQS1icQ/KsV4f0OcaY/N8O+v0xqYvxPwbeWQ4ariIrjPZA90 +fSVA11Lo01uWRei1d13J/0KA3NhN1yeDC/DnaJlMVBEBWYdevvpdugA/Vq6Z +u38mYFLVaEIrZQFcv5sFG3wioI0+HzN6bQHcLnW+31RIwNehdb4WhwWYOjU8 +Qf9AgPhX/x/regtQJblFobOAAKd11i1nJReg5vYR18/5BCysSjzhX54H9b/q +zxNxXNzm+R670DUPmzPC26+8J+BwZ/wdga/zoJPMzO+Q+//4nBnzfjoPin+C +DSEHn8fLZ0qMIfNg5Zl/cXM2Adp/eIsbHOYhbvhiIsc7HP+wZ3PXvnmQ7A3/ +/O8tAba7HjVIyeD1xQrrWzMJyO8SNkhkmIfJ6109398QsHhu77zF4BwUbCrv +y3hNwHbOWSetyjmoFDJoeZSB91v1H+eJjDm4/FzlW/ArAh7NtvgW3JmD0wwu +cR4vCbDewCBh5D0H9x/nOx1Jx/l16vktDqs5yMpiFDV8QUCexHMd5t1z4JK1 +/fuuNAJ+1pt+UxOag+zJDTayqQSosoduU5mdBdNvMXUbUgh449Cb5FA4C6Ie +iVpMyQRIlyv0LVybhU9yrHeXnhFwftaBe9Z4FlZ4yyvHnhLw+zP/Xhu+WUjR +KBrtTsLx/sEsSrj9HzSFtf1reILjgeG+hH7qP2D9xt7zM5EAge3V7FVn/8Hz +//Zmf08g4KzGscsf1f9BqZu768d4AvQLph8wrc3AzuggMjsOf18k9lLu7xlQ +3eV5/nUsAesMb499jZmB09I7fqTFEBBR1eiq4DwD48zf6c+iCfDjmy2d3jYD +YCbM9+QxAbVe0q83kNPgIbR7Le4RARwHckweVUwDdT9fdcxDXO++iXZ4PZoG +i4vvLkY/IGDba/JhiuM05PTyzD++T0BhIXumyvZpiAlXM4+OIuB5jqizEG0K +htbkgmPuEZDzkW3O9tcUmD0ZCI+7SwBr2ben43FTcFfvikvif7ieiG552XJ6 +CubPL2x8husOMSlvKaIxBQXHjj1JvU2AEW9czzvmKThX+GnhVSQB5CfjpITm +SXjRJS397hYBqecn6lvTJ8Ei87lEQQQB95ZEq9wDJsEj1njsy00CnE8eaDYz +noSYROWbFeEEVGwp2xcqMgk/dJxmam7g/A7OOM48PgF912lb2sMIoIT/vdJR +NAEhixuVB68TIPtBZnHl3gS8T6qgzoQSwHa8VfKi0wT8oCjE0K8RYCGsenD3 +7gmQWLEj2bEHI3j6gGUCqGK+W0RCCGiZZlZ52j4OV7bGiysEE+DOdDjeMGsc +/AJGWjWu4n5V0hekeX0c3PPCjhlfIcDHWkXT//A4XF++m2ofRIAap6vKstI4 +PGnemu15GeffdfUfNStjYCoVdi34EgFHkudcxxrHYFLk84aHgQQU9Pl6mb8e +g1oX2pn0AAK6IsVNKCFjYDR3LuSzPwHMa7WuY7Zj0CJgcLjOjwDNnRQFWeUx +OHcmZWLYl4D6tQsMKeujkNZdqL9yEefjnzjnU22j0JJfeEgIu5R1V4FPNv48 +oF5O5QIBEnWBPl8iRoFzUS3nwHkCJrLY1ywcRuGvsRDhco4A14NT3bIaoyD2 ++zU12IcAuu3tYG2eUdgtvPljgjeuz9oph6OHRyCe7fu2D164n+ha96h8HwHJ +vOxjjWcJ+GXN8ZArfgQ83VT1Zz3x/nSiRpUujMCl5CtdvNhXEyacbpmOgPym +PztUPAg4yhEUKC8/Aim/nDUs3XF+uLa8WVseBunCwLlzZ3A+jvUEibcNg5XK +QZeHpwm4kZbt7vd+GDifbb6Zd4qA05nPljjuDcNS4r5jLW54vbg9GT1nhkHy +b08f6Yrr75guwwwahiwbYxEpbLmoxDs6UsPwZvLrKnLB9d7F62cZOQRPaiJj +3XHf/FC1aHCreQiO7Z7pjHLC/evI84ibuUNQdU6rtsARf991XuzbvSHI/Zdz +rtuBAKauxLuqnkPgvyf5CzP2J8pR9679Q8DYbVOw4yQBwSzcuiVyQ5B6U/Co +/QkC3pmkx/asDULtqPqrsOO4H7ZsZlPrGQTV3wzPs47hfhKaLFNSNAg+RNW+ +9qMECDXt8r+ZMAi7zf5GMmNPb2SMDQ0cBL6UuMu77Am4aKIn8v7wIER27+V3 +ssP9w5LvoajaIKwOK1tGHSHAhP4m9sOGQSh/kbfr62Hc30GrOHJ2ADYtKxdN +2hJwzbk//X7dABxqnBiRwHZSLOn7nT0AH5jNCi0OESCiOsGhfX8Aqs6mKl+z +wfVjm9v3Lp8BsG0yg1xrAhKQdOL7gwMQxJhKDFgRYOq2plm0YwAmc9ashLG3 +fKrVWOIZAPaIchMzSwIYuEHddeYvbJQw+3vtIAEXjCcb1mv/whHqnGiBBQHL +E2Y59Tl/wTVa/N+4OQFJKZ99Gh7+BYsDm91ksHeVnc9h9P0Lf09c8Lc3w/Vw +6brIKdu/MLPqLPfAlID//nSYLqn/hUjDY94/TXC98dw7+UEYry/zzWb9AAF2 +rhHIbLYfOnzmGrSxf6xmyEcW9EPd0IkpP2NcL3/aVskE9UOApFtK9n7cL2pj +I4T39cP07XPT40b4/HM2ZLgz9cOzoJHGLdiO2ithG3/3wSMRdWtXQwIUxCW9 +xB70QYdb6alkAzyfvfry6fKRPljWoPL1IFwvX2WX7ZTsAzedAzYS2Ey7TAdg +sBd+zIooHQc8j0Wf9H2d2QuZme3RifoEXDdXqzvj2wvVd4jojn04npij7K7q +9ELGtUFFcezLmU/chxl7YdaY2+rEXgJYbtJc06t7QNx7gP2ZHq6vxwoyC2N6 +oBO1He7TJSDyjUbaJsceeD90crccduDowex2xR64qjWSclqHAIOfyhrDc92w +MjKS/EYbx3v04eeGX7vhqmOTygyeIwsfZh5auNUNFvUyB9WwjTycvi7YdEOg +6n7a5T0E2KctGRtJdYOpaqFGsSaeb5T0nIbGuoDRYGaVBdu62cyvqaALvOJd +jxzUIKCfJXSeP6wLbktEacWqE9Bocvng04NdoBUwmtGjhufadUGKv3gXjDJP +pSlg75Q57/RktBNgUGjrhd14v5PtK1wfOqG5r1+7aBd+ntIO4983OqE39Hcz +M/afBeX3DdadML9sQbXaScDjFwUFm6U74avh+KskVVzv3/xXVTrdAUXzkj2j +Krif3Bn3fv21A5iOuSepY8d7qYm03+0AlgCTv2E7CDguPb3f+kQHWC5Adt12 +nL/bvgTyb+uAwzsaGTZhZ/c7KonS28FQ6VqX9zZcz67md56pbofK6J86X5Vx +fJm85V1OaofuX7ukubHbWiyM27zbIe8X3D65Fcfntlxmcm87eOsGBbxTwvnC +uVzjwNcOzOedR1YV8fNpuCmy/20DBbvgTmvs8grZeEpeGwhE2tq8UCCg4cqV +dKWINjiv42NG2UKAt2JB2zP7NthrZlNpit3JK1J0RLkNcnfeLn22Gc+XJyZa +rFZaQYotad+8PAHqjy9+vFvfCn03N+odwNYQnhhlT28F49Wrn5/K4fN4e5v4 +cakVbrs5fZyXxfMg6yW/SvNWyNI33W2K7ePUMMEk0wqRhZXbU2QICOFPnw5b +bIGU2y4vCWkCFPeMc+v/boF97JlJVthsjrc6dZ63gKXcDr7Xm/D8oWI27u/X +Aj5Hg9bWpfB7juLEnymTFugqkfI+jp12Yl0sbVML3GbJPFwgiZ9Xg+NMzGIz +cLtlf+LF1jByOVBe1QzZGV/iPSXw+xCH4RGV1GY4t9ttrkKcAI/mCsWWS83A +Pq9ZKYN9IrnVvtCyGThP/RYIESOAf14/tHlLM9RFv+voEMXzW80zre0rTfBC +7JLYHmz1J87S35uboFSsqCFGBNc32aq6O1lNcM6Qi3FBGMfXzcmR+zebQLB+ +7Y0NtqPhC8aak01gcmPH71whXL8gqdRQowko6cpO/Nh1Ncbl8zz495z3vS4I +4nwv7c/oGGmEMK5/0/UbCTh2z5OfLG6Ed7eGh3dhn7V7+fxgYiPI9XHYRgsQ +8FBefKnDtxFYlhfVlzYQ4EXlKXxq0QiXD8Bde+xpnojbsQqNUPMu4kgRP35/ +oerzVqw3QO5Tp2gp7Prpz9OKXQ2AGD2NwvB7YeCcQk3JhwawstjrMcyL40Pe +1/b+wwa44n551RTbalVX6aFXA3h+/8iaw0NA5qv2hUrjBpjRir0uiM2mZemk +KofX033vdYUb37/6S8V4Wj1ovnz9s5+LgNHC+CDNvHo41SAWcwC7QSKeQ/ds +PZyNeVGfzYnn2YObVNPl6kFCbzhYGFu9gW5wsasOyu9fS7jGgfP1qWVyakwd +HKvikx9lx/1u7kayumUdFL/QlrTGLja2StnKXgfL+5+Ff2YjIFzr/VpoWS3c +tOk+Ko9dFjYhuSekFvy7EpKiWPHz0kOOWmrVQqt3gDnJQoBSxnbByoUaGGAQ +8nDDrv4+n/ckpwbHkcRcLTM+31rmxFqvGrjotm1EB3uy7c82Z6UaaHeZMM5g +ImA8YLTBcvgPaP9YFhDE9hOQXUhM+wNLpWxmYYw4/iX9SHD+A7ZLuZMzDASY +GTNYGG76g+eL58RJ7MUG4WMp3dVwJjPQp3qdAjUd8vfsk6qBfNhvoYMtlVl0 +yON4Ndy8FB77Zo0C5VJREo1i1RC1ie2AGHbPuqddTEcVOL/f6HJnlQKDITr+ +2YlVEFRpM0hdocD6/bUR6eNVUH/sbM1Z7EuBdbJj4lWwp5VVunuZAvR9TQms +3b8hn7Oh7SC2s4FR6ZVnv6FFxY8oplPA76PnBiOn3yDxNz5kN/Y//bh1F9nf +YKEw4fmSRoGKqC1szYO/oNVD6KsothER9Dzx1S9QvVzpd49KgWEFGuR5/gLd +268erpMUECvjPSu14xe82HlaIABbSEYmrnP2J5h5Z5PjBAXkGWIMxgt+QlqC +qqETdqVl9bRJ0E+QDIiba6ZQILRfWoS69yc8lHvEZI4dYjywj8r4E57L1V4u +XaKA4BP7EZNfP0DcftlaC7vtSOGD0agfEM5QfTdnkQIPVLd+b7b9AQ5l40qK +2Gb0siU+8R/wOoFdKXmBAtce3/qS0F8Jln/bbotgq5Q6xZ7LqIQYO3bzh/MU +MNCU43x0rhLC+MzPcWBHhkSmrmlUwrFQm/kbcxRIp20f+rxSAfwBNa3LsxTo +m3x0oriyAgrEL0pcwi65IPSY734FTC/OFM/9o0Bw/KJApl0FeAxQy72xY7xN +zt6XroCjEvsVx2bweQkwb/k6Vg4jO2+Ou2Gvdc3X784rh2xuL87+aQqY+Hxc +nrtaDntm3905ia3QX7GHur8cfPwZ3DumKHBq6oyACX85SN0RT7PDXhH9KNXb +WQa+/tk6zZMU4Jp+Mln0sgyCGn13HsK+r1jN23uhDKJipMLrJyggvfJT/IBe +GfxbP7XbCtvArvvFElsZqOWt7a0dpwAIS+iPN5VCVVz6y4PY7qccbsimlEL4 +LKdnzRg+PyowP/cuBf7DE5EHsVsvKJx01C6FiNc0htpRCmxKU5VzZS2FQYXF +Vktsr39XeqxflUDCsQes9SN4/bT+T26oBLgkIx7aYPtUGnPSu4th05P7/k3D +FGjc28kmHFQMJVan845gP96nM54vVAxe7OWm7UMUGN0RMNqU9x0Kel10TmAT +ISx7A6y/Q6vucnjvIAVevqndEj/zDaDNQsEVG6TE+7SivoH4R17ZkQH8fe2Y +jGPbv0G38orfWeyD9qbFZPVXaG5u2vTvLwVO16W5C3l/haJkS1l/7IMbTw1m +c3+F/eVbr1L7KTBZlhFY8e4LZJXJbg/FVq7rPnPE6guYeC+osWCff1FOc54r +AumOE4/v9lHA9bDXlZHoIvDzFj0ggH2oVUV1WLMIXJpGbBJ7cX7o5rmd7PwM +XswReTLY15f63MyvfQZB/fcer3socGbzSPB7uc9wnkvZfyc297DaStTPT1Ch +nd38qRvHZ2ager/3JxAaWL6DsH8nxftlCHyCcreW6KouClylfuIe/FQIW04T +c7bYNbfVbB87FYJkk1x6TycF/NlikgpYC6GoXyTTHXsoOUHXNPsj/GGNZ5rv +oICWp8p/VnYfIYLJJTcY+8bUub4fqx9gY6dmLhu2S9azmOyMD6Db2MEY3U6B +kcItzKw2H2DtEtfrTdjW+vF3/tAKQDMpKjmzjQIsO1+GMbwsAGUruXFNbOsW +ObN0qwLYO3H3ZnkrBRbDGAwKaPkQyRJ10Rp7Utfy985X+RAUPJbT00KBK+dU +kdihfAj2dtH3wu59McDls5oHiepfpKnNFPBERfe2vc3D+frZOhK71FxC6fDR +PODjk2kUwmZVuWo4wpIHxpvzX6Q3USD/tsP+v/nv4bHwnkq1/5v5UKyR63t4 +GXlBs7yRAuNb55P4NryHzKObiUPYD658u3kjNBcm34iwDTbg9UxCx/J7c+BS +J98ZP+yLcSHa7/flQHNk40ZmbE85fpug5GxIitrCH1tPAWO/KE4uhmxQZqk7 +roDtWmlseNrtHZjtj10orKOA+np4560fWdD2d1+nKXbmh9D355SzIODtY97u +WgpobHN7K/HgLezKsX94DvvXWYN39xYzYZfmEScGbC0n0eclxzPhVOWhqzE1 +FPhMLTvzsfQNqEiJDili1zmszXlvfQN82j6JX/7gfiR8Zvvgo9dwzEo8yQr7 +9zF3ZlF6BgzUj44NVlPg5sEDZzlPZ8Arj+c3LmOfPCZu/bnuFdyis3rwYG+9 +XvpGXvcVzGdMJKRVUWCgZMTbJOMlxFYKCGlhO92gPlQQfAkCwybdNb9xvDNu +4/sWlg7v6uxm3LAvdpwd4Jx9AUyRrOa0XxTouujGxuf0Aj4byc0/xL7+JDD4 +V20aqF7xH1TEVhAtQpr6aQD1PzcV/6TA0r7Fo/a5qbjejL6ww/aKT6hUlkuF +hZhnvjM/KHCB77aoo1IKdLp//O8W9gnOS56/eJNhv/zK5CbsYynVUY8oz2D0 ++t64wkoK5J2KSSzsewoKFwzvWGMfeyyWrlWVBA1CXRXjFRT4mdX6U+DjE+ir +rjcJx9bb4S9n9CIRlGTnBKWw7+0tba56lADCHexbC8spYHP7HePLsHhwnxy6 +aYN9hsewqd43DvrDDylNleH6yZ1yweJ0LPAySm+MxP6PnGUTPhYDBCmyXw47 +/crZ39sso2FYhev7t1IKUCIMx+4aPQb+Zz9CjmFLnM95oq73CLzPi95cKsH9 +b2/O7gOeD8CKua7+EbZDVI5BrkMUmE19clPBnjA6O5B8+C78GU/Xqy6mQMKz +D7EClndgftblhAf2bXvFEWazSNBXLC5mwX4SyuHmZxIBdoN3PV98x/OIt1Xq +cdNwKM+KP4qwL/36T7fQIgzydPPu9X2jAOORkjTO9BAovPyW5Rq2edqyQERB +ENwIti2XxN5Dl5Fq/R0A7x9cqfzylQJuuV5yxOBFuK48x3UCez27XbKM2QsS +FiPjaF9wfG8YeC9p4Qa/KvhOP8H+ub2Is0/LDmpSjl3Swfakj4X65mkB3zfN +ms4iCvwP50N8bg== + "]]}}, {{}, {}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, - AxesOrigin->{0, 0}, + AxesOrigin->{0, 1.327828379828001}, DisplayFunction->Identity, Frame->{{False, False}, {False, False}}, FrameLabel->{{None, None}, {None, None}}, @@ -17746,27 +17713,19 @@ DwGww/8= GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], - ImagePadding->All, Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> - AbsolutePointSize[6], "ScalingFunctions" -> None, + "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ + Identity[ Part[#, 1]], - (Identity[#]& )[ + Identity[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ + Identity[ Part[#, 1]], - (Identity[#]& )[ + Identity[ Part[#, 2]]}& )}}, - PlotRange->{{0, 10}, {-2.1638981941515714`, 0.9999999999999584}}, + PlotRange->{{0, 39.61528432531514}, {1.327828379828001, + 1.8986899132596107`}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], @@ -17774,213 +17733,448 @@ DwGww/8= Scaled[0.05], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", - CellChangeTimes->{{3.817114750430457*^9, 3.817114757239752*^9}}, - CellLabel->"Out[15]=",ExpressionUUID->"70cff46d-010d-4a9a-8cf5-3901b2a30edf"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"Integrate", "[", - RowBox[{ - RowBox[{ - RowBox[{"(", - RowBox[{ - RowBox[{"x", - RowBox[{"(", - RowBox[{"x", "-", "1"}], ")"}]}], "-", - RowBox[{ - RowBox[{"Exp", "[", - RowBox[{"1", "/", "x"}], "]"}], - RowBox[{"ExpIntegralEi", "[", - RowBox[{ - RowBox[{"-", "1"}], "/", "x"}], "]"}]}]}], ")"}], "/", - SuperscriptBox["x", "3"]}], ",", "x"}], "]"}]], "Input", - CellChangeTimes->{{3.817118655752342*^9, 3.817118685640291*^9}}, - CellLabel->"In[81]:=",ExpressionUUID->"6afc45fb-65bc-47fe-b120-408f15ede40b"], - -Cell[BoxData[ - RowBox[{"-", - FractionBox[ - RowBox[{ - SuperscriptBox["\[ExponentialE]", - FractionBox["1", "x"]], " ", - RowBox[{"(", - RowBox[{ - RowBox[{"-", "1"}], "+", "x"}], ")"}], " ", - RowBox[{"ExpIntegralEi", "[", - RowBox[{"-", - FractionBox["1", "x"]}], "]"}]}], "x"]}]], "Output", - CellChangeTimes->{{3.817118672704093*^9, 3.817118686099999*^9}}, - CellLabel->"Out[81]=",ExpressionUUID->"4cdf78f8-6821-4e67-9385-8a091cc9cf9d"] + CellChangeTimes->{{3.8182420280828238`*^9, 3.818242050189546*^9}, + 3.818242189449059*^9, 3.8182424832903357`*^9, {3.818242668158676*^9, + 3.818242679355135*^9}, 3.818242785787237*^9}, + CellLabel->"Out[95]=",ExpressionUUID->"00612c61-bc03-4f80-b2c0-2f166e816117"] }, Open ]], -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"R", "\[Rule]", - RowBox[{"2", "^", - RowBox[{"Range", "[", - RowBox[{ - RowBox[{"-", "2"}], ",", "2"}], "]"}]}]}]], "Input", - CellLabel->"In[21]:=",ExpressionUUID->"b66a0012-a40b-4041-8ea9-a9cad40db85f"], - -Cell[BoxData[ - RowBox[{"R", "\[Rule]", - RowBox[{"{", - RowBox[{ - FractionBox["1", "4"], ",", - FractionBox["1", "2"], ",", "1", ",", "2", ",", "4"}], "}"}]}]], "Output",\ - - CellChangeTimes->{3.81711492411154*^9}, - CellLabel->"Out[21]=",ExpressionUUID->"9744135b-7d1f-4023-b02d-1bdf3b29d60f"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"D", "[", - RowBox[{ - RowBox[{"x", " ", - RowBox[{"Exp", "[", - RowBox[{"-", - SuperscriptBox[ - RowBox[{"(", "x", ")"}], - RowBox[{"-", "1"}]]}], "]"}], - RowBox[{"f", "[", "x", "]"}]}], ",", "x"}], "]"}]], "Input", - CellChangeTimes->{{3.817119205409995*^9, 3.8171192327379303`*^9}}, - CellLabel-> - "In[100]:=",ExpressionUUID->"7ceb4bac-ce7b-4adc-aeb9-95a215777744"], - Cell[BoxData[ RowBox[{ - RowBox[{ - SuperscriptBox["\[ExponentialE]", + RowBox[{"\[Chi]Caselle", "=", + RowBox[{"Table", "[", RowBox[{ - RowBox[{"-", "1"}], "/", "x"}]], " ", - RowBox[{"f", "[", "x", "]"}]}], "+", - FractionBox[ - RowBox[{ - SuperscriptBox["\[ExponentialE]", RowBox[{ - RowBox[{"-", "1"}], "/", "x"}]], " ", - RowBox[{"f", "[", "x", "]"}]}], "x"], "+", - RowBox[{ - SuperscriptBox["\[ExponentialE]", - RowBox[{ - RowBox[{"-", "1"}], "/", "x"}]], " ", "x", " ", - RowBox[{ - SuperscriptBox["f", "\[Prime]", - MultilineFunction->None], "[", "x", "]"}]}]}]], "Output", - CellChangeTimes->{{3.81711920936974*^9, 3.8171192332338257`*^9}}, - CellLabel-> - "Out[100]=",ExpressionUUID->"9c7df971-6bfc-41f8-a68e-fb9921c0b017"] -}, Open ]], + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"hCaselle", "[", "\[Theta]", "]"}], + SuperscriptBox[ + RowBox[{"t", "[", "\[Theta]", "]"}], + RowBox[{"-", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]}]]}], ",", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"Transpose", "[", + RowBox[{"Inverse", "[", + RowBox[{ + RowBox[{"D", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"R", " ", + RowBox[{"t", "[", "\[Theta]p", "]"}]}], ",", + RowBox[{ + SuperscriptBox["R", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]], + RowBox[{"hCaselle", "[", "\[Theta]p", "]"}]}]}], "}"}], + ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}], "/.", + RowBox[{"\[Theta]p", "\[Rule]", "\[Theta]"}]}], "]"}], "]"}], + ".", + RowBox[{"(", + RowBox[{ + RowBox[{"D", "[", + RowBox[{ + RowBox[{"m0", " ", + SuperscriptBox["R", + RowBox[{"\[Beta]", "[", "2", "]"}]], "\[Theta]p"}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}], "/.", + RowBox[{"\[Theta]p", "\[Rule]", "\[Theta]"}]}], ")"}]}], ")"}], + "[", + RowBox[{"[", "2", "]"}], "]"}], "/", + SuperscriptBox[ + RowBox[{"(", + RowBox[{"R", " ", + RowBox[{"t", "[", "\[Theta]", "]"}]}], ")"}], + RowBox[{ + RowBox[{"-", "7"}], "/", "4"}]]}]}], "}"}], "/.", "m0Sol"}], "/.", + "h0Sol"}], ",", + RowBox[{"{", + RowBox[{"\[Theta]", ",", "1.0001", ",", + RowBox[{"Sqrt", "[", "1.16951", "]"}], ",", "0.0001"}], "}"}]}], + "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.818241513803463*^9, 3.818241701444338*^9}, { + 3.8182417329093657`*^9, 3.8182417340851717`*^9}, {3.818242805520672*^9, + 3.818242825656946*^9}}, + CellLabel->"In[98]:=",ExpressionUUID->"02eee1a8-8fdf-4ef6-8fa3-737b3067106e"], Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"Plot", "[", + RowBox[{"ListPlot", "[", RowBox[{ - RowBox[{"x", " ", - RowBox[{"Exp", "[", - RowBox[{"-", - SuperscriptBox[ - RowBox[{"(", "x", ")"}], - RowBox[{"-", "1"}]]}], "]"}]}], ",", RowBox[{"{", - RowBox[{"x", ",", "0", ",", "10"}], "}"}]}], "]"}]], "Input", - CellChangeTimes->{{3.817116910643228*^9, 3.8171169972761393`*^9}, { - 3.817119152970964*^9, 3.817119183489099*^9}}, - CellLabel->"In[98]:=",ExpressionUUID->"07932986-b2e1-477a-9d99-1b9701e3af0c"], - -Cell[BoxData[ - TemplateBox[{ - "General", "munfl", - "\"\\!\\(\\*RowBox[{\\\"Exp\\\", \\\"[\\\", RowBox[{\\\"-\\\", \ -\\\"4895.104895104895`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \ -normalized machine number; precision may be lost.\"", 2, 98, 20, - 31478186269791883738, "Local"}, - "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{{3.8171191729103947`*^9, 3.8171191839132*^9}}, + RowBox[{"\[Chi]\[Xi]3", ",", "\[Chi]Caselle"}], "}"}], ",", + RowBox[{"Joined", "\[Rule]", "True"}]}], "]"}]], "Input", + CellChangeTimes->{{3.818241636076373*^9, 3.818241638643073*^9}, { + 3.818241707076942*^9, 3.8182417096202993`*^9}, {3.8182428293448772`*^9, + 3.818242847393136*^9}, {3.818242888394252*^9, 3.818242889377882*^9}}, CellLabel-> - "During evaluation of \ -In[98]:=",ExpressionUUID->"f0c4d2f9-9d6d-48c0-b78e-b8f84a7f6bb2"], + "In[103]:=",ExpressionUUID->"8858ddfc-1e71-4778-a0b8-512abba3d901"], Cell[BoxData[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ - 1.], LineBox[CompressedData[" -1:eJwtlGk0FPzfh4mURhgiSmMWS4S0cEfM91eW7KWoblkiWVJIydodlYiRsS/J -TmRLyVJ2Y2fsFCpbtmxjLAn595zzfM65zvX+evEhWDldvLmDhYWl8i//51f/ -WXEcsw4is/z/aN14vSt4e0jdO+6w15eNuF1f8QSP94CbzQLTV9nr5V9VBYvu -xD+HQt6L10tfyp+6rep6Z000FtSmRNL+DM+eft8znLasFg9q3nS3ed8rKr8d -9IYYtonwDRcmERqSp5LEOvR8TSMZ+ui+9TLXllXU20LFV/tT4N+ScN15O3nV -qZhz1cv2aRCfVp6btGapSrHeMmVupMMDPX11SfZgVXn5978Ywa9Bc3E33vva -O9XuDbuIRdEs2PNQkRaH6VZ90ICTXyh4A/fuzr82rF9UPRDe0zKnlgO/g5k4 -p3pOcoV5oO1sby54XeCwoKYTyFbSiO2nbT7o3nuzVjWpQN6x4dm+7P0WLlxv -Hmz4o0XuGTY+tKxRALD2dMDpqQk5o17egcn9Dj65czpJ2N4iu+dgSpf630GA -+eGIfd/cyTphExxLSe/BcPFC4wn9Z2QR92ojhn0hsKUE3kqWCCfPm8WnLB7/ -AEd8DAfG0xLJVWpuiwsbH0BhaTjQ90wWOUzqInmBVgQ6u6LzMwLfk615ZCnz -wcXQL84eKWxXTlZc2TUwd7kEikPIcnVhdeRdg6OSc6KlUF3rrGu6QCd/rip3 -nZ0qhfrHOS2Ukl7ym4yY2p8FH+G9vvL83rmvZG/KPexPz0/wZh4DImfHyQYu -BhYzamVgRs31LdyaIeOvSuVOc5WDpeHU9aRiBnlJlX1jqrccnL9j+DcYq2Qa -6bvWVEIFoPwZhsjVLXIU58eoSdtK+MMY0vsWtAMK3XRc7glVgfMQf9OG/C6I -n/lHmOldBXkBR6OjPnCBn5l4lctIFdCS/kkojMOCYwef7ZJGNdxi+mA7bATg -ihoLt8ubaih4pUywoAsDKporZHDXwPVagTUYwYGU1OC1u/dqYHr8PN/CFSLw -xTfuYPTXwC1uH9fQdHHY4C7KclaphUf+8qnHraRg3Df1wmJSLdxQyF3NiZKF -tmXqmtNOGhg/qx1kkTgGRbb/JSzY0+B9rFp6Zt0JSBxw0HCi06A9Q655Ok8R -AvT/nZ0/XgeXvTP07SaU4G6VZrhjdB2co10rbXVWBZMTJ5XnN+rgtpKO+fUs -BGoZhJE71+shljG64dp4FmSEeQLmaPWQ2xfl9Wu/BghQNuXuSDXAOpXtqELc -OfjzZ7p3NrgB7DNTCfcNdWDybr/37aUGYGQKDq+CPnSM00izlxuhLOtgzsaJ -C5DcnHj3p2gTDBWceBRVdAmWYz5If6c0gfvJF3mxXcagadsy1rXeBKc5emWf -CFyFWIWR+HqbZsgO05WI9zGBWbY144/dzUCvlhcSFzAD6OLiyUMtsA8r4GXc -YwFhScTG5NwWaOegFOVaWMIpVQPl5/6tMIPdc6DkhTUEYayZ3sutQMlOVTTW -toFvXzxynC3bIJaybbJbxA6ePkjHXT1Nh1dG0w/SMLehX/1Tv24mHU4G+jz1 -lHIEaf5OKgi0g+bNpRtJ8s7Qkb+5Q3KhHSZGMDx4qgvwAaf5XrkOSL8Y8hXX -cw9OS0Qo+1t3QFWkoMWAuCu8WM5ienZ2QP/XMK5jTDcoGTzZsbyrExzd2XkP -OnnASE1ljiO5EzCSt4Ms1j3hZGjvTavsTsijfbLzVvoPzN2vnx0a6YRzZZSQ -0IVH4G/xE3dZqAs2ZbXtVQd8YECW9bO2XxccLfqIi/rwGB41y+gcs+gGLWfF -HsmGZ5BZUCyRHdkNO3JNy3O++UNXzFk28dZucHg03P5jKwDEbK+WCSn1gEGo -PefzS0HQzPZUjoW/F2SxF6c2ZamwPMON8dTuBYmrbrN1n6lwqCt2kvmoF3r8 -dE/d9w8F56T8pMnZXmAe4eX0WQwDQdVBvvb6PsBFu5YgRiQgMZsFra0++E39 -cp74KQrsMYyWmhP9cPD9JN9IQDSUfeHwK0rqh/nliLC5o7Fg9eD42ivPz6DF -ea55Izse8vKfD96WG4Ce0+p2kTIpMMM3Q9GxHIBxZ2EP1tcpIPlAh3w4YgBS -DPiLdpJSIUkFkzy2PgB9EhFB7aJpENZEsTGpGwSZrou0kzIZ8GAshHHO9CsE -cEsUUV+8gXeaiyniIV8hK/WtQRwhGxayLhix1XyFY3HPA0SKssHOGVtcIfkN -KJY468djOWCyFeatwPwGD3luDUSfz4dETMsTrMYw1D47suOJwjsgq3qZ+pgP -g1h434hu4DsYcjyisOA2DFFJEa2V39+BUFfQROubYXBZunYnjfIeQmP0tAN4 -R+A0e3Xc2flCeCJO594eHAHTI5MZo+3FYAudsbMuY+AXVFlsubMCWFJWPw4G -jcGdt58p9x0qIIZdZKg5bQy6Ik25uboqoLHJBpfVNwbJDRifuqRKOGy0mXJT -eRzGLneki6VUwZSdZM431h/wdKxWyd7w7w+FPazooE5AgkXcLHaoDhx/SI0V -5k1D4lFkwBncBsPmX3ZXN00Dh+JQ8e7uNrj0OUCubXwafJzFMpSF6XCqZdLj -x4EZcJ9QSTiZQQe2gnReQf8Z8Ki15nCraYcYbwLZzeIn6CkukpdZO6GaXzhW -iXcOXAedFkSMumEP4ank91OLMJ2D3mqf+AwveFukk68z4Z+Vhv0tv4bBatCo -kq11FdSwjSX3Yifgbt1TKyfJ3yCqV39V3GIWCpy5Lglpb8HugFJ17ZVFSPZy -mJG/woKwmc/KknYtw+PETcPlWVYkdOpj9hfGKrB0D6MyTzbku5blY9y3DhL3 -bdyNpHciwYdX9JpYt2B8JfoyppwDKSkRRbBb26Dz49bDsLu7UY353pvLCazI -YJx6BIfbg0zHtY14lNnQTK2VT2MuBsXnqVDkPrEjOWzfITWLvUj6lF2apzkH -2gMrlkNMbnQHb2UmOrkLnZszWSMa8yIBSrRwYygn+lxjzWoig0UHGPq1pQoY -9CGAZo5fwSKXQSd0oYIL2ex0HabT+dDEdsRchR03uuHi9YErjh/t8DLfDFzj -QUdtj9D1LPeh0LHVomeVvKidTwbjqiSA8EPX6qQisOhT3uOXMmyCKIY5utVl -woe8WKUvtH4VRNydStKmx/nRniFPLcfC/YjZsmQmzbEP/cggRCR6C6GIK3OD -oy37UMRhYfZSY2EUhQ2YcksRQNQ4mwZL/AGkxknbmrkliEwizOhckweQCUe3 -QuDR/eiXevp6YsVBNMceF8q+UwiN/TjrXuMvgtzH8G76rUIoRfXYwTbLQyic -x3KnS5owyvVzxdrK4lCMoWujmeMB5G98Q5dtBYdUtvWa7E4eRApDyVn+baLo -7Xav+nmMCIqRepnbpotHVpkamsxuEfSoKjhGtxSPzOZSPe/lHkL6B43Tm8UI -SFIiOpL7CQ6dcWy4hn1OQEFleS8tdERRooiVWOsKAVU0Z4ZoYvFIrPZ1lME1 -IvI+ctxT8QEeUWVrpLsqiOhog5Si/Bc8smGydzZJk5CNZYl9jDoBWRUs4Z+H -kFBtz+uz/ZkEdPvxpU2dUBL6wlH9M+oNAbleKuznCiehatrpyMs5BBSw4vqC -GkVCsf8ZT/fmE1Ce0vpG9CsSUpfYH9VTREDr1dt9GdkktO9MOWsXjYCoXVzB -tAYSCtScwLcNE1Bc6h27Z00k1HqfpY8ySkCp9+lqWi0kNMjvEaQ3TkBFgtTf -LXQSUlbzW2uZJKAhE3677l4SKq7i6Gme/9thTFhtdIyE4kVjExo3CUi+0BOX -9oOE5DhD/g34Q0DKfoPrNydJKG90ZJ8WCxHpSb56Oz1DQlc4EigNbETk4oDH -MRgk5OB+x6d+z99OKr7r75gkpKStRX7GRUR+e0d77q+QULjeo00NbiKKyU8N -+vWLhDoorJ51WCJK8WG3/fibhMri9JT8+Iko2/DmWe9NEjrzkPlLXYCICon1 -h8h/SGhDZLWEfT8RVTAl1re3SSjAysiDJkRE/wPKgK3A - "]]}, - Annotation[#, "Charting`Private`Tag$37696#1"]& ]}, {}}, + GraphicsBox[{{}, {{}, {}, + {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.004583333333333334], + AbsoluteThickness[1.6], LineBox[CompressedData[" +1:eJwVk2c4FvoDho0W2SpEyDhyspUjyvNzXitKUQkVUSEjQqmT7GQVIjMzs2G8 +vINklqw0RFZFUkRGZjn4n/+H57o/3N/u63q227ubn2NjYWF58d/+z0vD6bet +khrJ+oanQiGZ4zq7rtt7mIUWkLzuzd+OrdsADRM1JfWOBLLGJr2jwVYY1YJm +21evR5Avob0TFhIyoKRfrPttFUgc65Uk5B8rwiRFKtku/Ar549CI0EfbXRAK +L+JjMfYkN9dIyrtnaUHk8rh1joUr+Vejt/ufZgIzNUUfxj0Hcvje6PviBD10 +SFKXmT725Mpv/kkKzQjbbIP0+Z/aEIHqFVt/qYNga1c5YbVkRbw7omR+/TgM +fd8OrW5YkNGFm1fL3I9A8JvYAw69I4RIxr512WyBzJNhO4rfHyY6zlWe6h8t +wZyckWaUHiSDh1yYCs0nsKG5R0HXxpjMTLBUhHXaIKaVcw9frCFxXG4q/JvV +DnfnpCZ0lPVJzODPdlq+PQrNbTktZCik5FmKyYtTZ6GteeBd2GldsuZd2wZZ +aQeYa/Z8WigC+dzuPRSw4IhhhdS/Xq/sJQk/DYxies/DY7nMYz5TiyRf+/Bh +Y5sLaMHTGU1hmuQP3gCt4lY3SJmaZSw91CDJ1Pj7mj3uqPuaGr6VbTfxPB/r +vOu3BwR5FI7IhqiTvjN8ToE8nsgRPrPTQEGNeEL3/Tl5L4jOm9UmzqmQCBlh +nefG3tjN62s2xVAm7skinCGel7DT71l9C0OR1FnUBdzMvIy8yiqN+i87yeTc +tVLaOx8ICT49Vb7nTyLkt+o0x3MVByxEBndRdxCLhS5ZpUP/QDPX54e7sRzJ +e7LEbXT3GoQjeuUFVmWJauXJ4Z2DvqgcNl/Z9VKGDNtrrm1Q84PAbNhBU6o0 +uVCvenQh3B8zER2zUo+kyIJmaIaVVwCudYZFPmFuJ8ufVro9ZALR7hA1b90l +SdTe6HL81R2IXT7s1y6zS5Iba3vFsm8HYd5gr7DNdXEydsr3rwLDYETsddVK +5N5G7txPKAV7CGZHlxOdaKJk/RLnFtu6EOyzzrze77mVfKoXlFwOvIFsUUt1 +FT0RMrv7QAWffijc7PuHXsoJE4HM3oUYzpvgMkiyMhQTItdRIXbp7U0M1wR4 +mEluIYV6onfK74XBji1we63aZiKROjZqcD4cLxpf8AWbbyKRrmf6pTUj8OTE +fGS2nyDx8aUbUDgi0VqmM7KXLkDWPOyQT+uPROdlVvWQRX6SJ6RZKE+Nwp2u +WPkqPX5SHtTBMRh+C8wo/wuaKXxkseDfkidnboPbz2OENsVLQr29pamIhr00 +l4LsUx4y94920EeeGMT0f6OWJXETvjTXiO9+MbhRMpPrEsRFKkNFkn9NxiCt +bcsR56sb//sTx84N9rFgk/F1/ujLSbYaZrUIdMaiVijIZV0UB3nRH8S7Zf8d +PNufpa2ct4Ec9dZO56m+gxPnbD5TW9YTnoAJuV/qcegrXjm3sLiOZOWud377 +IA6b6ynP3VTWkXGWKcVEqXjkPBjjjPVYS5zmG430UuNxo2HrlWHmGhJ7Rjy1 +a9Nd8LopNSxsWEMCFiv4TKLvYsvt504nT7OTsmizzHTOBOQo8HIXV7ORAisL +k/bQBERMF47FSrORDlrltvfsichzvHP08W1WsvlOlSI9MBEBqi27ildZSNsu +aqoTSxKUjcMLjS+zkKb9PbFj/kn4k969x/3LKtTFd+jtZUlGFad919mvKzg2 +Ijl1PDAZJhQLiYXpZWhvyO/XZk+BN69zadG6ZQjIdFkN30hBlONniqjMv3jJ +3VdrxpGKePHIHR37l3DQtt3L71Yquob4ujx9fsO3JOaDk8A9CM+1XLv36Bc0 +zhZc5Em6h5/RIukLI4vYNC75yFU8DXvN4itVFBZR5+/CH5ibhpP6x2cWLy3g +jKKu0n7FdBhOt9eubZxHi15oYj0tHdZ/eBXyic1jYkXp+3edDPzpOLHS5TOH +i2dlW2uaMrCybm+mSM8sFJSTvDLkM3HRyrz2HmbxfM7tl5p7JkQ1F0vkHs7g +4R7VYyK0TPSIXSgNEZ2Bd2yrk9lSJoIEU2sDYn7C7+GISK9uFs6uu+Q5xvET +3MHjZtSwLGTY2Tcl3JwGne/7cverLPBMW3Id55iGj3cKz0GhbDwXCy5ii55C +Y9LRK9y22aj02SPrKTz1X9e16iL52fCq0U9fNZ7EzVQ5LffJbOxgZBfxuk4g +Xqw6ikfzPiQ7nTVex/2A7ayJ4nzAfQQ4hcuw1I9DtrV9u2zLffi9c7xgNz+G +0HmmV4pgDujMA8NMlTFkco8rHzuVA3l48LR7fMfPkTKHo/k5OFMft+xMHwWF +tX5n4nQONCcmVE+yjuKbqnyC2N5c0JWNLnmYjWDfgFXtUGguCm/xP72S9w1z +AeJNY29ycU7EgduI5Rvy/JLa1bflQWGg8VSZzVcMBe1brHTKQ2nfFf/YumGU +i3W6BpTnQSbfce2THcOYe3H5eDBLPtZ891TkjP8CYhH2tf5APv4w52m1Zv+C +ZnqViU5yPrTbtqlHXB6CrIRg1exwPvwov3b4/PiMobtd7sNqBWitDmljdfqM +bQNp2bwBBRDfaBK+8esgUt+YxHm+LEC2Z8Q6H8dBCLDyhXCLFqJRTkZ4x/gA +dIYcKz85FYJL+nQJu/cA5E0k/Ufohcg/N5XzafkT2CyPi8utfYD6V0825ot8 +Qk6j37eUIw/Q22Qbr6j9EZsZNoqU7AdQKs8X0rf/gKo+YQOJ6QegBFuo1d3u +x24JhUgl8hBM1jIVn9o+XK+6YuUR/RB3c2WX9i30YrVNj//Lx4eQpL1nn1Dr +hesR3S3hSo/wKVtvt51XD1Kaol/Z+D1CY2DxoCezG1ESTfln2x/B5oR72Spr +NzJtV7lSxB9Dk2td+vCh92hhtnusXHiMQeH5V+zZXSjSOGEUW/MY8/kHcrUW +O3F+6RSXOV8R5Pw6U1zMO8HYpriH2BUh7eqk7tWSd2CTeG56gloE/rzFXYYC +73CAv+N1NnsxrG/t56r06cDW0zUGW44VY+MPxhHGwFukHanQpuUVQ90rOUD2 +4FvsPNCg479YDIdEjIxVvUHRoO30HtkSlAh8pf9UfoOIaNjuNy3Bhffc36Ty +XuOirCPdzacEn1t09jhIvMYtKUpjXmYJuMuPWZr+9Qp1+qanZ5tLoJVh/T1r +dzscyFZLi5kS6BpTfqbveYm/xyyD28RKMR65NVKc0oYu9q8VFgal6OBX2bRk +1oppnzeds+6leFqaLsPn0IIRY+eyvORS1MSc9tfyb0aBkLGqa0Mpfs2NrrdM +a4L4PjsV/R+leCioxzCsfYGgJ+zxqkJUbD6TFTv6rRHr2+d1VXWpUEk5d098 +UyOqTf2l9FyoaA5Jfdek9xxFIx6SznepyHHrkG29+gyVyjry92uosPr3rB1H +WQOaczgUJ0epqGjg1XCaqsdSBUPcdFMZBibn5F6q1sPsM+tsjU4Zjr0aDxP3 +qUPKs4hcvfNlGBKXuEiprcVY5oxSf1wZXPSXGdLcteBnn7kdWl0GjZzJ3kNP +qhH12vUFZbQM3Bms+Z5nnoLeEflBcFM5FjWzioMFqiA60N8zr1OOINcuUcum +Sly879I0fr4cmH1u3hhSgZdHBplz8eUYUn00lWvIxNejudX8teWoETWqesXH +wPjq6hQZK4edWum9bQM0ND6FS/AWGmIL4qKdaeWozBo40KNLw2+t9ow7MWWg +VtIr/naj4c8Tbv2eF6kYthLtrUmioTtl9dDo8VJcjt/Wd/gZDQ4OWHxHKcEr +Q/rE3CQNclVivjudi1CxsGpSLEqHu9/1PuHjj/B4xFP5uiEdXpyHbHebPkDz +e9k+Wy86DvKzsBkcKsCXbsHE4xl0nN7JYs1vnYe4DsfSs63/eZHgKNsLOegy +bfe7uUDH9rQ68jsyG5by7da10gzMJlDjHlEzUSQkX8B7mIGtny8Ihz5Lw2Sf +3ptLvgwULrhJCO1OAUUz3WimgIGkf/SKHtAT0NdjEB7WyQDnradNg0ZxaGlz +F9JgY0KsZ/9ATVc0XNjZAv9VYiIrQk0iQTscFDFDm/4TTMRWSb9NqAlCPyPH +vCuMCT0RXS6lZ1ew76Qb9xiNiY8NFYzacCc02TQbiw4x8T9juOXf + "]]}, + {RGBColor[0.880722, 0.611041, 0.142051], PointSize[0.004583333333333334], + AbsoluteThickness[1.6], LineBox[CompressedData[" +1:eJwVlnc4EN4Xxu1ZViIhlFVKvkky3yvJCpW0kNGyKrOsSCiVyt577z2jJCJC +lE0pm5Rdkfj1++s+n+c995znOc897z1C5jdPXaGioKCQpKag+P+pPnQpLZ1/ +k8rv6Zd5zzVzlEPERlbp43+QJHZ1fqmmRuXFEpv1LxGDJD6/1jd2X68y9cjf +WY30dvLqdnBjw8aIMpXo0fc7R9+QgoyadPEn35XPMQTx5rPVkB/BRV2T+kvK +6zfdKBsVy0lXF+enmbhV5c2cHbdl2ItI98WMMql2CjxptVB7O5tD9licaefL +pMHpv+5LK+XpZGE8Yy6lhwHmAqwaFe+TCYOolPnD85shmtXAk9WWQO603OK8 +xsUOi7sZ1o6jMWRkrGCqO30LFDcOvH/AF0lK3RUH1E25cFdYzo6XMYxM+qYT +CvDAwy/hXopnMFl8kal4RpUP4Y0/5V3NAgkRMXTKtRHAvheLd3mlnpGFl67x +8sZCsBeOmZ4V9ifOVYVPt3Dtgt1bK63iBw+J5Cvj+qQvwthBr9rhdfQBGe7Z +7JBbLQrPb5Lczdq+hCWC0WAtUxxpmgOfZAO9yb7Kg7qGGXsQR2PzZobpHrFm +uMMbWb4XFTyKPT8K7pLD28w3P+iRRLD/xVcuKx4k1a/rypq3FDQqd/j86XAn +b3jN2cxT/kPp99hH94ddSY3NmytfWg7AdPaaRdkuF7JCoSZx+a80tIa/bT/z +7DYhljMr/TIyoON8pismeItU8TlLSt86BLrPP7JKOxxJuddyv+FLWWyIO56Q +TnAgw2qfKo+yyEHtG+91Iz97EvD+1s7PV+Sx+QingekDO8JJbbi+7Y0CojYz +/miLsiUcIos14xJKWHwRx7DF6yZRquk6LxeljP3DL3Ntvl8nu746RFMyEART +FsbZ3LYh93tDI6MbCAQv31k8zGdNvnaFao36qYDnWk6rTp8lefL1p3eX7hG4 +L4db2+VYkFGWIi3LbaooOqkgkBV8jajxpbVHjqmCMbDpg8yTq0Rhl5y9WdlR +SB/n6L4XfoW8txQref5IDY93fqveXXiZTHK5qSSYHwO9jZrQZO8l0jKTMbVJ +WR2N6+O7YjZfItFFbXF/+DRwJvTSE6JrTqS12RyvbWhALFzn1lSkGbFpYIvR +HtNEovqEWe2sKXGj972W3KYF9yMCz+n0TEngl0+qVlXaiD+xrrjlhgn5mkn/ +PDr7OEybOJf0dS+S9Fyl69LxOlCY/ZGdrWRMlqtmefaF6cLWza+WVcGIbHlc +EeIToAcuoZmj/mqGpKC9cHS7+glkHh7MVzG6QK40UhjHNZ7AozvHvph7nCdT +lTQ1zZonIeCYrSOdfY603KgTjGs9CX/FKTva4bNk1G93Epf+KVxanbkot/Ms +MfbIsTnQfwoTzmVuCtZniKPvfNGsuT6aQj9f8q42IDFCLgXHv+tDXtx5LGir +Abn+RzdT3eU0MnUKeZadTpOm+hdTn+kMYPyMM1Tpkz6JHaRrYAszQJpoYQ69 +tj7hc+OPGhA9g/LW5tbll6eI5b4rTUqVZ8ApsT5WcPgUCbV0eCmjcxYnJhj6 +J8pPEsLUOV07fBaUd2IZ9RRPkuCH7Q1fXM7hmMzg5/g3J8jLJrmOAI7z0HaT +sYjQP0FM9Q8+a885D4FfSr+W3+mRVx/p/OM0LqA+Squed0WX3K6bPrcydgH+ +Zyi4DknqErbtQ/5DPobomn3/aMhKh4yNu9friRjhXTklZWXecZL3qjVRo9EI +fDG+QpYr2mTLxK6Wt1bGYJnKWYrW0iYv6ZZm21gvYul3vydVkhbJ9it4eb7s +IqrH9a1PbWiSt2fSfly7aAINqWv5auaahMnjOv8atSlStDQ0opo1CC3HrUKf +86a4hpVZ9sMa5NAu562t+aYwo6z6ZJelTsy0c3I76cyQ4O376J6QOsmmsPoS +ddEM4yNbXVljjxHGVB4ugXIziOvvZZjg+8dbxSpN2czhpBIr15+gRlaKlmRM +rMwRLzccUC2uRo5Pt63yvDHH087PY5dKjpJZwS+3AwQvof1gKMlQPUou8okI +vHa/BH8K/7JL3aokpN7scl7fJVwzzdWyt1ElprpcL07LXsbOt9bvC2lVSVi9 +Y0JJ6GUof/vbTJl0hERNnnnQunQZ3pceGKuqHCGSVgdn4k5fgYwB/e7zIyqk +3p5HW7z0CgLrpuTF/FRItEeskCXXVQgY8P4K2q9Csu/2/zB1voqdm+7RePcR +kqx3WZp14Co4/tTID/kS8vg8sXNQvoYLR8UCAw4Scjryk8STpGug9w/kp3oH +cv7tpklDegvoaLDflv0PhKH7t8SQjQXMrmoLR0YrE+5nAp5cHy1gd+HoOAWT +Mvnrp2VFKW+JBP0/UlruSiTssN/t+ERLdM6Zc55aUCTJaiIH5hitYOVVJ/rL +WpGkbk4TXbS3Ak3udVueKQWScvLVcPqgFSgV0s5FWSqQg/wGy5vVrfE1ozTY +6Ls8Weyw+iFcZI2eKnqOo47y5LSJmMkMvw3W6zTmZNbliGZ6c9+lRzaIKbxp +se2xHAmny5x/9MsGusdT6z5slyM/6EUVzK5chwb36nGd3MPkp2y+9vjH6wi2 ++nTU7shh4ilUXsmjegOhpzW7xPtliaNFAd+fohsoywunM3GUJWv0jJsf7bqJ +8Kzlkg02WXK/UES4IeQmNIas7//KP0RsUyU9zlLbojPE7qv0yUNk+ojrtiRF +WxQmUo0mLcmQA+835R+5ZYvhsf2G0lEy5BKnLZtcgS08OndWdarIkDHvOGbf +aVto7n7CffvbQaJymNJWVMQO+nIefMzhB0khw43N/KZ2GOkPp7939CD5kCZS +YhFth91ysYmti9Lk9NuOg4w9dojUPXP4S4o0EbjgbbrOYQ/KTXUROWelSXh9 +AYOGnj1exEcyim6SJhkHD26MPbbHcS/mY+T1AXJ6XpOr9609AuRbnWddDpDo +qqeCO+gc4C9qLCsufYC0HF6fK1d1wFis752h7/+RD5fnL6R6OeCXIncmU9Z/ +xJ+F/8B4jQOSxXqd4q/9R/yMA7Rc1x0wYpq6Eiz6H9llWuxspuSIKJe6hM/j +UoQvUS0w2t0RK1RGe25lSJHDDUaW4tWO8LggknrSWorIyl7qpl9zBI3/ARuL +/VKEs4UrT07RCa16H9QvT+0nq14PGl64O2EX56EbOrf2E5vDXD+DXzjB3cwn +w512P4l1dNhSve6Ep4WVXcNhksREMm5ZhtxClGP7Sbs9ksQ7btiB8t4tJATO +zfG82kce8PRd2VF/CxIM3attZ/eRjenLyf50t+HUaS3qPb+XbCgW0xzXvI0P +3hGhu5/sJQsbcuZG/rdB9V2uo3TPXrJrsCzkxfvbEKrWecPbLEEgKul0c4sz +HIKOvtCzliBtA1ODdmed4ZJxx/QYiwQ5k+ScWh/tjMOzk3lLRXuIQVtOxrUv +zhjsbf2rd34PGbCJfnVBxAWrf0qWdCj3EKPT0Y2xVi6Q+2b/aDRrN1E6fDRC +qsAFC2mnqJjO7CYbtdc3b/npAs/dF6dKqHaTR/mSVGqKrmBNqdsyWCBOVJYH +Tjbcc8WOLWeibpmKk4ER+t6wJlcsDYv1urGLE3Z9L9syNje43lC2GKkTIwod +p34Jn3OD4yHjXam3xUhnZ63GcLwb3pdO8FfuFSNWSzoqPybckPe+N5V7RJR0 +CBa80JByh/anNlIZJUpcvvRFzTu74/cliawwfVHCHbZUOlnrjo0EtY6MzaJE +rM50Zh/zHVAx5fdMvhUhFSdKeWtP38HFFT/WE74iJG3gpVBS3B38qpte6Tki +Qj7TeA62T97BYe+zaq6UIqTstcQeHWkPvBw60iJVK0zEKySnuDw8AIWU4GUv +YcLoL/x7X5MHqMPCm16rCpOrxwZlgjg9QR/HXB9EJ0yY8s54qZp6YuW0+4ZJ +8y6inPWmUiXHExP1lfwiz3aR+PTHL/1/e+LBkeejg6d3kXTPWNmgnXfx7tVt +pXu8uwhNQbMBjeZdzLzsOcA2spNwxL7JjLl5F1omsXNe2TvJcnjsLsOwu2DB +ldcfHHeSiNfOxXhxF9HJWRzryjuJSXOwptboXXyO77LcYNxJWpNUul2ZvXDo +48nrH7qECJ3KN82OA15YuZz72T5JiHy+wBqqc8ELZLYmavCmEGnZdSRj1ssL +9yn6IpiVhYj65n2O5ZleuDO9PPVnkxDRf/B0KqXDC0HB6+WZg4LkS63cSvmK +F4ypGdXYcwWJ7U2ukDmhe9h3NXla0kOQaD4UzNbVugdxTWGeDT1B4rnFYv8H ++3ugaqM467FTkAiNsHG4Rd/DCcWTd099EyAXL586qll/D5INbUwrQQKkwux2 +ueL3e/DfFt4zpSBAsls/GRlwecPFQjhix/gOwvHop0gwvHG6Z79wYOAOUiet +RvPT4p/uHeOsoLyDuM2YTN0J8saRfOsy7hl+clxstmFPtTdqsyuFBKP5CZxy +n66NecNGpk5QT5ufeJ+8dmCR1QfZkwvy8Wt8ZGp+NZlF3gePQ35yM+fzEWmO +c126l33gwTDo8cScj5g2elYUP/XBqKSMgRA3H9HX9YFSpQ+mdqrG1bbwkq+D +fkbfRnzwgEbc1dKbl2Q51FK+ZPFFgraACKcCL5kqsBcqlfNFukn1z+rF7SQx +eT63/bIvqBT2m5nkbieb45Mj2QJ8IfT16dzPa9vJdtb1bscqXwzZ79by3LWd +cOjeP/d33BcMhX0SS0M8JMKlgy2L4z62VJhZn4zlIRWaPguuyvdxp7l5OciQ +hxhOnJq7aXUfvKtNbSXbeUhVHcVfv7D7kPfdzVbcv418szVlbnh9Hwo1h6Ye +Rm8jwa76LGKz90FtfDBOxngbKVRu/p3N+wA7/7Y/KBLYRm421r04rfEA2xoT +Of4OcxOhNJ0TQk4PIECR+JI9nZtEtnonsyc9wBX7gh3frblJnU1Alsj7B9C/ +J9D7+D9ucrgl+5zx2gPc6D2YNP2Li1Tv5kus2O2HlDtVanQ1XORbiMxt2bN+ +WDoeHDNwn4uEtpxv6/PxA2/c0cBrelzkL9/vyPgiPyiwhu9I38ZF+JSftPp9 +8QObvoRe+PBWQnsg2SiU5SFapriVZHK3EibhDvk3ig9RkO3H7uG8laxrVBlu +s36IaTYzmptHt5KbLzmKn0Y+xAjvV0Na9q1kh03oQfG3D1HTedxG+TMnWRnZ +3Dn68yGalcLCuXM4SYKqvm+9yCM8zWHUeerKSfZwayo2nn6EZOc1hgRNThIg +NzQz4/0I58fvnNbi4SR+FeyPZYof4ZkK05tHU1tISNkkU+LwIzRzkLWLz7eQ +YV1n0/0cj+FlEp5e/3gLcXf54vlF5TH+Tm6/W2m8hRyeOW5cYvcYx3R3aSlI +bSGD1MszWYmPQb2Fs0ud+h+n8O6q73iMyOvb/wx2cxDDnaxLG5T+aOz+nvA7 +i4Po79p9+uIBfzBqB5VGeHKQ9AdtskPm/mDdz3eg6jQHEdK7GXwv2B8CrU48 +F/f8Y8/7hhr1/jhqLOrsScFBzjFG+Ugt+0PLf/tl/h52ElQsT60g+gSyzjfW +ZPLYycRf6pZrZ5+gfYucZaMvOwljjvlY5vcErNPnBt4bs5M3D4tZxJ8/wUvp +I/46h9jJYAStfdW3J6A/3PZCmZWdqJWcXbDlf4qeGebniZNsZFu0i4+G3lPs +aGX/6PiajXyTU+M/4vUUtp/azcti2AhFSFyhcfFTFHdNNl++zUZu5Tgcih57 +irqrdxw9TrGRQ7bVCavcz+ASvKmdUpKNGCa6jrlpPUPPtmMG3xnZSOzLypUd +d57hdXYjrWcLK/k2//TDSP4z5FnRvfjuy0r8fm+70jz8DP2cG5O7CCuppCf6 +U0wBeF4Vlb/jDwthml1V8xAOwJajuaoDZSzEsvACrbByAHKD80fPOLCQTTcp +/fvPBiDT0e3zUykWojcU2ploF4C9Oxkf3v2xmSip1/W5PA7AvJOkxu7czeTU +Tbkw89QAyKSZPL5vs5ncjMqhMaoJAN1Tu9bQvZvJe7cugat9AZi9aRxy+vsm +Ii9pN3x3MQD7JOnsXuVtIsJ7VNRzNgdCanJ9vdt2E+FWYtacFAuEy8qp0VDp +TUThbuTwwSOB4Duu17H6k5lc03vOEmQUiL8/j9+lrmImNwl5u3HrH++4U5rr +yUxub6di8ggMxHuOMuVfR5kJae1v25QTCM8olcVPTMzE71ome05DIDZb5RSb +dDCRp2wnWw2/BiL2RZilawQTYVmvWONd+1eP6T79XlMm8sGmJWqGKwjydeV+ +9uJMhDHCNan1vyAMSSzPac8zEsHCMpaa40H4IW5xvOw5I/Hsvd3/6loQ8rfa +5ef7MBJXzkqKj/eCkP7ozqFDeozklJaL+3JsEIK5v9BqbGckFIeqNMQrg3Bg +PENzZIyB5Jj7mlp3BmGXiqcMXREDMds1/PLlbBAY/7jR5HswkJhHQxd3Mgej +P5NmZUCbgYhffqYQJhoM6+fpRo95GIjjXvoT248Eg1lnxbNqgp5IMpmG5xkH +I2/Q9rlVGT3paijbpO8SjH2Z6lbhvvTEplEimz40GNlDZ5dgQE8saUeutxQE +44zbWp25CD3Zy0BzIrElGD2f5rXWl+kI76fK4/cng7G6RZaSvZGObOGQNnGj +CcHR5tnLkRF0JCY38d5dwX88fmw11IqOvBdXKApVDIHkm5PatEp05KzF4ann +50JwkGdpYoyVjrSXdu2ccwzBJrP6K4dGaAnN81MXZAJDcGJ1zmS5jJaYOS08 +epQbgnv1IreFHtOS6/J/8mebQkB9xv5kpQktUUsvq788HoLhF1JRVQdpydF4 +u/opqlDMtc1QijHRkoqj7lkeAqGgmtNWXh2iIdKLu+13KYYizXaZ8WAZDZk7 +3MHVey4UTYZuwh/9aYhJx7vgGKdQBL1VPdV9iYaUx90atQ0KhVmyvZGiAg15 +mvIfjUF+KPp+fGSj2UJDsihNf2i0hELFuUFl7zdqIjt9Le74VCik10Qbiuuo +SUpSEaspXRgoqxVcImOoCYNLjpL3rjCkuCfIDzpRE6lX9bvKSBgezx744apH +Ta41X3/x2zgM+d4bbo67qcmhET46bbcwdEVKtjdS/8uvpbWSExGG4e0L/Q6f +qcjiPrugHWVhyL7hEHC7koqcTWNtjf8YhgvttZMdIVREPj8tRWo+DOF/Xw15 +2VKRu7uec3awhMMF25zuH6ciP8vbt3ntDYfMO6Gcz+JU5NOyQw7RCsfz2/2P +H9JSkWYZqXesFuFgb+jYcX+YkghGh9j+8A2Hh+J2h481lMSaRTpiMDkc71jl +o2xjKQmfXIJSf204Wnn5Mo3cKMmGp4PRxFA4EkUpK8LOU5KZ9WNz1Ovh8Llp +N8x/mJJ4eJcv7eeLAKOvpPo8FyX56Hf5irV8BGQuiTCw/aQgdQfmlMrORUCi +11TLpYuCTKlvuLDdjoDq7jWZvaUURHS/3FbX0AgM/936UyyUgkxMqTMvFkdA ++1FdhbUTBXFk7T3r9iECESvU+T8NKEjM24ifHPMRCN5asuntIQry7J3CSCVr +JAT23mMY4qYgm8868dhKRsLUpL7caWEDy/vWQmR0IlEvRHO/tHQD+cEPTzLZ +REI8zX3FzWUDDcf6tH48igRn7r7QRqUNnLuT6f4189/9YvWvYVQbWPryfHjk +bSSsTLmsJxvXMfGw3Xl5IhIMht/qnz9Zh/affHku+ijw+zDe33R6HQcFhISP +iUYhNyxAa3D7OriO/JDyVYuCpZhlsfjwX6iyjhp9vByFNtr/rs5l/oWVf0ey +lM8//i22+YD9X4hy+VHGJkehtpfv7Iz8X0QYDthtq4tCIaXhL36av+i+kDiX +NByFAwIRqW9a18BvVOSiSBWNSM1h/uHwNXyZnWQYE4rGf3eeCtqbr0F9Sigq +RiUaAyZi9o771kBhqLj7klk0vp01Gpj4/QflwTxFh72iIbY4J/6u/g8+8sRK +8SdG429EjgR/4B8EZOQksNVG4/YjrYpB4z8olJBa5/gaDVcJq3QGiT8YqmJX +E6aMwecgz67436vYiFayOyoUA8cr9TsTG1ZhdjDJw0ElBmEL4g7Moav4j03K +stAsBt/D1fI+XVrFmb6+veteMeC+eryGS3oVjgYhb84nxeAp/Z+QUqpVXDU/ +s7/+dQwmJ/yFKj+sIH9h21WlkRhERuZeEExeAS9Tz5U31LGIdLGWm3ZYgcLz +J3uMhGPB/2TP861qK9ARVCygVIuFXEL4YCLXCgxMRhZKr8TCKSw6+cnkb+TG +3//hfD8Wwqu6W3uf/8YtJol4rfRY+NZ+l7/75DcMGnooJN7G4oLWO0Ff099Q +Wgpl3T4Vi32PjnWPSf/G1xzbRm6mOGQ5vryeSP8bX9YchYUl4hASfH+tbOAX +dg0X7sTxOKR+GIgSKfgFB43DLy2ux0HBre/SjM8vNNDxLiY8jcMPsxtOTBd+ +oXPgxouJ/DhsO3JqzmP/L3haa/EodcRBVvPPLw3af6zQQJW4EAfz98FF1wZ+ +wqxgzWkLZzxCFeY0+gt/QoqZ6WaITDx6tvqOx/v9RNKVTdO7zsZD7YhxZbnJ +T6zn7xqpdY7HkWtsC4KyP3E4z+7Mjah4sHhU1vWz/ITmEg/ZXR2P0YffL42O +L4N7VCVm4VM8Ht0uYlKq+cfZbNeaN+LhIXprYSR8GW1xZ3V72RIgHkx7rtd2 +GdoSKTEfhBLwSsLHlUdrGQVyPnydBxIQqn4pOm3XMu5PsrQMqiYg7vX5dY+/ +S+CRMcqcOZ0A/heGU4k9S1hZ8SmivpqA6DtBKSxFSyj/njQmdDsBPxxPu9b7 +L6E6sZ2o+yVg0xX+8tfXluB9d/drh8gEvEu7n8mguoR3LU3X0rP+6YFICt2x +hP8S2vYPVyVgfYN2yWJ1EblTBtuEWxOwdzVu0at7Eek2HgLXPycATu9/DRUt +wr3mmuqL2QRcOmxw/t6zRchqHbjHSZmICwND9hY2i3imttFnz5GI6BHGxEDN +RThUzmn07kpE9drJI39FF/HbbXfrUZlEyOtwlmfRLEJaqvVyxbFECE14m0UO +L+DZUQoW6XOJyD6Zkvr21QJUFyYaSiwTMS2pOiUbv4AvCllPlNwS0b06Hzx+ +ZwEsM9dNW/0TUTWywdJptIALIReULsclgqfK4c2GwgJU/CN2UhUk4uIGrbAl +7wL+zp5gSa9NxMLf7ZGsf+ZxOj53/dTHRDzY9CJkoX8e5op987RjidDvC/Nj +r5pH/p6NsZqfif/e5/cJ6+h5jD/R7rvLkASkxIhRus9jQuNbk8b2JBx+t/ll +u9E83NeYy7j3JmEfDu3qV5rHGbrB6O9KSTglFdDOJzAPxruPXJr1klDUv1Ul +gmIeVMrqOnlmSVi8rjivPTwH47YjWyMdkiDBOHtRtn4Ojbfz3j/yTcJC00PG +C2lziD1c7eodnoSA2U67Yr85NL+J4/TOTIIeG8V2Ves5/Hr4MPphVRJCLsX6 +MujOoSq5YHN4axIKt8fKUf83h74xDcvsoSQ0vNeoPsA5B9GuBzkN80mQpPfY +s292FgczkrsmqZORYfQpyqhsFitqH4fZuZKx47XI54U7sxg6qvtBRTwZN2aN +mGfVZjE9dTzJWT4ZbytYFU+wzCJCjOFk2fFkiJdo+m/t+YFtsZWDqxeTEU3x +ZLtywg9sDY1WPWaXDHaJZvomyx/gpp3yjvBOhuXBc7dLpX9A3P9T9HxoMpSL +Z55SrX+Hun3pw5MZ/+K5Qm7lv/2O/9JztSueJ2ODIutcVfB3ZNZSfxFpTYZP +U4eZiMl3XF5fPho1lAx7ltlXM3u+gx91zlsXktFqtSOd7dcMphmzXcJpUsBw +LE89oG4Gsw++qwlyp8CpmrvXKmAG4r7vBvJ3p2BP+q9n8cYzULlxX+6YYgrK +yugz90nMQOekqfGIbgpi87hNOFe+oWIgWu2BWQrySunmTjV+w6/z7nP/OaaA +trY6ejL0G1zL1IxG7qfgCLdwSuflb6hxVnwQHZmCn9M7dbgOfkNQferNCzkp +UN0cOphD/Q0XzjduEaxJwa9ytajwj9PYHDhhN9ORgoQbU++7kqchZ6LjVzOa +gsdL3E1XHaeReIIYRP5KgYnhsY+aatP49pChx4UpFXXCtUoeXNPQbfzBbMaf +inW3tPPUk1M4Yai4oCuViuV7X1x6K6cgKKngp6qaCsESgcW1x1MYq5ZpUT6T +CrrzXby2F6ewvO12NbFMhfZWyeP//TeFlnGts5ruqRj22fQZNFO4Yfw36tyz +VHTOUO+L7pnEsNqA742kVFyl0g87kj0Jt5X/uB6XpuJpzWdnGc9J2JrraeW9 +TYWN3j4ZB/1J/F3xEuwdSMUBRrN9f8Qmofd2WzjDbCr0PaXftKxNQOnSpRxQ +peF03JzZRMcENr4XXryzNQ3Fn+2stNInwL3NIKdWPA3993nUl90nUMQXF7xJ +MQ3U661mE6cmMFv7meOiXhpk9i+LCO6ewNVzluJl5ml4v36TIn5jHFmVAR84 +b6Wh6F2oyaXucZRqZLC6PkzDK1qpYpvccXybpf48FpOG7W1ONs99xhEv9Fvh +XEEaprLp17WNxmHe3SfWUZcGs+PfBgQPjuOt/3r8iZ40rJ564HZ40zh6NKqT +uqfT8ONwvH7Q6Bh+BVlKXlpPA4u83uC+F2Mwv22s8pM9HY16DM+Ywsbw1He2 +75lIOt7L+Y+L3RxD8/vbP/fLpcM1fOqir8YYzk/phnYfT8dZBmennTvHED7R +WuJtmg52s86M9T+jqDDR1Zd1TMfbiUFnnu5RqF7bc3P+QTq8EnOv2heMIjCo +mq4oOh2XM2OWGB6P4smSyTaX/H/5Qg+lDV4ZhfQO26RjdenInpCn+E5GEcyv +mby9Jx1C/hF+cnyjULijzrM8nY4LplYNtb9GMK/6lqp7PR0lTYsqvh9H4LEo +fvEFRwbiTsf6eOePINavcXe2aAYumM1vq348glEXqsvx8hmg6o94JGkxgrDy +w8xRuhkoXz57tf/oCHyymvijzTPgRsMsXyM0AoqDW6OSbmUgRz05ZHB9GA05 +bh4FjzLA37mL7sDgMPxHjZvq4zIg7xEnUFM5jDIhfpehogxwfpBy8A4fxowA +rz9FYwZmOChDPJyGEcr2nEJ8IAO26gpcBfrDuBFp1GUwm4EqHZZn3AeGYdJ5 +heERdSbUVzNCStiGkaErF1HPnYlHkH15f/YrPBgUvGn3ZuKOyVDyk7avMHZ8 +33icZOKiaM3nt7lfYXLL8HLU6UxwSU4xHH7yFd2Xjp79YZGJsj3mL/ptvqKN +ai5O404mwsmOiILjXyH7sF4uMzATGubrMpV7v8IqRlyULS0TwuWtB5c2fUXX +CW/zO88zQcEMabPvXyCyW/H7XFsmbqpNt2+0fsHM1qp6q5FM/JnSzHuf9wUj +jhYT078yERVfYdP+7AuK2XL17TZlQar2Rh6l3ResCCzQrwtmoXXJk+vSqS+Q +VEukCpTJwsN3vRpL0l8w9ET4yB6tLCRYKE6XbP2Co/bj9U0Xs2Bg5kM0Z4eg +23ny4U2HLLz5m7bzfvEQOjc6nvD6ZWFPw6kmAech5GV+aG+NycKO1hCfrUpD +EJ6tOXG/MAszeWxpV6mGEGtAt0mtIQvGh9fucrz9jJ4mDkqmgSyI8PBabXv6 +GQXxpyS7ZrPQk/q8/Pbpz3AKlA5Ko8nGz9Tc2v28n+FRs0vCgycbVFIaXzH8 +CWH5gb8MJbMxGmRol575CTePzyxDNRueWgfarth9gttYkvCec9lwo/Y3cJX7 +hNV9Ive2X8/G7czIq6OUn/BRcWQT+71s0HivmCU3D2LksU7d5vBsPD5XnFkW +PIiKX53JbDnZuJ9xMJHfeBCfXk7n8NRmw2n8eG6P6CDCvCg+iXdnQ6Vh98HR +uQEoq/gdUP6WjQtB+rFHqgbAZrqUfZ4iB2XPMk8u+A6gP75c3W1rzr+5vFi1 +cGIAf3eq0STvycGZxCU1Vb4BvLBi+9KOHHSLKVwcmeiH2NknfTQGOdD7qGn/ +obgf66JSs8pWORii8ZhnvduPh7euC3h65qBD/fbx6OP9GMBzizchOfDb2LLs +wNOP1b7HTexZOdgvcONi5Hgfzv0+Sy7X5EBlumeNqaQPzVkh76o7c+D0qlft +rVcfao0qLHmnc/BuYXdBu14fmLrkeO5u5CAwqbh4144+8MsE9E5z5qIz42HT +q5leMKwcSDPck4tlv0nr9Kpe5PyMvPsBuQizOsDV86gXCcZKV/UMcnF+x8xR +vQu9cC4LNfhglQv+Pc+dWPf0InmYV8fwbi5yh4zFuFd7kM+rqT0dmgt216K+ +K809sF4M0/XMzsUe9azNf6L+8SlPg+21ueju1Fbrtu5Bt7P7xaruXBjsyaf+ +pdiDq38ZLMxnckHB+KfFiKUHv1vibVmp8uB00FyU/ks31PdU33rNnYfXdYJh +y4XdcM/tc3bbl4d2F5dkMZ9uvFZ1dJJXzYO1aHF3zJluNEsyWG+cy0PfZq7K +07u78YaG41zzjTzwXJjq1F3rgmU+i0K0Tx6kA21LH73vwk4bNw77qDwc3Do1 +Tp/cBZ13XYO6BXkIy3rw882tLvTmR0f815CHU7S37Ou1uiCop310+2AebC62 +T1EJdOG81KXPDAt5cGdNnrm72Imje82v/KXPh+ihSWblt53/9vHGnl/8+aAz +9u2Ti+3EWRuOg7+l85G3T3PSwb4TCj9fO69r5sNZdOrdN/VOpIicT2EyzUfi +hY1tifyd+HbZoJTvVj7aDzJcCV78iN03Dmcd9M/HQVXTY6+bPkJFy9vrVFI+ +1BiOnN6X8PGf/5TL3arIx7WPdaKdtz7CRexMR3xbPi7EdZ0p0/mIrNqvx96P +5oN1Xtnjo/BHnDcdjKD5kw/llhhZibUP6NYYHY5nKIB0pMmOFx8/QDGC8+qr +LQUQFmxq88v+AIoi0jWyowCB3tNjT7w/4INe1n6mPQUwPpJE2WL4ATgZ7Cgt +UwApRL06cvADblQpJZuQArS1qL2e3/QB2yu/PX+qXQDPV0NpvWMdsI0aev7q +TAHOPbZg/fWyAw87DZOWzQpgaZASezyiA42Uybb7rhfg2U6epV67Dgh9/SVs +4VwAq9+byqK1O+B0JvZlqncBZjb5PAgR6QC9Vbfi+NMCVP9W3ly30Q5ljfG4 +3VEFeD9TMSPa3w66I2yjN1ML4DQn0lJT0g7elnDmyoIC8Oy0O/XkWTvYPF9x +0lYXQPevvNgzq3bIc7et6zcWIDO1Z6FerR12jjRNqR8KQCerc1FSqB1jken2 +q58K4C6dIhq28h4/cv+snpwqwHhZmLNM4Xswrx41y1kqQPv2MAZ5y/e4M92Y +wkhRCIbj/JLJQu9hwtJUb8lcCOn2VRXb/jac4H7yqoWrEJ3ROnEJwW042Xcu +/MDOQlTNecVJ67ShWMtOI3pfIV6q6caL07dhzpv3I51cIe7JFqx71LbiUk3M +Iaejhai9O8V7yL0Vsufl7cf1CuG06n5WR7YVBu/lfC8YFkIsTWJL/UIL6Gu/ +3Oi4WojmF/OFkXkt2DbrKKltXwirVuqIVqsW+Cko1jXeKcR097s9JmL/4jPd +96o/LMSk43i7zug7vDZ0t2wKKYQ9u+BCROI7qEV4uegmFEKU1/4XTN5hsu6D +YXd2ITTVKLSP8L/D3ctlrGblhVhs33oufqAZ1IIOIT9eF6Kld+fjM1HN+FKt +N+XRVgi+zMqT184345ZQ8GaO/kK85vPf3rGtGYv6PhQZY4UY3LAwCO5twm1X +q1oyX4hhdzmH3IgmxPf76w2uFWLjyfrYjvNNeNp3IMuVoQi3nNoEJ3ia0Pwn +uZ2XswirSh/CaQfegn1M7HWNQBFMVFRfucS8hdQ5Oo+rEkWwL7VgU734Ft2H +HlCzyRbhh3LohqngW8R7LZysPlKEOn9huo/Djcg8G2BhrVsE1Z/OsRGpjfj+ +M+MY/4UijIqsoNCiEaTK51vHlSJsq91sybe3EYcEbM48tCsCp4BAaN9sAwyq +0u+r3inCTopglcniBqgcu+tG8bAI9TrNM+rODTAMUT74KqQIHkM7uH4rNqA5 +XKLgXkIR3NW+Kv2mbICpacAP9ZwibIk8M6be+AbuvGU/WCuK0H267Om4/xuk +bRnP768rwlNJ8RcfT71BR4Hlfxnvi6C5WrvEwvMGG7cf2TsPFOFOoO/z8KF6 +iDIH2WtPFGHfq4sh19PqQbO7WUposQgqMkKMAdfrcSzXPWdlvQj33e8nrB+s +B0XA4mgnUzGSVyRGKtbq8GnMua+IqxifpwMuvKyvw+ehMw+Ddxaj5iZnIMuT +Opx817N4S7IYbmGL7JkGdXBjP7bNWL4Ywdbqlk921KFZdmZZ7VgxtrFTC1dN +vMazIU7//04VY71//v1/ha/x9A1Tv8DFYqjblP6Zc32NyNfbhtisiiEyVHfo +99HXyG5+GEVzqxiXvl1hV2d9Dd/vGcx/vIqxxl3K96mvFkMGtf8tPSkG00zk +dGVKLWo1d2yaiyzGE9HmzZ9u1kJ7D3PUj9Ri7Fhr4DmmUAsjh4/9s4XFUDEY +SFqiq8WXqtetiy+Kga3blSc/vMK1UmH71aZiXL1k5CUY/wqUe9UaqbuLse83 +qGOtX+E4nW0L63Axum6KGBoffoWTavN3d/woBn+ipJAZ7Sso0Wwd3b9aDKsf +LoN6qTW47Sy2rEpXAiQOlZuTGtycdyy+wFECm3o1xtWBl7jfq7nDcUcJOhT7 +6LY6v8RYwcLBgD0lCFSSmyzifIlg7uqfeYdKML7XcfxD4Yt//Vkwbz9Sgp/u +NIqOei/geW/EeUm3BCkZrcJh36uhTAZkeQ3/1ePj+SzrX434ddH4o9f+xR8O +TjsnUQ2Lvi15tg4lOH5G4+Wv5ircp529FO9ZgsttiVc5ravQ3077qv3xP53j +0nAucxX+JqbW0kSUYLo2zaku5/k/n+a1UEgpwe62gSundZ9Dz6asyLGgBDeS +Xq+YzFXiWN7rhILqEpjpW7mMBVXi+oOn/82+LcHJrn2SozKVkOm7dlmqqwQ7 +5QvNDfsqoBEbc9jxawk8lz6ba92pgPuYa+7z7yW4smvMrUCoAq8GTrymXi0B +8+iBNf+GcnTW2tzSoytFcqaT9JB1OU7N8zXFcpTibVSYfRp7OZ4P5Ff+2FEK +19/lzMPlZWBhclQ/IlGKlgcHTgVeLMNfvgq7CNlSONAFRxXTlsG0pVl2XrUU +I3Hh8hq5pciYWI04fqIUshb7HuoalCLAIDwky6gUXt+uf37ztwTdW2Z3M1uW +wjQ7Jjg3rQTXZU+eu+FUirEyYWraE//6MrNJoNOrFHrKYX7vVopR7Gh3R/Fp +KWj2p9ylSClG4J42+/Sof3qnkGaybjE4POzXOdNLsXiXQqV4pQhTy7kCvsWl +mJbXebs/tQhX9rd3/aophct1SbLtZBHUPosLXm8pxaekr0w2fwvxrIV+fbS3 +FBak8vGerEJ49FffMBkrxSut7WL6Zwtxez3cbnC+FLT7XI+M0fzz0aNTtEbr +pSh6YHT0S1EBPNopJD4zlaGI+mSI6r9/WqxP8os5dxkmxeejWNgKsC23Tnh6 +VxmeulR7e3n82zMKWH87SJWBVt1jouhTHp4aXjpPoVQG21D3wwVKeZBRZtV4 +plkGCyHWE85xubi5dqlO8EwZ1Oz9GZkocjGuV9RcYl4Gs3q1I5fNc/CAXttY ++2YZpDfu9fm+yYYZvafrqFsZMks8Cq7vzka6RrzQXb8yHNxjnrX9aRZu962d +3BFahkZLlZzHi5n4PTjJVJNYBtmL3LE15zPB87hE2zyvDBW/a6+UvsqAs1Th +FoaqMrQZrc9Zi2fgpqSUeUFjGfi2XpEYDkgH1Z97hww7y/D23FVq7tU0+Ar+ +ecbwtQzex49ZMl5Ow4TS9PWK72UwPMejV9GWCn26pPdWq2UQ93yVsVM+FQdU +HEsE6MvxtWbMWj0tBeLNRbw9W8px0ev3M5EtKZgLyKcJFCzHTso9LNV3k+Ea +WX1DZ185bHstvzLOJmH7H4nzm+TL0W9rTsdyMQmPvurVtR4rh2ekk1tjayK2 ++LvmBOqXQ4S7ksgoJ6JGZ33LOdNyLCktnj2Tn4DDT/atCF4vh1VYeP1uoQRk +1l8wnHEpx02WB9zGYvEo8eqVe36/HBcYb1k0bo6Dy5WV4EfB5TgX3+wfsBwD +VWE2S+OEchReCo4o+xyNF743Kw7k/tMDtyXLNkWh9LKVF9PzcjRkdzWwl0Zi +LU+/bvTfHCrsdRBSTYqA+xWPO7Ufy/FY8dXHpoBwMMQo5Sd8KceJBzmUKXfD +cMJl9Oy97+W4sunIh/d2oWg+1HDr6mo5upjjb2pfDkGh4CFmHfoKPPw1S7f1 +XDAmQh9wHuKsQLKL5ds9OkEYpGcJEvrnA8s+RyYeqQbCcZXPm1WyAttv5EVK +KwRgBw3DxIZ8BTQV8/47ZvEU7q07XyyoV8DIP08l38gf3uy1NJOnKzClavk1 +Tv8R/GIPvRgyq0B4TEkIu44flk/0jPXdqMCDM6Jj1Jr3Icr/6063WwUiPRjM +7dV9kEE77dPlV4Fha92E8xr30C9As9odWoFbjQ/ly7TvYi0ocrA/qQKUp2sS +GZPdsSViXeJrfgW0Ev+w+xQ7g8X1wcRUdQUOrQrwdb11xIVQP5blpgqY51sJ +/Ry2xbezZxKoeiqwkdvDW0ttBVcVtRiO0Qo0sn0t4NU2h8BIJqXIfAUaJCoZ +P8saYP9Q73u59QpYrE542BXKInxKlO4kcyX+B0ppIks= + "]]}}, {{}, {}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, @@ -17992,3375 +18186,634 @@ h8h/SGhDZLWEfT8RVTAl1re3SSjAysiDJkRE/wPKgK3A GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], - ImagePadding->All, Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> - AbsolutePointSize[6], "ScalingFunctions" -> None, + "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ + Identity[ Part[#, 1]], - (Identity[#]& )[ + Identity[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ + Identity[ Part[#, 1]], - (Identity[#]& )[ + Identity[ Part[#, 2]]}& )}}, - PlotRange->{{0, 10}, {0., 9.048373977232828}}, + PlotRange->{{0, 39.61528432531514}, {0, 0.09782892608828885}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { - Scaled[0.05], + Scaled[0.02], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{ - 3.8171170011216297`*^9, {3.8171191612154016`*^9, 3.817119183930393*^9}}, - CellLabel->"Out[98]=",ExpressionUUID->"82bf5b22-f54c-4da8-bea6-61b7c42c3450"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{ - RowBox[{ - RowBox[{"D", "[", - RowBox[{ - RowBox[{"-", - FractionBox[ - RowBox[{ - SuperscriptBox["\[ExponentialE]", - FractionBox["1", - RowBox[{"x", "+", - RowBox[{"\[ImaginaryI]", " ", "y"}]}]]], " ", - RowBox[{"ExpIntegralEi", "[", - RowBox[{"-", - FractionBox["1", - RowBox[{"x", "+", - RowBox[{"\[ImaginaryI]", " ", "y"}]}]]}], "]"}]}], - RowBox[{"x", "+", - RowBox[{"\[ImaginaryI]", " ", "y"}]}]]}], ",", "x"}], "]"}], "/.", - RowBox[{"{", - RowBox[{"y", "\[Rule]", "0"}], "}"}]}], "//", "Simplify"}]], "Input", - CellChangeTimes->{{3.817118954501877*^9, 3.8171189919657993`*^9}}, - CellLabel->"In[91]:=",ExpressionUUID->"13e1541b-4ad9-4a40-89f2-be40a0e4d6fd"], - -Cell[BoxData[ - FractionBox[ - RowBox[{"x", "+", - RowBox[{ - SuperscriptBox["\[ExponentialE]", - FractionBox["1", "x"]], " ", - RowBox[{"(", - RowBox[{"1", "+", "x"}], ")"}], " ", - RowBox[{"ExpIntegralEi", "[", - RowBox[{"-", - FractionBox["1", "x"]}], "]"}]}]}], - SuperscriptBox["x", "3"]]], "Output", - CellChangeTimes->{{3.817118982445229*^9, 3.8171189921596518`*^9}}, - CellLabel->"Out[91]=",ExpressionUUID->"dff49a57-ddf5-4e9d-aa0a-55006221f3c2"] + 3.818241639160149*^9, {3.818241680384036*^9, 3.8182417098156548`*^9}, { + 3.818242799424303*^9, 3.818242847619944*^9}, 3.818242889648391*^9}, + CellLabel-> + "Out[103]=",ExpressionUUID->"e9261b34-3f1c-4841-9481-08bec55e1928"] }, Open ]], -Cell[CellGroupData[{ - Cell[BoxData[ RowBox[{ - RowBox[{"D", "[", - RowBox[{ + RowBox[{"\[Chi]3Caselle", "=", + RowBox[{"Table", "[", RowBox[{ - SuperscriptBox[ - RowBox[{"(", - RowBox[{"x", "+", - RowBox[{"\[ImaginaryI]", " ", "y"}]}], ")"}], - RowBox[{"-", "1"}]], - RowBox[{"Exp", "[", - RowBox[{"-", - SuperscriptBox[ - RowBox[{"(", - RowBox[{"x", "+", - RowBox[{"\[ImaginaryI]", " ", "y"}]}], ")"}], - RowBox[{"-", "1"}]]}], "]"}]}], ",", "y"}], "]"}], "/.", - RowBox[{"y", "\[Rule]", "0"}]}]], "Input", - CellChangeTimes->{{3.81711900192594*^9, 3.817119038278656*^9}}, - CellLabel->"In[93]:=",ExpressionUUID->"6def2df0-3761-4f37-b66f-ba9071b93625"], - -Cell[BoxData[ - RowBox[{ - FractionBox[ - RowBox[{"\[ImaginaryI]", " ", - SuperscriptBox["\[ExponentialE]", - RowBox[{ - RowBox[{"-", "1"}], "/", "x"}]]}], - SuperscriptBox["x", "3"]], "-", - FractionBox[ - RowBox[{"\[ImaginaryI]", " ", - SuperscriptBox["\[ExponentialE]", RowBox[{ - RowBox[{"-", "1"}], "/", "x"}]]}], - SuperscriptBox["x", "2"]]}]], "Output", - CellChangeTimes->{{3.81711903374153*^9, 3.817119038467194*^9}}, - CellLabel->"Out[93]=",ExpressionUUID->"175a2c7c-fa54-45c3-bf4f-c4ed89dad110"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"Solve", "[", - RowBox[{ - RowBox[{ - RowBox[{"ExpIntegralEi", "[", "x", "]"}], "\[Equal]", "0"}], ",", "x"}], - "]"}]], "Input", - CellChangeTimes->{{3.817118531078148*^9, 3.817118533157342*^9}}, - CellLabel->"In[74]:=",ExpressionUUID->"657e079b-66fb-4614-816e-af41b7fabf10"], - -Cell[BoxData[ - TemplateBox[{ - "Solve", "ifun", - "\"Inverse functions are being used by \ -\\!\\(\\*RowBox[{\\\"Solve\\\"}]\\), so some solutions may not be found; use \ -Reduce for complete solution information.\"", 2, 74, 17, 31478186269791883738, - "Local"}, - "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{3.8171185334968357`*^9}, - CellLabel-> - "During evaluation of \ -In[74]:=",ExpressionUUID->"f6532f4e-d02f-402b-985e-f8964b91f90e"], - -Cell[BoxData[ - RowBox[{"{", - RowBox[{"{", - RowBox[{"x", "\[Rule]", - InterpretationBox[ - TemplateBox[{"Root", - InterpretationBox[ - StyleBox[ - TemplateBox[{"\"0.373\"", - DynamicBox[ - FEPrivate`FrontEndResource[ - "FEExpressions", "NumericalApproximationElider"]]}, "RowDefault"], - ShowStringCharacters -> False], - 0.37250741078136662132180845219409093261`15.954589770191003, Editable -> - False], - TagBox[ - RowBox[{"Root", "[", - RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"hCaselle", "[", "\[Theta]", "]"}], + SuperscriptBox[ + RowBox[{"t", "[", "\[Theta]", "]"}], + RowBox[{"-", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]}]]}], ",", + RowBox[{ + RowBox[{ + RowBox[{"-", RowBox[{ + RowBox[{"(", RowBox[{ - RowBox[{"ExpIntegralEi", "[", "#1", "]"}], "&"}], ",", - "0.3725074107813666344619918665801190408544781383913929553002`\ -33.599986712079"}], "}"}], "]"}], Short[#, 7]& ], 0.3725074107813666}, - "NumericalApproximation"], - Root[{ - ExpIntegralEi[#]& , - 0.3725074107813666344619918665801190408544781383913929553002`33.\ -599986712079}]]}], "}"}], "}"}]], "Output", - CellChangeTimes->{3.81711853353478*^9}, - CellLabel->"Out[74]=",ExpressionUUID->"5f2bc73c-3ef7-4874-86b3-dd3ac3e99858"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"Plot", "[", - RowBox[{ - RowBox[{"ExpIntegralEi", "[", "x", "]"}], ",", - RowBox[{"{", - RowBox[{"x", ",", "0", ",", "3"}], "}"}]}], "]"}]], "Input", - CellChangeTimes->{{3.817118477157076*^9, 3.817118512925106*^9}}, - CellLabel->"In[73]:=",ExpressionUUID->"49f74264-7484-4d5a-b52f-d0892384e631"], - -Cell[BoxData[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ - 1.], LineBox[CompressedData[" -1:eJwVkWk8lPsfQGeM8Ywt2WWNJxN1RZSi+P5EpH+K3CgkS+RGQlmzJVSTEaZb -kZJk7yope55HhVHZkqYUSrrXkr0h+73/F+dzXpyXR93j9EEvAQqFkvYf/3dN -77WxNTp7YFRKsNY3Zy2ZeHy9VhtzP3BEzb89y1tDtowNnGQzXeH8E7E+sS9y -ZLHsp7sfM70he0ZM4gfIkhNl5kl+TH9Q0DN446UgQypqv69Z4QXBZbUeY76+ -NGkSxtrcnBkChp+tY+1CpUi3JtP8NPcIECkyOpj4QZKMk5tWdmFGQ1XosuaH -/ZLk28f2zWn8WNCr5Knv7VpNHu/WiZ/lxUFMw2jgWZ/VJJ/KAJfqeNjfx4Ah -+moyUbt/jsxMhNQ2AW61owQpb1f7RDPmEiRqWXoNlq4iC8Kun2a5s+BvyTZz -E4VV5Oumvd/tmcnQEvl485yAOFkSKmXrIpgCB7dnRw7Hi5GhV2L+SuanwIni -1V0/xcVIRtkRn2leGjjoFcW66YuS7Y2NDZrNHNBVMYhnvxEh07sN8MPV1yBe -1z/OzVeE3CCwqrc28zqE5iWxXZ8Kk1Oy53aMs2/ASueI2edjwmSN9uBN9Zib -YNDYYp4tLkzus3tun+ieAb8qm1JFghjk6bshzQeYd8Bo7P3R0cMYuf3JN2ac -fBbI08/HLctjJOW41i4nwbugmzkiO/lBiGwO/TMriX8XuMuPNom7CZFOWaed -Jnn34HzVqYMZsXTSVJt5mWWbA1vSsDblfXRSo+xzBd6cA8XVH8R4CnRypNFa -1qH6Prz9w1q66qkgGTmGt1dn5kEC3Va9c4FGuoV1L9vL5oOCfa57cRuNtBBI -1Rll50MX/WHb0fs0UlxumaUWUwCPqFFKurY08o7Jh93x7kVg6toxUvJIgKxP -SqqxYZbArOY2//KrVLJu+OMb0cISuO+ZNLnFl0rW7lnf27zxIdAtEx9YWFFJ -ZwF3So7CI1D985UCnUolD9UtaKiplgL3fc/3tAgKuddws4+8dhks0phhUfQV -Ys93XkDIyTLws73TIfh6mbC6Fh3eVfxff/hewCx1mbCYes3ibHoC+tO+Hg1q -y4RpifdfElueQqubaFeCxRJhwMycwqACIpF53e3CBUK/a9eCd2wF7NRTGL4e -tkDoxQ/RGusrYPsR0UOiexaITf2GsvEWlVBJveftPDhPaN3p2EbZWwXG01oB -9pvmCWU5LOrX7zVQu6BlWd7yi6ALBWFDJwkIlI0xabeZIQatYySm8wmYP2Os -3LxhhnjFTpJfGiAgbSBnbhGbIZpYnZxLuiQ0jbdoS73gE1ekxnIyC0kQrTZ+ -3r2DT8ho4C9f3q4HVm3/JcNtPwmmGVtQNvEFhGS25/vaThHy3ziMjPsvIFdK -Y9rFYIpgJGSIqb14Ac2MM0fPyk0Rw9x8GW3KS+g+pvxUumeSeGj7fJ1JxEso -cQkex/wmie1usxZe/g1gVHCkzydlgrCOcU946tAELOkp/tiXUUL/ar1l9tkm -aGOeKWh5OEooZ6kz2GlNkKhyIaAvepSYqPvKOt7aBPqDWgYZKqPE9WX3FGlL -LmQEnmC5Hv1BDER53Arc2gzFuzfkVH4fJmIjPUt1ZF6DeVbchQq5QaIi3Ksn -t6MVMk8pdZr93U/kmfryFKdaIThfqCeopp+4TgvsuCrVBvYXng00pPQTIezI -hnD7NujCxLjtO/oJw2zOXzZdbeDg08YI4nwlnAe+1EX4tYOG6KaEvD1fiG5R -iasaAR1QsM6FA2mfiI9OvrpBoZ1g9sfl6YM6bwlJK7Z3PeJBye6zlYzge8Tq -d16Ptzl/guZE8d9lzF4BvtavMMGjD4qKJgbXMj7B9p5Tr83SvsJijef3A+nf -oH4+dt+7W9+AoF5LsO4bAh+Cy62L+w4xlg2HymPHId0zX1HW7R8oc8XJRv8p -0Dn8dWbZawjKdlvFrbHiQ+/0gVZkPQJffqvf8e7bLEz1rdGTOzQK6U3OlxVL -5yGlOOKEo+M4vLHhvVp/agmYEgybsFsTsPsGd1l5bgXKA2KLk7Mm4VKVtvyo -KxW90+RgdmlTcLMowfxisQBad6FT62j6NGyTpkWLyAsiI9u+LVm3foKqMKNT -JZaOegISTNlJfLASFlNN6RJCj42OiDekzoDd+og1xTYMJOfQ9LEgYRZybELe -apcJI+inpD4/+wtOPbxnZqMgitLlfMSZYXOwZDZ8ZCVHDMXd+ePi1pPz4HrD -X6NOZRW63XqzMTlgARyV+J5G9RIoyp8zoRK0CKa3S3NFnqxGI+5aCkc8luD8 -ZH0oO1oSXVkaFuz1Xga9EfWKY25SqPqH1fgqpxU4WGxF8TaSRu81t/cbr6Og -s23/6LnIyCAfbU9dTi4FlVqIdhwWlkX1Ds7nzFSpaLZk4bUVXxYZHB4ulMmm -ooamzReTl+SQ3wVLnomSAGr1t7v3alEeXfJmzFM5AkjNxzjKZ0UBPVNxXxmW -oSGkXlrAU1dEVcuJtA3JNHQ/w0ui2lgJtZaZD7MlBdF6O/uxkyHKqGGtd2NS -miDatf+2pX+lCoqvOJT9VYSO/vdohrN5QhW5aHx2dWbT0cVybbfC9WvRQrmu -0kZMCJU9G04TfrsWRdKG3vwZLYR00rduDopRR3LrjNw1KRjaKarwWdFcA4X6 -O/wUCcfQNVUnjiIVR8qGx7nMcxjK8ShpPSeII3IpMHNXFIbki/zu9mA4EmGz -LSLOY+jN22IsZxWO7hS/vDZ0GUPRi12DW5Rx1Diov5WbgSFz6UWp4G04kvGU -CEmoxdBPKanJE/44qtqgsje7DkOXt7oZfw7EkevUBtVnJIby9Paq2gXjqOC8 -ZePPlxjCGsLLd0biaMfdKLnjLRjSvEj9TYmFI4+ekfJdvRgypGVa83NxhOXO -sVy/YIgzUbDvTCGOHvhhxyL6MdRiHfxj8gGOZhY0sMd/Y8hR/b3AZBmOWIpO -jurj2H+fY5Jn6nGk239io8kkhpIp+8+FN+DoXWHwyuFpDGk1TdCXuDhSNUrN -T5nFUGr/Tj69HUcvKFnnHsxhaKpko9OVThz5cB8c4C5gyNkh/KgkD0diKdX4 -wBKGevL2rNzoxlGpI3d2ZQVDs8G1oNaLo38Bve5Jsg== - "]]}, - Annotation[#, "Charting`Private`Tag$28797#1"]& ]}, {}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, 0}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->All, - Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> - AbsolutePointSize[6], "ScalingFunctions" -> None, - "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange->{{0, 3}, {-8.31918132352572, 9.933832160716504}}, - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}]], "Output", - CellChangeTimes->{{3.81711848451934*^9, 3.817118513133811*^9}}, - CellLabel->"Out[73]=",ExpressionUUID->"26e2807e-1336-4751-8e74-d4414f081679"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"Plot", "[", - RowBox[{ - RowBox[{ - RowBox[{"-", - FractionBox[ - RowBox[{ - RowBox[{"(", - RowBox[{"\[Theta]c", "-", "\[Theta]", "-", "1"}], ")"}], - SuperscriptBox["\[ExponentialE]", - FractionBox["1", - RowBox[{"\[Theta]c", "-", "\[Theta]"}]]], " ", - RowBox[{"ExpIntegralEi", "[", - RowBox[{"-", - FractionBox["1", - RowBox[{"\[Theta]c", "-", "\[Theta]"}]]}], "]"}]}], - RowBox[{"\[Theta]c", "-", "\[Theta]"}]]}], "/.", - RowBox[{"{", - RowBox[{"\[Theta]c", "\[Rule]", "1.3"}], "}"}]}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", - RowBox[{"-", "5"}], ",", "3"}], "}"}]}], "]"}]], "Input", - CellChangeTimes->{{3.817118259896755*^9, 3.817118285169368*^9}, { - 3.8171184560131187`*^9, 3.8171184560921507`*^9}, {3.817118596543433*^9, - 3.817118612159177*^9}, {3.817118697976997*^9, 3.817118718273074*^9}, { - 3.817118754442111*^9, 3.817118789499082*^9}}, - CellLabel->"In[88]:=",ExpressionUUID->"3bd71288-3233-4171-a393-57251fb3dc52"], - -Cell[BoxData[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ - 1.], LineBox[CompressedData[" -1:eJwVlnk41PsXx78iM2XNEBHKrW6WlK2ynkmMtVsUSSWpUEqb7VaWKCFttyxt -WkSUbEUkPt+yxy1cLUIRhpF19pnvjPnN74/P83lez3Oes7zPOZ/nszzouPeh -eRiGMaTn/3eWvgJHIqHgHVvXTdzy5UKVaFHDOTEFZ8zM2Zj4cOFbj9ZNgZCC -q6bmHq7fzgXtW6vMWBwK/iF6Z/DsNi7cIzseo/+m4NtHm/s8PLjwcDZmpP2r -1P5xeZUQuPCsnv75dgkFdw3MlqUacuFtyPtKi30U3LIkKyuE4MCR8fmcgVI1 -fN7zL9w1mRxQGdiQpqOshveYKkZ5WXGg1+pX4qXwRXiw3t/Bit1sMGvS4h99 -p4rXZIbKd4awIbbVvuGnvioeuUhE6GFsyFP+sSR7UBk/W/qkOD+dBTnuZqf+ -S1XCXeYpawk1WXDh6P4YQzdFvJV83F22gAmxss+iT00uxIMS5P4VGjHhQMKn -FV8KFuABC2ptn5TPQlbtSPa9I2ScnVZTt8h6Fn4cV5f3XUTCr8fbpfeXzoAa -edlyo0/z8bRk1uqYNTOwS8PJavakHN4LZT/nWU7D9C8/VR0dWZyelJp/kTQF -JzPdb+/rlcGZq5Tl6oYngIR26GQlYPjOPT83TN37DZS70Zldf8+hxqPr2r0D -xsHhcdTYnrcEEj1FqYu5Y0Ay2tlSpCBANK2kix1Jo1AYOytrnspFgVr7FJZq -0+FkzVuz+x0s5N1AexsQNwxqjZtq7GmzqGek69dtxi94lLMtz+XGJKqcgY4b -LoMQdim+6qfhGLrmutiQ//EHjJIMkn7pDaEV+32WvVrcC4HVngeDtvYibQsu -VtLyBUIP9Qo0bnUgxNbpcbTvAk9ZZ8FZ2hs0FJQQVe7bBo8nujuxlWXwIvzT -G9mbOCSoFM7c/NIOagPXdJ7S8mGw88UFe/9vYF2XEdHiUIgqqpc/ab8+COGY -/bugNw2omRnzUSWbDktXbOBlzutC/i3Xn/e/oIPzH4ZWOqu60NT9gpTn9XRY -VeNbUeHWhdTdvjm6TNMh7k+Ms+ZGFwp8sOF1HG0UQnQU2k2X/4f4HtwHk+xR -WKn+Le2Kczcyyjt9ss2LAQeuEB+eP/yC0neGq19SmACl+i22owW9CA8ooA3p -T0CqKdX5r45exD70KwYsJ6DE5GtyJ68X7Y3w7eftmQDGT3HQGpc+ZHrDIT+0 -eALyv+yIgtE+1PlBeaO71yTUya535Zr8QIsdSnYrZU1B7HnO3QWhA8jdmXHl -8HPpHPiv9SmNHUBxnn/gjWgKtpicCg+9OYBG/bNWxI1NQdGzS/ZKaABVRcdP -TllPQ0qyWquJ5iDaXbY1vqNvGh4cTigc+DCItqnFdLrdmIHK5uz52puG0Ni1 -vd1Od2eAUk479dpvCCUobf4KeTMQlr5E7ciJIVRCVu63qp6B1zxJlsrDIaQs -yR1bPjgDXnOxmYHYMGr7/UkiWDcLOWeert7cOIxojX+aPuuYheb+nPGI/XT0 -w1HJLO/7LEwWGlZqnaOjKJxp8XB4FrJzzcO+ZdJRXk2tdSZ/FrDnXY+K2ulI -rny7c+IyJuwWbpgusR5F73Li9/ifYIIf6YL/gSVjyC7ma9pCVRZ06SRs75hl -IGNzNqdfmwWiRe5thpRxpD2hur9sJQvConqcyyzHEX+f+wY/WxboPEgq9IwZ -RxUutUN5wSwQaD2taZL5jUw1c+021bJATXbrqf16E0i3Ez1Vb2EBKLfO++04 -gRQv96mNdbFgbVKKbHHIBBqf02BcHZP6k83oGyqbQPn0lIw+ChuuaxqJVrtN -Iv3K8KnoI2ywiplYLHNhCimfuLzLI5INiV8DRLeLptCcYUGDXgIb7ldEdcV+ -nkJ99wfvNGawQSSrjpmsnkbZF3e4UN6xofZ8GGVL5zRS9bF5WKzJgTvMf1Ys -vjODJMo7FRINOGDxNPCIftkMmmo5HeWzhgO07TcP7m2ZQe12LzxFjhyonDww -e443g1JXLBO4hXOgn/bIJtJvFs1jz/ceaeCAeNzAUu5PJnrf9HJU8pEDuZ+P -RR2iMlHi7f2x2j0c4Hw6F6vhz0QyUFuwdZID5eo6W09cZSIsLUJSrcGFp4GW -j+IJJsL3GGR063NBTuwRVa/JQvFrO4ympe/22tHo9khLFprrNvZd4cCFTxHu -fZbHWUisP1R0NZgLSYLqpFPjLPSWed2x8AQXmrcsiTm/kI3ONTp8qz/DBc8d -f5eoGbOR6MgdWcFVLqyO2ej39hgbCSu8/A+85gKFsnmXioAt3VectJHMgybj -iDsLVnJRlV74fW81Htwrcwsx8eSimFkdi2NLefC+7v2j7NNcxMuMDni8jgcD -jxNHzOu5iDtoWqG4iwfdRV9Hig/yEDv6ftBgIQ9syVsfv3rGR6/cPfjESx48 -Dd6YZvsfH0XoCq4sruPBPI91lx4SfMR6v6Pao4sHYkTbM+khQEwlRdVKIQ8y -8zSUBQwBms49U5vmwQfPnLOm5ZoEkn+5rybWlw9a89dtee9AIL33TtUn9vNB -rrBvwPcQgTwHlCt8o/mA2Qz9IyklUMHS3CKDXD6cJUV+JjaJEDJOeaZRzAeL -+wlnvx8UoS82xwrI1XwY9zaR/HlJhOR2bXgy9ZEPduFyo+QPIhSY0Xb3jZAP -Qw3d8bWuYhT9pPT2i/kCcI3IHZsIFqOrLzOyHqoKIMbc2Cvxghi97dx3M3mV -AHKqRor6a8VoiTI7zdtbAA53P97YbjiH1un2pDjvFYBd90pWseMccjWpS94Y -KgDt9YP/nNg9h6LcUxL14gRQbEcUrb48h7qSl54ZLxRAkqJxc/zQHGJkyMT0 -vxKAfdEyhj5/DmF59MgOJABNDY1UE0UJMq0vPVn5WQBN3/VzrplLkHNXxvHC -AQGcjesLHHOSoD2DZ47d+y0Ao0vytuW+EnRZ4nQ4UUYIes/93XNiJOixslFI -pKIQlhqYLK9PkaA3uiqHQjWF0Nlp5BWQLUFjtj2Bf60RgnqFiq+4QoKcYo75 -ae8SQnLPn1HyvyVo9yVvX6WDQqCdWxIkz5OgU5kbdmDHhbBGxt7cSQbDH76S -2Ua/IIQIGDisqIjhr+vpW3quCSG1t9xEYxGGf+xq82i/I4Q0T1XKLw0MF81k -uJSXSuOFKhxp08NwCnbWOa9G6s9BM4xhgOFGKoGbs5uEwLtqWfpxFYZv0nPe -dLlTCHa0czLnjDDcb40RxPUJweJR5SrmGgw/bqdif3JUCIFZG0fNzDA82YNt -c5AphNkD9QvsLDG84nDdencyAd2L96eXW2P4B2aY3kIKAfTSolsadhj+4+wS -+Q+6BMhljQ+6OGA4S655MnU1AbNRM8buVAwnX4347GZBQKPVWUNdRwxfqmlQ -u8CBgJx/ll5/txnDzR5+etLqSkCEppH6RmcMpxnGpqduJ2Ct64vQ8zQM9y83 -inALICAN84EcF2m+tt92LzhMQDAzxPWaK4ZfaLi4ufU0AYbrq8x93DA8e4uF -cWocAd9/Zj2fkfKLLwNqbqkEjF/+GBDkjuHv910Vkm8RAF+vcZ9J+cuY7a+W -HAJuVZ7SaZPy75OM1pRCAiYfHY6olzJGZJa5viKgNaUm/5aU1S843SYjAhwu -in1AyoZKzISWVgLcNyutaJDGc8h8EJrSTcA2imLZH1L21t+yzfUnAVty/O8G -SPMNKRBuII8ToG+RER8preecWYF+C5uAxCfX+aHSeq+/8SGlSAioLtn5wFqq -R95m2WmXhSKwGV6tMCbV60176ReShpTnR3ZGSPX86BNQ16wvAnZ//8UBqd5D -PxTyLxmJYF2i1RtjwHB+SPUVFysRXGTHzvnaY7jibHAkiSqCbBPGQJAthi8/ -o7632V0E1Oieya3S/rqnHzdxCRTBzxctJZ+k/Q/Q0FUnhYkgFL8YccAcw0/n -fCCaIkXSf6ZL0ve1GH6vdGUb7bIItKmP0iKk8zXd3XuYVimCDsJiXbB0PuUC -Ur3k34mgwNx4k4EOhmuNrrduahMBX1s1uVETwx0FN8i0QRHEWLXF16ti+C1d -16fOimJ4NhT1uFC6HwX5nKvzNcUgL/fg3k5CgmrX5kY1LhcDZl7pa8aSIPqm -OWfnDWLwbpGYhf6SIOvgV8NOQWJwLeRnCuok6EfxMgOnKjHYbHrZ63VSguq3 -7bP0eC+GZcNWidUhElTAvE/zbheD0/n5pvIBEnR6vU5Y4IAYQlUYT7a5SxC5 -TuPVOfIcHFUQKFctlyDzfxfSKvzmIL5pTYVN+xy69Jt9eJVgDvY1NHnIUeaQ -1q1hPzldjBqduj4u/YwIvdj98CkrRobaIUm+eq2Fj3zt411baudR/SKec0aO -cVBpwDEDG5EsVfvfvz5fPsBEvIWbZat95lMnqxIjHrVPIa9O2/W62fLU1hb5 -5L2NDES2VXj39r489eZPVx65lIHwJ9899uTKU5mhSd9r7zCQaczf++8Wy1Mx -jYTBzScYSFH/dfqSRnkqqPfvxnUYqOWo+ZAGU5561NBoR1TEGKKSDa8re5Ko -C3NL2KUmo4h/kq9d7EWihp466JmgNYpKepvztuwkUf19MsP85EaRXklwTXoQ -iXrPcc9vgz46Evk8oS/8m0Td+spk77J0Onqdq29PyidRfb+3RlRNjqBwpenm -/OckKvMg9+Oi7yNoVXSdN62MRLXRxO6fbhpBt9z3hl58S6L63ZTEb3swgk7N -3rkp+x+JSnkZ1hnuNYKMdh/Ry/1GosbSzGwUHEbQYIN1oeMPEvVsYOlkidEI -2pb9re48g0S1xk4sU5MbQeR5BW7Lp0lUO0jI+DQzjFBYdDfOJlHlkxjUjP5h -FPWZti9QSKKeVrmte+DDMDKFxeMSCYl6ZXfcKuvXw+h/dZ6DUw== - "]]}, - Annotation[#, "Charting`Private`Tag$30283#1"]& ]}, {}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, 0}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->All, - Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> - AbsolutePointSize[6], "ScalingFunctions" -> None, - "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange->{{-5, 3}, {-2.0365202087767305`, 1.3961381174203673`}}, - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}]], "Output", - CellChangeTimes->{{3.81711826124573*^9, 3.817118285378669*^9}, - 3.8171184563554583`*^9, {3.817118599026042*^9, 3.817118612354436*^9}, { - 3.817118702491795*^9, 3.817118718504663*^9}, {3.817118754989955*^9, - 3.817118790104854*^9}}, - CellLabel->"Out[88]=",ExpressionUUID->"203873a1-0dd1-4567-8d12-97eeeed127f7"] -}, Open ]], + RowBox[{"Transpose", "[", + RowBox[{"Inverse", "[", + RowBox[{"D", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"R", " ", + RowBox[{"t", "[", "\[Theta]p", "]"}]}], ",", + RowBox[{ + SuperscriptBox["R", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]], + RowBox[{"hCaselle", "[", "\[Theta]p", "]"}]}]}], "}"}], + ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}], + "]"}], "]"}], ".", + RowBox[{"D", "[", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"Transpose", "[", + RowBox[{"Inverse", "[", + RowBox[{ + RowBox[{"D", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"R", " ", + RowBox[{"t", "[", "\[Theta]p", "]"}]}], ",", + RowBox[{ + SuperscriptBox["R", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]], + RowBox[{"hCaselle", "[", "\[Theta]p", "]"}]}]}], "}"}], + ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}], "/.", + RowBox[{"\[Theta]p", "\[Rule]", "\[Theta]"}]}], "]"}], + "]"}], ".", + RowBox[{"(", + RowBox[{"D", "[", + RowBox[{ + RowBox[{"m0", " ", + SuperscriptBox["R", + RowBox[{"\[Beta]", "[", "2", "]"}]], "\[Theta]p"}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}], + ")"}]}], ")"}], "[", + RowBox[{"[", "2", "]"}], "]"}], ",", + RowBox[{"{", + RowBox[{"{", + RowBox[{"R", ",", "\[Theta]p"}], "}"}], "}"}]}], "]"}]}], + ")"}], "[", + RowBox[{"[", "2", "]"}], "]"}]}], + SuperscriptBox[ + RowBox[{"(", + RowBox[{"R", " ", + RowBox[{"t", "[", "\[Theta]", "]"}]}], ")"}], + RowBox[{ + RowBox[{"7", "/", "4"}], "+", + RowBox[{"\[CapitalDelta]", "[", "2", "]"}]}]]}], "/.", + RowBox[{"\[Theta]p", "\[Rule]", "\[Theta]"}]}]}], "}"}], "/.", + "m0Sol"}], "/.", "h0Sol"}], ",", + RowBox[{"{", + RowBox[{"\[Theta]", ",", "1.0001", ",", + RowBox[{"Sqrt", "[", "1.16951", "]"}], ",", "0.0001"}], "}"}]}], + "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.818241513803463*^9, 3.818241701444338*^9}, { + 3.8182417329093657`*^9, 3.8182417340851717`*^9}, {3.818242805520672*^9, + 3.818242825656946*^9}, {3.818244025550459*^9, 3.81824415784935*^9}}, + CellLabel-> + "In[116]:=",ExpressionUUID->"954f68de-17bb-4b28-b089-18f4c1840d53"], Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"Plot", "[", + RowBox[{"ListLogLogPlot", "[", RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"-", - FractionBox[ - RowBox[{ - SuperscriptBox["\[ExponentialE]", - FractionBox["1", - RowBox[{"\[Theta]c", "-", "\[Theta]"}]]], " ", - RowBox[{"ExpIntegralEi", "[", - RowBox[{"-", - FractionBox["1", - RowBox[{"\[Theta]c", "-", "\[Theta]"}]]}], "]"}]}], - RowBox[{"\[Theta]c", "-", "\[Theta]"}]]}], "+", - FractionBox[ - RowBox[{ - SuperscriptBox["\[ExponentialE]", - FractionBox["1", - RowBox[{"\[Theta]c", "+", "\[Theta]"}]]], " ", - RowBox[{"ExpIntegralEi", "[", - RowBox[{"-", - FractionBox["1", - RowBox[{"\[Theta]c", "+", "\[Theta]"}]]}], "]"}]}], - RowBox[{"\[Theta]c", "+", "\[Theta]"}]]}], "/.", - RowBox[{"{", - RowBox[{"\[Theta]c", "\[Rule]", "1.3"}], "}"}]}], ",", RowBox[{"{", - RowBox[{"\[Theta]", ",", - RowBox[{"-", "5"}], ",", "5"}], "}"}]}], "]"}]], "Input", - CellChangeTimes->{{3.817117020437071*^9, 3.8171170338371983`*^9}, { - 3.817117398498486*^9, 3.817117468187888*^9}, {3.817117512932067*^9, - 3.81711758131702*^9}, {3.817117681614869*^9, 3.817117690510559*^9}, { - 3.8171181424068317`*^9, 3.817118190671282*^9}}, - CellLabel->"In[63]:=",ExpressionUUID->"39644cf7-65fa-4952-a674-714ff8619dd6"], + RowBox[{"\[Chi]3\[Xi]3", ",", "\[Chi]3Caselle"}], "}"}], ",", + RowBox[{"Joined", "\[Rule]", "True"}]}], "]"}]], "Input", + CellChangeTimes->{{3.818243990878422*^9, 3.81824399990987*^9}, { + 3.81824409680801*^9, 3.81824410127169*^9}, {3.818244163657351*^9, + 3.8182441642246857`*^9}}, + CellLabel-> + "In[118]:=",ExpressionUUID->"fd8d9fbd-6567-43cc-a4dc-4c986b02e466"], Cell[BoxData[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ - 1.], LineBox[CompressedData[" -1:eJwtWnk0ld/3Nlzz7FZCg5BCyJAGw36LaDCVKTJESEiSREoqpFKSWUgpc4Ui -SZ3XLPNw7/1IZJ6ne433XsrPb63vP+esZ+3nOXuvfca91tnlfPWsKxsLC4vP -RvP//Z0x4/n1dSJuVHC8++NHCowGbVn6vUbEN1W6P9j8gQImwn0rXxhE/O2D -UyGB+RSQOuzz9+oCEVdoYV7VzqFA5eMX3P2jRHyXfTrrhzcU4Fb+bwfeTMSF -rkT/0I2jQKzfhdMhL4m4vtneQf5ACvzlljexSyTiI+dv2By5SQG3VJrZoTgi -zvorc8X1BgUO1t63oj4j4mZZ1W++XKNAt9g7pwv3ibjw9b+P9D02/H+buIld -3oiXze0E+3kK5LFef8tykIgXPPJO5tGiwCHzXM4kdSKuVvHBuekQBWrfDrir -7ifi61haVaQmBfoNzZSc5Ym41n1uQ041Cmx5plRSJbnhH/8n1rOXAvclxuvC -WYj49KUhpvAWCpxTt5/ibxDF/Uz9RJ7PkmE0NNb4Xa0oPn1dN5N1mgzXKY0f -dapEcV4pyyc+E2R4FnjEz7tcFBcrL9c2GCZDFRL72/pBFBdXP0xv+0UGZaMO -wZgYUVzlfn6WUzUZOFwN1cTtRfHZhQl+hwQydDioWk/ZiOJp/YcNMmPJkHZO -8vZ3K1E8KfZs/1Q0GTSN5mqczETxnQVjSlcjyeCmnmCTqyeKFxPd5izvkaGe -dSxES0EU3/zhNu8bDzJEpoW32q+I4JfHB7fLapGB2FXj9SZaBF/2cUzQ6yQB -rvg6IvSZCB7PtnxosJUEXndvv3V7IoIrPLD/eqeJBLVy6j0KYSL4qmv16bwa -Ety6kX76U4AIbvTpvEf/FxIMigYpVDuK4N4sfVIFL0lQZLx/fERJBLfit/Vu -v0ACx9d8hHoFEfxB1TtfTnsS8C+N7szdI4IfKfRnHLQhgVtKqrX3LhF89pzl -/ednSCAxxVu3vEkEb2cTVhA7RoL7ESPvuNaE8U2pmkIB0iQ4W5V8Ub5BGE/C -Wq9e6+8EWdLwn7paYXxsPmQL6XcnLA8r27pVCeMEHl45tf86IYmzyiyjXBgv -/e/Llf7mTug/OaWz/aMwbhfJkOL41glX2rS2isQK4wZXv4t4xnZCRG9PE91e -GPfoNfrvoV4n2M7KnUiwFcY9M048NNHthH3rPlUHrIVxrrlHnMKHO6FViqPM -10wYv+ao7PBAuRO2uChlTR8Txnv+DfcpiHdCxuSde/17hPE1UcGIgJkOCJrT -8Xo+JIQfe1qzNBbdASlOB8exXiGc78fMyYuRHVDeud+FRhHCz7oFBv8K74B/ -X2TszjYI4TKz+jdKgjrgfgiP0aZCIfyIx1FhNdcOeCxCVkwMFsIXzp1LUzzY -AcnqXlOvxIVwaxJGIPzXDt/euV4yIwrhD2Jin7a3tUOPmOMQi4AQPrWKmyU1 -tMOOtTO/nViEcB0meIv9aIc31QcbZcYEcbWQkkvNb9shx5I9L+uzIK7w8pCJ -5LV2KL2Z7PHRVBB/tt/eejNHO0i7XHvXdUIQx7+/0Hn0tw2emp3oZz0miP8O -qQ5cWmoDZ/llSwsNQdw5RqOzZLQN+H6fOcrYKognS2Xv6qlrAwddnq16gwJ4 -8BGFmpyINmDnCKih+Ang8w7GOURCG3jTTFhYvAXwtPqi3ewrrdDVu1tL/pIA -3vb1llfzSCvkl3QWBNkI4Go7GVxKVa1g5a6SIqUrgEu4mltuudMK2Y2jvh5c -Ang+5/GpuzMtYPLCUupfEj/+MfhS/sZBBbfUhE4axvDj+zwbutfymyGzo/7a -80h+fFvDs5S6pGb4J6pdJX2XH49SuBQqfb0Z3sdIuxm68OPrct7hU7LNwB83 -l/dcmR93lAtdLwltgoaERwdlqvjw5c1W22I0GmH5oN4Fr3I+fNrsN2vXjkaQ -7lqLKC7mwz/NSMVy8jTCra0+3YbZfPjVKzM2Ur0NIJ9kdcfrKR+++7ZWul5o -A0Qky1QVW/PhnGQnS7WWn2CY+t3kxDQv/lnST2TBtB6oT3vWCKO8OOGzve7w -oXpIDl7Nrejjxdl+pXCiXfUw7XiYS6uTF39EdeVWXaiDF9LFSKmMF58wfbCb -EFcHf7Ly9xMjeHEHpYvsZ0i14F/0UvSPDC+eqZiQ04bVgFRGGZ68nRdXMSdu -qZargZ8xv7ytxXjxL1f1fqfy18C2G2KNbby8+IecZ//Yu6qh8mDMgyoaDy5J -io1IuFINgt8fL2YjHrykb0GlMqYKMusCKdfP8+BnpUjKZxsrIEnNXy/Hggcv -FDUXt8mrgMhU34I/xjy4oeqHczpPKsD3uufjkxgP/rYucV/qqQrQ2Wmvu3M3 -D17hknOruA4Hkj+W2TDLjePFRyf1/RGwyXH577rPjaeb7Ax24PsGS8/Zh6yC -uPH4y04XN1WWwfjqummkHze+f/cl78CAMmhpp8uvuHHjfm9inE2Hv0LSncne -ptPc+FlBm7SdpaWwn9x8PGAzN56rEu28bFoCDqGxm1uzufAeUkpMuE4htMAy -V8AbLhw/5mg8O1sAsGrNlErhwvk5dd6xpxeAlK9kn28UF/5cXD/nAGsBDDq+ -yd7iz4UnfjYMPHf3PbhpFWg56HHhJ1yYAWI22eA93+g008uJh1Scqp3gfwl/ -3itZxP/HiV9gNUvTyUwC08tRBtDOiT8f0j5K1E2E/f1nFaOrOfH0d5MV2pfj -YL7516JG3gZfR84k3zYK/HPGHt4O4MRZhjn0NM9dheAL7B/4iBt6r/h4elss -Kmg1fEbi58R91l0bVpzj0aBupHcqJyeO+SXcfr2cgAy2b1ZRYXLgPhLtGmvS -L5Fgt1zB2QEO3Cwkbj97fTpKMz9VlPSRAz8nV3sy0SELIYPokj1GHLjw+B7t -lylFaL6YHE89zoFTA+22XBH6hGR3S9z8Chy4e3mdbdn9TyiCPePgaXUOfP93 -J+efHp+RGf651FuCA+/nKDD+iZWg/sNdZcXjBJz6KvJ2O6EMsSjtRHphBLyD -uXsqho6j21uOOoQFE3DfqEPbeqECraw7/629ScD3Sl5Qv/WwAs12ZGqd8iDg -O8QsCwrFKtHvAOVSM1MC7vJOWHeXdhUqqdYptBcn4GW0tUCHuBp0xc4u4+Z7 -dlzuvlekbmQDGj8efOxrJjtOutXZ2P6nAbmopA8wX7HjWMhr21rVRmTLNrwz -+AU7fm53tBS5qxGdyPZMCb3JjvtqhrrHKTYj2cVbcdFH2XGLWRKJdbgVdT9J -ephHZsPFz8w31LZ3oM4aqfwLrWz4R1DvOv+vAzWtZ7Vt/smGW2+tVt2l2Il+ -XC8RDylnwzl5w6/rhHWiN+c78ywy2PD7Swn1uBYJeSgKtP31YcMFHtdGbyki -o9WGkK1m/Gy4T47SP96aLrSN1z1n8RgrnnXfUT3pcR9y+NEUKa3Nig+Ew0Wp -n33ota+qj9kBVpzAtVqzwN6P5H4zNfP3sOLRf+1qJPT6kUr+0+qL/Ky47Meo -tdHKfnTM5FNfB5kFN5XwsPCoH0CXX/zbXOjOgnc9lRw1mRxCngcUOH5vW0fu -JmH572+NI1+Or1n+QutoTa5ZNPvVOLpFNjwlyraOSiSlpPKrx9HjG65RJ8f+ -oXM/V740C06g3OJ08dLCf0g9DBeyz5hAEwfElOMM/iHiy2mLmqZJdEmTYG3q -8xct+22r/io2g7w5YxiTzn/R5PuDSelaM8ifsisl3PIvstkun+viOIPC/WHg -+5G/iMq1xnU7cwZlltzy3MfxFw2vlpvmqM2iEU3aXZ7kNRS5PL7tFzaHpjlD -pN9FrqHSoksf/Z3m0CJFsAa7u4H7prPq780hws19vAEua8jh+3v9OxVzSPbL -pdhR5TUUJt7ywW0HFV08+Ce7qmoVbT6bM7IYRUVu2QetDL6sItWUOVPNFCry -EI9m/5m7io4ryBnqZFORz6qeQ0v0Kjqdzv81FlHRbZRD/OW4itzvyo4cmKKi -u/vZK86br6LD7JKKPktUdP+1nfcfg1VUfb2v/8I6FUU8EPo5pLSKwCj9mr0o -DcUa3gieXWWiox2DehEaNJRQ2qJ4bY6J5rsOOmhp01Cy/N5fC4NMNK1+5GeM -Hg2lJt8L96cwkQtXBkSdoqF0vt/qjJ9MpOHrcUPxDA1l3NYYCPrORFN1/Fvd -rGkoc+bps38FTBR25b8WbXsaet+KTbAnMtFf7oOMz5doqABLjg9/wkTBt9++ -OuNFQ58LF/R47jLRDodKPMSHhr5IG9Oe+DKRg8mbSfCjobKYzDRBNyZyHSrI -irxJQ98JLEbRNkxUkG1w1+UWDeE3bBhE4414dI8vV9+moarRosx4jIlCjlVE -5QXTUK01v4W4BhNpln1t3hxCQz/rXVlT9jCR1fteVdZ7NNR0GH3YIclEH0ov -6Hpu4NbcrXavBZko0brP/8wG7pD05ZFlY6LwAnOnwg09ObKxJHOJgb4VST6M -uEtDXX9lXeQnGOiUjYg/6Q4N9XgHi+T3MJDHVHHFiyAa6uv774dyGwMNbLpG -qAigoUEzVa/CKgZifB7ut7tBQ6MVj8U1vjDQ8jErdpdrNDShNlxbkstA1Cxl -GdJGfqYzdPwOp23ovaIJeRv5m9uUsKs8moEStvLfGnWiofkwaotuGAPlxTm4 -hZ6noaXlk7crAhhoyMf+x30LGqJfypDX92Igk9LZx31GNLTatUapdWSgIk3p -qUR9Gvp30ir0pDkD9ZW6bnmvRUOs3z6qNhkwUMcy2UFCjYYI+3j6TI4wkOK7 -fPW+PTTEleoc2a7EQA5iTTLMbTTEK1h+2GIXAzV/c++/LEJDIlTvWBtuBmK+ -NcP06FS0yan+aM8qHRluPsSXN0lFWzt2zTnM0VFLMn3lYg8V7fhMOulCoSOe -eNaouu9UpBBwZN37LR1tL2a7ZBVARXivicJQPB0NJ08tvL5IRVZ6Fy2tH9ER -QebmMRmTjfUuGJkH3nREDQ7qapWiol9ve62FD9ERubHMw+zWHPLmnb8fqkBH -UiuEyGn9jf3pw/mBvo2OSu/0NuwXnEP7tVQIA6x0tHuJv3s4ZRZFtIcUFDau -oMIo5lRm/gzacTDu9+4fK6h+N9eZPd4z6HNKDmdywQraUXn1E0V5BvVf6rC7 -H7eCpF57RGz/MI0O/pPhMXdcQfmH+5y4sqbQqEKd0+L8MuqO3nSlJHkC3X7+ -O9J9ZBnJLe9Jf3J+Aokuz33p+W8Z7TzxLP/Y9gmkW7FVsKZ8GR2JuW37KWMc -xVl7lMWFL6PXzayiuT/GkML34BGewGXEUOXIyIgYQ7h0jHCw5zIqjcg9tGw+ -hqZnvrm5mS0jO5FfDVmzo0g/VIB4UGIZlflI1SWpj6LuiV26efzLyGrpuS6J -axT5mGpe3rm+hPjv1a7L9I6glxKOiGt4CS1lC45VPh5B8wUFnl3vl5Bt7Aj7 -Geowet1rXh14dAld4u1jb+geQmrDakySxhI6dsjje3L5EKqeFNm/f+8SCj2Q -39SeNoRGV1pfjgpujPcc83R1GUIKokbXzXsW0etH+W0tC4OoyEBfWunmIsp0 -87ofumsQ6RnLnIvwWESV/5SrA7gHEcmc7dmQ/SJiYSe0v58bQMsXcEaS/iKi -BB8/QPoxgLSCtNs5RRdRilVy+aTjAKr+qBHSn7+AXK7guYr5/ciyhFiilb6A -3H2asp7H96PR8vmp+JgF9F2Q97HMvX7E3VBgbXxrAZ2j7wtrtepHxsP7VMoM -F5BkvPp1eUI/omzd/SdmcB5tqTx8817THzR2b7O24dZ5pH9y4POjhz2I987H -uRjeeeSU2M1j6dyDlANOZvSv0ZDF5UOVjjo9yN/7Du+tARrKP//otsrib8R5 -fqQrP5eG0kR59qW5/EayGsU3RHVoqHGyMY9h2o2cRy0+9jpRkaRadVrU6S4U -PjDrrGBBRU7mmqY/9nWh3J6ILTcNqOjCx4rEzYJdaL6j/I6wIhXdytq/oNX+ -H2K7ezIxfHwOPdR8s8fW5j8EqhPtZwTmEK1c77q/DwWVxe09Pm41g2pl1i3t -vpAQ9/mxi6zaM6gR3xGvn0pCVlKZ9yV2zaAacGk2fEBC87kyuNHUNDI3VvmX -akpC8vgOrcK708ig3zHv3kQnSpzcpHorewq17nXznNrViW4A63Z+5gSSu17e -lZbRjvZP/FpUSR1FKfrC56d+NCP9st88fzfyzM38Mvwiqhr55HykixA7EXf9 -5bSrRl+QlZvM647bX1H/f1IZU1/TUF3Tr8fq5qUQwueYz3M2FY4oVRSZJXRC -fVnf9/X5L8Dmv7nHRbwf3I/n3OfTqgbbC7kdpRr9UH72WtS9C9VQdAp+8pv1 -g8aQSi93eDU477xc8jm8H7qky4ZPt2/UI/XlzwmL/RB6R9kq270GHki6HH/b -MgCR/J+8B5JrgVBR9GHowRAcOykslSr4E7j4ze45z45CyaxrKU23Bc7tscU1 -ecZgTdHm1a3LLZB7zGWdV3YMbj3tS9sVu1FPBgbc+WQzBnJTfwiNEy0QP5oe -SKgZg8Gq0Ysx8a0gV0G7lvlyHMRVJl12BLXBcf8Y58kTk1BKL+wWH2+H+OjU -1z8ublyFN4SokevtMJ6f1f8ieBL+ujU4bhLrgMihbw5anychaKFM0smgA0hm -w7aRO6eAbJxet/KuA1wUD5grL09B9nVtvVOXO+FBP0XPN2MGxlJnxVTYyPDn -6+krAeUz8KJrIosiQYYjMXh8MHkGWtYa6uLVyUA9njvxmGsWBHhHvji5ksEh -705UhucsaPjNPJdv2OD7y/4mqc/Btr9nhH8kUoDBcfirpDMV9HOaH0kadUGm -70JzmjcVqmx/bXd17wKLvveDu4KoQL53y6U9tAsKSqX598ZS4YykcR7xRxe4 -efI7atRSoThSj3ZK7ReQ2voIxgo0+O/7i/MTu7qh4GW4WfA8DTTpTcbhu3qg -kRg+JsQyDxrMLA/a8R4YfRIW/FpgHng0BOhJHj2w7XZofvXeedD0O30463MP -RNjd5+ZznIe4elX/ltO9cGF7MJ7QOA9adfMtBg//QFDcHWv5X/PAyUj04Cn4 -A/ECd2bLRufBftvFcclff6Dpb9C2P6wLQIryO625rw8O/QkMkD20AI139pzx -pPSB8Ksb+wvfbtg1PKbl0/pBUexG3bGiBTh6mEC4UtwPBlF+DiS0ADuOdvmN -NvXD7bvXI1e6F0BuYJv4vbV+GHe8Nq4jsggvuPR6AhwGAJe6kt5wZxHGm18H -f1UehN+JXgftniwC1aBGh/fUICwLe7XMJC6Cia3V81zXQdjH6rkm/HkREl6o -jw2mDkLigPs568lFKLDR/nBTdAiuvnERHrZagmGq71Sv4DA8C0xKeXZxCZon -/moeUx6GD2Ytew/7LMG2aK9D20yGYfbfwaPPHi0B3fCA+fGoYfA6z+d7qHwJ -jDITpMS2jkCkGvZvsH4J+g38czq0RiCf58bjp+QlOLGmkqxzYQSmvvx5Mzi7 -BB5Te6+Y5o2Ax6aizshdy+BiVRJTe3oUHk+NOh5UXgbNtpfhVv6jkFspOT1w -ZBk2hfln01+PwoRPGOGgxTIk7jDISFwbBffmcwcGwpeBu2B1vBuNQcTbpxVP -YpbBQGnLXNLCGGQHVRprpi8DpVjm6O294zAmv8/tyddlMJ7QgLC4cXALX48/ -ML0MdhVSL/YETUC4vYZMP30ZWP44EWJKJiBT4/LHxxwr4Fiq9ixjfgJGBjvq -+nasQHnEOsnGaxJcIJP+6MwKbMmI3xd+cQqc6Ua2f0pWwMJtefCw0Qzcb703 -GlG1AiUXTTZtezgDbzJLfNXbViDm1iILVjEDAxZSTyImVmC2qmqFR30WLhQu -fFPbRof7Z837OPnmICRi74nevXSI9U3NN9Odg3RHe9LDA3TAT1/fctVnDvoE -6qZ7TOhwoYjGxdE+Bw4eydsf3qPD3f2nFJ2PUmH1F08L7SkdWG60NT+0pELi -ycBgu2Q65B5dSiFcpkL73nN9qp/o8NKRfeu/p1TwTqyLSkF0WHQOyQl4RQVe -7oMYVxMd+qTMFQ0KNvbx2ObXPcN0wAx1P3S1UqHfKuyMIY0ORdxSKal/qHCn -dpG16C8dTrAwjYqnqVDyrtP54RYGBHt9Ee/jpIH5Zj3ivDQDnnVRy+ZFaUAN -LaqyU2EAgZQlY7eDBvIu0bJqJxhQKZO+6YA6DWo7WcgpFgzQ1wg6l6VNA2c9 -nzAuJwa8PlND9jtOg/WivgO+VxjgYFJ24JUxDVKkTUd7Ahkg8NpTa68lDQ69 -+BFvGM4Ax1MPKkTsaEBmVTYsesGAT5bSpfbONPC9lrqy7RUDCuy7pQXdaSA4 -wJ/9MI8BD69UbNl9hQZ5ZrfPzX9hQPijV6Vvr9HgBD7FbV/NAK4dB7SibtBg -WOX817q2DRyZ1DsaQIN7rxouq/Uy4Dd74cT7IBrsEDoikTrBgPru0qLROzQo -C85p4FpmgE/YREzMXRpYz24N8mVjgusFpbmSEBos2kco9goy4Z3PlKL5PRo8 -b175bSjJhASDkWKPDaykcymyaA8TZlX3rK1v8BvyKdrbNZjgtszjs1HPgNs2 -g5mHGBO6NY+Hvg+mAXtkceq8ERNetYrkN9ymQfqqrIm9DRPsHM7bXr1FA23P -2H91rkyQ1mJhTbtJg1/d7B/VfJmAK+4UtvGjgf+p646pwUxY2Om79MaHBqJl -g0LcT5iwerpYMtiLBh/lz+K+CUxoWhWfnL5EA6OkCp/eDCbsDKmuom3kd5xb -ddeJAiY8TLHgirKnQVhAentRORMshm4K1lnT4If1XbUIMhNKIqU/CZ+mwfm6 -2cH5ASbwhM+NyenTgK7pEGM/y4T4OG3BgY35V92is6jGtQqnrt8UO6VEg5aw -/LepxFXocj5g/1eWBh5LkpbcUqvwSu+9jf02GrwlMYt7D61CyGa/aUVeGmD6 -Hm4njq9CwZus3DQWGvR++rXl05lVyD0jc7V2mQpbYkpvRnisAlV5B4fOIBUe -nfE/rJ6yCv9l7QxeK6bCiyYFr/ycVbipKX3NKIcKKYZ9abu/rAJaq99ulUKF -Ap0ThK0dG/zKovBX96jQJS/Rusa1BpM1/vYGJ6mwl+2HS+31NTimt/eFTuoc -1BZxPLc5/Re0g7QuBN6aAcKmuNG7zH/wbJNFa+qvcRCdDRYU5VoHjZQfFb9K -xmFXvbvmW+I6dBNjyrfHjoPube3w+n3rQFpJScBNxiFweGi3iOM6sBn/uxBa -PQazn9Vc31Stg1yEDyOiaBSmFcavORuwYH3H+aK7Xg7DolhvWJ4RC8b4UZey -I2gYVgkdSYtnWbAhkT0ng2yHgbfvW0W4IwtWuv75XqD4MOyJiRLJC2DBovPq -+6MSh8B5VbNwIZcFq9a9V2r2chD+awyjhgqxYvH6nxxlP/dDrG7qccstrJhs -6UT01th+OFv4OXn3dlbs4dYj/vv8+qElfki/VoEVGz0n+vjTxjut1uloEpcB -K7ZlzJc9xLsPSlbWjj6+zYp9dsnZ+iG0F+Jl/GKiJlgxwVcdx//r/wUW8U/G -Hakb+gtXXxRl/wJRngyd/SusGNIwtW/y+QXPZtvH2ghsWGHhjtEy1l8Q/lVF -W1SKDXvOGtZ5V64L/E2nhmOt2LC5AotH4UEUsAxy1kyuYsP+hL7zPH22E+JT -N3Gu/GTDJo6xT/yW7QQKqiWbt7Fhllc0Z1JXOsCKoHhDoJcN4zy2s7s4tQPO -PV34FLLMhn1jKfDYP90Otq9CVS/Js2NNLWL/9r5ogwtVmfs0otgxYcNi72bW -JkgfObf2PI4dq7UeNkgvaoQBLr6mmZfs2LjW59KGi43gbHTVMyubHQvnf7kk -W9cAF8kHcyUq2bFZ9d0fh6N/gttY/R7WJXbMO7fZEDtYB158U9IttgRstGa2 -ZfxHJUwFlhH4nAjYW/Oco1ZBleAx/mjU8BIB6xYOZxE4VAmXavbmVlwnYJU2 -h8UtiyrA+a6banEkAXPQoFYY5OJgszAAKT8IWOI200MdJt/B4HeXnYc0B4Yd -MZNhyymGmpPZull7OTD9k/uimGrFoF96U2pYmQPTWDJmXvv+GY7GbRm21+LA -zjk+DPnd+Qm0TS08z1hwYAQ/P6NHnEWgVtUaeCicA+tPXYjL4HgPO/Nq4zkn -N/DLJ/Kixq/A4lXp1wYqB8ZyM+2v3tNUeByT2/NshQOTmtZoD2x9CYtBz6TF -ODixtr+1GmM2idBgZPVhjxQnZuYw234vPBr8Z0dqTlhxYnjazZGd8z7QrMqx -9LhyAz/Y/Xt5MRaxya2Imf7kxLDW46GsgfHokMTEEWIbJ7b/dZaBxWoCesPW -HPKyd8P+kr+1m5mMAjpj+fPpG/40rORJvulI9oasbLMyF7ZXlP2qkGYmCirV -Mxd6uYH3DB97/6IAqdm1UR1fc2F20YQOy4ECNLlu96wgiwvj3hEfl69SiGwN -/X+e+cyF0cmDh9waC9ERSjbENnNhswuaxpvWixB9QWCfOAs3phuRyvPeuhj5 -q3QRZFy5Mf++/QV6bV+RcqfLm+ue3NiH5isBFzeXoVF/GlRf48bspPdGatuW -IcsfvEGuwdxYOGr4LTlUhjSMdWhZCdzYeHnzdALtG1rweNO7r4EbS353gq+R -9QfyyfQq0VThwfyVTqgm0XH0p1UyTlCTB1syR9dixCuQMaPh+qg2D2b8NuDb -5SMVSMFIXjX+FA+2UkiSyAuqQMO0kbwlVx5MeUdlU9haBbLWcXz9OYUHG5fJ -tsBXKpEu6UykGi8vVpNcU+dOrkb5f1k8eUV4sbwFCbkD89VIck/ByUExXmxy -68qrQcEaRA8U5HqxmxeL4tG9NWBYg4p2Nt6jYbwYSf/7T9/SGrTbU/9mwU1e -LCLOXpM9thbxsx10Vh7hxZz9zfyaDtSjrzfZzUeneLGQ91H0xyb1yG2mVS9t -nhfbMtDRrnKpHuFd7rsFWfgwsXgrxr7EenT9Y/L4jAQfRtpla0yn16Nuu3/e -7834sBOLp4nTxT9R9peaoH3lfNgxcZuf3DsakaXSC6/hSj4s/oPR8Xr1RsSW -4WCf8pMPc7AeDr52shHZPVvR5f+PD9OjTD2759eIhFzl2aZpfJif4QdK8s9G -5C/6NCJvDz/mbpysW3e1CR2/YhGnEMOPZf60G8vNb0Z+L76xXE3ixzZZhcU9 -3KiX336R9vr0ih8rz5FwN29rRmxstGPa+fxYh1c4Kl1oRnj8U6pxDT/2ufn7 -5vLDLegIXnv62go/Bibywp8rW5Ay8TBb6XkBzFFB8Ht3fSuyP5R+Zc1JAHvK -HTr5rasVRdpz/cLcBbBIrW7dZ+OtaCqL/PGnnwC2f6n5NDuhDWVr+9r/fiqA -iXyY7JCRaUMybnml/5AAtpLES+W70Ia2ft1+9bisIFYYetYxh9SG/l3MkhRR -FMS4Zm7bnu1pQ8OCqvU9qoJYWH1r+sJQGypw0d/lB4JY5uN8lZ0LbchQ2LPz -ja0gJmh1+LCkSDvyv1R6kCVaEONUSpl/f7odkTebs3z7u6GP0C+//q0dleE9 -+eEEISz4+T44UNmO0j3dbM7yCWH1DJyFWt+OvCoCiya2CmFlLn/Pn6G0I8KV -dJetGkIYzxXjA9XUdqRRPVN/w0MIK9ou4+Uj24Fe+EZE7/9PCKsI3swj8rAD -MZvySyN6hbBPm7pV30R2IOc97X39Q0LY5hV5JeUXHUi9R1w5miqExZkJf9RM -7UCTbyxH6ARh7FmuoTvvpw4UyT92z2aHMDYkYTmA93aglj6ebxJnhDEWsrzr -Y5VOdDbcVCm1RBg778Fwf1DTiTJtqCe/fhXGxE5kR1B+diLGvmg3crkwxiV0 -8cvulk6U3tnxSqBKGEtV3WRWSulEM1JWosGtwpjCLd22D2OdKOKb3YrDuDAW -yJUtOMxNQj+olyukJESw989th8JPkJBoNe8f7e0iWF/FoJ+zEQm5JuQxz0mJ -YPScB3ePmJEQv+6MerScCPbjwjX+fmsSsnnik8mqLoJ9FKDbsl4iocXdN58M -nhbBBLLsfF6FkpDC+VDLt3dEsKMdWnwO3zf410pECfdEMM/z6oriFSQU8XC8 -9WKoCBYmdfVFWzUJjXwyOiXzRATT03ylr9FEQun8m+FNogi2dvleYms3CW3+ -8W5v+icRTPqO1Mq5FRJi2VW3+nJCBDvi6Z7UrERGKgcZpavTIpjvHhnJrapk -5GCs6H+eKoJFJLw2ctQgo2+BUVSJFRHsrdamxqEjZOTfYT2SRBDFvPMNHtcY -ktHUg/GWhJ2imGKVXN7sBTKijPK8ibEUxWpV9V5NPSejWotHKV/PiWLN1OLD -6TFkVFLJndB3XhRbqec/ejaejOLTuCIVnUWxwD8irz68JCNLKw7/Km9RLLO2 -kHQik4xINSynFh6KYm7HgJXjGxl1vF2hnS0TxXq+hjXnDpJRpejN6YDvolin -frOwyAgZFYUsj6bhotifM4FsN8bI6IXd0u/JWlFMmPUD/cA0GZ3ZtFBzv1MU -Kx2fdk1ZIqO2B7NJRdOiWMez+fE1LgpqcR45KrqTiBnwZzqIK1LQACGLHidN -xL7Ec20PUKKgxUz3j+JyRIxH0wkjqVCQ+NTUtl1KRMyJHohCNSjI5fr8iooW -Ecs/KTtQq0NBzAfr742tiRgvNeBruykFyb0Tl3gURcSotTuCRHwp6LDh7zb+ -GCIWL7uit8uPgowmUh4+jydiRnL7vyr7U9A1JamlhFQiNnpXovDYLQoqL5Zr -y8wjYpQnJcKm9ynobK16eHUdEav87mC9Gk1Bru5L2icaidgRLp6e0RgKCuD9 -stDYQsSs0oKU2uIoKNXkiFMnmYhtvhipm5JEQeMUTHtwiIjVxReYSrzeiDeA -bcF1jIiVvVz3WXxDQQKS1TkTk0Qs8cQj76a3FKTmaChGoxEx0+V+Dv9sCjrO -ytPit0TE9jv5ZRjmUtC5jIZQOp2IhRs1y4rlU5DH8Uit22tETP/TzyfD7yno -f//dsP/9d0P/BzbuEvo= - "]]}, - Annotation[#, "Charting`Private`Tag$28367#1"]& ]}, {}}, + GraphicsBox[{{}, {{}, {}, + {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.004583333333333334], + AbsoluteThickness[1.6], LineBox[CompressedData[" +1:eJwVknk81PkfgGdcM64Zw7hGbkZCYsuK8v1K5ayQ5Fi5ksjSkhzVCpVKCMUW +ZeXaVG6jtvi8Eauiw7pCiFFyj3MYx29/fzyv5//n9aj6hDj68REIhH/+4/8+ ++MbY5hBLDef2cSm+uTthOfNoYxRDBafphOb5KBmCbhRbOEdTEQ85bGrmVrgD +qMa3D57mMvABy40Ms5/14W1USRDdUh7nRWoZpt7TgyDii/0MtiyuE7b6vMhS +Fw5eSQ3Xr5HBheyitUnbdAAWx7Z1lEvjrMGmqCeG2yAvQk+75C0dlzOJOXTT +RRtsRUwL3XhSeG3DqYCIu1shrn3iji0mhV/2zioVHdWCMJvmZfV0SdxTlfBd +aL8WqHoc4xxboOGbhYepnFImaGV5mIx60fAa92D2AJMJsU7uQ2bdEnjL5cgF +myJN+NRQT1ZylsBjB/xsefqa4PiqcJ7znIoHXUKKM0gDwLZE7Xs7BS/a1VPh +4KwBTp9m3hZzxfF/csY/n51Th8+GRl8EtMVxn6Zb7dXp6mAq2L887iOG7xxN +mc3ZrQ4tw+PsiAJRXPXkiRgYUQNiYO0ae0YEFxxOSKlJVQPHOivOFXMRXM3p +YaiBhRrEn859jO4J46suRX+zl1XhYVv2FIVLxnctqT+8XaoKUjp+FTx3Mk5b +GH7MC1CFi9m9bIUmEr5KyS2dY6rC2kMsU+InEn7CoYht+U0FahR5l64UCOHa +3Y+Y7UUq4H5u4Mm2LUL4lj/1PYPOqEDVno7Y2gxB/Je4PYTFHSqg+jSyZZ0u +iBfY+WhnzSpD/FO5yfIMAXzCPaCxKk4Ztu1UOFagIIDrFXvpCMgpg9proZ6i +PH58cf28oHuZEvyyhO9O2s6PHwlVbUq2VYK8as963Vd8uPW88IHIH4rAQOcH +vez48MDBuKD5G4oQ5GzeLTRIxF/2/TY0oKsI7RqnojbCiLhi50atQvsWqNX3 +ZGuLEnH3jAceSVFbgBXaZvdrPgH3/2GhKK++BexWDFpLMAJe9fX9jsL3CrC5 +xTPw6YtNrLKxPkLxogKU7Nn5+d7yBvZfruMBOgrwSjAwiWe8gW1uJN0P72dA +R7PBx8eX1jEtm2/2+ikMsMq/fzSmaQ0rZj5jXbFgwHSoH8FVYg17f2mrgt+K +PLgOtbVIn+Bhn77LvYMyecgcq4rJKFnFyhRJ69cD5GHS+mllLXEVi63+DZWq +y0PipbCkkOMr2Ix1wZjWoByEEK6Wp5ZysXpZCfJolhxkCHpqiIpwsX+Ex1z6 +XOUgSm2vwetTy9iy2Wb1ppwcSDwiHi1sWsIeRxclW36WBYdpunI2cwlbqrje +/9d9WThlTzZMvbGIGRk7MhgesnBf/oNi6PQCZtG0wzRNRRa+BJ9y1T22gLXt +X3pEHpWBl8dbDEpq57HUXcNK4cUyoJUr8uqb1jwWd4038OGsDPTEJrU0pc9h +iW7TITRjGcAXVbpNiXPYSp53tSFBBsrdRMRMznKwuoYXbN030uCLdWlWDM1i +Q+Fml1fSpIGMscMyHGexiTNZjmke0uAftTurMnEGI+dUBnK2SgMtLZ4+eG4a +Y4WALG2RDp8I2XMZXlOYnjprdKKeDhVvi1mNhycxN6GxexdT6LDW9jfrMDaB +dRK/69d50EElYj9NzXAc45+42/VElw4vLGNzt2r9wBZsQ6bwNSkwGI9YOKQ0 +hg3XcYlRrVLgQ64w+132O+bo4tV25IEUJLokOxZKfsN82LhhfbAUtN9Sy6yk +jmLm4jdN3uBSgL3L3UynsLELNTekT0pJwQWnvfxG1BHs4Fa6TPI3SVBsCb97 +nTaMeZe1lFn8LQl2Vh1KF6S/Yr93no2OTZYEbQ/+8+uMIcxCMpK531cSco5c +rti0GMDWz0dfvW4sCfTvuz+OOvVj4ylj8bYUSVi4oWiacroXq1dCW2+yaVDe +E3Nn4Pce7IWdwx3zlzRgbt+vVJPZhTXKaGwGp9HAyCO8bK2iAxv8+Pk5NZAG +pUHWpekf27H1Ul0t1X00GNBPIHrPfsReeC2//pNBA8bVm5Q7Gu+xsEYb1Vvz +EpBdsKAaEPQWa1hKGRhqlQAvy5Jn4s+bMbfx6vLsQglwFm8eOkxqxNIhwLv2 +sgSodx4xWKysw1yOuTbh7hLgnxz8qM6zBuu1imnSMJKAi8ykbX/QyrCitQhX +f5oEvG+MqTVPy8Uqp2up4r1U2OPs75boGYmleZ9+R0ijwkUWzWVjKAN9zkzV +KbShgvvK2v62kccousjv9go/FVKuvI1306pClVtSwpZrKfCGaTfEdXmJnosb ++2dHUiDJL/9aikU96hmXkR79iQKTxeXS0p9foyyXa3vfz4jDhfA7uaa/tqC8 +6CKW01NxiPIcLjMgtKIW2eQz4QHi0DXN7dVM+4A6xM6762mJw1CY/Zm81E+I +d4N4L2pUDCbEzr3+6vovWsuKsT6eLwa/TSjdHFXtRFfvmeQ3+ooB6/JMWPOP +LjSx2MZ5qS4GAREf/LPLe5CRanziXrYoyOaIx8VE9aIYWnXvgQJRMMurUrxu +3o/2yZi4tJ8ShdtBzC/vhQeQ3KN/E4e2igLXV6AyqH0QuaI80eAJEXCuY4XX +tg2hw31FFyJLRCC9ou3+jYqvSCXPOGn9NxHou7bQVZQ5jMglyRuru0RArZR5 +TvPSCPpebXs/eFUYqmeL16m+bBSoQP7ZGQmDBqX7QLj1KNoex2aVXhGGlWcq +Qb47viGvA8qkKBthaOfFjYzJfkeWWc+UyySEYUTPPIpOGEPxWj18R7vJUDFI ++WVxbAx59PW+8nxIBj2+v9Sz2n+grLEE3w4/MrDkRnqka8fR7UdT0qV6ZJC8 +ab0R/tcEGtLc5E0tkiCBt+9e651JVJ+JHUypI0Gz4LCpTtwU8uoO0UtNIIEH +zYeaf3YamV4zm+PYk4A65D9o7TWD7v202l/KIEEoQ0zqj62zaCHjwN43bCF4 +w0i6VZ07i6aetgXsKRWC4tb3fQkKHFT8gAikaCEwbkCT8hkcZGDTmqd9QAiG +JLqUI2hz6KD3kZg/JYTA/eiM45OkOVTSl9MQ2C8IFu/mxhtE5lFBS/zItb8E +YWjcZuDt9XmUb27gMX9OEBasDsNH0gLKiKSUlZgLQpNKZdtwwgLyrgz1rqEI +AldOd5UqvIj+ZZzmifYLQK+Jw6Z/4iKSdwoWe/JYAEI71oJ4lCV0O2+vVnqE +AGy/b/2yL30JaWbfHG44IABR434nFBjLqHj72x5jugA8KIvob8tdRke5i0Xz +w/zQ5NU5StLhoubn9hxOOT8I8o+EDFZzEfXTNlfDWH5YqJluP7NvBZ3JKrxW +ac8Pvq3nJ5o+riCfWxfVz6nwQ8OcE0b2XkVmU3V9obN8QCJ7ah2ZX0XVlAce +JcAHeS3MjecJPLSrVdNVM5UP7nTkOJ1SWkP/6Atf7vLmA+WyTL3omjXkI+16 +FQz5wNdb1pxxdB29u2ulOMzPBxPrPKsQzjq6SBxf291JBIXtx1wK0jbQs30T +n5sLibDJCsAmjTZR1Un7wIRIInQGFm5EDGyi3nmdk9E2RPCIyS6A/QQ4LnLs +0sMtRGi74UZXzyaAWQ7jzNw0AbrG5w9dXSRA2Oj813P1BDiktV4r5kCEwj16 +dzXuEEDkllrVcAkRRrxSjQj+BDA2DVrcSeWDmQjKeSETAizJTp02CuUDPgdn +opE4AXrDHb4p9/BBCHFeSKF+EzENs7YbmPND2O4VK9nTm2j0cbt8xTN+KO1r +o52gbiLf+A+kBUUBGGSlP5pkbSDeYnfh0TQB+PLL5Z/gxAYqoplpm4oKwk7P +lrlOoQ2UfldPTPOGIPQLRPDrlK6jcU77wxwxIUiY3X7x1fF1NMX5keiQIQQb +FR/9EgjryNK/u3GTSYJiVYG/rz9eQ5F14vZ3EQk+Hf7Tu9ZxDbmUPO3V8yZD +VOWUodoaD+2U7VLSEBcG86DamcoCHqonXVdnNgnDNaUjFiFHeEhfbY+1Y6II +rB7bQPYrq6iOc97Ex0cUvuws7XfKW0V69J6UyUNikC81w4k4tIo4e40t2xzF +wYpeZ8RaXkEhdmfcOiIokGwy/0r00QrqoNM6ec1UWKvX/PWc3QrKv/jljy9F +EuDzUIRvcomLnOWiXq/fpUFiL5M/OJeL9K6oVWk1S0LSzIu6RVsuenWy2+Jr +MB3Uv7w0/31pGeXFJmVqmMlCw4ekHL7/Pv8fwTBQDg== + "]]}, + {RGBColor[0.880722, 0.611041, 0.142051], PointSize[0.004583333333333334], + AbsoluteThickness[1.6], LineBox[CompressedData[" +1:eJwVV3VYFV8TvpdL5710d3eLoOyiAiIgJUoKkoqKiiCKioJSgqLYSoii+AOD +ktYzhCAo3SAl3d318f21zzwz8+47Z/fMOyPmdsHak4pAICiTCIT/P2Nt1Eyq +M2Xx4YKNX8reujCYeHhPLo80vuCnWFUxsAf8Wxkzah9J4lSabA3Hz2qDYqm6 +5doNCbyc8txc01ULHJfP5vN+EMe/GHmwLD/UhNfFyPb0shhuxFlZ8XJEA66O +P6AuOyWG10nErp2y04B3BysGRvtE8Ri6+GSzv+rwa29rj+IFUbx+8+GjZl91 +4KNhfuXMIIoP3Xn7aYBZHSjq31RPO4jgS7dyPYxy1IDI51lFyhLGhdh4Ep3c +1cCX+qQmgUcYf9Jw3X6cVw0u67jpn4oQwuXufltaa1KFjD6M4QlRCD/Jk1H4 +67Eq9DGw19ncFcQfPzD5WnBCFX608U88YxXEGbzTfM1EVGGqKMgyJEkAZ20u +11VqVoGoAkq6g7YAHu8yYxx8QQXkDewYIhr5cUGSgdESmwoE35i2DLnMjx++ +7xVN+aYM+uJftlp5+XF29nQPj5PK8Dh1q1GylA83ZL87eJ9JGd4eCTTgvMCH +x2f4ntQtVgKPts/H7EX4cA6BU16iF5XgXvUOfWYjLy7l2qi5I60EXL8H5noj +efHUwRi7hD5FUMsXEMk04MX3fT76vjJeEdTv3ddY2uTBvzd4W1s6KkIlY+q7 +kEIe3MIhDmMVVISNxDscqkE8+Dulm3Z/exSgMrKitluPB78ipEp5+U4BpBl9 +bM/ucONmhKxlKR8F8FopWSsq58bP+llYeqsrgEJYdsy3aG689klC7cFNeVjB +irjwY9z4bZ1hw5RKeXgjVf/EUJgb5yQI+V1+Ig/7P8X+yRzjwlmLW0sT3OQh +lvE0h18uF/7PkaRMUZeHuG8Z8gF3ufDvV93pv1PJQy65nj/dhgvPWen996hZ +DniNszloJLnwvCXWcyGpcsDBu2kZsMSJP9k8aht8XQ6KQk4RZyo58cPVa7o3 +LOVgurNZ1es1Jx45fjD2grQcLAyzfKu7wIkLVftGmG/JQkmYsqCYISduHUNg +Ym6RBdxaN8FSgBM/rgUpyZ9lwcBYltF2ngMPV9UPoImQhQ/fnMqkqjlwcakC +aZVTsvCwwPVT4VsOHOVo/ePeJwtzSllizDc48Gcn3xt+45EFWXLMDPtxDrzx +3pYDaVEGui9Fm/xS5cClqyUertfLgFoOb5kUMwf+qun51ydfZMCq/tZhqVF2 +nLmwouN3jAwsc77nLSlnx++4LAW/OisDQGuEFpLZ8RCXLPuNIzKQQMxny7/F +jptFlZwZk5eBe5M8ogwn2fHsVP8ZFyYZoK/qPfRvHztuj7y8HSalgaDczowJ +suMk2YfhzTXSsNzhtF9gk4LrrKZpV3+VhmOhk7V+fyn4mEJf3J44adDr3xwz ++E7BDcpyB3kDpIEZMQ/eTaTgtn/0k33spIHGbXqfzm0KHjnn5yW3TxqmThrG +27lR8NSs36tWotKQc0Sj7t8hCj4wvYP3U0vDWQOViiYZCv5f67RJ85gU6CRQ +P5ZlouCs6Ku+bJ0UxMQtefVMk3G5j+WnO3Ok4FLh9sP5RjIe++Kc8ugrKZBq +17nhlkfGBdQ5KBYhUlB9/vgXhXgyHi7blc58WgrejOpWmIaQccEAgyxhCymw +d/svCLzIuOPxtulQbSnolGJ4GWFGxnF7yoE9wlLw0FSfOkmdjBfVyiXvpZWC +8fEn2dR8ZDxrDxdX5LQknFwPcj+/w4Z/sogoEG2ThBDHrD1eNWw41U26YiJI +gmivnMHsazZ8XySHo9x/kvDzUco23Vk2/P0Ti6GncZIglFXAmqbLhp/1Ks03 +vCEJeRdPKDcxsuFRQkIH9nhJgmCO457bXay45FOWzdOWkvDwjIHIl0+suEvm +K98OXUkIXOxbsg9mxTkmopQjpCRBIejA4G1LVvzazZq/F8mSYNBxW0FUghW/ +8HZd6umGBHzQKJbQWmbBC2wrS+aHJUCPSUDvexULfkwi1i+yUQKMNtsXvyWw +4Mn3eqhtf0jADdxtVNCPBbeOpbY4kSYBxtLXYcaIBXenpKk+eCYBdOCnqyjI +gls98o1bDZWAbQFXqfo5ZjyJ6Z7n0wsSQOVy5lRHJTP+5PXld+5OEoDLcfYa +JjLjl17HmLuZSIB8fmIiRwAz3rtVd+6htgSwGJz6ipsx42lvwihTEhJwl36P +ym8JZrzPac06kCIBzWXTJpkbTHhbvJaF8o44fOwo0ZlrYsKjD5XIU6bE4aZI +o0HUJyY8vtiVLNIlDiqZn/MCw5jwwNkO1RNV4qD9uH218CQTPsNbVJqfJw4t +5Y4XrHSY8EYZSaqDH8QhItj+4V52Jtw9O0516Yk4XDL/0HVpkhFP18t4UntH +HJhrvLpWKxhxnXTxoFq/3XzIlKhJZsT5lk6qLZ4SB1VzbeupG4w4Q+ZNNsxK +HPKEh1ns7Bjx4QSK7xdcHEIPv6Nl1mTEO2Z20gxUxSEpdW6RjsyIi1g7yK6K +iIPzm/SXRyYZ8OMRumYNbOLAQlf4vfEXA84Xl3T7z44YWLDWqSW9Z8Av2php +jM2IwUeKZO2XUAZcOzq1RbpPDMr4df0Irgy4mnzC37v1YnByK5768X4G/NLg +baAqEQPO8Y9+ngIM+NvFuc2kTDGot7fOuLJGj38jAtnprRg81Z7N+9lGj0fz +NdzUfiwGguL096xy6fHMTPoq5btiYFYpqMT3lB5/l6ISdChADEq5gz8L+NPj +LwW7BQK9xIDGRUDIzoYep3i46lWcEAMJyROPa9Tp8bwH6afVTMTA6MNfxevs +9PjzeX3tfF0xCKEKZHKdp8NjvLn2OiiKwbW/Y7bXG+nwR4ce0fMIi8Gh67/3 +/Mmiw5+RffSn2cRgv4Vrv9VjOjyn/9WVXqIY1PwJjGDyp8PVTllZjC+IgtKD +I+6rx+jwl+e7T7MOi0LDZ/ssHm06fMEm2dO0XRQ4zS1yT/PQ4ZRXVONvqkVB +fW9fzvgqLX7ExjGe9bsohL/9shLfSYuXrE1IPvkqCuudSn+Ci2nx0YoaJbW3 +u3jkiDuxibT4UtiQ29ATUXi7HuxXe5sWn+tsvZQRIQrPfJzmdN1p8QdrKwxx +QaJAhDrHZkNaPKTS8G/UeVGwV+4iv5KlxQc97V4/dxUF0foiv2gmWtxcyG6j +0EYUrgc3DadO0+DtH+czF4xEYd79cct0Aw3+s8vyioGuKJw18k5z+UaDP0hi +JqYoicKFG8lNay9o8J5DMswCYqLQGu1dWnyDBreSJth84BSF215J46muNHju +c9M4Q3pRyDnYXVp4iAafNeAkz62IgBWzdfmiLA2+s7MzfLNXBNqOF/rYstDg +Bn328mqVIlA1Ya75d44an/CKdGb8KgLudV+TI1upcY0CE1qG5yLgUtWj5VBE +jQ+kpXxSvCUCZ05LX7F8Q41rHuzs9PcWgatB5HGfMGp8KeuEUL+FCPxeOS7w +nw81bljwkeqSjgjMOrQ+ZbSkxkcv+QhIiomAstvtkQda1Pj5KP31NQYRGNO2 +eKMlQI0PN/3QmJ8XhhMrOtbbBGq88MClk8x/heF5osSj0WES/kGrmP3wT2H4 +Ytwxv/CHhOdJdI2nfBEG76pNVtFsEi70qilU/IUwqH3YDj73koSbxPhchRBh +eH2Uvaf9FgnvWOA7G3xWGDqyJao8vEh4+3faTUdbYaCRrOlhMyfhETvLNXaY +MKz4maMODRI+5384zF9OGJzPBDOX8pPwkIMjlV84hOHX1d9nfhFJuOnOof10 +20JAkyV7Y3KUCvebtXhwc1QI7m8yjCvVU+Fnnvt4UpqE4Gi0g2NMHhX+9py7 +b+l3IXjywP8aXRIVrtN17vjDj0IgK8I3kxhOhTNc5voT9FgIHrqdPm3tS4Vv +WOG3QoKFwGuoI07sOBUeWSIklnJGCBTktYSY9alwWTpJj3/HhMDu7L08ivSu +7UW/qYcLwdwDBQ51Vio80Co/IUNBCJpM3v87t0zEb/+23sF4hABdzO8o6SHi +Z+fF2seohEAx0OazauWunf+k7/O0IITzxnAUfCXiR3/qNEZ3CoK64ssyhxdE +XCckx/tOhSBEv/0TwBVCxFmMS5yeZAnCROr9gdEzRLysSMr3R6Ig9M5YVzZb +E3E3swx7YrQgqEom/G3X2/XXqvU4BQrC4atzvYuSRDzE8GpRvbsglLs0P5Bl +JeINP02ynCwF4Y1XeerlFQK+fNPlLmG/IIzLaY239BFwqS7XxSI5QaC/dI/b +opqAj9T2/HzALQjinhzTPdkEPFHN4vtVkiAoj9BohCUQ8OwD9G+uzQrAGlXQ +R4MIAv7r0D7NR90C8PSmJzvnJQIeqbmEo2oBoA95rrXpQMBvviY/IOULQJZr +TtvaIQIuc11v0Pm9AFBdU0PMKgR8j/U0c22cAJyRscrW5CPg5/aeabS5LQA0 +XcI3LpEI+AHejJ3p8wJw7XpreVjXDnZgLtw1yVEAFgcfulhl7GBzB3xLPEwE +YKWD2dkwbAcTCUma0d8jAHjeSZtTDjuY0BuGAiUpAfC0pu9MUdnBfuaaT6py +CECO5HwUG80OlpFdZHeYKACaiR5bbzq3sQopi9rLM/ygnkSst8vYxh7wfBLK +7uaHeZ4fidrh21jfpgAv7R9+qK7potN12sY+Zt2LPVfIDyEHB9Lc1Lexttg7 +x4c/8oNkeYJsBv02NhmujF9+zg+bD9kkxHu3sDt25qIc4fwgquK3P//bFqbT +ovP7pz8/eLcqC/rFbGFpKj1c0e78oLrT7mHhvoWddi5ucbPmBwVWuR8WulvY +xfD+PjMDfpAXXqnzo2xhWndGWUxU+cF8ROtg/ugm1nR6WeOEyC6/kqkSEdjE +/hPPlw9k5YeMsj0rH59vYtR8rtUft/hAZ10n1ubCJiY+9G5iYpIPzn4X2iNi +vImNUQq98b98QBLgSmAS2cQ2R07wfvjNtytyZhd5VzawT0Zf2wSL+MDg7bir +Yd0G5hF57nZKGh84xDOLxqVuYBZ+OVP7XvGBqhW4bN/awCaVxTeGovjAnEhs +irLbwFJsft5NusYHL4WzlTTVNrDVWRHvM2f4gGj/RnKLYQPr+SR566A9H2z/ +uHx+8N861j2smaZkwgfVC99+jBWtY7eGhStk9vLBlcCqOuan69hrdsFMNTk+ +6CSN2Jn7rmNx6nUmpnx8cHKDjyPdeB0zzz9wwZ+BD9jG9uVLia1jaewjhM9r +vCDOtUz1fX0Ne83wqGdxjBemZXK+XGxew+LEro6advLCSm9aIP5lDZun09rJ +rOYFlbY6fsXINYxIBySZIl7wtGuz1XBbw1DIhba0dF6IMlYbsd23hsVeXXbc +H88LFey0Dx5z7/rZ3S/3xPDCfIEG4+TsKnZYXYjw4CYvZPceEXT5vYoVMg8N +mvryQu94dNjk+1Ws9ncDNa8LLzBoD9I9ub2KjWhaHpy34IVPphOeto6rWPlx +sbudOC+UqPa5qWqvYvz69un1arywUPShVJKyirlnOCc0i/PC2mq5ifrkCvZs +clB/mIMXSl+6frerXMFu+C3609DwgozfvoHnb1cwm7peSfVlHhAm5obM3FzB +qi4aa54b4QEe6jIXF/sVjP8mT1R2Ow+Uc88cGtFcwaQywxnoq3mgxtl+LZy8 +ghUc5Io/U8QDz/WyDPUnl7HtmmiZ9k88YE3eu8D8axkz2LseZ5PIA++pC3/P +v1vGajNzf3bF8gBzT/TLmVvL2PdEp9SLITxw5u99GZLTMsad+FuE/TIPCKVI +GSjpLGMb4dI84MEDLYr7s85zLmOXfBsDgo7zgM0P3Lh8dgmLzwqQNDjMA+cW +BGtUa5awPQwrTJy6PGBSuY+S/d8SthV3g2tBgQfwtIj+I+FLWOe8j3yPEA9o +vnFhXnVbwpLPeGi2sPFAvVeSayG2hH1bMhZqJ/KA+bsXnx8JLmGnrqjWDS9w +wwU+9rKba4tYfNNlTeIwN4yPGl4Kbl3E6OTe7pFp54YfTb2Rj7MXsT1Ld8vs +qrnh4b2NzuKHixi7mXDZ02JumCVK7F0/v4gdYfko1vOFG+hqzAJMTRexJqHH +1WrJ3FB+u/NUhuwitvd9+H8PH3ODpNDzBlnaRYznqEvaehg3MN389jxnYAEr +j1IuuHCVG9Cf2gibkgXMom1v6YwPN3DS9QfQJC1gSSzrmUHO3LB9zVy7+sYC +pvYffwDZkhuizNsSkh0WMC+Ba6sZB7jBj+ttSLTOAhYsLCnnpMUNvp6qeRHc +C9gJJsdFiiw3DJ9z43y2OI+Fqd83buTnhqnn/hdyG+cxbR17cgILN4RrbieO +ZsxjGn4x+/wI3EAUnb2mGDuPpZiIF1otcMH0lcdtIefnMe/Eg4F6w1xAMouM +HTWdx9KUjNxUOrjA1L38mqv8PPZxPf2M0p9de/6R7xj9PDZXIH5DC3HBRa8H +RndG5rBX2J1I4ywuCFD6r1OpYg7Ln66/6f6eC5bCxKnHUuawWMW9plEvuOA/ +q3vxOXfmsK5m9r78aC5ImPpx86HbHDaT0a0wH8wFxayTITcM5jDCnIGwlh8X +PH8bdeeq6BwWlcqWGuLJBe+yHZzv7sxi1430c9vsuOCFzbnxpJ5ZzEpkUm+P +GRcwRHDS/v4+i9ENOsu+wbigYc9cNE3CLCapsH2WXYMLnORGTljcmMVIS04r +96W5gHte1Oij4yx2QUOliJ2fC8RWWTTIerMYjc3Rj29YuKDq4qmNcP5ZjLki +7+seIhf8/i2+yrs4g209iiltW+SEvKvpkgbZM9hsN7nx9ignvAg+uifcbwbT +vJNep/6XE+ycb06MqM1gH5OGPk3VcQL2VmbLc24ay5Pzccws44Q+coEsIXMa +yw+jqbmZxwkdzTwKuRenMR+h9wvW6ZxglPe2JEJ1Gru3erxENYkTSp1U0vxn +pzC3EyayPI85QTmC/t2NjCks+mg1P20EJ5x1mfRJujiFBXgYR28FcQKhnLHk +r+oUZqtqfm7LlxN440memnOTmOl6eAaNOyckaQxxf8icxMKcfxzhPsEJIi/l +n6v5TWJqE51KKqac8JtY+KFVfRKbr+03s8Q4gaI1QPt0YQJjC1h6dU2DEw5s +OF87lzOBvVWzZUqX4QSZR4fBKWACoxtzejQowAnPxKQTPbUnsPqCu6LSZE5o +OdjdEr4yjk2kun66QM0J92/mykP+ONZ0+I1sySoH8FU7uFKCxjGxS6xR/FMc +oCjTqBukN475Djwsud7PAeZSocHrm2OYBkG2YrCFAz5cV5x99GMMK7kyfc+2 +mgPOvp06ht8ewz6u8FLX/uCAUV89P5oDY1jjyJLU0WwOUMsdYOknjWEqXFOD +LakcEDnHON34cxRbOHtLyzOeA1ZH5Ts6I0axc5+NmDcfcoC/C+XZqskoZi2z +5PwqjAOcynsmFJhHsdvnbEXwIA74PU791r92BKNhO2I45csBjD8Mbzc+HMFW +7WvKk9054M9O5lFDmxEsjGUuztmOA7TpP7b84RrBrgr0pIiac8DHyMbu0+3D +WKZH88y4AQecsZJR5Xs9jPkGyp8p1uaAg4LDT7udhzF01Jz2qQIHpNo/b/8m +OoxVs0OxvygHEHYYS5MHhrB7HQKhjlwccNnphGDyhyFM9wybmQkjB9yaa8vM +PjOEta+fJOvvsMOmoaJ5h+IQ9mtroHzvIjscrNQuoMwOYmf/xrjsG2OHkg8C +JU7Zg5hHiVOrYQ87zBZiqoVXBrFQ57Mix5vYYczDuFFOdxCr+DKoev4XO5hf +4bqcvjWAdVbSE6O/swNJsLpHv2QAS3yhEP41ix2OV5X0D9wdwMh5Obmdqexw +XebJ4VeHBzA7OZEo5gR2UKLl6DvFPIDtUV1bOBTHDjmWJgG69f929X9w6k4E +O5gQgloknvzD9MYen6+6wQ7GPCK1Qnb/MMOzdWe4/Njh2KtRRVnBf5hA8YUO +b292OBVThA709WPrOq7Z4MQOWtMZx86n9GPdxonTItbskPadszD1dD/2Rnpv +aJjxLv81jx9ziv0Yf5GV59w+dqC8t1Q1nevDvrnzx7qrs0NrbW5P9rc+zPlX +63KXDDs4vnz/QiGoD/v8qeuxgxA7yB6yV8rS78PoSh8497KzQ52O3jljUh/2 +M8jL1IeeHVRVSk1aY3uxxO6xYxtbFIi4z3NUl68X67TPuBS3QIFAOvOwwrc9 +GFX8qZcqYxQYHo+OPa7Yg8m4fytr7KGAf8hRFtbcbiz3+OXR680UuKB9MqkP +68ZO//Xbka+mgEVtw3BN1V9sfOYVoQ9RoC+GKazF5i/mtNY/8OobBfaezxNY +6e7C4t+bJzumU6DwRJWZ+ukuLO3HvKp4MgVOO1wvDJ/vxCKol+5NP6NAfr8p +3eKNTsyXNiIVYiggsbrRco2uE/u7ORb8InSX7537VTxxHVjWu/MMV65SICjS +IKxGsAPbw3URs/elwNNzzz69Sm3HeN478x3woMCr/UYDwertmGVxRqyqAwWu +rByqufa9DVP+NvdK0pIC3nU/WKMPt2HLebkawkYUiLnFbZbV1IotPn9nLbSP +ArmPBuRmTrZiVRlnZsXUKeCZOWtmMN6CXS2vpFGUpUDA2l6HjwEt2N2OqGg9 +4d36DSeWJYgtWBJfVJAlJwXmo07+yo5pxgiZ6b99GCkwKcbvf4K3GUv6PBh4 +j0CBLzJ1SawpTRh9r8bVr8tkEKk/Mdeu0oTx5b3/2TFJBrXCb6y5RY3YhpyN +PcMAGZbMyYnvjRuxZ7GnFPU7yHCKK9swtakBG71LpXO1jgyG3MyfCl0asLc1 +lwPyfpKhRTktsHeiHvPW3uneKCLDjUt6FlxX6zHlwHUfwywyLN+O7nCkrsc2 +uCq5nnzcje8nXfcUq8NsjzS2jSSSYdzA4JCGbi12qe9JGv6UDOJ7qJ1FbWow +IaHHEYnRZDg39ZVD8dwfjP6t02li6C7fU425tmG/MUbrGKMzV8mQJSr2ND6x +GuPS/iXQ6kuGXKYrWzt5VdhRt5J+Y08yPGD9o3+r4Rfm0aUR98ORDDmDeh/5 +JioxjxvD0rrWZLjYvBpZS12Jpf9Ne1l4eBfvvLlqgnAFhmk7D2IYGczNXkzd +1fmJJZsNEqq1yECpOUwOsy7HvGzUxuwUyZBc0zUSf64Mi2nBnk+Kk+HA6fay +3+GlGE0CF00YHxmeffmzQE4uwYJelSqKk3fxXY5Uni0CTL/Glb6clgwN+pUC +eekIUz8hK9myzgbTjhbKqO87NsXNFakwygZuezDPaa5izIN7RTW6hQ0S5p66 +HDQtxPYvWXIslrLBN9a9xcW387HxyHwJrww28K6Z4rPPzcVyvrYe709g271f +1jw8kznYK0nvZM9oNlAYarNeEsvGbtvorM5fZYMG10Kf+ROZWLGSgmWUFxvw +vlte4xP8ipnuqCfKHmOD189yjkZEpmPBh2zb6g3YYDU1nlV+KRVTvf3fbIgK +G1wX3b68cyoFI7Pb9+oJscHWyPV86ro32AxL0ottxt16ArbkfK++wkrYf1Gq +V1nhnpjFHRmbx9gdCXU8cZgVbm7RtLk4RWKawWZ815tZ4ZrFm/100v5YesDz +ONdSVshN+qp6sM0V6RxJST6awQpj0VwvZINDUSSJa59hIiv0fXx/nc79Ifp4 +JP7EoRhWiNo0f1gZ/hwZHtoaMw1ihYAsJOOQlohKzzKNOZ5mBQNOzkv/ht8i +Jd+0I/7HWWEmSCwz/OoHpEhbS/30ECtkxBV9EGRMQzlt11h+qLPCe7l1qdTX +n1GlWYnDjOhuPpdm6JNnGajtUuU/WTZW0FaNirF2yUKmTT9e+2yxAKOuqTCb +bA7KdRi7njPBAtKrL1J+z35Dw4ovrtF2ssDfrNP3owrykHKkQrTrLxb43BNr +fCS0ABW+ZU8tzWWBF2XVB9hMi1Bb1O8yxfcsYGtWPtPB8R3lEQbaEh+zwOsC +IUj/+wPxn1rs4A1lAXMbPY4ya0Cj1/6DVxdZwOyCrqnWnhIUfLEwVNKFBQK0 +vA58FihFnW+muHPNWWCt/l22AqEM5QTz+FvsY4HJFG+HzMEy1HKF/9Gs/C6+ +T8G8flU5iqof9njJxwKVx3X2tnz+iS7EBg2b0LOAi7HIhH9cBeq37WemWmGG +xPXDFcKBleiqsWZdyRAz9J3QjGpy/IVeTryUjGpmBto8+oXHeBUaIBtR25Ux +wyfsVZmrVDU6mHHNUzmLGeaNfIt0GX+jgfpQjDmZGQoBvRaf+Y04zxVHzcUy +w4miO9J8zX/QLasHej3BzOAzfF5YpKAGvWA6b9Z4nhlwiSUjrcRa9K68I7vG +aZePpJ2H0506lKfgdqbelBn+sDUkHNGsRzX2bzw6dZnBsfiEyeyHeqSer5sw +IccMtuZ8L5L4GpDO0AAjNR8zKLn8nbKLaUD4a4f3EvTMoOvT9kVwpwF9e3bG +48gKEwTrZGMTlxpR743dGWeYCVhO36f5OdiIkktzVT63MIH77Lpn2okmVPz4 +p8JYORPIZDFWvq5uQnsKWRQVc5gggPVw7Mv9zagn7InslXdMcCPiu1RKRjOi +yfHhq4xjAg73lbkiiRYkZ/dpWTiUCSZP0Tr1P2tBvmW3829eYgL6i6F/OBlb +Ebcv/4kBVyYQ873/6fjNVuTbm1ttYckEJ5daPFNnW9H954lMZRgTcKu8cqPz +aEPCq5Ls+1WYQCArjSWwrQ01KX1s/S7MBIXe5xuXj7QjU/5HVoasTBB9s08w +4kc76t5vc71pixGsTiXYy6p3oCfJ58xOTzHCdmXXUuf7DmRc4vmd1M0IUbn+ +Lkl8nUg+sKHi/R9GEP04RH3lfidqHTQ7dbSYEd6k2di6ELtQlsutsK10RjB4 +/gAcA7rQkgO/YvZrRpA6wpl3dqwLddp0mF+IZoR70xxpsc5/UURxyIDadUa4 +c+wS06+Gv6hj5N/Qug8jgOUvcy6jbhS01GJe7cAI7goXBwMLu1HL9/2cb44w +QrjQrYOzyj1I5Qet+g3d3fjWmt7gdz3oIo3Mm5PyjLDEvaEsyduLXEQTTxjz +M8IziwupfTG9qIg2wEqbkRGKFVVdO3cnjWW6H+EK6wyg+nL8qqVeH0rPfzIr +Pc4AJ0ePdTYG9KEHvUKRsp0MoHbbpORURh/a6x5hpFrNAEQ5ytmt8T5Uu4de +Sr+QAcZYPLk+SPWjm2Z9gtZpDHCt9OK2o2s/Eg6ykzn3igE0bZs9RF73o+SL +pftj7u3Ge36ImG3pR/Pvr9pnBTGAyeErH+rI/xDnoZ7LPT4MoKV0lPjd9B9i +43UJJzsyQO7xb+354f9Q6O0L9w6bMsCJY1nny0r+oR9OMdfC9RiAz6SG2L35 +DzVu6JpXKzAA6z72NhqdAVTDxLDDIcgA4Mehqn95ADFGxUS6MzOAX/OERfiX +ATT42X0gf5MeQuwNgnrGBlDgP00Gzil68AwzXjCSGkQKn74s+HfTw+Pxkh3k +OojoEyPiu2roYb2QdsgkfhDdPxy8ZfyDHj67EccG2waRjrw9ufDLrl9Fy/oR +xxBKTRquVUuih1ga8LawGELuzZvqX2PpQVbA+ZJI9BA6ln1NW/02PRhUeecR +K4dQXtuBpsKL9BDk1hO6TDWMJm8akkxO0YMCn6fQtv4wmvO/An+t6EF/6XAD +7/VhtMDaSH3lAD3YtoSOGeUNozV2p2pODXpIDi7MjFwYRj5fRJgKJOihoNjk +So/KCLropVLixkkPVg+wu4fPjaBehvfDFBp6uOvuLlf5cQQ1vU0OqFiig84z +OjkOQyOo8bT56dvDdFAzRvAniY+izKy2fKyNDqhzSvJLTo6iidErp6h/0QFv +kmHT09ejaDDwtFNtPh084hXjut0+ijRKZ98l/EcH/8q/1d/mGkMOHI7qfq/o +oE9D2/6F9Rg6FLdGNIumA9sP/1FVxo4hGU0pFoUbdEAanRFjqRlDel/3H2U7 +vxuv95P5LOM4Gj//H1p1poN7zhV8/cbjKCWkxXHkKB08feb/5kLYODJ6piXU +hdFB7djeNe6ycYQNHdxuUqUDI6vzN9sIE+isXMhagxgd7OE7EZGpP4EyH/kz +tLDTwTcTLb/3NyaQ97d02W4SHUQo4q+yCydQfUSh1fgiLfwd/+L0d3UCFZjq +3docooUFvJhHdM8kgojadI42WjA6mi5/K2ASTa7xN6r8ogWrm3+W1rInkURM +zaRlAS04hId2PpyfRPqHXy5fSaMFcqyx3iG1KXTEbM948mtasPDIus55cQoN +/PAqbYihhciG6wSqr1OovWzyGm0wLWhx3VVhmZ5CWRefMOEXaIEvoP2CttI0 +wkuU/YJdacF9Jl8u+Nw0ehwT97HEapcPa2LFYPo0en0t/j+Gg7RwtFM/02di +GlkvKl88rkkLl2af2ZIVZlCouPpKqhQt/MyfFG31mUEqHY/3bnPTwq+ytpDi +tBlk/8hY3Z6eFk4ZG4+Wjc8g1pNGf/PXaEDWo9ztCtcs6u97oC40QQPxfjIV +r7VmUQsmpRr+lwa8pJzsGm1n0Rw/R/1CDQ2snFY4xn9lFn0M8WbxQjTg7C6w +dPnZLCoa1R74m0EDM0qXA3tzZ1GryGszu7c0UJCiz+vcNoteGGcfan9MA9/M +rbmmVmbR4cp3FU5hNCB/3OJzLO8ckj74rGboCg3wp6WKGO6dQ0JxBccun6YB +Dom3n1gc5pBpjsEJGgcacGs4+XQsaA5xVnnXvzalAQ3XLoGO13PIg8anSHv/ +7vsfr4T+LZ5DqmnRHK3KNHB36BrrYvccqlrnbL4mSgP1ezlJojtz6IWGzaoY +Ow3M5Z3+4Co6j9xvv7heS6KBy8WsWK7BPPJY0LO/tUQNDtPPOcXc51Ho9Zcx +miPU0Hbp6YXku/Oos4tCmW6nhhIs4eWeD/NoOJnxX3o1NSglWHQPVM6jX4LT +6+eLqYE23yn8w9g8UjumcELzCzUIe9/rv8W0gB7taM1vJ1EDRincd1FpAene +DK+seUQNkkXTw4EWC8iv6mXjmzvUILbfRvX5pQU0EDDHejWAGlje4T61jxdQ +2RuOqzbe1HA999CIUO4CujB5j0HDnhpWv8luhLUvoNQrwz+4TamBd+/qOu3G +AsLrCx5v76MG8iH6/clCi+j7YvydcWVqeBizzWuLL6IKA8V7naK7eLPtI+Lu +i+ivL/27WnZqOCayRGIKX0SRYa1VFdTUcO4GbxXLf4soqB1bL10mQZbm1ScK +fxaR4OacStkoCe4+Kin3mFlEPd8TvSo7SZB2R7ywgH0JfRXcfFn3hwQ556xb +5bWXEMWg/GfXDxJ4yr2+kW+/hFL8vw1NZJDA2+Efxf3mEvrDH7e085YEVfNZ +m/LJS6j9o+gcz1MSKDAbvyf/XEKiiQrNGhEk8CPFBXCOLSHnGyGvbK6RoLX3 +SIc2yzIShEUs8OwuPv3K/qtqy0inwxESnUmwYLLE3mG765d4xFNtQQJXlagq ++6BlFNbtZ7BmQILAzOHm9cRlNCA5sFdRkwT/9PXTisuWEe9E5aabNAmOiVVB +0ugyUptlDE/gJcHogdZHKSwraKvwZUMXIwnuH2978Vt9BdU98uwS2qICZ29f +Gy67FXT9snuS+wwVODZdNwi9uYJEyDF8n/upwO2b4hD7uxU0XdJluN5EBUol +DGWVv1aQV7i1qGkFFWi9oHVLnl5BrCsLKUn5VPD65SPTN5yr6NGByrqVNCp4 +pZbC9FN3FZ2Rbou3SaCC6OwmVfKpVdQ2rEafHUsFTPluZqERq0jLZIyFO3Q3 +n2wzL/BlFUXFsKfd8KeC4xZXC7qbV9GqW0X7sBcVxIzd0/u1sYrsJkSfHbOn +AusdPa6/4muIkmbQ89OUCnJ+mQzzHVlDLaGmn3X1qSA++4lV6KU1JJrlsZOl +SgUie7W2uF6uIc+K3HplCSr46hsX1wJrqP+lr9AXLirIPHntR8noGuI0K+5X +pacCooqWWhd5HRnoNfHlrRNhv9DHRPG960h6e6wEnyLCuIPnjxen1tFXZ93d +yYgI3Y2/TfXvrSN0lGhzspEIy/1itJzZ66h0IlhzvnzXZsrK4P+7G++7fCUq +jwgMRaPsNjQbKFL+C7dkGhGmWC+vflfeQPNhM2yl8URQbzyp5mS3gRQXaV3c +Y4mw55lenHLoBkqaOUigDyXCIvP+Ra1PG+jdwurMV38izH48qXW5dQO9uHJd +3tF7F/9ppM4IYRNtDkh8YnAgQjV77lCcwiayeWZ+qciMCDkWQvKBxzeRbcPx +KxcxIlwusVt9ErKJnIrf5MmqE+GMSNzhqU+biMcpVm1Qkgi36b7yhrRvIon7 +UX1veYig5nXrnBX1FpLdXgUPRiIUf5syd1HdQofkj9TJbRHAVUmtJt1pC21b +T9LNzxDAf4FI1InaQtLXrby//yPACb86WprcLVTpOj0W3UKA9KFVKs6BLfQr +UDfG+RcBZDF6MS/yNjIa/HpEvYgA8cEzjzf3byPVgN9ijF8IEPrm8LP2s9so +NpGZdegNASzwFz4bL3f9/ktMZY8JwM752NHr1zbyT2HkTQknwB8fr2L+lW1k +7tekHHmNAL1/SGN80jsoNKPD7MI5AqwuXDDytN1BX4v+87V3IYDzPq6D23d3 +0LuAxodG1gRYr+I7MZyzgxKwoa/ahgQIu19ALTK0g+iWAn7J6RDAXdV6spmR +AJ+H+dtEFAhwaJ+q1iEJAvQ0n2vnFSbA/kw75R49AuSP01ZxUgjANEH8+u4Y +AQbzw99zUBPg/tELT56eJ0CiK2+L/PQOOuCrWJqzy9tD97KcZvMO8qczFafa +rZP5kLfBwcIdtEyV8j64gADPPQ5w273ZQUwfBA4pNBFARuBEsl/4DrKRHNuk +nyIAOWCzK+7cDvpc0d/KS0eEDdIDlG+9g4p6K/scxYjg1XTWcFBnB7FWJKg1 +6RHhqOu6F5fIDhoT2Bq9dXz3v4h5K2RGs4MOx/upuF8igviLBrfIiW00+LNH +OziGCB+51lSqG7ZR3ocu3cZUIgj0Pwim5G+jDknZENcyIrBwsxw+mbiNmgT5 +HOR374k+7XxYxt1tVJVPFlPbIIKuKqjR735HznOb+67wUMEZre1DnlbbiJu6 +U3RDgwq+1WsXVO7ZRitHDpmVWFKBSc1qhIrwNkovpTOrPk8FolutafHU28iS +Hgp5oqkgUuW0ANvEFnpxI9gg/SMVsMoaN4U3bKHkrqAX4bt9a+YJ+x9S/hY6 +eb02In2QCsi053fCErfQ5qruqACJBMsDm14sYVvonvLWuw4xEph6ndt8eXYL +CTt/zhvGSdBw70yBgvUWUotW0jB0JcEd5g/PS3W20A+1VN2VWyTY69D28KTI +FqL1fkm3k0SCSw9yE3dotlB/++rYSSCBnieh6P3kJnLZcTPh6yfBkEZAr2XT +JgI+rw+qVNSg0ddOQyzcRAyfe1+nSlCDQNu8TO6bTfT+1OW+24a7uk/9ALsY +sYnGbAQPo12djaq6aqTiu4lS+Lt+et6jBnzprvbCsU20RH3nfOBnapArjGAo +1ttEZMv/AlbqqWH+g31BlPgmanIv2Du2uKv7Ca2YE8Mmyrysts+SjwbO/+p+ +pjG720cwJjlVfRoIe2aVz9a2gSiCtu0x7jQg+IUncfb7BvLo3LH0iaKBrGHe +A60pGygqe/j3n6808AozSIToDXR4gjsvv5UGONtvffrqt4E+xzoXqG/v4g1X +eL2z30A6QeK5mDQtMGYwVb7GN9DruBcNg0dpQfC2UeULmQ2kccwsQOYqLQwk ++Z16xbrb9zL5bVne0oKIxYPYN0vryLfitX/8H1rYKnhlmr7bV/U1WJW6VmhB +dP51bGHZOuovb9Col6CD0qEXtrVp64huOSQ51JIOqk68fj78aB0pSpetrd2k +g+ttXy1I19Z3z6tdQ/8THeD5Q4GSrutIpIKn/EQXHVgxWDAeMV5HnodPfbBg +ooeG+wSiv/I6cn6YfkZlHz2U5lCOv+VaR9hY+z6iLz28fBhPatlcQ/K1K5t1 +b3b3qrrvJObBNXQ2UcIwtZkeTLKeWBr/XkPPbbDbjxkY4D7twcHwrF2dEqjd +TMYY4IXgVH71rk4d9txL6r+yuxdDwS/2kDWkOdY/7fKVARJUG1lcTq8h0sqZ +Iypju3srr1voV4vd+I6iGVdJRggMfy5KvWcNbdZ6K9KfYoSMwbf/nITXUPlL +jom9SYxQO5tbWkCzhsx/d/5j7mWEmBz6Iv6pVdRw4HPNS1EmKL9Z9/PWru4O +Ppn/sOHOBCdaD3WPFq0iy37CosV/TJBwI2XD9t0q0tiy4M2bZYJXjooClfdW +kebp8rxjuszwKVRQe5/fKuJq2pGzDGeGHOE8o2/2q6jb/RRVSzMzeF/CjdUN +VtFF7FgmhzQLsFRvq2XLriLxlepDB4JYIP2mLlGHvKvzgectEhpY4Fzv/q+w +soIuj2sQziiywh0dW23z3hVEEyIROH+PFcgltQ+7K1aQc+qC96MpVuh8vp5/ +6csKwlRIYmnH2EC0SP4/hmcr6Ev8OGcGsMF9Qrbj+905h5pBMJKTjwx9LGPV +hzxX0MXLT9Paj5FB30pybsRsBXWOpAQSnpBBY+37rweaKyjF44zDWisZuqfI +ZnsFV9CdnPoGI2EKJP26FjBCWkGyHZfrIn0o8ODPcezlxDJq/v3j4d1iCuzp +pUs52rSMvN491VDjYgdSyHQCXdEywnxZeKoD2OHoz/My5W+XkeX09MPxXnbQ +MB3XvXtvGVk1fzUvsOWANa3qRmO/ZSTDV+Sg0skB1lIBY6wOy4hnVFjh8SVO +qFM6dq3DYBnt8+JUchbngmcNDTdS5ZbRIVqXJIYVLuhetZ++SllGf51Snh2l +4gG+cftf5mtLiO0L4V+fDy/EHsBppPuX0BVv0frKF/xwdOZGErFqCVkJRMS7 +ZItAtWTIo76MJfQ/AtEjwg== + "]]}}, {{}, {}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, - AxesOrigin->{0, 0}, + AxesOrigin->{-8.778652201966315, -28.363156850176637`}, DisplayFunction->Identity, Frame->{{False, False}, {False, False}}, FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, + FrameTicks->{{ + Charting`ScaledTicks[{Log, Exp}], + Charting`ScaledFrameTicks[{Log, Exp}]}, { + Charting`ScaledTicks[{Log, Exp}], + Charting`ScaledFrameTicks[{Log, Exp}]}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], - ImagePadding->All, Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> - AbsolutePointSize[6], "ScalingFunctions" -> None, + "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ + Exp[ Part[#, 1]], - (Identity[#]& )[ + Exp[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ + Exp[ Part[#, 1]], - (Identity[#]& )[ + Exp[ Part[#, 2]]}& )}}, - PlotRange->{{-5, 5}, {-1.0940964161523357`, 1.0940959077164842`}}, + PlotRange->{{-8.778652201966315, + 12.347246444007196`}, {-28.363156850176637`, -1.3556829150932566`}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}]], "Output", - CellChangeTimes->{{3.8171170262142076`*^9, 3.817117034051578*^9}, - 3.817117468553701*^9, 3.817117526971801*^9, {3.817117557928603*^9, - 3.817117581532714*^9}, {3.817117683076977*^9, 3.8171176907835217`*^9}, { - 3.817118142969657*^9, 3.817118190961885*^9}}, - CellLabel->"Out[63]=",ExpressionUUID->"16b2f1f1-4bda-4b9c-9a2d-c4721af32a8e"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"LogPlot", "[", - RowBox[{ - RowBox[{"Evaluate", "[", - RowBox[{ - RowBox[{"Det", "[", - RowBox[{"D", "[", - RowBox[{ - RowBox[{"{", - RowBox[{ - RowBox[{"R", - FractionBox[ - RowBox[{"1", "-", - SuperscriptBox["\[Theta]", "2"]}], - RowBox[{"1", "+", - RowBox[{"2", " ", - SuperscriptBox["\[Theta]", "3"]}]}]]}], ",", - RowBox[{ - SuperscriptBox["R", - RowBox[{"15", "/", "8"}]], - FractionBox[ - RowBox[{"1", "-", - SuperscriptBox[ - RowBox[{"(", - RowBox[{"\[Theta]", "/", "1.08"}], ")"}], "2"]}], - RowBox[{"1", "+", - RowBox[{ - RowBox[{"1", "/", "20"}], " ", - RowBox[{ - SuperscriptBox["\[Theta]", "3"], "/", - SuperscriptBox["1.08", "2"]}]}]}]], " ", "\[Theta]"}]}], "}"}], - ",", - RowBox[{"{", - RowBox[{ - RowBox[{"{", - RowBox[{"R", ",", "\[Theta]"}], "}"}], ",", "1"}], "}"}]}], "]"}], - "]"}], "/.", - RowBox[{"R", "\[Rule]", - SuperscriptBox["2", - RowBox[{"Range", "[", - RowBox[{ - RowBox[{"-", "2"}], ",", "2"}], "]"}]]}]}], "]"}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", "0", ",", "10"}], "}"}]}], "]"}]], "Input", - CellChangeTimes->{{3.817115088249651*^9, 3.81711517985719*^9}, { - 3.817115793511944*^9, 3.8171158188557177`*^9}}, - CellLabel->"In[47]:=",ExpressionUUID->"72bac293-cf66-40a9-809d-4d0874dae037"], - -Cell[BoxData[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ - 1.], LineBox[CompressedData[" -1:eJwV13c81d8fB3A+93Pt7VJK1lUyCm1F56AykxlfmjKiEhUhTWWUlVKSrSQS -iopKbxKFZO+yR/bO9vv8/rqP5+N+Pp977uec9/ucl7TteVN7goWFpYuVheX/ -nzHXbNlU7e7txY+4fh0rI6GoRsrQUsoJPZPfWHaU8kpxvq+UlBfqlBTaak2Z -L/xdJlfjLfRdS2ebGeUYCJakSwUi1U+vFnUoK43ahaw4hqKgqLS8nZR/88Uu -LzaEI9+FQzHSlGWTOXfML0SgLQ1OtSTlsxru5/5JPkFa9hlh7aUkvK1tfzal -HY2MGR20bMrzZwxbxx3j0Cuu0RPXKMeztgb+25+AwjdIte6lvO/n/fUzDYko -6MLutKkfJPRH6hRMOT1Daazp9DjKQXZLRyYXnqOv6z/KalBWUXk7Ox78AtWM -pWhXfCehZuH0wzHJl0hxvD/OhLJHiYTKaFYqKhE18CouIWHNg9qyYe1XaOy1 -kpAS5fxjdx2H6tJRzcmXGTeLSbBVwLRBxwz0UPznk+JvJBAL3r+mfDJRc2Xx -2vkiEmrbLdZN7c9C9eNrb6+l7PmKO3ei4Q36sa7RbH0hCfrhvWwT8W/Rkmm1 -M08BCeKeBebjTtlIsfRDyZ8vJIwcjU4c25KDWm42lj/NJwG0L4+NLuQgjfvC -HVqfSQiXN907WvQOvSgTda35SIId/6agkeD3yGdn6IBhHgnsLZ1yw5K5aLVW -zbXZdyQ0wmf3of5c5M5d/1A+h4TU5Mivg1l5yGqSGar5lgSjC0bHB7Q/oaLI -JifZDBKkrOTT//J8RtUlDz1GXpEwoUEu9Nd9RhezEiAmlYRHnHmP+hy/oO+G -nq9Tn5OQfVn/wsXVgJLKX2SzJ5EQPbBTbNIHkKqk7mfdeBJcKoUcJ/YXoAJl -qUH3KBKEor8T4w2F6M+drMXLwSQs8L176ar+FYlNP98wFkhC980k47H4r+i9 -BZ+egR8J7xyvxY46FSE+s/1BqddIsN66bffIwjd086LEZX4XErSTpTvOnShG -BfstIxKcqPUoxh8wXFSMWl7MZa2yJ2F5+W/dUHAJurphjCvLhoSE0ji3Qckf -KHkwUihRh4SpyByFtqAfSL0+Q2VQk4QDjmVd1XM/0Je/SGqVOglDtH8WeTWl -qK3glsYaFRJ2aRjtDvQvR3zcgtpdoiRUZiwScqO/kLWE2qpD7TQQQpzHeDdX -IuH05hubmmiwZ8PD3f52lUjzv77ty1U0CJl6OeldVYm+LIV5XPlKg2336+xt -06qQ27KHGmcyDa6XKumrHq9Bb7hHXeOcaZCS9X5DWkQNSm5K7cWnaFAdqUVb -X16DrhVJHh2woYGso9Wn1Wq16HhQCrvNQRqU0m5vZhGuQ760unMtKjSYGuDj -9tarQxqRhsvd8jRYV/2kb/J6HZpZrJtnZdLANT4jvm+oDu09mlF/RYQGohot -Qr+K6xF7eMlIxAIBWNZhVHepHpUtX4ST0wQ4cY+XFW5tQOuMp2cNRgn41MR2 -5118A3IaKWq/0UVAL9w/qdLQgMa+1chV/CaAP0V8bypvI1I9NkCiRgJsPbb8 -i/FuRBoFMrfDfhIQdPRzzaqsRnTi1lT0xe8E5OzTzbzf14iMWyd3Xf9KAIfw -Mac75k3Iio/rHSOPgC3z/ftX7jahjTLr/sbnEGDTcVHGq6AJybVs1rbOIuB1 -RmDL2c3NqN2oqtnqJQEDQgNB+iebEatv7J/fzwmQ89Dfu/FhM9KJlJ4NTiTA -ril1lF7SjJYPGK84xREQr86d0DXXjLoPo+8XoglojTtjWqDUgkx5JJkvnxAg -RiunxR1vQTMfd7XyPibgsINSjk94C/rqPfwx4SEB4T+CHKy/taC2thw/+3AC -KpSGV+2abUFHK2SW/gsjgDvs4A8RxVb0TL2t5XoIAbqT6d6TR1uRx+ibloYg -Am4f5lOqCmtFbyT8smzvEQC5Lr9ff21FbPP2fNJ3CVgS/xUSNNOKRmh344QD -Cdh9Qxk7y/9GN9Ss+fYEEODRFTquc+Q3+rDkzhLpT8CbA2OJ60N/I+UvH1cp -Uh59aWxOK/yNdh0ymZjyI0CJN4veMfUbve14pTBD+bSr4Pt8uT9IKD3WUpm6 -/lmN2+lo6z8Iy9jwJFDu2FEt5h38B2lk32k0oH5PImpLmSX8QRly6roq1His -l8J9tk/+Qcm2Mt1G1HgfnZjcJLyhDanmuKimUP+n5qtZ25hVG4p8MJOlHkyA -gFx2WMW9NqTycU83TygBhncZWq/y25D0Ry9tsfsEBAxfmgwcb0P+zW91bB9Q -6yfFuXqrUDt6bvHVvj+CAJbmNWmJiu1Iecie/1UkAXHcZb6C+9vRyzzDt+lP -CdirceXIjWPt6Ph/ip+HY6n5dFHcPnq5HV3cUxJxlpp/7/gW3mP321G9LnuS -QjIBq6vv9ZantiPF1zTdjakEvKOpf9lT1I4+/BbpsX9NgPn2ocepv9vR4Kf+ -hq43BNyPNNQLEOhA9bfdNyZ+IkCldFH6n3wHOiufua2rgJr/hVfz9todqFW7 -YtK+hACu47yvtD060D+ayU/VGgJ811fwrbR0oD9pQtqDwwTIWF7rOzfdgS60 -kge1qHqDgM3QyteJ7Pq3Wv5eJGBxMMQtT7MTRcsGnmvnoYH7m0O17i86UdgM -w1CaqndG98qrbuhEOm9V+OPUaPBGJPOOWXMn0uDnSbPVpsGIp8BOVd4ulDMw -rfHJkgaOqOrJ0IUuZP9y9YF8XxqwJM7ktdzrQhGfA7q2hdIgkhRvLX3Whc6c -ebd6LIoG3384SLys70LW1n7j297SYKP5YqL97m7E8Sr452IvDeCddJG5WTeS -vzocGz1FAysxnR7ts93oZuIx3VsECQF/7svJxHYjhyGxT5KS1P59Wu7VH9Ye -5CfQpPeC6s83ygx//lzTg8Zypli8z5CwevOFkU9be5AmcTv/wRWSqpdPKk/t -e9CTu6+7o6NJeHnVNMfyB3X/yjoBrk4SnMOv5leG9SIDZvDnC950IKYT2768 -7EX6ON/6ewgdoiy/s2QU9qLAkOIgxyQ6lIoLawdP9aLn3fecfH/SQfFFSome -VR+68y3LeMd6Nhj6WFNZKNmP2k/73n3XyQa3JebGs3b1I8WUR1afF9hA/KaE -cIJJP/pttWqdoAg7GB5wsrju249UkizvxeuyQ3rlctOevn5UKXfS3OEtO7j0 -yHdlv/6LjquOZJU/5oD2Y00cBT/+Ip8UrQqTDxxg1hiw+Wf3X8R63HdqRxMH -7Crr8+pZM4Bu5CoKMsU5gZb1XEDUfwCtebf3Q0gyJ0T6SO+9fHwQ9R3hMVld -wQVcM5WnfL0HkdtV0bU1U1xw9fyNwNCIQXTweKrI9FpusLVtq31RNojGz7Pa -uJ7hBiXdmDONO4fQOn1mxSF+HigQFnuiJjCMhvQnD7Oe4YVtwd/z9ysOo4pq -wX02kbyQzObZbXJgGPlc5xKXLuaFoLl6ZWefYfRi1ZTrmAwfHG57WBzVP4yq -0+T5nnTwwUCqwNQCjKAX2pt3HVITAC7p23Jtu8aQnePLT1GDgvBd/b7ytf1j -aLXch2t1dCHws4rduc50DJnfZbESkxICIuyDjs2ZMdTs/uNVurkQzC8POTbE -jCEjvVWHHnwWgg9r5s97pI6hypSNbYkNQuCxg91T5P0YuvnRvefRuBBMnJMO -MKscQybH94kx1gvDYKtFyi9iHM28W1FODhSG1FnbTBf+cbQkMNsukSgMpxmu -H3jFx9GWVIcwrTxh6Da4+91g+zhq1KvPdfwrDImOjysHNMcR06uo8TALA074 -PmsMNBpHTgJ7DcpFGdCal99f4jiOph/FJsloMSCqvmzM4dI4slbyPTh6mAFW -E42z9JvjyF+8tV/sDANq5Sc59kWNo/qsXIfj9xkQvp9FsCt5HD2xO3fPPokB -xid5xW69HUc2OZkH4rMZUB4pJw/l4yigpfjJvVoG3M3epnq8iXr+hqrZjV0M -0K3UVFvuGUfHmCee1Y4xgG3ISDNmYhx1WCkw/JYYUMR+RE99ZRyVFW833c4p -AreYTiYt3BPo/R0JvhZhEcDI4z/v1RMorcUtw3WdCCxb+54UWz+BkkULHcbW -i8AnjzCnD6oT6OMXMQ2LTSLgHR7jZrl3ArVMeEk/3SoCu16nes3oT6Ctjaum -8neJwMyP9zcjLCeQ1I7VofnqIpDdUxS4zW4CbQ+IKI9EInCBtfp+jesEol8v -DzyoKQIq69qeXLg6gZpzbF78pjyyayhB8O4EilgTwWZAOd187mXmowm0E4/7 -/v/+s65sbw4lTSC+kW8jP6jnKwQJ541kTCCFJdflLur3+19IFQZ/mkBt53bs -H6LGl/x1U6nSjwn0mlNc+i81fru23dVldRMo+pFIWscGEZBZ0Gl27pxAO2ya -n/2WEIF2UYtOztEJdNz9i32PiAjEbrEdSFmYQH2OE8WsPCJwxOj8hA7HJLK/ -epZfnVUE1jj7zPcyJpFK0ERbzDQDHiU84lq/eRKd7mzvW2lhgPnnJKGi3ZNo -feyOS4wKBgg1Za45pTOJjJEov9cXBoQIlCkknJhEsdc23LOJZ0DuznU5Ri6T -SO/ta1v/EAZ0HzuPFq9MIgn2Q1jEhwF70oXNLR9PIt2Y80YBFgzo1ztylbdi -Eg0G/1fFT2OAtu/wL689Uyi4ymPloIkwzE7zu5uKTqOnxzKvXOoXBOY625UV -5jTKb7iO86sFwWhfdmC66jT6tWgmv/mzIDwPt4rlODiNzh703XYnXBBMlRNK -8n2nEbt5wz0FJAjpp7esURyfRs++he/+FS8Ati3mX2jlM0hwKtdOmIcfuJ52 -nHNrmkGSay592THEB2+sXcTbemcQXeukaWo5H9Ca/b3yWP8hVRfZnddD+OBZ -Y95Wt53/kNjeQLEyET7orZNK+ZP4D3GeDnDAW3ghJCL9sGHmP+Srk9/Bs4oX -dljspud9/odMxZYurlvkAf9aM9uIxn8Ilaf/Zi/hgY01fuKGfLPo3hkugeHj -POBcORSW6zWLVNT2HbOK4QahMC8k5z+L9rap2PL7cUPeIbaRhw9nUdXja1tX -XLiB+5ekgWvGLDLS2pHmp8kNr36a0uV6ZlHyr1OWzL9cMFL6weuh8RwK/X7e -kFeLC9y+3bY9LzePkm00lWpFOUGi+wDbzNZ5VLxfbS6LjRPKCM5UHzyP0BlT -pzczHLAeB48H/jeP3oyP1Yo1cEBTXsSNZ/fmkQl5yM/rCQdoZibHNo1S1xeP -btkuywEjFae1TizOo9Mfpk+LinLA02GF3l6OBbSXM2OfCAcHTCtkbJqSXkAh -zsqVzkPs8PL5+0985gtI4eWvmHPv2EHw6fdm7Q8LaP0dN/7IQ+yQn3v3WmnR -Ajr+hoNlmzY7nGk0lDGpWkB3pHN9/+5gh28iVU7HBhYQ9+cl63gJdvAKa5r1 -FF9E4dExfDtH2aDjzoDo6xuLKFp180DjQzbIcuUxW623hB6Hx6XdH6NDeZSw -V/rhJcS383yPUi8deovWxGnZLaFIv/zFPy10WCMmP3j2+hIqPjv+z6+EDrcL -9vsW5Cwhab/DGe1xdDgsdP2ts8wyKvn0/dp9czq4qvs1rSgvI609qNPXgA53 -HYJXHmoso/61mjvuatHhS95Tgy9Wy6jBaA97tQodNp760CUcuoyMnMTL9Pjo -MP92XPjzwjK6Faiv/76cBMafWTVTzhX0tmi0t47K65s5WE70ia4gN61BOhuV -t08d4XsluGUF9V1a0ohKJ6GcVNzncHoFCUyfrQoJJSHWwu4Sf90KCrOzDbp3 -mMqXV84MqFiy4FnOovnFURqoAOes/1EWLBuqmH5hgDofkSn0tlMseC3paDPV -TYP24G6pYFcWnOYyb7W2mQYS8Uct/way4MzsE4nTRTSIKjpUlPCJBdfHfjMt -jaaBAudI1WwhC846M+I985gGuQeD2g79YMFPPrI5b3pAg8b67/NLdSx4Y0y8 -xcdAKs/91VS1HmXBZ4z1L1tcpkE477ZYIRlWbM/gY79kTgMZ0+o0p42suGHW -NHSfMQ2yHrnmwmZWLIf+VUkY0qBSMr3WZQ8rXlfMqztGnR/5tmzgLjNnxUIO -dvr0bTS4e3i1p68/KzbcFZQ8QOXHW3GLJlNDrDh9dP9H3E6AscoHN8VJViz7 -NYZHncqDEgUX79vOsWIlpWg+1ExAXudAZSWdwC1/p2ZsagmYWN90KF2CwOxl -jyXGqDxo+yrnoIMxgcv3Wql5vqXO1xpu52IOE1jpp8Xpv5kELP9UCq49QmBr -t+6ok9T5PGo0qVzLicB3M1Z1OlD5r3pLuIHkLQLnSNxs/0rlO81cF73GtwSe -Ji8wvlD5g09fwYk/j8D1Id/+PKXySWtzT8ABILCunozQdSrPeC4e+Z5dTuC/ -LE9Dre4QkIkMdO73ELh/yHng8FUCpIrl9uuvomHdG0xPLxcCRg532d1cR8N3 -Dn3M+HCWysd9sbc/MGk4WTvv25IzAVacokUbVGgYVamdfeJIQJghqU3To+Es -+/0FIiepPFPTjj950/CllEfJay2oPPg3P8H7Jg0vXXpQ8ciMAE6WGEItgIbX -nnczWG1KgNCm/4pyImjYu1hSYvMhAtb7V+lkZNKwZ960zDM9AlJjMlLOvafh -tgc7h411CdicHcyplE/Dnz0eF9J0CNjVoVeWUkbDJu/+OV/ZR4D+nkKjxF4a -FhJ1+ZiFqPxiEp9xYpiGO11P9wXvJcDs9DUBySkavqEV2nheg4AjEburn7KS -mDPKp3/fHgJcRt9YRIiTOPnQ09otO6n5pN9/Z8YksfdJa6S+g4DL4udXCSmQ -uOxqh5LBdgJu6Ck2hewk8VKpiKvXVgIeJCUdCTAl8V+rsA+iKlQey7v5+cB/ -JPbhfGVtoExAdOVxCfoJEhPG3vjOZgKSl9a23zxHYvf68A8cmwhQYMxjfInE -jMz0PaZKBGQoNCYse5PYREK8O16RgA+WD09dCSBxT9tq/4MKBKi7XChSCyXx -bs2GC2nyBBTcNl4/G0GNT0rPgY9yaRZP36UkEn/hldPpkqPWB/cdZ5d8EvMu -2Ml9X0/ACZlTZUrfSJykw+5/kHLPLk2lwTISt+bhnAZZaj3YLw07NpE4tebj -yXkmARd9Wow2tJMY3VOrDqc8G56b0d1L4nMni6eVKbOCu9vJKRJnbJrb7SlD -gF+9WbXkAokr2jYfYlLmGlbd+oeVjq8shy9USxMQShN4GM1Bxwe7/NT8KTPW -jExZ89Pxril3AlOOVCm3EBOlY9XQukNLUgSs00l91yBOx9tmZNd+obzhkoOn -uQIdW28qEDSmvGl3m1mcCh17KDubylDexmKlPLCDjjtkTBxmJQnYU1zJtV2D -jtlFzXWrKWsF6fVe16ZjwFaTGZT1TAsLSvXoWPCfnu19ysar98SIGNOxYrR4 -mAdlyz9vPU8cpmPviNLLxykfe6ZknnaEjrs0LBiGlO2dnyvP2NLxqqaiE+qU -z6pIcGs60THhv9FKhfLFmUe9987TsevOR9NylL0/8RfWu9PxmxiFbUzKN28F -xEj70PFVWU5+GcoBuqxeZ2/RcWOHzU1ZyqF83ubvA+h40z0zPwXKj2onlIlQ -Or7oJCe2jXJM1BnugxF0fOOgyHZNys9OdPc+fkrHTrdP1plQTttwtLAzgY75 -yw9P21N+M1QXsymFjnN1DoRdpZz7xsjL8zUd113yT4ikDJ4l5l+z6fiXpKfs -e8ole7EK30c6Jv/zYTRRriBzuf8roOMqp+Wzy5TrSlX7kkrouOiHi7wc9f5b -w1ILR37Scanwvv1mlLsOM2PVaun4xcL8x1uUB8SjvW430/FRbdHAHMrjnQyL -X+10XJgpkTJIeTYlWGVNHx0r0JIY66n1QN9+vS9jko6dZy4XJVDmWfhXOD9H -x2lPaCvdlIUKXGP3s7DhL0I33RWp9SZ10NaihYcNy59gpxdSlhNuUdkgzIZt -3LxEhKj1urnJjMdNjA3X52cY21NWt9//lW0DG/70xmuHCLX+tRXzY02U2DB/ -dFKjG2X98R3e0VvYcOe2/IdVlK2ublTdgtiw1N3N+lFU/VyK4I47asWGE525 -dhpT9XbF5rZ3yjE2XN2csP0b5VvSSxaTdmz4arX/Jo2NVP9MH+EJdGPD5ZGm -c9upen31rco7+y4b/rP7brg+Ve/d048Pc39mw55bNZ0Wqf6RqLn14u+vbPjn -tuzJV1R/OR5cEZpRyoZj1jKzT6gS0CxL/2HWyIarKjSLqrYQUGV2YU/0JBsO -zGSLb6L6VX6WodQmBXbcXnrOyEedAJ+lPvUVFXbszAaMY1Q/VNPz/a9qJztW -PyL2Q4vql9ntueHu+9lxyZ/3AwxM9WN+OXr+CXbsq1Qc1aJNwONzrANGj9nx -vcU6zlEDAsxzo9mkY9nxJvGg3CVDaj7ou5iTz9hxr85WEX4jAkKiXY48fkM9 -Pz0E1Iyp/aGspaLtJzu+9Xab92tzAlzl3711JTlwlNyMpNAx6n33OF8Nd+PA -qzZan0+5QMCBq8xX+zw5sP4F5Ynli1T9irQ2z1zjwPUL+Y8t3QnYvf/gLpsg -Dmxv4rCX35Pqp8+VJ5kvOLBvtULiY2q/47afOp3TyoETyncIc1H7Y3n3VfNG -HU78nCndeSKBAKPuMEUJCS6sFBS+Rb2B+l6xu/aILBd+skqY7G0kwODizmtP -FbiwsMug2H1q/9cl/lSu3smFh2QVuAep84GWlKKHsDEXnnvKUZneTcD2I9+A -4xYX9gyJMzg3QYB47ZzFZA8XbrCKzyvho8HAV9sb39O58T2+KI8QfRpsFqxf -p32cF98JF6MbNNCAC02fbJ3kw9lLWx7z2ZGgM2z9T8ZCAIe4eGhdIejQWGjH -aq0kiH2UtMyr4+mQE1B0TGpaEJepvDYlt7OBA929vaJCCKu8Gf6RVssGpy5c -yeGJEsZjVmptpY7soOyoWGF4koFPHolIeDjNDr+ElLjd1UQw1/Zavx1BHPDx -9a2nSjRRbJcp/ilAhBOusCoYl/8WxT7npW+nJXMCV6u3rkv2KnzKxz72iCoX -9CRLP4zzWY1v3DTXscrggocbxchcCzGc+KVG1nIbN4RFOZSclFqDN01E7VFI -5wbrh0crePrWYPs+3/EIKR6Y3fd8Li5/LZ65oKcREsUDXT1anoX+4thw1SYt -e05eSNRQXfvz5Dp8ttaOdukaL6TfcRd03CSB5e7UKP/r5wV/i1MGtGkJzOI3 -pNVhxAfbWxNe+v+UxLXsBp0f8/ggUv5p+k8DKXxsuy9zTpwfrkNwpEGuFE4Z -2kr03+aHg2stnpfKSuP8Pw8Hr/fzg6ZLiY1goDS++2CMM0VaAOLEbWXLp6Ux -p5nl2XITAZD9+uKRkY0MfjK443HhVQEI21SoUJ0vg9Fr++XZFwLgMElW/VBg -YpfdyuVVtVS+zJqQCgxl4pzWHvlfSwJw9pbZov59JrbzmLO5vSwA7mbZDTwP -mJgvXfma2ooABEy7h4Q9YuKNJXwPklgE4bXa3MLjGMqnupY9aIIwV7BSn5zG -xAHfNDvWcApCWDVPcFEJE1uKh3QdZghCVNK5034/qOfVbZTkEhGEpEsV2rpl -TGyTuMfgM+V3omHzZRVMfG6l5hJzlSC0Wgufrqlj4seaYnyjYoIg1yWm3dnF -xA0/kY2vpCCoZHtLPOthYlXGo7jtUoKw+07LnH0fE/PsDqnto2woF5P5d4CJ -bW+6CBjKCMKFM1IS4+NMvPf0zkrh9YLgo35z7s0kEweu7nnyjfId3s7aS9NM -nGmqZ355gyBEZiTdm51lYoXX6GmznCAk3iAd8+aZ+NtEvVzQRkFIM7HX8llk -4mJ25eca8oKQLVO8bu8yEx+8qi88Sjl/csPcygoTd3YqXohXEIT/Ach7H34= - - "]]}, - Annotation[#, "Charting`Private`Tag$6593#1"]& ], - TagBox[ - {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[ - 1.], LineBox[CompressedData[" -1:eJwVl3c8lt8bx/Es+xEaSshTCWU1jMY5klBCRkqDZJWISiENKaPIyPpaRYWK -UEok5zYatoyy90o823yM3/376369X+d1X2d8Ptc517XJ8YqlswAfH98QPx/f -/7+pdxzJmk6PD6jHCzeeq+WiqhYFU1uFi2Cu1PDHGZxXvpcFKSj4AZ/XMgk2 -OIvHfMoXbr8PACPoPyOcU7EIeZJCGJAYNFPRxHk7w+nJimsk+JFmmimBc494 -2vLinxjwySHOfbiGizZnCu1Z4MUByXXVHW9wvrzfx2NW/j+we5e1pSPOH1r7 -X3INUsDxmCIdIZwX3E27Wa7PgODdFnZqNRc95+8OmzVMB82fdv+Vw/lQffSW -mT8Z4KfZpZBHP7loPNGonHvxJSB6mO/r+8FF4U5LZzi8V2D3R3f/DThraHyY -Y0VkgRNHjT7v/85FLTy3WKb8a0Ay/eF16BsX3fghp8EoeAP2JTymqVVx0fqn -rbVTBjkg6oeZzXwFF5Wde+Q62ZYLbHYYR70s5yJHFUj455oHfmdEOqlhXCTA -82/kBuSDCyJBbnFlXNTab7ORa1gAzhzbodteykW+OSLF7D/vAXz1qv3fZy46 -EjNKZj//AF5Tk8gln7hI1rfcmnWxEFCWXbBzhVxEP5uSwdT6CJw9MmvaC7gI -M7jJZPA+AuVwWc7WPC6KUbY8wKj6BJb4aKuMc7jIibojnB5RBLLbpch7X3MR -pWtQaUq+GPROJavFZHBRO/bVZ3K8GPx3L92Om8ZFbzITK/8VlIDzFvvNNydz -kdlVM/sJg1KgnZxNnIjhIoWTyrl/Rb8Cq3k5uTtPuIi9n8gbb/sK4ut03neH -cVG8UEn8mCsCgDAaMXOXiwpvHrl6bR0GpgUMk/L9uShlQluGE4AByeyHb7V8 -uMizSdKVbVgOtKp3UyIucpFkyk8B1p8K4O5zUiXanIt44p9ee+2rBANW+ncC -jbloOPCFBfN5JZBbLVmprc9Fn1zvpDEuVoF66j2TGU0ustu5S4/O+wYKLLTk -MQkuMsjcNODh8B1oTb84PUzB/ShDDZ2q+g6ci8djm5Y5aHn5b9tkxA+Q/ant -MGGSg9Jrnnn/k68Gi1DpxEglB3ETP6r0hVcDpTU2MTc/c9Bh19qh5vlqsGO/ -j3djDgdNEmZtSlpqgMfUwtu2WA7S2W+mFxZSB2ruri1ydeSgprxFASVGI7iQ -6WoPptlIEgidE1NrAr8r32gtjrLR3q2xeiFOTUBTtioltZ2NnnBfc/x/NYEd -zmvlEr+w0a7oNmfHt7/AU5ehFx/usdHdmu1HNO1bgFRgi2S/EBtlFxRtfRvX -AniyR5cVeSzUnHiQsKWuBbxl7/rnM8lCm11Plq7TbQUe9w9D20YWqiE8UOOT -agOfvJ6JnoxnIe6EuIi/SRtQSXqywz2UhTY2/zfGudsGUi6kb33lz0Jez/Oe -j022ge2brXsT7Vlozf4uycbvv0FpxAPxelUWgptdGMZLv4Gha0+BkzwLXRRh -1Vbs/AP+CvUr6kqxUGkH+eGn539A4OG77AweE41i0ec1/vwBkdMp9/YzmYia -LXvgjVg7kNxaoyc/wkSON7RmU/3bgcqknm5FIxOFn/3asragHVzx7L0U+o2J -Ph4yzo8eawfmij0Zz74wkaDUuYsPrTuAQ7BQak02E2ktjBuuPOoAK7nqhKFn -THR64JqiX3kHWJa3KrJJYKJ3eWFdl9U6gTclcdQyhIkmJCfCj5zvBO+vaNHP -3GMipRtHDmyL7QT7k3Q2ffVjIqeONwzSj06QMxun7nONiZ7vE0kfmu8EN9de -Lw/2YKLuZ+6W5du7gPX9nTc5rkwkQ6gjPLPvAikDLn9LHZnohMv2jwExXWCP -fVP28FkmiqkOd7H71gU8lM8fuHyKiRq2T63VmesCl8h7VW1smEgk6lj1atVu -MD/4Yfz5cSYy5uT6c852gxTj0+MWZkz04IT49l9R3UA6iz/W5SgTYcWePe8q -u0Hp2fJjQ8ZMtCTb+CR8phuEewt5/TzMRHr31OEl5R7wrvv1sbWGTHRjKJJl -dKYHyDsPaP4yYKL3h5kZWyJ7AHX8ssPsQSZivLawJlTg44KJqx/jvF2sgDTA -7QHSO8yDI3B281pVVKbUC1ortfpXcH7Z4u2WYtcL1N+9NRnC4w3saZbxj+gF -ys18gzr4fHJJWrW2WC+gFnuU8xsxkd1STMBuTi9YVNObP2DCRPEOnB1SW/uA -ZGvzUxa+n5ZKqz7myT7QGzUYu96ciSSUCqMaHveBVf2X50ssmcj0kfTBnLI+ -wO4bL2o5wUShU9c5Yaw+UCZ3FnM+jfsn+1LzTsl+MC8dsOjtwER8nevfZqj2 -A7GD5ebzzkz0TKQ2aJVhPxDoe5Kw6M5EB/bfOnPvXD/wkDV9G3AV19NTdTfj -Zj+I6w8644/r7/+8S+xcdD84zSPcnMH9sa758Wjdm35A/L6IsUKZ6BNhH9pb -1Q/kt2ziXY5mIuvdkwlvevpB8ND3frckJopONDUJlRgAZ6/1B47kMpFGzeKm -WeUBEFpqk+T6Gdefl7PgbDAAXFjR6zwqmUjYXizH4MYASPNOqCV2MVHQlgbx -la4BcLl8fdFNCRZStL0z5jE9AGIUV2q24PmGhaph3eKDwFfvbN9pNRZa/PfE -u0R/EIy9p4g6mrGQz3vzVp+sQdB4Qr56KJaFpIdXcoaxQbC/6YR5XxYLvV+d -/9CqcxAoh4qFuHxhIbqvhLam2BBYDwZyZIZZyBX8+m/y6hDwK936deM+NuLL -mCnpejwEOobJc8JWbJRIlO2ueTkEQqCjY+AlNvpZ7SL3+vcQcJITkBZJZqNt -1osZznrDoLxcoi5JgIOwT5uqrK2GAb9Tk2fnRg46KWM0YnB5GHx49778lS4H -hfZGKymmDYOAg8qv+69y0LibUk4v/wgoe5RVxfjHQfdqTevr14+AqLZerTgR -LlqndpVeunMEaHku5f5U5eL5UqqR7DwCBu9YLnR6cNHr25YfbatHwBc3zeMf -57joUsztsqaoUXAon5oTrDyDBKYz+tDrUWAw4T2qaTmDkmx/8uVVjAIs+P4R -r1szqEZWyiCCOwp4WmLE7MYZpJqV/cPk5Bgo5p5sFrs7iya/tDRVyI8Dz72L -huILc+iB3DyrQGccUEoUBzdsn0eygXJS6cfHgduGze6V5+aR6eGLNneDxoFY -/kujwW/zKLdpuWPv2DgwLy7q8EheQJ4jykOF7/4Cj7pfsXpOi6j/XIdgefVf -kF3iX3/o1SKyag9Vqx/+Cz4oLcpQxxaRTu2Y38j6CZDfbWo1dnkJEQpeSawJ -mQCjbVfTywKXUWLApgM37f+BslUhf93c+DDhmaYLQf7/gLFW9AdaJB92+8q9 -sMi4f4AmveWd4Sc+zNGxrzWr9h+o3hzAwUj82HbjVPd27UnAXU51ef6aHyuX -kvlPV2IKVK14MI6TCNiuiJ9lhqpTIDMkvPutFgHLJPsOHz88BWx2PSz0diBg -4fO/1S8FTIHAOk8h/a8E7ERf7Pek8SmQ5fAy8+8tIjbxRoLLw+hg274/ggxR -Mia86YFSnw4TvAiqXxXsLYT93BetfseQCUQJ/+J4r4Sw4JNp2hstmeBu9S3j -oE4hTCDqs9FpdyZ49FyM/dZAGFtYnnT9k8oE3kav99xcLYJ9Xr9w5cYbJvAj -152INxHBbuyh+K4uYoI/qi4X7twWwdgem0KtmpjA5xqh1ndYBPvXbZPdKMAC -FYr+cym5otibOcd8TyoLdP6+ZPekVxRzk/b6LCbLAgZCxsVt4mLY8NFHP4/u -ZoEQYyVRBQ8xLMM1oWlCnwXWZRGOLCeJYQ5BL9vDzFigoG1G7e8PMay7pGz8 -hysLlA8W9cXJiWNJv2uZLtdZIF0scKe6sTh2kt0+Rwpk4fWZ1qUHXuJYqzJH -8FASCzxZR3emfhXHYgz5Vg1lsoDIHZu8DQPimMV5MZn7H1jgrnz3lmgCFatL -VFLG6lhg0l2wztWAij0q3KVp38EC0fwbH2U4UDHjJn3d5REWiOHpDczfomLk -STP9VDYLJLk0YmfiqFgV5YzJvhUW8D04uu9LDhW7T7t4vEuEDU5hRYXkCioG -wY1T/uvYYNvlc7OabVRs2S7ovMwWNlAeXHbWHKVipTeiLn7WZAPrXe8keVwq -5h+T6m17gA1MjhV5VPJJYDrv3vjNHGGDVC0bOEaSwGaqiwLjbNkgPMqma1RI -AiscqQrb5cQG2YPN68pFJbCr/M3RLV5s4Nsh9NtHXALT2Nj339XbeDyJ/zgk -qgRG15lMX/WIDYg+zZbX8PFc6/nX+fFskJak1oTh/1/2Ir83f8EG/saEvWw8 -vkq4VAk9D5/f9t0RUbIENp6lUBFRygbHf16LluaXwDIrd9Rsr2YDlZ/vOxVn -qJhTn15zbRsbKAy+okuNUzFFnlHnpUE2MHVXHxRpp2L9a2wGhRhskPJs/sKG -71QsTctxIpvHBq8e2G+1fk/FzphdYRsJckBinlXRzxQqtv5SwMKoNAfo1duf -DH9IxeLT44W3qHFAjt8+NwtLKmb99YVklR4HSLDG7vntoWKSHfnrLxhxwK2d -WZ8OylCxJxK1KukOHCD//sc7Spc4Vqy98aOZJwe4bmg/a18kjg2fuwIWb3GA -VOU6mVsx4tjeXClr2wQOcGec2n3eUBwbNzlzW6yBA/Kaduz1ei6GGQRNNfrt -5QKOrVvC5D5RbG6a6mO5ZhpIXO2K1HUXwmgbHVdWaNPgnJO/TD0QwswOFYbl -ak4Dv3eK/3KkhbBXMSfTBI9NgyLzQP7TSBCzVE//URY0DUbPKOe/WieI5bpp -rVdlTQN5+FyM0UXGHLusEaFuBvzL3rV0IZOICScPeHh3zICFBrptSDARe2/n -Kds3OgN6ZromFlyIGKEzxK+EfxaQac8aG7cRsZftJTu9tWcBm014vyGfgI22 -KWT3ZsyCAVnCSlSdAPYkLveEaf4sOLWo43+2QADbY6NHKvk6C1Qbbop6xgtg -Ia1WjnHts2BN4LYbJ88LYNtagmVNxeeAi8LD7P0L/NilpsmoYr85IEQvm8nW -5scko/yAUsgcWBv7dsFegR8rMSfTY2PnwBvT+VpzIX5MpFH+qFfeHNgym2/w -p4sPy6m3JCmNzIG7D3oZ14L4MHrNZ79Yi3nQuNBa/eXzCvL+9sDxitICWFLw -DTNxXEJyw4fJMzsXwN5pVxrp4BKqFRB6EwAXgDpMIpAVl9AWGMEKO7UApI79 -6WwdXEQdJXH3Xj5eAJZXn+6PdV1E+vmZaR2MBaA20xovcpuH6A1uBx0WF8Cd -zn6BBgceSp5SGR0V5AHNAKuS2kM8NK2St4O7iQdqDlj/uiHGQ69fFZWKW/PA -ypfYywHpC2hV8s9Og888sHCt3fxXyzwqK350p6aKB640kDWFvswj93ZTxeO/ -eKA0x1XnesY8+rb618VzEzxQP8QcHfCeR35RHXO+sougNUPDjCo1jwYeTqx5 -d28R0OuOk6zOzaECL1GrdSZLoOfJrtCq1bOoLknKL/fEEqj708Jb4JtFo1Xr -nx10WgIDN66q2E/OoPUyyv8u310CwKBdIa9yBj0oNwwq/7gE2D4ZkY7XZ9AJ -ybsfLikuAzAUrFbVM4289gV3rKgvg93916aza6fRI5eIldj9y+B++s3Uj8XT -CJUkH0Unl8F5ymVgGD+Ntl34PCQVuQyO7lP7sev4NFr4wJL6ylsGHwMefaM2 -cJF075yupdAKWMdpXTbF+3c1QT6HsTUr4Cm9dl/uOy66cEY8Z5XWCrhlxcxp -i+SiOqLqIRe3FdBg1dhSZsVFaTZO16ltK+CXVonJ5wG8v7zlPqFhywczbt/e -mizNQRqY0FzIWT44F2L6OFgIr4+I2aS+C3xwzLtyLGyZjfojhhUivPigkNHE -4J9xNpJ7ftb2bxgfFG/55BNexkZJVeZV6aV80C7r3u/dnmykIkT/NVfBByX1 -m7c+cWKj4mPhfebVfLC/X4C0aMdG7b9/Liy18UHiyz3da43ZaM1ffU07Bh8M -Fn4kb0pjoxixXWmSivzwVswqENaD15uWzW8vbuOH508nm6u0sVBBvFcxpsYP -+ceHWnvrWKhJPrfVcy8/nJiWKA8sZSFxra0itdb8sGV32be3KSz06MQ636AQ -fmjcKXbnhgML3X+2eJw7yQ+FTAKzFKeZyELjs7cqhx/OMTSOyDDwfqH8WrTj -PD8UqdhhJv+XiUoGJ5qaSALw4v4+uVM9TMTe0mGeKycA0cpmz8DveL2f8/GY -i4UANBl79SI6Ga+v93t7pJ4QgELEdP7r8Uy0XL89ovWMADxvWubihNfnSYwX -dQcvCsCqn5unPfH+r1kr5qj8fQG4PmuWte06E+kXe5q0fxCAKdc6TslbMJH4 -EZWL1BIBeDbkHr0d70+6O0dCD2MC0GBR1+YZ3s/4Lp75WVgnAIPcVS0sARPl -g6NG0SM4G9SSzNWZSOG7kuGRtQQILu3bFLuKiegnhpwCNxLgV8HLUZLiTFQ6 -lvbgM40AV5gXS1OEmeik0JqqrRoEuEP0olArgYmiTIkGBBMCpF3ic/1vioH4 -WvphqT8BavkYLuZ/ZaAHf8vS/QMJ0CZLJyW1iIGE+FIFdEMJsC4yP/JFAQNJ -7jhV9TGOAM2nLnYuvGKgLSG/jPLy8fV8LZ9qjmSgN6l52R5FBNipWL0m+BED -qRVGCG0vI8CT74wvH3/IQDoDJrXZtQSYkVMtpnGLgY7srTDLGCXATNUX5kJu -DNRw/HmewxQBjseHr/hdYCArtzsS8lwCdOxRquK3Z6AzcXrNyfxE+GBvD+HE -CQbyZLy3iZMlwvlVJwvFDjMQmxT9yYpGhEdPWdvvPMhAN2WvrJVUIcKHNV6r -rxxgoHsmqh1PtInw+Iq+4jZtBnr64sWZUEsiJGhvP5SqzEDrSgK/Hj5FhNbz -SXVXtjJQSpO9HMmBCC9LtV6wpTFQ5tKG/kAPItTZseeQ80YGUpFegPA6EX5+ -mm7xeD0D5am0py/7E+Fb09Psb2sZ6LNt7IVboURItzS74yvJQPs8r1bpRhKh -UbvRDiaVgcofWGyZiyPCyBNU3i0xBqopEB27/oIIzwuH3GkUZKBukYeXPMuI -8D90Z8WRj4EcFC/Ubv+Gx2NR7vgu09GIjv72f7VE2FQ2tSd9kY7ozktTrh1E -SFLsHFedp6NrAV1mW/uJ0JHv15uIWTqaiynOGx4lQulTRF2BGTrix3y8z3OJ -cMOjxmM0Dh0F/7ZqlucRYbJlZloji46EpzR39vKToFH9HosnTDqKJEjEpgiS -YKID2dieQUfS6+lcOyoJwpcV7gfpdJSoUWcjs4YEt0nop2tP0dFGozef/siS -oEbOnYYDk3S09bqLr7UKCdaHMrLvT9DRDr0+q2caJLg/+unb2r90tIvvpPrE -HhIcPKfOo+G893uT8O79JOirujfo8TgdHQw3Gb1rQIKnfx9VF8DZxLKivMaE -BF/lSf4LGaMji3V7U1dbkKDgobMZsjjb9n7wdThBgkeUV+tjo3R07uV267dn -SJBRAz5cxdn50iv1GUcS/Ky9PLwT58saciL6F0nQnRFeQcD52kz86OMrJLih -wEBncISO/EupFb99SFDxSJxWI86B90NTNwWQ4ElnaloNzqHG/H6X75PgNzs7 -11acI8X9rYtCSVCaT/fWJM7xrWx1gUgSVPcL/S6Jx09Nchc5FkeCDkJwjxHO -Lx2GRxOSSZB/xKsoDOe3W89WDKaTYArhsHYnzu8n21J3ZJMgYBNe6OD7K35v -5uf7jgQLMgXHX+KM+f6wriwk4frVcuTw8/lxAGqIfyFBb+3uD5k4NxCLRU6V -k+Ab/+HV+/DzbavRHHvxgwS9Fl5R+nDujnpTQa8nwRBF3o1IXJ+hE7Q03VYS -XC7/ffzYPzqakE3xe9BJgq39BsHrcD1Zg9I2jf0k6BbvLMDCeS47QmP9GAmK -998o/I3rT9p9dyyPQ4KU3Jpr1bhfRHmzFQvzJCisN3/2N+4nyXKvNEM+MrST -Y2gzcb8pHHO06RIlw2UrwRtHuHSkJNWlsVWKDKsTm4oeTdORWoeVqLcMGRY3 -vH75B/fvPmfDSvJWMrRJ+7U3Afe7gWpZ2vHtZJhi4FclxKOjI6w9/ilaZDiV -OVQYiufHydvbNLUAGfbwXj56u0JH1+NEnp09SYYjt6UPBJEZ6NbpB/7Z58gw -68BVHVs8/+5vWrLhOJHh8Y3C67SFGSgqly4a5k2G4Xt2G60XZ6Ccb7/8Cx+R -YWeZVM7lNQw0PJ1wQuQrGRqnM8i78PskQ3/ntZ5KMnya+UVjRpWB7CMaIvNq -yLBN/6bWNzUG6txMqrZqJ8N0cfbVsF0M9Mvq6t4UDhmGxpEGsyEDlRWYKuxQ -ocDe5fTknacZKGBpbN+KBgWKT00UlpxjIF2ToFO/tCnQ5pBF8DFHBirsL47x -MaRAX7Ma0fiL+H1MVSKVOVCg+0NCfb4vAyV48E+YJVBgyLeDYcuJDGRdnELe -lEaBqw5tMNZNxe93kg6N85ICZ9hFn+6kM9CTFM8zCe8p0DJ0i5PyG/x9qO1q -6KunwIvpX48sfmEgL+VPH7yIgvCbd+XAowH8Ph+5dDvGWxD2Fb+msmWY6PBt -Ws4hX0F4yMx69TNZJjq4urtz5o4gPHf+moOFPBPpGR7TOR0uCP1FK3LRZiZS -eaXOoWUJwiLxoz5N+Hsn4sx1+9gtCLkCF2w/HmaiuuHb1u1GQnAhX3va8SYT -mQ1HqcrJCUOh++vjZYbwcdXh1jObheFg4gZdj1EmOnpN+06yijBsM6xzqsTf -f2OB3iZcSPj4g4nRTSa+HgXVG1IWwjAjnfxrcYmJdp/5hgneF4bpwbt+3pJh -IdnWeRvOiDA8u2FPpoYlC01UOt77mSsCfwQry5VVs5Daqt8bDezFYPGTbXu1 -h9hIGEyf7+aIQ2nn0/ZlixxkNGU3q2gjAesOD35M0J1G7RVO/HbbV8GsCr8O -wxsz6GNo1TmF6VXQqPb479dps8iF5NPf0CAJpRuaquZ65tCFq7c+iiZJwZgN -bow9xAWk7qraYHpeGl5VVLheI89DjZLbRXx0V8NvLakHxI8toi/v7idvJ6yB -N2vUXr+3X0K3+FUs6nrWwCxjHd25wGUk3O1v7Fm4Fl53xDzsElbQSOam2GcB -66Dtnsa+bBM+LHabDLHYRgb6XTf7mtXAh0Ulufw4r7AeUrJWt/ob8WN2sWcb -RMfWw70py2GjJfzY3KFX88/KNsB6paq23l0C2NDIQd+KEFlIq8vq/PhCAMvY -r7mh/vxGeDCsL7lqHQHLfeizynWHHOTTM/tpFETAQmwuHCVMy8E/eq5dmn8J -2O7u9Nch9fIwp/Sbv6gNEUtUTs6tP6oA90wsfTEpImJ3sYjEo8UK8F76uyQd -eRJ2bIPNq5rNm2D8U+qDpvskTN/zx+lVYZsgvet0zvMeEvZM1nFz3fQm+NdO -2fvvfjK2uTIr3uy0IhQKH//eFkfGonZUqDSXKULbVYfjDk6QMRcO8Ve1Cg1+ -VO7Q4BpQMMcCtkJYJA0e8jw8SY+jYJfvWy0eiabBtHQPi1MJFMzHqvCP6FMa -5Ih3xlYmUrDQaZ8nUfE0qGyQWJaQTMHe6c7zElJpUOWWfvyBdAo2X77yO/Mt -Df4Dy3bBORQsqlk0ouoHDQZPxdsvV1CwpBcebsHVNDh9ru63UxUFe3G9wcC4 -lgYj5llqtd8o2Kc1UQu1DTRY8EHxfsJPCtZtJ+XW0kaDFJ3cQrUGCqY0JGMw -OESDoRYLZrYdFEyj0F/u5QgN6vVk/vnSScH0HnbNO4/RIH1bgr5CNwUzVUrN -/ztBgylFtsXjvRTsqruCHItFg9YP/+r4DlOwgH2B8+85NDgxcqiua4SCPRQb -bL0+TYO6dmL6YIyCJea9eDw3R4PqqxYaSBMULOMe0bVkgQYdkraNu/2jYG+P -Ox8MWKRBx6r2wdpJClao+H3jgWUa9MmjIjU6BSvjbJ1fWcHP0785IJpBwf4H -K+euHg== - "]]}, - Annotation[#, "Charting`Private`Tag$6593#2"]& ], - TagBox[ - {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], Opacity[ - 1.], LineBox[CompressedData[" -1:eJwVl3k8lN8XxzEz1ki0kWxTZNcikZwrIUsqSyhJkqVF9hCJFir7l0hRlkpF -CBXhGUvJPjNmsmbfsw6yjOU3v+ef5/V+nXPvPfdznnPveaQcbpld5WBjYxtg -Z2P7/zvlrgPnfsen2tMbrCeY7Vh1i6SJlaQr5OKr62S0SdobP8vvS0r6Q4/N -l/a+W/3aAnFf8njbQoFRtfndI7VF7RRSpARB8jHsEpLsuEjlBMVpx6gN52ig -Pe0PUnkiDH8EUtdXW+PgmpPTqT9J4rDnLc/hFWYCND2qUcm6KwM3jvncXJR4 -DoctdBueRatAAa03c173JYyvgepVGzVYuW7SNev8CqpCvT2q+LXgNXvX40W9 -NEgcZ75V3tCBE42xe/+1pkO5oRbHsXR9GE0yqJh3zQSKo1F7wqoxRDiu2c4x -34CA64M7ZvxnQVW1YGk28h3cHVPgv/DAAlqYLvEzEu+BLifH7+9qDb414qrT -+R8gyniVmVNpC6L/0eondbNh5n7K7bk6eyi3e+I8Qc+B7nnKgyDvK+Agj3B/ -nXNhcGZ4gWbvBBzMgOb5wDzw79q2uTHOFWi9lrvn9fJhYzi2RIH/Jvhl8xUz -Wj9D9uZZx3+enmAUN8zJeF0Ax989cv+V6Q1ifhUWs66FcMEwKUOA7TZMXXyZ -PnOgCIT/7nPEP/IHku7tmWlmEYTK8k51qgdCnJyZ9nT1F7hskTBStj0YHDcr -RUxFfoW5Frs7g1tCgKuzX3ZSohiCj1ion3F6AG2kMp+JURZ3PDmkqfYIPrxN -qvqbXwJli+nDsDscTD1NL43rlgJ35JrqVc0IkLSWyxnbVAYed5t8rN2jgHEM -zxyll4G/m+ehMPsYeMZT8mzEGQPx6j2Ggh1xUHjbyNNrJwlKfzvuj1SIh5fj -6iJzgSQojD7ax/00AdzIQs4MvQowMzi44OGdBEIvf3HMtlbCSY1wRde5VGAK -fHnvrlUF2Kl9Ih8uvIbBkIwzM6+rwERGMLjvRBp8cb6bOu1aDQ/IZ/IFlTLg -/MFDmlPMH9BTwM2km78D3bdSfTftf8JvIu2G6a0sUBTZHD5Z/RPiU46eqIl9 -D+vrY/SJyBqYmX/B6fH3I6TVvfL4K1ELOpZqUYm382A+qUi+J6IWnnJY13sp -54O+c/0AdbkWiHGW7Quj+TCBW7QsaamDvVErqnEuBXDkmKnm47AGMHPZH+wR -/QXIuascstPNQFtXXvl3uQyEgMeOX5kML2TXfsjpl8NRmXjNMEcyDKY57xFW -xCBq/v1cAIUMux4/D1O7S4JDsfSrDh8pMBGkYWNjWQnBdYpG+y+1wNj7b30L -fD8hK/+rzMeEFvhYx3zYHfITqEnHcXsbWkB6d464weJP2ONsXbpTgwbCryR9 -tXproA73QJlNmA5kRRvhw1m1MD8uwBdgSAfZvh6+lB11sJv6fGQumA5vEgx1 -Gx/Wgfvr3NcjE3QgxhY8VLGrh+3HOoWaf/6G1BOq+KjVBkB7nKZPrv0GKz/X -MfKlRnDlm62vPNgKB65YXFaqaITSds6HX163gs/d84PdQU0wTIq9rNraCgTO -m1687U2wOUtM+wN/GyyF4NJX9zeDg++BxZSANlA5G/RpsKsZIi6WtezIb4NH -r/JibHaQoejEybzYkTbAk4vyVrXJwC1s5/rQoh0qAf/rzBMyHFgZ1dt40g76 -addVpnPIcKHPS9q/oh0M2//Y7SGT4VPu484byh1w92hdmoogBcaFxiOMLneA -f7L9fS5FCsj6Gmnvi+8AkxmDr4/0KeDY/mGaUNMBsQHUoLeXKPBaiy9tYLkD -nJg2h+1vU6Dr1XWzCsVOmD9teyknkgIiuAbcq0udQKNGPQtLp8A5J8WiwLhO -cO0aTRotokBcbYTT+R+dEFnw5nhdDQWaFCd3HFnqhOegHS3TRgG+mFO12xS6 -wKbx/PPFYQqcnMsJmLvYBZTDZcnq8xR4cE5AkRLTBfOlxIneDQqQit3+fKrq -gjP9ewhTPFRYE2uOivjXBYL/4QNthKigeU8FXZP7A2HDoQRxESr4DkTPGtj+ -gYrqTO/D4lT4rD+Tvjf6D+CLfUtSpKgw/f6MBa6SZT9SN2RKpIIifz6hb/4P -zGZOSuux2MV9y9dy2W5gGF76fofln9ni4fLyfDeEvb6zbWo3FfoOU0UCIrsh -SVC2MHEnFcSTD9RbkbqB4ON12HsLFc6vxQWqzXXDmRQdq2BuKjyzn1MSlumB -Ze6eicI1CrRUmffMWPfAz22vRwVnKcCaJqbpaQ9wtPuei+6ngMmTrcezy3vA -r/2RrSKVAuGT3nOPZ3vAqLtIcxCjgEPWNepBoV64QNA0KmDVDVuH6Md0hV7g -Pbt3LSGBAq/46u9v0esFzT9Tf8KDKKB97I7tPbteeDKyHBV+hZVPNwW16du9 -MPlbtC7WgAIBrzv57WJ7gXZd1D5NjgI7qU+HGz70wn4d9SOFPBT4gtPCjlb3 -QnX1m9M1I2SwUJtI/PCnF5TrBYpbq8gQm2RiGC7YB41Psw4N+ZBBtW5ValGu -DySdW6hdxmRoYmavXNXtgzf/9bf/lCAD7yX+bF3fPojd+3wXObQZ7u9tEtjo -7IM97+5iR1obQdrq7sjNhT4YTbkg+etyI5DClUldAv1Q3n0taMdoA6z+jfIo -0ekHk107dg6P1IPP59M0n3f9sMG0UWkrqIWtgxvZg6R+iFdNXWPuqoXP2/Ie -mnf0g6bHKFQG/4IpP0H1/fwDUFxstEVOswacgfJ8wnMAiprEo7kDqoEt/V9J -59MB+PZ097fUyipIwot11WUOgPGn41f/clbBr1on8fe/B8AB021LCa2AfRar -6Vc1B2HxZIoKiigF0hepagvzQRjfk4HTbysBaxGDId0bgzDgf5ces6sYwrtj -ZaVTB+HEsW12/WFFMOoim93NPgQ3PS+b9E1+hHv1Jo2NokOwY6ffw4PL72Cn -sudU6cEhyMK9kapmZLDqpVT1xdUh0O8kKC/YJ8L7ILMiq9oheKHmKqzz8RF2 -LS6onBwzDFqvzpKD+oswjoX0Huz9MKiCj+/+m9+wZKtfbLmVwyDKFfx1B/t3 -rE5MWDdyfhishrZmGUqTMIV3WTWG1iNgOucp6pfyA5v43kKulBgFv/ifnWUl -ZOyB+PJs/pFRaIuyN5kPpWBiIeLCaWdHwX6rk3vcKSpmou9qGXx/FFacXPr5 -x1uwHPJ6+9GRUWCPKJTXQq2Y25DcQOGnMbjdJrbj1pVurNeunbuidgzOx5KW -E517MPO2cOXGwTGokh5IsFfvxY7Uj/gPiY4DKeIB9xbdPgyX/0Zwe9g4yAST -M7EbA1hSoJT27Ut/4YIoF/cw7yjG+4985X7AX7jzUkWV8mYUC7p173F0wl9Y -IAaL2hwfwxwcemjv6v9CuFOniv69cUzxZMr1NvUJONTssFq1eRKrEBZ5riE4 -CYddKZv1YBY7FPmrXE9hEpb9BMaXns9ibzn9Bs/qT8JF6sbzBwuzWMTyb5Vr -gZNQxNGiS8xlYOd64n8mj04CXkH7rrfiPDb+QXCeSZoCtv6M48Gmixiv1APZ -niMzMOweY5GzYx37pRWrcldvBipu1dsm3VvHHlmnqu82m4H81YmKd2PrGEfM -N4ML12eA9kFw2/L3DWxlfcK5NWUGDFeJzTW5bKRvoiu3fD/MgPl3/enhATaS -72Euv21fWeN7e5lNO9hJjJtS4ebkGTDdd/dK7V120t8uy6xmjllIb52PmTTg -IH1Ycshz2zwLn54OMbr9OEguW92/8YvNgnB55VmZ9xykQeMnv4zVZsF6LS3T -nQtHSndOJI/rzALjwt1+UzUcyf5+Zttj01kIeeJRo+GAI3WVlI/WOM9CZuIB -v+FvOFLy7/oZJ+9Z8K5k1gf340jWjLYlQsgsfE/P4aDz4kk0uTnuE8mzYNfo -sn7JCk+K02PbMvB2FvoPkA1u3MGTzlzmFwktmAUn2rnyvhQ8qSFJVo7UMAuV -kvcdv/3Bk54UHtp/qX0WbL8kSs+t4EknyToa60Ms/7wif6PtBBLnhKlOCmMW -fHcZ2eSoEEjVXLaGWhuzcGrRns5nQCCFEl3PdvIxQMrnwCkrWwIJga9NwE4G -8Ei1R4feIpDWz9+/LLKXAbPP/NdD7hFIpb4xrt/2M0BmbN9H42gCKSAuxcNK -mwFep8e8Wl8QSEc+ffD/Z8QAMdG9IhJvCaR/tV9DEqwYMELfe1r8E4FUOFT9 -+JAjA0QDJOuoBQSSJzs1tsWdAZXOUSe0vhJIqrt7nnsGMeA6PTvY9huBNHVk -Im3LEwYMpUpoq7PsORbL7/OeMUBhvPXI/8ffcOf8fDqDAR16IQJqrPnlI4RL -pnIZQHBsVXJlrT/6TrIyspQBPnoO3/1fEkhvq5TqFGsZsDVIycsrhkBy7NGk -1tMZsPhMMswxlECSZhp0XOtnAFHyQ4CtJ4HUu92yn2eaAaEW3qvX7Qmk1AMO -41lMBgRpdJRnmhBItqa3GAbcc+Dh2HRaRJ1AEr0WuDK8dQ52hnbMdEkQSM/S -nvHuVZ6DUOWvbGkTeJJFWYZQteYcjLxxEKkj40lC7XmiVwzmwGhU6vR/BXhS -lGC9fJr9HDCdjhtY++BJxeq7i0zd5kCHbPYv9yyeNGh3C1bvzMHf2//l1yvi -SUdzhC2sEufgVCatMb8HRxo1tA3ib5qDqIdZLSRNHEn3/mSz/9F5aNw0oHKs -lZ20tLDZx2z7ArScyj6zlW8dI+522NggLsCFA+NXjhauYaYnCh/n7F+Ajz81 -uZgX17A3cdap3KcWgIdn6aBVwSpmppJWU35/AR4ST8ZOXGViOS4HRBVmF2Bk -TM0keGIJc+i0wHAN/+DBdzsF15B5jPdF302P9n+QwdXSm6szj30+7ybWM/wP -XK1yOBM55jFcR5h/CfsifM89SEaP5rDMtpKDHuqLEHF6Lb4tnoEN0yWzutMX -wTODqVzVOINFJeScM8lbBAcH5722iTPYYUtNQknZInBxDhkGXZ7BwmjmDglt -i4C1RmhmTk1j+1oeiZkILMG4xQZOw2wKu0aeiCn2X4I7T4e1hg3+YkIx/iAb -tgQk4nOTyvFxrOQ051R8/BLwcJJjQ6LGMb5mCWP33CVYyf3k/qptDMtuNCPI -Di2BzZCjlNDtUWyq7pt//JllYK+NXyjuGMI8fjxwuCW7AlbbOr3pSn2Y+KA+ -57+DK9BSVpJlMtmL1XPwfAhEK1BhLuFqmtOL7UWRs49tViDw5vMdE8q9WHtJ -wr3MpyvA7U4sobt3Yzp5b1Pbp1fgRrCcRMHPDmyqyeW4/eoK5AnaNJdadmAv -JuWHh7mZcDuRmFMw1I4tyOcqzUsxgZEmw2PP3Y69f/O1VMCCCWXP9vn6Wrdi -W1786tD9xoQ8X3VcnRQNKy9+creumgmPemfC3pe3YNfbTKTPUpjw0cb7jaVt -C/ZjG8XVbpwJvWrPL21KpmL+Me1LfmKrwHcgabVCnIL1PRzf/uneKvQUanxO -S2zA8t03me80XAOv6tO1SuaVWEOysH/OuTWo4zNy6suuwIarRV8dd1yDKDx0 -cnBXYKIicn9vBK9BalOHGOEhhj2o0LtfUbQGu1eCeLRiSrBzQsEF16TXgdFU -vWgpk4+5az1q31BZhwOp8U7p+DzsiVPkRvyxdVBzSmtsr8vBsJIXxpj1OjRK -KW9qsn2P7bvybUA4eh0+Y954rOQ1tlIwK1zGXAcO4YMbBWF62NbuJQ0zng0Q -8tS//pp4DZS52exHtm8AKnunHZcfCFdsBbK3HNgACVcp/tjqSGjAK5xwctkA -7jRy0/pICqRaOnpvpm/At1ubPpAP5UDanevjqlZsaOIJJVzzxndQJfEshV1k -Q95DvUcf7Gb1R/gsQs8VNpSi7+lt2lgKvZGDkpHubOi/eXyl275yEH990Wrs -MRtaF0mti3MiQXL16eq0UjaUdvt0tcFYJcjzTFGWKtlQ//tKnYeHq6D4VETP -6Vo2dO3jsTPb71dB2+9fK2t0NuQR9+qZumg1bB/T2X9+mg2dtsMHJqAfEMd/ -KFVImh1liP8KznarAWkz6kfXfewopNWfmZFfA/nP3ItJyiz2VKNszNUAWSKH -5naUHSnjGm+N+v4CgQMyfPUW7KgJd8UoyacWnpzb6Xc/jB1p9w6FHbeqh9BX -q2fnJ9iR+jUjrb78Jjij+s1DYY4dVR5olFHsbwLxCq9Yh2V2JJc+zLm6pRlK -+sfJZAIHMqs5H6Lk3gyMve2nc8Q5kOn5Z/d9hMngkF10yukMBxIrjcs5hLH6 -62MeN1POcSApw7dqH1vIsN6oGEmz5UBFsvvTxlj9efJ0RsNxVw6kfDjRGdtM -AeqBOGOJUA70u9TYu9WWAjrFboZtBRyo40k1bW2CAgJG8q6bSzgQ5ei+0B3r -rP+DjqFwfRIHOuRyfGRNgAp+q7a/Chs4kPrHQOZ+VSrkgbFB7BAH0jZe2wPu -VJD8KatntAOH9PKOfJUfocLUuQHHkN04ZHs4YEV1gQqlI6kPvhFx6GRCqBE3 -rgWsebZXy6jiUPi+R9sVxFsgxgSvizPEIcJDObeTZi3A1tKLSgNwqNvtla7I -5xZ4MFaeFhCCQ7G8xThU3gI8bCkcGuE4VKxRK3aorgWElGyqixJwKPnuubCH -fS2wN4xikJuHQ6Xdb+3p/DT4kJKbdfMrDkULJwnc2kkD5cJIHsVyHHq5mnSl -TZoGR/oM67PqcYi58UxylzoNjI5WmqYP49AM++BLl4s0aDr7Otd+Eoe8FLYc -C3OigbnLXUGJeRx6mNpRcPsWDWwTNKkv2PFIrf/WoeZ7NHCb/myZIIZHZmoB -LZfSaMAgxH4xJ+JR4duQoK3vaXBb7NYOIXmWf/XJLSl5NLhnqNAepY5HKeff -LspjNPgvI8M23AyPNP9SClAHDXaWhJTp2+DRc6f59Be9NHhJviROsMcj5wOh -3g3DNHi7tqs35CYe0dfLCvIYNJDfuoKQNx617B9JdlyiQa58W9p6AB6NY15W -02s0+GYVf+VOOB7ZF0TCE246aLl5VmtE49G3rOS+ZH46VDw4s3cpAY9ks/n0 -7wvRoS5/04h3Bh4FnhCDrl106OJ7eM2tHI92dCgeK1Kkg730lXrFH3jk6COK -nqjSYeiIjuLfejxK7TRtOnKIDlNX1yad2/FIaZvvNeJROngFdprK9OLRI+vw -4UvadFiKK84dHMaj7e+k6nx16MBO8vG4PI9HHHpPXx8yoMOj3+ZUCSYe8Rb+ -We80pAPv5P6D3ewElF1e+sLOhA7ROMH4l9wEtCNpd3apKR22ik7Nn99MQN8F -3zj+O0OHJNUGS5HtBDR3JGuZz5wOuw0+fGkVI6AhNqVXaxZ0kPF28rOQJ6CP -BsbjPtZ0UNLsMX+lSkCth3FDAzZ0OMRmrTJ+mIAevKjXO3iBDkd/knnVjhGQ -GUehmqMtHY5HGA4H67Ls2XF/fC/SwdCssqLOkIAYy3in63Z0OLPzaMq2MwSk -SLm1qHOJDlbdBX725wiogJOtZIXFdpmKFh9tCcil6gM9wZ4OV6+9UfnnQEDk -MSVP4ct0uKEqzqfjSkC3AgS/erHY69+z4ae3CEhgMb3+C4sDSjdX/vZh7a96 -43cXi0NCw1OkAgnocRQf2zCLw0+y+98IJSBShs9NKoujBQIsvoYT0C6bb3rp -LH5GY6hwRBPQuJNIriWLU5Kv851KIKBH+h+aJ1jxZNoPDie+ICAUfbLRmcUf -ZS5W9qcREJdZauNPVvyfJ+gpSlkEVOwt/Y+HxcWfTf39PhFQN5/Ijf2s/ZP8 -aiyqCgmIu/A/i2MsfWq0karAdwKyHfegKbH0a8IX89lUENDslcuCOJa+9Lr9 -Ixk1BHTZsVuxjKV/V8yHyqlGAtLcesjUlpWfgXPEVA0aAWnRA5N6z9FhXOyl -/4MOAnqemK5iZEmH2f6tls29BOSmeEn9OSvfS1mRqqIjBCT9XKul8SwdCGrB -I7lzBHRwI95i9BQdNjEXK1eWCUhhSP1ekzEdhCrcU/XYOFG8mElDMut7kzzl -YNm5iRMdzRc5M3yCDrLCnaoywpzovezjhqvH6aDcbr7JQ4QTNX3/zagHVj1d -1avilOFE/4mFVZto0kFXoTz1rCIn4qKqFzir08Fo9nDAywOcyIvvCtWVVR/W -Qfv2HwBOFHK5V2aPMh28E/heXbTmRD4X2UneknS4c+FBQJYdJ5rv1KtvEKND -qNSa5ZwjJ3ouvn0TvwgdYnKmNj324ETECSxHfwsdsn9QAgqfcKLYTo7BNDY6 -DC4knuMr40Tl242VhTtpkK5z0OtPFSfatamgI4pOg0uRTdG5dZwomn60daaZ -Bh17CLXmbZxo46j+OZdqGlDMPY++nONEasoSfnLZNCjPN5FUkudCoReG8Vtv -0yBwbURrQ5UL7Q+2oBLcaaBheN+Gos6FUsmPVXpdaFDYWxzno8eFTpcmSJ8+ -zzqPN8sSyu250BVTYrqIFg0Sb7KPmyZyIdmmTLm7zBawKH7JKZXKhSQocx+5 -51jnO+EIcS6TC533KmkKGm+BqJdutomfudDrkz1e+9pZ90N9Z1NPIxcK2J77 -NrSoBdzlvhS447lRnk+G39VrLWA0dC0ozoMb/fK4v/b5BxX0g4jZJ/y4kZxk -+/B6CRWOb+vq+HeXGzW12JZo5FFBU+/UkQsR3OiMrPTDwGQqyL9RmSO+40bX -xNedNNyowHd13qWoixvdPpXa/UaICg2DQRZtBjzIKsHYefo0BUwHYxTExXnR -ifR7NXLHm6FBYZBmu4cX+fy9nRsh2wzGXup3X8jzovb7jLOdm5rhJEc3eac6 -Lzq0nUtbq7UJjksq+Aqf4UUObyRmNl9vAjXbHyTuUF50Myjv8M7oRhCjLVvO -DfGijNYMfY/aehivcrj3K4cPmQRyhxH4f4Hylt+7dS/xozh/SW3/0HLghYXL -XXMCKEh2eIGf9h4MJs8vSlsKonHxiSKNqBdYW6Uj+3nFLcjhB+Ot+6cSrCi8 -2k5yYQvKeKehaZ38E3Mi+PQ2NQkhgZ6drc5GZOyK552iTcnCCLfNN8R+gIap -OCs0mVzeisJUz8V/OtuONQsp8vlobEO0BZPyMs5u7Pun0BeKuO3IyOVk4bt9 -fdgddvkzDX+2o/eOF2gHbg5gvF0BJ90KdyDjpOvHFhOHsKG3UvGvAneismzZ -vqHoESx+nwi+2FIEGbzZY9WXMYbFJDvVXJYURbdv6XxWCvuLnY+/2LRpRBSZ -nxh63GUxiS2deLP8qnwX+s+T+a1MaxobGDruVxkmhpbZ9YY3Bc5g6cf272q8 -vBupBRa6yDvNYjkPfbY4K4mj3D+xFapHGViY5RVj3II4suupGsFzzWFqXWnv -wxolENfAPZmS7jksSe5FTqOxJNqpPZt1KGMeCyZFJhkXS6L8bDMnIa8F7NQu -yzd1e6TQn5itGsc1/2E6bjUXtjyWQhFSOY/7p/9hr8Qc9jQsSKGHEieFvfMW -sT1V756ZXpBG1SE/y03sl7AYpUp5ark0uhgRckGGZxlzmsNTauWJSLTsXdzj -0mXMIZ8h+TiaiDT1Q3mC7VewG6Hmq0axRDSRTaaYX1nBfMwLWzf9R0T/hb0/ -v89pBQtf8ImKeUZEa9N7P5Gvr2CfNJaZiSlExGHvd1H89gq2XLHx++1HIno0 -NjucE7mCxVA3RVbXENH3E8SZlJIVLDnjpsujWiJ6JhvVfa1sBcvwbtI9WU9E -dbastoW0gn3ZHrNS30REWyiaauQfK1jXeWGXFjoRYe2nk9fJK5jsgIhu/wAR -lfOON50eWcFUCwPEM4eISHaPbu/O8RVM82Hn8tURIor4Tizsm1jBTGRT8sbG -iWi0LTPDk7GCeV6XFJ+dJSJr71/psWsrWKBWyPLnOSK6rxZca83GxB7y99O8 -F4hIWlywQALHxJJyM54uLRGRQMRYUzY3E0u/h3cuWSEir1R9di8+Jvbx7NXj -gatEFMB4+++IABMrlP65W3udiJJ+bc1dF2Ri5XMyyxsbLD3tkuWrhZnY/wBu -CfZ7 - "]]}, - Annotation[#, "Charting`Private`Tag$6593#3"]& ], - TagBox[ - {RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6], Opacity[ - 1.], LineBox[CompressedData[" -1:eJwV13k8FV8bAHBcV5YolOhnV3ZlKSrqOUJSkrJUUiFlqUQr0qJVRSFF1myF -SAsVySCyb9mufd/Xu9+5knfev+bz/czMmTNzzvPM8yi5XTx8ho+Hh2eYl4fn -/8eEW24Ceu5Pd/m9Em48WcuA8hZF6yOKXpB5sbHdhfDy7+J7iooBoHVvUcCT -sFjk14/ClLvgujOC/xrhhJIwBbLiY4jY9/tyKGHtefdnyx7PoSusip1NuFcs -8d/fjkiYrr2t30l4w1shQ+7iSwhbY10uUceA8zuvXmArvIbznJL9xwl/aR1I -Y5jFg23siTN5hLnnrHuoHkkQk2P6XqGeAW94ex6zLZKh/mp/XiJh8/qIjayO -FKD0ZkkZNDBgIsaylOGVBvFYhWsf4VD3JWf6Yjqcv56pktLIAF3dLxxq2DvY -N1g/eruJAS2LnlELCpkQN3BAJ6CZAdcq5XXnP2WB+8vHgc//MGD9i9baWbNs -kDjze295CwOKTz7xmGnLgf3LdaIybQxw00SkaY9cqH78YPvzdgbwLQY2MoI+ -wi6lyK3qFAa0DjjIMSw+gXn/uPtoJwP8s0UKaB2fweXRxYrmXgbsixwToL35 -AhzZG9GkAQbI+pfaU73yIHbTh96TQwyYOxGfsqCfD8aYT8vICANKzK4vzC/m -w/U3nKxX4wyI1Di8a778K6Rq0UKvTjHAfZVO6FzYN+DY8cbcnWXAiu4htVmF -AijdFXBRi8EASsnPqzMTBSCQfdmsms2ArLcxv6Y/FQL0dNi8XmSAzSWbU1Nm -ReAdcf51C4kJikc1ciZX/oQDBqzbIMgE2k7+xYm2nyDs0jM9sJIJr4QKX417 -YOCisXl1pRQT8q7vu3RZugTeazSRRGWZED9lJEMPKoHn95/TnigxwadJwoNm -UQoXTve/0tVhgkR8FR+1owwMvxVd1rZkwqLY10xfk19QTGlRMLFhwkhwqu3C -m19wbx2p+4EDE7563Eqc9yqHVtmX9pXuTHAy2LJjbrEC5ruHbi09YILZW6XB -Cy6/4aKR3+7OZ0zQllkVMlv+G0wuawvNRjPh37/JtpmwSuBchSOFWUxIrkny -m1aohvTpWUvKHyYwYvI1+0OrIUCqRGRPHxP2eNQO/8Gr4dJ8kvbcJBNmSGyH -wpYaMID1tHFeFmzbabPj8aM6aMteGnPYwoKm3L98avONsPNhzq5bySyQAKGT -opuaoMbT+1xpLguMVaN2PHJvgourD/EqFrPgGSOTHtjcBJcrl25v7GbBloi2 -M27vm0Hstx5XSIoNt2u09+mdaoFn702f9oayIePTN9X3L1sgfVVNUmwcG/7E -7CZtrGsBxvaBz5ZZbNjgcbRIensr6Gc1nDhbyYYa0v1NPJJtMP3jasQZHg4w -psREAq3a4FrkQ9/DYhyQ+/N6nH67DcjVl69Ly3LA903um/GZNrgiWIptMOKA -1M5uicbf7TCSGP58wZsDaMPZ+b1L7eBcYTRz9DoHvESotWUGHfBdeeuN+/c4 -UNQp8ODrmw5QGHv5fn0cB8ZKIlx1OzpA3Mhf7s5bDqzKkN2VJUqB5wL7Tyd+ -4oDbNX12QiAFrqEu98XfHAg98bNl3ScK6BUbGmxt5kC++d6PEeMUOCS8bVGu -mwOCkie9Hth3gulbEV76LAf0uRMWy086IeXWaGwXiwPHBy8rB5QSXlk25rHM -gQ+5j7vPb+oCvY03v3mvwmFKYip0n2sXzBcN5bpI4aB2bd8u9agucI/sCeKR -w8G9M2ueXNkFjC23ffaq4PDGRCR5GO8CjbXJPYYaOPQknTtcqt0N1lmDqjWb -cJAh1ZGSTnUD//4PeTxbcHA8q50fFNkN3vXmTMo2HCKrQ886VXSDASnv1KGd -ODRoz67bxukGI9WuS56mOIiEH6heq9UD76xc82UtcNhLzwmkn+gB/pGC/PN7 -cbjvKKbdHN4DYQ8khY/sx6GkwKf3w68eGGmws+06gMOSbOOzUFYPrPkhsol5 -EIcddzYjb41eoB08Z/v2EA7Xhp9TLZ174U6lwfmZwzh83rOQsvF5L0SYZ+z8 -bYfDfKatPamsF4I33AzRt8dBW/QTeZDRC6HLFet0CXv6in8rVuuDBs+hnz+J -69Na/Dzjnfrg0i0v+y5ivEHDPzKBYX1w3WlN0X3iefKx+rVHSvog8vK7nh/E -fJyWIoO20vsgfakr7RYx31cudB1J1X4IO7pbuG4fDi2/7PoXjvZDaZy+UKol -DqvV8sIbnvZDhHVGGp85DtZP1uzOLu6HD9baY5OAQ8jsFfpjaj8Mi37vPWKM -g1uG9x8DiQF4u+518n5DHHi61r9P0RqAF1N2NuW6OCSJ1N4TtxiApAMPBUo1 -cdi184bznZMDYLC6moY2EOvpo7V1/voArLSOMDUj1j/wTbfoyYgB2KMnrla5 -FgfpP0/H6rIGIP6sdG+tKA5fSSaYcfkABK9gpNiScbDfOhOd1TsA/1nZ/LT/ -y4GIGGurkNWDYF6wRZYywQHdmr9KbI1BkPbFSI59HGhYzOaeMRuEHcb3Hti2 -cED4lGi22bVBIP24+ef7Dw7c29ggttw9CFvPcccsHnJA+cit8QvMQRAVlmqJ -JuKtJGRTSY/YEKjTvhW7enLg7/Qzv0LTISgIEI08vpcDVz8fbL36bgga25it -nbwcWDOynD1SMgSnnYtt+ubY8Hntxwd2XUPgn7Zi3ZFuNsz5rzbSEx2Gh7MG -1NTPbPCA5tczl4ZBzXduIMmJDTwprMLup8NQZSn29rMZG2L4ZXtq0oZBZuaz -sYk2G6qqz8pntg+DiZjkk8+LLFC3/5tyZscIDHjz/1GOYkHJV6Vye7sRSKoy -3zzsz4KjMpajZudHYO6mW8+6EywI6YtQU04cgQ1T04weFRZMeKpl9/GOwkjy -hc56Ij/fqbWur18/CuJHDM+pP2WC9KZLc0UGo+BTvG6B4c0k4qVIN+7MKBTn -lKUOqTMh8+bh/CPVozD6a9haMJEB3pE3i5vCx8A5iEwzvEAHPmZKP5ZJeHfq -t6fmdIg9UsWTWzYG/emRdgf+o0ONrKRZGGMM0vEVsWsraaD1LqPS6ug4jBkV -1eauo8HMj5amMoUJ0KNKH82NX4D78jj107YJiLtE+5HsvQCywfKSyYcmYIc4 -VZ9rtADWe7wcbt+bAHV8IPtr8jzkNP3rNB6fgPSxwpAk1iz4jGoM532YBK+S -hxICZ6Zg4GSnYGn1JMwPb0mmDk2CHSVkU/3IJPQK6QueODUJ22rHA0bXT8FQ -UvjLbLsJIH1KXy31aAr8c8zxJY0xiAlS2nX91DTYSIi96ng6CMKsptP3Aqdh -Y/johZmFAbh58c7j5y+n4Yvgq3vu9gPg5tbf+q52GvRDL/fMafeB9t6EcxSj -GRgpdDeji3ZCqaTM6+2rZ6HLsxqvd6mDLWFVxRZas5A/NaC2+Wk1vBXwHzm0 -ZxZKFBwzmj/8hlC8fbN30CzwJRQd6xksAcf+qN+xE7Og4x0ms683FaayVjMW -S+Zgx4maeJJMOSasdF+tf9sCbM0XEUmIGcKqTCI237JYgPbPwf9d9h7GHh5N -NJI7vACFdeWjESYjGF/4d8vj5xagSX1l6JbBUYz7b8ajI2EBbpcHJrqqT2Lf -13MvXstagE8lZIU+ziR2zXCF/9pvC7Dk4HPoVtUURrugFGLXtAAPrgzPe7jP -YNM9DhmNfFQo1ytO54TMY1kct48+q6jAH1widUp1AfNc4/tdVJYKtaOBrbMP -F7CR/U+q9m+lwnn37YF3zahYikd005QpFeKVaMxdSVTM5V4a5bENFVJvUbA1 -OBXrKSyeqPSgEv9pJyWftzQstr124ewVKsTOzVS9wWnYURqFQw6mgliureH+ -fXSsVYMuaB5LBX/+Sh3XYToWacEjPvyWCm6NL0sCtBiYrauozN0vxPMlUnPc -fRlYXYyaRkkdFaTfL+LiCwzsSd4WvVOdxPXtG6490mRie5tMt/8bpYJPjcsG -Q1cmJjBjY5pAo4Lfm8fDiy+YWPkKZyuTZSroH/3W/b2Mid1V8TrULUKDDjun -2oOzTAzBtWOB0jT48P6d7VtJFvbP6Z6rzEYa+EVP6KRvZWFF18K9vuvRYNHY -8tE2OxYWGJngd2QXDa4JVknbnmdh2z5kBbD20SAnAU7332FhrOpvwS+P0ODh -WtPG3nAWljda/niLOw1oJwwr9sSzsEu8fyJafGmwtE2iUCaVhenK9b++dJMG -HmsO6jqls7C5bTPJ4k9ocOndlpxVxPkcezzz4ysaMHemp1gQ95/3Ffh8MJUG -ekz2AZEIFqYZKlk4l0uDTr200MvBLGzinWJZWBENghkF76IusLC3v3RqtKtp -8Om07boQBxbm3r/jT20bDQKjDcF7OwtTXrTs8h6iQW+mlaqTDAsbkHIYEpqn -QYZEn0YAk4kl6rtNZSzSILMn88NUPRNztrlIsxSkwy39yKaWFCa23juIO7aG -DjkXsiSOX2Fir5JfCW/cRId3v0/rD4syMfufqRLlO+gQkV94ems7A5Po/Lj+ -tCUdNHZsb6yMY2DPVtdqJrvQ4bFRIHZIgYEVGMnl2/jQQU44To6XQsdGTl6E -vzfoEHxMNmrbMzpmnCNpfySaDmqfE+v4GTRswsr5pmgDHTKu7KEoZ1Exs3uz -jQHGDHAWuK5k9HsW4zBXXT1M1O1zPmakc7eHMBU5t+VlFaLON8I0CpoHMRvz -vMc5ekxIdHHx3bZxEEuPPJooeIAJ0zX5LwaT+rHDm5Mri+8xoWALS9DIuwvL -8dRfr0Vlwj6bHEbw/SbMrdseI9WxgJ3PmvK8GQnCcYMX/DpZENlO/d27NRk+ -O/nI9o8RdW/vOxFcOhNIXY8CCnnZsOTlM9t/KA/SKIUGfkZs4DP0btLLK4Wx -NsWMvhQ2qEZf5+mdaYRnL3McrT+yobEx9K1wUxMYOuwgF/5kg4npqzUP3zXD -o1Y7t5cUNlRkrq7Ut20B9ZaHstZE3XsrV2uL0ON28G6aCS8I4MDh3SfKPiT0 -gER4AKg94sCMOCeFdaQXCg8KzEVFcUD7wBNp/9V9INKosN83lwOOeJ2TSVA/ -ZNcfJquNcsDW8mPQe4VBmKv5HhBlS9RJp+9kkIqGwa/ivttFNS7YrtuhMeE5 -AfIjewRYBlyo93Fi+mZOQC2fUFYQ4sIwhbnl4uQEbERh1MfHuLAOu/Gw2WMS -Ogtf3kl7yoWEK6TSwyenwPTj28TOeS5Mnr8j5m4wA3MNnrtd/nLBIs3TsP/c -DMTNao6NCS7Cgsu9yuHUGWBq5uowlBbhfXfw6zCJWchM/1YkZr8IewZ5Tt+d -mgXxuKous++L4OAXEE95MA/FBU9u1ZQvwpki2S7Pb/NwjmKtfKh5EWqXnWoj -J+ahYm2z18mpRejcu+Fb94YFCAjv5PjL/oXGxyMHP9xbgMEHU1If7vyFb6d+ -xXhvo8In35V20lZLUJYwsBa/Q4O6WMmAHMcloNibppS9pMFY+fqk3e5LUJqf -cvlkFg3Wy2hMn7+9BB6TJjfFWmhwv9TiXmn+Enz6eknsuDIdHCVuf/FW/gfu -Vs8u4t/p4GvysHN58z+4YJ2csaaWDk/Ohi1H7fwHSk8TeAR76YAVxu3Hjv6D -3RszT/rzMED99Pdhyef/wGFhrD3EggHcL1TJn4v/YD73CSWnigFr+jjbDwst -w9PtKMmX6N83CfK4jEstw+pdVq6rJxhEHSWWLa6/DKqdG6jjAkyo49cyP+u5 -DG0Ui5p/u4k4cXC/sqptGZpwJ3tyPtFf3jg3pXuEB5Fyo68r32WBbokQ59EJ -HpSZViVhFEbUR/wZ5P7TPKio8NBXgxgWDISNKIb58qDYUc0fozkskH9z4sjk -Yx4Ufuykuh6FBbHlB8uTi3iQ5YOoykfqbNAUmmvmlPGg59O7r2/WZ0PBgdD+ -g9U8qHS/xOtSYzZQ2qu4S208KCWkrzTdhg1Sk6Z6TvM8SE756S2/y2yIFN2S -KKHMi1RjSae2FLBB+fCf917qvMisOcDmRSkbPr3yLSjZxIuSzfWq+6rZ0KSQ -0+pjzIu+GfL3GnexQUxfVaTWnhc1sBwp4lw2PHGU9r/3iBc5HV6haGnIgbtJ -fw8xZnhRzPALVmwyESe63/206Lwoy2TELu0dB+RLL0e44bwo2nv8YGIOBwqH -ppqayHzIeH7rbfcCDtA2dh7MkedDw9oLm02aiH4xO//AWVs+dNTiIldrkaiv -d/pdSHDkQ7HqV+KteHD4V68d1urMh2DA0egYUZ/HzqfW7fbiQ72nFzJsiP7v -j37kfoW7fOjRA7nsKGUcTAt8rChf+JBQgbF54h4cxPZpeq0q5ENm6VG5I0R/ -0tM1GrKnhA+d1O3eK0/0M/5/navy6viQcunkgXNHcPgI+y0jRvmQ0qRVjI8H -Doq/1Sz2rSMh1zJKkMYDHOYch92D5UhoXCVT9H0IDkXjife/q5BQmvH7QcVQ -HI4KSZWr6pKQn2J21GQkDuHW/GYkKxJ6wY6aWkgi+pmWAVQUSEJCl2gKo9+I -fnCyODkwmIRYFE7jXCEOQjwJfNtDSKh4xKR9+icOEjrHyvNfktDS1gHdkl84 -bHzUbJn7kYR4bbaotTbgkJWQm3HhGwltifsYGdiMw6a8MCHtYhK63rYwvqYV -h22DVrUZtSR02FE3emMnDvuMy2xSxkio/pUZ6/sQ0b8eepPrMktCOoM2iTyj -ONh53lqtwCAhxk7eIpNxHJxf7vgTx8uPBp+pxkdO4+Az/9nhpSw/eqcy+esr -HQcaOeKrnQo/Wlr2nktl4nBd9uI6CU1+5FLpLPmQjcMdK63OZ0b8iKPNCNVY -xOFFaqpzyGF+pCC+vDjHywXpwuCfe47xI3Zu5bcHJC7EN52SJ7vwo2llrRlx -MhfeLv03EHyBHwlKcReFBbmguYaL0BV+VO5WzrwuxIVcTUryv0B+ZPNwPK1L -mAvfj0SdvhHCjzRJcyeDRblg4nOpfPtzfnQL+T2qEONC6X3bjZyX/MgpOOzN -8iou1HxaOX4llR9dedfc5yDBhR6RB94+xfyos85BPlSKCy7Kp2u1K/hRloH4 -qeB1XBjdZqo9XcuPth9I5LsgzYW5M0uzHp38KPG/jEy19Vy4HNRtozpAjJed -XcUizIksyB0Z40fSPC+Ci/7jAm/JVT9XBj+K8tBha8lx4WG73R+FRX7kSCpr -aCMsPKtn0MdLRksV+NVr8lx4TlodFS9IRo5/xbmiClxYs36O4bSKjO50GXjG -E47RrXOQkSKjZ2lX6pUUuSBnmfW1Q5aMnra3GSYSVr1y1t9ek4x2eSZYBSlx -QWdHv12SLhmR3fdXdRDewnN085QhGenfvPlGS5kLxr+bhLfuJKOxV9d7rhPe -HWo1dtuMjK6YXnxYRNjqcFlpjRUZNbU+zcAJ20obJ6y1JaOEJ2PWm1W4cKTv -i7+LIzH/6Cc3TxA+maZt/96ZjDQsr5rfJ3zGO30zy42MKla/ep9K+LyuvIip -FxnN5jUU/SB8mfVq7OlFMlpjTw+uIxxYtKqs/Srxfo9q+NsJB98NSVAKIiN2 -gOhBCuGQvbwB5++Skemyh3cL4edigfbfQsgoOtvfpZLwq1baZr7nZCSy0LQj -j3BC7DmRAy/JiKrG5IslnOYyMhYdR0Yqhc5l/oTfq54oG0omo1bNS3dtCX+e -aUvQySCjuwYvrJUIF3y2CfD/QEb7OldrThPvX+Jfaf8rj4wc7m3e8IFw5S6k -K/aDjCZWq5l7E27gLxA5VkpG++eVXygQbqvRG0+tJKNzm3evbyC+f094Vtlc -PRmdioseukp42FElcXsrGaXUajClCE/Jxgfc7yKjbSZ0p0/EelKH1jg0DpDR -edchWQvCnIww3fXjZBRf1Gn2h9gP5K23x3PpZCTXvnmEQuyflYvsMi5OnH8u -ffEwYYlS30QLHgF0NUHubgWx3xQPuDl0rxRAKXzip2NkuaAm2a2rKimAdg1o -7+YQ+3VTp91KPxkBZGFRUnuIsMkZi18CqgLI/4Q2D02GC2ZaxYmHtAVQ0xPK -j22E91ENA+P1BZDOsVSzACI+jt5U19MHAfT5QxllnIinKy9Fkk4cFUA5s8LL -NyS5cOP4/cCMkwLogGgPbyQRf3eVlhzo7gKILbdaIkWcC+E5cysf+wmgYxGB -gR+JeM2uaA7MeyKAthwQ2ftIhAsjzGhHkZ8C6N/xhFgVPi6kmBpc7v0lgByP -fXtQxsOFU2ENz3NrBFDh007+48s4dG0gV9tRBJDNxvgR/784NNtdMo6nC6A+ -VwkdLxYOxZ+sFXU0VyA9HfMmlUkcgpbGTZZ1VyC5r0lmLkQ+3G5171iz0QoU -IDzb9YrIl3kDBZFXLVagM+SP0bRBIh+vUiMXu6xAU14vjM504RB9gXfKJnoF -6q2+fGxXDQ72BfECSokrUOyTFVzFKiK/k7ep0NNWIFWDgt3/KnB4Fu/jHP15 -BbruyTeTUUr8H2q7G/rrVyDq8a/+2HccfDW+fvHlF0TFlw10OOlEPh/1vhnp -J4h+XTr3rDYIhz03VbLN/QXRib6SEPlAHHav7eli3RJE5rXJOy9cx2GHxYFt -x0MFkbqi3cKSHw6a6ZvpKu8E0axcjfrsWRxEzjA883sE0QeNz3sEibq3buSm -PcVSCL2/0ZvhpICDzUi4lry8MIrP4q5I+8KBOq2RVucNwqj4Be5u+5ED+y8b -3YrTFEaNY3u3c7M5sJevr0naSBjJBNQ67nnLgd2KWtckbYURz1Ox+pIYDmx1 -rigRvEv47UCb6U0OyLbiDvRRYbRHvJ8das6BqV9ud6pyRFB3+vTt5To2bBJv -lzM7JYomE2bcHn5hgTAwXXvoYuhpZcGu5ddMsJx1Yis7rEato/oTG08wgFLm -zuukLY64XnHl1xXpkB9SflKRKY6cXX9VSnKocJZ8daChQQKFnzTvLP++AKcv -3chfGSuJlJWdTohunIfNHloN1q5rkOuaKbux2RlolNAWubp9Lfr5aa745Isp -+PHhbpw2SQodLa+bXOszATd4NW3reqUQq7Kg+onGGAj3BO71yVuHnKMyXX7/ -G4bRt0pRSUHSaOr2bFGHwBBEqcvwFzjIoK9ig2HfR/shPPZspavieuQW+K5D -QaEHnKJONKwcX4++NJ1SL7tHAY55Op5U/B9af8WgZvlLKwyP7vYveySLvA9J -pVrubIaUnXr/1bvKob6mj/qpGrWQ8+CquIeOPNKtqDjnG1wOjxxO7ycx5ZHC -xXNXEi2KYGtPcuajegWk4WUo/jIqB2I04nLq9ysiS9nslZJr78PtkrCY/QWK -SKSOb/ISKw078J9Des0GJZSYkfTGcO4rZupTeVz8sRIqPbamTW5DKZYk67ah -jqmEwq1mlLLUK7ENv969sjmujEKO99+8+K4OC9cp0/xTrIxUKd168uwm7Cyd -v7laUwXJxF0Re1/egrl9oik+fq6CYrC+yTv27dj5u3Z/90WooPNO0iKtp9qx -q3Z5HStfqKA1FTc2qZ5rx0KYV5+Fv1JBv85eCKoMbsc+bMcXoxNUULPqt+3/ -PrRjeOly+9v3KqjBOuGUiVAHFv5nZVh5pQp6W+B2/29RBxabesHzYbUKkrYQ -26Vb1YGlXmkw21urgvpkjJfdWjqwr1Lh3NoGFcQzXRJTMdmB9ThJera0qaBM -0bU6t6UomNqwjNnQsAqKbb65/OsiBdPNC5RPG1VBxkZD5hOBFGzHg278zLgK -mo9yjxJ5SMGs1RI+Tk6poFPCXocPxlOwS+cU5alUFSThz7apraJgQSbB+Ge6 -CqoP+jM53kLBHogOtV5hqqDNClLhpH4KFpOb+pTDIcZrv7FsxKRgKXf4PQq5 -KihQcaHKlqcTe3/ozO6gvyoo2tcv0VOkE8tT/i23658KkqxWv3NbqhMrpqvi -y8sqyEUZfF4qdWL/A/38Td4= - "]]}, - Annotation[#, "Charting`Private`Tag$6593#4"]& ], - TagBox[ - {RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[1.6], Opacity[ - 1.], LineBox[CompressedData[" -1:eJwV13c8Vf8fB3Dce861i6aS0Q1lpT1U7zdaVJKdlJFZEUohpaRvVEZSiRAi -iagkhGtVNhllZo9kXXv7nd9f9/G853Hu/Zzz+bzfn89L0vyytiUXBwdHBycH -x/8/w26Zk1ssHh4we8Zbca6EjgXVEscNJGxhnmugyoTy4vfsuxISrpDNT7t4 -nrJgYGoyb50n1P0ts71AOSzHV5yQ8AEHB5tIZ8ryQxZ+i9b+sCLQtuMe5WbB -8IW534Gwbss3jpeUN8Ty7JyZfQr2eu+K0ihf2u9sNyn+As79sBRopvyppvX1 -mNpL0Fq9PYSnlI4zF483sa0jYExSej9QfsXZ5DN5KBIEyfHcW5QPlj2Wmvgd -BSsyGkYKKfcGH8kds30NE7I2wWJldHxkMW88OhsDf0gj19uUlZQ+TbF930CZ -8iWjIcrVszZBw+Jv4Zqy/MLFcjpe+yGmNPQhHhpWFG+YpLzmSU3JgFoCfLjZ -+/BxBR2zzz2w7q9NhPLii4PKlXQ0l0XaP+sk4F96lD5JmWvWrWLMPRl+nNH0 -zP9Jx5pWvXVjhz5A8d5pkagqOrok8KWP/P4IdYL7NYJr6KgR2E2OvPoEr+tV -t32opaOoS64u2zYFnM2Nf/35RcfBsy+jhrd+hu/x+35K1tExR+368NDsZ7AI -5cxyq6dj4CbtA0MFqTBjuqDQ10BHiyUKjwZ9v8CG8XufHJroyGhslxkQTwfv -PhXxby10rMvJcu7vTQc5SeAJaqNjfGxw/r8PGXB0D1vQvYOOmk6aJn1qmdD8 -RHn7ix46ShhuSvzLnwXlFrdlKv7ScWQ/fba3NgsUblxpFu+n4zOejGc91iyo -a3k5JMymY8p1Dacrq3NgwcTu7+dROr7s2yUy6p4DlwXKWq9O0NG+Uth65FAu -tMyNfTwyR0fhl4Vc7N95kB97PvIQD4GzgqlvHfblw/1dl6+X8RPYeSdaa/hV -Pvz9Reo5LSUw1fpW+JBtAQTWVwgtW02g0bbtewdnv4FE+oT0+40EqsVKttmZ -fofW7ixuUQUC5UWWeA8UfIfvXmv7Y7YQuLDwt7bf9wdsIKWe8CsTGFkc4fhP -vAhm0P3h2pMEjgV/lm15VAQW+pZ2VboEHrYu6aiaLoI21dqbsUYE9tMm9TKq -iyH3QqBptBWBu/dr7vW5XwpPJOlnGjwIrEya45IZqoAjgk3/2acSKAw85wQU -K8HXY++6gCwClaWD9t63qASTagUbVgGBfmNvR91+VkK7opeMajWB2x/XWpq/ -+wmbFcMtUoYJ9CiW19hiUg1DEtIKYvIkxn34Iv3uaTXMal/44r6NxKpgVZpU -aTWstxnH6r0kbrA2zFy9pwZUXl16Zq5OYjHNS5FjWS2s24RK7ZYkjvUJ8rmp -14J5UGFE3SUS11W96Bn1qIV3myH66xUSHV4lverpp65XWP5QuUPiyv2NwhXf -f0FIyIkkmVAScYPV0NH5X/BLIbL5TCSJtnzskrxtv8GrSTzG8Q2JmfXkvdRX -v2H3Aa2sfZ9I7M55bKb0+zckW6lcG0ojcUmc6IF4gTq4XC774lY2iebXtk6G -udXB+YsjIgpFJD46m1W96kMdqMRLcGqUk/j54NHkxz11oKUlaXmgmkTuZeds -7+nWg7oYX29cE4lbZ3oPLT6oB1feqRTRNhLPtF1Z75pL+VS30fkuEt8n+TRe -UmyAnGa1fIsBEvuE+x5pmDVAxNtrrJZhEmWuaRzYGNQAp4NGYzaPkWhRHz9E -/GiAqK6CcJ1JEl/t44vsmG6ArNraWo0ZEpsiLmrnyjfCSYkJt+XzJIrQSmkR -Jo0Q79CUm7RIor6V/Gf3wEZo/iDTvpaLgYFFj6yMvjVC3nGTVYZ0BpbLD6za -PdUIB8+NvDpPMpAv4ETRCrkmmBvakbefm4FHRxPdRs82gex+87wuHgZ66QvK -/wxogiEB/34jPgbmpNs3v89vgpCtSf4v+Rk4L1rh92iiCT5ufLjwVoCBe29v -xgubmkFiNMPfU5CB1zr82UeMm6FXMSJMagkDPx4ejpLybwZHu9P/BVIeequl -S8trBtvm/HeFlOUFPhBtY80wqGFz5QdlGwehL9kyf8DP49phP8qvqx1tXhr9 -ATPejMeilNt2Vom4+f6B8y7+3xyp/xML2VpikPMH2PR6PV9qPEbzge47Rv/A -TNFIuj013memowrLpFvg8vXYSyuo56nO12kZNmwBnhdi/bep510qkxJQ/rAF -HBzr05MZDDz+YLlqQnYLeDiGGr0mGOg9cHXUh90Ca7TN9M/QGGged6Fqm3Ar -zP46tbuWg4EcDWveRcm1ghMm+QktkBjBV3JX6FArTDkW9i2ZJfHA/hvGt8+1 -gkr139YKan6b7OV2DF1vBUX2Ce5T1Py7vWoUOPe4FUo6BGYDqfWxuuphd2l8 -K1y7JaT/tJ/EVNo+lnJBK/zVXEwz6CVRd0f/8/jmVki9LP+9voPEx8HH1b2X -tkHxmwjntQ0kKhXPSU5uaoPtNEvbhhoSy2cTZizV2uBb7+F4gwoSeU0EEtSu -tcHbjQWVD/NJvCtVLrjY2AZ5t7nOVMWRuN7gVo/deBts1lp66gZVbzneijlN -gu2w72Db4dYXJM7983PMUGkHgvuRUrMPic4fT9Y4v2mHpTs5tF9akbi8czGh -M6cdTrt2+omdJfHjiuR7Og3tYLGOZ9RIh8RBl6W7tgh0wD8VcVNOINEafr7o -d+qAfXfnDBaFSeSImshofNgB/JcfZXgzSAymizYVv+6AHbnn7pXNElhYZCX2 -9lcHHK7yS/DuIHCj7lyU5d5OCL59vzInicCcVMkCXZ1OuJ4ksygRRaChyJEu -tUudIP4gVU85iEDvP49l1od3wl6cbQu7TmCvjUzCH84uWCO6T3cl1Z9vlxwv -K1vTBcnXJMLU5Ahcreg0mLmtC0xkH7dsWktQ9ZKpFGrZBYwoq3SJGTq+van9 -2aCIul9h0vdTCh0vBN7MrgzoBn0e71YNUWp/Ho9qYb2l3K+vNs6gY4hBIUdS -XjesDtcU0h+lYbHoMjXfsW6YOeKzfW8RDeXexP1QN+yBtdbnT9x3pGH/1+rK -PPFeyM1/vIyRwoVeYtPsD7t7wdnr1iGOUC4UvSO2LPJULxRUz99OuMOFxw/b -6nnc7QUHnyzhdZpcmFi5UK/c0wuV9BR1gw5OtO/a1JHy/i+ozEr3Dy9wYOu5 -eu7cor8g5VVVcfEPB+rUeSuWdf6FiLLHb//L4sDdJT2uXWv6QOLK30chbhxI -+xCzdOX9PhAYSCg527oIwe6SB66b/IMrEUIhGo/ngXei8vxdt39gem6eqFWb -h5uXb/v4P/0H8SG1Sx+Pz4G5eUvNm5J/YOgq81+I/hzIHw27WLerH8hvHRGN -grOQu0zkxZ6lA3AhX83PxWAKtvsWZh+SG4CYT2RKwdwkxJIunacOD4Ca0Qr6 -nshJeDT9a/MF9wHo36RqFNIzAfotQd9DegcggvO3uPqFceiLXzo2mzMIMRqO -Zw4cHQFeSS+Zlt3DoHmd54nEQjcU7nu8+dahYfjg+sRTQ74b/jMM37VOexgG -TbTS5Iy6gCsg7ciZi8OQSuMR9vncATML/da/w4ZBzCZk8Yx9K6Stmbl8LX4Y -NtSJLWQrt8C1nQyXFV+GoSbhxItbL5thxE7SW6dyGKQdzhu/s2iAf016cRVc -bLgxnjjss7YG4qfMk+2XsGFYd2PbwpMqsFnukCYgyobp3AN9+UI/ofPYg8Jj -O9hA8/eJbT9QClHWzyv7VNhQHJNfuGBaBKZ3X9f5aLIhIzPAVSvwOzRlZPf+ -sGbDZJ+H3T2ZXAj5VTJsdZUNJW4NZq1rs8BwpG6KuMOGh07hD/cIpUHNplHu -gyFsyN7ntDFlMQECD3EIdcSyIaIhuDxyLhq0zAREPD+xwX+09bR39jMoDZbZ -lFPKBkmrBy5PT3uyHqRs32JSz4ZxMuD7puLnrKOVKnsWuthw6v73+L6MKBbZ -r6kSNsIG4kSbf9Syt6wChrH6vkU2eO0Pfqry7z3Lk2l7qpFvBDY1zRYsEf/I -Qrh22m31CNw0/Cni4pXCWjC6ayYiNQLyK1oHLF+nsjKvBdimbRmBZcbFd0Nv -prHcAsMcDQ5Q9zN/hy5fksHa/T7edUJjBKZdtdR4DL+yJoq+3HlqMALWE9a0 -YYNMVkpXgc92i/9fzzT3EMxiOXFWPa52GIEEebfk9zeyWErrWl443RyBVx1H -lqdGZLEGd/dHCj0YgYKlke0C1PVE3em3yc9G4Klr/B476v5LDuTHk9EjcHio -dvCHUSZL9tGyjMGkEWhOe1F/zOwrq/eNRJ5v5gic7hp/cJaZwYrNVyiWLxqB -9Dpjr6CoNJZFy96qktoR6vyfw/WlNZW1fvZIw4X2EbinzL7yuSWF1bpSr51n -aAQ883clxkR+ZIVvNe+Lm6XGZzU2nbUxmWWseXnkCPcojD0cVXo1GM9ac8F9 -pnv5KBwdmrniLR7Dehb5jFdKcRROiB7/tToygKWbFS1csHcUGn0OmG5KtGQJ -1yevOX9kFC5MJ/Z6lNwHv6UlspGm1PVavpHIOzGQvmvdZ037Ubh8m62QevE9 -dJ67DHM3RuFqScf781WfQDlxma7B81FQwmzpV85Z0KtufFOgfBQW+SRTW3iK -QO3uQIWr8hhsO75vmj/yN0yNL3HWXjkOsVk/Q7RX9QBznfniInMc3Mf0rtK/ -9YDmwRSfxC3j0F+SonDPsRdiAg3DuU+Mw4oje2tKv/8F7c2RP7LvjsNu4RCR -KLN+SLTZukaOPQ6fVFtOHaDq0LxRl0UrnQBJx1Qn3RXjwBvaZudYPwGklGqW -gN44fDSyF23pngClWuvn0kHjQGu475rBOQm97m1l7ksn4HVdxjbHXZMg0LyK -p4v6vrtWIu5P1CQo+ohcnimcAr+nifrHkycBihNdzBanYKfeXiIjaxKeSyvp -4o5puF+jY/60bhKycspvX4yYho3V/4keF5wCKc8VopF2M3Chsj8g3XWKyguR -HsUjsyAc4Aoy96cgP6TwurHkHGScJAeDgqYgdJNCrfvJOeCrED/mkDQF0TVZ -XXbxc5BQpk3IdE3BRLq57/Yz8zBYnOYapDUN6ws1ok3fLoDjNy/zyzIzMFdZ -7fjXgwPFOg+TE9tmoLG78TVfAAeWcPHEu+MMmOXmbed7xYFS6Mv2OT0DA3s3 -FEWzOLA+4+nt1w9nQHPj91UH5zlQJTk2vH5oBkytpC56O3HiYLmNquncDOy+ -Kr7jzW1ODB2Q7e7mngUTptXpOD9OHJdNUhiTpJ4rr6tMO54T38Z8yRTUnYVr -dw9xaLVyolBoYYNa2iy4vYn2kzrChdnpD24VF8wCuvGH++hw4cW64+tP/ZyF -NXzGa2pMuPDbip+25/pmIejyKrV1LlzoGlA/5SI6B0sCrvv/94YL2+71rXx/ -ew5os92fOjlp+MGBX2e1OrUPhTiPyMXSsDRkmWui/jwEjsekBSTTsLtgTYSq -xTwwYvUj/2TQcI3Ipn+XPOahicWM3VlBQ6/cQ3dzP8+DR2z2YNMEDfWFPT5d -WL8A9ZePi8ur0tFh33/1i5sX4By79uueY3R8YOW7GLR/Ab4srbHepktHVkbo -MZbhAhQ21z/7Z0nHjefTOpb5L4B2/lTVFW86znxiL8uaXQDx6GIdspiOy/9M -7dHmWYQBa6kvPVR+V+TmMO1ZuQib+zYFf6Hy9nljwQShrYuQ8WWVKZPKw6V0 -uYNWNosQsCuuVJFBYLiexdUltYuwpPCj0Fak8uWNi31KBhwYt/5UdE4sgUo5 -PFP3z3Kge9jfYY0E6nxEjyNaznPgvY3vVYs+ENjq2ynh68CBY1lrDkVlEij2 -6qzBXx8OHL6eMvvjJ4EhBScLIjOpdeN78tjoNIGyPIM/p/I4cDBHmvljgcD0 -E49aThZxIOkouD2ARmLdr8KZ+VoOvO5/9SiXAJXn/qpsMRriwJ1NxdI24iQG -CmwPF17PiXtWM56rq1LnTe2qd7YbObFwW56g62ESPzxzSM9R5MRrA+tKwzVI -rBRPrLFX5kRPK4Z+mTaJglul+Up0OdHve7JOmjmJD/RXu9y9z4m6Y96TVbdJ -9IyYOzXWz4lj+yra3VNJ1FJKc5Qb5cQbttcf30knUSz3ymPzaU68wuHqfyuT -xIz2vspKglpnqhJvzPJIHJGqP5koxoUvzG56lJVReTHh8wkrLS6sGci0OESd -t5X2O9qF6XPhVRPWjhoq7y2UyfvWGHPh4a9KNGPqfB4yFF2qasuFK2/Of9Wn -8l/V1sBj4p5c+E8gKGt6gkSVdHv1uk9cmCAT7bNA5S9BDVnbJRlcWBR2kiVJ -5ZOmhi7vwzlcaNAx8vAAlWdc5owLU0q58Iucm6ClEAOT4diRx12UIf6TlQgD -Jb7LHNJYRcPTCWypgxsZOKjfYXFnHQ3XNp8epMsyMLMn3CuNScOZXqM6lhwD -DXlWFkgr0dDsTOOWDZsZGHCcrkZTpyH7e0XTmx1UnqluxUw3Gsp73ZqMVKHy -4N/sSLc7NIz+cqdCWo2BPBxhXHu8aXg/K1o75iADhRVOF3x+SqNi+riH/xEG -St3/eSSJqrONTuI3RE4wMD4sKc7uCw1zg5uTL2kyUDHFl0c+m4Ydn282pp9k -4O429ZK4EhqevLZum6o2AzWU8zSjumnot/JNO58BlV9PvUoyHaBh1teE1M2G -DNSxubVUfIyGEn33vp04zUDjp3urQjnp+Dww+LPLGQbaD33Ue0qdu2ebXIse -mDBwhHicqsOko3RJxrk7pgy8Lnp5lbAsHX+93+boZMbA2+py9X676Bhttqhw -8DwDn0RHG3tr0zGt2qsr1oqBqzPuZB0+TUcm01bNyZqBLytNxAhTOr5sCjm7 -24aBsfNrW+/Y0VFO37MrxZaBsstnEK/S8aG7tfnFCwxMkq2LXHCjo6bgdLro -RQamGQSdv0H1gczjcysdLjFwn71TwR5/Olr92y8nbMfAXC8tqamndKzlK92V -RLn4A3/P1Wg6tokN6jfYU+uD794F+2w6PtmSfG3cgYGm68+XyH+j41ynwCoH -RwZ27VaR/1dCx2+ONb1dlAct5wesqT4yYXh6X74TA6+4N2pKt9LRNLKxRPYK -A6cC05M6u+m4vUQzzpcyZ46zo9kYHYcX1p4/dJWB//3SqRKfpWPV8W7NEMq8 -A1u2/eEkUFrRM6qPsj9tadBLbgK11f0sdjozcPmawTGjJQTa7I4IvUk5WKlU -T2QlgfZhoJlDed2R+NTfogTa7Rz2XKAsfdXKRVeWwMOLOo/srjFQYW+LToQS -1Wfm44+FUt7OYbi5byfVt3gKdn2jrPy9knfHfgJfrMzV+0dZ9ZF6t4cagW3/ -MuMFrjNQXTsvt1idQP8dJcrylLVWK4et0CLwesCUwBHKBn8+uZjqU+N/riF9 -jvK51/K674wJzBxk+ThStrwQs3nCnMAHOlr771C+pCTGp2JLYFhM/yFfylcm -nnU/vEzglvFbcU8pu2UuyfvlTOCgX59tCOU7nt5hku4EMrn5/UMpex/ldL3k -SeAPjXTRF5T9Bd10v3gTeCUyd9UTys9qRjZz+ROokD/g5UM5LOQi34mnBEq0 -LNq4U35t2tn9PJTA3XGfCi9Sfid9Nq89ksAA0+w4A8of+2vDFOKoHNtZLoCU -0z9qurq8J7Dki+/cBso5Lj9081MIrOIPcyUp/ziASoJfCXxZHezTSb2/cno6 -3+lcAivyVm5hUa4t3tIT/YPARvPYq88oNwXE5w2WEfh79U/DC5Q79Jnhe2oI -nFRa076Xcp/oS1evBgLV/i4s56bMbl+uV9FKYMuNifGf1PxOxfkqrekh8Oom -J59gysQOj56kUQJ37gyrX0uZf3Yyb4baV8YDhSLqqPUknOsQfoiDxHaRoI2B -lCVOmOs18pN4vVTgxSy1PmWWNSpJLyPx4NdQ73eUFet1+B1FSCyyszxhSHmf -5aF8Upq63zXUOo5a72py2eGn5EkMCHD8doyyBnun28utJGZN6vP0U/VheHPj -lq1A4u2obh0m5atP+SLOGlJ9PZfX2u4yA2+c8XKLO0dSfeiKzRRVf56S83qj -FiQyjXwdblMOSBzk93EkseZJ3uv7VL0mfPvplvKAxDz2A74rVL13jj/X58si -UWa6ensu1U+iVLZdac4nsXrSNH4pZRPfcv+kYhK5hEb+GlsysGEDUaRTR2LF -2er6f1Q/+qnjpPxylMQV7oILHVT/yv5wXEKB6us5Zm9Oqhgx0H2+Z9+iEgN3 -Suv5mFD9cI/63dM/dzHQvHK2xo3qlymt6YHOhxjYeOLspzh9qh8vkSGyqd9Z -x3GS1k712+d2nH2azxm4UgmCyjUYqJv+kpQMp97DUp9Oljo1H8Ru5uhrBn7t -bPN+f5SBfi/tjZ9/pOrE47/mu4ep/aGksbyljIFirq3MJaoMdNiU+smBzo0k -IX7r3W7qfXdduBnoyI336V8VV2xg4OGbzISDLtyol9H1Lns9Vb8rmhombnFj -sZI+aSXJwL2HTuw+84gblRvfm7wXo/ppzOZR5htuXGfUNytF7Xd8lmM2n5u4 -cdHkz4NP1P5Y2nlTt+4ID85xj301HidRszNATkyMF51feV68wyKxVK6zxngD -L5IruEJ+U/Nw7MquW6GyvOiXvclLntr/j3L9qVy9ixc/Mf4FVqWRqCohd22Z -Fi++CeAvX/KRxB3G33K4PXlRJtxZW+s1iaI103qjXbxYVH21Y/w+iX355rcL -E/lwhdgNmc3HSVQU+rVOzUQA14XMBjuxCOSFcbOmUUEcVGwnk7YSeGTAaHK9 -3lIUzg4/oxpEx7o8C04jeSGU5qhW/zdOw8/eBeckxoWwZtbqWLoZDa0I59by -cmG0d5OpEcrjwvNONz7zhyzD5OrG7BFFLtxsLVd+3Gw5QqXH3MZITqwQludz -3rMCn0/iqvu8nPj1vWeoPG0lgvtU2/Y7HHiDU1artHklHnHr2bahdRF4m9yO -2qeswhumJou5xQvQFSsZFOG+Gg/q30ksLp+HoI0i9HQ9EZyt9xwpLZiDgBCr -H2YSa7Dz6liBdPUsGAWdLefvWYMuD9afPtk/A1MHY6Yjstei/pXnueempqGj -S9Ul774oxslWfkleMw1R+7esLTNbhzbJpjueKE1B4j1nIWsFMWRr3m16dGYS -7uudP0YbF0M4cSo1zX8CdjRFvr1fJo4h6kHXaWnjELwpNLHsmATeG2SOe4+O -gUeOb/CxdAns98jb9Y45BifW6sUUb5DEglAOyxvGo6Bi/+OMkI8kLuezWd4Y -OwIRouYbSsclUVSg7IF6Nxs25L95pnlmPf6J12xx2MmGAIU82ars9Xjo1RPV -577DYDVK/1kky0T+loaVNilDYP5hRMLHn4mlpVKbbl4ahEueOnMaj5los+gd -XG01CM46Kb/5nzBRWOP3f7Jmg+A97uwX8IyJyq5/Wur1BuH9nunZ52FM3PVi -z50DMAjTuYu/Yt8xcfd/h+3FhQchoIrft+AHE0sqOs5A2gCERNvZ/FfExCW8 -gh4xHwcg+mq52tESJr6LuC7GnzgAqSsDZkrKmSj5JeVnQ+QANBkts6muZWJu -zAPGrYcDINMhotbewcRiNf3wxnMDoJTiJva6i4njS1/fUD89AHvvNU5b9jBR -qr29+ovOAByXCUv+28dE+zetY0+PDoDTRQkxNpuJAQ4vJgy2DoD7vjvTH0ep -8Q/KvS2SH4B7Au01V8eZOC/K+0tZZgCCk6IfTk0xUU7FIFxSdACibtOtM2aY -aCEatufpygF4d8pS1X2OiYZXmzR5hAYgZf33dQcWqPdVyPHnJt8AZI9KTy8u -MtE2dLx7hBiA/wG+pPGR - "]]}, - Annotation[#, "Charting`Private`Tag$6593#5"]& ]}, {}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, -5.314322104427868}, - CoordinatesToolOptions:>{"DisplayFunction" -> ({ - Part[#, 1], - Exp[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - Part[#, 1], - Exp[ - Part[#, 2]]}& )}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Quiet[ - Charting`ScaledTicks[{Log, Exp}][#, #2, {6, 6}]]& , - Charting`ScaledFrameTicks[{Log, Exp}]}, {Automatic, Automatic}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->All, - Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> - AbsolutePointSize[6], "ScalingFunctions" -> None}, - PlotRange->{{0, 10}, {-5.314322104427868, 2.9334021735712823`}}, - PlotRangeClipping->True, - PlotRangePadding->{{ Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], Scaled[0.05]}}, - Ticks->FrontEndValueCache[{Automatic, Quiet[ - Charting`ScaledTicks[{Log, Exp}][#, #2, {6, 6}]]& }, { - Automatic, {{-4.605170185988091, + Ticks->FrontEndValueCache[{ + Charting`ScaledTicks[{Log, Exp}], + Charting`ScaledTicks[{Log, Exp}]}, {{{-9.210340371976182, FormBox[ - TagBox[ - InterpretationBox[ - StyleBox["\"0.01\"", ShowStringCharacters -> False], 0.01, - AutoDelete -> True], NumberForm[#, { - DirectedInfinity[1], 2}]& ], TraditionalForm], {0.01, - 0.}}, {-2.3025850929940455`, + TemplateBox[{"10", + RowBox[{"-", "4"}]}, "Superscript", SyntaxForm -> SuperscriptBox], + TraditionalForm], {0.01, 0.}}, {-2.3025850929940455`, FormBox[ TagBox[ InterpretationBox[ - StyleBox["\"0.10\"", ShowStringCharacters -> False], 0.1, - AutoDelete -> True], NumberForm[#, { - DirectedInfinity[1], 2}]& ], TraditionalForm], {0.01, 0.}}, {0., - FormBox["1", TraditionalForm], {0.01, 0.}}, {2.302585092994046, - FormBox["10", TraditionalForm], {0.01, 0.}}, {-6.907755278982137, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-6.214608098422191, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-5.809142990314028, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-5.521460917862246, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-5.298317366548036, + StyleBox["\"0.1\"", ShowStringCharacters -> False], 0.1, AutoDelete -> + True], NumberForm[#, { + DirectedInfinity[1], 1}]& ], TraditionalForm], {0.01, 0.}}, { + 4.605170185988092, + FormBox["100", TraditionalForm], {0.01, 0.}}, {11.512925464970229`, FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-5.115995809754082, + TemplateBox[{"10", "5"}, "Superscript", SyntaxForm -> SuperscriptBox], + TraditionalForm], {0.01, 0.}}, {-6.907755278982137, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-4.961845129926823, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-4.8283137373023015`, + 0.}}, {-4.605170185988091, FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-4.710530701645918, + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, {0., FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.912023005428146, + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 2.302585092994046, FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.506557897319982, + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 6.907755278982137, FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-3.2188758248682006`, + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 9.210340371976184, FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-2.995732273553991, + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { + 13.815510557964274`, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-2.8134107167600364`, + 0.}}}, {{-25.328436022934504`, FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-2.659260036932778, + TemplateBox[{"10", + RowBox[{"-", "11"}]}, "Superscript", SyntaxForm -> SuperscriptBox], + TraditionalForm], {0.01, 0.}}, {-20.72326583694641, FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-2.5257286443082556`, + TemplateBox[{"10", + RowBox[{"-", "9"}]}, "Superscript", SyntaxForm -> SuperscriptBox], + TraditionalForm], {0.01, 0.}}, {-16.11809565095832, FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-2.4079456086518722`, + TemplateBox[{"10", + RowBox[{"-", "7"}]}, "Superscript", SyntaxForm -> SuperscriptBox], + TraditionalForm], {0.01, 0.}}, {-11.512925464970229`, FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-1.6094379124341003`, + TemplateBox[{"10", + RowBox[{"-", "5"}]}, "Superscript", SyntaxForm -> SuperscriptBox], + TraditionalForm], {0.01, 0.}}, {-6.907755278982137, + FormBox["0.001`", TraditionalForm], {0.01, 0.}}, {-2.3025850929940455`, FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-1.2039728043259361`, + TagBox[ + InterpretationBox[ + StyleBox["\"0.100\"", ShowStringCharacters -> False], 0.1, + AutoDelete -> True], NumberForm[#, { + DirectedInfinity[1], 3}]& ], TraditionalForm], {0.01, + 0.}}, {-29.933606208922594`, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-0.916290731874155, + 0.}}, {-27.631021115928547`, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-0.6931471805599453, + 0.}}, {-23.025850929940457`, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-0.5108256237659907, + 0.}}, {-18.420680743952367`, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-0.35667494393873245`, + 0.}}, {-13.815510557964274`, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-0.2231435513142097, + 0.}}, {-9.210340371976182, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-0.10536051565782628`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 0.6931471805599453, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 1.0986122886681098`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 1.3862943611198906`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 1.6094379124341003`, + 0.}}, {-4.605170185988091, FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 1.791759469228055, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 1.9459101490553132`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 2.0794415416798357`, + TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, {0., FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 2.1972245773362196`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 2.995732273553991, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 3.4011973816621555`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 3.6888794541139363`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 3.912023005428146, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 4.0943445622221, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 4.248495242049359, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 4.382026634673881, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 4.499809670330265, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 4.605170185988092, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 5.0106352940962555`, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 5.298317366548036, - FormBox[ - TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}, { - 5.521460917862246, + 2.302585092994046, FormBox[ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}}}}]]], "Output", - CellChangeTimes->{{3.817115095977895*^9, 3.817115180281933*^9}, { - 3.8171157943248043`*^9, 3.817115819385768*^9}}, - CellLabel->"Out[47]=",ExpressionUUID->"d758ff21-6281-4951-879d-9a8a224caf38"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"Evaluate", "[", - RowBox[{ - RowBox[{"{", - RowBox[{ - RowBox[{"R", - FractionBox[ - RowBox[{"1", "-", - SuperscriptBox["\[Theta]", "2"]}], - RowBox[{"1", "+", - RowBox[{"0.5", " ", - SuperscriptBox["\[Theta]", "3"]}]}]]}], ",", - RowBox[{ - SuperscriptBox["R", - RowBox[{"15", "/", "8"}]], - FractionBox[ - RowBox[{"1", "-", - SuperscriptBox[ - RowBox[{"(", - RowBox[{"\[Theta]", "/", "1.3"}], ")"}], "2"]}], - RowBox[{"1", "+", - RowBox[{ - RowBox[{"1", "/", "0.4"}], " ", - RowBox[{ - SuperscriptBox["\[Theta]", "3"], "/", - SuperscriptBox["1.3", "2"]}]}]}]], " ", "\[Theta]"}]}], "}"}], "/.", - RowBox[{"R", "\[Rule]", - RowBox[{"2", "^", - RowBox[{"Range", "[", - RowBox[{ - RowBox[{"-", "2"}], ",", "2"}], "]"}]}]}]}], "]"}]], "Input", - CellLabel->"In[22]:=",ExpressionUUID->"41ea287c-9ee3-4b18-b17d-5dfc6a4e056d"], - -Cell[BoxData[ - RowBox[{"{", - RowBox[{ - RowBox[{"{", - RowBox[{ - FractionBox[ - RowBox[{"1", "-", - SuperscriptBox["\[Theta]", "2"]}], - RowBox[{"4", " ", - RowBox[{"(", - RowBox[{"1", "+", - RowBox[{"0.5`", " ", - SuperscriptBox["\[Theta]", "3"]}]}], ")"}]}]], ",", - FractionBox[ - RowBox[{"1", "-", - SuperscriptBox["\[Theta]", "2"]}], - RowBox[{"2", " ", - RowBox[{"(", - RowBox[{"1", "+", - RowBox[{"0.5`", " ", - SuperscriptBox["\[Theta]", "3"]}]}], ")"}]}]], ",", - FractionBox[ - RowBox[{"1", "-", - SuperscriptBox["\[Theta]", "2"]}], - RowBox[{"1", "+", - RowBox[{"0.5`", " ", - SuperscriptBox["\[Theta]", "3"]}]}]], ",", - FractionBox[ - RowBox[{"2", " ", - RowBox[{"(", - RowBox[{"1", "-", - SuperscriptBox["\[Theta]", "2"]}], ")"}]}], - RowBox[{"1", "+", - RowBox[{"0.5`", " ", - SuperscriptBox["\[Theta]", "3"]}]}]], ",", - FractionBox[ - RowBox[{"4", " ", - RowBox[{"(", - RowBox[{"1", "-", - SuperscriptBox["\[Theta]", "2"]}], ")"}]}], - RowBox[{"1", "+", - RowBox[{"0.5`", " ", - SuperscriptBox["\[Theta]", "3"]}]}]]}], "}"}], ",", - RowBox[{"{", - RowBox[{ - FractionBox[ - RowBox[{"\[Theta]", " ", - RowBox[{"(", - RowBox[{"1", "-", - RowBox[{"0.5917159763313609`", " ", - SuperscriptBox["\[Theta]", "2"]}]}], ")"}]}], - RowBox[{"8", " ", - SuperscriptBox["2", - RowBox[{"3", "/", "4"}]], " ", - RowBox[{"(", - RowBox[{"1", "+", - RowBox[{"1.4792899408284022`", " ", - SuperscriptBox["\[Theta]", "3"]}]}], ")"}]}]], ",", - FractionBox[ - RowBox[{"\[Theta]", " ", - RowBox[{"(", - RowBox[{"1", "-", - RowBox[{"0.5917159763313609`", " ", - SuperscriptBox["\[Theta]", "2"]}]}], ")"}]}], - RowBox[{"2", " ", - SuperscriptBox["2", - RowBox[{"7", "/", "8"}]], " ", - RowBox[{"(", - RowBox[{"1", "+", - RowBox[{"1.4792899408284022`", " ", - SuperscriptBox["\[Theta]", "3"]}]}], ")"}]}]], ",", - FractionBox[ - RowBox[{"\[Theta]", " ", - RowBox[{"(", - RowBox[{"1", "-", - RowBox[{"0.5917159763313609`", " ", - SuperscriptBox["\[Theta]", "2"]}]}], ")"}]}], - RowBox[{"1", "+", - RowBox[{"1.4792899408284022`", " ", - SuperscriptBox["\[Theta]", "3"]}]}]], ",", - FractionBox[ - RowBox[{"2", " ", - SuperscriptBox["2", - RowBox[{"7", "/", "8"}]], " ", "\[Theta]", " ", - RowBox[{"(", - RowBox[{"1", "-", - RowBox[{"0.5917159763313609`", " ", - SuperscriptBox["\[Theta]", "2"]}]}], ")"}]}], - RowBox[{"1", "+", - RowBox[{"1.4792899408284022`", " ", - SuperscriptBox["\[Theta]", "3"]}]}]], ",", - FractionBox[ - RowBox[{"8", " ", - SuperscriptBox["2", - RowBox[{"3", "/", "4"}]], " ", "\[Theta]", " ", - RowBox[{"(", - RowBox[{"1", "-", - RowBox[{"0.5917159763313609`", " ", - SuperscriptBox["\[Theta]", "2"]}]}], ")"}]}], - RowBox[{"1", "+", - RowBox[{"1.4792899408284022`", " ", - SuperscriptBox["\[Theta]", "3"]}]}]]}], "}"}]}], "}"}]], "Output", - CellChangeTimes->{3.817114937425263*^9}, - CellLabel->"Out[22]=",ExpressionUUID->"7b8e54ff-34ea-444e-8e78-ad376945c6d8"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"Series", "[", - RowBox[{ - RowBox[{ - RowBox[{"(", - RowBox[{"1", "-", - SuperscriptBox["\[Theta]", "2"]}], ")"}], "/", - SuperscriptBox[ - RowBox[{"(", - RowBox[{ - RowBox[{"(", - RowBox[{"1", "-", - SuperscriptBox[ - RowBox[{"(", - RowBox[{"\[Theta]", "/", "1.3"}], ")"}], "2"]}], ")"}], " ", - "\[Theta]"}], ")"}], - RowBox[{"8", "/", "15"}]]}], ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", "\[Infinity]", ",", "1"}], "}"}]}], - "]"}]], "Input", - CellChangeTimes->{{3.8172026520938797`*^9, 3.81720270842931*^9}, { - 3.8172027470464478`*^9, 3.817202758542193*^9}}, - CellLabel-> - "In[167]:=",ExpressionUUID->"77ced036-93d3-4558-8eb2-1aeeb8345ed7"], - -Cell[BoxData[ - InterpretationBox[ - RowBox[{ - RowBox[{ - RowBox[{"(", - RowBox[{"0.13828470304678664`", "\[VeryThinSpace]", "+", - RowBox[{"1.3156910632310723`", " ", "\[ImaginaryI]"}]}], ")"}], " ", - SuperscriptBox["\[Theta]", - RowBox[{"2", "/", "5"}]]}], "+", - InterpretationBox[ - SuperscriptBox[ - RowBox[{"O", "[", - FractionBox["1", "\[Theta]"], "]"}], - RowBox[{"6", "/", "5"}]], - SeriesData[$CellContext`\[Theta], - DirectedInfinity[1], {}, -2, 6, 5], - Editable->False]}], - SeriesData[$CellContext`\[Theta], - DirectedInfinity[1], { - Complex[0.13828470304678664`, 1.3156910632310723`]}, -2, 6, 5], - Editable->False]], "Output", - CellChangeTimes->{3.817202708548201*^9, 3.8172027589878483`*^9}, - CellLabel-> - "Out[167]=",ExpressionUUID->"49c3b3ed-cf01-4c58-acac-6b3b7b9cb822"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"ParametricPlot", "[", - RowBox[{ - RowBox[{"Evaluate", "[", - RowBox[{ - RowBox[{ - RowBox[{"{", - RowBox[{ - RowBox[{"#", - RowBox[{"(", - RowBox[{"1", "-", - SuperscriptBox["\[Theta]", "2"]}], ")"}]}], ",", - RowBox[{ - SuperscriptBox["#", - RowBox[{"15", "/", "8"}]], - RowBox[{"(", - RowBox[{"1", "-", - SuperscriptBox[ - RowBox[{"(", - RowBox[{"\[Theta]", "/", "1.3"}], ")"}], "2"]}], ")"}], " ", - "\[Theta]"}]}], "}"}], "&"}], "/@", - RowBox[{"(", - RowBox[{"2", "^", - RowBox[{"Range", "[", - RowBox[{ - RowBox[{"-", "2"}], ",", "0", ",", "0.25"}], "]"}]}], ")"}]}], "]"}], - ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", "0", ",", "1.8"}], "}"}], ",", - RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]], "Input", - CellChangeTimes->{{3.817114761613014*^9, 3.817114948608783*^9}, { - 3.8171149809613123`*^9, 3.817115008081002*^9}, {3.8171150682175503`*^9, - 3.8171150688968678`*^9}, {3.817202394207995*^9, 3.817202420024646*^9}, { - 3.81720249085142*^9, 3.81720252137018*^9}}, - CellLabel-> - "In[165]:=",ExpressionUUID->"1dc20dd2-2639-4b38-8eb3-e39481c6a15e"], - -Cell[BoxData[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ - 1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" -1:eJw11nk8VF/4B3BKSqFEIaRFFJKtVOhTspSECH1LhRaRsmSJZM0e2SNZ5iot -lizZmWvsS4xKqSQmJZLSKlL9Tr/f6zf/zLxf99wz957znOd5Vto5m52YxcXF -5cnNxfXv+/8+3fj/X0Y2ttZ//7JhF/elRDl4DpQCQ1x/E2seKZzYELwEt+2c -ME1cHerKdWzVClTwLG3+TpwRd2tIMXgNbOyD5kwQq236b/v3IXlkRhb9HiF2 -y3d7cXiVMtzPZhcMEi8+9+QT/UgVnMUHxHqJ5Y9eurcieCPeerG3PiD+/qZg -xF9tMwLS+ZbWEd/xuuTYP7QVxcG8d4uJvSPVebYkauOCfPOPbGKTXV46u1dt -R1/crpkE4tt/JvrdfXbgUWV0VRDx4EpprcxHOgjZ8+8F2bBOmnz1KUgPO0rH -dxsQ9x54+GVJnz6SBrTHlImznJn2W9V2gctT9gAXcfBFFWG/IUOIvWauHv7D -xqN3w2LpmkZoFVx2u534ZZTg8qqEvfhwR6zvCnFjScTrHytNYSNWE+FCrMy3 -SGJWlymcDFZ9NiG+99FvFb/PPux6t+n9fOJl/XpnJB+ZYcn/Ljgba842XlcM -ssAOxtZpA2LKse+HopIl5jwpk5MiTu/fwlR4YQkzv8m8hhk2dl2bOSajegBc -z1JtuIlHE9+Wcr0+iLcmDmmdv9joO31J5mv0IdiF/4pJIS7LbMsY2mINac1T -WfLEp+I8Q5hxh1Fw698Gs5Fk+9guf4UNjGR2neEmnjZ/LZXhaYMA2wnZ+ik2 -5o98zY9+YIMCqYhGELcXlKk7nLeFdHrfbYWfbMxqH1QR6raD2f8GCBu6DycT -pP1PIHaq4YYT8XmxZZ5qL0+AtXakWIh4ep5viN6Wk+Ded3Sv1Tc2hOPe8h// -ehLfWudd6P5C4m0s/U2E/SnkWO6q9PnERo+m+HtXk9OQ87LcxkfMkt3263je -aVwPadNJ/shGtr12rQWfE447vWrLHWfDPrlIXbnBCfa2Dd2NYyT+LGnR1k1n -oTHqzSp4x4b/OzcXZowLZkaeaq0h/iZsnb+61gWlT1M0rg2zUc7yvxQ25oI5 -vnty/d+S/fsx+tlwlytEP56O2jzERoyUq3Udtxt4XVKV7F6x4Skawmfnfg7C -YzlcSY/ZeOWfGn3igCdaDi5mvXvERtCiU1OhwZ5Y36SguoXYalCQlVPgiYWR -p2SfdbMReVfLisPjBdkePiveLjauDPnq6xR54a7D2LPVrWyg5t7pQj5vcF+T -P3qsmsTHnf47cpUXMH7UYuPlKjZWvOF3FnxzAZdXKNWUVLKh18SW/yroi/64 -0b4/5Wy4jNh7lx33xRP18GMh90n85+ktk1l0EeK+xxPM89ngn9V7M+WkH74s -TPX4ls5GHX3ryEh4AAxOlDr/vM7GO5ME0c70ADQ4h8r9SmPDxkr/ZmFxAJRu -6HfPpJL35eLf4v4yAI8jwfs5iY1VSpZi4xsCYWkizJMezcYet1H7G08DYVCq -YzDbl9x/U65v+epgnLn3ffKVD4nfq167+zSCUX3k8MlKbzbO5jyzTjYKRttL -Q19HLzY+7+l1mucZjBLLjMu1bmzwrJs772VrMBp2yEHOgZzHXPV+nL2Ejm91 -Y/Ms2Eh79jr+U3kI9OsShLPM2Tg03XdPsysEu83W1m00Y8NW0Hgm5E0IhtqS -b1mbkPOuxiW5RCgUTnMj7qXsZmPiotkOKcdQdFfXZ7dps7HZ7aj3Y4kwvOaL -klq4ho0NXelG7RfDIa/pbLn2UxcSuBvHPDWj4LB/zmr/8S749XA6O0yioPvd -8GbPWBciHjoVLT8ehe7ON+0XRroQJ3vNk3k5CpovzK5VcbrQuJO7621/FGxt -xAynH3ehMNTb8pH/ZYys3D0eWN6FNIGeKdH6aAx779Ap9unCuwUr3P9Kx4Jn -XvxI1PkuBI5PfSuXj8VmzS/zj3t2YaqjbaHzxlhwYjkNC926MHn40MLnhrHY -NHWB18Khi8Tp/WXXPWIxUZvZlWzVhTP7qkL622NxUzTbcVK1C+yox6367nHg -5099qPi2EwJZDpwL9fFg3Q3fW/S6EzHp/n3Ug3jI6UWbqw924sPVJrQ+jQfP -mSe/N/Z1gh0ht1NwjDjCtkPuYSe0YtdLhAknQPLLKcOmmk48vpoAheMJKAhX -f/YuvhM/F5v3bOJJxIEWpmrH1k5cYP3ilkMSqooi/nSEPsBAmuKNT55XoVXq -+ZTK60CV+XBUDDMVT/xMzY93tEPgYMyp6do0JGeGLT34og3tGqf03semI6/z -WrPo0zbsEalbE5KSjvMp3r8fP2xDp96aPVJZ6VDiufbXoK0Nx4T32erdS4ek -+kmL5RVtOGhYl+XemY6p7woGl5La8KH4cooxXwZKuM/s3GjSBv32/7pH/TKg -uqUpQ4HZimWfbl0Kt83EGZN9Zi8qW5F3Q0pz0j4Tum/O1YaVtiJQ3t/62NlM -tEf4Vr3Ka4Wu47eXahcyodSYZnIxrRViQhvo0sRM2P0QGvY93wpOifRhrZZM -uJj2N4SotMKN165bbkkWZPo+6TAzW/A7cOiuinsW5sbJLCu/1oJPc/SwzysL -0uXnnQuSWjC2z17V2ScLE+b+iSlRLfBXn1bNCcjCku45rQe9WlDXlHeFKzoL -bo8me5KNW9C+5vXukzezcPqvc+j4r2aM63pafunJgu10ocESs2ZsNgjz+qzE -wPd72yebjZoRIvdTJ0WFgYnwMVUvg2bIdSsc0VZnYPnNeOPHWs14cmhWUNAW -BoxCZUV95JrRGOrr9nMnAzwfjo8HzjTB2kf2SvwBBh7pahX43GxCvvmhC74B -ZLy9Mud3ZhOczk7/9yGIAcV8ZPlfa0KvdYL3wRAGZLLv1ftdacKK5OfeKpEM -jGo8STnt3YQTN1pc2xMYeMCjEfnXqAlr/XN7b+Uw8FnBInDR10a03b4OgQ4G -bhtvF2oZbwRzseyG5Z0M8CqUHfYdaURgJ3/0ejYDZYt0FIf6G1Hl4hZv8JgB -zpUXmYzWRigIrKg81cfA2cOCHE56I0yvCq06OsaA9cbADmeDRkxUldaLz6fw -+nLDh987GtH0c07j5AIKghmx7ZFajRiwLZXrEaBwcLy9OkulESqfi0TChSgw -UedeK9EIz+xsn5diFGpK8rdXfWoA28RzlYYchZhnCdtZyQ1YGL9dp0iHgt84 -b1R+bAM8Iy81+OlSKIz7eSAlsgEecgtNDfUpDIRZ+Tv4NeDYHcGIvt3k/xR4 -fkydaMBpXfMzw6YUHhiLRT1Wb4BE/NOE9CMUkuYq7nd4WI/0Y0N/o89T6OVx -FZTtqMdMBntGwoeCdZy6EaexHoGmpd9vXaCgdEDDzLyiHiouwc8r/Sh8vK4Q -viazHkHiLYeaLlF4P4udFuRUj6Eu9oBPLIXO7dx20rz12HSdJ9o6h8LXdfsS -l3HVY1zJnifhFgV6YtUFkWkWJJ+O57XcpqAranSS5yML87Y+v6KQS4G39X5x -zxMW+rfrxfffo2BbMbBa4yYL07H/qb6voPDowt4MqUwWWpj7o2dXURiW1O6c -lcpCiK2msEQ1hT+TjF1tl1n40K+VoVtLYUgoqFTfnYWdaetzAlkUInrS7Gfv -ZJE+NV82u42Cjpuc/BMtFsq2lXNntlNgjKszbm5i4cibc9ypHRQMLz7J05Fn -4XeY15mwTgrmXOu3nhFiQU+86cPeh+T+pI3rLw3UweWujUrgM/I+AgMaO57X -IVjm09qjzymM2c2fnHlUB7eeyW2aLyisvTUc79JcB+6C0cbxPgpWCaXbd+XX -oUDZab3WANn/6Tz3Sp86VFY9Fvd7S+GmnjHvi3N1KGo6W7l3mMJS04rFU051 -uKppLinxjsLs7OE01aN1qHj+e929EQqLduQ5J+ysA2niLWvGyPof7pPk56/D -/eyRcMfPFKiMeYdE5tRBL6925dIvFCy1f8ttmqHBPfzZgyaOr4z4YDBII+TI -ReMF3yi4UO4/9W/TyPfTLw77QeJ1Y7xEiQaNVrNHTxb/IutD8XyOX0eDVaM9 -mkocEz2vxlmCxorlywuXz1BQHGxUXfGXCWrzTsuVvyl0eSzMtm5mIvOd7o/5 -fyl86xVYI1PBRLmc31V/4u6K9Osjd5iw0NEY+Uyc9cPV6VQ0E4XnlZLZXNmg -7D7E7NzPRDuP1VLnWdmwqfKs/aLHxA+10jUPiZ/GxnMyNJhoXpExqDybuNJv -/sdlTAzcWGI1SmzDb7Iwjp+JiW85Qjo8ZL7+Qj6VP7VQd2/1SCHeOrN2wJ5T -iyFX1uZtc7IRvxtVfx7VYumdtORo4owl7yLjG2uxIHDB9RfE3evG+Itu1aLj -UlHaGd5sJOs0JbSdqUXoDy0br7nZeLlHio46Wov1PKLPiok/OkrNGO6rJefY -ju8D8fn3S3Lr1GvxtfVsstU8ct1QUMpLthZzWfgcQazKKsiSF6sF9YSaXUUs -+endy/BfNVj0GXuF+bLRmBOQpDZegy36kcFaxJvcWUf7XtUgfn+Y8zFiT6u7 -mgHdNdi5k14UThxkqrluVX0NLmypOnmX+OBR97WskhrYHOFybSf+E2yx5fDN -Gkg+F98wQuzCfHXoR3IN+rtjsmbPz0ae4KLYy+E1aHd61yhJfN999Im0D3me -ntw0NeLICcf1hadr8Hz9cZldxPJBicnah2uwl5Fy5CBxyrqTQq3GNUixeLjb -kbh7eCDdZHsN3romv/Wa/2+/uLV6VGpwRMpFJZj4NtUxZrG6Bkr+w4qXifUZ -2vk9IjXwYwb2xhMXlloFmPLWwHtWu/JV4uEB8RNtk9UwdDPYnEo8In3pEEar -Ib4xaDyFuMwj+Vjxi2oscZtlmkxsxjG9uOpBNY6bmh6NI66wK7l9pbYaqpNf -l0USv5+qfTtVUI070R5BAf+c46Jum1WN71sPJ7n/m8+hI7EprhqQVTM/SWyk -08UrF1yNQk//aot/z6fsHRniXg1P8/ZOHeJB9QfSnBPVqBhKi1hP/NK4pXmL -VTWyjX0/LiG+4efof2VXNWyqv/76RdY/RfrOGlWFakxtahVkETfH6gr7S1ZD -PnGjcBYxUzR8cZtANZ5dOcj0JRaxn6u/f6IKJn/HeDf8278NO32SOFU4wzqV -zUN8TUCu7vGjKhQxa9/0kngyW/AuwKC0CuZzhfZ7EQ/KN/zyzanCHIZ04E7i -rTYG4feuViF0sdw+gX/j+Xc9XeBThQzxHc9SSfwuCm68uvF0FaJ+H4uxJr62 -cNTR2roKExZZbyWJRRzl9RnbqvCAK9QjmZwPns0GxvSGKqQykG9CzJTgP/Vi -RRXCzNUu8RJfk4npnju7CufCRgXOkPP1RvOcB1oqoXTeI1iKnE/TB0lWBpWV -uBUXVN9GzvNPr8I8o9xKLBAO+nCOWHBl1z2TK5WoEnn8l0Xywaaqu+IaVpXw -CxET1+PORpZMTIL8bjKfqcjNQZJPdt11CJDQrMRcoZ9iPsQH5/KVfF9eiX1a -X8pySP45P2/0QtRwBQRy+VnDJH8NGkVHOz6rQHdKdqArcWjeusUG7RX4MV9M -bprku/haQ/ef+RWI3CkiPYf4tqzSdS2PClBepRXc0xQaRXx8DGdXYI6Pp3bS -dwqyAlnVXN/L4TF79/I/JN82rmA63x8uB2v9m/7jxK2pr5VF2svBrfhpUuEr -qeePHiwtjS3Hr+0ll7MmKDTbyLr6SpXD6BB7aBXJ9zICXRy+heXoNrgS7PCe -Qn3PmaZErnJQn2fN5I+S/F2a9JYaKoOFboCHMqkXBczQiKw7ZaCtlAIkSL0J -+DB+dOXGMog3qWVGvKLw5tzgX8M1ZRid2D9zrZ/CDEMpy3VJGcw9NrffeUlh -65d+Tun3UhiftyyjSX37ZhfusKysFA5Th+sfPKXgHsIfab6pFCG+otqnuyjc -6Hq4MFT9PkLXiv9XRur1YsUt1SYy92Hdo/3KndRzReWZk0tF7uPeoRuNypUU -PBWT6GtfS6Ayrl+SVUbB7PtiD//iEkgX7JtvW0T6rVbtzxUbSvBec1r1GOk3 -il1NlT7IFSNone98xxgKP5665zqLFWPWqkn2x8sUcg44RU3MK8YljR1wjaKw -rajn3PvRIgxPF4g7h1OwKY8cZuYWwTpvuNg4iIKd6GXz90pFWMfjsTzdg1yX -fbNnj1ohxnr9Rd0Pknol5rT6wupCPBMxNs8/QOaXazl8W7gQh733Kr6xJPV+ -4/j37+/uIXh6z31DcwoVdz0KuB2Ic7SFfu2hYKRdpLTcsQAHPjFyRrQoHOd6 -fPr0qTzwJA36fpOk0JNsvbp5Vx6iPqwSHltGYV5ySo/Eujwoz2w2GyD944Mu -OZmK0Vx49B5rqxOhkLcu2+u+Yy68w/bG2fOTeLokMFF9+i5uiW9R1/1F+tfu -Qllex9t4eapEUaOXAbFaldwwqxswaTRY9imMgf0rqzhP1G5ASkD3tjDpv7cn -2SstX3QDR2Yv+m8j6c+356nMT2/NBq+OykoXXwZqkoM6zLeQOsa/b1uDCwN1 -h0U9bopTcJpu2jFA+v0Ke/HW4txMHDkSKjEmy0A41167ud7J2HHCMVKjKgtc -J9fY/t52DnulPdghGZng2nnAZ41UDK12kJn4DOlYNDO8QzGHQetUJnG4Q68h -/ET/6x7HXHqRp2JsyPWrSHT5VaK2oYTeUvZFzYgvEbHXN9d3e1bQiXOyJG33 -xOKGtm+y4oNa+u+XNectzofjY3Z1kheHRU+8S+iKCr6I84Lbbo4zG+lfIRfn -8+0+BpnejEPrP7fQd/ffldGsOE1rGb62mZzVQbuG2POnPg+i9ZeyAirFu2hP -xkLTN25XaGaFP9eqpm6aaTWg8l7kKj3PYHQW7fiI1jT1khZyz6C3HTpSthc9 -9N6dmjb9Adn067xE5ZWiT+nCRXbaTX9ukaFXBbuf99JBKfP1pdzz6GVyApZ/ -Op/TXqWWN5Q7CmmXxbH5Dbl9tLHOUircooRurLOQ0Yvsp49+OXDw1I9S2tOn -O7Hh+gCd/uCbzYufFfTqlwIVmzoG6Rb2mzchH6vpqZ/ulrnsQdomrENTeKaa -5vibHFrRM0hrCrlfzuaroQc7jqQs6B+kWdskJTtlauhs6+GB4Y+D9G4v3Zmd -h2rojbapNwoXc+hmwe5fda01dNiPGJ64gxw61Lro6dTNWtre4pjr4qMcOtXu -8PvhklracnmubuIxDr16/wGuXlYtffJj4vJUJw5dd91Iva6/lt4d9jDzlh+H -1tx6t6FsCZOWuP6xt5fi0O2WS2rUQ5n0n7Sp3KO3ODRHlSVilsikP885P/wu -l0MLhs1yd6OYNJ8YO2bqPhm/1cqghsmkZ9SH81a2cOhRvcZd7pNM2jbk8v28 -Dg5dduBq/505NN2LnFWbuzn0yLrVF14L0/TXL2qqps859LW7ng+tlWk6dezW -45f9HPqeQktkxjaaNjW+0ufwmkMbC77eO2RE06IS73dPDnNoveoFEgqHaPrD -vorlIWPkelr4Fw8Hmv4f5buVLQ== - "]]}, - Annotation[#, "Charting`Private`Tag$15353#1"]& ], - TagBox[ - {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[ - 1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" -1:eJwt13k4VP8XB3BbZQ+lJJTK0oJWInonoSyRLUQRabEvoShK0iLKEpEo28xo -kSVluzMYW9axlC2RXWmzpfC73+f5zT/zvJ6Zufecz/2ccz4jfdrd5AwHGxub -Lzsb23/vogU7eBeWtoDt/6/YqmHKPGm+SysCfJgCWPmHJ/Qf6ZwVXS7eTElE -6cc/mSO9uqkHomayECKipmZIH736Z5c7UwH3TP/cniQ9tp0V6pC4E7w8dSd+ -kF7c2LdO0EwZN3t5ncdJCwQlbirgVwP7h/yCQdKEvLfxSaYGAr/XafaS/sz5 -7RU7cQDT8sY8H0nbsD9dZpp4EB4hEGwivTk4QiDV7xBGFxKMq0g/9p5I/mmq -A/vE000lpHka/zzev/0wOiwf3sslXRk62n+bXw9Vygfpj0kHs6zKxJmG0Dhe -uOc+aXkjAzG7p0bIiX8ycp202mXO+OZSYyRezVrqRHqTVregcKIJBDe2elqQ -Lnou9FHxtimujZwT1yFtJJy4X9/PDGfa2zduJL0yZ2NKkKkF2hde3RAiHddn -fSlO8zh0D09tmF/SAsYvq+cvlCwhu79idSvp5ynS3a181ujO9+73J3370uRt -/gpbHB56oWhHupPrlqVozknkqZi91SG9AVV/1qacwm2NwRBh0qmmtnuFS+2w -rU3sXxJXCzT1arbyJJxGtEDeriDSUt7GPzmFHTDnVEQ5RXqddbLNfJgDKgMF -9aVIj5vXc3y96Ajz3ZUeUZwt+Jk1m1JwzAlvfcqiXUkbuRpQMqqdsKZ9y6Qu -6astHcIxOIuuv3Cd42jBk2udo+cVzuF4S8ABC9Ja/BwMNp4L2JGj6jzK1oJM -0VOUFsIV1lPu6nmkI6q4DVMPuMFt7bT8VdIl9gxnD4YbbIV+mS4nLXrX/CtH -uTsMkig/ZRdZ2Jl1eojziwcuagkZbJ1noXbOqKl80Av2+YdYw/9YyEy8/W2l -rDfUeGu8U0l/li/wdHTyxisbBrcYaU/Z848WhrzxMs3j8vQcCwHBNxulRnww -Ta8JvDXLgrxWrDTvmC8y7P8VKJM+qRQgjy1+ODh4VXBghkXuN80DXhf8cCDW -W0CddIjrWDhrzA+G8WtN+6ZYyD7CxxUw7o+8LU7zbL9ZmErwy3P6ehnZwYP1 -MV9ZgKr7xZCvV6G/eKRWgTRD0K52l3wQrEINFpnjLIz1d3X0OQShMXPriskx -Fnx6vq9S6QqCmI5Jv84oC4n7fKr6HYOhMHJAqmqQha/37hqrmF6DdVkq/85P -LDyPWG86qhgCfaUaiZweMv8quZF4gxBkp4af2UHao8N+pe6FEDQ/+5ai0M1C -+fbnm5PTQ+A1t5qQ6GRB9uQR3v0SN6C8XPBRWxsLAhs3vtvNEwpGQ1D56zoW -NBpxabrvJnKrJkbWkm5ZHZ38eeEmLicXHg19zwL/pga5mrVhuDF+rsu8loUt -sYXmseZheDC17s+3KhaeqWV8W1MThpDmGe25MhYSHkaD9eoWWihHZULesuCd -KzX3I+AOLAKtLNoKyPglp2xT4+/glSKjSpa0RmFWn2n+HXQrZTpX5bNw86H/ -gVcTd6CYVl+wmMPCd41aaSP7u3hpdsPe4AULWw3E0nfohGNlW/yc+VMWpMMK -1L0FI3C/wdE5KIWFqgM29KMKEQifyZ7LTGYh/N1GhpxBBBY+1PhMJ7HQ2ftA -iXU7Ai2s+fZbCSxcLN/qy70kEvuz3UxDollQXmpjMzsXCTFen22NN8j1KnKP -OP/rPrpVBU6VObJw58c/vx8fouApk3SX6cCC9RI3To6hKGyTYP6uOs3Cg+5o -BZHJKIhu7fGttWNhV1a+laJQNHIbFA5X2rBAFFj+Nj8cDQmFY6sfmbFwncNM -3f5tNFJ1Us5mabFQx9GVYRcXg5tfTzVdX0fm17jsa6XxQzR+7InaJ8VCv/Ve -4aRTD2Gol+32W4LMx39Mx9PtIQaLTbzsxMn8Ne0+rQh/iNuf71GVRFlYPuAc -p1n1EBnSPR+e8bKw7SiLbb9GHLbf7d3VPdkMmQ8mcq/l4nHtr/doQmUzGrO7 -fHdPP8Jv/W3c0sxm8J5uVNbkSoC5beThjPJm5LjKMfVFEjBSZq74kt6Mk7bd -utaKCdB59OVebmEzaiQPMGycEjDsxZkU87IZi+s2Oky3JaC4w/Tvq9hmeIjM -2HjnJuLlRZW3+vbNePG7bUr/bBLEpZ27D003YfXnRe8w9RSUbv5HD/dpwjv2 -NIOTTU+R2HupXb2nEX7fzr3BzlR0e1kejyttgMDa3E1WF9Og1/az6Oa7BtxK -0NV/fDkNazfPnvLJa4DBpr0RPUFp6EvTd9KjNcDk+n0n6ztp4Pkm4NIX24CB -R61HNZLTQBCLJ4pcGmBffsI5szoNdLf4eqk1DZi2/6XJLZ6OTb+TZlJd6iHd -m9r84U065A/V3r52th5+zmu09YvS8Yh5Ptb2dD0E5dZ9LybSwbTiWCNsWY8C -VtFAQnU6NKoeNZ/Rqgf33ZO6mp3pKH1jz125ph78s67eKvPpmBk2D7dn1oE3 -7OMrpmYGEN34jUusDt3RcxwGzAwYcnaq8YrUYSaxJuJJTQaeyrCXCPDXQYx9 -S8dEfQYkr6XbLWerg0XXWMat9gxciNaRmR9+j86k4BVPhzNgJTOWer3gPY7X -JTxy5MlE4MIb3z3m72FndeXJDv1M9IWe9VK7W4vi0LickqpMLDpqS4/fqEWK -YuKq8+8zETfzWTThai0YZR6bRBozoaJyrOmXZy1Cxzn22bZnQmb9qjuRlrWg -TndpfhjIxIf4HcK+MrUQypaVs2anwFfmletMSQ1iYwzaH+6loNZbq9WjoAY/ -lp9Tmd5HwcOLscEj2TUYcelVMAUFKdFeNFZqDa7ymn5cokOBo6qwVtTtGrTd -dRI+akoBsfVzWKlZDT46cIWed6UgJ6vi1PvRapw9emS2KpmCS1nbu659qYaP -ueRs6jMKePgn25R7qnHugWTdlXQKgr8HH3ncVA2ViMiJLVkUVCBX3rygGh+G -cgWd31CQu+Ry1dUb1XBwb9K9XkeBrNz9m68lq/GiYPwv9wwFPRj5qrK6Gl7d -S4Kf/KHA+l0cq1ioGu/O5lbt+EfBi4Z/a8s4q7EQl598jJ0K2vXejMLRKnTQ -mhx8+ajgE1qW5JBfhYXJXdWm66hwoH/ijdWvwvIpTTtrbSpWRzv9tT5UhTR/ -imCHLhXDZ9zk1mlUoYhNnNtcj4ouvoUdzxSrEH/Fv+OQERX8VpLC0cJVUKlI -/MJpRcXD2RMz6z5UwtniAPuiMxVqBh0OQ3aV8FwjTx+IpMJ2g32Ft1UlhrTz -w/iiqHg8e85u8VgldnusD1WKocItfVZPWKsSwZLjUu7xVBxnExtbJ1MJrou1 -RXUpVBgXWRiPjDAhPXpxKftrMh7t1mIZdyYCPTI0jjRSkf1zz9n5s0y86Z0c -nG6iQm7aLqzFjgmLrfkCz1hU/OFesTnAhIkmM8eOH21UyFsM/yzYw8SDLmcT -j27y9xHGj4b/VmB8eZzJ9AgVcRW6KRmTFfAc93gdMEaFhCm3pOO3CljFrQ9b -GKdC4PKgX+enCujYdsb8m6DC//vy3DxGBRLCM7Z0TlIR6C+DdWEVeN0kViXO -RoPn3pxnzKAKCFqWmPix08B9jDvwgn8FylITDZo5aFgVLnT/1fkKqIZ+unVl -CY3sRw805AwqcPCEy8oCXho0OE1f1glVwD5r3eKLlTQcMLzoZs1TAUmpBoU+ -URoGv9ulDbFXYMsR8TLh1TSsRIzn3K9yqDEd1zivoeEvl/OD5W3lkDzw2ntB -kobfih1D3+PLcSc++WSmLA0Bf3ujyu+XQ6E7M7dSjgaGCJ9H7K1y6DLEf/TL -03BNuqFkl385Is+FSIhspaGHWJZpfbwcUbO7t+sr0cDFdiT7mGg5ft0kqHIq -NJzwj3HjFihH8jL9jaJ7aXDfx3WyhKscGfyGlxZJNzw1bpKeLMOVxzMFtWo0 -nPv+mKONVQanlCKXffvJ9YngfDIQWYaXT9PFQw/RoJgT7XY1rAyMe148B7Rp -EJE+7LEqqAyr+hg1M6SX90ou03Qrg9qbLcW2ujQMdwVeDzYoQ9jwHzNOPTJf -c6VuvkNlyOl8WZxGmhBfejZ2XxmiZF1+HNSnIfzGeqHULWWQYRx8d9GABvYO -7mwKdxmyG3aX5B2lYYrSEyXDVoY7Zuxe6kY0UMvbM1JmGLi3yeYbnbR2x57T -D4YYIBIXd9ONaVBoTeRZ9okBPWJ0Ue0YDW1rZPsvtzGQL5MekUPaMjRT1raC -geFc1mScCQ17sp5EvS9igNdyqHaJKQ1NawuV9uYyUKkieNqDtHqP7TzfM9LP -epr2mdHw7bPlUFIQA+O/jZKyzGm4PeW6QtaPgU3G9NF50s191tefuzHwcfrv -ckMLGs5qFsvk2TJAzdcY7iOdm7fdeo85Ge+q2Ydyx2l4uRjYlGfAgK7ZkOQF -0pkSSddf7mPg2XTly0HSGRMepfK7GHBPcy2QsqThWLyE+tMtDKTRs2PMSFPX -pPxdvYGBYvcx7TDSL7z+/gtfw4Bqu0/tG9InUxUPsAkzECtGk/5CuihLlenJ -zYDhiQE9fisaKu9KhPct0tFXdkV7J+lArQ8xRjN01Hk3CZmT/sQ631s0Qcfd -KOXnPqQnVFudZYfoSNHiXf2ANNV/lVpkDx0hWenGNNIikdv1plvpyJ84bUkn -LXtlw+MTdXTk7His0EJ6+OBXJaKcjpn4rMZ+0maf7y2RLqKD68i4xnfSbubL -JK/l0GHmlO83S3rPM0vfXiodZ0QdAxdIZ1ZeE1Z/Sseby8f02a3J+MuuTzyM -p4NR+OELG+mohycEfkTSsWzOWHue/D7fQX433TDy+rar3adJKzFjhJKu0rGb -O9TuK+nFdVOTPy7SIbZ+UqyX9BUThbVarnRsrSmNa/jvfjYaIdGOdIzJobvw -v8/3yyj0n6Cjxa5xMJU02+yAmJIpGV98Te7t/65/O1Dnsh4dEr/DtF3+u/+v -8fxyTTp8Yx0T9ElH79x1lk+Vjp+p717LkaaoHYmMlaNDNW6PTDv5fJQ5xJZ+ -lKJjKVMomELa42lpqdgqOoZ/1CX4kR51ip6K4SKfV6uxAD9pI/GQ4ZQZAlNt -dQ7N5H6RWxV5duUQgVVno/yiSfetffPrRxkBz/enWwVIV8g0z1u9JpA+LC1R -Se7HxU+J4UQygU6ZaKkA0kGnDuwJDiSglTBp3EXu5wpZcaOuCwQ81jwKukna -Pin1604rAjEGlk6KpKnxzJwPewi8tYu08iHrw0zyZNemTQTy7hQ5ivznYxlh -biIEkuYuyLwg68mxStt5ZqIUivuLKz6S9fdqnH6yN7MUbCZc57nJ+rzP6Z1y -MK4Ud7hfBMeQ9WxuGdHx7GYpqDtT30iSTnnLttP6TCky9tkGyJH1L2HWGpC2 -oRRPHhpaiRnSoGna5P9duBR1pzLN7pH9xCByj6sKeykijddcWCT7zfrSfeql -vSVo5Nja10n2o6xpZe/MxyWQX6//0+0wDaI9gVs775ZgLDHrZR3ZzxzZtnXx -BJRA4/fENTnSxDxzvZ1VCWIjOM+1kv3vRMvIoRHREnBNUDfyadEgPzb6wymi -GLGLq76Mq9Mglly+7vyVYmjSQwlx0l/vL9U551KMgAoXqs4+Go5vrfa31SvG -/Z+3UmNVyfmxT81v49JiaJhhg5AyDZsqOz5IXimC7Xhji68iDY+P6F757lyE -TI/Uw74KNCzwSImXWhfB7+mNMq9tNPhrLlMz2VuErFPm5ae3kOt3t1rE4nch -bCoujkmR8+bpnaXydecK8ehTj+Uych6ZqknSps0LEXA1UaxkLQ3rdI4lSmoV -AjX3DN3FaZj0FH5vJ1mIi5/sV9aQ8+2J+K9Txc3v8DaYg9NEhAaO7N2nqlXf -4YHrn/q3S8n9Pl6au2vZWzhstznf9pUKH8lra77+LkBzjnyIGDm/v2fZTaR8 -LoD2x/x/x0ep2NrjN7j4rgA6dx346wapeHF/KU+0SwGaeHXv3vpExbt96TKC -zW/Qv5fD04Q8b/A/G847HpePgfjhLTIvqUgz+L7y2418XNP2shJ7ToWZioJV -kFc+burLGHDTqJio049IMMzHy7S2gE/pVEj+WZGVxZmPtmNiUw5JVJw0b3q5 -1z0PCrXjray7VLhI/vk0r5WLh9X//NSdqEiurWYq7ciFr8iERJUDFf0FDfdP -SuXiX/EDn6P2ZLwmV1pyZnPQ68NQNbWhQvX2GT7lFzk4qxzAv8eECqU5e+1M -0RxI7pKystIg4x3n7d89kA06xbRkvTAVlRz1rQ7N2chxSpE1EiTXZ6qgNrI0 -G4Ox70wuk+dHGw9u+qf4bJxsPPizcgkVifnRTZaG2aDY66uqzlGgx5kpEuD8 -Crse816/1k9BJ37kRHG/gJHihE1SNgVhY7SR1u0U/J545Tp4kAKHvVzbTy+l -ICT7zraf+ykI/7XCfaQrE54ZhZOzahSMZlm09t7MxBzb5Sf/dlKQsPP8vsvd -GRjdKqrduoGCv5FlAbY30+GzM1e/gjzvJ93RYfa0PkPVe/WMZ8WZ8FqQnbnz -LgFLA//V75LNRPu5hFXKX3zxzfByCF9fOla8fVzdP/yAGPd1uHlAIw1UPTEx -vvk0YvONb4L21s8QwjBd7WKYTWjFvHG4bZGC2D9ZOe5Nb4gq7lrLwMJEZNvl -9VevLiHeMH/KNpH/f90W24xKChjEBXUzztSJ++jrMr8YocUkrvbV/xZzuQEj -kfAd77OqiXAxc9/z2RfgvoXu2e1fRwQsa6RqK3oTo38FP1OXNxGbG5P0dqy6 -QyxwcXzrGGwm2pZdetdZFksITV5/4PKzhdjf6Nl+9mcyseLEBe3GoTZib9GT -0Zsi6cRkfHjQkpUfCeVpnorn8zQime7YIqXdSexZ5aQSmpBN+I+YeKyw7SaE -Pv510s3OJUKdZP8NvPpEbLEJ5n6tUUCI/fq+nNvnMyGQwTqXzygkjqT7Xbl3 -v4+wG7evH3YsJfhULgT8e99P5PkUTN3XZRAK5vUtmbNfiLEmtj/tpuWE73H7 -g5PzX4if1uceqdiWExkK77docg4Qp4ZHDyc4lRPZ5uvPdwsMEMmnZtvOXCon -gmKaEsU2DhA+Kh4vRJPLiem6wx2ZhgPE92blgI9j5YTB5vg86dQBIkvqcs94 -SAWxmTJke4UyQGzK/Vgcca+CGJ3jvdbxYoD4waf+eldcBSEm0bY7+u0AQT/d -0BFCqyC2Gbqb8DcMEBOCRkoazRXE9gtFZ0T/DBCSr7aKrlzHJMzlzj73Xxgg -BD4vPfFRnknYvh1x6eYcJHSVu98+2ckkpCxcT6QLDhI9tJ0lO3SYhEVw4IT6 -pkFir1TxNw9XJpHc3c6ZtnmQ2PUldlbbj0nU8y+L5lMaJKavDEhIXmMS7SMj -Ut2qg4TQvaSc5hgm8TomYa02BonQF06bXj1hEl4rN0S9PDRILPy1z46gMInV -54Kui+kNEpENpRYeOUwiKTLn63WjQUI94Plqs2Im8T9jY5FS - "]]}, - Annotation[#, "Charting`Private`Tag$15353#2"]& ], - TagBox[ - {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], Opacity[ - 1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" -1:eJwt13k0Vd/7B3AVDWhEFGVIKZQUqaR3pIEy9RFSUjJUhpIhQxGSknnIkKFE -IcO9l0TkcO81u6bcWwl9hKISlRS+8tuftX7nn7Nea59hnb2f59nPkbW5dMxu -Lh8fn+ccPr7/zhxNf/u0Bzzw/f/x+3Pzj1RiHmulWHGSKDz+PEtIIR5uk7Qs -SpLHYdvdx5OJBS1Ltt/9uAWXtlgqJRBvF9jqQktSw2czsdWxxMG/I5pXVe1C -WY+jbARxSKiPecDHvehmWmnfJj6b8cLCbb4OTOd/8Q4gtuLdqMxM0oVMtkiT -N7GfvElBp/Ih7Mt+reZKLNTmNDm3Sg/F8zWeOxAflBJzVfnnKK6zVI9ZEbsf -vfvxxEdDJPfWCRwjHjG5LVZdYQwhi8n2A8Tvt/1cYDr/GIbtthQrEgtIsmc9 -kkxhPqXaKPnf++wcefz9x7FqpO2PEHGV40vpGGVzJI38mz6czoP8toG8J9QJ -WEybSLwmvqM+Va2y6CQcHU7nsIjhq/X12bFTCLfUE0smVjJtkasYPI2UPoWx -IGKT+C18aeJnwFf3sN+JeGqA03iq4gzYeQ6ie4jfunPZPAEbYEAztTWNh6zN -7fzlibYYs/q1h0GsFCtz97KWHX6p6/+K/W/8XGOk/Ac7zPDVFpoSs267DIYo -OWB27vyjTak8BL6o9tldeQEml5Jpj4lTDPPzPthcxOSuxs0BxOqdHrO3FzhC -9/O063biTb9737QaO4FT8kQ2PIXMj1uXyIF+FzDFxI+cJf7fBU+BnpBLEHwl -G65G7P91p9WulZeRdH7RyTf3eVBRHUhvenEZObMya8WIq66dLu2bdwVxPa7a -55J4kPMSWNUa746FJzLnyhNHWDZWj31zx9eqvqL+RB42tiU+XXbYAwJm1z9a -E7/ODpU/MuUBr3iNsCMJPNT7HnmXc/oqbC+Uvh2N40FKIPzNAgUfdD1Nup9O -3LU1QFTwhg+quoINDIljKevVgm990DPjF5Ady0P/LlH7eXd9YXFifJNxDA/Z -iweUu75dg6ndl2tOkTxMRFwcX17ij2YXXwgR293gZHsuuIEi25U/siN4KDrW -xNe//QY6xZwV+sJ5uNwjkvY87AbMw1M7dMN4OKydut54bwBs2gWV3t7m4e9Y -yQbNh4GIyl85oB7Ag6bd9g+9dsGgL2mwKb/Bg3DYIRXlyGBoTliPg9hQhv/z -1dJghFpoGh/0J/F61jxFUOgWllzM/nzoOg8Sf++mS9FuoaTqZO5ab7JeOie9 -xyZDcHOPwvHVl3nYuX12v05YKF5cvLg18BIPJ6XnO5g/C4WldMzaYRcy33/L -713sDUW7ZOT2YmceuPZiy+5uvYvcs9gHRzJ/sZlixZ13MSXjPbDRnofJ+TY1 -j6TCscrFxEL/JKkPYbU3BnIjsebHoXWJljyIMrQvDHVE4u1fC8HBEzxwZnNF -P09FwpfRqHzNgtSPP86mbuujcCbwKzP9OA8V689q2nhEoYi9Sa3CiORn9zXR -hWLR8H0Vqqi/n4fIIyPjF/6JQbBLh5evDolfr55/DjjE4FCMWv9TbR62acTZ -S/vGYNztsLDgPh6unUh/2JoRg7H0gsLyPeR5lOpBmR8xcE121xxX5yE52G1R -QFQs4ld9sn+hwEONX4v3juY4HB4XRfkGHjLXuMRH9cVB3FdCqHw9D4MeO8eH -JuKwIPyB3/N1PFRLzHOPk43HNmbxq0fSPHjFntfjecaD5jqiri9OvrdMo2ie -7D2YDKZ3cQR4eEGbU/3HLQHrpRdl0d5z4XhdsmRQJBnq/p7TQb1cdPGefbVS -SIZ4wrHzZj1cfBmw2d25OxnHvpkF/+niYsH6hWLlZ5PxaHdUsyqPi1PW/Gmu -hcko1K+J9Grm4tuSEcYN/fu4cHjXsFkpFwlfG+5I+afg0ovDQ2bhXFjumj/x -uy8Nhq6aVe13uTDw8Nx3YyINic97go+EcuGfu6VHQCgdzj+2dmmGcCG+66vA -IrV0rJZd8WRpABcWV9refwtOx00bqj3InYui15dD7os+wD2Pmotpllw0rMgS -4ZU8QF63/9OUdVx8rJfnvp94CC0vnv47WS6uvBFJT+TLQE9BbZ+EDBdZDg4D -RoIZ0B1xm4iS4iLuem5P2ZoMlBbMKXcX46LmVZarr24Gtut+pgku4OJW6H3z -4ugMuJeNGl0e7sRVRV73hOIjKHCaLOWedqLJV+Z1mEUmfuUMXnqn1ImQO+xZ -Ha/H+L0vd21i9CvUReSErnuSDam1U1HHfnSgYKNRzr9RuZC5/ja371AHgnSv -JfIb56FuRruoV7cDcQv0vx01z8PSTd9pXdodcNhW9zjmdB4C/deFtWp2oGb9 -tj0rnfMwqfSmOk+lA8nGvu9n7uRBMShAUV28AxkyZ7UMWXkIU+wcuz7YDpvJ -/Lkj2/NhY+VtMurXDuMFn0THhAtgpCRc3efbDtXM3CkJkQJILbA//MqrHW4y -Zx2wqgBmQy5pRVfaIVJT0nFzfQH0TLgOF+zb8Ufao/u7VgHUXo5fyjFox9CG -anFTlwKIzVw/7ivZjkROwSI1TgEWrHnhYV/chlTpR+U7gwphN/L36BtaG0wF -OsXV7hSCL/C8iF5+Gz4/+2SqHFmIr79znBUet8GRNekscr8QmSs/mr9OaMP3 -h4lzKhiFiJDeP4/ftw2Ff7V7PPoKccg66lnUvjb87ls3orOWhnTl0WWjUa24 -/ePhAVd3GlKEcta63GnF0KIKvWlPGgaHrqz9EtCK33u/FgZ502CbtmO890or -Yn40PIj0o+Hv+PU/+abk+hXiC+Nu01BlLGw7LN6Kze3ddwxTaDjDVKjjprRg -3mJN7RAmDYsd+1aKxLeAa5KV182mYf6KpxaG4S34ojHjuLWOhgFLF0bl9Rac -eEMb6GiiYd+b4spbp1tgO8Oiz+PSEBigvbtYugX6rn7mop9okI848fLmAw7Q -cL702yI6dv7vJk0wiYNNJ6U0h4XoiF2xrysimoOsi2paHxbTIbvTrj06kIOP -gXKVrcvpiLR3NAy05cBH6nN24io6aowdghZv5MBUhNXet5GOOMs1b5vzm3FY -6PqI4UE6Itq10lY9boZyfGWuxGE6WsdGkmzTmiH7cOjdv3p0bNw4o/YrohnN -1K1EJwM6Nvu8nuS73IyVKb2XXU3piH7qW8lUbcbQaKLBVhs6Xu4P3D5a1ET6 -tVVqN66R8cvpEuZPm9C0y1Z+tx8dP7vT+isymvC4fKv6D386LrnrKgVGN2Fz -sVfJqSA6FNIUA366NKFj3w9FyVA6nnbbHHLd1IRRwSl3rQQ6RgSCtN6mNMLb -s8VClEZHs/xQ70xsIzgR8p7RdDr2BKnYy9xthGynaZZwER2cv7YbrL0bYTP3 -ksbMMzoKxy46s443Iu3Z8zV15XQEUx/EFJY04lrZwrCZWjo8FwW2WV5vAFdf -svz7Ozr8hZY3vnZvgFPcq4WSPXQove/4dsypAbmpRvd1euk4P/2tbP/JBjzO -FgsP+5fcv+CO2dJdDdApckoSGqTjjbNujuF4PSy3vp9TMkLHzB0+s4Iv9VDY -tv4S6xsd1VdHNwv316Po7S7J1lE6VOvtrJnt9Yh6ZbKl7zsdGXuK6yUK67E4 -uFV97BcdbW5vip0v1OOIe7Jn2Qwdi3OrRWln6lEbKZWZ+5fMD70nfcy8HhIa -XoLJs2R9dxRoOB2sR+OHvTfc5jBwToTubLCuHvzVKQLLBRiwlNz783l3HRS3 -bJefEGKA5mg6v+dVHZrZ6YxGYQaehKfq8jXV4RRnzC11MQPXD9braJfVoW2E -Ga61lIGyu/4H8uPrkO/3QuT8Cga8bT1sNxvWwdcjUsxegowvPbHFQ7cOXpYl -n5RXMWAcxml/sbsO0Zku8d+Jr02ez4JCHe7/UxDgLsnA20cX/FX46nAnfEPU -mbUMZOyM+fuEXouW8Z7V7esY2DMZeJbzpBaJbB1nD3kGlO/yp42l1sL/SWas -+HoGFq978WhraC3kYnwsj29goFNutO+eTS10HJVYJRsZcLa5sel/K2rRR7t5 -b9lmBs7u9Fs/u7AWHkc+jEYT570Xnp79W4MNT7LFlm9hQCeje9v05xqcDg9l -L1RhwPX3Ae5rZg2ygq0zerYysMKiMbWhtAZpSZSJgSoDgqHvUVZQg6IDlQ0v -iKfOViyLSSY2YSyP3MZATx8GN12pwZ0c1XEpNQYUOfo+gudrMPBN550Pcfud -j0NDVuR9jzaG8Iglr7YdS9erwfoDYUoh6gxUPllreBU12JYtvq6buDxnRs5A -vQY9djE9W3YwwJB1OfFDpga3ui8ncYjzE2ZfVK+swUGhD0mrNBiY7ZWdiBCu -gdwNq5PniDP7JCbl/rBRqBAhPUY8VtKmqtrKRlJvTPq3nQw0Lf69XbqGjdRv -09EKuxjoKgtdJ1TORrXhHbPTxPHLpxq7H7OxafSAaQ3xvpfcQGYKG3pPIsN+ -EctUrt34OIaNg+nb4tftJvFB/dnt4MdGxN4yMW/icepOtq47G8+snoc9IH4o -dnuezEU2PPL2d9QQ36z6eWTSmo0X9l8Gh4iTq5oD2o6z4VavWbdIk4EBMZGs -rCNsRC5memwktqmqfealzca0q9B3XWKxqk9Fehps5Kpm7bQmnhb1TJfYzMbN -21JHrxKLUq5eg3Js+DH+Kob/d39l116aBBn/8qbzAXH/CvoPryXEl3bqMYiT -KsZjwc+Gi09uSDVxQHmWHP8UCyqHKyJbiNOXstNqR1koFZ0+85Z4rNRoYcgg -C78lx6f6iD2eH7Y+8I6Ft0lqVkPEW4QKH81pZ8GwUS/kK7FkcSC3vJaFA8NV -Xt+INRmscbcKFvK2Kaj+5yiBK3MUGSxc+bCI9oV4VUH4dM8TFm6pTYx/JOY+ -XdkfmcoCz9Z79j0x+69wKWJZMC6UaeURDz++7DNym4UBI+9zTcQ6mdqKSX4s -BAYuq3hJzJnwr9NxZ0E0yO1NPnF4mtKxzxdYCA9XKb3/3/fe122MtGahq6fd -MoQ4Z6RRZftxFr4UfqIuE/PHVwZ26rOQj78fzYnN+kfGlu1gge+2jbc0sVHo -JuE8JRYulTb2z/4XD7c6RA/IsqB/7/ySXmJHP6dvl4XJ9fo+GbHEqj5W1Ly5 -ZD4TFgo5Eis3lV+P+81EQuCcbfuIK52qmIUfmLglfb6sn8Sb6Ut7vd1vmLii -NybBIF57zuclk8ME+CTU/YgNC4adOaVM7OH3fbiUuPifA7lGBUwcamgb6yTx -bmC4pLP1ERPfBKenEojX7B8abYhgouXnnL3ixP9oTfbtv8kkcTHp8YrkS0XY -1epybyaM0ibtw4mVlCoOZ9kyMTR85MoUyT8vezsv691MbP/wRLaM5Oszfrla -v61MmKeUj5wnpjtLHkzZwESw7snylcTf09nd7SuYiHnccMKJ5H9Q8Jitwpdq -XHismjRL6keTd6zuzr5q8GrcHNKJO3e6mR16XY1LNhZqWsRK4sPLzrCqUWQZ -V3+F1J9h04J/fe9Xw2XP47YaUr/2pGsc84uuxvrdTXeOExsXz/zyC6nGBt2c -vf2k3r3cu6/Tx60ayWzJ5D+kHmZ3pn05daQaak45i4WUGaD4mcGNU1XIn+mN -b1FgYOO0uCRtrAqjcp96tYiNK3I/xH6swssr3DVPSf39nHZroVlHFULejvr6 -k/qsMiheyM6pQn3p54KlpJ5PeTxwOGJRBW+7y2mcNQz4SLBkRA2roH1v82op -4opgOeF3+6vwaunf4PNSDARWJXifU6nCoLyt8vRqUl+enyw8Pb8K9CaR3AVk -v9EwiRWecaBwushL/OVyBqLf/TqSYEKh2/BJzJtlDPwxqjDYrElB9Jd18ney -f/VMuCceXUJBzDLOQGoJAwu14vUtiishaSK8w1SQgTlPo2UzZ19CWs/oicFc -sv8t9kleHFuB9cs6m86N0TH25sQGmWsVOPmP8g8Vsn/bR6S6b7GrgJPtjnuT -ZL93f25ssVejAoFDN48Hf6Hj7xz7PUrvyrFn/5JMv4905HodvbpLrhzMxCGJ -P6TfuPV1YalCfhn03Vzk5tXQkZCRv1g7oQwzNgPTCSw6ZmcmaGYBZVgzFpyo -yCT9Q+bVfz2Pl2GuTsMqPYoOZcbW/tCZUmw+U6nqWEZHaHPA1TkGpfh8rtVm -fz4dDrPp7zYOl+CG10957Vg6eNZvB5s6SqCjn5AdHk36Q7vnWo4VJYgtNul/ -HUnH8rNneWmRJdjPCLlmF0bHJ3Hnp2/VS3B/xG67XTAdYsHnBlIDnkFMx+L0 -hCfp96yao8+sLMZzE19+Kws6fLd9keDjK8ZZ1sizC2Z0aB+9tiJluAgrV97f -5E76R0fDX6caKoqwS2S3WaAxHXLhOkaTNkUIPxX7Ioj0ozLjejkFBSRP8+ae -Wb2TjtPnhbdf2k+HgYHxgzgxOtJfUbsj2XkQ+hAimNNAQ4bNtSuiMXlY5Wlw -/2st+R9oMTSIts7DqNMf582kPy/QUv/qOvWUrM/m148rSX9+dWFri8pTrMs6 -medVREPXqfqNvxNzYF4t+L8E0u9zhvKV59qR/7i5lXOZTjSoLZf5Orc+HU4p -HK1cfhpYKYWdbRq+kBwZdDQ/VIDulb2RW4/EU6ncvU02c/Nw7LS6Uc6vbGpJ -QoOMnH0OyrcVaS47V0RptGVP70t5DL97wYuuy5ZTP9O+LuWqPMIJtinD52g1 -tcVRMWGxejpeHPwpMLq8hgqpW7OecknAvjrW2pt6DVR5Xqymxv4w7Muccm4w -41A5nKSHpVevYFrtUPz0SBs1pP2hxvquD5V+KDclbdUrqlWuWXbu4hhKaq2n -Qs1hLnXsq7F35Jo06oR7x+rzz19Tn40ZLnarH1MCyzVcsoW6qE0TtYKhm/Ip -H4dnZkczuqmgFQ/4VfIZ1PdVqQ8itd5TLMsMI7OpEkqgYpOiZ8+/lIO8UZE+ -yqlpvXsR8vhAvQsbkv4iWkXJ3HU5NhXVT2nt1IyhBTEpYXV+qeP9A9Qz3/wd -ixbWUHM8/VhXLD9SKR+/bmofrqMuTcdlzKn6RI3MbNlvRTVSxt8LSgxrP1Fj -1+yDzJsbqSvL806mNH+izi0QTTV920i5thlZ7Hr7iWIcem1l/rORctDTkvL5 -8YmKLdko5a/QRK1ToLWsXD9EnTPRqzGPaqJeR//qqQgdoq7eXx6nYttM3W91 -XyIVPUSp/J0ICHZtplI0Xrf6JgxRAiWBJr1+zZTVrQMCWplDlNGW2HuJSc3U -q7X1u2tfDlGsACal0tpMRWratf0cG6J0SvPqhnZzKO014ktP/R6i3APyvjkd -5lDbNuX1smeGqIfsi9M/j3OoV5T/1kTBYUqZubFO0JVDLRpqTjsgP0y5dXVu -OfmEQxVLJtoyFIcpoeIfoRPFHCrN+2C5tOowtWT1u5Y4JodSKT4q+T+tYSos -bvnSrh4OxYvKlHfUHaYe5n8QCvjCoSoS3ld26Q9TFqduflec5FB99TPD+ibD -1IzczqrX81soHfnZrHLzYepdELxCRFuo/wOMZq5O - "]]}, - Annotation[#, "Charting`Private`Tag$15353#3"]& ], - TagBox[ - {RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6], Opacity[ - 1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" -1:eJwt13lYTN/jB/DysWRp74NSWlAkZSkV8ZaUlCiRhBZrK4lWRYrk075JltKG -0EKZuSO6aZumTU3TNpRWhYokSsnvfJ/nd/+Z5/Wcueeee5b3OVfx2Nl9J2cI -CAh4CQoI/O83u9EmKWWAD4H/v9qCy0T/5+KiS1H7g2RhEy94/h5x3IbCcMsg -NayfJVF6m5gxvujUawct2DeP/b1J3Dk7+8reID30zcleFUtsfbm9+myDPt4k -aW8LJ94l7B7HcDDE97AEg2vEPibtzZMjxrjYUbEhgHjh/gsHELQbh2KqxS4Q -5yzbfnrbXHNEZaTznYiLFHIE7BssILN4b4wtcUtuptWlJEtMfanV3Eccb1dv -fMfhALQUFMp3EEcUNTEYqw6itMBw+0bio4ePBtaPWKN3et4/C4kHQ2Mypq8c -gVfBY6OZxF0bI4okTGxhVyXnPdLPR3jO/kMSc+2xYdGl5Epi6wffGhUaHCC/ -xyXhOXGGtLKm8otjONa32vcOseHHl9tUk47js6bKHGfiokcWS9UdTkJjyOHZ -XmL1NZN1awxPoXqWu7EmsepKyy+rV53GHOvZW35/5ONH8lHlZSOOCAtcss2X -eOeR2V2Tga4I3jxibkXs72CmOnTCDY1Wt/esJ85Y1HX0vfEZeOacEuvv42MG -P1nRRsgd7K7+bAPiole/FZbXn8P5FOsVi4kdPp0Ml9zuAe/Xd2986eUjP8zo -qWCBBwJlUhZHEU/Rop/aEs8jxTrcnNPDx6laqwu+dp74u/iWegIxM2JG6tEG -T7zQ9Z6wIx7q9NDfZuCFFXdzD3zv5iOlzvi1gIo3JPuEVs4j3pttW+Q27AOl -60c1Z3eS8cxq437z94c9vWL65Qc+jHqPOZqM+8N/4dWrZ4hZ1UfjUs8HwEzx -H3ZDBx/bJs8FGjtfwsGsectutPNRmGVSXbg6EHODoV3I5+NunVPLo8VBUM5y -qjpM/Ec6tAdWQVAYXiUz2cbHr68jp5vigpDHc/2qRVw0sKB8UiQYOlJT7ndb -+BioVNimNesquo9sq1fj8bFgaQXTauQaOtxr1FiNfOjYOHVw1UNApQ8b7iBW -bfqsauYagtmnxrKtuKQ/NYcU9PpDMPfoggOu9Xx4WuZ9m9F+HdlS9n9tasj8 -G9a6p1F5A86Pk8sMS/kIcXGT6bobgU9Dof8WlPChsNE2aW5zBOZ/99utSOza -GfhFQzQSunperuPFpH93J4x7XonE1lbOhaQiPvY0hm/rPxmFr+p9Dx6w+Mi9 -svzMmsRo9FsNRg/l8PE0t+x8gW0sGnPq0nSIO/YZNStejMUJNnU7KJsPDY7R -h4jEWJzdlKEn+ZSPW1/s3zvUx0J9ZauxShYf9uoGxhP6cbBQKgiSSeeD6hYS -710eD40YPf81N/mofd1N3f6UgN5hu6hDCXwcLgidbzrrJi5uvBx3NZ4Ps6aM -hgmFmzAPfnamJZYPFV3rvH3WNxEj2efuHsXHkqmDgSMVN+EhEppxNpQP33ny -eV3piWC5va5M8+XDY/mA76UjSciZYzv51IePUmw/PeGdhJCw30sZ3nzk3WkJ -9YhLwjtzFd1yT5IXVI29XVUS5Lh7Wc3nyPv8DFdbpnMbM3LfD1Q48dG2guNj -IXkHZty+me+t+ahbaSa6ufIu/GRlbj49yMfv6EVZ7L67sB05NXDRio/xf43e -WfxzD8abTeoX7ucDFdS07dZ7eLxXO3vLXj4ahg9MHi64h1S/J3f2GpL6m31u -dqQkw65t0uTqWj6OHbGy8tt0H4te6o2u/YfkzeaECJf5aXig73uqWpCPlVbn -TvcuTkP42tHSEwJ8BD+fGj6snAb7HSlb4v+0YWbQnH926qdBYUfr6o+/2tDx -UldJ2DsNghm1owcG27DrhsdB6+40mPSVrzvJa0O7gaF7DzMdP9wGT25PbYPQ -9cHRWNtMHKkzuXs+pQ0ZykzxStdMBLDPhaffa8Nb7VkHJv0yMRgsfftvUhse -PBk1OpKYiQsr6p0fxbZBozQmf059JrTn87teBbchTCA27B/9B4hwsFceOdGG -AdV7UiGKD+Gsqz33+rI23Pr+zM/t/SPUN81Lc1dsg9buJa+7Pj3CkNk5gUPy -bfDyoPosfz3CvoafwspL2iDQf693nUQWSpb3ujyTIO2lg714O7OgM71zQ4Rg -G0JT1zQ/f56FwIua36w7WiHUF9FZHfIYgSn3lfTjW3F6wdLpVSuf4qbVtt19 -Uy0IUvp9/+7iXDy11xs5Z9iCdcy14rNFnyHunFjR3NBm9BV/vPfR4Tlehxqt -PfS6Ccac6R1mifkYL9l/qIzVhNb8dXsO3s2H88H1huqMJmzt0g+1S83Hj8jD -J6dzmuAQ5hvu/CQf6Tqn2FH3m1BRU1LqTOfDyeuIhHdwE6KC0hwk+/MRdaem -9KBxE85kl0wIaBXAIrww3qGOh3N3+uJVqwuw+tzjZcVVPGiH6rPc3hZAaJN7 -shybhwjPWJXcxgLUegcebKJ56Bac36n2vgAB6fkt2s94kH8m+1xyiLjwhBgn -jkfy+5tjpMgLjA+NHJO15iH+VX2spvkLNB+hwkPaG6FcJXxcpe4F4koT1Xe3 -NcKvum+mKfcF3sVPhok1NYJ5uCrAtfkFRL3NfRNqGlHqo/T9UccL0h6NpdGF -jZjD+8qd8/UFtr0sjjZOakR6iFDvEVEG6PQN0hWWjfh+M+CV3R4GpmUOMUfL -uDDYxBPKKGdgy7Li4IBiLlrUZJNUOAysLXJbNPsVF8musYOPahjQfXo3XjKf -i9+8m/yMRgbKHXd9lE/l4qwF/82VLgZ4xzs+/vEn3rJc8+0UA6UOP4+83cDF -nxkhtgXrmHhQrCGxXoOLV+t7l3/VZELveW5knCoXzqzW2yo6TISZBbfvU+SC -XSMeF7OViYwTvtwSES7EpVLSd5kyUSOVKu34qQHznKYLd51gYti/Q7byXgPy -zWIDr8Uz0cyY8Y9VUgO8+Une2xOZkDFe2dYd34An5rY2f5KYoNy9D0yENeDz -ccUu1xQmjPgrIqX9GhAu+qhv/WMmGCKlf5WtGrCb43XYhmbi/dR0j6dwA8lF -qUDJASbMlfZUdQk1ICHMfjz8MxPyKcn3d89sgNPSa7tnDjHRlGwgJz9Zj9en -bUIGR5iIZdyzYg7U45OH2fr0SSbsd8ZyCkrroceSmnokQmHHsH9ej089bngq -tUtsoCC6nH2Zfb4eGs0x3l5aFBbIyIg+PlOPVcZufi3aFJKN+G4uJ+rxxfcD -I0aPgnRa6eoPe+uRzPk+/tGQgsexTVn/KddjyZtuSSlrCubi7gd6Mt/ijOkB -rQt+FJxuaP60ufMWew7/Sgv2p9B/Zd6i+ui32GladCL6Enn+j8+tzy++hVXf -uu7UIArC7QFHbSzeoo0x8jzjPwp1b744rZuqQ71Xl9yq2xSON/dH/d1bh8jM -4ayVTApN1RPoNKyDwPigTBlFoU83rKRocx3aL1xTPvqSAu+yGjxV6mCw03N+ -6GsKI88dF1ZO16KmuPtPcSkFOQZbb1Z2LQQSQ8XptxT0tBqkStNqITx///CG -Bgqjajb0pVu1gOjFow+4FDaEfA77GlyLAMWab8FNFL59mPkP06YW5z8saFd8 -R+HkWgWn9jm1cLO4az3QR2G1rqKTz58asLabym3spxDxMnWz+GgNelYtcr0y -QJ6vomit11GDHRt+Zop9oeD/UPqsT0ENtDKO+4t/o7DRcEQq1L4GUlFR2+5O -UMho+aQnYFUD/UM6TiW/KWR3O2h7mdZA6DIt+XGSQsyx+vTDG2vQsPHQ4Ipp -CglzH9osWFCDvZzd967PYCH2x6Zts5jVWDuv8j/uPBbGfWK3eT2phm2q3rO+ -+SzQjgee96ZUQ1uT0Tm2gAXX/+Q+s0KrYTa92FpYlAWzZsZjQ5tqPPujf3Ox -JAvK0cLu3VNVuO5l/DpFhtRfteS66kgVqmMcVgQvYcHePUHUva8KODMj/Lgs -C3LTVRdGa6uwUFZv35KlLMgqIfpdchVWrdDMO6XIwtpw0/nrtlVB/OVReVcV -FjL8xXTNNavw8NlORfmVLFxs3dbqurIKoxp6i94SG3F7nJPFqjDDI/P9ClUW -Ttat7+ru5IDRJ1eYo8bCe2nL20M8DiIHBUx3rWGBUd9RNlbJwbv3uZxO4v8C -dc5M53GwcTU3erYGKR/4IT4SyEGsde2GNetYWBflbtV/gQPqaoFKLrFY6sEF -7xw5WPRn5Sz19Sx8me1Y89KcA36wjJ/SBhb6bWKaH+zgYOjzTrFbxMYyyvui -dThI2ns8Yp4m6a93MfcOK3CwpLRM9yPxg/eOblukOEhVLTy9V4uF67ue5MgK -caCgL+D3gtj5pMe1xq+VcFJrMfbZyMKLzLlXlehK1DQdCWjVZoH7fZRemV8J -5/sxu1V0WPiuNXBV7WElKj/Ri84T6yUPZ6lFVWL3k4gUQV3SP6UC81YFV+KF -/1ebHcSxHbKjSt7k/stvRa8Sj/30sBe1q4RmdeTx38RqP572ClpWItptreC6 -TSyc6P82MmJUiaJRXsIJ4tT6raEfNlXC/r92hQTirtybD6vUKyFj+yS1hHj5 -tfG9+UqViLiTsmiI2Nn8xJWkhZU4fHZJkNRm8j7i/M0B8yqhMjuwU4dYkHPo -su00G7Hh6uttiM29eky3fGcDGqFePsQZ0t6p0h/ZaJQZfhpHPPFcKnC0jY3B -i294T4gtt7/qr6plQ/3y8aFi4hy2W2vKGzY2W2j95BKLGqza5/GCDWrpreEu -Yo+C4f3bs9jYITXUNETcuqSoU/QeG8G2CU9+Euv7Jo7xo9lYqPr9zNT/6qvx -i0u/ysb99BPyf4nlFjq+dPJho/SX2atp4qgDds5rXNlYZilqOEk8J8w+fdiO -DYfuuawfxJcZLiezLdlYyk1e9IV4siUwz2knG9N7NOw7iC9+Tbm6bDMbGddk -Y+uIp6cqu/jqbDxLYz8tJA4WmGJHKbFRwY3JzSQW/q2jvX0hG6Hb3yeFEyd9 -uqzxfS4biUuFXNyJV72tz0v5U4FbcV5KFsSFj1cXmoxUQK0ulFYn/mzw1zmp -tQKxRnKPOsn4XBf0EdtSU4Gn7Q7fC4iVX/ze2kFXoGuwTj6E+Oy0nLb0wwqs -VH6oKE+8ML5IIP92BS5l8X58JPOlVN7J0iSyAhcP5j56Qqws/T7unGcFBvu+ -5a4mfh+ScUXQqQIP5GVm9JP5mfDZazzySAUiN3quTyEWi9e9kmZQAY8cw9Wz -ibltq+JWalegwDHgewGZ74n/Lld/qkra99wlwZ5Y7ezGv0/EK2D26JtLDlkf -U+F7tFbOqsDm7F3J5sS1991/pI6Xw/FHe9ZXsp4CHnOFIz+UQ3xKz2Q5saCR -SLZxdjksuJ7Jp8l6TRQ1Cr2RWg57CcX742R9y2w5srUyoRx1zvYfQoh/lS7b -jEvlmJWQKHWH5MF4oLy35N5yPFSoNU0j+SHhbLLKwKAcTp7Tq+WIZZmWDHft -ciwweGWYoM7CjABBh3L5cqzxbVsWQPJHiuKM7/9Whri0y/6rV7OQX9x/5Xxv -GeaK/ZaJJnmmv6a3L6q1DHyrieGRVSQf1/tsLSkuQ/P9IK1skn8HvixYLxxT -hmHvTPUZyiwwZT4p6a0rw3/FVvYrFFiwPTZ0SGdFGcxcnsoclSf5IFzvsl66 -DG553jNiSf6ORq9VUBAsg8AmF+tRks96RrbVXfWl0L77RDRemoUBN9fV02dL -UaX6apOZBAu3fliJtR4vBVtpIuqgOAs6H+Trcw+WQsHr7jw7MRZMO3d3WpOv -Lzk7iTMnRUh7YiQNYkRKsTj8/oe9ZL959MxS4s7TEgx9cJ+6LUjGx0SydFdK -CZ7lx7+yFWDB8K/58FhMCSKW2y2W/0th+UujAiPvEsR7W91PmKKQ5r1kmqNf -gvnSTR8O/aLwVNz5xsHmN9g1aRCxdZDCzzd3LkX+KcYNjueyC40UlMuXXh78 -WoyKd3+lq8h+ntYj/3tndzH2H85MlK0n+6XHXbtfFcVw0Xu2gllDQav10oB2 -dDFeveL6lZRTuFYyMAKlYnicPuO7jpw3cpXTKlpCi1A7krDLNZHCnMUyJjVn -iuA6Zkh5JpDyCRXHV/uLMHpYW8Q/jkJbxKwLUQpFmGPAdrscRYGaYFcJUK+x -X+L3oP11CuEfnC6IfXyFkYD7XpFeZL/uUaR6thaituamSPQ+ClYdByNNlxfi -q7DxMS1zCkc5y/7mzC3Efr2g8BYzUu4ekOfIe4k1+/yOSeyiwBHU2ffQ6SU2 -TrbMOgYK9PqqGIs4FubP3/rCcTUFodpjgjY9TOw/eVhETJBC5n77x68rmZgd -4CV6dJoJD1FKWi6HiaC3134+IOfHnKVepm99mNCdDr2w7icT0elqkwIiTBy5 -YK2k+IWJv0bBYUnaDCy2aGx25jFx40fz2ZTrBWjXHVubkcGE4edFO6dlnuHJ -htpFcZuZUHnkYv17Kg8KETpvONpMqMYUu4905EHv3Z/kqQ1MPO11Y9Sn5SHh -gcSYlRoTvjHNCZaqeWhaVz3RLsvEo5nFu5rcc6D0LqtV8w+DnCcfzHmV+hjW -AU+uCRYycPG413/5fWmIX7bWaVSVgQc+K24s1AhEtL6GXvxoAW6X6P9I3JdE -HxW6dinBIR8bxyx9U3Oy6TO9Y5/V454hbN6vLbIiTHrWPvaoi0kuojZE9r9V -LKZ/q5heCY14jNregXkOsWX0oPNEnNitTCw05cpcEeHQPrmPy99vvA//Uf2x -QxJ19G290xfPRcZB7Y8x59u5Bvpfiybv15G+WFtqVyOgxKP36Za8XGQbRMsa -n9IpZzTTp11DFEQnb9HygfGHmHvbaJsQEfknzRn0jLH4sZWa7+nKCfrDi5s5 -dEh5wRfdiQ56TLJjYcOaAvrjklWSKbO7aH539rqXrSz6nlYPzz6um/50S6Mz -pYam9wnzlh8W6aV958WfuckvoavcF9T+eN5HH+wtfX5Ov4K+c57exdjRT78R -OpBrlsKhi5JO/vq3ZYDuX9diNGtJLR1y0FRuTcJnWk/z4tVZ4fW0XsYnoeNb -B+ktdgOm4kFcuj6j0KLLcJDuSfq1fEEYl9Zk8Y3szQbpZZ/YP4XiufQxOYGN -9kcG6ZiFDteEHnBpu8Z+FUe/QfpCn7OlfBWXbhxTtbnFGKQN/w3hP5FopO9L -BY77agzRbTUrufqZjXRH5I8qYe0h2mlwzRL/nEZ6QJaxK23rED2VlXyMYjbS -Jy8o7K41G6KPmPsMbaxqpP+IxZ5Y7TpE6wQJjpt+baQfCXzqmZM1RDvo/SvU -rMujKab6xQd5QzQ5LputNeDRCUFvigypIdpqhWVc+G4ezbKsMwlhk/9/3rXc -1I5HJ/dc9RL9OEQrxC442nmVRy/W3eCePzRE7z4+55lJJI92SFNfaD02RIez -sucwE3m0dd6C0+kzh2k/o+evEx7z6DkHvoqbLBimi1a4yAkV8OirwvJOI5LD -9I53VwP9X/PourY7rklLhmnrQrX+7xU8uot1Unb7smF6u0y0hUs9j/4/Q6u6 -xg== - "]]}, - Annotation[#, "Charting`Private`Tag$15353#4"]& ], - TagBox[ - {RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[1.6], Opacity[ - 1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" -1:eJw11nk4lF/YB3BKokQ7pchShFTSRvoiZUkRKT+RpY2oVEgoWpSllLW0WBKR -JUvK/szYwgwGY18mKpEso5Qtvaf3vd75Z+ZznWfOc859zrnPLWV3weTULB4e -HjdeHp5/3//3+Yj//2VoY2v59y8HGsa/olfnyUD5hu/FP8SSpX3fV+VtQaKd -EyaJe3Tz49Y/0kAO3/LyMeKE0Mw1K/P2wObMzTkjxBKOToJRiXqIDsj400e8 -/+RtlTWPDsDlfFzaR+Kgjp1SLO1D6F5sLtZMXFzXOiycZ4ovV2rVmMQ5acfN -DTcfgc9zweU0YseFc5T9Es2ReYv/dSZxQ6igTrHkMXgqlP+KI+5rTDw3GWGF -9mC96VDiulwRiM21QX3u/bybxNN8ZrKZ2rbw3f9vghxsrnJT6sk9Aa3sQX1d -YpXuB9LuYycRztEY2ER8WVnpmdDm0+BxW2fOQxwff4a2KdEeYj1FMr0zZPxO -e3bTPjmgQnhlYhXxqzjx3gOSjvieJNb+gNj6mZrFiYhzsBEr8Hcm/jlZOPGt -7jycdKW5RsSNN9pVc/idofd127d5xO8S6JvUtC9i2f8GnIPB5G8SG3MvQytW -bVKX2P+g4u++Iy6Y0/hObjXxWp41x2N/usDk+u+UkmkOjm2wS16wyQ08LZE2 -vMR+k1zBhgR3fDFyeFo9ReZv7Snho3MVdn5TQY+JbYVV7BV7rkJS3T5GgXiq -58R5r9WeSHv1b4E5UH93Q2hu2DUYyuqd4yUWSlsd/HLzdfjYjqwrnuCALm/D -Re11pK32LwXx19h5Qjvm+EDyeXui4jgHzze42Flo3oDJ/24QDjgqeX12727h -4UTJSyfivtpEpcL5t0k/fZmLiKukw0qX2d4G7yHrA0d/cnDmaEcDfb4vflYI -eLJGOfg7HpLIZ3sHCUf0cj2GOeifEzmoPN8fcleO7BYk3llbucLRxh/PfCu1 -I4Y4CJz9RS4+2x8nnboqkwc5uL7ySPVimwCcsS1hlQ5w8HrmpmvD20Bs779K -T/vKwRG/uTOfrIIw3de0ay3xZZYZdzIzCNlNj7c/6eWgcIfXYRGBB5jjtT/Z -+wsHos3MA5syH0B0yDFwxycS37jz0utvPQS/c6SyXRcHxhc7Zws0B2PJQAJP -eAMHLyRUvWKuheGDxWL613oOgrNMbm2ID8OGMkWVncQz9+UFc5lhEAmwX9fC -4iDJ5bgvQzwc69iCR/lrODiemTHUmRuO1w4DLTIVHGjvGJjMHosA7xMF6xP5 -5Ly+O5wk4RSJQWuzrffyOBheNfXVNTQS99YoF2Tlkv3a4KnHyItEZ3B/+8x7 -Er9g5xPOgk/QqOp3wvctB5umv7yJS3iCFV4nQ01TOZjNGhNL+fgUoyKRrj+f -c8BbaNq+0TQKuqeyL4w/I+tlP+xy42oUSi7ckZt6ysHI0rJ+VnQUlF/uY01H -knjsU7Zw+B6FhgDwc8M5oM2cFvTxjcYRoyV8z+9zsCLYRSL2WAx0s7V1Z3tx -sDdjzOHWvVicezP2u8uDjIdfTedudCzyj1udzr1Kzk+hxUf/zFhUdhh4nb3C -gal2rnlgSyyyjkTdK7zEAWvpCxlv2Rco0ZKDnAPZ36Fdw/IFL8D4SRsQMOOg -PPBjree3OOyjhS6JMeWgXqRMaWgmDvom8rStJhyIm6Zzji95iU+VEa8sjTio -nY7WVN/1Ek5z/d881ufgjTR/Eef+S7Dyi+MqNTiY/PpXsmlTPHoEA1eLrOUg -rVFN38k1AQrqF47ID3fBYK2Fa8d4IhwOz5HxHuzCdRHvYzfmJ0FnzCCePdAF -G92L52QlksCq/lzl2deFjl8LRU7tSYJ6m8mTvO4uiGbdlmLdT4KtjZjBZEMX -DoW57zWUfo0+Kf3BG++7IP7I4Wm9fjJ6r2ppZ3qQ9/ltEK4ISQWfQEhfoHsX -/htd630xIRU71EfnnXQj7Q3u1mJ5qeh+2F0icqkL8sJjp493p2LbhCe/mUMX -OGM5xxkb0zBSGF0TcbQLf/5MWsox0xAvGnf2t0oXfPJPuZ/jTYeQUGSd0pdO -bJawSvmyJQP0134HMno6USq5dFRVIwNye++bqn7sxPozSSU392WA71zjn63t -neCfmj135X/E/rYMubpO3Ii5/2vb9QysGrU3KCvoxKcNEbnrKzKQ5qfa8jWk -E7WpEezvFpkw/1CkwlDrxNBq+bu5nlnIy/CfYdzpwLoWQU+729nYle3W9CKl -HVpfvLYHP32PxuvGpicZbWiMdB4McM5FRPTd5RZtrfBl8TJzV+UjpfpJuWhT -K1jCMqJZMvlwf3z1T0NdK/LkDncnKeRDme/JX93KVvTfvzD8YEc+VqmeNpPI -acWR5INtGofzMTGmqHs7vBU6clXyawLzkcV7bs9Wo1bsmhcROf4rHyo7y6IU -i1ownOlzqKK8AOeMDpm05bag+JGxZRqzADqfLxfezW6B0o5vAiH1Bajy98rr -SmnBzyevdUy6CqBc+tTo2tMWxF16o/JurAB2vxb1erm3YFPh3v3zZQvhbNxZ -4ru5BSsO37355XohZNuHtYuimyGrcjlRZUMR5gbLrnz/pBn3A4dEB1WKIPne -/UJaeDOcBzYEvNxRhBFT77DHgc3ofHni8jydIixjzamwuNKMRQaPkGlRhEv1 -v9kRB5vhkX/jl/PdIjj+vXBncKoJQ+vcIl92FcF2Ml13mUkTMn1d7mXeojD2 -RvN3uWETLFrT3B74URjxG1C5otuEAl1lPYf7FCTiQw427GrCDtrj50seUTC8 -s07UQ64JXZvsJrVfU+D7fnLwxnQjFB/9LpzPolCvsyvNI74Rq8zMqWghGgzP -bOr+E90ISbfYpnZhGpRSEeP9pBGJJjOmyxfRIBv3pvj6g0YsO6nlfWcZDf3b -Gx87Xm0EbUTknqkEDUy+7QF/DRvh+bNXMmYjDVxFsxsLf7BRWLR7J88hGhIP -ai76MMjG1LiP9hcTGvgV31l59bExe4Fbe8VhGt4t1Fb61MlGXLNYfqA5Dd0P -2qJjK9jICIyV47Gh4byVcHf3czaclpTax52nwXLrDcYFXTb0Sy/J1AXQ0HOv -5PsfLTa415+4371Hg3DUw6qAXWzIFrqa7AqiwWKwKj9mMxsOrb0hscE0FIHm -UijOxvjapRoWj2koyErVzBtuwK2s6P5b8TQEtYRq0iMaoF8Srf6uiIbrg/yB -qQ8bsN/R6IIVjYb04HHzxwENSA1nN88qpoFz96i3w/UG6F6I2qtXRt6nyPdr -4lQDvq7tv1vIIPE5KBbYoNoAAynpvYdaaAifq3TYoa4ehw8ff7hyhIZmvovC -6xj1aNug5XuXS+YXrGrYXVoP/yvcmNFRGpTNt5uY5tRj2X8TBiVjNAw9U/Rb -G12PHzrWVgenaPg2q/bpTad67Nfcv2I+Px3Vmrx2kvz1WF7JaRdfSceP9YfC -VvLUIyGhKmiHOB3UiLTn0sk6WI7uiTRdRYeOqOFpvqE6cN+7ZN2WoIO/4m0m -u7EOJVsbRuul6bDN4chsj6/Dbmb8AUlFOuo9D0Stjq5DhnraQSklOnpXaVTP -iqyDfOLDWKkNdMz8jtWrvFeHtmNu6qs30vFp0c3sfS51MLev3MqzhQ5/9tMz -s/fUoffLm58uanRoX5JTaNxVB9nGoL5j6nTEDqrGxm+rw17jUHmtXXQYXGtM -0VaoQ391dCD/bjpMeTaonVtUh/drGA1eWuT/4Vs33OawEPvz3ipRPTKfBZzt -Wq0shB+aetVDPGA37/d0PQsGlW1XU/TpkH/VG+JczkLGd+9htf10HA3N1tRL -ZcFN44zYnoN0BE2muOR6sMDfzFjIc5iO+L0H+dsus8AOE3AtIl5unLN4womF -y/KiTA8zOmbH9T5VsWbB80Cr8eAROhZqpVwI3cPC2jGNxNz/SPyt2lcJCbGg -NjQgP3ycjhdRAseWzmHB9WnTrXvWdBzR+CO3bboWn0UOVcnZ0BGS6/9d92Mt -Mqtkxcxt6XB+4TK+L7EWPkOhr6NP0FGwNUQ8a3stdkj/1Kk6Q+Lzgo8bsr4W -PI2O0vvsyfjvCxRcEK/Fcc3NnylipY+lKmv+1mBzIXtxqgMdNa4icZblNYjO -rhI570jHz+YFa2VzauAZOj2rlZiV8/xZX1INnkq3N2k50RHz66KT/f0aCNRV -Syw4R8Zv9z1oz+Ea/GA3Sgecp8Mmz61wdG8N7ONyhT8TNz0M6Y7aXoNG8aRm -9QvEudfnDa2swbc7bTOfiW2EjESChWpQtF3Vcpsz6a8zXXDzTDU+CVeG+RKr -TctzznRX41JKQ/jqiyQe+sibqa+G4GZbq9PEUcu+BoSUVkPP/L+ZFGLW+gGh -jFfVWD4/t2rLJToitMtCK89Vw8L+po/cZTo69q+mAq2rMcRqFjhOPHR29bTB -oWpw9MY9Qojdvy1LpqlWQ6i6Z+XYv3YD4dVX1lXDTqhOV8aFDhV6WoyCWDUM -6PWWRsSrhr92+E0x8ZdrrhFLXJrgE75lkIm+GF6BD8TbXOjW7V1MRCjy534j -djv6Wt2HRZw8biTkSsdNY/X10sVMuKk5MhWJLaxd5OlZTBRzhzfoE8/cMttp -Fc8E/4CYy0li56KuY78imKiHe9Q14hThhQ/v+TGRLhiTEkb81qW/UdKDCWU7 -6agk4oCRsxvSHZlotwu+VECscDMsQsOKCa213uuriR+vP72o4iATQ8XXituJ -Wb2c50aaTFwwk9Toc/23Xry72JuZMPk19niUOPEFY8BMhgkZKrRxknhfrEYq -eyl5vjJglMeNjvTsoz7G/EyUKp8b5iPu5aw4VfmbgTSBagY/cZ/k7WPoZyDP -edfdf37nGnEis40BN58DUv+eN+k2vibNZOD8oZDIv6T/HLusxAeFDGz882x4 -nPjbROGXiTQG9j3/Kz3yzwnOqrYxDGjvN9zyhfidAyOsLJiB1DXL1rQQG2rX -8MvdYmDZ9u99FcTpm64G+LowIJh44v574o+qTMnuUwwsub9gwUvijoMfynce -ZYD+1/NMEPHL62e9H+gxELtC65nbv3hJJq1VUWRgfZJoqCZx+UOdJd6rGPh+ -6MBhaeIiUb/FlQtIfwLSQ7zES8/M3Xd4pArls7hJeWT9nTfu8QjvroKjhwgj -lPjJAjlaQ30Vkk8tKzlLbDL/q49udhUU/khuW0z8UaFkyiuhCrc69NJ7yH5U -s9H1e/OoCq/DY/+mE5sI6TXN96hC2JTCKl3ihbdKH211rMKldu8+YeInIv1n -LS2rYDxl6Mcm52HpWYV9sbursM/2seZ/xHw7dA9SG6vg3qZmLkZcJC5k37am -Cl0Tz7UayXl6IhvEmju7Cj7BQ3f1iD+rX3bFh0rcHM5qWkrOpzEz/KhubiV8 -JXUEK8h5Hr+SnmKYXAkFDz7Tq8TCUjVvjB5UAqXpCk0kH2zLe71i+9FK/NIY -++hO8keMbFCogn4lLM10SlYR67128BFXr4QqfSK3iOQbi7mCWWMSlZBKVvk0 -TfKRu0C/Z2BvBfZYrBS3O0viY3j//tmWCtx71Rrxi+SzOynrF+tWVUD08lZZ -f+KQQgOX8dQKtERaXUok+S9xnfKzXa4VsMlJra89Tc7rUg8Pg9kV0GfuNKPb -0bFuQUw+z9gHsJ0HaduIS9cUXXjb+wFaX5N2vCb5tyKyZ9PSqg9ION5iEEjy -M7OeuTz74QdwBfVHtpJ8Xm6z7qLX6g849OUUV4nke9kFNd2CIh8gLt7w46Y5 -HcXsc2VhPB9wyi17uukoyd/Z4V9efCrHiUyXNVfJfZFWdMc/JqkctvUrE+JN -6fD5PmgttbUcy/aOHos+QOJ/+eNfg7Xl6JtjfbfUkI7pWOWYi8vKYcUz8t9X -cn+pjXZ2Z4+V4b+i96NrDUg+t/NzWPmuDK9kzvfe2UeHi69QgOm2MhgV/LzU -TO7PlzV1IndUS7HQ0YIvndzXi5V25hvJluLi7PHt/uQ+V9o0fXr50lJkvLvJ -Z0PuezelcOrJjxJM+j8+zb+e7L+xxa7emSUoTDTT3iZL1rtCg5uzsQRJw6E/ -pUi9kXnRWPm7XDHO9S2SX8dHx68ml+QLYsVYWMZ7pmoWHQnmToEjAsUo9zp9 -w4mXjt0Z7Mvf+ukQ1Vql+3qGBpv3Ab1FyXQIXVkhJDRBg53oPdNvynTMP22l -aD9I2td93r9/Cw3tRVLbfdg0sMScZDxlaHhcdnQzp56GBLkPVolLaKgpdZ5S -r6NBfuvg2NhXCqbOrX+GqmnIee2axutA4WbjqQy1D6T+1chQljhbhC0J527a -59JwkqfB0dG+AKdrjXTEn9HAjrCUKdcrgNQcPimNJzQIRDxmi68vwKmgfS2W -pH5k1sjJ5vTnY07xisbwMBpS1sddeXs2H0vzz88Mknq09PaCkXzHPCRb3yrZ -do3Ud6z0dfxnc7C8uu2tnCUNYoWbk+8efQul+VZrXMi4D0vldTdueQud+qMn -GhfSoBl+Rlli4Vv8NZqeo0rqc82UzfOeV2RBSNDXvl+A1K8RNxmmO7NAGdQq -OUxToFmJusavyET5fn77x6TezzmzoiIz+Q1mPDSbJl0o+PEcsJt7NQGGvNlt -UalF4Dm91vbP7luY9FYvy54pAM8ec4+1q6Mo7ohOmF19HhZO92opJWRQMNNt -dDPJgd+pzh722XyK/vZ0fWtCNsKcp7K2bCyhzlye2BxhnYmHz3YUs9wqqDs9 -q78f7UnFSw2vCCVmNTUeLX/C0TkBQ3H54Ve666inLnJ2VxY+hbvw7vjBIjb1 -Wt6UX+/NDcg2Rx3bwG2m2BLuZXsd/aldBj02v2e1U+yh64Wi+rHUvuV0n9wV -XVQPvXh/VlMKVZTjzSNd9pEa8jZO91bIpgR0+2dRZ3soSe5PS/7BfGr3sePv -DuAzJZ9hKufRQ6d6UsI2SYn2Uo9a6maN8pRTZ+sfCbNav1JbtwX9eCBaRa2U -W3BkprqfspmQrKGYNZTz4oepJckDlL+74cKivDqqlGYmuzdgkJIQNdEqk2FT -bh6ssJJnw9S8G96v9vY2UTIdC3K2MUYozQKnKeHnrdTEuMuR5NoRKvjkSVuv -pFaq29vo2Br2CGXY8vnG9+xW6iPj+OP5nSOUpIjnD3ZNKxVn2cvpHRqh4re1 -RpfztFFbbSNfpi/mUmwjzcMbTrVRd38F8QVbcKmHtJYewU3t1BmzExcXW3Op -g7kuS2p3tVNHJJJ1wk5wqcleZ/5H+u3U6aEwiUgnLmVQc1t144l2Sv9uXfSr -61xqnf7v9z4R7ZT4s6Hm5hdcKqT+W0jin3Zq5ulEsvUrLtX7hcv/ZF4HxZ3j -3vs1mUt979HRChLtoATFaoMm3nKp3XcrBb03d1DTqr0pUh+4lMnYeu6NUx2U -re+9tykMLhVY7xTlf6mDakaC9A4Wl2q5zF0S5t1B/RjdomLcyqU4w3nmGZEd -VOTAq4aOTi61UeuafGlCB2V88EG7Qw+XKt/jRW/N6qBExb/p/+7lUoOZv2RG -aR3U90M5Er4DXOqbvqLxgpoO6n8AQJjpng== - "]]}, - Annotation[#, "Charting`Private`Tag$15353#5"]& ], - TagBox[ - {RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[1.6], Opacity[ - 1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" -1:eJwt13k4VO/7B3AhlC2VUpZWKoU+FRXVu40KfYhUkkRFIkWSsqWkjyiypaSU -7GVLKHKEmTPJMmPfNSOiLJWxRPg93+v6zT/nel3znJn7us9z3+d+ltlcNDkr -KCAg4DZDQOB/V9ncf2ZPiXRC4P8/EfS3pEnizQsCM78ZrsX8P7Nu/yU+LFn0 -rttQB6EGUU/Hibk7QutSr+3FHCp0eJSY0RvWzDM0wD3TPwF84osfp0fF5xzC -7FnlFj//t7541DD+2mH4d8x2+EE8qQX17Z1HMaPhbW4X8V2LTssaQwt4Dpbv -6iD+1+lXjF3OSYysNp7VSBxwRKfxr7Q1Lt2CFJuYrVqUWlpqg96px8Y0cVv1 -PdXAa2dgHW3D/kAc0Z+iaaxui6ZjkffeEDcvUkqb12kHWmt30RPimOXLHCIM -HbD96HvNkP/Ft63Q2XTGBWRFPe25Sbz762d76RwnRHunitgSD6WsMS+SdobU -ilrnI8Rj6hd4i787w7fn3GI9YpPNbiqupS44W1+/YgVx5dzu2OXXXFE/le43 -h7jGzzTvqukV7Ns/vHxyZif4eWGGn9XcoLKjdGEtsXH8o9cXeFfR+vYyz534 -xw652BgDD+zvfq1+inivi3vfV2VPZG8+nKf3P3cytqoKeCFge9ctGWKpAs1H -adneWFcn9zdGuBORf3knKqV8ESaZvdGHWPnsiFqvhy/GbfOTrIiNU+59FOz1 -BdNTykCJ+IT9vzIbSm7CbBPzUqhQJx7M3Xf9xlU/5LkWh10g1s5L9A/56odF -9ar8fcT73B8tfHboNlomcGFcsBNO3VpJuWv9cbTGY+cR4jU1d1LrOu7gn6yt -Dr0CnViewb9cuC8Qx4cvbssmnhGyf2fbh0A4yY+s9ib2jd9X8GdjECzn/DaV -Jr4vz45eu/QeDGOSfqlM87C0hfnVeew+ruyZY7h2kgcpZ7kpHH4A67d7q7/9 -5eGVyNMH2sEPoD370+U4YtfA2Wkbyx4g/cRHMTniZ7mtF5btDEXay0vXR8Z5 -GOvf4/N9bRhGij55/jfGQ/7FOVHqQhFIsP6bq0Vc8FPkvPSOCOzu8pb6OsqD -7tvhKwPuEdgZcVlyG/GMkwKrEwcicDBK3pQ7zEOJb9J5weZIZKvaTgoM8eCd -rrXoREYUMm50VYT38VAY2BF6zeIJDKYPlKkRf6td8UYz9AnMbxtOM37woG+k -WTjIeoKqxLXz+N958D+d7mepFQM5PROeXi8Pgy1BNktknkKtZ6cS3cXDpxjT -9i3MZzheHCexoZ2HjqsvTpg+fA4DjU8KWW089N2J1gzKeo6MuKCz/xAHWL0r -Kal4Ds6L/li1Vh5M1lqMqgu/gMv4QkqhmQc8nbw1fOkFtKSlHtXV8TBf+9el -Xfpx+FjpU5JZzgPzvlogc+Il3tADPfLE3rkHjukviMf1Z+//vf2ZB4Wu1OTy -9fHw+3GuxayMxP8+g1N+Nh4Phpf86ad5uLTj44z8qnjc4ozqjhfz4KemrH0w -LgE1Sf8q38rjIYvaVKFzIAlHPM2P1OWSfIbfcw86nYR09Y+0CnF42TOHFq8k -tGokOtBveegqObnMNSsJ6i8rcqezeMhpM4gMkU9G2mE/a8PXJF/rZ09d7k/G -/LqocbPnPNQ7mvo3BKcipPKMg08sD7Gue+1XvEpF0GjGeOIzHtKU30w5slIx -1fDJdSSGB4bJqc1/BF6hpnqy/r/HJD+3zJ8MO7/Cjgwn01thPDiElC70NH0N -udmu66r8yP8P2fWlzU9H61ZJq+IzPLgYKdiG7suEs3JMIOM0yc+DJNFrhzOx -ToExRNvwEDRj29mT1pmQXdvmVnaKh5hdgcbKHpl4U6m2n3mC5EvQqDwuLRMK -aocWPjrMQ3JCgKeNbBbi9GLtUveQeK8WfOngZsG/z4p9cwmpD/VYKs4tG1WN -baE6SjzI3fqYvMMvGwf1M5yGFHjoXuVX0fAgG10FJi6nFvNwQnCgQPh1NgK+ -3EvWkOXhx+ljcgc6s5GwrK3hxWyyf1akJl83eov1gR0bW/lcFPTaXHVXyYHv -xOXex0wuOpQG6KjKXAwZrBNbxuCCcmgT8mjJhZll8P6EEi407lZss+jJRU+x -mXpaERfWD4djZQXzoPeo896b91yEuerLuGjm4ZuLUEx4GheL9DYGsKLzUNBk -OpEewcXUS+vgTtt3SLuyOc/AmovNBzcVBY+8x+JlDq17R77gauT+BHn6AwrX -/C0Kcv0C84K5xl/MihDdca1+W1sHHH+U1ts8/ohWl2NHHxa2Yz6VeTq1uBj6 -db/y/d+1g69kn+9NF0N+zZiVa3Y7PC/EHjUuLwb3pYGtfko7ivzWWAzUFWNW -v6QjN6Idn62+eMn2FoOipi3yHdvxuisnVVq6BEVOURVKi9qxQynvarp5CVYO -xYzGObYhJT1Uz6O3BKv3lgX42rXBUXL16pD+Ejxi2EdY2rRBjtprG/erBAxz -wUUyx9pwvm3ZSOmfEmynH3HO7mnDo52fj/BnlaIwx1qMuagNOm6taUKqpRj9 -ZhZkzWiF8j5RE+65UiCsql9YrhX+pUMrvbilOCjUrD17biuCnwk1X+4qxXPl -GR8kJVoh4P/A61xvKRR9409JC7TCve3VPYNfpTgfpqc8+a0F1g/uFI0JMGCu -/D3uZm4LargTXQNLGPCcynHTNGuB7ucjTbonGODetnPRDmzG3593X3tUMjB9 -RnfZD79m7Fe3WNzEYeDh6BfZx97N0Gt6YbOpjoHNmw+xfzs3I0Vq562vLQwo -L11wN/hYM4Lm7eOr9jLQEPWPjJtyM5Tt1881FmLCTTn9wuiHJthY5S4f1WSi -7PKe2ku5TahTftEitZWJyCsRN3oymlAkscty5TYmYsNcUqrjmnCsenfe/t1M -nNkqsyc0oAl/j/0ocPuXCWrtlzuFh5sQsvmal50tE1mppVafextx16yq6GE4 -E9dS17f4djai5WPHtNZDJmZJ8Ou02hpRI7pjV+0jJm4M3jjwhN0IVflJltgz -JkrxZrVZbiO4WzZ1mCcz8WbmddrbrxEH5Sfzoz8wobIqxD9TsRGONem8x1+Z -aENP3+aFjRihw33+dDNx/N3D6oI5jfhrHyx9pJeJ15V/5YuFGjGR0S4ya4CJ -lJsdCe97G7B8ZbjukVEmxOeIxpx+24Ahe07UvVk0The1z44waEBvmcFux3U0 -FobZThzf24ALAUkDb9VpfDvrtGrJ9gb8uBO2ZHI9jRbxqX9eqDfAl5sg4adJ -Q8JcUSZMpgFrjBmCrjtoRI5ZjC5pqIfy6aH6FiMa2oZNp7tP1WPj04QO5iUa -lsutSy+b16N3T9VPyoXGk7Fzp6YP1WOftPzlHFcaTvFj+jJ76vHmTRor2p3G -UQG570uU66HtyUrYd4OGcf4R456eOnw1bUxYEUzi0a0tUL5YB6ETE249KTQy -fmnaTdrVoU7Rys3lFY1VI6fu1JyqQ1XkSdXx1zT+iM1b42FSh0jbzWmCmTRW -H/n2K1ezDgl3fBaO5ZD77xs/+jZRC+Yy3gzXYhoPS/fFJvBr0ThYJt1UQkPB -VEzxTH8tLI+cL9Nh0JC83nW1ub0W0vE1e8ZpGu6D0m+yP9bisKnPVosKGp7u -ylhypxYGum8+vmqg4bwl6wXDpxbym6qs+hppiB0S8zzvXouXTwperGmmsSBo -Tki6fS20w+bKxrTSpB892L7KsBZPlzbH2HFpbBcyTSufUwtdKWPO3e80dh68 -4nR8Vi2MNhz0ffmDRtfgqZfdM2phnqlVmd9HYz7Cncd/14DpXretc4DGhLDD -A+m6GlJHzlayQzSG1Ju6B6NqcK70kYHIBA2PiY7QkpAaOB/LoiX/0vg4V/xS -xH810AqadJw7ScN3WeWHje5k/XjS+nnTNNoo0cTjR2sQPbPo7m9BFoQFDmQc -kq2BrbvR5KrZLFi4hzuJSdYgP3HbxxniLFzUET75QZisn3/oZSNx5XNj9jJ+ -NRwrHRlekiycG3wiWFddDa/6Fuv4OSyI3Rd6+jW4GlFNY272C1hQzwpz8r5T -jfm+wrz5C1mYu2z/pQU+1egRWmfzgVi6Q1F0l1M1JEoMns1cxMK3Fs+bNwyr -YaujPeEiz8KQmUar+N5qfOKETIoosEAtFrGL0KnG+dBJ6SjiIL+lc+JUq9Hy -LtImU5GFGU1iGUli1Xj+duProiUsDCe1hSoLVEMxK1Fp+1IWkkvqE2JHOShZ -tS46h1i3SdPmQTcHA/GdWbHLWFCrjZ4l2s6B+u46Q5nlLNQtUuFdr+NA1Ofw -oDfxsduJKpalHIzNuGZwaAULmqlPQz/nc/CppVUoh5gt/15jyxsOErwMiheu -ZGFbm+Wk+Auyfifz32ri/i/HumN8OFjeHBO+QoWFgOEL81SucmBZe0XiIjGH -e/zmKycOCvwFn+cS2+0qUM625KDobZPizlUsvMlef1zTjANjIb7wDeK0aU92 -tiEHLSk2Ih+IExVibqbpcJCV3GqmvpqFhIFLhas3ctDHyX1hQ3woSmHbc1UO -hof9RcOJkxfFTixczsGuqcxbxcSvXSb+Bi3iYH9N7IIB4pNx6jsFZDjwtsyn -FqxhIT91K8NZjIOjt+29txEzAxWCuNNs6G+cZ2JF7LmnIdxolI0yo6XaPsTt -1fYd+QNsGJeMaT4hHtha66DSzca/bsK6OcTJ7gu0g9vY2HIo1baCeG7wev2R -Wjb8t5k95hKreC1/YlHOxuul5zt+E3/b3adBlbCxrPuQ5gxVFg5/uTdzWT4b -R6+4RksQO5mJKvpmscHM2SojS6z54phbRzIb3NBZkYuJE5m+Mtues7H0t8Ea -RWJm8c2ByCg2+AXnyhSIQyMtJH8Gs1HfQrsvIhbfLeG07w4bWzdzNs4j1mCE -z4nxZiM8t298FvH0kmH+zytsHNe9WTFJ4vMyUZPfc4ENwU9/UgaIE09svxV2 -hg2Btfmhrf/7foeyGs+C5MdU3Y8mFhj7Kqdhykbt2nzvdGKNAE+96/rk96M/ -+YYTi//+8bZkFxs3Aj8GuRGHbdhoJ76VDamvs5+ZESdpHwiOWMVG86V/GmYT -awnKiTQqsSHq1j7xhTy/S88LC+UWsJF821M5m7jXNmw4XJiNJbZrbx8iNlp8 -61vsaBXaRCXeyxOvWhBsN7+7Cj1mXr94ZD9x5XN+/yyuwuuozLPniEuVOZPm -mVUwObn3uQrxdHt0EPWsCnIuom1csl99rHZq3vCsAlu50MSIuFRlsVHL+Sqk -R/oGziC2jonr22BehZuj84szlMnzj2JkNWhWoVbVQEWE+LDiyZaVK6uws/KD -yStSL4cPJdxxmluFy0Kx142Iz9C6DqMDlZjJMHkfROot/UfRyY7ESqTJVPXw -SP2GCF2O3f2wEmfGVJ65E5sdu9/0wr8SyatEMsWJY/MENhw/W4lAJ8euNaT+ -FQ7XerxcXgkN4aO39JRY2GXKdh+UqURPhJ0YTfqJYbDmhc0zKuFxb0XXXuKl -hTrbCjsqUFuQHreF9J/UEa3LiU8qkHfz4SqBxSzItnmubQ4kTvY94UD62RmB -dS2zPCrQYKrTVSNH+tckY+kp8woo7NT4+YT0P4uanr09shXY3vGwXUqWhdXf -e3/a3i9HsoNVprM0C3LPSpbYe5Wj18OqN1OKhb4QEb1zjuVoPnD1wiDpv0fX -stwt9cvhrCZwzEaChfk62ldXiJSj79pw0qpZLKxkNjUoen3GTwvrSg3S758c -2Oc16PAZ56fG7+2dwcLULKXFhcc/Y+Uj/oMjAiy47xLVNtnyGaOMRWddpmiY -BbLmHhkqQ/LpFNWAcRrP74qsLj9XhkleA3PDbxqm2oopI2ZlCHA8Pyj0i8YS -vUPRinvKsHWXayNnkAbfWebzKcUyqOm6957up/F08W+rAs4nnBQVHznVQ0Mw -Y5MVa+snMPnxGoVtNMR/FL7ZKMrCPZeZDQJMGq6Kvov6yHtvtVR427lSGoOp -pwZiv9AQKewPqSDv+7VtV7um39HIqQmaCKJovA4RmRXmSKNdZU9VZx6Ndzrx -ylIcJmT7mrt/knlD4sW37KMPGVjxa3aAXxCNl4aD8/v9GIisO6UXd5fG4c1q -5j4uDFRohUtQ/9EYKDe4//ggA0pzwjL7/Wgo/pmXmirEgOHNAaNVXjROmrHT -tlwsxVc/USfxCzQcFf+0T+4hc7+QfHqYPo1nZSyGxj8l2Ljvd7DJfhq83MqQ -k0oleCjx0l5Kj8Rr4lWTNVaM8fzImV67aGwNOCuu9boYWjI5HM0tNDTGrXUT -ZYtx5S2tL6tM4v0xm7fpaxEOdgXjv79MMAUrak9zimB5wino9x8mBodzy4IL -iyC8/8cXczI/nrgkVtQeVQSDnLanS34zEf02jH3sYBEMfZyt73xjQl8oca6H -AwWdfe8e0iRPzfiZFSr2AeXsfg/Rl0zc+Z7SU7s+D+eaxAvOg4nTW4TX24jk -YePlbd5lOkwE/Z53sYec+840j8WobGGiN/VIbYd/LixevRqqWc/E4w32Otdb -c+D+VPmb4HImJoKLPSz930Lhvb9dJpn3Y+7qMdpqs8g8Y/bQsJQBlymV0bvv -UiDJTpg012ag/tzjBVqd/rDXy/hXfU4p5uU9YfG+Pac2nfz5Uju4GMn6cnLi -k9lUOnOk2Km2CLc+mi50PFhELdettagc+YCIP6lZF9lM6mhKqczRC++QcSqb -x1pYQVEF4mczyfnXabrO6EMuh+LPcdArlkwHt8Xsyv09dRT7diql8f4FjOYG -/fM5tZESOvrF2fzaf7ioWuTc6t5KjX1+tv9D5AOqd0LqS7L0F6r468ho/49E -akpYsL+pi0tJ3Jn6481/Q83h33zg+KuT0n0U8ClH/wM1z+K8blV3FxUeujKy -wqSE4kcF+cyc30M1/7FX3ljEop4VnalR0v1OmRzdqOR1uZJy7zG5NM+yj3Is -aGHwJaup27Yqf7+mD1DWVkbKX43qKLnfg9Jirj+pwFP9nZoBjdSB+Kte90J+ -UYLLV6st6WihxDef9/j7+TeVviF+U0tGB6VmVlGTODZE7VLUOLv+HZdyO2q9 -mz85RF04EEx/+silEtQ+q+4S4lNNq/Ulz5ZxqQyzpfatknwq9oXXnuctXMon -nB0tt4JPpXx/bLV+ikuNlO9vSjzIpzbNTfFM3sOjDNdEZS+L41OBP/jXxNg8 -ak1St6VXEp8iB9/o9kYe1Ts+27fpNZ9SFD6ZkMPlUXIKdZvC8vhUTFaYm+MQ -j1p38KKJRCWfOtTCER1c0EmtP59/VvYPn1r5PHye8clOymyV3Sv3KT5VL6Jd -v9euk7LM63FsFRqmUtMs/XQudVJKRy5YxEsNUwK2FXHqNzupIzc8B7atHKam -WyT5axM6qWet9UIv1wxTPvlnFq5P76QqJETDxDWGqdglEau08jqp+p4epdat -ZP2C9dL7yzqpzPDH8roYppqv/+o2remkXOYvD03bO0xFCGu/sm7tpBae87kp -pz9MeSpoWjl3dVIxwVl9N42GqRZVKYFbA53U/wGVyt8l - "]]}, - Annotation[#, "Charting`Private`Tag$15353#6"]& ], - TagBox[ - {RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[1.6], Opacity[ - 1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" -1:eJwt13c41e//B3Aq1UdTJakI6SNU0rY+T8qIipKVFmWUokIhK7TtJCOjQqFs -kqi3lezz5hx7j3MyS0VW+N3f6/qdf871uLjv67rH63m/juiFa7rm87i4uG5x -c3H977tKwd0i6gUHXP//GR+o/BVJ7Gbe2cPduws3J7JCIoh/77U6wN17EIfN -5PXDiVc1j0twGRzFtR3G0iHEpQ6Bj2d7dDFgwL8+iNg2Rj5xOsIQOW1XRP2I -DxkpCo3rn0Fr4VmVh8Ty1LC64wMT6C0cdPIg3uS+g/m75wJE4ldXOBF/7/Bc -bKNsDuX4hj03iEv0l+VxIiyRuXB/tiXxF72RwrOTl+FaJKt7lpjnhPavWv2r -CG//yqNL/Oaz5ib1dBssMZqsUSPueejpf/rBdfSb78iUInaIeDVW2mMLwynZ -8g3E4bcXpc3w2UNwmJ5YQpy9m49LVvkmwoY7o/ujORDYZDQ/KMIBRtMn1jUQ -O33J9ikod8QVy3MJRcTLZbj1vk84wddYkz+ceOWeZ+oH9V0Q0SUx4kUcdmiB -xmUvV3B9fdlzlTho9oWMX5obit9ZrlEkvp9Sl9Z3/w7QqxDJiOKgic/OXajH -EyNnxxTTibeO6ttL3PbC2F6tsSBiizXBi3by3cUMV0mKHnGjp1a7Iu5hbt7C -oxWRHBireomoPn+AE9fCU18TLzok16qy6yEm5cq3exB3WAZ0KpU9hOrA9I3d -xHtCVUN3jj9C1fs3or4RHCjkZ4XM6fqgkF/giCnxeiGLq9/7fcDLFPXdQ2zy -8O/ulju+CLv0z+nG5+R8Z2euJyf7IWFORJifeJWWmILQvQA8bbuhcjGM/P+3 -zNfXOp9g8anYeeLEfXscH0nvCsJQfldGTygHbclna9leQeAxcOWcJw5ar+ys -L/EUjsH7fY6EcJBoK2clYhMMs8sfmn48JeuXzSg6Nx2C5rdhz6OJy1L162aO -hiK/+d4xbeLwf9s7wqNC0Tbj5hEfxMG8vhPF1SphMDo1Knn8CQeWF58vEXoY -Dj3zQZer/hx4HL4SfmxNJCptnLGEOCFMclGZeSQyzNb+ivfj4L+3gXMq2ZFg -8VtLdPmS85i30nGbcRQMfSNrVX04uCsSUdodHY0LNbzSTQ85eBl80sGS/yUC -ktb27vUg9/vqukL56BikLS+7kHuHg8LGyLvrv8RA4c/5URBvwc76iYEYPDZS -OK7uzoG44bkNaftisdwqfkDDlYMctZWdK6pj8T7/dKKwE6mPRJ1er79xuKso -ob/+Ogc35pua7TKKx0crq52e1zgQk5Z+3e4aD+NNT4T7bThQVuQXfhQTj5oN -/rszrcl8jtJxjd/jkWgKZVzhwHQooND0XgKmRJx6t1pwIHO0uEIwPRGCNieM -tE5zkHT6Z8wy3iQI/dLYHGrMwWcfByNqRxKaZo142ac4uNTjPGdzMgnO6eXb -XIw4YAXeW18akQQTz6HCaH0OJNlaCqYyycgoltyTp0Pq4c/Stm16KXBmPpbS -OsRBStzN10uqU3HPptbR+SAH13h3bVLpTIXGkz09b1U4kC3SsLz5KxWjdoeX -8ipz0Ox40KR5bRpGopNTchU5aB2uoIPPp+FGuL3C6F4OFn7l3K8ZSUOw4DeL -jxIcnHKa2nhyVQYOj65B7r/k/EUs/L5tyYCA87oluVs4ONnyzfK2XAYW+b5w -y97MQcQ+t6PPTTKwqzCTGbOJgzkJ6aSy5Ayk3hjeqyXAwT5haYMGrUycYEc3 -V/Fw8DdsKCjRIwtbNv0Tl9rBhnILJcHsz8Ze91vTXu1saHn8Sk+azoZAiO4l -gzY2glZVut5f9gG63w3uTTSzIda7oGqX7AfEyAdUytazYUV5Sd9y/IAUrS/+ -jpVsiMtZfXi9MAeXD8v1G3xgo/yok3+c6Edc+3i4z8CXjcDA0E3VJ/KgfUMh -v8abjbrZaslXZnkIzW67d+QxG0IN+yg7hzxY/9rZrPCAzK+cendFZB7Wi656 -s8KDjVCFTk3JvjzcvUDVeNmz0c/9Ta7X9ROe3fxiFWXMxjoF0WdX3nzGu1b3 -txGb2Xjf3Z8l45QPJcd6rRZRNryfxowIeuaTOi7pWifChtudeV/needDddju -T8BGNpacsDpER+TjQzJ3rj0/Gz9aJy8a5+djt+pAKu8iNrZ3NfpILSqAfc4P -nev9vaiOCy3KDCqARFWFsdjbXhy3lRk7GF+IsQT2tRbpXlw8YMluDC/GuHKi -cGhgD74Ec80ZPC/BRuGpAN1f3Vj+9dwbmzOlEHFtSuzS6Mas1Jl9t/6U4euM -Ska7aje8xTPozTNlWCH5M7VZpRu2Nuo8jPnl8HTf7MNQ6MZv6Ro5Yb5yTEo3 -FryT6YZKs0pOtHQ5pLw8pPYKdMP6Uq/hDpNy+EixRlzZXThpXaNu/7UcF846 -nfjh1oUd28zu2PtVQEd6aUGXcxf2e7bfW/+0AhsXWRxmOnYhT6xe/XNYBQz6 -bKIybLuQkeM9MRtbAc0TdZaXLbrwxGXvYvPcCuz5NHot4VgXFJWTVIq+VYB/ -xlXfeUMX/q5wtSj6rxKLhD7etMjsxBHDdYXv2JUwH5492pjaCYV5D3kkByvB -5XlptWZSJ6r2b7/6aqQSQ+MJ1hKvO9HNmxjtM12J2LUcw4aQTkiVXX7wH18V -/DYdmr/AuRPDl9hhAopV0DgfkBWg3Am9I4Nlof5ViN72Y+WPgA6IHxXTebO9 -GhFLEoRtHnWAVgq/obOrGuw+W+FBjw7kKPyOGN1XDbOofaPtth1wvvHPkn3K -1ZgddZ1I0uuA/qnlO4J1q5F/fKlZv0AHZKn3TUW3qmFSKPG1LqIdk/9YCrbl -VWPZla61q4Pbcb/i/hfxgmosXPXWSNu3HeKHAkwuf6lGr7FN+mfXdlRdFjXp -r6qGcmPm5/vn2nFZ8q5NcXs1PD1U5DM3tePp2oerOHPVEPc79enuizaIMmzK -asDAgb93U3nD2jAgvy/X9hCD1KVys19gG4yFogZXajAgesC8JtCzDSkaSTxq -2gz4W1zR9jRrw3Kl00t9zjDw5bil17KtbbDgvk8/dWTgqbFQU2VSKzReh4X6 -JDPgV6MUJfi6Fc9eTwiw0hhgjAyHmUW14rtkX/66LAa2bp3ZM+bXCuTW+4Tl -MrD9dsMk13UyfvXdKcdSBgLfOn8ulG1F7I+UsOQuBj4d8tz9I6MFKQ++bZlY -TCPwevQ6w7ctWNZjeMmXl8bv1qievFctSDfg/y2ylMY1e1Vpz8AW9PqWdRxc -QUMiSsrjt00LTKz1eW35abxtvaBxQ7IFHi5Daq6iNIZ5vJSaIpqRLhdroXqA -RqV4X/tMUDNMeO26X8rRUPSSsRDxbkaX9KawGXkaVbNm/553asblS6ZZKUo0 -UkasrIv0m7FysiJy9iCNe1Q3v8TyZrgskKbVj9G49Y8nbezaBCGxyHJXExru -S/jKG+ybMNX+8IqfKQ3pjtrvulebcLOI+1bkBRqXpr/nHDrdhBxTpZL3ZmT8 -okcGK+SaUPLwqFb9JRqN1qoJ2qON4JHWeVp6ncbMIy6D5MFGZNmtiaNu0Chw -+LF9aU8jus6OCGbZ0pAtNT9fWNMI4Zt+O57b03ilmFm6LqURLqqsyZOONGi7 -xkzry42oXrmk0sGdxrLEgjWpJo0Q91IZ07tD9ietLXrEsBG1K9e57vSg4bcv -ef9V9UYktWq86fakcXF1mvWxzY2IrhA7s/s+DeMN//3Obm1AYKrW9D0fGqlX -9Ba2MRtwbuAR+7AvjTe+kapcFQ04n/NrK68fDVf10oMqOQ1wutmT88CfRo63 -u1pScAM0ptOmbJ7QcDK7abZduwFm3x68HQ4hf19xasdN1Qa4+BjOxITSOO5T -VfNRvgEj65WMjMJouExeioNEA1pEfSVyw2k0xVx2l+FqQKaggMjlSLL+A09m -36TVQyb/roDFK3K+k56mVW/qcfjck5K/xNu8F0SNRNbjdWShQ2AM2Y/NH2N2 -Pq6H1I7q9sxYGiyxH13PLtRjZ6NlRs9rGtYX7kj+XVWPFecN+bsSaZgecNsy -t7geLHubdMO3NN51LJ2em61DaU+mViXxwVetu6YH6qA4vepKyjsaN8bV6hoK -6yCmO3DubDKNVUblkWUf6qBsp1tWRMz7mGRLch08NK9Lb02hMWWat/JJeB2s -D62sGyBu6wJb0rYOJcnZaYZpNKSqtG7zXqpDz8eYqiTimkecvr6zdRBqrGjj -TqexwYHWjdasQ6Pd6qYY4s9vhLUdUAfDR3pFP4lzE2bEju2tw1DbmhdKGTTS -RW1O/RKpg7atgQyDOClk7mPB2jqs15zsXJNJY65d9I/f0jqM+ZzzMiKO7Vo3 -KTbBQv2jjNAm4pH3tKwsgwWB8LOThVk0KpaN7970hYWQVKbsOHFzzuPNS3JZ -EO3+aCX5nkYw31R562sW8qP3tz4gVv5U51kYwYJv6tTqTGKRz8JbXz9hgcl+ -pNVO7ERNyFu6saDw1TJ9WzaNUepRvKo9C2smerqPE7/kfzhfxIqFBoMHK+2I -7+b/PjJ5noX2uD75IOLw/EoPWp+F+2+iTNOIe/lXx8UdYUFaWPluFfGF/JIs -RxUWJCsvvvpGzJ//LUNzPwutdi9y54in19yKXredhagGHwb/BxprqBuObDEW -qnKoNkniC5+b/0tdx0JJK4OtQNyzKu2X43IWuubpfTtCHJY3GoQFLLh97+46 -ReyRGye2YIqJcdPVdebE0SuKo0p+MBG/ySX/GvHIB53FD9hMDPdnxDgQ38w+ -fF6thYnNXifcXIl3LEmJ4a5hIi5pUMeDeEOmZ11uCRPV0oLrvIgV0otG7fKY -mKau13sSB/DYckulM/Fo26PHd4gFk32n294wUbt7crcLcd3btT3+kUzsDjWs -vUlcPLv0A4KYWLxRwdyauP/19dvDD5l45yE/dIH4YKyKVJgbE67eQxYGxFV/ -3L8etGeCNf2NpUHsGyWtO3CZiRXBRXv3/2+9z1XL/c8z8Vhw7SNx4oThcpnd -+ky8OHKregXxguDPniwtJpKHb/NMkv026BkeWbmPCSHvSvUvxDqPJZe+k2ZC -bonG8Xhip/u1a9REmfi4oEDzEfEVt6vfry9lwsx6+RI1YtnbZ6n585g4aLqi -dhPxtopc16fjtZhosHowQe7T56v5hSndtTAy9MmNIdb7ZKEp31iLj73ucreI -hS/e/lRYVYuLs1tj1Ym1k/utqz6Q8R1/lLrIfc48qZaok1yLyG2aV98SH9Ne -zmLE1GJ8+bt7dsRCh/p+lPnVQjlq1mGG1MdJpcmuQ3drwWFsOE4R5/k4FOQ6 -1SL1RSyfO7G0dN7hOLNaSEvq6UyQ+nO0MHc8L1+L9wLxCTWkXrMWiJW47axF -U1ul0EPiNOsN6hH/1qJPouWTIvHP6OLWmlW18HY7d+cFyQOveyNmEoM1WJ31 -hkc3ldSjU5Dqga4aVAjmMyZJnrAO2BloNNRg6NraomhiaYH+lSZFNdgiISHO -IXnUr5fc6fy8Bs+V75ScSSL5Gb1f1y2wBsUpMjVjJM+OZ86MuT0gnYbrjXm+ -xJ/+U2bdtquBjrVBQxbJv3hW1OCZIzXYIHhM5WcCDWpB4b3yKZKbkZIVy0me -bp0W2JA6QmPM7Ofax3FkvrzE7iAODXOLUa/5xANR9xcb1JJ7dMwgf4Tkswxb -IKWYzHNgm2xO5kuSjzdfWB4xonFV3N2kO4LG7XVFImu0ybp+D4WAOO+e2NKW -QyTXG/8bDH9OwzM/xOmiDI1EfrneI+S9EMk+nXJuIekDenesDSHvzf4TQUtn -LElfVHlapjaQ9B8tY0dCTjBwV6HjJRfxhE7ese0KDLw34qrbFkDy+I996NHl -DHRzX3J2I+/bYqVgLaPMasSwevIWetPgfhsoGjtXheOvD2UkepH3b9nt8GVB -lQjU1rdTsiP13XjqXxGXSiz29f93M3m/Lfwi7XeYV2IsptxnIXnf7bOPG/23 -vxL38/2vl9jQmOW2UJRuqQDL6eojKSuyDsejDnJiFXgl8O9LL9Jv3B9a/EEi -qQxqekdsbh2hEfIqaZlKSBk28IVfkdQi+T3zJ9XAowwOOtGnmw+T/iHWofOW -fhlYJVar9qmT+kjf2fN4phSOzSdrWMo0Hld6OHAfK8X2S53qKXtpWM5Ft2zt -L8GHjBuxdUI06s83sStqS5DJqDuqvpHGU/NspSt5JYgWam3NXE+Dz9S0Psq/ -BFpfrqZ7C9D4JmD9tmlvCQzdhiRF+Ei+3rvYG+nxBUutGv72zCf7fbYy0GRt -MV65ML0TGAw47xpcx8VVDOEpeZq/kgGVoy6rIvqLkD2uP+FK+scr2mNnyvKK -kK/H+1OlgAEx34M6kxeK8C5fwjY0nQGRUc2E5ORCPMtYLur+lIFzl5buvnao -AKtjDV/s0GcgmknJ+xfnweil1POfZdV4dcHFds2TPDz0HuIaLq5GdLX2scDz -eTC4uOB8D1WNZKW9QzemcvGA2clVkEX6c4fFjGqZXJxymSzCy2o0nyndOh6a -gxqRlb5aDtWo6kvaNs/8PRSVFhj4b6rGHj6RoXmlKajgebrxjUkViiJSWPR+ -b1xQrBiZV1yB1rXt/juPxFH5L9a2qKWUQffcXp2EsQ+UjHHAA2etr8jdlaGw -8mIRdaxecGtzbjHcnt37x1W0gjIoyHkoHVqAU8V66beP1lA7XBNvzpLfvx/V -f/P84Kujavmk/na4ZEH5a5HwXc0mKtjOoeXDQAKUY6esywzaKHag5zeDHwGY -3qMRPD3cSTnPeqdfMAylojUSI6IEe6gvg5yPzr6p1EbhWxJfDrOp0ohX79Mj -c6lT9rXrL2V/owpM0lK+qBZTPHz7beKXDFAbLw7NDH8qp25bZhkcfTVEifoZ -m5wVqaF+Cka+8Ff6QQVEj7qLrKqjePIkpW61jVD74Td47m8jNa35zE8cv6gk -Rc89t9zaKBFvG92pgN+Un2y2z/GpTmrp3gUb9XtGqUwRifIdmj0U9y23Ilvj -P1SbRbpo7jCbujb99BV3/jhlpxLiu+JBH3X8Z/J77ZJxqtVuxao/T/ooW753 -pyMqx6lFrba7O6L6SAutYyTXNE5phQwey3nfR1lqKm28/Wucqv+0r8+H00dt -lkitXrtlgkoeKuKkqfdTDYFjbXmPJyjVDvnU0cUD1HOG/fKNgRNUmIerugz/ -ABWxv4HhHDJBRb/Z7nFVdIA6e1+NRyl2gvIsLen9LjdAMYVL5Us+TVBMU5sr -q68MUP4K5vTvkQnq+prNb1uqBigVIYEVZ8YnKLVnFrHKzQPULsl37cUzE9SX -wka1eA4ZT7nvDOWdpALN5Tzd5waof/oqo9TEJym3etdvx2QHqcwNoWbpUpPU -WFrp1lKlQSrKST13k+wkFVYhtkZNa5CSyTy64a/SJCU6f6xf/eIgVR8QK35F -dZLqVWOzKq4NUnkhHZ+btcj8K+usTroMUl2lM/1aJ8j4m1zv2h4OUgfF5+Jy -DScp0wcxoVbBg9T/AbiRJZk= - "]]}, - Annotation[#, "Charting`Private`Tag$15353#7"]& ], - TagBox[ - {RGBColor[1, 0.75, 0], AbsoluteThickness[1.6], Opacity[1.], FaceForm[ - Opacity[0.3]], LineBox[CompressedData[" -1:eJwt1nc41e0fB3A8FYoQycxIqBRNKXprkIwimSkaCi2hKA0eiuIxikqytYQi -WaWv7P2Ic77Hyl7nFGWFQr/7ua7f+edcr+u+vvf9HZ+lcPzCQUceLi6uy9xc -XP/9pzXaRsUNcsD1/1+zX4nQf9aV3rw+SmkbbCO43WOID/39dfcjJUNsmL+k -+DHxg8RDCy9Gm8OBnvjzgDh+eWlIhJIt+njTVt0jdtpkJtNq6YBPUZq6wcTW -LUkVLtEnMBoUufsWcZ8Un8h0xyl4t5dtvE7cGLom/5aSC2zCq4U9iAca3gcK -O59DaHJSizPx2I638TWWrpCSOBB+lNg48ixDaPoiZr7WbjpIfDSv85NZtDs2 -y8uX7iEW9DpldE/nEoqz9HZtIdaOPWT+ueMyeucW/iX+3/0eKj1tqHQVl7NS -9OcRR92Y2Opf5g37KlnPkQEOYnazRT44XcfGZTdiK4iVnLdn3rP0gdz+M5GZ -xM1S9mavVHxxvG/Nlej/vHFJXtGULzibVHhdiL02M54NPfaD+tCxjAPE0xwt -Ie6z/qie72qwifhuQts8UZ1b4LVeoPOrn5z/6rbdho7bCPKR1r1C3HhabfmR -FXfht33E1JJY1VbL7MT4XTRaPt6/gVjEt/3x6dIgXEo/JTzQx4H7grgtLqf/ -QXnXQNpu4h4Ru6kUizC4x1mvlCB+Mpn4ZOXHMHgWPLnztZeDU+E9wnHK4fCR -ipMIJV6c/sIoZDIccdbBppU9HLSvTNx2JOo+/kg8WhdJbKIvHlrLHYF3Wp7T -9sRhWeu9tF0isPLJa4vRbg68977jLN0eCdE+PtWFxAJd+32z2x5AMeDIpgWd -HMRlVUw+l3sMB2rlXH4HB8omNwtKwh7jmri//3lic545ow7uaJgo/FX+uZ2D -ydLAGMHeaFi9XLjizhcOqEr9hftfxIDfD5rvWziYT811r34UD+WXzlWHif0V -t1g8rY+H/PAqqd/NHPBEb3dYzp+AN4yz3zcTPzWuXitwNQFbxWZcn7A42Lwj -R5E+nIhuO916NQZ5Xzn/mMnJJaPdtUYtr5EDq5hPkr5WychNGtbbQ+wZu1a9 -KzQZC05NpFk2kHi7VLHuCddT8B8RsDhbz4Efd/HMTNdTpIk5/LGt4eDWj4cZ -jsnP4ZISW6JXzEGgmNK5TJVXYA8FLs0q4sDlyri3jN0rLBq9aqxAHLRqbbB/ -2CtoaV8+O1XIwdKDlxL2T7/CjqZKj6iPHJSJZG6sqkrF93V9z57lcfA153TU -4XPpGLD8FjaUzsFnn0U41fQGjel1iVuJU7ZtSfIcfYOT5bmP/04j8ZMVXBUg -kIEL25K1RVNJPjYvOpysm4F1qk0GKi852Hff26TuRQbMFLP+lkoi3/e3Y2WP -VybUw7WvrX3AwdD+sOe8ElnoHbYPtYnk4J3bl9Qz67PgveXmff8IDkpm7+jX -GWbB1C/jPOseBw0tn9RDr2chXLTP1TWUg4gXP5796c6C2+LA5AuB5HnNXO5F -pb1D3rmCisQrHOjXV6cn78xBOu/R36leHAipGhewbHNwO+jX8mxPDmRcNZT5 -PXLQaqqiVXqJA4njfX9OPcuBbMOBPPoiBzdK98QvXpQLntdtg2XOpH4YTM8t -YuTCpKFvXps1B1pamrcyT+bjqozUg1QrUr/ENxpW38zH0ZFTg96WHCzpSWnp -epwPg+2G9eKHOPAZqz3E9zkfKQc003QOcMAfJXdum857JFx9FX1Aj1y/tl1l -/dIPsG/+beivwcHBDRsirYsLsCxfe0zjLxLfqTv7FgQX4tnOK6equTkYHLrp -e+xRIYI1xopPcnGgFus7kJ9cCIc9cToRs2ww8wUEXQoKIb+naU3/JBufp74n -5Q0Xgju5dsziGxv1qofXyZp9gmFf6XpHBhsRJ/YpfBcrwvi5b467EtgojEpr -vfOoGHZ1hk/c49holaqUDn9ajOvlF4OTYthIc6988SCzGN/8JB//iWLDP+h1 -8pOaYnisrHd5cY8NnAvnieAqgeailq4PfmycKU41VHcqwT/HHJRHTrKhs9gg -VWhLKVy0NPkDVrDxNn/3u001ZahnLkx0VWCTeI+RDmoqw5DJRS4bOTZO+NdF -dPSW4eDnn4LK0mykXlrz/u/ZMhQp9Z7JWMLGSUOF3Ix15dg6t3fjP9xs1Eqf -uJQRVg4f700/rNsHccfGTVjDvAI+cfGKOyMGMSVhdZzzuRIPLHWN+2YGkBBZ -X8n2q0Gqg/bIRb0B7K1PUVTd9y/uXxT+yB/Yj7zvL30PtdajIFBfw6agD8HN -FeaCk58xVXTIpiSvDykxiUapvz/DxWqD3rrsPvxqr3y8j6sB4yGHHefS+yAb -+E77Jn8DkraeKg+N74OIzugNWroBzpftlnj69eH25YBrm3QbEBpdU2xl0IfN -+82tUwIaYBb8PuJYXS82lXJ7HBFpxJqLKSsKq3ox2TLIp7+0EXzbXGNly3uR -vEBeYK1kI2o9fayYVC/KbiQc/infiOtJb1maGb24v6hP5LIG8fuTwpX3e6F1 -XMh91YFGTA2NHJex7oXa4ckSu6BG0Ha5wbe/9MBcc29o61wj7hc/XGfc3AN3 -GxU852GgNeJ3kDCzB3PhU2OuCxgQ8jS9ElnTA70Hi13mBBnkftSXh73vgZX0 -GU9uWQZ08wvDDKJ6wB85Gf58GwNU0kbJMvMeqG7kxF7wYGBOyiZnrKQbsjci -22q7GNBZUeh3vbAbyk7txQv6GND4eG7Zgg/dcDbsjNEZZEAr9UmE6NtuhPLU -qzwdZqDUaV+/XEI3pEOe+R3+zQDjRHv/7LVuKHi5fDkpxkTxsZ92/27shlG5 -/Jr+PUw8K1RfskG9GwzeheZte5nQznwdcn91NwwfZR2uN2QiyMTvy0GFbvx4 -u1gw05SJ5JNXGooWd2NEcXnnYTsmasQSJJ3YXUjW6600cGdi+Fq7TEVMFzbX -dhb4xTFBZ/P8ZRnVhavRAQELEpmQMlBt7o7ogu5eCeeAZCZyXT0tpoO6kMNS -cvN7yYR+y8oQyatdEMfq0JNvmcheXPxH2bILHJ2ukKoyJtpm5nouCXbBOr3J -Q/EbE6aK+6u6+Lqg1s6wOT3MhFxcbLzxvC5kDqsYpPxgghm7W1budyc2H+TC -6gkm7mXHWOYMdoJzKy9wyRwTDnvvVWYVd+JotoGyvxCNPcPX3vR4daJ5KNNm -UIOGkFL5zXL3TsgUn1kvuZGGgJSUUMr5TqSnJb3Yu5lGrH7LuTMnO5GRo+Me -o0VDMrF4TceBTsgfZDqp7aLhdnzby7vKnQjRdDJnHaRhKuJq0fO0A5uuVYod -caPhfGfTT9voDhQlr/mg60FjwHfhsvqwDnje9fihcJmcP85pyvTugOnfp2fb -rtAQ/HL9iK1ZBx7RwY82+9Ko+/TVef1MO66+SDFzDaVxgh4I/XOgHYIvOwp4 -U2gwq6fRqdeOjf/M8Pm+otGnFVT0cXs7Vro/UZhKpcG4qYZLKu2gnXzzOl7T -GMl0Eq+Y+wKjX8mXI97RkM0u156fRpx69cP9Qhramz+LFSd+wcUR0efsTzTG -1GypG4++YF5VvJVOMY2NtzlB3/2+oMkmg6+9lMaPjnl/5dh+gdyYW8y8ahqO -GvLOX3i/oJUnXqWfQWONloKz12wbFhV/3CpB0/gnP2G7yFgb9r3YyWfAIuer -KFhrt7fBekFYZ3wzjWvPJS94ZbXhgZCYs2Y7jS16I2KBDm1wNOm6MNlPI5nF -1uaybENKYsi6+YM00rqPaV42akNsunCyMJtG+PH6pMNb2jC9+HWG/FcakfzP -bQUE2mD7Q9Jw5Xca98a36c7PacU/avXzC3/SmPK6p3v5VSvk7VdZfpikQTlZ -ZPbGtaIy8tbwuykaZ+/KcvICW8Hx7BiP/0XDhM5O0bNtRcPX3Xst52gohwm6 -ds+0oMhD+ZrOfBbuVUkHrB5pwdzq4HmLF7Dg4Bop5NrXgtIAy+pWYtm5Ko+x -2haExGSIXOBjQUYRYa2xLXAST3X1WMSCRrDRovW6LaiQ4x+ZFmYh+Zqwlumm -Fqj7Ri6LFWHBu0m36axqCx6tGXTDEhb0G3pcYoVbIFziVXpFlAXHug1d3Z3N -+NpxsbJmKQttkuaPhxjNyHM8fMtWnIXs+vaSiYpmlMzXvthHfNdn6/m5N83Q -nL1Kjy4j64PjIiM+zWA9lSr7KsnC+lBXywEPsl/zwI/jUiwIJ1gJtDo1w3u6 -TZ9F/HWBU02+aTNSTrAu5kizMGAbTj/b04yH3S/0VsiwYCClfDBsazNi3m3b -FUys3Boec1i+GeGFmm8tZFl41uZ0TkesGf+qXVDOJg7Y9ypdho/cn8UfSnQ5 -Cy6ObrcavzfBVb/oRBnxu6f8/opUE1bcnLXjl2ehYXSMUn3bhMgTHxLMiEc3 -D/qrPW+C8nSA4kNi7djhl2qhTfBOnmNKKpD3U8y1cJVfE+Jdb/NaEd9rlxlT -9GxCli3DLZx44qebg5B9ExwnvMdnidXGU3u5zZvgbJfJr6HIwsmBHyMj+uT8 -/U6W9sQJ9TsCO7Y1oWSlQEsQcdfrB8+r1jXBZ4dAxDtipVtTB94qNuHuGO3X -RuxietI3SrwJIvEtL7hWkOcRadl+fWETjONu8SgSc1fa3Dw6x4KTsX6YLrHp -5R4jnVEWYniCzOyIkyU9EyT7WZCSLdK7RDydKeYz1syC6KTN2SBi810fBqpq -Wcj9WlgSS5xefq4p7hMLOpaO+18TC+1eddDtHQus8Hd8BcRuWcOHdr1kIWta -bqycuEn6Y6dQDAuL2EsE64l3Xnk40RLGAv/7GQvmf/vVXL2f5M9Cf5VRLYtY -Vtwp39mLhX/dz7v951ALe5e1Z1n4Ldy4h0HMG+SQNGzPwpPZgd11xDezzzim -mbPQGSF9oZT4N8vnjfNeFubWt5XmEXt/j/NfsZ0FFY1He18Rz81UdLWsI/ty -CsaiiP24ZspDyXs88eF95S1iwV9bNXeROG7l4qo8TxzFvqk+ys/CKtHpH4eI -V/1b/yZultSV/Ut3biV+n7LmveEIjUWLi3MliDm7/7hENdGIvh0s85nsG8Dt -JaxTQ2PeT3/el8TK737taKdoXLSsWHaD+MKcrKbkcxrSVuyncsTiER+53j4m -dSMtSfEbiZdiOWdzwxAaGsePF70jVpZsu3/xEo3dZs+cdInbbif7cjvTMNzF -d56bOJJzeSrEjkb/rEoEReJVOELLN3E3jdc7bXU3/hffzavuq2rS2OGzr3RQ -joWHS5XWpa6mof7ztVM0sdqFLX9eidD4NR7NN0XyYyZ4/2bV+TS2bZr7K5G4 -Nt51PGGK9PVl4dL7iK+nNAiGdDBBafLEhJB849ZfnGaQxsQTekXzT5K/D4X0 -A+8kMHH0+FKRcGIpHbsdFZFMPLLU/qRKPFm8YjtuMKHsZRZoSvJ/ykfOU/QA -E24xL5N9JVhY4mK4avduJgpdrMJ5iWVyzLNdNZnojQscvUvqC8917mOlckzY -7HwifJd8N7HcyqlDPxjIPBqV7izGwtvCAV/3XgZOO7lvaCX1bOfa3r7QJgaM -m5erGBJrbPDaUVTIgPUP4WPypP5ZfBXYIBjOgNKI28J0IRZypNiK2usZeLwm -u9pkIYs8x5DN1pUMpMRuXfmAxMWoYP2ZDZIMJHqqDraS+jsWpiEvz83AuK3n -C3teUi/0j1Z31Teitbd7vsE8FgbPnV0zd6ERWWNeNdEkjh6NWwo3nWhEwPsT -t/JnaGztkKt/bdWInwNW8fRvGkadxp3WaITteb9fC0i/yAkX3R2+uBGj66Y2 -GJB+8yLDfEl0agOOnOs0Nh6mUWsoWrwvrgG/Qg8brx6ioffHdHgivAGXJELV -53+joZSvn6Xv2YBi/5LYDNLfEj2l5yp3NoDr+zehvl4aqSIud6zoz2hdY5H3 -roXGz0/RN0Jm68GyCOb/Rfq1cunym9++16PzrJidexG5vkfu197uenzSvHGT -Tfp9uNsT+8myetQuebKlpoDG5qYbg5ph9TDguWVxJofGraLBESjWI3xQrUGI -zBuvlRPLWIF1OND15flQMA1eCSnDmvN1EDR5WCMfRNanVZw+HKqDye0jUmZ3 -aDT/M98jVL4OE/kr1V/eopE7XV7FlVsLx/htGpo3aAR3OHsI99cgalJhZdV5 -0q97FHJ7dlTDMHv3zQoTGpbtViFGStVI1hlmxRnROFK54k86fzUS7E0NPfaR -ddfrb5wYVVCoNb0qpkejknvrwefOVXj/iTW9Xpvk5YaqcLP7lVBPe7moaxUN -vtrj3LY95RA9my8n8BeNp4ccUgoqyiGk4Hj1HheZ54RyJWXTy8Gl+HVmKZkf -05dfNvrXqxy1ufmeYtNMhCWp/eZaXI47IiWa38k8+kffLyhKswxfVx+9Jt3C -xJ1x+kJcQAlMm58OG6UzocdZtndO6hNmeDaoj5kwofLijPWvmULYCsgYXyXz -9+rwQteR9kK0x80bntVnIrX3XHZ9YiEaFf0+/gITV8LpSPPVhUgqE/m7aj0T -L+YV7mO6fkTtpOWSIjLvD/g+4/2QkI/o0OD9giRPvE9cvvu2LxMsIe7hMXMG -nnmtvCOuHkbmgZBLZ7c04nHRzvGHB19Squzq3qrSz9gyYX4lIb2AYu7KHiqR -rUfQwkkdmcXllERWRu2DjBqEbgwZ+FehnuLtEw05YlOB2t7BhcfuMag7z9t+ -7awthrhRg5Tv4mZqv/An8ZwPBbg2tnPCZkk7dVq2+tPQcAbUZg0qf1zsoh7u -VZfMvfAQGsX2NVyKvRSVxwmgWfGUjMGpraXZ/dTvpV0BRoPZlJxPhE3OATZ1 -Kj4xmi1dTPFMREyobvpG9dtvWFQtUEPdLs36qjU9TIUlnl8l6ttA9UuvEo1b -MEJNSC5rCHvLomI29zAc7o9Ses69B2ZUv1AHBRlKhxePUzoKCyW4DLuoKleB -2vHMCUrJxt0kwqmXinan9mXvmaQSNUZPDt4YoD5GOU4uZU1RPK5Tb2PecKjb -VkayayN/UfGl/Mw+62FKO5nNd2LHDBUqnFvQOPWDqk9+b9alN0PdH9KuFuIe -oTblteg7mMxQZxxin5vwj1DHZbm2ONjNUHuMY2rrJEco+8YBFaerMxRLdllj -/7YRqnFite2j7BlqMMNm8Nz1ESpezGfqivospcVeYt/81yjVHjJeJag5S/2s -fvvogMAoNSiTvS9xxyx11uXEs3KxUcrRQ9641mSWMpSL3FGwcpSaFb53cs3Z -WWpoX92pj3tHqRdc7B7el2Q99We+RPAolZuzzvvZm1nqq/Ufg9SIUSry708f -9XJnKW3G67SdMaNUnnmd4e3yWSrDO/33xfRRKrbH/7JQ/yzFdyE9fbB+lJLQ -2uj6dmiWOurm+/Nu8yh1LHGduPXELNVZayCu3j1KWb8ROJ00b45SbrBtvzY2 -SvFafBcxFJijDGKmbivPjFL+gnLOI6JzlPn89XwN88aouubos1HSc5Rn9Nrj -NwXHqK48R5ldK+ao9h/LIteJj1H/Azq5+3M= - "]]}, - Annotation[#, "Charting`Private`Tag$15353#8"]& ], - TagBox[ - {RGBColor[0.647624, 0.37816, 0.614037], AbsoluteThickness[1.6], Opacity[ - 1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" -1:eJw11nk8VF/cB3AkUZI2rQiVUCpJqz6holKkhV+SpZKtqISkaCWkkiSpSCgk -kWzljiWRpbEzZuYau5gZKVmSntPzvJ755877de89y/ee7/ccJTtXsxNiIiIi -HqIiIv+u//frx///M7axPfL3rxDjYlvHR+T0oXnlxpk/xLFlModH5Mzw0s4F -o8TTVB+7uCtbIktcrniQeK1gZ+kvOTvYnLw6sZ9Yg9U2My3KHs8C3/7pJs7L -FStyVnaG++nYlBZiDN32V3npCt4Mi7kNxL5eOjf75M6iw/PrxnLihJsGIsX/ -ucPviZQcg9igkSf5NMoDadckEtOIvRUnerrTXrioXvwrlthDJkZpp/JFNN8z -GrtPbGP+il5w4hKqs2/nXP3n5OkBfQm+uLH73wSFiIvpvlAodxV6GfydhsSF -P/21lq2/hge0bu+qf+NL2xIS9N91iHgstRAhfs5sYu+Juom5rXkqneNCpLW9 -jU/+6I8SmfkvvxCf/RSQL0UHoO/V3OY7xBb/zY/IUwqCzdwPt9yIYz+WqMsZ -BMPFUPm7CfGPA1YfnI/fhlGXzrfJxN/8FgXKJtzB7P8NOOl/x1sjRblQ6MVs -HDUkvqOyW5AfH4qJde9V5YnfXobesXX3YXZ5KLlwTIjHNhrFMRZhEGl8ZCNK -LJ+WvXzq43B0mDg+rvgthJpVlfwLjYewC/gdEkF8+Ju604YPD6G4ySFandjc -6mHvUU4EUhL+fWAhONf/nglTfAzjxUanRIl1FjHl5VMfw8+2f2nBiBBSYl+q -Y7dGIUX+VhGIsXvFyiTbJ1B80vxSY1gI2RrL0OjYZzD73wVC5t9Ycy1k5nPc -HSl84ULMnti/u8b2OfKXdadNJzZqDQmSS30O0X3We8x/kvZFNc0jjGPxs0Ty -InNAiINb2xwCbrxA/CGjbG+hEBfnZHycNRQPVc9DW6SIV95z5+tuT0DUjVL9 -cAF5fsHC5SfuJ+C4C7c0iU/Glz2W+3rlS5y0LWQW9QpB3Rg8vdThFdb1XMhP -6RKiOs3UMbUxCWPd9ZuXEDcGS3lmLk1GRn3EushOIUIap2l8cE/GRJ/dSb4d -QpjIc53zZF9jjsA5aH2bENbFZx/FGaVAwu2Rph2XjP/nBI8xy1TM7I0XeVAj -xL7RJ3X6X9Lw+fCM/K5qIUw1om/6C9Kw4pOG1gZiAbW//suMdEwLdFjayBRC -f4664R7LdCytlTKXqBQiM0x2sV5fOhIdextVSoTwufzao3VqBkQj1a2P5QqR -kujCHTbJBN/64NrgHCGucVJ1pd0zEbxI80N6Nlm/ty93ykdkgnOvp3k8U4if -DtMnb27JRJ12wLEb74SwVQ7de8wtC/N8jt/f/1qIP/u7vSzvZmNg2qPzP58I -cclkRRpdmQvDExmuw1FCVEaHqEwYyEWh603V34+FuJeZ8WTx7A/QfLGDOfZI -CNp9z3Nbyw+oCYTE9wdCPP3mEl/Y9QGHTGaKP7lN4v0822GJSB4MM/QNJ/gI -ER07ppIwh4FTbwaHuN5kvYmo/ZZTYyD3qJV99gUh9HQfpdzYyEApe5ePk6cQ -J7z04qytGEg/9DT441khvjMfpEyMZaBQTxWqjkKs/u0+d55mPsp+MnolDwrR -+27b1QMGBdjBuD8zer8QGRvq3WYdKsBOs2WMtWZCHFcpbax2KEBbaXjCERMh -7KxcZHaHFMBl0q03ETvJ9//R2LasqQDM3ILYUl0h5nRWMiNOF6JVKkh+2hKS -P19NfLdEFEF9k+uhZUIBCqZm3DHsLIbjgYkqvnwBTtVuOmAzVIxtg7viansF -2J3m7Owp+RnMivYvF7sFGIoMDY5W/4xNLLPIHJ4Af8/ePc89/Rm2NnN3jdYI -wK3rzJs09BndSjv5VzIFWKJaM3OSRCk6L+jpp3kLsHDUhO+qUAZxydDuIC8B -nsQIojxXlWH9poHJxz0EOON7csBHvwy8u7zCaWcFOGBvFOBnXwadkYsSBx0F -KIp0Wu2cUob+j88qw80FcHPZK1GhW464ObFOQ1oCaCy+qpJ5uALS0o+qlnfw -SR2feq4k+CvyEwP2vG3lo0665Vjzk69Q3X57v3YLH79vayf2pnyF+Km6P2ub -+ThXp7BavIr4lm2ZahUfCTzpy4GTmVg44LDr0wc+Zr9vmnl4LxMpAdqNXaF8 -zEO7QFDLhMXnPK2yjXz8FJl0vZBThZy3t8bLbvbB9JK2hE5uDTZneNQ/T+4F -k30wfySuDnWXTfcfL/uG6t+mapMONCD8mb/cYVYPpDIi3JLZjUiuiCyeU9+D -P/de3pne1giviAt/aqp6kLRj1M69pxGa4pF/DUt7oOSio7LmVyMWatsfVMjq -AXde44+waU0YGdQwvP6gBzPDfqr06DUhXfSUwVqTHqg901xd+aIJWhs+PdXI -60YwPyj46DEWTpnsM2NldyPpQJDBZwcWtrWf++if0Y1bMS8qV5xm4cstnxxu -cjcGnt49+tOLBc2ixyaXHndDS2rr/pMhLNj9mt7p49WN1pigv21ZLLiZcgpv -rO7G4jl7W9ZIN2Nxs1A/71kXrifqxUslN2PSvcXzMyO7SA642ux62wzFTC/X -lAddUJNrPxLwvhn9+33DIoK6oIj/5o0xmjGbObHksGcXSrvO3Sqoa8bZ6qHa -8L1d8HU+F/JlvBnOf11v8n93YmyI55y/lw3b0VTD2Wad8BVN91jYycbgm61D -xcadcNA3kAn9xkZ/QK+Wp2En4rPbKsWFbCjEhe6t2dwJKnJDCW+IDeObS+d4 -q3aCe8DzxgUpDsT7jvOvjHXAd9ZyH8XlHFRv25ziHdeB9woS3+DKgfHJVbw/ -zzow6+Ma5f/OcbD8NaJ9IzvAkQlzcvXkYHHsm4LLdzpgvrBq2X1fDnrW1UU4 -X+jAMemL2zPvcFAuvi7wr3EHriT77jvzhoPvGgevyP5ox+ZdDQYJfRy83Lt1 -+md+O/4MG9Qs6udAQuO9lU93O+r566mHPzh4L6u/vI3TjntbdBIvjXLAu8N6 -FlPSjsTbjTlqklyctpLh8Z60Q/908AYxFS6OrL1S5mrYjqiHaw1SD3HRGlzY -90evHerzp2jU/seFzNO7XwI3t2P6LV3LwSNcHOZ/yY1e3Y5UxprQlce4yAPD -/eOCdmS8pIyuuXLxIf311hxhGxK6luxO8OeSfej+1vzwNhT5pm7iZHBxmS8R -9PpuGwZKgo91ZHGRem/YIiKwDTrNu/W+5XJB+5v7Ol5uw13uxgXf8kl/GuK/ -Rk60gTlirlVQwUX53rlBNdpt6NntvKGmnYsHk5YfcKxqhUEiW+qcLI0G8TMy -S8tasaB2tbXsTBpH7mkb84pawWx7bZo4m4amxTqz/VmtcFrfJl47n4YgSiNg -ybNWXDfJezy+mMY3sa+Pr7q0omZ8xtc362lUbBW1U5RoxaPXC5N8rGj8UNsX -Nl+kFS41w5U3rWlQ/coXZ43y8GahffdtWxrb5hjbiwt4GLx4aCT0BA2Jkndp -tXU8HFfAFa9TNGyzaJV1cTyMX8gIT/WhUX1xz1P5ZzxYWGt8unWZRudC3Qqx -RzyUfc/lWvvRGB+KMSoN5sHe7w5T7DqNtulXM3a482AzmBqlEkTjVu3jkxMM -ePD7ZLeNGUFD/6yqet1mHjjiU+o9I2nE8LVj4nR4+O1tbrQwisauS3XJ+uo8 -dJ5CueUzGvtFVmw8NZ30rzi2JSOOvP9g7YrrdAt461J0q96S+Uyl1+k1tSDP -WSloRzqNXrvJQ2PVLZhgU5CS9Y7GsoTOULfiFmj3Cc/fz6Rhfj9jq9HrFszY -lvhd+SONkNFk92zvFrR5KUm/+kwjbvteCda5FvTlKGyUKKUhZ5o1Y8SlBZee -972w/kJjQmznYy3rFgjPx6+YVEFDVi/Z9b5BC9Zn7fi5rJrE36p5obR0C5R/ -cx6/b6bx/Kmk5ayJLbjeMW1NA5vGId0/qjpjNCyKCkZ+cGiEZt/qM2yhMe2c -+QxlcnV77j684yWNRoXvFqbtND6sDV2Qvo5GmEjglZ+9JD7Pxb+HqpF5XhlM -bugj478t+cF1AY1nO0JH3/NpLG8p0lr0l4u611NGHIU0Ks9Piz1SzMWdS2nO -MQM0fjZMXbKYrGtO7JF7J37QYGY9iep+xcWY9t3qJT9pRP864+Jwm4uTSXgR -OUjGb9cXYnCAiwnn3E8dHKZhk+PxcWA7F/wLChajxPV3Q3lP13GhODPR/PEI -cfblyYL5XEjLzgitGiXPS5tMuyfNxYtL28rsf5P2OKlSq8c52HxPXG6YeOPY -MvokjwPVvCa2zB8Sj53IGa/mwJy3zTyM+OnsrsDQIg708nro2eNkvGq90m8T -OBDJDp479S+NcP1P90tPcbBA4dcke5EWsHfLU0HWHERUvpCKIBY4yY/t2sfB -f7XuSiXEXt9mJzG0OZAt6LinLEru75KR91zKwboFH3uMibXyU6LV53IwKVn5 -0HnihcIudsBvNkTNJzoziIvi/R6s4bNxtDVrRhuxjnu+dTOXjWL/kxUTxFrg -YZ64yY/JRrVvcqQy8VXTTWrKBWwsmKDiDeLD1u7L8tPZ2LDL3vkw8fi1gxus -4tgouj399Dlitzyu5a9wNswlGFcCiZNlZO8GB7Dh3ycd/4z4nXtPnaI32Re8 -7rPSiAP7nVakOrOh3i5QKCJWvxoWrmvFRrl9ztka4gg1++klZJ9x23CvroWY -2Uk/MdnKxpswGcM+4vps0c21q9lQeltRPEj88nlZ70EVMr/Pjgf+EO+I0X1d -O4vMX/ayUGxCC1IzzP1MJdh4Vhj3UIK4k553onSoGbXzfYwlibsVr1uipxnr -9kZN/ef358OPpbGaYRcew5pIbMYzvaRc3gy+hmq6KHGWXfrLOx+b4WpYEv6b -9Pdt5GPHSEozriotuvHjn+PdtG2jm8EYKL3UQ/zesSzs0z3iHzZ+HGJj/UoJ -1WvNmG/lF/yVOHXVhcAb7s1wPFkYQxG3aJcr8k40Y9vuT9RrYvbez8UbzIn1 -lDofEb+47OR7x6gZYlfPzrr+L16Kr5ZoaTRjbrGtvxlx8d1tM30XNuPFRp0y -HeK8OQEzSqc2w4TtMnse8ayTk3Yc6GfB8dap3AayHtxWGng/4LEgKXFa7h1x -5FRVRk01C8tDdT1CiM2mdPkZZrBwNPe9vi5xi3rhb594Fp6UhqdMJ95oYxjw -5iELhaVp8u1kvZpJG9VP8WZB+eoU8WvEsteKHq51ZuF20mVvE+LIaT1OR46w -sPVV5MA84llO6jtitrBQMMm9fB/JD/H1hnuplSxMeNGVzyL5k7dA2oG1iIWH -r29mWhNHLg5hTprAwq2KRdFWJN/aN507j89N4Mdkm6qR/DQtf2BumN2EWdmX -zkeRfB72TE02TmpCVcqnedLEMkqVb0zuNCH/qRm3hdQDnZzEeevMm6B9ynu7 -zS9STxaH3Fff2YSag54HMkk9MUp09FuwqQn2AhZnMvHhSVLpgwpNkIkwtEog -9chLsudiUGcjFBKZYxn9NFqMb992amyEhHBhRT+pZzeT1WYYfmnE+oy0GcuI -Qz/uch9+3Yjlmst/B5H693KpZtTm842QfOO2Uu0bjaJZ3t67JjTCrFomPKuV -xtKp0bkigw1Qd9M9ncMj9xflub7rbICY1sW3WaT+ljxqXTXrSwPMAx94JHJp -lFeXy2XcJXay7rFj0Si2WXrGR74B5yvkWpdW0Vg8tZInNa0BrsIrCsKvNApq -T30KE2nAvMb83PRKUr8zHnQ8b6uHhv1qOa1yGil5N29Fv6rHZLOe9RPIfuPX -x7dWWlsPt71B8b9ySfzPtfzdtaQejdqWpidyaIzFaEafmV0PvROrkr9mkXo5 -wOFlDNbhzNGXHg8zSD23C3Cc/74O37+M40cKDfcb0oH7depgs6+Yz4qm8aKy -atpN7Vpc3FQseuIKjRnLN+SaLK6F4cslFka+ZL9YNWYvN6sWslpeO1Qv0fBY -/oCK/FGDP4fedTV40TAbnHHeN60GnPGsJeJu5HuX6H7PWlmDyCD3Jn9y3kg7 -Y6rZp1qNh4wcZ521NH7Vuye5zq3GMoMpsVlaNOItXIL6Jashp7e/T2cVjS1v -a89966nCiiTlNFUNsj9kBnbmJVVBTl5zuGkRDbs5wfu/aVbB4enpJr8p5P7S -9t271zBJXTcxruFwwZzronJRhYlGi1cX6llcxKt+tno5k4klBQWxdQ1cLFvL -Hxzs+oqyuODez1VcZCWeTxF1/Arl8F4dn09cGOu+1VRwqsRNvT3LVJK5OC5S -4+zsUI7RIYuqEx5c1IYfUSk2Kke55/vu4bNcSIZH1C5QK4f4y+OyAeT8WF6p -ujirpwyRe9eERDpwkawW6/nOqQyrVBdo3T3MRdH1qf25zl8wM2rRnY+65PzK -TF0q4VQCox3WWxaKcjH34+okf/MiFKrecy++yMEBpRxe3ZoiXC2pMx324GDr -g5OaCrJF6JsleWTJWeLk1ZOflBSit1p8zM2Bgw/hV8v2byhEabWkceUBDhhW -c87HzStAkGXghWhy3s86Oa8kLYnCdiuh+5NGNgJE9thNuvAer64q6lUosSFi -v8T2z5b7UCuhMxLCWRAxsPBeIp9C/fG68MEvohGyY516y+Pzqc2XW63e7qlH -wAlOa61TGRXraCFbxapBmNvv9DUrayhuScfWtU1M3I1aX8D0aKRkPDrMT5ws -wwtdn/Dl5Rzqmt257oT7RRDE5j7w5PEo9tYrfqersuAlsyWOn9dO6XbZSd1a -F43FDU8tV3zvotSeVo2uNkmgNu9qtRkS66Wmf3HoTEinqB1y+X7Z8wTUPLXO -fUNnvlB5Wb4iyp/6qQdrhyVLHWooScMeMcppgDINsDR687iJ2mJ59P0e/KSO -GfEdLtq3UK3JYauU5vyimobyxF1XtFNO1Q9lmE1D1JWyMzdX8ruo+apTD41X -jFCB/jeYFlv6KLcZd18XJv2mLAeEd6bo91NFjIOLtwf+ob4bhHxmew5QHt7M -sMKov5RY1Er1nL8/KRX21CydMhEG83jOsSafIWpk2P1Q0lcRRvbC2LwtAUMU -z9fEclGtCKO7bX5k/P0hqqXsaMQUjgijLPtJzaXEISr2SCfdKRBhTF+/yXxX -4xC11vbRi9QZogwLJY0aS+1hyv9XiPi9w6KM7R+DVtkJhqmTB4+dmWEtyljR -+EV67ugwdUghaVvYMVHGOWapG3PiCGUvCFN45CLK4J3lM43kR6id/lXPEi6L -MiLWyA2bG49QC6IEDQ3PSXuGBrP6E0eo8ccjSdYJoozJup7+le9HqO8TvTq7 -kkQZmz0n3HxTMEJJzf0aMvJOlJFaPXnpBdYINabdmaz0WZShzFIcVp88Stne -CH6XXCbKSEmwKZeXG6UaEK+8ninKWMX/tGKm8ij1Y2CNlmmTKKNhpC1i4sZR -6lFvQg2bI8rgVEyLFdsxSpnuvdPs2CrKiFqzY5OY2Sg1Z8G3nUOdoowbbxm2 -4kdHqb59WQo3ekUZYpVZclJOo9T/AIuHFQ8= - "]]}, - Annotation[#, "Charting`Private`Tag$15353#9"]& ]}, {}}, - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, 0}, - DisplayFunction->Identity, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->All, - ImageSize->{589.6281721494024, Automatic}, - Method->{ - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, "ScalingFunctions" -> - None}, - PlotRange->{All, All}, - PlotRangeClipping->True, - PlotRangePadding->{{ - Scaled[0.05], - Scaled[0.05]}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}]], "Output", - CellChangeTimes->{{3.8171148487629232`*^9, 3.817114867569581*^9}, { - 3.8171149189239483`*^9, 3.817114948818074*^9}, {3.817114983494927*^9, - 3.8171150086165953`*^9}, 3.817115069160568*^9, {3.8172023951745663`*^9, - 3.8172024205532*^9}, {3.817202505823051*^9, 3.817202522608831*^9}}, + CellChangeTimes->{{3.818243995392509*^9, 3.818244000114421*^9}, + 3.8182441021028433`*^9, {3.818244153817675*^9, 3.818244164405818*^9}}, CellLabel-> - "Out[165]=",ExpressionUUID->"ae6c01c8-9abd-4358-a6f9-fb8f033a8ba4"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"Series", "[", - RowBox[{ - RowBox[{ - RowBox[{"(", - RowBox[{"h0", " ", - RowBox[{"g", "[", "\[Theta]", "]"}]}], ")"}], "/", - SuperscriptBox[ - RowBox[{"(", - FractionBox[ - RowBox[{"1", "-", - SuperscriptBox["\[Theta]", "2"]}], - RowBox[{"1", "+", - RowBox[{ - RowBox[{"1", "/", "t\[Infinity]"}], " ", - SuperscriptBox["\[Theta]", "3"]}]}]], ")"}], "\[Beta]\[Delta]"]}], - ",", - RowBox[{"{", - RowBox[{"\[Theta]", ",", "0", ",", "2"}], "}"}]}], "]"}]], "Input", - CellChangeTimes->{{3.817113144203745*^9, 3.8171131899556923`*^9}, { - 3.8171133354068203`*^9, 3.817113365430565*^9}, {3.817114104893573*^9, - 3.817114104973675*^9}, {3.817114181711667*^9, 3.81711419022359*^9}, { - 3.817114245144809*^9, 3.817114245640547*^9}, {3.8171147067876053`*^9, - 3.817114712355151*^9}, {3.81711550929183*^9, 3.817115509403614*^9}, { - 3.817115653438582*^9, 3.817115691197918*^9}}, - CellLabel->"In[42]:=",ExpressionUUID->"25d7aa57-46b2-4829-8aad-b00b9ab2ecff"], - -Cell[BoxData[ - InterpretationBox[ - RowBox[{ - RowBox[{"h0", " ", - RowBox[{"g", "[", "0", "]"}]}], "+", - RowBox[{"h0", " ", - RowBox[{ - SuperscriptBox["g", "\[Prime]", - MultilineFunction->None], "[", "0", "]"}], " ", "\[Theta]"}], "+", - RowBox[{"h0", " ", - RowBox[{"(", - RowBox[{ - RowBox[{"\[Beta]\[Delta]", " ", - RowBox[{"g", "[", "0", "]"}]}], "+", - FractionBox[ - RowBox[{ - SuperscriptBox["g", "\[Prime]\[Prime]", - MultilineFunction->None], "[", "0", "]"}], "2"]}], ")"}], " ", - SuperscriptBox["\[Theta]", "2"]}], "+", - InterpretationBox[ - SuperscriptBox[ - RowBox[{"O", "[", "\[Theta]", "]"}], "3"], - SeriesData[$CellContext`\[Theta], 0, {}, 0, 3, 1], - Editable->False]}], - SeriesData[$CellContext`\[Theta], - 0, {$CellContext`h0 $CellContext`g[0], $CellContext`h0 - Derivative[1][$CellContext`g][ - 0], $CellContext`h0 ($CellContext`\[Beta]\[Delta] $CellContext`g[0] + - Rational[1, 2] Derivative[2][$CellContext`g][0])}, 0, 3, 1], - Editable->False]], "Output", - CellChangeTimes->{ - 3.817114105560233*^9, {3.817114187226123*^9, 3.817114190364789*^9}, - 3.817114245974049*^9, {3.8171147071829653`*^9, 3.817114712610158*^9}, - 3.8171154633593493`*^9, 3.817115509593433*^9, 3.817115693533884*^9}, - CellLabel->"Out[42]=",ExpressionUUID->"5f0c650e-d3ec-4a10-aad2-c391b45db45f"] + "Out[118]=",ExpressionUUID->"a84e5901-3e7c-4424-be25-c56003a98c2d"] }, Open ]] }, Open ]] }, -WindowSize->{933, 792}, -WindowMargins->{{Automatic, 1.5}, {1.5, Automatic}}, -FrontEndVersion->"12.1 for Linux ARM (32-bit) (August 18, 2020)", +WindowSize->{637.5, 1062.}, +WindowMargins->{{1.5, Automatic}, {1.5, Automatic}}, +FrontEndVersion->"12.1 for Linux x86 (64-bit) (June 19, 2020)", StyleDefinitions->"Default.nb", ExpressionUUID->"6f6c570c-dfc0-4320-bdc7-0f1de62bb24c" ] @@ -21375,320 +18828,123 @@ CellTagsIndex->{} *) (*NotebookFileOutline Notebook[{ -Cell[558, 20, 423, 8, 29, "Input",ExpressionUUID->"e595a667-7f25-4f98-9f12-a321a236d113"], -Cell[CellGroupData[{ -Cell[1006, 32, 156, 3, 68, "Section",ExpressionUUID->"bb531fce-8a9d-4a5f-8d6a-ec66b9fbf698"], -Cell[1165, 37, 1602, 30, 71, "Input",ExpressionUUID->"c239eacb-bd0a-49ce-8667-3aa72e4020c9"], -Cell[2770, 69, 2216, 31, 29, "Input",ExpressionUUID->"b0293560-4bfa-4de2-84b0-335927f7dbea"], -Cell[CellGroupData[{ -Cell[5011, 104, 3208, 60, 51, "Input",ExpressionUUID->"3d566693-1b4e-4bc5-b33b-b8036e1e4822"], -Cell[8222, 166, 4077, 65, 33, "Output",ExpressionUUID->"f676952c-992f-4ebe-a4d1-30e21dd4d0ca"] -}, Open ]], -Cell[CellGroupData[{ -Cell[12336, 236, 1289, 27, 29, "Input",ExpressionUUID->"a4f082dc-c86b-4fae-a5ca-c1981cd9d9cf"], -Cell[13628, 265, 539, 12, 22, "Message",ExpressionUUID->"36ce886b-a17b-4e11-a0fa-9283b3f2481b"], -Cell[14170, 279, 13223, 234, 239, "Output",ExpressionUUID->"790a1b14-2979-49a3-9e30-5d496c64e79a"] -}, Open ]], -Cell[27408, 516, 1901, 34, 71, "Input",ExpressionUUID->"4dc1af41-4bef-447e-a233-c8c033887359"], -Cell[CellGroupData[{ -Cell[29334, 554, 5250, 95, 71, "Input",ExpressionUUID->"e74b775a-c745-4f15-9b63-7bb00af5a487"], -Cell[34587, 651, 3509, 59, 55, "Output",ExpressionUUID->"5552a6a3-ddf4-41d6-a157-7734cd58e767"] -}, Open ]], -Cell[CellGroupData[{ -Cell[38133, 715, 1736, 38, 92, "Input",ExpressionUUID->"48ef1564-45f8-4d3a-b3bc-835e87c4b434"], -Cell[39872, 755, 539, 12, 22, "Message",ExpressionUUID->"224f1da7-54ce-4800-9afd-36e0ed547ff0"], -Cell[40414, 769, 49218, 839, 205, 26151, 463, "CachedBoxData", "BoxData", "Output",ExpressionUUID->"a59dc1eb-de63-4143-8971-c429d9919d0d"] -}, Open ]], +Cell[558, 20, 418, 7, 24, "Input",ExpressionUUID->"e595a667-7f25-4f98-9f12-a321a236d113"], Cell[CellGroupData[{ -Cell[89669, 1613, 1089, 29, 99, "Input",ExpressionUUID->"802f97e2-70b5-4c0e-b977-f8a2e505bb60"], -Cell[90761, 1644, 98663, 1640, 103, 73892, 1233, "CachedBoxData", "BoxData", "Output",ExpressionUUID->"8639ab93-5c65-4907-9f0f-4b20ce92da85"] -}, Open ]], -Cell[CellGroupData[{ -Cell[189461, 3289, 2558, 63, 182, "Input",ExpressionUUID->"4c6fe8ab-4f6a-4b57-92a5-c94e403d041d"], -Cell[192022, 3354, 536, 12, 38, "Message",ExpressionUUID->"4b76dbd5-e82b-48fa-ba19-d9a85b30f275"], -Cell[192561, 3368, 537, 12, 38, "Message",ExpressionUUID->"ad1a1a73-b609-4c2c-b537-4ffe6c6f2697"], -Cell[193101, 3382, 538, 12, 38, "Message",ExpressionUUID->"73409e09-47af-4434-8e61-0114d226653b"], -Cell[193642, 3396, 505, 11, 38, "Message",ExpressionUUID->"83a1dd56-f41b-41ed-9cc8-cda27e9e1b3e"], -Cell[194150, 3409, 253986, 4179, 242, 244467, 4023, "CachedBoxData", "BoxData", "Output",ExpressionUUID->"a1956956-69e0-401d-aba4-5c3aeb4b31e6"] -}, Open ]], -Cell[CellGroupData[{ -Cell[448173, 7593, 4013, 92, 210, "Input",ExpressionUUID->"3fee7ec2-e0c4-4420-8192-c46efe85e265"], -Cell[452189, 7687, 5799, 111, 237, "Output",ExpressionUUID->"78ba6537-afdc-48ef-9fdc-b1beb125b516"] -}, Open ]], -Cell[CellGroupData[{ -Cell[458025, 7803, 5332, 119, 167, "Input",ExpressionUUID->"0c28b27c-3e81-49ce-9293-512f19f95aeb"], -Cell[463360, 7924, 6043, 114, 241, "Output",ExpressionUUID->"c9ada2eb-d414-41cc-a711-4dc5eded809d"] -}, Open ]], -Cell[CellGroupData[{ -Cell[469440, 8043, 1844, 33, 71, "Input",ExpressionUUID->"78606265-f50f-49dc-888d-33550f059b83"], -Cell[471287, 8078, 182, 3, 33, "Output",ExpressionUUID->"0e837164-3793-49da-bdd0-d4f51cfcde79"] -}, Open ]], -Cell[CellGroupData[{ -Cell[471506, 8086, 5046, 96, 71, "Input",ExpressionUUID->"396a3ca5-637b-4194-943d-7ec379bcf47e"], -Cell[476555, 8184, 457, 11, 22, "Message",ExpressionUUID->"9a92db76-2a3a-4c87-9b65-03195ab7f92a"], -Cell[477015, 8197, 2580, 49, 55, "Output",ExpressionUUID->"e97932be-a01b-4712-8761-1702066ed336"] -}, Open ]], -Cell[CellGroupData[{ -Cell[479632, 8251, 1521, 33, 92, "Input",ExpressionUUID->"050da7fc-1308-4d49-81b4-1f4efc54c09a"], -Cell[481156, 8286, 32862, 572, 167, 17770, 325, "CachedBoxData", "BoxData", "Output",ExpressionUUID->"1e95a096-656a-4bd0-bdc9-09d9c739bf1f"] -}, Open ]], -Cell[CellGroupData[{ -Cell[514055, 8863, 1598, 30, 50, "Input",ExpressionUUID->"56a2c377-648a-4b5e-a0b8-a978c95c7038"], -Cell[515656, 8895, 156, 2, 32, "Output",ExpressionUUID->"1fb128c6-9917-495f-aa57-47ef430806ec"] -}, Open ]], -Cell[515827, 8900, 648, 11, 28, "Input",ExpressionUUID->"01a65f9d-ccec-4ee5-a3eb-41b72a14e214"], -Cell[CellGroupData[{ -Cell[516500, 8915, 3637, 73, 53, "Input",ExpressionUUID->"13e955ed-c66f-412e-a56a-086a5a7c388a"], -Cell[520140, 8990, 1324, 28, 32, "Output",ExpressionUUID->"666b440f-efe1-40df-97a3-a6ba5f6b502f"] -}, Open ]], -Cell[CellGroupData[{ -Cell[521501, 9023, 1593, 38, 89, "Input",ExpressionUUID->"cf100fe8-27c6-4a2c-b65e-370cdc76ab54"], -Cell[523097, 9063, 19249, 349, 200, "Output",ExpressionUUID->"5ba21607-6804-4676-bd54-9ca50ed7e210"] -}, Open ]], -Cell[CellGroupData[{ -Cell[542383, 9417, 854, 19, 52, "Input",ExpressionUUID->"b69f87e3-927b-4524-9686-1a17f2c879bb"], -Cell[543240, 9438, 1027, 29, 77, "Output",ExpressionUUID->"fca5aade-1849-4879-95d9-c83dd6b84d7b"] -}, Open ]], +Cell[1001, 31, 156, 3, 50, "Section",ExpressionUUID->"bb531fce-8a9d-4a5f-8d6a-ec66b9fbf698"], +Cell[1160, 36, 1597, 29, 55, "Input",ExpressionUUID->"c239eacb-bd0a-49ce-8667-3aa72e4020c9"], +Cell[2760, 67, 2215, 31, 22, "Input",ExpressionUUID->"b0293560-4bfa-4de2-84b0-335927f7dbea"], Cell[CellGroupData[{ -Cell[544304, 9472, 429, 11, 28, "Input",ExpressionUUID->"76d49acb-b5e2-4974-82cf-c376b2e9bf83"], -Cell[544736, 9485, 692, 20, 50, "Output",ExpressionUUID->"abc7d2c8-0464-4233-a249-6655f54c6cae"] +Cell[5000, 102, 3203, 59, 41, "Input",ExpressionUUID->"3d566693-1b4e-4bc5-b33b-b8036e1e4822"], +Cell[8206, 163, 4097, 65, 25, "Output",ExpressionUUID->"f8dd23a8-4473-4667-87e3-89502375c967"] }, Open ]], Cell[CellGroupData[{ -Cell[545465, 9510, 718, 17, 28, "Input",ExpressionUUID->"06ec162d-d4ce-41ef-aa36-5c655ac7865a"], -Cell[546186, 9529, 766, 21, 72, "Output",ExpressionUUID->"4f58f171-276d-4b8b-a439-52aa6e0e19fa"] +Cell[12340, 233, 1335, 27, 22, "Input",ExpressionUUID->"a4f082dc-c86b-4fae-a5ca-c1981cd9d9cf"], +Cell[13678, 262, 482, 11, 19, "Message",ExpressionUUID->"eb74a8d4-2e1a-4641-aad3-0af1ca19e193"], +Cell[14163, 275, 13262, 234, 179, "Output",ExpressionUUID->"88e14f09-1275-4cb2-b52b-65d54cbed6c0"] }, Open ]], -Cell[546967, 9553, 961, 29, 31, "Input",ExpressionUUID->"14d51596-0d76-499e-9baa-e7be6425156e"], +Cell[27440, 512, 1896, 33, 55, "Input",ExpressionUUID->"4dc1af41-4bef-447e-a233-c8c033887359"], Cell[CellGroupData[{ -Cell[547953, 9586, 1844, 34, 31, "Input",ExpressionUUID->"0fdc6db7-418c-44d4-b217-8c6a47dbf54f"], -Cell[549800, 9622, 1564, 26, 32, "Output",ExpressionUUID->"67408372-ed4a-4c44-8e4a-095d1f5a7f3d"] +Cell[29361, 549, 5246, 94, 73, "Input",ExpressionUUID->"e74b775a-c745-4f15-9b63-7bb00af5a487"], +Cell[34610, 645, 3556, 59, 42, "Output",ExpressionUUID->"e737fdbc-45d5-4071-a07a-bbc65178c8f1"] }, Open ]], -Cell[551379, 9651, 1686, 49, 51, "Input",ExpressionUUID->"85e42c53-eadd-4f1a-85ea-31722ac3808d"], Cell[CellGroupData[{ -Cell[553090, 9704, 388, 11, 28, "Input",ExpressionUUID->"94b7d8f3-1de1-4724-9998-f9046cf18d08"], -Cell[553481, 9717, 5181, 151, 181, "Output",ExpressionUUID->"c8797d01-60d9-4367-bada-270d874abd6f"] +Cell[38203, 709, 1732, 37, 71, "Input",ExpressionUUID->"48ef1564-45f8-4d3a-b3bc-835e87c4b434"], +Cell[39938, 748, 557, 12, 19, "Message",ExpressionUUID->"0b29c4c0-7a35-4ec7-8d2a-dfc5d2674f42"], +Cell[40498, 762, 27634, 484, 138, "Output",ExpressionUUID->"6cf67109-03e4-4721-bbb8-fd07c9c5976c"] }, Open ]], Cell[CellGroupData[{ -Cell[558699, 9873, 2463, 47, 31, "Input",ExpressionUUID->"f170d041-00ce-4e11-b3a8-0bd59dad2b6c"], -Cell[561165, 9922, 893, 17, 43, "Message",ExpressionUUID->"4eacc95f-2370-4f5b-b81d-114beebccca0"], -Cell[562061, 9941, 2172, 37, 33, "Output",ExpressionUUID->"37349b20-07d0-4012-90ce-068c376209b0"] +Cell[68169, 1251, 1085, 28, 59, "Input",ExpressionUUID->"802f97e2-70b5-4c0e-b977-f8a2e505bb60"], +Cell[69257, 1281, 74234, 1239, 77, "Output",ExpressionUUID->"8298f8d4-766f-4cb9-8ca5-2b1c6178b9fe"] }, Open ]], Cell[CellGroupData[{ -Cell[564270, 9983, 1517, 41, 93, "Input",ExpressionUUID->"dcf13cfd-3c9b-4f00-914a-62dd8441c54a"], -Cell[565790, 10026, 19961, 361, 200, "Output",ExpressionUUID->"9615b190-9c6f-4136-8ec8-38b48777afc1"] +Cell[143528, 2525, 1617, 43, 62, "Input",ExpressionUUID->"9510d7f0-79c6-409e-9c06-caac79aa83b9"], +Cell[145148, 2570, 485, 11, 19, "Message",ExpressionUUID->"72f4ce7b-b40e-4173-b436-33f0bf0a195a"], +Cell[145636, 2583, 485, 11, 19, "Message",ExpressionUUID->"b54a52b6-2101-4406-a511-c12b97ba33c5"], +Cell[146124, 2596, 488, 11, 19, "Message",ExpressionUUID->"116490b8-aee8-43e3-a481-c3e6d5d61d5d"], +Cell[146615, 2609, 455, 10, 19, "Message",ExpressionUUID->"7aff8c9e-f47a-48b0-a27b-6a837083a64f"] }, Open ]], -Cell[585766, 10390, 175, 4, 29, "Input",ExpressionUUID->"c97fd2a9-8030-48bd-ac54-60cfef08006d"], Cell[CellGroupData[{ -Cell[585966, 10398, 677, 14, 29, "Input",ExpressionUUID->"8c3eb7fb-65d2-4a56-a3e3-0dc6e0518fe6"], -Cell[586646, 10414, 1893, 54, 78, "Output",ExpressionUUID->"ceff9452-e2f4-44ad-af83-bc7a4c209dad"] +Cell[147107, 2624, 1239, 24, 24, "Input",ExpressionUUID->"4c6fe8ab-4f6a-4b57-92a5-c94e403d041d"], +Cell[148349, 2650, 244906, 4030, 182, "Output",ExpressionUUID->"3553509c-47b5-40f9-a024-88031be304ed"] }, Open ]], +Cell[393270, 6683, 3132, 78, 109, "Input",ExpressionUUID->"5894652c-ea9c-458f-866d-b40d1a5efb75"], Cell[CellGroupData[{ -Cell[588576, 10473, 178, 2, 29, "Input",ExpressionUUID->"58cf9ad2-3d46-4b16-9024-9b17cba6f917"], -Cell[588757, 10477, 1904, 64, 57, "Output",ExpressionUUID->"f406ab24-bd3a-4e22-988c-3ba0cf63a667"] +Cell[396427, 6765, 588, 12, 24, "Input",ExpressionUUID->"3fee7ec2-e0c4-4420-8192-c46efe85e265"], +Cell[397018, 6779, 5843, 110, 178, "Output",ExpressionUUID->"f17e7e05-5c9e-4b8f-8add-4b564c275e05"] }, Open ]], -Cell[590676, 10544, 233, 5, 29, "Input",ExpressionUUID->"e7fef682-ee6e-4d26-962a-6946f28d5999"], -Cell[590912, 10551, 2312, 53, 73, "Input",ExpressionUUID->"2f5b927d-f164-4051-b8ca-bad9a5ba3b97"], +Cell[402876, 6892, 4126, 101, 144, "Input",ExpressionUUID->"16683f20-3a25-47da-8c9c-58bfb1a56ae7"], Cell[CellGroupData[{ -Cell[593249, 10608, 4764, 78, 53, "Input",ExpressionUUID->"630fc9c9-229c-4372-8a16-eac1f2d98690"], -Cell[598016, 10688, 632, 12, 43, "Message",ExpressionUUID->"20e41565-1936-405a-9504-d530fdcc8152"], -Cell[598651, 10702, 1499, 29, 77, "Output",ExpressionUUID->"319eb113-9321-48fc-ad65-5700453ef613"] +Cell[407027, 6997, 1491, 22, 24, "Input",ExpressionUUID->"0c28b27c-3e81-49ce-9293-512f19f95aeb"], +Cell[408521, 7021, 6102, 113, 180, "Output",ExpressionUUID->"870d2d1c-ad1c-490e-b714-dbc511fa0de8"] }, Open ]], -Cell[600165, 10734, 461, 14, 28, "Input",ExpressionUUID->"ea36fa2d-8c46-4383-be61-eff682dedb14"], +Cell[414638, 7137, 1889, 33, 55, "Input",ExpressionUUID->"78606265-f50f-49dc-888d-33550f059b83"], Cell[CellGroupData[{ -Cell[600651, 10752, 452, 12, 28, "Input",ExpressionUUID->"5823df11-0739-494d-bf1b-44bf2a14cb2b"], -Cell[601106, 10766, 278, 4, 33, "Output",ExpressionUUID->"cf69a3b6-a533-4dea-b33c-8d65e371fe08"] +Cell[416552, 7174, 5320, 101, 73, "Input",ExpressionUUID->"396a3ca5-637b-4194-943d-7ec379bcf47e"], +Cell[421875, 7277, 2601, 49, 60, "Output",ExpressionUUID->"0a79d5ab-6737-45dd-8fda-550f17f5acad"] }, Open ]], Cell[CellGroupData[{ -Cell[601421, 10775, 1740, 46, 92, "Input",ExpressionUUID->"2a7b9f00-b942-4f1e-89df-1d3081b1fc6a"], -Cell[603164, 10823, 21020, 380, 204, "Output",ExpressionUUID->"155c39dd-ec1d-4900-9cbf-4fc4b876ac75"] +Cell[424513, 7331, 1615, 34, 71, "Input",ExpressionUUID->"050da7fc-1308-4d49-81b4-1f4efc54c09a"], +Cell[426131, 7367, 17922, 326, 135, "Output",ExpressionUUID->"f2090951-8aec-4aa3-ae58-b8fecdad48e8"] }, Open ]], Cell[CellGroupData[{ -Cell[624221, 11208, 966, 27, 31, "Input",ExpressionUUID->"da645597-b6a8-4dfc-83c5-3cec31d750f9"], -Cell[625190, 11237, 469, 10, 33, "Output",ExpressionUUID->"f27b02e6-f3db-42e2-b534-43e5409fe36c"] +Cell[444090, 7698, 1668, 44, 62, "Input",ExpressionUUID->"c2d3e68e-6754-4848-ad45-4d3a81a85373"], +Cell[445761, 7744, 485, 11, 19, "Message",ExpressionUUID->"7fd74cbf-a4c7-4807-95de-6a01a2a5159c"], +Cell[446249, 7757, 486, 11, 19, "Message",ExpressionUUID->"291827e0-9259-4b3d-b9a9-0b277de636ae"], +Cell[446738, 7770, 489, 11, 19, "Message",ExpressionUUID->"9ce5dc32-1380-4589-86d0-e43203750ada"], +Cell[447230, 7783, 453, 10, 19, "Message",ExpressionUUID->"681fccb7-7e7c-4108-aeef-858bccb7ab68"] }, Open ]], +Cell[447698, 7796, 3183, 79, 109, "Input",ExpressionUUID->"7baff68f-40db-4778-a165-a239cf88cc8b"], +Cell[450884, 7877, 4176, 102, 144, "Input",ExpressionUUID->"54ea4ab2-b182-41d0-bc24-6dda493e24b7"], +Cell[455063, 7981, 5400, 131, 161, "Input",ExpressionUUID->"b233f772-ebe4-4d6e-82dc-3e50dc9f4a60"], Cell[CellGroupData[{ -Cell[625696, 11252, 1847, 47, 117, "Input",ExpressionUUID->"b03f723e-24d4-4097-8ca2-9b1145403bfb"], -Cell[627546, 11301, 519, 11, 25, "Message",ExpressionUUID->"1ff6b3ff-f0d9-48ea-95df-10584520bc02"], -Cell[628068, 11314, 519, 11, 25, "Message",ExpressionUUID->"82682d18-f80c-4d23-8675-d31ca1576f0e"], -Cell[628590, 11327, 521, 11, 25, "Message",ExpressionUUID->"164319c1-a2e0-427a-9f70-94e763f48d8e"], -Cell[629114, 11340, 486, 10, 25, "Message",ExpressionUUID->"5d8fc41c-1820-4591-bdb1-29d65ed68611"], -Cell[629603, 11352, 25289, 433, 228, "Output",ExpressionUUID->"0f099d03-656a-4602-85f6-26b4b2405b3b"] +Cell[460488, 8116, 1355, 26, 24, "Input",ExpressionUUID->"326e1381-0fb5-48b8-8b67-86eb59a8de43"], +Cell[461846, 8144, 488605, 8028, 182, "Output",ExpressionUUID->"297d1fe2-4d8d-4d5b-a6cf-801644d855fb"] }, Open ]], -Cell[654907, 11788, 1836, 43, 96, "Input",ExpressionUUID->"868d07c1-b3cf-44ff-a070-78c2a21c388b"], Cell[CellGroupData[{ -Cell[656768, 11835, 4656, 86, 74, "Input",ExpressionUUID->"7c02fde8-7f1a-472a-9e7d-0e95772516eb"], -Cell[661427, 11923, 899, 22, 55, "Output",ExpressionUUID->"6b22737f-c85f-4c36-9b44-d9e694bee115"] +Cell[950488, 16177, 659, 14, 24, "Input",ExpressionUUID->"a93f2c6c-20d9-4e76-bf4e-d83eb645bfe2"], +Cell[951150, 16193, 10044, 181, 178, "Output",ExpressionUUID->"50e3eb26-ebc8-4493-bb84-66e5ae3ea42f"] }, Open ]], Cell[CellGroupData[{ -Cell[662363, 11950, 1989, 49, 96, "Input",ExpressionUUID->"0e89b49c-ebf1-4e9a-800f-62ec63f935a1"], -Cell[664355, 12001, 21952, 393, 205, "Output",ExpressionUUID->"7cf0a89e-6d18-442b-b56d-94b97702709f"] +Cell[961231, 16379, 1603, 24, 24, "Input",ExpressionUUID->"355b7a05-dc53-48b3-a074-381cbbaeac81"], +Cell[962837, 16405, 27028, 592, 181, "Output",ExpressionUUID->"4488c29e-113d-4fd9-9c81-2e54138c7d74"] }, Open ]], Cell[CellGroupData[{ -Cell[686344, 12399, 1382, 36, 75, "Input",ExpressionUUID->"6c30dc25-997d-4790-bfcd-6e15ebcf7cbc"], -Cell[687729, 12437, 520, 12, 40, "Message",ExpressionUUID->"56028de4-0ddc-4ea7-bf21-a25534c5c68d"], -Cell[688252, 12451, 521, 12, 40, "Message",ExpressionUUID->"3d57804e-381a-4ba2-8dce-4428206df060"], -Cell[688776, 12465, 3161, 69, 245, "Output",ExpressionUUID->"56916602-5965-4962-8188-b6662a5aa173"] +Cell[989902, 17002, 1937, 33, 55, "Input",ExpressionUUID->"a727ff31-abf9-4fbc-b1ba-5e10e05cc6ba"], +Cell[991842, 17037, 156, 2, 25, "Output",ExpressionUUID->"d53b74d9-dd60-471a-b187-534011d1b795"] }, Open ]], -Cell[691952, 12537, 1713, 40, 73, "Input",ExpressionUUID->"b31259b6-cc89-48a8-920d-e9dbcee664fb"], -Cell[CellGroupData[{ -Cell[693690, 12581, 3913, 66, 53, "Input",ExpressionUUID->"30d0f855-c86b-4121-855c-813e9ee04f96"], -Cell[697606, 12649, 1064, 19, 27, "Message",ExpressionUUID->"f1cd282b-fb73-4166-8899-1f1b71289512"], -Cell[698673, 12670, 3809, 57, 48, "Output",ExpressionUUID->"3b7bac7f-12db-4bb2-8d83-0f02d8f19997"] -}, Open ]], -Cell[CellGroupData[{ -Cell[702519, 12732, 1587, 43, 104, "Input",ExpressionUUID->"e1346f99-b8a8-49f2-9bab-d7d94b52e5d3"], -Cell[704109, 12777, 61160, 1040, 217, 39593, 685, "CachedBoxData", "BoxData", "Output",ExpressionUUID->"24eee5ea-c8f9-4063-9d36-9e38f4d71b1d"] -}, Open ]], -Cell[CellGroupData[{ -Cell[765306, 13822, 1714, 46, 104, "Input",ExpressionUUID->"8b99e721-7bc5-4c63-b150-8946bb7d2007"], -Cell[767023, 13870, 30207, 531, 217, "Output",ExpressionUUID->"d79294e8-cb2f-4112-ad68-da965b8a242a"] -}, Open ]], -Cell[CellGroupData[{ -Cell[797267, 14406, 491, 13, 28, "Input",ExpressionUUID->"8dd8c18b-504b-469d-8072-a9fb0cc417df"], -Cell[797761, 14421, 539, 12, 21, "Message",ExpressionUUID->"a55da929-28cd-4032-aea8-5daec85d020a"], -Cell[798303, 14435, 539, 12, 21, "Message",ExpressionUUID->"d9f18df2-5058-4626-9d48-5486b1743e96"], -Cell[798845, 14449, 2243, 56, 78, "Output",ExpressionUUID->"7ce119a6-a1c0-48cc-9d86-6e7b6a1eafe3"] +Cell[992013, 17042, 2016, 35, 55, "Input",ExpressionUUID->"7b4489a6-2b9b-4fa0-b010-a2b21dfcde45"], +Cell[994032, 17079, 1970, 35, 55, "Input",ExpressionUUID->"64ac9234-6e5e-4a0a-889d-9a4d2d9e49eb"] }, Open ]], Cell[CellGroupData[{ -Cell[801125, 14510, 561, 16, 28, "Input",ExpressionUUID->"b0a27cf9-de55-4cf4-9b19-ff7b3add442a"], -Cell[801689, 14528, 913, 27, 74, "Output",ExpressionUUID->"d3fcf7af-82f3-49c4-81c0-3bf29938e0d1"] -}, Open ]], -Cell[CellGroupData[{ -Cell[802639, 14560, 681, 19, 54, "Input",ExpressionUUID->"f49c10e4-6ea3-40fb-85e8-436bcc73196f"], -Cell[803323, 14581, 4071, 86, 234, "Output",ExpressionUUID->"0ede64a7-b62f-453c-b5e6-06e4c6ab27af"] -}, Open ]], -Cell[CellGroupData[{ -Cell[807431, 14672, 486, 13, 28, "Input",ExpressionUUID->"67bd5207-9130-427b-afb3-21bda9c7e82e"], -Cell[807920, 14687, 200, 4, 32, "Output",ExpressionUUID->"39e5dba9-9c25-42e4-8876-75a530e46ee5"] -}, Open ]], -Cell[CellGroupData[{ -Cell[808157, 14696, 783, 22, 28, "Input",ExpressionUUID->"6db9bdd5-3bc4-4993-85d9-2bb9c2d0db38"], -Cell[808943, 14720, 3496, 77, 248, "Output",ExpressionUUID->"028520eb-aee9-483d-9152-2416a8a91977"] -}, Open ]], -Cell[CellGroupData[{ -Cell[812476, 14802, 1223, 33, 23, "Input",ExpressionUUID->"aab225ac-8e68-4d46-a4da-600fe6364133"], -Cell[813702, 14837, 10880, 231, 175, "Output",ExpressionUUID->"6e880d59-ffe1-440b-af8b-754c17269f6e"] -}, Open ]], -Cell[CellGroupData[{ -Cell[824619, 15073, 2115, 52, 65, "Input",ExpressionUUID->"f01a72f1-91c7-4454-9040-b54a61c9cd07"], -Cell[826737, 15127, 615, 13, 18, "Message",ExpressionUUID->"46cbf58a-9f1b-42bc-8a11-616c84d0e1d7"], -Cell[827355, 15142, 613, 13, 18, "Message",ExpressionUUID->"c25c6435-fc6d-4b46-b41c-a3d203aa09da"], -Cell[827971, 15157, 613, 13, 18, "Message",ExpressionUUID->"3a09025b-666f-454b-9a32-9f324e354788"], -Cell[828587, 15172, 580, 12, 18, "Message",ExpressionUUID->"5b1f7808-f0a6-4257-b7ed-4acdc8c4ac95"] -}, Open ]], -Cell[CellGroupData[{ -Cell[829204, 15189, 536, 10, 23, "Input",ExpressionUUID->"1dfbee5f-7e33-4446-bc10-991ba8838497"], -Cell[829743, 15201, 93071, 1628, 176, "Output",ExpressionUUID->"e57fa90a-27ff-4013-8fad-ca7e3c98d348"] -}, Open ]], -Cell[CellGroupData[{ -Cell[922851, 16834, 314, 8, 21, "Input",ExpressionUUID->"8499af31-a50c-4059-afac-b628095fc761"], -Cell[923168, 16844, 368, 8, 24, "Output",ExpressionUUID->"9aaf347d-0fae-4cb5-8920-f15fee437a9e"] -}, Open ]], -Cell[CellGroupData[{ -Cell[923573, 16857, 577, 17, 23, "Input",ExpressionUUID->"fecf4a67-c7e8-40b5-8e36-582a0bab9fe6"], -Cell[924153, 16876, 753, 23, 47, "Output",ExpressionUUID->"742a0341-4af8-4ba4-a799-e15a1e847a9c"] -}, Open ]], -Cell[CellGroupData[{ -Cell[924943, 16904, 438, 11, 23, "Input",ExpressionUUID->"9884f3ff-ff57-4cf7-b122-2aebcb709801"], -Cell[925384, 16917, 947, 26, 44, "Output",ExpressionUUID->"5f69419d-b0c1-4cd5-9616-460f429c823a"] -}, Open ]], -Cell[CellGroupData[{ -Cell[926368, 16948, 549, 13, 23, "Input",ExpressionUUID->"c18d621f-7e5f-48db-8ae7-0fda0221c79c"], -Cell[926920, 16963, 599, 17, 44, "Output",ExpressionUUID->"b45884b0-ccdc-4e99-ac15-83498ea86eff"] -}, Open ]], -Cell[CellGroupData[{ -Cell[927556, 16985, 338, 7, 21, "Input",ExpressionUUID->"8e16b08d-33f5-4a51-9850-75f98a0e6a08"], -Cell[927897, 16994, 2269, 65, 60, "Output",ExpressionUUID->"21b799e5-0965-4692-b4ba-6083041c0cdd"] -}, Open ]], -Cell[CellGroupData[{ -Cell[930203, 17064, 237, 5, 21, "Input",ExpressionUUID->"4c8cb259-b56a-423e-957f-9a65ba700a16"], -Cell[930443, 17071, 2063, 59, 108, "Output",ExpressionUUID->"312f09f3-55f8-4f9d-a42c-05ca1c4aea27"] -}, Open ]], -Cell[CellGroupData[{ -Cell[932543, 17135, 564, 14, 23, "Input",ExpressionUUID->"069edadd-116a-4ccf-831d-0fe6e07540fe"], -Cell[933110, 17151, 1113, 29, 51, "Output",ExpressionUUID->"e6426e3c-3d4d-49f1-becd-dfef45704088"] -}, Open ]], -Cell[CellGroupData[{ -Cell[934260, 17185, 522, 13, 23, "Input",ExpressionUUID->"3cd180b6-0e22-4832-af2b-e9ecec7e0a49"], -Cell[934785, 17200, 5586, 138, 257, "Output",ExpressionUUID->"45f19748-f63a-49e1-8ced-a4f5c5dda272"] -}, Open ]], -Cell[940386, 17341, 366, 10, 21, "Input",ExpressionUUID->"3ffc56f5-fc40-4c69-bdce-f91a4aab1c67"], -Cell[CellGroupData[{ -Cell[940777, 17355, 838, 23, 41, "Input",ExpressionUUID->"e131ab87-4ef6-4852-9ddd-e4499b39559a"], -Cell[941618, 17380, 597, 16, 50, "Output",ExpressionUUID->"86a22957-07a1-48ab-90d1-d142a27afe22"] -}, Open ]], -Cell[CellGroupData[{ -Cell[942252, 17401, 921, 23, 41, "Input",ExpressionUUID->"22a30e99-2bd5-43a5-9353-3a3be14232a6"], -Cell[943176, 17426, 2812, 74, 80, "Output",ExpressionUUID->"470e97c2-b944-4611-8c77-75e5a0915c04"] -}, Open ]], -Cell[CellGroupData[{ -Cell[946025, 17505, 824, 23, 41, "Input",ExpressionUUID->"3752e4d8-bc7c-475c-b88c-a0d99559d99c"], -Cell[946852, 17530, 2580, 68, 77, "Output",ExpressionUUID->"db6b4f65-90c7-4c37-9945-5690d8472368"] -}, Open ]], -Cell[CellGroupData[{ -Cell[949469, 17603, 463, 12, 40, "Input",ExpressionUUID->"6a34969c-5bbf-4acb-a54f-a9bfbf2c9f87"], -Cell[949935, 17617, 8623, 160, 170, "Output",ExpressionUUID->"70cff46d-010d-4a9a-8cf5-3901b2a30edf"] -}, Open ]], -Cell[CellGroupData[{ -Cell[958595, 17782, 595, 17, 23, "Input",ExpressionUUID->"6afc45fb-65bc-47fe-b120-408f15ede40b"], -Cell[959193, 17801, 470, 13, 50, "Output",ExpressionUUID->"4cdf78f8-6821-4e67-9385-8a091cc9cf9d"] -}, Open ]], -Cell[CellGroupData[{ -Cell[959700, 17819, 236, 6, 21, "Input",ExpressionUUID->"b66a0012-a40b-4041-8ea9-a9cad40db85f"], -Cell[959939, 17827, 301, 8, 38, "Output",ExpressionUUID->"9744135b-7d1f-4023-b02d-1bdf3b29d60f"] -}, Open ]], -Cell[CellGroupData[{ -Cell[960277, 17840, 419, 12, 23, "Input",ExpressionUUID->"7ceb4bac-ce7b-4adc-aeb9-95a215777744"], -Cell[960699, 17854, 720, 22, 40, "Output",ExpressionUUID->"9c7df971-6bfc-41f8-a68e-fb9921c0b017"] -}, Open ]], -Cell[CellGroupData[{ -Cell[961456, 17881, 492, 13, 23, "Input",ExpressionUUID->"07932986-b2e1-477a-9d99-1b9701e3af0c"], -Cell[961951, 17896, 510, 11, 18, "Message",ExpressionUUID->"f0c4d2f9-9d6d-48c0-b78e-b8f84a7f6bb2"], -Cell[962464, 17909, 5864, 115, 181, "Output",ExpressionUUID->"82bf5b22-f54c-4da8-bea6-61b7c42c3450"] -}, Open ]], -Cell[CellGroupData[{ -Cell[968365, 18029, 804, 22, 53, "Input",ExpressionUUID->"13e1541b-4ad9-4a40-89f2-be40a0e4d6fd"], -Cell[969172, 18053, 479, 13, 50, "Output",ExpressionUUID->"dff49a57-ddf5-4e9d-aa0a-55006221f3c2"] -}, Open ]], -Cell[CellGroupData[{ -Cell[969688, 18071, 650, 19, 23, "Input",ExpressionUUID->"6def2df0-3761-4f37-b66f-ba9071b93625"], -Cell[970341, 18092, 534, 15, 41, "Output",ExpressionUUID->"175a2c7c-fa54-45c3-bf4f-c4ed89dad110"] -}, Open ]], -Cell[CellGroupData[{ -Cell[970912, 18112, 302, 7, 23, "Input",ExpressionUUID->"657e079b-66fb-4614-816e-af41b7fabf10"], -Cell[971217, 18121, 454, 11, 18, "Message",ExpressionUUID->"f6532f4e-d02f-402b-985e-f8964b91f90e"], -Cell[971674, 18134, 1129, 29, 31, "Output",ExpressionUUID->"5f2bc73c-3ef7-4874-86b3-dd3ac3e99858"] -}, Open ]], -Cell[CellGroupData[{ -Cell[972840, 18168, 325, 7, 23, "Input",ExpressionUUID->"49f74264-7484-4d5a-b52f-d0892384e631"], -Cell[973168, 18177, 4933, 99, 174, "Output",ExpressionUUID->"26e2807e-1336-4751-8e74-d4414f081679"] -}, Open ]], -Cell[CellGroupData[{ -Cell[978138, 18281, 1059, 26, 47, "Input",ExpressionUUID->"3bd71288-3233-4171-a393-57251fb3dc52"], -Cell[979200, 18309, 6890, 131, 180, "Output",ExpressionUUID->"203873a1-0dd1-4567-8d12-97eeeed127f7"] -}, Open ]], +Cell[996039, 17119, 165, 3, 50, "Section",ExpressionUUID->"747c9bc3-63ef-45c3-af83-bc456177b1c8"], +Cell[996207, 17124, 796, 20, 40, "Input",ExpressionUUID->"ebc19a92-5a4d-4254-8fad-8cadbfa1bd32"], Cell[CellGroupData[{ -Cell[986127, 18445, 1358, 35, 47, "Input",ExpressionUUID->"39644cf7-65fa-4952-a674-714ff8619dd6"], -Cell[987488, 18482, 15118, 266, 178, "Output",ExpressionUUID->"16b2f1f1-4bda-4b9c-9a2d-c4721af32a8e"] +Cell[997028, 17148, 882, 23, 24, "Input",ExpressionUUID->"f224ec13-7431-41d4-919e-0ad10e8ff5b2"], +Cell[997913, 17173, 273, 5, 25, "Output",ExpressionUUID->"09e5ee8c-1b1a-45ad-b1ca-a99bd7f24668"] }, Open ]], Cell[CellGroupData[{ -Cell[1002643, 18753, 1607, 46, 64, "Input",ExpressionUUID->"72bac293-cf66-40a9-809d-4d0874dae037"], -Cell[1004253, 18801, 59065, 1048, 174, "Output",ExpressionUUID->"d758ff21-6281-4951-879d-9a8a224caf38"] +Cell[998223, 17183, 1525, 42, 41, "Input",ExpressionUUID->"bdb2aaf8-6c60-4fd6-b0aa-d74503ebfe5d"], +Cell[999751, 17227, 190, 3, 39, "Output",ExpressionUUID->"52d49ae3-932d-44b3-8644-d2cb922bdc0d"] }, Open ]], Cell[CellGroupData[{ -Cell[1063355, 19854, 1002, 31, 41, "Input",ExpressionUUID->"41ea287c-9ee3-4b18-b17d-5dfc6a4e056d"], -Cell[1064360, 19887, 3476, 103, 124, "Output",ExpressionUUID->"7b8e54ff-34ea-444e-8e78-ad376945c6d8"] +Cell[999978, 17235, 2324, 61, 108, "Input",ExpressionUUID->"9581e610-c27e-4ccd-9de0-7344556f685a"], +Cell[1002305, 17298, 553, 11, 31, "Message",ExpressionUUID->"0f766a36-c752-4e20-8a8f-5cfbcf7a8a44"], +Cell[1002861, 17311, 392, 7, 25, "Output",ExpressionUUID->"40e33290-658d-46d6-943e-db46d86b2388"] }, Open ]], +Cell[1003268, 17321, 1230, 31, 41, "Input",ExpressionUUID->"3a793a2c-1a2c-433a-873f-55e7861acacf"], Cell[CellGroupData[{ -Cell[1067873, 19995, 753, 23, 23, "Input",ExpressionUUID->"77ced036-93d3-4558-8eb2-1aeeb8345ed7"], -Cell[1068629, 20020, 840, 23, 40, "Output",ExpressionUUID->"49c3b3ed-cf01-4c58-acac-6b3b7b9cb822"] +Cell[1004523, 17356, 375, 8, 24, "Input",ExpressionUUID->"6a4616ab-41e4-44cc-8806-ee9851e65934"], +Cell[1004901, 17366, 21700, 372, 177, "Output",ExpressionUUID->"00612c61-bc03-4f80-b2c0-2f166e816117"] }, Open ]], +Cell[1026616, 17741, 2531, 65, 109, "Input",ExpressionUUID->"02eee1a8-8fdf-4ef6-8fa3-737b3067106e"], Cell[CellGroupData[{ -Cell[1069506, 20048, 1262, 35, 40, "Input",ExpressionUUID->"1dc20dd2-2639-4b38-8eb3-e39481c6a15e"], -Cell[1070771, 20085, 71734, 1205, 305, "Output",ExpressionUUID->"ae6c01c8-9abd-4358-a6f9-fb8f033a8ba4"] +Cell[1029172, 17810, 491, 10, 24, "Input",ExpressionUUID->"8858ddfc-1e71-4778-a0b8-512abba3d901"], +Cell[1029666, 17822, 22711, 389, 179, "Output",ExpressionUUID->"e9261b34-3f1c-4841-9481-08bec55e1928"] }, Open ]], +Cell[1052392, 18214, 3849, 95, 126, "Input",ExpressionUUID->"954f68de-17bb-4b28-b089-18f4c1840d53"], Cell[CellGroupData[{ -Cell[1142542, 21295, 1045, 25, 40, "Input",ExpressionUUID->"25d7aa57-46b2-4829-8aad-b00b9ab2ecff"], -Cell[1143590, 21322, 1385, 34, 40, "Output",ExpressionUUID->"5f0c650e-d3ec-4a10-aad2-c391b45db45f"] +Cell[1056266, 18313, 448, 10, 24, "Input",ExpressionUUID->"fd8d9fbd-6567-43cc-a4dc-4c986b02e466"], +Cell[1056717, 18325, 26832, 484, 178, "Output",ExpressionUUID->"a84e5901-3e7c-4424-be25-c56003a98c2d"] }, Open ]] }, Open ]] } |