From 9c34631b6d5220950a197fb08ab0e9773c9a86a2 Mon Sep 17 00:00:00 2001 From: Jaron Kent-Dobias Date: Sat, 14 Dec 2019 12:12:19 -0500 Subject: more work --- tempering_analysis.nb | 9505 ++++++++++++++++++++++++++++--------------------- 1 file changed, 5446 insertions(+), 4059 deletions(-) diff --git a/tempering_analysis.nb b/tempering_analysis.nb index 03f0f5d..f3690ca 100644 --- a/tempering_analysis.nb +++ b/tempering_analysis.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 2857979, 65052] -NotebookOptionsPosition[ 2853790, 64983] -NotebookOutlinePosition[ 2854124, 64998] -CellTagsIndexPosition[ 2854081, 64995] +NotebookDataLength[ 2920239, 66439] +NotebookOptionsPosition[ 2915818, 66366] +NotebookOutlinePosition[ 2916152, 66381] +CellTagsIndexPosition[ 2916109, 66378] WindowFrame->Normal*) (* Beginning of Notebook Content *) @@ -76,7 +76,7 @@ Cell[BoxData[ 3.785001295499127*^9}, {3.7850013404547863`*^9, 3.785001375744542*^9}, { 3.78500144259391*^9, 3.7850014923774643`*^9}, {3.7850917037659607`*^9, 3.785091718086301*^9}}, - CellLabel->"In[27]:=",ExpressionUUID->"6ca216e4-4a7b-4e5f-a718-f4e70c77d6a2"], + CellLabel->"In[1]:=",ExpressionUUID->"6ca216e4-4a7b-4e5f-a718-f4e70c77d6a2"], Cell[BoxData[ RowBox[{ @@ -124,7 +124,7 @@ Cell[BoxData[ 3.784991614545053*^9}, {3.784991671691276*^9, 3.784991674145091*^9}, { 3.784991874442992*^9, 3.784991874617395*^9}, {3.784992011338725*^9, 3.784992012353281*^9}, {3.785091728405898*^9, 3.785091733079073*^9}}, - CellLabel->"In[28]:=",ExpressionUUID->"1ffc3385-0105-4d64-94b0-d5fc2c51fc67"], + CellLabel->"In[2]:=",ExpressionUUID->"1ffc3385-0105-4d64-94b0-d5fc2c51fc67"], Cell[BoxData[ RowBox[{ @@ -156,18 +156,25 @@ Cell[BoxData[ RowBox[{"[", RowBox[{"2", ";;"}], "]"}], "]"}], ",", "3"}], "]"}]}], ",", RowBox[{"\"\<\[Rho]s\>\"", "\[Rule]", - RowBox[{"MapThread", "[", - RowBox[{ + RowBox[{ + RowBox[{"(", RowBox[{ - RowBox[{"MapThread", "[", - RowBox[{"Around", ",", - RowBox[{ - RowBox[{"{", - RowBox[{"#1", ",", "#2"}], "}"}], "/", - RowBox[{"Total", "[", "#1", "]"}]}]}], "]"}], "&"}], ",", - RowBox[{"{", - RowBox[{"data", ",", - RowBox[{"Sqrt", "[", "data", "]"}]}], "}"}]}], "]"}]}]}], + RowBox[{"#", "/", + RowBox[{"Total", "[", "#", "]"}]}], "&"}], ")"}], "/@", + "data"}]}]}], + RowBox[{"(*", + RowBox[{"MapThread", "[", + RowBox[{ + RowBox[{ + RowBox[{"MapThread", "[", + RowBox[{"Around", ",", + RowBox[{ + RowBox[{"{", + RowBox[{"#1", ",", "#2"}], "}"}], "/", + RowBox[{"Total", "[", "#1", "]"}]}]}], "]"}], "&"}], ",", + RowBox[{"{", + RowBox[{"data", ",", + RowBox[{"Sqrt", "[", "data", "]"}]}], "}"}]}], "]"}], "*)"}], "|>"}]}], "]"}], "&"}], "/@", RowBox[{"FileNames", "[", RowBox[{"FileNameJoin", "[", @@ -179,8 +186,9 @@ Cell[BoxData[ 3.784991614545053*^9}, {3.784991671691276*^9, 3.784991674145091*^9}, { 3.784991874442992*^9, 3.784991874617395*^9}, {3.784992011338725*^9, 3.784992012353281*^9}, {3.78505645935952*^9, 3.785056538161265*^9}, { - 3.7850918558757544`*^9, 3.785091862144436*^9}}, - CellLabel->"In[29]:=",ExpressionUUID->"389cbe5b-fbad-4ea1-82a2-19210c785714"], + 3.7850918558757544`*^9, 3.785091862144436*^9}, {3.78514832554916*^9, + 3.7851483368246517`*^9}, {3.785148377154009*^9, 3.78514839462007*^9}}, + CellLabel->"In[27]:=",ExpressionUUID->"389cbe5b-fbad-4ea1-82a2-19210c785714"], Cell[BoxData[ RowBox[{ @@ -202,7 +210,7 @@ Cell[BoxData[ CellChangeTimes->{{3.784991617461961*^9, 3.784991728472725*^9}, { 3.785056549634823*^9, 3.785056554648676*^9}, {3.785091871751582*^9, 3.7850918743175297`*^9}, {3.785096686370199*^9, 3.785096692417454*^9}}, - CellLabel->"In[53]:=",ExpressionUUID->"10f87413-28fb-4b72-bd1b-eaeef3d02b15"], + CellLabel->"In[4]:=",ExpressionUUID->"10f87413-28fb-4b72-bd1b-eaeef3d02b15"], Cell[BoxData[ RowBox[{ @@ -222,7 +230,7 @@ Cell[BoxData[ RowBox[{"InverseErfc", "[", "A", "]"}], "2"]}]}]], "Input", CellChangeTimes->{{3.7789451133983593`*^9, 3.778945185413146*^9}, { 3.778945446992125*^9, 3.778945447478743*^9}}, - CellLabel->"In[31]:=",ExpressionUUID->"f756d73a-4921-45d7-acd1-44fe21438a02"], + CellLabel->"In[5]:=",ExpressionUUID->"f756d73a-4921-45d7-acd1-44fe21438a02"], Cell[BoxData[ RowBox[{ @@ -241,7 +249,7 @@ Cell[BoxData[ CellChangeTimes->{{3.778948523412203*^9, 3.778948610089134*^9}, { 3.7789486512266293`*^9, 3.778948654153482*^9}, {3.785091924316422*^9, 3.785091992968083*^9}}, - CellLabel->"In[32]:=",ExpressionUUID->"c91e85b2-f90e-40d7-bf19-7a03fd9499bb"], + CellLabel->"In[6]:=",ExpressionUUID->"c91e85b2-f90e-40d7-bf19-7a03fd9499bb"], Cell[BoxData[ RowBox[{ @@ -317,7 +325,7 @@ Cell[BoxData[ 3.778948688346896*^9}, {3.7789536224795513`*^9, 3.778953623110043*^9}, { 3.778953673879937*^9, 3.778953685238799*^9}, {3.778953742582839*^9, 3.778953745606895*^9}, {3.7850922784387903`*^9, 3.785092334045607*^9}}, - CellLabel->"In[36]:=",ExpressionUUID->"83b164e2-d1bf-4be5-bf92-d3645cb950ca"], + CellLabel->"In[8]:=",ExpressionUUID->"83b164e2-d1bf-4be5-bf92-d3645cb950ca"], Cell[BoxData[ RowBox[{ @@ -439,20 +447,20 @@ Cell[BoxData[ ";"}]], "Input", CellChangeTimes->{{3.778948447393362*^9, 3.778948476191824*^9}, { 3.7795618755287123`*^9, 3.779561880399358*^9}}, - CellLabel->"In[74]:=",ExpressionUUID->"3b7ef50e-b362-4da3-b734-818bb17a7c2f"], + CellLabel->"In[51]:=",ExpressionUUID->"3b7ef50e-b362-4da3-b734-818bb17a7c2f"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"plotC", "=", - RowBox[{"ListLogPlot", "[", + RowBox[{"ListPlot", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{"Select", "[", RowBox[{ RowBox[{ - RowBox[{"Length", "[", "#rs", "]"}], "\[Equal]", "1"}], "&"}], "]"}], + RowBox[{"Length", "[", "#rs", "]"}], "\[Equal]", "3"}], "&"}], "]"}], "[", "d", "]"}], "[", RowBox[{ RowBox[{"SortBy", "[", "\"\\"", "]"}], ",", @@ -501,165 +509,234 @@ Cell[BoxData[ 3.785091820841757*^9, {3.7850923521075983`*^9, 3.7850923574959993`*^9}, { 3.78509690891121*^9, 3.785096936358189*^9}, 3.78509697729675*^9, { 3.7850970146406317`*^9, 3.7850971026251087`*^9}, {3.785097982441205*^9, - 3.7850979925704117`*^9}}, - CellLabel->"In[80]:=",ExpressionUUID->"60949ea9-18bb-4b5b-868e-6a12e7d013f6"], + 3.7850979925704117`*^9}, 3.785147183820848*^9, {3.785160615151*^9, + 3.7851606358757687`*^9}, {3.785195563212514*^9, 3.78519556361804*^9}, { + 3.7851957426434917`*^9, 3.785195742860998*^9}, {3.785234937596002*^9, + 3.785234939267666*^9}}, + CellLabel->"In[53]:=",ExpressionUUID->"60949ea9-18bb-4b5b-868e-6a12e7d013f6"], Cell[BoxData[ TemplateBox[{GraphicsBox[{{{}}, {{{}, {}, { Hue[0.67, 0.6, 0.6], Directive[ - PointSize[0.007333333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6]], LineBox[CompressedData[" -1:eJw10W1Ik1EUwPHpnC/T1M1N9+IeNeqDyrIhmdPinkQhjDTN1DSYmSMkMJth -LrAszTSLEAmphqZggRQ4UMzMfJxk0hQVLcEkLDN1iiGabq71xs69cLn8+MP9 -cE5Y/sV0rSuHwyH/7v/XeYaJQ7i1ID0mY52eIoqBV83jPYHoWWJua/rsoRWh -v5KIraXQ2TYh+jvpM939diJGgLaQpNxSVbq/P3qN2Bs+KV5H+6LXyaXa7I2T -2T7oDXJ8n2EodJGP/kny8nKqR3Re6G1i3FyTfhR4om1kUGuWf7C4o+3k3kBm -fQPLQzvIpkOpzCpxQ/8hWWZL+cH7XKcrODCdzRo6W1zRLvA8bvSKrdcF7QpH -RcXSokkOmgvDRTtfHsio3YBXabNkdPzud5oHKzk7Sd1nHGh3OMCY6g3iX2gP -SFmdUJj6dtCesBqlmyhQUXuBpKp5PD7NhuYD8zjE0j1pRXtDecz7Ic3aNtoH -zl+IDIjqod4FSr2y4E44tS/E6uZhtye1HwzLVIf1pVtOgz+ocwztL9Ro1h8y -mGdvco20C4Dbxe8sttAugCN1cwOMBP8DITROjS2o52kXAqPiNYeF0R4Ac6GP -sssK0WwAnK24YdTdpF0E+frT3acqaReB5lDK8vRD2sXQ0LppTp6iXQzGqg4v -TS7OAwLBJL4dx21Es4Egj9nYv6ijPQgWM4h6xkp7EFx/V9P01kG7BH7sFUck -1OK8WQmMWlsS/arRIIWE0fisaS7uh5VCuIv7jLyfdhk8WbK3MbG0y2CuJLFs -D4sGOShWBiNNGtrlUNjq0tZioj0YtLVbXO9V2oOBv1zWIXWzY1eA/lyXNc1M -uwLSa9rjclNpZ0CW2pNZt047A+sj117OXqU9BHqfCjUDWWg2BJbHkqMv37L3 -/wU65lPp +1:eJw1lQk0lWkYx2VNsvMt2W5qtNgyxET1PS04ZZKhoixJ6cgyzNRkqZPmXmEY +RkkNmm5NRxJNRQwn6k4L171SlqJiyBaNylbNzcjo3Od9z7nnnt95vvt/n+/3 +vN/95odEe4cqKigopMx8Pn/Ll5hTXrXW3Ynvy8m5lRNWPSly+TcCuYNLVysu +9KTikXu43JC2sf4kAfIA5zqSum80Mh35FZeV12wQGnAC+Q0nGogKPaLzK/Io +ZxS1vzXm4Rnkcc7whrrD7f7zyO+4XYMpIxn5BcgfuEn9s73rPhUhy7iN1geO +FWZdQZ7kcvqL4+xcryNPcZqyBEHR7jLkaW5Zo/XCfZ4Vcj6qAPWnzyx6M1SJ +PAsG4nNa10/eRFYEacGGoHDP28hKoOC0ZarQ9C9kZYhTYLt5N+8gq0BOnn/T +y5J7yKrwUuVKCd+qFlkNbL+LHA1rr0OeDYu9kyrHOsXI6qDEf7/AzU2CPAfy +OsaThTwpsgZMhClfVX/egDwX/MatpgwiCWvCuzB7Ly/+A2QtgFa9S9+fJKwN +UwfXvQ7f9VDOoAP+GcIA2zRkkQ7wO/OPygxIXReGD4gPnspuxLouRE6FbQ25 +hwx6EOh4ryZxOanrQfWO5YkZDqSuD8dbvM2LLEldH7x5Pn2NadgPGMCqhFih +jRqyyAB2tfw3+4IHqRtCX0Tn65IJvH+RIawzNOJ+eCzl9n5eqhREdjSetmiT +cA72M0ufAkvb6v2JZ9EHj4JjKXmXFs9p4Bo+LysKEjs1+6edpVxe7sxaQYGv +U3FT+e8SeZ4bBabqyuqr3MTyPB8KrDNEmUwuziOYgp9d7jf/EyOV50VS8Kza +2Wlpj0SeFz+zv2yv1ltTzEumQGNDsYNSdL08L5sCp6DOUuNXmHeOgmLbFZlL +MjGvhAJjj9YyKMT+qijI/MVxS4AI77eWgqq8/jipBPNaKPjqt0l7r5J6eV43 +Be6yIE+hAPOGKXD91BvBfo15MgrED1cf1nR5gP5oOK/JP94eKEV/NMQLK2vW +3EX/PBq2iw3e8hjij4YsWbeaS2AD+qMhqn3lwEd17M9t5vpt4ZuVS3EePjSk +mS1zrOnC/oJpSCj70fJpI/FHw4KjjKaWVIz+aPB43/z3tfmYl0yD3rhzWIsZ +9pdNg4HCVuVNGsQfDYvWzOJf75CgPxp6Qnja3QtxHlU0TMhog/BgnEctDbnp +BetDd+J8W2iwe5XdG9CPed002HdFsbfuYN4wDbFm/kN+Npgno2H12qsiCxXM +U2Ug6OVG3T8lmKfPwI1rWReVyTx4DHwZ3OzoV1eP/hhoevKN9OAk5q1gYMA3 +Myxcux79MdB85FSCxTOcrw8Dh8fHtB55kvPHQNy2XoeTaWL0x4BLsXoguNej +PwZ0+1NfqwjF6I+B8sVBJ2N6yPlj4Cl/geutGOzvHAPDYLFS8Sbxx4DiDgfz +QH3ijwG/EqpLX0jOHwP9zjmFO1PI+WNgc7pb2d6LxN9Mv9rbJYJUvN9hBmJ9 +oy4nPcf5yhio7cov9BrF+1VloSnHRKcik/hjodo8xKa0hvhjoa3c6UTguzr0 +x4Lx2JP5lXOJPxZ2FyvHVFaR55eF0vHBIYsT5PllQdjKf243iv+3wSzY8Gcl +Ls3B/iJZ6EsdGac/kPPHQpyDuMI8rw79sbCp9MOmYqs69MdCtN/qeZfrMe8c +C76COTvbBZhXwsKzIb232oG16I+Fx/ncgRfd5PyxoHT5+P6flhB/M/tFf5re +cYw8vyxonC8YnThN/LGQtGjP+ranOF8ZCwOZDstLp3F/mAfpKV+kef6B7w/R +PNh3yf/uEgEyGMHsqo8fI/aQuhHcEOrbWauSujE8UiwfGfyW1I3BndcRkH+I +1E0gakSdUuzD95fIBC6E3vewHCT7m8Jc/ztesQJkkSmkK5hcFebh9WAGrPZu +SfIL8nszGLauOORkUsf9D3EoL5I= "]]}, { Hue[0.9060679774997897, 0.6, 0.6], Directive[ - PointSize[0.007333333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6]], LineBox[CompressedData[" -1:eJw10XtIU1EcwPHr5jYf8z3ndOpSM2uUlYVoA89PiV5SmWYPKYJh/6ilqCHk -MysNlbKSDENU1KicIWQl9vCKTTQrMh9QDnuos3xMp3Nz6lzFfvfA5fDhe7nn -8Lt+8tTY8yyKosi/5/9uWT2EyxMHwIAnbfEguV+cNp0IQrSKNCobNVeH3dC/ -SIkuJS6D74pWkzOlixGySmf0FHkl1Jrs9I5oDVGfaBfHUw5oLaHa9n4QHrJH -L5Ivee+UhSO26CUSni0dS66yQRtI5uD6iDSRhzaSH4Ihp74rXPQqmVA831aS -zUGbyCdlRMu9Vmu0mRx/E6zsVrMtLqCAe7Mv+G0oYysoilIIFeksNAvkoRuS -PQet0Gx4RA80neMwtoYbCarUvDIKzYEDhTm9rG5zh8VcqD3svxaes47mge6j -i1yx2YS2gaB9/kdeL6yibYG9U/VClbSCtoNrsdrSZIkRbQ9rPxMM4wcNaD7Q -nbXbZ5qW0A6Q5V4ceQx0aEfYO3BKPnp3Ae0EFb5f0zJ18xaDM9ivjD5g0RqL -aWdYvl4e7zc8jd0FRu13z54MnMLuAma+bZwr5zd2VwjKd7jT7DaJ3RXMvd92 -zESrsbvBVqHxck0qmnYDwXz/UjkP3wcBSH0CezQZ+D1aALz0OsHD3D/Y3eFS -aphOOsmc7w4hQzkX2HUz2IVQNedeXF3N3F8IbRll3+Vjc9g9oP2i7POcjxa7 -B+hin02EtaJBBC+j9xviH+N8aBE80fQ37IpZxO4JCfXlG8dlOE/aE7ROy16i -GjR4QdZRutmPi/OnvaAioK0jMBYNYijY06mfHWO6GKKmjJoYkR67N0RKzC2q -fDTtDfzMJA13gek+YEoPed+lZ7oPbEoxg4jC/w++IOP0N5w9jaZ9YbFo/XZ3 -GtMlcOvplq76SqZLQJYbVaMtNXT8BUb3VL8= +1:eJw1lQtQTXkcx3N7kKKn86goUdJmsITs6nzTdlfSGrWImpVUal29PDYs1kqP +JawSm02lws2z0vTyuJHQkur2EkVlaRSTHlpRljm/+5+5c+czv3s+8zufufee +iX6hHgESNTW1mM+vL+/iuSuMX3gnf8vAKkHkWqHygnyfcX8o8RPhg7zvyE5m +J3GbcOqDbeeh9GjiF0LcO4WsRHKY+JUQnRV1e0/AUeI3QoEsNmeT8Qnit8Lk +bNd5OyvSiHuFGO3uvMVmmcT9gqOdVcXiy2eIB4TfjrTfytp1jvi9ENo+tqc5 +9yLxB+GSwdh/bTbmEA8J1k5ZGv1+ecSfhP6nlwpnuOaL/JsalsR5R/6zoYB4 +BAbz20b2SouIJTi73z9kfWkJsTpSzxUvfJ19jVgD6deyzW99oyDWhHvK4Mq4 +4FJiLQTeW3GQc7hFPBJ/SsY5bS4vIx6FqJT1Pleiy4m1IX0ROe9X+V3i0ei1 +3324aqCCWAct3mM6FsQ/INZF5ODKXPNNVcRjMHGMfepNzRrisZga4G96RqOW +WA/50sKbS4frRIY+zFv6zU7YN4qs0Mfqwgs94fObaG6AdqzLTC97QnMDJA2f +W7RkZgvNDdGhX7V3hfQpzQ2RrH0jytWbGEbgtw51+q1RzY1g1OQ6EHVNdb0x +1sZ3uMVtIFYYg5PrHggLaqb5OBSYGZTExDym+Ti06MX768xsEgK/HC0GZ+/J +ZFVRj4TZsz4fIwbxoZzyW+1H4uctGEzft3Kjeu4j4f6XY8dge5IGP2lBo5D8 +1+fjwODNugG57pZG0Sdl8NRmaZu30Cj6PBl08v62aQz5fBkEOdu0NYc1iD4Z +A42u0+HO+Q2ibxsDyebEUlkf+aIZvHNda7SvtUH0JTBoancoPf2mQfSlMXDd +HejZZ9oo+s4zmHpne5jElHxFDAqsV2xRc2sQfeUM9KVFR3PVyadkYCo3kjHT +6kXfMwYJDmXety3rRV8Xg+71DeES63rR954BazcYycnqqR+LIuMJli/vk8+I +xa7VNgfRSvtZsJhfb6A90F1H/ViMniYpLhsmnwML/ejKY51+ddSPxRxuXaWU +qad+LEqP/SzPsqD9fFmcYgt8Xs8ln4yF3qghS4sjddSPBddXnuKlRb5oFttC +5PbKPXXUj8Wo1PXpgXvp+5vGIs8/8z+TCLrf85/3uyxMD0+vpX4sHLWCOj1O +1lI/FtcLHYJnmpJPyaI7IHnAOJZ+H89YLHcpXdyhT/t1sXju0rtoxkcl9WOx +IyVtj5U+7afFwfGqEOyVoKR+HHZvTCtttiWfBYfB2sffZbxXUj8O9j+NGb5u +RT4HDrOMRi8fmkb7STlMaZ2zzCORfJ4cLIPqfHJ9yefLYZJzhnFIdg3149D/ +/PUvWsvIt43Dioep6s8ildSPQ8yOZZ8UpuRL4LBf/4X7oDX50jj0zZ3aMceO +9jvPYV1o89h6T/IVcfh90o+xbwLIV87BKqos/pA2+ZQcAi+/tc7UVFI/Dkm7 +MmNOZNB+XRwunTrkeE2q6sfBp/Wq0+SQGurH46IzJw+rq6F+PPzcVnqz4+n/ +y4LHhaZOqa7KZ8djTb2LucK2hvrxOJncHjTFiXxSHkMVOa1hh6qpH4+42WGR +Kenk8+Ux/cD5J4knVf14aDp/LHbSId82HoaGI+7YvqumfjzYtle2xrnkS+AR +HPjH1orBaurH44fNEUOTv66mfjy6eyae5TKrqB+P5MzO6VVK8pXz8GrPaXp5 +j3xKHjd0e4siQL5nPAauvB6uS1D147Fd1+Xy99nke8/D8t5xv8LddD8wwYGF +ax9Xe9D1ChO4aSUevllLzwOYIqInSaLhRawwRbPGyFXaGQ9pboZZ4axr0zFi +hRk227ZciftKNR+PJe5Sv+MllTQfj+XFE0yCzYkxAT3hDZ/0vFTzCShJyYMw +QjU3R2/s3+4ooueVwhy6JQ7FOtoPhP8BCUQrrA== "]]}, { Hue[0.1421359549995791, 0.6, 0.6], Directive[ - PointSize[0.007333333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6]], LineBox[CompressedData[" -1:eJw10XlI02EYwPHpPJfXps5tXumQXNIhFZio75Ohko5cmqNmhlZWNsXyolJS -tPSPyMxSw7xIhzCsLKNEc5tHJkQ6c5aoiVhZWSneU5ur2PN74eXlwxdeeJ/X -41RqVKIxjUYj//b/07D6iHXvQmyZnKsyWEP4re9OSDls9DjRjkmGYmT26Cly -4YGspWaciZ4mMS1xzJwMO/QMaeJOPs0qt0HPEm0uv9O1xgo9T57MiELivjDQ -i+T1qG9RQoElepnkenOVxT4W6FUydiV6LoNljl4j5inRgckLpugN0tFddPiy -A2UduTOvCOTtN0HrSXa7lzQ+iW5wHg2CIjcbJG3GaCNwKU7ekelG2Ri8txsJ -J44aoekw1hBZKNPQ0CbQe33aIziUsimkrUcNm5XqlQabgbROFrC3ehNtDpXS -tz2d7Tq0BcR/T/C/ofuDtgTn30dGh3ZSZgB96lhpWdUGegsIWhkWbV3raCuI -Kml/FiOmbA0RlVbDMska2gaI5tG5+p9atC3Q5f75QeFosIOTNZ98hYpVg1V2 -kP1ifLEgDA1M4GovpfxSr2BnAk/yvPlmFhpYcDH84Texbhk7C2QTJacrxWiw -B9fmjrQg/RJ2e3isOKC4fQsNDtDoc3DIj0Z1B0j6werp91nE7ghV/vX9olfz -2B1hm+Il17NzFjsbbMQzfvsY09jZ0G3b5FGbo8buBHqh173RigFi6E7APjOV -LE3/bDBw4I11wLIyE63iQMQHfnBhqBo7F7pqU0ezGgbwfi5MZoveD458xft5 -0H9XHibaPYedBx/L8/Lvn13A7gwcQZtnxDC+R+UMI4MgWCqg3u8C3onVandL -an4uYNa3ckh5lZqfK2xNX2VO1lHdFeiN50OuLVHdDY6ne+wR2FL/4wbyIIUm -jk/9jzskVETK6xhUd4c14UbsrvAV5V+vIE0L +1:eJw1lQswVXkcxy8bQnk7D4mUpdQ2U6In5xcNbVFm0faYKDbbrtdIpeemVbSi +lNq8siqmxyWvzW5c74rr/drcXfLmiovkdd3rsZrzu/+ZM3c+873zPTOfOed7 +jDz8vzshz+FwwhauL7/sKWfadN/XK4kuMCw3MRrBxlcebL+I3MrkChKCp08F +I3cxtvpBXrvUw5D7mI+BrgLGOAp5gCkJWbv/cP995GGGob9Jnl2bgDzKiCe7 +ckP8HyGPMY/yk1uUd6YgTzAcTbuO5opnyFPMqQOMnGlaKvI0w3vJl9z0zkCW +MmkNu08MnsxCnmVW9R4xbj/6J/I8U1d49rpnSA7LwRzwe+d/9/TLv5HlICbb +oS9mOBdZHhz1eiX8Nh7yV/Di+KtTDl6FyIsgX94yQqeuCFkBhhVrr7nkFiMr +wvrxCz6J70qQlSCC3x1h31yKvBiMm9XUpmreICtDzd1SHx/xW2QVCDRX9PZV +LkNWBUf3Fo09quXIS+BcxKSSxwo+8lJI4scVSztlrAaXPu5Nsf9UgawO3Lk7 +lc0TlSyDBvwWavpG/LmK5SINiJTLdFo6Wo25JkwYrgyPPl6DuSYUpF+70RFc +i7kWaPU7zfrb1GGuBfpPEtStupFBG2wMp+4lytVjrg0m8imBsZnIoAOdtX4S +zu4GzHVA38omKc++EXNdiNHrcfWZa8JcFwabupxf7xMwXl+OIgGaGbtVuKot +zCbzhaNNgCIT6eDFbWX/v4KAZdPZlnbWH5iqL2cdAR4WGQ89+9uYuNiFs5WA +tF+r05Vut7N9dgQIni8x2zvWzvY5EwAjEQc5KzrZvmMEtIX4fc24d7J9PgRs +vEM/eM/tZPvOExCbp55bkNvF9oUSsETsu6gitZvtiyZAJUP47FphD9uXRECZ +UWnDje5eti+VgJxbChrzVX1s32sCzJbTcR1O/WzfOwLE+iaeB+P72b5GAsKt +3O/V+g+wfR0E/JKl8+1g2CDbJyJgRuzC7bYcYvumCUhXysnKyxtCfyRYXzos +H7nrE/ojYTzpDwu3H0fRHwn2Ge6nV5l8Rn8kXLcYTAy0GEN/JLwfV8hZFTqG +/kiorjyz84HFBPojodWwo0vedhL9kXCj+7iwfssU+iNBwP+1SZMjRn8kSDqF +RcpcMfojITj7YHmnrQT9kVCWeNVrY4ME/ZEw67LDo+InKfoj4UqlOMW5Vor+ +SNhb7T6QALPoj4RwoUFYpvkc+iNBtSWoLnZqFv2RcNnpwLh5xhz6I6Ho+WiK +aGQO/ZHwwrvdNLtuHv1RsFgY6WXQj33aFLhY3t/epjSP/iiIWe3pa87HvnUU +0LNRTy3ssW8rBXbnas5f1JtDfxQc6sn8Ly59Bv1REL15w6YdsTPojwLHgj0S +SnMG/VHQcqYhJr1Ygv4ouJ2TdkvUP43+KIDBf021q8TojwJecOJU3zMx+qPg +YTcE3RRPoj8KPFfnO4T5TqK/hftt0zEVDIyjPwriT7ut1CXH0R8FwvrDUQZZ +Y+iPgiczZk7l6/F5EVHw2C4gKebCKPqjYCIo+eUr6hP6o6FVWmFCEsPoj4bV +tqpHPFOG0B8Ngcom8aJ9IvRHw0z5YvljggH0R4OC96vKwvyP6I+GH0YOGNVv +xPfDmQb/oH/WaJUJ0R8NVRP3Zs5u7kN/NPB4AWElvB70R8OZkYtcw6Zu9EfD +IccoM9cq2ftLA/l7QOXghi70R0Opx8k7Bi64B6k0+GmqlsT/hXvwmobIQwXp +aq4d6I8GvkFOX2h1G/qj4bmxW73dRBv6o6FyW/hUmwHulYgGwdOIRy7iFvRH +g7ViY+P3PNw30ANv6aafdXcIcB/1YMzbp6snBPcSlkFnZbLUmivb12WgYFlW +ZhMv2199+OB6lCjrk+23PqjkX/W4/Ea238thcL5WaB0oy5dD8cpFEWI3WW4A +W+IDNGyl+D0oMoChx1Zv13yWfR8Moc4ommd7QpYbQu7j/b1bT9Yy/wODA1FM + "]]}, { Hue[0.37820393249936934`, 0.6, 0.6], Directive[ - PointSize[0.007333333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6]], LineBox[CompressedData[" -1:eJw10G1IE0AYwPE5nZtTtzm36aa2NBWFnJgxWEvuSTFThKapYEqF+NKHzCBT -bE0TtA8SqNQXgxTDLMENJc3KYkujfEmTDBq90tCyWabO+TbnKvbcwXH8+MNx -94QXVWSXMBkMBvm3/5/uNUYafmTHuPRSk9vvSJJcmMjykqA/kZvGxrq0tkC0 -hezGWy7FTgegv5MLS0ZH/xkB2kpa5QUXZ8p46CXS2qIQk0o/9ArhbapHLBNc -tI0I7YrbNZk+aDsJGVbr7nly0BskovRgH+eDN3qLjDyeK9KaWWgHOS819P40 -e6GdxNL7pNrFpHaRIY9TkKb0dPsqA7oCo2pYWibaA6qa56eH33qgmdDBLAjq -OUDtCZY2idx8n4H2glT7xEKJPzUL8k8ck3epXUa3vWG/OjE1/ugumg2ZRXPs -hJNONAem30+V9zbvoH3gsD55tt7gQHOh4YqtfXxrG+0Lg7+SwnNyqP1gg7WY -nde5hfaH5wPavU9XN9E8mEkZjZnXUfPBP8Hp5G5uuA0CMHB0uavJaJMAqr/w -J5PM69gDwDJUn3D8MtoUAOcyGu++stixCyHH+nqHrUWbhNBytjMiJZL2QIhU -Sv0cPWvYA6G5YlsTko4GERTL0use+tEuglsqWbLyjg27GETRnFJDOtokhto8 -7fXR7VXsEog8xJWtPEKbJMD++ia3M4v2IGhyTVTzxpaxBwF58FETJ/qDPRhe -VM6o2vMZ4O7BYNVBsOZaB3F3KcRlZ0R3q+j9UlhbNlfVZdD3yWBH+ptdNkLf -J4O8+mdHmly0h4Cgdf1zcSH9Xwgo+PqFkj76/1CIiIqdG5ykPRR8h6bKT/Pp -/MJA0aAszJfT+YbB2GxKf7+G9j3Q/W1g7UYT7XvAWpD10lZLuxz2scQV+gHa -5aAKW1x3jNuNfwEYcUnZ +1:eJw1lAs0lGkYx90ptxi+C4qpbbeZte0WZcX2PXuKbrTI6qaDdillo6jEyrp2 +1ymVLTmNxEYmKodBrEkuaxANI62KCmdLc5JbSHbqe773nDlzfuf/nf/3zm/e +9+FvD/UK1FBTUzui+nz6Zlc9M3fYTD0442eG5TZmNEnv1rEFwchdTAW/13mR +bxzyc6Y9GnZ6eqch9zGGsbchPu488iumxUtqXq7kciUj+f5A0so1GciDTMDw +9IP26UzkISbsTJlgRm428gjDeGdIfI7mIo8x13SLA6ISxMjjzJaXod3LWwqR +J5l70skldPNt5ClGcDtzXuF4EfI0Y/ouOCvMtYTlP9QgvuJqdNjaUmR1qD6d +uMX8aDmyBgjNbujKtCqRNaF3crr7pxlVyFoQ0G81peBLkbXBTRagHmB3D1kH +ZKu3rxAHVSPrgkGhLHJO3H1kPfhg3ZKzM7EGeQYcGspQdKbUIs+Ecs9BCSGp +Q9YHafpFi5cV9cgGYNfjxs9R/INsCG/9dqc6VzYgG8H+qrp9ExUyZGM4k2ck +8LjbyDLMgpm+iYJGeRPLVbPA8f2+2PZzzZibgON0oFNexQPMTcBbNihR8Fsw +N4XN1eKx/GLkKlPw3f3hY591K+Y8aNYOyvdIR67igW1aQOubSS43g3DfroOH +tz7E3AyaptJt3SXIYA4B75WbDjrLMTeH+Cc/rCyIlzNBn5YOAX5O9v36H+WM +vZ1q8Qi4sWd0r9d1fN6GANsKXpNbnJxp/LRsCXArz1gqONzGXLqoWo4E7JxI +utxchH2uBAiuuJfUZWLfBgKilt2J8Y/FPn8CRk9djTIYwb4QAlLqT4VEAPYd +IiBVHJl9th77klX7yXV4JVbln/tSCYgZyqHrtNvYPhEB5Fane/NV+/ncl09A +eHJhpN867CslgBqsn9fi3cb21RLQMxr6W44x9skJqOyQWqTysa+bgHdqNRdG +SnF/AwSYf2fvsaJOzvaNq/arlfS4Jhj7dEiYSMtNa0rEPh4Jyq+HfQKLsM+G +hFfKgY3r9HF/tiQM91sXdLly/kiQiyOcspuxz5UE7dqcksaj2LeBBOMd6TF/ +d2KfPwnjEb/mOhzHvhASBmOOtd7J5PyRID3fXcobwb5kEiazw99Wyzl/JFzJ +Shk3auH8kWCmmK0Rf4TzR4Kbn+JbE5N29EdCz8mEgkUFnD8S/P4Trl6m1o7+ +SDBIlEaLPNvRHwn9G2Ncy2rb0R8JtS4Zm7YpsW+chAurRETjsAL9UVBmoEnu +yOtAfxSUjKXHGwc+Qn8UZPwuKJu/6TH6o2Bh7i6f89u60B8Fhr3PBi7rdaM/ +CooOhO2Zv+QF+qPgR3H68g1a/eiPAr8au4s5+W/QnyrfnRVm9W4I/VHATxjN +K7g1if4oWB+40NZSpAmsPwoahPHnZO4GwPqjwLPVJscwhAesPwr6+Cc9dpXT +wPqjwOL1Xr8ooTWw/ijI6tNzfiK2Yfvkqrxrv0PKQhu2r5uCMOnoh33XLdm+ +AQqm0kTmi78yZ/vGKVizWpgSRBixfTo0qHfJLKxctdk+Hg2SpZ2WNcIp9EdD +RMHK2MqCYfRHQ0aCUFH8hxL90dDROeHYeLcf/dHQ4CuR8h8+R380LC8T8l3W +PUN/NDz1XfulRda/6I+GdD3hldLpR+iPhrzwwUs+L/H/TVa9r3fVmOYCBZ4/ +GvYGn3iiqYnnRUTDQIjDzdDNeF7yafBUE/lHRnH3lwY/cVindRvOg1oazuoU +22uexvkiV/0+HffeL7j51k1Dwl+NUtMt3P1Vvd8j70X7XO7+0iD7eG19pD4+ +DxawrUOyeCyRm58W0Nap/KZuCTc/LeG42Z6WX55y89cSljnctDkl4+avFchf +g/DgRi63AmMdl55ojmE2KI7kP/DS4PLZcOi9bpzoPjf/58DZURdp/hA3/+fA +rctDAts/udwaLE40RGoGcrk1eM0TJNhGtDD/AwXDOsw= "]]}}, {{ Directive[ - PointSize[0.007333333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.007333333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.007333333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.007333333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6]]}}, {{ Directive[ - PointSize[0.007333333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.007333333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.007333333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.007333333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[ 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}, {{ Directive[ - PointSize[0.007333333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.007333333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.007333333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.007333333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[ 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}}, {{}, \ -{}}}, {DisplayFunction -> Identity, GridLines -> {None, None}, - DisplayFunction -> Identity, DisplayFunction -> Identity, - DisplayFunction -> Identity, DisplayFunction -> Identity, AspectRatio -> +{}}}, {DisplayFunction -> Identity, DisplayFunction -> Identity, AspectRatio -> NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {True, True}, AxesLabel -> { FormBox["\[Beta]", TraditionalForm], FormBox["c", TraditionalForm]}, - AxesOrigin -> {0.026041666666666668`, -7.247677943637889}, - DisplayFunction :> Identity, Frame -> {{False, False}, {False, False}}, - FrameLabel -> {{None, None}, {None, None}}, FrameTicks -> {{ - Charting`ScaledTicks[{Log, Exp}], - Charting`ScaledFrameTicks[{Log, Exp}]}, {Automatic, Automatic}}, + AxesOrigin -> {0.026041666666666668`, 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]], Method -> { @@ -667,19 +744,18 @@ J4O8+mdHmly0h4Cgdf1zcSH9Xwgo+PqFkj76/1CIiIqdG5ykPRR8h6bKT/Pp "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Identity[#]& )[ Part[#, 1]], - (Exp[#]& )[ + (Identity[#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Identity[#]& )[ Part[#, 1]], - (Exp[#]& )[ + (Identity[#]& )[ Part[#, 2]]}& )}}, - PlotRange -> {{0.026041666666666668`, 7.9375}, {-7.247677943637889, - 2.04375882308395}}, PlotRangeClipping -> True, PlotRangePadding -> {{ + PlotRange -> {{0.026041666666666668`, 7.9375}, {0, 8.339578510366954}}, + PlotRangeClipping -> True, PlotRangePadding -> {{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.02], - Scaled[0.05]}}, Ticks -> {Automatic, - Charting`ScaledTicks[{Log, Exp}]}}],FormBox[ + Scaled[0.05]}}, Ticks -> {Automatic, Automatic}}],FormBox[ FormBox[ TemplateBox[{"\"4\"", "\"8\"", "\"16\"", "\"32\""}, "PointLegend", DisplayFunction -> (FormBox[ @@ -798,7 +874,7 @@ J4O8+mdHmly0h4Cgdf1zcSH9Xwgo+PqFkj76/1CIiIqdG5ykPRR8h6bKT/Pp RowBox[{ RowBox[{"Directive", "[", RowBox[{ - RowBox[{"PointSize", "[", "0.007333333333333334`", "]"}], + RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}], ",", InterpretationBox[ ButtonBox[ @@ -848,7 +924,7 @@ J4O8+mdHmly0h4Cgdf1zcSH9Xwgo+PqFkj76/1CIiIqdG5ykPRR8h6bKT/Pp ",", RowBox[{"Directive", "[", RowBox[{ - RowBox[{"PointSize", "[", "0.007333333333333334`", "]"}], + RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}], ",", InterpretationBox[ ButtonBox[ @@ -897,7 +973,7 @@ J4O8+mdHmly0h4Cgdf1zcSH9Xwgo+PqFkj76/1CIiIqdG5ykPRR8h6bKT/Pp ",", RowBox[{"Directive", "[", RowBox[{ - RowBox[{"PointSize", "[", "0.007333333333333334`", "]"}], + RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}], ",", InterpretationBox[ ButtonBox[ @@ -946,7 +1022,7 @@ J4O8+mdHmly0h4Cgdf1zcSH9Xwgo+PqFkj76/1CIiIqdG5ykPRR8h6bKT/Pp ",", RowBox[{"Directive", "[", RowBox[{ - RowBox[{"PointSize", "[", "0.007333333333333334`", "]"}], + RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}], ",", InterpretationBox[ ButtonBox[ @@ -1035,8 +1111,12 @@ J4O8+mdHmly0h4Cgdf1zcSH9Xwgo+PqFkj76/1CIiIqdG5ykPRR8h6bKT/Pp CellChangeTimes->{{3.785092602878302*^9, 3.785092616517268*^9}, 3.785096577230847*^9, 3.7850968664383497`*^9, 3.785096937576345*^9, 3.7850969781677723`*^9, {3.7850970291265383`*^9, 3.785097103141343*^9}, - 3.785097689598666*^9, 3.785097993154316*^9}, - CellLabel->"Out[80]=",ExpressionUUID->"af09ecb3-ddc0-48e8-8db3-bd235520a260"] + 3.785097689598666*^9, 3.785097993154316*^9, {3.785147180254513*^9, + 3.785147184887662*^9}, 3.785148350272798*^9, 3.785148407748137*^9, + 3.785155641807646*^9, 3.78516057785427*^9, {3.78516061589781*^9, + 3.785160636213768*^9}, {3.7851955466385*^9, 3.785195564298216*^9}, + 3.785195743427373*^9, {3.785234929285977*^9, 3.785234939945468*^9}}, + CellLabel->"Out[53]=",ExpressionUUID->"887d8a7f-ffb7-49e9-8666-850d5e9f7b70"] }, Open ]], Cell[BoxData[ @@ -1057,7 +1137,7 @@ Cell[BoxData[ RowBox[{"Select", "[", RowBox[{ RowBox[{ - RowBox[{"Length", "[", "#rs", "]"}], "\[Equal]", "1"}], "&"}], "]"}], + RowBox[{"Length", "[", "#rs", "]"}], "\[Equal]", "3"}], "&"}], "]"}], "[", "d", "]"}], "[", RowBox[{ RowBox[{"SortBy", "[", "\"\\"", "]"}], ",", @@ -1082,7 +1162,7 @@ Cell[BoxData[ RowBox[{"Select", "[", RowBox[{ RowBox[{ - RowBox[{"Length", "[", "#rs", "]"}], "\[Equal]", "1"}], "&"}], + RowBox[{"Length", "[", "#rs", "]"}], "\[Equal]", "3"}], "&"}], "]"}], "[", "d", "]"}], "[", RowBox[{ RowBox[{"SortBy", "[", "\"\\"", "]"}], ",", @@ -1094,5118 +1174,6036 @@ Cell[BoxData[ RowBox[{ RowBox[{"s", "[", "\[Beta]", "]"}], "-", RowBox[{"s", "[", "0", "]"}]}]}], "}"}]}]}], "]"}]}]], "Input", - CellChangeTimes->CompressedData[" -1:eJwdx1tIk2EAh/FlVq6TQ8owQt2gbWpa2URQG31SJptpm+UsvFCz+NLJdNnh -M9NFFNnpIhqCQRDG8DCFUnETvdCctRZzCtOklaJQKhN0Cn6Rae//vXj48YiL -DdqrQQKBIIYE0+XOSwMyPzO8/14BXMia4GBv4EI1bHXF1cMRF/8UuguGwweJ -1n7JAcixFSmwY02YBmtKPD7Ywk3/gOzjrhn4y83PQr2sdwGmOZ8tQcXWmoMf -ie2PbGKY2dMuheHTazIo1D7nYIairBqaNzbkQ0RJpzcWlkbkn4T2Io0Savhj -avjmfSZ15bPhLdwZq2+GqblHO2F+VXEXbAjU26Ar+KEd8t5yB2Qja6lme4gH -inSWUbg9/vQWB/HfZDa1zzwfBQuDnNEwMfn6LfhqveE2zLPtdcFDzZPUsSfe -1GW5n/l6bo8S6n+a+NAYPzNjt6zDhLY4oQhuvt4Nv+Qm70oiSmZ9VFOjVQzD -bkQehoaAwr1M1OpUHjh3s24cXltkJqCx9pNRdcLPjBulVfDUy9UzauK7lKiz -8EjJNzVMn7Nk059S/TlPTAwbpBpWvwdriJs71NugrzEpFDbFO/fBjqG7rJ74 -4sHvUnh81HoHXo4u46AyJ+RvHbHw4hQ1g+2+YiJW6rxUqahCdp/4YcVB/Q9W -ukS+ - "], - CellLabel-> - "In[102]:=",ExpressionUUID->"73943d9b-70f3-4562-ab84-3881106d7e0c"], + CellChangeTimes->{{3.7789395982861643`*^9, 3.778939619908908*^9}, { + 3.778939854728139*^9, 3.7789398586546297`*^9}, {3.7789399773686113`*^9, + 3.778939999774879*^9}, {3.7789411101988287`*^9, 3.7789411130856533`*^9}, { + 3.778941395512753*^9, 3.7789414083114843`*^9}, {3.778942694512266*^9, + 3.778942703014851*^9}, {3.778942741641651*^9, 3.778942751775256*^9}, { + 3.7789428058173122`*^9, 3.7789428523995647`*^9}, {3.778943187875391*^9, + 3.77894324576644*^9}, {3.778943285428623*^9, 3.7789432957461042`*^9}, { + 3.778943948416264*^9, 3.778943955350131*^9}, {3.778945351968577*^9, + 3.778945366678117*^9}, {3.7789455147531023`*^9, 3.778945522543179*^9}, { + 3.778945625530312*^9, 3.778945626271682*^9}, {3.77894631549328*^9, + 3.7789463713801317`*^9}, {3.77894645747891*^9, 3.778946467076702*^9}, { + 3.778946500310863*^9, 3.778946508156835*^9}, {3.778946603432369*^9, + 3.7789466039412117`*^9}, {3.778946688272654*^9, 3.7789467011981277`*^9}, { + 3.778947082130496*^9, 3.77894708246411*^9}, {3.778947327299528*^9, + 3.77894733428154*^9}, {3.7789480192879877`*^9, 3.7789480287495823`*^9}, { + 3.778948696460002*^9, 3.778948702801771*^9}, {3.779561950673196*^9, + 3.7795619684157467`*^9}, {3.779624900027151*^9, 3.779624933210191*^9}, { + 3.779625033364646*^9, 3.7796250608749*^9}, {3.779700825728978*^9, + 3.779700830902726*^9}, {3.77970100539386*^9, 3.7797010329515467`*^9}, { + 3.780087409654594*^9, 3.780087426323159*^9}, {3.780087475983143*^9, + 3.7800874820602293`*^9}, {3.784987542234185*^9, 3.784987553201518*^9}, { + 3.784989231642853*^9, 3.7849892409759083`*^9}, {3.784989278762228*^9, + 3.784989301215852*^9}, {3.7850009063397427`*^9, 3.785000910064721*^9}, { + 3.785000998873588*^9, 3.785001002344726*^9}, {3.7850010816751537`*^9, + 3.785001126286821*^9}, {3.7850570918677588`*^9, 3.785057111234809*^9}, { + 3.785057221400536*^9, 3.785057227347699*^9}, {3.785097176259673*^9, + 3.7850971829791718`*^9}, {3.7850980136689787`*^9, 3.785098014666924*^9}, { + 3.7850995795019712`*^9, 3.785099582185998*^9}, 3.785147196262929*^9, + 3.7851473167717247`*^9}, + CellLabel->"In[54]:=",ExpressionUUID->"73943d9b-70f3-4562-ab84-3881106d7e0c"], Cell[BoxData[ TemplateBox[{GraphicsBox[{{{{{Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{0.1875, -0.0009654644416676634}, { - 0.1875, -0.0009314145650554386}}], + LineBox[{{0.1875, -0.0009910653410196391}, { + 0.1875, -0.0009565696606750704}}], - LineBox[{{0.1875, -0.0009314145650554386}, { - 0.1875, -0.0008973646884432139}}]}}, {Antialiasing -> False, + LineBox[{{0.1875, -0.0009565696606750704}, { + 0.1875, -0.0009220739803305017}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{0.3125, -0.0023565783909435204`}, { - 0.3125, -0.002294846015613623}}], + LineBox[{{0.3125, -0.0023842899723547787`}, { + 0.3125, -0.002322275734490219}}], - LineBox[{{0.3125, -0.002294846015613623}, { - 0.3125, -0.0022331136402837255`}}]}}, {Antialiasing -> False, + LineBox[{{0.3125, -0.002322275734490219}, { + 0.3125, -0.0022602614966256594`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{0.4375, -0.004131179733445812}, { - 0.4375, -0.004039104412412183}}], + LineBox[{{0.4375, -0.00416456062228202}, { + 0.4375, -0.004072215583774779}}], - LineBox[{{0.4375, -0.004039104412412183}, { - 0.4375, -0.003947029091378554}}]}}, {Antialiasing -> False, + LineBox[{{0.4375, -0.004072215583774779}, { + 0.4375, -0.0039798705452675385`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{0.5625, -0.006263727050091654}, { - 0.5625, -0.006138617271401995}}], + LineBox[{{0.5625, -0.006315731371934172}, { + 0.5625, -0.0061901771437973055`}}], - LineBox[{{0.5625, -0.006138617271401995}, { - 0.5625, -0.006013507492712337}}]}}, {Antialiasing -> False, + LineBox[{{0.5625, -0.0061901771437973055`}, { + 0.5625, -0.006064622915660439}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{0.6875, -0.008759042488123434}, { - 0.6875, -0.008598132404877737}}], + LineBox[{{0.6875, -0.008785917886470061}, { + 0.6875, -0.008624974609931474}}], - LineBox[{{0.6875, -0.008598132404877737}, { - 0.6875, -0.00843722232163204}}]}}, {Antialiasing -> False, + LineBox[{{0.6875, -0.008624974609931474}, { + 0.6875, -0.008464031333392887}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{0.8125, -0.011570159063962951`}, { - 0.8125, -0.011371367546459642`}}], + LineBox[{{0.8125, -0.011582166549151701`}, { + 0.8125, -0.011383525898817174`}}], - LineBox[{{0.8125, -0.011371367546459642`}, { - 0.8125, -0.011172576028956332`}}]}}, {Antialiasing -> False, + LineBox[{{0.8125, -0.011383525898817174`}, { + 0.8125, -0.011184885248482646`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{0.9375, -0.014667263977007903`}, { - 0.9375, -0.014428847740376075`}}], + LineBox[{{0.9375, -0.014756087517480119`}, { + 0.9375, -0.014516915046353553`}}], - LineBox[{{0.9375, -0.014428847740376075`}, { - 0.9375, -0.014190431503744246`}}]}}, {Antialiasing -> False, + LineBox[{{0.9375, -0.014516915046353553`}, { + 0.9375, -0.014277742575226987`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.0625, -0.018112015630276448`}, { - 1.0625, -0.017831517144649686`}}], + LineBox[{{1.0625, -0.01810702687557916}, { + 1.0625, -0.01782692370874262}}], - LineBox[{{1.0625, -0.017831517144649686`}, { - 1.0625, -0.017551018659022925`}}]}}, {Antialiasing -> False, + LineBox[{{1.0625, -0.01782692370874262}, { + 1.0625, -0.017546820541906084`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.1875, -0.021801215571212163`}, { - 1.1875, -0.021477434455957175`}}], + LineBox[{{1.1875, -0.021830302112459562`}, { + 1.1875, -0.021506497882347}}], - LineBox[{{1.1875, -0.021477434455957175`}, { - 1.1875, -0.021153653340702187`}}]}}, {Antialiasing -> False, + LineBox[{{1.1875, -0.021506497882347}, { + 1.1875, -0.02118269365223444}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.3125, -0.02580285180507594}, { - 1.3125, -0.025433800186979112`}}], + LineBox[{{1.3125, -0.025895508569870693`}, { + 1.3125, -0.025525775147230943`}}], - LineBox[{{1.3125, -0.025433800186979112`}, { - 1.3125, -0.025064748568882283`}}]}}, {Antialiasing -> False, + LineBox[{{1.3125, -0.025525775147230943`}, { + 1.3125, -0.025156041724591193`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.4375, -0.030142050212694258`}, { - 1.4375, -0.02972556959160223}}], + LineBox[{{1.4375, -0.030358720735137366`}, { + 1.4375, -0.02994038510068321}}], - LineBox[{{1.4375, -0.02972556959160223}, { - 1.4375, -0.0293090889705102}}]}}, {Antialiasing -> False, + LineBox[{{1.4375, -0.02994038510068321}, { + 1.4375, -0.029522049466229057`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.5625, -0.034751037826211674`}, { - 1.5625, -0.034285750747144364`}}], + LineBox[{{1.5625, -0.0350274610015463}, { + 1.5625, -0.03455992512759582}}], - LineBox[{{1.5625, -0.034285750747144364`}, { - 1.5625, -0.033820463668077054`}}]}}, {Antialiasing -> False, + LineBox[{{1.5625, -0.03455992512759582}, { + 1.5625, -0.03409238925364534}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.6875, -0.03968610540232879}, { - 1.6875, -0.039170090559266055`}}], + LineBox[{{1.6875, -0.040076244809229306`}, { + 1.6875, -0.0395571143993679}}], + + LineBox[{{1.6875, -0.0395571143993679}, { + 1.6875, -0.03903798398950649}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + LineBox[{{1.8125, -0.04535207591153204}, { + 1.8125, -0.044780526393492864`}}], - LineBox[{{1.6875, -0.039170090559266055`}, { - 1.6875, -0.03865407571620332}}]}}, {Antialiasing -> False, + LineBox[{{1.8125, -0.044780526393492864`}, { + 1.8125, -0.044208976875453686`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.8125, -0.04509103851766986}, { - 1.8125, -0.04452111490921132}}], + LineBox[{{1.9375, -0.051028509190376936`}, { + 1.9375, -0.050402071713372826`}}], - LineBox[{{1.8125, -0.04452111490921132}, { - 1.8125, -0.04395119130075278}}]}}, {Antialiasing -> False, + LineBox[{{1.9375, -0.050402071713372826`}, { + 1.9375, -0.049775634236368715`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.9375, -0.050741457250480876`}, { - 1.9375, -0.050116740757339476`}}], + LineBox[{{2.0625, -0.0569827746103692}, { + 2.0625, -0.05630022280305977}}], - LineBox[{{1.9375, -0.050116740757339476`}, { - 1.9375, -0.049492024264198076`}}]}}, {Antialiasing -> False, + LineBox[{{2.0625, -0.05630022280305977}, { + 2.0625, -0.05561767099575034}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.0625, -0.05670061650703859}, { - 2.0625, -0.056019601624823695`}}], + LineBox[{{2.1875, -0.063286616661163}, { + 2.1875, -0.062546097584007}}], - LineBox[{{2.0625, -0.056019601624823695`}, { - 2.0625, -0.0553385867426088}}]}}, {Antialiasing -> False, + LineBox[{{2.1875, -0.062546097584007}, { + 2.1875, -0.061805578506851006`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.1875, -0.06298475570098085}, { - 2.1875, -0.06224582520376109}}], + LineBox[{{2.3125, -0.06995678993489358}, { + 2.3125, -0.06915638275115747}}], - LineBox[{{2.1875, -0.06224582520376109}, { - 2.1875, -0.06150689470654133}}]}}, {Antialiasing -> False, + LineBox[{{2.3125, -0.06915638275115747}, { + 2.3125, -0.06835597556742136}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.3125, -0.06964252875106211}, { - 2.3125, -0.0688436974180053}}], + LineBox[{{2.4375, -0.07687642177064681}, { + 2.4375, -0.0760152572773419}}], - LineBox[{{2.3125, -0.0688436974180053}, { - 2.3125, -0.0680448660849485}}]}}, {Antialiasing -> False, + LineBox[{{2.4375, -0.0760152572773419}, { + 2.4375, -0.075154092784037}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.4375, -0.0765540894963374}, { - 2.4375, -0.07569445760483985}}], + LineBox[{{2.5625, -0.0840766620649977}, { + 2.5625, -0.08315358440711007}}], - LineBox[{{2.4375, -0.07569445760483985}, { - 2.4375, -0.07483482571334231}}]}}, {Antialiasing -> False, + LineBox[{{2.5625, -0.08315358440711007}, { + 2.5625, -0.08223050674922244}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.5625, -0.08378184968736117}, { - 2.5625, -0.08285997778528378}}], + LineBox[{{2.6875, -0.0916533631170924}, { + 2.6875, -0.09066645223377154}}], - LineBox[{{2.5625, -0.08285997778528378}, { - 2.5625, -0.0819381058832064}}]}}, {Antialiasing -> False, + LineBox[{{2.6875, -0.09066645223377154}, { + 2.6875, -0.08967954135045067}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.6875, -0.09126791038227029}, { - 2.6875, -0.09028285408294762}}], + LineBox[{{2.8125, -0.09941680511482812}, { + 2.8125, -0.09836571228059865}}], - LineBox[{{2.6875, -0.09028285408294762}, { - 2.6875, -0.08929779778362494}}]}}, {Antialiasing -> False, + LineBox[{{2.8125, -0.09836571228059865}, { + 2.8125, -0.09731461944636918}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.8125, -0.09901471735830095}, { - 2.8125, -0.09796549763517405}}], + LineBox[{{2.9375, -0.1074090390998897}, { + 2.9375, -0.1062930232194386}}], - LineBox[{{2.8125, -0.09796549763517405}, { - 2.8125, -0.09691627791204716}}]}}, {Antialiasing -> False, + LineBox[{{2.9375, -0.1062930232194386}, { + 2.9375, -0.10517700733898751`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.9375, -0.10708020132053951`}, { - 2.9375, -0.10596538254897471`}}], + LineBox[{{3.0625, -0.11540251382900713`}, { + 3.0625, -0.11422254645764526`}}], - LineBox[{{2.9375, -0.10596538254897471`}, { - 2.9375, -0.10485056377740991`}}]}}, {Antialiasing -> False, + LineBox[{{3.0625, -0.11422254645764526`}, { + 3.0625, -0.1130425790862834}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.0625, -0.11508517747340034`}, { - 3.0625, -0.1139062547889562}}], + LineBox[{{3.1875, -0.12351633270131727`}, { + 3.1875, -0.12227233437394167`}}], - LineBox[{{3.0625, -0.1139062547889562}, { - 3.0625, -0.11272733210451207`}}]}}, {Antialiasing -> False, + LineBox[{{3.1875, -0.12227233437394167`}, { + 3.1875, -0.12102833604656606`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.1875, -0.12320796626505207`}, { - 3.1875, -0.12196489144008014`}}], + LineBox[{{3.3125, -0.13157667758511807`}, { + 3.3125, -0.13026980907655425`}}], - LineBox[{{3.1875, -0.12196489144008014`}, { - 3.1875, -0.12072181661510822`}}]}}, {Antialiasing -> False, + LineBox[{{3.3125, -0.13026980907655425`}, { + 3.3125, -0.12896294056799043`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.3125, -0.1312667091683984}, { - 3.3125, -0.12996073202461011`}}], + LineBox[{{3.4375, -0.1398380217141315}, { + 3.4375, -0.1384674274035262}}], - LineBox[{{3.3125, -0.12996073202461011`}, { - 3.3125, -0.12865475488082184`}}]}}, {Antialiasing -> False, + LineBox[{{3.4375, -0.1384674274035262}, { + 3.4375, -0.13709683309292087`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.4375, -0.1394789267672459}, { - 3.4375, -0.13810954660120706`}}], + LineBox[{{3.5625, -0.1476892776827659}, { + 3.5625, -0.14625859935150376`}}], - LineBox[{{3.4375, -0.13810954660120706`}, { - 3.4375, -0.1367401664351682}}]}}, {Antialiasing -> False, + LineBox[{{3.5625, -0.14625859935150376`}, { + 3.5625, -0.1448279210202416}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.5625, -0.14750602051703227`}, { - 3.5625, -0.1460752104209384}}], + LineBox[{{3.6875, -0.15556402244565753`}, { + 3.6875, -0.15407349288526073`}}], - LineBox[{{3.5625, -0.1460752104209384}, { - 3.5625, -0.14464440032484455`}}]}}, {Antialiasing -> False, + LineBox[{{3.6875, -0.15407349288526073`}, { + 3.6875, -0.15258296332486393`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.6875, -0.15553732132498121`}, { - 3.6875, -0.1540455194793242}}], + LineBox[{{3.8125, -0.16319856874784142`}, { + 3.8125, -0.16165030500614125`}}], - LineBox[{{3.6875, -0.1540455194793242}, { - 3.6875, -0.1525537176336672}}]}}, {Antialiasing -> False, + LineBox[{{3.8125, -0.16165030500614125`}, { + 3.8125, -0.16010204126444108`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.8125, -0.16336856101522407`}, { - 3.8125, -0.16181763817575706`}}], + LineBox[{{3.9375, -0.1710404276345391}, { + 3.9375, -0.16943317649018125`}}], - LineBox[{{3.8125, -0.16181763817575706`}, { - 3.8125, -0.16026671533629006`}}]}}, {Antialiasing -> False, + LineBox[{{3.9375, -0.16943317649018125`}, { + 3.9375, -0.16782592534582338`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.9375, -0.1712253747749214}, { - 3.9375, -0.1696154527905747}}], + LineBox[{{4.0625, -0.17867933976997244`}, { + 4.0625, -0.1770148556209173}}], - LineBox[{{3.9375, -0.1696154527905747}, { - 3.9375, -0.168005530806228}}]}}, {Antialiasing -> False, + LineBox[{{4.0625, -0.1770148556209173}, { + 4.0625, -0.17535037147186214`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.0625, -0.17895406317256374`}, { - 4.0625, -0.17728634975295998`}}], + LineBox[{{4.1875, -0.18598252628354753`}, { + 4.1875, -0.18426344053326835`}}], - LineBox[{{4.0625, -0.17728634975295998`}, { - 4.0625, -0.17561863633335623`}}]}}, {Antialiasing -> False, + LineBox[{{4.1875, -0.18426344053326835`}, { + 4.1875, -0.18254435478298917`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.1875, -0.18623602714478177`}, { - 4.1875, -0.18451396727319486`}}], + LineBox[{{4.3125, -0.1929586857893383}, { + 4.3125, -0.19118747011849932`}}], - LineBox[{{4.1875, -0.18451396727319486`}, { - 4.1875, -0.18279190740160794`}}]}}, {Antialiasing -> False, + LineBox[{{4.3125, -0.19118747011849932`}, { + 4.3125, -0.18941625444766033`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.3125, -0.1932090426835144}, { - 4.3125, -0.19143496241883207`}}], - LineBox[{{4.3125, -0.19143496241883207`}, { - 4.3125, -0.18966088215414972`}}]}}, {Antialiasing -> False, + LineBox[{{4.4375, -0.19978060733397515`}, { + 4.4375, -0.19795840441695176`}}], + + LineBox[{{4.4375, -0.19795840441695176`}, { + 4.4375, -0.19613620149992836`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.4375, -0.19991051989023914`}, { - 4.4375, -0.19808640576080405`}}], + LineBox[{{4.5625, -0.20629533171549227`}, { + 4.5625, -0.20442436769331582`}}], - LineBox[{{4.4375, -0.19808640576080405`}, { - 4.4375, -0.19626229163136896`}}]}}, {Antialiasing -> False, + LineBox[{{4.5625, -0.20442436769331582`}, { + 4.5625, -0.20255340367113936`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.5625, -0.20651316563720887`}, { - 4.5625, -0.2046397001341356}}], + LineBox[{{4.6875, -0.21263565048714758`}, { + 4.6875, -0.21071713520820545`}}], - LineBox[{{4.5625, -0.2046397001341356}, { - 4.5625, -0.20276623463106233`}}]}}, {Antialiasing -> False, + LineBox[{{4.6875, -0.21071713520820545`}, { + 4.6875, -0.20879861992926332`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.6875, -0.21284344435931477`}, { - 4.6875, -0.21092256233884354`}}], + LineBox[{{4.8125, -0.218804302132651}, { + 4.8125, -0.21683940581112632`}}], - LineBox[{{4.6875, -0.21092256233884354`}, { - 4.6875, -0.20900168031837232`}}]}}, {Antialiasing -> False, + LineBox[{{4.8125, -0.21683940581112632`}, { + 4.8125, -0.21487450948960163`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.8125, -0.218901501026116}, { - 4.8125, -0.21693510361867663`}}], + LineBox[{{4.9375, -0.22469172370555646`}, { + 4.9375, -0.22268240806978143`}}], - LineBox[{{4.8125, -0.21693510361867663`}, { - 4.8125, -0.21496870621123726`}}]}}, {Antialiasing -> False, + LineBox[{{4.9375, -0.22268240806978143`}, { + 4.9375, -0.2206730924340064}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.9375, -0.22477044822146786`}, { - 4.9375, -0.2227598004134182}}], + LineBox[{{5.0625, -0.23033401724020985`}, { + 5.0625, -0.22828195574710655`}}], - LineBox[{{4.9375, -0.2227598004134182}, { - 4.9375, -0.22074915260536854`}}]}}, {Antialiasing -> False, + LineBox[{{5.0625, -0.22828195574710655`}, { + 5.0625, -0.22622989425400325`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.0625, -0.2304934106359417}, { - 5.0625, -0.22843944772428304`}}], + LineBox[{{5.1875, -0.23589125066105834`}, { + 5.1875, -0.23379691366659447`}}], - LineBox[{{5.0625, -0.22843944772428304`}, { - 5.0625, -0.22638548481262438`}}]}}, {Antialiasing -> False, + LineBox[{{5.1875, -0.23379691366659447`}, { + 5.1875, -0.2317025766721306}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.1875, -0.2360480415590296}, { - 5.1875, -0.23395186055161135`}}], - LineBox[{{5.1875, -0.23395186055161135`}, { - 5.1875, -0.23185567954419312`}}]}}, {Antialiasing -> False, + LineBox[{{5.3125, -0.24106978344336324`}, { + 5.3125, -0.23893584081541308`}}], + + LineBox[{{5.3125, -0.23893584081541308`}, { + 5.3125, -0.23680189818746292`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.3125, -0.24139531992183874`}, { - 5.3125, -0.23925830522972039`}}], + LineBox[{{5.4375, -0.24610741174410478`}, { + 5.4375, -0.24393473095365278`}}], - LineBox[{{5.3125, -0.23925830522972039`}, { - 5.3125, -0.23712129053760203`}}]}}, {Antialiasing -> False, + LineBox[{{5.4375, -0.24393473095365278`}, { + 5.4375, -0.2417620501632008}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.4375, -0.24645040655846964`}, { - 5.4375, -0.24427457663037846`}}], + LineBox[{{5.50625, -0.24662092939845204`}, { + 5.50625, -0.24441076019301944`}}], - LineBox[{{5.4375, -0.24427457663037846`}, { - 5.4375, -0.2420987467022873}}]}}, {Antialiasing -> False, + LineBox[{{5.50625, -0.24441076019301944`}, { + 5.50625, -0.24220059098758684`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.5625, -0.2513206834963069}, { - 5.5625, -0.24910724018562472`}}], + LineBox[{{5.518750000000001, -0.24716663701620303`}, { + 5.518750000000001, -0.24491718594798406`}}], - LineBox[{{5.5625, -0.24910724018562472`}, { - 5.5625, -0.24689379687494253`}}]}}, {Antialiasing -> False, + LineBox[{{5.518750000000001, -0.24491718594798406`}, { + 5.518750000000001, -0.2426677348797651}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.6875, -0.2561263103046662}, { - 5.6875, -0.253875543015174}}], + LineBox[{{5.53125, -0.24769952137669804`}, { + 5.53125, -0.24541223684666205`}}], - LineBox[{{5.6875, -0.253875543015174}, { - 5.6875, -0.2516247757256818}}]}}, {Antialiasing -> False, + LineBox[{{5.53125, -0.24541223684666205`}, { + 5.53125, -0.24312495231662606`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.8125, -0.2606775268367977}, { - 5.8125, -0.2583911877592093}}], + LineBox[{{5.543749999999999, -0.24821535470943643`}, { + 5.543749999999999, -0.24589191672166036`}}], + LineBox[{{5.543749999999999, -0.24589191672166036`}, { + 5.543749999999999, -0.2435684787338843}}]}}, { + Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{5.55625, -0.2487183284163896}, { + 5.55625, -0.24636006187840348`}}], - LineBox[{{5.8125, -0.2583911877592093}, { - 5.8125, -0.25610484868162087`}}]}}, {Antialiasing -> False, + LineBox[{{5.55625, -0.24636006187840348`}, { + 5.55625, -0.24400179534041735`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.9375, -0.2651278000063875}, { - 5.9375, -0.2628064601348505}}], + LineBox[{{5.56875, -0.24917531765046905`}, { + 5.56875, -0.2467857487615319}}], - LineBox[{{5.9375, -0.2628064601348505}, { - 5.9375, -0.26048512026331344`}}]}}, {Antialiasing -> False, + LineBox[{{5.56875, -0.2467857487615319}, { + 5.56875, -0.24439617987259474`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{6.0625, -0.2693406160449049}, { - 6.0625, -0.2669859162251781}}], + LineBox[{{5.581250000000001, -0.2496745400328291}, { + 5.581250000000001, -0.2472511398409277}}], - LineBox[{{6.0625, -0.2669859162251781}, { - 6.0625, -0.2646312164054513}}]}}, {Antialiasing -> False, + LineBox[{{5.581250000000001, -0.2472511398409277}, { + 5.581250000000001, -0.2448277396490263}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{6.1875, -0.2734717702155335}, { - 6.1875, -0.27108413815857946`}}], + LineBox[{{5.59375, -0.25018802406720925`}, { + 5.59375, -0.24773020929585657`}}], - LineBox[{{6.1875, -0.27108413815857946`}, { - 6.1875, -0.26869650610162543`}}]}}, {Antialiasing -> False, + LineBox[{{5.59375, -0.24773020929585657`}, { + 5.59375, -0.24527239452450386`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{6.3125, -0.2773988857788726}, { - 6.3125, -0.2749797243088595}}], + LineBox[{{5.606249999999999, -0.2506895668771721}, { + 5.606249999999999, -0.24819849693278997`}}], - LineBox[{{6.3125, -0.2749797243088595}, { - 6.3125, -0.27256056283884633`}}]}}, {Antialiasing -> False, + LineBox[{{5.606249999999999, -0.24819849693278997`}, { + 5.606249999999999, -0.24570742698840786`}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{6.4375, -0.28131512391614427`}, { - 6.4375, -0.2788643088952414}}], + LineBox[{{5.61875, -0.2511754512069483}, { + 5.61875, -0.24865248808978774`}}], - LineBox[{{6.4375, -0.2788643088952414}, { - 6.4375, -0.2764134938743385}}]}}, {Antialiasing -> False, + LineBox[{{5.61875, -0.24865248808978774`}, { + 5.61875, -0.24612952497262716`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{6.5625, -0.2850451488040371}, { - 6.5625, -0.2825639691996511}}], + LineBox[{{5.63125, -0.2516471898971679}, { + 5.63125, -0.2490935543124863}}], - LineBox[{{6.5625, -0.2825639691996511}, { - 6.5625, -0.2800827895952651}}]}}, {Antialiasing -> False, + LineBox[{{5.63125, -0.2490935543124863}, { + 5.63125, -0.24653991872780473`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{6.6875, -0.28858611363062453`}, { - 6.6875, -0.2860758925300194}}], + LineBox[{{5.643750000000001, -0.25214496342196596`}, { + 5.643750000000001, -0.2495592675670416}}], - LineBox[{{6.6875, -0.2860758925300194}, { - 6.6875, -0.2835656714294143}}]}}, {Antialiasing -> False, + LineBox[{{5.643750000000001, -0.2495592675670416}, { + 5.643750000000001, -0.24697357171211728`}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{6.8125, -0.2921450759122468}, { - 6.8125, -0.2896054625003281}}], + LineBox[{{5.65625, -0.25265312758472125`}, { + 5.65625, -0.2500350155226273}}], - LineBox[{{6.8125, -0.2896054625003281}, { - 6.8125, -0.2870658490884094}}]}}, {Antialiasing -> False, + LineBox[{{5.65625, -0.2500350155226273}, { + 5.65625, -0.24741690346053336`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{6.9375, -0.2955567683821342}, { - 6.9375, -0.29298877351692476`}}], + LineBox[{{5.668749999999999, -0.2531616478566512}, { + 5.668749999999999, -0.2505114028405567}}], - LineBox[{{6.9375, -0.29298877351692476`}, { - 6.9375, -0.29042077865171534`}}]}}, {Antialiasing -> False, + LineBox[{{5.668749999999999, -0.2505114028405567}, { + 5.668749999999999, -0.24786115782446216`}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{7.0625, -0.2988745672239271}, { - 7.0625, -0.2962787714882177}}], + LineBox[{{5.68125, -0.253670532858011}, { + 5.68125, -0.2509884278822936}}], - LineBox[{{7.0625, -0.2962787714882177}, { - 7.0625, -0.2936829757525083}}]}}, {Antialiasing -> False, + LineBox[{{5.68125, -0.2509884278822936}, { + 5.68125, -0.2483063229065762}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{7.1875, -0.30211577127583045`}, { - 7.1875, -0.2994926204405007}}], + LineBox[{{5.69375, -0.2541421843167854}, { + 5.69375, -0.25143080177156696`}}], - LineBox[{{7.1875, -0.2994926204405007}, { - 7.1875, -0.2968694696051709}}]}}, {Antialiasing -> False, + LineBox[{{5.69375, -0.25143080177156696`}, { + 5.69375, -0.24871941922634852`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{7.3125, -0.30534623066230154`}, { - 7.3125, -0.30269562663226157`}}], + LineBox[{{5.706250000000001, -0.25461038348691106`}, { + 5.706250000000001, -0.25187016887865804`}}], - LineBox[{{7.3125, -0.30269562663226157`}, { - 7.3125, -0.3000450226022216}}]}}, {Antialiasing -> False, + LineBox[{{5.706250000000001, -0.25187016887865804`}, { + 5.706250000000001, -0.24912995427040502`}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{7.4375, -0.30842183642642795`}, { - 7.4375, -0.3057449046714735}}], + LineBox[{{5.71875, -0.2551107933330462}, { + 5.71875, -0.2523400143289438}}], - LineBox[{{7.4375, -0.3057449046714735}, { - 7.4375, -0.3030679729165191}}]}}, {Antialiasing -> False, + LineBox[{{5.71875, -0.2523400143289438}, { + 5.71875, -0.2495692353248414}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{7.5625, -0.31151686447493027`}, { - 7.5625, -0.3088132582973021}}], + LineBox[{{5.731249999999999, -0.2556059127394357}, { + 5.731249999999999, -0.2528051394465234}}], - LineBox[{{7.5625, -0.3088132582973021}, { - 7.5625, -0.30610965211967395`}}]}}, {Antialiasing -> False, + LineBox[{{5.731249999999999, -0.2528051394465234}, { + 5.731249999999999, -0.25000436615361105`}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{7.6875, -0.3144613699295991}, { - 7.6875, -0.3117322038888153}}], + LineBox[{{5.74375, -0.2561346620858381}, { + 5.74375, -0.2533021245274513}}], - LineBox[{{7.6875, -0.3117322038888153}, { - 7.6875, -0.30900303784803146`}}]}}, {Antialiasing -> False, + LineBox[{{5.74375, -0.2533021245274513}, { + 5.74375, -0.2504695869690645}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{7.8125, -0.3173838803003679}, { - 7.8125, -0.3146291701556499}}], + LineBox[{{5.75625, -0.2566283646410201}, { + 5.75625, -0.2537664056386992}}], - LineBox[{{7.8125, -0.3146291701556499}, { - 7.8125, -0.3118744600109319}}]}}, {Antialiasing -> False, + LineBox[{{5.75625, -0.2537664056386992}, { + 5.75625, -0.25090444663637823`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{7.9375, -0.320228627438612}, { - 7.9375, -0.31744887961955764`}}], + LineBox[{{5.768750000000001, -0.25716385775176287`}, { + 5.768750000000001, -0.25427024369868617`}}], - LineBox[{{7.9375, -0.31744887961955764`}, { - 7.9375, -0.31466913180050327`}}]}}}, {{Antialiasing -> False, + LineBox[{{5.768750000000001, -0.25427024369868617`}, { + 5.768750000000001, -0.2513766296456095}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{0.1875, -0.0010646770169781073`}, { - 0.1875, -0.0010470647984759183`}}], + LineBox[{{5.78125, -0.2576679909463108}, { + 5.78125, -0.2547448087752334}}], - LineBox[{{0.1875, -0.0010470647984759183`}, { - 0.1875, -0.0010294525799737293`}}]}}, {Antialiasing -> False, + LineBox[{{5.78125, -0.2547448087752334}, { + 5.78125, -0.251821626604156}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{0.3125, -0.002614101159364552}, { - 0.3125, -0.0025821403039424963`}}], + LineBox[{{5.793749999999999, -0.25817563360930945`}, { + 5.793749999999999, -0.25522289976074053`}}], - LineBox[{{0.3125, -0.0025821403039424963`}, { - 0.3125, -0.0025501794485204405`}}]}}, {Antialiasing -> False, + LineBox[{{5.793749999999999, -0.25522289976074053`}, { + 5.793749999999999, -0.2522701659121716}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{0.4375, -0.004634821055451945}, { - 0.4375, -0.004586860812912463}}], + LineBox[{{5.8062499999999995`, -0.25865830649274774`}, { + 5.8062499999999995`, -0.2556776727806292}}], - LineBox[{{0.4375, -0.004586860812912463}, { - 0.4375, -0.004538900570372981}}]}}, {Antialiasing -> False, + LineBox[{{5.8062499999999995`, -0.2556776727806292}, { + 5.8062499999999995`, -0.25269703906851065`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{0.5625, -0.007091177631218837}, { - 0.5625, -0.00702569272196675}}], + LineBox[{{5.81875, -0.25913362777013965`}, { + 5.81875, -0.2561257020883072}}], - LineBox[{{0.5625, -0.00702569272196675}, { - 0.5625, -0.006960207812714663}}]}}, {Antialiasing -> False, + LineBox[{{5.81875, -0.2561257020883072}, { + 5.81875, -0.25311777640647476`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{0.6875, -0.009983103293506214}, { - 0.6875, -0.009898587756127925}}], + LineBox[{{5.831250000000001, -0.25959315964909035`}, { + 5.831250000000001, -0.25655901500515793`}}], - LineBox[{{0.6875, -0.009898587756127925}, { - 0.6875, -0.009814072218749635}}]}}, {Antialiasing -> False, + LineBox[{{5.831250000000001, -0.25655901500515793`}, { + 5.831250000000001, -0.2535248703612255}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{0.8125, -0.013211575247760787`}, { - 0.8125, -0.013107124368120542`}}], + LineBox[{{5.84375, -0.26008579195837794`}, { + 5.84375, -0.25702372090840697`}}], - LineBox[{{0.8125, -0.013107124368120542`}, { - 0.8125, -0.013002673488480297`}}]}}, {Antialiasing -> False, + LineBox[{{5.84375, -0.25702372090840697`}, { + 5.84375, -0.253961649858436}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{0.9375, -0.01678515294843445}, { - 0.9375, -0.016659760595707743`}}], + LineBox[{{5.856249999999999, -0.26052392106672145`}, { + 5.856249999999999, -0.2574371611290849}}], - LineBox[{{0.9375, -0.016659760595707743`}, { - 0.9375, -0.016534368242981035`}}]}}, {Antialiasing -> False, + LineBox[{{5.856249999999999, -0.2574371611290849}, { + 5.856249999999999, -0.2543504011914483}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.0625, -0.0206896567539686}, { - 1.0625, -0.020542390829974833`}}], + LineBox[{{5.86875, -0.26100218280447035`}, { + 5.86875, -0.2578886321933524}}], - LineBox[{{1.0625, -0.020542390829974833`}, { - 1.0625, -0.020395124905981065`}}]}}, {Antialiasing -> False, + LineBox[{{5.86875, -0.2578886321933524}, { + 5.86875, -0.25477508158223444`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.1875, -0.024867043081449762`}, { - 1.1875, -0.024697257994724}}], + LineBox[{{5.88125, -0.2614791284786199}, { + 5.88125, -0.2583390227281409}}], - LineBox[{{1.1875, -0.024697257994724}, { - 1.1875, -0.02452747290799824}}]}}, {Antialiasing -> False, + LineBox[{{5.88125, -0.2583390227281409}, { + 5.88125, -0.2551989169776619}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.3125, -0.02928734758943523}, { - 1.3125, -0.02909450616971826}}], + LineBox[{{5.893750000000001, -0.2619359550780789}, { + 5.893750000000001, -0.2587705601077632}}], - LineBox[{{1.3125, -0.02909450616971826}, { - 1.3125, -0.028901664750001287`}}]}}, {Antialiasing -> False, + LineBox[{{5.893750000000001, -0.2587705601077632}, { + 5.893750000000001, -0.2556051651374476}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.4375, -0.03398270894792326}, { - 1.4375, -0.03376609096580781}}], + LineBox[{{5.90625, -0.26240597605418703`}, { + 5.90625, -0.25921470831468385`}}], - LineBox[{{1.4375, -0.03376609096580781}, { - 1.4375, -0.033549472983692354`}}]}}, {Antialiasing -> False, + LineBox[{{5.90625, -0.25921470831468385`}, { + 5.90625, -0.25602344057518067`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.5625, -0.03880670844517437}, { - 1.5625, -0.038566259572500414`}}], + LineBox[{{5.918749999999999, -0.2628623211372758}, { + 5.918749999999999, -0.25964607123493133`}}], - LineBox[{{1.5625, -0.038566259572500414`}, { - 1.5625, -0.038325810699826456`}}]}}, {Antialiasing -> False, + LineBox[{{5.918749999999999, -0.25964607123493133`}, { + 5.918749999999999, -0.25642982133258685`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.6875, -0.043883015035391056`}, { - 1.6875, -0.043618053660332376`}}], + LineBox[{{5.93125, -0.2633216133968466}, { + 5.93125, -0.2600803543393392}}], - LineBox[{{1.6875, -0.043618053660332376`}, { - 1.6875, -0.043353092285273696`}}]}}, {Antialiasing -> False, + LineBox[{{5.93125, -0.2600803543393392}, { + 5.93125, -0.25683909528183174`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + LineBox[{{5.94375, -0.2637449983976688}, { + 5.94375, -0.26048079859176027`}}], + + LineBox[{{5.94375, -0.26048079859176027`}, { + 5.94375, -0.25721659878585174`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.8125, -0.04909089940664003}, { - 1.8125, -0.04880128456773191}}], + LineBox[{{5.956250000000001, -0.26421110104846196`}, { + 5.956250000000001, -0.26092177361509594`}}], - LineBox[{{1.8125, -0.04880128456773191}, { - 1.8125, -0.04851166972882379}}]}}, {Antialiasing -> False, + LineBox[{{5.956250000000001, -0.26092177361509594`}, { + 5.956250000000001, -0.2576324461817299}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.9375, -0.05447737583554991}, { - 1.9375, -0.05416271838967088}}], + LineBox[{{5.96875, -0.26467375239502583`}, { + 5.96875, -0.26135961250883966`}}], - LineBox[{{1.9375, -0.05416271838967088}, { - 1.9375, -0.053848060943791846`}}]}}, {Antialiasing -> False, + LineBox[{{5.96875, -0.26135961250883966`}, { + 5.96875, -0.2580454726226535}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.0625, -0.05999115556943682}, { - 2.0625, -0.059651273118736664`}}], + LineBox[{{5.981249999999999, -0.2651253091545065}, { + 5.981249999999999, -0.2617870720860101}}], - LineBox[{{2.0625, -0.059651273118736664`}, { - 2.0625, -0.05931139066803651}}]}}, {Antialiasing -> False, + LineBox[{{5.981249999999999, -0.2617870720860101}, { + 5.981249999999999, -0.2584488350175137}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.1875, -0.06571177406859163}, { - 2.1875, -0.06534612223605278}}], + LineBox[{{5.99375, -0.2655730335700922}, { + 5.99375, -0.26221101829574817`}}], - LineBox[{{2.1875, -0.06534612223605278}, { - 2.1875, -0.06498047040351393}}]}}, {Antialiasing -> False, + LineBox[{{5.99375, -0.26221101829574817`}, { + 5.99375, -0.2588490030214041}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.3125, -0.07155844209979488}, { - 2.3125, -0.07116682171572541}}], + LineBox[{{6.0062500000000005`, -0.2659986285464018}, { + 6.0062500000000005`, -0.26261411168624504`}}], - LineBox[{{2.3125, -0.07116682171572541}, { - 2.3125, -0.07077520133165595}}]}}, {Antialiasing -> False, + LineBox[{{6.0062500000000005`, -0.26261411168624504`}, { + 6.0062500000000005`, -0.25922959482608826`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.4375, -0.07769401544010893}, { - 2.4375, -0.07727553970124333}}], + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{6.018750000000001, -0.2664383075867695}, { + 6.018750000000001, -0.2630306476734467}}], - LineBox[{{2.4375, -0.07727553970124333}, { - 2.4375, -0.07685706396237774}}]}}, {Antialiasing -> False, + LineBox[{{6.018750000000001, -0.2630306476734467}, { + 6.018750000000001, -0.2596229877601239}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.5625, -0.08388479397346611}, { - 2.5625, -0.08343956399376679}}], + LineBox[{{6.03125, -0.26687879084425453`}, { + 6.03125, -0.26344804873871663`}}], - LineBox[{{2.5625, -0.08343956399376679}, { - 2.5625, -0.08299433401406746}}]}}, {Antialiasing -> False, + LineBox[{{6.03125, -0.26344804873871663`}, { + 6.03125, -0.26001730663317874`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.6875, -0.09029656752077866}, { - 2.6875, -0.08982397885237967}}], + LineBox[{{6.043749999999999, -0.26733877017282226`}, { + 6.043749999999999, -0.26388403441293307`}}], - LineBox[{{2.6875, -0.08982397885237967}, { - 2.6875, -0.08935139018398067}}]}}, {Antialiasing -> False, + LineBox[{{6.043749999999999, -0.26388403441293307`}, { + 6.043749999999999, -0.2604292986530439}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.8125, -0.0969367077566655}, { - 2.8125, -0.09643614450888854}}], + LineBox[{{6.05625, -0.26776500092703764`}, { + 6.05625, -0.26428812718598627`}}], - LineBox[{{2.8125, -0.09643614450888854}, { - 2.8125, -0.09593558126111158}}]}}, {Antialiasing -> False, + LineBox[{{6.05625, -0.26428812718598627`}, { + 6.05625, -0.2608112534449349}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.9375, -0.10384340842368923`}, { - 2.9375, -0.10331412334876777`}}], + LineBox[{{6.06875, -0.26820369506820363`}, { + 6.06875, -0.26470413113875385`}}], - LineBox[{{2.9375, -0.10331412334876777`}, { - 2.9375, -0.10278483827384631`}}]}}, {Antialiasing -> False, + LineBox[{{6.06875, -0.26470413113875385`}, { + 6.06875, -0.2612045672093041}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.0625, -0.11098856143562126`}, { - 3.0625, -0.11042994387508605`}}], + LineBox[{{6.081250000000001, -0.26864910182454854`}, { + 6.081250000000001, -0.2651265980937121}}], - LineBox[{{3.0625, -0.11042994387508605`}, { - 3.0625, -0.10987132631455084`}}]}}, {Antialiasing -> False, + LineBox[{{6.081250000000001, -0.2651265980937121}, { + 6.081250000000001, -0.2616040943628756}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.1875, -0.11854230649255487`}, { - 3.1875, -0.11795311266626517`}}], + LineBox[{{6.09375, -0.26906365942965144`}, { + 6.09375, -0.26551988854167924`}}], - LineBox[{{3.1875, -0.11795311266626517`}, { - 3.1875, -0.11736391883997546`}}]}}, {Antialiasing -> False, + LineBox[{{6.09375, -0.26551988854167924`}, { + 6.09375, -0.26197611765370704`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.3125, -0.12642317497025224`}, { - 3.3125, -0.12580253249688814`}}], + LineBox[{{6.106249999999999, -0.26948970418014345`}, { + 6.106249999999999, -0.26592416064150626`}}], - LineBox[{{3.3125, -0.12580253249688814`}, { - 3.3125, -0.12518189002352403`}}]}}, {Antialiasing -> False, + LineBox[{{6.106249999999999, -0.26592416064150626`}, { + 6.106249999999999, -0.26235861710286906`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.4375, -0.13493930188715125`}, { - 3.4375, -0.13428523125941788`}}], + LineBox[{{6.11875, -0.26990374253625515`}, { + 6.11875, -0.2663171187652633}}], - LineBox[{{3.4375, -0.13428523125941788`}, { - 3.4375, -0.1336311606316845}}]}}, {Antialiasing -> False, + LineBox[{{6.11875, -0.2663171187652633}, { + 6.11875, -0.2627304949942715}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.5625, -0.1440299147321319}, { - 3.5625, -0.14334078190102553`}}], + LineBox[{{6.1312500000000005`, -0.2703380497056534}, { + 6.1312500000000005`, -0.26672939785432714`}}], - LineBox[{{3.5625, -0.14334078190102553`}, { - 3.5625, -0.14265164906991917`}}]}}, {Antialiasing -> False, + LineBox[{{6.1312500000000005`, -0.26672939785432714`}, { + 6.1312500000000005`, -0.2631207460030009}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.6875, -0.15362698746627249`}, { - 3.6875, -0.15290149698559521`}}], + LineBox[{{6.143750000000001, -0.27076395082768917`}, { + 6.143750000000001, -0.2671337786289157}}], - LineBox[{{3.6875, -0.15290149698559521`}, { - 3.6875, -0.15217600650491794`}}]}}, {Antialiasing -> False, + LineBox[{{6.143750000000001, -0.2671337786289157}, { + 6.143750000000001, -0.2635036064301422}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.8125, -0.16393220870345648`}, { - 3.8125, -0.16316842484074517`}}], + LineBox[{{6.15625, -0.271210449315088}, { + 6.15625, -0.2675578031031029}}], - LineBox[{{3.8125, -0.16316842484074517`}, { - 3.8125, -0.16240464097803387`}}]}}, {Antialiasing -> False, + LineBox[{{6.15625, -0.2675578031031029}, { + 6.15625, -0.2639051568911178}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.9375, -0.17497451808369302`}, { - 3.9375, -0.17417052715525028`}}], + LineBox[{{6.168749999999999, -0.27164503919697364`}, { + 6.168749999999999, -0.26797060135310496`}}], - LineBox[{{3.9375, -0.17417052715525028`}, { - 3.9375, -0.17336653622680753`}}]}}, {Antialiasing -> False, + LineBox[{{6.168749999999999, -0.26797060135310496`}, { + 6.168749999999999, -0.2642961635092363}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.0625, -0.18678689514012575`}, { - 4.0625, -0.1859407922700424}}], + LineBox[{{6.1812499999999995`, -0.2721043658346126}, { + 6.1812499999999995`, -0.2684069859108038}}], - LineBox[{{4.0625, -0.1859407922700424}, { - 4.0625, -0.18509468939995904`}}]}}, {Antialiasing -> False, + LineBox[{{6.1812499999999995`, -0.2684069859108038}, { + 6.1812499999999995`, -0.264709605986995}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.1875, -0.19933809636575545`}, { - 4.1875, -0.19844819763732074`}}], + LineBox[{{6.19375, -0.27252795590186557`}, { + 6.19375, -0.2688094960540253}}], - LineBox[{{4.1875, -0.19844819763732074`}, { - 4.1875, -0.19755829890888604`}}]}}, {Antialiasing -> False, + LineBox[{{6.19375, -0.2688094960540253}, { + 6.19375, -0.26509103620618507`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.3125, -0.21218579670582358`}, { - 4.3125, -0.21125193905823964`}}], + LineBox[{{6.206250000000001, -0.27296917573934765`}, { + 6.206250000000001, -0.2692288377676164}}], - LineBox[{{4.3125, -0.21125193905823964`}, { - 4.3125, -0.2103180814106557}}]}}, {Antialiasing -> False, + LineBox[{{6.206250000000001, -0.2692288377676164}, { + 6.206250000000001, -0.2654884997958852}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.4375, -0.22552844520378829`}, { - 4.4375, -0.22454980402071079`}}], + LineBox[{{6.21875, -0.2733909807147356}, { + 6.21875, -0.26962979978021445`}}], - LineBox[{{4.4375, -0.22454980402071079`}, { - 4.4375, -0.22357116283763329`}}]}}, {Antialiasing -> False, + LineBox[{{6.21875, -0.26962979978021445`}, { + 6.21875, -0.2658686188456933}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.5625, -0.23889288261057107`}, { - 4.5625, -0.23787012706754423`}}], + LineBox[{{6.231249999999999, -0.27380072933074046`}, { + 6.231249999999999, -0.2700193668104991}}], - LineBox[{{4.5625, -0.23787012706754423`}, { - 4.5625, -0.2368473715245174}}]}}, {Antialiasing -> False, + LineBox[{{6.231249999999999, -0.2700193668104991}, { + 6.231249999999999, -0.26623800429025773`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.6875, -0.25222138201058913`}, { - 4.6875, -0.25115527146018146`}}], + LineBox[{{6.24375, -0.27422743635311536`}, { + 6.24375, -0.2704251262722013}}], - LineBox[{{4.6875, -0.25115527146018146`}, { - 4.6875, -0.2500891609097738}}]}}, {Antialiasing -> False, + LineBox[{{6.24375, -0.2704251262722013}, { + 6.24375, -0.2666228161912872}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + LineBox[{{6.25625, -0.27463048790034644`}, { + 6.25625, -0.2708084533445067}}], + + LineBox[{{6.25625, -0.2708084533445067}, { + 6.25625, -0.26698641878866697`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.8125, -0.2651467494783945}, { - 4.8125, -0.2640390776266104}}], + LineBox[{{6.268750000000001, -0.27505205355061707`}, { + 6.268750000000001, -0.27120945347036524`}}], - LineBox[{{4.8125, -0.2640390776266104}, { - 4.8125, -0.26293140577482627`}}]}}, {Antialiasing -> False, + LineBox[{{6.268750000000001, -0.27120945347036524`}, { + 6.268750000000001, -0.2673668533901134}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.9375, -0.27751303822993767`}, { - 4.9375, -0.2763659422015989}}], + LineBox[{{6.28125, -0.2754435864213552}, { + 6.28125, -0.2715819419503502}}], - LineBox[{{4.9375, -0.2763659422015989}, { - 4.9375, -0.2752188461732601}}]}}, {Antialiasing -> False, + LineBox[{{6.28125, -0.2715819419503502}, { + 6.28125, -0.26772029747934517`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.0625, -0.28904910407568357`}, { - 5.0625, -0.2878654169340777}}], + LineBox[{{6.29375, -0.27586838242992556`}, { + 6.29375, -0.2719861388941528}}], - LineBox[{{5.0625, -0.2878654169340777}, { - 5.0625, -0.2866817297924718}}]}}, {Antialiasing -> False, + LineBox[{{6.29375, -0.2719861388941528}, { + 6.29375, -0.26810389535838003`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.1875, -0.2999477764935319}, { - 5.1875, -0.29872962659468766`}}], + LineBox[{{6.30625, -0.2763032631763956}, { + 6.30625, -0.27239999962482664`}}], - LineBox[{{5.1875, -0.29872962659468766`}, { - 5.1875, -0.29751147669584344`}}]}}, {Antialiasing -> False, + LineBox[{{6.30625, -0.27239999962482664`}, { + 6.30625, -0.2684967360732577}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.3125, -0.3101305468683112}, { - 5.3125, -0.3088802231614144}}], + LineBox[{{6.31875, -0.2767022341218069}, { + 6.31875, -0.27277974285980594`}}], - LineBox[{{5.3125, -0.3088802231614144}, { - 5.3125, -0.3076298994545176}}]}}, {Antialiasing -> False, + LineBox[{{6.31875, -0.27277974285980594`}, { + 6.31875, -0.268857251597805}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.4375, -0.3195568910476252}, { - 5.4375, -0.31827674295621866`}}], + LineBox[{{6.331250000000001, -0.2770901756380523}, { + 6.331250000000001, -0.2731490383776759}}], - LineBox[{{5.4375, -0.31827674295621866`}, { - 5.4375, -0.31699659486481213`}}]}}, {Antialiasing -> False, + LineBox[{{6.331250000000001, -0.2731490383776759}, { + 6.331250000000001, -0.2692079011172995}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.5625, -0.3282168104357855}, { - 5.5625, -0.326909172044104}}], + LineBox[{{6.34375, -0.2775038230935609}, { + 6.34375, -0.27354286041722764`}}], - LineBox[{{5.5625, -0.326909172044104}, { - 5.5625, -0.32560153365242256`}}]}}, {Antialiasing -> False, + LineBox[{{6.34375, -0.27354286041722764`}, { + 6.34375, -0.26958189774089436`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.6875, -0.33635630551944357`}, { - 5.6875, -0.33502272481981016`}}], + LineBox[{{6.356249999999999, -0.27790663619046657`}, { + 6.356249999999999, -0.2739264212770187}}], - LineBox[{{5.6875, -0.33502272481981016`}, { - 5.6875, -0.33368914412017675`}}]}}, {Antialiasing -> False, + LineBox[{{6.356249999999999, -0.2739264212770187}, { + 6.356249999999999, -0.26994620636357086`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.8125, -0.3437579778660552}, { - 5.8125, -0.34240066273569525`}}], + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.8125, -0.34240066273569525`}, { - 5.8125, -0.3410433476053353}}]}}, {Antialiasing -> False, + LineBox[{{6.36875, -0.27828665950839426`}, { + 6.36875, -0.2742883277446569}}], + + LineBox[{{6.36875, -0.2742883277446569}, { + 6.36875, -0.2702899959809195}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.9375, -0.35074292638038046`}, { - 5.9375, -0.34936307493024976`}}], + LineBox[{{6.38125, -0.2786590226452132}, { + 6.38125, -0.2746429814068165}}], - LineBox[{{5.9375, -0.34936307493024976`}, { - 5.9375, -0.34798322348011906`}}]}}, {Antialiasing -> False, + LineBox[{{6.38125, -0.2746429814068165}, { + 6.38125, -0.27062694016841976`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{6.0625, -0.35718664331504063`}, { - 6.0625, -0.35578584649156236`}}], + LineBox[{{6.393750000000001, -0.27904044662874794`}, { + 6.393750000000001, -0.2750063085055515}}], - LineBox[{{6.0625, -0.35578584649156236`}, { - 6.0625, -0.3543850496680841}}]}}, {Antialiasing -> False, + LineBox[{{6.393750000000001, -0.2750063085055515}, { + 6.393750000000001, -0.2709721703823551}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{6.1875, -0.36324829913678097`}, { - 6.1875, -0.3618276472602014}}], + LineBox[{{6.40625, -0.2794487150040786}, { + 6.40625, -0.27539525698593753`}}], - LineBox[{{6.1875, -0.3618276472602014}, { - 6.1875, -0.3604069953836218}}]}}, {Antialiasing -> False, + LineBox[{{6.40625, -0.27539525698593753`}, { + 6.40625, -0.2713417989677965}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{6.3125, -0.36885784232424323`}, { - 6.3125, -0.3674186579380262}}], + LineBox[{{6.418749999999999, -0.27980581884021516`}, { + 6.418749999999999, -0.275735500480061}}], - LineBox[{{6.3125, -0.3674186579380262}, { - 6.3125, -0.36597947355180915`}}]}}, {Antialiasing -> False, + LineBox[{{6.418749999999999, -0.275735500480061}, { + 6.418749999999999, -0.27166518211990687`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{6.43125, -0.2802341272310371}, { + 6.43125, -0.2761436400596967}}], + + LineBox[{{6.43125, -0.2761436400596967}, { + 6.43125, -0.27205315288835635`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{6.4437500000000005`, -0.280634258554646}, { + 6.4437500000000005`, -0.27652497877199894`}}], + + LineBox[{{6.4437500000000005`, -0.27652497877199894`}, { + 6.4437500000000005`, -0.27241569898935186`}}]}}, { + Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{6.456250000000001, -0.28103925699472326`}, { + 6.456250000000001, -0.27691100430139515`}}], + + LineBox[{{6.456250000000001, -0.27691100430139515`}, { + 6.456250000000001, -0.27278275160806703`}}]}}, { + Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{6.46875, -0.2814445733029116}, { + 6.46875, -0.2772973808306496}}], + + LineBox[{{6.46875, -0.2772973808306496}, { + 6.46875, -0.27315018835838756`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{6.481249999999999, -0.2818531251323596}, { + 6.481249999999999, -0.27768688994597746`}}], + + LineBox[{{6.481249999999999, -0.27768688994597746`}, { + 6.481249999999999, -0.2735206547595953}}]}}, { + Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + LineBox[{{6.4937499999999995`, -0.28223163335016166`}, { + 6.4937499999999995`, -0.2780477960604165}}], + + LineBox[{{6.4937499999999995`, -0.2780477960604165}, { + 6.4937499999999995`, -0.2738639587706714}}]}}, { + Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{6.5625, -0.2859221148646059}, { + 6.5625, -0.28172054694132814`}}], + + LineBox[{{6.5625, -0.28172054694132814`}, { + 6.5625, -0.2775189790180504}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{6.6875, -0.2895191488495331}, { + 6.6875, -0.28530003818031735`}}], + + LineBox[{{6.6875, -0.28530003818031735`}, { + 6.6875, -0.2810809275111016}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{6.8125, -0.29303313859687524`}, { + 6.8125, -0.28879663689734236`}}], + + LineBox[{{6.8125, -0.28879663689734236`}, { + 6.8125, -0.2845601351978095}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{6.9375, -0.2964319797758993}, { + 6.9375, -0.29217841154130414`}}], + + LineBox[{{6.9375, -0.29217841154130414`}, { + 6.9375, -0.287924843306709}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{7.0625, -0.2998277599893411}, { + 7.0625, -0.2955569018463819}}], + + LineBox[{{7.0625, -0.2955569018463819}, { + 7.0625, -0.2912860437034227}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{7.1875, -0.30317149251135145`}, { + 7.1875, -0.29888337459056447`}}], + + LineBox[{{7.1875, -0.29888337459056447`}, { + 7.1875, -0.2945952566697775}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{7.3125, -0.3062445591111001}, { + 7.3125, -0.3019403533340467}}], + + LineBox[{{7.3125, -0.3019403533340467}, { + 7.3125, -0.29763614755699325`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{7.4375, -0.3094003335965171}, { + 7.4375, -0.30507939097115777`}}], + + LineBox[{{7.4375, -0.30507939097115777`}, { + 7.4375, -0.30075844834579846`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{7.5625, -0.3124530942076848}, { + 7.5625, -0.3081157467768811}}], + + LineBox[{{7.5625, -0.3081157467768811}, { + 7.5625, -0.30377839934607737`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{7.6875, -0.31534025770498036`}, { + 7.6875, -0.3109871897500806}}], + + LineBox[{{7.6875, -0.3109871897500806}, { + 7.6875, -0.30663412179518085`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { + + LineBox[{{7.8125, -0.31821623593921156`}, { + 7.8125, -0.3138473101239477}}], + + LineBox[{{7.8125, -0.3138473101239477}, { + 7.8125, -0.3094783843086838}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{6.4375, -0.3742269881211902}, { - 6.4375, -0.3727699183451981}}], + LineBox[{{7.9375, -0.3210759653950506}, { + 7.9375, -0.31669107585440864`}}], - LineBox[{{6.4375, -0.3727699183451981}, { - 6.4375, -0.37131284856920604`}}]}}, {Antialiasing -> False, + LineBox[{{7.9375, -0.31669107585440864`}, { + 7.9375, -0.31230618631376666`}}]}}}, {{Antialiasing -> False, Directive[ RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.5625, -0.37936317104555467`}, { - 6.5625, -0.3778888468825782}}], + LineBox[{{0.1875, -0.0010742739391535305`}, { + 0.1875, -0.0010565852808900734`}}], - LineBox[{{6.5625, -0.3778888468825782}, { - 6.5625, -0.3764145227196017}}]}}, {Antialiasing -> False, + LineBox[{{0.1875, -0.0010565852808900734`}, { + 0.1875, -0.0010388966226266164`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.6875, -0.3843108156768971}, { - 6.6875, -0.38281972995234326`}}], + LineBox[{{0.3125, -0.0026491807039753764`}, { + 0.3125, -0.0026170024875651447`}}], - LineBox[{{6.6875, -0.38281972995234326`}, { - 6.6875, -0.3813286442277894}}]}}, {Antialiasing -> False, + LineBox[{{0.3125, -0.0026170024875651447`}, { + 0.3125, -0.002584824271154913}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.8125, -0.38899799805168833`}, { - 6.8125, -0.3874908912628434}}], + LineBox[{{0.4375, -0.0046942695552184294`}, { + 0.4375, -0.004646010133203832}}], - LineBox[{{6.8125, -0.3874908912628434}, { - 6.8125, -0.3859837844739985}}]}}, {Antialiasing -> False, + LineBox[{{0.4375, -0.004646010133203832}, { + 0.4375, -0.004597750711189235}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.9375, -0.3935423680465052}, { - 6.9375, -0.3920195947790928}}], + LineBox[{{0.5625, -0.007167446114200384}, { + 0.5625, -0.007101641890358259}}], - LineBox[{{6.9375, -0.3920195947790928}, { - 6.9375, -0.3904968215116804}}]}}, {Antialiasing -> False, + LineBox[{{0.5625, -0.007101641890358259}, { + 0.5625, -0.0070358376665161345`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.0625, -0.3978950073293014}, { - 7.0625, -0.3963570955098252}}], + LineBox[{{0.6875, -0.010029039623122644`}, { + 0.6875, -0.009944445934354005}}], - LineBox[{{7.0625, -0.3963570955098252}, { - 7.0625, -0.39481918369034896`}}]}}, {Antialiasing -> False, + LineBox[{{0.6875, -0.009944445934354005}, { + 0.6875, -0.009859852245585367}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.1875, -0.4020545170033472}, { - 7.1875, -0.4005020080559211}}], + LineBox[{{0.8125, -0.013263612980235002`}, { + 0.8125, -0.01315906603753734}}], - LineBox[{{7.1875, -0.4005020080559211}, { - 7.1875, -0.39894949910849503`}}]}}, {Antialiasing -> False, + LineBox[{{0.8125, -0.01315906603753734}, { + 0.8125, -0.013054519094839678`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.3125, -0.4061383201392875}, { - 7.3125, -0.4045713577699243}}], + LineBox[{{0.9375, -0.016810427622498594`}, { + 0.9375, -0.016685093425887358`}}], - LineBox[{{7.3125, -0.4045713577699243}, { - 7.3125, -0.4030043954005611}}]}}, {Antialiasing -> False, + LineBox[{{0.9375, -0.016685093425887358`}, { + 0.9375, -0.016559759229276123`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.4375, -0.410144472028287}, { - 7.4375, -0.40856321197541456`}}], + LineBox[{{1.0625, -0.020690407238244918`}, { + 1.0625, -0.020543313371577686`}}], - LineBox[{{7.4375, -0.40856321197541456`}, { - 7.4375, -0.4069819519225421}}]}}, {Antialiasing -> False, + LineBox[{{1.0625, -0.020543313371577686`}, { + 1.0625, -0.020396219504910454`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.5625, -0.4139995858293049}, { - 7.5625, -0.4124044476020874}}], + LineBox[{{1.1875, -0.024847413330762715`}, { + 1.1875, -0.02467787646275985}}], - LineBox[{{7.5625, -0.4124044476020874}, { - 7.5625, -0.41080930937486987`}}]}}, {Antialiasing -> False, + LineBox[{{1.1875, -0.02467787646275985}, { + 1.1875, -0.024508339594756984`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.6875, -0.4177705160914831}, { - 7.6875, -0.4161616888700682}}], + LineBox[{{1.3125, -0.029276911987570597`}, { + 1.3125, -0.029084245733441372`}}], - LineBox[{{7.6875, -0.4161616888700682}, { - 7.6875, -0.41455286164865335`}}]}}, {Antialiasing -> False, + LineBox[{{1.3125, -0.029084245733441372`}, { + 1.3125, -0.028891579479312146`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.8125, -0.4214461828553961}, { - 7.8125, -0.4198239007802489}}], + LineBox[{{1.4375, -0.03397031771004774}, { + 1.4375, -0.03375386476810286}}], - LineBox[{{7.8125, -0.4198239007802489}, { - 7.8125, -0.4182016187051017}}]}}, {Antialiasing -> False, + LineBox[{{1.4375, -0.03375386476810286}, { + 1.4375, -0.03353741182615798}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.9375, -0.4250744176448083}, { - 7.9375, -0.42343874729710995`}}], + LineBox[{{1.5625, -0.03879082078736954}, { + 1.5625, -0.03855053650562994}}], - LineBox[{{7.9375, -0.42343874729710995`}, { - 7.9375, -0.4218030769494116}}]}}}, {{Antialiasing -> False, + LineBox[{{1.5625, -0.03855053650562994}, { + 1.5625, -0.03831025222389033}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{0.1875, -0.0010981364183934497`}, { - 0.1875, -0.001089484649534594}}], + LineBox[{{1.6875, -0.04385766903265698}, { + 1.6875, -0.04359289913708303}}], - LineBox[{{0.1875, -0.001089484649534594}, { - 0.1875, -0.0010808328806757384`}}]}}, {Antialiasing -> False, + LineBox[{{1.6875, -0.04359289913708303}, { + 1.6875, -0.04332812924150908}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{0.3125, -0.0027013740104560326`}, { - 0.3125, -0.0026856713806337725`}}], + LineBox[{{1.8125, -0.04910518219698088}, { + 1.8125, -0.048815569174856514`}}], - LineBox[{{0.3125, -0.0026856713806337725`}, { - 0.3125, -0.0026699687508115123`}}]}}, {Antialiasing -> False, + LineBox[{{1.8125, -0.048815569174856514`}, { + 1.8125, -0.04852595615273215}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{0.4375, -0.00481264854659131}, { - 0.4375, -0.0047890230370258875`}}], + LineBox[{{1.9375, -0.05449462779009865}, { + 1.9375, -0.05417995921519893}}], - LineBox[{{0.4375, -0.0047890230370258875`}, { - 0.4375, -0.004765397527460465}}]}}, {Antialiasing -> False, + LineBox[{{1.9375, -0.05417995921519893}, { + 1.9375, -0.053865290640299206`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{0.5625, -0.007376760873475312}, { - 0.5625, -0.0073444740584353236`}}], + LineBox[{{2.0625, -0.060064853819655}, { + 2.0625, -0.059724720924017476`}}], - LineBox[{{0.5625, -0.0073444740584353236`}, { - 0.5625, -0.0073121872433953355`}}]}}, {Antialiasing -> False, + LineBox[{{2.0625, -0.059724720924017476`}, { + 2.0625, -0.05938458802837995}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{0.6875, -0.010358118067909379`}, { - 0.6875, -0.010316526154049911`}}], + LineBox[{{2.1875, -0.06573260362186673}, { + 2.1875, -0.06536694098110674}}], - LineBox[{{0.6875, -0.010316526154049911`}, { - 0.6875, -0.010274934240190443`}}]}}, {Antialiasing -> False, + LineBox[{{2.1875, -0.06536694098110674}, { + 2.1875, -0.06500127834034675}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{0.8125, -0.013729821066876317`}, { - 0.8125, -0.013678352972411352`}}], + LineBox[{{2.3125, -0.07161927054772828}, { + 2.3125, -0.07122747402274408}}], - LineBox[{{0.8125, -0.013678352972411352`}, { - 0.8125, -0.013626884877946388`}}]}}, {Antialiasing -> False, + LineBox[{{2.3125, -0.07122747402274408}, { + 2.3125, -0.07083567749775989}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{0.9375, -0.017467366285561076`}, { - 0.9375, -0.017405514907881843`}}], + LineBox[{{2.4375, -0.07758847772290565}, { + 2.4375, -0.0771705194575151}}], - LineBox[{{0.9375, -0.017405514907881843`}, { - 0.9375, -0.01734366353020261}}]}}, {Antialiasing -> False, + LineBox[{{2.4375, -0.0771705194575151}, { + 2.4375, -0.07675256119212455}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.0625, -0.021558577180940543`}, { - 1.0625, -0.021485866219989734`}}], + LineBox[{{2.5625, -0.08380188153751662}, { + 2.5625, -0.08335704617297429}}], - LineBox[{{1.0625, -0.021485866219989734`}, { - 1.0625, -0.021413155259038925`}}]}}, {Antialiasing -> False, + LineBox[{{2.5625, -0.08335704617297429}, { + 2.5625, -0.08291221080843196}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.1875, -0.025907254933973643`}, { - 1.1875, -0.025823428989516554`}}], + LineBox[{{2.6875, -0.09015615858684883}, { + 2.6875, -0.08968417260758779}}], - LineBox[{{1.1875, -0.025823428989516554`}, { - 1.1875, -0.025739603045059466`}}]}}, {Antialiasing -> False, + LineBox[{{2.6875, -0.08968417260758779}, { + 2.6875, -0.08921218662832675}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.3125, -0.030560600939460548`}, { - 1.3125, -0.030465272802387047`}}], + LineBox[{{2.8125, -0.09685907929663075}, { + 2.8125, -0.0963588361301585}}], - LineBox[{{1.3125, -0.030465272802387047`}, { - 1.3125, -0.030369944665313547`}}]}}, {Antialiasing -> False, + LineBox[{{2.8125, -0.0963588361301585}, { + 2.8125, -0.09585859296368625}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.4375, -0.035434045916693024`}, { - 1.4375, -0.03532701157248891}}], + LineBox[{{2.9375, -0.10379458400270115`}, { + 2.9375, -0.10326548885579845`}}], - LineBox[{{1.4375, -0.03532701157248891}, { - 1.4375, -0.03521997722828479}}]}}, {Antialiasing -> False, + LineBox[{{2.9375, -0.10326548885579845`}, { + 2.9375, -0.10273639370889574`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.5625, -0.04059436350537867}, { - 1.5625, -0.04047525781686655}}], + LineBox[{{3.0625, -0.11100728395464131`}, { + 3.0625, -0.11044858502600997`}}], - LineBox[{{1.5625, -0.04047525781686655}, { - 1.5625, -0.040356152128354424`}}]}}, {Antialiasing -> False, + LineBox[{{3.0625, -0.11044858502600997`}, { + 3.0625, -0.10988988609737864`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.6875, -0.04591908414801032}, { - 1.6875, -0.045787800143607144`}}], + LineBox[{{3.1875, -0.11859375650766475`}, { + 3.1875, -0.1180043606711855}}], - LineBox[{{1.6875, -0.045787800143607144`}, { - 1.6875, -0.04565651613920397}}]}}, {Antialiasing -> False, + LineBox[{{3.1875, -0.1180043606711855}, { + 3.1875, -0.11741496483470625`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.8125, -0.051436824500968176`}, { - 1.8125, -0.051293173268768255`}}], + LineBox[{{3.3125, -0.1265760558345887}, { + 3.3125, -0.12595484009064672`}}], - LineBox[{{1.8125, -0.051293173268768255`}, { - 1.8125, -0.051149522036568335`}}]}}, {Antialiasing -> False, + LineBox[{{3.3125, -0.12595484009064672`}, { + 3.3125, -0.12533362434670475`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.9375, -0.05714936908324383}, { - 1.9375, -0.056993148446390494`}}], + LineBox[{{3.4375, -0.13500450722342883`}, { + 3.4375, -0.13435021675755604`}}], - LineBox[{{1.9375, -0.056993148446390494`}, { - 1.9375, -0.05683692780953716}}]}}, {Antialiasing -> False, + LineBox[{{3.4375, -0.13435021675755604`}, { + 3.4375, -0.13369592629168325`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.0625, -0.0629942666208302}, { - 2.0625, -0.06282539164700249}}], + LineBox[{{3.5625, -0.14405790022615078`}, { + 3.5625, -0.14336869395194843`}}], - LineBox[{{2.0625, -0.06282539164700249}, { - 2.0625, -0.06265651667317478}}]}}, {Antialiasing -> False, + LineBox[{{3.5625, -0.14336869395194843`}, { + 3.5625, -0.14267948767774608`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.1875, -0.06894086603035571}, { - 2.1875, -0.06875929635044846}}], + LineBox[{{3.6875, -0.15364001699342975`}, { + 3.6875, -0.1529145101302157}}], - LineBox[{{2.1875, -0.06875929635044846}, { - 2.1875, -0.06857772667054121}}]}}, {Antialiasing -> False, + LineBox[{{3.6875, -0.1529145101302157}, { + 3.6875, -0.15218900326700166`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.3125, -0.07514769881296239}, { - 2.3125, -0.07495307239600976}}], + LineBox[{{3.8125, -0.16393348093179955`}, { + 3.8125, -0.16316972265607327`}}], - LineBox[{{2.3125, -0.07495307239600976}, { - 2.3125, -0.07475844597905713}}]}}, {Antialiasing -> False, + LineBox[{{3.8125, -0.16316972265607327`}, { + 3.8125, -0.162405964380347}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.4375, -0.08141652933155866}, { - 2.4375, -0.08120887515963363}}], + LineBox[{{3.9375, -0.17488279721729963`}, { + 3.9375, -0.17407914951646122`}}], - LineBox[{{2.4375, -0.08120887515963363}, { - 2.4375, -0.0810012209877086}}]}}, {Antialiasing -> False, + LineBox[{{3.9375, -0.17407914951646122`}, { + 3.9375, -0.17327550181562282`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.5625, -0.08780874703793935}, { - 2.5625, -0.08758795950645534}}], + LineBox[{{4.0625, -0.1865636181110397}, { + 4.0625, -0.18571828321284597`}}], - LineBox[{{2.5625, -0.08758795950645534}, { - 2.5625, -0.08736717197497133}}]}}, {Antialiasing -> False, + LineBox[{{4.0625, -0.18571828321284597`}, { + 4.0625, -0.18487294831465226`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.6875, -0.09428788248501102}, { - 2.6875, -0.09405391823123203}}], + LineBox[{{4.1875, -0.1988398967801611}, { + 4.1875, -0.19795163265684573`}}], - LineBox[{{2.6875, -0.09405391823123203}, { - 2.6875, -0.09381995397745305}}]}}, {Antialiasing -> False, + LineBox[{{4.1875, -0.19795163265684573`}, { + 4.1875, -0.19706336853353038`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.8125, -0.10086026745742799`}, { - 2.8125, -0.10061306202145659`}}], + LineBox[{{4.3125, -0.21191368881501776`}, { + 4.3125, -0.21098065958769266`}}], - LineBox[{{2.8125, -0.10061306202145659`}, { - 2.8125, -0.10036585658548519`}}]}}, {Antialiasing -> False, + LineBox[{{4.3125, -0.21098065958769266`}, { + 4.3125, -0.21004763036036755`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.9375, -0.10750892724948782`}, { - 2.9375, -0.10724844089682954`}}], + LineBox[{{4.4375, -0.22524746546536895`}, { + 4.4375, -0.22426964297217716`}}], - LineBox[{{2.9375, -0.10724844089682954`}, { - 2.9375, -0.10698795454417126`}}]}}, {Antialiasing -> False, + LineBox[{{4.4375, -0.22426964297217716`}, { + 4.4375, -0.22329182047898538`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.0625, -0.11418929023116699`}, { - 3.0625, -0.11391555786033579`}}], + LineBox[{{4.5625, -0.23867999416343436`}, { + 4.5625, -0.2376578097583552}}], - LineBox[{{3.0625, -0.11391555786033579`}, { - 3.0625, -0.11364182548950459`}}]}}, {Antialiasing -> False, + LineBox[{{4.5625, -0.2376578097583552}, { + 4.5625, -0.23663562535327606`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.1875, -0.12093978141908955`}, { - 3.1875, -0.1206527572616644}}], + LineBox[{{4.6875, -0.25178793907599767`}, { + 4.6875, -0.2507230558224778}}], - LineBox[{{3.1875, -0.1206527572616644}, { - 3.1875, -0.12036573310423924`}}]}}, {Antialiasing -> False, + LineBox[{{4.6875, -0.2507230558224778}, { + 4.6875, -0.2496581725689579}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.3125, -0.12767157685601505`}, { - 3.3125, -0.12737137181640976`}}], + LineBox[{{4.8125, -0.2645614704329039}, { + 4.8125, -0.26345544347565686`}}], - LineBox[{{3.3125, -0.12737137181640976`}, { - 3.3125, -0.12707116677680447`}}]}}, {Antialiasing -> False, + LineBox[{{4.8125, -0.26345544347565686`}, { + 4.8125, -0.2623494165184098}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.4375, -0.13451286915899552`}, { - 3.4375, -0.1341993497944127}}], + LineBox[{{4.9375, -0.27676037571837564`}, { + 4.9375, -0.27561537628803756`}}], - LineBox[{{3.4375, -0.1341993497944127}, { - 3.4375, -0.13388583042982988`}}]}}, {Antialiasing -> False, + LineBox[{{4.9375, -0.27561537628803756`}, { + 4.9375, -0.2744703768576995}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.5625, -0.14129107967085353`}, { - 3.5625, -0.14096442494171377`}}], + LineBox[{{5.0625, -0.2885338859138521}, { + 5.0625, -0.28735151198579806`}}], - LineBox[{{3.5625, -0.14096442494171377`}, { - 3.5625, -0.140637770212574}}]}}, {Antialiasing -> False, + LineBox[{{5.0625, -0.28735151198579806`}, { + 5.0625, -0.286169138057744}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.6875, -0.14825444411054217`}, { - 3.6875, -0.14791437316355338`}}], + LineBox[{{5.1875, -0.2996412935660557}, { + 5.1875, -0.29842378884271564`}}], - LineBox[{{3.6875, -0.14791437316355338`}, { - 3.6875, -0.1475743022165646}}]}}, {Antialiasing -> False, + LineBox[{{5.1875, -0.29842378884271564`}, { + 5.1875, -0.2972062841193756}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { + LineBox[{{5.3125, -0.30979450280233234`}, { + 5.3125, -0.30854489723851575`}}], - LineBox[{{3.8125, -0.1551744771097753}, { - 3.8125, -0.15482112674856024`}}], + LineBox[{{5.3125, -0.30854489723851575`}, { + 5.3125, -0.30729529167469916`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.8125, -0.15482112674856024`}, { - 3.8125, -0.15446777638734518`}}]}}, {Antialiasing -> False, + LineBox[{{5.4375, -0.31923227376016994`}, { + 5.4375, -0.31795279238578145`}}], + + LineBox[{{5.4375, -0.31795279238578145`}, { + 5.4375, -0.31667331101139296`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.9375, -0.1621440540352901}, { - 3.9375, -0.16177738494240013`}}], + LineBox[{{5.50625, -0.3201674987339875}, { + 5.50625, -0.31885797134757043`}}], - LineBox[{{3.9375, -0.16177738494240013`}, { - 3.9375, -0.16141071584951014`}}]}}, {Antialiasing -> False, + LineBox[{{5.50625, -0.31885797134757043`}, { + 5.50625, -0.3175484439611534}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.0625, -0.16913392096131766`}, { - 4.0625, -0.16875394387687048`}}], + LineBox[{{5.518750000000001, -0.32108236805731705`}, { + 5.518750000000001, -0.3197440162357221}}], - LineBox[{{4.0625, -0.16875394387687048`}, { - 4.0625, -0.1683739667924233}}]}}, {Antialiasing -> False, + LineBox[{{5.518750000000001, -0.3197440162357221}, { + 5.518750000000001, -0.3184056644141271}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.1875, -0.1761146246040964}, { - 4.1875, -0.17572139883637433`}}], + LineBox[{{5.53125, -0.32201864006462666`}, { + 5.53125, -0.32065133843888766`}}], - LineBox[{{4.1875, -0.17572139883637433`}, { - 4.1875, -0.17532817306865225`}}]}}, {Antialiasing -> False, + LineBox[{{5.53125, -0.32065133843888766`}, { + 5.53125, -0.31928403681314865`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.3125, -0.183092074852461}, { - 4.3125, -0.18268564403049176`}}], + LineBox[{{5.543749999999999, -0.32289936371309286`}, { + 5.543749999999999, -0.32150529900818026`}}], - LineBox[{{4.3125, -0.18268564403049176`}, { - 4.3125, -0.1822792132085225}}]}}, {Antialiasing -> False, + LineBox[{{5.543749999999999, -0.32150529900818026`}, { + 5.543749999999999, -0.32011123430326766`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { + + LineBox[{{5.55625, -0.32378557346076614`}, { + 5.55625, -0.32236501584192095`}}], + LineBox[{{5.55625, -0.32236501584192095`}, { + 5.55625, -0.32094445822307577`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.4375, -0.19002423174995647`}, { - 4.4375, -0.18960470989434758`}}], + LineBox[{{5.56875, -0.32466179250136046`}, { + 5.56875, -0.3232154470915311}}], - LineBox[{{4.4375, -0.18960470989434758`}, { - 4.4375, -0.18918518803873868`}}]}}, {Antialiasing -> False, + LineBox[{{5.56875, -0.3232154470915311}, { + 5.56875, -0.32176910168170175`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.5625, -0.19696893034724322`}, { - 4.5625, -0.19653632302689883`}}], + LineBox[{{5.581250000000001, -0.3255659497982387}, { + 5.581250000000001, -0.32409339996922404`}}], - LineBox[{{4.5625, -0.19653632302689883`}, { - 4.5625, -0.19610371570655444`}}]}}, {Antialiasing -> False, + LineBox[{{5.581250000000001, -0.32409339996922404`}, { + 5.581250000000001, -0.32262085014020936`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.6875, -0.2040092374472395}, { - 4.6875, -0.20356340133122777`}}], + LineBox[{{5.59375, -0.3264084908605872}, { + 5.59375, -0.3249118666477298}}], - LineBox[{{4.6875, -0.20356340133122777`}, { - 4.6875, -0.20311756521521604`}}]}}, {Antialiasing -> False, + LineBox[{{5.59375, -0.3249118666477298}, { + 5.59375, -0.3234152424348724}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.8125, -0.21101448090808536`}, { - 4.8125, -0.210555506105099}}], + LineBox[{{5.606249999999999, -0.32725840120785027`}, { + 5.606249999999999, -0.3257378163538006}}], - LineBox[{{4.8125, -0.210555506105099}, { - 4.8125, -0.21009653130211262`}}]}}, {Antialiasing -> False, + LineBox[{{5.606249999999999, -0.3257378163538006}, { + 5.606249999999999, -0.32421723149975096`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.9375, -0.21803451008495542`}, { - 4.9375, -0.21756239431191624`}}], + LineBox[{{5.61875, -0.3281506664764499}, { + 5.61875, -0.326605265758955}}], - LineBox[{{4.9375, -0.21756239431191624`}, { - 4.9375, -0.21709027853887705`}}]}}, {Antialiasing -> False, + LineBox[{{5.61875, -0.326605265758955}, { + 5.61875, -0.32505986504146006`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.0625, -0.22512155589839336`}, { - 5.0625, -0.22463620346724408`}}], + LineBox[{{5.63125, -0.3290023292572167}, { + 5.63125, -0.3274335446443631}}], - LineBox[{{5.0625, -0.22463620346724408`}, { - 5.0625, -0.2241508510360948}}]}}, {Antialiasing -> False, + LineBox[{{5.63125, -0.3274335446443631}, { + 5.63125, -0.3258647600315095}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.1875, -0.23240591771123087`}, { - 5.1875, -0.23190700558139235`}}], + LineBox[{{5.643750000000001, -0.329853638514634}, { + 5.643750000000001, -0.3282617641894959}}], - LineBox[{{5.1875, -0.23190700558139235`}, { - 5.1875, -0.23140809345155383`}}]}}, {Antialiasing -> False, + LineBox[{{5.643750000000001, -0.3282617641894959}, { + 5.643750000000001, -0.32666988986435774`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.3125, -0.24018647219776426`}, { - 5.3125, -0.23967316455701476`}}], + LineBox[{{5.65625, -0.3307090648597077}, { + 5.65625, -0.3290942640812632}}], - LineBox[{{5.3125, -0.23967316455701476`}, { - 5.3125, -0.23915985691626526`}}]}}, {Antialiasing -> False, + LineBox[{{5.65625, -0.3290942640812632}, { + 5.65625, -0.3274794633028187}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.4375, -0.248995261499562}, { - 5.4375, -0.24846583535160205`}}], + LineBox[{{5.668749999999999, -0.33152682125085914`}, { + 5.668749999999999, -0.32989034683939045`}}], - LineBox[{{5.4375, -0.24846583535160205`}, { - 5.4375, -0.2479364092036421}}]}}, {Antialiasing -> False, + LineBox[{{5.668749999999999, -0.32989034683939045`}, { + 5.668749999999999, -0.32825387242792176`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{5.5625, -0.2603010036305329}, { - 5.5625, -0.25975134993713533`}}], + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.5625, -0.25975134993713533`}, { - 5.5625, -0.2592016962437378}}]}}, {Antialiasing -> False, + LineBox[{{5.68125, -0.3323491598746654}, { + 5.68125, -0.33069112295819547`}}], + + LineBox[{{5.68125, -0.33069112295819547`}, { + 5.68125, -0.32903308604172554`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.6875, -0.2773169722032047}, { - 5.6875, -0.27673815132798063`}}], + LineBox[{{5.69375, -0.3331596572457859}, { + 5.69375, -0.33148058658809}}], - LineBox[{{5.6875, -0.27673815132798063`}, { - 5.6875, -0.27615933045275654`}}]}}, {Antialiasing -> False, + LineBox[{{5.69375, -0.33148058658809}, { + 5.69375, -0.3298015159303941}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.8125, -0.3048869662408602}, { - 5.8125, -0.3042639769441443}}], + LineBox[{{5.706250000000001, -0.333938721268027}, { + 5.706250000000001, -0.33223962695587606`}}], - LineBox[{{5.8125, -0.3042639769441443}, { - 5.8125, -0.3036409876474284}}]}}, {Antialiasing -> False, + LineBox[{{5.706250000000001, -0.33223962695587606`}, { + 5.706250000000001, -0.3305405326437251}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { + LineBox[{{5.71875, -0.33471448118655944`}, { + 5.71875, -0.33299563187224057`}}], - LineBox[{{5.9375, -0.3436066006730755}, { - 5.9375, -0.3429262735898526}}], + LineBox[{{5.71875, -0.33299563187224057`}, { + 5.71875, -0.3312767825579217}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.9375, -0.3429262735898526}, { - 5.9375, -0.3422459465066297}}]}}, {Antialiasing -> False, + LineBox[{{5.731249999999999, -0.335488810189877}, { + 5.731249999999999, -0.333750419045191}}], + + LineBox[{{5.731249999999999, -0.333750419045191}, { + 5.731249999999999, -0.332012027900505}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.0625, -0.3815355162616493}, { - 6.0625, -0.3808021817089306}}], + LineBox[{{5.74375, -0.3362708259099505}, { + 5.74375, -0.3345128730856475}}], - LineBox[{{6.0625, -0.3808021817089306}, { - 6.0625, -0.3800688471562119}}]}}, {Antialiasing -> False, + LineBox[{{5.74375, -0.3345128730856475}, { + 5.74375, -0.33275492026134446`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.1875, -0.4076231630084986}, { - 6.1875, -0.4068539873447522}}], + LineBox[{{5.75625, -0.33709891102799355`}, { + 5.75625, -0.33532043286488994`}}], - LineBox[{{6.1875, -0.4068539873447522}, { - 6.1875, -0.4060848116810058}}]}}, {Antialiasing -> False, + LineBox[{{5.75625, -0.33532043286488994`}, { + 5.75625, -0.3335419547017863}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.3125, -0.42310965043686455`}, { - 6.3125, -0.42231892525812775`}}], + LineBox[{{5.768750000000001, -0.3379277708123097}, { + 5.768750000000001, -0.33612893405955935`}}], - LineBox[{{6.3125, -0.42231892525812775`}, { - 6.3125, -0.42152820007939096`}}]}}, {Antialiasing -> False, + LineBox[{{5.768750000000001, -0.33612893405955935`}, { + 5.768750000000001, -0.334330097306809}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.4375, -0.4329341335889536}, { - 6.4375, -0.43212945461537955`}}], + LineBox[{{5.78125, -0.3386875394447696}, { + 5.78125, -0.33687019316298816`}}], - LineBox[{{6.4375, -0.43212945461537955`}, { - 6.4375, -0.4313247756418055}}]}}, {Antialiasing -> False, + LineBox[{{5.78125, -0.33687019316298816`}, { + 5.78125, -0.33505284688120673`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { + + LineBox[{{5.793749999999999, -0.3394819239625829}, { + 5.793749999999999, -0.3376453815836202}}], + LineBox[{{5.793749999999999, -0.3376453815836202}, { + 5.793749999999999, -0.33580883920465743`}}]}}, { + Antialiasing -> False, + Directive[ + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.5625, -0.4401316942578}, { - 6.5625, -0.43931660278005025`}}], + LineBox[{{5.8062499999999995`, -0.3402190053693761}, { + 5.8062499999999995`, -0.3383647844147496}}], - LineBox[{{6.5625, -0.43931660278005025`}, { - 6.5625, -0.4385015113023005}}]}}, {Antialiasing -> False, + LineBox[{{5.8062499999999995`, -0.3383647844147496}, { + 5.8062499999999995`, -0.3365105634601231}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.6875, -0.44605856399929733`}, { - 6.6875, -0.44523476424125424`}}], + LineBox[{{5.81875, -0.3409784606007241}, { + 5.81875, -0.33910615853924153`}}], - LineBox[{{6.6875, -0.44523476424125424`}, { - 6.6875, -0.44441096448321116`}}]}}, {Antialiasing -> False, + LineBox[{{5.81875, -0.33910615853924153`}, { + 5.81875, -0.33723385647775894`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.8125, -0.4513785502600698}, { - 6.8125, -0.45054683094483533`}}], + LineBox[{{5.831250000000001, -0.3417375433110043}, { + 5.831250000000001, -0.3398473002795349}}], - LineBox[{{6.8125, -0.45054683094483533`}, { - 6.8125, -0.44971511162960087`}}]}}, {Antialiasing -> False, + LineBox[{{5.831250000000001, -0.3398473002795349}, { + 5.831250000000001, -0.3379570572480655}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.9375, -0.4563846857116255}, { - 6.9375, -0.4555454265106523}}], + LineBox[{{5.84375, -0.34246376421166996`}, { + 5.84375, -0.3405564735953525}}], - LineBox[{{6.9375, -0.4555454265106523}, { - 6.9375, -0.45470616730967905`}}]}}, {Antialiasing -> False, + LineBox[{{5.84375, -0.3405564735953525}, { + 5.84375, -0.33864918297903507`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.0625, -0.46114498988179753`}, { - 7.0625, -0.46029847896751314`}}], + LineBox[{{5.856249999999999, -0.34320034995929394`}, { + 5.856249999999999, -0.34127588404314874`}}], - LineBox[{{7.0625, -0.46029847896751314`}, { - 7.0625, -0.45945196805322874`}}]}}, {Antialiasing -> False, + LineBox[{{5.856249999999999, -0.34127588404314874`}, { + 5.856249999999999, -0.33935141812700353`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.1875, -0.4656946134257814}, { - 7.1875, -0.46484109355946657`}}], + LineBox[{{5.86875, -0.3439166524074248}, { + 5.86875, -0.34197559083487167`}}], - LineBox[{{7.1875, -0.46484109355946657`}, { - 7.1875, -0.46398757369315174`}}]}}, {Antialiasing -> False, + LineBox[{{5.86875, -0.34197559083487167`}, { + 5.86875, -0.34003452926231853`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.3125, -0.4701251043565193}, { - 7.3125, -0.46926468688225786`}}], + LineBox[{{5.88125, -0.3446477202198261}, { + 5.88125, -0.34268982864879927`}}], - LineBox[{{7.3125, -0.46926468688225786`}, { - 7.3125, -0.46840426940799645`}}]}}, {Antialiasing -> False, + LineBox[{{5.88125, -0.34268982864879927`}, { + 5.88125, -0.34073193707777244`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.4375, -0.4743931805580877}, { - 7.4375, -0.47352604634635037`}}], + LineBox[{{5.893750000000001, -0.3453773386993466}, { + 5.893750000000001, -0.3434027556360394}}], - LineBox[{{7.4375, -0.47352604634635037`}, { - 7.4375, -0.47265891213461303`}}]}}, {Antialiasing -> False, + LineBox[{{5.893750000000001, -0.3434027556360394}, { + 5.893750000000001, -0.34142817257273217`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.5625, -0.47856353760429254`}, { - 7.5625, -0.47768977304157806`}}], + LineBox[{{5.90625, -0.34613685551192486`}, { + 5.90625, -0.344145008415429}}], - LineBox[{{7.5625, -0.47768977304157806`}, { - 7.5625, -0.4768160084788636}}]}}, {Antialiasing -> False, + LineBox[{{5.90625, -0.344145008415429}, { + 5.90625, -0.34215316131893314`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.6875, -0.48264596130596776`}, { - 7.6875, -0.4817656409107755}}], + LineBox[{{5.918749999999999, -0.3468333854516503}, { + 5.918749999999999, -0.3448257975293879}}], - LineBox[{{7.6875, -0.4817656409107755}, { - 7.6875, -0.48088532051558325`}}]}}, {Antialiasing -> False, + LineBox[{{5.918749999999999, -0.3448257975293879}, { + 5.918749999999999, -0.3428182096071255}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.8125, -0.4866874639547769}, { - 7.8125, -0.48580059165147216`}}], + LineBox[{{5.93125, -0.34752794809437465`}, { + 5.93125, -0.3455047507944042}}], - LineBox[{{7.8125, -0.48580059165147216`}, { - 7.8125, -0.4849137193481674}}]}}, {Antialiasing -> False, + LineBox[{{5.93125, -0.3455047507944042}, { + 5.93125, -0.3434815534944337}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.9375, -0.49060413692602195`}, { - 7.9375, -0.48971085139156545`}}], + LineBox[{{5.94375, -0.34823735575282927`}, { + 5.94375, -0.3461983043795315}}], - LineBox[{{7.9375, -0.48971085139156545`}, { - 7.9375, -0.48881756585710895`}}]}}}, {{Antialiasing -> False, + LineBox[{{5.94375, -0.3461983043795315}, { + 5.94375, -0.3441592530062337}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { + LineBox[{{5.956250000000001, -0.34892591659551764`}, { + 5.956250000000001, -0.3468715589025534}}], + + LineBox[{{5.956250000000001, -0.3468715589025534}, { + 5.956250000000001, -0.34481720120958914`}}]}}, { + Antialiasing -> False, + Directive[ + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{0.1875, -0.00109003909736015}, { - 0.1875, -0.0010858591421071566`}}], + LineBox[{{5.96875, -0.34963083675527873`}, { + 5.96875, -0.34756089281926816`}}], - LineBox[{{0.1875, -0.0010858591421071566`}, { - 0.1875, -0.001081679186854163}}]}}, {Antialiasing -> False, + LineBox[{{5.96875, -0.34756089281926816`}, { + 5.96875, -0.3454909488832576}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{0.3125, -0.0027218021653294}, { - 0.3125, -0.0027141622958334927`}}], + LineBox[{{5.981249999999999, -0.350298114112553}, { + 5.981249999999999, -0.3482134892067438}}], - LineBox[{{0.3125, -0.0027141622958334927`}, { - 0.3125, -0.0027065224263375853`}}]}}, {Antialiasing -> False, + LineBox[{{5.981249999999999, -0.3482134892067438}, { + 5.981249999999999, -0.34612886430093454`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{0.4375, -0.0048539068801757195`}, { - 0.4375, -0.004842423912845952}}], + LineBox[{{5.99375, -0.350999835755708}, { + 5.99375, -0.3488998510518164}}], - LineBox[{{0.4375, -0.004842423912845952}, { - 0.4375, -0.004830940945516184}}]}}, {Antialiasing -> False, + LineBox[{{5.99375, -0.3488998510518164}, { + 5.99375, -0.34679986634792487`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{0.5625, -0.007449900297857679}, { - 0.5625, -0.007434211557757264}}], + LineBox[{{6.0062500000000005`, -0.3516505760679022}, { + 6.0062500000000005`, -0.34953641348017117`}}], - LineBox[{{0.5625, -0.007434211557757264}, { - 0.5625, -0.007418522817656848}}]}}, {Antialiasing -> False, + LineBox[{{6.0062500000000005`, -0.34953641348017117`}, { + 6.0062500000000005`, -0.34742225089244017`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{0.6875, -0.01048448115944336}, { - 0.6875, -0.010464258869889175`}}], + LineBox[{{6.018750000000001, -0.3523195301583907}, { + 6.018750000000001, -0.35019086072294875`}}], - LineBox[{{0.6875, -0.010464258869889175`}, { - 0.6875, -0.01044403658033499}}]}}, {Antialiasing -> False, + LineBox[{{6.018750000000001, -0.35019086072294875`}, { + 6.018750000000001, -0.3480621912875068}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{0.8125, -0.013928581493254296`}, { - 0.8125, -0.013903540239387282`}}], + LineBox[{{6.03125, -0.3529806659709312}, { + 6.03125, -0.3508377243089888}}], - LineBox[{{0.8125, -0.013903540239387282`}, { - 0.8125, -0.013878498985520267`}}]}}, {Antialiasing -> False, + LineBox[{{6.03125, -0.3508377243089888}, { + 6.03125, -0.3486947826470464}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{0.9375, -0.017737775272302515`}, { - 0.9375, -0.017707685433136777`}}], + LineBox[{{6.043749999999999, -0.35361303707475406`}, { + 6.043749999999999, -0.35145650163456443`}}], - LineBox[{{0.9375, -0.017707685433136777`}, { - 0.9375, -0.01767759559397104}}]}}, {Antialiasing -> False, + LineBox[{{6.043749999999999, -0.35145650163456443`}, { + 6.043749999999999, -0.3492999661943748}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.0625, -0.021874445268542556`}, { - 1.0625, -0.021839116263637878`}}], + LineBox[{{6.05625, -0.3542780581837006}, { + 6.05625, -0.3521072900373112}}], - LineBox[{{1.0625, -0.021839116263637878`}, { - 1.0625, -0.0218037872587332}}]}}, {Antialiasing -> False, + LineBox[{{6.05625, -0.3521072900373112}, { + 6.05625, -0.34993652189092184`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.1875, -0.02633530126314286}, { - 1.1875, -0.026294539883712394`}}], + LineBox[{{6.06875, -0.3549219095046563}, { + 6.06875, -0.3527374194484034}}], - LineBox[{{1.1875, -0.026294539883712394`}, { - 1.1875, -0.026253778504281927`}}]}}, {Antialiasing -> False, + LineBox[{{6.06875, -0.3527374194484034}, { + 6.06875, -0.35055292939215055`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.3125, -0.0310740517599516}, { - 1.3125, -0.03102771248451684}}], + LineBox[{{6.081250000000001, -0.35559057328774035`}, { + 6.081250000000001, -0.3533918940629258}}], - LineBox[{{1.3125, -0.03102771248451684}, { - 1.3125, -0.030981373209082078`}}]}}, {Antialiasing -> False, + LineBox[{{6.081250000000001, -0.3533918940629258}, { + 6.081250000000001, -0.3511932148381113}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.4375, -0.03607731087336157}, { - 1.4375, -0.03602525532379147}}], + LineBox[{{6.09375, -0.35620175447058505`}, { + 6.09375, -0.35399015503077513`}}], - LineBox[{{1.4375, -0.03602525532379147}, { - 1.4375, -0.03597319977422137}}]}}, {Antialiasing -> False, + LineBox[{{6.09375, -0.35399015503077513`}, { + 6.09375, -0.3517785555909652}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.5625, -0.041296992677082776`}, { - 1.5625, -0.041239126166618366`}}], + LineBox[{{6.106249999999999, -0.3568328965036739}, { + 6.106249999999999, -0.35460800639179985`}}], - LineBox[{{1.5625, -0.041239126166618366`}, { - 1.5625, -0.041181259656153955`}}]}}, {Antialiasing -> False, + LineBox[{{6.106249999999999, -0.35460800639179985`}, { + 6.106249999999999, -0.3523831162799258}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.6875, -0.046772248591556195`}, { - 1.6875, -0.04670842894088921}}], + LineBox[{{6.11875, -0.3574677722449642}, { + 6.11875, -0.3552295643650115}}], - LineBox[{{1.6875, -0.04670842894088921}, { - 1.6875, -0.046644609290222225`}}]}}, {Antialiasing -> False, + LineBox[{{6.11875, -0.3552295643650115}, { + 6.11875, -0.35299135648505886`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.8125, -0.052431028070812936`}, { - 1.8125, -0.05236118260778767}}], + LineBox[{{6.1312500000000005`, -0.3580894686690122}, { + 6.1312500000000005`, -0.3558382676542462}}], - LineBox[{{1.8125, -0.05236118260778767}, { - 1.8125, -0.0522913371447624}}]}}, {Antialiasing -> False, + LineBox[{{6.1312500000000005`, -0.3558382676542462}, { + 6.1312500000000005`, -0.3535870666394802}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.9375, -0.05828112219607151}, { - 1.9375, -0.05820516316098924}}], + LineBox[{{6.143750000000001, -0.35874373820784994`}, { + 6.143750000000001, -0.3564789167145333}}], - LineBox[{{1.9375, -0.05820516316098924}, { - 1.9375, -0.05812920412590697}}]}}, {Antialiasing -> False, + LineBox[{{6.143750000000001, -0.3564789167145333}, { + 6.143750000000001, -0.35421409522121666`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.0625, -0.06430272739037529}, { - 2.0625, -0.06422058131159522}}], + LineBox[{{6.15625, -0.3593648941143158}, { + 6.15625, -0.357087188060107}}], - LineBox[{{2.0625, -0.06422058131159522}, { - 2.0625, -0.06413843523281515}}]}}, {Antialiasing -> False, + LineBox[{{6.15625, -0.357087188060107}, { + 6.15625, -0.3548094820058981}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.1875, -0.07046638071789912}, { - 2.1875, -0.07037799676258932}}], + LineBox[{{6.168749999999999, -0.35998974832057706`}, { + 6.168749999999999, -0.3576991271753831}}], - LineBox[{{2.1875, -0.07037799676258932}, { - 2.1875, -0.07028961280727952}}]}}, {Antialiasing -> False, + LineBox[{{6.168749999999999, -0.3576991271753831}, { + 6.168749999999999, -0.35540850603018914`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.3125, -0.07677077378608826}, { - 2.3125, -0.0766760965601527}}], + LineBox[{{6.1812499999999995`, -0.3606155729798355}, { + 6.1812499999999995`, -0.3583120623045419}}], - LineBox[{{2.3125, -0.0766760965601527}, { - 2.3125, -0.07658141933421714}}]}}, {Antialiasing -> False, + LineBox[{{6.1812499999999995`, -0.3583120623045419}, { + 6.1812499999999995`, -0.35600855162924827`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.4375, -0.08316812565919826}, { - 2.4375, -0.08306713870135579}}], + LineBox[{{6.19375, -0.36122847368139843`}, { + 6.19375, -0.3589123822688093}}], - LineBox[{{2.4375, -0.08306713870135579}, { - 2.4375, -0.08296615174351332}}]}}, {Antialiasing -> False, + LineBox[{{6.19375, -0.3589123822688093}, { + 6.19375, -0.35659629085622013`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.5625, -0.08973319890087081}, { - 2.5625, -0.0896258121212838}}], + LineBox[{{6.206250000000001, -0.36183960559007566`}, { + 6.206250000000001, -0.3595110112974049}}], - LineBox[{{2.5625, -0.0896258121212838}, { - 2.5625, -0.0895184253416968}}]}}, {Antialiasing -> False, + LineBox[{{6.206250000000001, -0.3595110112974049}, { + 6.206250000000001, -0.3571824170047342}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.6875, -0.09634335556674736}, { - 2.6875, -0.09622958760093002}}], + LineBox[{{6.21875, -0.3624371913271653}, { + 6.21875, -0.360096409913838}}], - LineBox[{{2.6875, -0.09622958760093002}, { - 2.6875, -0.09611581963511268}}]}}, {Antialiasing -> False, + LineBox[{{6.21875, -0.360096409913838}, { + 6.21875, -0.35775562850051074`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.8125, -0.1030497541512523}, { - 2.8125, -0.10292957097919822`}}], + LineBox[{{6.231249999999999, -0.3630539255658378}, { + 6.231249999999999, -0.3607006076677267}}], - LineBox[{{2.8125, -0.10292957097919822`}, { - 2.8125, -0.10280938780714415`}}]}}, {Antialiasing -> False, + LineBox[{{6.231249999999999, -0.3607006076677267}, { + 6.231249999999999, -0.3583472897696156}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.9375, -0.10985153457667657`}, { - 2.9375, -0.10972489982803402`}}], + LineBox[{{6.24375, -0.36364237261542115`}, { + 6.24375, -0.3612771292122301}}], - LineBox[{{2.9375, -0.10972489982803402`}, { - 2.9375, -0.10959826507939147`}}]}}, {Antialiasing -> False, + LineBox[{{6.24375, -0.3612771292122301}, { + 6.24375, -0.35891188580903904`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.0625, -0.11670632365978569`}, { - 3.0625, -0.1165732351977519}}], + LineBox[{{6.25625, -0.364242463632442}, { + 6.25625, -0.3618650959427873}}], - LineBox[{{3.0625, -0.1165732351977519}, { - 3.0625, -0.1164401467357181}}]}}, {Antialiasing -> False, + LineBox[{{6.25625, -0.3618650959427873}, { + 6.25625, -0.35948772825313263`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { + LineBox[{{6.268750000000001, -0.36481842559023664`}, { + 6.268750000000001, -0.36242945404493393`}}], + + LineBox[{{6.268750000000001, -0.36242945404493393`}, { + 6.268750000000001, -0.3600404824996312}}]}}, { + Antialiasing -> False, + Directive[ + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.1875, -0.12366443188883373`}, { - 3.1875, -0.12352484005112413`}}], + LineBox[{{6.28125, -0.365409811216284}, { + 6.28125, -0.3630089598310878}}], - LineBox[{{3.1875, -0.12352484005112413`}, { - 3.1875, -0.12338524821341453`}}]}}, {Antialiasing -> False, + LineBox[{{6.28125, -0.3630089598310878}, { + 6.28125, -0.36060810844589153`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.3125, -0.13066195664885955`}, { - 3.3125, -0.13051586551350028`}}], + LineBox[{{6.29375, -0.3659851081759892}, { + 6.29375, -0.36357273199008433`}}], - LineBox[{{3.3125, -0.13051586551350028`}, { - 3.3125, -0.130369774378141}}]}}, {Antialiasing -> False, + LineBox[{{6.29375, -0.36357273199008433`}, { + 6.29375, -0.36116035580417943`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.4375, -0.13768295457878707`}, { - 3.4375, -0.1375303780986093}}], + LineBox[{{6.30625, -0.3665619983551491}, { + 6.30625, -0.36413809706672734`}}], - LineBox[{{3.4375, -0.1375303780986093}, { - 3.4375, -0.13737780161843152`}}]}}, {Antialiasing -> False, + LineBox[{{6.30625, -0.36413809706672734`}, { + 6.30625, -0.3617141957783056}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.5625, -0.14476017689314827`}, { - 3.5625, -0.14460109748146915`}}], + LineBox[{{6.31875, -0.367115823997784}, { + 6.31875, -0.36468088626636924`}}], - LineBox[{{3.5625, -0.14460109748146915`}, { - 3.5625, -0.14444201806979004`}}]}}, {Antialiasing -> False, + LineBox[{{6.31875, -0.36468088626636924`}, { + 6.31875, -0.3622459485349545}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.6875, -0.15189522010995646`}, { - 3.6875, -0.1517296170064114}}], + LineBox[{{6.331250000000001, -0.36770223418030484`}, { + 6.331250000000001, -0.36525564283900513`}}], - LineBox[{{3.6875, -0.1517296170064114}, { - 3.6875, -0.15156401390286636`}}]}}, {Antialiasing -> False, + LineBox[{{6.331250000000001, -0.36525564283900513`}, { + 6.331250000000001, -0.3628090514977054}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.8125, -0.15899599446092555`}, { - 3.8125, -0.15882392288940775`}}], + LineBox[{{6.34375, -0.36828708451477427`}, { + 6.34375, -0.36582890204325325`}}], - LineBox[{{3.8125, -0.15882392288940775`}, { - 3.8125, -0.15865185131788995`}}]}}, {Antialiasing -> False, + LineBox[{{6.34375, -0.36582890204325325`}, { + 6.34375, -0.3633707195717322}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.9375, -0.16609971471411322`}, { - 3.9375, -0.16592119411128298`}}], + LineBox[{{6.356249999999999, -0.3688527148960937}, { + 6.356249999999999, -0.36638335053503324`}}], - LineBox[{{3.9375, -0.16592119411128298`}, { - 3.9375, -0.16574267350845273`}}]}}, {Antialiasing -> False, + LineBox[{{6.356249999999999, -0.36638335053503324`}, { + 6.356249999999999, -0.36391398617397275`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.0625, -0.17329607549188114`}, { - 4.0625, -0.173111047645355}}], + LineBox[{{6.36875, -0.3694146297410752}, { + 6.36875, -0.36693418438656394`}}], - LineBox[{{4.0625, -0.173111047645355}, { - 4.0625, -0.17292601979882888`}}]}}, {Antialiasing -> False, + LineBox[{{6.36875, -0.36693418438656394`}, { + 6.36875, -0.3644537390320527}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.1875, -0.1804618684742923}, { - 4.1875, -0.18027037860025114`}}], + LineBox[{{6.38125, -0.36996711315938435`}, { + 6.38125, -0.3674757986199707}}], - LineBox[{{4.1875, -0.18027037860025114`}, { - 4.1875, -0.18007888872620997`}}]}}, {Antialiasing -> False, + LineBox[{{6.38125, -0.3674757986199707}, { + 6.38125, -0.36498448408055706`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.3125, -0.18758135494082173`}, { - 4.3125, -0.18738345811155632`}}], + LineBox[{{6.393750000000001, -0.3705273399354407}, { + 6.393750000000001, -0.36802503040885637`}}], - LineBox[{{4.3125, -0.18738345811155632`}, { - 4.3125, -0.1871855612822909}}]}}, {Antialiasing -> False, + LineBox[{{6.393750000000001, -0.36802503040885637`}, { + 6.393750000000001, -0.36552272088227206`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.4375, -0.19476103118976354`}, { - 4.4375, -0.194556690709213}}], + LineBox[{{6.40625, -0.37106207631515303`}, { + 6.40625, -0.36854929494919264`}}], - LineBox[{{4.4375, -0.194556690709213}, { - 4.4375, -0.19435235022866246`}}]}}, {Antialiasing -> False, + LineBox[{{6.40625, -0.36854929494919264`}, { + 6.40625, -0.36603651358323225`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.5625, -0.2019231244135302}, { - 4.5625, -0.20171236825564665`}}], + LineBox[{{6.418749999999999, -0.37157852927300117`}, { + 6.418749999999999, -0.3690556545290497}}], - LineBox[{{4.5625, -0.20171236825564665`}, { - 4.5625, -0.2015016120977631}}]}}, {Antialiasing -> False, + LineBox[{{6.418749999999999, -0.3690556545290497}, { + 6.418749999999999, -0.36653277978509824`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.6875, -0.20904346975638521`}, { - 4.6875, -0.20882634395989585`}}], + LineBox[{{6.43125, -0.37213070140876253`}, { + 6.43125, -0.3695970598811637}}], - LineBox[{{4.6875, -0.20882634395989585`}, { - 4.6875, -0.2086092181634065}}]}}, {Antialiasing -> False, + LineBox[{{6.43125, -0.3695970598811637}, { + 6.43125, -0.3670634183535649}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.8125, -0.21618903062843642`}, { - 4.8125, -0.2159655234667342}}], + LineBox[{{6.4437500000000005`, -0.37268058160021117`}, { + 6.4437500000000005`, -0.370136241927281}}], - LineBox[{{4.8125, -0.2159655234667342}, { - 4.8125, -0.21574201630503198`}}]}}, {Antialiasing -> False, + LineBox[{{6.4437500000000005`, -0.370136241927281}, { + 6.4437500000000005`, -0.36759190225435084`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.9375, -0.2233203670288792}, { - 4.9375, -0.2230904989882777}}], + LineBox[{{6.456250000000001, -0.37321280952291175`}, { + 6.456250000000001, -0.3706581366085916}}], - LineBox[{{4.9375, -0.2230904989882777}, { - 4.9375, -0.22286063094767622`}}]}}, {Antialiasing -> False, + LineBox[{{6.456250000000001, -0.3706581366085916}, { + 6.456250000000001, -0.36810346369427144`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.0625, -0.23037893046155927`}, { - 5.0625, -0.23014276915509863`}}], + LineBox[{{6.46875, -0.37378480290112903`}, { + 6.46875, -0.371219050982595}}], - LineBox[{{5.0625, -0.23014276915509863`}, { - 5.0625, -0.22990660784863798`}}]}}, {Antialiasing -> False, + LineBox[{{6.46875, -0.371219050982595}, { + 6.46875, -0.36865329906406097`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.1875, -0.23744885981234515`}, { - 5.1875, -0.23720640086561118`}}], + LineBox[{{6.481249999999999, -0.3742969079884111}, { + 6.481249999999999, -0.37172125555047464`}}], - LineBox[{{5.1875, -0.23720640086561118`}, { - 5.1875, -0.2369639419188772}}]}}, {Antialiasing -> False, + LineBox[{{6.481249999999999, -0.37172125555047464`}, { + 6.481249999999999, -0.3691456031125382}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{5.3125, -0.2445032719675666}, { - 5.3125, -0.2442545328714023}}], + RGBColor[0.880722, 0.611041, 0.142051]], {}, { + + LineBox[{{6.4937499999999995`, -0.3748642426356092}, { + 6.4937499999999995`, -0.37227764713023936`}}], - LineBox[{{5.3125, -0.2442545328714023}, { - 5.3125, -0.244005793775238}}]}}, {Antialiasing -> False, + LineBox[{{6.4937499999999995`, -0.37227764713023936`}, { + 6.4937499999999995`, -0.36969105162486954`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.4375, -0.25152959162826666`}, { - 5.4375, -0.2512745993986615}}], + LineBox[{{6.5625, -0.38002987812974853`}, { + 6.5625, -0.377433455065649}}], - LineBox[{{5.4375, -0.2512745993986615}, { - 5.4375, -0.2510196071690563}}]}}, {Antialiasing -> False, + LineBox[{{6.5625, -0.377433455065649}, { + 6.5625, -0.3748370320015495}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.5625, -0.2585092827339976}, { - 5.5625, -0.25824807869769495`}}], + LineBox[{{6.6875, -0.3849550266151165}, { + 6.6875, -0.38234907826150516`}}], - LineBox[{{5.5625, -0.25824807869769495`}, { - 5.5625, -0.2579868746613923}}]}}, {Antialiasing -> False, + LineBox[{{6.6875, -0.38234907826150516`}, { + 6.6875, -0.37974312990789383`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.6875, -0.2655099374669841}, { - 5.6875, -0.2652425057819957}}], + LineBox[{{6.8125, -0.389649980416299}, { + 6.8125, -0.3870348039465713}}], - LineBox[{{5.6875, -0.2652425057819957}, { - 5.6875, -0.2649750740970073}}]}}, {Antialiasing -> False, + LineBox[{{6.8125, -0.3870348039465713}, { + 6.8125, -0.3844196274768436}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.8125, -0.27305087215189483`}, { - 5.8125, -0.2727767689824756}}], + LineBox[{{6.9375, -0.39411227949475386`}, { + 6.9375, -0.39148819096593357`}}], - LineBox[{{5.8125, -0.2727767689824756}, { - 5.8125, -0.2725026658130564}}]}}, {Antialiasing -> False, + LineBox[{{6.9375, -0.39148819096593357`}, { + 6.9375, -0.3888641024371133}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.9375, -0.2810289103859167}, { - 5.9375, -0.2807477896908695}}], + LineBox[{{7.0625, -0.39848968037570753`}, { + 7.0625, -0.39585671620412666`}}], - LineBox[{{5.9375, -0.2807477896908695}, { - 5.9375, -0.2804666689958223}}]}}, {Antialiasing -> False, + LineBox[{{7.0625, -0.39585671620412666`}, { + 7.0625, -0.3932237520325458}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.0625, -0.440336251834716}, { - 6.0625, -0.4399142069228693}}], + LineBox[{{7.1875, -0.40273347936790255`}, { + 7.1875, -0.40009178006073864`}}], - LineBox[{{6.0625, -0.4399142069228693}, { - 6.0625, -0.43949216201102265`}}]}}, {Antialiasing -> False, + LineBox[{{7.1875, -0.40009178006073864`}, { + 7.1875, -0.39745008075357474`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.1875, -0.4611816659734166}, { - 6.1875, -0.460747834878523}}], + LineBox[{{7.3125, -0.4068463437705006}, { + 7.3125, -0.4041960527561929}}], - LineBox[{{6.1875, -0.460747834878523}, { - 6.1875, -0.4603140037836294}}]}}, {Antialiasing -> False, + LineBox[{{7.3125, -0.4041960527561929}, { + 7.3125, -0.4015457617418852}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.3125, -0.4675244252944843}, { - 6.3125, -0.46708674896787256`}}], + LineBox[{{7.4375, -0.4108099318377279}, { + 7.4375, -0.4081512388748545}}], - LineBox[{{6.3125, -0.46708674896787256`}, { - 6.3125, -0.4666490726412608}}]}}, {Antialiasing -> False, + LineBox[{{7.4375, -0.4081512388748545}, { + 7.4375, -0.4054925459119811}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.4375, -0.47334327419215805`}, { - 6.4375, -0.4729020090188152}}], + LineBox[{{7.5625, -0.4147367600974753}, { + 7.5625, -0.41206962654675305`}}], - LineBox[{{6.4375, -0.4729020090188152}, { - 6.4375, -0.4724607438454723}}]}}, {Antialiasing -> False, + LineBox[{{7.5625, -0.41206962654675305`}, { + 7.5625, -0.4094024929960308}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.5625, -0.47888666789607276`}, { - 6.5625, -0.4784419318437926}}], + LineBox[{{7.6875, -0.418556680656909}, { + 7.6875, -0.415881220984028}}], - LineBox[{{6.5625, -0.4784419318437926}, { - 6.5625, -0.4779971957915124}}]}}, {Antialiasing -> False, + LineBox[{{7.6875, -0.415881220984028}, { + 7.6875, -0.41320576131114706`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.6875, -0.4842459022987275}, { - 6.6875, -0.4837977630570346}}], + LineBox[{{7.8125, -0.422280363497751}, { + 7.8125, -0.41959667566384107`}}], - LineBox[{{6.6875, -0.4837977630570346}, { - 6.6875, -0.4833496238153417}}]}}, {Antialiasing -> False, + LineBox[{{7.8125, -0.41959667566384107`}, { + 7.8125, -0.41691298782993114`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.8125, -0.48938892939721373`}, { - 6.8125, -0.4889374771064194}}], + LineBox[{{7.9375, -0.4258606445724343}, { + 7.9375, -0.42316893639176734`}}], - LineBox[{{6.8125, -0.4889374771064194}, { - 6.8125, -0.48848602481562503`}}]}}, {Antialiasing -> False, + LineBox[{{7.9375, -0.42316893639176734`}, { + 7.9375, -0.4204772282111004}}]}}}, {{Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{6.9375, -0.4943368124982655}, { - 6.9375, -0.4938821277805362}}], + LineBox[{{0.1875, -0.004398627688297001}, { + 0.1875, -0.004381835012815729}}], - LineBox[{{6.9375, -0.4938821277805362}, { - 6.9375, -0.4934274430628069}}]}}, {Antialiasing -> False, + LineBox[{{0.1875, -0.004381835012815729}, { + 0.1875, -0.004365042337334457}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.0625, -0.49916486291070916`}, { - 7.0625, -0.4987069825219849}}], + LineBox[{{0.3125, -0.007064941721651528}, { + 0.3125, -0.007041286224284157}}], - LineBox[{{7.0625, -0.4987069825219849}, { - 7.0625, -0.4982491021332607}}]}}, {Antialiasing -> False, + LineBox[{{0.3125, -0.007041286224284157}, { + 0.3125, -0.007017630726916786}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.1875, -0.5038312646256577}, { - 7.1875, -0.5033702538972109}}], + LineBox[{{0.4375, -0.009366048271269762}, { + 0.4375, -0.009336085276235858}}], - LineBox[{{7.1875, -0.5033702538972109}, { - 7.1875, -0.5029092431687641}}]}}, {Antialiasing -> False, + LineBox[{{0.4375, -0.009336085276235858}, { + 0.4375, -0.009306122281201954}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.3125, -0.508400082250806}, { - 7.3125, -0.5079359680596162}}], + LineBox[{{0.5625, -0.011875263875826336`}, { + 0.5625, -0.011838216076481362`}}], - LineBox[{{7.3125, -0.5079359680596162}, { - 7.3125, -0.5074718538684263}}]}}, {Antialiasing -> False, + LineBox[{{0.5625, -0.011838216076481362`}, { + 0.5625, -0.011801168277136388`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.4375, -0.5128383602376183}, { - 7.4375, -0.5123711926534882}}], + LineBox[{{0.6875, -0.01474939888276931}, { + 0.6875, -0.01470426707048176}}], - LineBox[{{7.4375, -0.5123711926534882}, { - 7.4375, -0.5119040250693581}}]}}, {Antialiasing -> False, + LineBox[{{0.6875, -0.01470426707048176}, { + 0.6875, -0.01465913525819421}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.5625, -0.517142065635594}, { - 7.5625, -0.5166718995596421}}], + LineBox[{{0.8125, -0.018049879169001144`}, { + 0.8125, -0.017995677528702028`}}], - LineBox[{{7.5625, -0.5166718995596421}, { - 7.5625, -0.5162017334836903}}]}}, {Antialiasing -> False, + LineBox[{{0.8125, -0.017995677528702028`}, { + 0.8125, -0.017941475888402912`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.6875, -0.5213878601697998}, { - 7.6875, -0.5209147015754826}}], + LineBox[{{0.9375, -0.021727892810830204`}, { + 0.9375, -0.0216638857330373}}], - LineBox[{{7.6875, -0.5209147015754826}, { - 7.6875, -0.5204415429811654}}]}}, {Antialiasing -> False, + LineBox[{{0.9375, -0.0216638857330373}, { + 0.9375, -0.021599878655244393`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.8125, -0.5255113164145281}, { - 7.8125, -0.5250352159768557}}], + LineBox[{{1.0625, -0.025744614053082766`}, { + 1.0625, -0.025670228515821184`}}], - LineBox[{{7.8125, -0.5250352159768557}, { - 7.8125, -0.5245591155391832}}]}}, {Antialiasing -> False, + LineBox[{{1.0625, -0.025670228515821184`}, { + 1.0625, -0.025595842978559602`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{7.9375, -0.5295488129156503}, {7.9375, -0.529069798431}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.9375, -0.529069798431}, { - 7.9375, -0.5285907839463497}}]}}}}}, {{{}, {}, { - Hue[0.67, 0.6, 0.6], - Directive[ - PointSize[0.004583333333333334], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]], - LineBox[CompressedData[" -1:eJw1yQ0s1HEcx/EjeUjJ053z/FCbtOVhpc3Ffl8PLZq5u7Q1pSXU1rI5mQ21 -SCvVH4tpRetwUUrcjh0Jd6fzcB66HCobstGdNNN5rCSq3ff/3T777rW3Z2Lq -iQvGDAaD/Nv/bzgVMc46VnD0Vozc4FESP6+0rR5MRE8Qi/WmDzGUAD1N3H52 -31bvzULriOr+9ID28Q30NxKdoHKdispHL5DaCq7PVEEhepG0t2jHU8JK0MtE -fi2e47v5AL1KGjOsBXzLcvQPMjPPCDwvEKJ/EZHZmS+6wir0b3JxdnKPk1U1 -+g9JzjBvzRx4ht4inAmbbl3tC4NzGbAiG5kra3iFNoJUtgdX/FmMNobr/kul -HRUS9DaweK0Lb05oQpsAx7ddxj0sRW+HYKP6xR6XFrQppLVn8yLsW9FmcOlk -kUuBRxvaHHKmPD6t7utAWwBRb8Y6BMnROyCzblZUKFKgLcE4fXWspL4TvRO+ -DnfWP2x8i94FY96e2coWJdoKjsv1bYLmLvRuCJjkUavSboPBGobqnCV8SY/B -CmsQrVOnvIW92G3A3C99XJ+rwm4D+gPhgdrTfdhtodWiO0gU0I/dFvQLTyR5 -W2iwgwRlI5XfNYDdDkRqTXXyzUHs9jDWR63nhrzDbg+tPitXvJbQwIQoM08v -k0o1diYUl35/mRTxHjsLQqu1G7JptIIFvMjKQzlkCLsDUKYQcPUuWuEAcs6k -37CG7mzoz61jR7M02NlQLl+LTItDgyNIrWRFEWV0dwReXoN4bozuTlCaJPbL -Zw5jd4KPfTVhNlw0OMPzp1Sc9g7dncEkhbURq6C7C6wJ84KPrNHdBTTjFHtm -/wh2V+D1hmafPYdWuIL/jNAutpjubvCGHyJ+pKS7Gwi2DlZdXqa7O9TMWSZN -e41idwfpPTNnJn9U/hduQ10h - "]]}, { - Hue[0.9060679774997897, 0.6, 0.6], - Directive[ - PointSize[0.004583333333333334], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]], - LineBox[CompressedData[" -1:eJw1yX8s1HEcx/Hz405+xPnN4WRcZOrij46t9nmT3z+aSrJcKuduIZWbWZta -xEos0uamUu3cmI2V8mMmP75x+Xmz/Or8mppxw5CfRUi1e997e+29x55O8bfO -CbVpNBr5t/9ffd1EJjjlX+96tk3tYZKbYU13cRWiJ4mqZNGsukeMnibMlkK9 -7c67aBVZEWRv1gfkoBfICZlh2pwyD71M5F1VL31NitCr5HYWN5upX4xeJ1q5 -T5ZOhj5Hb5IV+pbveu8r9C8SOjtI6w2RordJdDH3x0arDL1DRLtbOnYXKtB7 -5BukxmfsVqL3yaQiFHgfq9TOpIE8PllSmvcWrQWy0kWth001aG3wjhh23uN9 -QOuA8pgiOaq7Fq0Lirp8SRi/Hk0HRnhRWN2fBjQDJq8PMAxqGtF6AGn7/D5x -E/oAzJ5JpTsHNKP14coyf8zDqxVtAEX7iU7hLAptCONu4e5+xz+hjcDzoo90 -L6YdfRBStHMbA591oI1BwuFt1E7L0SZw9bFekHdYp9rAhALhbNKcokttigl+ -DSJnStSD3RTSrzXXRRj0YTeFrb6wYKNWBXYzUFX6wCNxP3Yz8F8KLlwy+4Ld -HCJTBtx0VWjKHAQ7U52/3w1gt4Ba0aip4MYgdguoeuAyFc8ewm4J0Vq8gvdy -NGUJge05SeVxw9itICuoWmyxiKasgMORuuqkjmC3BorBuTMzj6asoT8mcvVn -7FfsNiBQdex7fkZTNnAkdpXDdVNit4UXR9fye7LRlC2sJRrz0yc0nQWSp421 -UdxR7CyYdGedZ2eiwQ6MvOJKKhSabgf35lsujVmNYbeHIZeawwuX0ZQ9KIPK -PYakmu4AOyHS0/dnNN0BKtniSBVnHDsbDvn1vRlJQFNsuDk9XZZQpumOEJW3 -wxROabojjOp+H35tO9H2F7/RVEI= - "]]}, { - Hue[0.1421359549995791, 0.6, 0.6], - Directive[ - PointSize[0.004583333333333334], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], - LineBox[CompressedData[" -1:eJw1yX8s1HEcx/FzKr9yzrk7HOfOHyFydKPNhs/bjyYr1o8VdXM5Q60sE1ay -XSj5o9YSMTfyYzZWfo6Uq3NfP8qvXKkj4lhatsTltzU11e597+219x57uiak -nkyi02g08m//v+EGiLzUObB68oTaYC1R3l38FEpLRk+TvHOiR3UV6eg5UiYT -Bwdx5Oh5UszMb9MK89ELZGUxNTPJ9B5aT1jF4tPUh0L0Crkzu8lKpJWg14iG -s7idkaZAb5B2afJkpLgSvUUGGCqNjFuD/kUeU0GRBzpr0dvktyS26mZaHfoP -iWcnHXUMe4LeIemq2E4/UaPBOTSYycz2PMVpQZtAkamg0F/RiqbD5mrDnMC3 -DW0KV6vWx3lD7ehdkJyv4HumdKB3w7arbn7B7gV6DxxR6Vn93Z1oMwj7Lg6t -yXiJNocLZrd/FO5XoS3gcmq51PFrF9oSBJvivPYoCm0F6mshqjTvbvReWOPc -ihJY9aCtITCsoXVKbzQDQjsYXd6jvWgbyGjqZwqe9RkMTHg1Tm9Wlr02mGKC -SKvQW8jfYLcFfU1ESHBCP3Zb4G6xS7bCB7CzwMN/2YvnMYidBdX1LUVxjCHs -dvDgokSRvYam7KBU6lfLmRzGzgbJRKv1F+otdjYcVMZsCptHsHPghjsVUN6o -wc6BZXauXDnyDjsXPMrChX2V77Fz4UxJ/E+7jlHs9uCmK66wyfqI3R7Ws3Ms -c1fHsDuAzbQXn3l+ArsDXNqXFf3N4jN2RxAP8zcOm01hdwTngpFj9Ho08GBo -SZbQy5/GzoO4GN1apxwNTnBWyojvGTN2J1jy8Dapd9dhd4ZBh0SqIBNNOUOT -z9OpdbWx88FvSUtdMZ/Bzocdt+e+EI0GF/AJOCS8/tDYXaCNa3qfjBm7AEKP -y+Ik9rPYBcCL0IhSYmbVfwEPM0o3 - "]]}, { - Hue[0.37820393249936934`, 0.6, 0.6], - Directive[ - PointSize[0.004583333333333334], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]], - LineBox[CompressedData[" -1:eJw1yX0s1AEcx/HrPBSu45w7D+dhaq3WqpGKxfp923m8Gk5I2/1BTQ8IhVC6 -VGtitIseWV1ucUm15DGPv05yp85htVZJQtivy8M8JU/V7nvf7bPvXns7H04I -iabTaDTi3/5/3SmJXMo9Mq5D2KLzeyKbI1bRvY6iewl6bZxP6Yck9ADBuOf6 -OyxJjB4mSumLjID4K2iKKC4zuJmSnoseI1zGBfJZ53z0JOE0mOm/LLqFniJO -lyRXTmsL0TOEJ0uSXd8mRc8R/u5Df4ZPydDzRKzJseR9DiXoBWJP8AX1ZkqO -XiK+1yuaOJrH6BVCsSvNhaV+qnMmDZiyMxJF4nP0KkhmJH8WGL5A02FZZJ9g -VlyJNoBpD5vQQX412hCW3CeKaidr0EagCZIXZMrq0MYgk24ouX2oHr0aJs4K -I8a4jeg1YBrdGtH8sQltAk+i+NoQaQvaFNTly/HNVSTaDAa0rPg7ha/QDKCM -DmgDLinQa2GHb6Jff2wrmgnZU8HFB0Nfo82hk9r5ZcSrTWewAKUvry5z0xud -SQuI8ePn2LLbsbMAvN0ity2iSRYYuo1qPEeU2C2h6tHJxepuFXZLkPzShvfU -d2BnQ4/bVkfFw7fY2cBYuNu8+9o77FYg25+aLkxRY7cCD6H55XZRJ3YOWOQJ -shr4GuwciPnxjDlg1YWdC+ENFlPrstAkF3rGZyob5vXdGm58SqvYktKN3RpO -RKkK2ubQYAPhg5NU3sZe7DYgOvIgYyjjK3ZbWJKou1uG0KQtiKoaVcbefdjt -YHtqwWjHfTRpB/mBeUM5s/rOA7b4fAwp+IadB5TopbK1CA32EERjVnRR+m4P -gdf9x4t4/dgdQDp8fIy+F006wLT4nE9EtL47Aqfv58WCq/ruCGU1o4Fh5fru -BLNqTzlXre9OULriqlo/1t/yF706X6Y= - "]]}}, {{ - Directive[ - PointSize[0.004583333333333334], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.004583333333333334], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.004583333333333334], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.004583333333333334], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]]}}, {{ - Directive[ - PointSize[0.004583333333333334], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.004583333333333334], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.004583333333333334], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.004583333333333334], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[ - 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}, {{ - Directive[ - PointSize[0.004583333333333334], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.004583333333333334], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.004583333333333334], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.004583333333333334], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[ - 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}}, {{}, \ -{}}}, {DisplayFunction -> Identity, DisplayFunction -> Identity, AspectRatio -> - NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {True, True}, - AxesLabel -> { - FormBox["\[Beta]", TraditionalForm], - FormBox[ - RowBox[{ - RowBox[{"s", "(", "\[Beta]", ")"}], "-", - RowBox[{"s", "(", "0", ")"}]}], TraditionalForm]}, - AxesOrigin -> {0.026041666666666668`, 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]], - Method -> { - "OptimizePlotMarkers" -> True, - "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange -> {{0.026041666666666668`, 7.9375}, {-0.529069798431, 0}}, - PlotRangeClipping -> True, PlotRangePadding -> {{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.02]}}, Ticks -> {Automatic, Automatic}}],FormBox[ - FormBox[ - TemplateBox[{"\"4\"", "\"8\"", "\"16\"", "\"32\""}, "PointLegend", - DisplayFunction -> (FormBox[ - StyleBox[ - StyleBox[ - PaneBox[ - TagBox[ - GridBox[{{ - TagBox[ - GridBox[{{ - GraphicsBox[{{ - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]], { - LineBox[{{0, 10}, {20, 10}}]}}, { - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, - ImageSize -> {20, 10}, PlotRangePadding -> None, - ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, { - GraphicsBox[{{ - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]], { - LineBox[{{0, 10}, {20, 10}}]}}, { - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, - ImageSize -> {20, 10}, PlotRangePadding -> None, - ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, { - GraphicsBox[{{ - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], { - LineBox[{{0, 10}, {20, 10}}]}}, { - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, - ImageSize -> {20, 10}, PlotRangePadding -> None, - ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}, { - GraphicsBox[{{ - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]], { - LineBox[{{0, 10}, {20, 10}}]}}, { - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, - ImageSize -> {20, 10}, PlotRangePadding -> None, - ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.1] -> Baseline)], #4}}, - GridBoxAlignment -> { - "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, - AutoDelete -> False, - GridBoxDividers -> { - "Columns" -> {{False}}, "Rows" -> {{False}}}, - GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}}, - GridBoxSpacings -> { - "Columns" -> {{0.5}}, "Rows" -> {{0.8}}}], "Grid"]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> {"Columns" -> {{1}}, "Rows" -> {{0}}}], - "Grid"], Alignment -> Left, AppearanceElements -> None, - ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction -> - "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], { - FontFamily -> "Arial"}, Background -> Automatic, StripOnInput -> - False], TraditionalForm]& ), - InterpretationFunction :> (RowBox[{"PointLegend", "[", - RowBox[{ - RowBox[{"{", - RowBox[{ - RowBox[{"Directive", "[", - RowBox[{ - RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], - ",", - InterpretationBox[ - ButtonBox[ - TooltipBox[ - GraphicsBox[{{ - GrayLevel[0], - RectangleBox[{0, 0}]}, { - GrayLevel[0], - RectangleBox[{1, -1}]}, { - RGBColor[0.368417, 0.506779, 0.709798], - RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> - "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, - FrameStyle -> - RGBColor[ - 0.24561133333333335`, 0.3378526666666667, - 0.4731986666666667], FrameTicks -> None, PlotRangePadding -> - None, ImageSize -> - Dynamic[{ - Automatic, 1.35 CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification]}]], - StyleBox[ - RowBox[{"RGBColor", "[", - RowBox[{"0.368417`", ",", "0.506779`", ",", "0.709798`"}], - "]"}], NumberMarks -> False]], Appearance -> None, - BaseStyle -> {}, BaselinePosition -> Baseline, - DefaultBaseStyle -> {}, ButtonFunction :> - With[{Typeset`box$ = EvaluationBox[]}, - If[ - Not[ - AbsoluteCurrentValue["Deployed"]], - SelectionMove[Typeset`box$, All, Expression]; - FrontEnd`Private`$ColorSelectorInitialAlpha = 1; - FrontEnd`Private`$ColorSelectorInitialColor = - RGBColor[0.368417, 0.506779, 0.709798]; - FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; - MathLink`CallFrontEnd[ - FrontEnd`AttachCell[Typeset`box$, - FrontEndResource["RGBColorValueSelector"], { - 0, {Left, Bottom}}, {Left, Top}, - "ClosingActions" -> { - "SelectionDeparture", "ParentChanged", - "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> - Automatic, Method -> "Preemptive"], - RGBColor[0.368417, 0.506779, 0.709798], Editable -> False, - Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", - RowBox[{"Directive", "[", - RowBox[{ - RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], - ",", - InterpretationBox[ - ButtonBox[ - TooltipBox[ - GraphicsBox[{{ - GrayLevel[0], - RectangleBox[{0, 0}]}, { - GrayLevel[0], - RectangleBox[{1, -1}]}, { - RGBColor[0.880722, 0.611041, 0.142051], - RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> - "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, - FrameStyle -> - RGBColor[ - 0.587148, 0.40736066666666665`, 0.09470066666666668], - FrameTicks -> None, PlotRangePadding -> None, ImageSize -> - Dynamic[{ - Automatic, 1.35 CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification]}]], - StyleBox[ - RowBox[{"RGBColor", "[", - RowBox[{"0.880722`", ",", "0.611041`", ",", "0.142051`"}], - "]"}], NumberMarks -> False]], Appearance -> None, - BaseStyle -> {}, BaselinePosition -> Baseline, - DefaultBaseStyle -> {}, ButtonFunction :> - With[{Typeset`box$ = EvaluationBox[]}, - If[ - Not[ - AbsoluteCurrentValue["Deployed"]], - SelectionMove[Typeset`box$, All, Expression]; - FrontEnd`Private`$ColorSelectorInitialAlpha = 1; - FrontEnd`Private`$ColorSelectorInitialColor = - RGBColor[0.880722, 0.611041, 0.142051]; - FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; - MathLink`CallFrontEnd[ - FrontEnd`AttachCell[Typeset`box$, - FrontEndResource["RGBColorValueSelector"], { - 0, {Left, Bottom}}, {Left, Top}, - "ClosingActions" -> { - "SelectionDeparture", "ParentChanged", - "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> - Automatic, Method -> "Preemptive"], - RGBColor[0.880722, 0.611041, 0.142051], Editable -> False, - Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", - RowBox[{"Directive", "[", - RowBox[{ - RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], - ",", - InterpretationBox[ - ButtonBox[ - TooltipBox[ - GraphicsBox[{{ - GrayLevel[0], - RectangleBox[{0, 0}]}, { - GrayLevel[0], - RectangleBox[{1, -1}]}, { - RGBColor[0.560181, 0.691569, 0.194885], - RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> - "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, - FrameStyle -> - RGBColor[ - 0.37345400000000006`, 0.461046, 0.12992333333333334`], - FrameTicks -> None, PlotRangePadding -> None, ImageSize -> - Dynamic[{ - Automatic, 1.35 CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification]}]], - StyleBox[ - RowBox[{"RGBColor", "[", - RowBox[{"0.560181`", ",", "0.691569`", ",", "0.194885`"}], - "]"}], NumberMarks -> False]], Appearance -> None, - BaseStyle -> {}, BaselinePosition -> Baseline, - DefaultBaseStyle -> {}, ButtonFunction :> - With[{Typeset`box$ = EvaluationBox[]}, - If[ - Not[ - AbsoluteCurrentValue["Deployed"]], - SelectionMove[Typeset`box$, All, Expression]; - FrontEnd`Private`$ColorSelectorInitialAlpha = 1; - FrontEnd`Private`$ColorSelectorInitialColor = - RGBColor[0.560181, 0.691569, 0.194885]; - FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; - MathLink`CallFrontEnd[ - FrontEnd`AttachCell[Typeset`box$, - FrontEndResource["RGBColorValueSelector"], { - 0, {Left, Bottom}}, {Left, Top}, - "ClosingActions" -> { - "SelectionDeparture", "ParentChanged", - "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> - Automatic, Method -> "Preemptive"], - RGBColor[0.560181, 0.691569, 0.194885], Editable -> False, - Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", - RowBox[{"Directive", "[", - RowBox[{ - RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], - ",", - InterpretationBox[ - ButtonBox[ - TooltipBox[ - GraphicsBox[{{ - GrayLevel[0], - RectangleBox[{0, 0}]}, { - GrayLevel[0], - RectangleBox[{1, -1}]}, { - RGBColor[0.922526, 0.385626, 0.209179], - RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> - "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, - FrameStyle -> - RGBColor[ - 0.6150173333333333, 0.25708400000000003`, - 0.13945266666666667`], FrameTicks -> None, - PlotRangePadding -> None, ImageSize -> - Dynamic[{ - Automatic, 1.35 CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification]}]], - StyleBox[ - RowBox[{"RGBColor", "[", - RowBox[{"0.922526`", ",", "0.385626`", ",", "0.209179`"}], - "]"}], NumberMarks -> False]], Appearance -> None, - BaseStyle -> {}, BaselinePosition -> Baseline, - DefaultBaseStyle -> {}, ButtonFunction :> - With[{Typeset`box$ = EvaluationBox[]}, - If[ - Not[ - AbsoluteCurrentValue["Deployed"]], - SelectionMove[Typeset`box$, All, Expression]; - FrontEnd`Private`$ColorSelectorInitialAlpha = 1; - FrontEnd`Private`$ColorSelectorInitialColor = - RGBColor[0.922526, 0.385626, 0.209179]; - FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; - MathLink`CallFrontEnd[ - FrontEnd`AttachCell[Typeset`box$, - FrontEndResource["RGBColorValueSelector"], { - 0, {Left, Bottom}}, {Left, Top}, - "ClosingActions" -> { - "SelectionDeparture", "ParentChanged", - "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> - Automatic, Method -> "Preemptive"], - RGBColor[0.922526, 0.385626, 0.209179], Editable -> False, - Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}]}], - "}"}], ",", - RowBox[{"{", - RowBox[{#, ",", #2, ",", #3, ",", #4}], "}"}], ",", - RowBox[{"LegendMarkers", "\[Rule]", - RowBox[{"{", - RowBox[{ - RowBox[{"{", - RowBox[{"False", ",", "Automatic"}], "}"}], ",", - RowBox[{"{", - RowBox[{"False", ",", "Automatic"}], "}"}], ",", - RowBox[{"{", - RowBox[{"False", ",", "Automatic"}], "}"}], ",", - RowBox[{"{", - RowBox[{"False", ",", "Automatic"}], "}"}]}], "}"}]}], ",", - RowBox[{"Joined", "\[Rule]", - RowBox[{"{", - RowBox[{"True", ",", "True", ",", "True", ",", "True"}], - "}"}]}], ",", - RowBox[{"LabelStyle", "\[Rule]", - RowBox[{"{", "}"}]}], ",", - RowBox[{"LegendLayout", "\[Rule]", "\"Column\""}]}], "]"}]& ), - Editable -> True], TraditionalForm], TraditionalForm]}, - "Legended", - DisplayFunction->(GridBox[{{ - TagBox[ - ItemBox[ - PaneBox[ - TagBox[#, "SkipImageSizeLevel"], Alignment -> {Center, Baseline}, - BaselinePosition -> Baseline], DefaultBaseStyle -> "Labeled"], - "SkipImageSizeLevel"], - ItemBox[#2, DefaultBaseStyle -> "LabeledLabel"]}}, - GridBoxAlignment -> {"Columns" -> {{Center}}, "Rows" -> {{Center}}}, - AutoDelete -> False, GridBoxItemSize -> Automatic, - BaselinePosition -> {1, 1}]& ), - Editable->True, - InterpretationFunction->(RowBox[{"Legended", "[", - RowBox[{#, ",", - RowBox[{"Placed", "[", - RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output", - CellChangeTimes->{ - 3.778946374557211*^9, 3.7789464676677723`*^9, 3.778946508497999*^9, - 3.778946604369417*^9, {3.7789466690966673`*^9, 3.778946701500992*^9}, { - 3.778946731994258*^9, 3.778946749349575*^9}, 3.7789467962636337`*^9, - 3.778946833931172*^9, 3.778947082771483*^9, {3.778947327915792*^9, - 3.778947345892826*^9}, 3.778948029994212*^9, 3.7789481053151817`*^9, { - 3.778948692166095*^9, 3.7789487038141737`*^9}, 3.778953585064103*^9, - 3.778953624385591*^9, 3.778953682031535*^9, 3.778953746826598*^9, { - 3.77956194067076*^9, 3.779561968768979*^9}, 3.779624858106914*^9, { - 3.779624924084155*^9, 3.779624933643355*^9}, {3.779625037660088*^9, - 3.779625061656746*^9}, 3.779699807199407*^9, {3.779700827690935*^9, - 3.7797008596365232`*^9}, 3.7797009048423357`*^9, 3.779700941258234*^9, { - 3.779701005894755*^9, 3.779701033694045*^9}, 3.78008725076254*^9, - 3.780087374491346*^9, 3.780087426664627*^9, {3.780087476814011*^9, - 3.7800874839642763`*^9}, {3.784987528733613*^9, 3.7849875536676188`*^9}, - 3.7849876962409067`*^9, 3.7849880617038116`*^9, 3.784988269808079*^9, - 3.7849886106727123`*^9, 3.784989205039175*^9, {3.784989237650683*^9, - 3.784989241626642*^9}, {3.7849892794456577`*^9, 3.784989301810355*^9}, - 3.784991010484539*^9, {3.7849910412866077`*^9, 3.7849910778183727`*^9}, - 3.784991309318139*^9, 3.784991386947817*^9, {3.784991549707535*^9, - 3.7849915579184523`*^9}, 3.784991736881611*^9, {3.784991879079419*^9, - 3.784991887673251*^9}, 3.7849919728655863`*^9, 3.784992017379757*^9, - 3.78499208028115*^9, 3.784992125434637*^9, {3.784992155783885*^9, - 3.784992168646801*^9}, 3.7849922441034927`*^9, 3.784992833706853*^9, - 3.784998781186055*^9, {3.7849989860636683`*^9, 3.784999006810576*^9}, - 3.7849992682963667`*^9, 3.7849995124042597`*^9, 3.7849996864973*^9, - 3.784999952914003*^9, 3.785000855834754*^9, {3.785000906795271*^9, - 3.785000910398725*^9}, {3.785000976770967*^9, 3.785001002646392*^9}, { - 3.785001081965526*^9, 3.785001128311981*^9}, 3.785001503460466*^9, - 3.785004078571953*^9, 3.785004885000949*^9, 3.7850053260190163`*^9, - 3.7850564156533413`*^9, 3.785056674680955*^9, {3.785057097406048*^9, - 3.7850571121514072`*^9}, 3.785057232043537*^9, 3.7850646228613367`*^9, - 3.785074738524434*^9, 3.785096356452805*^9, 3.785096596537345*^9, - 3.785096867518901*^9, 3.7850971839690113`*^9, 3.785097770219105*^9, - 3.785098015785248*^9, 3.785099606555172*^9}, - CellLabel-> - "Out[102]=",ExpressionUUID->"f3fe2e86-4720-42e1-b104-e0177a5b193d"] -}, Open ]], - -Cell[BoxData[ - RowBox[{ - RowBox[{"Export", "[", - RowBox[{"\"\\"", ",", "plotS"}], "]"}], ";"}]], "Input", - CellChangeTimes->{{3.785098016427966*^9, 3.785098042240443*^9}}, - CellLabel->"In[85]:=",ExpressionUUID->"7f3ff092-2669-46e9-9ae8-b9a7bd7e553f"], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"plotE", "=", - RowBox[{"ListPlot", "[", - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"Select", "[", - RowBox[{ - RowBox[{ - RowBox[{"Length", "[", "#rs", "]"}], "\[Equal]", "1"}], "&"}], "]"}], - "[", "d", "]"}], "[", - RowBox[{ - RowBox[{"SortBy", "[", "\"\\"", "]"}], ",", - RowBox[{ - RowBox[{"Thread", "[", - RowBox[{"{", - RowBox[{ - RowBox[{"Ts", "[", "#", "]"}], ",", - RowBox[{"#Es", "/", - SuperscriptBox["#n", "2"]}]}], "}"}], "]"}], "&"}]}], "]"}], ",", - RowBox[{"Joined", "\[Rule]", "True"}], ",", - RowBox[{"PlotLegends", "\[Rule]", - RowBox[{"Normal", "@", - RowBox[{ - RowBox[{ - RowBox[{"Select", "[", - RowBox[{ - RowBox[{ - RowBox[{"Length", "[", "#rs", "]"}], "\[Equal]", "1"}], "&"}], - "]"}], "[", "d", "]"}], "[", - RowBox[{ - RowBox[{"SortBy", "[", "\"\\"", "]"}], ",", - RowBox[{ - RowBox[{"ToString", "[", "#n", "]"}], "&"}]}], "]"}]}]}], ",", - RowBox[{"AxesLabel", "\[Rule]", - RowBox[{"{", - RowBox[{"\[Beta]", ",", "e"}], "}"}]}]}], "]"}]}]], "Input", - CellChangeTimes->{{3.784992259322311*^9, 3.7849923458651857`*^9}, { - 3.784992651707872*^9, 3.784992651985375*^9}, {3.784992846100277*^9, - 3.784992888545384*^9}, {3.785000865060989*^9, 3.785000867504056*^9}, { - 3.7850571228045*^9, 3.785057128139039*^9}, {3.785057213736063*^9, - 3.7850572149567947`*^9}, {3.785097188763254*^9, 3.7850971940673523`*^9}, { - 3.785098045685638*^9, 3.78509804637899*^9}}, - CellLabel->"In[86]:=",ExpressionUUID->"ee8c7b42-c7b8-4a5f-a611-21e18e0fcbb2"], - -Cell[BoxData[ - TemplateBox[{GraphicsBox[{{}, {{{}, {}, { - Hue[0.67, 0.6, 0.6], - Directive[ - PointSize[0.007333333333333334], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]], - LineBox[CompressedData[" -1:eJw1yXlI0wEYxvHNeeXRnMc23dwM0hWZhQbKSn4vpCJazGw4KIty2KGZBuZB -JEJSbCH2R6jR1NSVYIkXVma0+YcVs0wtcSroQC0ldTZXDY+ocM8LDy8fvruy -8tOzXVgsFv3b/799RmZ2Mny8N/27YdvDjOqor35/KWxmEvSBVu862MIowpU/ -ow3wHMNNeSE7PQMvMPaCmu7JLXiJGQzIK8sTLTm9yhS0zymCYmEbY347rylP -h+3MRIvuas0V+Bez1rHm33YbdjBH5BURuQ3wOlNryXVkvoQ3mZyKJrFuGP7D -yD45jGGLMItUORM5faxlp9nUxDmuLBLCLpSQNkWvDsAcWvmgfWBNgl3pydnm -5tYzsBtZozQGTSHsTsuLgqp8LexB/ab7Jt9HsCcJQ+ptt3rgHVS3j8+NMcFe -tGD3a5ibhr2JrWivTbLBPmR7XFnc6rbitC/9rsrWcoTwTtLGj/DO74W51Os1 -VnRRDvuRRL+Y+i7F6XI/+lEYYeWfQudR/6JJMX0JnUfJWYPHOMXo/vRU3Vnv -WoHuT3EfxV76e+gBFGZQR9zRoQdQ/o3nF7pb0ANJpDEuKbvQAymjs0+ufo0e -RFsdsWXvB9CD6GRaterLEDqfEi0lipvj6HyqPOeZmzmDLqDUy7LR8a/oAhpZ -iCpdX0YXkmxq1WGyowvpUKUuLXQDPZiiu6Sqw2yrsweTj1kw5O7hNCuEEj0U -z675oIeQOSkpboCHLiKty8PSLj66iMpKjGNqEbqYOmbbqs1SdDGZgse+SXaj -h9L1u2xexh70UPpcK/VXRqJLSFT/xhJ5EF1CjZvhup4YdClZ4uf7T8SiS4kr -TFbq5OhhJBlt3LDFWw1/AWeYVQE= - "]]}, { - Hue[0.9060679774997897, 0.6, 0.6], - Directive[ - PointSize[0.007333333333333334], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]], - LineBox[CompressedData[" -1:eJw1yX8s1HEcx/FvfqvInfvhnK+jco6L5Q9pJp+39cNsXKZV0m/6obWFkaSt -TpZ202l+jNz5GbYWNeTXphwrK6lGNLIrNTXnR7ijw01U832/t9fee+zpHpsQ -dd6Moij4t/9//TpJGVs17Js5qVl3H3mmDtJX1qGHSXx+vKJrAP2NTLSrno4v -oX+Qt+ooX7XLFGMdyVJ4itOD0dPEO1TSPnkKPUfceWUx1E20gUwsep1oUqMX -iDZc0n+4DW0koRqHa/0D6CWiJHsHw2fQJuL/ThT83Hqa8QpZnUvc4eOGXiWD -rP6wngA0BXOmUWmDDL0BtnLMmzXn0GZgxRMbSTraHB7mXIn2u4+2gDiq++z1 -KrQlNDfJR/Nb0VZAj0XnCHvR1qAsjkzo+Iq2gewpIx1gQNvC4yH5vmzLX4w3 -grEiaNBbgN4EBfPjOokPejNU/mS/SAhB20GVQdhEjqDtIbm25Jj2MnoLqF9F -621uox0glVYU9j5gLHeAkkPbi4PqsbPAENFbNPIaOwtqD7gr20axs+FeVtxK -7iJ2NvSZlxhf2s8w3REG6osyZB6M5Y5Q/uZ440ggdg6wZO9rZAexcyBVXyZ2 -isXOhVy/q3tSkrFzQZKWxFdlYudBR8RyFjcPOw8ytP51heXY+eBYnSeqqcXO -h6NplnR1C3YnED0JSxruxO4EgY+SGpZ7sAsAvC5KKz5iF4Df7+IbKSPYneHO -l88XlN+xO8OZuxLFJR12IYTaJ/e1zGAXQsyYoL5xAbsLSE978MQm7C7wKfKk -56017DQkcj13ZVvMMp2GUpOOE2LLmHKFofQPpa122F1h258Cfzs2dhFIduq1 -+3nYRaAq7Krc7YzdDdb40u55elbzF2aEVtw= - "]]}, { - Hue[0.1421359549995791, 0.6, 0.6], - Directive[ - PointSize[0.007333333333333334], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], - LineBox[CompressedData[" -1:eJw1yQ0s1HEcx/E7D13npLvzcNxxx1iS8xhtEr/vWh6upe0yrltPhps1jVWm -Oj0wPbIQu7J1CYfKTWhpc5iKNoayVDNmYp6dPCRdulw1/+93++y7195uielH -FGY0Gg3+7f/fvNekVOndOyCYa990P9F4+KTJItGDpDCgcVKbhv5KGOt5j0NU -6AmS8NOfZa9Dz5D+uh2X94+g9aRjRXLR04ReIoFvenJvi+Ypr5DDvtbeunD0 -KjF4Hsh5dRy9RsSQsaf4EtpAVDGf1VIVep28e7KvTtyANpK1kIqimW70Bom8 -EmsxMo6mwYU7CsnoOpoOuuRzEj+unrIZKE3QW70TbQ5BV/3fy8LRFjDIVLHj -Y9GWoF7u3Ps0Bb0FhNJTh6Kz0Ax4+0PodbQAvRVqg8u6h8rRTMhsH2rTvkBb -gcd8PN/YgWZBPvuDpvET2hoKgHmMMYneBidM9WcHVtE2QOc/b+BZLFDeDmH3 -WpnLXDQbxhae1SW7Uc5mg08PYSb6YecArYHBNgvDzgFOkKM8/CB2LhSFyAM4 -MuxcoOVFGDVJ2G2hiqdobE3HbgvWpWJ5ZRZ2O8hZ1u+S38JuB/e5LQ/mirHb -w5eS1jO1ZdjtwZJ1PlWixe4AH6fCHtJ12B2g5vdUdFwfdh6YOKmFHbPYeeDX -56uJsP1GdUcIVXSOJUVRznYEabxzdagSuxOcdK/siivH7gQZXr+arJqx86Hb -oJ/QdmHng7KiYi1qALsA7gZVBaYMYxeAQD6cHzWO3RkeTbe4y2awO4Ph9GLb -0gJ2F7hZUz+6+zt2F8hVZzYHG7ALIfr67DXzP9iFMOdK37hBX6S6CBKMLTXT -lpSzReCtanopsMLuCizXvhixzWL7X4K2Uq0= - "]]}, { - Hue[0.37820393249936934`, 0.6, 0.6], - Directive[ - PointSize[0.007333333333333334], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]], - LineBox[CompressedData[" -1:eJw1yXtIk2EUx/HpbGXeNzd3cVrhP64lZTnNxOeUkiMpS51RW9jF0sAWkabO -koEWLvASYmLWMgW7SShotjAdzdBShxKiY4VWSjovs2XqzFyF7znw4/Dhu/Xs -5cTzzjQaDf7t/18/PVHsPixWT051rnuA9GqO1CazLJRHiKrL3BAWhR4jWdUS -OZxDjxMje2fYs2L0JElixC/fakTPEEvVks5qRM8TTmZsods82kaklzKUJq9p -ygskK/bp0rUQ9CKpdDJ02+LRy2ToRU7l6Qz0CikXF0d2F6JXiVAxVS3VotcI -b8doVH8bmgblspGHOQNoJ9jP+2lMmEQ7g3e2qT3RgaZDc09oeB17hrILGL7G -SfdsR2+A5IHgKjdAMyBLlHIFktEbQdMSuNKXjt4Ej+3cQ/0qtCvoxEON4hL0 -ZphrLbPZtWg30KU94sc2od1hMM21ZkWP9gDhB+3xiEG0J4wph8uXxtBe8G2x -JT9+Hu0NPsfmZNsclNXeIKq/d6PMY5bqPtBuel17W0BZ7QM/lnfVBQVjZ0Lb -xVeyVAl2JjhCKwokMdhZkPhr/HNzAnYW1PDCFEY5dl+oXcyzatOx+4LBs7fI -/Sp2NnjkHWRGFmBnQ06RKJetwc6Bk1L9+4YK7BxwaQqI/v4Aux+c+JSaR3+C -3Q8izLM377Zg50LR3mmRlwE7F1T7HBldBXNU54E5fC0prpWymgfTTKUttwM7 -HxZKWOaJd9j5QH+pUJj7sAvA/e2p6AsfsQsg6Ci3474Juz/ktpbG5I9i94cD -PXy5YAK7EBiZJfXZFuxCkL1p+FJqxR4AnEpl0PUF7AGgUSWliO3YA0FC7Gee -/8EeCL9LrW00ZyvVt8Cd1cbhEIa18y/Do1rT - "]]}}, {{ - Directive[ - PointSize[0.007333333333333334], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.007333333333333334], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.007333333333333334], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.007333333333333334], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]]}}, {{ - Directive[ - PointSize[0.007333333333333334], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.007333333333333334], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.007333333333333334], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.007333333333333334], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[ - 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}, {{ - Directive[ - PointSize[0.007333333333333334], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.007333333333333334], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.007333333333333334], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]]}, { - Directive[ - PointSize[0.007333333333333334], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[ - 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}}, {{}, \ -{}}}, {DisplayFunction -> Identity, DisplayFunction -> Identity, AspectRatio -> - NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {True, True}, - AxesLabel -> { - FormBox["\[Beta]", TraditionalForm], - FormBox["e", TraditionalForm]}, AxesOrigin -> {0, -0.8003713900531357}, - 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, - "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange -> {{0, 8.}, {-0.9763121523561187, -0.809631430174345}}, - PlotRangeClipping -> True, PlotRangePadding -> {{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, Ticks -> {Automatic, Automatic}}],FormBox[ - FormBox[ - TemplateBox[{"\"4\"", "\"8\"", "\"16\"", "\"32\""}, "PointLegend", - DisplayFunction -> (FormBox[ - StyleBox[ - StyleBox[ - PaneBox[ - TagBox[ - GridBox[{{ - TagBox[ - GridBox[{{ - GraphicsBox[{{ - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]], { - LineBox[{{0, 10}, {20, 10}}]}}, { - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, - ImageSize -> {20, 10}, PlotRangePadding -> None, - ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, { - GraphicsBox[{{ - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]], { - LineBox[{{0, 10}, {20, 10}}]}}, { - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, - ImageSize -> {20, 10}, PlotRangePadding -> None, - ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, { - GraphicsBox[{{ - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], { - LineBox[{{0, 10}, {20, 10}}]}}, { - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, - ImageSize -> {20, 10}, PlotRangePadding -> None, - ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}, { - GraphicsBox[{{ - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]], { - LineBox[{{0, 10}, {20, 10}}]}}, { - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, - ImageSize -> {20, 10}, PlotRangePadding -> None, - ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.1] -> Baseline)], #4}}, - GridBoxAlignment -> { - "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, - AutoDelete -> False, - GridBoxDividers -> { - "Columns" -> {{False}}, "Rows" -> {{False}}}, - GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}}, - GridBoxSpacings -> { - "Columns" -> {{0.5}}, "Rows" -> {{0.8}}}], "Grid"]}}, - GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, - AutoDelete -> False, - GridBoxItemSize -> { - "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, - GridBoxSpacings -> {"Columns" -> {{1}}, "Rows" -> {{0}}}], - "Grid"], Alignment -> Left, AppearanceElements -> None, - ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction -> - "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], { - FontFamily -> "Arial"}, Background -> Automatic, StripOnInput -> - False], TraditionalForm]& ), - InterpretationFunction :> (RowBox[{"PointLegend", "[", - RowBox[{ - RowBox[{"{", - RowBox[{ - RowBox[{"Directive", "[", - RowBox[{ - RowBox[{"PointSize", "[", "0.007333333333333334`", "]"}], - ",", - InterpretationBox[ - ButtonBox[ - TooltipBox[ - GraphicsBox[{{ - GrayLevel[0], - RectangleBox[{0, 0}]}, { - GrayLevel[0], - RectangleBox[{1, -1}]}, { - RGBColor[0.368417, 0.506779, 0.709798], - RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> - "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, - FrameStyle -> - RGBColor[ - 0.24561133333333335`, 0.3378526666666667, - 0.4731986666666667], FrameTicks -> None, PlotRangePadding -> - None, ImageSize -> - Dynamic[{ - Automatic, 1.35 CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification]}]], - StyleBox[ - RowBox[{"RGBColor", "[", - RowBox[{"0.368417`", ",", "0.506779`", ",", "0.709798`"}], - "]"}], NumberMarks -> False]], Appearance -> None, - BaseStyle -> {}, BaselinePosition -> Baseline, - DefaultBaseStyle -> {}, ButtonFunction :> - With[{Typeset`box$ = EvaluationBox[]}, - If[ - Not[ - AbsoluteCurrentValue["Deployed"]], - SelectionMove[Typeset`box$, All, Expression]; - FrontEnd`Private`$ColorSelectorInitialAlpha = 1; - FrontEnd`Private`$ColorSelectorInitialColor = - RGBColor[0.368417, 0.506779, 0.709798]; - FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; - MathLink`CallFrontEnd[ - FrontEnd`AttachCell[Typeset`box$, - FrontEndResource["RGBColorValueSelector"], { - 0, {Left, Bottom}}, {Left, Top}, - "ClosingActions" -> { - "SelectionDeparture", "ParentChanged", - "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> - Automatic, Method -> "Preemptive"], - RGBColor[0.368417, 0.506779, 0.709798], Editable -> False, - Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", - RowBox[{"Directive", "[", - RowBox[{ - RowBox[{"PointSize", "[", "0.007333333333333334`", "]"}], - ",", - InterpretationBox[ - ButtonBox[ - TooltipBox[ - GraphicsBox[{{ - GrayLevel[0], - RectangleBox[{0, 0}]}, { - GrayLevel[0], - RectangleBox[{1, -1}]}, { - RGBColor[0.880722, 0.611041, 0.142051], - RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> - "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, - FrameStyle -> - RGBColor[ - 0.587148, 0.40736066666666665`, 0.09470066666666668], - FrameTicks -> None, PlotRangePadding -> None, ImageSize -> - Dynamic[{ - Automatic, 1.35 CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification]}]], - StyleBox[ - RowBox[{"RGBColor", "[", - RowBox[{"0.880722`", ",", "0.611041`", ",", "0.142051`"}], - "]"}], NumberMarks -> False]], Appearance -> None, - BaseStyle -> {}, BaselinePosition -> Baseline, - DefaultBaseStyle -> {}, ButtonFunction :> - With[{Typeset`box$ = EvaluationBox[]}, - If[ - Not[ - AbsoluteCurrentValue["Deployed"]], - SelectionMove[Typeset`box$, All, Expression]; - FrontEnd`Private`$ColorSelectorInitialAlpha = 1; - FrontEnd`Private`$ColorSelectorInitialColor = - RGBColor[0.880722, 0.611041, 0.142051]; - FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; - MathLink`CallFrontEnd[ - FrontEnd`AttachCell[Typeset`box$, - FrontEndResource["RGBColorValueSelector"], { - 0, {Left, Bottom}}, {Left, Top}, - "ClosingActions" -> { - "SelectionDeparture", "ParentChanged", - "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> - Automatic, Method -> "Preemptive"], - RGBColor[0.880722, 0.611041, 0.142051], Editable -> False, - Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", - RowBox[{"Directive", "[", - RowBox[{ - RowBox[{"PointSize", "[", "0.007333333333333334`", "]"}], - ",", - InterpretationBox[ - ButtonBox[ - TooltipBox[ - GraphicsBox[{{ - GrayLevel[0], - RectangleBox[{0, 0}]}, { - GrayLevel[0], - RectangleBox[{1, -1}]}, { - RGBColor[0.560181, 0.691569, 0.194885], - RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> - "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, - FrameStyle -> - RGBColor[ - 0.37345400000000006`, 0.461046, 0.12992333333333334`], - FrameTicks -> None, PlotRangePadding -> None, ImageSize -> - Dynamic[{ - Automatic, 1.35 CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification]}]], - StyleBox[ - RowBox[{"RGBColor", "[", - RowBox[{"0.560181`", ",", "0.691569`", ",", "0.194885`"}], - "]"}], NumberMarks -> False]], Appearance -> None, - BaseStyle -> {}, BaselinePosition -> Baseline, - DefaultBaseStyle -> {}, ButtonFunction :> - With[{Typeset`box$ = EvaluationBox[]}, - If[ - Not[ - AbsoluteCurrentValue["Deployed"]], - SelectionMove[Typeset`box$, All, Expression]; - FrontEnd`Private`$ColorSelectorInitialAlpha = 1; - FrontEnd`Private`$ColorSelectorInitialColor = - RGBColor[0.560181, 0.691569, 0.194885]; - FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; - MathLink`CallFrontEnd[ - FrontEnd`AttachCell[Typeset`box$, - FrontEndResource["RGBColorValueSelector"], { - 0, {Left, Bottom}}, {Left, Top}, - "ClosingActions" -> { - "SelectionDeparture", "ParentChanged", - "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> - Automatic, Method -> "Preemptive"], - RGBColor[0.560181, 0.691569, 0.194885], Editable -> False, - Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", - RowBox[{"Directive", "[", - RowBox[{ - RowBox[{"PointSize", "[", "0.007333333333333334`", "]"}], - ",", - InterpretationBox[ - ButtonBox[ - TooltipBox[ - GraphicsBox[{{ - GrayLevel[0], - RectangleBox[{0, 0}]}, { - GrayLevel[0], - RectangleBox[{1, -1}]}, { - RGBColor[0.922526, 0.385626, 0.209179], - RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> - "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, - FrameStyle -> - RGBColor[ - 0.6150173333333333, 0.25708400000000003`, - 0.13945266666666667`], FrameTicks -> None, - PlotRangePadding -> None, ImageSize -> - Dynamic[{ - Automatic, 1.35 CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification]}]], - StyleBox[ - RowBox[{"RGBColor", "[", - RowBox[{"0.922526`", ",", "0.385626`", ",", "0.209179`"}], - "]"}], NumberMarks -> False]], Appearance -> None, - BaseStyle -> {}, BaselinePosition -> Baseline, - DefaultBaseStyle -> {}, ButtonFunction :> - With[{Typeset`box$ = EvaluationBox[]}, - If[ - Not[ - AbsoluteCurrentValue["Deployed"]], - SelectionMove[Typeset`box$, All, Expression]; - FrontEnd`Private`$ColorSelectorInitialAlpha = 1; - FrontEnd`Private`$ColorSelectorInitialColor = - RGBColor[0.922526, 0.385626, 0.209179]; - FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; - MathLink`CallFrontEnd[ - FrontEnd`AttachCell[Typeset`box$, - FrontEndResource["RGBColorValueSelector"], { - 0, {Left, Bottom}}, {Left, Top}, - "ClosingActions" -> { - "SelectionDeparture", "ParentChanged", - "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> - Automatic, Method -> "Preemptive"], - RGBColor[0.922526, 0.385626, 0.209179], Editable -> False, - Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}]}], - "}"}], ",", - RowBox[{"{", - RowBox[{#, ",", #2, ",", #3, ",", #4}], "}"}], ",", - RowBox[{"LegendMarkers", "\[Rule]", - RowBox[{"{", - RowBox[{ - RowBox[{"{", - RowBox[{"False", ",", "Automatic"}], "}"}], ",", - RowBox[{"{", - RowBox[{"False", ",", "Automatic"}], "}"}], ",", - RowBox[{"{", - RowBox[{"False", ",", "Automatic"}], "}"}], ",", - RowBox[{"{", - RowBox[{"False", ",", "Automatic"}], "}"}]}], "}"}]}], ",", - RowBox[{"Joined", "\[Rule]", - RowBox[{"{", - RowBox[{"True", ",", "True", ",", "True", ",", "True"}], - "}"}]}], ",", - RowBox[{"LabelStyle", "\[Rule]", - RowBox[{"{", "}"}]}], ",", - RowBox[{"LegendLayout", "\[Rule]", "\"Column\""}]}], "]"}]& ), - Editable -> True], TraditionalForm], TraditionalForm]}, - "Legended", - DisplayFunction->(GridBox[{{ - TagBox[ - ItemBox[ - PaneBox[ - TagBox[#, "SkipImageSizeLevel"], Alignment -> {Center, Baseline}, - BaselinePosition -> Baseline], DefaultBaseStyle -> "Labeled"], - "SkipImageSizeLevel"], - ItemBox[#2, DefaultBaseStyle -> "LabeledLabel"]}}, - GridBoxAlignment -> {"Columns" -> {{Center}}, "Rows" -> {{Center}}}, - AutoDelete -> False, GridBoxItemSize -> Automatic, - BaselinePosition -> {1, 1}]& ), - Editable->True, - InterpretationFunction->(RowBox[{"Legended", "[", - RowBox[{#, ",", - RowBox[{"Placed", "[", - RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output", - CellChangeTimes->{{3.784992312221224*^9, 3.784992346103744*^9}, - 3.7849926522781267`*^9, {3.7849928355405827`*^9, 3.7849928888523283`*^9}, - 3.784998783083351*^9, 3.784999269659618*^9, 3.7849995131122017`*^9, - 3.7849996882352953`*^9, 3.784999954236291*^9, {3.785000857585671*^9, - 3.785000867800714*^9}, 3.78500112981043*^9, 3.7850015310561237`*^9, - 3.785004079202517*^9, 3.7850048891929903`*^9, 3.785005327763853*^9, - 3.785056437363092*^9, 3.785056675103222*^9, 3.7850571291787243`*^9, - 3.785057216083712*^9, 3.78506462381592*^9, 3.785074740242869*^9, - 3.7850963447022333`*^9, 3.785096632170389*^9, 3.7850968676774807`*^9, - 3.7850971944374237`*^9, 3.785097771175747*^9, 3.785098046706997*^9}, - CellLabel->"Out[86]=",ExpressionUUID->"d9f0e0bf-6858-41cc-84e3-a5e81f2522b9"] -}, Open ]], - -Cell[BoxData[ - RowBox[{ - RowBox[{"Export", "[", - RowBox[{"\"\\"", ",", "plotE"}], "]"}], ";"}]], "Input", - CellChangeTimes->{{3.785098032116331*^9, 3.785098040089377*^9}}, - CellLabel->"In[87]:=",ExpressionUUID->"3a535d97-3e5b-475e-a093-b1d3b4c91345"], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"plotR", "=", - RowBox[{"ListLogPlot", "[", - RowBox[{ - RowBox[{ - RowBox[{ - RowBox[{"Select", "[", - RowBox[{ - RowBox[{ - RowBox[{"Length", "[", "#rs", "]"}], "\[Equal]", "1"}], "&"}], "]"}], - "[", "d", "]"}], "[", - RowBox[{ - RowBox[{"SortBy", "[", "\"\\"", "]"}], ",", - RowBox[{ - RowBox[{"Thread", "[", - RowBox[{"{", - RowBox[{ - RowBox[{"Ts", "[", "#", "]"}], ",", - RowBox[{ - RowBox[{"10000", "/", "2"}], - RowBox[{ - RowBox[{ - RowBox[{"#", "[", "\"\<\[Rho]s\>\"", "]"}], "[", - RowBox[{"[", - RowBox[{"All", ",", "5001"}], "]"}], "]"}], "/", - SuperscriptBox["#n", - RowBox[{"1", "/", "2"}]]}]}]}], "}"}], "]"}], "&"}], ",", - RowBox[{"FailureAction", "\[Rule]", "None"}]}], "]"}], ",", - RowBox[{"Joined", "\[Rule]", "True"}], ",", - RowBox[{"PlotLegends", "\[Rule]", - RowBox[{"Normal", "@", - RowBox[{ - RowBox[{ - RowBox[{"Select", "[", - RowBox[{ - RowBox[{ - RowBox[{"Length", "[", "#rs", "]"}], "\[Equal]", "1"}], "&"}], - "]"}], "[", "d", "]"}], "[", - RowBox[{ - RowBox[{"SortBy", "[", "\"\\"", "]"}], ",", - RowBox[{ - RowBox[{"ToString", "[", "#n", "]"}], "&"}]}], "]"}]}]}], ",", - RowBox[{"AxesLabel", "\[Rule]", - RowBox[{"{", - RowBox[{"\[Beta]", ",", - SubscriptBox["\[Rho]", "0"]}], "}"}]}]}], "]"}]}]], "Input", - CellChangeTimes->{{3.784992259322311*^9, 3.7849923458651857`*^9}, { - 3.784992651707872*^9, 3.784992651985375*^9}, {3.784992846100277*^9, - 3.784992888545384*^9}, {3.785000865060989*^9, 3.785000867504056*^9}, { - 3.785056700250898*^9, 3.785056762684153*^9}, {3.785056840840971*^9, - 3.785056867254127*^9}, {3.785057136725884*^9, 3.785057198892069*^9}, { - 3.785057642151229*^9, 3.785057643833673*^9}, 3.785057682456005*^9, { - 3.785097199867605*^9, 3.785097216178822*^9}, {3.785097409519224*^9, - 3.785097456486762*^9}, {3.7850977785660267`*^9, 3.7850977795015707`*^9}, { - 3.785098050438628*^9, 3.785098053163248*^9}}, - CellLabel->"In[88]:=",ExpressionUUID->"b97c9481-c920-40cb-ae2d-c435732eb22a"], - -Cell[BoxData[ - TemplateBox[{GraphicsBox[{{{{{Antialiasing -> False, + LineBox[{{1.1875, -0.03012524844630885}, { + 1.1875, -0.03003989477216893}}], + + LineBox[{{1.1875, -0.03003989477216893}, { + 1.1875, -0.02995454109802901}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{1.3125, -0.03474817714012225}, { + 1.3125, -0.03465156822964707}}], + + LineBox[{{1.3125, -0.03465156822964707}, { + 1.3125, -0.03455495931917189}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{1.4375, -0.03963007153920985}, { + 1.4375, -0.03952187672440337}}], + + LineBox[{{1.4375, -0.03952187672440337}, { + 1.4375, -0.03941368190959688}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{1.5625, -0.04477327372357832}, { + 1.5625, -0.04465315943371547}}], + + LineBox[{{1.5625, -0.04465315943371547}, { + 1.5625, -0.044533045143852625`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{1.6875, -0.050112310460890507`}, { + 1.6875, -0.04998008126602284}}], + + LineBox[{{1.6875, -0.04998008126602284}, { + 1.6875, -0.04984785207115517}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{1.8125, -0.05561127416611885}, { + 1.8125, -0.055466796278717916`}}], + + LineBox[{{1.8125, -0.055466796278717916`}, { + 1.8125, -0.05532231839131698}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{1.9375, -0.06129742400076917}, { + 1.9375, -0.061140495201395174`}}], + + LineBox[{{1.9375, -0.061140495201395174`}, { + 1.9375, -0.060983566402021176`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + LineBox[{{2.0625, -0.0671531970904147}, { + 2.0625, -0.06698364535476499}}], + + LineBox[{{2.0625, -0.06698364535476499}, { + 2.0625, -0.06681409361911528}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{2.1875, -0.07317760749792346}, { + 2.1875, -0.0729952570875472}}], + + LineBox[{{2.1875, -0.0729952570875472}, { + 2.1875, -0.07281290667717094}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{2.3125, -0.07928634232185951}, { + 2.3125, -0.07909117547249334}}], + + LineBox[{{2.3125, -0.07909117547249334}, { + 2.3125, -0.07889600862312716}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{2.4375, -0.08558938612998752}, { + 2.4375, -0.08538116024916187}}], + + LineBox[{{2.4375, -0.08538116024916187}, { + 2.4375, -0.08517293436833621}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{2.5625, -0.09200986107843821}, { + 2.5625, -0.09178848247972853}}], + + LineBox[{{2.5625, -0.09178848247972853}, { + 2.5625, -0.09156710388101884}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{2.6875, -0.09846476610870993}, { + 2.6875, -0.0982302892218421}}], + + LineBox[{{2.6875, -0.0982302892218421}, { + 2.6875, -0.09799581233497427}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{2.8125, -0.1049973000193679}, { + 2.8125, -0.10474968326857856`}}], + + LineBox[{{2.8125, -0.10474968326857856`}, { + 2.8125, -0.10450206651778922`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{2.9375, -0.11160654302849357`}, { + 2.9375, -0.11134573896063626`}}], + + LineBox[{{2.9375, -0.11134573896063626`}, { + 2.9375, -0.11108493489277896`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{3.0625, -0.11825506518712998`}, { + 3.0625, -0.11798108885184119`}}], + + LineBox[{{3.0625, -0.11798108885184119`}, { + 3.0625, -0.1177071125165524}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{3.1875, -0.1249994633957034}, { + 3.1875, -0.12471221766068186`}}], + + LineBox[{{3.1875, -0.12471221766068186`}, { + 3.1875, -0.12442497192566031`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{3.3125, -0.13180428432018385`}, { + 3.3125, -0.13150373471172805`}}], + + LineBox[{{3.3125, -0.13150373471172805`}, { + 3.3125, -0.13120318510327225`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{3.4375, -0.13864829889356442`}, { + 3.4375, -0.1383344446279614}}], + + LineBox[{{3.4375, -0.1383344446279614}, { + 3.4375, -0.1380205903623584}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{3.5625, -0.14554938788512609`}, { + 3.5625, -0.1452221901970307}}], + + LineBox[{{3.5625, -0.1452221901970307}, { + 3.5625, -0.1448949925089353}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{3.6875, -0.15241715241029433`}, { + 3.6875, -0.15207673144326758`}}], + + LineBox[{{3.6875, -0.15207673144326758`}, { + 3.6875, -0.15173631047624084`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{3.8125, -0.15933066143881675`}, { + 3.8125, -0.15897698585578407`}}], + + LineBox[{{3.8125, -0.15897698585578407`}, { + 3.8125, -0.1586233102727514}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{3.9375, -0.16627853381658406`}, { + 3.9375, -0.16591159002825018`}}], + + LineBox[{{3.9375, -0.16591159002825018`}, { + 3.9375, -0.1655446462399163}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{4.0625, -0.17325072101165337`}, { + 4.0625, -0.17287051030983686`}}], + + LineBox[{{4.0625, -0.17287051030983686`}, { + 4.0625, -0.17249029960802034`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{4.1875, -0.18024664033094126`}, { + 4.1875, -0.1798531617612925}}], + + LineBox[{{4.1875, -0.1798531617612925}, { + 4.1875, -0.17945968319164377`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{4.3125, -0.18713947811649462`}, { + 4.3125, -0.18673295286758296`}}], + + LineBox[{{4.3125, -0.18673295286758296`}, { + 4.3125, -0.1863264276186713}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{4.4375, -0.19408556319486847`}, { + 4.4375, -0.19366592516200973`}}], + + LineBox[{{4.4375, -0.19366592516200973`}, { + 4.4375, -0.19324628712915098`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{4.5625, -0.2010591077389756}, { + 4.5625, -0.20062633668786525`}}], + + LineBox[{{4.5625, -0.20062633668786525`}, { + 4.5625, -0.20019356563675492`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{4.6875, -0.2081088694125725}, { + 4.6875, -0.20766285771564544`}}], + + LineBox[{{4.6875, -0.20766285771564544`}, { + 4.6875, -0.20721684601871837`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{4.8125, -0.21502376157312908`}, { + 4.8125, -0.21456477574230814`}}], + + LineBox[{{4.8125, -0.21456477574230814`}, { + 4.8125, -0.2141057899114872}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{4.9375, -0.22203599756783546`}, { + 4.9375, -0.2215638848157574}}], + + LineBox[{{4.9375, -0.2215638848157574}, { + 4.9375, -0.22109177206367933`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.0625, -0.22910215468049963`}, { + 5.0625, -0.2286168419635049}}], + + LineBox[{{5.0625, -0.2286168419635049}, { + 5.0625, -0.22813152924651017`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.1875, -0.23637480888042095`}, { + 5.1875, -0.2358759559302671}}], + + LineBox[{{5.1875, -0.2358759559302671}, { + 5.1875, -0.23537710298011327`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.3125, -0.24410744628937897`}, { + 5.3125, -0.2435942796687682}}], + + LineBox[{{5.3125, -0.2435942796687682}, { + 5.3125, -0.24308111304815744`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.4375, -0.25285461092119726`}, { + 5.4375, -0.25232542743312725`}}], + LineBox[{{5.4375, -0.25232542743312725`}, { + 5.4375, -0.25179624394505723`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.50625, -0.2538329490015284}, { + 5.50625, -0.25328476265644945`}}], + + LineBox[{{5.50625, -0.25328476265644945`}, { + 5.50625, -0.2527365763113705}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.518750000000001, -0.2548670270752444}, { + 5.518750000000001, -0.25429939776790633`}}], + + LineBox[{{5.518750000000001, -0.25429939776790633`}, { + 5.518750000000001, -0.2537317684605683}}]}}, { + Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.53125, -0.25591879483821917`}, { + 5.53125, -0.2553319987169101}}], + + LineBox[{{5.53125, -0.2553319987169101}, { + 5.53125, -0.254745202595601}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.543749999999999, -0.25702730304214605`}, { + 5.543749999999999, -0.2564209139515166}}], + + LineBox[{{5.543749999999999, -0.2564209139515166}, { + 5.543749999999999, -0.2558145248608872}}]}}, { + Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.55625, -0.25815602111172214`}, { + 5.55625, -0.25753026121811484`}}], + + LineBox[{{5.55625, -0.25753026121811484`}, { + 5.55625, -0.25690450132450754`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.56875, -0.25929563237419073`}, { + 5.56875, -0.25865085485116496`}}], + + LineBox[{{5.56875, -0.25865085485116496`}, { + 5.56875, -0.2580060773281392}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.581250000000001, -0.26051396436070867`}, { + 5.581250000000001, -0.25984941345125057`}}], + + LineBox[{{5.581250000000001, -0.25984941345125057`}, { + 5.581250000000001, -0.25918486254179246`}}]}}, { + Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.59375, -0.2617465703643063}, { + 5.59375, -0.26106254594320677`}}], + + LineBox[{{5.59375, -0.26106254594320677`}, { + 5.59375, -0.2603785215221072}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.606249999999999, -0.2629970984286395}, { + 5.606249999999999, -0.26229381985186856`}}], + + LineBox[{{5.606249999999999, -0.26229381985186856`}, { + 5.606249999999999, -0.2615905412750976}}]}}, { + Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.61875, -0.26431904308990634`}, { + 5.61875, -0.2635959244653313}}], + + LineBox[{{5.61875, -0.2635959244653313}, { + 5.61875, -0.2628728058407563}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.63125, -0.26570410795522453`}, { + 5.63125, -0.26496072451662256`}}], + + LineBox[{{5.63125, -0.26496072451662256`}, { + 5.63125, -0.2642173410780206}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.643750000000001, -0.2671609431727818}, { + 5.643750000000001, -0.266396779193926}}], + + LineBox[{{5.643750000000001, -0.266396779193926}, { + 5.643750000000001, -0.26563261521507026`}}]}}, { + Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + LineBox[{{5.65625, -0.26869392026913186`}, { + 5.65625, -0.2679084371019177}}], + + LineBox[{{5.65625, -0.2679084371019177}, { + 5.65625, -0.26712295393470353`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.668749999999999, -0.2702866892627462}, { + 5.668749999999999, -0.2694796035122112}}], + + LineBox[{{5.668749999999999, -0.2694796035122112}, { + 5.668749999999999, -0.26867251776167617`}}]}}, { + Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.68125, -0.2719809839962348}, { + 5.68125, -0.27115149069274697`}}], + + LineBox[{{5.68125, -0.27115149069274697`}, { + 5.68125, -0.2703219973892591}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.69375, -0.27369123175273335`}, { + 5.69375, -0.27283966422685596`}}], + + LineBox[{{5.69375, -0.27283966422685596`}, { + 5.69375, -0.27198809670097857`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.706250000000001, -0.2755240593923868}, { + 5.706250000000001, -0.27464940965148615`}}], + + LineBox[{{5.706250000000001, -0.27464940965148615`}, { + 5.706250000000001, -0.27377475991058553`}}]}}, { + Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.71875, -0.2774279875432397}, { + 5.71875, -0.27652993792480485`}}], + + LineBox[{{5.71875, -0.27652993792480485`}, { + 5.71875, -0.27563188830637}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.731249999999999, -0.27944332516298925`}, { + 5.731249999999999, -0.27852110555411896`}}], + LineBox[{{5.731249999999999, -0.27852110555411896`}, { + 5.731249999999999, -0.2775988859452487}}]}}, { + Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.74375, -0.28148941334625294`}, { + 5.74375, -0.2805432310162765}}], + + LineBox[{{5.74375, -0.2805432310162765}, { + 5.74375, -0.27959704868630003`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.75625, -0.28372283341046556`}, { + 5.75625, -0.28275112686719056`}}], + + LineBox[{{5.75625, -0.28275112686719056`}, { + 5.75625, -0.28177942032391556`}}]}}, {Antialiasing -> False, + Directive[ + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.768750000000001, -0.28610636027490677`}, { + 5.768750000000001, -0.2851080853276977}}], + + LineBox[{{5.768750000000001, -0.2851080853276977}, { + 5.768750000000001, -0.28410981038048866`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{0.125, -1.2055862526058194`}, { - 0.125, -1.1983635655614253`}}], + LineBox[{{5.78125, -0.28858588801360413`}, { + 5.78125, -0.2875606499890537}}], - LineBox[{{0.125, -1.1983635655614253`}, { - 0.125, -1.1911926718615982`}}]}}, {Antialiasing -> False, + LineBox[{{5.78125, -0.2875606499890537}, { + 5.78125, -0.2865354119645032}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{0.24999999999999992`, -1.2762158834206043`}, { - 0.24999999999999992`, -1.268733572380746}}], + LineBox[{{5.793749999999999, -0.291203842150509}, { + 5.793749999999999, -0.2901508327672414}}], - LineBox[{{0.24999999999999992`, -1.268733572380746}, { - 0.24999999999999992`, -1.2613068307888198`}}]}}, { + LineBox[{{5.793749999999999, -0.2901508327672414}, { + 5.793749999999999, -0.28909782338397383`}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{0.37499999999999994`, -1.3397668278134482`}, { - 0.37499999999999994`, -1.3320429462879748`}}], + LineBox[{{5.8062499999999995`, -0.29385835060807025`}, { + 5.8062499999999995`, -0.2927778486992986}}], - LineBox[{{0.37499999999999994`, -1.3320429462879748`}, { - 0.37499999999999994`, -1.3243782661359904`}}]}}, { + LineBox[{{5.8062499999999995`, -0.2927778486992986}, { + 5.8062499999999995`, -0.291697346790527}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{0.5, -1.4161171695035453`}, {0.5, -1.4080927285813027`}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{0.5, -1.4080927285813027`}, { - 0.5, -1.4001321670547828`}}]}}, {Antialiasing -> False, + LineBox[{{5.81875, -0.2967350768316792}, { + 5.81875, -0.29562550434227364`}}], + + LineBox[{{5.81875, -0.29562550434227364`}, { + 5.81875, -0.29451593185286806`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{0.625, -1.4452694976565066`}, { - 0.625, -1.4371272352013498`}}], + LineBox[{{5.831250000000001, -0.29974732967498585`}, { + 5.831250000000001, -0.29860805562716264`}}], - LineBox[{{0.625, -1.4371272352013498`}, { - 0.625, -1.42905073409827}}]}}, {Antialiasing -> False, + LineBox[{{5.831250000000001, -0.29860805562716264`}, { + 5.831250000000001, -0.2974687815793394}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{0.75, -1.5228762818490582`}, { - 0.75, -1.5144118639003332`}}], + LineBox[{{5.84375, -0.3028820355048508}, { + 5.84375, -0.30171259478202594`}}], - LineBox[{{0.75, -1.5144118639003332`}, { - 0.75, -1.5060184913851928`}}]}}, {Antialiasing -> False, + LineBox[{{5.84375, -0.30171259478202594`}, { + 5.84375, -0.30054315405920107`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{0.8750000000000001, -1.578243361121959}, { - 0.8750000000000001, -1.5695413459903462`}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{0.8750000000000001, -1.5695413459903462`}, { - 0.8750000000000001, -1.5609144031158162`}}]}}, { - Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1., -1.630156714224982}, {1., -1.6212258681861427`}}], - LineBox[{{1., -1.6212258681861427`}, {1., -1.612374076655428}}]}}, { + LineBox[{{5.856249999999999, -0.30611415079425286`}, { + 5.856249999999999, -0.30491433865423123`}}], + + LineBox[{{5.856249999999999, -0.30491433865423123`}, { + 5.856249999999999, -0.3037145265142096}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{1.125, -1.670088898711674}, { - 1.125, -1.6609779477860152`}}], + LineBox[{{5.86875, -0.309428406588222}, { + 5.86875, -0.308198166872706}}], - LineBox[{{1.125, -1.6609779477860152`}, { - 1.125, -1.6519492573794665`}}]}}, {Antialiasing -> False, + LineBox[{{5.86875, -0.308198166872706}, { + 5.86875, -0.30696792715719}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{1.25, -1.7416665993027869`}, { - 1.25, -1.7322236752636995`}}], + LineBox[{{5.88125, -0.31294897314944137`}, { + 5.88125, -0.3116871631425149}}], - LineBox[{{1.25, -1.7322236752636995`}, { - 1.25, -1.7228690865455476`}}]}}, {Antialiasing -> False, + LineBox[{{5.88125, -0.3116871631425149}, { + 5.88125, -0.3104253531355884}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{1.375, -1.8106375286381704`}, { - 1.375, -1.8008632834775256`}}], + LineBox[{{5.893750000000001, -0.31653569703153495`}, { + 5.893750000000001, -0.3152424496681387}}], - LineBox[{{1.375, -1.8008632834775256`}, { - 1.375, -1.7911836501718168`}}]}}, {Antialiasing -> False, + LineBox[{{5.893750000000001, -0.3152424496681387}, { + 5.893750000000001, -0.31394920230474244`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.5, -1.8766526166533564`}, {1.5, -1.8665503668299774`}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.90625, -0.3201931417883688}, { + 5.90625, -0.3188685401946853}}], - LineBox[{{1.5, -1.8665503668299774`}, { - 1.5, -1.8565491526217386`}}]}}, {Antialiasing -> False, + LineBox[{{5.90625, -0.3188685401946853}, { + 5.90625, -0.31754393860100183`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{1.625, -1.9446027982677978`}, { - 1.625, -1.9341514295704905`}}], + LineBox[{{5.918749999999999, -0.323894990582281}, { + 5.918749999999999, -0.3225393255856814}}], - LineBox[{{1.625, -1.9341514295704905`}, { - 1.625, -1.9238081631380306`}}]}}, {Antialiasing -> False, + LineBox[{{5.918749999999999, -0.3225393255856814}, { + 5.918749999999999, -0.32118366058908177`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{1.75, -1.9978234946074183`}, { - 1.75, -1.9870902806156496`}}], + LineBox[{{5.93125, -0.32777995255086373`}, { + 5.93125, -0.32639238068853776`}}], - LineBox[{{1.75, -1.9870902806156496`}, { - 1.75, -1.9764710462216566`}}]}}, {Antialiasing -> False, + LineBox[{{5.93125, -0.32639238068853776`}, { + 5.93125, -0.3250048088262118}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{1.875, -2.065608275752748}, {1.875, -2.054505056389804}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{1.875, -2.054505056389804}, { - 1.875, -2.043523765942454}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2., -2.141874971192117}, {2., -2.1303401771133723`}}], + LineBox[{{5.94375, -0.3317818913190519}, { + 5.94375, -0.3303621398380498}}], - LineBox[{{2., -2.1303401771133723`}, { - 2., -2.1189369187138705`}}]}}, {Antialiasing -> False, + LineBox[{{5.94375, -0.3303621398380498}, { + 5.94375, -0.3289423883570477}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.125, -2.212428833885184}, {2.125, -2.200479870056892}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{2.125, -2.200479870056892}, { - 2.125, -2.188671999703261}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.25, -2.2898558831065414`}, {2.25, -2.277435267868086}}], + LineBox[{{5.956250000000001, -0.33574375904991455`}, { + 5.956250000000001, -0.334292778711397}}], - LineBox[{{2.25, -2.277435267868086}, { - 2.25, -2.2651670335823066`}}]}}, {Antialiasing -> False, + LineBox[{{5.956250000000001, -0.334292778711397}, { + 5.956250000000001, -0.33284179837287947`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.375, -2.368774537552152}, {2.375, -2.355854021873386}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{2.375, -2.355854021873386}, { - 2.375, -2.3430983187207457`}}]}}, {Antialiasing -> False, + LineBox[{{5.96875, -0.3397918424392027}, { + 5.96875, -0.3383095709577149}}], + + LineBox[{{5.96875, -0.3383095709577149}, { + 5.96875, -0.33682729947622714`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.5, -2.444548362283355}, {2.5, -2.431128944107529}}], - LineBox[{{2.5, -2.431128944107529}, {2.5, -2.417887224732704}}]}}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{5.981249999999999, -0.34386364078608694`}, { + 5.981249999999999, -0.34235048066451396`}}], + + LineBox[{{5.981249999999999, -0.34235048066451396`}, { + 5.981249999999999, -0.34083732054294097`}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.625, -2.5341145936109166`}, { - 2.625, -2.5200805622956675`}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{2.625, -2.5200805622956675`}, { - 2.625, -2.5062407623105427`}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{2.75, -2.6073275733729115`}, {2.75, -2.592770295663945}}], + LineBox[{{5.99375, -0.34804168096671095`}, { + 5.99375, -0.3464974089361306}}], - LineBox[{{2.75, -2.592770295663945}, { - 2.75, -2.5784218952403335`}}]}}, {Antialiasing -> False, + LineBox[{{5.99375, -0.3464974089361306}, { + 5.99375, -0.3449531369055503}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{2.875, -2.6947616384245614`}, { - 2.875, -2.679553856272592}}], + LineBox[{{6.0062500000000005`, -0.35209145180518037`}, { + 6.0062500000000005`, -0.3505175330095419}}], - LineBox[{{2.875, -2.679553856272592}, { - 2.875, -2.664573890501605}}]}}, {Antialiasing -> False, + LineBox[{{6.0062500000000005`, -0.3505175330095419}, { + 6.0062500000000005`, -0.34894361421390346`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3., -2.8106940915602605`}, {3., -2.794578740131396}}], - LineBox[{{3., -2.794578740131396}, {3., -2.7787189797582363`}}]}}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{6.018750000000001, -0.3561485392727778}, { + 6.018750000000001, -0.3545454061601891}}], + + LineBox[{{6.018750000000001, -0.3545454061601891}, { + 6.018750000000001, -0.3529422730476004}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{3.125, -2.8811228666569817`}, { - 3.125, -2.864429925905361}}], + LineBox[{{6.03125, -0.360164826663012}, { + 6.03125, -0.35853322234778434`}}], - LineBox[{{3.125, -2.864429925905361}, { - 3.125, -2.8480110703959665`}}]}}, {Antialiasing -> False, + LineBox[{{6.03125, -0.35853322234778434`}, { + 6.03125, -0.35690161803255666`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.25, -2.9730889593791763`}, {3.25, -2.955610524148129}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{3.25, -2.955610524148129}, { - 3.25, -2.9384323441362716`}}]}}, {Antialiasing -> False, + LineBox[{{6.043749999999999, -0.36410628869366785`}, { + 6.043749999999999, -0.3624471523443657}}], + LineBox[{{6.043749999999999, -0.3624471523443657}, { + 6.043749999999999, -0.36078801599506355`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{3.375, -3.1213055414746167`}, { - 3.375, -3.1024826435008714`}}], + LineBox[{{6.05625, -0.3680165329776365}, { + 6.05625, -0.3663304658881337}}], - LineBox[{{3.375, -3.1024826435008714`}, { - 3.375, -3.0840075111366128`}}]}}, {Antialiasing -> False, + LineBox[{{6.05625, -0.3663304658881337}, { + 6.05625, -0.364644398798631}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.5, -3.173536164331189}, {3.5, -3.154215240868104}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{6.06875, -0.37173465385352156`}, { + 6.06875, -0.37002330273658207`}}], - LineBox[{{3.5, -3.154215240868104}, { - 3.5, -3.1352605506997184`}}]}}, {Antialiasing -> False, + LineBox[{{6.06875, -0.37002330273658207`}, { + 6.06875, -0.3683119516196426}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{3.625, -3.3002560262614575`}, { - 3.625, -3.2796713597269376`}}], + LineBox[{{6.081250000000001, -0.375433516863628}, { + 6.081250000000001, -0.37369732314874105`}}], - LineBox[{{3.625, -3.2796713597269376`}, { - 3.625, -3.259501889378577}}]}}, {Antialiasing -> False, + LineBox[{{6.081250000000001, -0.37369732314874105`}, { + 6.081250000000001, -0.37196112943385407`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{3.75, -3.4007449110964694`}, {3.75, -3.37909959614018}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + LineBox[{{6.09375, -0.37905586911444983`}, { + 6.09375, -0.37729562922303583`}}], - LineBox[{{3.75, -3.37909959614018}, { - 3.75, -3.357912891602385}}]}}, {Antialiasing -> False, + LineBox[{{6.09375, -0.37729562922303583`}, { + 6.09375, -0.37553538933162184`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{3.875, -3.5103348087544206`}, { - 3.875, -3.4874703949457326`}}], + LineBox[{{6.106249999999999, -0.3825018135554408}, { + 6.106249999999999, -0.3807189385432756}}], - LineBox[{{3.875, -3.4874703949457326`}, { - 3.875, -3.465117097938358}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4., -3.6205742390850966`}, {4., -3.596414226441843}}], - LineBox[{{4., -3.596414226441843}, {4., -3.572824176766427}}]}}, { + LineBox[{{6.106249999999999, -0.3807189385432756}, { + 6.106249999999999, -0.3789360635311104}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{4.125, -3.7003664661461486`}, { - 4.125, -3.6752231276664507`}}], + LineBox[{{6.11875, -0.38583167532372264`}, { + 6.11875, -0.3840271432902783}}], - LineBox[{{4.125, -3.6752231276664507`}, { - 4.125, -3.6506965021264346`}}]}}, {Antialiasing -> False, + LineBox[{{6.11875, -0.3840271432902783}, { + 6.11875, -0.382222611256834}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.25, -3.8265922737729046`}, {4.25, -3.799811014821218}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{6.1312500000000005`, -0.3890118522262734}, { + 6.1312500000000005`, -0.38718682311855435`}}], - LineBox[{{4.25, -3.799811014821218}, { - 4.25, -3.773728323833671}}]}}, {Antialiasing -> False, + LineBox[{{6.1312500000000005`, -0.38718682311855435`}, { + 6.1312500000000005`, -0.3853617940108353}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{4.375, -3.9523298644955425`}, { - 4.375, -3.9238109611801884`}}], + LineBox[{{6.143750000000001, -0.3921677920901864}, { + 6.143750000000001, -0.39032260316442624`}}], - LineBox[{{4.375, -3.9238109611801884`}, { - 4.375, -3.896082884319652}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.5, -4.084997751165022}, {4.5, -4.054523068035429}}], - LineBox[{{4.5, -4.054523068035429}, {4.5, -4.024949691861849}}]}}, { + LineBox[{{6.143750000000001, -0.39032260316442624`}, { + 6.143750000000001, -0.3884774142386661}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.625, -4.188986048721284}, {4.625, -4.156885080696998}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{4.625, -4.156885080696998}, { - 4.625, -4.1257826150023025`}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.75, -4.331467451768252}, {4.75, -4.296996385489306}}], + LineBox[{{6.15625, -0.39510147587694877`}, { + 6.15625, -0.39323768921515473`}}], - LineBox[{{4.75, -4.296996385489306}, { - 4.75, -4.263674084414234}}]}}, {Antialiasing -> False, + LineBox[{{6.15625, -0.39323768921515473`}, { + 6.15625, -0.3913739025533607}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{4.875, -4.390399769701284}, {4.875, -4.354897967285629}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{4.875, -4.354897967285629}, { - 4.875, -4.320613450473725}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5., -4.655114648064391}, {5., -4.614589407904583}}], - LineBox[{{5., -4.614589407904583}, {5., -4.575642700037824}}]}}, { + LineBox[{{6.168749999999999, -0.3979598678371073}, { + 6.168749999999999, -0.396078095213194}}], + + LineBox[{{6.168749999999999, -0.396078095213194}, { + 6.168749999999999, -0.39419632258928067`}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.125, -4.742502858910589}, {5.125, -4.700167914610371}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{5.125, -4.700167914610371}, { - 5.125, -4.65955266118968}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.25, -4.796585491328044}, {5.25, -4.753090316064713}}], - LineBox[{{5.25, -4.753090316064713}, { - 5.25, -4.711408377925563}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.375, -4.978714716735343}, {5.375, -4.931073471260071}}], + LineBox[{{6.1812499999999995`, -0.40062025264815443`}, { + 6.1812499999999995`, -0.3987218465690746}}], - LineBox[{{5.375, -4.931073471260071}, { - 5.375, -4.885599073869889}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.5, -5.081305194532359}, {5.5, -5.031156929817053}}], - LineBox[{{5.5, -5.031156929817053}, {5.5, -4.983403875827702}}]}}, { + LineBox[{{6.1812499999999995`, -0.3987218465690746}, { + 6.1812499999999995`, -0.3968234404899948}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{5.625, -5.12903615509836}, { - 5.625, -5.0776769454519455`}}], + LineBox[{{6.19375, -0.4031701766376719}, { + 6.19375, -0.40125592404550264`}}], - LineBox[{{5.625, -5.0776769454519455`}, { - 5.625, -5.028827147410957}}]}}, {Antialiasing -> False, + LineBox[{{6.19375, -0.40125592404550264`}, { + 6.19375, -0.3993416714533334}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.75, -5.372058903657422}, {5.75, -5.314065723516176}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{5.75, -5.314065723516176}, { - 5.75, -5.25925219629231}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{5.875, -5.614655007001922}, {5.875, -5.549185465877101}}], + LineBox[{{6.206250000000001, -0.4056649169548983}, { + 6.206250000000001, -0.40373525169755275`}}], - LineBox[{{5.875, -5.549185465877101}, { - 5.875, -5.487740075052006}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{6., -5.606384899060478}, {6., -5.541185423210025}}], - LineBox[{{6., -5.541185423210025}, {6., -5.479977968629108}}]}}, { + LineBox[{{6.206250000000001, -0.40373525169755275`}, { + 6.206250000000001, -0.4018055864402072}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{6.125, -5.900411866952683}, {6.125, -5.824891347282167}}], - - LineBox[{{6.125, -5.824891347282167}, { - 6.125, -5.7546758798413435`}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{6.25, -6.0480762253422835`}, { - 6.25, -5.9667719345176105`}}], + LineBox[{{6.21875, -0.40796331263428665`}, { + 6.21875, -0.4060195160237076}}], - LineBox[{{6.25, -5.9667719345176105`}, { - 6.25, -5.891583870710374}}]}}, {Antialiasing -> False, + LineBox[{{6.21875, -0.4060195160237076}, { + 6.21875, -0.4040757194131286}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{6.375, -6.0354432030644345`}, { - 6.375, -5.9546505739852655`}}], + LineBox[{{6.231249999999999, -0.4101682418850415}, { + 6.231249999999999, -0.40821095175578576`}}], - LineBox[{{6.375, -5.9546505739852655`}, { - 6.375, -5.879900259362059}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{6.5, -6.3153735251003305`}, {6.5, -6.222451275883218}}], - LineBox[{{6.5, -6.222451275883218}, {6.5, -6.13743420617322}}]}}, { + LineBox[{{6.231249999999999, -0.40821095175578576`}, { + 6.231249999999999, -0.40625366162653004`}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{6.625, -6.148166279469259}, {6.625, -6.06269205639635}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + LineBox[{{6.24375, -0.4121946752890262}, { + 6.24375, -0.4102250311164366}}], - LineBox[{{6.625, -6.06269205639635}, { - 6.625, -5.983951865504785}}]}}, {Antialiasing -> False, + LineBox[{{6.24375, -0.4102250311164366}, { + 6.24375, -0.408255386943847}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{6.75, -6.577438941838645}, {6.75, -6.4715185122072185`}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{6.25625, -0.41408467291262724`}, { + 6.25625, -0.41210354577455255`}}], - LineBox[{{6.75, -6.4715185122072185`}, { - 6.75, -6.375750454039809}}]}}, {Antialiasing -> False, + LineBox[{{6.25625, -0.41210354577455255`}, { + 6.25625, -0.41012241863647786`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{6.875, -6.6210126438917145`}, { - 6.875, -6.512761470741268}}], + LineBox[{{6.268750000000001, -0.41594326082577}, { + 6.268750000000001, -0.4139508817227557}}], - LineBox[{{6.875, -6.512761470741268}, { - 6.875, -6.415092406921359}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{7., -6.751354695345463}, {7., -6.635821563498496}}], - LineBox[{{7., -6.635821563498496}, {7., -6.532264622698245}}]}}, { + LineBox[{{6.268750000000001, -0.4139508817227557}, { + 6.268750000000001, -0.4119585026197414}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{7.125, -6.843826773759886}, {7.125, -6.722832940488125}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.125, -6.722832940488125}, { - 7.125, -6.614911188783717}}]}}, {Antialiasing -> False, + LineBox[{{6.28125, -0.4177144167536041}, { + 6.28125, -0.4157113480052056}}], + + LineBox[{{6.28125, -0.4157113480052056}, { + 6.28125, -0.4137082792568071}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{7.25, -6.9454344352568045`}, {7.25, -6.81814312029245}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + LineBox[{{6.29375, -0.4193906688867426}, { + 6.29375, -0.4173775108009482}}], - LineBox[{{7.25, -6.81814312029245}, { - 7.25, -6.705240542780195}}]}}, {Antialiasing -> False, + LineBox[{{6.29375, -0.4173775108009482}, { + 6.29375, -0.4153643527151538}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{7.375, -7.351316686371826}, {7.375, -7.195437351433918}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.375, -7.195437351433918}, { - 7.375, -7.060611425693842}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{7.5, -7.1285801484061135`}, {7.5, -6.9891009184360895`}}], + LineBox[{{6.30625, -0.42099477471054}, { + 6.30625, -0.4189719860128345}}], - LineBox[{{7.5, -6.9891009184360895`}, { - 7.5, -6.866716121825365}}]}}, {Antialiasing -> False, + LineBox[{{6.30625, -0.4189719860128345}, { + 6.30625, -0.41694919731512897`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{7.625, -7.577582679049695}, {7.625, -7.403076716212163}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.625, -7.403076716212163}, { - 7.625, -7.254546239777891}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{7.75, -7.69645291075332}, {7.75, -7.511290300852395}}], + LineBox[{{6.31875, -0.42249974204430796`}, { + 6.31875, -0.42046793702508156`}}], - LineBox[{{7.75, -7.511290300852395}, { - 7.75, -7.355115227824723}}]}}, {Antialiasing -> False, + LineBox[{{6.31875, -0.42046793702508156`}, { + 6.31875, -0.41843613200585517`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{7.875, -7.665440980679654}, {7.875, -7.483119423885699}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.875, -7.483119423885699}, { - 7.875, -7.328968744058441}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.368417, 0.506779, 0.709798]], {}, { - LineBox[{{8., -7.72841457210878}, {8., -7.540277837725648}}], - LineBox[{{8., -7.540277837725648}, {8., -7.381994066492196}}]}}}, {{ + LineBox[{{6.331250000000001, -0.42397559407212465`}, { + 6.331250000000001, -0.421934966942511}}], + + LineBox[{{6.331250000000001, -0.421934966942511}, { + 6.331250000000001, -0.4198943398128973}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{0.125, -1.0788623538616997`}, { - 0.125, -1.0760120290393866`}}], + LineBox[{{6.34375, -0.42535182789159476`}, { + 6.34375, -0.4233029878379643}}], - LineBox[{{0.125, -1.0760120290393866`}, { - 0.125, -1.0731698054828964`}}]}}, {Antialiasing -> False, + LineBox[{{6.34375, -0.4233029878379643}, { + 6.34375, -0.4212541477843338}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{0.24999999999999992`, -1.130179418039838}, { - 0.24999999999999992`, -1.1272550117718052`}}], + LineBox[{{6.356249999999999, -0.426633887104791}, { + 6.356249999999999, -0.42457740667266114`}}], - LineBox[{{0.24999999999999992`, -1.1272550117718052`}, { - 0.24999999999999992`, -1.1243391327247938`}}]}}, { + LineBox[{{6.356249999999999, -0.42457740667266114`}, { + 6.356249999999999, -0.4225209262405313}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{0.37499999999999994`, -1.1873041937804765`}, { - 0.37499999999999994`, -1.1842950552306937`}}], + LineBox[{{6.36875, -0.42785734922819085`}, { + 6.36875, -0.4257935872567945}}], - LineBox[{{0.37499999999999994`, -1.1842950552306937`}, { - 0.37499999999999994`, -1.1812949444367462`}}]}}, { - Antialiasing -> False, + LineBox[{{6.36875, -0.4257935872567945}, { + 6.36875, -0.42372982528539815`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{0.5, -1.245988115774988}, {0.5, -1.2428893751470187`}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{6.38125, -0.42907652958348186`}, { + 6.38125, -0.4270055225245506}}], - LineBox[{{0.5, -1.2428893751470187`}, { - 0.5, -1.2398002070573517`}}]}}, {Antialiasing -> False, + LineBox[{{6.38125, -0.4270055225245506}, { + 6.38125, -0.42493451546561933`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{0.625, -1.300836804891131}, { - 0.625, -1.2976519074054458`}}], + LineBox[{{6.393750000000001, -0.43019479007486483`}, { + 6.393750000000001, -0.4281171430152409}}], - LineBox[{{0.625, -1.2976519074054458`}, { - 0.625, -1.2944771212965764`}}]}}, {Antialiasing -> False, + LineBox[{{6.393750000000001, -0.4281171430152409}, { + 6.393750000000001, -0.42603949595561696`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{0.75, -1.3554703817525686`}, {0.75, -1.352197283983042}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{6.40625, -0.43125771776749655`}, { + 6.40625, -0.42917376444393895`}}], - LineBox[{{0.75, -1.352197283983042}, { - 0.75, -1.3489348644411436`}}]}}, {Antialiasing -> False, + LineBox[{{6.40625, -0.42917376444393895`}, { + 6.40625, -0.42708981112038136`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{0.8750000000000001, -1.4010173390628855`}, { - 0.8750000000000001, -1.397668846295332}}], + LineBox[{{6.418749999999999, -0.43234235953590233`}, { + 6.418749999999999, -0.430251978929588}}], - LineBox[{{0.8750000000000001, -1.397668846295332}, { - 0.8750000000000001, -1.3943315285226099`}}]}}, { - Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1., -1.459619844178968}, {1., -1.4561717848865825`}}], - LineBox[{{1., -1.4561717848865825`}, {1., -1.452735573865238}}]}}, { + LineBox[{{6.418749999999999, -0.430251978929588}, { + 6.418749999999999, -0.42816159832327366`}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{1.125, -1.5122273974603566`}, { - 1.125, -1.508687437916811}}], + LineBox[{{6.43125, -0.4333402680892971}, { + 6.43125, -0.43124397694636274`}}], - LineBox[{{1.125, -1.508687437916811}, { - 1.125, -1.5051599654959202`}}]}}, {Antialiasing -> False, + LineBox[{{6.43125, -0.43124397694636274`}, { + 6.43125, -0.4291476858034284}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.25, -1.566512038749854}, {1.25, -1.5628746807633638`}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + LineBox[{{6.4437500000000005`, -0.43427947434514963`}, { + 6.4437500000000005`, -0.432177622668938}}], - LineBox[{{1.25, -1.5628746807633638`}, { - 1.25, -1.5592505052152295`}}]}}, {Antialiasing -> False, + LineBox[{{6.4437500000000005`, -0.432177622668938}, { + 6.4437500000000005`, -0.43007577099272637`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - - LineBox[{{1.375, -1.620768636913907}, { - 1.375, -1.6170312530741626`}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{1.375, -1.6170312530741626`}, { - 1.375, -1.6133077852789222`}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.5, -1.6761002606178235`}, {1.5, -1.6722580355739138`}}], + LineBox[{{6.456250000000001, -0.43522158341670164`}, { + 6.456250000000001, -0.4331141579982134}}], - LineBox[{{1.5, -1.6722580355739138`}, { - 1.5, -1.668430516736759}}]}}, {Antialiasing -> False, + LineBox[{{6.456250000000001, -0.4331141579982134}, { + 6.456250000000001, -0.43100673257972516`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{1.625, -1.7294816819416232`}, { - 1.625, -1.7255355244668724`}}], + LineBox[{{6.46875, -0.4361060597458648}, { + 6.46875, -0.43399340285647736`}}], - LineBox[{{1.625, -1.7255355244668724`}, { - 1.625, -1.7216048779622555`}}]}}, {Antialiasing -> False, + LineBox[{{6.46875, -0.43399340285647736`}, { + 6.46875, -0.4318807459670899}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{1.75, -1.784835715412154}, {1.75, -1.7807788147675783`}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{1.75, -1.7807788147675783`}, { - 1.75, -1.776738306087662}}]}}, {Antialiasing -> False, + LineBox[{{6.481249999999999, -0.4369539509409722}, { + 6.481249999999999, -0.4348362801879436}}], + + LineBox[{{6.481249999999999, -0.4348362801879436}, { + 6.481249999999999, -0.432718609434915}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{1.875, -1.8399885117092039`}, { - 1.875, -1.8358181796910018`}}], + LineBox[{{6.4937499999999995`, -0.4378233730756495}, { + 6.4937499999999995`, -0.43570056420924896`}}], - LineBox[{{1.875, -1.8358181796910018`}, { - 1.875, -1.831665167139014}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2., -1.8975856628703769`}, {2., -1.8932934853445984`}}], - LineBox[{{2., -1.8932934853445984`}, {2., -1.889019651898727}}]}}, { + LineBox[{{6.4937499999999995`, -0.43570056420924896`}, { + 6.4937499999999995`, -0.4335777553428484}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{2.125, -1.945847078522982}, { - 2.125, -1.9414500681214115`}}], + LineBox[{{6.5625, -0.445040064281926}, { + 6.5625, -0.44291327306787953`}}], - LineBox[{{2.125, -1.9414500681214115`}, { - 2.125, -1.9370723068127282`}}]}}, {Antialiasing -> False, + LineBox[{{6.5625, -0.44291327306787953`}, { + 6.5625, -0.44078648185383307`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{2.25, -2.0033750107170767`}, { - 2.25, -1.9988496885389764`}}], + LineBox[{{6.6875, -0.4510350489581463}, { + 6.6875, -0.4489048651384987}}], - LineBox[{{2.25, -1.9988496885389764`}, { - 2.25, -1.994344752681656}}]}}, {Antialiasing -> False, + LineBox[{{6.6875, -0.4489048651384987}, { + 6.6875, -0.4467746813188511}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - - LineBox[{{2.375, -2.0626971348663186`}, { - 2.375, -2.05803557660015}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{2.375, -2.05803557660015}, { - 2.375, -2.0533956476720165`}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.5, -2.116838199003615}, {2.5, -2.1120487265719987`}}], + LineBox[{{6.8125, -0.4563904774033097}, { + 6.8125, -0.45425719592807934`}}], - LineBox[{{2.5, -2.1120487265719987`}, { - 2.5, -2.107282083887544}}]}}, {Antialiasing -> False, + LineBox[{{6.8125, -0.45425719592807934`}, { + 6.8125, -0.452123914452849}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{2.625, -2.174923663204364}, { - 2.625, -2.1699930520796595`}}], + LineBox[{{6.9375, -0.4613501859708837}, { + 6.9375, -0.459213977385789}}], - LineBox[{{2.625, -2.1699930520796595`}, { - 2.625, -2.1650866326499476`}}]}}, {Antialiasing -> False, + LineBox[{{6.9375, -0.459213977385789}, { + 6.9375, -0.45707776880069434`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.75, -2.22568565858185}, {2.75, -2.220628302234858}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{2.75, -2.220628302234858}, { - 2.75, -2.2155963940944052`}}]}}, {Antialiasing -> False, + LineBox[{{7.0625, -0.4660270800611422}, { + 7.0625, -0.4638880579532827}}], + + LineBox[{{7.0625, -0.4638880579532827}, { + 7.0625, -0.4617490358454232}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{2.875, -2.28930244422429}, {2.875, -2.284081636071142}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + LineBox[{{7.1875, -0.47058626791595876`}, { + 7.1875, -0.4684444542087433}}], - LineBox[{{2.875, -2.284081636071142}, { - 2.875, -2.2788879432530735`}}]}}, {Antialiasing -> False, + LineBox[{{7.1875, -0.4684444542087433}, { + 7.1875, -0.46630264050152787`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3., -2.3581974985047407`}, {3., -2.3527937133928942`}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + + LineBox[{{7.3125, -0.4749827522607091}, { + 7.3125, -0.4728381984961427}}], - LineBox[{{3., -2.3527937133928942`}, { - 3., -2.3474189722972567`}}]}}, {Antialiasing -> False, + LineBox[{{7.3125, -0.4728381984961427}, { + 7.3125, -0.4706936447315764}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{3.125, -2.4163202599215765`}, { - 3.125, -2.4107571295708277`}}], + LineBox[{{7.4375, -0.4792845809582125}, { + 7.4375, -0.47713730039354313`}}], - LineBox[{{3.125, -2.4107571295708277`}, { - 3.125, -2.4052247765002925`}}]}}, {Antialiasing -> False, + LineBox[{{7.4375, -0.47713730039354313`}, { + 7.4375, -0.47499001982887373`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.25, -2.470993149738098}, {3.25, -2.465275845913111}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { + LineBox[{{7.5625, -0.48341708731497074`}, { + 7.5625, -0.48126714182807206`}}], - LineBox[{{3.25, -2.465275845913111}, { - 3.25, -2.459591043916355}}]}}, {Antialiasing -> False, + LineBox[{{7.5625, -0.48126714182807206`}, { + 7.5625, -0.4791171963411734}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{3.375, -2.5385749931931922`}, { - 3.375, -2.532661195802949}}], + LineBox[{{7.6875, -0.4874779233099429}, { + 7.6875, -0.48532531635383647`}}], - LineBox[{{3.375, -2.532661195802949}, { - 3.375, -2.526782165905104}}]}}, {Antialiasing -> False, + LineBox[{{7.6875, -0.48532531635383647`}, { + 7.6875, -0.48317270939773005`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{3.5, -2.623383430426161}, {3.5, -2.617213471066433}}], + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{3.5, -2.617213471066433}, { - 3.5, -2.6110813467836094`}}]}}, {Antialiasing -> False, + LineBox[{{7.8125, -0.49140498529461973`}, { + 7.8125, -0.4892497619574362}}], + + LineBox[{{7.8125, -0.4892497619574362}, { + 7.8125, -0.48709453862025265`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{3.625, -2.6976871047725974`}, { - 3.625, -2.6912836095746897`}}], + LineBox[{{7.9375, -0.49527166854299975`}, { + 7.9375, -0.4931138285690235}}], - LineBox[{{3.625, -2.6912836095746897`}, { - 3.625, -2.684920858361957}}]}}, {Antialiasing -> False, + LineBox[{{7.9375, -0.4931138285690235}, { + 7.9375, -0.4909559885950473}}]}}}, {{Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{3.75, -2.7643567247966514`}, { - 3.75, -2.7577361734055374`}}], + LineBox[{{0.1875, -0.0008832824003603524}, { + 0.1875, -0.0008795118606500186}}], - LineBox[{{3.75, -2.7577361734055374`}, { - 3.75, -2.751159165590664}}]}}, {Antialiasing -> False, + LineBox[{{0.1875, -0.0008795118606500186}, { + 0.1875, -0.0008757413209396849}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{3.875, -2.861298484527096}, { - 3.875, -2.8543491260341516`}}], + LineBox[{{0.3125, -0.002114678250988091}, { + 0.3125, -0.0021079469683701444`}}], - LineBox[{{3.875, -2.8543491260341516`}, { - 3.875, -2.8474477280217805`}}]}}, {Antialiasing -> False, + LineBox[{{0.3125, -0.0021079469683701444`}, { + 0.3125, -0.0021012156857521977`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4., -2.951481490203504}, {4., -2.9442116038070294`}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { + + LineBox[{{0.4375, -0.004541187772664895}, { + 0.4375, -0.0045298395897835995`}}], - LineBox[{{4., -2.9442116038070294`}, { - 4., -2.9369941874370644`}}]}}, {Antialiasing -> False, + LineBox[{{0.4375, -0.0045298395897835995`}, { + 0.4375, -0.004518491406902304}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.125, -3.0620530409591575`}, { - 4.125, -3.0543699173609196`}}], + LineBox[{{0.5625, -0.009611453887924594}, { + 0.5625, -0.009592636285923118}}], - LineBox[{{4.125, -3.0543699173609196`}, { - 4.125, -3.0467453743549484`}}]}}, {Antialiasing -> False, + LineBox[{{0.5625, -0.009592636285923118}, { + 0.5625, -0.009573818683921643}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.25, -3.1491775434081197`}, { - 4.25, -3.1411523304113693`}}], + LineBox[{{0.6875, -0.013434785407866766`}, { + 0.6875, -0.01341115435212248}}], - LineBox[{{4.25, -3.1411523304113693`}, { - 4.25, -3.1331910090544195`}}]}}, {Antialiasing -> False, + LineBox[{{0.6875, -0.01341115435212248}, { + 0.6875, -0.013387523296378195`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.375, -3.270839781025486}, { - 4.375, -3.2623112342392364`}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.375, -3.2623112342392364`}, { - 4.375, -3.253854808905544}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{4.5, -3.382265614595338}, {4.5, -3.3732484355430192`}}], + LineBox[{{0.8125, -0.0170348275028163}, { + 0.8125, -0.01700678869561164}}], - LineBox[{{4.5, -3.3732484355430192`}, { - 4.5, -3.3643118399147336`}}]}}, {Antialiasing -> False, + LineBox[{{0.8125, -0.01700678869561164}, { + 0.8125, -0.016978749888406978`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.625, -3.5351738634286796`}, { - 4.625, -3.5254402508849445`}}], + LineBox[{{0.9375, -0.020852732963866877`}, { + 0.9375, -0.020820096221991796`}}], - LineBox[{{4.625, -3.5254402508849445`}, { - 4.625, -3.515800468976981}}]}}, {Antialiasing -> False, + LineBox[{{0.9375, -0.020820096221991796`}, { + 0.9375, -0.020787459480116715`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.75, -3.6599131121824584`}, { - 4.75, -3.6495530917805845`}}], + LineBox[{{1.0625, -0.024993504416467905`}, { + 1.0625, -0.024955977717815755`}}], - LineBox[{{4.75, -3.6495530917805845`}, { - 4.75, -3.639299301792578}}]}}, {Antialiasing -> False, + LineBox[{{1.0625, -0.024955977717815755`}, { + 1.0625, -0.024918451019163606`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.875, -3.8289728104538634`}, { - 4.875, -3.8176989903641374`}}], + LineBox[{{1.1875, -0.029451841506349618`}, { + 1.1875, -0.02940916358671599}}], - LineBox[{{4.875, -3.8176989903641374`}, { - 4.875, -3.806550853678084}}]}}, {Antialiasing -> False, + LineBox[{{1.1875, -0.02940916358671599}, { + 1.1875, -0.029366485667082363`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5., -3.962763637794472}, {5., -3.950709862815726}}], - LineBox[{{5., -3.950709862815726}, {5., -3.93879965254902}}]}}, { - Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.125, -4.093876710333754}, {5.125, -4.0810062656204}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{5.125, -4.0810062656204}, { - 5.125, -4.068299366577539}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.25, -4.244356132377551}, {5.25, -4.2304799736854175`}}], - LineBox[{{5.25, -4.2304799736854175`}, { - 5.25, -4.216793730481462}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.375, -4.432000270910389}, {5.375, -4.416759218878358}}], + LineBox[{{1.3125, -0.034206576548329155`}, { + 1.3125, -0.03415852617223404}}], - LineBox[{{5.375, -4.416759218878358}, { - 5.375, -4.401746973620006}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.5, -4.584579530170107}, {5.5, -4.568130268167703}}], - LineBox[{{5.5, -4.568130268167703}, {5.5, -4.551947211411115}}]}}, { - Antialiasing -> False, + LineBox[{{1.3125, -0.03415852617223404}, { + 1.3125, -0.03411047579613893}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.625, -4.745175554497301}, {5.625, -4.727351005553422}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{5.625, -4.727351005553422}, { - 5.625, -4.709838615188636}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.75, -4.901977027171255}, {5.75, -4.882698822804069}}], + LineBox[{{1.4375, -0.0392246232887866}, { + 1.4375, -0.039171023819363514`}}], - LineBox[{{5.75, -4.882698822804069}, { - 5.75, -4.863785249252226}}]}}, {Antialiasing -> False, + LineBox[{{1.4375, -0.039171023819363514`}, { + 1.4375, -0.03911742434994043}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{5.875, -5.033543491928482}, {5.875, -5.012954507312961}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{5.875, -5.012954507312961}, { - 5.875, -4.99278089134308}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6., -5.2202073966380205`}, {6., -5.197604353866507}}], - LineBox[{{6., -5.197604353866507}, {6., -5.175500936386426}}]}}, { - Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.125, -5.397054792923428}, {6.125, -5.372362180333057}}], + LineBox[{{1.5625, -0.044484528970189834`}, { + 1.5625, -0.04442522988886794}}], - LineBox[{{6.125, -5.372362180333057}, { - 6.125, -5.348264628753996}}]}}, {Antialiasing -> False, + LineBox[{{1.5625, -0.04442522988886794}, { + 1.5625, -0.04436593080754605}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.25, -5.51922278388491}, {6.25, -5.492974914802168}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{6.25, -5.492974914802168}, { - 6.25, -5.467398411974921}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.375, -5.741262212313465}, {6.375, -5.711932608183699}}], + LineBox[{{1.6875, -0.04993160652738729}, { + 1.6875, -0.04986651235049684}}], - LineBox[{{6.375, -5.711932608183699}, { - 6.375, -5.683438775101329}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.5, -5.797937617893948}, {6.5, -5.767765054978544}}], - LineBox[{{6.5, -5.767765054978544}, {6.5, -5.738476274710148}}]}}, { - Antialiasing -> False, + LineBox[{{1.6875, -0.04986651235049684}, { + 1.6875, -0.04980141817360639}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.625, -5.970689349636811}, {6.625, -5.937794973260942}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{6.625, -5.937794973260942}, { - 6.625, -5.905948265917517}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.75, -6.101216994121644}, {6.75, -6.066104421904313}}], + LineBox[{{1.8125, -0.05558820761558786}, { + 1.8125, -0.055517197673957325`}}], - LineBox[{{6.75, -6.066104421904313}, { - 6.75, -6.032183035057137}}]}}, {Antialiasing -> False, + LineBox[{{1.8125, -0.055517197673957325`}, { + 1.8125, -0.05544618773232679}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{6.875, -6.295733062791795}, {6.875, -6.257034353234868}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{6.875, -6.257034353234868}, { - 6.875, -6.219777604994842}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7., -6.391207549432762}, {7., -6.350616919594815}}], - LineBox[{{7., -6.350616919594815}, {7., -6.311609821362512}}]}}, { - Antialiasing -> False, + LineBox[{{1.9375, -0.061459964080940864`}, { + 1.9375, -0.06138291244830195}}], + + LineBox[{{1.9375, -0.06138291244830195}, { + 1.9375, -0.061305860815663034`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.125, -6.51840290423605}, {7.125, -6.475147351360361}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { + LineBox[{{2.0625, -0.0674534441187126}, { + 2.0625, -0.06737031274509106}}], - LineBox[{{7.125, -6.475147351360361}, { - 7.125, -6.433685520938699}}]}}, {Antialiasing -> False, + LineBox[{{2.0625, -0.06737031274509106}, { + 2.0625, -0.06728718137146952}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.25, -6.6043858789657754`}, {7.25, -6.559230468570902}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{7.25, -6.559230468570902}, { - 7.25, -6.516026278307291}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.375, -6.785146967564771}, {7.375, -6.735721105054064}}], + LineBox[{{2.1875, -0.07360504322999228}, { + 2.1875, -0.07351575377854036}}], - LineBox[{{7.375, -6.735721105054064}, { - 7.375, -6.688623532302948}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.5, -6.999449099443648}, {7.5, -6.944434391539245}}], - LineBox[{{7.5, -6.944434391539245}, {7.5, -6.892289126062794}}]}}, { - Antialiasing -> False, + LineBox[{{2.1875, -0.07351575377854036}, { + 2.1875, -0.07342646432708844}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.625, -7.050816973927553}, {7.625, -6.994371344825184}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{7.625, -6.994371344825184}, { - 7.625, -6.9409423092622395`}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{7.75, -7.33104951592903}, {7.75, -7.266116825014152}}], + LineBox[{{2.3125, -0.07994972626074986}, { + 2.3125, -0.07985416657229977}}], - LineBox[{{7.75, -7.266116825014152}, { - 7.75, -7.205144535315371}}]}}, {Antialiasing -> False, + LineBox[{{2.3125, -0.07985416657229977}, { + 2.3125, -0.07975860688384967}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{7.875, -7.2988829757936795`}, { - 7.875, -7.234985906418979}}], + LineBox[{{2.4375, -0.08638084145139209}, { + 2.4375, -0.0862789963420823}}], - LineBox[{{7.875, -7.234985906418979}, { - 7.875, -7.174927613351444}}]}}, {Antialiasing -> False, + LineBox[{{2.4375, -0.0862789963420823}, { + 2.4375, -0.08617715123277252}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.880722, 0.611041, 0.142051]], {}, { - LineBox[{{8., -7.584957844594565}, {8., -7.5112392830471375`}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { + + LineBox[{{2.5625, -0.0929161987228151}, { + 2.5625, -0.09280803091432477}}], - LineBox[{{8., -7.5112392830471375`}, { - 8., -7.442584023456257}}]}}}, {{Antialiasing -> False, + LineBox[{{2.5625, -0.09280803091432477}, { + 2.5625, -0.09269986310583443}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{0.125, -1.0218073513392025`}, { - 0.125, -1.020642641762497}}], + LineBox[{{2.6875, -0.09953617115192917}, { + 2.6875, -0.09942165698079031}}], - LineBox[{{0.125, -1.020642641762497}, { - 0.125, -1.0194792871561955`}}]}}, {Antialiasing -> False, + LineBox[{{2.6875, -0.09942165698079031}, { + 2.6875, -0.09930714280965144}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{0.24999999999999992`, -1.0725128765429717`}, { - 0.24999999999999992`, -1.0713182608650529`}}], + LineBox[{{2.8125, -0.10627906528114892`}, { + 2.8125, -0.10615814353874262`}}], - LineBox[{{0.24999999999999992`, -1.0713182608650529`}, { - 0.24999999999999992`, -1.0701250705911116`}}]}}, { - Antialiasing -> False, + LineBox[{{2.8125, -0.10615814353874262`}, { + 2.8125, -0.10603722179633632`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{0.37499999999999994`, -1.1233677138272085`}, { - 0.37499999999999994`, -1.1221423326743887`}}], + LineBox[{{2.9375, -0.11310211070861403`}, { + 2.9375, -0.11297475630923931`}}], - LineBox[{{0.37499999999999994`, -1.1221423326743887`}, { - 0.37499999999999994`, -1.1209184512429957`}}]}}, { - Antialiasing -> False, + LineBox[{{2.9375, -0.11297475630923931`}, { + 2.9375, -0.11284740190986459`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{0.5, -1.1767128184256317`}, {0.5, -1.1754543134494653`}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { + LineBox[{{3.0625, -0.11996989996316658`}, { + 3.0625, -0.1198361153197276}}], - LineBox[{{0.5, -1.1754543134494653`}, { - 0.5, -1.1741973903175236`}}]}}, {Antialiasing -> False, + LineBox[{{3.0625, -0.1198361153197276}, { + 3.0625, -0.11970233067628862`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{0.625, -1.2282959514389054`}, { - 0.625, -1.2270045654486674`}}], + LineBox[{{3.1875, -0.126887491818059}, { + 3.1875, -0.12674727078829268`}}], - LineBox[{{0.625, -1.2270045654486674`}, { - 0.625, -1.2257148449855981`}}]}}, {Antialiasing -> False, + LineBox[{{3.1875, -0.12674727078829268`}, { + 3.1875, -0.12660704975852635`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{0.75, -1.2811018588643193`}, { - 0.75, -1.2797759223638445`}}], - LineBox[{{0.75, -1.2797759223638445`}, { - 0.75, -1.278451741643177}}]}}, {Antialiasing -> False, + LineBox[{{3.3125, -0.1338866228655057}, { + 3.3125, -0.13373992901848153`}}], + + LineBox[{{3.3125, -0.13373992901848153`}, { + 3.3125, -0.13359323517145735`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{0.8750000000000001, -1.33327813787639}, { - 0.8750000000000001, -1.3319171550051447`}}], + LineBox[{{3.4375, -0.14092200453474407`}, { + 3.4375, -0.14076883863194511`}}], - LineBox[{{0.8750000000000001, -1.3319171550051447`}, { - 0.8750000000000001, -1.3305580218910726`}}]}}, { - Antialiasing -> False, + LineBox[{{3.4375, -0.14076883863194511`}, { + 3.4375, -0.14061567272914616`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{1., -1.3859841610272106`}, {1., -1.3845868353970483`}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{1., -1.3845868353970483`}, { - 1., -1.3831914595616213`}}]}}, {Antialiasing -> False, + LineBox[{{3.5625, -0.14801140836704382`}, { + 3.5625, -0.1478517532272953}}], + + LineBox[{{3.5625, -0.1478517532272953}, { + 3.5625, -0.14769209808754677`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{1.125, -1.4383129824859855`}, { - 1.125, -1.4368786141735108`}}], + LineBox[{{3.6875, -0.1551002625018683}, { + 3.6875, -0.1549341451272494}}], - LineBox[{{1.125, -1.4368786141735108`}, { - 1.125, -1.4354463003269828`}}]}}, {Antialiasing -> False, + LineBox[{{3.6875, -0.1549341451272494}, { + 3.6875, -0.1547680277526305}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{1.25, -1.4892102824344018`}, { - 1.25, -1.4877389429534418`}}], + LineBox[{{3.8125, -0.162212792985147}, { + 3.8125, -0.16204021653829026`}}], - LineBox[{{1.25, -1.4877389429534418`}, { - 1.25, -1.4862697651322039`}}]}}, {Antialiasing -> False, + LineBox[{{3.8125, -0.16204021653829026`}, { + 3.8125, -0.16186764009143353`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{1.375, -1.5419491845123035`}, { - 1.375, -1.5404385305516748`}}], + LineBox[{{3.9375, -0.1693461330853154}, { + 3.9375, -0.16916710100017768`}}], - LineBox[{{1.375, -1.5404385305516748`}, { - 1.375, -1.5389301552246406`}}]}}, {Antialiasing -> False, + LineBox[{{3.9375, -0.16916710100017768`}, { + 3.9375, -0.16898806891503995`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{1.5, -1.5948648818731597`}, {1.5, -1.5933137258302126`}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { + + LineBox[{{4.0625, -0.17652263806334428`}, { + 4.0625, -0.17633713321594127`}}], - LineBox[{{1.5, -1.5933137258302126`}, { - 1.5, -1.5917649721463822`}}]}}, {Antialiasing -> False, + LineBox[{{4.0625, -0.17633713321594127`}, { + 4.0625, -0.17615162836853826`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{1.625, -1.6455232595960978`}, { - 1.625, -1.643932312223295}}], + LineBox[{{4.1875, -0.18366091345835414`}, { + 4.1875, -0.1834689855290543}}], - LineBox[{{1.625, -1.643932312223295}, { - 1.625, -1.6423438919440942`}}]}}, {Antialiasing -> False, + LineBox[{{4.1875, -0.1834689855290543}, { + 4.1875, -0.18327705759975446`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{1.75, -1.6974794843276562`}, {1.75, -1.695846665640195}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{1.75, -1.695846665640195}, { - 1.75, -1.6942165087040333`}}]}}, {Antialiasing -> False, + LineBox[{{4.3125, -0.19085506729685597`}, { + 4.3125, -0.19065668452918175`}}], + + LineBox[{{4.3125, -0.19065668452918175`}, { + 4.3125, -0.19045830176150752`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{1.875, -1.7519280925780536`}, { - 1.875, -1.7502502109276636`}}], + LineBox[{{4.4375, -0.19796186774530572`}, { + 4.4375, -0.19775711703552468`}}], - LineBox[{{1.875, -1.7502502109276636`}, { - 1.875, -1.748575139848958}}]}}, {Antialiasing -> False, + LineBox[{{4.4375, -0.19775711703552468`}, { + 4.4375, -0.19755236632574363`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{2., -1.807184215124756}, {2., -1.8054593305587168`}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { + + LineBox[{{4.5625, -0.20512305479673404`}, { + 4.5625, -0.20491190161365966`}}], - LineBox[{{2., -1.8054593305587168`}, { - 2., -1.8037374160970916`}}]}}, {Antialiasing -> False, + LineBox[{{4.5625, -0.20491190161365966`}, { + 4.5625, -0.20470074843058528`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{2.125, -1.859582307408499}, { - 2.125, -1.8578116353484213`}}], + LineBox[{{4.6875, -0.21226468812653318`}, { + 4.6875, -0.2120471593094243}}], - LineBox[{{2.125, -1.8578116353484213`}, { - 2.125, -1.8560440930269635`}}]}}, {Antialiasing -> False, + LineBox[{{4.6875, -0.2120471593094243}, { + 4.6875, -0.21182963049231543`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{2.25, -1.9104904289938431`}, { - 2.25, -1.9086741076364349`}}], + LineBox[{{4.8125, -0.2194166394842153}, { + 4.8125, -0.21919273549809226`}}], - LineBox[{{2.25, -1.9086741076364349`}, { - 2.25, -1.9068610793219793`}}]}}, {Antialiasing -> False, + LineBox[{{4.8125, -0.21919273549809226`}, { + 4.8125, -0.21896883151196922`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{2.375, -1.9646120461222742`}, { - 2.375, -1.962745902580407}}], + LineBox[{{4.9375, -0.2265369429425351}, { + 4.9375, -0.22630669814172383`}}], - LineBox[{{2.375, -1.962745902580407}, { - 2.375, -1.9608832350445393`}}]}}, {Antialiasing -> False, + LineBox[{{4.9375, -0.22630669814172383`}, { + 4.9375, -0.22607645334091256`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{2.5, -2.013600397070364}, {2.5, -2.0116879794861715`}}], - LineBox[{{2.5, -2.0116879794861715`}, { - 2.5, -2.009779212263091}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{2.625, -2.068224649076133}, {2.625, -2.066259279494279}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{2.625, -2.066259279494279}, { - 2.625, -2.064297765014556}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{2.75, -2.125771347170475}, {2.75, -2.123748605913161}}], + LineBox[{{5.0625, -0.2336255806963317}, { + 5.0625, -0.2333890278105824}}], - LineBox[{{2.75, -2.123748605913161}, { - 2.75, -2.1217299478801244`}}]}}, {Antialiasing -> False, + LineBox[{{5.0625, -0.2333890278105824}, { + 5.0625, -0.2331524749248331}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{2.875, -2.177232344421885}, {2.875, -2.175156881675467}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{2.875, -2.175156881675467}, { - 2.875, -2.173085717554564}}]}}, {Antialiasing -> False, + LineBox[{{5.1875, -0.24068002090992646`}, { + 5.1875, -0.24043719331723973`}}], + + LineBox[{{5.1875, -0.24043719331723973`}, { + 5.1875, -0.240194365724553}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{3., -2.2322888159431042`}, {3., -2.2301554257278484`}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { + + LineBox[{{5.3125, -0.24775844250642154`}, { + 5.3125, -0.2475093242351613}}], - LineBox[{{3., -2.2301554257278484`}, { - 3., -2.2280265771789756`}}]}}, {Antialiasing -> False, + LineBox[{{5.3125, -0.2475093242351613}, { + 5.3125, -0.24726020596390108`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{3.125, -2.2778956712237455`}, { - 3.125, -2.2757130735005506`}}], + LineBox[{{5.4375, -0.25477275362372803`}, { + 5.4375, -0.2545174014103071}}], - LineBox[{{3.125, -2.2757130735005506`}, { - 3.125, -2.273535229137387}}]}}, {Antialiasing -> False, + LineBox[{{5.4375, -0.2545174014103071}, { + 5.4375, -0.25426204919688616`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{3.25, -2.335018345110881}, {3.25, -2.3327725107416732`}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{3.25, -2.3327725107416732`}, { - 3.25, -2.3305317088444912`}}]}}, {Antialiasing -> False, + LineBox[{{5.50625, -0.25548914189488636`}, { + 5.50625, -0.25522655184757703`}}], + LineBox[{{5.50625, -0.25522655184757703`}, { + 5.50625, -0.2549639618002677}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{3.375, -2.3873277782262803`}, { - 3.375, -2.3850224298277087`}}], + LineBox[{{5.518750000000001, -0.2561917638729445}, { + 5.518750000000001, -0.2559222450813471}}], - LineBox[{{3.375, -2.3850224298277087`}, { - 3.375, -2.3827223838388174`}}]}}, {Antialiasing -> False, + LineBox[{{5.518750000000001, -0.2559222450813471}, { + 5.518750000000001, -0.25565272628974967`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{3.5, -2.4489163588070184`}, {3.5, -2.4465389144996186`}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { + + LineBox[{{5.53125, -0.25688720667045667`}, { + 5.53125, -0.2566109837162876}}], - LineBox[{{3.5, -2.4465389144996186`}, { - 3.5, -2.44416710903028}}]}}, {Antialiasing -> False, + LineBox[{{5.53125, -0.2566109837162876}, { + 5.53125, -0.25633476076211853`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{3.625, -2.4986201473541665`}, { - 3.625, -2.496182878787004}}], + LineBox[{{5.543749999999999, -0.25761606084699706`}, { + 5.543749999999999, -0.2573329685093304}}], - LineBox[{{3.625, -2.496182878787004}, { - 3.625, -2.4937515360579776`}}]}}, {Antialiasing -> False, + LineBox[{{5.543749999999999, -0.2573329685093304}, { + 5.543749999999999, -0.25704987617166375`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{3.75, -2.5504100574157045`}, {3.75, -2.54790885166859}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { + LineBox[{{5.55625, -0.25831522815679003`}, { + 5.55625, -0.2580256807435847}}], - LineBox[{{3.75, -2.54790885166859}, { - 3.75, -2.5454138863463234`}}]}}, {Antialiasing -> False, + LineBox[{{5.55625, -0.2580256807435847}, { + 5.55625, -0.2577361333303793}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{3.875, -2.607577860806842}, {3.875, -2.605004129282566}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{3.875, -2.605004129282566}, { - 3.875, -2.602437004851004}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{4., -2.6640582357935676`}, {4., -2.6614107856355336`}}], + LineBox[{{5.56875, -0.25901006998309956`}, { + 5.56875, -0.25871423130737353`}}], - LineBox[{{4., -2.6614107856355336`}, { - 4., -2.6587703259669384`}}]}}, {Antialiasing -> False, + LineBox[{{5.56875, -0.25871423130737353`}, { + 5.56875, -0.2584183926316475}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.125, -2.7130682287371055`}, { - 4.125, -2.7103551014390947`}}], + LineBox[{{5.581250000000001, -0.2596984948490832}, { + 5.581250000000001, -0.25939653695148257`}}], - LineBox[{{4.125, -2.7103551014390947`}, { - 4.125, -2.7076493152878442`}}]}}, {Antialiasing -> False, + LineBox[{{5.581250000000001, -0.25939653695148257`}, { + 5.581250000000001, -0.25909457905388195`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{4.25, -2.772583036653245}, {4.25, -2.7697879605370574`}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.25, -2.7697879605370574`}, { - 4.25, -2.7670006751008795`}}]}}, {Antialiasing -> False, + LineBox[{{5.59375, -0.26040146163356337`}, { + 5.59375, -0.2600933673168835}}], + + LineBox[{{5.59375, -0.2600933673168835}, { + 5.59375, -0.2597852730002036}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.375, -2.821210247074024}, { - 4.375, -2.8183463797339776`}}], + LineBox[{{5.606249999999999, -0.26111310394965986`}, { + 5.606249999999999, -0.2607989057954873}}], - LineBox[{{4.375, -2.8183463797339776`}, { - 4.375, -2.8154906907140225`}}]}}, {Antialiasing -> False, + LineBox[{{5.606249999999999, -0.2607989057954873}, { + 5.606249999999999, -0.26048470764131476`}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{4.5, -2.8811259184098907`}, {4.5, -2.878174957814876}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.5, -2.878174957814876}, { - 4.5, -2.8752326797727052`}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{4.625, -2.941066247415599}, {4.625, -2.938025507482445}}], + LineBox[{{5.61875, -0.2618066467456772}, { + 5.61875, -0.2614865965507038}}], - LineBox[{{4.625, -2.938025507482445}, { - 4.625, -2.93499398562594}}]}}, {Antialiasing -> False, + LineBox[{{5.61875, -0.2614865965507038}, { + 5.61875, -0.26116654635573033`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{4.75, -2.994373021433758}, {4.75, -2.991250145812628}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.75, -2.991250145812628}, { - 4.75, -2.988136992190925}}]}}, {Antialiasing -> False, + LineBox[{{5.63125, -0.2625149642225021}, { + 5.63125, -0.2621890332089639}}], + + LineBox[{{5.63125, -0.2621890332089639}, { + 5.63125, -0.26186310219542575`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.875, -3.0502574935937004`}, { - 4.875, -3.0470461273634113`}}], + LineBox[{{5.643750000000001, -0.2632135950679314}, { + 5.643750000000001, -0.26288195158098804`}}], - LineBox[{{4.875, -3.0470461273634113`}, { - 4.875, -3.043845041002568}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{5., -3.1060347751494946`}, {5., -3.1027325878080614`}}], - LineBox[{{5., -3.1027325878080614`}, {5., -3.099441269027685}}]}}, { + LineBox[{{5.643750000000001, -0.26288195158098804`}, { + 5.643750000000001, -0.26255030809404467`}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{5.125, -3.160059583603898}, {5.125, -3.156666980653825}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { + + LineBox[{{5.65625, -0.26392696345932654`}, { + 5.65625, -0.2635895746352807}}], - LineBox[{{5.125, -3.156666980653825}, { - 5.125, -3.153285848553455}}]}}, {Antialiasing -> False, + LineBox[{{5.65625, -0.2635895746352807}, { + 5.65625, -0.2632521858112349}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{5.25, -3.218409428408206}, {5.25, -3.214916388635277}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { + LineBox[{{5.668749999999999, -0.26463178830062645`}, { + 5.668749999999999, -0.2642888037397673}}], - LineBox[{{5.25, -3.214916388635277}, { - 5.25, -3.2114355077301138`}}]}}, {Antialiasing -> False, + LineBox[{{5.668749999999999, -0.2642888037397673}, { + 5.668749999999999, -0.2639458191789082}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{5.375, -3.2830066826719118`}, { - 5.375, -3.2793989808851984`}}], + LineBox[{{5.68125, -0.2653362626405344}, { + 5.68125, -0.26498776210614083`}}], - LineBox[{{5.375, -3.2793989808851984`}, { - 5.375, -3.2758042478373404`}}]}}, {Antialiasing -> False, + LineBox[{{5.68125, -0.26498776210614083`}, { + 5.68125, -0.2646392615717473}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{5.5, -3.358374120600288}, {5.5, -3.35462787328898}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { + + LineBox[{{5.69375, -0.26602977837913067`}, { + 5.69375, -0.26567591843270366`}}], - LineBox[{{5.5, -3.35462787328898}, { - 5.5, -3.3508956079828316`}}]}}, {Antialiasing -> False, + LineBox[{{5.69375, -0.26567591843270366`}, { + 5.69375, -0.26532205848627666`}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{5.625, -3.443337563582682}, { - 5.625, -3.4394287406377213`}}], + LineBox[{{5.706250000000001, -0.26672412157895076`}, { + 5.706250000000001, -0.2663649638491483}}], - LineBox[{{5.625, -3.4394287406377213`}, { - 5.625, -3.435535137118836}}]}}, {Antialiasing -> False, + LineBox[{{5.706250000000001, -0.2663649638491483}, { + 5.706250000000001, -0.2660058061193459}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{5.75, -3.5812744676446284`}, {5.75, -3.577086545723102}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { + + LineBox[{{5.71875, -0.267402955404398}, { + 5.71875, -0.2670386798204558}}], - LineBox[{{5.75, -3.577086545723102}, { - 5.75, -3.5729160893725687`}}]}}, {Antialiasing -> False, + LineBox[{{5.71875, -0.2670386798204558}, { + 5.71875, -0.2666744042365136}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{5.875, -3.7776668953588746`}, { - 5.875, -3.77304686764047}}], + LineBox[{{5.731249999999999, -0.26808203318672297`}, { + 5.731249999999999, -0.26771269736644104`}}], - LineBox[{{5.875, -3.77304686764047}, { - 5.875, -3.7684480864562255`}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{6., -4.096555460774158}, {6., -4.091136821901556}}], - LineBox[{{6., -4.091136821901556}, {6., -4.08574738650417}}]}}, { + LineBox[{{5.731249999999999, -0.26771269736644104`}, { + 5.731249999999999, -0.2673433615461591}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{6.125, -4.489911977918521}, {6.125, -4.483315589286189}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{6.125, -4.483315589286189}, { - 6.125, -4.476762428008134}}]}}, {Antialiasing -> False, + LineBox[{{5.74375, -0.26878131948483414`}, { + 5.74375, -0.26840683417466427`}}], + LineBox[{{5.74375, -0.26840683417466427`}, { + 5.74375, -0.2680323488644944}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{6.25, -4.917630050438151}, {6.25, -4.909460773597811}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{6.25, -4.909460773597811}, { - 6.25, -4.901357693427801}}]}}, {Antialiasing -> False, + LineBox[{{5.75625, -0.2694826372418351}, { + 5.75625, -0.26910304624345993`}}], + + LineBox[{{5.75625, -0.26910304624345993`}, { + 5.75625, -0.2687234552450848}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{6.375, -5.278181428990307}, { - 6.375, -5.2683983439994435`}}], + LineBox[{{5.768750000000001, -0.2701887180655901}, { + 5.768750000000001, -0.2698040440536084}}], - LineBox[{{6.375, -5.2683983439994435`}, { - 6.375, -5.258710041246459}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{6.5, -5.58201156094425}, {6.5, -5.570623465811037}}], - LineBox[{{6.5, -5.570623465811037}, {6.5, -5.55936360046578}}]}}, { + LineBox[{{5.768750000000001, -0.2698040440536084}, { + 5.768750000000001, -0.26941937004162675`}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{6.625, -5.809933389839453}, {6.625, -5.797170674522836}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{6.625, -5.797170674522836}, { - 6.625, -5.784568795555581}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{6.75, -5.952481293980748}, {6.75, -5.938775742522893}}], + LineBox[{{5.78125, -0.27087074375619735`}, { + 5.78125, -0.2704812102157688}}], - LineBox[{{6.75, -5.938775742522893}, { - 6.75, -5.9252554963560335`}}]}}, {Antialiasing -> False, + LineBox[{{5.78125, -0.2704812102157688}, { + 5.78125, -0.2700916766753403}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{6.875, -6.1331010139018645`}, { - 6.875, -6.11810012773314}}], + LineBox[{{5.793749999999999, -0.27155914766179834`}, { + 5.793749999999999, -0.2711647594630664}}], - LineBox[{{6.875, -6.11810012773314}, { - 6.875, -6.103320946476087}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7., -6.299625326732296}, {7., -6.283321990970244}}], - LineBox[{{7., -6.283321990970244}, {7., -6.26728019568307}}]}}, { + LineBox[{{5.793749999999999, -0.2711647594630664}, { + 5.793749999999999, -0.27077037126433445`}}]}}, { Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.125, -6.396714492152282}, {7.125, -6.379600212397461}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{7.125, -6.379600212397461}, { - 7.125, -6.362773909606474}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.25, -6.533391457585612}, {7.25, -6.515066757452955}}], + LineBox[{{5.8062499999999995`, -0.2722639864139146}, { + 5.8062499999999995`, -0.2718646790252312}}], - LineBox[{{7.25, -6.515066757452955}, { - 7.25, -6.497071818246616}}]}}, {Antialiasing -> False, + LineBox[{{5.8062499999999995`, -0.2718646790252312}, { + 5.8062499999999995`, -0.2714653716365478}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.375, -6.668152992047228}, {7.375, -6.648551050249383}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{7.375, -6.648551050249383}, { - 7.375, -6.629325969205952}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.5, -6.8163032232337155`}, {7.5, -6.7951941873069055`}}], + LineBox[{{5.81875, -0.2729580412531249}, { + 5.81875, -0.27255393700520736`}}], - LineBox[{{7.5, -6.7951941873069055`}, { - 7.5, -6.774521546761231}}]}}, {Antialiasing -> False, + LineBox[{{5.81875, -0.27255393700520736`}, { + 5.81875, -0.2721498327572898}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.625, -6.920272387855278}, {7.625, -6.898037029513215}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{7.625, -6.898037029513215}, { - 7.625, -6.876285347117704}}]}}, {Antialiasing -> False, + LineBox[{{5.831250000000001, -0.27366122530887865`}, { + 5.831250000000001, -0.2732523084603747}}], + + LineBox[{{5.831250000000001, -0.2732523084603747}, { + 5.831250000000001, -0.2728433916118707}}]}}, { + Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{7.75, -7.0335045311646045`}, { - 7.75, -7.0099740337544105`}}], + LineBox[{{5.84375, -0.27435240677509715`}, { + 5.84375, -0.27393880283971866`}}], - LineBox[{{7.75, -7.0099740337544105`}, { - 7.75, -6.986984515529712}}]}}, {Antialiasing -> False, + LineBox[{{5.84375, -0.27393880283971866`}, { + 5.84375, -0.2735251989043402}}]}}, {Antialiasing -> False, Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{7.875, -7.173622863777759}, {7.875, -7.148384807163027}}], + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{7.875, -7.148384807163027}, { - 7.875, -7.123768061534421}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.560181, 0.691569, 0.194885]], {}, { - LineBox[{{8., -7.346117212657088}, {8., -7.3186059570228945`}}], + LineBox[{{5.856249999999999, -0.27504515056319967`}, { + 5.856249999999999, -0.27462689148908587`}}], - LineBox[{{8., -7.3186059570228945`}, { - 8., -7.291831349672473}}]}}}, {{Antialiasing -> False, + LineBox[{{5.856249999999999, -0.27462689148908587`}, { + 5.856249999999999, -0.27420863241497206`}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{0.125, -0.9940502614447784}, { - 0.125, -0.993567310748329}}], + LineBox[{{5.86875, -0.27574728798006815`}, { + 5.86875, -0.27532435329173965`}}], - LineBox[{{0.125, -0.993567310748329}, { - 0.125, -0.9930845931806697}}]}}, {Antialiasing -> False, + LineBox[{{5.86875, -0.27532435329173965`}, { + 5.86875, -0.27490141860341116`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{0.24999999999999992`, -1.045025587229185}, { - 0.24999999999999992`, -1.0445301690397315`}}], + LineBox[{{5.88125, -0.27644354250356196`}, { + 5.88125, -0.27601601138638326`}}], - LineBox[{{0.24999999999999992`, -1.0445301690397315`}, { - 0.24999999999999992`, -1.0440349961679307`}}]}}, { - Antialiasing -> False, + LineBox[{{5.88125, -0.27601601138638326`}, { + 5.88125, -0.27558848026920457`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{0.37499999999999994`, -1.0958725091608603`}, { - 0.37499999999999994`, -1.0953643342538213`}}], + LineBox[{{5.893750000000001, -0.2771377984366041}, { + 5.893750000000001, -0.27670572269662363`}}], - LineBox[{{0.37499999999999994`, -1.0953643342538213`}, { - 0.37499999999999994`, -1.0948564174573587`}}]}}, { + LineBox[{{5.893750000000001, -0.27670572269662363`}, { + 5.893750000000001, -0.2762736469566432}}]}}, { Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{0.5, -1.1470867617700962`}, {0.5, -1.14656540592155}}], + LineBox[{{5.90625, -0.27782111552534744`}, { + 5.90625, -0.2773846025748887}}], - LineBox[{{0.5, -1.14656540592155}, { - 0.5, -1.1460443217432936`}}]}}, {Antialiasing -> False, + LineBox[{{5.90625, -0.2773846025748887}, { + 5.90625, -0.2769480896244299}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{0.625, -1.197744591904682}, { - 0.625, -1.1972098620185134`}}], + LineBox[{{5.918749999999999, -0.2785207992770643}, { + 5.918749999999999, -0.2780797803897232}}], - LineBox[{{0.625, -1.1972098620185134`}, { - 0.625, -1.196675417915586}}]}}, {Antialiasing -> False, + LineBox[{{5.918749999999999, -0.2780797803897232}, { + 5.918749999999999, -0.2776387615023821}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{0.75, -1.2499811731752362`}, { - 0.75, -1.2494322930735036`}}], - LineBox[{{0.75, -1.2494322930735036`}, { - 0.75, -1.2488837140758746`}}]}}, {Antialiasing -> False, + LineBox[{{5.93125, -0.2792063033939002}, { + 5.93125, -0.27876090367384154`}}], + + LineBox[{{5.93125, -0.27876090367384154`}, { + 5.93125, -0.2783155039537829}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{0.8750000000000001, -1.3000785094812712`}, { - 0.8750000000000001, -1.299515707024083}}], + LineBox[{{5.94375, -0.279900799435268}, { + 5.94375, -0.27945099598822415`}}], - LineBox[{{0.8750000000000001, -1.299515707024083}, { - 0.8750000000000001, -1.2989532211353436`}}]}}, { - Antialiasing -> False, + LineBox[{{5.94375, -0.27945099598822415`}, { + 5.94375, -0.2790011925411803}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{1., -1.35158519422533}, {1., -1.3510077094766064`}}], - LineBox[{{1., -1.3510077094766064`}, { - 1., -1.3504305580240534`}}]}}, {Antialiasing -> False, + LineBox[{{5.956250000000001, -0.2806042962101943}, { + 5.956250000000001, -0.28015006652313623`}}], + + LineBox[{{5.956250000000001, -0.28015006652313623`}, { + 5.956250000000001, -0.2796958368360782}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{1.125, -1.401970680404859}, {1.125, -1.401378462425622}}], - LineBox[{{1.125, -1.401378462425622}, { - 1.125, -1.400786594960949}}]}}, {Antialiasing -> False, + LineBox[{{5.96875, -0.28132134713600737`}, { + 5.96875, -0.28086264112510845`}}], + + LineBox[{{5.96875, -0.28086264112510845`}, { + 5.96875, -0.2804039351142095}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{1.25, -1.452552754032078}, {1.25, -1.451945367237584}}], - LineBox[{{1.25, -1.451945367237584}, { - 1.25, -1.451338349137879}}]}}, {Antialiasing -> False, + LineBox[{{5.981249999999999, -0.28204195275167904`}, { + 5.981249999999999, -0.2815787824472483}}], + LineBox[{{5.981249999999999, -0.2815787824472483}, { + 5.981249999999999, -0.2811156121428176}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{1.375, -1.5043489542711892`}, { - 1.375, -1.5037256318526635`}}], + LineBox[{{5.99375, -0.282794630685268}, { + 5.99375, -0.2823268350782959}}], - LineBox[{{1.375, -1.5037256318526635`}, { - 1.375, -1.503102697722959}}]}}, {Antialiasing -> False, + LineBox[{{5.99375, -0.2823268350782959}, { + 5.99375, -0.28185903947132385`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{1.5, -1.555777778390633}, {1.5, -1.5551382197452654`}}], - LineBox[{{1.5, -1.5551382197452654`}, { - 1.5, -1.5544990698737378`}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{1.625, -1.6074148512221234`}, { - 1.625, -1.6067585650988634`}}], + LineBox[{{6.0062500000000005`, -0.2835689143042957}, { + 6.0062500000000005`, -0.2830963991888218}}], - LineBox[{{1.625, -1.6067585650988634`}, { - 1.625, -1.6061027094046099`}}]}}, {Antialiasing -> False, + LineBox[{{6.0062500000000005`, -0.2830963991888218}, { + 6.0062500000000005`, -0.2826238840733479}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{1.75, -1.6579173171278998`}, { - 1.75, -1.6572442479670435`}}], + LineBox[{{6.018750000000001, -0.28436535569329496`}, { + 6.018750000000001, -0.28388802587355544`}}], - LineBox[{{1.75, -1.6572442479670435`}, { - 1.75, -1.6565716315235894`}}]}}, {Antialiasing -> False, + LineBox[{{6.018750000000001, -0.28388802587355544`}, { + 6.018750000000001, -0.2834106960538159}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{1.875, -1.7116564490036958`}, { - 1.875, -1.710965049607433}}], + LineBox[{{6.03125, -0.2852236164069239}, { + 6.03125, -0.28474114522819655`}}], - LineBox[{{1.875, -1.710965049607433}, { - 1.875, -1.7102741279140308`}}]}}, {Antialiasing -> False, + LineBox[{{6.03125, -0.28474114522819655`}, { + 6.03125, -0.2842586740494692}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{2., -1.762047802718851}, {2., -1.761338761734933}}], - LineBox[{{2., -1.761338761734933}, {2., -1.7606302231339428`}}]}}, { + + LineBox[{{6.043749999999999, -0.2861457612601956}, { + 6.043749999999999, -0.2856578192186439}}], + + LineBox[{{6.043749999999999, -0.2856578192186439}, { + 6.043749999999999, -0.28516987717709225`}}]}}, { Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{2.125, -1.8151763867728987`}, { - 2.125, -1.8144482582165562`}}], + LineBox[{{6.05625, -0.28718602621255845`}, { + 6.05625, -0.2866919810149494}}], - LineBox[{{2.125, -1.8144482582165562`}, { - 2.125, -1.8137206594456794`}}]}}, {Antialiasing -> False, + LineBox[{{6.05625, -0.2866919810149494}, { + 6.05625, -0.2861979358173404}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{2.25, -1.8664964978003975`}, {2.25, -1.86574944364825}}], + LineBox[{{6.06875, -0.28842955200445924`}, { + 6.06875, -0.2879283096972287}}], - LineBox[{{2.25, -1.86574944364825}, { - 2.25, -1.8650029471694225`}}]}}, {Antialiasing -> False, + LineBox[{{6.06875, -0.2879283096972287}, { + 6.06875, -0.2874270673899982}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{2.375, -1.9181033152564928`}, { - 2.375, -1.917336733708417}}], + LineBox[{{6.081250000000001, -0.289916496447599}, { + 6.081250000000001, -0.2894067844667063}}], - LineBox[{{2.375, -1.917336733708417}, { - 2.375, -1.9165707393575053`}}]}}, {Antialiasing -> False, + LineBox[{{6.081250000000001, -0.2894067844667063}, { + 6.081250000000001, -0.28889707248581364`}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{2.5, -1.9696402124938077`}, {2.5, -1.968853620619216}}], - LineBox[{{2.5, -1.968853620619216}, { - 2.5, -1.9680676469851304`}}]}}, {Antialiasing -> False, + LineBox[{{6.09375, -0.29182937761341105`}, { + 6.09375, -0.2913089906904593}}], + + LineBox[{{6.09375, -0.2913089906904593}, { + 6.09375, -0.29078860376750754`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{2.625, -2.022736984016307}, {2.625, -2.021929229727296}}], - LineBox[{{2.625, -2.021929229727296}, { - 2.625, -2.021122127378704}}]}}, {Antialiasing -> False, + LineBox[{{6.106249999999999, -0.29439523345328433`}, { + 6.106249999999999, -0.2938609029806158}}], + + LineBox[{{6.106249999999999, -0.2938609029806158}, { + 6.106249999999999, -0.29332657250794725`}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{2.75, -2.074439137033441}, {2.75, -2.073610229184563}}], - LineBox[{{2.75, -2.073610229184563}, { - 2.75, -2.072782007854885}}]}}, {Antialiasing -> False, + LineBox[{{6.11875, -0.29794990752245865`}, { + 6.11875, -0.2973969201828978}}], + + LineBox[{{6.11875, -0.2973969201828978}, { + 6.11875, -0.296843932843337}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{2.875, -2.1259013241297513`}, { - 2.875, -2.1250508108024975`}}], + LineBox[{{6.1312500000000005`, -0.30297649940581123`}, { + 6.1312500000000005`, -0.3023983000556578}}], - LineBox[{{2.875, -2.1250508108024975`}, { - 2.875, -2.124201020233491}}]}}, {Antialiasing -> False, + LineBox[{{6.1312500000000005`, -0.3023983000556578}, { + 6.1312500000000005`, -0.3018201007055044}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{3., -2.180267069286601}, {3., -2.179393119472987}}], - LineBox[{{3., -2.179393119472987}, {3., -2.1785199327807687`}}]}}, { + LineBox[{{6.143750000000001, -0.31020904916225694`}, { + 6.143750000000001, -0.30959664380844903`}}], + + LineBox[{{6.143750000000001, -0.30959664380844903`}, { + 6.143750000000001, -0.3089842384546411}}]}}, { Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{3.125, -2.2310838168343086`}, { - 3.125, -2.230187376869485}}], + LineBox[{{6.15625, -0.32011160740426076`}, { + 6.15625, -0.31945556932432195`}}], - LineBox[{{3.125, -2.230187376869485}, { - 3.125, -2.2292917397895873`}}]}}, {Antialiasing -> False, + LineBox[{{6.15625, -0.31945556932432195`}, { + 6.15625, -0.31879953124438315`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{3.25, -2.2852052009460184`}, { - 3.25, -2.2842841714932884`}}], + LineBox[{{6.168749999999999, -0.33320029976541315`}, { + 6.168749999999999, -0.3324910764077257}}], - LineBox[{{3.25, -2.2842841714932884`}, { - 3.25, -2.2833639895552853`}}]}}, {Antialiasing -> False, + LineBox[{{6.168749999999999, -0.3324910764077257}, { + 6.168749999999999, -0.3317818530500382}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{3.375, -2.3388796903912277`}, { - 3.375, -2.3379336083803115`}}], + LineBox[{{6.1812499999999995`, -0.34901567592973004`}, { + 6.1812499999999995`, -0.34824736041239174`}}], - LineBox[{{3.375, -2.3379336083803115`}, { - 3.375, -2.336988420594623}}]}}, {Antialiasing -> False, - Directive[ - RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{3.5, -2.3894620113747944`}, {3.5, -2.388491696709453}}], - LineBox[{{3.5, -2.388491696709453}, {3.5, -2.387522322642059}}]}}, { + LineBox[{{6.1812499999999995`, -0.34824736041239174`}, { + 6.1812499999999995`, -0.34747904489505343`}}]}}, { Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{3.625, -2.4440660752793666`}, { - 3.625, -2.4430689041037614`}}], + LineBox[{{6.19375, -0.36590474609681356`}, { + 6.19375, -0.3650779931275631}}], - LineBox[{{3.625, -2.4430689041037614`}, { - 3.625, -2.4420727262880417`}}]}}, {Antialiasing -> False, + LineBox[{{6.19375, -0.3650779931275631}, { + 6.19375, -0.3642512401583127}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{3.75, -2.497531990267171}, {3.75, -2.496507802248098}}], - LineBox[{{3.75, -2.496507802248098}, { - 3.75, -2.495484662116981}}]}}, {Antialiasing -> False, + LineBox[{{6.206250000000001, -0.382253739867107}, { + 6.206250000000001, -0.3813739221847066}}], + + LineBox[{{6.206250000000001, -0.3813739221847066}, { + 6.206250000000001, -0.38049410450230625`}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{3.875, -2.549643458269914}, {3.875, -2.548592233582136}}], - LineBox[{{3.875, -2.548592233582136}, { - 3.875, -2.547542112807343}}]}}, {Antialiasing -> False, + LineBox[{{6.21875, -0.39619543432902654`}, { + 6.21875, -0.39527241694841314`}}], + + LineBox[{{6.21875, -0.39527241694841314`}, { + 6.21875, -0.39434939956779974`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4., -2.603820747171989}, {4., -2.6027406570373106`}}], - LineBox[{{4., -2.6027406570373106`}, { - 4., -2.6016617322387763`}}]}}, {Antialiasing -> False, + LineBox[{{6.231249999999999, -0.40683584308064713`}, { + 6.231249999999999, -0.40588079607506417`}}], + + LineBox[{{6.231249999999999, -0.40588079607506417`}, { + 6.231249999999999, -0.4049257490694812}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.125, -2.658774168275927}, { - 4.125, -2.6576639893426366`}}], + LineBox[{{6.24375, -0.4143876313982904}, { + 6.24375, -0.4134102010726086}}], - LineBox[{{4.125, -2.6576639893426366`}, { - 4.125, -2.6565550415399612`}}]}}, {Antialiasing -> False, + LineBox[{{6.24375, -0.4134102010726086}, { + 6.24375, -0.41243277074692686`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.25, -2.7123679305881025`}, { - 4.25, -2.7112276001460844`}}], - LineBox[{{4.25, -2.7112276001460844`}, { - 4.25, -2.71008856857658}}]}}, {Antialiasing -> False, + LineBox[{{6.25625, -0.41971645736672575`}, { + 6.25625, -0.4187233545049961}}], + + LineBox[{{6.25625, -0.4187233545049961}, { + 6.25625, -0.41773025164326644`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.375, -2.7660494670093607`}, { - 4.375, -2.7648781147635852`}}], + LineBox[{{6.268750000000001, -0.42336213442446463`}, { + 6.268750000000001, -0.42235833333617073`}}], - LineBox[{{4.375, -2.7648781147635852`}, { - 4.375, -2.7637081329787576`}}]}}, {Antialiasing -> False, + LineBox[{{6.268750000000001, -0.42235833333617073`}, { + 6.268750000000001, -0.42135453224787683`}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.5, -2.8197069682484237`}, {4.5, -2.8185037647347118`}}], - LineBox[{{4.5, -2.8185037647347118`}, { - 4.5, -2.8173020071800865`}}]}}, {Antialiasing -> False, + LineBox[{{6.28125, -0.4259426540062933}, { + 6.28125, -0.4249312811602632}}], + + LineBox[{{6.28125, -0.4249312811602632}, { + 6.28125, -0.4239199083142331}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.625, -2.8733031598322842`}, { - 4.625, -2.872067276841399}}], + LineBox[{{6.29375, -0.4278414022324683}, { + 6.29375, -0.42682445332168967`}}], - LineBox[{{4.625, -2.872067276841399}, { - 4.625, -2.8708329193721087`}}]}}, {Antialiasing -> False, + LineBox[{{6.29375, -0.42682445332168967`}, { + 6.29375, -0.42580750441091103`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.75, -2.9274562554923595`}, { - 4.75, -2.9261864519070486`}}], + LineBox[{{6.30625, -0.4293160972703008}, { + 6.30625, -0.42829481328507163`}}], - LineBox[{{4.75, -2.9261864519070486`}, { - 4.75, -2.9249182586782627`}}]}}, {Antialiasing -> False, + LineBox[{{6.30625, -0.42829481328507163`}, { + 6.30625, -0.42727352929984247`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{4.875, -2.981139596079694}, {4.875, -2.979835247298655}}], - LineBox[{{4.875, -2.979835247298655}, { - 4.875, -2.978532597627367}}]}}, {Antialiasing -> False, + LineBox[{{6.31875, -0.43048303560809015`}, { + 6.31875, -0.42945831647415794`}}], + + LineBox[{{6.31875, -0.42945831647415794`}, { + 6.31875, -0.42843359734022574`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{5., -3.036632651149662}, {5., -3.035291604459181}}], - LineBox[{{5., -3.035291604459181}, {5., -3.0339523537666775`}}]}}, { + + LineBox[{{6.331250000000001, -0.4314512775505614}, { + 6.331250000000001, -0.430423704664661}}], + + LineBox[{{6.331250000000001, -0.430423704664661}, { + 6.331250000000001, -0.4293961317787606}}]}}, { Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{5.125, -3.0919269229564517`}, { - 5.125, -3.090548282891649}}], - LineBox[{{5.125, -3.090548282891649}, { - 5.125, -3.089171540858872}}]}}, {Antialiasing -> False, + LineBox[{{6.34375, -0.43230469141996847`}, { + 6.34375, -0.4312746011474444}}], + + LineBox[{{6.34375, -0.4312746011474444}, { + 6.34375, -0.4302445108749204}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{5.25, -3.1443280782975593`}, {5.25, -3.142912839715083}}], - LineBox[{{5.25, -3.142912839715083}, { - 5.25, -3.141499601202609}}]}}, {Antialiasing -> False, + LineBox[{{6.356249999999999, -0.4330751235377599}, { + 6.356249999999999, -0.4320427589065675}}], + + LineBox[{{6.356249999999999, -0.4320427589065675}, { + 6.356249999999999, -0.43101039427537513`}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{5.375, -3.2022529557612778`}, { - 5.375, -3.2007961290859623`}}], + LineBox[{{6.36875, -0.433779238465866}, { + 6.36875, -0.43274479357570367`}}], - LineBox[{{5.375, -3.2007961290859623`}, { - 5.375, -3.199341421667593}}]}}, {Antialiasing -> False, + LineBox[{{6.36875, -0.43274479357570367`}, { + 6.36875, -0.4317103486855413}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{5.5, -3.256125212803186}, {5.5, -3.2546286115832723`}}], - LineBox[{{5.5, -3.2546286115832723`}, { - 5.5, -3.253134246831885}}]}}, {Antialiasing -> False, + LineBox[{{6.38125, -0.43445939232211456`}, { + 6.38125, -0.4334229372619015}}], + + LineBox[{{6.38125, -0.4334229372619015}, { + 6.38125, -0.43238648220168846`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{5.625, -3.308398603140978}, {5.625, -3.306862370051848}}], - LineBox[{{5.625, -3.306862370051848}, { - 5.625, -3.305328493355317}}]}}, {Antialiasing -> False, + LineBox[{{6.393750000000001, -0.4351031514997626}, { + 6.393750000000001, -0.4340647926422611}}], + + LineBox[{{6.393750000000001, -0.4340647926422611}, { + 6.393750000000001, -0.43302643378475963`}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{5.75, -3.3622971748003407`}, {5.75, -3.360718978434572}}], - LineBox[{{5.75, -3.360718978434572}, { - 5.75, -3.359143268848461}}]}}, {Antialiasing -> False, + LineBox[{{6.40625, -0.43575597722336235`}, { + 6.40625, -0.4347156877751787}}], + + LineBox[{{6.40625, -0.4347156877751787}, { + 6.40625, -0.4336753983269951}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{5.875, -3.4260623826986265`}, { - 5.875, -3.424433058622736}}], + LineBox[{{6.418749999999999, -0.43638095209135497`}, { + 6.418749999999999, -0.43533881336287306`}}], - LineBox[{{5.875, -3.424433058622736}, { - 5.875, -3.422806384926049}}]}}, {Antialiasing -> False, + LineBox[{{6.418749999999999, -0.43533881336287306`}, { + 6.418749999999999, -0.43429667463439114`}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{6., -3.502988512311399}, {6., -3.5012952986341053`}}], - LineBox[{{6., -3.5012952986341053`}, { - 6., -3.4996049470838586`}}]}}, {Antialiasing -> False, + LineBox[{{6.43125, -0.4369849210294423}, { + 6.43125, -0.43594099421147925`}}], + + LineBox[{{6.43125, -0.43594099421147925`}, { + 6.43125, -0.4348970673935162}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{6.125, -4.6079687790250095`}, { - 6.125, -4.605026694949145}}], + LineBox[{{6.4437500000000005`, -0.43757951192474104`}, { + 6.4437500000000005`, -0.43653382406926866`}}], + + LineBox[{{6.4437500000000005`, -0.43653382406926866`}, { + 6.4437500000000005`, -0.4354881362137963}}]}}, { + Antialiasing -> False, + Directive[ + RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{6.125, -4.605026694949145}, { - 6.125, -4.602093241346618}}]}}, {Antialiasing -> False, + LineBox[{{6.456250000000001, -0.4381631307164184}, { + 6.456250000000001, -0.4371157135290885}}], + LineBox[{{6.456250000000001, -0.4371157135290885}, { + 6.456250000000001, -0.43606829634175864`}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{6.25, -5.3938767308351485`}, { - 6.25, -5.3895184758490675`}}], + LineBox[{{6.46875, -0.43874916259670316`}, { + 6.46875, -0.4377000084780483}}], - LineBox[{{6.25, -5.3895184758490675`}, { - 6.25, -5.3851791328560275`}}]}}, {Antialiasing -> False, + LineBox[{{6.46875, -0.4377000084780483}, { + 6.46875, -0.43665085435939344`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{6.375, -5.568981979151051}, {6.375, -5.564224945852188}}], - LineBox[{{6.375, -5.564224945852188}, { - 6.375, -5.559490434822219}}]}}, {Antialiasing -> False, + LineBox[{{6.481249999999999, -0.4393275433232789}, { + 6.481249999999999, -0.4382766742263601}}], + + LineBox[{{6.481249999999999, -0.4382766742263601}, { + 6.481249999999999, -0.43722580512944126`}}]}}, { + Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{6.5, -5.687932449580505}, {6.5, -5.682883908364134}}], - LineBox[{{6.5, -5.682883908364134}, {6.5, -5.677860726939813}}]}}, { + + LineBox[{{6.4937499999999995`, -0.43990205801118143`}, { + 6.4937499999999995`, -0.43884948475608415`}}], + + LineBox[{{6.4937499999999995`, -0.43884948475608415`}, { + 6.4937499999999995`, -0.4377969115009869}}]}}, { Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{6.625, -5.825332247332952}, {6.625, -5.81992468137659}}], + LineBox[{{6.5625, -0.44541523607594746`}, { + 6.5625, -0.4443612100370864}}], - LineBox[{{6.625, -5.81992468137659}, { - 6.625, -5.814546199983599}}]}}, {Antialiasing -> False, + LineBox[{{6.5625, -0.4443612100370864}, { + 6.5625, -0.44330718399822533`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{6.75, -5.943991295139843}, {6.75, -5.938253193411008}}], - LineBox[{{6.75, -5.938253193411008}, { - 6.75, -5.932547829728696}}]}}, {Antialiasing -> False, + LineBox[{{6.6875, -0.45073502872697724`}, { + 6.6875, -0.44967957174469286`}}], + + LineBox[{{6.6875, -0.44967957174469286`}, { + 6.6875, -0.4486241147624085}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{6.875, -6.086958433964857}, { - 6.875, -6.0807951373143165`}}], + LineBox[{{6.8125, -0.4558593454572636}, { + 6.8125, -0.45480248187758077`}}], - LineBox[{{6.875, -6.0807951373143165`}, { - 6.875, -6.074669594321167}}]}}, {Antialiasing -> False, + LineBox[{{6.8125, -0.45480248187758077`}, { + 6.8125, -0.45374561829789795`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{7., -6.2047283994099045`}, {7., -6.198191280139905}}], - LineBox[{{7., -6.198191280139905}, {7., -6.191696617405033}}]}}, { - Antialiasing -> False, + + LineBox[{{6.9375, -0.4608706355207614}, { + 6.9375, -0.45981236988072527`}}], + + LineBox[{{6.9375, -0.45981236988072527`}, { + 6.9375, -0.45875410424068913`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{7.125, -6.3249670801475935`}, { - 7.125, -6.3180249011439455`}}], + LineBox[{{7.0625, -0.4656678182605282}, { + 7.0625, -0.4646081835047322}}], - LineBox[{{7.125, -6.3180249011439455`}, { - 7.125, -6.3111305839155}}]}}, {Antialiasing -> False, + LineBox[{{7.0625, -0.4646081835047322}, { + 7.0625, -0.4635485487489362}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{7.25, -6.448452786729088}, {7.25, -6.441068470724996}}], - LineBox[{{7.25, -6.441068470724996}, { - 7.25, -6.433738283384752}}]}}, {Antialiasing -> False, + LineBox[{{7.1875, -0.4703816159123168}, { + 7.1875, -0.46932061122434376`}}], + + LineBox[{{7.1875, -0.46932061122434376`}, { + 7.1875, -0.4682596065363707}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{7.375, -6.5930235899052105`}, { - 7.375, -6.585085732899803}}], + LineBox[{{7.3125, -0.4749259841572184}, { + 7.3125, -0.4738636336866929}}], - LineBox[{{7.375, -6.585085732899803}, { - 7.375, -6.5772103895692835`}}]}}, {Antialiasing -> False, + LineBox[{{7.3125, -0.4738636336866929}, { + 7.3125, -0.4728012832161674}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{7.5, -6.7038708944799446`}, {7.5, -6.695480674958459}}], - LineBox[{{7.5, -6.695480674958459}, {7.5, -6.687160265901589}}]}}, { - Antialiasing -> False, + + LineBox[{{7.4375, -0.4793306933595968}, { + 7.4375, -0.47826701448950404`}}], + + LineBox[{{7.4375, -0.47826701448950404`}, { + 7.4375, -0.47720333561941125`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{7.625, -6.8510821617578035`}, { - 7.625, -6.842051082736439}}], + LineBox[{{7.5625, -0.4837100978663697}, { + 7.5625, -0.48264507615833274`}}], - LineBox[{{7.625, -6.842051082736439}, { - 7.625, -6.833100834657202}}]}}, {Antialiasing -> False, + LineBox[{{7.5625, -0.48264507615833274`}, { + 7.5625, -0.4815800544502958}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{7.75, -6.9530427974004425`}, { - 7.75, -6.9435393767117555`}}], + LineBox[{{7.6875, -0.48792747739211806`}, { + 7.6875, -0.4868611391378118}}], - LineBox[{{7.75, -6.9435393767117555`}, { - 7.75, -6.9341254214671}}]}}, {Antialiasing -> False, + LineBox[{{7.6875, -0.4868611391378118}, { + 7.6875, -0.4857948008835056}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{7.875, -7.074850379450679}, {7.875, -7.06475018062003}}], + LineBox[{{7.8125, -0.4920274254759454}, { + 7.8125, -0.4909597851943325}}], - LineBox[{{7.875, -7.06475018062003}, { - 7.875, -7.054750976588235}}]}}, {Antialiasing -> False, + LineBox[{{7.8125, -0.4909597851943325}, { + 7.8125, -0.48989214491271954`}}]}}, {Antialiasing -> False, Directive[ RGBColor[0.922526, 0.385626, 0.209179]], {}, { - LineBox[{{8., -7.1998708965848355`}, {8., -7.189119186685025}}], - LineBox[{{8., -7.189119186685025}, { - 8., -7.178481847460698}}]}}}}}, {{{}, {}, { + LineBox[{{7.9375, -0.4960774047524793}, { + 7.9375, -0.4950084574887482}}], + + LineBox[{{7.9375, -0.4950084574887482}, { + 7.9375, -0.49393951022501714`}}]}}}}}, {{{}, {}, { + Hue[0.67, 0.6, 0.6], + Directive[ + PointSize[0.003666666666666667], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]], + LineBox[CompressedData[" +1:eJw1lAlMk3cYhytCUYGKFL8D5JKFLaDEDUQKY9+rKAjxQkblkAwRPMY1RR2d +E2FDIE7QcA3YuDZABSZXOQpiYZyTqxV0uqEykIIMEaaIKMrQvt8/aZonvy9P +/3m+pCb+YXsDVTgcTtzi59238nQw3m6eYhfP3VIl9zMBFjmu5tyDyANM8HUd +TfVrXyEPMWNJAu5DbxGygikzVT/78mo08jhTVZX2+rM9cciTTPSmUW+N+gTk +aWbo2dYM281JyM+YlHOC/C61NOQZhoi+1xpimok8y8RYeNmXX8lGnmPoWq8r +d8rzkF8zxQ3C6H7IR37D5JvVGIueFCIvMANit+EdPVeVHMWB+dKAhQN9JchL +4GZu1kG1pWXIKuDYJ0iyF5cjLwXhLU7A9ZOVyKow+CCpIMGlClkNCu02XB7f +WIPMhfR51+5ISwmyOlR+ek5FzaYeeRnE+kZ5lDk0IC+HtlP7fB12SpFXgM+4 +fP+1kkZkDXhrZfJyh6QJWRPuZn7Ly6z9HVkLKPHFtddqm5F5wB0pXzFT1oK8 +EgzfTJ2dL21VMmjD+AcK++ArbUpu1IY4i4jW6dR23FfBv5YdDf0RHbivgpU2 +EScqhX/grgPu7Q+Hks1v4q4Dj+Jtjre/RAY+/FJq2xbQ1Ik7HxynuaF/R3Xh +rguPy+k/99l2464Ls85aV3lPkGE1iM/o6Ien9uC+GtrnFLdB0Cs99O5wCZga +GeP9tb1Xam21ePgErHn71PG4V6/yeWMC6OoCreKjvdKud2cdATOdHgp/Ua80 +M2PxCAioOHl4XhKPPicCFry5YyVp6HMnwHS+aXiiAH1+BKQSKVk5VegLJuCY +ds7IbAv6RATc4W+Eu33oiyWgZ0+V5Y4h9CUTIP5514PEafTlEqCSlHc/iSNT ++koIuP9l9iu/ZTKlT0LAhnCflo+1ZUpfGwGetuJNx0iZ0tdHgNvCeV6+oUzp +GyQgZgbqhWbomyBAV/rDTzPr0TdHwNJkGwM9G/RxSXhatCW8ygF9fBJMlm+p +fLENfcYkCOdzLRp2om8dCWuPjockecikGe/7kZAKdUNqvuhzIqEkPZ7nG4A+ +dxKC7K9HnQpCnx8JHEdFNj8cfcEk5Lc8r74nwvuJSKiccdvLRKMvlgSnCFFg +bjz6kklQNdsYWHERfbkkdPxa7TKXxvYj4YirUeKKbLYfCeZaPJ2PCth+JFgt +6bpcU8z2I0EzzMhhuoLtR8KkEa/YoI7tt9iDs/2SYRPbjwTnmzyJdodMevh9 +PwoGtrkGFfew/SjQyDx0NvI224+C79oPWHsMsP0oSPINGxANo09AQfoyqZQa +Z/tR0HkvLf3xFNuPghZL9YTbs2w/Clz2hZo4v2X7UWD5yrVVoSrHfhT4Jdx/ +LtSQK+8Xu/j7eeaWlI4c+1EwkljjVEvJsd/ifWPimouM5NiPgpCvncxDzeTK +9yuhwHZ3bmTKejn2o+AMJ/PGOmv09VFgHSf8UcMefYMU/LZHzStrM/omKOi3 +Cdu94Iz3m6NAtVW4oWAX+rg0hOsWvpr4HH18Gqz2bx6J9EGfMQ0H6RpBxgG5 +tPt9PxrslvxzwfYI+gQ0fBJ04ggnDH1ONFzmFpoLTqLPnYZMtXI9p9Po86PB +88XQY0k03i+YhgsuglKVeLYfDWo5HnlTCeiLXbzPbPeHjclsPxoUh3atFGew +/WgQZSSG8HPZfjRcMrD7vrAAfRIa6qKbvxCW4Ptoo6E5hehLrWD70fDI+O7k +WC3bjwboOP29g5TtR0OuabV9Tiu+jzkabnxT+Tq+E58HPRj1msyqUr+F/496 +EKvpT/psQQZ96OkpGs4/ze764FhxXlerkt3XwIL/UOThcXZfA96yzvpR4z7c +DUAlsC7vzV7kRgOYUkiqgmLZ3RCYmP/0LWrZ3RD4iv0ym1F2NwKtQTt1PtGP +uxGsEocWFG3tl/4PuF91mQ== + "]]}, { + Hue[0.9060679774997897, 0.6, 0.6], + Directive[ + PointSize[0.003666666666666667], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]], + LineBox[CompressedData[" +1:eJw1lAs0VHkcx71WaaK87kMyKouGbU/IkuX+ijw6J5NnDZWRVYSybWySbEs2 +yrKktKKxShZJqkVhRou80gMzxEpknby21QudzU7Nb37nzLnnc773fOZ3vv97 +74rdBzyDlRQUFH6S/j5eZdPM1IkTOwq4HkIZdzHUc3YCRAYj9zPe6Y691xd8 +hzzErFYoPXKBiEP+mwkYSXwp2pmIPMZE/fzV9KpXKchTjIZZYPGI7i/I/zLG +u73D3dWykF8xdPyuDaabziO/YQTqKtc3Nuciv2MaH2bd/dI1H3mWeTuk6T9S +U4D8nunhO850eBQi/8dwE10r/D4UIc8zj3X66mNqS2T8gwLEOzkS9mfKkBWh +56nIbfhOObISCA2OV761q0BWhs3qbjEH628gq4AKY2U27HsL+TNYn+BRk/Lm +D2RVcNXqV5wtrkJeAPyJyNCcA7eRF4Lm8cwGf+caZDVotR+4fHJdHfIiyObE +3nNji5BZ4Hvm3JYgi3rkxTB5YaRxlHcXWR3Gx1lDNzL+RNYA6xKQ1A01IC+B +nX4soa1rk4xhKYSl+QzmNt6TsWgpfKiyLTzi24K5Jnhs/HHxPsU2zDXBL0WV +PXCzHXMtcD7lbJUR1oG5FugTLpU9rIeYa0PiuTCbQ/3IIikX9JWWFTzCXAcy +e3Oy3wU9xlwHXHb7k3y6E3NdqDMXUpZCZJEuzCg4lPjyuoR7Po4qAXr7RY5m +IV1CK0vpaBMQUGeVcy26S3a/IQGXnyqsTT3RJWz/OOYEKDWteZuS2SX89bx0 +bAmozdYbFOSjz5kAJu6mJO0a+rwIKB6NcJiuRR+fgMBgHyP/NvSFE3BMoh0x +3IO+GAIGbjU30qPoSyLgBfV9Z8lr9GUSsMVkf769UrfMJ5Du809g0LMl3TJf +KQFj9jV7JvS7Zb5qAspvnaJZnG6Zr4kA99HfeXPW3TJfJwHpR9XnQx3RN0iA +c7Lxi3Yu+iYIsOq8WcnZgb5ZArbmxJcVhaBPlYT5Q+u6h6PQp02C6oX6qZUJ +6DMkISO6aN4lDX3mJCQoDwe8z+kWnv/UHwnTsW0NDVfQ50zCRsLSY+wG+rxI +8AvRfa4hQh+flL5PKwOvtqEvnIQoB5uOaAnuF0NClqD47OQQ+pJIGJi76pE/ +hb5MEjzVrFK5c/L+SOBFabQcVhVjfyREm9+3EWiKsT8S3md4vBHqi7E/EtxD +Hkzpm4qxPxI2J/MajCzF2B8JZ4SKrEgH9E2QYPBokd0KN/TNkrDdInoR31ss +3PupPwr8jDhz93ehT5uCz79NmUwKRZ8hBSz1BVqGh9BnTsE+M3ao4zH02VJA +relVnjyJ+zlTsLTDeIbJRJ8XBZwPYwtnc9HHp+DrS7WeTVfQF06BYvrZeyPX +0RdDQZJrYLNODe6XREEzP21AvQl9mRS0mMD06YfoE0j/L/Y3m8Qn8v6k/uIN +z1Kei2XnW01BwpJtlVlT8v4oaPX5UBA2I++Pgh0ilZj1ShLsjwKaM//gEUuC +/VFgvTJYoUpXgv1R4JpdvozDluDzR4NEYmrTbirB/mgIuq3BZVmgz5CGarei +qWQ7ifD+p/5ouLR9b3qTE/psaRjfdHJQzR19zlIOnI+f8kWfFw0cLTMrHh99 +fBq+2ZQqqA3F/cJpMLYkTDoPoi+GhheB+xN7Y9GXRMMxOzfr6kT0ZdLQ1RLR +V5WKPgEN5p5rm7ln0VdKA6utMCcnD33VNAS02kQcuSKRnUcTDa1E8ji3HH2d +NOTdKRvtr5L3R0Nk9+hp9bvy/mjYx3097dIqkZ3HLA1HLf66GNyJ94MexBOx +hQMmPfh91IO4uAqnkMPIsAzytm4TfNEoz5cBKDkcNdLoxVwfvMfiQyp9kEVS +zi5P1cuR58uBXfjSgDcgz5eD04mKAGP2E8wNQGlXuCsvAFlkAHl7W5zac+U5 +G4hVT5VLn8hzNhwkLq621O0T/g8Kj26u + "]]}, { + Hue[0.1421359549995791, 0.6, 0.6], + Directive[ + PointSize[0.003666666666666667], + RGBColor[0.560181, 0.691569, 0.194885], + AbsoluteThickness[1.6]], + LineBox[CompressedData[" +1:eJw1lAtQjGsch1PKJSTlu0gXh3SkclRyIuf74cgcpklCLjnlUtRREcr92kEU +k4hIqoly67IkJa2kLSpna7dta7tiQmJYJNblYP/emZ2dZ37fPLPzfO/siOVh +cwN0dXR09n/7fP/Wngrh2QrX9mz1OrGW5cLIE+1tc+u3ETcJO/pttqmy2Ev8 +UFhbOCIy7Y8DxB3C24VhXjPMDxN3ClFGtZs3hhwlfimoRz67M2hcAvFr4bUg +a5391yniN8KkS9tcyu8kE78T3HxO5TTcSiV+L1zX723l4pZO/EE4lNQUWN50 +nlgjqH0/un1OuED8WchoNlKOCrxM/FVYWnc14YFHtpZ36cBrhS1Tb51L3Aui +qW/H12SLiHWxacugIi/hGrEeUt512x5U5RH3hqF/oOP6nfnE+tCdmF2ebF1A +bIDijCdGbdJC4j5o2798r83uIuK+UMywddF1Libuh5zz06UjX4iJ+6On5PVM +87rbxIbY9ltlyOtrJcQDoFgqMUhPuEM8EBP1ezOILCUehMOnD5xZsugusRGk +oYmzTriVaRmD4Z48XJ1sJdHy7cGQr+66FKJfTrsxNoXIDjZ3EN82xljpxv2G +9ytoH4JY54Bcy6x7tA/BvbIpnqJj92k3QeZTn0pVRCXtJng8JDXe2beKdlOk +jZYYe02vpt0U8oFeLx3GP6B9KMpL53dxDv/RPhQb4nJj+NFSceD3Y8Cgn9Rw +ds0EqdjZ6dsxYVB7xEmz1l2qfd6KQfuIPga+PlJx1fdjx8D4gmq6U5BUfCrx +23FlsMc/2Nl/K/ncGdwsvTinKJZ83gw4M9swv1Ty+TOw85mWJeSRbw2DkEmx +vdfcI99mBsVfb64taSHfPgY3dqTKzN+RL56BwfpEk3MDarS+FAZpLs9Dgqxr +tL7LDMyjey2zEWq0vgIGNn87VhxaXKP1SRj4aQp2OEfUaH0yBq2rTC1U8eRr +Y9Bh+ersRRH5uhi8WdcxbpaMfB8YZBgdP/nPW/IZsIj1vOpwkqulfix8c+I1 +E4Ra6sdiZ7i8YuWqWurHwsEiqEoeVytO/NGPRWmfWR6tRbXUj8XiFrjtf04+ +bxabgjy7Vw6XUT8WCd5Kn2meMurHwnn76ND8vTLqx2K9uqE6qkBG/VhseGGc +n6WWUT8WfleeXnxpJ6d+LDQ670/4rJZTPxas5V3N1nQ59WMR9otDS9IjOfVj +scI16Y+MUXXUj8WtrO7ogQF11I9F3sfKcc3n66gfi+3zD382flZH/Vj0etge +qWevEK/60Y/DYoUb2x6qoH4cvLv4ia05CurHoVRpNW+CWkH9OGydHHFwvmM9 +3T8OsaNTF7xbV0/9ODQX6fwekVVP/TicvLrMPrOznvpxOKY2i0uyVlI/Dofy +d70XLVVSPw7X53gc74hXan/fPg5fLLOnXCpXUj8O/mUtGYYaJfXj8P5tVtAD +2wbqxyE3LvCVz6IG7fst4KBbUp2WGdVA/TjY7JF422c1UD8ObSOOLqtSNFA/ +DpP18me6fiJfF4dUoVNmZdVI/ThUzB2z3WpqI90/HkV5nTFP/BqpHw/D+HuK +sTsaqR8P24ODy/RON4qrf/TjYRFRPGbOdfK58ujxj2wLk5LPncewqLRF6qfk +8+ZxOV3vX42Oivrx2Nf/z+AAVkX9eOx+bJzvbqeifjwmefcRO0FF94+H0uRM +z6B5KurHo73VIHxGIPlSeBxNOed2PJJ8l3k0XUk7KUSTr4BHX9eABbsSVdr3 +IeGxa4ZqXlUm+WQ8Unx1w0fdIF8bj3m5n6bHSMjXxSPUPzVmiVylfR8feOz5 +9UBy1EN6HsOw4YzoWc7CJvp/HAaJINqkKiSGGXS7LSQxQ5ppN8NYt2z90hXE +GI6uvVuifXJ+7sOxc8218C8ff+7mOHY/z1ozrYV2c2xkXB8FRxPDAqPOikSm +1T93C/S4B3fGGbXSbglFXuXkFk/i25YwdSz0sD/SKv4fsTx8lQ== + "]]}, { + Hue[0.37820393249936934`, 0.6, 0.6], + Directive[ + PointSize[0.003666666666666667], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[1.6]], + LineBox[CompressedData[" +1:eJw1lAs0VHkcxyfyivXuPjxGCbvlUacUsnV/e1Zk0SqblqWDIjGeJc0mKkWt +pJCipcdBirRUyiEzKcPKa2YozCiqrc0jWu/s1qr5+Z9zz5zP+c58zj2fe88s +DojYEijHYrGSZ6/Pn7LTwHTmCDz7hK48Gbcz9LVNu286+CNLmd86Np3qS41G +fsEorVDtcitIRH7NHI7hX98Um4Lcz3gKlTasDTmD/I5Rnjk4r2fzWeT3jI9S +qrvGqWzkUUZR1T4twjAPeZwRGWW+tzt4GXmSeZx2ZK+dej7yNOPc88H7TU0h +8gzzqzwnQe/4NeT/GDUDvjKfU4L8iVH/6VNtZthNGR9iAdt4wtmKKUOeB1O2 +tqVDwnJkORjM6c3eEnUbWR52TuT94k9UIM+HYJez/g61d5EVoMGYyS3fU4ms +COoTt/SsLKuQlcDC/OLLtwPVyMrQlmK5M/NGDbIK/OMabf6dHR95AYz0Fj7Z +wX6ArAocC4MLFfNrkdXAbV1AUMvgHH8FE/stW/vaHyKrw97zWyVV9x8ha4Be +mGWCw9U6GYMmxLQYEjbpAhnzNcGoyjPo7YF63LVgaXLwishdDbhrwU45g2E9 +9z9x14aUsY+5qWsbcdeGuEbbBB+Tx7jrAJDrhw+rN+GuA1mryyzzJpFBF5ad +6NQse96Muy4INBV8CwQtuC8Edt2x8oDSVtwXwr2D7d7yP7Txgj4fRQKiA915 +l7e28axXzR4dAmq2f1uu5N8m+/4iAkwFFVx3Thuv6fOxIGAkeabcZH8bLyd7 +9tgR0H9e1zQ+EX2OBKQF5hkLTqHPg4DOmsp3o9no8yNgSvdK4fYC9HEI2ObV +8mroD/RxCUh8tNhpZTX6kgi4YsY/crsefRkE5AwvF6mL0Xdp9vfziloKn6Gv +hIAT91Zk6fejr5KAiiMK9mnj6BMQ0G0NZzpYQplPTECklvEVIzWhzNdLzL5/ +ZruWkkKZb5AAbuiHCGtjocw3PXs/gbckGZZC7EcCu+juzIwt+nRISDsQYLXf +AX2LSAhslOec/hF9FiS4W4VHPPQW8rK/9CPBPsbTwD4IfY4kZHnGaCVFoc+D +hHXWNEzGoc+PhFse4tw1x9HHISFDfUdxXAbeH5eENSkuKv156EsiIXvgqAZz +HX0ZJPzsGDSQcgd9l0jY5sT2Kuajr4SE0OnfjTWa0FdJwsdS82mbp+gTkPCg +yCw86cVcPxIW6XFSPgzN9SOh1T7D9er0XD8Skkb2ye9QEGE/Ekyipen5WiLe +ri/9KFALVvYBtgj7UbAxq6LU1lyE/ShQWVYwuNJOhP0oMJXrqrLZiD47Ckrn +X9yy1EuE/Sg4lBAhDQlDnwcFrJzLyvnH0OdHQcSEXGxLPvo4FLj8Ozme24I+ +LgUJsclkqrJYdn9JFGhWOgbFe4uxHwWGY4pR4W1i7EeBLbesbjyqHftREJDY +WXjcqUP2fCsp8Ho35XLT+Qn2oyDWdj0R6fsU+1Ew/nXHsvDgTuxHgZg7esPE +tQv7UdDc6xY9Ot2F/ShQXuKj4R7Tje8fDQFvQhb4NnVjPxpONNswA0oS7EdD +hu/fU9orJbzmL/1o2HBWJZHcLMF+s3udYqHVbgn2o8HZQLN6fZwE+9Ew7Ha/ +R+Mk+vxoOH+0r4GVI8F+NISc/FicVYg+Lg13WDM2ZDn6kmjYp22btuo++jJo +UM1aXn63Hn2XaGj1SeT5i9BXQkN78VGPc1L0VdJAjDipx7yWyJ6HgAZ+aPxp +8xH0iWmIX52y/PY0+nppMBXG/uUoL8V+NLDvZV+oVJPKnsc0DSnWdmYGhBT/ +H/VgjLJihUQi8/Wg6Wqm+GT93K4PZtF7nh3Q78FdHywEVdLTYchgACUdQRNL +qud2A+ArLtnspfIMd0OwvOFj3OCBzDcEZfsEGLowt7Ohd22oRdHLuZ0Ntenp +F6u+eY67EXS/+v7ci1BkvhE0LlwwZlP6nPc/taJo6g== + "]]}}, {{ + Directive[ + PointSize[0.003666666666666667], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.003666666666666667], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.003666666666666667], + RGBColor[0.560181, 0.691569, 0.194885], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.003666666666666667], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[1.6]]}}, {{ + Directive[ + PointSize[0.003666666666666667], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.003666666666666667], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.003666666666666667], + RGBColor[0.560181, 0.691569, 0.194885], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.003666666666666667], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[ + 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}, {{ + Directive[ + PointSize[0.003666666666666667], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.003666666666666667], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.003666666666666667], + RGBColor[0.560181, 0.691569, 0.194885], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.003666666666666667], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[ + 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}}, {{}, \ +{}}}, {DisplayFunction -> Identity, DisplayFunction -> Identity, AspectRatio -> + NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {True, True}, + AxesLabel -> { + FormBox["\[Beta]", TraditionalForm], + FormBox[ + RowBox[{ + RowBox[{"s", "(", "\[Beta]", ")"}], "-", + RowBox[{"s", "(", "0", ")"}]}], TraditionalForm]}, + AxesOrigin -> {0.026041666666666668`, 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]], + Method -> { + "OptimizePlotMarkers" -> True, + "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), "CopiedValueFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& )}}, + PlotRange -> {{0.026041666666666668`, 7.9375}, {-0.4950084574887482, 0}}, + PlotRangeClipping -> True, PlotRangePadding -> {{ + Scaled[0.02], + Scaled[0.02]}, { + Scaled[0.05], + Scaled[0.02]}}, Ticks -> {Automatic, Automatic}}],FormBox[ + FormBox[ + TemplateBox[{"\"4\"", "\"8\"", "\"16\"", "\"32\""}, "PointLegend", + DisplayFunction -> (FormBox[ + StyleBox[ + StyleBox[ + PaneBox[ + TagBox[ + GridBox[{{ + TagBox[ + GridBox[{{ + GraphicsBox[{{ + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]], { + LineBox[{{0, 10}, {20, 10}}]}}, { + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, + ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, { + GraphicsBox[{{ + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]], { + LineBox[{{0, 10}, {20, 10}}]}}, { + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, + ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, { + GraphicsBox[{{ + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.560181, 0.691569, 0.194885], + AbsoluteThickness[1.6]], { + LineBox[{{0, 10}, {20, 10}}]}}, { + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.560181, 0.691569, 0.194885], + AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, + ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}, { + GraphicsBox[{{ + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[1.6]], { + LineBox[{{0, 10}, {20, 10}}]}}, { + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, + ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #4}}, + GridBoxAlignment -> { + "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, + AutoDelete -> False, + GridBoxDividers -> { + "Columns" -> {{False}}, "Rows" -> {{False}}}, + GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}}, + GridBoxSpacings -> { + "Columns" -> {{0.5}}, "Rows" -> {{0.8}}}], "Grid"]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{1}}, "Rows" -> {{0}}}], + "Grid"], Alignment -> Left, AppearanceElements -> None, + ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction -> + "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], { + FontFamily -> "Arial"}, Background -> Automatic, StripOnInput -> + False], TraditionalForm]& ), + InterpretationFunction :> (RowBox[{"PointLegend", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"PointSize", "[", "0.003666666666666667`", "]"}], + ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[0.368417, 0.506779, 0.709798], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> + RGBColor[ + 0.24561133333333335`, 0.3378526666666667, + 0.4731986666666667], FrameTicks -> None, PlotRangePadding -> + None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + RowBox[{"0.368417`", ",", "0.506779`", ",", "0.709798`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.368417, 0.506779, 0.709798]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.368417, 0.506779, 0.709798], Editable -> False, + Selectable -> False], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], + ",", + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"PointSize", "[", "0.003666666666666667`", "]"}], + ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[0.880722, 0.611041, 0.142051], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> + RGBColor[ + 0.587148, 0.40736066666666665`, 0.09470066666666668], + FrameTicks -> None, PlotRangePadding -> None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + RowBox[{"0.880722`", ",", "0.611041`", ",", "0.142051`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.880722, 0.611041, 0.142051]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.880722, 0.611041, 0.142051], Editable -> False, + Selectable -> False], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], + ",", + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"PointSize", "[", "0.003666666666666667`", "]"}], + ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[0.560181, 0.691569, 0.194885], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> + RGBColor[ + 0.37345400000000006`, 0.461046, 0.12992333333333334`], + FrameTicks -> None, PlotRangePadding -> None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + RowBox[{"0.560181`", ",", "0.691569`", ",", "0.194885`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.560181, 0.691569, 0.194885]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.560181, 0.691569, 0.194885], Editable -> False, + Selectable -> False], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], + ",", + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"PointSize", "[", "0.003666666666666667`", "]"}], + ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[0.922526, 0.385626, 0.209179], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> + RGBColor[ + 0.6150173333333333, 0.25708400000000003`, + 0.13945266666666667`], FrameTicks -> None, + PlotRangePadding -> None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + RowBox[{"0.922526`", ",", "0.385626`", ",", "0.209179`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.922526, 0.385626, 0.209179]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.922526, 0.385626, 0.209179], Editable -> False, + Selectable -> False], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}]}], + "}"}], ",", + RowBox[{"{", + RowBox[{#, ",", #2, ",", #3, ",", #4}], "}"}], ",", + RowBox[{"LegendMarkers", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{"False", ",", "Automatic"}], "}"}], ",", + RowBox[{"{", + RowBox[{"False", ",", "Automatic"}], "}"}], ",", + RowBox[{"{", + RowBox[{"False", ",", "Automatic"}], "}"}], ",", + RowBox[{"{", + RowBox[{"False", ",", "Automatic"}], "}"}]}], "}"}]}], ",", + RowBox[{"Joined", "\[Rule]", + RowBox[{"{", + RowBox[{"True", ",", "True", ",", "True", ",", "True"}], + "}"}]}], ",", + RowBox[{"LabelStyle", "\[Rule]", + RowBox[{"{", "}"}]}], ",", + RowBox[{"LegendLayout", "\[Rule]", "\"Column\""}]}], "]"}]& ), + Editable -> True], TraditionalForm], TraditionalForm]}, + "Legended", + DisplayFunction->(GridBox[{{ + TagBox[ + ItemBox[ + PaneBox[ + TagBox[#, "SkipImageSizeLevel"], Alignment -> {Center, Baseline}, + BaselinePosition -> Baseline], DefaultBaseStyle -> "Labeled"], + "SkipImageSizeLevel"], + ItemBox[#2, DefaultBaseStyle -> "LabeledLabel"]}}, + GridBoxAlignment -> {"Columns" -> {{Center}}, "Rows" -> {{Center}}}, + AutoDelete -> False, GridBoxItemSize -> Automatic, + BaselinePosition -> {1, 1}]& ), + Editable->True, + InterpretationFunction->(RowBox[{"Legended", "[", + RowBox[{#, ",", + RowBox[{"Placed", "[", + RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output", + CellChangeTimes->{ + 3.778946374557211*^9, 3.7789464676677723`*^9, 3.778946508497999*^9, + 3.778946604369417*^9, {3.7789466690966673`*^9, 3.778946701500992*^9}, { + 3.778946731994258*^9, 3.778946749349575*^9}, 3.7789467962636337`*^9, + 3.778946833931172*^9, 3.778947082771483*^9, {3.778947327915792*^9, + 3.778947345892826*^9}, 3.778948029994212*^9, 3.7789481053151817`*^9, { + 3.778948692166095*^9, 3.7789487038141737`*^9}, 3.778953585064103*^9, + 3.778953624385591*^9, 3.778953682031535*^9, 3.778953746826598*^9, { + 3.77956194067076*^9, 3.779561968768979*^9}, 3.779624858106914*^9, { + 3.779624924084155*^9, 3.779624933643355*^9}, {3.779625037660088*^9, + 3.779625061656746*^9}, 3.779699807199407*^9, {3.779700827690935*^9, + 3.7797008596365232`*^9}, 3.7797009048423357`*^9, 3.779700941258234*^9, { + 3.779701005894755*^9, 3.779701033694045*^9}, 3.78008725076254*^9, + 3.780087374491346*^9, 3.780087426664627*^9, {3.780087476814011*^9, + 3.7800874839642763`*^9}, {3.784987528733613*^9, 3.7849875536676188`*^9}, + 3.7849876962409067`*^9, 3.7849880617038116`*^9, 3.784988269808079*^9, + 3.7849886106727123`*^9, 3.784989205039175*^9, {3.784989237650683*^9, + 3.784989241626642*^9}, {3.7849892794456577`*^9, 3.784989301810355*^9}, + 3.784991010484539*^9, {3.7849910412866077`*^9, 3.7849910778183727`*^9}, + 3.784991309318139*^9, 3.784991386947817*^9, {3.784991549707535*^9, + 3.7849915579184523`*^9}, 3.784991736881611*^9, {3.784991879079419*^9, + 3.784991887673251*^9}, 3.7849919728655863`*^9, 3.784992017379757*^9, + 3.78499208028115*^9, 3.784992125434637*^9, {3.784992155783885*^9, + 3.784992168646801*^9}, 3.7849922441034927`*^9, 3.784992833706853*^9, + 3.784998781186055*^9, {3.7849989860636683`*^9, 3.784999006810576*^9}, + 3.7849992682963667`*^9, 3.7849995124042597`*^9, 3.7849996864973*^9, + 3.784999952914003*^9, 3.785000855834754*^9, {3.785000906795271*^9, + 3.785000910398725*^9}, {3.785000976770967*^9, 3.785001002646392*^9}, { + 3.785001081965526*^9, 3.785001128311981*^9}, 3.785001503460466*^9, + 3.785004078571953*^9, 3.785004885000949*^9, 3.7850053260190163`*^9, + 3.7850564156533413`*^9, 3.785056674680955*^9, {3.785057097406048*^9, + 3.7850571121514072`*^9}, 3.785057232043537*^9, 3.7850646228613367`*^9, + 3.785074738524434*^9, 3.785096356452805*^9, 3.785096596537345*^9, + 3.785096867518901*^9, 3.7850971839690113`*^9, 3.785097770219105*^9, + 3.785098015785248*^9, 3.785099606555172*^9, 3.7851471976997013`*^9, + 3.785147318212351*^9, 3.78514845997024*^9, 3.785195579720283*^9, + 3.785234947270238*^9}, + CellLabel->"Out[54]=",ExpressionUUID->"c8fcb9b5-acf6-4a78-a4e0-ad87fd0bc223"] +}, Open ]], + +Cell[BoxData[ + RowBox[{ + RowBox[{"Export", "[", + RowBox[{"\"\\"", ",", "plotS"}], "]"}], ";"}]], "Input", + CellChangeTimes->{{3.785098016427966*^9, 3.785098042240443*^9}}, + CellLabel->"In[85]:=",ExpressionUUID->"7f3ff092-2669-46e9-9ae8-b9a7bd7e553f"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"plotE", "=", + RowBox[{"ListPlot", "[", + RowBox[{ + RowBox[{ + RowBox[{ + RowBox[{"Select", "[", + RowBox[{ + RowBox[{ + RowBox[{"Length", "[", "#rs", "]"}], "\[Equal]", "3"}], "&"}], "]"}], + "[", "d", "]"}], "[", + RowBox[{ + RowBox[{"SortBy", "[", "\"\\"", "]"}], ",", + RowBox[{ + RowBox[{"Thread", "[", + RowBox[{"{", + RowBox[{ + RowBox[{"Ts", "[", "#", "]"}], ",", + RowBox[{"#Es", "/", + SuperscriptBox["#n", "2"]}]}], "}"}], "]"}], "&"}]}], "]"}], ",", + RowBox[{"Joined", "\[Rule]", "True"}], ",", + RowBox[{"PlotLegends", "\[Rule]", + RowBox[{"Normal", "@", + RowBox[{ + RowBox[{ + RowBox[{"Select", "[", + RowBox[{ + RowBox[{ + RowBox[{"Length", "[", "#rs", "]"}], "\[Equal]", "1"}], "&"}], + "]"}], "[", "d", "]"}], "[", + RowBox[{ + RowBox[{"SortBy", "[", "\"\\"", "]"}], ",", + RowBox[{ + RowBox[{"ToString", "[", "#n", "]"}], "&"}]}], "]"}]}]}], ",", + RowBox[{"AxesLabel", "\[Rule]", + RowBox[{"{", + RowBox[{"\[Beta]", ",", "e"}], "}"}]}]}], "]"}]}]], "Input", + CellChangeTimes->{{3.784992259322311*^9, 3.7849923458651857`*^9}, { + 3.784992651707872*^9, 3.784992651985375*^9}, {3.784992846100277*^9, + 3.784992888545384*^9}, {3.785000865060989*^9, 3.785000867504056*^9}, { + 3.7850571228045*^9, 3.785057128139039*^9}, {3.785057213736063*^9, + 3.7850572149567947`*^9}, {3.785097188763254*^9, 3.7850971940673523`*^9}, { + 3.785098045685638*^9, 3.78509804637899*^9}, 3.785147385770281*^9}, + CellLabel->"In[55]:=",ExpressionUUID->"ee8c7b42-c7b8-4a5f-a611-21e18e0fcbb2"], + +Cell[BoxData[ + TemplateBox[{GraphicsBox[{{}, {{{}, {}, { + Hue[0.67, 0.6, 0.6], + Directive[ + PointSize[0.0055000000000000005`], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]], + LineBox[CompressedData[" +1:eJw1kA1QjHkcx7e31ZtepOelRXeFk1AzSW4dz48T3Qq9iMrL7HWVlzK52M45 +pCkvNc5bqKW8xJVu0twVut4UFd0WVqJaJKUV1W6r91e3rv/vN/PMM5/5znye +Zz5fB0X4hOjyeLxj2ufLe/xKuUWBtEWvV3vJOMu5S+67HGt+Qa7nHv75cNL5 +FOQmbmmsrNr/LvI7bki+k5/TiNzG2a2yjq8aRe7gupWa5zKbDsJdnBP0HRle +gPyJ25S7JLrdG7mHK7yo8lq1E7mPW/NANKg4gjzA7XseVFt0GXmI8+QVukX/ +gzzCncld7fVEjjzGSTwy8/vbkHkwr8P+t05eJ2EdWP7Dw+QYBlkX4jx9/XOc +kPUgItXWaXAFsj4w+pfMMzcjG4DEOGv/z3uQ+VC8L2lZYgLyBJDsUc5YcQXZ +ED7fmLns/G1kIxCKjs6NkCEbgzh6trSzEdkEynsKa4I/IZtCwLyblxMMVIQn +gsfq2NJKGtkMTtk5p/7ogGwOYlkofU2IbAG+2VmpniLChyzgbcY3L60DcbcE +u6q4yBvbcLeEMt7G81eicJ8EnuucD1jG4T4JBkaTF507hbsVJOVl2UpTcLeC +xXNiUoYycJ8MPn1bIyU5uE+GujrNXXER7taQ9ubEgroK3K2hzDTMo/Ax7hQY +J5f95FenKnlUrT1TCurYnqUz6lUlF6TaYylIlN8Xsg2qktAvN5MCBWe24S8t +u/x/FIieHz4ZrSA+oKD8gMPCuJfE50lBvmPXLMEr4gugQNf1jWbwFfGFUhDp +XtRS8Zr4dlMQUiH1jWnE/6Ug7cZ7valviO84Bb+H04HmTcQnpWBypMxwoIn4 +0inQLM8+mPaW+HIpKO3uPxvSTHylFMTfqowwbCG+agr0daefaW4hvgYKHGQG +1zPeEZ+Sgm97Xwt8W4mvm4KTZ9s7lyixHw0LZf++rVViPxrurR1zTHmP/Wgw +X3vNe0kb9qMhaK+Pq6IN+9FwU31/cfQH7EfD00ajZ/s+Yj8aTm584DC7HfvR +8MFJh1/Tjv1omC4cuhzdgf1oWBTTNNelE/vREHFHc5qnwn40uIYYR+WrsB8N +BrXrZWFq7EeD/RPGbkSN/Wj4+OKzMKcL+2k5T7F+lwb70bA9bHRbmwb70TDE +MxG++IT9aIi7di7Nuxv7aXsE+CncerAfA09rcgRNPdiPgbGkkihRL/ZjIKEq +4U5lL/ZjINi+wjSjD/sxkGdXPLKpH/sxIEgK9G7px34MXEytuds6gP0YCA9N +CvEfxH4MwDIvp+5B7MdA16N1VyVD2I+BgxvN5tgPYz8G1s9IT7wzjP0YCPIo +/z5gBPsx4Ko53GUxiv0YWNPEtV0axX4MTGP900Vj2I+BynjqQfUY9mNgR7I8 +c8Nn7MdAbNXEPAOemvRj4MMZ8XyJlsf7seA3+176dzpq0o8F9+uKoPtaHu/H +gv+w/rxAXTXpx8LKx7FyHT3ic2Hhgniw9LAe8QELS5XBe031ic+TBVfpq1qZ +PvEFaL+3v75/pQHxhbLAPWvOqzYgvt0s3MoyEofzie8QC/mjOyxUfOI7zoJs +5i2zqAnEJ9VyRLB8iiHxpbOQWPiRn2lIfLlaLg9vtjIivlIWaPfMhdlGxFet +/d6KX7c7GhNfAwsFfOvNj42JT8mCLtVSuM4E+2n3Z6LWVhPsZwNXfaQ7Dpji +/9qA1cXTfucscRfAVVFXcjyFuwDEBcf+WCvAfQrIT0j8y2xxnwK3CzIFztNx +nwrd7UVbts7CfSoU9BW7us3BfRpAQ7aacsZ9Grwrqw+TueBuCz62xVv83HC3 +BVnIfJu/hbh/BftTHTrrF6tL/gP5V5U7 + "]]}, { + Hue[0.9060679774997897, 0.6, 0.6], + Directive[ + PointSize[0.0055000000000000005`], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]], + LineBox[CompressedData[" +1:eJw10AlQlHUcxnEOUVC8gH0PWFBSkUjGK0C26H3ShhjFoxKPFA8Om6HSUnEG +A0LQkRSZQZRaZBFBYOVoOUoQhF25FAST+5QFM0SBNRQUSSzM9/ef2dn5zjPz +W/jY+hz43N9AT08vcvLz5vvt0wjrnXyy14Y/Vr/tuwLr37d1NJO6TbBrqF1a +0kjdIwRUye+df0n9QBhPL0heZD0gdr/wMGV8OFSgHhRqtQ0h4bup/xZ+LT/z +4sNQ6qeC18zAzbIE6hFh+XhxQkEh9XMh9nJzV2sj9ZiwfOSj+Fwd9biQHfPu +7UvTBsV+JST9ZeHMzKd+LcgUfa1FLtR6+CG5rFC1gVofwdpq3xw/agMsTbL3 +cD1KbYjrdieLJ6Kpp6CvYXg8MIXaCIeD5pWEFlBPxemy1VF2t6mnofNgqFNW +N7UxsuttFug/pTaBck2QRmE0JPZ0RH2w5qclPPUM6IdHeUgdqU2RrNdVHvkx +9UzITO8v3L2FehasvjRvzf+aejbce8dOLQinnoPS1zYxI7+IHTYHto9qbbfm +0D4X/vFK6fhN2uei9E+77hIt7WbIM5DHV76g3QwpUQMO9bN04m4Ovyr96COL +xA4zR7Z/4MSojHYLPLOt3rF4I+0WUNoGbRrcS7sEssauxoRDtEtwsbNlNC2C +dgabVkhkHmd16rrayWfKoH30dGZsrE4dL598PANFyJS0sXM69b43z45BrrOL +cmGcTr3y/8dAdaF4W/7P4j0wiLhp9NVUuXjPk4Gnb8qqdfHive0MYNK+v/KC +eG8fgyvf17u1Joj3DjFwfFWB1Yn0907el/Fc+kXxXhQD27QSaJLEe3IGWXt2 +PjBOFu+lMXArtS5bkiLey2dgKN+iTb0s3tMw6HS6412cKt6rZbBX2y/tThPv +tTNYHr/N01Up3utjoD+RErL5injvGYN01uSTMxnkx6Kv2Ms8J5P8WASkqr5t +ziI/Fs67vsjszSY/Fk9dHZSLVeTHYher6vfIIT8W80McSrflkh+LjDwzxak8 +8mMxPLC6LjWf/Fjsfe10MOQ38pv8/faA3vzfyY9FrrvfYNFV8mMhXWh5pKqA +/FhkP86S3CokPxYWuu70zmvkx6LLrulSTxH5sXjet0n+TzH5sWjKmpbddp38 +Jv+f8w6y4RLyYxFRpPUfKiU/FmcGqySv1OTHYeeEsbxbQ34c4pyUqpob5MdB +fvgeoykjPw5GhUF6ReXkx0HaU9n4YwX5cUiUxZolVpIfhxPr1IsVVeTHYeWy +yy+33iQ/DtFdraZrb5Efh0h5h5VzNflxOD7bfsmMGvLjsH1HzNmHNeTHIa9e +E3jjNvlx8F4XHHOtlvw4rFnm9k1YHflx8DlXl+h7h/w4uPQap7j/QX4cBs7e +x4K75MehvEbi9fAu+U3+Xnq5tKKe/HhUd7kejWggPx5DnxrN+q6R/Hj4Bbe4 +rWgiPx5xbV7rR5vIj0fGycEZ5c3kx8O+/4TfuRby43HArdFhQyv58fA6uWiW +fRv58Xjv2MSloTby4+H+TqQ2o538eBxsvnbBu4P8eNSWqgIkneTH43r9HOFJ +J/nxOO2bqojrIj8eYT26HZ73yI/HmMRx7vRu8uOx/+rzuI5u8uORlevhmqQl +Px6P1O2PZD3kx+OO0/EWw17ys0SwoYN3PHWYJWafV7J+/bRbocKf36jS0W4F +l47ogPQR2qVYqnAcen+cdimEqdq2oH9pt4ZTWHBe6JQn4m4NheqzPatMxNaz +wTGNsk41k3Yb+AzZmVqY0T4PLw0yfFcxtM/Dvp17ipdZ0j4fuxrb/Z9ZP1H/ +B2bxooA= + "]]}, { + Hue[0.1421359549995791, 0.6, 0.6], + Directive[ + PointSize[0.0055000000000000005`], + RGBColor[0.560181, 0.691569, 0.194885], + AbsoluteThickness[1.6]], + LineBox[CompressedData[" +1:eJw1kAdQk3cYh8OIFRkiwW9IGJYhWgctnBu/91BRGVbbnikQpILg6hWpM2JF +rYoDlGE5CVZRNFBTOYYtImCCiEATwEEFxIINQykGIkHLplj/73v33XfP/e6e ++98zPTTyi3BDHo93cvx7//9wSk5jetE77man4gM/5MIO9Kto138IN3Dl7/KP +7N6B/ILzT3fMWHMBuY3bfdI5dEMJ8itOWOq7eWcL8muuN3OTxIPXRVjHSeWt +x97aI/dy8f678vqWIfdx1QP3aorEyO+4+MXhl+IkyP3c77uqbvv/hDzIVS0U +iqgc5GFOxxN+rq1CHuV8xXEGrRpkHjiuEfr0DiIbgHXCS9ksq9eEDaGmw93m +iiuyEdSkuFr6LkM2hr8jCzIDvkTmQ5L1ZwHXtiBPgLL0H25ujEb+CJ6ly6tC +ziJPhNXv/qgrS0c2gf2Fbx1y85AnwbJuY+exMmRTWHEqKkJdh2wGnhLvacJ2 +ZHOQCVZ6PO5DtgDVjO0ca6wlPBmOadmhEStkS2hp/N72m+mED1uCQFSgDpuH ++xSYO2LUbOSJ+xTQRU6uXOSDuxUU9WzMtRXhbgUqs+TauDDcBaBWr/RWReIu +gK08Tf6v0bhbQ3nGm/61sbhbw97zp3i6JNynQmZrkDT/Eu5TofAMlATKcacg +4EZtxV+FWkW1evzMKKgaPB8jLdIqpKnjx1JwgvfgXGCJVhHx/lwoyKmJcVqs +0Crc/z8KrlTTMf8qiQ8oqE2TzH55j/j8KChwdWLK7xNfAAWNtd9tbXtAfBEU +RAtiZS8riW8XBckJ/ORPVPheCnY21T/ZVk18cRR0i1c0XK8lvlQKLDxuX7N7 +THwyCgQ9d5oVdcSXT0GHt/xrv3riU1IQU3eZJ3xGfGoKXqQIpfrnxNdIQb0D +tdjkBfF1jPvPOUsdW4lPP96rVzJH1IH9aNCkPvep6MR+NBgnJD7apMV+NGzb +5xPaoMN+NCRs2qCX9WE/GqwN5u3I6sd+NAj6h9T3hrEfDdmps7zaeN2kHw1X +Nbnt2/ndpB8NazvLnZQm3aQfDYEx7tclFt2kHw0zuLHr6wTdpB8NJ85otnTQ +xJdKg2dLtbhXSHwyGrjl0uMLPya+fBom+11s9p1BfEoanr5Vh+XNJj41DUv2 +7v+x8lPia6QheHAsb/4C4uugYazhjZ9kKfHpaVhnPtPfyIv4eAwMdK02ObWK ++MwY4IyVmUo/4mMZ+LYiuFS1nvhcGFgfdetWkIj43BngryzUl4iJDxjQMWNz +jEOJz4+Bywu9rhZHYD8GGsfMRfd3YD8G5G6dv1TtxH4MjGUPBIn3YD8GXuf4 +79NJsB8Dq0IiD4Ufwn4MzJ962bDnKPZjoPc4P56KxX4MSPY4ZA6dxn4MPBK4 +xQ2dxX4M7DdLsrqbhP0YGFYccgxPwX4MsFHlLk9TsR8DyUkBwfyfsR8LM327 +zn2Vjv1YcPJqbV6fgf1YmCCiTrjIsB8LKe1BIfVZ2I+FFYOK2DQ59mMhxCgD +qGzsx4JPlPTgwRzsx4Jn3R3f/Dzsx0LQuuWKjlvYjwVdiPXcCQXYjwWzhLbN ++tvYj4XwI6Oer+5gPxYMW1Tb0oqxHwt2xp4DgXexHwsPcxJFowrsx0KRP2Mp +LcV+LJwtUmdblWE/FhJHU25cuI/9WHja7mw6WI79WDggDz7tWYH9poFWaZN4 +qRLfOw3qW4cNlj7B3QbMcgt+29qEuw3kpUozFmlwF0Kx05Iw8SvchVB7888m +vRZ3W2hydTNaoMfdFnQTs9w8+nG3g7RSTbHhCO52UDDvqHO8QQ/Z7SF9RGXa +xSd82B6ynJJTbCbh7gBi8+TomRY9iv8AiSiT0g== + "]]}, { + Hue[0.37820393249936934`, 0.6, 0.6], + Directive[ + PointSize[0.0055000000000000005`], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[1.6]], + LineBox[CompressedData[" +1:eJw1kAs0lnccx/Vu0YUp8lxUyNkqK60mmdLeb0dUWKpFozKXpNMRYtPlmOmy +05WWlhCySC7lfo16X7pY5S6dWVqvUrm+lLsW0/b//c55z3M+5/ucz/Oezxx3 +302eEhUVlePjvw/P/08uNW42e2yuaJP9zzVSX/cbX7wfIv5T2mh7a0mFdjtj +hdSmT+LZbUHcIq13WZDuEkTcKnU0KdTXTCXulBatR0BhFXGP9GpLVmlPN/Fb +adN79YF6zQ7GfdK84Hb7fYuIB6SKiB1L+m2Jh6SCs1mz2y7iEemu6Nz9948Q +/yO91PHg9ao44lGppntVVXkBsQqMTqjk/VBDPAH3tqiZr20lluCA5uM6+zHi +j9AlWaIardPJ+GOUTNz39MsFxBOR+sf+9xogVsW5Jxu5lZuJ1RCeONvnkRfx +JDSu8b1Yc5B4Mtrstx+fF0o8BaLLCrv+OOKpeOfQttEik1gdbikp2e/kxBoo +XW452aKW+BPYtbpYDCuINeFqtfSiVQ/xNBSbjsr0xhiHTMO1ec/ywjS62D4d +4c3DzidnMg6ZDsVbQwsjI9q1MF/DTem0jHYtfFMWdnaRJe3a+HXtlu+S7WnX +xuugDXH1W2mfAQPuSFekF+0z0GmQljgtgHYdGB/IPoNg2nXQsT5sj9YJ2jmc +94nJSTzXJausGD91DqNmQ1YZv3XJoqPGT+TQK0ndnXe+S7bzw83l0NPnUXUv +oktm8t9x8LHQTXpwgfnAoaJ1bd2jSOaz4+DIHbJtjGI+Jw4vXZsamqKZbyeH +yAw4tlxkvgAOP8WLZp0x9H85vBrce78rlvlOc/DwHXNsi2O+KA5b0PjozSXm +S+KQZhRd9jae+XI4cCOT+b7fmU/OwdzDdN3AZear4DA8vKPhXQLzNXL4TLlr +SX8i873iYOUu935zhfl6x7//zr7jbRL14zFttaF9z1Xqx8O1JmX7y2Tqx6PU +Jt/veQr14zFmc676eSr146HtdNJBkUb9eFzddrmt4Rr14xEzEF9Ze5368eiv +1VpXmU79eOQbrZYXZ1A/Hmd0rRdmZlI/Hg7rM8zzs6gfjzkTbYyuZlM/Hmne +x/5KyKF+PEyrDHzO51I/Hg/jkgvC86gfj2C/ZUFh+dSPR2/JnJTQAurH45RE +7cmZQurHo3hNTlN8EfXjsTFdviLrBvUT4Om3YYeimPoJyP07sF3/JvUT8ETY +HHH4FvUTsK262UlXTv0EqE9o+XawlPqNc7Zwe+kd6iegSlwq1ymnfgIGB/eV +FzygfgKuu14I3lpN/QTETPVantpA/QR4hB+uS31K/QRolTkf39RK/QT8smf7 +/KZ+6idggUe0dbaqkvUTcOvsXX9LXSXrJ6Bk6PhXPy5Wsn4CDJMrYnasUbJ+ +Ala3l47OcVGyfgJqX4RGxPozX6+APueHqZOOMp+KiD1qRdeUZ5lPXYS2v0m7 +RizziSJMZ3l3rr3CfHNFVMUrfa+nMZ+JiJGR8mSPTOaDCL8p3ium5DKfnYjb +Xgvnleczn5OIIKu2U4OFzLdThI2ntVPGDeYLEJHyYmzW5yXMFyLixMKEmT43 +me/0+PsxgUWBt5gvSkRI2tfiXhnzJYnIV88udZdTPxHBCYtWriqlfiLqRtUm +iGXUT0R6Sq1BUxn1E3FtsO9Q/G3qJyJWLVLn+zvUT8RYqnev3l3qpwvro5ZZ +CuIQXWgVrTNsqKB9Jqa3++32qKd9JppOhl6KaaR9Fhzccmf8/Iz2WUg/WJ2l ++5L22bBeplrr3077bOgPHTlxtpt2PSzyy6kM7KNdD/cl6UHGw7TrQ8uY/zTr +Pe362DRg+1wi6Wa7AV4fE9IXq3bL/gUHQ6BB + "]]}}, {{ + Directive[ + PointSize[0.0055000000000000005`], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.0055000000000000005`], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.0055000000000000005`], + RGBColor[0.560181, 0.691569, 0.194885], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.0055000000000000005`], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[1.6]]}}, {{ + Directive[ + PointSize[0.0055000000000000005`], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.0055000000000000005`], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.0055000000000000005`], + RGBColor[0.560181, 0.691569, 0.194885], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.0055000000000000005`], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[ + 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}, {{ + Directive[ + PointSize[0.0055000000000000005`], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.0055000000000000005`], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.0055000000000000005`], + RGBColor[0.560181, 0.691569, 0.194885], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.0055000000000000005`], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[ + 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}}, {{}, \ +{}}}, {DisplayFunction -> Identity, DisplayFunction -> Identity, AspectRatio -> + NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {True, True}, + AxesLabel -> { + FormBox["\[Beta]", TraditionalForm], + FormBox["e", TraditionalForm]}, AxesOrigin -> {0, -0.7927759041822425}, + 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, + "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), "CopiedValueFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& )}}, + PlotRange -> {{0, 8.}, {-0.9762997276383625, -0.802435052785196}}, + PlotRangeClipping -> True, PlotRangePadding -> {{ + Scaled[0.02], + Scaled[0.02]}, { + Scaled[0.05], + Scaled[0.05]}}, Ticks -> {Automatic, Automatic}}],FormBox[ + FormBox[ + TemplateBox[{"\"4\"", "\"8\"", "\"16\"", "\"32\""}, "PointLegend", + DisplayFunction -> (FormBox[ + StyleBox[ + StyleBox[ + PaneBox[ + TagBox[ + GridBox[{{ + TagBox[ + GridBox[{{ + GraphicsBox[{{ + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]], { + LineBox[{{0, 10}, {20, 10}}]}}, { + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, + ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, { + GraphicsBox[{{ + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]], { + LineBox[{{0, 10}, {20, 10}}]}}, { + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, + ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, { + GraphicsBox[{{ + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.560181, 0.691569, 0.194885], + AbsoluteThickness[1.6]], { + LineBox[{{0, 10}, {20, 10}}]}}, { + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.560181, 0.691569, 0.194885], + AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, + ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}, { + GraphicsBox[{{ + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[1.6]], { + LineBox[{{0, 10}, {20, 10}}]}}, { + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, + ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #4}}, + GridBoxAlignment -> { + "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, + AutoDelete -> False, + GridBoxDividers -> { + "Columns" -> {{False}}, "Rows" -> {{False}}}, + GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}}, + GridBoxSpacings -> { + "Columns" -> {{0.5}}, "Rows" -> {{0.8}}}], "Grid"]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{1}}, "Rows" -> {{0}}}], + "Grid"], Alignment -> Left, AppearanceElements -> None, + ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction -> + "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], { + FontFamily -> "Arial"}, Background -> Automatic, StripOnInput -> + False], TraditionalForm]& ), + InterpretationFunction :> (RowBox[{"PointLegend", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}], + ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[0.368417, 0.506779, 0.709798], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> + RGBColor[ + 0.24561133333333335`, 0.3378526666666667, + 0.4731986666666667], FrameTicks -> None, PlotRangePadding -> + None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + RowBox[{"0.368417`", ",", "0.506779`", ",", "0.709798`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.368417, 0.506779, 0.709798]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.368417, 0.506779, 0.709798], Editable -> False, + Selectable -> False], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], + ",", + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}], + ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[0.880722, 0.611041, 0.142051], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> + RGBColor[ + 0.587148, 0.40736066666666665`, 0.09470066666666668], + FrameTicks -> None, PlotRangePadding -> None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + RowBox[{"0.880722`", ",", "0.611041`", ",", "0.142051`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.880722, 0.611041, 0.142051]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.880722, 0.611041, 0.142051], Editable -> False, + Selectable -> False], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], + ",", + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}], + ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[0.560181, 0.691569, 0.194885], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> + RGBColor[ + 0.37345400000000006`, 0.461046, 0.12992333333333334`], + FrameTicks -> None, PlotRangePadding -> None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + RowBox[{"0.560181`", ",", "0.691569`", ",", "0.194885`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.560181, 0.691569, 0.194885]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.560181, 0.691569, 0.194885], Editable -> False, + Selectable -> False], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], + ",", + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}], + ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[0.922526, 0.385626, 0.209179], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> + RGBColor[ + 0.6150173333333333, 0.25708400000000003`, + 0.13945266666666667`], FrameTicks -> None, + PlotRangePadding -> None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + RowBox[{"0.922526`", ",", "0.385626`", ",", "0.209179`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.922526, 0.385626, 0.209179]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.922526, 0.385626, 0.209179], Editable -> False, + Selectable -> False], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}]}], + "}"}], ",", + RowBox[{"{", + RowBox[{#, ",", #2, ",", #3, ",", #4}], "}"}], ",", + RowBox[{"LegendMarkers", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{"False", ",", "Automatic"}], "}"}], ",", + RowBox[{"{", + RowBox[{"False", ",", "Automatic"}], "}"}], ",", + RowBox[{"{", + RowBox[{"False", ",", "Automatic"}], "}"}], ",", + RowBox[{"{", + RowBox[{"False", ",", "Automatic"}], "}"}]}], "}"}]}], ",", + RowBox[{"Joined", "\[Rule]", + RowBox[{"{", + RowBox[{"True", ",", "True", ",", "True", ",", "True"}], + "}"}]}], ",", + RowBox[{"LabelStyle", "\[Rule]", + RowBox[{"{", "}"}]}], ",", + RowBox[{"LegendLayout", "\[Rule]", "\"Column\""}]}], "]"}]& ), + Editable -> True], TraditionalForm], TraditionalForm]}, + "Legended", + DisplayFunction->(GridBox[{{ + TagBox[ + ItemBox[ + PaneBox[ + TagBox[#, "SkipImageSizeLevel"], Alignment -> {Center, Baseline}, + BaselinePosition -> Baseline], DefaultBaseStyle -> "Labeled"], + "SkipImageSizeLevel"], + ItemBox[#2, DefaultBaseStyle -> "LabeledLabel"]}}, + GridBoxAlignment -> {"Columns" -> {{Center}}, "Rows" -> {{Center}}}, + AutoDelete -> False, GridBoxItemSize -> Automatic, + BaselinePosition -> {1, 1}]& ), + Editable->True, + InterpretationFunction->(RowBox[{"Legended", "[", + RowBox[{#, ",", + RowBox[{"Placed", "[", + RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output", + CellChangeTimes->{{3.784992312221224*^9, 3.784992346103744*^9}, + 3.7849926522781267`*^9, {3.7849928355405827`*^9, 3.7849928888523283`*^9}, + 3.784998783083351*^9, 3.784999269659618*^9, 3.7849995131122017`*^9, + 3.7849996882352953`*^9, 3.784999954236291*^9, {3.785000857585671*^9, + 3.785000867800714*^9}, 3.78500112981043*^9, 3.7850015310561237`*^9, + 3.785004079202517*^9, 3.7850048891929903`*^9, 3.785005327763853*^9, + 3.785056437363092*^9, 3.785056675103222*^9, 3.7850571291787243`*^9, + 3.785057216083712*^9, 3.78506462381592*^9, 3.785074740242869*^9, + 3.7850963447022333`*^9, 3.785096632170389*^9, 3.7850968676774807`*^9, + 3.7850971944374237`*^9, 3.785097771175747*^9, 3.785098046706997*^9, + 3.785147386867384*^9, 3.7851484621950903`*^9, 3.785160597078767*^9, + 3.785195599195867*^9, 3.7852349755683804`*^9}, + CellLabel->"Out[55]=",ExpressionUUID->"fd5faaa9-79e6-41b8-907d-adc49ea3c97f"] +}, Open ]], + +Cell[BoxData[ + RowBox[{ + RowBox[{"Export", "[", + RowBox[{"\"\\"", ",", "plotE"}], "]"}], ";"}]], "Input", + CellChangeTimes->{{3.785098032116331*^9, 3.785098040089377*^9}}, + CellLabel->"In[87]:=",ExpressionUUID->"3a535d97-3e5b-475e-a093-b1d3b4c91345"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"plotR", "=", + RowBox[{"ListLogPlot", "[", + RowBox[{ + RowBox[{ + RowBox[{ + RowBox[{"Select", "[", + RowBox[{ + RowBox[{ + RowBox[{"Length", "[", "#rs", "]"}], "\[Equal]", "3"}], "&"}], "]"}], + "[", "d", "]"}], "[", + RowBox[{ + RowBox[{"SortBy", "[", "\"\\"", "]"}], ",", + RowBox[{ + RowBox[{"Thread", "[", + RowBox[{"{", + RowBox[{ + RowBox[{"Ts", "[", "#", "]"}], ",", + RowBox[{ + RowBox[{"10000", "/", "2"}], + RowBox[{ + RowBox[{ + RowBox[{"#", "[", "\"\<\[Rho]s\>\"", "]"}], "[", + RowBox[{"[", + RowBox[{"All", ",", "5001"}], "]"}], "]"}], "/", + SuperscriptBox["#n", + RowBox[{"1", "/", "2"}]]}]}]}], "}"}], "]"}], "&"}], ",", + RowBox[{"FailureAction", "\[Rule]", "None"}]}], "]"}], ",", + RowBox[{"Joined", "\[Rule]", "True"}], ",", + RowBox[{"PlotLegends", "\[Rule]", + RowBox[{"Normal", "@", + RowBox[{ + RowBox[{ + RowBox[{"Select", "[", + RowBox[{ + RowBox[{ + RowBox[{"Length", "[", "#rs", "]"}], "\[Equal]", "1"}], "&"}], + "]"}], "[", "d", "]"}], "[", + RowBox[{ + RowBox[{"SortBy", "[", "\"\\"", "]"}], ",", + RowBox[{ + RowBox[{"ToString", "[", "#n", "]"}], "&"}]}], "]"}]}]}], ",", + RowBox[{"AxesLabel", "\[Rule]", + RowBox[{"{", + RowBox[{"\[Beta]", ",", + SubscriptBox["\[Rho]", "0"]}], "}"}]}]}], "]"}]}]], "Input", + CellChangeTimes->{{3.784992259322311*^9, 3.7849923458651857`*^9}, { + 3.784992651707872*^9, 3.784992651985375*^9}, {3.784992846100277*^9, + 3.784992888545384*^9}, {3.785000865060989*^9, 3.785000867504056*^9}, { + 3.785056700250898*^9, 3.785056762684153*^9}, {3.785056840840971*^9, + 3.785056867254127*^9}, {3.785057136725884*^9, 3.785057198892069*^9}, { + 3.785057642151229*^9, 3.785057643833673*^9}, 3.785057682456005*^9, { + 3.785097199867605*^9, 3.785097216178822*^9}, {3.785097409519224*^9, + 3.785097456486762*^9}, {3.7850977785660267`*^9, 3.7850977795015707`*^9}, { + 3.785098050438628*^9, 3.785098053163248*^9}, 3.785147365971354*^9}, + CellLabel->"In[56]:=",ExpressionUUID->"b97c9481-c920-40cb-ae2d-c435732eb22a"], + +Cell[BoxData[ + TemplateBox[{GraphicsBox[{{}, {{{}, {}, { Hue[0.67, 0.6, 0.6], Directive[ - PointSize[0.004583333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6]], LineBox[CompressedData[" -1:eJw1z30s1AEYwPEfTrjzdrg7584diy125SVLjev3lM56keOmS0xtROm2xKSQ -XLZmqJlZyctkdfmHhlYaJreiF6VQl9tM5CXm7eQu7041z+/Znj377PvX4x6f -Iks0JQgC/u3/uz1qMvyHKDRXpO/Ydi9ZncQobQszoLUkq/tZiHXEH/QIqRpu -EN/JX0KPk3JOs1umkfIUec38sM4iaAU9S4auzsQP8FfRC2RmdUBB4QLlRXJo -rK8qrnQNbSCtNV4i35fr6CVSWdtEk/duoFfIid9D0wlDm+g1UixZ6Ty6aERv -kOHcst3Cj1toI5l8TBNdk0Ko8WE4nn6lW0c3QZvAg4A633sVlE3hJyFb99lv -ijYDz64I4wctZRp4XIxp06eZoc1B9zptS+hFQ++AnlPSGGM7ZQsYzVHNt6SY -oy2hvDGQGxa7A20Fc6V1wTHTlOkwlnLBnfPEAs2ANH2JYrTPEm0NtvdhrybI -Cm0DheIceWcwHW0Led1ZZxMtGWg72Jk9MiL/Rdkent5U9Kd3WW9baQ9RKnb8 -YJINdibQXMSRZkm22JkgU0mJ5QQ77A4wFbtr4lugPXYHeH6iKLu2Bk04wquv -9H6hLxO7I2Q8Upy7pEATTnCgfnNWftUBuxPwBmL7Vj6hCRY8bC3neZs5YmeB -dsEgU7SgCTZUXPaumBQ6YWeDZ1ZJUaEUTXCg3mcuteIQCzsHvtxur4/zZ2N3 -Bj+r5TyRN1rpDPtk4sjGMA52LqS+lWSsDqGVXIjKLZgp7qO6C/TfUBzpHnPG -7gKTbxqi/QFN8GDq7osOzSgXOw/85ntOM21csPMBJJrPTkVoJR+013Mj94xT -3RX0yeel7yQ87K5w5uTjVrf3fOwCqLxFG/5uoLoAvFT5HuoqV+xC8GsKaShm -CLALwbGyebB5nupuwPXQlR30Eqj/AtsqLpM= +1:eJxdkA0wlHkcxx8v5W1J7D4vXq87R0o4Jp270/MLEbOXW26EXOe2UprrIqcQ +tabuMEdSXHFTjomrO0p5z8V2UpkkXWkI2wtKXo4s6yXp1P6e27n+Mzs7n/nu +fuY3nyXiXf5b1QmCSJn/vPlWPimrc1A0PfXsRb2SW1kb28m47wrkyO2sg4Nv +tZfaBPIj1jwqYp0PpUDuZW37NiriujnuZ4sP3GnxCJlEHmIbl2rYfZk4hTzK +EkdHixdMTiOPsa+PjJ2IvD2DPM5GXCs1dJ3gWME+tNhJ2wXOIk+xDf8wcQrj +OeQZ9oBNnc+mVxzPsqTHD4YxJCFV8hz7k+fAVN5ujgkw8p2QVQ9xrAYeF3x6 +B0+pIauD7DPtpq8t1ZE1YFNnoFzaxrEm1KVuWW3ir4G8ADaO71c80NREXggP +8psGjg9zrAXnUzP7lh9ZgKwNCU6XR+tXLETWAX/Yt+3WfY51ISHIZ9X6BC1k +PahJzdnuJNRG5gGvJrxYa5sOsj5olRABRxUcG0BvsnfY8zFd5EXg713nY9mo +h2wIZorfP5RU8ZQsMYRnofnDlbv0cV8M7lnr9/AiDXBfDOJKPSfHskW4G4Hf +uZBrBd6GuBtBkFfb3aQTyIQxCBXqixqsF+NuDLlh5Q+WtCITfFg2mORW4GuE +Ox9mHbryaluQCQEYH/foc/Myxl0AAr5RTIgYmSAhOsXhz+ZMvvRW8/zjkZDw +3K6tYthYmpsz/xgSXoduzQ9M40vD3zxrEhZW2Y+M/saXOr99JJyaLvZ6Fs5X ++oCEclHMw9Pt6BOSsFSxYlovl6/0BZOwdvPOW9426AsnIWW081V3NfqiSdgB +9lLDDPRJSLC2+su+qhZ9aSR8L2hojYlCXw4Jh+P4l7bK0VdEQl50YXSyDH1l +Kn7rk5JwrSuen92JvmYSih2Go3LXCJS+DtX9b31PScj65V6AzECg9MlJkOv6 +Xn25R4D9KKjTdCzqWyXAfhR07Thzf1aEPoaC0AFp5skgAfajoLRxg1WZNvqc +Kbg4NNDnloE+oOBsQutURDz6hBQ8Pma399Fl9AVTsLezMMPlEvrCKdBWz0qW +nEZfNAXxarrZ3j+jT6LyK/tRYBV1p2NaQGI/CnTa74evbkRfEQV6JS631QxI +7EfBMf2XsR/cQ5+UghHXmTl3exL7UZC1Mq1XzQJ9HRR89bDsLvSg7ykF2ftF +bi0B6JNTIKuOLH2xhcR+NJSwfVkJLujj0WBQW6v+RyfXj4Z1pU8+rzxFYj8a +JsT786xz0edMQ6LmMkcTa/QBDe0VOjPn+9AnVP1e2Y/+735lPxoKzf3rbS+g +L5qGb0fkV3bbUNiPhoPp4qH8MPSl0WBfuPLJoWKuHw2OtjWlzY/QV0SDSNzu +aprC9Zu/B4KhKwN9Uhrq7jT6ld/g+tEgo7Qi5R9R2I+GkE/yHvevobCf6v/K +fu/4CAbELz0vWW2nsB8DLv5uolIh+hjm/z5rBhoscks+rkefMwM3w9i51AH0 +AQN7xg4nns1Gn5CBiruC+Iib6AtmwHNO369mJ/rCGaipHsmnvGnsx0B/z8We +42KuHwNVBReCTuvS2I+BzJ7ofe6T6MtR3aPsp9qV/RiIC/WVBbnS2I8BxYsN +71fEoq+ZgRVJHZv0xmnsx8DVfcsrbyynsR8Dgz9eHfecxfvkDKj9Wm4WmIw+ +wgT0068fio1ClphA02RH+iCPwd0UqjfzWtyPIUtMoT+9or7tCbebQf60qd9Q +kwnuZtAee0Bk34tMmIM8Yovf9bWmuJtDf+LFJI0yM9wtoNpJ48r5bmSJBchS +NeIr5NxuCSu9z31z5m9z3C0hMa3cvvsLZOI9KDkZsHnsU0vpv8E8Mic= "]]}, { Hue[0.9060679774997897, 0.6, 0.6], Directive[ - PointSize[0.004583333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6]], LineBox[CompressedData[" -1:eJw1yQ0s1AEYx/H/veC8HPfmzp1DMksbhbwMt/7PyIYkqZly0rtRm1iUcDsv -0ayzGc0iKouZadOotSUOYfLehou285ZpYee8v1fz/J/tt2effe1vJEbcphME -Af/2/x+emkzyfXczynu59dBDpH5PqpIZ69EaMjjDNVarpzxJho06b2qnV9Cz -5EysovpExyp6nnx/LL/yRdUaeoFUvxLRx+XraB3JPyrqeRy6gdaT48PR9587 -bKJXSTlRNvWUtoVeJ/sZPcflWsqb5ILnpbdFbdvobdKp5YpDb/kOepecuO6y -yFXsovdJ33736ezYPTQBW4UC6VLIPpoGe7GRehfOAZoONeGVg8E7lBlwhymL -nkgl1IdmAqRn9af9omwAzSM+FxzlNLQhVMWkdGo6KBvBQGF7aV8gHc0CoXld -9pPvlI3BUdPA8gtmoE3gdN5SwfQnyqYQUqzQzvgz0WbgZ9ZdwdZRZkMDL72x -Nd8AbQ4mJyt3xiwM0RaQlVqx3zRCmQOjo15DLSqjQys5EP+yW3E5kYWdC5oN -YZrA3hg7F3KTZ954iU2w84CWd1Afv4tW8iDoXj1T4mGGnQ8jTW6zQe5s7HzI -baj/Wl1gjl0An326OtnlFtgFEJOUGrYSwcFuCYpkz2X6AlppCbcKvyy213Gx -C+FZ6ZyuI5CHXQje/h8bB+bRhAhMq+HUdD4fuwjGts/oA9gC7FagqvjQG/UN -rbSCKdc/2aGZltjF8PBsTsLAJlophsy7JT+ZP4TYJbBWXEu48UTYJeBkHHHx -nBpNWMNQX+1kQ4AVdmvIuPqA4WEkxi4FeqSzHSsOrZRCi2LHUDVHdRsIb0v5 -XSOTYLeB8uYS7bVlNGELAzkOg+Jua+y24JYQlS7bRhN2UBQ3vKjk2GC3gzK5 -zPG1Tor9CHQ9yj2fbWqr/gsw8DMK +1:eJw10Ak41Hkcx/EhR4zGmON/uCu0aT31rOiw2/+blFZ2KWWNkEokla3ZLmrZ +dO1i0+ZotNVuRI7tMEoe16SsxxpyFVMh8YhNJePK1WrnO7/nmWee9/N5ntcz +8529LXzDDk0Wi3Vm+vPpW/VkzLmQxqBdJwfKVF3HJHp9nN9uqsRuYdymysSX +PdT9grlX4Dfs5j+I3cVY+fhvrG9Xdw8zN7P/+O2uIew+ZjzgklV//DB2P5Og +tbS6z2oEe4C5znIdqwsZxR5k9o5FiVf4fMAeZgwnONlFbeoeZaxyBr8+0DuG +PcasL8mVbGkex55g1pqEl4f+MIE9xRSNlN5wWjWJzYJfq52sKwOnsDXAakL+ +tAA+YmuCxdsY/RcT6p4BxBD5dvgQS6ZqLTAP53AONqpbG6QJjjdX+Glg60DG +rojzY8Xq1oWtKYqAKSdN7JlwsatW/02JuvUgcbbvh1hmBrY+vNQ5kKZdoG42 +pPuxL7P9tbANwC3Fgcl7ru5ZcCGu/0rTSW1sDoh/zLM5t1AH2xAC2dZtHnXq +5kJoVAIfzuqqOpoL76110+e6zcTdCES3UjJPrNPD3Qj8XF15B/n6uPOg+Jj5 +wkmCjTsP+v3vz8wdwGbx4bH5pda/Fs/CnQ+SJkW4TwAHdwE0m3yjm5FsiLsA +Hqdd90vewsVdCCF3jyTv1DbCXQj5F2/orErFZhHgXUr8UuHMk9XIp58BAYea +v32+2oEnS5VMP5qAFk7b0cJgniz407Mh4Dh7Nzc7iSez//8R0J51csOHTTyV +BwR4RPB+Tj2PnjsBNdcKswQJ6IkI4MvzjXmd6AUTEGozaKYoR09MQPn7hlOe +behFE7DMeTTItgO9OAI2xzf8LWDxVZ5kem88I3EbQS+DgJwobmwnj6/ypAR0 +HHDRu2vPV3kyAhRmgauWL+OrPDkBV0p/KhO5oKcgILbxXkflBr7K6yZg7Rfu +TWfC0FMSMFKp+TTyGHosEriOOvLavegZkPDumYdWbz56NAms7bVEcBV6NiRU +iQqVJcXo2ZPw2Ysh96pH6AEJIj278Fnd6LmTcCqm+t3kP+iJSKiLMXXrbkUv +mIRdcNizVijA+5HQf7aqKchQgPcjYWjquu2OCfTiSPBsKPYoXSTA+5HwpNCf +vd9VgPcjwe+Rb9G53ehJSTh+rL53zXb0ZCSM36+nvt8rwPuRwK7bk9oSi56C +hG7eor7UXPS6SVg7OMwKfoWekoTXczpuJ+Whx6Igp2fBDmkaegYUONVm7ct6 +jB5NQa6V9lF9JXo2FHgm6z8KqEbPngJHRdaJojfoAQWZD2LOinvQc6cgPNBI +LHUW4v0oWJ/rmbbHRYj3o8DU0aH5lqMQ70cBjNjx4lcK8X4UFE1mHG6NEOL9 +KFiZUGOuEYKeZPr3dInX6Qahl0HBbult8kgkelIKFL4vH1hGoSejQLmMqyEr +Rk9Oweww1/i2m+gpKOituVXrUIFe9/T/sxxp/WMSPSUF8xKr7cpNCLwfDXce +Ph1M1yHwfjSkP0nIc+YTeD8aMr1q9w0uJvB+NNgISv5sXUjg/Wjo3Np3ocwS +PaBhdbaPxsWl6LnT4BHqujElDD0RDQ1zvNcII9ELpsF78+ti/e/QE9MQ39Dp +6L8FvWgarn5lsWQ0Cb04Gn6/2jNuJ0FPQkMk54JORz56GTRkNe2Tz3iAnpSG +nG2jG/c/R09Gw5v7ownZr9CT07DeTxig046egobhf2+mbO1Hr5uG5eFLSle+ +R09Jw9FrO3OeLCDxfsbgc/pyhb81drQxsMUj+2Pq1LsJ2ObVJ2d5UbibwCRn +Ezd9OY27KXAp5YBiHXa0KZwO+Nw3lDTG3Qxsn0Ww425gR5uBhktli5ejCe7m +QKWJvK/dwY42h9+sY79MnG+KuwUkFT+8V+1mhrsFjNrPCwspUO+WkFaR5VAk +M5P9BzxVKrA= "]]}, { Hue[0.1421359549995791, 0.6, 0.6], Directive[ - PointSize[0.004583333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6]], LineBox[CompressedData[" -1:eJw1yX8s1HEcx/Evx+H8PHfnzrlzRaFfTuKypn3efzQklCObFYlEkx8ra1pN -R7ejTKZVZ2sYVrqtVTR1Z1lqWmvjlDV3iVxTy0p+Ho441e79fW+vvffYc3N2 -sTzXnqIo+Lf/33a9hJtpzqpNnX1p83sSkWlq9N8yhzaS/s4+5SEzbROJkbeF -avTz6G+k7wjr+mDLAnqSGHYmJC9dNKOnyJv2z8erDy+iZwmbVa06ELyEnies -YEZR6TptM+mtqkt/O7CMXiJjl3LGW+9Z0BbSnVZTLStfQa+SXTljyzWJq+g1 -YozbEIUF/EFbid7xcgbTbg1NwTPJE/m2Cdp2sD38SkeDbh1tDyMpJaO/r1nR -DNC5nyD5eRtoB2CGu3+Z4VO9NjtCiGlhrrOKNhN0t7oni9dpO0G87ul97Wk7 -tDOw1lK6jxlou8BzcZKHJsIezYKyrUdblRrarsDteN2m4jLQblCUVm+tvEnb -Hc4NaLpDLbQ9gGeMcvHPdkB7Qn6XJs/NQNsLPkZOvaiPd7RZ4QWxQ+/a9Y/Q -FBt6JoRqVQgTOxuiPPXSlRo05Q3Rn5rVCqYTdm8ovVug5FSgKQ5IMs7f4E7T -nQOy4hRtepYzdi6MLqgu5A6hFVyo2BHeNAIu2HnwQ3GKF6RFK3ggVxRUR0az -sPuAJrIkMHYYrfABUYd078JVV+x8EPQwa8cb3bDzgZ8qC98j9cAuACK+Y5Fn -eGEXQIIqKO7nNBu7L/TnZD4+2MbB7gtG0TLD4M3DLoQkc50yOc4HuxBuN5+s -TAzjY/cDU3tLYdIrtMIPHrLP7J8pE2AXgfbDYogkwBe7CKwRTr+6lGhKDE3s -1QeFnkLsYggo2tcnbkBT/pA8WJ8dG+qH3R/6z351UKvRlASiAjmtMpYIuwR2 -mw3SeTWa2gTl34fbIEbc+xdWIik6 +1:eJw1kAswVQkYx+/1dp+ue+95XK80k2pWxSqJrfP19Igm8morr2LFdlOxVsxG +FEmSWItabOuxSSRGbOVKpuSZ3eJu06xeajdb1jvEau93v5kzZ37zn/ObOT/z +oIMewRosFitl/vn0Vp2CEW4/Wl7xfrpRxd1MU2rNtoK4f5H7mHe7Fj/TDxlC +7meitrUZnfhSvb9kclxivZZPDyO/YXyqZ5+dYkaRB5ndrtsnLcLGkIcYL9eB +K3Z+48jDTE6xIL1ryQTyKDOeNrSm/a2ax5l8HrFkY9Mk8iTTuVfI5MR8QJ5i +NAb39zCeU8gzTF/I/aRmO/X/zDKOB2hH7Y9qZsFXZ/zkBX/OILNhZYtRzOni +j8gaUOp2INP16CyyJlTVrbu0wn8OWQua2acfdVEshYq1oUS/LPJFspp1wN38 +5R3j92rWhcrGnoy3gWxkPfi+xTbPoU/N+gBy7/sP7DSQOfDakgrqqlAzFxJK +dR/20prIPNhmJ68NTlEzH2q1Vq84P6ZmAShSJxfb79NCFkJaWauN4rGaDeDQ +5dyZ+vXaKo43gKkXnKrYGmSWCLLmGtJvmujgLgJXUf3FnnRkliG0RETzY2fV +uyE8GJatOXhMF3cxRLopTy94ihwvhgCrbGsnXz3cJXCv7vfCDV3I8RIAbp9m +DaOPuxTyjGf9k6uR46WQuMh6+TVbDu4EuGUVspZ2cRQd7fPHIyCpyEd3bT9H +kZc7fzQBm/hZRvUvOIqQT2dBgHNYYE7pKEdh8//N7/d+bDTS4ap8QEDl+kv7 +fU25Kp8rAdbdX4w7fc5V+XYS8NPU4YvNG7gqXwgBqQXJoSMeXJXvCAHycVPP +iXD0xRMQotH7wSMJfWkESH3dRzXy0JdLQOFI3MfrFegrIeDWyCqn6gfou07A +8ec3PivrR5+CgJOb3Ye50+hrJ6AxYYlWvi5P5VMSYDKelN2+mqfyDRCwnu/A +cXblqXwjBLSGeZoqo3nYjwQXwdeLc9N42I+Eut5gdkMt+mgSzGSFdVe70WdB +wtqEcN/f5tBnQ0L1vlgez46P/UiIbLudbOvGx34kjO1wZn8bxcd+JCyda3U/ +XsnHfiSkCJ0b7nXwsR8JWyY7vrHnCrAfCco/fC742QuwHwkbg/UcX0UJsB8J +bW3Fw+evCLAfCRnV5tMOrwXYjwTLW0GDnhIh9iNBltbROekvxH4klLSx/I5m +CrEfCceclL+yXwuxHwkc7Yy9nmID7EdC37MA+UIrA+xHQdHVsofm2w2wHwWK +s1s79VMMsB8FTXOJqb2FBtiPgpbqmXB5O/psKHA4PNNxYgJ9QIG/xsqLdwgR +9qPgyOiy2kerRNiPAtnVRu/IcBH2o8D9Zd/dinwR9pv/nmk10+kRYT8KJD4l +YzffoS+NghtRghsxCw2xHwV9XnE2/2w0xH4UxER4xPgeMMR+FCR2Ju9JzzXE +fhQQAYnrWE2G2I+CZdmvsnL+Rp+SgsJFwtKfRWLsR0HJY0VYtosY+1GQ2/BL +WFG0GPvRIN4c5JRTLsZ+NDwNjdpdWi3GfjRUJNhX3e5HnwUND8cHz8kMJNiP +BtYTlkPwSgn2oyHFf3JriZ8E+9FgtqdnV+cJCfajob11PDO0QIL9aFDWLFs4 +dBd9R2igTOqrLIfRF09DdJqtrEhbiv1oKNC5vcXFUor9aAgF74yJnVLsR0OV +PPPcnmNS7EdDYvK7Is1TUuxHg06mXaD3NfS10+Bk1SGXt6NPScPBHxwvBL5B +3wANno5n2JeH0DdCg95qB3NDPQL7ySCC3f2kyBk5XgZlj1tS/jIncTcCD7Z1 +TmUTcrwRmJfXSgu/o3A3hnIr/94LUhp3YwhwjrCOPYnMMoF87/3P48Qy3E1g +IsinxfEsMssUjLte2WavNcLdFJq9BvLSipFZZsBR1uzym1bvZrBj0/16OGSM ++wKQjZ55f11movgPPCkb2w== "]]}, { Hue[0.37820393249936934`, 0.6, 0.6], Directive[ - PointSize[0.004583333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6]], LineBox[CompressedData[" -1:eJw1yX0s1AEcx/Gf83CcE457cHcOraHlaWuztovf1y0PFW157K885MpF2TWN -WW2/pkVxWBsV+cO07hhddo7pal15TLNJJkyh0qQIHcdxepjv77t99t1rb7+s -/EQ5gyAI+Lf/f++MZGZEVGvC218v9zxCQob0mLxzBT1Beh1WGR/eWkXPkrLS -u+bkM2vor2Q8P6K0L+A3eoFM56R0tVpp/yQLF7K3R4ZM6BVysEwle9awjl4j -Q6y1o855G2gTef39C7dDUjN6g3S9pK2XuW6iN8k69sGGiTnaFlL4RFgUp99C -75AlrJxyzk0LepdU1J/4Is7YRhNAytpUypAdtA0cCauZtzCtaAY0W7U88RRt -W0gPyI1TtO2i7eC44Yo6j/qDtocWVrb0exBh3LMDFFq71o21tJmQMKdvEhI2 -aEcoEi9q5Pm0nYA19bw47wNtFsS31g2ExzDQztCo87vN66DNhl6PubJGkS3a -BZSERn+hnPY+SFr0505u0naF5AdhSTfP2aHdwFRZ1a4YRVNuEPkpP3VeZo/d -HbokNYL7T9GUO9RoX18skjhg54DlRrPuZAWa4kB1dVXO7hbdPSC4JFY5lsPE -7gH+Sx3TunE04QlLw+aNmDhH7J7gPzacoexGE1zod3p8TXvACTsXFLqjhLQe -TfBgP8PQXezEws6DaLO3rKAATfAhNcvQaPxMdz5M2rwLjJA7YxeAXzBLrGaw -sQtgxiVMUpHLwe4Fd8Zzlz9WcrF7gSs/MLQ3ioddCKuqlB/RBjQlhPTB5ZS6 -WD52ERRFm5R9RjQlgvM9c+uGRAF2MZSHt6jXhtCUGJIWxk9ror2wewM70q5A -3YOmvEH/aLbTN02IXQKn3jB5QYNoSgJpmntNsrMi7D6QOa0PDe1HUz4Q2+42 -kyATY/eFb5cHrmpeiY1/ASmbLlI= +1:eJw1kAsw1Akcx9daZHexdu3/sdYmR9o6SXJ1ztlfeaVUcldiyKt011ykJk45 +tzWqW9Yoai551NB1TZGpkDzOSp04J9LD1hWJPalT3o9wt53f/mb+85/PfGc+ +8/9/FkTGBuxkMhiMn7TPx/fcqWRvr9SeNR/UU81xq8zB7cWgqc9I7Rx3yLaU +JkqHj/Qid8kSb+52teH1IPfIBMulIW9H3iD3yQz5lZqta4aQ38raX7J2aZJ0 +vvcyi7bpUip3FHlI1rrD0c1+zxjyiOzlwKOCQPdx5DFZ9lRtWQZvAnlCtu/Q +YICoU8dTsuLlfj7vrk0iT8viPonzGlBMIc/KLkmI+v3BH5AZoLZidsUunkbW +g5rc634XWDPITJB4GwfZqXWsDx+OFY6XFM0is4C8u/x4xQ//IhtABNEeYuzA +wH6GENN3NbHitI6NQJo6GrmQoes7DzKrT0ad+E7HxnAr//zBpA4ds+Fey76v +7nkykTnwagWLiCzRMReyA1L2MCX6yCbgE7EsrEGpY1O47V13dGZMx2Zw3cTI +bjCKhcwD++Zgu/UPkOU8+GNTyfVD7ga4m8PA1tDGtMvIcnNgJZdJRSJD3Pmw +k+k5wVEgy/ngb9Efu/GDbhfAmZvmvceijHAXQPTSE1uWPUVmWEBrdpjabN08 +3C2ga7ahu6wSmSGEWMWiU172xrgLYcFwVqdXFjKDAL3pQx7rDdmqP5u1xyXg +cdqgs5jLVp3N1h5NgJ2f+GG8FVsV/fEWEiBod4r/zZ6tcv7/CMh/mkPYLmXP ++YCAiqrjhYFu6PMjgJ1QeGmvB/qCCLh7UH2hezP6ognw1u+JEAejbz8Bq8/n +r4yJQ5+cgDvWtuaKA+hTank1v7UqBX3ZBGQ8KtG/loq+iwSEC/muvDz03SDg +Sc85x/Tz6FMRMCRg+C4pRl+z9n/17lXb1aBPTYCxQDkbWo8+DQHp9+f5zDai +b5iAtQWT5cxn6GOQ8I3g1d5dnbp+JDQtStlODej6kbA2Z836pDFdPxK4AbuV +z4052I+Eqkk2cy+Pg/1I6HMxe+pixcF+JIxYH27xlXKwHwlbd1B6PCcO9iNh +93DYm2tfom8/CYVD1pmbfdEnJ2FVVnzqw23oU5IQ925DzoVQ9GWTYNadmbAo +Fn0XSXC0MTrT+T36bpCQtPLWrqIU9KlIEFUS1p8q0ddMgpU/M78lD31qElgD +K5N9f0WfRvu/mrWsFWXoGybBJP5xz2Q9+hgUOK/TnPBvQR+XgvdTzs9sn6OP +pqBy9K/x/H70LaTg7+nLQqdpXT8KTm/aWb2Dw8V+FJRncm3dJFzsR8HiMJur +3c5c7EdBk2NYmuJrLvajoPhArgv7Ry72oyDK13PUuxR9cgr0C++LhRPoU1Jw +JvHRP21+JthP6y/afravwQT7UfBFkf2IJMoU+1GwcXhffL7UDPtR4P/6qJJt +xsN+FMQ3KQwsC3nYj4Kf07/tqvAwx35an9+oImLEHPtRcD/Kxol/iY/9aLiq +Mbpy20uA/bSczFLFvBBgPxoyWjw6FEEW2I+G2ifGPQF1FtiPhs8kM7l5NkLs +R4NRTcjkeLgQ+9FQ2B9oOpIlxH40uM64FxP1QuxHQ2lpgLLttRD70eAQM1bS +ziCwHw3H6sqPx8wnsB8NCu+GoSMOBPajITm1trfWncB+NKgDRY5m2wnsR4OP +S9MvjEj0qWgoV4d73UpGXzMN0xbe0b1H0aemoaZxVYdrNvo0NDhViMKX5qFv +mIa0PcGlJqXoY4ggNPTzgVd1uu8VwQPP9HMZ3iTuliBfsqWgoAxZbgnNfAPh +4w0U7mK4GBDS1XYPWS6GU50lrJxNNO5WcLeKqpDWIcutwMYj6Hf9jSLcJbDt +xu3099XIcglIp9Kacn0tcZ8P/XdErUmNyPL5kCCOPcz3EeNuDSftnBN49WLV +fwS1EG4= "]]}}, {{ Directive[ - PointSize[0.004583333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.004583333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.004583333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.004583333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6]]}}, {{ Directive[ - PointSize[0.004583333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.004583333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.004583333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.004583333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[ 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}, {{ Directive[ - PointSize[0.004583333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.004583333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.004583333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6]]}, { Directive[ - PointSize[0.004583333333333334], + PointSize[0.0055000000000000005`], RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[ 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}}, {{}, \ @@ -6217,7 +7215,7 @@ kyATY/eFb5cHrmpeiY1/ASmbLlI= FormBox["\[Beta]", TraditionalForm], FormBox[ SubscriptBox["\[Rho]", "0"], TraditionalForm]}, - AxesOrigin -> {0, -8.25549236615871}, DisplayFunction :> Identity, + AxesOrigin -> {0, -8.37054061854026}, DisplayFunction :> Identity, Frame -> {{False, False}, {False, False}}, FrameLabel -> {{None, None}, {None, None}}, FrameTicks -> {{ Charting`ScaledTicks[{Log, Exp}], @@ -6235,7 +7233,7 @@ kyATY/eFb5cHrmpeiY1/ASmbLlI= Part[#, 1]], (Exp[#]& )[ Part[#, 2]]}& )}}, - PlotRange -> {{0, 8.}, {-8.25549236615871, -0.9930845931806697}}, + PlotRange -> {{0, 8.}, {-8.37054061854026, -0.6269694462732637}}, PlotRangeClipping -> True, PlotRangePadding -> {{ Scaled[0.02], Scaled[0.02]}, { @@ -6293,49 +7291,565 @@ kyATY/eFb5cHrmpeiY1/ASmbLlI= AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, ImageSize -> {20, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, { - GraphicsBox[{{ - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], { - LineBox[{{0, 10}, {20, 10}}]}}, { - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, - ImageSize -> {20, 10}, PlotRangePadding -> None, - ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}, { - GraphicsBox[{{ - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]], { - LineBox[{{0, 10}, {20, 10}}]}}, { - Directive[ - EdgeForm[ - Directive[ - Opacity[0.3], - GrayLevel[0]]], - PointSize[0.5], - RGBColor[0.922526, 0.385626, 0.209179], - AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, - ImageSize -> {20, 10}, PlotRangePadding -> None, - ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.1] -> Baseline)], #4}}, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, { + GraphicsBox[{{ + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.560181, 0.691569, 0.194885], + AbsoluteThickness[1.6]], { + LineBox[{{0, 10}, {20, 10}}]}}, { + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.560181, 0.691569, 0.194885], + AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, + ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}, { + GraphicsBox[{{ + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[1.6]], { + LineBox[{{0, 10}, {20, 10}}]}}, { + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, + ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #4}}, + GridBoxAlignment -> { + "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, + AutoDelete -> False, + GridBoxDividers -> { + "Columns" -> {{False}}, "Rows" -> {{False}}}, + GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}}, + GridBoxSpacings -> { + "Columns" -> {{0.5}}, "Rows" -> {{0.8}}}], "Grid"]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{1}}, "Rows" -> {{0}}}], + "Grid"], Alignment -> Left, AppearanceElements -> None, + ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction -> + "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], { + FontFamily -> "Arial"}, Background -> Automatic, StripOnInput -> + False], TraditionalForm]& ), + InterpretationFunction :> (RowBox[{"PointLegend", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}], + ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[0.368417, 0.506779, 0.709798], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> + RGBColor[ + 0.24561133333333335`, 0.3378526666666667, + 0.4731986666666667], FrameTicks -> None, PlotRangePadding -> + None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + RowBox[{"0.368417`", ",", "0.506779`", ",", "0.709798`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.368417, 0.506779, 0.709798]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.368417, 0.506779, 0.709798], Editable -> False, + Selectable -> False], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], + ",", + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}], + ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[0.880722, 0.611041, 0.142051], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> + RGBColor[ + 0.587148, 0.40736066666666665`, 0.09470066666666668], + FrameTicks -> None, PlotRangePadding -> None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + RowBox[{"0.880722`", ",", "0.611041`", ",", "0.142051`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.880722, 0.611041, 0.142051]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.880722, 0.611041, 0.142051], Editable -> False, + Selectable -> False], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], + ",", + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}], + ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[0.560181, 0.691569, 0.194885], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> + RGBColor[ + 0.37345400000000006`, 0.461046, 0.12992333333333334`], + FrameTicks -> None, PlotRangePadding -> None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + RowBox[{"0.560181`", ",", "0.691569`", ",", "0.194885`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.560181, 0.691569, 0.194885]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.560181, 0.691569, 0.194885], Editable -> False, + Selectable -> False], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], + ",", + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}], + ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[0.922526, 0.385626, 0.209179], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> + RGBColor[ + 0.6150173333333333, 0.25708400000000003`, + 0.13945266666666667`], FrameTicks -> None, + PlotRangePadding -> None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + RowBox[{"0.922526`", ",", "0.385626`", ",", "0.209179`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.922526, 0.385626, 0.209179]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.922526, 0.385626, 0.209179], Editable -> False, + Selectable -> False], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}]}], + "}"}], ",", + RowBox[{"{", + RowBox[{#, ",", #2, ",", #3, ",", #4}], "}"}], ",", + RowBox[{"LegendMarkers", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{"False", ",", "Automatic"}], "}"}], ",", + RowBox[{"{", + RowBox[{"False", ",", "Automatic"}], "}"}], ",", + RowBox[{"{", + RowBox[{"False", ",", "Automatic"}], "}"}], ",", + RowBox[{"{", + RowBox[{"False", ",", "Automatic"}], "}"}]}], "}"}]}], ",", + RowBox[{"Joined", "\[Rule]", + RowBox[{"{", + RowBox[{"True", ",", "True", ",", "True", ",", "True"}], + "}"}]}], ",", + RowBox[{"LabelStyle", "\[Rule]", + RowBox[{"{", "}"}]}], ",", + RowBox[{"LegendLayout", "\[Rule]", "\"Column\""}]}], "]"}]& ), + Editable -> True], TraditionalForm], TraditionalForm]}, + "Legended", + DisplayFunction->(GridBox[{{ + TagBox[ + ItemBox[ + PaneBox[ + TagBox[#, "SkipImageSizeLevel"], Alignment -> {Center, Baseline}, + BaselinePosition -> Baseline], DefaultBaseStyle -> "Labeled"], + "SkipImageSizeLevel"], + ItemBox[#2, DefaultBaseStyle -> "LabeledLabel"]}}, + GridBoxAlignment -> {"Columns" -> {{Center}}, "Rows" -> {{Center}}}, + AutoDelete -> False, GridBoxItemSize -> Automatic, + BaselinePosition -> {1, 1}]& ), + Editable->True, + InterpretationFunction->(RowBox[{"Legended", "[", + RowBox[{#, ",", + RowBox[{"Placed", "[", + RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output", + CellChangeTimes->{{3.784992312221224*^9, 3.784992346103744*^9}, + 3.7849926522781267`*^9, {3.7849928355405827`*^9, 3.7849928888523283`*^9}, + 3.784998783083351*^9, 3.784999269659618*^9, 3.7849995131122017`*^9, + 3.7849996882352953`*^9, 3.784999954236291*^9, {3.785000857585671*^9, + 3.785000867800714*^9}, 3.78500112981043*^9, 3.7850015310561237`*^9, + 3.785004079202517*^9, 3.7850048891929903`*^9, 3.785005327763853*^9, + 3.785056437363092*^9, 3.785056675103222*^9, {3.785056720360174*^9, + 3.785056763129566*^9}, {3.785056842092873*^9, 3.785056867718281*^9}, { + 3.7850571530418377`*^9, 3.78505719982483*^9}, 3.785057644555901*^9, + 3.7850576829104843`*^9, 3.7850646256040297`*^9, 3.785074744512429*^9, + 3.7850966331636057`*^9, 3.78509686814682*^9, {3.785097203970701*^9, + 3.7850972167359457`*^9}, {3.785097415533189*^9, 3.785097457107876*^9}, { + 3.785097772504953*^9, 3.785097780147622*^9}, 3.785098054274487*^9, + 3.785147367201092*^9, 3.785148467383892*^9, 3.785160601520303*^9, + 3.785195602892552*^9, 3.785234990109995*^9}, + CellLabel->"Out[56]=",ExpressionUUID->"21b2cc5a-bb9c-4fa8-b082-7d7acf51cf63"] +}, Open ]], + +Cell[BoxData[ + RowBox[{ + RowBox[{"Export", "[", + RowBox[{"\"\\"", ",", "plotR"}], "]"}], ";"}]], "Input", + CellChangeTimes->{{3.785098055188673*^9, 3.785098065241868*^9}}, + CellLabel->"In[89]:=",ExpressionUUID->"0237ab29-98ef-4d43-895c-cd90798c37dc"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ListPlot", "[", + RowBox[{ + RowBox[{ + RowBox[{ + RowBox[{"Select", "[", + RowBox[{ + RowBox[{"#n", "\[Equal]", "32"}], "&"}], "]"}], "[", "d", "]"}], "[", + RowBox[{ + RowBox[{"SortBy", "[", "\"\\"", "]"}], ",", + RowBox[{ + RowBox[{"With", "[", + RowBox[{ + RowBox[{"{", + RowBox[{"L", "=", + SuperscriptBox["#n", "2"]}], "}"}], ",", + RowBox[{ + RowBox[{ + RowBox[{"{", + RowBox[{"#1", ",", + RowBox[{"#2", "/", "L"}]}], "}"}], "&"}], "@@@", + RowBox[{"Cs", "[", "#", "]"}]}]}], "]"}], "&"}]}], "]"}], ",", + RowBox[{"Joined", "\[Rule]", "True"}], ",", + RowBox[{"PlotRange", "\[Rule]", "All"}], ",", + RowBox[{"PlotLegends", "\[Rule]", + RowBox[{"Normal", "@", + RowBox[{ + RowBox[{ + RowBox[{"Select", "[", + RowBox[{ + RowBox[{ + RowBox[{"Length", "[", "#rs", "]"}], "\[Equal]", "1"}], "&"}], + "]"}], "[", "d", "]"}], "[", + RowBox[{ + RowBox[{"SortBy", "[", "\"\\"", "]"}], ",", + RowBox[{ + RowBox[{"ToString", "[", "#n", "]"}], "&"}]}], "]"}]}]}], ",", + RowBox[{"AxesLabel", "\[Rule]", + RowBox[{"{", + RowBox[{"\[Beta]", ",", "c"}], "}"}]}], ",", + RowBox[{"IntervalMarkers", "\[Rule]", "None"}]}], "]"}]], "Input", + CellChangeTimes->{{3.779700477940461*^9, 3.77970048742832*^9}, { + 3.780087268580113*^9, 3.7800872686230392`*^9}, {3.780087382286021*^9, + 3.780087398738736*^9}, {3.7800877026590443`*^9, 3.780087726448501*^9}, { + 3.78498770229777*^9, 3.7849877073353243`*^9}, {3.78498924891437*^9, + 3.7849892518156357`*^9}, {3.785000165395583*^9, 3.7850001782667933`*^9}, { + 3.785000461376878*^9, 3.785000462087714*^9}, {3.785000496977236*^9, + 3.785000497872262*^9}, {3.7850010074096746`*^9, 3.785001023649139*^9}, { + 3.7850049082535152`*^9, 3.785004913540695*^9}, {3.785005335207786*^9, + 3.785005336036139*^9}, {3.785056942491082*^9, 3.785056981224416*^9}, { + 3.7850570123497953`*^9, 3.785057083318245*^9}, {3.7850588228338327`*^9, + 3.785058823061002*^9}, {3.785058877699237*^9, 3.78505887812679*^9}, + 3.785091820841757*^9, {3.7850923521075983`*^9, 3.7850923574959993`*^9}, { + 3.78509690891121*^9, 3.785096936358189*^9}, 3.78509697729675*^9, { + 3.7850970146406317`*^9, 3.7850971026251087`*^9}, {3.785097982441205*^9, + 3.7850979925704117`*^9}, {3.785100271030403*^9, 3.785100300887092*^9}, { + 3.785146971015037*^9, 3.785146971053974*^9}, {3.7851472757906637`*^9, + 3.785147277102396*^9}, {3.785147328274384*^9, 3.7851473283196077`*^9}, { + 3.7851479655685863`*^9, 3.785147987444297*^9}, {3.78523741797882*^9, + 3.7852374216531277`*^9}}, + CellLabel->"In[57]:=",ExpressionUUID->"48490c56-8291-40ec-833e-a1b130930caa"], + +Cell[BoxData[ + TemplateBox[{GraphicsBox[{{{}}, {{{}, {}, { + Hue[0.67, 0.6, 0.6], + Directive[ + PointSize[0.009166666666666668], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]], + LineBox[CompressedData[" +1:eJw10HtIU3EUwPFNm+Wjbc7XnE5LKjIfRSmJBr9TWfMZphAq+aAyFJSmEiSp +Gxr0RyUqmEgMH9kqppuo+a7Nt6Y23SzNTIeKyUBTUkcTW8XO/cHlx4cv3Hvu +OXrrXmyaBY1GI/+e/7f5jBDtYlxpnSKRmD1N4t50KUUNQvQ8mZ1L4fQWFaKX +SCUjJHZs6TF6lcSrhfJmdhlaTxoXuF0xK8/RG0R9ZcUA5yXoLfIu6niWzliL +/kU43xj5Gtkr9A75vsOqZ+a8RRuIjBsq/5nZiP5NEmuzDecUTeg9Yr1wu2p5 +tRm9T7wG16Jf77WiTYQj/tNx80y72WIaHJMPinrSO9F0MA5qmFMV3WgLMEx5 +f9Br36MtIeLi6a3sH0r0AWDvpumUgb1oBvBh867Qtw9tBXSLiUf9kf3ogzAT +c7mzSziAPgQtubmM7bxBtDX4fa6OlzYNoW3ggXGxT9Y2jLaF4YKyVX3TCNoO +ksJJyaWxUfRheLa2INLqP6KZUCMNDQxqHkOzgJfV4KmUjJsNbPDx87BdW5sw +W8WGIKcLYlPzJ+z20Fs+M30tQ43dHpxKxgr9oyaxc0D3srghsB2t4oBDpKZG +y5nC7gC5YRXdgkq0ygEGku+kMi012B3Bv5Ue9lSAVjkCL4UjmOqjuhO0tesT +en202J0gXOSlCn6CBmdoUdBbBPNUd4YNbU/YieRp7C6guC+ws8r8gt0F3AK2 +9pNCZrFzYWL0bNiMzgPMnQvXheoIlngTuyv4izOiB/LxfSpX6Je80A2dor7P +g8Ztm7ggCTU/D2RFbSerb1Dzu4HJvc4ybZ36fzcoUhvXg0up/bjDOEt+NSGH +6u5QE7Dd4etNdT7M7w9VcbhU50OFuj5Ptkzt3wNKdt3LTFJq/x4wx8wv4LdQ +3RPqUsuPpD+kuidsSr2+FqdNkr9P9z9r + "]]}, { + Hue[0.9060679774997897, 0.6, 0.6], + Directive[ + PointSize[0.009166666666666668], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]], + LineBox[CompressedData[" +1:eJw1lAs0lGkYx90ptxi+C4qpbbeZte0WZcX2PXuKbrTI6qaDdillo6jEyrp2 +1ymVLTmNxEYmKodBrEkuaxANI62KCmdLc5JbSHbqe773nDlzfuf/nf/3zm/e +9+FvD/UK1FBTUzui+nz6Zlc9M3fYTD0442eG5TZmNEnv1rEFwchdTAW/13mR +bxzyc6Y9GnZ6eqch9zGGsbchPu488iumxUtqXq7kciUj+f5A0so1GciDTMDw +9IP26UzkISbsTJlgRm428gjDeGdIfI7mIo8x13SLA6ISxMjjzJaXod3LWwqR +J5l70skldPNt5ClGcDtzXuF4EfI0Y/ouOCvMtYTlP9QgvuJqdNjaUmR1qD6d +uMX8aDmyBgjNbujKtCqRNaF3crr7pxlVyFoQ0G81peBLkbXBTRagHmB3D1kH +ZKu3rxAHVSPrgkGhLHJO3H1kPfhg3ZKzM7EGeQYcGspQdKbUIs+Ecs9BCSGp +Q9YHafpFi5cV9cgGYNfjxs9R/INsCG/9dqc6VzYgG8H+qrp9ExUyZGM4k2ck +8LjbyDLMgpm+iYJGeRPLVbPA8f2+2PZzzZibgON0oFNexQPMTcBbNihR8Fsw +N4XN1eKx/GLkKlPw3f3hY591K+Y8aNYOyvdIR67igW1aQOubSS43g3DfroOH +tz7E3AyaptJt3SXIYA4B75WbDjrLMTeH+Cc/rCyIlzNBn5YOAX5O9v36H+WM +vZ1q8Qi4sWd0r9d1fN6GANsKXpNbnJxp/LRsCXArz1gqONzGXLqoWo4E7JxI +utxchH2uBAiuuJfUZWLfBgKilt2J8Y/FPn8CRk9djTIYwb4QAlLqT4VEAPYd +IiBVHJl9th77klX7yXV4JVbln/tSCYgZyqHrtNvYPhEB5Fane/NV+/ncl09A +eHJhpN867CslgBqsn9fi3cb21RLQMxr6W44x9skJqOyQWqTysa+bgHdqNRdG +SnF/AwSYf2fvsaJOzvaNq/arlfS4Jhj7dEiYSMtNa0rEPh4Jyq+HfQKLsM+G +hFfKgY3r9HF/tiQM91sXdLly/kiQiyOcspuxz5UE7dqcksaj2LeBBOMd6TF/ +d2KfPwnjEb/mOhzHvhASBmOOtd7J5PyRID3fXcobwb5kEiazw99Wyzl/JFzJ +Shk3auH8kWCmmK0Rf4TzR4Kbn+JbE5N29EdCz8mEgkUFnD8S/P4Trl6m1o7+ +SDBIlEaLPNvRHwn9G2Ncy2rb0R8JtS4Zm7YpsW+chAurRETjsAL9UVBmoEnu +yOtAfxSUjKXHGwc+Qn8UZPwuKJu/6TH6o2Bh7i6f89u60B8Fhr3PBi7rdaM/ +CooOhO2Zv+QF+qPgR3H68g1a/eiPAr8au4s5+W/QnyrfnRVm9W4I/VHATxjN +K7g1if4oWB+40NZSpAmsPwoahPHnZO4GwPqjwLPVJscwhAesPwr6+Cc9dpXT +wPqjwOL1Xr8ooTWw/ijI6tNzfiK2Yfvkqrxrv0PKQhu2r5uCMOnoh33XLdm+ +AQqm0kTmi78yZ/vGKVizWpgSRBixfTo0qHfJLKxctdk+Hg2SpZ2WNcIp9EdD +RMHK2MqCYfRHQ0aCUFH8hxL90dDROeHYeLcf/dHQ4CuR8h8+R380LC8T8l3W +PUN/NDz1XfulRda/6I+GdD3hldLpR+iPhrzwwUs+L/H/TVa9r3fVmOYCBZ4/ +GvYGn3iiqYnnRUTDQIjDzdDNeF7yafBUE/lHRnH3lwY/cVindRvOg1oazuoU +22uexvkiV/0+HffeL7j51k1Dwl+NUtMt3P1Vvd8j70X7XO7+0iD7eG19pD4+ +DxawrUOyeCyRm58W0Nap/KZuCTc/LeG42Z6WX55y89cSljnctDkl4+avFchf +g/DgRi63AmMdl55ojmE2KI7kP/DS4PLZcOi9bpzoPjf/58DZURdp/hA3/+fA +rctDAts/udwaLE40RGoGcrk1eM0TJNhGtDD/AwXDOsw= + "]]}}, {{ + Directive[ + PointSize[0.009166666666666668], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.009166666666666668], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]]}}, {{ + Directive[ + PointSize[0.009166666666666668], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.009166666666666668], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]]}, {}, {}, {}}, {{ + Directive[ + PointSize[0.009166666666666668], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]]}, { + Directive[ + PointSize[0.009166666666666668], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]]}, {}, {}, {}}}, {{}, {}}}, { + DisplayFunction -> Identity, DisplayFunction -> Identity, AspectRatio -> + NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {True, True}, + AxesLabel -> { + FormBox["\[Beta]", TraditionalForm], + FormBox["c", TraditionalForm]}, + AxesOrigin -> {0.026041666666666668`, 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]], + Method -> { + "OptimizePlotMarkers" -> True, + "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), "CopiedValueFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& )}}, + PlotRange -> {{0.026041666666666668`, 7.9375}, {0, 8.339578510366954}}, + PlotRangeClipping -> True, PlotRangePadding -> {{ + Scaled[0.02], + Scaled[0.02]}, { + Scaled[0.02], + Scaled[0.05]}}, Ticks -> {Automatic, Automatic}}],FormBox[ + FormBox[ + TemplateBox[{"\"4\"", "\"8\"", "\"16\"", "\"32\""}, "PointLegend", + DisplayFunction -> (FormBox[ + StyleBox[ + StyleBox[ + PaneBox[ + TagBox[ + GridBox[{{ + TagBox[ + GridBox[{{ + GraphicsBox[{{ + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]], { + LineBox[{{0, 10}, {20, 10}}]}}, { + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.368417, 0.506779, 0.709798], + AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, + ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, { + GraphicsBox[{{ + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]], { + LineBox[{{0, 10}, {20, 10}}]}}, { + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + RGBColor[0.880722, 0.611041, 0.142051], + AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, + ImageSize -> {20, 10}, PlotRangePadding -> None, + ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}}, GridBoxAlignment -> { "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, AutoDelete -> False, @@ -6360,7 +7874,7 @@ kyATY/eFb5cHrmpeiY1/ASmbLlI= RowBox[{ RowBox[{"Directive", "[", RowBox[{ - RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], + RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}], ",", InterpretationBox[ ButtonBox[ @@ -6410,7 +7924,7 @@ kyATY/eFb5cHrmpeiY1/ASmbLlI= ",", RowBox[{"Directive", "[", RowBox[{ - RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], + RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}], ",", InterpretationBox[ ButtonBox[ @@ -6455,105 +7969,6 @@ kyATY/eFb5cHrmpeiY1/ASmbLlI= Automatic, Method -> "Preemptive"], RGBColor[0.880722, 0.611041, 0.142051], Editable -> False, Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", - RowBox[{"Directive", "[", - RowBox[{ - RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], - ",", - InterpretationBox[ - ButtonBox[ - TooltipBox[ - GraphicsBox[{{ - GrayLevel[0], - RectangleBox[{0, 0}]}, { - GrayLevel[0], - RectangleBox[{1, -1}]}, { - RGBColor[0.560181, 0.691569, 0.194885], - RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> - "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, - FrameStyle -> - RGBColor[ - 0.37345400000000006`, 0.461046, 0.12992333333333334`], - FrameTicks -> None, PlotRangePadding -> None, ImageSize -> - Dynamic[{ - Automatic, 1.35 CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification]}]], - StyleBox[ - RowBox[{"RGBColor", "[", - RowBox[{"0.560181`", ",", "0.691569`", ",", "0.194885`"}], - "]"}], NumberMarks -> False]], Appearance -> None, - BaseStyle -> {}, BaselinePosition -> Baseline, - DefaultBaseStyle -> {}, ButtonFunction :> - With[{Typeset`box$ = EvaluationBox[]}, - If[ - Not[ - AbsoluteCurrentValue["Deployed"]], - SelectionMove[Typeset`box$, All, Expression]; - FrontEnd`Private`$ColorSelectorInitialAlpha = 1; - FrontEnd`Private`$ColorSelectorInitialColor = - RGBColor[0.560181, 0.691569, 0.194885]; - FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; - MathLink`CallFrontEnd[ - FrontEnd`AttachCell[Typeset`box$, - FrontEndResource["RGBColorValueSelector"], { - 0, {Left, Bottom}}, {Left, Top}, - "ClosingActions" -> { - "SelectionDeparture", "ParentChanged", - "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> - Automatic, Method -> "Preemptive"], - RGBColor[0.560181, 0.691569, 0.194885], Editable -> False, - Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", - RowBox[{"Directive", "[", - RowBox[{ - RowBox[{"PointSize", "[", "0.004583333333333334`", "]"}], - ",", - InterpretationBox[ - ButtonBox[ - TooltipBox[ - GraphicsBox[{{ - GrayLevel[0], - RectangleBox[{0, 0}]}, { - GrayLevel[0], - RectangleBox[{1, -1}]}, { - RGBColor[0.922526, 0.385626, 0.209179], - RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> - "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, - FrameStyle -> - RGBColor[ - 0.6150173333333333, 0.25708400000000003`, - 0.13945266666666667`], FrameTicks -> None, - PlotRangePadding -> None, ImageSize -> - Dynamic[{ - Automatic, 1.35 CurrentValue["FontCapHeight"]/ - AbsoluteCurrentValue[Magnification]}]], - StyleBox[ - RowBox[{"RGBColor", "[", - RowBox[{"0.922526`", ",", "0.385626`", ",", "0.209179`"}], - "]"}], NumberMarks -> False]], Appearance -> None, - BaseStyle -> {}, BaselinePosition -> Baseline, - DefaultBaseStyle -> {}, ButtonFunction :> - With[{Typeset`box$ = EvaluationBox[]}, - If[ - Not[ - AbsoluteCurrentValue["Deployed"]], - SelectionMove[Typeset`box$, All, Expression]; - FrontEnd`Private`$ColorSelectorInitialAlpha = 1; - FrontEnd`Private`$ColorSelectorInitialColor = - RGBColor[0.922526, 0.385626, 0.209179]; - FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; - MathLink`CallFrontEnd[ - FrontEnd`AttachCell[Typeset`box$, - FrontEndResource["RGBColorValueSelector"], { - 0, {Left, Bottom}}, {Left, Top}, - "ClosingActions" -> { - "SelectionDeparture", "ParentChanged", - "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> - Automatic, Method -> "Preemptive"], - RGBColor[0.922526, 0.385626, 0.209179], Editable -> False, - Selectable -> False], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}]}], "}"}], ",", RowBox[{"{", @@ -6561,18 +7976,13 @@ kyATY/eFb5cHrmpeiY1/ASmbLlI= RowBox[{"LegendMarkers", "\[Rule]", RowBox[{"{", RowBox[{ - RowBox[{"{", - RowBox[{"False", ",", "Automatic"}], "}"}], ",", - RowBox[{"{", - RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"False", ",", "Automatic"}], "}"}]}], "}"}]}], ",", RowBox[{"Joined", "\[Rule]", RowBox[{"{", - RowBox[{"True", ",", "True", ",", "True", ",", "True"}], - "}"}]}], ",", + RowBox[{"True", ",", "True"}], "}"}]}], ",", RowBox[{"LabelStyle", "\[Rule]", RowBox[{"{", "}"}]}], ",", RowBox[{"LegendLayout", "\[Rule]", "\"Column\""}]}], "]"}]& ), @@ -6594,114 +8004,85 @@ kyATY/eFb5cHrmpeiY1/ASmbLlI= RowBox[{#, ",", RowBox[{"Placed", "[", RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output", - CellChangeTimes->{{3.784992312221224*^9, 3.784992346103744*^9}, - 3.7849926522781267`*^9, {3.7849928355405827`*^9, 3.7849928888523283`*^9}, - 3.784998783083351*^9, 3.784999269659618*^9, 3.7849995131122017`*^9, - 3.7849996882352953`*^9, 3.784999954236291*^9, {3.785000857585671*^9, - 3.785000867800714*^9}, 3.78500112981043*^9, 3.7850015310561237`*^9, - 3.785004079202517*^9, 3.7850048891929903`*^9, 3.785005327763853*^9, - 3.785056437363092*^9, 3.785056675103222*^9, {3.785056720360174*^9, - 3.785056763129566*^9}, {3.785056842092873*^9, 3.785056867718281*^9}, { - 3.7850571530418377`*^9, 3.78505719982483*^9}, 3.785057644555901*^9, - 3.7850576829104843`*^9, 3.7850646256040297`*^9, 3.785074744512429*^9, - 3.7850966331636057`*^9, 3.78509686814682*^9, {3.785097203970701*^9, - 3.7850972167359457`*^9}, {3.785097415533189*^9, 3.785097457107876*^9}, { - 3.785097772504953*^9, 3.785097780147622*^9}, 3.785098054274487*^9}, - CellLabel->"Out[88]=",ExpressionUUID->"131a5b99-7c21-411f-bf42-1a7a9a7c2fb2"] + CellChangeTimes->{{3.785092602878302*^9, 3.785092616517268*^9}, + 3.785096577230847*^9, 3.7850968664383497`*^9, 3.785096937576345*^9, + 3.7850969781677723`*^9, {3.7850970291265383`*^9, 3.785097103141343*^9}, + 3.785097689598666*^9, 3.785097993154316*^9, {3.785100277493527*^9, + 3.785100301319531*^9}, 3.785147278806522*^9, 3.7851473292566767`*^9, + 3.785147966497396*^9, 3.7852374244050922`*^9}, + CellLabel->"Out[57]=",ExpressionUUID->"f2d2381d-4963-437b-b7e0-a8300335c449"] }, Open ]], -Cell[BoxData[ - RowBox[{ - RowBox[{"Export", "[", - RowBox[{"\"\\"", ",", "plotR"}], "]"}], ";"}]], "Input", - CellChangeTimes->{{3.785098055188673*^9, 3.785098065241868*^9}}, - CellLabel->"In[89]:=",ExpressionUUID->"0237ab29-98ef-4d43-895c-cd90798c37dc"], - Cell[CellGroupData[{ Cell[BoxData[ - RowBox[{"ListPlot", "[", - RowBox[{ + RowBox[{"plotE", "=", + RowBox[{"ListPlot", "[", RowBox[{ RowBox[{ - RowBox[{"Select", "[", - RowBox[{ - RowBox[{"#n", "\[Equal]", "4"}], "&"}], "]"}], "[", "d", "]"}], "[", - RowBox[{ - RowBox[{"SortBy", "[", "\"\\"", "]"}], ",", RowBox[{ - RowBox[{"With", "[", + RowBox[{"Select", "[", RowBox[{ - RowBox[{"{", - RowBox[{"L", "=", - SuperscriptBox["#n", "2"]}], "}"}], ",", - RowBox[{ - RowBox[{ - RowBox[{"{", - RowBox[{"#1", ",", - RowBox[{"#2", "/", "L"}]}], "}"}], "&"}], "@@@", - RowBox[{"Ss", "[", "#", "]"}]}]}], "]"}], "&"}]}], "]"}], ",", - RowBox[{"Joined", "\[Rule]", "True"}], ",", - RowBox[{"PlotRange", "\[Rule]", "All"}], ",", - RowBox[{"PlotLegends", "\[Rule]", - RowBox[{"Normal", "@", + RowBox[{"#n", "\[Equal]", "32"}], "&"}], "]"}], "[", "d", "]"}], "[", + RowBox[{ + RowBox[{"SortBy", "[", "\"\\"", "]"}], ",", RowBox[{ - RowBox[{"Select", "[", - RowBox[{ + RowBox[{"Thread", "[", + RowBox[{"{", RowBox[{ - RowBox[{"Length", "[", "#rs", "]"}], "\[Equal]", "1"}], "&"}], - "]"}], "[", "d", "]"}], "[", + RowBox[{"Ts", "[", "#", "]"}], ",", + RowBox[{"#Es", "/", + SuperscriptBox["#n", "2"]}]}], "}"}], "]"}], "&"}]}], "]"}], ",", + RowBox[{"Joined", "\[Rule]", "True"}], ",", + RowBox[{"PlotLegends", "\[Rule]", + RowBox[{"Normal", "@", RowBox[{ - RowBox[{"SortBy", "[", "\"\\"", "]"}], ",", RowBox[{ - RowBox[{"ToString", "[", "#n", "]"}], "&"}]}], "]"}]}]}], ",", - RowBox[{"AxesLabel", "\[Rule]", - RowBox[{"{", - RowBox[{"\[Beta]", ",", "c"}], "}"}]}], ",", - RowBox[{"IntervalMarkers", "\[Rule]", "None"}]}], "]"}]], "Input", - CellChangeTimes->{{3.779700477940461*^9, 3.77970048742832*^9}, { - 3.780087268580113*^9, 3.7800872686230392`*^9}, {3.780087382286021*^9, - 3.780087398738736*^9}, {3.7800877026590443`*^9, 3.780087726448501*^9}, { - 3.78498770229777*^9, 3.7849877073353243`*^9}, {3.78498924891437*^9, - 3.7849892518156357`*^9}, {3.785000165395583*^9, 3.7850001782667933`*^9}, { - 3.785000461376878*^9, 3.785000462087714*^9}, {3.785000496977236*^9, - 3.785000497872262*^9}, {3.7850010074096746`*^9, 3.785001023649139*^9}, { - 3.7850049082535152`*^9, 3.785004913540695*^9}, {3.785005335207786*^9, - 3.785005336036139*^9}, {3.785056942491082*^9, 3.785056981224416*^9}, { - 3.7850570123497953`*^9, 3.785057083318245*^9}, {3.7850588228338327`*^9, - 3.785058823061002*^9}, {3.785058877699237*^9, 3.78505887812679*^9}, - 3.785091820841757*^9, {3.7850923521075983`*^9, 3.7850923574959993`*^9}, { - 3.78509690891121*^9, 3.785096936358189*^9}, 3.78509697729675*^9, { - 3.7850970146406317`*^9, 3.7850971026251087`*^9}, {3.785097982441205*^9, - 3.7850979925704117`*^9}, {3.785100271030403*^9, 3.785100300887092*^9}}, - CellLabel-> - "In[106]:=",ExpressionUUID->"48490c56-8291-40ec-833e-a1b130930caa"], + RowBox[{"Select", "[", + RowBox[{ + RowBox[{ + RowBox[{"Length", "[", "#rs", "]"}], "\[Equal]", "1"}], "&"}], + "]"}], "[", "d", "]"}], "[", + RowBox[{ + RowBox[{"SortBy", "[", "\"\\"", "]"}], ",", + RowBox[{ + RowBox[{"ToString", "[", "#n", "]"}], "&"}]}], "]"}]}]}], ",", + RowBox[{"AxesLabel", "\[Rule]", + RowBox[{"{", + RowBox[{"\[Beta]", ",", "e"}], "}"}]}]}], "]"}]}]], "Input", + CellChangeTimes->{{3.784992259322311*^9, 3.7849923458651857`*^9}, { + 3.784992651707872*^9, 3.784992651985375*^9}, {3.784992846100277*^9, + 3.784992888545384*^9}, {3.785000865060989*^9, 3.785000867504056*^9}, { + 3.7850571228045*^9, 3.785057128139039*^9}, {3.785057213736063*^9, + 3.7850572149567947`*^9}, {3.785097188763254*^9, 3.7850971940673523`*^9}, { + 3.785098045685638*^9, 3.78509804637899*^9}, 3.785147385770281*^9, { + 3.7851480075850277`*^9, 3.785148015292801*^9}}, + CellLabel->"In[58]:=",ExpressionUUID->"620ec5a3-f11e-49c1-940f-c78269253a59"], Cell[BoxData[ - TemplateBox[{GraphicsBox[{{{}}, {{{}, {}, { + TemplateBox[{GraphicsBox[{{}, {{{}, {}, { Hue[0.67, 0.6, 0.6], Directive[ PointSize[0.009166666666666668], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6]], LineBox[CompressedData[" -1:eJw1yQ0s1HEcx/EjeUjJ053z/FCbtOVhpc3Ffl8PLZq5u7Q1pSXU1rI5mQ21 -SCvVH4tpRetwUUrcjh0Jd6fzcB66HCobstGdNNN5rCSq3ff/3T777rW3Z2Lq -iQvGDAaD/Nv/bzgVMc46VnD0Vozc4FESP6+0rR5MRE8Qi/WmDzGUAD1N3H52 -31bvzULriOr+9ID28Q30NxKdoHKdispHL5DaCq7PVEEhepG0t2jHU8JK0MtE -fi2e47v5AL1KGjOsBXzLcvQPMjPPCDwvEKJ/EZHZmS+6wir0b3JxdnKPk1U1 -+g9JzjBvzRx4ht4inAmbbl3tC4NzGbAiG5kra3iFNoJUtgdX/FmMNobr/kul -HRUS9DaweK0Lb05oQpsAx7ddxj0sRW+HYKP6xR6XFrQppLVn8yLsW9FmcOlk -kUuBRxvaHHKmPD6t7utAWwBRb8Y6BMnROyCzblZUKFKgLcE4fXWspL4TvRO+ -DnfWP2x8i94FY96e2coWJdoKjsv1bYLmLvRuCJjkUavSboPBGobqnCV8SY/B -CmsQrVOnvIW92G3A3C99XJ+rwm4D+gPhgdrTfdhtodWiO0gU0I/dFvQLTyR5 -W2iwgwRlI5XfNYDdDkRqTXXyzUHs9jDWR63nhrzDbg+tPitXvJbQwIQoM08v -k0o1diYUl35/mRTxHjsLQqu1G7JptIIFvMjKQzlkCLsDUKYQcPUuWuEAcs6k -37CG7mzoz61jR7M02NlQLl+LTItDgyNIrWRFEWV0dwReXoN4bozuTlCaJPbL -Zw5jd4KPfTVhNlw0OMPzp1Sc9g7dncEkhbURq6C7C6wJ84KPrNHdBTTjFHtm -/wh2V+D1hmafPYdWuIL/jNAutpjubvCGHyJ+pKS7Gwi2DlZdXqa7O9TMWSZN -e41idwfpPTNnJn9U/hduQ10h +1:eJw1yXtIk2EUx/HpbGXeNzd3cVrhP64lZTnNxOeUkiMpS51RW9jF0sAWkabO +koEWLvASYmLWMgW7SShotjAdzdBShxKiY4VWSjovs2XqzFyF7znw4/Dhu/Xs +5cTzzjQaDf7t/18/PVHsPixWT051rnuA9GqO1CazLJRHiKrL3BAWhR4jWdUS +OZxDjxMje2fYs2L0JElixC/fakTPEEvVks5qRM8TTmZsods82kaklzKUJq9p +ygskK/bp0rUQ9CKpdDJ02+LRy2ToRU7l6Qz0CikXF0d2F6JXiVAxVS3VotcI +b8doVH8bmgblspGHOQNoJ9jP+2lMmEQ7g3e2qT3RgaZDc09oeB17hrILGL7G +SfdsR2+A5IHgKjdAMyBLlHIFktEbQdMSuNKXjt4Ej+3cQ/0qtCvoxEON4hL0 +ZphrLbPZtWg30KU94sc2od1hMM21ZkWP9gDhB+3xiEG0J4wph8uXxtBe8G2x +JT9+Hu0NPsfmZNsclNXeIKq/d6PMY5bqPtBuel17W0BZ7QM/lnfVBQVjZ0Lb +xVeyVAl2JjhCKwokMdhZkPhr/HNzAnYW1PDCFEY5dl+oXcyzatOx+4LBs7fI +/Sp2NnjkHWRGFmBnQ06RKJetwc6Bk1L9+4YK7BxwaQqI/v4Aux+c+JSaR3+C +3Q8izLM377Zg50LR3mmRlwE7F1T7HBldBXNU54E5fC0prpWymgfTTKUttwM7 +HxZKWOaJd9j5QH+pUJj7sAvA/e2p6AsfsQsg6Ci3474Juz/ktpbG5I9i94cD +PXy5YAK7EBiZJfXZFuxCkL1p+FJqxR4AnEpl0PUF7AGgUSWliO3YA0FC7Gee +/8EeCL9LrW00ZyvVt8Cd1cbhEIa18y/Do1rT "]]}, { Hue[0.9060679774997897, 0.6, 0.6], Directive[ @@ -6709,39 +8090,37 @@ e41idwfpPTNnJn9U/hduQ10h RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6]], LineBox[CompressedData[" -1:eJw1lAlMk3cYhwtCPQBBju8AuZQrBFA5DI3i90Yt4CZFQQOi41IpMrwGTg4d -sGlBFJGKRkCRywLKOEQUZKScrRMECswDuWIcKlOScQnqdGjf7580zZPf1yf/ -PF9S89DDPvtVORxO8vzn67fyPGD2WPy90NVTIFVyHzP+fdWp8NFQ5AHmJXlT -4CU+gvyCcRm7rD8dGIs8ynBv7f7D7XYS8hjjrZufH+ufjDzOmLhlPFCTpCH/ -y+zqDXIQCsTIk0zchcFfe3UvI08z15IPuOVYZyO/Z4p4viZt53KR5xgXq6Ai -u4J85I+M0FE+lGpbhPwfU6S2dipiUIL8hRmpVRlsuVuq5EQOTI2JBG9kZcgq -UOZtZtM/V4GsCnd37K0++HsV8gIokadd/eFQNbIaVHQef5PhWYOsDomtJx96 -OdxD5oLGL9E5m1fWIS8EJ1Nb+7qV9ciL4MSwc3D6mgbkxeB89sqiL4wUeQkU -ZH5qfV3aiKwBU0uPaLWVNyFrQqWfXUvInWZkLSjib7SOq29BXgqbDRhO0/1W -ZG2wyiiutKhqUzLogMS4WH2vRKbkRh0ISEt28rkkx30Z8MO/3HCKf4D7MkiM -8PvktudP3HVBYGofkeDyEHddSB21mdBe0I67HjyOc66ZlSM36kHjuuAax5QO -3PUhZv22ih83PcJdH156G+7+NIUMBkD4cybMCztxN4CfXb3rdm/pkoZ9PVwC -/nkdNtTq3yV1dpo/egQ8TRoyhfAu5fNmBIgqhZtaYrqkHV+PHQFRFdr5W850 -SbOz5g+PgNyt7zakXUGfOwHhPR8ah4vR50uA5RF+za576AsmILPMfiBNjr5I -AiiT4JnyJ+iLJSAxae+ZTa/QJyLAoLVQfXIafRcJ4BtXR/iodit9eQQcaFav -cFjSrfSVze+Zms7vlnUrfXUEHPXYdaOK7lb6ZAR83tYScNy8W+nrJUCQkS1v -sUHfCAE5oYWu+1ej7y0BsiV/WR12Rd8cAdeKbKK6GPRxSfjsa+WT44E+PRKC -Rfpr/LzRZ0ZCgXqHxnI/9NmRoOvpqhUU2C3N+taPhIn0OyHi/ehzJ2Hn+seR -Jw+iz5cEnnqSRWQ0+oJJEDskJLifQF8kCXuetHCv/ob3iyVhdVxd/mwq+kTz -fu8wL74YfRdJaG0QpvKz2H4kPK+3le7LY/uRMJNRVcsrZvuRMORubtpezvYj -of0Y50XYXbYfCTZBzyO2N7D9SJg99WzLbAvbj4R4ofyjVTvbj4Tw46ut3iu6 -pcJv/SjgKErKbz1l+1GwT9RhIR5m+1FQbxhUd2iU7UeB9QzvfvU79PEoWNdW -Y1swxfaj4NhGrsvYR7YfBSmSoHSVBQrsR4H2Kt/mwsUK7EfBYI/h/Vc6CuxH -wcnaZMdJUqG8n4iCZ+Yh8Z0mCuxHQZtfvVOuJfryKChbKAncYIe+MgoqfUNV -OU4K5futoyA9WnNFM0+B/Si4/Np2wgzQ10uBY9OoSYoH+kYoEHPbirkC9L2l -4HnW5HjlDrzfHAV97Q5FowHo49JA7WSEriHo06Ph+kCY11oh+sxo6Lk4Mzh9 -UCF99K0fDQLro9Vl0ejj0dAhkGioxKPPnQanC2meJ5LQ50uDZOu4pCuZ7UcD -P11bbn6e7UdDeQE/4Hom24+GlLYBvUfZ6BPRULnWKP9ePtuPhjfNm3SGSth+ -NJj3aGpRFWw/GqbM7cS2Neiro+Gs/U69knp8HzIaPPiWRaImth8NDacv2d+Q -s/3mf387tZDbyfajodTzevv2PnwfczQU9sv8nfrxeTAEnttI3k9kD/4/GsKr -mAbbxu3IYAS1352Ksj/H7kYQObyq7Xwruy+Hm6YJAf0f2H05GMlWaNqu6sXd -GDZOyQI3hCI3GsNjB3GpWia7m0BuzI4Va1rZ3QTUTKMcj06zuynUnE7peGrR -h7spWHaI08/49kn/B0kYa/Y= +1:eJw1kAs0lnccx/Vu0YUp8lxUyNkqK60mmdLeb0dUWKpFozKXpNMRYtPlmOmy +05WWlhCySC7lfo16X7pY5S6dWVqvUrm+lLsW0/b//c55z3M+5/ucz/Oezxx3 +302eEhUVlePjvw/P/08uNW42e2yuaJP9zzVSX/cbX7wfIv5T2mh7a0mFdjtj +hdSmT+LZbUHcIq13WZDuEkTcKnU0KdTXTCXulBatR0BhFXGP9GpLVmlPN/Fb +adN79YF6zQ7GfdK84Hb7fYuIB6SKiB1L+m2Jh6SCs1mz2y7iEemu6Nz9948Q +/yO91PHg9ao44lGppntVVXkBsQqMTqjk/VBDPAH3tqiZr20lluCA5uM6+zHi +j9AlWaIardPJ+GOUTNz39MsFxBOR+sf+9xogVsW5Jxu5lZuJ1RCeONvnkRfx +JDSu8b1Yc5B4Mtrstx+fF0o8BaLLCrv+OOKpeOfQttEik1gdbikp2e/kxBoo +XW452aKW+BPYtbpYDCuINeFqtfSiVQ/xNBSbjsr0xhiHTMO1ec/ywjS62D4d +4c3DzidnMg6ZDsVbQwsjI9q1MF/DTem0jHYtfFMWdnaRJe3a+HXtlu+S7WnX +xuugDXH1W2mfAQPuSFekF+0z0GmQljgtgHYdGB/IPoNg2nXQsT5sj9YJ2jmc +94nJSTzXJausGD91DqNmQ1YZv3XJoqPGT+TQK0ndnXe+S7bzw83l0NPnUXUv +oktm8t9x8LHQTXpwgfnAoaJ1bd2jSOaz4+DIHbJtjGI+Jw4vXZsamqKZbyeH +yAw4tlxkvgAOP8WLZp0x9H85vBrce78rlvlOc/DwHXNsi2O+KA5b0PjozSXm +S+KQZhRd9jae+XI4cCOT+b7fmU/OwdzDdN3AZear4DA8vKPhXQLzNXL4TLlr +SX8i873iYOUu935zhfl6x7//zr7jbRL14zFttaF9z1Xqx8O1JmX7y2Tqx6PU +Jt/veQr14zFmc676eSr146HtdNJBkUb9eFzddrmt4Rr14xEzEF9Ze5368eiv +1VpXmU79eOQbrZYXZ1A/Hmd0rRdmZlI/Hg7rM8zzs6gfjzkTbYyuZlM/Hmne +x/5KyKF+PEyrDHzO51I/Hg/jkgvC86gfj2C/ZUFh+dSPR2/JnJTQAurH45RE +7cmZQurHo3hNTlN8EfXjsTFdviLrBvUT4Om3YYeimPoJyP07sF3/JvUT8ETY +HHH4FvUTsK262UlXTv0EqE9o+XawlPqNc7Zwe+kd6iegSlwq1ymnfgIGB/eV +FzygfgKuu14I3lpN/QTETPVantpA/QR4hB+uS31K/QRolTkf39RK/QT8smf7 +/KZ+6idggUe0dbaqkvUTcOvsXX9LXSXrJ6Bk6PhXPy5Wsn4CDJMrYnasUbJ+ +Ala3l47OcVGyfgJqX4RGxPozX6+APueHqZOOMp+KiD1qRdeUZ5lPXYS2v0m7 +RizziSJMZ3l3rr3CfHNFVMUrfa+nMZ+JiJGR8mSPTOaDCL8p3ium5DKfnYjb +Xgvnleczn5OIIKu2U4OFzLdThI2ntVPGDeYLEJHyYmzW5yXMFyLixMKEmT43 +me/0+PsxgUWBt5gvSkRI2tfiXhnzJYnIV88udZdTPxHBCYtWriqlfiLqRtUm +iGXUT0R6Sq1BUxn1E3FtsO9Q/G3qJyJWLVLn+zvUT8RYqnev3l3qpwvro5ZZ +CuIQXWgVrTNsqKB9Jqa3++32qKd9JppOhl6KaaR9Fhzccmf8/Iz2WUg/WJ2l ++5L22bBeplrr3077bOgPHTlxtpt2PSzyy6kM7KNdD/cl6UHGw7TrQ8uY/zTr +Pe362DRg+1wi6Wa7AV4fE9IXq3bL/gUHQ6BB "]]}}, {{ Directive[ PointSize[0.009166666666666668], @@ -6771,9 +8150,8 @@ h7spWHaI08/49kn/B0kYa/Y= NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {True, True}, AxesLabel -> { FormBox["\[Beta]", TraditionalForm], - FormBox["c", TraditionalForm]}, - AxesOrigin -> {0.026041666666666668`, 0}, DisplayFunction :> Identity, - Frame -> {{False, False}, {False, False}}, + FormBox["e", TraditionalForm]}, AxesOrigin -> {0, -0.7996833117525085}, + DisplayFunction :> Identity, Frame -> {{False, False}, {False, False}}, FrameLabel -> {{None, None}, {None, None}}, FrameTicks -> {{Automatic, Automatic}, {Automatic, Automatic}}, GridLines -> {None, None}, GridLinesStyle -> Directive[ @@ -6789,13 +8167,12 @@ h7spWHaI08/49kn/B0kYa/Y= Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, - PlotRange -> {{0.026041666666666668`, - 7.9375}, {-0.31759871502726106`, 0}}, PlotRangeClipping -> True, - PlotRangePadding -> {{ + PlotRange -> {{0, 8.}, {-0.9695056343373353, -0.8086213287306571}}, + PlotRangeClipping -> True, PlotRangePadding -> {{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.05], - Scaled[0.02]}}, Ticks -> {Automatic, Automatic}}],FormBox[ + Scaled[0.05]}}, Ticks -> {Automatic, Automatic}}],FormBox[ FormBox[ TemplateBox[{"\"4\"", "\"8\"", "\"16\"", "\"32\""}, "PointLegend", DisplayFunction -> (FormBox[ @@ -7002,13 +8379,19 @@ h7spWHaI08/49kn/B0kYa/Y= RowBox[{#, ",", RowBox[{"Placed", "[", RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output", - CellChangeTimes->{{3.785092602878302*^9, 3.785092616517268*^9}, - 3.785096577230847*^9, 3.7850968664383497`*^9, 3.785096937576345*^9, - 3.7850969781677723`*^9, {3.7850970291265383`*^9, 3.785097103141343*^9}, - 3.785097689598666*^9, 3.785097993154316*^9, {3.785100277493527*^9, - 3.785100301319531*^9}}, - CellLabel-> - "Out[106]=",ExpressionUUID->"b3089ba8-c186-4aef-87ca-962da828b4a5"] + CellChangeTimes->{{3.784992312221224*^9, 3.784992346103744*^9}, + 3.7849926522781267`*^9, {3.7849928355405827`*^9, 3.7849928888523283`*^9}, + 3.784998783083351*^9, 3.784999269659618*^9, 3.7849995131122017`*^9, + 3.7849996882352953`*^9, 3.784999954236291*^9, {3.785000857585671*^9, + 3.785000867800714*^9}, 3.78500112981043*^9, 3.7850015310561237`*^9, + 3.785004079202517*^9, 3.7850048891929903`*^9, 3.785005327763853*^9, + 3.785056437363092*^9, 3.785056675103222*^9, 3.7850571291787243`*^9, + 3.785057216083712*^9, 3.78506462381592*^9, 3.785074740242869*^9, + 3.7850963447022333`*^9, 3.785096632170389*^9, 3.7850968676774807`*^9, + 3.7850971944374237`*^9, 3.785097771175747*^9, 3.785098046706997*^9, + 3.785147386867384*^9, {3.785148010171116*^9, 3.785148015587468*^9}, + 3.785237614856617*^9}, + CellLabel->"Out[58]=",ExpressionUUID->"15525a44-c1f0-405c-abda-f4357fd14bbb"] }, Open ]], Cell[CellGroupData[{ @@ -64997,62 +66380,66 @@ CellTagsIndex->{} *) (*NotebookFileOutline Notebook[{ -Cell[558, 20, 2262, 58, 124, "Input",ExpressionUUID->"6ca216e4-4a7b-4e5f-a718-f4e70c77d6a2"], -Cell[2823, 80, 1828, 46, 101, "Input",ExpressionUUID->"1ffc3385-0105-4d64-94b0-d5fc2c51fc67"], -Cell[4654, 128, 2150, 54, 124, "Input",ExpressionUUID->"389cbe5b-fbad-4ea1-82a2-19210c785714"], -Cell[6807, 184, 834, 20, 31, "Input",ExpressionUUID->"10f87413-28fb-4b72-bd1b-eaeef3d02b15"], -Cell[7644, 206, 669, 18, 59, "Input",ExpressionUUID->"f756d73a-4921-45d7-acd1-44fe21438a02"], -Cell[8316, 226, 657, 17, 31, "Input",ExpressionUUID->"c91e85b2-f90e-40d7-bf19-7a03fd9499bb"], -Cell[8976, 245, 804, 24, 31, "Input",ExpressionUUID->"1b068f0a-fa61-487d-893c-5b00f279e758"], -Cell[9783, 271, 1805, 48, 55, "Input",ExpressionUUID->"83b164e2-d1bf-4be5-bf92-d3645cb950ca"], -Cell[11591, 321, 786, 23, 39, "Input",ExpressionUUID->"f81a2199-caac-407b-95bf-2211d7b265a5"], -Cell[12380, 346, 2163, 56, 114, "Input",ExpressionUUID->"cfeba3ce-dc48-40c8-b8b8-f34cf59a253d"], -Cell[14546, 404, 1257, 28, 31, "Input",ExpressionUUID->"a1830ef0-911d-442d-b5d2-b62c202fce89"], -Cell[15806, 434, 337, 7, 31, "Input",ExpressionUUID->"3b7ef50e-b362-4da3-b734-818bb17a7c2f"], +Cell[558, 20, 2261, 58, 124, "Input",ExpressionUUID->"6ca216e4-4a7b-4e5f-a718-f4e70c77d6a2"], +Cell[2822, 80, 1827, 46, 101, "Input",ExpressionUUID->"1ffc3385-0105-4d64-94b0-d5fc2c51fc67"], +Cell[4652, 128, 2447, 62, 124, "Input",ExpressionUUID->"389cbe5b-fbad-4ea1-82a2-19210c785714"], +Cell[7102, 192, 833, 20, 31, "Input",ExpressionUUID->"10f87413-28fb-4b72-bd1b-eaeef3d02b15"], +Cell[7938, 214, 668, 18, 59, "Input",ExpressionUUID->"f756d73a-4921-45d7-acd1-44fe21438a02"], +Cell[8609, 234, 656, 17, 31, "Input",ExpressionUUID->"c91e85b2-f90e-40d7-bf19-7a03fd9499bb"], +Cell[9268, 253, 804, 24, 31, "Input",ExpressionUUID->"1b068f0a-fa61-487d-893c-5b00f279e758"], +Cell[10075, 279, 1804, 48, 55, "Input",ExpressionUUID->"83b164e2-d1bf-4be5-bf92-d3645cb950ca"], +Cell[11882, 329, 786, 23, 39, "Input",ExpressionUUID->"f81a2199-caac-407b-95bf-2211d7b265a5"], +Cell[12671, 354, 2163, 56, 114, "Input",ExpressionUUID->"cfeba3ce-dc48-40c8-b8b8-f34cf59a253d"], +Cell[14837, 412, 1257, 28, 31, "Input",ExpressionUUID->"a1830ef0-911d-442d-b5d2-b62c202fce89"], +Cell[16097, 442, 337, 7, 31, "Input",ExpressionUUID->"3b7ef50e-b362-4da3-b734-818bb17a7c2f"], +Cell[CellGroupData[{ +Cell[16459, 453, 2827, 62, 93, "Input",ExpressionUUID->"60949ea9-18bb-4b5b-868e-6a12e7d013f6"], +Cell[19289, 517, 30159, 601, 263, "Output",ExpressionUUID->"887d8a7f-ffb7-49e9-8666-850d5e9f7b70"] +}, Open ]], +Cell[49463, 1121, 269, 5, 31, "Input",ExpressionUUID->"dd37c001-7375-4814-93d1-92f95ae2fcd0"], Cell[CellGroupData[{ -Cell[16168, 445, 2612, 59, 93, "Input",ExpressionUUID->"60949ea9-18bb-4b5b-868e-6a12e7d013f6"], -Cell[18783, 506, 25840, 532, 249, "Output",ExpressionUUID->"af09ecb3-ddc0-48e8-8db3-bd235520a260"] +Cell[49757, 1130, 3697, 75, 93, "Input",ExpressionUUID->"73943d9b-70f3-4562-ab84-3881106d7e0c"], +Cell[53457, 1207, 214226, 5071, 240, "Output",ExpressionUUID->"c8fcb9b5-acf6-4a78-a4e0-ad87fd0bc223"] }, Open ]], -Cell[44638, 1041, 269, 5, 31, "Input",ExpressionUUID->"dd37c001-7375-4814-93d1-92f95ae2fcd0"], +Cell[267698, 6281, 267, 5, 31, "Input",ExpressionUUID->"7f3ff092-2669-46e9-9ae8-b9a7bd7e553f"], Cell[CellGroupData[{ -Cell[44932, 1050, 2314, 61, 93, "Input",ExpressionUUID->"73943d9b-70f3-4562-ab84-3881106d7e0c"], -Cell[47249, 1113, 109075, 2571, 240, "Output",ExpressionUUID->"f3fe2e86-4720-42e1-b104-e0177a5b193d"] +Cell[267990, 6290, 1716, 43, 69, "Input",ExpressionUUID->"ee8c7b42-c7b8-4a5f-a611-21e18e0fcbb2"], +Cell[269709, 6335, 29873, 595, 236, "Output",ExpressionUUID->"fd5faaa9-79e6-41b8-907d-adc49ea3c97f"] }, Open ]], -Cell[156339, 3687, 267, 5, 31, "Input",ExpressionUUID->"7f3ff092-2669-46e9-9ae8-b9a7bd7e553f"], +Cell[299597, 6933, 267, 5, 31, "Input",ExpressionUUID->"3a535d97-3e5b-475e-a093-b1d3b4c91345"], Cell[CellGroupData[{ -Cell[156631, 3696, 1689, 43, 69, "Input",ExpressionUUID->"ee8c7b42-c7b8-4a5f-a611-21e18e0fcbb2"], -Cell[158323, 3741, 25831, 529, 236, "Output",ExpressionUUID->"d9f0e0bf-6858-41cc-84e3-a5e81f2522b9"] +Cell[299889, 6942, 2291, 55, 122, "Input",ExpressionUUID->"b97c9481-c920-40cb-ae2d-c435732eb22a"], +Cell[302183, 6999, 30688, 610, 241, "Output",ExpressionUUID->"21b2cc5a-bb9c-4fa8-b082-7d7acf51cf63"] }, Open ]], -Cell[184169, 4273, 267, 5, 31, "Input",ExpressionUUID->"3a535d97-3e5b-475e-a093-b1d3b4c91345"], +Cell[332886, 7612, 272, 5, 31, "Input",ExpressionUUID->"0237ab29-98ef-4d43-895c-cd90798c37dc"], Cell[CellGroupData[{ -Cell[184461, 4282, 2269, 55, 122, "Input",ExpressionUUID->"b97c9481-c920-40cb-ae2d-c435732eb22a"], -Cell[186733, 4339, 102557, 2270, 241, "Output",ExpressionUUID->"131a5b99-7c21-411f-bf42-1a7a9a7c2fb2"] +Cell[333183, 7621, 2795, 60, 93, "Input",ExpressionUUID->"48490c56-8291-40ec-833e-a1b130930caa"], +Cell[335981, 7683, 16113, 329, 263, "Output",ExpressionUUID->"f2d2381d-4963-437b-b7e0-a8300335c449"] }, Open ]], -Cell[289305, 6612, 272, 5, 31, "Input",ExpressionUUID->"0237ab29-98ef-4d43-895c-cd90798c37dc"], Cell[CellGroupData[{ -Cell[289602, 6621, 2545, 57, 93, "Input",ExpressionUUID->"48490c56-8291-40ec-833e-a1b130930caa"], -Cell[292150, 6680, 16005, 330, 236, "Output",ExpressionUUID->"b3089ba8-c186-4aef-87ca-962da828b4a5"] +Cell[352131, 8017, 1727, 43, 69, "Input",ExpressionUUID->"620ec5a3-f11e-49c1-940f-c78269253a59"], +Cell[353861, 8062, 16322, 331, 236, "Output",ExpressionUUID->"15525a44-c1f0-405c-abda-f4357fd14bbb"] }, Open ]], Cell[CellGroupData[{ -Cell[308192, 7015, 1112, 24, 31, "Input",ExpressionUUID->"57f24fa6-c961-417d-8040-d9f006e7bc42"], -Cell[309307, 7041, 2534639, 57688, 238, 2524385, 57521, "CachedBoxData", "BoxData", "Output",ExpressionUUID->"7c137a61-9f77-4a68-9c38-23b045f3a2c9"] +Cell[370220, 8398, 1112, 24, 31, "Input",ExpressionUUID->"57f24fa6-c961-417d-8040-d9f006e7bc42"], +Cell[371335, 8424, 2534639, 57688, 238, 2524385, 57521, "CachedBoxData", "BoxData", "Output",ExpressionUUID->"7c137a61-9f77-4a68-9c38-23b045f3a2c9"] }, Open ]], -Cell[2843961, 64732, 1553, 40, 101, "Input",ExpressionUUID->"8f6a5438-be42-44f3-87d6-da2bc37c171f"], +Cell[2905989, 66115, 1553, 40, 101, "Input",ExpressionUUID->"8f6a5438-be42-44f3-87d6-da2bc37c171f"], Cell[CellGroupData[{ -Cell[2845539, 64776, 632, 15, 31, "Input",ExpressionUUID->"c4cbaaa3-d693-4c1c-b0a0-8724f52d4d94"], -Cell[2846174, 64793, 1038, 28, 46, "Output",ExpressionUUID->"fa68dd36-a911-4b03-a5e1-774b6ced48f8"] +Cell[2907567, 66159, 632, 15, 31, "Input",ExpressionUUID->"c4cbaaa3-d693-4c1c-b0a0-8724f52d4d94"], +Cell[2908202, 66176, 1038, 28, 46, "Output",ExpressionUUID->"fa68dd36-a911-4b03-a5e1-774b6ced48f8"] }, Open ]], Cell[CellGroupData[{ -Cell[2847249, 64826, 1030, 27, 55, "Input",ExpressionUUID->"ea17c51f-a1d7-41fd-a34c-228c2d4ab784"], -Cell[2848282, 64855, 3907, 81, 240, "Output",ExpressionUUID->"734656d0-32f9-40e2-a69d-89571abd59bf"] +Cell[2909277, 66209, 1030, 27, 55, "Input",ExpressionUUID->"ea17c51f-a1d7-41fd-a34c-228c2d4ab784"], +Cell[2910310, 66238, 3907, 81, 240, "Output",ExpressionUUID->"734656d0-32f9-40e2-a69d-89571abd59bf"] }, Open ]], Cell[CellGroupData[{ -Cell[2852226, 64941, 347, 6, 31, "Input",ExpressionUUID->"249cb54f-1c35-414f-8168-27f2195185e6"], -Cell[2852576, 64949, 316, 4, 35, "Output",ExpressionUUID->"9b814a6a-324d-4cb2-98b4-7e298a5398a1"] +Cell[2914254, 66324, 347, 6, 31, "Input",ExpressionUUID->"249cb54f-1c35-414f-8168-27f2195185e6"], +Cell[2914604, 66332, 316, 4, 35, "Output",ExpressionUUID->"9b814a6a-324d-4cb2-98b4-7e298a5398a1"] }, Open ]], Cell[CellGroupData[{ -Cell[2852929, 64958, 589, 15, 31, "Input",ExpressionUUID->"e66c9322-9282-4dd8-b7bf-4e72fb9ae72c"], -Cell[2853521, 64975, 253, 5, 35, "Output",ExpressionUUID->"a4c4ccfb-7bb8-41fb-a9fe-42202dac8ba9"] +Cell[2914957, 66341, 589, 15, 31, "Input",ExpressionUUID->"e66c9322-9282-4dd8-b7bf-4e72fb9ae72c"], +Cell[2915549, 66358, 253, 5, 35, "Output",ExpressionUUID->"a4c4ccfb-7bb8-41fb-a9fe-42202dac8ba9"] }, Open ]] } ] -- cgit v1.2.3-70-g09d2 From 5725dd16bc5126f0625efd440496fdb535483b7d Mon Sep 17 00:00:00 2001 From: Jaron Kent-Dobias Date: Mon, 27 Jan 2020 12:06:15 -0500 Subject: added file for analyzing ultrametric relations --- hadamard_ultrametricity.nb | 23052 +++++++++++++++++++++++++++++++++++++++++++ 1 file changed, 23052 insertions(+) create mode 100644 hadamard_ultrametricity.nb diff --git a/hadamard_ultrametricity.nb b/hadamard_ultrametricity.nb new file mode 100644 index 0000000..621cab2 --- /dev/null +++ b/hadamard_ultrametricity.nb @@ -0,0 +1,23052 @@ +(* Content-type: application/vnd.wolfram.mathematica *) + +(*** Wolfram Notebook File ***) +(* http://www.wolfram.com/nb *) + +(* CreatedBy='Mathematica 12.0' *) + +(*CacheID: 234*) +(* Internal cache information: +NotebookFileLineBreakTest +NotebookFileLineBreakTest +NotebookDataPosition[ 158, 7] +NotebookDataLength[ 1369329, 23044] +NotebookOptionsPosition[ 1363377, 22942] +NotebookOutlinePosition[ 1363715, 22957] +CellTagsIndexPosition[ 1363672, 22954] +WindowFrame->Normal*) + +(* Beginning of Notebook Content *) +Notebook[{ +Cell[BoxData[ + RowBox[{"ClearAll", "[", "getHad", "]"}]], "Input", + CellChangeTimes->{{3.788886361921607*^9, 3.788886365432558*^9}}, + CellLabel->"In[84]:=",ExpressionUUID->"97fcc154-0838-4deb-8d24-02ce6bf3ed14"], + +Cell[BoxData[ + RowBox[{ + RowBox[{ + RowBox[{"getHad", "[", + RowBox[{"n_", ",", "1"}], "]"}], ":=", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"StringPartition", "[", + RowBox[{ + RowBox[{"First", "[", "#", "]"}], ",", "1"}], "]"}], "/.", + RowBox[{"{", + RowBox[{ + RowBox[{"\"\<+\>\"", "\[Rule]", "1"}], ",", + RowBox[{"\"\<-\>\"", "\[Rule]", + RowBox[{"-", "1"}]}]}], "}"}]}], ")"}], "&"}], "/@", + RowBox[{"Take", "[", + RowBox[{ + RowBox[{"Import", "[", + RowBox[{ + RowBox[{"\"\\"", "<>", + RowBox[{"ToString", "[", "n", "]"}], "<>", "\"\<.txt\>\""}], ",", + "\"\\""}], "]"}], ",", "n"}], "]"}]}]}], ";"}]], "Input", + CellChangeTimes->{{3.788872153372306*^9, 3.788872183058975*^9}, { + 3.788872941997018*^9, 3.788872957659408*^9}, {3.788886360186636*^9, + 3.78888639060091*^9}}, + CellLabel->"In[1]:=",ExpressionUUID->"ded02d10-76f2-49c8-ae66-c6b5f10adf4a"], + +Cell[BoxData[ + RowBox[{ + RowBox[{ + RowBox[{"getHad", "[", + RowBox[{"n_", ",", "num_", ",", + RowBox[{"offset_:", "0"}]}], "]"}], ":=", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{ + RowBox[{"StringPartition", "[", + RowBox[{ + RowBox[{"First", "[", "#", "]"}], ",", "1"}], "]"}], "/.", + RowBox[{"{", + RowBox[{ + RowBox[{"\"\<+\>\"", "\[Rule]", "1"}], ",", + RowBox[{"\"\<-\>\"", "\[Rule]", + RowBox[{"-", "1"}]}]}], "}"}]}], ")"}], "&"}], "/@", + RowBox[{"Take", "[", + RowBox[{ + RowBox[{"Import", "[", + RowBox[{ + RowBox[{"\"\\"", "<>", + RowBox[{"ToString", "[", "n", "]"}], "<>", "\"\<.\>\"", "<>", + RowBox[{"ToString", "[", + RowBox[{"#", "-", "offset"}], "]"}], "<>", "\"\<.txt\>\""}], + ",", "\"\\""}], "]"}], ",", "n"}], "]"}]}], ")"}], "&"}], "/@", + RowBox[{"Range", "[", "num", "]"}]}]}], ";"}]], "Input", + CellChangeTimes->{{3.788872153372306*^9, 3.788872183058975*^9}, { + 3.788872941997018*^9, 3.788872957659408*^9}}, + CellLabel->"In[2]:=",ExpressionUUID->"33bdcb00-6788-472e-9275-2f655eae805a"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"frob", "[", + RowBox[{"A_", ",", "B_"}], "]"}], ":=", + RowBox[{ + SuperscriptBox[ + RowBox[{"Length", "[", "A", "]"}], "2"], "-", + RowBox[{"Tr", "[", + RowBox[{ + RowBox[{"Transpose", "[", "A", "]"}], ".", "B"}], "]"}]}]}]], "Input", + CellChangeTimes->{{3.788866638665905*^9, 3.788866671696393*^9}, { + 3.7888712660744333`*^9, 3.788871282746264*^9}, {3.7888763590143127`*^9, + 3.788876363214252*^9}, {3.788878717823325*^9, 3.788878724861373*^9}}, + CellLabel->"In[3]:=",ExpressionUUID->"41710495-e174-4a0d-a605-234aedf52167"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"trips", "[", "hads_", "]"}], ":=", + RowBox[{ + RowBox[{ + RowBox[{"Sort", "[", + RowBox[{"{", + RowBox[{ + RowBox[{"frob", "[", + RowBox[{ + RowBox[{"#", "[", + RowBox[{"[", "1", "]"}], "]"}], ",", + RowBox[{"#", "[", + RowBox[{"[", "2", "]"}], "]"}]}], "]"}], ",", + RowBox[{"frob", "[", + RowBox[{ + RowBox[{"#", "[", + RowBox[{"[", "2", "]"}], "]"}], ",", + RowBox[{"#", "[", + RowBox[{"[", "3", "]"}], "]"}]}], "]"}], ",", + RowBox[{"frob", "[", + RowBox[{ + RowBox[{"#", "[", + RowBox[{"[", "3", "]"}], "]"}], ",", + RowBox[{"#", "[", + RowBox[{"[", "1", "]"}], "]"}]}], "]"}]}], "}"}], "]"}], "&"}], "/@", + RowBox[{"Subsets", "[", + RowBox[{"hads", ",", + RowBox[{"{", "3", "}"}]}], "]"}]}]}]], "Input", + CellChangeTimes->{{3.788872250772346*^9, 3.788872293770849*^9}}, + CellLabel->"In[4]:=",ExpressionUUID->"ed49c508-ffb5-4e4e-901d-18d0309b8677"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"h12", "=", + RowBox[{"getHad", "[", + RowBox[{"12", ",", "1"}], "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.788886326370388*^9, 3.788886343208507*^9}}, + CellLabel->"In[87]:=",ExpressionUUID->"8e89a5a7-8e40-46f2-8fea-bf678c8e8542"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"h16", "=", + RowBox[{"getHad", "[", + RowBox[{"16", ",", "5", ",", "1"}], "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.7888721415403023`*^9, 3.788872142858819*^9}, { + 3.788872217414316*^9, 3.7888722249146547`*^9}, {3.788872383915928*^9, + 3.788872400026767*^9}, {3.788872879596182*^9, 3.7888728841386766`*^9}, { + 3.788872961786993*^9, 3.788872961898838*^9}}, + CellLabel->"In[88]:=",ExpressionUUID->"6722b4fb-fe00-40d4-a4eb-71603c025419"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"h20", "=", + RowBox[{"getHad", "[", + RowBox[{"20", ",", "3"}], "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.7888721415403023`*^9, 3.788872142858819*^9}, { + 3.788872217414316*^9, 3.7888722249146547`*^9}, {3.788872383915928*^9, + 3.788872400026767*^9}}, + CellLabel->"In[81]:=",ExpressionUUID->"fd110a94-f84c-4f0a-a884-85787f8f50c0"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"h24", "=", + RowBox[{"getHad", "[", + RowBox[{"24", ",", "60"}], "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.7888721415403023`*^9, 3.788872142858819*^9}, { + 3.788872217414316*^9, 3.7888722249146547`*^9}}, + CellLabel->"In[13]:=",ExpressionUUID->"d76df93a-bbe1-4345-b6ca-683626c62881"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"h28", "=", + RowBox[{"getHad", "[", + RowBox[{"28", ",", "487"}], "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.788866320805094*^9, 3.788866468176593*^9}, { + 3.788872230090466*^9, 3.78887224089857*^9}}, + CellLabel->"In[89]:=",ExpressionUUID->"5956bc55-0c6d-4365-a7d8-4c958de412e6"], + +Cell[BoxData["."], "Input", + CellChangeTimes->{ + 3.788886805442894*^9},ExpressionUUID->"f01adb7d-1dbc-41e6-a4ce-\ +f8659334b897"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Tr", "[", + RowBox[{ + RowBox[{"Transpose", "[", + RowBox[{"h16", "[", + RowBox[{"[", "1", "]"}], "]"}], "]"}], ".", + RowBox[{"h16", "[", + RowBox[{"[", "1", "]"}], "]"}]}], "]"}]], "Input", + CellChangeTimes->{{3.788874985102468*^9, 3.7888749988677197`*^9}}, + CellLabel->"In[5]:=",ExpressionUUID->"696c901e-19b8-4888-af75-3749f3d48788"], + +Cell[BoxData["256"], "Output", + CellChangeTimes->{3.788874999275692*^9}, + CellLabel->"Out[5]=",ExpressionUUID->"e481093b-84e8-44fc-97ff-bf6d01ceec02"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + SuperscriptBox["16", "2"]], "Input", + CellChangeTimes->{{3.78887500167684*^9, 3.788875002195889*^9}}, + CellLabel->"In[6]:=",ExpressionUUID->"793a7541-73fa-4531-9e22-3dde208f432c"], + +Cell[BoxData["256"], "Output", + CellChangeTimes->{3.788875002475431*^9}, + CellLabel->"Out[6]=",ExpressionUUID->"917ed683-04de-440e-b2d0-847ef9332564"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"trips", "[", "h20", "]"}]], "Input", + CellChangeTimes->{{3.788886307890603*^9, 3.788886313308172*^9}}, + CellLabel->"In[83]:=",ExpressionUUID->"acd83fa4-9fb2-460c-a690-cc57edfa1a63"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{"{", + RowBox[{"400", ",", "416", ",", "416"}], "}"}], "}"}]], "Output", + CellChangeTimes->{{3.788886309797592*^9, 3.788886313604596*^9}}, + CellLabel->"Out[83]=",ExpressionUUID->"87862461-ecc7-436d-b778-a0c5ca83223b"] +}, Open ]], + +Cell[BoxData[ + RowBox[{ + RowBox[{"t16", "=", + RowBox[{"trips", "[", "h16", "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.788872364404305*^9, 3.788872371050558*^9}, { + 3.788872841876137*^9, 3.788872844514701*^9}, {3.788872966804853*^9, + 3.788872970771303*^9}}, + CellLabel->"In[31]:=",ExpressionUUID->"9b10b189-c544-4724-8561-4c620fd6d1c1"], + +Cell[CellGroupData[{ + +Cell[BoxData["t16"], "Input", + CellChangeTimes->{{3.788872857380686*^9, 3.788872857914742*^9}, { + 3.788872974140822*^9, 3.788872974426849*^9}}, + CellLabel->"In[32]:=",ExpressionUUID->"0c606820-8cbf-4357-98c7-3d47eeee5250"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{"32", ",", "96", ",", "96"}], "}"}], ",", + RowBox[{"{", + RowBox[{"32", ",", "80", ",", "96"}], "}"}], ",", + RowBox[{"{", + RowBox[{"32", ",", "96", ",", "108"}], "}"}], ",", + RowBox[{"{", + RowBox[{"80", ",", "96", ",", "96"}], "}"}], ",", + RowBox[{"{", + RowBox[{"96", ",", "96", ",", "144"}], "}"}], ",", + RowBox[{"{", + RowBox[{"96", ",", "96", ",", "144"}], "}"}], ",", + RowBox[{"{", + RowBox[{"80", ",", "80", ",", "96"}], "}"}], ",", + RowBox[{"{", + RowBox[{"96", ",", "108", ",", "144"}], "}"}], ",", + RowBox[{"{", + RowBox[{"80", ",", "108", ",", "144"}], "}"}], ",", + RowBox[{"{", + RowBox[{"80", ",", "144", ",", "144"}], "}"}]}], "}"}]], "Output", + CellChangeTimes->{ + 3.788872858215479*^9, {3.788872971893076*^9, 3.7888729747656507`*^9}, + 3.788877205803114*^9, 3.788878686630904*^9, 3.788878728230372*^9}, + CellLabel->"Out[32]=",ExpressionUUID->"8e92f783-59b5-4271-b76e-0be14d86cf5a"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Histogram3D", "[", + RowBox[{ + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"#", "[", + RowBox[{"[", "1", "]"}], "]"}], ",", + RowBox[{ + RowBox[{"#", "[", + RowBox[{"[", "3", "]"}], "]"}], "-", + RowBox[{"#", "[", + RowBox[{"[", "2", "]"}], "]"}]}]}], "}"}], "&"}], "/@", "t16"}], + "]"}]], "Input", + CellChangeTimes->{{3.7888725629804688`*^9, 3.788872661698986*^9}, { + 3.788872710755042*^9, 3.788872718594874*^9}, {3.7888727495551577`*^9, + 3.788872769475007*^9}, {3.788872849289425*^9, 3.788872849643098*^9}, { + 3.788872979845686*^9, 3.788872980067061*^9}}, + CellLabel->"In[37]:=",ExpressionUUID->"9f33b708-1325-44eb-91c7-01d2918d5a29"], + +Cell[BoxData[ + Graphics3DBox[ + {RGBColor[0.9045776, 0.6888327999999999, 0.31364080000000005`], EdgeForm[ + RGBColor[0.880722, 0.611041, 0.142051]], + StyleBox[{{}, + {RGBColor[0.9045776, 0.6888327999999999, 0.31364080000000005`], EdgeForm[ + RGBColor[0.880722, 0.611041, 0.142051]], + StyleBox[{ + TagBox[ + TooltipBox[ + TagBox[{{}, + TagBox[ + DynamicBox[{ + FEPrivate`If[ + CurrentValue["MouseOver"], + EdgeForm[{ + RGBColor[ + 0.6666666666666666, 0.6666666666666666, 0.6666666666666666], + AbsoluteThickness[1.5]}], {}, {}], + CuboidBox[{0., 0., 0.}, {100., 50., 3.}]}, + + ImageSizeCache->{{142.98853698915997`, + 294.4187192445361}, {-41.12281084357224, 107.30644567576701`}}], + "DelayedMouseEffectStyle"]}, + StatusArea[#, 3]& , + TagBoxNote->"3"], + StyleBox["3", {"Graphics3DLabel"}, StripOnInput -> False]], + Annotation[#, + Style[3, {"Graphics3DLabel"}], "Tooltip"]& ], + TagBox[ + TooltipBox[ + TagBox[{{}, + TagBox[ + DynamicBox[{ + FEPrivate`If[ + CurrentValue["MouseOver"], + EdgeForm[{ + RGBColor[ + 0.6666666666666666, 0.6666666666666666, 0.6666666666666666], + AbsoluteThickness[1.5]}], {}, {}], + CuboidBox[{100., 0., 0.}, {200., 50., 3.}]}, + + ImageSizeCache->{{175.32885286886767`, + 308.34238721985196`}, {-96.85748728429513, + 29.473655979572825`}}], + "DelayedMouseEffectStyle"]}, + StatusArea[#, 3]& , + TagBoxNote->"3"], + StyleBox["3", {"Graphics3DLabel"}, StripOnInput -> False]], + Annotation[#, + Style[3, {"Graphics3DLabel"}], "Tooltip"]& ], + TagBox[ + TooltipBox[ + TagBox[{{}, + TagBox[ + DynamicBox[{ + FEPrivate`If[ + CurrentValue["MouseOver"], + EdgeForm[{ + RGBColor[ + 0.6666666666666666, 0.6666666666666666, 0.6666666666666666], + AbsoluteThickness[1.5]}], {}, {}], + CuboidBox[{100., 50., 0.}, {200., 100., 4.}]}, + + ImageSizeCache->{{63.22808707834052, + 203.3315849478269}, {-125.94513943560698`, + 12.589895327617498`}}], + "DelayedMouseEffectStyle"]}, + StatusArea[#, 4]& , + TagBoxNote->"4"], + StyleBox["4", {"Graphics3DLabel"}, StripOnInput -> False]], + Annotation[#, + Style[4, {"Graphics3DLabel"}], "Tooltip"]& ]}, + FontColor->GrayLevel[0.4]]}, {}, {}}, + FontColor->GrayLevel[0.4]]}, + Axes->{True, True, True}, + AxesLabel->{None, None, None}, + BoxRatios->{1, 1, 0.4}, + FaceGridsStyle->Automatic, + ImageSize->{332.1646525651482, 269.2695772333675}, + ImageSizeRaw->Automatic, + Lighting->"Neutral", + Method->{"RotationControl" -> "Globe"}, + PlotRange->{{0., 200.}, {0., 100.}, {All, All}}, + PlotRangePadding->{{ + Scaled[0.02], + Scaled[0.02]}, { + Scaled[0.02], + Scaled[0.02]}, { + Scaled[0.02], + Scaled[0.1]}}, + Ticks->{Automatic, Automatic, Automatic}, + ViewPoint->{-2.7154629210529113`, -0.6834188835964468, 1.8997893972571287`}, + + ViewVertical->{0.5444605258639135, 0.13702805582923444`, + 0.827518004451656}]], "Output", + CellChangeTimes->{ + 3.788872589510006*^9, {3.788872622683339*^9, 3.788872655561832*^9}, + 3.788872770673568*^9, 3.788872849881432*^9, 3.788872980421423*^9}, + CellLabel->"Out[37]=",ExpressionUUID->"7c51e935-f33b-4c43-b5b9-38704d433bc0"] +}, Open ]], + +Cell[BoxData[ + RowBox[{ + RowBox[{"t24", "=", + RowBox[{"trips", "[", "h24", "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.788872364404305*^9, 3.788872371050558*^9}}, + CellLabel->"In[20]:=",ExpressionUUID->"e6c4bec9-9df7-4063-b8f5-4e4e699caf64"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Max", "[", + RowBox[{"Flatten", "[", "t24", "]"}], "]"}]], "Input", + CellChangeTimes->{{3.7888763226780663`*^9, 3.788876327636221*^9}, { + 3.788879093671372*^9, + 3.788879094605517*^9}},ExpressionUUID->"d535d75e-547b-41cf-a573-\ +720fb1b15bda"], + +Cell[BoxData["588"], "Output", + CellChangeTimes->{3.788876341969355*^9, 3.788876383603297*^9}, + CellLabel->"Out[21]=",ExpressionUUID->"625278fb-5b2b-4b56-9de5-06be227ff452"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + SuperscriptBox["24", "2"]], "Input", + CellChangeTimes->{{3.7888763467093773`*^9, 3.788876369678322*^9}}, + CellLabel->"In[22]:=",ExpressionUUID->"3bb70079-b6d8-47be-b281-4ea6e9291ebd"], + +Cell[BoxData["576"], "Output", + CellChangeTimes->{{3.788876349957469*^9, 3.7888763836965714`*^9}}, + CellLabel->"Out[22]=",ExpressionUUID->"5b57958a-2ac9-491b-993b-17a1e5c85e3c"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Max", "[", + RowBox[{ + RowBox[{ + RowBox[{ + RowBox[{"#", "[", + RowBox[{"[", "3", "]"}], "]"}], "-", + RowBox[{"#", "[", + RowBox[{"[", "2", "]"}], "]"}]}], "&"}], "/@", "t24"}], "]"}]], "Input",\ + + CellChangeTimes->{{3.788876428084436*^9, 3.7888764362124023`*^9}}, + CellLabel->"In[23]:=",ExpressionUUID->"a2dfacef-70ca-4216-9a7d-f51079771555"], + +Cell[BoxData["124"], "Output", + CellChangeTimes->{3.788876436397201*^9}, + CellLabel->"Out[23]=",ExpressionUUID->"c2be41a8-1223-4ce9-b4b9-1994d367324c"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Histogram3D", "[", + RowBox[{ + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"#", "[", + RowBox[{"[", "1", "]"}], "]"}], ",", + RowBox[{ + RowBox[{"#", "[", + RowBox[{"[", "3", "]"}], "]"}], "-", + RowBox[{"#", "[", + RowBox[{"[", "2", "]"}], "]"}]}]}], "}"}], "&"}], "/@", "t24"}], + "]"}]], "Input", + CellChangeTimes->{{3.7888725629804688`*^9, 3.788872661698986*^9}, { + 3.788872710755042*^9, 3.788872718594874*^9}, {3.7888727495551577`*^9, + 3.788872769475007*^9}}, + CellLabel->"In[24]:=",ExpressionUUID->"e09e0c93-4dd0-4175-9aac-446ec2d4a398"], + +Cell[BoxData[ + Graphics3DBox[ + {RGBColor[0.9045776, 0.6888327999999999, 0.31364080000000005`], EdgeForm[ + RGBColor[0.880722, 0.611041, 0.142051]], + StyleBox[{{}, + {RGBColor[0.9045776, 0.6888327999999999, 0.31364080000000005`], EdgeForm[ + RGBColor[0.880722, 0.611041, 0.142051]], + StyleBox[{{{}, CuboidBox[{40., 0., 0.}, {60., 5., 599.}]}, {{}, + CuboidBox[{40., 5., 0.}, {60., 10., 362.}]}, {{}, + CuboidBox[{40., 10., 0.}, {60., 15., 319.}]}, {{}, + CuboidBox[{40., 15., 0.}, {60., 20., 258.}]}, {{}, + CuboidBox[{40., 20., 0.}, {60., 25., 250.}]}, {{}, + CuboidBox[{40., 25., 0.}, {60., 30., 33.}]}, {{}, + CuboidBox[{40., 30., 0.}, {60., 35., 4.}]}, {{}, + CuboidBox[{40., 45., 0.}, {60., 50., 107.}]}, {{}, + CuboidBox[{60., 0., 0.}, {80., 5., 432.}]}, {{}, + CuboidBox[{60., 5., 0.}, {80., 10., 195.}]}, {{}, + CuboidBox[{60., 10., 0.}, {80., 15., 193.}]}, {{}, + CuboidBox[{60., 15., 0.}, {80., 20., 149.}]}, {{}, + CuboidBox[{60., 20., 0.}, {80., 25., 210.}]}, {{}, + CuboidBox[{60., 25., 0.}, {80., 30., 45.}]}, {{}, + CuboidBox[{60., 30., 0.}, {80., 35., 38.}]}, {{}, + CuboidBox[{60., 35., 0.}, {80., 40., 2.}]}, {{}, + CuboidBox[{60., 40., 0.}, {80., 45., 7.}]}, {{}, + CuboidBox[{60., 45., 0.}, {80., 50., 19.}]}, {{}, + CuboidBox[{60., 50., 0.}, {80., 55., 8.}]}, {{}, + CuboidBox[{60., 70., 0.}, {80., 75., 17.}]}, {{}, + CuboidBox[{80., 0., 0.}, {100., 5., 415.}]}, {{}, + CuboidBox[{80., 5., 0.}, {100., 10., 310.}]}, {{}, + CuboidBox[{80., 10., 0.}, {100., 15., 196.}]}, {{}, + CuboidBox[{80., 15., 0.}, {100., 20., 224.}]}, {{}, + CuboidBox[{80., 20., 0.}, {100., 25., 213.}]}, {{}, + CuboidBox[{80., 25., 0.}, {100., 30., 81.}]}, {{}, + CuboidBox[{80., 30., 0.}, {100., 35., 73.}]}, {{}, + CuboidBox[{80., 35., 0.}, {100., 40., 48.}]}, {{}, + CuboidBox[{80., 40., 0.}, {100., 45., 62.}]}, {{}, + CuboidBox[{80., 45., 0.}, {100., 50., 25.}]}, {{}, + CuboidBox[{80., 50., 0.}, {100., 55., 2.}]}, {{}, + CuboidBox[{80., 55., 0.}, {100., 60., 4.}]}, {{}, + CuboidBox[{80., 60., 0.}, {100., 65., 6.}]}, {{}, + CuboidBox[{80., 70., 0.}, {100., 75., 11.}]}, {{}, + CuboidBox[{120., 0., 0.}, {140., 5., 142.}]}, {{}, + CuboidBox[{120., 5., 0.}, {140., 10., 138.}]}, {{}, + CuboidBox[{120., 10., 0.}, {140., 15., 60.}]}, {{}, + CuboidBox[{120., 15., 0.}, {140., 20., 119.}]}, {{}, + CuboidBox[{120., 20., 0.}, {140., 25., 163.}]}, {{}, + CuboidBox[{120., 25., 0.}, {140., 30., 39.}]}, {{}, + CuboidBox[{120., 30., 0.}, {140., 35., 65.}]}, {{}, + CuboidBox[{120., 35., 0.}, {140., 40., 24.}]}, {{}, + CuboidBox[{120., 40., 0.}, {140., 45., 47.}]}, {{}, + CuboidBox[{120., 45., 0.}, {140., 50., 19.}]}, {{}, + CuboidBox[{120., 50., 0.}, {140., 55., 5.}]}, {{}, + CuboidBox[{120., 55., 0.}, {140., 60., 2.}]}, {{}, + CuboidBox[{120., 60., 0.}, {140., 65., 11.}]}, {{}, + CuboidBox[{120., 65., 0.}, {140., 70., 4.}]}, {{}, + CuboidBox[{120., 70., 0.}, {140., 75., 3.}]}, {{}, + CuboidBox[{120., 75., 0.}, {140., 80., 1.}]}, {{}, + CuboidBox[{120., 80., 0.}, {140., 85., 1.}]}, {{}, + CuboidBox[{120., 95., 0.}, {140., 100., 1.}]}, {{}, + CuboidBox[{140., 0., 0.}, {160., 5., 44.}]}, {{}, + CuboidBox[{140., 5., 0.}, {160., 10., 13.}]}, {{}, + CuboidBox[{140., 10., 0.}, {160., 15., 14.}]}, {{}, + CuboidBox[{140., 15., 0.}, {160., 20., 27.}]}, {{}, + CuboidBox[{140., 20., 0.}, {160., 25., 34.}]}, {{}, + CuboidBox[{140., 25., 0.}, {160., 30., 20.}]}, {{}, + CuboidBox[{140., 30., 0.}, {160., 35., 18.}]}, {{}, + CuboidBox[{140., 35., 0.}, {160., 40., 8.}]}, {{}, + CuboidBox[{140., 40., 0.}, {160., 45., 11.}]}, {{}, + CuboidBox[{140., 45., 0.}, {160., 50., 4.}]}, {{}, + CuboidBox[{140., 50., 0.}, {160., 55., 3.}]}, {{}, + CuboidBox[{140., 55., 0.}, {160., 60., 1.}]}, {{}, + CuboidBox[{140., 60., 0.}, {160., 65., 6.}]}, {{}, + CuboidBox[{140., 65., 0.}, {160., 70., 2.}]}, {{}, + CuboidBox[{140., 70., 0.}, {160., 75., 2.}]}, {{}, + CuboidBox[{140., 75., 0.}, {160., 80., 1.}]}, {{}, + CuboidBox[{140., 95., 0.}, {160., 100., 2.}]}, {{}, + CuboidBox[{140., 105., 0.}, {160., 110., 1.}]}, {{}, + CuboidBox[{160., 0., 0.}, {180., 5., 49.}]}, {{}, + CuboidBox[{160., 5., 0.}, {180., 10., 73.}]}, {{}, + CuboidBox[{160., 10., 0.}, {180., 15., 52.}]}, {{}, + CuboidBox[{160., 15., 0.}, {180., 20., 45.}]}, {{}, + CuboidBox[{160., 20., 0.}, {180., 25., 81.}]}, {{}, + CuboidBox[{160., 25., 0.}, {180., 30., 31.}]}, {{}, + CuboidBox[{160., 30., 0.}, {180., 35., 33.}]}, {{}, + CuboidBox[{160., 35., 0.}, {180., 40., 36.}]}, {{}, + CuboidBox[{160., 40., 0.}, {180., 45., 31.}]}, {{}, + CuboidBox[{160., 45., 0.}, {180., 50., 9.}]}, {{}, + CuboidBox[{160., 50., 0.}, {180., 55., 9.}]}, {{}, + CuboidBox[{160., 55., 0.}, {180., 60., 1.}]}, {{}, + CuboidBox[{160., 60., 0.}, {180., 65., 9.}]}, {{}, + CuboidBox[{160., 65., 0.}, {180., 70., 2.}]}, {{}, + CuboidBox[{160., 70., 0.}, {180., 75., 1.}]}, {{}, + CuboidBox[{160., 75., 0.}, {180., 80., 4.}]}, {{}, + CuboidBox[{160., 80., 0.}, {180., 85., 2.}]}, {{}, + CuboidBox[{160., 90., 0.}, {180., 95., 1.}]}, {{}, + CuboidBox[{160., 95., 0.}, {180., 100., 2.}]}, {{}, + CuboidBox[{160., 105., 0.}, {180., 110., 2.}]}, {{}, + CuboidBox[{180., 0., 0.}, {200., 5., 116.}]}, {{}, + CuboidBox[{180., 5., 0.}, {200., 10., 88.}]}, {{}, + CuboidBox[{180., 10., 0.}, {200., 15., 67.}]}, {{}, + CuboidBox[{180., 15., 0.}, {200., 20., 71.}]}, {{}, + CuboidBox[{180., 20., 0.}, {200., 25., 87.}]}, {{}, + CuboidBox[{180., 25., 0.}, {200., 30., 38.}]}, {{}, + CuboidBox[{180., 30., 0.}, {200., 35., 65.}]}, {{}, + CuboidBox[{180., 35., 0.}, {200., 40., 34.}]}, {{}, + CuboidBox[{180., 40., 0.}, {200., 45., 58.}]}, {{}, + CuboidBox[{180., 45., 0.}, {200., 50., 14.}]}, {{}, + CuboidBox[{180., 50., 0.}, {200., 55., 17.}]}, {{}, + CuboidBox[{180., 55., 0.}, {200., 60., 8.}]}, {{}, + CuboidBox[{180., 60., 0.}, {200., 65., 18.}]}, {{}, + CuboidBox[{180., 65., 0.}, {200., 70., 1.}]}, {{}, + CuboidBox[{180., 70., 0.}, {200., 75., 2.}]}, {{}, + CuboidBox[{180., 75., 0.}, {200., 80., 6.}]}, {{}, + CuboidBox[{180., 80., 0.}, {200., 85., 2.}]}, {{}, + CuboidBox[{180., 85., 0.}, {200., 90., 3.}]}, {{}, + CuboidBox[{200., 0., 0.}, {220., 5., 36.}]}, {{}, + CuboidBox[{200., 5., 0.}, {220., 10., 38.}]}, {{}, + CuboidBox[{200., 10., 0.}, {220., 15., 20.}]}, {{}, + CuboidBox[{200., 15., 0.}, {220., 20., 52.}]}, {{}, + CuboidBox[{200., 20., 0.}, {220., 25., 57.}]}, {{}, + CuboidBox[{200., 25., 0.}, {220., 30., 32.}]}, {{}, + CuboidBox[{200., 30., 0.}, {220., 35., 17.}]}, {{}, + CuboidBox[{200., 35., 0.}, {220., 40., 18.}]}, {{}, + CuboidBox[{200., 40., 0.}, {220., 45., 23.}]}, {{}, + CuboidBox[{200., 45., 0.}, {220., 50., 8.}]}, {{}, + CuboidBox[{200., 50., 0.}, {220., 55., 6.}]}, {{}, + CuboidBox[{200., 55., 0.}, {220., 60., 2.}]}, {{}, + CuboidBox[{200., 60., 0.}, {220., 65., 1.}]}, {{}, + CuboidBox[{220., 0., 0.}, {240., 5., 67.}]}, {{}, + CuboidBox[{220., 5., 0.}, {240., 10., 40.}]}, {{}, + CuboidBox[{220., 10., 0.}, {240., 15., 34.}]}, {{}, + CuboidBox[{220., 15., 0.}, {240., 20., 52.}]}, {{}, + CuboidBox[{220., 20., 0.}, {240., 25., 92.}]}, {{}, + CuboidBox[{220., 25., 0.}, {240., 30., 40.}]}, {{}, + CuboidBox[{220., 30., 0.}, {240., 35., 29.}]}, {{}, + CuboidBox[{220., 35., 0.}, {240., 40., 46.}]}, {{}, + CuboidBox[{220., 40., 0.}, {240., 45., 49.}]}, {{}, + CuboidBox[{220., 45., 0.}, {240., 50., 14.}]}, {{}, + CuboidBox[{220., 50., 0.}, {240., 55., 14.}]}, {{}, + CuboidBox[{220., 55., 0.}, {240., 60., 6.}]}, {{}, + CuboidBox[{220., 60., 0.}, {240., 65., 14.}]}, {{}, + CuboidBox[{220., 65., 0.}, {240., 70., 8.}]}, {{}, + CuboidBox[{220., 70., 0.}, {240., 75., 5.}]}, {{}, + CuboidBox[{220., 75., 0.}, {240., 80., 7.}]}, {{}, + CuboidBox[{220., 80., 0.}, {240., 85., 8.}]}, {{}, + CuboidBox[{220., 85., 0.}, {240., 90., 7.}]}, {{}, + CuboidBox[{220., 90., 0.}, {240., 95., 5.}]}, {{}, + CuboidBox[{220., 95., 0.}, {240., 100., 1.}]}, {{}, + CuboidBox[{220., 100., 0.}, {240., 105., 4.}]}, {{}, + CuboidBox[{240., 0., 0.}, {260., 5., 303.}]}, {{}, + CuboidBox[{240., 5., 0.}, {260., 10., 169.}]}, {{}, + CuboidBox[{240., 10., 0.}, {260., 15., 176.}]}, {{}, + CuboidBox[{240., 15., 0.}, {260., 20., 115.}]}, {{}, + CuboidBox[{240., 20., 0.}, {260., 25., 225.}]}, {{}, + CuboidBox[{240., 25., 0.}, {260., 30., 92.}]}, {{}, + CuboidBox[{240., 30., 0.}, {260., 35., 73.}]}, {{}, + CuboidBox[{240., 35., 0.}, {260., 40., 70.}]}, {{}, + CuboidBox[{240., 40., 0.}, {260., 45., 80.}]}, {{}, + CuboidBox[{240., 45., 0.}, {260., 50., 28.}]}, {{}, + CuboidBox[{240., 50., 0.}, {260., 55., 37.}]}, {{}, + CuboidBox[{240., 55., 0.}, {260., 60., 19.}]}, {{}, + CuboidBox[{240., 60., 0.}, {260., 65., 43.}]}, {{}, + CuboidBox[{240., 65., 0.}, {260., 70., 24.}]}, {{}, + CuboidBox[{240., 70., 0.}, {260., 75., 10.}]}, {{}, + CuboidBox[{240., 75., 0.}, {260., 80., 13.}]}, {{}, + CuboidBox[{240., 80., 0.}, {260., 85., 18.}]}, {{}, + CuboidBox[{240., 85., 0.}, {260., 90., 7.}]}, {{}, + CuboidBox[{240., 90., 0.}, {260., 95., 15.}]}, {{}, + CuboidBox[{240., 95., 0.}, {260., 100., 4.}]}, {{}, + CuboidBox[{240., 100., 0.}, {260., 105., 2.}]}, {{}, + CuboidBox[{240., 105., 0.}, {260., 110., 5.}]}, {{}, + CuboidBox[{240., 120., 0.}, {260., 125., 2.}]}, {{}, + CuboidBox[{260., 0., 0.}, {280., 5., 137.}]}, {{}, + CuboidBox[{260., 5., 0.}, {280., 10., 90.}]}, {{}, + CuboidBox[{260., 10., 0.}, {280., 15., 85.}]}, {{}, + CuboidBox[{260., 15., 0.}, {280., 20., 74.}]}, {{}, + CuboidBox[{260., 20., 0.}, {280., 25., 142.}]}, {{}, + CuboidBox[{260., 25., 0.}, {280., 30., 41.}]}, {{}, + CuboidBox[{260., 30., 0.}, {280., 35., 39.}]}, {{}, + CuboidBox[{260., 35., 0.}, {280., 40., 42.}]}, {{}, + CuboidBox[{260., 40., 0.}, {280., 45., 54.}]}, {{}, + CuboidBox[{260., 45., 0.}, {280., 50., 22.}]}, {{}, + CuboidBox[{260., 50., 0.}, {280., 55., 29.}]}, {{}, + CuboidBox[{260., 55., 0.}, {280., 60., 16.}]}, {{}, + CuboidBox[{260., 60., 0.}, {280., 65., 31.}]}, {{}, + CuboidBox[{260., 65., 0.}, {280., 70., 15.}]}, {{}, + CuboidBox[{260., 70., 0.}, {280., 75., 10.}]}, {{}, + CuboidBox[{260., 75., 0.}, {280., 80., 6.}]}, {{}, + CuboidBox[{260., 80., 0.}, {280., 85., 12.}]}, {{}, + CuboidBox[{260., 85., 0.}, {280., 90., 2.}]}, {{}, + CuboidBox[{260., 90., 0.}, {280., 95., 4.}]}, {{}, + CuboidBox[{260., 95., 0.}, {280., 100., 2.}]}, {{}, + CuboidBox[{260., 105., 0.}, {280., 110., 2.}]}, {{}, + CuboidBox[{280., 0., 0.}, {300., 5., 72.}]}, {{}, + CuboidBox[{280., 5., 0.}, {300., 10., 58.}]}, {{}, + CuboidBox[{280., 10., 0.}, {300., 15., 38.}]}, {{}, + CuboidBox[{280., 15., 0.}, {300., 20., 39.}]}, {{}, + CuboidBox[{280., 20., 0.}, {300., 25., 71.}]}, {{}, + CuboidBox[{280., 25., 0.}, {300., 30., 42.}]}, {{}, + CuboidBox[{280., 30., 0.}, {300., 35., 21.}]}, {{}, + CuboidBox[{280., 35., 0.}, {300., 40., 26.}]}, {{}, + CuboidBox[{280., 40., 0.}, {300., 45., 28.}]}, {{}, + CuboidBox[{280., 45., 0.}, {300., 50., 14.}]}, {{}, + CuboidBox[{280., 50., 0.}, {300., 55., 11.}]}, {{}, + CuboidBox[{280., 60., 0.}, {300., 65., 29.}]}, {{}, + CuboidBox[{280., 65., 0.}, {300., 70., 7.}]}, {{}, + CuboidBox[{280., 70., 0.}, {300., 75., 6.}]}, {{}, + CuboidBox[{280., 75., 0.}, {300., 80., 3.}]}, {{}, + CuboidBox[{280., 80., 0.}, {300., 85., 8.}]}, {{}, + CuboidBox[{280., 85., 0.}, {300., 90., 2.}]}, {{}, + CuboidBox[{280., 90., 0.}, {300., 95., 1.}]}, {{}, + CuboidBox[{280., 95., 0.}, {300., 100., 3.}]}, {{}, + CuboidBox[{280., 105., 0.}, {300., 110., 1.}]}, {{}, + CuboidBox[{300., 0., 0.}, {320., 5., 82.}]}, {{}, + CuboidBox[{300., 5., 0.}, {320., 10., 47.}]}, {{}, + CuboidBox[{300., 10., 0.}, {320., 15., 41.}]}, {{}, + CuboidBox[{300., 15., 0.}, {320., 20., 38.}]}, {{}, + CuboidBox[{300., 20., 0.}, {320., 25., 64.}]}, {{}, + CuboidBox[{300., 25., 0.}, {320., 30., 27.}]}, {{}, + CuboidBox[{300., 30., 0.}, {320., 35., 29.}]}, {{}, + CuboidBox[{300., 35., 0.}, {320., 40., 33.}]}, {{}, + CuboidBox[{300., 40., 0.}, {320., 45., 37.}]}, {{}, + CuboidBox[{300., 45., 0.}, {320., 50., 24.}]}, {{}, + CuboidBox[{300., 50., 0.}, {320., 55., 21.}]}, {{}, + CuboidBox[{300., 55., 0.}, {320., 60., 15.}]}, {{}, + CuboidBox[{300., 60., 0.}, {320., 65., 26.}]}, {{}, + CuboidBox[{300., 65., 0.}, {320., 70., 12.}]}, {{}, + CuboidBox[{300., 70., 0.}, {320., 75., 14.}]}, {{}, + CuboidBox[{300., 75., 0.}, {320., 80., 7.}]}, {{}, + CuboidBox[{300., 80., 0.}, {320., 85., 6.}]}, {{}, + CuboidBox[{300., 85., 0.}, {320., 90., 3.}]}, {{}, + CuboidBox[{300., 90., 0.}, {320., 95., 1.}]}, {{}, + CuboidBox[{300., 95., 0.}, {320., 100., 2.}]}, {{}, + CuboidBox[{300., 100., 0.}, {320., 105., 2.}]}, {{}, + CuboidBox[{300., 105., 0.}, {320., 110., 1.}]}, {{}, + CuboidBox[{320., 0., 0.}, {340., 5., 43.}]}, {{}, + CuboidBox[{320., 5., 0.}, {340., 10., 28.}]}, {{}, + CuboidBox[{320., 10., 0.}, {340., 15., 27.}]}, {{}, + CuboidBox[{320., 15., 0.}, {340., 20., 11.}]}, {{}, + CuboidBox[{320., 20., 0.}, {340., 25., 43.}]}, {{}, + CuboidBox[{320., 25., 0.}, {340., 30., 21.}]}, {{}, + CuboidBox[{320., 30., 0.}, {340., 35., 11.}]}, {{}, + CuboidBox[{320., 35., 0.}, {340., 40., 12.}]}, {{}, + CuboidBox[{320., 40., 0.}, {340., 45., 40.}]}, {{}, + CuboidBox[{320., 45., 0.}, {340., 50., 10.}]}, {{}, + CuboidBox[{320., 50., 0.}, {340., 55., 7.}]}, {{}, + CuboidBox[{320., 55., 0.}, {340., 60., 11.}]}, {{}, + CuboidBox[{320., 60., 0.}, {340., 65., 7.}]}, {{}, + CuboidBox[{320., 65., 0.}, {340., 70., 4.}]}, {{}, + CuboidBox[{320., 70., 0.}, {340., 75., 1.}]}, {{}, + CuboidBox[{320., 75., 0.}, {340., 80., 2.}]}, {{}, + CuboidBox[{320., 80., 0.}, {340., 85., 10.}]}, {{}, + CuboidBox[{320., 95., 0.}, {340., 100., 1.}]}, {{}, + CuboidBox[{320., 100., 0.}, {340., 105., 2.}]}, {{}, + CuboidBox[{340., 0., 0.}, {360., 5., 15.}]}, {{}, + CuboidBox[{340., 5., 0.}, {360., 10., 5.}]}, {{}, + CuboidBox[{340., 10., 0.}, {360., 15., 12.}]}, {{}, + CuboidBox[{340., 15., 0.}, {360., 20., 4.}]}, {{}, + CuboidBox[{340., 20., 0.}, {360., 25., 19.}]}, {{}, + CuboidBox[{340., 25., 0.}, {360., 30., 9.}]}, {{}, + CuboidBox[{340., 30., 0.}, {360., 35., 16.}]}, {{}, + CuboidBox[{340., 35., 0.}, {360., 40., 9.}]}, {{}, + CuboidBox[{340., 40., 0.}, {360., 45., 37.}]}, {{}, + CuboidBox[{340., 45., 0.}, {360., 50., 8.}]}, {{}, + CuboidBox[{340., 50., 0.}, {360., 55., 12.}]}, {{}, + CuboidBox[{340., 55., 0.}, {360., 60., 8.}]}, {{}, + CuboidBox[{340., 60., 0.}, {360., 65., 12.}]}, {{}, + CuboidBox[{340., 65., 0.}, {360., 70., 2.}]}, {{}, + CuboidBox[{340., 70., 0.}, {360., 75., 2.}]}, {{}, + CuboidBox[{340., 75., 0.}, {360., 80., 1.}]}, {{}, + CuboidBox[{340., 80., 0.}, {360., 85., 1.}]}, {{}, + CuboidBox[{360., 0., 0.}, {380., 5., 82.}]}, {{}, + CuboidBox[{360., 5., 0.}, {380., 10., 57.}]}, {{}, + CuboidBox[{360., 10., 0.}, {380., 15., 54.}]}, {{}, + CuboidBox[{360., 15., 0.}, {380., 20., 57.}]}, {{}, + CuboidBox[{360., 20., 0.}, {380., 25., 124.}]}, {{}, + CuboidBox[{360., 25., 0.}, {380., 30., 56.}]}, {{}, + CuboidBox[{360., 30., 0.}, {380., 35., 57.}]}, {{}, + CuboidBox[{360., 35., 0.}, {380., 40., 54.}]}, {{}, + CuboidBox[{360., 40., 0.}, {380., 45., 84.}]}, {{}, + CuboidBox[{360., 45., 0.}, {380., 50., 32.}]}, {{}, + CuboidBox[{360., 50., 0.}, {380., 55., 35.}]}, {{}, + CuboidBox[{360., 55., 0.}, {380., 60., 27.}]}, {{}, + CuboidBox[{360., 60., 0.}, {380., 65., 43.}]}, {{}, + CuboidBox[{360., 65., 0.}, {380., 70., 7.}]}, {{}, + CuboidBox[{360., 70., 0.}, {380., 75., 8.}]}, {{}, + CuboidBox[{360., 75., 0.}, {380., 80., 12.}]}, {{}, + CuboidBox[{360., 80., 0.}, {380., 85., 21.}]}, {{}, + CuboidBox[{360., 85., 0.}, {380., 90., 5.}]}, {{}, + CuboidBox[{360., 90., 0.}, {380., 95., 3.}]}, {{}, + CuboidBox[{360., 95., 0.}, {380., 100., 1.}]}, {{}, + CuboidBox[{360., 100., 0.}, {380., 105., 1.}]}, {{}, + CuboidBox[{380., 0., 0.}, {400., 5., 238.}]}, {{}, + CuboidBox[{380., 5., 0.}, {400., 10., 175.}]}, {{}, + CuboidBox[{380., 10., 0.}, {400., 15., 147.}]}, {{}, + CuboidBox[{380., 15., 0.}, {400., 20., 160.}]}, {{}, + CuboidBox[{380., 20., 0.}, {400., 25., 319.}]}, {{}, + CuboidBox[{380., 25., 0.}, {400., 30., 144.}]}, {{}, + CuboidBox[{380., 30., 0.}, {400., 35., 108.}]}, {{}, + CuboidBox[{380., 35., 0.}, {400., 40., 115.}]}, {{}, + CuboidBox[{380., 40., 0.}, {400., 45., 193.}]}, {{}, + CuboidBox[{380., 45., 0.}, {400., 50., 106.}]}, {{}, + CuboidBox[{380., 50., 0.}, {400., 55., 60.}]}, {{}, + CuboidBox[{380., 55., 0.}, {400., 60., 74.}]}, {{}, + CuboidBox[{380., 60., 0.}, {400., 65., 106.}]}, {{}, + CuboidBox[{380., 65., 0.}, {400., 70., 31.}]}, {{}, + CuboidBox[{380., 70., 0.}, {400., 75., 36.}]}, {{}, + CuboidBox[{380., 75., 0.}, {400., 80., 31.}]}, {{}, + CuboidBox[{380., 80., 0.}, {400., 85., 39.}]}, {{}, + CuboidBox[{380., 85., 0.}, {400., 90., 15.}]}, {{}, + CuboidBox[{380., 90., 0.}, {400., 95., 10.}]}, {{}, + CuboidBox[{380., 95., 0.}, {400., 100., 4.}]}, {{}, + CuboidBox[{380., 100., 0.}, {400., 105., 14.}]}, {{}, + CuboidBox[{380., 105., 0.}, {400., 110., 2.}]}, {{}, + CuboidBox[{380., 110., 0.}, {400., 115., 2.}]}, {{}, + CuboidBox[{400., 0., 0.}, {420., 5., 559.}]}, {{}, + CuboidBox[{400., 5., 0.}, {420., 10., 340.}]}, {{}, + CuboidBox[{400., 10., 0.}, {420., 15., 343.}]}, {{}, + CuboidBox[{400., 15., 0.}, {420., 20., 331.}]}, {{}, + CuboidBox[{400., 20., 0.}, {420., 25., 635.}]}, {{}, + CuboidBox[{400., 25., 0.}, {420., 30., 299.}]}, {{}, + CuboidBox[{400., 30., 0.}, {420., 35., 300.}]}, {{}, + CuboidBox[{400., 35., 0.}, {420., 40., 226.}]}, {{}, + CuboidBox[{400., 40., 0.}, {420., 45., 415.}]}, {{}, + CuboidBox[{400., 45., 0.}, {420., 50., 180.}]}, {{}, + CuboidBox[{400., 50., 0.}, {420., 55., 173.}]}, {{}, + CuboidBox[{400., 55., 0.}, {420., 60., 146.}]}, {{}, + CuboidBox[{400., 60., 0.}, {420., 65., 239.}]}, {{}, + CuboidBox[{400., 65., 0.}, {420., 70., 67.}]}, {{}, + CuboidBox[{400., 70., 0.}, {420., 75., 67.}]}, {{}, + CuboidBox[{400., 75., 0.}, {420., 80., 63.}]}, {{}, + CuboidBox[{400., 80., 0.}, {420., 85., 64.}]}, {{}, + CuboidBox[{400., 85., 0.}, {420., 90., 28.}]}, {{}, + CuboidBox[{400., 90., 0.}, {420., 95., 11.}]}, {{}, + CuboidBox[{400., 95., 0.}, {420., 100., 6.}]}, {{}, + CuboidBox[{400., 100., 0.}, {420., 105., 6.}]}, {{}, + CuboidBox[{400., 105., 0.}, {420., 110., 2.}]}, {{}, + CuboidBox[{420., 0., 0.}, {440., 5., 605.}]}, {{}, + CuboidBox[{420., 5., 0.}, {440., 10., 419.}]}, {{}, + CuboidBox[{420., 10., 0.}, {440., 15., 426.}]}, {{}, + CuboidBox[{420., 15., 0.}, {440., 20., 420.}]}, {{}, + CuboidBox[{420., 20., 0.}, {440., 25., 763.}]}, {{}, + CuboidBox[{420., 25., 0.}, {440., 30., 334.}]}, {{}, + CuboidBox[{420., 30., 0.}, {440., 35., 319.}]}, {{}, + CuboidBox[{420., 35., 0.}, {440., 40., 346.}]}, {{}, + CuboidBox[{420., 40., 0.}, {440., 45., 569.}]}, {{}, + CuboidBox[{420., 45., 0.}, {440., 50., 232.}]}, {{}, + CuboidBox[{420., 50., 0.}, {440., 55., 230.}]}, {{}, + CuboidBox[{420., 55., 0.}, {440., 60., 188.}]}, {{}, + CuboidBox[{420., 60., 0.}, {440., 65., 321.}]}, {{}, + CuboidBox[{420., 65., 0.}, {440., 70., 122.}]}, {{}, + CuboidBox[{420., 70., 0.}, {440., 75., 67.}]}, {{}, + CuboidBox[{420., 75., 0.}, {440., 80., 96.}]}, {{}, + CuboidBox[{420., 80., 0.}, {440., 85., 90.}]}, {{}, + CuboidBox[{420., 85., 0.}, {440., 90., 18.}]}, {{}, + CuboidBox[{420., 90., 0.}, {440., 95., 13.}]}, {{}, + CuboidBox[{420., 95., 0.}, {440., 100., 6.}]}, {{}, + CuboidBox[{420., 100., 0.}, {440., 105., 7.}]}, {{}, + CuboidBox[{440., 0., 0.}, {460., 5., 474.}]}, {{}, + CuboidBox[{440., 5., 0.}, {460., 10., 313.}]}, {{}, + CuboidBox[{440., 10., 0.}, {460., 15., 316.}]}, {{}, + CuboidBox[{440., 15., 0.}, {460., 20., 346.}]}, {{}, + CuboidBox[{440., 20., 0.}, {460., 25., 630.}]}, {{}, + CuboidBox[{440., 25., 0.}, {460., 30., 287.}]}, {{}, + CuboidBox[{440., 30., 0.}, {460., 35., 292.}]}, {{}, + CuboidBox[{440., 35., 0.}, {460., 40., 244.}]}, {{}, + CuboidBox[{440., 40., 0.}, {460., 45., 425.}]}, {{}, + CuboidBox[{440., 45., 0.}, {460., 50., 184.}]}, {{}, + CuboidBox[{440., 50., 0.}, {460., 55., 148.}]}, {{}, + CuboidBox[{440., 55., 0.}, {460., 60., 119.}]}, {{}, + CuboidBox[{440., 60., 0.}, {460., 65., 176.}]}, {{}, + CuboidBox[{440., 65., 0.}, {460., 70., 87.}]}, {{}, + CuboidBox[{440., 70., 0.}, {460., 75., 53.}]}, {{}, + CuboidBox[{440., 75., 0.}, {460., 80., 35.}]}, {{}, + CuboidBox[{440., 80., 0.}, {460., 85., 52.}]}, {{}, + CuboidBox[{440., 85., 0.}, {460., 90., 13.}]}, {{}, + CuboidBox[{440., 90., 0.}, {460., 95., 16.}]}, {{}, + CuboidBox[{440., 95., 0.}, {460., 100., 7.}]}, {{}, + CuboidBox[{440., 100., 0.}, {460., 105., 8.}]}, {{}, + CuboidBox[{440., 105., 0.}, {460., 110., 2.}]}, {{}, + CuboidBox[{440., 110., 0.}, {460., 115., 1.}]}, {{}, + CuboidBox[{440., 115., 0.}, {460., 120., 1.}]}, {{}, + CuboidBox[{460., 0., 0.}, {480., 5., 462.}]}, {{}, + CuboidBox[{460., 5., 0.}, {480., 10., 261.}]}, {{}, + CuboidBox[{460., 10., 0.}, {480., 15., 321.}]}, {{}, + CuboidBox[{460., 15., 0.}, {480., 20., 258.}]}, {{}, + CuboidBox[{460., 20., 0.}, {480., 25., 451.}]}, {{}, + CuboidBox[{460., 25., 0.}, {480., 30., 189.}]}, {{}, + CuboidBox[{460., 30., 0.}, {480., 35., 151.}]}, {{}, + CuboidBox[{460., 35., 0.}, {480., 40., 161.}]}, {{}, + CuboidBox[{460., 40., 0.}, {480., 45., 196.}]}, {{}, + CuboidBox[{460., 45., 0.}, {480., 50., 89.}]}, {{}, + CuboidBox[{460., 50., 0.}, {480., 55., 64.}]}, {{}, + CuboidBox[{460., 55., 0.}, {480., 60., 60.}]}, {{}, + CuboidBox[{460., 60., 0.}, {480., 65., 61.}]}, {{}, + CuboidBox[{460., 65., 0.}, {480., 70., 22.}]}, {{}, + CuboidBox[{460., 70., 0.}, {480., 75., 21.}]}, {{}, + CuboidBox[{460., 75., 0.}, {480., 80., 22.}]}, {{}, + CuboidBox[{460., 80., 0.}, {480., 85., 24.}]}, {{}, + CuboidBox[{460., 85., 0.}, {480., 90., 14.}]}, {{}, + CuboidBox[{460., 90., 0.}, {480., 95., 9.}]}, {{}, + CuboidBox[{460., 95., 0.}, {480., 100., 2.}]}, {{}, + CuboidBox[{460., 100., 0.}, {480., 105., 7.}]}, {{}, + CuboidBox[{460., 105., 0.}, {480., 110., 7.}]}, {{}, + CuboidBox[{460., 110., 0.}, {480., 115., 3.}]}, {{}, + CuboidBox[{460., 115., 0.}, {480., 120., 1.}]}, {{}, + CuboidBox[{480., 0., 0.}, {500., 5., 333.}]}, {{}, + CuboidBox[{480., 5., 0.}, {500., 10., 165.}]}, {{}, + CuboidBox[{480., 10., 0.}, {500., 15., 181.}]}, {{}, + CuboidBox[{480., 15., 0.}, {500., 20., 168.}]}, {{}, + CuboidBox[{480., 20., 0.}, {500., 25., 246.}]}, {{}, + CuboidBox[{480., 25., 0.}, {500., 30., 111.}]}, {{}, + CuboidBox[{480., 30., 0.}, {500., 35., 75.}]}, {{}, + CuboidBox[{480., 35., 0.}, {500., 40., 86.}]}, {{}, + CuboidBox[{480., 40., 0.}, {500., 45., 102.}]}, {{}, + CuboidBox[{480., 45., 0.}, {500., 50., 45.}]}, {{}, + CuboidBox[{480., 50., 0.}, {500., 55., 27.}]}, {{}, + CuboidBox[{480., 55., 0.}, {500., 60., 38.}]}, {{}, + CuboidBox[{480., 60., 0.}, {500., 65., 36.}]}, {{}, + CuboidBox[{480., 65., 0.}, {500., 70., 11.}]}, {{}, + CuboidBox[{480., 70., 0.}, {500., 75., 9.}]}, {{}, + CuboidBox[{480., 75., 0.}, {500., 80., 7.}]}, {{}, + CuboidBox[{480., 80., 0.}, {500., 85., 4.}]}, {{}, + CuboidBox[{480., 90., 0.}, {500., 95., 1.}]}, {{}, + CuboidBox[{480., 95., 0.}, {500., 100., 2.}]}, {{}, + CuboidBox[{480., 100., 0.}, {500., 105., 1.}]}, {{}, + CuboidBox[{500., 0., 0.}, {520., 5., 71.}]}, {{}, + CuboidBox[{500., 5., 0.}, {520., 10., 58.}]}, {{}, + CuboidBox[{500., 10., 0.}, {520., 15., 48.}]}, {{}, + CuboidBox[{500., 15., 0.}, {520., 20., 52.}]}, {{}, + CuboidBox[{500., 20., 0.}, {520., 25., 99.}]}, {{}, + CuboidBox[{500., 25., 0.}, {520., 30., 29.}]}, {{}, + CuboidBox[{500., 30., 0.}, {520., 35., 26.}]}, {{}, + CuboidBox[{500., 35., 0.}, {520., 40., 19.}]}, {{}, + CuboidBox[{500., 40., 0.}, {520., 45., 44.}]}, {{}, + CuboidBox[{500., 45., 0.}, {520., 50., 12.}]}, {{}, + CuboidBox[{500., 50., 0.}, {520., 55., 5.}]}, {{}, + CuboidBox[{500., 55., 0.}, {520., 60., 3.}]}, {{}, + CuboidBox[{500., 60., 0.}, {520., 65., 2.}]}, {{}, + CuboidBox[{520., 0., 0.}, {540., 5., 30.}]}, {{}, + CuboidBox[{520., 5., 0.}, {540., 10., 12.}]}, {{}, + CuboidBox[{520., 10., 0.}, {540., 15., 16.}]}, {{}, + CuboidBox[{520., 15., 0.}, {540., 20., 13.}]}, {{}, + CuboidBox[{520., 20., 0.}, {540., 25., 22.}]}, {{}, + CuboidBox[{520., 25., 0.}, {540., 30., 7.}]}, {{}, + CuboidBox[{520., 30., 0.}, {540., 35., 5.}]}, {{}, + CuboidBox[{520., 35., 0.}, {540., 40., 1.}]}, {{}, + CuboidBox[{520., 40., 0.}, {540., 45., 4.}]}, {{}, + CuboidBox[{540., 0., 0.}, {560., 5., 6.}]}, {{}, + CuboidBox[{540., 5., 0.}, {560., 10., 2.}]}, {{}, + CuboidBox[{540., 10., 0.}, {560., 15., 4.}]}, {{}, + CuboidBox[{540., 15., 0.}, {560., 20., 3.}]}, {{}, + CuboidBox[{540., 20., 0.}, {560., 25., 1.}]}, {{}, + CuboidBox[{540., 35., 0.}, {560., 40., 1.}]}}, + FontColor->GrayLevel[0.4]]}, {}, {}}, + FontColor->GrayLevel[0.4]]}, + Axes->{True, True, True}, + AxesLabel->{None, None, None}, + BoxRatios->{1, 1, 0.4}, + FaceGridsStyle->Automatic, + ImageSize->{358.76415026743166`, 154.64638230237722`}, + ImageSizeRaw->Automatic, + Lighting->"Neutral", + Method->{"RotationControl" -> "Globe"}, + PlotRange->{{40., 560.}, {0., 125.}, {All, All}}, + PlotRangePadding->{{ + Scaled[0.02], + Scaled[0.02]}, { + Scaled[0.02], + Scaled[0.02]}, { + Scaled[0.02], + Scaled[0.1]}}, + Ticks->{Automatic, Automatic, Automatic}, + ViewPoint->{-0.1333868246584575, -3.3615726516945177`, 0.36336931954570306`}, + ViewVertical->{0.004257692734823391, 0.10730102836881077`, + 0.9942174618078138}]], "Output", + CellChangeTimes->{ + 3.788872589510006*^9, {3.788872622683339*^9, 3.788872655561832*^9}, + 3.788872770673568*^9, 3.788876448131301*^9}, + CellLabel->"Out[24]=",ExpressionUUID->"c7549c9d-d357-403b-8d97-0006c1100283"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"t28", "=", + RowBox[{"trips", "[", "h28", "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.7888724166519527`*^9, 3.788872463269107*^9}, { + 3.7888726490538597`*^9, 3.788872651850906*^9}, {3.788873188565774*^9, + 3.7888731927390623`*^9}}, + CellLabel->"In[5]:=",ExpressionUUID->"15d0549a-9b0b-40ea-a937-d10db89ba0b1"], + +Cell[BoxData[ + RowBox[{"{", + RowBox[{"96", ",", "96", ",", "144"}], "}"}]], "Output", + CellChangeTimes->{{3.788872417896955*^9, 3.788872463514378*^9}, { + 3.788872649277294*^9, 3.788872652059189*^9}}, + CellLabel->"Out[26]=",ExpressionUUID->"2959da16-f0f6-4edd-9eb7-ce29d0d08498"] +}, Open ]], + +Cell[BoxData[" "], "Input", + CellChangeTimes->{{3.788872522844194*^9, + 3.788872546778841*^9}},ExpressionUUID->"0ae3e478-7497-4ada-9524-\ +32d3ccfb9b63"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + SuperscriptBox["24", "2"]], "Input", + CellChangeTimes->{{3.788876116477413*^9, 3.788876150084257*^9}}, + CellLabel->"In[12]:=",ExpressionUUID->"6d820706-bea8-4c6d-907d-79c477eb2b56"], + +Cell[BoxData["576"], "Output", + CellChangeTimes->{{3.7888761174599047`*^9, 3.788876150269104*^9}}, + CellLabel->"Out[12]=",ExpressionUUID->"765b4e7e-fb89-4d2d-b189-8f306fd973c5"] +}, Open ]], + +Cell[BoxData[ + RowBox[{ + RowBox[{"hists24", "=", + RowBox[{"Import", "[", + RowBox[{ + "\"\<~/doc/research/hadamard/triangles/hists_24.dat\>\"", ",", + "\"\\""}], "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.7888791527429457`*^9, 3.788879197749484*^9}, { + 3.788879236773691*^9, 3.788879237149508*^9}, {3.788879284749826*^9, + 3.788879409056547*^9}, {3.788879562671629*^9, 3.788879565148979*^9}, { + 3.7888803260561857`*^9, 3.788880328742095*^9}}, + CellLabel->"In[7]:=",ExpressionUUID->"3f53ad7a-ab7a-4c6a-bf82-a9ed5203d20b"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"hists28", "=", + RowBox[{"Import", "[", + RowBox[{ + "\"\<~/doc/research/hadamard/triangles/hists_28.dat\>\"", ",", + "\"\\""}], "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.7888791527429457`*^9, 3.788879197749484*^9}, { + 3.788879236773691*^9, 3.788879237149508*^9}, {3.788879284749826*^9, + 3.788879409056547*^9}, {3.788880331864017*^9, 3.788880333678156*^9}, { + 3.788880372015891*^9, 3.788880398486232*^9}}, + CellLabel->"In[6]:=",ExpressionUUID->"bc58ed07-39a7-4403-b2a2-3bf3c8428e93"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"hists32", "=", + RowBox[{"Import", "[", + RowBox[{ + "\"\<~/doc/research/hadamard/triangles/hists_32.dat\>\"", ",", + "\"\\""}], "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.7888791527429457`*^9, 3.788879197749484*^9}, { + 3.788879236773691*^9, 3.788879237149508*^9}, {3.788879284749826*^9, + 3.788879409056547*^9}, {3.788880331864017*^9, 3.788880333678156*^9}, { + 3.788880372015891*^9, 3.788880398486232*^9}, {3.7888880186027927`*^9, + 3.788888023769251*^9}}, + CellLabel->"In[5]:=",ExpressionUUID->"e1de7f20-20aa-450c-bd1a-0de0cf3f80a0"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ListPlot3D", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"#1", "/", + SuperscriptBox["24", "2"]}], ",", + RowBox[{"#2", "/", + SuperscriptBox["24", "2"]}], ",", + RowBox[{ + SuperscriptBox["24", "4"], + RowBox[{"#3", "/", + RowBox[{"Total", "[", + RowBox[{"hists24", "[", + RowBox[{"[", + RowBox[{"All", ",", "3"}], "]"}], "]"}], "]"}]}]}]}], "}"}], + "&"}], "@@@", + RowBox[{"N", "[", "hists24", "]"}]}], ",", + RowBox[{ + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"#1", "/", + SuperscriptBox["28", "2"]}], ",", + RowBox[{"#2", "/", + SuperscriptBox["28", "2"]}], ",", + RowBox[{ + SuperscriptBox["28", "4"], + RowBox[{"#3", "/", + RowBox[{"Total", "[", + RowBox[{"hists28", "[", + RowBox[{"[", + RowBox[{"All", ",", "3"}], "]"}], "]"}], "]"}]}]}]}], "}"}], + "&"}], "@@@", + RowBox[{"N", "[", "hists28", "]"}]}], ",", + RowBox[{ + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"#1", "/", + SuperscriptBox["32", "2"]}], ",", + RowBox[{"#2", "/", + SuperscriptBox["32", "2"]}], ",", + RowBox[{ + SuperscriptBox["32", "4"], + RowBox[{"#3", "/", + RowBox[{"Total", "[", + RowBox[{"hists32", "[", + RowBox[{"[", + RowBox[{"All", ",", "3"}], "]"}], "]"}], "]"}]}]}]}], "}"}], + "&"}], "@@@", + RowBox[{"N", "[", "hists32", "]"}]}]}], "}"}], ",", + RowBox[{"PlotRange", "\[Rule]", "All"}], ",", + RowBox[{"PlotLegends", "\[Rule]", + RowBox[{"{", + RowBox[{"24", ",", "28", ",", "32"}], "}"}]}]}], "]"}]], "Input", + CellChangeTimes->{{3.788879763988112*^9, 3.788879769870089*^9}, { + 3.788879854240473*^9, 3.7888799017742643`*^9}, {3.788879932760187*^9, + 3.7888799931025143`*^9}, {3.7888804625050488`*^9, 3.788880514230496*^9}, { + 3.788888039332155*^9, 3.788888045273748*^9}, {3.7888881044201612`*^9, + 3.7888881093457603`*^9}, {3.788888187284083*^9, 3.788888200425737*^9}, { + 3.788888276565852*^9, 3.788888287522053*^9}, {3.788889306061067*^9, + 3.788889381578032*^9}, {3.7888895526282377`*^9, 3.788889558042712*^9}, { + 3.788889605156427*^9, 3.788889610266391*^9}, {3.788889699004643*^9, + 3.788889708098404*^9}, {3.788889820444633*^9, 3.7888898273702497`*^9}, { + 3.7888898592850933`*^9, 3.7888898635624857`*^9}, {3.788889899836525*^9, + 3.788889904994582*^9}}, + CellLabel->"In[8]:=",ExpressionUUID->"ec3739fc-8128-46ac-99d5-5add027330cf"], + +Cell[BoxData[ + TemplateBox[{Graphics3DBox[{ + GraphicsComplex3DBox[CompressedData[" +1:eJx0nQd0VsXWhgFpIr1I7x0BMYAgIBMCEoq00DsEKVKkd1BK6KEHUIkENFGM +wRQTE8IHCUnoSFFQqvReBBQVBbxezvfuWfs9cpdr8fP8w549e/Y77cw5X/nA +0QGDs2TKlCmja6ZML/z7Z9dn/0swmbz/y1g3o0zzSRG+4KX2jP33vxlm/dQu +kUcXf0482PQasLPrmVmRwp0/15gh7Q8MnTXtCyofaqbWPTXn93ufCh/37P+x +yVw7+/tbZfIvIjsRZs2cDpv+yfOh8IbLLv3732bzdGuu4UNeGE/2o8yRefPr +XBvtR3YSTNK1cvNe/mGZr9PKVGlvi5b/JJVq8LFwtLfNP11bT+77KfFgU65p +3Vxbfw0VjvZefdwuS6/GoVQ+1Dw5MbDKp7XXCkd72R+0d+N3/a53W2Q52luz +5pul+t6ZSvajTPOqmx+ff2kytSvGGwcfqjfWvJwwsc3N8h2p3gRzdUfYoouX +Bwt/Zr5UotdOANlPNTXvLvvsytpBvo4fGdIu1AuOdi3utu7ly9u7CEe70F/g +uh+tHbQLfup60a4BVG+Cyw7albh3395TXzQmf5Iof3ZJnkRtG/bXX3PWC0ee +pATuC3306UbiwWbflhOXOpb5Qjjy5MVKY0c9+jKUyoeaL1rlyNSop7WDeB6+ +uGTwx/eXkJ1/49nAt9fmVSuFI569mw3/aGPXBWQ/ymxdXLLjoE7zqF0x3jhM +p3pjzbiPTn3908OZwi89q+Abb751J38STOHXvm988tBI4Tp/fMhPd5wjn/0v +WfpF++9xceTh0z+SLp7t2dPX+ff7pb+c+MwWjv46nF7vy367FxIPNh2KxOWd +ly1EOPprU6csfww9w3ZCzfs1zi3ZO2qlcPRXkV8rpg+cMp/sRHj9XCQc/QX9 +avtR5lpYq+8+3zqH2hUjcdb1xnr9HCsc/QWdan+s3sHRX44//uRnkvQjOPoL +44n23yP9C/7MTMMdLo5+RP+Cv/HsH6R6y1egetNcHHkB7tg9IvkwvvT726+3 +Gigc+eDwscSDZTwBRz449gOpfKg5nPlS+R9LjRaOfHDmx+FkJ0LyFlznw1Cy +H+UdP9+hdsXQ+HxE8sGJZ1vhWr/+5E+C9As4j5PazyRXnJEPet454soHcJ0P +tjzygTnng/Z/13Ps7KU8+V7yAf0ILuODtx81DzabxvT85rMc84QjHxw9zqDy +oaTr72l+HEd2Irzj80ThyAcn/iPIfpTkrW5XjMs+8gH5A4580OPn95QPAcKR +D5jHtZ9JrjjrfAgg/z2u8pwPul08DnxP+eBH9aa57GCeZzucP7revcKdeP1A ++WM58gf+aB4sOgLX4wmXDxWdgiN/oGttJ0LGYXDkD3NeJ+t2xTyn3tjn+J9A +ejwm8dHjxjGJD+YjzYNpXD0m8dHj4TGJj5O37wpHfLA+0XYiaDw8JvFBPmv7 +US47iI9ePx+T+Oj55ZjoS4/Px54z3h57znh7TPTF/rOOwLUusO46Lv3ixG2q +cPQLxjHN/50Hjx3MXqXdXOHol/+2E+ri6Be9Xzsu/eLkg+XolxY3Hs19N2EM +2Y+i9epxWseOoHrtPAiOfuHy6Be9vj0u/YL1gPYzyRVnnge1/x7vurqvcD3u +VaB2ufuRxz1db5qrvNPedMmrZ83Zc9w1joHrcYx5sOgFnMcxXT5U4g/O45i2 +E/GceqNER9r/GFe70O+IJ7jWo/WT+8v5+48UHz/hiI9eJ/8o8cE4AI746HXy +jxSf3sIRH+SJthNB64Ef7XmIdzzU9u04ptsV4/KT4waOuP23PwmuOOh9XwXy +k/cRP1L8MY6dkPjrdfgJif9/82CJD7iOP5cPNeN613x9QNhk4TJeqfX5Cdc5 +Brhep/Um+1E0X5xw5a2ul89nTlDe+ghH/NkO7+McP0645mVwzmfNg0Wn4JzP +unwonfOcoHnZn+xYvYPreLKfUS47Oj4VyH6Ci3N+OvWdcOkdXMenO/Fg8Qcc +8UHcdPlQWf+A87pF24lwcX1uVoHsR7nqRb6hv3S9sYbbq+Nm+fPixroG53FV ++5PqssPrFu3nThfX81pb8n8XzacnqX8DhKN/9frkpPQv9oPg6F/sp3T5UFpX +nJT+1euck3QO8K5w9C/2g9o+5sFAaleMyz6fi4Lrfd+75I/d94HrdWlv8pPP +8U7SOV5b8t8jegHX658Aahevc04+Z/1zUvKE60WecD6U8u4H/9uf3bSOQhz2 +0PqE86qCcD1PdSQeTOuQk89ZR9m84np53NB2Isx/+xP1HP/tvk/bj6X11Ula +P7elehNc9fL8Dv7f53unJJ44rwZHPJ1zmDXEg73PX4KFI55PXs4fVnxeMJUP +lfNtcMSzd4VCZ9+pEUR2Iug85xTNU9PJfpTsW3W7Yrz2J1C9fD5z6jnnt6dc +OgWHTrk8dKrXn6ekX/T68JToVJ/znBKdYjzR7XL343+fz5yi8bwC+ZNG68lT +olO249S718WdP/e77DvxPCDciddpyTfUC8761TzYxZFvWDfq8qEujnxDnLUd +O++D87pI249ycV5n6npjJX/AeZ2p/Ulw2eH1gPbTzgvgvB7Q/ntc9nlfrP3f +6bKD/EF5pz2nXetecPQv5nfNg2V+BEf/Yh+ky4eKLsD1eW8A2YlwlUf/6vO3 +0651r25XjOSJrjdW4gOux20bB92PfsJ1f/mRPx6XHe4v7WeqqzzGB+Z6Hm9M +/rj7F/O7Puc87VoHan/scwHn72fsc0O1vzsjeYLzKM2DvfkwSriMA971pC4f +6iovz3nV86MzkifMkSf6udUZyRM8B9TtiqHzyTM079j2Ik/0fvmMjAN6f3pG +8ge60H4mSf6D67yyHHnF/cLrQ92uVFmHgCOv9HOuM655R/uTJnmu/cmgc4Az +lFc+wnl96Pz7M675BVz2HV77mgfL+gEceYXnibp8qPQvOM8v2k6ErOfBkVd6 +X2/ziu0jr9g+n2OA8/yi/bHnruB6XLLlkT/6fOCMaz2p7dtxwGnnGde8AI5+ +0fvKM7RuDxCOfvlvO3bdDq7PPxuTnQgXR78gT7T9KFd57hddb6zLH163g/P8 +rv2xz/ucf3+Wni/0FI54Ovea3ifO++uz9NxnMpUPlfENXO+vB5GdCNELuB4/ +B5L9KBmfdbvs+YmuN9bF9fjZkfxJoP34WYkzxw1x1vvZs657F+B6nPSj8ml0 +f+Ys7Yt9qL32uaczrJ0lvbQVjv7Fc2fNg2XeBEf/Ov6PofKhLjv8/EjbiZB5 +B5zHMW0/iva5Z13rKF1vrKv8f+9/uX9tvdy/2s8k2l+fpX2ZP/nvcdXL/a7b +leqyw/Ogrpfv1fz8nOcgP9P+aAxxuy4CR7/r5w4/S7/rewg/u87NtJ0I2l// +TOeiAWTfnovqdsXQfvlnGicDhaPf9XOQn+l8rC35k+Ti6F+9v/6Z1j82znrf +3ZH8T6X98s+0rm5L7bL7Ju0P77t/lvUP+6PnU+y/ztHzmo7CdZ4wt8/LwJEn +en96zrXOAdf7rECyY8cHcD0+DCD7UbIu0u2KcXE+Pwfn8UH7k+Aqr+dZy3kc +0H7adTL4f++Xz7l0rdvF+6DzrnNycPSj3kecl37U94fPu9ZFunyo6BecnxNp +O3xf7rxrXaTt2/stul0xtN85T/1o46DXqzYOuh99hPN6FRz9yP6w3sHRjxw3 +6J3L8z5at2unK56cD9qfDBeH3mHf8e+8az0ArvNkLHE7L4DzekCXt/cHwJEn +yENtx+5rwPW5ylCyb9cDul0xLs73ScD5XEX7Y89pwZEnbF/nSQD56ZHxE5zz +RPtvn6Np+7bftf/pNC/wOGC5Xu/5Ebf33MB5HNDlQ1318nsE2o59rgGu5332 +M8pVHv3L/vN4Dq7HAT/yJ8FVr14P2Pbq/q1AfvJ9yPPPuS/N/WvL//fzFHe/ +63qt3p1/z7ruLRz9jvWS5vb+HriexwOpfKjMy+B6X9yb7NjxHxz9zna0rrtT +u2Jk3tf1Wl2D8zyu/bG6Bke/Y37Rftp1PjjP79p/j6s854NuV6qrPOeDbq9d +B2p/0lxcr/c4T+z6wWn/Bde5CjjyR69nLkj+6OcjF57zPOWCa14A5/WDthNB +688LrvN2bT/KVV7nT0eql5+nXHCNG9qfhOf4k+Rqlx43fMhPj6s8zwva/1RX +eV4/aP/TXfVyPjjlbL9jfABHv+NehOZ23QiOftfPWWy/4zkpON+X03YiXJzP +B7T9KFd59Dt0revle9Hc7z7kjx03wHnc0H7afADnfND+e1zleV+g22XXk+B8 +D0e3d6fLjs6TClSvvUfh/HubJ2gvOI8Pmtv7EuB6XdGbyoe6yvO9U23Hjg/g +el3hR/ajXFyvG7tTvbEujjzhevU+wo/8SXqOPx4X1/1u48/jvC6/W/rR+fvF +56zzL7p0rXmwvKcGjv6CfnX5UFrfXpT+wvig7fA6/6J9T9Y7/mj7US77eh3o +Q/Xae1Pg6C/krfbHPr8A53Wg9jPJ5Q/P++Dcj9r/VFd/sX51u3ZKnoDrfPCj +du1y2XfatUe489dLrudc4FrX3YkHGy7PutblQ13led2o7UTIeAuOPNH32C+R +rgOpXXw+fEnyBPkJjjxhzuM/uM6T3uRnkqs8xn99DnzJNf6Dc/7odqW6OK8b +db18bnDZ1e/gPJ5rbveJ4Hq/4EPl7XoP/L/Piy7T+GDto9+Zo9+Z6/HBj+rl +86LLrnvI4Ho85/LppK/Lrn03OOKpx43LND8GCNc6akvlQw3b1/tuP7IT4bLP +86O2H0Xj4WXX+lnXGyvrLnCOp/Yngc5POM5+5GcSjauXXeso7b/HVS+vo3S7 +eBy+/Jxx+LJr/6X94fOZy67x1vGP88Ry5In+ToLNE/2dhMuueVmXD5XxEBx5 +8t92Ilz1Ik/0/QHOE39qVwzdi7B5ou8bXHbt07U/CS77erxtS34m0b2Fy67x +Vvtv52twzhNw3mfpdtl80PWmuezwvOyU43wIEM75oHkwvTfE43AglQ+l5308 +Dg8lOxH0HJDH4RFkP8rF9fw7lOqNdfmvx41A8ieBnvfZfNDPJXnc6C0c+aDv +wdp80M/1bD7o52s8bvgJR57o5302T9g+r990HNJd3PEzQ/LNqc/mD+oF1/N4 +d+LBdC7H805vKh/qssPn+dpOhPQjOPKH6+X1m25XDJ0TuscTcJ0/AeRPAp3X +Xabz/O7kZ5KrPPKHOY8n2n8+3+NxowLZT3Nx3e84r7vi2t+B87ihebCLo9/1 +c9Ur0u9cns9ttJ0ImY/A0e+4L6Tt2/dDdbvsul3Xy89tr7i+b6P9seMGOPpd +n+Ndce3TwdHv+r73FVpv+AjHuMH2kQ/63PKKKx90vfb+j24vn+9dcZ0DOO23 +eYLneuDIE/29IJsn+r1ymyf4npUuH+qyI/PL4G4TewTOJDsRLvt6fGD7Ud7v +80yidsXQPTSbJ9xe5Alz5In+DtKV57w/ZfMEugDX40N38t9D99lsniCvdLtS +XXb0ujSA2mvPB7Q/aS77yB99r+yKjDPMnT93uezrfPMh//e6uBM3/i6HzU99 +nmzzU58/2/xkjvx07I+j8vb+ITjfT9N27P1DcOQn20F+In90u2KeU28svb/A +49hQ8ifB248ThCM/9bm6zU/9HsQV130G7b9H5mVw5Kc+l7b5qc/hbX6ynf9+ +L+CKa77TcUh35QnPg9rP3S6+h/Zfzl95PBwoXK+XhhK39x/AkW/6PqTNN9x/ +A9fzJtux75OCI98wf2n7UXQv0eabPo+y+cZ29HrJh/zh+5BXaJ8eQH4m0bnc +FVpvdyT/Pa5+0fsvH2oXn2vxeOhD7bXjofYnjc4h3eOh9sfmlXeUonXXCOHI +H7wnqDnuy80WjvzR76dclfzR74lclfxZFPLW8t6Fp5OdCBfndZe2z++bXJX8 +wTij642l92KuSv6w/8gfjg/yR39H6Cqtt4cK1/Op5cgffW/tqmvdpduVSu+5 +XKX3TboL5/eRtT9pdN54VfJHn2depfnU2tF55Ufx2SPcKXeVzgcChUu+eb8b +qTm+7zpNOPLtaf2hvbvGfEDl/823JsenVpoQJJzzTduJkO8rgiPfnHyYRfaj +TK3DDa59OWIWtStG8krXG+sqj3zTz6dsvuF7IODIN32fzebbpuUxo8/5DBOO +fNPPoWy+6XtrV2l+7E3tSnVxXr/p9u50cZ1vbSkO6XQuepXmRx+Kjz13csrZ +vML7GuDIK3z3UvNgk/TluNxhMxYKR145+baYyuO5f5Bwve6aS3YiXPZlHsxz +tX/5tPlkP8pVL/LKae8cqjfW4Pui4MirpBEZq6tWmUP+2LwCR17hvRjtZ5KM +n+B6/ziB/PeIvsCRV8hP3a5Ueo+M8yqQ2rtT8lD7kyb5puOQ7uI6r/woPrvo +XNSOb/rc9aprX+D4YfNQnzfaPHTiMIV4ML1fYPMQ+0RdHt/5/EA48lB/B9Lm +Idvh8U3bj/J+n3YKtQvfPZ5I9cbS9yqvup4/an8SZJ4FRx6yHeShPhfl+bQ7 ++e+h9zjc86luF7+nwPOpP7WXvxvAeehDcbDjm/aT7z1epfX8bOHIH+f8YSlx +nG8EC0f+bPw6R82S/ZZQ+VCZZ8GRP2OnzX2wfv9ishPh/X74fOHIH4xL2n6U +N5/nUrtiZJzR9cbKOQw48gfzvvYnQdal4Mgf6Ev7meSyg/zB/Kv999D9Us6f +AdSuVBnfwJE/zJE/+tzYPT/qOKTT+bB7HNPxsfOjE5drru8ugiOvjoSfvV1h +/TziwfKdanDkFdZXunyozIPg8v6vd57SdmxegSOvcM6m7UfJuZxuV4z0u643 +VsZDcL1PHEf+JMj3jsCRV1j/az+TZL0HjrzCfkT773Fx5JU+f772nPPVa5JX +XJ7fs9D+pLk4r/N1HPi7VTZ/er/gKVf9n1nCkT9Yz2gebDr+3iug9akVwpE/ +a1psqrYwcSWVD5XxDRz548wXbCfCu/5fLlzvE5eT/Sjv+mcBtQvz2jyqN5a+ +Y2/zp0XOTr4R5+eSPwkyHoLLuOT9brP2M0n20eDIH3zPR/vvoXNmmz+Yr3W7 +Uun7WjZ/9PmtzR/myB/9XvA1mtfakp8ZrvzhvHL+vc0rfX5o8wrt1TxY1rfg +yCvETZcP9X6XydpBXmFe0HYiZH4B13n1AdmPknWvbleMyx99z2SmcL1emkj+ +2HEJnNdL2s8kGd/AkVfYP2r/PTKvgSOv9Dn2NTq/ChDO45Ju7046X73mOs/X +ceDzUs4rnI/Z/MH+HRz5g9+n0DzYOL8vs0Y48sfxcwWVD/Xm2yrhyB/8foq2 +E2GulIzYsWbIcuHIH3zXS9uPkn2ibleMd120iOqNlXEGHPnDcUD+YD4FR/5g +PaD9TKL35W3+YB+h/bfPg8B5vaTbZc+pwHm9pNtrz6+0P2l0zukel7SfGXSO +es2179Px2UPnpddtvnnXG+DIN30uel3yDXEGR75hHaXLh8r3rsHlvhNx5BvO +l8CRb1hva/t2HaXbhefUC6jeWMkrcJkHvftH7U+C7GfBkW8Yh7WfSfQ9ouuu +9bn230Pnt9cp38YIR77p7whdp3tQvYXz/Rbtjz1n0P5k0PnndZrvfITjPEGf +a9m8wvgPjrzC+KC5/S46OPLqv8uHyjkYOJ9faTsRsq4Dl/Mr7/5O24+Sdb5u +V4zLPq/PwTmvtD92HAOXedC7/tF+Jsm+ABx5hflU+2/HMXDklX5fwOaVvi9q +8wrzsm7vTrovet01D+o42HtT2k8+F+W8wrmWzSu0Fxx5hfWt5sEyT4FzXuny +oTLugfN4pe1E0Pnnddd5grYfJetn3a4YGfd0vbEuf/T6ah75kyD5Bo68csaN +WeRnkoxv4MgrfS7qHq/AkVcY33S7Uume6nXX8x3d3p30O2jXXfOjjkO6K0+Q +V/qeqnsc0/7b54k6bnvofMzmIc6fwZGHOH/QPJh+f8rmof4dHJuHbIfv7Wg7 +EfSdVZuH2Odq+1HyvEm3y67zdb2xMu+DIw8xL2t/cK/Pxgd5iPW89jOJzo2v +u54zav899N0Ym4f6d7uu0zrN2uE81O21z6m1P2l0vsp5WIHiwL+DY/NKf2fs +Op1rvSsceYX9vubB8hwHHHmF8USXD/Xu75YIR17h9yK1HXuuBS7zpnfc0/aj +ZF7W7YqRPNT1xsp+Exx5hfFH+5Mg6ytwnVeB5GcSfR/+Ou0fB5L/HskHcOQV +1ku6Xan0XTibV8x5/6j9SXPlg17/NyY/7fgG7qTVPjovveFa54Mjr7CO1dzO +m+DIK33OeUPyCs/7wJFXXB55hfEQHHmlz2NvSF4hn3W7Ylyc8woceYV9n/Yn +Qc4rwJFXOGfQfibRvdkbdI8rkPz30DnnDckr/f2lG5JX+v7wDdf3n3V7d7rK +I6+4PI9X2s8Mlx0ex7T/u5+Tb/wdA8TNcseuzU99z9Pmpz4PtPmpzxVtfup7 +sDY/uTw/Z9R2IlzlkZ8Yl7T9KDln0+2KofuxN2i/YNurx713yJ8EOs+84bpn +qP20792AIz/17yXZ/OTyPO7pdtn78+D//TtZnIc+1F67ftPt5XN7zjcf8sfm +lWPX5pW+R2rzSp9z8rg3QTjnlS4fSuecNq/0eekNWqdZ+8grfa/V5pU+t7xB +67QRVG8s3VO1ecVxQF7hnApcz6d+5GcSnXPyuOdH/tt7+OA6r7i/+DsJN1zP +r7X9DFd5zh/drj2u8jp/cB57w7XOB0f+YN2lebDsy8CRP5gfdflQmR/BZT3m +nR+1nQjZ34Ejf7CP0PajZH2u2xVjuF18Px8c+aPv09r8YY780e9r36BzjGHC +kT/6nqrNH+bIH33uyvnjJ5zzR7d3J92DveFa5+s4pD/HzwyXfc437edeV3k9 +P+Kc7aZ9ruSdB8GRh8gfzYPl+Q448hDnErp8KN1TvUn3omeSnQgXRx5ivtP2 +o+j+6k3JQ/077DclD9kO8lCfW96UPNTnnzdd7yFqP5NcnMcx7b/HVS/yUN8j +vUn7ze7C//s76jdp/dZYOPKQy/O+QPvJ3xu86RoPtf98j/rmc54X3HSt38Cd +4nbf4di96VrXgfP4qXkwnZfavNXnwzZvsa8ER97qc1Gbt8yRt8x13r5D7bK/ +O6Prtd+lAUfeMuf5Fxx5q++73qTnoQHCkbf6Xivnre0XPf/6ULvsug6c9x26 +3jSXHb2u8yF/bH46f7d5os8bbZ6gfzUPpvuiNk+KFJz+wSefLaLyoS47vP7X +diLkeTo48gTznbYfJc8Zdbti6F6ozRP9vr/NE/2evs0Tff/zJq3/u5Cf/N69 +zRPmyBN9XsrjW2Nql12ngf/3+/g36TytAtm344/jnzsfwJEP+rzR5gPmL3Dk +g/5dKpsP+nzS5oM+F7X5oM8/b9I9itFkn9+7t/mg36+3+aDfQ7f5oM85b9L5 +qr9w5IM+n7T5oM85edxoTP7zd7N53OD+SnXZ+e/fq+J88KF28e9K2HzA+AyO +fNDnojYfsP8CRz7g/FyXD5XnxeDIB5xLazsRsn8HRz5gn6Xt2/d6dLvs+KDr +td9BAufxQfuTQOeWN13vhWk/k2ReA9f50Jb899C55U3XPWTdrlQ6t+R88KH2 +7nT1O88Xul4+d7rleh8HHHmi7yvekjzR9x5vSZ5gftflQ6Xfwfl7C9qO/X1h +cOTJf/sZRe/F35I80d8BuCV5wnb0OtmP/LF5Ao480fcnb7nmEXBeJ2s/U139 +8t/nOba/9O+S2/7Cua7mwfQ7nrdc47wub89nwNFf+lzR3V/g6C/ML9p+FN0n +tP2lfz/F9pe+x2j7S98/tP3Fdri/tJ/8OzK36DmaP/lvx3lwPc5bzt8xc/y+ +RfN1F+HoR/Sv5sF038/2o34/2vaj/g6q7Uf9XrPtRy7PutP2o+hen+1HfZ5m ++xHrbXAen7U/CYbjw/O19tOu88G17nzIf/79ONajD9mx73c7+zfbj/rcw/aj +fj/a9qM+/7H9qN/Xtv3Idnj81HbsdynB0Y/6/Mf2o/79GtuP3C5ed4GjH5nr +8dNfOOtR+8m/R8P9iH30bXrvr7twxB95q3kwvbd72/W9KV0+lN63vU3fm+pO +dux3Y8ARf7bD46FuV4yLc/zB9fwVIBzx1+8R33Z9F1T7aX9HG5zj74x3HH9/ +4Yi/vtd0m/J/gHDEX+/fbfz1+8I2/mwf8df7/ds0jgWQ/SiXHcSfuV4/+AjX +8fchf+zvrYDrdaYP+WPPH5y/33bNF+CIs94v2zjr7+ndpvmiJ5UPpXtEt2m+ +eJfsRLjs6zj7kf0o2kffdo0zut5Yl5+8TtP+JLjixnnr/N09boBz3moeTO8V +uuOpy4fSvtLGU78Xeds1boMjnmwH8dT7WRtPvU905y24Xkdh33Gb9gV+whEf +vW9y6xoc8dH7HRsf5jyvaTv8u4Qcn8Zkn3+X0B0fXW8s7eOeHx/ON0fPd1zf +rwPnuGluvysOruejACof6uL6+WljshNB+5Q7Lp1q+/b32XW7Ylzt5fjoet3x +0eNeBfKH1+F3KA8t1/N7AHH7XV9wHU8/Km+/QwvO3/XVdiJcnPMQnNvrxMvd +LnDdLj/iwbRedbdLl7ftAtff17Vc5wP7E+XiPJ6A6/HZluf5zlnXueMArvXi +TzzYcHnEQa8/79A43Fi41ktbshNBzzc5Pj5k336HX7cr5jn1xro4x037k+Di +HE+nvruueILzvKa5jSc44qnXh3ddeQXO323WdiJc5TmvtP8xrvIcH23fxsdZ +R90lHTEPdnGtIx8qb3/HAZx1pO1EuDiPt9p+lKs8j7fgvG7X9u346djlOPgQ +t+MJuO73tsJ1eytQ+QgX/+91oLt/tX1en7jzGZzbpbntX3Ddv2wn1MW5veA8 +Tury9nvsTjn230c456fmwS7O/uvyoc/hUS7Ofjr59IsrzuDsp+ahLs75AM71 +OuV+cbUXnOOvy/N85PYfnP3XPNjFOc6O1XsuOz8u2P3XkR4pUu/Unb8dnNy5 +ufA3sr36xfkrE8yc4sNGFKrakXiQSZzfocCj+u2FO38uN6uMT6eo3Fw+xGR7 +tPNJVNNWwp/9UfZjM7x/16J/NH2L7ISZ9il/lVh91vqzqlLrf//71Nz5tmfr +AfFvkP1wc/CXtq175aor/PyVwp7QOV+Y0Pa//frC3deo3kjzivmp7KDsNg61 +v/j/v4gyHePK/PJ6iaLkT7QZb8q8nB5fRHjTev//v2LMwMBsNd/bmYn8jDOf +dEpfmHP0bQP+zJ1135gFx9/+u9nxh0b7H2/63DtZv8TQm8KXPtwU27Tet147 +Z4xuV6IpkKvtunHmiPBn7hxJ8vKNRrc32aw5WPrNDh2OGd1ej8sO/oSdYVH5 +/nVlp+RJqVbZf+4aXMgXHHlyfML9kEI1ShIPMlGtQvYXuVFCOPIkfd2JyB2v +v0zlQ8zHI6afT31YRDjypN2jnL/lvvMS2Qnzxie3cORJdObIXebl7GQ/3Mwe +VD7b3Wn/SLuQJ02zNIz7Z9wTo+uNNJ1H1Ls5wP+BcOTJT7VyrHiz+1Wj/Yk2 +r89cNaRl5yvCkSeIv/YTeXJQOPKk+PJ7F1/pn0R+ot9jhHO/az89Ut6pL036 +Me+N+ttP/tnfFxz9OHyI/4wxR0cRDzJT/zh3fEYny9GPXc7+ltZuwnAqH2Jm +72iRlOnoUOHox3knRx/49uogshNmjk9KWjK79UDh6Mfyff1rVB/bm+yHm3yz +avsem9lNOPrR6d8OVG+kuR+4uljtMq2Eox8TYuKqF8xsyJ9oc/bgO3WjnzQQ +Lnpf3uDkkjw1yc84k69FzzG321cTjn78I/P9bWEZxcn/eDM086DD54YWFA69 +O/mWhdqV6M2Tx9KP6PfHG9v3LzDiltHtTXaVP/3tqH//2+YdZ04ZHQc7DoDP +Wdf53rhcO7x5m2F0fFJMXHJK6rvNLwgv8v/mdk512XHilupt1/feuKRLHvb7 +8pc6LUKK+IIjD524VSceZNamNCvw65KqwpGHK8tdHjX7SmUqH2Jmvf5L9yO1 +KwlHHh5ZP69YtQnlyU6YqfPS0DEP/iwjHHno5E8xsh9uzPFs2S5WKSgceejM +j3mp3kjjtDebcOThil4PWv792xOj/Yk2U36evrVe7z+EIw/Px0Wd/n3SXaP9 +jPP212XhyEPmyEPHzs/CkYfIE92uRBmvwJGHznh1wuj2JrvKIw85H5CHKO/4 +sVvy5Oi20x/dePyPcOTJ0NprZjz5Jo+v5kEm57kXP/8tMa9wWZ8UyulXucKL +VD7Eq6OXhCNP3powaHPn714gO2EmT6f6oa0KZhOOPHHG/2xkP9y89GHZTWWu +PBL/kSfOvPa30fVGms/S777fZ98D4cgT9KP2J9rFkSfoR+1nnMQfHHni6DeV +4hwv8wg48gTzlG5Xoqs8z1O6vckujjxhrserjd769kierI1e23GVv68vOPJk +fdm/O0yZ05F4kCkyIveEZevaCUeerJ9eZVP5Ru2ofIhZ/+sR3/vrWgtHnvza +sE6mIp39yU6YGVn/wdOz41sIR540PHDyzuMr7Ge4Obw3cddbqU2EI09emv5h +/MCz9aneSPPuT/98uzv0NeHIk8v9rkZmnK9J/kSbsKIJ0cv6VxKOPNm8/P3D +t7aVJT/jvONPUeHIE4xv2v94Gd/AkSd3v5xZOuv9x0a3K9G7jvpdOPLEWY/d +Mbq9yeZhyS8L9Wh7SbgeTy4aHQePrLvAMa8h/3V8UiT/wTGvYR7UcXNzjGfI +T6c9eyU/nfGnui848vOH2d+ljr7TgHiQmRZfbFPJFa8LR346/cLlQ8zw/RWX +DD9ZTzjy0xlPfMhOmJnV/MDcmg/qCEd+5rh95WjH6a+Q/XATvzHHu7GeqsKR +ny9/ubnR5Svlqd5Ic3FE2o/lwosLR34640Yx8ifa2y8FhSM/HTsvkp9xsp4H +R35Wnb+z0hsnfzfa/3hZz4MjPzEP6nZhHDsvHPmJftftTXZxPY6lGh0Hj6s8 +8pPL6/yMMX3b7zxQfco+e27gXc+AI69Gffeg7OherxIPMuXLj+vVzK+WcORV +wRqbitXbW5vKh5iytdvP/yRbDeHIq/wNZrZYseQVshNmvgx8u8Kh0ZWEI6/m +XaxWdcOHFch+uGk+2xyLXlFOOPKqcal7LyY9epnqjTTn502rfbJGIeHIK2ed +kI/8ifbmW07hyKu6GTNGlKqSi/yMM1hvgOt92Z9G+x/v4sgrp7/uGd0um1fg +eh113ej2Jsv6CpzX8zoOHskfcOQV5msdH7vfB+dxT8ct1WUH+07YcfzeL/kZ +OC7m9qFsDX3BkZ9lGteIe7S3JfEgc7t21huvFrQc+flS/v2+d/24/L/z8qXK +s1Z09hOO/CzfP2/5dSuakZ0w83T1uLoJXzQVzudL2n642dO84LTgjfWEIz+b +ffXp7b29X6N6I03ctfujFiyvKRz5+U6rdscSGlUlf6K9+VZWOPIT5yfazzjv +urSQcOSnM8/mJv/jvfNFDuHIz72vv96+ztk/jG5Xolm0LPD3EVkyS3nkJ9al +ur3Jch4CjvzcZgbnrjjohtFx8Ej+gyM/cd6l45Mi8zU48pM58hPjJDjyE/ms +45nmyttn5u+5uRPPDOFOOw9Injv7QT9fcOS5Mz92Ih5kjr10s2jeaMuR52nn +F32epTqXDzGtLmaKPXC9nXDk+aQV9Xze39uW7ISZLwpnW1/0bCvhyPPL7Rvf +HBT6FtkPN9PXrYzvt9D6jzyvknr4Sdz1plRvpBm53b9/3pcbCkeeO3Z8yJ9o +OY8FR55jXaH9jBNdgCPPF20L+WxR+1Lkf7y3fwsLR54764R81K5E77nlS8KR +51iX6vYmy/ktOPIc5706Dh45DwRHnjNHnjv1/igcee6Mt3uNjluqzAvgyHOM +zzqeaS6u16upRsdtt/Bn4S18UPLcWYf/Khx5jnNUzYNcHHmOcypdPsRcrXTi +aJujvwlHnqNftJ0wV3nk+X/7GS77CHDkOfpF1xsp8yw48hzjj/Yn2sV5P679 +jJNzM3DkOdvh/Ti4Xm9spHYlusrrfXcMtcvj4rz+dMrZfNjX8kLeleWNLzjy +odJNn5cPftOBeJCMY+DIhxW7UpPfW96Oyod49yNthSMfXmxUq2eOvP5kJ8y0 +erPSOz83bSkc+YDxWdsPN2HL+3fot91XOPJh7Zm9T6JXN6Z6I03l7Zne/Xpo +PeHIB+e5kg/5E+3dL9cWjnx4mPe7a38vqEJ+xpmQk4+GfVWwvHDkQ7Nt7bZU +31iM/Ec+5BeOfMC5lm5XouzTwfX680+j25tsXig0revgXfeFY9xjzuMeuN7X +HDE6Pimu8hj3oBcdN7suBedxT8czzZW3PL/rOKe7yut5P8b0KFviVvNB30n+ +O37+JVyep1yLnFz1Qk5fzYMk/uDI/+1/TsvRbkVWKh8izwXAkf9cHvn/xuub +B46ZlUk48t/Z5z4lP8PlfAaczyd1vZEyDoMj/zE/an+i5fkmOPIf+3HtZ5zk +Azjy31nHXiP/7Tk2OJ9j63YlyrwJjvzHeKvbmyx5BY78x7ys42D3X+A6/zdS +fFJc9vXzlBiKm91/OXYPSR7uulLWZ+K+Zr7gyMMmjZveuViuE/EgszXTzi9e +/6ajcOTh2wNz/jA9O5f/d16uN3fVV0XeFo483F+9V4VjxduSnTBT/+PinV/o +3Vo48vCX0aNbLL7QguyHm6DcwSZxUHPhyMMWm9Z0HVvcUL2R5uA/v7+4rX0j +4cjDLv167MgaVJ/8iTaRb+2qX2BYHeH6HKAG+Rkn56XgyMMRW0I3bDlajvyP +l+d94HL+OaPtmKvhBahdid79Vw7hyEPcK9DtTZbnCODIQ5x36Th4ZP0DjjyE +XnR8UuS8FBx5yOX1PitVuD4HsBzjMMZtHU97Xgo+aOb/Le2S/H9mNtbmOcY3 +cOQ5zgk1xz2EXMKR53hOpMuHuOzo9Wd2shPmvX/ygnDk+amrpZYMDcpM9sNl +nARHnmNc1fVGyjwLrtefD4z2J1r23eCy3vCue7WfcbLvBtfPDY8Z7X+8jHvg +/DxItyvR1Y96/blRuB5Xk6i9Hld5Pr9y/n5Y8mTbxwtT6m/t5AuOPHHGgQHE +g8yYbbfm5ahkOfLkZGLFa6eLcfkQ0yc+6xCfhn2EI08+Kl2vZ65BvchOmMl7 +cvHjKfE9hCNPPivVtnHmTF3JfrhZ/d4rDxtMsf4jT3J/fHVdcNaOVG+kCXn/ +x4QPPa2EI0/2F48eOP54c/In2rx/4nG+rd2bCUeepMX3Xze9aSPyM87Uzvnh +6TuT6wlHnjh6rEP+x5u/krMn7rtfSTjyZHvlLfHDz5SldiW6OMbDyhunzrjf +Pz+1N9n7vD6vcOSPsx/MSnHwyPgJjvEQutPxSRG9gOt5+bzRcUt1lcd4iHWI +jmca3cs6LOtSrEN0nNNd5Z/JoGmG6FHHP8OlCx5XwZ+F7fRuV3k81wL/59n/ +rL6W10r96Ozmgr7g0BeeR2ge5N1/VRAOfeXpV2Bv+HEuH2I82brX/bKz5dBX +yYkNl4w/UYbshHnnKcuhr1a9vuq4vmUJso9xuIhw6AvnSLreSG+e5xeu72/k +IX+iZb4Ah76c8Twz+Rkn621w6AvntNr/eBnnwfW696Zwfu4ADn1hftfttc+z +wHndq+Ng72+A8z0iHR97ngCu9WXzTa83LNfrDWuHz3XBed/n1HdE8rlI01O7 +x7T18wVHPk+uWithSrsA4kEm6/ut9p3o30k48vlajk5Xlu7rSOVDzKQt28o0 +PtJBOPJ56/3S80YeaUd2wsyLtTrV+qpNG+HI55RbG07fO+hP9sNNqbMNhl+8 +31w48vlo9i7B6/M2o3ojzY1c5aatatNYOPK5Zoc559PbvEH+4J5JPeHI5+B3 +/jkb0KAO+fnvfFGseWh7zyvCkc8fT+meu/TWCuR/vIz/4MjnwvdWmeSkl6ld +id57C/mEI59xX1S3N9m7Ts4uHPmM+1c6Dh45nwRHPjvPX341Oj4p8hwEXD9H +u2x03OzzC3B9jnHC6HimyToNHPmM9ZKOsz3XBcd8wZzH/+pT/t8jVhczFics +zLKrvi84dDGj7LXCy2u0JB5kMu3yOfS1j+XQxemTvv1f2tmCyoeYjXPmVszy +V3Ph0IXzvKAZ2QmT5xHg0MUbg07lXXawMdkPN0e/qnNyYVJD4dDFwA+Ci72y +rx7VG2n2jGlRNfL2q8KhC0cvr5A/0XL/Exy6cPZ95cnPONP5wyHr3l9dWjh0 +0abQzra7xhch/+PN4/Gl4n4tk184n+/pdiXK/hEcunDWS0+Nbq893wOHLhw7 +94yOg0eeU4NDF1jn6PjYdRQ4dIH5QsfN7ivB+XxPxzPNxaELzDvgOv83euuz +ef7F3qBch9/t7AuOPF84417TTzYMIh5k3j3Usve5m4HCkeeZ3jw76v0VgVQ+ +xNyanHB5fNaBwpHnH1xIGLHxxQFkJ8w0/3rs7O/O9BaOPB/yuSn1XYFeZD/c +pNXM1aBtaDfhyHPPvtmDdlbqTPVGmoxvqyy70bejcOT5gErvDi42/m3yJ9qc ++zRzybU+/sKR563LfTK5fAM/8jPOe8/kTeGyX2jZucLRjAbkP+5F+whHnn/+ +5etVw/2qU7sSzZLZ8/fnM5WE6/VMGWpvsugLHHk+6c+6Be5cyE9x8HjzOZdw +5DnOXXV8sJ7JJBx5jn2Hjluq95zzoXDkOZ4D6nimiY7A9fi/1+g4p7u4zv8Y +o+OfITrS8bfzwv9b36/9UdGLM+419AWHXs4MXJvSeFAr4kHe/a/l0MvOnY3T +f8rsT+VDTET5C7vHb3xLOPTSM9eqpd/faU52wrzjbTPh0Ivjvy/ZDzeVv/uq +er6oxsKhF2e93YDqjTTX/5qw9bXs9YRDLztO/1pixcI65E+01/4rwqEX5/2X +KuRnnOle9L2ttWPLCdf3OkqR//GyfwGHXtod/LHlLxvzU7sS5f4zOPSCc0jd +XvseATg/99Fx8Mi+A5yfd+v4pMg6B5zPG3Xc7HoJnM8bdTzt+A/O6yUd53RX +nvN8oeNvueOH1UXo4n3pt0p19AWHLmpmP3r5gx79iAeZ+okbTWpgX+HQhRP/ +PlQ+xOxsvbJizvBewqGLT/aNqnbiYA+yE+Z9r627cOhiSrcqPbNu7Uz2w83u +jncjrg/qJBy6cNYt7ajeSLPizRG9mt5pLRy6SE7MF/Ug9S3yJ9p7fu4rHLp4 +0DXx9tFejcnPOLPoqxsXq+WqLxy6+P3+W383neVD/sebP38rvKJ55lrCoQuc +J+h2JZrfWp1OnbiujHDoonblsnsjPyhG7cV6qYBwfd/pRYqDR86HwbUuHhod +nxQ5jwLX950uGh03N9f3nY4ZHc80OQcA5/WSjrPdR4Drc6cko+Pv5vrcyeqF +5xfwf0W280D1vcKf/fOHVl8Jf9colVHQ1xcc+nLu/3ckHmQ+ili0tVG29sKh +r+gCXedv7NWOyod4111thUNfY+//uCx3hTZkJ8zUTO7YpcGVVsKhry//mPl1 +r+MtyH64V3fNhUNf2V8ctSPPXEP1RppNTx53//FEI+HQl7OeqU/+RJvRk/r2 +ati8rnDo68ehRd5NHFKb/IwzXTvNWLU5tZpw6Avnddr/eLN5dLX2NeqWFw59 +OfNLcWpXovfeYEHh0JfzXlVOam+yvF8DruedzBQHj8xH4Pp563mj45Mi+3Fw +6AvrKx03O++A8zpNx9PeN9DxtDoC5/UYuNZLqtfu95L/o2JG1I0LaOsLjvx3 +7mn3Ih5kQvwyX41Zajny/7Bv4OAiZXpS+RCz8nLeDR9921048r/2wbSXsrfu +RnbCzLkSUcmDV3QWjvx/Nbpx2dbNAsh+uDnxZlzHDevbCUf+Lxt6aFz3pDZU +b6Tc8wFH/jv3cluQP9Gm3csrzu/7zQhH/jvPr5uQn3Hms/MTRxQ/+rpw5L+z +r/Eh/+PNqUIdGs47UlO4PqeqQu1K9K7HyglH/jvvxRej9ibLexDgyH+876bj +4JH3zsD1c96nRscnRfb14Mh/nCfruKXS+57f0/xy2eh42nMqcN6n6Djb+zbg +vO7S8XdzPY/EmGdhCbV6GVYg7wrfqNa+4NDL1mNrP4ze25N4kMmS1O3TgNGW +Qy8Xm+zzWdOwB5UPMd0H3W09uVI34dDL98u+vH0gpgvZCTMf5ln04ZdlOguH +XhZWDJnz59BOZD/crHnU4ebI9R2EQy/Yp+t6I41Pk6ov3Z7bUjj0svfr83f+ +adSC/In23tMzwqGX1J/TokNebEx+xpk/Lr97+KKnvnDope3vb/TPOfI18j/e +nCz3yjsXVlcXDr2M2pg6rlPeStSuRO9zlnLCoRd8H0C3N9l7v7qAcNaLjoPH +ON8xeEE49OLcE/jL6PikGNzvAme96Lilyvtr4PIev3dfo+OZJvsgcNaLjnO6 +nJuB87mujn+Gyw6f9+r42+d9jh9WRzkmNPaZXbqDLzh09F7Dnasv/taPeJAZ +/dnyHN2WWw4dlV0Q6efXpA+VDzFpUxbvWZ3Pcuio8fkSjY7s70F2wsyQb0q2 +qn68m3C97upC9sNNpUfHG65dGyAcOnLO5TpRvZEm8K9s7f75oq1w6Gj06sst +H7bxJ3+w7mouHDrC+57azzgzKee5o+2qNBQOHXWv9zDiVlI98j/ee+5dW7jM +O5e+LdTvYXVqV6K8bwUOHTm6LkntTZb7peDQEc6fdRzs+Rg4dAR96fikiL7A +9X7/rtFxS5XvG4DrdddVo+OZJroAh46wTtNxTpd1HTjva3T87ToNHOs0Ls86 +OvrsAt8P9j3Q9X0/7Zrxti84dDT3/MA6dab2IR5kfvvl/axHB1gu52becwBd +PsRUPVf6wtl8PYVDR2+cDvq6b40eZCfMnM3Z6IV1NbsJh46y/BQ+b+bazmQ/ +3Dxp4H/xpXudhENHTWqu31+saXuqN9J7Xt1GOHR0K73+RM/kluRPtHk6xHf+ +ut7Nhcs9vQsv9DhZqyn5GefdpzcUDh3tDI//scRfPuR/vNzHBoeOnP1UZWpX +ohn79l/Nyk6pIBw6gl50e5O952lFhUNHeN9Ex8Ej3xkAh45wf0zHx+oIHDrC +PkjHzeoIHDrCuk7H0+oFXD83jzE6znZfA873UnScd7vssF4cu1YvE3z8bg65 +38MXHHqp9139PS+cGEY8yMypXqjmhBFDhUMvjS6/meutM0OofIjZNWriqogR +g4VDL1+PWf9itbRBZCfMlF009o2Y3oHCoZct/1w8dPT3/mQ/3ITs79bywqv9 +hEMv+we/+mBbq55Ub6Q5/cmI5RVXdRMOvSzZ3vvjP0YFkD/RplPavuh1/doL +h16w7tV+xpmKAT4PG33XQjj0cn/7twd8J/iS//FeO28Ih16c+7p1qV2JZsqh +I3/+8HId4dCLs7+rQe1N9p6PVRQOvUzPSB8441hpigPWb4WE6/VbLopPivec +PJtwPe88NTpuqXJvFhx6wXteOp5p9H0Vqxf9HZUfaN65KFyv344I5/taOv67 +XXphHf0/uiVuWR116P5340oZ7X3BoaNOtT6s+NKjvsSDTIfVR17K/Wsf4dBR +6qd3zkWd6kPlQ0zLoLzvxhfoLRw62hZZd9baJz3ITpj3uU934dDR/rMnVy75 +vCvZDzf+bTKtaJSls3DoyPmOUweqN9J8E5B64a/qbwuHjr5/+Z+3Hwe0In+i +TfyWSyF5ZrUQLt/HeHbe1Yz8jDPOOUxj4dCRk2/1yf947z2314RDR5MqD9mR +q3ZNaleiqenz96/Zm1cWDh3h/SDd3mTvfqS4cOjIOU8rQnHwyPvC4Px8U8cn +Rd5DAYeOcF6t45Yqz4PA+dxAxzNN9kfg0BHWaTrO9vkmOHSEc2wd/wyXLlgv +zr8/JnqpHFPpzYDw7r7g0EveyRMv3z4wlHiQ2TCmwMi6a4cIh16c9dUQKh9i +BiU2Lbbh6jvCoZdrtVbW8pk7iOyEmQKHJu5ZnD9QOPTy6Mj6pnmGDiD74aZk +bJ7evXP0FQ69OO+596R6I83Vzkcn/tikm3DoJd+fJ859djqA/Ik2i5vffCH5 +Xgfh0IvzXkYb8jPObH27WcMPqrQUDr18sjVt6OSFzcj/eFO6R+yGb480Eg69 +jH13du0zH7xO7Ur05omPcOil5JzCiYfXv0LtTfa+J1JZuH6ftxTFweM9zyks +HHrBdyd0fFLkvXtw6AXvw+q44TzhkXDoBes3HU97HwBc6+Wi0XFOl3MGcF6n +6fhbHYHzfkf3i13XgfM5wzO3V1l9bS+S5bcXP+zhCw591Si3qEnDc0OJB5kd +ixalv3N5iHDoq32x7j81KDyEyoeYoVU/KxpUfrBw6KvG62UypncZRHbCTFCR +t9ZvKBIoHPpKb9ujxKT0AWQ/3Hy6s+rCu1/2EQ59Ddr05YpeY3tSvZFme6ef +0u/v7iYc+tqSd/799ScDyJ9o7733jsKhrxsT797JdqUN+RlnstTJ7Ffhu7eE +Q1/9g4e1WBDcjPyPN7fOewZO/aCRcOgrYOG2H0t3eJ3alWjy1fs6ekmu14RD +X876vBq1N9k498MrCJfnOL5RWeYWKE1x8Mj9HHDoyzmvzk/xSZH3d8ChL8xf +Om6p8j09cOgL37XQ8UyTewvg+jnpMaPjnC7rPXDoC+cSOv4ZLl3wek/3i9WR +8++tjhbfXOpfJLmvLzh01GT/vLjgrqOIB5nqYZWbzT48Ujh0FFsi78UFuUdS ++RDz8cIs38188q5w6KjeiHLRk38ZSnbCzOQCH9aqf2KIcOjocLc/bvdY/Q7Z +DzeNfeat/Pu9QOHQkfOeywCqN9Lsvn5399Q2fYRDR2M/nPb90FvdyZ9oU2by +P7Mv/NFFOHRUq8iEHG0adyI/48z9m9en9EttKxw6Mg+C72+o3ZL8j/e+p9NM +OHQ0u+XHxV4b35jaleh9TvS6cOgI5+e6vckmc7uFtc8dqy5c3vtb/UnHNaEV +KQ4e73qylHDoyPmuaVGKT4qc74Hre/iZKG6p8r4wOHSEfZOOZ5rMX+DQEdZ7 +Os7pcv4ADh1BXzr+dp4C5+enul/cOuJ14LPPGr1xXPTVtdnRo/4zBvqCQ1+j +M1crc+rJGOJBptlf687PuWY59PX+pGt/1BzN5UPMn0kmtff37wmXc+8nm6os +/X4k2QkzRz6dPHNT9uHCoa/BRV4bkLB9KNkPN6Zv78EF9w0WDn3t8q/fJnNc +INUbaX6Zl/Xgd90GCIe+Pqv5+98DW/Qhf6KNKT9/TY2PuwuHvq4Pbl4rYmNn +8jPO3MsxZnDJvR2EQ1+j5+cs+dGCNuR/vOzLwKGv1L9bh3YqYKhdiWba0bCl +J9Y1Eg59fdXwxosJ4XWpvcne52uvCoe+ej1JGDipRlWKg0ee54JDX/ierY5P +iknqWfqd0zcKCoe+cC6h45Yq318Ch77wnq+OZ5o8zwWHvnC+p+OcLvMaOM9T +Ov5uzjoC5/UeON/n0f1iuaNbq7te6ze2vtlsiC+4nJP7HFzQu/Qk4kHG88vO +rwb/PFE4dPfuqrFL/tg2gcqHmNqfz0kfuHy8cOiuwfhXNvTePI7shJnDhzYF +V7s/Rjh097BIytsTS4wm++Hmi8OTRrd6PEI4dNdo87BGfbcMo3ojTfCl9RfX +Vx0sHLq7+d7jhcEBgeRPtDkQGz0nq6efcOjuVtslx28X70V+xpmp88o+WV6p +q3DornpEvpzvZOpE/sebr8u8Fve4dBvh0F35GWvydPnwLWpXotlQaeXpmxWa +CYfuim7t/HeLGm9Qe5PN+wMCxtx4VE84dPfZvXI1pxWpTXHwmIhvC3bOlL2K +cOgO7wPq+KTI/Qpw6A7fbdZxS5X3vsGhO7w3oeOZJu8BgUN3OCfUcbbrQ3Ce +13T8M+TcAxzzGvQIDt1hX6b7ZY+sJ5+9BnHe6qtOt3OB4bkG+IJDX6G56/d9 +Y9lo4kHmk8iyb22JeE849HXs49fOJl4aReVDzOYc1UdvKz5SOPRVME+JmpNT +h5OdMNPd0yZ7qd7DhENffX4IaN23/xCyH242dRganXnmO8KhrwVJu/LO+24g +1RvpHef7C4e+5sYOCw7P05v8iTZXr2fJMujTbsKhrzEXXjn01dkA8jPOPBjX +9OSywA7Coa+uV7eUqV+lNfkfbzZEXW1cclcL4dCX0y++1K5Es3vAR0Nab24o +XH+Xz4fam2xGnDrU9kDpmsKhr4tTNmSZObQKxcFj/txz8WLlhPLCoa9NuU7O +9QktSvFJ8X7vqKBw6Gv3zHKds8fkprjhHlFm4fpc/bHR8UyTc0Vwvf+6bHSc +7bwGrs8Djxkdf6svcOgL60ndL/Z7aLpf3Pri+Q4c38vU37X+UfQ4vHXq8m/2 +vesLDj1u6dSuypOPpxIP8p4XWQ49tquwI6xCyhQqH2L61B828Ib/ZOHQY53O +w//xeTCR7ISZUZ6PHuQqPUE49LgjrEzbzT3Hkf1wMy1xadalm8cIhx4/fy14 +wbHLI6neSJPz4YZaDWsNFw499jzk2X5zx2DyJ9qcnXX50yGLA4VDj58//Dbx +dkI/8jPOO573FA495pyUpfovTbqS//Hmu7W/BCf80FE49Nj4jcm/T8jcltqV +aJYnFPkrT9uWwqHHRz6x3T7q0Izam2we/bT0s/mPGgqHHp3v2dalOHjMNp9F +53eH1RQOPTq/R1OZ4pMi+z5w6NH5PZSXKW6pcv4PDj3i/oaOZ5p8VwocesS6 +VMfZ6hFcrzPPGB1/+/wLnPWo+2W3i+v1Z4zR/bXHpTvWqY7/QeHP6AKr0/1L +RjcakGWkLzh0+iB72p9FD08nHmQa35ydZdtEy6HTrfM2hT9sMo3Kh5irfRs2 +3XltinDoNMfhfldWj59MdsLMyFYFK8YcmSgcOs1Tocmfns/Hk/1w7/w4Vjh0 +evfw9sGbI0dTvZFm6t6rr92/MkI4dNpn3cypE+sMI3+iTUbTGXeLZ3pHOHTa +q0O5rZsODSA/40ze3wvcqO/pIxw6fcmkX576dXfyP97cany+cPDxAOHQ6a0f +ztcv7WlH7Uo0pY70bjq/tr9w6NR57tyc2pts+m39+H74iSbCoVN8V0rHweN9 +HveacOh0QGihbNePVKP4pMh7XuDQqfN94KIUt1T5fhQ4dIrvV+t4psn9EHD9 +XOCB0XG2OgWHTvF8QcffrlfBoVPMp7pfdsvzBXDoFPrV/bVH5lndX3tdenT6 +a79wx67VqXOfcKQvOHT66r52m0PqzCAeZKo0nPbJnJbThUOnIy8t+CLu8DQq +H2Lqve/7Q+u3pwqHTmulvxhTZt1kshNm7r/YoM+iaxOFQ6cV75U6+/Xl8WQ/ +3CSMGdCjQo9xwqHT3W8emv1yjjFUb6T3OdcI4dDp4y01loyqPYz8iTYd7/66 +o0zrwcKhU+f7bwPJzziztc/tP88N7yscOn1c7NHT83u7k//x5q7vpI1PJ3YW +Dp0O7vFnyMsftKd2JZruVYtPW/7QXzh02qftk+s1t/tRe5PNzI8HtB704pvC +odP2Z2bn6HilAcXB49VdHeHQqXNfqCrFJ8W7ny0vHDrFOaqOW6r3u8cFhUOn +eC9MxzPNu37OIpznUx3ndLn3CM461fHPkOd94Dyf6n6xOgXnfaXuL7vuBef5 +9MCzF+9/Ej06+5RxvuDQY89A37PjX5lDPMj0yDFmZdFNs4VDj5lqbG8dVXc2 +lQ8xTR9m7prff5Zw6DFruZi4LvffJzth3t9bmSEcegz++ObV7vWnkf1w02bh +7wsqbp0sHHp0viMxgeqNNNkevz6wTHfbXvkdn2f70NHkT7TpWuSLtNSVw4VD +j87vnQ0hP+PMtQ/7b4ooPUg49Lg1oVVC0Kb+5H+8vNcADj0WWLXxj08vdKZ2 +JZpG3Z5efO3FDsKhx9FP45KHXWlJ7U02/xzN+1eu3/2EQ4/Oe3ZvUhw88h4B +OPS4pXHShq2Va1N8UuT3vMChR2dfWZ7ilmoOHV99f9Pc4sKhR3xPTMczzbvP +zSFcn+c8NjrO6XL+Aw49Ot8b/8Xo+FudgkOPeA6i+2W3zKfg0CPWz7q/7LwJ +rvUYY3Q/Wp06/97qdN/OTAW/XzfRFxw6rbwlS7N13ecRDzKtW55N2XUvSDh0 ++tvMHa9crhtE5UNMWELYuiyT5wqHTjOXSCm/puIcshNmPi/cI8uhzbOEQ6dt +Dmz3BE17n+yHm6K1FzX4bPR04dBpZPbpWZLKTaF6I73zoG0vdBrWefEHk5aN +I3+izf5Cuz5eET5aOHQ6b0G2CUv8hpOfcXL/Bxw6fZr1lfdeGh9I/sebTd16 +Fp6er69w6HRYu0v9q53uTu1KNIsDllYJ+iFAOHS6/ZPuXRo1epvamyzPMcGh +U+e5QzOKg8d7jtpQOHT6+UdLhjR/+hrFJ8V7z/kV4dBpwSfvjXh5RkWKm9Up +OHTqvIdegOKZ5n2fPYdw6BTPK3Wc0+X78ODQKd7f0fG3+1Nw/TzxiNH9Ytex +4NAd5k3dL27+bDm7265jnW2o1eOGlOwD7pSf5AsOPXba9lObMgfnEQ8yExqe +bL26m+XQ48RZi8aWDgqi8iGm8VsRCd8dmCsceky4OP7DXR3nkJ0wU2VU35z3 +L84SDj0ee9zyYfOD75P9cDM7+MeYF9rNEA495irx2osn70yheiPN5X/e+v3L +/La90OODS78XulJrPPkTbQ6PDJ4QmnOMcOjxzrSgqVPmjSA/48zx7sM3d6sw +VDj0+FNE7Kt5EgLJ/3jz9efzC9ZK7SscenS+f9KD2pVo3kn9Y/y8DzsLhx7x ++6S6vcmmWKUKo5MyWgmHHgv/8FLnJzF+FAePvJcHDj2mHCr6S91ddSk+KebG +k+btX19QWzj06Nxnq0RxS5XvMYLre5uFKZ5pMp+CQ494L1XHOd17H+BvyXOe +N3X8M+R7U+DQI+6X6n7ZLftTcH0udMTo/trj0h3rF/yZO4XtuZBT7oTodPD2 +OfkLz5rqCw6dvvthwtxRXRcRDzJZl/266I3whcKh078bF227v/5CKh9iCiSd +N/7r5wuHTt8oV+hUzZfmkZ0wc3N2qS39oucKh07fTi99K8cvs8l+uPmg876v +mmeZJRw63VLtw2nX9s6geiPNtt5Ng8+Mte2FTu/f6Xvm8ImJ5M+/+82pO+ak +vjBeOHSabUHmyqkFxpCfcaZvteD6S4OGC4dOc7ea4TtwwBDyP95cfJT5ad3J +A4VDp7/3ajelxd+9qV2J5m2/5F86nusmXO6zVVhXPfuWTtTeZO/339oKh049 +S6NWn3zYguLg8T43bCocOp3VeVKLpa83pPikeL9DVUc4dIr7dTpuqfJ7teDQ +qfN7OkUpnmnyvURw6BT3EHSc0+WeDzh0ivtyOv4Z8n1+cOgU+1bdL3Z9C846 +1f1l17fgvL7V/Wj1C87PX559Vn+m1W+29/5446Wgab7g0O+fh475h/kvJh5k +Gl3rnz1T9UXCod+L01OfNohfSOVDzK11/b671WOBcOjXd2q9Kwd+mkd2wsw/ +l2uXORsQJBz69a96sXmnNXPIfrjJvvrMjMD8s4VDv87ves+keiNN6owt63KW +t+2FfrNd3XTy1IVJ5E+0KX+sed+Hx8cLh35jmxytVuntMeRnnNnbeXujO5dH +CId+T/x1s+Sbp4aQ//Hm7s8DFo5bGigc+t1b9PrwbN/2pXYlmuEVZ/nny99d +OPRb5fC4cjMPdKL2JnvvDb4tXL7bU+HnskN6v0Vx8HjnIyOc9avjk2LqL35v +1acv+wiHfnG+pOOGez7lhUO/uLeg42nnWXDoF/dddZzT5TuQ4NAvzod1/PH8 +5Z5w6Bf7Vt0v9rwInO//6P7aI3rX/WV1Cs46dcpZne7J+2q+Mlk/8AWHTsOe +RmacPLqMeJD5+PKseWdnWS7PSXuXyf3R8WAqH2KOrct34fHaJcKh09adhwSN +uL6I7ISZIyPfyHO1yULhco70wyfJQUXnk/1ws/bLf+4NvjhXOHTaN9vOjr0u +zaZ6I03cjiZpY7fb9kKnEZ0W/pQl23TyJ9pU6PPR9spTJguHTofV6TN+xA/j +yc84U/twg9GTB44RDp0u6vnBkieDR5D/8SZfmeLVWq0ZLBw6nbyr6Ce33xlI +7Ur0/k5ob+HQaY6X6iVM/7QrtTfZe8+8k3DotPxHpf7Kv7E1xcEj358Eh07x +fWMdnxTv75PWEw6dOt8lq0NxSzXN9lY/OW9QZeHQKb7Lp+OZ5v3ufWHh0CnO +l3Sc0+U9X3B9rvur0fHPkPu04HyOpPtlt9x/AOfnL7q/7DwLzuthcK1TW56f +yzy7xl7ppOj3zxz144v0e98XHPoNKf52o/XblhIPMj9/fnRulymWQ7+fJV/c +tqNtMJUPMb99MrRwn4WLhUO/8745U7LPwEVkJ8zcvXXj7WLzFgiHfusXzHjw +fdI8sh9ucvX5pOGd2XOFQ7+z5qR1ODxqNtUb6f1dXdte6Df34BdqlRk2jfyJ +Nu9Xmrkx84FJwqHfw81/2jv/9fHkZ5wZvOB+w09vjhYO/Vb9rFWB388PJ//j +zfHVZkrTToOFQ7/LD0TO7pQ6kNqV6P39td7Cod/HXQ4d2vtHV2pvshny/buv +dHncUTj0O+OLJhNTDramOHjke2jg0K/zO49NKD4p8t4xuHwf79n3CWtR3FLl +Hi849PtrtXkmPm85imea3JcAh37xnpeOc7r8XjC43s9aDv3i3Bgc+oWudb/s +lvtO4NAv9K77a4/oFJyfy+h+3Cv61f3o1i9+HxLc0b/V9ankty6tHTzHFxy6 +LvhZj2trSq4iHmQSk/LPipq3Ujh07dyrX0HlQ0zLSqn+a1tZDl2XfL1ZypE+ +y8hOmElYPO7CKP9g4dD1lM6xD1dtXET2w82GFo0yAicvEA5drzz1xfGv/91f +63ojzZ1661v1mWzbC10fn1Z/6aL0D8ifaPPGoc1zMg+dLhy6dvZrk8nPOHPp +ZLavs3UfLxy67lHX/43rKWPI/3iT+PRRzN7Vw4VD109TQv2arBpM7Ur0/i7A +QOHQ9W+p8wa89bAXtTfZLH45qVtoeBfh0HXrPuP8XxzSkeLgMRM/yd/v1JJW +wqFr570wP4pPinzHAxy6xnc8dNxSTUj2mi/v61dTOHT93cXRpZ+2rELxTDMD +lzc4uSRPKeHQtbMeKExxTpff9QCHrp3vVmWl+GfI+5vgev38q9H9YnUNDl3j +/U3dX3vk3i84dK1/p5t1bXWK+Vr/fvdJ1/mz7l+r93HPKrR69/krT/Nl2+b6 +gkPvP6UeuXbzo9XEg8zImB0fDytjOfQ+6fzrXfe3XkXlQ0yJt6t/vf+TlcKh +95Ule715beIKshNmZo0vWyvbkmXCoXfn95GXkP1ws3zMgkNNhy8SDr0vOXVx +fvzE+VRvpPk2bXKrdXWChEPvvxzwfWdjndnkT7T5oF61gYH53hcOvdd7te25 +5alTyc8477w8UTj0niVwdOuyncaS//HmzfpdqmS6N1I49O48HxlK7UqU/TU4 +9J57SfOJaeX7UnuTzaQW8Zvqd+0mHHrHd+p0HDzmz5Eprxbq31o49B40udc3 +NZ76UXxSTMYXc0eUnf6mcOgdv7eu45Zq+lx68uKOz2oJh96d5zuVKJ5p3vdD +ywiH3nH/X8c5Xb4XBw69456Gjn+GvE8KDr3jHFv3y245BwPX6/BjRveXncfB +eR7X/ejmen0eY3T/7ndx1rtT7pTo/a1WwZnmfh3kCw69dytWqopPZAjxILMo +y8/D75a2HHrf1u+bX9otXk3lQ8z3d7sdmTJplXDo/e2Chc7tnLaS7ISZL6vf +Tujec4Vw6D3o19ldsvy4lOyHm5zjl+6aWWmJcOj9+s6dV7JWWkj1RprmZ7cH +5ys8T7h8/63BkGVr9swhf6JN41cHrfGtMEs49P5G3OEsrXpMJz/jTJbm5Yf8 +Vn2ycOh96s7fDk7uPJ78j/fe6xgtHHrfU2vmg1avvEvt+nfd7v/ivEFHBwmH +3gfN6b3l1Tb9qb3JpuKpBV1HjO4hHHqPqL39weFBARQHj+l28uiDE4FvC4fe +nXxuQfFJ8f6+jxEOvTu/1/w6xS3VpB29Ordhy9rCoXfnOxJVKJ5W7+DQO+5V +6jine+9L5xauv4eQk+KfIe/lgfP8rvtlt9y/Atf3qa4b3V975DwNXOs91eh+ +3OvSKZ+bPWv+OKvf8nc3t/tjxTxfcOj3W/+vonLPX0M8yDytMeLb6JqWQ78p +H1T4e+obIVQ+xJxqWG/6mT6rhUO/g9rkHNO2+iqyE2aWh8S1Tj64QricmwV1 +7V84dRnZDzcZIYP825UJFg79xub/ovgn/+7rdb2R5nG2k6fyjpwvHPptP+uF +DvcGziV/os0LptOT+pdnCYd+u773wgeD984gP+PMwiG9E3tWnyIc+s3b6+4f +r2aMJ//jzbCeBcrOjhgjHPqdW6pBpmKbh1O7Ek2THrtOhlUbLBz6fdl/dYUe +TwZQe5O998d6CYd+nfstXSkOHvN9lcg8fdd1EA79lvhrR7ewR/4UnxR5zx0c ++nXuITeiuKXK947Aod8hjcdu7jm5BsUzzbvOryAc+sV3jXSc0726KyQc+sXv +buv4Z8g+HRz6xe+z6H7ZLd+lBOf7V7q/cG52XjjrV/ejm0O/WOfr/rXzNTiv +23W/23ncKWfHgS8XBg8fV32BLzjGgbr1qk0+//da4kHmt1nnq4bNshzjQFrY +T03371hD5UPM3JUpn9XcGiIc40CZBwdKj/x0NdkJM5+fn737fuZVwjEOLB7R +InLOmhVkP9yMOHvPf/7wZcIxDsxI7vPRyupLqN5I81m+0fkimiwUjnGg11cb +xmYOmEf+RJuexzqXLlppjnCMA83neY4n5vqA/IwzI31mrh/Ze5pwjANZh33T +bM3NieR/vKk1eVHZHyuOE45xwFmHj6J2JZpf9h7I9GqxocIxDjRcnrVMkcRA +am+yfM8NHONAiQO74got60Zx8JgSNwutbZrQUTjGAbz3pOOTYpZ2rxj3+/jm +wjEO1PT7PH7ogiYUt1Tve/H1hWMccH6v7RWKZ5pZWe7yqNlXKgvHOOCMkyUo +zuny+wLgGAec3995ieKfIc/FwPW96N+M7pfd8l1NcIwDeG9C99ceGR/AMQ7g +XoruRzsOgPO6XffvfpeueRzQ/X5A7Dz75yVOyzjgrIsW+IJjHEhqu2DMZ4/X +Eg8ywQc2VJm63HKMAwN27Y158ukaKh9ivr67aNOof8cBcIwDFYe/Gtt38Gqy +E2ZmZ4q9VnjwKuEYBw7F7c09+uIKsh9u2m2p/zjP18uEYxzIWsW/4OxuS6je +SDOlUlKnHPUXCsc40LVxo3Eli84jf6JNq4RDL3wdOkc4xoGEty4nbBjyAfkZ +Z6K+CWy6aO404RgHvsy14fuaPpPI/3h5jxJc7mPvXZJp87lR1K5Ec6PD1xED +XxkmHOPAd55Xj/dcOojam2zGXf4rMKZfX+EYB35Ka1hqv6cbxcFj2q/IPDnH +uADhGAdGvfVJStOkthSfFNM9LL14/84thPM4oOOW6n1vsb5wjAPO7x/Vonim +mR8bXdr2UYmKwjEOOPdkylGc002dn+ulH4sqJFzf83yR4p8hvycCzvt33S+7 +5Tsb4BgHcI9U9xfWA0eE6/WA5XocsJzX87p/98v5ADiPA7p/7b01Jw/sOHBu +UZt168Ys8gXHOLCh5ps5fc99SDzInC6xsf/S/pZjHLg9stmd3weto/IhZnVa +ZPHg8WuFYxwoV37Xzj/yrCE7YSZ/1vgGLU+tFo5xoFT9q1vnvrqK7IebR4si +fu43aIVwjAM195wsdvbMUqo30nyy9MMe9z5ZLBzjQOl+rZ5erL+A/Ik2mUtf +KN1xTJBwjANVVkzvcqrDbPIzziw780J0wpMZwjEOxO0fPnv/ginkf7xpk2lT +1V9fniAc48D9TWfbLhg8htqVaIZ/dfwLEzdcOMYBfO9OtzfZJO7Nuzl9zQDh +GAfa1f85/beSvSgOHrPls8SZ1Uxn4RgH1h2+fbTzkfYUnxTTwb/j9PQP/IVj +HGj21ae39/ZuRnFLNYHjYm4fytZQOMYB53ccXqN4pnl/v7uGcIwD+L69jnO6 +fH8bHOMAnt/p+GfI78WDYxzAPRndL7vlOR04jwO6v/bIvA+un6fvFa7HgRjh +fG6v+3e/q7weB2LMs5+t22n1fq/EpXuf3VvoCw69Fx9R7PCQvR8SDzJ5dsXk +P1DLcuh9S8W8bdr1XEflQ0ztP87d+uvNtcKhd0/Lb+u+8iCE7ISZqC5pi977 +ZrVw6L3jkbhc84uuIvvhpkzJ2ftmT1ghHHo/OGL8zdcuLqV6I41Pz6//2Lxk +sXDo/WmBeJ/Y4QvIn2jz3YoetRa9FyQcem9f+3a/6Ytmk59xpoHn9QM+L7wv +HHp33v+dQv7Hm8Ktmi3v/fsE4dB7YKH8DePrj6V2JZofmx0vV2jLCOHQe0CV +z3esHDKY2pts8u4717jYmIHCoffce4q9FdmxN8XBY5bPL9VtzrkuwqH3a54T +D04ndqD4pJi5IRfCrmXzFy7fXRxT+YtSd30pbqle/TYSDr2fyD/rs1kdfCie +aXLODw69O/uIyhTndO89n5LCoXf8jpKOf4bclwOH3vF9A90vu+V8ABx6xzig ++2uPPNcD53lf96Obs951/7p1zft95576GdF7uRWDNlS/u9gXHHpPyNO0QNZp +HxMPMn+0ulay/d6PhEPvn+7Zca1Evo+ofIj5bu6MzLW+Widc9B70a4MHzdeS +nTBvvoUIh97zXGpRs8Qrq8l+uAk5+texsMUrhUPvo7NFlL04eTnVG2k+zV96 +xub6wcKh92/Wtc+zP9ci8ifa9Bn75mtHJ80TDr3/Uy7r3YzZc8jPOLPowrFb +tXJ+IBx6b/Jro36fVp1G/sebLyeObLnx4ETh0Pvmo28O+bbkOGpXonz3Dxx6 +x+8X6PYme88TAoVD7/guqI6Dxzi/595VOPR+p13AwV5vdKT44HdaWwmH3mdk +GVDt+wp+FLdU73eHmgiH3p3nGnUpnmnyvB4cenfO9ypSnNO9vwddXDj03u5R +zt9y33mJ4p8h74uBQ+/4zonul93yu5zg0DveI9P9Zc/9wLXeLYfe8bwenO/R +6f61egfndX7x/1+bHWb1fqvrg09+ygj2BYfeCzXvEeqzOJR4kLnX53FS5q3r +hUPv0TVy5wortZ7Kh5jG5waM+23jR8Kh9zlLqrXI1OVDshNmho+b2Hjf+rXC +ofcJjy7MvHcqhOyHm0sf570YeHqVcOi9aKlJfoNyrqR6I82E99OmRb+zTDj0 +XvnRnKPn9i8mf6JNE5O326YhC4RD7xObrYqYljOI/Iwz31U683bB07OEQ+/F +oyYfvj5kBvkfb6LGtp70yrbJwqH3tiNGrx8SO57alWi6VJ/Yee210cKh9wt1 +8/+0Zf671N5kM7235/Kknu8Ih96d8/z+FAePGZ129uasb3sIh96LNx8TcOlW +AMUnxQwafCx1nF9b4dD735WP13gz+H90nXdgjNn3/6Ottixr9d7rCtHrib4s +Vovee5forGUQRA8GQUjEbMSIlDEpJiOJJDofva5eVu9WLz8/85zzfO97Mv7L +a+/euffc8z6336cl2C1Z+05HE+Hqd5rqgj1TtPOQ1YWz3vl7B6qd+RxOceGs +d0c//gvYP03e8WOunq/7SGq7HJD9O+a4T6e2lz6eZ85653dr1XY8JOv5zHF9 +T21ffV7P3JXesd9njvfUmH//3M6Q48Id/qHHjcMT1tlCXy31ZM5xo0ijEj1K +B2wC7kvXHv59r427zjluZO85PlcwbYT0Rnq44m+fzNsDhHPccMvkfXqK73rI +J4ieTPnw27X864Rz3BhyO3/y+CxGyN9Eexv/McazzWrhHDeWT7902C3RH37X +THevnG2e4+Jy4Rw3NhZ4tuxy5iVQnkiaPTNu4CPrQuEcN07bDMbAE/OhnBZ6 +WqRuz952g3COGweO5W+T3GgWlN9KS3ueKvFh7DThEjdsQ1eWajIJ6hVHf/o9 +XWX8e4JwjhtZ9j7+df9Po6G+NipuLvrm5uShwjluOPZb+4Md7NT5ZsE1KQt6 +Cue40eDD6VV+nbuAfZLI8+LZDf9uby+c44bju42twG7J2jswTYVz3PD9Gpmv +T3BdsCfv71cXznGDv+Og2lmPG8zV83u/gP3T5PtBzDlu8Pl8tV0OaOsMb0VH +6nmeO6S210G5R8Mc44bajnrcYI7rgWr76vGhxfeCXxVdx6/MNu7GvWWezFnX +YYG9P7aZEwjcl7wr5v968NEm4azrR+1O5cr7fCOkN9KFqcPKHf1rg3DWdfcp +3ULH9QiAfIKo4OXs+f6YvE4467oodZg3/tt4QM3fREWe1Fn9PsMa4azrXhOb +ZlnaaBX8rplKFtrzpZf/CuGs627FHq94/mwJlCeSss8oV968eJFw1vXNTKMO +lCjjC+W0UN6xAyO/VJwrnHXdKXLH0v0Z/oLyW2m75dm8pa+nCWddu3X6vKrT +k0lQrzg62cDbLXCpt3DW9eUnuZ/fKDAa6mujiNNRpa3mocLlnN6+2aPHzhkI +drDT0B+nZ/5fzl7CWde7H8QP/S+iC9gnieotb1Jx+/r2wlnXuf4dXunctFZg +t2RquXWtl09hEs66rtK3/4+lctcFe6aQudX+OnlH1hDOui7RqIrl/aEKYOdU +7ft9JYSzrh3n6vOB/dPknA9z9dxOJmiXA9p92P9ER7i+p7bXQbn3ypx1zefz +1XbUx//Mcb7PHPt9R/+t67rggStJD0uv8GTOuv4198npS29sBu5LL2J/bjKv +sM5Z10/Pddt/9qdASG+kP59Mz7U6dKNw1rV/mfYhA7NtgHyC6H9HJg76J2K9 +cNa135AGCVuurIX8TdQiZcvZmu5G4azrpM63Sxx5uwp+10yFh1YY/aSOv3DW +dbmtZ+c2Xb4MyhNJnzZXG9K9xGLhMq8fNXhel7AFUE4L/VAoz80Lw+YJZ10H +Pu9zdc6cOVB+K81z62/ov2GmcNb1g8rj++31mQL1iqMt5zbdq7HeRzjr+mrs +iZ1j/MZCfW107VzxlesihwtnXe+cnHgp8MwgsIOdfltsel3B0kc463r4s+cF +82b2Avsk0VX7nokd93QSzrqOm2rqFPCiNdgtmQI7vn6V6Wkz4axrx/30+mDP +FO1+TQ3hrGtHv1kR7Jwq39lkzrp26DE/2D9N3hlmzrp2vOuYCdrlgDYe+Cw6 +Yl3zOV61vQ7KOXzm2F+r7ajrmjme51Hb94jM95njur3a7vo4/3uxY/U48K57 +lbATD5Z7Muc4sHHemHGdAzYD96V5P6dd6XYsUDjHgc0/H7MPe7UJ0hupxsiX +Pe74bBQuceAfr+aWzBsgnyBqd+HRn1dbrhfOccCQUMbeynct5G+i9p5dEnzs +a4RzHDD9Zfl38bNV8LtmujVhNV1/sFK4vNdkX/Xpz+zLoDyRtLgWtegV7iec +48DqpZabr+csgHJaKPONfjeH/jZPOMeBzp7xba56zYHyW2ll6dWXfa/NEM5x +YMHjlc/8WkyBesVRm657HpW2+gjnODDMeHzol11job42MrwYWC1DxxHCOQ4c +W1635v9KDwY72GmUZ9baxwr2Ec5xYOTrhdvmm7zAPkmU1DplRaaynYRzHBi7 +t82A3AV+A7sl08dsHZsafD2Fq+9O1AN7pmjf2akpnOMAv4+q2jmV3B/leVbD +u5RwjgP8HUPV/mlybp+5ep4nM7TLAfmeO3OOA/w+qtpeB+U7GszVezdnheN6 +PnO1fz8kHMftzLHfV9tdjwOOdr0mccDzZYMl9wev8GTOcYA+1C/x+uFm4L40 +p2WFxTNK6pzjwPEchTbOLRsI6Y3k94//q7jxG4VzHOhSKM/RXjM2QD5BdHPN +Xlvv9uuFcxywXrlSf8OjtZC/iYYElhyYnMEonOPAq8eRE45dXwW/a6boI3vv +G7r6C+c48Ofzjdk7vFoG5Ymkme3HVh7SfLFwjgN8z1ctp4WyNKr+677T84Rz +HPjf/Mobp16fA+W3Er8fwpzjQK2lxb7+/dNUqFccBYXMmVSjyEThHAcSRze6 +0WDvWKivjfwLVv15Y60RwjkOdHEbPvVJ+GCww7f5+6hxr15W7Ctc5u/zKr2M +f+UF9kmihlunnrtdpJNwjgOO/roN2C1Ze0e6mXCOA7P/utQ3NEMDsGeKNi9w +F85xwPHeRSWwc6p8Z4c5xwH+fr1q/zRtny67cI4DfO5XbZcD8s4qc44DDr2/ +ILW99HU/5hgH1HY8JO9dMMdxvtq+R5x0jXHgO+6v6/3f0fsyjri+3JM5671K +hka9csVvBu5LVa+fP/t1cqBw1vtKW1CVMNsmSG+k3eeW5l3Vd6Nw1rsjbgdA +PkHkf7K25ZH7euGs97HZi/bI5bUW8jeRbfHJE83nrBHOejc8Pv9x+LVV8Ltm +CvcqvjLhxkrhrPct1yN/GzZ1GZQnkuaW6n1y2R4/4az37tlKfCmycQGU00Ju +kc93lV48Tzjr3XaqdJ2mUXOg/Fb6/XPVtLlfZghnvT/+6/2VB5unQL3iiMp9 +fLfJ4iOc9d7qT69cxweMhfra5J0r5qz30gNyl17vPwjsYKfVY4d+Odyzj3DW ++78rQ1sljukG9kmiTXl6/hoR1EE46/3W7bFTn2doDXZLJnuWHrV2dG0mnPUe +2D/IOtSjAdhTH/8zZ7073k+uCHbm+3fFhbPeHTotAPZPoxeD1xSqXiKbcNY7 +39dT2+WA3Ltnro7/75HaXgdl/s4c9a624yG578Mc9c4cx/nfzRit63r/5BFv +S3xZ7smcdV3yZvKBlMDNwH0puleWiCp+gcJZ1zP6n17Qa8omSG+k35cW8r2W +ZaNw1vWnWoXiEncFQD5BtD37nRyds60Xzro+YktoFdJgLeRvolG5mlacN3yN +cNb1gC9/+lZZsAp+10wLzizIfDZmpXDZr//+/e5lUJ5I6rm4+uqi1/yEs66f +N+56cvHQBVBOC01/nafZ9JPzhLOu58354Lt98Rwov5UOrVyd41y+mcJZ1457 +UlOgXnF0tcSJJZe3+ghnXf89NOzj2UFjob42eh/doc8tGi6cdR1ab2rHuPyD +wA526r9ka4fC4/oIZ13X7+re8Ve/bmCfJCrvlWEJdfxDOOt6Zbs2CzdGtQa7 +JdPaloeulNjlKZx17Xgnsx7YM0VbD68pnHV9r+Cnv5/mqgR2TpXvvTLH8bxq +/zRtvJFVuPre4wdS20Xfl2fOuub7O2p76f04c5zXq+2on9Njjuvwavs661od +t+scz+Xu+/5A83WJA45z10s9mXMcWPvTXZ+oPJuA+9LjS9PWti29UbiM57NF +DQtx2wDpjZQv0+4hy/IHCOc4kOv9wvbbz66DfIKo2owXXWNarxXOcWB2B4/2 +BTevgfxNdOC3Z3mv/rNKOMeBL8Vvvchexx9+10y/eoQt6zRtuXCOA+92xn6M +ubwYyhNJAza8yPar70LhHAfW19h+Z/XS+VBOi/adjrnCOQ6c2/awftDaWVB+ +Kxnrbyx+4NY04RwHiubpdu3W+ElQrzi61X7yq/9mTRDOcWD5tm3N6d5IqK+N +csaN823741DhHAd2X87fvOqxAWAHO6UdONWxXUgP4XJfL6Lpge4Lu4B9kmjF +iP9N7BHfTjjHgVbXaxY7OKIF2C2ZAizD7q471FA47sep9vwWB/L9UX/ByWrC +8dyOaudU7RxgEeHqOzk/gf3T5F1K5riPr7aL3r8zV8fzN0ltLz0OMMf79Wo7 +6ut7zLF/V9tXH7c72kPX9dl/M5+LLbPUkznruuCzVWPcXm8E7kt9zrrFDuyp +c9Z1prX1u4/KuAHSG+lc1TVuCzMFCGddX/ujxpBWNdZBPkH0uGnGvG3KrBXO +uuZ7+mr+JqoflLF1tYOrhLOubWNWFjV38IffNdPMUa/yl2q3XDjruvqBquGX +bi+G8kRS1wYHbg1JXSicdZ1WtH9IjTXzoZwWujhhUlLnRwbhrOtcl+uPmrVr +FpTfqn1XaJpw1vXznS1/mZhnEtQrjk76DXvtVdBbOOt6a4PTFROzjoL62ugf +c5uEOV5DhLOu+V6eagc7WTb5XG1arIdw1nW/2KN9g3t0AfskkU/fvzMa7G2F +yzw94saTrw1bgt2S6fmcIlkelW8snHXt+J5mXbBnCpUuPbF3s+a/Cmdd8/em +VTunau/7FRXOui5zb8jcgx75wf5p2vvwOYWzrvn9HLVd9HU55qxr3n9X20s/ +f8scz9+q7aift2eOulbb94hTepynP/y+gafr3fH9r6WezFnvGVOneRRuuQm4 +L10cPuLT7nEbhbPeR826ksnaegOkN9KWiI7eH+6tF856v7v1xxDrlnWQTxC9 +ezxyyNOWa4Wz3s/PuLyo8bo1kL+JfLfV7POx2GrhrPfNfy4YElXXH37XTHu/ +jh17oMxy4TJPb9M3uXjaYihPJE1ISni6f9RC4az320vy2H4/Oh/KaaEBVbpW ++7jNIJz1vn9QmzPtt86C8lvp/KQWlfLUnCac9b60pI9lfvdJUK84evF37w4r +r48XznpfmXtirGXuSKivjUzlM6+/Hz1EOOt9TK2q2by79Qc72LV3IHsIZ72f +zfmwYO7IzmCfJHow5emTLHfbCWe98/vwqt2S6dSWbruq/ddIOOt94/QePxbf +4wH21M/VMGe9D/Gq7Pbzl7Jg51Ty6jxrdVhyIeGsd8f5+Txg/zRtXP2DcNY7 +38NV20XXO3N1PH+N1PY6KON25qh3tR31fpw5nsdj7krXuA7/9fs/Xe/R82y9 +PHsv9mTOeq9+vvLZ568CgH+bv8f6ry2WQeeyL9/wuufpPOshvZE+vvjydODd +tcJZ75m91hRPXW6EfIJocuq2XHXyrhHOev+jZNgX2rYK8jfR2egza5Z39BfO +eu+xLq77vnPL4XfNVOeG16NztZcIZ71bB+XZnLvZIihPJEX16pn/Zldf4az3 +5Hv/m+ixaC6U89u4/Uj31jfdZwtnvS8t9qnjz01nQPmt9GzChJZLbk4Wzno/ +1/t6zkMNfaBecdT1bKMRw1PGCGe9h85/c+2r33Cor02bRwwSznrndzJVO9ip +S5p/aJbZ3YSz3vl7wap9kmjb7y2vLxvTWri8i5VgL9z3iyfYjdfn6wlnvQ9Y +NrLlomU1wZ4p1P6HuyVHRVUSznp36LcU2DlV3s9hrn7H80ewv/5eFnPWu+Nd +jnektot+/pY5rsup7aXfr2eOelfbUZ+/M0e9q+17xInjeh1zPGfrKMcNiQM/ +nN8WnXpqkSdzjgMVi76K2t90PXBfirRYTy1Ysk44x4FL9l0Fp/qthfRGirvW +6VAnMgrnODDefcSHxbQG8gmibUVu/1Dm6irhHAdyTs3te3CcP+RvotzrSxwf +WmqFcI4Dju9lL4XfNVPdbacjHv7oJ5zjgF/xz2WOZVwA5YmkV1W3N5rQZ55w +jgOO92znQDkt8n4mc44DlwqkbXpzfyqU30oR/f686zVsonCOA/Y3u/Nc9x4P +9YrT7ueOFM5xwDHuHQL1tVHZhAYTPX/rL5zjQPmock26mHqAHezk1uTquNn+ +XYRzHJjbemOhmpN+B/sk0en30wbS7y2FcxxwvN9FYLdkepRaZ4p9Wl3hHAfG +z2+w0PhDDbBnCrUesWjW2+wVhXMccMzHS4KdU+X7L8w5DvB3SFX7p8m5Wea4 +jqe2ywG5d88cz9Oq7XVQ1tuZq/dq40ltx0NOOsV5OnPUu8Puuq7bnPZ6Ptq0 +0JM569ojtsH1jZnXAfelxv9Gb/jkvlY46/rg6qzjW1czQnojXaga1Kd/7TXC +Wdfjqi6t++rQKsgniFo0bDs5w3J/4azr1QP8To9buwLyN5GtQoRfua1LhbOu +R09ZX8/3vh/8rpka2y6/qJpXr698/7fQzcnVPOdDeSIpq3dijRnfxufMWdf7 +Eg8MGP5gFpTTQrXHlIqc9myacNa11+/1N3pUnAzlt9Kq5437vTR4C5dzd9/v +gY6BesVRap3U1R4dhwlnXacVahw6pfUgqK+Naj69Pr/Oi97CWdeZf9hSOXtG +L7CDnc5ceT5pXotOwlnXyyebt+z+sw3YJ4n+Wzht0dG7zYWzrq8l+WXt2rAR +2C2ZggrGRK4YUFs469pR36pgT37Ptpxw1rXjflxRsHOqrL8xx3e0VPunad+d ++SK6YF3zuF1tF/2dHOaoa7W99Hdumav7bmmktqMzx/V5tX2POHHsxx3fodD1 +3ujIxcItSvP3WXS9Nzx9YVfHHUbgvlTlXqWT+w6tEc56f5wntfb6G6shvZFG +JlSol2vFKuGs92HtZ33N+Jc/5BNEX794bq/UfIVw1vvx1NINz5RcBvmbqEbS +v9d3LFgsnPV+5tOGvh/WL4TfNdPybNUTG9+fL5z17pFv/4Flf82F8kTS0MYl +8/fzni2c9b7mxqPj5f6eAeW0UJWdXd0ub5ginPVe7rej1TqVmQjlt9K1+bvr +jck5TjjrPVvNyZ9L9h0J9YqjDZfHltuxdYhw1vvFDFcNsWMHQH1tWr/fUzjr +fceW0i9jtnQBO9hp4czKv7nP6SCc9R6e3HT03dZtwD5JVK7Ozmyz93sKZ703 +aN21zKm0emC3ZO19bA/hrHfHvLsS2DNFvqvInPXu6GeLgJ35exN5hbPeeZ6u +2p+/C+MmXD0//4rUdtHfy2Kunq+7RWp76e/kMEe9q+2or9cxx/G82r56P/79 +86fbdV0XeHbndGzSPE/mrOsJxzvf+tx9NXBfCp06rkjvVauEs64jNnSKaWL0 +h/RGCsvrXy80bYVwWYf/7s/LIZ8g6pgx5Y/XW5YIZ13XcuvSKLOXH+RvovWL +M22tl7JAOOv6WHB3r+DZ8+F3zbL/xZx1/ejMjTrF7X9BeSLpxp0it199mCGc +dV2/YO/ZrXpNhXJaKCnh7ZFBIycKZ107viM8AcpvpSVuZU/0dB8lnHXd+8KU +wqe9h0K94uhQhaXLTwQMFM66vuX2evCu7L2hvjYafaTs0tGXuglnXTu+v/wH +2MGuzYt/E866thayZJtbpCXYJ4lW11hZ/VblJsLV7yrWBrsla+fWqgpnXTvu +p1cEe6Zo37MoLpx1zfvmqp1T5f47c3y/WrW//n41c/Xc7GtS20Xvx5mzrrm/ +VttL/44Mc3wPU21HfXzOHHXtSKfrt8of59rMLMDfS9L167jX4A/8W7+8f9ji +8otXCmf9vi1Y60q18cshvZGOjOz8dOrapcJZv0U3HW34v36LIZ8geU+GOev3 +Yt3kR+WyL4D8Tdo+0XzhrN9u/7otfPTCAL9rpiufcrZsOvgv4azf2vkmDjgf +PQPKE0lJFSfvvPhxinDWr++BP7bfWTwRymmhrn1XHVw3dIJw1m9szQLlD+cZ +DeW3avOC4cJZv93Dg1olFBgE9YqjRXffJoQU7iec9Ttu6KOQUde9oL42rR/p +LJz1y+9Oq3aw04BfEk1x1VsJZ/3miAld/s/jJmCfJOp4ZW7WTnfrCWf98rqZ +ardk7XxpZeHqunoZsGcKpa6/aE6sW0A465ffpVHtnCr9L3PWr2P/OgPYP03u +qTFn/fL5VbVd9PE2c7VfPi0c+1+1vXT9Msf9MrUd9f7XYUddv9uel6o2M/9s +T+Yyj36RwfC8yXLgvto7SEuFs3539lz9str7xZDeSAuC7W8XZ/YTzvptcTxp +6LtMCyGfIOqVY/Xy00/mC2f99n5ebfNJj3mQv0n77qFBOOt34ry77cpNnQW/ +a9b6uxnCWb9Tb21ZvGPsFChPJOWdYzhz0neicNbvxqxBpw48GQ/ltFDZLZYF +8z1HC2f9dn21uN2qB8Og/Fa5R8ac9dt/z8YXpot9oV5xZPbyfuMT3kM46/dx +aITf1wldoL42Glhu1LBCk9oLZ/2+/6N+i+49WoEd7BQ2oVLHKrWaCWf98n6W +ap8kMtR91uNk9drCWb9Hi81+M617dbBbsqaX8sJZvzwvVu2Zot0jyydcnUfn +BDunyn1S5ur51Tek2l//rjFzVb83SW0X/XuLzNV3KnSO82jmuD7m+K7TTdHj +mTcZPx/34O+R3RQ92h9Uad9gxmLgvrS1giXTY/Mi4azHeovHJd7vvBDSG7Xx +mK9w1uNUe/9mWXbPg3yCaPLX6VeLec4Vznp8eKTi5To55kD+JtrRvcSQKX// +KZz1GN/C78r6ydPgd8202T+XfVDsZOHyXbafip192HYilCeSAgJP9uvadYJw +1mPecyOqZd42Gspp0b7XPFw467FX6xH9bMUGQ/mt1DVTnZwvf+0nnPV49vGm +2rcX9YB6xVHdcnXNW4t1Fc56PLNq+tyTNf+A+tro/rwjhQeHtRHOeozvVXzo +Pw+agx3s9MeJv/95VbqRcLk/os1bVfskafu5NYSzHvket2q3ZO17xCWFq+Ph +gmDPFO0+SB7hrEfHu9A5wM6pMr5lznrk8a1qf12PzNXx8FnhrEfWF3PWo/o9 +tZuwXq3rDsfDajvq89zvx8Y76jqNurlrSt430zyZs07zz57ztUDyQuC+VC/n +nArbei8Qzjrdu27Ys+Tt8yG9kQbdq+9/u8A84azT5TVvj+piM0A+QfRyQIkY +e5bZwlmnn5s2aLNg3kzI30T5x8+98DVSLz/rNOfI6f4rDZPhd810eX3F9bve ++QhnnR7YNnCTedQEKE8kNRy7ZvSU2aOFs07b5sj2/Oq+4VBOC52/eHxbLo/B +wlmnT8eFdSiW0h/Kb6Wf2z772P9ZT+Gs05PxP2a5+6cX1CuOjq97tizmTCfh +rNNJBydNfdW9LdTXRtuXRTa817CVcNap4/xDU7CDXVsXqi+cdWpzt/2eUsID +7MPvuVUSzjp1vItSDuyWLPcymLNOuX9U7Zki764zZ53yOFa1c6q8r8icdcrv +Lav2T5P+kbm6r3SZ1HbRv3Oqtos+P2WO5z+//zld1131JTtahBkmeTJn3cVG +9ii3/8w84L7a9/XmCmfdDbs1ouuYHw2Q3qi9+zdLOOvuobvFq1bOmZBPEJ2c +Va/O5/bThLPuTmTN+H5L1imQv4ma7qm2oFKhicLlfiWVGbbi7gT4XTNdyL0n +/OcaY4Wz7hL+bHglx+oRUJ5Iev1XYtU7tYYKZ93tn5+jyIMbA6GcFrLuXeE1 +Pq2PcNbdsWlbdywJ7w7lt1LazM6JGdy7CGfdnR+Rf1Tc8I5Qrzi6kevkiuzH +Wwtn3fG7hWp9bdR6mkeTnh2bCmfdOfZJ64Ed7HSg09O/7w+pKZx15zh3XQXs +k0SlXtOusm9KC2fd8TlJ1W7J2nqLzll3ju+T/gD2TJF1WuasO4fe35Fq51T5 +HhlzdR34PKn2TxN9MWfd8fqt2i56P8hc7R91fal6jNLqqetu6i+5VoU+9/Zk +zrrL9s8y0+MmBuC+tLBq7W5TXv0lnHVn/dG3baVOf0J6I32embvguOjpwll3 +C4ouXvNL5FTIJ4jyd/7wsHnYJOGsu9/fNBiQbawP5G+id/GU3Of0eOGsuyxd +Stg6TxkNv2smrzLznxbzGiGcdecT8VPvnQOHQHkiqev27Lbfpg4UzrpznJPv +A+W0UJNFiX9VNXYXzrpzfEe7C5TfSkOeVC697U5H4aw7xzmWNlCvOIqY0W3Y +T5ObC2fdOd5LbAz1tck5ZOasO4fePcAOdu2ccGXhrLvywTNmvRhQCuyTJO+B +M2fdOdZFfwa7Jct7QcxZd9x/qfZMkXNNzFl3fE5JtXOq9F/MWXd8nkG1f5rM +71T76+NP5qivSd87NF1Hju+fjvVkzjpaleOPf5t4zwTuS3kGejz/u9904ayj +aZHz8u94NgXSG6lhrlcxvSMmCWcdVTP/veZ8sA/kE0SZGy/2yO02QTjr6MCe +/8o8vTYa8jdRPe/Yhg9XjhTOOmpQKt/lajmHwe+a6Vlb9093Kw4WzjpyfFeu +P5Qnkva2/Lh+babewllHExr6Len0ixeU00LHqpYu3LxBZ+Gso9xv8j6oY28P +5bdS5+JPBputrYWzjjw9z0732tcM6hVHozJ7DL1zv7Fw1lG7fPt+3z+pDtTX +Rj/VjohcmqOmcNaRYx5UEexgpzpLxq8OKVBGOOvI4VfFwD5J8g4Pc9YR37tX +7ZYs/RRz1hGvh6j2TJH5F3N1vfQWqXZOlX6KuXou8Rip9k+TcSBztf8Kpu9/ +/qfrxVa4fNrsHcM9mbNe2s9emVQ/9xTgvpT17quxF+5PFM56ce9QIevenj6Q +3qi9IzFBOOulTeeXr3cbx0A+QfS4W8uaZ4+OFM56cdgZy2miL5mrjs85abBw +1ouP34m8WbcPhN81a/G5r3B1vNcDyhNJjY0bdyzq0VU46+Wgd8uK5sd/QDkt +9Oj3peceF24nnPViudB6V4XfW0H5rdo5k6bCWS+Ofq0R1CuOyu91GxUxorZw +1suuRvFb9pSvDvW1yboEc9aL43dLgB3s2jm3IsJZL455Sh6wT5J2zj+rcLl/ +9/2eWiawW7Kci2POemmasb7l68QnpNozRd6TZM564fUK1c6pTn6uroekkWr/ +NBmPMUe9OOx4S/Ty/s0/C6NL8fdGb4leVhYJnpKzvQ9wX+17oBOEs17G//VH +UvS5MZDeSEvWdutz1zhKOOslZ54jnk+bD4d8gihPxdPz3dsMFc56GX56VNVu +nwZC/ibtfZIBwlkv/F6i+rtmon59hv182Es466XkYp8GUX26QHkiaZb76nPP +xncQznqZm9gy3u1UGyinhYYmv520IKCFcNYLz1PU8lu1cyz1hbNeHHHeA+oV +p/lbFeGsF8c7UeWhvjZ6m+FFQlBaYeGsF8d3nfKDHezyXTbmrBe+16naJ0m+ +w8Kc9cLzF9VuybKfxZz1wvdEVHumSL/AXJ0fxZNq51Txf+bqOE1Pj3px/J6u +i+ctWtXJ9LafJ3PWxWTb+nbr14wF7ktP5zc5N6DeaOGsC8c69ghIb6Qm5XcM +C9o5TDjrwnGOaDDkE0QrR60dtf/CQOGsi39rz1+9M39fyN9Epwt8bf+pS0/h +rAtHP+gFv2um7L3+bOxRp7Nw1sXMXv89ydawI5QnktKWfJo9eFJb4TLumtqv +d/0WLaCcFmpcbdORQk2bCmddOMaH9aH8Vvpz/Sprfz8P4awL9n+1XnHaOc/y +wlkXjn6nKNTXRjcWzKx+qUo+4awLxzulucEOdvFz5qwLPqeh2idJ/J8568Lh +z49JtVuyzNOZsy54PqLaU/d/5qwL9GfWBc9HmKMuvv/vE3X/L3DAveLWJ/z9 +Wd3//6oU7D31ylDgvlTu/bn669YNFs7+v7nHrj8eBQ2E9EbyHPdDhUm5+gln +/3eMN3pDPkF05+fhRWaN6yGc/b9Axixv/Yp1g/xN2rs3nYWz/5eM3fbv8e0d +4HfNdGpnjUt+8b8JZ//n7+Wp5YmUd7CZs//3qFh45sr/6kE5Ldp9hFrC2f/5 +uzlq+a1yvog5+3+PguP3VI8uBfWKI8u9F+MWrSwmnP3fMb/OA/W1afs4Pwln +/+fv7ql2sMv9febs/3yeULVPkpw7Ys7+z+Mc1W7J8P1c3f/V7+3egnUznav+ +H0yqnVPFz79XJ1D382kVf42Z3qGLJ3P28+0hLVOqRA0E7kvtuwyLii7bXzj7 +ueMceB9Ib6SU57VHDBnXUzj7Ob8Do+bzzc9rWj+HGjsLZz/n8bmav4miXh/f +cLtLW+Fyrz/up/CXya3gd83aeYkWwmW+4LH4xoGgxlCeSKrxMSFylbWecPbz +Ny9afWxq8IByWsj4Q7UCh/tXE85+fmv6lox/jagA5bfKvJU5+3n18iUPmecU +gnrFaeeL8gpnP+f9fbW+NnlXljn7Ob8/o9rBLvdZmMt9H+Ds5xy3maOfq3bT +/Vy1W4qTf6I/q/bU5wWOey+6P2fo4Ff9+tm2nszZnx33NXoA96X/ch+/93FR +d+Hszw67dYX038YtoT8O6p7QSTj78y2/tqlXd3aAfIKob5+wHcsztBPO/uw4 +Z9Ua8jdRDr/JN/YGNxfO/txzXuNfQ373hN810/sLy7ctfF9fOPuzY1+sNpQn +kr6smVgrZnt14fJOxffxTGUop4X+ueQ5IOe+csLZnx3rJ4Wh/Fb5nilz9me+ +b6XWK07eQ2PO/uwY/2SE+to0//kk7c7+rH7vWPdn9bvGuj/z+oxqnyT5/hFz +9mc+b6baLRm+d4xxW+fo58x5HMLpHX6v+3OTryOLf3zR3JO5nG/R+neV+8q+ +EnP2Z1OfZ0FPIjtAeiPlGm/3y1KkrXD2Z8d9nJaQT5DWLnp52J8d82KC/E2a +XzUQzv78y/PVZIuvC79r1saTHsLFn4+/LDmhtzuUJ1K7r1RROPuz41xWaSin +RVv3LiSc/dnxfd48UH6rfJeHOfszj4fVesXJu53M2Z+f7vireOYXn0itr038 +kDn7M+9zqXawix8yV9c/j5FqnyTZ52Kuzk/jSbVbspMfqv4cLFz1W53jfvT3 +aha5Lf68bFXNpd7zG3kyZ3922Lkt8G/xeduXSX5PWgtnf27/oF+t8LCWkN5I +I8fWbNE1Y3Ph7M+O+6SekE8QfTgSPa1K3cbC2Z99Rs2tfmVOXcjfRH1uVJ+y +p0wt4ezPjnFmDfhds9aPVxLO/szrFWp5ImUdjzn7M8dbtZwWyma58O78mHzC +2Z+bJXTYVTk4G5TfKut7zNmfeR9WrVecrHszZ39Wvyt9W/yZ4zBz9mfeJ1Lt +YJdxLHP0Z9U+SU7p1fFGGql2c+boz8xxvHHq+0P2ut9Oe9Tjrn+J2p7M2W/n +bd17tMXhFsB9tfPYzYSz3zr2cZpCeiO99Ip7fKp3I+Hst1lP9L+7ZlI9yCdI +65f18rDf/jWuemCrvTUhf5O2P1hNOPtt0qMt/zw/VhF+10z7TNbzRT6UEc5+ +61hvLAnliZR9Fubst47+4mcop0XiKnP2W95/UctvlfkXc/Zbfk9JrVec+CFz +9lvex1Tra5N1aebstzy+Ve2gx2Hm6rhC5+y37M/MMQ4zR/9U7ebsn+i3jnLr +fvsktlfbgdbKnszZb1fny9a8fJkGwH3lnCRzNd7WhvRG2e9mzn7L50zUfIK0 +71VVEc5+e2bu8eQJTypC/iZ5l4+5nP/5/k5vKfhds3xnkzn7LXL22y3lVv3z +sExe4ey3/F0ttZwWmU8xl3N3Wv+ult8q74MxZ7/ldQO1XnHy/idz9lteN1Pr +axO/Yi73xbS4p9pB91vm7LeYXl3HixfOfqt+v1uPt5gex8OqPZ39Fv3ZYV/d +n/k9N+bsz47vqnsA95XzvczZnx3jNHdIb9Tew6kqnP2ZdaTmE6TdaysvXMYP +2ndh1PxNZGhxdH61l6WEsz874mFh+F2z3HtlLu+SaX6rlieSetZLa/i8wU/C +2Z/5HIhaTovmb1/EzuzP7Ldq+a1yX545+zOfW1brFSfjWOYYh9X62sQ/mavj +h0Ok2sHulJ79mf1NtU+SE1f9Wfc39GfVPvr6w/djmPt0/3S8L1rMkzn7pyP+ +VAbu68TZPx3jt0qQ3ijvGTJn/3Tc3ywH+QRRi7l0NtK/lHD2T8e5GiyniRoV +e549/n0B4eyfjvx/gd81y34Bc/ZPPt+ulidS+x56FuFyH0Ebf6rltGjrTl/F +zuyf7G9q+a0yLmWuxtvbpNYrTvyHOfun+n1zZ/9kjv6p2sEucZU5xlvmOI5V +7aP75/fh6iPd3/j7cczZ3/icjMp9tfc5dc7+VnRK/aWTLpaA9EaqMjb7cUOX +4sLZ33hfVc0nSHvPp4Bwdb2rAORvkvd5mLO/8Xk29XfNss7JXF3vygzliRT/ +Yc7+5jif8JnUclq0/d+XwuW8h3Y/US2/Vc7/MGd/4/1ctV5xMg9izv7G66Vq +fXV/Y87+xvMg1Q52iVfM2d/YP5lj3FPto/fvzHFc+r36v9wRP+Q4wJz9kOOM +yn3lXWXm7Ie8j6OmN2rrRQWEy36Z5m9qPkFUYEdYwzt38wpnP+T3HtX8TfI9 +Jubsh7zOo/6uWebRzOU7Ptq6pVqeSOlPmbMf8vxFLadF4hhz9kOH/XWu9su3 +hGPcU+sVJ+NG5uyHPN9R62tzSs9+iFyd1+t+ovbLOsd5PXP0T9Vuer/M3JV/ +4jiTOe4Xq3bW+3fHOpfu5zyOYs5+zudGVO5LdC5LllsVdM5+7miXfJDeKPs7 +zNnPeb9SzSdIxnvM2c/5ewRq/iZ534w5+znv46u/a5Z3k5izn/P+kVqeSFkv +Ys5+7vCrh6SW0yLfJ2Wujj91ru6XXRHOfs5xVa1XnFN6dT51jNT62qT/ZY7z +KbW+SeIn359vGan7CduTOfsJxx+V+1KB85fvZfDIJZz9xPH9x1yQ3ijvUTNn +P+F5q5pPkDZeyipczs9o8U3N3yTnw5mznzj634+k/q5Z7vUzZz/h9+3V8kTK ++gxzOVem7TOq5bSI/zBnP+F9drX8ejxkzn7C7ajWK076R+Zy/l+LM8zV/jcK +6mt3yh/jmFpfZ45x7Hv1V+t+xffOmLNf8Xqvyn2lfZmzX7E/qOmNcs6TOfvV +3nczs3bwx3yCZN2DOfsVj8/V/E1OnP2K/UT9XbOMu5izXznWAx+RWp5ImVcy +Z79iP1HLaXFKL+dStH5QLb9V4gxzdf38JNQrTvyEOfqVWl+bU7vjeE+1g92J +4/oMc1xXYY77Nd+7QbvubxznmbO/8Xhb5b4y3mau7qdngvRGWrxi8JsxGTMI +Z3/j796q+QRJnGHO/sb9jpq/yYmzv/F9avV3zTK+Yi7nQ7T+SC1PpMQZ5uxv +7CdqOS3S7zBnf+P4o5bfKu3LXO3vDkG94iT+MEd/U+trc8pHnc/Ggx3sThzH +dap9kpw4+qdqNz0eOuqv+yHrnTn7oaO/+wDcV+ISczXuvYX0RjlXwJz9kNtd +zSdI1mmZsx/yuXc1f5P4FXP2Q34vWv1ds6ybMWc/5HillidSzi0wZz9kf1PL +aZH4xpz9kO+nqOW3OuWj+mE81CvOqR3VdZUoqK/NiWM/yxz9TbWDPo9wfI/+ +rvgP25M5+w/3pyr3lXUA5uw/3I5qeqP4FXP2H57HqfkESbszR/9R8zdJ/8Wc +/QfrpcaxG8LZf7h91fJESv/FnP2H1x/Uclqk3dVyWp3sr/aPUcLRH9Ty6+Nw +5jiO+n4Nt4HevmxP5ty+HOdV7ivjTObcvnw+X01vlHZkjvFBzSdIdMqc2zf9 +/E0yT2HO7cs6VX/XLHpkzu2L+aj91Gnh3L687qSW0yL2Z66uPyRD+a3iD8xx +XKTWK86pHbGfYq7GgWCor138R61vklN6V/6D/Y7j+/W6X7H9mbNf8bhU5b6i +U+bsVzxOUNMbndKzX/H6oZpPkOiXOfsV5qP61THh7FfsJ+rvmp3yZ7/icYJa +nkgnu6njn0NQTov4D3PVr6Kg/LpfMVf9KhjKb3Pi6D/McZ9IrVeSi/Lo550c +98p0P2E7M2c/YTur3Fd0zZz9JP30RtEvc/QTNR/dT5izn2A+7CfI2U/Y/urv +mqUdmbOfsN3U8kQ65aP6STyU0+KUP/qJWn6rE0c/UesV58TV/kjn6D9qfe1O +HMcnqh2SnDjGpe/X4WN1v2I7MFf96hhwX2lH5uxXrEc1vVHiP3P2K0zPfoW/ +y36Vfv4mwvKzXyFnv+J+R/3dSKf06r5hMJRHH58wR/9Ry2l14jhuUcsf5/S7 +6D+O52Cd25E5tyP3jyr3lfIzV8cnZyG9UezGnNuRy6/mE+SUD7ajmr/ejzBX +48Mh+F2zkx3U+KBzjAPMsb3U8lid8kG9M3fVLqhTx9//QnudFM7txfpSua+U +k7na72N6o9SXOepOzUdvL+bcXuxXav4mJ66ue6TB75qd0mM8V8sT6VR+1KNa +TosTx/mC+rt2F7+rx09He/8LOkoG7iv1Za7Gw3hIb3TKX9VRMOQT5PS7qCM1 +f5PT76rxMAp+1+zEsV3U8kQ6cbVdoqCcFqd6YXz7bv7+up3V78Kj/ycLV+fL +yZDe6MQxXqn5BEk7qvmYnNKr9gyGfCKdOPbvW79fzMA4oHPV36KA+zpx1Q6Y +3ujE0Q5qPkFOXI0DwZBer+/3bYVoLL/O1fx1jvmr+Zhc5OP8uxifHe/+ONtN +5Uan9Ggf5lh+5lh+NX+TE8d+ypHvPSe7qdzXBTe64LrfMsd+07E+/9jpd5mr +fqVzV/lgfHbMa5445a9yXyeOv8sc7ewY3zqnZ472YY7t6xhfOZeTOf6umt7k +xNVxRTBN+57wiZPemePvqtzXBTc6cawXc/Rb5lgvNX+TE0fdMcd2V/PRx1GO +fvapkx2Yox1Ursd/5tjuano97jFH+zDHeK6mNztxtAPz9MchT53i0rLvf2O9 +kOvjN+Zqe0UJx3k0cyw/c2wv5ui3anmsThzr5ejvnjqthzPn9uX9FJX7yjoq +c9xPUdMbZX2MObcvcvZ/Xm9nzvbk9VU1f5OcB2DOdubzyerv6uvhzDnO83qs +Wp5IWYdnrp5juQzltDhx9dzgTSi/vo/MXG2vZKiXfj6BOZ5TVetrg/HSU6dx +NXNcf3CMH3Q/Yb9ljusPKveVcjLH8baaXp+3MlfnQfGQD45/nHWn5q/Pg5jj +PIg59vvMcfzMHNcHHOMcZ7sxV8fPh4Dr8xTmOH5W0+vxhznGTzWfIKf0qt1O +Qv4mp9/FOKb+rh7HmKM91fLg+NA5Pqvl0ddnHOM07Kd0jv6pcn1dhTnaWU1v +lPZiznbm9lLzCXLKX50PxkP+Jqd64XxQ/V3dzszV9Xn8XYtTelf2RH/+vj2S +5ZnYmevLHNevVO4r9meOcUBNr9uZuerPJyGfIKd8cD1Ezd/kVC9ch1R/1+zE +1f4iDcqj+zNz7MeZ47qWWk6rE8d90u/Y3bldmOM6lcr1OMMc14fV9Ebpp5hj +u6j56OvDzLFd1PxNTvVC/1d/1+zE1TiTDOXR24U5xnPm2C5qOfXxlSPfZ07r +uszR/ir3deKq/S9CeqMTV+PPWcgnyCl/nEeo+evrUcyxf1R/1+zEMf6o5dHX +o5ir9ke7OdsZx7FqOfV1Ksffzrpgjv2vyn2duLrejvno61fMURdqPkFO+XC7 +sF7U/E1O9UL7M8d+Vv3dSKdyYr/AXD2HFi8c+4WH3w9kOPs/c7Yz+6fKfWVf +krm673kM0hudONs5/XyCpB2Zq+cu0iB/fZzDHPsF9XfNTvmg/6vliXTiGH+Y +4/zuu9nPP3MaTzLHOKNyPc4zx/0INb3RKb3qz8mQT5BTehznqPmbnH4Xx5Pq +75qdfhfXvdXyRDqlx/5XLafFKR+MM2p59HMFX7//Q/9/LpzbxXEe4z/gvnLf +hzm3C89z1fQcZ/T81fnRfcgnSM6DMcd9fzV//dwRc24XPk+i/q5Z+iPmeD5E +LU+k6JQ5twtyjD9qOa1OHOM/c9zvU8vv3I64/u8G/5bdsBbfMe1/Go+S/x44 +6PG8dTFHgHvTqQk9Ozx4cwi4gQr/fj3nukGngPtRrgJL6+T/KRW4P32uG1Z2 +y4sTwI20+6jRPaB3HPAAanj1cs4j2W3AA6ldrpFtZsVtBR5M2zZlfX03PBJ4 +CC142+K8Mc9s4CayFKNeZx4uBR5KN5o1vJJ3/yjgYS7y+RY/z1e4n7N6Z+Dh +wOPFziMynl+R7U4ccG8yhWWbVvvTPuAGsH+82Fm1W7zYOTBpvXuptZiPkZ6l ++DT7mjEWeACdKhFRNmK4FXggGaf/2WheRzPwYM1uO4GHkOm9JXjCsnXATfSl +xY7Qx56rgYeCPePFzrlG1BnQKWgRcLbzIODhLniEC/tHuUgfDent0l6d31xc +4V8iBbg37az1v7xJ848CN1CjRgvjuz44CdxPq9dB4P50eOG9LOdWHgJupPt+ +3U9G5twHPICMh8sP23stEXggtCPzYCrWoODT6ePigYdQyuapicmVwoCbqOGy +GrdWzPgbeCjohXkYtC9zM42MrjrseNf5wMO1/KcAjwDdMef28gHuqr0sLngM +cLafm5uj/CHAvWnq2bjiNS1hwA1aOXcA/6bHmQ+z9DuC+fiDnZkbqWeN11+v +598OPEDzE+SB2u9uAB4M7cIc9cjcpNlhLvBQaC/mYdAuzM0uOOqROeqOObYj +cwukT5J2cfzuDOAGF+n9oJzM/V1wo4t8AqCczANdpA9xkd7kgoe54Ni/JIvf +Trw0O/5r9+vAvWn98ea9Pu++A9xAg/LMjb+b8RFwP5oXP+jI1Mm3gPuTe48r +OXNXvAfcSH1KVLuVUvoa8AB672YOXXHiBvBAutN4UrMWpc4AD6aK48ekvU86 +DzxE08VB4CYqW8avzvKzh4CH0hdj15MVT8UCD6Mf46/7LXW3AzfTQq9n80o8 +NwEP1/x/G/AIiG/Mo0DXzKPBP5lboF9jvhv8kLkV9Mgc4xjzWPBD5vEQP5nv +gfTcz3A8XA3cW+uvtwA3ULH7Y9OaXN0G3A/syfyb7oLu+m0yBQM3avmvAB6g +9RdrgXN/ZwQeDHZjHgL9DnOTi/ShLtJjPGSO8ZB5lIt8ol3YPw7al8cdbm7X +V9/J0sHrf8C96V6VnWUrVLsM3ED+1QLC8w+5AtxP0/UF4P400e/sirQDmI9R +a98zwAOo6cV8Ph+HIg+k2XsrDWtV+DDwYPp89/P7wYOOAufxeSJwEznqizxU +62ctwMM0O8cAN9PToQeMU8oGAQ+nokv2FbR+DgQeAX7FPEobDwQAR70zt0C7 +M9/ton2tLjjo3aD7Q/rcW/Urg97u6af3d8EDXeQT4iJ9qAuO/VqqlF+dX6RK ++R3jmQTgBqrSd1volaN7gftp/rkbuL82/okFbtTiuQV4APhVqtjB4Z8RwINh +nJYq9qk2ylS5atFg4CaIe6liN0c+64GHUdtI+8aXFzYCN4O/MQ+HcR3zCBfp +MS4xx7jE3ALxjTn6M3PwZ4Pevko+Br19lfIY9PZV/VBv3/S50QUPcPG7gS7K +GazazaC3b/rpTS5+N9TF70aB3dJEF0FfZjRqWvMJcG9KWJS4cVHjt8ANtK1d +vyPmYh+B+1GG3LMb7Wn2H3B/is9tdH9z9B1wI5UctN79RIeXwANo0r9zGnUM +fQE8kAo9qTXgx3kPgQdTjY7vZn0NRx5C7XdfWuGx6wZwE52ouNpiv4E8lN7s +vOWXb/R54GH0csDX96GzLwI3085bZe/Pf3UAeDhdzFpyTMrxNOARNG1+rtf/ +lbYCj9L6BTvwaJjfMbdo/dpO4KyLVcCtEAeYx2j+vwB4LOiaeRysnzCPd8Fx +vMfc5sIPE1xwO/i/7p/pc9SX3u5q/vvF/x39whHg3tS5zfz4oxHngRtoUr0q +wxbXRe5HXmuGt6m/8SxwfxfpjfTDr0WeuoWdBh5AYz/nft2ATgEPpJ5zt1Qu +GnoUeDDZrFmmhe87CDxEW/9MAm6i5uXefh3RaR/wUBjPMA+DdT/mZpiPMA+H ++Q5zHOcw57i0FTiPcxYDt7jgu6F/YW51kT4W+hfmOB5mHu8iPfizQfcrNQ7r +fqXoxaD7lbKuYtD9StGjQfcrZX5n0P1KmV8YdL9KnwdCP6j7Vfo8hNKvF4/H +fICHQT+l+0/66cNdpI9wYecoF+mjXZQTx70cv93czlt6dGgz8iFwb9rUZHEd +g/kNcAOVP/R+Vosjb4H7UXDf8vcP5nkN3F/TBXIjFX3RqWv7Hs+BB1BiZNMr +V4u9AB6otfs94MEUvOtE3kxb7wMP0frTm8BN2r4G8lBN1xeBf2vHiqfytkk8 +B9xM6j4O83D6ZWunk0HrjgGPgP6OeRQtCN0Q3suwB3g0rP8zt2jjVTPw3Vqc +MQG3QlxiHgPrlsxjYZ2TeRz0m8zjXaTHfpC5DeIVc+wHmdtd5JPoIn2SC57s +gqeAvnRdqPFK10X63KDGeeF+LtL7u+BGNW4LD1DtLzxQXc8RHgxxRteFOt7W +dZF+eUIhzvwfXaTLzS7yxzim+3/6+US7SI/zHfQ3bl8eF7i5Oex2Drg3Dc9p +K16w/x3gBm08g9xPG5/cBO6v7SciN9LLqB1lb+W+CjwA1ouYB9IvnUJDh/5w +EXgwBeZp3qtP+fPAQ2jFk5jgtwdOAjfRwsytet0egDxUi2P7gYdR/q8fZ1We +mgrcDOsAzMO1fdJ44BFaP7sbeBRVzfl+1tZGO4DjOJ+5RYsnm4DvhnjF3Arx +h3kMrDcyj4U4xjxO1YtwHOcz3+MivQ3ilb4Pmb5/7nXBIV4ZdH9Wxz+6P6tx +QPdnhx3WAPfT1k/8geP4SvdnZX3YoPtz+ulxfKX7sxofdH9Wx2m6P6txT/dn +NV7p/pz+78K+tvBwF+lhn1R4lIt2wXil+3P6v4v9F++3uLlV8bqTza1qJk+V +e1NEDlPly2fyADdQ5JlP9qDzeYH7kXvD+n3P2nMB96d/O9UaPD4P5mOkDh+D +Kg9IzQY8gPLf6nH8Wc4cwANp3OAZTYOTMgIPpv5l2p7P+BbLH0KLW1QcluHT +R6iview7S9/f3AZ5KJ0bvcpSpMtL4GE0Md/BgpOqIjdT3t2FntqX3AUeTiem +N77y1ht5hDZuvAg8CuLzIWnfk8kZp5VbdBy4RRvXHQO+W1uvSABupUuxk5st +apIMPAbWOZnHUq/rbc+bFliAx0H81M+tqPtBzPfAvhhzG+z7ME+AOKafm1Dj +J/O9ME9knuiCJ7nIPzn99AYcv3H6felzA3CDri817un6UvbjhBtccD+1PxLu +r64zCzdCnNT1lX55eD1nFXDYdxOO8VPXlzqP1vWlxmFdX+lznLfq+lLjpK4v +Na7q+kq/XaJd5G9xkT7WBY9zwXH9jffNvv3y2emJoWdvA/emxh4hlVtNeA3c +QC8bBYb7T0LuR1crJBTPUfslcH+aUXlOo/CCr4Ab6a/cZ1YYdjwBHqCdr3sG +PJCS32aelqPWA+DcnyIPIfcfPG6dXncLuAnGq8xDKXZkmft0/hLwMOp2J4/P +pCrIzdTpwYWczU+cAB5OU8sPbjO2+XHgEbRz1YzE34akAI+C/Ufm0Zpe4oBb +YL+J+W6Ie8ytWvpQ4DEwzmQeq46XhMepOhUeD/GTOY4PmdtgPMk8AeIec7sL +ngjz6MPpx0mD7ufKPpdwOH8l3KCemxLO63Jbgfur9hRuVM+5CQ+A+Kn7efo8 +2AUPUfeLhZtcpA+F+bXu5+r4Wfdzdfyp+7kar3Q/V+Ot7udqXNX9XB0f6n6e +Pt/tgltd8BgXfA/Ebd0P0/Ufp/6X173c3B6/Cwz3yMjjPebeNOxe95NuXfMA +N5D3P9t21KyRF7gfffziG9P3TW7g/tQu9GLOO/2QG+lchycZb97LBjyAim+Z +W//6k+zAA6mqrWPX4TszAw8mR/zH8odQpsqf3yef/gT1NWnnnZCH0v3wPcUP +FPgPeBj1aHBxxdOVr4CbYV+Pebi273YfeARlmL/UkuPqVeBRtH5WgHtK2RvA +2a9OAbdo45nTwHkfYT9wq7Y/eAB4jDYe3gU8FvZNmMfRiK6G+BaTw4Hzualo +4HvgHBRzG5wPYZ4AcZW5HdYHmO+F+Mkc4ypzHK8yT4Y4z3xf+ukNqS50lAa6 +0/Wl7GMK91bXgYUbtPlIOHA4NyvcX513CDeq68nCA9R+Vniges5HeLB6TkN4 +iIv0cI5deCjEZ11f6v6Rri91fUDXlxqfdX2pcVLXV/r5RMP4VtdX+u2I8VnX +kRqHdR2ln89eFxzXE3i/1M3tzsDzK3pVfQvcm7ZPvJozw2eOh8wNdMD+s0+2 +lVmA+9H4Oh6D/2yYEbg/ZZh17JfqjTMBN5L7sQfzBqR8hd8NoJIV/zjZZwby +QNr97O2siGEfgQdr5/bfAQ+hHYX+6Br38hVwE/X8cZXlcA7koVR31dtZ/Uo8 +Bh6m7SPfA26msFbr3K9MuwM8XNufugk8gj785t0s4e5F4FHa/P008Gh6mq/Y +mIZrjgDnfd7DwHdr84Ik4FYtHxvwGLiHwjwW9ruZ43oC83g4N8Wcxw8bgNtg +/Mw8AdYN9Psc6riaOa6LMsf1BOa478M8GeIw830Qt/XzkqpOdR2pcVLXkXLv +Q7hBW2+PAe6nnocR7q/2m8KN2rnKSOAB2jp/FPBAF+mD1f5XeIg6PxJuUu8l +CQ+F8b+uIzWe6zpS1411HSn+IzwC1kl0HanrG7qO1PG8riO1X9B1pMZtXUfq +eF7XUfrpY6Ff0HWkjvN1HaXvV7BvJRzPV+g6Sj8f7Bd0vaTPk1xwHOfzuqab +239/ldx57998nir3pnEjdvyw82Np4Abyt9s+/y9TWeB+VKN59oKFTpYC7k+2 +TKWP5n+C3EhLrtcvFjKjGPAAKlz0beP6WYoDD6Tw2XWCyvkUBB6sncdGHkLt +Z3mUeReZF7iJLndZ+K5iQh7goTSu1bkVw72yAw+jDMHug1u2yQrcTCuSx6ed +buYGPJxWLKwwbMC4z2DnCPI4+cO0oPX/AY+iJVtP5136z0vg0bS/YeZpI00P +gVtoYOFhbV7Pugd8N41v/OJrj3+uAOd9tH+Ax1CtLvl9aN5J4LFanDkBPE47 +d5cMPB72GZnvgXPCzG3afM0KPAH6Kebcj0QB3wvrPMwToV9jngT9C/NkuJ+i +8W/zYnWfkdPvg/NXnB7Xqzl9CvRHnB76I0mf6oKnuch/P+hd17Xaj+i6Vu63 +Cjdo63t7gfvRwEO24nsepwD3pwbVF9TJsjERuFHdRxbO54f3AA9Uxy3Cg9Xz +5MJD1PGPcJN2b3o38FDoH3VdK+dnhJthfUzXtdoP6rpW+ztd1+o6v65rdV9A +17U6D9J1rfY7uq7VflPXtdrf6bpW+7X/o2tlnqLrWu2PdF2nnz/2a7p+0y// +Xhf5Y7+m61HVBa9Du7nNoXoD7mbi+Q5zb22d/GfgBpq9rXxYy4X5gPvRsYgR +bap6Y3p/+lj/+C8nj+QFbtTWZ/IADyC3qNMr3AfnBh5IX5dOaFa4Rw7gwTSg +dXjZwhmzAQ+ht48fLBhyPRNwE/1k/zTraOaMwEPpyThzWd/NH8E+Ydr6/3vg +Zipw2hqc+cVL4OHU4m1k2RZHnwOPoAweN/1OtH8APIqKNP84a9G9O8CjyXEO +/ypwi7YvcA34bjo+t9SYHx6dAs7jN+QxsH7FPJZqbUvaOPPn/cDjYP2KeTyc +e2G+B+4vM7fB+T3mCaTeg2Zuh/Uu5nth/Yp5Iuw7ME+CfV7mybCudRz04gPp +sZ/i9PvSz+db/6Xef+H0Kenn49Qf6Trd97TU/Y/xduDe6r024QbqFPDrrR8I +uZ92XwO5P2WZnVawcf2DwI3qfFx4gHbvKRV4IJU7dTVnl5ZpwIO1c1nJwEPU +fS7hJu181B7gcC5deJg6LhJuVt8lEB5Oz3wOFkybGA08Ql2/FR4F8zVdp+o6 +nq5Tdb9b16l67kjXqTov03WqzuN0nar9l67T9Dn2R7pO1f5I16nar+k6TT8f +7I90Pabvz0np5++0T+dCd5LeFQcdufG9VTe3J123D5+fo4Cnyr2p9MreuT6e +LAfcQEG+jT/d7FUeuB+9yrcgYGqVssD9afcUW5MuK5AbyWfW3UpXH5QCHkC+ +QzJdrheKPJCeZrdfLle0GPBgupFjzYQLB4sAD6FNk2uE2LbnB26iDZOswbt3 +5AMeSi+b92k37pefgIdRl8/rq41L+hG4mdz3V7k7r3QW4OH08cjsRn1OZgIe +Qa2GXMq58PEnsH8U9a6Yx+fUpg/Ao7V++SVwC20vXevW/rHPge/Wxpn3gFsp +86Kw0HaW28BjtPXSi8BjqWnlxI11/7sAPA7u1zCPp2YF38wqnOEE8D0wv2Nu +087V7wPOOooGblfXx4TvVfeLhSfC/XfmSXC/hnkynIf/H+huLqTfB/tHnB7X +CfV74ennk5p+eqd9H+ZpMN9kjv2jrmtlPCPcm+o9C6l87/Np4AaqVHzfxkR3 +5H5kG9Kng0/NM8D9tXcqML1RPW8sPEB9b0p4oHoPQniw+g6P8BBKv14mbf6V +BjxU9TfhYZo/JwA3a+MB5OHqeRLhcG9ReJR2fiYaeDTME3Vdq+vGuq7TT29V +x4HCY+Ccg65r9d6Brmu1f9R1rc6zdF2r+2K6rtX1T13X6XM7zB91/aafHvZV +hWP/qOs0/fS47sFxy81tQc1ldbLd5fkXc2+6bH6WRI9LAjfQ73f//wHZUsD9 +qPLih/MydC4B3J/+ulC1TOtw5EZqPrhfjjlPiwAPoJxLiu0cEF4YeCC17f+z +T1ybAsCDaX+pDLYRefMDDyH3Jpc65jLmBW6i/y01fCw6BOsbSr97Vb8Vdjw7 +cH4HLCtwM0190ef46GIZgYdr64FuwCPo/ZS44jdGvwf7R8G5CObf5n31UzZG +Z3kOnNftHwHfTe86dzt5eMBd4FZt3ekW8Bi6vbz4mNlRF4DHwv1W5nHaOPww +8HjtXtgh4HvgPhdzm7Yvkww8QR2HC7er61HC90J/xzwR1j+ZJ8G+G/NkuDfB +cRrXLTk9rltyepz3cfqU9LnTuiWnx/6R0+N6JqdPS58bDkB80PV+pWvGD9X3 +nAbuTQ3W/uKz+dVN4Abt/Tfkfuq5GuH+lMdrXLNaO68BN1LZSR4DDg29CjxA +XVcXHqjejxYeTBlv1h1gtJ8FHqKt/2O9TNAv63pXxm/Cw8jxLuJB4GbNTw4A +DyflXT7hEdCf6np3zBOTgUeT8h6jcIu6/i98N/Sbut6Vd+GEx8B5FV3v6n6l +rne1n9X1rvanut7V+amud3WdVte72p/qelf7QV3var+s6z19nuQiH+w3db2r +81DUO3Cn+SbqF/N3wZ3ONXF6Vxzns7zv5OYWtHhs2uO1PG9l7k13L/q+u725 +FnADxbQuPLvq6NrA/Wjr1+R2U0Z5APene7Pf0MY1yI1UnWp5/FSrBvAAivdI +WdI4L/JA8h854WbvwCrAg+m99yKvc9WRh1CvsUdrl/+jPHAT5SlW72uFtljf +UKr9V72+HtVLAg+jXv9mmzy3QnHgZpo41KdZREIB4OGUrfq6Z1lDfwEeQQ9K +HzQWtOQCHkWTnzS9VKXNj8CjYV7M3ELzlxZ52vlZBuC7qWvenh0CIt9D+1pp +Rodbfill3gKPoSUNW5x/OfcZ8FhafTr766M9HwGPo2xnltaJ23wTeDw9Kn/H +r8ei28D3aOt4Z4HbaPbY2Y1yLEaeoM5HhNvhfVHme+F9XeaJ8L4o8yRt3yoU +eDK8o8LxPhnWjTn9Prj3zen3wXoyp0+Bd7o4fQrMizl9Kpzb4fQ4z+X0aTDe +4PQ4/+X0+9PnGB889fhQasGHWXd7ngfurY0D7wE30K/Ro9N61LwP3I9qb/wn +59gA5P7ksyq++BlPzMdIU65uCqdqd4EH0K8DkzcW23obeCAta9OyV7NTN4EH +q+fKhIeo+yPCTXSx52Hj536XgIeq4wrhYVq/dha4mQ4ERJZ9Of8U8HD13V3h +Eeo4WXiUln8a8Gjtnd5k4BZtHoGc17vigFvV98eEx6j7tsJj1XNNwuPU8YDw +eFUvwveo42fhcM5NeIKqC+F2dfwgHM4hC09UdSc8SR0/C09On0u/PwPS73OR +T0r6+sJ9HEkP43aDrseWBw92uzteW9cV7k1rW2de32V5FeAG7T0N5H7075rD +tf0fVgLuT1maP7n15gtyI3Wa8aHvxwkVgAfQb6+n9W+9tDzwQMq3dtDo+D1l +gAfTnhojtzecWBp4CP1SK+PbKoElgJuo4YRlHl4/YX1D6VTUgHYNxhYAHka/ +vd9eofPBX4Cb6fbNkYteFswDPJz+S1gQ88U3F/AIOlqtV4elC7ICj6IPb/cX +NHhlBh5Ne0Oa9Fp5/Au0l4VyPM3xOrH6e+C76ZdqLXp1/PgKuJXyDh6fNvfD +c+C8/nwfeCyFBpW7X37eXeBxanwTHk9ze8cWf2L8B/gemAfpeoy82rdDTMeT +wBPUdw+E22H9UNejOq/R9Xjj+UrL+doxwJNgnqLrMV3+TY/qfEHXo7rvpvfX +6jxC16l6DkTXqTpf0HWqzl9c9NeSPk2ND5Iex+16f51uercDLvI54CJuHFR5 +sh5PHO8b3wbuTU2y9OlQ6uEr4Ab1HLhwP6px6WGWiLwvgftToekV7tv+fQHc +SLvqPcrytSfyABr9PJfPo2dPgQdqfvsIeDCdOPxvlloZHgIPoTVzBxzxP/Qv +cBMdrtPkyoavWN9Q2lS4wv1RQbeAh9G9P706DLJfA27W3he6BDxc3ScSHkHK +OEp4lLqeLzxafQdJuEXdTxe+W32HTbhVO29sAw7n2IXHquefhce54PHqeQzh +e9T1NOE29T1b4QnqeFu4Xd0HF75XfV9UeKKqa+FJqk6FQz/OHM9vSPp96esI +97MkfYoL3aW6yCdVHZ9LeogPwvenzw0HYb7A53fc3O6+jfvr2VitfxfuTR98 +20x1K1kPuIG2tKjzddUd5H7k/eF89SZf6wD3p+u+m+xDLiE30oeDYd271KoF +PIDGVvr0uG955IG0Oe3g2yqnagAPpjcd6l1ZvMQdeAiZihd4umB9FeAmOj50 +VsIxA9b323i+2ZL/tkSUAx5GHW4Gju1foyxwMxXrWmTnDLcSwMMp0/rfz9Q5 +XgR4hJb/L8D53srPwKNp1ddOJ59fzQncAueime+m6OYH1xc9kQG4lXwi+h7/ +cacb8BiafyWt4PI5b8AfYmlRpbDQ96NfA4+jLCfGN5t26BHweC3+PAS+R3t3 +7gZwHj8gT9D2F04Dt9Or3F4nxzw9A5zX8Q4DT9TKeRR4EtzrYZ4M6wanRO/q +O8mcfh/cx+T0uA7A6VPguxicPgXW/zl9Kuyzc/pUOPfF6dPgHBqnx306Tg/j +B0nvgn8bV6jrA5wexhWS3kWccRl/DsN8R49LFZPyP63d6RFwb20c+xm4gUa9 +f/H1/aiPwP00HSH31865ITdq6xLvgAfQtgofZhnzvgUeSL9n9o0f1+Q/4MHU +ep9v/E/HXgEPodJZs09b0OIFcBPVCAoJbdjkGfBQUt5PFh4G6y16XKow7Y+u +2RreBh6uvscoPEIdzwiPUt+pEB5NdT07dC2z4gJwi3Yu6Azw3XT4wir3PKWO +A7dq760dAM7viaUCj9X2L1KAx2n7ubHA49V1POF7VF0Lt6n7GsIT1HOnwu2w +7qHHJWV9T3girGPocUldr9DjkjLvYI77iZIeztVIelx/0ONSuhz3EyV9avoc +44xwXD/EuIF6PwTzHT0ONA//bd3Vq1q/LNybwleW/Kd1Wi3gBjqd9CykV6na +wP3oVatPjUMfeQD3pzJZItfMNyE3UtjelhuGP6wB/Nt8pFrU7oFDkAfS10Iv +gjaU+hV4MJ3fVXFB42pVgYfQ9Ui/mIVJFYGb6JfnY8plTykPPJROLfv0qcyg +MsDDKCWpXd0sJ0oBN9P7rKNajvEuCjyc3of3X1JkZCHgEVQ8ofz9Qj3zAY+i +KqketyaXzws8moJpbv0VoTmAW6hw9UZ9+77NCnw3hQ/1uFX2WgbgVq0//Qzt +HkNnExpd8br1Bnis9p7ka+Bx2n2rx8DjtfXbB8D3UGjHmYkPX9wAbtPOWV0H +nqDdUz4L3E6Jbg+yFN51DvheGjD6Jx/3XMeAJ6rfTROepJ5nEJ6svm/GXOYj +0ZB+n3ZuMArS74P7MnocUM9H6XFAPW+sxwF1/cTF+ETSp8E5JYwbcyH9fliv +0OOJun+qj0/Ud2NcxBlJf9AFPwLzJj3+tKt51Lg65T/g3jT9/rSmfUO086vC +DVQhe4aZawj5t/nR1x/etmmE3F+9VyLcSP32XlsaODUj8AA64zG+5aXuGYAH +0swm1PdCVjfgwZRt7Kf3JVp+gfKHaOf5PwI30aOpKyyrC74Dzufk0Q5hFJJx +vfvsH14B53fMXgDn/Y5HwCNo+szKw+5tvwc8SjuHfwd4tPr9BeEW7b2Xy8B3 +a+OE88Ct6v6j8Bj6zW1E2q8jTwCP1e57HgQep57rEB6vnf9MBb5HPach3OaC +J6jnN4Tb1fdJhO9V5x3CeT1kK/AkdfwjHO5jMpf9jsWQfp+67irp96njFkkP +55okPeyHSvpUWM/R40+6+eC5JknvgmP8kfQwP5L0B9KPGxh/JP0hF/w4zI94 +Huzm1rPZtUYZR/F6CHNvql67QtT0Mc2BG2hdo1UeEyOQ+1HijJaDyk1oBtyf +7lzPbXo+HbmRbjc43TFHWwIeQO0u/hGVr2RT4IHaukdD4ME0ZWRqxcTuDYCH +0IpJu7qOiakD3ERbupVsZK1XG3goFYo83u2/2zWAh1HeF7PfnankDtxMXaa0 +Xve2ZmXg4RSbq1D1Z8crAI+gMe+uVXXPVAZ4FHUa8Dbow5VSwKNpdC5LqfK9 +CwG30JTQ15TFvQDw3TS1UqaGfxfOC9xKju8X5wYeQ4/uXFma9ecfgMeS4efn +85JnZwIeRxsTZja6kfQR/CeeKq3+X948Rz8A30NFSgS4+1x5DtxGsXuO5f1z ++FPgCdo9vrvA7ep+k/C98O4r80Rq9bP7rXZ9kSdp5/qOA0+G7yzzflSyev9L +0u+Dd185/T5435XTp8A7h5w+Bc6FcvpU+B4Wp0+Fe+6cPg3OjXB6GBdJ+v3w +fgun3w/nPzn9gfS5wQX/Nv5JPz2uz3B6iFfynpmb26jiXh3yTPkK3JuO/hSz +uXNRzZ+FG6jem0EHU7fkAu5H+f63PjytKHJ/OhA0ft//yv0I3EgB3fO8mEE5 +gAdQyZav5qy9nQ14IN2Y1+zSoIZZgQdT6651r288lQV4CJVYcS3n69MZgZso +dfmZVedyZQAeSvc75vZpXO8L2CGM3P+kXuU8PgI308hzKyy3+78FHk7jD972 ++8HzNfAIung7oXh4ynPgUXQ+U8Zp8949Bc7vtDwAblH1K3y3eo5LuJXGbzM0 +el77BvAYbVxxAXis9l2qs8Dj1PcrhMfDuRc9LjnOjR8AblPfNRWeoL57INyu +vhckfK96r0R4Iqzn6HFJ2bcSnqzGB+Z4TkzS74P1HD0uKefEJH0KnG/R45Ky +3ivpYZ9I0sN4SdLD+EfSw360pN+fPnda59HjUrrcaf1Hj0vpp8f5mh5//J8n +TztZubqnyr1p3KZIQ3jpJsANlLF7y/N3eyD3o+y7Mr0dv6cRcH+a+mFyx7Z9 +kRup4Z+tQ8dWaAA8gFIyN3pc6bf6wAPJcvzpzxvf1wEeTD6nk4qUja0NPIT6 +2LJtX3OpJnAT1Wz3U1rVHTWAh9LivFHJpxpWAx5GnTK0f+X9uTJwM3X/7NZ7 +R/fywMMp6+Gqf28tXxZ4BB38f3Tdd1yObf8H8JSVrKwUoUKotDSIvolIaKpU +VvZW9nbZ2eG6E0KSJEnraq9rtEO2rMheWRHJ7dfzc47X+bn17/v1eXmep6c+ +13F9z+M8jrrV63oa9QSPJ68ON51PXewGnkCzTywYGTGjC3giOZq4HN6j6Aie +RD8K/Ed3+9kGPJmsZsaHWx9VA5dQ11Z32456pwKeQi8lJ2JvBjcBT6XDZ2Ua +527Uwe9PGl3vXCI+9a4WPJ2GzL0sXr34E3gGJXf0K1EEfADPpH2200rMvJ+D +ZzHn8DwFz6Zv9XsTnevugefQ5esl4uHrboPn0vHEkNhrDlfB85j3Ka4JXZQn +nJNzeanwPRouLxXeN83lZfBePN8/wvcC+P4Rnm/M94/w/XS+f4TzJb5/hPOc +RtZFXD4f5kt8//zVcV3E5QsbyTfWPzivZvP4/Y7vqz/7T5j1POcBzD7SLuAi +KprYu9/51uhB5GW8+t+7Gp3Bg+ns7dIJ0zZ1AhfT78qMyftyOoCHMp+n6GFU +fUsyTe9re/BwSldEnznyoC14BHVerlqzVr01eCSzH0YVPIpmlST2KnyFP4do +Zq7bFDyGHIxvHNxW0AQ8lkZkz1Fc/fYLfs7wfhzn8czf1zfwBOack0/giaR3 +cW2OzeCP4El0s/WLZgeXvgVPFp5vybmEAu3a1hyJrwJnz/95BJ4qvEeec3bf +7E3wdEotuCwulpSDZwjP6+A8U3geC+dZzHtzUvBsZj6fDZ4jPL+F81zh+WCc +58G+IL6vhHMnvq8E37O4PPs86yDkZcKe4fIymF/xfSXoEy6PcyS+r4T7gnC9 +5A953IeD66VAyBf83UWNOe7fY/+d4kb6B+bbSux+ioa/sE7H9yYlW9oJPYD2 +Nn26+kOWA7iIOupY3kk1HwUeRM7nHdueeToSPJhEtrsXzUxGFxO1bfsuucMI +8FDqo26toTPfHjyMmnxwSrm41A48nDn/lsAj6E3xodyro2zAI2lzUdNa/wOD +waOoz9Wt/VzPWoBHU7RTQe2LJHPwGLLzCM3dv9wEPJYE61LO44gOT7x4LqEf +eDxFHOi6/9+rfcATKLvtr0lmM3TAE+lRrkFV4L0e4Emk52McUXhNAzyZnl3p +PfdKn87gEjpU6uT1IbU9eAp5lLu6Og5pDZ5K27dYTh2xohl4Gt0XjbntYasC +nk4aWutsTFv8hN+3DEroo/fqyczv4JnM3OYjeBb1bZ+nEfD4A3g2nUxJClfv +9hw8h0rvx+m5fq0Cz2X68D54HrPf+JbQG3rJ0z5L+5dqOeSllNEsPvylWxnk +pXAuB5uXCXuVy7PP2RMgLxd+P+XycrgPl80r4J5KNq+A8xjZfD6cZ8Xm8+F9 +JTZfAPuU2Dysr7g8zpfYfCHsX2LzRcIe4/JFjfRV8d/zjfZbKXyv5Hvvz/tu +zHk1nAfQzDNxj1c17wkuIoM+9YMjrvQAD2LOadQGDyadpnO3jVuILqb5ZTF6 +t55pgYeS/+h+fXopoYdRffWToMD7GuDhzP7hLuARpNz1UemV9I7gkWT/3uWw +kUcH8Cg6fFJlbYlZe/Bo5l7CNuAxdKx+s7WJhSp4LK374lG+umtz8Diat+1Z +UPQVZfB42tI3/szbxUrgCRSxKjLq6umf8P9XInmmFoudz34HTxLuB+A8mdn/ +/AlcwsyZ34On0IiF2cfEs1+Dp5LjnG+/86VV4GnMOecPwNOF9/hwniG8v5vz +TJrZ6WRsn7vl4Flk5tCp+qPZFfBs4fqNc/a5nhQ8l3lvKws8T3iOGevc98dE +yEuF/cPlpTAf43tPsK+by8O+Ai4v/7uLYJ3G5WH/AJdXwDyN7z3hfIzvvb/6 +f+ZXfO/9PY/zK773/t4/0Esivpfy04fu/f2JnQvxvXRlZNhIu+kjwUX0+8zT +fo7b0YOoYNLd6linEeDBZPSvgUVutj24mIZYen10vDgcPJR2LZ1u/6glehgZ +h5VJTcNtwcPJoK7t8E2vhoJH0MkWU0rGXRgMHsmcl2UFHkW1EnvN/lX4c4im +N7uuX0tRNQePodUWgy/JB5qAx9KCukVNmsw1Ao8jqwdTWsnV+oHHU7uRzh2H +H+oDnkDNZ0p9bc7qgCdSuy3J2hNNeoInka7LVfVEH03wZLpUO7VVypPO4BJK +WLO4qVdZe/AUiiv3K5n9uw14KvOebAvwNOoTGWJslKsCnk7r5vqPLkn6F37f +MujO9vaBuk9/gGcyvfcZPIu5H/MjeDaltRUbfyt9BZ5DSjb5Go8KnoPnMv32 +CDxPuO+U9YZeEtzvwOXZ533lkJcK35Pl8jI4J5nvJeG5GXwvCfaXcnk5nP/f +yHqMyytg/xXfS8L7s/heEnzP5fIFf3fue+JmyBfCe3C4HpsHeViPcflGHL9v +cvmSRvoNei+P771Dac2tSvPZuRbfex6ZG/zcn/YBF9H5J+derP/aGzyI7kVP +e7NoJ3owDZ2peWW5CbqYKtQ3/bzjoAceSmNXKfu+X6YLHkaKaXsl8UG9wMNp +5+y2Ce1Ve4Cz87Hu4JE0sMuttjkJmuBRFCt5oDZ1cRfwaOY9007gMWT409M1 +pVcH8FjqsC/40vKoduBxpOaxwrbPpVbg8fTjabPaCbNagCeQ7d2OgT9nqoAn +km+ict0mJWXwJMp1vBTuIP8F//8mk3KzY7Exhd/BJUxffQFPEe5P4DxVeJ8X +52l02/+iXuu7z8HTmf1XT8EzyG97prbfuifgmcw5//fAs5g5/y3wbJi/8b33 +Z91VBp4rPBeI8zzh803WG3pP8J4sl5cK129cXiq8H5zLw34GLi8TngPJ5eXC +c/C4PKzTuLwC9n3xvSfcx8X3nnA/GN97wvkb33vC+Rv2HvZJ4d8de49znNuz +/w7uC2XzZfB9kz2/REnJInHb8/l72XkU6wHUJaLsWpTYGVxErm5jDAxsXcCD +yODQCZ2QNePBgyn7Uaf9N5uji8nhVkzmthtO4KEU2GPIeo9W6GFkWhtw1Prg +aPBw5nnEKPAIKu921/Zs8QjwSPIwPl/tPs8ePIomFC6UDs7Dn0M0uZs9l5zV +HgYeQ5tqz6YEJVmDx1L7uFd9Ep0tweOov3vb3rX7zMDj6atu508hj0zAE5j9 +aQPAE+nxBnV173/1wZPoTkRyr0nj9cCTqXDB3NGX/+0FLqGNOzZ/b9VdCzyF +XtsuGOnWXQM8lTTHVqqF+KuDp9EHq01prifbgqfT1VbVyltXtgDPoJC6XRa6 +g5uBZ1KSXUTU66+/4fczi0Q7f/1Q16oHz6aDu0f4nLL/Ap5Dt4c53f5a9gk8 +l5njvQLPg/MD2f3yeXDOPJuXwlyOzUuF5w9weRlNNjCapR5YDnkZ2a843f/M +43zIy2Eux+blwvUel1cI941weQVzHst5yOfDufRsPh/mb2we1m9cvgDO+WHz +hbCvjM1Dj3F5nKex+SLhcwQuX/z3HhM14v+Zs7H5Rpxb78F/H9zvasf359wP +B5c8+8SslzgPIN2z51W+9zECF1H19U6L32ijB9EDeWX0iq6G4MH0+G630nPN +DcDFZJt3aleZZX/wUErrqKhVatkPPIz0ZOOTTIP7godTpMXuW8n5vcEjmHsu +9MAjqUb7eb+9ETrgUdSp3nf3x5M9waOZ88Hw5xNDIsMvJFXXBI8l1wuBTQxM +u4DH0dil1w9WWXUEjyfxkM6mC+LbgyfQKMtDxv5zWoMnkknWKK/l51qCJ1Fo ++M/1dwc2BU9m7rtpAi6hu+eX5VhX/4LfhxTqrDe1hDbXgqcy658a8DT6pDF4 +6tq5H8HTmXPC34Bn0MH777fcu/4SPFP43JbzLOYc8gfg2cx7AXfAc5h1+03w +XGa+ehmcfR6RL/SG/hTc+8PlYV8Hl5cKn9tyeRnM9/j+FDy35fJy4fqQy8th +7sf3p+D9ZS6vgPcf+f4Uzuv4/hTO/fj+FL7/yPfn3/Pw3IHLw/NTLl/0d8d+ +4/I4x+N7bEGJq90NB3YOxvdYtL7Dfp2cseAimjTVvLLDEfQgWrP0c6HPBifw +YPpa9E7ryNsx4GKKVrZw2T3DETyUzg+besh5/GjwMNpQcqDk4SYH8HCa8PPO +bB3VkeARZDT7xIRoQ3vwSHKpuXS85TU78ChSDTSU9RcNA4+mqadTHs5rZQMe +Q1PHPnirZ2sFHkufLBc+225lAR5HjidPLFTKNQWPJ5duLvGBwcbgCfStSfZa +H8sB4Im0Ysn4GyWm+uBJNHnPnJcLJbrgyVTdwqiZR0ovcAkNaHL03R65FngK +KS97tb2nrAt4Ku1ZvsditlcHcPZegHbg6fT1iO7cV2tUwTPo2N0ebzUHNAPP +pDcDizRmN1ECz6Kv/W/uX7bpJ/zeZtOP3m1qIu/VgOcw59t/Bs+lGSmffx// +/ho8j9lv80LoDT0mOH+Py0vpz300DyAvFb5XzuVlMPfje8ysZp5CElEMeTnc +L8P3mOA8HC6vgPPq+R4T3vPC95hwXxzfY8L7yPgeE5xXw+UL4FxcvseEcz/s +sUDIF8H9nvw6ULjPDdeB/pAvhjkhrgMxX9JIvrSRPM4D+f4822aZ9Nh6di7H +92dccZjh7inm4CL6usVl2Wdd9CCq6SqZtnm2GXgwnXvud1Fkji6mS3cNt8d0 +MAUPpfiROuu0F5uAh1Hk2TnbfvYeCB5OzU/Uho1uYQgeQaYe/Rxave4PHklN +jv8+Oph9HsF5FHOuWh/waLLKNtieOhR/PjE08HThkYVddMBjmfcyeoDH0ddp +635eXK8FHk/vRNX20Qe6gCeQqa2na6dDHcETSeKtkjE+uz14El0Jqmz5dE9r +8GR6qKqxuLy4JbiEdptvs+7ypCl4wzpwkZPXyYAm4KmUNtXWx3TSL/j9SaN7 +/w55kOTxHTydOReiBjyDWq35tX7R4Y/gmcz712/Bs0jXYKHiuPNz8GzaNuWG +utH8J+A5zPr2IXguXajSe7X1y21w2N/LekN/Ct4r5/JS4X1bXF4K+/r4/hTc +38Hl2eezqZCXC9+f4vJy4f3FXF4Bc0W+PwXvm3N56Ekuny/sQy6P88BG1oFc +HvalcPlG/D/vafL9+XeHPuQc+k2J3WekpLS6xjRxWbq9ndADaMfFj7OlLu7g +Irqc+EZbMgk9iNZKeqU23+EGHkz7eog8oqzRxWTkZaQ5XdsVPJS6no1IuWTq +Ah5GbkVOZwb5jwMPp+LYSMv3g8eCR1B9z1ibXuMdwSNpoO6BLbeKRoFHUcSv +2XOWlYwAj6aLZpnDarrjzyeGXMYXTDjtRuCx1Oa9YQfFvqHgcaRvJj6QvMMa +PJ42Wty5cnWPBXgCRe84YWj43hQ8kUKajLnxb4UxeBLdTvQeP3ruAPBk5vyK +vuASSoz1j9m7Rxc8hVZOjYmq7NILPBXmiqyn0YxDBxK3v+8Mnk7WP5Qz6leo +g2cI15OcZzL7lluAZ1HCzdU5UTdVwLPp3Ms3W9xDf8Hvcw5d+WZU5b2jDjyX +6k9YTbUc+wU8j+Y6hfW3qPsg9IZ+E5xrxOWlwvOfubyUhq2dqwjc/gDyMtqY +3W+Wg2YF5GXMuUw3IC8Xfh/n8nLh/bxcXsHcJyKHvEL43gSXz4f3T9l8PpxD +zuYLhP3J5QtgrsjmC+H+ETZfCOeDsfkiOCeczRfB+6dsvhj29bH5YpgrsvmS +RvKwPuTypX93fM5ix/dn+MgEpaNV7LyO78+1F7ur9ZgzGFxEHVdnZ2x0QQ+i +PfL7606NtgYPpvO33i+d9cgKXEyT7JR8WxRZgodSscHDsdt2WoCHUdqHaTFv +6s3BwynGu35hs2Iz8Agaafgrdl1/U/BIur1GR82muQl4FLlO8roobWYEHk21 +N1ecHJSAP58YmjN4w0/7J33BY8l3ZHIvtea9wePoR7HykAnXdcDjiaINIk60 +7AmeQCP/XSztubAbeCLlHDpmGJmoAZ5EcYe+5rr4dwJPpo8jRTan3rcHlzDr +vTbgKdTVb4v15vUtwVNJ/E/Pt5lpKuBp1MFC/9WkFUrg6dRD5d0Wh8U/4fct +g06LgiwedfsOnsncy/AFPIsevluaEzL1A3i28N5eznMoL8p3/NWIZ+C5zPfc +x+B5wu/LrP9v37JgnyHfn66v76jZX70KeSnz/KII8jLmvbACyMuE985wefge +zeXlzHovGfIK4bnNXF4h/B7N5fNhPyHfn8J5I9+fwnPY+P4U7hvk+/Ovjs9Z +uHyRsN+4PDxn4fLFf/93RPC9m8vjvJHvSeH3aL4Pc87767oftLcTegB1WNW2 +6LqDO7iIuioWTRxljB5E+9+1vLRylRt4MF2cNz1moBa6mPSKatd1be8KHkot +6rcZ6dY7g4fR7lG/xrQ6Og48nI56zvj9/YMTeAS1vTzuuNUSR/BI2nvZprUk +dxR4FBnua7FqeN+R4NEk6Wa4veU2/PnEUJvtO5TUfOzAY+mHmdew/V7DwONI +M7/72M/Wg8HjmfdeLcETqPCX5uKJTc3BE8kh9FNE9TYT8CRqsyc0dnaMAXgy +NVsjdjGt1weXkPa2jese+fYGT6H8kr5FOg464KnkSd0MFGbdwdPoZsL9sXbz +u4KnU9vEsHeSvR3BM2jp5s6fXvZpD55JEz+8Uw4OVwXPotqNx2OrnzUDz2bO +/W4CnkNFTSvULM6y58LxfeijclEvM/gbeB7dmn8wUcv9s9Ab+nDQ2+0W5/q9 +h7yU6Z+XkJfSi6pnQT86V0FexpwfWwl5GbMf+xbk5cx+nuuQlzPrt1LIK+D+ +Tb4P/zxnkUE+n3nvIBvy+XBvNd+Hwnuo+T4UziGxD09DvlD4/giXL4L5JN+H +wvPz+T4UziEbWU9yeZwrNrKe5PKN9CR+H+fyZY306hX4vs/3bdg32zDfQ+w8 +kO/bgaqDUz2324GLyNDKaPtPH/QgunWkzeZ2Jwg8mJruslrfXQNdTJt7VL46 +5zcMPJTqOzjc3vnCBjyMLEI395v/YzB4OClbqbvdC7IGj6Dbkzb4NQmzBI+k +FjVdTyrULMCjaJzDHkl2ohl4NA0cojK/aS3+fGLod0fpnf3PjMBjSRI8uN6n +pwF4HM3K3zIxK1YfPJ6+rv5Q9SCmN3gCjfrl935CM13wRMqYluFr7dsTPInM +smXe685qgSfTwMySCYvOdwGX0NN5Gdpzz3YET6EZq/d+3ebbHjyVJpu9U65W +VwNPo82WHuW3d7UATyfL7m+atd6qAp5Bt+5W7jkwTgk8kzm/ug5+P7Mo28ik +apjZN/Bs6jXI1SOm6BN4Du0aoT+rSf1b8Fw4l4/v2/neJ2K3jqkSekPf/lmn +VUJeKlyXcnkps7/0BuRlwnODubwM5px83y45Fhb7JEMOebZvMyGvgHP2+L4V +rEu5fD68v8z3reD7OJcvgP2TfN8KvqdzedinzeULhc/HuTx8f+fyjbgS9CqX +h/Unl8fnMo30J5cva8SvwvyTvQ9WSUlj348H8cPYOSHrAeRf/iUz8Jo3uIic +htuU3/2PB1HrTQ+seld4gQeTvm7vCYtXoYvJu3uT6nZanuChJDHueeTupgng +YaTpoOze6rY7eDjV69ww2vDYDTyCrC/PvTrRzhU8ktRWb9+QpeoMHkXf/ina +9uKeE3g0rR6x5XtsDP58YihiivN9lykO4LGkO2fEj8c7R4DH0ZzqS3sOP7AD +jyezRy55QR1twROoSOtLu+mDBoMn0sfanBIrf0vwJJJtXdYk7x8z8GRaljJ9 +bS92fcu5hO7tyRoySNsAPIXUHUo6OQbrg6eSmXrb5R9a64Gn0Xz/X0OPSnuB +p9Nnz1PzDjbXAs+gl1fD593S0wDPpNXT+ka/6NQBPIvcZurPbabZHjybEr/f +V8uubAGeQ7fq7SvOejcFz2XuVWT3YbKex5wDUyf0/80////z5QvkpcL3bri8 +lNmv+AryMua54XPIy6hsec9XqccrIS8X3nPH5eXCe+q5vIKUg/da+BiWQ17B +zDMLIM9+f8+FfL7weROXLyDZuDLx9tAkyLP7f85AvlC4juXyhTAvZfNFjeSL +hOdFcPli4TqWyxfDHJXNlwjnCVwe559sHvdJsvlSmK+yeZyL8r3aMbPH8fIZ +7ByS71W7SPvXxU0dwEX07ISvpCd7PgPnQaQ3qOcMk1XowWT4dXXIgH9GgIvp ++cPkvOoKe/BQsphgO7Pw6nDwMBoe9Nyx8LodeDjl74kLPzOIwCPoueP0cwN+ +DQWPpKtHlvir2A0BjyI/y/DiTy7W4NFU+Xbqm9Lv+POJoaflG8eWs+fJcx5L +G9WXb04XmYLHkajTpomHng4Ej6fFMVRRdmsAeAJlbtl/fb1SP/BEam0bMcZ4 +Ym/wJOqRv331wHId8GRaIC8QF8zvAS6hLMnm1Um5muApzD6cLuCp9GyZVtwG +7Q7gaaRh+yhodId24OkUF/t9vWuNKngGrS9oXeNxuBl4Jo0Zcknv9FBl8Cxa +b6O14OzAf+H3NptU7rqXb7f/Dp5DFmNMq0xa1oDnMvdafgTPY84dfSX0hl6d +ojvmtnLtU8hLaeGvtjWD6QnkpUw/3IO8jFI1Vuc0HXUL8jK435PvVcG99lye +fZ4ug7wC9nnyvfpnPZkG+XzYz8n3quC5PJcvgHsu+F4V9CGXh+dKXB7Oy+Ly +sP7k8vBcicsX//3f+c9clO9V4RyV79W/9yH0J+fQnyK+P8NsjN03qrHzRr4/ ++/ceP/qbwhtcRMs3a3zu8Bg9iIzCxx8Jvu4FHkzzvtpYlwaii2lEfYeHnzt4 +goeSytGl+YemTQAPo4tdDu4P+eYOHk49Rozc97rCDTyChq3Z8bhXgCt4JGWf +eePUXtsZPIpsJYdaWC4ZCx5NB8Ls5u2tx59PDOVaWB5wUxsFHksKXb8T8+JH +gMdReW6vwzcCh4PHU/G8EV7H+xB4w/f6pfNmRoUPAU+ky8f1+rXYaAWeROe7 +unikfjYHT6bJNdu/315mCi6hgWe8FtmuMwRPobiEfg5+Jv3BU5k5W2/wNFJ7 +NKfwRkdd8HRaNM/6wfpp2uAZtPC8/E7+na7gmXTQI+zdTIdO4Fl07s2eFXuW +qINnU8ehL7YP7qIGnkMVR8sPjr/RHDyXpi82nLWkqgl4HnNOJjt35fvzQWSs +3vwxtUJv6M8/5xx+gbyUeZ7+HvIy0jp8Nkq26jXkZTT4n06BJ748gbxceM4G +l5cL99tzeQXsF+X788/+q8uQz4d9oXx/CtarXL5A2MNcHuerfH8K94Xy/SlY +x3L5IuHcgMvjvs1G1qVcvlh4bg+XL4FzFPn+/Pu/j3NUXJdif5bBPJb1y393 +EbwHlMf3cNWayU4eeczfO+cB1PRaUe81c5zARaSa9Di+biR6EMW2nvmhz+4x +4MH00WPlStV0R3AxTV0fdfL6pdHgoXRS43in6rhR4GGUZ/va6IW5A3g4FU6N +uyF5OQI8gsT/Dqvvs8oePJLmK2zFq2rswKMo2N3zoVEbAo+mzm0cCjp8tgGP +IdOJE9t07jMYPJZWLN9w/NYiS/A46j3sepP8U+bg8SQOOx9SdNgUPIEGWrQU +F4sGgifSpJkzzmnfGACeRJ/qxJfs/u0Lnkwnel5PWFehBy6h3+NVrZTTe4Gn +0M2TRwy7r9YGT6XpbkESi9VdwdNo1O6HY29d6QSeTsbDKpzbiNXBM2i2qFA8 +90dr8EyKe/97Tfi8FuBZ5HRKc3GLbBXwbBralh4MnKkEnkN9300q8bnF3rfC +9/Cx+eXqZ41rwdn3wT8LvaGHve4bVs2Mfwd5Kc2LHn07p+IF5KXU+9pDNfeR +zyAvo/aei4abX3gEeRkzT74HeXiexeXlsB+V72HBfdBcXiE8j4jL5wvfu+Ty ++cL76Ll8Acxp+R7+sx6OgHwh7C/le1jwPIvLw3MrLl8k/F7P5WEdy+Vx7oo9 +vALysL7l8tDDXL4R/888ls034v+5f+QO18P99W6M0trMvm/OegBtrG8ZYP1z +EriINsTa9tcrQA+iOp3B7Qtr/cCD6dD7HQnRxuhi+iZZ0erKex/wUJqUOkgu ++TYRPIzMugQanZrgDR5OCyQbxj6s9gSPoPMv7sTtNJ0AHkkfTz+7+0nsDh5F +gZ11fi4vcQWPprS8PpfbfHQGjyG335/aLZkyFjyWRtLKnCVPHMHj6Mr9Dea3 +zziAx9N57U3dZANHgCfQQ8PQO//k2oEnUpPuhdsisoeBJ1Gs/ZT5lVaDwZNJ +dUpSvEWRBbiErn3JG7BHZAaeQj8LHzrq/jAGTyW/IreP6z0HgKdR2W/1wNlK ++uDp1OV6cnjTT7rgGZS9IOTdhPKe4JmU/MO7jeKhJngWLcre+v1jYWfwbHp7 +2Gx62WZ18Byyba31tn53W/BcGhtiUfndvgV4HuUstqrcd05F6A09LHnRsfrU +23/h70XKrG9/CL2hh1uPuK4+RPwF8jLKrC9Vr7jzAfIy5t7wV5CXM+vbp5CX +w1yXzSuY91vvQF7BzE/KIZ/PzIGLIZ8P+13ZfIFwjsHlC2Cuy+YLmX8nCfKF +wudrXL4I7lth8zinZfM4p2XzxbAPls2XwHv3bB73r7J5nMeyedy/yubLGvHL +MO9l/crfe1jUiOPzNTu+t7us/FVjdpSdr/K9rZJfkXNwtyu4iE7ErVX2sUQP +omYfnNNUXrqAB9O483Ef39U5g4tp/+s5WcPCx4OH0tB2Onmb1owDD6Pjdfqe +A0OcwMPJ/Vz2EP0vjuARVKhd9+yZ7mjwSEpW+zBkjsgBPIp67jPVWrZ1BHg0 +bXq6Kalj7HDwhvVzxOo9I+4ReCxzz8JQ8Diav2TUji3DBoPHU+8ZB8wejrEE +T6CZQ/weDttiDp5IH1qpvPHzMAVPova+J1RtXxqBJ1PY7O5jT3/qDy6h+2Rf +oVLcBzyF/GeW3fSZrweeSsHJr+33fOwJnkZafbwvj9/QDTyd9g5SGqJd2QU8 +gy6FebrOqugAnkmHvy0cXjWjHXgWc/+LGng2c/5Mc/AcpmeUwXPpYyvrBwaa +7DyZ7+06x4Dhmc+/C72htxPPmVZtdvkCeSlzz8IHyEuF59pxeRm5fbu7P7hH +FeRlzPkDjyEvp+EFYz0eBdyDvJx5znUD8grmvJQrkFcw/04J5POZ99oUkM9n +/p0cyBcw63MJ5GGOweULhe8vcPlC2JfL97agn7l8EezX5XtbuJ+W7+2/Oq6f +uXxjjucAs45zYL4/ZV39P5xwYXqP8wA6V797x5mnU8BFJBr1rV4aiR5EuQWL +JEqXJ4MH0+jUvv37tEUXU93SeMfJ6/3AQ2lwK91X1ft9wcOYeexE8HD6faS/ +xGSxN3gEVfedtnvKdk/wSAo8/XXO8pETwKPo3JwTofn93cGj6dLe5516suth +zmNIomNrOvPWePBYmlekP37sdyfwOGrmWBK2Zfdo8Hi6prnR78wAB/AEEo05 +8qFunT14Ih3PXjw0dLQdeBLNm5ZiNH2XDXgyNe8c1fz6GmtwCZ1IepjZcuMg +8BTyGWtbpvHEFDyVnKLuqj2bPBA8jQ61fdJP/VB/8HQS+zimrNzUBzyDvu3c +ZPNrii54JomVLl+rva8NnkV+pgFNXnbUBM+mDz+6xg1W6gyeQ2vMK0ulB9TB +cylmWufqpy1bg+fRuu3NalV6tBR6Q3/eXbFopFWRMuSlsF+X788/75fVwt+X +jJlL1EBexuyX+AB5uXA9zOXldNhEEu5pXQV5BXNu3n3IK5h7529DPl943juX +z2fe/y2FfAEteTvqdvexRZAvYO49SYd8IV1bMnH8629pkC+EuTHfn4L5Bpcv +Eu5n4PLFwh7m8sVw/mcj614uj3Ngft37V2/oVeF9Ovy6V7iPF/uWnYfwfbv4 +4Os24w8x+w04D6C0iIWOj2ZOABfRBsmHgr2D0IOo7vtS1SZnPcCDSVQQ3cHC +El1Mh4+suZLt7Q4eSno5R94qh7qBh1H2AP3WwbtcwcOp/7aMjG+dXMAjaO11 +QyeJdBx4JG2Z+uJ5bbkTeBQlyJ4Eq5g5gkfTkJ1KWtuGjQKPIdmGkNGDWuHP +LZbauklWV3wfDh5HK2qmR7xvZQceT77uv+bVbB4KnkDnjNcbXHplDZ5Ihm8W +dBJftgBPouKFzxxv1puBJ1PcLa/w0ytMwCUUsXT5I8UsQ/AUqlEavsbduh94 +KnX6evxdx397g6dRXVjmZOPxOuDplDlf6+3469rgGbQk+dS8qvGa4JnMPvxO +4FnUZIfh2RHJ6uDZNFlxov8ajTbgOVSVMXP0GYuW4LkUOSTjRG6TpuB5lLWq +2+IwHSWhN/Ttn+f47P5evm8r7t3Zf8KxRugNffvnXtSPkJcxz9HeQV5G2y5t +sJlb9xzycspSvSzW16+CvJw576UC8grqGrbL4tqnW5BXwD3afN8K9/Hyffvn +vOUCyBcwc+kMyBcI7y/j8oX0+NTzoOOR8ZAvhLkx37eC/uTyRbAvl+9bwTyB +yxfDPBnXq9shD33L5WGewOVLG8k30qsieK+By+NzNzbfmOP8gb2/V0lpXKzL +0z7X2Xkp6wE04umwQ0Gx08FF5P6uYN/bVehBdGLpmcsdf/mDB1Ncs+X+V4+g +iyk/3qs+P3saeChN1i3yfK+JHkYatGdtkf8U8HByP+Z1a//eSeARlJ18c4dZ +gC94JB0eo7bw1rqJ4FGkopiaIxnlBR5N6aqmK0dtmwAeQ/udT3S66Ys/t1ja +2nHwYd1AV/A4qjtxYrho+njweDr+8+aoS8/HgCdQ/d7xep2+jwJPpF5fHL18 +PUaCJ5HFbutK0Ybh4Mk0tGkn29cJtuAS0m42avboNkPAU2j/reHpRaGW4Kl0 +2GD7XSf2c4HzNNKe1m1gkYsJeDo9WW60xXGbAXgGzaz9Uf92kT54Jp3wWtMj +5bYueBbp72m33HxAL/Bs2tPLTvNztSZ4Dn0yHdp93c/O4Ll0r1vlnvfZ6uB5 +VDBljmLjpbZCb+jtQmfFkcPiFpCX0ht3g1nrWzeFvJRGG8WFu79n9wmzeRkd +sFhv0/vhd6E39Paf9ylqIC8ncXGfWdmPqiEvp1JDn/F7tr+EvILOv22x6tCi +p5BX0Of483pVbR9CPp95b+IO5Nnz6q9BvkA4r+DyBcz8RAb5QuF5hly+ULjP +jcsXCd8v5vJFzD3F5yBfLDy3kMsXC+cSXL4E5sZsHnqby5cKz6Xh8rBO5vI4 +H2bzjfh/ntOx+Uacmyez++j43jafNiWj37/sfJXv7X5J/XatNvIBF1Hdkwsd +PQomggfR+hajqxw7oQdTSGDOyfI53uBiOr37Vf6Xw17goVR4tutuSaQneBjd +Wtukepr/BPCG3h6wpq+jkQd4BEWZubbbV+oGHkntZBWW3sGu4FHU/JdpzzNj +ncGjqfyfzhubnB4LHkOz5f1WZLQZAx5LcdlVaUtHjwKPoy7K1/3NOo4Ej6cn +J/acPdrMHjyB+t5fut9qC4EnUvlAN9ejm23Ak+j14qBmm2ytwZNp1ql8/Uhl +C3AJ+WoW6r/qaQaeQust30Qc+zwQPJU6LJ48YN6dAeBplOBf113/ZF/wdLr6 +Yrdk4QI98AxaZWSuHO/ZCzyTfD/ObXrkZDfwLMryXZUzPbULeDYZfPqaGx7d +ETyH2TfYDpw9n1AVPI8+/jNg1r0NzYTe0NtGV9ouP3i8CeSldMCnMmjIq3rh +31FDb7ucVg/snF4Lf18yEqssVpgkfYK8THieGJeXC/dvcHmYb3B5hfA8MS6v +oE6uUVEzm9+FfD7zvaAc8vnC95G5fIHwfWQuXwDnyvK9/adXEyFfyNy3Egf5 +IuG5N1y+CO5P53tbsK7m8sUwZ+Z7W3jfOt/bwv3JjfQ2l8f9w3w//71XL//d +cf3M5cthfx3fzyG/038ZrmDnsXw/3+ibXC6lmeAiOrGlo6pva/QgMvv9Nd9y +3wzwYAosTa5W+nc6uJiefrors9ZHD6U+O23bDl7oDx5G7ZtlHcnZPA08nGxM +/bTaWk0Fj6CtqyZdcUufBB5JpW8ip2Tk+YJH0fDjU3wzd08Ej6ZtxeNbKDZ7 +gcdQykvfX7f18OcWSy/iFz0rnuAOHkdvNx6aso597sl5PC3dUNh64O9x4Akk +mpz9ecnWMeCJNN+h+abHUaPAk0hnRp6u9/ER4Mm0/efBDGer4eASUi84+Dve +fhh4Ct3N3SebtWEweCoN/BwoPRdlAZ5Gz6PnWKWsMwNPp609/d7E+RiDZ1Dv +LbLUV10NwDOpRW/LqZ+N+oJnkdq5PN+jXfTAs6mpd96dd549wXMooXrdunNz +NMFz6YLrUun3953A8+j0CcPnGjvUhd7Qz8+3DX6wxFIN8lKK8Bjukx7SAvJS +SjOwrjS2VIa8jE5MbFmz04a9D4vv51DFlJLqwd/h71HOvJfxGfJy2pQ88rbl +qXeQV5Cx9wO1tvovIa8gxedhD2z2V0E+n+qOai34tuIh5POF75tw+QLh/g0u +z56LWAz5QuY8SSnkC5n5TC7ki4TrbS5fxOzfi4V8Mcyr+X4WnhfB9/Nfndv/ +tgvyMA/h8qXCPufyZcI+5/KNONfbgZCHdTWXv9KIX22kz8thrsL3/IfyjN2v +NjLrT84DaLzTxyWhyVPARdRJ9G2i1SD0IFJMsr32zX8yeDDdyhmZqLJnEriY +Ps3OCpk4yw88lPwrU5pZHfQFD6O+ayf2T6maCB5OK4bdHng8wBs8gjRTm3+5 +WOQJHkmbV7fIPec8ATyKjlAn1fpj7uDRtEPrkLOkzhU8hswd31z/cRV/brHU +/MYnjSaSseBxFO/1/ljwbUfweIo3vHi4mkaBJ1DoWQOHp/NHgCfSgh97tOPd +h4MnUfSbvDl+FrbgyTT7i4PlK+Mh4BJatcpD9KiVFXgK+bSbc+T6OXPwVBr+ +4fxK488m4Gm0eOin3973DcHTyeefKU6jQvqBZ1CA6cbjq+p7g2fSvfFeJtqb +dMCzyPTx+TO7E7uDN6z/Lq+0nVemAZ5DagGa1VM0O4HnMu97tgfPowlnVJfr +SdSE3tDzzd022GgkNYe8lD6ff7O92WJlyEsp/JrZVM3Yevj7klFr8XqbFb2/ +C72h542bm1VdD/kMeTnz/ukHyMuZe3hfQl5B0Q4hxg9WPYO8gn5ZRuud/FQJ ++Xw475fv+T/nF12HfAGzT6YU8gWwv5rvecHzRy5fKHxvhcsXMecaXYI8PH/k +8sXMfTqnIV8M513wPS+cn/M9/1dv6HnhXJ3veeE8nO954T5qvuf/6v+Ze2PP ++4NDbyux78crKY0yNV6Z0JOdA7MeQBOC1Z+OvDcHXEQxziXOOzagB5HF+tvf +v32dDR5MAzqaaBnPRheT5hJ7n9iFs8BDqUtFblnf8zPBw2h554+tfq6eAR5O +birS5bbTp4NH0BP3T30PtPYHjySt2J+B9plTwaNoRE1b01Y1k8CjqX7MO3vZ +U1/wGHq9q5ncrzP+3GLpevcJdrGFnuBx5PuPgc/p3R7g8ST72Ol1kp0beAJ1 +MleuHRDmDJ5IEavdQl0/OYEn0QHVKlfRudHgyZRjFbzUI2YkuISi4tv2drw1 +HDyFQpqvOa7ahcBTiT5mOdVNHAKeRvvPlHQ6escSPJ3MV18/7W1oDp5BFdqD +l3yYZAKeSUfff6pst9kAPIt+SY/FjvPSB88mR4tNfiFKeuA5ZDVdp3T2oF7g +uTR53uEl/dppgefR8eUmERnnOgv9f+dX3GlZ++CUOuSl9O+qS72qZ7eBvJQm +uE91etW7BeRldOaWi4fPZmXIy5j70dh912xeTiU+4f3jW30XekNvu+r1WiA5 +8xnyCjo7fI1NWEQ15BW0RbV1TULTl5DPp1pf66l3K55APp82+6Zovxffh3wB +c5/aDcgXMPOQK5AvZPbJFEK+kHm/Ug75IrinjM1Dn3P5YjhPmM0XC89j5/Ls ++9SnIQ9zFS4Pvc3lS2GfNpuHfubyZTBXZ/OwPufyOPdm8/i8ks3jPJzv8zmX +PTsZrGXWn5wHkMazMufsgOngIub8K/QgGmPq1GnDc3/wYGrjXHm43A9dTLnU ++ZRb1DTwUOrbPk8j4PFU8DDyzvEcvmPIFPBw0nxjuHvX4UngEfRz1eP2c9N8 +wSNpjM5+p085E8GjaHP68IthV73Ao+ngvNdPLB9PAI8h0+w8L9e3+HOLpV0V +fQNG9XMDj6Ndi+YsPHPIGTyeLk+UjZbMGwueQEeNo648dnAET6TLqkubrF/t +AJ5Ea0vyMryv2YMnU1IPc989S+3AJXTpXqbv+lVDwVMo3n2+ovkba/BU8vql +5HveywI8jWacWVN9zs4MPJ12nTTt6d7UGDyDJu648qlP1QDwhnX4wl2Sfs59 +wbNIXFbg/Y29h4jzbPL3N6jqdbgneA7Fd5N7l73TBM+lq6uHPqgN6AyeR6FP +lNf2i1QXekOfr1WprZ9h3gbyUuZcuBaQl9KCrBa1r4tVIC9jzgtSgryMXpd3 +X/BA5wf8PcqZ9/e/CL2hz1X6//qRd/0d5Bv6/OMVdf8ObyCvoHVXP26Z3qYK +8vlUZKuzIHrNY8jnM/Ofu5AvYO4tugb5AuH+QC5fCPe48X0uuHeDyxcx6+oE +yBcJ7/Pl8sXCeye5fLHw/UcuXyJ8j4bLl8D8nO9z4T5qvs8FPc/ly/7u/5mT +Y5+D45xcxPez9px7pZEf2fkw38+D1Nuv0CqcDy6iieIZxRNWoAc1fA89mrE5 +cx54MBmtlXtrD0IXU6sX7re76c8FD6V1a0qU7/SfAx7GnC80CzycPOsGrAhP +nwkeQZfXjUhYO3UGeCTt7jcy/16b6eBRZOC9d93S49PAoyngtJ9Tjt8U8Bgy +dnB4NH+bH3gsBf3uckjl0UTwOAoZcO6bi58XeDwdrnm4oP1vD/AE2vtMWXnG +STfwREp9v/C82QoX8CTqN+lmiJf2WPBksn785PG476PBJaRw/rqzzYuR4Cnk +3L3wkq6WPXgq1RVbGfYOtQVPI5s172Tzdw4BTyfl1r0npkZYgmdQiKX//DlL +zcEzab9PTMh8XRPwLIq92e7g/GEG4Nn0unXNKR0/ffAcksZnPHympQeeS4HD +FjWZWtEDPI9y30e+qMnQEnpDP6snda3O2t0Z8lJy9S288yFcHfJS5nx+NcjL +6FJe2ol1z5pDXkapEzdlTshUhrycVrif1ztYyO735vv524WqoI7zv8Hfr4LW +9N9kE6vxBfIKSkkvU183uxry+cJ7hLl8PnM+VSXkC5h73yogXyB8v4bLF8K+ +br6f3UZvTSuNK4B8kfC5J5cvgn3dfD//WcfGQb6YOQ8qGvIlwuehXB73afP9 +LLwnju9n4Tyc72fBOaJcHufhfD//1f8zD+fX28L5fCPrbS5/9e//jqgxh+ek +efzngttPG0e72UxfcR5AxoPOmex3nA0uovGLe5Q++jELPIg0NloefrsBPZjG +TX96O6EZupj+NUi2jbaYCR5KjpsLSnXGzAAPI/cetmbdBk8HDyevrr9CAlz9 +wSNoqlXKqzjLaeCRpLpzTepPrSngUfTtZ2Xe5Rg/8Gjq5C+/YTDLBzyGPq32 +UPxs4Q0eSyObau5u/m4CeBy1KRmRv6vAHTyeslcuXt/tuit4Aq0+vMlkztvx +4In0NOne8RBfJ/Ak8jYM7O/VfzR4Mi1ftS1g4qSR4BJytJnUWXfvcPAUelxo +emB7ki14KtVatmp6SDwEPI3GW62aEllvCZ5OgRERPl8Pm4Nn0FrrduKyUhPw +TLqjITty8ZUBeBZdePil55pUffCGz4UUzbj7+/XAc4TnmnKeS4N8brbtrtcN +PI8cRBsyc726CP1/6/Z6q6k7D3WAvJRulD5qOfxXG8hLmfvyWkJeRl9Hrba9 ++Lop5Nn3HJUgL6fysFP9267/Ifw7bfhc+HNeVo3QGz4XtHqEGgc++Ah5BbNO +fgv5fDjPhP9c+HMe/kPIFzD7AO9AvoC5F+8a5AuZ55tlkC+Efen854Lg3hMu +z77nmAz5YuFzVS5fzHweXYB8Cdx/18jnApcv/bvjup3L45y8kc8FLn+5Eb/y +937G9TzneC70Pa7Ph4ZF9FAawc6ZWQ8gjccb56s4LQEX0TOTRfTi02LwIKpp +fWlKb2v0YPLsPCnSas0icDFNUNWJb7V9IXgo5bZYkehqvwA8jHb2KA75cXUe +eDhZpN8/dd1vLngEhXTv0FOnaDZ4JLlUdV08a+As8CgyOtWzT93ZGeDRdFyx +Zm7Gb3/wGPIeavTlics08FiaMsmwVXD0ZPA4umTafvzJnb7g8bTUqOTmshxv +8ASSyAecntXbEzyRuk6qt56c5w6eRFf2iH52m+EKnky1Br82/ywbBy6haU/a +v7Y2GQOeQn1PH/CNKXcAT6XZ6kfuRLy2B0+j2ds6r9HtZQeeTmnHO+9f+Y8N +eAatjDw2SSXYCjyT2sSEUESSOXgWOQ5VbXHmvgl4No0wSDkx8pMBeA45jLnt +vN1HHzyXRk8vsMrcrgeeR8WV0994mPcSekOf7zfofqHtLC3IS8nvfI8FgTs6 +Q15KixdWXJFYqUNeRuY7ur21i1aDvIycTEvFh2TNIC+n5kZa1UrRypCXU7pZ +7frWd+rh71dBt/bX/DaZ/E3oDX0e5bw2582nj5DPp9GqYz2GVr2FPHuPyTPI +F9C4pIr9ZhcfQ75AOLfh8ux5IzcgX0it0yqD9hiXQb6INi7caNNqlwLyRcx5 +htmQLyYDtR/rT9ukQ76Y2cceC/kS4fueXL5E+P4Rly8V7pPh8jhvZ/PsvGUz +5MvgnGo2fxnm8Gy+Ecee5/JX/+528PzUju/5RfT95r1idi7N9/zASqOIrcnz +wUUU1+ts8Gxv9CD6HNBdf/HDeeDBdLjXj9vF6uhiOuOlYSsznwseSlnjql6Y +954DHkYHs18tmWUyGzycxsz8MGDEjZngETS/euNxzT0zwCPJ0e18q5q+08HZ +c6WmgUfTrw/B67SfTwGPIY+bN/pe7zsJPJZmtphvbbbBBzyO3iWkffVq4g0e +T7k2Hcc8DJkAnkD7yx/97urmDp5IZy8/V/Qd6wqeRJe3TTLzOTUOPJn61Bye +8/K3I7iEOuXUbKpQGgWeQl8c6odGvbUHT6Wxz13Npy+2A0+jHrNEryLchoKn +U+7A2KcjTazBM0ieYFn5tqsFeCbN3midGyI2Bc9i7jk1As+m/XO+VHqc7Aee +Q+sG/Bya1LkPeC5t1hHdf2ymA55Hund6Reu/7C70hp73KWuWKjqsAXkpbZ2w +7H8nDUNeSmHbXcpj89pCXia8X5vLy2j+a+cbbV2aQl5O53TMq/IXKkFeTvZH +m65Kf/sD/n4VFD6pz6vC9jVCb+h5G5sdaR6vP0I+n9ZrpGof0HsD+XzyHnx3 +f/WBp5AvIIcZFWo73j2AfAGNj/n6W8/8JuQL6dLDSeMlzuWQL2TODSiCfJHw +XmwuXyTcP8Pli5n/XfGQxzk83/PCc7b5nv/T20cgD/McLo/7z/meF56nzfe8 +cB873/PCc7P5nheev836lb/n/7O/ke/zS+ITZrJr7P5wvs8Hd698MCg7EFxE +0Z431mxYhx5EDwIqjrUxRg+miKjKrbFxAeBiat3abWGELnoonQ4oW+D+dTF4 +GP0IlBQu8FsEHk7vO165XyxdAB5Bdy+u6HTx1zzwSCpVGZ22qdtc8Ciyj1rw +wM19Nng0zdvzIblkx0zwGBpjqDVu6fnp4LF0JuzylhYt8ecZRyk7PReNPTsF +PJ4GTqL87MV+4Ak0dqS65MniieCJlLvjYuHLA57gSbTpe8/UmbXu4MkU0j5y +sEuRK7iEbLusXddBZTx4Ch2r32xtYjEGPJWC9nX4NPWtA3gaBZxxGbvyqT14 +Oo1xyDpr1dQOPIPm7NbvszHQBjyTNA71P5u5xgo8izlv1hw8m1pvVhmweaEJ +eA4d9977WTTMEDyX1r7+QjPC9cHzaIXmsifbZukJvaHPPQz8Wh217wl5KUVq +d6nefkQL8lLqP3bb6jeJnSAvo1unrXt6uqhDXkaeK2VH/jVWg7yc3LWGPojq +3xzycgq4f+a8qUkTyCvo8FmZxrkbdcK/64Y+/7MerhF6Q5//eR76CfL5pLO+ +S/XtR68hX0BVIU3q9g54BvkC5tyVx5AvZJ5r3IJ8IaUWXBYXS8ohX8S891QE ++SJmH2Yu5IuF59By+WKKjG65alB9AuRLYG7P97nwHG++zwX3z3L5Utjfzve5 +cJ7P97lgPc/lcT7fyLqdy+N8nu954bwdex4c90Pm8f0/o/swo343mbkN5wFE +OauPLDmzBFxES/Svr+++CD2I6uIyFo+WLgYPppURy+ZH1S8CF9Nvp7kji58s +BA+l6/miK6fEC8DDqETifWvz9Png4fTuwdnqNS/ngkdQ149B8t/D54BH0usL +rQ0dCmeBR9HPG0+dNunPBI8mu+djXmiunQ4eQ81fXrJq8nYaeCz1MlFe8vH0 +FPA46jHb6J7eaT/weLprv/6UgXwieAJlXwq8vKWfF3gibdD2f7HijAd4EvUp +6bUkfLIbeDIFB7lMfJnhDC6htsFFywNfOIGnMHPX0eCptKF84bZ5aiPB0+jR +oUsdNxwYDp5Ojw601RmZNgw8g67OcQ+/pT0YPJN+7j/XvMsRC/AsOvvQU2mR +rxl4NvWc8m1oyMqB4DnMPbb9wXOpo+7TIuutfcDzqOWNPRapJ3SE3tD/f+bS +2pCXUsrtAGlyuQbkpXTCbYzXhWMdIS8jvWbPtnvMbwd5GdH+fs/DVqhCnp23 +N4W8nNkf+Bv+fhWUV9t0VSvzH0Jv6H8X1zmj7/X7Avl85r2hD5DPZ/6d15Av +EL73xOUL6OWAC3p9De9BvpBmznK8PW3uLcjjfJ7v/5cVSnVvjudDvojpcynk +i4XPbbk8e47WJciXCJ/ncvkSuP+R73/Be6xcHufzfP8L5/N8/wvn83z/C897 +4fv/r/6f+Tz2Pzj2P5fHuT2771VJaXXTiPfpRez+c9YDaNglX7HVoeXgIrra +M/nyyvHoQbTrbAufyG/LwIMp6kBybOVSdDF1yClLVctcCh5Kj81Gnj73IxA8 +jAbqqW5NaI0eTjUH2h283isAPII2yz0vLTRZDB5JB026bT3lshA8ii6P0B05 +s8d88GgybKGwCOo1FzyGXrV13qpXNws8lu7/8v2x7/sM8DhyefLm55Um08Hj +yfWUSncf02ngCbRu2HLnc5cngSfS1D7usfGnfMCTqKeLkrLhBS/wZDpnUDBD +9NEDXEIv/m1r7T3UDTyFDgV7Nvt52Bk8lT6lPc5bMtgJPI00rY+/C1wyCjyd +6v4xTdRdOgI8g/z09NN+HbEDzyTn3uYkajUUPIvqd2r7qWZZgWdT2MZgs/Ke +g8BzaFf0pOwjKSbguZQZ9annYTVD8Dwy+a69J/1xX6E39L/JzYxhZ27pQl5K +JUPr16wM7wF5KQW96n4h/ktXyMvog0me1vJfHSEvo5fvRmq2298e8nI62WJK +ybgLqpCX0/PTD/ecD28KeQV1sNB/NWmFEuQV9OrXjNFNzv2Av3f2PPAvQm/o +/7aXfv5YL/kA+QLmvK+XkC+gq/qHErMeP4Z8IfW8HRnV6/U9yBfS7tPX1ffc +vw75IubcmyuQLyL7Faf7n3mcD/li5v3ZPMgXC+8F5vIlwuezXL6EuR8tCvKl +MM9n86XC+9S4POzP4fJlwu8LXP4yzPnZPMx5uPyVvzv2P5fHeT6bx/PG+f7v +ctizi/676XZCD6C8fY8yYm8sBRfRuKVrKo6FowfRBfnH6at7owfTu6f10U9S +AsHFNL3y/P1B6uih5JH0tqn7nADwMIr0GOH7zHUJeDjFxm13qz25CDyC1J2M +rtTeWQAeSYeVxrlV/TsPPIpytIfrt1GaCx5N2jubX1vZdzZ4DDlUl4oHuc0E +j6Xl446ssliJP884Clzyy96Ye1+A73+Vz577dtyaDJ5AF/vsLFaS+YInCp/z +cp5Ew8Yt/Rr+bQJ4Mk0ZcWb8Ah93cAndDOrssFbDFTyF4lrG99MdNw48lTpc +eOJqPM0RPI2Shs2uDBnuAJ5OXjZmSz8OtAfPIM+ysF0j623BM2n608EP8jYM +Ac8izfkdDp42sQTPpgceynUD083Ac2jLuIiCG4+MwXPpeeZjxxjzAeB5VPd+ +1s75D/sIvaH/Y2eaVek90oG8lIaeuxQe0kob8lIaK1+fqV2kAXkZqVp/26Td +oyPkZXBfJ9//f/bhqEKevSddBfIK8h27LOdlFHuOOt//54cmhl/+VSv0hv6n +C2Xi25WfIZ9PXUbLNLz2voU8e07jC8gXkO496bFpOY8hX0ifp/7+EbXxLuQL +yfxM7rG1HW5Bvoi5T7kE8uw+HAXki0la3evVz7QsyMP8h8uXwPyf73/BeWJc +Htb/XJ7dn3kY8jD/4fLwucDlL8P8n+9/4b56vv+F+/mx/wMh30jP/2d/Jt// +XndWalmmsfvh+f6XOZbYqu9aBS4iq702arMJPYj62m91ep62EjyYrhZNvT9h +GLqYvum83mSwcAV4KLlfdTw74ehy8DD6ZuGn/mL3MvBw+pLhaT/s5FLwCGo2 +/LmVypRA8Eh6Zmp+pcX4APAoer+s5ZQ+zReDR1NX5ZvTJ19eAB5DS3zlOv2W +zgOPpdVnbOo+q+PPM44qPvbetuTpTPB4WjdOOSqscDp4ArOOnQaeSFTnUpb8 +YDJ4EtkuXjdVMt0XPJmGXNGQNXXyBpfQnS0tji8fMgE8hWq/LDMNyHADT6X9 +iXkuKmecwdMoXqvL7LEnnMDT6ara8RqVglHgGZSj9m3npeUjwDMp+ottp16h +duBZ1Oumk7yH01DwbDrVpVp30VQr8BzSuqC5/9NZc/BcSjkoUjvobQKeR7u7 +PA56sNJA6A39P8H7QIcv0/pCXkqr9i3apnZMF/JS2tZ7T2L6Pz0gL6OouoER +K3d3hbyM9CzKJiQUdIS8nDYtG1bxon87yMtpTeXhS+P7qUJewdxPpAJ5BZ00 +kGrMSGH3+fP9/+e56nehN/R/Wdyc0QYBnyFfIHxvi8sXMHP+55AvpBV7P21p +GvYY8uw+zNuQZ8+ruQ75ImYfaSnki4XPf7k8e29mOuRLmP/cFMiX0I6mDj5P +p8ZDvlR4TgKXL4Xz2/n+F7yHxeVh3w6Xh/7n8tD/XB7n/3z//93xOS/775T/ +vf9xn08e/7nwtcnQuhE+7D58/nPhYH/LHr30VoKLKM3notHblyvAg2jgdPtR +77ajB5Oi6lyF+5fl4GKynqxZ2t8WPZSudfnWTG3qMvAwOmJ0JuLn1qXg4STP +OTFy26ZA8AjSyJ5u2HtVAHgkSWSmOqeyF4NH0cX3ZgscViwEj6a+bVKHy6zm +g8fQx/VBap315oLHEm37Z0bVp1ngcTT0WMcxAx/NAI8n5dvf3k587Q+eQB8G +yQJetZ4Gnkg9ywvfiSdPAk+i/j0C9s0f7AOeTLf0Ta4XDfMCl5B1m2+lZYEe +4CkUcu98zj9abuCpJHu/7NvaeePB02ig47ik90vHgKfTyYStd5tXOoBn0HKt +XjeaSezBM+mCt+nUW/sJPIsMruo4TlK2Ac+maT3+afc7zRI8h0Z6vzl7sp05 +eC4NuyTyu6dtAp5H06JenF0+aoDQGz4XyNr5i9f5PpCX0kdyXSZO0IG8lLLb +7zVrWtQd8jIKqzj2rlc/DcjLyHHOt9/50g6QlzP3ULeBvJyWh4kvfUhpAXkF +Tc5+tCdspTLkFTRunJPHMY9f8Peez7wXXCv0hs+FKxMq9j+Z9QnyBdS+qVzj +u9YbyBeQxRjTKpOWzyDPng/8APKFzL1RtyHPzv+vQb6IeZ5bBHn2fBsp5GGf +J5cvEd6LxOVhLsTlS4XfF7g8zIW4fBncQ9rI5wKXh7kQl8fnAvznwt8d+p/z +Rnr+P+fkPOD636ukneSEG7t/nvUAujb3yukH3daBi0i3MH7hkztrwYPIs9NA +s9Pj0IPp+OclVnv2rwEXU4iWes3svNXgofSmr2LBhqpV4GGUl1IS1DlxJXg4 +bZ2bO9aY/dzhPIIKOuZ1W2q5HDySNmYU3HapWAoeRY9yT1j5bggEj6YlNikz +cgcGgMfQ7Ipvb05vXwQeSzoDPstzW+HPM44yStwXbpw0Fzye7hQFui2vnQWe +QKZZHWddPT4DPJEWWVZ61O/yB08iyxabanb/mgKeTOTuFu891A9cQv6Slf+K +67zBUyjLeHc+XZsAnkqKEZJO1zu4g6fR2XPBq7YudQFPJ9UNLyyGH3ECzyCR +lZLMu2IUeCbRCL8V7wNGgGeRw29JuVekHXg2XQzQcVTLtAHPoWsXjLcMNLEC +z2Xu1zMHz6NOSyIHh7czEXpD/5funNHiwb4BkJeS7+1Zo0PU+kJeSjH6lRfu +ROlAXkYdzHZ81TvZHfIy8pL27zNTWwPyclJKWrZ57uAOkJfT/CmTnKa9aQ15 +BbPubQ55BYWXLJMOVVOGfD710YyM2ujLvhfA5vPpR+82NZH3aoSuxO7/+Qj5 +Akroo/fqycxXkGfvoauCfCGtDXS4fdfoPuSLqNhi2IOjv29AvsHvHDRu3+sy +5IuZ5+YKyBcL79Hj8uy+oDTIl8A5PGy+lMZcyjr2+U4M5GFexOXLhN8XuDw8 +L+by+FyAzeP5OWwe5/9sHs/PYfP4XIDdn9tI/9tdgzkS/7nw5dVY9bZG7H5+ +/nNhSzv5i2NN14KLyPBcq0H26WvAg6jOc6L+vP7owRTlsmXeo0OrwcW0/P6X +wZczV4GHUutFC67pyVaCh9EmhVK4LH8FeDjpbf/g0fbwcvAIKlatPz/Mfxl4 +JKlONtzh3XQpeBT5D9l7OfVGAHg03RBbhTVXWgIeQ2HnvAaHLF0IHkvbjLLL +rZ/MA48jz+qAJrsi5oDHk+671kNyxswCT6BfN0zvffg+HTyRWv5TEeb7ahp4 +Eu3y1lp1rXYyeDLNibkZM2ubL7iELHTr4odqeYOnULMlTa6sXD0BPJX07Cpu +j97vBp5G1z72tHY/7wyeTt9V5fqL2jmBZ1BQzoMzbSePAs8kcUjZg6EtR4Bn +0TUTBzc3VTvwbOo1bN7NoJY24Dl0M9PmgWeVJXguVfY/qNzxmhl4w/eCfE0D +UWdjoTd8LnRXDthsG9Af8lIyDLoTZ/mmN+SlVFlmOCuvvw7kZcw5D90gL6NW +s9MnjzndGfJySrAvPNLtqjrk5cw8Xw3yCspRet1M82IzyCvg/Hz+c0Gwv5TL +55PhvharhvetEXrD58LyTR9/S8ZVQ76A2rU5F9X8nxeQL6T3pZ7lbTZUQb6Q +eT/3HuSL4D0C/nOh2dXFw1cVlUK+mDlHQg552EfK5UuE919zefhc4PKlwvPZ +uDw+R+A/F4TPC/jPBeE8n/9cEJ57z38uCJ8L8J8LwvcI+M+Fv+fhc4HL43ME +Nl/+97xdI56Hcyf+c6Sd0jKzjkOYnuQ8gJLKwu7t+bkRXEQ7r8UtcopFD6Lk +xXvGpjVFD6ZNAZKtzlM2gIvJPrFCque+Hrzh+0XrFb2srNeBh9HPV5N3Gr1c +Ax5O/0fXnYfF+Pb/H0+WsiX7FiIkspVs4a1QWSKVsguFVqVSRCppUbSYFglJ +Kkna922WmpkWouw7pex7iPh1fz8z1/zm9fn4834cz8P3vvsex/us6zqv8/Ss +LpnnkuoOHk89c6bajhvpBp5A4U1f1idnuYIn0tT6HV1sRriAJ5P+SfuErz57 +wFMoZmzwGIPfjuCp9OpJb9XZCvjzTCPtj7UjYrragafT9tbfHm0rrMEzqG+c +ycrDRTvAM2nGxOkrqxZbgmfR5PJ9sdvkt4FnU/mj56fX52wBz6EBiV7RKTc2 +gOfSLW2Vxug5a8HzqMbeYtn9NlPwfHK1jeoZO8cYvIBmmS/VjtNYBV5IShrH +dO3Cl4EXie7v0AMvptJbyb/3DloEXkITf28cN6fPQvBSSokqXj+ymzZ4Gd0Y +PNb9XNBM8HLasHJAhrKnhrR3rCMFwju28UOmQM+mpMiF6wbLq0HPpiuas+jn +sLHQc2hS5OuuRnHK0HPIpO9aw+grQ6Hn0jDdnwf8mwdAzyV1jfbiDyP6Qs+j +BUW72ey27tDzaHXA0ZzhY7tAX0Hr3Atjeqn/kZ4D/zv/4f++w/ou7R3rSLD+ +4nU61z9CXym6R+A19HyKqtVd157VCD1f9LzrIfQCuE9Wso5I3XvI9ELpe1WY +Xii6r7Ac+irp746ZHtYRpod1hOmrRf9+HPTi9SIMevj7gunx+wLJOiL9HkGy +jkifqy9ZR/7TO9aR//x3/vXdgWT+D7tV+P2qi/h5u2T+j383a4rTak9wL+py +f0Oi5uuD4AEknFP7YJwdeijJP7/yLC/iADiL5s0vvvkw1wM8mqy2vIl9VbAf +PJbWjX1a77VzH3gcfX90c8oyNXfweLo2O3DI06y94AkkjJu5evhcV/BEGjPq +zmBVrjN4MrUfVrgfrr4HPIUs+qlOnFzgCJ5KO1e09pp1En+eafTlfJ/ahFhb +8HRalp43vPH7LvAMqi550Mlr8w7wTHpW89NF78528CySuya/ZXLGVvBsMla9 +o9nHbAt4Dl3UWzImwHsDeC5NIy3NuW/NwfNIZ4nvLtdSU/B8OjbUKOjUr9Xg +BfRa1Xmz2puV4IUks/577MuIZeBF9LvKcPlTTz3wYtpcnu14of8i8BLp79oY +L6WIywJeYepc8DLyFD67s1G8f4nxcmqP36mq468h7R3zPyz4xhSnpCnQs2l5 +8M2Vz6smQM+mqBt7Rst/UIGeQ0G3TI+d+DMKeg7JbJlg9eX6UOi5dHpY/EvH +0wOg55Ip3449p7wP9DwSZE159mNAd+h5ovOTO0NfQafWT24qGCADfQUNVNlS +Rd7i9w6S+f998kefLNOP0t4x/00bFZ2cJ76Enk+XwvaVGmx/Bj1f+r4tpheI +/u67Bb2AWg1nPQg8eg16oej8Ih70+N5BMv//OUc0B/oquN9WMv//eU9xEfpq +6XOemR6eLzE9nMPM9LXwnYJk/ku/R8D5vxV6eO/MOL53EPm/ni+J76WUkVmd +Ejay6y3xc3WxO5Jg+Dp185ve4F60bfG6tp9H0APoaK9uGpGL0UMp9Gfq64NX +vcBZtGEYJ/nuQvRo6ssLbWidewg8ls5aD/vu1nAQPI6E+Y8nDptyADyempd2 +cWzw2w+eQBq5eZPWvXUHT6Thhs9meai4gSdTj9shwWY7XcFT6O32+dZ2F5zB +U+n8fPYe3Q/480yjabrpm+tmO4Kn09DtRbfmbLUHz6Btv3NPnja1Ac+kvo+6 +Nj923AmeRZ/eJS3zvW8J/r/3C6cXnDbZBp5DObLmc8+MsADPpTdKmq/fDtkI +nkfvYps7BVuuBc8np5FyQWm/TcELyHfd+aVjphiDF9KePvs0C7qsAi+iGLb5 +V9vly8CLafWggq4jxPe2M15CK5YE5ZRk6oKXUs+ejRGCzQReRjXrlSblyc8F +L6eZ+rd/T7HWkvaO+a8XGVX2pmk69GxSDXDwbjNWh55Na5RbLuRvV4WeQwov +F637EDgGeg41PV4UWb5gJPRcCpXX2vLHfAj0XFJuT36xu7of9Dw6lmWv4/up +N/Q80b3kXaGvoNiyqKnKEZ2gr6B3/ZVs555og/lQKXr+/1naO+b/rc6ybj7f +30HPp7dKMm0GvZuh59NB121VQzo/hV5AKmMCtI413IFeIH3uKNMLyWKolf6X +A3zoYf4zfZXof1ch9OLz+TOgF39flg59tfS50ExfI3ofEQM9nC/B9PAcienh +e2Smx+8OxD2+XxA7vl8Q/zt4jpBk/if/bJ3OPSve/y+Z/0Oedb0WHOUN7kV8 +ofLIdZvRAyjI9bHDWQX0UMoeO/Z7e5wXOIvG/e8zIyX0aBph2Dg78aEneCxp +ai67lux7EDyOrq9I+OT51QM8no6deOFDtvvBE+hrrPG0zznu4Il0elZbD6sP +e8GTydplpV+Zpit4CgUfS+ujc9wZPJViXK6MvlCFP880co3xW6851RE8nbon +jZ//fLI9eAb9njVm7H4tG/BM0v/2J+uR2U7wLDr9Z6w6q9ISPJtyvi3NlzPb +Bp5DN2dSSv0AC/Bc+lRTf4O0NoLnkdP6vhnRi9aC59NAi+cfuvZYA15AAw5H +LXfsaQxeSI+5afk/K1eCF5FKzgvDk2rLwIupobil9tZ0PfASUj/ROK02Qxe8 +lGzHbWhTWUngZWQ1ruTe4I9zwMvp5X7dfZFrtKS9Y/57us++MjpuOvRs8rXY +1vz7qjr0bJow78uoqt/joedQq/8h7fbNY6Dn0LorW+X01UZCz6WXC2wXr1Ya +DD1X9L1AP+h59NOu/vj1D72g59GFGlveMrlu0FfQCDUX9jHjTtBX0MTZC9dV +lovPKZLM/y7+yYnLMj9Le8f83y53Wu12wDvoxfuIXkDPF513+gR6AXyPIJn/ +/6xT16EXir6L50MvlP5Omemr4DwiyfyXvm9XMv+VWux48x+ehx72HTE9PP9h +evjujOnxuwPJ/Jd+7yCZ///p/zpfSNzj+wJcF3D+43sBybqwXT/WQ3OT+Hm4 +ZF04uDR+yA0dX3AvOtbrpo7S58PgAfRG91rvEXHooWTWfqJkvxI6i0r2/Al0 +D/ABj6YDVvnPDSq8wWOJ3SvaaN1vL/A4Wj1O8FB1AHo8DZgd5HZwtyd4An3W +CDd7bH8APJFsBFdZnbfuB08mK5sfI7293cFT6EPvLDmO5V7wVKqZFxmlHog/ +zzSyHDxetvT8HvB02nlyI29SgyN4Bjln7Exo6u0Ankn93gynsU9twLPom6p+ +YU3DTvBsagu6Prp3myV4Du3WOz0yy2YbeC4tju+ccGKSBXgenYzdn7Tv1wbw +fHqfZ1m2S3steAHVOj1Xtmo2BS+kh18/2GzgrAYvIjuLI/NbZq0EL6YQGyFv +o/ZS8BJ6zz/XvQctAS+lPu+cR/+s0AEvo9Xfd1puOzwfvJxa5fXH7+g7W9o7 +1oUu7+waMq9rQs+mxDdNa48pTIOeTSE1myYWjpwIPYfap748wjYaBz2HQjd6 +eTiXKUPPpaOG/l8HuQyDnku7t3+lpJIB0PNEz3kUoeeJzpXqDn2F6LtgWegr +KErXqG7lqnaYD5V0OSBi6tyXX6W9Y124POt11z9rP0LPF/3e3gw9n6annlcL +DH4KvYCeP+KzChY+gF4gfR4p0wul3zszvZAKt28wdJrOhb5K9L1zKfRVcH6R +ZF2Qvl9Asi5IfafM9DXS59QxfY3092tMD8+FmB6/U5CsC1LPl5ge7wvAdcEJ +evwe7S/rQrlkXShqmzdPzln8XYBkXZBtaXjnP9cX3IsSVRcda+2MHkAPXnpU +J5w9DB5KpTP3Np5XRmeR249CjcpgH/BomqJmctf2hjd4LI1e5bKW5NHjyP2c +3ybP0V7g8bStdbr92bWe4AlkqTJw1wWvA+CJJJS98P5m2H7wZNp12Cag5qg7 +eApNlZ0WvNl/L3gqjfDYM1b2FP480+jP48JNx0r3gKdT1I+Lxr8eOoJnUPLq +IxFcUwfwTDrV0ifJdZAteBaZpDveLRKfv8d4Nin+CtxHM63Ac2hz74s3Mi5t +A8+lbiYJk130LMDzKMGzfeu2SRvB82nB+gDDph1rwQtosc/tM+yvpuCFtNNo +8ccPZavBi2hhxqOFGtNXgheLzvNZCl5CV3t/vd3Vagl4Kb04dH768Oc64GXk +SPxGC/f54OXET1/b/sFttrT/b9+Rd3LkzRJN6Nlk1WxWJ2MyDXo2TW3cZHP8 +gxr0HOrj8fWQR8hY6Dn0JnrbxNslytB3/L1w0vX3ubHDoOeSuplFDzm1gdDz +aI/3wI/N4xSh5xHv5kl12bHdoa+g6vtpKkZfZaGvoMYMr3xW0U+YD5U0sTli +atC0r9LesS78c3/ZB+j5FGNT1/fC1Gbo+aI5/BR6geh+ydvQC0T3Ed+AHtYF +pheK7qNkQ18l+j6iGPoq0fP/bOjhOzWmh/PrmB7WBaavgXONJOuC1Pxnenxf +8Jd1gelh3xHTX/vLv4P3xYgc9xHJPGLWhVsZavfTtcXPz8XuSCu+sNrn9fQH +96JXHPaCWSV+4AFUad9dZsMK9FDKkn3+/Gj5EXAWqdRcXqQvjx5NR5eN2zl6 +hi94LKVfmdJwZPlh8Di6X9p8VGjkAx5P/XgXnaL0vMETKCj28DzOTC/wROLM +j/p6W8sTPJncU/frujz0AE+hQ+vmKr2I3AeeSpH+mffX2+LPM41qm0JmeCxz +BU+ngqWNczbpOINnkEEM++EUbSfwTFqn/6F5U6EDeBaNe9u9+N5YW/Bs6nlp +7xiBwi7wHPqoIKfzU8kKPJeExgMOurtuA8+j2Jod7pNrt4DnU+T+hCk9YjeA +F5BcHsvtt485eCGtNZ80vaGzKXgR3bytEaPQbgReTCVuRhZ2zSvAS8jGVWWh +glAfvJTuewxVWCq7GLyMlLgbjyT6LAQvp7zaYI1EM21p71gXXHsX2NuvnAk9 +m/akyr7q0UsDejbJyYVfyeeqQ8+hMisTo0OTVaHn0L1BV7jPvMdAz6UPOo8N +dgwaAT2X5Mv1B524NAh6HqmQelPlgn7Q86TvO2P6CrJYb7d48acu0FdQzov+ +786+Ft8vLO4rqVp9nWHQkW/S3rEuvHjWGPBj4CfoxfcLvIEe1gWmF9D5ZZuq +UpTuQy+gBXf6O/20rIdeCPcXiHuh9P1lTF9Fd3NddPznl0MPz5eYvlr6XGum +x3ONxL34edFJ6PH7BXGP7xHEPZxHzfT4HkHc43sEcX/tLz2eXyfu/7Iu/Ov+ +Asl6YfHVZ//nleLvCCTrRaNmi82B+f7gXmS47vX24hY/8AAyzzVbae6LHkru +v8zslvw8As6ig4LRnb/OR4+mrsPSuvVx9AWPpavffw639zkMHkcLHXyGxhzx +AY8nvwbWjEY3b/AEulpmtXPGDi/wRFoZ+Uj1gZUneDJlJL9u7zLqAHgKRc/K +S6hu3AeeSqXz9a3mpeDPM40UYpJ8nbxdwdMpdXLj5OnuzuAZ9LUuSmG2sxN4 +Ji0Mm160bORu8CwatnROzMpLtuDZ9KWJW+S6dRd4DhnsLVga5G0FnkujbH4t ++JywDTyPhswk+SWDLMDz6cFXM8MLdzeAF9B5J9bPMz3WghfSTE9PW+sdpuBF +xN17N8VHZTV4MT0MLepXIWcIXkKbbj81ON3dALyUHqTviPK2WAxeRqm1Rp+P +xS4EL6fHXbcn1QRpS3vHetH/tfbG30dmQs+mKTbKkzSGakDPprPTPj62/6QO +PYdS01MXmWqoQs+h/vw7Ci37x0DPpRjf+qsXOErQc6lrjq3vXq1B0POofLnR +Cc+YvtDzSDjkpLpFRA/oxd8pdIG+QnT/gvjcJMl6sV/5VOrp063Sjs+XmJ5P +IVoHtMc+bIGeLzqn4in0ArI9u10/fcs96AWi+45vQC8UfV9cCb1Q+r4bphef +d1oKfZXo/vo06GHfEdPD3xdMD8+RmB7fR+B6gT1878b0eM+7ZL2Q/n5Bsl78 +d4/vHf6yLnhJ1gXFNSfkb80UP2+XrAtV5md/f5U9Cu5FkccHlfMKA8EDaMXZ +tBud56OHUl7WqqrhEQHgLDo5qYr6cPzBo2lX5eyuhnf9wGNJy1zT7PjNI+Bx +FOa742z/PF/weOLnKZn6ex8GTyDXAJ/QrcY+4Im0+nmi8YSB3uDJ5Ks7q3dz +3CHwFMqbt23mjwEHwTv+jrDwSNlxEH+eabT7i/HkHz3cwdNp5cqyhp35ruAZ +5OdUvm/GIWfwTLLq5GWa4OQEnkUX1Vtv6dx2AM+mC2dSmpcusAXPIZ53zJn6 ++p3guTS40zjHDK4leB7NGr8scvTPreD5pOVdqFE8bAt4x+9nrq7rK+3WgxeS +b1rd0uYUM/Ai2qK670xvTRPwYnJfoRk5aKgReAm927uJM6RyGXgpvagz3GDm +rAdeRs2erRRzQhe8XDQ3Fkh7x7pww21z269rs6FnU+7QG+e6NWlCzyah+5ni +1/2nQc+h+aM29xh9UA16Ds3K/1mcKjMWei7lf3x/qHjrKOi5pDGp7/QPZ4dA +z6O2Kfa+hcb9oeeRkfn4plxhb+grqGDVKXU9nW7QV1BWy+zH13ky0FeKzmX9 +IT03OtaFKZr7Sr8N/yztHetC8aXRLaf1X0PPF+2PaoJeAPcjS9aF7lVJickq +N6EXkk7lcpNHjlXQC+mO3ChbTi0PevG9k+XQV0nfU8/01dL7VJke9iMxPb5f +kKwLUudgMH0t3I8sWRek3y9I1gXpexMk64L0ewdcF3DO1/13/7d14V/fL0jW +i1da/jm68eLn8JL14k7AizWTvI6Ce9HcA3IHGoagB1CV24V54y4HgoeS55hD +1bzWAHAW7atfW6Q8Az2aaszq/+Qu8wePpfvzVJVjZvmBx9HHUAP1hf2PgMfT +nKVzTy9sOgyeQCEHPq+5ft4HPJE8vRd3+73FGzyZdC1TuJ69vcBTaLPFlSdD +Iw6Cp9Lyob+/DG/Hn2cafW+f4vH9sDt4OoV5Bjb5T9oLnkGy7RYKn545g2dS ++M6cits1TuBZtGJj4fEn23aDZ9PL1runvlTbgueQxbyYMS7ie0IZzyVFsruX +qGoFnkdZ1VsXfF65DTyfNimvubls9xbwAspO0nye2n0DeCE9WvIufmBnc/Ai +0raqLPt6yAS8mLxvNW28NccIvIQWRaWcyFuxHLyUvKzddvjH6IGX0ZUbq6pH ++uuCl1Pwk+wRF90WSHvHeuFdO6PMrno29GyymLjq8KA6TejZFJHYXfVRz2nQ +c6hh/4zHXe3VoO9YL/x8hxyksdBzabSjasD7TsrQc0lxT9+PdgOHQC8+H6kf +9Dy6fqIo5k+n3tBX0ItuBrf6jO4GfYXoXhsZ6CvJYcjxTJ2679Jzo2O92HrK +WYe18xPME75oP+cr6Pmi74UboRfQ/P27eE5HHkAP+1eZXnxuag30sF4wfZX0 +/TtMXyXap5QFfbX0vWlMXy19bybT10g/j2J6fE8hWS+k9jUxPawXTI/3F0vW +C+nvF3BdED9HeszMeeNfr+a+2S2aV4w70rvly2RNTI+Be9EEryr9Be+CwQPI +vWtK9GVr9FDSdjqn01oQBM6iSzXpk/rUHgWPpk0jVvyJrQwEj6UlBj4DV5wL +AI+jlZdU9hRu8QePJ831SXz6fQQ8gc4NHDN2SpIveCLtHfRnd/28w+DJtGjv +VIUdfG/wFKqQrzgQZe4FnkrtVlF7tJrx55lGmyrPmGqO8gBPp43TBy89e8Ad +PINWpbd5H+yyFzyTZn9yV/gQ4wyeRSYtYXo3NjqBZ1OjypF1s9McwHNI/d3o +B5wKG/BcKpr8zLjWYid4Hgkmz5rqN94SPJ98ljZ52hpuBS+gI5d+WXUXbAIv +pIurjRNGLl0HXkTRxuvVluuvAS8mK4MFix++WA1eQmd4v162RRqCl5Js3QqV +PdYG4GXS9/swXk5bYr7RMeuF0t4x54cUFRc+KJ8LPZu8Es5dXO6rBT2bvn44 +vWLniOnQc2hFYbR6n5WToOeI7pEZBz2XOr1flnt5jzL0XMrdNaaFbg2FnkfX +rjw30HAYAD2PLo5S+HjihAL0FaL3BXLQV9CR6cFa8k0y0FfSh4JjmR8CxPcs +iPtKaoi6c5xuf5L2jjkv9f0y0/NFc7gRegHlFtT09djxCHoB2a4sGOF67Sb0 +QnKY9/GP+f0a6IV0/G1O3LfKcuhhPxLTV5Hb4d5fvo7Ohr5adC5HCvTV0vep +Mb34/XIc9PB3AdPDfiSmr/3LfL4q/RyJ6WH/KtPj+wVxj98viBzfOy+UrAv7 +E169OTNc/Pxcsi5YOAdYzpU7Du5FO9+/UlUPPAYeQLr7eMdk+qOHkstuL97u ++cHgLBq8g3OpeFUQeDTdk8u+Vmp4FDyWxnQOODe+byB4HBUNqN94t9ofPJ5y +Xmn3zPPzA0+gn7vM96irHgFPpFCjSrmNyYfBk2lBUM9J8hN9wFMoKrxpLKvU +CzyVDMcE1fSOwZ9nGh1W56zSL/cAT6ePSy1dLfvtA88gg0tbgnq67QXPpFfz +Zk34JO8CnkW9U6NsNhY5gWfTihlrXq8x2A2eQ6+mmb+dtcMWPJfOfX061/Xq +TvA8ujcx/mbmQUvwfBqUOCzXomgreAENy7wz6areZvBCit85wzYwfB14ESWe +HdsyzmcNeDEpXHM+xpI1Bi+hz/pB/dyNVoKXUt87EyabNhmAl1GnJeOSPy9Y +DF5ODfFNirfOLJT2jnVhZ+vw4R9r5kLPplCPLJlDx7WgZ9PQzPNzfntNh55D +16+FX1usPQl6Dv2xm1fcO2Ac9FxizR043TZdGXou1Sd5FE38NBR6Hg3Y/qoi +4Hs/6Hmi74V7Q19Bm57q3M307gZ9BcX4u7AfnZSBvpLaDBx1ipq+S8+NjnXB +QlA4ouDNJ2nvWBeOhfT4Yt/8Enq+aB/pc+gFovfID6AXiJ6T34ReSJYDzqSO +u1MHvVD0nXIF9PD9GtNXiZ7/ZEIP6wLTw/kVTI/vCyTrgtR7Z6aHdYHp8fsF +ybogfW4Srgs4z/E9gtj/Mv/xuZCXZF0I/ry4up+3eP+/ZF3INHwUNG5XKLgX +Te25srJ1KnoA3XMcmptdGAIeSrvWPfrU+OA4OItK4/be3fzlGHg0heg7jJl7 +PRg8lrq2vTtt6xIEHkeDt59QsBt+FDyeFJf+2bD1UgB4Am0M1q8KV/QHT6SS +HUsGbXU6Ap5M04U/lx18fBg8hSaqavUpWuYDnkr3Yrecq2LjzzON8kK38lTF +768ZT6dkYXBexGYP8AxyqNHTzfV3B8+k2z1NM++3uIJnUf7d/jlDtjmDZ5Oi +wbd0+x5O4DnkfVx+/Iwb9uC5tKLRPOuUnA14Hn0OdxolsNgBnk+1N0f9mKG9 +HbyAVqc73AndagFeSKH9BE8K7m8AL6IRrT5KPobm4MWUP29Nr28sE/ASStsz +cClX1wi8lHYENQz6U74MvIy0XEbeN3m3BLycOAHnhVXXdaS9Y13QCuZnGz+b +Bz2bPqwzmRaxeBb0bEpaoXy/xVgDeg5NT9P4s/6jOvQcuj2xW971e+Oh55J7 ++OkVg26Nhp5Lw7/3+Tjh+zDoeXSgstcXkxMDoefRPAV6MMVSEfoKMnKpYn3Q +lIO+gla33jkeOlIW+krRfWQ/pedGx7ogdZ4e0/NF8/A19Hza0bNwxODNjdAL +qNPhoMweDx9CL4B7mSXrglH05GfdqBp6oWh+cqGvkj5PlemrRN9HZEEP+5GY +Hs87kqwLUt+7MT3sU2V6fF8gWRekzyOSrAv/6f+6T1myLkifmyTu8Z6Fv6wX +Yv/X+4W/rCPlknVE2JS6UOGH+Pm5ZB05ualNIashFNyLZOSzLF+eQQ+gZ3Ly +29IN0UMpaYDeos3lIeAsSv+gNEMr5zh4NH0MVu6j5n4MPJZyDfvxw+YEg8fR ++l4nsr7wjoLHU+nDY9tbdQPBE+jj889eWpf8wRNp9PWWGWo9/MCT6VaTwSdj +e1/wFDK1bHUL4vuAp5JGn2DBqAne4GnktLHSsPeMQ+DpFNe2+MvYQQfAMyjC +Re/LLs194Jl0TmVsdJDLXvAs+jDmxtH2G87g2RTV55v+VXcn8JyO3+fvrHti +4wCeS9EFqw3W7rEBzyNBe8w7+6c7wPOpraD/IZW47eAFVLu6c8odgQV4IX23 +2l+/YOdG8CK61/L2xdN8c/BiUrSetFXzqQl4CXncNervfsQIvJQu1QUXPjFa +Dl5GVteetVwfqwdeTkcTZe9FDNaV9o51ZPY2s5KZbfOgZ9OT4Qcv/Rg2C3o2 +7Ytwnj7KWQN6DtXL+rl6tKlDz6EHFx+8djkyHnoubdluVG9sNxp6LjX0etE1 +bM9w6HlUVn9O7YvqQOh5tOeuZ/4fsz7QV9D965//HL8qB30F5X4e4PRubifo +K6W/m2b6Sop986jnkmGfpL1jHflnn+pr6Pl08bWcW7j9c+gFon1u96EX0JDY +QK3rH29CLxR9Z1EHPexTYvoq0fuOQujx/YJkHfnn9/8k6PH+Bck6In0+kmQd +kb5/4S/rCNPjdxB/WUeYHu9lkKwj/93jfc1/WS8Yv/7f7gUuI76XVUbGs+Rp +SIGNz0JpdySt/ce/p1M4uBe9yvkzSr0regBNCdzd1T4+DDyUrsT4bmZPQWfR +yhOTjJsvhIJH07gIV5cdf0LAY0nb4JfB0KPHweNo8v3BuybIHgOPpz8nVLcU +bw4CT6B61VWP/RIDwRPpSmDf6TrN/uDJ5JD87Y7fKD/wFGK3c1TurPEFT6X6 +1vnmK/zw55lGMm+1knoJvMDTyVZ2/KgE8XffjGfQ8XlPRh1X9wDPJH/W3pvC +ue7gWdTJwHTJYmdX8Gx6mVd5duOjPeAdf48kOOQnujuC59JS5yary2fswPNo +RODTGcfjd4Hn0819pr8e97UCLyDrnmbzvstsAy+kk7+y1W4u3AxeRFNWXAt0 +27IOvFi0v2UNeAkVDHUob/ZfDV5KK7KL9hzmrAAvI8V7Popmvvrg5aQ3eV+a +j+oiae9YR0aYfQjxOb0Aejbd2fRjo3zMbOjZxGmS2zlinyb0HBrutdX/zJEp +0HNoYXSAa+ZbVei59O6MwpeWb6Oh59L3GenKoV+HQ88jfkg163n3gdDz6OWG +Pl+O+ilCX0F6Tc1dx9+Wg76Cuk0e9k4mWRb6SnLecCzzrI74/CVxX0mheUe1 +ePzP0t6xjvzzffQb6Pmi9wWN0Auo7eQw21bXh9AL6PW4xgBz/3rohaLnb7XQ +C0XzjQ09fDfH9HDvJ9NXw33Q4h7PWRL3NXC/g7jHc5bEfS3cBy3u8R4HcY/v +KcT9Xxz3NSlL5nyI59YRhU0+C6XdkSxLlhZ2FoSDe1G3yjXl0QHoAbRc/30P +TRX0UHreNc0zLS0MnEWPDg71OTsQvePvhYxJEd1sQsFjaaLxokF8kxDwOOL6 +HLd6cv0YeDwpHOx8c9bgYPAEOimTd2ip0VHwRAobGjd8VkAAeDKFtF4ZMOSM +H3gKjbd7OWTifV/wVLqUVJk17Df+PNPo65OYy6sMvMHTaVpNaNXgSYfAM2jP +zHTLy588wDMpQ4alZtHsDp5FPw5GyI7/7QqeTU37a0avXeAMnkNRs7s/vPvM +ETyXDgVp6EzSsgfPow3rbiY4TbEGzyedXQWLvsZagRfQjPLGKuG6beCFlN3e +++anm5vBi+hkcA87zbfrwIuJtaD6+8nkNeAlZDri8bUeRavBS2nzpG3mT2ca +gpeRZlRX1e0/9cHLaX43eTo3Z5G0d8x5u7BVHyIvLoCeTad27Z1yPnQ29Gwa +pxg0Lm6YJvQc2lg4/+T2s1Og51ACp+cMrRBV6LlU3L2Wpao6BnouWXOWnSiz +U4KeR2dys+L6Dh8IPY+2ducM675NEfoKmph4XEO7SA76ClpVmqO8SqUT9JW0 +fM2UZ8m1P6TnRsecX2W0U//ehM8wT/jkvT53xFvWa+j5ot+fn0MvoIMK9ce9 +Lj6EXiDq66EX379QA71Q9NyMA30V7ZS9dVy+MQ96eO7E9NWi37cvQg/fRzM9 +vI9gejhPm+nhPG2mhznP9Ff/273gu2mmh+dLYu/4u0Dq7wjm36n7y7qA9/hI +1os5q0/Kxop/v2XckXb9VPB6PokF7kVztky5V9VyAjyAfNR3RjY4oIeSm15B +N73WcHAWtV8906xmih5NrGkbW3qfCwOPpTC2/6mRt0PB42hkj5LOj76FgMfT +kao1mXljjoMnkOnIy9dcJgeDJ9LE+wZr402OgidT8IVXK/oaBICnUMPdeuPY +ZX7gqbRgQEZb7m78eabRpZVRm546+YCn05P6qi9ZSV7gGdTIkq1rf3AQPJP2 +yY5ZNPDMfvAsUta8ZXzV1w08m+4mPOzfGOMCnkPbI8Pk2345gecSv2joR50J +u8HzaMvP8HFjX9iA55Nl5dRl83/tAC+g4VmjtLse2g5eSIYn9kcX2VqAF5HT +kE0cvucG8GLab/dMSe2FGXgJfVMJ+3T6gTF4KT07XR5lXb0SvIxszpVMzPxt +AF5O93Rii7vuWiztHevFij1yvpntBD2bZGVsGs8GzYGeTZrJ77cdWTkDeg6d +U58/1CZ7KvQcevtkQkXnhgnQc2lY+lKzX0/HQM8llZS71bLblKDnUZeh62tv +5g2EnkcFWtG7l6QpQl9B+Qqsqa3V8tBXUOmVBQ8eKnWCvpKCi1fXhduJ7/2R +rBeO9mvqirU+S3vHehF+o/uX6rWvoefTyOOPen658Qx62L/K9ALR8/8b0MN6 +wfRC0fznQl8lfR8001dJ70dleni+xPTwdwHT4/tryXohta+J6fEeH8l6IX0u +H64XW6HH8/fEDuuFhWTO75/qW9L1pWguMe5IuVExE7TKWeBe5GHJb6hyRQ8g +4843147rih5KLLbZpYQjJ8BZ5Gla0OvBvXDwaFrmuH6t31j0WLrqzc8sNQkD +j6PTqumRbLtQ8Hhq/nL0qfDTcfAE+vWMlRHwOxg8kXobvujf4+tR8GTaXJjx +fu+vAPAU+sPXCHd76weeSsPKC8J0P+LPM40eOzyduL3LYfB0WjNBZmbAOG/w +DNKZ9avQ4JIneCa9zDrjs2SRB3gW6Vz8PP3VCHfwbOpya2T2+Kmu4DnUQ3H2 +2OV2e8BzSdGm9xLf1t3geWTayTp850Fb8HySP5DPTbHZCV5A9968n2cm2A5e +SC0eDq86id8vMF5E/f29uizusxG8mMZNs41Vn2MOXkKqHjfUwsebgJfSg2E7 +g+fNWAVeRjUbhEqz1y4FLyf34ocm+XaLpb1jzn8eRb2O6yyEnk3ds4/Fe7Dm +QM+mMcLbmxfYzoCeQwN+rT/64cxU6DmUPe3Pvt/3JkDPpWUJS2f2+zEGei6N +1Xvtc/6xEvQ8ulvn9tu/biD0POpxfcfiI7w+0FdI3wfN9BUkXx+klXe6E/SV +pHuyi1vB6x/Sc6Njzv9zD/UnmCd8urNWyGrf9BJ6vuh5znPoBaLv1O5BLyDn +F4e0VyZeh14omm9C6GHOMz3c48n0VaLvlzOgh/fOTF8tvU+V6eF8DKaH99FM +D981Mz3Mf6aH79qYHr53Znp4/sP0f5v/dX9x+LvAS7JeWFc+XtFVV/zdsWS9 +yD/TvkZ7eCS4FxVEROsN5kWAB9D67OZrPVaih5Km53ibI1wWOIv4FlazUuTR +o2lUENf4qM4J8Fiy1H8SPW1TOHgcKd28vWmYbRh4POXfM+lh6xYKnkBTvFd1 +WSM8Dp5Ip0yd5gxODQZPprYD1mGFQUfBU+jihcaIkVsCwFNp7YqRV+bPw59n +muieLF/wdPILVIgpH+0DnkFzPcJnZM73As+k12ougc8/HwDPomhuj7Ac733g +2aQ89PLViTv2gufQ9YOFms6ezuC5NOhw070nDxzB88g8vMjsWRd78Hwy+Hqh +7kHeLvACqtJxr6v8bAleSHkvZR2XsraCF5EgP+zUxY2bwIuJKq6tvr1nLXgJ +Oa1J+9by0wS8lIo+mqXWLjACL6M23RP+U9cvAy+nPk97FW/bskTaO9aLoKfq +I9Z30oGeTYNWfHpsIZgLPZvWntG9a6qoBT2HRl1rkl9sMA16DnUfblz3PEsN +ei5dHSK7PlZdBXouyZotvtVkPgJ6HhnOSxp/ZfYg6Hnk9rNokxdLEfoK6h4Y +d3Ftmhz0FcTq7MCbltUJ+kraWOud7x8m/g5asl5IvXdmety/JFkv/jkH7yn0 +Auqk8TTg2oq70AtE9wrVQy8U7S8SQC8kvy5L1j3fUg59lWifaiH0VaL/npeg +x/NXJeuF9D4lyXrxz3+faOhrpN9TMz2sF0yP97VJ1gvpfUeS9eI/HdeLOMmc +1/o9uFH7jWguMe5I81gnCzYVRYJ7kdyszWrNVugBVHuJG7v9VQR4KDWfcQ62 +XYrOopOhF6PenGCBR9OGQy03ddknwGNp1om1wxY/CQePow1nGo5wnoaBx1PU +mUFJhk9DwRNo/nCh0f2kEPBEahx7N9xpxzHwZLI7Ofnmg3lB4CnU07xxmuB7 +AHgqtYbXh4+6iT/PNGrreWGJdZoveDpFW/hYLo/zAc+gLcbBm+sTvMAzKfm1 +/boH4nsoGM+iuxOnHDqrvB88m2Z3HdLs92gveA5pfbf4aPzGGTyXNnkYWTrM +dwLPo0FD6gWlkfbg+XTNaG2Bj6Y1eAHt6L9Hu9DKCryQfkzj7yz+uBW8iKwe +3VGZ92ETeDFNGB6TvDV2LXgJfWheGfJxtSl4KQ36vuCJW4gReBkNNnLNfZW9 +DLycknrYvRl8fIm0d8z56z9ONw7qpQM9m3qN/n3y69u50LNpu3DmqPJXM6Dn +UNcZCSd7H54GPYdaZvTM1k6YAD2XduhuPbp6gwr0XPqdZnZsgqUS9DyyLzn8 +/QN/IPQ8EkQe1ShP6QN9Be1+rXdLabk89BU0bGT0VKcHMtBXUk82d3DMxe/S +c6Njzj8wkW2bUvAJ5gmfDH+eVdvCbYGeT5vHLL0l++059AK6vnut4cvWO9DD +/ZtML6SunrzB82bzoYf9RUxfJfoeORv6Kunzjpge7mtm+mrR/DwHPcx5pof3 +BUwPc57pYZ8q08P7Aqa/+pd5Xvff/q/9pZL5f/PFNaXp08XnSEjmfxD/cnT7 +jyhwL3IIs1B6fxo9gKrGtjVPHYgeSimnrL4v84wEZ1GTxtUHNVkR4NG0967j +7ZPPWOCx5PFMffoC8XsHxuOoRji/ZNWjcPB4EpiwHX7wwsATKC96Qu/viaHg +idSLO+pXpWwIeDIdd9324fGFYPAUsrn0vM8Cg6PgqTR8en7AiHZ/8DQy72pR +1oV/BDydmo5fWqUTdRg8g/qfTn2t7u8NnkmmgqFZhX0OgWfRQwdNtUp3D/Bs ++nN5b4psd3fwHPp0qeKl0isX8FxyCFFI0Rq0BzyPvEwePdvd4gCeTx4F5n+W +bbABLyAzpazNZw12gBfSmksbrhy4sA28iMp0b7womLUFvGP+Z3pEfXu4DryE +dgRUL1w9ZA14KfXLnN0zaupq8LKO/7t9Rs86vhy8nFIeG3b2MNOT9o75X2g9 +W669WAd6NqVfdvE0/6QNPZvqSyLKzL21oOfQYIPuqsd406AX37+sBj2XjDcs +utt6RgV6Lu2+I5v3fe0I6HlU231PpwPuA6Hn0aD+xadNdyhCX0GHHfYuGHJE +HvoKKnlwJF82vhP0lVS1Lk4tvYf4/ArJ/P/nPqBP0t4x/xfZlcSwdryEnk92 +7Qpf5tBT6OH3fKYXiM7Nuw69UPScRwC9ULTPpxz6KtF9PXnQV0nv/2F6mPNM +Xw37SCXz/5/1hQV9jfT+H6bHfaSS+S993rVk/kufm42/z4v6J5J5vmf53qnn +hKJ5zrgjqZzYbBkTEw3uRdHJEy+O0EUPIFc1o4IfaVHgoZQaXLXXpAs6i1ar +OsuraUaCR1NT/tPG3RsjwGMplZVZ28uaBR5HnAsf3ZebnACPJ+v+XVpUZ4WD +J9CEglJ79x5h4Im0r7XBVp0dAp5MCw9P1X9rdAw8hYLLJ2+x/HAUPJUUz98/ +P9wff55p1KPFpNOtKX7g6bT3oJLZYfE9RIxnUKcFbG7ge2/wTPLwOVptf+MQ +eBaNtOlu/XXsAfBs2nNj4anZJ9zBcyh7vN33Reau4LkUPX38viOOe8DzKOnn +Q9YY1m7wfFoVT88vNdmAF5Dyj8TQn0U7wAvp5aZX5vGy28GLSHv5pBfWpVvA +i6luxpQe43qvBy+hc3cCh3p7rAEvpU+NA4RC89XgZdSqnuJ8QGkFeDlxFvYb +7eCtJ+0d83z3ufFr30XoQM8m3U2TdV0ytaFn06HYU79mXdKCnkPKtt/KGium +Qd/x+3z7dv1OSWrQc+nN99hUDVkV6Lm0b2fTEm6OEvQ86n5CZq7D+EHQ86il +rH3eK3lF6CvoWF3fjyUb5aCvoIauqruyr8tAX0n6+XFqnYy/Sc+Njnn+z3z+ +CPMEvkdmej7t47z/07/0MfQCyqpmTY1efxt6gei++2vQw7lDTC8UnVNaCj3c +g8D0VdLflzE9PM9n+mrp97ZMD+cOMT38Ps/0sM+H6eE+Taa/+t9zG9/nMv21 +//Z/nYMtPo9cRmaz/SC9zJ/ife9idyTBtIVdZ1w7Ce5FuwT9rS3XoAdQ6a8H +86fXRIOHUoZPdfz0Xugs4sd90hw5Nwo8mu4c3d+YaxgJHktyI7QuLNKPAI+j +Sa/Mp12eyAKPpx7xfsrDu58AT6BfF03b5avDwBNpkW+h8+jAUPBkCmw9e1bl +zHHwFNqUYftWUSEYPJW2vPg0uj4Gf55pNLKt6+eec/3B00l9we+urOe+4Bl0 +uezanyWpPuAd839boN73UC/wLFLSu9vLd9xB8Gxqvelh0B61DzyHlJePdV6v +uhc8l4obI4+/XegMnkeb1g4PfLfZETyfLsycI7C4ZgteQIcbD2hN898JXkjq +937eMSzdDl5EhW/rby4ytgAvpvNW9/z9P68HL6EKGdMZXr/XgJfSn0Hbqvji +faGMl9HHAdF2OmErwMuJfbbuHIevJ+0d83/XyNoV7N860LPJaXB6nd7UedCz +SZt90JZ/Wwt6DrlH1Q4Y3W869BzS+GLNy4lXg55LA//8PKC2VwV6Ltls3rjM +4pUS9DzRvWYDoedRp4Hz70Y86wN9BYXdf+tz74Yc9BXkGvzRp0usDPSVFM3b +XPVuznfpudEx/3XHfvuz0+gjzBM+PT82wtYzvRl6Pi2u2qU/Uu8J9ALRc/Jb +0Iv3hdZCD/dpMr1Q9J1aEfRVtO7x0lsJRzKhr5Let8P01XA/srivhvsOxD3e +pyzu4Xsxpofn80z/F//XPn9xD+uC2PH7L6bHfZ6S+b/j1O2cQZHi/fCS+Z8V +/ibq/JoYcC+afMhs2fM7J8EDSC9/Y68uxuih5GmtufSo+O8Ixlk0QEnRW1kY +BR5Ns/pGXxnAjwSPJfuR5gEv8iPA40igFcl6GskCj6dAwd3u1nYnwBPIZ2uc +9viJ4eCJlPXFemtQcyh4MlH0hM5+miHgKZT0a8Qrl4vB4Kn0ac/Rd2aj8OeZ +Rgaj60caZ/mDp1PVsoePXy07Ap5Bq84KHa/JHgbPJIF2t8wFLV7gWfSzuPXY +lJKD4Nm05GODzbMf+8Bz6NBN3gDdY3vBc2mtzdLANTbO4Hk0+w17uNwpR/B8 +Ol9wd2DuIjvwArJO//N569Od4IWU3mfNnrY328GL6HNKU7dvxy3Ai2ntyz5L +uwzcAF5Cce9uKZgMMgMvpUbFu2ZnX60GLyPKmj12Rt0K8HJqV+tVo1WhJ+0d +8//O3mEz88XfETM9mzaMyz127Zc29Gw64RcSfqrLTOg51Pfnxcih96dBz6FL +uy/odSlRg55LSz7/3EjHVKDn0v0xZ9SqNitBzyObzKQdDasHQg/P85m+QnRP +QTfoK0jOYfRroxEy0FfS9HZDE55Sq/Tc6Jj/4SrZI+Revod5wqfWS88C+tu8 +gJ4v+n75MfQCuvRMpeXw51vQi+/HqYYe7k1meqH0+RJMXyV9HjXTV0mfO8r0 +cH8B01dLn1PN9DXSz+eZvgb250vmv/T+fMn8l97nj/Mf5jY+z2d6/M5L3OO9 +BpL5H8vvXHbwiPhcOMn833qt16idJqfAvagLV9NwWUMMeAAlrDMy9JuDHkoD +Aie45R46Cc4ih7NrR949GQ0eTaG9rVR7sKLAY6lXZWjOywOR4HHUu42bvmd1 +BHg8tRm9/rlEkQWeQDWtk56q14SDJ1J5kfIQ7r4w8GQaNdJAY86YUPAUauDs ++6GUeAw8lV5vWa+c+/soeBo5sZoLVVwDwNNpdWSw2r6PR8AzKDVwyvyGiMPg +mfTpdc++Xe29wbNIP7Imo1i8L5TxbIoweXNA5vp+8BzSmW4bIjvLDTyXxrx8 +GGs/0AU8j7YO8wsJUHMCz6fM7vsLTg63By+g9t17fbR8doEXkkrmQ7fXXpbg +RVQ70+/Nz48W4MXUpfq1zVvxOUWMl9C4YSOT1p8xAy8lu8nqOTu3GoOX0ZeX ++w4nrDMEL6fa2piamaQv7R3zX2gfNnfNCl3o2RR/d3avyUfmQc+m7PMHh3v2 +nQk9hyy6hBv/Hjcdeg696e14bsI6Nei5dFPz1ZInpirQc2nS1I1VeXojoOeR +24od/kVjB0LPI91XaXFfPBSgr6Acp25uK426QV9BNS6jWvJO/YH5UCk65+2r +tP9vn+f/vW99Dz2fIlSv99UvbYKeL3qe8xh6AU0qXGmy41ID9ALpewqYHu+v +kcz/f35/zoEefv9nevFzoQToYc4zvXj/ZwT0uJ9fMv+l9+f/Zf4z/d/8L3O7 +/Abs55TM87z6WwEWSuJ97JJ5/qDm9Z/Vd06Be9HN20tn+q5EDyDL4SZ3jifF +gIeS1Uy3hyrNJ8FZpDjy0B+7P9Hg0STnFLVpsgx6LA2aUT6gy5NI8DharHie +J5cYAR5PMxuDtB5assATKHw0Z8T+4SfAE2mXzCRLuYow8GQ6Pz4rSX57KHgK +uc8535La5zh4Ki0u6zNLd2cQeBpVav/5tq4iADydBgS0dVE28QPPoHf6hZ34 +zYfBM+nV3YAZTae8wbOoWemDr2nvQ+DZZM4q9o7t5QGeQ1rJgyeZsNzAc6mX +bah9Lz0X8DzqXad8aKCxE3g+CfZp9K0xtwcvIOWnGRPy0neBF1KF/dfhLhct +wYvIcrbXvvHdtoIXU/vPZe9n/NoAXkKG9k53N4nvtWG8lFxerlE2X2QMXkZn +2lotsxcbgpeT+9ItmbNn6kt7xzx/vjvq9udputCzRd8HzYOeTR7jql2S72pB +z6GZIbuSggqmQc+hzc6f/8z3nwA9lzYF7Wy2yxkDPZd+9Vtyy//FcOh55MB/ +HtBt4QDoefS16EjOb9/e0FfQsQUWVRrmXaGvIN+xQZkFEb9hPsB9x0xfKfp9 +9R30fLoyRc7tw6NG6Pmi76EeQi8QPb+qh15Arb+CM1e2VUEvFL23ZUMvlJ7b +TF8l+v9XKvTwPJ/pq6XftzL9X1wGntszfY30c3Wmh9/bmb72Lz3utxf3eM6b +ZJ5bGbbcGPJQvJ9cMs9fj1+1uVtYLLgXFeie2/5gAHoAza4NfKiz/RR4KKnf +/9H36rEYcBbN7WSpfDjuJHg03Xz5RV+BFQ0eSwPjdnh0s4kCj6OJjfVTrGdG +gseTTbD5jVdPWeAJZPIjv6nXsRPgiaQeIh//c3I4eDLdL6n9NZQfCp5CqSNk +T8tWHgdPpSkZrxfbK+DPM40Mzl4Y/GVLIHg65cw87KF7zQ88g9IGzLrEMvcF +z6SVSvwrY4b5gGeRTLSvw/myQ+DZtPeeg+KwTA/wHCpI2rtUb6A7eC6Fd0s+ +uvayC3geTTpzXuVzkhN4Ps38uUhmc3cH8ALqN+Gzs/Uwa/BCCgx8eFGvzhK8 +iIpfRBUkGWwFL6YJCpqLhFobwUvIqipTmd9iBl5KbcuiNIfsMwYvI7f1V+oS +4gzBy4nX12mr/iZ9ae+Y5/q7zn/U66sLPZucR+UeXC8/D3o2/fxqO8MzVwt6 +jui712nQc6gh4/7yhTYToOeS1hH5wXt1xkDPJZuIznkxzcOh55Fl7HvdU1YD +oOdR30iXBYeVe0FfQU3nHgZdjOsCfQXlb1mwbvrGdpgPlZS8JHLqA7cv0t4x +z1+O5rMGZ76Fnk9fsysHj2l8Bj2f9jstuXVn8n3oBaLzf25AL5C+d5jphXQp +bF+pwXYO9ELp89mYXnzvZBr0VdL3AjA9nMPA9PB+lunh93Cmh+czTI/nf4od +z//E389F8zxOMrfzj2hp1c8Q7w+XzO3Ffl1cw3/EgntRwv3fDT+s0QOo2fXM +evfiU+ChpNGl7ljAkxhwFhlUpva58eEkeDQFegw52elJNHgsjXS9uHJTZhR4 +HJUtunnn8+5I8Hgaa2ERETwwAjyBRkTF1m9h9uFL5nafuvsp2eLvrRhPptze +96tufQgFT6GUNk+NfoNCwFNpuqPXjt/aweBptIfX5cDqqEDwdNp2N3F9tzY/ +8AwqbC2wOujnC55J7hmt0bxpPuBZZDKg8P6x94fAs6nZceC9cS89wHPo9/zE +caVq7uC5lDmq//yMWhfwPJoYo2xoLb5HgPF8SgmSbe723h68gMbdHZTSQ80a +vJCW588zePbFEryImlNnn06fsxW8mHjCx/mvem0ELyG1u5mC19Vm4KUkc+VD +yqMVxuBlVOxcG/isbQV4OfnlqHXdP0Nf2jvmdvWlsG1j6nWgZ9Nb+xQV39Pa +0LNpuKLvHfPxWtBzaPCctPJ5t6ZCzyGfG5b+bnIToOdS5zELNjZOHwM9lzLy +GhTsbYZBzyPfD76z83f3h55HRXd28Tg1PaGvoIwG99LEhs7QV9Bq2xddnxW0 +wXyopM8Ka+ps332W9o65PepWQqLyy1fQ80X7559BL/6u9i70AtE+ljroBdQ8 +8ZLKePUq6IU0ceP5xAfVJdDD3GZ6OA+B6auk7+di+mrp/Y1MXy39npTp4bk6 +09dIvydl+tr/nsP4XIXp8fsmkeO9LeWSea7pMnj07mrxOcaSeT7eVNvPyfM0 +uBcVBvt6fnoTCx5AT8OcytbMQA+lNpk9v6ZuOAXOorM1QQF2ljHg0XR5rXGS +tfZJ8Fi6s2VT5sEe0eBxdD6xNu5DRSR4PJFXQYOiQwR4AiXWXHmqL8cCT6QP +/ezYEyPCwZNpvWd/pS+TwsBTyORKj5LK/SHgqRR+RSdnf3YweBqt26n0duqH +QPB0Gub0v0HvD55BMnvsfIfwfMEzKeT7ovPnbX3AsyiycZvcZzUv8Gx6lvl4 +2IU5B8BzaM7Fp0VV293Bc0mnfYh/0Q8X8DyKEcq+7FXvBJ5Pjgf3HSyZ7ABe +QPPrB8VEzLAGL6R123eM6/TdEryIXpRdubxv1lbwYlJKcTh9SnEjeAn9WNX2 +hl9uBl5KIQ1bb8XPNwYvo+d7zVzrrq8AL6dHHi0jrqXrSXvHPO++oH7OxYs6 +0LPJM/dMwewF2tCzaVr0c/nNsTOg51CJbeQb07qp0HOoKlQ/8pWcKvRc6qFr +pqgZORp6LvW97aFdHzEUeh5Z+zYGJF/tBz2P8uOWmHlf7wF9BUXsuqMQpdkZ ++gpa+Dl8aufWNpgPlaLvXj9Ke8c8D/x0QLvSthl6PuUobzTsL/7PTM8XnVd2 +G3oBDThnVHc2sgZ6gWg+c6HvmNtzBr9zt8+HXvx9azr04nt+wb2qpPe9MH21 +9HMSpq+G+xZxnjtB/xfH38OZvvYvPd7bKO7Bn/x/89xygI95q3hft2SeT5+0 +eEzEpdPgXjT9j+yH2b3RA6hzQX3xjI2x4KG04fzwV7q7T4GzaPLgpolt1jHg +0VRQW7fqvNlJ8FgKmvOmceLwaPA4mj6qpmrVvUjweEotizAtPhgBnkBj9d+5 +PBzMAk8kdlP7l4tJ4eDJtGfxlLgdM8LAU+ht6/bbQ/1CwFOp3/VMqymXg8HT +aJydUo9rLwLB0+nGy4Bti1b6g2dQDzfrd08rfMEzKVlr/JeIXT7gWZR6dOC9 +R/29wLPJUDl9V+uIA+A5dLaX1r0+Ru7guXR2QP+yNc9dwPMov0gh/nyZE3g+ +bTA67/fpmT14AV1oGfSlpIc1eCE9Kav4o8q1BC+i/orRave/WYAXk73K1XEH +z28AL6FFfbOeLNpsBl5K7cHDNHa/WQ1eRpdONhkmmqwALyerXSOLrLvqSXvH +PC9Jmj21apEO9GzaffD7rySjudCzyXHXOPnMH5rQc0T3D06BnkMOplbNft1V +oedS6qm7KzffV4Ye7m1neh6lWmo8U3nUF3oeGSwzNgo27w59BflbXzm/9Ekn +6CtEz42/w3yopGD9xet0rn+U9o55/s/3RC3Q80Xn2D+Bnk8+3Xt9yehyG3oB +db3moOMmqIZeINqvUg69kJZu7ueUp58LvVD0XvUK9FXSz0mYvkr6uTfTi88r +C4cefj9nevj9nOlr/jJva//b8fdzpoe5LfOMmdu2iff7dDIW78cWuyNdcg+6 +Nf/jaXAvSvXcIzt/JXoA6V420rnuGQseSsrX8urWXjgFziLfBd5L8pNjwKPp +x1utlaZeJ8Fj6fWGvl9zFkaDx1Gh16CTym8jwePJLnXIvIKoCPAE+tW118V7 +Y1jgieT2aL7ry5xw8GT6fOP8NuHCMPAU2p/dyfH0iRDwVKpK1/64SRgMnkbh +M6aXtHU6Cp5O6b9+Obw39wfPoDtJq49EcH3BM+l6Z54wfo0PeBYN6taQlzjG +Czyb5mumNMxWPACeQ7unqM3ynecOnkseyzp5PCtzAc+jbWOavjw/6QSeTwqP +XhkMuGQPXkCRadwlqbW7wAupae7QzTreluBF1Pfga+/N1y3Ai+mJ9qYxfnM2 +gJfQXvWCTg19zcBLKS/lfJNtyGrwMtIJGq04zH85eDlFTDJtqUtZIu0dc7vU +00Vt6qWF0LOJvy8jNHf/HOjZVOow6/GxJE3oOSR/c1jPQNnJ0HOoW8DY5NXp +46DnkuLIyobvl0dBz6UuzzItThUOgp5H5xedUb/qoQg9jy7Oy4yrbZeDvoJ2 +fdLYNkIoA30Fec80qbsV+A3mQ6Von+F7ae+Y2wE/Laoamp5Dz6dP6RdVnik8 +hJ4veo59A3qBaN++EHoB3Icr7sX3JOZAL5Q+T4zpq6T3mTB9FewzF/fV0nOY +6WEfC9PD8xOmh/ebTI/70sU9zHNlyXye5Le3r9EE0Xxm3JGejZv91bvxNLgX +HfRxnaaijR5Akc2ZmereseChlBB/s/i9/ylwFhUP2rJfyScGPJqsWtgXrmw8 +CR5LAxePf3RrRDR4HN2apndqyLVI8HiKbNTL5O6OAE+g27sf1x2SZYEn0vCb +gVcvngwHT6ax4zpvVVEOA08hyznXflxYEwKeSp/sHXpo+gWDp5HFqf7Xdl4O +BE+nIsOW0F89/MEzSKFZd8pMH1/wTHLyCHt/froPeBbNUJ11fumtQ+DZZN3t +XlPSZQ/wHBozoTTJ4psbeC4V9s5eUefoAp5H+qkai6eK958wnk/dVpktLRxl +D15Ac94KK9u0d4EX0ueZhc6t8pbgRRTeacn1ZCsL8GLq+SZdsSRkPXgJaV+a +tvfrvDXgpfRxsp/pis6rwcvo1VWO/z2fZeDlpLrIs/rW3cXS3jGf5YUWUU6v +CXo2fZ4csMatZDb0bPrTV0O25JAG9BxqCRnoEJw6CXoO3fyle/eC+VjoubRG +3qU0UGsE9FxaERexW6FoIPQ8Gl1bPrjfbgXoeVRZ3M9JPqQr9BWiewPbpedA +x3z+Mbb3l4R7X2A+VIruGX8Dvfh5+HPoO+bzlj8/Ej3vQM8X3UteB70AzoGX +zGep7/qZXgjnwEvms9Q5XUwPv1czPcxtpof5zPTV0s8xmB7mMNP/xf+1n1Ay +hwcrTg2R1RCfZy6Zww9fjGzdJTgN7kVzkhKb/CajB3T8XWzZbc32WPBQGpt5 +s9t561PgLEpPUs5V2xADHk3Zix8lNWueBI+lvtdVnS/8jgKPo+6fdru8S4wE +j6eVG01TI5dHgCfQyCMPxgc1ngBPJPkRu41qXcPBk0llYvBT18+h4Cl0Yu9C +qwVDQsBT6VTvrKWPZgaDp9FqtbWPsrwCwdNpj6Hb+g3X/cAzSKPySVj/lb7g +mRQ3d7Ge9ytv8CwKX1GZ2c/kEHg2ycq5KnLE5/0ynkO/d+QXCk+4gefS2iE1 +ia2/ncHz6Ea7clHcd0fwfPoUs3GKoosdeAGVl/ok5hfsBC+kw286bZtyeDt4 +ES38ZvBt+rst4MUkP/jaj3X8deAlNMnk6LjfQabgpcRy7JM6drMReBkNCTr7 +I+3MUvByEkZ7arprLJb2jjlstXdnFxPvBdCz6a2STJtB71nQs0ldxm8Ie+N0 +6DnUOOpaWPdcNeg5pNDYP6zJUAV6Lj2yHD1h9I3h0HP/H133AdXE1q4BWLH3 +hmIXxXrsKOoR9UMUO4oVu6go2BDs3dhjR4yIihoREREjhIRekhCqYO+iIvau +R+zt8stkz92vzFmu9a/13PcOk2Tvb8res4cCzr019ClnDnkjjbnTJs81rCLk +jeQY8vG3VaeSkE8R3sf6na8DBXV46/k6b866fOC9oA53Pninwly/Z5BPFe4/ +5EI+jewXH2t1PPca5NOE5+7PQz5dyKdAPl24bxwF+Qx+HgjLZ/DrK7I81FuW +z+TX12X5c/x5LMtLeDG4j8HyEo73N1ge3EWszzevT82rmSPcf2buSbc7Ou4O +XnkYXEaVGyd3LXvOH1xOiQFLS9b5cQjcm1bsMOzVlkRX0L7cw+b7Px8A96Mz +cd37FbvhB+5P59c8nzjv6H5wJb2w9Dw+bLAveICwrp0CPJBejNod+37VXvAg +OjLTqtRmcx/wYDqQ7j1uuWndLeYhVG3P2PFTtuwCD6VI3c+SdiHbwVVULy58 +T6nvcvAw+tn12HHXsZvBw8m87NQdjtkbwNU0/XB7v9cr1oFH0NsvjdotPLAG +XEO3u1SN27h6BbiWpjXYPaPL5SXgkVR3S1f9u6ULwaPIvEnYjb1LPcGjyWKw +w5v7y+aAx1AF56WKA4kzwWOp9sQf3SbppoHH0bCXHd/28ZgMHk/FzmREr4sZ +C55Ar5d3DPoUPBI8kWp83XjiafFh4ElUo1ar0Y3nDgDX0YnKlhH1sux5L6jP +LRPiyncK7wF5Pa3csTug6lcbyOtp7JMr68JdOkDeQI8/R61+O7cl5A0099z+ +YeXXNIZ8Mrkptmj3Pq8D+WSqulurDFpbDfJGqvT1yaY7geUgb6Tnr3V1a+0w +g3yKMB73ha8DBfW5cD3z91AfUil+/NLEaVFPIJ9KVgutp6S73oW8aX7IZcin +8fcrWD6dbkUu6r2lpw7y6bAuulifufvMLA/nySwP95lZPpOfp8fy52A9czxP +ngr5rKLrKqvPmIc6LBPrsEP3tCUr1gt1mLknZQyoU3ug5WFwGd2v6Dp15QJ/ +cDkVe/T+xKW9h8C96bhNWrfsgIPgBXX4Y6vOxdn8arEOb7zXL3miqx+4P11d +kWZ/w3o/uJKeXswPqJyzDzyADjedEdh7jQI8kHpE5U+QNdsLHkRT1eaeR2P3 +gAfT+URVCTsHb/AQGmptE3H3Bn5voeTmesNbUXw7uIpWzpb/26K/HDyM2pyu +uC0yfRN4OAVk+WuMYzeAq8k7ond5Y7l14BFUqZ/W0iF8NbiGRp0of/Ru/HJw +Le3+p0f6s3JLwCMpMbvP2xFJC8CjaOv6Mp75d+eDR9PDG/Hu++WzwWPoSO0B +pef/mgEeSxl5L+jVr6ngcTR1bjfXqPGTwONpTvW8Z+19ncETyLxe8zZb/EeA +J9IR44/n33wdwZOo+PVWd3/m9wPX0daby9ek3OzNe0EdDt4deaZ8W1vI68mr +ZNekEUs7Q15P41e/mGbh3g7yBsrqEnNX+bMZ5A30Pe3ugCZfG0E+mWTTD4Z+ +r1wb8smkiXtvdoaqQt5IxbKX9JqVVQbyRooLnDZIH1QM8inC+iSf+TpQUIev +lzBbuv7LG6gPqfzzjCyfKszHyIF8mnD/4TLk04Txu1TIp9OmoAOh42QxkE/n +30PK8hnCOuQhkM/g7w+zfCY/rsfymTAvWqzD/LxorMNe4FBXlWJdreVxZd3J +N6b5umJdvbjHv87LTf7gMpqjjVV9PHcIXE5f2nwxe/36ILg3tW/XtUZH03ks +cwW9nt7YvOdLP3A/mlnn4uIJ5/eD+9OA2q6HY7f5gisp3GH6pYM994EH0BOH +7sbEl3vBA0m1e97sKNO8OOZBZFxZ43GxjnvAg2lC7WEtu/ruBg+hBbVK3E+5 +j99bKK1XvR1zosY2cBUldb/yYdu6LeBhwvt/N4GHk8/g7bVWBK0HV9Nb83jr +mGky8AjaFOp01F62ClxDR+s00CWY1hVkrqUZaf+ca9dgMXgkrX3ndkD/1gs8 +ig7XbL7XcpAHeDRtORa1MKnmLPAYqtWjeNNSOa7gsVRhv1OjkWWmgsfR46E0 +NVI+ATyeDrXoYaeqMgY8gXLde9WfenI4eCLtt5h+o/WsweBJ1Gyu/SWvBQ7g +OnqZeet86bV2vBfU1TUJLWc41PkX8npyb2A5we6sNeT15DogsHmLX60hb6At +nzqYZZ5qCnkD2V79tCpudwPIJ5NFsWVrOiyqCflkWhJVw+Nz/yqQN5Lm/iin +5EElIW8U5v3+hP6eQvrlNbxCGuTzXlBXC9/X9gryqeT8781db3Y/hHyqcJ/2 +BuTTqNOIml60/iLk04R1qPSQT+ff18Dy6fx9BpbP4Nf9Y/kMfj4by2fydZLl +M2G+MZ7fzoI81FXmcH6rE+vqBK+fP8c7mObNinXVytBxstn1Q+Ay6qc6Y1PX +HF1ORzZEb/XpexDcm+a6DVSs6X0AXEH2bV7JrGz8wP0oIqO5+9na+8H96cuJ +ga823tsHriRVsXCbD/sU4AG0W/f48iLHveCBdKfNoAHN3uwBD6LuH9e0qbLP +GzyY7tqVCvNdvAs8hAz7Sx+bfmM7eCj1UAf36td+K7iK2g3YPHnpsc3gYQX9 +5b8plZttBA+nf7/NvlH/0jpwNUWmlCkdPH4teARZPCuxv3i/leAaKpst18g3 +LwXXUr6n9+p13ReBR5LZZI+BXmZe4FG0SDloacOzc8Gj6UXWU6vk0u7gMXT3 +7nczi6jp4LG06N39c9MbuoDHUe/QlVvWPx8HHk+tu1Vyb6wdBZ5A6iEtWnbs +7wSeSPq9tdqdDhsInkS3TlXKeXO9D7iOPMtaLmu+shfv/3secHjOdz/rrpDX +U/vr5o1PLOoIeT29mNuuyeqjrSBvIF1ex/XmOU0gbyDfpw61fvWrC/lkahDX +7FntsTUgn0wX2w13OrCuAuSN5GRlOUd73AzyRqE+fIX+nkKWnZ1GhqS/572g +rhaeNz6HfKrwHMddyKdSlMWyxJL9rkE+jZ+HxvJpwnmjAfJwvsry6fz7blge +6irLZ/D3AVgezktZHuoty58ruk7KJBzvG+SKdbV7x9sHvowT6gNzTxqs/jct +4u5BcBnFVYlaprVGl9P8oT5HPYYdAPemO5siiy919gNX0MkX6TePD9kP7kcP +h011UbXyBfenlP3pm5+W2geupJQTI18FpO0FDyD3XZ+2OprGv5gHUuLlWQ4v +Wu0BD6LsDl3vbkneDR5M0ferrd5ZdSd4CE3c/bBE9bXbwEOpwf0Hr5d82wKu +ogVz4w1Ntm4CD6MT67NSO7bfAB5O5zfmzWn5WAaupjuubYZ/2b8aPILszK59 +Ud9cDq6hPr2OlWw8ZAm4lsqcGHhT+XkBeCS9tDjfoYaFJ3gU/W60cnDQ99ng +0WTrWbpTx5EzwWNokkXclTEjpoHHks+X1KaPzCaDx9H+RYoNt0qOBY+n5kuH +jSzbfSR4Ak3zH93s8aqh4Im0ZIFV9JXz/cGTqPSPYbYjutiD62hi6ueKKyNt +eS+oq6Wbe9vnZ3WGvJ4inVTFqgW3h7yebnzZVT2gTgvIG6hM1xVralk2hryB +zne1uX/yuwXkk+l0umXrDS7VIJ9ML5fsUvtYlIW8UVhntTjkjcJ6d5+gv6fQ +huGXd92r+5b3grr6ZfioixlTHkPe9FzebcgX1NXUbEWG9iLk0/j3zrC86TxW +B/l0YV27cMin8/dXWT4D1p2WOF9l+UyYx4vnq1gP4byU5eE8luUl6upf84FN +ebhvUMw0L69YsZan75Yp6WKad2pyT+qz1+izwHS9z1xGQfU+aSu1QJdTx7U/ +bnd19AP3prejL46rMHY/uILut310dLOLL7gfzZmwf8/Z3vvA/ekqLZI9qKwA +V9LL60tfv7njAx5A8Ucf2uYF7gEPpDcfHG/MmuQNHkQruh3u9cg0j455MNXM +WrpoyOnt4CF0aGtP++5tt4KH0j+z3wevDdsMrqKnMU9uXDXNQ2AeRourOP74 +Um89eDjtcmjkXuXLWnA1TTG+jH7+bCV4BB2/em3E6p7LwDWk6PNdF/hoEbiW +msVv3++V6QUeSX2atvmvay0P8Ch68u/rV9cqzwKPpmZXI96Nf+AKHkMl7jTX +TG82FTyWXjyctr31+QngcdTjjmNXqyljwOPJSb+91FjdcPAEGvJy2v2EpMHg +ieTVeZRMdsABPIlczY+ENrtpB64j59ijy53t/+W9oA7X+nf5+blVO0FeTw/v +pSli7NpAXk/f9944b3mlKeQN5Pa44/3zyxtC3kBjvlzcc6RuLcgn08zqy+M+ +/KoM+WRh/dXSkDdSj5Nnlb7lf/L9uqAONwv0bd826QP09xSa9fX976+zXkI+ +hX/emeVT6ezacGXr+bcgn8q/553l0/j5YCyfJtwvjYW8afwrGPLp/LqgLJ8B +82xN+Qz++TiWz4T5uqZ8Jl9vWR7Gv1j+nET9zCracR05S7Hefv/9S9utu2ke +qVhvg+e49b1j9AOXUV1dB+WjH/vB5XTo8/Z6Z1uge9OumRfud+jjC66gfYpV +c1Td94H7keWFmVvHNVOA+9P6++6GUaX2givp+aiV18vf3gMeQKfyNlYzD/AG +D6RJ8tT8Tvd2gQfRpIvGf5Pcd4AHU8TWLfK1v/D7CaG0Nk4+K4O3gIfSlQ1J +2qxhm8BV9HvLkLtxTTeAh9Hc1XkWvh9k4OG0pl7conavV4OrqW7rzltulV0B +HkEroy9enbt/CbiG6j/ytpk7biG4lj4PrGddbaUneCR9/Xplbo+7c8Cj6GjH +ObkDu7iBR5NP1bL1PJpNB4+hi7NUG82WTgGPpbMH200u228ceBy93LLsjWb2 +KPB4+jb3iH/x1k7gCTQip7xxyvCB4In0dWfrUlUO9AFPoiGqe9Gfu/QC11GD +PkvX7HrchfeCelu7ls/6SSU6Ql5PkzySu3Ya3AryeopJG+h7MaIJ5A2kWjy8 +aq3PdSFvoECvqeW//aoO+WT+eWSWTxbqTAnIG2lEr6OtEjp/4/t1Qb3l5hWw +fArttlll2/TuM8inkNPzGxXsL9yHfCpNXHVj15Di1yCfKqw7kQH5NH49N5ZP +489vWT6dfw6C5U3PwSkhn8GPZ7F8Bn/fgOWh3rJ8Jj/vi+XPFe1Yb1k+q2j/ +a56YWG/rZLtlzSxtWgdYrLelN82tc3zLfnAZnXjz3Pa60RdcTlmJ3c+0ebYP +3JuO/L72OKkYuoJ83JpMK21az4G5H70xfLOe9NkH3J/uHjK3OvZkD7iSrnwL +Hfj2gjd4ALX6+XbolMG7wQNpys6+Q86+3AEeRG1/NrxUTbMNPJj6PU9WfB6P +308Ixb+9XryV+WbwUKpY6aav7MkGcBVlzNKe3pC+DjyMSnTT9dnssxY8nGZW +Gzxw0uWV4GoaWs1Wdaz9MvAIqv7pmG+O6TyWuYYCLi/3cHrkBa6lD20qjz60 +3AM8khwndd4dHzQLPIqWnD1574DzDPBoanyp8o9z+6aCx9Bx7zRZyK2J4LG0 +XBMU+Y+9M3gc1Wh3uIfTwRHg8eS9q031hf0cwRPose/FcjVu9QNPpDKH98T+ +fNsbPImmBu4wLDhpC66jT3U6TpO7dua9oN4WH/LI4eL9dpDXU0LLYnU7fWoO +eT2NqeqwPHuAJeQNlDbUuH+vwgLyBko82yvnbv1qkE8W3m9SFvLJNNo+vsHP +csUgb6Qudo4jm+z6zPfrgnpbWD/f8l5Qb8/dUVk5fcyDfAr/HkOWTxX28xLk +U/n11lg+TXgvYRzk08gwJEuxyS8C8nAey/Lp/H1alofzW5bP4Osqy0NdZXm4 +f8vycD+B5XHel1g/8/NDs+6GmuZtivVzddMlGyu09QWXUa+zrqVPT98HLqfG +Pa9Et1QowL3p9O1fbdXhe8EVNGbr01OuMT7gfrQp9vzt7/o94P6UOXBInwNa +b3AlXZ2m+3y9127wALq1MO3y22o7wQMp4G3tGRcfbwMPoo0Zscf/i5ODB9OL ++kc2v/fD7yeEgpq2vLpjwUbwUKq88+tAx7nrwVUUbH+sZ80FMvAw6njZPGtC +o9Xg4WSmLz/esHk5uJoWdWkapxu2BDyCzHMajX/fbiG4hpIOvH9SYb0nuJY2 +Jnl8Tn4yBzyS+ozNlBtnu4FHUb/oRqdeLpoOHk2BveI/dKrmAh5D806/ynRs +Nh48lkbZv60cUHM0eByd/XDKfstzJ/B4ards1qJ6+waBJ5BlS9/7PuF9wRPp +eu7jbseb2YEn0W+fr6+aWXcD11EP5Tuz2FnWvBfUz7nlfo1rXL815PVk+WHA +mPEjm0JeT4mhh58HOjSAvIGmbImwnLW0JuQNFLYku1qDjxUhn8w/F8byybT0 +S905/RN+QP810hVjozmuEz/wXlA/q4d0nqKq+hzyKWRxYp7x/pw8yKdQtYja +b+K3XYN8Kp3udL5a0oZzkE+FdYbF+lk4v0sL+TT+/VAsn84/d8Dy6fx5KcvD +eSnLZ/B1kuUzi3acV8DycF7KHM4/ZWL9/HAs4tnSPqb5lmL93PZh3qC+cQpw +GdXJs2r2tAK6nB5cPaoy67kX3JtyDy3x/TLeB1xBT12z4z4t2gPuR78HH5pf +Z6k3uD/tmJdx/1vp3eBK0n7Y1bXRxx3gATS+TPlOAe+3gQdSz3LVag7Lk4MH +UVO3OXpV9mbwYOrWuUyXhlc3gofQ98Q+/dvlrAcPpYHqzFbjn8vAVaQZWXnX +nbZrwMMoYsGTcYtOrwAPJ4eDQTR98VJwNTXb+bFYk7mLwCPIZdqgVts2eYFr +6NLty/ayyh7gWjp4pEndV3NngUdSpUF3e04cMgM8ihzSK7vWPzkVPJqqVJBp +ThWfBB5D064u8fme4AweS3c6m81M/zgCPI60I8o+qt5/KHg82ZcZ6dTuSX/w +BBoz90fTo0p78ESy6lPzyEH7HuBJdHV7w3otdTbgOur1KPtR9VUdeC+on6dP +r1o58FMLyOtpy6HmA5Yfawx5PT2Oyx0Q0qku5A20fdF2m5ljqkPeQO1qXauc +GF4O8sm05P2E7Nn1zSCfTLGaUktD9aZ5qmL95NYZY3mjMP7+BPIF9bPXPXn/ +6vchnyI893oF8qn8+7JZPlV47jUe8mnCPH8N5NP4ddpZHs4zWR7qJ8tn8ONW +LJ8B81HF+snVSZaXcKyfLA/nn0qxfqZ7nE4veV243mTuSd79p37pOnwvuIwe +Zg9TrfX2AZeTm/tH226m95Ay96ZZXTdsm/fDG7ygfqbmb2zWEN2PHDUXxsye +sQvcn+JuxF3uvXoHuJI+hTnYJ4dvAw+g0dvueHpFycEDybHGvj3Hz28GDyKK +63Gx/tuN4MH0c8HkQd/K4PcTQvMGz1k403odeCiN7jGv8tY7a8BV1N3vSJrL +8pXgYbRh6fp9+X2XgYdTnbJrWvd1XAyupuila4fFrVkAHkFrygx8uPD8fHAN +BdnO8p5TYQ64lkpZrz4Z9nYmeCSVmHfz9pt/poNH0YFPN+YP1E4Bj6aGlslW +TR+NA4+hyxtTpuzrMho8ln5bVIkfUGE4eByF/JLJNzcbDB5PP9s/36R3cgBP +IGtZOXo8xg48kbYnno5QVPgXPIlif/g2Kle9E7iOFgz5OW7tzja8F9TPy7FJ +t4c+agp5PdUKyLoUpGgIeT2Fz/znccfbNSFvIL3scuUtiZUhb6DJmm8/dv4o +Bflk6lQ7u1rWGdN8VLF+us4YcN3F/SP0X6OwzvlLyBuF+RUPIZ8irN94A/Ip +wjyrbMinCusr6iCfys+bYnmokyyfJqzreBzycP7J8umwvi6efy6GfAb/vBVz +mA/AtgPX6TqxHq4efLzPjoHr7Xj3pLPtvN2HXtkDLqPxM6ddCrVEl5Pz4iEH +lrl4g3vTqKauhkltd4MrKLPJlY+X1+0E96MGP0cersvmeYr10H5r8ZvHam0D +V1KnyMkLq42RgweQz+Zngx4e2gweSDNyIl/4mdYnZB5Eo1qU0vqW3AAeTIoJ +OX3NHNeBh1DFPcHO+3uvBQ+lnHfZWSNKrwJXUbd11y5uyV0GHkaT5NU3LP+4 +GDyc5tXclLO3xUJwNV055zS5ldITPIK6eb5UzNg5F1xDO9pZyfaMdAfXUt7A +Sn4yH1fwSOr7+nCTI02ngkeRdd0WH7OHTASPprz3FTR3rZ3BY+hiTJ9b/Z+M +AI8lN8fjv6KeOYLHCc8B9QePp3WOdVM3utuDJ9DyYo1rT/DtAZ5I1kd2X55/ +3QY8iaYv2/Fx4/gO4Dr6Xq/VDF+XlrwX1EPrAdrcVuWbQF5PizOdd9brXhfy +epo3bXkvZVJ1yBsoYc3tCssN5SFvEK6LzSCfTIc7nwjy6mBan1ash5EfzL3e +dH/Pe0E9LFz34CnkjfxzpiyfQnOGxjRYfOEa5FNo/st+1+sPTod8Kr+uOMun +8u9rY/k0Yf7/Scin8e+DYPl0WJ9WrIfceSPLZ/DndSyfAfNFxfPJIusenk/m +ivVwYfTF3uVSTfMVxXp4tHeLkGsTvcFl9M7s9fgo07gJczmNa60eVef9TnBv +GqlzDO8wYwe4gqYPmXup2v1t4H607PU6Mo7YCu5P+2yNVhaxW8CVNHmVT+zL +ipvBA2h6XZXzmPkbwQMpq3jQ7/fZ68GDaGTX/PlpXdaBB9O9QZdzbrdYCx5C +TQfXG6yqtwo8lJJ7upbs9M9ycBV1HVn9w4RJS8DDqFnzm3UXaBeCh9NlrfbW +k05e4Gqq3VY/QRYxDzyCBk2xe+i4aBa4hsJ1pdu+0s4A15IdNW93dfQ08Ejq +vOaRY8TqyeBRVCf3QNkLVcaBR9PCj/abaswcBR5D9a5f2Tdf5gQeSzeG1frk +bjMIPI7eHRzf9nFMX/B4avVkqOWoLwSeQKUWuW5prusGnkgza9ZVtbluDZ5E +lZusOPTjZRtwHf1Tp9LV2PdNeS+oh62b/fg34HxDyOsp+Eb/MW6ra0FeTxF2 +AUHPP1aBvEG4zi0NeQMFeugs9C1+Q39MpptlGs0xZOfz/r/1r4YMGnlw5GvI +G2l99NTMJYvyIG+kX4qRF1tcug75FLp5amFitzfZkE8R3ptjgHwqrOMq1sPC +ehIOeah7LJ8G8z/Fehj4Va2cv8MX8ukwL1Ssh9y4DMvD9XWxR6y+zY/ICktc +IFyvMfekefI9LVvH7QSX0bin2hlmS3aAy2n859KKbfW3g3vT/coT6hqCt4Ir +aOu638ZiPeXgflQrLc5sdNZmcH869qH0jUkjNoEr6cDn6SMfPNgAHkDrDy1x +CJ+wHjyQ/O5EW3nck4EHkf6Xt5V9On4PwRSn97g7P28leAg9W9ov+0Wb5eCh +1OXSxTIWbkvAVTR3WaNXMe8XgoeRhV+b5i+8vcDD6ZxBZ+uwwQNcTT/exb+S +O88Gj6CPTxJ7uK2fCa6hh93ezY7pNB1cS6teuus7lHIBjyRjl3XKe1HjwaMo +dXPtT0MfjAaPpmEJZdufvzIcPIbUmux/X6wcAh5LsllLZ2452A88jh73u3Jp +rF9v8Hj6du39UduztuAJtFFzpsTCLjbgidT98930TP/24Em0587r9bcvtwDX +CetBNea9oL5V2Fb/9JTQOpDX09cMs+6jLleDvJ5eq8Itr1YvB3kDmR/cY538 +sTjkDRRdWdH+07kv0B+ThfWX3vBeUN8sN31b9XjsE8gbhfez3Ie8UaiTVyGf +ws9jZ/kU4f2MBsinCvUqAvKp/HgKy6fx72Fn+TSYJ2nKQx1j+XRYp9SUz4B1 +TU0O17lsOxKO9wktxXrYrIPDta1sPUyxHm7o/TFy1qVt4DJqOa/1/JMhW8Hl +FHTucmSYad4Lc29avuJi6NGqW8AVtC6+hCoxYxO4H6lyzrv/57YR3J9ya8tj +rGtuAFdSr7MK0uvWgQdQ5ObSr8+NloEHUnXVi+Z3y64BD6KQyJons1zwewim +Ta3kWxulLgMPoR79Dz2+O3wJeCiFWKfOPJe3EFxFVW1ujX113As8jEYFdn0S +88ADPJzKf6xp+eDJbHA1javzrfbO1m7gEZTx/OOcyqbnH5lraNPjvimr/F3A +taQrna678N8E8EiS275JHWDhDB5FAQ3MX4+/OwI8miqcGtZhzsqh4DHUsErQ +p4mbBoDHklOcanBW5z7gcWT5u2t87w69wOMpKLPagwHuXcET6Oi+5t1KnukI +nkh9bGq1Gz/rH/AkumR172V0gBW4jobtyh7+PrU+7wX18LPWvk6rPHPI66mJ +crnt6+eVIK+nzkuWJY7eWRLyBhr6X9xBp4E/+H5XUA9nVohtYDE5n/eCelg4 +H+Yl5JOFeTUPIG8U1gO5AXmjMN6RBfkUfl07lk8R3tsSBflUmPco1kNuvQ6W +T4N1RMV6WHietgvy6fx9PJZPl6hXcP3L8lAn7cT6Nigt3KzrQ9P8N7G+fYx9 +EfRvQzm4jAb+3H+g3JvN4HI61n5w8KWUTeDetGZQ+S7/+W8EV1Dfro/c5s/Y +AO5HPZ5NeLSw3XpwfwoPznxb74cMXEnlStx7ptm0FjyAcvfH1az6bRV4IIU8 +67RXs20FeBCVfXjt1PjG+D0E07LIYgfbPFgMHkKtJ/XxmHBoIXgonau8oniM +hxe4ivKb/Bj56bIHeBjtiw0LcX83GzycWn1Yr+g/0g1cTbcjP+r967qCR1B0 +fNzeplWmgmuooXm5sIrZE8G1dPPzA8vGmc7gkTSo22i7o4dHgkfRpQ4Ow4eX +cwKPpnPyql8n3h0IHkMbR9Q5UnNkX/BYmtFg+ODYYnbgcfRrZ0bTep+6gceT +1THdoKZNOoEn0HK3xw7J2jbgiTRKd8ZqUqNm4ElU0a5jo+IJjcB1VPVU9KST +1S14L6hvk1q3nVHNqyrk9VR+4rjsTq3KQF5PHsdltu86F4O8geSNjBYv35nm +E4r1rXAdj9fQH5OF92s/hHwybe3TYkbxH3cgb6RUv7NW/224BHmjML6cBnmo +YyyfQq1jh46ceVoDedN16zHIQ31j+TT+uRiWT+PP61g+nb8OZXmobywvVcdw +noxY3yodLNYzprZpfppY316YLTYbumITuIwe9TvQ/MKsjeByci+9to3NxA3g +3tTrn26Hqv+7HlxBl1WJe043XAfuR0uuey2cUkEG7k8NDq7Nm31vNbiSPgyN +L9VTsRI8gFK6Xrtl4bkcPJB+WOQ3WO2wFDyIUj/vm2tedTF4MI3rtrzNvWoL +wUNoQk2f3PMlvcBDaUXWMO9WXTzAVXT5Rwvb23tmg4eR2vVi8Q62buDh1M2q +j/5IRVdwNRV/c9jYxmoqeAT9Z/2ycotSk8A1tPmH3ZlvdmPBtfS43LDTPlVG +gUeSa/qYHgd3O4FHUfectnUHxg4Cj6aF1/b9bj3SATyGypKs9T9f7cBjae7V +sIvPErqDx5FP42YDbDZ2Bo+n1MluxjVn24En0MAWc0quHtQCPFE4z2kMnkSj +HlX1WvhPHXAdRcbPK6npWZ33gvqWlrs4seHBcpDX0/Frw0aOW2cGeT3pPpdc +Wr7TV+hfBvJP2t/ect973gvqG/ceJZY3Xc/eg3wyZdj0zDnw+wrkC65na9Sf +031vJuSNwvlSIuRThPnP4ZBP4cdhWT6VX++d5VP58zGWT4P5fmJ94+f1SdQ3 +lk/n6xjLZ0jkYfxCJtY3m9pu7df7Cv2XuSf1Te46apzZBnAZpV79kD/j8zpw +ORmW3h81uDy6N+U0ORcyvJIMXEGTvvaZ87XiGnA/ev0h7fBBi1Xg/vTod/rI +2xVWgCtpfv6Itl/LLwMPoJZ1kvoOslwCHkg3Nm/z+tV8EXgQTSmbdsCi9wLw +YEpTrMi56e4JHkKOTtmtmtrNAw+liIV7B3/8NgtcRSPUmfEJsTPBw+jmuD77 +bh2bDh5OvUZ9bnz0PxdwNVVq+Nm44PdE8AiadiVDucJjLLiGaj68lH1u2Chw +LZ2o09ZGvdcJPJLeR4R9cf05CLygvo3p4nbtnAN4NI3ucX+615re4DF0R1fO +OHelLXgsHRn2dsGp753B42hfULkW9yp0AI+nshs9HzguaAmeQC0b6A8mtm8C +nkhzjk7vHzalLngSTXXNujpudg1wHc2oN2mQ2fIKvBfUN/vI4OYfRpeAvJ7i +Tzd+drj/d74fFdS3wnl9/0H/MtAqi6gGu61eQN5Ayw1vf9dIvA/5ZP59cCxv +um49B/mC87TpExy9OiZD3sifj7F8Cv/8Msun8M/TsXwqP17A8lDfWB7qG8un +8dehLJ9edF1i52+m+XVivTo89f5YhY1pnUCxXq1Ld9p0MkgGLiNLWTMPR4+1 +4HI69eNmTXPtanBv+s/svONX0/155gq6PabW14gWK8D9aO/FazfmOiwD96d3 +h/PWr960BFxJp+Z+bHnk9CLwABqYrdkw49sC8EC6smPQjr3W+HmDyP558bML +28wHDya3X1e6Ka7OAQ+hX4HJFTxy3cFDaVz/HkuOX5oBrqIhFzuGNS82HTyM +lP+0TV6/wAU8nFqUbuurnTgRXE3OulWdHmY7g0dQeubHGyc/jATXkP3Jxzlt +fZ3AtTT1VPy21Q8HgUfSpdqXZjW54wAeRd6G/VHjd/cGj6azIUcODB1tCx5D +fQaMd1wzwQY8lvq0apG+YEcH8DiauubCnvE/W4LHU7M7Pf3d4puAJwjXX/XA +E+ny+5n9tz6oAZ5EIy86OQ3oXhFcR3Xm248LnVuK94J6tVbT93qXoz+gv+hp +z7Y+447af+D9f+s/0A516JxXkDdQx9DjrbbueAB5g3AedRvyycJ7LS9CPpkf +32R5I/9+B5Y3Cs9fhEM+hb9+ZPkUfj4wy6fy9YflU2E9RrFe8esrivWq6PoD +9Yo5zg8R61We5dlF7auZ3ust1qv3C5z6ZL9bBS6jcrtCQnSTV4LLaUTTC5Om +nlkO7k3Dfmf0P1Z7GbiCTnVomD92wRLwgvOryzGapVmLwP3J2uad3bvuC8GV +FOvbvPXtEC/wgnq1sV6HmuU8wQMp59z+1NqW88CDqLhi8Zs2HWaDB5P9+1IT +Jg52Aw8h7TX7YQ0DXcFDyTdvak63JtPAVdTx6tv2Cw9NAQ+jiONhFa0aTAAP +p8zqW9e1/zUGXE3ZPj39sgeOBI+gvo8fl/xe3wlcQwmaq5utPQeBa4XnpBzA +I6lU+tnjB1v0Bo+iCvXPX3oRbgseTecOnmxeTGYDHkNvyrQtNTKyA3gsXR2Q +0P366VbgcTR+5YSdDiWswOOp+/wd1qOr1AdPoAtnHw6w9jAHT6R7Sa3zvG5X +Bk+igzcbvqzzTylwHVUdPa93p9O/+H5RUK+4eRcsr6ex6460qhf0EvJ6Yb7r +Q8gbhHUGbkHewK8Hy/LJ/Lgkyyfz672wvFE4LwqDvBHWMxTrFTfvguVT+Pm3 +LJ/KnxexfKpEPUmD+WYS9Yrl4X5+rliX/HtFnax1wzR/SaxLWcEJa/q+WwYu +Iz+bHDuN+1JwObnXPfdpyNvF4N7UaeeCE8FLF4EraGDDTYv61FoI7kfZ09Ia +jjXNW2DuT1OGhl0o3tgTXEmPGzlVb7R3HngAXaxdckKaaVyPeSDV2fd7q7GW +O3gQWR0/pLI9MgM8mJoOdrv1wXo6eAitd14x5mCuC3gofYzbpP21cRK4itpO +6XfQbtI48DD6MCpp85zTo8HDadKYupM7O48AV9O8fZdTLX2HgkfQytquVaou +HAiuIedZH4fVV/cF1wp1ww48kvyG57acX8IWPIpcPpyslXO5M3g0fS112+OA +6XqNeQxd6vkgOMamFXissK5pE/CC6767jzc9O18PPJ5a5MQc9og1B0+gl+Ne +mI07Uxk8UTjulwJP4uf/My+47utW/Jvtw3zeC+pSnwQ344VPryGvp143a3h9 +d30IeT0lDt/bflTP25A3CO9PuQh5A20e/XZ9w3dGyBdc33UJtjryPgnyyfx8 +CZY38uuisLxReF+5H+RT+PdesXwKzO8S6xK/Lp9Yl7j7VCyfVnSd+Wu+xGNW +fzYMb9igqbVpfpHJPcn5VsOdwS0XgxfUH/s+QUMuLASXU0X3srUXrVgA7k1P +flXu5tzDC1xB4yqmBh64OB/cjwb0c/pmMWAeuD8trVr1yvb02eBKcu1V7cTc +Fe7gAbRU9e1V7bL4uQJp+uSeIb3CpoMHUbu91rqeG6aCB5P5zzKrvN5MBg8h +l/eypmtpAngorRt+cWeEizO4inLtNTmvy44CD6N+kX0drn5xAg+nK7M/K1xn +DQFXU9PdrRqsW9sfPIJOVFqoP7iqD7iGXPYGbHYaReBasni7075y43/BI6ls +VvFtIYZO4FE0fFud7a/l7cGjacbeCpodL1uAx1Bjs1uqFWWagMdS6vWa7co1 +qQceJ8wvMgePp1E2cQdVsZXAE8h2yvNSs/NLgifS5swfX+dv/wntPImCjjZ9 +1mz9R3AdPW+cprBQv+a9oP64pMc2iHmVB3k9/55TltfT3J+V8/+lS5A3CON0 +aZA3COvzJ0A+Gd5Dbcon8+/XY3kjP6+e5Y18nWH5FFjvzpRPgflXpnyqRN1I +K9plEo7Xa5Zi/XEInnqvs2KaHe+etHCK9kJkjhe4jHaML/d1hem5GOZyOlDd +rNHJOx7g3lSrar3T9XbPBVfQorvnDz/qOhvcj2Ys2/XprLk7uD9FmI8atP3G +DHAlHTlW47DuwnTwAFJ7nK3W4fpU8EDafO9tBbstU8CDKHSD39ir0RPAg2m/ +VYPBfWRjwUNoXW+XEfOGjwYPpcD8YU+T+o4AV1HVzV3zH9QfBh5GbpN3dr9t +Owg8nOpc3hC27agDeMF12TrLOaVf9gaPoNkplsvSy/UE19D6G4ph6/t0BdfS +mIBPR8cOtQaPpAlbBn1ok9sGPIrW2UW4vCreHDyanjw1H15yRGPwGGro1X1i +rHsd8Fh6V2J5r2HLaoDH0dG56eYRrSuAxwvrIJUET6CMG3vaV7X8Ce05kR4k +D7gefjYfvOC6LG6FbW7SS3Adv+6QyQvqT87HMY4nbt2BvF6YF3oB8nqhX6dB +3kDd796ukFkuFvIGYb1iNeST+fvSLJ8M86DE+sOv8ybWH349N7H+8O9TFusP +P99JrD/8+5Ql6oydWE/8TsbW1V4QjtfMPSlxhP7Yi1nzwGVU/WiLuxYD54DL +acSHkqfVtrPAvUnVP0c/3sENXEEDRtxYtW3kDHA/Kt7kXdZCl+ng/rSo7/1x +Ph5TwZXkl1Cm6pbZU8ADaJSXz4UPHyaAB9K0eru6r8ocCx5E7otO9ipzbjR4 +MI2vXbeL28UR4CHU1jZswqZ+TuCh1OPMjvFNfAeDqyg7+2BWF+oPHkabnAfO +tNzdBzyc6lqlf15Z2w5cTT+H1q+Q3ag7eARl/to3f4qZDbiGri96b98hswO4 +lvb1K7l/xM5/wCNp0royzs49m4JHUWoLnXNfdSPwaFqbJv84fo8FeAzZbOt2 +X7a6GngsOdfvfF/TrDx4HHnZVc7fH2YGHk/JCp/2atV3aLcJwjoPH8ATyedy +ufxzY1+CJ1Gdwfcr+E59AK7jn4M2eUE9UWQ0m5Fw7zzk9bRm7hrb8luNkNfD +emViPSk8bzkDedP1VCDkk+H9v2I94catWN4I84LEesKvSybWE34dM4nzGZaH +8xkXsW707H4n7edI4f4Ac0/SHS/1/E6eG7iMunWK+PGo3kxwOUVm3aVvQ1zB +vanvjLWrswOmgStocK16T6qa7mMw96PXDzseCl81GdyfjHWd38v2TABX0rut +nu8NM8eCB9C9zpcWDw0cDR5Iw8fOy39dfCR4ENVQerwaus4JPJimHr9/8b3z +EPAQOu/+e8+YeQPAQ2nl1w7bSgb2BVeR8+lTvV4v6Q0eRs6rPKZWnd0DPJzC +PpZqobHvCq6mhF51G7pssgaPoIXhboGPK7UD11BIlTnG4GUtwLX0cuL2j3s2 +NgGPpB/VHa5veVIPPIqOfely1H2XOXg0mT37+MNzUhXwGFrkrzj7NrIMeCwd +O9zmscXm4uBxdEwmt7lX7wu0z3hKm+PeP/vXO/AEMvZ5Vmppw6fgiVR++c9V +8/bmgifx1y/MddTb4tOqOsUv8F5QNwrn4eghrxees4uEvJ5/HyLLG/j7tCxv +EPr1Ecgn89cpLJ/MPy/M8kZ4Ly2eh0yFfErRdUAGLhPrQ45jM7vjbU3zN8T6 +8M+VgAZxnaeDyyjEfuIszeqp4HKacdvjxYgqLuDe1HlemuWrhpPAFbRmTknb +dg7jwf3obdmcz7+SnMH9KWvMzOnyqqPBldSnZ93b9vIR4AEUM8fnxa8JTuCB +dCtqTLObI4aAB9GhC90nVggbAB5M/zo/HDumngN4CDXudqVVZ21v8FDaaPg0 +ZKK6J7iK4hsqtzZY0w08jOrmzrT4p2Rn8HBauWDH4yozO4CraWL2uugte1qB +R9CGJ02DAz43BdfQ6hU+PlZkCa6lGRNd+494Uxs8Ujh/rg4eRXVGHDm1wKwi +eDT/3ATzGLJ2MH/zzvoXtLdYGrB9nGNO1ifwOPryIdjKTvYGPJ72rpuS6Z3+ +BDyB7vs8KuU4+h54orDu6BXwJP48gblOGH/R8V5QHwr7XQzk9cL8QBXk9Xx/ +Z3kDf57A8gb+PgbLQx1g+WR4L6rEeQXLG4vu7zjuoxTrQLe3N+pFJQvX0cw9 +6dJE83YpJSeDyyi15+0JXr0ngMtpiPfYZvOixoJ7k2JU7Tdz+owBV9BVB41r +yxKjwP2oyo3l3YPvDAf3p/e9bi582AL3U0nPWg63a7pzMHgApa3dNci+9ADw +QPqxf/yJkKS+4EFUi8bIvxzqDR5MUTs22Yx50BM8hLocDn+3yOZf8FCqkhdz +5qGqM7iKTn/bf0HduCN4GB3tPtxzw+zW4OFkOz6m55ToZuBqWuDQKz7gVWPw +COq0ud5Lu+B64BpKsSwe61atJriWvrj6vX09vCp4JI13t/BoXK0seBRVuOeW +dqWGGXg0HSkzOXPI6a/QrmIo/0Gl/H6zPoDH0ut5IVYbD78EN90vfQQeL8wf +vgWeIIzbXgFPpNYVvq46ZpsBniQcx3XgOuE6JYL3gjpQeL1wGvJ6fj4by+v5 +8RGWN8B7PMU6wN1PYPlkeF+nWAf49ZQkjvs6sV8nNg/q0tFZaP/MPaniOavg +s42dwWVCvxgFLqdj2QODHIJHgHvT7G/dqnQMcAJXkH3jMZXaL3cE96O7Jbpr ++vYaBO5PHSZMydtfoz+4ktZS1ymPS/QFD6BbtcudfGTZGzyQPo7Sb/Gd0RO8 +oF/H2sVcM3QDDyazB12mKOI7g4eQsot71NmZHcFD6XDqmOwfNm3AVTTioWL+ +3DYtwMNo5YV366dVagIeTtN79fWttrkBuJouLY+++8vDAjyCppfvVb+qS3Vw +DZHl7QotV1YA11IP64BWDvNLgkeS6+3RjuoSv6CdRFGZpl2m/Nf2E3i0sA75 +O/AY8q9qP25CsyfgscI4433wODJ3CgpyLX0TPJ5fv4J5An/9zjxRuE+YBJ7E +rzfOHPqvyQv6NT+/QuzX3HxUltfz/Y7lDfC+SLFf8/MoxH7Nz6MQ+3XReWPR +juf/uWJ/r7PyR1byBns73j1pxPeyzofGDweXUUI5sy2fXw0Fl5OPzeDBIdsH +g3uTtkT04VujB4AraGjvG29iFjmA+9G5RS8+Pr2G+1NwHA9b1LH6QDtwJa0Z +FJKckmcLHkCPW7Vv0qhdN/BAGjW5TuJv287gQdRylHuZr206ggeTbkSVjhNs +24CH0P2zcu3mpBbgoeR5NGvRq09NwFXUzWfhGtf6DcHDaGPv9tM+/LYAD6dr +nV445I6qAa6m73Ov7Lr0riJ4BMkCj50avLEUuIaKJ1yptia8GLiWLttX8zJ6 +fYH2EEmrAk4F9ZS/B4/i778xjyZZ9XfrdWsegsfwz/cxjxXek3UZPI6fT848 +nna91io/p+rAE+jS/LGOzz9FgyfS8UNl8h+HngVPEo7vp8B1/HHZ5AX9nXvf +K8vr+eMvy+v5+/ksb4D5CXgcHw6eDOOGpvUwihXzXTnccvtL4f4wc0+a+c/r +gCZtB4LLqLRlhNy9dz9wOQ3Nfbvibm4fcG8a3P+xX9Lw3uAKyjqdOuo/v17g +fnQ1J73vdCfcH39KrnxoVS9dF3AlpR9o3ezruk7gATQ5y+NR/D8dwAMpo8Ys +19HjWoMH0ZkNM9zan2kOHkyNz3W0tytvBR5CEUsH1mj6oSF4KBXzvXCp3YXa +4AXX3b/nlqx+tgZ4GN2qfK/sUY8q4OHCuHYZcDVNPbSwt8LNDDxCGL/+Dr+v +hvJ8i3/b8U8+uJa/zmUeKbwf+TF4lHDddw88mhKLPS9V58w18Bh+XVDmsbCO +isnj+Otc5vH8+TDzBP4+GPNEYbwsADyJX2+ZuQ7G603X9zr+/jnLQ39keT1/ +XczyBv74yPISjsdllof+ayn23ybF1p5b5i60f+aelHes8iqr/3qDyyhsdo0j +pe4RuJyuVYl/caBKD3BvmmJus/a5XTdwBXVdN8ppQQkbcD969uKFTaW3HcH9 +qd7QF3kexnbgSkq+OMv189NW4AXH2dldGs0/3gw8UHhOswl4EB39tdy2V8cG +4MG0urGFKvBQbfAQ6thrtJO5Tw3wUP49j8xVwnrsZcDDaNdat7T1WWbg4UL/ ++gW/l5qMtY61GnHgE3gE9c1079+w3ztwjTDv9zm4VjjPfAgeSfo3ls++R+eA +R/HPjTKPJv+pr9b7ajPBY/j3njOPJcWylbbrh8aCxwnr/YaBx8N4t9h/uffv +ME/kr1uZJ/H9i7kO1v0Q+y//HjSJ/svyeon+Bf2U5Q1F5yX7KY6ni/13wp6Q +DfZjheMRc9Px919wGW3bV/vIQqMNuJzcHgaU+2neCdybVD3qnS+3rwO4gg5u +vHL+hKENuB+dmNzg5bWKLcH96doP+1snnJuCK0mzcZDvAvvG4AFUe+3jTfu3 +1AcPJNnB3nW6VLQAD6KHyqnbAgKqgwdTmdRtavehVcBDqMTNERc32ZcFDyXv +qG02xrQS4CpaZVt3zol2v+D7DyOnRZmKd50+g4cL18v/gasppXvJpe6BL8Aj +6Gy7Mkvf3XsErqFPP3aoh367Da6l+Qf9Qx/EXgGPFK5bL4BH0c5eLpnWzing +0fy6ssxjhOvHSPBYoV+rweP492szj+ef+2aewM9LYZ4I61qI/Zfrj8x1MO4s +9l+u37G8Hsadxf5bpBczSPS75KId+y/LGyUcx7nEfl24bnMTO949aaTN5uB7 ++R3AZeTk3PxxZEZbcDlFtL4Q/uFIK3BvOpE1xzioTHNwBTXUjQ6zUuDf9aM7 +q4Mf1nVrBO5PIbMXr/kqqwuuJOdzW7XL99UED6DRV+f1lVepDh5Iby6be7xo +UAk8iH68eSD3ulMGPJjiuph7DQk1Aw+hie8flTri/xO+z1BK9myfd+j4Z3AV +vfriH2pt9gE8jBa163d9Rfxz8HC6PvWMVcWbj8HV/PtBmEcIx6+b4Bo6vWd5 +4oDpl8G1/HoyzCOF/p4MHsWvM8M8WpjvoQGPgfcxif2aWx+VeRy8p0ns14X3 +txXgCTD+K/broj0JxoUljssmZ/3aC/J6ibwexpcl+jXz5KLz2K9ZHsejxf4b +ZXunQr3hwvxG5p502yZvwBunFuAyin7rEvLihxW4XLgPYAnuTd5t/EJrTq8P +riDFkwzzzwNqg/vRk0W+ZzfWMwf3p3kX0yxqxlYFV1LktyuVz92pAB5AbRvF +HM5qXRo8kGY7Hw7dMNAMPIi/rmQeTMsd8+SGJp/BQ4T9eQceSiefvlg/wu81 +uEpY5/wpeBhVm+ZhXPctFzycXOrM6J+/6ga4mpZuqJT/sfFV8AhhfPY8uIY6 +HU86uKJ6CrhWmJduAI8Utq8BjxLmbYaAR/P3e5nHCN/nIfBY4X7yUfA4/nk6 +5vH8OA7zBBjPFfsvd3+JeRKM20r0X5PjcZm5XmI7Bon+lSyxHeinSrE/nt8u ++15vuml8UOyPjbN1FtXnNwSX0XzN0Vl5jnXA5eQTXbrruZSa4N7UbrZla+s6 +1cEVlP8sa49V+crgfmSdP8uoDSgH7k+Vg3tMVJqXAlfSxLGLenf5VAw8QJiH +/B0+byAtcPXqrYr7BB5Eb45Uzn/2+T14MP3ePr93HecX4CH8+AjzUOF7fgCu +Ej7XLfAwfj4D83B+fUjmatq5u3z+vKcZ4BH0TD7m4tkKenCNcJyNBtfy91eZ +R/LPazCPkshH8+exzGMkPJY/PjKPg3FSsT/y750R+yP/fhmxP/LP6Uv0R+a6 +orfD+iP2F72EG4p2vJ5leaOEw/WsTuyn3gN7TByWbXo+Wuyny8akWlzyrwEu +o9lTf/Y4oK8KLqflR3aof6orgHvThhyjxc61pcEVwvqixcH9hPXzf8N++tPc +BfXnbL/9FVxJNcZts1koywcPENbD/w88UGhvz8GDaPHdQ6HU5jF4MN2oWuLb +xf4PwEP460TmoZR9OVPRe+V1cBUdUvuGXnK4AB4mrN+VBR7O9zvmamG9i1jw +CP54x1zD9zvmWhjHFPtp4XUoehR/HGQeDc+Vi/2UGzdhHivhcTAeKvZTrv8y +T4DxTbGfFu1w3sscjo8mZ/ejFkNeX3Q/wvNeljdI5KU8WaKfGiUczodzxX49 +PfK/34e+fAX3pPBmVs8euAr3YZjLKH3axujEjSXB5WSIrevxzac4uDf1cmz8 +bEixH7B9Bf/+R+Z+/Hwe5v7kY6VpUOb5W3AlKc9cqFbi2DPwAJqX/8+M1imP +wAP54yPzIL6fMg+mcpkng4KtroGHCM9zXQIPFdpPBrhKOO4YwcNo+Kebu7wb +GsDD+fuxzNX8esvMI4TzwzBwDf++IeZaeO+G2K/5926I/Zo7njKPhuey8Xx4 +O3gsvKcDj79e4PHwfLfYr4vOQ79mniSxHV3R28HzYZbXF92P8D4zcxyffcr6 +XeE4+ztwT6o1p9mMuft/g8voXcxO9Tv5V3A5TRrmrW6xKh/cm6b3fiwfNOk9 +uIIeLDgSuqQR/l0/4X0QT8H9hePFI3AlfXLsmrN1233wAHLya5tXmu6AB/Lv +1WIeRPZNP/92c7oEHsy/b4t5CIwzmjyU70fMVTD+aPIwfj4P83C+fzFX88c7 +5hH8fADmGv65HuZavn8xj+T7C/Mo/n4s82gYxzR5DDy/bPJY/j4Pc+h3zOP5 +4yBzOJ4yT5TYThK8t8LkuqIdz3tZHo6bLK+XyOM4rCmP4ztifxy9d2b/bgcf +gXsK68H+By4Tnvt4Cy6nqxWflNqz4CW4NzW8L7dpP/0puIK0lhMda+gegPuR +X81y+a0yc8D9yaqJ3Gbn1ZvgSmGe4VXwAP4+CfNA4fnWTPAgYb5rMniw0C/0 +4CHCeXIMeCh/nslcJWw/AjyMP/9kHs4fv5ir+f7FPAKeqxX7I/9+AbE/8s/n +iv2RO04xj5LYfrTE9uE4yDyWb//M42A8VOyPRXsC386ZQ39kniSR1xWdx/7I +HMdVsd9hHsdf/t9x0PqB/MKQW+CeVKXSyaDS+56Ay/j1JZjL6UILH3V8bi64 +N0W6N3lG13H7CuG88Sa4H7UvbZ132fcyuD+d7nS+WtKGc+BKijinaO83Pg08 +QBiXTwYPFMYXDOBB/LoWzIP5+yfMQ/h+xDyUPw9kruLHF5iH8f2LeTj/vAlz +Nax7L/Y77r4Kcw3f/plrYZxR7HfcdR/zKBh/FPsdP/4o9rui87ESeeh3zONh +/FHiOMg8EZ6rxX6H7R/HQ7HfoeuL9r/GQyWOdy5iv+OeV2Luya+fwFxGL5fs +UvtY3ASXC+ufXwL35s/rmCuE90RngPsJ9xlSwf2FdfB04Erhc+nBA4R5JtHg +gUI/jQIP4tcZZh4sbD8cPIQ/32MeCuN0Yr/jxt+Zh/HjAszD+XkyzNX8eSPz +CP58jzn0O+ZaeD5U7HeF+78XPArG9bDfLQaPgfE+sd8V7XES24mX+LsJEp7I +9wvmcN/V5Oz5O3A8z2SOz7uJ/ahw/1PAPcnp+Y0K9hcugMskXE5Fb8ebv2/A +XCH0Lz24H78OG3N/eN5Q7EfcfBLmAfx7BJgH8vcDmQfx52/Mg/n5YMxD+PM3 +5qHwnKPYj4r2MFjfW+xH3P0K5mr+uMM8Ap6jFPsR/7yk2I/48TuxHxXt0I+Y +R0t4DIy7SfQj5nES+XgJT+D7HXM4P2SuK7r94/khy+sl8hL+13iiyWE8USn2 +O649M/ekT6fz5DVmp4LL+OfxmcuF520Twb2FdVzjwBX8OmPM/fjrHeb+fD9i +rhTq/1nwAP55BOaB/Pkb8yB+HUXmwXx/YR7Ct3PmoTBeJvY7rn8xD4NxNLHf +Fb19NTyfKPa7ol0D43Fiv+OfTxT7HT+OJva7ovPREtuPkfBYGL+TOH4xj5do +twkSnsi3f+ZJEo7jgxL9zuTY73RiP+KfXxP7UeF4Uzy4TKj/keByfv4hc29+ +/jBzBb9eOnM/GG8S+1Fhe1aBK/n2zzyAP+4wD+T7BfMgGLcS+xHXL5iHwHN8 +Yj/i2jNzFX/exRz6EfNwGM8S+xG/DrPYj4rOayT+rhbG0cR+VPR2oB8xj4bx +MuxHXuCxEvk4ifaJ43cSxymT43UTy0u0/7/G40x5HC8T+ws/PiL2F+65FeYy +ft0n5nLhc50C95ZwBT/viLmfhPsL9weOgythHEfsL1zdZh7Ir5PJPIi/XmAe +DONBYn8p2kP59s9cBeM1Yn/h2jPzcIm8mm/nzCP48zrmGgnX8u2WeSTffphH +SbSfaBifkjjfYw73CZnHSeQTJP5uosR+Jkm4rujt4/key+PziXj+Zro//4z1 +I669MfcU8sfAZXx7Zi7n6zlzb3guzOQKGH8xuR9fz5n78/e7mCthnMXkATBe +Y/JAGN8xeRB/v4t5MLwH3OQh8FybyUMl8iqJfBiMB5k8XMLVML5j8ggYDzK5 +BsaPTK6VyEdKbD9KIh/Nt1vmMRLtLVbC4yU8QWJ/EiXyOG71rOj+wvI4bmVy +g4TD8chS7Efc8Zq5J9/Omcv4/sVczrd/5t58fWau4NsVcz94v7PYj7jjBXOl +xPahHzEP5Ns58yC+3TIPlvAQeI5M7EdFfy4VFf09h0lsB45HzKEfMY+A8SCx +HxWd10q0BzgeMYd+xDxGwuMkthMv4QkS+5Mo4TiuhP0Fto/XL3Z4HNkE7gnj +EWL759/DK7Z/rp7bie2fH0cQ23/R2/GTyPvDuIDY/ove/wCJ7QdK5IP49mkn +tv+i/26IxH6GSmxHxddzO7H98+MRYvsv+u+qJbYfwbdzO7H9F70dOI7YSbR/ +O7H9F739GIl8goQnSrRDHN+RaOcuYrvl6oOL2G65391FbLdF5+X8+YOL2G75 +97SK7bbo7fjB/Xmx3fL32yXarYvYbovefqDE9oMk8sH87+sittuiPVTCVRLb +D5P4XOESv5daIh8h4Rq+/biI7bZoj5TwKAmPltjPGIl8rEQ+TuJ7i5fYTqLE +dqTaOb4fE89b0D35vysT2z//Xk5s/+vAvSVcAffzxfZf9N/1l9iOEu6fi+2/ +6O0E8u1EJrb/orcTLJEPkchD+5eJ7b9oD5PYz3AJV0v83QiJvEbCtRKfK1Ii +Hy3hsRLtKk7C4yW2g/dRsX1OBfeE+73YPtHl/HFWie0T/y7UZ6VE+1SK7bBo +D5DYn0C+PSjFdli0B0t4iMTfDZVwlcTnDZPIh/PtRCm2w6LzERKukdh/rcT+ +REl4jITHF739v+63S9Q9nUS70km0K53Yrvj7qGK74u+Xiu2Kv88pcdxn7i+x +/0oJD5DYfqBEPkgiHyzhIRIeKvF5VRJ/N0zCwyW2r5bIR0i4RsIjJTxKwmMk +PFHCcf65RB3LFdsbfz9TbG9F5+V8f8wV21vRrpDYHz/+98oV21vR+6OUyAfC +fVGJdpUr0a5ysV3h/odK5FUSrpbwCInvQSvh8RKO952ew+84C1wmkZfz+8nc +WyKvkMj7S7iS/z6ZB0jsZ6DEdoIl9idEwkMlXCWxP+ES+6OW8AiJ7WskXCvh +cRKO9yFNLvW74/0TsT3w90+wPaB7S2xHwX9vzP0k8kqJ7QdI5AMlPETCVRLb +D5fIqyUcrpvsTA510k7i+7TD7w1dIbF9Pwn3l/BgCQ+R+LuhEnm1hGskPEbC +E4p2vL/N8jBfzkWivblItB8XiXbiItFOXCT2U4a/I7pSwgMkHK47lFhX0UMl +HM8rJLajk2hXOon9Zx4Ev8uLor3g+jyk8D9qc6Hr01NzZHYmt0jzqp/mNZeO +eo6LOF5mH/P6f3wVhe+t1X/PVV/mo0b/779NFHuv2a5nww5Dfgd1zfHTbvVW +Mvf683/YQ6f9q/VKcvZj/mczo/fRnObLNbWyfJh32/Ww4J8fVbqb9nPkRQVs +358e3f3k0LDqAea///x3lJ7UO5G4b+Zu5gv+/D8co/9eOJv/6ryV+cM/f+A4 +1eh42fbW+R2wPydIHuE/eD/tYp765wOcpDN/9l8O+xlMq/+5vz193jrYz1By +qqmuvKnURuZ/4t1U1MRwvXZmPxn8XT1p0jPSb58czLyY8F/kHOPeFs19wMOE +32sx83///IEw+nFzavOAdkvgewgn+eI3lxs9X8q8sDmoadGENl1cjrrB9xNB +F4o/bHy9/hT4XBo6ujts/n1rd+aF+6+lH5+j8+6OmwWfN5IC/+THMv+zmfpR +ZKFdPOhFYzv4HaNo25j9tR4l9IXvOZoi/3w/tswL21UM9WkR/CO3Qlf4XLHk +8Mf7My/8XHF/eeHniqdasD+FnyvhLy/c/yRa0GBNwrMBw+F30ZH5n7wT8wZ/ +/h90f/2+p//sp0HidzdSL24/r9LKcq+bafan069hK1/tfWJaF/cm/U8vTs4k +80kRdp33tWT5wu8zma5s2tzh6Xxr5oWf1yh8D13Zdgr/10AXIV/4Paf8lc+9 ++7//EoR8E+am739UuUDHm2vbMv/vzf/+S/zLC9utjuxg+4/+/F76v7zwd0mm +Adz3c1P4fZPp+J/2NgC2b6Szf77n1swvTbYv+EpTaMF7/+id623Y5225+nKL +1ZfT4Hu4SUfzBxb8Q8+h/6VbrM6E7+GqsJ8ZEt8P5nNYnR7453O1YF74/WdQ +PLf/OUK/wO3kCp83HTyPyv9pKKlUkWsnecL+pP61HdP+4HbuDHZvfyzB+JfX +F44jP//UgYHgq6jv868bZmldmI8WjiOF/csF8jv+yi8QjiPR2+o5TR8+A7az +jxb+6Y9TmZuOI7/+7M842L6/4OJ+Fv6vkhYcuK268dER/u4xMv9zvJjI/JFw +HPH6k58E+3OCniQe3Zr3aDRz03Gk8HsbAfsZTEquTuax4zW66fiC+2+qS9Fc +O8ljx502b3Ydf+w7knnz/5UN+zT4HR/Rh+QmM3KfY3vIY8ejhVzdy2PHoyiu +juWx4xG66XhUuJ8TmJuOR8fg85qOR/i9mY5H+LlMx51aXB3OY8cdvp6b9j/6 +Lzcdd/B7NtU39KKPI3nsONKXq2Om/UyEepLHjiPopjqJXvh96v/ywu0bhO/Z +lnmIcNxBL/xf41/tZ4FQ/7GdlF1vWfAvnSLPzNj380sb5vOF4/IK7jj+iH2f +j7jv7RH7PuP+bN+e+Ujhewvk9ucR+x6ywAt/37/b8wPhuI/bN/1ePzT///d6 +xH4X/LspQv9CN/1e6PWF4z7uzxjhfA/3f6fwe6Gbfi/sj4X7mS60qxYs/+cw +dTSd8gauuXzN2fQ++hyhHZ6jgLg9i7p/Na2Hn8uOR7XguFB4/pBB235drdiu +Y1u2/VHCce03dx6SQ/R5YcG/c38dR0ZaNyv4h55HbvOuz5x3HY9fj2hF8JaC +f+hPhM+L/oyONXxR8A+Ps08orNSEgn/p0C+e0fBvgcO+BWI7eSbRfp7R0s3G ++MONMygmu7W9bdNWbPt/dqdyBvX5c5zqwPKF9SpDOG8Rj+OuXffc7bvk7+/n +ifXBc+7t/v5+3Nsdj9nx5O/v50Wr0JNhR/7+fuY20+67Oubv7+eNZeKGL5XR +X9HMgqP4xk/Yrt5Q9eObkxw7xv6VV7c5V/Dv77w8oOW2gJZ/56vd/t+Jgv6v +/Pk/510xf+VN/XFA51yndbHtYDsJcN7yimSfqhf8X5L+2k5Xrk6Kf9fsz/9G +Qz99w+oSbmf6n98r+a/tnA6M9Lk9CD/vG3Z8GcrVeR2N3fjDxna2Fzkfc7xc +cdRg5hnGfW8qtdxAExy3HLud8H+EXQdYzt37N8rIlr2yVchIyOg8WnZWVqUt +o5BEpEIl2SF7P3ZWHgl5kHaEJBlFSdKw9/b/Pmd2zvf3Xv+ursvV573f+9zn +Pufc49znnO9wiptq9zhW8NIXvM9L9T4ZMFLAQ8E8hyNVlqsZvcfQ7uZ/d60H +ejl9j44Zw+hzVqX8zJyyEbR4U2ho0ZfhlacXjvhWLRKcyopuFxNlKfCPBPHP +7wRPPcHwMZ3P+M5T7ASNL6abbzcwpzhkr7cLtNj8+8L7v0Movu/VEs0vqOpa +7bLPI4Ugz37wdnzJ5NuPGb4ou33R2ccHQUa2TeORVftSfHPH4dKvEtwebbZp +/nMTire+UOOH56LDIK9LePGNCT0pjuQ/DJ4e8HMt6cVwqGbdY+B6fvV15auN +KF7wspF6T/Ax4Dble2STZQz3hAKdAKpr93slW+oJ/Y0C197oR+673YbiDSfH +9Tsw6hSo1/zc0oCqjShudEzTwimwdrpl3ImLuhSvhH/qNfPa3ymE6UHDxaH0 +DNC3b94zfX1DQW9ngf/2TTGO4QzvWTtR+o0G7kZbA/6c/0P9kFkfzf8RDZau +A0Oik39THE7DBipwCUyv3cGN7S8jPavAzFdRfl2es3r5w9fHrdKczgNl4tsg +h/SPFIdq234eJIT7pMT4MLzr05ZjO5+JAdYjrbw2BbN3l8j+QE736hGDJzN8 +NxzIWNB04/vCrk6PKI7G5SLYMy4xvMa8DIqjaXgJNH7ezT76s5LisLuZl0AD +nZHbfcABisNZ+OoyiI67Hj/L4h7FDzVpt+z2hjiw6cvAJQ12MRyNl1rWLhqX +a7J20bhcB22h/Jco/hzKfx0Uq07lfl10huLlFm6BM09dB42gnNEUf6O3qa/q +wnWwBcpzkOZdunBeJYE4OF6XKU7mVesm0zpN2Ee+d5MGFsP5ORuMPmFYOPyv +NcWJPcma13bKbr3hFB8AFbccmI0883vwL5E+FFx1V/e9dpnhD2Pn5MbOWQsa +nH3d224Zw4md+WC97NXcIwyPk2bJhPebwcd7w0/Wd7YU+EeCHjY7E+JeWVC8 +hqPNjVsGO8Cqx31anAswpzixM0NKyvzONGf4JL0Wkkr3grqdOzbtZqMQ5NkP +6v5u0fNoOaD4+Pc+Oo42B8FYP/WTUf5sH4nYGYXdybG7rQdQ/IfUaovyQ+Dq +jzcJI/TY/hKxM3tHWuav8+xL8QPnNCvvKNC+EmF7rXVvihM7s+31s1w/7V4U +HwobPgGO1L7+s3tcN4oTO7NwiNb6a1mGFH+rEf/GSRAyr5HukFw27tsmaDp2 +Bmwd7jhz0+h2gh7OgvwqV6a2NGhL8TYatQVGg6oJwZf7RbegOLEbv9d/Wm16 +uBnFYbO3zoEh+b1apc7QpXj99V8OnjNLAml9+9r0fJpK52cl/NM2v/Xzp/VM +BT2rwNR1My1XrWtA8WRNd1ucBw++po5MS6tBcWJnxv+54LLIsDrFm8OFFAP+ +NvSfOD25sjAuMeDr3mU3a5dVorhm1ubGXgDevc3LPD58p3JC8fvEgo9x1S6m +f/hM8fhbBotNtS8Cj9N79p2+957ixC6FbnD96lnlA8WhmBMuAf1OemlRy9h5 +OGKX1mW0HjxmTBHFZ5yqJzV9GVj+qPG59ptciqNxj5PhV+A6igP+rfpVanb8 +CcVht+ZcAZV26B1s8/IxxevCjqnBYrd22m/97wp2Qw1M+h538V6eSXFXySrV +W38VPIH26g7FNa366FwDxScCW2t9yKA4bDb3Gra38RQn9nDS+8cmLWbEURwO +S6N4LM91ijeGeosHW6F+kihuDBnJcTQ/48FYzz5lzkMTKD4cTqwbQEeQB82r +RMEvpIFpGjOzWI5D8vJEkA/91FGKw2mSI9JngrMN3O/bfU0FToNajGjzjtjn +bFCa4Fe3ts4tsFM7xFfr1SlK3xzb4U57VjbT9yXrNJPa560CboDtcNUcbe3C +zu0F+lDw/QGPp2A7nOrYIO3wA8aH2OfrAt4L2+F51SYbn5ggyhMJ3AV8GbbD +8xf1X7vgURuKE/s8VcDvYDusF6OZV20EefaDT+d5fAO2w672GjvcguLEPlsI +uAm2w6tzRv0a8qCxIP9hYCfgedgOz76tmVeNKE7s81ABD8F2+ANcL/WF/kaB +VAE3xH452v6j9a/PdShO/PUOAc/C9rncSDPfqgn6OQvOCPggbJ+f61a0e5nU +bp8RcGQ/E8E+Lp7JBFehPUkADsJ8jsD2Ofqnxv78ojix24sEXI35WAh8yDri +128meIHt+bd+Gn/xjeLIHt4AM7m4KBPbvQRgW4vnXwn/TDCK3/n0OImHM6m/ +WC3w74f9gtOQinFvJvUXLQR8LfYLcR80dqyM4sRfjBDwZ9gv1IVyFlCc+Is4 +HR7vjf1CX7gunlGc+IvqAr4S+4X2d3l9En9x9A6PP8Z+ocMmTVyaRnHiL9wi +eLwb9gsF4/l5QvzFHQFfjv1C1m2+XeIvZgp4NvYLT2vx40v8hY6AN8J+oWVt +ftyJvygT5sNg7BdEnPiLR8L8nInn23phvm2C8zwBdBD4bMa4OA/r4fhHnOeQ +fHMS2AbxGGG+JYEWXL6QCdbBeZWC8eMUR342ReZ3YHjSI1WGo7Rbjk8OSJZ+ +RTwbrDn7Xfq9KcOLL9bvOcIkXYajf9NkuJUmramXDNw5+SU+cCDl7S6C4z4P +fBv9qzTPjdRTsqkfzJm7yMOppwvF/aFCg0GTrWuv6t1xFuhDweItPk7nljO8 +KZy364D5kj9n1vsxnPjBcftTIztPY/gTKOcWcOvVjMzNbk4C/0hQA5TZbYt3 +pLg+ZLQDFLW0fr2s1zSKEz/YdvK7r+nLWL8WwXWxD8yaaVL6s4q9IM9+4Hep +S99jw+0o7grn50GwYnSbBkZWUylO/OBbm3Oj5nlPoXhNOA8Pg/Ftbdb2XjhJ +kP8w0D2cmBAcMpHi0XBeHQVRcz2ODi4cT3HiB5t4/3geVIfhk2G8dAI8Xve3 +c87vsRQnfrCebyvVpzYM/wsNxykAfh3zPe4wmuLED1rePmlQ79RIih+FC+kM +WGS2XS/v9jCKEz9oOeFIdH8HVgfvrJn+x6JBQtGOgRsKLSlO/GCKbqvAuv4W +FPeHC/4cMG2fsvVcloLixK89mH3O3GoToPhtjfuyOA8uWO9q1mvBQIoT/9Lw +j13P7h1NKd4OrvcYsNzt7XC/jn0pTvzLUYfLg2c16kNxuFzWJwNF4GYP6wkX +6LpYCP+HC6DX4YZn51v1ovSV8M8Tr9ROSp9xFCf+KOB4Nd2BdL8rG6RB+3AR +RLQYbGPcuyvFiT+au7vJqS+NDSjeCuaDl4D2zgdVz33oRHHij+6ELA/4HNOB +4vNgPngZbGzm2bCdV1uKE3+kp7f4uENGa4onwoDgCujczTb70sYWFCf+yPze +lO2LS5tQvAnM79RgyGdwusPXBhQn/iggxDQsslp9is+GjK6CzlU+XNmfVJPi +xB/tMdDt5utZneLXoAG9DjaDNk0SY7QpTvyR/rBqzyauq0rxmnBfIh48gHHU +bzpexB9VdtvSzKjNd4r3xvnLQ7jv9IHixB91h/bwPcUd4Pq6AbbAvK+c4sRP +Xa8clQyaFFM8DOo5AcyDeVAhxYmfasnFG9J6hw0ngOPPll7uY/+Q4iR+Gx92 +o6Pp4xyKo/ghEayF/LMoTuLJpucr5onZoCrM75KA2UEbpwaetyhO/COA8zyZ +4t3hOCaBaMhfRXHiHx04v5yN9x+SgYdAvx77zbkw34yiOGS/R/Sb2TgOkfuj +rzC/k+NovchxtC7kfhCyWSX600eUvjnn9x+BH1qa/rqDz+vWGTSyJufHHlE/ +WHjC+lVyxCqKx0L5l4GFM1M9Kk1aJdCHgiFuxbM8/oRRHO0HrgEWq64Fdo1k +OPGDZo5jn31yYPgaFLgApcKxUkalMIF/JIj6m+C/xnglxR+hCQFmjzb0qrYo +lOLEDy5dYWH643QIxTujgQGx1v0/1P0WLMizH6z7pn7SZTjD0f7kAdCrUsGE ++DVMP8QP5h8o+BgZtZzihVCcQyAjNOl5kg7DiR9M3tknNFk/iOLhcP4cBRsL +XHr2XBJAceIHXQ4WDXHO9ad4TyjocTCh0bxLaV5LhP5GgQfdzYdY3PCjeA5c +RydBwf4WmQVjFlGc+MGvMw0X24X4UjwI2qszYFb3hfqx730E/ZwFjRYcWWoU +Np/iDeECjgae9vFOZm7eFCd+MCQp0SUgew7FPaA9OQf+qPouKVd6CvpUgTaK +X2/n359JcbR/qwKdX+3rfXuPB8WJH/z2tUn/i2vcKV4HLsgYcPV2ftHAA66C +/mPAgaNKiyNdnSnuAv3gBfBzt1HfqH3TKE78WviYCb7NOtlRPAZt5IG49e2/ +FqVPFsbrIphW+XGv8oETKY72ky+BBv6dfrjZTKA48Wuty3S3mV0YS/G20A/K +12kl/LPqmuWlSvfY+CK7fRlE9NF3ca1nI8yHOBDa9KDvkeojKH4WDkwcqP1u +a3HqH2uKEz/o1dNhged9C4pXgXZVDXb+TfkybvAQihM/+PdzowiLyoMpjvbD +r4Kac6730HUypTjxg50bpO4s+GNC8Sg4Ha6BYQYZJo2uGlOc+MFLvwxbJTVk +5wz/wvMA18Gn6+HVJwxg5+iIH4wqWOjZ/F5niuvDOC0ejEwzeLzSrRPFiR+8 +O799pXon2lIc7c/fAJ88E3LaHm5OceIHo2IbTqhUrQnFA+B/uAEWH4j3GVe3 +EcWJH/y9QBOX1qf4UThREsCysBotd67SoTjxg04n3vW0jNSmONzGsEgE9bh9 +lUfUD/p18rimY/Sb2XO87/Ea7h9+pTjxg7FcPPAIdMB5omWtGd4fv7+lOPGD +qXBf/RXFR2umm2kymM7V6R7ReFIXzluG+0FGyaA+lP85xYnfvAXlzKE4ql+k +gAtcveyRkIdmUvwmzkOXcfuxj6jfvMLlv4/AZ+xno2AcpaY4dO8GaSBcoIdl +DZt0UIXLKx+B+fB/EPPTR+A0FF/uf9+hAEKGo38zBDwPr0c5ffaQ1tKvSE/W +oxwPGrSuif9rOf8BiUG9LKfcluE/YTxgC256dx0za2SEguAkHqh3JCZ+T51d +FEf+3R+sv9Li3pfinQJ9KPh7rPnU0y4MR/56FTj6z/vV+m4MJ/HA0X3jlx87 +uIPiA+E6jQCrdFNLsux2CPwjwVHnxgEFY7ZTfDWcV9vA2s86G17/3kZxEg8M +NilatPzdVoqjeuJuENd/xqh7+7cK8uwHTX9quwVGRlJcFy7UA6Byc3OLkO4M +J/GAk2NBB5PizRRH/ksJdD9s0fUNZDiJB765tRrfzGoTxZE/OgKi1ui0Niti ++ifxQPX9UxouariR4si/HAfudsce3B+0geJ0f9i18m79W2spjux/FPiTmXCi +rArDSTww9OuxnERlOMWRPT8N/jQe9+Dyi1UUJ/GAqallz+t9VlIc2eezYE/b +E+qlS0MpTuKBCR3N1qgsgimO7O05MPx9aa24gysoTuIBkymnO7xLCaI4sp8q +YBnR0cfBP5DiJB4Ia/0h9dO9JRRH9vA8WBQeEDU2d7Gg/xhgGXWwWb3tCymO +7NsF0HLaA/OXR30pTuKBpq6qJyaF8ymO4m0p/9VO7+mpw3ASD7jdMTpitNqL +4sj+XARh1Q+N2vBtNsVJPHDj8+R+j4I8KD4MKuIyWDDtaI7piukUp/uutfYf +Lf7qQvHd0NHGgaG9RxR80WJ4JfyT41PVOG3uGooTv3/q4PuwOL1pFEf26grY +vKnXWu8Qe4oTv79ieL0A5dqJFDeHDuAqCAIv3K+OsKU48fv1snZs/0fPwebh +evE1UOvJghbBTW0oTvy+b2a3rCc1hlG8DJ9bCE/9o1sSbE1x4vfrwLrSEIrD +aRsYDwznTKvxoVBBceL33X9qj/5Hz50SPd8AdfWvHOwfZUpx4vfHb91exb+h +McWROb8B1oz+tquBMTuHT/x+uasmH9enODQDPgnAJ3uMckyLzhQnft/m+s8W +W552oHgKrhtOzanimP28HcWJ3/9SWbPP0JziaLwSQZMWXyffD2lKceL3975v +282/cV2Ko/p1EjBa8vJ7XmMdihO//ybRZKHarxrFLfD+6hjdGyOTF2hTnPj9 +o/B8ThWKozA5GbQ8cXxA0cvKFCd+vwTy/0r9Dpwmjimgrurh9xzPTxQnfv/e +u5HD7XQYjurjqWAorD9+pDjx+2dh/PCc4mj+EL+fR3Hi90Uc7f/LcZJHz4P7 +GKkUR/MqDUzl4pA8XOdNx+dwrlEc1ZvShTiErGsSP0RTHKWtN8FqGJ8cpjiq +T4nxRh4+5yPGD3mgNuyvPB5A+/liPFBI9cPjBXjfwBdUyzHIfv+J+OUCGicY +CHhzHA+cjY3Y2qqySB8KTgt4LI4HXg/IV2TV305xEieUCrgBjgd+fvj71vnl +VoF/JPgq4H44Hqg6cUvrxPWRFCdxQiUBT8HxwMLEQ3VMGmwR5NkPvAV8DY4H +xuod/wsObaI4iRNGCngvHA9kn7u/Zb1NBMVJnJAp4I9wPDBl28VJNx6spziJ +E2wEfBmOB/oXTCx/0GcNxUmcYCTgnXE8EOtSf2/dIasoTuKE0wJ+B8cDqqlT +Gj+fEEpxEidECfgAHA8kvrrj03vVCoqTOOGKgG/A8cDOm5Osn/cIojiJE9YK ++HMcD2xu9dumodkSipM4IVTATXA88GXePMs1z30pTuKEVwK+GscDj+3ya6UN +mE9xEifcFfA8HA/YZw+c4ZHgSXESJwwX8J44HjgV8vXZv3APipM4Ya+Ah+B4 +YM/jHzNPNnShOIkTNgj4Q+z3679+eW/sUnuKk3jgVzmPo3OAot0ooHHFqeC4 +qQq71ZTeEMcJDkkRR7WDbClO4odRAh6E4wStBWaPN7iOoTg9/+PD41k4TlDB +82/WFCfxwx4B18Vxwr0r6uYOfxUUJ/FDooAPwnFCPsx/+1GcxA9JAu6B44S5 +8FxZL4qT+MFOwCNwnOBW7aXerGh9ipP4YaiAx+E4YTQ879GW4iR+6CfgL3Cc +EDhsdPaFAU0pTuIHewGvg+OEBOiPalOcxA/bBLwfjhMswUM9t2pVKE7iBwMB +d8Fxwmq4b/Cdzh8SP8wT8LU4TqjV6oTulJGfKE7ih7KWPB6D44RN0C+/ojiJ +H+YJ+DMcJyRw/r2Axg+bBLwG9oOG3P5DAfWPH2vyeG8cJ3zeUPGcQwGNH3IF +3B7HCd9rVvT7BcDpP3ASJ4j4Wbz/IOLnuH0JhleG+3sZwvmZAnxeTlzvheDd +r2vSbyrY3TTYPv9AFMWhmKZinaIQeDb4+PD18WQZPgnX3xe2XhUfb0T2mQtp +/DDuiO6c0619Ke6D6+/uH9vMO7xCpA8FvhGjSowMGV4P19+3O35s2fKvN8VJ +/BB2wvqPRWAFHNffDasscNN+OlfgHwkMh/mOyBrF8I64/j6+cI1NfCNPipP4 +oURRsspcMZviPrj+fiqx04VdBjMFefaDGemvtE9GzaC4M66/V6nV58JSJbtn +Su8jfGmen3TXneLVcf3d9pL/3mmNXQX5D4Nn38ZfXXSZ3Us9g+vv/nZ1Fy9w +ZvdbSfxwYsyDlkGDnSg+Edff2yVdbNU+gt2XJPGDzY73fRZct6P4b1x/bxoT +fC1DbzLFSfygBcKNfS0nUfwwrr/7jIu4vakZu0dJ4oe6JsWXQ3qwe5edcP19 +TsHDzQNHj6E4iR9ah4beuv6S3Z9dguvva46b3jm3it2XJPHDl5md/2xeMozi +Gbj+/rjBJ8egZ5YUJ/HDbu/dNfUTLCjeFtffjYt3vhh5x0zQfwz481NzDmEw +xX1xnd3l5INjQDWA4pXwz7/MLN+RqWzcSVxhBOvmphRPxXV2V7hvb0xxElfc +u7W08dFd7D5mS1xnv318eVKDvt0pTuKKhNJyPS/tbhSfi+vsc2atMMpb1pni +JK7wg/lIR4on4Dp7VvjwxKcnW1OcxBUdH2XvLD7WiuKNcZ39S/tOTVJqNqc4 +iRO+W0z1fm3TjOKzcJ39EszvGlCcxAmZw3LjF26vS/GruM4+kTu/XUjjBENY +969G8Rq4zu4N9/O1mJw4TqjE5bOFtM6uDc8//6D2jcQJR7l9+EJaZ7/k+yFS +17Cc4iROyN+u4VNKcVJnH8rV2QtpnPC6ZsU6eyGts2+C+XgWxUmc0NdVu9vc +G5kUJ3X2AG5/u5DGCalcvlmI60FJYB3U/w2KkzhhAJf/FuJzfUnAi6ubF9I4 +gfdHhXi/MVnWbs3tHt97rEgDz/60GBNzlck5MXVsorJ6OmjfZX6tPvOOURyV +kcX9+UKgpXXmyvzVYr5cBPw9HvTKjhbz3BJwb2G9u1FBagEvA508gh/XuH1V +wF+DJZO+vPBoeV3A3wKPDn38CvvEy9ol4y7il3FdXsnVoYqofyzWXwli6ral ++DZcl/957XxH4x5tBfpQ4ALPvetRfCauyx9+9WHOqo2tKE78ozO8z9Wa4sG4 +Lv8ansNvJfCPBLWMbML2aregeCauy//+fuPPKbNmFCf+8RXcH2N4G1yXL4f7 +Qk0EefYDn77vJmcaNaJ4X1yXd+LqbkXUP772UIRtt9el+DNcl7ev7HY3f0ZD +ihP/mN0r5s/RyAYUD8V1+U+wv7UpTvxjM3jPogbFu+G6vBZcRwwn/rGscsVz +QUUgC9flNz/QnA/Xpjjxj+9gfFuV4v64Ln+046bcsvaVKU7841ruXFARqI/r +8u8PaM7D/KI48Y8+8B7HT4ovw3VMcR5Wwj8JuzX3Aph+3HEd3wqeq/lC6Yk/ +/Q3vxXyg+CVcxw/n7q0UUX/qCO3Se4rXwnX8WNiv1xQn/rQDbPclxZ1wHd8T +8imgOPGb17n9wCKgwnX803Bd5FOc+M0HUP/3KV4N1/H3c3XJIuo313LnmoqA +Ha7Lv+fqm0XUb2pxeUQRrhvGgd+QPoXixG+KeCVcl0/hzv0WUb+Zz8X/RcAW +1+XbcfuNRdRving0rssHCPx/4/p7AVcnLaL+UZw/pP5esqGifymi/vGMwGcc +rr+b6/Dyb8P+btRGnk8CuoAKDAfHzD6WflqYV+J9mSLgdl5z81LMR4r+Y5+z +EJyMCak98IzcXyjKSqZGVhb9SzF4oGdz7I2tmAeVgNkTz3+2luVBZeDfmmbm +B36Jcr4GkfGBG3/YJMj8iP7XwrzxSlHPJWDO2W2+aafF+6dlIHxJlb1+Yy7I ++B+ymJvc+cM5mfxk/sToHxll3fEsxQfgujBffy+m/qgmrO/fo/gwXBc25M7p +FVN/NICLB4pBPK4Ln65Z8f5UMfVHe7l4RpIT14UN/6c8kcCLm8/FIADXhdF6 +jKU48Uf8OioGt3Bd2Iu7t1JM/RE6b59N8Tq4LuzFnVcspv6Ij4uKQQyuC9+B +diZRkP+wDCfxqjhe9rheLPI3gBt28nFMxvGwyCdXc23aV45Xwj+Zgh6IHzTk +zlUWgyq4Hm2hw48j8YNHuXt5xeAErkeLOPGDqN1TTG84T0zh7EYx+I7rzvy5 +qWLq72I5+1MMVuB8UMQP4fqyOxd/FgN9nN9lCvOKnq8W5B+B68gifhrKHyvT +829cbxX7C3BdVcTJfU/RDqC64UmZHUD4GZkdQPtv0TJ5vmI7L+JO2K+J7Zov +LF5bvZZoZ8rw+aXzsnYdB005fidAtD8l4E7bS8OGT7SV8bnzRm3UrvJMGZ9d +Lzfk3Sn3kfFxw+sin7v/XobxY0DrhyYuPS7o4QTet1RSPsiPhMjkQeeOlsnk +QbifTB4Uh4TJ+GyA+BoZH4RvkPFBeVakjA/CN8v4IDxCxgeNyyGZftD5qz0y +/SB8s0w/ZF2L8vxv/PV/4CXUj4h8/jf++j/wt0BLt8bVRT5iXvYWpOB4L5Zb +1+zdcrHd/42//g/8LdgFAymVrN3G+J64iMdVrehPGf5f/dLH/vR/04eCDM7O +vAVOeP9TpO+M/eb/5hMJSjg78xb4Yr/J5+lvwSic74h8iD8V6ROxPxX5/5c+ +jWHceADUM6p4D/ot+IDfQxDxBLyfKfKZgfctRTwR518iTvIpESd+XGz3M/Y7 +In0I9i8iHo3zIBEPwvuB/3tc5PNn/O4rZ9fYxoEePZq5NO9G4t4SYKl8fy7w +mGi3y0DkR0WVO99E/DXwOTjMoF5HMZ58C3ane4/rN0rEpTgnpc7jxtuSZOu3 +5ujEYXM3iXFsGdDKXnwpZZ0Yx0rryN5IXy9czDffgl/PX2z3C5G3S857iO12 +6R3xbL+nPK7esOOrZbUseVz9+a/DSa/+8rjafnpig/v7xHbj8T6S+D3HeJAB +f0Q8DePid0gzgTH8uSnDLeFPuowP+lfOB75P9SFVhsN/lqfg9+Sn8ni8HEfv +4cj5fGxx01P/rFweXfj+lVweJ80zWp3EfmWjd2UNM2Q4/KftHRmO1peIk3PU +mTIc9VdO30lD3vA/6BV3BT0QXE5/G47jXbDgQsMHS187YhzXA+PvCvR5VB88 +f4wfEPnj/Qnne/8bXy6nT7Z5nWTTLet/08v6VUDl2cZ976CA9vd/4s7yduE0 +efAf8rf9D/kVcnya7z2rpntFvASNb7o4D4vAsVMGnjdbiONbDD5rBw5xGntL +xsfcKbPp55XC979oPUXkg9/DfHBbhu/aKf00F8e3EMSVKNca+Yt6KARzNW5n +kdivIsxfnP9FwEPzUyzKj/MshSh/MZrPKnE9lqD3Rizl9GjdpYDUNOOCeiWT +eP71RT0XU7sh4khOOQ71M/U/+MQnCfOwBNs9kQ+Ou+LF788WAqU67GMLHXGe +F4FxjhZL6nQS9U/kF/VcAjTkLy+I+sFxnUIlw2G/dp783/TidxMofuA/8GgZ +DvXpIX5n5L/eySf4IYrD90bP4/XlnQrMrf9datXPUAHnmQl+9yV+M4i54f3M +0uSwgrx3RvDXqsG37245LuBKcOhR7VvTpm3k8banwMxOrtVH+tgI9CqwsPKG +lE21QhHe+CrlU3hucaOQFHKeLZ62u8OqW7ht0B6Ev79B8U5rV6wpcT2ogM9+ +DkikfKw/H/PwXj1f4KMEW7Mt2r6+tkFxQkM/IpbKecn4StcBF8bx9BIesyao +QwcbPwV8B9OD4cs2HAi6Z7RQkF8FWjnbOu1MXyC0qwLfnju0zjw3WQHDvLvJ +lE/1/eb/Wnrj82zeFwH5d3lO3WOJF/A5qLZ4n0D616h05OKSgwE8f4n+7+ku +hgW9J/C4RH8goIFP1Q6OCvJOOtHD+4O/Li3TMedxSZ77uwu/fG7aR9CnCiRD +/bgo4LOQTZMpn0pj1l+uXnWlwF8FRgzWSnh7fopio0ZxmUzOsG6b/Q5ew+e3 +vRKonNeuTgS2TybxfCT6yu2vrWg7dTDSfxiT89HPuukrvtnieZVM50OLQa1H +tg07KOBKYHijPbhWup7HJT7t9p67l7RsJeL/lskfefDotIGm9nhdpFM+fwZ1 +aH7y3WqBvwq80EkJ1I7zVsD3N7smU/nd+89T+mSZ8PQVcPhcpyKZ6uHyfb+T +z5cOEuRU43enByrI+7akv75PPz2bUr5aAe9LXE+l8pxt9F79J8AD0e/KoPRT +JuoueHBqicBHCeaoUs7XNF/F45J+bI719KrcKFgB/cGaO5T+wIyObl8C/QQ+ +KtDfctRti+LZCviubqdblI9XQUibwI0reHpJD7YHTWd8X2GJ12MK7a9r/dbv +anQcIsijBtlHIx79KrdUjIfqwf2dGQ96DFrepkA5mqeX8IjRe/RiBxgjeRrf +pnL+ruWqbngOj+/VZEpfycAfLNqBz5n0xHyaJYMykxn2E6N7CP1l78dyeDPx +felMqv/fsz6O3bwTn5/5zvC5d4fodO+8UKBXgtL00V6llzyQ/Np3qd7mzHtQ +b+tXU55e0vOIx+Z3X37E53ne36N87JKCh70cMhfNk/23qD5vzzP0fJyqENpV +AU/3Lt03tB/O41K7HZo8nzTGqj/S22DW7q1nOxWlDtN5epF/xG2q5yUR+RdP ++HTD6+sebbdzu42mk5pPVcB3pR8wPVeN05ntUbUDwlfepXq+4/9odMHuXny7 +Ffjz/UoACt9HGQ76hjwu8Zmpuph79r3AR/KPOsUJn1dMwOdVCu5QnB/3LDqO +a0pUBw7cXY769YfhemXJ3xd89xHolUDfykDq8QI0vt2zqJ6/HjpzeIr9OJ5e +0vP4xwH6Hj+8kR8Zc5/yyYodun7ZGWdE78/0n3PO7EqVeCuhXRXQ7jKw2j5b +Zx6v0C56Hpy1e+DNoYdtmnkL8qjB3zzNd22wv/C5R/VP9AP7tTWL6p+8X83N +H7peevP8JT7KpdW3ReWaIL/Q4D6V37Gquq3Bv7FIDxcZn23p3+sfedVD6G8C +iHJ0Sx5aGZ9fipCPL0dfgQ9s980jqofjlw0kT2Ir6I19RwPa/+r3qT6JHtA7 +2vfpfDCwcZw/OFGhgPHYPUYf0/HY/BXAHOEXGX1WRB/dtxYTBD5K8PTnriYr +ykYh+5xwXzYuHL1m/mxbG/rhtAXyOwWMTy2Ht6tedZko8FeBdpVWbhqyl70D +Q+TZ827Z4H5O0xXQXe9g/Ik9h38HMPrtds43JjosFPgowfcEbZfIMFsel/iE +HP5tkZ8zCfHPYPI8ehwx12suvof+nfEJcrlnXRY6B42L9X06f75Vinlc66mh +0K4K5OVa2Fldn8rjkv5HzL7/48E0BeLThsmzLtf1XOVfdmjejr5P5xWKE7ry +fCT9F3waX6vbJaFdSR7HqcqklKSe2L8/oPr5u31UiZVhEGo3iOGhWrPM/Kph +u7GLyX98WPVKA6aOFfgogUVBkhSpLeBxSf4jLXfvbnjKH62XY4x+tvLBEe0l +TgIfFQgxWS+5JFfUbpMHVD87LlbpMPy5A5o/asZ/B9gxqVb6JLyumR6Q/enE +85f42DjWnV21pz2atw5MP6PCnFvPedZDkF8NSjXh84ypCL/M6Mm6g98veZtN +x6W730IpMurP86HzYQCSP5z1t8P4vBdvRjih/la7T+3ABLhejAX9JIBW2RnV +Oo82VtRvIP1UJus3FZxR7ti3dZcx0rNnjhDvdUJ2NZWNr+6eMa/73R2B7Ezz +HDYffA8Y75wzXqBX4vVojehnyfUDv8uyg+FX4HfNuvN8pPHa8CekWmHmOIG/ +CkTD74L1R3y8cmi7h7TzqlhVn4zsWy7jM+nUq+H/Jk7E9pDJr4LfWZuE8M4P +Kd5uw8gO66c5CvRSPLnNq7uJjyuyP0Y5Mnk4eqndYcNUh7+smopw5UPK54ej +5dy1yc4CfxUIht81w/60TQ7VD7HPaF0zfKbNrRnL/bsgeneG6w9//vp6aneE +h7B5lXm/00XXjQokv/VDGX9OngrzAbabzvqV1O3fnKKFk9H8bPSI0o8qen/u +dYqVAv5N9hslffZT2B3fPM4d8TFgeMTaETu6b5oq0CvBo+RXkf2aTkH0Vg+p +fn7i/JSj1+RZmnDSEOttPOPz5N1rY/8moxCfGw9l8TzfrjSOvtfXTDxhgdZ7 +AaP/efu8xW47KzSfDR7J+EB96jB59G033k3ZbYPzRNbflb0THxhut0HzeTfD +n2H/CPmYMXnccX7B81FiP2vB41K75q1+Nn/SzxqtiyRGfxrGFeORfsIeycYX +fY+ByVN/08GavX4NR/ZhKeOvaDCq3303KzTutR9T+gvd1l55MdNJ4KPE34mb +jPR/hPXrEbS3Jjy9xN/4dJPN6VuHIz30fUz5+J3t6/ty7zyBvwrPW3PEX4/N +Z6SHzjz9f/VXoq9hkWZg8qAHj1fwy6eh4phdrXJd850pQX4JbwbtrQWSp/5D +ap/DzkZ1Lo7qx9NLeJHh5cU2eUZoHNs9pv2KhHEd8XdMzwn3z2m5Bs/E/pfh +IV0af+qQOE2gV4LP7R8YvVbNR/GJ4jHVQ1Cph/8pr8k8vaT/C64bLZbsccf+ +l/HpBOezo8BfBc4Exq0I6TYd7w88pvo0k6L2jI2W2P8y/uFVDZp6xQ7l+dB8 +Da93ogeaHw0S5FQDy96T8l/lC3yonzXHfpPJWamrRs+OeF/oMR0v8p0svl8J +wO/owMCLLczQPKzymI7XrxTP/tb6xjy9hD8eHZj24y/eB/Al/UoFXafWtrXc +3gvhE/E74mnp4AD0U12wX2PjSORHfvYJxQ87Gnil/lyI/SnTw+Bf7+YnX7EQ ++CjBrmT/fZ+dxiE5VzP9FGcNc2s6qD9PL43LmOU9rr/Q7i3wUQGA1zvys08o +/96ff9i9WxiI+mX+RNB/exxXPKHj2+hp5cnZOc5I/hVPqPyh2N8hf/qEtjtq +gvOq3/Z22I8zOesrir9sshyF/RTTT8iW1lXHzMbfFc1m+J+cki3Di4IFeiWw +LTKsNef2Ch6X+KeNrtnkx4dZOC9m9CXvnIv9O7gLfFRg0dUz7yJaCbjU34ig +aQE2S1zQPIxh/PPHfLUbP3y60K6a5jVwf2nNEzoPo+B396x4+gr5JtTbMyZP +J+j3pyH9d39C5+fV0vve7zqYIT5mT+j8HLFUNcBDBwj9SgDRMC6y5nGa/5oL +/U3l8Sw2/z/D78Ca8vTS/F9t/nbQWY/eClgmmMvom7tea74joRfC21dYL/df +DuueYYDyzeq5VM+H7f682epkjOxbq1w67tHhM93XVML7tFYM12lc6/qNoXh/ ++DrTv1bPvn9uPRwn8FGCvTB/nMjj0jiSfU4Iz2P0Xy5ODlqvmiDwIf7Oiscl ++dftVYSt3t4Nx5+MP/rO72Bsr3LpuMTC7892EuRRgxjVnKq3/5mi+UD4SPNk +JMxT8DurY5k8JB9BeTTTz4f0VcmzrrvivJ7hOypHh+p6uQv0SjAE+lmcTy1h +/SLzgaOX+mWBvx8K10VPJj/pL8r3Gf8HbX4dNtXyFNpV4bi3H4//Z7uMP9oH +YPJ4PdJd1fL8WAX83l4XpmcP+N3JbjwfSZ9k3KGcRJ/Suvh6xCWi16meaByf +yNcXLz/jjz4jyPqF7N4Inr4Cf4h/ZeuC27ch80HEqX7E76zl0fEdtTq1cNy6 ++Wi+HWL6RPGSFY7bGf1Gp1lbskZ4C3yU+PvF83C+w/Tv3vLWvXrfh/D0kv4/ +eD8M73J3Po7bGZ+3tZfMeqbjLPBXgWHjTu/uUAvfx8xg42IH8zsrnl6SP8fg +xCrFI3scn7N22wz5o5y2T5C/wn4Uh0v838wK2rdp3XCkhy9sHC2w/4XrxZjJ +2baRkeeiz1PQPDnFxnGdtW0jlxqCHiQ+ORtWSBGcBY9L9EEPvdeN9cD5RQ4b +xwAYnxgheQLzhPHtjdp1YHpAdmYQzhfYOO7t61ZtGpiF8xGGH99YluZk6i7Q +K0FCu3Frnx7E+12NmN7y4PfBDXh6Sc8+DTOfPPfF49iH6TP17dgvXnpDcJ7C ++J85dr1tStfhQrssL6sM+TK9hcDEcgjOU1i7H5t2GfXymTNa1xPyZPqH+F0m +v6HTYNXteQDJE8HoUR2nI47bmX72/+ze1szYGudBTylepW7j4+WVcb3mCJOf +23d9wfpL7AmHS/JzdaUwNo6oLontQN+nlM+4wOmdgb2jwF8FdLi8hvEhdgDl +BU8pntxsUuTZNhPxfjKTxwN+Lx7nWRNZf2G6M8EX5yMMv/Ykc6vfNV+BXgnc +Lw9rlu8/Hec7T6mcnJ0h9FK7Y0d07WeT5YXzEcZnzMDk8Cbe8wX+Kvr9WQ6X ++uUavuqK9SC8L+TE+NuAQNuhfz0RfpbNz1ewTtpTkEcNlte41rdk+wi0Xro+ +pfSmU74cXTx4MKLvRNpNBecnzrzTPEjgI81bT/+Qj7tvDkD4P2a3mx77c8fs +UFecv7B+5eF9DBSfMz3XUtsFL5vsjfOFZxSfYjP5wrI58wR6JVAs+Wez/vI8 +NH9Ucv1w9JJ+rHCeheL/Z5TPmpvDm34Y6i3wV4GNcD9nOJoPKqY3VC8W5Jfa +nW2V6T3+20Qc57N2U/qdHls+fJggjxrEXm1ZfP/+CB6X9B89q8FxmwfmSE41 +0/Os9rpP3Q07Iv3cYziJo1De8YzK3xHnoSheZfoMitVscOC6YTbDyfev4Xdk +lz+j/Uoztzf+2Hq4wEcJZuc47zZ3nc/jUn+JfuA8f8f6q4ZxOz6X8ofxQXGm +m8BfBbbHZVx5s9aZxyV5SJ6L8hHW7rXPKyZ8/WYjyKMGj9Sv99aMtEZ67vGM +6rlO2KfOhl2EflXAUT7C5EH7ALaCnEJ+EfCM2luu7raXrSO+7sbon6TuWl5/ +Zj8cD+ezeHXYltGmo6bgfCGf6qFFvn9pt3aWyP7PY/TFF1/cWnfEXuCjBH0O +GCwqCyT5AtPPPbz/xtFL+ux/p+2AZw0ccFzH+PTP23FhdcRYgT+JY4ei+Z/O +9Fm3fe8+7TyseHpJ/vZ7Evf1z8P7Gz1Zu98k7/vYR5BfkrMEnwdAeUS+bP6j +uJfhnF/Qyqf6J/VHqM8QJv/7baNzFvcl8UwB1ef0Hr4nLcfYon3URgw3+rg8 +bVtXO4Ge7C/Z8Djdt7dCcpYzPVyr9SX57o8+OC5lfEaXn5pnXs0Z7xszPRTW +PJtp6txNaFcFwp0212k4xJrHJf7N4Tzpg9rVZvKgOGc4quMk5NPxcrVovXLJ +0b48H7qvbs7jEn01WNdWYLvN5CH1MjjNq+XTeU7qvLz84neBCyj9mbALi8+d +xfIYyXE4vqPY+JLzdeh7z2y8iB+BsGsFvG7PqLMZeB/DmOntQ33PDRv3Wwt8 +lOBhv3ZVX09yxnE40w+p+3P0kp4zl9w40Mh8NFoXaxkfZxwn8PxV+DwY3m9s +w/TshseFo5fkHDDbaeiDsdi/WLB245scOp5zW5RHje0qjiu0mf6Jf+HlYTi0 +5/vlONS/F5Mf7T+TfRimZxIfwnavM7w892Jt64xxAr2SxntQnAOsv++OdWta +84XAn56j64jrSqy/HfQfWp4cib8Xk834l/S51WrYZVuhXZWwL8TanYvP/8B5 +fpa1+xvvo/LysDoU1KcXG0dyToajr7DfyMsj2LEkJmdbXJdE37Nn+kT0rmhd +f2c4UERW1p3iLNArweEezw+uqmaP5s8F1l8yXhy91N9QuP+P62UxrL/EPqM8 +4rnMHvLtqqgf53Cp3d2Z+it+GY9H9raEtbtip43LoyqTEH060xs5b8bLqQZX +YTxgxuMV6FEcIs7bMXjfhumfnGOB+iTzp8J5M15+ti8B7e2cIoqTeg3ya8/p +uPz9dqnw6VRcN3zL9LBZt+DWu8UT8L4foyd+geejpPEqyneYHsh+Gkcv6RPl +iWPwvh/jU7nqjOSi7nYCfxXwhnH+CB6X5GwToknIRyO8ynOqZ5IXo/1A1i7J +a3h51OAcrDsPQ/ovEec/1n850z/JZzk+FfZP4Li8k48LR1+BD/x7LOsv8l+4 +vryB6d8Yx1FQTiXDq+w/kpXrRfYPn8vGkeejBD47n5x5+GUaj0v6eR/+wO72 +RXzeo6dcP2g/k/HJ173hazx4vMCf2Ie+PF5BHijnFtbumUr3e6Y1c0D0dkyf +xL/zcjJ5OLxCnYvXZwKo1LT+/uYrcdxynMnZpdvgVtPe4HnblY0Lv+/3XJgP +Ai7RT2kTunZBw+5Ib+0K//c6bf6czofOMD/SR+s0lY1jqzL9DOMvON5TM71x +8XYq0z85D4bqg0w/5BwmR6+JB7i6WCHls0i/24F3rVwF/ip6Dg2uo71Mz2Rd +cPQV9o35dtV8uzeYPtG+Uy/FPUfzpTXPyvWP4oFCqp+3F1t3qnNqBtLPTyZn +m1rGvsPm432JdEY/yeJE1uKdjgIfJYDH7qLdeFzSzy5s/9E8fEHpkb+wF/io +sF/G55Tusf5y5+4IvSZ+wHE+1KcDa5fERbw8apxXmvF4hXo61MNNps+Lnklb +unTGed8bJue4cN2a1j2cBPmJfzHncZoP4rrqjCLZ/Ef7Bi+ont9pXz0Zfgvv +d+UyfNidyNfP2tii+C3wBdVDy6k7DlqsmSrwUQIveA4Zn2tazvTgrD2vdpWx +Cp5e0pvRICNDl1gXZFffMz4x3P7GC6qH4mua8wbTEd7ghWw+c/T03PVUNB8y +WLtvznet5NDURZBHTeMKDhfjrrgXMn1y80G0P4vkOHL7rF/TJ6c4nvlDvqtY +RPXf5kvOmQHpJjh/ZDg59wLt0hfW3zfnPxzNrW8i8CHnNi2RnnWKKP03WJc0 +4Okr1PVQXsn4RE24UKjoPkTgr6L9gvQWL6mdRHWfHvhcqFxvKK9k7ZL7FGg+ +s/5q928x1KjyGNTf0Qwn51F5eiXwwPsJyE4yOW2XNWvY7NRonp7mO/g8rSvj +cwXK4yDwZ3zQfh2bP1wc0p/pGZ1/wHozY+1qX6i8o7TRFEEedg6TwyvYDVQn +YvLE4Po4qr/I17tGz3uaFcnmIaovMH2+aDNv8oAGbmi8whjea8P1B+tne6Dx +ncH6Rfb3eD5Kev+Iw6X+joLnSPH6smD9/R5db0H/5b1w/YXxiXtiPKvfFQ+B +vwo0i+/Q/cMXbG/HM/3UveY9pNmRXjy9JKfDF4sjgcuxn13E5Mne2NqjfZmN +ICezVxB2lesN5eNMnj23HUsmrXZE9BFyepSXMX2Sex8on2U4ybN4eiUI+Ogy +/8m7mTifZf0aj/0CR0/XL36fNpvxsZsRqNs7Hp9rWsr6O3dafjvT99ZCuyqw +zsXqR9mm6TyusRtL2++YexSfYzlbQZ9f5+4YM2Y2oo9g40LiQF5ONajrM2L0 +l7uTeFyi766ceTbhxjCctzJ5Ii+M6ecdMQ3NEz82z3fbd+vrvL+LIH8CjVsg +/Qo2LsQ/ovxLvl54fDMoOmVSuvKeHbJXj5keSia0fxxSNBnny4w+3qrcp0mC +s8BHSe8TofyX6WGVYuC4nMYTeHpJn++uPS50Lcf0tV8yO+we2eHeYyeBvwq4 +d0xJG7wU80ln+gzG+3scvST/sYuLHgx/i+PVEtbux2yT495b3AR5WF6M9rfl ++ufopXY7wriuH86XmZwonh+F86mXVG9Hf85Ycs0Ux7G9GP75RH6VQuN5Ar0S +zLylujRwA66rNnxJ+1VY/1vuhs02PL3Ur2YDhrys7kTOw1Tgs2iy7+weiwX+ +KpAB4/CxOC9mepiO64AcvdTu4KKAf+WXRyM9tGPtFpQc1u9UNBXR13tJ9UPq +NbycalCsV2vb0BpmPF6BHuW5TP9kPw3VQ5n8qK40XeiXUHf7ztYF58cnVtC/ +Tazx0B/4e5SzGd5k14IwvfCFSJ4RTA/cOcaJTM9/zfacrDogkMcl/YRN+ll6 +KG4RzveZHtC+EN6vC2J8NljOuFv93EKBvwrXoebzuCTPd/eFGY32Yftsx9qN +fJMxzrHuIoT3ZXqWgtul6mmjBTnVYKtas+E+g8clev80h6zt7/G9mLFMz6Fw +v2gC3idhcobCAMVbkD8BNH3e/YG2zwS0Hok80rhsPv52ZoTnYJ5ewm0WrsjL +6zUE4QfZftFnHNfBeRvC9HD++YXbtT/j8wwGxZQ+AJ/z5PXG6k1NYJkR39+X +nath8wHdk/LG+xsM13XQfz7DaD6uOzN96p6qdvDKJg+BD6trc7g0XhMvZ09/ +NmcO4nOR0eecD/z8pOocRO/LxmWp++78DT3GCfxVYERWWIOI87N5XNJPj5AG +n8K2Tcf7G6zdhp07Ts366SnIowaL701OT14wCdep2Tiic9GdeHpJniif2vsD +puB86hiTZzo+DwDnubt83Hn5hfW+gdFz63fJy/9nPrB9Rdiumulh/LWn/ewd +puA8iI0jqYOgPJHh6P7IInyfhennF76nwPNRglEzarr0Ou/F45Ke0bkCvH/4 +ntFnP2yap9vRT+CjAnqvNQUAW4SfZnqeCO9ND+fpad0Q7w9ksHa1Os6f8+OE +gyCPGvzE+/No34PpPxPXazj6CvE5yu+YnGfLylpfCXRF466UjxffrwTw9ZFL +Z6URqccVU3pyHoDDNe88xF8YtrS3H84HK/jByF1l+1+64PyR0a9y6jFgvKWv +wEcJVkdabbRvtBTvhzA9RMB5a8nTS3p7fmeSmccxbG8N5Hx4/irwaJVpq/h4 +/M5DMdNbq/qDrJOdxvP0kvzk/BXKE1m7fbTCtxqbL+DpJTmPDhlpXtTcg8cl +/hZrZ70rzbBD8/wn0zPJc1GeyOQcCy6eTtVazPOR6MdOn7Rwiitej+VsHB0c +g1tpDSb3Zdj6QueUcB5hxPp1ZPpLg9YDsJ3sz8bF9dtU9yZ3AnGey/ApVfU+ +l/wKxnVD1l9iN3g+ShCR1d1lwvxAHpf0thKMbjPCZznOcxn9wjnbctSqYIGP +ChjWKXZql7AI1xOZPtE5wKk8vdQv05O+K3tNxOcJzVi71xbVOzT3z3JBHjW+ +l+GC81am503wnuZInp7Gk5Nx/svkvHay03e/23j+G7D1UqlkYYHdYROhXwnA +Ep8v5fAKeQHKc1m/ardctOhW56U4T2TjUjlNr+H45NU4X2b43m13K32ZGyrQ +K8HaTguK1waH4vyX6WHgw40vaiun8/Sa9XUyavVlwzU4L2Z8BsW2n9nfYIXA +XwV0Q2PejHuB8clMb8Xqzt9W73Ll6aV+JRjl3v+tDsB5MWv3uG+J1tb9qwV5 +1GCG1bamWe+X4Lot0+d7fA+do9fsm/lfHdnqngfOl5mcg+C7E/6C/CT/wvZ5 +GBsXcu6Xo5dwNT7Pz/eLxTMoX2b9bffp57D2weRePBuvUZlRJ/28cDx5neGx +o+11Fu9bgfNlpgflwYLYK8BP4KMEbddpduaW8rikz7aaje/1+Ltj2Yy+93zN +CIcJfFSgr+m+skENSR7N9DkK+2WOXupXwVLfdW82e+F8nLVr3vuy6ljeEkEe +NQiE+wk4Pj/C9I/yuH48fYVzvygfZ3KaeMxp31GNz0uvYONCzleguifD+f0Q +1i65n4vyR6Z/LUVSv/pFa3Hezfr7uX9k6uXJC3HezejH11sR/ctrjcBHCUbC ++6ercd7N9FDDamnjup2deHpJbxndTFPdA0Jw3v2K8jkL869ggb8KaHpbzcwf +591Mb5/1q61fuFbgL8n/6cibpz33L8Z5N2t3wuL2v4Z0DhHkUYMeWuUzP5lN +53FNnrIxel5+b7wv9Exu31DezeR8+7fS297rlgryJwBDM2Ody59Gofmzmq0j +cm6To6+wHuHfDV+x9ZUfY366izfON1/Rcdn/Xmdv1WphOK9n+IK8mcvWWa4W +6JmeUd7N9KDC7+Rw9JLeEi6dVWwvCcR5PeMzqsQqatqUDQJ/KS++e/jp6/Z+ +uO78iurzPTwf5cDTS/0yPJ3Xf/jGOTivZ+3+zm9d9G3OckEeNTg4rsq3GXnz +UX+bvqJ6zkvsc8IxZRhPL7WbBs+94zpvXyane96mH7cGLBPkT6D3RyD/Oq9k +44LyOIZz+71b5ePL0Uvj0jku3VZ/xiac1zM9aFfWX1e7LBiN+2xGv/iSpnC1 +XuCjBE/Puk4sWxyB83qmHy2DmB1f9y3g6SV9uidNvXNkZDjO9xmfpMWah8mC +Bf4q0H5RdMdj81cifCDT5yV8f5Ojl+SH5m1yKN4HYO1mNsju8eRlmCCPGtie +6RzycGcAj2v2Ye6O7B5dMAvpYSwbl7XBYw7+q4PzpnlMzhEP0wetP75CkD8B +tMH7JHBcuv7HeIUw+etrroPUXoDzPqb/+r1M6u28FYTzboZHJTYsz5seLtAr +gceVG1H9khfjfJz1N6Kxnnaa2p+nl/Rjd3n+5jbzl+K8m/GpC8+7rhb4q8Br +6C+W4Hyc6c2hWHNw0IWnl/p1N+/qk8zGeD9kC2vXIUlvYSerAEEeNWgF90lw +/Tec6fMePMdly9Nr1tdH8xZtYvB7bseYnMetBs/YekbgX2HfBuXjbFy4umoq +0/M8k4CNGxpsxnk061d1WN9ZjPNlRn80cLl+1c6rBT5K8LtOro3nrw04j2b9 +zV9iMqHxmOk8vaSfjY16ZQ1sHo7zZcbn0rcGW1rsCRP4q4C1acO9g/WCcb7M +9ONj0lx9p48dTy/JP7xowspTifg9vQzWbuy+JIMdx1cJ8qiB87olBd8y5/C4 +Jm6Zckj1YyyuB91geib7kChfZnIi+7lCkD8B7D2/Z+R2gOO9i2xcVPC+DD5f +N5zIz/Y9OD4V4kbNK7Yxy0ooPbf//4XpYcT6VrkJrfH+J33HcjNY7TikesqB +FTi/roAb1dL5WQO/l3iP6Sd3erPU/LLZAh8luNbIsElQSDCPS3pu76/dulnV +IJxfM/r0OlbPSkYL9JLeNlxqntloIP5+bjHT/7ddS2yj7rnx9Jr7UOq5aSsz +luD8mrXrezh807P0IJ5ekv/3GYdVTj3w+zY/2bhE4XcVOHrNeeBaB2av1cfv +GTZncjpv9X3YyXYZmuc58nHh+/Uf/MVz70asXx86novU+onz1v5sXFp5Tm/s +vCsM59cMX/tlUOn1sjCBXgnUKsvV62uG4ryb6WHZdZfcWXMW8PSausnwnNya +N1bg/JrxUcF3qEIF/kwPKL9meqtTFtPcuMSBp9ec1w06MnrESbwvYcba3Ry+ +/F/40RWCPGpQENZ+3mePOfi8LtMnOrczjqfX7Jc2W1juaYffIRzP5CzNrGkI +vi8X5JfGBd5Hw+fB6rFx4e4vzGDy19rTeMvFtCCcr8n1j/JohndxX/70pnuY +QM/0ifJo1l89Lb/Yj73m8PSa9xYCdyRWzsD0uxkfN1iIXS7wVwHNK5Ymd0Jw +Hs30IwWHg5J2zeDppX55zNsd2+g93m9ZxNrN1IQJUaGCPJKcf2v9Kxm/AOfR +TJ9asC42iKfX5F+3waZdo6fhPJrJuc3yoH74xRWC/IwPql/Lx4Wjl/BnsD6F +700fYP36Uf/Iq3pHyTt4bFzu2Cbft+mF7dv1CuP1xqPp49ehOF9m/W1VctY0 +N2q+wEcJjPbpXhzXczmPa/aLLjVsNPnlMsTnPqPfr7nQcnmVwEcF7h+/K0Vw +AThfZnobGVfeMCrVhaev0C+UL7N2FR1iH/bwE+VR4zgf36c4wvTsic+1cvQV +2oX0u+V6Rvc9mfwJTv+qTvweIPQrAXzXanHuahDex37M5I+1OVU/yQzvq7xg ++rcLmaOz+g+2P98ZPj0gPOtT6gqBXgk2trGduMg6HN3bimH9RfbfkaeX9FOs +9f3jwDY4j65dSvn8gfvVYQJ/yY+P0EQcfvhcH9PPW3zejKOn44LfMSth7XYK +HjVgQGm4II8apMLzJ/h81zOmtzbwXKgpTy+1u2bS9iZFV/E7tH/+Q84XjA/Z +H4bz8LJ8HFH+VSrDj2jk/4HxCvWyx5rn9M+xeCNqnOaBSPwuaMNSqoc7BvOM +4u+RencpHcfDivjCpgtW4jya4W0+lyw90ylEoFcCl09aXkcG4fd+3zC9kfe4 +OHpJz38/uZV5pWF7aMX4tJwXV+de12UCfxUY3PPQp7obcd28SinT88cHHXJ/ +j+XppX5d0Gy0ffPGeTRrt6RHeZLODYG/Zn8Y1v2d8L2tUjou5NwjR0/3h4fi +PJrJWW+Y1RlVpo8gfwKYhu8Xc7g0ji/gPgC2n9lsvCLdvhclFvYR+pXKn+sb +wfr7Z0BU2Pgj+NzURDZeOkNeJ7baQOrpDN9dPOJN+AO8r9iZ6YGc9+b5KMHa +omnHewQF8Likz1pVzUYe6UfuIzN6NJ9xfWcg0xt5H4PnrwIRlRd13TJ9Jo9L +/UqyH9q/42xXnEezdlvsqn/eaS2uy4xleibnhHk51aBFzrKPf/fiuM6a6Z/s +23P0Fc6ToPyayYnOSU4X5Cd1UjxeRmy8yPltvl8MR/mgOL7Yb4YwPVyH9+8s +efoK44jycYaXrgjw7meyXKBXggEPJ65Zt3sJzseZftD7daN5eknPM5K+/nxp +g+3/RcanwMX51xkHkb8KDHjj97X5YHx/zZfpk3//hPWr5vTSoMYnrXE+ztrt +vTq2aoMAT0Eecl7RBOfLbBxJvszRa+zDtRGS6wc4H6+wTqvm+r0c4MPTi3WZ +JWxcyPsPKL9j+Er8zgOHS/o/r79zW+9svL+kZv0dMWau68hUN5ynM3qjvBs9 +0sPCBD5KICmzVlC3YJynMz2QczscveYdA/tLIU6bsX17z/jUXdZvVvarIIG/ +lBeEbt229Ri+V36a6W1n0T27nmsthf5eBKYP8r4Zj8PnKDIq2HPNs5F3AwV5 +1NQPonvibL2QeIajr9AuytOZnN1PdJzTrPICNA/3svEi74Px/WL7zFBOlXx9 +wTz6vZwP/Jt8H0GWpzM9zHY2qfF0vStPL41jDbc6zf+4kTyd4ejdFbwvd4/p +p9rAovysk+MFPuTeTSCPa+4dfG/qcuQlfufBgNHHp1Vtb3/GT+CjAk/h+594 +/7C4gh2GceM4nl7qF7lfj/J01u6AfgmhHW/58vT0/gi+P/uT6Z/sP3P0FdpF +eTqTk3/vt4zy4c8nlNHx4s4zlLPx7QHryPi+rRHr15OH40wiDd0U+mPLJ+tY +l8v4oHyTjVdaH+u11RxIHZz19z7e90N5PaPvd721k8epYIGPElyG56UX8rjm +HlP0Z2/fCx44H2f6eYe/v4DyesZnO3D8sybBX+Cvou89oro20xupc3H0kh4u +1www9juL35k3Y/Kgd0SnC3KqQQ2T/rprvfH5/Hpy/XP0Ffw7yuuZnOS7Cbz8 +7N6c5lrPm8HydYfyR6bnc1BvJH9n+L9l50qdzPD+/AzW3/5w+8FW4KMEmt3S +sO4BPK45p1fjbmOD49geWjA9/KxoZ3YzPlueah6MDhL4q0AcPs/P4ZI8mtMY +Q15OwPk7a7eoy+FjJbvwuyKTmT7Ju8S8nGpgDb+jges7XnJ9cvQV7mXDcRkt +H0eU7zP5c+JMVT0tJiuuhn5t+GSpfFxQ/sj0f2KRy/Y3pTg+vM7wfYHWd4P1 +AgV6JdDZNCM6+nMg3gdg+iHn5zl6zXuzms/IfPPEeTrjk+uVHWpiuBDvAzD9 +kHdT+XZVoL1e3ujAtKk8LrU7Et4fGYPzdNZu8623V7lu8xLkUePvC+D7WRFM +z/z3OOTrAuXjTB5ffJ8O/r3uP8blBdOn+9hjt3fcwHWE7wyvVTJw1ZO9SwR6 +JUjYWnVdWVcfnNez/i5UVaqzZtgEnl7qb2XdKfdLvs7HeXc55XOvRc3l4fPc +cf4u2kNLoV0VsNE8u/jEmcdpvIfP4Zewdsd2WRZ8sPF8QR41vf+L8nq5Pjl6 +2TlwJg86p+2okGbzyJl0fiaAbpUcmlbpYoTz7v9P/+zcvlnpFrPSXnI/guqe +8vXC8alAj/K7cjqO8xsNnzPg+gKcdzPcqufTURu3Yv/bsJzqM8tkblPdauME +PkowFN6nc+dxet4Ax59vmJ5J/I/yccYn9rVbtG7aQoE/eV8Rv9NYpVywV4Y8 +vSTn+uV7LnS+iu8Ft2Py+GzfvfDfOQ+8vyHXJ8qbmB6a95o3s3kWrhv2ZfKM +naUepaPlgPQzm9GHlweYWsUtFviwfnG45nz4ac83dWY44/xaLj/Kcxkf8q44 +z5/d04H9GllO9cy9nzyR8T+L31tDeS6TJ35lw6BiVztBTuE9nL5M/9x56bBy +2bxF+SyT8z5Xx2R62zj4ZAPVfE+cVzJ88UjNQXBPgV4J5m7olpHZbhqPS/I/ +ge/04ngvhPUXvYeM3+G5yPiExXoUDSxzEfirwOZt3/37TMfv0zoxPZD7yxw9 +/T4UPle/hckzefBi33fxY3F+yvRG7l3y8gvvfG5g9Pvgu3a9EK79hrbL+cc1 +cv2j/Rb5PEf5Kesv8b8or2H63wT1MBvnjwwP+zP8tMvN6QI9eweGwyU99Grw +KDRr0jScnzK99cbvgaP8kfGZNXXJiFU2UwT+Kj6/28H0dg6/z8/Ra/Zd8bvu +KH+sYAfwvhOURynnA/8m30eW+nt5y9gDDXJdcZ7FcO47SpSevEuP61wFcvk5 +ekmeZX/q2T5PxPe1DRifPpeSfDNn2Qn8hftQX1h/STzA0Vf4ThPKs1i7V+fF +XnoUNwX1y+g11QMfb7P+zkvqaesxEb8fO5rhTX5P0a1fxV2gVwI/+H4yjoeb +M/mjufukTJ6b98unFYZj++DK+KB7KCJ/9u4iyr9YfwkO/zZj/NMkreXG4PdD +5jP5U+KS//Xo64TjfIaTd0h4evL9AvxO+3gmD/ILo3h6qd2oqcWKm9r4XZHd +jM80n65f+0dOF/irwOcdlRLGrcLv1pqxfpH3xjn6CnYA5RH/MY6LmDwn4T27 +MThulPcXxdUMR3bYXqBn7xWgeJ7JXwnX6Th6+l2JoTiuZnyI3eD5s3eAUTzD +5HnmFzxj0F98r/8s40++j4DiVUbfL9Fn8sPBIwU+SqCF3/Pk8Ar3xFH8zOTh +3qGq/Yby4d/5lNPDbsXKxwvFpaxdck8cxTNvqPxa3TUvENjgOI3hJH/h6ZXg +GH6nhcPbCt9VrPJGJifPh+kfxWmMPzmnB+fJaPl8g/THmJ8i75py/CvoAe1/ +yulR/MbkR+8DkPf5mR7Id6wg+9WMntw3h3/PltPzfJT8+9Uj5HLCeZvL8FUV +32vdIOeP4jfG/xz27yjOYfTo3csBPB/6Lkp7JP9Y+bjw7ZL3iAyR/veydofh +d6qRf2Tt5lX8fsoWcZ7gdzVz5fQ8H/beC4dLfEjeiuINJmc4rpsgv8/4DMHr +l+fP6KHefsrlhH9XekvlRO/V9MH+Wo5DvRXL+fN8yHtrgMfpPOwg0KuAHnxf +qDP244wP925zfyYPWtdG2J8ynLyPgfw1a5fUC3g+Av/aTB7ej78V9Ib14Mr4 +eFT83tB4xoe8O8fx8WbfYYR/m8n5Iz/F+oXel7bGfpbhvnB/wEKgV1L50X7j +W9k8h/n1DIafggcihXY17+1juwr3/bYyevNN/fzP6+NzdLvl7SJ/xOTk7NV1 +OQ7bjWDtonVtKPBh/HscvBr69aNcHuR35DjyL//RbvV3Mv6QzzMmD0efLpcH +7WPI5w/a52Tjzs2r2u9k8kB9FsvbRfZfLifyL3IcTjcLOX9IP/6djD/UzxI5 +PbLzcv4cXoEPss9yPtr20dr2vnI+EJ8k54Pss5yPS7Mwl2aP5Pjgu58G3d0u +568hD5ss539vil6Lcgv23bep3/pe+tn5ICh42Ui9x599t7po4i2TcTlmipxV +KT8zp1yn+ImbverZLhkp4EpQw3Jyf/2V/Xlc8z6eebfC+3otED7sBqWPade2 +pPK+JgIfFbg4ZEbMttfvwegbtwwWt2PfrR54cUl2YUpDnl5zrvj3r7PN3mQC +vl01+Prz76TOve+Bmafqrf9ykH13u8qAt/2W1G+i0KDnihme7drAY/XGSQqe +Xgl+VP7TZPEXLR6X5Pn+/fcZ1fFSEDsnN3ZO1wRKf3vC0mtvjop8VKDqkV8Z +/sdTeHkk+Yc5+Ayt6RHN45L8swfFhkZ/Ow36aDqWxtod1qt2M+NtXRSbOw6X +fhOo/N2PlXY8XDxTAccxi+GnLmalXu42TaBXgpwPJzeXbrRT5Go6UCeBynnh +umlL98V6PL1m/1Nr8RTbkCEKo2NSCw7se+Wj7OfqnfjYB7V7lPXLObbNDrsR +aQBOt5MMXz44Ze2qT6mAl0cFzj8bmzYWdOTbleiHDDPdmVH4GxgsNtXusZ3J +8/Ny0uqr0/sreP2owXHD20/vHX8K0LvZDFf3b5Xc9VcG366Er712Z+KX39k8 +PjMe9KxeNrcsKBNEpb+403Au/o52s2SwK+6+WWs7NfCTxDnWln1n/Ix730ab +tmsrNGoI3p5I9X+lS9+j3V50VARvn/DeJyqJ4hc7WAxLfddKoJfimbjmunF1 +myp8dBxtbtgzPSSPCNtT2u8X4OglPagj/8Q9D62k0KjZjXwPWnNPJKztlVu/ +qwv8VWBrRuvBY8YUgXhpeZm+ZHog64Wjl9pdbdIpzvbmbaCrgY3Zd8xbhCZ+ +WzdVlEcNdq5JTyxvlQk0y8usTwrt7xQnq1Hb/HXQfLvK8BFNHPt+rT1AEW0m +jaQ1+y75se8eGW79nwh8pLypikFe45yqCg7XnCtY96TrrUkl4IhmIqqZ/Lbu +D2csX3ULzZ+hqZRP9WlDgvN0B/F8NO+qmZ09ETHpNt+u5rxWpRvH+p6PBnCa +BLN2q7U+1Wi7W0OFuVvgzFN3k6ge8qvZrttd9wbPR8Ib6Izc7gMOIHsbnEr1 +kNza67BTk5FofdVOo3i99uuqT823QPOhFvtO+rIuOVk//eoqeD5KoIp6ear3 +AgWPS3KOWDUv7I+9kUJjrnKtWb8OhIyrP3xjEgjUGKCtaZRP4Id3zvtn9hT4 +q0DW4rbxzl6NeFziM6jajKejLnxF6yKTtbtXR7f5pHYGiivSLJmQyfSw1Dmv +zrNOWbweJPz6hKsD3hTlAmjO81Poetx4ofHPOiNTeHoJR/M5CTTRTMP7ZP4k +gLfgVJWQBlcFPSeApYX6Xfbt0HwXSxpHV0a/+Y9P3PNTt5G9zWT6P7H8XJn1 +cxM0bxunU/yS77/e73b1VvD0SnBoVkLAu0xDBVxfW5l+7jr26j175Reev6Qf +55uP6mqdbIbsg1065TPhx7Qtq4I7CPxV4O4Yp8s+s37zfDT6Hzmo8c+eBcju +fWP8fauM32qi35TnI+n5VtmFq69mJYBpNhpHy/rVJ+Prm70/uyqOahQ3KJ22 +Gzd7YIHp1d9Aq4c0QdWMXsvznIH3N1MFz0cJ1DO8RpoMaq+A6+UJkxPFG8/5 +diU5W/qoBjRQ11ec1LjByjcpn8OlXhmndvcV+KtAafscg4dD//B8KvDXqF9b +L53213eO0R6rq/eQHdjP2v2SVH4jc3tznr9E3+zP9xq1jmfy/KX51uzRwWfz +xiWCTI1je8Hksf7yssOO3DoKOG/1blL9FLjuvHX5g4XigeY/HGd4k7Me2m+L +hwn0SvAlpEpHu9v9FTD+WcH6ldGp0WSdSoWAo5fkj/AtvT5kiT7Sc+9blM+L +Fx8POeyyEPirgPJdcufuJQ0Un6FZYv3NGTpTe3GNPJ6/5jsg2c28GsRVUrTR ++Jc5rN2DA/131qnTnecv8Wme8nnh7pAioFnu73VuUr1tD/DP23Qzk+cv4YuX +5Wq1WJsJoF36yuS8snDmrUcJzRVwvKoTPIHaT75fDIfrdM4tqueNhz0P1L08 +RjFDE1/1Yv16ejrG+GBmZbTuVIz+VNP1He1/DlHwfJTg5uFef2zrW/G45p23 +XSd8e2YbKy5o4CtMD95ngxufePcSzbdvjM/9o+mHLMa1EfirQGzQ2MA3pwVc +kjNPL/rqlhm1FBq3oI5k7V5NTo912d1Noa1Zj5a3qD71jn7vNMcthdeDJM+U +YeErrxwu4XGJfpOX+9/0KbeQ3VjG9JnnmZDT9vAJAKf/YyZnUwP1wo9ztQX5 +E4DH9Ox4H/MriH7cTRovVT8R+e/n+mMAytkog+q5xsRRDV5+/IbWqR/rb875 +2W12RdVUwHB4KqMvUy5fEtnQVMHzUYJL2aX/pkd+AHM1AqWw/t4ybd6mTWwe +366kt9aj98xK65YNpFHXcdzH+LRdF3Tf+ctggb8KHP6XaGP5PZPnozmv1Tmq +zrTtZ5EdGMj4z7aPt/33WlcB494tGVTPgz8NcFR2eQKgf1ezfn19+bx1k0mj +kH2odJviJ6eOadghVqHg6ZUgP3VQq4PFQxTQzy5ncm5sFfa62uwmPL0kz7gz +hj47InsrAjT+3eo25bNWkbR9Uf02ChietGH9Wn6zht3xWpmCnCqgHfM6+V9C +G56/RH/YJ6nVklfaCrjeXTOo/mvOrGIUeuo50KzSFi+YPNoDWm84OrybIKcU +D+gGHe75tZxvV9KbS/XCxfaej1CeZZ8hm58a8XO63KZyPps26HL4By1Bbwng +a1y1i+kfDgNoB1Zn0Pl5qfSS+5czKgDtWzLrl5dZca1bG7XQOLqxcfl2avCf +3H5V8f4kw1N0R5xqMWWwQK8E6ZPy+x7v9RdwuKSHQxMsFuz49AUkaxSkc5vq +4W/ezk1ac/MA9L+vGR+TCL0Xu2yHCPxVIN2nVptmtYt5/pr3TGrXffV/hH15 +PFVf1H6jUCQ0SINUQhMRKeybsTlR5gxFg0YiKolKEZVCX6mkq0mKumnSVVyK +igyJkikUCmnSXL9zzz7uss9939/bp3/uarX2s561z9rz3iMCX+C8uqhQxGd4 +0z2enMF13I89AHiW9tofnXZvBGlfeI9Q4fBjs6VzSfuUnUN/H35dYnQNf79F +gGf1EqNVrxYo47wq/VTEz+oJB4//F74I5/PFILf/XVldZjObpc9FOX0HmV45 +ZcaZIxyYrQe/vn/K3+qyvAER+hT+3WeDHi/l6nHo7zEa7DS6q8nxV4xh2eeh +6rVnUkePGMv5IOxYXwN/ayLv7pq9q4m0T5WboOTc9/cuSQ6d37ShXH0f20cl +WVqkfcpOaM9xSfJfviBa3Am8rXk+I8t+5yvSPiUPK634r5j/Csd9RKGo3j57 +OyJi9d5riP5OtwJ+lT0RbTG60iy/qHrO9HuF3WEblUJRPcft41WyXOH7d1YP +pw5Jv4zofHsN4vIjIiNlf0Z/PO5QAB5WZa+6/zNagkPnz07QHzc5VDLAaz6H +tMNFT+y+Z8nb9yDlQt7ajHykNT4hJapW7bQH3ow4oZGr/r3BeWNWkchO8nuN +RImlS1j2echqR+2l7IiXJP5u4zVhdbvwAsrtiNWN3vZCnUP/1ioS8X9JT1XB +MrSatCO8V2rYgaOpXmnM/FKRyN/XY1V3hVUu59DjplMgT1+7Y0NG2BI8Hh9Z +JMI5M2+1muNJTQ5ph4t0diz96uK6lJRTOA/NV7Bf9dMM59UM8KvjD+fZOOU6 +/P3Wgx3F4QK/WaXaLPs8dCAfzf4iq0PKKTuZ46+ke1WN5pgKx63/wF8ftZtB +19M/47y6C/Bk3/r2dbYrYuHko6BBayv6ne5Byik+s0LvOJ5PqEMuwg/mO9TP +LLrcIkR/17mA0/H05DFHO5VZ+AVo8+uJT1OqS/E8wy6ot2VLM6JrT9/Fdr6A +3O2R2rSAUefIeHWT093GFcDD+Y1PvTaYj+K4CnE2FzPyPFF/Ulg91ywoEslb +rZvtCl8mIj1hASogby6R/SndySXL7WanT8ufO7ZrmffiVQqQupPZb6+Cs7jf +9Q/qTwTXsF4pfAz+vlSLRfLzPZ6O5zty8Pj9PPDfsae9ebNfO8sOF6XJ/Pvg +F6jEIeTCedTFd4b0SpHF/UmzYpF+mferz1qyZqQ+FRc12aGha3f8RPQ0z3uI +74sbzh0bftwhy6X4dAmqSZlQXIfjpVAsKjc4b16+/A5VPL8XDvF95fsxRkHz +CWlHuG9zk5PUmfDHpJwqt4tP4WddN71YhNOwSetq6QdVFn4YFwymEyLwyZNP +/1tgZoXnaf1A/m2DSaah2XwOqc9F54b7Pw4ZaUnKhf3w2ir7GQIDPL8RB/ra +G7/PS/1kxLLDQ962w/9ODFMn5RRv7UXcZUlIjvNLmPdWg/2antp9Fo/UZ5XL +R/MsDtgPHP+H9IviZ62zjrLhp3rcDw+Hcr9dmHz6+VQVDs1bIXwXPvQ45QaL +HwHqvZEf1nf4I1JO6Z8Iy1MOiL6NPOvnfZPwKBGr58eEFTdIvP7T82D24O+Z +xvvn1wUNxP2BC8B/5nCbtPL5ZjivPgK5oWmEbeT4ZSx9qt9+p3jMLs4sUi48 +vzD3UfBq10l4nmo78OZ/MeBn0K9O3G9/D3Y+17oZlofZsuzzkIRg9x39q8NJ +OYV/mF5iiKtDTzyvchL4H26Bmpqo/grdjGQAHv7lB5u5mQYsnHykMj8+e2lS +K9oibGfXAf9KhzvqJ7reRoQ+Zf/1CqkdBp8eoxVCgqoBZ/63h02ZObos/AKk ++gVdGduZjYzxBBDU/0HHDSwvuHPoPJ8CfpnNLrQN9umLv9ORJSJ9n9fLA3Y9 +sOeQdrjI8lyvfV6+DqRcuF+uNe7HoC0L8fjiKfj783nagJO9euN5aVQispNe +8s0vw9OcZZ+HFmns2npp0SxSLjx3uTitYPe+cXjeQ7ZEVO4nN5MQ3/FzcL+x +A3h7tS16hwsVdxInH50weFjwplyGtE/ph9b8+GVl+wPPM9wHPquchg7Jci3F +85xaJSKcvTXePxl9cSILvwD1tJQKXVnyDP2ePstr0Dv4jpLP/nbYdf8miafb +90iPd/6Bv/OQQ2m/2LG4XVgEcfm+0l31nrYFzuebQR5b3myfK2vN0ueiPZtv +jlufhDjC6vZkTImIB+6ntXVPDHqR+hSfOUG8aFUHbQ7dH4sGO7aS+Wi1zxKW +fR4KjN1zTf7paFJO4deTDrJuiZXC82xmJSKej/FuL1gYU4/zuTuU6xFco/Dh +4QwWHj7yuLxH0TSlHc8vyZeIeK7j9lQ+Ni0PEfrC/fa5nwon/KxCkcKKuBdw +euyr9f82RouFX4D+Mv1n+ruYXcLqPyfi8Y4N+JUaHO50+r/+zHof8B+oPEnm +npsTh06fuSD/JH1Y+uXtZSx9LvJ7/aS1YZENKad4mB7T03ZuhgXuT/oBD/fr +NvgdyPyL88xbsFM9b2vOp8WWLPs8dCTgaKbqWF1STuG3MBvyyK5kFO7n/we8 +WXxvPv1A4zVuR24Anhu89/1nFJmycPJRHMelR0EPCY6Qtv2rgM+tFvHDtLc8 +QYQ+Zd9mne47N8t6zHMF4PSrlNngoDyZhV+A9v3Q8qql8iz9XawWjwuhT8kf +FynOUQu+juf/z4O/xv0K+qbOHcXiAdoput35CvFq0NTdk79tAV43H1oqkpft +fL8we781s/4IPBht2/Ex2acXh7RDfXeN1rYlXDNSLjy3ONBZYsRNPZzHZpaK +9DPuDs9xzbFi2eEhfR2dv39Xq+F51/fAp+eplxNOTmwg8VP+2rQ+Tikcq8AR +dvMHSpWKyv3PdcuGAdNncej+cAbw3NJvyZuDj7JIO5RfLw/VqUoP+knKqXLt +NQ9V95CtRwXC7+Iu8J+10eVq6tMMZn28VIRfc8+EQ6nt2iy/BCjlprxND4mb +pH3KTjZjh25HfoJfbWUfy/TNFZn1YoiL0bvs2Z7z7Dlvhe3LOpC7hXxZIN1q +x9Lnogivyo8mZ5eQcuG5hqdnm45rm3OE0qMjSkU8pG68NtQzvhfuRx0EO3rn +pTWOfrRi2eeh2WV5li5TppNy4bq/+VQbwTcVPL4zLhXxmWW7YbHH6iY8bnUG +PNnNUyRdBpmzcPJR8z376nWGUrgeapWK+NSt0c0pu5yDCH3KvvH8liumns04 +j+0CnAOUdQfbBeqy8AuQz3edQW2vmfnALvtUXP5a1qzeU5VK2hfNp3HRuq1l +qo218H196XG5do7ZeUS3OwuBB8eo/D8PSlRw+3US4mW5/F2s4T9b3B++D3KZ +zGuB98/Zs/Sp/rmX9gOZ0Us49Hhzszg/hD7F59y3N6RCc8zwfM5rsHN06sK/ +QR02LPs8NOpVmMZ4XV1SLrzns/SV+pDrKjjvHRXnme73XoVyNZOWhV3tNGfh +4aNjv8NPvpgryaGbI3fg35uefyhChD5l/4dB0l35+hac30oB51/HUapDBdNZ ++MEO/R1FQbxwf+MBoqe340pF8eraF0T6C3mSbo/OAA9L95ecnNZvDG7vOiBe +l1Yl7/k0xpkjJyRC/plIPtXCLWHEdieWPhe1nojJmbZpKYfuD+cAP+ktmgsM +tkmR+sL2sbZ0+eXFc3B+m/5MZCdaPqil51obln0ekn1n0rquXQ/nvbfAp5Vu +9YeZdu2I0Kf8kn6sUL6/51gOVxjg3s9E5SrHdqjVdFiy8PBRu9m/3zUqMngd +IR34t6bnqR6R9qlytfWNh+UMbcdxUXsmwhll+LO8j7o+C78AeSzT6CH/9xn+ +jm5AHBPuP0ltupVL2u82v03n5ybxONJxcSrD8vxHpLwU5iu65Hi/xzMxO3T+ ++QK8zXL6pLgkm7XfTLgfpvQDR/KmA27vVoH84sgEW+U8N5Y+FxlfV7ZZM9+G +EyYM2NBnIp55XpmnRgqkSX3h+TjraS8+LrLE6yNhYCd18bIzpwKWs+zzUOjc +Rae0wvXwepbBM1FccocZnvez+IjI/XK3UM9TfTlnuKqcW8J2zQ7KjdNZWBoi +mM/Cw0d7Mxej0Ub9OMLPZafkM1EcKyb3izKyKyftdyuXju82wKl7YNqDjDwO +C78ADXjW3+bPVQHOM9ufieLeNT9GxgW+6z3CeWBV0O+aH6bbuzngb//pY9aF +Hx/LIeIuPN8R56uq03sVbgfvgPxH7b7w/yJWsPS5yEgxQbbznCtu77yAn1ZP +y1OTdRVIfYrPcdOeVq3xtOHQ/fYqsPN60MaFXzTtWPZ5yNdji2T8bFNSTuFP +yQg+/cpcC+fVg8BzgnShuuO637gdTIFyb46frK/jtYSFh4/Ozgp90dthGIfO +k87Av9wYH8fZJoXkd0HZTzcR3GlQ+oPXlQoBp8Dm+/tPi4xY+AVo3MQEb7U9 +NaQdKi7D6X0IWay4wHfnQFeHMjE5Pc46CTxEHNzvfeXLVDyOew/xOnS/7XBM +oRNuB2XKRHI7k90xE4e4s/S5SJ7Xd5LdlGW4vbsH/OQbFl5xNlEk9Sk+D2jp +z/CaMRfPM0wtE9l5Nf+QloujC8s+D524HbBY2dWAQ+8zqQM+1XlxBVLfvyJC +n/JL9/y/lhPnxrPK5aO6pDyjeQcH4fntNOA5tir/T1r0K9IOZf9xxl1zrsFX +pEPP65aJ8LgbrzfQVzdh4RSgf1N7mqgWPsfzXaUQr655Znqd5a14vEKE8owK +sbxKj78+gF+lNQpllrFqeJ+qMcSFe6AylbveE7d37iA33Dnw0KkVnix9Lio9 +Zi0YO8iNlFNx2ZnmsDH6nA2H7p/vAf1Hg3r+Gr2cpU/xsH7ROG/r3WaknMK5 +NT37YeieaXiexxrsB8YWLSx6YMMql48MY/frKy0aRsop/ntI/uwl9+U3ns/3 +hXLf/Vq/784cVrkU/yvUtJz3Ha1HhJziv701bVNBbTaetzEFnKkdLlOKgqdx +3gkrxBfxuAirv8Fr8e+IbqeOAs/T6nWCFoR6cuj+eTrI206fWJX0YzVuRzzB +373Fm1Z+PD6MQ9rhomxV08OlS91IOcWb/D7nO5xcGw6dlypA37bF54iJ/0qW +HR563vZKY+I8M7zeHQZ8NtL7f3qT+sJ72K45lp5cpo3nf85BuUcsB9++LrMM +ry/YAs9BJydwStQbSB6E68KVSY5NPZVI+1S5Sz3H3k7c3hvP8+QDzsVz0Y+O +0XNY+AWouPa+5P7cSrwfdRvEMTWsV+HOP8lkud2+Lzr/vOtWD1UCL1+cqo/b +l2MgH2T/oLEmQRu3U28gXl4HNHiTyr3w/k/J5yJ5rdySRZtL1rP0uWjRQb1l +9doeuB25AzyoHJ6g5HV/JKlP8Tn13hzTuA57PP+s+VxkZ2/YVwf9glUs+zwU +ZvBk5eEHc3G+egV8Dj4zr3Gu+z9E6Avnz+MmLFf+rYfnhX5AuTX/la++2+nA +wsNHl+Z6yNVcUmH2IQP/O85Gus2ZV0PaF87LtZ7OaOnXA88LKT8X4dRbbKwe +6bKAhV+ARoxKemCYXY/XvwogXl3tF6EvHNdXrSo/ODSH5Rd8d3R7ZABxGe6w +sOfj5E24H+4E8v26RXP9j3vj/vaA5yJ/Z02tPR1no8oh7XCRptLJNRkeq0m5 +cF0sZuyUj/OX4zwWBPqJVQkzgnw2sOzw0BvDP4qT3y3E+yWmPhfx9nXX5YNT +P/Qh9al4WT++euBExUw8Tl8A5XoZprmvjXDl0Mvyf4FPn+Bw75F7G0keKL/S +fr2uGJM6lrRPlbvcUMcp1LgvnhfaBDhblm7Ze8nOmoVfgP5bt6Mu6+sbROdD +leeiuKjuTliam5dPlttNTq8vfBCPFz2eMgZ/nYo5yo57Z7F4YOVbf0bebdxB +y2XKxdpHYX/10wHxcQrdj60SH6fQ7eNBqCeFiV/tOqV9cb89DeTFIXd2JiR7 +4/65G/Bs2FwzorxZjUPa4aKtmV42cZEbSblw//mqCTUPf63AebUE9NNnxCtm +u6zGeXU3xOsdtzR3zQ85ln0eulvXa3l6ig0pp/jcUX+8c8uK2Xg+KhHKnXP8 +1ZH+fHe8L2IJxLe90D3yzO0mkgfhuKmy8brBIw3SPoWnMLDPJsvgQTh/CgBP +9tS6/1apW3F4wnxrDfXh1JKcMMlNBSyeBdS4L2bj2eQPeD1rD8Q9xuBea1la +KqlP2dm1Y+ee0wNL8L7EI+Dva2OHD1YKs1k85CF7evxyDc+P1YHc4X+SU/HV +lF3lL1G+nkOPf3uXi+QzE/tFXvTxwf35dOCneEuffrt11DikHS7y8ffvyZVa +RcqF93Gtt5Hjj3TGeXh8uUj/8gjl/LLmzSw7PPRFru3z8IkLcR4uB/6H9uId +LrUaQOoL7wfTPXdquLwBntf6AuXe3P7t0MXtbhz6ezkH/M8OQWVpUR0kD5Rf +/d9MO+T5dixpnyq3c7KJXp/5/XF/fkg54NR3PaHwbykLvwC1LbvVWuL4Hu8H +yBOPI6FPye2GHjTgpxUhevxeIR5Huj19A/5+OalQHjNvJt6PwXkm9r3j8xQQ +RwmpuZcm1/tzzIQVpV+5yN+oRTV+Q20n4vbXFvTPh/a/rL4rgEPaob7rGoVP +Vwb4kHKK59ry41bJeatwftYsF/GWlT6p5IG3IoceLwSAnRHc9T6HR21h2eeh +wKn/Jvso2JNy4fzhWO706Ycs8L6X78CzTMWUsT6CDvwdWQKegHiHXfumrGbh +5COTB4fUlGK0SLnwPdaCwcuN1QdzNIWBUS4XxeWCmffPxIoCnLe9AGf4lgLB +t0GOLPwCdLPsWFxa/g+S/2526Gn7Fnaev4r3zc4Af3/naCgo3bBg8ZCHTjeq +vtwty0Wbgvr3TGoWbxdo+TjxdoG2sh/iG6pkIyXluw23y07Az+Nner9vX9bG +7fsl0I9YnGu8/Oo2DmmHi+YfMwo7Y72FlAv7yePylQbJrsX5difwXHh2U6+e +GkPwunMB2Mne1NEeFcqyI5yn/RmusLTDkZRT/Bz+xn3TFGHJwfuOgH83n6ut +T/t+x+OaE4DnXNTyRzm/17Bw8lF4gM3JmPE6pJzCuUjO3nRS5BC8Tr0R4iij +/TdeMew5qqTPZwFOzfvZaU1uTiz8ArRwjJzO6IdfSP4pO+ly69f8960Cr+MY +QXzn+F5KuL7jAt7vFwn+pklMsRQcs2TxkIfS6f17WUhZqK9VLlYfyO/if6kP +3fTpce4riPuRF/suR73fhtvlVOCt3PYn599sXdyO/wF9R/P8pGTpnRzSDhft +3BTaoJOwhZRTcTEKeac7/dcafA6oBPh/9TX6mr3+UDw+UqkQ2VEeMLh+X1EA +yz4PJTXI287zciLlwvNECvbolvUcvN/pNMTlaXqL7mavb3h9vB3wBHOt1E2U +1rFw8lHuEjfzPrK6pFx4z+3eltEjbYZyrIUJWgDxdZ5Qkx8eUY7ofbODKkQ4 +dzTY3Fsc6cbCL0D1fQ+0j770k+RfWE8sN/+SGFFGfU9Uj+YIxP0Vva/+Pl5v +qgN/Vc+MqheUz2HxAO0IPV6eWiGKV1qr6xa7i8G4ne1VIfJ3Uku0vWU8M25a +AvpbvktvmNIYwiHtcNFCA+k4s9xtpJzi81Vg8NY5npvxvv1xFSLe+t3MrA2Z +q4LHTVvAzmu3qq/jLXey7PPQC6lZFVYf3Uk55e8k2SvBB0MXc+h29jPwuWug +U9ndxj94/GsCeFbbug8wG+zNwslH1pcX1PSZb0DKKZyKP2wr/7upgtfBB1eI +4qKSvMR+lVwNPuflATh7lC1Y96llJQu/AClMzOAmtPcg5ZSdMZM+XT6mUI/3 +MzdCvDw0HFXLlO4iepyrA/72CcyvLOtczOIhD229/HaW8oNcPC96Xfy7FmgN +yNGyrxCT43N/EN/A5Q+WXcrdg9txW+DnzI9TGdsCZuFx2VnQN1W89frcmz0c +0g4XOXyMujC4Yycpp/jfZmBntl97C55fCgCe4221vF8mq+JxWR7Yic06uHKh +ThDLPvUd8Yw8uS89SDnFzz2ne9LayjZ4f5cl8B+5kN/S/1EPvJ51DPAonAnu +NdxtCwsnHy3tsJFMfWpIyrvhpM+JrIU47n80yrBFuhrn7duA0/35jXcSAZ4s +/ALEm5FqnzazFykXjR9f4HME+8GvO60X07ljbPC5v9kQd9wfECDbDP3EBSfF +8zxhn4q7Xtp/1cdcruJ1tHKIY2zl2Z0xQ/fi9joZeLD69jzzgpsxh9Tnouoe +I6XOOwaRcuH9TpX5+60rt+B8+wR4k9vt8bj29lg8bhr+QmRHXvrJkEaTEJZ9 +Hjp0NfjAzsOepJzioXPy3rTLr2xwuxwPfGYkhypE9+nLwsNHRd5ozotqRMop +PDU/vT0j7Jhz9JnAP94P04Dz6oAXIjydO/yvP85czcIpQHF+9RdTEiVJOWWn +d78Fxwb8aiZ5Fq7v957m0dh8GcXR+z8rxeJFt6caL0RxKXxtmChjth+3j3/A +r75Z877I/eXg8c4C0LfRd5wpGbCfQ9rhog2zq6S2/BdCyoXnIg97Hc1P24rH +NRtBPynTwWGKym6WHR46vWdT7LX+a0k5FZe1PorGo9Xt8D6xduAnPOOt3r5l +zHq9EZS79/7g4SkvtrLw8FH93re8M9ImpJyKV2WT+du6RxPwvJ8r4InXzQ8o +amfhEa4jT0+S/3BNkpRTcdmj+tTVTKYJ58la8bjQ7eAU8Gvd4dgduRw7lr/w +3dHt407gv3HI5br0pv14nGIFfrUn2z2VnGmC1+tPg/6/dq9+G+PDOaQdKl7J +u59pWe0m5cL9osMzH75M8sf5bQvwkzXiqVTYFjWc3wRgJ+Zn0risaaEs+zyk +cSj/tMpwL1JO+Zt9+fvMgo12uL2bDXy6dyTsVfwjiecPowCPovR6a+XPASyc +fPTT7p7KVWcTUi483+oY+n5Mkhper/eAuBzhF1wJ2dKG8951wDkjYF6qvtEG +Fn4BWptp6So7RBKvN+lAXBYtKH2yID+TjIvwvb+wnMSr4a34nNFu8Ld5lckD +tVt2LB7y0IMo54tWAcXoijAfbnsh1m7i7agQx2trc2J/KkXi8chZ4MEwOOF1 +pqMZXpf/3K2evLGIWfg6gkPa4aIh+vnZCtdDSTnF89D2ogzZ0YE47z0EPldx +n/W7eWIqc+7+pcjOqeTPR/U8WXYoPhumfxn8pnIjKRfOn3holuV9csL7zWKB +53dWY9xdM6TxvF8j4JlQs+1YyZsdLJx8NOVMP/NTl81JOYVTaab7jDnyWvjc +2S2Iy7LsuiOHqDxJd1clXopwDvk4N23HYhZOCk+SduT+ssYBpJyyE1KiMbEw +pwmvc+2DOA4ImvPohWsJPq/0HPz1FJw8/OW3E4sHGE/R+erc/xF3Sp58fes2 +n1fpeN153EtRfHf9EqzsmB3BoX9/B35eDw25FZBtjttBC9D3bimSD4s7yCHt +cFGZ1pRRg5aGknKK/4f+2fMiNuzA+Xb4SxHPbSmTtydFT8Ln9daCnT8Wx4JV +DoSx7PPQ7KAXEtNUNpJyip+5K9XOnWxzwu1jC/C/51iv/OaDMng+cAbgWb3w +7Q3J6kAWTj6yyBZozTxsQcqF5/sevbCd9GQS3n/Y/yW0v2eNfQeqdeA87Ag4 +108x9JQ39mbhFyBjTlnAsuxBzP0JEMdhSc4Lamc8IOMi7KcNWHLo2o+PeP5c +A/z9bX3GcoejM4uHPKRX8e/mw5PZSELo8HfxuPcU/tYSb8fp8ch84MHwhuGO +tc/mMvcnQNw/251fNyI6Cre/8SAfP31ue4zyEZY+Fy299LaRYxxOyin+FzlM +a5gSGIzz9gbgedazG+HSCtPwPgE+2PkVrV6q0CeCZZ+H0hT3TV+0zgfvizME +nqdN3LG1ZLsCqU/xNip6m/GHRe64XY4APJ4KXms0G4JZOPloWOKruDLPBThv +u0JcZi4a2rei/isi9Cn8Eft/DHb2mMah9w+kAs79c6uLYq5tYeEXoJjlk36s +ShqC190mQxxV77o3y38XkPaF+zMrrD8FH/6G6PFpIPhV+TT6U5aHO8vfPGTt +9y5hZnox3idv9VJUH3zpfddX8f4xO/H6gO/TAB6UNeQ+cm0X4vHvE4i7w5n/ +wkMaj+B2vB3kplavzlquOcrS56J58/+0ZTpH4PFINvDW/H28o2GFDqlPxaVf +Yh+zmoYQDj1OkasU2TFq01Z8NeAgyz4PjTp6YoXOmy343FYU8Byv7m6WvGYo +qS88d/lhmP+cpyvwvGItlHvn9+fYr8N2s/DwUXZNNd8kbyFHVpi3eRCXc+25 +1lvGdiJCn/Kr18X9hYPe6zD3n1SKcPaVbD9bN9iPhV+A5HocWV2SP5i5JwTi +GMbc10ToU+U+qWocdkn+K17vKwa/Fn3Kv3X3/QqWv3lIeoDHo8br9/B4IRHq +g0Vu1Pm+QemkfVE7chXvIy0Qryd0+/4J+FHRiqlx4y1i7g+pFNWHsrQdU+ua +juJ2fzbIJ6hM7f9majRLn4tSg5TM/ZwOcuh5pMGVIj6ffnioX2w7ndQXrtNN +2tPvg9UevF/CA+xs8uuh3KZ8iGWfh75uTlW+WeCH2/cGcf4JfYrPUz/dDpwd +6YHnFadBuWN7/62ecWYPCw8f+WVHNH9Us8J5XqJSFK/KNwcTPob/RoQ+5Zdj +nv/HDLfpeNy0DHBWtkiutfbeysIvQO1P2n63eChx6PNizyG+33ePn5+S+oC0 +T5V7/duGFxnxf/C5y7Hgl1pMo1zFNA+Wv3lowedTodtnM+cyvkF9uHVaWu5+ +z4u432tZKSan+wk+EN/gDwMMo25F43bfAvhpXVyr9Tt4CR5nxYJ+i1rDjtN2 +MRzSDhdt7BMTaDPnECmn+OccU+uIHLoX32u0BvgsvO91/m/hDJznb4GdN05K +i8+oRrHs89DQpMV1K49vJeXCc/GTW+Z+3+qJ9/XpA//pbgMfLQ1k7kPYB3h6 +nGj9+2vPXhZOPord3m8t38malFM4fzU9Kp6rasCZIcz/DhAvZ9m6GVem/MZ5 +/iLgDF7nIHOpdwALvwBFenVslO87Eu+PVYc46pklrlrw5wkZF8q+4tJHuyw1 +/uJ23x/8jRzVJmEc78niIQ/dl5U7HNW3jrRDxf1Q+bOP6nwBqqLvG+zqN0J+ +oNv348DDuI8VWes/W+P+w0OIu8v0nLS742LxeK0Z5EPincoXKsWy9Llo+Ls3 +rk22UTjP84FPm8HmyboGs0h94TkL2fQx5j324Tzf/5XIzvXUpnsTjkXh9j0C ++BxVY3dP48YoVrk85O9/VNYqL4CUU7xt39Jvq/7G1XgeshLKdTl1WS7obygL +Dx8lfPou17nJBu+juAJxGZyz5daSmf8QoU/51XdGaYJB6iw8D/kb8DxcGbVH +83UA3k8bCPHqOq9N4hegwYPSGqaeHE3iocq1Npjx+MLBP7jdfwJ+1c2Q3Pko +YDXL3zxUqeUm0OtTg+frEqA+dLUXhD4lDwwqvxHHv4jXj9qAB9OR0/RzQ21w +/2H4K1Hct+x9quxLxZ0exxmCfNno99HSpbEsfS6aXDBJVv1kFM7nA1+J8Ubo +U3EJqklCdiWhOJ+7gJ3Sw6GHpFKP4H2JNcCbReTDjtd/R7LK5aFjTxQ8Tv0M +IOXC+47GGkVdClyD5ycnQ7n97v/l2rjvY+HhoxVlKjZtPktxPu/5ShSXy6oP +19748RcR+pRfFRMWjNDmMe/2LgY8Hy6lSDpHb8frbkUQrzGjFjTce19D2qH8 +OnfmwM9F+8aQeITv/C6dUf6Lai/oMI4Cv7aHTZAwP7+G5W8eCs6YPtZvaBmi +7x/7xK4PiWS5lNx5+uOw/rlpeL/uZ+hXzDryLkbu+QVSv1s+oYc7s4G3xYdX +8F/2tWXurYJ6MsJXva9H+TE87osCOUooetiz9BhLn4uu6bVPult9BOf5lcDz +tjU/ZHZGcUh9Ko7TYkeMWN8zjLlnDOws9nVR7Pn4CHNvG/B8d3vkpn7Hx7LK +5SGdLU8HP1m9g5RTPI/TuTppjNQ6vA8kBMrd+t7o84Q/+1l4+Cjp7NYXBlts +8b6OpRDHLZLejkc/9CD1Kb+eK35alZbOwetQSYDHyejX7aVygXg9bqx4fEn8 +AqR6XH1ZS/E40j5Vrt7Ry5aGJ5lzxz7gV27xr0mLVNax/M1D2rdPxfFGVuP5 +ZHOoJ13n5Qn9bv3V78IDabpQT0LuSL9/tfAcPt8UA/yk7Jh7dGlvO9zfyIb6 +8MNnWPhW3jGWnItObB/xaEDhEdwu3ALebqzsWLNqKYfUF54bCmyTSBofhvO/ +RJXITp+ht4acTzvKss9DjShfz1ozEI/7QoHPbN8Ml+ePxpP6wv2uk3e5TZRZ +zyqXj85bTNy+9LUdzv8Xgf/+zzOiMzb2IvUp/CNjDtTH+7PwU+WqPLyyNrN5 +Al6n84e4PE9VSN56pBoR+pT9FsncxAj73iyceUjHsNXhrdIbfD7iuHi8CP1u +cnrcukb8e6fnXZvB31tfitvCezow97lVieKoZbI6ardRHG7f9UGuER0y9sjg +4yx9Lvo0I3uD4uujpJyK4/o5Kf7988PxeM0B9KsbqiZomsWw7PBQqcYuK+cF +O3E7/hL4/H5nwYe2vPGkPhXHm46njr+btQHPu6pDuQUe8Q6h8w6w8PDRoogn ++c07HPD+2F/Af9z66RdPju5L6lPxNX3sE74yaTaed50HOBvvHl0UKLGLhV+A +Nh0JlB+iPg6v6z2GOG5WDo9WTHuLCH2qXP9E4xsbpCTwvKsS+GXlFn5Lce0G +lr956PDiSX9/yTfgechWiDvuD9wm7XeT4/v3gIfNdx48uu7oiOcB1kB8ewww +XDbAKB634wdArqZRt0ur/jhLn4vGN6eV9gmOwfnZBXibPObVrM3ZpqQ+FZeQ +SFMpCW4EHpddATs94kaf9SuOZtnnoRNLntn/LN2F9zdOBp77FQ+7sumUGqlP +8XbizVM5JY3NzDuSUO6Acr9t00IiWHj4yHLiiCv+rcy+kcUQl/F9rvKDivuR ++sJ9gDqlj/WqTPF+jwTAWT/HT989ZRcLvwCVTozusa+3OnN/IMTRnrl/ldCn +yvXoL3XHXk4Cj9M3gF+zFyZpJqpuZvmbh2r5K6KKG6rweRAOxL2r30joU/LG +skvP4lTS8frXYeAhLPku+rHfCc/7/RbPGzSfqFpMTvIJcnyvINSf+Ffe63ot +Po7b9xqQfw2vrIv87zger10Dno+1RUw6rmTOIe1wUW5Mn71jbkaTcuE9q/5J +HzxaDjD3PQL/qpu3JD/7O4G5N7JaZCdNSb/E3DOGZZ+HdgX9fCp1chcpp/iX +rVpxzK/3Zty+F0G5W35nRqxVjOA8Fub5JIijYWa24evPEiycfNTjQnv2rw1O +pFzYjvRufd5rnDlHSthee0N844q2bppDxYO+j/Ej4IwITXnmqRDMwi9A+64s +GSo5WZ2UU3jkjWUOqg2TxOP6LPBrZeV+EzOZzRxnYcKNgXrS1Z8kechDCccf +Dp27poGUd+uX4nsswd+FRyu3ztnujOcNBlaL4p7f/9QKiSHxuH2fBvK0uqLj +yyLjWfpcJDn8zB2/fTGkXLguppureSY/As/v9a0W8Vn9d+C4rTfM8PhuKdj5 +Zb7JTeAYy7LPQ4ufOuX8pxeM2/0y4HNp7RrrvvnqpD7F2/ylBxYW3N2M12HH +Ap5N608FntSPZOHkI3OHp1HZ2c64XeiEuLz78EAu7ZckqU/h3xw3qP31PTPm +PlLAOVZyRZZv7xAWfgFaIJ/l3z9NA98//ADi9U7GcdLf7w2I0KfKrfh+44rC +Xik83lcEv9Y5VzutK9nM8jcPPX55M3tIbBOez2yCuHfNexP63foh9LhPD3gI +KbmU7/hvOXN/JsS9YEjU3WGzTuDxXSjId1UtHLxm6gmWPhfVNBnWzY+KJeXC ++atJikFbfA/icZ8D8Kl97lzvMGkL5j5SsHP9YSDvvCXLDsXzfb2m5YW+IXjc +NwF45vVcecd9hwapT/FW+FjTQPmpN+4nbAU841JHSoy0PcjCyUfDD2Toyqx1 +xfdLz4O4TN5yfPDQWilSn8Jf+tXGt3mpBW4XjgPOc/ZKqNQ9hIVfgE7ts4nM +Qpp43/UwiONZddVhVV9aEKFPlTu1z5R/8U+k8Hh/NfjVMFHmadgTb5a/eahA +Y+PyTO83eL5LH+Le6mA12prDJ+1TcvczOlMWn3rI3OMq3o7ge1aBn6jkleYy +PFfcD7kJ9SHkzcXHK+RO4HHcS5DPd/dAmuNOsPS5KP7Kn4OzdWJxu3AZ+Bz/ +9IpSyjJLUl94D7ya3wTlj5E4z/8CO013BqTrh8XifsIO4HnKhZax+9s0WeXy +UHFW8Mt1jiGknOJzYd+rq6vfeuNx3GMo96tV7x9o5EEWHj7SLUh7fd/VFe8/ +OQXxevX9y9MzIdKkvtAvk+wH4RqWOM+3Ah7//i62x6+HMPfEQhx1Zlvq2lg1 +IhK/AK2ReX//SfxE0j5VbuFYWSTbII3H9XfBL9XjhX1nfvJm+ZuHZsl2yC5c +24DnOQ+x80MuWS4lV1DvFRdnn4nPu1UDD6OHWSpwX7sy97jWiOJ+64Plq/mq +J/B+m0kgz7its1XrWzxLn4seGNhNCY+JxXm+Rw3kh9HmxSe/WZD6VFw6E2bv +CCo+yNzHC3YiHKZr3B8Wi8d3RcBbvrbDzdozmqxyeahzUugQ2YIQUi7cxz4q +1Dje2gev246EcuNGm8Xqcw+y8PBRQJimi6uBG87zHyEuc2Qbr/vOkCT1Kb9c +7946/3C0Jc7zHMBzK2T33PiTIXh9Mwvi1SJ/Q2Ld1K57g2tEfp2fMP5+iwHL +L+H4JS1bT79NAo/rB4Jf8ikJoeYLfFj+5iH5Q1frz6rVIvodk3qIe1c7Quh3 +k9NiF5BfTc7Kjdt4E5+/0wZ+fGdfVJ23ljkn6AL14YDpCbng1ng8TgwG+cbn +Djt6Fsez9LkoY/7AFwd7xuL8bwN8Vtzt63ggyJzUp+L17v3p91tNDuL8zwU7 +RzZYLOr1PoZln4eOJB3MmR4TgvsDqsBzer2K9sBQTVKf4vPugFZZv3feeJzo +DeXOG9jPfcuMgyw8fJTW2aOg7KcL3t9iBvGat0e4ntWX1Kf82hsQaHppkzlz +LzTgtNvsHqUlCGHhFyCrcyY5lbaazL3HEN9D2RPC2pOryHhR5er+Cv4bMU8C +zwOvAL/0eb/+qrR4s/zNQ7csBId6j63D85Z64vWB3qdh2OUv6zxjKPBQ1uJR +PjLMhbkPGeLuon2o/PPJeA79uwzk5xTiIv3jj7P0uWibh5XcybcxpJzif8/7 +U0U1fyJxu3AB+FTf2iTXS8qCuf8Z7AxvVHm8MjqaZZ+HZm6Rz196l9kHuxV4 +VnLt9Ho7ZSKpLzwPlai9bNFLb7w/5wHgUf64MjHPP5KFk4/0e4xX+XTUBef/ +OIiLpPHhedIjJUh94b738PIrV76Y4zzfBDjfHnqS9e9EMAu/APm0b9i3ZeZE +vO65GuJoezMqJb6tDhH6VLlGPY8lll3qg+cNboJf88z9Zu+9683yl+p/JuZm +j0A1eP0rFOpDVz+T0O+2fkryAPPh+L5r4OfVc6Op2/2X435F31pRfUid20dL +Z2scvld2AshtNqyZ2U7JSX0umuBR4YMWRuN24RfwOXaWr3yQvCmpT8VLun// +gXt4B3D+nwt2yvrMrSswisbt/iPgOUNxzqQpGzVY5fKQY6aFZeLgYFIufJdk +0+q9Sm834XH9MCh3moPtv84LB1h4+EhW1q243NsJ7ytuhXi9GSrZM8+4N6kv +vA9kZLZpZQpz78cswLNaT+Lnvu+7mHu5IY5J1Q9suYteIRK/AJ0YPFulor8a +aZ8qt+5rzeT7nr3xvK4U+MW/3fw19tUmlr9gn54XrRavJ4R+t3xCn7ObBDyc +XjnO+tF/jsw9293jHv7Nan0c7g/sALme3IYUj7A4lj4XXfOV9h09M5qUC+97 +GeV84nvqAZz/FwGf22wrPOd5muJx3ymws+Ok2rgPpiw7FM8VPZUWhvQIZu5R +Bz599EfvvjVJjdSneNuTPvHB9dmb8f7b9YDH+Z/0xkfnDrBw8tHFk1ozrKwc +cZ5HEJc12693rBjTj9Sn8Ifct7h4crspzvOHAOdorwM9ZM7tYuEXUOMOv/7b +Vqnh9VBZiOPJixXnD/d/jQh94frLvb7/+TyTwPPDy8GvT1cMOPHmm1n+5iFP +mZmXM5yb8DkdLfG4E/rd6gm+1x146GncUPxjuyOeT7gMcd9+d4bhpIA43O4/ +BfmiEU81Qw//x9Lnonv+Xj5TbaJxnucCb6ddX9TwVExIfSoux6aEJvgdPIDH +fR/BzqKo+Cf1t4+w7POQS4zRkNuJu3C7vxl4Vny9qDaoVI3UF94L9CnZ8P6i +Tbjdvw/l/pL04K+vCWfhoeqDx8hZOvcdcZ6Phrhw0hUNS316k/qUX9nv+Zw7 +I004Y+l7+AGntdXmkGncnSz8AqRpNGJv4dAJeD10BcRxjv0B9fh7DYjQF+67 +OPuEG021I/R4/xr4VXQr4cVF+U0sf/PQKOXPVx8YV+B5y70Q9675Unr+raXL +X+hX0PvT1MTldLv/DPgpl5mj8dLLgblfHerDj9XN5jvdjuG8MahOJG94+t19 +8v1Ylj4XvVyeMoe36gieD/wKfA7gX56ulsgh9YXvPCrFuvt+3M/ch18nsjOx +T9WtmWuiWPZ56MahtemtGwJxfyAX+A89tmzqaYfxpL7wnoqRi7fVjlmP84BU +najcnQHTZyZt3s/Cw0d2feYbmWTb4fz/FuJloHgvrfNsT1Kf8utzsMvGqW4c +5nxQnQjnwHXzdvhyt7PwC9Dyx+fmLKpR5dDncG9AfC9/ffzpucxLROgL89WN +E9PuOPTAea9Xncgvw9xLCSeb17H8zUM76XcDa/B6WZl4PSH0u8lp/CZ1YvUE +nx+BuEsXarsmPYzB3+lMkCND3sNA/RgOqc9Fv52s9pybGkXKKf6366jkrrkd +ypwDAv2N8vK3E4MPsezwkGRILFfn6TZSLpwHPuXxtnfVGjy+0AH7r2xD/72d +Hcoql4+Mho4uRB+WknIqjg1vs0bs0jNm3k2AcvWPGxdOOOrPwiNAM3qVjo95 +OYaUU/GSCvspo2nAnNebBDj3vu41VjVtDQt/HrqwNn+c4ZRKkudu89L4/BHg +L8sIuRqUbsO8FwD8a8Rphc6Lj+bQC2weIH84+U1G66Bolj4X+Q9pftJr4CFS +TvHW4LRgiG/zHrzfZhHwc2rUJLWj52Yy7ymAnRW3/pu8WCqSZZ+HapquqVj+ +txX3f6YDbw2f+Np9lMaQ+sL3d1Q8WoKSPPF5k+WAZ13h79mrVu9h4eSjCO37 +y3y2W+P1NUvgf4XRy6oZ8V3vJgD+GI3iw6M8ZjLnxQCnUke/XcOG+LHwC5DZ +AWt3zZTReB5gini8CH2q3Izl6wbe1PyF73tcBn7dO/xZ6s42T5a/eejrOre0 +vxOY8x1IPO6Efjc5fj8CeFh42v6P4nLmPZqdEPeo2Sk+hkpH8bmAQ92+X5++ +F+wnHGHpU/00i7i69ckReFwTALxJ+T9/kO6oT+pTcfErzbH/LMPsiz4NdsZv +lr+sERHGss9DnVNVezm7+OJ7PFyB5/CI+Ilmo0aT+sL9qHt6mki/WYnHifuh +3OBGlSvxHiEsPHwUkLVnrvEhKzyPtxniklkw2DJr1m9E6FN+bV3SdGHCeH3m +XQ/AeaE9c/+2xT4s/AI0WdkzTkpqFL7Xwh7i2LWvntAXndv6jfer7AK/LsXL +TdK+spLlbx4yfRXXYrG7FLfLayHuXfvlCP1ueZtej44Wl+Pzbt3yho+jjMsO +5n2uC1AfcqqeJmhnHcbt722Q9xiWVfpC/xBLn4tGyb6pbq3dT8qF5yJnya65 +nBOE1++4wPP1I9KDl3rrMu99gB2Z1G/3pDRDWfZ5aGldsudad2/cTw4H/lvi +Bsz8sESZ1Kf4HP6t7FpskRtuf68CnjurPqwfe2EnCycfvfz02mPk+/l4Xj0e +4tW1b5/QF+7LVeHcvVysw5xPBJzqSkveKZltYuEXoHOHS/S4+4fieaHdEF+8 +b7aYtE+Ve/ySz+WV3p14XTsZ/NKff6C15LQby9889Lvtcv69+Gy8/+2ueNzx +OS+I40Afl4wiu0g8rskAHgqPVlrres3D7W896K9VPrLn6/sDHNIOF3U+4g68 +dXcvKRfeA/lvwGmTQ9txnn8CvA2WDfeNldXG/e3PYCf4qkTm9lW7WfZ5aGJM +UWrBrg2kXHiv4+nZFn/cmXW368Dzzj2b+aWrBuP2uhLwHE/ofcQ9ehsLJx8V +LLqqdTBiDikX3qNo23j/7m/mfbdciEvcrHxfB7evzDsygDOut5N55FQvFn6q +/1/X0PuolwLz3gr7uxaQcaHs3+l3f3XY1i+4fX8G/pZO9z3RZ8hy0n638R1+ +TwTitf2v84/lpWHMOUfwV3vs7bQrs81xe02NR7v0tapap7xcsp9D2uGi90lB +nVZVIaRc2E8LGPbJYeFWvK76FXgbalP69MyTycw7Mq9FdtqGeah2Wu1i2eeh +tRopXidurCHllL/p3u8LJnTa4Xa8GvhM0L/2j79LHrfXfV6L8JzU97AcZeLH +wslHVfYyzwaompJy4TtW9jGjeQsm43WTduD/0ts7Kw97vcf5efBrEc4xdZeO +KDuvYuEXoCr6PnxZnAc6Ib6NzHvihD5lf/U6rU3Hjd7ifQV/wN8yE7U+ay/Z +sXjIQz8dFwaY/XrCnPuDeI2ourNB1zeUeQfntcjfdybN3z7+m43PZU8H/ZSK +V4fvO+3lkHa4KOvkv7OFm4JIOcWn1JV7MXcrfXC+Hf1axJt/+tBQgxQ15rwn +2OFtnfJl5s3tLPs8lBTpOnF+L09STvl7epGmXLyTDW6XJV6L+LQ/7HPgiL8M +HtdMATwze6g++qLnw8LJRw0XDkz6NpBDyimc7y+n73jUMR7n22GvxfjH7xAB +ztwVeVLbNFew8AuQm7OyZ0TUAFIuusemkXmvB+LF2+Bux1d4gttZNfD3Z2wf +zU3GNiwe8pBbYFXvdIs7eN7mrXjexu/UQBy3ScRH8+7uZs6rAg/7JTQEqlcN +cXvqCvqK3/XPDOaEcEg7XOSkUHN4eK/tpJzi2b/5ueREw804r84FPp1vSlp4 +RYxl3hsCOzsvH9SKDPZj2eeh+SPcSwXa7qRceJ5uuqu2/JAleB+yFvB8tGKa +j9Fnafwd2QOeXIkNnj8ubmTh5KPKVedHmqybRcqF53r0DRxT143F+XY2xOvf +5H/HU01rcF5dCzgda+9POlHmzMIvQH2/KxxJNu+D9yHPhXjhuGSRcRHuh6ff +z63D+0OswN/JP5Iiw/hWLB7y0Mq++04v3ZaF30kMgHjtK4qpmTYxCI93wkE+ +bOOdKdd0mP3A7sCDYhC/ue6zPoe0w0X2CevWDdztS8opPg9LjJvadm4Ncz4X +9D+e+D448YA3zrdbgM/BKQvtDxoOYdnnoZee3qs7vjiQcuH5WS+9QDsDS3xf +fQiUm9Dx16Z0z2rmvXvgGb+z3IOFk49yHw6PbpXQJeUUni/l1X/v6Q1m3qUC +PFnT7K2fn7TF6yzrIC7OHS+nD19dyeJZgCJXP/Wxu/2TlAvPS8bJ3bjpVIHo +dnM7+LU85KalyzMLvA5iA3Hsup+B5AHuvdzR+3FubFG9yP5by5lqJT8uY3lz +vUh/d+iOu9Wzk5j3jCDu45ccPDj1wTbcnl4HeVT2utmmh5n7DyOAt7r44qqb +Am0OaYeL0ku54fvkvEm58H26RL+q7ws8mPeqQJ/r5jWKd3Qdzs8ngf+geIOa +0A3yLPtUnr8Q1Tas3zJSTvGmISvd3/62Cf6OUqDc34dWzU0ZuhKPm/ZCXBLX +t5+4t/c7yQPll7zs42LjPVNI+xSee7oK7V4Rg/C+Yj7guTHr1q7g6CV4HTMW +4ovfJ3rM4lmAcmcVvOTubMb7NCZCvGrb9JJ3hqZheTbEa1XJKI3Pr5Jw3g4U +jzvdLp8FHgJt30WM8GLuS3kCcbxSyZ+SfsKXc0r4YVSB3ML1+ZkLt31Y+lyk +s33Kx3o/L9wu3wB+ni+6tmDTZnVSX3iO/sGy1C+prsz5a7Cz9Jb/kdp9q1j2 +echPfvRUp+lWOD8/BJ6f+vK2hE6SJvUpv55WHbn22cII33vwHMq9XRee7FC+ +nIWHj/qZJj8ZFzkOt8upwL8Ls3+Y0BfuG9z5vHXkRik8TnkLOFdpBhadlJrP +wi9AyfS71Y34+02FuH+rXf7aY46AtC98B3n4XrPounv4/PJT8GuM8yTPpGdM +e/oV4uIVUGYyYe9m3A5K1IvkaW5T1/nobWTpc9GDDyO+Z2725NDvNdQCD4f/ +FJldrlUh9YXv7vXOSr7Ds8frF0PrRXYa1fMy24zdWfZ56HjnTM/1HnNIOYVf +LlovJeGJLs63HcCn5JLO7RmKfVjl8pGNSr71/lUj8DmCCuCz6759Ql+4vpOZ +MFH2Xy/m3H29CM+VatucPjpmLJwCFPe5mPPxv5f4vr4W4P8Z/V5JCmm/m5z+ +7r6BX8VKi4NTLHSZ88jAv9vOTSuldnvhdk0L5E2Kn4NGUuMLUp+LYg/LSP7N +cCPlFP9uztoN/uo2zDl00Nf4lTqjIsGZZYeHpk04zZvZx4SUUziVqi8orfik +idspDbC/SuHCki9DrFnl8lHbhpB6YzVFUi58Tyrpvz+N3E6cT2ZCuS2fbe1r +TY1ZeLre7crC+1fHAB7cDmoy73wBP6FuYZG7Vq/C+d8R5J9dTp84HLeSpc9F +Bw0urjvi5UTKKb/etpyfb627mDn/Dn71OR1wfeugQXjfxTqw8/BLwVa9qqUs ++zzkUe1rNMXAkJQL96M6RTq3LGL682bAj8pyS00N7/e4v20NeL54j5g78OMC +Fk4+knYNUH+sI4XbhYnAW9c5MkKfsj+tKf5W3+h3eH+4B+C8t7Zsl6LrdBZ+ +Adpbrz4hIY6H93HNB/x/HGt7hOeOY85Nd6u3Sy5GaOa54Py8F+S3Z+/UXrXQ +maXPRfzYTO3np2xIOeXvP2vtuF8O5jhvO4O/73pNnu36WYI5Rw92GirN9q/T +tWLZ56H7U/l79jVrk3IK/9hPtypMy0bgfvUG4Odzzs+cmzLPcb83EPCUDOgf +mTLLjIWTj87++Ggkr8Hsu1gGvHVmSNx69DEdEfqUff3nnJtNUc9wHjgIOOUS +K9QXlE5i4RegrBFBnf62qcz7ZcDnRc/a9+NiHPC4xg/8cmu96Xlu2QjcX70C ++iPfXGxap2fLIe1w0e3Xo5cvy1pEyoX17cXNv/+MEXPeH/xVLDXXmmv7HY/3 +74OdfJ0ls1CuBcs+D+nemNH/NdIk5RRO0xzl66bj5fF8znkod1HYwhV3HszC +/d7/xHkjcfLR34hS9xkjPpHybvr4fUDgs2qdoFzlbDKLT5Dj+xMA/8oxNrnT +7cbj8alig0i/a50Cn/sGnmelzOFbpy7B447T4O/6uq+//HcPwnm4AvT1Di28 +oteymEPa4aJvT2v3xUabk3KKH9V9jSP0dafjfuZV4OE810ygebUD541msPPp +zaSEjjUcln0eamvpZ3Hu5xhSTuGMr7s6YvQsSTwPUwzl/rrw9ui3GB2cZ7KB +Z0Xvzpne+SUkDxQePWnTMw0Tm0k5pR+w61Wf4RHFuJ95UZx/POzoVn9WrLaJ +MlJi7jFoEMnldgU/K94rz7wr143/URa6F37Pw3k7H/y6t7XBW+1DP9yv69kg +0v+xZOWhdRaWLDtcpG2iev/+bWNSLuRhQ+H2/QZazL0H4K/Hem1Tm17MOz7y +DSI7NfOLDo6T0GfZ56Gt9LnCIaRc+I5k83U9bdMeuL79hHLfq20pqM2ajPPM +e+DzZLzv3gXutxCJk486z9udD4mvIeXd9B2XjK8fatwo6p901eeg+FsS7kGM +vNs7F/R9mJuaRPaJ86pd9rvZIf1iva8xHPjPvvnBRl/JFOf5T8BDwkHvNvle +PXCenwj6flfa38iUcTikHS5SMD6y++nb6aSc4u3RtiUSmovVmHcPG0T4exlb +aQSOfo771YZgp7kn53rhb22WfR7aa3u183ujHCkXvqt4YuH3ayu+4Xw+Fsq1 +rrl9xajveDy+Htwg4v9l9cqpwaUCkgcKjyfzriXdbewJeabruyD0KTuxBSON +Fi/OZfEJeYn+voxBXyGg+fQ7xwy8/3Y6+DXsY99ftyylmPf4gOfjJ1wrlQ4Z +4ndLl4G8n7XpO4X4GbhdGAE8/DYrPn+tqRORdrjoVZadtsFQbdK+cP096cDS +YAcV5v1E0G9RrVvwPlWdhYeHxtxLfX7NTZK5XwJ4G0a/y1NMlkvh6WoX6PmE +hVDur85enw7xR7Lw8FHzlD4tU+XLmfcrxfkk9IX7BJjviMQJ+vieDcCv4RZS +FTOamX/bAHxOr+iQ36+jg8f7QSDfb6FQEDFHG+d5C/DLRDtq2PBXHxFph4tu +he+PSBw+gbRP+Xs+WW/CWRMlvF4ZBfo2Ncavkk+psvDw0Oy8Het3e/Vk3oUE +fgIXPyof+6OALFe43yNZtTXjXTvO2/5Qrs/5vJA/W4ay8IAd+h62ucAnee8B +yA/9ffh1idE1/NtKnGf8Pibgv/Zz0FGH1j8sfkAfv0sIPKffVa6PWzYZ5/PN +4Jd6YtzvIJcPOJ9fBP2fDsN/3lykySHtcJFjx6RTxdNUSTnFg07vAzdSDAYx +91oADxba2rYRNU9x3rgDdjw2f7UyGDqSZZ+HOhb8jXp38TeJn8KZM2htdjiv +CZ/nOgPlTpp061dUshzeX3cU+JSomjmoQ+8saacbHno+P/D/4K2bHV/Dteax +bg1i+f946K+1NdJdOCH/4/tDwK+83TdrAqz+MPckAM9J/24PXHR5PO4floJ8 +u/mtK9cbxnBIfS5a61x3PVRNGffnjwM/jh8rpcomviXtU/zMP/zF0i+wP17v +awA7T83RH0+HISz7VD/koNGEC/91vbMpzhuhT5XbZuOk8GTNM5xvn0C5T+xG +T+r4LE3ap+y4pobyb+o+xPmHDzwPe3GmZtOSHNI+JT/RMD44ykaA97m9AXkX +z/i9UcA/pfWek+7aL8x7kcDnfyYZL0s/jeSQci4631jhPKJuMM63OeDX3OVv +evX7WkraofxSN51882BjX+b9zUaRHZ+TyX/SJw9i2echv/5Lp983/oTbqTLg +4cm7G5lNawWkfapcRcm5H/7eeMEql49SrbNe/9Tgk3KKh/6fTZZqz+Li9ay7 +4vUZ38PQKOLBfUfD8HmjlXC/Sw3kCTJ9k3paDeaQ+lxmXlEO94fbAOetv/f+ +CTRekvaF6/V7p3ncv9Wbua8D7BQM/fKg+q0kyz4P/R434Z5BdAe+b+ov+Hv1 +6dAPOg9ySPtUub5K+98nji/C5yZGQblF3MeNdqU9SfuUnVBmnpCQd/uu8Tun +gMf4RKRsz3fvWbwJkOHKStlDBSnosMPt029bxPMAftcS+Nzcornilqc8zodD +Ab/+zHfXfKIKcT5cDPpRuhHR207LcUg7XCSvH356DV+ClAvHR/+UtAdofUP4 +vhHw1zm60eLrvFv4e3QHOy7VD9arzOqD9yEsBf2u/hVZLg/dRZ4Dxq5sIeXC +8+a2YcFq06vwvJaLOJ903psDOEePeZD9TeYr7n+uAX/n2NTZ/ls8AK+DbAN5 +rrO+n8VxKfw9OgCeo34jHa9Jv2PZ4aLVlzZaDl/am0PIhff/rzcKu2LxBeex +2YD/Mr1P4BXutxwAO4dnznXZk/iNZZ+H1h+Y+F7meDMpp+zkRd+onDs+H5/X +8IFyb/45apU0/TOpT/G8flHBTm3jTHwebSPUq676Q+h3y2/4PU3gpz3z0uY1 +pn2Zd2AB54tz16bK3KjH/ZMk0JeV6s/V3Nn1rij4G1Cz446u0zecl7zAr8zQ +VZ8/lOaT5VJ+Re571P5EoQ1/d+lg5+XZq042HZ0snDw09PSJpMikWlIuvOe8 +RPandCcP/w4EfrryIc3PSSh3+KEPsj7xrSw8fNF6Lr2f6iDwpk6/y5yK99f9 +Jy6n4xUpzn/B0IFDLpm3///57/a9k36x3km8AjyYeOkf2RhZitcp+BCXhz1/ +XJvyoideXygE+RDOh+jj3D8sfS6asC97nMHLTpwnY4BPLn3/P4/UF7b74+tO +VPd/j7/HGrBj3iozZ+zEDpZ9HvJfVaLk+ecx3rd8Dng+aPVw6pB0PqlPlduU +Z2+uHZ6L6PHmAyh34PwEwxFXmll4+KJ+b/jEamWrY+L809Mnim/E+CfsdIsj +vZ+2COzvfaLS6ByTjr/3CvBrmUGEtovDc+bdUuB5n/aT62fsf+I8+Q3kugmG +YwPWf2Ppc9H6jNJfJ/+04Xx7D3j4+PzCpIhXOaQ+xUPxBbfNj33qcf9E8o2Y +HdI+D03v2/xw69cXpFwUXy7eV/wB7G+7V1rMl3jNKpdqN+l+wmWcB/qK84nv +x3gj8nf8/Db1/pu+4PtIe7wR4clO7Lf2Gj8P50kV0N/8UaNT0PaRZYeLhg21 +MHXu2UrKhe/aMP0Zur/XDH51vWuP710BOz+lfl/as7ORZZ+H0Pb6JUXFd0i5 +8P40Zr8NXc/l34h46JLTeVIJ8MgsOC1X7l3GvJcKfmVU3I7xGtyK89s8kAd5 +qL68gN6z9LlohnNzsuLMBjzvNwpwrvIsy/IxuUvqC/dV7itcGz3yJe5vOIEd +v6Igz4qBjSz7PLTp9cSnKdUCvK6h/0aMN0Kfkkvuv7dzYsx5nH9MoVyLNdNb +fvZ6xcLDR98jO7UsWy6i26WZPT254t8jod+t/ozZVXjIccEbMX18zwbw5lys +tZAr34jPSS0Fv7ryNh0vX9BvaOldPmJ1PcsOF10fs85jTUE9zkuz2HFnlSt8 +78/U90zqiEI8731AXB/f6wL2s/zuTjt8qIRVLg+F0ftMMvA+zwXivJHl8tEe +Ov+cxflnA+CxuhK2MnfbQ/yulu0bsXYE34Mk3o7gd1SBn+CUcTFTfMtx+5UA +csOx9Ru1I4vw9xUkjp+0w0U263TfuVmWknIK51l6/T0dfy9poF+6yUnqTPhj +lh2wT4u3sb87Fv5u/NP9jWNQ7sa03YOTP9xg4eGT80u7xethycezg5dFisuH +733k0rRVvH7S/YQ74njwvR/AJ97XVIzHmxfA34LbA/q+2XED56t80Mf95zKW +HS76nPR3S1jbQ9wPOSz+/RL6wnc0Vso+zqDwknagXHzPjLh9Qr+bfbpZKAf7 +LvS8axrz3ivgx/MtBSw51d7sXRv/Z+gjPL/0QBwPoU/Z7+KTtMNDG+k8xsPf +Re+3IvuPmP4eod8tLnQ7+w7sFzD7CvC9HG9F+N2Y+QT6u1YGeVd/g9TnivIP +vlcHcCbflLfpIXGe1O/2XeB7Xd6K8U/a56FOJj/g91IBT7kRzyrhxBX8nSq+ +ZfF2FdHzkOagX/WeN6RyHI9lhyvyl5B3s0OPp2aBfiEdrwcs/ICT7l/pvBXx +j88jMO2Ldpd9yHv4fgzA2cUn3R9eCngaN9uviDa7hOvtJtDnMO04vscG7HfF +nW4vggH/8ropfndUk5h3QtnlXsV5+DA7vsx86VY2P8x5K1PgoUtOn9u9A/a/ +0PE9z9zbIG6fbo8KxO3T/s56K1af6Vp+SlxO2gc8+FpcwNOr4mzozmNJuP58 +ZfPA3Iv4TBxn1P1VlpNfiOMk7XPJ9nR8k0iO45WMHuXGtsvk/h84u9mn88ZH +8Tjic+5NYvhpGr6L2yH1uUjb0pBTOeEKcnp3qTrEoklMf5eOUa8nHeI4hc8S +Omu0iclxv7FNzA4e37WK4STlXFIu1S6Kb51n00a7PeeY76JdVM8t1M+/nDcr +jbTTrVxhNZS5Jl4unSZ3tInJhd23ets2MTyuMV6fbq/+X+TZ4v7i/oy4fXrd +zUfcDm6vxfXpc9ybQK4uOPZFRZLh4Z64Pk2DvXhc8L1h4nLc3onjGZCjNSBn +HPCvF3c4fpkjD+eBOvFy6XN2L8XtCHnIeSbOD2kH9Om8dF8cJ30OMVdcTk/f +agPOq788Cx8FZuPvxQnku84/upNtlIfvWx7fLir3OdOO0PlqbLvIL72vhhJD +rl1j2iOQd32/9Hf6U9wvvO8O7P9WP3t/tkwaaaebPn2Pn6U4fnqcq9vOivsN +zPM4cTukPpfpdzHjNXOw43s/2CjrXyPrO7qMLqvLVn86WYvXC5TaxXgm7YNc +cti5eMPhgP90lWZ9vyVJWG4L3+nwHyYrjv5MxePNWYCz9MDvoBVbHjHtIOBc +rbjn87Xcz0x7B3KjHQ3jw2PfsPS5SGWn6Xa7Iy2knPLr6qu1O084NzDtI+D3 +3TDlpHlmCdM+/l94qP7Mw0wF93nVKMjWtFXbAvyKGtP5Vf0Cc59qEJTbyuyz +JexQ/PjFbS9d/T4PWdu1yX6ZLj4/RtcfM3E5/Z2u+CDWvpP+8kX9fzq++eL6 +uN0HPnE9ycL9yeMgH/G248GjJAE+3+EG+IvP9BEk+eex7HS1R9fxeoov6J+s +XD8u+UwOqU/xo8fc10THN1FcH99XBvy3+X6MUdB8gtvrS1Au7gcWMu0+4Jd2 +nleid/Mubu8E4nJSH+zQ/dgj4t8Xof+/ySmcXe0y7j+A/a75Fty+s7/rB3ge +shXkaXS9zcHjnbvi5ZJ2uvrPN0k5pb+Pmccj8QBO0g7I6f5JQDur/lzF/bQ/ +bN4ymfuXPojhp8cdQ0COxxH5+Ht8Azgb6P5tBsvO/2Jf9F3n4Hr+DvCnMOMO +0g4PraHnkVJwfCeI26fvS/wA9bDLX/N81+tJ94CHb9vr9B9yk0n73fTx+91s +Hp7heQ9ZwP/2R8+/Ov7ZuD5z2Py8YNkBnIScsnOImU/G+8fA3/8ZD8jx++9g +vyvuwuM47QrgV2r2HgvDvEtMv1EcJ/3bC+Rb1jzLfrGvFM8/zwCcnT//2qpN +y2bZ4YrGiYRc2B4x67P0vnpDwP+YGS/j99k/iMUd398F9pfsqL2UHfEIj4vt +2PFKJMvtJvca9Kmi9STII6TH9PvPPQX3r1aI48TvcQMPBzr8Zb+/y8bfSzTI +t2eW/O5l8oClz0UTo9pmjRqeT8q7zTOQ+jxqXIrXT+n5TCfA2TVfQfcrzoL9 +uZ0GrpLrs5l7lgDPqSU5YZKbCnCejxQvl/5eMkH/0KiR/goPi1h2uMx4KoeU +d+OHHv8eYdfDRJadrview/XnKdjvyp/43W3AE8Css9D1uQnkPZsWW9RUVuLv ++ibg6cozpB0u+ie5yDh4bxYp7zZfgd+vB5x4vu4S7p9/Bztd84GEnW71Ct8v +BDiLgvsl3D3ahvfv1UK535l7DEh9LjIpqdfdMLiMlFP6W3XV3VcMfIrHEW8A +pwvTLpN2eOjf2V8F2y8+xP2xP/8Hzm71iv7dIxXaU2Xr4obrdxj5VZFc99au +u+d6CRh5MnwXA8e8//c8i9lndU4kH/a+82HrwAz8O5gnkheM9bsX2P+uyP8u +uUWvyBuus7NRyiXhn0SRHM0Y8U5v8j0WHi4a0bw+16h6DyNPEOlzN7+R/Nwj +m+UXF93uezWxaclJZDF0uW+J+QmRvr2LlGzNhWxGniLSj9rs/2O+WxJj57hI +f1ahfm1NO5sHLjrf9G63ddwVNOuaAvX3P5H+nH9FIy7vz2HkF0T6/QzL9V2m +XmN4ixXpF77r8zZlcS5+V07EJxcpv0t2Xr44nSn3tkj/oUxmvOlohuceN0T6 +a65N9Cy0ica/OXdE+ibvUhO/7LjHssNF+5Z92D2qI4aJ11VRPYwtV2vuP2UJ +qU/J606/CTtx1o2xD/rzZNZYBt5aguOoKW6HnsdTFpfj8+NdeHhkucEZIpwO +tXPLz4Yy9aYHX+SX8QsF718eOfh3Isjf7jWo2qR3l6XPRVPtqvrLTuiKx10R +npJRqWNTV/mS+pQ8lOaHkXMyRXammSu2d0xj6l9ilkg++N+vQI2t15nfd/5n +v0R4WPLN90TfqX1IgobyeSdG/57Ir/BPgbMermPwW4F8Xx9zhwZX5vupy2TF +xZ1lh8o/4779W211hJSL4sLoJ4J+u8fDGL+xm5i4ZIrwh34zLY+Rc2Hs3Bfh +wd/pSgYnyB9XHJkqp1LI0uey+MkS6af29XUv+o85L5cI+le3Fg4a+ZXh0Qr0 +Ry6skD27/DnLDhf1Sen/xS0zj/ET/NXs/yPwzKy1pD4l9+bIfvnvKlPfgu+L +/JVZPd3V6vRq5vc9kRz7u4VVLg/NjNSqP7TNj6k/90XxLc7q5T9u/wZSv5uc +SkpDlyuKfy+RUzKauf1vitWfsxHUP/Tii+x0yen0NhTsNC69JydluQQ1c4X/ +Aeyo2ap81TlujzLof8gU2Vlrt/uly3tX/DsA+OlMqQ9T8NrH4M8W8d/rtZ5r +DJ/JJ1Ygf5e1zfijhIClz0W8Ef+PsGuPq+l72qkkJElIQiXJtVCk0j5dkITo +4lIIpaioREVIukmIkiTkCAnJEcKRSioKyTVSIeQeQii9+7TnNK31/fV5++/M +Z3rWzDOz115r1mUz8+6/Xw+4yNvaBxf7jxa4Qz7ntsq5/s2WxGHt0ZMq6nnh +KeRnDPJJ5GERyrl+zw7yCu2Rjkg9ZiWA51cir9X+8VanX42XecT91ka55+Pw +81/nF1P6fKZwtFrtvGGQHw1o56vKwrhLvCTgB/Xn6dY3V/U6TuKIzlfaBmeZ ++yVR+AImru1zGow4xHNUhzgyI1U+S6SGcL+foP17B3wKMbCA95nE9VZ5nnVJ +XFgC8KCN8tObziYPXwX6GdhubMB6o5AZURQO+5w+d5p+fkYyKWftMTIKz7J9 +FwzPBfpVZWpY0ePGPODn+v+DT+kHo51EP1aH7a7Xc7xdtB1+p6J+yZQnXWN7 +V1E4fHje50C7+a36i+bELzKyr+d+l6I+b+LGK4tfP6D0+UxTpYlTeA7ch6KL +8jOjOvnXVVL6onHglm71P9ThNw/9VY3K7ZPZFA3tIk6y0+DaQoVMql0B86Wn +qodhbCLk+fXW/B/e0u8FknnIyol+XozDyrl+fiPwlvu/nyNvlJN5iH4lKZjN +cxx8jPtt9199e9FfL7G+kMSxQf71sk3mhRyB9QCJG61yS92Zsdvy70Peovyj +LK+8f/9bwCfyM2J5ytDh/WIoHD5TZKLukRqYQ8pZ+zXvPe862yIF+pn8/82b +DeL8aIwWzPiTRuGL4xhEylkczh4YXwVgu3Et+b8C8hP9GnF5hu2yk6EQF5Qb +7J/TbXX8U0qfz/x73fR7yWIPUv6fcR3a+dmnsE++L4wTMhAn7mhen+P3gU+J +gtZ2g7zHSMoXfgX+Ud6sv2fm/ag3lD7b3/74uenaKXi/N6A9lfuL4hzvUvis +3O5IZ79B56G/tUEcg/HL83sqFVP4bP7n+Zg2S0K+xSDPw5yOHKso3kDqs/KV +HyY/Up0Wyf2WLfjf9qi1k5+tdgpJPhXa0ZdtR64HdorOef0vfFqudw9wSlrl +LeOHzNxW/NQOF18eXbeAOSJ67Zvlt+Isk7D/t07bAfIB4/Wr7fs9FeUptqbz +LsXDOCoGeauNdCg903UzhSPOt/WknOUz97Na7d8sT8g3jNe5de87LrgF465S +xHmit2zK29nAi0Rhqz3der43qxgP/bY2yrXP+OZO1X9A6fOZ4fEfOtokl0K+ +oT1RLePqi6Q+K39/5OGOi0kwP7FBnKN1d3osVrxM4bPjE8lHO2Rr9pJy0Xm0 +ONvSIffWAi7mCfG8t7ZL5UMA2rMqMenUi8sw/y1pJx+CkYeQrMW31vrthv9H +O+vaPtepqJ88LN08YSa816pRf3hLP5NJ4fMZ/5b3VCgpp+dN1ehXt97b9Ht1 +B/tLEefgqCVdkrZDvyFR1GqPffd/y+MVuvK4+KJ88Mbyf0q9OnDyBmz3jV/8 +mdB+NRQOn0kaNqm3U9ZfUs7qc+9f0LdB/c6j4r90OkbjCJiChDODvm2B5yoG +46s6oc/nAK8EUl+0T1Vyr85GGagnBGC73PxuP2WPEMZdFD90fN3bkYtxRPeQ +E+OWm2B/Hqmvhn7ZxS6bYpAoji/ybNrnZ1DfDjshT1C+Y9+K0C3iurEl+svx +s4vCEc/fQ0g5y8PUM8LEb4/hvVaK+iaNa7N7eD+G/EE71wxeMsXT7AApF/W3 +LePA5ZS/u5mvUzOk0obWQf+A8uzxMb62aRDfBrTHtd8CK8nAYgqHz/TbIrnu +sfgeCrGc1Z+QdF9+XVwJ5A/q75xXFWlYW0LhCMBOGD9nIW+39CdW7GveQuqz +cuL5LW0nvgFoD69gmm2ldxRlp5DkWSxncQxa5qf2EBfkp8Z4tam5GuStGtp/ +r2V+Cvynov43X/O+xd7fKRw+49a2P4xBv+Jvm81rOpdC6rP2/zM/cewjzxf8 +RRzlyWfMtw3+RuELyHF+QDt+NSB+6up53WT/ischt1rtX1d+4UduUhdey29t +lJtrr3v01Rj6mVZ9PnNswO4v0Xsaud/JaI90yzxLQOKz7XYt+F6V8hr25dgg +jnDXgOEHMl9T9gigLnGTlIvO6Qx7H5LR+QwZFza+3DwaxnUB2G7xs/RBNj/4 +lD1CmDdt5X5HI2/c+3c29zsB5ZYt+TOfxGHlxHiy1f48RtuquXqNPYwreP+7 +/8mZCO/hoptkvzTnv+OZlt+t7x26H0Pe9gYl6OQNgnF7MMbRxdXykbM71FVT +UW7XO7LXkQ+1lD6fKV01d/q7nwmkXLQO21Jng3mrAvLJ1Stg3FiKOIee9v48 +ROsdhS8g55UxGN/C6jXZAxLF8/HiVjvrLIKNDn2S4LX8bkB7dKdMqNKQg3ml +Nuo7pnzmL7P6SeHwma4POo3P3g/PaTXas+vZp5CnZRdJfRa/y5TwJxPLAN8G +caR3uFkMEX93rRVfwDxcsUugMjuPlLN+DRwys9Qx8BD3uw55c2upb8B8NgDb +Xbj6e/PEiFTKHko/AfOQ6AeCMQ+r29YHxDisft6Btdk52lBfUkP7k0/f7SF1 +GMZ7wcjnfIHkn00S8FynotxkmVlu44aOPFKffX8NzU4c9wPqOZbIA/ecbiPx +WX//WHqbXnkN+VaKOHF2yp89zGUofAET2nY+rtAOP8HYLtGvBqM+l7dzoZ9E +e8qkq+du2AfjJWvkTb5l/Ab1tFqUc+NYeC4kSlr5kRI6Kt4eMoCzPxntTzUW +JN9ugudZG/WHSrz/XXWpJ4/E4TO5H3cpDrPrQcpF5463WSyTqoN+uAj95fo9 +iJcN4tR8mvOpvP43ZaeA6XD1fo+NZ6tJOYsTsfzMkani+mMd8lbTUsc7BXmL +9uwakXCq11IhicPqPzmxOtvg82lSzvKW8luQvCo6vLW/E9tjtubw0CPVUMfO +EfOWR+Z5q/2UnHf7f/aTwYPv/e/+Nr69/hbjMtvjTceXl2C+Y4n8OIZd6e+4 +Hu5nSEV9WTtbNTWbXxQOn1Ex+xsU8TaTlLO87e3VuX7oLahzeiNvXN7CuLEU +cS6lHX0TP/U3hS8eD8A81B155uokfqQ+az9XH1hG2SOE/tkfngu0M1vuiYdE +FKynJiA+gVOHOET9TeJ2Kz9rfxlE/DyuwGv5nYz2108fX7E1CtYJtFG/YHPt +SIuj0A+04vCZ5D8xIStGSpFy1s5FHYRePyJh3FuE/squqY4cmQ31KBvEiflR +xzxz/UTZKWAUw+/1SOj4kJSzOMFLE0/9lYd+MgDbLY29ktjc4Sqpz/LgvKK7 +j063JFIuyv9UWX+9Rh8qjlS/rYb2fPRKGxR6oJirEz6k838WmZ/KN6j50Z1W +OVevg3WNYOS513mFr7fCYbySivLGKddnGsZ35ni2RB5uhb/t+HBnKoXDZxqZ +aMEpDyEpZ/l5rCD1p3QKPC8KyA+RJ6WIUxM0VsdpAcx/g5EHbr0yjsQX1WOP +7Ts1Lxjquu7Ic2jbdbpgbJfoNxrQzsaDNTYXEyXJdlmc0pZ27Sh/82Cdy5X7 +rdsO/0l3/rdc+fb/liejvw0jv4acs7tHxpGNi0MX92umV9U5O7VRfmG1zopH +B/rwSH0+Y1h/uENArRInL0LefMs3ZjU7XCPxRfPBE4OzLq2D58sGcR4uyfn1 +yKSZskfA9G7JHxjv1SHPgUM3GZ3qc47UF9WNy5RWvu8PegHYbmo8b14f2ZuU +PUJmWdfL/fsshP4zAeNC1N/E+qzcr2W+vB3+H+2s/L3a9LX4PtlW+/PI9cpM +jAv5vCDPf5KuLNCZDnGxRL/KlvllPw2C/E9FfeXOw/vfSJLmkTh8Jtrj+LE5 +FTdIfJYHU35txyJXWKf0Rh64eWUEPC+IE6R9eN7ZtTIUvoCpLZf4834/jP+V +kR+uDhlEtsvarze7lw8TAuOZBrTnSKfGd3Nlmyk7hbBuu4GUt44zYXyVjPZk +NRb3KH98F/i/28pPzZvbprf7qnL2a6N8vIPbnJn9xeOiu63+nvyz965AHcZF +RWj/wvwDQwP7XCXxWftzsr6u850E8wgbxPl2uXPmr/C/lD0C5pj0zjHRkm9J +OYs//e+hoYuuQz0iBnmY27KOCXEJwHZr1Qvj+ghuU/YImdub1TxkPkB/WIu8 +kePJuxSfMM9SQzsTI/xyK/dVU/mZR9WF7v5H/jF/xsd8/n/noUPWLhmy1re9 +cRHG5Wp5zY2b4u/EWyI/T+bejGtaAPs/UlE/bmpXz4frlXkkDp+Rq3QrvN+z +jMQX5f8sk4roh+J1MuSNWwcX1wkRR2Jb3syETv0ofAHUf+C9r3z3f/McjPZf +cNeoZR7B/qcGtGfdkpn7Vy7pSeKL3l8t4x+ob/NonueR+K3jXhgvJaOdc+V2 +CW6K740S6//nPV6K/Yl58DHDr7qcPUVov6nC+CpjZ6j/K6H+hR77pQMva/FI +HHa+dudc9euPmqSc9Xe8tPlIg6nwvqhDf8eUyvgf2gv9lTbi/FMWnr45X4HC +FzA5s7uPdjRqJO0X3RvjLzn/02qoKyYgP9y+HaijGqM9IyYI59/OfkbiiL4v +YF7b0X9AISlncZ6ejhEEXIc6Xg7GheMTxl0KaGfMxSj9/MLvFM95jHzLeBie +61qMCxFHsT4t10R/JzmprDwxDfKch3HJfFh/7XQZ1MHsUG6VfqJgiA/0bzzk +2S/nV2PHPODBAHlY1bJ+l0Dis7wNehFsMHGReL6KOJLKlcV3xPNNHvLgdHtz +VsQueH7lkE9u3XwfiS/6TsSOyq71ZVBnC8J2Teeleby/0ZXEFz2/bd9faqVU +XDaT+K39XgD32wbtVL0oW/8k5DnFJ/3cIZ+d5z76ecJ4CGdPXJvnKLNJVUJN +jZO7oF9vzx849SDmHoXDZ/idHW7PP96fR8hZfyW/S27qNLgbJ09F/ZNMZNij +RFlSX3R/keqPTcMsf8D7AvmZH3A5UW7ENbLd1nFFBffbGvmRy6qK3KYDdQ8h +2rO4TCX9jssLEofFn1at5jFnTC4pF91DmLRV/95X2JfpTMcFnpeYNnmyJX7E +UP4Xip88sn8W5xv7XBD7voJRTuAnif0tZCaMCtPvmAjj9hTkwb9BxWPKVfH8 +B+N458oB4dQwWEd7gPLU+wXBstOgDpODcRlyVHG03lV47rKQn+wzJhXPVQ+T ++Cyf6RfmdlvmCes+tYhzy/TXzLO91Sl8ATPSOSdR9TDsO4lGnpUO25Qeio8m +8Vm/jpoGGiXxYf9uI7ar/CTW8cq4vhx+cjtxyUH7lWyOHXORSSDlrfVt8foC +2mnQso7zkeKTqqtcxnhx7zuob5egfGrbOrkCxpF4f2WhnNzPdq81XpJHQgvG +d9Lj/K1BfozlmYpR4u+eKqF+fdMHpUUBw3kkDp+xDVBdL3F3KCln+UzbvMrV +2kOFkzcgb6vfbDKacQz0tBHnYuY4N62evSh8AeN8Pco+PQPmRyXIc3Bnufqz +0ntJv0T7jg6kHRlh+oH7bYz26Jy+0GT7/T2pz9oztoe83xe5+6Rc9L3OYxbz +divDuLEa40XsU1JAO82HXzhg8fUvxXMe7NOIIeX081jUThw10S+B1qF3tUue +Uv6ivq9qoY9qt/+OM0XiwqntjDN5GN9XsyaPm+AP9S47lL8PTenyOALGewbI +G7fvLoPC4TMzNFKWpx+tI+Us//YGTtvf7oJ+Ug555saBsB7hjjjT11/WmKI1 +kEfiC5gj+zvVvz51l8Rn+dlu4nxrzBzYp66G/B9pW/8MQnuO9pExt5foQ+KL +zq+dU/4sjDpK4ovuiW3BDyPtp/tbG7QzJlzLdZHXJ4ofuo5K58MsMq/ofHBB +f0etsvlubC9+72C8/n0PO77TbzTnVxzKrYr1ynPuavNIfT7z/W3/Q/4S8L4O +QB4uL3Wc7jP6PonP8vasv5G3Sh+YX6QiTkXP1M+LYpUofAHTaW+mhK8LPL/W +yGdMSx07icRn/aoo6u4TbAfPrxDbbe695Fbhla+UPULG+rFxhWUWjMOd2zx3 +bdcfg7HdgLZ1khi088FDk30OaxopPvNgnBnP/fbDeJH1CpRz/f8S7ncK+vV9 +y5IpV7dWUHHE+Iq2XW8b185zGnP/f8vFOHS9PQfjPtFY8vL8t5Ic/w9QvqJa +9fxOKei3s5BPS7efzTdyBRQO+/79MMvGSOEPKRe9N2ul9naYDPGKRp4V/1ZG +vkuG9YhaxOm48ZfsC/MRPBJfwDTlJp6ydnhM4rO8yacaOyUrwTwoGeNC7FNt +bNPPXNivkRUwmMRn/fI4tHRKxqI0Ep+1s+Pdlab+RbBeVor2aCprH/V3An8z +24lvDtpDzHNzUJ+ro7pwv5Paea4j2oljDfLwRzbDlp9ax9WlT7eTJxJlrfF9 +/s4p+804HseDEsq7PM0eenz/OE7egPwo1g/8ICfxisLhM/VDAtIma+nzCLlo +3BtUP9J8M8xzS5DP5H+BRiajIe7aiHNy0pgZV1U0SBzRfTgRm4yaFiqSctbf +gOXM0Bt28D6tRp5zW+YpMO4yRntGdJp04UDTX9J+1q9tMhOdvjrWkHLWTltH +8/KfB2HcqID21FzICD70C/Zp1GMciX1lrfbnwfrCYVLO6iu1nNMB/bp24q6J +/iodC05IK/tA4rD6lW3nWTvayRMexnft7ZG+mo/BfjuUe37wL4hPgufCAPlx +UTp4avCTHAqHzzR6qRyUHSrJI+Qsz/pTR7/UlYX9e3LI582WczdQD3RHHOPs +tfEW74aQOCzPPQufyNeue0m2y/Kw+G7glT3bxXVt5LmuZTwM/XAQ2mMSqvSq +REmDslO8vnaRxGft1FLI6eNdDfsEbNAez5b+AZ53PYwjsX7EQ3uIcSAP9Ynx +gCzGkey30d+f1x28zRLqKB4o/WCMY5Pkw0TTxxM4f+NQvmFxncHCmjGcPAB5 +eHjYYKD9zBcUDp+ZpvvhrKcbjBOCkc/pDzLDMz4Cn9bI28/Mgj4aNeL9CYhT +9HVE56QXaiQOy+eZtQkDp+sokHLW3zNv1tyJ3QHjTGfkk9vnA/sVhWiPQs4m +W/uvHSg7hYzkzDCDzuLv6ASjnfF/tuprTID3RQzaU50299P6LVAf8MN4/Zpv +sOhJ+WaKnzyow5wg5aw+tz8f9qNaYryI9a8U9Fexy6oXne0/kDht9Fv686P/ +fa5bzjleKPvfz3sOxr3nyDqru1ZQX8pCfj63PC+wf/cB6seE7VbYNBTqmTkY +x+ZwJlC+X1dSzvJ/J6vxpkJ6E/c7ug3PbfdB1SKOxLeyrpNNxlD4Aka3+sSR +KMFH0n7R8z7oxuPOP2D9Nxn5N2w5vwPnehrRntU2wbqd140g8VvrCbkkPmun +x4xL/dfchfF8JsaRW/eH93gp2ukgOVojc7c0ZX8e06/teCMHcYj5eBbGl6hP +5qCcaLcGedANXqWus/IPqU/HXeJ+q5w4FyOWs/G1fR6ab7THnLNfCeXvVn/I +HhVuzMkbkDfNvinHNs7/SOHwmaVbF8TJ8A15hJzl/8oKlQ/Ty0Zy8hLkecTZ +FflzRsN6vTbivGhqUE60H0risDyX+Y4a8y22LykX7au5NyPWcAPwX438c+fs +oM5sjPb0LE8Z5fiqC2WnkPkRWmmZL75HRixn7ez+/ci7jpLwvCmgPTYD6vhp +bvAc1dN5spviJ49JurZXR23PWVLO6nPnpGDdvAjjTowDNdHfkgMbunbu/5PE +YfWJ81N3MB+IuIv75//M6zHu9z+99hl2Rjx/R34+FduXdtsA/2+H+v/KnQZ9 +tIf+gYdx/FOY6jB7LPAjh3ymm6Qdefa7mGxXdN6hsaL42SvYt+aOOB3MrSwq +8kZT+AJmyc8Nf2tWQZ1WDXnm6tjHSXzRPDHX5v6Rc1CnCsJ2H51aF3ulYjiJ +z/r7LePEoJfyt0kc0f35bffT6mEcw9ueL7BBO2d0lLjsZ9SJsj8PxhtQj5LF +OHLnLv3Jdll8Yt3QBf3afFHlCmPcRPlLjQeS25kPBmMcL0iXv/aSNOPsjEP5 +hJC0qEdrjDh5APJzq/v5A7P6faZw+IyhUkiAdCcYbwQjz5GyTeoTFaEfsEY+ +a9JyVbJUoB9ORZxxsbOcF10dRuKwfD5vOfekQspZHpIvbQ1TyYL8cUaeuXNV +ML8Qoj3HD+ztuelxD8pOIWNxy33KgMl1pF+snSqB/He5NfA7Bu05em9/tL05 +1CH9MF7ORZf7X/q4m+InD9ajL5Jy0T3DLXUkqPNbYhwV2p7vTkF/Z65YIf3s +SgOJ01q/hXPfqtj//8+4/2ecgHFPmDazSXvnIM6vLORnueHvxqlVUG9/gPpz +L/H6TMk34JE4fKaytNeAuJHQn0Qjn2oev67V3Cgl22Xjwu176c7p1yLOE9Vv +i7I0jSh8ASO8G6qfObuZzHOW57Et+yUySHxRvVdh6KRT/rC/uhHbfdit04zB +A/VJfNbf3V9OH+l4/QGJw9pvsbS8a/hH2E+SiXHkzpNC/bAU7YxLOhFfFNuD +sp8at0RiHOWJc/2Iz63DwvizBv3SHW6mvuJrRxKfxhG0E/eMdvoHCbHfuxnD +Bo/T27dM4/AbkJ8CC5dOG1VhfK6E+rsOvXKq227BI3H4jPqWAufwSeaknOV/ +tmzxmmOKUGcoQZ65e1rgfaGNOPHHoo5/rx1L4QuYfeXFFYmBmqSc5Wfdys7d +wwNhflGN/N9r2VcP4xBjtGfw4IUq8T59SRzW35dT3hwd1PyH5EdU/z/pp37A +Dt4v9Rivd5t8TQ/vgnMlCmhnzesPC4Kk1Sj785jJuaFZ3Uuuk/gsjs2ULVnF +6XButAjjO7ft+0IT/R10OMdKU0OKxKf1K9rJB7E+LS/FPDFse55lKozHA+6Q ++gbIm+K/Tes1AmBeycM8+RrRWz63EMZ7dihPf6uRo1QJ/Ykc8vxeP+K8Gf8p +hcNnVvh4BVSVavAIuWh/0UX/dfEdenNyd9R3OL/qrLWMIanPxmWj24zVzdbw +HKlhXLj37yWyXZbnux8ub/A/DueAgrDdaVc9FT7p6lH2CBnZp1b3Y02grquH +8e0S2BTkFRtD4rP+NlzjnzCZD/lgg3bW9wxLWDsMxleyGF+uzulJ8ZNH7rfh +YbtJiz+GxJ+PIuPFxp04B+qC/s5z7pHbzUCW9Ittl9hvGYxxTPaunCFfacnp +ByAPm2/rXfMshvdXHOpfuB01en0S9A/BGK91jharrNNMSbnoPorpX6KbmoFn +a+TNr66qeOkAeL+kIo7RLue0fef1KHwBs1R68ZLQB4NIOetvymS/Ho+Vod92 +Rj55LecQYT+AEO3RjQ2emW6nRuKw/jpMXX+lPO0PyQ9r56yfT3bEDIC6hB/G +hVv3h3loDNoZ1POOy5WBFD5rz5CVHvm/rxWQ+KL6c3GcTsJ88bkPjBcXX2/u +dwr6q6x/o9Pyso4kPqsv13b/eTDmCTfudeHqD1Zif6n3SBby0Pj5RaTPM/E9 +0Rh3YfQVn0+eMM5/gPI9G37tKjsMdelo5I3jv4rC4TMD5X9LV+hDf5KDcan0 +27XU7UV/Tl6L+uFRV7aZ+piS+qJznbNPDNpVCPtGkpFnfst64jWyXZa3Oa+j +fddpQz25sU3/07Uh8ukoIxKf5WFHj76fu5VBnTkT48X1M/tIfNbf/N+Ngco6 +MB8pRTuV7Rqi/Q7DeDgS48WNE3wofthx0ZFriesUz5Nytl1u/2QCGS82vsS9 +NzXob/jMqsef5orHM3Q/APt1sx62+vv1h8tb/bxfpP3/GW+Iz5fsZor13Dze +rrHh8BuQt+72BjOXvob6nhLqV2+KFWq9msojcfjMXZ7puNArUzh5CfI5oCpS +X2fpY7Jd0TmFxVIqttOh7qGNONP3dF65vdSIwhcw4TIPRp3PH07KRevvJ9+e +yJgC657VyD93Lhv2qRpju/PC90tsfjSYxBHth3d/Ir93rBQpZ+03nvUw3cYE +9nXXYxzfjyrqs6wDjHsV0M4A5T3NW/O1SBzWnvTxHzo2zxXXEzGOxHkusT6L +f62lbgZ1DE3019BlU0b2FHmKh0K4JySKxGHzijtXvpriv4S8P6e2nTwxQH7i +U86YV3jCOi8P80F6061c6YHjOXvsUD4iwevswDAzTi6HfKb1LbbLrntN4fAZ +x5tW3uZCcX0D45U5Yqrg7kt4X7ijfocpWvdPTzYj9Vn+BWUDnqXowzxRDfk/ ++XJQ7ZbvBWS7onNMH8rmmU2T5PSDsN2+b2z+XuxuTNkjZELO5zyeeADm43oY +rx2fzif/Kkgm8Vl/A0O3/mgcCPdH2aCdlgXvfN/fhn0UshhH7r6IcIqfPGZt +y37+q6ScbbeoZX0HzmW7oF/GbzudNFwr3t+I+MR9NaqYJ1x/u4rEb+2X5pJ5 +To9LA5CfVOWZthe/wXMUjPlwUCVwBbMU+pk4lO9zft4/+6sVpc9nJnodO7rs +NvQn1sjnA7e6ay/WwfnTYIxXv6QxGzOVJnL6qYijo+fItxzNUPgCxlPvw2wL +SaiTOCPP3P0MxSQ+y6eXz6rALtug/xdiu9Njyo+GxI0g8Vke5NfeuOhtC+93 +P4zXy7cnBxVdziLxWb+GzVldeW8n5FUM2rk486ac0kltEp+1k7sPBOYJlhhf +95ZzoEEkPtsu5xfce5iCfv3aJqkYMU2RxG+dv0DdzAnzgbhXLRjlxPqaLuYJ +0Z80tCN3Rjlxr2Awyol7dXIwf25de+9g/Abi/gDlD6YcOaWlAePhaOR548yn +20oHfKBw+Ezkef+49x1hXpyD8ZXQ/KeuWwv1sVrUt0x/W33EDPCT2/TzpY63 +ljXfpvAFsI7cj8Rn+R9pcbNiaTicL2vEdm8Y9XjWK92Mk2diHNVv5/RRXJVO +4rP5tnWUnXfXoz9IOeuvS987frpKMF8uRXs+hFhqpY2C92Akxv1Jp4Eeebfj +KPvF54NukHLWng5jXkTetYb1uBr0y6KThnNmHDwvSZgnxHnJHGyXOL8sbCdP +xPtP3UtJ+cF25sUNyE/pt8B+dpYwzpR41Jon2vIfvSZG2HNyJZQXnxi0f8Ku +WZy8BPms9HedMkn83ZdWHD4T1c1e0CtuJonPxjFeZ4XGiAUwz9JG/ZLrzlL5 +sy1IfTYud5wLvh+IhHpLNfLP3a/4gGyX5dkq/+eV3101OH1jbHfsnbL5vNAx +lD1CJmVlTp/cIVD3q8c4zh+i4HNv/2USn/V37evD82w7Ql4poJ2x763e268X +n7+g3y87KX7yyP3bYjnbrp3+lcR08b2TmuiXV7x1YWO5Mmk/i8/tC9pP5hub +V0S9RazPyrl5XwhpP/3+MkB+VH87SDjrwjkpHubD8MEhq32UII52KP9y7/CQ +743w/pJD3mw+l70ImgT1Ch7GfcPkIZ+MfhqR+KL7Fm6qBd1aBPMyd9SXkv50 +eWjAVMoeATP/VcmpUb4anFwNeb4bYFzxy/sh2S7L542NVXPiG6EuF4Ttvvd8 +a/21zoyyR8h0m5nrr+4D6x16GK9dUebzDpmdI/FZf9c5+b54+Uh8nxLaeVV9 +7UqtfjBPlMU42iSMfCnD7Kf4yWOOt9yrfJuUs+1GqzQFqVrDeNgF/ZLROXG9 +TG4AaT+Lz+0Hg7irYj4QecJDOdEvBSAPitIL9NOlxPslMO4Db+0MjA+GfiMO +5dFRm3zr5s3m5NbIz0i5NRtTJ4j3G2B8vyvl6HV/PJPEF937GnTRODga8i0V +9UOF2eULHk6m7BEwvhNCLbc9hHqLM/KZ1nLfwmOyXZa355f6juu9FcbVQmxX ++/zQzDH64yl7hEzPewaHmr4BD34YF5PJS6y8F+WS+Ky/PXsPtVf3hLpTDNrZ +5ZrbWC8b6JcsMV7Gz592vdU5iuInD+ZZ1aS8dd8X1OtS0K8eMXtDf8X1J+1n +8bn7yqA+7IRxH972PsBglHP1HDinI7aT7jeykJ9XY3qeHZkqTbYrGre0XU+U +fvS/31M5mD/CVX3yzkmKxy3Ip3mPc9XmC2E9+gHq/3ORGmB/BMbVOZgn+ZYm +ezTfmJJy0Xgm9+Wueh6Mc5KRZ+4eRThXVYs4f5cP9o3fN5PCFzDWeyI/+X8f +QspZ/icnTo/oVwl14EyMl22PudMTzkBdtxHtmeB14L1D3RTKTiGjPb3S8eMs +KVLO8vBIdgyzXfwdo0iML3FPeCna2e9o51c58rokDuuv7/hhrlvHPSL5Z+38 +OHXKI6/dsG6YhPnAzY82wXsH/f22tuCL3YJBFA+F0J/Ek/j0fDyGziuo6zYg +D0fGjS/U76VE8UPXcx63yv3b1pHEcjZP5vQ5uXDJ7PkcTgnyyd1TB+f+lFB/ ++/iSU4I0Bx6Jw2dqTiVtvBtvS8rZOHa7VDA4/jTkbXWb99GQ3QJhtfieIsRR +KCn0CXW1pvAFTIfABl2beYakXPRdoeqjyubVMA+qx3h9uz39fr9AmNcboz3v +i5U8Dg2fSNkpZCYmXHIdwfQi5SwPG9bt3j2Igfd+EcbxMnxHoOW3Atp51W9K +VLbJeMr+PGZ003TbfNU3JP+snbNPfZIcowP1qArMB+JeKU30V5A4tfF+10EU +D4XMobb7eMVyFocYP9e1k1cGyIOuorrl5dVyHL74eaT7JTE+LZdD3jQmnO8W +dku8LwLzJ7BjdlCc3AwO3w7lO+8dehhsDvnDw3yQ+KV/40cYvNfUkM8bN342 +9+78ksRn4+vm3/l2Yxeoz7gjTvj7SJ+V62dR+AJGeuv4INU+OqRctM9nT+Ai +tX/wvtDDeH2Xty/1+AzvlyBsd+GmiFMCRSsSR7RfK3OCk/JT2O8ki/Hi9rec +Ju1neatz7ZZyyhH269qgnXHOZYu3zB9L2Z8H+/bhvKcqxp2sF6H98S31TLDf +Bf09/ilu2gTlISR+6/43PpnndP7wsF3yfnvUJ+8vRX6O34m7WGYH53qCMR9m +uz/M/vDbkZPHoVyp252L3m/mcnJr5I3cj4Fxr9ILuCrTzZ7EZ+O1tE49b2Uu +xCsV9W0GDJuhF29D2SNgVIcE5zy8BXnljPw/3FHfrLvgDdkuy+d72+iiixZQ +/xFiuxuSf3apn2VG2SNkVlp1nOOzC+Y1fhgv4t7IYPS3oOHd0elF8B6MQTuf +5i09vlIF+klLjCOxHy8Y7U9z7vX5lexHUi6qY4ePrtowBs5tpaBfRrp/LpT9 +0yLtZ/HtzYT9mzpD3dsJ84G8DxblxD3b3pgnxL2FWcjPJiWrZXn9Fcl2W/MK +1lky2pHnYP5MdCjqaX4AxuEPUJ7Xr0JFb/8cTh6NPI/tbWL8x1KSR+LwmQVu +uy1WdrIm5Wx8LYbbXPlTDuOrWtSv1HDuPmM75GEy8q+1X5A8YNJbyk4Bo2Fd +YCR9diyJz/K/9U7fz2ecof9vxHafjx2dfvcBjMcyMY6hpjpLvjcXkvgsnxH3 +1K6PmdmDxGf9rTp4MNDFE9bRStGeIcV3F1u7wX6ASIw7V9c6TdmfB/sqa0g5 +a4+i8haDQV3Bnhr069zrvR8TPsHzkoR5Qtx3moPtampE6m9/kErKWf24m4Nd +r1bu4H43oL/cfjnxeWfME66uuJIhePvPOLwdeQnylhvVdKrEG8YJEk9a82rG +sy8fajss5uRKKN9xYbfnYvuFlD6f2T7iZtLOzHmcvBr5HKt8u0fJafF9XE9a +4260StFT0x76K23EYRx7j0mdbkfhCxjvlEbjX2PMSDnL/86XP0/fK4U6Qz3G +61bica3WeqsxtnvOY+WuQZcmkzii9aDx5jOyImD9ogjjda7luT5J2s/yVvhC +I+PQO9jPoIB2hmz3u2e7g0fZn8coCBuDiqWhflKBcefu09tO4rP26w7bo/Pu +MIxjNNFf6ZARNn8WjqR4KCS/cyGWs/hE/aoO84f4/osB8rB2dekJuwF9SHx6 +3pePecW9Z+GeVTnkZ2DQlEobXfH+VcyfO0tO3tR+BONwO5SvreSNDHBxpPT5 +jFfRoMq59jD+UUM+uXUi8blXjG/9WZ9zozQhvu6IE7B628PvQ+dS+ALm1UHD +hEndJ5ByludU5RALp38wPtfDuDB9+62c9hT2hwRhu7Wu+uW9S2eROCyfUSOP +b4yyh/mjLMaLu19UQNovmr9IWag320ty+jZoZ82aE1tmhkyk7Gefr0KN2pj+ +sJ6rinFf2/a+LB7an3nlq+RpBux3QX8Tnmt9cFAbTeKzdg5oue/0DInD4jsN +H+nawwfegwqYJ0Re8dqRByA/xl/djGw+w30L4ueUzqtgzJOqo9tt5qxYwulb +I2+H84w1z1RDvSIO9fvX3N13ps6ZR+LwmWy+v3TfRkdSzsaxoKl7Y80YeM86 +I8/LrHNV3O7DenEq4gR1WbJfcHQOhS9gzj27FzhhoQUpF92v4tutV6U51LX8 +MC4lEUs7VWyH/WnCNv1Vx0m+wRLWlJ1CJnFvTaPmCQ1SzvLQ27/qyZZ0mAdZ +Yhx9W+5DgHpjDNqZabl68cjO5iQO629QgVy9bewPkn/Wzu3qQpXfH6Gu4oT5 +wJ1v2sX9TkF/A+saV8w/OJrEZ+0JzPvS3DP7GonfOg6H/czemD/k/hDkoeuZ +Ee9/yvSn+BH3V3CuwQLzitzPjHLuHMQ8Mr7upXCeAs5BRCPPiVEZkaNniM8x +Yb65S87pPiAX8uoByp1vNg+/scKZ0uczyc3hhz4YisdXyD93PhreFzmYD6bb +1BVUImA/bS3i3PKzeTL6kxOFz8b3VHyS0yxYL87EOB44ZavQyH9E4rPx2ncx +4LVHBswrG7Hdy5O0OrwZbU/is/wXb5DyL+gF97xFYnwV7L1Mx57MJvFF++uS ++4QHHoH3QinaqX2h0dNBwYyyPw/ux4DnLgnz5MEVowr7l/EkPuvXWE/lUbxe +4FcN+uUk16mLrIY+ic/amSUfp/OzGNavMzB/uHNVa0n81vVi+C5hA/Kw/dHn +tKm1g0l8Om8zMa/I8Rjys7NpyHP3GPE5o/LW/FkoiNY/etmVkyuh/IZf7Em3 +IS6UPp9RlL7w6Uci5Fs18vnOxMNilirspxLrs/GdH/di17MjEF9txIk4afUj +cJ8ThS9g7F5fXVIfaEnKRXWezxrXF5XCeLse4/LJo98MgQHUzYyx3cmDLw7w +nDGLxBHdD2nj/3JPMczXijBevafk9XGIvkLaz/I2eZJahMNimGcpoJ0HO8tM +vNZvCmV/Htz/APOFCowvcT5UrM/a7/pSS/Znb9iHrIn+yo+7ZKTYrE/is3Zy +30G4TuKw+MT9WnXt5IkB8pBWPnGu1TUNip8S6l5f7MeIfQVifVpujHKyDoZ8 +nr+0d+DJZPF9ZZhv413ipnWugryyQ7mkoNjy8OyllD477tq7OfzZH5gXqCH/ +8/cstJocD3UPHubDguMRmnO6QD64I87B+/kfA685U/gCZqaKV4naenh/6WG8 +msalDjr4tYrEZ+PVeOPHZdkmmJ8GYbuNt+b6ZVnMJfFZ/pVP1CUunwv8y2J8 +Z2xIH9R8+jqJz/LmWTjVw2YO7GezQTun3vdYO+PPJMr+POZmvX7V1ChYB1HF +POHuLzpM4ov229zq5LfDBvxyQb+U9+ndez56AonP2ul6Wt5n+0ZYj9bF/OHy +LYzEZ9vl7l+FdgOQh5ExCtO/3BlK8VNCrktaYF4ta3sfVDDmib1SwYwR6905 +HGvk7d8kqajPVbAeF4f6VXLBF9JGuPFIHD4TJ7yeVVm9hJSL1l8knec+OQ9x +dEae5V5ruWZkwr0rqYhz18fDcdFbZwpfwEQHr9s/faw1KWd5PvZIS/5+KdTT +/DAusq4TncyOwL0WQrTnxJsXan8l7Ukcls9Mx4++6rnDSLnoPpN/As/CLTBf +sMQ4ct/LgPFSDNrZ51uvhGMfrUgc1t/fEmnHdtyVIOWsnZ5z+6ZHTYH6hhPG +fVTL/WZQZ0tBf3+M3f64dIchxUMh1H8KyfiyONy+RDhv4o15wq0fQV03C3mI +ffVd5/PJIRQ/JeT9qMGYV8R3YJ+08z5t5bOUPI8QjTxv27ffrykD1k1yMN9+ +fjQzObkW3qcPUP4uJUD+hoobpc9nns452ylwxyJOnoz8j8jt9tXMGs6X5WA+ +HM4ovpp+E+obtYij26/s9aCXSyl8AWO4o+vkYz/g/ZWJcbzWPXDhhMWvSHw2 +Xv3f7uuqIgn9QGOb5+L+86Or/jiR+Cz/9xOyfFzHAP+RGN8HtSFZ69wKSXyW +N92OYXWzpsA+zFK0c3r3WCOda1aU/XnMvDeyfpu1YD0lCfNkkqLOSyunVBKf +9cvby75UqA9+1aBf+f0q+y2yZ0h81s5PqhJ/LLuBnRmYP+T4Ddvl8gf6t1D6 +PSi+Pxz5cXTumWfwTYfirR18et4a2U4eliCf8rvM1kwfJl6/e9qab0obVgvn +3vPk5EooT4ix8JTx8aD0+cyVY5nCdaOWcfJq5L980+0H1rwOpL5oXrlv/ufg +tQs4uTbiVJ8I6OKg7ULhC5jqTVVWnn+gXleP8eo2fOGwrsug/iDWF927u9Qk +fd1ZqCcbY7udV2T+frJ9HmWPkFntL1Vntkm8/wrjK/VkdmmYWRGJL1o3+fVh +iWMY7D9UQDstKspPD1hgQ9mfB9/Rg/pABeZDn6Ne+VUefBKf9cv38rSx9RFw +j58m+vX2/aNZWtY8Ep+1c0fLPWywz6cO84S8//lpa7svDBymS02D+rMB8qBi +Y1HgvXQkic/iEOc389vJtwzMN249Ar67LYe8Xe66ff7q57CPkYd5lf36+QHN +QHgv26H8/P1+C3IVPCh9PrPh/qiwbR2hv1JDng22ZVZHrJci9dm4y30zCfWz +h7i7I45G15sZQ7q5UfgCxtPKwLL3gemcXA/j0hR23b+TuN7Fw7iMGbX62usq +E04/CNt1j5yRt+uMM4kv2jf4a1u64m+o28tiHNe2vY+Uh7wtqjSU1o2FdS4b +tJM7V2VD2Z/HRHbMnf9+gSQnV8W4L//9tfn38pMkPuvXw+mfJF+8hfPFLujX +lbC1iabhZiQ+ayd3ry/cq6+LecKdqwol8dl2py5U9Lk4Bd7LAciDhuLewNG1 +Yyh+Ssh7X8XPL5tvI9p+Z5yHcqu232WzRt7iqpjl773E5+4xrxyTTse6zvDm +5HEot48d6xC7YxWlz2d6jqrpUWG5nJM7I8//iv8YL7nTkdRn4957VddlZz9C +3FMRZ/14m2s7Y90ofAHT3cl8fdgBWMf3w7jYu6fzXgeK78XFuAyYsj3r3V6o +7wmx3X2ubwdo8RdS9giZ4mlPnCs8YN5hiXHMzMtI3ir+flUw8uZ8cF3vPg5w +Xi8G7cw2rZNcrmFL2Z/H2Fk2Xyo7BesRThj316ETKlaNO0nis355dZm0fK4d +3FeQgn4Vynn3+7LVnMRn7TTT/NXsJr530hvzhPv+dQyJz7ZrbW1lm2gL/VsW +8qC4e1vYGdUxFD/s+LDtdzwtMK+IdYdglBPzC/HzSI8Do5HP4aZMeLIE8JmD ++Wb3aJrzKEMvTv4A5acmB/Xa0sGb0ucz4Q6Xb/0+B+/ZZOTf0k5QffhuJ1Kf +zYfgV5lHX/lAPtQiTup8lcomWQ8KX8D8rawr6fUF5r+ZGK/Nb8cHeS2EfWI5 +GK+Ijio9x/ww4/Qbsd1Rl+IN5OOXkvgs/2URKvmRP6EeG4nx5faj3iPxWd5i +Ryqlqy6G9cdStLNezWuj5kpbyv48Rj/FKGmzAvCQ1E4e5qBf6QdrBo83Ab9q +0K+pBv329Fo1mcRn7bRdIul/n4HvImS0yZ+284scbHdppwNDH0fC+YIG5KHS +eGvs15PjSHwWh6v3Qv8ZivlGvGdzUE6MGyPbycMS5DN3Q6/CASPF5/efteZb +jI59/YZ6X06uhPI3N4fHZi/3pfT5jFvJteyBQZC31ch/49SPZnmt9xQ9a80H +xcYtnTXKIR+0EWdzsIzgkbQnhS9gzuTHjZjuDusa9RivwYEnxnUph3qsWJ+N +124byUyFXVAPNMZ288Iqun9ZuYSyR8iUvuk6LsQS9psVYXxDNvb1kBJ/R0Gs +L9pftGKi58W9sH9AAe3MLBD8bPriQOKzPFyoW73x/FI4H1GB+ZCWnZPoVSsg +8UX79hPrvlmsgXq7Jvp144nkmorwKSR+674UOK9Uh/nTre33BcT6bLvCzrfj +hgyBdg2QhxMjzFwjPuuT+CwOV4eE+0Lz27xn285/xfq0PKadPJRDPmXeRe1X +dgM+eZhvt0vvP/tj4cPJ7VBul7X72b90X0qfz4TcmXttpxb0Y2rI/1ONg0Nv +LZQj9dl8SEmfrqQ/bwknd0ecDT0ca5TXrKLwBUyUheXpPalQP9HDeEW/sld4 +OUN8HgHjZXDS6FCJJMQrCNs1yCnMHndyGWWPkJnlpmtyLhf4l8X4zpnwZMfn +nfdJfNE9b/Ij1Dsc1OD0bdDO7ItDPwzWnUPZn8f4fTIpHzYFeFDFfODW5c+Q ++Kxf3Hdk4PlyQb9WDtxXuTTSisRn7Sxuu89BF/OH2z+8m8Rn2+07rapr/GJY +BwxAHpTz1W9JKBuR+K31PcCRxnwj7qfloZx7j8P+Jes2+fbTd3NBmvieBMwr +lXEbPSNPr+HkcSgfl11f7DZ5DaXPZ+atN6tL+QXvZWfkuaDDHT0nMwVSn437 +DIOneV2+QNxTEaemVmHrPDdvCl/AmOzKMNQ3hfU7P4zLSDuZIR3FddpgjEt/ +hfDykGqoEwqx3c7rD+r/rXal7BEy3sbMzqJTwLMlxvF9D033EXsfkfgsb6PW +Zz+Rt4f6TAzaeSH8jpnXi/mU/XmMj/9557LTULd3wrgP+qdZu/ZmJokvuhdo +h86Y18thPSgF/VrxwmqIlq41ic/aeWDNqSO5R8X7YzBPuH5mF4nPtvvs3vfm +HXdg/3kW8qAyd/3Sf9sNSfzW+TKMJy0wr7hxpjeJT48Pq9vp98Rx/8/4EHnW +uqCz8G8/8f5/zMP6N0cPFaz14+QPUP7Wo97Y8u0aSp/PZHT55SMtD3mVjHEJ +jbG64DS8B6nP5skh10/qx0shT2oRp9J515A9rr4UvoA51mXy4DWSEPdMjKOl +5p6BfqchP3MwjrP2KA49cBrWixux3UGmFqd+7l1B2cOOzycoHNYNhLhEYtyv +t3yX5zGJz/L2uuRWaEk4rNOVop0Pz0opyWc4UvbnMc3TO4+XvATPaRLmCXFO +IQf9cl/9xzp8PfhVg36VTrtq7+c/k8Rn7SxS33BlZXewM6Od92kOthsWMm6R ++Rq416IBeQjTGH334k+GxKdxQjEPufsKVpD4beQt95zwn//vPMxpJz9LkOf5 +46df8T0E+SlR0ZqHytkDppZJBHJyJZQPX59vOUIQQOnzmWm7X5qGnVvNyasx +LjJ/+VPvvVEk9dk8Ga4XkP6sCvJEG3G6yRWtsxi1msIXMDbex3VjO8C8ux7j +aK80asxha/H9VxWtcbyVePsTvyvMd4yx3TkRa4d9KlpO2SNk3BzUTwZNg/pb +Ecbd0b3PSvUeT0h8lrfGiIPPBuyDezYU0M6P3UvC7AWLKPvzmOEt31eF8ykV +mCc12/t7bMy4SOKzfi0oHvIw7Bv4pYl+5TzpMLxXrg2Jz9qpbtT9a/hy+F2H +eSVoOZ+1l8Rn223OutDfpALOsRogD1vMJ148E8FQ/JSQ36lvxDwkvncp1qfn +NU/ayUNxXv1nPIk8zznX646Vm/g+TMzD/EWlCZLN/pzcDuWy8yUO79kYSOnz +mQ5Ddzi5VUK/p4ZxCYuO/zL3U09SX/Sd4uVF96dfhTxxR5wufjP0A/TWUPgC +Znh0jluXzzAf18M4rj2gcPZnJtxHx8M45uqquyrugTgGYbu5PTL1NuxdSdnD +9p8TC9wX+UBcZDHuk8ft1lnsVkHis7xdesTcM9wE64A2aKfz8HFq6jOcSXyW +h4V2OevGZAEPqpgnhi3nDS+T+KxfErsOddaMBb9c0C9vw/4Og0Nmk/isnRuC +1N1/HIE80MW8Iu6n5WG7fqMmP1onhHNwAchD1kyVU7ouZhQ/JXA+CN7v0piH +3HqKA4kv6j+H3OsxJRv2RVgjb30P7e66KZHKNzY/uXvMnGCcgPl2fsHKAV+P +BnH6cSgPPqwqZ+YGcmfkWTJt57d512BdJhjzyuR437Bx8WtJOZsPX14ETk5/ +DvmQivoJ+3zuFduCvh/GhfdRNvSnShNlJzvvTnwbGbR3CYnPxqsgqPbgzAKo +t1hivN4KnazOjobfQrQns0DKpGnVSspOIXPKcZP5zvNmpJzl0zK3k6HNUljn +ikF75psn7nYMAnucMO7PfjhMP1p+hbKfnXefGPp657Q+JD7r78HfU1eP/QH+ +pqBfDUcrZjqkgF/emCfk9+XRX+0LoxdpPaok5aL5dct9nrA+boH5U123U/BI +T7xvEHlQLpr6ts85ige2Xe67PztJ/NY6D8xr3DHfuPn+HO5+9bB23u/RyHPH +Dm7LhMvE64mYh3KLi35vblzPyR+g3DZi4rjCHRsofT5zm7n1aZwW5FUy8r+9 +tMfXq059SH02H6pf/Kr1Wg75UIs4QcP8pbtHBVD4AmbjjrCU74ZLOHkmxlFx +eOPUPtf/MYQ+G0cN36t9jm2FODZiu7XHmnwGpftQ9giZvxn2Fy+eBf4jMb4j +3TYZ/DatJPFZ3uy/3HPJfwq8laKdtxRlO6ioLyXxWR7uGLseF4wHHpLa5Il/ +v5VJ6jkkvuh7Clsdu7zfCn7VoF9+th3vKO61J/FZO2X3mT8yvwl2ZrTz/s3B +dgdKfQyZtBKelwbkQTfo0jyJtZMofkrgHBzsbwxtk88t+7i8SXx6XSahnfd1 +CfK55s3tW9n+sN4q8bw134TBJ5tUvYI5uRLK916N6fB6YTClz2e27HYbN/kT +vMerkX/Tpm/XlFf2JfXZfPg4MnhW8QPIB23E2Sahr9G5IpDCFzCXV1wb/SwY +5kf1GK/f41LULTdIkPpsvPa6vu7/9y3UA42x3dWbNz2MOOtD2cPy73Su371i +4L8I4/vEaPDr699hn5VYn+VtdcTq4Vt3wPqFAtrZ6WtTzfx1rpT9eYyhn/DP +ommwTl3RTj6I9UX7q1vu3QK/NNGv0dWePN+HDiQ+a6fHMIfShfmwL7EO84c4 +ry3WZ9t99Ohy4oLVsC/XAHl41e152vfcSRQ/VB7mt8lD4nvEz1vlxLqMHPKm +edhtd0WUeJ0R84qffWFP/CTIKzuU2wmWx46U20zp8xmlPl9emRVCnqghz/WO +08Ye4fUj9dm4N7wx7vg5A+Lujji1TQ+T3k0NovAFTOTVfneOrYA46mFcJktN +OF4dI0Hqs3F5Z9wU5P4U4hKE7R43uyG13dyPskfIHBpvmfhQzLMsxlHodeV5 ++AnxPbfI27e5KnuGzAbebNo8F5df6hpMX0biszyo+78ZXMKH9VZVjHvBQrf8 +jWeySXzWr1PLom8MFj9HLujXQN+ETm7f5pL4rJ0vjH4xxhpgpy7mCXHOiIft +GnYwmVetBO0GIA9H7lqXDVthSfFD1X+kMa+I+QsP5cS8W/w80v2eNfIZN3Zb +2MKH4vVHzLdulf0NL10I4eRxKG/aadFbJiuE0ucz2o9GDn+ZDu9lZ+RfuvF8 +/6TpqqQ+mw9rDZn0hysgH1IRR7nbBZe9yRsofAHzb27Q/pd7YT+GH8YrVLs8 +frWwA6kvOgcn+9VUci7UhYTY7ovM6S+3r/ej7BEyRmtdvMquAP+WGN+BCSZJ +naeJv+ODvPW4f2N1ygE4txKDdqrNDfwx7qg7ZX8eYy9l8XPj7/6c3AnzgcuT +ayQ+69fGE5JLSntIcvop6Nf540+HufrOJ/FZOx+XO26Pt4Jz9N6YP9z+hzgS +n23XNsnq0WQluNclC3lYc/7i1lufLSl+Ssjv8VlgvhHnfINRPqDtPXLRyFuk +Rt+gygzgLQfz6kDQpHV/L4dw8gconx/UJ+179BZKn8+YD5ly8vBxyJNk5Pks +o3X05a/+pD4bd48OnZ4YboC41yLOqB470iZqBlP4AsZ14xPrFU8hjpkYl/sJ +YcE5WpKkPhuXiyZdTniEQVwasd3+3e5L7VDzp+wRMqMHhEhFfQeeIzGO3LwS +4piDvMlFvbt0ORl4K0U7leIVFrhcX07Zn8dUux4Yql0KPCRh3Dda9vv8fUMO +ic/6ZTbISv6tBPhVg37Frjv62ivGicRn7XyVvDiKzwc7M9rJkxxsd8rI9OTZ +nyDPG5CHTV0m7Rz4axrFTwmzp2WeC+eeQtvJqxyUf277nXr3yv/d70VXtvK5 +5uQ/nlfVBLJdVj/xiMGCe93g3FMJ8h8489W5oGHidUnxeHw3o+uV7VphGsbJ +lVBucnJJxji7MEqfzzBrrmw4Xg35Vo3xuvPqXd7YuIGkPps/gQt4L6ynQv5o +I07koh3+/s3BFL6AEWyRijDqAuvX9Rjffio17l4HpUh9Nr6XitRl038t4OTG +2C5TZDSbF+pP2SNkVj+2Sko2h3WQIswH7t4w8XcMkeeQ3GTFBgbWtRXQzhGP +7l8ZN8iTxBedx3HsXh8VDvsBKjB/ula6Fd7vmUfis351f/tuzef34Jcm+rVB +8Uz/2SMXkvi0nXWYb+eIemNla7vybe+hMkAeVm13N/i8yJrEZ3G4928i9zsf +85P4ro1Y/z/jQ+St88dIyy9TgbeP7bzHeZhvV9wlNQcEQr7ZobxZ3Vl99NRw +Tq6GPMvopezrtgV45mFe5Y44MsWsx2ZSzuYDV1+FfHBH/Vsqc40s54RQOAJG +09Gf3y0S4quH8bKXkNUZMUmK1Gfj5aHd/+8kS4iXLMbLTGXvqtlPoJ8JQntG +aQ6Ye3zkOspOIXN6XnBfCXdrUi6qj/Fsu/TyBz5t0M7wX+/7Tw+EfSOqGHfu +XsE8iuc8JsNCfX3/lRRvrF+Geye6DDYFv1zQrylX/LpV6TmT+qxfS7uYqCo4 +g1+6mD/EeU8e2qPkZeVw0Bve19KYP0S9OgB5yJb4qdNv5EyKH2r9moc4XJ0f +8lO5nf7TGvl09+of++eL+B45zDeNNz2HS0lHcvI4lOdm+f6N0Iik9PmM7Ju8 +YeXd4f3ujDybXR1T1qyrTuqzcX9QnlrGOEDcUxGnznlNw4gZWyh8ATOaH7DN +/Cnso/DDeE0/emN831/SpD4br7zN/O6qHyBeQmy3admWot+311H2CJkMv8GH +0kKBZ0uMr/alslmLTou/k4i85W/at7pvCbx3YtDOlLTO/M9S3iQ+y0PUk8CN +N54AD06YD3Jn1T6k78gl8UXrgxXKC+smwP7PFPTryR2df6Yqiyl/C5muOopf +5VPg3hvvdvIkGNvdK2/lMH0oPBdZyAPvzXPDP1dnkvgsTnPbOrkF5htRxw5G +OdcfLqV4o9cHMa+Gl7hI1HtDXj1AeUHozDXfp2/l5Mlt+GRMTo1sAD5zMH8C +hZteXvDcQspF97sOWXx160OIey3q934rtcBBGErhCJjNxt+1rAwgjpkYF+PR +P8bnD+xI6rNxOXE4d3TuCIhLJMYlaKdrRN94iEsj2rOhSu1Ih10bKDuFjFVU +p1537swk5aJ7Gu99VMh6BvlWinYOG6g5ofQk2JnUTnxzkLcRf+1tLqhpkPis +X89VOqR9UwW/atCvh6kTyqXGLaH8LYT6M9wPn4F5csRqwa001f1ku6w9b17W +RP7uBfaEYp4Q5zcbkIfb2l+Vbi+cRfFTAvc/HCDxWZyAtvfpRf8331rWqV+2 +k4clyHNFzhzb59bie+3E39PYzShLRC/p02cbJ1dCedQZH8eRvG2UPp8JcrYf +tm8DvMerkf+89+N1tM9rkPpsPkhVXLQ5fxnyQRtx7hjuznxVFkbhC5iStG1Z +8z5C/ace43i887U/8SYypL6onjOvZ0jU2yWc3Bjb3eEkN9h5yUbKHiHDn+Zg +5bMF+C/CuMdtuzb/GA/iLtZneXs7+sJMyxrY/6OAdgZO/GvytJMvic/yMCZt +6uSIT8BDBeaJ61uHUgnbHBJftJ/26sss3ynglyb6ZRF55lCs8lLK30Jm3Ryz +vk8Swc46zB/ufqGDJD7bbrJBXuLZjtCuAfKwVt017ez+WSR+6zoO5Hk+5iF3 +r7snid/6fvflfsshbz3XdD9o3iDen4Z5JX1zwxHpRMgrO5Srafw1LfeIpvT5 +THfDNz1eSYrHh8izRLr5pQVNGqQ+G/e63dkuPp4Qd3fEkbV3Dr09L4LCFzAW +Mc3luTMgjnoYF5fSnU9n+3Uk9UXn2qofvU23hLgEYbvemYWjM2KDKXuEzMnO +n4OmHgeeZTGOd1ruSRZ/hwJ5M3/oNEJJEs6r2qCdEvnhxsICXxKf5eHW/dS1 +xqqwT08V466UuGvM9R+5JD7rV6RzsZLRMvDLBf2avc3xxYq5LpS/hYxey3e9 +4fypLuYJ17/FkPhsu02VJk7hOZBvAchD8tTvJxd1siXxWRzifgZpzCtuP6Qv +id9ax4b5r7g/+c+8ox25NfIc1DXlq84a4DkY83B1F7dc2Yk7OHkcyn/5RaQN +CN1B6fMZ6yXzX9v2gPe7M8blgqCb38Ebg0h9Nk92n/HUf5wKeZKKOBM29ezS +QzxOCMa4894s9bspBXUhP4zj5znDJnb71ZHUF52rKj2dPUcC6uFCbPfGfK0u +hbKbKXuEjL/5p9iMYeJ1aox7+dPHOw5YQtyDkTe9NZtMdmrBua0YtHPMx8de +57X8SHyWh9TKex385sJ3+pwwT3xkCuI0K66R+KxfGSNOx35moD9MQb+sVPWl +zlu6kvisnTGnhx1NnwnPkTfmFfcd3sMkvmjf2rIPYccbIT+zkAeLNO2Frl62 +JH5rfRu+q2KBeUiel29HHo28LVI74nKFB7zNbSc/g9uR52AefioulxXI7uRw +HqBcq+DNytvlIE9G/ocNmJh0YyTwn4P51kMtTl4+LZKUs3misdlnnEl3yJNa +1P8z+kHx8r8wXs3EeJ0tyrbaeVWGwhcwqke05BeL69g5GMcBpXcXPPeDOEZi +HGesnhH7Th/i2Ij2TLUyaIwQz99zMF79+3j/urLGlpSzPJuO2ntS0w54LkV7 +HJj1B+o+gj1JmA8FCWcGfduSS/GcxxwMj6961TCIxGf91ZMd9rp6N/hbg35t +3DgnbJMPrO9kYP6Utnx3MoHEZ/2N3Ou7ec3SGlLO2pPvHH0+IxLyM7SdvGpA +Hn59MI57udOO4ofan5aDOMS+3BLkrSjZfH3/y8BbQjt5KFHdmm9Jrp3WniyN +4fS7oLz/HKWYow0gr0Y+Szd4pkieFn+vU6zPZ1Z6jJuZeimKlLNxH7d2opP7 +ihBOroT6ys+rAn6MgPFDPcbl7xyJxGf7ZCh8AaPxzOnE4MFrSblof37ZoEbT +nnCusAjjovD+2vxfERCXAWiPRFJT2aWnIZSdQqY5tnqrboYdKRfVYx11t7l2 +gn2PsmjPyHEuJtNswJ4KjLvTgBEv89SzKZ7zmL37izNvf6N4Y/29PNunx8xK +8FcR/Yr5pfrh62Lwqw7z4V7bPGzloZCpuaPpfmfwa1LO2sN9nxf653zMH2Jf +jSry8HvftbNbNO0pfkrgnq59JD6NI4O8DdGcNrm4C/CmhnnlXNtptN+kXZx8 +GMp3eG7bdv/kLkqfzyy5I7PmoCfkiQLyeVO3m9LO65qkPhtf3oelUtkvQzi5 +HuKUmMxfdOdcNIUvYI4PsI/2y4I4qmBcVt/NmpRcKEPqs3GpHjjPsPggxMUE +2+18tiqMNzGUskfIeF4+3bN2GPApjfGae9Cs3E4B4qWGvDEPfLaf6w68aaOd +fQ9llalr+VP25zG6yzxdRj0DHuQx7vvnj3x9SSmHxBf183/0v2RvBL/GoF+S +xdf5A+PdKX8LmW0yE52+OsJzpIz5QKw7q2G73Pl6uPfGGHnYI2lme4PnQPFD +7fuSbCev1FDOza83ULyVwvfv4HtPWsin16Eml2WWwKcz6nP7yeGcPg/z0FZp +ztmy8N2cvhXKS6yKLJLPgVwX+bf78efUng1w/xgP8+37VocD2cu2k3I2T177 +VyWXz4Q8sUN97/zHf27WUvps3H9qvZNXmwb7xAwxjimLblU4OHUi9UX7VeL2 +Dr6rA+t0mhjH7Ws6jfeygzguRHuk9vlvtL4ZStkpZFaYJ1z85eJAykXvl9kS ++3aVAZ+WaOds26IBnn5g5yjMh2NKYxb598+meM5jQi0vdZN4RvEm+v6yXP0h +dUfwazb6te3XXcXXocspfwuZUz9fyZ55BessBu3kFQ/tmR9wOVFuBPSHGphX +OZ/Vav9mwffOnJCHQ591ChNPUzz8Z96EOMR+sMnI2419Tr1W36fyUPS91HCr +bEOFWE6+AuURPh9+x6yOpfT5jE76jlWjx8P8xQb5dPPWdN9QOZjUZ+MrY2S9 +368M4uuHOKHHgrtf8ttJ4QuYDx4DZEzfQhznY1wUg+vnyK2TIfXZuEgV/v2l +dx7ishHbDd74VCZHNpyyR8iE9VWeUX4B+LTAOK55+9fYPgXi6Iy8WT8/9fto +Z7jPxB3t9Lx5P8LdNpCyP4/ZtEJzrux74GFGO3F3Rr8yfgqU9cXjQF/0K85g +hcyKXSsofwsZyxJnqxFm8BzNxXyY1/Y7d87Yrqxn4+8BFpD/QchDY7/SUzNu +zqH4odYHzTCvuP7Kg8Sn69sjsH8j7s9chnxqZ+p/Gjwe+EwDedw9av6Cefj7 +kulFefM4Tj8K5aMf/D78xhPk3sh/WtV0qfUO4vveMd8+2pg/XqIQQ8rZPFFW +CNt5RQXyJA7153SdGBgzm9IXjbv6D+5uuhDq5Ova9BvHKpYabpMh9dk4JvdX +/KgzCM7JumAc80O/SBbGQhwPoj3Wks123dPCKTuFzKS928J/v5pDykX3ar74 +eflvGfAZiXYmbR9kvikE7FyJ+cDV5a5QPOcxH/sO68Xzpnhj/ZJSOD7KdCf4 +tRv9qpjLfDRa40H5W8iMGhuY/asfPEcBmFfEfolgtIe7zxne10swr4h1uiTk +wYcftHu27FyKH/G9YQkkPn1OPxx5412Szbz6DHhLxrzqcV7bIqUE8ioN5fJ2 +Nb2GjdxD6fMZwyexx6cGQZ7EIJ/Pjsl08hTfC5qM8Q1PkxiVKYD4ZiJOwNaF +0nu67KLwBUy3ftnn039DHBMxLj+Zz7uT5TuR+qJ7ipy7hdidhLhkY7s3/4Vb +jCmKoOwRMrmZ3kd79gQ+QzGOkjPDDDpfhHW9ZOTtd5JSb/8a4C0V7TRQHGq9 +zGk9ZX8ec9xo3KGCZuBhB8Z9cec8lc5Lckh81q8vmjLHnd5AvgnQr9mCc2qW +yz0pfwuZoKZzzjti4DlKaCcfkrFdixi12jQfyDch8vBCee2jtSPmUfxQ69Qh +bfrDlnr1EhKf3q8o7k/o/jAZ5US/dwx5fl+/MK1zFzPOnhzMwyNbvCYpfYc8 +vIXy7/KfPv5Ujaf0+Qy/m/b7rHmQVxkYl4oTFR/8wrRIfdH3rNM1Gq+UQ548 +QJxlN77+6HV4F4UvYIw6np62ZSHsp72McVx17dSHgF6dSH1R3cbb9tqZ9xDH +SmxX712svopjJKnPxqXu1NESs0kQlxSMe+LJx/I/UsR1D+Tt8aqgY/n7gLci +tDN/7M0eujuDKPvzmNkXpsdOOQ48pGOeDHWN0P8w6TKJz/o1ynaefqgh+FWG +fmWarDa3mOZF+VvITCmusRxsAc9RFuYVca4qB9vlvgsJ/XMF8mBe1WFX1Mp5 +FD/U+jUf89Cg7ffdclDOfW8Cvh9RifKpbe9xKkA+5cx6GJcdBj6rMd+a1n62 +CveDfHuP8qrr6Vl/C+IpfT6zq8cwlWUFkD+lyD93H7UWqc/mg/OQc1P3LoZ8 +qEec82nr+x+cupvCFzD6GSc22yps4ORPMV6Pdvs/ujxVhtQX1TcytY/fiYB4 +/cN21/2sndnTZStlj5CxOtE3um4d8J+P8c1YJe/Hs4P4ViNvM+6WTe8dArzV +op0PcrqO0XPZQNmfx6xYL/Fnnx3wcAfzYcWhpVMyFl0m8Vm/om65DjmlAX59 +Q788EtO2T9FZSflbyMiMX7extxrs732C+cOtU+8h8dl27WoUfFYPE3/nDnmQ +slO4HG4xn+KnBN7XcSQOPR95g/wM2Pxz8OSdwI/Ei9b8cXaLn5y/fi8n74Ly +4Kr4P0zqXkqfz3R8bWv7YBfkQx3yuXPtFgO/2VqkPhvf/X2kzxT4QXyVEEfp ++ZCOr+/upvAFTNnRtyMOacI64B/kf2Ns7YIjITKkvujcffHjs+F7gP8B2K7r +8DITya9bKXuETKd9yw+8sQM+azBe9+KdthuUw2+xPsvbiYKr0T41wJss2hmo +eGyJmc1GEp/lgRt3AQ+fMb7XvXVe7j9ykcRn/RJGf16yO0BcD0S/jo++76BR +vpLyt5DJWlI1bcVY+N2A+UB8d1usL7qHs+U+ugvcb1XkYbJnQMFY8X7vVn6o +cePLNv1Y2/3/Yn36vSx+Tun3rMvbVvvJuvSL/60vg/zH1aVq/noF/Kthfk7S +3L9zV5cETj4M5ZrZvxbozE6g9PnMG9PQxp3fId8UMF7OF0tfxO/TIvXZ/Hnc +tONwfAPkjx7ijBx/t+efebEUvoBJHh5kLpkH+aCC8b1kV1xvs6Ejqc/G9+eK +m6md5GD/mAm22+GjaXXzzSjKHiHT4VaR+qg1EC9pzId1MglfksTPrRrytqpo +fB7TALxpo53npZp9XaU3UfbnMQFnS++pHwUe5DF/iPP4auiX9Ew7y52u4NcY +9KtmgMy0eadWUf4WMskP7s+avUX8PGO+EfdtqmG73Hd5IG+NkYcAneUDDQc5 +UvyI6zPB3G9JzE9iP48ayol806DzGfY9aiGfWhGzvw3sDvf18TDffBP6WqW/ +gHyzQvn+UYrrJCT3Ufp8ZujOV7uE8ZA/ush/gsS45rGrtUh90fe4x0r9UX0E ++WCHOKM+vO21vziWwhcw6cuqutlchPgatonX5uKP2VodSX1RHqrN8FnWEfZr +LcR29xpPn6lmsI2yR8jUKvkqGukB/5oYX6WUr3lPvCC+POTtls73sKoJwJsl +2pn2/MDAnDubKPvzmGq106ul5wAPozAfprR8p0NA4rN+OegE/HvSB/yajX5p +DemVpa/qTflbyHQJbAryigU7DTB/SnMk/TUjtpP4bLt/b200ciyF7z05IQ95 +/1fYlQfE9L3vkGRLJVKKpFXIElJ0R0iyhSi0SVLZimxJQiXVJyRLi2SQUMnY +M6ikTaiUkiSyVAjJFvG7d+6ZeeecMb9v/93H6znved53zj3n3LO4TE3eYot0 +GAT5w+bzXJyHnD8X5rNYuzea+btZL+LB1okJ32vkvI0V6NwmJ//C2BTp7Ap5 +eO5Ujc7jaSgPvQE33DJ1wbutsYQ9lzI1T+rh0IjyyhbiEveoWbtXsy5uz5w3 +e3XAxcETUZ74Ac+i4GNRQeNiCH4eNXfS7z8/uqN1FIshjnm6I3eumyWL29Nx +PLd96g1XQxTHQCi3qlFDseZJBOEPn9Iv2tujbS6KyxSI+4fxJ8/s3ITi7gq6 +nW9IyPo0COnmCX42ld5zCjMKIvzPoZy3p61fkCicb4Q8Yde98HB+5h4rC6O0 +lyaoXuugXgm9H65IW+SD89N+upm86vy7J/pu5wD5w77fd+P8onsS0b2KAaBD +z+q2iiXBSwh9iPNmHSXzELOn85Bz9UOnWlN3Ng9tpeShB+g50cJnx2RD4bmm +kG8LK15GnG1C+RYOuEHOwbJg2TjCnktN6pMQq+omnG8UaycTj8c+3quL29P5 +oGirygupR/kQAzyHYndcdNwZQ/DzKJWgZV+Xr0Hx9Yd4fRuwdMiBpE64PR2v +92/V7UKCULwSoVztO9HZExUiCX/4VEbn+j8GkUh/d4jvlz4qa6z3Cs9VAN0U +fsTK7Ra+X8LAT+fl5+kRTxDhfw4V3H/dyKcLkA5rIB863HykFHghA+en67Xr +fQe34btQvaLFfl9jfO9tivDB+Zl1Dj5rJuntEO5DlvK+DoJyh9wZ9dJPF513 +lwA6VBlWT/XwXILzi9aPoTz0FXsvC+a30b2x7pCfnuLrKA4Czv4u7NnnvWQ7 +vJR9DgWd7xyaGVLXBemcBHl4vFBV9YY5ysOzgCd5nvXq5RZH2HOp7NYrxb8O +orzaB3GpOTf24UYdXdyezpMNl6sOX1RCeXIJeMpSZvvNvh9D8POo9vUnHORC +g3CcjtfU1003L4WgeMVBfAs7a/Vf9awji9+Ccuvq0gal7Iwk/OFTF4yqq4uE +9wAGQ9wtHdq3eG1EcU8C3RKHKZS6VViy9ing5527Y/vfiiH8ZPZZ+Jd+TtMQ +zkNKyZMk8P953pxzJonIfx7Ut3Vg3F2ZAz44v+g852qch+bPX+k57f4flP9H +pPQP+aDDH+NKbmdhfiaBPfu+3k7ogLeTHOHvgmwPk0G3By0X7vL4SLcsyKtf +/DsJey6gvCoCPPO2/O6HV+MIe3r8UnNwS8hblCcZoLPHE8stbxN0cHs67gpL +bsuPDUNxLwee8ODtZ2w/xxD8PCrGcMlwl0wUx0yIS9e1R9/b9++I29NxqdQJ +vnItCcWlFsrd6G0Y6LwjkvCHbgcGuOof90A6n4Q4No3ZfdmSKzxXF3Q7Pv6w +nUw80q0A/Ky+diAn/noQzs/M5zTOfqQwB+mQDvng/amn77uP6Tg/Xa/8+BD5 +X1qoXmVQL/lncYH3D/rg/Mx3QJt5tpH26Nz/a5An2DrqLCh3cJr/LfPxKA9r +xPIt5WKgXpclOD95H7EwP8n1Y1mAC/NNcB7OaSnv8Tyx/uECpXnP/JGedWJ5 +qJ38JukGyrcmwM98unJrd3EcYc+ltrRcyQr7jvKnBPSfcO/Zrxqh/nWQD3e8 +f64tCEL50Ao8vnmepXldDhL8PGrl5dikHmdQfKshXpEz/QbN7NkBt6fjZdQp +oZ+vsD38A+UG8Qs7jomPJPzhUwbZQ9or2tA4Ohfiq+7hXHS0BZ1rVwe61dxY +r9bPAOnWAH5+NejweM7JIJyf1qHn5oHx61rQ+sMHkA9eNgmGY9rO4/x0vc5k +56/99BidC9EC9XqXYDJtjI8PUd98al7qh46jjJGfVZA/7D6CQJyfOQdAsH8Z +3UfwG3SI/KZfrZm4GOenedh5aX/2OUcy3zDdSPwN6Lax5INvf1Wkm4xw33k0 +dXlGR9+z31FedQP8wdF7cVua4wh7LtWx+Uvu6+4oTz6Bzk+Utv+qnDoYt2fW +P3T9dfNtAoq7CvBolJbMft8SQ/DzqJDOtvzl54NwnLmfffKlM7+XIf3bIF63 +J+l+NW1A9w0NgHId4+JCPjpFEv7wqS/XrWv3xgjnGyGOPrf+/vx+F52fKbRn +5hnWWmzTjEff++TBz9XL7nT2SCb8pHXYfW9y19N3tFm8GeI+MvWE4Z7I4zg/ +7f8gd65cSgbyXxnqu/XFHLnT5j6EDvlUzMGB725ce4TziO7RRvtWfkhpxzRA +h36tpc1//y7C+UXjkfXoGfLBT1tne/MjlA9yoE/0/MeHm9cjfYaA/Uz9KaEb +i5C9FsT9Qb+siUVvYnCc+T6bdW1hsgOKlyLo2dz50aC5qkhPE+A5vktefXgJ +wUPHZV9PtdjcgCAcZ9Zlua1YaKSJ9FQH/c+0av3wSUP3o1mAP5v6dn1pJRxH +aIFun+tdNd1fL8JxWgfLP8krA+vQ+iJZiJffjKaQS3ooXgbgp+PNu82/vAk/ +6foGBVk4jtkyCMdpP11LHyUeHor8VIC4T/T3zPUNSWCfR0F9B9bFzTtUsRbn +of2p7v884sPNUjy+NA97PmESKg/yATvvaALoEDV9iVfPsYQOpD0H8qHVbNGx +8+dRPuiBbnMV9M9rZCPdbMDemFq2UncfsudA3BNWTlvckhuD43S8Frq0c7d2 +R/EaAXpqtOqZLmhF+7jtgKfwo4rlqjCCh46Ly8p4u/zxQThO67nw+P03W8OR +nmYQl4ydu0NMeqBzUJ3BH86KA5and0fgPEw7H2i1vXngIhyndbid6ztZZjjS +QQfiFez8SGmYN4qXNfipOKWv10tNwk+6vhYzopW3xmvhOO3n1pdeMQvvovMw +h0PcPbpnaqo6n2Sf50F9tc42e8z6uQbnYc5BWpeYunFgCR5f5v5QQb8L3Sdl +SuYD2mfkCDrczV5qVTraAecXtVfs+yvohpR+1NGX/37fuUL+zFq4KCFjBsof +K9A5o0/W46MV6JxSb7A3vNf0V3UYsneFPLnSvul69NIYHGfeLzKFTjO3o/ja +gv5Pt6XUq69A53v4AU/mt0updzQJHub8mcLzw//L2I7jtP4jNr2y8YxA+i+G +OGpdVrXovRWdWx4I/pR1fZ1k9CKc8JNPJSZvXOij6oDjzPnqe1893eWI9ilM +gfh6aS6YpbgB3UPhCX5uLb+24scmwk+6vkkHlwwpXzcAx2k/E57EvdcyQH7O +ltJerYP6Tgu33HTj82pCh3y0X/geHl/ROi60v9Lh3/kjEwA6LPkbkRXWzx7n +F61vQesEYgDHvqMFQZ7EqsV/rfuE5s08QM9XZnphkzsgPcPBfqpqrSHnBrIP +gnyI/WVm+PP3ARyn41jg53bjQwWKow/oPDJ91N/Fn9H5WjHA4zFCy2nFcYKH +WQ/8IOVZRWEgjjPr5ysf8+PDkM7+EK/AP8ZuB6PQeeOJ4I+lmdqGZ9/2EH7y +qaADNqVt3xbiOK3D+87R/Jd30X5Ad4gj50u0cadv6L6nMPCzw9/XvrYbCT/p ++t7qw29TkNXAcWbd9egRLTw95OcayAe5wFzVCaboe2s01Deh25F9fqdWETrk +Uyq2ycnucgV4fGke7PxAHyl5dUtK+5MA+nTzuO40/bjwfnPIB+3RVfN/WqB8 +OAt459fDIkfKITwU9CyRuWJmPmUCwcOl9u/4r2PAygM4ztwr/fZmxq4m4f4y +sDdPv3bvP3nCntb/aUT1vijhOQP7QP/a+IKYJQ/VcXtaz0c5y/uM7YT0vAXl +5i7+tcdbZQ9uT+uQu5Yff3In0iEO4ji9k/xVD+oLhdkz8655OR+HxKD99Sng +Z+m6Pz+ejkV+BkMcewjOoc3HeWj/Db2vtn/doYb7Q5frljhd76gsKpcH9Xpv +m/laVmMlUd98yipmYk2TFToXKAryxLaxsrvlw714uTTuE5eQ+iJzF46T7UmB +lLzig26WzgecveYL96NBntye/fPb3zD0fbMIcEtPo9hnFMKTQc/I/lePHOtv +RvBwqaFe7/5cKYzGcWZ9SESyrZccimM52D9qXOCbaEnY03HZ/jx3lNEMtK4s +A/R//MXZ5vAzVdye1rlh2cOdG0+hdd21UG667vvWN692E/7wKb6/ousyfaRD +JsSx5Ku6wn8D0X0xWVDfY50Md43eh+5hLwA/rbtETd1ejdZnnoT4xqnpNXgd +y8F5mHu6S8dsj3jYF/eH+R6x//k95Up0f1wZ1Cv5HHNRsRduT/O7fO3Q9swX +5U865Imr2vJprQG78XJpnH3fofOfr0nJkxrQp8q3aXXaU3SeeR3kg77RgYrO +SWi9UBPgwyf0H2lii/A80M18k5LL/O6mBA+Xki+YZCv/cz+O0/Fq2W18bukj +FK9WsH/WsoG6u5Gwp/V/W900O7gAreMtAZ03bklbVnemD25P66nWu0Dxy2e0 +H+oPlDtbPaq6a2Io4Q+f6vLSLP5gJtKhGuK1/sKKk697onvW6qC+fWN2hd3s +h+5BawA/C3jVKVmOyM9ciCN1rjjm8fMcnIeZZ5MxCumTroL7Q5cbe0H9XNG0 +D+xzC9Tr3KQjT2/WrCDqm0+ljXvX+a9DNvv8APKB3Y+wGy+XxhMULRct0UX3 +vv0GHd5zje37+8wl9CHyR77+37hMvShP3Nva1erS0DrGN6BbhVJ9zTcuOh+v +G9gfOv/s0RJ7ZC/i4VJzthv17TNkP47TcdS7XffLPRzF8RPoGVS3uXbfTXTO +vwrwDJ6eYW4Xto/g51HRtktWORhswXFaZzfNmAGfzJDObRAXWW/Z74rW6H7b +AeCPyfcX425SITgPrefTTSUvrafMxXFah3m++x4UjEfnNL6COF7Nux9TeDkL +15n2c5L3Bxe7jM04D13f3Ky8cT3uK+M47adLt4rmRwXovtdmiDu7XhHdX68M +9c38EW4/aKQHoUM+1bqw/8ojsnw8vjRP0ZiJNbF/0Xvqh5Q80QAdBiZ0iDK7 +g84d+ij5neV+Mf0nzHOyX7RMch0Fywv5M3rjY2P7/9C84hDA5UOvvThggHA5 +0P979eaBywrQvaJakCfm06qsvw3fh+PMvah2pin9h6H4moC9o69Wz7XaaB+W +IsRlVbtC63hKieDnUYMPenUoWL8Jx2n9DR/1ymxcg/bjW0C5N+yoGe7V6Lwp +dYjvxCVjKI8rb3EdmPO14g4VrdkwB+en67tH4f6FPE10fq8B+JMx26i7fzva +PysLca8Rv6dAC+olMyhn8bPRijg/c06Loe/x/sbIn1FQr5YnSteTl6LzTBQg +f3oKzkvchfMz54z5qDU7q13CcdJ+AtTX2sEzpSQfnePX/X/kCZmfHMiTvrtt +liguQONrG8DDZ1QqOb5H/V490LPszfbIg6fQfaAcyIeJFz/O2rYiCseZ9S0v +dQuSclEc7cB+pdPCpMOd0L7REaCzetDS3YkhCgQ/j3oxIazmv6sbcJyZn3wQ +fO8hD52H4wzlVtv0yVB028niZhAvP1v12bfdXuI60HrG9xqklL95Js5P1/fW +l/vD85zQuffW4M+Q0JxjBynkjw7EcY7timnVBhcJnXOobsprJlWM74nz0/5M +NX60P1j4fWse1Etvvuf9WSfcWPvhkA9sHHfg/Mz3x+3rJh3ffwnHRf2ireyz +I9S3s2PfFXGa6H5AV4h7dtnw+t9ywn2dgA+iyutfxqN+rBXoU3m9/mdguzHB +w6WmdEzu6j4pEseZ+7XlTQrPzERx8QP7DYkPQ0Z/CCd4eFRqi+so3e/o3ihb +0POkZt/mkMPdcHtat16jc6fP+InOiwuEcuf0l3/6+kUQbk/rMFTh4dKzVdNZ +fDHE5dGoNVOeLERxcRXLhxOm1UHN6B5wT/DTwbpi18RA5OcUiAu7PuQizkP7 +f0PNJ1vZsivuD10uez4MWt+1TqxeqU280K+uRH3zKSXZO6o/1M+yz7Mh7uz8 +zAa8XBIX6inWPkyP1pke7SiJ6zL/IHyvke1MAOjpvNL8Zdx2dJ9mEORPHytt +20o+6s+EA54x1qNmxhyEe4DO1NF3w93GDCV4uFSvlOIu9UbhOM7cG7slcdno +YhTfGLB/H7s2Kjg/jODhUUrDxgwcQaHzrHwgLv6NX6hlSV1we1p/5fm5qk5W +SP9EKPferBVj00sCcXtah1ejG7wDJiId/CG+ciZPIp4Jz08Pgvoq79Au4iYb +svZh4OeV05XrHt9B59G5Q9zZ+eEzOA/tf9mufmtU3grPZYJyDyZbqKWXovUw +0VCv/7a/+O9iqDNuT/Onlywp8viL7uNeA/mTM7M4JuTIerxcGt8ofk5gAugQ +dvje+Jtt6N7zJIi7os0FuYRlqL9xFvCqmr31SW9RvyIU9CkpNDl4osyA4OFS +PM1BE3VkwnCcjkvveTLhHqdQXC6BvYO51/J36aEED4+6yek/Xf0/9J1rH+jZ +NM9oeUAPWdye1u1OVdSAQkMnFr8F5c775Z+6q30rbk/rIGvWsz3kAtIhDuIy +Ktal2/I4dI9nEtRXyyq+pYtwX08K+Jl78GHxhj7Iz2CI1wrB+XipOA8zzkr6 +1DHTqyPuD13uxYrW22ll6B5YHtSr0DHiTCdqCW5P87PnM6PvHVEQd3bdpg9e +rmg+B+UJH3SoHG1aYatnyfJnQdynrs9asKYL6j8UAd7Zz4tTZ/AfYc+lst9U +eOx+h/qlyaBbt20XpyRE6OL2dFxeeilofnskvC8JeHSWlc4+vzeY4OdRKm1V +tVqZaL43A/Q80u/sG7fjMrg9c5+C6bkqPyX0fbwWym2bazT3iO4Wwh8+VdX7 +Se0T4X7YTIjLkrq7led2lVOYPV2vhr/h453N0DqBAvDT53mS1fvHqwj/cygP +Kutwv2D0ffwkxFGn9Fn3eVNO4vzMujvBuAZ9by2Der3Ij1+vSzkQ9c2nrLKD +r/UqPoHnj2j98Dqcn7mXUHwerwZ0WG84/a9KJPquVAdxT8xy2/TLAX0nagJ8 +SOPYhn6B4YQ9lxqidO5KSRnqZ+aBbq63FygcPKiN29NxUR8458DydjSubAWe +2qXWEXtCdxL8POpWtOsO9WA0/1YCOieVjnJRS0Xfl+tAN58ng/9GdkbfTf5A +uQsbgxdu9dhI+EO/Lw6PXD1bCelQDXHRsXq388TzYpyfrldpve3HKb7oe2WD +2Pti17FTGmlehP85lMWNtdnZbeg7Zi7EkV23cALnp8v1fek2TaEUfT9qgXqN +Ur3R6m6+AOdn2ofk2NRFQeicpQcQd3Y/wmqch8Y1xO8pkHkliu8lzVTjtHTU +nv8GfW4Y1v12mIvO8+wG9nYPfVZrP0fzaSIeLhW+/mG/a8XoHLk3oNuUAXNM +U8MH4vZ0XM7c6DM2m0JxUQGeCI892fJ7ggh+HrXJ61bK+U0rcJzWh5vY4ZhH +fzTv+gn0t45YNKumGH1/GQDlyuX3n5NZvx7noet7b65XpHadGY7T/pv5jNd5 +7IzuLWqDeFVEtf4d4ZTHPsuDn1EX71/MSPXAeUTvtVb2+RXZr4jF48KMU4K2 +3bi9EPErQ30DB39cNMxrHqFDPjVEsH9zD84j6ic44O2DWD9TsD5fOF4j+5ka +oM/Lact1FbTR+epakA+1V0+0vzJG7/chgNcVhBTcWhlC2HOps4Z1j/eno++z +cqBzVaZT2+JJ6rg9Ha8St7cbnt1C8TIBntGcYb8TXLYR/Dwq7etY1eExaB5A +EfSfNNeiJrICzcNrgZ7JN98f3jkNzZtZQLnGHT6N7bHOl/CHHse5t86oy0Dz +seoQL72uHfwPUHdxfuZ+mVs1JxSc0Py8AfjZ89mGDi0PlxH+51CjtjvOcu+C +/JSF+LLnEgTj/HS526lxLq875bLPo6BedRn7XP1d5+D8zHdq8fOOFCBP2H4F +2u+mCjjbD3FnnzkQXytNW+uCPNT+TwB9eC6rrYO+oPkfG7Aftb55RXQXZM+B +OA69UpA7SxF9l9ED3SIf9cvjzOiD29Nx+Ta7o87y2SgudsDTP9PhmHL1FoKf +R3HMbY51LFuK48y5vsrLDeyWzGLxEaC/hpO/+d7N79lnZyj35f5wx2/UGpyH +OVe5Pu+r+Z5ROE773zwvf5fTeTQvZwbxYu8fRPsircHPbtNbj+mpEH4y56l6 +/Qxo2dnAPutAHNnzzf7D40Lz15xMHew9HfHPg/pe73Lh3vFFNoQOwvcIajf0 +IO7sfl4P9vmTZLshWD88XUq7MeG1iAdf9wL54H7qUu67jeh94Qh61gw8bDfN +ZziLe4N9nwPRW6hC4XwCxL36nusjzSTUr7AC/ROtutavzVfE7Zn1vXPa4179 +Qv1MP+C59mPUwolRGwl+HjXWidm45YzjtJ6TF0U4D3VC9yXZQrxWzb6uueEh +qn8glDuVHxm3TNYb56Hr+7hyRWRtzjAcp/33+OAZ4HiyO4svhvhemnXC0HQq +2i/mCX5eH7bm9/VOToT/OdRawbgAxWkKxN1I/H3hCvyJ0bbzf/VC+yzWQX3r +Neumdz88ldAhn8oWnN+ymcL8JOMeBHEcf2FbsMUFNE4MAB18qh7enT8LjTfD +wd5Ro5fbE2E7HwTxsnGLqLjvhuYDPUC3u+YXPBu/dMXtaf2Pvk0u+5yH+mkx +wFPb8qpmwMr1BD/dPutVnLkWvQjHaR3emGWd+tmI9gH5gM6LBOeGof13iVBu +1+Gn1MfULcd5mHmww3E/fp3Rx3Haf9M9i9tDatD41x/iwp7nmcI+h4Gfx6I2 +3rWzcsB5aH/Yc8DQPdHuUuIVBPwGa1bm/ryN1ntHQ30fd/nObd09idAhH61r +QvOcSRAvLn/vifE89F0yAeq7fLJCQNlZbRY/C/bbt6YP+rMTtdtJEBfNr+/z +Ns5Zh+PMfbXHnp6JOIn0DAXdmsJ068Zkon1ql4Bnm35a9MnNPgQ/jxoaVpk+ +tskOx+n6Rulm+R65gsYF+0DPawoxxt/uofXzt8Af3xeJ11VHuBF+8qmfB+Rv +x+lo4zjtpy1/n7GmDRonxoH+7P13aN11CvhZyO9iPbJwPuF/DvVjrl1JoUsF +rj/Nw57jeox9DhZ7Xwj6gSjuPKjv+sXjt3jsMSd0EI5TluE85O86C+I48cXk +qDnfUPvJBx1yC59fa+qB1kcVgX3Mf2FPO5Sj328WxOvB3Pi8Zd/X4DizL2ly +/4ZPv9H7MRn0jJvnOGRjB3RvdTnwtG5dUj+Vv5Lg51HJJTfOGDfY4jitw/bJ +H/RUfqN1BRmgs/pn2/kz7dE60lrwZ4vT0PblyU6En3xqlr19xYj+/XGc+Q4r +OL8IjUcyIV7+WvGpR4+idVwF4OekbT2vy5TOwXmYfe6C8UIhrj/Ns1Lw3kHn +w5yEOGLrecqgvseKTz+LHzCG0AHsBe/3bClxr4M4ttg+7H0xGLWfTYD7myQd +N9yJfr81oE9C34G932YI1yFAvFau4M7Mq/LCcVpng7zSRzstkc55oGeLT+OY +wlI0nmoVi3twzbTY+x4EP4+6dpWaWH7DBsdpHXY9nfgh/Qbqv5WAzux82h32 ++Q/448g77BwQZE/4yacmWY1c/K0nUS9mP4vL2eTnfdE6nAbwR3djxbyh31D/ +oRriOF1mRe4wz72EzjnUzmtLizb65eA4ba8Rnq16qT2Sfc6FOGLn6bVAfbsM +nvjcKB99P/pN/t7ns+PBEog7f931BF+vRVRcLP33Qkq/Tua1KO5v7hgo75uH +2ttugAcfzbLSLl6Dl0vr9lYt+22nJ+g7nYiHS/lkfOmtr78cx5nzJfbdGjXO +COn/BnTWTtpi/qERrWNRAZ6YlFfhX3e7Efw8qnO6q4Pdtik4ztw7sKbTsN4m +6DvIJ9D/zdYFs5by0fmcA8CfsPHJeR2XzsN56Hrtb9OSf3O8B47Tfg5R61me ++RnxyoM/571rz43ph/oVbRBfdp1nKKFzDlXlUBjT7nQdx5l+gvg4UVQv4vwc +Zajv3VeGIdpVehzBORKNUn7vWhDHaWnfSnW/oH7sEMCTFXrvUZuJfr8aoMMx +7ZRDwRtRf0YL4tKQaNPTrNdSHKf1DL8Q8GOxGtJTDnSTjaxas0C4vsQEeKb5 +j/EYMcOJ4OdR38pT9j7hW+A4Xd+bP589+daK5nUVQU92nQn6bmgB/hQu1reL +ejCD8JNPmai8cvhxphOO034am5k6lgvv9zUAfx6efp4wfQ5aH6sO8WL3s/gQ +OuegfVLpOM7cAyLYX7yWwnQWi6+g3f74P+JI22v1HvImMgGdVzMK9Dk5Ql+j +c6BwXwbE90etZ3T/j+j3aAP4uKruq+cEuBP2XEqtNOO7Ry6an58Auulsi/74 +rOYXhdkz46O9accv2iKd7YDHtvuRY8fKFhL8PKpScF4cmofRA/0n9PmzpXvn +pzg/cy7Wh/wJtYNRP8QZys06ZJ9+9f4UnJ9Zn3Zy7r5bcWi/zAiICzsuTsb5 +6XKd8y00eM2on2ANfuYrjIsfuMyE8D8HzcOgfpoZxJddf7Ie52faecH87Xo2 +voOk/K7nQX2177Sd5D1H8yeuEK+fa7wr3q1CvztvwN0L5u6q03Ml7LmUYc6M +qd6nUT/ZEfRRzB469TEHzVO5gp6xwZv7jPZFevoBz7rgKVGmi+cS/Dxqw6vF +Nhr30fvICvTUqUo4M/z1A5yfrlf8lVf7IlahdWiBUG5+xG9jFTkLnJ/2M/zl +E4Wntuj9awv6Y/OurlCuwfl12dPH5KJn8HO16RrDB8J1CK7Ag91nvVgsjoL1 +3uh8CT0p8XIFewxfB/U9f0KleZI/ej8GQby6OJZGjzdE3w3DAV9wsm3ncdlF +hD2Xio0Yd7GXMupPBoA+T2JL9s96hO71CwI9rR2yXfu5TGTtY4DnQUxsQBt3 +OsHPo8ZrTXjffwD6fuoBemL3rQRBvV5n3+w49rY8a58I5VZP3Tyj8p0Jzk/7 +ubfad8ejcuH/B/3ZcWgEzk+X6+879XHVMLSuLAz8ZM/V0SH8F+YDmg+JkYyL +YN3gY8A7nP5+MGqaM9HOEPGNhvoe1dp+4rcBel8kQbx8wk9sn3gV/b7OAj75 +Vrva09Z5hD2Xeiofv6rwnhWLJ4A+uovPnXjwEJ0zkAR6xt6pPKa4Eel5CXhC +U1a8WRNgSfDzKJf89Qo7L2myeCjoyc5DXsP5mXam/VkVtR+NZ29BuXsW+S1+ +dGgozs/ch+gecKM4CI2j94H+7LhjJ87P9OvWj3IpcEfrIlLAT/U7OSs+xarj +/Mw+esHvbhP7nCgZR9YOdHZ9lN7xfMpslocH9Yo9rNpceAntCysCe7lrfot1 +aoX3g4OeGz8+GRQ/joPjzPqrFP/8Za+NWJwPOpxck6WarY/2r5UDT/e2qQ3v +tM0Ifh5lkZxQfO9Ebxyn/Zxeuk95XCDaJ5IMurUL5n/Osc+14E/64C1+U4Tf +tbPAn2Ed+zRHZxfj+jD3ZXft0XpB9jT7nEH+XtD+2QLw0/ur/DQ9DyXC/xy0 +Dmo5+1wHeioEbqvovQTlcxnUK4BjMzrDG/Xnm8B+2IlfF+8ZovdLHei2tz3Z +cf7FsThO17f7uvWlrte0WbwG6suum0XtUivwqN9R+DbmwkiCn0cd69usvdoF +rVPKA30cAyqjZnY4hdeL9j88KqrFoxGtU/0D/uRWxA7tqKNG+Em3w1f8Ju2e +mIXz0Pyzzn79O3g0er+UkPqj/aoN4Kep9qGHmjdlCf9ziPHaG5Ge515WLrKo +QfNd3QD3H9o1eu1R1F9tgXpd1o3sM0C4Xk7Ew6VevBk5+P1GNG8vxOn6Jqz6 +KTtsWz8WVwF7M2/DLafy9XF7Zr598JkTDYP/sM+/QR92/cNFvFxmvs5I45zC +cnQOzBvQreO+yDGLhqJ7NwaAP+MGzcl6E9yL8JOPzmfm4fw0z5oJn//aP0Xj +a3kxP+Pte64/hPqHn6TERVSvHHw8rkXicwk8mjI53xZ1Wg7l8xDAi+O5pz8n +ofXkyqBDjPPmwB03ygkeLnXA0OirtZPw/iPQ4dKFPPcV/6F1vyZg/4Pf4Wrn +Xeh7vQbow443zxD8PMr92TfqXfVnHGf6aYNDN29XRfvB5UBP9pyQcPbZAvyJ +mDCu8mxX4ThRLC6CfSWncX6aBzsHzAD8UbWoDZum/JF9Vnzz77j8kHxfP72y ++ukVYb+aHDdxQH9V344Df2ijPLcBfED/A0vUUoaw+CjQgT0HNZ/g4VIuXQ3a +521B7y8O6PDlWbjmzQDUT7AD+1MWE/2mN6P2fwLoM8TxRHLNvaMEP4+65Cu3 +abbtGxyn/XEQrBdC80h6oCe7TgnNGziDP2s1b/nP7PED56HLtd+RaNg/OR7H +aR7sHOkRUvLcGvzMG7LUZtueesJ/3D5ImCfke9wV9Jc/mfBmYAp6r82D+qY+ +oRZt2ILO5fYG++43Rr2fPwadX+EKOltGeg6ce1sRx5n9qtMfzw5ZhPoDjqDD +pl09W78OQu2zH/Ac3Pn03uE8eYKfHreGKPpq1z/B/WfmYfoeN5wXi86ttQI9 +2X2jK9jnQPDHpmpORu+BzTgPc36jYPx4AMdpHrZ9W0foT8TFE/w0tq/prqBf +Seicg84LQv3eZVLi4iQFDwL91zuandTaj96D4YBf+pgb0XUxWi+xDvRh9ytl +EDxcasql2ZM/X0HtRhDoMyrgxmKjEaj/EAP245cUKw0ZiPqrAaAb+30tjODn +UZ9Vx7v4e5bgOO2P6Tiv3N4qqH/lIUXnRPCHPVfnBc5Dl/uxt8ZKswPhhP6E +zkFS8iFIin0Y+M/ug7jPPieBzsHaIx9e/Ybeg2cBV1p+NqI8HX13job6vh1y +brDe0LMED5eye16X4tn8E8fp+t6/ll/JEZ6nfwnsfx/pctioVyvBw6P2h09e +dMwSzbcngD7sOttI3J5ZB7Uq0LzbnpPsc6gUfW6BP/W5uZXX0h4TfvIps2fV +3Yu6huM4zYOd/7xPynskBfxn18+g/ptlg8T7RTBv49sg4sfHI6B/9ebJhpzl +qP0vAryjQf++PjfROlge6LBv6JHUPssSCB4u5XX3XciPyZ9wnNZhzNOX8vye +SIdysG+d0C/9sO8bgoeHztW8zD7zQTfsXMQs8IfVM459TgY9sXtVasGf9/Kc +J5qaRYSffDQ/th3HaR5sfiwF4oLpWQD+s+vnLxL1It4vwjwh2yv5t//mr4O4 +LLNzjrPog/K/TKw9N5Pd5HkS6dAE9uf3xdfMyvlK8HCpCV7TD21fVY/jtD7n +t19IMlqLvvfVgD7Y9/dW4GG/gzwj+Hno/OoMHKf9xO6NzQOdsXud/oA/T6z1 +PJUn5xB+Cn+nATguirs7ERdCzx9S8Abw30jQz0HzADJvRXp6H/B7UbAT5Xk3 +wNl5sw+EPZeK+73DdMQY9P5tAR0sdb7/XWG7H7en6/vL9L5KSREaJ6oAz+x3 +v3+vTykl+HnU3G9VUfsGcNnn32L9BPHv70J7ulx3lcRU3SrhOAXKdZ6zj6cf +gPaXvQE92e9BHoSffHSPEsFP22P3XcqDn+w5t2i9gRboNlajqXOPXSgPhwDO +jk9Re64sxX8t0CdbcE9iMY7T9cre0tv3rCaqlwnYH7Dr17xych7Bw8Pvh9KA ++mL5ryXFHznQwVow7ljMPluAP/0F3/czCD/5aP0MwS/GI2jPp0ppHwzAfzb/ +Uf+QA3qqhhWqJHdAeWgDOK/jhIQy+8eEPZeyqOrt+8sdvR9HQX0t82bMr/UJ +x+3perHtJzo30g542P7ATYKfh58nMwF02CS+z4gD5c6dtuvavfRQ9tkZymXb +W7S+XQ90w9p/DvDj57CBPTZeNpWiszX4j92P4wp66qqdTA5cjPLQG3DNHiVK +dg35hD2XGnbBO9d+JJrnnAf19RBv31yhvu1Hx7mMnYHq6wc8F8o330ouv0jw +86iTKfKbTH6jdsZRTAfB+9QHt6fLxd53gVDusi5HDSvD0DmKi0E39vfiSfjJ +x89XdAV7TP8joDPWn/QU01n8PtMg0HPvPK13TtPQeyEccPY82yzCnktduV6s +tNUDfd9cJ6W+QVBf1h9U3xjgcfXu5WvcM5Xg5+H3HAWADtj9WUFQLqZPIpTb +knFm8EuFo4Q/wvYH3bPpAXpi62aDyHyei+tP9ieDpOgfBvVi12mg8V0S6Mye +K4XW/Z4FXHZ3SrIN7yJhz6Xe5ZvW3D+NdIsGHbD9hkmgg8px25Jjh1A/8xLw +fFFYULKy+QTBz8O/pySAblh/IAnKxfZN34Jyv/2O5M1uQ+1bqBQ9k8g8X4rj +pH0K+MneT4T4s0C3W+ctap5poHWwRYAfM82Ju9A5g7DnovEpOpeSJ6VeWVCv +0a1euZe5SJ9y4GHX6R0h+Hn4fNdJsfeU+PquLCiXnTdD30EyQQd2/YAL4Q8f +3y9WC36y5R7A7Yn2OUhYX7L/XAD+Y9936kBP9jx2NK5sAvx384sw36enCXsu +fl9VGdQXu/e2Dvxn8xn53wo8o0/cjvNXPkjwEzo/kPKeqoNysX0TdWCP4X/A +n8CbBsunqqG454Ge7LyBG84jGs/aE36S/WSyfUbjMpkGkZ5snqPxSDfAsfWH +Insu3s63QH0xHYT2ZD6rSOER8fPw9vM3+fudi9vT5WL93jdSftcif/j49/cB +4CeL78btSZ4GKTrLS/FfC/TE1uMNARwrVwv0YfvVSB9lKfXVAv/Zdh7xmIjp +LN7eaoGfbHuLxnEaoA+2vlcLysXiKydFHy3gwfLcAvzEzs3QAh6s/eGAPtjv +wgD8x9Yt24jpPF61efPqMIKHi/o/BE77Y24eem1+I/pdjIf6svqjfpcd8Hz0 +zVfNXbeD4Ofh5znogA7Ye4cD/OOHh4zpHIfu8dSTosNQKbgz+I/f6w06NIQt +LDnfHfnpDbi1YB0pmj+xBv/xfiDUFxu/u0K5F8Xz3A/sQwX9kzUED8E/G3Rg +2+0VuD3z/Vp8XOYoRc9ASX8E61RnS8lPV+DB5vE6IZx8T4n8JNZvBIGecsPU +m2VS0PvLE+qL3eMQDvbY+DQIdOuJzd9CvbDf3RrQB9MhBniE68Fwft6/+Ume +QCn6JACOjfuigUe4n3QN88HMQ1gu0U4mQr2w+3SSQB+2fdvIPp8FHPu9h5F5 +RfJwcf2TxPQUr9clsMf7n/+DX6Qb2icbJiXfbkG5mG5ZYu2V+P7rIsCx8UIW ++MnmzxL2OQX8xMYFWVLKLQYea/HxThZZX+T/dcn6Cp65UvIhS4p9nLT5bSn4 +H/L3jnTu1vjvvKqVEt860BPDmwDH529BH+x7TQHZzi/A7UXvNZQnrcCDnctR +J4WnVrK+OD/Z/2kU+c/2KxzZ525S8D/gJ3YfpYiHi+dbA/j5HFu30CjiweZt +VIAH6181SckHUbkEf8fGf/v5RkqeiPwh9DFp/Le9FuiD3T87hNRtFfssD37+ +m4eL40Ol2Ks3/lsHLagv6w963+lIqZf8v/EgHSn8NlAvfN0C4GzcF7LPC6TY +W0jGRTDPSQGO2ZtK0YcjxZ4jRTeOlHpxpOjDkRL3T/9+H2UJ84147wdtl/Le +50i2P4J2aZ4Uf1zJ3xerc9AkKX76Seom4HeX1EFwDthGyXIF719XSf6rq+l/ +mCHp/4mI4ZkNdpL2qk5+pVOnSWlvb/w7T4ISJeO7fs7god91miRwQf54SdGN +KyUPA6TkSZKUvGqTgh/9Nw8nXEq+PZXiT6SUPM+SYp8laS9YP1wj6Y8AT5L0 +R5APbZI87HeHfFG5GTc665uHxnIEuG6eKL4dFpsnKFQu4Pz5S/+dLxTxJ7YN +07IYbcXa9ykQxX3b7ldZWz/asPjqItHvpe7LvO5Dr6F1TSVZIv5f6Y67XYzd +WDzorohnkXbvZ+5D7DgC/1PRd4yCQqrP6fYHFieMOErMn1e5iP+r+qveqptM +OXZMuYeqRPxb3eOfRxmP5ETVm0bVe1aJ7Kvz44IUPfU5DP3Zl49Fv9+SkNAR +b9eO4uT7auT7vqwRlcvi2pwOzLNDhQTOmGuMq5XABTyie6OiKfPY00p9pi5j +9SmF+8IW3//8uXfZNM54xlHhPSAif7RZfXTgXGUZ7Vs7tBZNZHF1OK9Y6L9A +t+FwDnB5/Muvrao6nHWMn/fg/N5lpmu568p0WX1kXxE82px2Ju6n4TzegC4l +nRwvDec4W27t+kG4LlXMz0uBpzhp5z6IfqdCPDSXf3TQ8/cS/PbdytsOKr8X +xV2IWzQesGg8LckjwCskeQR4J0meDU6VG5x2S/Iw1TUNleTJ6Lwko/PrdxK4 +QJ9L7yV4BPgASZ54t/JPV7e+E+mP4TebJHQT4Jcl/RTg36Xwj5es7+Rl2zxT +P2aJ2oc7/XjyO4Tny8Rki/LnWmyZ44nUy9SR+Z/WdQsFnI9wOePTda+HZov8 +ce4XHp3ufZvqy0/YeXhwtsifuMt92nrOyKPOFdY/UP4Dv+uigS7tcVdPsfhY ++F1zTmU7f427SOkw76OAQpE+dvquoav35VJ320ocBi4uEPkfsPvBxFkvZTkK +/309fmFAgcifdbOLt420uE/R3sz/ZFYI76NizYlz5pA8OZRStxmH11FJVFge +/Q93xMo1GWH/WfsKJVf2a30a94EoLrMdrCxCXt2gZBvbry90KhPl/2dLE2cn +3YuU8+zse4b9SkT8a7JbizfNv0NtHt/Z+LRsiUhP14h0j2H0e/eeIf0v+iUi +/zNmbIrrlPORGqj+bvKy6SUi/9+vuMp3bH1BHWAE2gXlCv2PYXBf1P5oFYtw +gT+y0B6mh3W8v639DFX3WoWf8OeRqJ15fqeznGyXWRxGhoHK5SJ/ND9cLO/T +rsJRo93ZZlIu8meyGucrZ9MvyoFxtFO5qL7r5Z+XztKrolyYco9I+iM4j/RH +pajd++DS94FrQghHsD62sVLkj0709L6WJ/04THfjaXWlSDez4K8HZRXtOCpM +vg2E9jyEf3DT5N4GnGSmYorQntsrh+R1ntpAmdLy13WoktDt8W66xgMl8SnM +76X+qchPt3nD5m3wOMwR2Jc/Ffm5cn5fb8U9YRwmjMbfn4rys2XYA+WwsgCO +Z2qv/77efSry//aUE4l5eqs4ikzedqsR+R99+5b58dBJHCYsO3vXifR/XVLt +4fFtAacXY69TJ7JvMPkTNMjNgjOc/jmq9KgT6b88c9Xake7aHEFcNOtEOgze +6HNwZftflId1onwOG6ObaVf0jBL4KSyXac8DH18+wk+heBYmj3ePhfeCUB8B +z1lJnG41nGf/hfeXS8PWWjd9ew4jZ6+ucD6/he5g09G9+3Ei6WpZiL2nTCP3 +Zp5I/EEx7hzvAOfhm3uP278msoyqYPRXhvfXA7vMA8+PnaOshln+iTOGewbb +D6/Q2XU2jbozosedETUvJOJ7/snciH2lLyVwQfsjPKeOua9N5kKefUdNNg+F +5woy69x6B2am0+3PYaadlIN993nH6mO5Hz9R3ZgfXi94b8p/sbQbac6lBDwK +sO87w/xa4nXddOrJu5qGzd6vJPTUXu2+8q9yvYSf91V79T37/LVkXHKuZ9ml +wjwkxrP5nUS7x+TteT6Mr8Vx45B3onoJce4FOiE+w36ZTR6lasvbi6hSJuEe +wn6Kb5HfRkxrTKH6ML9T4zcS/GPMvZVaOsH6Ja8JV4IzvqdRAZ2Kcg+mwzyD +0J7pbvxtgf0XGH76tUS9mpgXXkyThP+C31Eg9KuFeObCJz65Yt87Yh6/XVtT +lsbire9E9mqZDz/ONeRSBr3tM8flvZfgZ/Crcz5I1Fdg/wTe40L8uEDPDxL+ +CN4LnZol+B+dOzJpdyWUy1vPXfHqApcy7NB8qCYKyj1uU5weOvQMJX+34O7S ++EYJfTKY37W/ZP4w7uz2lMwfAb5QMn+Y4Z1qe5aoXsJxRCOXHhD+uAPvX/Hx +i0qGKL74+PqyqF5CXNCvLr4hqheGl0uWK8BzJMsV4Bl5Iv8xPBHe+xgeWSzS +B/PT/6Ho94iNW/sWS/AInqc/kOBZpr/RTT/5oQQu6Ofr35Pg2cv0J5PuS9hH +0sNu7jvJegmeiyXrxYTLKVWyXg1MvCL/XS8ZeWF/gLh3IAPhYuezCXSbJ4kL +nkXjL+Iew81S8FVonSl5j7l83b/t3z+XsBecO7HytYT/Alzt7T/ry1GTcn+H +ECfLTZSCC89DI3UTrsMn80q4v5LMn7uS6x8WMuPE6/US5QrGd8L7/kjdvr2S +qJdgvLlWUgcBj3CfkZj/S6+fVjr0S3KegZmeMSmTnGeY+F9GzaMUyfkZ2jpn +3XbJ+SJ1poCFUuaL9ITtOTFfoSmJC+Y9+knOF8mwFRW1t3bvfQ32PhLe11Mg +4plZ2Pxh0LAIHKd5rmjEpT132UXY86jPj9PNCp954Dhz/46Cd6cRjyYRPHyq +/+PtLX+OWuI4rUNsqh3HsudMgj+HSkzvMrS/M9oXLFMlyp9Xa1V/yumMwnE6 +jhGjZUzzmtG8igz0z8vQPACGM+fB6qf8rus+Dudh7h3juPSlNhgQ5V6lnJ9a +vD8SPxXHaf85Goet1M1NcJwu17UTX8vwLwfH6XJXKS/6XZUh3NdZLqqXNddl +4pdZaB+iDMy3JPrNqLJLMMJx2j7/r/HY9nvonAcZ6N9aWv29pjFOqAPc/1UZ +KFusNM6dwLmUflGm21AfJxyn497ZeKCtTOAswp5HXUjMNTySYo/jtD59L2+w +aRrEIXj4lNq90l4/CifhuNj8DM6fQ63y39USX0ScGyw2P4PZi80nYPbScOYe +rvIoh7SKEYT/+ZRtsHn9HJvBuD2zHuz24GGfv3JwnPY/dFbCwCtmhL3Y/AOL +w/iirouuS1II4T+NK/rbKx1eOxTnofGm+8ufl/YQ4m9E+K8B0Vu81IT52SDC +/6691buDng5uz5yrP6du5mdZDm5PzqfJSM6fYDitQ0tfxWNqIUNxXGwehsWb +RTrz/W6HLzgjzOcsUR4eM804bHHIisC5VEO1edB4ngmO03kYfSF5bGqdCmHP +o8arXbGfOQOVJ8TpcncLxnf3cZz232O0kbyP3QOJ9lC9MbcpdYfw3CpoD0er +3Xkgt3Q8jjPr7UfPNady9Qh7HrVslvohD/OeOE77o2685LLxr094ubQ/ffr4 +dbExL8VxsXkbnD+Hctj2xDG5A9ovLFMi8n/iiQkv1fagfZcinEudVfj7cUOA +Go7T/tvbXu/b8ZwCYc+j5vRSDfHa2kbw51B23dl+L4bT9Zq5vfacfkkdjtP1 +0vBd0vX4niIcZ86T/BcPc1+Afm3BnogrBD/0z1m8XFRfnyV7n5ikuXBwnEuN +HfzsjdkPexyn66s1Ic2qmZpF2POoTutvOacfnYjjtD+O3QLnNR48g5dL1/fS +sJHLqShDgp9Pqei8M/V3743jdH1bP057EC3znfA/h1qwvylGsaKS4JdSX7Hx +L4tXiXTwMBj41LZGeG9dlUiHeu6933d9g3Cc+U7abdzw+Ys3EPY8quqIUukR +zgocp+vrP3J00PXgBQQPn8rbctOySGESjtP1vTzT4lXVJj2CP4cy6mpl/dlH +HsdpnS+k7++gtKUBrxetQ+WO+1lrP1zFcVoHS7tXg29sI3QQm2dj8RqRPl0H +ynQf+xLddynC6d+FvM3LG8J7oIQ4rY/MadlJnV33EPY8StNuTGbatwAcp/Wp +NRrSL7JlFcHDp+xsdPlhlotwnNZn9Y6NnQa7TCL4c6gCkwdqczN1cJzWR0ZD +f6GfVWei3HxqmMxx/S99X+H1Fc1fXcNxCX3qRPq0rmiYus1V2A+sE+lT4XTO +muexH8eZdftqB5f6fd5N2POo1CivS+9XB+A4rc9szTlbng9aRfBI8YfWbYbs +jImW2fa4PbM/K8h5jbErB8eZ9rDolPXsWm0cp3XzuBw/6voiGcKffMpb/3FZ +26ZavFxatx9dGX/Q+FysP/Cx1OjC/YCTOM7s8z3T6Os4dy0Hx+nfXX2k0uQh +RP+KOYdN2fqZuRLRX6J14/Z+HKmca4XjtG7GOW5dbOqIfhGtz7QPYwK29lHH +cVqfJS31NxNVOxD8OVTMQxVrvaBHuP9i84cYLtHOwLmjDtcTlw5bhc55E7uf +4uFFyvSrbG8cZ9YDd7W5c81flrDnUQ8WP+9eYPYZ56frm/W329STyeU4zpzn +I/D/Do6LzSvi/DmU2f1zhr1Sz+G42HwOXi7Z3sJ6IRxvEvn5T1zCXnJ+DMMl +eN5L4ZGcn2RxmD+8s+N6SOjBNByn4xXWa22vUxMKCJxLFbumHR8lc4fgSaUC +Vo2cPL8jcU4L7X+RUc9ahxfJOC5Vh1Qp9SJxyXlODJfQTXI+k8WbRTooOgRy +mzJPEfZcSvZndnuqRQoRl2jKkKocuEyOS+BcAod1bv/2k0vtPPatvOJMGlFu +NOU6ZP7QXycIPwXnXPVKbck6ReBcqtfwLvsm2icT9SL1kZwXxXDmvsXZE2VX +Fwn5YX/rP/NHbD4Tq5eEfYMU+yYp9u+l4M3/vz8Sv1PJ+VhcZ9If6Cfj8x7Q +n/wnLnHuLsz7XRhvkDjgnhBH/Y3ND4h1gML3OzEPJnp/ScHJeSqxcRmOS5mX +k5Ey/yYjZf5NRsr8m5jO/7Rn7tU6f01nTG/i/CUJ3aTMv8lIzr9hPBJ+Spu/ +kpzv+j8LOLwh + "], {{{ + RGBColor[0.880722, 0.611041, 0.142051], + EdgeForm[None], + Specularity[ + GrayLevel[1], 3], + StyleBox[ + GraphicsGroup3DBox[{ + Polygon3DBox[CompressedData[" +1:eJxNnXn8lcMXx+/3e+/3W5QtEokihJLILfd57vO1pqSolJCtiBYqayUhlSVL +dqm0Z0mULSlkKftOlGQp+75m5/d5O59eP3+ce+aZOTNz5syZM2fmmefO9n0G +dxtUmcvlDt4ol8sLf1PI5ZYLvhYcq+degjMEFwn6C/oJThVcILhQcJXgasHF +gssEtwguFywoBe29pchPOUMExxjzfEsxl/tB+Hrh+0uRNtP0Z+aifuo6xfXd +p7SRws8IX6s8cxS+TniA8Cjz8IfgT8FngnWie0T4d+G5wg8JFlKO4H7BFMFT +gumCBwXL4BseBE86jfi5zne380113tmC2+DfdJQzTdCley53g/iq1SOXe8D0 +5PuqFDx/Jnyr+aCct/V8g3C16BcqfJzCdwifJXx2Lp5HWf70w3ylnU6dpQgf +Rd3CJwufL+ibi/BJghEOj3DaPaI7T3ip8MOlKP8x5CQYqPADlv8Qt+tCy36c +YKzgRsFNhrssm0eV5xzhx4UHCQ8WHG2At0HuO/pxnnBP4dNy0YZR1qGLzd9I +848+UM5DpZAJ+rC4FH3d3/kGupwj3df3Cn9fijbS9rtLkdbDtMNz0fY+rpu8 +o+lHl0vbe5sOGsLD/AxtT9e1OBd6NV/wjfIsFS4kudwM6wzPHyr+OuHlpQiT +9pH1ED26ORdjZQJ9Yt25xvozz2VPFLyvPJOEV5ciPN9tnGK53eq+mPufMuc5 +77Uuc7phhuOudt4phqmOW1UK3r4tRRje3hGuLbyZoJ5gE8HWgk0FdQQ7COoK +zhRdA2SFLAUboH/Cpwo2VviUUtiHCeaR8ii3luVPH00TflcwXuE3jae5DbdY +TrQNGnj+oBTj8hnBs9YLDb3cEYLnS6G32IorcqG/yJFxhs4zthjrs3Ix3unH +me6jea5rkeCHUozzTxy/2H1DvQ+7L78rBT1yg55yfzTGpjxt/uBzueCXUoz9 +n4TXloKH9eUvch2USfm/uv/R7cnOQ941zssYXVH6v7xeE369FO19pRRyQxew +yYwhxjZ5VtrmvCH8luBKhV913onWtyutX1dZxxj7jPm3Pd4fcxl3CO7Mhb7P +tEw/Vdrtwp9b/pPM/1yXgS0+TWnbCJ9TCrtGfYzrMa4Le9Ndk1N/wQDBiYJz +BUMdPsHPJwmGC84TdErV/8L7pZH3COfvnAZ9xzTC5yh8XBp5+zh/Dz2fLHwY +eQU9Fd5fuIugt8KHpsFHj8oo+0g9M3keJTzQ8aT3lBLOk/3fTErdT8+nCkYK +zhf0FYwQzFX6aOG7i1HnCKdB3815zqyQngqOESwR3cWKu0v4dsEEhR8Vvkdw +pss5No18h9MOwQUKHy88X2ljFb63GDwfpXA74VNc5/nm+SzhXoo/Uvg0wemC +YZZPb8uoj+OaCvYR7CjYXlAUtBGUHEdaK8EegvYOgzsI9lYdrwuvS+OZ+GMF +Ows2F9QTNFTansI7pRHeVuEthbcW7KTwdsLNTE++7QR7CVoLmistIV54xzR4 +aOq6DqmMchulwSc07YQPFrSEfz2XCacR7mZdOg5ZOn9Xy+hA4d0rIz95z64M +vTre8mlrOUBzkOmaWFbIDN6ot5gGLXl2EFTquTntSSP/4YIughYuh/L2VVon +4UR4P54rg6cj3W/EMX4uycWcN9zjifB46cFQbL/wEo29cxV+shRzHPMkc+J4 +213CzMv4D5c6DMaWo5dHV4SeXq7570LhicJPl6LeF0sRJi/+xmiXea3t8+W2 +UcM95uGPOX+QbclT9ifwc8baBl1iezTK9uLlUsx7zFO05QTsSylobzb9S7ZB +2Ldpktczks3ENPJeaj5fsg16rhRz/hjLbIVt7LOev+B5pOVwmcP4SNjbKxxH +mcxzL5TCr8Emn1EZ47SX4GjBEMExlWGfsCWZoey4NA09wl4dCq4M+0U84X2s +z8dZJw91OnaxJg192CON8drZ45f4Htbb/a0jpzsNGvTpAKUdYN2rMW/r7V2N +eTzOug5/h9kmnGQdxZb1ddvOcHsPUlkHMjZtV6mzZxo0Q0x3mHno4zK6WO8P +sZ3CpnVILcM0+MQ+t3M89qN9GnWf4vzweZZ5JXysn7GRjOuugvq58FW2MN7c +4Ya58HfwUw6WTm8j3T5AeFvhRoI2giaC7QWbC2oJqgW7C44QXQvhDsJbCO8g +aCpoK+goONS0LUxPuMrPuwmaCxo6D3nLgnZJ1NU5ibrI11JQz3xs7nI7CfZx +fGOnwfseglaC9sq/q3BX4cOTKJ8yoUvcnrz5WM8D9WcVQZ8Knyy8S0WUs3VF +hMHNzCdt3l94A+Harp+yD6uI/G3N43aCHQVbCuojU7cNObd1e/axPODnIMGJ +SYS7uk9oE/XQR8ijh/C+wjsJagRH6bm18LFJPO/kOrslgQ8T3rki8uxXEeGd +/NxTaXXhWbi75sdpspcb94j20tb9TbMXczQ0gj2xiQ5vqHDJcoDPPS0r8h0g +OF5pGyFf4T5J9N0g4WtUT1HhGcWQQW9BH8utjXXoQMv/AOvNwdaJbU23neV9 +uGV+ksptJzzQfXeA8ze3XNuZhrLQX/qrs8sgXPIzfBLubZrUOtPYNE3cnzta +jmNFd77wBOFzBUcqPCaJeYP5o73gLD33FB6aRDuOcjy0pyMTt38EPBqf73BX +wamCfoLBgiEVURb1niw8Wvg0l9PD7T7dZR/hfu5m2Nc6c5zgEHRG0MGYZ8YA +Y6GLoL/1qa/7vJVpOzjMeGvpPmnvvF3ML+07oyJk0NLpx1g/Oriu9qaDZoB1 +DL3q9R++9jPPR1g+51k2pyTB58nWQfLWqYh5+mjX3VdwAbSmR0+GWP7tzXd3 +lz3AYfDAitB1yhzBWEtC1w4VPsRjqYvtScm60ymJcYzOEG5s+i2tIw0qIl8D +PzO2sCdb0c+iO0H4YuELkujDc4QvEuxNX+F3mAZ+kENvy4I2ogMjBZcmIU90 +jDB6cnUSMrjQchjhfFc470jL6EbRDRfepEfIv4P7l36hr4YL97esurmfT3Vf +n5ZE354nPCyJ9DOTkCX05DsyiTYjN9aGj2nO+dP7GY/m4pl1N+to1t6sqXfE +9xDeNhdzGHMW6+8NBVuabifBzrmg3UjQNBf02zlPK8Gegu0FZ8jWNBMeItxB +tu404T+FmyuuhfMMVtw+pjlHsKvCZwvvkot1XEPXu7HrPrcU+YbhA5aiHvYH +DhPunIs9moml2Gthr2b/XOyvsM8yWc8H4Ieanj2sw/FfXc5Yl0174HGwnnfD +FytFm5uZl6GlCF8g3MQyamwZNfYzfPI8qBT0tONs/EpBB4VvMw8nmY/T1ea2 +0Av3x1YrPKAY5bcU7CE4y3I5k3WeeUYG8Hmq4v6WbHc3fWPTJ5ZnE8eRVi2o +cv/v4D5kv4U9FvyTgV5D17P8N3Ue6IerrL2F+7nsLoIUfchyub8K4juLPRy5 +QbkK56ly/w0sht4MsD7sZH07vxT9fqHDjXKxfm/uvqAPGhnzjAx2tX5s7jR0 +Ne9667o+6hVLuRNLgXuXgqaudbeu274+TN46Lm9bl8kakHUi60D0Bz1iX7R3 +LnSsk+BQQUfqEbQWbCXYKxd92NHp5+kho7/ct8S1QU/0UEanhA/pHvmvK0V6 +J9MwPtBt9OWyUvTxxawtitGfF3oMtTUd8fsJj3JfdTQvl5SCr7HWPXRfwX/5 +godugitL0a/jhMcUYzyPLkaYsTO2GH3e1f3Ongt7UAudlzInsU8mun3N29Wl +KP+KUvB5mOslnnJuLQUP7LHVCK5hDaV8FbKNVxRDJuMsv26mu0TPB+aCjvHN +ON/P8hmpuH8ky8tLIcNbhKeUgm94Y//46FzkZ+z1tSxmleL9APvkhNsrfH0p +yqUtPQxHui7yIxPKw+Z0dl29rQus+W4oxf7hNPdp7//ozIl+fsRrOtZ2/d2+ +foYj3Gbi2U+mrIMF7XLxvmNGKdKRYS/HH+N64fkq4RtLIUP06yCnQ4d80JlL +LR/kwF761FLIZ6ZlwLuCDq67xjxR17HmhT5kH573KuSljmvdt12chs/Z0fMo ++yvss2zBWknwj+J2Fd5E8KvCGwt/Ifx3RaRtpeetBVWC3yqCBtpCZaQRv05x +PwvqKvyxaT4hLok8vyUR95vj1+n5B+EfWR8oT23B944nXEvK/YvCnynuqyTq +29T1fyeorox8v5hfyq5Kg88thB/W80uClytiT4i87MU8ped3BEsFN6jcocIz +hGcJxjlMm9iXYU/mHz1XCFekEV4hmg+SaCftrWM55AUNBF8nIbtvhP9Ogr9f +k5APeTaqDD7hvyD8Y0XIYYPKaO/vCv/pMt50H2yjtIaV3vNyW5DHNo5r5X7Y +3f2EXKqdB7odnK9+GnHIhzD7W+yhsTeHTvxZEXtZ8NnYQJg2bia6Lak7jTI3 +drmbpxGuk9ogmaae6cm3kcuh7B/d1g0Ff1REnZ9bjsjzp4ro8z8c/3kS+A9k +k0T6T/bdhlVEn1WnIbffrEsNLRv6DR7Yd9shDX638f5eS8tqe/dJE8uwgfue +MpHzRsJX2n+8BZ9VcL1gtGCi4G7BPY4fYN/vOvuu+LDnVIRvf3ZFrGfwIS9y +GDxKcK3XM+OSWKdAT75rWF9Rn33aqwXjnUY8tAPNyxiHB/iZvMcLjxS+wmuM +8xxm/3l8EnQDzHsv80jdF7gefOhJortMeKbwJRWxzhqLLJLwpSc4/tKKWNMh +q6sqYi23SGl3Oi/lsEZZ75+PdHuusp99mfB1yEIw1TIc6jE61vUiI3jBzx9s +HqhrNmsi9VOjythPpn2si+50O6hnsmWG7OZQruV0veMud/yV7terjCc5PIU1 +vPAdSfTZReb1HMuN/I8q7S7haaYhnTZNT0LGk5Pg5xrLdrz74tYk+m+0+brZ +8rwJ/VLaBHijbMEUhe8Tvi0J3uY7fLXlcLvlNdXhGxWem0RZlHmJ67jROjPe +srnV/XqTaWgvbZzoeq912y+z7Cc4761uzwyXeYPTbofe6VNMw5hgzDJ2mVeY +e3K2V9t4Drhb/fed8ALhOwRrFL6HdwuCJnIeVwqvlTO5RvC34CWlrxV8VBn0 +LwpPEb5V8I7Ct6MXchoWKXyVws8KflP4UeElgjoq8wXhoYJPFf+48M2Cpytj +P/l6wVMKTyA9iTmKOetV5gPFP+H49xX/kW3VG4LXBasF7wq+dRjM3IXN+6si +aD9WnteEVyYR/rQi5rtXKiL8qmBNEnPmF8JrkyjzQ+EPKjyHVkT4fT9TN2V+ +5nqp8z3j7x3+zPVD+zLvYiSHt9Nozz+Ww2JBbcU/J7yXHMgZCqfCuwkmK9xW +eD/BQoUPFS4LHlT4EOHGgusU3l94F8G5Cm8jvLP64gaFf+VdjZ7PUnhr4d6C +zxQeJHyQYKbraiU4T+FthVsKpipcEt5dMFzh7ShTjulb0oUGwkNU7jTxPzKN +d3i8yztF+GLBgwpfnca7Ht7tHZHG+0HeMfZm79p72uxtXyZYqPA1wo8IPlb4 +rjTex/Fu7aQ05ujlFTFPH5zGfjnvGXm3yPvME4QvEtyg8JnC26jtixWeQRmC +axU+Q/hSdE7hS9J41/nv+8I09snZz86Ev1R/f6h6PklinsSfWEt/J6FX3ws/ +YX7eEqzQ8/PoovAa4RcqIv+bpnncz8RDh5+Ev4Tv9rXgG8Eq9DeJ+LeS8Hvw +f97DrhdDVrcVg/6rivCB8K1W+vkjl0f+J1wndb/oetc4vMZteTWJOtFt/JG/ +PFaw7RvYJ6yd2m9IIrwZPk4a9qORbQj5yI9/i3yq7GvhS+HnYnvqppHeOA3f +ET5/8RjBHjFO8FGol/VnXef/K4l44libbpyG77JBGrzCG/7Ua0nI9G3hpz0O +n6kI/+Vnt/kL99Vyx69xn6wxDTLBp8KPwZ8s2D/BT0HmPNNP2IRvrAPEVTn+ +O/ud+J9fu39I/862CB/xF7f9I9tk7PEXtjmvmP+XTYMNesf6scr9tUz4lST8 +begWVUTbFws/67a/6/YTXvaf5/csE2ip6xHjVx1+jjIqwq49Jni0Iuza8iTy +Ym9fd9prpocWW7jE8a8b3nAc+34nVsTe4yOCuQrflMS8j3/HnI+9X1kZ88cK +6fcLwu8WI/5Jp73HWTXCwpPSSN9O4/tdxS0TrGKOETwieIP5Sel3M1cVY26B +bnVlhJf5eY3SXjXNKscvrYz3m9DO8by21PMR9HPhU/hN4c/pO8HR3eMcwbbi +ZwH2RjBdcGNl8HBTZfB+l+D6yrBRhMfYTk63/Zxn/mnHPQ4TN1PwUGXYx5ku +/yHbL+zYucJj06jrOuHHinE2YFUxykIeb5pv+P9Q+PjugRuL54cV92xlzNm3 +pCHzm4QvEZ4suFXQj3lZ9FuIflkxzlosFb7ObaNdnJXg7AZnRfqncV7i1DTC +kxQelkY5I2z/KXeK4FLBID0/r/K2VPnPCV9TGc8TKyPvmMrgZ6x5Ys6ZKnhA +8LhgieAt9+9C9+XjjnvbMkUGj1VGe59xm29UvcuRaxoyXWAdQA4rhG9LI99y +573b/Yoc8VWgZ46jHHi4wf4MdTCXPe76nzBe4fAy8/mQYanj0HnmzScdP8M8 +zXW9N7jtD5iubRrvh3lvy5kNzo60SSOeMyGci+DMBO+JOSfB/JZWxtmOzPMd +9K3SOD+xm8O8Sy6ncRaEvUDel2PLed+9W2W8w96lMvY1gLLj9nc6dLxb533x +ca6TunhnvGsa79t5/w5fvcxbM5fJPNEkjfqYLzjrwXpxbwPhxq6nvvnaNo24 +rcwz/PI+v5X54LzKLqnPuaRxBoQzBMiG8yG0nXflJT93cdrR62WXRjoyoS07 +WYan4bsID0iD/50tixZp8NoMW1IMPxnb9aD7jv6dZ72cL7gijfGH7/y4deR+ +wX2V8UwY23iH8FvC49Mo58o0ynjM5aB3swWzKqM8dPw5dE95nv9PXspnjM92 +HmjHpVEOOkz4XoUvNw3ptwl2d7/QP5xV4rwBukK46GfS97UO1LhP0Y1Optnb +OoBecTaps+NJf6AY53/uL4ZMbld4lPDkNPhnTYFM4G2J5bPEMrqvGDaCvN3s +13F2iz7CzoxIw7ZwjuxZ4WO6B67fI9ZN8wX3VkQYzDpqrtd09xuz7popmCWY +XRHrtyVJPC9IYr+Lva55FbFP8ZTDi5OYD19IwhdbUBF+4EP2zfDL8NdYE1/u +NGgeNC/3mZ8Hk1ivsyal/pvNw71J1PN4EnGk3WZ68j7Jmsn+5LdJtONB1zHT +7Vpgnp803/B7p+d11pms3ac7PN15qJf1LOviaRWx/oa/eUnQ35lEmfA2yfP9 +PQ4j58mW+8xi+AazhJ9LgrelSchngWV0h30XfJVlSfgyrycRvt9tfCqJtfBD +9oWeseyQ4dMOU87tLmui/RD2ldjzYC3OvgrvMdmDutJhMHss+Nb4Xgtph/cK +2DNYZHk/bNnPMs0TSegDPhvh+e4j/Dp89q8ta3z4dyz7lY570fsbj5p+lXXr +zSR8Ntawc6w3+PuPuq/oswcqQibPmp+F5u1h8znbNKQ/Z/nA2zKHl1le7Ckh +r2eS2GPE5m4v/HISZT7tPprpfjovjbl7sOf3ez1Gh6cxb+MDXF4ZczfzGOHL +/AzN/P/YHOzNeMPVtmsXpGELr3T5k10H9d5mWzHPthC/YaLtLOG+aaxPOTd1 +bPfwnY5W+A7p3CiF3xReWAyeHhZeUAzeHrLvia9zJ7YG24SN9vlT6ljvn8AT +/gxnPy+qjHNa8DzV9qdPGmmshSmfs7cPupxbXBZwj/m+2PGkH9U9+Nq8R/hZ ++FsXVkYYzBp7lnWGNSO2k/mC/mD9S3h0GmNrhscwdgl783ASQJj9MebNf894 +Chp43cfe7BnWL/b7plnH0KOFSZT3gMf73dblabYH0LGvyp4g+3WMnds8TtEv +9rkYS6wrW7nes1XfVcjQa3bW8qzpiccPvjANWd1ieUE76z+6crWf0T90Zor7 +5z6H8bvpx3HuV/qXPYJXiuFnvVoM/+sK017p8AyHwfDxWjH6Gnr2QyhvYBp7 +EJTTq3vsb8wyz6cncX7pVOEzkjhHw7kezktwhoJzJPcXJA/BfYJZgisEMwU/ +l9Vm4W+EbykE3QOFCE/w849Ku1L4Y+FLhacKpgnuEcwT3CC4RjBHcJfD4GsF +FwsmCUYL7hScI7iab5lU1o3CXwhfVYjyZwt+0/Otwt85nrjbBH0FnQSHCsYJ +LhfMcHvg82bB9+XAXwkfKbyvoEZwivNSxk2C+YJ7Bd+Wo5y15ShzhmUy0/IZ +Zz5p41/lyHuj89P+ywohj+kOE/eg2zvRbT3b7YXuEstukuUy0XVR76OCikxz +kXC18D/lqId681m08+9y0D3mfLThOcHzDs/38wvuN/K8LHhFsEBwh+B2wRPu +4xfZfxVUqfwlwhtkEUbm68qRfr/Lm+V6lxjPMg8L3J4H3edz3e+fs38o/Fk5 +0idbBz5xv/5SjjDyWS58vfUJXVqo5x7Cjzj+bqdNEYwthH4scJmUDc11prvV +NGMEn5aDBl2CH3j7XfjLcvTFh8INhfOCSsHP+VzuJ8FGDoM3Ru4K/yWor/BI +5dmCPvV+JwcjKgQ/KPyO4HtjnlcJNqB+4drCVynPswoPF95cz80FLQQFwTaC +RoLzlParaK4oRxo0BwpqoReC7QT1HE8Z8PCp+aDOH13vGeUIn8MeLe333uzH +bgtt+jYfvK3IRzxxnxj/4zDxHzkPslkteFewqerbtRC8vu2yKGdgOej7Cw8u +B2+nOUyZF5T/L6OVgtPLwcPZwgME3yh8ZjnK+VPh88uhwwusY9T3i+tHPrsX +oj/gectC1PG3+2pLy4T6NlR4VDnkBA+XlqOcYcJ1CyGrOuhoOdqJ3MaWQy8u +KocerMuHXmzi8MbuN/Snofsx7zh0YivB1uaB+uuYhwaMkXLQ5ExXxzxAu4fC +rQpB10SwfSH0aHw59GhMOfQBXWhsPWhhOdBm2t6ScS3Y1nqzpeMo+5pyyG1a +OeIbWG4Xum/oi8vLkf/ictRLPTeXI299639t87eB2/1FPuT1azlsdq0s7Aw2 +BFvygeIvEF4lPLIQthSb+q6ezxde6fGODRghGCQ4vRBj9QzBkELYa2zzmYWw +zx97blpj239hIeoYZxryXeT4CQbC0H6kPKOEV/OOohB1j3Cey13GINeP/X6v +HDy8JjxU+Fz6RHC4oJ+gv+B4wXFOIwzdCYIBgi6mwQ4zF17tvP2dBt/MVcxT +zCeDXS/yQSZfeP4dbL4ucnuYq19V2tHCSyzb8y1f2nWd24ZdPK0QtvFUy4Ey +mItGm0fGIOP5RLeR9jGfr+B9jfDbjidumOAt0X6dj3G7RvCHYK3gT/klfRkr +ou8s3ElwiiATHC2oyUc8cac6DD5McIzToaOea10XbRnu9oxxWwbCQzn4f1/4 +DexdIeaUXoWYX5iHR1nO/dze/o57w3RPCr9ejvQX3MZh7jvaDg/MZcgZvXqz +HGVcbLldY1nNcX3074/FCB9biDroH3g7xvI/xX2wVGV1FX5YeFuNmVUKP1UO +ugOcb3Eh/Ax8jEV+Xu+DPVMIH+WPcsyBzHHEPet46KY6H/TQPC34sxzxP5Sj +PbRrjeXHmGKenug2jnLep10feR8WLmRR7zKF62QxRy8sRBqYZ+bkn4rRrnXF +6BP8EPQfPwc+N8rC/8EX+klx7xTChjxuPNthfIynkJngiELYh+5+hoe57oOn +THu162LM/WAe4IX55KFC+AfTLc9HXA5533X+pS6zdhbzD4foelsX+xTCT6F+ +xuNRhbAdyPExteEw6hDuVoj+RVdfLMf4xYY8LTgRvvHrypF/iccx/b6/oKfL +3a8Quom9oNzO1h/0aF/T7WfM85Gm6WS6kwUnFcIunGw80nRDnO/lctie58wz +/DLGaC98MvbgmXGBHXimHOmv2H6OsEyIp28Wl6N/BllGvV0GtM+Xg59nyzEG +4PECt7Vn4f/2/gw/Izd4fcS+IWUOdjnUu9JzNXPQ556nV9tnwSYxR+JP4O8y +F31sIPwR7Sn837fdMgtdwx/m+S2nrzAN4d8Evwo2qwr/+jPBq4U4x8vZhu2F +3xR+Q/CVYIcswvWFPxD+A34Eq13We+YDfl5wGueBPxRslYUPtFkW9VDfp4JK +tScv+FLrwJ8FHwjeZ20q2/sV69I0nt8T/GT42TS8O+BdBnSrXT/jZ3Ya5cwV +/kXPu6h9Bwp+UPjHQozLhlmsIWpZTisd/6l5g9eXLN9PCiEHZPC1YbnjPnA7 +aeNQr8enp/EOjHdhFfng7V3LeqnlBZ8LXBdjmPcpbzjPrDTkQdsJ08aZLpN4 +3rtA/4XD7GU/a5m8bxkS94zlRtoWWfTJJlnYkScLYd8JP+HnX/x90JecFRfd ++4prnEX4d4X3ct99bj1Z7TbR918KXkd3/fy7++MD99c6wXZZ5G1m/XnfOvQb +72Ukp2uFnxYUFF6aRj+yv/3vPnchdHKt9ftR6/QXrve1QsgDeaNTX1svKOtB +5f/Q+sA5Hc7ecFbnd2OeH1JatWifSePsT618nDsh/K2fOYvyfWWcC+KczieC +vyrjDA96+XAadTewToO3cnid5bCR+dvS6T8qbsN8nAFaz9Mfgg3woyujvrfd +lq9N+4PTOZfEe2Ha9rwxz3em8X6Y93SEv1H4gTTeJdOW71wW8SvcN/C1cT7q ++trxf7p9tHOhZcc5KHj+wbxwLgV+H0vjfMqfpn/Jsn25Mupd6brftz6il8sY +n8KL0jhbVTcf56Ao+123HZkRD3+vVEYdvJ/mjBbvpzlbNTWNejgbM9/8Pezx +Umnbgj3JW6+o89fKkN8ay+0Xtxt9qbL+gJER+rPOfH5v3laZl0/Mz2vGPK+2 +fODjSeX5THheGmea+PhgsdtE29Cbe5VWH5/TeoXM/7bM4ZNzYhXWmUrzV23e +Vpsf6pth+zPPckDGvK9Ht7+1DtxrfuDrNfP7qfvpI+veUtur1bZPr9pGLfZc +gN27U3NVa+FZwjsXYo+KOZv1Av5mO0G5EHNmJtinEPM+a4SiYO9CzOudHGZP +jLm/mcuhzJ1c7l6CQwQdTQd9a5fZ1uXu67w7u07qZv5eUI6895cjP/P1yS7r +ED/fWw6+8F0Pchvgv1QInycRtBccXAgfAh8AH6GD80J3h/Bdgl0UvlX4vnLI +Ab+ovfN0MG89LJNF5WjPg+XgkzKftd8B/6ngAfsxi10mPMy3r93NvN2t5zbC +t5WDd9Zt+P6si1krszbGd2Btjf/A3g17OEcKf5kPf4O1L2tl1kFfCUZ4fT7G +a+TvvD/C3tFf3tOAlnX5N8as01nP46vUc51TyrHHcmU5aGqZ/kvXyX7Davs6 +7xmvc/g37LHg6XyUgS+JTzlPZe3mMp9wW9iXYo+JdetBhuPcl+TdxfmL1jn8 +ysOsP8juunLsUdxiPmkb8mCv5gPv1wwth2yGlCPufcdjOzbJx1i9oRz7HjPK +sQbsJdg3HzqwXnfo+x3dxwdZ19jLmFoOnUaXppdjr4P9DewktvmlNPiFhr0M +9ksOdBn0c0vraAvHUSbltLPOoKe0sYn7qa3LaWtZMI5Y5yFb1nrMxcxfb6Sx +XmLOZp2zcRbrMNZNzL2sk5h/N83CD8JvZL5mH5c5G3vBumSxgbxvuLwPXeZy +00C7QyH2kthvqpfFXM9+ct0s1m51HMa/wD+BN+LxJ54xpuwNs7Bdm2fB3/r1 +HHzCG+u128thZyYKzxbs6b4ru4+aFsLWsB/G/hj2hT0z8uzt+NbmF9q6ToOG +vdfJ5RgXNwpPKoeNutVjYlPrJfViG7BRjVwmZTcyLro86t7EuJnDTV03MkP3 +2IdjX449O9qyl/W7rft8Zjlo0fPE+lByOcRjc9BV+Gnl/JRziHWsveObmrbs ++IOdxnjfrBB7v/CwlfPfVA55IucJ5ZDl9eUoZ0fLrY153NY6iC5S1l/Sv6MY +j+XYk2Ef5g/hk/OxP3Oo4CbBPMHNgnGCy/Nxfpe4+Y6fJrhUcEk+zvRyNpgz +wkXBLPZ1hK8Qni24UnCf4H7BRMHe8C3cuhxhymznvORpLnyL8L3OR3iCnzk7 +zHnjPuYNvmaZ5j6XD5/3CJ4T1LBXI7xHOc4aP5SP883EzxE+AFvHPkk+zjZD +e1c+2gP9FOfZpxz8ty9Hm25zuzhHjXx2Lcd56ssE0y3DG83HnuXgmbPS05x+ +qeM74I+xv+G1MWtn/m/gp1z8r8Emgo0r4v8stuWcpOK3EP5S+DXBF4L3cxH/ +leA3we+CTwQf+3l9+CPBrw7/6rRXXQZlbZ/E/2DlhRtzdl3hRkmkfy74S/BE +KcLbJfH/fdD84bIoc7OK+M9A/m9qgvC6XLThF+Em5ntX4YlK+5HvB4tR/t+5 +SPvC9fC8SxJy6NZd/p7TiafMn3MhF/pqrvurlej5SJbykUUF5x8sF+J5bq60 +TYVrkgjD825J8Lip+ax0Puhp758Kt0zibDz9x3n1a4TvzIcOLbCe3CoY6zC6 +M1QwXjDM8WOcdrXTznX6NaaZYppbDYRHm2ao86H3vT0OGHuDBYMEddg7yse5 ++t3NHzp/ocfGRfk4t3+VcItynPmn7J3wOcsxbtp4/J2dj3P8+AuMC3yGl/Lx +7udl408c5p0N726WGD/u8MPW82keC/d4XJ7tcXOO8VUO8+3AOI99+BmlcFPb +gYnm/0rnh8eLBZPy8d0C4VF+Rm/R/xZJjMVLzQdjlPLPFNzhvhtvmd7hMN87 +IHe+g1jkfLQj0fPtwvuWoz7qecC8X2lbMNlxfC/xkPtygft2vOujnKst/6uc +j3KxLZMs/+HWZfqS7yPo42b4U4IzFG4gPMTton0j8mFnzjfcaHmfkI+yKKdh +OfSLbysalUNf6rucwS7rOtNf6/zY+JH50J8J1qHznUb8DuWgwYYTvkDhJuYT +vna17l3g/Ge4D5D/B7ZZ6+0VNoP/wuH/qfie7hK+cfA4Xyt413YGe/O64I1c +/IcjZbzpZ8pizH7gfL/8J+8q5//QdoOyN+esmnC9JOwZdme14QvbxXW2MdiG +Nc5L3Erb0o8dXuHnjZOwo9jnN8wrdnlGLv7bEZ7/kj15UXgD0fxRiv8k/Vn4 +n1L8Tyn/SQgN/ynBf6IuFn4hF/9lWZdzWsL1k4h70fEvmIeV5gl7D90OfEcg +vJX5ec8yW0/3jnl60ry+4DTKfSIX/4v6uGCjJOS8Cd8OCL9kmfI/Hvy/C/+J +wxkT/u+G/27h2+Q+jh+cBA3/8UIa51L4fxD+s4b/quG/P/jfEv4nhf/aODuJ +MyroADR9fV6F/7/hP2P4Dxz+i4b/QBno8y2k9UsiL//rMcR5T3Z+6jvdvMEP +9fIfPugcusd/nXxgXXrf+kR4qWX+kvvrHctmpWXC/0byn6INkpA5cyV6hd5t +LfyWde1t47UO75fE/zbx31OE+V+pYhK6+rJlu5meXxGu43KWW3/Ry1esp4/b +5vJ+Hz153n3I/1g+nIv/ECi6/D2FD0ziP5z2Et4jiXkbO8l/ujC/8l8v/Ncv +/wfF/yFBw39W8T9R3+biP6cKFYF5/sa05Pk+F/MkZfLfUk2dZ0/LmXKwy4z3 +eg4zz/IfMrt6jG3rOXiT9f5ORfwXFvW1Fm5rXg9Kwnfgf3P4z5xKz+2Uxf80 +4T/xX1KJ/Ydd7BdsZbot3V58iX2SaCv/AVVhGspp+J+2wgf/6dTW4e3MJ/+r +s5l9ia9L8X/CG/WIMuFv5yT64jn3R33XTb1/+ZnwW9YL6HL2wSqS6OsnPAZf +cP+ucBxp2JrHPB7Rm4ZJ6MWWSfyX8RLnJXyfn38rRT21kggvysX/l6I/i1zH +4x775KudBG/YScLPO++GtnUbO4wN+VvlVNlGoLfbJGGHd3P4I4+LhvYd8SH5 +L7HvcvH/as9aFvBHHHpL/OPmHb2vti3aNIm2P+r2v2KZPG79X+6ynvJ4ZizD +G+Xwvz1veTwxLvt674a9iOPK4dtwRuUE9kQU7ir8vtZIuyj8TRp7zS3zsZ7v +xrwNjefSSzyfdnV8UbB9PvZc1++98ryDy9jD5bCfyb4le5rNBQcKDspHXbub +ln1t9okb52P/cnens7bAH7zedIcIOuZjTXeSfYSN1Yaewnn7iQfZRzjCbTgt +H+vCnp6r8TEPFrQT1Fae7sKV5aCDfqB5PMFlHew8fVwvvkJf45EO1y3Huwne +USCrHvnwRY50mLghfib8Zhry+SiN8Nb52D/ZyPJjH4c9/nr52GvlHUOjfHz7 +Ws9pm+Vjj5e9aPKzt7RpPvaXoK/lPI0t2+0MhHkv8GIa+/DsyfNdLXF8P/uX +9+c3z0cY/LfxFg5Xuc6Ghm3ysdfMN8vw8ArvYtLggXcl0OxpuhV63kv4U9Pu +KNjJeFO3o6llsIPz7eW8gyzP7q63ldP5xhnennK90C5PQ0bI6jfz3NB8vuM0 ++Gxi/Wvs9K1d7hHWndPJw54pshPetBz9jk+4v/ABgt3+o5fsMzS37qD3P6iO +fYS/5L1AGvQ/skeXj3GEzlHOroL9jPd3mWu95/+T8M9p6Cxh2l/KR7k9HCau +rcs7wvycZJ7KgjQfYwA4ynFdBIcL+guOc73H5sOvPsHt5Q95oPk7jT1Kzquw +Z8l+C2dcvk2jHMoYIPgljbq+clv3d9mFctiOf3hPUY49z1rlCNPu79Koq5/C +9cpxRobwYZbLsf8p63jLHR1mPLzmfR7sAeOSPWv2e/l2G55YQ13sfORnzbll +OcqEhy3KwX8988VajLXbGOvAaANh7MO5LuM4yxK7cqZ5PNfxlE8ZfEs+wPKB +j63KUcbmbiPnglhLnGrM2mKzcpwJYi+LMGXz7XmLfOgANulTv4edzf9rWQfQ +hS8dTzrP2JzEfKMbXd1HxGMz0e0DrZNnue30L3oOb5uYl7Mcf6p5pG+QG+vX +ppbbMc5P+kWmYbxjhxiPjDvG+ntp9Df9yrzTwXtP7K2x18WanD0p1pHEP5aP +tfftjutYjjVpe9O/6Dzs+bP3/7jw8nyc2VosOEnPS4WPEH5D+PV8vM94w/hL +0/A+oV85zlVA85rrW18/dbxs3h7Nx/7cI/SH8ryALgg/n4/wfMezt9fO6254 +mWH+KadXOXzd210+/ycATedy8AUP8ML+Ant+zzv8vMun7fe6/Y+YH/YNWd8v +cl09y5FGmd0Fy9CTcqznkeErgk7l2CtgH+DJfPgGnH3lvw6QwbFu1xq37dV8 +nHf9zHLgHB1nYo8uBy/I4ZhyyO3wcuRb67yU86HLes5h4vBPXrFMlljmKy1z +yvzIYTD7NJRPnX3KUS/lcxb3bfNEm9EB3sV8bZ5fMd/U/Xs+3kHhI70pfHw5 +3tXwzmaZAZ0hjndPT+VDNh867xrHkfaedW256zqlHOWcWg45rnbec8vx3oqz +uJx//s000D/tfvnK5bxp/qiL92T4bKyHTja/9C97OAutJ+gy8yZzJrYA+89c +hJ/RLB+2Gtv9hcZb63zMv5nTds6Hb0H83vnwB+s5jTmKubFomkamK7ku5qB3 +0/At+F+O1Wn4CtjkovNu53KZR7o43NrPzcwXdX7tPJ+lMa8zD7OPz5lJ5gH8 +AOYtbAhzzI7GPO/5H9pP0rB5X3me39n1tLRc9jD/iWW2r+tfLx/q+ts8dHa9 +H6fBDz4bYWTL+wXqgo9VaezX3mW9aWYZUn8Ty5H5mXGHHr5q/Zlj3TisHPtq +/CdJl3KUwx4++2uMTcZkt3L0Of9hgl/CfMQcxbhmP5P9/rmuH/0ljr3O641v +cHiR9Qs9W+xnwox19vjg407X+aT16yGnL3SYuO3d/+t9fvz29T46GP8Dvwyf +ZjfLobFlwTkefOZ19t02Nx1zHN/gc/7gQ/tJ+E5PWlbwxbjgHTVj/nTLgH1o +5nfmZfYEyQt//A/PU67jgzTsIWOVc79rfQaFb4xvrcrlJgvuE+ydxTmuXbP4 +toIzuJy5rau073iXJvyPcAPhrQT7iS4vXHK+2lVx/ovvLzgXyrnTSsU1FGwj +2Fjws+J/KsS5sPpVcQautfJvrvDBWcRvURVp8FNLOMvi2x++geEbGc6Zc66c +74A44835aL5v2sD1w8e35vc71/WHy+WuJWg2MC/wtImgkaBQFe3ZWlDBn2NW +xZk4zsZtVBVn5hv5fWW9quCZs1zVVcEn57z47oB3j+PK8Y0GdhDb9X0hzhfC +D9+/cHZjrnCaRT1tsvgeYWu/+2uZRd01WXyzwDvAy8rBx07mq6H5hN9Kh4kr +Z8Hz7lmc+ef8/iXmgfrpT9q/oeXRNov/auK/SQlvqfgOWZxZ5VzAPeU478pZ +VM5O91P6qYILBEcJzhEcLbhUeY4RPi8LGtIvFJwtuNK0nOvgjAlnUDmT3ct+ +S1+lnSwY4XIo8+oszn5zTvUl5Km4HoLuVfF+jfPufONzgJ5P8DnGkcozSPiy +LGjJcyZ92UblVaud8g+HU7ZgvHmDr56CsVm06+IswiMVvl64lfAego5VEQYf +WhXfsnH2pzILfd3S+rxPFvrXXDhRXCpo6rHzt8cPNMh/3yy+U+OMMuei+RaP +b6/4PovvLDjb/Ivlg2zOF5wlONLt6mHM825ZnNXcOosz5wMsN75r4HsDvoMj +P+06pSrKPN9hvhPkWw7OP7fI4qznTlmc76ywfvEtD74JvgfjeS9Ba0Ezj6Gd +PY72FmyLXlgPRmcxznY23W6CdoLm6I3SDhY+TXg74SJjAZsi2EGwveCILMrt +JLxpVZxZ5ewq5RzksvI+V8EZzl0dT/pAPXeln13+tq6jaxbjqLvP41PegS7r +YPPWV2mHIV/h4YKBCl8ifJzgEIUHC+8u3ELQXtCWfhU0EfTOQkeGCJ8g2FHh +bqaHtoOgsfNAjzwbWqZ7ObwnupkF3WFZhJHNiVnIjXp7ZiGnxDqWWG7IDz7R +22OykENb5+2VBZ99GCOW6YHmDb5aGh/iMPT0Q5csxlc3y5MzOZyX4buhA7Lo +W8rh/BtnyDi7xbnhlbahnCfJbPeweZwfXn82m/OqjJm1HiOMFc5ucRaJM/ac +H9vPtoj5AnvOmVvOJm1o+8YZJM5M8U0T38Tx/RXfdlW4Luo81/4u6x3OcXFu +i+/R0POPreu7ZMFX0yx4+9Z28zvbcOKYJzjvyzhhLuCcOHrHmTTOfswpx3le +aJhXCqYnH2ddNvUcwRkYzrBwPm3PLM7scgaYMyEb2eYj23UKt/K5bOYtziQ/ +4bmU589dT1VVnCHhbArnDzlvDG/w+Jt5Zc6iLmgT6wBj+KAs5rAvPKet87hY +5bHBuMPWck4mcRv5ngVe9sji+wK+OeD7r/P1fLxoBwj3YTwIhgmORS9tCyp7 +aF4oxv85n45+YQcMhA837f6mr6kKW81cwzzTS7BfVYzNwz1O8yrzapV5WPew +P508BrF1p1inz8gijJ3HNmNDj7TOMzZP9jhiDHU39HBcB6f3dVz6n/i+Lh+e +9jWPAwSdBf0NhOHplCzahP1p7TFPWmtj7E6zHvFNy4lqy0lZtP/ULOwSNvZ4 +4a1Fs1w0x5kG/2D/LOqHj50MG5mn07NoI/b2FM5hKO8uKmOo81D+UZZ1JthU +aZXyE08oBU+0BzsIPf1wnm1kZ6cN0vMRjLMs+o3+Qw+wh9izY7OQP3Mo9rOn ++5S6+I8pztpyZnktdllxK5mDmCMV/iKLtnLG5pNifEvAmd4mPeI/vvgmn/8r ++MQ0X/DfIMwLyrtC+Mju8X9424v+HeY4xa8R/qAY/6/1fjHuR+M/0/mP976l ++G/3/qX4j3T+B5079fg/fP7D/CzhfqW4rwaa91TWCpX5dhb/P/aSy5yj57uw +DVnw84DCi7L4foxzXHxDxllNwvT1WVno4zDPIfgkzKMb9Ih3JbwzqdMjztzs +lARNR9NtVCN5yM/ZUnhD0dwsmq7dQ77lqpD3rkrrIJqvVH5d/stGNM2SeK/8 +jd/FvKi0F0T7rvDPluf3xYh/SPGPZMEnZZ7M2Be8qfCbtF34QcFqwQmq+3Pl +26FHhOmTpgr/zl4Y/PcIfzSzzo3Iwkb0F95KaW+I5izRniee7xbPQ4WvU/r1 +VeHHjNDzfYq/UPhSxrrgEtJMT76bsvBF8eUGO32I894rmguEzxTMUPg04TNq +wlc8Vvh0wZ0KDxa+QvmHKt8U+wKjsCHG6P5FVeFTXsO4qAo/FLs2pip4gOeZ +WdR1l8o8tyb8r+vcFsL4eNdiO5R2uWh61kT+sS4PW4r/ehL1ZlHPNVmEsUsX +ZpF+nmloJ+ORdl+ehQ0a7Tl8sNP4LpLvRPlOdqDqu0r1nlwT9uvcqrCz+FBd +3J7hbid1XJtFe6cL91aei5X3qJqQzwDLBpoR5vN8t482X5dFuyZkUR/19qmJ +eHjDh28oHZhTjP9dGeP6R1vWlE978GW6uS3Yt5MsB+wC9oH/uMMfZA5qZ+ht +WXZzfnyjDuiBeOhUE2nD3Nauer7I8e2cDx8R+42NY+48wXMJY6GB6n25GP/j +gV3EtncyEMYO7midr+vyTnKZyBj/lPkMW8ochJ/WL4v59yD7gMWq/8+RhPc2 +r/DM2uY0ywl5XVUVNhhbfFUWafixbdSe49WufYSbi+daWiOVa4IeWsZhjZ77 +iubAmuhzyp5VFeu5GVWxTjvK/d6t5v++wokGwqzNDlPaWNF0rwmdGmq96qHn +axR/fE20EXkemUXb0Dnaii9xgOO7uk3/jq1S3L1ysnC7LPx7/OQrbEOwJbOF +FwseEUwU3CKYZ5jvuHtFdzvPWYQfVXipxzq8PiyYZPp7BXdUBf1jjpvkcqY4 +zzzhJVnkeyqL/RX2WS513jurwhbc77Q7s+DvJcHLVcEzz7cJ7smC5zuyCN+j +8ENZzF/Lq8LeTs6Cz6tdzqPOO8P9NF0wVTBNME4wV3Cz4CbB3Q4TN8Fh4uZm +QX93Fnkudxkf6Hmt8PtZ0FxB27LISz74u1EwpyrmPMI3+Jn5hHmB+eF25bkM +2RlPcR3MlfA1O4v6Lnca9MjwLtc53W27LQt53peFLb7Z7RjlMHHIB1k8Bs7C +/mCvsCejrROvCT4SvG75z7LejHd4tgG5XuP+xnaNMc1sx4912iSXO9E09PsS +9/2zgmcEKwVPCt6oirlzgeWzXk74Ccyhz4vXJ8iThc6ggwuzKPMxlwsNvL+R +hW2ljego7YVndBv9Y+6bbD04y/I90/gsy2yUdeMmhy+yrNkrQfZTs5DbzcIz +hRdVhc2A5l97YD35Wfi7LOT6sWV7Sxbl3SA8Kws53WmeaQ/j4jrzzvPrSntV ++FXTwz/zxbOW3zvmhz5njKAP6Bvz7LQsbM944dcEb1eFb/Z0Vfhp9MGfeq6W +/flD+HM9f1EVdB8KfhT85DB4jaCpaHcU1OfCH9msDYT/Ut6NhBsJthX8rud6 +wrvKpm5YHTRbCyoEmwkqBY0Fmwo2ETR0+i6CBvhugp2ctrFgO0Njx9WpCfra +wjsLNxNs5fKgaWIa4jerCZ+QevM1wc/WrrNWTdRVLVxZE/mh+Uft/Erwt8fF +Wo+N1bZpj2chD+STr47x/J3ge8EvglqK+7Uq4r+3PiPbtwSfCQo1Uf+GwltU +h0yRJ+Ed/AxNHeF/LEv436M6+ESOv2bBP32xiXBec9f25BPexn1RF/nVxDN1 +8UyZPL9lnt72+KGdjwu+tF6hHxvUhPwrLBPkwXMt91EDh8G12Vu0HkBfcHuq +3If0G2U0cF/VdvrmbjPy/Nk6RjnUtS6L8qtdH/z/hc5WRd76Lr+O04j/LYs+ +Rm48/1EV6eh5ffc1ZUAPrwXzQHk/i+Y3pf1A/2a5fy+1+tU81Haf/pJFX7MW +Q/+3sh7Svlz1/3UH/LVlyJioWxO8wc+PWchhZ8uigfWd59+rYrxs6HH0neus +53GzmeugLsrfxHrPM+svxu/HWfT/RpYLOlntvqL831wHesS68puqKJtwheVA +exnXr9luoRtPZ/GeBNv7tG3QS1nke9fl8D8SfBvPt/ysW7Hfq4Q/y0L3WW9+ +ah7ghf1x1ibYrI+ykDHy5zsyvh/j/wT4Pn2t96Ow1cyX2Gv28NmXY7+Pvb8N +HWYfj3079qP5b4FPvJe7g2nIx17x935HUPDYqWoT73XYn2bfkG/EFnp/m2/N ++A6tgfn/xG34xm1nrU4bf3f/fi9YVxX2/5As9jjZPyxYZ9H1w7PYT2dP4HPB ++1Wx3vw2Cx1F/ztn0Tb2Tldat96xnUFWH1tu8PNhFnvX7FWXPO/8Yhr2E9CX +T7O4j+Ab78+zD8zeNO9ZsFerbcvIu875v7IuUy9+JntjicfoV7YZ7BmyZ8l7 +HORb233TPov3TrzbYu8ZH5V9N/Z/2J/p73j27tjjviiL/Sb2T5gr8Z9mW4aU +ybsw9uTYm2Pflrz4/qwB2O9m35r3Usibd1KNDYTh+6r1flIW7yzgjX3kG7N4 +VzIuizC+Ar7ZxMzvbxzGb8Dfo13Uxf5zPddNvYR39TNtGeIyWfOwp827Kv5/ +Y4XfU/Ceiz3MbbLQa/QbPuh33t/xfoT/RuAbRb5VPDQL3WZPm//cYL+S95Xs +Q7CeYl3FmqqOw+gYdXYUHpPF/scwt313j5GC5Ui/UD76z/sv1suMT3yVrTwm +0Nf6lhn5eTfBnt3xLv8sywqfA9+D/U/ek7K/z/uLX6xX2CP8ONYPzxiwJ8Qt +E90rVeHz1PZ7q8o2sZZg/n0FnIXP/oDHzQ+ChVWxJlgqeIpwFjrLHhq+OD4k +/ia+Jb4m/j327P6q8K1X2V6tMP0c53kwC/uH/4kvjl+6fj0x1eVR37/rBj9P +NR08sV8Ej+wRQfdsFj7VB1XhQ9Be/FjWXMzFhPH5mINXWjbPm8/nzPNzfn7N +tGvdNvjFn17i+NcsB+ix1W9lYQ8+NA/Mt8h6meWGX/CSeXvZQBhabNy75gW/ +lLzvu0zqxPfGz8S/fCGLvB/+p3zKxt/g/1Xesc4jW+TM+mVBFm1ibxDfhPmb ++Qy/i/792nYV+4m/+pXlg/3ZzN8bcFYcG5v3vP6c+Ybnjywn9O/RLNbArCWp +h/r+MBD+zPX/ZR54p8y4Ym8ZXyVv34F3Euu8/098wbY99Zhh3O2tuf/I6thv +xM7jE36ZhR+JPrMuu8fyX2admWG9gc9llidr28Xun6XWdWR6j3WPuMVZ6PYj +bh99Md/6gA7faRrWj3e7j+gf1syPuL8ftc7Nd/6lLh/dnW6+4I/1BWufJ913 +jA3Wp6z9WRexD1Dp8cv7Z9Z4zFPMn29aT3n+18ZUha0/y3vLZ5SiD95yO9mL +rqX4PqW404170bgrbU0a524547GD5LwPawXhpoJDFW4unAl3FNRUR/y+wtub +9iBBCZ9Yz61ZFwjvVx00napjn7ilIK2OeOI6V0ddB+K31UQZ7VxOYswz/wPM +3X6NOM+i5wOqIw/5DxPsXx33dHJf50Wl4PFQ8znMd80S31zPu1UHv52dD164 +64U7X7h7brXP83Ouf2fxdLDSd2ENVBP17ugw9e5eE3fV/Xt/TBrl72O+F6m+ +41XvHOEW1eG7ks6apJVgz+q4U5K7HO8txXO5OmTMvcjcj5wl4dO3cr62/l6F +71mh36s61i17C4rVsU47orv0x9+b0Bc17qOmrhN67nreyt/LcPaes/l8a8y3 +AJyz51tC5ITvu4396dauZ2f72DxzFpdzwXwrukBtuJBvNEpxVw535nAnQiO3 +m/ZvWuP1qPCjlg9yquoR96Yf3j3uUOO/3Pn/9kbur+bOu5f1im8VOa/E94/o +SQvLfD/3KbLIq+4vK+I/58/y3jt7/vOE51fHvvltgnsEt1fHN3dP+FsV7hDk +XgHupCDvLKUPqolveYaK5slS5ON9AeWdo7S5wsNNO1swpTreB/BeYJjwjdWR +NsXphOcwPpR2Ev1eE3dochcY939dr7hbBTcITlXaROFThKeZ3+mCCdXxfIug +r9ImC/eviTspuIuCOyD6ue6TauK+AP4znf9OP8cyObsmyqc83lncITyzOt5h +zDGfd5sOet5j9HddvMsYUBN0Q4TPgg5+BW+l8S3CSx6zbTxu0aF93Vd7pnFn +I//rTpg7PPZPI29TnwncOo17lrj7iXeyV0lPDpWebKv6dlcZ9Wvi/CRnIjn3 +yF2c3PPIPZWVabxz5E7Pva2z1E0+9jfYC+G+DO7rSNLQoRbWN+7s4L6NlmnY +rPbVYcMa10RbGrGH731+9vsPFgxS+KCauKuC+yf2SMMWHSLo6fF9iMf43pZB +0c/EQzvH4+L2Utge9Bsb2NJ8wwt9eqt1kvvH+UaS//TulsRd9dxrf3J16BU8 +ER5cHfvvjV0Wezvcyc5dktxHybs89kUa1ATtENNzh3tr0fQSbs87rerYw+c+ +de73406l0xQ3EP0XHIEOCroLRgjOE4xx3ADBCdXxfoC5DJ/0BNOSzv2Y3FXI +nYa0uVt1yABb3as6bO4WNbG/xX4U8cc47bjq4O0U5yN/V8GVSdxjOEZ4f94N +oIfCLQRHK9y2JvS1m+lLNVEm8R3MWw/z0Mn10de0rbN1gPz71QTtCabnfQc8 +JU7v5zp6uQz65kTLrXd1/Dc737ue475D9se6XbSJ9yup/R/8IPIg9z7Gpzt8 +YhLf2/Zzvwx3H/R2XcT1T+J+e+6yP8/9RH7kQ/+1qgm68xx/s2WILE+xnNF7 +7hzl7tHhSdBw7+Qc8z/IOnca35Tyra3wRUncyTVK+Ci3v7dlcpL1FBl2sB5x +Zyj3a3KfZlf3KT7CbuKvC3pcE3dYc9c2d27zHqd+Lu6Cv7wY8ZcVQ192rY69 +wj1rQq70S2vLs8j+U433LmqCj2PN110q6wSVM7cUdR7uPqE8ysUW9O8eex67 +9Yj/4uD/KPhPC/4b4s9cfFe7t79pbCPcUdCUb535xrQc36TwfVJHf4fL97i1 +fUaZ7/Gh4ds8/sthL/MJv23NBzxgQ5jrmSOxUcyD+Cpb18QcunlNzP/4Etih +PZ0H+n1V94myV4emIfv2ln/R8kHv+GaWb2rTJGSALPDBGEeMC/zDXewv7VET +fgI2rpllTh78pd19NoBv0LF32EV0oaPxocZHO9zKOkmZvWyLjkrivMHkYvwH +yAHuF/jhOym+F+L7IOqq9DfCvKPsap3hTvM9c3HH+n4en7y75HttvrGub/3s +aR3FZmJ7W1on0A1s0bAk7vflTlvsBuMv89js4zbQ73wDvWMSY7iL9Qc7hu1n +HjnK4wB65lPeX/P+/ItSfG/L/wDgJzAWmV9eKMZ9ES8KX8A4FFxqIHxJddxH +w90w3M3H+1Teqx4u/FIx7uwg7+u+P4J7JLjLjXtJuJ/kZdMsZq5VnnOc9zjB +FfBZE3trrBfZI+VeNu68eLoY+73s5bE/xt1q3BVychp58WXwQ75R2otVsf8w +tDp4G10d9yJx5wp3uDxZjLsuuPuNtGHVQftMMe7lpC78H3yfa2zDmGd4N4wf +wnt2fJHHkrjbZ+Me8Z0O3wvx3e611eFTTcLGdY93zKy/vvb3eHxnN1j5dsae +FOOOp7P5H8FivI+pZ1txYhr3qNRT3D3FuI9lXjFsCzzzHpxvE/hege+AkB/+ +2JXVkZc7W7jDa5T5he+bq6Nt46vDfo9328Y7nvZe4P6+rDr6h7yUgdy455Q7 +YvANp1tGlDnV+bHL5/9HV0b6+QjxeiE6WhP+Fb5Hk5qQ+7nuJ8bcnFz8Pw/3 +10zg/yGLsVZKTc/3F3ybwfdiyGCA+26g5FxtOzlBOn2IyumkuC7do0zODuFX +Xud+ydt/4+zYXNVxBv8/WYx7D7mTlHtcmYeYj+C7Xk34dLwjoN+LnmuGmof+ +psHHw2/s73aRPtvf/U0rhg6tl3cD+0Wcg+L+neGq9xHhr8T/nbk4N8VZcPyZ +DduEvcUus3buaH+pvcMXWLYV/paf/1XivRI2HPv8pco8l2/VS2EvsBucudrE +37Zzbmu9TtCfnIWg3zo773Xioxbno2pCvzkLMcH9Ps39DA/4dnwLwzdPfLfF +mnGq8hZ6hB7hq5xqPRlk3TjEdgB7MNzywT+g/+jHm0qhP+hjT/uQI13XIZY1 +fhdzN3M4633m6HbKO64YdZ5tXR6lss5U3F/d414k7tjlLqSP+S8F0a8UPqcY +19CfKvyUnkcrvKwU3wizj8F+xhO2M9ibyzxe0K2KNrEPhi7yfTHf+/INO+nX +WvfgoQRv+nlIMJj/DxA+v/jv66rcyGKM1Ss87t5T2mT+N6AUe6rsIbI/udi2 +FLvLPWjcNcZ9pHXaxNgYbd3ljNY4QXWPaONnpdDD8R7vnA/cWvFnl6LOK11v +R8lof8WPL8U9cNz/9e+dcUq7yXSsF++yLeC+JO5N4o4z2slajzFXW/XeWIz/ ++MIuzrAcnk/ifi/u4apM4v+7Pi/FXWnc38W9w/xHDfrMf1QsRw/dF5w9Q94n +ei6bpvgPSnFHG/czcWcT8myh+BHCi+l3/pehFOvZ652X823wzzp6nttyu3mf +ZF6nWc9Z089zOmt0zpIhh17Cn1p/0CPOKvJ/IOg9MhwtnOsRvtwP3lccLbo9 +FD2G/zZL4zs4vr39PIn7lVclcbcXcyhnC6Hh+zq+6Z5vPtgjmOK+oE+4v4w7 +97hneZXLeUe4P+cZVVe/Yvh4+F0DuscduNyVxn1z3PXMnbfcDd3L7eKc28Di +v9uCudOKcUcb/UW/cW/XsMq4n5r7/5a4rkkeB+j7omLcG4VNY+3PfgV7GatF +97boX0pCR/FJ0Fm+Neb7UL5LPbImdBZ/4OJiyGpUMe6w5q7yn5K4S+4Jl4Nd +Yi5iH4O8jB/OxH3tuqjzWvPFvMSZLnB368I4j5O3PNYYczc4/nrrwG3ue+6z +5l7lz1jjiKfmoh8qPKom9jM418m9yR+ZpnUacwrnk/8HP6144A== + "]], + Polygon3DBox[CompressedData[" +1:eJxNnHe4VDXXxadeEcVeUJAiWLGCo87MOSMiYm94ryKiICi9KRYsSBMFVBTE +jgiiImABO3bsHStiQ31RsWPFrt/6ufYf3/Pc9dyVSU5OkpPs7CR7p3XvYV2H +5jKZzGXFTKag/91qmcwldZnMVcJJ4l2FsXX+jbgnqpnMKj3wj7BE/Fj9NlFx +04Tu4i/ot7XzmcwPin9Y/ET9NlVxFwoN4psJrcR3ETYX713zu2YKJ4tXk0xm +jp6fJLQXn6k8XlJe/xNuE18gvCr+p/CI+J3CSvGXI34/5XGq8jpBqIm/m2Yy +76lu3worxTfWbzsqrpmwHuXVO05RxQ8RHhK/Wmgpvrdwo/gOeuYb8TeFrcVb +UUY9u7OwlfiEUiazu9ptN+EC8U31zFCVvV5oJD5av+2juI7CGPGxwq7iu0T4 +dGEH8e2FEeJnK8/blfci4Tzxi8uZjLLJnKm4f+ozmf7630bhrYWzxc9XmoVK +e7dwrnhdJZNZrbirFLd2g9pNZf5CdX9beC91eXj3zsL54peWXT74v8r/LP1v +p/CO8c5zhZ0y/u0c8ZzyeEBt8ZrQWPwoPfOD4q5RXGO9r6r3r5vNZH7WbxXx +M1Wm21S2m4TTxAcLs8UXRPgSPXeA0h4ojIz20GMZfcrMGeKtFPhGfIWwlfim +qb/FQ8J6fM/UZflSaCE+THnOUN5zhCHiw5XH3npW1cycStspzadK+5KwifhA +/dY24zYdIL6FfntXcU8Im4lvrXd+q7ic6rSzeAvluXed+9AW4vP1cSpK21W4 +V/xQ/TZGcSOEA8U3rbmvtBA2Et9OecxXfjP0rnUbnP40xY0WjhL/TO/8St/q +b2G1+O3KM1XeDcKDicffv4wt4SzxR5TfZJVtufCR+DT9dofiPqXtlP/9VY/F +94U7xCcrj/WV13bC9eIv6bd11Vd/Vvzj4rfqtz0Vt5Uwg76sfLZVebcRhojf +rN86KG5L4RrxzVXGZeKPChtFe+ovs6cwqOTxUlHdugjbRntVGUvCHPFmjE/x +n4RdxCfqt3XF2wpXiW+j31aJvyo0Fd9GdZynvK9Q3uuofhfpw+4VZftLffEd +pXmn6DZcIb6u3rmV3r1TtD/9YbuM6zRMvL5m2XSecHjNMghZdIswSHwvleEG +tc94YUfx+xLLCtpgnvhbyuNqtd01yB/xR9WGv4lvoPTPVy0jkZWbKPya+ANK +c5bCZwr3099Vxq4q617CILjQRrwq9BR/X+84v2AZ9ar4QP12ouIuFS4TH6n6 +t1RdNmO8iv8gLBK/XvhI/B29s0XeMvlV8Q/123WKWxjxHwuzkP/CB+KnC1tk +3EZniQ+iz6isD6msG6u9l+j/OQqfLTwhvog6iI8QForfI5yR8293i7+iMg9S +2Y8SnhYfrjIfqrLvLpwkfqryn6q0LyntZsr/CaXppLTdhSfFn0ZGKX6K8Iz4 +a8J08SuF18VfUpr+Snu48Fji+DGKGywsFe+t/EeLvyq+ufJ/ReH11BZthGVV +l/dCxV8k3Mu3VJnGq2yDaWPaX2naKu36kf5OvaOj3tWNPi8+pOryUc5NlH8/ +hSdEW2yo8Ftqwylqyxujfd8Trha/Q3hf/Fy943i96yzh4tTy9UHlfYPwe+L0 +1yjtRcKr4q8JlzB3CK+IvyxcmHGexL8gjBa/OOI/Unl2UNk3Fj6M70/fmCy8 +If6mcBrjSXhX/Ey9/2iVZbgwRnwDjbfvMp5TmFs2TD0W7xMaiT+tZ87JuAzP +ir8ujMu4ztR9Mt9YedVHfl+oDKW8++QH4kuVZlLGfZLynKY0RyjtHsIpqetL +XWYIy8SfE0Zl/MyLkT9lvUi4Uny5fpumuJuFleKfCnMy/u0T8beFqeI3RXi1 +cGfGbcz3uB4ZVHSZye9/Zb+bMfWz+AqVeRuVPRG+FF8tpOLbRpj6M5bGCy+J +P8aYEp8uvCP+vDAsykNZvxRui/hV4v8qj6PybqNvxb8oOw6Z943458It8b2o +37tK0zpvGf6GeB/hPPW/59BF1P/2UPhAxb3N3KZwLrFusrfwY9X6FbrTh4pv +ofh3Sw6/IqwQL0oGtpYszEug76D4lSXPL7ejk8X4Hqi+MF5YJl5Quh/Udt8X +/cylyv9FpX1HaZvr+WX6f5vCc+O3RPmPVP7rKG07xQ+XDF9b/G/F9RH/n57f +UWXthE5Zdfnm69l5UWbyI390xOUll+81ZEPMgVspz0dLls8nKL/3gyOzH0N/ +0jd+SGV9WVgifgE6puI+VlxLPfuX/v8prBa+F05Sm6somSZCL/GhwqbiLUL+ +jip7rlxP6Cd+qjCcfi2MEM4QmituY2Ew8rVsvrYwULyfypjb0xPoyeJ9y35X +28iP34j7h7KI/67/vwnfCN8K7wlLc24Dvs8fJach7jvaVHk0UhYbxfu+VZ1/ +VN2zynP7Btf1j0hLnf+iDyNbhKLG/01qnzei7Zop/VP65u/r2//IvKrwJwpf +qPAQ4T3xX5S+sxqsF3NQYj0RffFH4VrxK8rW/9ADc3p+HaU5SWn3j/QDVL4e +Kt+2Ql/xyUq3v9J3QcaJ91SZStJ9LqevNni8oF9NVbhO4SaJ+/8BjBHxO/T7 +aSr/qfThkvUIxtZtUZ4FJccNRx9iztAzp+rZY4X1qFvquQEZdbZ4Xu9/NvTt +RnpfX9WXBdV8hbdkvOiZSWqL4cKKeP94xV8g3CneoG84W/8vE44Qn6ryd1Z+ +ExXONvjb/ip8Hd/4j6rbu5fe31zv/1B5ji14DnxDfGPm27xlSEH8N6V/nrGD +Htfgd/Vkbs/4nd9Gvl8IXwrbJNZ1yKOp+Laq30/I59C3xuudA4qew89gbcSa +qWAd5WPxq5T+dn2POUq/foPzpuyr4h3HqI636P8soV78D9X3EeX/svC3+Dp6 +fqn449HfPq5ad0IGIAton/0UdxxzqvhdwikZzwl3iz/AeBPvLtwj/gRzmviJ +wqNl678bqKy/Kr+LxHsJ74g/wjcWv01pTsi4T95cdv+kr/WI8IVKs7aeby1M +Y61a9rs6/7/y9BU/UpgpvqDsd1OGx8V3VZs9qWd/EXYTv0G/HcXYZk4SL9On +itZ5dxK/DxmjuG7obGXPKcwtg4RHxJ8s+1v2jPzvFQZmPAcTf71wRMZtRHku +E/YVP5Y5VXyC0DrjNeyFEW4v3lQ4R/xa4bCMdexJZc/X6A7nx/xLe9E26BAP +ij+MnMu4DR+M9mqsuvyg9h0tPl+/zRMWCw/FfE5efeP7sR74WemXsMYQ3zOl +I3jNtn3q9ubbD4vv206/rS54DbKt+KKy2xId6H7xnZFvBa/pdhS/MvHapihM +Qh6hjwm3CnOFI5Wmtd7XSDhI/CCluT/vNUAifprwnfhaev5c1n5KU1TaFsL+ +rE80n+2n+exI1oji/ZVmhdKvEc5MrN+3Vdp1hMPExyUuyzeKP0u8R2rdeAtk +DGvB1HPph8LnsR6sKf02wlzx3sJyPfu9MCSxfrovbSUsYK0iLFbcLKGj+AOJ +dWXWeHfwPpVxisq6Vsy/c6O/HpRx22yHzMt7T6N54vZppbLsLRwvfofS9M5Y +B7yzbH3wXPE+EZ5ddl8bEv13lsAURh+9hb6ITFTeVwgtE/df+nZDxDfTb2co +7lJhe/H99M719e7thAbWQql1xebC0eJjlCbHfoDSjxDfgm8mPlloK7636tuP +tbawJ+s95i/F/SScKt5CGCl+ubAzbZ16bbqN8j9KvJy4LWmTXehLiee2acJu +4lckXhtThgmJ17NNxH9mDSn+E30tYx3ux9Dn0FXvj/CPSnNjwXPo1+KX6J2n +693HChew3hOOER8RYdZ7rOWQoWvEC5KZz2Ss836n8EeJdbMZwirmY2SE4pYI +f5Y9vyNr7xZ+Ff9Oaa4reE75NLF8fjT0X/I/mjWZ6rJAOFJ8Lb3vRcU9JPyu ++N8Y2+IvRPhE1sh598GuiXVo8nos3od+ji7+dJSX58kLnfx7dCvl/774K8K6 +4uvHfEsdm4j/U3ZdXhcaK7yRsDzjMjWquHyU5Z0I0z686614vofK9HreY/xw +ZHvFc9F78b71hDfEn4z8f1WaS9U2twq/JV4/sJZbHOU9Sr8tUV63CYey15J6 +r+luIS8+nT5a9Bw6KXV/4NtTp3/Lfj91fTTmw+GJZQNteEri9R5rQcYY663z +y9473DLj9frZwubirUgT+mazjPcYzyt7YI0reQ44WANxdNl7fc0jvpd+68F+ +TOhz+6qMTYqWoYn4wallEzK5ylo+9dhjzuqI7FYZbypY51mdeH8GdfbQmD/Y +YxylvDX0/tt7ZM9mcMlpSMseZ7+S9//Y+xyaeCzzjU4S/7ve+3hUZWzZdaSu +7KmOL3u+RNYwRz4V8oe5s1PMd0coj8eU1y3CgeKTy86LOfKSsvefb1Lcw0Ln +xGWgLMzRU8rWyS4qWQdBF2H+7prxHu2UmENujTmOuQ6dFj0VHQJd4lCV/5B6 +zznIV9qAtkAmTqf+ifsKOtUP4muEW8Qv4Zskns/RLSpR3kzqtThj9pfE8zVt +jUy+rmz5jCw+LMLIX2TrPvG+tgr8ovKtQfcTP0B53MNekXCweAe9KJ/1HgD7 +n38DhTeR/rquGqYl+wucB2QdvkXxl4pfL9yKbs6YE99S6Ci+UJghPiXiDxR2 +Ei9G/FrKo5Hyay40Fr9Rv01Q3GBhqvgGfAzFbSpsKN5E2FD8D8XXcfYgNFa4 +hbCe+GbCVuJrR37rCxtxfqD0jcQPUZ4txTcU9onyUNZ2wtHinYRmpBX2FC8L +a4vvLtSLNwi7Zp2mi/hxQnvxxhF/uNBGPBW6ih8pbEtdhWMi/7XEd4nntw99 +e52s9887C03FM8Je4jXaQLxFlJfvw970DsIBFevrrK0o495RXspCnoT3FTZW +uLWwf7TnZmqPLIdA7D3otx2z/ubkRxvT1jsKG4nP0G/jFDdAuFT8eeFh8bnC +UzyrNHsq7eHCbuI/6bcfsv6ma8Sz+i2X8371vxV/vw0UbitsLn6JfhuquIuE +q8UT/XaE4vaK/FoJ24vXhJ15F2UWrwjtxJ/TM7fp2UeEFyuOLyvuSCHlXerj +81iTUMeq86esfYQurDWELcXrhKL4x8rjnazbh/L+JqxRuAl9XvyvivsefZD+ +9LvCv2ddJ/pjM/Zncm6TrcXbCLvm/I5NxdepOi/SbCw+X89fo+eHRf1/pj9k +3af/iPfRd78QfmVvruKyUcZviat4LL4lfMnZibAq6zL+GuOLsfBj1t+joHBR +4S2ivtQfvkuU77CK+0pVOKLi8NaM/+g/J9HHsh5Dh4pfKPQVHy1MEj9H6C4+ +QrhY/DphjHi/iJ8sDBK/IMb3NcIo8ZOFCeLjhT7i50X4MuF08eMjv1HCCeJn +sgdQ8fhfR2X/Oev2ukI4S/zEiF+vwWtP9gweU3ii0F98bPRn2u/LrGUcsu4s +4Vjx4fRJ8SnCqeLdInxBxd+KNGdG/aj75cJM8RuESVmXmbLP4Z1Z99GHKl4v +n531Gc4jET8v63dcL35TlH+BcHOESTtSmC4+q+K6zxce5d0V15VnpjFWhZ5Z +v+PKivvj1sjG6G+36bepWX8Tysv4pi2mCbPFd6hY9nAG1yrCX6OrCLuJfyV8 +nnWf/6XiPQL2VJBB28Z4p3+2E3L0r4p1NfLgPI/+T1l+zXo8bSGsRDcUmom3 +4HuIf4iOU/GZJnst6EvogjvxzcRXCS1pO7551jKK8iNvt8tahh4kfjIyJes+ +TH9G/iNL947+y/klshcZfqx4c+qnvP+I/HdEBoh/GuU7WOXvqfIfLFSrLj9x +6KAbi6+uWNYh85A37RnDGY+f/cR3r3ju+16/tYn8qTsyvp34LsLfGbfBkrLl +P3MVZWgXz7M3zxxbivagrMj4XSuW97yLNiJM+3OWik6LbruZ8IH4F9G+TYWP +Mz7z5OyTM1327Ngfy8X3IO1fUR70bXTrlVFf+iR9s2f0v46q89GqeyKU2fsX +uogfj0xnrxqdTrrGp+w5iT9S8tnSyDhzYn9mWd5r7oHibyrPF5T3x8Jy8X76 +7XfFPSv0RT8u+bzn/DhTYj9urPgwoRtnp9KXGmvtt6VQkOL1itJMU9wVwsPi +jWuO2yHsA35j/0F8AyGncF7YUDwb4TrOeMXbsoYW/1Rl+khle154W/xd+jtj +E5lccfk47+KdvPsH/fZd1jL4x4rl+VdZ6zjMx8w3jI1P6SP0xYrrzpzwtfjx +9T4P46yL86139NurWY/J/1V8vnZ5znvu54mvqFiWMF8wty2jTOIrhQ/EP6E/ +iD8jvFbx/P5Q1nm+XnH+S7Oe8wkvFZ4Wfz/S/632aqS2aCqg2I7SO2fnfIY4 +vOr2xfZinWj/9YVtxDeL9uP5tcV/13riF/E/2V+pcxv/lfp70PbfKf5n9nb4 +reh3kv7Zks8/zs35vJDzyovFLxGeLPn78+4/9czvrL+EP4ruE4SvQ4dQ2sWc +EYj/ypkcZ8fCH+Jbqowd6lzmDWren1lddBrSfsP6XHxX+lDNMhJZuXnW+hvl +4yzzsjijWaP0/+j5r+O8H/sYnqWPNaGvCdtja0Cb1Xx+PFHPThIeLPm8cpye +vUa4MXX/pK+2iuezQpM6n4GvLd6o5m+zXeTH+Ti2CetFPO1dJ75G+f3A3pPw +S9HfgDDlxTaBPP9JnT/PUgfC5E9Z147vf0LV58GcrW7U4P6+Ous+tjL6G33n +uwgfV/XZzFuxf46+hC6CzGgb+hW6zKqYb7atWncsh/7XgvM5ZLGwfdXx6Ib8 +1lx876pldXthB85/lceVymuOcD/fR3gg6zHxasXjZXnMz8y/rEfQVXhmbsh3 +dEn2vLG/IA/yIo/HxRfHfP44Y6Zi+XdAzjog9WkvdMp5fmB+RL69qLT3CS+I +vyIsEV8mfIh8rnpt00HYirpWXRfWOFuSt9Aj53cgX7erOu0hwk7oolXPxZuF +Ps/6jbUcOnWryG938YOifdZUfXbCGcoesZ5ibbZ7vI/2epC2ifoiT17J+jfa +j++xbc5rri2qlhfIloXCEvEnhLuyliGEHxBuzVrmsJ5An0d2zgt96Wnh3qzn +ANoHnQfdhzZ6ueLvSVmu4puIP8lv4jfSpuJ3CzPF744w+i+6Pn0S+Yu+jG6N +zP6sYnm+Ius1zKqK9R363tKQr6xv0KU/inhsErBNuEp4o+QzR84bOXfk/HVE +1fYJxDVtcH1ZO6Hz38l8X3Xf7Rrz5b36bVbWdX4w2ou2Yw29qGL9b0Hoe+i6 +L5Ema52T/vZGxXMRbfBMxfnNzlpHuivah7Z4LuLRB//TXYUFFetT6IKzIv0d +wtVZfyPKy3qetf5dUR7anLafEOOD9cx/a7msn0UfHhHfc3F8D77N1Hgf35e+ +Pzvqy3oA3Z89hWsr3l9g72BUhNHH0c3RqdGXkTfY1qCTHVa1fnZizjKIMPoI +bdtfOFR8WNWy+FbhHPF/WG+qr3cQvkJ3qPqs+vKIxx4E25GK8HmMN3QZzhQP +ZD9B6JWzjc+R5CX0y3mNelCMd8bfsUInnq3adqZHPF+peqySxz7iI4XrxRcK +Z1dtP7EHe69hHzBJWKS4GRHfgTMNxZ0vbJ14/p2luPuEceKjhZtztlk5nfU0 +aZT26kiPzEX2ojOhO3Eezlk/OsYYZHnVfRsbgAm0dfwGvzDyn8PcJEwUH1/1 +Wf3U0D8uoU+L34iOJn6uMFP8ngivoo3Yi43231/olrOMpL2waXhe5RuVs63D +sVWft9Ke9dQ/5CnPdBZ/TPhL/LOc7UWxz/o9Z5vRB8V/EvbTu9qFfQH2ct8r +rlHe9qs/8868z7A5y35OWEt8tdI8ULX9Kbapv0V+D6EziH9Cm4svrtq2bgXf +kLoL34nX5f088T8pvE7e9nfzhQ9z/o30d/HNcz5z5+x9uvB4zt98cpSPs/Kd +hJVV67jDov7H0Per1oUHIFOqnoOZi7F36qXw4VXvfWDT1RDtOSRnGXUKbSM0 +iA+iD4sfXTVHx8a2CpuwxSXrI4PifYwtvs/J8f34NkOjPPuCnN9RH+Ojb846 +W4+qbabuKvl8HFuq7xizedswfRTh7cX34cwr+g99CZ1ocNU2WE+VrO9hmwXg +c6K/76o+PlXPnh3nO9ibHc/ZoHBX4vOuCYq7Mc539hcWir8kdBE/LPHe8LI4 +Lz4+8V7p58IJic+wOMs6J86DUuFm8Udjv5nzxPvEX4vzBuwTeotPF3ZPfP4+ +TnxG3vaG3VjTiC+K9+8kTOEsMc7DOL/6IO8zh56Jzx+eyPtMi/BgYZX40ihf +g/CM+MexXmL9BP+NMic+r3lT/Os4b+D91H2lcJz4PsLcvN/B+cbIxGfpH8X5 +JuedcM6I+iQ+L3oq7zNQwgMSr/Vejvw4v3w37z357on352mr5RGmfSn7vbEf +zXkNbfdFnAe0Y4+es74439uTPXLxscK24p2E+XmXgfOqNsIY8esi/qkY39jU +Yp9JH6YvIzNZr3wq7Kb4LTiDqXp/nLLwjr0Tn68+mHebcb7FGoy12OAYH8zx +zPXITOQkOgC6AOMZfYo+Tl9Hxg8IeY8snxDhgVWP1ZnRv7GRfLHk+Yi13Q6J +beWxUWkd/YOzUr5RhbM6pSmIf4OMrbp9qPs9UX7aj7NR+mgp2ouzPcZITXw/ +4fa8+0x9jAf6InPMHonfPzHvMxPs9Tkz4uxoXsG2QYw3zlLnR36cnzK2aLOO +0R9Zu98R+TN/MRctjPzpb5ylTYn6YI/L2GAMcR7/Jm0svmt8H86TOYulzPvF ++OOs5+Ko3+1K87HaYk3I57uFr8XzebfPkwIGXvSJReI9y9bNmVM6xHyBLdqJ +Ql1iez3m4oF529tgD4htYDfhb+QtfT5vnYJDoqJwXN42g8Sjn6F7rYj9gsaK +75n3nET+7KeyV3qkcHrF9ntHK25I3v4Fu1a9F46MrlW9583e92ux34D8PgZd +IuJ/F7rkLXOwh2JNwdqCPQf2j9fXb30Z28JfVe8/s5f6Sew3cN6NbMNGC1st +7I2oOzILe6G1GLN5n9lvlvj8HlnVI8L4R1B2ZCz2BF9UvPewJvY3OH9HNtMG +WyaW8ch68sxG/uTVMcLoa+gK/aN9/1T4EGRXlJ/25FuNjPzYz2XvtoswAt1R +OCLrPWvad5Cwf9b7ucSzpwvvLJxa8X73f3uFQu+Kz4g4K+KZPuI9hCZZ+0B0 +i/Ubey0LYn2SCntkvf/cM95HWXaK5ykP35o9yr4Vnydx1nSQMBD9Vugg3ksY +I36GUJ/1Hvr5sT5smfMeOOdf7Hf+t3cf+Z1S8VnUUcIA+lbFZ1HkMaRifRDd +kT6wQeIynigkUfb3Kj5bYI3BWoP1NGtFdGz2P9mfoq+whmV/7rSK38Ue+0jx +/vRJ8WOiPTkfYC+fM7TBkT9r5TeF9yvev6au1Pk88XMr3ptlj5u9bs6rOPsi +z14V9yf2yliDsp/F+QFnCYcJw8SHVvzt+kT47Irzah/tSzxpy/F98VHCV+nA +2M9hfNC3RkX7MJ4Z69iYbMjcqDZ4L2cdEn+LOcKynHW2K6v2X0IXxUbzxqrl +F3MLMvrZqu2LsSXeUHivant1bM/RKZ8J/e8x8bcjv6VV+xpsE+lZD7BWeCz0 +w8ur1sWfzXk/a0rVa4GnhCvEbxXeFX9SuLZq/Zu1T3Pm4KrnD2Rj0ygf+i2y +Ext6yvO20CxvnZ30r1dta47O/bL4N0I1bxt61kvo4/hubZR3/NfCXnnLtB9D +38W3BRmMLMafDF18q7z9F5iPkfWM8c+q1sfRpSnDi1X7s6BLt8rbHhqdGN0Y +HXpRlIe12zG0abQfbc2a4PmoD3VfK/Jj/cfa8CHhYvGrhCXiy6O9kDfIyt2i +PMTTlqxxLqvafrFdzCfoGthrUzbq/EnV+yvoApRxatX7j3wr1gCzqt4/Rpav +iv0I2gvb7dbxPPad6I7PUSf1v3xiW9Vq1A99B12IOWiTxPMRsnJMhLGPQnc6 +Lvov9q7D857T0ScYg4xFzsQ4T5wa7ckcwlzC+2hLnsE+Fp8j7K6xv54d8yu6 +B2Pg5qrnX9ZG2Gzfgq7DN855TiaMDfoHJdtzY5vOepG14ZJoT+zJ+RY8MyP6 +L9+CNdW8qv1d6CuskfEvYL3FWu3diMem+5OS17Ssba+peiwwZm+ousyUHR/H +s2L8Mta+jvLTv+m7rEHwp2C9xtruufhe7SQjDpGsOA6fozgfYG+7LvavsQ/s +XGcfsq3FB0i/2FDdfS3hlLLDG2Tsg9Mf+xC16YYF2+QsEb8EnatgHxnWK73L +/x1P/PcMzy9O7GtTFhYlti/H1rtZxvbmC9HhFNcTmyR0wcS2hE3C3+raxL5Z +jcO+9R7hIPHdhVvQxRL7Rh4Z+T8j9BLv8v/yw3crDftE7OG2EG8f/mL4j8EP +Dv+pGxL7onUMe0XOg/6ibyo8KrG95eq8bXQ5/zk9sS0pawbsHc9PMv85rrLG +GZZ4vcNa7N8IYz/EWiFbsD3gGYlt8VgznRrtydqPNp6Z2P+tJH5Y2Ec+jL5V +sM8a/n1TEpdtZ+HyxPZZrJUKBdtvMgYZi5xJnS1+k7Cb4g6M9sO/tBW+M8Jl +0d7YEuNDOCfS09ZNheniw7BBxfYdn5TU/p97ZOxjh7/iOP3WT3EHR3zv1LaZ ++PAMTe3Pg+9NOcL9hJr4cfgcpfbHOkS8f9hzY1+IrWGCjaH4yal90Y6JMP6A +2ALjU4n/3JiyfR/wER1XdhjfUnzSRoZ9Gr5k2Gxhu4U9f8eifZ7wfZqKzCm4 +jahv59S2nftSJs5ShE7i20f45LJ9JTYVhpTdH+nrtCn+uvRv+uIuwuzE9r7N +C/6mM6K/YRuLDTj+j7MSf8v9I/3FidfCO0R/wP9iPXex//w9RlMGleUAYUhq +/w987xpHeQbrty6K6xPx2G/drIcfx+Y4tX3XIvEXwx4Q+9UOSnt4+DtdkLhv +0OfPjf6ObS8256OjfPRV+hfrdfwDRzF2w/7+9rJtd7Hhxfb8dfqQ4iYW7H/A +eGXsjxSeFX8HfbvgMUwY+9D7MvYJ/CrsQa+l74d92WeUoeA6YY+GfxS2ozcI +K8J+dabiFgt/if9BmcSfEf5M7G+IL9y9kf86nNkx1iKe8YYv7WDhOfG61L6l +2BRmxZcm9i05OuLxdxuDrMzY3pv64mtxjPAyskgydl98Oznzqtke9oKCfRKX +Rf1pi6nCcmSFMK3gNiH8PDJW/Fy+WWL7aWRDv4L9DR9J/C5ssvHPZc3L2hcb +/61U3scVPq5gm2z8BbELxDYenzBs4PEnRRaeXLD/+bvIQPE+8T7kObIWHyv8 +J/HRw/cLG+LPyra3nK24R6J9/lb4LvHnhX8Tjy9kCR14bMivTQs+c0e+Yi+N +bERGT4j68m5k/v0hL7GNxicX+2W+Md8aH0T88ZC/yNrNI3/2g7B1x8cY/wpk +IH2VPstcRv/Gdr5lyD/GH2N105Cn+CPi74YPAb4E2McjWxnD2OszHyFLe0f5 +6F/0Hb7Zl4n9jyYU3Aexn/5KmF5wm3yb2H53rvjpwueJ/VcYO4xJ7C0LqX3L +b4z+20ThF8QXRnt+FvbbczP213tbv40o2CaY/OpT24p3DH+l/yW23STNW4n9 +dcYUPKawr+Z7kfeVUb7vE/t+0kdXRX+kb94e9SMeW2588PEPJf/TCh6TjE38 +jRjr9Ansb/HnT2wm+p//PvIJ2bUTc4B4r9S+xy2Fbsje1L70+DTsLp6m9oXg +DoQ9UvuvrCnYB4n+zf0IX4uvVXR8e87TFd5Y4Q7IQmET8T8LDpfoo+Kb4fOc +2n/jO4Ub41MgfqCwOWfJBcfj//GveNOwN2b9yFp8x1jv4d/xg+LXLdo+mfVt +TXFts7a3xD+jTnFfFVyffVL7XuAzwvuw71+vaJ+TXSKesrQJ/wzKT13aIfNT +r5f3zdqmCPvNw1O3XV34f3AfRKeM7YMvLNkWmLsNGPOMfeY35rINwn8Bf5+c +eLOwn8a/gTjauFPYW1P33cIfhPah7XYRDonvQ9u3Cn+VY1N/202ivPgY4WuE +zwT5decbFt3GPI+/Fb59HwgbVmzvhC3V+9gsVGx/iu0CNqvYT+EPjO08NkLY +CmGf/17GNlKkx57ow4x9uMjvFr3jqqJt3q9NvV/RkHUbst9wr367veg081Pb +8z+Z8RyEfwKGznND3mEfjw0utrj4EO4h3rZi2ylsaAljX7Vp1jZT2E61ifgr +S/bPW5X6LhCUZuxH8K/Al2KycJ34DcLFRftcEMa+F9vc7rE/wX5G16z7GPsn +HyjNR0r7gPBy6vMBfMm4wwT78ef121NF13Fxantg+iZlPLhiGzDss9pEGHtI +bJ0bYj+H+w8+L7iP4A/2Vuq7PMjz1dT2i9jido39FewR2VvBhhZb2uWpfYfu +FV5Atgn3iL8YYfY/2FvChhJbyrEV703tEftLjyjN/Ur7UtSP+Ze5GRmLf2dr +ZFzBMnID9JeybfHxMcDQfI5+m65nz+cb0z719i3rwDfBBl6/Xai4YcI08cuF +c8QvF6am9rccVLSNC/74+E+MFr8y+tMVwijxKyL/manvRsBnFH967lc4Ct1X +GJXaPwxdAZt9/O0mpn5314jHB/jfkv2P8Q2eIpypuO7CRanTk9eEKC/+kOjO +lAl/jtnCVHTbKD/+7Oh21OHskLd7Fl0m7nvANxjdEZ8NfITRz/cp2ueiT4xn +ZE+XkNfIG3zN9gx5jb6Pbo/PGv5YrBdYCzDGT4jxjqw4KMLnpK7LPqH/42+G +bGENcFJ8P+6yaZ2xPwX6P2sBfNa4jwJ/EGRtLcqH/weyCx0W/yvup+hZtM5+ +Xmr9HV3+xAjzfWkbdOixyK7Uvn7MyfjTrJ1aV15e8P0r6IfojiuQ8anvH3il +4DHBfSDc//J6wXcmcB8N9+t0zNi/5b8+mFp35RnuK8CvtnPGPsSTSvbPQRdf +WfB9MMz36E6fRH9GH0CXfaPg+2ZaMt4L1lkpD/7I9OX2kR/3obxd8JyGPyL3 +zZA3cxj+i9ynk9o0KnNeyffNUFfmMPwT0R/wdWZOOir6N2OHNd6E1Os91oKj +Isz3ZC13RvRP1iesPc6J9qU9ucsGHxLWH+jT6IqUcaOoD23LnN0q9fzPXEmb +cp8O8zVzMWO8berxTtv8HWHu46Ft0AG2ju+JbxR3uuC/Oa3s9sEHBl8Y9AN0 +gY/ifei76NboaB+EPs1dN6xZ0N8Zf9TtJmGG+HPUR/wNZJj4m0B8SYSfFh4V +Xyo8k/r+p/eRdcLblF34vOhnlqWeD7AlJA33Q73C9y/6zijSP4jMKPq3Z1Of +B+2Xsw8BvgSkJ++7I57zbc67sfHYvWp7K3wn9o3w3JLP57Gv4L4Y5ocn9exb +Ic+xZ8T2kTJ+mvr+plVF2yh+Qd/jt6Jt8j5OPR/wLGm434nzIM568MnBP4L5 +CdnNnQxf0nbUqWif/w9pG+GDom0YP4/2pG0/i/Zh/mCuIM370X7E/Rblw17l +UM4yc7Yvw14Q28GVUT7smbD9xQYMezzuN8LWcXnR9/O8BsQfi+/F/T3EPSu8 +HvUlL9K8kdp/jLuq2GOYqG+xlr7BtJJ9/o+st76PLn1e9KdGYS++OuyrsQ/g +rhbsQ/tX7b+PbnC10Lpi/zPuvcInblj4y40vxf1eZd8pwN0CZ2R8nwd7GqeV +7IPHXgf+L/iqYGOPvwf+Ysgc5MPlrM3rfc/VpSXPf9Sfvvq/qB/2D9wdg03Q +sfW2r8AOGnvobgpXJTh6SncZKJQ4m6jZ1/jE8GflN+K4U6OD+EvIz6LvRKI9 +l6a+64I7L55KbQ9yX8k2U9hOYS/It+QMCftCbCaxncS/Bf8c7DO52+BNoYfK +00TPzyzZB/3bsn3+8f3nzAZ/A/yteJY8sP/jjgPuarip5LsP0LfQvWYJt4vf +IcwuWgcjfFtq29Y7Af2h5LtJuAOOOzpaq4771Nkmt1nN97thu71X3M9Feu7z +4M4Q7jNhP6ATbSW0rHm/9tA659Gm5vMb7sp6OvaDm9Omdd5DIP3XqcfORzGe +uA+Md+0X+7nY/3JW1CDsEfd/cfcUd2BxXxz2w+3Fa1Fe7I+xRf4ixjfvo2zY +/G4S9r/Y6pYizH41Zbs/zm/20m/d61yHnaI/4NvcOfzPdxaOqHOd2f/YXjig +znfYcR8X97tsFPbKTbE9rvmurq7CbtzdVfNdeuSxe9hrY+vePuyfSX90nfMk +b74HdTsk2rNp2DNjE90+ysNeTI/Ib4HqfEPROun9Id+R5fOF+1Lrq+iuMyN+ +oTC3aB3rptR9mL48R3hcfJ4wo2id8ubU+iW62vURRh9FV5wn3Jp6fCBr7hIe +Ta2/oXveGvlzHxB3C1HGueJ3pX4XOubM6J/XFn1nFPbXrHfQTRcUvZ6hfpR9 +Yjx/d+q6TY/3P5D63ddG/2b+QhZSx0URT99/JsrHfMRcQx3vET+tat8F+jj2 +ebQPZX80nuf8D1t2bP6wx+P91P2JaF/OA+lL2OhjH0j70VaLIn/WZ9SFOYr1 +y2Op52LmkCeiPbi7anG0/5Op7yZBB5yVev3A2ogx/XCMb8b6/RHmzpZCg8+Y +OWuG31jyGTq/oT9wNwwyE9l5mPrMueo7E+p8X1tnYah4H8Zwzfe3jMv5jhXu +d6H/0tdOqfN9kKQfUuc8uoinNT/LGCrXPJ44u+kdYeLhQyL/jkLfOt/Ztz9p +hYvrfOffMTWXj7vkhkb+jCHGUn9kSM33U1KW4YyZmu3vTs7ZxxH/Q2QGsgMZ +j6zvxBlRnccYz+PDiC8jNnPYk5IHeZ0vHMxcUPNdgqdGmOd59xnCQTXff8Bc +QR2oC2sc1jrcuTRY7XtEzWm585O7PwmPEz+TMV3zHYXkPznqyx2H3HXYL9qD +NKQdEO+jPJSNO0KPrvm+0El1zoMw9+/xLS+v8/2gvYQr6pyG+0RH1nxXJHdc +ctflM2XfncWdKPh3D9VvNyhunjCi5vsluWvyOspU8x15l8Z8R3/sq9+urfMd +lMTz/M3iV/KN6AvC9DrnSZj+Tt8+M/RP7NewheOMCn+lt2L/jz3e1xLfWdc9 +9vveTHy/KHu77NFzfx/7hew9Hh/x7A9zl9xp8Tz32bG3zB4h9/kMiPrRJqeI +j6r5XtAxwtia7xNjP5g7b7j7hvtUL1Xa8cLx4qfXfP8md4qeIX5OzXeMnhd5 +nSXcUec2oP24P3Ne1H9AtPf4jO9M4+40vgd3k5Ind3tyx+acCJ8e7UdbMiZO +qLkMlIU+dFKMF/rO9IjnjkXuWpwvDKz5vlj6At+oZ83fi285NcL0D+6anRHt +wf0B3P24jcp3YL3vL9wy4zNVzk/xaefeLu6ywted+wqxrePOP+4n5A4r7rLC +5+Siqm2KsV3FZht71P71vhurThgk3rNqXeyknO27udOMe8zmhn0AdzJxZxjv +5K4m7PXwQ8MGd2jV5cHXnv1T4ndscN7oFAPqfcca96Zx5wv+Rr3rfc/XUGFY +cO7+arynf8PenLKgg2Mvzh0u3KVGH+BuF+5QY3yzp9G33nUYWO97xqgbNsHY +BuOjhz38SVXrxsgk7IF5vne8e3g8w7PcQ3ZKve+U4m4p/EOwX6WNaWvuD2vT +4PN29DT0tRPjmZOjHuSLPTG2ktioYV/cN9IQx7ux4caWmTVT97AP4N43bMqv +V3jrBt9bxd1SrRtsH45fFTb93evtT4jvGT5g3FfJfXCflbyGO07x/wcw49Nc + + "]], + Polygon3DBox[CompressedData[" +1:eJwtk0tI1FEUh8/M9CKsdZsWUyMYtAmxMEcXtZFKIfmPmjM2U2SaWVMjkznO +aKaNElhmmNCDFj3MiKJF0ShK2qZa5EKCCFu06GGTkmVt8zvcu/i493fuuedx +H97D0YqTbhHZASshWyyyyGTFdjQcc0S6ikQe4PShQGQWbqAvForsxL8ZHYNO +9DW4xNwTENnLvn3gxskFXhhibS1rDvasS2QEfR8q0Sn2+oh3HN0EpY6J0cf8 +rGrWhvDJJc51rQEeYvuJLQ3bmKex9UA/+jLswtaN7oI9xLpN3dP08RH9GQ5i +m6bfDP1+YpyHBTjP3q3sTeKTgl50Lb7vmX+FL7CRPjqwb8Evjq6HKDoPu4tz +a8C/Do5CkLwx8j7G5wlUYaumjxzOoIqxBoJQgX2JeOuw38Ivh1gRbL+ZL8Fr +j8ikXyRMvBbivcCWgWp8kiUiT1eJtDF2wDkIQR+2RsZTcLrE9Kd9ap3/2TvJ +fI66h8kr9q70zpqxxaAVvCwlGKPk7SfvG60Fasj7j/EvLNr6tM5y7GUwWGju +T9/DZlhgPg9zEGa9mDx+CEE+PddqXnLM6N2CPsw69KaAOXM9+x927xR1j3Jv +7YxN6BPwknxxar2CzwBk0aOQgQm7Ns7YwjmMcC5xxlZIQCN5esn3nH3PIIIO +EvMd8zG4yloM2xFI2TN4qzWi03ABBmCMtZ4i06/WWuox5+NDr4e7zB+5zPvX +f6B3ftO+5z/Ul2ffgr6JNgjjl1RNzCixh/EbhwPsO4QtgW0K/Qoa0H56Wc37 +WwOV9JivvTlmrjY31KM7iRkh9p0CU9OE/tGA+Y+73ea89dz3O+bfDsIv6vNZ +v+/ob3DP/t+QY+5tA2tx6jgDywyZxEU= + "]], + + Polygon3DBox[{{14786, 118, 14827, 21767, 13716, 14829}, {21583, + 13711, 13726, 21587, 21764, 21765}, {21802, 13829, 1569, 15922, + 21610, 21611}}], + + Polygon3DBox[{{21773, 13716, 21584, 14887, 13725, 13727, + 21587}}]}], Lighting -> {{"Ambient", + RGBColor[0.30100577, 0.22414668499999998`, 0.090484535]}, { + "Directional", + RGBColor[0.2642166, 0.18331229999999998`, 0.04261530000000001], + ImageScaled[{0, 2, 2}]}, {"Directional", + RGBColor[0.2642166, 0.18331229999999998`, 0.04261530000000001], + ImageScaled[{2, 2, 2}]}, {"Directional", + RGBColor[0.2642166, 0.18331229999999998`, 0.04261530000000001], + ImageScaled[{2, 0, 2}]}}]}, { + RGBColor[0.368417, 0.506779, 0.709798], + EdgeForm[None], + Specularity[ + GrayLevel[1], 3], + StyleBox[ + GraphicsGroup3DBox[{ + Polygon3DBox[CompressedData[" +1:eJxUXWeYVEXTXQXZwM7OLioiSBJFBJQ8gwg7aVGiZBSQpCBBASVKzjnnICoZ +CYKgohJUkiIiCgooKiIYUDEBIubvnPecfeD7cZ6q7q6urq6uW7dv7527JR/q +1bTn1UlJSY2KJiXlAY3mJCV1zkpKqgr6YDwp6ZNAUlIz0NbA2nBSUqcWSUnH +UHcUSMoQT3oV8C/4/4AjwEbI7gbdEBb/I/gXwtJ5NWS7ga5D+QfUrwfdg7qf +gJ+BPMGkpLzAcfAr0XYGMqvCqvs0Q/Ucl2N+bHq1+RTQVOAL8K/HUJeelHQQ +9KOA7KNta6DrTdDnQB+CHSUhPwj0hPt/YcpyMmhxoARwHuVfgWLgzwVUdyGg ++mTLfx6Qvgtup1xx930gLr81iYunr7rEZc/3Afn3OGgeyOcFNtEv9lsHyOVD +3aNxyXxiOcr8BH4z6C7MdSGwAHgeOAZsAM4D54CitBPIB1QCXkTd58BLwD7g +GaAv8I753DqWnwX2W8+7xjnrPg58CmwC9sbUbw/oU6SsA04AL3sslhenq/0t +4G3gadtywjK7YtL5QUzz2Zmu+b3g8TjWXOB14A3Xf+I28htd3m2fsO+b0LWI +vokpNijzSkx++ti+WlcA8QhMB46ivB444jHmeUz69qj9+7xljno+izznNy3/ +hvtTZp3XZr7nsz0mfl1M890M/rWY1pfr/ynoS1jXvVyrsOoqAdcATyIOioJu +c1ywrjJQGPgF8je6XCVD7X0hVwi0X1xtlPkZuBl8KeAi+BqgAeAuoCnktqIu +B/RpjP0V+GdA+8cV64xDyizmNYSc8CfaPwD+AE4GdA3xOvzD9e8DjeOi98U1 +j8q2+yzqrgctmCF76tsm0gbmqwPpQH5gMPrXA50RV/stlqkDPA48AbwSln9e +Bb0hQ/mnoCnLPzlv3Onc0Ru6KoCOiqu9kGVy+5z1mvCaq+jrs6LXg33zOKfl +9Zy4dgsx9inQRaCHAvLRX8C7wG/AAWA+2l4BnRfWGrzn+t/Ns2422l4GnRUW +T9/OCUvHRcszv/3jHEf+Q5e3QO4t0HZh5aJizmcN48pRHUGrZijfJdv2zwKy +vyXaVqDfwy0Uh4yZl8Oa16vgF4AetK2XgKlh9Z3m+X7gOS9HeQfoMtC/bdth +20eedc+ibZtjrHlc7Y3iqv8a/JKw9HwbkE0H7R+OvS+gub0DzAwrD8/yfM9f +Uf8S6Iyw5r3fbfT/l57LeddTvqHjivG12HmKOYo5k9fpZ8Ah5ifgEvAV8DWw +Ddjq8jbLsP0P5kxc26dBPwLd7nb2OQhcBN7n9Q+8CpwCLgDvAQeYp4Av3fYO ++v/GfBmTPGVPu51yJw3yW9Il+571cZzfPdaX7vuqbaPdO2Jq/8AyzO+8bxQD +TsR0/zgDWiIgvcV5T0S5MOhnoCWZUwLSwb7sx3F5z2Fuv4a5wXmedcWthzL/ +AUkB5eJjLn9s/31gu5nHfwDOpssezvNwTLqSrbuY9VJnWkC+4Tzfg9xh0P2g +3ztHfwc0B4YAQ4EoEAG6pGvdueZ9eG+I6d64IKYY4D1qEoFyC9DxoBOBR8DP +iKl/V+sbBrRMl1wtoCbQyeM289gTHVvUST20YVBMOmLWE7PObsD91jk8XbHE +OPqGsQV8CPyVrnsP749n7E/eo/5le0z3n50xzf9Ny/5rmX8M8kfc91+vB/2/ +02vwhnVTx6GYZA/EZAPH/5vxBHxrO761PPn3Y7L3aEyytPlPg/xhy7D/GzFd +f1wP7h1SA1rXU17XL13HPmuA54Dp6YprXh+8vhjLK4Gl6drHcP+yxPxSj7nG +476K8WazDDorXdfpdtdvtz1bYhrnRdAVHoP6uU/ql65901rrpO7Z9sUc13/o +tdphf7CeY830eNwr8Rr5wrYyByxL13W83OUD5lk/1zqoa2tMe42XHavMVdxb +MRdMBaYAL8Q0xraY8sRUt2+OaYx9Mc2Bc2HcF0cu7g0fv4X6yemK05fsu3dt +wyv2+TTre8X8dFO2MTfwes7NQavst5egdwboau7HYtpD7Y5pP3d1QHvBIzHl +h69i4rm/497+x3Tt85gTKM/6qwLiSdmfcUOdP1mO8oxl5o+UwOUY+tJl9snj +cZkzSzqnMbcwH9YJyKfXOK994Zx4IaZctcrz2+sxfwZ+AX5N1353tWUou9Vr +zrWf4fJMy7D9kP3DWGZ+Zl694PWn78+bfzumeGE+5FhveVzamTcgWz93PLBc +KCB7cmV/sW2fxDT3r2PiKc99+M+W45zSvSfjXjEMpAEh7y3u9V6M99tJwItA +BPHzWkD7yencIwS0h3jFlOVaaHuCz4jYb2xCeQIwHnghoDL5J4CngMVA2DFZ +Iq4y6/d6TI49GegNfSsD0jvOuqiH/EaXqfNx968WF18sLrupa2JANtPO1zyX +GaCVQO8GpoK/My6f3OU99K0Z2kPcl6Fn291+vj0IuedB94L25J4GfXuEpWcL ++ATolID2eyw/hrZloI+GJc89T6+wxnzFfuuL8irQPqBdw9rDdPN+52X7oXtY ++07qmeI6tq2ELSuA9zPUdwnquoA+AjwLvjPodtDZ3FMF9Nw8D3gjoOd7Pp8u +4lr52XUiaJ246uuCDkJ5DfiB3gNSz3br2mZ+TvOkpAFob9tC8twTDgaNo/8c +8JW53/dac81rA/PBV/UzCvXMBPp730lds1zHtuqQ2wwac5wwRrgnHhfWc/T4 +sHzI/Wq/sNZ2q/tzbr2AhcAUtL0N+jDPQcLad9I/u9y+gL7BXMairn0L8Yyx +aFy+okyu7G7rHhHWmcBI0ElhxTl9SF2c405gDMobQEe7fqf1jArrHIT1b3hd +5jJOsZbTgKleV67vQaAHMA/oyecj2LTecfgYn+eAOcBWlBeAvgY6C7Q7n2uA ++e7H/huAjcAY95mbIR2j+fyUofjeD7wLLDFdav5F6B0Ouj6ufj2u6Pu8dfew +znm2kzo3gD4H+iGwBhgBrAXWmR/u8ovABGAzsA94BngaeB3932F/PlPYviWW +ZZ+JGWp/xv3GA5usZ7Plxlv2JcuP8PgjTdebp8/ou9nAy3HRV+Oa4wb7bUVc +/qSfKUP/L2OcAK+AP+D5HvacZ1vnDmALMJm6zVN+CvuzH/AesAv9l4O+EZfs +litkllrugHmuz5txzeuduPSyzyTa51jKjSmWpwMzTLe6bqvLb6H/KtCdccUc +Y492MM8wFj8AtnsenM8hYHWG+rwbVzy96rmv9vz3oTyTc4iL38Y5xtW22jpm +Wu8s20Z7KLc/rrjY43XguK97vY56zTgu696PS/4j8MfjkmHfIxmy640MxSXp +m+bXuf2o14l9GZ9zce0Px3XZroX49bgus+O6Pl93/rw9Q8/AfP7lczv5shni +ScsBj8V1/tkGNCtDz7+ZGQL5byz7j/V1j0tf57jagpbtGdc5Lc8bvwtIZ4EM +5TOeaTKX8TzkjgydiVyXoTPJa21H+QydVz4e15lt27jaKPOd+1MPn7l5TsBz +qCIZyqWP0B7mTd+vOpmyzPvYoIDugyuA26B3MOgtoENBhwR0b1tlnvfy54Dh +wDCgq+8lvK+Ui6uudFxjMn93CehMgucaPAebaXtmuH2WZbqasjzU4622ndNt +M31IP4y0D+k/+oBnQ/QJz7BOB7QP4B7gkbjOvx4GvS1DZyGlQbvGdZ7WKi5f +89yJZ1A8L6uWoX0Uz7d4jlzXIM/z5KqW4XkNz3K41+Keq7T1czyW61i+mvXm +notTd5rb61qG8VbO60v7T3kOtDEjQ+cvPCPh2RvbOsWlo0dc51kcl/NjvH3t +mGMsJTmeeDbEs5Rbzf8euHxmR/6idXKM++PyD/3XK64x0z3uXx6nTIbsCto2 +noPx3PCi9VIndfMcMtXzLeN9J/dsKx1LjLM7UO7GeAXtENC+qKMpy9z/lYpr +X3QX6ADQpcCTlpli+Vu9b+M+sIT3Knxm4t7yXuAeoAjKrRk3vOeC9gDiwAPA +KGC0dS+z/oTbe5gn7Wm5MYwfl3PcHgtIb9w6BlrPJM+lfUD73rEB7UuqxLWv +iDovca/F3DQkrDPEoaDDgHXmuW/p5TGpq11Ae2PuE/sD/YBnXCb/qs9gHwIt +GZf8dfZlf8txj889D/dnfd2/n/VPtO2sf9ptD3j+nHs7n23yTLJNQL4d63mR +lgWtGNe+iHvF0fbzeq87cwb3liNA1wIjgecD8skYz5P7Lc67Qlx+YA7v6bVg +G/syF60xyDM/dbM/u9ve561zvvv1cP16tz3mth7uN9d9R1gv7XvUdXMdT7UD +elZhXI3xfNvYB+Msw3bGIJ952gIPeg1zPL9xbmP9ODzjDcSz3VOgRePSn+Ln +G+bqhwLyJ229KS57aAv928a6HrSt6+xP5nXGIeNxkPnl9ifX4nbQJhhzENA0 +XWdhPBMbnK4zss7pOjO7PaAzqDIBnUP967pAQOdIPP9Kd5n8rQGdK/E8iedT +WQGd+fG5vjzXPyCelM+61wd0jnAd6A+Yfzn2j+ms4Dq3Ue9XHqdgQM/D/3u2 +j+l5ms/L1HendbKdcjd4rKs8Ns/FaFtp8KdjsvEk6Lcxnbt9GZMM228L6Lmd ++isENBb1/+3ncermc/s3KGeAPxsTz7M2nq3xvI18MCDf0W8cg+fRpVC+xf6j +39j/FPrkB/0upvH/si8zA/LjGetiOffsjzz92wBoGNAZz39en7JAAfueMlWB +KgHlAl7n9YF6QGpc9f9i3LoBXfOsJ9/H5aru197lfpbpaxnmiEbAfY4z3ud5 +T69p/u6A9iHsX8367nYbZZoGdF8Y6niv7pi/FrY1o3/imhfnxHOo/rafdvC+ +8KTnX8P+CXr+5Sx/bUDxlHt+zXJuvDE2eK7VArR5QHmEa881aGI7M607f1xj +38z7ZFz3n4JxjX+fbXjI9ocDyv2UCXneHcw3sN0NXVfNvhlmGzjn32OSTYqr +nTzj43fuaYLYUyWwvqDfIc+fAX5D/bfcB4Fmov4b3qdB/wH9m3uAoPr+B/4X +0NtRLgtcBSQFVSb/A/egoNcDyUAFoKJlyljuH+srDfwBXd9zPxCXDPWXsZ7v +reta20l74/D/TUCRdNmdFVQ9dXFe/3JvBXoTcA9QGLgRyAnqHKdQUO8qFAQ9 +myE7+d5COaC8+7BvEaC2+/Uwf4/rC7tMnjZ8azuut07azjmWtj1/xeWrFPj8 +TtBrgDv8rsQdLlPmatBzca1rKV+Pw72mXFueYdbxtcUYCThOAi4zD/wR03V/ +MaYccZ+vLcZAmq8dyt5l+caOVfb5M6b6PHFdHyV8nd5ie+6zjmqOJZ5D/uJc +VtJxefMVNqW7TynH6m8x6U2D/uuBbPB543rvgH+HKgJUDuhexHsez3V5plvF +dtCe4p4//cDccT4mGf5tq5jbirtvFc+3rvsXdznN7TcF9I4Ex60Y0LsVuX+P +qmRbiliGNt4Y0Lkr513BfZjj22MfcyQ/bA6rXNF6agWUn7qYz31eGWi/8Lp/ +KhN5EOgDPARMAiabstwReBIYADxrnnQJsA2YDWwFVgPDgVXABmA8MA7YDSzO +1DhPm98DLAJ2AruAHYjLh0HXgB5ISPathPqPBZ43NljnePMbrWuxx9mGPs+A +vpOQfUuBgR6X9f2B19A2AfR10E6ZGneKMTVTdW8k1Hc/aD/3729fdAAmWg/5 +1ZZZbDnOhf57MyF76LeXEvLbEtsz0f7t6Lm0B9plSk9f62rvNto6E3iVY7pu +o+v30k+e25vAQmAB8DbGG8V1AR0Dug5Yb8ryaMusAT2YUJnya411ltmXkL69 +oPPpM/qGa4zyXVx70EaOjSfdPo8+yFT9fW7LXbN2nltfxwPLbd3+QUJxxbUb +5jhiPM0BtgNz7d+9nu8L9sFG1+9x27sJzfUQ6Cb7eaLrGUvbE4q7hfbZIvM7 +Pc4Oj8V4fg4YYQx33Z6E4v5oQrLzLD/S8mtMR7rffMu87nXkGs4CVgArgaHG +ENfx3s37NvcU/8V0r/8pphx8u++tV8e1P/zF9/2WAe0V/olpr3Yppns+7/3c +O5V13+auq+l66okyV4BeFZeerLj2tJGA2rgv5d7z/oD2Y1nu38w6y7i+pnMM +cw+fp7ivp57rrCvblGXmf+6TmOuDcd0D0uO6TzA3cb/f2bZy3zLEPhlsvzRx +HXV0sp7BrqeuzLjqb4zLh7Wc56+1HbSB8+W8uFenf1rYh8z7fK7h8yWfg+51 +ni5r/7XwHNs4RyfHde/guwzM1eT5/PMy1nILMB0YDCwDlpsf5HJnYBrwiOUe +cXmq2zqZTnX9csfJYMcRc8KJTOXf2Y4r5i7q3wJaOhVzAG4DdicUb+8l1Hfr +FXE4xLp3+9p7FbQ6+lwPXAcU8jMbn93o49L28zVxPU/zXILPhbw/JeyfCo6D +IvYHffmg72mV7L8Hzd9jH1P2rPdGP2Yo9hh3fHZnvPOc4gaXOS6fZ3gvjHvc +O9x2p8s3ur2Q+8WtI+4y7aedfCZ6O0Pn9097/Btsw53eIz0Q1Dt6fFevN7A+ +pncJ+d7d6HS9zzeGf5uN6f09vpu3JKZ3OJ6Oqc8T6dIxLl3vGo63ngmgy2N6 +X4T6+b7C2pjk58cku8nyI9L1bsBaj7nB4/I9EOrZbB19bOdE1/Hv+c/FJM93 +F6lnuHUt8/sKfG+hR7reCfjfHIBRwEhgRUz0GdDHQB9N13sDcyz/mGkP86Pd +d7359baX/ulJWb8HQRuGWQ91zrY93cnH9M4K312ZaVspz37dLfuo22h/N48z +yrbzHUm+N9nL/uT7nHyHs2O63kN4yGtSD6hr+oT9Ng9y7UGnxLRe9H27dL3D +8JD78x0Gvr/wZLr+Js8zCL6TkPvuAt/pGep6tj/r93v4ng/1j/e6s57yfIeB +5xl8L2Sw+3e2vpXWM9jz6en5tXU80bYO6bJ5guv4nuoL5se6TH88bh2Pu7zQ +sUGZpTH5kz7nOwVdTLs6pvheU32PxXEm2l997L8BQP90vSPT1uOOs9/43sfL +7l/PfTpa10T7tKP5ofbZattZxzbznSzun7n/z/H6M94Ym62ABxwbrE84Flq5 +fVpM7RNias+xzN3Aw+l6v4rnWI29psWBe4ASQDXgQc+JfFWX+T4VY5LX072W +ZZ8hGKMN5x0TT/l+oIOB2uCHxSTPeZW0HXHbnuM5Ua6T7XrYsZCdrnOtbJcf +cUzw7IvnYINcbmq7+K4Xr6+pvpZ4TbW2X3hdtjZtYxnaMNTX6L2eS2v7cJTr +enot2G+M+/awvbR7Vky+4dzJU4ZxVdL+oQ76gf7tDroxpnPvhTHFD2OH19bY +mNZmYEw8r7vpMa0N16gRx2qOfQ+efXrELl/DN3M9UA6D9o+J5/XBa7mt141x +WcryjMcBXnPqvMVtuXFePV3XVSnrrue6sOupk/pD6Ypf2lkDuM96qbOy/VjF +vqyUrlh8wHzFdJ0rMA6KWraN5XNcl7CeStZR2bS1Zej/Yh63v8emHXfZro7m +OafhMcXeyJjiua3tL+axcizD+T7md9VWOraYjxh7fFerkynLVyV09nFDQs/X +fNbk30fu9/2T99Go762RoO6zEZcr+LwmH3AK990vgfw8K0H/S/xbWVz1rEsH +igEXeW7Ev9fwbzVB9eEZyv0e60f0SaUc6O/8exf4EkHJ5rc86y+67VfInebf +jECvwxxiPPtJ6J35vfx7F88MbDfPWrISOrfhuQr5FuCLg9YKSu56z7tVUPsI +lnmexPbmQcmX9ZlUc/PBhGT+jmv8eFBnRvejPkF9oGfi8hltK++zo5a2K9s+ +pZ6aPJuyTEv7pScwH1gAlOT5V4b8e55/kwP9Ka7zp/MZOl+6AFo0KD8Xtd/J +fwGc4N8HfQ5F+XMZWkPWse0H60pKqP7zDK3v55ajzD+eC+eUx2dgeYOX5T7L +ULm815TndjwPvCWo80GeE37tMuv/cvkr/q3PMcD4+CKuczeuI9+r4lozji6B +/pkhP9wcFE9aCggEpeMr11GGPmOMBFz/tcehLcUdk/TRF/YN4+/XDJ0BFjZ4 +psfzu+u9poyrXyxDWYJy50yLmP8urrO6C3z+S+iaSUvobz38m0lLP7Pxbz3c +rwcSOsvkWSv5plw/0Bqgdwcvn1vSp42DOnetDtzletY1sRzPF2u4TD23WaaJ ++UpAZc83OSH/0Lf0I33X0D4lvQ/In9A4mQnx1P9nXHZd6zHr2ad1gbDXIsQx +ElrvPKCLY3qXdVNM76cyH/FeyX3ZQOf05eaXOScudT1lpzh/3et7GnMi/8bB +d015bkiQ57li0DaE7adMr3vAdrGtkf15yxVylOHfR/g3IL7D39gyjTy34r6u +8iaUmy46b6XYr4wVngHz2u0VVI7lWTDPtRkDra9oY/3jlunlvj1d/6D1tQnq +mY7PQnz25zMtz3lHOH4ijqEb4nr+4plAG/flmN3cnvtc3818C+to6ecw9uXf +6iraRupgrmNMNjNP2txzZ/ykJxQ/1ejPhPJ1ccdCJfuE+piL6thvdexH8slu +pxzzCc+0mR+rBqWT13wDx2RJxxpjrqZleF+o4ji92bJprsu99+S3bAnbVR+4 +JiF9Vyf0vte4DL0H1gtYBNwEjM3QO1x8B24rnqs/A7aZfm7+FWAL8DGwAngb +WAmUiiYlvQVaBnQN6HPAu8AHwDngvHnSQ8BJ4HXgC+B29NkOejPoDte97rE4 +zidAebS9BzoqG/dF0DeBN4ALwGHrPO/yIeukzdWiso22FohKH+0/BuwD3gFW +AZ8CrwHHDfKvehyOdwr4zWNdcJ+V1nEb9K7mWURUfvvUPmM99ZeNajyO+7L7 +rLTv9qbKb8uBW6Mas4T1vGZd1L3/Cp8+5/L3tn+f6w+kyvfZ6P8zaDnOHTQH +eAToCnQBJtEvQFWgueu7AfdSTwRxwnFBW1iuuc9parv/ZxH1/Qj0UdDHgHpA +LeBBoC3QxnzNVNlws+2o5Tq29QLuAxoCDwCtgLuAx13fy3Na63l1BhJAJ9vT +1TZfg3kOBP0zIv4p8BmOJcbVCfuCPrnD9axjnE22P54HNgDvpypO6Y861t/d +POuq29a7TFm+336iv0Iusz7MMWBTS9Bv7c+WlvkyIr3nQRt5zk8A33ld9xlv +u24EMBxYBsxJVSzx+hiZqtgeBQwDllouC/McA3oVaH5gFviUqPrOdn/qWm7d +L7ueckeBS8AfbqfcXutk3DPOS0bVpxhoICo5Xl9brIdtrKd9/zFefA1Uiiqu +56Uq1nkdUOdoYDHwNDDIa7ERmOI12mCebQMtmwxdL4DeFJXsVMu8YJ51g63z +GdPB1rHSPqPvgug/FzTN1x9tm2ubRll2JjADeBGYb5nX7Jvh9vs/qbpemT++ +AfYAX9t3e1xXM6rYY17iNcvr+CxQIyqeuYL8D+BrRZVH/ktVLqPcj6nqR3rA +PNuT0iTzV6py3J+p6kt7/gXC0HUG9G7r/Nf9qkdlbxXnKsbeD27/1HP6xHr/ +BnZ7Tnusk/HJnM88yRy507FzBPg9Vbnt21SN/a3Le+2Lb83/aZsZH5Wh6yvQ +u0ArRpVz46Afgl4EPgJOe5xTrvvd9exL+0pHZfPHtpvy1LnL2Om6o7bzknUc +sR7mr+xU5ap25lnH65R5idfqRcT0EPoHtCdoD8fHDPPTHScLgH7A2FTlrYe5 +dhHl1G8i4tn+B2gc9CHLfI5yjGsB2hS0L9AM+DmiPPhLRNf3WMszt/QHBnic +hOvjpiw3twxlf4poLOpPiqqeNgywzEJgfKrGGgc8ad2LTBea/9d6qI829knV +tdHJ/dg/L/RPBM0D+mtE96I8ztNPXqGH1xvzVV/7rp9tp/4x9sE8t9Fm+jY9 +qjqOO9fjjvXYvAcNTdW9pjfQBGgMRIEI0D5V9xDm/8lG7n2AdrX0XLu6jfmf +OZ/5JzcPsXy/26dYhrS7+e8iGvM0aH9co82AfsAI2P0I6OCoclV392tuGcoy +V/C6rhPVvYp54yqUC0Z1T+S9rI/nxflNc9zxfsw8x/hsDXRMVSx1MGL2QVP7 +ra/L7d3e175vZpkmlrs6qpi4PqoYGmAfcU1vAX0vovF72AaO3cq28Hrhenwf +kc8Gue1R2035CxH5Il9UfVpZjvmV1yGvwWEuk+e9itci9wl3A4WAG4APoecO +0EOghUFvTNW1XB4oB9RP1R6klttuB+oCZVP1NyXe2wuassx7OfcBZVL1t6oj +0FsE9G3rp55s66fuBtZXzzrfj2j/cBL0A6AG+E8i0l/DYzGv3JmqvVB921nP +dhby/Hq47TGjvmXY1sayX0ek41RENjxqmRqeTyvzrbw+DayXOeyriHTRtkLW +R/9wP1giVTmknm3jvE5EtKfjXrGB7elhPa291twrMo6Y6yo7lhhTxVKVm4oD +HzvXMefNdawxnhmLjEnuIf6KiD8bEc89C/cVf0ck+3tEcqPcj7Sj+Y4uM7/M +dszMcgw96Jh6wvWzzZPOcRtlhtpHzO/cCzAeGYe041JEMfhbRPdk3pt/As5E +lGeOgxYFvSn18nVHn1RJlU+amqdvKqUqXxS3f0pYplLq5fxFvqLXo4TleL1w +jzPE/qR/33GcRjz2sYj6HbZdUdcXNc81qJCqOMzdl5PntcSYz/ZcKrid90Pm +qQFpylv0C/dHL9lvS1K1L3oxP+qAacAgYCkwGJgBvAxsAYYCK4BhwKvALOAV +4FlgCTDQeNJ1y6yDuqbm1xjUP9t9qWOl9a2wLtbP9JjTbdMS2zTQdIl1vmQZ +6twO7ADmA8tt6xDgtpj03cJ3S33enc6zmfz62wH/lpABBNL195UuMZ2X9/OZ +Ns+zgz7Tvphf59q/mbKc32fp1Fvcen+336Z7HiF+jwi0Wlh2Lfd8/wOS0Ofj +/BqXNnSISVcV23nMcpThOfpfoH8CzwFrgFHAPGAusA3oDTwBLAAKxdRehH9f +Bm3H97uAG2OSKQDay/0fd1/2WwiMsfxot8+3zEigDTACaA0MNz/C9a0tw3Ef +BOYAPfm3Fbe1cp+5rp/jfiMtP8r8c7aT45bh3xCAZ8CXB60Q01rXNL/AMnd6 +nkXM0z+VYrJ/u+cw23H3mue1zW20f/UVY490uRT6b+YaxiRLu7fmlz2M84Ix +led6LtSzyn3LxVR3a0x1Izz3Xp47+zzK92z4dxX/beuP/IpJ/v2lof8GU9r8 +ff6bUQf/Daa0624DstKlJ2wZthcAbnXf0o4d/v3pb9Db0/Xue9l0fduhcLq+ +83Bjur7/QP4fy/NvWfwb4J3p+o7EjW5nn4Lp+ttiLbdR5g6ggvmWtrGR7eSY +TT3uz/nV/wbgJPgvgGTw9/D7KeDvDYt/F3ztsGTYngJcA+QFyhl5rbMX/Hgd +z2VjGrOMx70+XfV3GzVdRz9da189HtPfBMfEVMc2/u2rsfU0sn7W8e+Jl7xW +XLMKnuv99h99VAhoB7lf0N40Jp5z7cz3AoB84B+MSZbz/TW/5pZs37HuRvv5 +Gs+zvPWy/lf3oX7WMY9Vc74iX9Xlm5yzLuRXrkpL198KWce2ol4zjkub8lum +kv1U0L6q6PrUdL27zL7Ume01ZAz0jUnXEzH9Pbmc17up+bLWV8t9yru+mXlS +fpuE1wVzL//2ytjOjesU+yY3vpJtO+04n192PRQT3xz04ZjsbRtT/DOHlrIM +/drVOXCu80E75772zoOLgD7MHbh3bgcWAKuw910PugJ0HehB4P00yb8OvAFc +x9+kg17P3zCl6lx0Qqqeo3i2xeeqt7MRi8lJSfuy9by17gqZ7ZbjcwTruZ/f +C31v5df9r0hU56+3RMXzrCUjqnMxno/xPJfPSM+7zGctPnPxXHKpdVAX79N7 +XS7Ebygx5vj78vy6f7+dX3mX9689QIGw8mEW6GLQp4CdlqM8ddeI6R53B//2 +DhSBbOMWiJew7vEsh2PSF4mJf9a5vWBY93X6jWN9Av7asPS+5XF476T+d2wz +77E3gFaOyZ7bY3r+5PnsAvtzoX1aNKrz4Qo+D8k9c+LZBc8VNqfqzPpN11OW +Z1WHLMv6neZJn03V+QjPmHjewmfg1fb1i96LbjbIT7cu6tzo/kOsj89Ym1Iv +n0u85jlscv/pLm/zvHa5/06v9QfWyXPY8V7z8S7zWfTaqPryDJ88fcJn8+cs +M87xMdZz+MC2brQvFts3H3lum72PJH/E+8g99sUm+3Sz63e7bbfLS9znRet7 +yWWe94zHGo4D1vsafMPXIdf3TdBaoO/5Ps377C381hnvs/w2l+vfc98FvibX ++bpe63bKcX9QGn1Og94GWiasfcVt1vO+ZbJ9/64IWiys+1TxsPYaa62X9yju +ZffbpgO2oWxY498elp3cQ5QCLeH7WUnQfr6OeD0V5zUDehHrMgl0I/ACMNH8 +JMs9DfR32yZgcn7t3xY6X01yG+sHWP4Z0wHuy35TLDOB1y3QESgak795HdG2 +vraP8xzr3Pi8+3CNNlvPJq/beOuZ2lzza9JCPlllv+y3r3gd7/J8mEOq8t4N ++hvmXpXfpgAfCMvn3LMVDavPO9aRGdaYQeeiXZ4f6W7zGWHtoSkz1nNYZxz2 +fKrExNeOKdbedLxxLTjHErHLvtvteY/33DnfD83fGVbfO0DLA9+Y5/793/za +i/F7RvyuUQOgSlh7sfSw/EkdHzHOUD4DWonfBbGtjLPKYc2N9bx++PzGZ96j +1s95xmKK2xzQQ54j+09rLh/z2jlm+f8cn1+DlgtLpgJosxaa00e26ZB10Bb+ +nqN6pn53MAn3vC5pOiMbFdUz5ljQdv7bJf+G2TdD37zoZ7rEPL9p0d4y7UxZ +Xh3XdzB2xPUebR+gt/VRri3wMH/Xm6HvRAwA+mfoWxLUyW9jdADW8TdpoM/F +JUf5SZbrbzs6eEz26+h2yq2NS89m953iMfmdiCHAYOB5vh8O+kxc35gYmKHx +BmXouxMrLcO+L8VVP9BtK8yz3yNA5wx932K19XOcTXz3iXaCDnUbv0vRJeP/ +fwOji3UMdd9cOX4HYpj1UJbfr5jmPpTfGNc81sTlQ/plmedOXyym7XF9r5Pf +7UyA5mTo+5QEv03JOn5D4P4MfUeA9AHz/E1/M6B5hr5VEMnQ9wr4u/m7gZpA +4wz9pr4RUCtD34pgfdSyEY9ZyGOOiOtbA0Pj0lPTfRpZT2nrZluG15hr3c92 +trSNk+OycwHohLi+EzDSfAvw80DH890G8FPj0tnJ43U2ZZnfXIjbF5RnuU9c +c6ae8vZDc/OFPJ/atucO20R7+D3PUfZzQeulH2jDdca1rqPOsvZvGc+9sWOI +9vHbO7yGeO3wGvonhJyBa/Nf0P+ATPPt+Ldn8K34t0LQHKB2mnjSm9N0Jsoz +VZ6tPhnTM0DvmPb+fM+T7xNyTvyODr+ds5Tv89u35PlNGn4/hzYEoe/vkGRz +HD+tM/SNndH2C3Xw2zStXN/acvQHv1ND20rY1knNpa8B8tWvoOVQdw70PJBm +/gHM7SbwLblPBs0GImmSTwX9BTQP95rgrwa9Cqhinv65B3x30FvS5Kt77Zt7 +7J9rIPcLfJM3LJtoWwLoiD6lQVuDnsIY1dIkQz11gFvTxN/rcievW2fP87Er +/EPftHEcDXVsPRXXtc/88Gxc3/3hN3zY/xFfT7WuiFnGEb+l1N3XAL9ZNMJ8 +S5epe5j1L4SupqCznYe6OfYGO+6ausxrlO1Px9WX31bq5vGirm/pa+p+j8lr +b4j1DPZcqGdSXN/P5Xd0n/K8x3juix3LvBfwHZgHr2gb4/LCDL0rs8Dy1PFW +ht6bKZJx+T2aXpZtbhuGmB9iH9B/2fZftstdbPtI2/+Ex6A99D/jk7liTFx9 +OBfqLmtfNTXP7+ScjOs3tfwNMr/nw98I85s+O01zfzf8g8v8vg9/U8zfFn8Z +1++I+VvjL92f3w6izBHL8XtC/E0v5b6J6/tvh/zbZP6++Zh1Jpn/JEPvOPFd +p50el7+h+Qp9Pgb9NC4Zth93PfWc83u1/LYSv7e0x/6lb/mtKX5T62PPi9/w +4je1dplnHb9Hd8z6P4hr3fgNMH7ziu898b1NjvdCht53ot7dHudwXDJvxyXz +qeX4rivfz8z9jXQhl9nOd0D57iN/p8N3JfmO5Num++yH41eMtcDj/Wi7z1rm +Y/tr3hXrxu8v8ZtQfH/0RFzfg+J3ovgdKL7f+Y3bKMP3S/k9Gn4vpqHXgn5Y +bx/Ntd7tce17XohrbmNtG+e/177mWNTN37zze9z85snAuGLzLc9vsenTpm95 +/mc9L9pPe/kb8B2eC23l778/i+sbV8fi+tYW31fd6hjb4ThjPDP2+N0q9mFs +81tU/N4W33f9M+Pye65bzVPXacu8b7kPPeZH9hF9dch2nfF426yDuj7x+9x8 +1/oP67lkvdTP74Zt8Hp9Yv4T+5Dvwr7jdZ/ve/xE/jYtQ/dS7s+amA6yDPeA +3O/NjWvPMSuudso/aZBnG79nzu8xPmQ87Drmjae8JrwH8n5X2zKU595reVz3 +QH6njftTfjeJe1/upbmX4Xehq7mObfyeEr/FxLxZ33KUCbudOnJzWZaR6brR +ceWkYc5d3Ks9Ede+orF9wH0gbZwW1zfHeW/mfYl8RZfnxLWf5r6RNja0Df3N +97MdHWwX5fkNz3FxfaeyoWXvM+WetLr9Qb8wZzOHF/bYzPuVbUNr83zPnO+V +85tyv3qNub58B5zfzsv9nt5nrjvvGKAcv1HHd/n5PbuP48pnR+L6nh3fx/7d +ug9YP2VPWf6k+/PbdSc8FvUfjesd7i+s54B1fWn5ky4fsG72pTy/hfdRXPZ9 +H9f3Ai94XK57W689Y4n3H35La2Zc+71Vcd0Lq9hH99h3hY0bXVfZ7ZTjvqiw +90ZtPQa/9UV99TzGi7aPtvE7iny+4HftelvmfzZk6Bt4vP/zPsrnEO4J6tjW +um7ratnJfn6c5LFpQy0gChRN075tOvAi8JL5aS4/y/cygGd4Jos91hDQ8XzP +JCqZ6aBTQDcBU4GVwDs8uwW2AK8As4ADwHvAGp/v8px3m0F+HjA0TfqXpOm8 +d63PfNk2F9hqHWutZ57rtllurdsHAU/bZtq5GfQ50OE8S+b7Jmnap7cAKru8 +wraPBNpxfYCeQAOgvttWuf04kIRn9E9BF0HvMNAJUdlP25fajy8DM4CZ9sUs +2zTYNr7Id7NAX+c7LVGdyTwTlf9fct9nXL8kKltoUy/bs8++Xh6Vf+ZENZfc +efT02LOMXq4bB4y1v3rbj32A2dQBPA6sBkZ5zrPdd5bLo6x/NsZ7Mk1nES+k +Kc42Wv9ar2Ff655vHbOtf1JUYyyNavz5llvGdwHpr6jWmHaOsb6xXnfqYFy9 +ynVNU2zl1s9y237PYZV9tN/8q54jZV8zz7p3LU85xjJjZqr1r7ENo10eY5/R +d/T75Kj00P+L0xR7A73GA12ea/kn0nR+swh4yr5sZ38yzuoBPehD6GpF/0UV +p/RzS6BfVO3Do1rnFY6Dx9IUN4yZR9N8bQL3ux/t6Jqma7Wb6VTztPMByz7g +MmP0IYyRjGephnjuGxOVPK/33Lnd77G6ezzKkB8K2sjzbey5UB/zRus0zYvX +eRO3c907AxOAiUDTNL0X1sw2T7a9o+yL3sxDwMOcV1R9O7k/dfW17vGuf9jz +b2k/UmcX633UfnrMfRvb7mFR6Rkdld5O1sd62ve416Gn1+0hoGOaYpTPmffa +L6MdLx2A9i6T7x/VWj8G+iBomzTlJ67v/3JGVNdJwzRdN2Osv4PH6Oi6Ro6p +3tb5mGNjhGOKeayK58714lgjXN/AuhtaB3XdRx9FFZcTo5oXxxvn/lWtr7b9 +eI99yHHreu6Pmg+l6Xmc690nKr5DVDLdLcd4CFs2ZNnWjo+h5h/wuPd77Mqe +zxNR+zkqW7rZntpeX9a1sGxly1OG8UmZHMvNiureODWq/MW4mORYWezYqen1 +432zjH13O9A5qut3gPNzQ9dPaC76YFT9Orgv/cvzk7LAI1Gvb1TrmW05rs3d +QA2v13CvWU3ruBG4yzHD9naWz11T2seYrG4Zyt6WpnMSxtwjnjvPT1LS9P4x +32M+FNL7xx+A3hsVrd3i8vvKPOsh8qepLjlN7xLnA/0wpPeLD4PWjeo9fb5f +TZ7yDaPqSz2pHpNjk38vpPeOD4Q0v8Ke47shvYu8PyQZ1h8MqW+qdb2DcqE0 +yZy2Lf97Z9q+qWFflLEPmNOuBW0CekearnfmikdRvpM+ZIxEtTfqYpnylqvj +uOaZ0kSs70WMWR/+iaVpH8U+xczH7F+eUxUHfg9J/6WQ8lHM8n+gHHB9MdfH +LZ+epjHaRKXjfueKtp4Xz9cYN7xGG9lG2sr8xNxZwbHWyPUdHGP08QTvWx6O +yi/17Ke4behknpT59U7rpc6Kps3cTvmH7UP6krkx4rE6enzawdjvGdXeqz3z +Z1Q+6hqVTurju3MJlPdh3jnw7fI02bmM843qDLAwaOOofsPC3/fwTJHvGGaB +fhHSe8EnQD8H+M7wZ6CfhnSmSZ4yPGM86TNavqPIM9NPQlqv416TjDS9/98g +Kr5RVDx/e8DfI3BM9s10X/5O4GPQI17LoyH15+8IqO+sx2Gf8c3Vfk8L9c/y +HOgf+oD3uIVp2ifkvlfY32XeC7nf2mR+ssvcj3FPMZ/3kKjuoaN9H+P+iu9U +TIvqPjYF9Pk03dv4jgXvY7yfcb/Ifgs9HvMjcwVzBu/N7LMhTfqpb25U/aln +vGUmWO7LkM5eT4N+F1KcfR9SrrrBMXxNmq5b/n6BlGVew2+H9HuHt0DzWo4y +MYyXh/EaVZxQT/Oo6vnbtBDo9ai7Lk35j++KMx6udvwcTNXv5limHv72bm9I +v2PbE9L7I4wrxhn5dS5Tz9WW/yok/btAd4c0HvvSPtpAe5kPmQc+Cumex3vf +OKz5DyHlorMhzZ/2F2RMhJRPWd8iKh91iko+n/3GPMd7AHPjzyHdQ3iuzjNw +5iXuJb4OaV7/83mqckhu/H3v8l32PcelPPPZN57HXa6/3v5juVlU7XURqzUy +9T0xfottRULfWuM308jzG2JPg15KSUo6BhwFUjHmd6BngM0RXB+gy0G/BU3m +PSBVckeA34HvUySfliod1PUHEED5LGg6fQx6NWPGY1DuVWCf+35vXZfcvgTj +vQP6VETlVzxeFnT8CvqL645aD3W8bZvTbH+qx70qVWN/BP6i9eRl7ILmAT0H +egj4wJTl87Y3j23+3f3Yf2NE46wH/RP0L+ATg75i3XHX/w38mCI/0B/0J32z +JaL24+73Iso/gG6IyBecQ/5U+Y59f7DvvwHNl6ry/hT56Ih9scXj7Lc89W61 +TVtd3mZ7fgIOACsx3nugz4CuiMieVaDvWu6A+x1333c9xo+eH9+/5hz5XnbA +9nJ93vcaUS4jVePR9j3A1x6XdS+Avgx86nH3eR25fgetg7r4m8MCqfqd4l7r +Yjx+CLwEHAYWUxfoLNCngbfAL4rILx/ZT+RfdvmMx6Lc0ohicnnksr9eA3YA +nwMngM9cXgysjqjuuYjad7idNtOfP9tX++2vg67jfIraZzc5vhiHjLELngdj +7+Nk2AP8DnwNbAJeAP4BTgCfAwVS1J6VIpC/6D7HzF80f9Q6vgE2m26ybo51 +CfgEOA98BHxoGbZfA903YJ7nwJcGPQJ6AfgN2A88D5yyXV/wnb1kyXxkuTsi +suM20LzQ9RX4PCnSX5LrCFoUtFiK6n9zv6B50ky3se9p2/u7fVAauBWoyWvD +fLJxq9vLRzSXYhGNyzlx7BKmLF+yvmuN64A/ktX/NiAF+Nfz5Doc8lpxzU56 +3pz/TRH5uyB/I8vfx6G9D+gw5ONR4IeDvoj274DvgU+B48CfQImIxizL31tB +thnQ1HF+2DFC/Oa6fM4JvKa+4jxSxT8fkcxLEY3D8c4k65qhPHMJZXgdLIuo +Xz73XRdRftwW0Tp85Li41v64ZPzhmDmbLF//yPWMaJzi9vO3jrePvV7sV4S5 +HTR/RP1S3Jd++Av4zPRT+4T8366P87dakI9FNO4PyVpz+o0+vBH0ViAVdZVA +S0XUt5zrfkrWeCnmOS7zE3+Twt+pZDiPVTLIM7dtwpoNYr4CnQw6iX4C1pqf +CIzCXmE21xdjDQbGgR8Iuhl9BoNfEFKfSe5HPeuBKSmSWQj6IugE5hVgDcdA +eQDlQZcCvcEvCal9PPMQ1xrleaAbQIdFZMugiNooM8565nI865nBdQcd2Vz6 +ItgnrATti/oVoCtAxwCjgZXmWfdiiuL+sPGS69h3Fugq0LHus4r2hRT/ufVj +3EZfPYe6KMZdhvJIYCnwZETlCRGVWT8CWO7xac8ol8k/Cx1PgD4T0n1hj+Ob +PnnS853staKvh7MPfUi9sGEh2rP5v2BAh6aozLVe4PV6IEVrNwTYCEwHpgFP +oW0q6GL63DqHG0tsc++I+vUHnQO5nuBn016UJ4PWbCGZVqhvBzrLNtCWGbab +8tP4Xgj4qY6N8Y6PKSg/miJdLUCbp2jOvaCrJWgbU8bt/a4fCNoXdAL6dKOu +kOxdapsHeb6UpwzHmmj91M3+PdB/LJ8JYP+okOMkpFw1wHYMsDz5B6xvsOsp +x9w2Dn26pkgX9TzC9Q7pm5j83SLzHH/bWNa5iWXmW7b/m6LfmP2Xom8+8PsM ++0FfA5LM87df3Efx91/sc22qvmmwD22ZoDsj4vnbNX4Lopr3GNxjlrBujsE9 +KX9PyN8Scq/Ce/erEX3Dge/+8DeVSZZnP/5WeH2qflNKXRyrqvmq3sO8GdH+ +dEdE3xHltynuMfiNiq4el2Nyv1jYlOU9Ee2zXvfv47gPy92HsnyT58y5pzqv +cY5B7ynplwrm01ym//idiy+4LtC7FeuQwPreatto43bUtUf7tpB+n8c1+CdF +ObOy9bOObfQb9zqZnveBiPZwRyPaV99qndxXc099g58r+NvM3N+5Jnvty5pn +DLwRkTzvaymupyz7F7K+QvYded4DGUv8jer2iN7XOhhRHdsYU9TJ9r0RrWVe +78sYM4w3xg3vj7fbhnOuY1sZy7Pf1ojiZ1dEPOU2eX/I2OB+kXFywuVXIvIZ +4zDLsferY6ikY+oq++pq++s225Yfcr/i3vVLstaAfuf+k/tt3rO4Jp+7nmNx +LX72elDu0yvWjjb8ZHso80Lk8nh5vKafWz9zFXNU6xTtef4DksCn2x7axT0e +93LFU7Rn4J6qUorkCjNGTVlm/xDGywBfJaJ+7J/Hfdi3InBzivYS3KvVjGi/ +VgG0OnAV+DsjkqM898IFGVMpuvcXtb6rbU/lFO3trvUYLGdHNEYU9I4U7Tlp +0+1A2RTNqzLjBzQBGgAtB5TnNZmifWGhFO0LC7lc1n7Jb/1nvD8KuL6cke4x +brRf/rNfqYN13Hty78I9C/dD16dc3hORFvR8/3Jb1Yjs4J6HPP1wF2ia50N7 +IhHJhpknPV/Om/7k+twNWjdF950eKeLruMx7CvM516KD92PtI2qjzKNeL8rk +5v6bLf840BBo4L4PgnYE7RbRvX6A+aE8a2khXdR5L9A4RfuTJsAQnsmCDvae +hW19DPKNgBoRxUK1yOW9fkvPhXOql6L1TLWPGR+MpZuMoq7jswd9VMF88Ipy +beAeziki/bVA20Z0r+9pvj7Hjegez+vnwYjmz/petqWn7Yk6DinTBrRUiq41 +0lbmx0Z0b3k4orn3s08a+Bq4F7QOcBf4+0BHZWG/BKwAegEzgVnAcGApMAKY +AfQApgP1gdnA41nqO9L9KbvM8jOtqydQL0f1LUBrMdbtz5oJ6A0i1kCnon0a +8CgwFHWrgWFB9e/h8amHYyVyVJ5p/YzfakAoRf27Z0nfEmAY8CzwHDAOWA00 +Rv/XQDuAjgVd5XrKrAHGG+Ncd2N15GvQwqA3APPBF6yuvqst1xS6JoDeC1oH +eAx8ddPpnsOztmeofTvMNlKec68P2jBHvm2QI5kl9ivX6yZfdzkR5RBes9mO +Ufrz7hTtw4qbstzccXinY7G2+ZwU5dK7Lc8cVyVFeY/j1HB813W+uydyOS9X +T1FeY26KG+Rj1lfU/SnHGCviNsowj0VdLms97J8AIp5Ltu2jnXd4zButj8/a +fI5nHFX1uufm8oIu0z+Mhfr2U9j9eS0xvzTw9fK9n7GZd1kmf7vtK+t+1d23 +dkT2NfI9qKjner3tKGibOgAdgXYpynttbXMtrxHzDp/RmIcGITc9BDqQe9uI +9k6dQJfDjl3ACj+XzwXmJKt+p9vyRPTcfE1E5d2Wn5Wsc5vZpizzXOhNYBmw +FNgAbARmACuBPcAq4ADwrp+Z80bU9k+2xl3msZMi6nt1RHqpf6bblnmcLdb1 +im3YbHt4DrQ+Wc/2fFZ/y8/wPDviedJ1Ee0RDnnfstftlDvserYHILcDNA30 +2oie02+xH44lXz4b22W7DrvfOZ9H7LYM9W0DPgDeB342v8vtlDvrM4D3kjXO +QZd/cX/KrwXWJOt8JzUimQLcC0S0h+Heg2dSPAPLvYeQsnx7RGcnPDf7Mllt +rOfegmcrbAuaZ905zyXdPCn3C/96T8DzpdMeh3uafbbthPGvZThX3u85jzIe +u6j3APldf8J93wYqRrS34LnTAfuD67vdPjxkH9IfW4F19ss+121zPfP6c87t +Jy1Hmasi4nnm85zHXGN/v+rxVjsm3nL5VduQ4j7/ZotnezCiuKb8Kvdd5TLj +813H6M9eS9p43O25/Y47/mo55/Da/t/9M0X7wociOlt4HLQTaGfnNV7jjZ07 +mAseck6r4373Osd0snw155D67tfEebORdYSdT5s55zR2O9tqO1d2df8G1tfN +bay/x3w356GOV9jDvU5lj3Wfc1O/iM6choAOa45nKfigM/gnQzq/GOgzlYbO +p4t8xjEgpPvN3SmXzyWb2Xb6IOJxm0Q033oR8dzXcP9T2f6hXQ9bnv2q2M56 +plVsc+OI5LpGNEfOrzvwQEQ+bB0Rz/G5z+FZNHMf8xDPLF9PVt7Z72vmK1+j +p12XGdE5Nc9p33Hb8475Q84rjKEfnCc+tM4dzhEHHac862U+2mn5s65n+U23 +v+G+H3nsjcmX8/R+20Z7KJ8ekQ6ea/J89ISvF575t4goHppGdF4Sd1yGHBsN +XY479sJed65/q4his5n3nyHH0knnDOaXhPtSd/OI9N1v/3xpH73heRyxPGW7 +2FbeC/mcMiIkO3jWTT20g/dr5hnuQfjcwX1aIeyz+rbQ2Rf/rjIT9KWQzs14 +FtoKYzwAPMF8hev/YV6zoM1Be9AfQEugJ9DLuN91DwFDgWEut7DccKBTsnT1 +cB3bFgGvAU8BE5OVcybx2rD8COD3bOUa5qKebueYiz0W+052HdsuZSuPJUek +hzpG0pfZmtcx0Cag3YGmzEkoDwL9BvQzz/NIttoftUwmcBuQBTQGugLdgE+s +6yPraAcMdD3bvwB93P7pZVs62R+n+J0FxpjHfQz8yWz5sKPn1h4YDHRwmfVD +gGa27TH7bI3nPtmUZeb+Kcm6Z/wNvc+A/gH6FzAV/C/ZuofQj7yPzE9WHl8A +jEvWXmW8615OVn7vi/iIgfYOKT6op7f9y7k9a5DneE9bP8fpY9lpwM8YexTo +99kq97auke6/JFlruDBZ96O1nstk96fsercttM0TbO8q277K5fm2f4tlcu9d +W9x/gWOM8fdTtnyx2HH1mn1Dfodt47xeN7/Dc+T8ttvuZ90+zTY+b7vXeB4s +T3f7j9maF9disNe2g9e3qde4TELfuud3+LvyW9XBy9/Ez3Z5qO///P7+LQl9 +g5rfRS+C/nmBwsn6HjS/C/1IUN84HwgMAh4CHg7qu95PBvUtb37H+y7XPeyx +OE53y/M74B35veiEZIsk9A30/sAAtz8UvPztdero5P5R62tuu2lzBuLp3XzY +d4XEvwQ+3XWfAyeAovz/dJAtDXoB5c+A8/lkB8fj98rv83eu+xvk+9kng/nN +a/8vg6723a0odwG9PSF7htgm+oXyTS3DPgUs08xyNe1L9h/ia5Nr18T92bez +Zeh35q6Jvj5JWWYuXOT4GmI61DzjkjmF+eTbbMX5RcfJIsswnh+7Is4XWH40 +0CVZ19gw62RMD8beoy/oV9mKrfHuT36cy+Nc7u5ra5D11vB8OJeuHmOMx+BY +zGXMkWWSlScHOpYYUzf7G/38Nn4T1w90PePiNtBrHKuM2a7WzRw6BDY/gVi4 +q4XmOM/XM+9TzEG9Ld/FNrV2HfPN4/x7F2gv/m3KPqJ/xlo3x3jSOuf7eqTO +06A/ZCtPn8mWDxf7Wt+CcgnmBtBU0OLJKpcDrgeucx3bUoCCQHngDuAmIF+y +5no7UMD+am17+9qeAbapiPtc4zm19rzzub6o532f/f+g+7d1HdsauX6A2xok +6x7U2bZdb/vKm+c87knWvede4P1s3dc+Bj1EHr4MtVCs17EMZTuYbxtS/qJc +k5DsaApaDTRk35T1OPRVMdelGMmuo5/TQDeAXus+lH8xWzLrs8XTB6+Cbs6W +T3dky4Yw5x2Sfws4Ju8JaZ61QW8ELQRUAFqiHAe9m3+DSRbfBngdumqDHsxW +Dq3kNbkZKAWkG/mvqAu4LuDyLckai+NUBC4iZ90KGgFyQvJDAnRbtmS3Z4vP +AP9CtvrRzjuBrbbjZe4vvFfrHpL/6DP6+A20VQXdAxoNySeRkGykP0s6Vrgu +Da2X+m8AHuXfZq2zMmgVx9lNnjfratpHtShr/9ayfBH7iDYU87rEQ4onzvGV +bI3zkteN+quaFvU49HmM+hBjbUK6D3IdGYO1Hdttzeck63868H+F8P+n89pu +5/ZfoadfsnIdz6V45vOi63lOcy5b1wdzB68RzpvrUguoEZJvGodUZn1N4D30 ++R3r9262rinGCK8rntMw9/As6P6Q5tQ8pG9q3eo1vdVjcN2bhTRnXhcHsrWn +os4x1kN9Y0x5VsTrdqDnxb0E9wzcV3Ivwr3WcJd7JV/eI3GP0cc2Ueco1/V1 +Pc+2xlr/b9k6D7sA2j9ZfpvptrG2pa/703c8o+pvmT7eE3Jv2Ns88/X5bI3B +8653sjXv/dnqO9v9+b0xxnyNZO2rG3k9+JxQH6gHdA5JrhNox5CeGx7i3yJC +6ke+geWZ13gfZl7q4HJ96+vmtewKejRb63vY69jWsfRhtsb8ALSu9VBfl5Ce +Hdh3UHPt5/kcwXzG3M/rr65luX+nbS1tcyvnvgdA64V0vdUNqR/7M0/tzlZd +lRbKUf/Lq6C7stW+N1u5pIb9xXpex7wH8X+I8P+g8H+NMAexvjrQIKS5NwQd +2FzjV2uha5dx+6Dl7kpWP9JSyZfz2F0eL2HZHOtkPqrvdyT4Xs100CDjGNdF +JugNwGvgC4KeAT0KHMmne9gPoN8DXwMfAoeBb8yzbna29nV9Ye9foCeBP4Gv +gNPAvwb5f4AF2dL5dLbKrD8F/O32U9bNMT4CPvb47LMoW2POBz0L+iPwiXWS +zgT9zvZzHnNQ/hZ0IegftuuLfHovZleK3pWZEtH7OXwfku/mzAQ2G3xnZ5Zl +d1t+tutz3+mZbRm2r7TMHvOs+9M++cJz+tbz4v74D9eTv+Qyn194hshnmP+y +lQv+zNY5CK9lPovQ5jkpeoeKc+Wcj5l+b/5OrOVx0Aqgh0A/sK8PmXJ9qG+D +8wPteC+fYuKU5d+37AeuKw9du0HLgZYNyefkx2dL77Rs1e8Cf3tI8/rcczsI +fGmdTzRXewXE9tRs+WduttpPWeZLxwTLE7l/43UI+aKg21F3E2hF4C3PcUa2 +YpM2fOWY+w+Yl624XJWtWDpmH92CPm+AlrKdX3ju73o9DliG/r0VtEhI+jku +7eEaTgctjvIO8MX87LPfcy4Z0jVE/aWBN63npP3M8Z7K1hrNytZ7YIwbvp/F +92357hLfueV7rztT9O7rgoje830WdFOK3sXe7Pj8yvG2PUXvLfA9hIUR9V8b +UaxS9sp3uDe739fuy/fAT6bofYoNKXpHl+9z8V2Mp1P0/u4blnszRe/ePWd7 +v7b91PNCit7lfd8209bpEZ1d7bAuvpOd+24gbWbbUyl6/4zvBD9vesD8yIje +JeN57Msh/d13Xkjy1MN3iOdGJM/3tLfbB4utc7/18X1lvkO4wJTlrW5fZ7tm +RvzuYUQybF+Uone7F7nMseijaaATI1qj+RH556R99J79sNH2P2/5UcAr3L+2 +0HtynBd1vYa6Z1L0XtF6z5tn0K+6nu08r+BZBc8XuX7MV/Qv39fme9tzHTdc +l9Wum+d6+o2+3xJSHdv4Tjxjb6XXj3JzrG9qRDomRbSmGz2fLdbDOXC+r3vO +86xvfop+bzDf5TWOEb63zjje6fj50uU3HVekSz0Ox+N7hM9a/xLjdcvO8Lxn +Wt8y959mX250eZl1jvccGIdLrCO3nrqG8u9UycrRXzt38NmKz1v/OZ+wPMjP +wct5VpLQ8zWfhclPBV+LvxkBXenzCMqvMP+In8enuX6521ie7vYaCZ1V8NyD +PPXUTai9i2UqJ3RGUsFnIWyb4XMQ9l0V1HsFXX1OMtR1q32mMyUoWycA7YHx +Qf0vxoVB/b82fgOH//fxMWAO8CgwG1gU1P91W2g8bvnRQf1fNf5/Nf5/x+HA +CPOkD5iONE+9c4F5LrOe/59ylCnLZf2/L/k/MHvaPo5Fnv+Hbr7l1wHrgXae +B+czFhgHtPVcOWeeZ1VN6OyJ51E3JfR/1W5MqE9V6+gT1P9T622Q5/91e8Jl +8vQ9z6kaeDyecfH/utV3/77W197114d0T+P+6tqQ7oXXgRZOyMZSCdW/gvoC +oIUS8u0dCe0T23qvWMd20IZlQcXhk7ab41Wxz1t6DTjfiaB3+xyuvdecmGi7 +lwR17vas0d/zG+C2peb7u0z/TQrqrHC5baAtPPPkeWa1hOKFZ4bd7ZN69kso +IXsrJrQe1DHZmOI1mux6jrHY/ej3SgnNk74iz/W9C/T5bJ0pLvNz6lXJuo55 +3sjn8d9AN6ItD/i12Sqzns/0P3kPyTMM6uHzP5/fr7aeQtZz3n2eddta7zOp +k+dfpIXN83mfZwY7s6WX+nn2cbX18VxhqffMS7w/vcrt/JtFECidrGfPix73 +53w6B/gFdF225vdcts4HfnEbeZ5h/JpPYD3rmLOYu3gOQ3t4xsV583yGdf94 +n3Wt+UKeO315Lt/lc5GbPUZJj3PO46zxmRrPfMjT1meypZvj/uN96Rn7iz48 +4z35p/kkT1tvRNxv5fjeTxYGvQP3x+qg76A+HNL+OGg/ZdpPPL98yrHS29c+ +r5kxQeWkMS7fmVD+SiR0fT4NPONrtY/LYY8VCqncx3qpZ7R18fp7ymO1tW6O +uTpbZ1abstWfeqqFNHfGxfcus75qSOvP2PrN7ddYhj791D5hbHzj+GDdcfvr +Kt+nGAdZ0LUln57jVvq56Gnbwn0vz9Au2W/0H8fJ5+c6ypPnuRz9SVk+r5x1 +zP7o/tTDevbPtExOWN+O53f1+e4Y3wMbA7wCbAGOZenexhzxXlA86UFf6y8D +W1x+P6j73H7nmHeYWxPKK/fy7xQJ3SN5bz1gnWx7Jaj7GPVM4f97zcT9D/Rb +2HQ1+DOg9RLKJXe7/hj4b8KyhXoOuP9U2/Uj8zX6FgRuBkoC9TOl50W0NbG+ +l5yrmqO8hnkuoXvkjqDumbzXHgrqPQ/Wve76tUHJf+h69tlukJ9lnYeZBxOy +h7b8ZPsm23cvmU62v+i3Z52vl9iX3BfQb6/a/wft56Vuf9f20JaPgpov59oA +qAqkA/mB2kARIAcYC5vuBJ2aEJ8P/EDeTy13D1ARSAYquA/7FgZmJPTt39nM +30BR8KMTkq8EpAATUE4FHQxaHLQOUDdT41Sw3hRT9qNsZSAtU/LF3KeK6yp7 +HpxPtUzZWcS25rdMFa81513KtKH5eo6BEvZNSdcx3qhvJmhGpmIvBNyaqd8L +NzJ/i8uceyboMMZyQvr5m2L2CWdKx6SExhmTUF3Q9UHLVLetVW079VD/+IT8 +Rh9OTyiGtjmmpnv9XwM2OIc9b7rBuSsHffaAtk7ofX7+/oP/D4vtG4OX91Nj +XaYsc+lugzz3g3uBt5wzc8dg3twEbA5q37HOsXYkqPzLPPu29VP3C0Hl173W +84zb9wW1v9tkPWuth/pOA1s9x84JzbdZQmXyp3gt4pq/BHo4LL/QP18Dn4Z1 +rR0H/TKonHLSeMW54ZDzxQegD0PvQdBuuDd95XE5freEdLYAPcbvboM/Cvoh +8AdtDcueU5Y/ElbeYz3l/wL/cVg547Dzxlv2D/1wT0Lz556H+2bu0R+zH+gD +7pm/B34A3jQoQ9n19vdRoE5CeaK294ZcF+Y15ivafMj8KpcbJ2RnB/tzhmMq +mlA+iyXkgxn2f1OUZwb1PjPjcKZ9TT3UyWcZzoXr3CihffzOoPb3nMcoz2WE +50Z+l+NsoeV2mY8nNLeGCcXI0/YZ+3L/yzzLPSjz6qOuX2O9rJ/lNs6Fvixn +n0ywXxbYNo6XndCa1Pe82L+b6zlWNc97luvrOBfda5Av6rzQGCgN5AHKAeVN +WeZ9axR0xUHng94BmtcyeUxZZnshIGaQvwG4EUg43/4HO24DLUM+rFySVF25 +jrntz6DuLVH3zVNdOSov6KCEZJhb/g4qPm+xDK+bqy3D+n6gaShfy7wEml5d +sUj+Rtvya1D0XFD8wubYi/jecT6oeublH/l/T8Cf9XVzs+0kX9J5mnPhNfRv +WPbzfh3J1LjXMRdX15xv53yBWkB2ptrKAs2A5uavukLudpej9il98mtY95pz +YfmzjGWvwRjfBOWrcTnwRwHEF+j1oJWBKgXEX8Q+6DfjOteVAm4BrgEmoU8+ +0NE5krlgOdZTZjZoXveh/EiU00HHg/4L2X+Am1CekKO+g13PuqJAJvALykHQ +sWj7FfzAHOn5EfyAHK0v71X/gF4LufOoL1BA4+YBbi6g9tKW+duxwLpUzP8M +yimgQxOSmZiQr/51/NFXWaD5LMP6/rzPY5w7gTTaC1yEzG+ZGo/jljTI07/n +smR/lnnSXDtvto+og7qKeg6cy//68X/TYNxfwoqzc45HxuFPqOuJfD4vobhY +6uuO+xzGaI9M7Re4l+lpnnXcj7TK1D6kG9DdccMYaQI0NX+by3cDNYECjrFu +lp+VUE54ls8owAPglyf0PRJ+lyTLMrfZtwVcf7dpAcs0dWwzju+xrb0ytS+g +ja2Bx2x7jufHed4PtDS9w7qYB+7yGjfy2i/gsz3ohoTkmYtamLZ0X7bH7YtW +HrOi7altm+70WJwn50s/cj+Zq6uc+8ftn4Ttps1zEvLh3IR82NV+jJhn3Xms +5+dBXbPcT/G+/ztzSFj7pj9BF2HdL4D2wrr/E9Z9+e+wchHjg/vEvhjjAsq9 +E8qvPweVE37g/xXi/Rb0CbeNTEgP94HMSyU9Lscv6FzCPfwvQeVE5kDqYS5n +rrvB+n9yrrvkfEebuRe5BHoxqPsI97llvc5cb+Y35jbm38UJ3W8Wcl9aXfsB +5kP6aAYw0zHZ1P2DaOuF6+Q1zimsa5t7IcZ9Xq/p7/yfNai/CDogIV/28f79 +t6B8lPD6FLY899W5Nv9mu4tZnv3of+7juc8/i+szfwHlNd433gC+C2oPQ551 +yZD5EvIngRTzrHsP9ABwDvggU/njonHIde+5/Tz9bp598mVJB3V+4TL5/KBf +ZSovsf/71vu129KBH7gPRPlL0Het94Apy7/wGoLc96DfWRd1nmb8AR9xbWkT ++h+hbtBfgG/A/wj6Iehh+hDIQN9vQQOgk0A3A5M5N8i9Bfp5Qm2UYf/fPXf6 +4OeE9Jyyzkse90JCdv2U0Ly+8tzOZEoPx8yy/ZmuZ10wS/1pP/UdzZT9fwFL +gGeBtxnTCa3Tf87znD/nXj5L9fT7HeZZl4T7UGHK5Yi/QJ+j71U5krs2R2t0 +ArgG5b/RVpB6csTT3+d4DfL6Az7mdZop+zmPAtQBnEX5xizFAuPgWKb6UP4S +n7e5hgnxlM+XIz0F3PeCY4ExUcT3rd8cW9TLOfxtvUcN+oZ1B92ffRk/5z3H +U5ny0WnbnGsv47EsUC5Lcy7rukJZGuucY7ac/fk5yleD5rFNF2zjy7yWeS6T +KVnqaeR+5d2XcXuDdf9j+2kz8/owYDiwkWccoLtAlyT0HPwU6OOZ2u8y7zxh +nnV89n4wU8+sz0CuDehK0HaZenbmcyyftflc3TdTz7h8Hu7gtraZkh0MDMlU +rutjeY5d1+P1dv/6bm9v/e2sn239gGV+3uYze1Prbeaxqni8urafeinD+/Yg +84Pch/dcfiesU6bujU9m6v5NOtB8Z+CRTN2r+L+Oqnt+d7uN9c8lpJ/3fdrH +b441tM39zD9ou6q4fwfr65R5+f7f2Xwn66QNWxJaN64f76trE7JnHc+xvGYv +JDR/+pb7Ht4jeH/objrL/FC3U473bN67R1iG95RX3bery10ytd+uZbmR7kdb +hrs/4+hRjzEvU/uCuZm6z8/J1B5lhGWHW+5R2zPHspQZnak9xqhM5cZNmcqP +LyfkO8bb5oT2ItxT9fJYHLOX6fxMtY+yrjam1M2+tH9rQmP2vGLcMZZd4Hih +T3ubX2iedJHtofx22zXW6/pKQjG7iWdirhvrfk9Y91/Mg7wuee9NKL/9CfoT +6HWovx5om9Bz0yMJnZF86mfYvWHtdd8Kq+4z11e6Yq4vuu4zy/NZeg/oO2Gd +Le4DbZ8Q7Yr9UseE9lddEzqHPBHUWST38hWc69vaDj7jvxvWff9AWGNxnM/d +7wv37WhdTXxf2gPszlT+3AhsyNT9Zj1j2JRl3oe+SIjyHkr+efCHErqP7czU +PfGw5de5zPo3gb2Zyrm8j55MaMzjCY3JsZkHd2VKF++BR1y/wXax/QXroc3f +u+15y37v+u+sZ6d10Sc8g90PujOsfeEu0G+DOhf+xpRlnh1/HtZz04mwzqTo +N+4L3w/rDPug+56xfG7/7e7LM97P+JyT0N6qR0JtX1t2QXOdi/fA+r4R1hnf +636+5t6a++ov/Ax8kmdlYZ0pkT8d1tnSqbDOdbg3Zizy/PDjoM712iS0v33c +ZzY862F/nm+fDeoZfkdY5zzb+T/lwqrfyrqwznXonwfQP0F5n4PN9R6Re8V5 +5rc4puijVgnZ1slnThtt38e275j5T9x2zPU8v9wWln20h/a/CdqlhfYKL3jt +93qNGUO8/36WqXvwp5BfC/5gQnur1zN1f3/DPOueA1Znaj/wcUJ72u8T2kdy +z7oSWJOpPSj3c6esY4fr1ljHR+izDHQ/6GuZ2idtZa5xH8qz/oTbTtuGHR77 +A+vheCsyNf4+4B1gqfuctM73bTP3MseBJM41U7mIeehn0P/c9kmm9hXcm3Fv +QdmrLE/ZgpZnX+67rrPMcevgnoF7CJ5pHwNW0S/m6R/uvWnXNtv2pfmTXou8 +3vsU8l6Jtqyy7ZzDS8BUYAowzTzrDvMeCfpNQn74yb74KqG9LffbnBvvM5u8 +9twbvuW6Tzz/7xKKh2/8jLDfvjiT0Ly5X+VeLa/3bqynzImE7JjieKK/XrTO +z23jZ6Ysv+z1+tG2Ej/b5s3u96Ltp52/el5vu88066Ke5ZmOJa/7Nd5zMp7/ +F4P2zWTrXmI9+8zvc8x852uR1+cBxxV98Eqm9gbcIzAX8xphbuZ1wWuCzyKM +53fsh88SytOf2Dfv2sbl5lfY7umeB7/FwW94jPYZGM/HioCmFdAz5g8o3wLc +mqX7KPe4pbznvcW0lPffISBsPsvlkPlqBvlMy1X3M0YBl8nf5pgu7eeCm7Ok +n2PnjnmVZW7zvfwuoAafM3N0HfBez/rr3BbIEc9nk5tyZMcNoOEcfW+E382I +gUaBzkB/YADQ3LSF+ZjbHwG6AHHztbP0/ZB7XMe2BNASeBIYCHSzXI7bu1pm +EPAAcL/bqaMk9wU5kqkGOtgylG1lnnV35qhf+RyN08L20gel7SPOnX4unKMz +PtpXzLSo58R+FT3Hf7x3CubIhzWcdwqhXJk8aCXLs99N9lvMKOo6zqWE50t7 +q3iO1He3dVayDvqpmcevYFrRPHUV8RhcX8Zhpm3h83XA/uIZAcfjMzxt4DN9 +uvVwHPL5XU7NUQzmyVF8Mc74zFnM/YpaLr9tqGCe+7QC6FPG/vnDY3LsoOdY +1ZS20cbiWZLLPUcobr9ckyPbr85R3wz3K2HflbRfWjiGuruecdQH6As0MW1q +Pht4CHg4S9dGA6Ah0M8ylO1omVqWr+Vyfcvf5jVqB7TP0nXJa7iN+QezFE8c +I2IdvD7rZOnabGP51tbT3utdx3L3MkZyFOc3gzYG7e051bR9tKlBddwraBdo +e+ShDkAcqAQ0AhoDa3P0t4NFvH4LSI4yy5ur32DsPU5Dxy7gFHB7ltbuPtqK +Ph0YGzmysYPtZD3tKGLb+ti3pHOAucCtOfJradDXc3QeWCZH9WUcI8wLvMZi +njPnzljrZL89bF/yez7D7R9+76dulq5xXt9DvO78PhH9NdT+pW+Zu7hmpWw/ +14vfOQrl6FtK/N7Rg9bdlrGYo353gNbzOPwOUpUc6ed3h3q4rq71UGdFy7O+ +l/WNsM7WXutqtp1zeMzzauO5/V9TZx7n9fT98VKoZkozn0lFiihJia/MfIqa +z8y8P0M7mtGiRFpEIVvJrpAQWSN8iexLZE1IigpRiSIpJJEKLUryez1/59Xj +64/zOOfee+65+37vuc1dt6hXh1gWcT44CRlHu00f5nCL7Lef5XWyG3WpndPZ +zPadLZMw6lpv0knO75ZJ1PsOScTjdOcf/Qz9e4XDIA7UZ+KDfPrJI5Pobxon +UYb00/QNe9o2/VnDJOybCLdXXVtI/RE+S+avyA/hlcKzBG9Rt9OhJwqer/PC +DXvK7nrXP/RBwdNb+EDx3Z8X+qMYP+gDHjBA40YduzkvxhPigN6pdvYHzyjz +jDff5fY/xXa4MZ5NsAx43nacv8kL/VVfO54HpcO+sXC54DPyWXi28GrBmrxo +Y7S19ygHub1onozgWdHF6ZA7y+knn9CptUKw3PgNykN8C5yWjoKP7fdRteuP +RJ+j/Gkr84fUvXT4e9N+ByRhN7oy7lZ9adnE+QXhrHBpEmNpcRJt7CHBw3nR +JrmXhW4u2jtt/RLbY0fb7ZiELq8eSfSb9Ffc47o3L+rbJZaBn4F2u8H0feaB +d2Re6EJDb1cqHXEtSEeY91rOtLyYlzE/K0+i/pYkoaeMfuFWQb108OM3kdst +ojslMU7car6uDos+6xyXNWX+YF70M2OcB1fYLrH/45w/V9gdP7dYBm1osuvY +ZNdH6JucT+TX9Y4/dbuF+8n2SaS9m+N0QhI82STynLGAfvbYdNyLy08HD/lM +X/2+6xj9+tAk6trZ6IqriLIdUxn9Nn12K+PWphmr2G9uaNgzBp5gmnUPdxG4 +B87dhC6OI/lHO73OaWJcejkv9Mm1ToeeulbCfRLrumPulMS8hf35I9Khk62F +8JHpSAP8+L/d8vA7XbhfErInWX6x49zRcW7guObJ/6vCPdOxj0S/xjyFPor+ +iTGE+Rb9FfMQ5mHMLZh/kD89nNf1nX7kHmk38oqxknVWNdv3sFtBEnOJI4xb +O4/zkhg/GTfx08IysCeMfW2/l90mOQ9nUK5KwwfEMx15Rfm2FO6VRB2mPh+a +jjrYVLiZ+53m5nledF/X/efywrwuL/oH5NJXTLN82hn9AX0FMt7Ni/5rEGO5 +8MAk+qtPRJe4z6Afo83RN9J/rRKUpiMseFZbzrcG6Hfsh/gjg/hjf5j9EVfa +00TLp+zbpEMn4lHuOydaBvbzhI9OR76RZ+ha/CIv7kuconb1iu1wY17E/Ogj +4UcqIp8uq4w++DmHSxuk76EOMRY8kxf9/wRjeOnzGS8auf++2XyHpKOfOFi4 +Igl8aWWsG1k/7sqL+VhGcIag0mempwlXyY/8+kewSLBRsMkYM/n+eEXU6ysr +o/x+dHmS3mVOc33J2V/QVvCnzNvzwrxvfvByR2RMEndAuCvyeV7cF1nm8ocf +f/Ag/+Ik5C4z3zqHu4/vpuBWz7IJ4yf7J0zicmo6yuAU4R+E1wrmCs5NgkY+ +aZlnucNlni88JAkaeZcId09Hu+iWDr/wD3a/R5+HbObGS82z3PFYYbzD9JdO +43Kn5Se3h5PTkUbieVES9fWCJOoQaSStO/NibN5hmaQP+mrxNRR9q/DivLgn +siQv7poQt+8cv2q+Y/KH3X+3/fd2457J0Z7H53tOn/J9lBLf9emZVX+b0twj +iXn9VV4DnGn66vyIw2+WP5H1gOBZwRMVUdeuUv05Pz/SRro+oT8RflC4Jmfn +8rc+L+JKPVlrecj9zOVcw2XdwPlCPjQ0jd2VSfCMSyKfGjivMr5jU5wfdW+L +69UPDo+wLksizy5Mwh2+pW4HtIlPnV/fO49pM7Qdymyz3eFbY3va1hrjqoKR +gtvyI29GJjGPYu5E/0U75d7TPUncGbojiTtPR/kOFBhza0EdQW1BK0EHQRPB +CYJ75aeN8OQkypOyzHM5NnX7505Ve8HxgiN9Z6GlYFISMrmXdYJlNhbcmQS+ +nX7F4XV0PiLzEMetjeN5m8uS/K/jOBLngy2zg9Ox2Xl1fRL5eE0S97mIA33P +lCTWjo8ncb+Cfa8c52MTy4OuYjOy6lh2E9s3dl9An3RcfvQdzfKjHrU2L37+ +kt8D8qOfrG074tDYcv75V59Yx3yMO8yZi/Kj/hW6bjYXHJ4f8/S/zHN+EvXz +qiTWJcylfzaQroXm3WX++W4He/gW2AzvR+b/yGbyZqTzaJTr0jeuT7Xcpmq6 +DXzlvog+nbr3q/m+cdi/Oo24U46k4+4kZCBrTxlAH+G8Pc5trIbztbnzuLnN +xzlvGhg3NE2cWljWxCTy8aEk6iJ1Msd1tZHrawuHCX9a0C4/xrcDjIl/O/Pv +sU+bbm/7dpZ7hOv8hfnRHmmXAwVnCa6hrgsuFlzketLFdfz+JO423pJEm6I9 +ldiePnPPvgf19jCn/VRBz3/lS5mgIj/SS35kXV8S81XYPrE9/p5Nop99JQlz +md3bWj7hPJxEHlFelZZfYbeellnhcZ/x/7/mez6JfDrN+QPuZZo8Oik/+gny +rFxwoqGl7ehHegv6mG5vM/462e/p+dHu+wqmJmH/lPBj7mseSWIsJ2/ZP+rs +fG/lvG9tu76Wc4LDbuE49Xa4xLujw+tnv11ddv1dXvRbZ5jG7rkkxq4PksjL +C51ffSz3MsGTcusm/DTzgfwYJ4+2PZj+9okkZD+aRHlRRo+7XuTbD3l7ieNZ +4ngwlrZxHLuaBndzPIjPSKerg9OGjEsth7IYJBicH3WWMqXevpiE+V3hF5LI +p2nCZ+dHnRtovkrXE+rTWbYfaJ7EYV9knp42VzhfejselPUQl/dgm0+03Um2 +O9FlNchyyxzepZbTy0A5trO/lvbXx+GNEryuNJwn/KbwFc7D/s4v8u1clz35 +dLngPfHdIfyZy264y2KYefFzpeVcYTnYn2feCYIRggXyf7Pwx8IzkqiL04Un +2z9+X0siLi8lEc/urjODne7r82OudL/gAcE5+VFHOzuuxHm0859+6Nr8iDvl +SJ90suNOfGYnIfNV4evyo1yvNZxtGRPt7yKX20TTwy2jh/OKsMc4LsOcJy9L +7lDhN5Kw6+L4DnB6rzJ9hs2jHf++Th92k52P4/Mj78jD4S67US7Tuxw2cbg3 +P+r2JNcL8J2mx+ZHfSIv7zE/Yd7kON9ofJPLb5zghvxIwxBj6uf7nvOxFhjs +MkH2vCTkzRGem4TfhUnE6XKHuSeMcxzvyxy/UTbf7bDGObxPkyhH+hbynrHm +GdepW1wGzI/nkzfOq3OdX/Ndv99PIq+vdL4yb6aPZN68KAlZ1MmvBU+J/iaJ +8Ic4XXc6nuTh+fZ/q/OctN3nsqQ+Xm08xfRNjgtx2jdX89wczaGEp/CnDX/T +CHqUqI0WqW/T3P5x8c0WvGeM+THBZ4IZ1CnBUsFrglcFi22P++uCzwXLjF8z +709J8H4vPIf8EDyRH2l9knKz39fs7xXLXSJ4VPC24B3BJ4LpghcFc+0P/yvJ +M8G75v1K8LXNU+33bct6RPBDEun4Tvgly1xkmO5wZtkP/C/Z7VPLeMdyX3Ha +FzufyLNp+ZHGaTavEuwUfCvYW+uvDcJ7Cf/peG8X/GX3nY73drvVFN8m4erC +q80D70bBr5Sn1nLLhf8QbLEZ+31SwYO5hqC64GeZqwn/RPjC64W3ClbY79Yk +yvD3JNL8X+fBE/9KE/6q2W81y4Te5niT77/kh311x22Lw/jJvORtVbmtE66S +Cn/bnOaq2XDbLxt5P8syf0vML/uPLQs5zxWo7QnmFAQ92ebd7OkI7xLep53S +I3pzOuwfF11ddjXLVa9FVxPeKfuHRVeV/ZSCsH9QsLfc7kaOwt2rPPzuI/yA +8P2CqYLp5n8RWfL/X/y1i3Dv2UPbb47wNOEnCiK839hnFt5XPO9XBH4cfZVO +x2Sn63mH9Zwx9tMs46GCiNs/7JnKb63yiMO+5ZFu6CcFL9gvsvbNul6yzlN+ +b86PetZZbl0E7QuirBY5nzcnURbrkijLt/KjbFe6LVCGPwo+Eiy03Uq3v08t +52fz7WmL9BFfCN6w2yLXj09tph6ts0xkf58ffd/T1H3F403htUn0uWsd7sz8 +sP/Sdj/afrnjPNPwpe3os3/IDxkLTONvI/tKtDXhd5WvRys/3hHeYHvc15p/ +t9NCOujDaijfn6EulUcaaAd7p6K978iPfmqGZLUWz8vsN2cDT1LZFcqurmA/ +QZ2CMEO3K4iyoVyeE38T/Ao/K3/HYyf8vKCl6ad5eyb6KeHGwscUhJ9X5Oc/ +9gs+VnCI5XdyGG9mQ+Yb2fB7kP0jk/CfEd5f+AhBfWTKfBL87ANnI69mCA8S +PltwnuD1dKRlgfBMzq5EvyU80OEWOQ5pm1+3TGRPk6y2ol8TflHmDrS5dMS9 +qePPOMJY8IHrCXXkQ2PqzK2uM9S3bUmMM4zDr7o+PCx4SLA6ifq2yfh515+F +pp8TrEmib1yehL+Zrlv0kfSVNxvG226F55efJ9F30Z4Yv4j3wQVRDqTrSNqo +cE3b487YRtqYZzzgOL9mmro2xXaTnZaG8tOgIGQxp3jSfl93/Zxiv6/Z7lDx +5dIvGWM+jD5CeX0AZZ6NvoExmf5hRxLj7i9JjEV7xrdN5mGsZ3xjPPzM/GuE +d7m9/OM22V/pbKA2cVc67BgHfnTb222+3/OjvH7LjzFtsWWvyv/f3GRLEu2J +fuwPt2naNv0bba1WNsbCX+23iscdwmIOwpi2Z1xdnf+/uQn0Gofzre2XOS7E +aYnjxBj7ZxLp/iMJ+8V2I170gbR78uw719E9cyPytaXLq77bU0vTxwlquyyo +47VcH+gzDiyIsqlpu1pun7RT2l5Dl38rl+lhlnWkwyKMp7LRP0wXPkq4jaCR +2y0yXhR+UmVzuOgn3K7fFr6Td2r5UXbznKa/na4X8qN+v+g2QptgvDjU6SEe +Rzn+pGNaOto78pc5P8jfA81HfF6T24nCj7m9t3V+/KP43CK8Wzi3PMa2lPCt +wtcJrhKMEVwsuEiwSnyjhL8SvkL4SsFl5rnEfGMFVwuuF1wqGGG3n9Mh7+t0 +uN1g3m8k60LhL7LRj412X3eB4NyCCO80QaXN+BsvmCj4Q35uFP5VeIXgfNFL +hEdazuWCIYKhgn5O0/VO12/iGye8QXiZ40YcxzsM+DZnY97yYzbMV9vvBs83 +amiesSYb+fC98ELBYNGfCJ9SEP3zyQXRL9MfU05z5Dcr/L7we+LrK3p+Nuyp +f+8JdxPuXhB9NOMIc4l3hXsId7Tbmc4P8oWwBghOFZQJegoqCkJ+V/vtbr/I +PKEgwthDd7X5A/H1or5UxDjE2LEoHfWG+sO481E60rtWuMRpJHzGvN6CPk5r +b9t1th1pKHZ+4GeQy5myettpm5MN3r7mJz0lln+Ry5Hy/Fh8w4ibcH/hcwrC +/JDa06uChwVD5PaG8IXCdwnfKXjebvC8ZvMLqXB/WjBb8J7gGcGzgjsEg+R/ +kvDp2fDzuuC/gtsFE+3vbLlNFh4g/DjnQoJZqaAfs/lewT2C6YJzshHucOEz +BdeKPjkbMp92+G/Z70zz3y3cX/hN200VPJoK81TLfcnhPO/0Pmd7wn3R/h4z +/922w22Q85y8n2R/+Cf/HnGa+zn/9+T3cOf5UNPYDXSZnu26eabr4ruqT9cK +z60I+wvcpge5/Afb32ibz3E4yP5QaT5L+KNs9BH0FZ9lo08hXPqcL9LRH30n +fJj6r0Wim5dHWb/m8qIcKdPzsrH22+XxaZjljLCsoa5rn7gtLxZeng27L7OR +F49Y5gj7JS7nuw2eYTnDLWug86O36d7/ah9nO8/70RcI11F/slD4FcGMgpj/ +Pi14S/CUYOa/zLPsDi9+PqJdCF6n/QoOKg+ZjYUPLw+3A4X3F7xq+hX7wzyt +Mvq19UrjZzJ/KlgleL8g1oWfmsZtrvFi058I3hS8Ybt5tj+iPOLcsDzolaKP +Fl4q/Dll6/h+vEdGRfQ3T1SG+Q27L3J6Sfeh8r9E+EjjeQ5zk/vz37Ox5mQt +yZpyt8e4bdkY124riD7+OmP69b/TsVb83f0/PHvGF8aCrdlYj7wjuorwzQUR +1k2CHXJ71PY7acPmv93ujE+MNYx1W7Kx5mT9eL/jcKvjAS9rbWRvTUf4W4S3 +md7qtTh8d5j3TvP/mY719g7hv9LhDn27efGzX3nUoTrCf6QjHsj/Kxty/s5G +WKzJt6djHv9gfqwD33T5UH4vC+YLFhTEOJYUxBhEO2fsKS2IsYT+gjGHfp22 +PMz2p9ttjvv8ucLzBOWi38nGeMS6qavlnuZw+lsWMhkPGEfOsMyulkv4Ff+K +U2IzbkMc7qfZ6IMWZKP90Qf1Md+Z9lfh9GCmD+hrPsIb4PD7OU7EZ6NkXSP8 +k/Cn6ZinLeSeTjr6vSXC822PO/WYdkzbYF+B9ko9LyiP+ty0PNoabY52xp4H +dfolAzR1u0F59BP1ymMuwpykZrvgedn+cKeds8/Bvgdy2bugfb5g+n2bnzfP +HNsRR/oY6nfd8sDU9ycsD7kfFEQ7nm78kukX7QZNO37SaaxfHvWJPqG+6yR1 +c779ImOe4zbXfp50Pj3hMF91+uCfb/lvmo89ZPaV2ZNYlUQd/iIJmrUbex3o +mkYH3zHCj/lPgUsrVJbWZd+D/w/4P8A8/LmAbkL+pzjW+v7aWp98Z+tj5y8J +/t/gb4v3rb8ePfbIPNp64PmvAT3u/AfBvwz8qcFfC6Mr4k+6x8XflPd4Oern +hDfJrUYt1S/hnpkqVaqL7iw8W+Z80dXEM0F+jxY9QPbXVoRO47HFmtuTBtlX +QfcO+rlF70TftXhai+4v/q0y54jewn8Bglam/xLUMf9JhfF3Cvrw77SO64sq +Qg/qG9Z9yr+f19aIv4mvLox/APnPmD/RxtaIP+6nFMZ/pfcVxr8k/FfB/w78 +wcf/ffy1N0LxvkH05cI3ynwjOn2FbyXe6DBGN3hh/B+M3vtxhfEP21h0h3eM +cmtbGX+qoSsandLo7n5nn9A5PrZj6GRtVRk0urtv7Rg68z+zvsqmhaH3O9d6 +9V/dJ/5FQmf4W/uELkt0gKN7/PDC0GGOjnt0hq/DTfn2U2HkEXl1sXALmd8z +P/rS0V3+//rtZd7b/OMropw7K25VVWZ5LruvZfdPTckiTEET2S9HBy06NPnb +HR2b8vu36HKV6UcyNxTPx9RHmQ8UfZrwMpl3iefzwvjvnr9Z+aP1FvktUH27 +gfovvqbi7yO8WHyNRC+hPlM/+OeddKD3VvY1FbcagsdEv1sY/7byL2oT4XrF +8S9pQ9P8P1mHf3eL4z9p/qduVRz/nvOnOX+G8ucn/6E3K44/LPn/dJ7k7i/5 +H9BOC0M/9OPo3RRsU3zmU17F0Xb2ET60OP4MPEB4QmH8nXiz/fI/7VR0gRbG +H48PUq+U5hlKe2FJ0Cmlp4fyv67wctnnoXMGXW+imxRF2kkv6b5N/DNl305+ +jxd8I7qz8Brx7CWe1egE5n2v7Bvy9payFF1fuJFgleiDhPcRFIl/X9Obla69 +0bkiWFQz8vbpwtDj/Yzpy9AJ7rSgI/vhwtBDzt+8/C0+tiL0dV/L37Zyuxw9 +2oVhP124RGmsw/texaG28HUVoZ8bvdn/kXm97I8rin8zaa8dKqNurKJOiR4p ++/HiH1Mc9Yb6M7Q4yoCyuEp2pykvKnnjK/4K+qCcMJ9RqnKtrf5R+A7x9ZBd +r8q4Z879cu5Un4zOvZxwG8K7dfEPFe7PO2XZ9xMeJHhY9mcL3yU5w3jXWxlu +8JxeFHc1uZfZjr3Girjv8XBF3Evnji1/Xk+pCF1BF1bG3X7+vy5Kx119dKGe +JrxvOt5jo/MKGh1N6Mi6piz09DwkGQ9WhG5HdELyPoJ3CdxNvV/5cJHi+XtJ +/LvNfXT+gKyaDp2D6HDDLzrYRlbGfWPu1HOf9qyiyNszncZHJaed8m0K77RF +P+j8fFl4sPx25L2/+DsUBc+b4nlA+ATePtv+Huqk7O8Wvk8yV4vuJRnPyzxH +9HPCjwp+FD3V9CzRj5j/XuGzFNZJ6FeSzE7Ct8t+k+hTS+IM9GPRZcLHyu1z +0b2Fj+JNu+g2wp0Fn9hvqfh+EN2tJOgjZHeq5LcSflf2RwoXCn4WXVQUumoX +Ip82KHhZcbsFObQd26d5827+kyRznujikvhbmf84+Mu4MB13yyhr3m50EL68 +Mt7CoxOO9+8X8N5beLjsm5MPktOsKN7Xo1tudFn8TcPfREOEzysLnWroQ+N9 +/ed+47+1KPQjoKNqfVHo/vvZNO/V0W2LX970n1cZf9wgr6gy/oTi37HhjHuF +8Y8PNH8z8X9NX+EBhfFv5pmF8UcY/8rwZw1/35xiHv6g4Y8f/srk/yP++uGP +pKs892AOwl9v/AvEP0TEGX2s6Ini/zb+cTu/MP4Aauew+M8Ou3RlvIXh/jX5 +uKko9FOgiw09VOihRB/m4el4E7HnrQH/wLd0G0SvK/p+uT/Pexfuov9VFHo8 +0fHFXXH+m++ZxB1v7rBz3/70xPcXkqC5nz6qMu5+cyeeO/NN0vGuiPdB6Pzc +Zp1XnxSF3lx0WaAfY4t1OKC7YKN1JqDPAf2l/68voCz0F6IjsbPazAeqe6NK +Q7fAnH/pN/jNOjc+LApdp+jrQOcG+sjQP0b+oAN3s2WiW/TcytD/gD4udJOi +axQdv+g4ZV/nPu/tNCiOv3H5D7qRYCt6s4vjfxz+KOEfE/5hWeS5DfrJ0e+N +TvV7/S8L/7Pc4b9V+H/nEesw5/+fBz3H4z+Ti9lPUZiXcBZWEWec+dng2Wjd +4Pzjw58K6DAfmY5z8gvT8ecU82rm1+g55+8F/h2bRZ8j90doa+nYU/1BeKnP +sX6lbMXzvXn4s4z552zhPK0TZovn52zc7bnGa1T0daP3nH9h0A+PXnb+aONP +upT1eN9XGXuXb0j2COFDFM/zhc9Lx7niucIpyT1YdCP2nGQ+UPTAdOhTY+zg +ziBvebjbPIw7JqIHkQbJTtLxtqMsHfZ7+fx9WkW8k9+tch4lt+ayH8M4I/te +6bgHPjkd98l7M+74LOeMdLxT4753J+HO6XiHAc09fO5j9xC+SdBafsfT/mjD +yKqMsHJkf5nwzaTNPIcoTgWi6wsPlbkx+4v4EbQUfX067uHPsPw5FbEf8Ghl +vF3lzvx53MORXe1UhHdQNvxdXxl7C+yfsJeyPB3r4nUuU8r5wcrYW+CeFmXI +WSD3urib9bxp7Dgb5P7EWJfxQ+bnXsldPh/BfZx5uFvDHR3uJXEnhfs83FOa +Yfpl+8Ev94A4G+Tsp0ZBxAX5nEMuTiIe3/psfKbdWFcucNzAC033VB5UCDqk +4pyS80rusNzncAl/ic84Oeuc5DOeOx3fx8xPGq53uuGH/jAJ3hfNz14o+/Cv +V4R8ZL/iPCAvuFPDHit7DmuzsQeYaqd4VsbdjLtkX6Vd7KWypzqLc3/x7y+7 +FyujrNkzYh9rldsmbfRtt8cp4nlL9GLmNaJXpuOMZUU62vW39N28ixGdZ5k1 +vS/BHQ3uZnCXgj2ocY4vd8vudrlMNw3mrtBUu8O3LInyXJrEfZK9JPexyrhr +wv0NzNuzcT+Fux83OV8pj+3eA+S8i/STD/94r4y9FO63cJeA84lX03GXgLOS +mcKvVMRZ/R2V8W8yf/bwhxf/XPMPLH/CzlD/m8MdsOL435m/n6sy9xbU4H5Y +cfwBzR/FtVj3CN73mqhacfz9xx+A/BHGX0D8h16lOP7345/EmsXxlxh/ar8p ++Jb5P3/fCH5mbi/8aHH8f3S38JeCHgr3e/5XZ60lejH+ikMf+BfCS/kTXfR3 +/K8k2Fv0W/wRVBz/E40Tfro4/pfij6qHBOtEP1ccay7+dCwRftz/M90r/Gxx +/EH1jP3+xr8+yBDUl/x5rPOK45/5guL4+5u/S/nbNMs6UPxlwsWCY0V3Zp5G +/EWX83+6ICO6B+sUQS3Rx5AOQXmN+Oc9j7+B+IPDNP/MNxY+sDj+fT9I+ARB +E/F3EO5UHH+68798e0Eb0ScWx7/z7C2cVxx/KfIv7wb+rOsYfzJC8zcrf2vy +Pyl/F/L3IH+1818w/wTzp/n6jvHP8GrT/Bm80XL445c/yvmLnL+3+Y+bvxH5 +G5Z/yfkznX8l9/yHy/+3/CHOv/D8icvfuMwHVnrN+yl5yJ4A9UtwgOgPi+Oe +IvcVWXPenY5z59HC96bjnsc9wncK6st+UjrODDg7OCUb9sf6jgF3To5yG6Fd +cNY+3Wfc3Dvhngzn0c1FP86YkY0z81cr4q0UY9zz7FUkEW4L9n7Tsff7AX1I +Os7QudPyUjrO3rmjwp0c9oVfMA9ngpyjz5SsPzlnk5wP03GujZy5lonst7Jx +1nqX2u/L9D+iJ1aGPXdGuMvD3ST2jmen4/z1GNNzqQ/KwyXCv6QjTzirmSE5 +U4VvkZxB3ksZLNyNeiP6dOE+xbH/MFx4tOB69riEBwq6i+6Fu+BU0X2FPxak +2GNx2e3kby7hDwR/8weX6YPEs0D4QdowexqELzhMdKnwHcXxX9fdpid7H+AT +eOT3huJ4H7rIcxX2phkvSM8VxfF/GH+EXV0cf33xbxp/ovHP4vji+IeOP+r4 +H40/xfjj7oHiyNtHmWtUxp9r/A82Rfiu4vhr7V7TU7w/yfnjFcyFBDczN/HZ +5D22x/0Y1cO1ittxwm0FX4luI3ys4DvR/7H9T6ILhX9MYjz9Srid54oHC58g ++E308eVxfsS+NHvsHQTbRRcLtxdsEd3R9ustk/PEt0U3Ko/7rtyr425nP5mP +qafyFG4gXF/Qol7YNRUcLegrt4bCPYXb2O4Qwf6Cw+3n4Hrhhv0B9YL/CNPg +loYDbfcfwbGCwyyvqf228PkU556tfMbGGVnL8jgfbFYe4zhnpP/lvwOfpXL/ +grkCdYAzsl2+88DdB86GJoj+MxtnHJx5cc7G3Uj24msLf1gR7frebJxHLHBY +nGVwBsB9knXZmEtw1+JPy+ScbovPxbi/8YvPULhrUSk/uUpThXBW8Lfsy4TT +gp9FZ4RPEzQXT//yKItDRZ9eHnlOOZwhfLIgX3QP4Sbu0xLz/sd52N3yCadU +sLfsOgmfxBxDdHl55D1lcHy9iNuRwgNcph0EHV02OYJagnqCAkEz2x3g8hsp +P92E+5SHW4HjULtepLeR/eJG2g61e0rQW34aC/dy2qlDpzru2HdzfiGna3nE +qdh1pI3jCH2SoL2gnaAEGYJSwXnyc4rwReXhDl8nQYJc0i3o7DzoZBmdbC5y +fS50fAsc5yK3Cep5T0GZw6owjR3nzrU0J5tXEXX/AOchfmoI9nV9b2bZ5FEr +QWvnEfZtbdfI+djcdscZN7OMM8vDH/k/rDziO1j4KJdjG/M0dn43cjgHOT6H +O0202Sb1wt9+NtetF2VS33EG9rEd7TPPPDXMQ5/R1PaHOM0160UeUG9xoz6f +VR7hUs8PNi9yTikP/s6u44c6z09xf0Sfwz1pzgDzy+OMcIbp6uVxzsud7dnZ +uGfzvvA9KouPvUbGnrPcWdm4x8hY/BJ9Q2WMtdwReiYb98he4Ly7Mu6ZMdZ/ +7ntE3Cf63P3MMu5fZOM+Gvfi8Mt9yf9m4/5Psefb3NvhXstg4bxs3GmvkY27 +69yL407pZt+f3p7EXWLup/LWg3cBrOXrCh/I+kf0AcJNkC+6lfChpEt0a+E6 +2bjvuE827rRx12xpNt4L1PBeR+1s3M3LJb7ZuKvHPcyffE+R+4qcKQ+w3++y +cRdlJX2b4GvW1MKjmeuYHsWcRPTVwpdx30L0VcLnC14WfTln1Nm4Q3Sx8Ejz +4+/BbNxN5E7pOMEG7iEJX5SNu0DcdxrBnIZ9G/p1wXrRtwqPESwVfY3wlYJP +GGt9/s45O/dquD/HXRbuVnGnjjt8X2ejflBPODfnnhtn6txb404Md2O4J8O9 +LM7IOdN/Mhtr64eycX+GdeJq23OHmvvXD7jtH1Aedym5D/1ENvqknu4rGNO5 +/74+ifuy3AH9mbdT8nOi3M93W6afGlEe/TL989Dy4KGfGyJ8dnmMp4wL9HX0 +feeWx/09yp27jStddt9mI82Xml5WEOfM3Fk5pjLOhvkje1B5jCPMAQ7x+MI4 +c7R4WhfG2R/3bV7zWHmw5yTsYzXyvIL77dy95L5KTbf349wvnVQZZ7030jdm +4iyA87ohsn+9KPYeC7OxB3Ec5VAZf3hwHtFX9ICiOHe4WHTddJx9rEzifjV5 +2FZ++shvO+GO+Bd9Yjbu4nInl/cyu5PY+0KXWFeZbxVPH+F/krhbTNsZSL2U +fQ/hatl4D1PD9Fdup9wxnu1y5I0Md/p5v8NbFd6hVLFM7h1zt7yLzFdJZrds +0INEFwuflI35Yi/hY7OxNmkm3IY6LDotfLjgONEZ4SMFJ4g+QjgRDBddKtw3 +G/fzhuJPcKPoSuEK6oPoTsLHCy4QnRW+SbBG9FnCvbMxb+1MfadOix4mPJm+ +gr3abNTHMo91FzAHFT6Heif4y3OYnQUxn/m6IMZWxtO+gmqCP5gjCU4X3cVj +746C8AM/89Mdppm3wl+9Xsxhtnoeu8V2zGmqWyaydwn/UhDxQN8E9/rRx7LY ++1O8D/0yif0X5tLcvWefiXdnvN/nPf8I87DfxtvAZX4Dxluw2X6H+aHfD/JG +kLeTvONj34o7/Lw15s0r77h5b3i393Z4o8q7x3c9h//bczbm78zHyBPSt465 +ovODfKjleUd1j4OYmXvhvrfd6tmtuvOY9Oc6P7qVx3jdyfO+fPM08vhf27DL +fvbkKXK7lEdYzLu6uHwp53+Edwvq1Au6ivAm4Y0FYd7kdJCebU5fNaexqvBm ++1ln959s3my/zD3qeC6CvpTd1h3BnJa49vL65if7Zx2EXOa06KdaY/0eX7sO +oINkkfsH+on56i/qqX9+gb6EuVG9mGf2rxf1uZ9gvNz6pGMvsavtcb+hMvYa +npOMm0Tfl461P7qM0MuAXhfmDNyLYj+TseD/19iibzQ/+wOXK65nSN7o8pg/ +dzU9wHHBDb1n6PxCnx760zjrOUU4k4TOrxOT0FH2sM+P+iehX6hbEjrx0CV3 +pu3Rk3NGEnuYdZX2pytDjwo6J9CBw9kDfThjVvckdKihHwx6ms+L813PKEv0 +0vxlfRe8leZ9LO9q0fOAXgb01fDfEzpm0KWAjhF0B6AHgHf0vEnmDTX6TNBf +cnMS+knQJXCf8OgkdNnwV9SlSeiG4WwC/S3oBLnW9ugYudz8S72Hj54E3rbz +Fh4dCOg+QO8EeglaWf5q70GzH86bbt7K8g6XN9G81UZ3Ae/rec+P/gTe1/Pm +mrfYo8qjjlxWHv9qoacEXS7oOuAdO2/G0XmCbgt0qqDvhbf96A3gf6u6Ti/6 +T9AXwf9ZtdwP1nSbog3QJra7jjPv3jPvLzMNTtwPd3F8znGfPNSYeT5rCNZJ +3QU96sWaoLvtOtqu2Phk09l6sSYoNMZcXi/iRbtkzk7fQt/Deo3+/XT359+6 +L1hdEPSvNrMXQd92nPFywZfGP7rPYA+EfoA9Ddr3CtuzD7ChINbLrOcyjiu8 +a9xvLDfvCpvXOA6rHAfiwhyKNSvrO+Y5yDnX7a+12/mF5ZFe5l1nuT3SR/Ry +Hpzm/DjNZux714t524n/sru4POwvLQ+atef5xn3q/W9c7GQz4bIevcRzwLRl +FRmnXTbsxRztPDjGdkV2Z11a6nrC2pB5Imt85ojtnW7MzBvhZw55smUVu061 +tQzmgCWW097+9qyvS21/vMuc+rfR+U6er/XYvcXlQplwJ5s9HMqFPa6jysOe +vS/2db7zXBR77k5zv3u5/VFPvvK8ADfumnLP9Bv7+95+vxD84PDBy+y2wXOD +XR6j6rgub/RY9o/bGG2N8XKr8Ta3xbpuj/DUcLtkjVvVbnVNw/On2/EO17vd +rv/fOz7E88Ty4Cv2ngyy2M/BHvmsf49PQm8uOm9JN/eUP3FekCfsf/3peQLz +pt+d5u+d9z/Yjvz5zfZF5TE3Y89pvfNzT77+7DB+sP+15iePj/ac5d2C2I/7 +zbK/d1nAw312+gX2D9hz+MLp/cFpZq3BPVj2P0lDa5fz107XLy6nb8yLX/bd +PnPbXWx6lc3LXN4L3NaXuO6tNg0/+4RfOKxv7YY994I21Fa/zh2MbKzfWcff +IviRvVvhIcJtUzEXb5OKufrRrF0Fpwv6pmLN3TsV642hqZif/78f+R8sXCI8 +jLNo1siCk1NhPoX5tyCxLOx7mK+7wxps3nPNz3z+Ee8h4HY1a95UrG9GCm4x +QE9IxTueSwS3pWLNcTbn2uaHjzXPQNvhxjroYq+VbrNfzN2dF6TlasdrkMMg +rAudhsR5UmaMmbVYmfcl+gmXO93nCU512oq9Djo6G/J6W2YvwmS9Y3Nv27F+ +6eU1UVen4WxjzF0MnVnXGAba7hiXYXfT4P+4HEscxlHZKO/DsmEucbjdnXb4 +u8Hn8CoFHVNxXl5sutJu8LS2zG5OI++iigSF5oeXNR5rPdLKfg752c95dX86 +/iPgXgXlf0Mq3un81/Q4wZmC0YLLU7HOgx6QirUhPKwBy7ORFx2ywT/AfKwF +z0/FWQXrUPKateF429+UCr/I7mwZY5ynF9gfa9cbzTvC+HzTcwRfpGKv51BB +U+fpRKWnnvBt6di/4k5O42zUm2auR4eal/Lhvgf5OSEde1/cdeFOC2+eeI/L +u6fhjgfhcicE3rGVIaOp61LGNP7ZH6CusldwhvNugPP1POft2FS0Xd7hXZqK +92yXGWPe084m2ky+cNZDu+LN2x3mRc7Dlsl6HHve301yOYwy3x2W/7DLGP6T +XW9Y+1/icPrZjXie6zhQby52WA9Zxul2g5+2TJ/Rw/3SWPsd4zgT92FO71jD +OPOUZSNe7CH0dxww97fsS81DPp6QjX6QfoN+kTZHG6cN0VfSzumH5qZi/5B3 +g7zb+yAVb/sWpeKt4EzbvWT7S7PBxxtD9hjfTsVe4mLhd1Jh/tD8e/xhZv/x +XfMssd03tkcmcWAvk73JT1OxdznLccDMvuLaVIwLvKXkTeXngoWC7wUfCZal +oq6/Z/jcdj8IPjbPWtM/OB7Eh7jf6TpAXfhWMEOwSjBf8IrtLsiGmb0awl0g ++C4Vd+heclro0+nbn0hFO2DP+SbL5z0obZjzSNrsnreWU83DGSV38a603Xjb +sy+EX95pXmE+eNhrYgzo5b0r5LL39KDLnLK/yrz3Ok7EbZoBeoJ57nU6bjUf +e0/9smHH+9N+HnvYN+NN6v2pMJ/hsYq9uweEp6Sift9vDA97zoQ3NPs/N3if +SkWbxf/TprG7zf3SrekoW/J4h8v5B5cjfRv99ggDNP0/fUcnwUmGE1PRHjrZ +jX73C9eTPfWF95v0Ewst+3Wb37M79eUNu412WVKOpzkeFziMAQ6TfdPhjk97 +9/UdvCfKeEbbY2xizOxmHsbK/3ivsdJyi9zOacvQpOWYbPQFjN3MSV5zvF93 +mCMcLvu39EvsSTLm0z8gi3162uESp+cN++UsgPe5vGOd7fKgLC7wHix7sez/ +Y8ee5A3ZaB+cKdBWXkn9r/yhaSe8X6ZNcP4wxnI5O6A9067pY+h3eFc81/6m +WA5nDpwjzLSZOkM4tFfqJ/0MZxOUDWcNyHjOcj6x7Jkux6ddlrzPXuA8e830 +QsN3rl/Inmb577tuzHH4kx2HJ833jul3nKfcF+HeyHjmsemYw1CHb+DOiegb +hX91vfvcZfFLKs5a6A/pL1em4vwFd85Tlrqs4PvWeUQc0EOzPRX6Z762vw+c +7/CtJjyPWbwF3+hwCf9ny1zscPFLX7zNflfZDrmcpaHPYi9B1YI4JwI/ILxV +7ltScRdng+MIX7WC0BPBnB6Z6MohntzbgX44Gzx7me8uy8KetUB12U3Jhrwl +ju+6VNQbyvUn09jdkQ13zqHW2+0fwW3ZiP9Y22NXpSAwPLudxi1O+1bjLXb7 +yfL/thn6K8Hvgj9SkQe/OG6Ehd3t2ahDO1PRT4HzxZcqiDr5o+NP//Ol69d1 +8rM8FWd2N/osgPqzwnUZt8+cXuJ0rcdazvX2chyIC2lBn8gW88NLulc43vMM +c21X27y5LoO9XM7bXKeoW/WdX6SfO61//Cv9mNFt0sA88OL2WyrO54CatisQ +3iX8lyDPsqm/ewv2EWySuZ55Cmy3ORX25D/nd7uN65vmTAQ/nOvd6fpDPeK+ +CPdG0KXNGTD193bzUK/pt6gzVVyHN3jdzJqXdQJrFPpmwice+xZEm9juNnV/ +Nuw4f+S+z1KvqbEn7ZOykd8rnFcb/tUmqji/GrpONCuIO20pY9I+NRt59Fg2 +wm/sOEx13eC8CN7Dzd/E7vCtdjzxf5DzcW/T4Or2V89+0d2E/pcXHNZBlvNm +OnSLcNeOMqDvwD/1eYfr9N1uw7RT7EnDX8YFpvGDX8L91Xij290enUbIwW1i +9n/ts4HzJN95RP5vc9p2uh79YLzW9JduV8SXczrWdpwRsH5j/Ds8FTSYu/LP +VsSdxHFamzQXfwvZHZwNt8S88LDW5BywXSr2CNqngpex+AjbsWcwzHKb2X9z +j7uM19conDq08XT4b5SKNwB5qdCrVzcVAM29BO4n7Ed9z4Y/aM4+uVePXr8h +viOP7j7uGZydDpm8GWDsZ/3LvfGW2Zj3MK8YnI57C0McF/zukVHH8oelQx8a +9/aPTMWchHGLs07mG5wFM5YR73HpeNNAWKyhx9rPON/br+v4497E8SF8zkx5 +G0CekH/XWk4TyzrBvPDwdmA/83Dv4vhUnLd2MD88rGHZR7g9HetV8p917B0y +72974o7fU5ymLk4X7xKYr5FHlG8Pl+eJtj/CPEfYzNuEFi5H4tnzX/lM2ptm +I4zjXU9OdpjQvKfIT8UcgPshuaILsqGbiXuz6Ebj/QTzXvSI8C7mIu5Qqn7W +y8Y7C95W8BaGNTluO+0H/gvSsabmjQzvTYbzRqIy7NEzyZsUdG6h7yrfdQ+M +GfnIQh9Xa+cNedTCfQV9BmMXYyDjF22NdkYfyXhHn0C73Gh72uEym6EneIxj +rKOPp83Sdukv6SNXmAd59J87HEfSvNx88Nxi/5yDE5+/HSfqP3opeVPDXgT5 +QT7uMqYe8GYF/VW1jDH/7jpPXeKdDm9z0EF2ZjraYp7zB95c818ut4apeEfD +vZ1dvsODXHRk1bT8zQ6LdzcHWCb1opHrA/Ut7To32nen+5sXtwON25u+Ih1x +4I0P73Hox+ivGloO/nh/hD614ZaTtgxkc9eIe9iXpqON8H6HO0jkTQPkZOPu +NDoV4SHuvM86rVTz29rqy0rjLfwx+2ouzduvYq07ayr/hb8vi/9u1wmflaO6 +LhgvaFSi/kK4sXBNQXfR/2SUZuFLBSfzBjUn/LTLCTn8lbpU+GyZBwpuzgm/ +FwunSsIvci4RPCi4zLL4l5m/lzeWxT+5/Gv7Be9oLb+9+XrY7+ay+B+Rvwgv +tRziQ7gTBIMEp9gOt9aCnoIKwa2CwdyZMQw2f67id6rwXsJbyuKPQ/5bnGC+ +PTyjhPcXrl0Ssg4R3lQW/zBuK4twCRM+5I122EMEt/EmWvBcWfxn+p7wnTKf +J5gkuFDlVFBH+SU8TObbBXfkBH2OzWN4M+20AJfbrobiMUC4lvAl8r9J5T6g +NOwpnz9UdkcLnyboRXzk1kxhXVUa4WcF5+YED+7HCLoKLuIdrmCi4zDU6SFP +W+FH/ltIztXCwwV5okcKX8UbX8sCrswJu0lO77m2P81ueSVhV0d4uHnIG/6H +5c/YX8vCHru7nK+X/6tce9p8u+NJfK9wXo1x3k90/OuWRLjVSiKOxzguGZdT +ifOjsSAR7OO0kmb+FeWfS/4wLZX5QPM3tP8DcuK/SP5OrJOEP/zvbb4DzcO/ +rvx5xf+G9WQ+gXqVE//08edVjnALmY+gTgrWqPxaCv8i3JF4COo7zBLL/E5u +xcLbM/FPIv8K8mcl7eZkyyIc2maHnGgvtNEJNg+0Hf8J8ida2yT+JeSvLv7P +4o9X/uXiD8EhzssSp606/nLi30b+YOPftyOdb7ifKDhEcLCgraC24Fin+QSH +/0dZ/E26oyzSi8xlmXDr6PTmEob9HiXY1+VykuWfaHf4cgQ/ZyLMHzJRzrVy +oo4nLt+DKAuXC+X5YybsvhduI1xTUEOwoSz+2ub/7pqWgSz+kuYf59n8myy4 +T/Q887QxXxPXp3LTjW2u5jKhXOfKz93yO6csyrCB03yE+fZyXnVwPswviz+V ++Tc51/lR23WttfNlWVm8M6WfaeT0lQk+Lou/6r8S/lRws+h3TE93H/664AH+ +vC6LeBPf85wGMG3xNKePdJ6EDgL1OYXCb6PrQrBGsFbwo2COYBn6YwR/Cd63 +3Y+2/9xuswXfC34QZCVrtmSeyDgm83foFRG8nQnZc4TfFSwVPVN4m/BiwWeC +7aaxe8/xILzZmTBPz0R4hLsD3SiC3wWfCN4QrBS8KfhN8JFgs+1w+9pm7BcK +Xs8E38JM8Hxjv1+b/3WHQVhLHQfSN1e4Qmn7S2kcXBrpIp3PC7+ViXS8KbzE +aSFNx4nvAedzN8FHoruWBg/ufwqezEQZIOcFsP0/I/OLwtMsG/vnBGn5v1ly +WjmfHxDc77yGfsf+n3fezpD/14SfFl4uvELwqvOXcn1Y8JLTu8w0+GXLQ+4U +wUEK7wKF27g04kkYS+xvuvOKvPvKeblAsMl5/p3rCbJOlv8/0ftRGvXnXbtt +cjkttCxkvmj32Y4DcX7IdeQ90w8KSikPz51esl/i9Wwm/FJ/HrJ/0ptizBN/ +89KoR3/sqUuZqA/vCV8ptyKNjzcK762xp4vazW7ZXyNzHdlfIHyG7IoE/QWF +xpjxmyOeEfZ7oezyha+QuansxwinzYuMsTKfIvu7SmMcH5kTY/m1MneX/Z2l +EW570TeXRv/RR9A3J/i72M89chslnqeEq5ZE//qX4ny7zG1lf0Np9DcV7o8v +Q5btBwq2Kk/OEj5T8I3oytLw2088DwhPEnQRfUdpjCelHlPopxjHh5kutbnS +4RDe35nox3dmwg2eoU7HsR4H+HOcf2T5O5X0MxdlPnO4wntc8WlfGmW1yOW1 +xTR23wreEqwSnOq71m2VB7/KvKFWzE8PJX8kp6nwIYLxbker7Hem5dAfzqoV +7XKWzZ86vK2mF9n8lv3MchjMfwmTcmWORzn38NjAHOF0QT/BcYJOggsEnQXN +KAPFZ3/h6iVRnzZngoZ/X+EWchssnoauA5Q/4/OInBhTKe/zTWN3pPieFP8J +pRHOhQ6rk3nON32+43G65fV1/NrabrvGlRVed/D3KP+G8n8x833WFTcKlmZi +jF0h/KDgUfoS9/n0c4sy0b7I4+cy0Q/Tj78mXJu2pnhWEd5XkIiuIfwl5Zer +PqUk5gblrs+/yrzR9osFu0SvEV4Kn+jlwltdB751/0y5fSKcQxuT/FrCNQX9 +RRcQltzWi+cD+ttMjMHMK7ZLVq541gvvYF0kOlf8H2ei72Ac+TwTcwXmLV+L +5zfFYaXwH4L/iH83Omzk9pPlvyr4RfSHwp9mYvz/Qvhv1jXir0NbFH2I6C3C +6z0f2pQJOsf5TFjzFdY84XWCw8X/J2s4ufWW/EuEm5fEnL1+SdBTmXMIH1kS +erHQf3V4Sei5SguPkZ/u8ntBJugLRV8nfJzcXhDPwcKPZWLMpBwZvxh/7hF+ +IhNtg3Hw0JKYx7PmGi3zANmPYl4s8zTmIqxTK5UWdLfQ3wpuFM+twhMEY0Xf +LPyz+PKVro3CazMxvyOvmPuVuT+B5xeXOzz0ORsyMcdmrr/adaae5GwW/l5w +mOhtwrfIbaTTOEUwSfQk4YmCZ0U/Lnyt4GbRtwl/Kz/bFNY3JZGWayT/AOGd +gv0kc4PwJ9QV8awWHiE/g+X3CuHprENlP411q9bz52ld/wdvb2V+XPYvUZc9 +lyX+0PShrH3+RJ+A+GswT5D5IfHPhZ+3uLKvJfu1os8XvVV4vWCk6O3Cr9FO +xL9Q+En0MimeTxTF3sJo8ewU3pGJ9QnrkQ+pD+J/Cx1gMjdQ/CuEzxZcLTpD +HgtWy2+hcCvBc6LrCx/NHE90G+HTBaXiP0e4bSb03SXCwwQDZX+55bwr+8OE +h1A/ZN9POEu7EN3F9FrxtKNeC4plP1Q4nQmdeOXkseAE2Q8SPiATethOycQc +gDnCfbQ/pfMM2W8Q3iRIRK/iLTb1nr+AhMut7+tF4UfIL9nPEN6XOiH+fYQf +l/kZ2b8qPJa5gejJ7L3I7Srx/F0c9H9F16Vey+0U8YwTfoA65zoAfbbo26k7 +9IniP5j2LXhFdGPhu5k/iOc+4dmC90W/XxL2nURfJ9xMfCvEf6zwI+73eG+0 +QG6LxDNfeC/yVzybFbeZMn8u+4+FZyFX9HvCTfDvOE8iL2R/tfBEwbWiH6ZP +ktsX4jkmE/xzRDcXPkjwkuhGwtUF410fkDNCfu8RniC4SvRDwq9QzzxGMNdl +Lsm6oD19muKfYd2v8ead/eRf+He5HS77n4R/y8S4yj4J9swR2O86VXwzxV+J +HirPjZrnhJx7ZF8ivFF8h8lunfB+nrfV9Vysrs1Nc2J9epLHQMbCOobatuta +FrqnziiL+OTL7ptMhNnN4Q4uC/1X5woPKwt9ccOFT1baaigf+gufVBY6pvoJ +n045yb5PSfyxhc4a9Or0kdvz4ulWFv9w8X8FOlFJYxenszvrQPH0dNoPs1ve +v9JX5PlInsd95gKHMl9xXnyVibR3sn3NJP78rp/E3Ia9KcZ89idaek7DngF7 +B6caetruL/Shac6w3nuM7MmxRt7tdS7r3VWZmCttyfxvjwMe5kmUNfuP2+R2 +fE7wVFc8/vTeXVXRNRW3f8qi72JvMIfxVuaHlQ/ZsuBv7P2ZGrzj8H5FU5ct +6cx3ulLOB8qaeRf8h3hfiDpDXjH/b+F4Maf7MxNpZ5+Hv8v5Kz2VhD17i+xP +tnR+YeZ/et7iocuQ+BY7XwaZJu17i+cYdBsiT3EdqbS0Fi6hz5H7MciU+TzZ +HylcIPPVHoMalMQahLniBLl1UnqnlMVagD2A/YRvZI9A9vcjW7BZci4UvoR9 +B9mPZY5XEvt2zYSfkHmg7J8ui30/9jgPK4k91SHO81FyayKecWWxX3eF5xtV +SmLPbh/hjoKPckKv4PXiayj+68piXcC6gb3EY0tiLsk+9p2ZWGey/v3AfTJ9 +81SZn5L9ox6vWcs+Tf9TEvvN7F2zH868lP3VBzIxF2VOeq3C28t6/6Bbir6F +/WPNt8ZI/mHCdVlnia4mPJk+XH7vz0RaWKMwB3tZMI/1qfBU+R8gOU/Sxukf +1X6HkyeCEtFXMf8R9BI93vYHij7HY0dX0dcLv8ieqeS8IFwqGKtyKRJOBFNE +lxGO+FqJfyRY5r6yP6Qs6OvNXyh4VPSJwl3Ft7f4+zFWCL5S/E8Uniy3MoV1 +X1mETRxGCD8o8wWyny58r+BI588zgg6i7xF+RHCR6JfKYm98qOhn6Z8EV4l+ +w3Sl6EedJzsVbm/GOkEbhXURdUewXfaVwhdTP2Q/xnQD0YMZ9wRHiD6f8a4s +dHWisxO/jWV/LmUuqBB9U0ms86bWinGF/Wn2wVhzsrfAvi17clUFVdy/MAen +/ePve+pybuiyZK3AHiNrgJ6SuzYn9Fsyl2TvlvVmFfGuyAk9synLyHfftZfD +2aQ6dLDKYi/F+etMhMfcf2Um4rBEeHet6K//cdyRg47a7pqffUq4wu25wy/6 +eOErBc+ofl4h/KLkT9N6/D3hXwRbRP9cGmmplRvp6YoeQsaCoogTcduz7wXG +/FEm9i2XuX+r6vxhXcy+LuvbDpK7SOF2Lw19sEvIm6LoSxkrdonnwqJYp19g +HaFbHC7z/HcKVa6ZiM9Wp4t1IfurrJ2gt9t8Kjon6TOLQpfsdtM/CtdWmurk +Rhq/czrh/9Pxuawo1ryXFsW6nf1s9lnZY2LtUNPwg/edkLnWcqu6TClb1oDb +vGZcVyvGfdZvs5X+Ccrnl4XXC1aK/oYzO8Fnor8sjbJmjGU+sH9u6Fbd6LqU +K/OZJVEHmCMwn9nqvQTqHDp1t7ldsPfa1Hl7EfVB6boYnaMKY7vC2iB8uONd +xfmyX27oaR0uvo/FP6Io6ldz1zHaAu1gs+var65vDVRHT1JdrS98EP2I6DrC +4whPcm4oirr6d62YW1wt8zLZX2N77Ajn9qLYO7pDuFdJxOesklhfM39ijsF6 +lz1hygXdsyXirVQdGS88XX5vEt5fYfdx/4acnxh3S2JsGuGx7H2l/zblwyus +5XOjPqxxnYDGjvU1+49zMtH/Mb/62nV+lff65sj/J5KzrDT2RNnnpswPUNjH +Kg65ZaEfeqWgem6MuX08rn3jNkT7QYftgpxIz579o8msl4piTltcFPOsn2vF +XsPyTOTnYuEuCnuG0l7CnqHC66JwG5bF2QL71Zwj9JH/54VzhVeKb6fivFF4 +fibKlv4E3c/kVd3c0Bv8gfuNScrnvsJ9KqPO13E9uR6ZCve6opgnEjfiWC03 +0kteEU/aOHPm+o4P9WcN+tc0z19dHPmy0v4moD/Wen2RmWe56JReSr9cEvmJ +H8anDe6z6R/ps3LdD9Pm6rjdnVYU40gv4c+U5jlK++LS0E38ue0bMY9RvrUp +C13KG53nrDU+8H7LeudNXm7kG/vV7wiPpk9TnC8vir0d8p19g8cURrnCmsie +Km0Dnc8+x1nnukL85rrO/C2+jeJfJ9w8N9onbTM/N3QgE+4vOUFjx3kXZxuc +OVAHJir8Mytjr/5Ltzf4UvZHeOz/EP4/4j9K8alVFn0Fa5amtt8HfcWlkYfE +C37aKfWEMwD6xm/dP76gdM4Q/ZRwvdzQNV0gvIS+zP3b/Z4LMechrJ0O7/1M +xHNWJvov+jHGSPbESBP7fsxPmQdypszZAv6/qBXhfmG/8zynetlllOf8gneX ++fsqHu/5jIm4sJdPe90hc0rp3VUaaZ1re/q5+u7rDnE+k9/T2PfznvYGp5U0 +p11OhP1KrcgT0kYad7mdMh7u7THxC/l/VXIWcBZDnES/XRplt9v5zFqPPqlL +SZTdWpff5+JbKP6lws8Kpop+tzT2UBmbGKPYX2TOwXyD+VtVrw2py8xpH6kV +5cUYQ11n/djC86VZkjVdMj8U/icn6iL1cCtzXHQyl0YaSR/x5cymqucGd6uv +eMr7xujfbqc6WVEZe7zEf67Lij6Mds0ZLGM34yXztZa50Q9wHsTZE21shWS9 +ofh8LNy3JPL9lJI4J9rocelHuf3qtjPf9gs8TqxxnSWdlBXpPlTwN+NjTsik +jQwqCf3htBXiTdqb5Ub6GzuexHe52xblxJhwhONMHpAXzM9IR3Xbb3J8mEce +4HpOucxzHnxgOdU8vsyzHWX0ivOYtQr7b+uVt08VxfyDsYl5yR9K86Eql2pl +0VeTrjsrojyruh+h3t6g/JnOeCe+7uI/0PN8dEPyf8H9rGXE83RptDXaDWd5 +B4tvlPiPFn5SbpeI5wm3o/fdZv4PA5t9rg== + "]], + Polygon3DBox[CompressedData[" +1:eJxNnXm81dP3/6/kzvO9RZEGSSmlcM5J3DNfQ6ZyQ6FURDKFoqIURSqkMiWp +lJTmEopUQsgUIkIo85jMw+/1/Lz29/H4/fF6nLXP3u/93u89rr32Wms373dl +9yvq5eTkzCzMyamv37JkTs5lRTk5U4QGonOzOTk/V+bkFFfl5JSKvqtHTs6C +WE7OsdU5OU8q3FBprlfa7kKx6F8TihN9m9BU4b8zOTk79fzfQpHSD485ryLh +Ouis4xoqXCL6dOVfHc3JWaHnJ9bl5MwVeijdWcI80a8ov4lK30lYILqf/t9H +z+YIfUW30Tun69lrhSai2yjPLorrLrQVfbyeGVKRk3OvUCN6it63Uc9l9T3P +Kv6tmpycU/P0DZGcnKMV96O+5xjldZ5QX/kdLIwTfYFwkOgDhZtFny8cIPpx +lTGid01TnmP1fKX+G6y4rsJ+oqP6tq9FfyPERP+r/E8WfVWIn6LnDtDz+wt3 +i75PZeygbz1VeFT0A0JH0WeE71+k941W2vuU9la970/ll1ZeA4V/RHdTmgf1 +rcOFlOi7leZZpT1S37ta3/uY/jtNeR0Z8v9Lz9QWuQ/sk/R38D1R4R7ReUl/ +ayTUx5+qr1mqrzHCD6ILk66bzkK+6Kqk2+I0oUD0CXrHbSrLRUJC9DXCLtH7 +6f3DRe/R+2NK2yc831pl/KzS7x6nsu+r/3ooboRQLvpoPXOhnr815HdGxO13 +mtBN9C36r0DPf6X4G0Rfqnya6luaCYNE5yv/vYovU7hC9HVK863SFuu/0aJb +CacqPFjoknH/ekDvfk7oRPmE+4rcxo1EX6I86yuvfYWLY25/2vbeEH+r8ihR +3t9VOP9zhMdEH6e0w/R9k4VlomvUPqtUnuZ6ZpKeHSCUiK4ndBN9XRhvo/T8 +v3q+ifIcI/qjuNq/QPUr/CD6SKWZq7SvCDWi/1P9nir6mtAew/TMj3q+XM+P +Fd1O/z2kuOeFqOi9St9F9GLhaIUbq0xN9G0XqYwjVdbj9d/6Io856qNZ0mm7 +hPE/UXk2Vt5/6R0jRc8SahQ+T5gneqXQV3RaWCj6D/Whh9R2o4RvRJ+nPPYr +VrmEPqLH6P2b9P7tws2iJwpfi35TuEl0d6X5Qe/eX+l7i75IOED0j0UOXyhU +K/ytwr1Ej6DPqWxVev9torslPTarih1/K/1N9BHCtaLP1jefpnH7q9LcpbH3 +qer4VNX1EcJW0acpzReKK1P6s0WPVJneU9meZ74TfQVzkuLqCecyVoQS0bv0 +zJmMf5XhUJUlV7hd9GvKs7XyPlF4XfTNGY+VliF+ivL8VXl/xHwheqywQ/Te +EO6uZzL5Kp9wkugH9N8+1a6zu4jX97TW93yu96f0/ozwhugFQlJ0Vtha5Dnv +KNGPZNxWlHG66DuVxx7lVag8Z4o+S/mdoPx+Vvo6pd+kdzZU2Y8V3hB9CmVW +fXcVoqK7Ks0njHXVwRmiz9TzHaKuQ+ry1KTLVlzs+qH9P9D7XhCuF30V64vy +2kflGSp6uNLEi93m14iepzQNVLbWwvww3zGXDhJWMzcKl4ueIGwRvZD+rbT1 +hYezrm/aYneF56ddwlMKPyh8JPpdYbroJ0P4MT3TuNp1/KDoH/Tfq4pbLHwi ++ssa9+3+wkc17p/01ZpQ3hMYs2qrCuHYuOevfD17mDCJ71P9ZDX2Fqs8vRQe +lnXbrxCuEH2H8J3ot4Vb6G/M2aJzhctF99TzvaIeo8fofecofFbUbXyWwn2F +cpXlyyL339q4+06pEBHdUSgQ3VroJPpXfcP9+pYnhd9F79V/VxZ4TOwSPVVl +bF3pOZjyzxBilZ4T7sh4PmSubStMpj9lPJd1Ee4WvSzjuWK48IToOpW3c9Rj +lLFaqHc8k+c542+9v2fSY2u74k8S/YKeGVXpOeZx0XOFrOj+tAl1q/nt7gKX ++Xfl9aT+u0RxJwvLM+7vKdEXhPmpt7Cqwn34fNHVWfMzI1S3o1W2dfrvWqU9 +S1gi+qaM+2YzYRxxSleo9AXCNaKHsIYVew64OMwH9PWjQvh4feuL+pYXhOOi +bh/mlogwKMR/p7jvmd9FD9N/XYo9x10Z5jvmsmNDuDRp3uAuoUJ0pcrwhL5l +NXOg6IYx80b3CA3gi1Tmm0XPFU4TfZYwT/QtIZxLH1JeI4Vq1ibVQfOoxzRj ++1mtwY+rbl8TCvX/QcrzAT17v3Cg6KHwRMXuc3zPUP13qOqmVeAPf4x7LbtV +qKe2Wqp39lRdXiesEH0L7yz2nHpV0vwRvGG1cH/G/BO8TQU8hOjLlKa50p4o +jBJ9tdCBuVq4nvmaPi+6qTAi6f7L2KPPPCT6M5XnDJXlSGGb6H2Ex9X3Jgl/ +qf9dAk+oZ/fo+/slPQcyFzYudvhGIVXsNNeJvivjvsGaOE30ycrvaI2tBkJc +9MlKs6PIa+AprEWq36TqcbP+SyT9PvJOhvzScY/NuJAVvSjjvsiYmyl6vPrr +LtXt38IE0YOTXlvrwvpGe9C3egs3wbuoDVoo7SHCYNET9V+fYrcZ8aOFk0S3 +CPVZqDaaprq5Wvhb75+Q8draMbTHmcJMtf2NQm3G/Z++fq5wA7xl0msBbdJf +9G9x50WdfwVvk1Ybl2k9FTKiv9V/fRQXF74UfSk8up7NhvabIJxX7DFG/lNV +fy/rO47R/PyEvv8MhQ9Ufa6GH1f8bYqr0rdWCreKnqM2/TVX+at9N4u+XGX+ +QGV/WujLXMIapLRnC12y5uHg5V5R/CzxB9OU5+V69z3CPPYHqp+ntdeaJsxJ +mH/9Hy8stIU/UpqxxS7z3aH81M0tIXxZxGWpEQaJnq7/hhd7DIwL/Yu+MFCY +JHq1sKTYec4Xfb3Kd4zK96LeN4C1WP9dWuw+Sfrbkh4LNwl3hPf10ruuFS4X +vUN1MCDPPPa7oq9Tfkcov+eV37nKb6jCrRR+TuH+Cr+hPD5UXsuFDaK7Mscr +7jLhxPC9fNviUL4dwq+iXxM2i26hNLVKO0g4SvRb8AuKe0J4UfQs1eGjqstX +hNkJr/+spQOE8eH7yfs94dnw/juU11Khp+hjst4bDhIiokv1X/MKv7MJaw9r +UIXLTPpFyuN+5bVReE70wqTb9jlhrehVwgLRbwtPi35NeL/YbcD77xIuLjaP +Mj7wl4y9G4XbRccy/tY7Qv2Qnm+5U5gpehk8WLHb/MGk91PsfdhDdGd9Uf0f +wL5R4dPD/mJBhfdcxJ8kTBC9SDgbXlPf3Al+XjhK9BA93yzmPSN7x37CM6I/ +Ei6E1juf0rs/E16hrYSWJXqX8AdtqefvijnPher/+1PH7C+EAtFjFD9G8Ycr +voXeV6T/miru93LxXKJ/1Zj+TfTBFQ43ZD4XXcIeUXQy47mjl9BJdA9hDnsp +4eSM2+Nele2KMN6Yr5jLbmUMUl965zV6dy+hBn5QfeYJ9Z3JwvSEeSp4q4mh +fprC74q+ROggOp7xXvpsob3o+/XMw3r2BuE++iJtXOw2pr1iWc8NCaGD6BlJ +t/WjwsPM1/AIymt2KP9DSY89+tAjoucwJos951J++OcrlfZu4VT4V71ztt49 +Ungg4fHM2L9bmC36MWFKscc44Tmq/3qd9R7Nf3m1qj/2DCrbw8JZop9XmhmM +LWFT0nu8C9VeB1V573ejwmezPy23POY5zQHtNRfsL6wWfbjKsFlz8Tfw/Anz +D/AKfdnjwotlzZs+JwwXPVdplqjstwt3k175v6F55k89n2HvKXwpukjxJ4ke +1cP7dvbvVXr+BoW7K/yu8n+kzn2evj80yHdO1jP19exO5ZEU3Ub/da+wDOhw +0Rk9/5Le96viU8g+FH5X4YP1zNkKHyW8z1omxEJ5vhL9ohAVPabGvA08TjuF +WwkbRH8udBLdWdglemMIdxTeFf2HcDSymqj3pj8Jmaj53fO1VsbD/vgTleUQ +laUl3yD6RD2TI3qH6BNU1sYK/xT4q7jo1sILBa4zysd4py8PFDKMxYz78oQQ +Zr0tUFvvLPL+izqgLrbC44g+Qlgg+lWhbcLrwzlKf2TglxgPw5TX9CBfIg1p +vxdqRB8vfCv65dAfjhF2FPgbjkuYZ75B7VdSZV76qaTXCvr840nPtw+IHsyY +COOBsbwsxLOnZm/9OPyJ6HvhWYo9R5Oe9al9zHMEc8VVSvOk0r4qXJ31enVY +zDzJw+o/97FGFHsMLOb7VM9t1Ldbs+ZGXD7e/UFYz5iPbtCzDwV+hvX/+Jjn +XObedUrzTLHH4JOiVyQ99t9kDQvrcSRmnrpPxuOVsbs2pH84470QPO+cjOfn +pjHPyXUKdxQuqDCPzviKqE4/Uf3uW+j+Tv/covCPoX/c1MP7DvYfj9W5fX9Q +3EKhYcL9ax89+1GB2+farMfqfPaPoh/Rf48r/lbhDvqayniQ5v4ThKYp8VzK +/2Tl/5bKM0f5r0l6rZ4oLIVf1DNX6dmpwgTR4yljodfw20W/lPTazxq3POn5 +lLWPNWdl0uvP08WeYwmzH87ofa8zh/I9Ga8NrDkHUTfCU6K3B37tOr2jd6Hf +eb3o35XHYSp7d+Ef0d30jTORwWqOPFjzY1e1eYc8z3Eni75d7xsvTBQmCZ/o +mT+KvQZ+Bu+pZ9dWuH1oJ9JNYF/IXFln/vII1WV7YbzoX1WmbZWWKXwn+l3l +sVv5lSq/3aJbK83DFe6f9NOWSe/dnhAOE/2VUKy0n+uZT0WfqjJ2VVlPQQYa +8X6QvV8/eEDqUuhf7D0i4fuFIaxV8CjwW3rHjAqv/80pf8Jt3Z81LuFvPlf/ +94q5LhYLDVRX1cKiHl6TWJtWhv3x58ozR+VrK3wD/6s0pUq7XutPE9Xvkcpn +k9K+IHQU/ZL6axeV/SKVPaq0H9RYVnKysFX0ZngK1i+lXSb6L+XZTnnvE/Lf +Kfxd7Db9QvTbSfMqRSWun1+E5iXmMT+GH4A/Q9ZdbHnBiKznBvZIN4j+Vv+V +kVex22OGyvSe3r1NmN7DbUrbPi9sElrq/3UV5n8Ppa2VR1p5tWQPJfrQpM9W +nhLaJi2/+lRp1wsXi/5Ce5izNPauF35G3pK0LI4zhvaiLxf+Ed1S5RlD+6kM +b+o9b8Dzia7j3EJ1dZRwJuuo8himvM4O+Z2kdG9WeHwyTo9THs8WWYbdAV5W +eWzR/68K00RHaROl3SzEYg4/WuH5inkL+Tey7WfC83vYg+ldk4RfkB3pv9mK +e0k4lvlU2CR6ZpAv36F3PKx8+qo/vKP6maw+dpf62qrAj1FeePUl8MMx84xt +kf3GzEum9ftahcc/8wBheNvHWY8ou9qkofrLDPIRfQJrqOrmJOFE0e2y5s2a +C01Fv1jnvjxd6ZeInpQwbzJAuCnh854xKvtjoT1uZnwrbTV56Pkr1YYf693P +Bn6Z+vxC8aP0fd8oPpL02RYy/UOSHk8TQz9aX2f5O3XDmVqLpM/XkPU/FMJr +lOYt5TdbWFFnngzejDOuA0Uv0xipzPOatbzG461K31MpLBSdHzW/UKXvWa/v +n6n/PlVeI1S+T7MeT4zVsxhTms8vUJo65dVD6Cu6vv6rUVyV8J/Sfi9Uij4+ +hOPKo7/KcqPQVfSjyr9M7/5d4adV3hZ6/jqlPUUoSpn/h9eHx24k+jWVOat3 +9RZeF91QafopbVQoEX2q8hypvC4M+Z/EGo4sW6gjHLXs5Rfh5Kjf+ZQwr4fL +sjbjvkafu03hh4SPRQ/Xf59kPb4fpM1Ef5k1/TlnHdX+j/1hC5X1L/G/+aL/ +0H7lz3LvGQnz/i1696vCiaJzUi47c/Rvqp99FT62xHPKn+zlOGNkjlf+G1XO +zlnvTZgzjhb9r9J0UtrzhQI9O1vp66s+H1H6epo/C1OuS+a0vUp7up4ZpWen +C/34Bv2XV+I89oT1d7Da/jRhuOieSjOpynuiU0TPUv6/IaNDBq78s4wRtUVb +ISP6Ss6PCr2G8/zfyrOD8q4v/CC6l56/QN9dzZkwvKn+a6S4jJCnsib0jpuq +fKZ4WNb8EbwOa97rSa9/zLXPhPDLSfNKrLFbkuaXXy6y/Cslukp1fkSFefpq +0euT3ot/LWxNev1hbWAP/k7S50m5oj8qsjzt1aT36qwZbybNI7IXQ6YB74i8 +4eNi1+FHSZ/ftFb4jGLLGz8Ufir2N/KtjDHGWoWwoId5CHgJxiDr3eHKd4Py +34i8J+b2yS+xTIP8dyVdl8hM3k9afgKvuW+Jw9R3e9E9hf1Un7lCUnRDoZ7o +SqFXiduE+Arh7JKwRor+Uc83EJ0I6dtlvJdlj30AYzFjWdSByH+RfWctG2GP +mKFvqg9E1BeOEXqKPlv/3V5lGdiJWc8XnRUXE/pELP9A9gIP8E5Yj+FVng7y +g41Jy1K+E7aF7+db24f+dC19VH3tGOGahN/fTXl3F84V/bbKeK94p5XC+6J3 +wENXWkfgg4zPczlrfVUYnLF+QVXUaz5rf1eF9yqfI5T/eI2/R0Rfm693CXNE +n6L4v/R7JPyp4h9WGWYKM4SH2Hsr7i6lnRzSn6r0BVHPr/1Yv5hLIt6Dnpmw +vLFx1DLdLkmfJ54e9ZkbZ2+cz/SMeo2frPfdrjX0UeU9ThgR93lND8X/ofhz +WBv032jFzRauR16s+O/1vny9r6veV458QvP9jUKB6HMVP5AxxBys9j9P4asU +fo05XOHByAfUL3eV5eRcprntEoVfZE5VuI/CF8PLKvyDwucq3EfhcQov0fP3 +qLznK3y9wvMVnqrwVQr/rfCnSn+p0r8Z91lpgfAcZ0WK36P4fM2hDyj9QPgP +zleVvr/SX67wZwrvo/j72E/omfoFPhNdK/pu/Xdu1Gda1NcVSv+d6P2U/n6F +L2U/T/0qvwuU3yCFP+S8S+F+Cl/G/K5wWuGzFe6t8E0KP67yT9PzLyB/UF2W +qr63iW6uND2VdozQLu35+D/V1xTNl/+wFnNGobK9JTRhf6O2uFVtc5twO7Qw +UPQltGnEMhhkMfOEwlrLZ/bVXDFV4f0UflBpJintHcIM0UX6b67iZgi5okfr +vwGKu0i4SXRbvkllSwqHi74ZHQjFjRVuiXgNZC2cLzwWUN7ZazRxEeX5lfLe +LhwturH62Ch9e89wvlNa67XqUaFMdJWwRPQcoVh0M2EddSF0rvX5cpuoeUx4 +Tc53j4xaZ+COOp8XtWCdhieq8/kx6ybr5+lKv1hlvkdlv1dYIvohYbDoq0J9 +cB6SiPrM/846nw8eGzWPeaKej1IHqoteob3+UZ+5QW0zM4yHA1XGVSrrK8Jh +oq+FXw7vSjIW9d+pDTQvCheIXqD/r1P8UOEx0Rfpv2MUlxEGip6g5xcobrww +UnQH/fe+8v4y1OcFyvMOle9D9a8eGm8XKbxc4e8V7qPwWH3DM7Sz/psgOqX4 +JxU+X/mN4fxD4TUK96H/KHws8pOI54CBCh+DfE7hMzQ/DtPzm/XfwfrWfxT/ +guh7hDWitwuPcN4p/C26SYHjE/BJen4K79PzcYVnKnynwqMVfpE9v8bD1/Do +oo/r4X5N/x6s549X+F74BIWvULhLD/c7+t/lcdfpUoWH57uu0bE6PeL9KrpX +nWjPiHnAZxU+qof5dPj1jQr/gAytyGeOOUmvT5dp7TkzyO+TwgBk2UGefbzQ +V/TJwrFZy2PPEn1lOK9B3+1y1oKg79QJHlJxF4T0xwm9RZ+ADlTW56eXMlcX +Wb8q0sPrHOvdmzXesw5Q+Lg872Wf0Df+oW9tjAxQ9MXC0IjbmLaOKf0VohNK +/7LS36L4GUr/kfCo6M7Mz4ofqvgblL6vwvdwXqX+koYXV3il4h9g/NM+euZA +vevPfL+vHfyI4lfnKm/lf7364Cnqq+cLw0QPEXqKPlG4RvRQZB6izxWuE32F +cILoc0I8z/du4DExWPT8uMuao3c+Fbc89UW9b3/1j3SQp25T+B/OcFW+CxVe +yPhX+Xup/P0Vnsv8wJ5D4c/0TBPV7a96/g3R/RQ/g/kBGU3KMs+PIpZRnRjk +xa8rfKDCJyCvVLiRwm/qe29FNq1wU/gEhccr3EHh1gq/p/BglSc34b0qc3Ye +slt9Q6XoCDJPzh6Zw/StSWGQ6EOFzRrL7wqHi35EeXZmHhKuV36X6L8uDVyH +V4b6PE/0cSF8aa3z6iRcWGt9trPYOwt/I2/Tf2cpLitcVWt9O3QP2XOiX/hW +3GfPxcLzoi+v9dzTI6S/WGjbwGWgLN8qz/ZF1pkj/wH6r7Pi2gj9RXcSdupb +fhSOYi4TdoveJnSs9Ri+Qu07NeKxDc+EbgU6mvBS0/T9n6gu/xLuEX0oa73i +PxNaie6nPDrqXYnwvUcrn81K+5JwFPyhyvSH2m6rsI7vVx1+GOI6Kv/9lccq +5bVSaBj1mTe8/5wgT+iodC8q/QvCkRHLS9ibvx70l5ifI3r3YUJf5mK9o0hx +u3in6Pkqc47G1i49/wC6Z8wxorcLD4qeLezJdZlmie5d67prJPSqtTxnapHn +EPRl90/4LGC8UJ+zpYTPJn8SVos+Us98iP6VEK21fiS6eOgUoq9aq//qKe+f +FH+c6JjwjegdIf26iGX97OHZy9NeuxT3i3Asfa/Wz34a2vPOGvf9L4Spor8Q +D7wWXQBhp+hGrEVF5kfhS/m+1np/LPSPz1XmZkVuo7cTPr9+ivMH4UnmYs2J +tZobzw/z47v6L1/pP1X865xH6Z0f6N0/CQ+LnlfjvoKM4lHRTfTOJ4t8/n6Q +6HOEv+ir6JuJ7qLvTSltWjiOdbDWbdlQOIv+qjQblXYD+oeiJyLvznWfnCS6 +lv5SbBk1sup7a9zWbwl31Xg88K3McZeJXlnjsyz6xELRy/QNLxb6jI2ztrZR +6+rtFtpFPZ7p293C/FAnHNjAY7BHmD+ZWzuH/Kcpj/uU1zPIvBPmiZCdoYMH +r/SU/nuj0DL2eaLvFaaLfk5YKLpp4Ef6Cs1FP53w2OEMbUHC+sljld9bQV9v +ur7hO33r96E/N9V7Pi6yfk4z0YcIa4rMf8GHna48K5R3C+EMeLuEdcOfF5Yz +v6oNnldeG4V2og8TtuV6PmVerVAey5XXMqE86vj1intOaCV6lcrQWHW7r7BE +9MGshYpbKzQRnU6a95tXZH3VdK15yWfR4as1jwavBk/VvtbzH3NlJPBfv6gP +3qq4W4Sf0O3lfFP0HcKfyB7i5iWfFO5CP014SvR9ITxd2JxvHm5y3PsneEXO +9JpyNkYe1ebP/xWdU+uywfP+kTU/+Sq6JUJD0ScJ+6lsDVgzWXuFYtF/Kb4r +a4Hwp+iiBg5zfshZ4cPhfefovyaKOyLwn3zPnUo/TtgT3j9L9AIhv9Z7EPYi +twt/BXnO7zE/s0FzayP6jOj5wv6iGwjLq72mHVBrnh7e/qkQf4/a5FzVRS/q +Q3QL/fdCtXn+atavWsuKZgsFovcRngntRXm+zVp2dnNoj0nK4zLlNUiYGHEd +UpfThP+y5k/XKm66MEV091qP9dxQfzfHzeusCfFf65mvhHL6rfBd1u8aG+rn +Ts5slHYC7Rtx/65s4Dn2RNH3Ko/1ivtMuJ/9s/4rUNzvev6EsD4yl24V2tVa +vxnbhkVBf3JLIvAqwhrGR63XzpcDf5Co9VxPG9PWxMM77Arra6vQf6izlqLH +qgwfqyyHqP23hP0De7FXQ39vW+uy0AaH1FrfHl15xjz2CKz/8BrthD60jfJ4 +Id8yhElxtz9tyxrUptbrEWvL0yF8W9yyBOpkPLptwpf5zmNGaA/6cqsw/7I/ +om+eEvjBI7THuqrMOlrtRZ9d670TY/g00XHhN/pGA9dvptZnQc+F/WJNrdcy +xkyq1u1B2gOYY0WfWeu1tyCE4S/gpQ4RzhN9gNr4ac0lTwn7RzzeGFvMyczN +JZqT3mUvL5RGXb6SBh5jjLVza51XZZj/qEPqsjjM56w/fPsxgZ+gPJStdeAH +ZquO3lZdrRIejFse+2CV9ySnZa0vyV66U9i/IKNFVvsSe5Ks9SO2iv426O8y +f9D391a7Pji/fkpxs8hTdD29Y4nm0s+FCtGD9N9CxW0M5+G3ZS17R+Y6Luvz +rS1VzoPzb+w92Puwxn+dsA4xusT3Cf1Fn898InqxcAl7LWGJ6KkhPBAZv+h1 +4XwYfeTlVdZBRxed+ftblf1vIVtr/quwyHu4rxLWR89RXKNq60vPEPKZK/T8 +/czlwieiK5hjqKusdbPRcZ4q+kz0t4RpzB2c/wv/KG530G/ERgBbAXTUJ4k+ +Un3yevXN04VmyIPilsWgI98j7vz3Vf4HVVv/G/2P7RqLTwqHJrz/pO2KQvkn +K82Pyjuv2uWtVh5b86yTXBK3/nnDapfpvqznA+Z+eDp4u4fYU1Zbhx9dfsLo +7pfov1lZ509dYENwu+iLOYMXvVa4NGsdeHThaZMhWfN/8PL7NDD/uFdr7BTO +glhz45bvIItgDB5fa3sh9rLsuXbDqyqPE5n7hBdFb6Z+RfcRXqfvsL8WfS5z +nOjn2R+LPoP1hf233tFSdblS72sh+g3224q7kj2T6J9Vnrvy3GdzFP+a/rui +2nm8mvUZJmeZVyn8edb4jHbt4Thknn8WWWcdWWhtwnvL7UE/p5I8lff3QpXo +UmGj6PeFBnHbYzA2tgmjs94fsfeCZ92VcP7IVtERHij6RqV5Q2m/qrJ9CfMX +a8NXof6uybotSDM0a30JxsLWoN/UV9hZ5TngysAf5xV5T8b7OiQsK9wb9G3Q +T0aXlm/k/Yw3xt6m0L6LhRZ699HC3KznS+aG3YH/b6Rv3K5vfT58L/q+jIUt +4Tybb+bbfwz9Cf1fbFs4E8G+BnuOomrbWDBeXtYeYVyldeKfz1hfGt0fdIbQ +z92t9hyeZxuAL0S/G/femTPsj0VvyFhXe6qwCX1QYXKldeTXc/aA/Uy+ZXr9 +WM9rbEuGjumnoldlrKs/WnhO9HvoyIleE/Yva4SnM54DmAs+0TOX6dnbhK9q +rA+5f8w6IGeEtNEwH/LMCK0R/Xm3MFz0Z3pmsJ49R9jJ3jZu2xvOtHeKvjFj +WyZ0gK/I2N4A3QHOhLDnQeeVs/+d4TwffZiuMeuQokt6Uca6sti8XSp6fsa2 +Bu2E2RnPf8wlTYVHs7aPw/ZkU0ifUhkOyTdP1kf0ezU+K6UNtvO9Gdu6cWZ/ +Wcb6cWfGbLOA7UIvPdNNzw4RLmXuy1hX+dtwPvK43tms2nMw70dHGF3hL0N+ +v6mPxtU3L2JPmPCZPWOVMctZ/rnoLyjvZsKpjL2MbTc4o3lJ9AbVcbV4pQbC +RtEtlcezBdZZai/6VaW5XWkvEzYHfSZ099aF+NPj1m2nzc6Ie75Hlx0bH+bX +M/XfCfm2oTkl7vzGo0snvIYuUMZ5nxbsf7AfY2yzBmEPhf0May9rAOvLt6rT +sarbR4Q9NeYP2Bt1DPzGBWF93xnWV85wkD1gI8bZzjV1liW05wyph+cjxuZc +oX7c5cEWaXz4XuyJsC3CZuV16j7jvk+ffyv0c/ouazpr3vcq03h0s0N/R/5w +W4F1vtBHvCjuuZg5+ULRn+i/A4rchp+Kvk7lGqm4UZwfRfy945T+UmQioj8W +Bua5Dv4XztiWiTH8ZsZnXeiezgn6BNjbjKy0TRTlvyxuXp826Rm3jDMedMmR +fTKekUWMCd+3NeO5YpnwTsb6FOgeY+N4tehi5fFcnm1O/1Neb6kOLldbDWFP +KDqrNX2m1vYhQifRzfTfYVWWUbTKWl6BLLd1CGOji40rNqaNstZfnhyz/e0B +WcuT0Y0eFfg37Jk/ZS4U/hD9qNr3HM7Lscmqs37x1Uo7MZyno187rsoyas5P +kUcjWx5GmUTP1Pe8rrr5ifME0cuEn0W/EcIHq41WFdhGqShhnSt0r3oG/YUT +OIMqM08TSfu86iu1xSYg+huVcWOlbbApb2Pl+SG2UsIhoj/L+Oz0LeHLjOVP +8A4VYX9UrDw7Ke/zhcaiv6dPVvqM9VvRPwuvi/5G2Cu6DJ5U3/alwvtkra82 +ucgyc+yNmrKf0LtXCPuJzhWmif468At7Mi7L98LvzI3KY3iVZfjU15/0B9YC +4ZeM9Wm3FbiOmidsLzuxyDII9GueVZpnhH+Ef5m7M25rvoFvwX6Ds4Dx4fz6 +XHgu0dcFfRJsqrGtvrLSz2ODjC0yawhrCfa1yCo4IztcdOekZSnIBNHvwr6A +s4njqmx/jv4Suu+cMRwOP5q1LksHoX3W8ghkE9uEWXHrj6UU1zPogyzWf9/k +W0bxcNz6FMco7mLhjKz1R0hLH0S/nf3la9XmwZGfNEuYl8VGpyzh8z1st+aG +8rO/fKvaMmH2u5yHcHbS9v8r76lV1vFB1+fZuGXRlGkFtjjwalXeA7B/IMxe +Ap2d87LWN2FssGfonXWZLw78EXMp+j3oDt0b0l+U9V6HMYR+OvsR9h70iXOy +1j+g7eCJe9HfstatPDXU5zNxnzWzh13C2Vzce33OkBfGrf8Vr/KZEPr56BPR +9pz5pCmP6qi40DrfJyV8HoSsc2iIzySsq74t6HPvrzq8ocgyfezTc7IeC9iA +/qT+UqJ57xWtB68KZaKPitu2cg86W6KXK32naq/BrMXYk7I3aicsEl3Gfj7P +Y/gA0Y/ovzlZ6zih68Qei70We1r229g0IVtlDKIvij4esnPK2CppHw74cuiK +zCdr/wDPqH8nFV6btT36cvQYFV6W9fdhez87PM+Z0hP6loqIz5rYA7AXiCPT +gH9MWPbNmvMqvG/ctqLw6AWilypNm2rvkbDPxX4L27vflH4A+jhJ21pj00X4 +TebXau9B2Itsg4cVPUx4L+s9BnuN64QdWft0wLcDe5BNootVzpUq7wqhheh1 +WX97L2G96Jey3tucEsLYiGErdkjgt4uS5n2YY7DH53nSdgn1h38HbOeRSUei +bk94uY7Cyqz9ZyyM+ZtXqr2WZL3X7CCsyNofxfMx94E1We/n0W1nTrpQ9KcZ +r43MuZ9nrAOJLmS54puQV9a2EfRp9Bk7pL0WniIcJPpg1fku1f3SIC84TPgV +Wy7hoLjnxxcq7YOC9ZA1kLXwn0r750BfH1tX1tQFKn8TPbMT2zjhwLjPF+DN +3xd+zNheGtvod4N+88FZ2xIyp6EPWy/rtWM/hfcTXcgcX+k5Pi9r/x3Mnfgc +ODDMz+j6LQz1sT3r/eNQ4SPGf9x7P2yUD2Vs6ZuPQfdDaJK2/chlMdtDl7Me +x82r7iccJ7ph1nX5a6X9QbDe7GDtDOWp5vxFfed1oUHE9jH4QmDNm19nGwZs +GfZU2l9K/azXsnz9V5C1vxPqEh4Cfygd4n43bdIubn3S22Oew5jLWK93KO7F +MN7R37865jo8ONQXZcNmsQF9NW7bcdr0CNH7Z62bSp0Sz34WXwnPhP3qPPXR +dSU+f+UcFvsMdP/XCm0Stkc9SvmdLHQTfVJK40hppwsnir5E/12ouETgx7sK +UdEHIFNhL8B/+bZp7RbiI/ne89WxdiiPM5TXocF+7CrOXBV3WtgPon+NLnzn +oC8ZVfoHOcsRThbdmW/Md568D/2KO/Efo/iuiu+i/w5S3D5CLO76KRfdId/2 +9Ymwn4InqRHdXshR+MCQ/mDlcZXyygpNRLeNm3finUfHPX+XiG6Xb/t49PHR +NY8EfU/KR138k+f02Oe2Ubgw3/bz2PtTltqwX2F/Q12SBvtdyk9ZOgsnxn3+ +Pw37auV/b531Q48qsQ4h+p30/x/QnQ3yD+RRb4n+mTLHzX8hC/pCaB63vADZ +yB9CM9Gt4k7LN7EeHS78mWeZAvFHqw7u0bueo05En5ay7tjvwhnouvLOfPcZ +7Jc5v39Q5f0MnUXF9xX2in5FODVl/wLUXTrf/inQz29G2wV91tP037H5bkO+ +H32zscrvPcWfmfL4bYrsLuw3eT+205T5SNFFwkLRn4T5qaHwjui9Yb5Df7Ox +8noJm56kv5+1eGuoL+ZLZKv18z0+qTPqrkW++wvjl7imYf5A/wPbhbPZk9dZ +/xJd6tHC/invp9hbocP4PmezNdbVGRjCjZVmYIl1rBuIfi9pXVZ0rL9OWt8a +3etvih1GHxvd60tC+jdqrCvTL8/2EujUoFtzUZ7tdatT1iW+DZ3hlP1RjFTc +jDz7W2mTclkXokOaMo8Orz41yA8P0n+DStwHjhTdSZha4jIfkbK+M32/b9DX +Rj7NWjM5yPuQr1wleqLwneh/ary33hj2w531zKwS64gfkrJ8o4/iavOsD46+ +TW/V75kKv1Nj+dOIPKdB/sF/xCED+lB0fsq6x1eG8Yv9MnUxOsiXttW4ra4K +8h70Z9GtvUU4UPTh6GSVWKf2/8LELRaOSrk/sXayJy2P256oteL+Kbb9CfvV +dXnuc8RjI4Wt1GChWcrzC2V7QDgm5T0xe2PsrUfU2b6WufHPYtsXob+Lru/3 +6MwmbR9DW9OG+BNB/oUsoC58f2nKtk03orOfsr+OB/JcZ8jrtiete4tOMPnR +vpeVWKf4gJT7w5gS6xDvH/SN0R0eFOLRTxqMrpzye7XG+pOjND7fUXy3lPkL +xhpzLuvR3/qvWmvx16Wac1LWd3oo3zpu6LrtqzW6peL/Uvwexf8s7IMuI/+J +fkLpzgvyr1XY4wm9860fRx79lV/LAuvIoSu3Qr/35/vMED0p9rNHKa9CoX7a +8TcoboSwPOLzzgfzrYNF/uj7TRU9TViIfFBl2K2ylev5vSmvV8gu0ZFDVy5X +ebZW3H9K81vK+sHoErOmzUKPK+73URZ0t9DvRJcRfbnponfomQ/07H7K4yvR +18Qtq0MnD9089B/RBb0zvPO4lHVtRwptRT+OHlK+dRQpL2HKjg7looj1KdFv +vD6E66m8zfWu3/XOH/T8m8IG0d8Ju0X/y3ovOqU0DZT2U4U/VbhY4Z9EN4ha +H+iDoJ9De9VT3HtK83nK+gbYOqHjcXDQN8DWFB2hlqI/UJptpW5j0uMzZGfQ +RUA3NJGwfAk5E7rV8yKuD3S054r+Xc+U6NnPSl2e74U/RR9S5v6D/Wy9QuuL +fYxemr7hRHhBYR/R90V89n9/aP8c/XeQ4k4I8ZwXLlV5lghHiy6L+uzwvaDf +8KXecYDSfq93/pNyPLoPS8P5IvoQpEXfvFJ0/ah12SPCflF/z9351rekjdE/ +R5f87vB9P9IGyvuwMvenl/XfbwW20d0csb0uZwfo3KF7x5zC3AKPFA3pD9C7 +GuEjAfmc0LDQ+nk887zwi57fU2B57C8p97329GG+LWEfLvhuQe+d9MhuyWMT +fT5m3fotQgK+Vc9M1LufELpgmxBz3GvBHgv7NmzRouF8AH4L3ow9ROvAb8CL +wEOwfrO+TFFezwiplPXXL416jZhS5/MmZEfwcMjGkynzfuOFWMr7E9Z+eDry +x38RvBc8EvsD+Dl4sx1BHvYnNhP69i9KPb5/rLFvl8FhvULnEt3LSeH7kGdT +dz9j8y36LeEg1U0T9MtEf600e0rdp75JWV6A7Tc6i+gudtR/dyqvp4R4yjbn +TQutM4nu5O3oeOr5i4XponcJX4muKvP8ma8+2rbMY475sVLh40RfLByatn7/ +YNXXXOV/rOIL9V8HxeWG9n07Ytv2vwpc3vcifn8z4X3RjZTmwhKXsXXK+v3X +Kb83FT5d4Vcj7luNhS3sjSL+vt8LHOadvHuEcJjoL1KeW/Yv83j5kDGnZ/9T ++g8iDjdXuEWwcd8ecdy/BS5PJmVd0LtCff2rNnk0zzKR/Lj9Qa3NM89bEvg/ +9qb46MFXzzh4VL3/AmEqdQ9/km8Z7H2i7xAWiX6VOZ+1SdgienEII69FNrss +pGdOnh+xPjhz9UPUl/LuItwrerxwrOj+ITxMdfdYieds7CRGxT32VwoT49ZH +2SB6Tr71Lygf78LG5FbWDmFivss4WvSNca8FS0N8JGVe4vmwPxuC7UOJ22so +di9q/+ewpRBeEj0sbt3sefm2L0E/G913dKRu1vgaHrdu92P51mcfjf6E8tom +jEFvV3ncpryWCq+Lvjtu3Yep4Xu26r9lihv/f/HsGVQX1wnT2EvAH4s+Qrgt +5fOp7vnm+c8RfZ7QM9/jm70a5zvslS7N93nCJD2T0rMNhFtTTg9vfo7QO279 ++Bsj3qOyV72lzrrX6GCPqvOZCGcj8BAD4tZ3ZS1mz3p+6A+0/aRQ3+xn2Qtf +EeJH653t9O4eofzo/1NXL+Vbf+xB9jyKi4X+hj0Pdb0p3/o4yCM/z3ebo3+E +/g1tPybf9jz3wY/q2SOFCeQVN69DmS+I+wwQXui8EO4f+Cl0iNAl2q4636i6 +ny68mjaPtTpi/gbeC3uBcyK253peY+kV4bdc66PDz63XnJ2ptgxtg+iL4fFL +3QfO4dtT3kssD/MtezL2ZvWU5ryU7RtWRC0z6M3aELOs+0jOl7ElVpkuUNki +wmzR8/RfDF0gzh9Fz4+ZRkb5WMw8Jbzlf+H9Z6e8Fy7U+y6EV0m7b18lrBD9 +hNr47Gr7fML300Cl2Vdp3y9x+SbAg5TYHmOS6BfSrqtrhNVpy0BT1faZ+n++ +UwmnhXWiNwuRautwzAk207tjtvnF9hebX/QFt4Qw+u8L9J6v9b7z4dfwhVNt +eSByQfjDG/Pd568WPVxpWpR6z9wv5TOm+2P2wcLZ0xDWaMVnhYmiH9H/rZTX +ocgjOZPVf7WKaxTib43627ezBxQ9Rv91UNw5oX9RH7TlMuF25irVQX/VRWf8 +vaRtczwrZptzbJHxbYAtMt+IHfwj7GdK/c45oqexHunZAcKC0L6HVbuMc2P2 +tYAtPzb92EkuS7vuTxYeRj9HeeQprx0qzwWpIJNU35ka89ndnTH7Dm4g3BFz ++lylP0oYmrL8knh8EnG2h88AbMGxCceXwIMx23pj840fgxNStk24N8g35gnX +Kq+uwmTRI9kTif5b8ZemrBOPbjxz8pC4efr7I25D2pL1nbXqorB+zovb9gab +m1WsPcL3osu0vq0WvZL9Ur59Zq5jLoj7LAgbkuVxn/98LbqowOct2Jdg6/Fe +iG+Z8lqLTK2M/ZP46atLbJOLbe56pSnXsz/k+334F22j8H7Bng77h6oCn0E+ +Hbe9HXHMUQtDeXgXOrOcT8HvwQtho31oyvpvW/P9DYvC9/yab504wugTfiE6 +v8DnMZx3cvaJzQXvQ38E3rAq2F9g/40sYWLIH/tpZIHwJOUp2y9h2/RBqE9s +MLDFuIY2qLP/U2RLF+dbvwv5FW17WZBfIG9BdjIlyC/wP4ssBB4Cf5L4N344 +z3t4zptrUrYNHBPkI5zHIJud/3/8R8qyq6Eltm9H3tK7xDI67LfRT0I291Q4 +//ilxrY96Gihq4X+MWsHbcz5HvpSyE6GCD+JTqRsazk2yB84/0fXBR7otxrb +1/Puh4P8BP0aZKnIZJG3wi9R1vEhPfwtshhkZPgv5HyGsiEjwJ8n+jjISqiD +H4K8Bt0FdATQh2iV8t7zzCBf+LzGsou7Qnnpj8MV90jg/5BHkPZ/MpKk+z99 +ER5rrui7Uh5rzHkj4E9pswL32ZdEj8B2U8++LdwQ9fkefaldsCetTVmWPTXs +F24UDi01z3FTyvo8JxW4z+NPd3PCtnbwBPAGnGcytjoE+xpkCE9HvKaytsKP +x5VXpXAL+yv4jQKvt9g/EcYWqrnwStz2cRMi1oFAFwKeBN7khjC/IzN4OGL5 +ALIEbOKwjUOH5sq4eUp4S3gi9HWwpxsbsc4iuovwW/COjDn0TZGXIivuFvgn +9HGQjQ4L+TH+mWuOCvW5QXPsFM21a4TnRa8X7hT9hPCO6A/i/hZ8SuNbGp4f +XvIvoS5l/777F3iMM1+hbwxvwxhHXxj7MOqG+sOeDX6BvVnvIH+cInRTXQ4X +7k+Z34b3/j70B+R3yN6R0eI/gP6GLOvRIO/AHoq2Or3A/jivYcwpr2TgB7fH +7RsSm7h34rY/pq+cUmB/zXxfpsBtSHvR36ibM4UPRe8W6grcBwkPZn9Y6j0Z +7b9D/6UKbGP5Xtz2lthSJkMY+7ZH1L++UHnPVfr3acMC1xn+kFlPWpe6Dm5O +2X4PW8GaUN7F+GhB11BYErP8AF9O+Gz6NOLy0Be/ZE5L2Wff9OB7CF9RnWP2 +3fKycGzM+/WFFfZPVYOvGuZsPb9F2JBy+vkV9vGCv5f17N8U94bwgujNwirR +twvPie4Us+8edMSOjjmMr9hHgj+fLjG/Gx2z40IYX4XzQ3nw/0Na/HN1QJbA +nK68JwkbWTv1vStLvKfnXGcT82+pZUavpexvB99b+Cw6JGZ/TMhK3wr+IvAn +tUX03mL7k2wXs++F54OPB2xwd4S8OTvC/xG+W9aF/NB/eyn4usFX1xOUSe9e +I7xE/4IfFb1AeDll/7ZrKuwDqonoIuFrZHnIHJGFKM1aeInw/JOMAdHPCq+k +nL5KY69aKBZdInxT5jwIP6VytlHepwllCjeO2ZcuPu8axey/98kK6zui94g/ +vHsDjS5kjn4/R17G/j/I35DVLQr1+a/+K9G7S8sdPxV7oRLz2Jw75cLb6tnd +wn4x+xDAl8AvJT7PoTz4RqUO8O+LvOSJ8CxnV1doTvlSzxYo7mqFX1f8OvZG +4fvrx5w3/gf2jTlcrrJUlPt9+AelLTkjwn8T5eVb8C/wD2fvyuMx5fV2aI+n +We9LLdN8I2X5JbJC+tj7ojcwnpBlChujDr8gepOwHp4pbV+z+DzA90F/eAS9 ++/USn3c9i+12mf0hkGat8F2Z/3smhDeK3iCsET1MzzTRu1eLHqD8VkV9lsn+ +aGXU8qJfKDvfkLI/YnzZ4kN2sugHsK8s8XnadNHfIn9V3u8jX+JbaCPVVZ7w +E/LYqGn8K+wJ6euX2z8CfhIGpP08NL4T3kl5LvhNeE/0n8hrFf8J8qaQ3w7R +H5Y5f/zb4muzNpTvRT2ztNQy7Leo/6i/fT1tSvtEXdc/U8f0LdbkUs8p78Ir +6b8DkZcJT4i+KGVe+62w3jB+GHvI4D8SvS3luQmZ74cp+//i7OWd4M8Ffyuz +KuxDrU3M/tTwtbUhhDlf4yxtffAXg/7u+uBrDd+AD2Pvp3fvFmZFPX/gH2ZW +8N/ysv77hbMA4ZWozweQHa4N5XtL/72muC3Cm1H7/xxZ7DsF8Pf6gv57SXEv +hvp4W/hD9J/COyH8epnz2IosR/gNeX3I71XhFdEvh/f3TjuMDw18acyOWna6 +NpT/vHR4X9S+PViP8M3fCx5fdHXMvsCZQ/D/zfkQZ03PB/8sXaL2RY5/Bfws +4IP920DjeyEeta8vfJbjjxx7XcL4aMBXA8+THp/l+DMnPb7LfwhpkI/R1vB4 +w0VfzjeK3iJcIXpQ1GfH/HdZ1PoLrH1fwROInh/12fS6EM5G7VsTH9y1Ucsj +4UXxeYJsFH5yQYllcrzvsKjtMdcG+2XsPdcV2X/F4VHbm35V5Dtc0O+5Mur8 +5oTy8T7u2sBHEf48r4l6rkAGd23U/hBXFdunEP6Lkc/By8wL8ZyRf15im3fO +zh+KOkwfnBl1eE2JZaCkWRq1rG+jsET0YupX9Hch/LjwTYn/WxTSE4e/iWUh +fkOJ97zY5d8trCrxmjs5ap6F+kU3BF6G+qWukV88FrUM45vw7IWhvzFW4Hfm +iD4ialtZ7nNoH7W/H/oSPj3xn4y/JsYePnvxn3yf0jxZYhn7vVGHd5Z4zrs/ +6vkPWfmTIUx5PyrxGjUl6vWK9WZVCMOv0p+QtSK7pv/MLvH5AecIjG/GxppQ +v/Ab8AMfhe+nPqnbDaH+8L88p9g8Bf4p+T7uglkX7IG5s4K7E/Bxgq+TsxnD +ReF+hajD2HZg44ytMz4/fiixjAxZ2ZlR2+6+KXRnfEWtC/f7/xcmDn9BZ4g+ +VdhbZB2500IY/fPXhFNEd43aF9reECZ/8sLGpS5qeRqyPHzecHaLz198//4U +9CEoF+X7MaxP8CPwJvj/LY15vuCugGkVvj8A/5fwnw8E/oc7c7g7p1z0NT3s +H3BQgfdg2FMgL0QehQ8hdDvwH8DYWxPOB2+OWtaMTPGWqO8r4F1ThaNilkcv +KvGenG94j/ops7+fbaKLo7Ylx58SfpXwJwZvOD/4X+0YdXsxprEfx18//uPw +QYMvGuRlS0u856aMN0atG7Eg7D95Htvz9aHN8Z+MLsm1wX/sXGFCscc8/k95 +nr0rMsyRoXzYktJHsHfHHxlr18Ji+w/HxnRRKDu+oeBXkVUi40IeBv9A27Bm +snZeJLyk8GZhQKg/dBWoI+T1+Ep6p8j3f/QK6Wcq7iHhQtEXR/0sPN0ljPmo +42YIE6P26cbzfaKWJ42PWpaIDPX20N/oe/jAw/8e8cgSqUPkjZekzT/Ai+D7 +6Xf9FqovFZWbvyAMr/Ex552i0xHrfpyQZ/9zz9TYtyE+YvAVw3kdZ/GdhSLl +XZW27yPOZDmbxd8pvk9pgweSzg9fdocLqYjbB9+0/UM8+gecHZ8Gj5q2/zve +jc/I2oj97Q8r9hzwP//r+u+IPPvII75DxL4oNgWbjwPTzuu6YG+IP+FMnv3b +8A3HR+xb+LA8+zfAnzb54fMG3zf4n8X36f98ukZ8fsfZLD6oGoo+h/OcMu8R +8F+F/9cj8+yzlvSc3+PbCp7z+pTvx+qkuI55vuPs9hrb8x8R7FPYP3OWwpx+ +Vcr6jk/m2n9MVcT3PXB3Bj6WpyZ9/ohuRg+hQvTYGtvf4oMFXywHRWzbv0Y4 +MOL24ewvIVSLbiqcVeYzTJ7H/zJj5xThZmyta+w/AN8C+G45L+o4fNaeH7W9 +7xu59vfSKNQ3tp0tQ/vhDxrf0SeF8qKfwVl6d6FEdMOIdTnfCPbC6ItGyqxT +kBfisSV+Muh7om+A7sMxIb5cOLbMZ8b0v/KIdbu3BJ1o9L1X5VrnuDRi/eOX +c60DTvhgPXNmmXVGSsLz6FOvCvrh9A98X9Bn8D89ocb+TjpF7B8F+VarUu9J +BojupfHZqtA+5/A9h74DugzYZB8g+teUdV/gub+jP2AziX8JpT+xh/nxjxVX +UOb4zyL2JV0v+B9vlLYuMToj+4X8SNsp6NOQHl/lhwq7RH9L/xbdRvgOfQah +oND+6X4gPuW9RrMy6598rf9y0Y1A5z7oI3BW/WGp9WHwB4OuCT5LDoha/wTf +MPhUxScN/kzwjbwqxKP/ThjfJvjeQ78D3Q/2WJzH488N32Adwnji/YcVuszf +oDui544SfbSwb9Tfk1foMhKPPhNn8Zy5l6X9fYcrri0+X0SfrvotLbQPQXwJ +4s+Esd5KOEt0Kz3Tt8x9Dv1k9HGoi66hfukf9NUR9Gn6rnBRmftcC3Sblcfe +XN9REom4PzIXXhjimY+wP8MHC/5x8L+DLxue4dmhdaoj/UaFIaJ/Zo4pdBtR +fvRj0I1CJrmM/i+0V1wH4Q/mF/qh6E6c4Ydwuegy4Z+I9VfQhUJG8onoQ/Cx +V2YdLOyJqF/6XwU6OlHnX1Jom4vfIra/wPc/Phrx1Yh/gcFl1uGhP1Ne6rqd +sCf0T+ru2jLru+NfBl+fHwf9I3xc4+sanzD4hjlUz7ybax8m+CfhzJOzT3xu +odt2ZcSy96Hhv9n6hkGlPnOeKXqxMKbUZ7SzUj6PRvZ4aYi/OmLdSWycrhV9 +Xcr7ffa27P8vjfgul+PRAY34PJyz5JHCDNEXRuwP+1ihv+h+EfviPev/CxOH +z0388+ITGt/QXcP8uTJlWRo6CYtCeUeXWoa2OmV9BXQTJob4+SmfzSMTXCi6 +e8R3KZ6eZ3/S8KvsHThzvDblM2P8TeNzjrNk/E+T9ozwH+WnrOhYohf7uJ4Z +Veozf76P823OHkeH+rsk4rrAf9rFEd/vhK9V1lzut/kSHg/eTvgian1iZE/N +S30++owws9Rndo8ynyjNvuWWeSAf2ZqybIU0z4r+Vf8VlJsHgd/g/o3Rxb7j +gPtvkO8hS/o39N/t8Odl5jHfj1rfFF1LfMChm0r838iihA/gZYT/ROco/51R +60Phm3ph0Jei/Xvm+Y4d7vPh+7E97hn6A/tRfGlxBx4+gtAnQHdlPDJH5FlR +541/zM/C+97R+96GhxJ9ocbAu2WOw5fm8pRlt33D8x9FnRZ/mDvYW+m/K0ot +M0N2Rvi+Up/pcrZ7HnNFnn3A4n91VMS+J9GvGBmxjgW2ufgkRPeCeHQZbs63 +f0rkc8hK6QMrUvZfSRw+KsdELF9FNnqJsAxZXspnA8igl6Rsr31Tvv0d8o6H +U9aNuiukZ3wy9pCprkrZvrUvuhHCAxGfp9NXTg7nS4fov3dyPQe0jDi8TvSz +QvOI5wd8F60L8ehXHV9mHVbme/gbfEltzbX/Iu53YG+BjIf7XdDXQtcVGefO +lOWdyHq/CuFxNfZ/hI86fNXhD4m83g7/8X3UBWdO6H+1jdj30gbhcNHDIrbd +pU6Gh/HF3PFYqF/8j6Irg8/R20SP1X9Hl/pMnfNx/JHiW/bWEI98HVnwmDA/ +4K8HX5b40Lkj4vkA3/LwkNyvSn/AFy861+dHLN9EdvcAMnJkgcLYUssE16Z8 +PxJ7G8YY99tQfmzvaSPsjzkjo7z4lOTsDB2dIaLXRnw+x5kXZ7n4lOQs7PKU +dT/Q6bohZX+nxA8I/Qn/P5fn2+cQ5ceHEb6MOJ+/W/S0iH0NPRjC6Iehq1MU +8psSsa4PeeA/iDC+hDjv59wf+T2y60Ghv7F/4ux1Zth/LQ06BugW4Iue8pI3 +Mg30Ve7E/yC+tYR78J0Ws3wcGXse8v9a+4bFRyn+pPCxhK+lxdX2t3qrnhlR +aB9d3D80I2Fb7O+4wwNbcOFG0bMKfT8Q42mE3t+9NJy3hWdI+3HC8n1k7ZXl +fj/nQ3PYO4T1YL7SrFBed4TyThPuFz1EuEv01ITv9sBH3BzRS4X1+E4L/st4 +nm99V1icsH7FNcr7oTBfcz7B2UMZc5ro8Rnf3fdThe+nvTfhvK4XpiTsn388 +eRX6/qCx2LQX2mca8fijwjfWWuEg0c/iz6XQdz6tEL0W++FCfxPlwR6Ju6w4 +s0Z/YljasvL2wljRQ9Oe21spfKPo8fBkov8tc/hm5gSFa4Vxom9Fn130X4of +LvrqtH0pk+batGXu38PTllkWz574F3iWMu+Vkecjayf+B9Gj9V+jcp9ZDBY9 +Im3ZfkfhNs5usdcu95pG+Bb2WKJPEm4XPTltXSvOeCayPxLS5c5zjOgZdT5/ +KgznM3/rdzK+EYS/YvZXPLPaPorxVYyPaM6TaCt8R/MMz3LexVnP9WmvTYcL +N4megL6q6HohzPccIDoV3j8JnrXcZxjUN/7F8C08vdr+6JckbNvOnVvcvcX8 +Mk5953zWCMa//ru20D726I/ojOep3qKF1iUfhY+VQt8xMSTh+4i5a6l5uH8R +/5747lpRbX9o5Eff7i6MFH2V0K3Q7yB8b8a+O7jTmftLL0h4r3BOof2VDxP6 +iR5X6PtT6M/ctdwh3Ec5izGhuJsLff8N45m7xPB5Pi5hf2ubqm2Tjb+vaxPO +e0SIv0RIib5IuDzh+8y4O+P90L+ZXxirlwq3iL5UqBU9UBgcxgtjqYcwhrkk +4bwYUzclfH9zI5U1Wun7Wm9M+NlJIT/GFGMLG3P8l12t/+oKPQbJD/9e+P7C +ZyG+C7nP6DjldXCl73clP8p2QijP3ITH8luF9me4LOG5C5/DKxO+j4a6XFjo ++4ceSZh+vdD+EnM62zc2PrX/jNkfHL7y8AmIb8BF6LMXes56VPTurP3Pob+G +rh73VXJ36C8Vvg+a+znpG/XC/a1P6JlXC91ms0Vfk7avcsbYdWnPf9ztyB0L +ExLus/RdfPDhi+8BeKhSr4n01z4J+5anzq5IuP5oi44hPDnhu+kuD/11fMJ9 +pU+h7y+6TDip0H16qOif9Z579b77hD2if8c+XvTd1fYHSP8nr5NDeu7bpS3+ +q/D94Zz3zyv1GgG/9TJ5FvqbVyesv3t6qWUO6NNcKZSUWsd5lOjjVQd3lHmP +GkMeJSwqsw/uVNrnqZytTi/z/Z3sZ9mrTgrp8c+FrGxWmf1ZYKOLre63lbYP +RmaE7GhQmf2bw89vLrWOPeel2BOT9o3gj4L6Zm6A57kzZf4H3cDzQpj5j7ln +EDrR7J2Fccp7qVAruk3auvR3scdHfsccytwcwl2Fx0SPEmpEH5X2Xn0ue/S0 +7X9/UFm2Bn8WJ+m/eYq7IcQnhWll9tmeQHYlLBN9a3g/+lDwqqyR6B/i3+Sh +Mp/hncj+Xxgpen54P/4GvsD3RpX9bxBP2ZCxtU5bf2NlqWU8nLdyBvgSMt8y +nw32Vp9ppGcbC31E52Zty8wdVf9lbB+0sdR7As7TWbNYmyjz+ciyhNVlPjO+ +SHQP4ekyrxED0/bFcUWlfXDgk6Ob/lupuNuFk9O+Dwtb8Z/D+7CHQvazLJwn +k35FmWXIfdNeI1krV4Yw+rTY4qMzsyhmeQO+S2jTjqLvRx6mtm4S1ucuab8b +GczRad8vS99ExoD/wulp66I2C+sn/YO26R3y44z1NeT2ZT575X4B9n3wCINC +/uPLXGa+D3t8ZBO0If5p8NdPX54a2v+3jG3n9wr7qu7zs7ZF3x7C3KFA3f4V +9d0KrO+UjTNh5h/O65GlF5c7zUrGk+jThEfS9tfC2Fge/AfADxyjuD5B/5rv +hVe4Oujfblea2Uq7TtiNb6mMfa/MCWHu25hfaZ8B+IOZwZjXs0PD+9DvgtdE +Zxb9Ju5b4NyI86Mr0/4Gykl5p9eZh4CXgP97sM72E9hSlIb5hf08ug7IAL6K +mt+iLTmDh59CPgBvwZ6f+BvSzvuYwO9Qv9Tl2uCfgPvZX6n0mPkplJ+6gme7 +g/KlrdsBjwK/NUWIie4X9KGfEIaL7ibMD/zeIeWuA57Hnw1jf1XwrzOLMVFu +HuietPWjjy83zzWVsZo2731cCI9Muy54512i5wg9y80jPRD4JXjTc0L4cuHZ +Mu8h4L/Y8++OWl6CLGCxcFm5eT7mO9qTtt0R/OkMSVv3gG8YHr4X3e/y8P6Z +aX8rPO/dohcyP5b7GxaE+DNEDwv1gXyFsxzG6F7Rc/XfeeXmUR9KW97E3oI1 +BXsQ+Fd42XND/NcZ+1p6VPgwY34b3vuM8H74SXjLulCfjG947yvpP+F5fH/h +AwlfSNwHgl4F33hx2v7MEkWa84I/rMpa362ET1x84+LfjPuisCF4O+v7v9E1 +HFzg+6i/RseywDp96E+8oDS11faJRvpv4tYF7Ct8H/d9oNwNigw5m7B+IbqG +Q4Tv4r6zBdk4d4YSz/3nAwqso/gDutVZ+za5tNr+GLmv/mJ929hK++cjHl+N ++MTANwb2XdiicZ/pOxGXgbLcjE2V6H30jltE9wvhP+Iuy31CTsI+aPFFSxl+ +itveC9subBCxJ2yQ8N2RxNdL2H/XNJXl+kr7+8MeDtsyfOS8KfrTuHUvrxB2 +xa2fia5j7wLf312Z9d2UrJn/85fB/lJxQ0N58Jd3UqW/eXnG9UvZ0cFEF7NR +wjaL2Co+LKxTmmuU9q5K+xvEnxq+xi6stD9B/NONqPSdq09k7B9pdYHvfD00 +4ftUuev1EeGQhP1xrSzwHa7NRf+guWqi6vpG4R3Rley/C3wHK+mpH+6u5w7V +hgn7j56gtPcIu0Sfl/DZCHdqDRBdKkwvsE+8AxP2D8ldrMsKfJ9MNXvmAt+x +e1jC7UXd1IX+gz/NgdX2iYZvNOzxsM3jfgRsDl/RN56hb71ceFD0hcqjS6Hv +xLwoYX98+Np7MLyf+5Xuq3Qd4b8Pf5+nV/sd+OvEH89F1fbBgy8e7mtnbEwt +8P3v+ybcN/BJVz9hf5j4usWnK75dv4z4vIozF8576hK2TaVMPRK+v75Hpdtw +Scb3j3F32eGhvvAPhi+1KcEfFGcEv0Z8fsDZAWda6MmiL8tZ11kJ10WcPVrC +7+esifuZODO7OOE49mwDE74vFF77uFA/4+psv0ue5H18wncdc8ZzSsJnPH9H +fP7B2U/PhG0Z2XP1Tvh8jrMxePa+Cdt7MjbZw52bsH/XuVW+Uwt/VuzX2Bsd +Ep7HPhNbSHyeYiOKf0z6cq2wWHR/3lFomc9tCdtPYsuJTSX2lfjr5S7XScH/ +VreE76riPoHGCe+R2SuTB3lxhy93+XJGQ/2x321b6TGIv8qlQq9K7+m4n3Zu +xmVpLTwk+tu4x/ZNwl+iZ2S8l6RNZ4reG/dcMFn4PW5/X9xFzR29+Df+T/+N +Vlyf8Hwu+9kC65D8EuZfdNe40+fXuO/34a6rc0OY+YO5bA02JQnv39nLc4Y1 +KOH7qrmb+NEwnthPsTdqFdqHNqQtucOY9uX+EexSadPTEh4/9I0DQn/Fvhp7 +bGyqsY/mPi7OPRnjt9X5THZ3xH2AvjBFddBSdZESpmfsTxbfPPQB/Pu2SLjs +3JmMP546dGIrrAOMLvBPMftyf0wo6Ow7HLnLkDsNudsRn0j4RrpB2Jm1P17W +JtYo/GHtUZ6dsU0XfhL9BXMA+jIq33vsp6M+2+MMlPM5wpzVccbHeR/pD0HX +Q/ievWLWvvfZc7L3/FH/RRRXhs6f6H+FrkV+B+mRD3K3wefCcwnfZ8De//dC +3wfyfMJ3dawP8cjrkB3+LWxMeLwmCm1zzXheL3wk+ulC30+B/2LWyjOFjcG/ +F76+mLPwX7w94bu9jgnlQz7A3Qw7hWcSlq+kC20Tzfh8M+G62Rbe/2fEZ6Hs +4TnjJcxcwBkm56MbEr4L49mQH/c7IKvYW2h/8Z8LTdFNLLL/7dPVbm+rbd/B +X23Mdyxx11IFPhZEX57xXcZ/Bv+zOxJuu28KHc/3UNf4gNyWsP0ftoGc6WCP +d3TSuj/o8KDLA7+DrIs7xbhb7Bv911Zx9YWdot8R9kX3MYS/FA4TncMZPG0l +/Md4CeHPhINEp4vsT5r7wZBVI8PivoD/mL+LnMfPCcu3uSsBmSL3n/H9K/Rt +y9Fxj7m+aWv6GP2R76UuYqG/Uh7efWrID/4J3uq7MPZ+SVgWfiw6cqJHZSzr ++Dj4E+V7+bZu6NiJrqf66V7kOiC8POG7L7gDbpPoXyI+j+aMnPNm/AHTFsjI +RmYsP+OuWPoM8rjChNdCeIqyhNdD7oZpGfgp+AV4C+a4EtH5Cc+F8BhFCc9/ +zJ1zQjx9mL6MDepzwR/dgCLzsPjjPT/huwy7hfmN+3+5SxieYj+FP876rlfm +hA+yvvMU33kfxnwX6gcx8zLc2fCR6A8Vf22155RPw3yEb7D7w3yKf2d4PdaA +FRnzJ8yl8JQVCdvP4kuweyjvB2E+gj/FXyv8J7zovJCe8uHLlXfybvgheJFh +ofwHJcwLsQbkJVx+yoZPQPz/rUQGW2kftI9n3H/py8wJryTs/xZe/38yLdED +M747+EdhiOhhGZ81vBHCN2Us++OO5qGiN6lOjqq2fz789D2td9ZUmyfC3+Gz +gf8nDl9++GPGd3K+8rgh4/MHZLOMmZcSvj+CuYAx80aY75gL8ZG/NfQ3dBto +U3QgdsU8l9OG72J7E7MvcMpE2fApgm8R1vDcqMcnY3V7eB/+DEn/Ysz20MyX +3OXDGKd+kFdz13ci8D/cz8RczBz1dsL3vzHXcCcO8tgRGctKtwrXZzzfMXfi +4/x15vaYfR8eWW176UEZ3z29J6QnHltqbMyxNV8Vs+/IhPB0zPox+O4bH+Qz +yMeQzW0P8ibuk2mUZ523p0Wv5Q4q0aXCmhrfwYYuAf+9WGOdwWTE+n/oEqK/ +gO37wdh4il4qlIhuGZ5/HJtI0d/mao6ssY9L9LrQ77pZ4Se5wyjPOhA8/5TQ +LM9n5BtqfB9zFbakub7viPuFGuZZx291SN9cdKHwhOjFQkGe8yC8Q9/4gvay +3wqfi/5O2IV8hz6b9vdS1i7h+9AZPCni++rRJdxU47vpmofycN8een/o/71Q +4/uv/st1mbjv6N20bQF3Cu+JvqPGunWf5/q+pC01tq/lzrPrxM/sVJrXkIUI +20TPUPw3Spub5/r6Qv+9x/kYMir25zW+i6qe4meKXlDju4C+zHV4co3vEiKP ++3ifnpmrZ7eE/NfXuOyNQ3tzpxR3S/2c6/u5uF+Kut6Z6/vI0EFsHLH+IbqJ ++ONG15G7i66usw4dd41xHxm6dehAoreJ/ia6kZzJN4tYH4CzenQQ20R8/o5u +Ivef8S58QnLfFN/Ht6BTwH1bXyEf5SyTO6ND/dCX3g/fR3vT9tw59liN7x/j +rib6AGF8CTDmGevcOY9fgd2B5h569pxvC9/HvBdF/j+p2nvSf0T/EvPdR5PC +eQDtRV3uEb4RvRf7sWrf4fMrz+u/HxX3svBl2mvADuxAYl4bvkfGxvmsvueX +tO/I5m5zysLd2fTP3eX2MfIhskr9/0nIg7yw13mz1GcM2BPiHwTfIfSRz9JO +x1r0fnjn9kB/yZliKMP2QH+N/Y2emaVnNwtvp52W9ez6aj/zHDIixa0Q3kq7 +rrZyLhTq7KO0n/0hfC/9kb7JnML9VJ/qvzfpu6RJe7wzVzAnrAjzA329SQg/ +VGdf0WVB3505hrmGOYD72HdRhnLfGb4n7fvl6LvMOYtqbH/1WqnP3LHHxB53 +dbllbI+nXV7aZnb43p+YE0S/GOaHr0PdvB36xu60v50+SF9kPL5fbp8s1Pd/ +QoHa8lPmmLTrjLrrV+162qv/fin3GKe/oE+GrtjqUttnfhXaZmt4J/JmZL8P +CWvSvm+NuYM5hvv1qBPqBvtFbAN+VZrfaZtQv9iTYFuCDS/6xxcobY72Qv9V ++jyin3Bgle+87x+zDh26dOicoHvCHQcrlXf3mO8+4HnOMnimb8w6Keim4NMM +feh6+GSucJ9lPu0WM+/9bsiDMPmtCPw49o6vBNsRfFFx/oVsGhudS1K+42Gp +0p4c890PyFs5W8LGekna98Vzd/w7of3xH4PvG3yqXCG6l55fpOczen64nj8h +Zl7kTeHEmMNLRC8WamO2j8MWGxti/FEM0H/7VtkfLX5p8Q+C7w9sONDXW6n/ +yqvts2R1zPaM+O7ERh794TUx+yJuH9bfJ2O+e4dneBYf0PiiXhazb2j8n3BX +zIkhv6Uxx7ettr0y9gMvltgmAfsC5N/Iam8UFqXtAwZfMB2D/w78w+DLA5+1 +E2L214IvGXyUXJ2yfyN8z+KTFX+J8+p8lsAYmVvn8yv6yr/CMMqPDL3cMvdF +QV6NL5I7w3iaEvNdsUcL58dsf4VtJWeatCf+UfC9s294/901nru5U4+79fbl +PF9t8VW558NTY+aF3g77l9f032PlnkM+SHs+oa8vCGHmA/rCIuFj0ZfG7Au5 +vjAwZv89G8o9534i+qqYfQnnCVeKvkJoLrpFCHNeyvODYvZ1jA0/tvzIDP5l +fkh7rK8N6zt2OdjncD9IRcx+cpB1I/N+Pea7d+A3X4n5Dp6Xg34sPoI217jO +qDt80F8fs70etnCzg30ePopbKu6amH0XM9/kY3st7KO6uzbm+EOFIaKHCkWi +C0MY+zNsybC5x779TT3/eLnnUOoLf1brys0Tsd7cpGfK9GypMCrmcJsq+9wf +HbP/InwHtQvjDR/LHUJfw/fyJfo9GN/Zof5HxnxXRJuQH+3L3pT7XE6Jebzh +m5pnLg7peTc+oG+M2T4Q28XXgs0h9oDY+uET7eqo7R+wnRgZzmfHMX707BHI +R2MOV4quEMYyJwitqux/Gz/cnDdzlowNQcvQvvBu1DHz+S0x++5vF54nTF74 +uMZvOP7d8E1zbIn9qcAvoDsATwBvAD8ML80dqKxP+OjBV0+lUCUcoTbsqXfd +IHTK+Dybs0zOoM4S3VD/dVTcWcIBoo8RBjK/Ye8v+hDhZNFXCtGM7xdZVOkz +uU9EHymcr7ibsMHP+A537GE5w+EsJ6b/LlPcCdiDocuAPo/oC7HPzfjMiLMj +7pTh/hfskzlLHhf0EY/Vf52Fw4TWQpXQvsJrIv2T+QzfCzVhzmM9hHdqrPgc +xRcKB1Z4jSS8RZhQ6TPRD0QfLwxV/JnC4aLbZVwXw4T24XnyoswNRG/mDK3c +Z7asn/ATjFHG5sw639fBWSIy+fcztndDt+zvoI+MDRC2QJyxctaKfjD6v+gE +o39cybfqXacKh1J2oYvoC4SWGd/PxFkJbcD9LuXCoRVuo+ahvbqKbhXCuez5 +K8yD/J52e/VWuLPQjG8TYhVuQ8ItMm6rFtgHZmwfjS0zNs/YN6O/jS7g5qCf +3Tq0DXoD3OXRUeirZ48L5SWuW6V1CkjTKmPeonX4Puylsb3mfP71qM/P8RXw +ZNBPaJpxX2yKDEf0/sLRFe7TB2Ws34YvgjVBf+FpYUy5z2CXi87jmQrzzH+n +7X8U37XwuNijoy+C7gg6EN3T1v9AN4Q+fEba9i/4XoXnw94e/xfwVvhYxT/B +THy8V/vOrwVZ+2DFFys2X9h+cR8YdxMUhXj0UdAFQUe9TnS/tHW7Hwth7otB +twYb8VPSXs+526Fxte+XWF3n9fwJ9Z87e1ifg7pCp+e0tM+QOUtGp6dn2j4R +notapwfdHvyPRavtww3/XtxvwN6/ibAwax0J2mJ2eD/6Quj+rA754++tdbV9 +hOH/jfGOLee8UF/4q5la7jPsJYH/ZW9cVeH+x/k4Z+GjQ/vQP4mjD5ZkzO+x +d2ZO2o+zCNpTeT9eZv0kxgN9izatyLh9G1Z4jBDmvgz0S/DVxl0O7JfYO5CG +9v9HqCf6w3Lv9/6Exy43z83+F38u8Eb4fEM/BX4LWcf/7tuIWQcHXZyZQb+n +LOO+TJ7kjf9MfM2ig4N/XvJnb80YLQ7jlbHJOwnDn7BXo08XZCxfgbejzVfE +rJ9D354c+mebjOcq5sDqjN/P3pU5ozKMZ8Z2dahP9KPQhUInHn+ja1lzyr1G +v5K2fzZ4u07BBxtzLbw1Y5axiz80fHdx5+sjcft/Q/fkgXL730srzegKzynM +//hLwHcEOrT4MFjEfkLrULmwuIf1C9AdoAyr0ub/4DWRIWxMW56ArGJkCON/ +EN0XfFg+lfZ9d5ylo/OyLeP7NtCV4Uyb+6gW6B3FeleJsLCH5TPsvZiz3xC9 +NG3fgycE/QPmc/ZCL4R49OHoa++G8YP+CLoS7GHXpX2nF3d78U182x8x695y +fy86hNTv2HLrUPB96Oc+WG2dhX9j9q+BLwl8mODPBP8Q+KZARxGfEJwRcVbE +ncH5ne2/At8R9LnNUb8PfUXyRN+3fmfrDk4O+ePP49sy+zjBn8l+nS27f1jI +7Wz/ibQdPCv+Jonnbl90LNEZ5n5i8iPf2T1ch9RlqfA4uj+dfXcxdxijv4n+ +EbpG40J7UL/odtxbbv+OpaEtzmXsxMwfwkuPDf2PONqLO7NIgzxgYrl9Gj6T +tvyAvfTwUP/Yw6DLjc0O9jM8W9TZ922RB/4Q0f2ZEJ7HngZbHHTq8IeE/g26 +z9MC/8N6wVzEHuDFtOUn7BU2Bn4eeRu8OHMa/rfYL7A3GBPSM38zl6NThm4Z ++3nmlolBnoH/VXyrXhD6L/5o8FeDzxn8z8zv4fLzHfRd/GNSd/DM+H/9fxu4 +BYU= + "]], + Polygon3DBox[CompressedData[" +1:eJwt1nmQ13Mcx/GPYruk2m0ImdkdcsSUHO02tNlqNxYhv01RbeVsCMWW6FAS +HVtU21ZblIo2d9Etm3RNdKHGIKJyTi0TO8jx+Mx3/3jO7/t6f9/X5/35fL+/ +b9bAh3o8WCeEUIpT0CMvhOpGIXTODiEP01IhpBWEML+5mx1C+C8nhDr0QPcG +oD+GNg5htd/unUPY5Xqo6yHoSC8oCuEbMQdxCBvkK7gmhBMNQvisfQj78Axb +oboH1G0p7mxcRX+VH8JwdQ/6/Q6Hou4Uwrj6IYwWNwqD6B/Yv8cvGM//qN8b +xR+Wr7VcF6EzPYbvTLGV4pZinLov62+nvq4V18j6ltLvsjemr8Q296axnZBz +En0Snzo4xQy6yLlDjQL5u+EmeliXEP5tonf6S9xPp6y3RcMQtqu5DV3os8Q3 +lGeJ3D/K/ROK2dvx+4fPCUzSx0g9l+q5gi5HCb0qlfS1CwP0tFXsI+rUqLtL +zZ24M/bRVS5c6H4532fUej2VXE9wvda9dSiwT+/Zt0XiFqMnfTzXrOrZSzWH +YKS4THkuzDB38SOxjG2oOsfV3S5uG4rp++T8qFkIuXw6YiG/bnJWqVHJZxlu +p3tb77nW+7X8B9Cd7mSGH5ppDp8OuJa+W77N8rWVqw3uoMfLuV7MOpznLG0X +2599Lb8z+bTAzV2TOVeZ0Ub8zDbXukeJfUTcoyizxjQz7Sm+pV72sO1GN7ov +2rDV0H9gorjr9P2hdbytt+XoR7fX43I9p9MZmMLvBXW+VO+rnOT8r2frqZ8l ++ruCvhLF9EZzvlQP3eW/CVvoW9lf4NeKz/lYIPZqdV5Rd5j8wzEzlaw5rv01 +bIjzU3OWPSrD666bO19b+a3GDnkO4wjK3Kvmcwy/1Z7reL5PRxP7O5bPOJxD +79BPXr1kXkX4mP6LfaqYP/jU4AP597P34ncvn3vwONuz6ixwf7nria4noVDP +dc30MJ8juJU+JLZE7EP0g3iC/932pLh+ssclGM32JubK1wtjM5K1DTSrDWaV +xZaJFD3SGWzc1Nk3pxOo4PekfLPle1uut/AU22L91DOjWdYyGTXWNUJsmthj +4o5iDr/RbE3Z6sZ3H+axPcHWgO13Pscxl+0M8Rn6mshnErLotegk94o4B7xL +P6WXCr2U6WMOnhTbwRla4wxlypWFUrYSZLvfPp6/NM+nOe1GoVkVsl2HTfRU +69gt9574rNXO+xrn5Q3nZbxcT2MW20psdX8LCvS0RS+neT6Wuv41J5nFJj55 +YpeLLRU3FdfTD1tvted8I12FO+h08fWtd4jYoagUO8j8d9uPAjofL7G9aI8b +inlfv4vs/Xx6kdhm6q7OSd6/a/g9JmcdM/2e7xHMZhtsLjecGkKfWBPT4zsH +l8h1MT43l+lm0FK+LL0MlusBZND5YveaaUpcUXyv0cPFDqudbU1acp6L2Gv4 +3Rzf4XjOvSbiT5LvTrnuwlK253OTeq3VvSi+F9kmo1F28uy1sK4z0VG+Kvna +sLeNM+RzC3u15zSNroeB9AjnYIJzMEGupzE4ar5VruvyucKs+vP7Tb5iui9K +zGIO/TjfiWKn8J0ce6FX6Lmtma7X73tYRfcR31qeY3yO4ln5/zXnk+1Rik8R +lrDl2uNX7floNcagjO1+e/kJvxv4XI9FbBtTyXu0T3wPo9S6O8T/ebH3iRuE +GXymmNVOs8pQMz0+b7nJOyCezxVxbq6nYLjYVdnJ90P8jiikmzmTTfGn/t+3 +nsyCpG4VNqeS/834Hn8TzVyn4wxsd++/+P4Tk0ZX5yTP9Dtox/YBvQnr6M36 +yfYc9dVbP+yhK+T7rvYbZZ7r+ZjG/pl1ZPHJjP8B9D1m3c/s19BrMYEegD5s +K+lV8duCPqLOmNrvkfiuje/cneIL1O3MJw8b6E9xC1tvuhdGqD+Vba+6Z9Nn +xW8kupX4y53J6Xp8Hq/ym6PHj1x/jL1xbank+2Vl3C+cpv5CcV87BwdwHFc5 +m7/7HaXH5/S8UP4FGCuuq/mvsQ8V9mMeetCz1SgvSv5HYq1Y8zb2g/zK47sF +5e7NRwP36yPdczzGOVvvDPXOSb6t4jfWDr28xm8m22Pxf9B6LshPZr+f3odv +4/nl8ygu01c7fGEWM8ygsij5RltWu/db4v+M+IPyvJSfvFcW4634raJeZfxO +wTvxmdfP395h+/W7D/d2Sb69fok9y7WweXLu/gdR2gqb + "]], + Polygon3DBox[{{21919, 14559, 21692, 21920, 14563, 21693}, {21934, + 14608, 21702, 21935, 14614, 21704}, {21701, 21700, 17893, 5270, + 14572, 21925}, {21663, 14353, 14419, 21668, 17465, 17466}, { + 21885, 14422, 4719, 14488, 14424, 21671}}]}], + Lighting -> {{"Ambient", + RGBColor[ + 0.19699838300000003`, 0.252204821, 0.33320940200000004`]}, { + "Directional", + RGBColor[ + 0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`], + ImageScaled[{0, 2, 2}]}, {"Directional", + RGBColor[ + 0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`], + ImageScaled[{2, 2, 2}]}, {"Directional", + RGBColor[ + 0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`], + ImageScaled[{2, 0, 2}]}}]}, { + RGBColor[0.560181, 0.691569, 0.194885], + EdgeForm[None], + Specularity[ + GrayLevel[1], 3], + StyleBox[ + GraphicsGroup3DBox[{ + Polygon3DBox[CompressedData[" +1:eJxMnXmcz9X3xyeUrVLKrJkxUmYGKYokWjCfz3ymZlqUNhWFhMiefQshWSqt +KIooa1q1b7RY2kOW9v3bQqWi3+v1O8955I/X49zl3HPPPffc877v+7nznvyu +fS+4oVJaWtrcM9LSKovuOzktLf2UtLQMoU4yLa1SVlparuj/MtPSXheGCa8J +rwo/CN9DnT9IvJ+IfixsESorv1X0JeFopV+mrArlr9H2RyM7La1ujvoSDhbe +U75KTpT/QN1u6fG+0t+IVhP9VHKqiv6ELMv5jr7c50fCh8K/QkO1yVZ5gWim +sENlR4juzIx0NdXVF35XOj8r8tWzot50V2ak3baq8nmiWcIelWUkYzwe1zbR +X4SfhWOUT8sKu9gmVZJhg6NEj8mJcX2fHXqmwfMKNrU966rsbKFdVszDJ9g4 +Hz3d97tqXzknbLVHcn9S/jfPl5Cmsr9F31bZfuEd4PS/wuPCF8Ka7ODfKPql +6ETRr21n6szzpfCdkJMTOpseQ3pTdrQ9KCfauG0qJ3iyhXKhUk7wmcdyvs2O +Ope5bjO6Wa8NUOvv9E/J6P9n0Z+tq1BPdflCfeEX5T8Uqin9UXbYZDN2+SA7 +fOaQnKg3X9WckFMhw9Qy83ICTv9Ev0+IbktG2+rIr4J/vovuldG/KvI/AO7T +ZXWZa9vrI/zR871b9DchT+ntoodkhW99rfRzwlfCX8LfnmdhrfAl5Zupc/k/ +wnvwfQHPs/A9R7u1lLmulsbzvH1J9AXRb4RvhfeFfcIHwpGq2y+ak4y6FzOD +9xn6eJb+3kOHPzJj/RybFenfyXvd1BD9jDXoOJKejDjQlFhgeiJpr+EM0Uwh +JytijtvcrPRE4RKhQ1bYrL3QTGiO3dpRlku57XlSVqyjY1hLHt9+xmj+fsKN +8DZDTl1kWc7ByHD9+9h6H7Z6j7zt8jx2/A5bfYsNHX9qij4t+lRm2GEX1PkN +wjvY60XaO3a5b/vGr/iF/ePTzNDH+U+JM9b1V2gu6Q3I+wP+bcQmt9lGWR7y +c/FD5+t5/CVyTfnpr8lo/6ewEZl/kP4dnfcQE58UnmBcjpWe70PV/nPla4se +JuxVOlu0uuOR0lWT0WYHMnYhx+m3hDdZG263CT0s0/73byLsaRt+Tt0mdNuD +bm+j0xr6eJI+bHP7mP3Lzw3HgXxiyA7hSKV3ir4hvC78Sdp0r/CXsF5YJywX +lgnb4dlL+aeULTugjcv/pq3zn2ssv4r+LroiO/pcKbwp/CO8Bd1H+jNhtbDK +zwy12SX6YzLarUD3HaSXg+2UfSa+xY5JyYi3DwjzefY8IzxtfYjzfibcnB1x +z8+B+4nLc7Mjhj1Du6d4HjyNrI08B76j3uWOlYuIzbbvi8IL5kmGLf5KRtt5 +tH+K58J3IJtnyJOUP4V+fiZNwGa7sNtXkrXNOoqepzZjhfOh40h7LPdlx/Pw +C8ZcJyfs3CQnbH2yaE/hFOFV5V8R9gjXU+Y6p3sJLfz80Hrp6OeGaF3hHD9n +RMeLXkDfLWh7PfqMEdbkhJ7l5Leoj63CUuFRqPO/C38IrwmPCB8LnwgvCb8J +L6Of9dxN3RJ4v06GD+9KBu9u+F1umX8kg28xcncjxzyv0vdrpPeQfyw7/HsZ +Nnf+42T0uQW9t6DDJ4zF49jGnI1nDr/Gx77Cx97Gz2rmRLsaog2E43L+G1dN +7HRsTqwdP/v3qe8C0cNk873JqDtU6bSSWDNeI253KG3/TMZz/F/Rf5IxFvuM +x9YwJ+yylTG4je3WAB1qoNvH9P0rfm0frK38UUKjHHxbaEzaZY4rtYktjgmF +ShdR7jV6RE6U/3lAndtZjsf4J/PlNV0rJ/iPoO12ZBbBf1BJ9H0EdrBelUti +fAWM0f5+Aj6/nTm13F2sK+tq+x2dE+vkd3zgeOUPz4n5PCwnyl1m2c9nx97p +Z2DbeL0/nB37IceB56lzue33Inwuf47278P/EG0fIv9sdsQgvxNsSUYc8N7M +acesN5LRxyLa2Z+8f3Ts2o+PebzeqzkGOl5tTUb82ZyMsdZhvA/A92B27AWt +29rsiMGf48OHYYetwP5yGD5rW+3GNk4fh1y3/ww9rI9j+w71vdDjTsb4n6PP +BfRfsZ99l/xCbPQQNnkGuyyAx3vT7cnQ99NkyHeZ35tOYk/j/VYWz8CKZ6Hz +fkeqLL4h3ivqOVspGe8dh/s5lRnvdSsz4z3F7yhDhZsy4/3LMirzjuN3nfvg +eY12W2n7fiLeI19NxB7Ge5b1wmr2J96nrGN/s559wJvwue5xeC1vFTK3U+76 +JcIj7M/8vJ8j3CnsVn/TrafoXPqYJywTpgmPIW8reph/uejfog+IzkcP88wU +ZrDPWCA8SP429Pk9EWV7EpF3+QrGdAx7zOmUue4BZL9F+1XIe5N+bQfr/AZ6 +Gz8jbzX825iL+7C5x/MR4zuIPX9aMt4F/F5wj7A/EXth71Gn0qbCFh/S/lVk +DkWnHujcLTPG0F0YgX4jha8SoYfn1+XDhfupv58xdEeGZXn/fG9m6Of+PkZn +0+Wkvd+2nkvR+VHRvYmYY8+130EGZ8be2f73CW0t467M2Dc+C+6mbAk+8j5l +a7HJS8h6ETs8ii3ewObr4L0beb8mwsf2JWJv+gzpJcheyhisz61gGmXrmFv7 +4Vbv1YWlwu3C88ILwnOkXbZEeETYQnor/IuEh4WPhD7JaNc3GeUu+1h4T1gg +PCg8I8wQnhamCWuEJ/yOA495u6n9rX7nSkba9b1ErxNmKn1pMvq6Q+nLk6H7 +o+jzKWmXXe8YIjpM9AHR+cLmrEibvitMER4XpgpXWK5oKhltPd5rRWeJPius +BbOzomwR41uMjDXIWYKdtjLGqdQ9R9u1tJ+J3NnU3Y68T5D5LvZ4EJ3fJW3b +POl1nBXx5Y7MeM/YjD8uhj5CemFmxAq/n/i95HZhNm0cpyzjr0S8y9RIBn04 +M95rzPsEfdhf5uMzc2j7NPL9nvZQZsQnxwTHhkXotJi+7kDWO+jjGPaQ+r1I +z4hDkhFHZ9H2dnQ1/9P4zG2M+ynG/iG+9xC+9jBl3ZPhTzclo81T+NtC4QP4 +P4D3IeROh28h+m0AGw8Y12r024h9XH642rQSTgO1sqIsJRwnNMiK+GObOUZd +lxmxx/HMseqEzIhv9ZLxHn90Ms5oGmfFmZtpE9I+X6yTxVkeeb+3+1ygQOlC +95eMczyf9R0nnKCyE33ul4zzE78X18yKd1i/L9dNhp6NeW92eU109zuw9Xf+ +0Kyob0C5330tuxL6uV/rdnzyv/PZdOWPFGpnxblEbfR1Oj8Z51E+5ymlP9us +WjLm/Z9E8BSp7ATOgmwfy7N9GmEb2+0I0WOToUclbGWb/INdjmUerLPbut9G +8Nhm+6FFpL9DV9vYZw/H0tY2tB3qJ+OszHPtvkvQvQFzfxg+UZiMM6Jm2LyF +0FJIZsUZVQLdSmjbJBltLb8lNq8JTxI+75+8j/K5is+rfKZge5+SFWcgJ2fF +WZTPVXzGcipyWiKnPrJOht/nzd7fvMn6rkfbDuhnfp/7+kzvS/zdNrVtGzLe +WtSb2i5fUWeeirNBj6ui/Zfkj88KPvP4TPF40tbL47F/NkpG/0XJ0M16FWOX +GtjUexfv1Xbjc7ZLhU1awNdS++Dewqk5sXYnsH5/kJ/1Fd2ViGfjtcI11jkR +z0vv2V4WmjhmiZaLDhAGCl2FLsKUzHhum6ex0F84V7gxM2RY5jT4pyJ/sjAp +M2J0L+H6zIjJ36qPMaJfiw5C7nmZ0e9A0lORdw399KOvq5B7NTq6TZnQk/jl +2DVaGJUZcXw01HvAbxJR/3Mi0tZnRyLi1Ezi1nzazgNOj6S+Jzw71eYWr/9E +pG2fraL/S8Qe57dE2GEK4/g6I+Kf46D3Zt7XeX/m2Ojy+xiT7eR9jfc+92Bj +573HcX93YQPbondmPD/8vBknjM2M5804qGO8n3l94FkAz4PA6THI6M38LMRf +xuMzfv55//VjIvzpj0Tw3oFcyzfPDaCibByyLKcvevdD9gTK/dz0M3Mi470R +vsmM2eO9F38YAO8k+B8hvZh2d2Or2YynF3a3/R/Fxn7n8nuV9532N/vdL4ng +8Tw6bTt733sz+k2E717amb5AeiqyH6N8ELpeloy9WQ/vs1iLvTmruoCzMp/T +jON9dY5wZ3acJY3OjrPFFZT73PMuYWR2nAmN4p3W52z3Uua6x5A3NjvOMH0O +end2nIs+Bs8Iv7sm48zJZ1b3ZMd5qOV8lIy2rybjvG8MOnyYDFlfcI46Bh3n +oO8b5Eehdz+hb/Z/547zyfts0WeWt0CnkO4Hj88DJmfHWeRTjGUV9vEZgs8Z +/NvZDcjty9iX0/cbjNW28pnHjOw4A1mHHVw+ODvOLRbR11PocLrQS+idHWey +Pjfz+ZnP6WYLs7LjDM9neUNdLz3aiS4RPVv0RqG/ME24QrhcuJX0NMZyAXOz +Jhn1jyejzHUXZoe8AUL77JB5FnJvE64SrmRMV1F2GTacKnSmv+noZl1eSIZt +b0RWb3zGZ4G3Z8eZ4x3CsOw4UxwuDGGcHuOGZNjpA84ezXeTsDEZ9t2ZjPxQ +7DIzO85MZ8HnsiX0ZRv63PPdZJxX+jxzKTKXUDcbe78EnUXbV9DVeA2d7cNe +L+8k/zvPtf6v4x9rk2FTr7EJ2Hg8dv7eezPvL5U+Ojuo8yeKniQcBK1E+ifV +ZYpm2b6S21T0wWTk/5cV9c2VPlmoInybFXK/o+5H2ldGZjPPo/eOKh+XDH2s +Q7qQlh16HIRulnWU6CHCwcIpQq7wq8pfFuqSdzobfazXrGTos0D0diFH6TnJ +kNMiO37TN7/Lf86KdtmkXd8SHsv/RWXHZMe4//UeVfTU7LgfYL7qQiuhBv1a +z1tF89DT+p0m1ITH5fWouzMZsh5Ohl0qYfuM7LCZbVcZm9nGA7PjTG4Q1Hmf +1fk8z/7v87jp5H3eORjehyl3mdeOz/O8dhyHHHe8RrxW7PNeAy8mY704JnjN +rPO7g+jK5H9nppbrteSzzz74ntM+51whNLC/Iud+eDqg8yB0eQF9pqKP9aqf +HXHhWOF6oTX2s8/YR+7AdzIOsE9zfM/PBcfyN7GFbeL44zNNn132py/38yw2 +uRV7vZUMHp+RWq8Z6PZmMmSsT4acG7HZQsYygLIHkW8fOwU/8ziLGbdj1BX0 +V5quPZ1wjnCJ0FO4XuglXCZcKlxLvfmmCb2pvwRe85wnlAs9hHHCxcJF6SG/ +K23LhO7wXY6cPsINQmfhCtqXw1ehh+VfLdwo9BeuhL8v+k6B93rSU6nrjOwR +wkjhOtr2E64SLhQuOKC8L3UuO5/yfvRbwe+yUeg5nHHfLdwjDKP8JtJ/FseY +/hD9Vxig9D/Fod80xjZQ6JIeddejey/6vJp+L2cubK9u2PFcYTb2mCXcKQwW +BglzhCHkPQdjmZM7qb+DfgcxN3fSZjDzNJg5318c9ttXHLzXwN8HXW4lbTpd +uA0b3gDvIGQNQZ7TN6eHb0yAjid9UCL4DkmEfoPQsZryE0WrJqLvLpTfig7T +sIftYp+5/YDxjRY6Mm8dyY8RKiXCdkeJVta7wE6ldwhVEmGvPcUh+zLmYgBy +B+IXI/AD81vewYmQfSG+MRJqnr7stc/JjPemc8h30tqblB17n07QS7JjL3Wm +cAa4gTLvjS6F52LadiJWXUq9+dvSZjDr3eu+e3bsEXtkx/7ruuzYg3mvVi6U +OQ4lI868Lfq0kFB6aTL0uoV++6FbX/S1Dt4jNi/RHs2/OSej3nze51yGblOI +b45hVxKD2h8QswaSd7zsRaxdSZyfK7oqGeNalIz9oeN4m+yI647NFxKnLyTv +8YxkfKcTtyv2lH1oa94JyPDvad5rdsROd2Gr0dhnFDbslh17nZLs2FeloM57 +7+V9l/dKXYRkdtjQz7Dnk9H2KdFrsmN/5f3Uc8qfI7osGTzeT70DT1f4JvPu +5fdr9zWMfq+mP/dVSpnrrkH2tZS7bDhld1Demfm4Er1L0HcW/VrmWGx6Pjaw +Lc7DNtdhH9v53Oz/3mdGkr8Pe3s+e2bHu43n9OVkvLO8yvvOvZTPpt9Z2MT6 +vpIMnYag4zn0cS66jEGfl5Lh05uSMUd3MofeD3lf5L2T923ev30jTBNfbfeZ +jHt3/q20qXz3ROGknLiHly5/7iJ6fEncd/O9t+bcYfD7ou+2/XtAu4p7dRfl +xG/8GTnxzuJ7F/6NNZ27HefRthnyLDcFbwYyT6zQISfuAVqGf7u2nv4d1WdK +vmfn+3Y1S+K+xdEl0bd16Mh7bV10rcJ9jIOhzvveRy58Fwo1SuIuYHXG2xye +k+GvDH9d2lhOC2RW5Z26GtT5loy3nDHnY5uL0akuduiIznnwuL4+v0v79+kO +tPedEd8luS4n7qRYL/9mf7bQTrhKuDon7hCYNibdPifuA5inC+VXkz8KGb4b +0DUnbHxUSdxH8P0K34O4NCd+y/bv/ZcLVwiX5MS9i045cUeidU7cuThcbU6z +7qK1SoKvvmhb0TNy4h5BRkmMy/cTLkZGffQ4kvF0Qr7Lq2PXVti2FfmynIiN +vrt2SEn47ZElcUfiLGQVYZdGjKuzaIOSqDffmfBcCd+ZlPtehO+t2kftn7VL +Qv9M2p59gPxC2tsulu/7FtfkxLqwPY9Tm1vsD6JtRG8U+gvdhO45oXdOSfRl +/ZvTb4+cuFtb6n7hMX+BaElOrJkM/KA5fuGyUtpNzAl/u1kYjE0GMcZB5K3z +rehtOp20dd/Pmquwu8+NzkGXUvrsQb/Z0ikpekxJ8N1AO8+R5+fcnFhjviM1 +QahXEvepikoi7bXi9ZvICTle9ydiI9vnWnSyXRPUF8NzLXzFlNdhXPbVaeQ7 +UG89bbODS6JtU9p3RfYJ2GoIc9ywJOzleXd6oHnwcY+xL/Q0xtuP+T09J3zb +9vc8HFsSvI3weZdNgq817ewjXi+Tc8LXvGYGIK8NvJPh6YRMt/VaGwC//crr +dYpwGXQq6TbUm686+p6GnpOQeTM6OybNEGbmRKyYhj0tq7Ak/OTUkrDRWdjs +CvjsR1fRviLODM2JOHQTdCg8Xje3Mc6BjHsqfV2GXpPR7Sp4ZzA/7Zgj62M5 +XtftqLN8xyLHJt/7ao39Ku6F1SRfwp7BZw1+Z23GM7g59Brg/YLPL3LgLyWd +Tb45fOY5NDvOFrzfukt9/6bn7UT/Vqb8V/4NRvjLv1EpX5Qd+S/8W47Sh2cH +db6R6D/+XSYr5PiM4m7/Np4MfbyPWpyMs5A5lPs9dwHl1tF7Kr/3et/VnT2M +9wuW9Wgy9jDPJmN/4j2I3+sfSsaZ3pPsPXx+k4k9mrEv8pmQ914nUV+CLbrA +4/LJ/k1NdGYy2vt8IEG7LvBkUpZERhbpz7PCFrbDlGTY4JZk2Mr2OQIb78yK +M5xJPhNWeoDohGTseW4T3Z4V50E7RHcLr2fFfHyWFfNk/QqEvcr/6d/EyDtd +k7ncpfQf1Ll8J3Uuv5dzFZ+v3JOMPbX35+Y/PjvauK9d9PdmVui5R3gsGXOx +XPQNdLOOb0DXCUdmxz7ta6WbZMdZ137OvHz2tR9f2os/7csKn2lM2tTtGuNL +9qkj8cMKfzwS+e7TY1mHzWpgtxrY2elW+IjLCrFbAX01QTfPu+dvVDJivvdK +jvtu25P23k/7XCk/O96DfI5Uh3k9Ex29X/UZtM8dL2cMjbCH6/1uZT/1OeCV +tDuLOuvSGXt1pv4E1pvfxS7L/u+8tT39tCdfYa8rSF+BjDrwdEBOIbIe4Mx9 +CXtq6+C84+xhxN1LiWcV+yjHygLqzXc49cfDcznpy+A/nrI2tDkUnE7Z/GTY +Zl4y9G2Mzc7Epmegp23qPb/vMvr82b9l+E6i31V8Vvca68O+WMy8eLz2C/uH +3yvt516bM4kfPi+teA/yWarPVy9gfj3PC5Ox9n1OeCXz5blwXHJMakmbc5HR +HXkuL0emyx3n/P5TlzLXOY5VxM22tDuVtucgsy59OTZ2o6+61Pn9zHHasc/r +1WcKXrN+1/Y7ss/tXe/1br+dxHr3uvd69nv1YdjG47V9DkWm6/Kxw2+sr9/g +c10b2joW+J3bscFnGT5jKGBcbZm7hujWiXQneM5gfmvRrpDyS0m7bLxjjTDB +zxGht9BL6JeM+e4semyR4rLQRWgvtBPGkjYdJ/Qrj/pBoqNFxwhnU95A9FLR +q0TzhSupbwfPVcivLywT+gs3Cl8Xyu6iDYXrhCKhB322Q8axtHP7s4qib8sc +JZwpjBTqCXlCZ/q/ijYThRIhiVzLLxQGStfuokNEU/BMKoq06WQhIdxM225F +wV9AfQmy22ObDuhhfc5g/PnodYFwmzCDfGfqixhzo6KwX1fhOOGG8hjbuPKQ +PR75lnM+sqZDz0dGT+QsER6xXYVbhHOEUqGxcL2wGOr8T7L9FHjMey5plw1T +301sR9FbRc8TyoWp8E0hPU0oEx4V+gpLheHlUT65PPIuv0HoI/RGv9mqWyR6 +p+jg8tCxl2g/ZD0mDMBPlmO7C7HByPLwnRHlodd07DAA3hVFIacvslYKgzzn +wkXCLPdPuiP56YzxVuSsgH85OiyjbCXlM9HHeq1CvutGl4fMvuXhO/aRCv+x +j19reeUxpxNEv9UcLBEeEd4W3hJqFkWZ676j3nQpdeapYT9T+3eUPll0geiD +wmfUmedN4Xvauf1Z4vtB9GzRGwpj/vsKh4t/g+hhRdH+88KQ9zb9HSpULwq5 +ltlS7SvZr0RfUb6y0q+KnqT8vaJ1RZ8R/Ut4VvhIuEuYI/wh/Ck8BX2adFO1 +2SuaEL1H9G7hE+E5YZ/wfGHI3ircJ2yDbqWfv+nLdC3pjYUxLo/PsrYUhux/ +4Pkb+Wsps/7mOa08bPWY0seJPooNvwe2ocsuVl01rwfR1sI6lTUTPURlVYU3 +lP9KWCQ8DHW+IuZ9Td52uVP4sDBizoSi8B2ni8mb37HhmqKIE9eQX18Y/VbD +v+xnBfhZQ9odD3+F71lmz/JYx1NZv1+ii/X0WKoyLpc/JHwhLIQ6736r4w/r +6d/5w/Al++XrwmvCwUUBp6uItioPH2sr+o3oYmzyMLK/pK3b2JaLqF9M+SHY +1n5XBd+rgnynLd+65peH39n/Pi6M2LiUWNTW8aMoYnW66i4UOgqDhBbCKcJg +0i5rKQwRToUvozDauWwo5S3hd7sLkFlHyBYuEXLgbQX/TaRdliVk2qeETrRx +2d6y4KtVHjKyqW9JP+7/j7Jo+7XoRehmHQcQq1p47tU+3TGL2Hmy0JzY5rTL +jhaOIpaeQhx02+7lEd9GlUfMzBQyQEfiqMf9Z0HY7Unh98JY61kHjOlD5sL+ +bnkt0W8g6RbITEfuxfR1EXNUB5ueJgyznwrHCl2EBlDnrxaKhYleT9j+Uuzv +dsNpe5Cfr6JHif4m252ndFp5tLec+oVRf7Yw1v6mumvs6+XRV1f6HS9MENrT +5ip0GEvbs4R28Jmnv9BcaOY5Iu2y84WjrY9QU330Ef1Vep0keqLQT7gRukI4 +UigXakOdLysM/huR7/wRwrlCU+FnzdHKgoj7zvs5cDI6DCBtOlDYUxbzubss +9LqAOXBf59HvjejejPqjK8aBH12AL/XHn5yvg69dIeQKlws/Fsa+xM8kr8+T +hBOL4hl+Emv2XGLVEcSaBM+kq8ujvE95lBdTZyTh8Z7Pz0A/U11Wk3LHFcdJ +xyHH8w7ERsuphqwC6s3XDJ28v/B+qLZwZFHsHWpTVqD2y8TfmRhbqyj2VU2F +E4piD9S7PParncojDo0kFnmP5P2RY9X0C/UsPVk26RjlN2ATy/IzrRR9TkKn +duVhx8vZTx1OPG6KXLcdqrpeRaHb/wrD3o3R8Vxs6+ebn3PeT16OTO8ZLisP +eeXlMWeeu7rgMubRcbWNMJy06Qjscz7x5fry4Onm56boTcLpwqXIOQaZx5C/ +EJ+p8KWT8Se3G0bbTOJFlnCqMFhoRV/mGVMeZUMo74ONbdPrHFtFbxTNRkan +otjj18SHDiVdgh/Zn7x/t41sqyJ4XJ+Cp4i62ozfY+9aHnG3C2Mfyjgupk/3 +nYMtjqH+NPQeQtr6Z8NvvVtTPpSxuP1F7Ke8v/I+y/sf76n8HLwL6nwtxYIN +DfW8FjYKRyh/pHCd1vwPyvcsizLzmNc8G+AzzzKly0VbtJI/Kd2yVfBYxibR +x4RHhe+FXuLbLNpZtJX4mijdXPQ88dam319VdpLobw0DTjcTThXfDch3X32U +PkV0u+inQp542gpnCGlCP+FG4UShiXBCQYznHNHDhFKhcUHo9R1oRJn1KC8I +vZw+grxl/SS+plDnPeZ/G0bfafCZv4y2tbFDRZsfhfFlYcuhZcFnfufHlYWe +N5eFftbz0IKw1S9qd5ro2w2j/HDs0lzYrbJ3G4Ztj6LdWw2j7bWS9Y3SPcoi +vUTpsrKwbTParhdqKv2maH/Vnab0LaKfKJ+j9BboMaRd/7doK9HsguD7GGRR +1gqev2hrnmzGY93exOZLhW8bhl7fkv9aWCx8JSyCLkbPdUKNgkibWu/cgph/ ++0HXsuC5tCzkeOyPCF8i62Hol8i1Pd/Cpt3LYh1cXhZ+8cMB/rsUfR9Bl6/p +q7raDSoLPQ7Fhm7bBH9rgo81Zs7cj33wYKG9cIgwSu2ToreJFhaEzl+DgoIo +qyYkCqK/77BVI9rWQIdKomcKZwmDla8nOros0jvEf01ZrBfbynW7lN4p1Fd6 +iOoO8pqBN78g6izzIOSOKYt+7UtF6FnIHFiHEqFhQdj2eHSuKhSTLmYMQ4WW +QgvKPaY3mBO397x0oK3t8zVzZVsMV9/HiY7F5u4zhS07wO+xOA5MLYv+kvRR +jEzzHY+eX9BnAf163PUZu+14tlBZaFAQ/X6u8pvQ3+NIFzoKFwlz1V8f0Xmi +F4oeLVzguRFOZq1OLotxTyqLdm5fRzjFc2bdSZ9M/nD85VzsnMLPHJvOL4j4 +4ljnWNS3IPrtiMw66OCyB9TfbNHloq1FTxf2EV8HFEQsOAp93aYSflQZG1Qh +/VnDsMXnUOePFR0mue1Eby0Lv7INjwXmcVk75JzNOEoZy0BsZPtMLAs9bioL +nQZQ3wxaweOxzxZ9vWH4kP1nMHazrHeJhR6L43ObgojRTu8nfw7Pez8r27L/ +OkjYVRjndD6/8/uuz+b8TurzSL+T+uzx08I4g/Az+hDK2x2wd3G9zy1O4/ns +cwo/l7dR5vMGP8fN888BfN7L7EfuNtqYpzXlHcvjPNRnrcehVwN0cP8+j7yg +PM4he5THO7LPTP1+7PNQt/W7t+Gznvq08b63Kjwuz6fd2bS1vErYaBf15juE +9m5rfXzW4HOEMvX9r2hJeeStp+utv23qd/+zsZvl10PuzsKw3/bCsOEZ9Ot5 +cd2Owtg3P1AY/D7zur/wvzOh+cI8+F4U0sT7ErLmwvsZ7dzesl8uDPkP0P8u +2u9EXl/2yd4vP8d87QOek+fp+1Pkp6HvS8i1/JeQ9wAy7Xv2CZ81NRdeUPqE +8tDRcrYD28L77PPKg/p9wfK9f7bPpkHdTx523IkOtr/5PBf2K++3LcdjO708 +xuUx+V3FOuxnvmw36/MvNvwXeaeUh05u67M1vzNsKoy03zVqwWP754keL3qt +35vwddvNZ25+X/mtMN5HPmgYMTBD2Kv0nw0jtu6FnircoHX+h/J9yoL/fdp8 +KJop+lHDiAt7GsZ+pm9ZyBtRFjIs0zHXZw8+g/D5wmz23D5b2FsQZxc+w/A5 +w0eWXRBy3MdVxGzLsR4n01dz4st77L+sSxb6DCyL/dJI0X8aRsx1vHXcdfxx +elvD2Lt8CnW+bkHA6a3Eqf20s01sj7+grUjXQQfr8jv6+Rnicfo8xeN+Dz7b +zjx74POe7SP2bXV4HpnHZzd+1/K7g9N+53I+WR7vYj5H8nul32X9LnUO828/ +8PvkMnzLPJ7nXwvj3XITfnMiPuByvz+/K7q5MN6NfHa0R3jfehfGe9PuwuA/ +CV638XvVL4XxTu1+zGd+lxeXh4wO5VHu8wbL242MZsipTZtf0NX6fFAY/B6n +z6T8HmU7eOz2n1PLwx6/o6/t8/sBNmqB3Wx7v2d9hLwPGJPPmP0+5nc9w88g +l5nX77Gua0m/luX3Wa+fv+GxXPOlyoPvmvI4Az8VnixkmMfnYDcXxlmY0x3I +V2Z9/ug1klRczlKsTcY38PzNvIpv5PXPir9p9vf6LsqKv4H235r779/PgMe8 +9wg9hbOE6/zbsWT1EE0mo9zfm/HfBp8jnJsVf3vcWjg9K/6O27IvRn7zZPyN +uP/23H2cSZ9n0mf3rNDXfwN/oXBKMv722H//7r9Ld9vzhauFq7Limw1DsuIb +FA+QNh0qnJeM70T4exfmm067dsqPshzRLqJd0XVpvnxeWJIffZ7FuBrT5wXo +ZN38N/HHM+aG6OkxnJr8j68JdstAVmNkNEHHB9GzFvayrZom4+/2T0+G7GHY +tHNW/M15S3AFZW5vfv+dfFu1uUm0PBnfTGiFja6kbWfatqD9yKyww3nCcKGM +vkaQdlk5efN2Qc+rKS+jrjV1p6PvcOScmQwdTk4G/0j6astcH4U/uKyN6EnJ +kNEiGbILkNMaG3lMR9PuDHRwW39foJC807Xpw3z+PpL9zv5n/7dPt0duAXPX +ljZtkFOGrDaUH0l5AXWet5uwvcdtv6r41kUX7NMNHdsy56OFMcK1lF1D+fkH +1I3NCr+xf56PTa5FltucnQxf7YCPjYHf689+dn1W3AeYwHgzKfN3oC6i7mL0 +sszu6NGWsd4vDBDuo10v2pYm4/7ClaKdkO/vd2bD05uyTsjPbxXf+azXKr75 +6W+/3JAV3/u8NCu++en2y4TlyMlC1mThcuEy5sqx517Spo5ZCekxzmMXnYTM +ieg9AJ7LkXUL7e6j/EzG7fhlGR2xe0ds6bS/XXMFbRcw155zfyulK3PdHRv6 +GzP2a38jxd+t8TdpvN46Q513DJonDBYGIX8qPI5RXqPtkxG7zDMfmZY3Cr4r +aFeWDBnnJoNvMLIHMn9zs2KdWObV6Gc9K76rsxiZ/j6L167Xqn1sZtZ/3865 +Fr+4HBtcgfwB9LGQ9sMZ9wjyw6hz+QXJsN01ohcnw8cdb/1dIX9fqFMydLsd +W97OnHSn/1noPRL57qcLtu/K2FozVs+PY+BQdLa+jnH+e1h/Z8nfAPJ9On+7 +xnfYhifj+0C9k/HtH9+d8x23d6H+NpD/NtZ/F+tv2fj7Nf7biqeR9SOyXe/v +45hnRDL6mJqMb+Ck0db9+O8n19Kv//7Wf4f7A3LWInMteffzHX3tR2fr8wxl +rvPfe/h7TP4Wk/+u9VXhlaz4W0jXubwSulnHMcn4e03/nezLtDG/70m9lBV/ +c+u065zfiqxt9Os+v8c2+9HnhmToMDIZOttG/tuT/2Hzn5Djv8+1LH9/6SP0 +epF+7hTewae8PldmxXpekRXfevJ3p8ZCx5F2jHBsmkP7OeSdtl9Zdk/yLn+U +tpYxBrljST9C3venHIsmAKcdn94W3hJ+z4pvWPl+le9T9aLfu+inJ337bmff +rIh1vzBG63MPchyHvJ4cl1ZlRcxyP46BXrcbhI2UL8cOG7DPO+QnUf82Zfch +923SXZIh/6JkyLwfGbfQ5+qs+EaXY8cmoWsy4sfVyaibAu8meOYh/y36eBwe +83ZCf8fzj5lb/33w8/jBC/D7nq/v9vre7J/o7ZjgWOTvgHkuRjMfjvv+vszJ +tF1N+9bJiPNnJUPGBuRsJL0XbKAP97cGGW8zh3+Q/oO2tsfn9PE5/Tjt+Opv ++fg7PYNJu6yEvOO0v5XjeDiQ8TfDHi7vQF0z6pqTd3l/yi6lvD/l3pN4r3Ix +cjrR3mWXY5PL0CGJHn4m350Vd46tk+NfCp4hpE9LxjhaJUOGZTk2Dk3GveCx +ybh/vZk5951hl/vbcH5u+66o/dm+Z5/cSdp3nr1eb0yGDlclw/99v9hr4A3a +vQ7vZ/A7RjhW+Htj/9Cv+3es8LfdHC/sO/42gP1n1UVpace2kp2TEcfM4+/O +2c8c0/xNN689r0G/m4xORtubk+GTleFZge7WxffGfd95Gb5g3/D90I34kO9c +D0mGPQYnw4++wiamztu/+idjXKN4jmxmTDux1Q6wnL4cMxwTKuJsRQxzHHE8 +dhx/DZv1oXwOdS9DnX+MMVjmDP4e2X+X7H1aX+bi8iZ6pgp3NIl7CVWFQ4QC +4dsCzUNBUOcLhZpCDb8HC0387qi6xoVxt6E9bX+gzHVfCl8UxB2Jr8riLsRf +/j1K+Erlm0UPpr3bms/8vnvxOdR5v7f6Hkd1eI4rDNmloocJKZ8/kXbZT/59 +zTJEG6HT9wWhf4lwKGNJkk/R9lD69R0O9/1dWfT7T1nYwTb4TrQIWnhAe7f9 +qSDG3QR9rMs5hTHe43jX9j0M38ewfrZHlcK4H2IdrWtjbHsC8uqj02dCNeao +A7p5LnaJ3lIYd8DWA9/JmgKdSnoi7/2+I2X+ybTJLY+7VL635vtXPYTuUN+7 +ug7+9cjxeaDPMsdCx5G+vjDuMPqu4jHcR/T9q9fo1/eyFiNvEfr4Ltekwrjz +1a0w7mxdC3Xe54ZfF8Q5hcdejA9UwwbO20fN05CyqvjiV7Rz3UT6SSC/Qrbv +Kfns5inGW3FHbyJ2eh2+Avp5CJ7u1L2BXNvQ9qxTHnXdGNM/BXFXaV9B3D3a +WhD3t7ZAne8sWk/IE84UzhBGkzYdI/yrOc4X/V70Svg70yZXuAK+sfjSPvGN +Ej2yPHiugL+N0FZIEz7z732in4r+LPxPunxA2r73S1ncJ7KvliHTuv0pejky +3ffIwujLco8pjHtWlxWG31pn34Wy7/uulO9OTWCe2uMXHSgzTwP4zmQ8ZyEz +B7l/l4XsKhpX3cLQwzr4PtfphXGnawRpl+3QmLYXBE8bdG1L+nR420BHIt9y +vy2LNnnI+Lcg+M27syDKPQfbxPex8m+VxZz6rpvn1efJPkv2HT3fy3P5JwUB +82fS1vf0fGfP/Ob9Cxlb4N2puk9F3ymLe4J/F8S9we3kfy+LdqfSNgd7bcPv +WuN7pvsLIu26rfBezfzMQ4bl/8VY99OuUmH4yRnYw+OvsEkbfMm2sp1tu0+h +2+HZjzzPpWNdZeb3LNKOa7sKwlcqUefyL8rCxvZ52+EY5sXl5t9YFvxn0CYf +n7M8+3ZbfNVjm89Y7VP+XcMxrAvl/j2mannEpRrlEeMctx3Tp5J2Wc/CiM2O +0edQ7nrfeZspzKLcZdMK4/6c79GtLoy7yCPwyaO53+w70rXL435O4/K4i+Py +y4D93WXP0H44sixzFbo45jaBNkZHxzGPxc8o/xbleOG1X708nj37Wd9u16sw +7u/5LuFK0qb9kePnW3doD2T6eedYdwvp5AH5KdjN8bIbbX338i7Gc3B58Pt5 +WkKb1AF9FMDjmFoHm1xK+2HYosKGXvuOA08Uxj3YNYVxF9Zpl/ke7O3CHcyF +bfe4cHh53Oc9rDzivu/W+v6tnwVPkT6iPO6sViqPe9m+r+r7q0s4++0lPF4q +e4o+KDq7MO6lzqKt+8wpD32eQLbbW+ad6Pkkfc0ojLuUt9HPJfCuYSyDmD/H +W//G6d8f/XujY256eTwjHOcvoH/r4Vhmf1tLm/uRMZKyijvv5rFv2Zb30sds +7NYRehHpjsiejY5zmJeRyBtFX1cg62lsa5v6jM9nfT7ns3/Z334ujHVjvX1f +9FfmaBXz5N96djMm/y70LmWr4X2ctMt+ocxt30PHit+TZtHP7ZS/h0/4dxj/ +HvM7c7SHOXmCsiblUe/feprgB57TRuUxN0XlIftd5Np3vVew33v9Ow74bzC8 +F/Kew3eGHW8cdypikeOQn9mZ/O7r30yddkw+pDz2TH5G+vnov7N4lbSfo35O +PggWUOb9l2OB48B42kxgzO9jgwdp67jn36W9f/M+Lrs88idyt/kB+PZgkzXI +uAM5K5lD2973ge2/9mPHG/vbXMZo/3TMta/ab/0bt3n9NwIbaTud9r6L7DvJ +fSjzvuPWwvgt0feW+9Kv57k/Y3UMcyz7ifb+m42+8DelveWcS19lyD6Btr2R +NwCZfZBRIetHZE9jPv03Mf5bkEdp2xs5LnsH2bfCax/wHrxBefD7b0ms85ID +2vQiX7882mXw2/oMbLKJdMXfskynn1+wv3/7vI3yDfTlMfj++Er4PD7fe3uI ++07D+GaXv9E1k+9m+Ttb6/OkgzBN2CP8Ljwj3Ct8JHwM7qPsa+FRYamwLi/a +u+0h9TRu0YNFF4s+IvQWpgpvwNuH8iWUr6Ntr7xo0xvq/CLhl5TmRPSTVLTt +Tfu38qIv9/lbKuTVKA29rN83yPkSfvdTWbxV6kXadD16uP4reL8i7/qD4VmH +/m5fVX1UEk0vDX738QX6WJeqwqGqe1v5NNHp2Na6Hq+6x9CtZmnoaZ0Pxm7r +savrH0PuYuxgW01Bj6Xw9RWuF3oKDwuvCa8Ltwg/pYL/i1TwPIycycIk4VXS +r9Kuh7BAWEiZeV4RfkiF/I9EnxD9VXhSeE94X5gjLBP6oXM/dHsM+a+hz0PC +dci/WXhZmCh0Ex4UukOdfyAv5nwpY/yF+fU8v4k9bavp2PUt+u1L37+K7zb7 +QSrsYJvsS8X4e2Ez+/izeeHnC9HNNvhOfC+J/pOKOZyRF7J6oOMCdH8F/V/B +VhPRfwF8Z2leu2teC0R3dYz0Z6L/89wITexfpTEvP6fCTmkqO6hepE1fZ87M +87nLxP+paDXLxKYLwc68KHuN+bOsz+Bx+VrhT+E5Ya5wv7CFfirR198et/Ci +sJ3xPIAsy/wXvMq4d8Bj3n152E0oEBoKXUBXysYLCaGYcvNcTX0hPB2EscI4 +0uPg/0Y2mi/6P9EBov2F5cJ+dHoFXXYwBx7vH4y5cmnoV6c0bLUAe+2AVszp +fuTsT4V9fkxF+73YbS0+Y7klsklNoUa98JNqou8wr57fxqLfixaJ/iDaqF6U +/ZgXeZc3ov1G5TfQxm3N41jhdeV19D/kniDU0hg2KV+pNNq4z+roYjmWt1n0 +UNHDhCPE97Pyh5dG+SbqvJZ/yYv1vAEZbus5nIAP/MOcvojP2F+22t6yy/Oi +f4l+khfPhY+xi+3jtbUtL3zVc/YCvvUi6b/Iz4PPPPZz+7hjnmOs45zXbIXt +foR3HjpYzvPI2kr5XHTzfNUuDd8Zj//cmRcxy/HKY1/D+N/M1RqwPUmbviW6 +RPhaWAp1/ivS31A+S319LjpPtLLavZ0bbd8QXhf2C7epbofo/aILRXcKu4QL +8yKuOL64fAF1E4QXhJuFq9QmJTpD9EHRB4Ttwp2p0OGBVOhbGZ330+++3OA3 +r/t+ThgvjBM+FD4S7hGeEIYLa4RhUOcfEb5kvE4vJp+mftaLrhO+oGwx9ltP +/VfYyu2mp2I8Q1JhE+v3r7CI9m5rm69Hxu2pkD1b9G50vQc5z4sOFW2kd4qX +lT6hVYwnKSSEScJE4RX6c7+DRHuIdsd2PaC2zWvCLcJk4VXa/S08JPQSrseW +t8A7Cb4K/tdIe+56Mn/XQXvSvif1C5HrsitTobN1G5yKNr1SMd+e6xLhYfg/ +I21qP/uHuX0N37Mdb06FPebW1Vql/nV4dtH2IdqeIhu3wN92UV6Cz7n/IcJK +YVVu+K3HMkH0TtF3hfcY+9/IexXqvsxzB3z2qyeFEWA4Zfa7e5nTH4hzK1kD +jmMzoY6ljkc/s04fF1YQN80/i5i1Ef4NtN0jXWeLfit6h/0pL2KeyzcSM2cT +A133Rypk/y66Oi9ir2Ot06vIb0LG7ejwfd5/uq86QJ+Zef/FY4/Hz4S9qdgj +VVG/v4k+lfff3snx6F1ikMfosX6YF/vte/Jin30P+afzYl/uvcrfkrlb9MjS +GONm5LyLzDvQexU6WubdwgfA6bugH9LHbnSzji9K/vkei+iJ9UK/pqJTld/i +uRO9yWtRWC28L9wlzBE+IO0yxxvHHa/bkfjDU7R5PDdk3IlPue3EVJRPS4Uf +rqKPj/GZj5AxEp+6j3LXT0pF33enQt77yFyNjFXId4wbkIpn3m/MxTaVfSrM +F8YIzwpjhaeFUeg8EjoKnmfgsw6fCPfnhn3mum0qyrZQ/gxtRgvzhK250ed9 +6P4J5XOpm0e99VmLLs+Stj3Hoe8D8Gwn/Sl1Y+E9Pi/2Vt5jvS2dxojuSsWe +qn1e7LHGZyj2COOEYcLtwiWgE2WXC5cJd8Jn/uuFQYm0tEtFu4jOhneWMEG4 +WegjDFDdRNGbRO8S7SxcIfSGrw+8N5C+ShgujIA6f6X7Ei4Qzs+Ivm6nv97o +M570eOSWCn2Fc4QkdSVCK2RcwBgSQjE8veC7WGgjXCTkYYd66JhCz4vgOV3o +rrGdKdotEbIHou+1iRhv/0TwdaRdH+SU0L41db2pK0G/09B3In3fzJitz03C +Ns3lxY6B7IeXE58uEjoSj2ZAO1LnWDWQ9HJimcsGUX4hbToiZyax7RKhEzFw +NrQTcXmoMES4MS+eQ34GDUamY9AA+rP8WTnxHVJ/W3Ao9vDYxwjXCaOx/02M +80JsMVi4UZgs3GJbCyNte+D0KOaii2iPRLS5gLkYhewe8I8iPZp+nR5K39ap +byL844ZElA1Fp57wjyFtOtbzJr4hnvtE+FEC/0qSdlnnRMx1J9G7M8I3vCa8 +tryO7hDmCvOErsLn5D8TFgqvCK8KU4THhKnCTGG18LjwKLZZCs8tlE2Bus2c +jFh/XtN3knd6Ce1s39GJWHv9WbNXwLea/mYILwsLhAfRbQH6PSC8RPlL8D2I +H5+aEetjEv25L8cQr+VRotNFVwq3CaugK5E5X3hRWEGZeddkRLx5HL0eJ+/Y +cY9wr/uS3IdEJyZCn2+F77DxF8KX6L0AXW8VltPPOLW5X3RCIspX0G831vsl +osdnRIy6OiNipuOE/fYM7GrbldmWQjnjPy8jYsQ1aj9A9MZEyLAsxzrHDdOu +ifB/x4EL6GcEfdlf2gr5Lk9EfOiXiH4G0Jflu68rRTsmQj/H6sGsS+9xHCP7 +ZUSctJ43oqt9ZVlG+NgYtZkmOhw7TMNGto/91GvNPOafInpfRqxB6+n0/eT7 +Mvf9oJNJt2U8l9H/uZT3I12h27nUX4Zt2yL/auxyBmWuW0X8cWxznHQM+5Z4 +OZvY5fpTiUsXEPuyiFcuawk9lXQ2PI6NLeBrSVk2bV3en7pWtB1EfGwtnCbU +zQs9OkGdP0Y4HZ6hyHM/OcjNRMcPUnFO5bO4ofAPIT7nInO96vJFnxbNo/wS +5LvNTaRN2wjDhbbCMHTpRJsrhGOF+lDnOwsjhbOEM6lzX5cL61Iha0cqnh05 +jOEMYQT8lyOnPmUjKbfOl4m+K/pqKuz0SipsaPvZZ8+m31HCZtUVia4VLc2L +8zefNZZCz8mL87omeXEW1xjqvM82fAblc4F3UrFPeiYV6auUfi8V+yXvkd4Q +PU60gXAlOrj/0cIJyOtBucvawWc5x1E2hnKfb/mc6xrm49K8mJ/31ce5om+l +Yn6bKv286LV5cRbaCNqYtM9OfdZYwrx0Rr9R2Gck9Sl43Ma2uhb7pLCXbWhd +PkyFzW7BblcirzNju46xTqKtZW9KhR0/97ssOpWgYzdsnWQ/6veAm/Av+1s9 +xn4ZdvBewu8sH6fCx/3e8TJn/RVn/s3z4ty/GdR5y7Q/+93J58E+C/Z7ywPo +4PH6vO455uDLVOyHPb/3MUd+x5rLvHRhvp6lnfPm9zngV6nYL+/iXNlr3rr6 +zPnF3Div2ZqKPdCWVJwxW9eT8uLc3r9vlDPOSxl341bBXyS6PRXr+FPO6nvR +1u3Oo63zJ+ZF/fmUe9wzU6GD+72V8mmMZS1jb4ZM264MncqRZZk9KZ9CXRfG +bdv4DM1jfx6Zo7CR3x/vwU/8fup305HQUaSvzPvvXXZnKs7evk9FeWfqPkvF +u+efUMeQJ5HvWHEXNrPf5KHnuehqH3gC3/I6sg/7944R6DQSGXfTX1PGeiJt +HPfaIN/vzpfRn9tczrzbf3zOOQ4b+NzRZ40+s7yGvM81x0MnkDZP17z//Gse +/ONoMx47jsJmHssaxmNd5qDPneh3B3VPort57f+PY9+rsPeT2NA83nt5j+p9 +rt8VfQ7WjXdPv5t2FfqWyvZ6vx8ler/ofcIW4W/hReEF4Ub/7iA6UHS76APC +fOFZ4Q9hrX8fEF4R/hU+QYZl/YMcy7uf8q31ot/nRLuL3ksb8/dR/mPR/qUh +/xnhd/r5k752CfXz5Tv1Ak4fC64WuuSHjjuEB4UBkvWy6HWi+9HzZeqPyQ+e +PuhxsWieyuoJC30ezhj2kX6R/A7sYHu43wbC59jBNkjLj3HOZdyfwfc5da/B +++wB4ztO5V/UC1n3iH5UL2yxrV7Yf57wvPAX87JIunb23ySKjhI9Uxgp5ApX +5sc4TK8iPRKeM/Jj3G5bV2gtnCYMzQ+Zbj9d9CEhW+lbRQeJthQGChf7byCF +OuRd3oJ+3N/9yLS8m4TFpdHnfaJtRdsIw9HhCvRoDe/p4B98xuO1n+zFDnPr +/WfXbdjkL3htk6n4qH31bdHbhOnCMPo9nT7ddw59DqPc471M9JHS6Hcvstui +7whoG9pcjqwckE3ZHvz2aWGWsEmYLXST3I2iN4h+KHqkeGsLu5U+hXa2pf2h +BXX2gQ/Ju3wPvC3gf184QukPRCdI7slK34X8D+jjN9EnhV+FOcKdtDsIP7Q/ +DlGb15W+3r9r44vH54fsI5HfHFmW857wrnC4yg7LD/ouc+L5ycBHMlgHf2FP ++9lf0NbAtv+bNeDxnyocxdhtg19ETxJtJowvDd37lUb5z9S5vJboLaJr6kXd +E/WijfX+lbJmpE9mLK57j3HUoq9faTsHO3nslvk4/dmn3hFmQJ23r80UNtSL +Of5e+EFYAc8G+F22knL7g/3jQtEepSG/q+jt+MtmYRX8P5I2/UlYTh8ryP9P +WA3PT6Qt0+XDSsMHNyPX9vV6Hpwf8laiVwPiz+fM7R31QheP/y7s8Su+ZPv0 +LA1fuqg0bHgH7Ry77q4X82effQa/fape+PrT+PRH8N2Obu9i55+Zq5nYbAP9 +fwh/r9KYu5GlIW/PATLvQt9t+GCmcJFwtNAxP9bOANZPoVAgdCdt2kNII06e +RdrUa8UxdGe9iI9VhaRQzbYsjTjqmHlvafjjnaLloufhV32EG4QT86Pc/laG +T/cV+sF3OPWWY/6Vfi6Xxjq0b/u5VFgvnk23ccfAdw3mHhvpfNbOhYzXzxw/ +H/1cnCm+s0Xnih4ierBQLMxWvqHorNKIi3625TB2P8tsi2k8O8eWRn02Mc/P +2nnCfGxmfsf6pozZ4z2Dcrf3c9Sx3THUfdluC+qFzO3ILUa3DvkxdttwoWgJ +9rbdfRfzBKGJUEMoFWoKc8TXU3S5aHX4S5hfz21RftzfdMw6lLLrKD8HGZbV +WLge+SdJrz7CDY4T9eK3Fv+27ufKW6z9a9Tfd6I3lUa7XrTtjZ696PNc5t06 +pfJDR/ffCB0c7xxvLxD650ecupH8hdRfyBzXps48jmP2kfMPaH8k+X7wNcff ++pHuSb/XYcMUYzfPSfhlirrqzOkJjOkwxnE45b2Zb89dIj/8q1t+rC/7VnfS +LltM34uEm+GfwFyY7yHSpg/D1xM9bbeJwiRhRWn4wvzS6Hc8cs5hHLcIq0qj +v/Wl0SZ1gO0nw+f5eoQ5Ml1CejIyStHnYXSo0KlCnyQ6XSpk5UfMWVAaz7h7 +SqPMdd5bOPb6Gef46+ej91KdhEvgqWg7RHRNaeQzqE+H1/l9rCHvTRyfvPZG +oXMK+zhWOGZ5X+ZYb5mtkJWBrFOpa4XtEszhQubC8zVaGJMfsaNrfuwN/Ky4 +hrTLqgjt82PNtidfWZhXGn68WrQddS4/nraW0QUZlnkseafvKA19PL9OO+be +XBq+79jmmO6YVkl0XGnItLxr6cPl7dDFejmmOPZ7z+r4Pw59xtLmQdteeJ7x +etwPILMrdh6NHazjfMrnw9eVcsfaefCexbw8iBzzPVoa8p8ujb7b5/9nm3Ho +ei38bresNObhsdKoHw/PQ8zRQuasA3XeX3lf9Tc+4njrPZZ96VOejQfnxdnc +IXlxp8X3Nnzu5/skPh/0nRKfS/qOh+9qPJqKM70nRFcK3+bG/ROf1fnuRhry +zkTm8lS8X78uWjMvfnc8lHd43135GuRS5vfwKvTblnTFeZH5zePzSfNbV+vZ +Gl3roqf1XcOZ3TP0WyMvzvLcfzE6/MTvo/8T/S43xuJzzJoH8K5OxbmdzwCd +tpxloj/mxvnYcdjqoAP0aIP+P+eG7IboVRedfT5XFRtZT+uxgDPIhuhj+T/Q +h3V7DP187uEzmzp5cZb4S27cl/P5m8/eaglP+bdtlT+UijPOwxizz+V8VrnH +v6FT96bos6k48/PZYzH8tk8B8j0Onxmap7awOzdkWc6ReVHn8t9yo1+fMx6O +TrWwQ0Pk+VwqnTH8mRvnWXtzI5/OuKzPUaKrOAc9Ed6j8+LMxzZ4LhXnkT4j +dflR1P2eG2M8AZ4/lF8ETxnyLcsy3XcG/Vovn481Rx+3awqv70L47P3xVPCb +93z62kN/vnN6cl7cV62WF2fB1fPijPt7/Os7/MtlA5Tuz7xuEGYJM4WNpF02 +JTfuHb1O2vQN2izLDRm+o+T7O74fNEN4Bzk3eq3SxzDp3Vu0t+/F0McmZAxE +zjv0ORP5/Wk/EL7lQofcuMNQLFwrXJMb9xWuhfrOQhfh6ty4k9EF6nOm/qng +vy4V9yfa5cZ9ii7U+wzqbMrawe+zKd+jGE3f7XPjjoPPr+ZTNhqdxqKX0+PV +ZrPonFToZr26weOz6AQopmwe8rrR1veXRmIr2+n23EjPwna+19Y3N+62+d6a +79xNF24l73Q/eJaApZR9i31tW8c23xV0rPAZss+P++IvPtP3+j+TWOFY6rIG +lN9A/+7D/nYWPlcN/op8O/zwWOTa97xmj8iLc3zrftsB+k/LjXt4o1Kh82Tb +PxV63pEKe2zGJiuEQfjGQKjz65AzNTfu9lnXPrlxT20x6fXwrKPf9djuBng8 +trfRzToOT4W8m1Khm/27bypk9Ua2/dzrwHfhGhOnGjHeVN5/v3scQax8hz27 +3w28pzB13vtcv2t6r+v9v/fvP/Ce3Zi0y37kffkE0k1o5/Z+9/d7hd9nN/Eu +br6mwO9DficfXRrvGhNLg6cp5WNKg8fvj363qIpu1enDuo9gzZyVG3ezfEfr +Z2KW7/74vpDvFR2BDZw29Z2kB1NxJ+nWVNyn9P2sh1Nx58j3jxxPF6YirjsO +O276jpHvFx1NHHX6MN6DfP/MfTp2+n7ST5xReMzbaPMpdeZ5Huo21ncbfZrP +9quJDUeUxrvJ7aLDeV/13s9njj5D9nlxFvuZTOztd5J3seHPnHu8Kbq+Xuz9 +JpfGPtd78j84B/GZ8qTS2EtOKY2yVpT7fMJ7TZ/Buk/vv32WVYW9pOVaps+1 +RiHT5x3e36ejp/U9ir2q5di2trPv0X2j/Nf14r3I76d+//tW+Tfqxd7Ve9ih +kvuV8oNLg8/8DalbB+9hjP9Q9roud73P8Xye4322+V5HbkPkWO6b2Mb2tT6F +6PDNAXp5HvxuW4SOTptnHbawHYbjr71L4w6p7/ANxhftb3/gg7Xxw/mp2G+s +SMU9X+8bfMfP90S9n3gS6vyvpHdT7n2F7/Z5v+R9hu/Rua3v/vn+qfdqBxM7 +/Wxz7HL8dnz0s9jx0M8217t8AzFsGXXLoY63S1Oxt12SijuAT6LHU9A96F4L +/f3bvffJvq/rfaH3h94jNyIu/QaKKCshLrm995/ef/n+4txU7MG8l3OZ7ze+ +z9hd7ruS96Uixi/DluYxr58z3zGeX7HhGuxTE/mrkfU45TXo3/uBg7HbXal4 +Vj2WCluswDafMU6P0Xuhp7GD7xT7Drv3TL4X7PsQ+1jvJ7HP8v1v3wP33QjL +sKwsyl1WcW/CPL5f8Vdu7K/8jPRddseidPZdL1CXToxybNpF/5bZEjn76OMz +dHwWf/wTHX0vuj86+26z874zaj/2Hn0V1P5WjefqZvKrqa+KL9mnPC/2wzm8 +L6zAl+5NhcxbeJ5WQ04LdLWej6TChvez59zBeI/Az+0ne7D5U/h2VZ7/jvPm +Me8Cfvvzb4BTuBfUH9xC2ahi7cvqaO2KjhG6Kj26OOD0SNGedYJniNCjTpR3 +FwYJgylzvpswkDbmGVH8H595Rgo3uFyYJEym/fTikD2tONq47TDaDqT9cPR0 ++U2ivYTrqZuEnGuE/sK15hN6wzdAuBlZE2nj9K2SNVz0tuJI91F6bHG0c/vh +yB5EuwnoNq447DYYnQcy9gHocC028vjuFe5DrwHUdcNeXUl3pXwA+WuxkW3V +BzmTkGUb3iaMsj7CXYytn9CX8qHCLcIU0qa22WjhRniHMp+3kB9FvefC/c0R +nYod3Ham8mNFZxRHf+73buEe6BJhDPJH0+dU2o5Eft8D2kxE77tJz6XN/Yxz +EnzTaW973Ol5cpvi6MMyZ8A3CTm3UTYK+42k3/vV5gXRZYxrCn3ORO/RYAZl +t9HW/d9VHHayTe7BDrbHLNrORO8p2HOe/YLxj8NnxmA362h/eU5YIayFPkv6 +UfE9j56bRJ8SnoTf5SuFzZRvIr+Cerdd5bkQ3Ui92z6m/DOiS0UfF10tvCS8 +T7/v0fezlK0Q36uiy4ujzuVu/zT9biZt+i5t3e4D92E9mMOF2GYG/rKE+R5v +uwi3C/Ox1Tz4FtBuBnOwAHn3IfNBym5D3hrhCdJP0L/n+cU6YYt7qFvKXD5I +2/s0tgfcV3HwLEX+i9hmNfI2YkPbeDm2mIu+nl/7wuwDxjOO/DPwLxNeFl6p +E7Yfznjtx17vXsP2C69HrxXHtCn4zOTiiBsT4J1IuePQw6IPIdPxecgBMrxm +e9G+K+16Um/5txfHOp1dHGN9GTkPQ63rY9j9Key9mnlZSPoh6h7FPg8Xhy/a +91bTxvZ/pDhssBjfXMAcPEnbpdh5A7beSHoH7V+kvzWUP4GODx0wR08i5zF0 +ehr72s7zGafHO6s4yoYxd7vqhA9vYsy2w1bhefz+ueLwb/N8JmwTXqsTa2Mn +7TdRt5n86/BsYyw74H1RstZZ5+JYJ14vXwpvK/+r6EuiP4v+InxKnXm+qBM6 +uI/Phebp2u8IRwr/KF9D9AfR7cKbwm6htspyhbz0SJseJfxWJ/o6QuksIVs4 +RNhXJ/jN+4n0OFT0fdF80aOFeunRT3WhCBwjFCK7HvLrwe/069jAY6kGf3Vo +Eek68OdTbr4c4STGZz3d/g3suoX58TzZhl8JHwrrGZfH95YwB1t8gv98XCf8 +/EXKPsC+X9H2TdrsFf4SvoZ+Q/pL6r4Ceyn/vk7Y3jq9WRxt3hH9kTLXrS8O +O7wsukZ42/4rWiuhZ4XG91ZH+Sv+6XX5CGP1mFeRX1kcfrOO9G50/g0f24kf +Po89PoI67+fCkdi0WXqM/UPK3W6P8Dt22YKdvsD33iO/BZt/jA0dXxfj59Z1 +EXpa39/wL/f5YXH42FZ0/g1daqWHnx+eHra0fSsrfXB62NBlXgv/Ew5LD380 +dT5N9A/Rf4V0pTPSo63zfzAW++qP2H8/vBXlXjPV4d/PWvmRuprpwbePuurw +V6OfKun/6el0Znroad08lkrpoZN5GrK+jk+PeGFbLaoTz8oPsL+fBY5Fjkle +CwexHo4mnUY6jTV1MOvVNspEhwzKs6j7G33/wb6/YMuf6oQdbcPNxdHfx8Wh +axXm4U/sexD2qU2/np9KjMv9HMe46rN2zxLaCQ2EY1nX+dQ7JrQWzqRNNjJc +dgbl9YgjrZFxHLatSjyohi85/15xtOskXCJsKQ6beyz1kJdPH5nI8rjr4kOz +WGvexx6L/Sr8qAFt/sSXbItc9LJ+m4rDDhuLw0dsnwr/Oop5sv2rovPB2LUK +6Uz0+oCY79jfFN+xfo69jUV3Fkf+cHR2+oT04G2ArtZ9MT5l3zJPE/i87/D+ +w3sV70nuqBN7Lj8T/Tz0vqeB4s87nhPRlaKfCZ8L7wsvCS8KKyh3/U5hV3q0 +OSkR5W77MvwfgJeQ8aHwkfBKevB8SNplr5IuVPunPf+iT4h+Izwp/CD8KGyg +v7fp/2X6+JB5PR2fqq72p4l+L7t1Fm0vXIF/XIpPnIttmuB3l1B+WXr476WU +t8W3LqXcPGXYvmIOnC9Pjz4vFm4Wzobf8r4QVmHPpvCeKPxUHOvkx+LgN+/l +wnnUl6NnGX19JTwufOnxJmJOjhXdZB8UfhOeSQ8b2lbvCs8Lm4W3hGXCY+BN +ym4S7hLuFtamh6znhL+Fj5mflejuMfxF3Ue038F8nCg9/rG9ElG2k/J/kPM3 +dliNnM3o9hx6mXc5dBmyNzDvPwn1eT4emgg9N6LrJsa9Oz38sUqG1pb/nghb +TGa8jzLmSdjHdfmJKM8RfQF9bLMXoO+h+6uM17q9g57PooN1WSesF5aiz2bG +ZZ+z73mOz0+P523Fc9f5C9IjltjH7Gv2n3e0FluJfiufOEf0l+KIOW3h9V6p +REgh2z7fAH77smNFaXq0dezwGrDcqhrj9uJ4Du0QbZMe+7UCoWt6tLHMRHrw +FJNvRJ+vFsee8jvRDtS7bz/Hvf88JT3obp7p/dLjO8MzSJv6+1LdhaHp4Xf9 +KPP3pvzdqf6kh8LXLT3Wk/W3TU4l73QX9LaO36Db18WRL0XvYxifx/mF6lqI +fklMbQSfbdiBsXwFj3mL4KlBncd7PDatSV0z5rA5MiyrM2nTK4WrsKnbXwiv +21xN+VWUd8SGjkOONz0Za0vhIuHX4uDZ4z1VcbTfy1xcifyL4G+Bj3TBPi2R +ZfslKXe946bX80cH6FrMPDZHr13FEYs+5xnkZ2cT7NIIWzTENsXYPAe7u89x +wvj0iHuW473eZ8Ux9p+LQ4826GU/bocd/cx2rD0LfS7EPo6T9Sk/HLm1mOM2 +jKsQ6jl0rHTM+YLx+nmxV9gvbBW2CAvT4znl54ljxT3pEQ9fE14XFkMfIT0G +mY/T1u0eosx1o+G9E/4HhPnpEV8cLxwb5kHnk36Uvu+mjdveQZv58N6J3DnC +hPR4Nj4lLKH8jfR49kygfER6PLPvha4k7Xj2cHo8c+emRyxbS3ot+rzCmDy2 +RdhiMbaxno7RdRIRC+sm4pntuJqXCD0ewWZ30H4x6dvJr8ZOq+jrYfo7JhH6 +NRTNFB5UOiMRNrQtXkD2Euzg941HeP8wvZO0zx98ruDzHJ8D+LzI5ws+t/FZ +zXL2QYtps4h8xf5oEXXeH61kj+QzIp8Z+bxxXnG8I84tDl63m42s8cjwmYTP +uxYiZwWyfPbl8wufQ9nWtwrThAfR1WcjM2nvM8XsRDxb/Jyyvy3AX+dgh6X4 +zV340UvweH/gti4/mv2Cy21TrzXHNe+bPi2ONev3svnYZwX9P4wOPs/0uc1c +bDeP9DLyTm+TjH+FNP/9dMWZFO+7ft/wu8Z8xjsPX7L/+PuDTaTfp6JNRf9M +j3XqfeP29NgL+Nnt57Gfy7+nx9pdh8/vhd/t/Pz1XsDPYOtjmevh3Ubaz5wZ +2GIJdUtJv0Hevuy9wkShcSJ0aZQIGevo3/3soS+vj0/w+ffQ8Y/0iBH2dceh +ZonYwzVPhJ0sw3FojfB1eux5Tb8hvY/6LcjeR3oHNrFtPmT8f8GzBR1+x1bW +z3HCMfg+xvc6fHvgsf5FidjrnMD63YJ+99F2HHazzeyDY6lz+VB8z8/0uczt +NPL2y2GU358esaYmezmfedRgr+49+9sd413sieJocw++MZX2ljkyPeKa49j0 +9PAnx4YpyJ8Kj+tHwXMrfKsor4iDq+BxHLPMyolofz/9jaZ+FWN9Alt6/dh/ +bsMeMyirnQi7HMw6dTybhd0Wkj4yEe2OSMT+0/5YIJqeiNh4VCLazYb/YdIu +q5aI+O4YuwadxqLTBObJcXk5tnP9GvT2edS3su069ko+F/OZkc+s/I7q84HG +WreNhPZ8YyAnI77T0J7ydv7ugPpu4m8W+NsmwjFKlySizjxFQraQlRHfdzib +dkXIyqH+JKG2cGJGPJvriuYKh2TEN1aqQg+hPF04Rcig/anIKxTOop+fJaeh +6C+i5/r5oXTC+mbGdx0ai77oNejfQEXPUj5bOJNy870segZlWcJr4n04I74Z +4e9LPJER35v5Vn18h+3dT0vG7H5biF6UiLJTKT9KaCYcnRE6/poeenYl3ZCx +nI2tzmZc/q7JS+j6Nvb2u5jft5OJsOOFifgWQhk2ctvu2N3fFDmObyFcQd5p +fw/H31FoLjSg7DjadqP9pYn4boS/F9EBP7iOuh7I70G50y3ov4y2LbHDdfD0 +wE7nYZdyvpdxCfqfjE6m5yLL9f9Lj3dAvws67/Qp9JeBn9TDZ5oxpqPxmZOR +43Qd8j8gx/JKE/HNjBTf1vA3Yvzdlg6M1d90sc3rYve65FvTTx36Opm0yxoz +Xss4Ex+zLzXGD78AjSj7S+lMePYp/Y+Qo3QzoaZwkrAmEeWPJULe3xnBn0Xa +Mg6lTfPMSNckX1fIFf61LUQPF04W9mdE3b9Q548RrZUZfC1Imx5BG7c9THgi +EfRx7/1EE0K+kIY893eacLRwVGbwuL6S8LTaHCS6PBH85s0TKlNvvpbCkfRb +RzhdSBeqwHcsaEBZC9pU8Lvf1tjTtjwGfretL7RCv6PgO5p8ZfqvTxvbxDJq +MfZT4D+dfi4UhgsjhBOFCyjrIBQzrjzG2IG58ZxcJHwtuSeIfsP8n8F8Ot2W +fFFm+Mnn8GRQd4hwvNBQeD0Rc/Oa6HGUu/455duIrk+Ev32Oz72XiD5fIVZ5 +vXqdv5EInd8R7cRYLbcdPmR7dET/kxhDM8rcl3V7SvTgzNDjENq5fXvscyFt +O2ATlzfFbq6/hH47YeM2zPsb+NnaRNjQfV+MvI7IPJu+jqHf9vRREVMqYt2x +xDt/5+uEjHieNSD+fa81fmYink3FotXgd733WEdkxFmW6ZGka2RE7K6ZEfs6 +79kcE1xeQJ3zLvdz4PJE9H1ZIp59Fc+9fdSbr35G7APzaW85//+cS0T8OiUR +PNatGrr4rM361CbtssoZ8fzxudgRjLcp6aa083OsGmO0LWoJh2fEc7YK7U+g +3PWZyK0EzYSnGjrXx46Wa5mO9/7O0anYoQ528riKsNsRyD+BskMp97PW33Dy +s9ffcfP33Pw89neX/D0ox2p/D8p3mvxNA39DyN8E6ke5vxHl7zz5e2D+ZtQo +MJ96fy/I3wryt6H8jat7yPvbW/4elr8t1B+ZviPl7x/53pTvSvk7X75T5e9d +LaXe/Q9JxPec/B0nf2vM6Wn0+wB6uu0Y2h/GeL1/GgSvv6v0SEZ8620x+cHU +L6LsZuwwmPoJ2GYRZdOxz8PY7SHgtL/bNzIR3+4aloi2i5Dpb2f5+2auu4n0 +TPqcCM+IROg3ORHzM6yCNxGyByeizSzKTyWeO0an4QPpjPlQ5tzvSF4PXgum +Fc9b+6H3jT7X9X7R/m2/bUr+SGT4ncc+4zXj7z7ZD2tSvod16rzTPjOunhHv +cH4n+5J+/c52KHNyWiL6PCsRfDVoa57f4evI/sH7CH/brQSdTE8ibT3t1/7u +m78R6PV+OnmXF8OThD8XvjxoJ9K2RWvang5fXdomaF+fsTsupNChBJt4bfr9 +0nsk7/8cDy9OBN8Viejr4oz/vld2LLK8rr3fdXuvUb9vOj4cTvpP9rHew/o7 +aD6H9/m/Y4fP7X3W3jIReZc7ZrRKxL63J78XVMSSUxOxj2+RiDbPkP6Lvh0n +vOc7CP9Jgzrv/bRl+t3yMHyrMfo7FnkMlrMXWe0TMYZ2ifBHy/qXebZvOOZa +t+3otxufcX2bRNjS7/Knc2bROhE+5H2ofco8Tqfwoyr48smJkOmzDv/G4bMG +x3T//vU9sd3nDNbnU+hBpL0Xfob98FO8f3xH2vR76jfA477c9oxEnKn7ndz/ +68H7Lz9Pvd96JhHrc10i9jneQ/2SEfuqrRmxJ/Le538ZsefznmNHRjzfvW/a +kxH7qJ8zgudweAqEncpvQYZlbcsIatlLfeaj9NxEtK1Fv+avlPnfftD5T+jb +8n/KCH734zarbGfRZaIrPReqW0I6nT2JeazPC6K/Z4Teddhf+XuKbu/yPQfU +ue0fjM3lu+Ez/66M4K8Dj/dWLre81eyBVqCL90V7RX8TameGnLPZp3hvWp29 +Tw3sZpvZvtXZG7nO/Rai7yHYfzs4mLIZifgOn7+5528TOr0xI75vWI1+5iVC +91mimzKCzzzPCy9kxLf5/Lz0c/Nb9Hiefm5Tm7WitybiWeHnyuvCLco/KTo9 +EWk/O0fB80ZGPDdM15F+KyO+P+ln5tukXWb9N4jOSUSffjY/J7yDrTegx/9x +debxVk7fH888fmUImeLec6e69yIKJUrULfeccw+aZ6KklAYiFQlFKZrLUAiJ +otKkARVShmYyJWOhDCFD+H0+1vu+6vX74/Nae1h77bXXXs969rOffZ7zCWO2 +n/58YvjMMaRd9nxJ5Ocz17tp+w7U3yWcQd5p3/sX09cMdHqH8knUed6OY+4G +lcT3Om2HGej/Nu0fod0j2M329LOZ59/r9/3wafvztJLw5adLYm/GZ24+gDr/ +LWnTDzmP8QVnEXxWx2dTtpL/nPRv5MvLv6DO8cT7eY5vG06MZ5qN+Mb2ffzD +PvjdifHcsxG+9iprJwypHPeA7cQdn33yuSefH/L7Ir/38zux79DXevusySfs +/X4M/YR9J+85/Xcm6vg4y1R+ZmsVZd8h4y/odtIfId/1bzYMu/gMxnL2tvyu +0vbxWTufZ/K4DuVa+o2yv9Hb+vt8lM9x+FyLzzpto+y/sWEH2+NaoeOJ8dxm +bKNsDdfQ7/jAJ/v46RL8Zw319oNHS4J/PNegy9YKD5XENehrc4qw3v4nutF7 +bZXjee1PeP/Ar9aRt0z7ueOev2Xq78Q6Jvm5bzLpv+B3u8/hcSxYICw8Mda7 +S9B9KfD1b52e4Vndz+z2CfvQHuzi5/1N+NJh+M/Ukvi/4ccaVaiwQ/nvT4z9 +CMv5wNdISZS7rHyvwjyHc22Yx9fKN9jce3afocsW+rYO6+n/fXQ4HDnfUeY6 +6+19O39Xtvxb0c47ZjlGOYY5Pl3Fc6if59sIbSvHnoCfZUsrx3P10pLYc1hV +EnsIbeC5tnLs0XUkhps3SeyuznX1sdfZot+KthS9S2glNBa6CZdXjvrWwmCh +K3WNyLfeh78rbUrpJw99L0SfdqTb0u4C2tZDR+uaqhz3ROtbB/528FwDXyva +nk+/3kPJhjZGZ++9tIQnH30se3VJ9L25JMbgPaIbaOt2OYytMTKNLMpa0vf5 +tOlK+Y209dg/lNwuoluw5yBs6j2M6ytHnctbUNe5cuwJdKocewfeQxgo3AlP +c9q5fQPatKD+A/ZE3i+Je4Hn/jh0ymJs9h/vAzXBJi3ovzNyG4DLKDNPTfi8 +D5gRbqkcexid4LuOvNcLQ5ife4VPpUd30a0lkW/HXLeHbyi+0YP5uId25mlD +vi22tE27I9Nt3hMdgH2aYCvb6Q6oyweg13Xo6rmwDbx35DkYzPz1h9dyvO/n +vTDv4WQYs/ejvM9lf7PfrSGe+ZvOXi/5fuu1wWZilOOC7/NvnRj3/U1c576W +fc/2Ou03eN3mZcrfps7rz0Unxhr0V8p/ocy85WvND8mvQo/V8L1NehE8H6GH +9VmJfguJqRNKQjfHuunIeg66mrTXEROQZxnPIsexeCxyxqNLOd8E8ivhn0af +42k3sSRs9GxJrOUcl5cR436k3bfESJcPK4m+x5WEjIXI99pwDXPxI+NcSezc +hM39/XF/L9sx1+vTdOVYo64piX1K7z063UHpj0oi1nrd6PcqjouO+46NZbRz ++zr48UWUZ/ATl3WgvF/l+B9J3xf7CDfD57W211m+P9r3HhUew8euxs8K6auM +vtoh2zwXw+f9Jn8/3PeYndwjXmfcHr/XBLPx1XXYwTbwPW1MSXwbfXhJpF3v ++/hsbLkW3uXMwXekPRdut56+59L/RjCPsh/QZye8G+B/kzrP1diS0Hd0SZS/ +Qd0z+bpX5cd/AJo6f50wRHhDGCoszpafCX8JjZO6HkQvF21sKhwunKn8RNGz +RI8TTlb6j9Lgn7RPeUulK4n+icyXhYXC7+YXPhAmCO8LHwkPCx/St/n/hMc6 +TAQTKJsEr9vUES4UbgdO9wNO1xZOFJoLlYVbhQuEvsIxyag/WLQF9c2RaVn9 +hVrw30q5yy4SbkHG+UIz+jhBaC2cIrTKDtu0Iv+pcHpC96zs6Mv2OQn5ln0b +Mpqhw0no04L2ltsGOVUSIetvpZcIe4TdwgJhvrBJGC+ME36jbj72X8AcjIfP +9p8H33zqFtDG5b9S1x+beG7y1ffXonmiBwtvKH2Q6OtQ569IBt8Not8oX6D0 +NtEzRD/LDjtsFMYKG4RLxfeLaBPRdaLrhdHZ4ZN7GOcjzPlHlP9F3amSeVoi +6o2PKStJht/VScZ438eHxiB/A2Ocyzjd36js6H+O8LOwi3lrJ7RPRNsN6L0e +WaPhs/4vMRbLrC16p2g94Q6hLtT5KUIHYbLQVDjeYxfKhIxwtHClcJVwnHCu +0EvoLRyRhEf0vOzwxfMpP8Zj0fX4P6X7WHd4ago3Cz2Fc4TqQiXkN4FWoi/3 +4bY1skOO2x6YjPom6HoTsqrT5lj0PRf55bqaziY9B7lXwTuK8tnUFSRDR+s8 +m7az7EvCQ/u0uZL8tUJH4cnsGPcV6NELHXpix4rY9Vz687gGCfWFS6DO34Xs +Y5F1iPQoFT1KtFj0RuFM4SDlu4qeIvqY6KPCJ9lxffo6tY8OZL4vFtplB197 +0o+SH5AdsaQ/+cnw1KW9fcUx5gLm92p8xr5TWX1fI3piMtp1oK3HY/+y3z2B +fa4hP4j6q5HxeHZcv4cIb2aHn9j+9qeUx+35z47Yf0R2xP8bsmPshdQdKSSz +wz5FQjfs5vJdpdHO7Uvh6YYdk/RhGYeJv4foacmo646dTc8ifRT8adJp5vXs +7PDF6sxxRep60NYy7DO+Ru13BxKnVmTHmN/ABnXV9w+ef9EXRX/MDt/7KTt8 +0elLkuF3hcmo/4nyB4WRwnvZ4cfm/5n8GuovUpvVopeJ1kpG3/VJD1U6X3S7 +6LPZESenk95O2+GiVUVniO4QZqKP5TcUPT8ZMTmdjH6tz7uM797sGPM9UOe3 +4AP2Hfue/fdTsIXyZ7Ijdk8TRgjvINP970SHd6h7IDvs9wJ1b1P3ADK2Icf5 +4dSPQN5I2ryATI/xe/rxNbBUeEW4UGP7TjSTjHHZhkNsoyytqf3NEn+3xd88 +8XdIoM77u42rhNXCcPjMP538MOrfLY127/v7naLf+Tt7wgv+3o+/7+Pv9WVF +ncvXiG+m5Yq+IzrC3+cRHoCOoO1M2n9D39Ppy/0uKQ2Z1mc78rfTxzCNbVV2 ++I394VvhOeEt4T5hZXb4zkry2/CZadjweew4HT/6FnmWez/575B5mK6BwxNR +7+v8sOxY9w3BX/67xyfjGq+QDB1WIcfz4r7OS0b+PnRcyvw5ln2Gv9m3Hift +steEVy1TfW+lLCsR8/2P8C/0FeSZb79EtEuIfiH6OW3c1usLX9vLhQOU/lI0 +RzRXWJYdbfdHxjL6z0GO5ZUlo75VMtKWUy8ZcizjK3R4Fd1egTq/FT2yEzEn +hybCDrZzNaULE5E2td3zWEdZZtVEzNE25uIt2lej3PVeQ1VlHXVVMvpwDEkl +wwbJZKxVzmCdaZ2/YHy2xYHY5lv8wbItx/G/TTLGl8cYHce8pvF6xushx9C1 +2RH/1pL3OsvrLa/Hzlb7U0WPT0bscwz8CbvciZ0eZ35tJ9/zvIbzPXAR6f7I +833U99Al1C/Gj15BluOV49RkbPe08BRljmNeH3vd7eeE1sj32vVl5LamzrHQ +NvGa1fNs29wtTMVutl/NZPiJfeAu/KXcb5wfBO+T+OFU0l9Qdyc2eJU2g+Az +zxPIH2zfwse+Yiz3oM/r6DQ4e6+O91B2bjJknJOMfr+k7dfYpHwePYded+Ul +415UyD3O9y6vkWblac6E2cIvwhxhl7BWWCc8JAwX3hbeEb5J6R7jNqmoexDe +H4UXhReQtwuZsyj/SXhTGCLcizzLHSbMFHYKPyDLMtcII6EPIucnZL8rPIA+ +w6EPIGcGsjZLv3aiy0SXig4UBgh3kH5FeFR4TGgP2lHmto+IfpoKfvO+KkwV +OgnXCSsZy5vYxLp+IDoCXazjW8Iq4T7hq1TY5stU1NmG5s0WsoSOjO9FbHkH +fd4pDEWW5eQJzwjThC7CdOEG4TnheaEr/Oa93O3UX6noy6m9fF2xUzfatBIm +CBOF65G9HbnTaWM7p4WUsFqyuntsovm0KUBWN+S7X+uwKRXtvxO+FxYLtwuL +gNP9hC9SYasfU6H/Ssa8VfmnRD9PRbqz0m+IfitanK97HuMdQpvrsZHHsINx +Wq/VeeFzw/CPGdS73/v30XM6urqfp7G19T5TfZ2VH+3vR95z1D0P3UHa8/Ya +c2f/6pAX/mU/su/ZH+sJlwj/5mpsueEHCaGKcLrwqcqekk4VlH4kFWnzzxP9 +Jzfau+2W3OA/gzaf5IaM/fKibX2hgXCAcJnHkwre6ano031vzY068+wPz2cq +ezAVcizjUvRyf+7nQOQ2zIv0AeS/Ul0uc/Cs2h9kG4jm2Na5McZDhEZCY+jB +QgnlB1PmMXgsp4ne5H2r3Jhrw+mq6J5A7iHIOzQvriePzeOyf36dG/p8kxtp +l10Ob2N0zoPPbTz2LGx4KTa5FPvtz3x6XicLH2lsg0TXid4j+rr9U3jSegpP +5MW1/QR5xw/HEfv0EnzBcak/eafbCK2FScLDQlvK3k/F9fOt6ArRu4XB8Jl/ +Irxu88g+7d22FfXmsw/7eva1fA9yrPd16GjdrxGuFqYIdwnL6ct0BWnHeN8v +ZmOfQfC6zePIuIvyZZ7PVJR/lgobTqaPLam4J2xIhT197XyfCj2motfr6LkC +mcvQZQoyJiPftn49FWNLMlbHv/v3ySfJ+z7aQLgsO/YTfB+9jvyl3Hev5X49 +lftrJ3hc1pH7+GDuyW53cjLaHp7c28b8pybjvlwjGWv0LsL12bG+9jq7JDue +uaZR3gCZ9yDzLtYJfobyM66fh6so30j0yGQ8m1umnwH8vO21uNf6Xv97je/n +dq/Nva73c0MjaGPadKFvy7Q++Tx3PkBffjbzc7Wfqf2c7jW/nzOyk9GPn0+d +9rO990w8noaM74xk6HAez/gzkGO55h+OzG7I7Ywtrmct0wk7NsAelut9Cu9X +eK/N+3reK/U+X3Oo897L9P6q9zZvI+0y7weU73v5+dProgxrol6si3KS8Ux6 +QTJ4vL8wAtuPIF+UjL3mLHh7YCfvSbyInAy8luE1mPeWjuZZyfPk/ZGW6Otx +eJ3q9Wo/9LbO3gfy3rvXtd5XTzMvI7DlTOx5L7a5B/vYNvNIz0POOGzkvWbv +uXl96L1K9z0RXZpgozHYzTZbSLtx2Nd7oE3haQJtSj/z6Ws1z8N+zrZ/2hft +h04/S355KmKi7+krUnEfWMh93jHZ9xLHBt8TXDeEtMvSxLEH4PW937Hda6ge +ebHemi8sEPoKzYWxwjjhFuFmYZ4whvJmoCllt9C+L7Isszt9WT+vDRqj01Di +lMfie90EYm7LvL33uf/Wi6m4d80QvTEv1ktei9wInYmcBLE4QT6H+NeA2DuY +tO9JDalzLPd9ryNt16ZiLEtTEZ/v2oe/AW3K+8imfjA8bjta9MNU2GEethiL +HW2n3sJLQh/oXNK+H/QSeubF/aEXZVfkxTr5QdKmV+bFc8Qo4SpQXvZeKtp/ +nYoY4vjgfVfHsfu5dm5iXv6b8xzNjzBTSAkPCOmckHUl/c2EZ0ZOtHf8uw85 +ljELXZqgy23CrcJC0i/nxXrVdBFp+6F9sExYnwp/25aKtNu+mwqb2e9aCOOh +45C5EHmzsFNP7GQbZfLiOaGMPm6CrydzcjN2n0u6D7p7DJ4/Xz9e33yZG9fi +avannmVPyvtRH+oZeLNwqmxySk5Q5/8Sait9Iagj7PH7FtGPEtHOZX8novxD +ZLj+d6XPF71A+Fnp6qLnCG9p/tYr/1Iy8ucKu5SvJLpOdC04LifKagi/JIJv +o2hl0U2iF9Gv+/8nEemL6Nd9/oH+fzKGNervY6UXJEOfc+j3WNH3RI8RrSZ8 +530a4W3vzyq/RfR95U9S+mThHeU/UH5eMvqptU9fF2If85h3XTLkeyxrkGl9 +lidjHCcxFss7BZu7r030t9J7896bywmbrMEux2Mr22cBY3T/vwq/CXMSYQfr +NU8YLWzw+ytht20Pn9vOp/1G6jfQ/zhhrDArGTzT/F6GPuZQ/gdj2UibsWAM +8uaixzzkbWJ8v6HDHHRbT7/ryY8if4LGd2JO+JH1Po/53Y1vVcYnzGO9auaE +7BMp30DZeZSvTIY/fZLc25/7mIs+u9F5N3qfi+/ZT5YLByu/QvRrIVfpPGTv +ZkyL/b5TdJHoYTkxb56/7UKB0lWB/cw+5n3eqoo91YRtpbEP7f1nX5f52bFf +bFpA+k1/bzw79ra/Za/Y7X09e8/We7fflsb7Ge/TWuYhSv+E7EO5J7s/83yH +nGqkXX9Y9t4YsRq5luk97K9Ko/+D0cF9WwfrV77n7jq/o/G7mLVZ8W7mZ9Gf +suK93M+UWY7Hc6DoztJ4X7O/3/9mRTu3/zEr3vG4rWWuyYp3RmvIr2Wv330e +gp22s8/u/Wnvo/63t50de/Rvs4/vsXgv27KrI38HZX5P1TQZe+d+1/CH18Ga +r/0Vw3+QrJ3Cmcov8d6p6KpkzO02lefnxFxvY77fI774un1NfKtEXxQ9VGVv +KP16Iuhh+In96xB8LB+Z9qcjHDcTEQ9WEg9c9qpkFTpuQB27qqFDVXzsMPpy +n0ci5wjix0OJiCuvq/1Poq8kY4we31nC20pXdMwTLRItFnYofRR1q8H/cqLM +7Wwf87l8FXXFlO9A3tvIcF/u50fo2aSPwXbvwn80OqxIRvpdYrh19n3le/Tb +wVgs5yO/C8uKd5H2GdvW1/BBoi+IzqS9Y3Y/4Xbucbdzn9uWjPvGFmK1Y0pz +7meOPX2J3y25L3wtvqaeA6/TKXPdrcJt3CeuFh4XPhc6kN+CDrXRwzJb0LYF ++croYzl/JqMvx633kqFTC3j6otstwulCe+EM4RLhTmEQadP6Qv+cuGd6vHcI +9YS66HYG7e+k3PU7kyF3fTLS7TyH6GD7NMsJvZqR933Z8i/Gbn2xx+30XQd9 +6tHPBdTbVlVyYh3RVnhWmC7cIAwV7hMaC52E64SnhKmkrxUGC5cJlwpPUnct +6SeEL4S7sIFt0UW4XpgmdITvWmRY1t3CM/B0Fu4R7hUaQktIl5Afgk7X0XdH ++rXcX/3MLvqV6G4/Fyt9lGJLN9HnhRvRZxrj7gK9gbaWXSEV42+EPWybrvBc +jn3uzwnZXamfhv7P0M8M+homlMJ/ObQUGZdj5yRlw8Bwyhwbvc7+JhnyuiPT +8+15H5AT68HWQhto+Rpzodq8Kv94Phn7eVuVzsqJ/69s6+u6VqxpvJ5a6LUC +6zCvux41fK9uGuXjlZ6UDJn7S8aboktVtp/SryRinfMXcr4QEir/EpotXCN8 +lgiZvh7PrhXUeet4gOpfS8RaYBbrAccnx/WRYARlw4VhiYhx71HuOPZsMmLO +VM95MuLZbNIPKD0uGW3eQYb5fyQmP4AMy/qZ/l9MRBz7mfQudHuR9clXrFEe +RE/H+RnJGMOyZJSv5R7g+gcZh9u4bY7oMtEDcyJmGo6fLvtXWCIsTsSa+hHh +Yc9HMsqmY/8KOTEHj8D3CWVLkOFr3M8Rvs7XJqPsDe5BHvuMRFz/jjNV8Cf7 +VX/aTUrEM4d5TsPHLoZvoPB9MuLZ1mT4XRv4XiD223YTkWFZXod7DT6B8dsO +XzLm17CFfeFA/MG+ZP9JgBz8ymPeH9+zL7Xx/a1WjP9T7LUoEc8s/9DfePpf +im1tJ9e/zDWwh/RCdJxIu0WU/03ZZsbjdYzPzuz0ekfrq3dFN3Mmx2shr4le +Ko0zEj6H4P/s7MZZhBuhPo8wrzT+/9P/P5vivESa8hmcf7gRXv9PbRn7PX7W +9H+P+n9HR2bFf43O5EyE6zLwLigNHv+v603U94S+SHpWVvx35Iv0M2OfvtJZ +e89xDCfv/7X0f1qOFcZAm6OPdXkwK/4LeJQwWngpK/6Hc44w12PLiv/IvIW8 +082QZTmLSyP/dGn8z6L/i/E19OuFzh5LD8bs/q6i/1vo6yXSL9GHZVqX10Qf +gt/tRmAr22xpafyXuv8PdElW/J/kYuC0/9d9RWn897r/C/6zrPjfyC3CG8q/ +IrpedLzohKz4H9I3+O9J/wflAtOs+E9z/wfpeHhezor/O19ImevGZcV/pluf ++aRNLcP/4/6w8AjlC5Dp/8f8NCv++3ILuj2O7WzDV7Mi/vu/i32ewP+b6XEu +pe0ntDdOU32V7JjrsehjPo/xTuzg/j8tDTkDkeX/pH8sK/4LdRB9uu8n0ecz +7GwfeK80yl22lX63oPNk9JlC37aJdXm5NPz1ndLwJ891H+bT89oE/o3YcgF2 ++5W06W/CZuFD7OhnE1/H9q9NtHP7r7PiP22/Ej4oDTnWeQN92C67hF+yYjyW +u5t5nICcTbQ1z/bSaLcB+a57H17/j+zr9heo8/6vW/8H7pdZ8T+4K7Lif3yX +Z8V/yC4nbx7/R+kXpL+gjZ///MzoM1qfw+P/MF1G+/L/8V2GrC/g+ZwxT6Nf +yxmKbouE34U/0PGNrL3/3zsU3i9p77Zvl4YdvyiNti/TfqLtIkxiLiaR97Oi +r1nP7abSeF79qDTSjg++fufC42fduVDPw+yseKZ1Wz+7+novj0HOr4P3Jfrp +TZs+0Dmky+Pa+qyIY02Q8xq2st1WloYt3ySejILPc+9ruR+6/ITcH7LCb3cy +ftvBvvJhafjAJ6WRtl2WEyt+Q95u+BcyXo91HvptQF/Hc/uxfXhDafT3TWnE +ON+b3oM6PxJ9rfcasJayNZS/B+975Heiv+W/Who+az2XlUZcnF8a15JjU5us +8KcKih/7CdnZ4Vv2qx9LQ2/PqcfhPQufHd7F3Di/HDu7/f7Ze88RJ5BjefYx +53OyI3Y4hpxB+RfUue8V6PJ5afS/tTTm8V/6+Jd+nL6E/tzuGvrLpg+nO1Jn +fp8DzsqOPn0+2HLqUteBcp8Z/rs0ZOwpjfPJLjs9O84uu80/6OB8XWS6vc8R +/6s2B4j+UBp9J9ArNzuuKV9j1u1aynLQ8Vr0uwR9Lcf28ztTX6+W6X2h8ljj +fB4yLWdPVsT6v7Ii/XdWxH2PyXa2/p+VRvmOUvJZEbuX0sb8VRiryz8l7/SB +7E25//L9pvfw32LWVP9wvb26j+96r8H7WPZtr72+Lg29/ymN/A/4aT3mwfZ0 +v76P+H7m8fge9Sc2f41+vsSO5fbMJf1ladhnY2n4hX1pP/ztDObKMcV7aT4L +79+kfGzfxg5LsOGW0ijzvdL3HN83fa34Xmn+U7jXWse22VHejrqPSX+E3pbp +9YjPx3pP0XuG7fE32/o65rJ8Hv07Hf+25pRE/G7D5wrblfeTHecBH0OXKtSd +jq0uRIbP0Xuu66DbKbTzPcCxzGfofT9zLPL5fv9ewNT5n0vjnut7n9P+fYB/ +7+Df8zjuf4C/1KGPP5Dn3+6cgj1t19+xoW3ZPyvioe8nTt9OfhKxZyLph/fJ +m7amrPye431Zv5f3+9ILGbN/s1Sb9J/w+bdDH0Kdt+6OV45bvq9bN/+m6A/m +178tct78lWn7W2nI+640ftPhe79t5nho3/mVuHgMdvN7Zr/j977rfsl4R39S +MvZ1fQ6i/FzFQVzL1zL3nvdLqXO53795j9nnEaox1kLG7f1lnwE4gPMEPufg +tPepf2Jv23u/1qUzvAXIqYqMQ5F9GPVV4XHfB6DLQehrWfnIMo/n2f7j31/8 +Uhq/fdldGvc9/y7mPPzKvlT+O50a2Px82vre6N/OuK3vo27rdrtJ/4qshvRv +PT4ujWtobWnYNQ/bVeG6aMf8VEJmJfLHodP5yPf7cp+n8hmsjzlL5TNVPj/2 +t1BX+e/YJ/Ie0UrhLfZ+7mNvqbzs/n32lZxfJXybE+2nU76K/aETU7r+/cwu +miW8ovQJoh+IThQmCIuEl4W/KHPdZtKmk/ysrjZ/ip4lOlv0Z2GXn+vR2X2v +pk/37X2y7ejlPa4d7HMNh8e8Pwo/CS8Kx0vuLNGjfSZT9D1hZE705X7mIM97 +Z9uEiqmwifffvA/3hveaKDc9ORV85n+GMe4RFguvw38vdAjpZ+HfTvpb7Gk9 +RuSEXu9jH9vtj5ywyULKxwubhJPU96+ixaIbRMcI6xnHL4zF9CXSvwvzhd3C +WmGdMEoYhzzLXQCPeX+Ddx50Pmn3tVEYC8ZQdkoqZB2cirR5zhCdi6x59Dma +fkeTt86PCB8Ljwr/CEuEv9Hnd2xg2/6FfT/EXzbT9iPaL6XtP5S57mFkLWFe +RtOn9f4V+9hO9j37Z6VU6PcQdpqAbd6n77+RswC9PC/2owdz9vqSfexnylzn +a2OMrr9NwlhhsPqYJzrAZy5ERwkbhPVQ518S5gi/CDOFGcJO4S7bVnSYry/R +8cI4Yb7wu7CAft6nL5e7r92kd8Nn/AH/OPgt709hIXW/Cr8Jc3NDT+u2Ed1+ +pbyjMNVnV4W7hTeEe4SnKfuGdEfyfX32T/SGVPC+Cb/bvk57pweTfxL512A3 +6zMhFXawTW9Khf5jGcNM7PSDcLvq3hYdmor+r0HWMOEdYThj+YXxPMQcjII6 +v054ISfOkfwgHGeZoqem4rzJO1y3P8CzU+ipNmdbt9zgN5/fJ1qO45FjkWOT +5Qynjds6djmW2vcOTEW8cuwqTIUsyzxLOCYVMbEqcWwEeuxAluW8gE7uz3HH +7zAck9ao/VphpDBL+FmYjd1ssxeE94QRPj8C3qXsR+FFeH4i7bJd+Ops7Pou +tn0A+i6yf6TtnanQ4b5U2H4OMn6Gzsbutv+D6LIGndeQtz4DU6HHuFTM7RP4 +y9Ma59fCNzkRfxx7/I5sf9XtJ9TPjWv5oty4nuv43LXS1UVPF/1UZVVEL86N +WGKez4Qs5beK1qXc9S4/IzfqziC/xXZPxvu+3FT0czF9fUxsOlX5S9CnAjrt +R9n+5C/NDb7TcqOd6SfI+Bc96uXGPrdjnffFfe/1u7U7iHkDiFcDSbusDXHx +EWLuYzmx594OGY/Cv4SYekgq5O1JRv/Wowq6VMFejoWO1bVyQ7d/0O8T5JXH +97b0uxQe8/r9oGPvIuJs5dy4//2BvNpCoVBN6CqUCocLlwuHQQ+Hp5tQBL2R +tPmTwhG5MVbrYb0uS0X7mqlo25V2Zwo9uNZ6cB2fRb11uEHoLhTTxxH0734s +s7FoWSrm0XN4gJCN79hPLkjFvczrnJMYq8d8QW7YcDfjdvoCxn9hbqwDTswN +G23CPrUpr+37rtIXpcK3Lb9ObpTb37JT0a/lNKbfk3PjHvo+ciuTtz4ncY1Y +hv3X91zzn0I75zczd543v6PxPdnvwr2mOywV75P9vtj3xYxQRlxy/LuJeOS4 +tEK4KifuzU1y4p2w1xu+xzq2jaTtrZT5vfhfkttT9DfRXjmRnkW55XuNl6Gt +78M+KziT/ntAb0K+zww+QB9pynzP93tur2maQcvfvTen3vr0Rdem6O51xTzK +byE/lvr9UiHLZwbGwO8x35wTccr8/yZjTXJsKvjd1muqA1JxXsDnAdz3BHSx +3crXUy4rP0dgGX1yYu03H33mYb+F2HA29b2RYVlX5sT9ZxRpvwtfzhzdDfWc +Ob76nfdX9DmRufc7b79v/zIn4vBT8C6n/WDalL/D/5K8045TjlH2Jcen8nfI +y3Li/f1rOeFri+Hxu3zHuleB045/9j1f54eL/i8Va/MjU8H/GrLsm5Nz4uxD +L2xhO/ydDH/x/dfpK5TengxbXIFt5mDb3rSdRfuWzIFt4evC8+W45rmzzb22 +fJIxT0X/V9FpCrpYJ58ZuZq8eXN0veXmRrljSPl5kinwrsiN9dJd5hE6CFOE +9lDnbxf6E0f6CucJtwj9ciPW3CakU1F3rdceok2FZsSf22nrMtdVIl60zI1Y +URs5/ZBr+TUp70d787egTQvyJ9J3LeJfK+SZp7lwAjocD3X+fOFW+Bch/zbq +vRb0mngB47QuXhs2yY314lVQ5xfTdhHyXkbOy5Q53TUV6+E7UsFzG/0ms+Id +g9+nNsEutskQoURoKExgDOPRbTz5LsJ04TnhZqFPbqzRPfbWxNfqQi/hnNz4 +PZR/B9UjP+4nXh9fJjwrXC90Fq5Mxfx2SkX7k5Dn+43XRr7/1KAv99mRMtfN +4Ix6q1SsxS+jj2z4ErnR72DKLfNq2l6du3ftY5768CUl60rbOxXpYz3HopcL +5yrdQLRMtKJwlHBFbvAfw9i91u1J+dFCBt4MeafLyFeHtxftj6ad++ptPVMx +9nMZv+frOHzBbXpj52MpOw4b2XdqMq/H0a4GdS4fx7x67v1stYA2TeG137VP +xXqhXSqe4byGeF64T7g/N9YKXVLRr23lNXMqN9YrrmsEb8dUrLf7i16dijWP +1xj2taHwla+53dbrbK9RvD4xv/vqloq+rcMNyG1E+y74kv1yFPZ7CPs+RL4X +dp6Djl6Hp3NjjZ5hPvxM4fW710w9yN9Em57UjaTdCPI94ckg6yHkPwBPL9q/ +BOYyZy8yRo/1SnS07p1TwePna+dHU9+L9m7rdd5M7GN7lWK/mchz+avCa8Id +nj+hrfCYMJA6ly8T7oTPdZPhNc8r8Dk9gHzPVMhpnor0o0r3SYVPzcd/HG8c +u+xPjoMThUm54U/2uaaUlcdRx1bHsiW5IWcesnwd+nr0faGN8Ehu9PdwbsSG +SdjK14SvkeHYwc/Hl0NLsZV9ZgbpGdipC/sXN+GHjn1Dke++HMt6qG6p6KBU +6DuJvq1zP/Q2j+3j2PUIurYGrZB3O+PrD11K+l76dby179qHHRc7CdNyIzZ6 +T8G/F/Veg/cj/Jsh/355VCrOot3KXoT3Ts33vdLfCcV5sWfxNe2OVH616BHI +Mq9/U+q2r9P+e9qd6d9jSO5K5e8RbZ2K36D6d9mWORW5X0Gd3y5sE6rlxfOt +n5sr5sWzc/W8eH42PYf0WMnaITomFTze9zg7L/T8X17sfZyVF+U7qNtJmetW +M6YfqLNsP78flRd9r2Ksq9HjXeqcPhodD88LvrdyQy8/j1s3P6eb5xh4nTf/ +ufCcQzu3dx+2mW1elBdw+tvc2MOxH3YjhlmXtxmP/fB5xj2Dsu3Yr9C/1SHe +3ZaKe+105nUVcspj8H3kB+XGtexr2nsJ5fe352jnue2diuvp+lTskflaXYCv +baN/+4KvPa/LxqdiLp5IRb9DsdUQfHcledPD8qK9df8WWkTavmRfm5IKPtvN +7e5NxZ7dpFSsLzbnxrrD1PkP0H069nwGPaehyyrGv536Z6nbTnrIPjp+i5xn +yQ+l/sjciNf/Y7z2Ie+5PYl/27cdK70f4H2QeqRta69NvefitWoVqPPNUrEX +UpqKeOq602hTF3kua0eb16hzuWOuf8vtMv9O3fPp33H7t95eD0+mzeT/l2+H +bnfiC+7P+y+O134GdoxyLPczsGOT41Rb6dfA409FzLkOG3uf87+9zVTY0zZz +LHKcasDct2W9dQM+5VjtMXst5+duP6cPZEwX02f583db9D0N/f0b9q3oWQdd +m6RC/4vYgxqIHJdbd9+DbKf9sdXn2GMrNvT9yt8UuD8Vacdwx2+/W3JM3pMb +8dtrZfvbh7nhe64330e58e0A33Mc1y3H3zDw9w0cw/1eail1n8Drd1e+flZQ +/jB1f9HfIuR/Qp3l/I0s419kLkG3v5lL+8ByYUgq9HwgFXWLkevfy9lffd0P +T8W93PflKdjlcXxoGb5mmz+G3Q9GZ+s+MhW63y06IhXfKngoFX3bF/3thI+w +j+/hX9Gv+3+ZcXqMW7Dbp/T/BTosZyyW9Srz4zn0esrXn69Dr128N+W9L69t +fH3+t0el54ekkBKqCtWEbf6toWhG+B/fvOgp9CJterbQVjhFOFk4Mj/amL+R +cLBwkJAj5ApfSmYJdS4/Lq1nCNETRA8RbSxcDt8XedGuMXIaIeOrvKg/in4y +6NIbfUyrky7Kj++XFIqelA79jhS9WPQi4U4hT/k7RC8UbcdY2vJc5e+K9ECG +bVIuJy1akI7ybdRdIVTMD72OQi+XHZgfY/Z4befDsPXh2PsIaJp0L+z8IuUj +hQcZt8efx9wUMFethTbWi7F4XGeI5qaj/CzRgfkxxjroeKVwNG0rC62EAUJt +oT9lrZF5IXWWcYtQQzhXaCIcKxwjVFEfV9k+ov1EzxduE1oIxwvNkTMQHVrR +x4lCFm1qi14gertQS8gXvs6L8X4FdT6JDUvzwwa2xTd5kXf5oe4zHfRw0XPw +hz6gOj5yJbbwHGWL7wTbJB161mbMh+B7jbFLbXSz3i0Zx+3UlZefQF2KefO8 +2j9uxH9uJN9N6GDbCaflh0/aHweRNq2bH/5ovzwV2p70YKGecBeoB39H29Q+ +AK6h7BLhbqG++9c4TxetJHo1OliXe4RL4XHb02l/N3X10fVU9DgN2gF970IH +z9X1QhfhfmFYfly/9yLfsorT8b3huqJnpuNadxxw21zaD8P2btuZMteZv5Po +uemIF+YZLlyGfPdTNR02ujgd3zrOwg4l6GSZOcjNpfw+6qx3PuMYjnzr4njl +uPSnY3h++KL9ztehfbEr6a7M7w3IsbyaavuQ9UuHb7itr+3q6Whb2b6aDnn5 +jMt9P4DPdMd/vOfjs9F+PrkgHdfk+emIdYXwjUT+CPSohl72R+tgn/Q16Wuz +Un5cC2Pz4xqekx/Xyez8iEWOQ7Py4zpxTBstjIJmqDNvb2gf0mOQ63bv0a/7 +L6N9edyeBf/N9P0SuoxDn7HIsby5Qt/8GPPN9DWHPkbDc06tsNGFoqelI1ad +ShzoQ7srke0YeJLms3JefKPB38Q5OS/K/Hv+OsKFefFtqjqUud7f0TklL36z +3w+eNtRZRm3qLmQ97nV5KTK8Jne510Un7dOf816Te23v73n5m1vVSBfCU67j +olTotCYV35VoxRjc76307W80+ds6/iaOvxHl74hdAr2TtHmq7MN3BmUnCMfn +xbcK5qfiGwWvip6YF/25rwWp+B6Gv2lwArzmOz8vvhNxAeP3eP085LK+lM9H +1tOpkFNL6dmp0L8WY6jMmG2T2siynN/Jl6drMW6/l6+UF2cR/M7+PHTxu+Ma +efH+2LQm6cmpOA/h8xKTGYP1eTQVOs4m7XMRPlfgNWRdbOmzDu7HNnJfv9Cf +0+7zN+o2oNPx2HQj9RfA80oqvqnlb3lZL8uxbh7LcXnR9tS8WNd6bWh9bbf3 +WVfbd7xmfTwVvvVSKuzl+sq0c3uf97LuXtdenBf4m/XtKciwrOOwo9+x+zsm +3pfwN0vOQzfraJvvxu5ek16UF3IuQu4e+n4fXS8jHvsb8x6vfc/fyLoGf7Pf ++fsa/lbFscKcVHwn5O1U7A/42xf+Zof3IPzNi3OgPUln4KkIX/m+QjPs5++e +3MwY/E2Muanoy99CsT/0xid6U1+TNpWwRx/a1qSsGfPp/s9Fh16ke9L/VYzF +sbUZsfbW/FgTnSc0zY+1UxPiWQ1iWk3Sfak333G0O5+2lShrRn0z8lfR95X0 +7XMU5baoiI38HUd/D8TfQamJTufRb1/y21Px/cf902Fz7//04Fo6D1v6m1re +m0niW/6mXRWo8/5+or8zY98ehM2aY7fzkeF4MBC/HADq4kPtkGPfrUe5eR1j +/V2zU+irA/16H8XfXimD37yOc/bJ/sjsTx9OL06FHH8T8rVUfOPN38F7IRV7 +YDO9p56KPS3vz3jPzvtQ3Rizx+643pXyIuqKKTsCG3kP7QbKzFNIvoj2pcg7 +k/b+9k93bH4Wdj+bsv8hz+O0XhnmtTp8N9FnGj7rb3ssScVvkhvwfvYyrsUG ++bHmaZgf656iVDwbXpqK50WfQfLz4Wqo836f4vchPnv0I3mnzXMEz5M+0+az +bX7XYjhdkWdOn03yWc13KXsPOT6P5Pc6PqfkMxY7oWeRPgI9fLazGDmW53ct +Pqvnc3rnkXaZ38n43cx69DgGvWrQxvznpOIcn8+m+myk3wG53uXm9zups1Mx +3gakfXbPZ64s32cU/V5oF3It0/25vLz/DZT9yPhsrxqp0LUkFfV+f+kzkYfz +LO4xutztXbeWftZhN78Tq4htbDfb5/e8eDbxs4u/i1qDa9rfTPXzmb+l+mte +PF/9Bq1F2s/J/g6mv1np9eAG4pafrf09VX8rszo85vX3Lf38vwN6Nul/U/H8 +6ufrH2jjNZfb+xuZ/z17I9dl6+lnA7rvzgud/Py0SemNeRHXzOe45TjluORv +Da4htjnGTUxF7J2VChvbJrbNscRFtz2ftueRtz1cf1A66k5PR9/WwTaxDX/C +jra37e5zdOvRqRL2tbxdyFqLrd22JuX2jZ/xLc/rW8yzz/b6XJGvhYNzY++v +/N2w8wflxp5gvpAnFJD2Owy/lzsE/gLKutCuhDqfq/W7cJ8Xep0+fNa4IBXn +kvNTUX4Q7Xwezmcx8knnI/sQ2pnH8i5AZn21r6r0Jd57hq8RuuSj++ecScim +zu8szev3iz4r5fYNU/GerkMqYof3pLxP1QkZHnsueafrie9A0XNTkfb7aO+v +ehwubwCv91mnoYvH5bbm9XmrS+FriJ0t3+covD+7lecqP1/l0fYr7GR7+YyL +z3fbJofQ1nxfcVbD5/R8tmsK5zV85s9n+HyWw+dPfLbMZ+J8BiUvFWdfKqci +fQDjykUXj8NnPL7gnIf9pQifSWBf29b9uk+fhdnINxR8tnAK/XsODqDefFs5 +G+J6X9++Hr1flUiFzj4b47T1zEmFr/pMejX8thq62I/tzz4ntxL6FjbyuDwf +1fAPn6M7hPl/ExmWWRU/cNp+uQWdJ2PLV7Gfx/gqZT7nsZG4eSBz6D7dl/Xw +2XvbLZd5cSzaSTw6IB3PfEfxXOhr3N9Y9r6Sv8PqfaY/UvEt552p+Lbrp8IW +qPP+LvS/efENX3+z1ftM/t6w27yfF99yc/zyt1+9d+Q9pKnIdh8rU/F9wr/9 +TJGK7xc77W8FVxDvfvmxn+VvCvq7w4ch3/1Y5uvIHUs/7s/f4/M34HaTNv2d +GGq+McR/xzZ/H+4l8nPhnUfdyewjnJKOdaLjnb8dtwG6Hr55tB1LH5vo74+8 ++ObdePSyPbzP6fvCKnT7HR7XfQDvjlR8+87fynPacg5Mx3efD6et91r9Ledt +2OYb0rvF/3le7Ml4r9X7rP42rL8Je+A+6QPyI+/9G+8fP0lbf4/X36E1zzL4 +LC87P/am3eYA1kneR/L/ZbnO+1cuy0mHLMux7AT15f+rNZS11ijuY+vhcb33 +sH5IxTciP07FN3G35kX/v6ZCH3//1vpOzdv7Hdwv8adnsIHtYlutxF/egh6O +PewztsNnyJ+C/P1Vd2g6fM9+9xo8k/H5x6CTafc4bV/F/8v9dX/aToH3M3zU +/br/LGxnu/j7hn8Kf+XFN4k/zotvFG+lnXmPSYfNbNss2m1lTj6H1zwHoL91 +9H7lZ4zDel1Kv59R5/LL0PUItdlsX/Y703ToY3+zH3sP1775v3TsqSbSoaP3 +Oj/JCxkNkON+vUdq+f/kxR7rv9D6pB1jHV/Lv/Vu6n3nGsQfxyHnHZdc7xjl +dZu/q1+Rdm6/XzpiVQX09DrJuvp68jXsNVQVdDyN8V7KmL3X7r18X2+XYp/6 +oAJ6HoiP+5ng9Py9Mc/28Z693yl8wHVreZ4/v2vwXvVHzOUk5nVPXnwT03l/ +a/rDvJj3vyj/Oy++X72H8oX4hK+Dzfu0mUh+D/xu+1Mq2h+cDptb96Xwf0Sf +/n72P5T7+vqAuX4Yno/x3Vdo/wk+6HKvaf2Nd7+D8ZrWa1d/i/4vdLwI/7E9 +j02H/b3u/gNah3Rl/MhzZLneM/e8eH/8b8Z0KnXWyfv8p2JL92W77oHWJe21 +t79Jb/3M7zGfTJsPkVEP+W6zmXrX+RtWPmdb/hzYgPyuZHzL6mfRDhk9gxZV +qNBEtEy0knAcSBdF2RVCRrhP6C6cWxRtaqlNXdF6oudQ5rpsoa2QEH4t1Dpc +OFvpRwtDfv1a8n3RTcpvLAwe11enzHXHCIWS+77yx2dCXjtkWp/7hSuhw0jX +oP/uoAdlrr8KnubCSOFB4QKhl9Ab6vz5RdF/qZBEJ+vWVWggPY4VLc5Eucu6 +CQ0Z/4WZsNux2K4isjzGG5BzFnKPoS5FOok885h3hNBMaEqZbXgWNjkGHSx/ +g8qPEv1BtFD0R9EjRdeKHiFaVdip9A6hGmmX/Sz6k1Cs9GHC4cJ7yq9HnuX+ +TP2ZwgnY/UTolaQLMiGnSibSRbaj6P+KQtY6ZDpvudaxCD3d55rC6PcH9Cuk +rwz9XIHfeZ5/F8/uwpjj4+E5gbFYx134l312qPuRHr+pLEt0WxPFQfndwqYV +KrRXvkex7JmJ/q3HEehyBLY7C5vvQred6Oe5tG1se8+59fmN/s9Ch+bMnf2s +j1ALH7sAWgub2rbX24ZCR+bK4++Eja4tij5dfh1pl12Of1qHhuh+OPa9nPLL +yTemrgG89TPRr+fI6c62cSb4zO95ukT5RqKXZUJP69gFvTqjWwn9NkTn66i/ +SHa9RegrNBdaCKcJVYSWwunFwVMHPtedCm8V+FtCq1B/M/wX0qYOZUegx5HQ +RqQ7Yqdye1ZDv6eEqcIn+If95DX8/t3CuA48zhuYy1whR2hvm9h2wsG2rexy +k2jTTKTPU7qOaGkmrtfGmZj3m4XazHUXZDYpilg0XOhZFHHHMcexqmZRxKua +5N2HfcmxqgX0IdJHM8+lyLLMYcg6D9lNqHsAX7RPOq78zjXkvq4W8oU8z530 +PtR2E60nepBwoNABvjzs4PJ62Kc99QdRZ/vUzkSsTmUibRvWED2E+vq07YDM +Qyi7FB1MLxW9Bt3c98XkM6KX4c/lcesw8tb9MvLTM+Ev00w9P0IF20b5lqJJ +0VdFhwivCPdCnb9LGCS8LNwj3C0sEZ4QPhQ+wofsSx8Li4TBtPuY8idpsxQZ +k4XHhPeRuwj+pfR9D/I/ou1HyHqS+qXoZzkfCFOgm0m77ePo95awCl95Tni+ +KOJOH9IzqB8Fz2rSLnuQ9g/B24e2E4W1wjqhv3C78BLj9lgWC70yoUOXTNTN +hdfl1nOQr4tM2LNtJvrwXNifXW4ZN4vOLIprx3oOEOYJA4UNwsPCesoH4jP2 +I/vhBMrr0+8l0PrweAxXo7vr6lE2ifJLqOuP3PrIs0/dURQ+5tjySFHEF9NH +SV8lvceLXpcJHa9Bbgf0cj++Dn09vl4U17av8WngWcrm0md/2qxDzjrGPYn6 +udhlPTZxefdM2OiOTPjJ+/jIncLCor0+PYj8AuruYCwbGc98bDuPsk2Umz5G ++n3Sm5CxAJl9mDfPX6dM+Fb/zN41lv2xuvJ/KgZli56kfOWiiF8nQR23/ioM +Hsey5vjIacI/Kvu7MO6hp1J3Gu0sx+sSx88/CiO+OR7uKQx5vv+6ndu77SlF +ERP/oh/zniOdThY9OxOyLPNE+nVbx/PWQpZwhtCGdGt0rII+LUm7rKZk/av2 +uaKt4D2DcsurK7pfUcQnx6nTi4LPPDUYi2N2Nn25z4uE/Yui3X60uwibNMMu +F8NTzuv8AdC6pLOR1xY7XYB9LiBvmzTFVrbLbKGfcJswTnivKPzedA3pWfDd +Bq/Tc4rCn30tOI74/jR9H5/oRX5lUdyr3iyKWOS841HHTLTxPfeGTMjxtXZN +Ju5pV2eCx9fRjZlobzkjkDMSWZ6HC7G15VjnAaLdMnHttxTtK/qicGtRrBkc +6z8tihjpeX0IP7A/9MHep2CnWbRz+3eFscI7wOkxRSH/BXhug38W9nwXW1of +26xnJnjd5hbhbWSNgX8sbUZT5/Kmuu+dIpws9BJqCRcIvUm77Bjh2OKIy9Zj +OzocXRzXdkXRn4r2xol7vaZX2bhMxJRjaPtjUcSLH4riPuD4sqsoeN5H3pHF +EZfWU340/e+C/2f6+Zl8RXTYhKxfkD2PfubD/xNtHKOOKg7+2zPhR/aBfvjB +bZko/1zpe0T/LooYvEJ4RtgifCZsLQqeZ8E0yp6hvjw/jbz7rEi/BxfHPHhu +/sd4Pe5DKHf9G/T7T1GkTf/F/tuYg+XCX8IexruTMX9XFP7ga6mzZBULRUJS +uEe4lzLXXU/a9Ex4SvfhGyKkhJJMPH+2E+1EW8u8G/7LhbOFrkJ1oUxIC0OF +xsJgeJLItcwu9Hk9/ZUi72718b36ui8T97LDvX4vjvRa8t/ig9sZt8c/lzG7 +3PWHiu+w4rhuv8Uus7lmbGvXv8c14fwceNz3XZloOyYTcr1G2QF20td79GH5 +d7OO8TV4BH68HjnWeQBjOYLykZnwpcGZmFvPtX1tGXPqub1UvJcxBs9rvmhB +cdAf0MPyGtKfaQnp7xhzQulGxeFnJTxPXSwcIIz1nozoc5l4fvpa/F8J+8Nn +HtcfSBvX+5nsm6LIHwjPGZSdjl7W0dd6Cf1an0czoccLohMzMYdjsFUDdH9Y ++VzRKZm9z4Hl+uxXHM9y5tmBb1iO7fN8Jmzh8jzm9VLsVhVdrJNtkYNtPBbL +t8552HQnc2+eXHi/xyes5+HoeijXan1k2s7ZlNen721cq47HjrUHFcf1XqE4 +7i2ONbad1zxeS8/A9l/DezD8MyjzOvcbqPMDM2H/0Zm4/v8mRm0hBj1dFPdC +92XbLSdOrCC/El0c/74oivuqY6fX1Y6fvpZv4Hp+izb7M+er0d161kNX00tI +18c+zm/HNrbRJZSbJ4u68ljmvPnuz8Rzidf/Tvu+MyETzxfW8Uv8wf2vIv8c +Y/gSGz7P2PeHZzFj+5X6GfA4Rjk+3cdYPeazhJczEfdWZaKd7yuOdY5Pvh85 +jvleUlgcdZdT7vh+DHyOc475jSkvgtdtqtHe96RjaOs2j3tPkPFWKo74aR2f +zEScnEr5cdRZpmO3dbQ8y7X8Dvhve2G3yn8rinFZVkY4XjhROEG4Qvid+a6O +DZx3u0q0Mf+fyv8hnENbt7sSe51NP5VFrxJOEppAnd/stZboM5nYS/E+Sk3G +Zd0eEK1RHGWuO1/0POEmoSd0enHsy3nPzntxtpXvIS9mwtZOH4v9k6T744u3 +C22FdsVxvSbwtfKyHMoupc0A2tTHhx3fHCdaFUdc9H7VxdBbSbeCx/tRXk95 +XdUM2e2Yi9rFsaby2urZTNS/lIm097UeyQSP6/tg4xOYsxxk5GJbyz8ZlNv7 +fOx1AbQXafu9/eRM/OVXrgdfc22wxQz13Vp0vp+phduUfj0T5eabnIlrvB82 +aUu7NtitPrazPeruY5PW2K8fNnXb2+Axr58H/azs50r7nX3QfvZUJvxpktfb +xVHuWDSoOO4jvrfcRdplHYVriyPeGwWU2X/vw4ZzM3GNPJGJ69LXbUVsPUOY +KTxUHPuJ3mNcnom9w2WiDzKfI7H9SPItaDNKeKE49hzdZl4m9HsrE/1at0X0 +f11xXKe+5/l+cgc63o+eXivdjX5F8HrN5bjk694+7/vVNcV71wNXk2+IvDsp +c10e7QvpuyH1tmFfdH4RexUgZ7b6GCj6RiZ4B8Hvcuvse67t1hvbzWZePaez +yDv9nHmLwxefh9/pEdjRfvuKZBVXkw5lFSosUbp7ccQK1zl+PABGwG/fno7s +7xQTGtaSbZtGbPoDH/I1bP0vw65XYNtLqXP5UvUxXPSdTMiyzM+R/xx6uo2v +QcfAYci5n7bWbU4mfMDz3xI73oIv9CVve4wWxhTHNdEK3tGgJe37wnsrNu2N +zZoydvvcjcK5xTHWK9HJY+hG3TnUO90dnivgc111eJcQc5/OxH6Q96C8r9WM +PVPvqTrtvZ02oo8WVKjwkfAx1PlHhBXpChUeE50j+oroP8K/lJv3nXSULRX+ +FiYXBP8n5F2+RFgo/CG8LMwT5gq/kjb9TdggbBTGgbGUud2ftP1AmCRMLAh9 +lqLTYumxTvQt0cWie+h3jrBLeAn6C+muwg3C88JwYZiwirTpamSOEX0hHbZ4 +WPgQOL1ZWKa6v2yzdJR/hN2s7yJ03sBY1hcE7yLq92CjJYxpM3InMc7N6PG2 +8AB2mssYxiDPcj/Ilz38vlmYAHW+mXUTvUn0D9E/hQU+MyDME3ZTtpBy/9Zm +vbBBmJ8fbRYgcxNyu0rWserztnT0u1mYJKyj7X+/+0nHb3WuoP+F9LMJWePh +HQv/bvRxm4358dsf62Cf+Z35H49vbMKXFlC3kTr7y1L1N9/2FH1fdAL846HO +76btfNovoGwsfY5j7POw0y/Y3D4znzLb5QTlmwonChfYHkK/guj3hKoqrxo+ +Zv+agV+tZh7fEUYwr+uk63uib4p+L7pDmCkcWTX4zPM/0i5bI75vPfeia0WP +VtkxQkXXFYSsH4Wewk3Uu9z1G9Rmp22WjvSL9sV09PkC/VrmGtq5/gdhFuXu +Zx1j+o5xvYt+R1UN/WdQd3zVsMMmbL+RsppVw+62ebd06LkpHde//fvcqpE2 +rVE1qMvPqRrXUaWqe2VtJD+Tfr9Hn3fQ6VPRKQURk2w36/2y6Auq66X0T8KH +6dBls30mHWWbiHWOc69CK1SNtG3SQ+gu3CesFO63f/i8mujrotNFuwjXF0Qc +/BQdrGc3dHXdswXBaxlvIec52k5H/lD7Bm3ctis+MQJfGsl4Pe556Yhpj6ZD +fmf6mAbtjJ6Odc+l47d3Pwu78mOOPddnaZyjRB/CD0bS1zv4QQ9ssCAdPmP/ +WSg86PGlo81D+OFM/OpG8i5/EBmz8M9u8JlnFH3a1+yTO2lv3h/hdzz/uSBi +ufnsj6OF2ZSXx3unz64avzl8Nz9+gzhT2CG8IHwrfCc8L7wsLMqP3/GaDiDt +3/c+IjyaH7/hmUisu5UYcRs8LeFrSnzzb3LqpCPuXSX6cH78Ftpt/VtQ/471 +OeHJ/Pj9bQfwBGW3o5N1uCgd8ouQ12+fmNyUWDoJ+eW/M5qHfv5N7ivCq8hv +Tx+PQ9tT91p+/HbXdDDpS9TfUveRDn7/9ngK9HHaDqL9XfTdDBtNgDq/Kj9+ +xzoMnRZgN9u0NfZbjM0XUd8PHv8Wd6XwljAdm11P+VvInIoNbbc3hDfz48zl +ZdJ7mfVKx+9+/Tvmp4Tlwor8+A1yg3SUn52O3zgvp7wjvE+Daynzec7X6ecZ +YVp+nOO0vHtp+zppl3Wifhpt76W+UTp+c1OX3+YPwAad4H2WMd63z/hXMd7O +2MJ2aJwO3nQ6ZHrsLdPhY7bV88C/Q3bZMubX8+zfBft3yr4m3smP3wz/95vm +dJTXEJ1B2+fpy337N9ermVPrlEpHu/rp+K2y697Oj/Rw8scRu71esc/4d+72 +S499SX58m2Cr8DnzeEBB6Poa5fbVz/LD7z4j3079HSi+3j7/SZ3980vhK+bN +ZVto8yTtLK9DOua3NB1z6Tk5pCDSpocK+xeEHtbhINGDC2JOD0Q31+0R/Ts/ +/NbXoH3ea6Jf8+N3yb/kx++nHWMdax13HH92CjVrxe+6XfYu9vc8OE6tyY/f +S+9Chn9X7XWSf+PsddZL9PEb6TnkM+lo2zYdaf/O2r8393i/sC8S83chcx0y +1+YH71ryvyDTPB637eOxL8cWK5irqdi1leRWUHlPPyso/7HwCdT5R5nnf/Mj +ppjf8+/Y8iBjfxdb2CbdwEzKHIvsM/5GR2tktoG2Rv6nwmT6LY9TbeGZDP8S ++r8D31tMWb108FyO/p/QxrFtP3zBfP8wBsfmPcy7efbHTw7BVrbZVGz0BX0s +pn2LdNwrStKR/lDpq9PhR4uR6T5sz6WMzfwf0dcr6PQP/G7nNbjvMZPg+5h2 +D1PnPvzO0s+53tvz/bF61Vjbmt4k9BQy3IOv8L3Ta4F91jo9yGe4j4+Cx+u3 +H2xz1nJe043inmw5P+az1sqPZ5UmwlXcu0cjx/dsr69vps7PNubtQ53LvQa/ +Bb6XSLv8cfV3pWXxjNaqIJ6hxtFXeZ/Oe73evCCeHVsUxDOA1+23Cs2oL3+W +GE/+YWS2LIjntv4F8Uzntb6fQ26nbhK8fdF1HuUtqOvDGmUO/U+iznIWIGsh +sm+n/Dbq+jJey+2NnD7w9od/Wjr0e8XrXN+zzS862L7pmCU8JTwtXCu8qLoV +ost5vm8rtLH/Cm8IQwri2fqOgng+nZ6OPQHvA5jX69l21JlnYEHY3zytqTef +ZS+GzzwDyDs9Kx36zBe9l77dr9e7Q9FjMLrfXRD63mOdhalCR+GagljfdhKe +Ya4eQQfXPQnvMtrdjR06Um75d2GjZ5BzndBBeEK4uiB80j42hnZPYcNrqH8S +3ifJL0fP//pKx3Pn7HT4mP3K+anp8Lsn07FH6nM4DYH3S13mcxh+p+93+z6n +4bMB5WcEnPdZDp+78XlGn8Px+36f32hdtHefyPv6Ppfs88Q+i+YzbX7P6zPG +T1LuM44+U+t3k36P9BRtzH9LJvbsG0F9TjKNbm3Qz+c66qLbxVDnfW5lNPqM +Rj+nffbJ70P93ttnpXxey+cDm3NeqnMmzmX4jIPPsvSF3kL6Vsaehs9nZtpi +p3bQ8aTL9fZ77bHobD3KMnGG49pMyPEZpRaZkFve562ZeM/WNRPnjpdhp0ex +uc96tc7EmVifm30Cm9qePqfn85j3wONzeT4L14k585msy6k3n8+EWs7jpE2f +gOdu+BYQE+bjV45lY9Nx3tX+4zOEXvv7t/zeSxlTTT4njK4WMizLZ3sHlckf +VTZJdEY6/P+ZdMgowQc7MUbr6vPztoPfO/r9os+tDWMOh1PmcxA94OkO7YE/ +rYD/fvLDkGe+G/GzrtjOZwgbMZYSaCNs8gS27YT9fP44if3uBUMoc/0UeBwP +fT1PTMd4/Rz/mq+7gnjOH0QM8fX/dUE8jzsGHVI1rlnv8TQlNpivM7FpKPHq +bcn6SnSt50K0IXUrkXEoOKxqPOe7/FDS7u8b5B5cNfp9g3ZvUuYY+WVB9OG+ +niFm5ovmEa+uQz+Xed/AewmNCiKuWscGxK5cIUe4jLoG6NoQvlz4HN8mpNmT +SEebBDHvGnhyaNMQOSX03Yj0UPKO6wdVjXEVoKdtOC4d/TycjrTHMigd9QWM +xXtm3o89vGrsjXhfZDtwepuw9f/F4M8LIrav8jOC2m3x+peyz4nfTn8B/1bK +zet7zAFVAyuI5e7Le27u388xfp7xvpPXUd5j8BrqC+bIsp0/h/XVffjSSsZy +RNXYvzmHfa1fsHNj0ZHpuE/tXzX6fSMd+06fiL6bDv/Zmo69nG8Yu+m+ezzb +sMtqbOb+3NY29N6UdXwaPT0nBzMv5jsS3bxn5j2rLehywD76+D7pa2cK9V5n +fAZ13vqbZ7+qkTa1jGPZO/QeYgHzX1UoFooKYl/rkoK4H9cviPvnpQVxD80u +iOvX99YR6bi3jxdtL3pGQaxDOsCXJTyounqiw1j/3I1My3e5453XTbULYu10 +UkHEUq/HvL4tK4g1rvs6TXSA6MUFsc65Ezl3oavXTF7nVAGnUWb+i2gzGZu2 +o73LlpI2fQU4LjkWtYf/cdLtyD+Ebt5Deywd6/F72HtzeVo4Hf4zkG95dQti +j9prylroezr62lbmcfw/nbp26H8nbZtjo8rIuB05J2Gzk4VqzKf3HS8vCH8e +RtrU+9/er0wKpfB1od0Iyl1fWBB7mPaJMenwg2fTsU94Jv6Sgn8EadOR9DUc ++V2RYVmPpMM2D6VDhmXdCE83ZF6P/p330dVyJqVDp7tFTy2I9aX9byDzW6cg +1vknYwvbpjb2sc3PL4h79h3wu92FBbEOroM8yz2FsoGUO8Y63trns6EJ9LHd +vMdrv/Y1Up/2J6PL8HT499PpyLeivvoZilfCjWfEe1T/5sHv5P3u0+da/RuD +soTsKYyEOp8Whgglwr1CQ6jz04TOwjPCi8JNQg+hvTBZmCK8QJ3LZ8Hj/PXC +s0IX+nGfGfpLCQ8I3YWZyOgO7UHdCHjb008H4XHhatJ3CPWEusJFQh2hv9BG +OI3/GT2FvNP+r/G2ifj+Qx+ht/ASsj8XvhBa0+ZkaGvaX4TsAfA/jg7XoM8T +wuikniPMlwy9rN+dwkDhYtoOIH0Rba5GVj14L0HOQ6ITRGeLzhF6Cc8LM4Ru +QlfyTieFYcJwqPOlwv3C5cJ9tqdk3Sg6VLQxZZfDMwx+y3wOuT9q7fh8oWK7 +1rS9RHsKMwpj/9nrT69DvTftPWp/56pWOt6tNUyHrHLZlneDMD0RPjZUaARK +KLsCv3hQeCgZPvS0aM9EjL8XdRl86D8+2o1MxrjHJSNtv+qXjPHaVlNFhyWj +3zGi9yXDp59Ihr/diP/NwR96oat1tt8+S74L9rmBMQ3DjreK3iN0VPpu0btF +7xEagMsSUbYKe9yHfS1jJ2nTH4TtwreJuNa+F3bQ9/20X429VmLHHciZjozn +KHsS3/qKtOnXifDbL/C3N9Dzdduavp9hvN8j87tE2Opb+N9MRFy4l7YuGyc0 +E8YKC4SFtgn0NtIthPHCBKjzzYW+tLmV9Hzyk5Nx7TyYDH2/ROe3GPdKdJqG +zq8JgxJx/QxBT/M8lYwxLBW9PRHx4ULqhzCOQbRfRj9P0Ndy4S7K6yfiujTv +NfDYrkOSMb+3iE4VvTYRfuB2l9JuEHmnn4JnKm0Hi45KBs8l6H8dfE+TNu1E ++lrqPObOlD9N3umGzEv5/DhvH7xC1+0DwojC0Mv6uG/HqlHCVYnw0ddpN4hx +m+8rxmvbvIqt7gR3UGYdtiXCh55GR+ef5HrwGJ1eofRM0dH0OQo+83+TiFjs +a3AO9l+Bno9j3ynJ4HsKGw5GR/P2S4S/vZyIcV5ZGOM2HSlcJZwmtBJaCxcL +Fwn9SJveLtws3OLf/zjWCbcJdWhTBRkfKza2EN0q+mlZyNko2hL5pwr3Co2F +e4TKQjPhJP/Whj4s320tf2dZyD2V9hfSt/vtK9RGp5OR0Rx5zcm7jfseR7s5 +wktgLmMYzxhagXGU/V4WY7cOXUSnCk8VRtr0Bsbh8VwunEJfp6JTbcZSk3tE +L+xjvjfKYiy1GceF0FsZi/VvgQ7W8+BMyKmBLM/d8UIloaEwWCgRJgtThGuF +r8uibrNoA9FBwl3C48J18N1J+WVCJ8pd34CyQchxu12ijUTvZu5sj+uFJ7HJ +9ZRdjL/UFbapTWfRb8qiv+vQzfX94bHvtBFOh1ZhPjapzU2i35XFOI8rDL/N +QJ3/QHUniK4oC37bZ21Z+PTx2Ml27y2ch2/Y55oKH4qvj+gO6PnwnVgYMptg +3/JrpSayzqN9ZXhPhLcp7c+Hx2O0/8wTJjCm8cyx/c++102YJtwo3CckhaHC +00LXwvAx+9eQwvCxJHwpYbhQJgwrDH98Gv4eQndhupAW7ocnTbv7kXE/+e81 +/mdE98uELs+izzDkp5HVnbqh6FEqfFsWuv2KjK7oYR2eK4z5s81mYpuR2NJx +yOuonsxv+bw6Fr9YGPPxgvCz6h4U/UP0IWzcBHkvINNlo5jbH8pCzidloWt3 +xtKDMTyHDpZ5FbrN2EdeH2SOQq77dEyaVRjX9GPC5sK4zn4pC10PysTceo7b +MO+e8/nC1UKHwvjmh2l74RF8wNf7HOD07MK47kcLY0ALysaSHgNfX/R5GHnt +C/fGPrf/jZjrODyLNrcwrtHw2RbPM0cDhYXCy+j6QWGcR/cYFhTGtfqXZLUT +/UK0rehEYRLtBsA3kLTL2qFfe2wzEfu0hU6kzQDk7ymL/g/z7yQK49sW/q7F +osKIU3eg2yPoZ36X/VQWulmXv8vC/vOR2TQR6y+vw7yOuiURa6km3Gd9v/Va +9TDh0ESsz/2McIRQKFRLxLrW5YcnYu1+GPRw0o3Jm9/r4CLSN5DvmYxnET9f ++Jntf4lYix8Jdf7MRKy5z4L2IH0DOnRBp8MTe59Huu3Tl+l3eoZ7OxHPLF4P +3+hvifq7oUKpkBSOFLr6G4zCDf7mndBYuFyo6G9s5sT/fXbLifZue1ZO/D/o +2aS7k/9U4/mf6OpkrNW9Tvdzhcvd1zfJGFdxIp4lzkIft3e71D79HUW+Ozw3 +opv1OiInbGg53UR7J2OO/Czj5+mzsddR2NI2vjEZ68B7RQ9OxHqvBOr8QfiD +19cXJGKNmC/kCedT5/Lbk+E7A5NRfgt1xyfCt5pBna+UiLW71/AnIuc82ljO +CaLXJOP57hD0ORjqfEEi9gWqCrmJWNfmQTuR9tjKGGsXfKMq/nMjvnNAItbe +ByZijXsgecvMScRauQG2OIg+uyCnM3Zwf7azfbRdMvjK5XVNxlrZa3un3V+r +ZMi/Fn2L8KFy3zuCuTyStMuu93c5c+IbTFVJu+yQnPhubwnU+YOFD9XHoaKr +3L+/s+jvO9K2i7+DKFzr7x/6+43+ZqK/oSjU8/cnpdPHwuk58T+hW+ynwhk5 +QT8Brj+DNm5b199bFCrlxH/TWgfr9ZXoYTmhTyN0uB498oTrhE60aYoM/5ft ++cJ5OfH/treQNp//+/VpxnkQ36hqQNrfr/pA/eWLvp+McV9GXUfGnAN/Q2TU +Rf9/E6FLLnxueyntO2PzfHTORe8OOXttYxteIuwvJIRr6PPLZPzf6++iNRmP +x9KY69a28X/B1hDOFY4VjsmJ/4s9Lif+V7fcppXI94G//D9ke9P242TErF+S +ESv8n8SOVecI1XPif44/S0b6o2TIvzJn73/3Hkf/jln+f2PHMV+fJ3C9Ho3M +DPpdCb//b/azRPjKfvjEJYzfdngCm3TE/vWxk3leTkbbDX6GTca3Sf2N0kbY +yPZx/HUcrob+1s3/3fx5MnTxf+xar6MZr8ttw3eTMfZe2KcLsqphk57U+Zmv +FjHuNrW5WXS46IBkPOv3Er1a+FP3jWaiH2XHvt7HotclY5+wUzL24/5W2R4h +OxH7cn7W/yM75NcWKiRin87P6u9nh30/oP737IillYWThM3ZAddXRs7v8Lrt +CYm98+P8Jvg+QG49+vs3O/YZs+yridAtC/1OF6o4djmmJWNfsU8y0v+oXYtk +8LSnrWkH0nXpw/LvSsa+aCdk2A4XwW/Z3uf1/sV+jL0C1Hnb+K/ssG8XtU84 +1iZDvyz6cx/Wx336fmE77WYePB/ea7XdvT/jfj+kzHUTRVsmYu/oEeLZWbVi +H3WJsDQRaVPvs3qvtjW83guwf3gvyntKr4g+LzomEfezJlDnvX7ynrD3IOaS +NrU/PYp9bKexwjylpyWjfh48Lr8F3xuNzCaM1fPu8b6CjtbV+1rec87OiX1l +j917VB2TMf7Lk5G2L12bDPv8hY3qYHPb3nuDXgd5PbQ4EbIsx3abJLTCTv2p +b4EtbdOHsZPtNYV5/hx79qddP+y4yDLZRxuRDLkt6cfPyd4j8HPzu9mxPvG9 +2/drr+92qqyG6LmJ2N+xXY5LxNr0WKjzNbB7TejNpHvR9pxErD+OQ8aVtD+G +tr1ptys7+GuQNv0lO3zY9/T9E3EP9zqhI3A6gbwr0ak3/br/m1mH3S9aMRHr +kwz29HXra9YxqBZzXpv0bczBSdirMvQk0i3I14b3v32sZKypbkru9dFK9FkR +23rv+2h0WJsdNliXHfUZ6nqiu+3mtePZzEd16s5hvOto77H+nL233HZenx3r +8dWiq4SmyViHe43aPBnr9Xak31b9ZaI7smMdeybt3N58Lv+euneyg/9IdPoh +O/zkbNJnMdb3smO8bnsmvvQuZa77MTvG85Pomuwoc7uWyZDVPRn+6Dbu03Pv +uFUfO5xD27bi+1W0STLGbJsci//8jD+1ToZdOyQjbbs3TIYM81jOb9kR43aT +9jw6vyE75nAj5b9S5/LjmN+KzNsayly3Ht1q4g/HI6MS/l0T3/a+lve0niiM +fTLvX5VwTZaQr+/neOFA4VLSLsvm+dXP7gdT7vo8IVe4RhjnvY9qFSq8JdqR +Mu8T1BP2L4w9Lrf1ftohfkatFvt+3vN7rSz2+7wf6PI9+9R5j/Mf5T+pFnuG +n1aLvTHvk21V+stqoV9CeLMsdF8seoaf0VX3uXCd8KTQSVgmLBfuFe4hfy/1 +U+F5kjZPCM9L1lOio8piHCuU3k90Q1nsC3mPxf1kFYYur5eFbivLYsxuY37r +fir6Z2HTL0m7vfU9AP56pE0vKQx9h6Cn91Jtn7+qhd1sl+fKYg/NezxnF8Z+ +VsXC2J/yXtSZhbEndpTwv8LYs6oI39GFsW/p+mLomaTPKYy9I+8bHVMYe2Bl +pI8u3LuXliZ/VmHocTa6VCdtWx0ruqwsZFZHbhI9jgKllK0rC723l8U+al1s ++Blz73mvUBh1Lt9SLex6Kn51IT5jnn+rxf57Fdp7H93lF9F+eVn4mPfnPdeW +PRMf9h5tvvBxtdhHPxn/PRj/30KfpyHHfb3MXr37cv0K5m45/na35430a/jf +HOEloS/n9Xxur7lwmzBXmEfZWMpddittbqG927ag3nyDvfcl2lN0omgbobUw +XpggtLIOqpsv+khZ1LWirjV0Ijy3i95ZFvrcSv8t6GccetyKDuPF94DoUP/W +W3SQ2wr9q4WcBe5PaC+0o3yhMAD6MumrhceEyaQ7kF+KTMt+lLIOyFmAjEmM +dyJ2sI7DvU8muhh92tO+A7Q9ei1GtnlaYq9WzIFt1Y95mUfaseF6obPHzHy/ +TnoI+enCN8I20qbPCQ+UhT/cLXqt6OPVIuY43ZG8eV61Hcqi7jrq7xJe8fiE ++4U3hWGUvUr5yLKIaY5dU5BnuddUi7zT3bkefb1ar1zi+naln0fPN+njDWGM +r03Pd1noMIg5uQvq/oeVRR83iz5dLe4LXYSHlL9P9F7Kr9/Hfk/DM5xxrCRt ++hY6rKTOem5HN8dQx/5n0PE+9LQO9p0HRYuIcY5pa8oiBr5aFuPsyDXuuHSu +8KvabKgW8WpjtbDNrmoRx9aLrvs/ps47/uvpi+PJqoyyskcZLd/P5/P9fL+p +yKaMfL+fUcgokmyyNSTKiiYRJZItpZSMJu1JRVMliraUBuH3ev7O6/vQH+dx +zvvcc+8999w93vfWjraustu8eXZD5nfKSGm0n3OFPy+NtpJ2b5vDIh7u9ODu +MO712FAn7vzlTmbuKuXuWe4une948E846PSew9nqsGgzvxX9jeEg85BJOy3s +w+yqHXsx40vje35p7NssqR37Nuw50q/Qp8DDban94HenYHHt2A8q2+tZYt6X +pWE39pvQpbJtUtm6oQ/3mnEvCnefbKkd/cTvtvFhtvP3tQMf5n4kZRnuN+H+ +LO4/Wmmb/ejw4OP+fCbuV+W+UO5F5a4azjVxbyp3DXGfznbzxxmQh4df7kvh +jpqlluVeHGTHW7aqz0dxTor/aH4wr4fPlj9kv/jjDBXnqjhfxdl7ZMAP+x4n +7r2pZyi7/4Zy+ZvSurl2hHGEw/nL8vjDhv843diBu1OwxVH+5l4o5AgXW3F3 +HXYqu0OGO2vgce8W9yhxHw33J3HnFnfecD8ud0CVs271HU6fTPjl7hruVvrZ +YcDnTibu0Gtov4Txk8NGrncmwuvFfUvslyh995dGuVnk8sTe4kLnf0XRM4Ur +CH8iuQ2iR7isHu0ySV8M5psxImOhBvaH/1m1Yw+2Tp3Yc12v73WCmqKHl8bY +c1xpfMOvYdmNomvXiTAqOZz19lerTuhEHDMEs2uHO3IHWL5sHH2Jv+eURniz +S2McUdPtTCPHQXizvCfN3nQty9zs+MBtLNvYYTL2QH5/u9f0GKWx5Ro5zaSH +uJlzH2gdT3f7Rxk7wHpeav6tbh8vs3wZv47dNtWOb/ziPsdhjJLec2m7S6Nt +po1mbsCeGXtT3H9PW/2L+xVkGDtNN55medph5gu0xbRjc92WJVwv0HtsaZSZ +D0qjrBzmskP7s13fn5ZGXGV9147asQ/OfjX09j2+addo045w2TvcMnXNP815 +RTjMJ6a6T8EOdWybA2yH2YayslDbZWmD5TfaTw2XN8L8s3a0uX+536MPe9f0 +T/5mDMFcgHnAR6UR/5ulYbf9bUP6zlX2t8p+37FNp1r31fQbgttrR3u20+3T +swrrS/EGlsY4jLrZv3bcU7uqTtxby92v3HX7dZ24h5Y7aH8Wfazq8yThg7jX +KhN+ijLhB78/Wga/3HPL/aqT68R9q9wzO63Of/fVThU9RbCmTtxnW9083Mqb +Lm8/yKy23E/WCX0mOezJ1vWrOqE7YfFGxC914q7xmXXibvKTpNOvoo/JBI0M +d5JzDzl3kK+rE3edz8DOlIM64bbOOlR3mLPrRF9Nn31yJu4u5750wlhfJ+Rr +mIY3xTpiD/RBfpb9EtYhwqdkwk+9TLjNtO7owN3p6FHOtiM88gSbYIeVtv07 +tilnF7oZJpvH2QZs977xz6Yn2m5P2cYf2I09ZN504F0F1g6WCX6oE2dixlAv +68Q5APaq37A76wxLBePqxJmZsf4eZJl/S2MNgrM0U63nFMf3gfX50Hpg730y +Ua6OzsS5C/L7Wev2qfXjXQneYijbY+/nb+zxrm2ydybKx0EO7127T7J9nrUu +6MS5kqdtj69c5lbb3mVnRyZb5iuXu7edB2VxoStnQma4PO3rMrWvyyJ5+qvz +FXt2tk2x52LbdFVprMEsLI1xLmswN1qWOSh7/8zPOb9Q5G/4FzifyA/urSYv +uDea+6O5w3qZ8+Qo0/B2WGas8TjTP1iOO7mPZIyl70rCP0unU0TPKA29OJPA +2YTV5uPO+gVnGzpZL/SmH7vJ6WxteqC/OUdFn0M/ht/z7H+lz1v85PMXrJuw +ZtLRMqwRVLd9TrZ7S/PQmXRzx3hLuxFG2TmME63Xl7b/ow6TsI+Sn+XCVX0e +g7MYS53PK+rEXc/4226/S5x3R9ieY+zGmQ7eEOF9G8onZZP3Qw7PBI93SZDn +HZEi95+8HUMfil05Q7LQ4RP/G9aBO74pw9QF6ihnSWj7KJO7HT76cZ5kkcM4 +1GFCL3IeU08fdxhbHQ76vWp9J9SJfOcedu5In2jeStsAPSbabbfdd1uPMj8T +LIvduD/8GNPLrQO22uH4P7cO20xvtQ0/N++wTNiEsy7EfbztQP4c6Tz63vqT +Dtou2h/KOmudXZwe6uxbzkv63EnudweVxvyJcQXzEtYSWBP52H36JtPg4bVj +3Yk1J+bevTwm6F075tys0bE+9X5prPkwl+f7TbszZ97tMMYbE867nrczh2Wd +CL//2s8bDne245tleo7jZaw2wroxFhkmGCroKehRO8ayPY3xy7rJZx4nMQZ7 +weOwGZbp4fQOc/q72w3+K6URdj/h/qWhA2PCTdZjuNOOfb7wmJHw+zjuXtbl +o9oxRlrvOIZZd2zD2gLjJdbuWPNjPY21DdbZfrQbMqzdsCbEms4S02DmDH9a +bqy/X7f7Ysu8Zpp1oEXGi80fY//4beGxEu6sV3WqHWtWzJUZU+10WoY4PayJ +MV57i7Xk0pD7rDTckGFMyHoS8/pte8Td3/myw/FQXlhTHGzM93LTK83HNpTh +MvsMtttXtt3Xpv/19zLbAXuMtw2xN+WdcfarxgtNf+4yssPp/NK6lX1/YXn8 +U28Gl4bfDzze7GSZT51W1tRY62CNjnUDzobSl/cz5pt3oxgHMObirB5vM/Eu +E+cBOUPKe0y8y1QlE29J8f4U5/sYl801n3EC54eRQ4bzxJy/pD/mLORsy5ed +Dezj78qZiOvQTMS12X7nWTfOSXO2kHWcEcYbTSP/ifVb4XZmudvGJ90eLjd/ +sNuiFW5Tn7Qc449ymXD/pzTarvH2O8Fy8BgvMXZa7TS/6HRstA7ow/lOxhtr +rdMndv/G8vhj7MNY+3nzvrGdK2TijCj/+8yw7aabT74wliZPR7kc04aw/sO6 +9e/ms07c17xvTX/rfH/BfnBjPXuL5V8rjTngyNKQe8n+aJ//v5ZcGu0y67QL +7O93++1nHuWQMGgPN1u/UZajDP7hcvhGaYTDWjFrcrwZhX1YS2OMVWQbfmQ7 +TrcdOK+7fybsdnAm8mKNy+qBmRj/H2+7zazz39nbnv4+wGN9xv+9XRb7OC7y +apjlkUWOdTPO9x5mv/jhbDDzjY8tj791ptebz3flk8qVKxFUEcwWVKimsYHg +Tv8bmBQ8V6g8EIwUDBLMEMwUTBe8IXhd8IHgCcHjgjmCuYK3BRMFLwsm2O8b +9j/DNGEMFExzOMRDfN3Mm27+s7mI/3nhEZbrZni2MHg3CVoJugsecfjE2VrQ +U3CzZXDvIbiR8OznQYX7mnCXXPh72PE+b3lkOgjaCwY7vNYOp10u+A/kgn5T +dNdc6ED87SzX2vHDe9N80kUcHXNh01l2e0Yw3GnrZzt+Zfplfz8uPx8iK9wV +3QVDBE8KPhIMFXwteFXwiuWReUS4v/AkwWTkcxFf+1z4wz/hTSkMmwwQPCW3 +qcIvCA8T/ljwtMN41fEMcbz4fSIXcXYW/sz2Gi14SzDbZaSHeT1Nf7qHzGDL +fWq37rbbTNunWy5ksDPljvL3ocvBs7YdMtjzReFRDqu7AZvDe7Awyt9DtgPp +ek64hcNpSVnIRZkkj+ZYr23W9cfCSN8fgu2FUe7hrTL/c+NVTvM2y6LLCsFK +w2jz3rLc2w5ntN3LwuqFvaXHVmRzQc92GtG3hcvOHMcz1+GOcnzYb4vgd9Mz +/L28MOrXD44HfX8SbBb8Vhj1cKb9YdN+tin1Ed5W839wOJ/Y3wz75XuZ3beY +j/s0x4FMH8Etgt7GfN8q6CR4V/CYywo2oC53sL06Ct4XzBPMt+x7lr9T+r0A +LdwXOwnGFUZ7RD16SXBDYbQjz5lu6W/q/8MuGwP9/ZDLA23Hba7jyNBmjC2M +uG5z3OjQWTDe8RFXh1zo3ykXefyo9SetY5zed8x/ew9btHFa37b8o7mQezoX +fsY4XuxAXXjc0Nm8vtbjJX93tn7YcLDDftbpJv3Udeo+bQD1/KnCqPe0G9R3 +6v3zefU3xao3wocLHyH4vUhzOuE/hY8R7im3ysJP54NOiX5J+ALhCwUnCY4U +bJN8VeH9BDUF+wu2FkWYVc2rZf5z8n+U8DP5kKlq/0/pu4boPsb7Ck4TVBdU +E1xkqOa4DxQUCBLFkY4C844T/OV0HCw4SJAULCwKt3Ptv5r1P1FwfnGkibQW +CqoI0saF9p9yeIfs4d5bup4s3CsfeqLfxdYb/fexXUkntv2jKNKKzeYKfyP4 +SPChYLZgjuBWhbVK+EHhccI/CcZbBvch5v1sPrJjBT86DOQ+EMwTDBN8azdk +xtjtfcEsx0146LJaMMHhzjWf+Miz1ebv5zyErihcR1BJcLRgl3g7i4IG7xDU +Fl3BeU95O134ReHu+Shf3fIRxukOBz9HOTzCr+044G+3W6d82JHyU9Hh13Yc +FaxfwvlOeTivgdIlfGWDyOsLnO9JyyDbVWFtUZgd8kEfJt6zwnsLlxec4nzf +VBR5/5vwocUht9E83Pa27KmCJ+R/L+HH88EjHMrKofa/uSjC5Bv6ZMvs5e9N +dv+7KPT+x/gk05TF9UWRhsmu6/T136ZVpwUfpqPOU/eHuu5PtsyT5uG2t/Qb +L9m/cpGWyi7flZ22DUVRV/4tirhPMo0O5Uzj/qbwZMFg86u57q6zjui6Q/F9 +Uxh9LenaLTjB+bvTZfa7omh/vhesFfxaFPX70XyUscfy4f7XHjIHOp4DnafQ +HfNRpmjfTnWd3Mf531pwc3HEtcDx9ZDcPNmhqvP9VMtTbykbtJHHum1BfqHj +/8s6HODytsZ14xen51vXhflOI2lApoLL+E67zbO/SvZbwfWO8tzeZZ6yv9Bx +HmeboP89+Ugvtno4H+Gvdhg7rMN2lx/sTXtXRWn9VflQOR397i7Bn8bz3R+X +FyQESUEjwTGCiwWXq6wcLXyZ8N3CFwruElwpuEpQR3CO+7QX7Ae/+ElR5hzm +XoJyggLHU968owRHOtwytzI+vIssm3RY9NfNBE3dNzYz71brcLb1utL9aie7 +I3+W4Ez30fTbOffR18ku1wsOTEf/O8598J2FMQ7p6zSe7TjuNA87lKitKZa/ +Jg1Cn8cddzPrB32sbdpY8G9KbaBtsa+gUJAmnbLvacIZ4VrCuyVXk3wSriH8 +l/BPglWCKoUB0JWFfxY+VHi18GHGfNd2/vyj7/OFLxBUtV2P9PeluZDJCR9R +GHJVzUfXc3MR1yGFET+61LQ+f6dCT/S9VHC84BKnibTtIygS7Oc0XmKZ4+ye +ttuxLjONTDe2TGP7gW6UCx0a54Imzelc6IIO6HOB01XVZQkbn+48Jq+zgrzL +RFl5oCwwbrs9F2XiIeH7hO933Gmn53rzLjWf8khZvUbQ1rpT9q923MT7gOXx +d0Muwmmai3TdWxjxNDYmzGsLo84kDdeYd535/6dzUb5vzkX5u9D5SD2hft5T +GHNg5q/1oHOhx33CVxTGOLhEUN/uN5nXzvwWzrO04XrzmjtdV1v3Rk73Rdbh +brs3t12aW3/oFrmwzfVOeyOHcbjgvMIod8wTGhTG3LuD84z8etWyzFGfsg2e +tM3627b3Wa6/6Xv9fX8uxsTMl6+1f2z5kvXFfg0Lo+0oazeov0+Y19BlI2Od +sv6Gf5bjG2AdBji/73c8TzuuV6xPW+cNc5l+tg02Yg5+by7c23re39Vu2LrL +Hrbs6rTf47n0I54rveS0PGn7XON47rbbPaZftl/Cpfzcmov28Grhie6rvhKc +WxjtCG3I367ftCU9ctGnv5yLdpC5DHMp5j5fFMbc6NvC6E+Ys7zrb+gv7Y5c +91zMXXvmYt7L/Ij50hrBL4UxB/vG/LnmTTQfv8THvKyPw0UP5lL0ZQsESwtj +DssaA2sx9H1rC2OtYan5L8n/JuHB2FCwhPwk7Fysjzxjd+ZXGwXfFca6xQJ/ +w2cctkiwuDDGX4y5NphPmMTHGsUG+4H/seWXmB7m7wUO/wPrO9HpHm+7kPbX +cmE/7PaX/dCPH5yOvv0X2/dn22W14KB0+Mcv6wSv58IWxMG4gHB2O32VPU74 +xd+E/5fjP9jhr7W/QzyW+NNy251n5NfAXIz/3hHeWRjjDMrE+y4L0DuNKR/j +rOt4p/995yX98VinZ7xl0OUT5yF5zBydtYbPLDfW5WGN036wAbqu+3jkDkiH +jX62PHnHXHl9YYyXFzlvWCejPHzvsjTRtmMMQJ2j7aXPpB27ozDqCX1+HcvA +e9E83BgXUOcORr/CWPegvl0r3DwXdY4+7pTCaHdOLYy+ijpY0/7wT/uD/Dn2 +W9syzQy17I92jX6ziv3ir7J1vtP6N7QcMvsXRp9cZJk7LFeai76sZS760KbW +h/FA3nQVh014tJWnWf+c6azdKluPQxwvabgqF3I35SLuYutyhG2LLpcLThKc +KKgmaFIYfRrraPRR9FWshdAO0x7nc9Gn3ZiLvu4AQSVjvutb5mThEq+pks8L +BetcHr522aBcbDCeZPc+uXDvlYvyMtR+F5r+yHqiY3XHS5wHFkb+ljqPz7A+ +6JbNRdqvzEX6TnK6q5mGV0FQV1BRcJndsckJ/j7R4SB3ocvSyY6vgeOv77iz +ziN0LLGelRz2GYaKjg+6lXX9uCjWHOa53/jFfUdC0FSQNJ339zH0K4JjBWcw +3xXUtXuBICe4THCK4FLL4ucc5j/2dx7has5ztnBRPsIvcBhZh3G6/eD3aPMK +zD/XYRDWqY7rMrtVYP7FvMw0fqrlI+5TmJOpvdgmOF7fdewH+d/F25KO+Ah3 +azp4CdugksPB76H5CLeC/Ve0jSrZ37FOa0XHnyj6L1zCLJT/FH6FGxaFHY4q +Cp0uEJzgdJGmy23neoJDBbXk5zThmsKHCzcQHCE4zO7INRHUKAq5OpKrL5zK +R3qz1vnIooibeGsKSgjbPNzOMkBXFWQEtQWljot4CPcKx9XE4dQwr1BwlSAN +KO7zhYuFT3T6LrTMlZa7wDzcKGfNbHdsBX2m85B8P9/pIv0n5aMMnuH0F+RD +1wb5CD/lONDheJcB0rGv00vaztwjrdhjczrckNlH8Kb8nKH5dz/h24QbCxoJ +7hDcKbhUUK84ZJobrjHvEstdahq/twvqCq4SXC1oUarxXIH6pEzwcCsWjFLc +IwWLi8Lv7Q5rSlGs2bB2gz0vElxsPQnv3XzIEhf6vpEPfV/PxxpoM0ER62vG +zZyOy6wn66Gsi94iuMv8O82Hd2txhNPUfov3CO9Kp6vY7sgV2h9htjFA/39N +2OXgIMESp5U1piLBwS4/1aX3AcLH5YOmXFB3qmMXwcnGdwruogzKrTK2sUxj +ux/v8kUb8Fs62hXq/H5FUTdoB47PRxk4OR80cofko/5usZ8TXIZqC58mOEn0 +qflo706xPrSJlMsqRZHGA1wWiX97OnQAk3870mGDtO1wsXknWvYE5/OBDqNM +9mDLE0ex4ySdl1oH+JXtho5/Kaw/BbvS8Q1NWd+UjrJP/aXulhhKXUcauI4c +YX3mCuakQx/i/9nfZWmqLFvMFt5L+Kd0pB3ZRoLbBb2Kgr/KbjscJn6r5INf +KR/hzXF7Db+Sy8Bs8+Y4rq1uk3+yTujzt2C3oJq+j5HbXsJHuTxUc5mgfSxf +FG5Hy209Y0zLYL9/9F3OeUp7vCEdMrQ7G9NhD9qPvR0Obd/hthOye5tX0+HT +btJeHWH/yNSwX3TBBtjim3SsabK2+VMu8os1YtaHO0pukODRoqDf8Dd2vU3Q +oyjWdTtZhjaEOrXEMrj3FHQ3jZ+84npM+HLh0cIvCj4V5PR9h/CRwn3Nx71U +388LZ4U7C78leLso2qROjv97x9PD+X27v/90WkgT5Xd1OsoQZfNJu1V22f2F +OY+/oQ/Phx/q9UH2+7NtttN2G+T4STt1hj6F9pE+5uqiqDfgItNH5EOXw/JR +X39N/xd3FX9TlqrvUR7+TUeZoC+f6XEDbccK4eWCWebjvjId4wTGAtAr/D3D +/ma6/cE/fn/wN/SSdJQNylEFh4/cFOHJLj+0T4Q13fg3h4vfxfa/xGVxqfE+ +pimXtfxN/acdKCvPNc2v6vJM/ac9qF30X9+4LB0yU92GTHN7Ms3f6Ec5n2I8 +1fRUf2+yf8JBnwPyEe6x+bAX9f1H8eu7P722OPKCfPhOMDEd+fSrbb3VtsfO +Fe13rWCd4GvBQsH36cg/vr+y+0LzyrleVrUtTnZe/2M54qGMAIw11roc/GtZ +eOv2iJNv6vz+Ss8i8lW4Qj7caGcmuT2Z7LT8ap3mp6PtWuDyTxonWMfvrc8C +l8vvjGnTKKML7LfMTt9bhjaO8rDIZWKxeRWsx9+5yK/J1mmtdfnV8U+0Dvcq +D+4TlApaChoyfhGcZdzQYyP2z072eOU5jx/SHiewR0Z7xH7SUrdNu/19n/SZ +SruUjzzv6Hx/3mMRwhkutw7Cnwp3Nx/36yz7qMtLc/t/zu53Wp9u5hEfeysn +mv7H+kwSfF0UezPDi2K/ZoT58Ng7ujAf7VrbfOxJjbDctKLQnz24e8l3y7Dn +tsxx/GAa3o2WQZa9u+kO4x/LLPU34eF+h8eB3WyH5h7vdXS6Sf+TgkGCNwXn +CW4SHC/ICR4U5C3zlMdiN/sb+iG7I/eAMf6e9hjuKY/vGOe1E2Qth8ywfIw3 +h+ZDP/R81nLIP+K42MvrWhxlqa2gl+WQx39P8+8RPCbo7LJ1vb+hP3HejxNu +Xxzj3qtcJlvYTy+HQ3ijJNdJ+LN8yOKHMtTD7vdYhjjez0dZwp74udtyyJD3 +7FUy9mZfjz7te/OmmL/eNLz3BDMEMwVfCr4QrBCsLIo9fvb3R7kO0Oe+7fx+ +x7yl5rfJxxmA6/IRTlkY71p2umWI5w7h5Y7rc8f/nmVb54N3Uz78vOP4KGuj +Hd9U60G/frvkhgq3zAfN+Ye78rHOzNkD9ixxZ7+SdYSfzeecw0S7s67A2QXO +OnxgO6x02j9zvMtML3P9eNt6TLNOo22HO/NRN2+x/jOcrnbOU8rACqcdG9yd +jzp8Qz7OdHBOYo4Bfcr2in/39yP5OAfSJR/nPpDHH+c3OEtB+thjXuX8e8C2 +vj8f7UFPlwv2o5FDhnZjrcvGJufVRuvGPjJ7wcRDfNh3X4eP/+n2QzrLO22c +N3goH2cSOP+w0uUBd8L4w+FQFjiXgBzys1w2Vlq/Hx3WCttqpcPAbZbtMtvh +zCj674zDZn+TT7RhnB0gX1g7Yi+btSTSxdpSM9d76v+tbkNoS9irZ07LHj9z +zhqmL3AbwdzwzOLoVzhDwpkSzoxcURxtJmeCXstHOI0dFvNvzu4cbh59EH0R +82nOfRQ73lPsfqh5h5ku8vcl1gl9biyOfXvOEeQaRHs6JB/f59j9CuvWRPBq +PvrGwfnQuaQ4zsrUsRzfnF/JFEfbSbtM+0+4nG+hHU1ZJmseNmH/v7V5OfPz +ls3ZZrSpT9oG2IL1h5elRwPhV/JxhomzW/WtB20jbfA15iF/vW2O7d/KR9/6 +cT7c6VsI6zpjvt/Lhx0GGN9gm5Q4bGzxQT7Si01KbIe25jOWGCF8dnGMHVo6 +fvSgHaftvce2vcd+m1hfdCBNffOxRjEoH+mlvHBmrUnxf+eMLrc/6Jr+hsZf +Def3EbZBVet3heO83Ho0sf3vL44+D5vTZ15ofaraP2ehjnI6jjZu6PJCueEc +1dl2gz9Run4gPFN4gPAXgi8FD5N/xVF/aNteLY4+i7HLe8Uxpmln936CMcXR +X9FvDTBmXPB+cfSVyH8oGFIcfd4H5r/vsPs7/An5oCflI/5+jmNsPvrpL4Xf +LY4+/h3nM31tb+cffe/jxVHfqevPOC20BWVrRg87TMoKdfk4p4W4XnEa33U6 +37OOzzs+4n3Wcu3t71XTZX672f8Y6fqS8Ff5GLvc4jwbnY+y+qFwK+vRxfn6 +YnGMexg/DS4Of/D6mv+QcV/z8fOCZZ+2/JP2D02ZofxTbij/1AnahFZOO3FT +3wssRztEe8Q4mfYEPmfwsONbgredLmw4Mh/6oAvp/FzffYTH5yP+iaRd8ITT +d6Pz5nXBG9b9fut/g+VudF4Szn3O396m33IaBztfnzaP9NL+DHK6iOsP25n4 +vsiHbsRFfWfc8XhR9PNtcnFugfP8Ge9vcL6f9+N4u443Uh8oibd1eat3Wkm8 +eTZX+LOSeB/3deFPS+KNuC94q50320RPFV4u2C16Ke/9Cop5G453F0viPejb +hNeUxHtsvFU3T3Awb8oJLyqJt9NWm+YN7enCz5TEu7C8H8o7qrz/19+68Q4e +b78eL3hQ4dcTriaoL/pE9GwmWn3Jz03VFuh73Wka71+huYjoQyRzcEm8D/uU +3946VXCM+IcK31cSbx+35a26knjLlTdnq5fEG/S8Uz9OsF38xby1WBLv3Y4w +vVD0TN4V9HuofU3ztlhH3msriTe9eKurRDrVO1V9pXBGcKTos4RvFvQUfbfw +1YKTRJ8rfKXgcdG3Ct8kuEf0DfZ7lehmwpcIDhZdT7iTYLjojg6zVHRW+JEr +4q7a64TbCzaIflH4QcEg0Q8JtxR8KLqddbhBdHPhvwTvyJ6rroh3uHjr61ne +NuQfSd6+4z6tkninnPe4O5fEG2i8L9a+JN7X5k1z3lPm7eTbS+KtWN4THlsS +7/Dyvhzv3/UpiffuHjPNW3G8ccm7abzv2L0k3j7jbbShJfFG8KN+F6yW4HyF +fzI6SNdetmdhSbz5zvvvtQU3ik4Jn5uPPRL2UFivY63tGvpNwU2iz8/H3gfr +2KxLn5WPvR72Qdgz+v8+knCzfIyzGf83EbS231L/k8S/Sc1p/8W/kn6V9kV0 +Y+GL8rG+xzpho3ysCTYVnpqR7QpUVzOx9s7aWiIfe3ysl7OWzllxxs+Mqzkb +yXyBeQTnsdlXYG+Cc6KcteSM8Qv5GMdxppc1Otb3WGPvnI+5cLt8nNflvCpn +uevnY506ZRnO2nIGvp6grfgXC19L/yU6I1w3H+vi6NlE9v1Idi6l7Atm8a65 +8MUl8Y4479RXFpwg+nDhIwSXia5h/nKVt50ue2tE7xY+SPx/RO8nXFdQKvma +wkcKaog+SngvQVr0ccJnCApEHyu8P3GIrmL5Xxwm/O9EbxO9r+g/RJcXblES +b8NfRdksibfYbzL9ht9V5/0v3gGrI3x2SbxNzhvoFwm6ij5HuKGgg+gzaatK +4m37bEm8z85b7knhXEm8e38X4ZXEG2O8KXZlSbzLnjf/O9Ethe8m/SrzT1M/ +VPcK+G9WdBvaWPEfwQaC7pK/oCTq+I2uy3fQFohuLXwX9dxtCO9x8P7GitJ4 +/4K3MXg/ZYPvYeTeQt7g4B/KHaXxPgh3Gy4tjfsEuEchlYl3Yd70f53c88Ad +CbzjwL/t/Lt+RCbuPeCeA+6T5F9U/jf9szTetuhrmn8M+QeVNzj4D7G74z0n +E/8xcpfIGZm4L6XId7Zw9wf3aZyYif8YD/bdIxv8r2Ihb+1IviF1SnCg6NrC +5wsOMo1f7nM5TXhCJvYQWwo3yMR9F/DTgqaiLxW+PBNvP98o3CgTb0w3Fb44 +E29SN87E3SDcO8H9Evz3yt0T3L3AHSDcXcL7LMO5Y0VxvWH6BtGf8f+p4FLR +w4Q/FyRFvyU8VHCe6A+5t4Y9TtEj8ZeJt6553/nWTLwvzRvQ12TineSLhNtk +4u1q3onmfeqbRGcsP1R0W+FWmXjLup3D76Xw52RiPxWbDM6GPreJHiM8ULBF +8s8JvyY4WPyXzK8l+s1MvE/N+9lNhHPoL/o89OVbMp9k4n4t7lR7T7in4EjR +r1qeN7mbC38geED8r4RfpsyJ/4zpk8R/XbivYF/RLwgnBGtUR2Zybx7lQPJn +uQzwzzP/QX9N2iW/RPg71YfmagcmCM8V3C96lnCxYPspqm/CZwiquu+G/l78 +k4RPF2wUXeuKCOdl+V0mPEnwpOgFwrPpv0WPFV4o6Cj6G+GJglaiJwt/LThV +9BDL9xC9SDjBt8I/zvRB7vcvENwmuoVwI9xEXyh8omCJ5Kt7nFDi8QB1v5/o ++0gf8Ynuavn+kq8gXE3wL3fxC9cEJHO+cEPBeaIvFz4HPx6rQK/gznzhowWj +uG9f+BDBENEHC88UDFVafr4i1s1Y72CdZ4W+p4i/SXiLYKzodcKDBceKfk94 +jOA405+QH6KHW2apdOhOnILDxH+LcQ39h/ivCn8pOFv8kcLDSL/oGYx3BKfY +zu9jO9GfC/cR/CK/11jmZ9G9ha8VVJTMG8I9BfuIHkj+CN70OOp57CC6l/B6 +wQL3L1MFt4qeJryLvkftcyW1z1tFvyb+8iuC/sF9H35fFL1EeLVgs+hykl8r +eqToNcJPC15xPvYl38UfSh4KDrUdoOdJ5llkBb+Lfkn4KcEXoh+j3OVjfZU9 +Aui3PBbiPyz+v7pZeJnqxgzVkTXCS6lTon/LBL93QbQPp6tduDmhsiu8fzba +ikXiF4juLH6h8Ap9jxT/B+FfBGNF/yj8j6CKZMpLZq7oLuJPF/5b8Ifo7WDa +c9FbhXfQN0j+X+HN+Bf/T9p8+b9O/OrCZwr6iK4nfILgbtG1hKsJzhJ9hPBJ +gudF1xU+UnCJ6GOFqwoKRFcWPk3wsOiEcAXBGaIPEz5AsLfo3Yq3vuj3RJ8v +XElwpegTkRV8Jfpy4SqCc0UfJXyw4BTRBwr/Lv8zbdstghPEryj+eYJHRSeF +iwRPir5EuIlgu+gbhC8Q9Bd9lnBGME30FcIlguWirxK+WvCt6KxwC8EY0ZcK +P+Q8Iq9aCw5Nqg/DToJ9Rd8i3EpwuuhHhNsJbhDd3fIrHP6Vgk9EXyzcARtK +pms2+gnCJ54XBG3E70WaBGnR7YV7CzqKfkW4p+BF0W+bf6nD6SI4XvS92IC8 +E91J+H3Cst/+xCX6ReF3sYPoLyzzsejh6IhOoocIfyh4VfR7wtdonrwmJb1z +cd6Ss5v8b9IsF+cCrzbNudSLhZfJT0XJf4cNyEfRPwovFBwr+gfhtaRR9Brh +DYIrRP8u/LPgItGbhHcInhG9Svgg2hzebbki/lXnf13+5U8JRkrmBOFPZMt2 +ghEF8X865245Y8m/tPy7wT8aqxXW9ZLfKfwrZVr0EuEt2E30OuGk5GaJriX8 +Dfkr+ifhbeSl6O3Cx8mtq+gKwscKBog+Qni+3FbLblOop5QZ8Rdjb9Iv/kTh +CYI5oscKjyPNloce7rwYI/hT9BzhBYJyCufbbJz55z8A/rtvo+/dKlc3ZeOf +Bc6x3pKLuw74751/NxoKtshvA+ErcvFvzfnC9XPxrxT/Z50jWCKZhPAZufjv +51zT34qunYv/UK5z+K1zca6Ts6ac7+X8aJNc/DPCOVLO+vK/Cf+y8H8Q/wvw +n8Ydufing/8K2lof/k9pah04t8u5U/4d4/8Q/vt4Nxdn7zlj/3Yu/iUfbP5e +mqN9mItz45wH5/+CQbk4Yz48F2fyOY/+Si7+QeC/Av6n5t92/ocfkIsyTdmu +m4t/qfhv6uxc/NfD+WTOFXPmn//YuRuBs7ucZX8jF/96t3G6GEN20djpeuFV +6g8WaT64QvgXwSbR64W3SO596baVOAUfi/4De6Ob6N+JX/Cp6J3Cu3NxtqGc +/G7PxbkB9vTXie7FXrnwL4KHRC/Nxbkjzg1xVhP+a+JvzMU5Fvb1D0QXfT8m +ekUu6Hcc78+5OA/D+Z9tgldEb8jFWjfr1/xz3aip8q+u2l3hSc1EN9AYvml8 +wy8UriooEl1ZuE7T+K/2e/ndQT5Zn4biZyVzqnCxoJnoM4RTgutFXyBcT3CT +6LOahhsypwsnBU1F1xQuEORF1xA+KB9nQTg7x/kHzlZw/gr+dNtwquI+V/Rk +4ZmChOixlBFBN9GrhVcKnhC9yvQ1or8VXkw5Fv29/TYTPUf4G8qQ6Om52Mtj +347/sj/Wd1r8ubnYs2PPiv98OcvHeRvOnHD2YL3XFr6m/kh+vvAkwamiPxce +IWgg+ivhcYKTRH8m/IVgP9FDcrF2wZ4T50U508KZnorCP8rtXtFLhCfmoi0t +Fh7bLPbov8tHOAW2w6eCI0WPFP5EcIp1gP5b5fw94Y9y8Q/GO9aziWRm5CLf +L1ZeHNU08oN8OZb1RsGFoqsIH0q+ij6uaexpsQfFntpH+Vinfzsf+zus6bNO +zn4QeyHss7yTj30g9sq/FYwVvcB+H/K6NDLsI7H3NDAf+1WEyTkB1o6/NJ/z +odxR0D8feyPdTbNHwr5SOel3tPTcJvo31oVE/yP8O2XMdfmnfNiQPbp55Lfo +WdhcsE30Duop9U70r/loE34XvUF4MXKiVzOuFIwXPV94b+qM4qrUNOKqIPoP +4X9Zk7IOe8mtovl/5cOe2BX+iaL3aRrnb9kL4VzEGsGfojfn4wwD+0rsr00X +TBa9UHit/FykdHyhcvGW+1zKyxbqmvgTxR8hOFX0D867Vk77cPGrC7e4RLYi +3/mXXrxxgstF36VwqotfKt1OaRplLyv+JtHHCxqJf7RwNZcTyssJgstEnyj8 +seR/r6o60FjlXXE0O0btrejR4jdUOKslM4O0SZ85wrPzsefE3hZ89pPYi+Ec +BntVX9vm7DtMzsdeGGctONfBfhN7HdPysSfFXhZnfj5TXGcrrhqaI48UPfRE +tSuXhx7o8+AlAdADhA+STqc7Hymrrzle/p3gv0n+Vbxb/cQA9Re3CHdmrO95 ++ueqT18IXkzHeSjOjdGOb6YtFl4r3Dkd/cV7xnw/Zhn87hJeL3hT9G/C/+bi +bBpnXOfYD2daiWul4wP/aBr5Lx0O5wU540Y/8XY6vqFfEowRvOz40eVxwQsO +F/1HC/oIeqejTxtt+lGH1cn0W/4mjCccDn3cqHT0g4Mt09HxYocv/d0hHe4v +mTfG+nVymOjzmXUCVjitn5u/wmlClvOMnEd7PR1n1D5Jx7m1JabBI+2O3Bvm +LTUfmRH2M8juU/wNn7NwnD0cZT+THNZAhzfFfhZZfng6+k3KAOflllvn0db1 +bduFc8icSx2bjvEF53q/MW+c+ciVndlkvEGecl4ae61yGOX1/UE6xifQhME5 +1dUOp+zc9VznVVn5m2O7/+S4xjgvVln2fct+5vIw2nbne7nzqI+/GeeQbsZF +9DP0d/wHyL/2/INXJDgjHf/ktRBUszty1dPx32HZv411LXuF/7Xnn3vckTs5 +HePE+unoX5Grl45/Gel7/ymMPg/M92mCM7GH4FD7rWL/9Uzjt+x+BPSiL2W8 +cZTgPMHRps/1N/Q+gtMF+5qu4+9qTg/h0S+fk45xS23L7J2ONJ7hePkunw53 +/tXkn82hudAf3f8VPtz6n5WOcQXpYJxc3/rXs/2wDf92Mj7lPCfjzv7pOI/J +ucwB6WibaJeQGWa5r+w2cQ85/H2UjnOiQ9NxjwjhvOpy8YTLxncOZ6jLUL90 +tC39LTvBcQyzLGPpLukYpy0wD7+MXSmr3FXytPAzghsEXdNRtjnTfr/gMsF9 +6Rjj7HaaLzXvMsvusvwaxz/eaRmSjjOzhNnFsmOsNzq/Yln0Hue0jHVYT9of +9ZG2jzaMcT5tGG017STjt9GWgT/ddnjAut8tuCsd7SDj1mdtl+7paIN6mB7h +b9qUR9LR1qBfW8E9gmutf1fnQ/N0tL1d7MbY92rzmjsdbR0GOrzkcF4yD7qd +43rDMMg8dKc8PJiOcvOgv4dZ/6HW+XnrzfzouXSMyR+27oQLPdDfD9guA5zO +kU77CIdDO9LeOrxp956WGWQ3dGOcTNqY71xre1znvEYvyhDzae4G459J7s/i +X1P+HWW++6D53BnGv451LcNdY/yTyXwZmvvEiuwGn38n+S+T+8U4h8AZhA7m +w3vEYwXWWBg7tHL4xMMZBs4t8I/qww7nIUMT67O3227mfUNtZ9JCvRji9L1q +G95v/keW4fs+u79qmnL9pG3T1bLUA+of8+51nhe/mYs6xXzhFftlHsI/F/xv +wT8ZzDdpk+flogxTDj523pLHDzn/yEfKwSjnHXlIvWH+1dS8W5yn9CG3p2OM +sSgX+bs8F3M35Jgvw8+Jni18Rzr6njsFP+RizML4qpnjYAzBuIrxzVWWfXEP +eergwly4XWnZ3tbhtnTEw/gkn475em/zKXtl/yVMddmEt9TpJI20AfSNtAPT +LIMs6wOMIZjfEeanDpfxXgent6P1b2ogfni3Wo/b/J23fi2d97STy3KRbtYH +zk9Hn0VfdYft+4JlSC/z39J01MuM4GbnV3fT4DbpqGMZy3V3XrWxTGv7ecj5 +XuLv1s532hnaOdqYUss84jy52vnynOVvsnupw8k63nb+vsLxUA9uTEc5Z/5K +O0J71Mr8Zx02cTxufW/ZIy3tHfaCXITJ/BeaMFiHaeUwKNf3O/zLDZeZ94zj +wuasP6A7c/8HrNPltvnttvsxzgvyhP6fsQJ9Pn05fTpjk2GlsZfX1/dyc992 +t9J4h4u7znlP5LHSuC8c/gul8U5IO/axS+MNNd7r4X5v7uTmLZ7HS+PNuU7C ++zB3FxxfN94a4w20h4UPZW7Hek7dePeHe6N7lMabI7zB9kRpjLHqO813806A ++LcItxHUF31Tabz5whstk0rjXUXeOOFtvhl+X4C3JnlDh7d0eNOH963+9N3a +rQV50feUxruQvCXAGwoPlcbbbLxB1kFQKvqu0rhnmHuHXxV+tDTu7+Y+8wcE +tURfJ3xhabxRhn1Odt5d7jTUd97R1n3vNUbq0VOuS8cLjhNclI5xBeO5S1wG +GY+d6vJ6lvPuNLtRTvcXJAUVHM7FghPSsV6FG+s+KbsjV9E0vC+lx4XCU3Ih +m7BMa8dFnA3TUffOdl2p4XhvSP83nr3U6WUM2tJu8E+2DU6x+8mWOcNy9Uy3 +8Hd1p/1Sp7HE8TW0PujVwDal3rAOhj1Y72rieIiPNyJ5J4x31njT7TKfr5jp +Mk/Z5w0m3lD6BVnBF7U0lha+SFBFMlnhOpzhEP9i8pm6IPro0jivtaWmykxJ +8L8R/wzhqwVrRZ8nfA3xKpw7hBsJ0qJvtExNl5mcYG/Rl5fGugFrHfuorb6M +sqpwGlufbx3+uZznkHyp8NmCXx3X0xmNB31mAPoz0fcLP8UevOjHOGsgGG0+ +awjDfD6hk2CW6I7C7wiKC+I9svaZeFeM97mI633FdbJwPcHXolPCi6hHPuuy +pDTeLeL9uEcy8RZaF+Hq1EPJF5dGeaOcjxLeIds1E7+8+P9yTkj0fqXxhuB7 +bpd454v3rngn6+PSOJ/TXriVoK3ojqXxbhdvDXB//g2CQ5x3vD/Fe1S85ccb +SbyVxNuvvJvAvfa8i8p7fFt8fzh373OPP28ecS99f7dL3PvNHfS8r3eooL30 +rCx8sGCk6NrEI+jlsrFJaWki+h/OQAkeEH2Q+BtEr1eZmc/ZKtoL8f8sCX5t +0ZvZvxYc5vOc+1P+zD9GdBfRhzmurOhywhUFz4s+knRILiH6d+GTaItEVyoN ++j3n3S65nSl6e0mUh8eUR9cJX5COduBYtwuFbie4c5j7hvd3W1LBPO4Spq3h +Ph543A9cxudOY/L4xHTcz3OC26UTLM88ljt/ue93g+eZ3FtEH8V9wPRT8I4w +v+w+FPot5qfMTRcZFnrOXSkdc9iKjod4t1tv9KcNJHzmzezlHOO0ck/xB7nQ +mfuT38/Fvcjs9axyeITLncb0p8fY/w/Wd5XTjxwyWyy3zOlAboXjX2n7HGd7 +bHCaSOtip6uc07jQ6wkN3e4e4XawZjpk9jJdy+5VLVPTbsgUOL2sD4zOxXyf +/S/C+dfzfPiEMSYXfuDjfo7DPNv6NXT4h7sd5ntYLu43Yt2AdX7ym70G9t3w +y74A4S12XsHjrivC+d7pW2gbkL+sLxxqep3tuMXlhX081kcoM+VtX/b5SOsS +222x8RLHQVwb7e8o+11m/+QN+X6s2yLyHVuxP/K7y8dW4wtcVuhXGV82EszK +xbie8Tz8u+zGvJd9HOrP1f4utNs99kv/yjiUesZeEfNm9n0YBzAeGGK/Kcsx +h+LeSOZRzKcbOyzCudIy95jfyPGlHAb9dcblgjUvxhT0r+Qba2OskbFPhF/2 +pJp47atUeLzzl3yGJl0fW/ZEx9XI9AmOo4bjpHzQVzNuqGSdyuzCd0Xbs5H9 +0ve3cPqpGxfZnXkg88FLre+1tgP2R4ZxC/nDuPcO5xWYtoz5C3OXsvnIneYz +z2Iuw7iYuRv1hHnP6cZ8k+/nO7y83eo4nvMd7ul2a2q58+1eyzYvm0/Usm2w +BXOCs5029L/LeUheMvZif5A8Zg/uWqf5GufbvbYDYZzjcKblYg2P+nuu03ye +9Tvf9C2Wb2N59GI+S3pq2x7sdSLHfiVlgvKWURk4TN/vp2SPXPwLwT8R3KnQ +pyj+C31BcKTcHpPM/sIvCU8RvJwK/lDh44WPEkwVfZrpfqIPFe4k/FEq5PA7 +2f6h+/r7dcFcwRt2m+rwnxY8JfhUMMThPJqKMB/1N/JbBdtSoeMwQWfBJIf/ +ouBrf0N3EHwg+NBxfuN48fex/b4imCaYLujouB+1n44O4wWHS5iHK51fCZ+a +i/T0dXzYtr3wPrnw095xD3E4hDeBsy3srwkWpSIv3hP8loowNwveEXwveFew +QTBeMC4V5zh+d1xf+3uSwyWeJabBSwWfCa4SjBa8KRiUivMcvwp+ScU9ml+Y +hve56S/8vVbw5R7fX9r2k60H6VrmfFnmb+KtkQt9KGPvOR0Lne7NTvtmp3ei +07/Q9sA+Gy07wWnfaHssdFi/W4dJjm+I032K4vtOuEC4Zi5syrmXxbYz4XNW +6MlUnN2ZJxhs23Ce55NUnCOaIzxQMFtwZi7iJkxo7hLm/Mwm68X9s9ybttV6 +LRDMT8VdxNyjttT5gTx31JJudORuYsLivuONzudjTMPDPzILnG502Me87xzP +Jvsh3AtycT8b56/Oy8V9bNxNd4L1Q7eVghWpOKe1PBX3yuHnJOtfdj8efv9I +RZjIF+birrddonem4j7AHx3ejlTcE7fT+FTT8Len4v444sNPmTw8ZEkP9/mW +5T33By52uT7BOlM3qZevmqadKaurM8x/PBV1ebjpzv4ekYo87SIY5Xwn/193 +/pLPs5zPr5kPb655A83HL23SUw5jlGnie8Jxokt/68N5sJmpOD/GHcS/ubyT +T8e5DBxvPt+c0eKbM1T72wb72TaL9qgbfMOnbaXO/eD4RziNI/yNXjOtzwyX +/XapqGe0n9Qd8nuA008ar05FW0GbscaYduOkXLQbVYXHJMuVe0bwZTLOCXKe +7S3B0+bh9oZgvmCBYGhWthIeKfy58JOCzwTfC94UfCd4yvzP7QfeIMEI+flC ++NNs8N7cg098Ax3mFw7jNcG38PEjGC3oYv43dntVfvLomQ33rpbpgK6CYcjL +rRvpEL5P+B3B/ZZ7wmGTxtedzq5OE2kYlg3+B9mg54kenw35Bda/q3X7zDrN +s87YivAHCL8s/JJghmCW4BVBv2ScyZydjHODpOUp24Fzmpwn7C/oLHhM8IkB +eoSgk/Fj1h9d7hJcIzhF0Nz0tf5+1vlJnj+nOE4VfkD4fLDgwWTQ5/mbuEY6 +fnSZa32w/wDnAema6bTMcBqnmz/DbjOdZmSGW+9HnUfkD2dhPzYeZvfhTtvj +1mGU8ePWZ6516G89Bpg327ad5Xy/Srib8/1t5z343mSU86uTIfMceSx4SPC+ +YEIuxtdjmpUr97D5uPcWTBb0MT3J35NNbxdMEbxgmR6CrwRfW2aK+TUEPQWN +G0S4Hyb/i+dB6/CeMd8VczGWOkD4GuHmgmdpjwQ1/f224C33IyfnYnxRPRf9 +z3j3R/SLjBfoJ9cJxqRiTPC2/dEP0ecyXjk6F/3eAoc71n7Wp6KPnW/+fH/P +s8wYy601zRiDstjd5XGb2yr6KM4t903G+eePklFn2yejTtMmNHW5vVLQLBlt +xt0u61farZvLdVP74Uw0bVnbZOT7vc5z8vh55/nr2SjjfbNh3wds7+aW6e6y +8m4y2orn7Xa19WjqOAe7HLU1vtc0+fmI8/QdxdFOuF826CGU92zUE+oL6ecM ++NRknOF+xP6HmP+C3aaanuK4n7UunAPHLpzxxn4dbEPSiP4fZaMcXuN04YY+ +2JuxDGOaih7XgBn3HeDxxA/uLxhjc2a4WyrGlIwfP89GueYs9z3ua9sK7hPc +m4o+hj61mfvYZ+2XME7MRV9Eea6UC/lywgfl4qwaZ9bwS5nnfPY97rtfN7zh +uB4QPJiK8+X75qJ/5Mx2U+F8KsaEX7gMPkcfnAv+1mzoOch1okou6gBl/qFU +lP+HBXe6T73L+DXT6HO3dWrmdF7pdPLd1LJ3W36g6dfs1tWynFt/XtBdsEs6 +tUjFOfZLhY9KxVn21oJiQZHgGMHlgiaCm81vbf7Re7gda15dy7URJAU3CFKC +4wXHCUoEF6biTPsh2E7QWFDV3xfYHbqKv68V1KE8pOKM/7GOs67jOcP4FtOc +yb9EeHM2/g+4yWnhf4FWwn8JX+b0lqX7MqfnRkGhdUavS6xbK/Nx518D0sI/ +CHVtk5ud1hvt9zLb5mjH39o60Eb2FPQQ9EpFO1k2R+lp916mxzvMlv6mfDRK +RXl50XG2djzMFZkfvmA3+LelYrx7u/097DT1dJg9DNAtHFcvp+HPbJTzvV0+ +8X+xw3jE4ZSmYpycMeb7Mcfbz3Hv5fn8/l4PKHUZ6Gv9X7TeTZyONub3dTi3 +Oqys43nc4b7qdJXPxbyfdYPOds/Y/Q7LMJ7NOYysZZ5wens6zdelooxd6zxv +7HT+nY1xL/Nx6jR1h3pdORe2OzgXfQ583OmX7k9FHX/TNPUeW9J3Ueer2KZ7 +u997dw+7Puxv2qwvHNcj5r3nssJ8t7f1nmD6fsdN+9Td+oxxvA84bso66wmU +zT6pKNO9zetgPmWVMkT5+ScbcofkQq6Vy0Yv+7vRtkK/do7/rT10IH765y62 +Pzbv73x51bZFJ+rp5Y4fPZ7NxpiwM2PFVLQBtAWMPRiL0A7w1gp9Pu+tMA7g +vRXGBYwV1tmd/3p4N4a3WnhPBjnGIvybQv/yt3n/2j/rE9z5zjiCOQ3/ccw2 +r6r5vP3C3G2k4y4bd+CXtRBk+S+GsU+9XMRBXMwHeSdmjsOca5r3Y+ibmBsW +5SJv+9i+79mu2Pcr83FfbR3Qpdj9V7Vc/H+yxuHsdvjEeXthvKnBXf+j7P9T +67DbduAO/39Mn56L+THrcqxxMX9nLsx8mfk48++9bG/stt72Psrze+aNzN+Z +QzJf/9EwwrydlmFeSd9Pn182F+WbO+AreVzA+IDxWzWvJ0Cf5DWGsvv08cd6 +BbqdlQs9dzj8VY6X+PknC/34N2e404R+dZxO1iRJ+x97hDPNaUaG8QnrGOiA +DGuOU6wT9FCnYbnjpex94vhXmf7TeTLbOu60niusCzr9lo36wpiBf8qoL/8K +V0vFWKK6ZfheLlyDvErF/JuxDWMV5trwrjIf+lR//0H9El6fjb6W+sp45pxU +jDPOTcV/asjzzx31jzaMNoYxB//iNbP83fYDtLVfwmZ8Rd3dmI1+eXc2/psr +SMV/cIcLH5aKPoV/42h/r7cejA3Qi7pOe1zbYVV22JX9TZtAO80Ygv6JPiyR +ijgamU88/A9IXPxD19IyLex2sWWT5rc0Db7BOqHb89azzh7f4OdsF/TFTuTV +manod05KRX9DXtZPRV9Gn8ZYiD6w1HCCecjUs9zJqRi3NTNd3d+MDxnfNUzF +v4Z3ms7bvbrz5GzL3WW6oXVCtwap6CNPcPy32a2Bbc64uZvz8D7b+jmn91q7 +PWf6Gn9f6/Sfbz/nON67nYZTnA5scmLqv/486+/61qOB9cqYT/nBJr9ko5xe +aHuzts6YgbEDc41rPd84x3Owc5nbFCvvBdMN0DP8Tx3/1i0TXsh9T/xfJviG +/zTMR3a15XFHDrfl/JdDGIItxfE/Dm4/c9ZdeKnwP/b7s+W328+/5v9j+XXC +a/nXSjBT9JJ86EF8nwp+EkwVrDJATxEcw39RgvJ1w+9q/x9EmhYXx11s0yxP +GAv4T0swqjj+G5rif3Y+Nf97xzfK3yPtZ5TD+rw4wl4kP/NJUz7C/dtp3OIw +fjPeYpvsFKy0rbDNesG3tsVO8+eZt8HuG/y9sTjimmfYYN5up+kvw0+2Df8o +gVf7v6hdxfHP0ndOy2bL7rbeu6wbevxoepflNzst/IN1kGxcXbDVNDz+ySIv +t+TD3tgGd/7TKieZX8hL5wV8/rE6Wfz9mka+7e28K7PXd9bpH9uTfxT5V3F3 +Ps7K7e38/lPflYV38b+V5OaQ78Xxf+gC5wv/jo0jPcJzi0OOcvZLMtbX1iTj +3+F/k/Ev8N/C/yRj/WqSvvdRfZqXjbXF9YINgrHJWMP7LRlrYoRDeKzR8U8x +62D8r8z62XC7/WpZ4pntOEY4/k/sby/7HWH/uPGPc4VU/PdNfFscP2vDm60H +66Csm+6bCnq/VKzvfmZ9WdPdaMw3a8z8S77IuJLpJYLFggNSEdcYxzHO8f6e +DFlkFllusXlbLIdupIM1wblOd9na4XrrxFotZeFL16cqPut4iGBWcdR9ys4Y +lxnKDnzK0WzTa/w9xuEgt7Q4/mFEfq7Lw1rL/Wq/1LXtjnOly8YC/3fIv5P8 +f/er/c52WGMdzzTXGcrk3imXDaeHNex1LjPkBWvUrEWXT4XsOqcfWfh72+8o +22it4Ots4OnZuNuW+2y5t5Z/6fj/jvsekSEu1v/L287YmzC/cXz8+0i6lhXH +f9Lz3Vbwb+Ik1+3Jxj/aJth+p+sG9YtzqZxB3eU24RB/Q2/KR9tEW71dcCD8 +fPDxt1X4MPvFz77U9brRZv3pdgV3/gOlzeI/yrL2Dtk/7X646/o65+Mloq8U +XCoYXvzf3Y1vO12kaSr/phbHf6O4jyiOOxVp+7lLcooBmnso96ob/QftD3ct +cs/iYIc93P6/Lo77EQfb/WvTk8z/2npw/+LHhuHmlXca1joPsMP+dSPeX102 +6TPpIw7gX9+60Zb+429sizttI/+oVrLfo603MviFf6T945f2k7a9at2gjzS/ +otvZzdYHXTZZDnn+ia1gHm5b3Lb//79dx7PFditnPSgDtOsb/J/uUtebQ12n +T7HsXu4LkN1mmbWum+WdB7867I35KL+7/J8uuv3lslrF4WJL0kDZObhuyFPu ++Y+YeytrNY1/csnnaf4P9S3n2ycuFyNcZsg77tukbfmoOO5X5e5V2hbqPuMe +7lpl3MQ9pdxR+qlhtHnccUobwT2nnexvrMvCt45ruMvHN+YNNz3f/yzvm48y +xp2fPxTHeAm83WFPd/jTrQ80962Osk7c98q9r3PL/tl1WsCzTDNuYUzDv72M +8T63PPpPdTyzbQf8DLAdHnV6X3F8pLt/8X/3zvLNmJD/hbEX4zf8Ej7t/Ebn +C2lc4P6Kvoo0MvahHg113HPMm2Q+enM/LW3gSvNxH1gc96B2Ng3m3+DeDquP +8xrbM276yjYlTOr7INv6W7uPsEyZ7V9zmI/ZHr2sy3jHO87xDHNcr9vtDbsN +dBivmy6Tn2M/Qx1uWZrnmk9evOv8IH9H2uafWM/55uH2stP7kcOb7H+xua+1 +t3X+yDo87vTM83iI8TnjC/aP90/F3m/ZeGF/8xlLcI8Oe6K3CC5Lxv4h+4Q3 +JWOvsbWgkeBi7200TsY+CPfycH8P+ybspbA3eHMy9iLZN73c4fQzv7XD72S3 +l+3W2nHidqnjfcnu3LGDntwDw30+NybjvqCOjh897hTckYy9ZOJlD7OJIJOM +fWj2kF/Oxr4xe81d7Fbq9LR3+rhTiDRwh09j8wmfPaRWyYi7Rzb2kNhvam9b +NLLOraz3S6b7epzFuIn9pFXJmJszF2csyhyc+TdrACuTsQ/A+jzr6IwrWVtn +TMl4kntyWJvn7p1C83Fn3g+fO3EmCrYJ/jANZn+UtcTmnr/Okv+DyPtsyCI3 +IRnrKl/Zzw+CZYKDU7FHwliVMSv7C0Uey8I7ynqyBrFb+K9kpAe90Jl0/uR0 +k97dTvMR5uOesF/C4O4gwuAOH/z8aHsd5fjQZYHTzz1I3BeEzGSP7ZOOl7CP +sE3YTyffb3eeUxayLjPs67Onz1kEzgbkkrH/eab5d5lukIw7o3B/xvve7FVW +T0bZb5mMfWfm4uxnMh9nD/OEZOy11nd8DRw34RxnN2SOt0w9l2PupEIP7p66 +03rg9/pk7Iu3SMZe9gXJ2F+F1ysZe+Tnm4fbydYRXTmTwLrB89ngw2tuOMWy +hMme6oUOs4/jgneR+dc7rt4OizAHZcPtAofRxzZpYX/4f8RpxS4nCg5MRTlc +mox1jLOTsb/7dDb2njlXwPmDW5PRLtE+9Td9RTLqOOcVbrMMZxQ4D0Ldpl6/ +JP8l5Gs2ZPFDm0A7gI37OD+zzn/8lDgMbP66ywd+aKsesxzyXR0vcb5mGny7 +40UvzqWQlmqUiWyku5nT3tbpbZgM96ucT+fYBpSjkyx/pekT/X2P/Td0/Lfa +LuzZ3+2yQhtFW/1ENtpn8oJyepb9N3Q8Zzss9iAot+zX0xaMF2xNRltBO/BV +NuoS50ioW5w5ob4xj6buchaFesv+OPve/6+Tgh3J2E/nbi7247k/bab9/O1w +Zvib+j4s+d+5op8c31+Wme5wV+0hs8pyxLXd8e1Mxl4+8bLPz/mP5cmY03JO +gXME7P2vSEabOyMbc9/Z2RivMG5hDY75MnNgyulyyxPeLodPPF9mIwzan7K4 +p5iPHTiHMM1+uJtsmv3ucnhDHOZy60m7OyobZyk4T8UZCfTgnAFnC8gb2uuy +8yvLzIdXdhamR/K/Nh235y2/zOGPzkadI09JO3n9mfBUwSbyJBtt6GznL3zW +IzhXxrgBGcYR2Gp/r0XQd9BvsO7OuQXO3tAmcH7hWuu02PZfZB3Qn7MTpHec +dXjHckus93Mui2XninBb6DDIR/pVzqc86zT+YDuSF5zbqeV8XGobjrddnrc/ +/I9zWup5XZa1adZRmM+fYBoe38fZnfWQ6l7jhf7N36w7H+A1F/Yrqnut5Wzz +G1qfA93usT5zluXPsnsllznkzzYNPsfxUVaJc2k21pfZE2Edp5rjYr2BPpkx +BOtOaffX2AR7UEZZ16cMstdAOWRvgbHHny6buG9zfv5he263TQ/xWGWFyzSy +7BXUdpg7HU9tx0WeVHYdAlfZg8btYOuw3HosdXooh7RB25xnyCPLnsjKbOy9 +sKdDvqxz3izKRv1lTY/zGWttD8Ys5W2HX20b3Fmn4TwD5xpYi6/gMk2+/389 +Phn5f4Lp+pZDZj+XF2jqBO74OdPhNLA+nNFgPX9v60B83OuIzqwFneI8JW9X +OM2zPTaDZl/qa9ftGk47dmD8Rpk41/3ogS4j0NwniR7rHC/p28f4DNPH2j7H +WCd0K3JaSMdJLgPETzngX4dP/b8DexHsSXA+hTMMnF/gf4V7E6qrgncFkwQ9 +BF8Lugi6CpoI+gpe4q5RwUDB64LbBBcI2gsutB/8dndY9yUi7LcdfttE3I16 +n925b/U5wcRE3I/a3fev9rQek+2/rf23d3ztBC0FLQQvcteq4JE9+C9aX+5q +5Z7VhxJxd+t5vnOVu2F7+z7YlpYlXa0ELwv6CWoyZxE+ORvxdnAaLzLuYBls +0iAbfHgdBbXpx4WPzsZ9sPeLruN09XDa7rFdSFuaMY/w8cKpbNj2bMYhwhnB +U5bh3lfuf71D+A3BoETQ4DsT4fd24RrCpfaHf+67HSx4izthnaeENV4wQdAN ++9CuJuL86wTnSzeH/abDL3GYpY73duvB/bpTE3Hf7JRE2LaX4EHBh7b/VPOn +mIfbBwboBwzvmwd9v7/RuYn1Ls5GOs7NRvmh7HCvbk+Xl17GU0y3c5k5336x +O3f/ch/wC4LrXV5a+PsyuS0RbpaNcP9IxB27lFfK4DLb7XfBVtsU2y4WLBQs +sr2+sm5/OJ+X2v94+5tg3jLz/7D8NsNEy2z19wTHRTzox7293N/LPcCDHPeb +tu2PgiHWmfB/MA+3lYm4H/ivRNyn+qfzBnt9IfjSZWOQ8/Z7p2mwwx/ntJOO +sS4PYwynugw9bf5Y6498zWTY9m3nHfcTT7fNH3YZQWfujeYe4zaCAYJbTF8m +eFzwhODyRLRNlIlbBa8lok3qYrcnLH+p/VAXuT+5kcsB7cAj9neL4+Gu6D4u +D7QD1P2XHT5h32b6Fvsr04N4qO/Ue+5n5u7rVxNxD3Nj4U6CxwzcKd3Y+TDE +aX5F0Jq8SIS/1uZxVzb6H+twGjms/tYXm3R2mI85fZ0sh/79HGY/h3eTbd3C +aaR8UccpV886P6nvtBV3Ob/rKs+KkzFXYR2oMBlrPnXNY/7E3Is52NGCo/wN +/Vg25m7M4w5PxvoQ60QPZ2NuyRyncjLmO1WSMT9l3lnbvEbmc+c086AbTNdJ +/jdHrWP5Yxwnejyejfkc88TW1jmVjLngEdaBe6dJD3dQHylcNRnzxVud3luc +RtJ3hv1dbrlbLFOUjHWJYx0/6SX992Tju9Tul9n/4Q7vdofZ0vqTjlpOP2k5 +OBlzcmy0QHmwv3AFwX6C+fqeJxgt2Cj4zO7wcb9GcW8gf5kjC34S3TwbfPw0 +Fv5UeH0i5Ah/vsMgvE0OkzvCufebuJAfZT/7Wg/4R9nmq11OSFO5ZKy1JQQF +gmQy1tdSplv5m/vDcecu8YddDu4QPsR53sj2Oiz537pi6z3CSTisVqaJk/U8 +7i0njEtMN/Z3I9PcSU6YdzrfyXPKKHeQt3GetnEeFznPmzjfNydireW3ROQH +NmMefoCgUjLOArbNxpyfdQNkWBeoaP5G50s2Ef85HJ2IPL8uGesyrP+wDnOg +8UGmT3GcxE0fzRythuUPdPwVrMv/z5VkYx2Lc4mbXE5Yq6A+044vdn0f5zqP +PowRaLPfdN2nr3/GMshSloYKX8gcU3iG4G8DNO048WKHW7NhK9ZFytaxNrts +od+5tkk1u21y3GNtF/ol+iP6pQNs1/OdPmzOGghlcV0i1qUok2e5XJ5ld2jc +TrRsQ/uFz532rA1yb/xd2VjPu9e8fZKxXne7vvcSvjkb4RAXa30HO1+on2vN +w62W8/F6x7nB9YXwkbs2G+ES/t6C8slYM2Tt8Fe5/5KIdgSAPsZhEBblqabD +r2WZ4+yvvMMgzDX294v5ezkO+NTTsjaSb+osaaTOdsxGGA0czpZElDfK3Ufu +p1YlggbTptB373a+3695xQNF8Yb5DYIbBWcJLi6Kt6V4Q/4p0a3s1k/wiv18 +KHi6KNwb2h8yJUURLmG2LIo30nmD6kFBxn5vML/M/Qb7b+gwWjmc+xwWcXzg +OHkf91XrwZu9Lwtesm68b8s7ul0ETxTFG7jv2++T5sN7z3JjHM5TdkeON754 +L2OAYKzjQm6I01uWbr6fKYp3wZDjfQ14H5mP/lc4DQ847aVO29lO6+2CRrZ3 +86J4I+xqwTWCawV1BZcIGgvuFJyWD/kjhe8SvltwqfPqYod1hv3hv57gekF9 +h3OX5eG1MP96y11XFO+CNSmKN9GKrQdh8S4Y+jV0vOjSW3BuUbyVdrPpc/z9 +sCAvyAnutR0I9xHzcecdtocsw7tslA/eU3vI7vCb2k872/EKh8e7Zuh/Tj7e +eiPeony8+Xa2bXyVvrviJx/lgnJCeennvCffcX/feX+L4DnB8+ST/NwqfIHw +QOHXBe0FHQUdBG9Yvo39tLOer5Hv+ZC5NB/f8AdYZqDD6WZ/bWy7bqbbOYyB +5uHG22y8SUeZ4o22p50+yixl80GnBX27C26zDuh8dT7uTXisKN6DYS3hxaJY +T+AuhZFFscbA+3fUId6t4207wuWduwHW/2HHSdw3WaebndfkV3/L4P6MZfo7 +3fC5v4G3LamTvLl3meCeongrjzesP3OaJ9rWg4rifeg3BddLj6+K4m3rQbY9 +b13zvjjvy39n+a/th/sbPymKN4RH2Ca8dc07d9RN3uymbNAG8G54d4fToyjK +BuWE8jLeeTHAur9r/XP5eNOat+6Jb7L1HGGdejgtE5we8nGY85u0vOF8gfdx +0X9l7jl/8yY3+rawDP6HGrrZ9uOsH7pl8+EfeeL7yjacYP3HW5/XzKN9pbxT +fj73mJF+/B7ny90GaNqKhtnoPxg/9PWYYWYi3rUZkYj3Yr5JxPxnbiLekOnk +Oc1oh898C78v2j/zN8YkzO/7uE96wbxh5s+w/HTDi5Yh7lmJWLt52H0c+jHP +e81j4i6Ok7jnmc+86yKPoRlLzzcf95HWuUx3vh9zmMgtMA1mfaeR/H8nnM/G +HHW048OeXR0/st/tIc98nHWhLtYLWWyLLRJep2rn9Pd1Okkj7/+w7vaDAZq1 +AdZZeLuHNQHWTFiX2pmIN4NYd+ENo12JGItNsRsyOyy/y3zGAn/bxjssw1rg +jx4zDHEcHzpO3i3CnbeQ+H7fekx2HITL+gNrD6xrzHG5YB7LfJZ5+WzB8ESU +n47mz9lDZra/O1gOmfa2zcfmdTCNvVn7eNK4q217TjbiYn0PmjJTmg0/HRwe +er3qeC9wOeZ9JfJ/lMtAZ2O+u7rulI2VbvD3/W43aD9oR+mr6KcY33S13ONu +P663PLIP2N999kefTZ9Le31JPsYr9F/3WwbZFg6ni2WIg37wWvsruyfnBddj +8D2m6U/pf2nT6TMetA605ecVRR9+hvW4zlDPvBcdzgvmP+608OYpaeUt0c52 +u9Z6Xm9d29rvi/Z3nfVsax79AOOK3tb9csvj3sa6/X+MkY9+l375oqLo6xj3 +3G7M91VF0U9fbfyo6ZMEdxRF/8B7rc3txn87lQvj/xnWZ5g/l7UV1G3eOzut +MP7r4d6QcxKx5vmQZedZvrPLCO3LJ46H+Hgfljxl7NTHaRxpXS8sin6bNJKu +80mr5K4UPjMfbshc4HR1cJrOsx/kGTMwpmjm/G1nGh0WFUU/2Nw2eNR27uPy +cKH1uMjhX+k40IEwGcO08T4D/9j85jq22XWbOs688cDEf+vr0Af4+1DZrpbw +QdlYx73QbvBZs2d9/nDBQaLLCddIxJp+TeMbTB+WiPW6wxMh08LulRIR7gHm +n2a3C+zGemEqEWt/hf6GXzERb7ddm4g35nC/zTKsJbLGdqqgdiLWElmTO1Rw +SCLW9Q73ngF7BNc73lMdboVErFGe4rDgU2Z4524/63ea4zjXfNx5Vw6/vIVX +0WGg7zXYCT0T8R5ds0Ss/TVIxP7KmYL6gnqJWB/PJ2Le31TQPBF7Fqyv814e +ezd1vKfRMBHv5yFzteWwcRPb+bhsrN2zrwFdVfQ+wkWJ2DtgDwE67W/c2WM4 +0m6sQxQnYl+I8K9KxL4A8d5vnXo5fW2dnvpOG2ns5vTyzV4Bb/wRBu/x3Wv5 +tpZr5vTWtw3a2jb32T7Y9+zEf3sVD/q7ufW4xno9YH4P64zuvB/IunbC6St1 +GllLTiZiLbeNaWTeLlD6BW8J5isvJwqvEr7TfNyfFXwt6Gb6K3/fbn/ITRI8 +Z5kJBRHO05abtIffZ+yfcN8piHgWZCIs3nWFHiz6e+GfhI+RjscmQjf8zhD+ +EB0Lwv1XwceCXwSzBS8IZhWEDO5DBD8LPjLNO5LDCuLd1YWCKaJXCw8XXut3 +7vo4DMKa6W/emxzu+NY6PuIdZv7HdutjP/gn/O7oJVy3IO6Mfd/vU/JGIe/9 +UldZL6+TiPrbyjRtDHsJBydi3Z13Khub18j8ysZ8844k9Z23LKn71PvLDLRH +hzp82rcbXXcOs3vK5eNW00l/o9fp1oe3KdkvONV7BFUcP3l4l/MR/K7gbsF7 +xnyv5L1N088LJheE3e9yGSjjP2e3yaYpN5WdPuJsbX3QizZmfUG0M3Oc9/tS +5xOB+b7ZZZ1yfkQi2oorTB/u72Oy0Zayj9nQ9aksnIamq7nuVTcPt7K26Brz +KaO0ZcdZ/iTXyWrGze3e1DJXW+Yqh0WYe/sb/omJeOuT9oA3Q3cWRN7sKoi3 +PnHnvU7akuMd7n7WlzTwniduVzpPC8v8Cs8riDab/F9aEGWjqcNBN9qqvRLR +Pp1gPmGVE/xbEG33XpYrb349y9e3Wzm7n2mZvaXrcvndpDL/F++mFkRbDJ/8 +oK2uK/x3QbTD4N2mf3QZOioReEVBtGn7ZqM+Lc7E2jLr3MiwL1PP642sYWa9 +jsm44GWPDbJe38x4XZPzfpzpK7sbkXML3KXAv6f8q0tchL9fNt5i5e3Xus53 +2qhcItJFH4Pee2UjjTul2w8FUd5IJzag7yENf9kGRc4LZJYVhPwy+yEc8u6Q +bJQf1sqfdfx/WwfehyVfeIuWsI90+IRbbH02Y/uC6Ms3G9dwWaBMzHeZ4Ptb +2q6C/9oYYJF5tAXbhLe67lEH19nte/thnHKy68bplsff7wXRBuGXN3Zxq+zx +FP6+t3sdy/yVifEZY63vCkIOmf1cxukns87zjHGpaWzUzeUaG7HXcIZljrQc +dT9t22KrO2yvvPMTW99tf/jnPV/KOe/w3ulwi60D+wrsKdxl/p3+Zq/hNPPZ +82BvpIrtiV2nCk8T9CgI+9A+Y4NDXTeXOK/IO8Zm5A3jLvKKt4mxM+/5znH7 +t59hbkHwTrXfjYIFBTH2xKbQ8wv+G4sybv3N5aSGacrFAS4buzIhw9gYeot4 +2zIxHpzrPGEMSXwbXYa+sa70JzsKoh3mzeXF6JOJtB3itNK+IZcyvcPfyCy2 +HGMbwtheEO8zF5jmfeZTHC9vNBPv2kzY7zDXKcoSZWhdJuy8xbZOWLftzgP6 +a/KEsQPjBsYMvNO+uiDen+aMA2cp2EdkTnWuyyHnNthjZd8YN/YWkeUtY9Yp +eDf5xmzs67D/2Mv1hDpC3RkoeM31aozgy4KY63HHI/O93pbv5Xq01TIDXfcW +uf4tdDjsebK+QdwJ0/A4I1HT+zsHef+PPSZ051wI+8K1TXMWhD089vIOdJpY +01nmb/jsm5H2P5x+1lN2Ok7iIh7CwR/+2SPFDtiQcy/w4bFuhN4DnI4vnEek +tX9B5B1uvOVNm8N73C8Lv+RytjIT5ZB8x+/n9v9zJso6+f5TJsr1NpcRyujL +9ks43wr3db0hrJEuW6PMw+1F8zaajy6fuA1c7Pr6huF183hznDaQ98R/zQT/ +O9OLXBe2Od+3Ov0DnOYvbIMvHfYgh80Ye7zryQ7T2w3Q4wrinfM/TP9ht3EO +g7CWmga/WRBnfQ7aY+9xifO/lsvENuc7bvBZ82OP9l/TM/zNuujPiVj/Yo+Q +9a815q1O/LcuNszfTbOxhlbqtSz2OUcZ873WYRAWa3DsHbL2xXoY74CzP8m+ +5z7m4z7Tes1y+OW8x7rGYRF/Be8Ps+55XTZo9pShWStgvZQ1BPYpOavEWsJv +phfYP35Zv2NNerPhC/M+dvrWWBd0QB/ufOT8UstsvJOO3rx7TnrXO+1rnfZP +3K59WlYOE7HnOtd4b9P/2vacF+EMCOcIWA+9LRt252wGMpyfQI9/Lfv/syc+ +o8B5EvZc8cs3ZxU4m8B6K2+4Ywd0hkdc8A913T3EceKfeHe5DeAMRbHli9w+ +wPvTcqzbou9qlw/OerB+y9kJzmUsdBtDW0PaKSd7ee/5V5cHzt2wl5+yX/yV +hfujv1k3TjstKcv/aV1S1oe3vwmrvc9uENYKx0uc5a0Pa0joRPvRz23I6ILo +Z+k/2whudv2nrt5i3i3+ps495Tr8tOvrk66b1MNbLVPmv43rMu5dBdcLrnPb +N85+4d9mv4TR2W3H44Ib3Ya2chnqKOhgfQbZzwC7I9e6INrigQ7jS4fzTSbS +9WUm3JG7ye3WE5Z7yvqQpi7Wu6v1+dzhzc2Enx8z4eeJPcIf6LbxJuszwPCa +4xrpNHSw3VvYHi/5+3rrMN72xRaDbZtHXY/Iq1cELZ1/j5rXSXCD+bjT1rMG +wFyS/p81BMYEjNd6FsR4oae/pxfEOOEjy/Y0r5dghvF069tvjzhedZzE/5l1 +OM7/3/Pf+LRM5PVo4fZOP2mfmol+54dM6N/RaZvmPoy+rIVt0s9uHW078uIx +58esTOgwLxM0ZeUz4ZmZkJliGt2WZ8IWc2wb+jx0YM1krb+hmW8wh2f+znxy +9R52Y2zFXGVLJtZQfsvEuIo5JnPNaXZn/oi9mEvOsPtqh8ecC/yz42WOvc6y +5S0Pr7r5yLA2w7yadRnm2rMtP91xrXG+EU9Z3NP+19SZx9tYfX+cNKc54z3n +OihkCnVxZch0z3nOuWS4UhSRCpWSooFmpDRIk9Kk0kgapUkpVBqlNCpJGhX6 +phC/z/u3Pl71x3qt/exh7bXXXnvt/ay9n/24f+inj9xHv7mfwL87TNoK52WN +scCyQu7YiOXOM8Ph+e6P9dZR5u+/HAbjO2PNiu5+4f5b7vLrXfZXt4P24Ddg +nXOn+/FHt3WnH4K24y/gPZr3n1qWIe84vOvsfK/e+d5IGL8M75j4aXjPxI/H ++yzvrKyN8b/x3oufB7q1TOMhl11iHfjHZbZZH/5x/DaXe9hlaPffbvvPvcJH +iB9y5/swY/i3XqE/a+0jnGU5wU+R9aGO24tubewV+rCtV/C/yG3AZ8l7OD7I +r415/qVXpOF7nP2f9F/8Do/vAt7g8y/T3Op2VXFf4PvjXwbcGcg9gW/00xq/ +VPVWyO6ltWYolp0T7iN8naCvYKvSBirP68r7XFmlSqOrSYfKIv165zlbcI6g +xHCU405SudNkJ04UPlX4ZMEJJZFGnlGCIwVnOdxedQ1ReqeK4KG3YKpgmOJO +gg73dJTLDh0quQl3dP4OwiOVr4XgCEG3iqivi+lMdXuOdD3UPci8weNU13Wt +4Jq8bIvwecKthFsKzhR8qvpOU70bhR+RjL4VPCr4RM9dFL9G+E49fyyYKeip +MgcLerg8bYTel8rXVPk/Ex6qOnop7mThIfmoq6/wscVRfgrlsloj1lAe4bMF +lys8Nht5SL/GtI80feicQZ35aA/too4PkZfqXS38d0W0nX5HZsiOMuWCgmCS +4GOl/aC6PlJdzfQ8XNBcMFnwuuANQVEtyVOQkQxHOJ18EwULBa8KbhBUWFdO +FU+thY/Lh1yQz0GCCwQdBOOK49/yS2rKPggP1POtghONb3N4tx5KU1t+VVs+ +F59Tqqu94rOj6VxguLA44mb6X+37ZqONk90vI9x2dCYn2F+QFTQRnCZoKkgE +eZ7T8Uz86W5PhfX/avcXNG8TT/3rS0eFxyaaN1KahzR2TjXdxoL9BN0FZa67 +uXmZYjrQGywZ3a06awrfLNihuEeFT8pHf/TORzuudr2rJIdrVNesJNqwn+lv +Eo0XBBsNhBdYTz+xri4VvCm4UTDN4bccvtHPTwjWCX4Q3Ct5DpA8nxE+LB95 +G+cjfJPCBwnXF3yvcInDcxUuFr49HTZmhuBA9//nCv9P8LLgJcFnTiMeHfki +Hfledr4/zc9c87Re8JvgOcGzfn7O9Mj7Sjr4elswXfCg+G4h/mcJLxCMVfhV +4WrIUelfCR4XPCb4zm3+UTBP8IvgGcHTgl8d/sW0l5k+8rxBsMRA+HrThN5a +xy21fNe4LuzJA+KjTPw8lou8jzmd8tcJFpsONOY4frHrIe57x18hWc9Dp/Ih +zwOKQ6afOkzcHe6HDwV3WR9WCprkQ56l+bBvVTTWlgo/r7jfBRvQI/F3svic +nws60FjusvOF6wmvSIdNHOoyG617j6tMqcrOzkW9M133x85PuRetq+jvs8p3 +rfK/JXyp6N4o/sfng58Npvmi8/4h+Mg0qJc88833ifkYz0cI/6T2DLANqe5+ +p/+PVNpfCnfIh55+aBltth6hT5QtUtnl5SHnsSp3Tj50FF1Fb7FRdyjPnsJz +xHdd8T8jF/RfVXoD4X09Tj+2vhdsg6kLHhYaXnH9X6aDPmOiVT70tCV2QDBD +cZflIw/ph9henmSbOczz5yklYVdvsU2d1Tv+M/CibNQvsiE5/9egpfBq2bG7 +Bb1VpkRwlOdy5o7jS+M+Mu7M4U6jrZ5TSoVHiYezGGeCtOo4XlAsaF8a/388 +qjTiU4L+gj+wD3U0llTvEUo7UXXOFFRSWltBZcFd9SO+hdK/Vx2dhBcp/zWq +41pB73TkpUwb5hjTLxIMPSr4hN+uKjtUfHYWLvhfaT2EL2Vd1FL6oPht6ZhP +WSfsUHh7OuYt2jVbcDb9ojVWd5V7VTyM8l2+A4Q7EKe68sKDjtX8I/ya8mwS +3X7mmXXL8V5TMYfU8jzCuoV+ylaEXFJuxyjLkrqR5QmWJ/z9kw5+y/NB65R8 +8NzacmhjmexwX/R3fzQviXe5Zr6vsJmf2wsaChoIugu6CXp53daDfi8J3WKe +Yg1yrJ57Op3/AbcTHF0S8xprC/SYNQhjjHXIYb5zq53r5J6wpi7T3vWyjkH+ +W9ORjzu1spSRzDY0VN7SoHO089f+Tzuae/z8aWjm+fVqhY8V9BTk8jHWs4xx +jeFijdOPhJ8Q7fWCEtE/nDHj+Rr5brVOrFWfdlb6gn7RZ/RdTdYKivtJOtxc +uGc+dOYY4ebSk66Ke6FfyATe4GdkT9kk1fVdRcjz4J0yTQevU6zTvdKh411E +45CmUfePFbFH/1NFxA9povHRJGgfYZnfJrhV8F461uToCfqyWe08U+39ozz6 +7gSvy3/Xc13FryiPcYTenFscazbW9mcLty8OW8c6rVRl2gr6CkYqbQDyykeZ +MR632Olp1uGe1h/qm2Y9PM51UNdoQT+XIT5dEXanQUUA4ZbCbStCHw8Vrip7 +sK/g3XoaX+J7tviv2iPynOz3Au7l5H5O7lvrJLoXCY4RNNPzIHRK+Kx8pJ1g +W047jxbcbvt5m+NoN+tL7OcA21DeFxYIXyfc2bQvNowvjjhs8x2CwYI9xN8r +4rO68Kh81IHdRr8HlsQ9gvDD2nVMPugcY753qI3nq+xfwoNMF5qUG1wS9w+e +lo81N/PjBuYn5d9eHj6RgYIBgiPU5gHY9IpoP3JoxbtARYzv5hUxV/QXFMzX +ceaN9S/rWNazzF3MYaxluxnzPC6JtevXotOooDIZzSUK13YfY5M/6Rt2kn8l +85/Cl1vGfwv7uf/Js852fmG/sNvMXW0qwrZS9pjS+CdI4jzwOdSyOMXzHfyX +itZ5gnbFoas3C0+wfLr63Q2dLbXe3mT9RE+/rQj+a+RjbE7xmHzQc9wDtrWj +rcfMocvVjobHRv0nWY7Ti6PeE2x/+7uevypCP4+qiHjiyHuqx8rx5n+M23CN +65/iuWC6aZ7v9pHnNo973ulZD7NOZU38vtYf07QOeUf46SLNWYK03hlSqcA8 +n6O0N/ROdyXvTPl4f2Jc1FV6X0GFYJvyvS14S/CjIJOK9Ekqs8lla+v5KaWt +FVyj58aq9x7h/+n5D0FTpf9jOtAbIJ15QjgrfKvy7aX8Nwi/p7h3BZWU/8Qk +wn2FkyToDxKunIp85Fks/JdgieBJ10++ZUVR33bKeB3IerCZyjQX/Kn4I6UH +q2VLysujnf0E9QTtBbsKjnY7M5bFBap7N+Ezkph/0e+88FXie5XkMCEX9VLn +O27jGuGTkmjLDoWHu93fCeY57w7nX+u478z/224D8ws2nffoJ52HvBW8aym+ +h3AbteEhteUo4a+V9qhgleATwV7ieaXwpeLvVfF5tvDhituguEapAMK/C/Z2 +3r3cduTxk55PS6LMeOFPiyIPeX8TbpiKsqcmUd9xwo3Fx3Hi56Dy0AH6H9nv +K/hcz1VToUt1TR9a+6SCNv27i+B9hQ9V+XNEJ10e9PdU/JnCP1gPoUFdtyhP +M+HjlbZFcacnoRtvCDYXRXizdeURwVeWD3mXCv52/CrL7m/Ho1c3S14bJLeJ +uSj/t+Obqr4Fqre98PVKqyQdvlZ4quAH5b9c+HHl+0aw2pjnx4yJmyPY6jHB ++PrWcasdRn/mCt50vrf8PMfpTVIxvjZZlhXus91ToasdUiFPxkrbVOjGgcIH +pWJdxJoOf9SBTqP9LRRumYp2tkqFjHj+y2l/W37I62HSJOvbhNsLn6D0BoLj +BZ1T0a/oUlk+/Cn4MS5SvsMUd6HwBMnuIs3p1ws30/NQ0WnAeFe+v/1edrxp +UqaT4JhU6AHhPQQdBWclId+BwqOS4PvSJHg+IhV8H5AKvvcXHpmEPgwTLrLt +woYVJ+E7elp9N1jhddiJ5N/+O1h5vjQNaEEHezJBOC2opbg9kuAHGZ+TRL3I +d5X1b7N5gs5+qaC1n5+/sKy3WM9WWdbQYBw1s+3aw+1HDvdozi2pq7WF8KW8 +50qel5WH/aoiaCc4Qc+/S1f7CPdJhe8IX9UzRTEXFNvmVbHdG+u2I4N2jt/F +ulTq8HmW3flJ0IAW80xL1fGy6upYHja1vnXyOIf7WT87uO/ONI+lhnamj28L +PhckQfMS0axfHmX2MI1DTRPaAwQDbc9OTIW94rmpyncXX7WSyE/e/oIroSlZ +3VgeNuyE/9A43HQoeyF6L3xxEro3UXil9ONJ6clnuaDTSXTOEz6MMaD89ZLQ +/S62a108FhgTO5Lwu+CXaGjdpu6Grr+R83d12RfK/W5eHnZzH6dxzzB317M2 +/8w29XPb2j9sG/Cz4OdcaZ8DviD8Dt1F61bbTMYmfraj85EHnwS+jaVq20S1 +cXEuxi6+FtaC+3stmHVe/Mf4JrP4mkXzOORQHOuQQ4UXqXxv0XlC+BHVUYN3 +/3ysV/Yojn2Ijnqu57kMmj3MA/6eRsXxftYtH76e5sI/p2PuwxdH/D60KR/t +3c88PqHn3VTXHOZNQUbhBfmgxXveRr8z/s/vjXUFP6XD97dQ+Y5U/teEd1f8 +u/h43O6dvqtOauc8tbdtefB5uGlW9boYn9TjKv+dwvfYP/aR0zfYR9XIct1k +2QKEG5vGx/ZtNXb8Rsvsfa/5kMGhlsNrku8IyflF4ZvT4ZvER4msSMeHSfue +dBtvdvo7hlsc967DxDXMR5k2wstFd7zov56L8tDBR/q2nl9U/Fe54Ot2v49+ +4DBxt6r84+Lz6nysUZ/xOhW/7g+mc7vS3uU9S7hRPt5nqwk/5TbAP7405oXX +BFuMef46HT6HGoIu+ZAt/sy9ioOPPS2nXy2L79RnJXoX+Er4YuVbyto6Hz7N +vYutT0r7WP2bE35MaaXSh9eFC3r+R/HHl0ddDZX32HysuRsUhy/1E/ykkskH +ueABmvgWP7RciFtvGRzmMJjyy1RmjMouzEW55S5HWkPTH660F7TGOFO4dT78 +Enn7IfAN4yOGz1dshz8qCnu5oijm0fXCvwqGJoFPTsKmrnC+u+kn0ZyajzVe +g9S/tmq9aUBzt9S/aw2elxeF/449AvYR8FHjh8JP3S4ffqyC9xDIt4vgTtYg +xfHO3EO81pOtG84cIpqTBZuYu7Ffgs9SQa/YNLH9PxfF/PJBUcwbzFWnSS4P +SD6n5MI2YjOrug3Y198dRxprzsapsJeso2aJvz9F/yHhjU7b5DmX+fbjooAV +jhuK3quusbmoHz5YuyK39ZZdPfPJWpd59sOi4PMDY57vxX6p3hnCvxRF25iv +CP/s5/b52Htg/wXZsmeA3xBZs7+A72/Rf8YH42KVxwbP+LVIfz0dfq43HPe6 +48nPGPrGuKbD4NXpCN+pun/V8/358DO9YVrskfJOxP7Fw0rbovDsfPAHn7zj +j5aM3pSsxgiPEsxR+PRc6O9q11Pk/Gusy+j0DvO41XVdoDLzVfYM4XGCLQpP +ycUcgr3ClmO/di0Ou41clpoOMkTvOudDJ9lTYt8KO5QpDttG/sqWa2/p4jqN +o57l0b4it3FX17HMNqxOcZQnbjfPGUtc51KPBWSB/lYpjvLLXJ4+reLydc0D +NNeZ7ni17WO18UL2FKQHR6XinWG3ivgHDv+veUj8vaWxM094V+hhA9MRBrcT +LNca8QatFRcKf6UxX5d+E+4g3BE7KfiNMc5YV/gndBf7K/w9Y0/hYsM6x30p +Wn+L5s+FqId627qudxX/WSHyrXX5QYLDBY0E45X2c0btYu0q+EDhUYUoD51d +BHsIdqffkIXrpf69BccI9sHWqMxq1bVa+NUyta2axoDwvkrrIuiKDdXzLtVV +h3BDPf+eirZuUfsvgZ50oLJwG9f7nvLto/wrhN8VbBHN5cIfCfaoHuHOylfV +PLytuieJhxcLEX5D4Y8LwWNn53lHz48o/q1C8FXVaYv1XFfxjwn3Ej8L1bc9 +kuCPfoDfb5Lol3eTkAGy+CEV/Ug/LRN+VeUHis4jwhPSMc8y37KnNTgd8/Hh +Djd2PPt5JxsGO26Cy11i/JzDxI833WccZl5+XvVdb70q03N3waWCQyTTIcL/ +iLeD8xGHnAeZF+qrm4+9zgPz8Xy4deQF0Rojmk8XQnePZlwJLhJcbLnRd9S1 +QXiR8r2o/B8WQrdOMp2u5rub4EfJKZMOvV+hfE8p/7uF0DH0q4PHSzvXNU9p +E92nXyShh58kEYafX5PoM/ruxkL0Scb98pSeRyr+CeGHBeMVni/8uKCrwncL +n6C8AwSHCubq+X7FLy0Enz+Y13sF9wlGCF7W2F6sMT5X+JdUjMv66ZAfe8MV +gldSMXf+j3lF/H0pvFh4PmdW2GvjHIXiDlLeL4T/EmwWNEtHni+U53nhb6Xf +HaTnX5cFLWj+gb4xfhS/Sri6yqxSXDXh5oIjBH/r+WDTpg6A+pi/V6vMASq7 +UnidYJXG1Frhnxz+QbgS86/ybxfPW4VbqFxL08kKcukY11U9ttcoT23hIsHo +dJzXORf9Eq2Zonkf41U0H1ZcWnil6LZW+Gf8SXqeat17jfcrrQmXlQet71JB ++1aVHy86NwiXKL6SYEcq2k37v2a9pLTblOcW7IPoblPcctdD/hLz+a15fUn5 +3lD+ecLbseemWSsd6eSj7Vvc/q+ED0mHnDepTE4y/L0sdKC+9edVdEJ99wrr +PqWtEf0lwosFnyq80OEfFH6zLOz9Xumw+eWCiYJJgk6OJ/0wdDwV9F9XmXdU +9tmymBOoF/17SfU1kNxWsl5W2v7uX+zneuVfVhbjq4PrWqrn78zbRNddQEeg +q7JfCr8l+NVlv06Cp9+S4AN+aPdGpbVW/u/LQj5fWkaMgb4eE38qrYfybCgL +PW9u/fxNz70U/0dZyJS+hAb6i8zJ8w1zicbjR4XI31L515RFf2xxXuYK5irm +i8+SmOPeEk5Zf4rc11+oLYuQh2Cg6Gym7wT13V7CXRT+VfjZfrH/zfv+ZNX9 +mebEc4W/xc5oHbKtEO9Xg2zj6DPODEyGH6V1UP4W2BI9z0rHGYLz9fyN4k8U +roXPmjGUj7nlxHTML9iZz2xr/lIbBgpvFS5RmeNVtn0hwrUVrluIvoPOS7ax +jMXx1iPiOI9zv+v/0s+TnD5C5T8SnXMKwfskpx+h56MU31S4IJimcN9CnA25 +Ih1nPwhf6eeBtNPtGiP4R+HLC3HO5NR0nDWB/kLLh/UrduChdKw3H3bcxea/ +s+VwTzrOzowTrcrSgSsKcebkStePnD63rDj3xpkxzsGdpHxXi4djhQcL1io8 +VrhFPmRyKPMh6wPFnyl8iuAJhU8uhF+Ic2fV8yGzWa7jDKU9rzzDCvE8y/Ve +ZVkydi4TXJ4O+zhV+TqK55nC19LfCl9XiDXG3QpvYQ0oyHjOok2J5TlDz1UV +P6kQdYxMx7wz3DK51/DpTl1Rvn7KP7sQ4WoKX4N+CpoqfHMhyt5rOmXmNWu+ +827H80nwgU6eItw0Hed5pqv8MNGZU4jnJulYT1TFL8xYVrl92MdVeHfhbqyv +JKtBrENYSyncthD5Od/GWbVOtFnxPYRzgtEKdy+EDqO/rBV66fkixSeFOH/F +GavzLaecZbUtiTUTa5uUxurpGpu1yqMttGtTEvly7pthbhfta1QafuaGpSHz +crVxViHyZp2feYwzYsxlnHlhL3CRwzvf4calo+2cjaumulP1on/355yTwpsV +ro7PVOE9y8Pfgq/lgnT4h1h/cFaOPBPsXz1QcKHCdctDtrS92PK+yWV+Ed19 +2IcvhJ8Ge3SSAXtC3NOWJ2MLvxL2hLXOVSrzh2Q7oRC8XGh+/tHzENGsUR5r +vKdcdpzbB++0q5/3le60LIdapzj3xfkv1pysaZvlI/75/8ifMjONh7n8XqLV +QjR3KY/8l5oW61XWvfXsdxxq3RtnXuC5Mr5jld1eCHne7DYOsJymu/4F5qGm +8t+n/K3Kw34jt9vd1qfd3v3z4VvL5GO8XOr2HZAPvxw+Mc6CsSfNfvQFqruB +9OemQuwTv2Zd+UPPnyr+q0LYc2z9d0m842PzsIGrTAd6nDf62vFF+aBdOx9r +gAHuvzr5sJtHoQ+i+5r6cbhwT9ayniNYeze0LqCjU62zo5V2r/KcUAifwVSn +99HzHYo/TjiVD1vNeTl0p4tl8ifvlpLb7pLbdwrvovBvhZDrFZYt8kH3mLOe +tF6hX7xTME4bu8/p/1PdHvoLmX4vWuskqzWFkN8iy3C9nn9X/LpCyOdBy+xE +t492Yi94N+pmGa6yHPFV0h+c79nKvOwxyPsg+t3ZfTXFecmzXXX9Woj1IGvG +nWvC1cI1aafWB2dpLXFlWfg08QVzlqULZ7BK4pzXHNXxlNYPs4X3rVB9iqtR +EeeuOvvsFP/I5H+O+1XEOZ1mTqsiGZ6penYRfkLll4vOM8K1lK/M+fFRDLSf +gjMiic9mNVJahfDBFXFWqNT7E9X03IFzZPZV8K/e1iVxvrCuIFMS9E40zZY+ +h9aqJPKTt01J+AjxkXIGJlMRZ1SOrgi/+ynFcX7rePE9VHg4Zxgq4sxTvYpo +P3Ko7zMvPdzeAcrXlfbk4+wIZzfKBcWmTz3NXYaytIX21qmIslW977BPRfC7 +f0X0BfQ5A0X9XRzu4v5B1vDZyH5jfM1dioOPPvk419E/H/6go+0nQub4gTiH +dGhWeq21YjobZwA4s3Q641TPHym+ifAZ6VgnsP7iTAd7GB0s43qWc03lW6j8 +9bORtrt9ZUB755+hvn9ROvBoebyDsfZlTdDSmHqaqvxm0Tk6G++Im/ye2EzP +byu+kXBK8JDCtbLhJ8R/xtzWQs+fKb55Ns44DbafnrMo6HZXt6+eea9aEXp+ +QEWcFcz6nFLXktCbFiWxJzLIdFo6DX06sCL+0cy/mrtbv7pZf9tbh9GlRtYn +8pdanzmTSH2cZdzNfbLz3Fj7//TRAI+NB/luRHKbVR7j6CaFby8PGjnXhQ+S +sz7t3O9V7JOsLlnMtqyaWZfQHXSNc1fsC7E/znlLvh/hnCX+Xc44FlsO/I+U +c538t5Yzk/xHlX+o1jHe3fn4n2mjkvjnKnH88xYa//SNMP/P3dE3aO1RETxX +Lv737FSpnxu4Lv6Vi9+YM6B8i9PSfmf2aLA/nN2sZfppZFARZzsbuGyvfJxv +4mwhvk32ODcr717ud/q/k3Bj+qokxh32Y9eKqLePfdZ13D76eM+K6F/sD3Wm +PA47lgQt6LQynzv55Rlf8x6mU8dy6uj88FNs/qEFb2nX1ciyAndwGWxPE9dX +w/2FjFqYPrTYE+L8IHs+1FHD/VLT7aU8trPMNpH9oCHFsSdUsN3q6PQ+zrOn +5wfOFPZ3/eTjmfpIL3c8ZWd5XLP25zlfErTpF+wPezeH+XxmzYqwXXvbfrFu +OCcd56Wx7UeWRD7e73m/68G6oiLOkKYqgn4H13GMeejvcpTPOK6J2097T3ab +O5t/2tHA8wJpVSpCvypVBA3Osdc1MN/xj2LKD7XcShxPOvMH5xzZa93bcfu4 +3w93Xwx2XdiWyW4TbcP3PkVj/ObyKJtx+cbuv8MNNd2vnS0zZEdeyvA/ZPS3 +r3X4hyTeN3iPwK/BOwW+iu6yC7vUkGyEjxH8I1vRUbiboKnie2Vj/TDKa4j+ +guPS8e1JTmkHK09ZNnyV+NErTLOG4rPCf7HGEM1/ysK+j/RcQr+2Nk18VJxL +xL/xiPItqFap0mNlEUcaZyfxR/Yzffyp56XDZ7o+CT3ZLR/+mWGqa4vwQ/ah +3YMvRHwcJn56ZuO9A19TPdM433RYh7MGx0/1ZxLrvb3y0VbajI+3HfON6LfM +Bi/4U2n3xiTo8M4ITb67edz0H3cdO7+PgtYfSWDeN9uK1m+iWc53eYKGNSLc +wTx1NF+dHL7QYeJOcFt2tolnfFopy5Iz4Kz3elqGz0qftkuvlgjfIbncJPnc +WRZz55h0vBviw8TftTmJtTf7GqxLeZ9lTbqf4C6VWVktfICkk29DKnyPR6ZD +Xwj/4+cVolVDeFUSz8S3Soe/k3h8nqu9NsVX+Zb4q3ZopUrvl0c+8uMDhcdS +8/mw7QN2grUs5b9hLzaJfaHV9pshgz6COeJ1uXh+uSz8utBoa73rbXndr7Tp +lsk51k/0dJae76oWvt97rVfP4HMVf+9Jnk+Vh3xrW94JaxT1Y+dsyLLCY6Od ++acdD6r8bNF5oiz8fqPNz7nOQ5i63lWeF8uiTX3/Q2eM9Yv29nF/vcn5SPGz +SLix6l4svWrosVnh8YOusjfBXkO55V/dgA+FOM4m00+s3X9Kog9+FD5QtO4T +zRrCvyQhd/r0TOcnHz5RfDT4M/me8Vbxcwe+8Gx8a7mP8MZU7MvwDnWZz5jd +KbxGtPZX3OdJ7NGzF8M769ok1oHvYbtU/nbR2T0b+wL48XOWe03rOnTQVfZx +Winfs8pfLLxdcrxe4QOyYQ+xg18mQQca2EfsE+tS/EszvccBb8inmmU0wnlo +40Gi9Yzp7yIYo/AO1bNVcLHCVRRXSTBO4cq2pUdaxkcZY1v/Vv6TlWdbWchv +hOk/4DzIuIf7iz6C5qm2dXnzVc2yQq7fJ/H++JB1eKDyj5BOjsqGHcQeDs2G +rUKXHjUf5MUmD1ZaQXlOzIafDF/THz47QZ+w//I/r81J470e28O7/X2S1/eS +24vlYcfwKWHL2ovWvqLZ1fYTm36D9Rge4AWbis3F3iLD3varU2fW9UKzveke +5zLQu1d0t4r+nGz4V+AL3uf1U/+Uxne+8L+/dQs93GBd7KO07io7IBvjCR/D +Tl8Dz9gIdLCJ5cCeETYRe4j9gwa0bjRPtOs40Wolmn2FewvaKdzfbb/B+Ybr ++RTFjxA+sYfmr8P0Xl4ebT3I7WVMne5x1cxh4k7Cvvj77uGOx6/Kme+aqTjX +zRnO2uqLYeURR1oN4Wszah++ZcFcfOeCOZnY28IWMZ9+i9+kjuyz8CilPS44 +W9AzE+UpS/xjTntUcBa+aMFalZmpsr8KV+TUxlqSby7CNyp8Qi7O6Jzs97Tr +VKZ3JnysrGX4/mVCcdCd43rxwcJz70LEneP4HoJywRTB9aYDPfxO7BXwnSO+ +2bn2jZcLxiqctb8Wn/m5+IwE/QQ3CfqIv4vE57HC5+n5ScFTmdjvwHeP7723 +6+sjGMDZTeXvmwt5nGV5/KB8wySHT+BBaacrT/9c+Kbw5eyXD/7h/RrL8yzL +dJr6agjnqYpC3j2d5xqHKfcjNrmmxqJwon7NCS4WHKM6BqmubsIz9XyqYBj7 +THpuoPimyF82oqC4KcJ3OQ95iZ8gfFcS/kP8S6yF8oobn4q0rOBCwUWCkwW3 +C4YITmP/UnC6oKXqOFB11Rc+PxXnUM8TTBfdm4UfSiJ+bCrOoHZ1HuIWqb6j +fGZyoc//cA7oMNGqIprFueiPpwXnC+50Gx7l2wKl7ak8dXIhi5z5xB+FDwM/ +5Cl6vtMyITyUdjt8h9MudnuRa0fRKhfN9sK3qY4Zins4iTBlpyUhk4tcXxO+ +xVb+UsqlQs6X4MfQc1vFHyW8az7W/ejAhZZpmfNdmopyd7pPhpmXvPmZrjb3 +t852Ea0Ootk6F8/oL+lviqflyvua8EQ9T2IPQpA3nuQweDJ02CcTbl2I8GTv +PZ0hPFLwsOAhh0cIZvuZMPsgWeGj2FdknAnqCbpCV3ApY1T8TRaf/XIRT9xl +gpvdlumuY6TpDhOcKmjgsgNUtrPwENOmjk8lu+ulJ+sYX5loJ20bJ3hG8Kzb +94bbOM5xFwj+0piZrrHzezba8qBgteB1wXbBDpeb5Lj+5pX9y4ZqZ0PGfSHK +Uu5bwVXmIWfeZ2ViT5FwQ7dluGU3wvnJm3X8g067z2Up16Vu7Bt2Fpyk/rxF +MEhwdCFk24r9wUzIPZMJezYvEzbtRkGFoK+gTLLrLBm2zcXzDU7Hvo3JhI07 +w33wiJ/HmBb7p9jGdoWweZTF7v0kuU+U/Nfkw64yHocWQs5j3QfsYWLfyl0X +45YxO828wQN7bcwbXQvBWx/XMc880Bb6faigfib09GrT/EV1Pygefs+HPl0O +vUzsfbIHWlk4yzdpansn4SQX9480yoUML1HevPV2sPWqvnVsiPvsMOtjmeCK +TOz5Ee7u5yscpu4OheDzmEKED6V8IXT+MvN2ufMT7ik+7hY/J+ci7yn/qe8w +P6NbazIxLrCdfJMwHR1QmaNUtlUuvjNhH/DBbHwHUmabwnceg22nF0sW/SSr +94XfZP9S4SXILYnvRs5OQsfQL86wPixaVTVGnsnGNyiJbdCVer5Ha4/7smHv +DvhPXU1d3xVJzAnYxmaun+9buIeEe1DOyEcevl+Z4G9cDnQd3VPxfVc304U+ +beL87Enm7UjPN5xfZG3DuuZYQU9BdUEPz0MlzjNNvN4tnq/Kxjc8Q23vhzsP +eScnQWdMErRPd9mZKvOSyt6Q/fcbG+TLXQp8g8334IPc9iZuf1PL8Sb31UDT ++VJ07jYPR5iPq5L4HmjnNz45ywKZDbHcarp9vVLx3croVHy3c2Mqvvng2ya+ +tzlLMIr2Op70S1XfDNV7ufC5LjfadM5x+CyX55sZzuqzj8i+Id+BTU3FtzbU +fSX8Gmo5jvTrnKe1YISgjdPJx/dQA8wPfF2rdo4UviWJMN+TXS48KYl1yM3C +48TrteL5YuELBA8oPCkb39tcL7ghFef92P87PB/xxzmtufdZ2bdt7T4eYV5r +WZazROt76/DZqfhWE7ndkIQsr0uC1nFuG3Ibk4rvds7jnU5lL8rGcyent7Yu +DbdckW8Ht32adeE60+xneY9y3dVSMef3sF4y5/P9FnrB+uEQy/lawcJU8EzZ +2YL5aud+GsvzhKek4rusqwUPOd9sA/kfFPR2OvnuT4LX25P4nney0x9xm0a7 +3lfNO/g1hxdZ3jw/r7oPFw8v5aPMw6bRRnbpCNmoFrnoM8q87jLXmw52KaWy +z+EbTsX3Yg1Koy7ayplCxsJtqVhrsnfMmQbO4BE/+D9prM0YM8yTt6ZiDPKt +FGtP1pesN7ErrDcvSIWtGSdox1pffPbIRfpYxzOHwBPnCB+1TGjXpe4r+ow1 +7z2psBfdXK675Ut/XGP+BpunWx2GN2wD9nygZX2OZce3bA+kYlwyfhhHEwVt +83FWnjsibkpCJ2cI3yJd/FU6ORvbrOdZin88CZ2/IhXjlvgzUjHuKItc+AYN +/bzJPDD+Wln/ZrDvJpq3ZsNGYft5X6Dd2Fh0FjuGvrb08yGWSW3zW2RarZyn +4PRD3L4H3UbaC2/3u42LPa4Zt/cK7hN8wDpPevK244c77Q3O7Sj+q3ycj+I7 +KL5B6+F+ugzdUBueV1uuF748FfME8SNMe6RpDXdfwvsk8w+Po8wnskSmx7rc +LJftYXo93Zb73T6+qWGfknMO95g+esLacnEm1qWzPcczv29hf1Nz7mZ8NknM +g8zLrBH3EuzpNeNeXjceWYj1FO+z5Oe7zxOSeBeoKahhzDNrWL6/5luUU5JY +27Au5Q6dGpy5UrhYuKagrcLNWe8lYUOwD38pXxvF/y18SCbyf6bw7n2kXy3E +m/Begv4K/9k78rZ1/jZe/7U1z6Wmz3q6lnkbksR3P/2SWAdCf2c9fb1e7Oe2 +0K6WhYhjXUq4uvlnvdhaUOL1Y2uvIW9NYt6+Oon3UNYSNyYhn/7mo10meBvr +MJj1bGW1q6fatbF3fOvE9zR8d/ypZYEc4Km6eTzP61zai9zgoY3Dm/1M3i8U +/lywn8L7Cz6qE3MQtvIBfOaK+0NxrUiXbVon3ThEuGUm4jYpbUWdKEf5/kl8 +F94NWZouaRsFLTJRbl+V/1B09hZeiX9CcFAmwuCDBf+rE+cn/6wTz7RzpfmA +n531UucBmaC/wXUcrD74WOFdC9Hm1u4H8rQ0z4d5bf0D41bwZZ3oh6+Md/bF +0YJtittN8j9T8t/RO/oVGcIburoFvoW31oky2+r8q/fQRa/4Vor7FmpY5tXN +F3Sgd1BJ7B+zd3yI20u7oQn9UodLzdc+PaTzviOFu/a4t4T7S75w3dRbVTxf +LZ43eyyMsV6gh8w9M5O4+6eR4g7PRPhHP+/tMc5YbyI4PRPviH08FuCxrulT +z3Dn4R1y53v+Psi4EDT3LUSY8c77a9VMvEftyzgUNMvEu3dzY94F93N6uevm +nbWp4Mkk5jz8LYl5hc/G5qGJy+zrOgj3ML1G4vV1/uPWJ/xdZ1uP8XuhO7wH +viq6b4n+y0noF2XxedVXmZ9Vto3wB0nMyXzT3cNjB/qc+8U3yDnMx5Q2T3me +TkKve1u3ST/SdRPfy2kNRfcz0W/eJ+JIO9BjZpT5bCK6R9DWQvTFwS57tmmS +h3FT4rEzwrJFbvuL7suiX0+4VOXrKK6e8DHCnQTjMxF/knBH217Wj1cKPyVY +oPB84S3Sp+6is753lKXcBMasns9RfCXRf0X5Hlf+ecIXm35H8zba/D2SxDoJ +Xxw6Pc7jbbzzU65YcGImeCL9AufpkIlzrR2dTr60+3642/u3+LmO/z2YH/b6 +liRR/7nm4RDLEFkOysQ7eMY62Mw6t110ThGdrfzLzrpbuxBh9ByfFefVL8zE +OduXkvjmge8mihQ3QJAyf+CBmcjb3u0hzwnOd4KfazvfiS53keXR0fEp57/A +dI62rqAz2NM9uctFNvaAXNhDbGS6EOevF5jWDMuVOjgnPD8TZ7N5vt3pE9wf +L2TibONJjn/B8dC6zfl38jvQzwuch7o4Q45PmvPM6zLhY/4+E75lfMpvZkKX +qK8zOpLEfgF3ztD2502nv8rfk4mzl5zbxIfF+eelpnGN+UE2twouSeK9nfte +OJ85yLo9wW14MRM+Ds5z4vNYmAl/yuWCuwR3Z8IPg+/kZcErmfCvDHFap3x8 +v95U+Bq/w3CPBO/yrMWmJuG3uyUTa40B5g8Z4Qt8zn1463/6nzOo5O9XiPQL +nYe6dvdZsvmOf848LTTP3GXBfUjcL4QfDX/ad5n4vuCBTPgM8evhF8QWfyNa +A6Uvy/PhZ8R/uCgTPqZXM3Eulm8BWCuOLIQ/kjzkrVM3aH5j+d2X+ddvOszP +35kH/EfcO9Te9mRN5l+fbqpu8IPPkTtVeJe+zvxTfq15ol76mzqZrxpZf+j3 +tzLxPcL/7+UUYu8GHVvntKnOi9/1GY2LbcKr1OanmcfzoYvkR0fxFy61Li31 +8xLBnyqzTGX3yMUdGtwHwx0+6CrvI/htljg//sHHXf8Phh8zsXf0uJ8JbxLN +O0Szkmj+lIl9IvK9bZ7hHZ8n7Vom2EX55in/1my8O7D2x9fxq54nKv6nbIwR +dBofIOub//cBZgLzvE6wh8K7Z8IPeGgh1vW1hB9M4v34hST2NfBD4Q8pKsSa +iO9lZifxPst7XzfT2S0T7/K8889NYm75Dt8s6zTxtF68VRfvmUKMb/zGhKso +XL0Q/MALfs0030Erf+1c3IHDfUHcg1SL8npHbiy8vU7MATvqRDl4gJddM+GX +xt+JXfynTthG+F+FXSzE3UrcQ9Q7ifXq175v55BCzKFNvX7EnmJL91J9f4if +GrmgBU3WeF1d526ut6vDtJs5ZK0xz8ijmsp/Ljr75cLH+32d8PNStor5Jq5u +JuIpW9d0iF/rtN/Y6xedNdmwObwn3if8DfuldWL+4B4S7prgvouZmfArM7dh +717KhN+Z5zszkY59Y0/kZevfXOtnRSHyn1YIGtjEIZnwleED5W4i6AwyLWwj +dhEbjf3AlmKbrnSYuAnm4xLXi/263PHEdXa98INv/C7zD5/fuH0py6eO615d +J+bJb4VTheh7vh3Dt9zd71x3J/HejE1GF5hjvzYuchid6mi9qlOIdQVrpJTr +oH7WJpWcr6PD5K+ciTTmscqO5xm+is0bPPD+f28S8dCENvsCZ0q387kojwx2 +MZ1jHMYvtvPeO3y0+Krx0xY7nvRbpcu3FMWda9zNNV5wsWHnfV3oPvdv3ex8 +t/iZOxy4v2Em9zMVQv9ZM3DXw/OC+YKKJO5t4r6p+33nxANF8U7P3RKvuk7u +9ZpQFPdSPOB8f6ltn9aWfuXiu/CNzv+g85CX+35eM605pgXPtIu75Lifi/vM +biqKu8u6sD4oinuNuO+MO464z6tzEvkY49PdZtp7EGt67tdIQiYXWS4XFMUd +YI8YLnTc3vgChOsI/y2+N4n/P3PBz9vmCT7nur37KN/uwtuVZ3/e0xWumoR8 +bzEPyG2lZcI38hvsD9mtEDqyVyHiXimK+z1WuswswSLLBzmNyMe5bc7Yc38m +d1Byj25BtO5SeifhcsELCueF7xG+uyjuN/nIYfwdC9y/PzsM/sV1UQ/3dUET +3cA3wl0gLxbFfSt3mcbd5of7HLlT+my9l+bqS4blEd6Te5C5syuJu53wEf3u +Nr7s/n7N+rDIdb4uWCM5viaZf+P7Tz63vqCfnAHhm7hv8SNYr352W35yfz5U +FPeRVVG+RdjtfPAwW3Fdjb/4T76H/HyWeG0knkeWBy9/mp9VquNX1bUpF+/g +i/QOXrNHyJN7VO6xTrxjXd1ddVQW3qr8H6TinAB76rzDfpiK/fHnU2ETLrNP +Dz/gCsFLqfC7vui0+anI+6HpfOD85P04Ffv175v+ENX3pOzJiFyc+eTMKfdj +XGW6+BcXuN7nTf9S1/GcMc/nctbBdHgHvMK2C58yvuVX7Gf8NBV+yo2S7zLJ +uVIh/Of4zv8yXx+YN3z/L7s8ZVe6PN/Ln+o909c0txVpjnuRs3N5+/kKsY9A +Pdyf87TSDlWeV7LBxxTT3e5383VJ1N3MZ5a4r3u06HyRj/IPut5XzSN7Arvh +o1F/7Yp+qs1ra0eYM4ecgftfEv549jrZJ8glcece93rOEL69KO763Kay+9nO +FIrirkvuvCxLIg93DD5XFPc+YlexuXcWhQ3+wGHu3iHPs0VxTyR31hH3nulB +N18Ud/31ZCxyrsbl7jTtn0yf++y41+5SwRj2nGponGaDH3SVu0mreh3GOnCF +9fAjA2H8x/jx0YEXBJVVZpvksCUXOnqV0690OnHLXZ6ynJfmvCn3FVRWHfep +L37LxzlPzmfzrRayLLesZliWtHeD6vhBdW3MRTxxtJX9DnzU3Il0t+ujLs6u +fW49qS76zZT3gCRsFrYLm/iJbSt2dYrG+XCN90nC5+p5tOOxR1MF1xbFnPWq +wzcKbiiKezknm+ZLtoPYgFHYED+Pch7Sr3beSeZhssPEYYvGCs63XaX8mYL7 +zMto0zvL6d3VnkuEWwmf7Xqou0MSNhL71jEJu3Ws8HVuC3aW+WRMUbT1XNO/ +32lT3U7SmZfPM37QYWjS9rbCrZPQXeYaZML9pNPcDmzpOOOxbh+2HX6uL4q5 +iXmGO7umMeY1d9yYjzmdubybab5huswTUyzDl/xM+Br3zbWWCXMx9/Gyd8k+ +D3deTlO/jlb/XlMed9VyHy17pdw9Sh72jjizyP4se0eMNfaFucfxXNHi3lHu +vGXvtpbz1sWeCh+VBE32X3eYHnSpd5zq6616x5dHehvngSZh9p0nKu1+5bm3 +PN51WFdzJ9LofHwnxTd98ArPnAd4xXKg/aUqf6/wMUnkv6Q4/gHEHd18O8b3 +dGdbL8jXLony3MlzjnULvSpJYu5nnVDqtCZJ2LceCu+ZRJuQ0xrzAT/wybzJ +3Z7Mt9st19Yek+xzMkZZN75hPaxuGtB6wHqG7l1n/UNHOnvddrTwCOHhRTHu +4QUbhr3DzmEDsAXYDOwhdgN7d6XgCsEIyXSoZHtVedjS+Y7Hnhwme/JmLvqQ +NQPtH6x8n/iuPGQy0f1LWWzw/9tUlXlbZb8THlkUtvYM45kOn893hqp3lPDl +RVGeek8vCvs/3HiGwz8zv/oezp5J9At9+j89Fyu8VxL3sP3ufp/lvvvEY+E3 +x1OWO924uxh+RlpGf4jObkWxLkUPWKuQD96eNX+sd8e5H1dYX9Ab1tmst6e5 +LmzVeofXu+7Fzkee+zWvNNO8vDwbfTfDPFzlfkHWpwqGFcWamLmMeQxbdqq/ +/W8hnDgu7/ysuU8rijU0ZU8RHJFEvlQSYdbg2MNTTZsyjMED1Rcnl4eOoV/Y +H+wktra57Ri2trHwWI2ZWRo7V+VjvGBf2ngdja2eaLq3mZ955vMJ1znMPE43 +hs+HLFfkO9RpxHPnMDrRKIn/avFfrAvzIaMrra/oZDXxP7Q85EifIteyoniH +yQqG8E2m8pzLuttxvDtxFzF9xzga7/iLXfaion/fgXju7jLIEBo1VKZbUdw3 +y5pxg9eNrCUYg4zF+7z2nOW1FGfcmXMnOT/n3J9NAvMNBXk4A08+7j3jLjHW +B19yBl0681k2zrdztv0T17fB9D71WpHyrCe5w4r7eLiT7WnBU6mgt8Jrjl+8 +xmV9+04SND93W7iPjO+HvuNbBtX7VTbuJPvN65aqpgO9j/0MX9ypxX1a76bi +HjO+PeAuAu7L+d48LBOtUtF8Mxu0WAtB+0O+f1D8e5xrSOL+H+5Aa+Jzrpw/ +pK4Vrm+B20C+hSrTyGVpC3JYlAQd6LMvQ9l9LTe+W1qcim+XnhU8k4p7uJAb +MmMtzt1IvEtwl1H9QvikOCu4NIl7u7iHjTDvA88Ycz8b7wasrfD1zfaaa2/3 +I3TwL+5TiDU19w+xruZs8pOWz9upOI/CORTOzCyjf5x2sfNSbpHLvu/1PHtu +P7gt3Bv3s3mBp285W2af2BtJ9BH3m9He96wrT7uP1rnNtP0D68460/2e7yVE +5+Ns0KS/6Lcn+2ndXyq5VwQPP1quz5sHeOHMMzL9NInnX5yOH2mN3+uR/Z6W +P35X/J2cW15mmSCbJe47+pC7nDj3w5mfOan4zozvzbinaZnzz3Hc3FTsW3L3 +H/HfOo60ychFa/7pwk84nnTOXXzudyueudvrCfcF/bXWfVPFus+3ddzlsNT1 +7OK6JoruU6I/lW+OFPem8xF/o+InZGNflbSPkzjHRLs4P8R5Fc62cPaPc+k9 +/Z7F3bnvem+F/xZw9ozzgKzJznA5wm39zF4PZ5k4U1Hh/P9/Zk11Pyoers7G +uYbrrVv4zfCZcU6K/9Bx5ot/3o1XvsnKf2E20jmTdrVpcR7sVfNO33Df1pX+ +jobvaZDVrrYPn+r5UunPumzcqcU3gXwb+Imeh9nmcIdbZcvkS9N8xDpA/yPv +LeaXMXFAIfbI2f+FThfReScb/MDLY6m4Z2xv6+ES06C/1nJu0PPy185LGfyl ++NOrCb+exH1f3P31uuul/m3WyTdS4SfnfMaBhWjvMuvHPOvPzvvm5lmXoIku +sQ9exXqL3mA/sCNfWK/RY/aMGb+M2YXCLyZxHo09BfZVqf8Fx1OO+wCRF3mQ +3+vmd6v17023nTF+sfUaG88cgG3evxDnFGp7XwOZzHM9nJnk/Cr34HFPBN8h +LnY86TdZJkvM+/nm/1HLdozjSBvr/NNc5nH1wSbpzCPZ2HOhHs7brLOtw+Y9 +7vLnWZYXWJ7Pqkxt+0b4Hga7hS2ak8T3I3wbQvhdy/AzyxlbTX8RzznF2/1M +GLvBOMYmQ3O86T5tzPNzqu9I1bs4G74m+gj7ulXjc4H04S/OmCntG7Vrbjbm +fcYOexN8V8L8gU/picRzktPx2TC+oHmH6T6XxDzGHLdEtI5TvSuzMccRz3oD +3xHn3Fa6P5nPN7gs8Zw/fMJy40wk91zxDR3fJ77AmXLRnJ+NtLmWLbrCGXfO +RXI+Af152fhmp49zf8513y91/pv8PN19Ptf5Nksuv3EWqhDfd3NvDncA/q34 +2xX/cz5kgoz47qmh79TCz8T3y4wNzi28L14L4vntbMyRfLfDuOJuTL4j5XtS +zpwQz9mex5RvV+Wfl41zFm+l/p1zmWuWeUw87f79P2/vAWI= + "]], + Polygon3DBox[CompressedData[" +1:eJw0nXmczdX/xyctVJYi66zGbLZZzEgq0TZzZ+7cmbl30IJKe9oXlRZCpUUh +aSGSLBWJor0IZUmLENlLUVGoVKj8nq/v6/z+eD3u6yz3fM76Pvt5t770xsQN +dZKSkr5pkJR0FL8zKpKS/kxLSspPT0r6AH5UNClpDfyEjKSkJvCG2D2UmpRU +BY6CF2LXDbf/8JMC/wq7PvDWYDn8jV5JSTldk5J2Jicl3V6elLQVu3tw6w6W +wedgNyslKek2MB1ejV0e399L+GfBPy1NSvqlaVLS8c2Skj6H/4TdE/z3C7Af +/gL4Cf+zwFPwhsRhD275xOkE+EDs7setHFwErxP1f4/HvRG8fm1S0g+d+F9x +UtJJ8K/4Rl2+dYhvflbq/0f473BwB7xvJe5tsAM3Vjp/1hLeM+AA7rsqzJUH +2+C/gOfg34D/4O34Rju+VQM6wifwjbF8aygYD5+J3SUlSUlngJfg//KfT/hv +HeJbl2+dhvkP8qYD8SlV/vGfxfx3I3gf/g52Gfi/MOT/ZaAXfluBSvgi4vwH +cS/JIv/h/4Ah8O5gNzwfP18R/vH4Pwd+LqgPX51qs/L7xzR/Y67yFkzBvBWM +qnAeKa8+BI/Dp5GGnqSlCEyCL8XubP57H1gJ/49vDufbZ4N98DZlSUkLyf8p +oAV8Hn6a4zcOFsLHgc8IezQYAp9BnRlH3ekHxsLXYXcNfgvAWvhqcHG6y+AH ++OugMbwSvKf8IM82kXdLQv6NIYz+hPUseBr+cU1S0qCO1GOwFH6Q/3ygsgaH +4S/hZzx+Lw3+78RuQZrrnNL/eYXj/jhYD3+t1N+aAabBT6RM9+P2DjiksiYP +DlM+74P58K7Y7SHvc9PcHjrgvyTD/zkJfi12V6W5DG6Hp2J3YobrpNrrBuxu +hn+E+xj4CtVnzA3BW/B6+NkCfwEcAd9BGtrxvUvAP/B3wWLSdgi8D7+O/1xL +WNPBXfDvwcPprqO/wgcQ51zifhW4Hj4bu+Nw+wr/z8F/w+4qyjoXrIc/jd0q +3I5Nt3sZOAlzNYiE+G3GrSVpSob/jt1MzDeAffB15OEJ1JXfyM+18D7YnZPm +Onsh/B+VMX4fAD/DWxNGqwynWeGtJU1HkNblpG8hfB6YD/8JLIXfRxz7kJZW +YAj8WepwV+pyXzAdnkYYzQhvA+E1V95jtxd5shw0gOdj1xX3g7i3gC8nzB8I +ey5YDG9e5ro+CpwIf4H/VBD29WAqfHOl2+pt4Hv4G/xnDv/9Pvz/WdL0NWl9 +FoyQ7JbMTbcM/KvC+au8HycZBn8VHJ3uNvQMfCSYr7IED8LXkIf1icuvTS1v +54GVkoVgMvwZ4jCGvPgKvFZpeTyW8HqDTfAPK9z2/kpz/7GJ/7QhvGZgA7wF +aToC2bee/Klba3n8ZbrDkDy/AJzBfweB6xUe39jFt9qT/oXwodhNwu0ycAv8 +vgqn/SJwA/xYwtxE2EfzjePhn/KfBvx3BWF8BH8bbIJPAG/Br+Y/l/LfiSG8 +editxu2JkL49FW4bl4MfKyxfroZPA7vhf1e47apP+w7+JWk8grQ2BavgjaOW +FadkuPxnU2YzKLuN4D3JDv6zMc1pehReC4rgB6iT5fB80lBCWhqBXPitFc6b +eaG8niOO44nrxpCezdjdnu46sAW+s8Ky51PwW4X7t4OU5THEbzX8G+yux+2V +0J7eBdnplpmfwb8gzGZZzpPllf6+6kr3UD5TScOoFMuIaeX+f45kAe7z4S2p +09P51hKQAq8hDQ+RlldBH/j2Ssv+I8HX8EH85xH+uxTcDU+udVmqz0yD3yh5 +htvJ4Ar1tXzzxhTn6Yvwh9Un4vYLmAC/FzyZZhmj+r+Ub9ThW2eF7z2m8kvz +mGcK/EK+MZVvDQG1tZZvj5CeGFij/FB/mu4xiOr7ixX+lvJM6f2m0nX1WrAJ +/j52bXG7DKyCT6xwX6k+7WW13QrXrXbBvTfojPtNIX3yvw3+YuhfjwY3UTde +AnXhoyss2ydhvlj+yYPB5EUUjC93/s8g759UG4Rnk6YM0naANtIU/kCFZfl2 +8AT8TFAHfipIVNh9Bvy6IO+ng4Np7uPU13WiTp9F3T4SZMDXVVq271QfBp8m +mZ9mGTMJvhh0TXcdXQKfjZ8l+K3Lfz7Q2KTSeTcT/BX+vy/Nefg2fBR19m7q +72PgKfg40jiAtE4Bz8MvI03vkL6nQC/4cVHX7R0a80UtnzS2vTqMD9Q/LlR+ +Y94I317hvkJ95JcV7r/UN2nM8gb8eb75FN9+WX14qdvvhjSPKaaqfRHnVsT9 +QvAzfE6F+1rJ6MlqD8ShLnlVCrLU9xPnGGU3Ioyn5zFebtfVffYfmO+p8FhH +Y7gr4VPwn57iMfWWnrTrCo9lHg71c2yF285h8KTKizjMbeMx36vw59Vnp7lM +Vd6fVHgsrj7hNfibICXdfmZVOHzV/SZhvHQmeXpZsdtwJfwV4jOJ+FwJJsBf +IE+eI29eBVPgH5S7b9UY7WV4Gf8ZyH/Hgwp4G9AC3g0UwL+t9FhUY6BV8O0J +8pS6WgK+h79S4bSpDs2scPnuTPeYQGODhyo8F5CMGKy2qf6b8JJDeawB2wi7 +P+a9Gp/wzWvoa0vBZHgSWMa39oT+u1XUc4UK0Dbq8VxCfXkYjyZFLVtVpvXh +Z2N3TJr7sF7wh0lzBWm/N7RHjX/PSfeYSPVJ8x2N7dQHnQ+/kziVE796YX7x +OvgMfgLxXVLp8ewl6Zaxks/qXzS2+DCMR3vXOm8/ABfAP6AMVlMW76pM4M+W +e651JngCnsn/04n7dv6fHnV/qL41L8SnWdRte2m65x8a/+pbQ9WmKiyPJatm +hvy+XH14mmXugArPHzSXODuMx04mjKjyKuRnvMJzGY1h+1W4P5BsHhbmA48R +x/NS3MeMgrfAz5W0lYo0y7u9Fe6Lv1Mdjno+9QRpnQ5ehEdxT0tznGoq3N9p +7FgCFinv+U8ecflJeQo/D7vT8HtkkH9No57bagx5JLyB+nB4bob9t1IfSHyu +A0fC87D7Gfe2uJ8Jv6TCY1n1aZdKtpCGHqTl1pD/M0tdNrMlUzT2itE2szxG +/r3S/ZfGbheG/DyZMq2kbHNA21qPxyWbNWbor+/X2k1jrFbwqyo8NmoDesK/ +rfDc64NQfppfqmwfCeP3WcTpReJ2bZCnmi+p7WuMMjWUr+KSHvJT7X0icX8Y +PAPvoTBT3YdVVXg8U5jmOUP/UJ80lz0z9BerSWN6lsdkX1Y6fqpb54T5ocZ7 +GpttCOOjMyOUZUvkJaiEHxHqw5/ENwn+FPm3LzspqTiHug7PR2ZsKERugFx4 +NlgE3wvyEp6/qm+9OsyfNN9ZQlijw3hG/avq2sIwf6pThSwl7C651Dd4F77R +kO99Rhry4SlgJbxBts2aj6juD5ZM0lgAu924d8S9A7w+cTifuLwNWkvW8c1/ +UhwHzbc+AdtSvEbyYbnXS2bCtwbzCcShGXFZS5zqKm6EuQbeNNdmyUO1Tc3Z +tT5Sj28M51tvgBR4UzAB/ilITnh+obnJIDAT3jXhvEotSko6PeH8/AZzXcxn +JDz+foaw14b5h+bnK+FHpXt+IXmdBF8W+qNjiNO/xK8H8WsATwHF8L3YHQE/ +kTCfKHQZnQS/jf8MSfOcTvnXKuGyvAs0gf9Nejfz3zTCaMT/PyLOq4j7sdSJ +ZfCTsEvHbUuO3c/mP/WKXCcU/y5gN/xD0Cbh/mqZ6lKq54MjtSaFuTkYAR8C +OsGvAA+Wez6ltJ4R+s+HsCvFrSG4D/5SnHpYQP0AM+GnEd/mlP3X1IGT4XOx +m4vbveBleHfsMnDfivsZ8JcI8wBpLyb8BRWub6pbVSAS8/hSY0eNsTQ+0nij +AeayML+P4udM/CaB0+EvEKcRxC0FPALPwm4L30rP9ve0fqS1O62paX3nWeJ0 +D3GbE+J3dsx19wZQCn8SuxtwmwImxD1eGZXmOqD1GY3H56ptgWHqK8DANI/R +ZS6KOW4LiENr+EDilKy8DfHTeEZ159EwHzgTP23x/yP+8+Dv8s3lfHscmAGf +FXdcvgZvwIcTxukpniM8Du/If/Yr7wmjJOb5w024dQvums+o7Z8f+psM/KzF +f7Nsl9dFYEC243AWvII607LIdeiUhPtXyfaZYT1T9VN1byL4Hf4rcTpXdRd8 +D9/OGG4Ssu8m6ugP8GTqaAf4DeBk+N/4uQi/HcEP8EsI85dk0g0q4b9hV6W2 +DHbD/+MbP+U4jFb8vx0ytgBZuzfd66Eaz6jv1Zxb659/8Z/cQssgyaI8/lPF +f8eAzvA/cT8Pt2zwB/ws7B7HLQo6wZP4z8249QD7cS/B7lrc8kBRldOgtJzC +ePXNXp5PT073mo7Wm46Jeu1kYrrXR8tI02ukbTA4t9zj8fu1fhXWb3K0Pofb +E6AjvDHhtyT8viC7yvLtfuJSC46Bd8DuglzLyMwqrwcprH9Df6709cbvCHAs +/ndgLoJfCn6CbwDN4BHwI/x0vvkM374KFMHbE2YtYT8FusJbVDntOymD5vBj +ox5bTQ/jk9wq51090FTxobx24Dc31/7jYD78duUZPMY3PuRb+0BNuecP9Si/ +lekeb37H/6flOIxDMYenb08P5uOq/K2lmA/EvD6uujAvrA9p/eJtzTXSvf6o +OZDmQrPD/GMH/3kjx33eT/ANYGyO+5hd8I8qLJuuD+Mprcc+mWIZqvH+Fvw8 +l2MZrfr/DnaPqO8CX8J/lgzLcZ+wL2Z5r75Sc/JHKtyfqW97MnxP8/V309wn +yH0yYQxLsYyeBE9LuG/bDgoTnp9MTHGfMFeyG9xLXs4O9atNlfui4aAt/LRy +162l4Ez4Oepv4XeBs+CF+Lk0131KuyqP/1UWo8L6ys/UkVP59rVgH7we/6nk +v6+DCPwe0Ja49AWDy71f8HS691i0f5BPO1mU5vlfB3jbhPvmA6AA3h0chq8C +J8Pf0ppLivPg9XKPh1XXrgnrU+3w8yV+/wv+06s8drkLtIbfTBxTkJUJMFx1 +PWZZrD2BuvALQP9s90nnw98jvQ+2Ji1gTtTr16o7xRlej1b/pb7kkuD/ajAs +231Qb/guxqR7mGutATvhj/CfkwirF3hBezfYHcLtO7AD/hp21+D2EnhdeS07 +3L4AX9VafmhvpWmG11+Xgqn4vQLMhk/S+gT8PjALPhpkwC8GMzV30xyWsFaA +z+A/aj8Ifhj8DJ+On974bRritxu733FbrzjWen4gWXJ6hve/tmK3Drffgrva +v+YmaRmeX10AnodvBjdrLkGeFFC3fyF/xsFvUZ8E3wBGwIeozcAPggfhP9Q6 +bz4B38BvV5+O23bwOLyEMMsyLCO0vjAau224TQIjFbb2D0jLLeB5+FvgXnh3 +5TE8G2RleE7dRvnHf44mfkv4/6iY11C0ltImw+69NeeCXwQS8MXEaTBx+wCs +gq8BH8InBvPZ+Lkuw31S+6j3M1R3bpKd6lKt875FZ9oW/eGT2LVv7TrwNHwQ +cZiV7T74YvgU7GK41QfPqj/j/w07+5vfwh/U/B23yuC+X2XS2XXwN/gp2NVk +eM+ko+Z6KtPOroN74fGYx1qjwBWh/v6KW73O/v8lMY+F5oDLYt5/0V5pdQhP ++6OqG4NAF82fQUombY/4fBzqo/iVuI+Cf0yYkwl/gcoYXhbzWOUOjfngvcD5 +2R5D1sS8n6G9kfNB56jHlxqrnBfcX426LeSCsfDLYw5LderaEJ78qs5dDz9d +dTTDeyQK73PiMI+4PK02Al8EnoK/EcyrwXD4sBDfdbWum9PBcvhzUdet/whv +ZNT1+9lsp0Hfe0xjEty34P4o/IO4x8qHwUJ4X+xexC0VPwOjNm/DPBX0UduP +eyz1Lf6/iHt98dR0zzm0PvSd7Ao8xtFYR/2V5v7/W8Os8P6i1nK0xqr1WNUH +ld1IrdFFPf7V2LwcjIGvijtuGiOsiXu/XHsd74b140zStBHZOUFjao0Xtf6Y +4Tp/DvzcqOv6bBCBN8bPvCyPSVvCt8c91jvEN76EfwK+L/AYZDX8fhAp8Jhc +8Xmy3HORiWH9bTR2VxR4zjE27vU+re0mp3s9r17McdOa2NExr49prXJ8MGt/ +4qUUj4m1nj5Y/VmBx/gPxL1fpL2HfWE9twX/WZzlPdzjY97P1drNomDW/pTm +hpqTaP3z70rvZSnNhyu9fq69grlhvV7xU1w2hPwbXe6+8smwv6v51bnwO8FT +8OfKPVctDeZpcc8F+oNRca9Xay9acyjNpW5QmNS96tCeaymDJyiLXiCq9iGZ +CP8dXBt1/6e+TDJ2IPz+mGWh+rRb4depD8HvY6C/yhasgT8FrolaPk/Jdh+q +//cFl8GngzvD/E9zK5XxhyrPmPsCybi74OVRyw7FqQY+NOq2tAjcqvW6qPn9 +kgFRt1/JgnGgSutPUde1n8Flio/kd4br5MXwj+KeK9Wjfi2Le75bRV4ODeMp +1b8fCjxHVfw+j7tuas71vuYOMc/FtGbVQLKQML/IsMwdAl8bd9gaE22CN4x5 +bV9rICfCB0UdN8n4e1QWUcsqxfFO+DCtF2H+BPMd8G/jnov8zve3wjfHPff5 +GfM6eDV+RuD3Y9BPfUPUeaM+sbv6uqjLVn3g/fB7YpbdWjMaHHP9kKxfBe6L +Wf6rrjQM8+1b+M/6DI9ZRkS9Hn55MXNnrWHDu1R57K41jVTNv8jDaxn7PQdO +hm8uo961YEwCvoavBGfCLw/mmGSI1kLDel1b8HEq9Qu01volfvrg936wCX4V +aT6qILRReJ0Kr0V2Aj/zvZ34uQ+/54H18Ls0vymwjLgX3kZrjPRHH4Ai+Bng +Q/jgYP5Qe0b892jwBvwU7F7DbQ/oDn8LuxNxOwW8W+b9W+0N1g3r38fwjZb5 +lCnfGwhfVma/SsOn8G/Ux5CXo8BXGisR59bE/TzwB/xM/vMy/78VnALfg113 +3AZpzQ/+Gf+Zy3/3gDXw6YT5a3PyDIyDfw7y+FYMrArmKnhbsAD+FegIvx38 +UOb9GJ1tagF2w9eqT27tMe+KqMe/D8CXBPNjccuajmAQfAVhZBFWBfgCvgA/ +j+P3s5C+LwhzP22rA+Hv1N5I1GPbHWAlPKr+irQ+Bk4O8l59TxNwN7ybZGiq +11S1P3xd3G5b8X+55upgC7xxgc1a/1Vd0hqd9scvU/vNdx24Un0NZTiOslwL +zoVXEuc9zZhnk3/V8Ah2X+P2VHA/H/yX6ToShZ+Hn9PwmwLi8NbY3YXbqeBE ++Ong3UzbdYDfGXde/UUcLtXcG7uDmfZTBi8ljMaEVQQiZY5PLnwvcTqlzPVT +dfXf8P1ywniPsPaBi7S2Al6H/wh6w+Pgy3y3kfPhlfznO/47BRRXen2+hrxp +mubzJh/zjRLKrgF4Uxw/0/G7A3TReQGdUWrjMGKV3q/VXvR/qV7vrgAt1XbT +fN5qXZnbnsL8BP4eaNXCbf4j1cVKh60zM/FKuyfj9g9pnl/m81sKa1TY/9P+ +hPZmtYZ2TVhP09raacGs+nwH/78TvAjfRR07OdV7xr/Cu5AHY8iPpeBU+Ldq +c609Z1qmuQEy7Exk2VWgO3xBKWloSn6Cj0t9/k97lQtACnwP/zky023ke/h8 +/HyK3y1gMXyZzuzB14f/p1Z47/pbkA7/BLvtuP0NlsKPrXDbngsaaX+BNOwg +Ly4Dw1XXiPP4fJfpWfB5ZS4rtfmX4N0SnivnFDHegjcnTy8lfpmqM8Tvn6i5 +0vwdvGet94pvBqXwaK33/i8E58CLiMPmVO/xJFf4PEax9tZA55A/StsCMLHU +bVpt+3Lwn9bPa33WT3uep9U6vd839Z7ch/IftewqIE6/ar6gOQl+LwKnwM+t +ddy059MFnkUc3ifs+0FLrWWV+uzTMrBQe32EsYDw/gXbos6/58mbH8CUMu+X +XMF/J4Jm8N/xUz/TMnh31OctdfZHZ+KWq2yilk05agMae0TNrwRHkLf11GfA +/8PPIdw2g3WaL2P3R9Tnq7SWrjq4rtxzbs29J4X5j9aAtBYkmSjZmE2ZXp7v +Mu4AH6U2Q9w3geeCPFVfEQdvwx/C7mXcloNH4T+Vu+/THspqeBFhDCWsctAR +/kbUc1/1Ge+qLmDXJ99tIkvyljAmEtYCMAb+OHgLvg48A3+qzN/6DTxb5v0Z +7cU055tr4PmEcSdh9QA5Wpstsyzdjfw6C75JexL43aQ1KXgEP+/j90FQHOS3 +ZLn6vCq1T/ykpvrM2Dda+426bLtlOr9nE2Zd6v+3fON5eIHW4PMtA3to7sB/ +ctT2+f82+DGVls0HCeNPjY/ilgXqE2rgu6J2ex9s0vyfMDcT9vsh/+eUeSwg +u5nKe/xciN9nwEL4qqj/qzWFRRorlXsvRn32VvjLZc47jRlmwS+Juy9Qn1ep +8SFjphNyvaaaBh+An9SuyApwdITxM3W2UZrP5Oo87+Ea6qDkQUfCgd9Y7r2X +jYy3roFfADbAG6TYXIdvnIj/b/D/X43Py2kt9I5wXupC7S/kUAcZ7z2huXI4 +b6E9Ru09a/9Xe8U6o6GzGpPxUw//FaBPzOettBaoMwI67zkLu2zcvie8mfAx +Ma/VZOXY/A4oy/Eay8sx71doL+JozXHgvxPHXcS1DXHeDy8s91rkuaAD/GPN +J/hva/AR/E/8/IH/Dvj/Fx4v91rmQXC+9qvK3LesBpPhbcmPG/HbBaTBk6q8 +F/ca+EFhl3vtWWuWV2qvhP/cwH8fBLfCv8TP3Tlew10H76P9ymSvmZ4Hvx0/ +w/A7ANwIb6k1VdwGhfhfgl0tbneA6+HpagPEJR0cB/815rXrB8HWmNdjX+G/ +W0P4XfnP5fw3jfKYQ3lco/pFW7sUu6vhTTV/JaxbQGv4wzGP7RsT3gT4VNAE +/lW2zTrfpbOMOgPzcYXP06lunBrOKzWkT3m80HsyB+LezzkHPhAc1PhPc4gc +r+m9FvN5Gs29e4XwuhDnh5O9pn8q/FDcew3a8/xPawtxrx1rT/ZovlVR7r2e +B0Dncp/f1d7e/eF8Uj52t+E2DXTT3m3Me9+3gDfgmQnvbSrOjRJOr9LeE8yH +99MeC/9tRvnerL2rcu91fp9ss84HaW/z7nSf178Ou3opPsNwt9YKCCOFsDaS +fy9qPSfmtcvknGAu915aNrgL/g91sk6+y+T4uM+/6Wyc9oR0vrJJ3HXxMHW4 +nva+yr12rj3B2+DjY14LPZ3wX4j5+/pWP9VBraXE7KY6+V7M5++1t6QzMzr/ +rf2yGHkxGBxBflxV7rahPd0byn1/QWfntSav8/u6r6C0a49E5zv7UqcqmrsN +XAzvHPdYXXU2I+763LO5x8T94GWgBbwOOFeyDPl7Y6bnUFka+5EfKzo6T36r +8fn+/anu4wvhx8bdFnbiZx/u3dWHE1bzEF4R+Jb6fjTmU+E1ms/AG4JzNJbm +G70yPcZvB8+o8NjqZ50pV9lKHjTzmLuH2mel+3aNeVPgHfDzOX6fAnkVni9o +LtA7hLecOA0jbu+DL3Q+vsZltxTsgZ9d5rj8zTdOL/P5bo21NabqpLzGrrS5 +45wo83hCfZvmpM3CeVDt/daE8zNaP9XYoS/uTXVepMbflszbWeP5rOauZ4T/ +K/2KazPQCP5X1GOTXsGs80cd05znuk/REYxP9R0I3YU4s8x5mwzKy3y+S3Nb +5Ul3eKdKzyU0xmwBry3z3EV1pDe8TqXHdirzY3U+t8Z3CSTTt9Y4fz9L9Zkx +hdelwmWjNYAz4F+rz8b8uc6EwL+PWTZLxnwac/+ivuRKsBi+JmZZqT5lCXxs +mefC08CIMstEycbnw3i6Udx9hcZczeDJcY+V1Ec2h7eIeyyjPvYE+KByt2Xt +QV8Kv6HMsl1l2Edhg4uae8yjsc+9YBT8dfAAfBlxejnHfexSrT8TxirCOoow ++2utpNx931fJNtePu+/TGK1h3PcddFanYzgvNpIw3yDs0SF8rZcsSfUZpFPg +BRW++6P++zDhrYwF2Qi+UF6VOW/UR92p9ZEyh3UnuA0+qMx9ncaY98CHgvHw +u8EQ+AdaHyKsx8Fn8M8p09Ed3aY3wddrPQm3muCu81GaK34c4re3xm37NbAR +XlLhuZHmkCfDF2q9n/8+DdbGLC8+xe+YEP7dxGGk4qo+VONL/DyD3wuC/wVa +I9F4ItX1pz51sIy6OAKkwT8u91j0pXAe/SbtSTP2ehf0hpeB53K9h94NfgX4 +Hj4NXKL9Q3BEHt/BfCF8uebojO2agw/gp1Z5r/EdcDq8F/gQnpRn/5qTaG6i +NZiF8P7Ybcz1N88P358A3xDMF4O18Ob8/0b49TqjgLkz5hvg7xNGBmEdAd5R +XKq8t7sInKOzDeBl+I/g8irX32v4/tAwPnkbNOO/3UL8B+LnOMJehv9L4f3A +l/DG2F2rvXwwFfP2kB9a/xsIn5fr/fsM0A1+kPI4VmNb8rgjdfufVsQR/idl +tD7HZxiO19gL8wrMx2M+HPN5kI7wn3N8nuMvxsB/8d88wvgXXh+7+rh/mmP/ +zTBnKT6Ym1R5/78u5opcnzc4iJ/vcGuTa/cjNR8hrO8IMynsh5+J2385Pp/V +B3yW6zMfMfhR4ABup+c6PTp/0Qr+TY7jfys4mrxZjN1F8HqgDvxccKLiBkrh +RwbzvzGnTTJBsuEa7H7BbTa4Gn4BWKpv5Tn/u4OHcm0XqfJ5kwHwV0El/Lwq +f/v+UN46r/IYfGWIv8pvFfwJUAM/u8pnXb4M5s/UR7VwHVoKL8buylzXmfJQ +f16BXxXMip/qxsMhPjp/O4G5+u3hfPNrhJFEWOmhPsawux+3i0Gk1vVNbeVv +6t9c+Cra9FO07b5gme6eEWaTPMdZ9U1rllq71Jzvdfhb+OmD33HB/1X4+SnX +cVT91nprV/w2DuuzOl+iuqk2k4BXVzmvrw35twg/O5t7zUXt8TTshuS6zZ4J +v4Y6N7cl9QXcEvH/lfe7Q3mpviivGxLnK0P+Kq+rc32eqAJMhvcDPYI8kOy4 +L4Sv9XCtjSeH9bFS7J7GrWeuz9csVhq0lgZWl7n9SRbpTMa5VV6/K8atd1hv +qyWOw4jrLHBhxOc3+ue6zcp/bZVl3d1BPum80Pm5ljmSd1p/uYmyGhfWh64j +jPcIawy4Gl5Q5bNHz4f0vAVmkPYrwFzFB6yAPwrmwedL5sEvAbPgM8Ej8OXB +Xe37b9riJ2An/FvwcSu3eZknqgzwOxO8qbIDo+Cfg3eUP/om/EEwB76e/8zi +v5vAjojbh2ThUXlun4exO472vx73v+EfYbcQt6S2xAG+WfId/lGezcvBaviT +4H3JXv7zO//9CGyHb1X7b+s4rIC/B+ZINoO31b4UJnwSWAK/jP+8SF6uAVfC +/8TuVP7/D+5bQvmo7zgU+iPl73TcfgArFZbKg2//ArZE3B/8leszVKrfqj86 +m6U+o6fKusp59zP4MpSP8v5Yvvk5fDdhbCasV0N+fYHdNtwzcP8evgu0hn+b +Z/NO0ALzesyb4N8oT+Al2G2AfwrWYW7e1u5K/ybMKZi3qa2C1LbOE5nX8s0Z +fHsd+E51QTKvrcvgu1AeKpszglnz9T3Izk65Pj/7BpiY528ofzdWOS/fB4uq +fB5WZ2XVBnR+Sf2F+gLJuPwqt3e1RfVZOUHeSrZJZnessjyU7MsK/nXeTWfX +JIOLQvtWW9gC+la5/5UsVp+i81WS/+oLHgrhnaj1OurfEeAY+G+ag+d4DejI +Kq8HnSj5nGOzykd1uaH60IjPM52C+/4cn8duoPNVyW5D6h+PxZyGuRYcp/Uz +tSncmiS7v1P/qb5WZx5bwutjl5XsOn0g4vN66jvVh+i8o9q7ZJf6PJ03vEd5 +QN5+nevxyMPKwzyPoW6p8vhHskVxbB3a27Ga+4OGfOs17Mbi/6vQnk7SGr3y +AhwP/wC7N/Ncpz6s8nlvne2WjNJ5xqb4OS3ZbVjh6TyiZKXyTOtnLbDrgVsj +0Ljc561VVzRG0f5kFnYXJTvPmpT7/Kdkdf2QHxq/qK8fEuqD8ldjj37Bf6bW +2JKdZ43gl+Fna65lvMr/W3BcW8tAta/Ta712Pjisr58KesHvAj20Ps6c/OxO +yFmwEr4OXA8/J5g1vtTY7BLwJfwL7DrhdgFYBd+IXf8WHoPKXfft2xP2McW+ +P7hB51XxGwFfwt8HbeFxsExrJb0YB3QlfZi/wvwZSMDbBfetYAi8N9gE/wmM +6+Q4bk54/CxZdWqey1/xV1qeDO7aD1LfNCTsx2q8UQq/BmyAf42fq/HbHSyF +rwCV8IFgTcLjY42FUwj/NnhjnUfDLYX0tVZfBUbD12lPAz4FP7fg9zXK4OJq +UOu7l1+CAfA7dOYNvhhcp/siteaTQT/4RWAu/DEQr/X+c98WHlNo//Zs7N7A +7VqQgJ/W1WeZb1QewG/FbjNuSSXEF34t+BTzXo2RdH4KzIGvBjfArwer4LND +/BSfRfCdIX5K3/pif1PfVhqV1u6E3x9+I1hT7DgrPO3HRlt4D1t72deojuG2 +C9wCv5P8aZTnMa7GK5+Tx73Iz8GhfFeDS+GPgLXw18BxnVznFiRcX1U3U8B7 +Ce8XvK29Z/AwfD52yZ1cp+W+POG6lwE+hI/gmyfnuc/S/GUOdsW4HR/CH0wY +Tzb3HoTC03x1KnxJmM//kHDc5oAd8EOqw538psWRpO8Y5Q88qdj3rf/FfTHm +n0E9zA3BLviSYL6FMPtpbyPMbxfhv2sn58HihO/jqi1t7uT71cORZ0vou38D +D8IHRdyXHwb3aOyScF1uDt6Ezwbbi5yHykudH9DY9Pfm3g/YrTP0ndxGv014 +/0F7P0e18H7DFuzu7uQ2uT60T7Xdu4J5I7gdHgvt5UcwupPb1DfwfooTcbse +9IVfJXnR3Hs+w+Az8XNEJ8uEt0J8VRbfE+fnQ3mobC8AA8ssPyQb6gT/bydc +tn/j/1X4XHBiJ+fh6wnP1x/lv7PBfWXeb5rU3Gsy+v4j4LXmntPLvZw8vpv8 +7h3ko9rjyGK3GbWdqyIe224GN8A7YFeI2/Egs9bzMY31zgZ3VXk/Ml5smaj3 +R9Jr/faJ9jR1v1z3x7Lh0WLfL9P+av0WHlNrP1zza81lSsP8KAU/x+G3IHxP +94v/Jq2lmHPgV4APiz0n0n1EyWfJ7ofBtjLfZ9O3NMbW/qbuh2rupDhqv/SM +Ws+VuhZ7P3SX8qiFZbz+r/1SuZ2kNMHvJ43t8zwHuq/K+aG4qY8pqnX/o71d +3anX/m0GaFLsPVf9X/sjh5p7j177732xe7nYc7bzaj1/Gw5/KZi1/7atuc+Y +vB7KS33Z86AK/gp2fzX3moLmd2dhdzVuZxV7f1334R8u9hki3ae9nTL8krJ8 +Hlwa8f605h5vF/s+s/bf1BaywnkcyWTJZoVZDW9e67xXHyB5fH6tZfndIT6a +v71O2A+B/hGv52jtIps8u1vju1rfxdUdX51n0n64+uoXi30fXvHX2YCR4Xtb +icOAFp4zq//S99UXZITyV3g6G9Wy2Pd7m4FD1I9U5PXj8IX0t7X0Ex3bIe+Y +vz6C3QH5x/0x+AjVT3ghGAUfQxyr8iyzh8NHY5eJ27lgDPypWr810yj4fwjs +J7zmmB+FPwk6wo8HI+EPqP7COwSz7o8rr9VnXQ4fCLYXuw5fXev+a2Wx68SV +ta4fqgufBvPdYF+x/dwevt+CsP/EPBieBVLhf3Ryfz0cHFPib9wZ3NWX6wxG +p1qvh2hunU96h1X5TIfOdmiOrrm6yld1TX2k+mv17+o7Vaf0vsLQWve9yqNh +8J/5zwMt3Ifr/Ni34MYW7iO3lHk8JlkjGaL2ovMgqqupIT5Kn/ruJoR3P/xF +4nRnnvuwhzT+xe6kEueB3NUfq29Xmd4LHwIOFruPllnjD/XtKoN74E+AvBLn +yYO1zjPlncYEd8F/JY6Pt/AZuu/LfMZKZ61uCPFXeapsNaZReD+qP2IsPxVs +jXj9UGP1p8N8cBXYkec5u+aT25h/vJDjNbK/Yh7Payx3DxhZ5fUzra1NCe4/ +grdzvCb2S8zjaY2NH9eYGv61wsjxmt72sD7/APyTsJ+5G3yU4zWy/TGvl2lt +bFGOzbqPMlZr7eG+k/YPH0n2mDu73PcptVb3Qbg/k6IzBcm+41IQ1he1Nqc1 +4T0xr99pLfKdEF/dH9JdoavAtzHfj9Hdq/Lwf60na+15ffi/9psvzXEebYZ/ +EvPew7Tw/3GEf16e50SPwJ+t8lpHa/AEfIjmFPCLg3kK/2motfFsvhPz/mUJ +5t+yfX9X++vHam0Q89iYz8fu1t3aHN+XeAisxNwgx///CgyFnwUWaP8VnAm/ +L5hfARk5ToP2yzV/01py7xDf9loDT/acqk3Yb5md4zm29sO1nq+1fs1Rd8Y8 +v+qe7D3Y3HKv32ot9pFQ3prPau46KvjX/WHNVefl+D7VKfxnVHKYg5V7Pqe5 +4Y3h+6o/CisKlsPvBfNJ759gOPxR8DX8SZ1Jjvm+UYz/tgSpYb/0EG7vhvsj +FRGPfZJBecT1V3XhTrBa+xfgjhzXaZl1/6CLvpfl+5JdtX+s87GYO8HTlD6d +5c22uUD7s5hPw3xKzPdF8+G/ZPm+s+a3Jyf7TGwG/FzsinH/DffCmM/LXpfs +ObDcdd9Md796gVXw9mCfvp1t/+Xa74UfyvL3tP9+fY7LTPtjRxNGs2S3iVY6 +y1HutYD7QWvtv2u8hez4BtSJeD2iCLcrteesuW657/p1CmbVd7WV7LDf9m7M +Zz8eDuWj9bjRee6jnoO/il0ebleH/S6d9yjNsQxYEtqr2lrzED/JH8mWy0L7 +eqzKY7cHtOYGXxTzXrfu1H0T6rvqtmTIxiBPJDuGBrPu3+nu6UXBv+7bSVbc +E85r6H6f6uKtYT/sw5jPBowN+d1Nccz2nYZTYz5vMDDZawqq76+rTkgW4mdi +zHMAzQUykLfPwFvTp+9vT552oPzhp4CO8H3Y5cGfxk8Kfvfxnye1nordSbg/ +BC6Gv4hdZ9yPBk/AM7E7wH87414En45dV9yOBU/B07Dbi3uHDg6/I2gMX4dd ++xq3f52V0Z2oGTHfbzoqx2Wi8zd3EcY3xOUowrsPPhY0gf+I3Uj4QZVHW69x +7oA/FrHfkhC/pnzja751Ygd/7xf85LR1H/NjleWRZFOSZCa8ED8t8dsTdIIX +g3T4dsJIgWeD/+CnYte5xuk/iHkBaA6fwjcLtXcDHoefVuO8vg6Uam8eu13E +vRnuoyPOf+XNVeAs+DjsmuO2u6XdW2k/krDb4J4BPxGsxFwXcxt4W523gn/W +3uYGYHF7xzEZ/jJ9bj/631PD+2jNsNvc3mlsAV9Le8unrQ0CO+B51V6b2Ef+ +5FQ7vYfxvySEN0Drm/SHN+M+GV6CXRZh/dje8dtEnN8k/g+ADfDnyNPD2Zb5 +yt+Xq9x2loT18Bn4OUPrh2A8fHDEexkNMD8Ev03tRffvw325MRH73d7S7jq/ +pbNcU8J9O90HWZztOqT7cbrTobsdO8P5MckHyW71YTofpvMxOivzbLjfN1Rt +LttxfkT/Bc1zLNOfD/J9LbxZjs3PxCz7T8lxe1tKnO4nfvND+h+QXbbPpKm/ +1HmYbjnuA3ReRvmjurcgfE/yRLJBZ3h0fkb3BZV29ZFqH3M0ByHs/aR/AnxU +xG1tC+b7Iz7/JVmib+i8jfbDtdetPn0O/GG1Gfy24z+PRNzfq6+uDu4TKJPL +87ymPze0J7X1DS3d/nQ/Un29ZLrOUz0QsaxYCIZEvD+uvW7l2VsxyyPlzf/6 +sCDP1HfojJfOOyXxnw+pexO05lDm8wCSfRpz6LzU08ShT57X0F+pcnko788P +4d/K/5fx7SziOCLi/lJ9Z9fwvelVHiu+B16q8nsFeeTnNeG9gM7qo+Hl4Bx4 +tfoP+LHBrPqssvwB/Ar/izhO11omOFjm+U8sz3s+6l8ORbx2/gX+98Af1Zo9 +bkPB6CrXf+0FnRP6j7342dHKbUbhP1DlucX1YBJ8QZX3Cu4N8dd+ySz4gDzv +N80Aw+A9Qvg/KA8kf5L9fc0H7sjzmvXUEJ7y4lCe9x80PtRY6xkwDT60ynNP +1YGnqrw+r73o18EuzVU1hszzmFL+x4J4ntfMX6jyfpjipjn/+CrP/9vleY9M +Zr3XoLyfGe6LKr+V94/oThZ8gPos+LmgX8zjMY3dF4MzNBZRG8x2Gcn/2dhN +T3YfqPN2uj80F7cbw/1PvU/wv7G6ztSV+/2NHrgNDfefdb5UskFjAo0NRhHH +SJ73AJ+p8n6g9grLg1n74xo76E0Hve2g/XrtXegMZfNyz1+0F5bd1v2L2pP2 +HnNCfsb4zzl874GQPskHjaWV5juUH4SxJNljUKX3N40JyfsWmOuWuz30JaxU +8HiV9yu095cI+a/6U5DnPXvNT5+v8l5fQahPKj+VtfbAFlZ5P1tnJ1SGD1Z5 +v+wv+Ft53t/Qeqz2jlXHh4f5g+YKL+R5v1T7k9qLVB18NdRH1fWFwbwa7Mpz +ndX+3tIq7402JH++gq9RHSV9q8N8UPuTr+H+K1ijuWGV+yKtmV8X6pvS2iTE +d636ozzvaf6/f/VNe5XGKv9H/92b6/7qYMRnPVaAnyPeD9Re4bMhP/bSpp+g +bc/TGYAynzfRWQfVicFVnr8qrkdTHn9EXF9UN44L7v9ojZn/jg3/v7fKewN9 +Qnmpfaku6MyO1nc0npQs0BmNu8J8THMz7dncXuX/q6x1Bkf7C5JnkgXa09L8 +9/eI91q1p7Y/4v1G7eX2DfJS8keyQWeC7qjy+SCd9ekezFrv1lkdyQitF+i8 +gs7iqM1qvU77R9o71BxR8dF8Q3OLBKiMuX5JVqnMtJ9ci11ttuckcj8GjMvy +my3J8FbqD7Msc9vBT9IYPMtzlNSY3/N4mrSsBKXl9r8Mt4dAo5j30zV2OKqt +97P1fpPmMrPC/UXdf9Vd1yMJPwderPFktu/Eyqzz18uSPYfXexJ6T0Zv/zwV +4qf5kuYu74b4/MA3mrT1Hvv6Ku+3a2+wcVubj9OYNctv9rSJ+T0bzc3mh/vD +2TG/bfed8qDS7/voLaHng/9y4vBGsueIeo8iCbsRWc4jpbcOGJnlN6yaxPw+ +z+EsyzC9H6T7zbqbm5zt+cAq6sCkVu4DNkY8X9Lc6enwPoryQ3kjGdQjZnkk +WXtUMCu+OmvfOrzHV6vzasl+Y0Xlofv1kq2aQ5aG/lN9pcpI5an3tvT21mMh +vidozJLlOWLTmOeLmlvODWbNVzV3HQOaq6w05snyHFZm7fdrb19nNJZV+X7r +ziz34XpvSOc3JIu2BXe9l/FhlvNI7xfVJQ9W0hangD/LfH5daz06g6X3VzR/ +f5OwbgNXxfyegfqm3eG+73bCbERZf5FneaX+R32V1jjuhncnTyYme46s+6Ra +/9DayaPBXesXWjuYDLqqLPTNbM+REzHPlzU3vyeYNb9TWfYFPWOej2tufav6 +PPh5oF+254BylzxV3DTH1XmTS2NOS3Hwr/cF7sz2moHeK9B7bFrLmRvu1/Yg +Ti8ke41F8dP7NguSvaal8/Al5Z6bvxPOu+u+g+4K6My/3l/R+FdzzTfD+ofS +p7RoDH1jzOdJdXZUeRQt93heb18oDTfD/5D8aes+R+czlD6lfWJw13hcY+N7 +Q3gTI367vpdkXrnzX3d5V4Xwd/Sk3+xK3QS7ejp9yvu1oKrc8kmya6zGgPCb +YuZrw3qN7iPo7oHupN8XxiPqq5eG/ln5q7KYH+qL3gPRWo7yWO836H6A8mp3 +st+D0nsrGmtoTnJr+J7WhmrD93WedYTOOob7G3r/fof2GsN+4RFa3+7kPeVG +8BNI/xadN2PM2yLi+0LL8umz8n1/sH3cdyteyvf93CVlntv9CtZofxi72fm+ +E3V63P2zzt60owx2w6v13gNuT4Mz4r6PcgN8KiiBp+q8PvwB0AneHUzL950V +uev+T11493yfT86LeG1rD9/Pjfg+SW/cRub7fL7iq7vEp+X7Psg3/P+ljr6j +fHTc97fugL8a4qvz/frvonzfx00nzHqEv7WF80P9r/pu5VG9iO9w6S5XVYiv +zkOp7zgrrBfoPI7Gwl3b+nyTzltH8Htfvu+naX9Le2Mzwb4yr3c/1sJrVH9o +7wc/zfC7hTgfCX8bLCig/YP5ca9nzWnhNXL5133JCfi/It/36XQ/7F74uaCd +7mbr/kq+74zJnAuugT8PCuO+L6qy7pvv+3Fd4y6r/iAvnA9X3ivPdN+tG5gM +HxD+v4c0tm/rMZnKu43uSOD2VPh/Q/JsQwvHWetvB4jzrBbe41P6dT/vf9/O +9/lv3YdIy3eZ6n6Q3vPTW4QlIA5vTBjf66wjqA/vg90ZuI0F18GbYLcLt8Xg +KHgaOLKl49A0+O+O38bgAvhloBaeC86D9wadi/yGoL5XBTLhVaBW5zNANbxN +MN8G7iqy3ZXw87WfDr8CXB3867+Dgns1cRjU0mfiEvA21czhyL9rQAa8TPvJ +RU6T4qf+5lOVNTgWfhx+rsbvS8G/7j+prh+Z7/s2L+i+Y4HfRHkH/iqYAd8I +3gr1QXWjATgJ3kBtKt9l1jju+zkn57uN6r6Y8nu78pr4pkR8/+O/jvaj+zsq +b9WVtuH/zSOOawb+W8IzQYOWLjP9/yTJW/gJWkOMuP2rLanOp8R9f++EfLcZ +3U/ogJ8c/B7kP6nwJOzq57tOK/66T6q63zHf9xtUv1U3O4FW8EVgE2l/KaRf +7atpvmWOvnciKMp3m5D/a1RmRa4Dlye8hqC1hFvBHp3nIf0jSf8nYB38Gd2Z +IOxzweNxvxdwCfzJ8D6J7qu/ke82qfuaw9Qecbsz+D9GZ3ba+szh4SqX3yjc +csBI+G0gq8Bl+qjyO+K8Ox0URdxe1dZWBvmq+wY7OroN6T6R7gvux/xBR9+f +0f0s1RXdMdB9pF9qfFfyefAj/Ncay56pYDf8b61HwheBXTV+Q0FvKSwCR0Yc +nxOJy48tXJ4/1DhvVEd0P+hrrfHCN4fw1CbVNu8I/39Q8p+0DQVPwe9R/YMP +kF0o/2zCj4KCiMfPGivXgN/hD+GnFr+p4X2zR8B58NZghOo3+TuwrccE+6v8 +nuWNuJ0W3rvRetF43QXQnQL4OOU5bj3Aw/KrOl3gOA6Je31Ysn4YOKLa73+O +11sL4T0elZnKLjuU132Sn/BbQ3ivgOfh14Kn4c+pTsCrQvqfiNutS0i/8kdu +LcL3N5CHszu6jHWf5DvwEfxAKB/dp5Es3d3R90m/AhPg/cFKlQ0YDH8bfAp/ +G1wCHx/cVV4q+wFgjeoCeAc+JPjXeyM62/YC+KnM953m4XZXR+tP+QPs6+j/ +bA/xU915CKyGLwSd4S+D9TWuL7pL9lhoT/+Rv7G2HiP/WuXz8jr7/gXYBv+p +xneBnwpmpU9xXwO+h78HLodPAl/W+H6t8kJx3BrSo7TvDfFbW2O/60P9l1lt +4Yrw/xVgREfnseKv9boZLbzH/kuZ24/+K5ml+8a6byVZpDb3b2g/KhvJmCNw ++43/PNPCe/K7y5wepU1jHN1vljyS7FKbk3/JO8nqtZgP4V5IHc2nLfQEXSLe +39fe+NMhPN2XU1sf3tH39X6u8X8nhPzZX+ay+/T/5y81bpuSiRpvqPyUN+oT +DsDfB9d0dBtWfVB/IVmvMj4QwlfeSyYrfocJ850Woc8gfq0ilt2rQAN4P52n +Q7beCC6CbyG8jEL6QrAXvlPtH34V+CXu+7LXwU8r9HuLej+rA7xfod9LPVLn +wQr95qru534Kfi1wmBvjfj+scaHv8Oo91n/A1fAuIfyjEn5ruBz8G/d7Q8mF +vkOq91b1XmgneFKh3wNbDn4qsJ914fu6GzwNnADfE3dYzQv9nqju/15W6DD0 +3qjej1Raji30e0nyr7dHB4Xvd4+4bHWnoQw+D7v5Bf7mYvhXinOh82h9yC+l +5ehgvpM4DCNvZ4KhCb+3PLbQcdD944cwz8JteHAfAgYUeUyk8dNdOrMInwMe +gO9SnPjvTYV+//U+7J7BbREYlvD7tSqLxwp9X7o5MvGxtm7Dx8JPjrivuhSc +BT8F9IBfBUojLv/W/HdPgcvrM7UReFah33/S+FJzCY156lY7PnqLtiHYBj9e +ZwwL/Yat3nfV+yAH4SsL/Z7m12o/hU6D/I/FbhlxnwQehDcizEGE/Q5oDG8H +5rd1n9Gw2u9zKqznCv1+dhHYCn8NtIfngKXKG9BB44W436ZtHepzqs4YwrcE +/0qf3rbSmH5F3POZVuTFdWG//jT8/InfZSE8/V/fGqI6pfEveLrQ32wBbwYm +F/oN0IyE3z9fXOgy1/vavSI+C3ZheE9d76fOK/QbunofXPVfde/lQr+3rfGS +xorKs5Vxp09xeSZ8r27Cd6tnh/ioPehtrjdD/dR85cMCl6HSp/fBVNfXFfj9 +sTlgFnwbeC/u9771bb05rvfbVb9Vl1fjvkSyVGWIeTrISvh9PrXFz8P7gQvU +JgrcJuRf74ep7ujNX71n/HHcbwe+Gr7XMuG2ujaEp/ell+F2MLx3pvqiuqUx +48rwf8VVMkTvD+p9NPmVDNL7fXo/WG1db6jp/T69p76v0GWg9+clj1S33wNL +4W+Cdwsso2TW/f0P8Lur0O+TjwTzqZsjwcPwe8Cj8HnBfEHEd5MuUx8QcX1U +3aqP+1nwTgm/jas5RGnC9Ul1U3OYHgnPLzT3+b7Q7npvVm/HtseuPOH3rlsU +WUZHE34/XnVfMljvFZwLGhS5Deh7LWkjo2krX4K28JqE51Jqg+eE9CjuW8Az ++j9+9rd1G2tf7fqsuiWZXAf+omRokdvoU/ArwHlFlmk3hvalvkJv3B8T0qu0 +qE7rPWDJd/UdT4fwTuYbq/jWmBC/BHYdivzGrtIrfQzTs7wGqPftLlYe4J4G +qtW3qL4XeY44AH6m2kyR6+Sp8OMpg7X0bf+BEyW7sSvEvS+4JMT//CJ/sy/8 +FvUXRf7GpZqvVnssuQi0gicTxmHC+jqEV5lwXFSn9D6/dAhIl8AOUAIvTphL +BqYnPIbVWFZzrEYRu7+p+gk6wy+J+OzpQFAV8fxWc1nJHNUPtTe1jSOLnD69 +n6+6qTqh988ngI3wuWCc6mbCfcWGYB6dcN/wE3hC5R2x7B8d6uvwhGWv8mBg +wm+i6z5Bp66koZfnX5cUuc7fkfD8WnPnKWBQaA9qG/2D+/2qM0Wegw8K/ddD +8H7g1oT7Q/V154f6o/c91Fepzem9jBFgRpHL+F6VNRgDvxLcHcLXt1eCR4K8 +faHQb6IfB0+q9lxEbaA+/EnJ+CLH6ZHQPlT34sH9poTHPupDb4b/pv0O3Ap0 +RqLK3x+N2zvgsSBvJfv1Brzes5gK/ijyN8bDR0mGFTnO8q/+XX3/Wtkl3D/q +7fM3Q/3Qe+7qyyeH+Ov/+pbO7E+ElxDHz9q6D8+EPy2ZW+Q8ehx+K+0rA9nV +O8yv9P603qp+IfQ/2iPTXtnstj7vMT3hs/IKY1LC+aO8/D3EX2fudfb+3fD9 +yQnXHZ2pfwH+bMJp+Ud1IOH3Xh8q9BxZ6xvzEr57IJkxDf4S+FftM/h/ljrX +uhXfa+nzSmqvaltag/qvzPNHvY39IBgPPybid4im4jZNY1nq5JldfWbpR+rq +BOzWN/cdEL0X1RC7+p1pW6AlfKfWiPHfG/wmTh781NZrPN3g1xL2m8RlJ7gz +4vMTh1r6TPgd8GvL/CaS4qC4VPOfBu1cJt2r3V5OJ+ySrtYt0EBn9OHZ4LmI +12fvauE7tDp/swY/q8EmsDn8bgTrwTfgXNCH/54H/ujp9SitLf0Y4qv/fhX+ +o//qPLjuMmlP80fdbQph6L/7wUFwIWFdAA7APwMrwZultG/QodpjrQOq8/DP +gx+5vQ1Og19GXkZBBvyJMr/VtS28fyU7uVWAtJ6+T6G7Fp/rjYgyp1F5oTxR +2p/WGeLmvnMh949qvJavNf2L+H4JforBX+Dvnn6/SndVVoT3v/S+hu7i/BLe +mxxf5reV9CbFk7qrQ52JEFY5aJBwWJ3AnyFMvV+htzG+Cv6vx08UvzHwC+6Z +4BzScjZo3dP7xdrrHRDydz71r0j31drQPiqRs7WMKUpo4+E98y/AO/DnwBL4 +eVrD0N1lEInYfQJub4Mvaz2/6KW1lDB/1Hku6brUm97z4e/qTHmJ36jWW9Vd +8VOK39vAqfC+5Fke9fFKcBt8GX6myW94D/pNcA/8AjAX3o3/xPlve1Ac8fvu +c3AbC5bqrgFh9CCsweAG+AKdES/xG/BLQ3z09rR05r5V6/XTuzSWBWdErC9I +Y9sScFrEOiiKu/pNBemmUHj61q3gnVq/B6+8exx8BG+uN1jlH3xH/g8kjNsi +boNqi9JvnJZinQbSx5aDW9OWnsN0DvOZM3X+LpgVhsJqD77t6TJQWZwZ5jua +D3Vr6TUzrd81x8+ZlH0H0ADeSPVRdR8cD39bZ+pLfOZO5fM6uKXEeaT0zAO3 +l/jN7vdr/X633vK+I5hVJ1Q3VCYLa61/+OISl7Hy8z3dYShxGX4AzydO7Yhb +TSivWymTfpRNOrgO3oY4nd/ZcVbcs0A1/BJwCvw76vcw5PHLYF/C97l0d2sK +2AW/mTy9tbnvSOk9k73qvzv5zpfc++vOQ3PfidP9qwPYvdfJdzD3qC/ReKaT +73z9rL6UOC4grnvDebHfE/72l6BOre/Lae9Ld87+SFh/qO62KYyDCb9fprdB +pob3YaKksU4718lEteOnuEtn3D8Jvx+jt8z05o3evtH9UN39fDfE7zjC/66T +43w44fjL7dtg1vuCki2vhPcM9b6h+Ijw/kyTWutufCXEX/eXdPdJd/hawsuq +LTu7EL+Kat/v010/3XGSu/Tt6S6OdNSm1lofq+4G6s6X9IXpPpfujimOJ9Ra +n6104UlHn/z3J8zidh6jl1ZbP98DnXynR3d7NJ7WWP8E/JxT7Tu0uksrP9Lf +p/tm0mWqPUfp29Z9Q72lozeDLg/pU9noDpn0U+p+q+7KfNbJ+5HanxSfAf4j +vDjfOLGdx/D6nvJXeak7aYp/DnUuQd0rBanwx8p8t1FvSuptSd2H1N3HSeAv +eBP89MRvI3AiPL2n+5JuoCn8hJ6WxYWgPvwk9bfw8uCu/l9vRerNjxllfv9D +b9FoTCBzC/WH+K0B2T09PlDcGoC/a90fqa/SnbGJZY5PV9xqQR68G+gf/q/2 +VFjtuYHqZJdqp09vNeqNIr1VpPbYA7/ngXx4CugCPxkkw9uqXy5xev/R3Zxa +60/oGtKvPrclsqpVV/fF+xO+a6o7pX/Cv8b/WtAOt/agCFzU2XmeE/pnvU2p +O456T7MLdhfjdqn6NKWtp8cWGmMc6uk7WrqrJR3LT9d6PKuxoO7QvpLw+87q +a3UnUe+96j2QH5v7TPH/zhb3dFr7qYx6+rzmctr+s+DmiO/j6a2VL0L+9sBP +9zBG0VjlU7BC5YJbozJzpV/6jxuG/l199aHwfqL6gjZd/Ual+oSzevrbl4Nz +4CeDzmEMobHEqRr/hPLsKDv1EcTtIvUZmnvV+i7b1SXWR/kM6Aw/H0yp9fvQ +2ov+M9/vZfYCG/O9J14R9/649s43BHMtWAs/lvFrX/jFcb+VrD0j7R31A7vz +PWa/Ke73Uoa39BhA64t6n1R773pjWW8ta39Xe8MKs1ThRZy3K7QHAy/TGka+ +w7wQHot4bDApzCf1/nOHAu+B6b1s+X8r32+0nhPi+3W+95AVvuYT2qv5Jd/x +03vgOmugN671Pqred9Xe+Zvh/0qP/L4Vvi/9BdrLObrA76PHicOQlh5znB3x ++6PKS8VJ71FfCxoVOE/7xz0+UV83OPhXfitvGxbY/QqQVBD2pOKez2rtpVtY +zzwHXAzvGspX+1fauzki+L+HNntzO8vUS+F94n67Wjp5rodfHXfZaY/olrj3 +i7T3dFwwnx7x3tegMN6pG/eb63pr/fa49xO196g03RHKX3tPenNW72VL/4/2 +xn7K9/eUfqXtnOBf+1vaW/pee6AhPvq2ykj1SfHVf7WHqfe2j4t4LX9GOK/8 +b5n34rWnob0N6RvQWt+LBdbPpvdedBZCa6wHqrw/p7njI2AifHLcZxvOC+ZJ +YESB9/TGB3f51Zqizj9o/UxrafLzevCvudu7waz3wFfl+0yE3o/W/pr2FrWG +Pjvu9XStVQ4LZukj0Vqi9vCkv0/nE3Q2Y22YH0rfnNKiPUPpv9N6o9YmtYf3 +Wtz7eZMKvAYps97rV11UHPQeeR3KvHdbvyHzV5XzS3s12iPRXskFcee9ztAk +4n6//Z98n8HRe706P6O9XdXBnnGft9HZle3B/42E35O61QxcDr+s2mODgRqj +V/s8hPZqNWbNirg+q27qTI7C0/vyekteOkf0/rzWn7SWpTFg67Afqr1LnSF4 +Pu7zBNpLvy2YNV7U2F5rVvJ/e6ibU5Rvca/3au1Ve+TT49bfob1xrblKn5/0 +mWjvtFOB9RVoP11747OCf+WP0qo9WNVP6TeQX+WR3rd/LuG1xaM15ky4j1Nf +pz6+g+aH5MET7ZxHQ+C/436UxgrgX421wKYS94nqG3VeQWcdJLM7wl+QTC7x +ndVx8I0av5R4DvM//VSaw3V2n3uo1n28+nrpkPqz1vqkpCtKawQy1+npbxeA +Y+GDiNMA4vYL9ePsassvyaKXQO+I9WUd5P8ndba+IulPaindSWBfmA9oblMD +Xqm1PNbaXlmYr+l7afg9OqRXYxqNbdLC91/UnKrEcwr9/xniMLudZda91b5P +rbvT8jMePqPWc7uTQ3+l/UjNJXXGJlt9Ra3vBrUI/ftE0KPEb3ro/Y5mEZ8d +056Hzm/p+4p7xxD+h7Wem90A3tBcsdZcZTC11vMvzbV0xkf1WfJRc8GccD6g +XcRnTzRnbQ/vFPHcUGe62kYcf/W1d4f5qfRDqy/WHOg1zZU0Zy3xHOkl+IPk +wcPkRRTcXu3wiltaR63mm0dpDEledgrztbogt7PHjPXC+FFjy7xg1v1M7fU8 +09LvU2h8q7F0Fbik2u89vNrSfbTeM9P4rRf/vYz4bK91mavsd5RYf9k21Un4 +HyXWh6X3LxS23uy4SetJ1Y671pAurHZ/pbHISM3xIl6f0lqP5vTnw2fRho6h +LW0tcnvS+yZ6+0RrjhqfST/ZtyWuk9LftgWsLrHOLOl7+wnsKnEb+T6Yfy5x +m/u11usHbdt5TUzfU3uSrrefg/+jaz1elc4p6Z6SfirpotI31gd36c5Sm/2l +1u+LTW3pNQGdp5J+MOWF2uTRPa1jTLrG2oMjQ/moLKQD7LDqAv95rKX7cOWH +1k+0N/kk6AO/vtplMxLcXe323qaz5YXC13kNnVVRH6DzHJIvamvKA6V3U611 +yWmNRusv0pcm3Wkqs20h/6Qrb15I3+Vak2npMYzav/RtaW1Fef5NCE9rOdJB +tzXIL8m7/SE/tD4kXXfScbe51vruVFc+DeaeNb47OA1cAu8C8uC729Oe4L3A +zZhPBhU11v82PsM6ca6PWt/e2a2ts2dM0LfzB25vB31K0u+Tg9vlQR+ZdGS3 +zbBOPuk/0/7rUurSr0Xe35H+nyNaW4efwrswat1feRnW3a01Mp3t+6DIa2fS +L16RYR1AZ0Wtb+5a+MtB/5b0Az2UYR3kcpe+O+myuxR0i1p/Xil8eNAX9GjE +b9kUhPuVD2B3DHEpA+Oivo+mtYXkVr6/egR5MoO8+g4cVWP9S69J11/Q9/U4 +SGttHWbSZyZ9Tv/Cz2ht/WhzwY3wIjABPhj8jXtXzA/Bn5KOCPgNwV36E6Wb +8JsM6yNK5Zu7+HZuB5eX9EN9lOFvSF/UgKh1IylPpU+pIX6W4f9I/KfXWN/i +ANw6BH17LWuclrQOvo96W9S6C1u2tr62yVHrgqwb8kP7AV9SFn8VeT1/PnZ3 +4nYqeDFq/Qu3wjsH/YO6T1iPvDsl3N99GLtGuNWAiSrrqHU9nBDM+r50xU0O ++hO1PzO9yN/U/kMP7C7LsA7DbiG9n2S4zKUP6i6wFz4PXBXqU26GdcxJn9yl +iiN8T3CXPqsvM6wj7Iqo9YWNybCOK5l7Ra1ra3XQ96XznacWeQ+0V8L7odp7 +7RrMCl/fvh1Uqq6qjOHvg57wM0C/DLcp6VM8mjyf095lWr/G33sqwzr6pN9L ++srUtu4K+sG0f3gb35pY5P2zg8ikcfx3FWjE/5/XeKyV9xR0HzMete6ymqDv +Tvq4dmW4zkpf2F/8f2R715G6/P+4Gt89Hg4OVzv+Q9SWwGnwfHCK6jYoVl2P +WjdnT1AEPzVqXWvNgrlT1LrgB4f/l0WdN13D/6X/TGnrlmH9icof6ZpMlx94 +ZtS6NfsFs/Ttqa3/EPSbKX0j4SsyrJ9N+0c/kzeLi7z/qPvJW0jLiyCpxt9X +3N8I5TM04r2Yxq18/1vxV1pUB6QvTvtP2kvSmRntp12J3QcZzhOVZw5hHkXb +Wd7e7UvjUfWd2sPXfvdsvcHcJinpfvAifLH0IcHfAnPhX4HkLOQr5s+ke6na +cb0K/Ah/HbvPcXsMzNTb7GCk/AbzIrAf/jp4Ff649DPB3wPPwp8Aw+FLwve/ +ifju5VC9QQmfhd1C3IaA5+H7+OYQvn2WZBx8snT44bYDvAAfrffX4QuC/y81 +5iOs5eBr+IfY7cbtZTANvoww0gmrH9gGH4ZdX+1lhP2Ml8Cb8AMhP6aCV+F7 +FQb8bbARnqY7PPDVmt8Q1m1gA/wn7GqyfMfnX/hvet8+y3v6v8P3gIuyfKfq +2JjvV+mu1MXBvJw4jyTufXTHOuxPq22pj9L5oK2aX/GtZmB9te8f6a7RzeAQ +Yf+g97azfMdqP/wTlSHxPQPzKvhO6dzK8p2rA5W+f6W7TLFgXsw3727lN1y/ +gv+J3U1ZvuOk8BeoTAhvdsgP3efS3bVI+J707emu2nXgr0rrr1NfMSH01+NV +Z/jvOvCG6hI4Mct1akml+xv1RZKZ90Wtj1V9g2TEPUGeSlaqT5K73j/QWwsT +QJMa61+VblbJUOkDlP5L9YUlGdb3Kv2JapvqU++OWn+iZKn6gOFR9weS/dKp +KLP016rv0JhC+vvUPx7IcJu7Mer3YN9v5TJbEXF7lGz9O7gvwO6WVr4D+il8 +fNR9k8JQ/yp9XzMyaV9B/4H6e/Vtn2Y4ftKfKNmiMYz0E75Z6bb5dMi/XPAQ +/42E99VXSEdSltv4B5V+76FVB8scvYewGbvOWW6jy+BbpZ8nyzJgJXyeZAC8 +KXbLQ3mr7hcqTNV9UJTlOiDzStI0mrQtBF9EHD+Vbassyw/JF7WlrlkO/xvQ +IcttciH8vUq35Rzs3pdsiviuu94Y0FsDS7E7Mssy4R34tQnfZdCZBJ2HeKXS +skV1fH6lz8fcW+Q+Wucn5mC3HLf6hPFRpeWLZEWdLIcnfY0ae2nMIn2W0pes +vl59+nlR9+8aqz0fzF+UWnfYEc2oY6XWV/Nbsu+USV/6euya4VYHrCr1/W3p +SpFOoAT8A8J4hLJcDj6Hr1N91NgmmKX/aif85aCfT/ftdde9KLxXu5Iw9/H9 +RoS/ttT3p/X2TrbeNIFPQSZ80s5zxDGaz+AnGb91wdfwcdi9hNsP4DXN7xI+ +m1JU5PNBmv9fg9sMMLba5yufxe2mIp8PWU0YxxBWqxDeGnA8vAP4ptT616S7 +7SBYAX8nal3Y0hH2SdTv0XeQroVwX31Ytfda31Ocq33/JVHkMtT5po1qn/z3 +SfA1fAvYCL9IOhGjfj+3DWGdH96DfZwwJrTzHuGIaus72ytd3kFf409gP/wt +sF7lqTal9h3Mi6PWLSWdYhui1u/9IvzboK/uB7AbPlsyBv4peFXyKZiVnzpr +pTOrOu8j/WTrpQs6hCd9aQvhQ0N+SH/Ve5IHQf9VnXK/Ndw9vJ/7EXZjpcsx +pF/61zY3dR1QXfgMHGpqnXfKb72Pq7x4OLzXdXqN3665KcyftuOniLI6AXwL +3wq6wfPAllLrS5Kup5PCfX/VH5V1LtgM3wsizfyf70pdh1SXspAvn8K/x+4P +4tIZ9x3wH0qtm092chsNhsKHgSdKDfHhYCz8XjAAfi0YAv8AfNXUOvv+p78O +dJFuRvAj/GfQtZn3S5bAt5W6LlaCn+DLq12X2xC/FfA3sFva1Hko/XV6L7Nx +J4/RdL5nH3Yx/tsx/F/tXW1ZOvSkL3AR2Aj/pan11am9N8U9E2yAH1Xut5X0 +5oXevpBZb2voTSi9DaU4Kq4rm1pfoc5fqW2dW+Tz54q/vl0/tCe9H9WT/6b/ +/3vS2J2FWx/wa6nvh+kums6o6X7Qfux64XYy+A3+X8R3+U8O7zvrPGF5kcfs +Ou93AD/9m7lMf4evq/ZY6yiwFF63jD4VtxFgF+53VPusxVQwCv4KdbIfdfO5 +0B4ln3VWTXMS3TeTvvd7WruOSz9bkuR/ptvQz5hfIow1hPU0mFztM4E6G9iE +/0dUHvipl2kZ+WPU5zmla1EyQvfjpE9SbbN1pvUrSp5KttbNtH/pe5Uu1OMz +rW9Q7VdttX2mvz9eY1q+vRdMrLb+xv64vRD060h/XVf4oKBf9CRwIbwVaKK+ +jTBawi8IZs23pTtceTIjan08hZmWQdK3+Drf2N3Oa5rPwo/D/exM67Q8jHu2 +xseZtmtVaX2w0v1aJ9P6LqX/Uvys4H+m9sBa+U2lqRHLN8myEtx/i/q9Jq0l +XAymRayPSLqJJJOkL1H60DW3lk69aVGPTzT3vyPMn6Vvr09r60yXu8pEZaMz ++hcG+SzZdILSCD9K44tMy1h9X+9laa59tcaU8P3YnZhpmS7/Og+nt7tq9AZ+ +xPoyVZb9g/5M5a/yWjL/76j1QeZmuo+UfkjpD5TsVBlJv+BWsKG1y0T+lb/K +q2EhP7X+Poa8/xxM0FwAu4GZjnODSstzyXatibwZ9XqC8kJ9xIfwSdXuqw6A +adXub8bD14EXq92fqG+5M/iX/Fbf1Vs6DkP/or6gT9BfqPO/OuusM8U6jzsF +u8rWHiPMg8+LeC6gOfTkiNc/tBYkncBzotbnq7GC1lBeV18U9VqX+qzZUfe/ +6mu0RjYL/lzUaz9qky9Fff9Fsqdlkc9Xq39VW1YeKi/VvtXXpoX6PB30au0+ +SenR+pHWhl4N+aXxjcYysRD/ZPL0uky3+aMrre9LY93coM9T9UV19baQ/zpf +nFpkGVUd2r/asnQIHVnp88waq+jMcyxh/UIa+9YL7pIvatvXhu/9o/lhlt9M +qBvzeWmdJS4M/5c+UsmGKKhb6fUfrQVJh7L0fUrfs8YOWkOS/k7pw5TuUfXh +0ncq/Wo3ZbqNS9+W6rfaQg04HvNM6sRmyTaNqeANlcZM60DV904A8Uy3CfnX +eyF6m+MuvfER8/llrR1oDKb7LY1jfntjYNBn/wcyOd7MffqeUp+/0lmrnuBV ++FD8tMm2Dnjpgpd+2U2pfCfN+tC0H6K3zC8Fs+DTQG2Jz3Dp/38RZl/CPjv0 +Nxo/FMJrwveihJFOWDsJ89QK90/y2wbshp8onVmp1pElfeLaP7mesB8L+ynS +l7Uu1To2pWuzM9iBOS3N4bUDyzHXwXw6PKfCuoClk7pYaSl133tW+N6Z2B2J +3xWp9p8GXk11mG0qrC+5Fe7fpVrflfRbH4AvDOFJX/DL8JtB3QrHX7rQa0E9 ++DFgYKrDPB5+iD61D3wcOAFzIfn9HGWZyhzjCvhfuCdSnQf6f3udgSWuC0G2 +zpOVW/f4GFAf91v4z2ltrKO6f6XjPxu328P3JmA3Afc+4L5Kmy+EjwfPwd/S ++wzSlwZWwC9Xm2tjP0MqnX9K60NBn7LmT+/jdndYn2mM3RO4nR/io/N4D1NW +14T9qFydPyXu60G7MvtX3FVG2RUeH5bhdkkYT2j+tYKwHwYz4E9qvtrGczKZ +15V6LlMYxqMbiHMj6e4l/ivLrU+6C+Yjgj7f5eB73FJSrZ92q/a3ulpnqnSn +fg5+h48A88s9vtXYtSyMVxdh9zVuDVMdvuafO4nL1LCe9BV2h3AvSrU+X42J +NTZODuNf6S/biHuTVOvTlc5l6V6WjuMk0r9P4+dUp2G7/l9u3e7bUqyv97Ny +68Z9N5SP6rvazuxQP5V+xe2c8P9B2rMtZixWbP0BWj/R3P88rQHAM/nPm/jd +A9rDu6oM4G8Fc9MK183Pgj5Fjck1Nu8ZxodqX2orT4Tykz7AXfDXg77GwXyj +dxuv2eh7dbC7FrcXwZHwBhXWDV0B3ia+e0AP+HFB/+53IFP6H0nvZo1fNSdJ +tY7BjeU+f1RK3WpT4ve0p2gNjm/tCut1yi/V5exU6xOWfkLpljst/P9T8BPu +rVMdvvTZqW2/HPR9K/3SJdk3tM/jlKZU51kTeB51eLnKVmN++D2E0S7Fc3rp +n5V+Wel+bYzd9eV+b1pvUeuM1Fj4JZLh0qUO7lDbLbPuSbXxDmU+T6W96ZOC +/8sJ40/Cyye8AfB7QQH8r2Sbh4BizIeSrR9U7xPprajDoC+8DMxOtg7VC8ut +T1R+9eaT9O1K/7B0EU8P6w3SZ7oj2W8w6S2mS8r9dktWivUp6j02vT2nOPUs +d/wUlyXBfDVISvEbSfq+9LEei/lrzFfAb9D4lrTfBAZWer1XskQy7F74RKVR +bRG8Vm79gNItOR68Cn8JPJtinYEyPwfuhM8BM8v9vrreYlefNAmepjPo5O1Q +6RAt8/vdubhVhPMQL/CfB1V+of3PA2/CB4fv9y73WznSKav4x6gDbdJc56X/ +cqjkjcoGPFpueSFZ9CJ4Ez4LTEmxDJH5HtKYIK0nhvL/CLuvcJsE5sIng6Ep +lsmvlzv+8zQ3Bp3KrA9Xum9fC+V5E2iSYp3Gqm86v66zATozr/PS0m+ttqVv +LCt3+1dbHxLqs86/Ty+xzNb5aenPVFmfF/ThSt+ldF+eHvQ9q/2obSqPlpZb +H+lqwuqvMUKFzz+or36lxOfT7yeNl5HWNuAaeKsKy4JNQV99qs6gaj4Ossos +H4bj9l7QHy998uJ/BH2z0gkv3fDrgr7MSwmzGWF/Tf93caX1x0oW3SWZCv9X +dTjVOlMVv4jmSNLN2sb+E2BPpuvkBfB31N5S3D9MgY8G/VLcxgfD88vcl0kn +bWGZ26PaZn8wDD5GcUpxG5V5nPIQfkqoH9L/LV3f54L7yn1e4wzyqpXKrNY6 +BaRboFswq39S3WwnHeuhvCVbKsD98CfBlSmWAQ9qvq46nOwz/7fDB4KUFLdp +6SdWfVVc1EZvCe1VsqJLMD8Azkxxm5X+5IdBNMV1TN9b3Au5Qf95ZWefh5U+ +ZulmrlIfCh9JH3F7U/ps8Dh8B3btU93HKv6Sp6p76vMOYr5Q67Xk/WLKoBre +AyyC12lj80LmMHe08pz1HZ39wK6+1p7xc57mamBZpte0u1Z6fqa5wTyQB68B +u+GzwGkaS4Nv4ZmEEYMPAHnwndjFQ3hLNdbGrhZeATZgHg/KtXYc8dxUe0Yf +wV+LeC56H1gU8fd2af7C/3tpLgM6tnEcZD4VzM/0HFLx6wvqtXEa9L1zNKfU +2L6N09cWPJppu26aq4AxmZ4D5MBPAXMyPafICuN7jbXvBodKvd4vXapLQ/78 +xJzi2vY+A7C72vmtvNcaQudK7xfV4jYa/Ab/hzBubeY1H639aL1Bc+NFwX9V +pfNOexJdKq0fQ3VZOhSkS0HrH1rreBbkV3p+p7nWTJABP7nSZXNdMCu9IzM9 +58ms9PxHc61Hg3mj9nSJ2wjwc7XnQ5o7jQ750brSay/vqAxC+PrWrlD+0oes +tRrVgeLQ/vdmOg+7wwsqHddvQnnrjUK9Vag5keZGqyu9l6c9uV/hayr9NuC3 +lNe7ykudGSvxnRfdfdF+mPbatAeyTXWv0ntrmmPurvT+mvbSGujNRJV9pfce +KoN5XaX3OrQnuL7S+zV1s7xnt6HS7wP+X1NnHmVVdaVxccYhrcaioFAZCqXf +UJAUoBYyiEi9V/rgPqoKFFAMMyiFgIICBlFAUEBFZQgaCMagKBgRESkFRxxi +otgG07qUVqTFqEE0YuPc3y/f7rX6j73WPu/ed++5Z9jn7LOHj1yB/cN++Klo +QDvnmGyia9/SHu2cUxL9kPyT5HYcGNexL2JLbBXfw/3okth4PmY8FWybwwbz +bsH2Qmx3R8f7GY+0/Q5Rr4LtQ9hupsX/se8vVV8NEn0tvlvBffMNOrr4etGB +tp4TvcUvF91R7jXyzpgvzOWv4jrzg7m/MObD5rzPqrApNYqv1m9vtPUcoT4L +RVPKbaNdUrC9Ftv11CgfLFg3xsa1p+D9M9hbYLrMqnN70lbNRB+Jf71gW9eA +KGOPPKGdbbi7C7Z3YfuaGP0NPgxYL+zJeR54MOxdm3Q23gn2X/ruxPg/4w9Z +MzjmCxjiYImjI6Ir/iOx7Rifi68Sy09kZW/RFeJvEo0tt0xrQBaKemLv0v/H +iJ9KG5Zb5nJ/E61h12pujxIdIj59od7b2j5JGc6vCrZ1vx/jG7y0XfqWLZ2M +P/OtZMJI/fea+P/gOmPxgGE2vM7v71Fum/ts2kr33KZ7J4h+rLY8R9YVRFcx +9pgP5ZbxlOeLGsotQycxf2qsy6Ej72f9KliWD4/9Bfhp6D73xfux9+Mb0DPe +j36Nbn5q/B/9At0AHf3LGu8X2MuwZn1fY/0M3WpmrFf4E6D7saeZW7BNAdsC +NgVsC+Dx7Na7j+hsvJw9NdZF0PkPin+3xrpgjehj8f+sMT879CHsH5zFY7PA +dtH0Au9l0JG+Rpe5wGcN6Lj7aqwvlorvK/osnodudXI8n/Ewptw60s3I/xrr +quhkn9T4fIKzgm7x/ZwvoMujg31VY3wexip9Dj4e6xlr2/joj4tFP7R1HzO+ +DkMnauYzJtafH6rd15wJHaz2fo29FzrijILHD2MPG8rX1fb3wNeEMTqv4P0y +utLikAf4j+BLwhi5Tfyagn1HJnFPwfonum6zeP5EUZdyy4BpBe9HGSu/j/4j +nwa5OcjBQ/4b8I7oO3QE8H3wL1qkuVYUfZ5YviDr0OGGFHz+0rXcPiu/jvHL +WF4Y9UP+IGvOjPdjL8LWNDK+F38RfCMY44sKxhcE+xBMKPCEwCfb2sljCnyn +I3Oea8tEJ4u/pWBdakN8/8CCZSt14jwIfRNdA5lIfUcXfNaEDwu+LD+pDpP1 +rDuxQefcXtQVmXxpyGdkL21ImfMrdOMzYjyzP2Kt5MxoRMHnR2Xl3jONiPnL +WFkf34f8QVbNjv5Ff8fXZmyMT857OPupES0Qfy3rTbnPgBZE/YklPqWtz8v4 +fvr+l6FPol/Cs6azn8d+OEl70VmixeIfVh9+kLZPz/bEmJxgcxLz+b74Hvrt +w5RktO6pF98Xm5b4PqKB2LoZA+KPjjLx7ceJvyD8k9NFreVZ6Vt6fnvxJxXt +23Zc1uXzsOfo+RndPyQxnga+i4NEZ4p/UGtY7zJjeqzO2x8ObILBcZ5/tv7z +lv6/VFQhvis2e/F3i34p/lTsC+LfiTLxlt+Kb0w5Xp3346u/XtQrMX4IvmPn +xfuO1W/jdW2dqB2+9PinlxkD5YG860zdsfnj738p+8m0MTL+Pe6/sMw+QVvF +1+i3H3Wtm+7pl9jfDF/OnqIq8Rcljs39L91TZH8g2iX+tLTLo0Tdxf+U8v8H +iFqm/c2FxP4ki/WuX8X6f3rib2uI+rfEv1D8zv/XXrRNWdr/xx5Wrf9ODf2C +7yH3Q1bXrxU/SNRO/J6UxwPx3r1UPizt+FrywXyla5Vpx5vWJY5loY/yieNZ +zk67D4h3pf+oS0na19EnxpUZIwZ7F3gnYKFUh32O/Q3f9ouwx3XQf7al3Kad +aH+14Wy15VOiq8WPE/1O/NuiyeJvEL0jfnWUp4i2ip8T9zeI1orfLZohfqjo +WfH9RDnx00Qviv9JNJ134Y8ovrRC8k38+3ljay8Of565+Azo+oPxPPQ32hbM +6NfyxvsGu/q68BebpHs26t7PqJP4i6mj+IdFY8XfLPqH+Mfi+lLRz/TunSrf +JP5O0RHk/lN5pvjlop9X+JtvEf8X2rTMGOVvin9BbVaSsY6DPxx41g+UWcek +fty/VPwo0bYYT8yFz2K+gPcDls5I0dq88438OWUZ0DPGL2N5lahL4vHP2H06 ++gv/CnzTwcgBH4h8XY+lPIbIJwT+3ZzmxtQgPx+YJmCbECMKnscTedetS7wf ++YQseln/PycxnjFY4TnRJ+LbUOeUZVoV9cFHN2sfL/B8kHeM7fviOvHjjO3n +U47XBf8I3/ELY/5X6reXUpaJvK+VaGXKc5bvBQ8ebPil0d6H67chKWOIf9fP +eOJgiw+OMvb8N/WsE9UeWxLn6mhZpTlX5Zwdr9c7tpcYV2Jd8ffHd3y4qEfR +eUBGljrGdme95ftubK2iddhXRR317C9U3ix+TWJb7nH6bVNi+/qnKqdU3pjY +H2o781vl9YnzgXDWMVTvf2GA83FenXKf/SzkC7KYGLkTEsfLDUhZ5lAm/iJJ +Owac+Jg3RJ3RhVR+krlM/+FrovIG8cP0Tbdm3UcXin888b1PiFaLv0e0WfyB +KN+R2Lfig/je1qrnBI2VK4l/E/8261XG7/hzYv1/fMZt8h+xXrE25UW9isaf +nqi1cHml8W2fSdxW6Nw7aCvRpIy/4a34nk7iJ0aZ/CisNdNTzkf3l8RtO1r0 +WuLvoe78h+9/UPSfaftgYQ9/gjYX/1Ta9vLbRavEv5u2PbSR+ST+WdFarome +Ef9jlIn/RxZPTDte9TnRSRn7jDC+yOf4TXPnZCUfL/k6C6rrwpTz/ZHDiVxO +YGSATU2+YnIbkyOa/H3f9/Pcmic6InE+fLA7eAb5PjkP6l/mnD34J5DPvXPK +Y4b8rfw/nzLmOPNzr6g05TFDfCX4HWB9dFB5fz9jjIE1Rs5Rco+SY4lcS2B8 +cJ38f7R115TjU8HzAmtlhOiwxP6kV5V5T/G4+IO63kPXZop+6Gc8rko9/+uM +8c8+1W+tdW1oyvl82Y+wN5gc/8e/gL3IgvA3PlrvGJkyhhjvIx/Y7JQxyMgv +e6LoevE9433ki+Lb2GOw1yD/FLmlwJQgHy5rDmsPmGh9in4+34IMOyWxPENW +jYxySeK+QCadllg+IQvnR5n8A8gy6kR+MuQRsoc90slRP9qCNbUZsizvWHEw +pTbEeovsvj6uE3/UkHWbgV9G/v1+LXVd1KnG9eHd+Rgf4Hl117MawAzKO78k +Y401o23IT9YKcig3T7x/Yy83JOpHfmX6YmVcxx6BLWV15O/fkzd2y4rwX/+1 +6rRDdWuq8XKj+LuIiRD/RtZl8NPAJluPTBD/TeKzPjDUji0aTw3stMVRJr4I +7LadLYyXDX4d2HiPi04Qf6RoU8aYdifEfpe9L2c+xHMQn0asHjmjRuUd/0Os +1oaM40XA32PsPSk6uej8UptbOKaN+/Ev66VrMzP25/9n4tgOZNpHieVbH/E3 +RhmfPXz3hon2iG+qZzZmjPF3ctSXuk8XHUR+aY3tK3kwWbSb8/y8scOIYQSv ++gfdsyJjzDz8xQ8VrcsYg472I97h3owx5IjPOJD4bBLMucOKjk8CK++BjOOt +wKMDO25+XB8kmqG+OVdUK75QtC5whyjB/1p1GtncOfbBkx3JnkfXBsf1Dxkf +elbrjOMTxqvOjS2MqTcj6o+vO/d8lzieilgPdNqj4v/ENqyI67QXfUEMxfcq +n1v0Xn161I/2p623ZRxfQ/wJ2IP0GfnAyLfA2vNy5LMgHoO+a4znkb+PXAuv +tzB+9IvIZF27WPSu+L2J1wralPgR2oNvbRX6UV/RZVlj7HUtGm8PLMChUQb/ +DyzA3qLu4nuLzs8aE5Dy+aKarHU01jtiJImVJAdPQ97xi8Qug7F4Oef5umdE +1jGG7DfAXwT7bW1c39rP2FBgDIMnxv51qu49hz00bVc0NuKUKLP/AktxUazv +4D+Cxdg35F1/0disMSjBP6T9GRuHh74EXiJYiE9G//J83gUmIfiLjyA/K7wH +Xl10PBR9BSYleIzvsR/JOGaK8wzGK2PxwjhP/zDnXPH9Yj7s02/TMp7jzBfK +zJ3uol3id4q6ZXwPZfIZgX23JNrzg8Rnvy2jf69QHdZkLUOJ3+Q8c4qunZ1x +PAzxZMiGKXG+iXxCFtWHPYL8oeRiZIyPzVv/QZehTwdH/7KXmR1l4h2Ze+PD +3jEtb1lGzO3oqB9jb0mcTzO/kY3scfbHfoe9zbooMx7Ye94tuqhoPHTGMhiC +5L/7nX47o8I6y92hX6ELEZM6Qvx1ResqzOHRRcer4mu9Nq4TT4NuVAj9mf0g +YwUdbHjR+hu63gHRwqLjl5D948IeRTwQa/OTEV/CeoDsXy66nGchb7PWAfn/ +vcyZCucc31R0PAVYlax/YCuu0m+tdW2IaD2yK+/Yq/5h7yIfO7nV+4geRTbS +BxXO0U55qugZ9B3RrUXnNyc3eTre90rRub5rRI+L3yy6RHybeB/6IbofMnI8 +/xUty3qN43vQV5k789jDxvwBOxQdeEjR+jC679goIz+Rra9G+08U/THrOYu+ +Cf4aWNxXRfwN34ttb0PEm11ftO55j2hCyG9k48aoH/oZuuGS0B/Rn1/Kek9P +/zH+iV1Gh762aP0cXf2kCuuryCtk10zRQNqC9s1ahg0M+Yesow3q+Nai6zIi +xiPtQ19fFtdpE9qGPpga85+zzH/tiRPjY61SXSeIXkT2Ia9Ul6tFD4q/vWjd +n98WF72fYG9BH/9G/DXI4AqfGdC/6P+cJbTUb3dQN9EpFT4ToPyY6KIK/7a2 +6ByO6HDobm+JHkLeVVinXyL+Kto06za4sujzAM4KTq/w/LpfNKHCGDlg5YCX +Chbqo6LJeZ8H0LZ9Qx4y/pk7HcgJL/4+UccKzwnKK4o+26gV/YGxUfTY5Mzh +t+LHSyaeFvrpO6pvo/SF88V/JP2iA/OnaCwBvuHhmA/MjWOivchfD/bWrMAf +eCrvveHKaH/wOcASqBNtK1oeszdZEfgd7EmZmzeJXhb/XNF9BabC8+I/UZ36 +VLlOf683/iXYm6sC/ww8ALAMWCMai25zckORI4q+YP2grebFderH2OgR+1f6 +k74dGP1Hfu55ausNomF549GCVcueF/xaxi9jeXP0H/0FdgJjZmuMX2TpX2M+ +rRF1qnCfcn1j0X2xMNqDnGTkFiPHWLd663ecHSQxntEn8a3mjGcruqnabG8z ++wDhP9NF9Jn4LaKU+I45+3I1KVWdxA8VFcWfJRqEPUvUR/w40ZCc+5y+54zi +DfE74oyCswlycxH/0FXPmys6OuecXMRv8Nsx4mcmzm1DDMENie1ht+raatGJ ++Pokji3okPF5xZfYJyqNeUU+Oewr2PbxmSmJHGC8g2cfKzpCNKuZfYbwdxog +OlN1T+J7LianmPj2/EYuOPJ/RH4wxgLnY/+KFU27/bj/DN37K9GonAl+mGh0 +zvkQry51m40QP1x0uvhLI1/eIXWS8ZXOkUj+QfIjDtK1NqL6nGNEiBWZL2qa +sz5DLO53ZcajJN4X2ftBmfFWL6J99d863kG+Q1HrUudc5HljqEOpv5H6XcI9 +4itFA3M+X8AXnxjcp1nbc8Ya457LyN1G/Kzq+nzk2zsSHyrxGyKfHP1Bbr/r +RfuIrxXNrHQfUcbfdbu+5X7RKeIXaMzuz3qNXVl0fkdyI86udH7J43L+9kZi +gsSX5jwWnhY1z9nGg63nIWLoxLckp5P45VEmXolYKmKqlia+zr34KLYR3yrn +sX5TjMcteufplc4xvFH812rTL8scE/cNe8tan/1sq3S+yauxD9O2ooacY6yI +tRqPTaXaz2esPyFqzdjUb2NK7AM0s9rnR8erfq+nfd5WnvO3vRn+zOB17itz +TOyuvMcvvnrEJB2e83p0jtrukFh/iFfCF3VWXMc/Bd9hbFjYsrCP0TbYtLFt +Y39saOY5hr0Z+d4cLJWsz6+Z/7t07U/hz/lz0V3N7PNyaJSxja0RNRPfg2cS +axX+X/hn8y3/E/6b+IfyrHXR/viLce/28H8+I2dftw/wwc+5zWi7T0MecX23 ++EfCHw55xNy9KubX9MT2FtabRxKfvxNLSx9+mHf+Q8bqAtFHtR7P5I6cKtrL +NbXB2hLHtBHbRvllYtNEj4pfWe3YuqWiVeJvFs0X3cQ8rXa+RXIdN4qejOsT +S2xjW0Csm94xpdJziPc9pt+W6dqrok3VPu88KmOdnfPIh4j5LHHM3vpq14G6 +8J/7iRcUrSH2TfRIvJtczFuiDo3B3yVaEnVC3nJeTF0fwOan8m9F91a7jrfE +N90c33Rlib+B8jJ+F39N+K9RxpftHtFy8beJrhPfIFpUbZsitsU7RCuqnT+W +uT047Im/0W+3lvg/S6kLbSD+b9Sp2v5M6F7Hx/kq9y/StdW8U/wN1Z5rM+J9 +86Iv5ojmBk0o8TdwbXa168Zv/3ede2+Ma/jn8W1jY35+rDreprpuqnQ+Ws7L +WXuuiPNh4kv/TbLhPY2v7/PWz8ntkI7z3P+u9VgbIdop/oKcZTtrbnfWnpxl +2+eis8X3FB1a6jnHenuW6AvxN4f8e0vPGFPpOr0t/j6945W0xwzn408ljjUk +ZpnzeZ6/v5mfwbPGiUaU2iZQlfP6j+/sUaWuz9+xQZXZ5rM773y8fPu7lc6n +20v3nFLqOdiVvYAoW+o9QG3O/trM9eNV7pZzfDRzkTl5l/gcMrzUa27fnPv7 +aeaWaJ34GmR4qdew/rEfYe6zZp6XM6Y12NYF0aniH2SOlnjMrIvxvL7Ec2Zt +ta/z7HtFa8T/QXQ/sbGi3+NfUO1rt8Z4oszY2hD3VyPjSi3Tzs35vJ6+JeYQ +e0jvnL+VNjg/9hPsjZrH923MO5acM1DwR4n/Ida0Ifw9OBPlbBSfVHxT63Je +i3lnPmc81bktHbPapsbjh75iTWdtf0590rXSMbeP1tpfGNl4Xex/5kuG781a +R11WdLwdtoPr044PB98BrAcwFcADYj/J3rp57O/Jhzqqi3NCk4+VHLbkPiUH +akfxU/SMYWnbIBYkzhfcudI50Ldp7/8+/6lyTAmxJeBvgkXaKfK1ta93rlly +zpJPlXzUl6QdA0i8Ofnq1qdtgyK+cw7nm2nbNBYltm9g65gT5Vmcv6RtA5rL +WXLiWNhBotmJ7SXEjg2P+mIvwnY0I+6fxJ6OvULcT35Xcn8eH/kCJ+j7CvqW +RPRMrfcL7fS9BdELtcY/BCtvW+BzdNR9u8r17aJfiD9H9EV720+wo6TRQ1pJ +toiyVc4tvvJU9etpzjEO3gHYCLyD/Qj6IbrF7aIXxL8mWlxhnZEy5yvofmC+ +bRC/p95Y5uRMJ3c6+T13NLeNB7yuP+mZfSu956H+b9ZaVjGmnhe/D/2ns/PT +bdX/p+OjVOI9DHsZysjKcchw1j/9p5X+m2OPJH6rqEOlc841ir+kyrnEGVOX +VjmfMePpbNFJ9ZZn2PoWiZZx9pY4N9srUWb/j61yY9rxxeh3Uyq8B0IfJ556 +TNo56MhfDz7ooS2MqUb+QnId8y3k3CPnMeODvsbGSrw0/iv4sjDGJice34wV +fBwmJs63hy/L/LTzBZL/hrNlbKrbQ/5iG+VMnnhv9GFk95fsWQY4fhFbHWe6 +zybOd8PZHjY99tvoGy+qb9qqbTYM8PkvZ4PEPHI/+AkDuzgHM7mYsfdh2+OM +8fk4b+TsERsgZfa87H3JQUn+icsS+6Igj6dH+9LW2GDJf0c+W2yDzDnyQ5J/ +tC7tGF/ya5IvkW/HBkw+DM4jeqrtp4U+T/w3fTM19Df8V/BVYU6TXx6fEXxH +Hoj1APsstmj6jPh38lcgm/AhAS8A/xZ8Y5jTl8f8Zq52jzL+J/giDYv+QT4g +C6qj/8A3IFdmm8gXCb7iHys8ZjgPwN7N3pscosQv45+C7wnfTL5V9FG+BR+V +0SEfkCX42IxN7G+Dr8zFUX6l1mMfG/GOWvuH4vsMxgNYD+CnHmhujPGmcV6G +bn98hf010Ie+yPpMZ16c73A2sD/K5KMEO6CpqAnnQXrHoZXG7Lm/1vkJjtRa +8VetOV/lfT6FbsAZG/4pzFHmKjkhyA0B3g/YPk0q/X/wXMj9xhxeL75pjXMl +oIMcyDv/Jm3JN4D/Sj5JcrNWxPwm/yfYzdMDPxp84Lebew6Czzs7b6yW7ZG/ +8oDm49FdnGOT7zmm3lgJ5EAlnyP2pvdaOMfcnLz9W2irfJw3gSdFrsFmlcaH +4byNs1TOSDgrYT/zN/23qb7hYN74C+TyJId7s3rngydX63misng/uSTJuQ5e +A+e7nLV+nPX6ST55csUzB8En+TZvXZwcLE1q7G9zeIXnBOdz5GgnVztrHGsd +Z1KcTX0c+WXaxXkNGCFgheA/hO61Js4/wb/h23qIHq/1+Thns7wDfx7y0ffv +YkwJvgeMGrBq+I18+XwT3waGA/gj7Af4Fs50Z8X5Lr5Ee6PMeTdnz4xB9PEf +65yblpyn5NNEntPXA0Sv1hpfFOzRM2K96aJxvk/rzeeiM6u87rD+sOZVie8q +urK98Tsogz8JFilnjFvEv15r3aCT6JFanz9yFjkurr+m3wZWek3h/YerTs8Q +D4Q+M8C5idt31Bysco5i8M/B+t4U+N5n4f+hdzdE/cg5Se7JYuxXOM9kbN0Y +5+34OFSkjcmD78P2WvcFe/CX4PX+oZ3Ub6J8ndcw1jJyiJIv+H8BLhn+EQ== + + "]], + Polygon3DBox[CompressedData[" +1:eJwtkj9MU1EUxr8YlQiuCpooQWv4J9RWKpSobaG2VeTPq20ijTaodSEEFp0B +WWByAONCGiJlYCOyWUiLIS4uikFUNEAimlQMBqKzv5f3hl/OOd+597x7v/sq +7g9E+w9IcsAhaIhKPy5I/cQ8LMGnLmm2jr4hHYYiWIhLnV7Wu6UV2IlJB29J +BtoivVXyj7CFXotWD4VyqaoNHW0VPoSlN2XSGrkHEh6pmeiGi1BCvxiOwOhx +6Sgxy+wws5460TjnL9aNhKQnMAR9x6Rh4jOYgHEYQUsTE9yl1yV1sP+m17rj +e/a/g7cwxje+EL9DE/1G2K1kT4flg+mHee8IegYPkhHpDHkFDJyQ2qjnOvGv +RgqiXYMc3oWZlyS/Cw+5Y9D8Buvu1UotaAHYpr6C3kP/DvVtuGp7kUQLEf/C +P8jHrdkF8l34A+vgQDsNqVLejDoA3dQJeMCMVuoZPMxAmrOeOynNE7N488r2 +7DleTRHPszbGHqf9NpfABQbaZaIP/JDjLNeZfwP88BNt0pxN/pLeI/LHsIGe +PiXVoVfDJvVvaPda72G+yyD+fkP7Cp/hrD3jNfjs2XuwD9P4/8Kw/ocQvSXb +55THuqt552V6/wE5F4vb + "]], + + Polygon3DBox[{{21739, 12424, 21005, 21951, 14655, 21734}, {20263, + 13010, 21390, 21742, 14673, 21944}, {21567, 13665, 21566, 21955, + 14683, 21573}, {18437, 14623, 21937, 18526, 6602, 18340}, {21738, + 11631, 20318, 21953, 14676, 21743}, {21953, 14654, 21734, 21954, + 14677, 21745}, {20263, 14653, 14666, 14665, 14664, 21740}, { + 21946, 14659, 21736, 20527, 11631, 21737}, {20427, 11044, 20453, + 21945, 14659, 20526}}]}], Lighting -> {{"Ambient", + RGBColor[0.1830429875, 0.21424763749999998`, 0.0962851875]}, { + "Directional", + RGBColor[ + 0.14004525, 0.17289224999999997`, 0.048721249999999994`], + ImageScaled[{0, 2, 2}]}, {"Directional", + RGBColor[ + 0.14004525, 0.17289224999999997`, 0.048721249999999994`], + ImageScaled[{2, 2, 2}]}, {"Directional", + RGBColor[ + 0.14004525, 0.17289224999999997`, 0.048721249999999994`], + ImageScaled[{2, 0, 2}]}}]}, {}, {}, {}, {}, {}, {}}, {{ + GrayLevel[0], + Line3DBox[CompressedData[" +1:eJwt0jsohWEYB/CX464UCoOFTSgDSmFhOYpBJIOcg819kcvgkk0dEzKJZHA5 +g8VAKQYZTDIoA6OySa6DnzL8+j/v8331fD3vVzYw3jmWEkJY4S9TiRBvCCFN +ppPBgHOmzGJQnS2HZI6ckJOUqNu7QuggURfCul5U71D2y229bs92ZJ1h7/KD +T7745ofSphBiBo96d4TsejPkOGPkOCd81GSzPvvqIxbVC8xz7Jxkjy02mGGY +GD1EaaSGcgqJ8Gr2IzecskuCaeK0UkE+H5b0wCX7rDJFHy1UUsCXpT5xTZI1 +5hgkSjVFpPDsEm45I8kmS5zbzYTspZUqionwYp/3XHDEJivMEqeNekrJ4819 +PHHHFSccsMYy08Roo5YZs8tl7v9/8gvjBUqI + "]]}, { + GrayLevel[0], + Line3DBox[CompressedData[" +1:eJwl009MznEcwPFPB/lfpGwdYtlycHBhlS21SbiQkvzJn3SpC7VQ61KbYSSb +g2lKcujEiKmU/0IqBzfmwMxyotAFB81rc3jt/f1+n+f7PL/n9/s+mVW1pUcS +IuI9dxMj+uhngJP5Efd0kCHuc8raA33II06bP9YnPOUZZ6wN63Ne0Gr+Ukd4 +xTnzUR0jNzuioSyikXXGPV7rmx3RbH7cvEUbtLogInV+xKGciCoykiIKkyMm +jGsLI/IXRVzOjbjl/R3aq516hdvGXXpHr2o3JUWuNTUic5PPTIuo5CAHaLK2 +X/fRaFyhe9nDcfPduotyjpnv1DJ2UEq9tRLdTjHbWM9qlpPEjO+e5CNvGOYG +7fx1fW36XaeYpMo8hyHjLE3hz5KIz4zRTxcnqKGYXNJpsmcmxb1ilOucp45S +1rKUX4sj3jHAGnsuaj3FrGIWH93nQS5QQwFpfPMsvngWz7Sdw2wknR+e1Qid +1LGZZfxc6DzQZl+XHmULGUwviBjnGg1sJYsZZ+Ata+3p1bNUkUcaU/P8Rnpo +oYJcUplwjqbnut/cpJVqisgigU9znGe6aabDnkrNI4tEvjqfr+nnEo1UsIFy +71+pyfx2vj8wzors//+vf+mMifI= + "]]}, { + GrayLevel[0], + Line3DBox[CompressedData[" +1:eJwl009Ik3Ecx/FPNz0IO7isOadbao/TzX9b4EVchwZ1KOY/xBJ58g8jqWlH +ETqIfy8FHSJY/yCiCIpoRASVGnSw7O8hD0ObhBseWjOnokFv8fDi8/3+fs/z +e3ie5/dzmpdCFw9IWsJ5q2Ri6oQ0jUHqDy3SRyzA1iB9Ij/jCwrpv5Lf8B12 ++ryg1GqTDOplxirIgpNSX4l064i0wpiPMY9baibT9L/RQv2HbCXXyQzaqN/6 +pEpq996cX9oiN5HFBv6inesayD7mt8kO+gBp0nciCAuyrBXHDO5iFD0IwIHd +emkRz3ENAwjCid063hOPMYYu+JGHX7XSa1zHBTQhH6s10ktMogMGstXSO1zF +WRjIeLkfEwjBhoRHeoQIjmGnSprFJM7AisVKvilMlGGVb/oQA/AiXSE9RQQ1 +yBjSM1xGLTJHmccgvFgr55kIw41kmfQAvSjFSql0DyZcSPA/b6MLDsRdUhTn +UIS4k3l0w4Wf7IH76Icba8XSEwzBjx2HNIcxnIIFP4pYA/3wYNMuvcE0mlGC +ZKEUwxWchg0p9uALjKMN5cgeluZxExEchx3pQ9J7RDGMEKqRg1QBexB3MIJe +BGAgF+sHORN4hSimEEY7GuHAP87RBpawgBhuYBRD1v1z9x/3WZ9x + "]]}, { + GrayLevel[0.2], + Line3DBox[CompressedData[" +1:eJwN0b1LFHAABuBfkBUkaGVDOfjVlE5+IFepS52C5hAelwimDopoCg1hqElE +hA6hoKBNaeVW3Nk/oHDeFCkVFDqUqJBT6lTdDT3DA+/6vm9Jz/CdoRMhhCTd +kRC66KWPcZraQsjyXJ5kgZe84z0p0nzkE1ts85tD/vCX09dCOMN5LnCJQq5S +Tj0NNNNCNz0MMcxTnjHPAm9ZJkGSVdbYYJMddjnimJPXQ8ihgIuUcYUaammk +iQ7i+p6L2UDuZ4RHTDLFLHO85g0rfCBFmi98ZY99MmTJuxFCPsWUUkU1t4hy +l3b6GWCMcV4wzSsWSbDCOmm+8Z1fHPCPDGfrQsiliGIqqSJKI3HaGeQ+Ezxh +mhkWWSJBkhTrbPKZH/zkkCMyZDlV72/yyOcyhZRQRjkV1BKhjgZuEuU2rbQR +o5N79NLHIA94yAiPGWWC/1yOgfI= + "]], + Line3DBox[CompressedData[" +1:eJwVzE9kFQAcwPFfp9afUVmNjJnWEk061Na2xiTLy5StxOYx07LN6hUvyfK0 +WJSRlFGxQ2mWHdJbq3vMm3eJzVI0M8YYHVq2Q7zWp8PH9/at6Eq1Xt8SEe/p +OhnRTS89pLlNhsLFiEF9xDAvGeUdWXLk+cIsCyzyiw3+/H+wrS5iJ3sppYxy +jnCUJs7QwnmucJUbpHnAQ14wyjgTZJniM9PMMs8yK/xmg631EdvZx34Ocpha +6knQQpI9lyI6tY9+BsgwzGNGeM4Yb/nAJ3LkmecbK6zyl2jwpYQDVHGCWppJ +0EGSflJkGOQJz3jFGyb5yAx5vvODVX5SYJPiUxG7qKCS49RwlnO0kyTFTe4z +xFNGeM0YWabIkWeOryyxzBrrFIjGiCJ2sJsSyiinkkNUc4w6GjlNMwku0MZl +2umkm15SXCPNLe5wl3v8A5L1gl8= + "]], + Line3DBox[CompressedData[" +1:eJwN0D1IFWAUBuBPssECJZTQIKFEDAmHBsufUhChVLSkJEERFaE/rpJIEYma +CEroooOCDkURCnIR7KI1CQ3dwYtQlGREOMQFa4iEKEJ7hof3wAsHzjnR0d0Y +SQkhROksCeEWt7lDHw8ZoJu9qyE8lhPM8ZQlYsRZZ4MPfGGbXX7zj4OlIRzm +CEc5Ri5ruiJ5hipqqKeRLm5yl/uMMs4sT5gnyjIrvCHOOzb5xg67/CWtLIR0 +sjlOAacppYJaLtPGdfdmXvMPcw/9PGKCSaaZ4wWLxHhNnAQf+UySH+yTWm4n +2eRTyFnKuUQ9LbQToZdBRphkmmfM85JXxEmwxVe+85M9DpwPIYMs8jhFMWXU +0EAL7fTQxzBjTDHDcxZYZpW3JHjPJ7ZJ8os/7JN6IYRDpJNJDrmcJJ9Ciijm +HJVUc5E6rtBEM610coMIvdzjAf0M8R8ANoFj + "]], + Line3DBox[CompressedData[" +1:eJwNzU1EHnAAwOF/ndpKtBWxosXWNmnvbd4+pmUiZZt3NWNEKaWpJX1eVjpM +jVhsYqIu+5A2o5SxrVuXlyizRKVozGJlNDHeeg6P3/F3sfFJrCMphDBDUzSE +djropZ8hhhnhpDaEMX3JNG+Y5wtxVvnOJjv85oj/JDhbHEI6meSSx1Ui3OA2 +VdzjAS2008NTnjPOFO+YZY4FllhmhR9s8otDjkmQWhLCeS6QzzUilFLJHepo +oJXMOn/tZpARXjDBa6aZ4ROfWSLOGhvsss9fkktDSCGLHAooIko51cSop5lO ++hhmlFdM8pYPLPKNOGtssccfjghlfmSQzSUKiVJODfepp5kuBnjGGBNM8Z6P +LPKVOKuss81PDvhHgqSbIZwhjXNkkUsel7nCdSLcooIqqrlLjIc08IhGmnhM +G52cAiVLfO0= + "]], + Line3DBox[CompressedData[" +1:eJwV0E0oHgAYB/BHqJ3IwZqLwg6TUtYcjFeO1IqMy1bKSynLK5GVFCWUg4+V +w3rLDu9holysbZEzc3HZwUcpLQqrlR3UIvu9h1//eur59/SUJQfbUzkRscBQ +XcQwY0wzwyI5nRFL8hMZNvnGHof84oIb/vJAvLRHGbk80lEha6iliWZe08M7 +hnnPLPOkybDFLvv85IhzfnPLXba/PqKQEkp5RjV1NPGKdrroJcVjNw3JcaZI +Z3fNVuQqG3xnhz0OOOaUS/5wT35DRBElPKWKWhI008obkgwwwgQzfOAjGdb4 +wja7HHDMGdfccEdeIqKAYsqp5AUJWmjjLUlSjDLJHMuk+cw6X9niB4eccMEV +t/zL9vtJfmPEE57T3xHRRy/dpPgPjcVr9A== + "]], + Line3DBox[CompressedData[" +1:eJwNz7ErxGEYB/DnLJf4C1ySiUm6zR0K2Qxcv3OIxfCTEpvBFRvDmSSZbriU +svyyKjnnDzDIKqUsykRsfIZP329vb8/7vIPrO5XtXESscTYWMZdEnMtLrrjh +ljYf5KsR8+4MlSJ69Yo+rJcoU2OFOgeccEqLC1545Y9cOaKLItPMssgSKX3m +L8tVb+zKQ44oOG/JjA7XvPHFN93jET30M8oAU8yQUCVlgz0aNDkmo02HJ555 +54df8hP2osAIkyyQkLJJnQZNMu544JFP7tlny7/+Af6hRTo= + "]], + Line3DBox[{14764, 14763, 14783, 14786, 14829, 21773, 21587, 21764, + 14942, 14908, 14940, 14936, 14939, 14972, 14978, 14997, 21775, + 14998, 15036, 15071, 15087, 15107, 21776, 14687, 15155, 15172, + 15194, 21593, 21789, 21597, 21785, 15156, 15350, 15249, 15353, + 15372, 15373, 15409, 21798, 15352, 15446, 15481, 15501, 15553, + 21600, 21799, 15555, 15645, 15663, 15664, 15682, 15683, 15701, + 15684, 15720, 15702, 15740, 15722, 15759, 15776, 15810, 21613}], + Line3DBox[{15644, 15354, 21797, 21796, 21795, 21599, 21794, 21793, + 21590, 21588, 21774, 15038, 14977, 14976, 14941, 14909, 14943, + 21765, 21583, 21589}], + Line3DBox[CompressedData[" +1:eJwV00lIVWEYBuAjRWEDQQpFw0KtRWmTkdBkpVcrKJTQoGyRYjOZRWBkCZVE +loURZdFoC42iTIkGciBpYVKaFCVBeGuRYEZI2rSpx8Vz3o/Dd/+Xczg3Jm/P +uoKIIAgiXUqTgyAhOwiOyXJOc54LVFNDHfU0kmi3SbbTQRcf+EIPP/nNyGXO +ZzxRTGM680gklTQyyGQ7i5y9QxZxgBOUUcklbnOHpzTQTgdhPvGDAUYs188U +pjKHuaQQ0pEqs8gmny0UcYAyTlLFTR7yiDZeEuYzv/jD6BVBMJYY4kiiPMtz +6VlpXs0GciigkFKOc5kr1FFPKy/4SDcDDDIqRQ+xxLGQczpydKwxryWXPA5S +TAVnqaaGRpp4w1t6+UqQGgQRTGAis5hNKiE2sk1PjixkL0c4SiUXuUctLTzn +HV300se/oY6Q74BoZjCTpSSTwX4dmXIzueymgMOUUM4ZrnKdu9TSzDNe00k3 +Yb7TT5Cmm3Hc8s5K9EwyT2YG8SwgiRRCZLOeLWylkH0Uc4gyTlHJRaqHzuY+ +D3RU6HhsfkIzz2iljVd08p4uwlyz3+B3N4b+W/KK7HG/j34G+MYPBvlLi70q +e8PTg2AYkYwhimhiiSOeBBKZz2KWkM4qMsgkh03kkc9OdrGP/z+Iy2Q= + "]], + Line3DBox[CompressedData[" +1:eJwNzXloyGEAx+HXypH7NrVoNRYNzZC2GGMzQrO2kSaZm+aYUUJbhFrDrCRj +EdI0Ms0RWjRWEhprRVtoQ8oxrcgc5fnjeT/1O95vdN7WzC3dQgg9HQdnhjAh +O4TDepQyTlJBFdXc4DYPSPDtQ22kiRbe8InPdPGX3skh9GMoIxjLOBKYRhrz +ySSbzSS5O193s4cSjlBBJVe4Rh0PeEETbXzgB7/oNSuEPowimnimMJdUG/M0 +h2WsZyO72UspR7nIJe5wj2c00s5HfvOP/rNDGEQMsUwnw0aSLmAhuaxkO4Uc +poRKzlHLLZ7wjHe085Mu+qaEMIAYYkkk18YMXUwGq1nHPoop5wRVVHOfepp5 +xRc6iJgTQndGEsUkJpNKOrlssLVSCyjkAIc4xRlqqKWBx7ymla98J2KuDYYT +SRwTSSaFJey0kaV5rGErBRSxn2OUc44L1FBLPQ000Uwb7+nkBxGpthlIkY0h +GsVo4pjEdJJIJZ2lLGc9m9jBLvZRTCllVHCGy1zlOsdt3NS71FHPI57ynJe8 +poW3tNLGWf/VZYVwWiv55Nk3OujkF3/4x3nvI9JC6EEfBjOMSMYwngnEM5VE +ZpLCfBaRSQ4rWMVaNpLPNgr5Dz+Pyco= + "]], + Line3DBox[CompressedData[" +1:eJwVz1toj2EABvB3DomcIlxsiTS7WBsxMrE57l+smE0a2YXlmPMYTc3KmlMb +ZqO1YnKoTVlaMy05RIsSmUUWMpPD1Kgpi4mfi9/3PL29fc/3TVy3Y8X2qBBC +P4+SlBASV4ZwVJ6ggirOU0c9jTRzjxaS3G+VL3jDe7r4xi/+MjQ1hJGMJYY4 +EpjBbCKkk0k2W5njvbtkAYUc5xTV1HCNBm7zgFZe0skXftLHkHkhjGACsUxn +FmkczpJ2Vulr2MQ2DlBEKeVcpo5m7vCENj7QxW+i5tthDLHEk0ypjQwbS/Xl +rCWX3eznCGWc4xKNNPOYZ3TwiV7+MHxBCKOZTDxzqLCx1sYyPYv1bKGQQ5ym +ilrquUcLL3lNNz30XxjCYKKZwFRmEiGdHDbbyZV57KOYY1RTw3WaaOEx7byj +mx/0X2SDccSQwDTmk0YmNf4n//+OvpGd5FNECSep5AJXuM4N7vOQNl7RyWd6 +6GXAYtuMotZGkY3x+iQSSCKZFCKkk00Om9nGHgo4SDFlVFBNDVepp4Emym3c +kne5zyOe8px23tJBJ2fdvem7KuUZvjr7yHf6GJgWwkXng+QQhjGWaOJIZApJ +zGQuqURYQgaZrCaHXDawle3ksZd/mNbHLQ== + "]], + Line3DBox[CompressedData[" +1:eJwV0ktIFmEUBuBPKFdldENsERYR2UYjzAjz2k27kKZRSCZRGAaKhElSgRQk +CoaJooRBoCT1E5GCgaGEFtWiDEwqslpoLcooAi0i7Wnx8B4438w7zMyqYxX5 +5VEhhFnq0kJILAyhsiCEJnMbHXQRoYf7DDJMsrNnnR01v+EDk3zlJ3+Zlx5C +DMuJI571JJFCOrnkcZAjlLPVvavkOWpppIXrdHGXPh7yhFHe8YkpfhMyQljA +UlaTQDKp7GKnjn3yMMWUUcl5LnGFVrq5wwOGeMlrPvONWeZnhrCEONaRSCr5 +OrLkXg5QQilVnKOBq9ygmz4GeM4rJvjCH6KyQlhMLAkkkkaLb1CsJ898iFLK +qaWOVjqI0MMwz3jLR74zQ3R2CAtZyRo2soUc9lNCmZ5SWUUNl2mkg0566ecp +I4wzwQ9+Eb1NByuIJ4lNZJNLIdU6iuQJyjhNDRepp5lrdHKbXiI85gVjvGeS +KaaZI3q7f5Fl1Oq45b3Fm9eygRRSySaHAoo4zikqqebC/+upp4l2OrhJhHv0 +0k+zngH5iBHGGGeCNrt2+j1HDw3mQTnMpP00s8wxQ6f9kF3MjhAWEUscCSSR +wmYyyGQ3eyigkKOUcpIKzlDNPyjuxaA= + "]], + Line3DBox[CompressedData[" +1:eJwV0Vtoj2EcB/BnaZkbjJLMEpZmSgwrspMdyla7sLERzXYh2nIYW1MWRmns +kLXWatqSVib9C/lrLlirIUmsTWQ5FG27QSsth/Bx8en7e5+35/m+T+/yyiM7 +DseEEL5zMSOEdTtDOF4SQg3tnru5Qg/9RIgywBDDvCTNvjE5zgem+MIMf4jL +DGEei1nCStawkc3kUkgJpVRylEznnvUtDeYLtNFFL/3c4j5DPOMV75lgmp/E +ZoUwlwSSWEsa2RRQzHY9e2QF1dRxmlou000/d3jAE0YYZ5Jp/jInO4SFJLKa +VNJpdYdiHUXmUiqooo4zNNPJNW4ywBAveMNnvvKb2G0hLCCBFDaQRaeOch3F +5r0cooZGLtHFVSLcY5jnvOUT0/wiLieEeJaRzCYyKKSESqr0VMk6GmiinV6u +E+UhTxnlHZNM85vZuTpIIIn1bCWPInZRTr2eA7KaE5ziPC100EMfEe4yyGNG +eM1HJvjGDLPy3I94FpFIo44VMoVUtpBOPgWUsY+DVFNL/f99nKOFNnq5QYQ+ +onQ4O+q/PDKPMkartdvWmmQzg+Zh+sxT3s/PD+GHDDKOGJaSxCqSySGPIkop +Yz+7OUY9J/kHoMS8lg== + "]], + Line3DBox[CompressedData[" +1:eJwV0n9ojHEcB/Dv/KPhD8ooYk6Sci2kbkvZbTaWNWVtNWtFLIlsiXD7h9Gy +HC2b0CW5aeUPV5fI1VZa6GSptdJFkUUySykjkR8vf7x6f57n++37fp6nJ7K3 +s7GjKITwluTmENY3h3CsKYQB803SDJIhyzAj5HlKzP4u+wvmSd7xmS/8oqgy +hLksZRlrKKOcTdSxgxZaOchR4s4949xT5gv0c51BMtzjIU8Y5yXv+cR3flMc +D2E+paxmAxXUUs92Hb062sz76aSLbpJc5hZ3yDHKGC+YZJofzKoKYR6LWEmU +GJXU0aRnp2ylnU4S9NBHiiGyDJNngjd85Ct/KK4OYSERopRTRT17dDT/Tw5x +nB76SDFElhHyTPCaKWb4y5wt3oEIUWJU08Au2jms55pvdtJ8miRXSJMhxyOe +U2CSab4RanRQwnLWspE422ikhYSOtI4D5iOcoJtzXOIqg9zmLjke84wCr/jA +FDP8ZHatbkpYTISzelbJMtZRST0NtLGbfXSQoId+BrhBmvues885D2Te9Rgj ++nrdO89FRq2l5JKt/k/rC+QKKqihlAj/AHhVrS0= + "]], + Line3DBox[CompressedData[" +1:eJwV0T9IlVEYB+BXER10aEkkJ3UwkCvYog1Z92rhkCK3rCEyTWoQySQHQWsI +MYgG7yAkLhGiQWTlINzQwEG5JNLgoBS4OASCfxYRBNGn4eH8zncO74/DV/G4 +P/0sLyIyTDdGDN2NeEnh9YhKkqR4RBfdvP7/rSNi1DrLJ7L8Yo2/bHPAIfk3 +Ii5SSoIaGmmnxZwxfV3yCwYZ4w3vmeQr86ywyiZ/2OOQgmREEWWUU0sdSZq5 +r2NcR4f8lF6GeUWGCWb4zCLLbLDFLvucUZDyDi6R4AopbnGPHj0PrH0MMMpb +pvjAdxbIsc42OxxxQnFTxAUqqaaBa7Rxhyf08lzPlPeMyO/I8JFZsvzkNxvs +8I9jTihp1kEFVdRzm1Ye0smI+dPmX5WrWeKUyzf9G2c/5LQ8wRf7OXLuf+Mc +0h9wTw== + "]], + Line3DBox[{16231, 21637, 21643, 16409, 16544, 16542, 16607, 16629, + 16692, 16466, 21850, 16882, 16793, 16815, 16710, 16838, 16927, + 16928, 16951, 16970, 17015, 21862, 17017, 17083, 17016, 17150, + 17173, 17240, 17239, 21868, 17263}], + Line3DBox[CompressedData[" +1:eJwNzV1oDWAcx/E/dredwoWXlUlrcoElyZiXHZvV0izLWtHU1ijJjmJqI6kZ +nQs5F/Oakp1y2Lg5iaZWQq2D5oZdoNSivEziYpIVn4tP/Xp6nue7rCPV3DUr +Ip6xa3tEWX3EEu62RAwzxG1uMbI7IuvOIOdoJ0UHTewkyVoqGHb/jHeL7AQl +FDNTF/GHb3zlPeO8pMAID7lDjitcIk0/PXRzkEGNXo09disN1LGOSpaymGKK +mK6N+MEk7xhnjEfkyXKN8/TTw1WNLo0DdhtN1LOBNZRTSglFTG+L+M4HJijw +mDxDXGeAs5zkMJ20clmrXavWrmY1FSwgQfA7GfGFSV7zglHuk+MGGdL0cpT9 +7KOZCxotGjX2RlaxnIXMZQ4zNRFTfGKCVzxhlHvkuEiGPk5xhEO0kdbYodFo +N1DNelZQznwS/Nsa8ZcpPvOWN4zxlAfkyXKTATKcpk8jqXHMTrGXRjaziUpW +UsY8ZhP82hLxk4+c8EeVP57bBbJ0OzvOfxVIl6s= + "]], + Line3DBox[CompressedData[" +1:eJwN0l9IFnYUBuCftojKitbYqFlSS1bhNFgkOonojzqnaVrCYJD0rY8YbEUj +mPHNEZKbuFVkWo51sZZWy9VWkSBUbszppiJzreHSHAWSro1FLbNG67l4zrl9 +ec+Zv3lb8TtxIYSoUZMdQjUfsodKdvMJ+6ingc84RhNf0sxpjnCZdjr5iR76 ++IWrXGOQ6wxxg3+4yzj/8T/xOSHM4llmk8iLLCGVpaxgJdnkUkIpb7CJ7bxL +OTE+ooZ6GjhJMy200kkX/Qwwyl+M8ZApuSFMYw5zSSGNLFZQSDERopQTo4a9 +HKWRFlrpppc/uMl9xkl4NYQZLCCZdDIpoIgIUWJUsJ9ajnOSi7TxK7/xJ38z +MS+EScwliWUsJ498IkSJ8QF1HOYrzvADnQxxgwc8YuZrITxDCmmsJZcyIpQT +4yCHOMNZfqSbmwzzmLh89yaRZaSzjvW8xdtUUc1RGrlEG/0McI8xphfIxmJS +WE02ZUSIUUE9DXzDObrpZZgR4tfpjiTmk0kWJZSynR1U8zFNnOAy33GN69xn +nBmFITxNCmnkkEeEKBXs5lOOcJ4WeuljhNvEFYXwFLNJ5GWWk08hbxIlRgW1 +1HGK07TTwSBD3OVfEtbrjgUsJJ1MCigiQpRdvM9+ajnBKS7Sxs9cYZgRHvGY +mcX+hWQWkUEW+RSyic3sYCeVVFFLPV/QyHku0E4HV+nnFqM84CGTS0KYyvPM +YwkvkcEr5JBHKa+zha3s5D0qqeIAdXzOMb7mHJf4li56+J1BbjHKHe4RNoQw +gSlM4zleIJWlrGINOXy/UXZ7nCc3ziT4 + "]], + Line3DBox[CompressedData[" +1:eJwN0j1IFAAUwPHnYEURQaJjltJiWINbcOAinpWnhWKCKIjQIBjCnScE4eDm +R+EiiCIIakW4HAgq4kcctESSk4EhBAZphBgIieVv+PF/b328W53Pn/QURMQ0 +V2sjJpMRGbrNF3RWc3qjLmJKq7SDPnLNEd+aImbMS2zxmR/8Ix5EFFDCf/s9 +baOdDFlG6WeON6yxwSY7HHHM5YcRVyjnNgmqaaGVXtIMMcIsb1nnA1/Z5Q8n +XHsUcZ0KKqkhSQedvOAl40yQY5FPfOEnvyisj7hEKWXcJ0ETLfSSZpjXzPOO +DfLssscJfylKuRd3qaKOFF08Y4BBJphikWW22OaQ31xscDNuUk6Cap7SRpos +rxjjPQvk+cge3znljKLGiGLuUEkNtbSTpI9Rssyxyjw7FD72S2SYYcXfHPib +fTbNx3oOraOC3A== + "]], + Line3DBox[{18967, 21730, 21729, 19240, 19265, 19343, 19344, 19371, + 19397, 19450, 19477, 19504, 19557, 19558, 19586, 19613, 21941, + 19614, 19642, 19668, 19696, 19749, 19669, 19585, 19804, 19832, + 19858, 19802, 19885, 19911, 19912, 19965, 19966, 19994, 19995, + 20022, 21942, 21732, 20074, 20128, 20076, 20182, 20183, 20262, + 20264, 20317, 20344, 20372, 20373, 20399, 20427, 20526, 21946, + 21737, 21738, 21743}], + Line3DBox[CompressedData[" +1:eJwV00lIFlAUBtBXhraQiBJFMKOgDJHSNqEUmFSODf5mJtqiQChwhBZtwkiR +fgpXQakUUkERhA0aFRhkggszyAErUaJsxgYKQoTotDjc73LhLd57d82Rhkj9 +ohDCN9L3hzBRFkJ/uV5ulxN5FwlhllEem9Wpc+bNai1VVJLPLjaTSSopLCWW +X6Uh/GCGKYYZ4j53uUwnZ2ihiTqqOMBOctlEOskkEFjYF8IXZhnlGQ+4Qzdd +RGmliVoqiZBLNutZzTLi+LM3hO9MM84AD7lBN+dooYmjlFNCDlmsIoElLOwJ +4TNvGGGQe9zkAu2c5DiHOUg+28hgLcuJ4/fuEL7ymhc8po9rdBHlFPXUUEoB +W9hICitZzHxJCB+ZYZgn3OY65znLCRqopow8skkjlXhi+FkcwicmeU4/vVyh +gzaaqaeGMorJIYtUkojlb5E/xnvGGOERfVyliyinaeQYFUTYzlbSWccK4pkv +dHe8ZZphhuilh0t0EqWVRuqoooId5JFJBskkEUNgrsC78IpJBhmgh1t0cJE2 +WmjkENUUUcgG0khkPN8ZfGCCp4z9z3bvJVOM8g8qT8LO + "]], + Line3DBox[CompressedData[" +1:eJwN1FtIF3YYBuCfsqJWgdmB0BFaEUVlhRWlZEU0Z+Wh1GjBNmaa8CcawkDW +EuwE0QHMZC6ri7CxkswyEqMtaTlFtGgVHZDCtlpz0coVWyer5+J5v/uXly+x +4KuVG6JCCF+IeXkhvOZifghp7nzmMoFxJBJHDEMZTDT9uSE84x96uU83V+mi +nRbO0kgdtdRQxW62s4lS1lPMZ6wmiwwWksJMpjKOj4jhQ96tDOElT+jlDjfp +oo1znKGOI9RQxU628Q1fs44vySWLhaQylYmMIZZo3qwI4TEPucVVWmmhgTqq +qWQzm4hQRB7ZpDGPSYwnlmG8zAnhOX9wl07aaOQ4+6liC2VEKCKXTFKYRQJx +DCKap9khPOIGv3GOJg5zkO2UE6GILDJIJonRDKc/K4QX/M4d2rhAPT9SwS5K +KWEN+SwilYkkMJgPeJwZwl9c4zLNNHKI79lKGcUUsJQlzGAKo4jh9fIQ/qOH +bn6lhWMcYQ87KGE9+eSQyhwSiGcAgb+XhfCAK3TSxCkO8B3lbKSYApaTTjJJ +jCGWd0tDeMWf3KOLdk5zgoNUs5UyIhSSwzJSmM14xjKEgfyboTu6uUErLdRz +lGr2soUyIhSSRzZpzGUyExjBMPo/CeF/HnKPa1ziPM0co5ZK9lDORiIUsooV +LGY+ySSRSDzDGcLbdFunj0f00M0VOviZZk5RxyGqqWAn5XxLKSWs5XM+JZ9M +0lnCAmYxnWlMIpF44hjJQKIIvPrYluijlx5uc53LdNLBL/zESRr4gVoOUMNe +KqhkH1WcpYkuP/Q93cUdUg== + "]], + Line3DBox[CompressedData[" +1:eJwN0ltMF3QYBuCfuoW4IN0syEpQ5zTwQjFFsxtDQTl4QLvRhfCvC7oIbDXi +D1jGTM1lctCpV4JHhInTrAsFL8QTupRyDcRgs8LT0g6G2mbUc/G8t9/2vt+E +SGl+ybAQQrGYvzKEDNKZRzLjSeJ5xjKSGP5bEcIQf/A7txjgOt10cpF2TnGU +VhrYQy01VPMZH/Eh7/IOb7GSTBaSzmxeZSrjSCSGZ3iUH8IgtxjgR67RwRmO +c4xGGqijhmrW8wFrKeBtcshmDulMYiLPEc8/y0N4wgC/0MUV2jjJIQ6wja1E +KSdCIbnkMJtZJJPEKGL5c5luuUEvHZyhmSZqqaGCKBGKyGExaUwnkRcIDC0N +4Q63ucJ3fM1xdrOLdVQRoYhMFpJKCvHEMbgkhL/p5TqnaWc/+9jMJkp4n3yW +M4d0XuFlhhEYyAvhVy5ziaO0soPtVBBlDQW8yXymMoU4nuVhbgh/0UM3bZyi +kQY+ZwPvUUweucwkjUQS+DcnhKf8zE0ucoFWjlBPHeWUsYYCFpBBKimMJp7H +2X6Ufvo4SwctNLOdeiqJEqGQRWSRxgxeYhwjGM69xSHc5Ro/0MZJDrCfbWyl +gigRCsklm1m8xgSSGEUsg4t0ST99XKKTbzhBA3vYwhd8TBkRCllCHq8zl1RS +eJEEYonhUZZb3OU2PXRznnN8ywmaOMgO6tnERsopo5QSVrOKfJaxgAzeYB7T +SGUyk0gkgTGMZijT9jzhMQ+4z2/8RC89fE8XV7nAeU7TzhFaOEwTe2lkFzv5 +ii/5hEoqqGIdn7Keajawkc1s4X+amCQ1 + "]], + Line3DBox[CompressedData[" +1:eJwN0T0oBGAYwPFHcoUFgzDIDSR1yea7WJXESVaXjySUOJRRyiAxGFAsSspu +uENWyqBMSlfK4JSU2W/49e/pHd6enuTU0uhiSUQsMJyOKB2PGNKjrogLLrkh +zysJ75/6RXN3RKW5RTvpIs0k82ywxT6HnJHjkSfeKPJN9ERUUU0NSToYIM0E +06xQ589V3eaAJvO5ZrnjnmceeKfAD78keiMqaKCRFO30M8gIY2SYY411dtjl +mFOuuCbHLc+8UOCDX/4o64sop5Z62kjRywAZZsmyyQ57nJDnjjeKtNpzxm0y +LPMPfbxPgw== + "]], + Line3DBox[CompressedData[" +1:eJwV0U1IVFEYBuBPxHIVBm4MRGyh4aqoRT80TmkQFViigSBWsxoIHHCRgYZS +KKMSLQaSJFyUFfaDBQoSQkEhyCgRQSQhQZAgiREZ9APRM4uH7z3n3nNeuLc6 +lWnuLIqIabpbIpYSEXkWOdAa0WtvU/5JcX1ECVVUkyBJOx10camw71y/c9fk +HDeZ4D4zzDLPAh9Y4Ssb/KMoGbGdcmqp4yCHOUVTYeoY1nFO7qSLqwyQY5RH +POUlr3nHMmt8I45EbKGcHdSxmwQNNHFWT4uZIk03V7hOjjtMMssL3vCeVdb5 +Q/HRiDIq2MUe6mmkmZSONjNNhj6GGGWcJ0zzikWW+cx3frG1IWIbldSwj0Oc +4AwXSJPRM+ab9chZbjDOPWaYI89bPvGFH/ymtFEHlexkL/s5zknaaKdHx10d +F+XLhTVZRrjFGA/Jc5slPrLCOhv8peKYf+mux+6qlZOc5jyDZJnguecPvDfJ +vDxlLpjP+A9kp41R + "]], + Line3DBox[CompressedData[" +1:eJwN0EtEJWAUB/DTw0ibaFNGosVN0SKmVTO6va5WLXrcZGjTi8g8tE0pemwi +SpGrmMVQJNElxoxo0SIj2kRp0aJoEaVVeui3+Pmf832+c/gq+r93fsuJiHEm +uiOGkhGDDDNLSzpiQM7wnwfyGiPyKaGG6YaIpPxIB/20e9coB5hnjQy77HFE +lgsueeCRgqaIQsoo5xMpeug1s1eOMMokUyyzyhbbHHDIGefccU9uc8QHSimj +ljpStPGVQTv65A/GmGOBDX6RZZ9jTrjimideKGqJKCZBNV9I0kmaEUb5aU/G +f0+oF1niN5v85YBTbrjlmVeKWs0nQSWfGTNr3awN6vVV/OONOXfbzv+ou1IR +Kxzpd3gH2K9fzQ== + "]], + Line3DBox[CompressedData[" +1:eJwNzj1IAlAUBtDblHsOLVauNtustRREg1TQYiA4qhA1ilCNERQJLeJQFlS4 +1xbY4JaDk+JYrUG0JZ3h8N0H9+elS7VCdSYiNmlsR5zSz0Vs7UTMyzYtJvzw +y2I+Yokse/ouzFxS8T7mhGu69HhjxJhvZlcjEqRYIMsK62xQpGzvvjzkiDPO +ueGWZ154Z8AHn/zxxdxaRJIMy+TIs0uFKgdutPy7ob6iyQOPPPHKkCkdfXfU +zdzLLv/l8D6u + "]], + Line3DBox[CompressedData[" +1:eJwV1GloD3AYB/CfXEuRO0dmJIaEKY25ZbYxxzZX5gVlbSnTv4jU8i8vNmfS +akbN2Qi55wzZUMx9JJO5zX3UWI7y8eLzvH6+Pd+eHgvyMxY3CiFMMG5mhXAq +OYSzbOc4J6ikivfU8ZbXvOIN36mnycQQmtKWWBIYwkjSmEQW81lKAUVsoISt +lHOI05zjKjd4TC11fKWBP8SkhNCaTnSnLwkkMZbJzGA+eUQooJBNlFLOUc5x +hTvU8Jov/KZZaght6Eo8gxlBMplkk0uEKGsppowDVHCJah7zkm/8okVaCO3o +SX+GMY6pzCaXCFHWUspujnKW69znFZ/5S/NJIXQkjgSSSCOLHPIpoJBSdnGC +89ziEe/4TpPJIbSkO/EMZzxZzGMJK1hHMXs5QiXV1FLHLxqnh9CebgwkkVQy +yCGfKGvYxh4quMBdavhIPTFT3IReDGA0KcxhAUspYCMl7Oc4l7nJc97zh6ZT +Q+hALAkkkc5M8oiwmvWUsY8zVPKAp3ymgWbTdJJY4klkHNOZSx4RoqyhhB0c +5gzXuMcLPtBAo+my0oU+DGIkyWSSTS4RVlFEMWUc5CSXqOYhz/hAPSFDB+lI +HP0YymhSySCbheSznCiFbGILO9nLMU5TxTXuU8NbPvGTv8RkhtCKzsTRn0Ek +MooU0plFNjksYhkrWU0RmylhJ+UcoYKLVHGL2zyhlhd85AcN/3fw8zrTjd4M +ZgzJ1PMP63wKQg== + "]], + Line3DBox[CompressedData[" +1:eJwV1FtoDnAYB+D/DkUKQ5omStnksJUybUWWMXPa+OawcaGJ2tr45sbNZCuN +paRk24Wt2RYpzJyStCy7sUlsJTPUHGZhhUmj1Dwunvd38d79ensX7I9GDseE +EGYYfTtCGKR8QwgdO0PIlKWUcIIWWuniEW30M0xcbgjxzGIhKaSTQQ657GYv +h4hSRQ3naeAK7XTSTT8DfGKUv8RuDGEmc1hEGqvJJkIRpUSpppZ6GrnKbbrp +4RXv+M44kzfpgQUsJoMs8tjFQaIcp5Z6WrjJfXroZ4iv/CF+s06YRyoZ5LCd +YsqppIY6LtLBA3p5wUe+McGULSEkkUw6WeSzhzKOcopztNFOJ70MMswvwtYQ +ppPEEtJZRz7FlFNJLQ200kEnTxlghDHi8kKYxnyWkkkOO9hHlGOcpo5L3KKL +J7xhhHFi80NIYC6pZJBLAQeIUsVpLnCZu3TxnNd84Rdx20KYylySSWcNeRRS +QgXV1NJAM9e5x2P6GOIz40yQsN39kUIaq8gmQhGlRKniJPU00s4duunhJW8Z +ZYyYSAiTSGQeS1nOWtazk0JKKKOS45zhLE00084NHtLBM/oY4j0/+Elsgdtk +NsmkkEiEbCo4QjFNXPu/ywzhg1zsT/yVy+RKVvCbfwW52i0= + "]], + Line3DBox[CompressedData[" +1:eJwN0l1k1QEYB+B31vpQWbK7NrUuiqWkJibG2Oqc1sc6tmjTmtFNrI/5H13U +TVfjbIeIRMRpR4suspSMs3K6SJESa0kfFK1oZS19SNFz8fjx3r3v+6vvP545 +VhERk0x1RrzhZldEkoo4ujOiShblZTnOQ74xz6J0RB2LSZGml4QsOQrc5gkf +mOEv/6jZFbGRTbTSRjc9nCQhR54rjDHJXZ7zglnmqGqPWMJq1tJEMxkOMMAg +Q+QocJUSZaZ5xRw/WLo7YgXr2EALO+ihj1Oc4TwXucEtHvGUGT5TsSdiIatY +wza200EXAwwyRJ5RrlHiPi95y3d+U73X3WhgM22008cRTnOWC1xinDs85hmf ++ELlPn+jlnqaaKaTg5wgyzDnGOM6ZR7wmnf85A/VHRErWU8DLbTSzSESsoyQ +Z5QiE5SYYppZvlK5P2IBtdSxha2kSNPLYRKGGaHABO/5xbKM3WikTNFsubyn +3x/1fJ7/VciZlw== + "]], + Line3DBox[CompressedData[" +1:eJwN0TsoBgAUBtBrEjJRrPLaSJkJk+ePKK8oDCxMyETKKlIWYjAojApZiBST +QonyijJ5ZSAGZzjDrW+43705vcPNQ0kRMcR9S8QdY9UR2TURPcwyxzU3fLHV +GpFeG1FAIR100sUIM6yxzhG33PHNDxl1EZkUUUw1NfTRzwSTLLLENjuccc4r +b6TUR6SSSx5llNNGOyOMMsMcG2xyyDEPPPLLH1kNelNCKXUkGGCQKaZZZoUd +9rjgknc++CQtYSfyqaCSTqoYZ54FTjjliWd23fbFD4ob3Z99rkhu0oVVDszd +sgeyH7L/GapeWA== + "]], + Line3DBox[{21731, 21733, 21943, 20130, 20319, 20346, 20400, 20671, + 21952, 21744}], + Line3DBox[CompressedData[" +1:eJwN1H1oD3gcB/DvzJQ4u7DF3Y27bKQ8TNHvwm3RmJnNb5uaUyTUL+SnPBU1 +k9hyHVK7cWT4YxNZHja2TNyPf2Z5WHlMHloW5TFykhGvP16fv9+fhz6/LVld +Gk8KIUSVD/NCmEEuU8liCOmk0o/eJPF/WQjveclzHnOfG3RwmQs000g9ddSy +m2q2sJE1LGcJCyijkDymMolxjGI4g+lPMj2lcvOKLh7QyVUu0kojDdSxl11U +U8EGVrCUcqLk8QfjGc3PpJHCt5IQ3vGCh9yhnQRNnOAANWxnM3FizKeE6Uxh +DFmkk8rXaAgfeU4XN7nKOU5ykFqqqCROjHKi5BAhkwz6k8KHuSG85gG3uEQr +9dSxg63EiVFKIRGy+YlBJPG5OIRnPKGDK5ziGDXsZBNrWUQ5eeQwmhH8QB/e +FZkj9+ikjWaOsJ8qKlnJMorJZyJjGcpAvs0J4RPdPKKdyzTSwB7+Yj1x/qSU +XH4nkwz60os3hXbAba5zniYOsY9tVLCSZUQpIEI2v5BGMl9m65GndNJBC6c4 +zL9Us4U4MeZRRA4RRvErqfTlY0EIb3nCfdpJcJrjHKCGKiqJE2M+JUxjCmMZ +STo/ksTnWfLSzV06SdDGCRqoZTfbqCBOjAWUkU8uEbLJYhhpDKAXPfnukjd0 +84i7XCNBG2dp5DD7qeFvtlPBJtaxisUspJwSCpjGZCYwkkwySCOZnpky8Jan +dHGPO1wjwX80cZozHOUQdfzDeVq47id+ByxiESg= + "]], + Line3DBox[CompressedData[" +1:eJwV0DFIFGAUB/CXyYHCZSB5DRHYUIg4mCnkqVMSBRWFUcgNhy2ioCkSlDRI +NwQZBy6KHERQUFFixGG1XhctNzioSEOUkiASDYW59XP48X98H4/vva9xYPTa +yIGImOf22Yhx7jLJA3LE9YiLfRF5dYGnLFKkRJkVvrPJL6o7I5LUUaM/IQ9z +lBO00MZ5rpJlkDHukGOaWV7xhgWWKPGFZdb4wTZ/2SOR9jYpjnGSZjro5gJX +yHCLI+brt9+o+h5TPNrvdf5YFnjOa4p8pEyFVb7ykx12OdgVcYgUjTRxmjTn +uMQNsgwxziQ58szyhBe85QOfqLDKN7b4zR5V3RG11HOcU7TSSS+XuUmWYSa4 +z0NmmOMZL3nHez5TYYV1NtjiD/+o6rEnSRpI0cSOuzMyTTttdNHsLzNyjP+2 +82+S + "]], + Line3DBox[CompressedData[" +1:eJwV011ozXEYB/DfdLy1EkqTyRqJhZZpF2qL2rTZZmZzLKdtiqsVe+lfLtwo +yoktyoWSdixvF7hgtXbKZBcTrea1jenU0C7Iy4QWycvHxaeenrtvz/PN399e +35YVQsiwbncI4w0hxEjHQ1izM4SPdoPmofoQ2khQSTGbyCOb+czsCuE7b5hk +lBHS9NNLD6dIEtFBMwkqKGcjG8glh1n8qQvhE+8Y4wl36OcSKbpIEtFOE3so +o5QCVrGIbH7K95VJXjLMXa5zmdMkiThII3WUUEweS5nD39oQPjDFYx7Sz03O +c5ajHOYATVSxlUJWs5hsZnaEME2GMYYY4BoX6eIYHbTSQA2bKWIFOcT4XRPC +e97yiGH6uME5znCEiBYaKaeUAlaygLl8q/YPTPCMe6S5Qg8nOU4HrcSppYRi +8sllHllMV7kn4zxlkDRXSdHNCSIOsZc4ZWxhPWtZwkJ+bQ/hB1O8ZpQRBuij +lxTdJInopJkEFWyjiEKWs4zZxPhSGcJnMrziAfe5xQWSRHSyj2pauK0/L/53 +iwkyPOcfdTu0bQ== + "]], + Line3DBox[CompressedData[" +1:eJwV0M8rJAAUB/A3DpScHDg4sCXJkovk11KUUuYwfpwUNVFExLa1bSnFQVGK +OKjJRdnCnWbyD5iLnPw+SJq21h72tm35OHz6vl7v9ep9Si8MzSciYpnkSMRu +e8SA3JZFoxE78pCfnJHlmhteeKXwMdsRUWo+ZbdW3UIrvfQzyhw/2GCLDOdk +ueSWOwr84z9lnRHV1NBEM930kWKYNJVuj7m9pF5h7WNPb1zvQH1MjgvyXPHA +E7/5Q6IrooQKqqinkQ56GCTFBJMs8o1V1tljnyNOOCNHniseeeaNvyS+RBRT +TiV1fKaNHpIMMcEkX/nOGpvsk+GEU7LkyHNPgV/M+EGDX8zKaaZIs8A75uBd +9g== + "]], + Line3DBox[CompressedData[" +1:eJwN1GloD3AYB/Cf5Jgr5mo5x2rRlmu8GBrSHDObmbUsseVY/qGsWArNkMKW +JNco5BiRmhkRckesaYXSZo6oac4Ic3xefJ7v8/rp2xNbsCprZZsQQrJRmx3C +A7pNC6ETUTSnhtBBdmQQgxnGWKYwmwIWs5qNlLCTcio4zBnOU8U1HlBLA018 +4At/+EeX6SFE058hJJLEJKaSSS5LiFBMCTvYzRFOc5HrPKSeRt7zjb90nhFC +LwYznHGkkMY88olQTCll7OMY57jCHep4wXu+comuM0OIIY6RjCeVOSwgwho2 +U84hKrnADR7zjHd8IaS5CzHEkUQK6eRSSBEl7KCCU9Rwkzpe0Mx32s8KoQex +JDCBaeSQz2rWU8Z+TlPNXepo4gOtdEgPoQ+xjGICaeRQSBGbKecwlVzmNvU0 +0sJPOs0OoTfxjGYK6eSxlGJK2UUF57jMPZ7wmhb+EpURQl+GkEQKGcwnwhq2 +soujnOUq93jKKz7TSlSmrhBLAuNJJZtFRCimlHIOcJwqrvGIp7zlI7/oOCeE +ngxkGEmkMJN55BNhLZsoYx8nOM8V7lDLc97Qwi/aZoXQnRjiSCSZyaSTzSKW +UcQ6trCdPRzkJGeo4Sr3ecQzGmjmE62EuTpPDwYwlBGMYSKTmUUmeSxkOStY +xwa2sZ297OcElVRziVvUUc9LmvhBO3+rPb/t0bI//YgnkWRG853/Ts775w== + + "]], + Line3DBox[CompressedData[" +1:eJwN1FtoD3AYBuDfRMlEzodcmMkhRTObKcch582YIU3OY8Zu1OJPakyIsknI +MkqytpwSbTEu+Es0NBZaaIsojK3lbJ6L57t8L97evrg1+Yu2xoQQEp0nmSE8 +pPusEGLpyhDGk0wK80lnGevZQA6F7KWYEsq4yFVuU8tTGmmimVbC7BBi6E5v +BhNPAsmkMpNMlrORPCIUcoRjnKOCKu5Qy3Ma+cgP2uk2J4Q+xDOKCUwljSzW +k0eEIko4yXkuU0OUZ7zmE210nCubQQwjkUnMYTGryWMHRZRQRiXXucdjGvhI +Gx3m6YWBjCSZVNLJJpcCCinmNJVUEaWOt3zmN53nh9CXeBKYzDyWkcM29nCE +Miqp4j71NPGNf8QuCKE/w0hkKgvIJpcCijjKGVZQzQPqaeIr7XRNC2EAI0hi +OgvJZjPb2cdRznKJmzzgBe9oJaTLYgAjSWYGGaxiCxH2c5xzXKGGR7zkPa20 +02VhCP0YQgITmcsS1rKFCEWUUEo517hLLQ28p4U/xGbYH3GMIoVppLGUdeQR +YS/FnKScK9QQpY5XfKCZv3RcFEIvBjKc0UxmOhlksY5NFLCTAxziBKWUU0k1 +t3hILQ284Qst/CNmsX3SkziGMpZxTCGVdDJYySq2ks8udnOQw5yilAtUcINq +7hGljk585ie/6OFX9WIEY0gike/8B6fu9eY= + "]]}, { + GrayLevel[0.2], + Line3DBox[{11, 12, 13, 14694, 14, 15, 16, 14697, 17, 18, 14699, 19, + 20, 21, 14702, 22, 23, 14706, 14707, 24}], + Line3DBox[{13689, 13672, 13673, 13674, 13675, 13676, 21756, 13677, + 13678, 13679, 13680, 13681, 21757, 13682, 13683, 13684, 13685, + 13671, 21758, 13686, 13687, 13690, 13691, 13692, 13693, 21759, + 13694, 13695, 13696, 13697, 13698, 21760, 13699, 13700, 13701, + 13702, 13703, 21761, 13704, 13705, 13706, 13707, 21762, 13708, + 13688, 13709, 21763, 13710}], + Line3DBox[{74, 75, 76, 14745, 77, 78, 79, 14747, 80, 81, 14749, 82, + 83, 84, 14752, 85, 86, 87, 14753, 88, 89, 14755, 90, 91, 92, 14760, + 93, 14761, 14762, 94, 14763, 95}], + Line3DBox[{132, 133, 134, 14796, 135, 136, 137, 14799, 138, 139, + 14800, 140, 141, 142, 14804, 143, 144, 145, 14805, 146, 14808, 147, + 14809, 148, 21766, 13713, 13714, 21767, 13716, 21773, 13726, 13711, + 13729}], + Line3DBox[{199, 200, 201, 14855, 202, 203, 204, 14857, 205, 206, + 14859, 207, 208, 209, 14862, 210, 211, 212, 21769, 13718, 21768, + 13717, 13719, 21770, 13720, 13721, 13715, 21771, 13722, 13723, + 13724, 21772, 13725, 13727, 21764, 21765, 13712, 13730}], + Line3DBox[{353, 354, 355, 14979, 356, 357, 358, 14982, 359, 360, + 14984, 361, 362, 363, 14986, 364, 365, 366, 14988, 367, 368, 14990, + 369, 370, 371, 14991, 372, 373, 374, 14995, 375, 14996, 376, 377, + 21775, 13731, 13732, 21774, 13728, 13733, 13799, 13803, 13815}], + Line3DBox[{492, 493, 494, 15089, 495, 496, 497, 15091, 498, 499, + 15092, 500, 501, 502, 15096, 503, 504, 505, 15097, 506, 15100, 507, + 508, 509, 15101, 510, 511, 512, 15104, 513, 15105, 514, 21776, + 13737, 13734, 21793, 13800, 13804, 13816}], + Line3DBox[{13759, 13739, 13740, 13741, 13742, 13743, 21777, 13744, + 13745, 13746, 13747, 13748, 21778, 13749, 13750, 13751, 13752, + 13753, 21779, 13754, 13756, 13760, 13761, 13762, 13763, 21780, + 13764, 13765, 13766, 13767, 21781, 13768, 13769, 13770, 21782, + 13771, 13772, 13773, 13755, 13774, 21783, 13775, 13776, 13777, + 13778, 21784, 13779, 13738, 21786, 13780, 13736, 13735, 13757, + 21789, 13797, 21794, 13801, 13805, 13817}], + Line3DBox[{686, 687, 688, 15241, 689, 690, 691, 15244, 692, 693, + 15246, 694, 695, 696, 15248, 697, 698, 21788, 13783, 13782, 13784, + 13788, 21790, 13789, 13785, 13790, 13791, 13792, 21791, 13793, + 13786, 13794, 13795, 13796, 21792, 699, 21787, 13758, 13787, 21785, + 13781, 13798, 13802, 21795, 13806, 13818}], + Line3DBox[{891, 892, 893, 15392, 894, 895, 896, 15395, 897, 898, + 15397, 899, 900, 901, 15399, 902, 903, 904, 15401, 905, 906, 15403, + 907, 908, 909, 15404, 910, 911, 912, 15407, 913, 914, 15391, 915, + 916, 21798, 13809, 13813, 21796, 13807, 13819}], + Line3DBox[{1117, 1118, 1119, 15557, 1120, 1121, 1122, 15560, 1123, + 1124, 15561, 1125, 1126, 1127, 15563, 1128, 1129, 1130, 15565, 1131, + 1132, 15567, 1133, 1134, 1135, 15569, 1136, 1137, 1138, 15572, + 1139, 15573, 1140, 1141, 13811, 21799, 13810, 13812, 13814, 21797, + 13808, 13820}], + Line3DBox[{1376, 1375, 15722, 1374, 1373, 1372, 15739, 1371, 1370, + 15738, 1369, 1368, 1367, 15736, 1366, 1365, 1364, 15734, 1363, 1362, + 15732, 1361, 1360, 1359, 15730, 1358, 1357, 1356, 15728, 1355, + 1354, 15727, 1353, 1352, 1351, 15724, 1350, 1349, 1348}], + Line3DBox[{1539, 1540, 1541, 15867, 1542, 1543, 1544, 15869, 1545, + 1546, 15871, 1547, 1548, 1549, 15873, 1550, 1551, 1552, 15875, 1553, + 1554, 21801, 13827, 13828, 13829, 21802, 13830, 13825, 21800, + 13823, 13821, 13833}], + Line3DBox[{13834, 13822, 13824, 13826, 13832, 13831, 21803, 13835, + 1667, 1666, 15954, 1665, 1664, 15953, 1663, 15952, 1662, 1661, 1660, + 15949, 1659, 1658, 1657}], + Line3DBox[{13858, 13836, 13838, 13837, 13839, 13840, 13841, 21804, + 13842, 13843, 13844, 13845, 13846, 13847, 13848, 13849, 21805, + 13850, 13851, 13852, 13853, 13854, 13855, 21806, 13856, 13857, + 13859, 13860, 13861, 13862, 13863, 13864, 21807, 13865, 13866, + 13867, 13868, 13869, 21808, 13870, 13871, 13872, 13873, 13874, + 21809, 13875, 13876, 13877, 13878, 13879, 13880}], + Line3DBox[{13910, 13883, 13884, 13885, 13886, 13887, 13888, 21810, + 13889, 13890, 13891, 13892, 13893, 13894, 13895, 13896, 21811, + 13897, 13898, 13899, 13900, 13901, 13902, 13903, 21812, 13882, + 13904, 13905, 13906, 13907, 13908, 13911, 21813, 13912, 13913, + 13914, 13915, 13916, 13917, 13918, 21814, 13919, 13920, 13921, + 13922, 13923, 13924, 13925, 21815, 13926, 13927, 13928, 13929, + 13930, 13931, 13932, 13933, 21816, 13934, 13935, 13936, 21817, + 13937, 13938, 13940, 13939, 13909, 13881}], + Line3DBox[CompressedData[" +1:eJwNytlSAXAYxuG/S+kmOtDOFWimG+gC6qjRJrRTaS+JtK9SJCIX5zl45jff +fO/Q7Pz0XCSEkKA0HEKSRZZYZoVVojMhpHSNNBmyrLPBJiM2W7rNDrvkyDPq +t6f7HFDgkCNOOWPM5lKvKVPhhioTfrd6xz0PPPLEMy9M2rzqG+98UOOTOl9M +2XxrgyJNfmgx7nel55xwzAW/tOkQs/nTLj3i7n/ts8AAeURBMA== + "]], + Line3DBox[CompressedData[" +1:eJwNykc2A1AYhuE/elmFTbABNcrAOUaZWYDM7E7vPYgSJXoXPQiCZ/Cc9977 +3abBdP9QIiJSnDdHTDLFNDPMMkfrQMS8LrDIEsussMoabf5kdJ0NNsmyxTbt +9h3dJcce+xxwSIc9r0ccc8IZF1zSZb/Sa2645Y57CiTtD/rIE8+88MobRbr9 +edcPPinxxTc9th8t88sf0RKRoIJKxr11+neqVe7V1FBLr/d6nbDV6Zg26Kj2 +2RqdR5yH+Qf9gFSX + "]], + Line3DBox[CompressedData[" +1:eJwVz8dSAjAUBdC4tysWrNgL9oIN7L2gCKioo/gB+v87z1ucuZncTPKS+/mr +/LaklJpsFlJqo50OOumimx7KtZR6ZYY++hlgkCyP+iE5zAijjDFOjif9hJxk +imlmmGWOin5eLrBIniWWWeFZvyrXWGeLbQrssEvVmT25zwFFShxyRE1/LE84 +5YxzLrikrr+S19xwyx33PPCiL8df4z8xc8wV78bdvOrrcS7WbNDKW9A15Dsf +fPJFw/63bPIPbXEuOw== + "]], + Line3DBox[CompressedData[" +1:eJwV0EVSg0EQgNHhKJwi96CKFcF+gkMCwQIEd3d3d5dwPN4sXn1V072ZLk9y +FdmyEEKGJBXCHyWaKkP41Rp++OaLRu+f+sE7b7zywjNPZOw86gP33HHLDQ1m +13rFJRecc8YpJyR2jvWIQw7YZ49d6s13dJstNtlgnTXqzFd1hSUWWWCeOWap +tTOj00wxyQTj8c9mYzrKCEWGGWKQAtV2BrSfPnrpIU83afMuzZGlkw7aaaPK +vFVbaI73jreNt4s3Ypl/aodNyw== + "]], + Line3DBox[CompressedData[" +1:eJwNzFVOA1AURdFbrPgcGEUZBwkDgB+8LQwPLe5uxd3dXdbHyk7ePXk1jZm6 +dCIiGjhJRXTTQy999DNAU31ETgcZYpgRRhljnGabCZ1kimlmmKXFbU7nWWCR +JZZZYZVWmzVdJ88Gm2zR5ratO+yyxz4HHHJEh82pnnHOBZdccc0NaZtbveOe +Bx55IuP2rC+88sY7H3zyRdbmW3/45Y+ojUjQ6VaghRRRTAlJSimjy6ZcK6ik +imravR/76x9LD1ot + "]], + Line3DBox[CompressedData[" +1:eJwNylk6wmEYxuHXCkJI5iJj5qEyZZ6J+OfcAjiQqViIpdid++C+ftf3PW/u +6aX+3BERDVbLEd2k6aGXPjI0k4h+zTLAIEMMM8Iob27GNEeecSYoMMm7fUqn +mWGWOYrM82Ff0EWWWGaFNdb5tG9oiTIVNtlimy/7ju5SZY99DjjkiJabYz3h +lDPOuaBtu9Qrrrmhxi131Pl2c69ddPLqndK/UsSDJjT48f+ov/wD/zwrHQ== + + "]], + Line3DBox[{14457, 14430, 14431, 14432, 14433, 14434, 14435, 14436, + 21886, 14437, 14438, 14439, 14440, 14441, 14442, 14443, 21887, + 14444, 14445, 14446, 14447, 14448, 14449, 14450, 21888, 14451, + 14452, 14453, 14454, 14455, 14458, 14459, 21889, 14460, 14461, + 14462, 14463, 14464, 14465, 14466, 21890, 14467, 14468, 14469, + 14470, 14471, 14472, 14473, 14474, 21891, 14475, 14476, 14477, + 14478, 14479, 14480, 21892, 14481, 14482, 14483, 14429, 14456, + 14484, 21893, 14485, 14486, 21894, 14487, 21895, 14488, 14424, + 14490}], + Line3DBox[{14521, 14500, 14501, 14502, 14503, 14504, 14505, 14506, + 21904, 14507, 14508, 14509, 14510, 14511, 14512, 14513, 21905, + 14514, 14515, 14517, 14522, 14523, 14524, 14525, 21906, 14526, + 14527, 14528, 14529, 14530, 14531, 21907, 14532, 14533, 14534, + 14535, 21908, 14538, 14543, 14536, 21903, 14518, 14499, 14537, + 14519, 14516, 14520, 14542, 21926, 21927, 14607, 21933, 14612, + 14491}], + Line3DBox[{14573, 14547, 14568, 14553, 14556, 21918, 14559, 21919, + 14562, 14550, 14565, 14539, 21911, 21912, 14544, 21902, 14496, + 21896, 14425, 14603, 21928, 21929, 14608, 21934, 14613, 14492}], + Line3DBox[{14589, 14578, 14579, 14580, 14581, 14582, 14583, 21921, + 14584, 14585, 14587, 14588, 14590, 14596, 21922, 14591, 14592, + 14586, 14593, 14594, 21923, 14595, 14597, 14598, 14576, 21924, + 14599, 14577, 14601, 14600, 14572, 21925, 14602, 21914, 14571, + 14428, 14606, 21932, 14611, 14616, 14495}], + Line3DBox[{5475, 5476, 5477, 5478, 5479, 18043, 5480, 5481, 5482, + 5483, 5484, 18049, 5485, 5486, 5487, 5488, 5489}], + Line3DBox[{5557, 5558, 5559, 5560, 5561, 18091, 5562, 5563, 5564, + 5565, 5566, 18094, 5567, 5568, 5569, 5570, 5571, 18096, 5572, 5573, + 5574, 5575, 18099, 5576, 5577, 5578, 5579, 18101, 5580, 5581, 14617, + 14618}], + Line3DBox[{5839, 5840, 5841, 5842, 5843, 18219, 5844, 5845, 5846, + 5847, 5848, 18222, 5849, 5850, 5851, 5852, 5853, 18223, 5854, 5855, + 5856, 5857, 18225, 5858, 5859, 5860, 5861, 5862, 18227, 5863, 5864, + 5865, 5866, 5867, 18229, 5868, 5869, 5870, 5871, 18232, 5872, 5873, + 5874, 21936, 14622, 14628, 14619}], + Line3DBox[{6384, 6385, 6386, 6387, 6388, 18455, 6389, 6390, 6391, + 6392, 6393, 18458, 6394, 6395, 6396, 6397, 6398, 18459, 6399, 6400, + 6401, 6402, 18462, 6403, 6404, 6405, 6406, 6407, 18463, 6408, 6409, + 6410, 6411, 6412, 18466, 6413, 6414, 6415, 6416, 18467, 6417, 6418, + 6419, 6420, 6421, 18470, 6422, 6423, 6424, 6425, 6426, 18472, 6427, + 14624, 14625, 14626, 21937, 14623, 14621, 14627, 21938, 14629, + 14620}], + Line3DBox[{7144, 7145, 7146, 7147, 7148, 18784, 7149, 7150, 7151, + 7152, 7153, 18787, 7154, 7155, 7156, 7157, 7158, 18788, 7159, 7160, + 7161, 7162, 18791, 7163, 7164, 7165, 7166, 7167, 18792, 7168, 7169, + 7170, 7171, 7172, 18795, 7173, 7174, 7175, 7176, 18796, 7177, 7178, + 7179, 7180, 7181, 18799, 7182, 7183, 7184, 7185, 7186, 18800, 7187, + 7188, 7189, 7190, 18803, 7191, 7192, 7193, 7194, 7195, 18805, 7196, + 7197, 7198, 21939, 14630, 7199, 14631, 14632}], + Line3DBox[CompressedData[" +1:eJwNyElKAgAYgNG/k0TLytp3hVYhdAEPUFDZnGU2l42WpTZPNq68TkQYiEgU +eIHe4vHB15UaTY50RMQQY50R40yQZpKPwYgpnWaGWeb49Od1gQyLLPHlZ3WZ +HCvUvVVdY50NNvn2t3SbHfLs0vD3dJ8DDml6R1rgmBOKtPxTPaNEmQo//rle +cMkVv9613nDLHff8+Q/6SJUnnmn7L/rKG+/UhiN6BiIS9NNLH938A8bcPXE= + + "]], + Line3DBox[CompressedData[" +1:eJwVztsyQmEcxuF/l2JcQBy6h46a6RSVKFRC9lS2IWRXJO6i+/N8B8/8vnnX +rG+tuVIz38hERJ6/+YjFpYhZIeLXecE5y9T5h2kuYqLffDFmYhvpJx+885ae +2191yAvPPDGyD/SRB+7Te7a+3nHLDdfpHvuVXtKjSyfdab/Qc844TffbTvSY +Iw45YGBv6z577NJK37bvaJMGdfq2bd1ikxrV9E/2DV2nwhrl9I/2khZZZYVl +/gF9JzhY + "]], + Line3DBox[CompressedData[" +1:eJwNyEcvAwAYgOHPT3FyV1RbISEhqaQSiYNrfwCpvfeqVaP2Xi2K3vh7nsOT +N3kb86ODIw0RMUxLKqKDv6GIZs2QJkWCX79dk7TRSr0p4oeBXMS3flHjk5z3 +oe9UqfBGv/+qLzzzxCNZ/0HvueOWPu9Gr7nikgt6/XM9o8wpJ/T4x3pEiUO6 +vQPdZ49dinT5O7rNFpts0Omv6xqrrJDxlnWJRRaYJ+3P6SwzTDNF0p/UCcYZ +o8A//r09YA== + "]], + Line3DBox[CompressedData[" +1:eJwNyEdKAwAURdHvUhy7Aoe2cdDgBmKJ0Zhmii32FnuvcSFx5G5ERCGIBIWA +Z3C4j9ebyo/leiJilFRfxASTTDHNWyIirTNkmGWOd39W58mRp8CHv6glFijz +6atolRqLLPHlX9YVVqmzRtu/rhtsssW3b1t32GWPfX78B9rgkCOO6fhP9JQz +zvn1XeglV1xzw5//Vu+454FHuv4nbfLMYH/EAK3xiCF90WEd4dVO6j+bND8v + + "]], + Line3DBox[{12018, 12019, 12020, 12021, 12022, 20832, 12023, 12024, + 12025, 12026, 12027, 20835, 12028, 12029, 12030, 12031, 12032, + 20837, 12033, 12034, 12035, 12036, 20839, 12037, 12038, 12039, + 12040, 12041, 20840, 12042, 12043, 12044, 12045, 12046, 20843, + 12047, 12048, 12049, 12050, 20844, 12051, 12052, 12053, 12054, + 12055, 20847, 12056, 12057, 12058, 12059, 12060, 20849, 12061, + 12062, 12063, 12064, 20851, 12065, 12066, 12067, 12068, 20852, + 12069, 12070, 12071, 14663, 21947, 14662, 14654, 21953, 14676}], + Line3DBox[{12773, 12774, 12775, 12776, 12777, 21152, 12778, 12779, + 12780, 12781, 12782, 21155, 12783, 12784, 12785, 12786, 12787, + 21156, 12788, 12789, 12790, 12791, 21158, 12792, 12793, 12794, + 12795, 12796, 21160, 12797, 12798, 12799, 12800, 12801, 21163, + 12802, 12803, 12804, 12805, 21164, 12806, 12807, 12808, 12809, + 12810, 21167, 12811, 12812, 14672, 21950, 14667, 14669, 14670, + 14668, 14671, 21948, 14664, 14665, 21951, 14655, 21954, 14677}], + Line3DBox[{13377, 13378, 13379, 13380, 13381, 21407, 13382, 13383, + 13384, 13385, 13386, 21409, 13387, 13388, 13389, 13390, 13391, + 21411, 13392, 13393, 13394, 13395, 21413, 13396, 13397, 13398, + 13399, 13400, 21415, 13401, 13402, 13403, 13404, 21417, 13405, + 13406, 13407, 21419, 13408, 13409, 13410, 14674, 13411, 21949, + 14673, 21944, 14653, 14666, 14656, 14678}], + Line3DBox[{14493, 14614, 21935, 14609, 21930, 14604, 14426, 21898, + 21897, 14497, 14545, 21913, 14540, 21909, 14566, 14551, 21915, + 14563, 21920, 14560, 14557, 14554, 14569, 14548, 14574}], + Line3DBox[{14494, 14615, 14610, 21931, 14605, 14427, 21901, 21900, + 21899, 14498, 14546, 14541, 21910, 14567, 14552, 21917, 21916, + 14564, 14561, 14558, 14555, 14570, 14549, 14575}], + Line3DBox[{14679, 14683, 21955, 14680, 14684, 14685, 14686, 21956, + 14682, 14681}]}, {}, {}, {}, {}, {}, {}, {}, {}, {}}}, + VertexNormals -> CompressedData[" +1:eJwkmXc8le//x1MZET5kR9k7e4e3LSREyMhqKCmUzEKJyK6sEllZKXvWZW/Z +e28O59yEKKrf+T5+f11/nPO4z/247uv9ej2f9+FyvH/5xtEjR440XTly5Bhx +vZhwN9f+whqkdwezFqQsoNBWdzsczxHA3unfPsCNQu+MrluiDx71idM1DJjt +qG54a81VC65DMu3POLWNWdi+/Kx4rPSvakk6lcF8xRJsVMQ+sA5cAQ3D6aNF +p/dU+ZcsHE+jPqjl3jVs/EYAYTsuecKrZdXc1yuTfCTBqNkuf/vtPwxyR7uD +RYz+qX4s5GX4NIlBh7zSEy9UAc+GbhjwPGWCb1qbT5iqg5CI6xG3IuL3N3ev +n79fSVBlXVgKxLXOoePSY2ObyTgY7mt73FalAA1lPjVNgwR4EO6z+JWnD/k8 +lvar3aGEqd9LyRwbg8CSo/VvQYWAdhXIHNNfbKtSdts/t60egyz8zbL1i3iU +EVbH3iN7FGSarU599xmBm++Trx024eFG/aRFsRslHH9NxrWo1QWGR3rCKmQx +iHjXX91+6peqaENJQS9lHxxLPDavMEqAX8+dw5UmN1RtG+OccdR46IoKi1Xq +Hwd50SQ5SzZasP8rOdwRuApLl/X8p14vQln9L6z6GSk4TRwEB6V8hx/fv3Uq +0mOQo/jZdCH/PyAoOdnczB8An3bptmcPCKBSRqtqNswEaXmJKbovZxH1rdU5 +hevrqHKXRU3htgJ0OD04xtiAwFPhPmdlHYbOPndyKbwpBC6fIiiE9jdA/pVh +XKX4BFzfGwlcJOEFMpuaAy5HDEin0/p2SNpRApv4cx2cArx69O0hNz8ezjoH +fDdwHkfvL7wzDu5UhJcXDNvP2hTDXs2HohUcBtsXtRsCaUmBU7P63ssHy2jT +46iaZfcyLE02H1bSngVWsoVrWxm1yM+8Qi+uC4OejtTq2DIe6MgRDp5YwxC/ +pk6iek8x9PhAuXgZC2wNRsaFYxj6KsC1LqPwBT3c1czJ7GMF/yuBpUWkq2jh +pcE/Ct4loLA7v5JrzQ0cOZfjqkjHUe/HdDdNZTxQk9Xkeu+pw40nylkpactw +5/9XlL5xskjphTFMqRMY6X/gYJpU5EuDxhy6EbWOS3urBz0hlzA33TZIJlzl +veCCoaDAAYZTFpuqvsXOuHM2I7BvPnKppwOP+gUk0lIp91XtW0+IsDYNoHAB +9OvZfQK6cn9hfpSXE2Bh0CF8KxfkNYHEdxcDR3bGuliVH6pg1GPGuoChWf6H +q1z+ZYi6fmBdbI4JGCbDAwJ8cIj9YbpEzK850E/dzZxmOlR1rtPIdJkhoIEb +PKdsh3uRQmydQ4X+f/CYBNtbODaLnnXNBp8vXQfyyEl3Fc1jEGUs4CBRiUM3 +Xqh+HH07B0N1HpVkhgxwTUaX8+7CEtKn3j4csFiBV/2L5+s/M8Pon51zIQ0Y +yufIt0kyRFCZoXyleOQC5Mh6qj3VWELi5smtX3ErYJT6qO1ZIytw3VF/wSdD +QO8rDxnO8g6hHkxk/NQvOaB5LRPwTnwdep1wy3xzs0DRVR3t0OMIwvcbfp3p +bYUSnDrfTzcMZl1//+q2vg6py+8ucQi3ge3oIGPmXQw6lR3rw2+7Aiu8vpNk +3gXP735yjZXB0El7n/4zp7xhsu+wZI44//4TTWR9856geDfh7jFxTXjdRr8r +NjQDj550MXQ1rKNv6UK+F2b2VMdf3LmhnDkOzXETn/1Z8KjoCO0dtoafqpYX +s3PxXWtwlOLbAAlhHmoO9KuT//5RPRUSuuieiIdlxvTgIxajKDB1UfG1Eg0I +tz2RNJDDwNKib6VIqQt68SRJjq3UsPKb5JXLCAYfPR6/IXtQheSdHrGrjrBC +tUKxKcP7VXDCCsq73Bdhvs/ptXAaHXB9kXxP8h6DtQNaDqmvjejapTqeKG8e +cLSpeZnRsAoasievP9JehPPf9NxnQjmAXexsNrMlBqHSnbO2be1w5OpYC1mQ +CATtBViTu63B2KP7Inx3FuAta2ICwz9B6A1tOmibxkDsTXqAL3kF+kpv8zrL +Qw0GxT5kyRivwQGhpjvm1QK8/pGu6O0kDxVPLw7TH6kFhwLxnrHvGAQ2k81V +dZ+HRuwiLMf3Qs52rfWRVQJw6OQaVLdeAs98F3HztX4UMQuu/HEE5GNMbXIp +xhkuJrtEir2YQbKfyA2uqi3AtRdVeejMIpwRefjezqsTyE+nf6o+h4M/8qwU +JKfm4GabQN8JxUXwc2O/09q1Cm+Wl46d2LeAmBUOabLcaXjlPCbK7YsDXJIv +/mN9P0y1+C+ZX5kEch6z6ykfF5DfEeNL4SuLwJevIWrk2guFWhERHngCkMoX +pGz2PoTOnPg0x8Y+8BPuFOX7RkA6Js7ZQ6OkUHX1xuMq+3mwm/JSviiFQ19F +Wp6MyLNAoiTnt4ULC/C7YKFOJ2wNUtoc3N92CwLn3ZybrTIIYo6ZeK4S5yPy ++lemI4J8YLaTLyxnOA04JJiUJr4BF6JLps1rRaHkqt4nzaoJ+KF/60jgyAYc +/zw8uaPCDfT1CiKWq3i4crus8b/GYWh22lqZPu0M6vrex8SGl+FB7M2tyDvL +yPTjL475o3pg2+FN9eJPK3B879AevIfBKfdBq57ec+C5vHUgJtiL6COb7378 +SYDsUxFhDXZqILiSsR/2NRPO3vv6UucXBqYFnzlDQ6ThrSJHkTPjECTHsv5X +IUcAX9nmH3EBesBieoF6+9sL9OY8W/pN4jx18vkmSuWrwZGLGsp5Uf0ojSyz +7b80AhyN1JeJ89KB5Y/bNEFVeDA9Wsf+qXgEVhQ0yxIE/CEjh++3MV05TDtl +mAfNYejVLsepaHFtOE89XpDz7Q0MSTCHb8MKGFT86mT6vQRJHwp3JA4XoOQS +CWsTyzJsCW/wsluNEOdqX+305CCUi3Lrtl/GQ9GIUlB9Qzc4V4hoF8esonE9 +WdO53DSwJ3dkZfVbBBencbayAwwV0znZXPVPRVT+3nP+5cHQ3Xo871B1Bn3S +5LPTx68DT/bVJ8GfbwHNR2VOJfl28Li3eNzbDkMUWZs2gsu0UNFssG4yPw1m +eUsZ1OQb6OjVX0NflxmA1OpggvvFCmjFU118+HkJNanFqDx6IAw7Q76nxpaW +gKPYISDyygqYvYhMlz3JAmU/2OoSX0zDnnhPSPzZDTiteGZI9D47PHTaq7X/ +iYOXhsypFMpz0HY97wFdiSCYjVN1Jw0ToOCb0sILpj40q5cR190uDv2MzF8+ +da2D0ofrrinFM3Cxab1tglUOdMsXLqok4ICP892ZB91z6JmLxUnySlmYbRyS +R+OTYJf/Y1wkZgPY5EoVTtjIwlTW595RxX6g3CmK6iggwH3e8tm3JXxgxPfg +Thf/IFw5EyJrYkcA8St7fGHrUmD4/ZO5V3ETvLnlLCj5GoNKhxsqt11Nwe9R +jfjjawOwRXVtfSCAAP+1Pz3qOKEL6yWmp64ttyJXn25Gwn0MBT7/gRUW68Kl +oD7JyH8YGvAqYCLzf4Z4c9MeHw67Q82DmGBi1EKUfam2nxsB5F0kKT9/twed +1asubR7zgOnRXo/90IB2Gh2nQ6vXQKb0M2PgIQZ/Wc9nKt98C0wUUi+1GV9A +ravYo4XtOVC0GZrgf4xD8WL5WsfrfcAyC5IFT/QCw4lAj4+/CdBIda/aIewm +DD43MdfexKOHpqovHN8Mo92I51p5NC/hE6XvZ1YaAupMu6GjuT+EDBAjRQnJ +Q7A/OF105Pg8El21stDzIPKkxaPNPK8HwD3+hZTlxgwQcp9wZ8yvo2Ok/X37 +XiLA4dghZ1meAXIPCxjxvzBkpju+SmEjDAV32ERa+nrQrep51tG/xPxkWo1Y +fqoI57lym7IzZhGHHOXt21fW0Trq09APvAGFp39c7bffQNR++mWir6bAZydo +lz79FkzntxqdkMeg/jdD+tNzXcR5z8910NGBP0L8yWqWeNg5nZgbEDIG+ywK +i8+rFeGHR1SrczUGU4w80lTZdehpzLHzUf1qoLMXGa00vwgNf8JrD1RXYQX5 +bTJvX4IL+806FRktgC6Zio8+wQAnmePk7SAHvpPTT961DaFwumcl00wEwPVr +CqnPKcJyxkbQfacpkP/k/ULZdQPWHA6HcfpWsMVt1GBSsICoEvjfHSqvoWfX +GyImDLmBVDVo75Y3AZ1V2lE+GjmA3lTdKg16TwP+PPc5iolcdSLjD9uUahui +Cl4og1oqUMzuaib6APoTYhqeRxoMrWTbHy5o0oDf4HbwRURAShoVJ67X9EFb +GZ8DfT0DPCCprHSaX0BCDHVnfOjXIK3Bp2YDccL9L9Xxn2aJ3Nh1skfXthyC +aj/W5/NoQxKBILdJvP6tOrV5hvr76FaG0qCTCj94lb9dVPiJoRGjvTzKo7mI +8UjKnd+nuUA/uz3ktDABcXAF/RWwHYKH33X4SJn5weRfQlCm3Tq6Jajycjxu +FnjqlSOe8fLB5nPuj2fncOhh2wgdu+0c0NmhAn8bXqi5EnEr7/YK0ti7l2De +uwSKOXOTXjpCcIU+OFvdZgNZJFHs9mZOoSsbfk+yC2WBX4K29Z3/MvRpyC+Y +Ny2jjkvvbE0FXEAwB0K8jEYB71Ek0puEBwpGrrbK077Am3by6xWsBeE55x/Y ++WHoO9mLnzrYXejsCqIxqx5D73B1rXii17C/byixWWMAg3IVr6i9TlA5FfCX +TglDjkfl/I4SOOHGVZZ24xkMlC7o9ziOlqOGjUHzFR5+uMT9IX04aQpukvHd +O2u3Aadae8yflgtDRfHldf7IcRAgrOc0cOAh39z7v4afnND94KJlWfQQiLW5 +CrNzEeBV7uWf4r+FwNQ0yyXq9TQ4fSAXN2ffgBfNBVDzThvu3X0bLKY0DxYf +nShEDXFo6WirbK6kLNCkL89czfaHTQqh113EngpTri7hEZKDX+X9mhWeC/Ax +56Wf2K01YDUX3WJLoIdINy+XMRE8/L1qHnTUaBzsAne7xlp5ITpDMuRLDwbX +Em6RjTbUwKjGY8ETZxVgvLFCISKrB50OUJbKI8GQtUDsMMNNSzBgo+9s8R+G +7ITGn5m7eOiJHBu0MHGAA8VW4W/Rc8Axmu4kkj4Mam//OxRSWQXdmL/zfe2z +QHdtUU9mbB6ds1/Tsc9fgImRmmID5zG4L+d0o/saHnH3y1mCtCLssBUnplit +wlXyNsam+kUkGOn09JDVG+IOhq51pE+h1EDX/TbiuRB9yhmv9FQNxmiYKAkS +idDclvLK6w+Gukt5bQ9bAmDkoYpuq/cw+mNGZ2b3E48cfcOfR5+/DZnHTLM8 +XFZRlSIv+/6nRdRU++j+CVkvwNSpCbmfMEjTqn3PzNaAPsj2x/S36oHEC4qO +Ic1xmJfkcbAVwyMebFebaUITkrjkU8JJiJxxTmfolMowWhaKVqlI4QcEHjdM +vuHgaOodwRdxc1BOR0It2y4FLI4H2bQas0BFdyiIj15HOMO12ZEAFVjE7U0t +vpmD5x+mHdhqcdDu4/8g74ExjF07J75agCHaF1des4s3QKjpJoOg8hUi/1z6 ++pDI56Ojc4nZRD43qqCTJ03gBOv27hyqyyNQeWJYs7MLD+cq006q0kpBgfin +xBdaxNx/+W7lZfMgMjjy3rWGQQ0OzGzuuaUugu9Zf7Ylr1VUm3BXSH9AGmRJ +j1EUCi4CycKSQJzjGHwQWb3UbLsEz09TMsamExCNvo8k15N+pHStJvCbDEAq +lZPIlbPLKH+1v5fh7ArSvkRGr9EiCv6Xr3OF7GIoY8tQ4vF8LmL63hH4+7gU +rPqzqel8wpBQ7eONE3wN8Hv3diCLkDwEZWc01E2uoeJJcUPb0Xm0ubdkk1HJ +C2cGDcLyhzBUm0K3n/+nCmXoSNx0m+aHhYtmE4dNfUDpeBC59pWA3BhvJoll +aEBmVoLX36WPaFutk5Z+D4PjwsJaJ9UUYeqSdjGJZjNqbo2Ol4zCwI1F8PVu +ihTwZY7bPQseQTJIVmKmAQ9tkT59cstKYMfStzEAw4iBjOIEBQkB8RefKHnv +KAt2bTGWL6JcoF7KqHabOHfnf0hqB8hrQUFUJ3MRLwG2FjquZPgNwWqUncO7 +Qy2g2t1qHeyYQ3cuzJ6OT8RBdfqP+Zr4p/BwZ1yh3mEJTcd0l9ONVICoXO/i +wvsVoOm9oPtkcgxNFIe6KGjjITj9nDSXjS9s754+/iybgL62/werTv3oJFXE +2dIYddjkfkRlZToMCPVV3vqDR0+lYlqUioVAzI8h5cwyHhSqv3hvfR8GhZ97 +e8JLwqCwLSCkT/SQ+euIoTF6Dd18KRR075Yo8Lge0bVNW4fvR/lD6PhnEYGN +3PxTqgQ488XdzaPbAIPD0esFNdNQsnfiI/nuGdj5qz/yDofBUAolZZh/MbSH +erJ4RnHDnFEpR1AIAWI8El6ryQyAsZaypl0TD5wt27s9o4OHC6YNdaNDYxA0 +calJeUcS7lE8rw70n0Vnrd9UnnFdB12LgfTJq6YQpTTwZAU/Az42MeNfatbB +yOzEHJWXCXDS34x22N+ATSFXmRaxCRj4Su0YL68BIhTU7B1jq+As2/CcWmgR +6b5ti/lcrgPPbCP0jz1fBQ8O0Wt90YtIS/XUHd9taxCdHjj/YH4NQphiJMN6 +59H71zce6SxIwOWMkB1D7nbQEj8WHWxPzH+loUtfj0hCPoNdABeRHxz+eQ+F +F9ZBHKitKKfLQ3/VG3r/G6tAyRj9VqZsEb1LbzU//CcFAYwwMLBD9OKX+Q9/ +VeehVsvRO7NflED+4NjGqZxvIIIL8jrZjIFKVfLA08/C8O6Tur8AzRck8Uer +ZxzDALvxuF3moQP0ulpNma9hUGWo38xHXoLYKxlGr4fKgcDN0fVHjq8QPW1y +WOhfDD2u9mejZtGHnVvhn6VSW0AhvEiWMgCD6Iez7u755hCuzkDzv/c8Ep2D +p//3nkf67+6y7NgVGEeJfAF/FuBE8pVr04er6KbSmKzdm6vg3etly5g4hxic +ezrzqnGInL9JSTJZABrIIrn9yAhoxip3xpJ7GOHW9v2C07mhzS29bo/ID3qV +166PBd1A2+PoHBI0hoeTcEaI6KU3X79hIFFfQ4VHdF4ExspCswMVTyWRC++R +jITHUGUir738ui5vNpBuP2pxzZWAVB+OZBv2DcBvIxU/wj9G6Ph9TrE9bgPd +Z5taceydBMy2vNTuLSPEMFj2KvgT0OX9AkzAcwD1r3jQKrlKAf8HPsL5NwTE +9sdLP2moH6WsBFZcDRYDn1MF9KqjBJRFk2aXR9mHPOQFsxc3pCHpV2f9HxwO +nbV8StZlOAceB4Jp4jeEoMiGxEU4dgM5NZOJ9QxPwl5a+HxYhyi8+64amLWJ +oUTfvaROs8+wRacdSGhXBRL5yevY0XnUO8+rxv4Ah95fjbmf/sUG7A47S/hS +N1D59EgoV+okCOvRKW4wGcP1ydXIpXkMZVrP4X5FlQHOgKnG7fElGLj+0/Cx +ziTamXiXw1G2gXIMHW7YFl6H0eg/HFzE6xx2UY6wp04iesZ33o8nnIBPOjKe +Y3ISbcSax3RGb6Bshr63Eto3QD+UIH/q7RoySi8fU5RcAIobn5Pmic/l1rNH +PYNfhxFvZEmJ/Roe1fzltFjhoYH1jNXdl7gBlPZlXRxuE5DB3KpBxBsueO05 +5REjVA6Z7UK+qnMYTJzm0fCp5QKBGt7EpbV5qBnZotjqWUPxk7+LdHpl4fo0 +wbrjwyj0aK3n777AI/vExbgCd0ngWijUlnxEgCfnr92sTh6A3AXLG6efWYLs +jzbW6JPNsOW2mewTg0Gxe96/zcv80LV28qnjq0yQjXPvcSD6u+xO3M9cSQno +0T6WYLtGQPa6cVdQRC+En6KMXwzkh1VemukepjW4QHo4sTq5AMp9IhPvi/Sh +wtOVauoVAUYrVpWfTPeDYsZNtSVrPpi7vZMpQ+Qz05+PzF9Hj0PuuquWdJ46 +jPzh7uVu7YAzJsXkNfoY7IQLeEi/FAclexLpUuK84cjomGzk4mCkdDJROl8K +XmMyjNejZlBkXeTlX8PrQBb8tnXlqwxo/pBvudb8FUw1jL/faiP6dS613ytr +a1CiVEjSpl9HE8cPnJn+m0Nvup+gOC1ZoCCplUhOwdA7lYcpL1obUULK1Ams +WBKcv8px9GiPI4bnlOPr5/Bwl8m0wWNGGUI20vuqdFfQ9fQ83fCdJbQu7vUl +hcQIrIjVNXFyAHrng6fyIwiopWdSFo4Q/TSl62lrBAGq2C+30BE/92+f8f0q +ZA8XWMRDQztHULXMNe7aUjz0PuoJEPe0Bna/l4KMKXgkKv+o2F5tFOS0xkkr +rhgBS9Tfo+XTM8hS1vjVAlqH9M8/eFfWvcH9WUfm9m4ryPtrD0gQ/XetSWi0 +/S01lH7ZO61NMQyFGeZKOlTE+VbMPVrIzw/bGkxpwbEtEPa4C3KJeSWy2R8b +TTgLPGJ8vw0V+hGniHPn8U9E7oifU7ZK0IKSYtHOWWKv1xsW7mx3ZKO5nHEV +Ixl52C3UesZftoCWxnbXLsmsoaib6ryiv+KAut96mSFmDd2h2w6aggV4V8W/ +7Jx6DrLuTVB5Pl0HCPCk6LWcBTuJmjjjfDFYPrJXXbc3CzPzXyZecq2jucPn +onHWRiBmIe7M64+BXpZjYeBMC6h0j9H/5NWDs8wzvcb8RSiVJKsvEY+BlnfO +atx5WeCyFnJ4qjEM9Q/9nYOPEJC3pi7fe0t7WHrzvWpEbAHJ8Vgejr9bQ/VD +4XUHGhZwpJJs5kkaAcK0HV/2v+xH2mwdxhUdF0ArOztQtnsWjR335/t9fh1R +PT36tqJqWxWlbvNbRswBCVuxlkMDDo1l65afY2MHD8V0v6cG3+HUJq0JMGOg +GVhmYmz1H3guif+5eXoAytK2V2+GE+C0xWjcp2xKCGWtfTn6jwBWXL+YBRp6 +4KqIgSmNmjAI0yUdVciZA3HyhIXjX3CwEKVY2czCBR/+y3N6ZIKHbVZeyoys +MdglIxKfPAPwJTun1EnNgs7dOTsskXgexF3GZ1S4YGxzcjDWiwD7MxRv5eMG +ELmBkCgOyUEJU4ET4xABfP7dv+LN1QcPOSooj0soAJu9L9/0w2noLDixQeDd +gA+4Zi97fxVQUUkLe8nfA4XbhpplJzCwUnsboHnAB3dfelH3KxKgZTmgKP7Y +EFJeGZ/t1JAAy4cmU2e+Y2DccTbyr0wtMv7jH1pQLw1rX2QS679vwJ23mxKh +UxPAU3JSL8xbG1YzXGbbeNZgif79c7+uBZRWM+lYNKsJJOPlz3zju+B0YPAJ +ekkiz1Kl0MWdk4YL0QKzyAEH8xaHklfZ52FxLyeSJ0kStreGHJpsMXTzk7aa +qHk7YGxFRWOHXvDbYOg5J+pESWrTuedUiNz0revjn2BnCBg6N3JXthVtn3MP +kfXG0Ju7RwNH75pA12m1E21pGMz461Hpejai7t/hfeBmBb/ZpQILV0eRIj13 +LYkvHlpu5Tn96nQDxjuxqFWxCl5cLOFlGsUgbyw4geW8C8iH5+6wGM9DL5fZ +Q5/wRaCwzyvuNJuF/QRrp4KpbFAT3G5JtVsEM7vEkZD0VaInBvoqu6zD7eIt +x6yAWQQhzmT/+NnAx+0H38+SdbAu6sFZH59Fv01uOfbG8MDPPn0l9T8Y1KVk +n+25nwxbRRnh8X+vgfKhh+v73FmY/4zv+26yDs0GmQP13koQ3PpETg5bhhW1 +51f7jJdRcR3ZhOSJB8CTTpgTtsJDeAxrwefHY1B2cGvnWIUUtJRt/HKLJYC8 +5d0jwoR+9EN69iCGTRr6xJ9QmRwfhzwvjq1XynhIEO1uzi0/BzwSITN+6cPI +i5H0bgQBj6rSvozXPbMBvZyTlxaL6+CU/+2CwyoMiZytELFZ1gCvqOHYtAYC +OP2Oa1PJ7IM/ixKCYk2cwIZlKpQR+Z4/VlJHWyUIYa5uKTgeHXiRqPbCqHIS +2dQ9jxxO3EDdnLT4AXsTeHN3KuuPFQbxdCFtpdHt6K9u/9uOSi1o+Ejzy+fk +HAxGXR3kTVhEz75bUH2Pn4PjE2Ujm0QvW5RKohJpHARObbp9r99aUF/K5kLW +vAE0x9b6UkknwbqGT2KzywAyGffDaYcXIdg5d8RNbxVqSu1c0khMIXrp8Yze +uykU7qpl63ttA3an04+FGV0Ghe4Yk8EkHDRVyL4Ma5+DeIfZvIlsJzCuZdkR +NC9G+r+Mr+/iiNzRsvulSYALwqamK2RE8WifVOWtq+E4WsbV9GjsMsFTcea4 +ZssV9M7bw+3O/BIIGxw9E87CDjXPVweXMAIKKhL9kmHdC+5jozeP1gtAa4ju +RkTrBjrJQ9KifjABls3Or3UdeEDsw0dqbX8MRYUe+tZOtqCooN5L+C45mH2t +w98aREB+IfP0MpcHQLRgdATHywbPLGNuhrYT0CBf7n8DD/pASFxBcy9VAG4E +53bfLsIQ5dhHHexzPXLr5roj2cULj+2337fq4tG72NDTtX1jkE9GErdFywVK +4abLtUT+HE+ZpoxSWwMuOt072lzyUMR6/fSUPh6Jk5dsVjWOIR23S81/5aTh +TAfutocDhsI0ag6eURPnI41FL8qjDWQ+7hadacQjMQ3P4zPRAyCBu36Ml7kD +yLqSBsYeO0G89pm5X8TzQkHhX6njex6oVQRvdzUR0HS/mBD5mz6k1EUWOJdl +CsvHVXjPPlpFixY1TWEfFtFWpeHRincX4ZdSVtoCzway78soK/Gehi7nmYSS +QjNQFulrbZCYQDJb5nS4vQ1wcRfMuSumA9oXijN4ifyXY0j3jZfIg8/f/81S +tjCBSSn2UOOKZbRy5pv2UNgyapbs5gqIlIFKT8kaTosx5NLHxBbkiAeNv1Zv +aCMvw6n2Fo4Qxl7kJV5vo3F/GZryFqKQ1RLsbmd/WzfLRSnnJDL3iB5fHGVy +4WTmUcjSC646rokD3iMyLl0X5tHvx7+ZxebOg+zgASG6tBlmeW9VWIZhKCJI +i0ZZ+hr0Mjw66vJ0BUn2BYZkly0hvEtcYX2PNlwXCsmjUy1C2wIlVTeIvZm3 +Na38VoMfMmwLDlXdC5FCChbnv4Uh1cbDKZycI0y80ldfqMNDoz6Hq1/UCIgw +0GpkN9rAUaZs5EzVhuoDE+8I3cOQ4XFrQcnPJvBKwn6CLmUQbvQfUjwwIICn +wou2fwUicHnlxOP4/K9Aqyl8rrMNg6O+ukfF65mBboWj9CAThwg9lAtjlXNg +MWCr8ElHF246JdGoW2JAcrpQVrC5Hf7t/5YMjzQEIMRSXEnbQOvHbszfSp5E +0VecftkdSoKivQ7t8VkMec26ZKsnlQPd20kbMtKLkOlTLUnwXQFfMo70b1+X +YGys+8GchDE0/rtzqI0vQOLK3by4HxhEJd4oLmeXh3RLvxCKP/UQQ8f2triQ +2AOemjvKny+C49A9MuNbBJTGa6xv8XMAfec3+iyfoAy6Jj7qra+/o7/1Sycb +6THo59/w5GVXA6b93Z+ZcVXwhMVzj3QEA5Ps+/nRVOqwktnw/nMgBrRF2nNX +fVpQhiFtl3KXK3w96uNJCV9RkfCBqW0HhvijLvKIZqpCzqeo6cpHhdCdb8lL +fC6Q8/ADn8wVLRB61WKemF2pvHNmTP0f8fyX/olLVnttAImTaWQrRB/k45ph +VPr+SVWd0VLwyp8HMGS46fzpwRwwmFXzPOnHoY6m8rZAgVPAsmN60eNgFbY5 +Z8T0/y0gwXmKACk9Zjhj3etH6oSDFLP9qSds82grgvz0gy+nIM2DVMtRCoPX +emKlwQFdkMg45HiPlwbYT7pwJmQSgCqGvKbUrR+McYldr2upQNZhqsyCeH+1 +fXmadVthqP2YU9v786fgko9Cnz+xv1ZTXoauWCehd3cFRLWt6OFBLku21cE6 +XA9M2M04OYMWFa7OV5GyQybFyfCsjwS4Lp3WYGHTD9UVWd9m9lmA59V+eYTN +KkSocI2Uo0Xg2T673PJaAr6Rn74U2LkKn6pYjN8rLYLXQx/Plh/isO7l133F +GYNHQd+yuYLb4HNUhHTcR0VIt5H19vu0CrdOJzlL2S0id86iZJ03QlD4cO+m +MfEcaiw+O3qyqR1CAxP5DDLk4Pm65kEpcx8wPi68cH+YABlISGD5kRGMzQ4m +/1MYgkuPDbW8JAhwizaxPyrdAXjuZTZ/TF2CBX2qRc/4FVAPaVxzdvSG0O37 +4Tpv68CgfsGosRpDEyI4Q2k2QWhnQtbidPWIpEXv2Hg5MRev7+bZr3GDhIMr +ibfHGGS4xHxNssHDB2ppcoNPErBFEu5DIZyAxHPxKivEfSVRTieNkJCFvEjN +JJdvVYjMZHHeexiD8LLIea+TamAb8mikRpq4nwa1/1nyD0HmjlHPt9tOMFZS +mzIysIYEJh42xC7Ooxip7atsocLAE9F2I2IMQ95zBK8LLZXA3DMAeZbn4Px5 +rno5dgKy273c+idvCLC8S1O+PZowUBIaIF10E/38L2hij/j8mTfoNnSXpSGL +mVFqLbsTvT+eHBilisGwOlPT7Rh1KP09O/CieBl496ZXnkUtw0+DQ1LusAew +IPz2UWA2AR2pVNhfcuqHwuceNydP2kDxQ1af267zqHD/gNNKCId+RjP8uUXr +BOxCzI4JWQuIWtG3VVGD6B98NKkPdShA2rWz+9LtFSRBeepHZe8SulyE2/44 +wATbtbfOu1psoIZ1pXfaFVPAc5Fj93gmJ3RduBPvRoWh6W9ek/OUPWjpi+8W +SasABMxY3PPrWkNyLOQ+KYR5eLsdk/pMmRv27JM7efUwZCRz+fy3xQ4QUjh+ +mQpPDUNh8Yfx13CI50Iq+sE5DwHtf5/Izp0BX6fnFvlGHVDJrjdLa0LMBypf +VzoKUchi5bcundkA4V0+3PGECSj8xk39jFoeGjaSgyKIfPzRZHCyhsjLl6bu +GX50kIHOzw5ipV3rKPJnVd3z4hm4Y89uf/GzBnD5FY28tZxE8zFyDQVfNtDP +BPd7Umc04QeX9/65hkU0mhvU72G1iiTDLy5df6cEjTdyzDOp1hBtTWLCH9wC +kIWZvbU0k4GBO0/SytdbEMXxzoF4PwzWfquHmHDKweXZg3Tn/3yAxjpxZZCY +N7+sg6e3TOzgYWAeGwXTLMpp4oosy12Hgkm9EFEVE7i8SYD1IRw4F5d7Xb83 +h0y4y+/+wJmDOc8z9PjiNPwgFYntFt+A/turVPSS9uBk23kj+uUK6tVRklHK +W4Ly0Q6pMdEYoOA1lB3w6IOI6c4v+UROuXr5niedyi/VJoeYqAh2Ys50Yy3r +293omrKwHAfRayRrG0UyH6wAU8ny83fNS5BByvXLPFgJxgebRO8mYHDdxoSO +y6kJFktW/dwZxcAFZacW2GDwRCs7N+leO1rqYP0uTfQmhUzRyAASHCp57y4e +mjUPMu0UuON2StCiOrpF6tcDb8S7mRyOY/CX4aTJTBs9cOjyldMSvSw0k1XQ +ImkdlItaIhmVzkGro7VgmuACnBWc5Hv2YQ1cxhWl3vgbg9q1w7iGDxuIGXON +/vx6EgXq/kvYb5CHs5tyN+qOjCOWc4+5bFXwwCnTE+qMzOCAidpsY3oKhT4S +PvPv4gaa0ws/xsCkA9Uamouv+lehw+8ZO0FyEf1DU9WhD7QhLCzG7dSvFbAL +Fis0l1qCsPRbjwkiyvD9mvxQ7TgGF5qDaUQcK2FxalPGX9wBzju7SuAi6pHe +w/PMH4oxlOKxf4TxjArIdwc1/3OuhbL1GKMb3Rjc+MD2qNtGB1JVv6jyphF7 +nCSjnrluDuUVP4oP13UAfauE0YhPGDI4HTnOz9EAafdut6ewXYE7wrlCU/sj +KCSjiv59Ph5eHJ6sHBO2hv34Jgu5/Xl0iyOQ6WbzGjJt+fSMcdEJyBtQwk/y +i2jonPF5Yt8hq7iRYg+KI1AmvFdxagGDwwuJ96WflCHuba1wo/9EoMo8PpCB +eQNIn5IbT36chpWIpB6BCgH4GCjtut+7DqUGYfnhGTMQNstP4XqCCdq2P6Tm +EvNHV7CuIjhqGYFdFbWwLBeEM938ZZqCB2W41ygFoyBfqDjG/pcX/ttX2XF+ +2Q/5gu99otMIwM8ryKY6wghOcg4Fk9cn0QkBT6+sTxtw8bFG6UspCYjKYho3 +yMWj0zGe3TePj6LLbWZQnC8JK2t3I3vuziDnga1vnrPrKPG2bNy715fggKXv +MqnNB3jQbvWf/gEGZf+0B99nnIc3K+/keUgW4YvqkMPer1V4S5CYoTWTB7eb +9QZ2vjgwy7Cp1N6fg1kKdftSYW1omai6FknTDT67yT5cwhgSZAzkGwc98GSf +tfd3xEHFB3G+s6fnkU1K8XD/ugesxHJ6k3CuAu1kk8Qf0iWgl1aQWe1Tgg9t +ONtu43V4NubCr5k/i3oMgq/V6BmCIp7G+n/8kWT/HOOmDVDN2lPMT/ysB6Vu +AgIBHKNwR1RKRjITD8eatfLcb1lDt1rruhIzhkp0dV5lGXyHxfG32TxVFjA6 +LJV1SagHOkyfib84gaGxeIGrOtIG8PLGXIeQ6Apw5X5iC6NbhuPf7/S3y7pB +8r0POWuPZ9Grt6WVinfXQaUge/q2swuEuQsq5NQh5MHxG2rqMPSRUCtp1HYV +gjhW2/n7hqE+w1myeAmPypP5H8i9vgApA2JCf4n3L93B7F9IYYaKc5Q3z+Sr +QTn5wiNx+WXYrpnKEaZYgW9Vx44ep5OCf4sDoePJlejk/f+YT41jSIpZzS3A +ihvUB+6YED7gIPHszXK3r3NQ9F/EncQ4ftgXET7ivI2BgdKTzO/2BWhyTDG9 +KRyAMpa2/ejmMrLgmR1nMV6Gq5fSz58ycIBuz9oEnnwcmDaN5r35PAc+KxPW +uvMqwD6xmjrvj4G7lp6VcE8L9P+x2tizEoAzGqtuOAE8uNGy1Lraj4P+f42/ +657ww6T6zRgySjwwm6zL0yyMowyBo7I3NVQgFnAfb99dA6vHrmuz9xZAI+bV +oFGdEohP/JTdrcZAXatRS+dNHTIcdv7w+KcGnGxik76zjkHrh51b69zF0Cup +VSy7qA7vbaJJ3D+MAJvcIR33Vzyc1ovPOcFoAeuD83+Lgkoh+0CdKmQJQ82p +59Vap72BWXbLiDplBY7smnJnDk5BftPpghzlGWD/ePjLcbcOmjI5J2vdCKDM +YZfztL8P/u6r+Ak0zaGoWunAByk4FKFEfSzDTg9ECa/oKvam0YkX3lz8JMRe +2/3uRuPHCknTdNz8XGuoIPOuy2DPArRluCgMPOaGSsE34Sl8BHTWP+Cv56Mh +RLoX+MGDkgfKY89HNdTNoKLzZOMZbevwH+PRi2qKOlBvH+VdtodBfvpsH5B9 +RB7+dP3a14yg35aNK3+6G1U8k/Lo5cDQE7UeZwFSG+g9lsTs0deLqs/w/2Kc +JQD96yuZow4m4OfcSXNYsQbf0kpjXSgXIFW+TMx55ALI/fVjSu7ZANOL65wn +xiegk0rrUFlKHoarx7VCeKYQ+U+bnoLHG2jF+uOuPUEP3i71Jkm3DUE9s5jH +FhMBZoYvOihua8KRqEXxwo4lEDxldHnj3gr0XgyVszkwA6NPaZwqDINID5p4 +bBwJaOK+p1h7yg24Jd39O53oh66THZzshc1o5+U9Qx1BTaCVXueIO4uh4BXf +46H13TDuPvYFUSoCLkzud3IFhpSHZ/rf/q6DE/c5U00nL8H3jNrXjJJT4Edl +feY/3w0kZc/cub3yCH4I/MjLS1uF6H3Xj7n3FtE5ToXrUXs2YEMjPZbF1ASm +C5Q7vskY3IXrthbqxsBGnz1R+IjIlx0egZ8fzcM/pkSy+IB58Ev8Ov+HORAt +dCRd+4MtIAFFUlYL8jXgEnqQl624Aqbk/ykaH1tG92KPSioYecC2QLLqku1n +xHPvXNe7TQydXM76xs5CA283KW0Ma7vQ3o3nuCUxDEm41OLrNEUgx5riQ0jE +GHDfVjq6ZY4HPUUHmh93RKD0vBxe9uUaJOXju0x1FmCqLNQ4d50XXE+Qy1s8 +XAf1zUYHX7dZUFaLo2nuFANX0zT8BPSCWU/JauQ2AbGe+/P0n68+3D0w9NfK +IXrgxd7FJ58aQGbq79u3QnfBWd1h7N3jadi4nbEQw70BoQy5WjhTRRhalLDw +CcRDomTL+JWOURiLoG2h/CELTMn6KazEnvqbLDOfkD2DJEUbbidF6IJt9414 +i3A80Y8GRZjfjqLm8K9UCYc28Kqtl5nzeAUyfhkT0DSNweZVx0If83twQJ1D +oeVJPAd0kvIhaQOQNWw1/Fn8IhxjrJPLaltA+BeKqR38a+it/BfTxF1rCHsk +sZuuvIYe+FimVxQsIOkxJ07RhpvAv81EFRzwHXo/Ft6hY8BATFiZZGJTBZ7q +VzTTEHMk8s8WObnrGvz6u7LI8dgKTrCGlqXcwgHtV/3OtlPzIJR79UXuVWMY +NzOv1fgxB9wpwu0ktd3oopCX4dF7a/A6Ot/oe3TBt5OJwq9xxH4/yjjTbPfM +A4JMjgvi1Yog2Wgqxg6PoV5q0+taCWfhXRM5YXDzK6SpVyo1t2JoT16CyqnI +AigEd2ZdpFqJvBqrreKNgVS5veqry55w4dndj/zvx9DMetIJVlM84J1ufD25 +oAgjJ36xxitjaONsraJzRydaiBe9SG9uAFGCe5ZmlxF6TGOb8KABgw3WGT+z ++7rgLyObUTc6hxRLvaVyonHo052ZpX9x2kBZEeeUmDqD6hW85Jj71+GS6PHQ +fjpNGK4zUpIX30BkJJIuFZemkcrxCKP4CGL3R4TpROhNIhsmO+RUuoH6h1+d +Ha3VBsuqRyMz+cuo3cn98ZU3y/AP/4V92fQyfD8tVQAzRP/6KURDOl0O+/rx +iYMfjWDz09SRbsIkuhcnd5rp5Qaw3A6YO1NlBRxO09K1aRhKbeqccHvUiN7k +OlXXSdtAab5E9GDaCPj4J3cAMbebtFKrclRt4dTDd8ltW3g0cffpO5vYYfSD +2bM4xdYS0sglYviIczX8uF7Iq/cz8GV+F9BxdwKn57J3Epz60Smap9JR2QTo +WWs3C3hhAsXpXIZ/YQHS/eqzyJcmkRN2hzaeaQkOjjuqFJ8metrJ3adFp8eR +61ex5BXFcXjHFc/+MG0ZzcfazLmnLYN1/cvqMvMAYOox8VxPWUbPP8j8Nc5Y +Rubi/7bU1rkgmf5nYKZ8BWr+LK2kMk3sFyo+FnJygJT1rB22S7PoEe/ey+8v +1pF9vdp+3A0dsFn4b+c4BUInzp20SWjEoFHPF0durAulr9zVhv1b0RqjW9Xy +QwwMBfC7bQ9lYeD8I8HI92/QftzRXZG/GNzjTDbs/3QB1KMplymUO5B4ct0P +pssYKr0SMnH5qw5wm5v/tcocRHH5oybS+gTopjRUartsAb3klJrmMsQcXpg1 +p7MloMYLueZZiarQfM/xSDdtE/xc5A+oI+ahHGf5h1/JxuA+fkRQkYqAQh4o +3npJMQyrn18qHOlTBmrve9JR5zBESnXpTORAFyQR6L3UGbUgT5/+2WD0CMpu +XJJJr8OjEychkN9dGXxIzRYEz06i0bKkJx3fNiAhyH9g5PJl0Es89cSRjoB+ +0adkDSwPgXuiVfZPOmlg1ztekay7gRa/Pkg23Z4CpisiCikq6mBtMExnQfTD +gef6/wyJvtjP6OpjRqoLIHltUunLOBpu83SpYcRDSUSUeEu8KTS8LaEQ71xD +lAkXyx0256HnO3u2nJcmkFT+fVoUj0cDtO72gXZEfs75muZOoQcTJW3cxt8I +KK2pMYhQ34cstVR8tOpug7maHUszcf4tfCj826M/qg4s3sIxlTyBWDoD+1K3 +eXhHvilUQlwfqpkaB72ch+JCbibW/QrEJjCl9OZHPbp9Vu5aVTgGrhSkGkaX +luHz6gu1lq1l5P7mw+kkVUE47WX9pJL9IThJHxQsE39n2mdqTzJIGDpqVU/r +jgyAOe7HnuNdArrx+ZxBBrkFbDwxsxURG4P82ej4Sy54OGmqK/ZCRwI2rgbP +GrXOwkgMt+M7WIdYP0NVH43zQN9ccDm/egWuWMn/ZPFeAsMJWba79FaQGNG9 ++CS0EFK/fot33sJQf9Tcs+VvdnDXJ660WncDnrYXfBr7MQXnmP/J0ubpgnnM +/I/VV82glqdV0BCOIVsfWfruP/Ig1M1YvzK+gaJFUwKo8ydAvU29U8/rMly+ +Q4dVGiyi+ipuhaCvq1B18uDdSfOLELEIXFq7RH5LAU4F6Tz0zWw9ptJKHYaO +n90wcOmE4K+XWobVMbTl6ywnW6INfjsP7jdebUYOH+Ven4/EYGwy/UxWuyoY +pd6UW5eahtFkmUuf5DZAePyTK+eBJrzx6rvHfn4F4X9L31ogWUaG/xI+v1C4 +AC/7Iz3FSkZB/FWsnelzPERvn7pCJn0BjtS6v5rmx9Br+0Z/NZ1uNCZ6eYEB +LkM6j6AGd0oOShybWQ75iUHzCUu34fcawF9Pe3vk8SgMqMrft4vBw1XV6FxO +f1fwNV6PsStcQBH/aAPWr03Cr2//5W1MLYLr9+tyuNI5RK3ryJ38EYc4vi16 +8p3ggoIwl1d30xcgu6zwy2etNeTRajriNaYBtzLS3inLjcN1Po+zdyXxUOWe +IGX8SASyaNiSuJPHIJflltiOKR4pXrR248M7AOvZiy9kAvDov/jKF2a9oyD1 +a0xGPdECbFP4TpkbLoOGlZBb2Y9luC6jrtSCLOCDT9husOEgSBgJ0kxbEoD0 +N3WN7p4S6JJMMraIEWCeUt60RGMIfQhYejBBnNMFvNywhOY6tPG7W/rXzyLz +zbjhF6Qm8OpGrfzr0jBIvroKVkRfabtjenGiRRcME7/1M5Q2IPNUjmJ6IncE +CBuKDL+VgR/6102Psq+ijN+MrHGUSyhUgH4tIlET5hdan1ZF9sE91dcho80E +ZPAen8T1XB3k9Wk89Rln4es7mgrOvHUQFq4PkLtmB6dtdaf/y56ClYEeZoL1 +BiTblsb84JeE2Dq96LjZasQTq8JS2U/kxN2dyeVBM2iMEqOeJeb4l0l5ERvi +2mtxxmrXQwuyNSdy9ccwiBa/9VJ1tBIZ3/vmeeHYbUiZSHaPeEiA0oPK+l+Z +A3DOPfSLcKc++D4u2OF1aoc7Fe/2eJ3WIKz4p9bsnXnQ6XwuipteApyhjcQv +6xUouyufWJdwD/YEra+zUA+BIk1QYmH0BLhRnMjZWcRBo+5v05CwEjSIAsko +VjEUEV28NtLqDi5h7A4uIhiksri2ue93Qc2Lyjf8YVzw88eH2pwDPJydKnhc +ZTMMTPWSs96soiDZWCbaoTSHPLvvSYju4dDqITW+loGYn68c9D3ncUifLf8n +ufUcepyq5fmrywymek/KKn9YhlMShY+OEPfhacYTo3VWKeiz537OJDMCvo7W +Bhn9eETx8kFoUqEssCjdsdhKa4QpJZZ9tlQMCijtkytcpeDyh1V9v0EM/Vd6 +0rrBohrZGx52n/94E2L7mdV3FOYgNMvay2Ifh2SCuc37TA1h4IMgR4NtH7hE +9L953UVAl8aWybyN3KBhc/rR6i0MZb2vfTwf0QYC6h6rb9llwCproPBnAw6J +vuibefByDqgnrQMEllVBcEpgLNh2HUqeCGpax8/CUHHSB7JfmrBMpKgOEzxw +1x17JhQ3hmydYn8wmb+HlPTE1IriEcRdI19cUoUHAxORHcKGLoyK1LtLNg1D +0Uyj9ZXf65CtSOpkwj0EbAcDZZpXCcj+08fbrwg94K6ncDmNuh0SuXWf3785 +C3dLh4JjPSaR2csqxuinK1AZW/8sfKkWsdrqDmd2YqiI/vCvY6gkXL3q/2hw +YQh9a+aXIRD7rW3fycqoThhkbq1t8D7sReksZk1ZGwTgMfy3coFBDfA8lmVt +PqXozb1S7volDH5/6vX7d5no70lxzjhEQAKz1RWsFX3gF6P3ySxEEx6vxsoM +T6yhO4M7x1PH5lGp0L9jKw7SoPYjLPp2/BxaClJSaKrBwY/0WGrcN1ngfC/4 +uLqagC5oCDttjfchdcHnsmO3jaE859NR+sKPyFrsbsl5ol9mnBTsM3ojDwrJ +PDYJK6swx2wY9pd5EcZpROT/SWnCzXBGV+NPGMrkTk9c4WlAL+/HhC/3aIBQ +zPUOLnYMNcYOnR763Q2sCrT+VMuaILrhultjt4xs+1uetM0uA1NGfvhqIMAw +hDacVW2BoMzIFvNnGOK3DefZjLsBP/20KgJ9F9A2n8HZp8T5sjB3lK9kNAAn +bQsSZNKOOkRJHnJdI/Zo0djX2cCLECX8RPLi/VL02fRn2gRx31r2wvEF41oQ +cK0/g0MVh7biNZnPXZoHCxWN6/FC0VDDYPrVQysBhHcEx0vfraLd9rhHvG6L +sL9pGhD3tQMiS+7ekzXA0NVhc24/hlvQLfxG47NMG3qgLKAmfBcDIZ3L5P98 +HaGNI2YzuagRyeFLmWUWJ2B7lNQqxX4DxpTv2oX4NoEfL3nZ0ucl9EYgvPPO +3jKMjf69dsW9DuY+83Rx1mIoyrrTT+IpBwz2GPabiGHAxV7AZ97ShXIdNk5A +kRT8CJFf3vqzAfY+SoVHmSdgZ+RBY+dfSdATubCsmUCAQ8/XJE5t/XCkPPTO +7llRCPZVC3HI7wWKf8/6YYmA7rc2iH8tk4DVec3b+vkESP15xA7T7IdCOXdS ++XIZYMWVhvzv/+mT643+xuLXoS+ea26XRBZ4NL1ZSHo2QD2nXfPp5ASieh6z +esFKCv56zbR/eECAMupw6oK8AWAjF3UKUiDmQHmXkb3PGihVsFbO2C6guOwJ +j8M6ITj++PuziwEb0GpY8FmUYwr1jQk9IhfRgmejVX4aEysQ+9FDaMZ0CU7y +2z1gd9MHM5Lq7qejGxBldkmJpmwCjrtt0hRQCUPc58TfxR3E6+PK8JRb80ji +Ak6Oc08Z8N1eM52Fy1B46vXYrbhlKE9409BqKQfe0d2ive8m4eRztu2q1A3w +saBy0w8xBrORJN3WqEEoejZhMGNIgN37mirHGEwgcIzNuUFvGrw1/tIHS2wA +86bHudj2W+A2AHfvKKyD/FW68sL+WaD+wicYLeQDtOc493WJfPZWf+TVmRfP +EPobNVo2+BRcaVUrjldMAtV/mnfcmhYgIdVqrihvEeYcOMv5iPehE7lfzZc6 +ibIsy8WmJSTgeP/kbC5xf2SMOdfQ6SnIFBzwXg9SgR9XzYXpSNaQXaWtu9o+ +0V8nOR2MMy6DILPe2wBuAiIV6aUnhA4hMp9KUS1fXcj/p2TwnpjjY/+/oozT +amUNwwrwZ0qe9eMyAabchAJ/pvXC+8pqY1pdCdDdyvsX3EkAs2OhV7/d6AO8 +Sf2kk6MWJPNyeerf2wBHg/5/qnZTMKoQZzXL6gyS7EGDu4W9ICJy+wZaJKDF +mP/j4cyjoX7f/29PInuE7LJGshMXKWTNEiUlWxJKiCgVWUqykyISyVKSfe22 +7/u+7/uYeUUKWfrN+3y+5zf/3OfMH6+5z309r+f1eM685pWwx21gA5HGjK8m +1HpA7vzI9k43AXgVFsa0CFfAPU82s+3pAmwxGUwWFizBkwhHt1VOHShQFNBi +NcTBEBPtt5Jv07CT4MF/JlgLvjBe1REifm4rvfyteesJ5M552EtL7yZkrTyB +FxZ9iPlIoK0tSw00LfN+pJUlwM7K6KcEmxHYCl0WV7+JR7we3+QU/54G1LL0 +kfLJKmLUdwiZ35hBAVZxW68dREHfs2P1Nz+Goq8mr8W+6ICa8NG/Fw544cdZ +g9AgSwx9Y6nl/pnQAqLs5zcucArD48r7bUu0eDSNFXnFD46CMd7/DE7XECQ4 +pzJqLhGQcpqmYL1fPzKKOlwaSC0PtR1G1noHGEqz1LKcm49FhcZkfMlf+IB1 +qJG8vRNDi2/O3KKiqAR5w9RPLc9PQ9SB+aXSUDzKUg49a/F2GLy0o8c+hJ8B +v9AhE8BhyLP2jcSwXD56QHOuJJdPBmKGr4eK1C+hUftY8UTXBTh0Xiv9qJws +HATKDTFT4ZBk/vkDa4EZsLDX71Q1V4De7AR2TkoMvZT+UBx4rwsMD1es5h/V +hYuUPXxW5/Bo8yx2RHN1BGa3q/Qi1tWge8G+gJSYS6l7aCU8jabh+sLvtfk+ +fTAp5W73x76gFzTH5Jc2MMiXNO/PNLwEudmZBzTv36MqihD7qD0MoiSepS/d +NAUe3M7HEY5VKNfauz7OMQpq7NsLx9VGoV9lMJOcYha9lw1ta5haRL40UQvP +wkahaazJ0/XFGhpNtXG7tDOOvg5uTozTXQJcbPujJKKOF84om/53f7o27+P7 +vRcsgOT/Xs9suplb3q9Cq+N9x8y6GQikHFa5JdKDMunSxF/JjiHDX/y5pkRO +vBDmRbdyrhvV756lFflFQHGiagJp3ixwvXHHyFESjwK2Mm/laI6i7odVXzoF +BQFZk1ixemIozq91wyK8CRJy01ozBPhAK7oi78iPNcSg+y9WmX8c/H5GWZI5 +ioMb89eiw8Scz9byQ/3GxRJwUpLPOa/LD6+14hIu/sbQztfj7IsS2cjEs6o6 +S+MYbPEpyFwaxNDIq8M8DG1lyG73WuXKeTbgg2Y2ng4cspyN3aP/PgX70fQC +Cx3skJailPKccw3ZcAZJxr+ZhB16I53wYjFgniDVulxMQCE8RwV4dnqQQ5xP +tWKcMHi+9qGStF5Gx47r/EmpnIe70ktajZeF4NIdh4NnQ3hE8c5rnYxzCPxO +zwZIW5+GGJae6LRZPIpSnOQVmRmEsV+j41Gc6hArV+pK9hdD9v8usCfFpKHZ +SFe9wjYRCNsyD5TKwhDpP/++8bhaeEAb/703QBAe97/4m5RGzMuKf2jOePeC +5mqxwS6lEHDrupAOflpBhfOjeUP8cyB6KtiDNlEKtj9tLGht41BG6ENmfdFR +WJRiXQjv6IbZoHgYnsGQTIKI0dB6EWI623afg+ICpHmPn8pfWUCC9wznMeMl +uFT3hvqp9XlisrX2YohcQ0Hm9kdVbg5Aekn1zjXbPnh52dGC5VkByqNet/9M +Mwmxt9m8PE6uwY1sJfJTX0rQlwPcs8VxYo7ngGfnTenBVtTPIJBqEnxdbwsH +nltDP/UZ0ofUpODRG+0rR8IwoB833G170ADz1x8NHMlSBBmCxybTGAbl15q/ +emuXwnQhLoDnnAzo3usZep49hKY6bE+bVuDRoYf0PAab14CULk/v1XARnD/0 +l4F7FkN/w6SzIgplwRGJPDl7LRZsrPQmbhL9Y6PxJsmdf7qg9BU+NVs2gs93 +3XfHA4jzuVeUeweThElZ76/3/TG0WZdTVXW7EdZee3OVa96GS0ORlNi1MsSX +FUBdNITBu7l7syURAAeGguLkBx5g7i86uUic847y8T1NS4rAbcQiT2r3GR6V +JEy5E3nPJ6u84tldNRj3ZXtKYf4NpYkcHf34k5jXnELfyFWYQcu/JlId+jH0 +xgb9/PFvDd78zfrun24APmF8Dk81a1CW1squUBEGx63YeIMsNKDj8vITplMN +sNI9Z3oiAgMGvskWA/pzMJZfpff8eQGkkTYFiC1jcCGtLiyWIA4f7kpQF6kO +wa5kRWpdNx4wfgs1j2vnwOM+dSZX0Cq6IKl/9fbyDIreuTprNXMBBLWO+1LF +9KAkOfXZY8ScWFevFqZeoAGyqcYPijRmkPCtM0fRxip4NavZKw+rwKvU7JRI +iUXoMq0RtWdago3uC7YbturwrKL6ZTNxrlNGDAYEEef8u7DymfDH10Ank8uI +IqoAPRI8eewwcZ8xKt3vA0nPg/nLoX4bz2lwlN5xJnHHoYtbP37oSQmAoBT1 +Sa/jM3BX6cyMJS0Ofa4ibLpfEwWe2n+zl4VxKK+B08WBMI2c1Hhan99zAbJj +nMek98egc3DHibFpDYYdhcta2i1BPoGT7K74ANDed700foaAVDVtucJumMHj +C4Upmpk4MIg7JBHMPo3ekDm6jjNIg3LKDcZtYl3XAg6oElxuwe60u1ViGPF9 +C62dO5sYvJ4Mp22Qz0GHb+eX0TppQ2op83bPAzz81hPK7d4bBq1vldfSFflA +fJKaiekOBv33hXW9bzZDK++M85n7fPD4matoiO8amJI21vdLTQAhu0S95RYn +bA7SJwj0YUB3TbtRrKYcxn6bB3g0ScLZ1MrCGfcFkG6SPmaPlhCmkk6ZW28C +CWa81yhWl2F1T/dgj4WYI06Zfma0EIN1Who5xmN4kBp7m9mWOwrXM5Sv89Oe +gXxjtqjJaxjk5RzldH/SAhGkvaTNl8/BLpfV25y8BZBt9rQgD1kCmQgripe7 +F+Cx3PJoW/8AiCZscGawEKD3jWMR654VPA7iq+J6vwL3EpJD5A7NQOqiWJBG +Vg/4Ly9JK+0Pwu+nsmas+x1o/ZrXlsvyGlhs/TKgGlxAxx6qhH4Nn4NWi8GT +P7JHAFtO0HJsH0dbLQKSrTFraMJ/Pm/dlBfwD3myVfbxyCZYd0vLbBBdKIv8 +Iud6BAgKrwVrXDB0WcXz16RIM8yKOMtGSTIDyb/pJjyOgJQWnA+/9ukG+78b +f92cucCX3w4X+QdDVxS/PnwVmYkqSlUIxjvM0LjR/b4lGkNVR+/fbuivR9au +H5Y/rMpA3/5QyxN3DHV+GmM5ldeEaNeFdrU6WaHDRPdipjAxR8nPpq4odsDZ +3xmOKeFHYOAco4eTQx96ICk5VP6EAPsLsY+z/E6DSK5x5eOTg8jg11BmCSUB +uh5RTG14nwGrQ8wMU0S+5ShI52LAe0HFU5Mnz0bPwPbdCGFrKgyRvP4sH3at +C9Xf7dPDOXOA3AjXSNwyAaG7eiXR0d0QZFhINyZJnGvD4rjWK7WolfzXFacc +DKTS6rd+FvHBmQvCr+v2MKTeoyuf3pCELt+s6aePuwBiqmY/t4mc4/0jgL3Q +ZQHsXEfF5FuFocGBksPsM4YGzU9zyzbXwp7/hpbb7mmw7rQ77cBHQHSxlktc +4QMgbLHNo1QqDWIulVuUuatIa2GoRiVnBmgjqW/bNEjD7c1XptnaeDS087iH ++XoPZASwkARx9UGZemX5cCwBvV786HxiuBfdVmnd3JmWhIMDO1yyPwF9Xzkt +fdq0D/iuUz6uS9KAiWqhSG2+FSQuVyhds1hJ1JWD8QffObimXN54KHIGqTdk +cv5Bqyg043tMYQwp7B42EAn72I0Ktvei3BYJ6G91qEDa0+MQR/ib1ewbDLSO +TW/9iX3sdTdVPGNRCraeFdptne1AKXHuDs7EenIOhCXb74vAKYEP7+lutSGV +jfUI3nMY4rGMVpV0Bzh6zeHVg9NPIIIsN62GWDc5g2AHxnhboFnelrLrCAST +lmc/Yv57DlDEl6RXA6dhr2bi8VPxaqj4QTZ44wcGvgwRPFZtJ8H43iCniV0J +SnW+/71qgjgvTiqlQAsXbBl/SSMQr/u7MRZVZrrBG5LGMEIwD3Qx7IqwY0S9 +FQ2qc7rloWWTdNfuIBkwr7h2aflGHio5nm+vgmEwFlsacjP2LFCcGDz+EubR +xD2ZmMdNy1Dsz6aQ68sBGn7xCjjtNfScIq9ccGMCZgYzqgy82KGsTkW/hshL +Ko25UwyZZUjh9zc+F0p+qBhcEwG5HuSjnhhp1ksAcalCz1lFQdDBpwaqVuaj +8GwYObRKzGfKBxtM+eehe53cpWyhDPCPmkJ2BjDg3hjoG70pC+cXT1uXNmJA +OBby9bDiD9DDjZbM6JmC58BRafnvK8jYzu5QBPMcqEsl5oQGScM+S45MYTiG +HubdKJmSbwDxYPMqI3Z5iPhDa6vJUQ1jLd0tS8TzlJ3puniiwgqWTnz8eK5h +FeS+F6ljITPwXaPNr2rEHAREPSrMblXB+oR+REELhmaBZuX8hgfwvD62Qyjr +BrHCnhfn5whA8bBz7LuINVylrDaPVJ6CMFbRyHACDpw0uLLFPC2AWn0m+w9N +F8rM526VOoKh3eHEf7LOT4Fky5PtgskyYnCcnXdpmUe3fMvD7YpigOYeI92z +5iWgFD8X2nJ7AdV96GHsC2cATtvU02/9CFDYIroT5NKHqKRH/2wLs8OL7+Ha +jFar0B7T5fJecBZRkCcE/snmBcYbujNWNWswk9ThnMkyjgJaf2TTGPOAhpHJ +LiUPHgIv8k4khoyimH5yttz74mB6mUkDNeEh+lZZbJPzEBRySJ0vC+IFpizp +rTh5DF6YSLoHy7WDgj/XJUlHbrhEQXa9jahXGpUypxYKP8QmPNJqdoMZ/Jc+ +UaD3GCRPU0qN19WBWMGItMriMfhYQuL38iMe4l7r0+cJDSOnf8acJCAJamaJ +kj8sCUSONlrWO9cPP3x+rTCVcAP5Cw1LTV0MeNaD/k51tYLv21ulN6JZYVUi +3D2Gcg1C1ISYcpcmgSBAmfN0SwjucVL7UrPgYf3WiFpmCTEv+CfqPvgqB2iy +5W2+6wrcEDH/dsZ1DvRLuZ86PheG5zlJ9mUHGKwfe71szxCNJL7ZkMTlqYOJ +rrCf9kWiXjNKHnVl9UP/6Tm9pBxe4I2njG/9iwG7aeoPJY2PwOq8nbu5Jgqq +qofyotIJYPNr/uGwWy9a//Fx2YroDy2rvyiNc4k5qzLFqDV7BkJXO29cfakA +Db6fV6k2lgEnWihAfWQejst81cyb0QYun+H5sM56OD6U+oQiBgMBscnJhTZ7 ++NCutP700QjQkos2JVvioToi0Ah0bSHyjpZX+3QtHBg9ceuYWoALPisaM1OL +kGFdIb46sATLA4f9LV164LlWME78yRwUTMoXHApYgCndk0EPSOeQoTLtMQ39 +cdiuEW8+ydwEH/h78C0+GCoxY5mNcBEAilnTv1Gqw0jrauz5rPd4VOf0a1Lt +yklgzfqo+cp3FrU8PyzFxbuKJl+IdefeOgGzb91H795pBhbV2LU4JwxtmZ27 +dq9TA0Tav0hzl08DWcyf4BJtHOIoccxYkrsAXlWSh7pyc+DttePWFEQOKpDj +sM4h+kNKSfZc5+P/nteQI1k7Ngwff7RJHjRLQnV1/PvB/kZQFXsy8eExBpwB +dHe4FDmgffxtYMq0IiwTdE78dx8Wb31tpxfTZUgZ+HmosLMSfTOb/r7VhqEg +ucefUuXlQNGcT6j/VS2iyCD79DoLA6rPhUt5RSLQ+7TBgHJuBHV5Z7j90cQD +5zN7qrvEeglvkB1SURhE2jPXZVPICPCW63jYhUs6EHNHvlu/YgXYaZqZlynn +kKb0ophlvS00puF0u1LX0MvFdBK/2HFw2Y6F5i/i8MbsOz78NIaUCuN/3Ulp +B74LY5NbkUJgzKtx7r5+PTKJnGm7nIDB8t2fg0GpSrBq/u+qnekc3FocwZv5 +r4CaXN579oWLUCIr1HbvRD7KcpPx9sJh6Mtc3ZrHBy0AJeqyO44YErca7MbF +N6PyUp6qc9tnYYw7vCSLOBfeSfJ5Xo0MQDwOeVfdO+RBKp7mOsu3FeRdsWLo +emwOVKifLISXaIJK4GxLbAABBfVFtpww6ION6dPiaPc8WLAarZVN4dCp5Syb +HMMwmM+jqFB1mYK0Xw6rBjTTaFa9wCIoD4d+xsXqlFxmgYgNS3eqngV0Crv/ +hsppCYUr3/p6wpgcOvqNCn9vLqGB84Nd+/ILwLfnZ08XSg3T9CVfPrzEo2aL +U3uxycPA9+6q9JChOhhobI0vaxDQ9cpss97+flQ4LGf4j0oQGHh/e3qMEBC4 +OmxTu32GYQZj2b7qbtDvzxHPC8ejhF0jCqGKXuh7N3+aLqsL3sXR7cdG41Fm +6Sva+x7D4O9U1XxDnRJcFyn0cLUY+lpA7s0gi5A/blVczI4EmgSGL2+F4tHl +n+1DIgnDQKv9OtTsHwdstrvujvsSUAyBTjXbrw+2/tQf8d04BjXfMm96XF1F +0z8fCN0RmYWRKu2BdksmgCktk7+KBER/zPX9PeoBMDsXq+gfegx2TVXJTxD5 +k8e/d+OMfDNECdopi+4xgLjbFXalIgy1vDT7aaZRA50X78t+/isORbmdarPB +q0jbS7e1eWEG2tfHL0n0qwJX3dthh4AiJJN11Y56jsj7yQc5tDySEPmx86hB +FR5FPqP9kfZhCB6e0ha+dl0AwmYKFf+7/5XmflAqiSyxrg11j4XLNIHz223n +Q4W9yJXag9z2HQH6cpYncARJKJ6IFdqln0Ftfc4F5kw4cGl+wOzMqgInikxO +/vc9psL/VtAJktBIpNMEmvs7+tFsc2jacEVMOXcFSe++eNC7pQvhP2v0ktna +wH71sZi+Fgaez4Q/t6l6wscnz6b/eWHogV16Q5ZREyJ9ePZ6qak2NDS42tx0 +xtAHHypJ1wvN4Gzd0Rs5fxEmF2n2X6VWo1DR1NbwcgwZuhh9/VB8oCbpwFpX +V7yCXIu3dZlo5xB/wugrrVJKGGATz9V6vYgkAl3SFgoWgT/0otkzJwoIEcz5 +obNKQBV/fovMBHUjDfKV22uMW2pfe9ez8eOr6Gnm3/UEuxl40NzyQyrkEDzI +TyanXMahK5lvzbyHB6CIv5s27v4gCC+Hbdx5hqGCtI6FhGeNaNNoIqqKkhym +c4R7ZKcwZHWsJU5wthh0/hYvnsz+p/Y3vPi8KzeG4t6OUGT2d0Db3vIvKRwp +uL1uN+bAryAs/3n+cM0sPFhsjPokxQlU197JS1jg0WwH7YjXqxEgbSDVWq1i +hr4rBSa3JpYR+Qu7c+8E56Ew1pbDI4UNtIbkE+yScWjmzvYFd9FpYKdQs2AX +YwBlFmv5I3Q4pP8h4aw1+wxobaZfShtlgoCSnBNBWoto8nvfRfOdRdDWse3e +Mz8NFMIvnWaSutEZYa1ImSUCCF+iavUJkAe1Zg+M9fIqOvrT+cgPyVkw/0dj +uvyQH8biIrIN+wlI4qnvJp1wD9TR1PWL4BUhSLvk7TPKaUQxw/hUvwAHw4xq +DDh3TYheVzvUlLWIKN5F7dx/swjCdcsZVTpS8Fj/GrnP8zWELIa3u2kngIK8 +octyUhy879Nd+U9vuf9bYdOgJUqU5QyktfQliC18R1w0qRa/cRj8EvOWqr2l +AzaCD/bfoSaU9ByZ1d/HgPQLW6OOvDrcVf4qa9xI5P5vd7iNgmfQp00u+avW +N6D3x+Odng/5KIAn4qEOkUv5lFaYjA8T1HxXlpjBcw6i+ZXfGN5eQc2xU0wn +A5hAJZJGPGK9GJTJBQ2piXXmqxLFmTGoQCiN9gmWXRxcjiXIfKQj+mNwatEi +gRNy59lWLhHPy+7VR0Oby6tw5Gtp2W4zI8SeM3gZE/0ZXj/K5Lm0hSGyjbze +rExh0LDxm6I/3YRGb3xfffAQQ41/eRJIG06DUXV5gVJuD/pQspMpXUNAK0y/ +D1lN8kMD19GbfXW1cP1wdaHfZwye8oZqXek5DkYRVT6OYgMQE3WZlFaGAK8S +zZEuJgSeek+b3FQnYbDLzWRcZg0Mb9/gDOPjhT3+7laskJj/McH4Yodl+CDF +jT/seQz6Zi5nP76Fh6SxJvWM8yPge1ajid1LAH79pBTbTqoAM94zjrLdGLiV +M//Y6JSD8BdFXEb6aTClkNx2ishNMWFVrgRRTjj9VDr9w4tiRMn/okBmGkOl +4U7kbN2q4OlTaBJSMwE6faduVpqtgVVCwOUUHn54LM4tz5/YC+mifZSnkgkg +96ntUZK1KIwMLHyd8GmFSS+RqkFDDC5Z/Gu6/VIG/BTalJiEm0CUbnZ46iGR +W5mzjsStiEOS68UXCrxdwG8v3MtBg8H7gXdL+q7iEHWGO9/31xic6Nt2dGtZ +AyTT43GVURnyo+2Gnj1og7j3FOHaGhjcNeQst2c6B8e4strboQwyPdYDjg5j +8CGQmYvlpwrEx/s2WEb3QtLlO+b+KQQ0ynNxrFhLH6JNmH9Vso4juV/lXGw1 +a6jjE7mwyZA5yMgoF2rZE6A+8Kc1D3U/wF0fa85NT7h89u75Ga8mOB6aunXq +AYYkrb7I/3U6UONW9N6fCmsDukunGg6AmCM+/JvuvsUGlRw9Pelsy+i1RNgV +T/oFYBT4OxP9/T4oy/3Js3g+jLqP6RnoRuCR/f6rXs1efvgmtiOjLESc12af +G0c/4KDs5VS3/y1NSPvNwrdeuoaG2/2rjiiMo+Pcd59S7SlD/ZOjPDTxM+hK +FZkdWeUqYqWsYNRzuQhqdyh1VhZxsBqgPz13eQq4bpbJLx2IQOE6H4fbQgdc +CSqIdj6BwTS16+PLeqww/I3zFW99C7A4v/U2uoKB0xyhNtb5GPymN323klkP +qwLklfGxGMS33nJgJz0OX65p5Ar9xdBI1fWVwCtpIPTeQnQtWw/2YiDxs1UX +NGSez9SnwtDYWYKuv78OhAqljzI3pUPu5JyT+g4GdZH3hlqohaFNc0TnvPx3 +uEfhEuOFJ75/lbr4fB8fhPpSPKy4Pw7uTEY0D7LX4BKzxbIOgxRwlE1juJv1 +wLZN+S/gDQZ6v0hMjJ8KgBIUdbmF14Ngxa/d7DgMRtNmjCLFFICf7Pkci3Qh +bPJRy/gsYnDRPc+3+q4JtKSw139uKELDK3PIeBaD+0wLiTceywJrRYJQNb4G +dr/fXFX9hsErJT6lHTlZCLe33R4yw0AyWo8RT9UKffztTf9cb8LN6mfhm/kD +aEGnereBgwCfD1MFSj0wB5uXf2SX0+tgQfWrxK9kDG7mHCQ0nNOCBc0WDbVH +sygpSjDuPc8q8h4XH50Y3lTb0PrTOOQ/hBTwOna36vDIZotBrsLqELTd96z7 +TeRyLEuKqqxsGh1rLc7HbqnDlM31hcnDP1A/FbZyuwkD97LTov227CB4oDnQ +MDWKPnl/PNlCg4dFxYBEU1dZ0MooFiLdm0S+PtdM//zDAZcl7/xMkjzEyYV0 +rZEuISlHScMM1UUYqu1XG5TkBsbrrd2zLFWI0DCnst2Kwc/R+L5KQ1aI/n2K +i9H7Key63GGqJfJ8yfO4y2d1JaD4kVvK7mI6Uj+n+EmcWN8b7QI/D2kzQUrC +m4OsSSIHUEVQaDOVgHHd8229TC6okz5qU3V5GWV0veYvaJoH17wHV2YGeSFM +JILG9gyGZqbsy0OetqOdae6OoYpTEH3W1CLwLJE/N29IvKEYRULz770jvU9B +3CBSWqXtRsPz99ll/hJAd4BMd8leHBR5JHJkXy+goXG2qsDPSxB3PT+yl8AC +vko8vuNrOOSkpmadpT4FHCKGbH9usMI2+4OXKRMYosdO8se5lkD5bHxG0S1e +iHHsdjitvIhETOgTz1MuoVdT966RIWlwIKkrWvHuR71hUxU/jAnw7c4TcgtT +GWBgj4w9GleCfl7opBefwABn9m3xlTIfDNQEkahIr6HrgRQW9NqTaLQylWK/ ++g5coBenTeQj8lgDnqU6YwWWd80Zds5fhq3Ibc4M4Wp4m80n/OTHf8/XzI4R +YZSG38VT9l7zeNh89frDvaFBZBzKJ9EZ7ggkz3VeqY61QWSwEyFDBUMZ9F01 +7YF/1H7hd+0sfAYg2u68NocQAXndraFqu3kY2loVs/6Sz8LT+S7GO+6ryP6l +1yi9ujCUxDYMGDhXI8Uk9WqTSgykzsdqCtw8BnmRWkYWF9uRlFzShpccBvSn +v4e0LkmDR+xMaseTFdS2vaNSbj6HNFaEjTkXOCFIJ+CNoxwOsT5nER4emgaL +6wnFehRMEHuRjfLUdB9qechyc/0OAQJktgpWL/HDgxaPE4Wd5ajz8B2WP70Y +nKsd7nrSyQpJ6iyf3AUIKANL70oJGIDHrLfeWIbxgtJoDIUA0X9C97X2BG6k +IVqDl8P0h9hgeyXGQXJgFZW9bpsLvTcDti8abdaO8AEWmgEMRN/viTz27WJc +L7JpfvpU4wwv1FdZiP/IXUN5F5jyXG6Oo865IlsG0fOwlVIiv7KHR9f3XraQ +mg9Cp8KC1DlNDujiwnem2xOQSNTd4BiqfphhtlNhCWcAbvWeb6RjeGQ11502 +Sz0E37MiJC0fHoFccx3DNrVF9HbqfWAPyRKsNo7yvSPlgdnee3GlfT0QY3jh +dlMFAUTWQroHr2oBWzoFpWTgHFqN5bdktloBS3ap76cOZEA5N/OBC2sLOnB9 +eEHUBoOsN1SGPO/V4Z+hTC5dJB5pf69XjvQbRr6Dw1reFwKB4crne4fJWqFS +q1HkxGUMhKPvv6OMkgYfk8SQQvIZ+MWax+axmY2E6N/PpNPigGbhg7HYTDGw +v2hPUSDyEt3ejBUlAymI8T36uFrYDojcpd1ECkN2FzMKHpCTw8iwwlVtSIZd +p5gllz0MbXt3dvFJ0cO26I3GseIyUGAoi44axODruXm3mFV2mKSYnfHs6Qa2 +xMt1x6YJYHFDkjaP+RTQvc61OXS9HHzuhE7e78dQ/ta1oePcwjDhRTh2dbMZ +WIaeunXZYnDa/Qxp0CwzNDN3n+HXqYTIUpc/ox0YKBrf5rx3iwPEWQZUB6+W +gOdCZtAIse/i+S4TImgZQO0ptz1vYwm8l55dTBjH0Mdqral3lOcgyTbcP2G0 +Gn6r3CWiHgbifcI6FKai0Kbz9grDkULEJ3zCeZQ4LwJ989d9rnGChr3HhFld +K3StJm4QdDGgne8m8fqmCpP+FrQs2kWQ/lf21mdivivWIl+w6leDhryPemS2 +pcDNKbxRM4oBtTa52tj0cVhsiQ4oP1IJ48lfR/M6Mchh6RLXEpQGhrVuxzjq +Oshpa6hdS8eg5mj/1pYNH0yfuqpao1EACpK3LVuXMWh7f2zRtJYFHDJtr0KQ +J+DIWz8tEH24zGSI8+C9MOTeCio+s4GB0dl6xuKsr2BnKVxyS+UO7JVuSN7r +qoNF5wI2vfcYXG2/RB88IAjKixpvJdWKIe4X2w7FDAbYFLiElJ2Bul1qNdaT +nRDuPW0YdByDobve28mC/OD09KOyVUYZcnEk+cP4mAAFgaZS89a9oGZ1LGT6 +1Arq+pBcW23YCsr6j2qOpMzCO/YsJ+Adg/PU4wItu2torkGwp1KbBETL36DE +YwXo6U4N3ZkVDHHy3nTHte+rOX+sYhyxzIbb/Y97BH5jiIuFRup9Cj/kkJh3 +GToVwdr4+1094jk3dYifUfI4Ct0ZZzmM2zLQikdh6jSRz31yw9Jk0oUhokHx +0eDlXCCUhQwkrmOA5NWWzD6zwr87tv3kFQXo95vxzdQlDAXt3ovWCzoNuIdy +J/VEhuFvjmIy6Uc8XJlXbT/XyAIxdMZN0c4DUKa/Ox8mTIC3PSs3/JNVoHWK +wPQE9walWnwqrNvH0KT+uYYblJLwrEb6xKHsfij9bkCudpEAnMoWyqYPGCH1 +AppN02qAbgkDH5pwIm98kiYLreUGJYnnTfM8PVD9Vi7cYIAA6eO8uYGygvBn +aMeXJqwdSA7R0uRIY/A2wCTq4q4wnJxR9Y06uwZnz7pfn+SahEbDEPmAb9zw +K/z7yvuHeDj0t0U0CRuGpKcJbT2CAiDlLc2S3jMNUx5suapKOMjn/jp76zE3 +rN2XW49zXIIxC9nVqN4F4OA3n2KmZAP/Vy2OJLfx0HOAWSWojkDM3tsZdT0J +0FEsNZrYnYdzL5efd4sso5RzNXKpV8+A1yFDhlB9PJB/9f58vHIEyP0Kceuh +8kB1OPyPXzMevJ8HrO85DgHrh2OfLqZIwy0DzxmRtCmU7TdUyNyDAwZtPSTV +cwGutEls3LbA0JP1zeeJAy3wuXqKu/yRBjyLX+F9FjCNjESF4wKdcCgnTH2J +bhpT+/vyt4dKUBM6xqf4MMATQ94G5JKTDFtq/7y+p1tcKwUcw7jFILHvVsNy +zbn6TkB+0l+20zSTSNhh6W6oxhri/HpeljNIGtxeytRGqLcgo7DKun83MBAg +DPP/TpeHrKIE4dcxUSAyEk3ddkDMEZV9y2pKPGB51ipujq4PIlybRZ+HEUCN +2sa+tJoOwgMnGifNu8FQp4A/5CcBhkQ0SvYH+OFAkrnhLkctujoo5fX5K4YS +17yeDlNzwrmvfx6rF6wgJfZW6y6GOXgR0WC5iBOAyOHF35EPWtDn5ftGJlYY +MB1KKznucBxMRBptb/D1I6X4vnyFmwQI1K/U3hw9CatZh+QUaZvQHyucLKcv +BjKVrlPUS4wgUSr27ifXIrqtu1d6g28J/PtmcyY8+WD9+fX4WNpu4CXTF1Mj +8hKFnxet9tfTYFNbIrMZ2Q+v3zsv+xsQQHiUf+yMpxwkKHEOvMqfR2fCPOuq +HJfhzRe3J063eYFTtiwmk2oKCRx9o0G+jwOyEfbDe40cYOTibcHjiyF3XTa1 +iSNNiP/zebqD3yfBpmfRoSC4CdWv5lS4eRL58KI+s1KHEjCfomgt/94IN8TS ++uWfYHCCfIonNkCWmAuDvMRI1xB0dDdnbE2CjSJXR62XEoy1ml5zWFtDV8hu +fUq3GYMiDWnDFGllsHa2r/nv/qdKQ1Kluy/W4BM1qe0EnTrM7j8QFg3rQa/0 ++PsYGgkQKcJEPuN8CU6dSjnkYVoPg9R7mtkR48ATk2zxRXINbm/4JuF+zcAD +/xInU79VdPhl5SsZmx21ztmO8S+CixB5H3d86/gS6iJ53yyfQAVPav+Jvnyz +CmXu7RukHTNAOtvALp1xEjAFkz73p90g/uzSS0EcAfW+DxwTuscEock4ttXS +u2g+N1hgnejboYarPuuv5CDpap5hTfwiXMnqk/bOXoSoo6LmIoKMQNHcQ5Ls +PQ07DvUZ9G44sFq7mvX0Myf4KVYpxpDXoXjhc7lcnzCYdM4Sm85WB+dmWwPd +xQZYbfUQlw/BkEMlpqb3RhBCVSdW6wQwCOD4Nnrg2wEfxU94M6scB44LG+Pd +rfMga1o/zGy6DN5Pza5/sucA3nimWIvqBaAO2ksMebgE8nOvjz5X44JCb7/y +9v5x5H16TvVL1Br06ZWOmiWIgTmrrfcv0maku33IJPku0Z+nPZbVPHjhM1vH +2r3dbuQWMRxjMUqAsyvM10O3T8GIv26e0R9iPwSHHvTNZ8Ki7eJm4HkhYKSg +lst+hEMmMnfwivbT0FRpaMBiLAhCT4sLJvBfgYf26tI+0c8XfqSH57zkACnr +V9YnvSah0O2FfrzgGnwzJ2UuTZCAh88iMo94tqED1UPnrDQwWBxR2W0/Iwdr +zX0Mn7BZdE0zCStrW4Gb5DvbUw1iIGi9mVf7awA5zzJyUNETAPVmSV2a1AXL +Oo53EXwj0Ca0cIXkLh5s2zvNKnyUQWyDlfLu40UwLZ1UCLk3BHSl0Qc3g+aA +LK5wLpWjGqVp+XH+9zvmJ4VTiiS9htC/Ibse/bkQGf5yZNBbwFD2+oOIT1s7 +ahQXZjZ7HuGRhHc9g/v0MGoiDxsoPWACmqT83Jx/GKL+Vc/OfD0Ant4tOxz7 +kAO+4LN2J0/PoRf8znFXEleQrV5996NMDvDWCXgk8mMA+ZhUx9SyE+DegXDM +cT85KD4a5f1YjDiXkwor1uvmoPIBBX+quhUQcNRNQQsE1CJhJnstqxuFDZwO +vi/CCXakib/mxUZRgtnsxS0ZPJxqOypyx44V7nWdUrpTj0OVkXMuL7umkHb1 +B35RcwkIKt6kOJs3Dwc0D/wKnJZBzrVv3o6CBUoIbWWHDxG5LS2vcPFSF+hm +Z9eJKpuCarCwWOAbDG0Ialp03axHPE3SL23eHQN1hrDTfE7LKLUqI22ZeD1G +txusa0XMYCiBOhlCF1GJF+cb1pJFaI14Yffv6THwsK1wWwtbQXn9Pb5Hz8/B +q59Rd3fz2eF25Z1mU7Y68HQSc7lB5KiE/h8e174DjBe2yCW8awC9NYs3PqEY +WIqw9FXgiH30O7fiV0sDcvqhYOD2AoPhxudLL3h5oPGVq8szu1nUPBzAd/X0 +KuzbEVhtreWBY/zF9Y9OjchT9d5XN38MCizz0v6uKUPL9k54hukKOkF6RY09 +Yg5K7e0XTjZaALlw1svV1Eak7LnfvUb0N5Tw5Zt3jArI45KljwXPQNLWLRff +xlV4/vsx+YqSBnyKpbBjzy9EVr29xvjDBJASzVE87j5A9O0v36y88HD5k4Oh +yN9hoJTZiKdlsIX412HXunn8gE9Vcq+VqBe6c8KvP0etq5HL1/9R3yYAy3Ou +j0uc3ag/fUb/o7ECyDW22l9hx+Bwy1auu1Iniuu9aKZGqgzyLKxHU98uQ+BD +FyNh73l0lEJXktFZANjcHSkqTatQmwzuBGMrMZexJESOPFSBO0VGhTTP8+Fv +yUrd61UMydlwpW984YS4TXMyobcYcZ8L2xqK9VC0VsrZLSEA2iF/zlMbzIC3 +I/7tI9wqUFzQdkmVE4AF6a/5Z7sxIOH1oY9/V4E2wv8ZNmTIwNu+0L76w0sw +T7YvGyy3CO/aBOwLlthh4qTwro9xLtyNsvuTso6hf9YaMbztfOBQo5EmxYMH +w/4G2vngUSCZUiuLm1ODN2bsU5u6TUDl2HZK0RsD59h3BtM7rCCl77VrHzkK +/Z3DNylP4CE054Kgtt1xGF6mZXoeSADR3Bm7BfU+tN4u7cPNpw6mMTifCGL9 +GNsn1v9lNcK2Q+HPizgtGC48UlBhWwt/uzw46XKI53MQlKw9ywdaJU4Euehp +VPry0CnqmzhQHvPiHD/KC9n7kQqiJweJOTmHr4mSAPiLyZqhNPxQn3ritekw +HRJl+Tf73/M2tMQci1wU5EC5Mr/2+88ZcAdWCv+nq9AznfoiJMUU9jI6RYzf +1oKLON0YeRYx31FQDX7PvgMWLwMTyIyJPOpGYsxq1Ip6SFTr9xXdIf60cMdC +/Ay6bPRC7X7FKrh9HNqq5TGGK2eb/e+frQAI6l5Az9dgnCwjLeTsOOw7tk4X +8z5Tq5mncNgl7idM2WqLRtwGfI+I0N07O4pG0sjHLjPiIFpGQ01zaAB2RhgG +jnG3gMC2XFr5TQx1EkfOpZ1NNT7Z8nCrHwQYD2XPmq3pQc7Dr1y0KaWhTOyy +Gc5sDmXXraqJP1uBX8XXaAuPGEPAzxCzeSJvZQ3khksORUKUsA19ebg4iBUw +mjzaxZDj5Z6cjySp8C+KwafTgqirHSeRZ+IY8tv47nZkqx3ptL5imUk6BSeV +/ySv/OxFpCTsrBRRBHC1t5Kg2yZyi/n3+Y98k8jwp8uCnsoa9BzeV+tdOAW6 +fO4/b4t1oUczrme8D2NwdCH5EAk9H6DzoQeyuFYoWtbob9PBwGZl6Xk8jwAY +kV3gHPfHg/+HR/qVdcPISsxp8B6HNBwJo82/N08AprKdAcfv3fD2FN2j90P0 +sORmeL/TbQ1aoviFP1+egMYhiR7NOArwaeJpe3kNg11m+6XdwBaItSTECnny +QnzoDRlJKgzeXXzGHn2jC/VYHFUiIeaUB+rXBQodcKC0OVHS92IahBILP0US +OSFu5Xx3RTIGtTOWVkHZxBxJKvEoD+OF5EKpZhInPCwNao2tKY7AoTGTJ0sz +MjD+SoqE78swMOik2nUE44Hz0ymWr8IcECP6OcCxcgWYqAmZ7hRz0N3sqd7a +IQemteRklGfGUASZW1Hy1hrQbLi09kUB+JL41oS6L6Drr0vKCtAS4PMFBPma +tCE8QGSagXMBrDa5RwLplpFeOC49JPAOgMg7peaVJGT1SIG5Yg+DuobuB8Lm ++iBPTZFCeDSMXjbMTW2/xoO+JOPe/s5bKKTkTbfXjAVlyVNWDgcYWiqleZ2n +81NtVOJkjaU0DvpUq5dvTk6jtpT7QTnkamBCkdhkGzcD2wZTQvcrV8HDKDvo ++q4E5D4op2EuSkcE/fBdvR0MDXItqIaJKUKKye9M9iE8GsthFeQ+MYQEc09D +LYEDHPlxTeoyvWhTMpq34SsB/LLZssqL2MHnQOwfb2k5dNH+IzvXh0GgZu/8 +1uUTELxOYhq01oPG428FSZQSUIkAVj4idxI+pOfn288/gt9qTNe6iH1k1/5U +sFObH/ZOtmfF6pRAHm0ZKe0kBq2CQouW0oLwQW74ydNhBIai0VdvVBN5PtXO +6CoTF/zxGPnnYDQEK/Otc0YdeAg7ffccXpYJ/Gxf8cjeroWPYe8ujGYT62/W +ap9Yyg7dU/IB7y1rAWde43qF6EspoloNlTmiIEbRcct+twFRjyEevWAMntXe +e7o9QNTDIu3ZlZRGuEiWdYjiKQZnqH7abDcLQNtxHUL130SUkcM3+5NYL3P+ +P5tem3KwkNzpsR3dDKVRTW6JjsS+oKz4dEfWCKQ4WiP3BPBw0tY5r+H+KGyn +iVxQD1QCNqN/XDcoVuHS6D3a4NRZoF9weJNGrgK22OOxsr0RCF6aYtJUw4OI +04nPwY8NwELjX2bEWi9iF3G9mEfsXyW/V2STQhrwsn2SsSwXj06mS0w+WRlC +whY1R0lzTcGXYetB3f4imtOWHljRWERuNH++VQzbQ/hoQ1HB50TwueX0PJ1q +Hp4zHf5Tur4Mod3nrXn3FsH2C7d1uuYi8j9+SZ1llBSeD6xY8vxYAkMpczk9 +zwU0O9EgaHmLEpZLn1kLq8xDkSv1K4a2ZYTurBbzFrPDJMeriqFfkzBSWcSp +SLaG3o+S0cmp0IHxF21V9ygMWByDN2R/14M4XSn73Z8MsKkQKX/KFQdehuWe +zo+nwWPZ9PkLT3IwLvy57b2PAUV3T+0lz7fwZlBIP7uCFoTUKWoTOjHAxHaq +Ypgq0VK1RuQxA2roOamhuz1DgI0tCfaUum6oVxwzyPx5DKakdSRvLOKAw9ba +qM9iCl5Kjm0ndfKBXRLzZCZMQqueJtV5mTVQvvzKmaKIEQiMy7X6TGNQ0eEb +fuTfGjR23CymbeCC3FYyL6/IGki68KTbPx+D6+NUpC/oxSC1xFKGhycRCfDe +0OAl7rfRnbbawEAEqC0+1u2TdEPBqOZK1S4BVGouLkdw84JNYLjrO5oBGIsc +Kn2rSIABUhoag8ZTUFlil6s1k4cesmktixMw0E7gMwjwVAErWfb8KN0l+J1+ +jS9kfQGkbh+TWFJQg+Q0Mwh7sQzdYrVnkl/NQ9/+w4Dzi4JgLtHEp0nUpYFI +g18KPhlIC4YibtXIQFKveQYZkeNvzX3qHPo1ADjyRok8rXMgPpO/dLq+Enxn +5iJPtGOwPPCGlfc7UVeeBB3B3SYo9Zzs+XkXQxpTkpNHVXRBUE+zYNBjAcxY +a3RCiLq42lp4fnnTCGR3LqZuqddBVrNfQ+tHDBiauw1wQcqgdtHxfaL8GpCf +q44ePjMJfgwhDAb07lAqT/K1q3EAzprImZ9IngHpczFhw/bLYHW7xq4ncRGR +Slnksgt1onoKW409ywWouLEex2oyCJ++FAqk7+PRg0qgDKWlgQKTgyrrnhzI +tXe3XvyFIdGGe7F+KozgJJqmULGEgcI5b6WevAJEuuw0nfKHGXT3Vi46LeHA +5LbeP06zKdT1OpX2OnBAopCi5OdxDDZc/lbcrylBCY/rqgcy2OE06Xj7GtGn +Jj6YkgcE3Uck/MoiRf844fRYyIyhMR5ayQO/WmSMQFTzsQunGlgh8whLkmAa +Hja9+dOK+YeBQCWuUthIDr9DjphtEOf4iW/80+3OkUiogjWhdYUKbnHbV6z8 +5ztppQ/F8A1worRjv2CYCkZf6+iUW69CUoXuhi7PLPBSnJj1kjwK1z5unzD5 +SfQ1SebK8KxvyFpONFTKXQgO/Ris/Z66BPX9ntZvYhaATF+quzmAF+TVVQ8f +iV8B6wy26z8V5mDNbzM0ZpUBlk/L7vXcWQOPsQO3XpcJJGk7bECrKwLvubUC +p92J/bUSwkOf2QS5j9bN398UBd/IRsvxR8S5TLgsUr3QCFZVZ6tcWXjhxJWj +w9UReOhOne7m9B+GK3T7yfhWHlgrOfnpM+saYC34dyxfJ8HYxvBXVbAC/JW+ +IasQj0HL3/6BkWf16Kww5V/HAmOYd8Da/Avx6O2Uun5x+xBckW4+29amD28E +i0Uc/JeQXpClU23xAmJvyyO0iKrC7IP77WfmR4BRe+zSd008WOT/I8tKuwK8 +2/QGtpF4dO/U9uC43zCqOFxbXSXmBOb2RbuH3uKQepKD7dj4IGzxyVO5/xoE +X4d3xW4qI0ji3ZEur9t4NMLSfKGelBq4owgv75xaRHaUArQxjEvodnZ4tarO +cZhInbPdJ+aKjvK8uuVPV4GEvVNQY1oMft/94OFEsYzoxrfn/YQWUDybSMp+ +vCCQJE7dOzyGR3e/atGUUw8hD9fft48uSoN41WV3+ieziIV15HDKiVWo118u +Nrh9BljNT/c6MNUgArN8fFcxBhcQHZ97DwPIdJPruepUIlV6bHGkAwP64M2j +qReEgKfPInJ+ug+YXFP2uu8QYOlj943LuldAMZpAOabbjMiHlWZOOBNz3I6N +m3maMFy3mNK/kolDHe+MC2zZp0Fc6y3+sz5x/1nBFfaKOPRNZmWSrG8aFnQY +RhqZlOENxe0stpY0uBrc/HJmB4Pv1tlsHyKPQ0yogXNcxixaT+5aqyJZBdO2 +bzGzt4ShpT2/wOI3Dm0m0GRe4J9Cmpsz1sedhYBb6k205o1qcL4T9+xHJQae +U9VdPZ9OgppfPk576w36S1pdUE30zyQ34WTFMAMQrI+5eq0QQ3rxFqVSljXo ++DE22xc3bYB0ujn2hzUO5R8R9v9CzBNvpqkpHlOZQTFW84uVdxFNiEbwWHEv +oSMKXluRrKrA0ObxTH0KoTxZCVJNIj+kr7Z9q54BcOXT1q0kqQafq7H3Q0hX +0FC/zQ5V5BzYOLt6V7jPouMk2/fKiSvbo8KTD0Nm4bqb7JW7mwSkoXJ40EHh +1Y9sseApaaVu8GoonCRTGUUWTT3fr57Go+I0d1taDRLAzGkEHgsvI8b7D5Qc +9udRsJ8eOpd3GPgfN3WnW62hkgTq2ctpE2ix/6TRgCkbFHv/GnomvYC+RjtF +d+8soWPfH70vpFKA6LcPfmuXx6Dbr2WbfIn+8Ur6nc7j60wQb/VRM/FzMRS3 +RjGOT2Fg0p96W6OeG6R+t9EfIXJhfjnd3QTreGA97v/xaaMGJLW8PfzkGAHl +48alCloHoGPby40hRRS+cYYkyzHZoKnvMW7/5ZqVML4pEmpWuPh+SWu7ewkx +UrwSvG69AGj+cIcW1XEi344KqY0to1CFs5GawvNQO9u6ym3HD4J2MQc+twfh +Sc28gPcOkVcn6D9/UxOGIx+k7laGD8B+H1agw0eAOpWxLwvcwmCtdmQMf28E +aX16XSZ0HY9KKRWr+nwM4KqtqZX5u2TYGo8XsCDOsV+Gnloff8hBJo0t+Ref +WpRc+cNXgch1JgOam+NHRCCn1PRXBeUMurbHwdrCjkNf7otRViZqgpRPjYzH +SiV6MYD9iWvDoMLP5vczUz0oiqVyDTpOQH/vhd/DygZQJPUhUWbn89DAYSbr +ETqK/mj+yLPmxiOJHM/a2Jc60EznZfCOPQkx6C4qzP/3/xLpVqnyXTuIYA5u +O6zXjFhN7PU4nTFkItsc0UihCb7q9l4SEqOw9VAp84sMHhZEllJvShqDm8+P +Epv3g5BtsPU8GMODB4G3lXBHFlysVMr63/eA1z3vIwHv8Cj6V1sifVU3pHxY +Pr5CrIdn0QnjKklS1WS3/b3jgh6wfpyEmS+qF2n8ZNr9mkIAD3PMZEHhBrCP +Jmx2rRQDb9ZiI/cUhlBKbsz86pbalS93fq519ML4r3HBO/EExP2b5ECJj+jb +OT98Lb7hIY5Dnc9zcQiashiZHy1ywsBZisPhXzDw+jJ5iVOpFun9KQxyz+OH +UV3sEfvEGGwNDQ+Nd65BPG7QGfb44N0dA4HkNxh0Zn0c0L1RT8xrrvkN/pzg +YBBOPkvU66O/f9YYViLhIfcd9mVhRjjqMjZBkbMGkc9wtd73xiFS/uY7LUNe +KGNxtri6TAAys8bNy7Hd8KHmI60QnhtEQH9XLYioGwVJG9WzfYjkjBDmKagO +trdxMm10vUByLlncoIAAv/u7Y6KSmYHp9fxZVnpirvA1orjW3QmT+oRKYQ1F +iEnaP+ur3A2bag/OaRL7+Kd08fkPMqeg9RN9ZaPkDLwuUdjvPlhFF6g47cgC +rIGHYmI6QXQanljybOknE/OlyMHLQ89EIJn8xqXDkwRAcwUs96a7UYZ8eUyL +4RVg5cpMCj6DAdnUH2UKv3aE82xkNPRRBdZ8CXlaYh1HY5uPbilGwO127Ps/ +6tNQniXb6EQ8nwxrXbcA3lgQKC96+aXoEkCO1lU2Tzzc+h7L8ptiBC6Rl1U6 +3tGAnM8DJ0QtMRjT6Ww9SGmBB9qlizeTVSGiyGpRQgQPT87jw7StR1FmUvWw +dI4MJAbKK5L8xMHd9TvfXOWmgJE6+E1liAyRs3MTP2YuQP2K+73/1irPHYOX +wb2gIRdhOSzW+f/XTY5T4dHiBHiJRX9gHB6FoYauefE33SjxceyZ1UEcqM0F +O+zyLsHMyQsksNGLOtx2plJ258BOHB9nszULSjb9XN+ZuiBsPTJNLmYZnCKi +nhEu9kFg3P/WUlfTiOSNNciYidjx7f4BZjZNwm71GBqa/OlwPmtDzSykRFrj +NQavw+RuaF5tQAVjIP7njzCcFLaHrvx5pOG0HBLouIwub1tlN12VgprbPQPX +D2MoyT/85L54F/pXPyNw0p8d5PJto9YUZ5BbDnb9+vYqlKsn8Dm6H4V934zj +31d7IS08JuUvMU9JW/phP5i54CJ5uE/3RC2Kf/iWIziDyPM0nC63xs+DX6XP +tUTmGVB+j39Gx4ADg+RsskEfUaD97vPFQwQHnF5yNflr00j2i6pzHiYODft7 +ZFNdBAgxGKTu1+oBkqus3CqcrEBrh4VGUDcgubAV5fRIDGhf1xxSCJWAY3Mn +Fd8XryFp7eaCQPVxpPZkOanW9QykMzdtulv2IH7tlmKuDgKaIY/yPh2mBTZN +3Po/GGbB8MAqscBpFbCXrPoYhzQEP3148PDPPPz65GH05NQy3I6gTyxhkIPP +/6db///T7YDs/3Q793eOqZpvAnyvxwbzPVmDo+3/j7W3DqoqetuGRQxSUFBB +BAVFUAQlVeomJAUEkRJEJCQEROkGQUA6BLEJkZJOAVk0SHcj3eecTUhIfsf3 +eb7fzPe+8/zxzbz7nzVzzTr3XnHHdZ3Ze21hVmt+IeCbXPgIRkPg8elM7kEc +DjneyGSZpFKHoVtyhtZxRDvJZ1klgol5aHSnRzVFFm56He7/x+tItOIvD3rV +gBM93Wb8Q3m4ay2jYuCPB4UJS6rEp+3IyS2H8OxJJ3yrYWN5sjoKR989/0FV +sABnh0e/GrW0/Od9fNvJRwpL/87bMDjCkvcFBwer3pr8/l4Ex/DeL6aGMWQ3 +VzW/dmNHvD9d7KZc52/wvdZj40iJQy2vDjsV32UDvPqphPOydZBezZlF6oOh +CLbC+LXhi3BcZfzCjfMY1H56fO5nYQvQJ/KxJQxfAfOC+fvyEv3gNSvHw/QJ +D6xVb8xOmh0BvVvzQyVHCEgGszm1f74XmixcHb6eOg+Dpqo69HnDaFbZaoXj +PQ4q3j2XmnNkBJYD700VNdtgIXn0ZP4RDD6/m33yi+06TPtVpkUsY9CzlnP/ +skEmVB9rDfNQkIa6zPaVQLUBYDS/m1hohAfrhZeajCHnwWTVj/GYZRFKu7R2 +8OsIBnGCmnFfNDigv4LlC+/AOLznMLmiG7YA5sqeQvx198DLfoDU9w0ODNcc +DV/9Goa2KPrNOCLfE1TprV5KI8ClPuYEBdlO2HlUo6jxhQeswvlIlYj68xUz ++UUVqh5ka99gLuelAaHOfjOdX7pB4CoXybYiATa1dg9YVgkAYxN3gB1/NWoB +ibvKiUQ9dHtrJuu8KjzjCKgS1hgCHQ1WtfsYDvodBvcWaWUh6NXxsH/nLLz7 +rxY15M556tupQcfYuJXFGg7p+Gpki4sMIUmuSslHHabw9JJeUEnXL6ANe8ft +rYXB0q3sv3c5lf/jD//fawlOSNGQ7FYUgRmtfHAK0R/Mn+k6x9EfhoW4Oc2X +va1w8rv3t7xjGBqikUvVm2cGia0iD4HzBNi6leNZ/aYHeW1ZYhLLPKDoWszD +uo2B8Ohy1Pa3eFB5sa1Hz0DkFWpFiaRBBHQQUsgcT3fB6Y3Z+cQZJdCJPKJs +sd+FCoTFX3WaECByzuaDzBY79H4M1uu8Mg71hyxCdUgWoSjGQEbdigyGJFxs +uXMmQavj7G/eW/NQqufF+UBJBty9DjDpbLQjSupbAbODBKDNVz3jFMoLvj1O +53jyUpBojbaQwzoGlwWdaW5Ws4HSFOmw3o1JRNYVW+xM1HM3Vb3S/SP4wHQC +Y3p1eRDJbPodlhXAg577Kr9/NC9YjyWVpEb1Q7S6lPxMEB5ceq0vSsbKQlsD +c9znshnkK+Qi4OI7g8pYDukea1EC2/qiPK3nBHTdQtu+u7gLUbIcOEw+dR2O +nf8m5/Q8H+LkTc70TmNgHN59P61FGj6zKL/6fnsKMZY8rpetngN6Y137Cbr7 +sNxAcvDHJg5Nhf3WV+UeAqUtNkotMzkoOlBeFGk4i7IUW1SX+qZR9ErZg92d +25CdZfS6T9NGnMtj0v0f/xSfa8XZ7BjAmfVYOZcjM3A0IP0s1/YUrHjsh1L/ +7vof/aGFvuFF/atslHjB1meRQNRnJti46sEd8bmYti7Nj3hoqurZOnK7H+Wl +V+6y/2aDmWOER+YMGFiR+pk8vNmKZvz6GtcGL8GK31HKYtM5YHBwDIsk1hlX +q4MkweLsYLWiSsJHjMM/TP0fCyOLULRTVMZbFSYoUnDc3edfgFbxtnNK+hPA +dFaKaTl8V3xXZ7dgomARDHi3/I6SjKEici2BZnU2sPN+HnFNfQr1bs3cNSia +Q/dMspxPuMhCvc/RF0yifSDIiyun68CDF2fhlS8nrsCzK5dD8i4Mwsq4rm+U +IB7k8gKL/e6fBSNLly2O5XagGfl1q3KIAILNGbrWRJ4sdgTuX2bqhh8t7q3i +jwngYlwlMpTBCmd4tjtQKA51aMqm6o8Ng7qCo7aCyW3wWmP2wy9iSPXNkW6d +uRzEmGY09ginBvp81rX2IxNg94FkmmxgHioLuf0ZhGVh8TLljB3zKzRvZzIX +RtyvrKnxfaMHCiA4ti77iz0XRZ288FafaA8cCxecogyh/JqU72RiF1jWPw39 +YUeArqz3ZaH1MhD5h/nK2M4cUOP7tbx2J6Hd6YVEgfltuBr89KVZzSIMuViP +h7SNgqTpKSrPtdsw15g5xx4zBeVH5DWLPvyGcZ2LqlaskxAveNTWLK0LPv13 +S8mDGZ7uxAF35EWFyIscP/93P5ngfTNFb9ULp3fqy99v4pGxe/NRpf0D0Jc0 +rWImT/z9+L16dR8CeoMXjDYOOwupW36z/54ne3TJ0Zxb1w6Wzj6sGzEXhT0P +q/yW6Tj0+v6rl6+3MfT7zIHTJ0q4QZXD5ySTbTFE3vwYEDKIQRNT4oEjJsdA +o6nRzojYzwIxB3Jyx0OR//hM7jQ/NEtwfZGkWgBGS30Hp5gJODeqxHSi8QGo +7+TPR2jMw9gWg8KX4EkYu9N5spDnCiTeah6NS54HveW7/jbnJ2HbLKYzP4kB +Mg5YB3UwEMAME/7c87MH7cRcFr6sIgjCJ0qMz7X1Ik7fx9onZ/Bw5+2z5WwG +OVDxMTzeqTwOOn9aU/8uLMDsKWd6pgIxYBj9kRT6loAydvrvOdV1otu/GnuD +HsgDxz3FAfIwAgQ5fHH/utsJfTwwzvFZAWZoogdYrxLguE33sQK1HmBjvnvh +SMlVqHydek6PgAEDw9ylK43Z6HOsv9HAjCJ0BnM71J4dhAMxWZrnbuCh04ki +tkpa6X+M64e9Xm3yuC70JG5Nd92MgI7cn+mru0ECqpXvD2/FjECPXZ7T70c4 +pCTfpzyrzQUfhFwPvTxLgPLWsS8PUntQ9hMf3dAWWRDb58/8tDMIpXmHzRkO +4cFw+SqHcK8knLvblzhJ1Ak8W6nTVETdMK08vRWpex56GIybKnSmQb+Vi+JA +7ywonXxISrpwHiQn9pZKeggwhrv7qP1sByxu0Gth2tdhb/X7tzsMixBx+MYh +3yPj8JOyKxBXchPSgw99d+NfhFeePWhpcAykupYUUtguga6FuJqSwBDyCXxz ++NQGDtXKnBTMSmMF2aubmdK4DpQYvXpCqJgAhEeu1j5jV4FV9du4+GkCivoe +E/W6rgf5aSXfaMq9BmWJbTNx1u3ol82612M8ATQxi6EpejFYWGRp72Rsg8ru +VhVvCgzsTf7+kA/jh6Pe7tKMv/DoeGDz2ohxH5w99io2hvc+HNS35OobmEbH +f0Tr1BvMAm7axNawTB9elhwykJvE4KjqydR2iwLkoG5tu7ImB+pvC904u+ZB +hKPls9f0BEiWi/2c7JUCR7PwrhWvdrTEWUliVTkHVO1bkqmvJiCHCy85ZzQO +vxbt1EuGF9CH+Xr6jMVd8fXaj+ospgSQrKMQ9d/oQqQD3ylflZ6BIseYapol +DJSi7Vou4rLAOqu7X+q8ALg0mwVUik9DU/yCKB1hFjTYb1Lcs2eA74cnzDTt +F+DusZuaWfvjkGCoeP9kMiccXDtF93x8Dt4q81R9ODcFIuHLGmqCghAwb0SV +7IuDljruZh6yEaRLp5EUyc0GTCZL5/gjF+An6fuTm93jgN++dni38CTUxl0+ +d9sjHFGbDvdiexiaM9Z9p9QvCPysEWw81nOweEageDltCqVQXbuernoVVN0z +Z99zLwL7sXLKp1NjMP7MhvfbNy5wf+4vm0BLrDux6kOKRa2g37jztGZIAm7a +mwZY5EwReYEHZZ7ZHPD9kZbcp+MA54nJeSad33Cdpy7j6VUc5L2dr2gbuQfL +WuFmpsmLsMlvGbvLOAZrBB8P8xJ1sMl8LH5wEw+rghq5Uja9cE77nWMzixi0 +BJ0hTbqEh4WgCwlkTwbR0UOBqdHtxHhkW518qNIMDfKK3FcFMZAm0JgfOqIJ +H7HsSLJJJySzS37ttEQNjAv3RWTEYqDB7OYwahwPf1872cgQ8xlv1YU4xzJS +cBYiLPTmTYBTs3eD0MY8ehcfzKJTeAWydGo/57T+e57aMDYwfRR0DllZH3Hm +AxvDLK2EQ4uQdaHf/xv7OGywUxe87L4OlDnjfim7HaBOV3Q+vYAAYn8ibB1l +hYFf5mjR1J1Z+NQV6nJuaRrKSmtiCzw44NzE0NvnEThgez2My+8ZBo1iFs3G +0wLw85CTtULcPCpK4pOVuTIJkWcGVi8+uwkrnKDDeIDI63xemsjf7gVHkVnj +bWE7iIB5g1qdefipKdXH5T8Jm5qfqFuvS0PsrRO9CL8IH0goDW18kkGcWYeb +9MwofLR4962BdBbiIlg4sy9Nw4nBTX4bsyaocI3fnLnSBWRpdQWb/gRQT+mb +Tr4mC5TDgpsjz/DAPvXbrpVhANJNo0Xa7skDNhR8mHB3Gtp/sQ43/J6Fli8D +lJZi/FDa7XTAz3cBEv0DX8nMjwM7X1LCh1Z1IOE1TyiZHQWNKHMS55+LiFKc +797oGB0oO5X/vReBh5AQ0Z1Xzv1Iykftm8jgKbgksSrw7xwQxkm3kThfP3jM +Rcv9MuwCfOz9k/1rD4Nh5ftvtT9GoI4a1ncP4m8CJ8mtp6N69fCDWjDayAED +EavZkcr160BgPHLQrGgCjruvK379Mw/bgYKGX8Rvg+6nR2F6/BPoqfyxwGy1 +BRShX/86UMQFFJSV2uen5kHt9aVz7C0TUOhjXGhoJAiJe6HTL7oWwcIjkr7j +/SgY8weXGSyIQC0jwwXOiAl4GliiQE27AC1UjivslfdAbre0azR0GkRoXhqE +fZgB/uizmZsVTXCTkyYpZ2MO0stkBP6STgH707GnoRU3gM2g4Pwi+Sj8HqbQ +Z9pZBEMvNBKgJQtMt9vV5dwmIW73xx674Tz0FVzQPrQkCBpPDPenuUagsC1S +IcAVByaGb8lIBBXBezyd4+rSOHR0SauEFrcAiaj239Jn89DUeYJfgbEfIlb2 +vGiS8CgpnK+ybPoCVLkpuOOZ7cEv+Bnj1D6GnKMPLREkLkHXjXS+VupJdMAy +561LwTxSHian4IsRg5ie2ph8qTkUcd6FfHZkCuTEB3oEx9WAZbpU/PhgL2pa +6W3Zm8TDAR/BUu93N6HpwaBpR9EMSjdxF1V/PQOy2hfeKSqKgn8FVrAQnIC2 ++OTbPm9hQOWTNnrhvgTorqRrZ6thEH+yMKlIuhH2lEI3rGP54VqQ4A2slQD5 +Hr89vZQ70LdSXW3tREG4SCfsk/FnEQL0eDJSLo5CdmUN/VHgBVe1V2/8j86A +TspESrXgLOSTnYkjmxeA3niqe2REvf/m22uRh69qUK0ur5FinBowudtlbbAt +woqQrrDb2hjUdpXkG6SIwB7ZRSM1xXlwKb+Rd+XDJKiczJKyoZKH0Es8BYFZ +k1ClwJGyzloKtHkTif37c2ARJaABDWNI+ooVCzksothbe9K32umBbzh7Xdxz +CD0+tcDxaBqHIlh8J37fuQXkZ769l7CaBW6bfCu35mkYd5pailPjgfmg+65F +NThQtIn32qytQrjcGb1As0E4XCsVJyM6APuS4zvyZnjUfTTHWrzqBrAcb/Yq +FscjjVmljO9bA+iog77Ub+qbsB10JGjcxggtlq/RbRHj6XF+HM9Xx/OQwd+Z +7yS+ANMbNy3v3Z2A2iOhb8gyJWBFW5ROvwaDwXEViZM95WhQs0XML18MvPQN +jyTREuCri43T5EIP1CYlJapYCwFFWlCyXt8UnCm0fH1Pfg7Qc+eOCVENiEjs +zfL8PgW01Cl/hy3n4OMX9aJzx6QhvXF6cKdgCsRyPwfpKczCAbm8KUPaFmhW +6ThD+agPGv67vZsVoXDIdBEWQk1Pe5fgYb5ePzEvsw/daLzy5e8zZig48DBQ +pQ0HvGHax6WGhtB9kj+PmIKvglTnko6oQgvCMz9yu2Y2h6a+Okw+0Z0Evnzh +IBuHCXD4yo41H50EipS/K+YL48D/4MHXwoR5MNDInzvMMYlOv0qXtJSXAt8y +PxFeOwxIvpLEkwbXo+ybjBvcvVch6pyjAz36DVetWpNLaXHQ1cpSmvf3JKyN +HxkacsOB070ipx+XRiBR4NnnFIdbYC7GF3XJFAca7Vf7tlxGoInUVPRANx/8 +Ju8v1xtcgFJjY8eg6hEwdrBpT6PqBIG+wDnx0FGw1fTVf3NyCj23HWd7JjcJ +ib+ESH9yRsJexHRtATH/0VlntowZyUBM3KfbgipN8Mlm+I21NIbG7d6b6g1d +geRUGR19iU6kN6mr15lOQPMhxlOvBa8AX/eKtP0oASxC32cf7W2Ha30HRX20 +NSE2TsLEnaoVmX+JYqRhwmBHaKXx0ao20Ctr5MsyzqAEekzm90WiDlZ2DV3y +vg0nLafK7KoJQMo+uGX3uQOqSMhO2nizguFYxXcmmAX+cJqZtN1pMKc9TpL9 +VhIK5I/LBJi1wEZnIEnPRQzcyUoMNfKMAD/VrBPlOwy8mTTdtUk4SO0pyRxU +VoBqrOQszmIS/IKqbqhc+A0c66ghx30KxoafffARJKBle8YZzrM9iCrlILcj +0c7/y7yflYRM/3vu7r56RtGRSIH/4J9NOhn9v8wATrAgqSB+BpIdKgqPkjbA +QS0hpghrDFVsLVs4c1yBVabgO0qfiX6c9YX/9fMp1P5Jgj+Bmg/mHN9axBfi +QOWvWaitxDDsjMdRvDcQALzHQM7ng8FoRPT1T2Fi/jzG3XAmpUcVdGsces1z +MeANNE65EFUJgmyWf4rHJYCf9NFCzMsp6OX8oXUqfA6xCe/94djTBMulgc1h +bQLis7YKI2kohOZBnephty4IuUG5HSpagMZJ9LmriXx2o+foL7MsWbi9Nrow +mzgGTORR8woai1DMQ+mXdkQCoCSanZVnHjie8b9WQZMoMu105eE0bbhsotQ9 +emYchDpPfLCnXATf5Wr20Sty8Ehc5gYjSQXwWyd9mF4ZA7YtJ8+M/oX/UdfI +3c29zq34E/V+oZwi1DVChVN/ZjEdBsnHbjy5tTIEOx/jQst/4dB4baXsi9Rz +oHe1jDQSj0HpoRM3XS7ngJvWsdQJGiFYZqBRPTZNgJCIxJ8N39uhv/yOiXGc +KhRGBU/d8iJAaUyyyJZuFyqlduWMMlEA4wLy1xn7M3BakvTwJszAz+at2y// +KMG1Z18d3ArawZb8wdPPZTgUnGDRmJzaC+M+4heLS8bgqr+dOpPTPNiqXQjl +COyCzh2R6abMKbCmzONatJgDU9B2MSITBg7qBn/DgGG0KxqLywvvRmr55Djq +sgVQk+l+ptzZCeSGvZ0/owlIX67E91IQJ+S7i0nQBWDwAx8bU9Jei/rvyInS +TNkAafr+y9HTGCzac8fbQyuws1v9dMiyAwWBr35ihRiyTt4kL2KthJMcRx5f +ybWCIzO/T/vTTqFNtaXo9/g5+OTpHqnaqQZJRy7uFQuNoivM5QsJ2CIqC7B7 +Krd2B2wkzh+3PFAO5gyDAsH1GMyuvi49lHAbes2NA5ffYEhG6PTU2JcasKlX +mOb21Ie3g9wepQ8JiL1wSu72deK89Mgel/npQd/eMd8tv0LoI7v93VNrFs7+ +UUwVKpgGH9fHsoSiIYTdfHm5tQ+HGjRs0kb+PgTtDWOv+p58FHp1ubVzCkMB +famKZx9ywWgjx9JTTQIa8Lly8axeN1Jhl7Rn4ZGHKS3Gmlfp3YB7Ok3xR54A +YT37NzNXnsDkNWp5TdZukB+5cpTGgIDi0ps5QcYZOpWaYmpW2lHVraYynyEC +SLfwPnfwegyHB8wpY+NSYXWhl710DUNGHx4sMzEJgwiV7+ujneMQejTzFteb +BWC0GecfDpSHe86rDi/Na8H5OI43JBiDcHXRY4eVHwFyWHFw2Bf6+eu7sOoO +MU71thvwAcX6oMP5eDq3cwyZXpg+ZXhzEb0ONG35ne4Cya6JTStG+VDsITix +MY3BzcgRmeoUtf/ERfx/55PF/84n269irn6jrgM9Y8zNnWkaFUoux0iYz8K5 +4sfqtX8xJHrwqulWUiKcUcWVr4u6wUuuLpewoGqUvTsWR/hCnFfEmWvpPFLQ +UT+vGu3RBUxUKkxFLgS4Zi/5+QG9JPDevxKjc24BVkZvdvHe7EKej56Ox0aN +gtkB0vviuxg4J36ch9D3ELSRUvQFLwXpx/Zu/Oocg6aks+f8ifMKKjF1fZer +BrKPPQr/Pa+QmaPz0XvrLVpP3kqSEAL4pn7gziqRJ4mWBlvFLU/AV4WmU8xu +vcA+WNv6NB+D73P5TNValeDzXPS2xhszmMA4Dm4Q61DWVfkHHBAODkG0nbKc +qhC1+fiO1Hw0Qmq79efDx0FT/Ld08s8FCB05PcgkMYVcqN922azMIPetgEf3 +cjrh7g+X2o/lLSjJxiC2e3UclEqFfxdYzgNJrD2TCvskMg1f/cyIn0Vmn3Hz +vc86wdFXni+tcQr5ZpNLC6jPoSX/N1+E3WXhFWFJzP9PIqp+1fu55i+RP+5V +J29IaILOjYNFNkfnYO1BovgJI6I+Mr1zNLCzHdSZO/IrTsxBlte5/KyECURV +ix8oKeoCOzFhSiE0h+jcs73iFaZQC+O13ngvHVBvvTLp/HgUjbguMyVPLgIh +uv11e7A8sNMqm351nkDK182FSs4vwEZ0t7JfhAGcXbS+Rh9VA+tGv9ptozH0 +7k1o/pd9Y9h+OpGRE1MMEVJ1K+aF4zB3Ko38pPMCeNGuSb8gm0E8Xc88JwVm +0fUHGX9v9qoCx+NJzeuhfci1dYlmrQKPUihYq785yQK7S714s9k8iEQFi7y3 +nUQl35991LgrA4bcbOYz3XPgx3n4/sUbA7BhJpxE4zcKBm+GCOuh43CsefTW +CYFpdBauBrCrjsGhTNH897pEvXrC98JxsW7ot/peSdelA8Wyo9qU4ZOQttF/ +d+LePLQ39KtGTZrC05vZ6+epcYhl+xIfU/NvFMiXclAkzwQe9g1xf73ajkIi +6i+fWCcg9US1coYJOXjIMvvxhBIOjlK4XtOfGEEs1I9Dr7I9ApVr3a8XcAtg +o7Dzx26vAPoknhR6nBiHV9qzJb/Q+H/iLLd0bORh3AKMlSgNpe8Pwa81w8d/ +03uAVKTN4GbK/1ynPrYd4X13eBLWe7KlYjI60POEVfbSK3OwZEsxMlGBBy0b +06X6kjrUUfvhlmZCN2AvG7w/xs0A+P5X20MiFxDM8wDiXtM/7tgdhcuB/9Wq +Xi1Vupww8z/e9/8vXrvDdUzNvQvYSakabimnoomsdmpzG8J/+mf4cWlrf5pB +8cJJ25OJM9AvZ5+5KdINBxX+q2W+nFTw+gvu/9p4Nrl9XxWx9MClosAmGs9K +JOOxLPn2n577H/qf/1+tyP/xf7XL+3fE6+T/gf/fGmfp/2pP/B/2B/eJFwiI +/e+4FtOav4f9AEw9kFpY1sWjlQ8Lt34mcEBbcG+6iQoBil2oZAuCulGIR+WJ +yyZ8wEL29twakUcattQarMtbQBxtxZs8MT6QZ37yJ9IPg59tcWWrf2oh6zvT +BrMpL0i366xTr+KBLDBNNDWwF8TEETc7hwA4k6XSkewQQIqPcnNutw24IpRr +D1y5CUN/14UyjxHA8eLo5eS1HlifCWJo1boFvxUeOYoR+Rl7QhnNLaZxWA9w +zI9LlIDLlpx8O6cIIJSDz1uv7wG1II85xnQF4EFd8cKmePAkq6TnkRwA2Uus +VF/37kCXgjDF3V6irtQJOv1EZxqalhiPVtTdByHrM8d8R3AwplN7jSZuiMgb +vsef1DaGte02rsI9HHyp4UuIpBuCg+/4eiekTKHo0piJm+AktLVmB/96Ow+/ +n45NcE48hzYoOlUqgwF1HVnoSbImCCg79dHeOgqqK6qatCYwSLrYx4CzLQDS +H45NBmoh0OLQlmLCMw3UlaUq21uzQOb25JPvkwhwWGrJuuVZA5mLASjzDQYP +a6lPWbC+Ac/vxZQdc51wtfrH54EwAqRxz2MS92KB4dGZ0icvOqB/yJDLjI0A +jPT8TwrEfkEK/bDkG3oCbNecue6r2YOqIkrXyT1yYS1DJNCZfxY8DQ7W561N +w7TQg1rtvgyQHyvJUtubR/hDtFi95wTEvnB6WdqUB1tSzNvqTb1wW1R2onUG +j7Q6mOh82kXh5mKN+rHcRlBE/EVddzC01NkfW1dsAmcZWfrvyzcgUedRlUNP +MTS68eZs9Zg73Dq8oOsQ3o4cNgXJRuYIQNx9HjIPNXjNJ23w2RWhOqfK4pZK +DBhHLQnCp/SgkDZ//BL1O2TKgvX4EeuzTTB3XG+lIejRvL792rwbZd8iX+O8 +TwAbcclfKx6a0Jj7bKHAogFpKN6+HmaOgY/I6NrXE/oQgAa1T3S7IvWTdaMF +RP9VorNnCFSwA3wI49+Fqx1osudUqlMXAQwlrzD0rD0GzffcTJ7Srai4m97u +O5G3PjP6ZMYm+wz4ZbULlejyoUNm1cNoBoPgy6lGWo0+EPmjH+hWe5GngWfM +gVE8MMXs/zRpdQVZ2URXwXut6M1BC66TpzDgVvDmbLAOAh6Vlq4L/RiaPzS/ +qWmUhw70lE/psmXDQb48vaXI3yjva1L+bSai7ltc1w21igR399FwN6M2lPIh +zGOGGDef1M8lBEUnw1kzdvTxF4a+VbdT5o2kIEVsf9kutwQ+U9xlqSTq36XM +h3qKHQSgMqfTLKKoBRIlPl5n81nE5aTuENRO5GMDQonK3pRQrv/yWIJdF/pA +EyKm4kZAaorZCZV2bCBzM++YFNVXdFP7tlkRkT8c4Y2czcok6lbS7KLTnsno +u4Sogf4GBoohtQsV5UIwyWJkaUbIQI9P37n37z3WU3dyqZQz+GCHRDV4giIb +XWZxPTaDYaChoKt14h0/lDBoDNDq5KCeWBwnF1EPPf0ZZD2zxw+FXiu4buNc +ZKMmFdC1gEHL1JUgLTZBYHy/q8apnYsCykwKloj4/SqKHTIBQXi8T3XdjTUP +PWzf6j49j8HJBg6qGUlh6HGWkXeuy0Fksy9khXEY0JjFeai/BHhA66v+pCAH +Pcg1XXxExI8vqTkFd8mB4meDTOqIDFTKFeuivoJBu81yOEe2MlhpbN05MJOK +ZLvbzL3WMAhpVc5fcdSFVdN3jw7XxyEu77uJ0dsYsPutzRZKGsBiqf3LaoE+ +ePnSnNOtEw98zwNuPVU0BIvoO2JKrU2wd5IkXk0Ug6XmGi8pQyt4UNjLHEis +8z7rg2+jaBeBv4m00bjeAbrORToUPk1DAQqWut//YECRph5SFeAL5YtDWVqP +R+CYT8+vChMcKmcPcknUT4Iapty9V+xEnudrwbW/2Qwrpmyx+cyJYN9Im3b0 +z294oXS9cXdrEUy1vWKMKL9CAcfQnmpPE4q4yq6vyYvBQU6JFxL1qRA+cEqX ++icetZeEBrwq6UHhkkd616OrwCVy+uBbp+9oXK03e+c3hjjeM/Z6kuZCgB6d +2djTBfikRgjusx1GNZsKrNbCvXCd7kBXBM0sfDyZnorbH0L064sMM4Lj0Pb6 +G73ygyngM3l161XOHCoYRSQP8Pzgs/FVWvgkBvJiJHqBlq3ILGTtIL2lCrhd +jXJ2CsWAU+VRnqJoLehosanslanDuT9kIxOcGFTEdI23XmgBjd68b5sO90Eu +x/RT120M/IKAy1GgCera2iq7v2vCjtL0FgWxviSFK1kx/u2BmtLPLldItaBH +6s4x/XAC+C038xxe6wQJxp8r7x/pghT5ciL9BzzIu/as0ir2Q985Ox6O4seQ +eAw/6VO/ALXPsBBH33FIXGU7XsxrCAe+lghmT+FBwmLv24XeXnjwg2YyrtMK +TqmmnBLfn4Mb2168TluTEPXphn3Mm6cQ2rT2po5nAUZ0Nc+9NZmA26b8TT/6 +X0C/frH8GxkcPNuTpC/4OwK/93DfB555A2Prya6ytnmoMHXx+zo/AQJ303nP +b3jD9xmfxJLruH/f1cPlSv6G2FfWj+5ciwaSUru685Z4cDg7SPKCdQBo+1xe +qF2Mhk80bE3ep3CAdhbCnBN+w1xGYA6NZTRQuXv1nt/DA8WjvVOfxXth6YIW +fsfkA5Qcd3NB0wS4UdhtvmfUDvXWY6F9SckQ19ORw/yDAEfwefiPPzuQ9fdY +vuztBPg1uDYwXINBfmq7VapSCZhISxwOyskC4a9K/ciVAPnldDYpTp0QfZr5 +Qu3HYigdZED30onr07fm/oVjCu5pK6h+kC8GBoPUFXqaFPR0KTB6aR1DHyun +qr63PYDAdzMn+PJjoK7/r337LoYmtQk/FAJcgOsz34v3VT9RlPUlT44GDAq9 +xTfMw7xBK1kvVrC8DWWs7DBo7xMAb8L+p+9BECRdoR68It6OmG9cevdulQAj ++hc9GRJdoHrr/OpCSCvijOGWGT+BgcJa4kqsmTdceT/LHt/ah9y8bWu08/CQ +eCvnivHNIOjx/nbpQVgfeh+DsUQQeTSjEXbWe9AJNF8YZduq96MbYb9Ev8fi +waf7iUJ38yvYSZ8XpfbqR1xhRcP+YUQeeYLNPM3GF2y6jJLD8ANIqb+q5pkk +Hu6/fbjeuOgCl8InO+lf96IjX88bZi3jQV/82X2WnSgoNeE0bE3vRos8KbXr +sgT4UbsdbjEaDddytt9zGw2gybfJDyn18WD0m/1QNeENUB/m3qXVaEf+wonv +qoj7+Ya06rHfqTRgHFfE2x5vQEOsyqV3iHWzbyjwec9GHKCFo7YSYaXoU3Mj +5c47DJz+ogMB+j/hzHe7tXipLnSf+ZSizgMCYGzmZ13hB4yS8/Q0HFxA3ze9 +Ii58HQdFxRY7CroGYJ586owbrEB9vCJqMq8xuFIgdvSNQSn8vYNk5U3bkQaD +PX8poQ5d+0LGcsmEAK8PLTVdc+5GHwhnqmo9cFBbKq20XNANOoU837VX8Ijp +q96q8FYVyFdQt351IPJ+IdnvPa8n0RNZnzvFWvNomTHT9efWdbDdV+v/TdeN +GO2+7r4wJCCfbftIf5rb0JcvrWYmFIdIygIKxoh5+6JYdWq2vz68qcr+QPU6 +Ff1U2iv4Rczzt90oz54ZMYBez5OBRdSpaLwJZ8izjkGXGrlJcOM9qJEOfTw6 +lIr8MsayXhP7M2o0f6JY1IAXtXJPP+amo4m3zs37qxhca58ujYF7sGV7Z7Mc +l42Sk9jDTxAwYM27tUPdrgYUmkYtfkbpyDWeuVyamOf/FDkcbK5Sh7jN7ZAA +nlzU+oDRSWWReF/VT1O7Kvfha7/BUPWBPOSTTX3WiFjvFJ2um0cxEPnSbZIE +7gOJyOR2aYTmFpFvYErKHJGPQdmqYEzVNR+5pcv0F01jkLrTsOv4yhD+xuxJ +2CcVok6djIT+UQzS6ukpaDLN4JGeW5P15e8o/FCyUihx/I1b1k2ONhbgJxp3 +53tNHBLJFHvlSVy3GsbP7f7rdqDmyvTA8/g3dPjUoYbzmxiRBc+IjMl4wa7l +8c2KwB9I8WD4/cJeDHjPgMlXR184xBktcp9UGlle5epw38NA69h7OumvURBE +skmRXZGMEs4Y3TlMXOc37Mcr5W9EQJahjcZgYwYgc0ONqHEMrr406HsG2VBx +tK550jMPqAezFIYHMVixTgqSv5IBt0i3dem9R0Ga3eiKduEi7JbXnHRyKwT9 +kKH5wK1G+HE/zoaCGwPxxUPLHt754Lc50FB2sB92YsT0YmcWwCvQn+bJfj/U +CVS+lWXrBaqNlzf+/FhEvCy0hEjKPpD+5UMbaDYBN2u263xcZyEnh/Wm6vk+ +EBaw9v3gPw0ug3byoSOp6Nf3E4OOn2fhS3HBta6VMXC5TCUef3ERse3jk9XU ++eA1q4DIC2LdOfRazz36Tyf6hkc5tO6isGc9Un6EuI5+2BPpB9HfoKnTZNx3 +TwzaRnc3X3QTcWNt9wS9Eihvnr/hvCoOkqQSu4w0GKjJlJVTtbdCYkL91htf +gAiXUxbUxHjuPSx42di+AZym47uS390GZ5nYJrYiPJRxCzx/g/pg23nV/9IP +aRhpLV+Tu0IA4fC8X5f1esC7ZFeD4aI8pHn5WTMM4sBLvkTbJnMI4MPPcDNn +ZSBno2sj612A+kypmZvW43Du/nSb/+JdkCb9Or9sg4e2Or4/uXQDkH62imb0 +gy4Ml1rT6VzCw5+7DwUVTAehrWKr5SbJIyDhjic/rr8AbQ43ZjJYJ+DSlRaD +tVwD8FD7FFAcOAcNA49F3AKmQNJ5NSu34SUMltinmd4ahtcOB9YlinHgQnr3 +ghqNHfCa/VC41zgID1ULDYAGDzTn6DsUDF/BCPOaoaRIJaytRTuE5xP3vYBw +CYsPAd5MCulTlQgoTlHEeCJinCqTHz/wIwJqHx90eGo5AFRc351e6uHB74C9 +36OLkVDSZCXC7d8JWYdjxqw+EEDwvQVFT3MC8HMY0a9490LFraIkmX48HDdg +XNj+mA/NKefv/2qeQtHF1o9gZQYebL8WdD/TDjcpKFI8bObBgmLL6jn7JGCG +3yhzPv+AN9f8k/AKU1D+JJal+dMcbFAnhJuL5gPGwbRt4YRBt2nvW6oAY5gh +o7Wyul4PB/ui8moFCsFO1RLHMo6h2ixaHhQhDZlvzazO7oRDUaXI9eE9DBFI +xHJuMz4k6pVt0i53PKJB7yW3L/ehmJDrBTNYJdTg+WwEWWuR2aSVWUAYButy +bG5vNp+Dc5STOW9TEortp/f2Jfqj6TJPwXaJNVi8ayoVWG5ARi5TwnOGGLDU +q8SYj1hD1cnZNUXtCnRxs4djsQyDbyeM2HuZH4Pgn9MaUuG5qKv2NRgSeTs9 +U0Gy/QdLkPz16s4J9jrUHIvXsvXFYPRZYs5Z/GNo+hgs0hTXhBJ7RhVGxDHI +poyUDvV6AvvPAsqCU0pRZaS52mQbRtQ5XCuRfs6gGO3w9I9xLbonp8yRGYzB +veOumDLuOWRHOmWxKi2ioaMKIVHZYxCyfeOyeloE6JQK6uwb4FBZHr08Y8QI +dArpLh+/6AM0FdeK3e0nEeHFs0vXTeeBKUxA5q6QI5Rtl2u6Gi4i45e+h11D +xqD0aIedw85LGKtliXpOjkfCHpc7K6cGoeTygV1rLxc4Wd0CrNkziOkyR0hB ++AwkDByvPUftBUWyvvMiVjikJyY7yUTk72f2HFLyU/3B77n/8E03PKo7ZEvZ +ONwPod8J9SdSX0JgDm8KdxsOVb2Ur+nqHQKfWzbmmnHh4MWzP5AkgqEn41uM +HuVNEBrz7SL3oTcwGszG9WmrA70PmzxS8oWoiyMe/hb1z4VOv+s4wv4gWnJX +sTs0goPM3pRhsqAiiFQpYW6rxdDjU117q/uFwOokG0++mQc6Xtr9W8PzqHzj +oQlnUR96un/OzlFxBKJcPWZtw/PAVpXpYHsPBnM1yswKlDnAL3TRxj07ABnZ +HyvxoZmDe9QPlldPT8Oqz2fNgO4Z5Hzb8bqo5Qzay0g4RG10DWhfH1l/ao5D +rPwOZTdfjCA528lkffHrEOS5tC9P5HPyu8qbBN33wC4CUte1+ODxtZqUSnsM +mTPemnC1qIcWB1eGstP8UE8ICDPII6BjDWLxstSdMA+7GUtqAkAvu1Efxo6h +zYF1hXC9FmBrn/tT0S0E0QqvrBLECUg1n/lW22w3FPwwncJfugle5xqiPxDj +IjGEbX2trx8q35ttStGJgOXHM8Z3XxD5Rodfhyb1AETPWkg61YsDezxOzm8I +j5RvZmrwHumDjeyBGaM6SVCh/FbCRotH8TLHMt82DAKv9ELqxb8yMN+jkMm/ +sYC+dUiK/BQeB0FJn7meT3fALWbD8yMFAfUK+TgNURL1EoeicPW0Gpz9nUHm +a7+IxMHzrpf1GHi/lVs5OakBdI3RpYu/51HuRLzIw54JOBXpdq/CRB/kx7++ +ttvEoYprglnqPEPAzOPWmDFoAuOUR9Jqvs4ir6OKUpfDp+HKZgibFpMFnMHX ++HyeXkSHQ8NDTj8YhZKQjoovJHYws86iLfGagOJWpUz/snaB3IIsp2WvPeTI +3JMObBtCo94ZDQsdODDPVCkhc3CDbzMB8cMjBHTA5RV39UA7hK8t7zY8D4dF +qoQM7usLyPmlVkbl4wmYMmtiEGCMADlyo3eTbnOovrPAoj16Csz8cLFZ6bEg +nO/424QTj/YfR6g3Kg3Ce40kmZcPPwPebetEnSYebTezeR5QGABHhZpADocM +OL1VKnYrfRz5p9ns8kYsAOdHSV3/t3nAUL1BI/5tAdElCz0zejgO0VvTbymO +lsHALXyp7u159PXRYL5QyCQIppPokbJkQJr/5nPayVnU01oh9sJiDOjukQgP +nxsClfNB1UY1U0imqoC9jLEAqc65Jo3zz8GJx13tHwxHEeNGy5E6wgh6QJ7G +whUwC5I+wqp3C+LA/dw+SeI2ht4rOTOHGXMQ+eDtsDskbWCdfV2LnApDqNiu +/iepAoxRyV99dDoHrjpnd7zFYyDtZC2ldtARjHfECqLZ2+BG6fWxanIMhos+ +lPV0KUGsawNFDl8jZPKoK0bdwyCK75wYG/k92CuU2WtX+gVRwXsJBvrEPHlX +aP9VjxrsOlx9a8rXCqZ8iZy1DEQeOHjaYrpSGe61RpIfpGqHWb1neqr/zser +0MyAM8oAjbvXwrrbYIhGzDp1jwCqzIw9fDqq4JPorZNh3QVZ7qQaEu4EuE9/ +x1au4i7YiYadOXipF05yjbC3HCZAeYHUcg6TGniO4cgD2fug0lY6yrYHD0gw +Q13nD7Huv5JTX8juAfPrs3qsTARgPoZN/N03IN63NdTizgDIrJRMHzbBw4MG +F9Jefy1Ar1Qfr+n2EnkU5Y3qbTxwdAvsZiSbgf3HDE/RG13AAf5rq68IQJ96 +6rrEzHOoumPgQXGyD6Ssqk5+INbfC5lJHQJhlnBS1jq+xHgILk5amR5cxEEV +XV70oeQAqPx0V4hWfwjMeUjUWfE4kEv25B/3sAPdBzpaFpH1sPsh23HuBQZI +0TNVzTUMatnyzGjlfiBDyfl4/g4MatmffJ6r+Ap/eIO7mEs7QGuF4F71k5hv +N3hLg/Oj4ILDLnWdXxG6LyLzS+MXBtTVzTcre3PAG789JJDYA8y4zyMv6AhQ +W1FHllmWAmUrcqte1C3QSm5nMEKPQYC8JfX+jVwwEQ2/d7VuFqUzfS+VsB5G +kVwCBcWHx8An30GckXkRLe4KjUuVjsG3006X/4wWwdKrBxyq+Gz0m47AGCdJ +AHerEVlV026Y1uM9f/nhCDJm3/l5bWAI2sc+vVNpnAN3namI5oZRaHsg+fzO +1xGkyszGYOM+C/bumymhHb/hpu+1XnuvRTRAX6/dtF0LT39R5a+emoFjf168 +OcUxi3QSrzxI5hOCfd6g3UvBLTDcO/y0nA1D4X+mXCbp70HoAxrj9Wdh8CtA +QhVP5Plk2YpBAwft4YFzQgP1ZhrieLlmHUPUOwlvVz1Y3prDUSpL8sQThvCU +7OkRbB8Dpv5gO63wp9AREW9V7P0NxukynGmJPCSoVKuR4psBvPzN20JhkYxS +naMa//0Pual4mJac9RlcPFy7UWmTCDSXycbpiDrowhPtJ32PH8GCao/3qdQE +5H44ZMWHiHfo/23k4rcA61t3jaTbTZESunT+37mFicdjeqQ/G4GRq6RddEA6 +3Lj8tukccZxVx1SlyTcMoUuaVVm6OhnkOo7FthN1SgXt1hmVcz5gS5Fv2X8h +F7k0MaxqEfUarcC4EaOgDVy1CqZxD3SFb0ev25YT7cvHsVz/Qv4clueUbbyP +FMOBbAaXyCEMWlsvf6BK8oITMye1liO+AWWfZ+4wcV4F3aKl9D9cQNjOk522 +twxMzx8PjWrCYEP+TNUTRm/guEYfO+IaC1U98hmtxHntN4k8ZTz4AZoSRJ/Q +x2LoT+edzWbZGqhQ4bggfsoPCkszY2q5G9HsEtflUWUMlHKPMr1JiIfdCxPW +l0n6oUrwwdfCb3hwjHjr4l78Ac47ekZn8dSgE+xMH9VeYUD51Oms71AOUOzy +mlO9nEHaHo5iR9EMojuiwypkywVTihdn9sga0I273mty1hhaeVFb9rdfHN4+ +Gm222ZUHB7W/5KvEdYj0XtDwZ7aE21SqvA44PdCsCa39hx+K2CS1XzGF8ee2 +oaemX8HrmMPNfkR8Ef0xT/14D1bEOHLv/QoAAyfNbiMibn1Ck0EvTQduEDoT +rnGEg5MDw9Am0d9+xQmKR1ZrwexW6rdPGcEQ5zKlcJ3YP+pMBLy/oAWagQR9 +01l/ENnWYbYm4k5r0/HYoC6o/im4mDr6ESKrvtWW/Tt/5ah5Z2L5PUg4y+yf +PvAeBpkDFrl2iX5icnHKtkkXWFjbj51W84LW3ONT+UQ7J1QscpaNTMGUJu/S ++vEPcLa3X4iF2D9oJWx1PfEx/GGlImWgjQdDusJyS6KOTlSN/tTCbQxx/F3H +ZQLjIftoEDcnEScxJ5vMqjMFitu7Y18fp0Hvk4S842sY9LkpmfxQsoRpib+i +Wm0J8P6l7ON7xH23bUEO2x+dQMQKO2S47gezScPBu8R1WP+0kS/g7QcJz1Jd +vZMngMF48ylufx6WfBmjjYYdQK9E8TMDzyi8JedtUVhehEPvfn2+TxMITcWt +j4KuzYHpjnDu1ZUpMPBgFmjeiwChMIq5O/nTUKjnoh3jMQufVRQcPix8BmXN +3G+SUYNgJmX725UJDynGJyPac4PhPJOM24EBDFhZxSRbGQqgPLxDxScxDdyW +quxvOU9BoLD9xOHQObRDub98iOIb6OsK08dn4+BToV7c5NoQPKqr8b2Rkgu1 +m9pmIe1TYLFUclID5uCyu4QFeV8aDGWklgQN2oGP0ahMROgiTOypcnDeHgON +n3o/I44PosyfznVrHjiYu3PXUWz1F7zzZOKUP78IUsfWWDtM2mGj3jHsS8kI +HOK9UO03tAidq0P1bpnDKKx7xBJP2gjch1cWpbpmobe0qKqifwzFiabTuckM +QuAxctvfIVPQx9T9KNVvDmUvXG0UxAkC46cbBh+TWqAtXXdSmBVDaUbPczk2 +1GEoM8bPaMEWDLnO5P373uIKuWVns+xLuDiOpz22loAuMqZEsRP3sW+w6Ok0 +vSfIuarunLB6D+UCxy5J/ztP46bxUmCtNkhIkOINqCjhgnCVXzXRTnir+LnR +M55Aqm0+6mGSjobB4Z0YMV9tdNi6VocYgbfTJzrTQzmgb0DqNEjkGz+Lhb8b +CJgAPau12LW4VDSd/6cii+hXL4yvb7FFPAXto66OtU/dkQplknct0X617yJz +eI0BlLBGXsnc+wRKuHUvC2Jc3D89VufdYAPDtG9Up/zfQYC9/coT4jiVS11v +GG5bQvQga4n1wfdwQYdkXJmIs8Z4hAWZWYHC06QRJV59MA5hQJNE+8npt5+Z +jdnC8MkISE24j34QirpHiHhan1L8tVYH0LDwXxbzykbzbt2jJQTifQ04i5L+ +ekBj0Ydyrf00EAygYj5LnG/9glSRs5MfGKnP9LF4loJt7t8BsnYM1j5kL0lc +C4DjSUsvzHoDgP56xWQNMS6ulsy2lz98DZ2Pjc4NWcRBmzplzWvi+j+UiuyZ +H4uAygMXWj9Z5kJ9s8mllGFi/dqTMfy9kwF+PCnnOvJqUG2Gu3ZGADFvWBbV +PZlJg8AKqfATZ+qR98v7Vx3sMDhn/5PWrzIeUngMKhlvjCKVHL33vdkL4H8e +QgU92iHTVH/lzHgZdP9h/LDwHQNOPvyNt2cK4UNj8BvSKwvoyinOxbKpZqQ+ +c9t3amUM0lMtXihyLaIMZ+FSv9ZeGHyjTN673g8mzy+KOrjNoMAggdMhNTPo +XUGYpnvqZeD3CTlzxLcG/RHckT0dgyGROZsMXK4oZFyhC6AYPIvumLAfTvqL +AZt1vsjG5a+QsjzcKJEQBRP1L3zdiOvDSUmXYmyqCaQ3rpmT0IXAwLKHJBdx +X4wlk+U3N+4BZ6/Z6tZLTShV0WLaIOLCjq+nV8lMQHErnMR/MxgqaknLr/57 +X6FfgunGcXVivUjJaybiwj+z5f/hZyq3ZvJ7NQDFcHk/n4yCxC2RsBfE+z7w +cBsprNOAyUhLsgsb0fClpK+TiYgfvReylO19H/Kk429UqUbBfKvmnQAi/uPW +MS7LHzqga+RV2fzoMzx0O9RtSPTPKSD17EvWBiHKP+UP6eNhRcaH3YqYVwOZ +vxbq5+nDZXJ8kc/+FxDsDyHdIuJiRU3vDHSNwD/e5ODPB5/gLY5fIoZo54lR +lgrJm6dwa9tQ7PKdOBgLtD/bSOxP93otQCvrGXA15f4c2MyEUUPDrqUlDDLU +Vu/u+FrDL2ahN2k3CoBv7/u50kkMsmyOJjGEvIDw3dlGO7sCWNjIUNmdwOD6 +2Bxd14grvOq4ulGumAKzd2ibZIm8ovmA4DeLCD8gM96vYVybQy5OWTlUR6Yg +O+4Yo6NYEBzfL546EREJ1CnvlRmJ+3jNnb3GcyAB6FKaqayi6oBtS3Cl3AOD +1O3tgPzFYKAMufsupb8WKnpCm5/6YkA6CB9JBD7B3VRTyl0Mj5wz5OIqD/fC +ff0ffniTfAjhyZtfGcXQK2Hv27HNmWAw+iOmIDIbIg5LPtC5jkPkiTfldPdG +IGmU6uPwUjZMBjiGCpdgiHSHfXG0+StY+la5yGYgaNT0c9+6g0d8708c6Lo/ +AL+EKBNNH+dC4W/1C2OfcSjJ2SC+XSYKIh7QZZS/G4ZPbxxF3zUR6wqLmMgr +vh4k1Cn4nDFmAra7RAauy89Ao7WaTdHGDPqudKFGIvs6vLA7GJPC2QQNZGUn +nWUwRPH34dDn20rAyNU5Qjlli+oqVNh19jAkavxusHg1CgQpT+e1vixEdZ9U +70uMYZCZepCpl9IAbJrNo3sfJcOLUErG50TeFcWjxPjikwGwCm5m/XK7B24s +PwrX/32Hlzq0ZSr0CXhFujXTk6UjGjSaGkbMPyVxUUF6LQ/hVODuHf+ib2Dz +8nr1wj87J18sfl16BH42p0R0wmnR40u9cbtEO7WRAo3PP2vDgd+97QIOcehT +DX9JCdGvVj3tL7RRmAErW8nyaeY04DOw/36PmJ+lJtMK6C0eQcZeb+FM4n0Y +Cjs3/O/73stRZPPuxYZgO7SSNurwCamcjksMIfqti6cRerRuBYblng+PQxKI +kNRWzxD583pgUHrGXQvgvmsalHE9mchzcx55Ecd5kK0zp1vDFgg0z8sE9vmh +3e0LzSjRfobcRTMJnAMceSFiW5TyAyjEmERTezEYyOOplit4AY2Pmfl+dTog +4zS7o//eIxZrCtS/iXmDtpLGX2f8HOJ6sjeqTjsFocoqqlapHtDB/Sbstx4e +igQdZUksB6DT9XnAaeVwiL0nf27YsQoGlfVPqCQT87OuwpuvDh+AOphB81n6 +JIoNxsTLROahsX2t611TFMjseP+tvouD3JJivkvhVSh46ny+ns4wDJStsO+e +mUVLMGH+4cIMUjtVQXX6IhNc3t2YO85YjWxuFf1S/oohOhcNPzVRHvhxncv/ +ZP8FNHLgndm/eicTtWkS/NEDxGJMqnPHHGG1pP31EBH/8Hd3o46ol6scTvxZ +7baB0G6tLvy/734azzwsHJOBhMwDbBs3heC231D5v++BUsbWWX8gV4NLancP +fvrlAkcGopI7//FPlrv+08GyoBO5PJ2k4wtnBlauxRLx6yTvTnAOS8DeFSMd +BS1PSPzD87eSiOuL7P4/dH1lVFTfFzYI/CRUxEJEJFVCEVFp2HR3CdIqIAjS +DUqXSApICZJKCEiXh5JGke7ugRkDBQHxvbzvWu+3/6dZ61ln9j1n3x3P3nPv +nh73pwrAeMVehVQuDnquf/v6HIt7BjHvCnsl5YChqkP0xdd4KJxD7qwYbpTs +Yd8yJg0ebbFcw3Zh4BpiT2OEyXnFNSD7TV4DIkoCPl1XfglTDGvt97H1Q2Hb +FQ+eaMCE/kdlwkISHH+WddcUy9eqgbkKfz5rwMW6lB658VgAWZPfSdj6OGej +/fxqfVBwcG4zv18AKmy8RNKY/Z/8ol69vnYXBL5erxW/mw/qNYW7LJjdnqu1 +ft0ubQIf7rNesWJLhfovBTwVmH0muAWTnHH3BtXMxemdKyuwPXA1mJJ2GTrU +aDnDjR+A6/nkGAepIPS6eor/4eE8+QJflcIrnnCMSYtd/mM+CM8SVT/Fruv0 +zEM/46o/FEpstFm+K4O4tkalpBUCdLDIS3BPesOliYTa4y+WwFryKxd73gps +3vO0U3EJgHOMximhS83wvnHtwD2HAC/WiVmGhp4DBW8iCVH9HJStOQ+nvFmH +nO/cGYzB0SBW9mT4pD0BDsoLHjy4+Ql1Ca1Rhh6rBK3TdIpaNfPgtsvGoZO8 +BkRsfxX1Nxvh0wLxVaXwYaCusTIvnd4ENjWO0lHPUihvJcPZ1y3C8X0X5SiZ +VbgVhSseOiiFc0Jx4QG0Q1B09M2sCc0mXJe55cDp0QdeuyH9l5xWwZziczWu +ZA42cv4iA/khIO0IfKKj2gZ57LQxZ7Sw/ZN0Hr+iWwc/G80khf8OITHC+Tdv +bFbB2O414a7/HHw2PG1ucmUeAZOJZxXbElwad7zk7DYDE3kyadRSQ7D4fz+X +4CxTZvQ5myUQ/oUqzZJnIbS6xt7sfDfiJh67v++7DlZSqhSZBkuglVDUpT64 +gvYH/asfMnFDWH7DZ/vWLvhLsh08o0hA9k6iFSd9Mb8Yxoe3c2aAfogJeRMW +33wGanT9CzygYFTwIgl5Lvp9917NQywuJZLGaNZlmsHZBLcTCqeM0Tdtha+H +zxuW3Lh4RevNQ0gV39UlNbYHKZsqk9VDP81NoKT8+xDY7/QG6nqZotn5t/l/ +MHyPsVxgkhGzQ9fCTZ9vCehkyFdDAmbPlgzhBlQRekCCj1Lx5SwE4u3XP1/+ +xHjdll/8R1EjcJz72zGeFoduPDMpPOQ/NxipMiRv6sONhKpjeQEZoMnLMFyD +7f+UfVWndbEBPHYxyrvuHIHKG+dEOLDrprW5xJy7aAMXRpXU5H39wOVTBUsx +hgtKnXQQijUFJiax3kW2ePA+e1deEJPvc+AYtUhlASdP252KJXggn4wW90M+ +f/BhwL6E1wGktcka/jgWQQWX4syjHwTYGTxtRxJsDt2P5Gz8qeLRsQQTHB0m +Z0p9zE1axhOYLgy51TC3Q+mpW9nt7gQw/Mn+9UGgPwioDYkPnvBB9Ib3VzIw ++UtVJkppZJ7wmPNPKv2TNNCyiWBvw3ivzej1h0EV8bCuZyjvfioTUdLKW9Bg +eOCR9kf+51+AAk/pQ//EMlCnOBb/fJkA9c3SsEwXB5RHN/Tt6XNQGIkBlyCW +T+UeNy3WL5fBlKHam9zot0iv7uhIJuanXbiORCW+BOBTb7+0SNcGQwuPQlww +fiJnatlXK5oNnFa/CuXKP6N5xbXJsqoxSJ2grYiQ24CkE3UDURUj4PP5so7O +m02QUppZF+7+AHS/+0epKqsgRUuR6B9lP+obmKkgisLDb7pFNv/WeFBRfbaS +0IYDdkKAl1fjDNQVjBYrdc+D7RH3sN+hqygOpfJJJvZB5ZCOWzvXMppTCOy6 +fHoFdTHwnnRpvwytW+uKDn+GUZC43tbu1CYy1tFy7FXlA5oElzxrznT0QNz3 +0XUsjtneovxvQ9Ic3t0w9XpnlYXu1+A5zmN6M5uhoVzxNoFJYd8SsoostMf+ +pH8d42lr8ZydgeKG8Gzw1lCqUQlKXibfFyEQoDSws/jmtgZ4veKa+bdYigSP +UCoc/q/oQ0v22A5adThJ4NM6/18pekhGGJ7E6rjpdq6pMTd1sNSeOBtIKEer +d6TuRy4SgNfni1OBlTrMXughU6qpRujC+b4yrP4Wq5EaUqJRhx7Fgoc/OurR +16oTI5Q9BODjayC+5qcDcqE7lsWCxSiZsutyA8ZjnZ8Izk0qGYLBlcWGhaoy +9Pz8gVAeFlfDFNefhxnrw0oA/db1sTrkfP2ZpMkXjCeHSXcrHzOCurQdkvdX +C1Fjk+BcAuZfoRXKay8TTEBiW3Q6700lyq6s81iZweTHPfRcbbwPURYZAmj8 +A/K283hXvkYAqe+8zhsmj8Hyeihb7tkyROear3oFwx+mhNjMEGxBb//5tTOT +zWjg47Cgey7GY0tIn9PRuYJChn6TQWkBkvyqHeKMXfdaWCe3XGcIHAOKf45s +pehtV6mRBaY3/hiv62cCfcB23/2uzAg/dDTdfOuG+RGLwuZAem8cxpuslUfY +s9B/SQucw1hcWqY/UVdzPg7yE9bWgukd0WLrk5sGmB+ZRu9uRv0XCne7L8X7 +nZ5DfK3ylsPf1sGoYKqhMaIcrj470Tx/sQo1qqwUsY5j9YKN8fLnxgw4Fn5D +J16vCMV9a16nOHyv9KVGcDZfHdhHBgkN7zWgpJeuebewem1n8CR1wm4dRFX0 +Lh0VHgEHRqkHM82bwJSNO31RtQj0gqbNURMB8bc3PukifQv/iMJZf11qAI3o +LDUN13QgVU82lKFKQ4QLNG1D2Dkee84XXz22DMK0QqL+hEUgdhlcIf49AILt +7XzKuwXQ/at7ollwGagud3K/3VoGTt6LLQGSCE7Llzz+0ExAkgNJJ4e2roLM +BLMORe8rWCIyTXj1l4A+1p/zDWIE8I+wWnrBlYHq7usGzWNxUpXUf/ZljjlQ +akWYfyzORcwZvbzfMJ5ZEpobp3TVFIKD/gnQlmei3zybusGYv7xTb+DYuaQL +tFLkYn+VKpFNgvbzKSyeaFgwjLKPqQJe45bonl4u+nbb9R4Pdp6hBx+SquTU +YeP4zQHRI3VoHV2wkO3H4hiPa/Lpck24IXAqmPFzJboqS0lsi9kbjeN1qoJo +DZD+oejaadSIWvukUpvqCaDYUfs+JVwFXDVwRwgxZaiWTYuBbJUAlbuljcvC +d6FqF03oK1WhNyJf5oimCQBCeqpciwZQO/J0R4K2HjH4o7GgzwRgRoM/JlP0 +gH9747VQXwn67UKdo4wnAGdiT415rBG0u4+7ytG2oIZdSReDbALMRPfnCPgb +Q2bxHd7VlDp0r3f9BE8fASZppZyDP1lA7tv0J6cya5Als/WjdoxvD1VE4r6R +2ELEe2a2aZ+PqIz7D2fmJ4yfVxIK3Z7bQPCl9+1xUh9ROs/AqF4bAXSCSE5P +kvvARPKJ4+wJBWjHhE9xEvOL4qWV40jrGTxRvdM13475u9+I3uxh/LGMIMHL ++sNqcW3GkGMsCA23Lhlj8e0i3bR2pOQr0LNT/+5+vBoJX+9U5JogQJb8p+uv +X4YC/oM3RdkQDgXRlX0Us56BsFSvelfld3BTxfrphZlldKqq+mK69DLo2/pb +On8rBT+5iVv8az3oMqtfJwcnAX4pvkhLoEsEz4On43JKs6jsyucuZnIcFGtk +Vkyc/QT03VqJNy4uQrzrIjrevQoNosz+nEWl4MilupQXi0dO2t/W1H36kbOC +CvUR7WKw7NB/fa6DgL5RbbCvxb5H4lP0u0S5NZAS8eOViPo86H+wUtXUXAL9 +12/c4NU03Jq+E5nWOIeMVE9k9aWvo5qZNQt957OQ5mD/1sirHZk4e5ruOBMQ +cQPjirjFVXDN9DD4yW4CAentzod8w0nKW+lT2D14M36WjmdeF9op928e1nfx +9lfq1ueU4P0LifNz4Y/AsDyd9bB+TPp1Mf2Bkwz8eJpghy/xBO4bPTcGDudK +0lMn9rBIwORHkiV+J1tYoXBm+HEYZ/Ru0225S8IoWVa52REX0OwW/3fYN1vV +4fe0y5SG61OmkQ5H/CCtM9W2CsPNh6ZCCw/HT86cYZm0C8D4IUi8wfCGz7ta +VgYSkNLzrk2A5D5EMl5wPHz/PSsQH6QiJwtG588WKagGgoEGzvywHhHwErrw +8z85iHJ0EO5LjYdKh9sPr2Fx8oBNRHU6SgYEe3U4l0VjoEW88t8QhtfRVUU6 +diiCxXRTi6RwGDA171eZYHKI4u7HyuPUoVuOt/cOTSy8N0KDVdj68+PqdZl/ +tIHUYM3ZqjMbuH76aohi+VFfwuZtiZI2XGNQPtUYlgVVI/TaZFh8WOoMkvRz +M4TpRSKGbLYI2NT7wsuLyT/JV9CmrWEBIZekBJXJ0+A/fJ5kAWa3lboSlilL +j6BLONX4Q0o4evY02lMMW+9/n6qdR8IeIlKO6D029gVNuhbmBAzP/A21dN/d +Ifv0P16+i4nwvieA9C3GG3fDKvSLBH3Bj/PnBUP5DBiwkQ0WwuLb29MfN+f1 +wuDdtUCbRJtMGOX28KbH9qkt4O8i4B8KGZHqQe1aPhDD37UfjsnZeZdqHLqX +CNKyZefTuzogR1uE2vQhZg97Xr9tHINBtUNW6DlxIVS35U3LY3Hv2VdBbbrX +pdDLqTqhYLcOOmYcgZ6Rc/An7T2+2LMR8nwZbT9/nINC2rnYZZt1ID8N6muK +tcCU68bTKVoBaxG/jpI8IcDzyVtT+/GfIPyxdaSWNx42jENdBK59BGWLjqhV +/FeouWWff5mCAJ07GTH6ocHgvSy6oXv1CxTcT6C65NcPnoERclQu/cBjxMrf +eWcTBG78LR63GoOZCU1wM95ERfskcoKjjBADUMit8gXoPQWuyR0loNpvNuJH +LvOCd6/WoEFLGGhP041pYXrWdX10qpLwAJKyeW5fUI9AIQ/rbvId9rFZc8xb +pjXhvaovP5FEMJyMCpnyx/DUxow3bOaaEGHUHlF7Iwo5uapzHM5h3bbufH1U +TREcEtJGT2cFQN09/P3XGF5OfP4RfYIGhBJ/+tjM8QZ2njSMPDysO7wuX943 +k4Oblqzs42Wu4DprcPmwv9HG1GLg81oB+lh+3h9lTIUbu1osq5j9DF3TGmJ6 +ogSlC6PUD5migZhFe2QXs1tf1bJHoqnqcNqFpPPTfgww65YZ1mH4W93zNWtB +6jD6UaJYhbUIGJUL6aox3j7k9NS58qU6NBd+t3X7kgFVj3Wy47D9fGc7q/jr +izZcfk9uFRhQCkaNHEPdG1g8nHpqE6B9D66oSZUVj71Eqg+z3eUw+SK/yVVu +XH8ALPezXO7zMcOa63DM4Zy9EWuPtIVeU2hmTHW/cqoLDIyMu8S1CTCgaS5Y +lf8AKKrYkvx+v0Reeys/D/sDXbw1PuXc7uAkI8xLYeUHOJ/bLmmYHPVbn6qk +zzqBcfbAmEBzCWjzv2XQxfJXyfle+TptJ1C3O+GcMVcG7DhbblKMB3qK7/4B ++2fAZNd7VL+tGNR12P74Y3kkm+2aulpZOPzQNwwYMuiDdZHg0woEPBBIZvwa +6ULBM66zDdJKwf37ae5/8wQ4e6sw2ab+LXS6Xt6PeTYHhHiRy1sd63BP/Pyp +oeg4kOb6saj/4gP0brFxfMHqjmv7nYVGIa+hc5Oft7QhCO6ssE5btROAVL72 +xdn1Bljq11tW+z2CpPzmq+gkN2GMcIFdv6UFnF7uCywZDMCLQBq2aCusTijL +SHKJ/wBRD69RGf+Khxv/BistnAlA/euHsK1xOxzf+hZGsjaA5Bkhu8puDC0u +it4iycDBT1WV0BqrcbSq8ADVt84Dj50mK6XKMgQpKftHNM8gUovhEOYOHAqR +BlyFFT1s6TisDBf0IPK5Yb3RGwS0r2q67W7DDWeXSUpz+IKQEa1K2wtM/2OX +Kxao97RBdsv4huMZZ9RnkXjvcF5dPXWnhZioFuScfs5OluyL+PXJ1GoxXPES +apIyU4Ym0dtf6d380Ktv4vsfMHzdYoGw0KUE3mLUOhOkISh84+hpLwx/2ZZh +3hwuA1xm/fsrVImoL13DdwOLS5KMIvl6QhKwrZT5x540Co0tkeydOOwXSZg8 +L9OUBaXyP1VfKLKQKgWZkA4W3zgldOtxQjLYfW+x4f0ei3iuJoS9wuyqdyUk +iV5dAfL1nzoJVnuj9nPXf3djct6kRATOYnLI5y85/GfAhy6tEJ0+nEdR6nyb +U71EGaLak3c9zdKwPM2YmY75Xf637zSTmmqQN3VZ2i07C91N6+n4heWFjGt6 +0Z989ECBQa6q9cdr1Hq18zhg6703KGKzTA2gt++2KudeLqjVSJ+rx3gm/Qvz +8fdGevDaesFIkvkDSpKzz3mE1VP1+Ixpuz/3Ye39ehbetQpN63a52k9hevsq +45P11gFsuEbsHz4KQdvbgtmPsX0iCQKNxa41XExNuc722Bb+1akeOewHtszF +U+aYOgH36mxRvVkFMk94H8W9gOXZ+ywtqRzekHj88pfAv1nIU0buZhK2f/4b +1lX2dzygaCri8a22fDB2OXWPFquLV5N89smaw+G515v0wchRsLzw/lRg+CbE +Fv/8NNyaCBFnTtOuBC8g9d1nxXrCa5AvF5qb9L4MHN9kjEqqLqCglxSS7TZr +sOkzGeuYXQrOkl1HQ09topPeD6IDrMeRyvs6oeDCEhh5vOFTPTCHUF/NMTv7 +dQgoip5Xt64A7ZGd7SMVb1ErhU3a6yYCFBTuKO0faQDdIHKelxPLiEb2Qsgx +ymVgNNOM8uhGQPvUff9k6Cxqjh+yiXdfh5p9g0hN+R5Y3/9+bIIcj3xF2sLj +eD4B+eAxGV3TAUjN9Huw1buM9HvdpPjyh6FtybEYZ7oAYh8zK9fUFlHFvaiP +f4L6wVegcldicxkSqP8Q60xXIyFye/kPfxuhf5awZRVNAIW5xaaY90PQKN2i +FEuPRz7lxp49XxmBSq9WtV93GP5YXVNs3t9E5wO/D2b/uQUylJrmyWWh8PBj +UP597H79itrptvY1A3RUp9hYxAF+idGo4TCcuUe52VrjLrBLPtDW/mkFOsER +e4fPITTdVrssEq0FHnmnjS1yXWGx5JXY9OHvXwd5ThOfteHJjNWZuxKpMEE2 +/d8cZodBMX72fK0yYE02dd3zhiYKZqKZPuSBXWmf3KXvqkCuwBfDxYEqGB4J +fGM3SYBaRZ+wW0ky8FI12Sn6aBJQvH6CIjB/JBGneUX6UBFefru9otsVAykX +gsubMf9qK14R3mNWBhPCULU4eTZ6l4e2qzG7Oi/MS2yB0wCZZCYe1nsF8Fzk ++GllzK7GVZ3qRbo0sHwU0z94tgDtJr0uC8LwyxLH4uisdCBR6d7E3kw0CO+w +ls1i8n/NOVE/uq8PjCdcjly6HQibhjpS8dj+dzZETmhqmoHX3s3H0i+a0NEL +ozlJHwgQkCImufvdFDvf7fyktnJkoKul8WORADkx9y/ldlnA9wNiMucJX5g/ +ey+tBJOj1+dmwE9vCewEUae8tUiQSR/3OXw+gUH569nScge4/kON5uTpRJTb +8NyzCNMD8dUs+fvPnoEfhXfcr7ZSRBygpUWB5cfVcTfF05VeMG5LXMTmXIrQ ++zKDXgxfCBTMcU10gw8fslTuJkagzuNGP5Ox++IUuiTM1Z4Eq/+dOMmGn0PP +nDbE1hzWYYOG9CmHTyF0clU3vDZfRmHRb+2e1y/D5QoOJausD8CWfe7YVuEc +MvhhMDWZuA7/vFdUletKgELoyK/G1A2UO/uffqnVJIqK4baI3y8C27Ynqans +oyic4vO6UsgmtKvZKB4ZL4M2ixMsUndHQewtJ2sExp+ITQOCtalboCuZu/jx +CQLIZju3d3xtAz34tdjT2gorl4qsd4QG0RL9H4k/3J3I0GuxmbhsE0xfmUVG +co2h7tr31VOPN9HZeeoI4s8XQeTA5cu9a7NI9xk1b3EqDhEGNyqLhWWAKMHE +b78OjzzsnlF++foVaCvfy49+toeg6yZHFWbG0OyO7vlO6U0IkLE8e3NGGXxa +jQbiqEbRfKkG60jeJmyE0ws6GyjAleNEx4WNBlF1Z/CUsC4eaq6uVYjUy8JZ +/zt2i8mTiLSj3u9OxgacVGZMZHgiA2Pt7bqynpPozFp3m87bDSBTZfx79JI0 +nJKS2HnXs4S2qwIOztqugG9rzYt3T8Qg+yI7+ybHGrK2m+ktbF0A7bgKK7l7 +4nBfnFnC9s8CUkg/zsZCtAbHWJYekVhLge9qV6C75CwSetPS9z4KB1e81tOu +mCjA2ulujh+ps+i+Qt6pIH0cjL/ri2YtkIOuF3btTV6zKH1Zbz/GFgeV2Yly +WcrqcN3i+h1L9imUMpdCYeu9AWH4n+tfRlWhwc30u+i/KdSk50Kwl96AWMb4 +9WpLLThFGeDKOzKMjusUioQtboKXvLm1bJguWBq0l7bW9iMDn1WCbhIenvz+ +TdIRaQiztWr3/BvHkOXYN40XSptAX07F1frPFDg3m4uslSbQQN/n4LTvG/Ca +NfD+3itzcLo6/Oo76yTKjfEMDmnYgKNmbMqEKUfQDnem/ghTqN2X/5KO6wZY +0q7t8mk4g6vPVJh2xyTK4lNLL3u5ARNJRM1SNs5AbSpIRpIwhFaYOUI/MeKB +K59L55SbNxyZO7F6FVYR/+11Yv65ReC94Oenbh4CQpr87yv+zqD/xnmpeCpx +IOZaVsFy5gVQWpnfZKsloARmafJbro1g3DC9LBcRD2MLv9yvlq+gu9GRW15e +SzDddmxO700SFBsqGouVlCPrq/Z1PnMEKPvlffdmx2sYMveTUrLpQ09/a1FV +LuFhU+VbohtfLsSQ8LDtsmeg0ujrv7RHCVAhvp3iNlgFUesp32b8ZtHS/koV +cfo6iDK9ST5zvQuGyTa3d+4UIG/9jsC4g02kKjt7WYpyGAYECJ/PXaiDFzx8 +mc858UDLFqPBJz4Il52qyfY/ZqPppoESmT8E9EqLwRDHdwEui/54wZeTjZju +iTHrYPgtpbzW7SUNeLz2Im/Sagh9DPL7MHoVD2K0jtH627pw1LnYV2uoD+n9 +pL4TNYOH847ilG/vKMDi2TBhgYo+1HKrmRy3gIdmS6nhbXVFUEP2TKF8A2iZ +tHmWLRgP105Hs2bwyIAy0GaIZI2iDi+T1bzQTWhpXo0t9JQHFmvLiqSFWVQx +zltwkRsHnlYcl2RVJcH0Y7zlg4ZlFG70nrs8YBk+0s7kV1NKQvwBBV9lwzxi +fXJFnvbbGsiP3hebJJEA/6lePpH0ITT5qNZC6xIeLuwOXCv8Jwt/MlRPntce +QqefeNlWcOHBo5n6HJ+xLLxax796/WwQNU1O99qr46GM6qOIW5gSiFr0U/oy +jyA3+g1VseFNOHgfKnfAqwb0WmphJeKfkNkbpmyFSAKQXckdOTmnBqx/YPbj +xw70XYez39mcAOHw4jZphRYYFC28emZQjUSstnsGxgkQeFR9Q470LrScJiNn +G+1HnxJeUwy8xIPhl7JgSVIzYFp4mi4n0IMuk1c8s+IjQDAthUk2GZZ3um/F +TI19QpuV5ayVIVjdpGlNLkJrBf1+VOpTTDPoZjaKTf6FA4WYx7Qab1zgXlEN +tcjDLlTSNe60pEaAdJa9KDszR5BVM6uVyO9AEY0bcboWWD4aYLvxH4kbkKE/ ++g6Ri+gbM35tMGgVOBJF7U9F+4LmPY0Z4vlF1BOwl10vtgqlLpIudYH+UP8j +pP6h+xwyG6RXEuldh6u3OFgk8uIhuIz9nuGtFdRFnlvht7sEApfqlLI584Hn +flrBvdDnaLbgSgkRlo+IE89wHJtJhVoiKn+Nx5/gTOOtp2fDsDwbQf3pmEYa +2GgV/asNXUV7GctsDA6LMKpzIcTcqgTYRIsaP/tivO7u3aaB9FHAJV1ySvTK +hS8UI3zT6YfPYzDeGCKaBPyvRuFEpyp4EDAa/jpnHYoqznFZ3pxCE+c+LoSf +G4QU8agSGd0aSCJdfBWhtQ6kxkM8o2tzQHrziQALYQI+4pIDtmwGICP7j5v1 +BRxkUF5W/fOgBa1xD/c5vyGgv737+s3952Dd816ohMQooq70/raSuoluOakF +RSyIwMrQIq7tUjXa5p7YjJjA6gLiosU9Dh1QPDm71pvdgl43FZf+fE0AcY8q +3cF8NTC2eZumvlKJvkSM77Ed/i7gIHc5I1ANVJc0DfeM+tARzcT/ErD6saSo +L7lEVQ7a8fRfIulHkfWx5oVX2ZtAM2O3qDUkBap4duuuL/2oNuCDBVMCZlek +vgdVSBJifYfSeK73o93QI+/y3+MhZcDu+5F4WTjS+S9m60wronm4sRKRTAC5 +5W7LkqcScJ9ZK6j/bAfSelTemG9LgHcebF5+5pJwm5fdNuJhB6J4yLE/bUWA +GYNy0QuU0tDX2/vGEjeGdrnvzFzA6s3fzRcPTEkVoUsz7PuriB50lIlFK/Mm +xgOrzrBZ+ctD+a409W3aHhTnIOmoKECAQi3qRwxbasDNXkLra9aDXrnJVp67 +TQBfoa+4Lj1NaOgMtGDU6EMPsoP+yn7Hg87WJHNex12oZNnAD4q1olvpki+n +XxHgBe5p5qV/BqAxOynY/bsCPSWLqWnD4nCAyou9v/GmsNPSqMG81ocWOWpE +eibxcCajIdtX+gmEFtJGpdh8RJsg3pbziQBnugyO/afqB1QDfNTz39JRpbfh +ta09AmjYuSgQ3bUDHt8A/Y6UTKTp7qlrg9WDPl1tlK++e0CPdQGug+Upqguj +cT7s+wkVRKlPmQTCtDSzkcdDB1jOT7lZieFXaG3ZebN84N39f8PFjGNogfcq +3LfehOiiVB5oeg3cCk9abi11IGYzN/JkE4xvZ3Dp0oWmA/MLBZlg4yZU6Zx9 +hRfjn+/UaGtJPiRAvemdtwoWQ8h1fClZhQEPC9ZuooLb76APqw+YqwjokdF9 +Mj3XUviQ2Tv5T7wBXpQwCh50jMMtzYt5GcSbMPHyLY0eoRDIPBNtZBkmQUAj +X2I7EQcEdE7xGWMfFPVfeLFAtgnd4r1BPP8NwIFTgi8b3QAMv5TN1fRfAjMX +Dyb8q2XwGdgei/PugZymjA0p1SbkKn2j+fzvQSBTfBHuv7EJzSE30oZ/I9Sp +Sma5iAjIvut51PeBc0A5fDDc252FxqKIg2awfJT8W4XkCEESGL+RJhObY3lc +ity3kh0PCedn2pr5VUH2nprbtt5XJGWRyKjRi4fdf2y790K0IF0iibjuv2HU +oFFU/4IKDxrckUrWdEpw87/jV/RrZtCXkxcjmrpwkJnGD8lU8nCEwndx/ecM +Ii83z/hdg/Giv/0yx5+Jw/4tkYyI1gnEr1jU1TG4AVmrqrIU5BJAQWN21cd6 +CjUOkPDYPN6AIJ/VHtECKXBrLxALUhlFMi7PlB8mbwKtDGfQjK4I7EeTxuNq +Z5C8E9G+Knbd/vro+8VdEliyqBDXoJtDy+cCxhyO4YA3rGaLP0MSnlNIMrrX +zCL7DjE9BnkchPskekbzyYDGk7sp7/um0Sb9mvIK1Qb4CMkfOaIphZ0js8k3 +aw5d7MRxsZStw2fJduGXQVj+OvWfs4TkFDKwcBrudtmAY6qNnOxRKoCiLvQ1 +mE+iRrufx22KNuBVQrbizePa0B+UnG6XNYZ+zkjo4jU2IUijxksrzQA+D2El +JdccqjxgKd0iwsGvwnwRzQsm8CGk/1+O4Ahavk+ZAV834dIRfOQtFj+Ye3Nr +kK15CO1IljbO0uJBvpW8cpLEAyIfk67sq/Uj3RfOMU/e4SFUW3+bWMgOmM7P ++12n6ECtxc1hR54QYFdbW6RG1hc+H3/4lOdgGDHb5H+qnNwEzxdc796Z+UM8 +XWV//uc5dLJZmZczYR1ajPtlXOp9QKWWjMg6bQmtuRn4osQVqNfPymnfDgf2 +Vu/Q09ZDaIJpjcH+Ch6EWe69PSMaC0ISo6w2LyfQi7DjZpdmNmDseMaPkdJo +aMGNPDhnt4IcC5iYPNqW4A2m71+hyaC6paJXwvcWTO5yPPJcIUCsdF8rs0Yx +WNp+F83e3ERlPyt5TxsNI7IormSPtUKwCtVZehuLQ/HXZ/52c84CXVHk5L8Y +7PvVL3QVKIcgkWuYwESzCe83x+zanvdB7s/a0adz7bCVza+g/aUfnJKLehP+ +bYKDe3aAcMgQklEnp8lgwSN1/us45TfUYFfvfuaf0WfE6W9feekcAVkaO91h +k7gMUzS+/nZB3hBqQZvac9jn/6D7/OYHOQDiA+OpT9agGOnMtoXhIe4cJF9+ +KkDO4EGh6K4busHE0HvYz2GxSn1g4SsOZ8PH85okpZE+x6rRYZ9qVsAtJ29U +DFTvXa3pUwqFVzt0UjYYnl3e5XX0niBEab8cpVlzg3jHaaLJf4dzVKSHb7iI +wy/qbuoeZ3e4mmLlMI7hUbJNYNAqBLiVohcmHcFo4xnRuacYLrFTqhbyXAB2 +6jk6zx68BEEuiROH/V6tShvHv+6iMNgjF+JdHAWnPqj3kGLrf7NffO18WwT8 +c5zCt1k9QIWSSnD08L2Ji+gdf6M4IJKsSOqCOCR3yrrh8DmWcN3ud0VzUvAf +ZUYZzd9YFHlS418Chi8EExrpLKVBlbwoO+tDDFqwvsbVhuH/QZ46d6k8FOrW +LotKRaPQoLyS3xiu0CcrbP5LGbzUDGTrRypQ9Umn+EvzBGi/1MBy1kkHRswe +vPwk/R6pOpHeevedANz/znh4Ld2DMyORibcbnqGvQ7JsDYf9BMMuWrd4ExBO +o5iRUoqFevlNqyJM/mxBz7veCBMwjSQ79om5AL17JqPmskUA45RPCgqlFuBE +JH+64FgNYvg3Y5eD1Qu8fayX3vNZA+1178l3LlXoYPLIG/MpAnyy73kzpukG +lF2POpWNKtGRyO8RRrNYHlQ3vFa67AfRvKkeKTofkd5S3L8TbQSopl9bkX/4 +FAjrrKf8vtkgdY4QCStsnzS9MQw0biFQNJdMb+z2Ck1qnv2Nw/KgpNWXo4/p +4uFEZA6upPQDCvFsLj38vThbZOlEP08ijNDcRJnbK8i1Xs1clnoJKPNzN+JL +yiBuLojv194wCMSKyLdEb0Lr8SnRn3ONcPWHSp9i9AyIJmXZmHzB4iTNkMv1 +gSx4YDYSbBfQDx13nz71ld+EDwOntn13v8LQ35PaCQzvYGfOkGhgaxmoUEYk +sej/nr/3wTP5c6HkV5CArF2nPjyKMrsy8v75KYiOi6+fgiFYK6i7LncDjz41 +zF06I34VTrMP/D3qlwLpneg5xV8CnL1RaMRXrwOCplmsQ7SpyGOGNWgN47GK +r/+KS4+pQ2UoJ1E7lS8ifPumhDC9WSvE0E96S8IO4Dg/lHPC+N5SxqEfsbhd +4TbTkgSZA4ZoOPsGuYuaUtpj+jzbJ8P+gFoS3NKzn8WYxcNxb3p7vsN5zmX4 +MFceKSCzeHi8XC8U1aYm5R/2Yx9sXKhW2uWHjWCOhHEBe/AoGVc+fF9MyPRU +MNcZcSDL+xjbEpuM3ukXPRHF9k99vkDYpE0CpuKbDsalkpCp9GMZPwz3/NgT +69cqAZmDvQY2lQlI5Fjtuz0ML3as1iQNlYbaHKTvxvkSmT1nmHl0+H+dhJM2 +MgvSsAkLzQehBUjwHosvG2afCd6S/87Sy0NZzVTC6aBstKR3R9D6D8ZzqL5S +xz1WgXiZConzGznoaYNHstcOASazXJwKdDVAhVt1lUWyHM223hFQWcb0s9t8 +NG1DFy5WsE+mXspFZCfEOnSx9bzxOwcnUg3hx6qjNVt8LpqklnckwXAJ3dRo +6wxjML9b1voyvQjlhtfEif3A6pr7/B2KFJZAdNE2J2XeEvWxdZ061I9bgvPH +SzkWsMH64GuBVDmiNtVpFcWuq5vy7j8Jd1uQrbuOe3W6DvHQXDNs+0oANEdd +LVHvC8PfT12ZSCtGG9ffBl06fL7dIEm+9dMzaHXyDD2fEwYyb1JTODH5BlsB +VAF/vQDO1yR5u35E3T9wBV2t2Hq3+PsdG1HQtKFB/Ks+E66S7NW7Hp5rg+Jm +wkICmEarUAWSuAOzhEM7GaZ/B/Epl1/fkyHtxfWb+SvdyHU15C0vGxYPzbt/ +9gx/gLlPnXcYVmLhmnk0iSQWZwi830uu8RUBg3bTlp/JW/BfSrz9eZ0An+98 +brN7WQB55rjOgcwJ5HhDI0MkbQNQJblirejH/+kvgTonmrW/jCKnR3mFNs82 +kVTfuhrHRWrwKt9rl32KQxzpD0+OmMyicxds/Yi1b0KS3tfN4pdrCPX/Hm8Q +XABmz5d5u64S8M2Q+TG95wrKtmO5kfVxCYLx4vdCSqUgdqThhynZMvqasEP6 +mX8Fbhvr3PPNE4QNaqHXdrKL6Ov0E92RplXoCOwdsRu4Axc3BOz/9Cwgs4fG +/1mwrgGxxsay40N+yPog6n6aagmdKOhrj6FfxazySvK/97dAoNafMJs8j0pP +/mVipFiHtZr2UQ7cTVimo+M5uT2HQq8LVN30Wgeuk4ngV3QHEj/tnu4wXEBH +zpu33/Zcgzt5gs30eXcA3PCe5xTn0WqEx/YlyXX4JnyZ7srYHSiseu2YHjKP +HEv8F4bPrUOysEIPz6Ig/GcUNMUeOY96HI+fvXlqHWQirRPL/xMB0kRlo7XR +WfRue5X5420c2P69fuebiThs7/Lq8ppNIyq+9S0xzg344vuab1ZaEs58neut +cp5G1W7REztsGxCXxnVupFoe8t5nqMdyzqLAIsW8mjSMj7XJ7pRqacCUgQ+3 +h/8EymzN0kta3ICI6cu/2Ps0QFeNYbtBaAg5ewzscPHgwTlYCvdmSQeKOQPN +klp6ERcfQ7wdIwG4tg/8KtQMIMEh0oj6Uz8SEmhLb0rEQyIVP82/p2agxfxY +N9xjCj2enWP3styAHsUN9U8sVuBW/xVRqswid6LYi/phGK/OQCsGkw7QQxSu +y3JxHlVFMR7tMluHZydOrTw44wRmNt/3MlqWkVjKF2t+n2V4EE4e+6PKFebF +PuxP3FlASjWspQqJayAvoT78hN4X1EV9Vk50zyKGa010tiI40JA5bmWQ9xzi +Tv8Vu6GyjES+8V8zxy9D+l3Xt+m5qZCe8cv3cuk8CgggZbT9tgZsX65MjMjn +wAprsuKp5lnEOtQ2nH4LB81ze+QuHYXQ7u/y2lV9EuXdnat+nLcB5MN002qP +38HM76szymmj6MmQ7B0irC77OeL91+x9BSRfS2Q1u10PZE+4AgYjN+HbGrGo +vfcIlHzczlImHYBLoskfBjnxkEs2+izCogVamA/EiLU+wBHqDK6w/Qm4+st3 +b6p4A47Lpt1MCqhEG7uWzJKzBCRLlGid73QMiKWufhHN3ETuk/0izFdHUexC +9/YbTVnIENSg3PBeRatiXoluSYsgeedod+m8FCivFN8eUVpCEzJbWU/mV4Cf +qHHTQ1Ycwi/Yf9iHRWRyr+A7Q/sq5ISdPG42zg+hK7dvf3aZQ5f9X1rQf12H +XqbivOcX+SFCQt4va3IRiZNay/ZIrcL2WbbCDVd+UHun/jP31TwKP0WjWEm5 +Djc2k90p7HlBkx21XRubRiu0jQcxFBvQpCSzKiFzC15UPv83cnQOBRH5HHGl +xYGrc0pLJhUfdK7ux1/wmEPnhZSNf31eh+DzN07GMd0BlNXVZW43g/64M/yp +m8FBQu/dx68o+OHC44+5/2rmUJYTS41A9jq07xWrEOkKgp7qTGcu1zQibbCi +SRfYAHzN7QGfemFI4p9M3dsaQ2tVy317WHaKWWm0eusIsDv6SGBHYAz9UnNg +Oni0CW+XbBWZXCTAb+TFh7ufxhD1rSpHP8VNyHPmZLGrVwTbCnMVYoVhlM1g +d1kL499ePJI9ikTqoPh92TbavR8ZM1yisczCg5uro/uxCnVI73/CQUrZh5hd +f96L2cXDo/u8I08jdEA32bf7x7Uh5JjX0pnAiwePvyk1e/oG4KnM123dNYVY +cwa/mWpugHBMxcOFMjO4oveEIfHGFMoc6JWO8NyAN3/ferwoeQSd+5bU29kr +iHBGomglagliSsyLXTvs4dTSGqktfgHp1NdF9ZOvgcHXvi+vcuwxvzzjh2Jb +kGND9OqLdAJ0May5RYg5g4IDrd020RAiO/blVr8gHq5IjTgr7wfCn6B45XD9 +KTT8WyOQ224DXmtc07PtCoHasK4r77u/ItzPOg7NWjzM6/34Z2mZBCvGDAZx +t4dRx8vrMl6bm2DMy9CkRvwBBG+O/Dd/cQDpSwspM9rjwazUK0ZnswwGvTgP +6ljHEIWI5OpR001AjoabH7kL4XXSvMyvwQgwC/3gJtJwOF9UZ/fRnUaYf2K5 +pHd8HJErtE5MyuCAxvMG6P03BFzLjkIMKU1QPC67uuW4Cpo+Rc6dXItgENrY +SE3ch1KJeZLr9vBoj/Dqm7EkOTQXiax656+j0KdpejElc+haxr3LFJ30sLPZ +/ubPFwKqitlcXSmqgzaHnBOhVIzA2PuAdomWgDReXoRp8c9Q9uNCppoII4SO +/TAi+G+i8AED6tSPozA4t0ebR80EOllqIb6meKS0Jv0ll3EQlP/kXnlXwAS/ +8soTs6g3kUPOQURT1zic9A5JaRxkAfm0fPybjXUk6+3OIaY0B/o058GRgg02 +ApTe8rrgUOPkrzkqu1lwm4ux75Fhg9ukpoOetOvoeNq/r9XB8xAaeHzMq+UK +lI1u+vsVriKbtc+sZqaLMJ16T1cplwNozYIbxB3WEPOH3/bhjxbgMatDDGv1 +NfhqdFr6ntYKmkgnIfCsLkHdzbtiszo8MCyuL0C8vIjkXpz6WCd8+P4Flx+Z +BS8os3F8txLF4safAiaBzlXo0nNKu1t8B0QfbZjqUi8h9w7mnlHaVfBLWBl9 +ySMIhF1hvXimJQRMzW9qyVdB8tygbIg6wAfVwp7aoAVU3E3ybO7eGthNGJ6y +uigDM6miGzC/hPxFvids6K3Aw+ZHVaW8CpDfNTqoeGwBrdVz/3xVuQahnjcb +3pUrQfXx6Ks+g4soTyCHpktxFYSLFMsNn2lCtqYO133pBUSic/NjfgS2/kw1 +EwX1XVB5FJesoLuEmt8Yvj89tgIuus6BTs1moD0VfvFmwhRKo8ULHTXdABd1 +3EZMnRVYPGTfPUPZhDx+DxZQVhEgKPz9lQEmG8hwbb9RNjeMRAQyXIzmN0EE +kfkOx3pAY+xOyoMXi8hp1oomMngVuFNX0l4eBID/xUFPtvJBRH2C+BGtHB4s +6Gb5WyUD4bz4oIp5+hTS1uwV+m24AVk5W5QUlmFwc/vvg71fY6jjQfMKEt6E +V/IyhUTZr+GGy8S1roE1RKVfE3dlcB5+jH21J3x7C2NEJZuFtAvIu8X2QsK7 +NWgobe3myHgNWgKe7+zROuKavvNCwnYOClhIG+uySoHgfftmfussCn515vy1 +qzhoerX4Lnnww//neyVhOq/8VOYgq38n5zruf89LNz6asVxC8wUJjVeXkVAR +EK7/asv3RFJ4uJIdrhO5jras3irXjM+hYJsZA05rWoh9FcC+NE1ARasZuV/+ +VgLOuvdZDSMdRF96Vu23iEenvvvqz5f0QV4nOO+G0gFJfwa+Uw+PStYGNQ9U +BsFvOzvfJI0OqhbN/1w7h0eDr5/uOPYMgZOp4FixPT1EMDy1+o91A92pe5SK +85qGZH8aTbpjjHCrmDqtcmMDbfE67amYTsDii/sa03JMcH54OeR9DA51570d +Pwuz4Cd7w8nPmwnYhKZs/TTXUdnxMxSevPOgKnRblzWABVgVJRi+F60hGQaZ +8l+0C+DKiTH5Tja4aIpXZYc1dFzeLzj03QI0h8xG/um9Cpk6QgGMnstIKbGU +Y7JtGdrTvg3GGHKBYdf1yufZy8i/nEerJHUZBofS7haNcMNP8fS1pNllVNQT +1Y8zWYaM8dfdpmS8IHT87gUd7WW00SH4fg23DMQh5mZ/a25DNRARV3AtoL+e +WXf50tcAnXv09PFlQSjKTPf6l7aM8K8fhItkLYNpl7svZYgkqLkQKHpclxBn +ZJr3RN0K3JetDTWslYaj6lQHBg3zKB+/Q6WH8SLfWAu6DEEF4NQlu9K1tYR4 +T18K95FbAV94kOcQpAanrmTts+DmUFiMYppUwDqQ5zvZ/cjVhAVb4leqgbPI +IY9Z0/oRDtxInhnJyhvCyLdtDuuWafS5b8fQn3oDAmv4JI16LWCLbjohZWgB +8X4nuvv84hpwMuHKohgeAfsfMQOlhWUkqpD/ntpoGR7SpS/ImThA9isS5YKI +ReTz5HOzb8gqrB0wxZ+ocwUDF5+gRv559GARTxmiug4vbijs7b/2BR+OH6Ma +n8bRw3nyQruTm+CSekFrOS4Q5tu5fWbXV5HoMsV3SppFGKIwqGbwjYdXZe9J +TXIWkUeOw7yq7Srkvz5IawzMAOtHhvc+n5pFzCPvpxVTcdDrMW6qfaYI5n7I +GoWdXENOM2JPeXoXAN+jg5Qz3wNq+mnX6biAnGuflBUlrgCVdV3Ig/l+uFko +3sw6t4je1Q4JZ63UwHNixl5tLC56uRuQikR+RU//3yeYzhEyvJ7+7/n5/Vvv +2cPYW9AFPy2oziKgVNsPagsNRADCeVTXojoR2ZHj5GQGBKR/uzNU49UFoHa+ +qJeclA6Vsbqb5/cJ0Kr+t7G0SRy6YwtjucXy4ZJhuJbwLwLcm7xCl/H8Nlgq +pjJacbyB0IoeF/M9AmSG0uaHlN0Ghvs3/1a0FUJX59mjx38SQBYf6vr7Nw+w +OvkTPR7KhK6DxCznXQJ8+tw4HOZ1He4/UwmY2M4B0ebobGesnmWvf9nC3XcD +KC8uva5LK4WDyorelxsE+GaUyiFEdg20hX6mCzTkQTzNxUiebQIERNrUfB/m +hC+v/5MnHymCXnMpgdNY/R4zE99bf5ob3pW4K+RZFICywHSI5BYBNnkvX0k6 +4IahJykhBo9zIXg71IkNu67JY4NPwrw3Yc49aYOekA/5F++wvsXWj5F5u0z0 +8kKeYpXJ4HoBGBzJOdmHnYvrd+7dXY07QOdIvn3iaAU8nnYx1FgkgMLHs9GQ +zActH87HMD3NgqH9agPqw3kU5EeXszrFQPS7WYRr9Su01JJimYrV6Sb8jkf8 +RaXhjqtuYItqFTwJ4oz+M0WAjgmBE5fXpUAvp0nssm4edIaQpnlh5x0ZrJlP +O6UKa/UjoV/WqqCH7ZbI9UkCiP1WZhAU1QCyy7JpmRx1kGC3Qt74lQA3Pavu +LIlqw9tfU4Xf+hKg+O+P2i3sugqk3KIueH3wi+RzuGpegXQHQyPUFwgwIYnv +JPd9CMdur/ymzyuCvl5SzzuYPrOHTs0c9FrB/r2tuAP+ChQlRMdZj633tTGx +yqpwAKpTR/RuB3ghTtxu7mF/MivMev2PkwNILrcRq5JmIbIfLEFnMT2kWqZS +5lj7whHcudBFjiGk+ZmZvwDjtxQNDMxcUkGQlqi8dE+qEwW0bNtPGxHAie1C +amBwFCTcCv/6H1b/OmY79Qnx4CBdzIqP+lUGEFM054rKLyPKRsXbiZvLgFvn +9Mj0ywFN4QcPfnxH6LXG01jWbAKsO02qyBNVwPxISsk2SS0i+c+jshHjjZN2 +IoQF1zJ4dGEY7aBZZOxk0mr4cx28VGbxpM8bQd2SPrf20TQSGXOvOhOLA57o +N9Lk023w8lfJjoNCM8z/qL+/XUBAI2/Uak78OwIv4m6kuO51wSzHQjNOjoC6 +dma61yvPQ6zM/lK5fQ56L0Rxuu+w73S1Wsq4UgqK/7EOR9/KQ951+Z7x2P1d +II+z5PwqDBce5sh4rMYhE6vfT50OCMATODw4b8cPG0zPZTV63yM1wc7HHN8J +wEszZFd0nRda1IZXbqfmoMc+d+jKMPm+GrWamd08cAW3K2I5kY++GLypq8bs +OSK0Uel40U3olJltZVEoQ09VW9yqVwlQXhR8hfnNDfAdequXi0pRlVd+rgLm +dzjy0vu3Zq+DY9DHZ5e96xCNHDtLbh8BlDn/Jv+Hycm+EvCIYFqOGOIkEdEy +AfIrvcO/Pr8Bb9+y3GQVrkKl9m08t6Yxf5e+mMGdyQt4GetIa7ZqVPvH5ZnP +BAGqpolOZTrehg/4nZVzFggZbtn+vNyMnTc2NDhWlh/mZzRn/+y1IlLZe/Sc +MQR4qkLFOW0qDMKDtAzn55qQ16QXV0kxAWLbgvxnXooDs6mjYtdcI8K1e4bb +VRPA47+YXeW7kuBluMU0qdGOmggTM0uuBCj2+JT5x1IWoM712Lfzjaj4pf3i +1kcCnOwV92KTVQXzQqg1uleNuo5InhgdJ0D8QT9fDr0mjBlmfR9/1Ib2dp2J +3PwIcMyii76M5x4UnHxTbifXjUJLjil0SRHgx69fJGpUBqDHd9TrkW87aqX+ +u1LhTADdq0FjLsMPwMxKSyjCqByh2NKlvSVMz5LZGq3WttB9m8+cfroVGf+n +GqwTSwBX7h6h+Wx7iDrj5SFn0I7Cn/QSqWL7J6dxvnxH2gOUREQEiJwmkI/i +4+OLKxvwx/76veajAVBcTsT0h2MOnQ6Yu+hKjIPf+xNPfIUCYF82LPLc3iKK +8fS/8pJ9FcjSJJQoQsNBtUVp7IvmMmpkHlZfWF+GY11DRwXs4+HgYZPWd3uE +Otj+XCkqJ8Dx1p/rvSeKIC8hhmhcIREdsb4zwLSCnSvhhovLyTKwfKmZaks1 +DMO8rsIHhE14FpdjEXSkHCgqed6WJjZD9axQ0YEMAYZj9i8vfGyBBZkimxiV +USC+fW9VSWgTcLYtTye7m2HwHcmto/xNsJX5aFzFYhYU3pQrp7Di/me+m3vW +3XeKdgJlJ9jx4/9uoM9EcWXRNftiQk26xKeerqPi+X86/T/mkAPfHwruc9Qg +v/VdmLKLgG7ofirL0WmA0/UeVSGZtOC487PoEhMeHZzxSxSNH4IMFoIW7Vs6 +WNzyWR3i3kT1bc0zSGIc+Eaq7ovn0EFbUSO02m+gXjGK3M86U3Dh1I+dX/J0 +sFty80zSNg6Vc/tZcl6YAXPmVh3uP7SQXDf9FkeDQ1mNn+RyTs7Bdo6+rJMs +tn5H7efjuDX0gNJf0VZ4AdydzNVz1y+AudjRKH7VdeS3XhRdKDAP6JJAqN5b +etDzlfAMW15FU9bHA1XoFiGqQDvXVeIS7NTfTlniXUXcxT9pRL4twuVs6miL +uEswaihwWid6BYlKV5yNyF2C76qvvvzzYIZBh/3NdM4VtM3nryV2ehkWFG0L +cpbYgP5vBFOW5CpaoBW79XdqEVZrSs6xzF0FY72m0JygFTTi8yju6oclCGe6 +s30hhRMKQeWoqOUyivl2LclubBlsjzkwjLndANMrCYxkW8tI3T0r+Z/SMljH +5zdm6NwGFZU4M9WlRfS++sOYjsgq/JfA1nI/XRCe3vg7eP/nAiI/3pi/RboG +31YFQixTRWHA9EQPkdcSatH7ff149QpYEss7hBVLQALTw6hQ+yV0hpluI6Bp +BURsMqTFyeVBh0Vv3IZqGXXncz6k5l0Bbd7zPRoOqnCLf/+ydeYiuk1QuW7m +sgqJSZ1PkaMmBDuu+e8ILqJT4p5OJD2rkBr9QPHeoCEsvnpAMxQ8h74YJ9b+ +/rQOgyf/7E34PgDHX/4dquEYHy6hiJs9sw6rnu5WR688htkn+8TEKSvo/CZr +L0pego8MwbREdC5gS7tAeGY3i+o8jg1XOOOAwuSm6NE4L5D/djG5vrAW1ffc +wR0fwOJJSoPJ/JY/6PQtHqWMSkIlrOneORgfq3hTu6CUHQE3rqRWynybQ094 +9k5Seq3DGRe6p5GN6eD9mJAqtDKItl1i85QF8ZARk5pylzkT4vDfYhwzV5Df +s3d/z+svgcZEL8/t2f9D2XlHc/nHfz+j7K3sPSOrorJeCJFUZGVVKqFCZCYj +hEJWNoVkZGVk5k3Ze+89P/gMZZWS+/O9f/df9zn3H/fnn/c517nO9bnG+/V8 +PR7nXKMK8LOnGjhXVtAbh5UmdpkVoOI8iUjxFXBwY9lMw60fvX3RxT+QjAeO +Y5ba1yprgPyqMvJ9M4f0sct6I3krkFXJ0+BWOwPOEnwYIcdu9H9G8M217RnW +wEPW3bUejflMiKzLehGbVIm+FLDqB48S4Pr7raFp1grEyp50VGqJgNQTblYI +D/9S/VfqsvRafB093AzFJzguoNaR20zpHKchlOGBq8CTJcQ4uWKTmY4B/SP9 +Vcv5ClCTUPODd2wBnZ3SEcVPrQF2Hn8x77wsZPgk2Qokz6NajryvBtVELzUs +5F7oFoevTAnpLexT6ELhqq1FAxZueSe8fX5DDOQ95agoekaR5dU8aSjHQTfD +MafHV0VgXvk0jsxqGA0ewa8LSODhr9RYtL6yMBjUsJtk1Y2hYdE+wZuBOIg+ +OMJpECsMrhXNg0XdoyjH6NTkdeJ2zk9e+V2VLgyzkad31K26EJ5zq9H4LAEK +k7U3lDOEQfT9STYRzV50n9mbdJyC2O8KVdN1O0XAJUvEwH9lCPkGFNpNqeIh +RkKLEMYvBqMxpfImRsNoNlZhPV8SD7Pq141EOSVhnMlwLoF43fl2M5kLiOtX +tH/69ddeFnbrjOcrmfqQEW/359jfeHjd4nru1TVZ0CAJrWr82ofi09y7vy/g +QdGbWkH73hmwKX1hLxLRhfyr3VGyHDHnLckznmPPwblGb8LeVCu6ZpqfdduZ +ADxWNHduCwM0D2m8D3/WjhSSbIHckgBx1TzhkwR1WEvtD5Xd70CaUvdW/14i +wHb3iP/KcS3oUG4nXy0cRRzaHn9ya3DQuJPE1tJxBSa5qu4wcQ+h142Mymx3 +8KDtmLr6kdIAVu92nWdsrkEV36m4jhPrwrvbi6ZK9AYEJXrvC5u1ortnPC8k +EvvgNxF2LjtKa1A2vLnx6lMLmjvpctTDlwD47ax2pWv3AW+3GsIsN4rI2Ebj +Tg7iwCfVGHc45gjZ+TgK5vpe1MIoWnTsCAGSLirk3Np5Alf0/pB5JDqDldTQ ++H/vsRFLrQ9ISvCCQ9X1h/ilRrTQuD6mTOQNe97RXu/VAHg8qn/9Y/wI2r1l +d8UFh4OMwDLhccNUqN7qNa7fnkG4VDMP5f0N0Ce76fi35wN0sJP/5DwxgpRI +VOncyfHQOdr65Sf5e7BPWx3IPVaPyoNkmarrCNDYIpn3kjsfXL+b8MZM9qFH +hdWYlLvEeRh2g+tLRTNMBIlglw3HkXmEU/UXAWLfRAf3LpIgOP7k98+B4T4Y +OHY2ODAGDyqP2yWz5Br/v7+DJvmrlgn74ysyLeu78b2VgLaLL+hdyN1T/f6D +rIADj0X7vz7POplPoo1a16l6TSUYtHr1keEOBjkmcGbb1yzBFNvzi+tDsmBK +8osj5vs6uvKeVTDk1Tws6v7VpLcXh11r8olh8xVkJumpFrO8Akyl8zmFe4Lg +75IxljKxhNYEH9C/1sLAq2Gy0BmcINgn8ygPE/P51amge8LEfJ5oqXrcUcoP +zfoytvK2y+hozzeKgY5VoAq/uSCyzg8K0Xs5UzzLiKTB4TgfDQaEJXouUNLy +gzg3XzmH+TzCtDxkZlpcB53IS/fUI/mg9eumW37SHDqiYfss0GIDpl7ndX+W +FgRSzo8aC/8WkGEmPQQ2rMHD7t7VaHIhqCYtT9ivWUAMbB8WGH+ugY0nZp23 +XhAe+P2KTI+bQ0KcfPUx1hvQsfmz0KdPDFi+sK/Ms8+jQDfR+CraDRgSiWJX +6JMA9LjOyqh/Fulpvv+28n0DlrQn3/UlnILpUFP6PuE59PLuoChHxgZMH9Oz +n7eRhZHIrOS4X9PIS9QrX0EbC0me8/IPA85AsMDHvzvbU2jO4Yl8WBgWPkRQ +RDjZKkLKsS2r5oRhFFzTfSefDw9znTE7bx4AhMT2rHtxzCHMDUujipwNeOLX +pDPKqAUBTp7n6o/MIR0Wjoe0XzbgKIcJm/MJHci7ixEtvzOAvE2eiY1+xMOp +I39eZbrrwecrMef6VAZRvnab7r8gPASpHpIW/zME7cw4I4u3gyj2mRKWzgMP +9TLaL4NLzeGWwdGK8J0ZdMtl51glCRZuPBjSHkq7DzwVnRxUrdMozWBRU/UG +Fu4x0+Yrj9rDYzPaMwtfx5FTr20f2xUcWLW0jA99ewQBY7wbasULaIv0Y/3d +/TWQiFdy2rN/Cuc+JVgtPx9DFiksxSpROGDn+vunbssLqJTl15rOz6K/Wcm6 +Jzc2oHp8PIzjdRrE1ZZVFj6fQz0Epa+DdhuA2HO0FJhTiTwuT/iq34Oi2i+N +F7MSIEFouXQ/IhEMTtabaTgsIw995fPKDkQOQYtHYiIbgBJ9vrM1Oo/E2kqG +HnGuE3l2tNa15DtMZ4bgouwakD/Jbq/ACwJoa59WpLGoh79ffmpUuSD040Rn +EmsiAc5ij7YnNFTDz2pZ8rLuPrTpq+7q6rsGVIUdmNSH88AgbqrfpTmICoRZ +K5cD8cia84CBJH1L1VZBNV2NdAM5y+x12xJ5/4BSpZzDlhz2MjOXc5sI6KZc +5ZvRxnpg4X5yVVyHAjyOi60/MiagUi/nfsq/7SAzmvLrmRAl2Jf5lCjSEJCT +nE6GOn0vSCb5kJFyUoJvPifD8nM8GvryNizPYRAaewJlMnmpwJlx4p6WNQ6p +P6OSaXQYhz/slFGWV2jg52uf8tUpLCqU3nStyZyEJIFEjrMFdFBz2qPN8eYG +yky1WmVLmwPXt1YyuC0G4AJ+fZ/AdcQ3lfOyf30e4q+IRxQqMoGHasDl2Rfr +KMWid6h6Yx6oTm61vjvDAoUVH5gQrCGvyOS9ltxFSN2z25wOOw4tom7qeFoM +ItwZ5+3mWoabF3VcNbrZQNN3mbRsE4MKLvpvFtMugX2L5E/ms9zgst69Lvl9 +FXUF2TiWOS7DQbN7ytG3/BBhwGDZNraCJuc4MlcfrADf6TXdmGFB+BfeQK9z +cwk1fPV3sCzFwAXee4za1KJQF/hQb+DoMqrf6z8qxk/k2I7WV+JskoAIA8fT +JJbQiLqKy8sxDMjrxCr+kJWFtJW5wNe1Syj/Mx0rx20MiDTpet6WUwDTub+C +ZRvLiIHv1V+666sgf/Rr516hCly8PNr37OI8+sYQs5ryYx0i/GJVRDjUYY+3 +wtCncgYpcPJd72XGQjvDxX+sfZpwTJw3vreTWEe9JxopDLHAO1ijual/BXpe +rD6inlpC2Zonc/U1MUA+esZuMNIYNvluq1TVraA9y9Edy6AVCDtt/1ctxhJy +PwsHVeaNoZf3qB/qhuCAf/CG/Cm2OzBoXE7m7jmMODqF4hRE8PDGSjA3+osD +0Ol8OWP7pB+1GWA5O9vxYLuLVSoueAKqFI3nryyOoE98yk8YF3CQH1u+6C3n +BYnVbtzMNovo6puT8gFua/D4cXxNf1AI8BkMyy1RDiOe11+kN87h4Z6aftyn +tkiY1dSnf7NVh865KysktRO9+IV+6vtPb2EmyaBcIDsBlWlt9Un+IkDsFWYv +pSNZ0G09lCR6tRQGj0lFDhHXf++pfKfs3xf4URF7jSeagM5vp7fWmpSjyl0N +8/uW34DKSeLPH5M6ZJ7DELlYQQAW59G1B4/KIOxmoMJc+gLi21qVpZpYA6X8 +xhLRrUrYlTur0C65jGpPv/F0+TYMatPVXmJ3l2FHr+/evnITYjPYK9xOJCDC +qVrtK182Vam1giJ/DqyjPeF+132XeUR7dek5ex83NJs8NHKu2UAfntfd1vo5 +C2ymv9jELgqDijDyTrXHoHxTejHTkiXg+ftuucxPAGI+SPHVCK+iFKkpwccc +KxDCGRzw5SI/CFIVO8x3LqDsei780PIaxFewR355zA7CTLye+OB5VL3e1BjX +sg6ejXbrvNHscAEnkrSfMYfIrwU6uptsAPfX4FrrcnZ4mklz/VvyHNILeJgz +br4BPC93PU/+YIMFuxPW7mVz6PKcfEan3gawfL/M8DyeDSiEGQVEE+dQX7Ir +s5PlBpC6XdPwn+IAZC5tL+cyi4I+ndP/ObMB52Q4rn8r4ITEUUd2W9pJdJ0k +7tfDIzjQ/1hm1HGVG7SOmLiTqU4huSH+f4qVWPDQyze5vccP7KyKhtEvp9Du +I5+oS9lY6G0tSMdcFoL5C3L5FhdGkMijsd+KpHgwVgiIPJEvDAGJF4fPPxpC +H24f16m8QeTbxp/IZFoc9nmXrwmVjqLoUtXO/mrifP6eOHUMSYMnFO88nBxB +ARFaaXWLODBV6b73M14Wns7es26NnEHJhXHvMTxYQGUJH/2/yEPeiQP777HT +qEfIpLr8NhZOXGB2Cz2mBHEWAgfnh0aRDnaJ/L/nDB0d+30VnwHoZH99wBE7 +jBYjDx39+fHQq7K5+YdfE656ptjEZk6iZ5FJiptTRB+JdT7XXaEH+68U1Yvd +5tATb8avCk82wLXx8OZiyQ3QVKI+q1LQg/xCTlJfYyIArj73tUmJKdgqhmAd +N0bQq7ruMzlzOPjaM+G6lnIbcpkCK535BpFy0cXzdWF4EFueD1KyegB3bocd ++0Hspw5+Wqfoif30it6xY45GTyCR4ZiDfPE0MmY8kW9zEwsNYa83R5M8wL3K +OrPp7wDCddhOtkbiIWJ4zU6+OBDcWXZ2qN+mIkYxTVuN/54Pzdr/F1MWAs+T +FzeuT+WiqAGlVoltAvyMOX6FITIBLn14pfXGtANl3wrvunSZAFEeP1aE97JA +MojGN+XTChLCNj42XlsG2a2zlraLzVBlrK5N8Z+P65O/DGf+Dq84DznMTTDw ++/xYcMuHUXRVSENFmWkRghqUKoP7V4A6IeFttnghovPWDXn5sRsEb/QGB7IQ +gJVbmu4PfRlatfC4rLlGQDzCEbwm6gRVGyrveaM6LEp5Z4wUT04hwQbfpg6B +kyCkp5Iqd3wdBePepW+GLYCX8Lnkuo+CsIcXVa1bx6D5VZFpdtYlMLw48j77 +iwBMaLFSvqRZRjp55xekuDDQrh161aybCx6WhoYNixE9Fo62jN9cB+veukea +d9lgKbvu0tc3C2i5+O0DJqZ1UJe/JteSzwafL59VkIlcQM7fdDtOMa/D0YGh +sm8VbPCQ5jLJifp5JNRXoOSfsU70F9+OOy4ngPWvQ+NnpXkUQ/lcL3F3Hew/ +R3E9PjgBN4bHRA035lDpy2a7ayc3wMitQF7uCTsINZl7VmIm0eFbvSbaLixM +OIfz3u9mB76sZ8MR2tOIVaF3+vNTLBT7lvHLv+OCF3fYs1+enEOFpFR5pukb +wGbyNtArnw86m+STGWQn0Muk3LGe0zholalo6bgkAOGPfajfe46hxLTHr15E +42DFvz6FjCAIbCr6ogSyMTRuOMxzLw8HFE0nLJIIYiB07C1W2HgUCVsI0Ml2 +4eBDYUDRw2dSIK+yJ0biNYk0Ih3FJ1ew0Fghc7Z3WxaC7rc45Z2dRmROjSyX +vbBgzJcgQK91FiS3/T1WRcaQdCIZl28mDi73iXerGJ+H5eQbV0w5h1H8pR6R +SXk8CD2RlR6zUgaWmzJVHjUjaNP2yzbZOtGbLHLMJcs1gItuZFWcZxrRcPvz +6/thYaMEF/7uiB7cfeXVurQ2gpoZT13bJdaX/d3HZkW810FqJUUr134Wcenl +JZnOb8D7GN6jsjpmoIxhnoymnkTbegIhw8R8Y7zoNXVv1xJGlX5lHlwcR1Rs +2RKJtjhod7DmPldsC2PWTNW+CtOIK/EL9TdPLKxx2SqN/H0MjGPk2gEBfQhN +yHu2ruPBARMeQGhzgUNm/bsnVPuRnf2sMbaPyPPPhEqP0XiDvuZKbQTHNLos +8fvmh//2/8mobztDCFSSVyhKV68j7/QkGYpIon/9jP/uRPTQuLMthLNu80jL +Mi9/P3UdeF9GboX61MAtBZb56yQfkLaZ2s5VYj9d0CqtuCARCzv+nFTfsE3Q +0PzJw8SfAMt/Noe9E0pACOPy70ZzP6IMj+7ek8DBLfXje3EPB+F9MKciDWc9 +vKH/EGUmNId87sl2Mt7egE/5//0+Xvi/ffOBvnnrzt53JKjlLVKWQkAWNFTR +4d83VF/yUjTvra4j8g7bM36G86j9TmCn7jNmYJlXM/vFgkXL56u+Q9kMqPiw +swt85YFDutBosoJ1VGlzT1GzaB6utYZ3+obzQ46b1oJexDK6L2MZ75SzCimm +G/tWZqygz7Wjk5u7ghzPlWRHJ64A7vGNp4/FWaHeYUNMN2UZdZ/YPshNXoXD +pyRqTLys8C9L985zFSK3BDNXz0SvQaF22/dOeRawKTZ51VW/iDC+yhyvpNdA +fVmGklSXBfQoz6j4xC6g0xoSorb06yBduvoxmZkVrrQ3laUazaAl43TRLCks +ZIRvPe0KPg5xeoknLApnUPX5H6/ijmPhywW9WZO/J+BO89F7Ru/mUJng5UVm +sw0gMMl2VVzmAOu4A50oGEfxvLuX4x7gAK/kvW81yQkmin86nLYn0Jn013B4 +FAcnOGfmAuj4oTio96lMwzga2xJx/aCHg9UiV/FSSgHAzas90vg8hnzCEmdq +gnGQrRAd3X0oBI6dZ+bnPk4gRWnuhnk2HFyofe+b0nQSbkh6caueHEZ0nabM +amfw0MS/HnW/Qxpus/EksM51oPj99v57ugQovJCzmxJ6GqpT3xutjXQhr7RL +yFKKAJiLeOXqp+fA1OXvo2NW3cghoeRbqAixXxQfb5yPVYJgsnSp+//60MoF +CyrCOB42SU809bdoQNHNNwavFfrR9yyddJEBPNxgCrP2vacDZs4Bx5oie9A2 +RQerADH3janucBrY60P1bw18SUYrkj6veEfSlQBdQp5ph8LG4JnPj5VCxUj6 +3LlHFzYJoHJsw8Jq0hK2+Cx4eBb70Cext0rZ03j46vDoTYXgAxBTa6RUPBGP +dnC3CLT/CNDjxSbKjxzgnQuhkjDjj+xHebf/ez9YYE8f67agK9Std5I/JHQi +RXD6cFWReLzu9qqF4c8ho0IqdKp6Fj1y/aXO3rEBO2kpZHyuwfBaLIt24sUg +qvj7qDvvLh6qHpFZS7iWwm5vHck5fDcIyBVxunASoLMobCuyMBE+MaQz5K1P +ADvb6zKLAywwnTiZfiiWB53X353hXJ4E3ttBPxOrsRAheteItaAErARSXYUz +1xBM2V88PrwAjL6NP/KO1YFKO1P8X7c1pGPdTif+tAd8yKlJwwfnobmmOjbk +8ySkNH5LcdhshU5yvp2S81iwEuqrcEtqBL39Xz+CtVfhaaT8+mDgMljPD6du +y1ahJAH2CNNJAvLwC7hnPbWmqrd1N5BdC0fk4LXo5elxFIbZkHK+yQPWV7K8 +Hyhh0elIzkIlgRlIgwALNk9+OHV2mDowZQ1x7EkbfZRdhPO87be6azng6MQ5 +w/C7GFQlnxnrU7kEWvP8xW+/McOsjOnbq8Or6Hhu/MpL82W4fQU8A+qYIdRQ +Kp3DbAU5C86lqWBWoFk5w06bhhnsP2oLGxiuoHL8yqU53Arspi6akYozwZLt +ETcb72X0hu7rXmrVKnhSycr2/mOE23krpXznF5B89XXBpKvrkCT7YDhxkwn2 +ukzMzT0WUHUvR4WV4DqIubIPnlBggQdC1EpFwgsIf8On+qglkbcvHtuTUDoO +7kaBXIe4WURW8+TRp9oNeKB5go7M8AT0pMqHXX8xgwzDyPsuC2BB28z+LMkh +OxQ0/hPZVp1FNf0mbSa4DbAbdzN85s8DX34Fvt5inEKxl4rcNL9hQeOgbTTz +Jh+YJdMwCtyaQs6i/MmMxUQfXHE5eGYhCOmXi14xZY2jt8MFvMcMccC5OKLG +2yAKLUWvriusD6HG+5rnzqviwSPp46R+pQSIJJb8CagYRRYOVt0iRE52+uB0 +Z+mhHDSdYzRuYR5HmFe/7cSe4KAr7aROubk8WDouRhm0DiG+/u8Tipp4MDzl +d8WH5AI8ulh7Wr+mH1VR0t1/ivDgpDdL7rKnDqb69Ms9BX2ogMaUhX4ZD5wq +1Itj7dpwoq05vDa1FzFVqH9RIiVAS2ycP4mVHljIz6633R5FfMdPNq+048BW +W5hokwaQO08zHWU4hajUPGfFSom8qqtRco/FAjZufjQqiR1AZvXW13Tf4YHV +jaaAK/4OSM2YDb+MGkBBBOm7iLicTbqjjfmWHXy8F5vc6D2Aui1ymX9m4uG1 +dhEZeb47KKlrKVcFTCMDtuQ/VPex0CQuXqAq/AIoVacvC3R1oa3q3IoPxBxj ++jr16qv3C7izQL57bv8DHGE+na9G7JvWD5/ZzfdGAG+OF8b4TT/wfRYPP2zC +w978Zrd6SSh8MTr9MEmjG6YeZEQPChJgPjqC2kXvPSwbttl7+c0h01/Kny8R ++a12KIhn82g9kNxq/hChXo1u5mFj09SI84e9qQ3vOQeU488CHYIXEO2Fll+7 +fzHg61X6mv14D5TV1xtmxs4hCb2i24XGGKDwOqnExjgOd6rICVc+fEP2zk41 +ObkEtKISoKQ/t6Ian8DtwN8xhfgPto9YxWERVmG7VlGVDQiW52dlY3rQtLf5 +3w3m/76TG9JmZCkDadPq/9ivjiH3B0dOaSfjQOvP+0r+XG4gm+W79ml4BAmY +F9GPLOHAcuArR9o6B0xoWLUdrx1F8jzl/yiriPOK6iUmeo4DPCdmm34YjSF6 +xfeSM4k4eCYq9VG7ghVycmo5+kfH0N8KzbCs5zholHt3fkOOBYJv1rG1No+i +WJzmkZUKHNyfrFc6qcgMfrHrrV1sY2j/meagZTaR6xoYae6ZsUChpJPAHYth +dDgYw/JIAg81qYrcbtvMMELH3ixyZQgp+Urssd8k+qMiFedxclYI0+zdYDw1 +iELzy5w6QvBgfW2K3/XsCZCkGIjT4R1E4UZh/ltEnzrSws9NqGeDAOXnPnVs +/chEzUjZaQQPtfLz6TPHuMBgIJ2pTa0faYmi4Uoip/2ZO/GhNJAXbu3h5n2H +exF5TBtnyj88YASMupj3+cH/kjL3y+5BJL490fnnMR5KRpUDYy6LAL8x9y9R +5iFEv9RNXmeDB8SVJqtiJg63mwrOGicNI6rzfRgbPjyEhXBkOVTJwIehLFbZ +tAEUw6zGNJ2Gh0s7T8tNPU/DjduFwi2bPSji/PArJjoC+OfJluSnyENipmvh +vfOD6KHLO46JYDzkpc0Iy3Kpgs7AF/ecvH50P3vdYrwRD9eR1M6glSaY6Q7Q +no7uQnuXd6qs5QgQ0FzQH8CvD0EXgzYjutpRtmvQ2VlTAjwNSMbuuRjCtOS6 +8jmWfiRH+zKHbhQPdExZb+ufGEOy2t93LlqjSNzudb5KLw7+UGuj8lvWQGKU +PkxhMoSuDaq6PzTFA3tWcGIqz13Quc1779mJSfQx7Jr6b2K/syhNWDlG5OEz +xZaGVWHlqGJ8evPRMgFu+a/VntTwhg/HFe0zmEpR2Nee9wIbBEhzHG46KxoM +Jvi14pbhdhT0zelWhwkBVrGSUZPNofCHue6tfdU0CpT/LfDTGAuhxoK0L62j +oBwUyntSMCiK28yVwWUJNPNn74rzxsHxthU1y584tHKRulvy4Qhkvguzd1vM +gowp4zxm3CI8ed0RT4rHQJWMNKHhcykkb52tqHMhXo9dxQekudkgX85+zMx/ +EFROYoBSZxFt2drHNspg4MS7NT4b2z4Yx8QphIg2IUv6Z2I618fg2qPTtDqS +RE/6433u6ocPKF18aM/kNwG9JEGzknErqurLfJlDW63wkNDx6bITAUnFURyX +xgnCvSfKgSPk40iQpkaA9ykOZk6utaWaiIADTbjfV91JlFfcUEf9Ewu4tMjy +0bPccLPeJTAnYhyRaiSJlprgQCLxoMFdghPOWOnM5ytMImvj8biQXSy8fXHo +6gPs8Js0kH+laRK124WFlw1hAWlfT5JMY4Hut60Q0DCJ7hU4XPs2jAW6Ri/h +kSkmoKrpd7HTmkQDlCaUjFtYiCrzxAlgmGDxXXGCgeM4Mmg9tu5nhYMzu9JX +r1szQ/C7h/W+R8eQpKiBOgvRH8cd30VZeDGB+CaeUUl7FMlIkNtxEufPtuCj +9/5uLNAzV99uEDqC+oLuDflu4eDQ9HvQnuhxGF108E/MH0XdVUvmhrU48FeT +zxUNOgGRIs1mIZojSDS3Y1P8CB4mgtUvb1lxAoNu9wuXlHE0e57GqOQGDti4 +uD8Y+3NDm97Zn9RF4yj3kYTdu2s4aLnZ7/42ix+2DBHvz+gJZDRa9i2fGwe4 +DXLLH75CkJCvxKlD3P/LFfW6vMT9598jCZLkFINPOkKXRXrGkNoa2eMCPxyU +SFihhcNTYHVh0KLo4jBafFonmyKNB9H5UV3/LVnYK3JZjX1F5HmV+CYzXhx0 +8q+7rK+dhWeHsQKNV6bQzierzqQyLKTQaH4KGb0ABvldvq/bRlEUs9NvU2JO +Cg7v5DQlqEHZZRQqhmlDuL2pbPu7BNjPSfV+UaAHOadqTrpNDyG/Qo4PDmp4 +kFvpOVV2yRBMBbOLr8dNoQKT7edjGVgwDDCvPIIzghkSzCLp7xkUy+h7uvUI +FhwbpTwS2syJ24t2ntKbRhEPT6lfc8WCyj2BZOzGbbC3uNN8qngOqb1/NXD7 +6gbIebdmGWk9gMebeP2coiVkPn5hZsMBAztfFJ4z6btCqMCWsq7gOjJ3uHhw +3mMBzvoc3lo/8ADeYOWWtnUid/HwzP7tWYM34THPo0r8QFPR6dH4iTV060jz +qaNTi+DIwaupezoErnZYxNQsLqHty9onNpUwIPJ0X83bPQb4vJ5wZvssoHcB +03cpuNahRY+57eqDFGJdDE14KTyA1M9cP1l3iPnWwwhFNvmg1k6x6XybgIqj +j94k+YlAVMDo5Yb9d9Ddz390ymAZ/v7+3yN63xwR5+c+DIksO9lqN1sRPdpp +4WJeh8iQmQnetHloS+iz1lCKV/6//Td34rxer0gn4uJldM/QIqDDhbY9kapF +VT0D84eZWeuoed+mc75mHpnosl1mojgCQQwJ49yLePRc/CWTXG0f7Fb5HbSS +kIMhheyiAB0eGR6E8PL/GwalTn6KtBhysA8zKKK4hENpnPZJgsPjwG8mJsjU +Sg7Zu1uPJy9vILKmmul/5XMw8+sf6N0nh3dKgrxXyddRtKVMSWrGAnB94Jbp +PXMU/NN/NHfGYpCOhYSuuO8SuNgc47u+fxR6L9+qeluKQXa3csNJby5BfvSD ++FQTClDMuTBJuruMlnxmZ02JvmD26PTAkjAlRDcM0QZcXka5l+P/vVtcBUr3 +dItpEyq4u2mlKWm6hP6IxM5zlGPAcA+tC0vQwNdI7+AXostIO31nL5AMAxH9 +VpTJrgyw8vQfz9WaRaT4gTuQ4fQa0H5eP/o9nREyFtms4r8totOSfrLRkmsQ +IOoQdSmCBdRyzJJPnpxHLhwP/B6QbsDh4Mkkg+cnYEVPNiDj7RwSCeic3bHa +gN8D72f/3eEE7fdr7Iw3Z1HsSxL5oysbINbdytzlxAu/yu2fbDLOoVzBv4YF +BRugMT25v1whCHnSXGtO49MIr/GV0uUqFsZC61YKXESht4QRL0/sLyR3ZE9L +m2Jhj2vqt1vRKSgN/1Ly8eM0EjF1wbZYYGFwWyjYlu40tF91FBV/PYacB+pP +forAAYuNcLkdtQJcw4uu0L4YRiKngkrChfAQ4ZEsRl6uCD88T+PkVOfQUV2G +h2djNmDWvbAv1/sifHmsUGjcOYdc+pjOCqgQfdM0bvhYnB4MXHeY4ouZQFNy +pe3pxLw6NPEgf8l0A240Yhpe9Q8iGc5/2oZEDnnaGhTZX2UCFs/cCIGvhhH2 +9t+XRwXx4FBj1fdT+zZM3dme9ZQdQLoxaFe0CA8K70qSKZrvQ28NIXtJchRp +f10fFxjCQVH9VMTBI1fgkG0aHd7/jkojfMSepxAgeGhW13nMFcLZ/84eXWtB +pxjeylk9I0BUpdu2WfULuHH5CkkBQwWiFZr1T18kQIgEP+mf7VA487yY1S6z +D1WtWHlrL+AhJo7KsoLlPfzViX4mGdCOarinh1uJHKIhj5e/+uwd+PFH6G5G +ZiGX993ii1sEGBRUo1PpzgLZl7WXPs/NwcHjtOL7rBswz553p8GwDPgvCUQa +/dkAr+80Gm4fY1CR8+UoPopZsA1KteUYwoOpePyr0YQ6mDXj/ON4uhcwJAEG +ZvojqPR/Rgj8+mtXdOz/fb+iObnbQz6/SsRWRFh6OE1Ayxp955wy5lWrqaRd +8YobaLTE8spqzxwymBW5oK5LA8oW/bJLUVgUSq7+bnl0CkxWVEpc39LDet/I +VfKiDVQ/8rr2Hf0chEun3Gk2pgOawzTK0VsYdInK3HS8dgmecVlnn6WhhdwB +Eu+xqyvIwnlyQe3HCtSSkGZHD1HD58UdM+fZJSTpGzJ5Vx0DIQbln3/yUcHl +CGO/xzeX0HqmWLJKKQaqb+8lPPWjgg/0h0rXZRZQLtP+kc9G6+AWWZxzV4sa +aKsrVJ+nzKGXHH1SduYbIBr6ftftCA0Ycpyh1DaZRmPGLzyznbHAdb1DzreK +BkLj7VJ/7c+g0w8VifKEBbvcom+TLPQg51dxgqdrFrGK88ndb96Ag82OxoQa +Rnh95dcRZ45xtFYYLl7nROy/hV/Ly5SYIN9kNzFzfwxp3/+np+OOAzcv/h9t +f1hANEPqg8TZUXRqr8P33QAO/OQsX3tlnYBzB1eDzuLGkSEy8a1Qx8GcX6DB +HUtO2LBvKy7KGkaX97YDQ3jw0HCB8levJS/YXnb/NXR3CJF+pojjN8ZDtEwa +Q3S0IFhrKDIO/elHh2V3ZggVeHiPIl3djoiC+rVOg0DVQcT7w+DZYhCRq1nz +W74S6/2k3V78lGcnouiQSmBXJ8CRD4e8QcOysFqv6SM724H+fjxN8USXAO9I +zbk5JRWg6oT5SMnZPmRjzyZwdAcPVe75mnGuypDGZRSR8GEU7Tv4fAysw4Hn +fcswP/WL8PmulEMSfRein10tajlPAL0pNUf7n5cg29Lq91HSSlQ/+6ZrdIYA +d/5GBTJFGYD6jte9FroS1HhNTHGGQIAx5ohddVVTOHtRXqVSqBZ5UdhcHOgn +wD9bf4UX8tYg8r2NBNi+o/JHCg2GHwhw1W3O86H5I9i+eaSwkLUUMXX+2PEk +8rZGjsyn84vOIJScnkmV0oQk7bFfKN4SIPkfZZO3vzvQ7B/Ztnvag6QiSncd +WQnwa/jgJ39tAOzIvZPajOxAmWcah8T1icuto7kDmkPgqP81Feelh8Abeu9D +8wEBaDtFrdbeJYA8Z4WwaFA7YBJi6axvEqBnPOb05psEsNqv//vwSw1s4WZu +X+4iQMPp8fTYE9lgKer2IMxtDClMHw9aPbEOITdupquMTkJ9we89neEGpHK8 +5vitIxgkzX6ac+nrEtA4ZXx5FYOFA37NS3LmE0jnT4fdzRut4H1E+4mBdzvE +fWMTvxWEBXEx6j9f2CbApvif7wrmE2r3fex9pHcILI6+f0uhgAf38Muv+iNL +EOOWWPsYnoAcd0RD3HzmVMm+qO2kn8CiKuytM6/zZtCvWQ5vdV0WyBlYCr5N +i0V334x82e2ZgU9OTJjlASZgtbKhojqDQQELx4VYNpfgxmwIrjWRERpHf6c+ +LVxCuid52OkfYSBvjeVs3EUGYFjIwr5kX0K36J2bTq5iQDH2ccvfcDpgvv0q +ZsNkDrEfS1+JC9yABMPsdMYYGlj98oiERGMaue6/sph2I3J+xhMWGiMaeMNw +4+UFwgRqHfyydpaCyJ9YxjbOZWroq7d5k/h4An2X4jxDEMYBSSy/WHAvNeQF +fcI9op1ADx4PjzYr4qDwhVPZ/TpijuXLmi9WTyDWbse7wSw4ECF5wv/cgh48 +FhodD/FDSEzP0PSeCh5iCyIzkg4ZYIdFqnG2eQgNdax6emviYZF+Y9kGmKBj +gdbHRHkE8erMVxWS4OHcFPLr42cBnquNtiFEf3zR6MdhSfTH7Chu8d7l4xD2 ++UyhoMUA6u306hvMwQNNd6St0md26HWQT3tIMoAmGyZP8RLrN7a8nzeeixuO +YZNZG0iIXm8YS+s1joeFTVmWo+oC8K89S8bKcxCpDcu1VTzDg8ZJRuwtaREI +VR5OdPUZRGd0XyTTE5dPaZYKpLidhDrRKYUQvxHk/uxtscgODmI8m5qHbGRg +t45fXYZlFNHf8AgmH8fB7Z3eN7kUZ+AKBdO1HrtR9IKHvcKoDQfUwCkdFKcE +PIM+8xmyQ4j7lCpJsRUeXvQZ1xb5qgHpSuR8N8UAmjomQSJdjgenmZcqYdWa +EG0l/bLoUz/qU/9uFEn095iBJQbpXX1w/7W7VL84hGaynLWMgHh+stc4/5GZ +wGMhu647Q2PIwZb6xk1fHBDe6NwoYrYEmy/PQhPjJtGJQ6k+9Tks+Hfo5xst +3wXqOOl+I4MZdGe4VeqpNNELVJ2ZLRYdgW7gMNB+YQExSU0P6Q2vgelAta37 +hafQkGctKdnZh3Z6vmn1zBFz9R2HObWzB9y/mnqKhNCPTvUFDQdV4kEkwf9t +7K4/RB1pHQpoWUQ1zDxxEmJr0CL/+xnVtSi4lBkltxC+hHqvlFjqBWPAXimu +pKU+Dupt9BYp2ldRU89jOnObZbDobpw5yHgHdorChoOnFtH5d713kqLX4GWj +t8Z8TB6ElXCEtp1dRkH/M0I6+Xt5xhsj8JrEs2j+5gKR0xT0K1WX0eK8o+O7 +yhno/NXyjrS1BH0O/u5+l1i/DIrVImnPZlVH8E+0HwtvoKbkvQjRrTlUJDHT +pm/LCPLWdsK2cljkGnSwkaY9Ax93r3VT32IEryrP9YLjGHTlp7/eANMy2KzS +SVju08FHid7jy1dX0YFjpyABuwyKW0mx/SdpoetQdftx3SJiuPIm4r7sGhh0 +BQuewVODprOrQnraLJI9UuyUM7AB2aF72mFWVGAj4wODJHPovAcpw+OKDUis +iLK0taaGd9m8UfMOc0gy44xbiccGlFV3uf3jpIZv6YW6W+4zqETBccVaGAtv +RHvjwnYpAa/CuKr0meiVTBdc05OxoOhf3HZZlRq62TVZXmLG0YZqx3K9Bg7k +j+I53rXSwK6GreLrjDHkIiy+RhqGAwlr3+KSKToQlymrs3MeQZ+kdk3+7OHg +p3Ce97wPIzy/eF2a9NQQSn16e9PVGg8lAxqO3ceYIW7AC9e0O4QK1egbaJT/ +u98gWpOd6zgYyL5xvaEzglRrwp8/PcRBm7djIE0tG2QWizodpRxCu8xCUw/u +4QH5NpsaaHBC3YKNrojqMFp15i2Lk8GDzXRyDIctP7RVhAUxM40isoINlsfE +uosOmfneTioMB+3D97FuE+jp6LkgGiEcTCiW/BwjiAHT0ffxdoFjSHynvUn7 +DQ5UZg45b7ufgknvBocHkgNIdvBfF57Ivc99HI4/t5ODb3Z2s6kd46hZ+6r4 +TV2id1P/m9okOQ/CiqksAV+G0cDXk2zCnHjwrgygTuxVhsEXV874RY0gYdrZ +J9s/cOCjeoSH3lgDWpiRw4WvU0gu89GplAQsfJr965/Bfhmaf11Q8dkaQzbN +XAUdHjjIzhmMut9oACmD3hc5PMbRG0I4f7wFDl4hMvI7ATfhwRKDux7DIHJ+ +bQja4Xi4257bK8FzB07FJe2PXhhCeTtp1pyWRJ7V2FV5nvYQ1q7MiraJVyCI +knJaIfJ2UuX9roQpZ2jh1L+OyWtDc7u7SpdsCbB1f9+x+pcPsNofvkpv6kZP +f1llMvIRl6eZjcctB0BjoZ1Pe8gYomLvfaZL9JdqfSsDoT9vYELWfJ3Xegax +HJJ6Hz2JhScHpxTGg96CQfbk6YjmZWRZFaV21WkVpPOTci3LUsFSmt0MF7WM +RisMD9hTVoEhQTFTJecDLH6T/rPxlYBsqX6f3WL7imq6ZZke1xfAbycdU6tr +X9CI4+zDWKKvve74d4l0dAbSpE8I3Xg7CeGhIRK5KljoEHUonWZtg7ofb3HR +9H1gJYK077AsQGVFUuYcMW/8fAaNZyPHUX2ljttN93JlsfeD6o4mOIg/1kr1 +zOkz4kv3cNjHEtDxJv9uk8lp1SeV0jHB19YRRfKMQofCAnIOO3btsxAfxEUX +atyJn0c/mEW622vXYYmh74tfFC8U7XpZM0rNoJ6zge9Uz2PhisFiePkQK1Rk +tu+WYCdQ27sIw05in81icmSj12CGCxdICj0zh9GXzx/kEZFL70oWHg37QAdc +YqH6I+4TaF9R/smIIA5+FMkaGCfRgE1lLlvDnymkJkKr2BeChTCBR08l/Kkh +ZvAG40zRKLq9rpXjWYMDF87249Vi1JD1fa3y0cAAEkrep6l+iwdzRqAWqaGC +K0NpVj0cA+iIrolT6Gc82AYLMLlvUYOdIZPB2kgPamww0CqkJ8CNiBVa3Vs0 +cL9owo1Pqw+1xrlmTP/Eg56PzjTDGzrQlCuIbKPsR9Y1D8r9x/Cgvfj1sSY1 +I1QYX3wUnNCLngjJOEeTEuDyqmqKaR4TeH0e+qG90IfuNJDJdk7jgVpgVD/A +jRXGWHm3ruA7Ud75qPB4RQJss54yi3c4Afy+prcsC7qI3tFc3SdDAE4pIVlb +dw6wVuL+dj2uH91fTCbHNOEhQesBSwQDPzT8ODUWVzOIDg2+8zA8IR6XtsJF +l1gheFJKFeZxqwMVsD7XUrpOgC7a1z9+2YlC8c/xuvrIL6iPrSZacI4Advp0 +K4tnJSCs9k4KNZErSi+SGo8SuSLv1bfJjOtnQMT6Tebv7QGkqbLcZhOFB1WP +uuP85xXA+H7Lxz+SnYj3Yr2PnhYBFMvDeJafKsHdb8afPXPakG/GzE4ysb4u +MbKemEnQgHMWLyNdxTuR4rCMhA9x/Rq2FguHJzpAqOiOz49pRS6JU8pzrgSY +UI1qzlM2hLtVxQfKNHUoimwzuaSHAF+PX/fzHDWBkUPMqfDFPqTfdr8/kXg+ +m3e+crCzEPu4baVkHHcrqqi14TT0IkDg3/vyS1R2MIQvWijNKkMCNCnYzlUC +hFtX+g4mOEF06u41h4iziFdGuHHov/cQPo2MWdLyBgHfviMLrzshfSVE1wUI +wMrrwP4hKhS4jezoszPKoZtxJ9NjlgDYMKbNd7eyYLpo5PUr9glEyA1Zw8nj +gJH6hTfeOh6wTG4Zfr9LoGqf4fkxokfIKwfnqjumAFmbtoZXdSdwvykWe0q8 +vhd5az7EfigEbUfvdR6jfpQ/ZFB5IwUPXPkHS21LtfAikuRTx/E5sNGnIet5 +swH/gi/8mNgtBdXXf+o+7rcBGa2Sl1XaMvgl/rS53bgCSS9yFeTH55FHmhrt +a95u9F4tkmXv1RoMi5NNVcAI+nVyvfu87jp61n9+m5EwBRRltoPXWDLQO6vi +e0/+EJCp1MMzhxbTqgU6quNpUxtoSStEz8V7Fjn/eJ1rf0EOhIrl884JLqJr +ih1P9T+ugah7e96ZGk44HP78aOz3DDqYYDd7Q/Rf8r/u0jPXWSD02ZkyqvZp +lFXPeu27IRaYM5QfW6gzwewt9ViN6mn06LV636oJFlYYvt+nfUgHkpJsz99k +z6OH7PR7LZ/XoWtlupEd0YCa/klTYeFJ9Cpormt2HwvnIs7okO5TQvs1dMTl +7xB6zQPVDEp4sMKIbd3iooTBgRKe7z7DSMlaRNNXGA9zIXFneE5TQZ3yER2b +hkE03/bzGq8zHl6KHOUtzaaC6ZDjm7EZQ4gs6dKnost4KCKzWMQz00CawV/r +s5Wj6G5cjUpvFQ7G2uME89Zp4eWeA6921wDKv8cv8CkeD3FfK1y/M9FDNcmP +vy5W/Wia9jrp5y48JLnnFkTzMcE+xayZjMEA8qpJK7uehwfBn0/W24pY4BZ7 +rhX/7z4UM+5NkjeBB62wlSM7ucch689lJi7tAfT9wLJhLx8PalI/ZzDKHEAb +VT1jmz+EpA0oPknp4kFgP8PXiY4PCuaT3NsUe9Bh6cvWi+wEGEy1Cpz3FYBL +YbXDAUmtaMeC/OkbYn15cG5emo0UhrA+ic7UumH0TMCSg5oDD+MLKtklbKdA +bvwSlQDVEDqDL6e7QOSQ0nDdCu8hOZjPox+V1u5AFk+y4Y0BAd70Bz0xcTsL +l3YY183jiftv7zvBgsHDlv93G0emC5CSbGr4daofNeV0P/SswcNF9Tv9Laoa +gMYZn5C87UabYUUN5wUJwFy+k+ufqwXY3zJd5Sa9SPRwyL7gGAHU3nGuho1e +A+pgzJnrRjNoJ47moFwKC26/Fa/cwZoBSxg2oLhgHql8jsygKVyHL47MV6mm +rODfeV/F5uw2lBnf3ppPzJ/7fVE6aUp3QSSMJoRpuxt9n9/vfsZNgLGzthmX +JB3hCO9EnNbpLoQpsI8uVCDAD/Lvbev8rkAacyH8MT4TXS+c8/XYJoDbq/eP +Jb2ygGL6PqOlQzk0UazpaRFzwC8y+8Kp2A9AQprNwcRzC1XUJZwf/UuAzWcR +bz5ap0Lq9kf33NEBKD+5diUrEg8yYUlffiVkQeUNZf5z2mOAkR3nWb+HA/tn +LKWC3nVQoTTlrWHYB52Ul5LPEftLYJxtflh6GeD02m2ePMWgUq/y6lXcPOj5 +SjthnwyBKyphEolbQRff+8a3Cy6DOAa5dzzug/LEam7V2xOI/PCGbPHeMlDR +vIjJkFwEVnj36VOYBeLQudRFwLQAnfkV7fJnBKiLvnSRN7MMyV0+fDq7SkDR +l68f72WYUrWJvJvN8hOD2D9FS/ymXkJmfzLlz0tzw+FH5dDu51PIfLGs0S0H +CyKX0j+NvuQCytsJzWrcM0j6toJ/rTIW8s4drgYesMB1+wau6txxlL9J96b9 +OvF4zVWqnLMZYXLiUPus6zhKHZ8le2KJg2cNQwW7CfTwY5VO2+PPEGIIcVFS +Ita161Qdt6c/LZhk0eyIf+tHJX+veRvW42Eg9fnJ8HUK+FNsV3hDcxAFtjE2 +/gok8jP17jtnP0qQCLGmoxwfRjz5yl1LLHh4ukFSlxRDBe+PRP4OOT6IdJ9d +GTF4jYfRRFsWAQVKIGu687Q4fgh9Ln+8EXqFyJMpRpxM76hBxYr+5fvmfuRF +E6k28BUP96s0P8xq0cDdG8riJ0T60fMf43NxQ3hQGpt31xSjBYyGhfSw6BCi +pekdvXaL+L+Xqk4dACOEXCi9oUPss03326R7iH2W40mhOeUeE3RgZjelrw2g +X8pMCmnEfJDS7x+9HcsKFpPu5icfDqE/K8fIlm/gwdmhSI5qlQ3Sw7k/79gM +oPi4oNKcj3jYvcLxJGGfC7yOeNfb1nUg/M/jBH09AkTzz9KWfeKDpxoVD5wz +B1GnIfXIzlM8FHAwnQlKF4b9T78e6/cOoPOhfJtniDn2bYthvT1LHKYasRZ2 +Yb3ojzjveQ8yAujCCwHFXhnA3k6eiibygF8nxbILkQdYDOsyGB6eBf9LzLXi +CV2ofnudhFKOAFOZk/Y5HedAaVZ3NLyzDXF83/AZukeAP9dXlIR+qQKlzAXW +Z/l96GPWvZfWy3iowmx7KtFpAbuoeHlv3Qj6SNkQGr1G9A5M9F2FJD3YFT5T +9RM/g9JjBs9EkWFB7RZTh8OSEUzir5T3PBlCjqPPnzcZ4kGhhYfCdMAY+HUE +lnK6R1FVw5z41XIcSPWo5Zlq3oL2n7eMw/nHUf96poeUI9E7bC9EczTawe9E +anNm0z5UrPfqt+MmMfcCrsot3nOGkL3YqhfXZ9D5hiU1H2ksDGx2UBSY+ULL +JOm18uwhlC2W3besjQe/F7xco4YpcOlT1afa6UFkWpzs32iHh/ieWJ3w40kQ +LdE3pXJkHjlc+mwzwbEBEmvmb9Kq40H6ERhgjrXBGdqqiNb7BJDtevDWD3LA +kVqDq48dg/ZP5Z+7sLQEw+VVfucOyuGDwrm8Oss15PwlFb8YsABHfTkn8mvb +gNEp0N1/9wNcFr3SS3+AhfyBUcer+xMQH2bYcN6zD6E2n+wOxkXI7Vg9Z2OG +AYFc2lzRYzGowmyXq/YfAbGFVqmHaE2qLo6U/02uXEZLReck0vxXke9QXPWo +1jn4oViyqMQ2gyIuHV9gUsVCm96bahsHdrDOErhV5T2D/MPjMm4KYaFuxraO +fo0FhFWPeqb8GUEeY40+UdM48BjFffL9TQ/yn/rNL5GNIIvgynuytHjYeXHw +gHSQHgy9t48lvSfOT826PnU3PHDvvLpr4UTk/1vNrLZb/ejD1Ky/ZCUe2Hmi +nhZxUMKJ8DrRzs5BJGkkP3fRkTh/WOb+8byggtVvdCW4fz0o8A93qwwtAfpI +DptwG5RwvcHFakuqB3ldZ1Ok4SBAyq/+iz/mKQGTA5Kfp/rQKeGW2MgZPIh+ +zzemr6aGhxdMbjLptiO94QmNGGsCSEX9/OLcRA1CgWuuS4rdaHCPLOaVGAEs +LDQ2tHzoYMyG5Gfx23akO2Z0tMScAEZaFNGhewxQNMu9/1aA6JsfEso4HxPg +WeN7ej9FZiA1TD6VO9KNqvuXY67yEuCvGnWhBMVxeDh8IXVTtwuZONcYO8oT +oCSi9M0jJzZgsQ3sbDdoQhmJaI83kQBs1UrsQwkcwD26hdxYW5H8hd9va4jc +K5p2qvbFG34w1LnUmGPUiT7q17qxXiRAwNyjxqhuYcDZlVIU8vWily3OgULU +RD6/4bmdGysG/WZ5cbw63ShGa7P5uygBmNILKYXSpEAiz5d7KL8cVc0RwjWW +iV4jWHPGTvE0qNSuWD4N/4jod7y46X4RgCHS3nDnxTm4pEG2cqD4DeEEVRx9 +Cgggbcg38idUDXb3W7KsPvYgu29Ek2T67z7VmPsv3hPr/YZmglkO8TyfZpNr +u0nkFvUntVnHrgFWj+4e2/ZnlPMqsmeAyM8SHIltOrJGQG8yeozZqA5886oK +CruJ/f3ujlBWhTmQWkbmqnpkoqVtmd85+wS4snlNYDjQGm7EA9395TJYuRYq +fprI/3qYLOq//vdgqiNtoHS4DUkxMk1KEHPpG8tolmqIF3A7p3gwn1xC79g3 +itzHMfD0nimz0Ss/EBm11RQ8PYku0cn36e4R5/mJ9InbI/4wpWA4/N1/DsnS +UrBU22+Ax0RpFKfIa7jOQx8Z9WkMjRlZZx4E40BkIHDubGYEPGj0MLyviUF/ +cDFGDiNLUBNq49VulQ6n2fiXpJyWkIXorEtaPAb4KfSf41qzobVB2eeTUTP6 +KXE994EZ8fyX/XVxmq+DLwcabamVCCRyBb5+S8PB8L09jfzVEaC4+t2kmnoM +yP/P2P2AS9+CewNejJ/U816rRNtcibYyUwQUfC3DeI9pQvXRHUyAmP4GCvqY +laLyeQ5V+xee/uFDDjGPPp1jeo1Da41/XhYkjEEfY26EuO9R6DKblc/kwSJF +ntSDjjcz8K1+JeeXNTkI9GZdnQ3AoJsXajTjYpfAki73t9ENMuC/FPqd/QEG +cYw23r1atgS0tDE7qntksF3c0zr6fhm9Fr4YFf12FbB+wW0DHmREX4740Su3 +9L8oe+9wLP83/r/smRVSqRRCdjSsZyRpkJFVVCQULTSMyl6RFtFCEVJmdrqo +jOy99173fRMlCb/r/f1+jt9/vz9+f13HcR7X8eo1zvN5Ph+6jvtFhGvI0X9s +HMd5dsclYWt6LFfY9TerDxJcZnza8UcnISL15EniL3ps0hho+Xi3nxCu0HNq +cJxCq+1KIccPBjhmXbnb69lPdJ/8t27cidTbZEkd3RlGzMoHMErf7CZSxzjX +nU6eBqVn/589rkx4pyuRo9TWQcTNnc9/rEPBTYHW2TejzGDnT/2nqNJOrPmR +02zxmoKyoXC1i7ps2PDfRXJ/m4mD1eE/r5P+pNxEwetCLQfEc1/RzyW1Ekqb +0z6ZUihIfv7mNiHDA2/x73kL082EiJ/OwS/qVDBLOFtQ/PiQ0S7EGcPbTPTk +Le9NsqHipW5Ex4lgUgdumk9cv9BEqE/sfZB/l4pPA6Ecu3oFkRt5lI9ftZWo +O5eOibVUhB83a+IL3YI2c5GpzuFWYne39X3qAAXntT0dyk7tgE5w3qev1k2E +vKOK64l7VETRPXQUyxYDhwOd8A6pOuK8nMIDD1YafFz2twa0SGK75+UcRvkm +Ii3YWG9XIBXCqSkl1wvkYb91xWYuoIm4+eOsyzk3KpR5H39P/qOMbacjNq8e +aiECrMMfKcpSURL247AX1wFw/5tV/WZdS6TVxfoO8dMQeTXkm1+4Fub+tNO9 +rfpGsJ7eFHHtFQ3xrTrgf6iLNlP5328fPyeoWrufqy7TkK29L6s2yAwRh7kX +wtg/ETOsZ4paRmmYjHmVNJxlBRWnp2bOk8kE+6trvp6/aJibEgu4VG8JS+rz +sRm/JkLupqNCAjnP4eLX5/ctOWFhsvjIXPIgEW1x0Jp/ZQIPsg4GmNt74qvJ +LK3mYDHBxaHlbllEw3iFVXRw+V2c9zZklA1pxo0W22xDPdJfDY4L+a59jGXT +nbdhWYZIJs3esHs0FFS6v3qyNhp29/qrZ9laYBPO08auTMX9BP+wAu5XONxd +emL0aT3ZZPzzb7VSsfovsXLn03RkyiQycl0sI1qqD2/icaWhLu0o8zP2j8hJ +ZZEVKKgnrlr9EZDKp2JXxA665pv5mNiW2/cxoY7g4+1+9Yjk1rUao0xcL8rx +ySPu9vj+i0S6fV0+i8sEgi5oi4vaDSF0OSDnS3UaITGZJic3QyMqFBT9nmi3 +a8j3hLWNPx4kDq907qtbN0m8z7nn52+7HoIctxzzVyqIbQMshsdsaPh5Qi8/ +8/02mH3bs5caVEHQDSavCjnQcIKS1+w8sR4n9MMWKCRncc9LpaSSnPXJ7pKF +XyYHtq+YPmJJLyM4fuz3PHqXPK/U+d9lpzjxrIfQuf+rksjiq3dS16XB06Xy +mtZ9FuSHmbyubi0jVBtfbQnxJPPk1HZvES4mrP1Kb6MpW0L4aSj192bTsFfV +YOOwNhOpb2tzNi9UEGYHnh/6QM7z9M+cBaYIZrzty3SIoq8gvl0aVAu5QkNi +ZRm1kZcZvy4ZfnTa8JX4uWNbc/5HGpT3aWjrqzHjrIC0kEPfV+JW/DuzW+9o +CNvwfd/+9aygnVP5Pr3jOxGcfPDHfDQNX4IYTM3l2aBg0HiW0aiCGC8f3VN6 +iYZtllOMWkMcKI1nuBHiWUEceiX16RO5PxFXiUrNfG6MPR/ddeprGWFh/Xn5 +5h0aoiVCzt+V5sOVAT+LmQtfCe7+qZO09zTcWa6SVFPix+pAJn9SVBlRIOt6 +xozMKxg43K/x3oCs00KKywJ1hNQplsZUsl+XLXQLl9kJY267WvBr/WriZejd +q1KkT7jjebtR6IUIOq+4/YjpLiQ2xPJ4mtaRdZFJbOo9Kgr+jRKv7TUqCHMb +86JcR5J/t0m4XkyXAtGyudJ+cxnx7VBYQYcfDTVUmd2vm2XxJ6R8lKWuinCR +aGk7qUaD7YX2f7coSth7nzniTXED0UXvkhBC8pdDOJ9cfKsqjicy1zsHlRO0 +4KXU02Q+x3k7Xl06ogmZQ02OZs9riRf0g7sdeUnfknXAcr7wEDLe9TBtXm0i +rueePtN7gYqRokqRK0wGCFw3ridt9I3IrGfVFHlDQ/g070ByjAmurLG74hJV +Q0Tksd9cu52Gsdy8ne+XLFFxeVbh9MNGIvDffuGKGCpSa4Vq/MIugDlVUlu2 +IIvUE37tR2Tf31Y/2V9lfB2tI2ayLTLB2Mk/aae+SkPCR75KKvNt7JISn+My +zUGzdKqSDcn1qx3M6usKHkPFgn5bk2ojtBk0P7B9oIJzMta1T9wfeVbP90dz +VqEl0zXkzz5yn3ULIz6HfsS3o9b/7p8JIgzFn3yfWKQhi2X9G7rSN6h1vBTd +vbmcyLxZp6d7jYa1dbcr1PsT0W9Gmz7wpxdDj3aaO76egqO+xaNdvl9xQHGm +Yz/XCJ7/7xl/1p+nyKENm4j7vhtaK6CXMhT9ca4HP6jHfLsi/7+/z/n/G0/v +dbVb9zACEqJnVmVJLihpU7vwUK1dI4rzu4pgXyeMXY+9nGWjECGFgltkRSXx +9Fq9Rl1jIrH3y07/bQskb0qx/Xm4TQR5fdcC3nk8Q2FT9O12Us+nDvfy6lzm +QfyFX1vXmibgyL/dBoOkb8zvC318/c86RCvcsiwRSycuS1f/TaPRoNWT93S+ +mgs9wf+419dGwZ4z5XUUOU4ffdyqJgsLdkVyqzjEnsRzcJiukOeoENbH8zeQ +CeoX4y+Ga2YRI5nlTZXjpB9e6LEPfcYCS2bhuvlrn4hrXxRq2kgfO/O+o9D1 +JAtucz2PKtCPJAwVNxus++/e9qi/L6PPMiFXo6yiTTqYyJh3vG9Njs+raEx8 +fMuMEDOny/TzyYRf5fuVW2TfSWF9xZWrzoa6UK7Au71JRM+HsfiTv2l4XvSi +3HALO46/c+rwCUgippWfxEaR8birb7rbn3HigVeAQ8PxD4TBP+E/bnOkL5Vj +3bsrixvLd8POfraMIgot99mmkut9/7mlJSSRFwJ6LqcWbN8SkWMZA1tIfytH +322U/5cf70fPIGD+MzEreePclSpyXevS6t86b8SC6uhn40vkeuVaSsfJ9ULs +DWONrDB0zUe1avruEhdzNR2+/3ffvcms1C7+bbjH9jQ8IyqDMGm5OxMzTXIK +vWVaeqEYznoWHE6y+EDqzLPQK+Q8Lx4YzHu+Wwq8G8ve0uXGErr3/ATeLJF6 +onI6XuywPGR9OF837/hM3FfPfHe6loaqDIsAiscexE3ZPlsZ+0icYbLQpP9J +9jut79yMTvsxLXbaam3IW8I9zYKDhVyXSGH2g6mjmti6/lrKwlcTQmhFNu2/ +e5OVhWO1N7UdwhOx36z55z8SAzrqWnfIcUzG28873NOH+o11qi/n8onwspaw +yhYaOG66RgynmyC6d5v1db4Ywl1sLHPPP1LHfv25Pm9qhZKW6WNavb7Qlr7a +HkmO/+zZmskwM1ucG2T3Y20rJlR/G0YU5dEg5FjitTPgMnKMji1NBrUSdB2B +LWpzFKQlr5SYRd+CZ9JPyzcMX4kXVVfoVFNp2Pknlvu9tyeaHsnkfn3USjg0 +LA9M0CjwS7/490jlUxQxN+l4Ck4SOwTq4w57DeJP3Y3tfb2vUZiQ/9pztIGI +HUhM9cumwlrCm97c7RU8xPuYTdlvErl3+H8pk/PfkB/x89478v3NIuEjnLWg +N/kYWuFHxfMddcH6nBUYP75wVuCtJayMOCrPaY/BotVInu/PCAbk7540OEvm +oWvTy5zfNIKetVbHlbldQ0K9Yv8PyhShXPl78ZR6H8GzJ8xm52Y+jHfNrA2+ +NU68T0hu6YkZhtiNveonprjRRq/Dpm07RIjeDl3v6zqBovaiPuv97KDd8VQ1 +uzFEDO36yX7bfgI00w0bLZZZcbnC7vnbBz3EfDItks1mGmGn+3WbJ1jA5yl3 +Ubuqk/j4utbFn4uCl/BLucjGhMm/tTE2hr3EHwYWW2/ZafzedP1AoCQj2GUb +wq+ldBM6Fm7gfTmNWzoJxvH+jBgI4DUWLmwmuuEUYqRDxeM8vYPbixngbj18 +tOtYM7HVTcVJzIKKTim181FgRKGPor98QgtRSBFR1hKmospwprROjwlumYoV +ZjLNxNET55RVz1DxOjLpwIW/zEhyuz/B4tVAWG9Xr6wqp0Lo0dY7G7awwn5A +/ZkdfyPBWuvwWjaTit7ohsvjuhxYPRwrdcS8kRAzYV0+kET97/cvKtI1uKDR +x/6xUauZ8H5i9CnxFBWe9Q1G1u94sPfsnyn2x02ECBP1T9QtKj4+cT0oNbYe +5QEqvTNBtYRIq2PYHT4aGPnS/nELbEBCpRDP1uflRO8S/4YgF5Kvb7RE0FE2 +wkxjgDvQqp5wNTw8k0CjojLzTI6K5TZwrScXydVIlHBvMBfIouIR5VN9j5Qo +NDd2NLy3qSSO8lWKcBuQOhk0fqrm4E6MeZ5fR/laTQyu/JD3k6Uh+eXVXWiU +w89w0xyxf3XEmYvcqlv+UUGTGjw0QVOCweWWIIn0r8SNVFrB3iQaWFiFKHRV +e9HDlFh6b2clYeo+OC9pTNbp7vThzMYDOCERf28poZKY2Nprd+84ybOzrNYz +g4fg29rUo77mG2Gr9nGzWgINNytbRcob9PDoPl2YeGUOEZUjN//f/7v9Skwr +c7A8CYOSH5t1+aqIz5+HjWN0aHgqsSyVtXAaVwN3bXovXE5seKf47LAbDUqF +yV7zw7ZwTblt7vP0KxFwluOWdDKpS8xlVbqvr2J5uc5bwiqdsBFlsBQl+07C +k4tP3ma4orpqwxa5vlpi8eqEwwInDYUUrY/Xf3vg/PKSusr8JGF9YnRonfoA +fK6/3hfy6xG0Aheiq550E7F2ZTfKYqYhtzT5w9QzEjUhl2QUnbORpqT4SmuA +XO/ZYxM+ByPhkKXe9s4kFlPG0gXXyD6yfffTo/574jGzMWv9iPEUsfpm+BeT +Sz8m/h5J/PjkEzaGX/gjw9FLKP3fJ7xk2HjTKWMoOyR5cpTlHWH3cHHR4Q+N +8Pm4Nl1uoVWDK9pq3DF4gjDZ7/M0U3eI2Ok2Zjh0div0Fn6WLNY1EPgrN2T0 +mYrdOlpLT7MEkGD/5x6R30CM7l8jGkxQMcQff1vuOQ+u3lFb3rWxnji+5nmZ ++x8q6JiYjBQH2REuPVq8qFxNBCuU3gzfQ8NDc33DwhI2sNQXqT/TqSXOVjAu +3RekwT0iw2nAmRX0Mwqe67aXEkJF8z+ehNPAn3r0GJ01M34oc51U0flK+A9S +N/B/oOH66l1+TWEmtJ7rSXla+43YtiP3gzHJidu3Wi2Kn2fEQrTO7Y3DZQTn +UEwQzYPsR/KUs4c2McGjZzI5R/MrcbvrarEGOY5gUZIGL8GEAOMCTumwr4Rq +8z0Bb/LcJ521fmwSY4HeT9gJlpcSVT8aqOFBNLxgWfnDoMOK3eqxRQGvygkP +Lmbls2R9bbjT16UnxIEKz4sMOYpVhNxjKQGqNg2OvWLxsYtcCJstdj13tIwo +1neLa/Ih+aUv69Q6ghtrilw3HsojiA3hB2z7ikmelb1bNf2YD2925ZjLpn4j +ZNR5zj97TUNFkXJQxl5BGAt6Rw3J/yDScufcfpyl4c1Pb6OUVxtxqoBFfrKD +zHPOlOZ8VRr0zkdLTf7bCuX5uO0KfRXEueJ9G7rP03Aj7Hre3rDtOPva6ph9 ++ndCzFgauk9pOOnLzZlxURylgRa30ofqiOlT66Iylknf3vdz6nmEHAa+bI70 +7a0gZDW/xw2T43j2rxq9z1GA+dHCxeSxMoKd9dOvUnKfP6430Nu+sBe5jUqp +PD3fie4gyYbrj2kYEQjPF4vRQEEWc2Vl7wsi4FbJl99kn/J+te09/c6DYFCe +V1IX+0jwzlEf5JD9mqXi82dfXz08LOqmcDPWEC2bvl3/KEXW3f1LC9z1pmjf +5Ph0dfYbYZL5onD6BQ2aF429DrdYQOXJNSaPwhAiuW+7kC7Zr6/lLjbknLCB +yEyJ4Y0n0cRHlruz50m/xCQS93zu82XcUJH1P2JWSQgNfnvsS+rb/A23BsHT +t3EyxXzd6MNW4j797GX/WQr0+ORYdB/4gPfL/e9jKVlEYsmeaBOSF+Qt2BfO +H/dHwGXp5O76Rtj8ZNwrH0FFKVdqKjX4Pt5uiGSbulmNaI/M+QJ5kkPfTTnO +izxDaacMH+foCMHn4vzp2Z4xZIpuXbN1OhMReZ/uNSSPEyGTqdu0tg4jdE/+ +cLxBAeLPT664iH0m3P6VuX0roEFK3kGnMi4DT43Df12/1IWgL4NlKe7T+DRj +m8xE//3/9e1VZZzZDxWa0RsmERFoRfa98F0ZMjlOiGsK3TK3SiOUhK8tlBe3 +avhblG3wKJnEdR/Kt+ywAeL9c+nyx+rHQOhxLRo6phFbOqqiwmdoKD746ehi +7AZsfxsQIq/1gRCaoj/nS/q9k6YHuh9/5UVqRpTCJOdL7LK5UTNNnm9dt4pl +zAV2nF7re4z9cibRk12SXjxJ8ppN1wmuaU4oyD/YEnkjDdciU+/5k+N32pTG +fRhkwqbF2IyXP5/i2ksVsSOk3875lesR/Iv0A2uai0qUvYnn6k5z2eT5HkzW +ivYwZ4K85Gyd8aNg/Br7+NCSjFvSVTq/XMuE12uofzsuboFW2OjSf/cJ7jNV +cxEzYIKefU3G181JxEIyh8AE6bdzLyd/KjrIjJbsnxcJ1WQigyc1jJ2Myz7Q +ZS1oYUGn59H1Dl9eExeZqp7rk+vS9RApkIhnxYY/xolO9z8S7jfi71uQeWvK +u5e71JgTs1HjHvu7YolXJzxFw0nf2+2J+g0WXCi0p06bz9wl6HwMd/3nqwcv +1JsluHCjNTZ7JObxJ0IgcGaPN+nDmxUM5etD16N2KPLQokMO4TMavCusn/Sr +MadPKBUKIvBeesilG8mEz2BeXQ/ZFxx1VhP2C28CLctzcPxgImH3WqYsmOSs +qseFQQf6tuL3Sl6CVXAS8cHQwzGSXJfQYETpMcbtEEsW/i7lmE749Ry22U72 +Ne1gCjF+dSfEvla4SB7NIhY/MS9nk3w0+EXs3BlVOTwwXra4/P42rPekj3WQ +899T0udiPSoP7dcm53nuPiFCvloP+JLnFWZ3y9+LaS98qldTvvk/xXKcwNNT +ZHzpcuS+GTp1/BAV8l5SySbMS/e4lw/RsMt3eSQR2rj9VjbONzOeSGI8NHWc +5OL9RXQPLhfqgel5pYy4ehaic5ffNpHz6fQXM6CRvO+1k2MDq3ce3o+kPD3X +ScNsUuWZY6fNoJrc/xd3a4nbCeqRW9bT4P/AYbq/2BZVzWE5EVU5hKuY4TcH +0if8Hmt1Y7vthE22ajIGORUob93e+OUCDbtV8m42s97CSINE06ftXVi3zy1p ++u80lp9Xmh7U9UK9SOOA17kG7D/VajlaRcWT2epbqt0+8GxeVrqhXoG4mV25 +tZdIDlX9+I5rbTjONkzkCFrcJDYkBv87/B//PreK2u2SiKCoyUDGwQEifrqk +77DZJHLXuooNfcmHrDpjaf/JZjR0B3J76lExrDS0/09dEqZjTpp1Cw7jKmOV +wyH2MUjHGolFDTdibdADm4ZDbVjCqZp5i29wTWJ7Qn+JgiMuml8MGtuIIAOl ++w3q38BcFLh7zQkKPgon/Dwm7Uls4jW2rSV1wPbuM6dQUgfOj3I1h8tSCQ6T +08coB1sIvCpcOHFRC/fcdI9cWpuO2K8dYotknqRlMEy6lgjgEL3U1L2hUogM +nFA0CaQhaNNGYjmdB6ZrjrJ5LPsQWfMXWhNW//sOypIYOMgN0fJk2a8O/jh7 +7qN9GBnXLWaT1zTiRIGDDZ8dJQJaF223byXzxCa+3sfkKwtirOcoydO3wB6/ +f/9/9+S+/VP/5i4fK3aY3/kcLZeLEYbMgZO9NBjM8Ql52zDCfOl0bbNwIPiP +udi5k++vCc64feMkM661nrWP5HpHKKoWWNr+oaGNL+OZWS4zdu8WkSzziSFW +rG43byHr2ux+lN8lXWYkZwukGXY4QeHixZWf/82zUNj7cggzTnpttb5wMYwY +vWKdv/O/e3XvnDf9pcMG2VKH+DTmBMLuQ91uATJvq/tzzF5s5MR+zg2dzo5R +xFvxr5EpZN+5886repPROjTfyC7yfBZLqFeNhGeS+rD3ov3fgQlu2C+Wls++ +fUls674YXkXOJ9gvP2zu7HoECFZJUj0e4pBnDWbI/TnEKR94VFEAs3mvM0b3 +vkW6xCYBFZKLD7HwR1m/3wjJ6LHs9vJkKIW8KnhB6sO57C6jWpltMH+nSTzs +ScLLOncLE1IHJFyUaQ9FtqNKac1ss/oTDOvqZob9d//vx8e6qkU7IZrT9cj7 +UjaERpPzdMk6LR1fPWDtswt3rwaZl9wrwY3I6jj+LHKfcx2CnKUV4H5XoeGn +ZhHWTf3ON6qkoWTmuGco215wpHKe/Mz0hDC4J5cfQY5Pp//+2f33wPhN7VtJ +r8KIemtnG1FyP9cd9Hb4aqkFpUOdgeKP0jB7lv/sRbIvCOTzptsM6CNE8MIL +Xtm7mNj4Rey/3yteyWhjylE0hcDjEJE3TjcIqT/dl/vIuLN5w779gWcxr3+V +gbPFD8cm6stDyXiv51l+yyKS39tOJxqp1eFW2u9MfRYa0tPXbjeqsYPbeJRb +cF0xelf2qPeTXO+svOZuOYs72nY8deUorYT9mv0hl47S0PLv+GmGZD9QDvtU +ePm0QP3hTV/2HVSIy9n68qj5wdJhr2fArnS4j7vMP5qmwdh9R9cw3Uts0hbf +MXyymhAulGH2EKChnMlutLAwG9FXt/rEGPUQ2eKlO8K0psERYrjjRmM+9A9W +OD1RyUWS1I21f1poCP2y6bH3+Ducd3Y45bimn5AuLJFX3jaEp/kTRgTnMGxr +REIeBA8SXpt7x8ebaolc5+xik6lxsCVKNZkZ+gDO9MIfyHrfKqiT15jQqtF6 +bc1aXpJ/hu5dFq/dXk5wRF01W/VQhJ6fUbNSQx04J1QiBlaoeDfVIT2+nR9H +rUvj7cUr4L/r8e0+JxoyfE7u9HXmw1c6owfltRW4siw7lmJLQ/ueVfl9devw +zHohUTizAhucbtzityN9sptZg+IdVnhli8YnuH7BgyOLlo2lpG58u8O/RoGV +9M8OHLs6ylAgyRFzxZOGBwH0FFV1JtybY9FzH/2Mpgpj77gqGvQZ9yWKbmSG +5dZzEi4fCiA+Wqp8sYmG/IEr3oK9zFBUM1vJCizBcnr2tbpMkhdWIgYvCjND +vLt/pJQowOet50wlyPfX31M19JFnRo1wyMYy2xTwGPUras+TOlDM23nKl9Sf +t9sDl1oSsH320fh9UjdO1s8F8tWw4XrZm4rDU6GIS/UclyXz6uFI0E/795xw +O395Ya3HY7ytibn2nszzPd83Fo+Nc0IqvKE0IjMZCytiPR/Ievw72te9bpIb +VQedvQb4PyIn74ldKekfjl8e7BJhXA/GlJWwlJspWPQYa1Yi5/PG647spLEA +ki7SbXjKlwjn9+/qPpB9ZPLEg4DrhzfCzdoi8+TmfKQWTfTebafhWNy7JQa7 +rTB5sVtnQrkE9mkWV15mk/W7SLfi4LsdGz2cpHxdcvEqzYD3QQ8NOimecckF +O/HyJXX/xppC3JWJ/hFaR/KOV9v8ntdSsHUIsT2elQoBbeLWf/fneha/r2V0 +UkTu4K7k3ZmxEJY56BlP6lhLzZa2ai5VvHXezqstmYiujC/dL8l56p+JOkBf +dgBPLeUj/6ZnIbZAz7+A9M9qXuKc0y81ofFzIrz7Ri7x5d/JHQHkfNruPWx7 +dMYAAiYQNPJ9SPx449FHIfdT9qtEyMsdxmg2K9y/k6UGQo1nD90hucDwjpqB +1bFziPWR46yzrsHjsRduqmKk31OW5tWRtIGXTtX5ExUvoMQay/ifL30seqhq ++fdVaAqtaIWdy0IXLT3MgvQVLlFFypaZt+EbvMSXvbUedd5xpWcWqAgJvH70 +fbwvjgq9dtudlk+cm0t4MkbWY9CP5jS/1vuIbHfLoGmWET+Ef+SLe5H1dCq3 +jDHvBarkxGLfuvYR4ox+Juk3plAfOma7huEbZAP48y8IVBJb5xh/vdxFQ4PE +QfEjO/Kh0iV+JyipBWMKdotPBiiI/aDpcvl7ERzV7586nztOfGNgksmwbIR+ +kda+9dsH8co6vXFfxAtkJqayMy/TCLaKwKsGFWQfF5psqMybxg73kutJe7sJ +hp90pxVyReC8PT1QWGwQ7qZSwvmnJ9EoeWw8g50XerLVzkl1Q7h0xaZRV2QC +w22/pD+qsWElf4Se/uognDzFAw9ITCJB3sxH7wjJv/YrYo3qfdi17uBYImUK +94U1RePesUDFRnTwQXUXJNKPbexqnEa2Ht1Goo0RKc2mR2q0OuCRb3ls0I6C +ypOy4zVnGbF+cNAtXbEDhwTK501Jv+J9mSd1lwsjuviknrQYdGByuTmn5zwF +3CzrhU1jGBEjs3rtYlQLbv9VUg3bSoW3g/lPQQ9mbKk2aPge0YQro3bDqzep +kC+KkntaSHJE/vGMtuZGfN//ptKC5LLU6tnxk4wsyEu9NWPT3wim6HOHHz8h +9e1p7vypCjbodekY8YTVYzZ/PN5oggr3t/rzg/GciI+6E/VevR63DoVrt89R +cZth4+kTxzkg0xd5ymW8Gg4FYX/MpWloevxZKGaGG8d/O7z87/fFjpQvN3wj +/Wee4/XfefZ8AJtDlk1OHcwp0obRa2j4/PXKheJjAnjZV7JnjKsejDxv1tQv +UvHqn/1vuwNCeOnz4BLNpA5KW3QH8ploiOi4zVzksQUTe1jirk79gKrPuTZd +UxoWJM50NiuI4iYP614lqUqUbVPkZjKmwZUhZ7+LwU4M5Co9FQwqw7Hrt2X4 +yfy8nkSv2ekuAz/p5LCM9yUwCcnxi8og6+6YUxLVWhEL50U2PrtThd1hU39b +DtDwjdfaqW91H4YPlx7bLtgCPu3im5f2UGG058SW82zqoB1xFmCV/Y4dmtW/ +Q6NJv7ctJ6eJ6wi8BFgHhENTMVQ3vNee1I2Z62ylQof04b7R15ttvBbDIaL5 +LzhJv6HhrULnaADpH05q/4arUfLdxySI3M8b21+dfPD1LBg0TQ2+yDUia+S2 +waFUKsLE14rOhlljp3fki+K4GnCl80/bi9BwZaapYWb8Ck6Ev8l69u4LHk41 +1NV/p0GMQSMjYosXPu3883BmM0FMVY7lPfpKw+hNGY5bJSGw2+0cPyafgOYQ +N5o5qfOZN86aDjgHQ+lepySvcxGK6d7WHCDf/50ovNvtXQK2ZG0T+qLdjSrD +f9LiEdPIpOz5tRKajWbPjvVnDoxhUxD37sj5ETDPBOxxc30D2ZA6u93Gn4gD ++xRlw4JpCLjGxton8Q2eV6S+n/k6jg0dTM+s+OtR1n/Of+3LQeTvZLsjcqgf +3fqDn89cacQ/M/bEyYUJXIsS3ZFSWa5WZnApS/lFJyyfJ+4J20jBscVL9B75 +eSgLctH41EEjKuxbayzOt2ucSlNdz90/hS3mxr9Vr/QRAZfcekpIn8kwtEN1 +f20fNvB8D638PgX51VdccRfX49Tnr3GCJX2Y/Ld1Q2jFFAzaCqwLDLlxa/r8 +hk0K/ejT2Pp5NHoKon9etO3J40aynlKUh/MACnWi+Q81TaIuW+l7jRvJ0ewL +p54W9sLoVRxDBs80qRs72ZyqWbDJd6cotaodR24Vp+7wouAib0b/h2QmnN4j +fshAqA2/ZxLlWtooGJO+9GnwOhN2H+TTE2RphvvAm2lbWyq2un3h/ufDipst +L/mNRJowZC9X4RZMRaI974zWdhYoHLnlIrC9CfdHwplOk3Hp+MUBCU1mfFBV +KdKorIeQw+oyzwAVmq+uh1sasUJE4tPekm8NYP92zkfwCxWU5gMPNIU5wXl2 +MjdxcyPoLQ16N2dQkV90p5exmxNRdFT7WetapBYeYB3gp2Hxba/ZuTtcOJrI +yXv2Yg0qmufCakXJPp5r1IIQHhhSxmcZZBoQGlCr7d5ExeqL2z/2x/Ch7YTk +86MXq1G3yeLFu900FJpTLLqlNuBMr6x2M18Viv2Ku57r0HCrooDHvXATeEup +UWPCNbivJtCoJkmDvPiZN3aiInjqenLnNcsGiKz3vdVSTUXhtm9Htq0XRcnQ +DDV9tQGfxTmYz2aT61W9/vVduwRmPohFfCyohnOReNuyLA2H38nVBCjJoy1u +Lo69qB5xa4s8uwep+HKfv/6rkCKU6Ny+72CoQm2AXLnLYRqWH3j1eC/tx+ku +zifeJwrw4keTyOtmkq81B6V1RA+Dc4dnCvV2JvhMB83jJ2lQ4DzBuhqjh0eL +HFtYj1TjvN+nYndlGn4UPjZyCDiKpB9rbc4+LEU64/POsRBSf6pSHap8TuKt +SaksNZ0A3aHayT/FpM9clsu/yH4W/qscqnWtGcSdrlFVTtJXz3tyhBUQ9mip +UrsTPVpD/D5ttllXmIZPM6el5cOuISyD/Y6Oykfi+NPiRCvSXwnCsP5BhRd4 +e6Xjp2JqccIlQDWBhwYNx7pncrl+eJ+ovfimsYLgsdnu8dmGnGegpast9Slq +Ld0nt+2oIRjeHNpEkOc7xqvotVc8FhvfJ+r5r8sgbHP1KWGk79r5Y2TjfvtM +mH+Xz9eIyUb+jxcHLsbQ0KHft/ateTGeUMVlpD+UETZP/2TyGVBhJ732WJ5A +A24UsFPlzOqQ8viGhLMnBQW+v86d0G/Cvd6d7Zf43dDa0PmhnfTtn4p8j7cL +dmhkJUb0b2WnEfW/+kImueoIv1oFvhMSgLnMpq+T3yqI9THsW5Qv0CAk8PFp +tbwgLEd+53jRZROX/aPvWA3ToN7HsOPBPC9ilNd02Mh+RLys17o0cn9agxxY +q7ZyI+jg0x9H896gvtKo0p/kSi++Bar3p3VYCMhizqpNJsTGe5UjSR+rHREc +e0WcCyYbt/hz6BwnWg6H7f3v72xOa0XeT5awYJvakt3QWCZRkq6lFzdB9oVV +jWePlUlfEWkcMEaLJc4J9+/1I31j3RFDxTt72fDL1VzeWDMefNYq2pEkR7fd +bb5Y+Z4FReZp13xCL2Nlov7Ufzw+fSaB59AlVvicuxbB+fc+/sjsNlAj45s2 +yIocucuG33Xus9JujsRgwu/d82Rc6vSUtqD8OrTfSgidqIzDRaciPU7y3zX0 +/3TGKGsdut+ONwvsj4R6pAkfL+kzm/eUjaylcaPb+nbZ19Q09LLyLB0nOfTO +vlLLaW0erPPRtjH4aYC/YxW9/31XMEd3a31TlQDelr6+7s54AVUVv/kXyfgN +GyV97sUN4LA811r3KBNCbwuuO5J1YS8gMXghdhM6Ts4YOL/IRJPD9+WTZPwZ +cfoWg5cIuMRPr+/8lwK6ZRab4jkaBt73pDxfEcW1tKtBysbniaWCpM1/yfEt +rLaOtNjLYN/u5me5WUkIjH9fcuM/rn8273CUKge37Z8zI22jia2mb/+6L9Mw +0uip4KizBwMvRzUmGV8T46c2q7uTfpib5ciLGAVVmBjNq+9ecCX0J33XDJPj +Sz8333NQ8TBiY5V21jd8w0xuO6H4itSNngPdlg06uKlg63tGIoAwDJre5Ue+ +vyuu6efVJAOILPr6h45mEvfYx3zfkOdeqqpo6mpjiiu9go4S1unEOTl7SUUa +DVffJji/DbZGsL/YnEVMGhFzbX+SEbnPexc+1+t8c8B90b1z3xM/QeTeVhOM +0BB7fLtL4ddLeCGpUpgmn0tslbea4O+lwebHb2aWvrugxdV8KNbsJ66oPS0x +fzCFG3ROWXE5T2Bq8zQjOK2fmMiXzTqnO4X1/UqPlxvi0P4yg1duTTWkxELO +jewjzyt8OHTf4RAcyXHzyLL/RLxqTxCO7afhTNIFKo/9Gwx5KRk3cvwgfhls +mnfqomJcXDL/RHsZPt3b+bAejURz9AjP5XAKGLK8l8os6/FwTeGcs8R3wj3b +SFpbl4L7my2dJr+2YcymlfaqownPG2UFxmilcNktJuA4TcEsas7xL4TC67Cf +BsmVRHuEm2RzZbvGu5NKqa7nhnE/SPzk9Q/jhMjb5DcHghRQHLlb5otQP35r +7RR4kDiFv+uGI+qteJAoun42aqYHsd46S8a603jBRh+1l4kbw1lHt1xu6MHj +0W0WDwym0RhRzn8vmg2tJulc872t2JbXW8Y1RAH1u4bFPx4uyAwY4GFUF3T8 +G9lN+6bx7sux7JIWFviKDW9yW+lAS4lATL86BT9cp3k72VlwUC95lW1vGw4O +56lwN1IQWlua/+MDCzIi+zfby7VjwsjZ9UEsBfYmG9snOZihqbwubEdHK14F +tNlID1OQ0FYQm8bHjMPS3vafrNvguEFsMP8HBcfvsMf005ihWhls9Sa2Bfkx +n5L4tlDRadUZN3mODWvb7R7ozjbBotnlragDFTKibHsCVTlQZJox0vutGTvU +ZV0atanowphIr/I66I/xcUfdbsL4gUz7Dx5UlOroGB9q5wIX4dlbvrYRrozR +Sdxk3/y2UWPrlzoerMy1m5cH1mMtd9BX5kkqHB4lHpOXEMBrdaMXrDxN+ClT +eJkxlIqcyZdU4x4BSH1Mkq1/VYXb4l7BXKCBUrdppaddGAXRdalqiRU4aP5X +5bUdyQs+5nrnbEXg5bSFvjihAlWue0fSyXjQ4U//Ao+J466itH4sKvGQxqMz +Zkj61ZUWHhb6XXhkHHQ/mlKD4UcFC5TNJG/Ke21N0JRHv63MREdYJe6u3hwu +16PhTerZmHpxZQRQzUq7uurxRvRiYEovybOCR77YWKtCcPdTy/pj9Vg111tY +mqViPbOTxGi6Fiit6wQV0+vgH5mSukxyygjv7wBmBn18bg2d/pv8HYvqbyRC +ntJQEzUc9bnHCPvP6/TQy9Wi868v1+IG0j9PSd6qVDiJ85JntoTmN0Gx0+uK +8nUqVo46LOwtOIeMDskiB7TjgnFp2oFXFOxh0p9WErGDutCBH9IFDQgJ0V57 +nqCCZUeSyZMwZxx57Pti6WYW/MxurV9PcnpB/GvFOxvv4EPTmhHppUbcFgvw +D31AhYXhwucFzTAYHby73f95Peo1Nje/HKVCaFaB995MGNY7uqeOdeUSderX +/8q00XBK1mjBZMcb+K0aRt+QrCd2LrQa0qhUNFXZPXONScBrH0aX3rRuAosC +QlIB01COnDVgUsuAkptv2qvR73iX5nO6ipiEwsdAIvN7P84at4SOBgwRNv/3 +CY6dvy/PSvVjWETQlnbxG+G+R152dJ5UisIT5RO3qWCmBAZcqijEpe/ayq/q +aEQJO8dRU9VODekKp6TA9ikcU1krNxrUR3wyYfurM78WMQc/conkTOPjwvaC +O1rdmNgac4jKxwBXOhvzFwZT+PCjIi8ypR9WFev9X3Iw4KbiWHWj4iSS7lS9 +Xzw7CFrBkYOXVuhgF50tNmo5gfrwwn2bfYfwsPS4QqstPWw8thirPRmDktyl +Epu3I3hNuc5jrEiP+Xd8j3lcxsArRpeiUjaC4p2rQ406DKBu3qpuaDcKhYD3 +zaado+jZ+FjvfA8DjIIKhmZTh2G5Wri76tI4si70c3DsYMDTL/vq3RuG0L3E +xdWxdQLrFj1w3owBIqdTG1UMhvD5cARfge8Enjt48gjyM8GqrzO3/dAQLrmq +ND2+P4HHI7Iu/H+ZEaH14uavfYOQ6PTgZfzvfnOuf9xW7GwQS3IQeSI6gMtu +l6QNGadwUJ8h4Z4LJyyMxxiP9vWhfvFvywgxhXcyimde5ZE6cOTu2htr+7FU +Qrv7NnsKMSWzXBqTPDBnuPVRi6cfbOHS0Z4fpnD4KC3J9sN6BEU0Bpvv60G6 +9WNt89vTWK/1anru3wak+vKFCj/rRnL4uZs746bh0rrmbvv0ZtxR6HjjVNON ++FPXjYOeTOPYXGM56wMR2PVvTvzxqBvFto+qPN5MQ2ED+8vi9eLg2aLXsM+k +Ew7Hd711lqLAl83rjt6eXdDirozhSO3Al0v9S69PULBXQGV24J08VOQ/Nl43 +b0fkcGyTWBQFgvceUr8I7MG2Fu7rKldI3bt76ek5YyqMmY+/GnUFUtL5Muh4 +G3BYUq1xfxsVAnkCOkTzQbjpXnY/ltYIyrcuuY0vqNjhGfE3OV6f5O2jR/77 +XcUzqY9St3FSsfBSeH9JgwF2xPtb2HrV4phv0um168l611BkPsRlAb6EMPra +rCrYy1RqNKnTcH536syqiTXyz0Tfj91HcuxFoWnqByrG2h69S2p0QIod9f58 +Ygs+al3Sf7uZ1B8pewe3phuwNZR+z2hTAB6pvT5/m2hoWEl7e0HFD6671SnZ +YklEgbjr9fOkz7Ef+uO4xS8A/jeFXjqNFBNeMY+55XJJvj6qsH7b3EN0OJXG +f3F6QRyV3/7uOOljt/Hqcj+NeI5HTBLXKPp18HaKLL6/SoV2/lsHmy8JePjz +2TdLxk54p3CwXpaj4OpY0LiwWwrUxBXENuhPQDQ5PVesqQcnu6ayBOw6UHTk +Z+cj+RZ8+d8z/Wr7Oi+daYDfReU22wTh8lBGsS24Cc4FgVNqVgPYpPP7G+1l +GREVyy4ZeXAE3bLV5zXVxnB95c11qlsOqEFzjlb9NIJh4/3u83HdGpb/5hBx +ZBoliVyBnVM9RLsQDrVqsyGoOG/8OKag/UhTp6G8H4M7bykdecKKkhpqu4LV +BC4nd9fn+wwh+K6ih24BEwZH3nE3q40jKD9w3+fhYTjI7/o5coIFjjHNr9u7 +RvGxkiek3HYU/UotSan6zNA9/vJ7ackISs5yyyrdGkNj1ou9b3YxQUQ9Ufec +0gjmtSzMdRbG0HxW2OH5Hyb8O+dscHZuGBF+SpCVH8cJOZ2opQlGhHZ8tezN +GQKhzLZIKE3AHpQ8Rh9GtNgQhyzuDiLrxu+uS8KTqE4rTdk6zoSDxNm9RUcH +8e584K/3mpN44X1PdWojCy4InGEZkhjE4agCnm0Wk7C7t9auP4sN9msOmCJr +ALPGB99lJ02ixslZYJF9HRiCLtgNSA1AbSZ55cTaKXwZ75k+Z7UOISV/W7O+ +9eP6QCRaNKewvE/9d9I5bhR9oHfosutHTfZ4haD7FDTpdjUYn+WDbYW7uM1M +H8SDGH2XCqaQl7JW2Pa1IDyaZGxj1/XDV61mkj51Cub6seeYH2zEm+Dx+dqR +XpiX9d8XZJpGmojyNf1zW7H76iZB08Vu+Bx8sPVy0DQe3ZNk3by6g9S1m0Sr +STeu8p/YZ5kxjRaVWLVoJUnI9luO1//sgPwv/nW3DlDg/k3lpbyaHPybKXJZ +VzqQ8C4765IVmZ8yZYccNyuC93vq0i7DFhT7Rwzvl6ZCbZWDWmykjpta29lz +6hpJ3n4RvSOSinux+57dmjqASq4dx8esGtAf0iAUW03F78Ke9wXPdLDD27JH +4ngToobMNxX6UEF3eyH4Joce5KLMKkbiGpDlpjI0/5WKpyc9PPLcToJrvfTS +tcO10O9navEQpKFYO8F7Tecp8CrMuCS4N+Or552Rg4ZUcEuOb6ZyWSPFnNFb +mrUaf1Z2DdPtp8F8tKabc/oafiU/y8tyLkZR0KYvY4U0rL215pMyzR0rz1Qy +CY96zBN12UenqGgr+3LPytUHz6Za+/IzexHhIKeZyjeNt+s8PPlzfHGja+PZ +iBv18HYcMNszQsVPl4ey6ZIJENF8Y5ng0gxB1YJdzOR8indKdtSmPMbYZHqh +VVULvsbGFjaxk/4kurzTTjYZRcocZ4RQgCqhnw6yjVOQNWa+KEDrBe/Nwzs2 +/RyGsO5ZPzdKF0FV/hN3s2QIn9xeuT5yG0HtVbfA65FJxMUJo4WoD2MQzVFK +a5D+BPO6m4b+ozQy6TU0xZ70arBpCQvRJ0zjIb2nXXxgNzG9iTq1Ywsnaj77 +fa31ncRR47/3zCYHELMlUS/nACvktpl+aOaeAM8gR86N4SH0Wu35s9uLFfNK +/6TnBcaRYTskbMk9Apl8vQdNv5mRfI13X3TMGFp/bG4YjBgBz5WKssllRswc +/nfKpXIUSyIdIR43R/EuM3322QcmCIsxjEVPjuAC3XyKgOEYshoSz4RrMuOE +xY60cdFhKFgPV4n3jOPAwdSM8UUm1KvXh26xH0KPX42xqfMEwpvXGp5wYEbA +hcFXgaWDOMVn/eXq5AT8/tGL5nQwgzM4+GvD+kG81DEKmbCbBIca78tVsl8b ++YbTW5cPwO4m3fjxF5MQFWrJ7LzEiS6tdwrfewbgkVH1+kjoJEw5lccoTZxo +lptbvdk9gJ0xF2olwyYhsFki+oASN6z/MpxXvNkPm3Ra68S1KazeHf9DWeDF +tUOuHRGTfZhZr/Tp3ecpdJYqBtVKC8D+QUF1SHofDLsm2Q/VTMGK1b9q5ocQ +vkhm0mlmdKN2rn3nq+fTeKYsEnaFdSsK9VPWR+d0Yu8O2W6d9RSMxLdEszDs +ALWa0tXD0IEg2a2PNrtSEPN0P1Peb3EoMJ2yUM/rxPMSkeOjfBT0DOw133dV +GiX7tlTcjOmAibtPXp0RBQUCDOEjf+UxZxEmfo+jAWOOe9WXyb6cOfAulDa+ +HyYhwyxBQw1Y7KqN8cin4ux3242jn4C53mumSz/a8M9j4ui6bAocix78Ok6n +hcGcv3vdOppxS4mQ3aRJxYfDXVa7y3RBH6icfL67Gaz1d9mfH6Aiie/YVqZQ +A7CGr3L1OjTAkad/nKeKCurV6l+Sk+bI3fN5my9HNeofVDoPklzctSFg91+v +U7AaIkQLfuZCTGiDLHM3DYx2py8LijmBcaLvgatJLsym78rV9tBITmClfYh1 +wcicCe+MRSW2c5V/sTIgOcjT67oRqxvomaWHaWp1eGb7QoSDhYbHftcMVUrv +4fHGALOWl9XEL+nHksGiZH+v0jLbcT8Fvg66Tq1zmcRpV5ZdRwZoUCtuX6Sb +eofn2zzhLptE0N+TShb6SYP4zOzlLdfiMCgopJ8tOExQRhUqXu4fw850g6Ws +fw3wu9po4XD8OzHK35R9YMM02Z9CUwvGu/FvMNhxlmmIcG7zabYL7kLPr/KG +jZ/J/vexn6F+zyhR9n+erUQGRSU8WWYYS5ZZxRGN6ZA0FX24sH0AvzameFjO +TuL+4L58LZtCeB99fne1nkaw5N3IfbSzX6O1TOvZi6xpmC3pPi443k0oR6hX +fJZjhkkF4+ndNtPQVWalZ37QA53YlZaL7ozQPHZ5JvDKFBx1Jpyk3PvR1Sy1 +tNOVAREf3LKOh0zipNBVrrz+AZJ3tLde56JH0NUs25+ik5Bwma7IdBlEDk0n +eaGBAeI/F/v32k4Aj9XnnroNoZhFpnhhgQHXT7a/eR07Duo/oyNFV4bRGXaA +m62cEet9ePeU7RrDByeZ26y8o9im1MO3JMGIT+WvPWtzRiF3OeC2eQipG1by +tltSGBG3EjFZsUxyAvtk+qoG6QcYXVVexDFDxuVZcIrhCNydtARVe8YgVqKq +HXKKDcvT2oxDicP487mc4fu1cXjL0Ef9fseBspKSbf8whLv3HceWwyfw+ZW+ +qU7rOmj8bQ/7Fz6IhPPzFsPck3BPYz8gy8KLky/Kj33CIBRkDweZHZnEIHcr +xWieD3dCRNdfmhoAMd6nwE/qaJP8Ext2yQ0QCN1J+aY3gADL8hW6qUlkeXtG +tGVsRnlZjPQyqQ8vbt1bCCL1wYqS4Rh3QQTRT5b/0J3pwzVjK+m44Sn8LN+t +ZNawA5O/h9i8dvaidExGtnD/NDytpOj+HZOATRujo+VkD1zLpvf+Jf2aeD/T +x5OCcqjg/3ngmkwXdMsS1mT+mcY/lTcuy4zKkLUpiffnb0UOW8TBNhYqnFP2 +qv3rUIVUyQ/P+x1tWHn94Q0tgwLlflvRnM1qSBa/+ifJrANH2++k2tpQcLex +4Yf41CGorh6JlRDoArPpV1XRlWnMUv/UG6gdAY23LshMsBVTJ4Q17pHjay7V +Rg83m2OxiMvyJa0JnHHJ/A4OVASF5tuqDFhA98uANtdkIzqOJ33hekxFr4hT +CtfSGazzFlLn8S7Dq3FF0VNeNGQkVZ3d1XYJkkIinD0lTaCyy7RVXqWiZm63 +P5++MwjervSpDfUIY39j8d934Lee7+Sd9nPDlOBjk7zZRiJHaNJeIJyKTZF1 +Ao9WnyK282+W99MmIuRb9VCLKxVO2vBTYIhCwS3nv5tD2/GI1zB3MJSCD0Na +T8r9AsE1fqRV8kEr8piUaj0mKRjfbrvN7lsCbIMcZ17/HcJ5k8DmLSJjiHYu +8qn51Ygn+VrJsdf68CH3UlJx5BS53qlq+c8EPv2vrtP/V9el/6trBsPOujvM +g8STh9uePXWuR7XV/IkD2yZwyTCW4cTHb9gyx8gf+5pGaOde8okqHNDYPLQt +9ibDNOjFBdtzpnqJhECrCgZWeizxvzbctoUCef3azaH3O/E2VScwjeTrOXmr +IinWaUgJ0d+J7+wFU++VPRdY6fDT4WTIZulp9LcceHX4VC90nG4sGhXRI/XZ +GOWoxxT8gymf2m37cXhSa9dSPD0YAk6wPFiYxPPXP+UVVAZQ9f0A9RMXAzKz +CyQ3HZgEXfrM4N/jZL9d53yREkwPbVqbb+mlCdwNYkpmuj4E+/JHdXa9jKDT +C91izTuOh3J8iOQfQeztpt5gGhP+3FLYrtc1hvNZdIeajUdwdzXssdI6FkxZ +xoYz/RqDeJ5n2eSeEWR1Xo7l12dHs44p+1v+MaBTY0lOchTeocGeUbzr8Fey +9Rz/wgi2XkupPnloDLuz9S+HbOXG/iiaY1HUCNK6OI2WX46B7c5RnsAhXpTs +SZ57d3kYfVphvv5x4+CKL5k9k86PF8cNDHUvDsGd5wEl7doEqv/0L16Q3ITT +e7zdtO6TcQMdzhjTCdimj+zirhOGaLsufYrBEKQz92694DsBlzjvxWK5HYiM +G6uPPzgI7hMO0891JrGHq3QwIlYM6RwymRc6BzCjlpoV9mASXSv0a/kjd0Fq +YblgC0c//rxlnryVNgW9qyLXDTUUMcftWmOqNgDTrNW3sr8nkdL2etfk6F4U +qvKXhXwbQK3Rs6TuV6Qu5dQfO1a4H0+XPf69EOnHt+qctoU3U3Cdlk87bXUA +Qwqsfibbe5H8fLxyk+o0XtXsfrT++CGcEbWTIbZ3YqX0j2SFMgVvRkz0f9aY +QPg0O5/07k4ozybMbFCk4Lnbif33806DqYD6zohhAJMqK9RkoSlwMZ1ey21i +BukFyfLGiH44b3NerLMi84j7fR3vii2OMURV/D3ZhdhFj3MWtGl4fb6Vnf3Z +AaX8Me4Muh3QX1v2MfYCBdpfNgWsi7iJEr+30g/kGrDE9m3HlUYqfOnexC1J +hsCctrnL1K0C1OMVlHg7GkZvOxcmPH+GGA/B+QnTDpyas3aSIvXqVsxWnQ2S +vjDYV3DDpLwRlhKtnL+eUsFlf26HWUQUFm5q7JLwziEEH5+RJshxZK/bjT2c +LoXLCfVc/5FCsPwVvbLHhoZPiW+tc4nv4FixZ5peGCaSl//PExeOuug1crbD +f+ehlbX7R4nARaGGgNbXeOZzxFZj7RgM4vOVRn1L4D3/h382k0ZcC8h/mf5u +SGPqwN0LZgXT6K76uWSu0E1M0b9q+SzKiEHRqgzukGk0JHuH9v/sRol+mNCd +V/T4HKJmq0+bAqe8Zdrk3j4Em1fXnghmQIhB9pRc5RRMXf7GWxT2oVjSuuWQ +LCPyz28bv3J8CscUuNwdM/tBV7f/Yd1zBnB+t5tc1zIJ9TuJVoVXB6A7Uhuw +nYERdlv8d405T2JGeA3HQfpBsP4/dJ1pNFVv+PdTScYMJQmJEEKGShm+aCBE +KDMZk8xFCv3IFI2SIZSiwVwkKqpTylQk8zwdZx5IpDToOf/nv9bz7nm117rX +Xvvsdd/XdX0/nzdnN9VEaXA4ocN4wU0/hQ6J1/Qz+8yn8KP3rPy6J6sxlWYv +tlWLhvqMmQ3rZ0mgahgrkEZ4QN7v9DtXkIZAD2Wr1RvJoKtkMow7+ZH+e0jK +8yMVLkpB80+Pc3zh60P3VGEhZAse+dxcS8UqrfCwEzFkHPH+r9kGwjj8bqfm +zV4Kek5JJ24LoKBLbKNPrLYoyo7rvBm8TAGR+6Xg4RoKrK9O8nMvE0d+/9N3 +l+6RcSaOS2Mgk4ra9VzXL+yUxNvHBiXS/iRkdCyfM31IQzuz7JDaXymMbpOP +mIgmQXRFn/vTTBpSEzeJ58bJIfLsl6vpL6aw6i8qT2rTYWqx94R/nQK2/3zk +W99KhPqpG/PeVDpmDKN4jAjKeCC6SpWXToReR0pW+hc6Pl4m3dC6vx0lyum3 +HE2JuEf2KOHZx0AAbUK49IA27k5vpDn6ToEs/nXhyWk6IlvsG3vMd4H3gdyO +IuYE9mVqi0oqM+F03UzvSpMxCoMZnc+pYxDTj9ubxs3C5Zp90xmt+3F/pfNF +4RODWFozfXHQnY0X3H/2vZ+2QHeq3cXYiQFkmAn8a4tmY++fzVzqvvbwYQbY +bLk3jp/HbHdNdzIxnLnJmVvSDqV+uTPCyyfRq/WicM1GJlLVDdV/rvWB3LXH +1PPPJuB5yvWRtAUT6cufr7NzOgmHkODZuKuDeJAmLl1gz0ZBck7BetvT8C87 +Of9r+QAiDJ+Xnihh40LGtwNfP5/D5dMbjpYOEXHVI3sqfIgOmb0brYoKk2Hz +7t+Gv7Ek5P+b/lJ+g4ZyB4d7CrlJcBR/56wTN4zVr8d+J5NY8PgsdfIp8SK8 +9e3TL46Nwlx2WmM9Z16VyJoF/qQ9wZ/Ld43bV0wSDI680uBrYODokc+rNu54 +h7cuwheHveMIc2t7Gk3vT8O/eItWVmQXihLfxf0uXtAPi2Bry92agcSr6evn +bD5gPFhjdvehJmxUjwup4HhlYvfyVyqZRAw3PfCzNmlG1pGKxPzIGcKaB5dX +126iGDrYvi++V8DC7cOyIrqZI4SnkU5bz3BycxeLfYEhy0bt3VfrLGKHsGK5 +do8NewW0f1IqE7pYGG0tOLbYPoymrLsnRt+vRNsVluiqESbSeL71XY4ZR/r+ +2sWC49zIMVM9Yr6Pib9rjh57RpgAdUGq2caHG5kJKfMdekwIGVURz7VPYP55 +cMy+YB7sE+7o+8rJg0NyYbuU9Cbhu+z882hTXkhWDhckddGRUN336hiFiKLd +Kj9Pd6yGwd9BC/IuOnJmvfgGnk7hQGKjcXMKH07nD/ZTXem4KZG5QjJhCq06 +qa/MmIKY2kN9EW1Pw/GSzl09TSQMl9QYqG8V4XCO8qy1IhW28o94P6ynoDB7 +lvLcQQwP3weX1MRTwI7q/3TsDQVyuXIh6uXiyPhYlveTk8u2zt8O/LePCrVU +49GVY5JY8WBoZwKZDOnY08JjR6nQeFH3uG9cCoslZfQDyWR4VLp+66qgYq7B +oHSDlCwyuw311TQpCNrDNz0vSAWPieqRZSIK4KruoDbtJuMTvxbl/Dcqlm5M +Fnz6TwmeMy+WnXw0BVWuTaOZxpzzdbK8/jBQHZsaQy1aB6aw7OvwJzFJOhaN +7Fi9JpoIeeycysXhlYyT3Gjl8Es1twr3rwldpFftXG8mwZkDRlWTqT4M5I3f +63IuMMKddTXiKJ5A553O/Ae2TBBnvchu901BP3kjoN9tDHvmBvYpqrIg0vhe +7IGPKYa7j524yjlXnYyfuzw55/z9inb3wg4rXGFE1FN5iNheFpBaH8LATZXP +9qUtNlgTGC7uUjAOlp/hmQxO/7b07kziknHGC3H1eS7yGBhvPfT2r2LhU7Hl +/uQHJ2C7994lrtwBVB1RuHDhEhuvm//W3PkWig8bskv82kbRkSnY22LDgqvh +qoPzLqeQrNkg1sA/hdrqP48f19Lx845rVt+6OBywHYnkvTSBj0oqhYd8mDgf +l9Vkq5+CJ9XHMm5OTqGn0IVgKkqHdLu1eRsrFW/eWDM0j05g5Q+32XpvJgrv +fZ77ZVCDwAJn22ecflvOJ7tGUOkOvmg8/lUx/R7bZyXSb4xTETzRWzLLx5nf +al4/Lw3Voel0M3e4EwkKzlPLXynQ8Ixnxau4mg8IXLp+8bt8E5jh87OJiTOE +925GDvvP0A1Zd1R7lcdZeKcTtP9gzjBBz7pbkn2eB5+lKm2a/2Oh+61Hz65N +o2gSzPNtKVqNhQ0p98gc/x3t+77K+fIohCdc6NfVeGGeqjxyxo8zf3PIKbSk +Cbhe45O7Y7AaRi6173NvM6Bs/mBPUOMkaIth8o81+GFe0GFQFcaA4a0D/3i5 +ObmpJkQ1ZghgVt3kd+wsHcH3PG3f1xOxQAkzObfIj0CfC+ZZDBr6dLT+mK4l +QfzLKrkHHwWwcuWq6xeCaeD++FX1eikJfO7Wbrrmwjh/q342pI6GlIGYrjPW +JGR9FhK5nCOG+meBy/26qPBSOXvsgxsZKate787hEccB02bP19EULKv/UbG3 +kQLX3Zf2mJuuh81W9yA9Dh+rf3Tkv8XhZZ2VTGkrHSkMuxSM1uSS0RrZ9Ekj +j4qn/jbRn7KksPCFTp0NICN27ZHFokYqdo2+tPOokMXxyOCpukwShAQfdQjH +0VB5lP2LGLIFO1+KmF4vmcKb6FoeedChtyaf9CF/GzpluNbfcCLik+TxHYd3 +MSBnFRA5abkdx3k+t6w8w9mXkjSGlTwDxxoEaqpnNaF3Tpdr/csJnHynr+Nk +xoSAKZ+h2IPd4BXZHDXmPYGM5rDZcY6XMGxLjzeO6OPm3o3+b29OgevK1ME1 +h+l4qfbqCPd3U877Jma4Sk+h4+KV/cwSzvz7yEuQ0zuIh+mCEZWXiHhe1Jhf +vJaBx9ZW7kFGprjqadNKiyVCI3+PkpUUA9L7+cVVv9miYTguKuXSMAbu+Kws +J7JwvHFFmqyNC6TPSzQnrx+CWcE4c78uG3Zif4dMv3uhI6WiXdh0BM8En3hN +P2PhaUX66UijUIhxjwsHD4/gZcd8EPs6C4cEs07W64TiXHao3m/PThwa83kQ ++2kaYeWTdkSXi1g9tKYq1b0ZlzX5jsVGzODc+apWv8IrCNGs3ZwZ04XJ915X +txZOw91163HahlQ4P426PK55nyC+om3pwsIMdgbp3/qPko97j1omtLzeEz5J +T68mJM2gsC+JpTr7jOONV6qIGWMgtKYHry5ggm+h8Cj5+QdUPl8b+yOeTBC5 +nf93LnMAzGP5a88akWBvot/48HgfocCGeXnkBQNhHdefSKsMw+3Jwp3oCzRY +5l9r08ybhD+3/HNHq17ENX7Y+etfE/SFbkWVRs0QvNv/vCVosw2D1I11vWPZ +kH4nX3ehY4DwIGF8uPM6H1a02ZA1Ofv11dq80tF8BIPdGUrndq9Gm2OcQS7H +E84FnRlZy/GGZdtNSh438iD7QvyG1Rxv3bEiNfYmx1tJDqHL1pBXY2DPCGnn +byYSNpVNbhEch7nA1ORLRX586afU/HBiYovFjzM7b09gj1Pe3+QvvDhM/xj6 +xoWJGetntgdzJhC17/X6oisCeLpp+1WR5QwUnX3SVf+AiFXRAze23hCCmPe+ +FLtBOj6vibYWHiUCD2cxpiUKz8AZ9kFNzrz+ZXFb2YuIY/t21wV+WAuFNeqU +WE861mRWDG46z+mPsoyTrtrrIPnvmMcjf85zXI/Pnz81hTDp7jWJ+yRAND/u +LjdGQ5SGt8RTeRKU65zM+/0lscqJcTnBjgYVubeqVh9JOCwwt44vUQYb/mtJ +ZHH4ec0FDmxz+FmeVO99Y7s8LhbLzlhLULGi+ubW44oU3J1Xj2rUVYZLhOdL +xc0U9F+c2eMgTcXJx76Z5vnqKP0c9d74IRkmNY5nEm9QsbPivw9vvqrh45eF +n8whCkKJRswXvhS814m7ffWqDq5tdz8jMESGXeWUU64HFc2Xb/3be3cPFr7m +3VjiIuH43HyC6SIN2WUCEltVjLApWeL0aQ8yZA4/b/jbQcVuwY1WUsWm2P5p +85WaODKSxN+OTjylQuHbnz2WPPuhrMZFLn1Ewtnkbp2PYTSI0MdIN0/Z4Oyv +gKLj20kgqRxidHTTEKnrqVWm7wiB9x/v07o5+/tsoYwmzen3+MtX1ZkeoPCI +Eu49JKJF8O5KPy4GHOY0L1L2euFJ2/QHSSUqOto7ro+LU+A3Kr9HP/kkdE8J +3FRMI3L2l0+wUJiBxbd2uj5NEfh+fllr8fN+RO3a6qz5go0fWUGKa92TIWc5 +ePfNIAnMuOCDP/bTwCiuX++WGIsGf83hOc55G/R1e/ZyeGqtXueK4pzbEFBd +b/PdpRnqPNzxi2EzOOlfIv/gzT28Y2Q9M5vtx8i8ifC+DDbH7wUU1+lUY/95 +a31Vl1HMcWe2/frGwM/3zZEtW7og/G8Pt6MHBQNL/3vtNpaXJK54j2ZlrnvZ +hA5I+hpfXb5shmBtrq9zj/TVMDasz/KkARsip7WCri4bIvxSbxbPG+IBP0XW +gDLPQvG66cRcg2GIOW62ThDjw3+1mgJiDBb0Luh6ngoYRsKJ2xXyrXwYSN+a +TnNhYVbZxELx0Sh+hOFDGWf9xze5Z2oSLJya2BvUe38Mukfz/xuTEoJ85Eru +82lMfFHftEXKeAIvRBWucmgGjrey74pXM/E4diRyjHsC8m0Fou5+wvj8Ztbm +9AQDWdFH+xTdJ5EtwHTLCBLF7ibnCkGOF004apTXczxpgBK1P1tkHTxXmT08 +TGKgIHrWU8VxErIF2zQ168SR8ifj4fAoHbXOwisH+4hQ3b/loLS5BP5g471E +bwb2vXyW2LiBCPrKEy3mGVIobv9YvW0nJ7cq6sb5a6YgGHc65NHkJihu2eEk +wU9HmP2flxXMKeQrOW8Xspbn1N8HKftGGoRv0YJUTDh9mnAi+fucAg7L+dHL +Quh46tvw7fbJKcSUFu46O60Ggcc36Tz3aBjO3Tp0KoQE7pr1dr531DDyJlFy +lwQN4Zd+ZjKEyHCIXDhzv18LTgG7sv4V0/HPovpFjswUJneNrya17UZkhne0 +Fw8dVuz35fZfpxDyxWjU6Js++MZeZ9dy0UD9HXzv6lYyehWuy6+I2Qsvqt8d +nyOc+XCQp2QtlYwbFfr8G8MP4BSZ8m5XBwX33vo73Q+jINWotC9bxBysAcsx +/5dU7KkW9/zvHBkzVju2EB1tcGxil5HcOBO+DDieCBvHrfcvDuVIH8d6wagt +a4OYGFjkLUqImQCveu9IO88JHPaMG3KvIiPo8ZyybTIVfemGGw0sOOt7W77/ +O03F9kzb20KNZIwlFTKmn0Vgz7PI+B/9VAg8ulTk40AGOTa6W2NLBLzJ+oV/ +SpkwM3sy0SI6gXePHFo9jlwEsSF78MUlBlz/K9W52TwJoomD+URaBWL/PdYh +jrKhOfNte/rLPnxVvps3KlOG+b/X1RJKyMiWdM9en0hFkpffcKLyQ+iydrlv +OfSJ4ERfw/dxzwxqdvyrzrApwtS6MD5rTSpcVMMkHm4nY47/zvQPlxYoZtmW +/M1jwYymRwnZ203Q5OV+vU+/F5+fd+xLP/YJiY8Uy6JNZgg/b8R13Pw7Z/j5 +UQRx+zgbSjw3LRXm+giflJW/ScSswUjExbDQbhaWNG+4yX8cxjESV/lNByEo +XiifKZVigfWJp8jx5hi+fw6YNr4uiPzsPVLftFg43P3KashoDK/2lFvfqBbG +yt/T3eL/MaEuX1ej5MHhbj/ubBNHEexT0p9QNGLCxOfHvpCmCfxVVPm81CGC +uSMqdQf3MGFgH7XxW8cEggYYon/LxdB2g18wmM0AK2bUYZn5JFw+XN1tYbse +gYSVa2IuM/BU/E/697FJiMkd+8/iwgacaMxYNjtBR/frT9G3u4iwNbqkf9x3 +I4KrPTpqjOh4R25eSi2awnofL1eVRRk48F6vDDpGxzUnG76uWA6vHQ6ZV3eX +w5eryyzjOfP91tuiDq4iEraeZf/YdXMLrhR+4A/fS0PMv3P7+UZJiO7M/rS0 +ciuGvdiDYrI0bNf9uY/GTYaXZWSsfK8GtDy+3GbmUBHj/5a2/jYZuxeuO52j +aULdQs3lXgsFpD90saNnKWDRbQqyXmljuHaLzKpSCrgroy9oZVOgrW84fDdO +D01Oh17zelEhHfxxR8IAGXu+MxqblxvBTu1anl8GDb9Wnn4ceJ4EJZ9VD6+a +7sdK85QNkwVUsA5PfvC6SUaPyY7aRU1TCGgsa4z1peIHSyWzvYeMsEIuM8kO +cyjdnFa8vIoMg8+2zgmbaFhnddiFJ8keuNOr9pgzH2e1w6VlOfOynkYeaLP3 +xqBY8eHcg1S4DbyNP/uNDOOGmEVCdTDe/nnHPjxHRmPQs7VdZlTkaYmMCNQE +4PULQf/3jkQsS1jZ/IHD26oGjz+2/+T43Qa3hXJhjof/mjVlbOM8j3F8LiIq +Atcae9eMVpLwvurwFQ9PGqZqdfdpxN7HIbNpE9vCKXyICu9lc+Zi8AvBkJjg +Uky1Wl5ICSWBGvZauz+NhrTarq3KCaV4nZ4pccuVDLm/FaMibVQctfq8gvC2 +EEfkBhe6rRqx+b7yK///OP4nbukbwvcEE3vD/2FuCOpbSnOrTjcTdo5XJm8I +4vjYy7yle+xOONnxqK54MU0Q25eRTBD5aRj/O7zRJ5qN0wIbciOJAwQuz1qN +vC4B3E5Tvfohng1e4jW3E4QB1OZ1W0ZsE0DC4k/bTCM2+IzFK82+DWI+/pUr +xV4Iiymu18oM2ch/N/iQ+msQ7FXnHK22iuCNpmPfcQsW/gaRB3+SRtHcdD10 +2UURfHpZXmivwULymEfyQasxqF9cc35EdC2+xxHsSsJZ+Lb6Kv+TA6NQblaT +cE6QgO+p0osj35mwK8tIPSE7jiZRC15upw1QLd9xsZXj7aWNGZvK7o1jgxB3 +Um+RFLaLT0rZXWCA+2p65YrpSQR3+Edn7d0EgfpLdu9dOV45qPI0V56I00+P +/Rm+IAfVPZdkegwZ6FE17eywIsLj9DLC0tkt0D/Clbq1hY7wpasn4uaJuEa3 +vOgepsTJowexch/paDXIJnXMEnG3njXWflINre0hon85fnrmftW3dRw/XVUS ++XbKTxNN8UXM00QaIpq8nrnIcHLquUryVxkt+LL8TrM4eRR8V9KlmpNHwp6J +zmnf9ZCaeV/rajUV/Uy+qR+xHAQ98f7x8z+GuBq3xb6Ik2v1qZ9f+XNy7fuT +AOdA272wH580UNtIx5P24wk+/VOwuXH9+f39psiciMt4ysnTQ1sNDV4Yk/B2 +TLvY55wFfsyep7Tr0zB7Q/ENgcTx3+2uT48+cMSVzlMjk5YkGBx7SEt5RYOB +ftW2iy0e0N0Wue/DWRLcjK+qmtyiwXdH5aIE0wvvIvNbitto2FWrqySxm4RD +acf/iwgPBf2O+9EHoRRUqejc2vCFAmmpN46snWEQNj2xFP2AhLqYCsfE0zR4 +x4Qnbco5jU2LBiE/n4wiOtlP84IjCw2pioZNiZeR4BqdcE1hEG++fD1c7MfG +vh41OYvFApyP2rX+O5MGP2qpR4owCQO3Cq5mbE6HYcJxJ01JjqdYtsbHz06A +vz0zs6i2GHxn1T7tLJmE9rzgodb7DOiFBmxl9BfjoMm5iQs6VLyrmG9sVyeh +qWcgdfFxJ35ZyrcPjndhyHUhrOjmNCEu59pzc78lwzWWV3fZVbOhJWfjf6+r +n6DQb7RSY1QEacfP/1uuwMZfTO8wDhqC8q+E1gA9Maxrv+38WImNULGUuEjP +IXibidx6mbIWxF5hA4nPLIgdcfDZPzGME0/f0bdlr4Pao7sEBSITEN6d3Xt8 +HAn78iWNddeDHWn9p0+dhdWZ2eZbDo8h5JbziH6qFIJ/1B3afYYJj/ef544E +TcDmYVmc3y0ptIQy3Hg5XHHXdCp3nMMVb9+tOtN4cTMOrd9v6hrIxA9+u+mm +8xOwPnflRY+9HLrqb+yw7WOgs9u3rDVoEsLFW/Q3m8tj6Hb9TL8JA+sur1kl +eJAIw39KprtPKYJ6cVo0hMqpN9k5kfJWIordZAYltJWRY8FTG8Tx/EFz+/Q3 +HO8n1vfU5ZxVR9ShC5EBLgxojaSrXVMgYuePoZKhs1qQ9OMhyVvR0Z6UdlA/ +awoeN/Vvt8drg/qPfcNXkYFtL/JtHoQR0WbWU1a32hAm7De7lzIZ2NzVamLd +MQlW05zRkrAxhObtBCnadMx1W0XPP58CqXmZs5yQMcx7Fptv/KZjxOteeEsF +ESqiWXfkmGYYTG974JbPqZ9JSafTYSS8eU0aLis2x9PpBKFNhky0ErbwPm+d +wP7kvGVzXxxw0Ik7Qy+DAQ2BM3fonRwejped93/ojtlrSpEv4mgIKmFcZGeQ +IJRKWl/3yx0OJPdtsRzPPeUl84BynwjhFaK6Xk8jYdAm0859kIbvfNotnn0k +SLrK93+6GYHR5rYdKhacfqexN7d9JeNbZvsrm+pQMMRlBhc4PpkwQgkVlKXg +VLbeX6nPF8C7seZ223sK9Ph/iavEUMAWYl71z72MK9JfRPWIVLBPmJV8NieD +6pxmUm59Fc+rxrSI79jAexJl0/4+VN5/4p5+7g24N3B1vRqawSZiO6mhPZPQ +nHZ+x9vG5/j30TfKe10vnopWZ0ryTOPbf7Yfk5vrwG71WW6yo4FQvUItWSmY +w7MnDy1GHiZDy5ZWTm/pQnFb2gGN7GlCo9SuX+k6K1BzsCP8wgQb0slRbyxY +fYRnX4ZuEVdugKGt2d9H7iwOD81FPsgbxayEr03EOwkshb5IPGHKgkX6N3fR ++VF4ksp/Z92WxKFQUUJaOxNVuzKkLjwZh2azrna8gAzUms36BmSYcPt+ukz0 +zwSG3G/O3kiRxQEv4wl7eyb+y7cLUy+cQOHua89nPmzG88/9oodtGPju/DxP +W4eIIAcpQ3KWPLza/JZG1ZgwJvlu/jfF4YXqMSs/OUWYqBYmZnMzEP68L/nL +XSLSVyvJh3oqoXRieEpCmgHSCdnZtv+I+HLc0CS/TAXHqxW2kTTo4C5Y+in6 +egrZR9uZVQc0sGt77dpMOSq2rV/3qWwjBftCA69kq2kj0W31un/3qNjZlU9x +zuBwe6H7zRf3duCq8Pr5vR9oUNtt4XduL4ffoqZWzZroQqJnLD7/EofnJfcy +3pWTUXqgqv7MXWA+lvBEz5GGH4tir5o+kPDuJv++6PC9uBR9cbmrFg0s8yNX +hr6SwDsztN9Scy+2QvGHwio6JM/eqSTOToFZpN28er81+MqNLny15PRF3K+A +350kDF4+Wq5pfxgP3le9PrFAQ8r63MfXuUnIJwfrufM5QXLv1vbfOSzkf5rx +Lq4eQV2t0vlwXh+EBnqe2RPD8T6zyo3izlPIiH3VAUcvSI4/nCAcYmBNiK/M +qt1EZJrfe/MmNRqhiy7Js0N0rGibGwsfIqJC9qqw1NP/MHXHtLvmIAVTvFEe +WxY4PsX1vWlqWxhUCSVUq04qWms+8MW5k1GCS9O/DOJhYdlurvSTCQeeVVtW +LRuHZAdJRMD1PgJUQigiHSTIct8yunOIBpsT35SZvemQnK75o+dFhP7rIBFH +EQa6/WIzP/k/Q31ta+PNSApBZrNXxMFlZMJb6tuDCk860d7t3+K24T2Ci76N +a2vPIKZF9vFhsUbYDCZLJa3OJqxdaFU73z0N5lkz10jpTrz7VbkuyqgHCoIR +VH6XaYKq/pZk5WOrYF46tWjD6QuPCxHGe9l9hKNOvibiPBtgeWb/cXUDNt48 +62rP5RpCvI5VUsBlCaj+c8lNymDDd8TMTuDkACoeD2zUWJJCfu+70fJiFmTL +wsLpZ0fQmVAwcDhXGrKL/X5JTBZ6iygWDr7DWPBdkgkul0W7uHyV8yQTurKB +uY/8x5ESTivYXbwZD+YLmOOzTA7vJNo/Vx/HcV3CGnnNLQgtKeUeu8PxnbCh +MHuVCVDCI3u66hRx6iO98Pk4A+sVRJQOHpsED59OwGpjVdi97fZcr8jEod+M +zuivE/hqXvx7YYMGvgheXXEqiYHlndQ8BnUSY1TZsSUBbdQYvpCO9aVBvpx3 +uWYNCb3qlmkL89owkP3+JiOYjkA973N8gVM4PFczHaO6E195CqMk1jNgNXeQ +e+9FIh5tE6o/KmAAnyqPqbo8Ojbz2B922T6FlUk8JW4PjPHszS+r8jEavn48 +osIjT8Ip/uGtiS/3QiboQcXFMk5fWKuHXPMk4VFbYMZeN0vMxOezk9w4XBdw +g888fgqvFzc4PL1tB/OPVa5pnhSYvTth9WeMgvBm83ql5CNQvnCN0rqZgTxJ +U4LEWSLu/2we5z96ErarT8zReqk4vFNMptmJjFR6U7R5fyAYV8uNj3VQ4Rzn +arTakwxVmtkj/nNheFLLG+ZwgIW5UQHpkB+jyLaiqwgancMxZp+Luz4d8ikv +03+VT0EsVdk4xvEUTOOKlPbFUrBolDGY9I4CXl3+2EGvaNxds+4/oR9s2N5a +WjVs1YfHRrqa8e8eYDxw3H1+kQkNz5qwQfYYer+cc91xowi8tqssv6u0IPGr +kUXurhn8fLJTbKLrFczfP4y0bO+DmHun2UdPFkozv/OJfenCdaMK3+W+b3HF +gZv9bu804fNGc3uiZDeWLzeNzBgdg9aqRwqVT5jIWiQXpKS/g1R9VrTqhX4s +Vl/wS3nPJvj/ibU+FCiAR3sFQs5+ZuNSo2/a2YP9hOUW9y5PTUjBsZ7t/jKN +jagQgVWBMQN4wc3vdGZBBqKv+XjDYjl9Ma87i44BOH99UdjqsRmUVp2pNRQW +sgNy/3OMGcaLm3Eby823oCC5rlLVnQ1yDHlwV8AgtL/4lDAtFdDxbGaCvY4N +XaLlrO+TIfjPXlli7FFACVlNR6aXha4W4oLK+2H4y2pv36aoAlGWYrM1h0fP +3cn8SaoexfxM+4vVlqoQDT5yVNSLBSct2fyka6No4/6lEt+pjjVso9Xc21nY +kkbWeWsxhnX338v3PdTBkSmlUj8Odx5UOUzfXT+JvBP96+YXtPChO55vlLOu +LXbqVGrdJBrnlX/vvaYLLwv5n8b3OJ55btn6OcIk+HqlmzLLjWDYEd4V/4eB +MH21mQCtSZR1CB8n2+yF0OCvczYBDASGhYl4CBEhP6IXbHLIDBtcLq1LH6HD +Q2pQ7fYAEdn2vZVSchZ4d6pV4K8CCydUNzbPhI7BtfOo7LEqe7BvXrn15BQd +d7f0tT08PoX1hZoeL0cdsDdfa1W2BAOTeL6VP4mIX2s6vmecD8Xec3KtT0KY +uCyVReM9OwHJkbyjpOJwyEXzyJTXUHDoNt+NwMsUzIY9SnQwCIBZSFDrzCMG +egVg21AziS+Gz1LJpFPQk7Y87fCXge2b1g3EbZ+EQcrWh4lB8TD+tia0NJSM +5o6buwXeUWGRsbJQ1z4O/GnOOcW+RLB37TfMVGFgw7YW2p3eO5B9oWW2iToF +Vsy74l4uOiw7qumOviWQuSM7Qhvn+NKBgonrNAq81P13G2k3YDLIDMHeeQS/ +dH3dy/Yz4PpddsOgvBXtu2In5MunYR/4wkLzxUfsNPVZHTvQguEjVwamemeg +aXzV6yPhIWFMUO2pacpz8P5yU7x2uRfM55SjQ5unCX+okVTIi0GFndbfGT6N +179F6q3vdxNs+MoGL/XI48jSYauRV2y4rqndP1zYD0+1cLdURQV8+G3v+aqD +havhrMfRg8PYljvf6vFPEeGvJ/RXX2Ghyt38uDRzBBa8XmS+oK2oYvFv2HaL +BQMFRbffdSMIesnq/6OiDFdrSZOVHB856ZDhp8fxERe79/dfnVaHQIy5rZkb +C/ZryA+m7o0i6Civ8SXv7ciRT7hc/4mJozoXvkzXjKOgvZhYyauFt93EXwqy +bAQG1B0ojR/CgZ9X7iiwdBGTGCtCNuXkiEbkuZ6XE3DY2b2volAXq/KOLHaT +6GjKbxLe287x4vaPYyWzeviXbTFu/IOOnpqwlc3VRCQFf4/2yDcBLHY0C3P4 +ymWl19fL94jYJRwXsYp9AMGxlolaR+kIk9G/vuHqFPZvaxcPfHYIkZcir7E5 +nCO9PufI9/ck2Dy22/KIzxqxBTc31GUxQG2e2639eRKJORH/9Jc5wqC481HU +DhYE4z/ecdg1huu7fybYUd0wvpIdoLCWAaL9Fwm3y0Qolx2g+7T4okV7r3g7 +Zz3l7bEFl0tENBcJfLRpCcPavNX0sQoayoT6JB+4k+Cf0e8XNhaEWEGlP3Z5 +ZPREnW72zaWis6E0s5IrCilRvGfF9Vio5Fr3RER2DBsaqs7Itl9EozA5hSHJ +gqZoPyk6awyqvbl++wOvYGIlXfA1+QJ8xS81zP6awbaQO5TjAQXI5NX4tebW +I4L/85bOpOkZXEh2/h1eWIxLr/eV3HIagrjPCk3DTWx4pjzQV/YrBm/pf8NH +XlHxeclAeMGQhIS3r2jPYtow639qz5TeAL7+3ysNRoE991+tmsSzgb8Dq56Q +kR/1ydV7tIewJEpl7pIgg/3NYEyCOIzHHy1litpZhIU0qdC/zyRQF6doqPqR +jc7W7+GnjvUT6pS4ss61K+DslPXXjcHTCDs6mvy2rRtLmzxjZyMU4BLgKvtM +bhoXQ1f8/JjcC/t4Cx4qQxnW5YGf4vTZYKUmyBStHMK6xo6dW7ep4ZvBZ5f7 +bmzE5IZkVQQNYma+1P40QQNLjZs6vElsXCl4JcA10IeZ79+dlytq4cjK4/UG +USzUhanMf9s+in9C0UkZ/DpY3j+me6eABbdHtO37M0dwqGhLZmaELurjytWj +Tdi4QSCueU4fRMJE7oytlx6EH88H8z7hzOEqzbvVJZPYflKQLlBpAF1PuWsL +BAYsXd4YrkqbhMdQ2fUC4n7c2mqQLjhOh/WrjFfavUScdrqyI2e/OS6aCPbr +fufMI421ub0GnPtDb324JnwYYYMZ/3w4XiyWX7+hlePF/mfkN267exiaJ1Jq +ndpomKa8YaftJuFn2RHDoYmjoHTdlilrY+DLHtP2zJhJrJn4+iGuzAPmHXHR +a7uY2Lvun8bJu+N4+Iuy69+6YKy+IzNvk8ZC/3XptC+DHA4c1BBYORCGLPFK +pS8tdOBAXIT3HBFlVvfjq/UjYSp0j5ZQR8Jo3lRgpwcN9CT/mAqxM7Aq73ge +JkBFSsHLh3u0KAi4qCRSq5kA/82xP4oH2LiYcF0kf00/LJ9JrXG4dx1KVV35 +PYozIJdEP9/7sw1eDZFNO6fv4akCW/eYzhCqidP/qpTYGCOe9n5/pBhxwm6r +cxomsW+yc8Qzj4Hbd2zCf9TnIEm4YL9+Eydv+rR/CFVS8GHPH4tQQi9OOclH +nTZkY/Q+l0/d6VOEC3+22kb/HsQLo662Qe1pjE6uXnnPt4awgvZMryGiBzJx +Gz9sn2Ci+snn3e5rawgxb17+N/Z7DF8/NFw+ZTiM0AhX/+p5FoFVLhRta7YZ +vSOKRx6unYaQ1NLaqZ5eQseZ4bJHlWq4klpTd7luGoJzUfv3jHRCdM22Kxf4 +NTG+JeVTh980bF6GOR+a60bGmFbQPZoW5Fc07nS+wam3ixsfivSN4MlOx2ql +E1qQ2fjo9H6wofWkZFTz5yCKeOLnSkV1UT5+8OhPRzb2kOZdtBIG4UJLe/lQ +Xh/PpS+zvYeYsJIJtbKNH4fjFeoVm3Q9GAX5nR/5xsLxwiq68YFhSNDMsmJi +jOEepnNrSJ6FH/TG0KGzY/hwZWKTjvg+PJSJX+XJ4XD6uaGOlRwO3+OZfN1q +txlWabZenK1m4OFvUsqBwkmYzjX7/jKxQlHXC1pgIw2nBeN/CZiQsN7j9asf +Ow8jMEdERZSLgbMuQXNSj4ggfxZxFfI7CiMF56juOgoaysTaDyRT8OmGrHHK +N2fkv424FbadCp6HDWwJQQpCm1Rc13l4Q+L5II8Th3vNEhq3kzzI0H9wfk68 +OBqxow3RS3QKyrc0l4nZU2D9R1Lot/s5ZBBlo+I4flEn5BNowfEL+UlJ5oXx +KGzePrAsj9N3TVTZtco9RPhK2k29OhQFut3DW/wJU3h5Tzd4nzMd/3r1K77b +ZmMhm6fcRHwSSbXEG2qCTHBzPXS0kE6DxEM5QaUoJt5IGm8b9ZrAsfHAucpb +WXjzKFbAjVMPoduiVke59xKKaPO19f+qQPycM2ZZxsZTGV8/l3v9yBdKWnTy +qMTqsMdGeXXPoHZ8mdCRJzPIXMgL0td/jbVv3pY7ak8RxKJ5e5T5KagtERHb +tXoILzcd3TMuQULyZ2u575x6UCZuL/ABGQFdem4T8j0QcXgt/1WkleDbvG3g +zAs2FLlM2FIin7FluDe8zqsTPca8Ty+MslEndu9KutEQHDo0ijZosAnyW15p +3DmjhMbLLSbnzKcx7Oj+tq2wh2CdnewjfGIXQnkaWwke07i2S+OXkkwP5E9u +VrGHLt72OKW8uc2GUUTBBgGTAZzrWiAqheyCca+sdxUnV9z3SJmVJg7hBalr +JOywAZbtD12xTI8Np8o9zsf5h3Bd2my9Z5wxDo7uyFhxmIWGXcJdUd2j4F04 +2ruv3BjSVMMixkdOnsYFMi1iJxGz7rdJ7+390En2GYyaZ2L7K5Ksq8I4zgt4 +RumqmqNdd4PGojgTzdIBEXdWT4LkY764ssIcn7p/GtPPMKFYJeS+LXACbQe9 +I8ubbJDy6PZRwm8G4lQjL9zWnkSFgj7lc6Ud/pSkRlRb02FCynfQyZjC49kT +LXySjih49dK26RwdXvV8T2zcplAUZsjKifNEQ9glr2WyZNw2/924k5eGtxuW +s21ivODTtzur6TsVos2hZ+7sIENKuSGLdeMCRF1ff+0gU2FKudF7xZSMxcn+ +HOHgeMRvFbrL40LFBEVux0cOb458ZSUZ55xFDZvhM36OBo3lMXHlt0k43dXL +VXQnDp+VKuqOGFExdUiNEv2bDHMvnwpRoVTo8YWX5lFICKnxPyC3g4b30zdl +ZJULsMo7L3n2Vg+aH8VUqlhMY0YuZcUp0jWOd396uyGwjWArl+sp8HUaR5LI +5ps13iK2/o3cc0kGYT+XdaGP8yRhjaK9vwWhFUVXdu/8YkYm2Kx/9/LLYyqE +0+Sfz558iWsqa+PtS6YJsh71vmu4OpC9cdJcJuE9TnPNeAsJHiB88J3ZXNE4 +AzptQWHPf2/+3//Sv80nTVw+OYm5zfsHAwcY0NCS5r0u3wAJxdyN3sm12KbD +/Lbn6gwqh8WlsmcGECd3/1v+WTZhrWT45KsSNXzaEGavnj8N+ZAvWRJ5XYSd +WQxS6BY9vNiiuO+9xjR+Mnff2GjQiwDBirhfgXo4EJ2epUNkI6nz6t+AqT60 +xld++Uk1xPm6Lr2O32xIBz7OoLv04eJTmxalM8Z4e3uhPXGRjevH/mWqn+hD +2KKJaPr6/cjVMj7adIKFg3L7vtWEj0KjvJ/y7P4BGMhUnLrNx0LipOZez94x +2F9S3Sr50hxVaSxa+igTnelJ6/kjx1Gr1IGD+lZ47Hw9s1mbifvyz0IihiaQ +Y6S7LkbfFvNlljb7TjDxgauh+HriBIJal4/HyDpA0TX2mbAjA+t6CZ99VYhI +jqzzvJt+DJu9tITMu6h4QwwTGXEjo0vogttbFW+Y/rIK9Xego8E4+6f6pSlc +Xc7/tzT/OATSm9+sLefM2Ttf/3FnUqC8EOakMByG9JKP61dE0bHpUuzOGtcp +ODytyRfKjsGirEn/0WYKbFZ6+Qieo+Bc3SLX8axE3Ck7uFfEn4y1nlp6qc1U +xFnt8609cBH6dNGt83xEDDVX7hQPYqA4ra7C93cS+sUCXNT8JhHwutKAv4eB +4wea2nY2FeIv21iebTQJc42Z0ravDNh0HpMvWMxCNFfeLzuHIbTYM8tFFdmY +5zXY3rA1H/slRYxGB+gEY/8LwUv4SOjXNPETr5zEf3XDSxZinYQ8k+YK19dM +tD5cp/N3bgi9vdmxm34P4O331jQTFzYkCiIZIFcjxNvTpXYbA5QWW/dCXiKi +Uz1TY4Jeg237a/WC2DChcJmLWEIMHUZcWa6Zj4Yx6hdV8mXwE2Hof6/QW/rT +kHRq+v/7fbRIm7TUwK8cvvyokH/MjEWYEji1sqBDBwkVF4Vv1LOh0iBX7FLS +T0ijWl6qEjXB5pfzvSnV09hBM2nUEuiCkui1jRq79uLNU6Wvhx2nsdUoVv7z +4R48Sy9a5uVrChln/+Yyl2lEla+OqNXvgXJ4s+LZHAtszVXoTl3J4eoA34fD +2/rQQXP+0n3rEE6L/zQLWc+Citic0+VHYxi0f/6o8+BhTHkc4VluzgJ5u5aX +LmMUmkbXtseKH4FreouB9zUGqsSXUvKHJnHrxc7Gqwbu6LDmWehvoqGxV9nu +kBEJhy6E/rUWc8OxhvSODX9ZmPvX8y9JchgaYdsTzKq9ULj3s4KbNwvHiIpu +QamjMH28eahf+Tgm3GmC1T5knN90QlGsjQqfj8Gqc5VhUNf+7RLYy+FMzceP +2Qc5v2Ngt9b+dSB+DpHWN5tzcrzlxU3X3CmUGumllppE4hB5nZWkLRl9G0Wm +NEeoiPaIyM3Yl4xtEe82vdtLQvGbg1v+NtAwfzfuzofOK/A2Mmq7P9oHiZXV +xFWTbOTZtdcVe2RjKVEvPbf+JY7t2DnV3DODE5e9PR1+ZcC/wpOt2dILGQoz +R1dsGvr2X7ZUf72DHe3LJ3ISOJ5cFdFZK8UGofjWsiO+eTjx4NoWp0k66hcu +d2xVnIDhqUCriiPd2Hlprde781+gdET+7zVvCiHhXvyogh0Zp5RR7pdGxm/F +nDtjt//nfzZq+vOk7yPbZFh5DScH464nyDsenMS3EDGjh6wa1L5S6qUvTWPl +x037pj+1wHTNGe+v0+8xcE9+dHvILgNLqdcaXUJXCJ0abDW9fzP4t/3r14Jl +DwiXQ7a4KTyZhvnGff9V/+3E6F6b52LMSkzV75JZLjAE91Gfk8Yc7v7/1fPn +1ILfMYcGINO4Z9Y3l03gza7oKS4ELB0OPUpaYiNbMHPZ0UN9hHHqePLBBnPk +vXt3SkpvBg/vOx4eI30CJe2qVsB5a3ib38n4zKnnqGDhysFDPVh+lTfEktsO +IbPVkg4MNkzjPbhfvehDya+liD89thw/4yoxSWPD8IfQ+vz/BvDpyNzu3REO +OCd6T2PVSQbOsNxqjISJoJ0XlUtuc4b/Ivf5Kz1MsFZ3/hnNGseWzKgrF2s8 +cUu6SOXEYzrsu9/Bcv0UFFy4Kt3pXtCrTUkQYlAwzbTT3sHhyRHp272/Yr0g +2eVcrJjNhM9VNJbumMA/u/HsDctDMXhaJbREmI1Nv7M3Pm/k+PT9h24rnp3B +H93uoFcBFPg4+TCJPRQIc+u+UPt9GncXFP2thaZQpXNCvusZHbJmx9yp+f+h +eLDRKdO+F+2zY5aVW6chcku4WWzhFlL/C9C7qTWEjzrmu89qshFPmPe8TrmE +f1P291mbqbDWfFK2KE6Bq9XLk7ShfDRaSTUoL3H4YEWesJo0DUfjTlw7n/4Q +jqpPRNMtGHi7T7f6qh4R6u7bKr76XcStV3M9AkNUSFgfzSnk1N/RAsnjYufT +kJ694UP1s/cEn0pe5/P/893JlrE4H2Id6nxrRpbEWYSiN3lKzWUFhJ5h4mjj +zTH0JezpWtHNhP7eDVPEsTGIzToWWGnXI0uAMXfiZBf+3Qsffmg1jWNxaUl5 +mg349Uju4n2FHkJ0in/IOjoLgVtLhnPvdsHt5Mzt7yO9hLQe0xrhMhZhha2I +v6F6Fw65RZ6S+vAMp32aKq7UToNYqMYfrt2JjZIpNZHC9YQtqw9OGmg/gc0d +qX/NDTMIWRyc+sZ5j8jlpfW/eFgEip62SZ2UKV60TV2XdWVjQunArXvhg4T+ +qkm5kg+26GZL9kjNz0Dt95cV+9LKIP7tyfms0/YQldcfUBeaxo3xfnXHn70o +zSX4y8/ZIdPSbXPtpRm8GK0f/pzRCK4l5+Rjfc5Yu61W+L9bHA65q7/j0Nsu +mPrRxzadcsWLQwd45/g58/bhTsOzX8aQzBr6ZH3WFYE7jN1sTdnIl/haUd3N +4fkAeWmnTd741dmbnXSRgdzQ3mNvSJPIUAXDryYII6/XzYq5UHC9LW7ZfjIF +vzUvUM3zA7DuvAtfLOf+irCS/W6c++0blFetVLwArX1Lat7P6bg049XLzT8F +Y9vz+VXxZ2C246LObXkKtiSOxfdJUnFm4en+Q6xwpJ2hlv6wnoDAHx3GdAIT +6csU7jl23cYhzcJbpBtD6P7t+ax8Axs7nCd69U7nwrYkiyRDJEJjoCdiZS8d +8qYC8qPXklEhEXy85RgNR5om+K7WkRC8Q27aReIa9hySK+2tIkG5kzu1wY+G +Z88qmuyOJYHRv56meXwYW7e+EpedYuHKAbKC//uHSLWj3c6jMQg3fglrVJkP +oOdbsHN95QCCn7+ID6jl+ImDwiauHDZ4ohPEmpJbkToplcBbTUIof7DFEUMa +nA/uCdA+UovsIi11fTkmzoeee9dWN4HaBYFYt/BasH4oTyXEThOaG17NBMR1 +EpYFnI4lFLzFix+7x26wyYS7KzVqdwxRcBG0nGHLBiQeMGwJ8RjFzNcdk9OF +DJzXVsifGe9G2zMlJ9M7I5hTjdhy+y6L0JCXll9QdRjuLXrageeZOBm5VsnI +c4LAq3NhQuKPC9gfiiSYN2dgWv9n7PeLD7BgXtPK3e+KDWv+ObdIzOByV9kD +B83PcFCKojNrg+A7J1SxfP80XnovYyY39CDrrloVNdkf7672rt11lQ3jjTfK +Fa8OQN3op5jolRMIpL/NbT/NhrDb73jxVYNQu6t9fVo/AGsG71xXNZ6G6GWv +/KcDPZAaCk/6URuK5WepETJXGEjtfJtDHp1EbeXph2k3QuHwQPZ2oBQTt+9U +7Sz5NwG1qjYe/ryz+JxwxUCeh43XKp/TsthD6PMJE17yT8TXVLe0Sn8ienSS +/utQZSAn6PSIgfI5pC6Y/DnGR8XedYd/7tahQO9uvP1YexLIqxdXcXkwcU13 +YWd02gSSRO2Crz++BpeAS2aVVlRoph3oUmCRkVPjy2Zdv4Tzh0fK+IlUrF4r +6vWU400Li9pWi6w8+DvxpjmNj+J8mO0jIUsWfH9bfIz0vQyBn4q3ttV0EXZr +G589d3MaW7K2CE9bPEDX9sVNCTyjhN598TuCIlmI1XcX3V9QhkoRr3oNNRbh +QxZD56P3CFSbUr5reTfC9b2f5e/dWfjmXqAuyZyBvLmfyZ0TVUh/Ku878LwZ +TrquF1gHZzB/q/94l9RLlMu48KzFDF5XqcRg7BGhNbtcx2HlJzRd7NHYncnh +K9VwmaT/BgmRkX9vbqn6iEKJ6z6SgQOoz3hYYOzGgptb+c20pi84PPe1UjCG +RSA23djQYDRE2CN99mvi8VZ0Fv/g0y1sINiR1whqrRrCuNi1PakjLKTZdsWn +zA5Buo27qWQVm3C/MzjJ6fFRpPrqtV1nsZDCv0x4xGOYIB5FC//k5gmZ4g/M +NA4XvHv6gddRMpHwU1vUvdrZH4NnFe9NvOb4VpW5VqTuW9zY3Ua99ycMpWWr +2W3DbCzO5tyPXNmPnm13qDlvg1BpSmsOEWWD1ZnuZvpmCJam1cLLnodCuVtX +c3k2G7mDZ9WPuw3Ayb9XcqVjBGLCqgcfBbCR+O7uPZVtgzijmrqFpzUMClt1 +c0oaGQhOG0gwujiJ1nfVdu37AxBqFTF7hvOeSZeeZasbnCfknFJrYh+Mx7nG +nAK7fdOI0JThLv/Qg/7sxkOt+fGgd2UZX1Igga/kdH/ICA0iY2J6e0POYXmw +jQZPJRvRN4VMLoz0Y5lP2+iWshu4tM40a/9JKk75VJx6+ZmMsG3h9EV2KlxN +l54qZzDhfVfhrpDOBNQL7/pLvbqDFw6Cp1oO0PBvs4ZlSzcJh3c+P983fwc1 +vu35R/aN40mK0LcOMhOudoce5R4thHXv7gr1d8PQmbp+5UkDC8YkluPeuEqY +eWx/9seXQrDYJvR13y0yZArWO9qx28GnmtL8rr+fsPO4mMKvU2zsHd1ZpZzz +Bqwx9YVh1UkEJjXqhDAYWLE1qIfftgpemRezPnHy80NHyFF+62mUhW/l+Wz6 +Dsnru7mnSr8g4QZxd/m1aci6PB3iMWxA3Kx83h8Oz5fr2fKodo0TWH2P4us1 +vuBj+9Lu5UKc565vEdl3jIjUrbvKF8VqkTCs2vlWtAF194v6xKxJBKlTVN/t +h2lwmHxpP6LQjUPbpTdduUvFz9HfweWOU9i7MNr2aPANLF9/qAw/MoHkN2de +p4AJRQOjc9vlO5HfX7UgXTVMmGJkV6leYSJXr+DeXaMJkLhnf7zqaic4jS0Z +ElIZuPxMwy3wXB3CrHPWqHqScHndtE3zKRp676dL/sepp5X3FZ9KZLMJRn0x +PdjlCqm6NU1Ss0zUUUyLZDXHCYnHvqtrUcIwcuTTiOrSDJhy3UVTmzIx8a/4 +uUnVKZT0ZZcwP3H69u/qXXHtr/DNgzfzgFYo7LTrD5RUTaP/keNgmEQX+qq2 +izWMhqJW7JVRFWUa66QrbePvcvZ1iV95w9BZFBbomJVyfMckYs2toPXDOMx1 +vufZqig0KxOqA1k0FP1ylu8SIaH0yY/Xp89EYGmloh2/GAt2/ZtdCDVjSDK4 +y59+6TzWi69MGRyeAd8JmesNk88JB61b9lr0JUJGW8NH5Q8DfqTHAU+1JnGz ++Vl7ltNZaNr+qitOn8ZVdY2Qqq4uLEglfOfXzIPhFa+gKc786Xy6WXKTwydY +h6dE5T7Mw+h5MSfbGwNYFpJv/iiFjYuid82qXt6Br2GDFCNqHDysonkNWyZW +bl6X+KOvEZEiK565ho1gIbdKxzCHhUuBXYProp/gfs8frtClLpw8UvT0d8I0 +zB70WVzsLwFl++vr87fG4JBwl73I4Z3+/2y6c9QrEH5FczNpbAbxKdZfyFsr +4Op6nT+yuQrJbdtXiBrTkDJdwWMxRMJDgZMeNxzzcVazyzuedwbNpfZFh4U+ +Y7Vpt8K3M5UYH5Cy3RrBxlM1r/vWigNwiF+9W2z4JVy/P5T/NeiJ850XvxQu +UpES89KsQpMMRb5Srd/EFuRYr37z0HuGYFCVZLSR6Y2aHCvfgXdsnF/tbTiW +0k84ya3YH7P9HFaY3z/bWjYDNxvHBxEWDdjl/TVP+FM4SHbhuz9PzOBtbrZo +omkt5sZsSo75R0D1oF/ak9fTOBqzKj23sRMVQUH/h7L3DIrqadd+kSyiCAYU +MQAmQFQEA4pcYEARRDAjiAQzmBEEFAUUFARUkoEcJEhScrLJOecchpkBJooJ +TPjO3s//3afOfuqpU2d9uatWTfVa3evu+7p+vVZN/z1k4YBQh31OdT5ctEzs +K/i5rxwbv30WCjnrjDALhyuxVkwEGfsteeszBOcvHrUhfva42yO6af2rMZio +X6++60AFFjP0Vqo7INXqStX5/9ovh7nuiYhPDNoTA1bpvQrC1CqPQE93LlIm +Xtckr60AaxdlgrPwKUrfGqqYd4whWWKsuUiZil9GDv75Bn5wP3Y92XY9B/en +tS7eVWtHdPleg0TxNzDRPy7cZDmGM2H0wXfZVFAWVqQ6PX2OJRRrPZ3uTjgV +6Nhsj2Hjeb6SUWVAEhY/sYg4J0bB7LPtR+YcZ4AucsbDrPo9OmepWRdwRtB5 +NfHrmOA4rt24eCzwIi/fSnq1vQzbMHglbdL0MAdVFpSgn2+icVtz/NDkJgoM +X1q+ct3JQHxWg+AKpzQUmNPu37cZRw71TZan5QhctR6UbCqNA7kUz7kbwAJX +ih79QKwPWexmA8E5eRCd2Tzk/HIc58u/dRpTKMTWftAnaEYBvGh7526/RyMr +PjYp892hwfzQLD8ruTZ8OJ3zaQu7h6yf+nzO4uYATFyfvOrOHsNplSd/bXuL +YXL4ne3RRgoOpcz/LPZgHLXf1pr58ccX/G/+tW6Q2aexrgsuEzFnlCLZ5MW5 +kcWH713EI63JH2n2HBhdNZP3D2olZzarzrE874RFd0MvZEZycavzrWnMyVLQ +zm0LqFzsDOEbh6tu8XTN99n1g3O03GAQNBC4St0Fc1TGrgYv4WLnSen5W6br +ISR0QWimqRtmFX0SmmnO4+UlmCuh0obGhwf0HhAXDAw8CzobycDpsU6Hv4XD +iCeOEvwdDtBv0PnzLoILmT0d4s79xdh6NOmM9mQKQtIEr7clcGEXF3spbV4B +TL50e0iszkHO1ZZgp65+0BJPMZfwfNRHtV1HDbe8xCsjFRX1dRSoUU4Ymx9l +IF1y3uSmxiD4HNaV2r6NiqBrFue4tWNQXe8UNHjyOUqOa/wMuc5C6Iljj212 +9mOAJT3usyIaZ2xK9W7WcLGuI85jvnUBFIxv9r+tfIOjVkNrVXj+5JxJe3nm +6V4sOvHN0cX4GeYHvr3JrObgw+Y4tXlnm7FtVH3byN5AqIvSZxbkjSMjVfPD +ghkjON3mZrAQobC6sCJbMbEH5wa+Rlt9YqFgWGZwf2Y2Vl4uzVzQXEqK7KUE +l/P48a7xrzuzZjTga36RN3k0QBw2DNJ2qzBxNWCTeOrvOvR23j680YRNWBFP +B3r7WzHbOFdKlK8J++ndEa+fNyBGIwniYyzS/kuRKtLQAcapOkrsFwZi2/fc +kDQdwoKrajstJspRjvlHKxPSoHCmZ2TBDBYGI69UjKQOAFh1yFs3F2NsT8Nz +hW818zq1D/7o5P7H9RaTA2ZrRuTaERjnN99JnUNuR+/CoY9XYbbnRe12ey7C +rYt6mKcqSXHe5AHbwvuQXGMSutyRgyX1C5/Hu7eSIYMtP6peeiN35D57BoeL +d8Z/0859TEPp9T7aWedHSL8cfCEmkIvoD598Il3LEFdhKnfK1RMHHWcZPU8c +R0q+2Liq7AjsdvXeyZrPq2P638cxzIXI1DOvNGRidteZXY8UX2HPU4eol2e5 +eJy6a8vK+gpy8ZuIZb1/OlY8u7ljoRALo3trI6PTB+COjdSnNUm4Y5dmo1Ey +BLMX+jZ62kw43NlYoaYQDJvJ4bw7cjRI8D04MCk0hrqjmaceePgjbrHKqnvK +QzixNIl79g0Tmd0fuFZcfzTK7O7/EUxDYPT1lyt9R/FtuX7P/vnvcCz/wwyO ++ig6fgQ+1hSmI7NjplLQc39oxKn/PbqZiYWR1vSnhHf9r7oLWqKSILd/0cmp +vx8gdSI6+2gBFzabc4UFqvLwRKStSWlXG9yvzXwVV82C3M4PM1O0W5F2z2fl +bXkKfAI+zhVPGce6QrtzSdRK+KqP3BoJ6sDEvO7YoXg25p3SulhrVgQzE6eA +fGU22mRWPdnv1QA71d1xc6+046X2yUOXHBn4suGwz2DWIIlw2S1nwGkCe7Ps +pVdHOLAU+aKyxbMFt41y2oNViyFrVNO50pUB6nioS7npMCinZPcO/yhGsqdu +snY7DcKXyLhnwQh8mtRVHizvxrGU/vtJ1U3EerWa9paD46Rtxt/T1enDmB7/ +8zLZp5Kcan2kFuPCxjuj5LJLPe2gT5VWhxtlwic64HDDlmGEPNmo9KWTAb3Z +inLbTvbikbm4uzuHRd6l/fygZGyHuoVv5x2+SAW/srqwScwYyRHLazuQ/Ry0 +J4ZzN0twIV/TuXZDWgO5L9Ro1PkkECsExJaG/uRCS/T39ZdfI6FjUmrQ3+0G +qpNvwvAPLiyWCE8Y5EWBa7pOwf/RE6S5uUo+3jyCmOa/1SmB4/j1pa53jmQg +zuZmPXj+h8sbp3BK4T47Eu68R8j2ykuE1qTLHbvPQlcnR+ySeD/xudwwNb4k +HK2iMkrkGq99TZFXQ5mViP7YrdP34yU4xa9Gt/LqqqZoyOY3o63Yp3K2fd6t +RJT6u8Ts8WbAVOOcS1nHMDaMqj+OvxaJtOz2KI1dTAjZXpO9UjAEwS8h06qt +oXDZ7vtiWdIYntj5DGafokLqTXmk6Otw6BunVCR/ribr1Z0ctmwaR0Ty5HGd +SApqqx/OuNXAJpJT71XlVTvItqMHjGg7CuCyvlP2jnICantHNpdSudg6/mjG +yag08Dd+tN8fWgyl7uGD+by6fkLf7DqPuLHT8M3tLdM0TLZUzXq7YRSJCxXy +404komyu2yKPBA4ax/doFayPx+Gsd/WOEi0Ykmrd3Pp7GJGpBQ9OuI8Sk/gz +Sd/0uxD2e/r7qS1UbP0ZZaf/O5WcM9H8fThvDMNHaMG7r45jUsHftOPYIDbm +X6TP+t6BaIuigwpn0knABOuZSs4IHsTJmg0tGEeL3qOdkkVUwhxZqvjHZpDE +7Yl48C2Ugq0lL14vXJEOl4HAnKkxLin8Kc+86OqAF37WmdtmjcLll4zFA1U6 +GROf+bBOPhDlZ0ppqTw/cfqixvmmzyPYlxT7dNaSx5gt56xsUcfFt8K8Mqmr +BcSvz07bRtYPNUv1fcO6uTh/S+zic6UcGNxL7zO+GIgroy0XTAw6oDF7ujn9 +N4+npHLclLmBeFH80GGtLBepVce2Hc6pR2bQQfHRi+F4kJz2XZWfhfIH0WWk +Z4Bk+N+QTcyNxsxUg80KqzhQW3/HdvJ4O8afnVe7yNO1NS9GaMLTHFz7vGOT +9PcG1K1ecfrL5hTM4VtxcNmbcUhliq8S3zCCz99XGm6VeoGXgzuUVN8y8UEt +Nv6Q6BCebp6h/GpzAlze7ZBWuzBABuYfGGgvYIL7dUNA84VShCx96nl9A4MU +qf726ckaJnvYLtMSTaWY935v6MWsFszWd/ujvYaDsTt8KiuGymBknjTsG0uD +oKa46kvNUYyp5Q+k3CHYt3hi+cnRELJf9o7i/hM83dDRubwquBr+a0Pk5wd2 +EFlZm8sHlZmkISzWp06pG+vkjB8Yr2QTo4WOV7M72kl4tpQSu74eV5dxo52j +W9EhsrZsqIKC4P6l93N+jmKR1gs9S88OdPCzl1z5wiZHpc80Ps1wgULnTy1n +BhdbEiheWnXvSfOwkuTXpgAcEy9+SB+ngnbiZ5vFVh6n29+6HFbkjaaOP3Un +eDoV0Kv86rZfCjFYanqohPkG6itaTMJ5HKcy+qlrg9h9HAwMf+m9+DmkBn8E +9OWNQuacBarsaRgVGNwakOWNjgUHVts1cuH8m9OyUjUfXeHjj9YnB+NrxIrJ +bBcudgt2RnooVWCdAP8OsegoxFU6BafkMqC+rHbZysBhRJh6DttMv4ShvmjH +k0g2tFRrzBqlulAxI2+XOjcCL/V1qNVfyskb2ZqJI2t4Pl1Qu+Hw4VKU7TvR +Y3cul/CmBS3tLhdlVlsptZMlsLo5+cBMlAXN1vCKg6d6kJy5uyxesgmrt8zZ +ceYyDaEhJqNV23j9eHowP+9GGaSX7XOs3VCMn0tSDX++4mLQTjSI8ycDtIIv +I/f0h5DntVdu7yMGHiVljrqm10Pyw5Qm/TkTmhayX8zOdpOtr9r3sve0wXCb ++lMpVybuZxSa8h/pwFGbLVvmjHeC5n65yeN3F646RdFUkpvJ7HU2YvdkeD47 +o5xdGM3C9hnDNgurusiCO2dElU/VYbfdjBeaTgysEbjLeemVgBhV8249+jCi +dpbG2t1uJRsCqxJ+vi0gaxrkylbocjDp/wMDelTyYnvcs/VX+2AkpTjrkQ4V +D+6YCmr6NhP3f0WcGeZGOPP0Z/eJZOtlZ4I1/7f/+RrROnf8QwdYAY1nVZls +Evhd1vqA3X38dJLfm/Kbx4kye1WPe70kLZv0xcTt/GDO/6Fjb+U4hKOcR2S/ +UHDhx6GWO23+WMmX7ZB3nItj9MDzLU7VxPHOpqV7dKOwNmXW51RzLmxffby8 +QaUaiThObL8/5+lRyYAhj7sFxU/SJ5SGcXhwfn6+eQTqEv9s86rg4iRjmbm5 +2XvUtn1na9XmgK4aac7azIZaXMgDj6luvJ8qMxPVi4PsgX2MWUYcqNtoTq8U +qSOl07ecaBP1yHsirNOwk8df4pztRYUjWB+2LkbKuBYfJy8I6Luz4Z3y7sa7 +x13Y+oWlfPd0AjSOnL/Qp8VA1G/DXn19ChY+VQ11fxKE0oDJ+nVrWNC4V2Wd +1tdPfD/dJvX7s7GiZ6JxhjMXRrfkDBe9L8Ne0YLM/V/SsThLJnX+BxrmciLl +ZRRGETm3aNOeb0WYbTcnvDllDBkXmkK4Cyh4+TdCsiq3BSd3LE7qFRvHsphW +Kzc6hRQ49IfP2ViN3bUPL/HNHMKbBYF2dbz2opxttSvUh/Hodbm7bkEnJP+J +bhMbLdq1mNjtHn5o8kErLj1qOd+fP0TCa9zOLnUcx/q1diF1s8Zho5f+VfRV +G9li3TSiIT4MbtWrJPP3FEz9EyV/1suqi1L+Y57ckWZdLe2hIOOwd9vynnGi +LOTvGv7LCydCrAocXvDqgAX/uEh2GVnwxnrv+o/++J10IZTL5eLN79AmrxlJ +xCTo2+tNiuG4JGivKzjFhfXT8PvvBCMx+9dGrXsFoTCw08qbsYyB5Ba67w9b +CvmUzJe0KCse228IdkT4sNDpsH293JE+LBA3VlduzcJ22d7tFCMufqlOc55U +VGNPpIngjrOxqDzRvDSlkAUlevVX155eWMyxlKuakYZ7dvuFLt/jwGurR7LZ +1RbIvObS9AJyYOn5J6niARtSdROiV8U7sOC+VCQjugJn11j0WKxgwjUq/23C +9078dT156o14F8YqDN5oVIyRCrspe6IzgtRrblLbZaux44Nrxkgajbifqmz3 +nDVKiuffcL45UQIz+2qxckUu3vL/iv3DCCD6JQaBUd/rcKHzdp6hKRsH+U7r +iF1rgYP5O0aUfzNMg/jWdlAHkdP2dapOgAbfbjf5PlkKRgant8de6MCFof+K +dDyvKTTMGx+B2T/74Jz8Zx+cpf/sg2P8bfqI3XRigWlj4x3funPkfYea/xSP +h396/mv/+hna/+/96xdcGZqMRRN5Rvj+kIX5RFZL0EO4jIOZ6pZr624WQMlt +0v+yUCrsaj8yl37kQvO90X1+n7H/4SpnVcVFeh5U3KvdnDjDfOh/zneGjJ80 +v8/E4D/fc1D+13cdisUOzkeDBhHjs64nrIFJTq38e1/jShSiuh+PChoNYdQ0 +WWW9A5METqdtv7ksBS9i9h2M4eXVsbJGxt9tUWTvgX1fIrITEZrpVKWeTkc0 +ZWxi/Vk6MbKZJ2nwLhPOl30VFfvHce1w+I3PLygk98DQj+WWuag1cs6pyeZg +7is1zqO2Zpz3OBNwqycMCvzexiw/Ll7qlNTPulxMfr9pudvXlo3VgrS62h3D +0H1l/GNOKwO0T+vG+Doz0R3409+aSSGPpT1uhGmMY2/yeyu55nK89jqpm5bO +IXY592YLJTURh60nSxVe5yPqlKOLIqOLtKaFFLWZM7C7ZaukxfEeyPeYeZR/ +GCENabuUdfbTEExKYvgkemHAUTkw6DoOY4/tNwfrBsjFjznb/U504okb5fOe +9C7MlLlAloUxkf3anszsbft/nsc/z+H/jn/xrLDtP8zqICAnHK84Zxi3pqU9 +X8gx8L6c5EsKdsBxqnvrGp7+8O2+GitwqQ+n/smPpn/yxfGfPPlPHH1AyMJb +16qdRC9OzDoixyGx8ywKc6pjcSTUsVHBg0YEemZfCNEbJbtKAzc7KxZDIPFm +YLzYKJL8PA1vz6ajjXabP7wxA4LzVrdTiBs5TBP8LkznkvtRm/9Sd2Tgbnfm +l9ZXFKz0rNSgCjJQP3XznpVMBHpKFFJK+YfgIRSNqgtM8sgnVZ2mX4Stf9cc +6LnHIfQ99jeDZ7SQfPEr345LFeLu7cXf+JozMJpv5VbLy+PdSu96vobkoHnC +fM2P3Kx/q3sBAq46h9t6wZiWatLpZSKgzCf28YN6sGSUBJ5MpJAmVg75VsNF +wqvk6YSIHFhbsoNG10cgiiWU81KRSei7Dq9aOjKE4Z0lYl48/TpTT10tnNmM +kFtqEinbW1HEV5URG9KJnb2x0f/1v+9mgas7PNVGEPzmR3ERTxetLDPPfR0b +hWyczrO8Jd0InOgd2pKfieRVW+cfSxhGk+av17U8jsog58/d6PIn0b9s48W0 +GklWRKdGrPB/7V86d0DCuIXUL7eadLDtxrI7BWOTdCYU0t7uLee0Y612EF3w +BJtARZ/Eq9XgXMBSevlUF0wLv/hM72HDvvbklbP8+eBzNlS3dKonMnqW1PoJ +DrmXFvD1Ym8+pkRLT9iIsTCd6+pd4jWA3NAf6nV/09DjKvZNb8UYetcrvjLs +pUIvIviTlEQm+qb9Kdd+NOFG75WqA80csqpcsQi/4jDmGbyHuoULHYPjIgcF +a1EcPrexbn4ahqPEjmyrYCEruv0nP7MTcyz8aRYr6sFliZg63eNCNn1984vy +RKKT/HCGTVE58hnvtl2b5ODIctEAF+tqHCYmMnKMUqifKvc/I1GI0oTqgTEL +LpJ6m5yf3ynDozW+D6x1WonN6fMXWj+nkpN+6nHvb3GQpz1ZrnOLgtN+858+ +/z5CwhN7ArQoQ7igYWt/1iwPr76VTw/t4EB/l3RkJo9rtZ4LuS/vGobe9ThY +VwyT2PZfmRo837F8y2EHSwE2sdW02lPW1UQm6W0iUovb8WGNG/9mGwqRE3nb +8Cm7BYnzpk/XXRuD6qP9Rr3fg7Fh9q/uw751KMuSuKK5gQumTe3Ws6o8Hh9X +cxKcXUmEr+o17hsswtdwsWcvbOgQ/bs+P5+fTtiFe7ce06tCmXv4aLBKJ8RG +NjUujGLDwyD964ot+VjMS5LMzFpy9X33c0cuCwXa7osnfTthK68pcb9rBG8e +u/uqOo4RB9/Q8OYTFfhmKujkWZxE1vOt3bKgg0uWP8q9Qr2fiZrEyCP7Govx +fMm3TbvVOXjsxrdhQJnnP9ZSLVMCxrGq+c/GXTx/6Pqd74/Cp1zUGUfdomSy +YZ2iYXJptANUYYdWXcdcrJWQ362VzKsrM78cffs8A00V4UtaLTuh9kb0OzeR +gclt3QW5lW8LFka0jI+kDmOLzbGfHt9YeM8842Zysh3fJWLHzceakPB8UyGz +o4F8a1S7O194BLf5vOlPn45Bj8oXuvbGIJaYnLbP5ztL1k9rtWweZPJ8ZZlS +jFkUMbe75HWbMoigu6FpYzlMXDSb6eHtTEeZ6X9Hkn9tSVUFowBJNKqCXCMH +P1N3zTRcUUHkum6v+BFcg84KB/OgswM4IHCtbve+MVhfYhSt9urDiQNrC3Te +l+LZQ50kufcc1N96ckvgQgMUDUNk5zyvJqcUwld/2ksn0g6OrFxJOrYp2Fev +f0tH4CJaz0wDOrmwK0NvWVUhWJZtG6xtx1B3k1Z2T5GKH5da8gyPlOCGjfHg +VrVR+IUfkb5zuhWdn789fFE3gpnSfDIf7Xl+eI2EB7XHt2DJ/kxZ8+BWbPGJ +rnkX3AB54RpO6cO3xFuOVm0jxoXuMlMzuaIRLNv9qV8zoY2c1wi4++0bHb9X +zR4e02DhZMGCHq35/URILN5gYpjAttmkjS3CRhWzbA+lpY58+dx1/kZhB+J7 +C29GSLBxYqprTUJPBaKvdDul7uiC4IizNExZeGnpp/tcrQKaXMWGpge9mGuj +Pl4xNI4cJ77wa8HNpPvH8s9nY4ZgZWI0EpTAgWsCU0RLpRnk6713aadzsX9L +RNtsdQbCl6ve6vBqRq/1/r+3FYYQJ/CuJ/HBMOapKv4S2JeJrgNDowrxDLx0 +dj4z4TmAPnX1QNUNY0TkoLm+aFYfcj87W+bf6EHGbYNFDp+pKFk2GrVwF/U/ +6pr6qtVbGy/XgPEo+m4Qj2ciE1fbGxzg4kci7+DP/bf3F2PKGeyOl2X44cm3 +ovpiNLQzHc/s4/mJ2zsmEjYvp+LQCd+ENd15ZF79sLhfHM8/3UunpqjyOOXx +uH/ddAbJErvobFFJRdXDprZIyT48tA45ozGbBgOznIa44BFUfB0VW8psIJuk +v55p62rFOjfn0Oe2bFx/u+dckUAv+b93Iqj54eM1fjYcFnnFHy7sIEE74sb3 +3KxGnpv8swPb2WiZ8fPHjx9X/u3+rcxjb+dJNUDj9H7OE+cm0mWxxGvJNBvX +vAYs4++2QMUqxEsgrQwRtS/Oa2ziwDtvQVslzQ3hZy6rb6rqJzsrvBcFH2bB +qKJ1fEfICNlF3TTvhUUs5nSvuH5LexyhSg5pzOF84vFp+pxQZwemfW/GWaWx +0VnHOz7d/Tf9Pc1H1U3SDkJqouTBJVcLyOkZOzQsa7mIsI8WK1eOQsf951LO +iRW4O3/pfANHLp46/JSSFn1Hyndmi8yV9iHDzeJ7yJf/vP5/qGXNvZYTwf82 +Dtuk+T1Qn0Zsr/o+9M0rI7kRF+9MunJhqrDfaubVCrLt2qzXQRHl2Os4Jy5w +Jhfv/isfEos0/nc7FbIDY2OtDThWL+fl+4THdzczi44xx2AYe/zOT9VmbO1f +sifSL54Yv5NIma7i/Md2iLKiw5R2Ofb8yXxj8LEbboJPppMaWf+xXy/+9X7t +38bzP/3+P523zD2xxkOpmVQ/3x6so3+nwMM5cntrKwdZX5eKL4prJu9Ur35v +304j8r+85lJ06Ai/vEYz40k3eRqukbo2vQyfhzZ+aRhmQc1Lmmvb3EL07smd +/Dt7HMoWDdR2r2FE229fGNPZ/z95u3xe416mIQua/+onGfin367/H/39T+cn +mk/xU2tLcWRw6Pyz1/XkW2rpeu8CDgTDJJ+23ej7n+u+UHxEuZrIQnFpWaZZ +GI20LhcvapTuJYwlfwdFjEewU+Jxze+cwztLvlVYmV7sKfi/7XefoOwdjRgn +0/vzhukjTURt1cEjx9WGQdGtrhn0HSPBN+9TzHOHSK/hdX6Jsk7kve6N3/SC +TQ4c0kvZ86wGh06OIv5JG547nmpeEcYkxeGX5xZziuFe0mMkLTEIp6NX45nd +leSfCEFXP/4bAxyEbkpyY7B6yUepw3dcUhNItuWE4HPyn8fnt4HyCpZ7DxFU +8m2VCmwj/uKtq6laTIyoeuVJUbjkQbvcz2SrBPgc75oxUPceej50c/1kDvk9 +aeQs/7GZOLcuTgq4kYaKKOc/F39xSM7wd6sFvdWQ3ZXzII9eAtu3c0uf1HCJ +5fT5lErJPPx9eLf9+8FEHAvtslWcySYh1X9u25jwdOqi8KBrWgukTO57/rUc +J4H60u6Z8p04duJ6aKnZIMZl1N59MaGT3r57tGm1ZKKfrfy2qpWOV6Mhwq9F +6GTbuQLlijm5mKEnF3biLx3KrNrF82eziMWztst369uJcMrfoI9F7bgc7LXM +RZ1CfkS1xVsbMYjD/Uljl4THsLGcyNTm78ETe+XtxRvZZEbOOPtbdSKEd1oa +O/LyQj5VtOpOaTNutqdNuW4KQOQ+CXyR+ACz/b/dYju5EH005NfW+h4Jp4Y9 +ihewsCCnokM2dgB5NnKuFkGB2NL4+yYRbwVdwupo5CMOmU+xLywqjYHONZEZ +Gz9U4BR0z6Xc4ULG0/i2U2QU3nq+TfBMY/D0ckPJUNQwJlt3GOuce4Vy56/r +L79JIpmyJudsmFzCPP9h8Yj+W+x9YnBv2edmvGg0btRI4UCux0P3YnIcwnTc ++NeHjEF8TUtO0zUqNo+nfllz9TW+Jr+c/Pq8m0RF53y1PMImzJK7F96HBEPg +zcwednU9hq+JnJsvw8UvvQm3+LBIKL0qvuguE0iOehmMbP7FRVXmo9ku3DcI +2WekP7+vkVxaFu+hw+YQneMG3lMb0mCXcNn/xegY6fCSiI6qoCCnwuehRGQd +Dpts3S1vX0bObXwrLubPxa4l0256GmEwqXnqHXOynbTF2319e5eNOxLvH6ne +q8bODXy7y3fmEr7ikdCBQi7J33tH+eOlDDg762ad5hJ0no/xWG3FJeojB1eG +aJVC0VnhVP50Kxm9fs9dwZCDffw+2j186ShCgGx6bh3ok1OnXTuHkF+6dnGk +FgMfZBmmNz5Go2j+SyNVzxawrFYub3/NQbq/y+Dd/BF8Mt60ZM2GcSJt8JsV +88sfKUkH5mVzOTDYTbddK9hELC+dK5nXkoj8MdHPF4tZOD2R5/mrpxeVIweX +Sp1KwhLD+X0/37KwJXVM92V6L6YVzfZLV+bh3XCA5DUaF9J89r7F11Lx62lS +XEBkItqqz/bWPGaDSzG7En+2CxSfinh3n3dIlFws4zvIwae2A7PX6VRgyTeN +ZZq7q7F/XPlR28Ym6FIajngZcQjF8+/qQflqHAhtmbl1C4/T9lkI8i/uJl9n +Lz5qOrcQdcW1l3YE88ZFSqV+394WSNC8OHeuv0eXzZq27ZvYaFyoNTzzdiZp +OLCd8ySmG+c9vtavzOKiZvlDzWfueUSpkhNKK87EI5W3iypuMZGkInS8aE4z +eVySuqdpaR+Kr/XsXLu7FvMfVlDstnPJY/VVzIMO8ajnuoSkSI9DpinYU4sx +RGanK9VONbSBEXAwuepTDf6aqDrkLOBijYDsbmmFAlxIGt2QXDiMdX++z9MO +GYFPYpkCR5CCY2o2XtIFVfBckLOe0snz3R8WUHydKlGZKEUV0GeRa9G3Qqw4 +PRAuCWMk/KzG/fR9x1b5ssjvHAf7rN5eUpj6fd1a74849ObM3Opz5XBIY+8U +ojJJO+X1RJVLP56/MvB+HMaEfOKVntk+gwjLHbp2SbIAs2Q/u4mPMtDS+1BJ +fN4wqnL9eheFZ+Ob4pBHUUEPAhfnno5IGcWXZcUdLv08v/pu5FXyl35C++jt +vqijilRw9N17g5h4bR64JZBRgmRrI43Ni97D6fG+D368eeDjmeRu+nocHw4I +ySYHDJLBOSMm7W3tSLEl21MUaehf8NyVY19KXq0IkV7uOoqVNsqRGZ+KSaW8 +yJ32eC7JLT/c9eJXNCpdegfPLOYSt8ffWkz6i8nRu1vE1xlUoU5NqXl3+hBJ +K7e9472VAdedcSNqPO5odsvRH5g7TtZLe11z2TxEWu6vPCg0txPnNPvp38LZ +hDJnh8Rs+3aizu3popnw8q6gQedPDZOIiu1yyeAbhNvx2QWXuvJwyaedJvMx +E4pCfy5v4+n4sm+iL/RzRyCSaFpzkkNBTbh0l8OfQZD0rR3rtKi4ZL/i1nk1 +CpIK2Y4L6uiwO1s2L8WwB/WbhUXnfv5ARo++kVTTG0Vm34wD61tooBQsK2FF +8fTR8MFUx2QcLjX4YsbXTtw6sj99uJlLlGcrr9JGPMRC+IIX7MkBOr9fVGls +IXwdfC+yrOmEptVKreigQs1aS/XFsQrC2PhGbDCwh9wpCmw5+5yF1YqRRSzb +aiRTPG/qhraRWnMB8aowNrp7CvddXdNCOPNWX+96yyEzz+8rvioZB7HM2ReP +XmWTvUFbfFa1d5LeTX+dYpoJ5EY3WLjd6iY7XRn838DGntj5wpwLGbA99XqJ +m0cvua+ysL+lh0lMpzPvXohtwPHmmck3RsbJzogTTU5vKCRJq2vWij+ZULud +MMdmP5080TpZz0elY2tkDr7TkiGwarRF15ZBnKReXi7lduOJn9+9CNlu7JHZ +5ringEpsdjxWmC0wBtbp81Uzc4pww2FKX+NGB5H0XrvykAMVEQnvu9dSaThv +q/pn8YMesozR+2ZTCJO4t+2R2uDXglqroCzbsnxYD9Zt9+P1d3HDmp/7RZpx +2m3VChcx3viFyp5bvr0Gtz22WnAlx5DXwpfw4XEckaZWVuz6yMRth/2j60sG +sYYuS9MXGyKGJ8MyDnV1kxeiz6d33BuDifKB+upzgyTqkGCx/a5u8kFje97O +vjEeF/1rPfEv/rW+ePufdcVTNxTSnXcz0V6VXqD1oxFSW4TaKm72Q2K5RVNa +UL2mboiTfeMkl5z339p4duQtIm9Z+6ebDpLvO8cqpwVo5HT/JuFlJynwuXs+ +WPAajbDNPp0/HT6KzR8ynPXdM6Dq2VT2VIBJ4ne4JBstHyYxfrVzy19H4PQq +XYlNcSxiMrP9cq5oHkJ8zx+b+bEXPTnz7WnLh4jkrtn6sYFMXGq5nstZnoQT +7pJM3wkGSRnPjr2xahgl0zt0+xalwUJMiBH/txB6Djre73O42H1EcU1NbgrM +qL555jrDkLdRMrbz7ScaBi4y8k/o8F69VusZfz2mF79qGtg0Sl6+7np/pomK +oAfPJZSzG0ln7aEx8Usckqr9ib19aRW2qbcJH13QhPk/Q8O3J3FQcjJKkru5 +GEIxD8eGWDQSc6Xqb8GVAdizH5XejB9GoJJoWeb7cTK1yGVp9NUhMucVc8NT +81a8FHs3qLQvjbSE/NZR6aFhzyob+3Le/DtMuVZ/3Y4K1o1Daz65tmF3Vcbm +7+Z0PC4LM4qf9wxf1oStnPmTS6ZeTNfE10dinZPU0sDYQXjFxJ3ca8wkWe/d +V1Szy6AcOuj7+XEB6Z6sNHU8xCVPfm29tgcVUJR3XJ26cABWu2om8sJHSaXj +yTHq1wFsr789yhGjI5AzMrKfVy+4Ump7ReM7cElg0slgQRFJvrB59MkoB1Ed +bx2XzK7HjscJ8QIKjQhbWDu34icHE1bzXQLiU7Dzqugfl0VU8jbvl6zJjjEY +Z0d3Nk5VYFHIolPewgyib9DzyHgOhYyUnpxKVCmBdvnx9JXnO8nxbXcfrAhj +EM2pY2lteT04vrbixqZDI2SebWevTgQFLr++WcndGIbIHVeNhy+aoXkmY+f7 +OA52XDljKaqbibiqm6tseP5/VpNU70t/CmkYvrPibGcJUt0fP359a4g0qJh9 +29A6hkwRJ4n9lzvR6zTspXyJSn78K2JO2HJsjehFYI10ikAx9X94BNT2XTdM +xzD5iJW9JjidfBI7vTBhTjVp2Hcli0+Pi6R7FoYvyigI+vA8KK12nHS7dL02 +VszAmn5Vqy8No9hkVl31RYxGlApiP6wz/giv2pfdj8O6CQ7cc5k2Z5Luve4X +hma1w1n+8ye37+242fwmRrefDXHnMU1LxXx0Ssu7qVRnkTW0nwINTRxyLctX +6Pr+JkiLnBZ/c6gFx995m79ZxSZpT56sOCPWCu1F2tGjn/pJJsd95Q9ZFjav +vC+hl54Ds5Xtv6fk6eSz/H9HFER8UBt2r8Hgrtv3P/Kel42pCCk1oMPx/uI9 +SUodmD6kPRE7dwiP11la5fHml/06z0rxXF4d8zTh0zzXRiQjb6c4vmNDpOC+ +XZx6NZy+qksLVfeD0Wt9dW/jGMGu4buZR3oxtb7Hz+4RHeJVecdKTlAQd223 ++uPeHnD4b+2rn+6AgtB/R1L7ePWFED8mcvUl5jTO6SZKIsXVOXuGMcdDOCa8 +exRxrw+codgQ5Mgqdlq95xJuRus+g91puGIq/GOWYBeRik2JJ0Fsoit4mM/t +TRriAlYrr/EKJz/lrH4ds+Qi/33f4kUlVQjV890jo8Qhrpdlrd0d2iC2/vXO +Ra45uLnrdGP/Ggax8W58V69CIUInFUOjH+egNVldh1FJx5SCoNaVehqGT+Rg +qqYcM9P3TOU3s7DQoKJh2cweDOpVXlwYXAoNyo3iu68oEFJ7mpxFGUdqN51b +FJqF2lwlv1c8vlt0ePbUZLYVcStU8TROyETSLJ3NzNGPJLRBKtgrhkNmU/+Y +vv/YBMsTnn/cb7IQ3m8evcmkDMtnyTVdvduLJ5yflUcjaYiOk9iZd4zHXRE5 +aZ66DWgsiH6tdJKFIe11d6qEW9Hc8iqnurEDZjsYoZKC5Vjq/eLaeCvPh26/ +eP3Cylr4Xdzo9N1llCQemFpe5d2N9KzMw94vhrHYsKFn+fEWsnTsYH1JLIcs +uy+1xXHfaxifVPjjv5ZK1lWZ59BTxohVpk/a+dXZSLbz9J45zCWaphtWcLPf +I3ba/8XawURsudew9GY/hzSqT5Z8j2gCa5NvSF9XHEw07K4tu8gln4fi5nft +KsMtrR4PwXf5sBQq0yjLppP7qqrNytepEO8wjVo53QLfP32CSqU0oviC9vjx +Wjp2qyM+uq0BfTbqbVtWMMnRoPwIztkhHJOPFt8RUYzcrmI1kY88Prn+KxDV +H4n2Jy+39SYx0E02eDSayCGdfk6kj55GxPfsuFha2QwBA6uo1ln95MnehSIb +NrNgsNWYSlKLsNL8Y6eOE4v0Pg+0dZjqQmmSg9m4ZgPYLBHVkW4u0co/8bdi +WxR2XngcW8XMQuui6XrBlxzyeOMPaduLzdj6Z9o7nb8AlGjHxU50DhnINj/a +z18JM1PLSG/hKjA8vtblNRTgkf00X7l7J9KDCutnebMh8G22r5FgLfYVRknc +UyHYeeL3HPGZXDy1iFT/y88l5gvs+hb6NZJPRxtfbU6zg8wpqezpLi55Y2RX +08/KIRHfro8k2t6E85HLNqdVuKQv2NT0R1sdFkgN+hybsEO9n+0suHKIR+2B +vOojrdAJsWiW932AbtNHiYVfuESsWva6Ve077J255r3yQmdMG/oe/xXDJf6e +LjN2/i2BcLH1xnEdV2gd6C7bO8YiX3b5XA693osPSccW1yzwxBOZj7NetHPI +6iMJ6luEm4lDTb2in1MIjptPTe3L5hK7CfqtuvIiIv51SxdjOggeq3fEqfGe +V6Zx8Bmx5UUwcT7/gP3FE9uzF7deCB4jVx7qLb/C81GaIvzHDrf4w7+r9nlS +H5eMcF7G2chmkaibFt++H41E9Xq5tmU8Pm9Ni/cSdH1PnA00HmtTAnAwRMvv +9TUuebjwzSfd6kqcccyU6c0JwGjnLG2dXxxibPx+Z/LCOmzYGLBQoPkj3Aza +wi//ZJFZnoJTtpXdEPZeauQjUoy/i5cc+6XTSuL/FRF/V3Ni97f//+tg/+n8 +LqmzdofOMFFx2f7zV3YnPk4MKHpPdKB8duvuA859iBB0Z+58yoTt/s5Hgf6N +SJ4ttqA1YwRfF6clWWXx6vrnh7Sl1HY879tIZ9Cb0Sm5+9h6CpusZPAfOudR +B9vJdc6fIloQTLU9kryWg/4jedzeWeVIvC54LEilB3qGuoYBT1lE6vCZoJlP +qnD/uLtZdk4Xes1c9zucYmBlybzulUE9+CNR3JlzZhCpeS0L3BtGcPBn5u+F +0SPAJptOek89bETfdlZ2stB70OPvNtNOtOQtkC292gVbv+/GFUMtJF1E83uI +CAvk9PnlE+oVMHFqXqGczYT57R3qrnwDuCD84+XZkB6oX1cQlTccxH2VVaGc +x2NY4X9cciC8H/c2bah9xT8CI+9m2M+m4d3BIr/n2UM4tO2ixsmGAmLGWOSm +Ks5r7/iZ+5qifVA95//r290RFIcuspHgcV3kRzFZyQuZmL+F+Ff1h0IsRT6l +ZZALu+AdR/rTevCXFcw+Jswi0clzj6ctbYTo2yHSz35PLjxnXwzhzTPDVzMm +j3u+R0yD9C1dRwY5yu8sV5ldiWOLRruOTQ3Bt/WdTJgIg9w2mGDti6/AkO6g +86+8YRwZvHghM3Gc2C1pwXBmHx6MbRD9tL0brM471PNzG8lMmdfG7zJZ2J7K +Ep0d1onaTaildjeTPpkoFY8ENhaNCj0NkGhCr2lQulHMMDn9bIDW6tWNSAvB +OdQbo0hcOfDGoo9C0n5eD2i81od5hln5Y0E0nOrcQT1D6yT8Gxd6Lnk2jqWU +XS4nNgxg1oZt9YeLOsnWdi3frdXjSJQ3ozo97sdKlRleRx60kx2pfXfDk6qw +O95I4PEDNqbL8pYHMxrJqMv3oEMGZTg245ac0gsOaDP27cmhlRO1q+cUnR4N +o0FAnSq9hYE/c8vSvy+vINO7hCpeFzVBRKhQ8akVB5sG52y98yibxE355qWs +zkXYec+5TzO5GKabnuL0ZZPAr4+9b1i+I4368yZ8m7hgJK36vbYjmpyZ8FDy +WlkNQ2GZ5fKnuFhVkm+4WjkSbd2aGwcZvLpSqxvP0EoDc9syu0SzdnxcnHnr +7XwO0d/VNWYn8AG9vFK1KIQJ2uTA6kuXBmHYwiFsfgLNA3VxNnUsiDT8ONw8 +XIsvix/+yVPuQqaamKfNqhEEyz164584Bn3f1FlVf2vx/nbdRx+FNhRamxZY +32BDsT6LFPfWI+ZaRfqpX52ouXOhd/ZSNoIk6AcTuyrwZ1YPLc5iGBKmgt+v +i/eB9bIwIZjJ8197vdVkw6nwDaQ/OBZHR+v16UuSD1qQXrFWs6m6EdaRApWC +eQx8d9RunHthEH75lEsR92uQFSpo8JLHydFTz46t2deGa+/aXx1dVQ/PQZZX +3N1SMuqfq59RwUF46J3WivBWUHyF9Z5NDWJnaPigOnscpeVb/KyLqtFKF//b +8WoE/hYxK2Xsx6C+j0Tr8vh1puqr101xg3iW/rBz2IWJurChmIUJqZC853/+ +w/s32NH6VvQwm4uWgJWp4T5vYfjZn7ltRR1ouvWMqA1cvJHV3OI18y302H89 +dDe1wa/3x4pLxzhYP5TR/eV3Ipkuj8vr8EgkNcbXJF6Oc9FeeQD5e4uIFLVj ++oBrPJ50zjssmcGFEF185Gw5B5GLlPR0LzWRPdJMpR1zcsHPKXKIBxf6qzxn +KV6sITcUjEt8ilKRqKEdHXmOi1crlYdNLCqhyCn8u291Gr5nGtEUaFzUdsXM +fW4VQJIOrGlPmpeBiNKpH0t7uMgO3246djsBPdH0TQpimfh8cER+LS/v8uXs ++QM3J4P2l/rJ/VY2r34tY50w4KDwYZX2mbhWLEzQ8ikPzsHIMlnnbVMcCP+y +mQgKrsVj8Si6SnQRFkyLPtVS5mKy3zJHL7AQHVIP/C6zqtC+WalXvJQ3Dw7c +dGg+WoLB+1GfGpc1YA8l+m/aEAOq4qmWjJg2hO1UybnL6cWwCK0z2W0Ua6Zv +ZpVOpYN++/XcB89oMAwsXqe5dwQTP0tHW64PYFvDCrHwh1T8sJs7q695EHey +dyyQjKjCxU7lNS1STKzbOvnlcnENaTcYDFzoUYNW/576ZYEclD5SD59t100C +NtPYXaxXREztqeY5EzbSxwWntLq7SHjqOYuNdZUoiXV7voTCwkS3kFTDtU6y +4Qxl7as5TaRUa8GhuCQWpFenbNxePYKNRqN7SzYOo8efnv/ElALKpkijy8+y +yV6TL55N3u3w9Eys7vvNhrXEVp9d0tl4phZpZ3C0GeSyxk69dxzcMpExePo4 +CKId0zV3/3aTRS+vKTrvYOPeM8vb9gaVSG3MF1+2jwmzv7ljxuaDyPAeXdL5 +op5s21Rwi8Hl5fN39cON46NIeHCL+2EtjZyZlV+X9pUC5vXKiarb/YhhCbvJ +bxjCp835At+UhrFQ7H2aRhgN00Pqx2vWUcm26OBr/g0loFG+TdRZj6FQf2l+ +6vYWcsDW6fifphooeiqMtHDY8K74fV5w+yjhe/db05JRAnZ6SdOd+zQw7ykv +OsbmEmFPx4l1B5NIqPqq8/MaoxEF+5q3juVkLqdtgb4nl6Rk7hYu5o+EfufN +Q21XR8mCZrthrjoNsXtkCs9J8vw+CePcLR8kgyK1Mc9MmJjZVyoQfqMUwpzD +ZgH63SR+9PInKUU2Lv1N95cOK8Qs6xFryfqP5LP/0amwBC7W9l6x1ozJgL66 +5MAG1wxycKZi0uUGLow48UxPpEP0/qyPu7rHsNnWcjSHn4pHja/Xvq5Ox75z +aZqaGemkcMfVtNoPXLRV/JIf5uPl70FPlWj9ALLtINcrKYeL43PerniQUIQ6 +b6d4nZERnP21sflwyRh+ipraH7YnkNtcuH15YRfJ9LlQ/YmXf7cyUkODXDph +ZpgWxFV4AVHL3182RnKw7EWH9imXFuwbG4me2j2AY6+vXbk8xsDTfLv+Nd1N +kFtFMzkj30/6fg/bLOijQebi8xWauhSwnDcREUYihLgR504WNRL1I7dE937l +IESfeWTbAjp59cZh476jnTD06bneOIOKF/KtZubxz0hc3LbMRrMWPF1MG7vx +loPgSLadUmMw8ZnVe/XPszfIbY2qbfrJxSOJe4Jr05pRSVFn/pZ5T7Ijbe36 +kzmQ7ft+Qe5XGULXtxgfMowkc19wPOyeclHAKJ5T+CgHAm+jRcIim0A6xWSe +El5dWOmQJqJaBJzKu/P0dhM5YBz98mQ8BzL2rGN6NzNh/mOf+mXwOMpR/+uO +Yi4aZb7m7FAMwLEI6WXTGQUIXNebm1/DRZzrrAxHvzHYbfzhXnKVSuz+KOyx +FU7GlovKv0xOp4PNMLlDWrgk2m7wp3jkB/BdVgmPu9lDlh7P1PDm+S2z1pJw +24FGvN47/80Z5SJCSfVWHZrZjIH3PcEI4ODK0QS1QweaiYts9v0HOhyo14qF +qu6txOPJWItJ3Xac1roePq3FhszRifXFtfUwWKha+dqog3Rtop6vtWTDfsld +qTbJKows+tU9p7EXn/ls5C14equcLZkS5dkEHZd7ii3r2siLTZ/lVtqxwacq +n8UXXI+qsHbz2vxhNCUoz7DLGoNC6R4X7WFeffXgL5sp00nECx3XV31mAP3v +nOfEdKPZvlarpaUdO5nL9qY5jMLCUsRIpIWCd5ejQ6pWdpE0To6qviYNhxUY +1J/vqHgba/jrengl3l2RnK3FoMGxfetUnS8d5E7uEVHTemK06ov1dHI3DE31 +VkRYsMA0tdE5rZJNxhMfCJhtGYTvs9+z1lczcSpxQfWfk+9wvp0uKU1Lh4J/ +doZLLxdqeXsPHv4+TJrvBF7TsmMQnSxxbb3+aBw8fjr4fF8CVnu0q3aMcUnu +FYs2zt0khH2JURDn8V2OtWuEcBhP39IOhEi8rkbozc/ZBm4cUjRQuHiWRQtc +RdNv/8zOhuIjdh/zewdqF6XcMLNm41Sj45Ftp8rR5F/4zamYRVS+RS2debUK +XD3jtRb7u3E3SlA9tr8Nv4Y6Himt4kA6/nOdtm4GtH8tWPcsYZhEx95f73eL +AV1nWbvzcgUQ0Fu4eHR2LZRP/BYx/cPBaXNr5w/MIgg4fBJYyZt33z4zPmgu +ZkF0+S1qyHAJpmOGL9tEViAyoZNPMI4DidavOoLf63DUePGcjD/DpHvhieC6 +ojGUtnTHbs1pAf1Z2KHOnH7Id65Zfi+JgZPQntW+qhUOEuoRl1upYPRuzum6 +QsHqlOon0wmDyDE5fZ14lSDvps11ZskILrXmdC4oHENLpzrmnx3A/XKXIybL +OyHkU+D+OXkcSq2vWyaXErBEWm9XXqMg7v2tVJ3+cdz/MkYRq6mA0NSaMGJL +xzmf9PTFS+jojW9keDi8JsORmYU9rzox/8ObJRn5bNTStyU85CaB06YmdZZZ +Dnf9c9bpjlxEGlIurrYpwpXff9ZsZ5ThfKpVhcFBLnbmT573/ltFnNXF+0fX +ppOs3Z+1Ww9wIf3LmFt3eRwvpQ0YThtGSJOZolURz+fGnI4O6zIaJxruBmc3 +RFLIhKSONZ9gFT5dujdh5sSC1/EM+dulvdhSJu7YJ1QCsVV3haoyqaTng1X3 +6ZWjJDZr4yj6G+AeovFXWo/np3OG2j484Pm8X1f37aOWwSL2zI3i9izSvlzV ++ogwj7/UZBxLzQZQ4Km6zXMGHScmRdI3sYbBjX5Y7PmsH1FytuG+vj3ka9CC +ErnsZhhvsneVL2AiPPre230BXKIZ9yRM9mwxOWUZkSx0OQtR+4Xcdh40J0YZ +Q6etCJdsFr48e+Esnl8USJG/KJiBba+3309ezPNHeTGvHyi0I0dmyF58IB0p +3UIebnEsnH34ZS5jdh+kpcK4jbw63dxSusYx5yM2lRcx5vjW4U/0YaVDlVy4 +nDxZset6LhGolckzFU5DIGVBcBmv3SfLVFbMW9eO/RHXG89eTEdCjT/FQWgU +kx7cI+K/qLiSm/hs7GQ9OlyHrA1iXmMO2sV9m1k4+muasb68F9K0OIfmrXTI +hjiPlMiPYLuhhv2FiG5o7c6ccvsYA4f33vYJ3yn4Ph3hufXjOA7FPmGdufsS ++787/vz8sh2Dkil+k7IcJHnqakvKc8k2/dIsxV0fydqrCeY5V6vRblWsciCZ +p9eKJvSBlCFYS/O/DdaigxKvbrZIqZWs/71HsSB0GFe7Z4r0c8dQKWOjFnCo +G/5hSxmL8ykYfaR+Q+stHY1dJx+cy6PxfGf6sG7OABSErZOdK4ZhdcBmS7rT +K0TbTjF85dIxFHwv8ymdpwtd53OFUkeIxvYoWdXSfEyIiKy792cMp8MVbLZq +DxAX0asN/ss7QLZc2Or5aRzLysszHn4YIYjzj3L5EERWz2gLfLl5HHKXlFSm +94/j7MH0QN1DQ0S1mk9WvbodIrLBHLXl1SREbUZJYC8DbT1dq49pDMFA6VBF +59IczPv8QnXafxSZxSZzHtvyfGlSZpDQ5w9EY96IkX1IK3RncRYcNudAX2/X +uh0BpeievWLSnVfPN81uXPH26RAyvyhs9OzNIGJ+blSfH+MIWq3k3+BKwZDP +fO2nWwMw7lHCvt3NxO1rtnwr7g+iMkN/8VbLasKXe+S60dtR2OaYLZZ8TcVf +v550FBRjqW/AQulYBo4qXG++sHYY/IPntH8dKCP3uWYHAzW6IPo+fJvtejZ6 +h5O3nV7CJuEW1JnU0HbiWaudVfijAUeYI2nxa+gk/+pXjqBRF7QOJ1cFRY5g +bNZEdMbXEnIiNP34xhgurisVZMDcH24Vqy2pL+nkmENq6mAcnQR//kTp0XPD +kSHHg3ol4+R46/MFWpMUIuL0TdNTNQQO1wVpe/WGyUft0RUyJQxkHGdQ07Vy +oG8sfc49boiI3ObnztjGhMy94YKyremQ7V/Ooibnk3iX669c6rgwbdysG1US +ihsbfL9LNrXAqWXf3HF/Dn4qFF9vmRuMmvuLnBUNmEQnsDC6IXUI+6O+7w5V +C4D+eVro+ctMIldkc3m/7RDii1nO+QqJ8KplXFoaVYKrO4/9H7rONJrKN2z7 +pQyZSqFoUISSElLmM0qllJQhlMyEQsbMMhOZp8zzPM/TZZ6FzPM8s2+SJOS9 +/+/z8VnP/rLXOta1rr3v6z7P8/gde+29tqleIgYks43Emv8iIO00UNRTL6ET +h6kw4skZUKA1XLpTHgMh6XzUajlLsF+/eXmzZRqxrKLXcmFl0CGT7qe1NIWE +jtZW1VEug/Yi76pCbx2UMzPYPC0zh5jpJY28KQyGC/4E/90shMrPvYqGSvnw +xsnlLht+nlEaUjsN1tXQTa/pCOW+8Nrwp2GWEQbeG8d+U6AmWBJO03V0mIPB +von8mxZNwPfou5bY73kwmJe6bCe1iixq1pvjhorgrXxMdsXLMZwLy45adgVB +ze6J0zSbUyDSQhOSYr0MaU/5D1+v6UBdQ1UpXnJ4TqmIjzYdWgI7FvdZtclW +qKBWXWiLHEYBZ/VG056vgntCfMzzMznoLKOO7e7ZZahDzc2SmtOQ+eSpj9yj +KuSe2jc4Nl0PLBUfSBcUMFgAda8uPTwHZkeW7v9sBhITrWAshgBrXEZkNB/K +oJdniIXpfDNkcr2zrLyLAcGlOfMmVwg6fjrk/fu2Ceh810nMWbcCpWW01LbR +MejXQqv549xq6FC01cguxOCBhO4ZlR4/+HfuyXDue1+0s512v2AfA+PhC7Qt +v2yRr9612q8iFnCjPZI96QCDjODXrpx7i/AtpSSC6e8MupL/RpvidDj03A8V +uuy9DDPiEeFzHVMwyiZm1tadBMzHDq49+rkC9fnOXON14+Ass5SD8RQAhxjL +oooyAaa+uV7qLe5BF0/5sCUp5EGLr+DT3No5iP5QaV+kt4CGqZZO2CsnA9HJ +kw8Yf2PASTaiVHUxBekF6qpe8fgCsTO3Vx0IGDQR73EVuOcgmjeThyTJnIHa +p86MGeffenlsItsHQdoHEskLrU5AypozNDiBQWJ66fdsqyKgzWh14W53hZRH +R03pk9fAOd7pSTnJIOxnTpOcehoIN/XOtr5MXwI9DnkKpb/TwH9v6LVAbS5U +vitseG2DAUO2Vv7rsEaYpTLnaYNvEF7vU0s/uAZrdPPaYVv9MOnbSf1vLh74 +zJWTklMX4dwDT/GY1RkQwE6MJsrWgEh8zbPfeB8uaPu0Fv0oQX7zPX9uM2dA +wtAt0zvmBGh+KJluYtgDnA6fz1e4JYD6yhGipQ0C2Keb2s5YdILsTmv6q8O5 +UHJsnJndag1Evz96ayI1CIILJVfezBXC1o3jVBU4d+x0vUoQ+VaOBka6Gbjs +a+Fz6Ms39DIE+Hnpb43Iwx+w/XrKqMu2Fp4fPWI66EyAf6G6Y7r3ykCdrO4o +z+kfoKhVVf68dBb2Gf/ZaHFMQH5ehcZy9TQUNY8FiQgWQq4FE1t9wXcI+fhR +uWyTAJoy19U38LnzI2Pql7ZNF9hYlKnew/voM9HFT+xTVeB+nVreq3kSRsx6 +dRz+LIPutKUVL1kNuqrtT3q9pwTabVfseXxx//5Cq+JY047sEnab72/jdW7O +qknlTYDDK9k2B/kFqIL3pku5US58OMdgdfIHBqVHGuTb7JdgsTF37fuzGWS6 +NXxf4E805FwRizvd1AS7CvfFDovjeflWnkGDeDkwi57qadJLQg6lKYzidyZA +7mqope38CjTXf/N4IlYBVg1eJ7/g51qVwuwfPjkAe9canQsLS1GL5BBvbfoa +tDcNbdqfHgCjSHEVDskSECpNjBJ3wkBHkJIiNrEW7ql1Nykvl6HbvN/eyd8m +wODhnRjj/R4w1DR59oJQDXq3dwW58fuz9fOox21HBBdNFgs+vGhA0frmfHH4 +eqsqGklG7h8g6xDb5PSYgP5s8DrXXeiBMgN/Hz9yBKfYg7v3S+ZBTGXnixnF +PLw05feTia8F20k0X8HShELcAzyynq6B9PlwPgznflf9n8bWTQ1AQX20f9Jl +FVoVVNkUZ4ehuqJGpOhYG4qSScBify+AsweV7E+GWWhtENOVDygB14oUa5LX +36G21nRPEiPA/aDv2iIs3Wij5e/Qmso0sI/PbBXjeX2yqqA+pGMJsbjceXwy +pxpti4TzrppNg+vg08ZN8yXkKTjkGvu4CyJfXVP6HDQFkaTJ0b4ki+jdkTz+ +XOY5ZEZDZWu8YgfXqSjbfezK0HU91fQNPIdWiOwlPvvkC9kBhuzUegHATtSn +S7GCgSgryU5rQi6khuc7Fmf4wVTYXPhTXHd4bk50DtcbpSlPEITjQLycN3B3 +A4OgMim781XJMG+lxrvUGwdWSQQG/zUMiFrkLhvkZYAx9yH7nrhcyGx9JdOH +89C0P6d4Nm08zN1VoosszAXf+ls2tDMYVD2LkY9SSoEGakXzK5kZcL1McV0O +Xz8b5BJ5NDQD1idMqwUercATUsbVT/mT0J/MbMEz/Q2K9I+dKC/KAXfXIt+J +cQye7xWfIA3LBon3xW7GGalwZjd9+AO+j01+A/GvO9nwat9UmZ22ENy4rE2I +ezBQr7s0k+2eA+8cQ1ilqKsgzd35o7EtPs+Oc9QJnakB2puxRL8sBdGKTPvb +P8P4fOc8rMj+vASuX1y49A8vimfPY5b+PVmBdbqBjv6DAkBe4z8FhatA7kX5 +fRFBDOS+fSN0OzVBVUcA+TWc833YG7Z/Gs8Dgfy5yNvDeL6ouBP4fnQJmaep +m3ceSUPirHPePxqn4XOAO/dsVCnc9/3aGHOUAOv+Fxh1BPuAp6PW6Jr5vrBv +01ynHckahCo7KT7+OQwitzno00TbkR4IlVDZTUOKlcrJiMtLkLpCc0YhqR4t +//vXlHFuBnxliijYcH1GYPs76Z1OlNEpzPe8sBYqbu0rETIJIPy1tpWoH+cF +jrXM7bZB6DTTP8Imjefahz9+SdvVIcHjJoMfrbvhq7ETC40WAdxTOMduPPEF +7j1hGk6zYlRWVRZqN4pzwQ4dZ6tlOERJvBIR/9kBJLF/9PoY8Lnpm7yyQZMB +NQlH2lS00pGahcuJtQUMOjt/Bp6iMRV2f/3g0ghFLqQTyX/rxuvoJM1/D7H/ +4/v5qv/r9wghaoFSjz47I7mNrHPz2b7AMrSv6PAPg1cKdsRGa0vAmVrIt1s1 +jdy4iWWnd/0hffjy1p/hJuAvlL5Yo4oh2t2apScG2UD1ITeNS7cA3aw6+Gv0 +BueAmRCjM0JN0EJNF7EkVwqXnn9nUNHFYLDRcC58rx6ISyTCTSJq0L/1vtRc +RgzIo8ee2Kk2g2C4WLT3SC3kPIn8fZcKAyEqYbcRp2Yw09DUGjldi6Iee+uq +fsDw/HzDOC0KgXvZ3JiaWwlc+CF/9lopAcJ1JGnfdHXBuh4ZNBwqQpFhXo8Z +o3CeyOx/G6JaDa4HVGIDbA0QUdtKRjNCgDQmNz97l1aIL2Np7desRt40Yj/b +WDC43T8l2m3fDPlEnMgaGqFPd2H0Pq7HXawQ1dKsA87eWYc50hrEWYF15UQQ +gKhAxmgvqAtWK5nKUrZX0btTGtsyJoNALq6n9qazCfKmSe9bW0/BmRAbWg+G +ZcijUm4+rdEMNwdetT75Gweub77IV/5Ygz1PvQQj2gF4w3leQu3zPCK7gvk/ +Fu5DrxTT4l+cn4XLZ6wq3JNG4frAGZaMgzkYDg/6aSk1DSJX+2v/rKahHXpD +FsW5IbgnfZSY6s4aPCsTH//MtYCKBAIl3SjnkbEWb25koS/8O6bFddasFh2c +7TPOT8QQqaZ/Y+WdWIi5HtQvuOEDZnxV9T0deF2m+2+zkVQAscWIo+Fpf7Du +2Stsi8HAj377y/uXddA79nSxjzcSoHTzknEpBnsLaqfsXldD0xbfwy2jIGj7 +mf+1vg3n/CRjM8nXFUCRpiOSweMBW+Q6hbu5GMz4fNVx9q6Bmm2Hz6VXXCGw +o0VhuxWv+7f+7yU3K/A+cooQCoiCs3X1LfP4/EHCB85D2qXg/XXuCe2PWMjw +/cvwA38/z3eyim6u14J0iUPXC/ocuNagLz2Dvx/XDTH1z08qIV3LULZ5Kg3o +6t8e/4m/7qvxsXs/nlTDnFylnxZpJMwZJp74+hCftx5NO7Z1rXDqrmuARfsC +XNI4T0WgmoPvVU2v0ySrQDKCyPCbsx+wUx4651JGgPeT74k7e7qhPvTIunZ2 +JoR8Umv4SI9BpkyxaZlBB6Skfgy26c+CbGnjptaPBHjUcjAs86wHth/RDani +POOTrWVxgmMejho/Eo1+0QtmQo6bpq1rYMKUbUPC3A5fHJS4c1N+gA0hmeFq +SR0y8HK7aCKzDHr+qhXDLlPwTEa11ewKhqj7czUYZ+sh5/xxgpByPXz5rh5J +0TKDSsnaZwZO9MLRh6/rjpxYgGEqPkyMbAqlEC8KCvK3QiDTSbWLksuQSndX +iyOxH3lvDQRuSnTB+yMeajYdq//9TxGLef08+k3X/dderAPipw+mPe7NwftH +9Xkn7s4iZrGHpVs+U5B2gjPGBK/vwPMxkrpTvSjlXc6A3Nh3uDCyUPgV1kCf +qZScWbUN/en/9mBwuw7ZWmWzVOP9Z/q6jbtuqBo960l6a/muEX6+uYARC2Dw +zLvueC9jPlo1PR58RPoLPAztOPZ2EYOhN7tk2goLsPxLaPr29BzyKHGx0Kb1 +A2a50u2/z5rh7aFD6W1vMWTox63N+z4N6lcPKfzUqECucnXcEhcxeNh68qQr +QyuYFwgzp4aXQ/6E7E6uBQYfJqu4QotqYVyR18vauA5RuNken04mwK1O0WY6 +lk6QE3MwSk6rBnN25oyQAAxyfs97NFbgc6cls3T/XD7SucufNMyL19Xat6yc +ylbgO/PB4thyDRB91CsiCcIgxfhu6c67ArhQNk3UNVGPXsjkkHI6ESBJzqn7 +150u+NcTI0mC5ysz69evnl/Ac6suX+uNt9Xwl41OpeV3LdK8/jTbhx+D+xjz +3Y68etiUO9xXoVgP0RfIWxrwuhX7xBnWWl4DnNDicG+mBFn+dpIzwvntTZ86 +SQFbLygv/SP7p9wGx040sbZ/J0A/+xe2Rt4GMKtzvjf2vQIdqSPbJFNdhrYb +rZQva6fg2DsqKVmGajhu9pQn/AwG3fkXZhy+toB2Pt9wv245uhpe5ecfMAG/ +1qx2n0evwP038hkDQ62wJXhkus1sFV7QeyTzHgxBM1k7I3k6AQkxrpa+7ahE +zwqUr5zO7gJnpkNtIzPd6KzADGlTfgFQlW8TbCIJ0PStN65veAHNk9MuSsvO +oVukNwXDMjXBbIiG3balHKkHEnhsOzH0vIxuNJjXDBjuSNxj8guB6rzz8627 +GAyQ3eLN7wuGGa4W1leB4XBnkT+xYgcDafFDOnTrkXCbwrrhB0MyKMYL/9HH +89wnqiOvSxvx+qnQ5a8jSwCVgHMNTn8waL08YWUQ7gcKdjmFvK6ZMCP7ztUT +5zcLqcGpPjpv6HlN9+3lUhZQcJvKZ2EY/Pb6GHMR+cMxGUu9s0m50JPfcYcP +58AxW5pLVYL+wGV+78xr+nQYFp0iltnEIE0iYZs71A9kexRrKX1yYOGGSaw3 +7t/zwZwPy/j9QZLbZ3VaLBfKvJh1Fpfx9bDVeoMqDLwfsbILTJWByl5CWUIX +Xien6S4V7gSDh3WuTBJ3OSBjIqO7+Nw2nt0npy2LgYK5yF9HFithh3x5SLsW +z8+pDMdRQRxAfymzkWc9bFxS8rxlj8FjvbjNppk8eCmEbdNHNcPkAwk/L1kM +Jrwf2THifEFVCR3d+bXw8bCoyh8fDAJvpy/truTDtLsat3/RPFxo+ifsbz4P +nSLNxTFEWSC8YkpuTTqLVlbN4ytPL6K8huCrlsdaIabbl/hubA3MPTmjdppx +DQ7uOeSnnBuCJLE3XZVz2RCc0nZwvIQAgnzWXXJW3WB4p7rS8cYwKinUhEMG +C3DZUZdsyHAK9OXsyvbbByDuvNB8vtwCiJ3MbQpRmwanA5VLhyJ60MjvS+Yu +9PNQ/Cvqef/OLFiwGvzUvFEGFQ5upaUzS0Aiee6zrMs0/DzxXr7BYRyWH73o +/xs3CiEi/bcZ7ixCdTszdZFjDcrMKsqS46lGqqPfpDyNMEjmjmx8blSG/BPp +zM3NndB7Jq/8H7gvnT3hP6oq24Da+YeGSiz74NSJn0HOeD7z6qoqPmQwgB5L +j2SGCyC4Mj3hvO6yBi+IlDiELveh1ZQdM1d/fyRBMymRz0PA823JzVv1TShn +OD/x5kAD3Mgx4xffJoAtA484l1sWGqumn9r9+R3OeKGNxf3/+/9r3GfL9NJe +hKLpYN3mj6ctkRChg+TLPu7PtBU+PTpLUH5qIfON6Qy6fabgA0eLIyxVs8lS +eLUCm5BUVspjDLXvu3cZRUXADjuxXEZTIUp9muO/hPvy8+svt/Sf5MO41JCn +VFoFLOtZR71lJMDXWouiNNte2JfwOFfwqBqZbA6XSqdikCfHFis3mguKklIf +slLqIaGDKF0Az6dmDwuImr1z4Hqg9gWlB43IrFNYnQLnw7QSUu32kAK4nXqc +sU+tDr6cZx+3x/PFoW9aG9uDxcDWryVjd7wOZfPZoGdfMcCYsNu1KnkQcmXO +hI+qEY7kOc9rmOF56pCp55vxbBi96ydiklGDDu+scq0H46+77vz5mVMBfHDj +VX7L0wQndKnW3PE6N+KPuz1ZVAwD1xq5I7UbUZ78L2l7BQw0L/0UeFNUCtSP +F/914L5ovrmq4F5PgDjRky/oi8rAks34lC9XPdLU6P3YL4xBpLH7Vc1TdbDe +6/T5jF4v6MnxTuXrr8HXJ182Wcw6YPFTKAcJWSXKvX91ge0GnuModu6VjzSD +FI+SyhFjBFEJlide9a6AlWyCo3zYOFDRp4YJZKyi+4Xs6YzV3XCGQnSp+mY/ +VNTd3Avdm4bgKqP+bNYFcPL/LU8X3g9H3H8aM0j0IyQ/HqacPIdSKsh3bOpm +4eUNBZ+/0zUw1fiNgWajG/Q0XtlXahCgTfhpCG3+PCpmjWIp955HfIkk74Mf +OEB0+dmVg0eN6DDHk8gBRwwZnJs+GSDkC9TSrUuURpaQOu01uTCLwemrsitK +qABoKFqLBj46gOsZmg2qAgwk/pb8bVCugZxzc+kZLbEwkdXAOr+OgbWDpvNX +q1Sgx/5IzE4nAP3Gp0/1+D4JhpWe1VR5MHuC1mJNLgaGfgRqR85h0JehpDbQ +lwdyrOLSxOwRIMiEhOOX8Lpi4W5h9sqFJPamrHWONDAkUVO/js9JEsPVY56J +aRAtX7JTQ5UETaK3J1bxObx9Kv+HmWAGnHMedf/onAh/XUtE3PB9Br/5bj7h +yQYSY8T/lz8RmFq2n+5OYpAb9KbsnW8+fDu/3C6nUQD5wix8aj8wCLCMUTVL +zwVnXoX047W58MKjY1KpEwNa1DLrZl4IIquHz+s25QN0KQXbVGJwkbiTfH6k +FPYNL4ebZ+C5vmo60i8TAxqFjX3yaARtVKJL6eEhMPTB1PwhFwY1j9kuNfi0 +wxD5JX1b8yAoFkkkfkBJgEW6Q1sKf/ogSHy5j/bBHAxU2ts5fFqAWCvWc2FU +tfD97DrFsxcYFCy0HD69V4/6ewz+RhsiGLX/5T/TtAZVlWVVDy/2Q8mJWvdX +2VXg/cD21+87c3CdXdBGb3UetGRELd+1tcFAV7Hr4QoCqnhKSGEizQDlFfsA +lk/d8L1jaseIBkO/9fbj90eroTXbRSIlogWsMoXi66QXUDDT74tW96fgMhZH +tUo0Avouiin2nxJh1SXkouLsDPhdM6wrIl0CHcUP9rEy2Uja/5Fhf28F3L1v +ymdcgd+H1ZLmdp5auG3oG7FPCEEXA8WkXNIwoKMxE5UgzwJ2jOPvi/N5cPtD +mJrMGO7DtDTBRzVLkFC91oXC2Qo4SnfkPFsSBvJFBPpk5Ydov6TZWYqrCrTD +9l2GGzG4Oz7UmEw0B/8GyMvMmReR9AU0ccnvM6AoxUunl5rgUuB77i59DE0u +q/3YTI+GxLsaWyYJOYjL164hzg0DXiPnCuE79aDdck3v6N9MuCr5PUIVn2NP +9J+//r1eD2WXpm8VdpWjkd6QwyeqcX5oWxB+8DIbOnVSDU8/r4EBkviS+64Y +KJHZVVAylAOJ7Ht2A95yJFhOcisrD4MuKtXsLo4iuGBs7iLxoQZ2qvg8Ec6N +aw94NmPrCiH8YO2cWUgVEnbh/SOIr1fI+XGYoJkLwxV5Tqv46/NQ6o4K2OH1 +mSM22GuTCwzVWEPBvSpE6nHCkToRA92gf4XeFMXQJjl/mq+jBtxDaeWVXDAY +bqB9SkFbBiTNH7lSS2pQ7rnDYgr49cq8X4mwzS2FwdRCy9jSepju8Nty0cSg +xDpSJFm6HJq1QIbzUC0KjI2IPriJgdo1r7ELdxqhSMKNb3Icz820h7QXDmP4 +fCff3PKqg2CyDtdt+VKkocjKsKm9AnojmZyy/JMQ+su5uAd6IJ7sz7WTvWvg +TcbFxdHZAq3qx2Rb9LrRUVu3Z6z8K3CCgWvzZtsonLnZEWwi2w1Rd99KLU/O +g8MD7cuRMbPARzLSe6ilAXHE5h0f3pwBZl6Nj7t6iyDcNTZ6+u4qekO38EXB +ogo9XJpKcKEdg1Ab5hyvrEn03rbzpOUIzgfZZ+OUY6ZgyPKq9fGiLjRAud+e +W1QF6po3ztglEeDUetrcilY7qjPqiT4enAnMnk7ZHawYcJ224tLHFlCOXdcV +XpE5xKkgqVprpwWkzTHHyjTLUP/fg4k7vRh6CvKNi1Xm4ChxNLWH/TPonDv8 +3eEXBit/I9qaytNANXPqReFnY+AVbRfNwH1a3ejZhXyiUOCmJD2EHvvDk5MJ +C024/pJBSe6djw980dDgGD0WCkxbzlSpOPc2fTLcZaILAYJXEtM0fxScu/fN +Nv8vzm8KDHKS5EGQXbFQvH0sCCTLR7mv4vv87Tbt/zzsCzkcrv2Giomw4qCp +TINzL1aaln++8gu0aHcFXVVOgu1oB4ZmnJPFJMMfsm35Q8Ji5nSBWByMvWu3 +qcHXV/KXR8l2BcORdDh3iiUGIlw72MJw3s4SQTuTBqFw1vtlrmlIBgTpan66 +ifMzYh+7ZlwXDMGc2acHKTIgYCo4QBD3hbePPZ6Tt0RC1jjDh+F7RcAwoXJB +HO/zErEog6CiKPCX00dxl6sgdlmV9jGe6yWCzos4uWSCo253E8l4PVjqK/v2 +4/31Ou0m9vJoOjjJ2zQyrdfB3Se9E+54n94aPKZ3PDkffsnPiPEerYap/uMX +fQMxsHyJ6sPPlsHvxSqpMQkER4TTFfyMMfB724BM5mpARpnvbbjREPrEqKai +J74GtL2fu/0q88FM8K/IuhQB5v7Qqszmd4OacJLy4l49SEmcM8rF6hGiJSg5 +vl9ATb/OGf+6Mgcq+0k9v/oG0NmoP5+GbBbRgkphj3rHJDzjCBg0r/sE2t1f +byqqr8HSrWcMxxWG4EVnkUV4bznSWDtObCO1BEGO5ZdyHs0Ai2C1Lh95P+I7 +Ot3Nv7YMD+LuPExKHIZ19+FsFpIJ5BruQqzmMAlGuYsmut/mcd/9Xb88MIGO +xfu6n4uuRkt3/9GvG68AZsNIZM9aC4MuxtSFngNwWdJxJFR3DdLoMb09rXEY +y3o3/PBwFzzZ7SmoOFgGysxJ7oKHBfAxNE03/G4JGAT333lSg/vNkjGvHF8t +On0iRkxVrxpxSMa3KeAct9LKEj97vwrNPxbiP0waA2SXHSds8fzR+LLx8dTX +GHTyta3aFm0qhA9uPJjA6+IMw38Pgf/1+aTgDTo51+Al2PTc47t4ZwYxX9xc +kvpqCrKXxcgUJxvhlR9z4qwVhkpO2XZ0W/nBZ2PXL7E6Gaj07rZLB87lAkyH +VXyMiqBHkvpikHYBTErIE2YmMBCNPaHKlBwPKYkFxQvcVWhRXsScF+cWtVTG +WL6buaDivUHnfxuB3Kx++uNiDG6HLCiqM6WDbi7NtdLPxWhQZ+H4kT7cbxwD +/jylTwbrn6kXyljS4erZ9veb8/j1hG2NGGhlwlz8Kw0aq3wkJKeZVDiDwU0b +tHOKLBY6G8TmFf6VwEILU6tFGwapITJ8UzyZkBfHl+FEVIIUCvXZI3Gu2LF7 +vKC+lQ6/bu2pMDPUwNFPtATGDAxyuHaW8xpSwSZu/IwQeQ5ieMKuIIDzkgHD +4A7fuTSYPZz64kAzAR65bDOdKsKA9alBbbtaNYgU0NbfOVyEmk6TBKvi+1dI +Kuu9PZkLoxm/zx98aIMFovATD4sIwHT6+6qDUBOc0bhj75KRhp7n7hlO92Jg +/sJX7mZwEVA68bCSzzTBdetzQ2r6BDjYUk/TR51AuPvdM3RqEfn9FWDb65mB +60ESmTUfy8FK3O3IoNoioOGTJO42M7CV4Pz2iUA7mF8oE3Ww/oF67/c0r9yY +Q4NvzmuRM8/D3Y1+q7Mea0ggs4xZwTUVdV8fF/ilPwhOMX6jtwcG4ZciUdLA +5jSUzVQSKYTidc5s7F29UQ2hTb/D+/jyQLWdfmA7DoMeMa5QQ/kFFGE8+qVz +dg4JhJOHVWsbwb7nn0ADymoUcbop/ATC0HB/V5gBryPQiHBHbDR4gyfLlVoe +fK6+W6K++L0iGpICIs6bGeO5fOoPTSQ+D+N5Sz965ifBsQkeS6fdYFDob3zG +jM9Dea3GT6334oFjmSyZ/60PMN9klN7F92H+UXRrVTQCgh35Xmo8cQC3nwbH +JvD1tzao9t1+J8CFVg7Wv5gNBGqzEefs4bx6vNxI7FYEaBUsERGf94HsQlWf +TFzvZFurSP0TCvOZrgI3uHxBBY67beHzVq/Sztd3ORaG7xSBQWAscKX/OmKx +jcHJz68ccpujgDp99bSfVSQYvfU+6Y6vnxWhOq5FHgHp0mc6bnS7AC/VHt3k +Fl4PxdnR10dS4LMr+1TzihtkGbOzDP7EoPC21/lKtQy4eeupYWlHNOh9yFd1 +2sQgk5B2m/F1MuQ/Guhau5cAJVcFs6cxDIRTHJ0/zqZAoZEPjyBFMmhxWolK +433R1Oh2Nz01B0YfHa34vpkELC0VL76EY3CvTcu4SLQOin9MMpd1LYISd2Pk +FepZGL7WbpDulw9MKeMTmaqmaHBnk/NfMgbvWXPmbPJrIZagRe7m+BXsaTbq +hj0J4OH0zfnwyR4Q+vYtnqrOC2RGKK/xSK5AguO6+v2iSbhNLpznkzAHXEL2 +NdlHFkAkLmb7sEo9jN96GfaHEQN3/sYC0n+50LhHp6OY2Q7uyj/PyTGvwbzc +uQXs1Q8ITrVY16fDiWW4k3fbYhkqtnzSUUY39H5+KX/j5QQUZsxjZEGzUDZ0 +ZuBq1xxkMlSfe/SiHzzuFSsaWcyAv1efUoNlN7qoldt9eWgB1LLqMvOuTsKo +sKjrhPkUhDiY5t/UmgOjvyd2n3JVo+XODMV09x7wLNS+RHqLABIaXUfzdFxB ++X+e0Ye64f2jBxhMSj8AcvoC0DgpMT/+LQEZfSLZpsNzjMle8Le5yWp49z/P +SNDHmVfKCAPn6y3/ri79QKO8tmUcWSFo+6jqqdWvBBibS59Ovl+IgguT6Ewn +ckFpQYI0Gp8TYnMOLJnUi9C4SHs9l2EO9dX0NxXvGEOlvpq77UgTFHTbdZUa +YmgxdYei9bcn+LQ172rTl6IKAfax8nY8dxtKHvllnA4lFcIZoqdKIdpRgla6 +EM87g5IJcVnFIHpDKejYmyI0kGOwzjaCAcurYxU3G+OgxdJKLWm8APjSYhwt +8bl9MZ7X0VImDuIIB+fn3+aj+ZAOk0P4XJqAl7W8p/JgoiV8Q5ozBwrfU9JU +r+K8vUorTcT2DUzPixXJvy1EzkssA/TDGMjpV79ffZ0CXovPyG3OVkNJodxu +E84VCQ9KTOj3Y4HQREFz07MUpTaJ25B3YeDNYNIhJJoIqd/j+pKv5gHRT9P4 +03g96/Bfnj4lGwc367CepYAwdNHAQurVFAY+GvR1ATcKIfUjbdhmUxWoXA6s +jcBzDi9LR/vMpyTQ3Do8/L6wAJGRG+SadmBg1E/qfOh9PjBHrz3/yZIIIo1f +d7cXcM4Bc/4Me/x6TNjifinmoX83UkhuR2Ow73AbHVOoAf2HNVdzeZvh44a9 +/LM5Aiistiqmrzbi+XVbSyajElV1revkG+J5oanbZLm2FmreNdZNejeAptXB +6UZ2DD7v9dx1KKmDLWWPlweBuYiKdSXfP28JlJMo/3BvTINqkT+Bs+MH7BSr +UI8cWoPCb+q87w17ILxh/oiQ0HeUydLNOX5vFc67kat5rgzBxYtiSr/Ui2Be +hz5zaWUNssOevz+03wclU8c6n30tQRLWqq/ahDOgpfvU6Rz8uvlH9YQle1vh +yUOTKkLqMjDpLwm9eDsJO/Flvz+daEfFQhW1oWMN8Lus5tXtSgLwL19OrEof +R0bW1xxihjpRzuzO9FFsGV6y7j0XVhpAN2n62v98GIEfUwoOzR+XgaX2jwPF +mSnkN8nwVsehHpy+6WZ0fV0Gqz2x4pbGHyi8WeJHfE49rJKbHVSzEeCQSnnp +68OT6PtpX/La5XZkrfaOm6R6GU4w+46dtVhArjda58Zq5vD+Wk73Y3wJbOxm +E9dJqlCd/u4J4yYMCfw7UZVwRwM67Ia8EKc7vGh0Zz/yD4M+MYrkJxQBcFFH +BA3JOMDc9CrfZbxv28rDic/XuMP+ed0/X4q84bIR++AAvl6JM/qluoojTGUv +zybw+oJH+hE6D1x/KfHSYorXBb4Se1tHG4ZCkLZBgxLO808x6xmLGUcQSii0 +uNMbCGGcrCOH8PU3ykh9kgIcoZ51V1zIIgYWHOdPuOF+dMx1qXbvqD3On0yy +z+kjwfSGvcd73F+S2Dw1Hzo7wHpR48Uvl6LA/NFGPguuvxY6MV256AiDMycO +qQlFwOIVz2prXG8xDBR3k3KGgi+V5XvxyaCh/2tlCvdH7SFCbXapE1zM6kz5 +rJAMROFzN4dwvdE81UnXwgNCbw4QnRuPAdHnRW/s8ZzCQ8xMcdfQF1bIrgs6 ++sVAve/GE15cp/N5d8syKQBS1ogfRLIlQn28sjYD7msD1HlxP+iD4fhI2IP5 +z4nwL7SrURT3r4hkBe9/h6OAMosLxUnlwyWa2vDXOBcR8embxTJHQkOz40UH +niIYe7AxljyAgewlzsiykBR49PbZKWLlMmjsJpUrasKgPMiK78AmA3a/DYfG +eJfATM4tmnc4v/6zI76wYp4PBWXY2mnSGji8WD8uiPvXmU8aLCLvCsHS+31h +DFUTaD31uiuwTYBm39l8hdBGyKiVX5Vg64B/GiNqnKkE0GKqGU/mbYSa0diu +bep2cPilUcxMWINykcfhDI3dEDj6caeTtwNsG59enmxfA67x7y3ON35A/fP8 +5PkQAhx72sj4WqoKGIfjN92udcOExt8JUo0lRMmyQiqyNAR/ZFUcZ8+MQVWb +gCqFBwJ1tfbY1OdrQLe2ezoQ5ygvTaOqRpVuYO/RZPLNWIGLuQ7vOshGwI2j +qTy4cBI9+TN7zHq+Cwkn+D1n31yCkMPzMusGyagq4uLgeeVJ+Jk3MMFosYL7 +TVtKD2cvslxz8o8fLUXJ5OIFl3kIMP/S4kVLzDAMPSddVLKtg7JZnKxzVmHz +HRAznq1HLH/jxdX2Y2DvxU/ByiB8Xm59uDhzpge9SJGRO5FThdwcm7um8Hz1 +d3x94JtUOiJ95Uj2rGwA7vuP2SSkr0Gx8vFYn3WcUzjFV9blcmC46arxV/w+ +vyUUTpCOhwCpeF1ru2I8jKk9cFnB6+VF8p5M8p7x//peRKkjVzPfjUX4nP+z +OnxrFlH/pL49JKoFZS1TY3Q4/8rG3IhKsMCQIH93B1mqIxhe81ui5y1CBnUP +F/J+YED7fiu5RjYLdl6ynRQijgN/35Zv9jjnz6bND5xXyIfRbCeKxKQM5Lva +Kx2F55z+aTe9rxMBIPWJl8b3ZSZYf5uMCl3EgP7s42S126lwMRV7QonzfF+3 +4CM7Al7/TrdeF/7zh58mcjS153NhhuTj7tgSPs9r9De7r0SDU9qTsQ79XMRg +eTQpdAXvd11bA/sDf/hWfDMomrYAXj2kgmz8/XiWODUEEEWAeeJ8re7bHKS5 +4B/NvIbBZtnzEKqLIUA1eeKqp3sZKOTmT73uxiDs2Nd37s/D4LFkYOKX6xXI +3uNFLUUrBpqInI8gFQMXeHz7ekWqIbFjVt4D983TspfY/+jHAB9dNWNsTDbi +S6y4loNfV+lHndRLF5NAuGnsW9KxEsgtvTTDip9bpe3Rpd/tKfDjSrDIxbY4 +dMTQ3vgQfr0D0+PVl0QyAL0reUO7WAsyKivapX74PBH1E2j6nQtHql6uzz9u +QgXPVg8+CGEArsGExYgq+DsQ6fd0uBs2DldE7AURwE30UZlRXTEI0Mx/s96q +R2ciP7SanMfATb3Y9c/zBtA/Hx43eLMNBjb6S+4WEOCzSMzew6wmsDezp1yX +bESBTHQvO90I4MLzIvMcbyfkeZDmhH3qh4KUPwUnnq4CMXd3cmxGDzyWs2O8 +9rELnT+ml7svugx2hakCvHh/hHhLXm/7MgQO6Rxz/vNL8LbeOCzYF++vNvHX +Ip2LiNdq8JVR/DgUrZcrkakMQ8fxexMWpLPg+YzN/4H9CMzYREbs9czCIkGh +8VVnB9TYsbHbsS9C0I7ZjcfRM/D+l7WJ0L0FFD6wfvY3WS7cy79D6B2fg1sq +wdkmk2PwOeWbyq+f/UApIU+uML4ET4zEJf+szSPihN9k3C/m0f0OSeopEXV4 +YfHrRWVkNSqMtV8MK8OQz1u6l/IcH0EptDYIk7+JTGatwrnQKrRRbzL4nR8F +Z59DR0bdn0PZhuLaZdx3PJVjI64c/QbfB14c7AjqQG5sVIwZ7juP+mZodxIC +4HNJ/a+oAB0ICdticsX1QG5/0fjbAVB9QvJaW9An4IrxevgT1z1tJIYM7vrA +zoXrHyOXrYHv5ePZGVxPMP4ZcC3bB0Jdxdr/8HtAWMZjxoD/fE2jhV0r9wtQ +JRhQ677zAOqttccyuH5GUt7LTNcXNm8TzOkJoXA93u15Ie5TDZHpN0PLveFB +yc77JNlwCLxzWbAM98HOeRXy64cDQYr/UKp0UBys/ZN6P4/nsnPJb2T2xgLh +9jOVyij3GBi+LHUmC89NH6VrSzlmguH8y5OEM9JhQPvh8JIA7lMrn4nWPxAi +gNQzPlArNwyS3qXyROPrmQ398j9ej4a0c4nqty4kQA+nArE27lNmA8Le0vi+ +jzU2LXVccmHsw2AEM95365xyPVz/CoDwN3yegbICaIW5aKqrcV71Ckj5V5sJ +9k2sZ79+KoG0A0r+x/UYzLhLh4w25wEbdSnPM40cqCJXd/rZiHNd8CGmJZlS +eN7jFB/ulwOB1X11f2PxfTLOb+9b1sA7la3u9wnlcKiVX0AK76/7pQ6Do14I +CDmuVA7ZNRBHG5V/t5QAdg73Az+e7wQm6Vor/SPN8Df9SvNmAAFGdOxEJc92 +QMcVJaFLv1tg7eCNOnHMKux6Fj1WsBuCRjY/xBKzApgYsQ2D1yDkmdYKxB/0 +wpWpT29UGALgKROJufiLFchd+Sh6OWkSiogndeMj/cHUPiSEUnwNDOhO3dqd +HYL2QRfBGydn0L0Zx/gA6TEwZvi8/vHsHBSM899pJ5qDDq29LkJ5JIixWibd +urAITPkx3k4np4HzZI95eEAWpLRfO1kvvwxseR/XXXongUOagZrZfhKSBYl6 +ixPngGeywu9PVBHYKNyaJ+YdA3IrasEsuVU4geUKddS3wM5tnoJuTBepPh3M +En6FQX3YsXtZt0pA5+ODwetcE2hj9OtqdtMKmCi+hwNdE/j+8ojFKacmSHge +/8zZFAP1VcfIdbFq9HD7SHePygj0TIzrhMWvAuvZ9UfFhyrQG74zioPWX5B1 +zkw6xXe8jqjfNDxiXwCmyvH+fPp55KVwaSTEUhvqKmJ5LvM2QcSBcC+tJYZC +7v3qptywg3cEcu/b4wko0NGnhw7nFg77Ywsm4hXQb/BkYH8xDm7ppxrT4vVs +9yf9S69eKCjsfBJu7M5E6nqlruF4frlS509+hD4dltyvJX1ST4a/XTK+a3h9 +NhoJhAhUBACX63Gnqvl0xAgR99PWMYji3o/Wex8B5M264d4HSeBDcmVCEuc6 +k7VoYSO+ABD9dYnk1cksdNxq1F8dw7nuUmfOLZYw2FyxfKTelQP6b47YxuK5 +7OAYcQVdSSA4CgufdJTPQUJEE2ZcuB9dFqS8OyISAsmxiZ5ttCUQkC9GwTqI +gaCsFqntv0jItPOrOcVSgrhL8plO4fw2lH5Mgq8jBmjiByz7JiugSeDCaBt+ +Du1ZPYyPvaNh0X9C1u9wEbpOPYNZ4+tpRxnaX9ukQi69f4DuSB4Qq72fDZ/F +fdDEnlzyXByI0+amMmiWIr3hZp1XeB8l/XO8GYH3TxvliqZPZCfw//uY+GOS +AC/842rJS4pAwiR0p3u3BkVIHaN6inNMwB2ih8bHC8DL7726aFU9yKnIW+vg +dQO9Ybl2XlWgyFum2XWvEMkVOyidxXOcL+9ftRH7arD7yf2FhLQDhqK/yi22 +EEBZttuq/VUdHBZc3mV0b0ZGtbvyWa8JEM+o2UZN0wVkWezX+Xh+APVHW/JB +jzV4qzdvNRvQBZIDT4VrKr+jf6+YPrfqrIBM7U3PZhiDzLMfz8ZqDsD14wzF +BQeL4MSZ9SmbexIis9wZXU7VIqX70+myr+ZBx+Mvdb3pPOxFb1KK68+gs7MN +8SPEsxBCbdvLqzIBpPYKJn4rw1DEL3ya58Yc2BkKC/YPz8CzPy4pXddaUOQp +7wKdk91Qxflh9iQ3AVhM9XLuK4+iRbqzEn8t2oBR5nqXw/AK/D34uPNHoAB9 +srN7+cF2FHirD3FseK7CzpJLmQjnCFo06AhZMq1BysdKlRUTVqHwWMxLhju1 +KJH7LLFJ0Q9UYek60iJOgCD6sIlzK7FInLuJi1ixCI4Gf1DLGcFgzunqhfLd +eZQ8cE+P4v480ksgfyR59znMT1nfEfxegxpq7hLL52CoymLgvkKOKoiu3ykw +treFxH2imGN4Lgua6Lt1ssgLGhfbNn8Q28DYIKUtFa5f0i61iunygktmfbLq +Bu7A2sI5Q4Trmhe3zHM1ncHD1G3ti8Vn4BRPrdHAdfGfWpbBQw7w9PWjZoFA +DyiWMNE+h+u/YhzcnQ45QGhza9BgtwtcLHr1VBrXJ8p67EhV7WDKVsFhrdoP +olbkZP/zu7uX/b+nX7SBBJptm9s3fMGMSHKlGdenfp8m5jhpA1cUBoUbgwOg +ReGq68P/fFbc0qDzgh1EPz4a37EbAPG7gk60uM6yQTV+i9sJEIlDtNalOHj3 +QovXC/evyTJFr3iqzxC8f3QppDkOlmk3nhFw/5J8tM9o2u0GT7zsU90exkP6 +Z0FWO1z/hmpEW4s84cPxGYntB3Hw/YrxdBuu75x93Hmv4CtspmvI8QWmwzFV +6XSKTQzGLWV+11j6Qq/pQ9HCY2kw5fe0NxvXaR5E32BaCwS1vw7fpy8nAZHM +Kct7+Px5HXpFeZo4AjTsr6GXFxOgIV9mrgjXnVh5SP3bo+H7Hle1g0ou1Em2 +Xh/AOfOfns9AOO6nQtJ2y/6qheD6x1thohcDAQ0vqsp3WeAuSdG0QVUBV4eH +rXWqMLAiXdrkPJkDf3uWz7RtVMOPNs5TE8449zJQ/jDQqYDKc+bic28a4ern +KHHBBxj8Pt5jFh9VBd0NFKy6r+uBWeMsXyUrBiNFAV6OLA2gw3Gdu5ujCY5T +1LAskGPAf7FAWLmoHrRHx25KOq1AxgDXPb3kcbwO5OVZMxqBWZJj55ZMF+xw +cu27JqxA+IUvlzu/j8CqZpZ8ZxwCdgGRHJEW3Ae/+prZH+kHas+oZ7Mi4+jK +YbLln+s4T775IdF8sR9ElWwEeraXYS9Ztsn6Wy6633xfKIZuCjiUH77voZoF +R/s5OpmWBrj6a8c0SW4RRhdG7syO14OPjAZTeu0MrNdke3hEL8I2/+jXrA/t +6G3kJqe82hCkjBIo+x1wP18OY/h1qRY9IP3Sci+7GxGF3j1EqU8A+bPKq6Im +qShibZF3vUED+vLFDIfw+zMeUGKrmFCLitQbr5VfHIAUhebMBMs1OD0j6Vn4 +BKFKs5S+LKFGaOp7IHlKAq9T47HN4apgNHOm+V8jSxoS0vn85zFeF/miXKf4 +YmKhoDzf0yauDNzD+2pScH+UVZhsdVueh97gWZVyuXnU/aUmpIBeBViGZLaF +7rdAk2KHapoKhkxH9yjFrCxhZPldUPjrXMQ79c9k/L/P03SKR6UU4kBW6Kn9 +FEUGrFbKsdDhfjSUu3hygToJFvLUw9wmc9El7yI5lmW8H8fu1E10BsG7U2o3 +suOyoOiFVtss7muxI/OPic4GQLZ7EHOWZBqKVX9DJvgLg6vYF/uvll+BzOWe +xXm7VLirL5mSgOveHOHVKzZ+gB5/KfZjy0EV5xMIOXjeqeBo3T38/Su0f9Tx +8h5NgzelYVgWfv224VekE+/5AmWNantdWA6yED77Vwv3RxVhc9mlOH8Yse4a +z2IvBtKe1FWOMQyGZd8/WJ30A5Kwa/T9hQWIUYzI2xjPfa7GNToBI4HQ/LtE +sL6tEua/8Ve3N+DvZ8CF64xsGAgMlR/J8i5AZ0vdSSWnMfihZM6uMhUBb+Cf +TXpbGbAGnNO6hJ97wWOxuebwWDDeDQ1+nZ6KPrBwST34iQFrMwPxTmAkPJIM +M/SXL4PEhK1tRTwn0qhs7x/9mAoylIp7P6LzEO+Hgs41fC7bDKWz7d3LgoB/ +/ufjDPNAuq7Akxz3dxI1GnZT8VzQbXQq+mRQjliWVuisSnAOSTXaZs3KhzXP +yyy8cZ3Q7N5iaT9CgOgXLnXLb0qA5R1bz1ntOtRBdOlBrhIGo0PumsJZ1cBJ ++SSqVKoPqhJeHSVvXoPfHJaq+SZ1IL9r9bPNqBmlhQpM2ioSgMGV59wSdxcI +IQPvyuEeKHZjpyfvWQVPPvu+fZMe+PStWqjy9ne06MQhc199Bd4k6AYaW4zB +B43taRL3Ucir931mqTMHa1eFK88cm4H5G2rOycXzSGko2XryywxcCvVjtjDo +hzyexqe9zFMQVsHKf3RsBuS/SCzceDkNiCYNiboHoKCSegn1W32gMlntVcxF +AMv6v/VffcbRPqFXUjJ9BFz0r15Qs1qEOO2Pe/zGRWj7uPL3L8bpsHmc3CMe +n3OY7KEhovhipO655kx8sQWV5HbSbwjj92G4zPRKwzzyvu5r1m89j44+/D2l +ISgHPKHUCdq3alGc6T57XgaGyqL/Ki8raoHa4r24rHodeBHvXNyB5yZqey6y +0o8R4HQg+9ReVhNUt/YazuE+omB87YxxXxAIke0GlGF28FyJaJoW969+hUGF +bCtPyGW//PXlczNgnLYtdvr//igU9y3ICc41LXnZMn+CgkdJxha4fkGoYEmp +wAkuTxeJ2ieYw/elE23/6W8LM2e03jnDHlbk3tfmCns10VVMuO6UF+YRZ+AE +PoNpti4DLqBKQ67DgOsV7sQ3dhhcQO7QggEjfyAcXD8bTf7f56VeFBdUhZ0g +jk785KJ6ALR+ax0/jusynyJnHhNcoIC/VUBZLRR6vbRV2PA8y7Ps80QA3ODU +wNvm7rpQUNUnJ23Hz8GutDo7p/IL7E9/jBJ6EAIpD3N3O3G9HR2c6/LxBZX7 +2iEmAaGgVa7eHYbr7gf0j99J+0KUa8WpoOJQONmdG0qM69ELTiOHbgSCuBR7 +TlRLIEjQLg5I4jn0pVM2e17XN1iQP48KfweD8lMxZwfcTxsPZNkEhmKgTyOT +Tdg5GGjETrj/xnnbb5b8iZ5oIlwJ8aZ8rJ0H62unnITmMOC6UlDPPREHx5Yt +Cs9v5kOIDl90Ft5fXNJbR2afZkGVsrSh9v1y+KzBXedbi3M1T9STiMIsMJOi +VY7gL8d9wVFCJBM/T3/nlSiiEuh097jC8KQIPrEE1XXEYfDpemoetxaCkYhf +imNmFfDGP7Mof4MART1nmC8pdMCboKqK0PIG+PLhiLlDLAG+qpA3p/zrgPxb +fQ0BojXw+/KtY9qSBJDhsHR3avwB7GTVaWfLFoHD8ri+85kZQFUjpJdz28Cs +v+xaIas5OL1VZxUmWYXlu8f422bH4SBgiS28twJ4yqIDrThWwew7b4345zFw +vHGPlSKkEI6gvSMcbLOg10Ax6FK0CLgXEOxXp8GUOynm9Z0puO57vX6EfwZk +7CgpPIhKEFmqv7funAt8v0Eco4/Pp8n+WQMj/UE46fxg0KW7A54++dPaGb0K +jJ/e7YW59UFqhvmHeOVEwCQW0/cYCcD2/P4HfrcYtDMmqyJWFAhjj7IrqHCe +Mjee81LNiUPeWbbEUcwj0NU7v8K7tQoZZ2sDLUm6IF+nKu6IUB34HF8f+hVO +gCle6xXNjTK4K/701kFoI1zRXjZmkMFAWvSrAyVHEbQ7buXI9RWjT1eSjFwr +cT7lb1apowxHo2I2RD91zcCC+k+cMF6/Af+Olqdcngdqq0uO2wwLKPhtUpRH +kiKsSIU53z9oggnu9a20DxiSNuNZJO4whkYH540xsVQke+feHD/ua4mUjuRV +QwkgfuceHV1yBvgc4z7ydgODGB4nxKAVBORUZJ+vfcpBqQ9Hg1JxP3IXIfry +FvejhNWR0xTyKcDKGV393++kiXsWzr138gDDn4fGni9koLRzpEbL+D4T8870 +N9l8oYGsWXdXNxd2HidDAO6/RYf6Hu7EuwDXb0Tfmp2HzsgwsR1dwuDrrNTf +D3u+oEr+VZJ9MQ9Q6Vt6IlwX4DCaambzAO+MS4zSNgVoK3/DuBHPcZZcGzkv +b32FrHBxbpVPJVB9lOJo5xDOaSf1ZJXOe8KzrKlk/pMFqKfr+1kTvF/Gr/vB +6Y/+0OcyRX2NoQgWfm+Vbk5gcG7ZM9T6dQCcMAjV3z6fjXZTZHO7cb9eu7Kt +xNQdDFy7Gh5CfKUgGsiU6NyPwROqF6K3YwJB/d0nvWzRUuQ54PY0vwuDpe2V +aqXURGjKeu3u+LYKWkd5ZRfxvoPzTjyMyREg4E/lzfY6C5VPbCgoLv73/Zia +lcVHKaB1PWQHG6qCUrnDXdlluC+P78TQ5KfA4q8EOZf0auRteMHgWioGRyq4 +HFWMc4Ayv/2Na3QjCK1P2kSr4+f2pu8MC3MhsHVv1yGXGvQsmK9i3BcD/f4e +Tk7uYrhg33En/GQLSNWurwwyYPC5k5hLsaAaWoIOrFe2G1EPdQG5ajkBbvCM +J1tLtQGRyESssM4QRGVF8pwKwfuObvn4zlIr/B6kYOdgb0Mm10PENLfWIP6+ +lyEJ1g3HV2u6Uqd64Kb4AIca5xpU3T0acP9ON/iLX7mkUf0dpadO0U+8W4AZ +4RSJ9nezIFaZRkl75gckGeZQjvctwYZVaG+P/yQcFGlp2T3pQDJ+WaeuuE0B +KeS2KFUvAcR10R6c6IF0KZeyIqkFkHwtOclZMwPVr3JWTR060Q5FzpaGQhGw +miwYNc8Q4NCfMNnO4QRIcui9+Pd9JbC+7783iN8HJ7aSgtY7PSiMM5636c4A +JNyJe1EuuApP2rvsUxsmkR1NJ1sTTxmiFGvdP0m9AkcuK6wcqHSgtKE2pkHX +OLhKVndqkQkDD5YB4u+vE5HWxUknjTdtwF0XVislhMGAZNQco0M3OtmPCfBx +NSLzg2eh3Q8IYD2ReCpWqR0pMWHPfJIaQIwqf0gTP2/VaGZ/qRul6OH/PIPo +HVYLpRwM+shLmL075tGQ/o+XcibzSC32hX8HnxjoOH5mKrSvQTPnPu/S5mNo +XuDM3HMyGfChrHl3lcIO+L+o/z+6vjucy+gPm6IhFRkJiRBFtBPxkVL2jiKy +947sPZNNRsjee5PxyB7ZMiJ7r6+MzPIev/d6339+18/lulzX7XOd5zzf53zu +z32f55zzNTVC9XEnosWe6q8rfDXJ6HPcs4TbaS/KCxF+MqP2jBmLHVDeP5f9 +bcoV2DSY7X0RvsUzPnnF3QJqDx7xy3s5g93OJ+1EhOt/jIuKLn0HFmr5T1+M +BAB7rr7wxtF8rNsPopw5Y3Cps771ptQffmz+3cdH8REdViKLJ82gVsLJd98u +GG7ggCUCxRPWLiheIDIDpnFdU7WdAEh9WKm2ivAIygeGmfhm0GUq9XUpMwqS +3D2r11HdvFh694KvhglMXGyzT735GdJmiW34EN8JDtN9F8CZwf1c7gI/6nDA +7/t7px3h39+0f8H3sATp/ce+NyI+AaXAuaAjPRBcppL6M8cKZJ+dFg+6kAjX +kpaNbyG+TvTpsDgd9x5MRJiDfoUlQzS9HJXpDvLv7kJJXh3OYNF/3iFuKg28 +/O9KHUP81qqy4LuW5wKfy1Pu4jmmwMCEAkPONg7EBmaknru5gww+I20c8tE/ +/8m4/kB1vJviVol81we49FGv/iZXAphdEv1ch/Dkz+kfxlQCYWxO69SVr+kw +K/y0RBP5BdebxJoKuCDIztqPuSOArsuwKjqM8Ao1QwkBkTBgmGNW9dPNgyny +nuogxJ9uXBFpaYWR4Pn3XDAW/RUo3S9yaCCdH2u4ffCPPAcktB4OGPg1wuil +K53aVjgIZ3hxIeBcKuz6XJyf2/kGtqOZGWHxODAfoT/JtZsFCX/ucR+rqwPj +uu/sXT6o7tvs/L0qkQ/kZjElardaYH+N7aMzMQ6qewqpZU/WgsXFk8KZls0g +Q7N1bWZrFbyJKplzOBsgRd8mqimtETJUP9UXJa7CQx0GMnrWdtisj4zLTe2D +R+emv/iXrYCOQPfrPNkm0D/z7DKeWC/gXez8OrI+D5uqizceBk7AB9YhT8LY +QTDOpbsyguq7E+2xHrWIGXgu8QN7YNYL+XE94gvG01D46EeCe9wscFI8Fv2Y +3Q3OhzNWsprzcOEfzY5XxSR8wjyz79xfApEHhRG6G9+B/83TlQSDUQjP9qvD +sn9h37+L5F8Q/4b9079D8YdgGdhtUzRe0P2AMGNNnfq8IejgOuvCrrAECnQy +4hek2+FFtInrQ6d2OO1BwxPwdBWo3hufWDCRxSrJ9O1ooqtAuFrL7HgL8jdk +NrfYRn9geqXnONZ1GrBCgcR+yogV8NavC7C98gHU8RSkwrvG4Yz4At+NR0tA +O6zMnVHdgMUETz3s/JgDwgF7HHS2OFDaWTLVwW/GmlNjjCnHv0OemMyCf/gq +bP2UFl9AdT/smmJ2Bar78vs1Y8GfpUCFqKXwBXETUJ1T5yGxxWHkTN5uHkZ6 +8Ib7lqdqYRamWfhG7Deqy8HlbUqcCkEwOlpLEVmYBDXE9zOZ0HimoLcWPekY +DjLVc1OCv3MwVS29fas1lMThTz9uj3nBWbzF/GqpdLCLXOtSQP6/jlO0/Y3X +B9gwLonReZeLOYpwqT1B8XnVLi+GMGcoeWpe79mWBz59mVHtSD8MJ3PW3M70 +AlHC2k7f+QyslfzEc200zm8Nve6PnHEGoRB8NoXQZFjP4VJjQvnIWZsj+lfW +GyxH2v3t3fIwz1auF8moLt/e20lqFnOB6I/qTkP0pRDN/G7i7CjSA+mLZZZi +HlBce8XkfEke5tgadGsGXXf92fOrzPof4C/pxv7Ot1IY5JWPph7BwbIQVaqs +lxcIpHk/X/xXjBWcKV77NY70gO6Tmwz8fjD65JiJ6UIZpLJSZ8sP4ECeLEN6 +TPwT6P9SzunazcUaAh55/ET9UVo5YLNA2mJJdPvF4Y8KUJvsSD74joOPNkwR +Y8sRELIqIka9F4GxvLVqeYH0P1XC3XNRNyIg/QNxXBtNAVB9XfE5Wrew5PXp +gL82ETpE2Tg/LOVgjGwTdgFLKK9rTL6qliXAbe39mFmySqC65hZy5Otnmy// +hrhUMB4LEfIyK8XC70uO6CL/HjvqpVdPlgvtjC8v/SLpgfOVKtd6TVaBZaI4 +ogOvBhT/EKxJtjdiGUxqY9JK6HPA03fm/FcCo1+caq8fawLOLcl8hjtIB97z +orszWAPEC2dGV2/XYgsyE5vEKD6a23LXeP0biI3WejUXdMHQ2uV3W/PLsISZ +KIc3/ICx2rrYB8El2JPI2vYtYRzMeY/bWbxqBub7z80e5pXClcCTTzVwMzB4 +rKuWi3YOGiR/baZ6fsM+8E5WXmdfhdDxBF0Wk154sf6zroQiBfujZkWrqN8O +QiIJzIu0yKcalNla63diieTWet3dk/AxX52CLH0euKpLME/BMSA9eePyLaVf +8PpGSwppzRxELBjrpF/vwThlSko6tKbA9EviU7PGOfjeyjASRdQPb9zCpDwc +EkC6n5qPhXAVDsVXFWOjMiB9X1ZSMKEIo61gKOD9iYN66R9/VNq/Y2KnA88+ +pukH71+BUZ4sKzCaHC/1y3IW22Zn0j3XNot1uFZxGukKg/Gt35lrQrWYHaPk +nd1MHBa14V+zOKsI1V8YP7hnvYIO6/b33Khu3jJ9kqS39hGCHtBoVbEowJ6c +SMdzhH9lcZpeO/8RbqnmkfbumoGnnkZ7BMJFJB5aenK5wnBew4WwE3rwYN8+ +sgHhv52MVwun7IDZqur9ykcr6Ao1Zi5H+MpvdgYiUmuIeW5Nc5PrPfyguE2E +IZzFheHZvJIVyGkYnlckfweC1ZINlQh/T8p+kz7bFva7A05pi5kDe22HyhFe +2EfC9eulHSgwEew9eRcIxrb07L2ozubdI6/dRzpD4/Cfwo3FQLDRoblXgHBx +yXlypxg7uLgo96LiSRh86yKiH0f1ui+RPWmv3w58PokEni/5BIqJ95NmEM7/ +usCG640zfKauEn7lFgj4HeHrTqidt5UWnbrUHvArd8SFTTMAyMiqCyMRHpZi +QWfA6gGhwg4vI6vCgOZesrsXaufmJJ9DkLUHaBNyJ6gERIPR1ff7rEhXPEr1 +kSz++QGm7mT7ctqGwDGz9W9yKP6ftPBhm1EQMEXY64njPkC164yZDsIbjbxN +qV6EgdAC73BoeBx8q1vbiEN1/MM86R4XfjgYqt7pPpiLA4WTCkFvEX/W0XJw +P5SMA/G/Dc3yB6nAmLjg92Ad8dKxoac6zvFQ4u9KbOWSDbfM18rOIP/i7WD5 +wO9JDpDQV7G5UadBt69QiNksDkwvi/LWP8wDuTGLIt7cRJgQ+dgxhvghKUF3 +7tdsPvApEYk2XctA/vXxbj3yIxe8zb9VkZbA74OTJwLI01HdHqc5V4f8LQlm +ueBdCUSJG9mJhX4Qc5VI7yHyBYVOJfdb/9aDR5xl7ZCYD3ilPq4UuY7wItKz +lKTtwHHuvoQcLhfomwMFtz1wEJR57vYtt3p4o+34UF69Gt5/oKlwnVwC/FAu +w7r3o+CSyyXLvdMFlYoOFy6eWoElLWLqwpk+2B6lqlCf6oB1/ViiR77TIEH+ +vrdFaA7eP6GgmK+fgqnDk+9PvRoAIfmsC70iszBw5cUtGsFWrLipgpZCIBtL +FXhza+0pyg+L6ZKHAmnYvnmyeKx5I2DvX18qQLrmVoD4zJOCcji47/NJ/Ewh +6P0OwXViKE/PPU/junqsyv7sqFxqyCA8ybsiM/dxBWY6fLRNX5diqSycAwsh +37Ax7o97CwFI17CeKbd/NAhz2WX/6jq6gPB6y90p7WVglktW7qDpAeuoMWyT +UhV7u1FUypW/CqLqPkZNPt+QHzzGTfiyAZNlJdw5CThgq7hfvuyXipXFBI99 +C6qB0kGdPNkCpE+dqE8Gu5di27jSn2xrTXBv+Q3TXTH0fMi0a0dMiiDv78US +Dbc84Mk1OFvVh4O2Q6rVYt8ZqCqeqv6TOocJ4dIY15KlQCSuspGptwn+Kkef +7zTFYacU6V539OuAzDKPJc/lJCxUiX73I9KrYQFE59hEosF7XqPcEPlRo5AP +PkFofEayJjQOVAdCF13slPi7dKyn2yz6JqrjzPS1yR5pPuAzQ5P1bCIFTOrj +Wj1RfN741auTD13gg3y3jdp0FtawQC7ljMbzb6PJXCN5DygLjZ37aBMLMvax +4n2orh0SrF0f8nAB/Ed+L324YrDVvXaCZyjvJirM5L1uuUP0wsz899QUUBAM +7C5B7c/71xN+e+sMeB7E+aRR2diw0iLvHtInKhQPcsm3XWCFj+tSrmAaCHQx +WIqg+3o4Pc3l+ckTxN42SZEE5GOtjNRLz5Eefm5K9KZz1x3kL2amWTiXgPHF +SfEK5Ot9Gt11yle84JXZQ7NdSMV4Zdh8jtbzm9kH1k7N+0O1Uv6fQ81cYHqi +x7yJQ+0ryXrO6nyAL7FOE8aZ2ViXIosEPuoPc+TxKo+yILDPvPBuaDAPWM5+ +ZC1E1+VRpRo1GQyBL/MLHoNtmdjLTJU/bEj/zBfhKS/+/gK29+3WBkLLYZVr +jnoPPdf5WAcOhZww8NGTDTFYKcXUTxVIaiKcht4q3fpBClyg3tXw+FgLBxs0 +yWuJyNdzrfwLH02AjnMro88JKjBN4iFdw6N9OH0qjLuKeTBZ5PBlYKsJNm/s +U7xSwMGn27vae68KweuAu7nlVxXGXe8ezJKA/MV34h5vtzJwCXHjJ+Nvguvp +SxtUKjhYfb0BD0mK4PQnCyf/9Tqs5NVmNP3KKgj+/pNOytgK/aN3r7AOtCBd +EudsfgEHV7Vp53Q0a6BBKvU4vtE3TLj0j2lv5iJQbYkeO844AY/p649/YC8C +mZKlpSdvcUCtskrVS98E4l+enB8abcNI/ql+oD+/DAafX9J/Nx4GfGZbTJ67 +A2amHvWf3l+E7j8e1RKLozByMbXXfr4J0z0hyeD0YBleqakU3awcBh2i5PXv +NzWxrsvk9w0bx4B+ZLTgXyPiIX7vljMLA5isiiz1A7xOsH9vPcidugyhUcG1 ++3g/sUfxtq9yP3dhEuy5LPynl0HYvbd/4fQYVthdRhrvPQZFLE+9++nmoDLo +gWyEUT+2Q0lLOk1Yi90yJkmXiF+BBzZyDOV+Y1jlBNtuDUMrkFGsMl4nWQIu +j1P0hK4t2DIXkci1+V44zeO0G1C5ApWEE8vqg4lYcsJa1zP9LqztxQuV8LlV +UK4YwX/7qga+uvh4aEqoAVW2tO5iJXpudE973fVmsVGvuw13Bmax6zHRo8t0 +vEBOXvHwdf43rM7QQ/lNPg4LJzgu1M0iDqdmaJ9S+RvANfbZm+GoLvuTO9PK +C7mB8HoVYTOnJhBcMMjsQ7hYLt9YtLQ1SOW2zo0V2kFM/j2xo7pfXZP7jkvZ +FPYq/fscJ22h0J3y/RFei+9K9C/SDLYuPNjFF7GDVzJaCRUIN3DoEzPINYfn +E6sHfFwW8Kq2sWYI4Qn9Can9zobQQFeYePeKG/DWFLF8Rnj8uaA09X49MC5m +aVJncoXqq/FECQhvqZXcmpIzAIb1Sj9PA1fQU9dljD7az2DTskpHaALy9Nta +Dtqu0HlDOjLs6L087yAbwyNzqDo5tJnpEApUV85tiKG635DY2lh02QSyMVqB +3KEQINam99dAuG665WA5kxlcJCApu1EaDpenbjkWozpeRRmaGxbxDi4t0+Ar +dYbBuZdLjX0IP/GopMI4xgoiPCCl2uMzVMUq/SVDeOT68K9LGbZw6+zOuo1j +FAgKGFpXIR4TX7JWji1xgX4oUH76KAnoyQMCpJAeOPP7OnW+iAsc9qfa6VYk +gSGlUkw58i9rpu6losNeQPSc92pOQiYkeTI4q23ggKnqMHBFygcG037QRApm +gEcl9z9a5IMupXpRKVUEgstSttf0hXQ48ZtgzBrh97v9lXv7Q4Ev8H3uyeC0 +o/fsw0fvTbschb7/m48GnmRLeoKgYlC2pT6UR7zn3qi61UH0BRrkU55dqyqB +gnIhFhvkX6qOn462b06B5sYT564KVkNwiUwgSxXS+Y0a4do6aSBeYz2utvoN +Yiw0rtwLQuPndI+1REsx3FA/yNPxLYOmTUNuqVQc+EYoB62ZVMKmxiCl6UER +cDfOzzonIf3QPH5V/hcGwlPBUy/MasGGfq6OQwN9Du3fhHXra+C7oz9j5NlS +mKFwfSaTggOFAcz4xEoVMDGW43UxFgENI2b4yhh9noqU8lbdDZCGs5pmTCsC +XlZOmzGtVQhO3Ut9J90LHGbzW+nKKcCzFlkkoboE4WIqtxNcx2FRhK1auSsJ +NuP4WaVp5kFhKfYyCf4MXCVxijN6NANKrA0+9gczcEE2IrbjoAeK9u7nMydW +YKk+IYI9LT/gIt17lpKpFVBbIA8a8+sBxf3VQNlnA0D/q7TJQ24Zzlu015he +6sUWYvRuUxN8wIKyEz1IfVbhYH1ZsSqsG/ORyu51yPoBrmdJ9XraluHNTTPO +hy4DmLyYR2rG5Dcg9bhkddZoBRwyq0T+DkWAqk+Ou2JDD8ain3dw79MqnBuK +ZpmzweBYt9ffV9EPID36r/MA4vvzjiQ1RW7dYDbifE1zshP0qRoLzb+uAB9D +fJ3eyxqw+xDgaarWCu/4bg9nncEBx7HrO4lID2YR5fVOxFQAJ9kyt3s+Dv5z +XBzpf6+LPmvug88/GA/662cmJR/LYTMrjs8JUD2f+Ov6z25lGvIsQxsF789j +lmZSjtxfheDswwe7PojX44zrcSw2OKz4jRh5hbgadMveHU1uSMU0PQtsaFGd +Fb0eYHLCIBDCA8K9TuPFwRU8VcL1PeTfqS1XKRHu/XhgK5onHRsiv/+7Y+to +/dh+hPY1J9hwpzMI7U8G2rTjZWwoj9gppYU/BbrBdvM/R37iZMz9Wz9T/87R +uXUD3sf4nIDMfaCURDoWfCjdhrZRv9kYJtlcou3h8BUhtfGPRCxi25YjH+Up +9zMD82vuNhDEjrMdvB4L3KqX9fBQXo9ld+70TNtDqB5NTuzmF2z668VLJxCu +tbTIntrnCKa51luGkhlApmsovoLysQYNdf5tJ5h9gt87v56BFYkEzpsg3O1K +53VzBgdwSdeyCyfLgqK1EN23KE+3jKze//RxgRO9v8nbu9Owd0wlWXvofteZ +Cce+77gB/ZIYpYJlASSZHfpzLKJ+WjeMWrh4gj0WmTC6k4npmDKoXkDtnGVR +v+QS5wOMuxq0ZfKlMF9SRvxrBAf71uQz04yBYPYonzB2qRALesbmcgn5CPYL +Rc13LANhUz08XLm8Ek7MWNz53IoD5eay2PHwUCi1GvIYpkzHuB23k+VR/38S +93e/Dv4E1BvL9//xlkHsl8jDKaRPKv74a1ifSILvGW68UrzFmD1WfSZlFAdl ++pOPFs4kwNwSXfu8dC1c13UipkG6JcR4eDJHMBXCTl5zUA+owMI/0JqG1CNd +F/+Klkg3E15PV5EbZDbDlmdCmZI0qiMpU0mKbAVwYvD60k51A5ZnxRHTJo+D +Es5hHAdpJVTNyuNx9vTB2ZF1zitdK3Cadcd1rLge6GmjtX8K1GFBSTdoeKhx +EJxmeVftahO0qGSXvtBshe+yawTto6sgYOnbfny3HrJVI8///luCGVfIVAUY +4CAUj4xpW6kB3uqeNLKZrgSlCOE/oc6r4LdptJi/0Q1DiTTe/Oe+YhV/Qxez +t1fgDv7c3FfbH3DsX2XF7GEj8OBfkDR6tQyf8vCmtNSHgW3HtWrveBFWSj2n +bd43D5de8Ve2nJyGkneFBHmlg5BC84hmdn4ORozuH9+TmIDbSk1D1znasJOJ +i8oEr8dhmeK6NW3aIliIqx/znU/AOExOrRCxdEGWOq3Yyd+rsCRnIR6XOYb9 +/PT1NOtAD6hQxZFWX1+EH6ucy2OdbZhPJrOjvPUAsOhmhTuvL8O+sPY5XvdC +6GRuMri+V4sNxNyrUvLDwfD1J7la0q6wMKj2yYWgC07evnNqY28VXv7nx/K/ ++OHR8oXMuuoZTC8u2OqvzRw27S9BdHOaH7zlT2ZcWqvFOhhiovuTcdiWQa0i +qbQ0fB068fjmPB9ECahpCaI6LvRTOd9X/COcWBX1zfjODd2aiSJVCFcyoXjK +K+UMiqcg/CqrGviu374/ivCp2q+B+dGWEIj3+c/NAkUgcebonUQ4tUPAnouv +BVRsv2oMi0T6pyyq7NfR/AkXScrokjk4BLxPb/6uA1s0PjkzCJeOIiUtLTWF +M9J5RB/dTYHym6jxUfy4XUZrRZUpNLPWh3zHNwYa6HEbQ7jdRu6l1zfMoGjM +6+eVFQd4lJbuW4Lw3DYDnrwyU9CoLeEhf+QIdNV443kIn9i/nFzeaA7JFzfC +FLk9QFtpaM36aB7GTZ5LaNUc7o3JJtO1u8NB+P6LI1z/kI1o/a8FRKb/ZQ7D ++cIFaxIdUoR3vTSrlEi0hDnazSjvXH94rXpwMI/0zPTjH6fqdW3BZTFecZ8y +BPbySm68QfhIRcDNjjoHGG4Qnm+nC4ap4z6O6gj/p9gxX/DOFSybuv+1vPkM +jptDhwuIxxSlI5iP27mB6urA/aL0z3DbLVuo9Wid/Nvtd9GnPaAujHHp6Ugw +MBv+kWhF+ifhZsCFnl1fWFrry9G/7wuc/S9P+yFckjUnoTk3FMLe48sdEMZD +WPGH3t+IVyWY13skakNAofnYpde/4uF25u44HuJnXmkhh/CqKNDYbb2aXI58 +KNdcryTiPSfC+sVTVDGgmWKovueXCAOp/guSiN+8goVpDEqSQHU079o55Off +joxSECOeGVoS3rjdlgHHblU95ZgqgoJ/OcEMjcg37f2VSjxbAqH9KfPai0Xw +jyjAyQH5/4NvWR1e4mVgINbmaHgpC9638bRTIf1zh+9c4j2FYvjcLDQIBF+A +Fd9fILIJBy7PvJ79OFUFL07tBeILxwBM2PUPmyB+OC+yUBnbBClpr6vye+JB +UiW0WCAaB28fW+bb6taBakLObF19PjiUqeB9N10F2g9WL/24e8GI3Z+W37ge +8G9G1AhKr4LCzVG/RawbOu5t9b/MzIPcOQelC4Nz4MJfqCXPOwP7TcRXW2o9 +oeTs/O1MvVGIixf/pc6yDKyjYole6nnQAXs2o3ZzQCYjT76fOANWiUzJwjAE +1Doso59a5iDwq+e9W8ITYE7RTjn5pAku9GaNSah4Y7GtShHEVjhQnW+wtuAd +BFz577R60m+Aydg8DpJYgc5jzto9jN2Qc1lf/rv6AOzj6RNReS0Dzbe9OpMb +DZjmvrn34/p6GLnS3cTKgOqSBx3U6LZjhWn4PQ0RkxhTbTK13v48HJ6U/GPJ +XAXRNlpGNVv54FcvIKJfgkM6eVlqV78BTM0ma0hFhiDNkPyD0dwyXHQXV+cQ +LcUMIk54GavEwpKDyEXWn0ifNN9Hv/99ni0b7VdrKfxpYDRdLOrZncfs1Lao +GScEISKrkrt/twFieR1EXnvisBe7JLMDdW8gRJKGi3Y+EauTE93xQuPwuh5f +Uti5YKCpZV+N3IkEokEN892Do3nRAo6av24w7EAvt2OTjBFGzNh4oPifwjtP +i0Oc4bm7ZHTNzwSkT3/rCiPdEji3cVL+pQ0E3MiYCo9NwGpUOPv1Ec4pXi/U +UGYDL7wMz9ykioDrfe6PI1C+WIJAl36xFchSNFFWXk3AHvmthR6d0yLrYhR8 +Wt8GLN8eTJpNxYGquLCKMdItQvkha16yliBMuuf/5nQy1phWQrqK+hM+VTO/ +sWcNNtlDx8JQXc1Z6Ligvo368yg4j7bDGnChP/YfsmVgKhI+cZQov7QZbRUE +lu3BkLnqcVtBGshzEacezZ/Yn55ZY7ezhcjNl9VXutIxztccp1+i+HmPoL9O +B06ovt2vyVPOhSvNldLiazhYlEr+R9zvAsovCK6MlRdgPI45Bo4LOFi1crEl +WvICQfupxLUXldDibnHfuh35xxcfk59NuoGNgmZGSlcBpoovJLU7j3xZ4fLB +crcf7EgM1pqcS4MAm5N/ptF1+XylTO+9CwSsXtu6PyAL48hyO0b7G/kL7kyz +SMVw4LzD6hCmUQYRG9a924M4eH7fg6Cc9xNs9SQ+DTcpwjhDvH0XJxDPC+Lx +9hbFwsVf/yJOdVaDIsMN34VqHLgKnHqr05AAbT9rO7n5azBbVq6To8WIV722 +BxQkUqC0jEns8Z1meOFfdf2vOuKHbv5nL26lAfedc5TWj2qwY6rHRBuQ3ymN +f95/tqoAnnoPeJdX1UOWc7P2vBYOPqjJb+mOfAVsT86S3LgOM5SeTS5QQv0f +eU/2wbMGaqgoPP/YtIK4rZzL3HUc2Dy1ryYnKIPD7q9ZQ2UN2BdmfDPHhRVY +8H3G8WKvF6qSvmS8fFgLJMYdZ94L4eDR1co8up91QOXbwfA1+BtGztHwbC9j +FfIXxZhrCbtAkWCgfMKkD6S3WjpG5ZdBPoiWw/DTD9D4KGRhbd+FvTT2+LY8 +sgSz3+bUgzt/gpvnVNhxGy8souM174TKHDhZFXZTD8/A3X+/AieiWrCzbUTJ +KbTDoP49YEtZcBlwuon4PA7d8ECjNqnh0wR4D3j4fH26AFz01kTjZ4Yxyx/t +emyK06As//yUYfo0dLPe12fT+IUFMPjz/jk9DDbLlUSJ+AvwKbfiHmd7J+av +y+Da41sOfBNXB+f6ViHjrvpr2mf1mG/sqbDty2NQEG6Ad955CeyMI0L7CSew +4J3LJfX7HdhZwonnAtsLgLUfY7egaMWIL0+TmZYngRxepRaII51LN1ZyLfUz +trwp9iemcxAYmTzsFe1XgHIl61K61ijW1JLjwdVTiJHv0B2jPPu/v/dWjYYg +9Y6a6H/xz+OKQwoN6llMFH4wdjLOYcF5l0nvCtyBZs++XrumWkzChClNMRWH ++Qzv8CX1CoBba5vMn8a3oPhD8d/RPElLsNOo2CsrqG9h4yKfUoL7xpsaR/rk +tiXpzRCDd3CFfJNvKvYdTPOK/kf/bEa6u1v/1oWoOUu3v78MYFy4pmsF4ec6 +U10+Z2vASM7XxgwKU/DqILBYQHjkn7dJVXc14coLjsbuQiOQY3p8ahnhJApt +PPrTGmBX2VxHROkISjlbLrVHukjMTaSjSg2CLO6xuqjYwdm3W6ttCGevuvOd +Rk4dCipSSwTX3eHvyo2xo/Uhv2kO9T+lqkOkZi2z5zN3GJNhig0+WjfiMzDl +k60J1od3Xzj5+YM5F03TeYR7E57dKVrWhM6xP5/urfsCOUXF62sIvxx6oVTv +lzZQT9tUaUwEgYlXSnQJ0i21dTTsvT914eRFLnx8p2DQkL+ydbRuREdZPual +uSnwXwvLOqGdCBVtrylJEH/OuVCE21w0hlPn2hbag+JBqG5T/hLiz/ZtUocH +2WaAtWiVzaeHQlLbyIdbqJ17abF8I4zW4OIW7k7tFgqsP4ZqWI/OPf906eMp +PXvQ9Cc1qjSMg0V/881g1M6dZ6H/3og5gLBPNhfljRik5wiqVI7OadlzNGIq +cwH3X+m/H7MnwpCbRlAz0j+WS33KxzY8YHlTKM54NgkuznyEo31Y6QS5fzZK +AyHo1GQJjXAhmN5zYG+cw4EJxKY/ogqADF/pX2/q84Cu7lbD7DIOLjwvME2I +DwGWsN93RqeT4MDLw1QC8fY5ObL4bcoosOjrUyApygQcp3c2/RIOso9raay1 +p8KyLsWm9qNqYFKqTF1A5jTw5uEYJWciyGhRSo7EfYUM/lJCuhYcJA+Em003 +poPo5K9VidFK0H8+sSfzFQd1l4QtRRPyQLYIH8d3UAN/ca4FVh+RLtI6eN+p +8xWOT/5ZnCWrh3uhBI7B+qie1v5QdnepgMt206b0VNUw1i4nUmSHA2frvcfz +z78BRwpXpb9OOWzSKNgKGOHg2i5TfYZzPeRl7LhNq9YDR3Me7+uDZbi5J2/J +wDAEBvZaJy6pdsOAtTPHk2MrkCoU7eOY1wdb48Q2Iys1gK8fzMXIuQp4ZtYE +7o69IE5Ib/VmIwrMZssuMJ9ahlAFzZv53aPwdqku+UZLOjaKy5XzCs3EGk6Y +ruSjenWcmXd3/FwPfLFvoZ27Ow+/Z430ticnwaG7plOYSRWrs5kRnTSrAYqQ +F0xUlUjPmncxH+PLBolnp199nSwDgsCSe0fnmu9LGzno0beBJLmPW+KdCWCJ +6TyVRbf4P/lEKyP3MuF46////9CsYaWWMA4mxSe1N3dqgFovqCuaoxXqfpgH +TZzCgVqQ07WT8alQ5Xegdy+oA/R1mXT/ncb9z/af3JmxiNiYAlp5+8EWggWM +hrFCuFCGH0R6D7GKl83w6E+qxCd9HPaEJMpJcu0ljElRu+z5J2C68o+3rqA8 +GlneIBMz8YRKRdHxkU8x6PNM/3ERjXMmAxmpcVlPuDPM2UwsmIxds1fUbkfj +WZPJ3E87/z24sBtm9XZGwB0OzWQbpHMO3yqwn2N8j/jHQ8hANB6zpPGbeIjy +iD2cxujskgXEKc4ZqVlFwuwxRuwNir/2e31BKcECBs5RhG+zJmC+7LqWjag/ +Qvtz5cmbpiCT4n3h7edkYGbSKk5A1424LklM1mMKPGlTF0+MJWEZxGXN1Cjv +rpXJ3mBuNgf7lHsz4/tpcKBb84YZ5YuVgITvTMU7IJ5pVfLQS8Vs+2sqZZFe +Ii/M7G6OsQDzN5bv8+izQaOogCZ2HQcMu/4awdKWkBJLtP/TMQkbq9X1EkPt +u51szf3laAWvR4eYCYUK4arCjSV7pGcePpXl1/FygteTKnl5d/Ox5mb+ZuEV +pLOp/+aSKtmDsoDAnOSVPFjY4VA52heZ/XTwoRuhG1hxOh+vdU/CBGWsPh+i ++9IovrrnXe0OQjefvu/RKAfJvjy6M8infBnE9fKf8Eb38UfHhKQIG1galNqY +wYFIm6vvjoUfaLyN35alrwKRkr+mWyivZZ9nOnYq+UGbHulmSFkexrjj9f3H +0XuxGZzeEQ+ylgk8i0mvBJYfCssbzTgo/rejx4v3BQ6vXkgi6a3ALnH0nGL+ +jgM/ztnJQfIYiGG8hE8cXwVxrKSGGnXIX38J/RTWlgDSoaFco4HFWHZ844sb +Q0jPaD+yZp9Mg28yrMRq3K3gIDNFNiyA6toKh6L2dg7EOefLkBrWYIkXPhGf +ycYBs8TuxSfUudBxLTqFb7kWJHuvmkx4o/YHmpevmRWDWsaSave/AqxN/K+r +PvJ3DHxneeSjSmGTJ/ftVn4naNBa3u9eXQGyu7NSb1m64A+xVNGyYgdm+D00 +ZJltFW5QfWn4vtkO0bx1iT3JXXBFWOOZjPsqPJk4zNt6Uwd6chkBKTXZ2KcA +9tSLZ3EgfrCre+lUB2TxXpJvoogHPEzF+N6HTJhkfiQYgp7bKjbtdkezFTtx +yu373OwSqJd4Sm4ajEB//TvNyt5S+Bu0/vPHlxWYKpZ+pWwzAIc9myMWuHpM +17/RhrRoGB7OSwlzqCyDzaPEuQyRn9A2zxddxDwBpyQ+T2Z+ngOq82r9+3c7 +MaoVVvKnggMQ+9hxXrlhGeZ8vorSa33FCuOwuZPHM7He6dW2UfTcVFev7NXR +l2CCFHIm80TDcPkZr+jK6DIoPOeyrHlTjOW7BJfeH/8BJD37qzc3V8DdXpn+ +cU8Z9v8Yw1buDbcOem5pJ5R4s2+GYEvSw1I3nUtgtGPd4yfy2VtL2YcdzV2Y +GAdtTkF/ITxVmB2qaFoFytXdpOWVeozu//6Ff9fV8naQHySKfiIHV2cwd/Hf +D56dnMfIlMKa2GcegJv+Y3lnrB77ulvMnx6Cw9Yxsyczt18A7dbOIzB8jJ0j +K6moRnqAYHljh/iqM5Bu/VAwkn6KlRMKHx9HOJRwsb12fA/cnbZ3eHReQKl7 +l8yR/kllfHvP7bQZ6IXRSMh8vovta2K/1xG+WLxPJt1uCNfqaYfSXOXAeCHg +22+EH9s+PjmoZQicOzzcuCl+WDPpStpCeLc+7z19LT3YGannELM2BxuiqqEp +hEd7CmuEzmkCfjdT+Y8QUyAhbUqdRfhqncbEG6RbwtnI97+IWgHP108ffyBc +q9omfOGtDoSxe9YwClgCzQ+/0iO9d1lE42HQKz1ov3aRKYjCFcIzRV4lIfwu ++Xu1pOt6oDvynbbkkzO06eNV5CJ8SKBiVOqqATg2i0d0J7tAr5L4w6P4q1+/ +E6sMGQHt4f2fo+ddYeqdBkUUwh2fH549FWkG6u3Xiz1pPKEjq2fbEOGEAr35 +Rbh3cGr1u0kCrSvs/gsY8EO4qPB9kYpsxM/KqgYlcZ+Ab6rJ79TRfJFCjv70 +mBX4xHOviuWHAmMfzd7RfpnutA8KglbO4Kb7or3Y8gsU9sYHUR/NF+nxqFxJ +dwbWl9ZBTgMRsL1RovUQ8bkjga3nXy83uCM2+YmHJxB8dOtKZVA7pE3aT8Vq +PoBcsKg3g6AfPOxqc7h4NH8V174eGxAIum2fNV3ffYH1xVvnj943zNmoZbql +BwMLsZ5dE8tnkPi+38OO8CgqHFmEVTgEUn2UjBxLhUsXwvlTN3EwelumOnor +AjjLyfFafVJgTZP6TuIGDigbb0eYdcQBwzKFfN9eIrwSPtlag3hesQef/syN +ZPDC36VQHYuD2oRZv28InySoDeEsSYU333Mi2BjCgUT+RukHlP/XwmZvZkjm +AMOn63selNFgzfF6YikDBwv9C0m152uhUuGebR9lA9x9slF6UhsHU++/+DuW +lgN7xB/s/JNSsHx2tT62CgcfmYZEwytLgI4yuPsZvyEEVNaJ7CnioL7HEggD +WuBAVfprvakPVpdL720uuAobKm/TjlX2QfoA07mOwnKgpilseJmzCt4izzGm +490Qsc744f2dMjhBGvL7c8cK0EtujV6y7wfqNr2LfdHtQNdsrSVntALJgSRm +EjJ9oOLoT02r1QadGoMr46qLcGB18ZFRwzgoctD6kpxoAXO3zdd96ePgrk5g +OxC+CP7kmk8vRtVAxdUC69rFKbgpb6p1tXAemk7Y0ca1lUOAiEfUTOUQnJWm +b2mnWwGjNw1eH9JqMCmvF67ar1IhWk2OtzIf6eICoruRqt+wpElr3Yj5RtDr +8XGI58BB5+NEN0KvLizvbx9laYwQli9rQMKwuAoVIZ98iZ98x1jvRD9cq+mB +Uc00wa76FWC2EXx0Tb0Kw/Fdu558cQwGEzeYRL8ugeP9P9KFTiVYWitZGnFS +GLjTstiJIB572Vi8dSUwBCtZZewSIEkE0S3xrh5Ub1fNS3nehkzAwF7beF3V +ImYoua7+5wIAtT/+FWvvBth7LGPA9xGHGZcKH+dTlYVHt6WNFj7GYTP3u+hI +0Dhk+Lqte23jA5h+yXnJ8uATGLAoTJxA49kjy4GOodABDh1fPhmvjcMyE3iL +bVF87u3rbOVnreAFAzEvfnsokOXenbuL4sUulXs6rVhAl4P/743tWOwGI13N +HIr32S7q49aygL6v62785BEg+lD35dH5wJVmuTeImkxAEb9B4d5EGtagqHfi +CdI5Lon3fpR8NYVbj1n9K28mwZ9CDp8QpFtEXp98tUhpAkV45KRVsinYXp5A +wdF5lT9ZlLY4GcyA3fh2Ow9DEuRaE5BFoPgk7R+eOzfNgObhg8UbucnYtxP8 +JCEovkh59F2krxlcWCRg+O4bB0/L13bjUT+Hr7E0VnWaQ2026cOFw1TstiXP +t3HUH5YdZdKmBUtI9bIWGkHtQ5RDugdqv0mlx+XxNWu4jnnkG5bEY9Hfzvcs +Ib1nt8n2SK3ZFq4dZgQmyKfDUJBTeeUWDkJqrjmelXMEopLfl5vccjFvuVu8 +jGuID0+KUMQpuALFqZwhISiGqMS1ef4pHDyl/aV+45YnJL2WulyvVojd/lJ5 +5S/yWXh86nfSgjzBfU35kmxqMkjPXR0eQTrQDlPSu4H5wpsz+PN/cfHYdHDd +zeOoP69S3/9ikQmAvBZ/ZVryQuB6wH5BBrXziuyJ3d3jYbDBw3dXsqkIU+KJ +NV+awEG+RHON72wUFP+ZHCXQqYbFPJeW7VocCP40j1MbjwLuyMo71VfLMU5z +83CuXhz0iJDNXLmVAFEFzYWnoA60vn37hx+Ng41kJ9Hq3iR0v9e6uy7XYBl6 +Ybem0nDA5dpQnJdYAKpNjyLLsGqQvCzwz74E8ZVpfhv5yRw4ECRScyotxfB5 +ZzjKMORPGGq5pR2LYYkuljBqH4O5xV8iDco4IEkxmgzPqIMs4/oU7dpi7B3d +boFnGQ5qqj6XcbeWw2Gy340CTh/wInyxXOeCg1C9U0b/ZBphdETYNPhyLmY5 +KnHJDOmlPHkferbldujPcnm8wNAA+uMtV91fr4KxOrNConQ3XD9VIESl3opd +GMgiPOO3AA5N/gcDlyYhZ/dfLc12NxCc4palCViGhXu3a0sj+2GkQ7sr7W0r +tlEUz8nPtAz+MpT8m++HYciQTktBLwfjvsdpETkyClilGsflnSUwScE5B7t3 +Y6rS9vfLF6agwt1ud9BqDvjxWu++lw7AZiZfDhRdnQGX3kLdMMJ5eDvsJmPV +141ZulDZ/T2MgBX2ZnWG8lUQFrI0iyHpxjxPWRzbOBOHnfIMzuPrXYVfmfT+ +ZF/6sAf33IpP8dRA7SsiPy3CVWDIwPOy0fmOyUlpUYflt8B1xWjCdO9V+DC/ +GemV2I0RnPGlkj/shV+eApq0F1dgpTYyRzAIPccdQgdxsTxs4ouyqxyqG2ES +D5WLnqRg51yHJA/6wyCMpl7vIcobnxIS6Si2GaysgKCM8HAO64q+I4fVcsBM +Jm/9P+c6TOcSjkIhDoe9mnYmV47ngz4RRj8nLTJMpDaScwDV9/vnPK4Z+tlA +4cXneJp/WTBj21C8I11EJ/VUJn3aCHAGw246xVLAbUFmdqR/SBOemMbH6EJQ +az6lYupt7LwT6/Auwp9n2Zn3FmlA+z3/5MM+LVBKekW8eTQvVNny0WtPFXYy +jc+suKkBScyVx38Q/lG4U8C4Xw3cwivv0NnYQG38y5RehBfbvvW9zPYWpjR0 +nw34vYPBvLX0aYRbU8w/5chUhlayyx/f/LSHb7btl5sR/vKt8+aO9lsQMh7t +v69kA40urbijdqhzPJ+zur2F42/dKbabnMBsREj8aB2ym1z7s8VLasAQ9s1x +SsoWmjhTKjoQLnnsio5/kAac0cELprBxg8pBcb6j9UgyzswueJe04DlPPcen +Yle4MptZH4dwwdBIiTfc2jDVPtAgwOED4VqzOaIIZ1s5neGA0wHXbNXA3VIv +yNqtLNJCuGVLastZPyNYGao6KxccDMw6h4thiM9TpatrsQumkCv2sp4nNBA6 +73M+/4Hw+o7Gti6vd7CvfvubUcUHqGQzw3twpD9dhQ3cEB9mS7JLzx58gGgh +5U02hOu1qYm1C9uCocfQWdnrgRBP3tdaf7SOmoA4TFzTAfI09OWFTnvCUqkW +59G5InVm5W5q8e7Alhz5yeRRIjCcIOQ8OpfD+knSeOm2O9Sq2VsQriXBYZsH +hxji861Sqjw3ez8QVJ+wJXycDk8q559fRHw7p5DwO+5RAEx/xXvfRIJ8sYUI +gQDiW2eN1L1LJpGgodg7WcKbi3hw58nzo+8dvJfsa1cZAw+vxPXz0SRBUXNI +2Gk0jj8ys8+ae34Bs+VJl4+rn4FzSl7NB7WvI7dVdpMiBZz5Ry+NzUVBwdpq +3Rek37hu17pOUqaCJF1T7FPHQKA5k/dJFF1X6fJt1dSIHFDYosyO7g6Aq4cL +k9CF9HZPwY11yQpw0z5vynuQAlV7A5MayM9cJP+48gK/BMwNOP6REeZBBP/1 +BX8HHLiqG/5WE22AuZdbHSWFDaDZxzHz9jbyLSqnAnJDasF1Yp6geaQOFocD +i/biVuHy6/adLdFOIGBeHsObDIO38bmvQ/WXocC6rG9I8xfibw19z2fx2GnO +T4o5q0vw4Vp/6SmWMcgglrs4Wl4DhgKyVS1Sy8Aa/jGL/ssIlITIyGErbjBJ +l3PcaGgReGkUDUR0J6DzCbsLM+aBaTK98nEsXYRf7AHJ56Mn4PbjUxSR9CVQ +d72aLXdjDOSdGSEubAkozwgOtzs3ghexW9fzrXE4bfL9N7vvIsTFsQd/3OqH +h6aX79wmHIHIW8GLRmqLMBh3XqR7rhCabt57ELffBhwfeZ0M6ZFPipH83p/S +DRclng38yO+AqMIfM4ItK6Ac5s8Wc+8Ldjbbq6KmrxMILzIy7+6tQlOm4Fqq +TQl2+27kSyMZZfjcUtirOI6D8wrqZY75eVi15HNLygwNcLV0d/NZRXrZ01sn +MiQMdNn4H5zLToHq16LL2+j5k//n59l/zasHfJwdFVCaAKprWZekJxexTp4s +OV8VLtgJ/DxaYN0Ef8rJzC5a4jAj8hjD/BwxGNwrLPjaH43d0vLTcDvad8/e +UXXI7gSfx0nNJV5Ew2Gcw7Oio/mrD8pfip1swWp7ZKDxaTjG/GeHrBPpqOeX +cMuPi81gaaP83FsfTxCObXM3QHl0ePb1pqqXOYh5NNVkUcdh9wkOt6aRzpn6 +rC1s88IIrrTb/3WYigcZuSfkR+uX1oSSEw61jQBfu66A6moCptn8700vwv0+ +hC9c2dKBFLbZA7GUaFDYwMSxo3NWdeLCDLQNQHZT715cSAKGtZicCUTxKhK4 +Ie8cfWBbZb/c1vUZHmZwER+ds+dH3ponGmgI36un2Ik+fsFUy7XVJVA72Y5n +EgMlDOGAy9hcPDERSD1uRCygfA87ncLjz20CHofb+qn58Ri+TJD5adT/Qbq3 +DkNzpjCStRugvJ0Kqwt0vOtHeVoaNDWoZwakPqoUurmJWNjL+ImjfYtxhCwW +P3YtgOZrXw4Hfxr8xp0oTkPx6sGz48yu1vD2/GtcoVYKJl1nMriPdBQTXkO7 +XYktkGft550bR3lcf3PzB4o3v/+LlJTcGWij9qLzoyOwP0It6eLovqylDBxj +1ZAffvL8ICcsD+7Y0Z/TReOGTPOEbXmMG+jGN36+oJGBvWUiV3A72hd5bUHI +rskb+kiyZOkLc8GWeqsnGPkyH11yH/jtAwUsvXtqMRmYJxO1RRfyfbHfBhj2 +BwOhtj/etfBlERyn4TptjPThq5R91T/sn+HxjAjn4lIeRnBldqfr6PvaJOME +hUgjYJnI1JyTtw7C6PGjHyA9hm+u3L35JQnm6fFPaLqXYQeuM1HlfagOfrty +8d5SAuTy3eDjaS4C8cYmaukRHMzzFlOetUX+UfSg+kFcHsalPqiWhvCJ52LN +vNt5QIozOYaHFQKelq/L+CAOBt4VrfnG56Dcpu6WOZ+EZUwx2oW24KDA5oXA +YkEFKAZnCToNlMM+J7u98hcc8Gv6aa9jVZBm8GRYfbQEW7vNaz4YioPEesO7 +1je/wT9hOs+F4DZI+/OwgTV4FXBDtrsPp1tAZ5r6/J9j+RjthiZJoCCqayEV +PHdbWmA5Tm6F6mMe8BCMupGxL4C333goa8oU7JmdlqCorcYikke7dt+uQKV9 +qXrg7UF4HdkuVy6dDc9E/179S7sMrQNhBuWvR+GCc/IbqvYuTOV9rQXtuyFw +7tId5ru6DOZUM3Mm1HWwrfPXPxgP+bTPxiTRjuNIj3+jEbxuj7UwFDeI6SxA +vZEGF5/lFLgTPe657O6PNX9b1iY2GoLf98/ENL9ZAWOp+8qfHZsxyqxOXqy3 +ClLir+7XcOLgs0Ww05PfqVi+JLmi1vwgKMZweeiZrkDzzXw+vsoa7F29uqil +qBeMXf7yirkcPeepvWtPqWKwn7qY2WbhIFT+EawOdVn5n/PqG2pRJ8cPprAz +u3YDqn/nsb4vXnP7bLeA2Jt1mDO/ATOkLuZ2+YDDWt96ierc5ofB+6Jsivay +mOZs2MTR+zh89og3qWzmUHbQuBecLo31GU6lbRzVa5IJlrlsfRAbXTstcVsA +4y/v7j7SV88Zh1bvvNEHZXKvvP0XqtiIFofr0fzVhVwX0dBKPUgoys/iLb4A +z1rk+veO3gMO8g4f3lCH5zGgSOamgq0ES+PtIJxi/K3v22JVIDpz9zi/EcC3 +dXy1fYRr8Jw0vlytCpRFFwLuNTyC6rjZuKN26AcG/F4LqIPkiTb+qgA5uLmK +e3ekAzEneGVUqAYbOqox1NUEWPWG8/mjdl77yndMNaqB3ZftSa1BE9jpkyJe +QriD0P5gO5k6bJ2nLC+9pglvSh2Ij+4X/3am2EKAJuAP8De2ENmCrI3bw84j +3fjRSESARxOsuorZZSQtIByvi/rovSebdX7/eIs24Fpr6vtFbKHxWUh/C8KD +RyREMFt9UHqj3321xRwEms0vjSB8ko/8DVm9EVin/8rNQ50+Zd1amo3wHOlZ +IdNAM9gLirpXpWCM+OXq6+EjvRdh+WBpzBxYV83I7i/4gdWF3PyTR/p2LbHH +aOgdMIcdZ81t/gBXDUSUOI72wb3fLZN9YwvHKt/5G3H6QluWQPAe0mPj7Ww/ +7QudgOyNW+qWpxuwC9+cVkDxM8WDcrXnXYBPTUJBbcITTqf5xhIeravvXZmM +HPEAZY13Ws/SPkBT6DRxAmrn+zN+XyvujxD9Kny3zzUEuvZ+Tqcjnpxg4Qm+ +gnTa1doKQc0eB4iax7Efva9843gnMFg7FHLN467OpvrCrWA5l6NzewK0vE2c +aiPgJJ4VjVulK+x22U/vIf7nnnjuopL9BeRIK9c0X8UAXXjF8OLRPiBxoblF +lXgQFTvzjy40DIKEG86EI96+41nwkr45GRa7FBajuR1g+XHG4wjEq6kZXrjk +lUyoGanpV5JxBNZNG0UM8ef71Uyprql82LldPdLplwLeF1oIlZA+EE59wihk +XgiyevO8p+8lQt21f17WSL+9f8NMtNpRDk+fJgdvYklYoGeAw508HBAarLsw +nP0GQo4uBXlpLvD51ul/NfdWYL26tniS+SeskZ9QOa3iCjDEsHGDGD1HMSnP +lt0OyM46n3OZOBRINn/GCG6twEjX1PyyZT/svL5c9/tMHQTmhZddvrwKU/wl +k6umvbBIpcBw27oWUrZVIoVPrYK6ob9C94U+8CNrUpzL/IRp89Fn5CtOwzGb +G9ndOfMQ7l+Yt/ogFbt3S6dIxHMSvrKay7w7uwj3JPPbGl+UAUm3p8P0mwlY +pYt6JlC8CIaPJFteP/aBAUUql06hXyBBlVyp9G4Zqi5qp120+A4589mLxbd6 +oCx5tP/K4Ap88J6hNrqWAL4SYUVPPo/AExluypjPyxDM6etUaZiOjZfOhu/Z +V0LWyueh9VocbLy6VC51WAjGd4YdmaIzgIOEZHNkGAfynEJDDd554MbToPoj +rwgclvF3T6N6Rdtkhn7F/kt31VFcZWj5m4Gp8egPiO4kYxRznH5nka4/y30Q +GTnzC358/fjksegy5mS9f5fk0X04LtTgnBtaD3Ou9sZ6n3DYLdrwEds1IVDp +6/H52x2Hdclun9U4+l6qhwn00Xt2QJLaYLGr4guxJvpSl9H4HykOqde6aQEi +xXz5ZV/DsBy3FMKjfaDzs/mrCdMW0Gz2p+thdRCMhv9cKz3KC7YS3ACFEZQI +j0kRWyZgx+9oiyUhvfQM+/N2w0gHsuOpcu5QfoCnVedGlI7WOWQ9Pds3rAmt +G7yqHxZjsKQ9r0JrlBcZsh0uiR3aYLQ0tEvSEQxfXcJPfkLta87PZM3o6YIP +6yWqWso4LMzLOHwZ9X/XncOT+Ik2vFyjeWhQ/QloOfWsrhzFn0+8LXZTG65x +W2//UUnAbu2RGuWi/jSNxc1pueiB20LLl+exUbB+3ph+D13XN4dFOu6RPqSm +a/o+EEzBvppWe9xD/utjsDo3Ba0+RM/z4etyxYACH7dGFIoXkx91CQ02BtUJ +N2HWpVQsquBe7R7KR0PTiLnIAjMIGbf565uQDnZh308kIj19XfT4l5Kz72DR +lYFBTTYVM31hxvMa5fU/k4NzCnrWQGu52xlT/Bm+9HyZIUef898oHIf3TSuY +SL88wHk8G2sgaXuZvo6DB2lqDAt9tpBpynBa6mcO/OFb+D2I/NfTFyOf02yd +QXNcln3KMAsbeJm+soXiac4K/ciVd4eL0nm70JEBNtEdai+RThNY8rodj+8B +f/QEhksbMzAi2vmEMsQbvU+/Kk97BoJU27tjbuEZoKBVSOp0ND/PdpHr2uMQ +4HrM8OutXDn251B8cuMHul/RbxXyRZ8g7RzTg2H8dLAqMH+BQ/FKPHM9rZwR +8H6jvq6CqxDzWnigqDyDgz2lHjYSXAxw3Wm6vdRZAYL7lBQDrYj/46NOlD2O +h1h+r33x+ips4RbpL4Iq5Bc8qidPr2QA9/8h66uDuvqC9kUwQQVFRQSlwQIl +RYElJVW6pLsbAZFGurtTurs5NAiSIkiISCn5QfRroOjv3nd+71/vDDPM7Ozs +vfd8znn22d1z9nwIrP1xux6apI/pZE9h/BYRtTF8LgLFwqWNht56pEz+hOnR +CMY/3/obv4ioBMqjVOxPv5dDu65jvfo0AQ55HIyr36uFW82vNfivdyITXQn3 +SCuM5xuf0mA82gnVyZH+1KwJKD5DWS5wiAD+dDOUtUat8M2nsltaqw394VvO +lztGgPt0nMULL4egrD+V+i9JO/TEO2xfSdoBL72/VkN3xoH31QhPVFIl8ln+ +XfWwagcOv+4xOp41DpzhfvQPFRuAVVEie+DFNsww6EmK/J0Gm8ZkTar2fnRb +24R+jHMbztexEOWpTQN5xr9CraAGOPaB9J1q3gZIBN39pef2EVI8yZVJjg8g +nio6lazc93CPWfzQcMMmiK8wzlypLILb3+9qlL5YAiXem7HRpBvQQzW54XAx +C83TnBZoevoZXlRrJ4SlrMCrsdiIG0RDyJ6zWoRadwAulZEE3S/fAZkdO6qz +nouoeTeVgYi8BZ1Sq0qN4t0EAu969w/+fnR3Vt/1Idc4iIccD1aQ2AFp2e8v +z2k0omdKD3qyYrrAsiz7ZK/f/55b0f8/OKZ7hWF7qsoblUo65orxJMIce0xG +JjbfbxxjI3ZgWUGkw0Ekn+c+o+rpCYVHScyg1uMW6mHcg+Jeq7QoJRKQMN+e +fpoqD1zh+6814L4myjJR68brgJqZFj4f+Zyg+Oy3fxlPZBF1fGU3zq/ORHZl +iJsawcn3XPQjCrfhZWPTK5wXvVgl1MXK6IFT4dASjQKgAroAgz+Y3GChVznN +WBuSZxcdZd6qwzkvh+//w99M7dXDdjXAM3spqdVUAjhy0+0PMPkzYy+vwwJq +YBxxW/4FrQLMdooN43YkpmSP3thRBaXz5koxMaoQMn1xEH9uyd0FJDKtBj82 +g8mevTUHE7TcjPMuOoF3YycaVMBBk5V0W9AYeFhyxvB83dhIOEewnhoUf7Sa +LHzuAM4Ob+Q/43VVjnuurwzVgYouymiiwh609t624TxWceULI5GSJvxbnH1e +feACAq/WifH65nKH1s777ifAXIx4Tvx1gP+KF2/i+9m0Dd/fOh2uB50kb8LF +GgLhD2TcscXkb57b3jfV04OUaRnB1R1/oPfzLsH3lXHSDGok3jOEpkcnpi85 ++MO3L3TBkXg+k+0RFVuUCbzVaWp86O8N+Z/rOqow+SbNFe02TXOYipdZPPk+ +CsjI2/fw+1O0fYPfdD+2hPu5OtqlA2Hw/Ucq5xVMX03urUWhpD3Q7l3Rjb4Z +DaXM7451Y/qXuESDQrocIJ2NapfkaizI/mystML77pYsc+uGugJb6r5oL0so +0LdYjJJjdiivczamZXsAxTO5eUqZcCjr9Jnqw/R56p+cXHrvB1V9oRLVL+NB +QD+XvRybfzTlj7g5DAOgfLlx5OzTMPhSpT+O5wnrJJ0d+m4Hw/SIZZMzyUtg +N489ex7vCxSqVCO4GAyplIcFS3vz4F7x9IczGJ4Xu8R1x/XEQp5f9mSRRSH0 +n3p/ygPDW/6MzPLTJYnw/WiRw1e9bFi8cio0HPMvX3TjX541T4GA4nZzD4lM +uDMVPheH2RHoPy/SwpwNVxqej5yYzQXVCQ9uLyyOnlj6/um/uiIg1di78Pt2 +PqSx9QprYbyuniw6l6GzFJqPBUpE8RYBx1WS98cxXldLySzdjKphouNCeD5F +KnA+7fLH+2n/8dXcVh2qAeUhzj4Bl3yo07p8+h6Gnyr01nn6WBxLHul2OLo5 +Hg470FbwtGDxvv2bu9eVO0B9oLeIyawUtFcirEuzd2DQdoz/7M0JiLRRI211 +aobMvqPfz9ETMBywiOIPHYSxJqPzV6UR/NuPtvl+fxskjStjr7x5B7X+9Xes +96vBZAnM5IW3geTOacILvxnQcfa9sVPWAIh3wOgCFk8uSs8L3+p6B94OxqFe +t7KARSbUJzpuDXJpwxsW8tdAt/scX4vCOAoQXG2RfjmLgpIuWmz3bUKP7JfI +lfgOEF6kTe7fXwTR72y8pCMbsLy7lfVnehTu/LTULr26BnvG3uXjtavAcpnY +aCinHDVQDG/9rY5Cj6S9ie9jfpWawTHey3UWDQkdLV6+0Yii1ttjhfa3QCqR +89ErnwFEfqRThqxgCs69bs62k90G/8DUU7JdLcjAbuzB0aI81N8/RFAYwOKz +G+uDfwzrkUz/wz7Frkow73zF9gMbbzmm9ju3GRLQ4MoHwxX+evTf1098zB8I +8EqK+yO1fSmY9LW9+FHSjP6MkE5V9/0vrir83/2uLxL8lXUXoEuUl7Lj+ha6 +NcjO887vNvBGPJiuGhoAMa+A2AkjAqro+dF87qQoHPzdP6X5Jhm9oeKZlsbm +/9sFo/xT407A5lD3jVk4EL7f1ZUxwtZRMHubexODA7ieoSbSf5yAvlZE+R3B +1sWfff+nNbGmcIVNXXCjPhyulJYn4X0+Dwd1+O7NmgFZdvPTus145NNeefIS +pu9215LoFq8RiPU5xp28GAIJ/xZz8X7atfN+TIbLhrBgdpKa5F4kip35TorH +d0w2rB88bxkAKz9X8aB9FHjQOTpt4ut3lkTHtMcQLPkkoXY1Ebkz/hDrwPuH +rHjpNNDow8WHNxvou1LAMyvOjR2TG/uWKR3EGsBzVWTgNZaMmjq6cnUxeZ1v +0okCPUOYGhWfbyfJBG+zzG1ePD/5NaXGotYI/u472W3dzUSxY2q/8D4kIXOO +1LQxJmDiFE966E4BzDscNorA1mlnka3irZtm4M2VoztqnI3sL8zfvI/xUkM1 +OqfdfTPo7p5o+c8kD3qWuG4NYOtdh3STy7nXBrrlgt69Vk9Dh4IGrw9h9pWO +6ysMhNtBvdvK9qvmIngWkMAThfHG0I/VQY/7HMCNU9E0yacIlbJW0VTj+Vn4 +k8/22AVMKs8mxN0uBt2YxMGrmDzp5Z0TW6uu8MNi6evBZCaKkfzTP4O9T9Oy +a/T5z+7whYti7/2RQpD/1nQG76vQ8mMheeChHxzwrRq3hSSh9CaVJlFsfK4J +6rr7LvmBD6u1k8KvfHC91TfYjOm3UqqXsjBHgWX73uiLjgTEthmty4bpH75f +P/nuZxhwxrUM3Vuphn9v/n5N/EwADtul6t7AKFhuc6jvuFCBkh5REx5gOBZ+ +LqMhRCwOoj5c7Tzq0Qg0FUcuqmK87ni1WmwiaxZwNt+NFtitRoSMz3N5GG+8 +9+O/9J3oTLhg9uf+Rf16EDiex0Q0j/m1XtoJA45sOLK17qtdVYpc78Ok9icC +pB3TljtqWgKcHcEHG4frYPE5hx/9MBZ3u6xfSLxfAyuG3psdruXIeehdcBPG +9wj0VfRnAxshovXNbdHwTnBp1TOYwe/d4Mozvd5TD1opGdKjevmIyfISt/Er +Auhvr7y69KgFgv6Vs75i8wdZ1bcCB7EEOGo0Y9xW1gPyxmN3MigyUZbw/Chy +xPQP3Tl7RqwfLqsLxPdCH/xnnRXTYLADWqRDkW9qx8DyYYgZGXUjOnoofDlZ +fweqqEQ/qN58AyVHrj5+9rwUfH8t9AnNfwb+S6QTMxQrINhFYSI9UowqLCLc +Dfq3YP+Hr6rJwByMeY7sD/g2ALNZ0NHZZ+vwwJDNzpNhGcKWA459K+hBQUOi +zk+6o8FAVu+kPva+H/UUeXsMepDMG5PCwPe1sOWuRzrpjq2/W5cUphpHUfQK +64ma+s9gK5UdWNiwBA2Xpm+o5r1GC/LGF97QLcCDsqBLdI83oUQ+YO5F4gKy +WhOVy5cZR41Ohowl7RswSZPEzXe8Cy3oEc18+leBUpeyzOkysHm6cGU5ybwJ +6d3JmbNyKAHT3QauGux3cB2/ttMYsISefZtHzy5uIKURJ/fH6qxgqxgrfDi8 +H9EX8d1jdiKgx4+rC3N2+OD+FfOAbyfU0NHugiZ8/zwJf2z57wQ7CHr+sLn0 +hwHajEm8g+fl6s/VqQ0KmcH19xPq58jVkabyccsfeB7JYKQhm8YISiz2XGUf +2aGQXX4PPD8m/j1E/HO0Lgj4YhEEkTESeutQj9dhua5p6Y+4agORbGG+Srwd +ikfNavhzr1r6XbNk0oAP1NaK7xTM0Gk17nt4npCrpZyqxEkDjqxKMd16YIyM +KO9K4rxuKFz5y2dSTTgYe/gx9qEaOnv/WzDOD5vXhb4FuakDm/LK18MXzNGv +af0YnB+KbV0tiOjTgD2F4vYWR310r7ciCee3nGbfjX+QaALxlxHSD1f1kSFZ +61lcPnxe49YFMW3opHz9omVNBiBLch63/4qCh5woTxvO9N0RVXvCCFnXfQ7j +fJWF8dWEx4Iu/HbYE6dVAaTlAIdw/VLJ19trjvqwc2BXOch5HnVGs6jj+UY9 +sWSiiSwjqF9sTfAmmIMyZzH7DiZnNsq25ckyhrp5Dl9tehmIGqn+jL//XQXz +2FsnLWHF3EbVndQa9IoN/+C8/c/mroHHqA0IlToeIiXRB0lZuSh8/Hs1d697 +rdvCP6EBvoUoA/Q62eoBfp4Uadd9fdfiCFGZ+5OmxSponih0C88TDr+PdaY1 +cwFBzqg/TNPuSDiErg+vI8vUWv0yOOMBsW3iij2rLsjk42hiNM7DFZ76ekr7 +gFGm031iRx+oY26yNMPkrO8qvzzV9YHDZ39f55e3gksv03+bYvKRN55JOxmB +UCRN5lekoo3URcgFeTB5ymNK8WbBMEid+BDAcFkZVo1jzMIxP+WZmdD9lCcW +TrlaLSLvCFBzSF2yxnDy5t+7y+ez4mBT9OZFsYcy6BqBjjsCP78ZrveN8VAy +/EpfuzOe7ItOSKnT4vWpelqp3/mJ2VDYb8dOfNYSTA+vA36v906bQYz00zw4 +Xt5bRp+YC6nBriRKXwig6it593NYAfwhGZRpm8qEy3r8BvIYjxnw/swSr1cC +F0zFVINOvkCe18pYdTD8lOLR0M2rbYCpuqabbB0yIO8h8t/aJAEa6FxeGfI3 +Q4fAyabJ5yHwxeQLejeOxWlh0Srfd5pB5/KnK38/cIHkeVvTvlwCzGpYu5Oz +dsMrOa0nQuxZqDtYrni5Ywd+Z4io5cWMg8vZICPF1Fwk/+xUT0PoDny5Y6Hj +szEB7lux3+7OWaK86MRX9cIEuB7ynzvBcwhOSHLc6CxsQxn/Ja6obHyC3OmL +qnGEFfD7xzwh9bQBbZWOTdpzf4QMMV1tuYkN+NvuIRZrWQqPWSWswmuX4FPh +XCPdp3X4OO0z9OteJ1SE/2xO+bEBWKzyk6R8ESoCaf9+vvcWJQwFHTImrwB9 +Ktc4Frod2F/tHzk5FQrUE4XGSl6DSHlteqPvIQESe/MarT8NQlzbqYA/Txcg +P39AL0ZpEzYNOSyu5DUiPaXvKileNTDzbejXyS4sXkxNus5WPoSu3PfNiQ0o +hAKyUPkAbmzdX/yvwMnmFdr3qhea5M4Daw4nPV8VAhwTHwk7RNyNyMgOXacP +c4AP5CmNZHkYHuo2T+rsJiHiu3qRrV+GwYyyLJSdmgBX6qvlzncFQBxxySbj +1xJoTVy/J/kVi6ug8De72zsI/3x62yh6G527HEfaH8EOG4WZ3cHivaC2a7VI +F0FASg9U1WJ3heHyIIXb3dVYdJuRM0UVm7dHmwwqdVqdQWLA6hi3kj/0Zn69 +E4TN86no6I48UTuwmD57WbE/Ec2JttUgbN6mnTnN4yVtAZ82hHWLml1gK6Qk +cwrTt9wXb3i7YggEsYJOsZxktDQ6TmyO30fGfv2vtpAhvA8TNdrNcgX29JJo +XP8Bl/1iJokOTB2ZsT8tl45ESkmEszBeFNreGRalYgCr5lamwT3BIP1gZlkF +089PylIL4tMDjWVLnd+nctAXxZ2Hy9h62YinIjk5rAcvrwUKhryNBldx+rvt +2HfJXxv3FevTgVpFyzrPrixkze6zk4jxomaquiRHcz2MV8c+/NoWBWJ+MRZL +mD61s1eAvbYBqEL1KYvqPBSEep9k4PnA4PlrLtyGcKw0rshM+Ck4Bu49msXr +NcNHnp/uN4JoOgrDbJZMRCHV/O8W9v5ebyipz3YawxWHC4zmZrGgz1pK6oHZ +Tw3bbCHNMIfjZ/lEiY8XIhqH52e2MH7FIUlV1GFnBfP15q+KZRPA03z4wm9s +3Bh/pXNK9dvD1dxK1+qilyiK+iKREN5/nsGimCrIAYLfRc79jnsBTn2Cq3bY ++3AMhp6uzHeCE/EhOdTieSjC/jhDL/b+yr3R5nU5btCR3ngQa+QAh388la3D +9Pl7WezoH3iADNQ46Q1jvK477nEJ9lwruUy5VV8fUDQoRKJm3iAd/igUz9+a +s0VX+9T7wUvTksl7YTXIj0Y3zwnjXeUrdi9EHgVD4Br0/oZU6Pe91qaKjcNq +3id5g5VQMDEWU+28WozOc51WEcLiYr0bL7zzi6KA4J/EcaOkDJ6Wh9DRY3h1 +OZf/61HORKhRfO/982QLIrrF/1Z+FPMXPl/C9bdTIKTDhjL4Vi48+93XTYnx +8PG3aQnpbmmgU+81Z/KmAP1BPE60GB6i2ZbT95JzIWv4PhPRVgGMbM1fktzC +/CbDAyASLIZi2eemLnVtSGqM1E2ziQDW1A79G9croLib/svUSjkophP8wxYI +QEZOmzd4uwpmRvRU1yiqUCsn6eZGGQEiMsiSNN4jUDnJuP9IIQcFd4ZeN20g +wCSTd9CmbgdoSMl5qVyrQ1Mzjyq8CzD/2+B95stBO7z7m/myjboVBFmXcvfk +CfCc/6gCi0gfXPjsNvlMoRM9yWleexm9AVfC3lHzP/wIc3zv7Lp2qmExPmh8 +6mAHilS6l9TsR2A4m2Uh3W8M0Z9LVtb7ugUzHrYR16rfgoosvQjr7xrk85bh +q9/SBpTwtrysvfkRSmsO237M70HF36IFehRX4Ljfexbmm5/h7ZFxiwb/NCRj +ymo/fnsZlE80X7BIXAebb176PNMfUMnNQvpL/B9B7/Gu1J+eVQCkxlNmvYhW +SzYfbrOOgKDGYNsn0w3ojMzq+PE6BVyJf1h87/sA0x++TeZ0b0KI7qfANtJ5 +dPrdBZF5bLwKj7REJjzfAjpmr1OLVvWouA0VD7T2wAZ51515jC9HpXgl8f1o +Q7lCdIM5851AsXkz/udTAhC9nqUpCVpCGeY021QXNtC7h8LGap302PMiInfp ++9GTCw9u07gR0K1Wm2PKP+5AWvnvGzIzmiirsvR/9tfx6qxfgg4LyOU+EpHh +bIbOUX66h/NDu0OKrkNZBrDo7JSXYayERA4Zn8P5z9FLR8L+tGoDT/qr8X1X +U5T+1rAM53Wc1R7fqp9oAt8/ch6jSjV0UuT3WZxHvbKNPqFMoQKXnC4KlQSb +oKs6vAo437MOFmKTZ1KBl60BeS9WFRBH+zkGPH/YfXwuLUhVGS6vlGXpPTFG +Z9Z/WeO8dJ23A/HxK0Hm5s1eShoJ0Kyd4P2LySXz9WQfJSlCeuq59HOPHqFv +RheHcDsfrXkutD1WhK7goZW7PnqohfcTP5635HRsJ2TXKYG4xrfXetZaSF// +0S4uN+mWFRqlVAUjipYcrQYtZBURHoHLlQJS85Jm1IDFw6fAQ/Bzu5FrdS1u +//CEkOjr++qwnHt96z/uB0An++YoLt85I38sX0QD2jXcyL5foAORpBgxfBwQ +p6SnyrwOxLuF01a16CFnU/n/8HEYNlBnuiulDywrosS3eg2RuADFdXw8a31a +WOuZDeFnoqNtxMJlOKJkoIjzzBnxUzT9BUbQRMo4rZWpAeyOMTw4nww3OnJw +K94cOHe5kfiyHiqnZ9vCz5ucs+qMDQ2whjcnI5upLJTR7fHAbVzun1166Old +OzjmzVN4NcwR2pa+kY/jdWd+2gV3bkdYt5HnmPTVAI6bFqK4vMj2zXB14jMI +5Ja+R7vlA9cqy7fxfiAGCitNO8keoKX5IPrlshFQqAuw4X1ROJ9SldkceEIC +rUDIVJo1eMgtmOD7FUcVohl1LvlC7OETf11ZTIFYJJpVEJPDeSVlq8ehkCgt +QKQeGAEqIo0POTC/EFikeDnOLgIkzmfe6DzkA2dXHWxy8fr1+0SHY5lRIO4U +mJLhrgrzfz5XfcbweaOCmrH0YiI89nn6b6QvAVXptacYYn7wn2JJfrtUBljp +EotINmWCHR9r2hCGk7M3+QNzA7PgySXq5uAbyUAd+rjs/X8EsGCtW8qkz4eg +VjMq+qcuaNFMrBq/37yZ/+dJzpAaiBwxbdyf80acq4pFpBiupoyMeyvmlAMV +w/VbPfwVYM/Apxr4EVu3Vzd47t2oAFvDL2HyES+B6dU/CTZnjA9P2H4NWu0D +/gfCPeR93cChYyPEdB7DyVgxjqv0/aAmf7FH73YX1IcyKRDt7gBLJe1COscQ +3Ot3/cJOkQ3pB7ElfULYcyVLWBgfDUGKP2nRmRNNUKQpPP1UYQfCKJQelHu+ +AaOt06Xmg/3IlnLBxgSLk/ue1NfHc3+GRC+Xtwx8TSjvzW+519XbsDp27tb3 +31OgzJxPNxDTBp/Yel7m56xDg8LvuxuDS/Cwvsv9bEUDIMuPtf0y69A18yaW +RH8Z7t/9K152rAupSDaxT+VWoOS93799sHhWoVs82q/oFbgeafjmKj8FG94z +wfxy2yAw+oFdmMccUZOXGEmdHoDhRm+dA2sCPJa91JT4thMEaS4H3AtvgO/V +pSaHwzHeaNzEpLbYD29tYlf7hPvg9B8dP+4vO8CoaDzVnt8PKUwZbwl23VCu ++8WW9yyex7rTMPSnATXUMPaMFDYC78Vz36vqCBAX5M712yIXiTkKP3+RmwPe +DMvXSjF/m/mfoPRu+ztYTWapfO+7jXIu7TV4pLOBFeWoLGoeBIeb1oZGsgQ0 +3971tZT4Hthcr9KnaIpFn9OCUizwvN9fDX8Jdjv4zvLL+f7AC2io0XL3wObz +fVXKCpMkS+B66X/7gCEBdbb6hp3G9O0ny/d/1RgDD+2LWBvycAhNJP3Hiunr +WLCwkITpwwIPx8BhjSQUHfN5FecbF5amU1fytWD9gzKtLHcMnH1MvlWJ319A +ZfHbIlEHOD2/9xNOJSAp3tPLFzD5FcoGIo/zmnDmJYG2zTcastWkOAfxe2lj +Km16rbRgtUkzYXEuDc1d3hRrxXiI5FuS0igHTVjeXVQfy4gG3ue/1/C6gEMN +yc/JAQ2MF/gcTz+RiOyMzqts4HlCGVbBWzRPYCrwjUV1fgQ8UOoOxfv/3L5V +ykl8VwdUiEVcow5HoALpFuLLmNwhmvaNkpQuuDN4fFE7HQk+b8wCT+Jx5atf +/Q+K9OBad1v9U7NERB1skTWF2S+jmvr3OsAATnWLbNi/TYS9BI5SPJ85anuB +QtnFGOjPFGncpgpHVlXxcfh99E8bF7+FKppAmoyme5xQLLBEbZ3yx96/JYRp +4W+rGaQVbN7KSEtA91iXmr9idsIuxRX9brcC619pLzkE/GCS3I0Jr9eUzbZY +spM5gNFTV8r9mxGok8gk9Dgmf7SxzCX62h4Ma4SvkFlEgKgSt+8fzH57N+PP +DHAGFHqY5oxLFirw+kQWh/HnL9rK+4Oe7lB+hIKqw7YQLjyP09fEeCwohofW +TfsAq9neNENAHNowPpDDz6/NVz++O8LqCw/khK/eCU6ChATe6PvYe963W4lc +zPAHJZdDRCkMRci40OSJP4ZLYymutwuWguDgTWRA54U8IMy25E1jOGaW8O+H +fGQ0FNqtGXw6UY78JbW4wzDe2C/8UTvTLwb46KSmJzF+yKnv6jyK6VsFGC8U +/k4C6qdPH5fF5aHaI6bZi3gf3Z2+idf/pUDBesDcofkwmG7/qSyH4Sc3WQzj +nYpsqC26fmhGvAzdqE68FoLxxnMhf3npynOhS47LWVKiCIj6FXyPYLinPHPJ +5eSjatA9PENWSFKJKF6rpKW+xfwgR3gYqWct+GUang0JqQRmpzDpBSzuFltn +e0f7tRKI3W7F7dB2o+3qObsjtgQQcmwKLCe0AvcTr9kvE3oQZ0ZDtWVPgFju +fp/vLf2g8yTx584Efp94MGJ8jM3nfiuGx58HYNTf2O6xcQdKv1WwkXhxG7Kl +ncsstWeA4rD205MLHWj5a54Y00nMf7m/+XuRbRDYPyOOaL9eBB3qDTfNPkCJ +0321uiebEEmS13vfYwAd03rF+frdFnQ+fk7nPfMO7n7/R7ux1ApDD/kEvG5s +g9jt6p6dhzMwtDBeQswxhPrTDdmbA5fA1PQ+8Z3b6yC9KOFLMdGLrIeCKfdE +3sPgm5qfr3Y2obJEbpxZbRChhVI7l2tZyGk2SsdLjgCb3fOJ+gejiPaHzaFJ +ullwCOW18KHagsTyE3kd73pQn4ws4brUDHw8cSXjxc4WdAx3MOl+iwTOB1+a +beRHoT7/mCfpUWzeNYq6LP0xAHfytLWXDzoAbh3ldm/DcI9+V/1rciM8OPu5 +Z3OiDnb1195dbSWAxyHVUZvxRdRPrx2vw7+JKGda5a+F0APNjZ6MuZFXqJbh +KlOXGgHFpeVwaG/fgQvi5zzlP+sjpXCrMJw3fm6frSuJMwNrGXd16XuO6Mg5 +0kd4Xsve7RKP87oBDLEO+3R4WSOz1Qff8PzYxQccdFP12iBNc6UiNN8V3bj4 +rRY/D7LgYXYQp6YOw6ctr2muOaLV+LbHeH12UUhB1viBKvyl1kzRmvVAMXl+ +bX34vsGidG76fSWovB7aUjzjjIx/lVTh53D5lklOx+gqgXuMlYy5ig8S5jlq +jN8j0/P+URR7kBIEvhKaXlBzRTN8gbF4XbhK4jhP9pQiBNx096g09UOHTW38 +cd7S0iF81zBIEViSMlhUBbyRbjqFOX6Og4n+tJfmkDLkluml31v0Q4Ljywn4 ++dZ7MdWBZAHK0MHBJG3K/RwxZtuZvsbr2jImS/4bKtB4x+JgeNEfcejQb0Zh +crffx5Te8qjB5Bzznsg/H3RFPtiuFJOnOX+ekm/SgNrklZONlV6o1Adx4eeO +C05sZRrNPAGJe33EmkOeaHffab8D/y5H01SvvzrA1cdipeLuj77R5D/A+5wo +a7zfp03Th6SfTGYSV0IQ+3NLtkf4fj86VXqKVGNoeDAi5Szli0gk2Czxe3NY +eIfgIokZNBKNH546+gJJj5yoCMTk0uo0SfZHzIF/VaJrKjAc5QnJM17A873f +5v+Gv7UF+187jlbCPqj/u/VIJp7HKDpwzCpxgCtRroTSslCkciNnDO+jMsl8 +hotR1Am4TqqUtab5oMbGoZEITG7T+2nv8UcXKGFlsxeziUaJDlLkiRhORlIp +yjPf9YRbjRZOlkvByMRc+cQBJi+7/WeZns4PVnjzfZ78TERCy4OMeL1GIGyr +YyM8AM44PvytRfQCyd1Lq/mG6btqyRJNnw6GM+cGLOLeO6LECdfUXUweTA8X +DswjgWZQoMd/Pwq9t+p66ofZGZjlSOwujAELbh7/eNcYNFe7s8CE+c3fm3fW +ecyTIfaJV7OXXhbqeiIVw/ILi9/ZBJnJz6XAv9vJO6UJ5sBhYZSXjeGqnvwZ +weGaIqgzNLsWPhkLjUoFTRr4fT35cvbifbkQOjv2jJYpAAaN6y8I7GG/V6Tv +11nmMnhFNN7K3xWD/pyPUelbJECuucO/q2/rYOxhWoZOSDJS/ekteuMzxrdH +uUl57aqhovTdtrVdNhLnDdXsDyHAk/GM0Aj6Xjg490igi/YlCuk+SXY+lwDF +lVVrP8K7IFvdhCS5wguata4zLWNx5uP0RAme8H7I8ejMEL0YCqZrBfOmnljc +l9H8WjK9D6KDVMrnx3qAvUPtReppAlxP+PGytqsPqr+crf+ZP4H4aVKdBxfn +II3V9lGv8CYMywbEbJ2fRmEPLg68M5wB8dPEe9OHN2G/5U2dBWUdupynItch +/Bn86148tqtbAdtslUb1+22I5xzro0Mmy5ASrChTybEOlAbG9ztzslHokYf5 +dsdWIDF2/lj5zmewPZa9YXwyCJ3YUC31vvAJpt6dNHFlXQN7A5EHB8cSYLaf +TgJxzMHTMx9Ez3zfAv6GPfXikrfIVNLOxUA0B9Ey2klEXNgBuqnFqUmefnS+ +/J4s6hmD3MIQ3sMqO0DM5FJ57E4HGGk2u4Y5j4GEQm6SeuEOML0YKdJRSYST +//+/QHHOWDvm/xO9uwzflWTD95jSppkTtUjRZvXaT8wfkozesQrQCIHdzSMu +PgOVQHK8Uat6mwCMuhFLEeRvQF3OLIIqbAdZkx5/ouHFDLfG3R2FqHshoJJN +7lMkAd2Mlv+3e5UPotgbfdoZE5DXRMTzY9i8PXGNXW5Y0AYkZ436JJ+5wVk6 +chf8HFmjdU3aoW+moEgc2G6Rnob0rOsoBrB5G7Vsm8I/qg/nOIgPbgo6gCQP +6yF8/wz3oY+gWKgFTEYBSbN9GejZ+c0RaUy/VtxY/FS6Jiho0WbceWcO9gHJ +kni8aZTP57x8Sx301/fJt7UzkSdFdBQzpr/D88SYUU8dTnToM/UqCIKDUU8Y +HhcTr40PlO+pgd4Q19a8exYKXfI4g/DzyNzKCk9MVGD8qPcZSztjVGKY9D/7 +fMydOWUc8lQh5nCfltSvTBSTQ+D5h+mTCBzXjnqjBmb3RrUWC60g7UnLwi6m +H0Q3dFlFSB2U0zP4tCLzkHKazEojtr4mMnhLHJ8+gcKBV4qya87IabeNDO+T +afuUr8wy+QnYWFinHvHKRfbfYuVIMZ6zUOticuSbDswLhfLuuTGjyoUzTXje +w7TeVDXYQw/0z+3kJKgVoJxDVo3OGI/6+fomNwW9IZgPSP+TZjJFQ/bHL+B+ +0KCWPmTexQiuRgeGCv19iRIyl8UpMHywkN44Tl5lAeVyE7IDzM5I5VjMSdzv +ROlxcGWHWICMdEl+bEYRMv01fLscww2pPwN5LNU2YP4xwVI/zRt4+moM8b4K +MTKlXy4ecwR3YjtzT/VKZBCsMsdKIIDwUjuf3/pTiDXNfS5BbQf1Onx2+Hxw +K3AuOETtAkJtQn7nOmrRVueTwfEVAtw9un6kRdET3D2iclgqLKADkvvyMf3d +22dFikp9IKIzqunlizqUXN4g5L6EjX9eVGvxrwAQj2rJd3yYDIM/7WiIMJw8 +IZQwJOIVAD83ZEYWSapRV3esQ+sG5vdDR+82UEZCyFzD+qZDFKqS3w6twPRP +nhWv0diNhmApy2zWiir03KxmkRi/v3jkHrXEVBLcrfighREvUAt1D2vD9LXd +dE+6rifAtYNt5VtUNWhEkikoZ5kAqcmXuJ6N5sCplaoNKKsCmaJjvcPYe9pO +fvSzHSkEHg4qiSnZDtRbMCvAUYP5tRejEwt6RcDntn+i8iADPpZMb+1h4/B5 +XoGWTKYGbNq1e/Mzq9C0vdXbgzcYD/v1KUR6sAayDwxXEq8koeY0al3ndwRo +ZvibqG7YCFRDAW8f+5eg+luZ53UysfFffnXh6JMu2FCJJQ8KyoabjjGr/LEE +6Gxeee+h2ANat8jKry1FgHNJUnKAMwGaGI5FkD/ph+Ncyzr35eNRvmDyhUOs +BDg4/u/jIeZhqBnJYW/QmkCGryvr5GjWgUX4Mp9s/EfQC14cD3nZjLYPbN6Z +diwBcWP03vWGdXifcexyjV8OrPU9nHlusAF5yEb6NcUSVF+ckPwW2YlmCj73 +zz5cgjNZ0dUTi+vQ6HRs+cTXXhQY2HNb88Qc5N2XaDrhvgVhgn/z25X6kceE +hQaB8hPcjB9u+q2/Cm6WhNqXsRPIQ7L5Ki+Gw+GkJdyM1z/B7vWkDX7iRYw/ +M4TcoBgCxu8/7o2/34C4ZAO1ZB81pDovUCXIMATxpuSjYxLYOhv8WDTfMoRi +j0tbh5W0oa/2EVVTJNi60SY7q5udhDiUH/YReXfDpwgFtt/pBCAnEcH+bv+f +fT5ENW51N4YW0Ynz1Lv3BTfR4gJvf8draswfLvA43X6F3JXyj43qElAw56zQ +Nacb4Ez8PuL2siFifhbuhOOYiRDJ8Bi7EaSyG9YINpsiK9pXv/C8aP+f31XT +DnpgoqEVMXnWGi2fat/BccZMcKaefUIFuKbHJLRTbJDnMYUSAs5jDZj+8rxT +hnPtHRZ9lPbIlbs/Da+D6xyJagu9qQBE0U80V4KcUbo651G8bstf6V8t8P4x +bHIQX9JJdkbcL4Z2P2JywRfZZvkGj6BNZXo+jNwFlQ04bOP9fhXqQ43FTz6E +WbvwvztkzuhkvG4kzqvnRhcWHqbJwjmqtcrHYs5IgDZ6BLcvx/3x+q9vj2CE +iU8w+roTsnz0qRvnz/aM5Z+VtuUgS508kIHRA5V9DPiEn09xkDZheyouDzoP +A9qon7ojpR2ZGvycy3rPRxddSQX4+wUG7Tw90JXwHg38vPOR9pzuFWpFSGYp +byy/5oQoGJLv4/Z1PxS0oTxF+E9D0Lm+3g6J0Sa9xMehcWzwos9JVaCKu78q +1++F/qOWbMd5bPeCVcOusRosCuusNn5wRecWm2/j9a8/JOP+7zS0oKHJ9UBW +xwtxyB4rx/UTYnRtnR/owvWlK4EpMR6IIftFfQ8mP9sQwuvCow9LPHQ2Hr6u +6KLsjhB+f8TXF7eUVnYM4ZmHvh2vXTQiydtm6Mf85pxX5lWpQlMQPzIUXElq +BUFhwx9wPyivfeinn4oFdC0/2HerM0dMQt/m8XPfFY6D35VM7MCH7CUttZod +uhu3L/IO92tDluz13I5AIsG6Re7siXTZ5pvxeEFrnz6fxtoV3o08GSO76wiD +Y1qinbh9DlXmh7fd4NRrvUdhxNaIRlZ4Hf+ulJTHSoFvnkPV8OuKoaOB6DqJ +5iP8fLTad8aMEh8/eEpz3TqhNRjVyjO/xPM5vFo/iDz3A+FZDlGRQbMeungU +aeHnd/xTfYN+ZAdDYOufyh76cIihd/Khxe+bGDwukWUXBez6zVcT2sXQ3Znr +f/5huEqutUPDmZEATveySo8mR6Kv2XFBeD95JvLuJs2xVOCU+apjdsQH+cQz +xe/g/SXalfWFvLJhv6mRgbHaHzUmB8o4Y37twjchj/nBXHhAczL4zXA0uvaC +W+cW5h8lv8a32x/NhyqdmBCyD97oamsBbcc6AVTX/5TFtVYDmaxQz3qzF/Ly +Fxq68YEAItcNI0VG6+GWMXPXb9YqFLlawlo/icWlG6Gv7q/XwFDqDzNyrmi0 +FxUkljRAAKeRiQs3zdtAnvNOV7ZVHdo7UaHvw4vFQeisyBXqQZhypPnCUFUP +Nwe+0/s/xuKpnPSx3vf94BMoKFKkFA23vyirf/2xAzNNUZEblGOQ3PbDeeBJ +HwrRWXUNY1uB63KCtnf4PoOw66rvGa1+1M3gU9c5MA1Rzq5963Tb8FfaXT3R +pA0KxH0an3QvQ99NspC11c8gMIm4yVWrQbrvnLmw/RpEVXCZkVWvgVuquuX0 +5RJEtvrwSMz+Knx79nKXj/MTIN0X2lXGY0C0f/LasvwKBIv4UDMqfYLerUWB +4pomSHlg3U+UMQRPfEN6CigJEH/4ZmDS82EQr8258s9kEZ49ja6nd90Av9Ba +sjjPcXTDvIzXi7oPuZN8M/0jiX1f1gvnvtgxlHviyVsemx4obWCWynXfAX6v +kmD1kFxETOUc+Z/oKyAJNX86qE6ARzerPFUuv4Ukl7ndcp4dpDYoznRYhB5Y +jmmG8EmNQGvyVqTDRQIiSx54l0jDCX83xx6UDCShQ7wikfj9ZSP2VxYYjthD +1p/ZUeKaCGA+Vrp3Gpufinf0SjdzDOA3hUQKY2wcSk8IMFHB5ufhesIn234t +KGW5FRftHw1b8ZER+DyvW5NxmQjQgGaVtYHkzgT0glrs9k/M/th9/bnvp1SB +vKzs8JSiPxhYfDiK3yPDHKyZ92tdGSJFb7PvGIajUZSZgcebvtufbjw/qwTe +ncrKo1dNwG8v/jfOM+U7w8sSGxVBqvEEs5SfD+K2yiepxnEp44OrqpQiJOgt +C7pZO8LbNzcr8T5aoV1zJcz/lMFdvrY2ZDYOSWbEVspi7ynwZv+Z6Jwi2B5E +WxvcjobHh/6OT+H9OZ3S/mZMKwPDF1apuOVAlCPw6SW+nzynu1jwdJsypPy3 ++/rdpikwX8n+gNd9OkQpDC4XqMGXXzbn1VRSUOUp1V1J7HuzcsWv0MppwCe6 +cPd7+dFAYXPLrhez/6t3z/LjyhNYuNN/eKk3GcXX2F4zwvQzIueXxxa0gWZx +LvhwUgxo3HdkyMb0v1brtgtTGkCZfvzoNeI0tCe4V4r3V5cdImVuajGAdi10 +66xgFrQCuSm+T5Jr/w35t0MmINmkHX/nXB6ScKfZJMHW+9RkqdeZTTNQOX/A +ZeGRCHvk6UJD2HNV24xVJ1qtoORHz8UR02Ikd//f6lGMx7Yp5KyePGcPPmW3 +I2OOpEPfebbhFOy5loymuvWVTuBHZnuqfiMLrSi23DbB+2VZp/JcWH0KbTIS +nNf/psFprvJND0zfRzZnKljSE5rezqkbRlYgrXYhe65djK+Sc0y1kHsCK83F +U09Y0yBGiFopEtNfYtPSpUa+QFcW73DTJR9dZj/dgu9T9X5+/JlmfyAWfzmt +kAomANfp1f8MsPcnNSWfZzcPAb/i0qAG6QJ055o5Tc53LI4Yz7jsxRwBe7Mk +L0/mRIMkmQiPEmb/7PPbPqMXkyH+9X03NaEaNE0h38+yRgD995H0mjQpUKHX +Zkx3LQWYGM6OX8bGbWi80r7cKgu+bIg+6xqsQcQ3dd5uY3F9vwAqZrB/CeGx +/4pnXuXC0RmO37ZfMX9XNVbyT+Yl/G2KrFDZzkHnGguY9jCev+ku/Sl5pggu +JYocNL19gUKjDS9NlmJ4rvP8tQ5TFwQ0pvcIX+hGcb8GLwdj8bug/gtKGcdG +WPHkli2aaUZ3xudd6ysJEFnI//CBRAPYSDOT+t8LQ+lRAR1XGzFcnV+/Fvum +AyI/CddJfspDz23cikp5MPt3PPMTWofgyl0Dh73A14i1rct43mEHiinm/IB+ +CNjUx9XODQ2g5Ztxboqs2yArIVd4Q3YahMmX1oYcx5H6mP9HM5E12HSOerYl +sQr/xZ1hnmlNR0f0P9+sHl+HpyRHO/M/LkGX6DEmE4M0iLap4Mu+O4/hrPh7 +0rotYLDs1NqLXgLT5UDl/CeLcKujncxbegWkCUllk7yzUHds9JNh7CLIvLrw +u/HYZ2CdvRcQy1CFlJqc1v+9nQH2q6H8nZzbUKMt5bYbO4zsn8X4CsxPA8Pt +3J8bnVtAdSrUn7xrHh20nKFcNa+B+/ZSTPsYH65pKXz2qCwZ3exRTLuiUAbf +lW707GO/g6wwB99BZy6acy+76+eJQNL/jWJmCwFknJS+I/n36D6h8D8Khy3U +d2dUSUaGGjxfqtQeKnuNuMsOQz8HATGdIBIlYr8Bxxx8PAh1HsjsF189nscL +/C2tODJoAheNIisiHZyQAS8LPc73/qpcWV5+pgnfntppKk56Ispi3yK8HzJc +cLq0AaqQYaS6z3PRG6lOia/iddibRRdda3oUgT+xM5201RcZebbu4fEdiYWw +qb2EIgQbqR65ZR2ERo+/2zPH5M82BnLiKR7Bo8KTdOqlQejH1U/LJpi8WvJ1 +HE/UI7hscHX3U38Iahk5+hXvM8N6kFxj6CsLrYVSSltU0eiSW/bcLIYzE8mt +ylKFclDc/d8lf9oo9O8VpdlvTP6d6+a351sPYWd2ThSRRyMKt67vc3jdyp2g +EG4kB7pjR41/vYpCIpOUYqv4/RFdqlO3vB7CxV49HcJ6LHpVpavsgMnJOpZ/ +tsbIg2yhsOrP/XhUllwXdBnfD3/LB7zPKEL6pNPhdNtoFDMQHDKCyUW4aNPn +zivBU13TdDnbOBTPRzyO30Ph0kndrPdPCdwu6CtJtMej+fv7Z5kx+UWq9RZb +bjVwfDe7s3g1Ge3vdTIF4PUjTjWxMiMNSK+Z0r4UFoN8nzEy5mH6SqVrLmo7 +muD4vEaRhDMV/fSavUiF6T/MLxaR1tGDM0fLSDRoYpF+39rHMEx/yTOlPVvX +EJ7wgXUvRS5y/TUfgvfnV+aK+GrYbAwxLG8eNEIKyhuX2hLH7Ljdecv9SdAc +zGnq2H1pMlBkq9aEGYY/L7IusMWesIKXl17Oe4Zko5Ph9VlXMfzUS8mM8km3 +A67kJaJsiWzkO5vpI4DJkdP1x0mqTiBfd1gu/no4iuLmJSLFfsfsMT3t161P +IV0q6dWl1ymoIDvkBTF+L7lnRGoqlzvMtPhbX9XPRLYmKTEfMDuHphOzeNe9 +gS7kisP1f3mopc0j/dxPDLcZT0QpsfuBjMSZ3LyMKuR1hMb06BYW1xMPLFOW +BgLTKSKr//5UInGSSluSbQIMBCZSnu6IgOoKrxrG4ix0sYDzjT02DhRUT0ej +sqMhtSRB2eNYDsqt4bklitn3cWPQ/HYhBQhH/n6VUy9AeV78AdSYf3k7mLtV +mZ8E4i/z3ge+K0AL8PGkIYafjmID8UWzGeA3LfeSpa4TWX5fy/9ThM1zB6Vy +L6s86Piivp4hX4sSWg+YJiYIUPVeL5Uiogr4ZF1N14N9kPCxn9Vk2DpvEPPL +uCFfCWxZeR7UdQFwSr1qOxPzO2eoJFxPTZWDfZD8dWmKdAjIfFj8bhTj58sK +CmyoGci+Hx92LipDs9TOk7uBBPjmnnuNP7gH5DQeXx5gM0JSZpEUnPX4vQZV +wp8ZO4Fw6n64vUgMzB3+/OZ5xw6cmk6orS8ah297Y+6Zm35ozvEuXdexHdg+ +OLx//dIUPL6aHklNE4woTis7zNtswyXaJ7HG1DNwYUpbnCK4EySYbcp2ojEc +DlqjCJmaAildiq3LhxtAFKmJtW9+hD8EVs0RzQ3QIA2fP/ES443jTOWMv3tR +/Pof132xHRAQcatQdc5Dp68UVsrsz0K8gueH6j9bIDK+USxAnYH66q743GCZ +g54el0ce37fg04+1iglp/H5Tee/quY+QxPVrRen7OrxR3Wk6QjEB5bHxcpZi +C/DtynWu4boNyH/OULocF4c8ZSoq2pt9UV8xTe4hbH3sZaaSJtOWQKaY5C4J +ewfaOBxgWFNNgB0VUZVJok5YZ9ShiuWrh8uJmY7sSdg6u+QzN3m7ET6fsdrc +Xe8GEu+7+kwu2Ly2InnWZTgMdWj3ISMzAR3lJ1G60XIFiIp/Nfya6QM22RJ2 +4+cYDrcdOl1keRvYmXfOvm1KQ4u0DC1435uGs2JOE6eMgZmy68V/Nx6gu3Rr +uvi+IDUm+sAQZgMIDyrpkKVMRXNvV+3osPViK2Y27GGpBqXTvf99j9ZH4tab +/fj+80WnqiCXbnUIeDA1OlWShqwC/1PC87FSk6mi+8ZKsCW3+UXI1Q81O9H8 +w+smgeLKwhO9ChBQ+KXbuzkJHQRSCKTiebPW3ZuWGgrA7KWEEq7EIoLNgmk0 +3h/eOXmc+Yw8LPf4GzscT0R/y53VtzD9grwnhsrB8jBVc94hODECdfqM/6L8 +h9+n0jBQoiEPrIEx4UcIL5FNR4YMM8ZP0l5xUhX3ysPc5FB7QVMM+nWm4EYW +Zv9cwNCwhaQCfFRPSnn8NBcR2Q99O4utU2KTyNfay4rQLcfSqb0ViAzvd6ji +/HZiWOapPaUylAdwGut75yGyq7GMPdj6Jbujg8qMVGBOlNZP+1oy+k9347k/ +fi6pP/sSqaI68PXP3O1/UIzWkg1L72DrOoPtvkurgCbEPb4tJ/c3BvWHOxHF +Ye8z2LjwqqhSC2rgShzvRBmyf910k3KPANIbXPQ+KjpAsInST06IR7nqe66s +mP59/rJ0YwkjyK1l8t0Nq0AfXwgHmWLr9+CywmEzUmP44Me01J8ViSoYaCbx ++n4sjfZECJUZmIXoX5t/VYVW3jiQsmA4Npi/Wb/ebAWCwhnu1BrZSI+M5BiO +q5+KPizPDtlC0iqb2AL2PjrjarXE2Pv89jbtlMq2B709lr1P92NRj6HOgTVm +X7HCAWZznkLhmh5PHUM10nfjoIRNAmg+KmlUc3sGinJfwMUuFUVQX9/rx+ZJ +N9nJeqcZbzA8VXOvq6cZJQ2XS5RheCWVzj4rEOUPgRTKUvc4ctDAoGewGfa7 +BFtfSI8Z9Qc9Adv34u+akIWM7fkXbwng57A6bC4SDJkei/GnKQoQStzqbMD4 +7RaJwraXWSTkHuEXO+pSi0Tff+iuXMb4oeb11dPUidg8LHAaFIhFM+5u1S3Y +9w5Ro092CymQfNmaVXe2De1NPvbt7MHiILHM97c504GUizpgtawNCQtezDuL +yYMuxDVKi2aDLamw5gZFE3Kb+aEVP475u4105Q838uBZuaRbkmcJEr5cGlO/ +iq3nxR13b6NyeNDqpLDyJhv1/xv+8xcbf9Eao8ciX8sg5KEdRctUJBJZmS7/ +bwnjIbqV84bX6yBO0dAmjDofeQaIM7bFEcDkdO6q6Uo3XOZZsH81l4Wufsx9 +u1BCgJRxNRbmkU6g5VzY5KDqQz7c1l7eOztwfL3ATEdwAHb6q4d9tCOhvclt +/W/+DhDcxN4daEyAbaLkmIZqA/IRrTSMhW0YObxYMy03A9UlOlbHn3UiFwqe +J0fLt0Ddjt3Q9fAcpJwvVF+jeYvmrD6XX3u9CWGP2XWOF0wD262fP4g+fEQh +P3hSv8zPQvvi+/OKq2uAPNXVju8+A2qKvh7/i4vAx+tNnFe4CdEPjeie9RtC +qRTlcxHRtyDYnHDyLfsOfPRq6jiw7UFff1LX2Yu3gl+dXh6rEQHon2kYnxao +QUxxUje1ML68Hzh85+nXdfj+RZsl4NYEIurMVgkK7AWHcy5+49w7oEZymptP +sB/Rpc53MFwrghXVDKpBawJk3j2jZsNdjvZ49a3/i2gBm581/KRdBHAWu5pN +NlcGBY3cG/KqifBtm2ZtG/OTG/fY88ZY6mAwMj9fIb0dFqka3f8VYn57nKut +p2Ie7V6L9vuTsoXu7YaQqnmfh/AEmsoW+2E0GzNLLc9EQC1BJgOn11hgKPPn +4DqFHRo6a3kIP/+il5Wg/itbH1qcz1v1HHFA4eVUAvj57gqvkpazVzRAx4Nj +4R75c/Rbg01vGJNHn4i9KPFFEW6faEqSkfZDjf51C9mY/Fpc8r9hcgU4wjHT +ZvLRGz3nhY0GTH5a+qOek+1DSMjWaCkcDkXrTjRXhTB58OOtD4ynpOG8C4Em +KS8Ivf7xNgQ//7IaLqz3wF0K7ntHcDk9DkO10l+o+TD5XYmsOxf/PIAQwoP/ +HmSEoxou/Wv4PqXZP412SX8fgBYWGxYIxiDOEbky/H75D3GFFw7RS4EEQ27D +oGY0mpzz5ZvA5Cmj4iIV8lJwg47rhrRnDBInFKsU4X16PSkMlL2l4XVWP1kR +ikHPvJVfZ+I8mVEtvuOPNDyI1H3f1hqLmCa6XrphcpbAoV39NVnQqrWsKZWM +R9zP7rPfw+QWFJPfvn56BGuU3r+06pIQj38nRxqGw6FKEnSU+QrQy2rof9Qr +FrX0xL/wxfRP6RdTrQQpgq1D1a9z7SnILbaHnwvTjxa2GjQPVoLE8cMOhX9S +UMLPwmhmTP71kCPd6TJVsHL+b6osPhtlX2Y/w4bhBq0vLXmSoCZ0vZgQMBaL +Q4ZcAj/1MftpNerHLjtrA3nwN0/Ly3lIm0rhNZ5nENRqPv+vXw86ky5M05mk +Ibc8y8EJDA+9o9W8uZ8ZgV/2nUeyEVmIKsPnXCVm/258k2loiDFI8hSGBrJm +IYWo35xLmJzsu7ZhxJIZSEnyUG99zUZrXLw3PmE42Tu6587PZQssqWrnb8tn +oWeDsikdmH6py3/O1445Qo5g3fpYfBmy47ioyI7fs/Bz0qzkhgsM0FL9mpNJ +Qj4HY3lB2Pf69aj55hS4wT+z7wxF2PeWfCe+8h9m/3GlqGOltAeEFHeoTq/k +oyxvK1K8bugUmLpzds0X3ltmf97lKkcx4Uf5pb5g48yn8/yh1wt4QbTWXf8o +GxFvCs/GYXYundlgMHUOhfe/va9e/ZiKqI1N+79j73l95Qbzo9+RYGnx9xQ9 +dRaiWTOIwve7sta2ekX8jIUVwoIEW7onhAurRL3Cxi3LaS4gIScViiMe2ufI +1CARvZ1gTAl4AsZJst5nAecwzzanfTU6KlT+UBfD4YivAfG/n+YAixFdx61/ +OSjg7xuHTxivDtkToY2Rfwlc7X9FrvG0o3dGNkoKNQTYzdFmK4+ughM074Rf +yw4iYnsN51N8BBBqG5GUEKoFly733P2/fYhI7ccVb0bsuY/CTLzduoA1p1tD +e7QUXVp8cc7YgwCjtJ9rg5J6YV1A1ImRpRb1TmURrkQRwF/U59mefxfEUfIn +P9xdQ7mup4JbTJahnJPkpOOJKYj4PZsxkzyGxKeEOCaNd+ChpdoNf7k+yCZa +oDqsGQteB1JG997tgN6RUv/ef2MQspCcGS23hFg2JHw1+z5Ax728SzurK1BW +I8VtPzmFikXexFoUrQL//6PrLKOy6KIFLGEjYSEgKQhSFggIsumUklIEFEkF +CQGlBAkBAUnpkG6kOw7d3aWS0u8riMCHxB3uun/vL9Y666z9DjPnPPvZM3PO +tO3xiUfNAWlCYQ792RREQdzP++kDQmmmJd8aKrBxl/zD1XmuEYh8QohM2cdh +km4py7NyFU5Id9DfJi1BUfeSyRUsf4BwWD+nJ9EqfBFvX0soK0GxKdoJb217 +wSY5wZqoAweLg/7eDpVuiI/tXUpiZCPcvhrn9R3LY4PDhSl87Z+rCPmogu74 +p8GkXM2Lo++BfFwt8e+6UIXybB6J5dXmwv0zOeSlNXjQy6Y2PCOXiALauYk4 +7FLByPXG4M+N/3+9vNTxYLp360nIwozcmvZ3KsYX2nufsfFYZ3ADXy/ZC0Oh +ItdaN3BI3cbB4drgFWirO5iJ+twNNviDGzwX8KiikTXANIQDPgwRFZL0e6O3 +pVubukfPof4QBPLdNQRyjq4mdm59dPdzsMXRfVf+qdNkCqLPIOFB/t3y7c+o +WtHZ52ifJS7HBN2PQhogqjGvjfN3hCh2Psqj51BlgpE3HvGpAl2pSFNZQii6 +tB89y45xI5hbLo9yTxkUr9MwjEi9Q4NrgVJHz8uMBBIypQsUoEXwTu+enz+S +Yx+euHT03G3Bas/v3UPA6V/0USm3Qngt9tij/MLR8ltpt04eCE6q5RlzxKHg +lZhOS2y+pAsfex6ZhPWP+rmNZ7eF/zbd5I/uw5D2w2OjFjkQt9F9n2P9FX3c +dq9lxPpzXyBfoPz4EN7953ur/6M40AwGdB2tU+D6JKj+m0wBHix9PTtwIxbt +fxx9lY31L6k9TZXqoAhCp4x3A5+ZoCcr0hlH62pToujm4Y0y2Hd2k8HZWNQS +y7ZTcHSfNpCxdl75EQSdaHCNXbZDB5eG/I7elxNzcZkM/KQGcURFmiXx8YiT +MGs3C+NDM5fRD19LdQg4T40nkXqDaEqeXj7Km0nRNwlffNeAVt6UfqepFHT6 +dM9fV8zPJZU2ZyFWCyL471LUiukjwYaPXkfX66tkThlXli68dVEn39DJROQK +/8qvYn6uqHlz1ohCD/QPbrr++BqCVNOEm+2w6/J6NOEtY7E+0HavT516GI/i +6pQ3+7Djuf2kuO9SoyFUzsZyXxCKQ7RXvp0wwP6vwVO9/xiGTOCuFcWTBsIs +RO7qdsrnaF+m81zP+xxfg0mlLbNrrjfSeM+QoIwdT2HoS7u/t6xhjb8qLqkm +Bx2ukHw7h41v9htdSeTStjDT1B+qrBaPdH6rEBydB22ip7z7m/aQ/wzZ0Y8X +IsGimHXmBTzgfUIKk5IcgZb9U9Gtd3FI6UKCDgV2PLdXn7IN5bmChaWv90Fg +GfopRofaxvBg3imv91zNAz6lTJOoOiYgc8Y+4aN9tMgCyphaHL3gJ8H39c62 +LKQU9ej8VYyTtnHXL72c8QN+xUk7lT+ZqMsxmccea2+rip6blwuC34yLNu+z +ipHo9emkjJ94eL/iYZetHQ23lZ52FYZnIt8fCaPiWJ3yslXBblM2AT5+oAm6 +wJyPfhI1xCkvYeNcgz30anA8rPEwvDwhl44u/4mKu4bNWyl88c/z/xKhtPrx +hVSmEtRImGrkivl2kvYnq52qXGCb475LytCBWulPOLBwYPk38NT0oHUR3JNv +9nAKaUbfspjf1BvhIYJTgHSwthCm3lfpL2TWIvs7ntnrOkfjzRZuX2yAZ/84 +T8yptaC01+ZW4cJYfA+2YwHZ1ZDKWPXr1vUJNHAgX3TuxSLQR6azqKj8hK0q +/ZF1n1/o79r4XAmahab2rrQ682G4K6XER77mjsjWTq7OhuNBWinUtE6hEZ4O +DZbZrs4iI+FPmr/3p2Esla8o+dU0fJyY9Dxgm0J8uee5hAjnIaKXMYQCNw2y +idP3utxzUDFZYIL26gKkOVkuXeech8Hg74H8lIFQ+ac13CC3Hnw0OHQF0vAg +MVFpM+AxhhwSblJdVemCbvsEJd9Xq1DStGl1cWwYlc8JxRkrDoH2v3sNRWsr +sO0UfXjbqAkdkkoX+pd1Q2FPY0Z1JA4IqXiTP6x0INf4KML5e7XIPPYW1dVt +zKtfDXzCTY4ikkyxpACnNfRjjX3wnM8FYKs+8TR5uxeNdBIKfR/HIdzjTeYw ++usgMDpg9bjACTnzED9qwcb5Pb9J9WqxF3CahyeaRdIDpW5yw9FzrvA8PkrU +pQE9gwxtJ2O80PvPun7WR+8bTLKLEtYow41vf4hviQajrGD5n/nYfPyrmrgz +NaQAHwS77rP4+6HfQSfU72L9h/6Lv8le+xAywuoppc3DUCKnqdjRe+kXesZK +8jylgYNIR+55Zxj6RGFfsn30XO+TguPZDEnonyl7Rl4djcIIvBb3sfkS3cbN +SMkhDdY8AyK7keFIiATM+rH+5oJE+uHEUhCqLv8gtjwe3eRR0o4/2tc3m7Mt +6VACzt+uze0Pi0FEcrL7R/tAhqjofHaYkQLenI3YhwYJyDl+XEwS65927IHr +Q3MpcLxaUHi8JBENF9B98cTmXZ/ajF5vmDQ2H582DFxPRuTGsU9TMW/Ukhvu +IZmUhb1cufuvHqegsh2ChZ8Y35x5eQg8ih8CD/FhYsnfNDRl0P35OJZHbz+6 +xE0ipQihJa0rLC1JyIy5pW366LvAN2K+yugrQbISa7pKeBrytuZ4KI/1v0q9 +W7qb/gheUm794zdPRZ+J9mYYsPhcfysfWBqpQV5OAxn3yWykLuR9rxib7w4U +vNxpJprwiU2PxWUyHakVFVmrHn3ni9CaTshdC7qWtqP8ljOR4h/V0HSMexfP +hTAlDuvA/uXdCL/ob+i3kZakOjavJSl+ljsxPAfqGzeqU6Yy0ROBxpIcrP++ +P+fEmWzMh72f3nF5mItEVa22UzBufHrCTlv7zgi6JYNidgoK0IUwTqULy5jf +Hq8OVb/2Ct6lkoizLuWivWxaZkKs/4xOrNQPdUugSslLImEpRL17+0U7i3hY +jFmyjSDBfPi9uVgIyTe0H6F+vwk7nmGpk6Inr9iCbdj971XXCpFu2tv4Wax/ +P5n9LtNzR7iXdYVnLDkXPRQvzqbF4vvUXhyb53EGBhXarc++eShg5OXdSBwe +Dn4MNeLqPsBOheJEn0cR8lEs1+LD/JOKi9bNZNYDilbiv3Bp5KPER2y+Eqt4 +cGzRy8qu9QftnbNCaKcIZe4WEZ6dxfzW/0b4FEkIGC6/6hk6LEQVMe+uhGFx +eJksXh/UBEPo7zpdPZ0CVO8dadCOHSflX2EcDWc4IInR5sL0SoRKrUU0uvBg +Ylo2JCUaBX/2eMLUJmoQx/2f4qKVeODpiGm4iUsDxzfPhqxry1CtfiezUy8e +RBR3sz7QpgOVgz71Dfs8xJbmyrQ4gV0v9Q9stbb5gDNPqml5nYeSqj0FDNzw +oJlgxPqkoREeJ7SQfC/3RixfybpuY8c5pGzVM2dbBP0VzzcOIlOQo+lEr8jo +GnCfEbEPxQ0D8YLXDEFhMUjoqOq+wuEgL5X3zLm/3fDTUPfzgk0dYv3edVHn +JB74FP4a5P7XBtQZlh10S/mIZPUZ3Qt/HNDyZZ3B2fWDFy9LlbF5DRy4ZH/8 +LroG7A7HzWRbR8H0fXp6CeQDZ07etbLzC6D6Y5tUleIXZDp0/BM8sYyEnrh6 +DiQ2Ap8dx3WluWnw71HlU8z9ibpiNL/tcM6Bz0F2kCIj5uNdg5lME+nILbm7 +f6txGjrOezbJBy3DfKVJZjQnQl3kr/1NuIeB/+Aez/2GNbjyb0Nnt3QM+RmM +P+bLq4RZ3pty+CtrEGHrYsJ4bRIpnRace7DbAhvulBrHr66C4cOY3cKTX1Hc +kt97dkUEnaSfuCow730ff7Lqr2kTaJBm2rz1wyPdqlvKbFmXIDLyr3/AuxbQ +lnrSxWKLR9mPBIknnG5Agq/nu2z9YDR5hdzwqL428utEqp3PoWYr7wbDmCsK +kv+ZeLQf7xuHmvO0xloQTDlCEDKegESvWfETYVw6PrD79HzyI7grpq/LufMB ++ZMnzh59b509PyLi9poyUF3U4tlhiUev/x0fWMH6/5VN8tbVU4D+k3fvRzZE +ocO83oU7GCfrRSyE0W9ZuLmQaMuhkIx8t37e9cf4U8NPlxTaKw3cnWvoUkMI +ConUaDzyq5x66oH8TVlYaKhvc8nJQG/WH9jnYT4WlvYlUOSeFEzbHksRtY9G +10JjnEiw+DX7TKIakjKQuKK47aKajUz8VmysMS6ZzVyxrc6RAY47WxfrVRMR +pcDblwjjKu9NEtMoSlnQp/SwlF/PRluHuP15zK8ITGltKMJl4dz2S+YV4zTk +ePAhxRzj4ZmuY3pk0Qpw2Wmdf1s7CzlIBJDIYVzaw6e8DtJUAFEqmRzRb9ko +4ks0EdOfo31Eqz/xBigDt+c4hQZzEXruFucb+QsPjU/rmXWjVeBUUfUxiqU0 +xDkvKUKKxR+2iyB5k64GtlfC7eq/FCPTs434wRmM/1S5ud/n1cGWzY5FOC8b +mSUFD9Nh8WcfXXrtSP0EbBaDeS6+KEQn0xer7bD5/mKEwvEsuw60FE9kS27n +owHjD+FtK3hYSu78GeejC8JctykJ3YtRi7uaHQHGkyYn5TEt8xcw4cKm3WOa +j8woJqR3Mf4Y7vuLnuk1ArVyPZ6q8Ao01P07ImXg6H2zmWXjn8bQ9ecfhUlz +Hqr17dJ9jPGNJ6f2ExmVGcR4vHE81liOqmXHElSHMe99apHDFGEFLSxXXrN/ +/YauadyIET7iqtUpn1Ypawg/sCDfcqxCTOGetQedGD/PtaVnpr+D8EciP+IL +clHdeunAZYyrqiLJD/88dgJ3ctPVPLlatGPQXXi1Gvvd9YmDzw8/gFgDsYhn +YzG66rZ1+hR23kachxyRqyvEDrYqfhysRQk8LzwlyzCOmezUz3R5g0nB/NLD +d/moXD9yq/Lo/Iyn+5VoBEGUHftq03/FaDdBOyRsCg/LicMln+WDoEjQpZI3 +pg5dsNMeP5+Hh8DPjxRVM8NAn+CU7V2dWrR4xcohH6uTXcKbvakIwyG+OkHi +emADqv208UshGg/5LNUXz7fEQwdh1PD5M22oRpsi5MdjPJZv2hx3g9NguIRA +J4i8EY3dsXq5HYwHOtUEvUvMqRD+mCNLQb0OnT0nL67iiIcEFdW6RfIauOhS +ZCKbkwlkcw3W8k142DRRULrhXQmTOANlv+5GdNkvKSPnCZanLG/u6p2pgdrF +zBGioFxE6+dc/iwHB/ur4lycLX1gmSboIpzYjgw53d8ILeJgNytQ7VVDAxyb +oylPYipDTkW/Jh8zYHVikqF8DXMHRLyIyStL7UP7TGrtjgFrwHfXo/4yQR/k +XTSiPvMrCbHQvvnC/3wVXhtd/tnj8B1u/r6bWXlsGQn4Mdr+o8kCuos778aD +ZyBgaPxwmm0auZRdPMOyMgVds5cjSEjnYXmLXOu6P4IsKTI2vp5lMFVXMhA6 +Pg0Cidw57m358NT89SONvRkYGFHIb8lYglHFhK8xpCmoV7zTjKuiDt41BCaQ +ZmK+MynAO0tWju4wu071iBdCiHBaoWIddr4fel0ak+6Ek3YocE9rEmLTc0sC +ulYgZdtIaqKgFuQISvJPd/dDkIVHA70CDo5tO9MkpuUBUdpq5jf+PrjpeWg6 +iHBQVFnHvRAXjJgJpkWGC4KR4J+bHkfvMVWcNVLr3khGdGIZJGeL/CDIMrpe +HfOmF+2R92yYRxEBoclUW+IaCpQ+9tCdnhxeJO118xv2Id2om2IRHTgk2X3F +8NoLJrhvaG9D5GKP/Avryo7e85TuuB7PfVYLvvBZRefZeyKq+WrSD1i7K/Wj +JqtgNch+5MTlvPARlSaX3T1ax+T5Tlz9jakCKG0Hcte/9EcOsdevXsHaZQTO +7dD5y8KoBrOEbWUA8gzrKSE6Wl+2S+wsaSUNXTGJaUyYJ5fyi1kceXKYyJdy +qgNxuD5yj/SMShhioz8efA5rdzlHWfCpUAwEbS1YJ9hjkFUWF/0vzG+nDiLu +yIEY8CLxLg21SJTKNUTkfMT/QM+UxnxR0A6YXbIwSUBcCRfZxbF8YWHzQVAm +RAx+n405cKKPRyOV+ZF4rD3i3Zt7/4LFwELAIYmrKwHtdyqUnj16vu928ue9 +F2JQ9Ied6rVzMvpCuvXHHMsjjNUkmWv14rDrVxX/Mj0RWTIPx/tjnA94cmkg +VFsS7styf/1FkIIWJ9cdqbD+8uH4Z/vs0pBtpWr0dTcDsSiU71th+UXbkUNl +0E0W3q4Fs8XTpKEwjzWVVIzPWW/0GPp85MBVMfBQ3yQNPZDTljjKC5K8V8NP +3VSEgWzDysLWDPTHUZQoCoszdTP3aegjZRjVIzFxY89CdCG3Em2wfFFx2Z6/ +SvYRvJuoltbfykI8inaGjRjP3X+4pe7nqIH8ikVp2WEG4mL7J2OGxdn7fN/0 +e74m5J+/J+Vrlo9+Zd4f3cf4XPHlQORD9FNo4/ibOEOXizhHrdWGMU52MSwp +ht15Dpl1xSnXTnxDW4zaeTMYb4mz85O/TjwHn3btIOrKAiQB1vNH6xFu0bcl +ojuG0FIRx2zwpgBNx6rJZ2HtlM8P9pROmoBiG/9WcHEh+qZlNhG/gIcUw9OB +fj7msEikojVVXIaCLubjcsawOm7vzJmv+ZYQS8JlMWlWiBJbo/nFj77De3yX +J4r6LYR9XyIvpsd465ch5LaGh7LFfqUkcTuo0ly6PGBWjOwkGaTIsHyUTWXs +2hfmBKafFV3ZLCqQ4wcnnh9Y3plvVnSfynCDUBodXou5MvSMvuhd2ygeGO64 +Bo6d9cD8dl/iXEUlMiwZOHu/Bw8UAV3umjreIE0o/vD13UzkyzVyTQs7/7rg +6Jv6xR/aZYe3lV4mINOLzRmH2HjgaLj48c9/QeAgkB58+qAW2fP7VeUW4cEr +QUzQKi8KuJiE3/j5VCECmSbPM214+NB5J/CN1Vf4ZOs0ubLeghhUmp4xv8TD +ivSD1K6uJJCv558YXaxDZBQZ1u2peFA+m6al8CwNjmel3Z2wyUIDHJc/XsXO +529EZPJxNRu+FHEYNns3oyDXoKFIUzxkVkmtp+DzoektUQLLTiN6Q2YU1foK +87eRb4mOiWVwHRfVzqGdh95r7G38K8HDv6J7vmqr1TCkXjLQ/bgO1UlNJpvp +rwEhiNe0tI8AiM4zKa/WoUqjuiRV7VV4ezLGylZ0EgqUKjcNjPPR1HsPK9tW +HFAZmhv44nohqtKVItmlHdIWgnh/1qxCjPWJ/fKuUUjT/2NW8q8LWAaXGJgl +V0GgT5rRdGcMbNU9WL8dtiLGk7ciOMQW4bJLZ6vm0izgCzVJRW4NIZbzJJda +umfgBT1ZjcnXBQiLCtIqnOtAjMcCv8hwtQD52DfyR3k4ID4Mo9ep7oVbw3ft +rn8bB93LJxIkJ1aAIfCZ8/XKGjAlO9tJJtIPeYSK42fMcVDB9N4wbcUKucsw +cztM9wBvqPPjun0sDpuSzPGMDPRkpKLBGatDvquxLJN/wsYpufOXeL4sNPh/ +f22tMrT6sHHKFSIkvxilBDzyFqrcj8PQh5uZeWeP1lNyU9Szc7dCXUjJtosZ +HjVT/lhVtKMAw6ea3DHS3cB0x/W8EyUeBag5/l70ZIFBwQ/rlY2+qJ37goMQ +xtWt/1aL7ztrwZPpn0WkVJZIRd7qxNG6YF1Bz3QZDXW4wVTNkzn5BeX+Sfjf +92yfyprTpWsog3L2N72qMisUNLX64ej+LQN5LBLvUYCmJLtLFTNf0NbI4rWj +/mMV6jjj7zLg/kxLSVc3CKkQE/T3Ye23iX2uf9eVArmtlxH6ttHo1r6O7TmM +w0zfLU7qXZCE0IpK+R0LL7ThoSX1Fovf9EAP0ZJJQMvo8XWHx/FoLu54TD/G +27eqEbLpQhLAlHAJUT0JQQ72jPc+YfGZVERaDy0lwFWttZ5UIhHNJUhEtWK8 +vTiql13zSgJ63bgYtioikLq+69rRex3bIhP0/ygloOvLnJa/VhJy4yrJZ8b6 +00U2CehlSsHycMDTLfk4tBN27PFLLI9wRgTwWhLLAHnG+NePZ5ORH0+NZyk2 +Tz8RuemNIVm4oXRW2kD8K2pm780/2nfrWFDjqLu7HNhHi58fTs9AL500+wsx +fk53CV1z21cA3I39UAb+r4g0MufMraPvcVjZxGwWKsO9KavnWqk5yE3z82PA +/P+CCpnJ9IIKaClG+p6qiEfSp9JOfMXOw9a5f08XZ1Xh7VhvnTNBHhLe3fy5 +hceD/9OrT9ekNKG4sntm8X0aMhAjztDG8sJK6rCbsLoWPKSNii8dyUZMaxMS +u1h8SlquO+IzOrCyd1n+mWUmijwwED6HHWf/slFFqa8e3OLePz/IV44Ka/6e +YML4hsuuj7a20QfRcXygskEWkqZRChTCOBZGY0aXlGYETZYinv3Glei80tXz +U1idPnmJ5Er3b1NY95W2RGeK0I/Ou9EdWN0h01TzmTHIAqRzpu00hIqQLy6y +Ux5rzxSSzxo8bQWOU6yMj4iykZ/4Q/cwLB/RRk43tpPagYuPcDahThVy5ZjQ +NO7C6oJjg8ftY+0hh/m/0lMOKSjDxeyxD+Y3VvrKWokbLsCv9mOX0QQh8fsR +r8sw3/rstvw14KIHDBitDPvOFKHu5N4VlTmMq2zTjkvu7tAx9yjCOLkUXWaK +v/J4Eg/dG2lKStmfgOJZzcW6rHJkb7qQ6zmEh+iI5NQRrSBIGbpcNP23Fl3d +3g4bLsbyi6rmiXv0YXBVYmrr434ZstxcyM/A+teHIqH1yBgYSBn/EjvXjF6e +/jbB8w4PJ00v2bLeS4AZZ9Yq68xGZBUWlufjj/FZJhgdt0wCckffs1pPG9GL +kFnF9c94KLhVrPDoRzqkaIROeJxrQDE7m9OWIVicySzVee88uDT71kL+v04k +IWSYL3QFqx9FS73+iOZDyOhE3auFNlSAc+GQvovlI4cZ57a3pXDxYYzPcfF6 +lMH8mt/1OR6q/2lffyhZB2wG+bJ3r06i//7bdT/GsAhCGW4UMxI/ITvfMeAD +5yco8lva9XTAxqGwvtj9v83wNor4cs1GATpxRuhjEAkONr4GjjG8HwLe5/7L +gawDaLyMk0fzyjLw6v2s6C36CTYS1C81ygeR1HA0czrtIow6UdhvKsyAKNcP +m8bDGXSirJW0m3QaUtgtx3dlZ8E90tD9wr1xdEz24R9PjTn482bqs/H6HPgE +nNQdZ6gEvoRsMs+MGaigsOZrbFqCRPu9RpKcRiSiqUMXPNwHG5kNBLLyOLgm +AFsqO/1oszzC7vq/eih1+Lnw7xYOTgY8H9l6NYLY9NbexZV1gvwXPdbDX6tQ +yucXoySfiFJfJ9GTcAdBEFOKayw276u6e7PsUiKh+oC3McLMBYbpuc1uHXHF +k/REYfQg8hAKqv0mj0OUG+F4sxoSmPcnNbf6PoBYmCq/6pvi0M3p4pAYNia4 +ozT7QkHEE821eC24Yty7ljC98Vb9Mdw/NpKOFV6IfaWI9Wg9/vkxNUPhXGXo +fSpIGJsahk5mFN05wH6P9DiJOImOHFzc0pef545BEcRJZ+cxnizOVt04Py8F +9O0OOQEtkei/4zf7jbD+YuqENl7PpUC6JtPfhS4FBReHD5zA/h9Vad5u/3Ix +IOyUY1NPT0IyZ147/MXa6V0ZfV40isCjHX8/tyfp6EeGeMvRPsyUfsaLAYIi +MLasqs9rmoYq7r7pMcM484cnVLP4hCiQE/3OSeTPRr8eW/j7YvPX5j8Wi1+B +IoAmccZ412x0eTnEWQ5rN43JeJ8gKgK+XnQXFp99Q6tWtPtBmB8m+lIFqpGK +ghzfKeSymIfMyn2crmJ1vQJYzX4nEQMg+76q/CUf8VAaiWdg/il4bPys1aYY +0NV5XGUJyUfsbC6tWVg78+GvuJ/vJcDm1f43RY8iZODwK/loP+dlPP+/mw2S +ID/ZUe1WUYCUaP5UncU8kyJUQ+pdgAyM+E0/kAkvRmdCS1V6sPp9mDt75uMF +OeD7KNuTs16ELpjid7wxbmiprxK+U38IfI/7XeKdS9DhGCetElannzCXedli +rgycD74MX0qtQP/J9t9/j3lj8fOpSzOij8CMRLYl26sMLUimpzwcx4MaN0FD +kJEawKU3noHllWhEpW+kG/NGsfsXBh8naMLtYcknNq8rEb1SV9sQxtX2UKuW +ZDFtMGCodej/Wo4YF+VoRocx7v2Xwra/owu7hsqi105Wo/wFywiWDjz82Pb0 +jU7Tg12+qhdK1JVImG94FNeHh/sMfXQfeQ2B0VJOQ6CuAJXMdlRuLmF1EM7k +q/kTIxBQnBuSSKpArsV1pxyx42fyvbY/lW8Gwynpbw5rahGf2rcPbuV4ONjM +eEx57A0s1lH4nBOuQav9q8a+zXiIDBdKnNCwBq9z5ipDjxsQI+XObGkCHoZo +MkCy0x5qjOP9jh0gdGLSWv0zwkPC3w4dYSNnENyxeTPgUoV+3Sa17OvEw2P7 ++/OvpD/Apre358pSLWJwlvySWIr5gA0HePJ7weuziX92WBpQ1aKUM18S9rte +kcL8Kd4g4LHVPDCA0MW9qCVHLL6oorNg+u0AWPPu9Phz2IImqxhL+V5j4ypu +PcrLMAS+pSgIPuBoR0OdZrURSlj+9QqzOXM+FhKeWOvvlHahd6ncnkFX8ZDf +y11eMhALlraTDfN+Lai4p/GFhwVWZ9GlBUmdT4BbvHuty6gB3bchvH4qFA/q +udtvYrPTwFfnWlwddzvqFkzWyRbHPKG664983TdoKno2/8azBb0tl4mMwzic +ZGap55uaD6HRJl1mzD3o2Xv15LIBHAiMR1E646rgxetj/z4uBaGX7R4aygZ4 +IHx6NoOhqhXCZ9hcgtI60P2B+gzNnzjQflT9k0igAUQ1Z44rKvShYFqlykm9 +NVDlxVlVe/Vj43NY0sAnD5lvmXwZjsVBq4LMgOz1fqDg9kCVmhNInPeDdmDr +Lxgu10y6PTQND8g/j9Y0D6HL85/3Rdvmobf/YMurbg7enUnJp7vbhvil6S89 +Yl+Cw8Jzs9JVM8BKU3Pw6ckP5P5xszxdcAxOE23dyb+1BKYbp/2+ogE0oPjU +g3GgDkhatNtkruKAl6SHM5CrBS2bXFuR8q2FxJVUKLiD1btrZs7yOp2IX/d9 +wt2zzWB0ykW3sQQHP7ILO7ifl0H8754lQuz35jbcO7QaloDtu/h66Foiyrqn +4DrtVwd8h1qPd7Px0GZPp2TfHYPOVtLc5B8PQXrKV4r5MJ+yJL58weTQA91X +11KROhmCfg1sJx29x3qoSZ0ubYvgVcHfa9d60uHBi7OFfGXY+OJ6JGpoXgly +MsY52HxEriR/ybTvkUK1Ec5QIboF8maU5+2t8Yj3wkLjFWUWcHL7tDX26wuK +DK98IIvFDX1cGDSQpA5srjPvPGJD0WBmtw/HkScPX7l8/6UKWIxFn1gfSkRQ +15BgjXlpLzs1626VPMw4pm57PwlHpHtNx39gPCdjNcrczZMDb522+2ffpiFr +t+4UA4zDnVNPT39JlII8nVOWlu8T0e0vnPlpWJxI4jd044Vi8JauMTDL9Bta +tDvZ4onxtqc/lNzOXxQ8ImhUKfZTUcS1wvIqLA5f6ftylr+iYMT1Tvi1ei5S +G1btScbqen8ZCt0bsaJwZYToofZOJiJkJL8Wj3lgX1z37aizoqDCbxvX71iM +PM+8+EGF1dHrC09V81JF4Xt75mBIcw466xGgyIT5Z+6md8PANTGI36PpEGQv +RntUMuc3sf63BEfkLyVh+ciYgerJwyK0bdUxy4P5Id6WLCi0RQJEpO14LYSL +kby1pUQN1v8Qmo+RxUpA0Y+SmWftReh50vELvzE+L3HcSaDLlgYC7/c4Afoy +1LJ8tcBvAg/uRLvEvx7LghSNmVPocCmqIF+RMcZ871n2fwEySfIQ5bmxQUJY +hQoMuKn7u/HAH6cWNDqiCBZZxo8m4irQcIqgTyjGw8uC65SuNipwSfDrO754 +hPqC6jYfYJ55/vGYYM/SIygJ+++K3HgVupIhuNOBcViHU6zlt6M6VNa3Uz3k +qENaV7LJtzBvvH1e91/k8mOoequY+C+wApWqva+vw+K7eaDXW7d0gOfBxPHc +C/XIc1tObDoHDxocWmI+T55BTctlHRb7GvS+LWq8sgkP1s0i/OtSL8Bz2Mha +/2ktSvK5atNThYe6ry5/IpoNoLdqhGNbCaGn15aeWdfjQYk+QOSi4ksI7389 +wNjfhG4b4jiPe2PXK1Tty+JtS0CnoypbtOvQ3JU3vTxFeLjC7THtR/YGOrjG +3CcE25BpW40N0zM83GG9Tl182wYKhzgNFUob0Yz59+f9mJf+uvcmk7PXATbi +IvxZMd5GznLMBZpj4/aql/aMliN05f00deGvRw9f8/cKHM3Pa/lETybdgO1X +yZXod/WI+hmi78nAw5ekB3Kb9J4QPGbieet5C5rg9KOxscXaNSrC68/5wfrE +u6Ygqk70jDVogoUPD9LjkTEH/QGgrupDEjfaiRoEH9ZxcuDhOfWvMxEDYRCr +c7i3yNaPThCuzJ7KxoEXpRrXe5UYGLqhJ9cy2IJYZ+w/zGB5wTCmoKt9JQrY +WAN7jk22oaxnEV8OVLDrRaH/1288AZ773nido9WD/H30wHEPB7PHhDjeDaWD +FoGi6KBsAzrI41jqDMbD9fhKtlmbXNClY7az9WpDqDFC9VAWy9dRa/fG3PNA +lBCP72MtQLdZqP/854TVlaMjydHLjXBN5nxfZvsAqsifpMnEvDqHnXW+FeP5 +FTKYJnndgZ4kELGm9+NAsWAb31PfCGq4XJ8gkRw0h5P0CurGAdWZY1RMq70w +7/NmVjewCWklR311VcRBR/6xbjenPqjatksaVppFpwqulVxwwXw61ERhyuAH +hFVeoj5xdxapSleOqdLMQoIEUc3y6WmI5103VNibQkszHLOXzObgUcSvJK7R +adA2uiM1ZdWG5INcM/nb5yG1RVyd1v8XvGYS+0WzUYaSCTJEcddG4XXHcZdW +uzXglBJTrHJJR68OeYIriIvBlZ1EaQ3zIJuvS6TNfMmwbyI4FS7WB/8eX30w +2IYDiStEG2nfGhCTaCzZ+q1xWLHqISxqWYV7lxjvFvMjdNi/PMOECiE8/GKl +aCYenlYts2kseyNjgUuOxfp5kMHBKBCG+WMO+436pU8DyIoz/uyCHQ4Rtw/3 +Ld0/BXub27P/vR1EApNjMgsqOESiR5H6kJYBpNLtGHbOfUTg7m9ztG/hb40h +uYIdNUii1YgdNAlGge0557Ixbl/O2Rt0vKAMq4nLJi9Eo1DSZuQJxaP1uT9m +Q/I2pACWZnWjmxMQW9otWTIs35y2FvdV+ioBJYJPzjstxqER0pPsEkf3AX4Q +d09niEJYzb9o2o1klBaXQ8+Mebjhdlu9hynAxzL5WxRlqajs5x9WHMbnQMWc +KnrnB+BgxHMD6LLRZC/ZXCLm1RTMJMl7vkKgMCpUHJGTg4xJr+ULHH2/ryN4 +lExFEEpTX6uQceUhvpXa/fijdZWTiuXBJx7AMathN99veajkQ6L30fk6xBmB +f7EQeIWpqlP5FyABBuIFa8yTo1XxglKbgmAptMlam1yI/C1lqkcX8DA+FUDC +fwngAok92UvpYtRQ+t4tFeMzS93xxXtnANgGVmnq+4uQLI+O3TjG57n7vytC +W0Xg7j/d9v2hMiT8xo/z6Rge/JRPCUbGiQGLG3PwjHAZ8mSg7uDEuE0Tt1Mt +ziEBEU2O2aF/yhGxuRlBJ1Zfp1UuW5hTSQHf53y9n/0VCB3jsVnox8N/4XN+ +Leoy8PKCqxf7TAUyJ8EXFGLtJTh/4T+HctA9GhG+hHk1YQ29+TDm1S4Pkp2l +/BThEdNdXRuM53JGRrJHPK8tp7i7+FsZ1PmOaUSn1KBlm5EvFzHe0imyV2c8 +VIXvQ4GfbhHWoq8H+5tZmGeWt1ZkXBpRB1fhNawUr0USDVXSbhiH9Y/5T7id +1wKryJUSzxMN6FnP0tP9ZCyOUUmfo7c2ZG/vfViUqkPcqs3qxFheoNPJ3GfV +eQ6XurQzc8kakXtkx4OqKDxUEPYnLMoYwPBlcw6Kr/XIgdymvTcdD/NaDUKn +eoxAs5Loj+OZeiRqGNzH9Q3z2JMKkn8zX4FH4lDAXm89IpF8/xufiuUFdZtX +LXKWsB1Wbik71oBOTjT1dMfgwS588r0yiQ284NA/5pVVj+RoXglKYPF7/ee1 +n0m/Bfct3aW+jWZkMZTpdMERD698VtSjMh3hlSUNuX5gJ7pkKzZJfxsPDxTE +mE+xu8I5lqdpMgodyIwxr54C895DYrLMJTUPeJLeXsmT0YC4m5hJReLw0KIq +4rgv6gXpzd1cSu8bUZKTAehj/pzw4PUj2VcBEDEY3k1xphA92iZZEMbG297h +5yKanTAA8xePiENqUZs4/ZIBVo8o+T2Oojb8At53/tTuVLeig5HrJAJYnnpR +WzNUOJYEqcZ5j8gpupGNuoB34mXMx+h+zvhdjAcZ9lztA98O9DuFjZQUyyOl ++HdhTAVpECN+yzj7RTv6bJv2mUEYu45zd53sUB5olbtr9pMOI0Y27TWRmTV4 +MSStYm9WBvcdK8OOi1ShXq3P5ONYvk5aIHibFVICmT7XdQcoPyI3lkeiMVh9 +x8sfsRSWXgm3Aq44vLk9jXgI76u2nVyGOpmbKkbuneAte4948ew8Kj1VgNOR +/QXL05sD+rr9YM2TzuHqN4cOPqUymt+Zg/M5GaXMoxPA+MhJy06sDYkKl7zS +ZFoFtp56MK6bgNtH21rUFiByaouS3sAVAIP8h+cuTYGCK9tHE+EKRKOotGh9 +MA2L2am3VkSXwV8zcfMyRT5iTk02+M9AA5ABsm1cwzxZ/MO5zwQTaMGwBbfJ +0A9vz9NOMQWsQNATfbeTm13ohS0hQbLwJLTPuHeWlq3AK5mJxCamOsjmNxH8 +cXUcvtr3Nor9WoUh+67RHydbYM7Y8zZ3zgA48/w5Gf1rDc5Qt7Jtb1gBa5ti +Z3tNPmLlyn/Nh9Xxaw9Sh/e/lcGEV7SC66syRBbRUKuE+UjX594dyvFqIHmi +dXC1FY/k/zzZHXc4Dad009zJazqAymxWW+oBHhGfPubf3MIE5zWrBkiuh6Kz +A84mwkfrIEyyFfRYH4PvwsWnw9p+yMwm5c/Rd1VKbGjmWIYVQXprd0T9VxLS +mb39vRvj8Ivx2DvIWhqO0xCGVgeGImHDBBtuLM7Cqteg8S8JiBOnzntvkYLu +Pnq10buD1em465doboiB1UdK7tMcSWji9ZanKObh/dSHqk9kRCEnPEuN9L9M +RJYVEv4V82cHNo7toLcYPz/zELd0ZSCB06OVYX/xMHad7+TeI2HQYqoneCWb +jyjbkgkVsOuheiKecozwAQjQNiQKUmSiqxrGe8/+HuVR/ZDrxcJQLG2Q99Ss +AFlVJ1+ox7h9+dX397IZQmCIEz8x6ZKP6Na5NIax86v/5I8c5y9hqJvp2snn +K0Q6H3/pziziIew6fbR0J0C21/Ou1wIl6MGLYpLz03iQVAkvHA4Wgcq4jXm9 +p6Vow/5y1uB3PDD+ILDnEBeD+Qan6erBEjSZTvFL6yce3sy+5D3FJw60c7er +mLkqkfHNAN7iPszTZto2eewkIXlcQfnrv2J0+u3l+9VY/POtFx66RkmBNldW +RohiNTKnvpJ/rR2rFw6Ufxi+kQXKyR6KBptKxLQT+KMG43YAY97DKDUFYJ9o +LZZgqEV/xGnkymuO8kJ5v7GzEiS8us9PIFeBKOML4nMHsfHEtdPlEaQCSgKx +lPsUdai1d+NzXwkeIm79tdiYU4X2ZpmL1pW1iJL5IKwA4wmxyF2nCsbHwPuc +OzE7pAGlUblMRX/FwwGxTnywqxYEJ2Zt3RRFKCmXXqsI8+p0d7rjLpd0wNLH +OHg6pwGNfGkOC8X4xtaMkidN9CD0YrFlslATSvlBeNnCHw8PrU7GUIsagkzv +9RzrwAaUN80cX4LF36WZdYwzNgLy5GgaPep6VKXPnhCN8UQ/MZzE/Y8pTHLg +ZdRetKEQijP6/Dp4kNB1pmmwtoLaQrmTvJsNSGGRIgRF46HMzOzA8bwNJO3G +rdMetCAeCSuudMzDpW/tWTygtYO4XGV8+K9W9CxK1UtGHw9aVlE9cSffA+23 +NnN3sk40Fqsz/Jofy8uLz/UHRVzB+4Xkl+4PbehMjRfjs6dHz9nNa8ld3UHi +x9XhjzqtiDQEqZa9xMMZtWd0OxKeQCc2SveyvgKZnsm+E41dd+PbfqzKqSFw +sZLfiPBSF/pOkz7WxoqHxz1OnqHXw+AVMd9JWZpO5Gevzpx2Fw8il1W+uEbE +g57876138W0o32THvFcNDykf8qxEJRJBLLfJ2HurGb3n2hlxf4f5ya2XNsdO +xcHFfskDh/k+tGfR+Zv6Gw4uTESITVFlgpY+O32Faj9iomL4FxGKg2najRPE +vPmQJzvV+qO9ArkIlg7VVOKhWJz4Mdf9QuCNf2s+MFGPFvjFxX/74OFntP/Z +wIUiqDnUragVnken9lmOS3EsQFYpMa3WRgtsBRXzfdRZRhmZYpW8d6dBemo3 +hWC/GQgcvhSzCk2gpYdDkrM5K+At8PE/3uN9cDZB65jp/Xb07qu9m97CCpRe +VHaotZ6Eqyc4mmJlJ5GurkprwugSGPhOx+v+NwqmzFEihIe16GmnztDNhjVY +j6HXJlgdAjsy2vjEm/HwPYSXz4SpEL3XvJOwe7TeiPjSuWFOA3Rcz19IzaIP +1InzBq+14+D3rzJyxr5hNOIv8ipIuQOeh8ye0qdZA7tHhEmtRrkw9l0j/T/3 +eQgUq+8jj14Ay4CesgbDbvRFscL+wuVBuNUsUzX5ag2iY4Xmc0yy0Gz0//4F +UbM7eu8xftz6TFlL4dmHCG1tz/1uxqGMt9o0PULHgbohvjXCdRi5THnK1m+u +oeeypo1N9+ihIOnHbeOKCMTLliB69JyO8s5+yqiaCijKRpvey4tFj8rMcj9j +nkyyVuRaqCcPzJOtKvGfE9Gy2232OIyreTgyaTZHKejq9w1+Wp+FfpVfZP2D ++bDn7C3Ox2dE4cW1kYvI5RuqrjctsF7HQwO7sOk1XgBmqkAT3Mt85OyQqnEC +4+pxv7g/XGeF4MPnv7HfMU7+M+56dsRJElbC+7oKgtCjEXY6krIY2X28lMSC +nV/3D0XOQbkCcMCzhTekK0XfL3WUef7AOHDvSvZOOz/Y/R6IGZgvQ5v611Zu +YH6b/ulZZ/gSH6T8JeRMbS1Hn3tuzGgO40GvBv+HXp8fpK6eIi2qr0Le0jeo +r3XiYVv4XpsNhQDQ03qRSvRVIRnyDE1cBx6MhsPTXNLvw0SGzKAFxj3j1tNF +ZRj3HOYvZyZgx/+dwi353LlaFCp25bs65qX8HJu9vawPYLMkkUWmtw795XPN +lc7D6qUYld3T1CKgTSRnoCpeh9xfM35gxfzTfOP97EqTCMgW3rYgb6hH0X9D +IjzS8GBCVm5W8lUMPEQyT+6ZNiBm6c5ylgTMzz8Rad6PkgQqfyq5oYIGdKJm ++aMJxr0vDJe0Of+TghKZYIfatjpk4utM5JZ3tB/Femo7sSzQdt49/H2jGfPG +8DERD+w41e1rBOoewmuVCjkfXAvSdHA77WOBB8Ez1SEKA8rwxYv7qi1HG4p3 +qe849xzj3syDl0oEmIdr//Xgc25GnXHw2uMDVq9V+XOxD6nBx5FVT2qaNnTZ +vLT6B9af+U7SKT5qTWjlDL7AmNWGXhv57IU8wcO+utmjdAZdGNwKjOiRbkYs +u2KBq24YP69K8hBefg4X0NQJ+vZmdPfCejXleyyPUO0KlGq/gOETlyQtg7tQ +nGNXqSYT5smKw+rMZ4zhFNk7ieKQFuSSWvmy1RrzjWOUJp73zGDJkyLyw8tm +dL7e/oa+Kx5Mrxc01K6bg4HdtLXZ52aEN+dSaXTB6ruLInZeeVZQw0kbH/ml +FZ0OrBIxMsbGGyeZsOHxdxDxUdB6f6cbFSywnFMhweqUQbwj95IzsC/1UUwk +9CLWeIvb0r9wcJf8GqdkjQsM1N+XT9puRZ+6iNY0X2DjfNc5XdXGFW7S6Niv ++w2gl+ufokLf4eD+RjR67uQH423VN0LpexE+jtYhcQsH8dRTmfd6A2GGZBs3 +xdiLMu3CNO5i7X3XGN5stATBSdWqDzErbUhOgjRwFONzCR2hKeCCYVE/Su3a +Ui+yqOSYpx3DQUiM7BXO53EQX+BUNUkzgLyKVFmk3XAwkszmu8yRCia1/IWa +Q62Ilj/IcADLL1e/N6U006fBbTsTHv//RhDRVd0Epog18Amzsb2Cz4PaM/ZV +TA7f0RXWgflJhVWQtH89zExcCGZttO0ylcPowSKnT0DCGpTFthhIGNfCmQ3j +/1L++aCJU4EzPvHYOJkbmT37sgHEZ5zu5hBOoZ/lXVQeU8tQLJPw02ilHQge ++dUa9C2ggFuXNWMuzMLqd7PTv8UHALcrd2Cl0onq6Lqp9srWgGt4mELl+AAE +7ErafmsOQuNlpSNflxZgjKBEelF0HkzffPouidVBs0EucwT2jaB7Z5LYdQQH +BsBFXWxhj8RSBjLs3QdAP+drWKM9DtJdCzR26pIgktfB7kTCD9g5H+F4QLEK +v1J+T+g59SF5W1BYLO6FiC5qSfv4NYgKepdkwziATud1kcnyDcMxr4Any1ar +EPHyzXz5RiuyTtjUdGlvB9uxvPSeDBzsQ1bvcd1s1E13aox6KxEh87ypNox/ +M7If37C6ZwK1YkjaTlAvnM0l85X9joP+Mzd+6izmAU2+bV09VSoQabxnfvsL +D9SuVXa6Kt4QcJ7B9IyRN3LOvaBy9J1tsoffWg3eeIFtHWFsdEk4+kPzhf5o +f537nJ8VJyly4dRVc9qF33hE16Z3Mq/0OGjaJDSulLWCjGp+PTLEIzLeTZ10 +zmvwS8WpwTU5GRmxPc1Wxzxc0Jsb6MRVoIvsre+lnCjEu0GqyofFvcB74koP +sRL89+qfH7PsNyTfnm2RhnG+vYmQ8CnmmYmGTdZvL+Siy1KTIvO/8VAouPw8 +JVUUXhNxWf50z0dkf+77dWGcrx6XDXRaeQDs97kHvaryUTbiNFfG2r9PhnHL +ST+AtN/725UmxYj273F1hVk8eKR/jeu+IwQEsmc1PyaWoKJxGd1lzHsfpPpK +n7lyH075BfI2t5QjEffuEi2M87iAoFKPNH443H6VfTKoCl1R9+EZxjgvK/rM +rBbj/JJfxKufXjVodMDb2LsJ86uLrBe0TwvAWjPxdtqPGpTMhMPzN2Ie6MjM +SkN4HyKolKRu3qlD3J5bMVUYtxceHH9JFiAI41ekhGy7atHOCRHDq5jHGjxA +7tZvhGD5idL3AtEGxDpDE9mQiAflrgtrxazCULG1aBIxWI8OSb9T/0jFY35m +LqXiKAJ0phffp9c0oYc6Xg2r3nioH8GXHe6JwGz8Wmp/diNiThl7+foLHoa9 +zqnklYlDqvMTYReDJnRHcPNMix8eOi5QDrddloRRiysnWZ2bEPvM4mquLx6e +WE1dSs+UhsHP9VpdN9rQdrZP+zWMz3aPTw96SsrBNXIyfMC/dnT5B6fdkjQe +4AzTvfRoRWhS9f40Id2Ocu7ot71TwcPNZaPNqvfKQC6s3pm32YY0VxMGO9Xx +4NvdO1LGqwrmXT0lOuadKMJt6T8tzCdvzTyUS7NXA2KjeJ40oQ5UYuv2UE8C +D1RXOgriaB8D0dKt4vaednQgFUguKoeHJcq+qr8qOrD7l6f5olEbUsg1G7iM ++bYmT9+mROhz8ArK6S662Isk316fYP8PB1lC91RelL+A4OPvjjk1dyBzx+iz +zUJ4qCL87vWczxj42Vv6+NLa0d8qIj/9h5hX2HuYiA2+gksHURuPNTqwPOK5 +viqGB3uFZJFrHyyAwY7rL96vB33tyDe6QYSH6z5OSeldVjAWL7GMNnqR/G// +VzoTOBB/xUfocMoBnpSShPDs96B/nibLw/9woMC94vx70Qk85YqYno+2IK6z +F24/t8T8/KJGYn7be/geabo3IzWA6jETZXfHgbwQbUhJmzvwKgqUKzT0odnv +ucpa1TgY6+j/+JHBD94V4Tk7VLqQdMvi16sseJigMx1itAyE4rKkD9JSXchW +gU++E2s3einaQaEbCB/6rpE2yg4hb8PFnH0OHFb36nD9exgCLAkL6qyKA0hZ +g/jiR2ccFBaQ0z8fjYP9m4Wx2uSDqPNVOX2sNg4+f8rSEKxJgucSXzRmf40g +raY2k4cpaxBxmjupTyEdfBTCshVEp1Cl6FBan/0KrB/WMmzF5oNTzLOxqr5+ +VHTuPNMNTxwcODGFa6x/g6svHD5o5DZjp07plLIs5i3MdC+pRqug58SX6Nss +06hyKOrNT9dlyDTFxYj+boQfwf4lO0RLqDt3uSOBcRYYQjbsCYqaoc30mO98 +az+6q5bwh2BwDZ66bvPusHSAc7ZI2WnGbpThuD4rIb8Gg6flOtzmBuFKbaWp +wvoUWn/BTjCXPQDEefILdxSWoH49PPuBxyCSl9Is57jyC6IdflCJ1c4B7QyJ +4CXveuRsffWfce08OFYcBosQLkASoybZJ9lCYI8Xkz5HNQW/T2VSEXxegYYO +AxsG6iG0/Y/yu6lpDXJTWszV31kDv0o59LGmEVEett9UTBoFLtq9evYLa3AC +1zl+F++NNg5Z4lOI+oHhpsBXtiIc1PYu5Vp4pKGk2GalELsaSF9cJiCtxgOB +Qrj7TkE+GlDMd7rHpY9Ih7yonx/tE3Nd5xnV7V60EcsU8/4vDmV/VA3QOSCA +8Tt8jOd4R9BHamdz6/41JJUa9eyK7FUIIYh8l/UsCnEFkksfvafu19Pxj09S +GZJUxGqnbRKRmXGmXjbm85KdY3XxeTKg/PzZAsu3VPS8+tm5v9tY/VVzpaGC +Sxy8fTu/8VtlobPcDrICm5j/PD5zquqXMJQIdNE3U2PenizzKR/LZ2vz9VPZ +pgIg2vP4DhlHEXJgD4j9hOUtoZtM/907JwAw43OaQ78Mfa3mkq0Zx8O8nvcl +xHMPJuBcxB5NOTok5JpwGcXDZ8uUEzqZvKDz5o2MtUclekfX8OJTLx64eHwb +75rwgoBR2RZ+twrN9bxZ0MD83Cdn9yT+GS8oVN1mdLiEEOfXFFb9Bjywkqc4 +NWfwwLs66XKFhDrkcvway2o+HnSnHrvVBfECb4dTyu5gHZo57+ZHi3kyi/Oc +k/qde5D235a76J0GlBJ7OPokCQ+cvwRfdYvxwXNBuraHzxsRGf+u9KdwPNCj +jd97B/ygL87PwYoakdHinEROCJa/djmO1XRj+SLxuEWUehN69ckh0eQzdjzV +pjzrGUKgyfeGxUayBUmlhFPaY3X0/Gz0ygAZQNPUs3dnO5rRMbleqvOY95LF +jdyh0RYFv4rLjC0BLUh37L9uIhs8BM1+6BQIFAcG1VuZJUytCNf10ITkNebV +tbtKgrSSEPI4hpy3vBldlUeUU1gcZzeN0Ig/0kA1VCU8fL4VRdvO7HVj/UtZ +OrOK3eRgR7tuWzOiDVWcazTw08LqpruJzTcaFKHAMm0dBNtRmPR4E8MjPPiL +PEMbr1TgB11poNarHmQkLP339XE8nMgSODTzUIUyvU2dt6IdaPQWlQsdxnk2 +pwdffZs1YEZnu0q3vQN94D2I/4LxmWdsl/g6jxYEqfT+9HPqRJ7Pgrw/3cFD +8PurKuaEz4GV51hSgVAPytAu/yF/Cg8MuywMfYt68KVZ3oZKowsNfe5YXsK4 +l6ClmPDXxxDMrvd5XlDsRqx7fp3nKDGP/U/Mn0/RBL5a2WzwtHWiXynFfNTc +eCDHL0+SdZmBu7S2rfR+B3rQolWVKYDld3oW/njeN/DQVtMzl7EFjbasjxLa +40HaiOFuE7Mt2P2R9ckK6kUcHky/HBexvDMi/Y878z1IjQYolBn0ogHtMaYX +OBwUDx2Yr0S4Aq9/B3tvXDs6rJZv8MLyzva9xQ6/Kjf4K6HNRk3XjIZZiBUF +sfrrdvc4KaWlFygWh5AqnehHrvxGZrKFOKiZOEzr8wmERAXlftaAIfSGhXBp +mB4HAjTKWiwcwfD6ppLqO4IhNOldd+I7Hw5MWVeSREvDgUWiJ32hoxv1X2FU +7jmLh9mK73/382PhQPukx1ZVA2rQ5Xlbi43bHGvvkJ/zSZBOXD6m+LsQ7T0L +KrLF5qPf/9B13uFY/fH/T0ZlREaKJCtk75kXISNlS4UokohUZKVQIsnKrMgm +I7PIeNt73LasyB73uTWQrN/5/L7f/37X769zXe/rOM459/v9fD4e13XzDpwa +r7XPhQjW18HfVUrR2/WwPEaco/Yy0kqOBuRBJR+Tdq9iG+IqLnn4TBZf74mU +jIatJeBdrOHHXNKGxo+aCzHj78FUqKWD62g9NC03kfZX5YKASue7r3F4n54Q +y476WQcpMh/EIy61gStPnmvLKQzuL500wVh7QEBGxiE74CO6uGxxf8BnBcbE +sVmX9TGQm3fOEq4vRc0+CWU8Bhg8W6xvOt/YBz/56EwZ9DKRgE8blhq1DCpL +TKb7hSbhBoNPG017PWwE7zNP0V2GTx9vKv1Z+g6LBS8idx4OIwbuyiMzzTUo +ipgUX6hJBJeWJwuvzyMkpOxdlrQyAIg9M/xfFxEcb5xVf+8zDNqymgv3i0eg +7M4HbxabJYCwOHLdoEzEMklvdOZyK8zkPxY9gHNQ5gCn6oUMArK0NdhcE/0G +mpKypwzkVsAtf/L9yUNJKKE3xpXbIA8YNdxPt2MkuMvqJTq1fgFyvTyzAkTD +cL9u4aPdw7n74DmMZfwjeKsO2375Q0KSFlL6lXL7gWKP0v3c/nboYMydD9Ui +oV1Lmzu641yg7PIrSSwgGe2MNf+Q2iLBe+lF2gRWA9g3raQ7JpSOFqcP1ez8 +xT1x9SPB75Y2YC8LnDYvZiLTIRdufzznne1HA32lz0FTh9Yd8+FPSFGC+hYP +zu2bSpEhyYkqYEl+Im0pqQiBSOUN3f/2s2g7aNmqoAyOGA3mXVaCzr7+d4hz +lgQWBcqhD3B+ZmknN/eTKEOe9e61pqMkONYaV3AwTRa4ty/8syopR0xjjk/i +8Xl16UG0/XFGWdxfvgZF6ZWjI/bBVHNDJLB0CziSXSgDGeYVpg0Nlaig3TGX +Hef2RArWFIqvMhBXLq1gEFiDRhwpTO9XkKDQWbvc1k8GSqXT0w4q16Ci72dK +hvAepVWnOjvHJAu1E5sHBujq0QE9rxNf00jgfdxt7BBRFm7Su9wLC8THV7iU +TuF+qjuT5O5/RB5OuXpW0R9vQE/vGercTCABBeX+YJXLCpCVc7561qUBVYfS +UC/EkOATmBZej1eCoIHEzCe9jQj4boUcwbndzZ75BjfZWcjvDT2oSNmE2sKN ++cefkyAle9agOAWgNML/ZghHM4pXVH6nj+eMCl2A2nuOcyBouBx8krEJ1V6N +bNDDzzd9VbJZKqkOhRYVDT4iTShEkubCcTw3qnu3DIYzNMH5LG9qZlsLEl9d +uvfdFuf2x1Tqji+04SbXgJjN71b0/Xk1NoHPS/J19pqBCxcgpcWoTzemFVUr +sLBk4jlPd4B0SlvEAGpaN6tNmjrRiW8uIVqc+PwxOcLy7KEhLPrKzLIHd6D4 +Wm7nfgmc51M4eoWbjOGW6qzymbMdiDb19H0+PAfCxomscVfMgP1CzIKpewda +s1Qyn8XzXMw0Xm1/3DWITFvj5KwgoPnO2yzs0xh4H6oJ92CzhoCCErZzo13o +kFfz4I3D+PMSetgPKt+AKJ7Q9A/V3ch/MZmPZh/uLy3nRbL47OBtnc7hZ20d +6EOuDDUNnudtfi2UepP2cPmk1Ka1ew86+jo36kQrBiSJbYqFwLuwX+LWZjB5 +N1I2+WzZi+chJSn/MI2/K4w6tUX3evcjy9YUxTU8T1KvMjZ/UHKHcq6A+Q8W +Pehp9jxzTAcGlXeWGan8H8PNM/ODirh33HDzObkP947Riun91cFP4MeLsdxT +qt2ITKGWv/4ACeQf8+k1mPhD069m2esOA0iFtj7uHD8GwzPYXFhGMAQUMSpm +yg+iTQ1l3bNkGHjE3RoNux0OBikeorW1faj/16jBJ2e8X1Zb7cSEI+DiDSu7 +k0kEZD+ysT43g8GZcfrbZooxMJJpyWf4sB19GziQlqpCAr0/macNyRPgY0g9 +5YmyTuR5jG1r+BgJfDIZJUd000G84ds/S68GJFdEe/4K7oNtP1/u2gV8BJkQ +DaVbM21IRE/i7bI8CUqfPhVYGfsE8ZQ3L95RbkZ8fLXYuAWe/2Shci4JJfBi +ctld8aEO+MlYWGg3k6DZMeS8PmM1UBgMn+a524K+jT/UIcffA/dv1ZuZ8fWQ +n/rnVGx8KlId8pBNfkeE0l/dxaPcw6AgOP1DnjYLuDTiGBToSXCI6v2PR7Jd +sK5nUWTK0oG6aUNNj0wuA8NeAfHtyTF4Ry8U1q7fg/SNpZMjfJbhRg6P38W+ +URhyXSwr1u1BEW/eniN7MA3vJ/a+887Og9z5H5+p5WbQWWLUmpxoL+r0nlXO +YZ4HN7JlEWa3YPTN47u5PdUCyOlu6Wlyz0LsrCuvtkQ7csy3kiWnz4bdpp1f +a4o4d9xM8XQy/YKG/871CdXVQhOriN/l1zhnteXYdGakAytj4j6yiH54TLOV +W6eJASV5uo3vSg2cPNX39ea5WnA7WmcS70SC81bvx/WLO9CFmxN374iREDX1 +3gGDy3sqm381BqsHh9H5H3La44+J6NSA/nkXTw5g+JYoWF+ajOwPZM+w4nkO +GRtjB0UNod7UJjVJOh89NnOc+fqTBPe7CeIr7RrA96BAk+5JMXKwbJOUWSBB +7hvGc86vVSGarJaQr1iGWM9qdCjgOWzOMih620QJHG1NvZlfVSJduhmyBTxX +tx/13elVlgNVjo5OzKMKJS2qRb1oJUHg669PvgTIgASdacXa4TpEO8PNx5CP +P4+yrkLIdykw9tU5Zm1Rj6hvPZFFyTg/H5JhNpeVBHt6B7a69gY0ynyvQADn +4QtZRq+MkiThyMvcp2PyzajukcvRwx74+QrPit94SYJh6KVPsY3NaHbsyikf +VxKMZR4Zkj8oCWz7vy4lMLQiM2tPensbfF4lNR64sE8KagNLRk6XtqJVZwd2 +5iskWGE5+MMlUAqITh/szTNbUR5TCn0rPv4r60W1Mpk0sL2bVVlJb0PiuXpv +nuI8pnSI8/2UggzMDuj3uTa0owbGvtfLOJeWO3kU7auSBRNppgQLjk4Up/as +W0OQBIaRfYeVj8pDoL/NDCNTN+Jwt7xOpCbB+qGFg+4SSrD5r4J+sLcbUaGl +uKZdDIYEeZSOZpwF+vlDSb1zBLSZzl0uNI6BIelO3pQxgPClLgq6ez3o8gjj +Gn0bBiciJq9x9atB50KO5B9aAhIjJzpJ/MOAA4JHp4M1wMsn+cHPLQJyKgjW +1RzBQNJDdmQs6TxUPnIpGXvYiyp2Gi6vp2Iw3d4118ugAzukcxZz1AT0j/sx +sxt+nQN3Hq1xG13E/exrxYohAU2GSO8X+YmBPVV8n7ykIZhHkHVw/iCg3fF5 +vm78PjslhQ8sxxiBL4XA6O93vahlK0lm5j0GZcnkqSgHz/kPpUNUXASEfVJ8 +GrWBwY9P9Q1+Qteg6+KDFovybjQ1Lr9qi+f2QvShmHcnrICDvf98uHon8rni +u0rOj+fMx6vO6IU1+Mp/2pMP6UHvkx6FCTdhwD4Zcd/4vR2A3b/9caoEJI93 +stNvDDJsm96d9boNlk+2yRUNe9H7W955qtkYFO3j2KSsvQsxLyJcjx7tReTR +mkN7hRiM9dtqFs+5wrFvZ7W4GHqQIfcFSashDC6afL/MU+EGRf2n3srguWHh +VxWv0I2BgLOtlR+NFzD6CUl8hm70uMBFch7PsaQ2IeUXhMdg3LYw4n61Gwmi +SHSAigSPDeYrtIWfgd0XM6u7+9rR3SBXWuJ5EmAv1mKObL0EbrXw62mP2pFV +8fPFbSAB43Ppk368ETCaS6RMT+1FznYZxbZvMXDdIny+wRoFP1P72YJs+pFY +/gUilzEGzMEeGf6H4oBTm2hNQdaKzpA+b89a4bytbZcXVvwOZk+e6vr0goC0 +ZHQlYn9gELkjslrrlg6Wq0K/Nkmd6Ij0pQY9RhJcjt0j3A7OBsqrv+KrkmqQ +uGpN+1QWCdTecB76XF8AgxmcVWQcU4g+6EXQq84lsD58SdU8tBK+JLBQcTyb +RLvnpSIT2ZchwZqWMk68Bq4vvBD78K8OnRoyfvdcF/fW38R9/ot1QEE7Tp6Z +NoV8hB59WbNfBP4bMyp5twjwMruymBA8gUIlqgwtVZag+rzGcU7ZfvhxzpPf +ZICAGjq4P+8rWAJVZMFpSvMdeM1lumntFlGGOC9KkusGwdD8V5GDU3BHpmmD +WawP/SoL66pLGANXMo1T8X+XoNgxZrjRpwRG9T1k3j9YANHiF18LvGfg5dyX +yTqhFuDLzGS8Q90E1dd/cf8jYdAslhG/n2IYZDsqIhITe+DtZoR8mdEKiIx9 +4dwVHICpJ6KsQxFjQP/i7M2Qt0sw1zURWv+xHgaby7U/JrTCbxO966fw+T40 +s73hVpkHjny3J5FrEXi1RqYMj5FA+ENS3h+3KDj1f4+piMo6Pjge5+47995c +EKSLAC6te4rjuyTEO+/wvAXPf8+GaJZRmxagaJ7t2neHhHxKPuzTfsIDa4/L +Cr7aZaORY2Sqi2u4nw5rsjI6GEDt/RJnjbfF6HrRmznSPAlu8VJOtN3SgKAm +zvk/zF/QlWTeneQJnKMOFumvKajCBed2hqsiXxGjTjI3/QDOY7SXMsVdFEBp +0p6/ZL4a7VmdbWZpIMHfFaMN/udyUEd3uUxntAaJVZUxZ5bhnqjjhhlMywBw +7g5cjK1HKTWVcV5J+PWbpFZ9L0mBmWpfv9m+RrT2NKB5KxzvlxvdJx51SALF +0yO/m/aakf92RleZMwkWh4VdxaWkoOD6jwNf9FrQFb2iPipHEgwIjpDFM0mC +xJAr7+J0G6I4ligorkOCVJkng6ImkjDhcPHlpztt6CY/aS5VH+cQO91XnNuS +YMQ7/llcvR3V7d+4flCDBOk0vRNwRgr02y0DCdCBonpttvbhXEouy6wvKSAN +ptMxvS8aOtH0lpaMLc63DmJn1V68l4EIMjWbSeluNO9B0911EM//AyuuHz7L +woRB4xWhWgLiFtDWv4ivr1rC8yezr+WhrsCppXONgDyOpyKOUQySq2VapqqV +oFl3Y7ZeuRdZWspZXMvFAHORskwSPQvpDAFSbeM9aMAT7hl+xSBcNro1a0AF +MhWDGZ9Y9KKm9wfMkjJxnhT1GEyfVQP2Ha9Xp+h70deXoyFsxRgwWE4bbNVp +wN2O1xF32PpQ5D7+2dCXGNi4EZoer2vCITGnByy8+Hjz6FXqYAxeUE2wKNzT +BiVRDbN3bL1oQnlBzAHPQ2kyGb+cOxfhYfvGGyM8P80FLDR18fwcm9npYd00 +gEqdN1+DpPrQMQJW9C4QgxuZx6JMJI1ganYr66xjL3pcOe9gn46BO3lHvYqf +GTT33J2gu0RA52g3D+bjPfJyVezpBa6rQMq8c2H1RA/iQk7Higfw+4x8Uhhq +aAkvHOisrdJ6UExT7sXYOgziuR/4lA5ZwxF99TPeV3oQrXD7S/lODIxMWM2y +8PyndtjdY9whoK2HzGPMeN91OIwVdBTYQym5f22lTS/yWWciNGdgYGLfvHWV +1xnCahUimE8QkEzCoJ3AXwxGxjxavh11BfH896pUo32IcNWzKNMRA7YjT0+w +33aHcO9zSQsr3Wjxbqv9n20MZkTI9W4zeEASTREhPaoHCW8u2tY3YHByfVF3 +PN0XYlUbMm0W+1DR+SIKZge8d87JLdGU+MMVn9J82n89yItCytm5FINjVk9r +Fe6FAEV5RIDdejcqTOP7abuFQWlycmOdZzg81r7bMqPWjzi9Na3Ur2CQ1Vt7 +MNEmCl4vKC7pp9ehn+oRV1EGCZIfjSik1EeDCvYs9dW/VvS0pPiipyEJrns9 +2BBrSoKLK0OLErf6kcmjydd6F3Ev8En/tk8xHXIeuH1fLa9HBU8yam+9IYFt +A7lhc0cWzHZMlOrs/44oucxjlqaWoevkn96EH8WwX89wpqNpEj1wlDVool6G +BZObTyjHvsKlv+OWwXtNqGO0+NK8Ce41FPf2BV4rgycuAx8DH/9A64svjHYd +FiHq28Lob6YWKDh4csNm/wRKowkwjNZYhlbCM7XrNZ3A9pGpYRD/fINbucVD +VxeAa0XhSQDTD8j1lTppWDSMNvd5UNenLEDQmrSJnMYkLH59Recc3odsHY98 +oe+Zhwvh07mB+6aB65mY30pnJZiJUT1dU1oGMSPveAOHSYikTFKsia1F8oaX +CmfhBxQWH667vLQIxndt7lrRdSCFkyIM1ZIE2LE8XKyCe9gba2H7gzJFoM9r +ck5YewTiVL72JB8lgi52Lj2oIAydC7mb4mjSDVQbbxy7KXG+3o55OztZg67/ +zxGUXj+T0rtHAs3jORl6O18R3/8c4YZZsbxLGs47Cs18DYZB6MjMVaUopwxw +Pkr2MWyDBMFKhnlkHu3IJiXvE68aCdl4dLBPbf1T8Y9RPxSZ+A29Dp9BZMZE +5KGTO8tw/wToT9yqFZ/IRJW7QudY8Z+PzS/JUnXUgzMrrIz3qUrQzEmT4tk5 +ErCGPTktYXkODngc3xRK+IyW7FoP7Z/E8znC8d2UnDIobsxQV32sQg/Peyh1 +teC9X89MtuklC0HiKVr3lGpRJdHY0KkU5xYNR98nXtLg8VHowfN9DWjocNYD +i7d4Hu4/fqL7qiSsi4y8zstrQp6pWJidL+4Fjaa5q0vi0B8TkaT0shXFDD+y +1LyGc44/bcp6tThAYsjlCdo21Gf5SSIUnz8UtaRL/SziMGDe2vg7oB11KZo8 +8VElQaipyqOoRVEQ+9oSt4m1o7z0lKFXuHcd2Vnwp+4QA4vb3fExjF1o1f3c +2WI2nP8T7dNLPoqBgp1pHA/OySm/3Tr1cL4tu6LxwUZPHB72/vL/ZEdAXy4r +2EVgGHyWS0DSlBLAJ5lB2KdCQHnLIlMdOE9KGORq2S9KQDLL1pkrxQS0dN/L +Xhj3a9ue3alavNegwj4tyboHqWS6G6h0YLBjEw8x/dKQhFB2FmMPYthi5eTB +eXKqjrXlxEdZMDYjc4gb6EZXGPfM4nH+v3K9YkBvRQ6qzGLvdvwmoAMy7Odt +8b6Y/LQWxVeqBDd0hssgswdJEI4tSOB5GObH8thCEYDUcxRbdu9Bj6/s1B9t +xUB98sVtBQFVqAD19DsZvSjHt1rf7R0G32apo10Pq8PRjPs/M+L6UBoWUx/k +joG3waPIKEVNyGLY/Zvc2Iv+iDWHfYrFwKFhd2akXgv8oi8eod/Ce4rG2ete +GAaWsXwvsrwvwBenoKNkBb2o5wLHnd0EDJ6EMefaPNIHkfGRlrdrPWi20ch9 +6DMGhe/fUgWZG0HQfsMEFfz3Jk/vY4vDf+92+zXfqJemQBSpChsK6EV64gxi +RckYVEWNaVp2X4a5chOrjwJ9yDE0tUQ/COfbYr7ptWQLsAqfU3lI3odmiqxT +T77GgKoOP6/aGpSs89P+PehF1bTjFxjTMBCsZeXxuGgLR68L2ptn9yD/LsWw +0VoMcjjr6LLUb8Orar5gLuM+5DRtaBXph0H+nZaeW67OkNpBra19vAflvXY8 +wDOIwSZXVg716fsgqV34melkH6pxe3d+Au9NsRjnv1yKbqDJdWM8oWAA6Qgd +aKVkx0BoK8qv3N8LnDpC36/ifaRcYHGl8hvucUyfS2ZZnsJmeVkX6WIXusva +J15y9L/vyY/e+DMYAHNrFMktOr3I0adB/Q3esy9g+QFV2Sugaf+8x7yvFZF2 +9FV4cZ/N2bvOru8XDuFaF15djm9B8z2PpSvscB7zkHn4YTgKQhJTa3Tw+0k6 +tllNfgyDel1Pvfr1t9B3lmgu0tCGTt/Z3YzEvePiqel+Y+cPcL3g86pT3ySy +Lpx+vy68DCO8LxNiM7NgLmPBX6TlG1IsmP7Dp0SE+7lsvk2WecDj7735VqsG +jf54JBOaToID6+oflDyKQdlX+E3e8SYk+DJi5yTuHQ0C8y4Nn8sACS97nMh9 +j5Z7yey8KkhgcmzNyO54DYSYzT7ipxxG2XRtnza7V4A2lVKDUrgDzhPlgyqT +xhDvIJv7zPYSVIX2l96i74N2wgiNJMEGOT0SpBH4QYSlhc/MUdOD8PiaZ4bI +1Xo0fI7yiIXZCni69N7aOjEG4koFiwxXfqAo9UKvAZofkLFQHpFMMQ0ii/cC +fQZmUFR/7RFHpQmQ8jrSRUM+DQ+ibgS+/ziEMp/dWNmimoFP5m9KfDdnIZ9H +xseNIRV8LdKCVOqmYOG2FsNc7BJoZBe9HfRpRUnWuxqx7uGoqlRT9vtVEvz5 +330l9P53X4l7/7uvRG7bmoiDcxlyYWxn+5jUCoFY0uJ+aRJMtgS4pL5OAcUL +8vuFxosgzvDkrskMCb7luj6eYfcH8rEk8vw9Evp6iX1ZP+6fyttwLVkjvzY4 +f/vppOslEkK673NbzvLCdd2/n4YPFyJucUJmG5EEVBb7R1m3tODehsOpqeli +9L7VV1UZ5/+c42XfFZEqCBXkiDrYVqF9h939+lpJYAyck9KflCDob2BuVUI1 +IpR/I0AjCW6kKJWu/5CF2oMXJAfu1yNybY+aH7hjJydkjxxNl4YoMqNy7mON +6OPq95mdMBIw1KQ9vflaEvIZngnwxbciUzLWdn/8vYSHzDGnyErAKWsbHolb +LahsUH22zYEEddecMuXfiIPnZf+bqdvt6OdWIVurAgmu8YdEbwiLwWGqL+9D +P7Uhrh905jsX8L7QUXPrUROD9u1hGROpLlS34ZT05RgJolsYs6nWxaCLPjnC +ndCNmEp5Koh4rt6uZN8hHRIHvm5iZh0nAf3qmkqswX1smnPfehWPOBTcbt23 +cJWAntgfS9jFfW8u+deM+Zo48CSKjR77TkBvrpDZKU5gwOkx+3R6vyR4PAmX +TBbsQbfY6Mh+92EQ3JO90GciBbRZ/Eq893qQiceLH7RtGCw1PulLyZGGUzR6 +gQNLBDTEHyOeNIZBheROhi6vLDBTCIkp8/Qi46A5St4C/H5e8V7YTy0Pj1h3 +z5sH9qBDf6e6ZpswsOeR4jIOUYaS52SHPYg9yH7j3tLBMgwOn6XxCus5C7qc +mqNB8n3In+vItf7nGCwveIU4hakC279fP/Me9CObdjVtNyM8By5PtgOHOnhT +fpNPDOxFynROadp43urNObKoxWmAzTBbK4deHxp9/oivyh8Dyn0Xb66Ua0El +h/z+yz14X6SPM1vcxfvxEQS/mdaFYIUXhXMUfYhzeTtmIRTDe/1X0CNlfejr +/FtcVdKLpBbNRzXwXghV6NRn1DKCoQhJ6yDPPpTw9LTMM28MVg++YtllNgVh +SyflHNSLbpPLz8bGYeD5RbSWOv8yUJTpfIrSG0C7HgcfUolgQD14pXrzsgWI +evaHEV/2ITeOce5yD7wHD3fxCnDgXsD5eWhPegBNrcZmCEpgQFs5nS+8fROM +H+2NGUoOonc+RRpPyDH4yG9FKrKyh60B1eqW+H50KDq75/cFDNJvq50odr4L +ZQu/Pm8KD6L95usV9yhwb3d54Dv1zBXqanj5i84MogP3VVE/Pt5SNBDYHvEQ +IvT1NPu/9qJ/zPu/iMXjPtKQ89mxzQP6kpUZ3FR7kPy7zopnBNxrWmnJto8+ +gXfyWe+M7veictZm/o1U/D7Py7MxmwdAlYLwx+ZnA6jxuA3dZW4MfnJ179O4 +/RJuMkTKxDv2oEKDm99i8X6fu9XCPuIeDhlVQt+XzwyjQ4zm1jVJRBhJVPye +KvYG96y+Vk2/PpTjRmxofISB8n1+P7XaONDRpiXb3BlDa9Sy9rf9ViCkN9Eh +SDUFntzOc7/KNYz2SatTYAlE8B5N5LW7mwF0iSI9S9ON6GqAc9p7bxJstFKN +x5/OgWSZ1EectT0o2ePujhnuU/Xq+4JHVYrB8UH6u1jqT0g5wGajoY8EYxfT +RvPCSmHpHyQJ0k4gwTe/XzBVLoMM67tXfhGNON8FbwvkzKM1a92u+tczcGxc +t5UvpxVYjOfyrr7vQ8XUpiuut4hQcOU+chvrhuj05ts5Ta1IW1KpW06fCM81 +Qhn05AfhD/GmZurrSbRHt2ryL3oWzl59uen/bRIsbxZK2d6cRK9jJVh/jUyB +2KW679KzM7DMzBO88acSyOp5VG6PLoBf6tUFwb5p+ET/gmejPhgkH3djRlGz +kNsRGEifPA+0qoJx/pZOiNB0XoiHbBgcnix6zmcTQWyIcdKprhjtzVwxPHis +HtG+7gn6EIJ7DzyeZc5JgdULHMqJfP0Q6tQq1oR72xZDsbSBpjvcauQgZ7Du +hVljFLyOv7+Vuvh8zYga9PEv5eOLegUwlWjpb/KRBIUJHLrDbi3oxAt+sYMO +JMRuM0py0dtQEYl2y88dGkF6dF5Ps2iJiNFrL2qk7SRMHJt9yB/1GWWAajYL +zvMU3Ab1hxo1wX/0OGfFyRpEiv/r0VRNguw/HOs5TGrQz3otKN+4AbFTFZvQ +xOE5z8Y1dPCyAsSJLZ0S4mlFJZ5pDz2tSXAhxLqYQ0gabgkLyZ9IaEfsA5l9 +6kCCw7peRxkuSMDbG+wzXTudyPLOXcU/7HiP/DhBdiNUHNR2RM/RhHQjvfHD +CRbkJDCzbdv3MUMEXlDMy+tBDzK6e3ZtBV8XB8Uo9FyphOHqinTrYkQP4rRb +74BGDO4oKPFI0gnBXNKdke3eXjTt/6svJRqDe/GX67menYFv40Hq/DG96KR+ +XhyWiMFDuqPhUY+EoP3XeAH9fC/SGF+89DISg1t+6+1aWkLQccuY7pZCP3p3 +JGpEwQL3unSBpm+vhaBAcyaIIrwf+Zw6lPIR92JKAYs7N9hFQNTgzrjLXj/K +GaotfamIwbmzu9cfmojCsR+HAn+QDeLz0DzXlRbnQElVzwcy4rChQ37QzXwA +OXCdtl49g9//5QjKXisJaK18ztBLM4Bs1o+53JTHeXIvX0T0uBQ4hnRYMbkN +oPDKxvAxPnx+CMt+rbglDYcVW7DJw4OoP+prDT01BsaNWLjVe1koxhgkfosM +ojHhWJIZnj+cRqYCFlYK8FyC5abv9UFkcafEineLCNWQx/x7RQl0DhQKWX3o +R63Wd09P62IwUMpzguYLwKxshVFIQT/aKe7/dUob5/yZCnmmWDXYcYg+cVF1 +ANluXhWTEsOAXW1JwktXA8jrpH9Q7/Yhbtm+VppbGKSOmp1x59cC83zf8o8m +fYi3PDviBs7PSafYW4Mv6wK5od/v1tp+xGp6fV5YE4NEskkFH4ZLwBQ/OXH7 +bT8apsxm/ornLcOOU2xYuiHOdSY3QXsINU8LfC3uIgLdL/MnbGKmMLn6r521 +qh9tRA34beLXYdnvFxORexmojXn5Jrb6kMtEgpctfj8h9D+zPbIsoCj62sSQ +Vj+q2vt1rANfb8lbD12IXjaQdHR59eKrHkTBx32cCu9Tl+8tNDMnbUGSyWpy +hbYHrQrRNc7gXuZuUXrPRuQ2pPluWE8rE9DiDZLIDO59Ffu4Xg7k3AWFNaN/ +vG0d6CTXPT1KURJ4d17NIe91hd893+vlBbuRLsffTYdDJCB+97D7bucOmf4u +am9vdqIk0B3+x0uClyrLkawET1AsMlc46NWH+ph+lR3De/BY79ETUvb+oJXs +4W1k3o86aBZYI8wwEPdaPfB6/Dn0dIwev9bVi95ceiLw3/x/WJ06WP3wJZyn +/KN3lboZNbdz8h71JIFC7WhbRn44vNOnCRQba0WVT232eEzxPOLPt+Iji4Hv +DyYSLLtr0d0xGdXzeSSwt+YULat5C1kkiuXXjlXIV5YKvasnwUBzXwB3aSr8 +4Xc9+z5xGIWxYi9fexPx3Kqs+d6dC0KSKwbIvAUROFgnI3HO7+aKcdnQywGD +Fknzi1faUQP7RU4uQRJojfmxuFKVQLmh5W+R8HFk4z3rfmFiGRhT5s8wP24E +yVGhUp5XbegafFTdwT2xQHa3mEKsBXg/dcUXPPqIfAzvpdv5kSCQYeHT0p1G +iPptuZko2ol+fIrcqLpEBJVf+2PSTg/A2d+tC1xHWpD2tLceU+YylLvLSB+Y +HIf7I/o/7DMHYB8hYPsf2zLEXb/xUVN5BA4pkBftv9ALPtdPTk9pTgKfV/27 +wp1FMLYwa75pWgeRvedU1aQnwaeTLXFFZhm4X6SHZQ6/R1eNK3o4BAYgWfJJ +cB2+Pspyi/tD2lKAyiTNpNM/HbVJnuNR+Y370Eo7NpTigcorWE7qP2iFJkoH +orYFCRz/UY9Vbn9Fdfnz2Lukeuj8TeBYv4dzumq2rxnNRxTrlcIS6vkV7F+F +RDrgPO7NnK815aXx/+xPxMrk/Fi+Lwid+SO9Yod7gSrTM8WyiXWVcGF6BjGn +NtBvl6oI0yehOp/75ygr+KE6YK/cyQCh+2bUZ7zrSPAiwpPP+Ph5AMT7k1O5 +FtUz1IvdKiWB75zXfj1PVXjVYGqR/KwZHTaYfRn8EP98+8NoztbIghOL1jMX +nzYU7Su/XnyJBN9N1eneJklB5Xb/ZuBgFxLWen+x+DAJePZbM51gkwDxgS/f +OHu6EHnG9olD9CRYOHa9aUBfHM7RTT6p8OtB5w8ZrYU24/y5r+qQhpYwyH95 +/03vUC/6vK0lsF6Mr+tWh+tJ2sKwWvdTqG2nF0XP2ydRhGHAZr1FTb8oCBb7 +k/rpdfrQry8cWgoBGDy/KE6UiD8DHcVSnf9q+pCgLPE55T0MXq0/nunmEIKp +UxfPvE7uR2T/Wt9+wvOQwnKFqpdwBmKmne4rlg2giY2ajP7jOB+m3v2llyIE +p8mpGLNvDaDHyne0nAQwePecbVywUBhq+577W5YPolcWL8cUlvB5qOW66kIt +Ck8K3XxJyoPoK1WxQQQZBrt87SnvU8WAwkMu++HMAEpZtqfoOYI/15wqtSG/ +BCQPDuSsCQ2iebaBE6V4nhfrzHPpLUiCVFBYU6f2IJqjoM233COC43l7N/kp +KWD4SqHG+GoIpdXYlVvXEuHNqOTLlXpZKNC7w0TRMojuJd71uTdPhGeXZJkL +cQrRjH/1d7Z3AMW/YnlFxoKBqVdlmeU1JZiZJls8dGcQcYx7CQtvEuFbpGBv +6KQKbBeW2PfIDqCXKmPiE+I439I6X30orgbn3jxcPUM1gDxeNJCsFDD4onQ3 +8k6COtQ0qKilc/QjHcXqgwPWGFi41vZs02lBNiuf4bbDIBKYU9MUxa9P8f5d +7mqzDmRpH6UN8RpEDxK6TJjX8Zy/5f7B5eZF6OfM4T1LN4QoTRqvCI4QgUtN +79pXd0PQs39pMWYxiFp0suM+4L32fOiX7VluE+ATn+4OTOlDzh8buVcfYnCf +2Nd3qtQMLOX2DTFfwXsnAV1axvPzj8503YMzFiBT8fbhK8Y+dMQw2qshBIMf +Q5JfnlVYQ5RNnpLbGgHNiJvS8Y7i+R9CLBE3uwlJh3wffc7pQSdvrhQ8q8Wg +IfzsFy/62+D+NH6opqcHva2o4qCoxMBVKbL7GYsTGGT73V5OIiAmqjSjz3MY +TIVMZNIsuUJZ+7Gzk04E1B3/89QTIj7+PoLnbbwbyDuxR/a1EpCTdbXFn0kM +vus57z7n9ALhnI/Xqx0GUJ6VxlV/fgwEt5Pe2BP8ofzv7wC2TAJqZVj3ujuL +z1uH0Ddz3wKAO2WXobyoEUk6P50fDiLBbIxXdOODIHjlunBBVbkZZbSbHWhx +J0FvzmHu+cZwWA/89+gXNCHyoWPKrniuul6+OzMVHg28im3986WdiDy5nNeC +gwQuHWuvD8wmwEX+/S2ekwPob8bwtZM4h8xlUreKPM2AoWPL5hcyG9Fr66Xm +O09J4GWkUGn2OAteDTXKcn2rRSIhbhpBqSQ4k8ww8ZIhF2gEldTkHQhI8fDf +FiOc96Q1O6Wu3iuFW/ek9kU+qUfCY2td/rjXT7IO3tHTrIP422aBzIX5SKzi +FLEtmgTHRRcOdR+uB1Hlidic4k4U4muTSDyHwfANSdKd051wkib2bRHTJFrJ +ZnBFwYvg3RGd2Kw7AIY3g8KUt74iLHkvvHGXCGraR/2CVQfAXdHfNzRmGBHD +6V5LTizASZWgSIr57+Da/UU/w60DZcx9yHl7bRKo/IkynBFLUBs+d+C7QCz6 +MMbGFU8xA9eYX6/5/VmAjuO+fTkfW1FfuWr9X9EhYO3tUR8+RYRDnAq6bqI1 +0OlQ/sDpehM4h7/w4MZ5WaLJJWu7FwGfsOI1mtcVwL5VQPIJJ0HMmo7Tv777 +qB4xMUaGFUDPzz+Utdj/f386qaXnHHTlTUijIM79x2MSKtoLXnjL/0eFzyoj +4/enUfQ34KVr5bcVlB/rHNXafwroXO0XaK7UoP7TOuyLlSQYSbbQCHXXhD91 +vLvMoc3o4V9vE14857dLo+kEYxUgxDeMk56jA2FTxuQbciSYELvad6FVBtqH +eZOzWQjoDfepDIZNDPL5qYqSH0jCRY1dgVMZBMT1oFh0DZ+f72qSntKzicGw +49P79Lo4nw94Dlh/xMBM4VK3V4AQzOsXSRt86UO3NCnexrhiIMEaTN/KLQir +I42zBdo4h4fyD+bi/MbjW5kaWscPHZ0cSdoV/ahBffnYhfMYeBJ623PjTwP1 +tvJxjkB8vRS5ifbhviyvn68dmcwPBhTVkUY/B9CL/A9VHvQYFFbpX/SqOQ3D +l0VEOFQHkfzq7+B/+3C+tWV2oNbhh4UrDSKi3fj5zXPq+XhO8v3qiPj5nR/u +35/dmjgyhEYrGMM0vxEhfberwAUTAIcNj9rqtSEkzTp/7VwuEQL7QsTOlgpC +rltM91OrIRRhG514tY0IGecHxDxUhGDQ15osd3sQXciv3r02ToQFmWDBmR8i +0CZ1+Eoazu1DWitOHHi+pbt+dk+vEAN93q3inOtDSPZa6zonfh0vi/MRGhES +8CWmVzYoZBDdqrhIPvOLCCVJHYXznFJwrciKfEF0CFmo3xdP7yNCn0BjyhdD +GXiqVDTESDOMpOn9CD8ziRCxE4vxe8rBeJYm+/LdQXSM1+fx/b9EUFA2tpG1 +VIQk1o1LS3GDSMKyS81qlQgpxPNdRovK8KZO9W/L4iAqOXbDaXuSCC3cMUGL +DGqQHqsqyhc1hOQezGKbCO8dgZ40tlZ1sN1MO5aC+pHYubrFkP++33Y3lTb1 +zHk4cfrovY6VPqQgOcMzeRv3o22H3GVzHWgetvvQODWArIyreS8y4uva89KD +cd9LUDaYvb0a14fYj/9j93HHgOt3LS/zGUMwvSjCn8Lch4TXpPc9xPM8gJDS +Fv3GBMx3J+6K3O1FCXVn3U+kY9COeumedJqDx+1Qc/ZkfN7euz2UiOdz4eh6 +Zds3CwgxGpP5ZduDgjI+RL5vx+DQMOXJyr/WUABtPKnbPaivoPlVWynud9rS +11lbbCFVemLXNLoDCQtFnj8uQYK3Xh8skrxvA4jm3VtcJqCFoD5fhzEMYjmV +rpjcdQHH5iuRPHudqFAu81sb7sWdvKzDaYfuA9sLyxFOHgLKPZHVIbiBz0O5 +s8N+jz2g9XSRyBXWXpRV01iZUoiB3/3wanvsCWhPWjyUHmtGDM9sMrhxXnz3 +bFT8Uv1TCNh5H/TRtxVFhtao2FwjgYhBp4D26nNgQSmtc2bt6NBsbxfdORL8 +vHWixZH+NYQJ6xrVNTSiJI0FaaUX+PmLFIGD+6Kg0WfzSCBdDzqddVyVfQD3 +09MRNqlkCaBzInyscLQDXQ88/m5RgATk1AzX5bg+wJrCar9vewN6J5J82/0V +znWMdD3ZUWmgtPQi/5dgK3qrOv020IQEKWOJtNxbH4Fso8GfSaYWmZqZO5km +4uPN7nH3ZYqhy3hbSdCgBcWFMr25KUaCnWHFPwL+1ZBYIXY4/1QX2k9hwv4A +4RyyZhXrU1gHMv1MP0d0RtAvpwS+O2YrUHYl8ebxpnb4WyVp9X67Bf1RvVrm +eB33u6kUrZH33bDpvTH0t6oPcS1LkqdtLcGyePelsyJj0Moirm3u3IEOEq98 +Vni9BMGU98nYbCbhnxsVy5e37dBPNBN79H4RMsj1Hx6fnQJ5xhitVx4VEByx +HvLjyyTYgiaEHlmGT87U9Jr179H3B1LvjgZMAb/pOelLDUvwa2SK5vfjFpT9 +Kjk+1r8Hat4r7P0UxLnpe4MqvS4BkUmTRa8eKoEvDse/yQ/j/t20IxlQUYWE +m6TvQVMtVA1n/Ez3IMFm2AUl4+oalPa54/Ds/Ee40KRaL5FPgiXNk59Cvt1E +mapl5eH9H0Bj09j31RYJhHNPn6a+E4OWnPtfHtoloSs5mRXJwb9VWn9QPtNP +aAcH9TYKNSAhkQ2tr05PheHRsrdl6nID2nk45D0UQYKCLLnMfWlqkBTbrV0w +0IqutSDK25dJMChWd3ZcSgGs+ZQeKn7tRgNt5hev7iPBp4iTsqLnZUCWdP8S +Q143khJRK5cgI0Gw3EIc4aQEKGXcqpwo6kH/HBnTAmswGNCd4dhOFIErCr6g +fawPHRoXqpl+iUGktN51oyNCMJfxwjvrUT96vhLa0WqIn99x5ek7JACN1zXo +BD73I8/19HwhLQy82SlOsk2fBuN2L3WV8gFkdom2PR3n9vTPTCMtjPzA4PTZ +qZJ6EN359exhL84te70DIeon+GHPguTZxDaIiMemWScPYJCXPkV7lPM0SFh/ +s6fGOfNSVYpdK57D4/fkftoI8APjZAHLeYohlMpLrz47SoSmE/W/yNr5gUiI +lOGiHkblWpPT3FlE4A+JlSdvEICBRYuB16lD6FZ62buySiKIfbKvC90WgF0d +2/OPhYZQwNMZEf1+ItDUNOgXnBSCPxnujK+Ig8gMUayr47mqFjcbcJBZBFgo +PH9T0A0jxaDkpVd4bhfv0tZ8jBGDMY/1NQ7jIcT7LT4huoMIO+5l3XK0EkBD +t+Nk8HUI6TPxXhIvI4LVnQ3/HEYpuF3r/vztpWH06JeVllACEa4x5VHeKJSG +X+bfebbtBtHv0INyGM7nPHelz0Xpy8GfH0tPvFyGEEXfgTGKZiJ8btsr7Tiv +AO9TaI6mqwwhm+tM228IRHjKPV/WUKgM37PY5xc7BxGne36KwRwRlt7/3cwJ +UYVjUgJ3bAwHkfP3V9qNO0Q4lzjHv8eiDsJmL4vCKfqRh3c096YtBnQnqk1z +ZTXhqulexNWVAVROceeENQMGR+Jub51x1gG33Du8/4IGkLQSp6M+3u9kfB43 +LXb0wKyOQ6LXqw9xvhyTM/DGwA6svvNFGsC+Dw5bJy73IorCID2nLAxK9Zi/ +3G40BqqttxzdxG6UfrM05uAOBtsv1/TZuMyBg0+ucqeuB9l4/bIVr8Zzg77I +LuCrBWAH+fo/MPWge/WY/fYgzr32VQmcmdYwOX7rDYc9AZVf+Pv6KobB/qCL +1j2TN4HjHEv2mmoXmuXcV/CNlQQvC93t7mG3oSwwRtjnVg8KzwPta3i/eOkn +dNOVOwNvbrWA6e1eJBtBndeA99TDseLfTc2uMExwelmS24suUP+Ju/IWg0qf +hA/Lph7wlm7h5b3IDsRUzMnFivdOAbJ5Xsf0GJo9O7SzfjShkObpnQpvElRu +rm/S2j+Fr0fO7rF+6EZ7hIbxIHw98g65fPfaeQ5yF7gK775tQouTr9Lu+5KA +7vRV1/qhEBjYMpFo7+9ELS31j+NO4F5/nzFQ82I0eGeoNI4EdqHvgQwfjh0h +wbHkRhdF6ni4HCByM7qgHhV0cOYUJpCgLSI4j5oiCU7cv777FWtAQ/Vt9bwh +JMDKrNpuWabBmNKlkhjjcuTq2XK9pJMEF6NGUnYtsmHSnMdwJToLGXIezFn8 +ToKg+fIH42TFMKZvXOI2XI9MBoTM7+uSIINChEtrfx2EYaLfr0wNoVOGMr9/ +axLhmMxEckhnPTw4erNRdeEdyr37+7ioCwnaL7AsUxU0A9MHocxbG3WgJ1ec +F4J/juYmnPHHXTpgvvOMo5TTJURMETQLfrQCRWKy015K4yDjn9HCk08AvbAJ +uYY4IqgOdlu//9IDHTq0ErUapUj/ZqLcVO4k7Mt6dvu9KJ7/c4eFE19mo93O +Z7TJN7+B03TTTpEJEeZ2y1/+LS8C+qBNFE05DJsZKvnXI4hQ+0nf4LJLI7JZ +cxTyPhGIpr3iKwfw96Se70SukPQV2T94MCu71wt5ETnlmrhPF+oWKx0P/4Ro +fF6w0kWNwNV1vW/aNER4cma/UQ13GdKWcrP+c7gMFN9verJ++W//zy5Pjphi +FLn2uIS7NR0V27yiezVJAstHfsZy5PHoZ7Fz3n7/EsjeHD4vP433i6ll+P3w +aCTAcPiCgWMG2J85Sv3fPpxxoXq0D5wakAq1+AJNLAmpvOG0Puv9U8WL4BUg +S5xA/qVBZbQUK4jS4G/sQM9p+CQ62dx/vROdSCc3sOIjgRZToH6XnRr8Jt/Q +vfC8D5nx3TNN88SAfEsljdtZAVQukRgX7AfQXMNumpQABvNcrcWbFyThg4BJ +I6F/CKn+e9n0o4gIXCHFnd2+IlBivJKtf3wUkWnxmtzeWYGmHPZsxlpB2Pc0 ++oAAyxhKcWEsPVu7Alo+Rlv5vqeBnNCmyGM0iiYciJ/oV1dAdrzR+0AjH6ju +zrvXHBpDhVlHhykbVoB/813G6yQeIDH6c+3WjaLZbQ4KwYEVoEisYFwu5AEC +pW5Orf4oEly9/TIJv07r7/lO82FuUNcsuWUbM4puJF/tGfm+AmYqmWbXCdwg +e1mBzythFA3L2v6cnFgBxCikwdnKAxwOpYXNRaNo9Tpz/uFvK5Dn8bY04iQv +WMSGaxgWjyCmwJacAyxEnK9yXnuG84JY5M2Yyx0jyKs8YFuTngjHsYB8W7PT +ELqZ5mn2bARxuqllNXASgYx7LrDuOT+QH6+l3xb8hhoefaqXciLCiWsPx4Iu +CUJVobJ+fMgwWhwdqY4KJcJMU3Ez9lkIJEwPBsPyMHo69nUr2JMI9IzQ8Pih +CPBI1hkxZn9DDwVv/S01IIK35KHZOB1xeOF2XMgxdggJhcrf58I5P8u84IxQ +qgT03nZqmw4cRmRTjtOhr4mg7bmhSDKWBpOom3fVeIYQ1acXLAsDRFBX7BFI +eyULI5dVz7Hj/SJfQIxnxfvl4UNv/2QqBSjZHLC9VTOMUjpvHgnzJ0J4VS2b +Fv9ZsB3FLvtuDSKm9KO90bg3FVitsj0RUQXjdfmagieD6KQsRRzHGhF+fXDP +Nnl2DhIYTKROyA0h725Ka9peImDfDyfcO3Qe+hnJMwypB5D+nbjmdHm8F5TL +PKhu64Bxg2Sb/Jl+ZGA3tVtthUE0zYP2wxYXIXq1/RdfcD8S/iua0HcJA62n +O5pV+w3hT77WLKoZQuvl70JnPxPhvgXvhl6DCVy6SsNi9GEA7W2PxnCexKD7 +TBCJ2cMcwvS+p0nu9KIcK6XoY2EYiPzm7PKrt4RPA7VDdhMEREqKPHJpAgPn +MbUn10xtwCAt9Ubys16UQt9M+ToZA91aymxNtluw+taMWs2uD9n++eNd4ovB +0kXcF/ccQVylXfrjTidae3pEeA73i9ikRN+rUy5gq8OnX+bbjL52M6Z9xr1+ +kkbqXwHbQ2AeL9t/UKweUZ9ULTFM/e//e5zSo6L0BLZCVds83160Uj/qKp6C +X5+M3cfigB8U+h4rOuJJQF6biihtGYPUKhLFlzh/2C+Sd0T9WTMqDaEd+f2A +BKn7UkRISUHwQN9n1v5DI7oxquG0HEQCRuq/6r38kRB30jbV4ecjGJNKKhbZ +JcFIkP87NvQGPjlODmnX16B1Dq/l+6UkWKvTimofSQK62ELHsTMtyHwmQ5HP +HvcU0jem6HcpEFjeQXNZrgH5bpzV4MB5tUKV5k1TZAaUDQW9DC+qRLL6ai+i +S0jAYTtnou5cDH4hUiytI99Rjp+LGMu5ZchfuurQNN8Ay3pK3k8yWtBCRHZ8 +wHHc40I6jKav1cJm4Gkb8nfJ8HSWWevBG9xrmNw+L0g2AMfhQ89ki7vRC36j +XuomInQdFZXd0OmBt/Tv68KTh9CRtCMCypvLEF3s01Mo1g9lyLs6zHkUTZcu +m5tKLsMmv8ELhcQ+uL5plnbKuQ+ZVyavFbIvQMGfdbf7H39A1bZoiU1zJQy+ +yrNWMvgBZaWrN+7sLkItg1q26ptkuDvboGEa1gJUc+q0EzdIMMTE01092w9P +IrRUZnk+wE9fzxOfFHF/NbpnnM7WDrd/v645XFkP+T+ZDbanMJj5kZOT9Cgb +FSkdDrXwIID0mmZ3LD6u4Nnz+e/vAuD532Mcc2D77igJ1sOU3z20SEbTPBnk +ulskxFC7FnZ8ZFXl0c5L2+scLRByJc3w0l0S+pkd1enOJgeS7MZup0x7EFfc +1+axTgxOMwRuSWiowDnXsfThMXwdLUWNBapiMDtld5zQJgfXyjl/c+PrOq34 +V0Imvq7TO9b+MPmKwwCl388ygxEUFezy3F2ICEZ1NQ91SkSgUYGHzcVrDE3l +SNDpZa2Arw0ZQxW1AJyiX08YIo6iqNMHP3W1rUDPB/oc4qvTwKHzurp3cxTx +D1/jnGtegVsmbQzGGrzw/AL5i5aNUXR2SY7MrmUFtOW+er2L4IHlw8f/CdGO +IYu7/iPO9SswU2zV+4qBBzKM7e5wqY+hWj+Pur+lK0CHDe6m6HFDEjltuLTG +GPI3t6Iuxccf72SzTWVxA//HT7c5fcaQ4+DhjMnMFdBlTLv74w4P7FpEDVym +G0PdZdqID7++g3nv1KokD9iPlk4YBY4iPyPGnU/TeB81dR70U+eFKKM/58fS +RtHiZtae7dgKHIrtbXcu4wOiaynzkWU8n7OTv4qeI4JXnYJPJP68XYP3Sj4c ++YZiCI/37FyJcIjucx/9dwHQ4hX08T8wgiTXU2kmlHBuiOfTqaIRgkctCr9t +q74hZYWfN9T0iPB3oW5eclEYrI4GODcpfUMXCcRrtreJQGpk2vsKYqBXVMS3 +UzaMrK9fbTzxjAgvv1u0C0pIgFTf+FvJtGGUnCnJ7RZEBDm9QOazRVLAQ0sh +O9OC56Twts35UiJceSZJSd8lA4k1d4hjwt/QdA4vXYwjEX4+qNEdSJYH50RJ +0avnhpFO3ZxX/n9/77l5o654QwkY2FjUzvkOolFRn6c38Jz/5t/GZsMI0OU0 +tV/+yxDaO9Mi3IX7jsTTER0mpnPwsv5CySzuHXFGy3G5uHcY0U2tFY9rQJVo +T72u2gD6OoYuU4lhoPODm6zWWRuOzVz+mVk/gH4nRj2tZ8UAnYkY6v2kB+Ij +RyJj/g4i2h2jvzwTeL/4P62ZqMT9Qt5ZiNVyCAV9sCYmtRGBOSYtVHvEGKK0 +fK9d9OlBn54c8zdswXPy6O2q+LtmoEz1eiOGpRddU05j5C3CILM8g3BjzwI2 +OQTn2KoI6E9Y4sbADww0uyQtnlZag86i+k/tkH5EvmrsdA/vnaNiA23lcXZw +jD/VbdOcgKRTS/VkVjHQV7BJWa1xgI901Muxx1vRSfLY3FlrEiwPNjV/FXeG +M0lH/ai1COgOhYfZs18YfKzYrDgb8QAqGxeuNGsSEO+Laps4fJzZsmTFntIb +xsOFnlhJEJCVU56e8BruU/YB6urlT+FzI3cf+xpCUgWyAh8QCczZy//RaPnB +lxO7B96qNCDagOROozgSnL943tT21wtYkUv+eIWyAdX+/uvPhXuBY+cjGl7Z +cNjayROfTCOgpIAx8aFpDIR25Y8XNMSCXWCUAhgNIJn74449/BgIZGWyXltI +gqb+z8H+f1rRQlwe4yFDEmjOr6kxXkqGzDiGydA3XWje/JdFEQ0Jgvu3awv/ +pkFFa+wvg6A+ZJqRt61ljMFoeuD5gN0v0MKQoOD7oB0VF9vlEf/zNTMBXoH5 +WogWP2d3tbgYUep2Xm3PJsH/Iesto6p447ZtDEKU7g7pUumSn4CgSIoiIQgK +CJKCCIoYtCIgjYSCiLS0lOBFN9LdHTtGUMTEd//f+3m+PPf+ste61uzZe12z +5jyPY2ava/RsvQlM1xCkXqeKyY0dQnoDy2K7ZES4+TzKYT6kExy2Bp4ePrWC +dv6y37kksA67l/tpn1ANwXam12yUxwRi7gh4fOUaHhJaLOoKPg7ACxfqmaBj +zejBd9W2GhUiROmLCaz8GoIrir6H92y6EIXCqSTvadJ+HtxvL7degQj3057L +jyYQb46Cm9ODITBypc7+wYyHA9S8A9brtei8cDTFC40lsLRvZFll3YJbJny0 +wU4FQNNqwWne3QGxpVOJEjcxKO5Xprgk1AcWz595WDpUQKyA3/VSegyaWysO ++4mXAyP5V8e0vzVQVfOvSaAVAw6LztG7B8qAwpJNrYTnPcknt6Jek3wh8Lhl +eoZECyoMDjic/RZDvzvHK8h4iRpPGVw5v15aQfUeseyNVRvo6KnN1/UdIqCu +/Incs3UK6VipqLMzECC+vVxV8ag62Gy5x1HiplHN059iD3vw8Obf0pW1MgXY +XlZy0KyaQ04Ew3lhJjwkBshmOjhKw148e0GZ3gKiONZz2fU5Dh737C48sBCD +6pdOdih/HvE1SbnK9+OAxoaqOqlFCLj0k3/zWc0jBoO6gZpVHBxJPclJrX4c +3n8RPvagcB6xCajxVX3GAZNIxlyZtgBcfyfsHPJsAV3qkffXc8RBuV50+hMV +AQh9EJizMDGPLIWsFuubcGCQkKG89pIfRu69F4qSmEO8rWvhW8p4iKadC7aQ +4oetG34eN0ZmUZEJttZujIem06HjSRH84JZdI/OCMIuy612QgB4enOuavL1n ++UFodqfye+YM4qa99qTsNR46X2+x7M/xQxXubofmhVnUMvphr+EOHp64nt63 +OCQI16aubtO4zqBbOX1b3EV44Ki52035VRDKEs+yn7w3jfzN8EvH1vEQM202 +wzZ7HL6/RGptjdPIqZ2NUEbyF92nllepngqD78HJ9vT2KUTsVvuVTE+Ab18q +Cx7bi4KcI8O/q7ZTqPa+2xUxMQIkF/2QCVQWh6Bv86aVm5NoluU39oDUL7mn +Dlu+QJLgyFL4i11kCqXHTchSKxBAZHCmjTxXBn4YfL4m1TCBhAJcbdWDST3e +8Wfy9/JJoB9rPk3hP4HCvmuZK5O8d0M+sfF0tBw8jxK58OX9OBK9orOYW0eA +95xku5VHFOEqWQS/+81RVPEirt+X5IN+n4V1vYKU4VDt666x6FGk7188oC1A +hIGf/QxjRuogmVrXQ+U/igT/tDv/EiKC0Vc6qzmDM8A30UiWWD+K6FLmTh7l +IEIKHftlm3YtSHc+IvUlfRQFtJz/WU/i82Mmm9yHG3Sg7kRUyWf9EfRGpGde +xJIIS91h5Qrn9UBDX3Dt1bNhtLllrb5zjwichqy8QZ1G8GSyt5aKfhDJXTX8 ++WicCALnXqeeCbwIQ7Z3iuyrh9B8DuqdSSGCzJWDhz23LkOsAl2TbOAQMucY +FWUncfW2R0lVn5glvKphdL6VPoDC789MwDop/4terk2a2YJr2BRnV9QQUp5h +IJPOJEIHrqrkaq89QGCeEP5DD5LUF/YoP40B++wPrvQmRzj5mPDvU88A6ku5 +JzmwQIQQBg/2g9/d4BCr6jjNXC8qqMifXpTC4MriI3MWp9vwmjO6htu+G+18 +cZNZMyZxsvjJ5Fv1fpCsMvO5WLoFxcam0pmSvKA2+x8wtwTAkgGv8HP7FrQx +/Cj2xBuM9HteEc2OBoKU85ubk9+70JW3BlUiZhh8vfVLvfZyOEROajZgZwaR +2U61RFc/aT5DDY4p7UUBO+XGN+qdz2gheILtDim3X9KqPrz1Ih60cqK1r9A2 +IKo+913fTgxoM+I2lytToD3c0nmq8jEKNGJKFPjv+c6Hk7OJsm/A+GhebDx2 +G6XftiaP3iPlnch5S2vhXGDXqgvSrapHKtFWh99UYzB38GOdP1855MRbSttY +1qDZbxMrZKRxY8pbzjLz1eCSQRV1obob5SWqCGYwYmB60DtnsrcBCDlXo1X2 +xhEVc2SyZwwe/t5LDl6iG4Crz08xnPYZQAO/uD7YnSNAYJSOF83GMHxiSJc0 +edsOwRuJ1S+38KAXNXWdam8C1NN020Ndm6Drq9fqf//vWhlO+sruMQj0p2i+ +CtYg5FHZ96SraxF2U0yDXhtugbaaoCaf+EdUOsHRKvlkERqLhUJo4rfggK/7 +GZ2CWuTiUOXmlLUC9zY0Mg1gA5qFTt/DRFOQ0eemQu3JUZDyF01SZiDCFNvq +7LvhSJQse+9chUUvMHQo/WuWw4Dt5STpeDRCduZKT3ZZPjxTxNtkFGPwZujp ++ayxCvDx98kie9sIbunvf+WTjvNil5AUZf5bJJh+9tLuTwxdD09SmP6D13j4 +JPayUkILima/OPQyA0NyvW4xRlU60F77C6UbT6MGWROGvC948Pchz5moUoMD +ZhYa6Z9m0evBPdcnZnhoNg+6q2MqCzPWX8YleRbQyU67tuh3OGiccPDI/y0J +VJJW2UfuL6DeXEczBU8cjEqQS671i8DTeHzz4bR5JGJ085bDMA5WbGwmZ5SF +wM89mUvPkLQf6Yfm+s9I/sUtQqlgIgjGwm/JHJMX0N7SuPSKNQ5CDo2mUvAJ +AN/Zcl66kgV0/lDZaIARDszzs08qfuYHL+cUyqLOOeRdtRLPSYsHftWlceY4 +PmBXujS5gJtF/dUmMfGkPJ/CQhqEuvnAd+pISHjIHCqpND1axo+HQ/LHJlaN ++YHz65fUd5azqLussLTdEw9k22M0XWf44bkTs3eR5Cz6U/a1KfkBHp7+Ci/j +zSf1wuNFqrDjs8iumSHp/UM8dNfYxi2kCsBRoqSb9+g0Yq858e/DAB7UtHcX +NRwFYYePFc/7awqx0PgrvT9MAF7+53ZPHY7Dg84jxoP4KWTgYNLbQkmAKWd2 +w3tKwvDrpmq4ffgUcm08NMLIR4AzOtXDx7NF4Gh0wYOgxUl0sCaGyeAsias/ +DnRxZIpB6BdG27XYSZS4JG3TZkaA6N77pY9VJcGF4YSps/UkcrRi/XXtOin/ +n1gwmmVIg5Z5bKAN0wS6xsZtqp1DAPMq1lMON04C9jHuQFvEBPpM29qBogjA +xujDFUGUhSK1y0/pD46jXX1ZEdMZAjyfHgjr/yoPq4KpH+5dJvmg7G8tWRK3 +j+lbv2+tUILKBxSRp4rH0Pn8PbDAE+DYyuqW0GM14Lp0/eJn5VHEJlw2FHKS +xI3neF7fvwdw4JH2k6m0EXRnoaYsV58IDnU3+dSstcDJbyPPPm8Y3e050/jv +DhHscOUrd47ogLXWF2npv0P/rfN2h/sFyVsZxzz3L5wHiZF0+8lLg+gY1T4P +9WciXBks1XteYwis92MZiVqDiMODNv/WABHm700bCbNeBLuS2chexUH0qeSy +G9cQEc4SCriuuFyG2s/mn19X96Hi8G13UX4MKGXu1E8smMNdQvFfzrdD6HIK +oXQnnQju7h+DvJ7YwtM0GQG/ph7k/JZslJ6U82mbxkrWtDeAYzmi8fefTmRq +P+VvSfL/A4o2iPzuTRh75bntEN+D6hL4ZxIBg4z4I7Gtzm6gsELekUdsQZd4 +zhocSMcA333sskCCJ2xJ4bX6yT+jlTQPQQsuEue9KG8biPCF3ulMTk++VmS9 +1Ry/m4KBDWPTPaV8fwhyzCBSCbShZJ65y6YvMKgvKp0Nsw4EjuuzinxFHWgd +v3Sa1xsD/Ttu2yc2wmExNNF9x74TmRQsnqG+hUHARkadq0cUyLHrqzoQyxFR +vXfLZAMDAfX6l1vLsRChY3d+Xy8YPc+rinn597/rRYOf0VQSOKaL/9r/XoX4 +LcpqhscxuC19XoXuyjtQtWBo+01TiyjKlMQyBjBo6Q1o8H+bAzdsU5+I2vUi +XYZju0gAA3MRptpb26WAi7T2LJfvQNy32a63knpq/K/I+JOz1SC+7XlohmMA +qU/fdOZpJIJuI8X27ScNkCUZ/Evzehtiil5Su0DyI6Vglo8+8Z3Q2b/E444r +ALVzp7SvCRPAXWjiX4r8FCjyaW5lHkqFikLH3cdDOJDgV6y4Ez8P58Kf01X0 +VKOffjRXXzAS4HsFNhHOOAV/t3IVZxuW0E323RzPwllocm37UaW7Cpnjy5RM +Kn1o4E6qJ137Gvin03yJ1FqFYHH5wvaXw+hOWnVc/tkFSP3uTmHTtAl2agc4 +U14vID7fFhtJzgHwDhbmUhPcggHuOoXn1/pRrXGK/37XLKzUJIgfVsLBI53A +5+7TnchH2oU/7UQ5HORQurZjhEFCfeCmeEEiIt+LkWu51ArvKJQUTyRhYPY/ +r/r/939HStrrzHKtTcjGy86vshRDpj+FKZ87bWnU5z1gXqvbQNh8IGHNaAVV +jifm9GWJwcj9H0F8W2so/anYeckra5AnfumejaQ83LraLBz8aBXNJVj4z1eu +g43a4pmX2dLwmPhPuY/0ebvNx6d+121A9NuIg8u2ovBaWPMXbd4yUikY0zM6 +swna0So1C33HAT0yVpN7tozS/gknKVhswrP3B3UbSVxtZZHJ8ntxCYn+25et +H90E7iXL4nU7PnhXNMDRFLaEHo9v/fBh24KTpiaPZwp54OppxjEWtkV0c8j2 +8jQNDn4FZysmi/EAWfUD8oW4BfTvq5TCG1sceG77evz8zQUfR98dxBksogmb +7y7RuC3AuVCd3SRwgVJJRmi84wJKt/5+d9ofB+zEJUEtJm5Q4pu3T3aeR2Hv +1VhzF3FAravk/s6PGy48CmYtvTaPFoSMg2+v4MCib3iNnIsXjGScjY7IzqGi +hRvSW4p4OJyTtx21zwuP5dm5/SpIHvHBWIIuFQ9HB97s/OXgh2vjF60NYmbQ +qPni2lQWHirpDFwOGQiAp29qUEfhDDp365LXnzQ8UMiOd1tWCQLhZ3rgn/Jp +RPO8i+zgJB5ORq8MmR4RgiMphaLBR6fRQMvoTCYZAZqTFo/f+CQMfSosEgL2 +0+iBYaTHUTyp13Cmp1aeiQF5/n0//kiSL4y7naE0J8DHEEpq1ngJ4CoUkVX+ +MYG6NWov9PgSwPjC8UaaD9Jws0N07mjxBHJ8VNJyM4wA3L/iZDzxJ8GKqfT7 +z4hxlC11ROllEwGCkvOqaKtJnPDuigPZoTG0PP9H9/QxIsj6zTcIiisA978v +g6pVI+jvqwdWYueIcOKix81WC2VIfzXx9b3yCBKpkb9qYU2E6KPcB2bY1MFz +P2vBwXME3f3YfU7mEhH0b7DVByedAY+65z83o4ZRwzyVqxaJ8w9eynv3V0Qb +eBgcdoKKB5Edv0KhSBMR5Oe9WISXdOABk8PmuskQmnAMybPKJ8Iy981rvM8v +QMuTwzJLegNIp8nZTp2UG5fMw5V5tYyBpkjo/BHPARRw9M0tUwIRmhOrG8jn +TSEl1K2Iwm4Q5TAQVy/2EsEiZPVOSvMVYOAgKgrQ96CLof3HenQxeHZAsPjh +m6ugK3fJY7m0Ha2xHfBUf4TB08izlO3adpBY2XAtBetBhBYpgYeqGIyWl/sk +FDmAcMU0a2tPJ6IIfTjT4YBBufnXy+Oqt4Dp44fRs8Qe9KYlICectL3YUvSa +yk8PKHpHpC942o3s4v08dw0xWPqp8nau6Q480A5jKJNvQzMaWqLvojFgbUhO +GS69B9742x/yGpsRv9FguGUuBsmpfiHJJ55A9lmfcKkfDUgo9tMr0Q4MJsn4 +nSQ2w4BAwR91V6oMCZ0vG57HY5Dv40Fx5FQEOES4zx159RYdufrLbeYHqdco +9L6U/4iBRwjHuL3dg8bcXNuylDBw9OQvn5JLBWDjSjga3I0s6+ySKS9gcGN6 +78v7O5nA5P+FbFM1EQ3q8UfzkrzA+0Zi5AapL6rsTX0pzbvQ9QfHno2RfCfX +VueNXu57+Ol5+LSN0AfkPfgqaq0Ng/Cn1CezVj7AbXXeVmHFclTBfcDwVzkG +NDJK3ipbDXBU/X5Wz51atNHwtEAzG4NVhT4l1Uf1sCowHjJqGYNUK+SCAmOJ +0KJAkVq8NgT7N3O1s6x64AYcHnQh4sExQb27pHgcnE04Yt61jqLSAh2BSxIb +YG/3rKqKuAgaPa82op06UUPUuelG+U2Q1fej4EBLcCwqaee2YhnK0q+VE7Jc +B+Oki68X2ldhOCTwkfChJtRyJ5rSuHsO1uTN5LPrcMA1dzODvD8XMf/1q/vs +MAdFZ9RK5fjwgLtnfplNbwhZxz/wsn47Boa3fyRLPcGDYMqTaEOTMUSCyHPH +XzSD3nD3vYg3BNBQlwm5Z9OI0lOznn9aHIBrGK+f8EsifLZneH23uhG93JGk +MoMkuBpepblM8qpIQm+V8edcpNmTvnx8D0Pvf4RQ3XuyqTFM9cJrIhiH6B2D +ZO9fWUDoEhX2RFsLHE55nM01Wkfra2/rThJW4fALN8VblbKg/IbKM+PzCqow +1z89ZLwBDKcW894/lQBZq2uX1FNX0MXdh391AzYAu3qxjcxJBNh6s9pN95eR +/LPbF5T/bMDF4YwbL5wFwcaoe8olbRkZr/4w57+wCZjRp4xzd/lhWePDuazJ +JcTs8hk/PL0J+9VE+6cLPKBDUdjptLOI3lclSFs92gJabluZmE1usJcg7L5h +XERevsmLBfQ4UGMS7nvLyg1Uw3c8T1QtorS/YTTNOVsQJP/pLq0tF/hs5nN3 +ai4iG2Uj04qdLbjJfSXIW5ULxvfEWXnJF9DFnN6l0AoczJZS6awUc4IknVVx +KtkCcjjrkSBQhYOpjvOxVtTc4LC/+3b6yDwSpDKW5/+Dg+TMFP5bzDzQETfg +dYhiDp1pDvHI0SLlv2LbJbcdHjAyj/VYfTKLPo72eL9yxAM5LbnuIRU+gDeR +vt/jZpG6lYzRlh0e+tbTvE4M8MPSpgvvXt4MqtY8vlyajofoGMObr44Jgvc1 +i6b2h9OIS/t5d80qyWcXvQenNI9DRvb++vHQaWQmpCb0YxkPRyy0JKNlheH9 +zWMcodVTqJex5C09MwHUW/gYLO6Kgmp/nBQdfgLp+9VyXbtP4vmhX41XA8QB +824bfrEzjn5xaX5eKyJAzX3q7+a9UrCW7MHM3zSODh37yjhSRQCP0wdejrue +hGjRO7E3Do6i6TyJJEpVUk5+qmx6OnkKChLYppvNRtBNDn1igDkRJD9jBKcK +eTDiD5PSqxhB0+/pFPJJvZB81v49eawSaOePDtexjaFbbbVWnlREOOrCIXDQ +Tg0sVX3+sNgOo+z6qj8fHxPhKpPgiH4QwIB21Y2KF0OI98p4x0YGEUCX90Ok +hxbw1vsvuF4ZQo8syjbD80h98WBdnfOqDszhVb5Wd5G2b+z/RptMhK7taPeX +GnowS5nLsbc6iMgeaqrz1xLBl7bf3V3aCO4n8bQ16wwiDRGKA4dJHlG2fPHI +zAFToGnqv2/X24GSd9/qiXlhwJ5sTNZsQjrTIv39GXq7EI7qBe2KOQa+y9Mn +JQ9chRc9v/Wte3oRn7jx7UMyJA6fWFWsMrSDmUgzpyXKXvRvS09SQAWDxEcj ++2/PO0DZl+kuAd1u9FFK6XHYRQy0lh0v0Xo7g/K+1VyNcg/6Fat67flZDJhY +PeaZ8jxgfatk4NrnDpQ2d7Dmz20MGO4LtlWf9Qbqo1tbR2+0oL2+rWOObzCg +SkpWGXfxA2O8Q93d33UIvcieExzCIPVEeO7xhUfgJpCOn85pQIKt/qs2nRj8 +KB2yoLkbBsfqKeReLTQgqnzDWzdIfWHHPa/RbfsMmJNVwlkPDqHxwzd7CiqI +8OH3Dm2zahy47bHgNJeq0a+/5YVyUxjET1U3fPuWBLDIcD9EIhl9JGA/FX5i +UCmWkKpy6Q3kDYQoSHY3ooe9fZlyJRiQm6+edpTPh+vpOsZVrvHIv86GcPsr +BoftSsWnMwqA5g7NAc4/zei2B7m4/EOSr00pr74/UQsPhmvWp7QGkHTb/ZC/ +iAinssZKnNjr4fBGcLcviTe40ze4m8WI8C3nR3jczkfI7RebaTeqRVHRmmXb +c6Txz3fUAtT7wXTs1ChDaTO6MY9X+PgSB6p8orad5PPA0Jl27zFPFXp85oSF +xfEt4GYhKBefWQINe68Cu/4B9E1NSUuAYRM8AnKjhCiXgN6csHvqSCXQX/U1 +fO+2CYdayRiP6iwDLF8avnQWQeyJA1RSw0NA5y581cWMCP1SHVcPHn8HO7r9 +xK4rn+FG411qWzoMBA37aBW5u6E07h3bmH0/eJPhEM1lIlCdrbUhRHRCk1de +MHtjP9w/d5r39w0ibOhurY26pQEjGpdwy66Bwh959QdIfhZ4LLNf42YAipuI +l/L/HAWagU/8sH0M7K+tO00aNqL+Lu1qnQYMhS2bH/unu67xbtXb9672Fjpc +hNolzi+hu0b7dzjiBaDoy7WANcYtJLN4Sl4iagm6JRtcppklYLVXY61JcBPR +BR372tW3DAGyw73H4oTB/mBCJNBsINWWrvu3uVah30OiQL1GAGbinBIpbNYQ +k4tEisfyGmg/OOKkycsLuzS0Q7o5q0jzXm9NQsw6RIxICp1Z54K1/O9UUtUr +yFxspnbAfgNmzomlT9JzQrTRxWsT2DJqPrho3kG5CScWbNmbaDnAtb2lbsl6 +GdG++5LL778JDQPBCqGR7MBy7gb1mcwl5PVps+4c+RZ8uHplieEqO7xK+hEv +SbGIfljV3AhmxwEuxBFPHGCDP8zJVo4WC+ioo+vDyiAc8BvdPxNznh0ezt+g +lr67gHxXq5LCvEi+AO03Tfk5wGW/uTvs+zwqUaXxUazFgVjHN24FRk7YUaJU +i8+YQ/XC3qNXOPBgxPywZlGcC/QOvut+9WsWSSmyvS7SwYOzttf8/fvcJE/f +UBHrn0F9KroR7PF4aLorjnHjeEA/RfKEHskL+ly1aKVJXtAao/j5Oh8/UD97 +yqpaMo0iz8XubpDGo2mop/RSBCA91UsXT/KCPx9tradxeLh/39hd0/I46E2p +caZFTSFsRkw8j4cAZ6+P0rbICwNRvEBt9N0EuvdiZZbnKQGcqtPnG2dFAKUF +v2LPGkdSaXF7BxsI8Ft5jkmfUwIcPuHnP0WOIQKrUUL+DgEiiyNF5B5Kw8Oh +wsoO7zH0lT7jzbM9AnTTLWZFnTkJZ2dZZslEx9HJA4tHZUYJ8NYjLkcnRRai +nf0N5KJH0f3WQKHrAkSoSMjt2/uoABSPydyOXhxGPqXf93YDiRC08515O18Z +Lvp0PnzQMogmZV7YCXwiwrifT9HVdHUQcbHfL7o2jM48sUrvJfXFCW5eO15R +TSjcEi9s4hhCHT+/bT4rIwIh7JrXQLU2HMIl858bH0DPpJql9eeJEGyaU/DT +/BzQrjn5C8gMIqXX2dMXh4nQUddl6FWiDw52P74+iutB2zJ2nsVAytUjQzRy +v43h8BknneyOXrTqXcRwmpTzuf8GtJXbLsHzp3IG2NXPiJFbyVWdFYO1Uqq2 +c8ctofLbxE/bkE4kcXjC09gZA73QgL2wNBvwrT05bZzehnLqYy2vR5A41okB +VQTegGNHLhjm3kbI5VxI1NcmDDZoHOvrIpzAaOTlrfXCJjT09KrJkzJSrn6v +rtXWcIdNB1njyMwqxKP4vHl2HgPbF9L9KjxesPytVfxRaTWqzY7683GG1EfH +z5ldQXdB0biZM02uGTERqsyfFmGgni6ZlDb7EA5nDx14+7IR+fSLa3rXYUBY +T8H1qYZA/1/T8wG0TciM43qvahUG95+b/pZcjYBT7myOpw0qkMjmbn3rOgYq +c+MzfeXRMOKqt9zzMxJsxFcMs/5iQDEeFeC3Eg+N7bm5ISqtqPhrxb1nCaT5 +qVbWn9zLhEeDBa8lL2aC9PaTGuldDELES8x2srIh3iZpLmeuHqacVa0lPmFg +c/sN/eK19/A7olBNQsABioo3uhu6MOg487A0zbkBArL1BJLSS1Di6yWXmkbS +937Nvh///CN8mVYUmvpeCh+NymRz2zHoUvXV3KasBQiIdzt2vgVN+1QVXxgh +Qpjfw/Ed215Y2yW/FBgyiG690mTLPoCHl6l1ptrhk5DiLNHdSPKgDhfNiN7B +Ndgx48/1vrgKPRuqROW5drhzr6GSdXQNyMGS/Mv7VRC6kOzs/mYSZUkNNFsz +r0Os227zIdYl+La7VjTbO4FqTGJ+3upegIz2KjDS3IB+BuNKn+0JkP7CxDDL +ugyep0oSgu+sgcLjF0wjBxrhaBA57cu1MpRvq97kX4hBOr/59yLDAqjivXMs +nLsDUp/9U7f2wGD2Wc5yPUU3RP/rjnXl7AdRRaNqoiURfh6P36lvrYP/ewVp +O/1QNtswBkpG33gtKOpBXPydQntGErjW+6019mJwnF4xLbw2D+Vz0V/y+o4h +DpO/rtxSaxpE7bDojFk80hS42l+bMY0Oz5VQBGfLAuW7u/qCdFuI38xA3Sdu +CV6e/R6AZYiB8aWCLgb7TfSla0KT+cEy+MheDI7QEoI2zphzC2/WURbbvqtD +/CpY3+wW8ojlB5sT66Ge2mto6nnB80t/1kjnYapvNh8P8CxA307MKrp3xUqN +K3sdzlYGH1TCcQKzgSvl46crSKj63Cnx5xsw/A33jvUqB7AENjU1FS2j/Iqf +Ju/UNyHjPUW3niM7TKpWLJeMLSE98UcpP2dJPX6P4YIWOTsMnp+52N+xiOIf +U548lLYFlu+PRwY+YINcGbpAzZoFdKxDXW3mPA4UmyJUMiTZQEgFVJOXF9CC +8UYirwwOLEdlUzU+scG74E1f8gcLSDXyqMVhDxxouTDJslixwxGxW+Ph3+ZQ +h/IzL8qDeNAO5X01J8IBIsm/LvnszSK7gjPCwbokD5x9NnAphRNShnUpL/yd +QXPsFGJu4XjAfGLejGVxwY22Eu8RqRn0rD2V/M5HPLy2rO3Pl+QBjk7yhQWn +GVTPuGq2VoSHX7pnvsvp8MHxW2n9vqTjRLv3I69kFg8vBnXwFgcFQC1+V38v +fArJLXKc2OYlwBPDJQqrKkFwKznMar4/gS7+CJd4fJcAcnnfI02uCEHTfYdU +bHgM0T3jbpJYJYCiaA5d0XdhUBW8SHHy1DjaphJolhsmQBGfnZiuvTjs52+S +N2eMo7iQuOn7pB7RtVnLMYyUgisUeqHKHmPI+c1lPocfBOgow2dcCT4Bod2/ ++/bIR9EDj39CzipEmLxJ14dvPQUqFkH2UcYjSFxamCHcgghv7W81v1qSh2SR +0lrfjSG08MKmyjSOCE0ttgf9VZXAKuir8PbwMGJ1Leb94kYEn7zSzWRrdbAt +FVITFhpGR0fpVaieEYHXc7Fa4swZiMzKFnF4N4h6Pxcd9G0mwqhS7Cezb1rw ++GAVeafAAHpx4WN/wB4RFHN68xwjdOFtvVfPw4HP6J12fBgjidsuj425UHlf +gJuv2KdPGvQiL8G4BgMFDMh4AvSII0bQzJcvzijxGcnQtm7rcJC4Ojww8679 +Jah6nsBmebUHbbX8iavUwqBc4YPu6ypzsKJcH45sbEMW5Wp/R55igDsf24C/ +Yg2iZNvimw+b0cFbU1JHCzAQIaOnlbK4Dnt44wyMxMk9R44cvPwOg4vqwt5b +T5yAh11RKf93I/onsTcRVo2BY1Lqs8UcVzA2fV38bbQJdYvG2h0sxYA4EM+a +yesFBntVgg9tmlGxYcIxPlK+SJ5ODrNm9IWzU+xUSWtN6GW9n9UFErfbvTh3 +1mA0AObM2ocpJJoQO9ksIfMDBuIqtFmFrcGQcthN3TCwEk2yImqaVVKPnHk5 +vXLxGay3fvCKj0pH1yS6Haj+YPDC5tWC0YVISL99Q/CQ/ADqvdnfNLtDhN38 +EwntsclQNlY/1zDfg6xmhNWllEl9F7L7YNExHZKo2flaR8tRO4VKx94KBv+q +ChsORr+BJs8/Mnzfi6EIr4ff6cHA9Qml3DeDGqiQUNw6I1EIWTNRmfuk/jKX +s4kNPIfghpOFb0nXJ3jUXbiokYnBew6W7tnf1WDqGDpUzvIGsc72hNOReiqs +7ondmHYryJlHLe0S59Fc5Ny12IgtELf4UElgGgCUHZThZNmHvq4Ua5DPEMA6 +yp41qm4QCrcf12j2zQBZ1zJl6cwaFIecjaYWXgTpjb99sZmjkPRH9DGd/hRg +n0p5WkgcOqXQmpjI2oEmlbPc6x6MQ71gUPFPORKXlTAGbx0qg9yKK7iGfRx8 +n1FKt/wwB4lUJ9jPWoyhrTsZtbbXRqDUX+nJCfn/7pc2eh6z6UT/mkzblXgQ +bBkd/WAjhcGdLgusTWAABFSyuFYOTEH6s8fvCzjxcAf3Rhzn/xKtfeMV0Q8t +Be49jfV4PAYsXFc5w/neopD/eYe5bTvHmG8YWNPQi6HDn5B1gPSFgA4M2Wd7 +i5y7s6KxZrzHaby5iSjORf9j6VhCye/dyw4+Y4UPBm1+FeN4xLYY/di9ZhrY +ks/15HQKwKOCO1Rthjh0yuT+qlrpAhicmT9ncoAflr/vaHlSbCK8fKb60+1l +2FQMcHM15YJY9a18F7kN5CYqrpeFrUBa6e94TSEO8LnU9q1Ofx2ZS/ya1v+y +Cr82jTwN5dngp7gZpcH0KmohDvZ52q6Dn5Xc1iANKwgRhIgVz1YQLoKsRiRi +A8xencBlO7FA7F3fl5kMKyjyZU1kLX4DnldSvOYWZ4HTE10CgpzLyDo8Q+dS +0SbYZ4bG/KBhgQNh1UKvrZbQzEQdPl5xC6J+6byM4WIBHdlt2hdXFlGUT/mc +5eoWPK93dT5qxgLnM82W74ctINoggjyfEw64wlPSaHpZQHl88NyP1Xnk1enp +/6sBBw+c+LI4bVhhNjqV01ppHkmUPVXyxXBwsaexHtfBBnH9w+62QnOos/r8 +nxhVPFTQSh6y4eaAC0LN0kMes+jUEfJQQxc8TBYTH5z7xAmfZ8TOltybQbLF +6OLHPDxo7L5rKS/khggxsh/XfKZQ9+/9JsfjBAgyfSt67AMvVNxeNEg4MoXu +TWryOqsRwGF21PoqpwCE9K2yTqZNoB+mIfWyEQRIqMz9tOQmCC52z17uyU4g +eemvwiMZBJB48Tpz0l4I7OhF+Wfmx9ElsicHC0sJsFS8oSQnJgrlyjjjWt1R +pOV97ReDDBGWyzPI4yfEQeKVYYJYwgg6f9ik7rsBEXqOVKgku0hDMt+GHZfO +KEqNIF+xIm3/L9/MI7HkJIk3/wkl3x1BJ+YN6Y6bEuGW/SYz2TdZUCNSZ3A3 +DaKmG/Tc90m+kHNA8E+UqQK4kSnNG4gNo56tm1HXnxLh9WqFZ6maKty87/Nx +nmwQ2Y3SNydPEmGic/am5vppEO04NfH2+Gc0uy64VUDKbXNFYlXZOU0IMvty +47VNL1IqVGczkSf5tnLrazisA8qmtCzRxT3oUZz4qoAGBhwpdLyvas7Dk5q1 +EIWaTmRqO73S4YiB8cIO2bOrhnAtUMDk8LUuJLf38FKQDQaPixWj3nKYggl8 +9MZXtCGeyvTw688wWLR+EuATZAbpvfJS1eFtaPSBkbnOcwy2qO4q9sZaQZr6 +4eq/5t1ouE4qNs0EAweprTcrWXYwUIcq3ya0I6HxFyaPHmMgmxUyO6zmCJSa +6ZsLVrVIXipv8P04Bnepyc+vgws83bd0Z4AG1HFyKsegm5R7afTv1CxuQ8Fa +qOrp4UYUcq7BfqAGA+F7MorCLT5w6JHgrBN3CzJ4xM+0/xaD+LpZGmr3B4Cb +zZtctmxBXlzyoSFvMLByzK5I4w+C6Is7FguuFSg1nSiHJ/mC59Dfq36LoRDI +ew7vEtyKMlVKyI8mknK7ZZKp2S8GgtuJZ38b9aCcoMfPvTQx8EkmmhLokuDG +yLd9+r4KpNgQbaRD6hdnR7+XAZnJILIXmjJxrBhZemUfP0/EQOxIGbmayWvo +dt2hb6AdQlkP5+j7XhHBuuJO4wP2clCet9XZ6G1Ab+bTXJlzMQi3XzUP+lYF +HVWChiEedSiZ1ffTvQoMNI4+4tT8XAXUsvtNEYQJFE+vhaPfxEONVULuHq4d +THzX3WNkGhDrxyry29SkeWD/wuJ3rwfeWIgY7fsNIN4Pr/5kLhIgtTvzCfVw +P2hQxKj63x9DF5wPnL8ztwnX2fvPzqnNgfLlmeORsiMo7CVtkwX5APi6Xtb/ +p0eAtV/1TIVlraA+n9qVYrcBSutrrEeYVsCf922gnGk6+mhKNXzbZR0M3wRf +2+hehURbie9QWgWtEonuAhvT8PBrar4V6bxn1kjU0gwfgnRbN6s7RmNw4Jqf +xHwYHjh+Rmj0s2SjkQnJGmPqZogZozo2Q5qPhCTLE2bzL6HrQuIrr5gC4Kpc +WXu+g0Hd/1kXz6jl/18nD+b+z/p4/7M+ksP/uk/tpuhrrCZRiHi6w6V9v2Ho +fnZDw2T4soYS+XXJ5q84pCTZX7ArOo88C3lCU64JwdS/XK0/cnh06t/Gq5/q +cyByKi7+9yMBCCAszPr/2kJqcgvc6QqLQIj5rr9CxguG3o9yvBk30b/GpmXX +pWVwIX9HdsaRE8IobtxMdNxANnRHV1g/rEDFw4qbkzzs4HThW03E8hoq5Kj+ +vGm9BvTlyJf+BiucX9c54eW0inStbn//0LUOj42DZsQtWcDzvkbl7dwV1J/I +kSHktQFFyubzFiXMsLLWHjTdvYy6vDjX6YU3gc1iYZ7tPjOQiwbNXqhbQg5P +ZtGLnU1wVfpwwjGYGZ73OCsolC+iEu1x45v5W3D3noOYtx8zpN8ITdYcWkBJ +Hus2M8o4cP2LVUsOMgOTOh7JXl5Aumz74bKhOOi/RfDx5GcBtsdKQidW5tG+ +UPXsw0+kvphqM3ndzQIK1/tyucjnkdD0uobXXxwEKBN9Jr6zgrKu3LHs4Vnk +S3aG9qcxHoZ263fEVdhBkNbSbOLILKrOt/6kGoIHPp/Oj+2HOGGQELF2j3oa +mQU+3JkjI8CzioF8WwMuWD8l7d4uM4WYjtbksJO45OL3v4LkRB641lnj0K8w +hfDfSgtDThGgwnZ4sdOWH6rtVwVfW06gwwPXJTaSCdAScTnCv0wAUEFZpnXC +OBJXj0mvRwRYYRNlESo/DjIbbif+0YwhD7nNCyrURAihYuXOphMBhVAZPaLE +KCoPGrf9JkuEb4kqz0R6xWDaW/5kh+wYEmnaeO19iAhqKQUVri+l4HfW8MdW +ihH0+idDdroDEdbuTPDsHzwJu+yEJwN/B5FB6yebdx+I8O5A26/cH6dgrnb3 +kiTfEMK/j+loKCX1wvxR0+8HFWB/+ujVPI1BNMYg0XFokAhCP/w+Vowow3U3 +me/Jw93IYPm6GP0FDPQTHIoM4tVhcvXXp68DXajHmcIixxyDWoqHDpGDZyDl +1NZNn91utOvfqq5xnpRji9F+qtFngVJUUG3Vox0tiJU4yAdiYNN2W8sj6Rxk +fl3RI8tpR6FD6jINj0ieT4VqL3AbQmp5xqwZfSuS2+zeqUvFINg2jlfnwUXw +tc3+/laqFekvb1GlpmCwfDAeGVqYQXe4j4Lgj1Z076eVtUksBtWFFglaoVYQ +SrmNf8VVg6qU9pwTpjFQoDzE42FoC1H9ua0UPkVIqWhhw+QrBtqRFT7BP+yB +6Jue3PykHp2uorYk78Pgof7YqyzMBT7VGqbWMNShYfxPOstRDAZ0eps9XG5D +uETXC13zOnT0H3X0rREMrq/tWo8s+sC0mP+/sdpMNEJDS3b3NwYSJco/zNz9 +YZOom3PDPQbKIxOpc/YxaPCjlSv3CoTslJWjTzZuAq0lduPBPwy83f949RqF +gdvdfp/mFxnAe9M66M8vDDq4+3TyvsRAULRagdS5D0A3yGxLv0Tqr9sntzyP +J0DAJKOGElcmHIo5GJL4k8S1BoUOEQkvIZZ1Xj3I8xM67bF2ZqoRg1sTgTQB +62+APkGudK28DXGEP+Y8F0DyrLAdJkJ3EVxG1Fc6DduACsmLGvtg8DMmybju +UCXw9Dit7/3ogPSZX/lKYhhkOSRYGb1rBNPwvaMX+0vgRNeDtPekfmR+dFxb +07MJqMY/PbpS3ockfX9ZEHVJXHTY9xqz0Cj8Km9jOGi/iGzKPl1L/LkGou6C +XG8npsFb8fPZN7KjaLtssbu6DQfDlRJLc2XjIDGb1PujugYlmPZtqGjiQcco +CXA3Z8Gg1GlkUX4QHLumcdXsW8B0eXDa4uYCHBBtFWT8NAp5tgPWW2fXwaFv +8moS6zI8jzwc4pSYD6wlA3ncyW1A/45n4/QT0nHQvv77dsoEukkR9526qhkS +e2Q/6kkSYN867DB9wTvw+MR0MCq+GHB/L3lQbmHgUon5vtD+iKzk/351HsRQ +lOYknybNkgbjn8U+V84tJOK3WRkftITSfebGvQ4yAjHMNfpsMAGtuiVnkDdM +QFLGldvmaZww0asl6xGLR4FXtzuaR2cAOiITVS04AM267qTtb6KnWphRdP4S +NJt0nOsQYoPeNX/eOJYNVCHhi/vCsArx6rQBS4dYocb1vncZ3zqama8JKuNd +g+Wg/tTlDmZYOprs4Bi1ig4R3SwsctfBNe0GI3MxE1zpKDjCrb6Cyttd5893 +b8Cvn56h6XJM0Jr8RP8f1wqydPR9YL2yARVaIdJqiBESJ74+M/mwjPw6haj3 +FDYhaYXL3S+QEcRkCsPc1ZZQNvsxamODLai49+q+riUjENaVizf1F1GBoHy7 +HH4LQpkd5Y4NMYJalPhho4kFxCKSkcGrgANRtXHA7jKBzfkS6Tn1BZS/IPjt +TxwOLryZsGc+yAzjx8e1jFvnENue9LABHR5W3zI22uwyA79NE/le/ywSXv4z ++MUEDwMEHv99a1ZIed9D1Sg1g3a0flLe+4iHxpPx4rf62MAok32lXmcKsb9/ +JvFFmsQZrqo33HU5ICv6XJuh5hRKmxeOw2QIwOwbXjzRxAXfHxkbnXaYQBKr +gmdrEgmQiEq328V5Yf7mT6mYknHU4lsmblZHgNW7OH6mR/zgk/fAaXdxDKVv +UD4NWCLAsArbk31VQTBUchP7uTGCnn0apfPUIMKKN6X/jKQQGNL7HHlKHEVG ++lnsv+mIUNFkZJnuIQqqzhvJaiQvOEUYDPpK8gJx4d5IMykJ+EHeGRO5Pog4 +cw8cXashglJe6wsKB2kQoRkd+RE3gOTdQ9mfbhDhx4FnVGRLJ0H44Bm2FdoB +hOjjn2z/JALX6UUD0ww5yB76s6wR8BlpyH2aOMuMwcaESrFOgSIEst7Tpybx +/84lSvNKEv9j7CNZFDaqcN6VP7TjbA8Scxii3tHGoLTmz+AVBMD9XGiu+3YX +Ej3B9OWFNQbRSWGii9La8JC59+cedQc6+/j8NXF/DMYLBUZMbHSB5fFX7Sid +NlTzRvQJSzQGAorD1enc+nCo8a2M9lwbutR7Wys6HAO27EG50TgTkE1c8aRk +aEEOv6cnU7IxSGX0ZRH7dwns4lEL82QN+nNcJsx4EgO6/ZHTTvcsgKKd9UYt +vgY1ZDfM00/+t94jK0244TWguihPffREG2oK5Pxx4AUpl95uNkadd4A3qslq +Fqc/oB2CiXLNMgbnz7rgLng5Q43U5+gAuUQkgJ8JkyHl84b3WwIn5glxtHmS +0Zsv0GDTGdEt0rjpL7KTZufuwO1BmusXY+KBz0uI3pI0nvOximLY4j5Uvlpi +3cpxR1vhIqdzSHl+ye3bE4HbgfAtie1a2K8E9F49rLj7LwYH3n8/8cw2DHQN +eC8zvkmGiTssd8f/YPDZ5VmxYuYL+CuhKCRGUQ7drLHae5sYSIMqB+NsApDH +VxtphySAq1TvdjqpX+rRkj3xYSq08xGqvvgWoGGvyeOUX0g8z+cS8WjzDYhW +PQ5gpqpCp2kCWyNI85PLEvq3uTAHfH8bywY2lCNFqbl5Y1Juf/PqT1JvboQD +2dzth9fiIJ+Mc56SNP8ind1jg7+aQeO2EOfwXhmkv7c5lfCB5B20Qs/lrjWA +iIX3pt1ONrT/faYxmkwEI2/NdxWJQxA2Ol1w5NYE6XfV6pAvk873hSrn3x+H +gfNOnvPTjXHQ83Nft3bGwfon/IPJnjEwGNSdl/lWCum3AotPxWyCcolNfrPA +MpzM9+pPbo9Gqju+7CwFOMAkI+ejmRbgey1P6NHUSrQtvL2uarIMHVeSRG1v +bELj5O6ydfQSspS4frJ1dADlBTt3vizaAEprwVuWo+XQ03p59u7XZTiQceuv +/8YG3LyqXFvXUwqZWhXvDUTb4URAe8Qdbwwa5U475KoHIXW2UpG7b7qgtqPa +vMkSgx4c+bb8S53/tT7e9dmXy7evFKHHMk1eXl8xNOESc09ccVGDIZWVsawL +h2YZ6dZZGubRuNR85TNKHtDH0UZI6xEQZWz0a/ueSRjTtP1wIpkTyKPO6OY0 +4VBrHcvDE5PzMM9D1X4sjh3MLDmuz7VsoPuVak272iuwMNHKcLKTFTZM1HR5 ++TdQ0QF1hxnyVQj6PewkF8MCiWS5M9t5a+hnYsnMuZdrIK7I87KQiRlue+ED +c7tW0P4e+W+GyxtwhFdQ8aISE3xqkYOsnBVE8a2NbpjE/xm6B/xaWxkhI1xx +9HDQCroRlb8fF7MBVi0MdpMWjDC0Wpx3s3QJvTZnDCn9uQmXGx+yr6wywPzk +wYCXOosooFmjQvPLFgRK8L/M3WKAE0IjDdPUiwh9fdcaw4IDyyGfNC4/RuBU +uJiuEL+AYq6KOLjb4iA34cejyD1GqBau4du0n0e9CxHuP5ZwwBN7/6u+HROM +8rmtPRGbQx2mvGm+KniAupn7qbrMMGQjcpcyYAbhu6+8XsvFA1OH0RJ1NAuM +rNjcz6qaQk+5FqvPMhMg4KrtDcZ1VjgwekXRicTzLWq1dOkknmfkora9QJpn +zTXR18Sjk+ix2h21dG8CXIkpF7b7yAl7X/kvpfSNo1Md0dJmlQRIcr1CN3KY +B7RuSOfSr40hG8oI5QqS/zocWYud/MEH7Ush22SvRpHrp6eedbxEuD7617LM +UwDOVj9kMbo2ik7o3fFZFyeCVi9lv1whyQtOKKKQhRE0yKIxugJEkNj3fUMX +IgLlC1TVt5oG0QqrLK3HJyIconvcSDsgBjWl7z/FcQ6i6QW2MOoxIiR56aVT +KkvBxdGke/P/+lECW0rtwm8iDFyU280yPwnUE3SPHkcOIIqyz4w3N4mAX1eV +Pq0gBw0OUtfqHg8gVR+TBU4cERrVnW7XYQpw58K7cbTbg8LtTZCkKgZMnJyB +iFoFNC1D9Gzze9Ai0+9qVw0MLisF9nSFaQBi+20oltyFEmr/Pkq3wuBYexr9 +TW0t+PKtMcvHqx1dt6QyYiPx/7ucfWajQh2Q1cqYGRfoQgFNB0ae2WHQH7hF +TdZ1ASiFBTuC41rRQz6z0seJGMRckIvNiDOGlXQ6F6rIT4iopMrt14aB7nrG +L2nlS3D3SOrffr9m9LEmIUOX5Oe6/wI/Tk2bA6xbcCVltKB5LY0NoQySpxzg +Z/tx+hosXpB7WlVZivApT7JCiBiUtbdOcqnegKhv6WdrA2rRqYAOGu1xUr65 +0FanpTiDhnlmkjNTC9q8/uiyDykP2w6WS9v89IR+Q/cBGqssFBfEIZ9L4nOr +IoEj3S7eMNjKPGjyuRoVVcpil2Yw8Bx0ljle6w+1h2T4O/WakVxjvty7Qgxo +9G+delgWCIItKd9S2BpQz2kR14fdGAgWvRsTlgkF+5yQt47Rceivvvy1TlJf +iNAwYAmLUaBy+vKBpLZg+G67FjVGGp8d0voQbJEIgtwWM1n/PfPzQMsZXlIv +aIYe51r+/gqk3QQy1X0/ovDY+yE7XRhUCNdUf27NBkup98OcfSVoK9GnzX0D +gxGuhA/HzuTAX/3dame7ROTAfnmsgzT+MaWmVC6wHJx+nhM0L8iFxN7jz/MG +MaDepSW//KAGgjce4SLC05CGw2FmmXwMHt1NFG3SbgarNpllvo+lEGhYVGWg +g0HnuncB1VQXiOJWrnJ9roAOhqDqIyYkLqJRWv+wNgwEv07WVtwqmuqZYsu+ +ugQXqjmjqutnwEmLvXL87yJSvXOTT8VlFRysWWl+sZFysepjw1BzJyRlBedR +kjydc+j6lCfjONx/qJb7QDgFcclfUDOOfokC38kaSpHmw61x7yj/9DTcFet5 +8qmkG2SLeaOmKfBAjMzkmoscg1yihfef5TGIFImoLijCwYsBF1Opxx8Qge7U +e4u+WESLuJmHF0lcMNhx2o7Gr3611qidaaoePt7Coj73kDgl5b/Xrf/VC3es +1q4Hs9Sif+Wv7BImMKSkTRw6xLqg8Wl0ICFRYAutSKY/vXtvCZV4Gea1qdBD +YMlQXhU5EcUEh78MEhkDj+1fCmPMrGAaO0S+eRGPilPGGs/1zsKhH+d/vXFm +hqJ/vppLJ3Hoi550xPH5BZgor9IsZ2ECnfipK5vvNpGnBXGuQXAZKETKT18t +ZgTLN2m5H+jWkQzP5K7ViTXId2CxTBhngG5eBo6/sWuo0XVAS7FkDWSOWksb +SDPAV/6TV7+VrqIac761xrB1wHcuc27j6KEkvLjm9tgyuphSGEnk2oQsvbLY +6830oFR6wbb39hJaj67j2xfZgnuqFf2bLvQwzkemYcG+hGaS7AQeO2xBvyeL +gkcmPZB3Vx82LVpEP1PoPxm+34LkCy7lTRwMkFOjJJ2ev4COuenYD1zEwW19 +qq/ZzxngRfKVpQGVeTQSeiu8nYiDQ9pVg+ucjFBqEsTNUTWLFodMDtSb44E3 +TSGCq4sRuJvbykYlZ5CZ/xX/MpIXbO7ShRM/MYFZwtE063fTSMm474LuDB5S +jiUPiZuxwGNUkLRoPIUUkuyO55I8sLMUpJP6WOECO8dfbY8J1HdksCEnngAT +nPzRdPHs8HpSunveaRw1COQ1B3cS4HtLbKE7NRccue0vpqo0hk4uue9lHCQC +e+11T7tRHjgkUdX4J3cEycSqsCTrkXKYqay21ZEf/tRpbedrjqCX4eWyk1ak +HC448C/SQRCap05tb80NoaWoBN3eeCI8e8vUy/hWCOg6CqO084YQi+2BVOl0 +Iowc9j8pbyMKkrt3nVL/DaJHLN9Nb3wgggADdWfhWQnQkRRu5Sfl/4WLGl3e +pPxfXG58NnZJBiQjvAtvV/YjcuWTzLX/PQf5jfdDVkpZUG+cPZx8uAfxZi6/ +dj+HAcd5Du6znvJgxFr3O026FxmMHlenUsJgeEql7CNOCaztpQwHUDcqnv/G +yqePwb/jZ4rZgtQh315bIVS4EwUZPKXbcsPguFOPHoFbE3gmdUsUf7cjWu3+ +2kWSL7hdKcikiTkLYvuiVrNGTahBWi20uRIDmdDEvXdD58GUYqhfw6gO4fp1 +9t6MkPLK79mdkhRDaLcV1aq42IjCXunmCTVgEGg6XDHZZwqiXjwDsudr0abz +xrdtUp47D+kZ4FnMITvxSmnJz1KkQAhW3SVggOMR0E8TtIbH5BdDO0wb0a24 +vy1spP0855ra+h16A16uuptwc3cjEX4lQs0lDF4RSq7sijlDfd9fd/3z71G/ +12fVyB0Mwv4/us47HOsv/v8ayt4jlJFNisgKLysjUaJSyKZSmWlIUVZUZKfI +nsne49hkZe+9132/IySS3/tz/f77fX9f1/3X6zrXuc4573Mez+fzdt/3MWpM +1E+/B1TRM4nUoUVoUOi24f4Eno+yhVRoT7vALXOJ0xXbleivGqX3iyYMbJ6k +C4uLPQO3k+ePsD9IRAMdZhd7/2Agw9p/ojjbE3Is2yXe0qcC+6Hf2Vd/Y1B3 +pVe+gOc1PLmazU5QD/7v90n0efDcYc5HOTWg/A4qzdoORGxEoE72eYvLeI4w +fXf/wOuHYRAXym87HvcFXv37nLu1jcFBhiX7UO3PQFb2lh8zLYC1+dzAwEkM +Xh6+9dawMAHECItFVQtvYPPA88m9LQwe0MyIqp1IhZ4Aw8Lpe3XotI3z+nN/ +XF++03FyV+fD51fp2s7KFejQdibXIK6PnpqM8mNvSiFAauO8S6kHGgiPT1PB +8wIXbabrulwNZDxczSaby0ADTcIXNX4QwSF4xuHLVifUNeW4nz1chs6bxBmt +0RNAMp+vWf3XEGxYWd21SR4GJ6xvKTFhDmxL1Q4susyAw9/IsuiqMXhNSq0g +JrsCZ4e+5sc+/QFsa+TvBii6YXRlQs/v2CLcjbQdaDsyA80qVYx/79ahJ+2b +76h7imC/r7ZRxhODPTHxV6c8qqBQeDjvROg02Lt/eUNoXILWjb3Jfb5edPwn +qU3bk3qkxfU3zuEnAVi5HAm1FU1IwIP53nB1MGAN93S/O+I5r+XMvmhOAtDX +TOkXmQ2BYi0TZ9EtAjD/33sW4PP/c88Cyf/37yfIkZ5JnZwz/B//X3BmP0ZZ +oPUVWR0jxHjg+aLnR2dh/fi4EpsZrR4b1Qrq23xCGGObQk1cW8J5f1ngSApL +wUATAV2Nm9bQsR8A+h/dp84+YobdWgkWBs5V9OyQnPyZ9+MwNN63WdrKCGKP +BwKKY5fR56POpGq1U6D+Jdqy5AAj9MgIuT02XkQD7/lt/lbPwvkOaS1bEwb4 +LFY01nl0AQnqENLeyszDv0f3+dOdcB3xeXfL6uo8Cvlz+l0HYR7X+a5q6SE6 +eMh8vbUkbBZhZKMpS56LwJPZmXcklA6u3iq8MGU2g9IuzrUPPV6CuCTzptWz +dPDppaRFffI00qOznzQ4sAztg0aiepu0IP5Iz3ubaRodK+z+12G7DCE1hx1d +cd2cdzLi8KWdQrPuKplxDCtwrezCFRJPOvi1MPF3tWECJf82txNpWoFpPrfE +R7t0MLZg7OAXMIa67sbfO261CnfiaxpvfqSH996vhFunR1C7ecC2e/sqRPHw +35e4yADhdi/NpL6MoNIdiQ9obBUyS5aaWa8zgqzNDfouvmHkbFydaHCOAER7 +qiuUEUwQI0650KM+iBSrL46c+kyApJ/eo8p7zGDNtKrB8XYA6WaP0JnVEEDN +xD/2eScrSBRdbbX42I8W9QuWNfF99tQyzRrNs4GzFnc021wvAiUha3Y8F3QG +/aELTjkOMkfiBNv1elGS9geDVCMimJ7SbU1q5QLK7SXW7cweNDWhqHDfhQiZ +arOdtWU84FcyVWxi2Y0iGYq+VKUQIWhLLPjRGi+QJpZR2U11odSc+4KtpXh+ +z716JztbADa4nB+lunageG90uIIJ99Vtp/KOUQlDUVpMz7hBO3L/5DvHIICB +8CUJnmOBYqAxe1eb73ErsuTraxBXweCy77cCUJQAOp0FRyGxFsQZdf7V+FU8 +F2gJcD4ml4JTbe+rSwWaUHVoZO/MEwwi4rLfeZ2UgfdzVjtH3jWgw1kpS9SB +GKwZFFrtJZ2HUCOKfD2vBpTqdr7jHV43yFy8VxekDO7d4x1tltWI/ypPQVQF +BmFPgr+HfFKDwIID+ocmq5FC5POHL0owYHeloxth1oJBTwsyyzc1iCQjshTl +YeD2S6jsvZku8HO8i6MtLUPKUZrxij0YDMRvn/v3Ux887/C6p20WIicmfqk2 +3P99PavL2WB5HRQvWN8+O56Dfi0qPjqD54jjP0wcyq+ZgERcS7gAdw4yopcP +LcRwf47OP9jjtYKD5vb6xsxJ8IzHICYD5zxT9L/B4gobCHjJLKDJHYcOGnLT +zuA+dVKMaA4q98EtfGDnomo66mn1Svq5icFI9Kr1WqIzdML5k5N2fkhe6qfj +5X0MUrpd+qxEnwLvoeaMkaEk8JRdsvqDc16+Ns+zL+MFEIQ7ZASnpVFvpZtV +AN6+lzQ6yz3LBxRqbONu0KQh5jrbm0w451m5Tt/4NvMORqxuLPSIhYJusvud +I3i+EKpR1dnvD4XOG5U/6F7FofOZ0jpEXI9EpMRrqWW/QOwOaYrJzmfk8Y2v +dRDvZ8ywLOWgRSIIp/rTWscnoJGTAvJn1zDYTZwvoHqeBlWkJ5KYlath87ex +jFIWnh8JY0P9QjmASnoSfn6PA8dj90tE6jFIspk1LSiphKoHT9oWroVDVX1y +/wn8+WryinltylVDvEIb2YBkKTwic719bZ0I3HXKJJTkHfBZ4YTs4dBOoP43 +Gd7GtAwsiqxse+GTUMjyXHcsrABOyykJrBiuQDaZqY+u0yRgc+4fo94XQ6Lr +v2upNitgLtO/r3RhEhol+TVa16dQzu1QCZ5DlTBaiHqUlJah3pdLzkR8GKVb +BFcX6E4AU1rLIG3KIjBiPb2sxhXoj1eFrFR/HzTdIsjWjhOg7jjN7t+sBqQX +ecR1DlWiyBMeZ67qY8DxPcFFLa8XtDdefhqtHYGjaUfU7JeW4cLICxJ6r3gI +DhTsPWqHYL7jGMtl3I8coaQZyTcrRJ8fjNqYsBdAVs4m4SCeF4/5WuAv2f+R +O27r1bQKP7n5P+oKnXTZQZNFaDmRwURuAkMndq98vbY3qkT55IGG8egSKoq9 +GL04OI3EpQ6Wn/OmAvXw8gOdPwmoO1f8SXBEP/xWV7+jaMQIteamN1yFVxHN +yNPpk9bjeJ4cmZ01YgC1swijOLyCOvWvnw4XmILEouLYP5/p4UF3HPPg7iJy +GPh5uPXfDLxdyFt63kIHrne6XiupLiBRozqxWztzQCXtwJaqSAdcN8WOmWTN +IUuWqHG6gAVQMDJnNwijBfWP7yvrt2fRi1PHMzxFF0Hq2HCY0RFaYH0g/44Q +MIPOrt0Mnry+BHebJtnV5WggWVH8e6jVNOqbPfVNR3wZbqTmrawZ0MDYdOni +fd8p5E5mf1C1cRnUHxb2/PpGA05ljV5lOxPIT1tAl6RkBVIsfHxnSGnBY305 +4KPROCp5r2MSfGoV5izPkDOt0ALTNlt3msEo+kRLtzOXuwqpzgeZzhrRgTm5 +D7+J+ij6INJ7JbMQzxcZgcI3nOnB50G08MqhETSSa9xsc5AApa0vnbmBAYwG +Runr+YeQIpNwPPsDAvDbkvgxKjHCb12lO88LBhGN5DgXjQ8B8uPTqWTzmOAu +SaXrL78BFLOg4iJRSwAau6zrFuYsoDHXG/JVpQ8Z/dIr3zxNhNSzYV9eKRwD +F8mzd+Qv9aFhuzofNjEijGqQ7v3eYgefW5SrbQM9SO5l+pXL94kwX2sr4RF9 +AhJZvHKmRbrRbL7Iq4PZRCCOjTHoeHPDI4qHzsGHulF9N1duewERFsPemWoO +nYQR33LZCaFOxNXb+TV4C88v2yGJFkf5ofR17TP18Db0LFhgmFcCg0om0W86 +BYJQ6Oj9m0a2HXFFb9MUCuI+s4ohJmRJFPxmGpP9ultRZtljFl4FDPxrlhte +nhMHdnkTpHiuCWkPunXK4nrRpfv9CUfzWUgjHeboK6tHzmI/SodDMbjA3Lkw +fVIaFEhJW8VtmpB3Z2EYiRsGcr+RqGSDPJQOvvlaGlWLygZs7jKlY1DwseuD +84oS/PylIzPAVY3yQjysK6twH77KTPFxQBXe5Q2lExFCucIPz1dXY/CrpPpu +qbYmvGS4vdu5l4+k624Td+YxqJeG/bsJOkBpc9DK5XQJmmkJXDcdwQBrs1aL +C9YHi8rm12dZC1A4Z5F0Gd7eQTaqi4gM4T0H94HXVzLRITANv7qBQb7tjZ/n +fIzh1fNfv2lS0lGz1GXWPJz/eX5cukkRFmCQvKg745KEchYfKT3EdcT70a96 +DytbuBtFuPTYMBtVPtKm+vgT168XD2Tdeu7DMTuR45SHEhCD/rXMwZ3/vq/B +Kytt7wzGH615rgeEIio2iy1TPEekUrK4utI8gagczZgYKmcQDf8UmoXrxeKp +dFLs1Ut4+iSW/IhzHlLPDEpWWMagfcvPc53gAxFr7TwZ5oFoSaTU3xfvh7HH +OvN6SCDEv/9xvdL4Mfrwp6z9v/6tsq7xL0aFgvxQmHPpjh+qYoiVv4jnFL/n +KcS/lp9htKtwOHqiDg68iTg9E4E/l5uidhZsiXAY+k4xpjWAe92+hpAXBuVe +HZI8T1PhTkgJR/iWJbSFPU0JHMXAhcVVsLm5GFa9V58OGztC3l1Vw1H8OXp3 +tbzfZ6sGFb0QpUDLQiSfWbwWZIGvj1uQATG1Echo5Vt9T3Wjw6VXfvquEqAq +XuTtHlcrHElS0Taiq0WsVxQXZGdX4eh4Rvv3vSEIidkavq/aDeu6touEzVU4 +kqvzj1OiF14M/vvwr6Mdkbw8pGaqNgUKQheUYmeXoFDWuXioNh2aD9yDri8d +UNOjHWJzFAMxYefbtyp7oDuNRVZXbBJOHtGkZ/2+BClqJ3LCyYrQVn2L/OjX +ZHQjYKdLfhiDNz4szc6EavQ3vl6bd6MeqM5NLgRq4fuur033akEsepTg0MB5 +bQIqLhUJLEyvwHnVGxOjJplIvjxt5+IGhpz38i2nskeU/CtXhh7PLyOBT956 +PYZTSEH9VaheNiN8O0NvIfiYgFpi4kt9tgaB0nHat4sM58+A3hh/+wq6ekFY +aTtnAhzOcxXf5GOAOv4vNFnXlxHVRqiK46lpSK/nDfn3mB5+SdnDjf0FdCOW +YldJdA7gJYlW8Rc6OGE79poudB4xllCf5vs2D5vCAeuOA7QgdUfEazp2DiWq +054wjVyA6cr7f1ZpaWGOlb687vYs+nHFb7I/axGKdiM0T8vTwMRI2jPuzGm0 +3Wco4L63BNU8D9dXw6ghr7z/QfrbKRSSu/RHtHYZPpzIqfjaSA1Z1+Q0ct5P +IkHVD9nClivQyhUY8GWYGnRJfIc1CseRx4s+x3uMuM8/LbvkoUEDt8jHDIY0 +xlDq8tlHsa6rUEdl1iD2hwaWvz70XlocRYovzKkj366CBvdKyaMNWpjiOLdl +JDeC7np5Ws3j+2GnydjrzzgdbFxP9qWbHESctof8590JUB46x3sigx6ufg8z +MI8cRDEUggw8gQS4sCQWdaaTAXauv7C7wzuAElwsUif7COCuvCq4RMYEp/U0 +srtO9SGe5+++fTlLhAsLlY5f7zHD/rzMoItKLyo1NFaYvkWE22dHrarSWcFT +7dlySFAPSiHri/z3mAg5rLOmFVzs0Hc5tRb1daHAieao5+VE+Kj/9jJd6HHI +jfV+NczejXLZhKbNc4lQsmP3R5KdG26qDRrRkHUhBfFZ6+hBInzT2+qdpjsJ +7q2qFZnD7ehBGtMmHScGzMPeSeZH+MA+sCzJtrAdmag7hetwY6BTcmg1XlQQ +irOk6OxN2hHBToo2hB8DUhnjFuZ9EdhNsz9XK9GCGm85HYrHc0HgCaJhR/1p +OJej6qj7uQl9/dLf+8AFg6oL5I9sdyUgyERdXTGqCYX86AuLxevCiwXX6erP +gdqikjplTy26ecRyZzUFA+4zGXSO9+Xgaopxo/5KNdq6nnSPE/f//3I4trxG +FWH71ITG2M0KtEVF+/JTOwY9eqQgekMVDDw+z8QU5SOqPuF7XxdwX6p467aa +rAbshjsUP5EtQXmy1rgJx8A8Mr9+m+YSnv9+ZialFSP/D2H9GM4fHw9CA7W8 +Pnx6euaFaVYB8iH22MrPYXBItzteONAQXqU0T/2oqEBUW06R59owYLBWms/1 +MIZUuieiCeoZ6K22Zq8EznmbnET1f6HmUP92JuNtazwa7js6eBjPBb8Gc2JP +NtrCh8MZej/bY1FG6qI44PxcaFM/nn/NHqLFjpNWWQYhZ8UV4ibO2/VnQmey +W5xAx8FqJ3Q5Bwp5//RuETBwWn9UaSXwGIztVHViyL1gQCLnoD3OeTLL2oVM +dy+QD6CRNA2Mhvh7eaSdeP9JF0XyH7H6QHhaJ0UISxpwmh1zPYv7/EsOM4vs +xoFgrUKf9m4nF94qyFSS47ogIKV68CBVOLD8Tds7+SoT1p/XpVvi/j828Y/v +ckY0bHicjeU1KABJqsCEK5MYPGVLzHyskQjnxk+3yuqmgr1s1yglnqd8eP4o +N0SmgSNrU7L0bBoaS5stPoSv/6BvyY+I8QJYPn6o7vVAOjp35lC9Sym+ryhD +szSwKlB689vRSTYF2XWlNt+7j4//wwlH04Am0LnBbXpcoRsU96u5XlDiOTex +wYqhuBnonZLMjkc0QMqxp0YOTPj+Nw5wdNrtBpuIS0+/PKoAM7UB+2/aBHgp +Ljg+0DwILBxFK34F1WjhwVTyy7szkGzrYCZybAnI/cRevpjNQjV5YUgI5sE+ +87nLQcI81HbaVDTKjyES7o3Q2ANZwBjElku4swqPeXT/KAU1osyY/aBT1zKQ +zOLeF+SKgV2OCLPwz3KIF/dwGrnUBNUGfz1ML2BgMSvR+zziA/rV2q8noNUO +NuQakT74eZq8dknhS94n5EfvrnuapBLoPx6IgWYMNhXcjmu9ewaiPgOPtqMa +QGypPvd2wP/+vtNFjhh77YYCRJ1MOr03i6FK5VtidJzDSm/7t06RUS4j5QP+ +d6SiptFvLJFyP5EStm7N8y9bEtD+OUsR5WtD8IpH4spxFgYI0f3DEDizgtqf +8BEnLCbgCv/X3x3zdMBiud1x+dsympU4btmWMQVVek5XvVXpYN/CkEc0ehHJ +yijc8nKbBUHZbG6yHBpQrVC9sKuzgIpv7n04+nMOFr3zm29UUkNUZ3naoZE5 +dHtQ2z3fbAFmvuT+fdhGBaQmIzIHSGbRVM/XxomdRdCOtxUqE6cCh6jxhHuv +pxE9W6p5D9sy6PxMc+dvpgR0l6y/tGsKmbEJHTEPW4bTf25qa9JRwT3D2sx6 +00mUzF6f/OrlCrz2kR5sYKGC8+50Vm2cE+g52035y1srkEAXLnf9LhW4sdre +dh8bQ6eHPPfNdVfBKaTpdylQwxOikKLa4VEkbzXFZdKwCj+yzvP4X6QBg5ec +B49SDSPuMZu3o/IEkBY2cFG7QwvSX75vuH4bQpEB1yT9LxNgooXxkVgVHbCd +yLifOzWA6LnYv13KIUBirzCz2nd6aBUyEO6i6UeHxx81MlAQIch9+R7tLgPo +XBcXaFjsRXZ7JxieKBHhndad2HsXmGAh3GaG4lsvUkl/++W9FhGuG3oXUl1h +gccV79vj6rrRjLlG379IIrDlX53cszwGiicfXCaz6EZtHbxf11KIkKHjn1Kq +wwEHLwVO80EXsu2Gl+uduL7kniVfd+KElIG/Z5gVOlBH/mLQmWMYeARUiv/A +uCHvx7yiuGcrOjGnEpCrjMFGtEW5Mx8v3OD96aai2IYexPCxC0jjevFkbv6V +nAC4rutqEjNbkK0Oa8PpS3g9USul0F8YGJnl2s5FNKG+2Pf7RTj/7aaQRa2w +GJDrH7i7ON2IXLPu3t5zxznvTEP/XVQCLh4nrfwgVIeqmvW7ixMxOJUVFyxo +JAUYWVO7y2QNWvuiwlKUjUFmlISIiY8sJH8hoXkeXo2oUyI+/SrD/Wqs0+qI +twLQar5QyTtbgSjprToFOvAcfvjUCmatAh7vX06Y+ZejjvfvH7l3YvCcdeOv +/ucLIN2QWMhLX4UO1enkXWrCoC0gQXZVWQc8JZVMWkLykczYIsvhRQxW17aq +mTWugJLVWo1WYhHyLXpdMT+BgWOxe0SDlSGIGnMSrX5/RX49bZ/H13G+pd3t +dFa5Cf6X98HocSL6q8oaS4v7+eldtzMPJM1B3LJgRN81By3n5lYdxXA/L6nl +e8/EFqwkukc4qzwhwaa18hvOedkcfhsBdA/kHp77UXYxFkafRRnfxDl/77DY +E6u7jkBy92o698kopC0+eztkDwMiz1Wy6sNP4eGcwZS40xdk5ia+MoLrUcSn +FnGbSU84OK3C4FiYADTkjeUn8PEQxP/dHHjvDTy/VOUe5ZVA8sUDWceHMLBn +OqD3+EIAbAWkpc2ZJEPpjt7+AK4jhJvVLH8qI4B/MPW8dFchCNdt/EnE1+Fh +rZd2td9HqFYDPqsMBKsidhHZ+HNJVPB85SicBA0utiUT+ZUQpdFKYlyJz7eW +ZupwZwaInDmovPsuHHnVnOluXMLgaxHjUhhNHhjoNxTEioVBxD7lekEPBvLS +9Nxi7GXgIx+lWFX6FQr76mbLbTCwTDCgM0prAtd7+fv1uslIw6dwxaGeCHU6 +vQcKrLpA6Lr5IZqWT+gHp4wxfTgRfGaolnhru+FN5qjzuPUQai0OzrXvWASk +qGJd9WgCLpVR6l6KHEddr/b0I6vnICH0xipn+xSweMhLtE8PoUTP0eYJnTG4 +TnpCl+T6EsS06VkuabSi7rEZlcdy3bDTk0UwWiSAPQXHz9Om4aDSlhqjW9sP +NgbZn2PnCdD/+kKLxKoz8l1e2B943AXBc9+0xpuJIFLzMDpLMA9GjS6RhSd+ +QUbRbPMuuK/hGsnXK01OR6UfD0kWb2LoGa8RnTjjkBIiN/u5ybiCWKYpze9Q +TyH509eKDzcyAGKpI8nZXkW+ARtqT8VGAGNVpUoup4c/zENs6aMryHk6r/zi +swlIcA+ePdVOBy8Fomrqfy0h4efWX2JLpqH9qHin9T4thM70WQvPLaCK6mfe +TVpzwDjzJaArkAaqRf13HVzn0RRF8NnHbfPQMuFLnxhDDZf4E340u82ihuNq +udjHRTBiHRFz96ECez0SB5qhaeSiwVYAo0vw8I7ty6pZSmBydrz5hX4albgP +VrLdXQYk8JDmjBklcO01OyX3TKLxD1oPSWRXYO31fc9neP2z6O8j5qoTiPPg +YrnF6gqQyckJM76lhMBKBSfCy3H0bpLL/ScPnu+y7m++qqOEeXF1sc/Ko0ih +86t/ZNEqzG+v0be/o4KGbuqqp3bDiOvGeamrAgTwWL2zvnaVGgqpXvHzFQ6h +lXldfvr/7g03jy1lQTTg4uJ4bPv+APre5WP1uokAz3lJre0E6EA+sjbsa1Mf +Wsid1aZgJcJQ6MlfrGfoQe7DwRR0tA9VNhKxY3JEWKbferPmyAB7DCK/+n73 +IHO7i3fo7YhA81iyN/w7I9CKfnhgOd+NOnRquZNDiHDuWeV+gg8zVIk+Y0rL +6kJkFAeiNWqIEEca/PvFF1aQv0w/1drWiZwvkJ0qnSTCegttdqEtOzBrzwmc +NuxAjz5+piphwWDr4o2UD8In4HZ4mUr5x1a0MLmuoA2437ulMdOhxg2tmkWk +i19bEcWXgGE5JQz86TseZfSehLD3qzF/dVpQlMQbSxX9/3xMtN/fd/ygY1xS +q+fciLgNLpPS4Llex8lDJtNHCK77BzM4RzcgpnceZ9xxv9LYGMBR730Kopo4 +xZ1861Bwvv5TnjgMWi/dVnvlJw4i1pKFjzlr0HpWibVdEQYp52eZdlMkIWt5 +5KZUehXqq79BStaAAe+a53jbkgwUr28KUHBXotzqmHM/WjBor1jxJBs6D8wR +Ho9mqauR61QbyWWEwYCfzzmPOWVQXJdda1cuRzoVl385dWEw5Ul94JThBeDI +37WuoCtCHm4fS19NYaD7y8fo8oY26GzLWHBGfkPDrHXvTHDfG3GRk3RS8Qq8 +aDixnqCWhw4pbl3kXMGAo9Uidk3KEM6LtHAcFc5A+p/DHC7i/v9Nd2HuMWcj +kCHl1dr5mY42blbrueF1omTgmwwdczg8rTb783IQIq29Z3AY57m+KHexwmNr +WLZVRJsG76HkRzM5LV6PeDbzctn/Hohq59Aor7lA88cZi168flYgp/qmgRNs +1Gw9GYYvyOU8VcxRnP/Omg63dk89xfMO9x3WlGSwlJs467CNc1s5mPrZpZdg +UENJ9d2xGLrSOZLOjeEc5jSMKo9+DV9LuX4ssX5FUvIpQd9wnSK3jhArjA6C +4KTXKp5UQajm4FMOE1xHLj8zO04cCoOPw+uF51QaICj7KNd4IL7O7NvaL75E +wYluyuwXP+PgXRz3vUMbGJS8dDYJm0+GhDZ3oittAfzYGrFzwnXkLc1OEJdE +FqT9EN9mPF0PiyaHCp56Y/CKqs3TSyEPCrbYn6p35CHW9Kd28fkYXBhIvBZ8 +uxKeVo63cGUXo7dF+0cjcZ9tlFtSaHulHjpPrqJv/N9BvYH4nYSPCG+P26dS +OnbB79jfO2eEu5COmC/tC8lViCqLG+haGITQ6XPGLFNDiEXqqs/M7BIcrXIS +XNIcgYQ7Ft1zJ7vQt15iRwLOHxZpWg7JHxNgpep8xdTIDW7tnSS9rTUMwxvz +NtJiBPAzfBaoO90KJ66G+qQ6DsHPWK7nLL6r0ATFb+rtk+GD9pHk+bJB4I/M +0cPcCdAmrTCbxdAJrm2U/dbaI8CQQqnb1rECmbaSv9kJJfBNxP+8u2o7yI+9 +eMWxTwRDvYbx14vZcLNAnMB3CyGfyGNt2nkYUMxH/zxbVwrBA163r9/IAxG9 +zB/KNRioOdxl1dRTVUgpJmm88SEU/ox60nv99zloLYO9rLg89OtFbJvWMoZ0 +LhUp9jYMKMkYaV7r91pGUaF8hSqEKbS2qXKsw54SJEyi/saJEZBRwG7Ccc1h +mL+XFKU4TQcOx8hKr+fi+nJ23HqWbBLmFCNi7+Pcu80z6CHOtYQk2mjcr3TP +QCg54ZfKKVqwzjInRl9cQEUlP5I91uYgjcSOZyqXGnofhx/v8Z5DlrMtw3zZ +C8AXfCum/gMV1JtpewSQzaJN3tTaoxuLsFV+tb7kMSVQ7Bcqt+1Mo+eLvEa+ +dUvQdSF9hneJAkhKs+rd0qbQtQt8liPZy3C5rFqKEEIBnjvKSX4ek8hZ9Z3x +q/srYOi23B2wQw7PX/8mOa8+gdi+5jSPrqzAxyZyULxOAS/X2DW/YqMIcTok +TwaswjqVngWWRwGBNPOqPyeGETXvoBOiIMDeEb1QaTpKoP9lViP6cAj9vFDO +4W9KAIlXcfE3eaiAuD+y8CZvAJUt/7OrLCVA4JUDQbVnqIFt4kV91Mt+ZPbb +yOXkJgGkOqW9sX4auKR5oncqtA8VZ29smXATQSPxL1HVjQ4ecmRrD73uQc3s +7hUTT4mQNHfk/fG39JCk13P0h043yrF35ebMIMI3lxSZ3r8MuN8P1Tp4sQsN +DGM9938Q4cq5l+PLfkzA95NT/eq9TsRyWYN1g0CETRGd0Zk4FrCip6Hw5fiB +/s4y8dpS/Pe7oBOzf06wQa1i2etxqnb0wm5A6rwIBrfChAc6OzkgIIKzszGr +FdGqefuK4bog5feBpOIsF/z7MKVDz9aK1IfYVa9qYDDk4P/23iIPRHuFboZo +NiH5BGFp88cY5Amx3DirwweNrfM0h5MbkTC129XvLzDgPyHweT5ZEO5L7T3Z +kKtDMR/UT9LiPj+YknCHQUAUEopv1T5tq0YKW5YjfKU4bzuDT9xOPwO+B24w +qQTUIIPak40l+Hk45dlefHr9LKQ+qL/4+Es1KojZ54jDfab7WflIzz/SUN6c +XGNCi1AZwYvEvQ6Dx0OZE8jiPOyO2xT5/StF4obmr9L6cN5Wq+h08yoDsa86 +TPpQCVp6GPFhagSDExeJixm31UEu5fR3Ov1MVP2P4bkhzrfQXyMX/Hy0gNLn +s0Yyez6aMS43EcT9KhTf9xGUugKVQrN5VTcDkIO77wF9nNtCUSk/uFevQmzu +CrHly3N0/5mSTQte33P405BQawRWSreyNQevg+/sK+odvB6szx88Em8G97Nl +ZfqbXKBp2INmCq+f47wn12NuDSZ8phTun/yAR0/2/T28fqQDLqc43oWD2c4G +D7Qfo+vVQ83f/3tfaONDmwKZM4zJxv86r/AFdrHlyzS4XjQ9ktx7qPIYJH1S +HCWxYug0uKMyg8+3ekmpSTb5BUyV2DwT2UlEMk4rCkp/cJ+fbtE0RO4HR88l +xNrZR6FEtfClXryfQBd65txL76DtSi5XRYMXXLW+e58N546beNsRHvEwSJdQ +pzhZkIn+jb4Mc/+Jwdy/3ug7OzFgaC9jkhmYA7n1v1s+43nqlsm1uty9RPhZ +faviEnU7qLYfVJTixEB9UPOzzo1M+OXE5igc0Ip04g/0fmfEIDrPWk/6YhnQ +lLw0a97PR3MUKrnMuH+IDQr29pwqB+ngPr6v0A1B1s5et0WI8Gzh2sCcRCM0 +cx26ZrzUAuYfJX+tnCJAQi/3+mJ4P7iNf96dlaqBwblfP4W1l2B0ZtrI9uQM +kInCokZGPjr9RakzWXoF3JtqopJTJ+HZ0bXHvLdTkJllrCAnyQrEvax4KMo5 +Bfui1lf3cn6AnRyzJ2PYLAia1B14I74AzPJZZ0b+jMI7zdI4oYVpeCiQ+eey +2RwcZNdVGmDoAd4dk8aDZS3g2K/IfbuDABNxMyXUAi2QVSddwy7cB9RuzhI7 +uI68tcvRGnn8GUz8TQ66i3+ACwWFrVl4nssak3qXJJuGcis3DvRuYWiUrbSB +YrZfadGV7kH2rRWUeOTt9NFPk2g0WW83rJ8e6KM+J/u3rKKGuhNe28QRcHr+ +leL4Dh08U+wULfRcRssZIEQgTsFGkrFMryEd8P2NzKSyXURMEh9NAwpm4WnD +bWEhIg04fIg4KVIzjybp3MNnXs5DBS+bk4g4NXAq9hznNJhDuwceb2IjC5Ck +619s/4sS7MXzFUtLZ9DibykG77NLoD9J+pesiALubj61NRaZRlMnMj4dN1qG +s06Rgh+eUcCg5GDgv4ZJNHG2Wu2+8groj0VnHaWlgEeV1ZOfcJ6Piten1+A8 +v8zQJq+fSQ7F3wwNbHjGkGihw7Dsi1X4uxv+RbyfHMKw4sb63WFk7H7stM5h +Ajjs+lJ2k1HAlTOMrMqsQ0jo6BcPSUcCMC5t63+NogCfWeULO3sDqH3ncHxU +BgFIf/k66D6nBE/ps/YmPf2IfHdkUmOOAMzfhWzlnXH+C1JhB1z6kL1T1bC8 +ABFuhHw1vT1MDa89f11kSuhBhd/UCw4/IkIto57knRJa8Ot+lUEQ6UZVU8/n +SLKJ4FK9IH55nw4IzyM6pse7kEqw05RQGRE8iDPO088Z4I/2yOEkrU7EN3VX +xm6dCBcqN35IzTPCknO3S+yNHyhkce1r7BEM0s7GyJv/ZQbPN9/y5pzaUXrH +7WRdPjwvD3qZPb56DKQlOvymDrWgy73NZYevYZAtbhaKzbHD2TNf8tmlvqNb +CTRCcWYYxIV/GmvM4YR7iQGSNjFNKPLYgXpzF5wnnUKf3C/wAKlhCLFWuQEN +f7Id0n6PQYEe00hQDi/8sj/Ac8CvDlE4O21w4D7f3D/ru2CDAPR//HaagbIO +CU+UtfQmYXC/PJof7otAgZwiWRtPHXpwi+PhH5z/yt9b6w5yn4Fz1wsEE1ar +kXSE3nXGEvy8R8W8YTY7C8Zjb7o/XSlHT29w0ivgfj5qWuJKk5w0vE3PVBC/ +XIKETxTr7w7jueP50mRgtDzke0uVqwUVI5Kdgu3zuO81GOE4Rfod8Py9+69/ +sRBd2M2lX8P9Pyww86u8VYP6vO0l36AcVMznUdZPxDncXZm74KUFPbKf+MrC +k9DYuqirGc5Dz9UdE6lgPch6JqppohqJmM6SvZrCffII4YIYDa8B2JytqNJS +S0V9MXrTfr8xsGmxI14JMYLBTOdT4qxUEEG9x/0X5zMN/UWK3sdm8HayQU3o +YwLs60olfdjBc42C6OR7dmu4nHuHnRQs0cWsyCMY3r4qhc2w39keKAa+z0kI +piGCXEBJ+3/379JWnOVMcQJr7HXY2nF/OCTxs14Pb/9Qi8H6fJgb/Pk8M7V7 +LwSq1Dlc7HA+V3eSF28me4IoZ0S7XaY7JFYv52nj7Vs6LD7HiPvBA22Gg7Ov +/dH56E9s9/D2hZmyf77/CYLK6cGj6l+TUIVmeco7fF43fr1SElUJh1sl3iu8 +vlUgS/KgqLUW3z8hCrfue0ZDlMtd7UzZbNjJtRA6vIzBtlLqcfOqJHi2eU+E +c7QdsZgKnqb9S4QjuwNLjetFMPR9ePYVZROqyMm9b3QJzx0q83pjHWXgWEtR +Z/ukAkRvKe1WZWGgLXfu3+HrRWAWKY1megthels1Q9sSAy32tur7zxuBLpzm +d83bXtC4zKKtqD0Hl6PdtnRC5sC7l6265O0A9IR9CryWMw1Vh894aAouwMsC +UyuFwj54G7S/GPRwGeSbV55wdo7C9wMsm8099fBVbGn+88wy+GVeb/N6Own5 +F+7Ge/LVoADFk9/Ip+ZglpIs0ndjHrpfxNPtD34Dwt2jHD2Dk3Cg2fyTNu8K +mC6Huu34NKKDcycaOXej4aWxa6O2B+5HtkZSGH8XIbJSKjmN6wNA7HlG+jyN +ANwhbPwPz2eBYEcGVWBJBNhv+O/F4Pr5RlTh8/jLJMjL5j67cDcQfAJtzPLw +nJegaZD0KTMbGfWVH7/yE0PYxw3Fk3N9Src/3kxQr1pGbgVQ/ilkCiXkN0bx +VFHBHGNox7nQVaRAfk6goGMURhYTbQpm6ICmK1jZwnwZkT54sXSDcxoI8dtn +O+JooY15Ul1IeRHlrbH/G5+chX2TPfsidxpgcjj6lG92Ds9gFScEbywAnbUz +98dBKtCogE/hAbNI/nJo9903izC7tJTzYJgSYoYmWSJaplHqBotpw/wSKNuK +Xtcnp4AQZ6nD0y5TiPLc2pJx9zL8NqfgiFUnBxMj84gW/kkUc2++0zduBXzN +Tt4Q4CIH9gpG5QetY+iB1/rLk1dXge7iJ5/8cTIY/ZtCQsE7iuR87u4MVq5C +S752BMkOGVxMM1vQshlCl44sSbuaEaBvrZbKd4oMYpv/NlBZDyI7cWat2nAC +/H0meto0gxz86l9y2fv1o0gvf+mMXwQoGSYU3XqB544BLplBv140/4xBn/oy +EbTzq1N2P1DCwUVdNpIf3ci7M3UUIoiQo05J4zZHBZmipK6MDd2ofZNpvyGS +CILPLjyOeUcDo6FaCfY23YhBUf2cdgoRWuKCHny/SgceXhZi+s9wP1/bm/up +mQjqf3Oe88bSQ9flybE49k60vhYTZr9NhLrX+2/rSRjh6cyvEL2cdoSNsZt/ +5Mb9ZEWH1TAlM4RUv57v3mpBV5nUG0S1MLg5E//8Li8rRKukyKspf0fPnlmW +H8I533K+1i+hlw3i7yhfnbdtRp8l3wjW3sXgTvsboTfOJ+DHzLaJf2IDijQ/ +8I41AANrMxKHfi9u+MLPf7vhYz06/Fd+Ryoc55vrblIlIy+wVGZEfMivRz1/ +d2kEw3DdyTCk2j4mAKObx/ZNt2uQvnVi1dg3DPTI6HxmjYXhAotp2ct8hEIT +vGzXq3FfLeT7wXNDDEr5k1qSDlUgYzPfm+0dGJw1ZJ9ReyUBtBObV88nVqB8 +SdbasDYMDL3F+a2yzkFN/U3yDyblyDHlMIEB1wUsdcbgbr8c7HIk3JcvykNT +PHt8LDh/fg8rJPW1K4FmdhBN3nwqOlEkfose55iywZsq0kxV0HlwxeNOSjqK +NvZnKdrEYLxXOJhmRxN0L1IfaJVPQ2OX2QK6/vu85dPdzGhtXeBrtmQ9OP0N +9a4cY2Faw/n8VbXnq7ABWBkmrv6ldYXc/MXGWZyrx1p3jzGS3IAi+/Wog0n+ +MNzvE2KN15nSe/yvetwG1SShH8yrMchP3bX9Ke6rlVWxpLOp1rAnwsByMjYV +fTI3sT2Pj/Pipdrc6E17cHSKc2EKSIDtqB3TIFwvKOdfRmWnOoIcpWF4wXo8 +yJnfeT6E1w1LB0Ooqx/BkaOuNb9CCyDB7G7YmTkMSlje6VamecHPhaWGD8HF +UPCQQw+N4vxslKyX2fSBB7wtd9ilUuGdjirE4/P1k6icG5ULgkZhn04BpQbg +Ph/Khb3FOf/Ou6lHLhROZRZq73IVgPfya7UzMxhc9yr841saAzOvZqmQiQds +Oly6lo1zKp24NhaunwziheVa7TRNIBrFJXEH53aJllwRj3I+VFX7bVzJ6gTZ +GouDN9qJcFQyYkWVLR9qNOoOlFF6Qv8CE+NUNwZK58X3i2vKIMVJYV+4JAQi +TpkZnojHYO38NbIsrTpwko66yR5eCU8LWWwejq3AMy+P0uXwcfhXTFUUUDgF +x0OrNnyWFiBDZrQkIHAADuQaRhYJI2iw+9BxqGQRuP2PuK6tzYAEkV6SXbYe +/bl2si7DfxEYicFq7UszEGH9OWeXrgleG3eXNt1YAjeR/NKfGdMgYP62bLak +HhGNAlc5bX3QqeTQs+6hGKwmdtESP+ciD5b59sf3EfS2HPX2wM8Bt9VpY/cX +9cjbHtbf0DdDuN9uptJBDMqf7L64Z5GMrrwOyx3extCpnwt39fj6lCoDcn8Y +319BIQeIFU0ek6gzbr8mf4UeXt204SgqWUHMH9Qo1bcnoJVJg5NtnA5ipbjy +beyW0KJR12mHRzPwnMa12VuADsh5PILTnswj6+FQPr3meUiqK7O7aUoDsYyK +2iL/ZtG3T+HjnQKLcDk8q/iWFjV436Tf1HCaQWJ38gzD7uHz/cCQUTBECeTR +DBM80VNIgZL0qX7pMq5LDx4dE6UAcynHeknSSZRq9sj4af4KJEdXXIs+Qw5b +LzZOkZqPo/TUCd9gkVXYlJqdkW0nAw7WdY2XWSPomhaluMHwKlSMk3x29icD +3ydOpilKQ0g2gOl1ox0Bpuo0KPpekYFWphk74/wAOunee9g+mwDsgYlNhel4 +/c2LlPtM/ej8NBynJCdC8fngyPMHyYFBt0Zb6XAvGonqFj5qQ4Shm+kmEY3k +0Cw1Z2Y/2Y3ulLHuBIcS8dwSmJHyHR9/VyPjZFM3+vSOitII5zapxzsxhVAq +oGtIE3z9owsRunkYrSuIcPeT4R1VShqw2JdVlgzoRJYjCeMFS0RgOOdf1XyI +Dvql6fiE9dsRyYRT7XkBDIplfdyZj9HDpTzR4bKKVjRIb3TjpiIGb3fIRNsC +GWBG9jxG/Q334dqt6k43Mcg/KpzWYccEPIeO96n9+o76ZSbPTOG+fUPIzX48 +lQX0W50P9Sw1ofzqtpB6B9wvZRc+n+JgA2dCaNrbUw3oLAW/Mm8QBjqtyq/S +/Y9D8rGavWOrdWicbWNW5DMGwgHmG6VM3CArl6ts1FyHWKOcuUNiMGA5alq1 +Hn8SSks9JkyOIbQozoXdqMPP9bffjtJK/FAjOfLVTLkCtWEJPlvtGEwYhRif +nBeCFEQYdrlajmQ/h7SfwzmcoeUe+E9RDNidEm3f3ixEJ3r/irnhfDi2e9LI +XEYCfNvPL0wWFKBBmz5nIZxLH+U/JKtLn4PgPl1yypoEpBDc4e2Jc8wtK0sh +JlIWShdl4gQ7olCP5x3L/+7/uhibMMkupQTLXWHflbLjEZVYtN5xPA83k3h5 +SnTj7AqboP7+KR453BEdFMDr4b8suyOTNYEhdfLv1PkYNNVSYZyG8/b4AImt +mr0uPMooln5C/wjs3K4cmsH57Ge2uS06rA93L/zyiqsPhQj71zSPcT9MYyho +/fbmDRjfFWtPCvuAut9aYI14Pbljw/zrkBnkHJz0dSCJRA6UX/gW8XHesxQc +Fii1Bvj21zBN7xsczwfvKFwvKh5KzY653AWWqdsPVLYzYPpUC/f7DQw+9w1t +SfM6QURzTEti5VcgjZfV3l7HICZP48T460fwomNO7ZRZCtyeE3KcwHUhNM26 +JvOzF2g+F7MYtkqDQWO9CSGc23czPlud8vID3cXnCrktuXBEzlPGZQWD1Cga +mXnfQFiTdl8TaKsC2iCz1CTct78hqFRdrQqHJw+mN+rWa0EtXX2VLAFfz8FR +Vo3EWDAVVH5Y87oVpnzbJHnk8RxUUaxwdj0Rqg+OJLvuF8CKSfh4aScGXA0G +cpL5udB5c0T8p1Q9rJcd1fB/iq/PcTnRcLMi2OPV2li++QM22nZfuvYT4WHa +obeuyuVQUU75T0etATz6XeM3WDDYKfV0ZfjUAN3yJykMqLuBg8+XVsiJAIl6 +zqYptl1Q9e7bfsDDenTswZuLA92jYGDd0mdwfBVas/cvoTszKGVUwcprrhum +5WYu6X9ZgGiNUi+KkTb4ligkOUyzCloPigodT4+AME2HS9VYPhwYXLQ9njEF +w8XH+zg/LEO+yVMH56xaNComOio0/AHK9vUu0aZiMKYSWJhKXQychLhqxx/d +wBlQ5HHLhQij/RVYg0QJxPUbiryfzQNyzxH32Xq8vbe4wpnTXyHdbivI4fB3 +SO+p3zDCz3FvsOOTezvvYWY3up5CvBmYR8Teu9pjEEi1Y79/8ytyeHvg4sNf +GPrtf/F9+4VepScMt/798F9BL9aUHrPpTSJnwSuKptfo4Lm4QrihwjK6MFLM +b311Gq5LBoT2btGDseLGU4HgRdSydvyH76tZKInfkOJJw32+o26YtPQ8OnPy +dAs7+QK0GBz1/VREDRWBtQH3WeYQo5yVdTL9IpjYmvVXcuJ5wSPG0tRjGuku +Hj53gnMZNL3Gd62qKaDVi1430GES0bNF3pt3XYEwBYt+gyJyIDlPzrI3PI4i ++z6aMJCvwvsVKa2Uf2QwFH9BfdxhFKn0+LitZKxCYt/Yv2M6ZGAspF9M/m0I +cT1Szf1ymQD81p3N4jlHgfo92b1OuUH0kfrA3oNYAvxDfQlUo0eBvI0+NOVS +P/ro9LEz5R8BZtTlWNt+H4Wi12cX7/v3ooTxvJMbekSQzN2t8L5IBmqhL3Q5 +2HqRWsb3/nALIojQLKtSMZFDyVxc26B+D3rNtfCpz4sIdumHTmv9I4eci040 +rmVdKLL1DqcDwn170nU6SwNKMLbbO3akowPp7P+wkqfFoLXLm9XyBxVwTPF/ +txFpR6l5QXNeQhio3GWjyRiiAYnL43636FpRwq7efosGrvfjcV8iQuiAr6/T +LkbnO1JyYbZzuo2BZMDM69+/6eFOIBkWcK4Z0YpRsvPfx0BD30STb5sR+s41 +lQoENqBMxVMfTwZikPRL5fSZYWYQvp1yeFWzFk2XZDiTfsWAQ33ibQffMTA/ +EV3fE1GLTljffiKQjsHrdoXN24gDWEY7T8/fqkUbNwy7r2XivrH001jdCy5w +ONjqoJiI0INxo0uSNRjQx3/cvNLNA3YegwdNCstRxmBMxsQPDFbMJ26d9uGD +wpeT2CSxBDHuXsyjHsLAxakh//QZIThp+JczzTwHzcoLbMpg+Hl3Tn588a8o +fPl+UNukMwddyXpTcpmIAX+/zwnTDXHgyLSUiyzLRI8KlJh2fmEgUBSzTbwt +BVImqhJfrBNRjUzMBifO/1ffbiyS8cqCICnRWjEpHZGRq4iW4P785Q+CXRWj +Eiy9FSWkb0ai3awIvxqct4WEY2e0DVWh+ekT1XGjT8ig4qcrI15XED+VLxKp +CdQf4vvCLQPRxXqNIjWc86XKtzInvS4BvS61L5euJwr5nWZQgdevMY+LjP/Q +B2Wdn4Sup0koxbfjpOMfDL5S54SSu9yA7Z3MQ2/jg2CFRJrmIN7+5MqT3zOn +zSByv6mMEWUBZeADP16c28MeovZRJVaAkXgaXjIJhzXVtuxTuF7suVzKWPa+ +B2rxgr7apomwt9U7So/P1/noocP8nY5AkyA6TWWdCZSj/Ff4cF1gVrxkLN/i +Bv3s+5r5Qt9gNSDM5BWuIyZ0wjmCXp4QXIgeK3bXwUqAQmHef/q+XFlNIewL +Y5tMoa9N6wCI2jJrcRjo/tP+QKgNhMjqfMUBYhbwvrpuwfwT37fmGp2jtBGg +uyvxrm0nA841G3hjeN3umbLQ9W+xkGHvSdPklg2pepr9c/MYULi3i2BNaVCT +/OH9Z6ZaGH9RNPvpEwYBC2F/Xf7lQFVlYvwR8XzwrN/jTarC4ODAx4Myv0rB +xs8j88q1SjDqVkzhCcb7OV10S1y7ClIgk3CkuwWWaHZdKdqI0Fp87fZRrka4 +9t7qgqfbEBKZ2iDVZVoGckJ/KMvvYVhLbGuXaJ5GZdfKfvrQ5UL0air2t2sJ +uH3inNgyRyBbK2tFLnge7l/tknn1dwrGHk/7dmv2Qpuw153gd4tg52cY92Rg +Crysg+YS9DtBx92N/Hl5H4yc4pUs2l7F9e75gkpUC1B7dJCsnqiFpJaTyvN4 +/pYhU1Et9K0GxTWPDQf6Xogrn0j7zE4EAYuChnWjXpi/JS+qk1oLQk8xlbQd +AoTwaeMv1f/xveD/7fOc0Zp61Ef249CNUHnJ57sYukQSSZlV3qN0POFXGf38 +KrobItxz5fkIEndLj6+rYoH1dh8mt6kl9PiU1au5rmngV3l0OvcOA1w/6X2N +p3QBHQ7uUe58OgfZTBb0aQN0QLbzL+VI8RwacP5rLeC1AMKmi3dm3tHAsFXA +FhnDDHra/rDvRt4SPNgviNlSpoLj2nMLgsGTqH50y0vDYgXuZLNICn2mgOry +k/1uUeNIt1b4jQbHKpT3eb5uTCIH8hdJNh6ao+iK1COK+YJVGOgjHnXaIQOv +iSCtSbIhlJcs8VbVhQCm/LbVygxkkFFHyu3mO4CY7HZ6ntcSQPrF1yuvY47C +z+jquIzGPjQpt78ly0qER/uF1TFvjsKv+AH76Kge9FBgTiHQjQhvzo9cJ8Pr +0rclDL3/duP8ZNaSCSKCkZLaFCMbGZzej3uXotuFFKgE95Y6iBD0kc3wWh0Z +0JMMkKek/UCOPqTrTw9g0DPocvtYLDkoFGf0N3K2oVSD9+bjMhi8WBg7sxZN +ATZ1hH8GT1uQd8xHjnE9nEsfuPKnXajg2IZ1mPX2dxS/VioTg+v67ttzmoxq +NHDQ3unAsfYmtCVx4Q6PE37e2yPsnpyig6mV+O2SxgbEvBd3IMwfg8RnV1u6 +XtHDcLvcibDROnSxLEWwCT+/E8VBV+gdGUFu+buzKqEG3SO/7qqajfvz/uVp +04vM4PitP5/frg6xC6dnXcPz7/m4gskXK6zw9LjbrihNLSoRpLRnxXNmzGPz +S6tCHMDGHTT8db4S9fVsZRKaMNg2d3c7EskJG0GUQ98ulKPzdT5pFrhvb1gd +QfZ3eUD55Zs7D6tKEPVtuYEknPP/ngnV69HywdPnFZqXrhSgktZGWVGcA8bJ +ardsLATh2KDTo83JfHTTsbJWbQGDo0pml8brRcEsMIYyR70QXaS5sJaF+/8x +pR7L2ipxIEg4q6zZZKN6vca2MJwzY+2fmsQyJaFNqKw2ziANWQvbmCHcx17W +La6Y4JAF5iRbkrprCSiv6FJmFc7JU1EPBm5cVISfUqUiEaGxiCjAF2CE+3n/ +IwWbcjdVgel4j3LfjQjEOR0mSfXvv/vLvm7rndGEXw806s2DfFClmuCBQJzb +N97/nZXRvwRl8FqdIcgURU1zXN7F60rO8nkOLFchVcfF34HlE4i4eHJz4zoC +otbTh1KuA4/nS+UnAq7QcIl9fRpvj1DRfc1vt0HEKHjP+nc4VGb+EWT9j/O0 +HRZ0R6zBr0//xaHuPHAVuGXbsoRBjj+p2FGKe8Bg2lKQQVEKLdkyY0mD+Hgq +Mt0/1juCbJ9/8z2dYpCdqmyZHsPgw4FJm4glNyh73vpa178BeBw0I0hwP6BR +cakx/Ygn8M6uKGb318BEj+i51/g+uR5+cf3QUz94c/Mv/bP/Q9d5h2P1x/9f +ZGelZBUhCUkaQjxLRsOoSEaTT0iSMlIJSValZFbIyB7ZQhwre8+MMsu+TzQp +/E7X9/vX73f9/rqv63Wd64z3eb+ez8fz3Od+3zJFOPU84a9AJwnudOmBAsq3 +pIc6vpgsBONJlNAbOmrcrJtzG9dIhiPx7Ru9WZVkvHmSdaeU8i8ZgXX1nGsi +UcqsxCc/2QiRVZ6x6hJUvpO7Rl9skQCBTWWTHCyFRPXFjJQP2SRKDCUq7/m9 +xe1Jr2s2zLmEzlTWWaUCih/c7iZ7+xbDJ1Lf4OfPLFy8y7uQ9YiEYK3mDT/b +SkRw9PAPrC8nnJYYrC8Y0ZBl+cLH9k475GwZLIsLkom2sHYhKf8Z7BT1fZhe +NYA8aZWNWUeGcepYJsv8wCgiyIuBkXIjeHk37+1tlmisVecYtsqagEVZ2T4R +wzHY8K3fyc1TRGwucnd7Vv4ZL7eXBSqojuP8xVzD/ep18NsVadA11onxI9Xl +D4Jn0dX35YN8dDfo8hhZGjNyMYZ2kTPts0jZWfFsnrULX//3s3ajydK44Qzm +b1QHv2BOJVLoZFs6iQBk3TrVlkBxzeWaz65xCtn4eLXL004rHxc1MtxEG/// +7/M/mJsUmj+UQCSv2c5z4DdJWPdqe+oKdajRXT0kGqk0Q0TOB2d/3fqJWLP1 +5rln2mvxU8yjkJifIJ6LKy6KsVFn2Swbtkjp/5mKZqtrrF8IwdKpuO+7xrFl +9+sfvOd4wFgtvvzu0ihhZfSs18JhEmXb5AesJ7jwMN14+mjqEOHVfOdF3fFp +pNlPkjdfrsF4Wfh+EZ1BIvjgrd6EyWkclvs0aF/ABm6t22FvXg8QvMklWyoj +qfvSKHv4x2lWOD/vjK/c2UsMG15L9bOZhb3T9RaPCyy4Zqlh0ZPbTYzrCpWv +n57F8Qt8poqVzDDbIXnZ36eL+P1LdjFQjAZaG98laxtm7FBxGyd8O4jQPWx1 +fLdoqOSO9eCYY8JOlS1H0sXaCU/N79pKmTQsBfWs37+VGYvPxU3Kj7UScuc4 +jy3PUb5gKHNgpyczSvI6P56nayYkJUpyGoVIaM5kXdTbxoJKQU5PD5d6gpPr +6+FJSs9NUnI+PGljwaeXFy40RdYR5k4vVmmZUjz8MpzBgIkNyv+lKS4x1BEr +auF7WcxJmB/0/ujVy45ugQ9rj7x6T8SGnJHR8idR6Xljd6Y3B7hHXZdzDlUR +fGdO5b8JJyE+KvFBJ5EL3r/ov3EcrCCCeDM6NChuVwiL0rvGyYMxua7w650V +xKYy/5bBBBLtYs8jzq+s/beeq/tNjwoi08CR+TfF81FqlldYJtfhhExiudoQ +QWhs26SOMhJNp857WCpuwLluFXpl42Lie/cUnRil5yPajKyL8oLoJWqZ4869 +JWLacg819pFg7A0JG6raCIXibBtzpwKi4uejIF9KZ2oPd6r84tqMU3f5gw5e +zyGsnR9sPD1BIoiTdljutjikLZweFJ/LIe7Ghsp4UfWxy7QuH1IS3TvmLST3 +ZxIbud8/8KT4X78t2vaElgy4lJNXGBISCEHxSeE/v0i0Cv3R2bZfHo5E9I4w +iVeEDUt80x5KfxgaHcoV9uzCz8LiA3wvo4lvftlPMv+Q6O222WyUoQg/dw/L +lnuBhK5GnHYTpavSIuFSA7H78SrW0PoXVzDBvI1F4ipVp0npDU9sVUdC3ZdA +GvNZlPku7v73fetZx5TTCfFaUPV7VML6NBSaVv9tpKe291l29/2SfwzVDda2 +EU05iPArLbhB+ddh1TjXxdcncLRxb6mSSQZ2GolfDqV4+0BXU7RXzWmQlsYX +9UJeg+/NGP9ZKhccK3YfZeA/h6mkSB8n1kKwpq1E5FJ6fvSK4p8Ebgs8S2Dv +bnIvQubex0nfOkioSofbSorbIFuS9/W7H3kotVD0KhomEXy0PerP8+vwEAk9 +Nmifj0T/fVdOD1GcEKh/cfMVZ+yx7lAN0chEvUWmggQ1zuWa9XslA+7h9U7/ +fuWmLOyX/KQZMk3lqYWBzYO3fRGQpONnK54Pr8AL92Wo/TiZsBX6cQZi0vnk +8sv0Ylx/uz61vYnKRyee1L+2DYPXsrJ5nWUVfseFHD4QTGLH2F9a0OuXOFKX +/t53KJ6gvxMgtHGGGrd2wTe8W9PAPd7796d/OHFb7ybDA8rfxdePau27movv +HUf+vi1phyQ7241gXRoKxq4OP6NR3OzoGpi0tQ5/r/ptJPNoEPxSdEkprw5d +mrd5ElPDiOtzOkIxOTT00TWJMvxtw8VbRYbyIznwZPd6b1M9DuPHm7o4tT6j +Tc9/XIilneBr33xnUrgN4bccL5e5zmKo2crhpGUt4S0i8HZLzgTmHfdqF1iP +ov502FkG8Vq4B4l3ZlhPI3Dps8RW4hOOhKxstfoWC4uGs07+A/UotdGq6jlE +5cJ1+vmOQtnEKq1fZ3WCKhF92FFqkOpvd3cfD5ulTEJhvv1UnkUKXJXzypio +6xZI3cYhy8Dz/6zbsNXXd3rLs0iCyUP7Yshfkjgj9sG9OaldLeRHl7SG3yxx +47ua1MnoD8QprcPVe4wEcY23debg1BciT9RNmMXoC85c++xgcZwXTJtCL0zw +jBEDzYll7jMTeGzRyLYjlwemte3+AyLDxK4LAfx6LNPoJSeu1olwQzHQ3vDU ++U9E+OVQGiFN6TNHSsZDKw4E+n971abdT6gfJxLd5mcQbrAq9RHYEa2RVK2q +20OcjD7VV9w0iwrTdskvV1kRducOT//tLkJ555JSlwQNSVelAh9fpPRTX/Gn +Y30HMX1i1OuOHQ1H5bXSpOqZ0a+h9/2/yjaCQTOtW6KUBtu/H/dymzAD+6rZ +P0y1EOeS85pVlmg4F9G//nkzExiUKpOGehqJ0APqIXrbSaReHH+0s58JLypn +dXa51hMdtqaqBZQ+n8h4JxSswox6x+bS0M5aYrFE4Yr5fyTVb/GjW5uYsZre +0/2JTQ2hx1zWVeZEwkG3x+b1KxaoiZrsOlxdTdC9G/f99727JP8xpDSxIivr +3asi30qCL/nWHBuVi2cFaOXgYMd4m0PhNuZKQueizI3F1ySu07ZqcqzlgEFA +xOvq7eWEwbps5tE8EvynGdXp5jmh0X70xu8ggvAbihOyLydxreLJ5+9fubFK +eeST3gpBXFKw064gqPkxpPtLrXUtfizsd1WguPqbuUhoPMXV6UZPXraeXQeT +vvQYk1f5hK/mgs+3QRJ72omxnS188FWKflPwO59IzbrR++0Txe0C3+KuNgmg +5URDkfLdHILzosqEEqXDJ2U8soMMN2Ks1C1qSSOJkF89+aqe4ueD+Ya5WtGi +uLqkv5nrZwKR6Pedo4LS4WRnZ+d2e3HIrGG5vs8tljDYKPb433qYdPkv7e1d +JDFyktbGeDqM+GDLJTZIcW/VOY4e50ppKJxJOxK1FEBYJ19o+/e+us1cfNfD +VfJY1LDz9RYPI1b1sNr/e+7twaH16bDhLiyWJs0u7ntI2J3KDNOithd8sPhT +Vl0Rm3sVNnRaP8SqkMnf/57DjITVxrYE7kfUb8XEDDIavu1JzF6U/t+WE56O +e38QjrF3nHp2J0J36wsEU+dv85+g1ZZbWuDXL5/4XZ0C0f9aUfedhF/X+rHh +/qO4bu+o2r86ExYHbP9+pXTy55tfgkV0JzGgpC//U/stfmbuVuPqJ/FtQbq7 +Vt4YZ0psll0U88Ecmr9zHaXDC+LTK1p7z+F56eJs5e4UFCYmsar+IHFByVHq +bbUFPKUZDyvcewu6qHGe05Sful14JDGUZIOqgOFB3a0E/MvZrVgqqfnAd5P/ +tvoNpBQYs8iV5aN1YbnoBnV//9pw9rsW38Srh9dzZmuzcVXEZfwllQs0hBSM +mXLu4bmbZVBYZD4+X8um+4/a/vBDbwd3A180FqV0LspW4aXRzgFHiiue/15c +r/frKRqurCsqtqyHbbhKX4Uuibrg/HS2T6G42/LYfb97CdLcXF+ve0/i6m/H +6IDX0fDXe8GzP+M9jhj4MDO5Uzki+o+w+EAy9nBo+uTxVCJfsefO6iAS7y5U +hO1KzgS92E3rSyfqUC+9KiCUkcpr0rz6hiEVaPGx02nuTycira4YFUbQ8Plm +dxmXRjsIYztxYbVi4qP5puSpMhreNPxaZjZoRd8R7YCXTzsJxvXV01MBI9Dk +eqQW+n0cDjVjubU5ZdhhrS3+e+4L2FbfDNk2+RkyYlv6JZs/wOtFrHrqvilo +lpO7Jpn6ka81tpYhtoSIuWbxkpF+FJY8AY5Rtyah7pEpkMXaToyvWx0sPFQJ +heTqk0d1aPh+Lc8qvCOfEK07yTUdXAI3y5Y3mkkkxLYz82z0SSeqDwU5O6Vk +4/Om2S3eA1S+yb1lNoBIYvWfJMPi2GBwskthmeqP6NueDDz9UcRRHoU8bUrP +a85TjH2wXc3NxOzCbtZZojegknzxpY/AiIOyiD4/XL7eF1t36jORNmq+cUff +OIquhI4anFqHkQ0rbQrTw8QPV+VHyvenEBfAGcfWz4PbD/teWdl/Iuq9lSUk +JGfgFXuBK4CeG/d9VpY8lvqIoFz5sVGGWZxl0zRbncqBpb6/Z/fK9hATAd7a +Mp2z6NPbmXZGkB3JaRddZX91EvrpD5oWVGgI+yZ3bs6OFbUdnYf+1LcT09Fq +3z+G0uBx04uj+gALnPI5W0TzW4gTq1n8Iumo/PvEMYXrDDP4ProWBKKJMKq4 +fVpjK4mMRJWEJSlmsFXQGWx/X0+M/Lo00XWU4pmA7D9Gz5iwlcHI4mlBLXE6 +7O9g6yUSW3bcd4AXE3Ys/a67taWG4JsKSJ13IbF74s1Gvp9MsOG5vJGXo4rg +mBo69PEFifh9ZRmNuszwlpgbeFBeQXDLTz8KSiSxzrSiJ/sSCzzIQbFHbmXE +akMaX04x1afDs7td9rOi4XeaUfKGciL5hqtSbP6/9zo+/OKdpri9Mfe3jmoZ +Ef8qyKGphIS9ZZrdk0droD6xsv+KaBEhnGpWr9RF6eRP2QXGtZxgDPoWEohi +ImbALNr53/MQg2DmQw3cOHcvZa6jNY+gi3+rs2uExFtVtu1XZddCYOpi9aXJ +HMLP2LFMjuLG/Gs/GKLXrINo1fGPXQU5RMBS21Dy+L/1XmrWiwTzQcqd3cb9 +Tzqxf52ayBzFk1J5Nb8GNgtQPJQfflc5jti/XtVn37/nwIlC9rFGwmB54Xdn +0uA1seRGc/SnOJP28P006y1RTG0yOT0hGkOIxnUI2PxbN9iK9cXyJnF8F6L3 +f77xHvFxMqQ4n9JVbkJy8ICgJE55Hclxue5LfGk9H/LvvfHulk+xG55JI67P +PHCP013i7lBGzr/3xoUOb23b/WUHtp9+0d3oFAirFXuWFoqT/To3iXH/VMD5 +HEu1Rc5QzApKqP573zv39xrNhOa98FDz5zn38jXUmdc+PEOdp2sN3cW5CRUM +X70RqjWcgoLDkk9yKH22p4/Q+TR0EFPFXz8K2aZiKUfPWpWqH9o1E1eepIUT +C7pfs6/nYEMuu9kpytdUzA7nKDQdxUDyw0MBzpkYKu96w0rpeYvGgWhr7pN4 +93oqrJaIB3fE6Zfhv6m8/eOn49IPY8wy9nypJ9IwFBb5kIvK4aNL23Yp8Z3H +YLXNnp1HCkDnqGm9mvLTXS8u8pcesUBD2Za2G5cLMbwu6o1bD4l9KxrWWzmv +oKNtxuPgjkIEMC54yFI8v2Q2Lunz+wbOys5WXfhYiSBHj8rnESRqDP/aT+u4 +IIyxrCL2Rgmyj1VIa9aRuFMx1e3w2RMpXFdUc3TKIWLSt6SbS3H4BMc3iX0+ +EElwTLV5/h7zF0uJQ34k8k5lKk52BWLXYf1BkfpKiJYNes5SfeGqPnE33/M5 +dMy3vc/nbYT6A6Zkld0kfDlTWpJ1o9EpjoEHc+nEUqLR+R1Ujqv7dfyR495s +pP864ti8J5P47/WdV03U+evcfUoXtyYHFdcOizDoviAaN972bqFyZSmhZeCm +VIF7mk1ydqwO8DX6ualkLQlDy/vJmUHN0C51uzFmWwv2n/d+uFK64WR1Yqko +rBEHQ8MCDn54D24tzZafcTOoCuH5Unm+D5YvOM5wNQ4BR90L9bdMwNrxglTH +7l7kHyr4m1XaiKj8trESty+wXCcZqhL+GUmHzbjn3B4ShQ9N8pRDR+Dudn3W +l30KjbS0eC7jJmw+WvNfy8Fu3OMP/eO9YRbcJfGhR85XgO/dakbMZ4IvfQ8T +43MSTw33DHuZPMPFxbsHHUWf40D/zzzFf+ttOFhFOLcFE+mTLwP0lkkieNVm +h8iJNrXAk4LHRM1oRI7z6oIVdBJGMVf4y/TFIO7z2Ed/eZi4HPyyQNN5Cm9l +RC9eO7ke684l2xxX+USYDzKq2O2egUvD4dcal9di6eex/47P9xJdR29HBh2Y +xVzPM9/d57mxc/nFSNtUN1G1S5xWNzSLLazG985+4kCLeVtmo2U7cfD5caV1 +CTT86GTXb2dhh/Balozgsy2EiFeLthoTicz+zvVL0az4ez/DpCK3njjU1mSS +f4ziSd9HxReYWHDaNaZ68HodwbJ+Wd3zDOXv+nXi/dbMIIMMja+3VBMsdIrX +B11JEMedNy0yMkNoziA/8UkF4Wcy2HSZuu+/NipsPWjDBG+71aatl8uJKydo +DD05JC4yaCUSlG6feHqii320lDD9tZdFqorKdwObbRLCmfBk7YhQu30JIbH1 +fnk8Nc+vGPII9SgyY8XzLcehve+Iz8+YnAWbSdSzXz41ws+C9sWK0Jq2QmIy +Jv2qcjcJ+Vvb4klRVnxYHKx++jifMDK6Pb+Fyqcvx7X2e6Sz4b3V6qUe1mzi +cvJ74zgqz3Zm+ZaZ063BEFfOSctD2URs2A47UareGm3/hibMiQ/DAc1+mZnE +p9Cwp89oFGeKP1yd4ckN5jQ30T3fk4j5x/MFhygevhbBa76D5IFTfPLmNTmJ +xLnSKxL7KJ50SwyX+zHLCx1E58zteUGMvG8dOk5xLPdGky2b1/NhvYKzoOal +QMKPr/xMG6V735Nt2wsG+eEoGrS8AaHEjyEVJh6qHpX6fFzOWBhDE01Hjnf7 +Ee/KzfhMKF09/1HyTZShKJ5fP3X7V5EXXgXz+wdT9Qc3dkZ1BotBgjt8kDzp +h72jBnHn/30vObQrm5SSxJ1ar93hmwNhGLnLqY/aP7+w92UbO2ksRNE/8mqN +wXhygCgbpf8Jh82/WintAC2shFOxPxGXZua3C1LX9eKvtpKY1C4sfZHSlbFK +wbGrVf4CFMfOzZVYTjTsBcPpE+ZPMlPxjOvTG3pKhxV2nGm/zLgfxg+D7QcK +0wFLNym5eUrn9/y5kTh2EAXK08eiR9/iZOFTJ3kqvyTz7/qbK6AF2QcsfO5r +c7F4oPxb9RcSzZyHHyXq64CfyUP+jEUWPvDXu/POkljkr6qNenUSU1GWJeN3 +30JiZP/vyxQ/B0vY+3yINcZE2+EOl23lcMkNfrWa8vGA+0sNs9HnkDeu5CGj +Uwzh5rcrGpQvByYN6WxS+g8NRgXksmYeTLTnDkVROXyqzKJY9scVnPlenP1a +j4Cz3Fzb1QoSa1zqTwgq3MBiH9vJG3OFYDtcURJH+b5USacrz5M7GN75R5Ph +YSV42EmLl69IxC52tu4t98Q+V8MElbIWPO1Oc7VcoaHrc07VF8IHcyZO9a8b +KhHIoJQw/JK6XvWaFtuPQSDziPnxwmqc1OHqd7xD5Vbpkzfe+4bjphUD96Zr +79FhHmIj4EWiwGBlebEmAeNSBzjCwikdO7rpyr4QKmd9Ntzz/W0Wfp2f9l/S +7cJq+bU8uoI0pKwSkfmdmYmnFrpX8zRa8WT/QfIBpcOO24fqhnsrMGSdbq39 +2I+Q9nn6RJegoWODy6qK/DZIMP+SfWveAT2+CyEPxmbRueWEV7JULV4JCvtW +LQ5hx2hpynDrBPLlRVNcP3chZW327u1jzchb2VMc4zEATbpG2cNh07iyoBrh +bdUJBYaO1MdvhuG4j9+9O24CHFz+ahyN3bA2yZ9ziB6CVJ+eukjfBFTkHu+Q +c42BMv2XVnqbTlhcXTXArk/DwNPNDNcKMoijJeZ6NKNMPKv/W+1J9X3LrRx3 +reVyKBr+zAp7lgSFPXOKIvEkzO41SuxFNLYNP/x64KY3Rgvuxl2k5rulk4Pg +Bd4QIjKooOoQpedJW5zctaPb1OwngyPkTGnEluKepUTNTqJ8leuNsk0SOFVw +VCJxWz9x0HLX8ZCFGQR90VeQj+GDPvPoq+DwbiLhzd9Yu6+z0LBT+k47zYvv +pR2272Pbia9iAxUMkTSMNXgo/6rhBuPAr6HRuHpC7lrH+QgdEv13jYvkmjkQ +bD315s9sNfGcab+HK3XfDT/Tnx/ZyY6AbyUNO9TeE6m/uSIuBZDoW/9I1ecZ +K8ZSLUwb3lYSaeEtIdujSIyxLvBsPcQCoaRaNjG6CuKJ5SGEZZBIMjruM6/G +jMkEdJ/1fkeI/zSM/9tIQlO0KnyfBxPqZE/VLo8VEsMW8XR/qfnMv0dDskGT +CSy7eX1cugqIKs6fZ65QeebNKrU1p62YYN1ict9CLI9QunBtH+sY5YuWiU/0 +3ZmQ23v6HntzDhHsntb/7/nnVGHh8XkhZtz748veW5lO2GRHyGyhdMCs9GK3 ++TtmcNq3TFT0pxF6gT1Ci1R9xafHqHiaBRq5hzi370gmlNVYXdb/Wydk6Iq5 +wy42lN28pd40lkiouW4Q4qV0SZu/SWldJzsW8gLHbjJGEU7DJx7cpnz6XuZG +N40CDuSp0hn2fQwmag8z+ulQuufa/ekSD7ixd0pPSprjGfHhSPrGon/PgeWY +bx6r48GeNybb2c29CFHJ1aLhlH4K39C42vqCF1o72xIe/blBSLmkuUxS9TTi +zFmhjvXQ4lvlb1buDJ7AnOjBf+ur7NicfC2BHx/KDiVy3nmGzvNBtin/1uN6 +y8kyKCKM63LFImU+YVj8XLL/3/93+EorpzvziMJnU7A9k2QMdvGLnrGi5qXR ++rJFtgdi4LNZzNW9H4cbMxut1lA8n+fqpysqLYkto8cF3b8noL78nFQlNQ7z +j4OfKh+UButGbrvEV0nws32n+oAatyHfgD3z3+WQIfd4nUNlBkraj8/8W4+3 +uetBehXTLpi+3M6cE5iPLJmKTYJU/3SVOpSO5+5FPhHzbY99Ns54btleOEXx +cE9l2vOq/XCyaT/HXpUPvk+xxf6DFD+cOz8/5HcQ1yMHTLW7C1AceP2aNTVP +vppUKzn2aoH3zuO3j6m6vvDzk1ZU3ZRReVn4uQ6WRcT2yngUQCpi6qwVxZmx +qdXu32QMoGAYqTr59y3se2YvD1KcqbRVARwmxlDaO37lz9MSZIRq60lTnJDk +lHbUlO0CzuR1tFW1Enhe1XjRuYzih010Ylrsl9Aaf0noPVM5OlqqfkkWkPCu +1+Mm9G2xV2HiaRVbGVo3qiWfIEhwRHnd1+R2gMGf1/GMmyrw5nHCBtN0EgaX +NZT4n96GQ3BAe9iVatT/mktkvUdxr53nXtvee+CxrYz8SflIsoj1JuNWavt3 +1YcjaAEY3xAdplFfBodTFrvdqeOuXBk4MDIWDItdq3XvP6pE+ul5c8tIEnIv +N0q7bH6Olj9uBocft+K2F/nVYJiGnEaNn2U7EiCYpPrE50IPesoSI4VKZ9G7 +MeXPhicpSC20Y3jf2AXV55dsHn+bheC+M0eWqvNhXpSvyhhQj9+zVRY/BWbg +9Prh376QfgQ6uBVc622CwF9Bv/rv00hMG/7Afaof498O/Kb/0g01/ZffdzDP +oojIvWh3thFxZpffmZ3qJqzptVYS5UfRylfDcIF9HDUMpZPs+1qI5RM3+0W8 +RjA5v0AEj09gbj9XX7RLPHINNmaKbxrG70tL5z/STUNMwNAldX8B1rVllNN7 +f8A7veEqYZtZSvd8d5ycKMbNnmkW9W26hL3iYpJsC9XH/jnro1aVYJdkttja +KyXwvl/J/iqY4iAlr7NZcwWQWeZyCzJtheiI9pXRehq8P596GPUymzoeJ9/X +7kh8ubs3sYfihW+hg4N9dl5Ef1RNVNgKSThLKDWWOLep/SnjtCx9QRI5+Joh +yF1F/MdtwelctRsbNMOjRE60EzbfTq4xSKbh7Yw26375DYi8brm1/XwtYVvh +tUHQhkRjhLq7gScv5kZPxZSGlhGJRu2HJotI2J327Ewq5cavv9uZvVXKiW2u +NelX8kjEcWp2Ka/nRNBXVi9fXYJ4wcfH7kPxg6bgpLn5dXbcd2F8L/kmn1D9 +VhtZTfVRILd6mspDVvznsf/HtqpMQitO5Pplij83/jYf2X6YBcFviy+PVqYR +0oLqcf9y6Ca2UXpjFWZwZY57KB9LJB7nKDp5UTqw2rN2Ovs8E/wXrtN43sUR +0YkLYZNUjm7iHON4rsWEHQkR9HFmEYStSlBqP6WT0Sov/V6LMEGufpcgKfuE +iHN2WsVB6ZhXR73ByXNMYPZ+WOQy8oDwOBOk7kvVM9wFaB79TOA6vpKeGPyY +MHO7obKFqrdbi2zQbmXGfyqd+Yp3HhBxJgsxj6i6S9Hmwqh2FvxqFw9xKjYi +XtQGLS5R9bf/8XEPibLh6ieRS8+MglAUVLTiR+mk2FojldAj7NhBRyd0RvkR +SuxNavdR26esqNvSV3FA0zREyY7PDxEjoa/N//2eUdLJJnU3N8o730qbHA5B +12WZFWVqP09tY7Y+LeWBstVZ7RvHXwHivXIy1PUafxwUiHfixfIHVYZ7/PGo +O/pwEzs1PmY7j8ScSF2PBuZVam50SZBS8zBd/sf5N/gkfH34Ie++VUdlTSIE +AwWEs6lx/hJgcUReRhhfOdLWr1+VAbEYu8FpSlftfn7aSd8igkvmSQtfdN+g +68tVl7SvJPhkNj/69UIMPJckx5q8s2BzfIduzQwJto8RvXu3SaK10WyVHKW3 ++mnnrf/p7YTcdO6Pu9JY9X1BdldJDq4ebw+IoPx0cVPSQZrkDmjan3GbSHiL +OM1vJbMUP9d+5/K6+loBGVWXLJqa3uLGtvfjjlT9wq/X++o9FaE+8+1ayXAR +lPZ8TshrJ3HmG6eQYul+qC7UisZuJyBmJovVlZR+nk/zXlN4ECq7Pgc6MhTj +WpCGwCFqe6Wl4HCBIm14p8Wd+O1bAqOgs7rHKB0uOv1YJ8BAF7ttVK12Vpcg ++PKjHZa1lJ+e7Bi7bWUA1fcqkaLdVdhwU0Ow8BmJko8K4o3cxti22q9hnqMG +u6P1y+hvUxzr8Cj6sMYF2Id8YynyqMNGtoCRQjMSOyN4zKWdLkG3WX5boUYN +3Iw8JRxvkrg9xhnwxeMqTnw5X3vkWw3sWhVd9l0j8f6q8NuxcgekPb7TkC5d +ibkso5vX4khc6ihKtHrjivhT53qUjUrQZ6mZ8C9vBq/TCpaquQ+nKmdiW1wd +zh6dC5IxIfEw2Fpe78MjBOdmKGint6Hpm/DZ2xQPr5/aUpdhHAKW+68aa72b +MakpxvKJmwSd5UmfrzIvwH93TXt1fT1uv7MXzjtE4lRIpxpD6msYyDk4iLk0 +YTVnS48nL9WnciIW+PUGKl25/XOZ74EqnzvMxykf32MnPM5RCjWdpncP1wzA +f/Nqra13p2GUvOpjHK0VZ7RL6SQkR1DXGfS2I2YSGwvruHJ9atFVfbfY8lML +cST1HF93+WcqSebLHlv7BSxj9Hx87q1EwnSXeNzBcdgKGJF158cwdab7yaRN +O1Hao2GTyz0KbsV9J24tj0PNnJV/7noXcb45SoV25DMWfzSpPDb5jAveRrK/ +fWrwdfcz1nUcn3CXw9sfsdNYmy6X8ta0kPDZZVAt+rqOsK8LoOuWJyEUdI58 +rP4Oa0j7WfZ3bUgs2WC8/iENS/if/0MJ/7/+D6V6w9WSepF7hOrQjcx8SreZ +XwroJ5q2qW3iit3CsI8kTsvMRewVbiQalE6f4OVWhi73vkzP9UWEgKVP4FmK +V5Vc1v6czeHDPuFAk995ucSdi50FWz5TOnZU60mLKS86ig41xtHnEmmD/MEk +5ROTIimKQ3+40SN4oSLLKJZgzt12+t/7YEXZhxtCZDhhwtRi9knyBvFn1sFq +mtIZ9wZpubB3bHg2eCDGe9kZfguPv336t/4Su8zb8U2s+Mqd2laz4SnqyrfS +LVH6E55U2qDAwgLp4ZILbNtCYfbs0sA6qm5S8UjUcTUz3igO6z548Qqsu9cs +8FO6pP+iP75alQlp58+XSDqEQuzz4zlmavs5xV3VOQeZUPpmr+KTxZf4MJDK +NkdtH4mqtd3jjDh2bAPv1rIouBLeO/So+ptfsuO2J5mQ56Lj/zz3BUQ7u7L2 +UpzZY7lTwO07E251Lqr6O73Go4RvjE6U7uU+6uPIecCM6yF6v75Op4L9dPeu +Fspf0pLtfQI8WBB4aLTx4csMBN18fdqE0jdTR9B+F7LCWVtsauFVAiJPXHFY ++cefkwmSNXHsWPL6I1tUGIvf77W/eVHj2doceluggQNmPnPJV7enY+MmR9ob +ivNT1s62/1jgwjsX6b+FBmkQ8i3/4EAdN/nirz7PRB74iHRUcVdkolpG6cNV +ygfvnT1on6DFi+FNwbt9dmWDq7wxU2OaxF9pqY1iievx4kHNRjpaNiI3HWt6 +NknlXx5lq/oMfjw4dSlhTjcfCx2dyx8ovk14dk1z+1chPIg684CPlo8whl3O +ayn/VdB+UXeGVRRlz1Lyps3zwZtqKRNFbb/wLeHhi0wxGNmu9RRf9xac0Ykf +MvpJrDcalR/WlcT0iYIZhsfvKD7lLhmj8tTL8qpLXhelMdtiW77uJIFNraoc +TpTvHxiaZXkvvwPtvbE3Dz4gwNQ54p5STnE+m7/GwoICLIPfp5XyEvA+pvnl +MqXDQboHkug/K+KoZLLsAfEKMOh4PTWiuLR8ScvfLmk/bsU+X93xvgT1mu+z +rCm9XXeFY/u1X+r4+jb2lkxRGW4Eh20hCkl09KeMzB7ThvCPw3Jn91bD8PfH +3tz7JE5K65/V7NWF9lynq6Z/LWL4h+uYrak61weP45sM8EJW2tU/uwHJ3eoB +46okPBWTnnfGGGPD+uN63jn14FLcfrPiGHWeZFe2mfJFfJ5z6LnxsB537+ms +HtKl9mOTFTQrb4WJ375Rs66NeNV6N95FgeqX4FX0Vmuvgcvxds4FiksTJ74U +sGwiYSv56OH8pCPobB4fW7umFRc4tvltWKShk/ndlQqju5hI7nzOwNaOUof3 +mq45NGiZrvl+X/A+TJuM+h7fb0RJbmPbup0kHlke3qJm9hRP7mf70A60g+ev +fGcexXVXWtfXLuuGQj1+o9hFv07EHrc/F3SUhqJ05wzp36+Q8FzDLvZRB8qr +x3/02dPw31uFfT984pFszEg/19iDIzuFLjNHzkL/1mCJ4+tsjKbFGa8q6cKV +wqSX012zqBGMX1mTTUBR3G8mb7QDh06PlhZJ0fBg8Nb2394Euh7ZP4gqbCdm +Fbe4KlwfR1OkdVV/yii6/B2iFqu6iPdF5+gUhkZQavll0OvaOApbNJx3h3Vi +TJu4fP3YF3wuudlg7jWGuDjTCDuuasynjvcpmNTgZey53L4FGkLCbfuPZHVh +S71Gz8fGz6An03vNKsdQY9HOW/yjkThGJ+og3OAGnYhD40YyJF4rD37YXPiK +cHq6rDslUA77R4d5w7JJvLJ7t+0XRx12yLRldef2YqPwhwNV0TNYwz+9rPj2 +P9wcrD26QOmz71GNd0LH2tS4Z9kqp0kSt8o3fS5nziSWjGialrJH4fraZ2HT +6nwMu/EcShim+lRyfPI2wwZEhb/9ouaQDYsnz82yKc7x3z9X+/cIL8hDEndI +LQL2/D/YYqh+ienS8JGk58Z/v1JZOkrKYO7W1xVNzedU47WFbOIcIC9X9XNf +JKBkIjenRG2v9/kavdZTNrjV7csTulkEl0MKhkKdJMwtwujCGVmxQKyKLd1c +hBgNM/s9lF+c6jTcMlbNDCN5zZruF0XYka0m+7qD4uQPpi53CpjAkhYYqrEl +H97lfdeOUucvK8VmkOfBBKdtMs3Dc3nw8GUN/EDVN+Weiv8iwATadC+5e4rS +h+qvpv/WO61h0vXNiGJEjk/TzoX7BdieaRh89uO//r1q+c2OCU1ijfRFuYWY +9/G9Gd5N9ddqYbPN95kwk+zUHr6zEHxMT7JVqPz7V67AScOGGY7PM6I+Kb7F +HQ9RP3VKf8KyM/qM7rPgxPOnUVVH8rG8xJA5RunVkPTwzngZNpz8vX5ee3cB +mNN/HdD+ROm/+nAtRwM7XMVr3mcGFmOy58trMyq32v92MrinwQG89I0selaI +9Yc/LTD2kDBk2HBvaA83dF6ai71bKcCnM2ccZ6jjyjiotS6l8mDUOGmDVmox +FEzqGump/Qg/c7jgKcGLJ9EMH6PD38G39htLMaWHd+WCjqa0rofq1kcRKbtL +8e6CWEJ1NYk/7ZnZzgH84E6PviJTXYrVo9dFwqtIaNkXcS9uFUaXjcrT424E +GLdv3lRN6aSqqZiNp5ooUqyfmmUzlUH/lKmdH5XfS81tVdd+FkPgScXhnJUy +9MfeU7ancvfnfG6FVRqSOOfp7GCISnzLmujpi6V87bwfk0CkNLpGJNZ2fa+A +zmKcVUo85QsJpw/EtO9AuJuF4hmxShy5yzb/jeLG32HBPzfE7EKgfuWB02oV +8N89nXM2jeJGNiWptL37ULpTW56PoRIef3yubqb2c4YnwTKQXg37hr666yrU +4Gno9j1mLiQk9R7Oy/1Vx7dtrfLXrOpxTcrWoEWfxGxY0PWY89o4tz5ltLK7 +Dj/Eb7CZnCbR+cgpQCxXD7sKNTdOf6rD5aE3DTNG1Py0x64XbQbY91nop5Bd +DZ7xxb0OcqLyaX6Nr6WQGTbbeH7kXV8LD/lvq99cJbHmvV544zpzWNwyFxY4 +2AiF/Q0qn/eQ6B9qKKKxWeOe2esjjCzNuJjamaUpROUa7qprEmr2cKTvNbDp +aYVnfs8qyUEaAg1rnFkfOkNn/HRNW3EL3mx6N/BnhQafO6qbK496YPlZf0/o +QCNOaOcw+8mS+MrJy/72uDe67LljPq1rRetJnmSe3zSY5TndXvGgOEk1ZKLR +pQNXY+SDbG/R8ElD9ctehGH53cZe0ddtkMiolM8toUFQO3oDnV0MVpsyXyxr +r8Tsvb/3MwJJ/DoVsLSNTMHPa/XPG8Wq0RKY8Xp+P9WPzxg93lWUIW7qwcp1 +gVbKf/tyjr+i4RLjndb//CrwkL8g8KZeD6Hwn00Xc/sMRDjydAJMmxE1X1Ql +Y91MXAuLO+6eMAXtgMgl35VBlM0YGzNd7McDjR4ez8Ip8NuPHj8s2o32mON9 +b64MwTi7f0y/4DMyOc1sB1uHwM/46uPG5n5sqLlz5ebNflif1VNnOT2Jo09b +Phx93wrmu/78dZfb0bvHmB63Z5G6wrPuGtmNIKf4ezyVdwiZj5bFOYOzkGjg +oOs734OvdaOeQkLNuP1CNCyVOt/6DV7NgVwumKjf0tZP6fAnvWTZ4ottaiyW +hVMbg6h5WVPT9r6xinjrvuqb2aQSqp7QZA13tsN26yZZzgwabrJMXLwkwQed +4hf7XLva8PKcppV3MQ06bcvy8e482F0dSdAvtWCOz4WX+y8NAjR1Mq+UE+fm +WA+9i2iGTFLenOZaEhKnZva/2LsGF47P6vVcbECUuvGAmToJh6SjG0Qc2dBF +e864WFWLF+QrYusl6n59YNXWLmOBohyXjPLHGgwyX3931p6at+/vVK86yoyt +7b+XT7dWw7chYqXTlYSbqSdDUS4Ttvvd5twxXI3Hr9bd5aHqAacd2p13M+Hb +n7NsVTtqoH6W+/Ytqr/cbvNEeD5mhO2TR333J6oQml0+9puaJ1Y/9lw3rWCE +pODEG8v6CnzsCdVFIqUDLv+1HrdiQjWe/AgxrcCHL8klxqn/1oOaSK/1ZMLL ++KTRR4tlYCtsuBxB6Yl/UxOfcDQzBh7RXPgVypH/bdOzkjwSx9ZbuEu4sECK +7/yh608qsDnFuvFKMgmeirWNt+dZkbHmz6Ou/kos3JqKa46guNfAM3P2NDsc +1jHuOeZWgfMfJk6vSSFx+JxQIusbDiy+Ksxb+FgBwwL1Za8EEv+53VO9a8gN +tunpo1kGVfi+XHSePZxE3T765ocOPCjb+FGsyrWS2k8c471oEkn6m/MvmfNC +Pet9b0VNBarsI88aU9crKHAk3GEVH3Y6J9xvLKkE4y+zl38iqTwSLHvyVBU/ ++os+L5Wueo8ALYOhmacUP7vL+h81E4bCOmUzvafvsWxiqjLlT2LzAKL7roti +YeRToO32apjGxt0Q9CKhGdOHOn5xFOtxLSwT79HhnHPwky/ly6+bFRQ8JbFY +Ymod0f4e23yjnLmp+qtJpVP798ngOP2J9mCjGmznbT6W4UxxfvJF8QFleVzO +riHXrLyHQvebI2Le1DjrsqTNPt0NeYbprJpVtWicmtWOtiMxfC36jZ3iPpTc +17DIXKqH39Wj7Y3alL9csL31YZMaJt3+Fr4fouq9jIxmR0gcOUm/XeLiIdAz +/hQdp6vH45tOGTKnqP3o8piKtR3GvSSL9Tfv1sE3/8/TKTPKF+pjm+/7HMes +tpCB//l6vDpXE7iPyunlUlmyB8YNcapvzMj3ZgNmNbt4pQ6SEPcUCvkYcQaX +c23DxkNbcUuBr/3POA1WuSN71UTN4Ru/9fX+rFbMVpaF2IzRUK6pputPb4OB +YzYOm4WbwKzaK6exjZoPN3L8eg9fx1Y6hmOrRVpgumeFkZmNhM4fl/OysS7Y +ulVXdM3eVmhd2LDL/zsNJ4fnid1G93DAMecZ46V2xJWkzVfF0yBzyPW/TTU+ +SDs5sFNNpAMHJZ7GPPalIXYHa423UyBG3KVSS7U6wIg/+eoeNBzuGpKzuBeB +4JmYc/3RTTBJ3X6gR4CEvPoxXeaBeDyzteGouFCMXfd7fFqonMI3djvFYzEN +TiOun+y6iqEffm3yQxjF86+MrvK+KcGIx4rgicAqYm3P62983jTsDLhIz6PS +irUdeyyJ5hbild2jW/OnZyEo+Zxu5ncHoi6bDDPHf0Acu629SMw0ngT9PbnQ +34nDd0rDihLr8GeHf08SzzR8rh7kCosZBIN76N4D5vdxJkynqWfzF+yMvJ8t +IzyOsg3N9CKaRXjykzt3dmc/2gs09/TUzMBdKqnMJ6QTxpniT6Od2nHTlMYk +MDCDpvKuMKavpYjqPzAWImdHxDgIyY5T17eb2y04WjEVp7n+5/Pm9WTTtgkS +cp6GtzuyI8H6v59f7xw8IETl6bO+ORlb1wYg5rHyzEZKn0NSV31R9mtTa9Xp ++NkvQWJLMf+lO9ZNROT11WwSzZLYHGpjPBc8gKeNP3WzY2bw5W/Ogq8RL47t +viGrW9KLzrtzSVo6swiTt7Iw+Y8bW1LECt5p9GBDAwPLpZZZ1J30PWqVy4GS +iO2Bqx91Qinn43FjPRqUDu7h/P6VHeNyUbyKIx1Q+yHMH2FDjX+z0IfGWFaw +vqt/9AsdqIlg+5DkRQNLmPhlLU4W0O0qW3dnbTs4lLvTIrJp6DbfcEa2kAkm +I3t/Ck+1Ietltp33WxqsX3CfqllhRG9iT/eeilbov9p2fNsIDVfdji000hhx +R7viIS43Q0InoMRuPZX7mEZ5HbMYYbzq8w1J1SZ8EzNMs95KYqb87FcaAxPq +J0WfK2k2osimLjub4pNVe/rKx/YzQULu2ym+vQ0QSWTdQGiQ+PHK+MX3J0yQ +R6PrSEcDVJaEergo328+1XnttCkznjMJKGvE1oM0Hb2TrUPNz+oNrx2cWGA7 +fLQAG+pw3VpKYe1FEhuazGfYJ1hx5Zf5wUc9NaATeJAeS/mR//oFlTud7Mh8 +UKkwe6YWdEr/rVazofSkz8ib7R0HlmXWm3ferwP3Wo7ucEofbB6e8th1iBs3 +GDcGPw2pg+L9qKgsUxJT8f6F3Ok8ON84djR/phaxrtle8hYkLpbWiv/q5cVl +nxjPX3trwaS86M9rS+KmTfeBNHk+POKoLs03r8WxsavSPy9TOmxuUxs0zE/l +6lo2AaIWDNwvJ69f+vd/yvOnsqeEcTBaPWnoYB30DnrP0M5R+2d/9Z9vvigs +6x8G2crXgWy/fa3lPIkXs33HoxvFwX7g6iMx31okHDwxJU7l/WP9jOJT+7ci +KZb1hUlZPQx3LUxsoHJ9nZyrx29HGUQaNBQdb66Hm3h+ivFREg9oDOczGXci +6JmyC9uaRnxrCpyd3kfiIUfOmEXWbgSZDNFr/m6Epm5xz1UqZ146JRgVQqeE +HS4GdPnBdZDTC/B8R41Pn0GXouT2A1T+yxGj/a3D95yBiAuUDpd2Du9/fFMD +B961fn15vwH3Dl/I9zhA9dvxQ4drWY6CrX213tHMFrjiEe0PHYnV2fMHWV4e +R/QGpy25jW14nDW8u/4dDZrBHPEt0kbYJmcaldLVgi/fWVqDl2lYn2YsZuxy +FsftTsuWebVBYGhLnkANDcRRvX1xXRYIdeHuPrfcim2r5HKGe2lYndi588/i +VUiUtWSkxbYg/Q2Z/X4VCV/vv9oaFjfQYFZ07q92A6rUam8GHqJyk80DbsLH +FdERhQbsaERilSVXATWftV9+GMlS9sS607qGfyeo+14WpZJoTuK6o/Ge4Ul/ +KIWmt8RfqcGtrc2/5RxJPIswmfR7HISKkJWqPaONMNqyLfyxFAl3bdla4V+v +cE/5ilWubjcMrbgrf/2YhYkR0/RyQAIyOyXrv9d8QO85u9EttrN4k5d4kdUr +C4bcJ574VHTg9F9Z/4NKNDTX6F9OKXuHxsxktTzNDvR+5kr6eX8WzpMpUhGL +zZA+ue+mb2cvftTfF2jspjg54lbN0K4qVGTm2L2gfLNm26RUUOQU9qi8uvDM +dwh/Ph7EYZ06vBGhT/ONmoLyrcG7d8KHIPaMs9jvZwJO+hQVrev5AsHNz3d+ +PPsFtB9f/Ob0fYmnHx8+2HRsBDu9jDlzDkzhSajqlfc2FcQeY69NZxlywfRX +6aYtxXG31PIGa7lSiZec16U/m5+BRonKTb/vJPYcND7XFfwClnGJyzpZRSjd +bX/xGZVHx4b7Pd2vBeF4dIOS9zJJNDz9yW3xrk1NUJ/r6HQdDbkn1vCvvd5G +LJ3XaGRbJwaPj7t6/FSGYfpAuiXr5xRelu7Jawmn+lfeWaonZxBVs0EXDRun +YSTMOHUyhBMxT7TrSow+4m/M5lBv+xlYrjisEutZg/cdIzKpvv0QKXu8Ijo6 +A+WrCts5qDx+d+f4kQSyFzxC9N3SB6n78vrWl0uULn2feyvz0/UDaFuDaiKe +zsJsvrlaXpEZXrH7RaMu9WBXz9D+H7WzuHG7231lAxOOHxmymsvogpneLN89 +IWrehgzODAgyYU5v36GLyx3gi3EXW75Ew2LOW47nnEx4MfGw5eDRDvTdN//F +cp/KX/JVyrtMGfHdaLY3vacdEz98FiaDaQjWN9vOM8iIryVcbybF27EpvNiH +LZOGDQrtJdvEmGAkJjize6QNpV/ZVdILaVB/Yq2aTXG44rjQKnbbNpjSKm7H +1NPAqRigKBvPjBjfiaqi+RZI2XvUF1I5wkHVP//hKlbwXrMZlbnRjAfMdAsj +66g+iuZ9ZqfNBpe3r1ZUK5rRLl696wcX1Ud3uefPl7CjzfCzYsNEMw4EsLY9 +5SDxJHlso3ETB1b1q4/LnmiB5IULtUzMJAoiwqX3a3PDpT4mj9WzBfqcn0RI +BhIC0v+5npnjwdrR9U9Y3ZqhL173QYo6bnTxdkWx8+sQv4FOUzqgCd2hLVIx +YiRu50o016fzIUzG3HdzXBPUkz3UzTeTsP565yivngC2a8aW7tVogmP2U79l +SRK1U5t9hpM2gha0cnvdcCMePfBSr6byrx5t+KjMxs2wa1E49DelCc5O0n5T +oiRoa0IfzmtIIGOlqP9SXAsqWKRTWig94dw5qv/aaCtYVpsWc3s2gfbhQrGx +OAnuk1KnD3+VRYaz5pKLP9WXnv2Wl3hJyBxcenb6+k6IFta7fextgV4jbbsB +pW9vd1aXnXDeA9NLHjpias0oDud15eKnuLpUNv1yljJMh7uumxq2YDDUWraD +ifIX+itr498eQA7jqxfqQ62QXf/GmOcTDbcdXt016NaA6nPap+1729DZR++n +0E7l/aqvgW2jR+GswOmmqt6KuQ6akeo3Gj6Ka4QXBJ2As6aOrtdkC86fNVuv +v0SD8qzIht1nTNBUYRXII98KtyM6+yJ+0NCe4P7gxco50AqFT01QuiFs5QFj +yr+6/1zSCOK2QrBABN/s5jZ8DiAP/+ykIf9q4d3kG3b4b03oVvnadtQInveW +C6NhD3cVF+MWJxR5PElJrWmF17q5t7uHaQjMJfVa+O/izkmdGNunrbCtfoVr +EzRMhoxHr+7youaxe/y5gGqEutbwjbmR6DVsusyoF4B9GdVfWOQbYCdzu+sm +ped5B2Zu7eQIhsIOyZdydo2gKfVtnpKj7svbgL+b0qNRZtMq8NO4k/LFy7Hx ++hRXb7Gmea+Jx/xCH/N76y6k90RHfFlNw5HTLElvlvOhXvbYZ59rH6Qfm+r1 +V84gtbo3S/dKBWSPcTTLjAzCxYTOMUh9Gv4iiTSpzCoQQu+01I8PI/xpyifN +v5NI6fsW+HWlAaqufLf+Sx6DW2ZfP+/DMWRInj/i4NwHp0KFqY0Bo+jQmi26 +/XIMP289yVzn9BHqcoWeHMc6YLtFxObS0BBSPmz2OHRlEhlzHFtucucR8/Hv +TjOEdkNS6+jVfR2z/9/flSsfU100uB8JujbNpvC/JLHsfoRUW9uulnLrYLMe +N8WLHeKbS2a6iD2ZUcpbfDegqXDcMih3DBX6d+kYLSdwIi5yddkDTrT9PSfJ +zjOKCpm1MutyJtEYnxuy+fEa1I3pplesGUHQxI0YW9spHHpQUaGvzgaBX1LT +t5eHcNltospo4zSaD3PIDOWyQNiRo0TJYBDOW2cak8ansSxyUaWjhhnWDbkP +zR0+omXh8sCmyzPYXv7D76oUE9h1w/R4C/uxpKgR/7BnBoYSUR87KV7VLe3I +jLTuQ+UiBx+35CwUf5nqPWRiwpXXywJBD3pxwZJd0dF4Fsf9dJh9Kf1cq8Lj +6SL3AXIWsluI6Fmw1M6vOq7AiDPJ5Zx+XD3ge54nWNg7i/0LHuNf2xiRlp1q +TCfcjaqRIbMEZhrm/dvmfEYYqT6w/zvp1AnJoX7Z9SdpYC5/KVb2nAnkq9Fq +srMDMik1XdW2NEih4NLyFhbEdG8cXRLuhHL2/cNzF2gw0rTrezbFgrgMhpDc +NZ2YDN4qF2tBg5smY7U45TumoeOBdzU6EN/OJjFP6X9WHj5tnmDHdqsnJyJC +23Gu8snQQBQNYfeZhC5t5oQFEfHdjtL/K/xTycKU/oc84LwqEcUNxlNk4KlV +beC5XVDiQ3HRacWm6zOJa7Ep/YxGf2obbu/UbvEtp3xHunVyNmodYlquXGA5 +1w7+kS7iv0QaRl9q7BDs5gM/Z53Rp4VWjJ3wGgzoo+GrlZYDY7gg9rxyPr+Q +2orvBfSXZD7TYMsmvTnr6ibclpt8yUPXhj727WdzqeNqu60PCovZjELvOLoH +d9sQc6lbfWstxXtpM2M/QiXwx3etsL5wG0Lubhtv7KLBsT1fa/+sFA6VWG4/ +TvHerYmHizso3tt5S2LpUP52XHh2zTCyj/Kv7/T5NUVU/m167VAproBpfp4/ +ej5tyE4dqqiopkHvaU/zgTd7kSX2KDCerx28AbL2K1k0yEcTUrxjKrh5lyXq +9Zs2sBjc2b1URsOsohAzv9NBrIrtkc2YpHRJlOlQzQANpgUuJw0ztXBk6Keu +pHgrGh2y2/V+0bC7XfOWta0u9tk8TKlna8Ez1uEEe3bKR0SPqQftNEC5/Dx5 +PLKdmmfuN7siqXEzuaVw/40JtoypFzA+a4c1ceun3ytqnOP0DeUTLsLv/9D1 +5tFUvY/7PpmHknmMJElJUpGUm5QGoYyFzKWUBqUMDaKkgUQZSuZERCVT6BiK +DMk8D8d0OKMIGV7x2+/1+/Ozvn9Z51nP2vZ59rOv+7rXOWufdrHu7guN2HT9 +9/kXTOL4g27HpFa5w2jXHuUGRgv6nXD211kWlspVxu8pXsYJio38j+ttOLhr +13kPZcIHnlVn8Ny4gW8EYM6rteHRIT2rC5oEz6WP5qarBiD/YnX25HATKs+k +qTUQffBhNvP+k/QQ8M0f2eC4vh06RwviD3OxEHo1LDZb5AlcHps4zwW3gWJX +KtijwAJZ+uk9pVUvod+X/usLswlW76z/7MhlodzC09tCJQlNK4SOWPqVIsr0 +zF77/AmIiFRu97/0Efbkhg6m6jOSjldgflPzBDJf7LdVvvsFrlbO1U3LbdAe +cVOKqWfiYPiaZHY2EnxlSVd+n+oCT8Qj6lQtA62T+ya22lfD0e/1KlHJFvhG +3F2T6M9AnGfAuMmqdrQbXTHK/foTFaVqpioZVJg1KpeyvR7EmXbVh0H2X3Ev +LrpM9UUfHKX6uMQUCC+m1PwgjzSj82Zes795MdT5LuqPOBN+HdVh7JzTgZYQ +5+go3ze4eHWx5dUnJo5sXfHfoUOEpysLTXndKUeQ7OLLfZkTyPA9oRNyOBlO +izGD3xcmSH8nfqf9C2rWU0/9Vu6cz8S/3c+N7Cs7SM2l1SX6G0UR0sKxzMOg +4Komfa2WJQXP32dVCHwQRN2XIfHb/KNIfCB6WExuHK5nLpHUr/FD+ZSGLyaG +Eah0R8GAl4pTMQKxar68+D7y3nxUdRhPGZ9PPUukolhmLptSxgMNWY7N3ySG +0BGhK/P8NA1OtMaThu7c8G1SPR3ZQobgFsFogV10LNylC1JGuWB2vitNIn4A +8icyd91vpuOUdPi/Bx+48HLV7XHZyn6ob/4lkiTEwPMhiQ/e67nw79qthzPd +fciLvmUtYMqAybxLmxCFE3IBx3g3iPViw6a6opvlDEyUSD7zteMCpnstdWe6 +8Ssilq2Ri4mI5LVUv49c2OZ94TCpowuSKSPrrxkxkXL3JMNRjBuJJPcsZedO +2AvqnrGLYkL/jJXBVQo3Lo5o2h8kd8AknOvmiw9MSKa5srSqeDC8UT/LwrYD +OXJF+mp1TJAuZMTkjvGiT2swWJlG5GLBjwUamYnlL21j9q/5Eb7C6Gi/czvu +vnylmLvARLZv+1/h54Iwq1l+/H2hFZomB4RtdQlPpqRVP98gRKzHCEPiO+Hn +fbd+2F5iIW5LgfglO2GQSj5myS63wCBK0m+A8PbzB+kfprJEwKluoR22ohV8 +G1UOmRLjxk91MhoFxDG6ll9/WLAFJs+SFTKfsBCxyWx+t7YUJCuVKdSZZvQN +1qXsDWehnmOabeqMLOT8chYnPregs/ey2PwVovcc/XzfSFQB5T/uqbBNNmOt +0LsotmcsHGEe2jBlug5uRw5OBFc3419F9afT/3tu7UQFj4qHMiTNX1oGbmrB +8VUmf3lDWPCAzd2bZFUUOg6I+Hk046fYrp/Bb1h4LTdd0ue1FQcOSLEyXjfh +itGa4meVLJiR7yzl39qORqOcLx6lxPzqUeupGIJjVffyDr/URjXZQMvIsgWh +HTfmve6yoPLtRfZw6164BMUN1bi2oK6E9Pq/2yyI3morSanah8s7t245G96M +FfQFhZ8E9/asyMxKdjwEWa+j6wSmm6EjWDUaTKyD0Iz58B4lMwwX9zZYJDTj +M9+DvSEEP/UPjAa+F7LEzejz/h2dzSg+HThdSPQgjU7jl65ddnCz8ZMNlGqF +WWB1WzpxP1/r37aekugKjgMF2e9utSC2IiagxY+FDzNfHAtn3PHrpJLQr2NN +cPls7unSwMIt1X4N/bNeMFQ/UHywqQXe91fu1PJkgY8cElbK7otLK6Ucsvzb +4Cy59pTJehaszmeN5xwIgmLcTm/2DR3Yec969nsrEw5P/zoZTj6AUOuArrxO +G5qkueZXbWVh/1/vcu6LEQhh3rkbsLYdK+66cHFwsHBa2M50Ui8eEpoBwi7D +rTAO8mrw3kXwnKPgIu/NVEgfUz7WqVWGCJGtyp0pE+Cqsld8Yv8Zew5ln+ci +8nRT4/J3jxwWXIY4bh8KzoUVZeD4PrtWrCS1dNsMMEEVOazsq/4dJeHSLf4v +ahF1ybrJjOC5pwGDt4O7CSeOrDi5ih4DjqiHn//jZiK9UX85eaQbvxUMZzNF +SKS2+INFnPfGwHXduF/bdhRujvRnXX9S4Hz2ulv/FQq0NvTU7KuiYMu3Cddn +h2rx+XPl4prq71g7bCpk18FCeFVbg79yLskxo/7P7dos2KdMV6zqnUCFaKFL +mX8Btqvfp9M3VeJD27cPHwMm0MolmeEclo7foreiImYnSDX6b8wUlVv00sdV +/BfFmYhrECzblNNNKlRdya0rthpdchnXUzPGscXv5slO1xG0L7tEflvND4HM +KmFh/TGMn4sZevvfKDLjV993zOFBsKnNPjFhCmpaXpbkqI3BpTOrUliMB39C +iuur2EfROMeqz1Iax5x58tf4x9yIN2VYJrQOY178uqLDGiqa1ypdOdbNhVg3 +KlXv7xAu19v1KlVR8eBt5emP9lzY6OwR16gxhMnWWb+3FjT8CRq501LJCc7n +VHKf3iAWU2MXw6dp8PHft100jxM33s87Pj5DRnH+macH/egYKhA6+j8v5Y4s +DD+UNYDhozwJ/g106K754ym5lgumoSJm1gn9WKxzu+IuTfjwg0vSRRFckNq0 +da24Rx9IV048eHCeAYl5NpW0/dw4sr5v4r5jL65LhLz/m82ATN/w69gVPLgy +1lRPvdeDnpnP7NwjDGhejF6UX+LBiNrV6m/7utESFaPzSp2J+3Mn5X0c+XCy +eYa5dKwLDvu+NLS6MpFF85kzlRDA+BulnSE9nbjLerup5yYTrryZnxSDV6Jr +zYjF8fWduPxHY7ExmQmRli9V/ZtW4xXT4+SrzA7s1qvskC9moqhkKVrgrjB6 +Zc4G5A23o3X7pfINQ0w83H3Np0pbFEZB2+JkB9rQY+OgVCtC+LZ93wIkJXDr +8VT+gXvtmP5iG2cwzYRj/PDjH0FSeFTv/zNtfzvsp9fJKLGxMHPutP0ohxxs +AvanJim34Xuv0fLgdhb+cDhWMWPW4vdbyvfktlaUdDn9982A8NJPu0K01ygh +5GlM9uS+VnT6ewck27LgVFG6fLZxAzQi72dFpLTgyh0yd/U1Frpdo7k90zbj +u7m7vvpCCx5bfCZln2FBWy/un2+hBr58nbj2sagV/zquF4YbsSDLLjpR/G87 +HnM0pOW0t0BRZCbrFtEXDijsdp7T0wHV7Vnr6f2tqJl6uNmN+L9tvCk7hKyB +HbyCrQYUoi+Qo+soeiy0ur98MJC3HzxsXYkiDa1onblxUtiQ4F7pf95W84fR +iCSHqZhW7E98Y6V8lIWV7zneWmkcx+Ab2mKlaQti2Kj+xwJZOJYx7D3KssLG +Lu8w4/dNCOg7N2VG9ALxWlZSxk5HPLj/XHVWpwVfbpN0n99nIaxDq6T0jhtW +n5YwSDFoRuq3wxXPM1m4Uuz8fCr8Aj7UN0WeSCbGbe09/4sj+v7O+2Zf1l6F +aX5V5o5rbfC043doInyV+nONj0ieP+o/LksdSWnHieMhM5NMJvICuX2SJe4j +ZcBKTulgK1SousfUT7LA8W7+qpnQY+zd/vSl99IvaPXH7ZFaYIE3h2wpF/YC +y6P2am38HWCf6VC3bGeCfcNTZ3vuRLzWuSHzN7kHKelrRe81MsAdNvYuKvMd +Zg79EQ7U60H5cXePg32ETw7UWLKd/gSPWw7xf9u7IKhoPfpQjQnz6spL2gRX +s+2WfA3Z2vHxRvwtsZ1MXIreET2zrx672/kNih+0472ixm+dNAYuCvqeLvRp +wsu30/lNAi34NFFXd8icihGG8qZQyUFodrz3ofk0onVV6Jrtbwhuyok+tV41 +ii3syb4DljkkjsnQM/NRZPi7O73aakzHFmKn2o40kkIO0NK25CeT2jye8rcT +XN3J8z4oLT8XJTetNBwozcjfYfxP3ZeFwut9lceG8xF/xc7ogcwPnPjYqsF3 +9P/93DmmbPtXZ6bd/3lOqdm8Ude/PxmwPd3H4TMzQfr9XHfqQX2LnjH5/ZGr +fEwYJGaZPB7tJs0Zb28QPS8I6j3b9f33qZCr2+19xmQYx5enTgSp8qC6J8Z6 +7j7htc/qOz+GjaBBd1p6qYobB52u+MBzDFttJopu1Y9CrbJ6V3U8N37TTx/y +3E7BmeObDWoFxrCWFtae284FSsPbUkOzUUhdKV5yGhhDUJSWtsEwJyotfiuG +vhoBu9fLiM3+48iweHutOpATfE+VgnszhnH2TyKTokeFNX3TmisEb/lWXnda +92MIc83MqCfjVDQOPp54VMQJsta6kOeaQyj7ELjukjkN5iqNd9UrOHFvW+DI +7uuDaBp++KO1kYZnx33fLotwgbxRnYO3nAxm1aF0X0M6Ej1+6BkPceFRu+fe +ezJkcLusrJR5S8c+g4FHame5ITS/L1ZVYgDbH5GpeXN00HWuVovI8+DNhEZi +4WgfZFVS1HcYE769e8jEsI8XT+67ypCCeuGhc99m8Q0Dik+N7rRu58f6PTZc +Ry178GS9tHboBAOPvVaffs4jiNP3yq+mcvfAa++AeyU7E2W8Oi2L21bB9TOF +svO/bhhmvSNrcDKhE5hXpRG1GltCIt4fUyDGUw+nhmkRvu1xutyIWwT8Gg05 +Kue6iPvEYeG1AxM0trLo3QZicH39x2/peye2Ttq1u9xlYizUZc33RAm4hdVa +/fzdgSgT7kKD90zszzimZtMpjd+H5o6yW3RAQo7P6BXR72YEln+Ls8mDfu75 +LYZQBw6Rvg6+6WJiC29eYpGzIlq019lGCHTgMFfNws1uJgY2tZ0IX1bCyjfx +n+h+7UhRerGaY5YJMfWrbwMObcT3NE+PfZ7tKK8y3RIxx4TNWUZBepYaTI/V +Sount+PO8WPJAQRPfh7dK8+8vg12s9FTb4Xb8ez8Lc1QPhYk3t3Yu5FLC884 +Xx2lbW/DNX3bBqdthK/aSWYFKuiCGb0v6n1UK+R/rp4MIfjp/djYx5jNAOIV +3jt4j7TBSGrvjptbWHi2hXtoUMoIjFo0Z3G24+1QqiRLgAWWtNENXfWjuBT5 +gWR6sg2Xhddd/rGJBb2kFRmreSwwucOi16qqFVxzOZ9c97Ogzi1qWJd5Ao9c +06g5xPihnHF9c2L8kaT656ggJzjXqXRPvG/DUO5+8beyLPxXdGKNk/cZ7Fu9 +5eAJgvOHZEUXNIjzfHzjWs3e8Yv483R96TJfK27Hfar968rCfLOMiUzvNdTh +6wdRrxbMqqhFXb7JQt6Q9WiSdQCUyix0FIUIXil4KRU+ZuFNZ9OZ0J0h2HIn +w6gmrhm/HYK+txE8P2Ymfy7YOhyGMSfPtH5rwrt9Lo3zxSw86Ew5s2PmBTyT +RTlqCltBeS+98IzI07gfU5cd05OQcMhu9vdMOyhuPsEfa5hwt5WoNM7+iG/f +hqpTuLsx+3XB/Ot6JkLbEu498/qETsaZ1yfPdsDm5ZubmfZMPHkRdmrTTCVO +fbe3/dhXi3lmSNLNP0wUT17auFeyGac3Rd2xf12FuT35NO14JlKF/0Qsebbh +l0m2vvaT7zh3IjNOwXochwrW2TgJj+DHDpvoDVq3wC+aNSxkSMH+SKnJ0/9R +kLF/5QtmZw3p5XDP75ef++Ba1FktEEvHXJJUjIhPDCnO2bZhp3ELavlu214M +YKHIfdMLo93vELvNbtNH0RY4Gjp/tCbG/1+8Dfq2x3daeuv/4e2q6XCmmccH +CPwbVFs/MUGS0p+PbMxq1TM4r5r/qZ6B086DV/gpPSQ7qxHv9DO8KM03S7AK +oBHXU8TOb2IQ07ajN6b2cOOf1ILdUCYVJ37bDxbJDGPEVF1uuZwLbofvXvQb +GMcfcZIK37oRWBwrXL9CmQsCK775L7SPIaqgdnPGiVGwm5w7l6nHiQPDhuN2 +vRT0bskLMnCjwDOqeLOLIicWDDd6WHFSUOB0eqJu1xiSv7Dr3rPmhILrKimb +daN4biXgv5VnHBbt55/vd+aEh+Z42Y2DI1Dr2L1uuWwcgVwHZ608ONFEnkvL +fj6M4Xf38mzMqKh+k7z4h+Bw3HRbrWPnEKjnv85/7aUi4uKHxNTbXJixYz98 +bc0QFlxXxvxzokHV4MWnDeLceHDvfeUb30H0PvCqetlAg3bvpLdCNZEvFwaT +9nwko2zqgsxGEzrcra1tT23gRWTEnm0la8koz9Av80uhwyTqfezSZT6stzqZ +cfXUAKbdPW7WjNAxsaP4bXU/P3w0FFXNlvvw8+dVnov7GaCUTV0JaBGE7o9H +xpWCfZBmfHp8M4iBWNElTrNdQghrLTzXWduL23sH3qk/Z6A/ofXd9Q3CqKiy +DF6p1Yt1/+mRthYxwKu85ohirwgu9GUExZv3oMT9etwUwfOtRZNHHK+I4+SO +3de36nTjtML99xUaTLhRApZSxiVxROq/UavCLsyesvp6yoQJ7tieWXltWZQb +JnddJHVhuMqlqsGY4LNk1IoFPwXkBOZ2fRXogokkh3OaFxMpyUK047vXgd7r +e1HTtRP6C176Ey+YkO0kueWkKWOCMTItwNmJmLdnDjpkMDHRXBE1vqAK+x0l ++sKhHTjJtu2EejkT7wa7XhdXquPYnLXXxv0dyIuyGLj7i4lNCq7X309oYq3S +m8VTfe3w+vXX5NQwwXOTQPmXkruw5u17JbGYNtjsOW4cp/C/z3fWmZyN2ov+ +d8nX/ara0B/pYGUgSfAzoW3N+OF9iCc5xYuLtENwgC/Sh+B2w55z3OKSh8Dz +u9uX2tEKDtXx144EZ9bW2TupsB/Dtsl0+zLldpR+P17VycWCWJBJZ5mJJdp8 +r07/bCH88AR7hWguExZXV37iTbfFWKNp9p3SdkT7rjM7T2XCe/5UzKShC4rU +J/dtC2vDy3fLfNaKLHQwg5ujPT1wRy87VkGnHWd0jTW3r2BBxzKZrt59GYmJ +cme/nG6BRGuu/r3bLGDhtkrcXl9ohw9PHLvThNNu3r8eVbMgF3hA/nlRIM7K +7KHtj27HrYCg2tW/mZDTrhJa1A/BJ8+ZriOqvRDdd+fc3BcGJrQUA0einuF4 +8W7qubedOJZWJy9/n4mNCfZRHHKxeG/bF3/1RCPEROffV42xkJJAjjf9Lw1s +nDZXRN1bIPY987Yz0S90ZWat78R8gHFZs+6xvBpIH35arLltAq+PNiS3/y1E +4sP4H3Nv63HAbzho8hjhkRsy/xgf/omz33cwy6brUHaTT2qM2Lcf1hnN9dzq +hKqNXHnl2wQ8Yu4mv/rAxD9/T9V1dR3wlS/ZqO5bgaC0b0cicsbwgapNmecY +xZlLJqXpk/VI2kh+1JQwBNGtpIjupXE8Obs0P7iimVT5dsv1mTc/8a1eK/Ma +4QuHR78/FJqvIY3Ojbio6hB+JEbx4C+ko5+2lf23dAJJIWHVLt6bLVDzLBLc +eIMFpQzv2ccd70gr/v+/GFQ7pnCNOoEDkqeuNR2w+T+8XfPkZ7OTzScwD2yM +m6JNkMZWNPgp/mjT+7z8yDztJQPqkbpBch97SeK5TkPSVG6waSk1P1Sio0+4 +/XPENBkXHB6rZDA4YUCvZsiE0TBJI91a3TOI51LcE643CM983hlPK6BilrtK +8R7/MGp6lQJ+rePEPhV+o4iqcej6dtS91R9BjNS8lnkHB749uaAnyj6OuA6H +gIOqhA8rHje4yc0JwZjVN9O3jYHv0LNL3QIUrOG+I1NjxIlbYS90TUwpoNrW +7f8xSUFI7arBTC3CV8XY9IwCRyH350WN98cxHN7/S96G4PNd51T5yPYR7Nnf +0MB+eBwFpHUKlxS54Hhjp8FNrhGMS3Z7+8+OYyzFz/V2DxcS2e0qYvSGcdHk +mTffMyo2FH0QiHbkRnKXxsyVV0OImc19XsBLwz+5Qy/OmfMg3S9m7VvJIbz/ +uSt0zo0G1kAuP7OGF+3co6RvpwfhtH6s/H4PDf2qlw2SePkR6rZt0/Y6MloF +809q76UjNtf2vpCqINpeJBRzaJGRWb1qljOajl5W9RlaxUoIHxV5ukNxAF1n +z5WlzNDx/tbeZIvTq2H7aVBtdks/BmNStrLvYkDqUTjv0LAw8JJNq2NdH3Ym +qx7tvsWAgQT3S4OTYuCtxlPymV4svrjVqPyeyNVbiy8XX0sgL4ISaj/fg1o2 +nt4VPxj4Uud0wmO/NJ4nqsXqSfTg+F+ZKoUlBtpExA1WUOQwtvvem06nbtBr +DIyaVZhokXYdusivCLf/SL1XgrpgvS6ogHaC8JCciNM+8Uo4dqpNsXCmExWL +HcPmNwifqaXWjrqqIOFBqKlRXCfStCkzso+YuNwuw8ZRvhlJH80Tb810wNJv +wtcsi4l8FRWh4Y8aSC+Yq1gX1gHBugrVuTImXtNK3VQld+Kcae6h6op2ODyx +z740zoSC4976lrTdOFkWuvXXng60Ktre/93IhFmz2GfdWT2MRTpzHaG2wzzS +J0lskInBIJdEFef9MFSOY/040g5uteHmpSUmHP2fPxDpPwIentdmNQSvjrU9 +r4skeCVj1X/dffkYLmmH/PG/1o6vlyxZO/8ycS2nR2B0hzXoGcaeQXmtiIlY +nWd4kAW7hIrBuVJHqC2zv/63uQ27VApLSzVZOChp7Xqy1A2qSwfUeyXa4Wxb +M/qIl/BkqQwD7cgLEPUf35n0sw1KqUbV3eIsNF+IfJhsfg3va6UfNWxsx/Wr +v5giBOet+GePu/y8CXHTN7X6SkR/1ysVNfFkAuj/+W7oLpSSst9+dGwHR1fT +do0FJvocvq2rywhF6kUeWWGVDlQ/Ebsu28LEClFN9zq1KFhVLJ3pSemCRcGH +IAMiZ6VORt8aP5cIr9okLa8vXRi1f3WzZx8Te/9IH9QwSMeh0ePNk93tcK9S +X6FG+G229du1qpO5uLGkx/PwQxPu9nv1rAhjQXGqzHuMVow65fRCucuDuPCp +88EtTiry6qRUZYn88N/lmOpWN4hAufvlNxTHkLTJ01LFoBtss5+Cm4jrGCVQ +Lrk/kw7TaXuf/bvaoT93x0Jduh+1n+LKbr8YheFTbpc1WkOQ3TJ8pq+6AY+e +7Lpx9WgFFtf6XxgtZCE/8eNKoXs/EJY6cyZhcxVuKo8e2UBjgXNH9B82/w5Q +AlYVtNn0Q/nxu+KyOCqCH4i8/ReaBuOsosbh35XoNeB6yIycgNCjP6qfFPLA +am6yWz0yQVJrCfjhJtqhF1HBMaPjzUDuiMe7m/v7SBmrUio+DHBideVieAfB +byXOZ8u//g6ghTo3t9OAE52uyYvLczRsOTczwNQeRL2Hyc8ZYpwjXj/IYAcN +Fpmf37BODYFDxL9JqoEDD//m5Z68Q8XaqznP2K2HIXr0l50AjQNxst0Xz9cR +XPtC+VewewRvQqW7Lf5wgO/yCWrqhnFkOnL22i+NoP9CyOdnCxyQ6Bj51GY5 +BtyPpMVRRtFi/6ZsWIwTriOql1ueUWB8pzrfMYcCnYrCLJ92Tuha3b+6SB3F +tq9XozOPj6G147xq32suvLLKj83GKJ6qLXzVZ46hofTOO3khbjwa2Xn4vfsI ++Mvi//qkjWOtFHfmNgkeZE899XoYMwxhLpdGu6PE+2B68Gyy5IV39+Rh039D +yLuwXf19ORUNiz76+gl86Igb2fT87BDQvUyrVqNhYE7zu+ReAcR3GJdhYBCv +9HXXHnlMQ9FIQxv/kiAe8Fr5Hto6iBHj4qXAJRruGTtsGPomBLehPjGzk2R8 +3bjllWogHYl8fMxZB2HUDnpRRcsH8N/+HyqhP+g449nveFNBFI4iDlXfVw0Q +/iuuXblAx9TkjT3t98SxwtZIcItsP97FfF7i3MvA9po/Ik++SGK/Gv/a+WN9 +6Ddco8vhRfDzsHRFL68sXiX4lS0H9sK37tHvTWkM8LdVrFDXU8C3bH2qhUgv +/P+z8GWVM6BUKF1PWbcO7IGx1YaaPSg9+lUr/C8DVGpvpZSWMuq/nVNQvtmN +dGV8TlIkfCPiRnCHlioWzl089G+qC4ljQ9qe+kxsFqufs1NWx6vM5i9+3ztB +3W927vZdJnb7RA5JG2pCmiP44WxMJ+R8kt3qCd7S5/rz0iW1AYnFLa6ULsgV +UUu0DZkIuSp+zstYF18v+EvU0zpRmfJYPtmX8Grx1Yd2nDWA5cGjrlY8HZio +31Fu0sOEjrXhcc0BI5wte7CxbF8nnpT1j8XEMdGqO1Q/L2OCQ8kXSwc4OvGr +sPj7acKrb+dESh8eMEf8QByvu30byv+wd+/exMLr9usbx47ZwmDVvJ+DdDv8 +rcktawgenveI3K0f4ATqzhfn/0p3Qnz47O2hVCa4PpLeCI+4Q9ac+4pbcTtO +e9XpVhEeWyfmZ2rLdhmklWIJQ8c6cRizy5GxTHy4YlWzNs0bhhGy30tyiHU4 +XnXoB+GTL6Zf2xzOvYO7FPm+aplWXBvidvrkxELimQ2aZi4hsPfVUesTaMLB +iRNhle0s1FUmnLnMFoGqVWyJ3F6tUCx5IudGeKN7d/xLl95otGkMa54r6IBU +b5JA9CcmDGxl2zlVUzDlPmye40asM2vV4jZzJl5u1bGw5s1C9S89BzZqJzH/ +ScpKKyZuhCwvJJgVYBebpob49xo0htttTpCYwIb+ygl+9jKYJFzvCDj0Aytd +FE+a2BF8ThHXnXRtxxceC+Z8Shu2Uz2+Tn+iIQquzO7eHhzov/DzbHA7jJ/z +aLnI0LA+2lxaxrkPR2b8XzntasaBDhX73CoyOKxkvWOyqTDgCdNrduxCjunS +8V9HvsP6atZt5REGDpxenxzY2QOrFEdLdb0OuP8RINmeokFj2U5e50s5rlke +VNfNL0aa7zbylYAJCGzLYzxRjcHcAutleWMhniSXqyl2TCA73qJjT3oBnv9d +2DHVS/inwumA3xmdeveu+Ss4ED1zZk5Q4fFyH0n0TfSv6NecKPi+JFWqxIDX +DlGBw7794FkSvlAvz4kdy4P/fDzp+DYs4Mz0J8PaaWTZOpkDt1/4/AsqpSFt +BbWnLHIQsmVHeQfLOWDtJZF0dRUNh6Uyrc9FDoHHsGVlfi8HLDf2ZQmdp8JX +1Sn3zeVhGDrd6quZ5EBhUbH/sfJxVH4I9RIjevwHjvM7qHqciG5MOFHBNo6y +al7DFMJXPYqs9+jPciL/SaFBzO4x2Iw0fr20goJXLpL3LPy5YObtJmwbR8F8 +hjRzMJWCQmbHrtfs3KgbLWz/+3cUJcdWc97ZP4YT5tlzt0R40LomI6R79yho +9XIxDyfHkPc6Ls9RnBf2JowCg6cjeGDZW3jn/jgee+/YunILHypCq9j2TA8j +6ahW6UEiTzW69106l8qPFdVxE1eODWM6fd42PIiKT9ExYofDBYn9w35N++UQ +Pjt2Ho/ho0Glgnxw19Qq2IyPiJ3iHMJXeK5S8aJBfLcMN4NdGJZSrDl/40FE +DD3R92PQkKd7cyFTVQS3qzUtVw6QMV2kz/dbgw6uR9eiT7mLYfWqIOO/kWSE +Kr6XnHMg8pqWctgwVgLNolHJscwBGLVfSfxRTEeFZFna8jNpOAof//ytph9y +Mhef/1zJANnF54gsxxpcd/k6PmrQj/XLBcfeaTIQGHHGwLFkLSZWVCJ2uA+q +x9a9rzRmoNvWfOG/J0r4TXOd3N/dC367vOYj4QzcnW7tuMWrgrxf3atERnrw +LP50ndpPBqy9a9yEj2zGbtOAip3bepBVPvfoF8HbdzwZ/PbhGnBeHxpcvKUb +dY7rXSy3MyEhf5osobQD5oahi7cyu3Hs6xBPiwThe5G1IiXrduFUYMJIc3Q3 +FvjoKyxkmUhiW43v3np4PFvj3RbchcW51A9bCB+OfXZdgiy1H1cK9NetUenC +KWeGUeMFJj7PX/geanwIJpPhW/8S8wPNG3OVifkPg07+vDRihsv3tbfs7iV8 +7LMp89oBJoRtOuj+n62gxMqNVVzfjb61ieE3djLBVjPT3PHHDgHNuY7BYt2w +3vtLemoXE5XybKbX+5wxIOhEZxZ2YUOWWOtWwut0nbUfKSudR1HOTNGSWA9y +dYoMbQjPv5seoTjx8TKmLzJu7HvZgV5ZCSHbr0w8XtkqWJJ+E0fj+yRbD7fj +2t+FkjbCky8eZ9+sKxWI118EXpq/6sTQtxyJCw+ZmBGUq1ZnPUEX5fmn85pd +eETprV51jgltq4ndg2XPIFIxl7uGrROkjH03f6cx4SG/Te1n+iuM6h133PCz +G8pZiSWcvEyImajIPzNMBUP5kOmLT53gGTw/ue80E7zcOuNeVXkYepX3paan +EadXrD5Vl8KC7Y9Jy9uSXyFg/fnfdOJ3bE8JalsrOQF6WU+3oc531G6Lm/Lx +zoWu09Fs5U8siMdVNP/zaMKCxqQjy7oJY/0/p7MsGTju/vvSL/VO6Nw/rM37 +oAWaQjoe05toeLhtxQHzPQMw2PHh7b2uMhz7zHrqntKNXW7PZ7fXMjCZp7VF +RP4rXAzOmLQ/b0eStIiI2WfifbjwhSU9+YJ76wszZbi+YXanzaprFyewRK1z +XawpJ718kR7QUZhPEmQ7pdT9dAJXQ2Xb2DnySXfdafUI/YhA4cy1xxomIMW2 +f/d/xUXYZXSZ4277BEn2izf7Pp9uvaO/5Xl3H2bgx8l1V7Yz+0hVxWx/zjZx +4GK3xM1xdwamzTxKhHz6sH9G0GrlRQ7s8XKTPTBGB2nr5Yk4ywGQntkO3yH4 +qXGq8EfYCTpuSjc9C4knY1AvLTa5jgN7b5P30qJpSNRg/b1cP4jPh816+Ks5 +8EMg6N9bThp+H1JVV0gagpFv7+WUXZzYYyVrZn2J4NHN2M0rzw9ju6TLM4sG +TjgzJ0vtG8ahvPvfejntEbR5bj2Zf50LmzbwTf1dHkNG4Pq6kE2j4A++4faO +g5vw/uLFtyZjoO85o6rPGkVtv+LEpUluPOWryo4lUaCrYH7D5y4FqZu9Tpz9 +wwPFmoRL1qIUSP6Q/xeyaQwGFowV4lO8uL+Ph6ZuMQqfvl2T5B7Cfy8pZkbd +5gcbaW7owKsROPg/fOTuPw75/Jbzfu6CmLn5dO7B7DDYL0+/8FpBxSFPX64Q +01XwzTDWtPcdRqfCEXdXNyq+cXZQGu6vxq+kXX0/2Idx4cRuPcevVJzd7/Ms +7Icw6s3KSX1WQ+A6y7FI0aGhzDDpVMkVUSirF3kJlA3iGu2GoGYiDYNHnGT5 +UsXxKDZxtth+ELdf3yg7NUiDXfLVn+scpHDsUe0Jjm9kqNpJWaca0FHXaLTp +doks3qjtS36nQcbalJUfN76k4+CTWnLYEQUcEZusqk4bALdQVZRgIx02C1b5 +BRzrcI93LH/93gHo7fBz7GTSkV8kv2FzqDJKt00dbBbtR8vP434Legw8LojP +O35OFRdf57SyH+/D6MDd32yE3+Y/6vAOr9kC15B1R5ed+rD3oO4PsicDJ68u +fbHn00Qt6+VGQYM+zN6O2ih3nYG6/9YF2uvvhH7MdVvbxF4EH9D27IxngG+Q +U+DUs90ol3juGD3eA9U9m3XF6hkQTDqSP65ngClLhnNRYS8oagfrSmIYKMXa +U+8uHEDXEf66g0d7ccCgT7ogl4Ey2z3dza1HYN94LNKV4Fhrk+uxUIJjZZc/ +U7lXmaPIqFFk8EMPjkcP8N3tIjgvreFl2GiDVtZvXr62HsRIRjvVNTKwT2Vn +8fs8B9xQZZaLe3bj4aaWIE5lJiaObFTaKngG0neftbzN6Mb14XhODUnCM2N/ +RFh6e0JG3TbvFcG9Sr7d1fKEV78u2GnwaNkbt8+2z3zw74LXg8KtdrZMTJv2 ++jSZ38ZQd87Ba0U90FVpz1xoZ+CKA4ZfTt5DR3Ab94RSL75cXO2bWMLAEF8U ++w7bMOgXJiSP63bh55qNoRJnmNj2Oupz2bpoqFt+Hg9J6kRLxTEJYcJjWz4F +zTiHxCPhKF1Jg8gpWc2TQabsTJQYPk+d//wR7o5ylwdoXXiVUrqkKUzkiMMG +/cKSL8he0NTyPkpGdTjLIUCfjqvHTw9XZ5OwzvrGVZp5D17l146GT9GR5BvV +/3BFA1rO5gWeZVXCzbdxTxaFifwB08DBgFZktdY95G1uxMUTXQ3a2xloOadX +oLu+CyrdGV4d4V0Y2RSbw/54CN6cuy9fK6ZAvfaa290XNcjhuaHzSrwKfpJy +MUZ9LMhxbv2UIlFE6tQ5fUJzqAQvmRc+s6VOwNFi+sKMUBWpfsLfN+ZdFWnf +nfYkFvsEyMI/ZYNHSjB1Z2tcet0ESWy72cbBJ7166/dWOY8eZ+Dt/Yuvrer7 +SL+yAh5cbCP68s+oOvsoBsZ3prWrV/RCszH+UvgHDuhscWHUaDFQ3pY3flez +H8dXOBUs9XFg+at8wOvXdOgknSn6tomMtLKUbWzdHPB4an8saj0d1Q7cHSNT +ZPDOUkx/HuZEa3fuZc3bNFgGvLiePDWIt3/tZJT/cKLumZ1m2iQVRi83ngkr +HgJj9lrcmiQuJEcrZPVbU1GoWcn++9EwOqRT1LMVuSGpT1X7L2Mc92Kv6V90 +Jfxz5TsFuUVuRKu1aBQvjkFSyKPBaivhn9InlZNbePD0YGQIw3YMXZdavOTJ +o8juS9c5sIMPVmcVHx5KpyDxl1PGZAwFV/yCNe768SNQZEW1rxQFav+5+icr +j8He+Dfri7ogknmiGzMcRmGbHL8ttmkMZA7HBxb/rcQLxvLA7U8jyJ4t//bD +fRwNGySWN21djaWvcz/NpEdwfNEx9QFlHL4x1F5KsDBMot8Gaj4Yhqem1Iey +k1ScGv8S4CwlisDLJSeWOIah+bc4qrSE4GQGV1ObgDhu3XmwNcdrCJwVPREZ +yjTYy+qWll6SxB59E6FM1iAWg8aHBgNoUHXklzhUL4OFxow0DZNB5OY9SXem +0+AbmrRoKCePD8E6axkfydjbYFFVcpQOav3h7yriiijS1pBtMCIjkn399bWh +dPxu5Gj4PaiE4I8vve9vJ0M4svWnfwwdutm8Xze+UYGx+5B3mhQZWjfGejXS +6Ygv+aakJbYZP+QefvlTNwDxBy6zl7/TcVHBtzhpvQZuvvIwKwoeAOte+Fbl +Ljp+2N2S2/xoO+I5mz6IlvdDfjD3xtbVDIwkhqX8Imljw4U5I4pwP2zfBe66 +BQZKJDolbXz1IOMUa6sV1YftLmVKwk6Ej6U6sUL79+Fo6+vbnOG94FLn1WAk +M/Bsr0GS0F3CGzmlap7+68EGmZvX/qtiwJJnS+mYghmmfadixPf2grtvX9LV +AmJ+rrRixAdLePL8fuB0sgdbDb/8tGYxcGNRiOP1LjuQLxeYKhp2Q6Wo5HmA +OhPyl4qz2b1c4BFQVmsh34PsAqGobf8x4Pdkv6M46SzqI/bWnJ7qxpTRtVkX +biYuMDuchNKvoLElzq32Zg8SdP0O1I8Sfe68Ffu5nT5QDTbYPLu9B6abFKN6 +Zwmer17fYfM9ADevNEk42BD81xHbpUGcD22PbQG3aQg4munuF6v6ECp4NIJE +3MeSDzv5ZxIiYXpY+8Jrnl489TshYFzOAMmJU2j+xCscGD+4UcO6C6PPrmv8 +73PzWtTmdXYkY5xS5fpzVS/qj9D+RqYysHlj+0JW82cI7nfWX37Sh+taD/Lm +tzJwuuuf3bqiL3AbMRG7caAT5ozb0wkfiN754V5z/eGfkPNMWd5+qgNG7lGV +VauIddM+GPCApxUpITzyJnG1mMiX7BPfyUCN/0sj0roeJLNpORzcUYTjBy64 +7Ywgenp5w8bRpA4kXKjojbrrTlrx5226TOMQqk8Y/Vc4REXkLpahrEoJafU/ +Mqfp7QyYho1zSX6bAPdP5QUpw2KMaqlp1Tp/x+zGE5dTT00g+DIb/2P2FPzW +jXL/Gh1ACrPiyBNfmIDei/QseXESrp64m+5WOUGK7pqKm/7XryfeLfkk1IHI +Y/nVHNxxfaSPnwbJO3M54Cp7Q2Gph4HOSp+Zh2k9ODGolHqOwQE2vQcJRpcZ +UPH48CPPpg/nTxr7cW7jxEVRT2oP4Y0Oqo6vgswH8EnFUnqXCSc2uj2d3pFI +x9M9g0nWG8igub94mcVGeN3l67rGknSE/7luKMc7iOuf6JbVEVz4WCXjO3yF +BgfBjoNlRO8MCTuzb57g3oIONYf/NxXvwoUVfpQOwVQq/Em4HA82OPwcLdlL +xY8n6cJ2mcMQPTBkE7PEg3DrRsU3KePQyZzXlTw/ggznTrtSSz6c+tQlkzE/ +Bg7kZL/fNooEU5Hodid+vF//sDXJbQxqsrTzJW2jOJTK/nbplwBUjZqT5XuJ +fh50cXWAGwV2sntFfVauwty+gpRf6ykImXCpbJMeQ4eAVvsQRQhjm5Y8piJH +kXxA7o1D0hiKeef3rrwqjPuhS4/GCE6WBS4tXSI4OUXWCU1miWD33c2ud1aN +gNSfZ6M3MY66jwcj1F+IYf3dc3/Fk4bhp5R06MsBKowl1uUvFErgLnchTUJr +GD7tdx5fjKYi/npE4usUaSya5guYVgxhdY7Rue8MKhT9bv2uNlmDpEydGNoW +Yj8NNzPfWtFAmj2qfWX7Wkgt5T57WTCIMAFKeuMbGrwe/Xp5MXYdDshP6Dia +D2J0Y7GF4DgNft35mVeClbEoUaK112AQ4n+0dgv+oUGTEfbD/ZEqFDNSBJ72 +kBEhVfBYZjsdQ3FJm1xTtyBe5YlXdywZp+mrjc/Y0fEv8WbudllN8On+s3vn +Qoa0bHxF9E06HrMfvRLtuxPNGd++t44NYNf2vENXSunIK5qJ7PXXxdHFg4dj +NgwgzzlGW2majrRrWtQCWQOUqn0/18A2AJ45lZKkJTq217yj3/twALLGwsZC +Kf1Y/G5McZFioLntRe0afWMwtd4+e5zaj29vtPMXJBlwieMaTzx6HHNvhm2P +fOgHZ/FgxzcxBgrKCjJs8mzQw57QLfm+H8+bY9uSxRn49YU+FrzfAd0eWUIm +gwMwCpjMOkIizvN0vNo1ITdE8pS4hh0aAH9tfmM0jQ4rSVrwy9oL0KEJ6bP1 +9CNry9i+GV4GGsqqLUpHrmI65kRVmSOZ6JPPMxRu03EnWDBquMcPTwu00vJO +kSHVk75G7A4d13+qOFQY3sO+Y54Hxbt6sEN3veFsAwMxtkXpIlZP8P04L+fA +rx5cXi6QSvhFcN5q9FfBx2iMqT9tLhbqh8btk4Itugy4HUwZtZ2JR3jNswsj +gW0IMk5wshVlIaRlzdt34jlYWyDD97ilG/08PKNHBgjuca7S1qYU4ZU175af +jwdw2ZNds+4xHc+abFX4tcqQFfb+3J+freBSqfTcMsjAIQnXiATxZrh5ZSQ8 +/jyC2eJfj6WLR6Fb9Vyzdms7kf/ld8PCRuFIH08I3DeIV4lf1y4S3rR41cz8 +3pnvaHo5SJLLpqO80e/O2oP9CK8/pdtqGA81x7xQ1tQwdvmkfS9loxJcF+gT +ncnCXpVTps5+bdB4lCuzLMECn3ldeHhLGWI7VzaMF06QQlNqGs7PkvW4ZyvK +UswY+PcmlzXW2kfa92NtgTUfJ+wY7lH3FZjYzv4z5/z9bgT+6hOQesqJhxwh +6UVPGKi1Ijc7jfdCOW4yZiiQE3e/r1cy2stAyPY7b3fJ9EOUzUUofy0Xnngn +6qhP0MHtQ/91atcAtrHdjzX9wwWv+/+2VV6h47jZ2/+qr5Ex5+gR73KRG4Gp +4W85/tEwHJx8LnnbIH69iK239+RB86dHZmLONOgp7txhsWYIMo8anmQG80Lm +REfxpyIqCtzbWmV5h/FPzbHllQYfjPxtDySaUiHyu77o1YthvDZsvbUmgR9m +B88/mXo8jqNZ1cfDHozAUq/4aQG7ICJO50ho/yM4JUt/+XbLKBLrlT8E7VgF +Od3+scqTY4hz+ShiNziK3qQV5htEVoNz8bqc8RcKtriXnG8NpiA2wZrScFgY +4XqLbiUGFKTXsI/M/aOgnrKoFf9XBGI1ihu3BY7iuIkSI+TjGGQGuXw/aolh +a1vT8fyBETiRbZJVDMbx54N+nbS+BPqeH6N80x/Bml0cvn5V45gpFdS50i2F +vt1Xpw7ODSO+JmtEkJ2KhYsPeV+tlEOG+l3Sv6phHB2OuSW7kYqvAVMuUYIK +8FZs0WaZDcN1JZlvOoiKrcWWaU8LFTEdQJMO/jyE5/KX4wpniZ5+3sfY59x6 +6LwqU994iOgbrd9ww5AGxfENb3ZWq2Cw+88uH0EiV8xXXEq4QEOcRvlgEWUz +7mxQ+5KbOgiaJnn9iU80hFjvemSZpIHbVU93/+dG8PDw2fs8vTRkDrdFNwxs +B5O6v7NCaRCpO70V2rjoeDNgmsnPpoPhyQmpM+/J4HCz2xpgRod9Lv+B444g +9sWJ2+URZFxx/Gya60jHGic2kbz0fYgS5NH0JI6zWV5php+bjnk5/pkGnkMw +3W3+atvKQbDEbzlKihH342/Jo+6WpmD0kysSnpPx+kGUUrgDHTO7LUXz/Sxx +Vl7T7HQyGfWcsNG0pmOgYPKUno0tHtjqfeE8R4b7h+P11T50dL9+MLP1njPS +f8lHD1iS0ZSbVVJ2jw6jL1XxL/rPwjquuGz/VzIe+matkzhAx+nlfWV+Jlfw +hFS8QGEnw+DPv5t78uiouXeQkf3xOh7GX/g5kteP4J2FLj0ihK/yMezvFgbi +8MOsUfONZHjw1kXsiafj2CqajO3XR4h3Xkxle9GHsb5inW+Ej6wy97o5vzES +nHtO80G0Bzn87LZrCM/UifuldUs4Fpu+xrajtBUS6+X+3trJQrzuvYKQsBws +fhZSU55sAl+NgHN4Egv6nxdIfjafMJ+hVye/vxPj28vCXrswsdddwMVZrRT3 +hnxleBi9GB7zlqr+Ske63PgNn55axP/SeSa7YwAqpdwFpYE0VD2xHJNJacLp +bSZP+DTJOHK5CAMzQ/C/5rdOnshvJzOq+JMbo9DJ33P39o0BdH6eqhX/NogH +m7fd+uo6itVTpvJHiNePJ0JP12cNoGJVcEVLbQ+EzPqDglyrUfrkQn6PDgNG +Fk1OO3k/wOHr/v8eHqjDQXLqIa/thO9phrEdvPSB9HDzhjWCAmnYIzZ48dbY +BO7b6fZ/iiuA0gvSPZmhL3irMbUhOmcCtV8Nfq74V46Cve3xudkTpAf9tyxu +tw/p7U3dxjWozYDB3qWbF9X7Sf3KpuShX5wg0Uli6zYx4d+ygvzauhs8f5T6 +vTS4MPI6K9i+8n/f/6nDDcFefMh5N2f7ggtCWzwG+gMZUF7u1VEX6oNhduyG +PyncGPZdK+lIePB1g+umn6r7YcQ8NrprCw8qY995myXT8WjTNmbJOjJYNa8u +u/7hwc7lN4qVFnQY2r3l8UgjY6lv7ZmwbXwYlUjfYJBMA0XJ/Mx0ySDy5o89 +lR7gg9KW/7w3StCwou+10YuQIWz3MnukJSaA3H/P707nUOFr+fegvvgwRDZ8 +91pRKAhDiYSafkEqju56pO9FHcYWTs4aq72rsGg3rvQkdhytA7V++jdG8Ntv +q/4Fq9U4K+W57lbHGKo2x++VPDGKq6IzgqHHhXGSP5dm5TCGpFTyOd/eUfwq +Ds3gqBFBueO+jaUMCqZbh9fetKAQ1+OCF8c2MTj5DiiuITgZsMOdP3KJgosj +axo3s8QhcmJrLJPIxat/1fnjb47h5VjqkQYrKRSnnJO/vHYUBydj0nt4x7Hu +i0DCGTZZzJjG78j4MgKuI53vu5zGUUi+zkFfKw+zWc+KU/YjaNJLuNSUMw6+ +whXhhrqKkDnaJZ7LOYJNQbEVcn/HMZ5tNrI5TgmdTTb19t+G4Z12/qjaJiqy +dXyG0yw3YL/IXN9D+2FobEhVdvOj4qa2vKLDyU24P2kV5zE+hE9LO0u4m6iw +iBhTFHLfSlzXPdm34oZgspMlPcdDQw77vXahS5oY0j/35pbHEGSj0s5f2kzD +793f1zyM0IIFRSpO2HQIrXOekSdAg/e3EFWra3tQd17WR2I74aUP902LmdMQ +KK4n8Y/TAGEGC1zvWwcJb9RZdIugQfJvN3WP1AEUz3vFZy8M4q+ul0yJDw36 +HsEmz32N4f2B33++exCR/tk9G8No4FGa7CuVNMcn/+APh+8OYtv9k0Gvamjg +n+KMTKbaoL98jWqZxiD2nzil95TI4a6S6QcDRxzh+VrB6TDhqzprovfmE74a +W5rat1/5NDK65KbzBsjwzrofeUODjnaPxttUa0/MCpqd8LQno+RR3GXVADoO +L1/aS8q7jvKAgLlwnn6wjPmo7PsYKEvlF8zuuYlLAefn/RMGEDNInk1sokNg +grmwY+keTp1V371wnuC5VQGXUTsNWTSJ1Hs7wtGzjSoTl0D0otDRC5G5NHBx +1u8esH6BfQrbft9RG8CLYLaDe+h0bGxwFq9clwrfrBtDlxXJ8GofrbGIpENj +hE2r3e893AdeG1whjiN/41ufkB8NfSm3HGU0StDXb67kcL8HPhtmFN9lMtA0 ++PzBtasl+FL0t/v+7iFwGp+T67cbx/ne0DVTbS0Q17t1T0y7F/zny998n6fC +3SJrRVFQJyxend1B0ahGr/o7g2Wif5xiwHDTfioqze35d3zsxlPNyHNdtlQk +8TjpStzpheDf2T5Ou3bs/crh2PCzA5lcLqG29+lYraCuHPv4Cg6ZJ3B4ubeQ +xO/wMy1usxBqOHDkd386ybsw2LJ7MQ1Hiprzhf73u3YZrBVq+yvB8fjdl8zk +CdKbsPSeS1MjehLNIXrWbgw8khT41Hi/jySz87Db7iYucLalsutvY8LeOPgk +u3Y3UgJ0qpRNuLHH95G8ADsTjLGi88V8PRCOeJ7w+AgP7i7f7pHNYUB+5a/E +Pw698P/CZ59XwYPqxxef2xxnIHelSNTlhj78qnN8sOzEC/4Mw22T3AwUcnBv +LxrqxylBJXvJXD6Ib/33py+OjsU7up0CamSUOfhHvHrPj+DMzbKLf2nw/7v7 +YrDOIC6e2n7jjKsAXpnJxo+G0tDW4FLp2DMIuXtqqx4or0SYrc/aJH4afL40 +F36LGUJMqLHyeMMqaLFrak1FUnGSfqDky+5hBNpd7Y+yX435s3FS/FuoMB2y +UMgvG0aoZrmlboww/s4IZ2+5MQ79JvHNRxJHUDGdfBgPRXBi744ST7lx2Bj9 +jZTkH8Wznl0ThpvFYD379uLhiDH87OewPp86CuONP6wFasXBWHqmucwzhqyz +7Qn22hRkXLZTez4rCTmbYfnBZxTku4dJmOdQ0Kv3lr0/TAZnznx4abmaglMb +WBpntozhsUjExtiANbBzO2Jx4f4opj+9fx2bPQbbuunMsYy1qPv0+/8j60yj +qfrjf99E5plkypiSMmTIkDcioSSliChTEZmSJhT9DCVNRKYURaUiGSKOMYok +ZB4OZ54MzdJwz//eu9Z9cB/ttfba65zz3ef7eb9frwfnbKtLhhSctJCa2/ad +y6dze94+b1IF47uQzMufZDjZ2klf20CHuf2E7obdGrBRP00Uv09G4kjJvqdR +dPhVl6avjliPFYx/ihw1MnbR/8V/HqfjTlPsfeGXG7FXilF1/wcJP+7vb73O +5Uz5eoHvl2300J/l/nBzDgn+DhtXOjowUHH0/rlbXwzw1vmNzomtJLisefuZ +cYMBwzZX9bAoUzhXeY2nKZLQ+mHpjjePGIhVWeKetMQSOTt+7l63ittDFXG+ +Kc8YSN97KmPZgW042GL7w29oGknRDqdqxxhYERjwa9nQDnhbCQbfeD4NUsFw +7o5fXI7NtnddEe+MdoPtUayGaaxr4psynOVeT/imv+25K4p4wpJp4dM4udr8 +qf5aJhQ8tMXpPJ4giOd2Z16axluzWrUfsky0kT8WNiT7IMAmPqhPehr3rDzl +tQOY2J5I3UNcG4Sf2NIxEjeF3KbXc+HvmOhO9Hqd4x6J4Ezj+jMtU/AoSHOr +yWPiKON3+tjWM5AtiZw7e2oKUvI8ga49TBz3nV5cnL8AoYwzOrdsp1DYJPjE +e5aJfQ9EI490XgGNp2k8v20KZkIX3t3JZmKycH/zsYVbOG7guYZuwc3h7T+W +PJxj4lL9zV33fuSihSfrd9YZ7v3pm2ZprGbiUaYoseF7IR4y0y3lLlPAf0uA +KhhDg4j9AeNX8tXwTyjz/rFAQbJF2B+LcSqsdtxOlZRtwsgj66W2O0ZRX9mo +EafOhu296V/P5TrhqP6gp6tnGAfrOP1anUycapEJ5b07iB0tSyvIkdOYy71y +v4A+gW+9lco2MhSUvzG67hNDhOlQR3BnKhHB5U+ZYhMULJl133PE5x3Eaiq2 +6IPb+zcGV63hp6LWTs31clkn4YV5+ZtzVWXQeOHUsEZ7FhEXtI1sb7wjRC20 +3fMSfkVYd+iuf4DGLN5n6NhR47NxrD74tdXRRzDP/We5/sssqj0qBP88boUf +vXDZxfRZQlj3Rzd5D5oF59zprtloNmbV3z+eNRkn3C7erHh0y0o8NXSZSXHn +YE3Gty0ZF4axq33pf/vfrcQbuezVGes5eCqgqi3iPgLehLTbZ87yQcVmoW+2 +ldtPC3d4l/COYavVphQhQ35Ef11L1LvG5UNNtn7exBgK/LdJ33IUwKVtaStd +uR4dufRuvcTAOCLGzzFDfATB2TrpXdXHwpDtkU3kO5MglMdkla4WwsbF+RyD +MBb27lQLOxxNxOGA+75eGcJYcXfMYEGYhazXXmlUmSkECNyd2FMhCiNGCHvB +n4md7oXXdWSmcbyh7JBZqhjS1XFonLsPthblX/VMmMYm1kmdVc3icDy/2ai0 +iIHdNXI9AeokfKj3v3l5RAKxAtXrK4QZeFHC5DlKJ2GewPeLZ70Ukgy0nFrv +0XFvndhWjxAy5LZImPfIy6DUfjHmyyo67sqfFd0iSsFy/7T4rYKySA6Yqx9/ +SsPfgFhBs0QKrn9+djB/sxwGxo/d7Pfg8uGZspK1kxQ0v7QYLVNQxI+JxG2l +vVTc6Or8qHyCih2Opm8+7VWGtMjnz7luVDgLL56tp3Hz0LtyXC5UFdKuxtPk +YQouJJKvEA7T4O2Rc2LzhDqaz/GH9D2iIMFeNmzPVe77eJi99w5ah3fXzlan +51PQNVW+vyiTBpMWs7wMJ220NArOXN5Jwd2rOfe6p2iIsE8/IhWnC1un821n +68kQzVtZF+lFx3V/9/lDega4RH3xiQQyfG90W+i30yHyt+/ri19bsC4yxbdQ +h4z/Pr/zDO+nQ3uU79P77K0wePbCin8zGSm7Ox4//UiHlav7Hm2SFWw+fTUy +5ZBwZdMK8zF+BnxrmiQbD9hBubHw7NsjJBj3DOn6n2JAKrqxqFPcCV+tFR8F +nSHBXPhX6H4/BihfhTf6Ju+Frm9VP7uahGnPDhnGZgb0hXgP8X9yR0ztROGm +nSQEVzmGtiZyefWlfMnVusP4uGbbiVLu+fJTvH+8uedHLi3Nqo0/CicJfid7 +ORL3vuguUy3lXq/6k5QmEYaFPGWrBQqXbwtHIs6KMlBV5jpU9ycKwS4P9dud +SVC7cmJ8aQIDKSGxtW7JcVAlVZWZPOByZnxDUFQ5E32phsy6s//hkfG50HgB +EiLteHZFVzFwMcLEsnTXDbjEX69bKUrCAe164clyBho5J/VCr2fiZv+Fk+f9 +uX288bO2UQgDqhC5N7HkPhY/StEGA6bgtcSPz/wDEx9+6mUy50pgK1n07YAE +DVk5SpY13H2lLEb/G7O6HnOz0aMPsim4JV3+SdSMhm+hXoMZ7Y2we1OSZBY1 +CcViHaMlHVyuPhjTWf2xG6IH5P8dLOqH+taEGwPcfJtw6CvPshjDCqGtWy9k +d2H9hVDqvUESotseJrSI0fHniVGm38Z2HF05xpG1JGOjxcrVGtx5iNasUzEW +LMPOP9Gv9Q6PQq7gcyxrhI3WK4zEvRPhBFNOaeGCbDOBL3yqsOAp10PPaBEl +neugNdqqlWrahIWNtnnbEmdx7f3ZC1Vudah5cjLi++WPyJXWWx+TweW6u3kB +7kVt4FM9ni1yeZbgp/zwaq0T0+J0rpTSk5tsrO1bdWCkZ4xw9mzZVF8CH6ae +K5m9i+Xgc63+avfeIVTsD/Tz2MSPSOIT9RFPDpYnContDh/GmqRMwnEIQDRs +nO/tVzb2tZqVyViMYs3DGMUScUF0JUhKdDSzocU/IDYkMoawR0MK192E0PrQ +ovXDMTZ+d9yvunVyHBe2S9kYGQpj0fZmZ6cAG8Mf6OTqfi7XO1ATXW6KYPA3 +7R5vGwvDITsDjr6fRKi7h0KRhhg++BnL3IhkIZxYvrMtnIi2RSHrXb/FwF95 +RWXtGBOv0qDy3m8KancO56z/JA6FxXMEhztMXLxkstrn3RQ23mJbBDhKwjr5 +YY2xIBO/Hea75zOncSfwm+lmLylcfB1bK1vBwH3bgb8rxElg3T1+SO+sDPrf +N/29osiAsuwlM/9+EmIkn3zbpSaLDp6Y/p6XdIQ6R/Ht2s/loKwtC9Zzq9Fx +Enk+QXTse/lkX8hzMrZsrKnlISlApLVOZZDrn0sFH1hHcX303vxsd8pFZTz1 +/ErQ5fqqNo/SU9/XFNx/TZM7pasKvXk+96x1NLg8iQrwlqYigGaYoHdWHTdT +EmYUiqjILVDYsSaPircvmkplwzRx+JK/9JE4Ks6HhMo9aaJCpTxNbIXiBmxu +vkR7fp6Krq1+q/e1cvNT61KHzzpdZPtcUFIVoWJq170DMTo0qEj/0WrL3IyU +X9JFoiMUqKtrhWVy8/O7m/SduDXGKG3flP2bOz8XzMp/C3Jz+srQ/rUuvmbQ +5SQnP79FwR71JQdy7tHwaRfx2EMBK9TLrKutWEuBC8dkmdtyOk4FBvm8ZNiC +4VLWdmEZBZ1x9kx+NW4/PLI9pKS7E3G1q0Jc7pKh/s2M8pvL0SmSl3P+fdyD +ffw11tRMMiI4JVvNYumw4Dz4sjThAKJiNgj8t4LLJzwfL9io0FHHUUoJf+eF +fUlXXxe4k2HndLqD/wUdP0v2v8l/448GiXDrTGEy9JqShemzdJh86F/MkA+B +/O+kLW2PySBey4s3PEFHp9TN+g5Eworf9YLhf9zvj6/rae5VOgJUy91epsei +oTzy4O0tZMzQG2lVXXRMu0Qqy7XEo/DPWvX0UyScOWJnJ+bPwHNvo735Bjeg +4PAynO/4NMRvr9pXs46Jb5te8V6Vuw1ByZ0PSHpkHB1PkTrwnruuNZvr1m4s +AO8ACCUOZDiHROW3V9CRUXhqTI7yEDw3x8ffRBEhlLAvutOJBSu+jeszyiox +0W3r6som4dnWLSvIxXTYW6Y//n6xCUMJjQsvtalI5+PTU99KReHDu/MCNzrw +9s/tQvbwNARvvPt3+g0NRsy1rhGu/WgWlpUgbBuH0JMljsuUqegnMAS0qVOw +f/HtWlj6MNjTztvSUykQmtuUUkolIcdCoD+jfhAuy529h/eQsHP5zuHAdCo0 +tgdHrSzkeujpq1s9CnvQhvP3rjayIff0b8iOg+9hOECSapt/QzCb3tXgnDcD +EzmioczWdvBrl24bi54lSC11H+f9wrGIZTTORj5mg1+qb0Nj+BghX/Ho42/H +BJCanlyBHA5MyvQ+udkPwSZWh/o8SRAJ3Zc+9R/j4E/Hdcdak2HQSy6JbtAW +QqRjauAGAw7OJdrY/l4/gqNr0/5r2S+MVNkr5y7S2UgO3WMsGjGKrk0Sy68H +iUA+r7vi3x02nMrfdL2sGMOy2Dn5P5dEUaf1TyNqLxupvw4o+L8Zx70Tqa3G +eWIYfWig8ZqfDbOftqRbQxNYq6MZo5Aujm6rn4Vej1kYuMFzkyZFhLHN8eWn +9kjgy5uXb0l+LHwa3jupfZkIMcdbjTwPJFHM3t/3keutE2+ahNu53kodhPyD +H1IoyHbRM7vNxFSTZcPX7im4Vr4RV02RgdtT0spUZyYYk+5LdxtOI562SHHx +kcX6S3vX29cxIMZ5ZPWdh4SS9gcemYZymMtLxldzBuaWRsd5lpJQ450nrnZU +ES569hWO83RkSd9bmBck4+Kr7+b6GcqIHnygepTLdd8U1l3r5HLd3WuBlW5C +qjhzsurKQSc6bmgcct7fQ0bP1V+3DETV0R76ga9Kno7JgwYrmVzPtRJIiH4Z +rIlDpLsMr5M0qDWtTOlrpWDp+METhFotrFkbauSqRMPXXbQjitz9FuTiMSb0 +XgfMHy9s3kjTkCEcpyW4noqiKK/enqWbkWZxrI9/gArhlGcXKoKo+LHh+SAp +0wiLL49fHQ2hwrBITGGOy4k/ilasdfhhioYKzqal3H3PfCbJn7qMBnf7vCUt +MlbYeCm+9lE5BZmzakKrE2l4YWKtWHfOFic5/jblmRQUXhW5M59Hw+vtPr0b +nzjAS38j43I/Bak+lzzr/bn5ZprlqrxpD0zKL11RiaLAfD5a06OehroShVjb +Dq4/Zg3p7uKun/PYxNKU6/3iggfkLqt6wVfKvvWQBAWixz2r10vTQTZxK4te +6Y+QnY9LgnkosHwwlh6qTIfMoeDtuweOg7HACCy0J6P9UxhRkUCH3quPj9Io +4bDZpuFlxE9Bbsdwy2fu62dq8GbWPDoHtcB2u4cbKahZs3/w9W8a2p334oN5 +AuSlOj6fmCbBu/LlCXdxBoSYZ2J+pl2FC7/i0w37yOg8w07ewu0x9qeJEdEr +GZhqS1W5bURGGs+01GQnHSeL85V3iGahuoN69hP3/uzvjXugdJOGSJGVc1Wx +xchPur9BUY0M71NvezRf06GW/Uxs75OXmPghKjpYNoW/G0b5jgYxIWRhdfen +Uj0OH3DIK6+dArvr074uTSZouQKyF01aEZy0d8fq3ySYBrDkO1y4/fJ8yPDU +t49Q3VUSvmQZFWVrnx13+DuNP39YvZ6NXN9KV4oWMeWu/8afwtGAMTwKbXoQ +8XwC4uY9WwlpZLg9lxhJ2NGHUM/msIOpVLTU+hQEveiB1aYa3Y6RYVjs+/o2 +TYSN6g9kMc+xh4SzH//3EeJWHOrD2Vm8drL0kfj8AneuSq0JjavHMbNawd4X +sxg0Ylbe/tGBgk17DR/6zBK2f9exIZrMWwSmlpgfvMfGnSalzS63xwhfaYHL +atuFULLYYirykINO58ADvlJDUL096/IzTRirfj3ZHXaOA6l4D4bl9BAC6ZYC +tcdEYE34s2eey103x06LksOGQQ6Z8b9bIArat9HeQD4OrtoLGPMwR2AxEqb7 +PFQM1ApSo/4HNjKkVppUjo4imMgkfrIQxzEhT0O5HDY6Nlntcno+hk19s3l2 +4hI4IUPf5+/A5TTTE6Ht9HE8tEr9tkxSEvzObvzWVBYKnBduGLtNIp5T7rt3 +hxR0OhP4zlWw0CavNqbLQ0SK/uETN/Klkc56VdSynwUdxy3Pz90j4kRW5PrV +HBn8mdrziyXKwtGDAld6JKfQV8srePCXLCh+YVUS1UwkVXv+S8mbguncfJOO +qDw2PHn7rH83E1+o/ZwDRtMwOCkkPiymBNcYWtmhUa4PHJmNtBmZRuLDaYVn +4crgL/Wo/lbI4H7ePhMPDRJ8N3VWXFJURWDejcXvugy8/vp5x8s6Eu4+fF4l +tEMdvgnlvkNTdDBOnFFRWEOGhJrz08dXuLwkqa5nw+3L2MvXS6sDyKg8P1YT +bL0BS8rVj8RJ0sE7S7XZLUUB/SzDguqlgwD/u6aHh2iolu08tvoABYQFJ6u5 +Cn1cIXhq2TfTcKt39O6zUAr6ntBdGXzG8KgkBE8b0pAsWix2dCUVts+WXJ4f +MoVzxIqXZ2VpWFjfYG6ylopzcze2jUdZ4nnlFxpFjobF62KiFWpU5InZ7yyT +skW9hNrgvktU7Pf3Ire8puJ28N3LtVb2qH6tFCySSEWPAB9ZuI4Kd0o8fYWp +M0JkM778+4+KYoG9avLc853P+1siY1zRWGqzQV+OCm8jO+UFNRp2Bp/fTfl+ +CCkCWjUizhRMXRdVK5qgoY2dcEVXwRfuLcZPQ/SoeBkWE1siTMOvQifnS+8D +IUU8JTC5h4ojcyoSRjNU+L0vTmzjDUeVhFX/489cLuIPdsnSpSNiLSfO/+Fp +tHI+UbTaKDjmGR2eE0nD+T0u4X+c46G1LSJ0XRMFA2MlNgunaNgyaL9+Q3wy +Xmk2+rtxc79Y2Vy2U5IGiV8KRxilN/DcJVi+JZ4KnR3bbZ2561rWeIWH6pcJ +T80nryQqSHCc1fwetI6BwokJ0mTzE5Tvl+t1DJiG0vhjnRWSXO5av7PzBf0F +wpqLH7nKUJD/6G7X6REaerLvHkmsfYWdBwoT8lZScCdC8MuWBhp2XewnJ/xq +hHzvZ7kY7n5durn9j2UEA969wysTbHvQf8eWnG9BxNnvfp9eD9PRZ+PqtX1q +EKIKm43bD5IwzBEY2zxCBuHCTSrfznG8I+1obmjuxc9zW1fonS/Feobw9Ojl +GZgefrUql68Yn5pLA48XtyD/3l161O1Z1JifUJYUegoTq38o7mpEmk3Olv4n +s1wuLD0pzqghlB8xWLPP6QHyF+8+//txFgEd6221vN9h84p0LzjPEswF2t8r +k75Y/M2btT5cw8bkZ02ngyZjhDplBZ+8bhFodPn0jldzwOZLEZ+pG8RTC8qD +2VRRxBkn9z0u4kDv4u3sLfJDWGdlEnQ8WgzDr/RvZCdxc6xaO86hZAguG/vG +FHeK42NzvYadHgc+qEucMhoBf45SW/+MOA5c2n497Rs3D7MM8rtNR1Ekc13O +9pUEbKhQvzTBxo1jPsF/c0axtOw+w2VSEnf1ZVQ/ZLGhceP07oiaMXjUYmnY +dmks4V3Dv02djVhfYZOD0ROolcH8PS8ZfFjZLK8xy8IRvQeBsVsmobL7mdzf +llXYcjtsX00TCxp5Zy7PDU0iqP5i/MzAajyPzHTfFsQCM7Bt57aLRGw6pd6+ +b6UC2hP5F46qs/A4IplX5wsRc0kbl5V8U0KRQr5cDoGJTEVnt5vXp2D21XZN +QpkyfhwNu2l7kcnlBtMXq2amYDUnFfz1uCoeHcz9ImrEREey0c2DHtPo+T11 +KYiqjsIL4uVrBxh4NX9zf+DUNPL3ldjlV2uiQHve8e5jBjLTMt8fVyChNDI5 +8mjwBmRpbjlKcmPA+tJcwZ5kEjqJPXsPftNBnn3qbYFPdAj9eitL20TGseUq +P6pz9XHaYk9fTB0dL0/wLG50ImOfZcRV9jMjvA5U6fS8QId+oviWwxlc79Gz +unr+niketHt9Mxbjcl2op4awLAVfn+lr/dW2RESJfvLQTy53iZ74lqVPgbGa +nVwfwQZaYnzdPcvoePTxweJOTQry/tPCXW17HFxbFWX+Hw1k/8RVWS8oWBuy +d7Vlz24oLj995Y0NDd8eknwf/eD6mTRz7G69K3oONc4Uj1HxynKFzawvFZnL +1tV7dnpCs7DAw1uAhjLN38cmDKjQNjpapGjhg3NaO3jl31Jx9VTiza5oKqL6 +q6tx6iieZPelXHhPxWXsn9seScXiykMWT+6Ew6u+SU/7IhXRGn7fnhGo+NQ9 +RLTsOw1j3vzcum8UNEe0dVhup+G4vMupF4YXIKxy/u79cSq+T9nk6PtQ4SnK +e/WgVRLk36qF1DCpIEwPxizupeJvwN5Ej7brUHpidXsyiIJfL4pk33Lzfpec +oKngshw0Pgyp/ruZO+fySvXBrdzvIXONcP9ECawqlfOyH5MQqnSAoq/CwO77 +3tatayvgnirlcN11GnqZDJNSaSZeay/xudtfibb5vuMxEyQQ7egErTY6wr9a +JjwpJgB7f1V8C6fgw33OYMo17vo22+ief/Eeq9d8+mWVPI0jMQ9qXnDzXPj4 +MoGpVUNw8rhy62EgEeUrflkkutDh12fHqEgZxofbZs1fI3rxVGfA6M2GfsTu +q1DaMMvlg/enCSEi9wh65gKlvvvqCIHSHRdzu2YRlyifcWGxE43ZK1+ahn4C +7c6n+9v3cfDsUCYl5Ho8oUw00IX1JR13iISmz39m4dM+Z7RUkut34eVPJtfP +EmSmiorijv2wUHObKCigsKG30v6EduwoQWNE672MhDhG/+nUvH7NgfOOl25n +CwdxrLzr8p8ccVwzK497VMaB8bDCO9LkIMxMRDJbfSVgQVX8dzyDg/cXrVyf ++3O9L9qkokteEgr37rkt2HIgrD90mzU8jEH/Bvv+Rkk81A3c26TGwfpOpf86 +I0bwJt1UO15NGj9m/QQdl3Bg/bt87xchLi89POL+I0AG1RLSl293s7El4Iul +2cQoxufkrqy8swqECZvel05sVPksFkYMjSPbdvCciMxq5Kzp/tUrzwbxzFBh +xO0JqKcZO9WtlsdtH9X1r/jYEONd2Gw1NgHXexbxJoqKGOsSPU+ksTCzL84y +0oWbVxr4KaijDELe9+i4Eyzc6POJ3XKWiHWZb7RcclWwP2+11+dvTIwTD+2s +NJ+CtXyNwI5dalBTM73p9J4Jx819moXnplCqGGZ9/Y8GxLNPkWbimOg+FiEp +MTeFa6kreLbS12GLk1Z46UYmpFr5ZHYfnUYVa+/h6Y3aWDO3XS/chIljsl9W +J+6fho7m6ece1bpoZQdZ8PUwIKVa+72NMY2EBuPJJQabUZzeoPg4lgGbRNo4 +fT8JLi7Jp4drjPBKZsVqcgIDtWNpy5c7k2C/TMrOU8YMgfJEKdvdDMxu7rN7 +k07C62uLkrO93Jz5w08gN3L78p+3c6Ydd25ac648uGaD+J2/tmbn0+Ew/eC4 +VjgZcha1JoK8DpCYvrjy8Xo60kOIx6Z+kRHQZPTf5XXOuJsl+7JgAx2alBZy +7k8ygsYZi+nr9uO9+v4p90ka7m8K3263m4LW9T7nJOI9ULjEd/97FTqqL9/p +piyn4LP75u0aotzWemJ71yyIhoj1hZ5PP1Dg68jSP6tzDEsFKu001tNQsP7D +32dSVKj5tpyqbw9H8b9y6bbfVJS6vrv5xpqKVVHdO7b9i4YFzzF64FoaopRl +5nevoqLwWm/xd9c4PBMxYBtycyScStxhyqYiLljgmwglCTVdL806H1HBm3aR +3pZBRUyy4vbzO2/AwkQ6/h3XSyuli+qESymorAqYnuTLw0ttSzFFLneaxnSH +CX+k4YywytqWx/ex61lmprQxHTMTl7/E9pGRKnL9dHjGcyTWhJrb5dMg3XuW +svQEBUL6ZwzZUpXQ9Vph2vGDjOdhp4Y652kQ2KivXHW5FsfWG50dp5IQssnG +YL8IHZ/KI85fFuvCIZVP36u7yWhsCDaLMqKg2ni1o1rTIAxvd84v7yZBxbtQ +T0WRgsu1Sa7e20fh8FdALiB/ALeumtUnEckIWfntsMhJrvfrVj9bND6Nu6b/ ++0gw0bB4VvVvFnetHjMVHGsRoT8nFjfcjE8ZDd+nzs5iRO15hcrSOnSYvkpo +1s5BwXKBTr8Ps/DfcXuuRaMKUmYy9je1zmHWraNJbmoWvEPs/DWEbnSEU7PX +is0SvnwzbDqbvGjxffDeDg8xDs7oOwQVtY8QFisEIvf9k8DjU6XHiro4yH2S +U9LrMohDW8+oHnaSRDLj2efRNg56/TQueEcNouP+E19DSymQz/S0LUvnQN5N +b1ti8BBeHSn4U7xOGgmaknuLQzlYM2te83H1MLLdxCrkEmUQ1BS+2t2cgwr6 +dL07zwjkn53volWuQtaw8onKNRzwdr0/f+fSCLyW9FqqfpXFFp682oQVHFze +wjzz8dcIPpVqfNN/JQe3R3/o6hlsWPyZ9+NtH8O2j02TNlEKqBPI9WTac/mK +byIjizmOol8PJenjSsi5/VSgw4KNmBWzH69JTSAjLUO/31wF5hd8VlpqsSGv +/rJI58gEHiWcXnj8RhWWPpvILxpYyC3sSzlF4nrfVUOm9kl1lIgTyDYBLPjt +jW0jJRFx7IDNBideTYw5yKm2W7CQWWPh+7iDiOBr9a+WqGhBoPTdrcNjTMg7 +RrVH+E2h0Xx9dOXoRhQc4AtquMSEiF9u9lf6FJriUwbuhenhjYH4jf/5fZFU +9F+v//m90QdH2QJ/LwPMVh/v+7KBiX9fIiKbAqfRRjpfLVdsjLc3BWfzWQzo +HnPLJLdM47Xl5ycv7pkj89jsv9ESBj6rUba+VSIhLXqjzd/nVlj/z8HeJp8B +8cmPP35ok8CZ7HIy2mULhxNB5zg5DBSrvZBYpUvCWmvpfawQR1Aszzx+t4KB +iB21wre/kCD1dCpyC8MZlHcHZsNn6ehwTzQxFyFjP98rxTmh/bDpHRA+M0GH +i/fURms1MpQ7ljYfEfPEDTute+ty6KA2CyzZEUVG9+iu9yqlPmhL8hq1z6WD +GbWDlxxJxuP/ynqv8wQh/wJt+UALDWd1jwiNhlDwx35lwpRVOPozPQWffqHB +Vyx9ufkWbl7lTc9ufRYNSLQ/6OLm22M5PdMwJ+71dObbHqU4XNVRyg90p6Ns +U8Pi+WYyHDLvy89fTUbCUT4PiV9cX5Ok/bPlwvezrCD1BvvrYL9pjpN9Q0Pa +ZkIzLYCCuSZ3D3N2DvKshTYZx9EhH+Zw0DaNDOsbZJXtT+5DTOXWDXN5OnJX +JD3bxc3h2pq5fK/hx3jXOxaQY8tEKvXcRkexadgcYs/kUCpBtLmQV6bHALMr +btfNKBIqGDFfVgjUwjTdsqTDmY6sIpmU+lYSVvh9LhFmvMWih0Nv4DEqhnUn +Q9PFKSDK7h3tffQRWckLRa7aVKQoNVqsYY+h/tQp43O/pvC8NtE0eE8PJNhn +xfhukbCcUXaj8zsNQyLjlVq1jYThMmfv7N8f8NXahJhQMQMnalzLjEEVodlL +/Zdn5GN8DX3dpzYwC563wdvOaxYiab5+Q0P0A0T4jfiIfJlFd83AtetDPTD4 +eaVTaXKGsEXypZp60hJM78h8ZKnLwbFHAdYRZiMEMGQOTVCk0GhS8q7pBwfL +/ByUcsMHYKbI9/FDujR+ShksqkxycDZVbiLiywByXvgQiK0yYHjEW6hw+cco +gxSe/HAQpgUOYXLKsvAxMrbeksLBvtF3DlcKhkA1Umv/tW81FO+0BCTt4uBb +eaJQVvUwBH5Xe/imy0G3d/3hDHDQFUg99u77MM4GWiVpLVOEieIh+kFRDiRt +GIzfnSM42e3p2/RBCXuNNj7eNcjGZ1UtDenaUfzXtca8ulQZg9ccavzusPHv +1m0Ppaox3HNuKx6LVYXbdNVSyyNs+FAvRzy9MY5pojhLSU0dXR/vhChuZaPY +zcX+o9wEpjdoT5jwrcUZk9IPfoJssBIqvlzuncDtLh1xqf51aEiVDiGWsJC9 +d1f96VVEjEURThyV0cbZoD0+J26xIPnaLkjRnIhiH+b+7hO6eP9KasFWiYW1 +oz+X//lNRN2qY8SYG/rw0U1UtfrDRO4k7wsrvSn8MJL5IPvAEIe+7JXa08zE +q09fb4WlToHkymI832SCY4HzP8peMKH6q23ZxqIp+NTFZBEXLBBcoRGu48CE +sQnn/nmLaVi4L2NQ3lhDkcYyceRnYnm4yen72dPY69IdHLTUDpvuD/cpVzGQ +dkebyBYi4drTngcidTthlJaZdZeXieLXGYGH8qcxaVu0/XDzHnxwktc2rGFA +ybNSU0GAhEnN9dfbD+xH9cGf3jdrGSif8thH4yWhuZctMZblhQdF+j6RTDqM +vzOyAqXIKD+wVXOswRc0kc4PLRw6vBTEp7aJkeEbO9vZNRIEda/3USZg4Hpe +iei+RyTspAh2PXAOx+2rJcciNjHwW/S/dS8aSPhg0d5SXhiNjNcbnW++o+Pc +9xTeg2ZkfFHnGJRsuQBJ5S1zm2poCLc5mEQ7Q8FkRNF+nfwUrPA/uNtbnI5G +pf6CQSkKsgP+vf48eQNrz+cpynHz53Kf/fDynRS89ZsiXbuXhc+mb2WlQhmY +E5MKMT3C5UOfy6kYLYR8hIDQJVlufl6OHTT9TcYq1X282m1PoPFe/1BQPxXq +pKZlp7nzLfCUb5NtWS3yp8zG33P9y37aW5S/nwLpjz136qjNcLUSe2zewM0v +WUWt64kUaDyZlHzv/g7rfl08N8OggfdvZfvQoWlcsz58qSPkEwjlu1gZLwbh +kuT53EBmCHneN/fobmTB29W6yVPmIxbXy5R9I7bCY21uWbXfDO6+z53ItOmF +S7FXsD2XY4KaVyk6nmZh3C6K3zO4F4VPmtuu0XtQcqZnVfdJDuKMWt9Htn5E +4+D5Fxpanfj0X1zvtUUOqKmpYtrc67+OixTbPpgheCPgosrBFVgIzfSbc+Zy +wplPd1aWDBPEd5xhEHfKIjfAIF2EmxtF6RNMt6gBiBs9tXn6XBaHlZz2fPjJ +wQBtddvi8QHIeCwPKNaSw9LRdxbqXD7R8QgiLD8ziAYFLfPiMHk8tvEedOTy +yVdZMzP140P4luZRZL9CES/2Fn54n8hBqHHQV6XSIQiVUc7qT6/B64h/2bu2 +cXAxzWH9Uuow2CFpGUM8KhDGV61mYQ4UP0sP0XtH0L5TX5uorYqYKmn6mBAH +rTnk5rcDIwj6qhiktEYdd1xd0+gdbHDs7o8//jaKL7tlTqR/1MDvo+dzTyWx +8eh3covynzF0fxAYdzi0DtqZU6E83DwRXlKlm3ZzHBQzQTnrjxvw70Sb2qgG +G7T2G8eiwifwga7vhaU6kG4JifD+x8JTC0KB6t8JlN8Z7ds6qAdpPfnG7TUs +bFsYGWlbmESttlNRopIBzO46BkaEsbDD0mLzwilubmT3LixuNMYhQc/t281Y +0D8R9tCtm4gE50GF4F4zvPvQ5HiSh4X1QnE2Hupcn3K5c/55qSU+rE07kC3H +wixPKX1g2RT2Za246VJrgxlFZ6eV6UzkfbQU2do7Bb5zP+ntGvawOq06fMyS +CXpozGDKzmnkrL1y8mqZE4J8vW0SfzPgvKKNGlE6jXvCa+SLJPdCfyJNOkuE +CXGprEW9W9OYZts4Jgq642uagyzFkIlMZ/bW6x7TMGjs3LbqyWGsjPDrU9dg +4tHyFTVekdPIrM2b5rnpz93/P867HWMg95aVmNJJErwqV10J/H4c/Pr7SS+l +uflQVya3cYKE3s2/i5rCInA57eZQtisD9Y3e8Y6pJPRnvfoxcess8m7fuqQg +w/U+O9dlFuPcXk6YoBl/iMep75Y1SdzX77L0OPUmgoSRJwcSl6y+gqKGgV7D +DDryjuwOW36WjAujFRxf3nTwf/A/FJxIhW5A3t4b1VSYtb48qziciZXzn3l3 +vach04G8tXk/BRMin5y22RfDn5ogabCajvKcf+zFGTKObDjfv2mxHJkPAyNF +Fmn45RBooMH1u+a8S0Ivd9RA6kFLfJwmHQZ6DjLGh8jgGJT15bq1Qrz/cbH0 +Awo6bvoaKVVQcT3j7qFYr7dwndvH1qFOw9Gj977UDgokYkNvRlqOo/HaGpGU +W9y5cjd5//7nNPZtEin006LBNoC5JG/Ve5jKRW9XiiVCObzqQkMYE+WxjjIp +iVPYX+Tpq1o1Ahmfjv8SDWgw0eiWa943BEfvm4G1z5swXOHXTuTOlfT/fS6C +TfT/eU7Cof/7fARqgd+nuJQ+yM5u4v15eoZQZhMTYLaCH9KDJSJmdzh4IWlf +vXHvEKE+O/2ksJoCkt77PjX/zYHQuZc8Be4DgHGU6cx5BZQthvxmrJhBYpdl +zaDWAOJ/tKT82a+Ekogs7d0dHHw2yvVnHRtEiwFHQ2+JMrJ2bPsy18LlgVf2 +hNVxg7Bz0xOejVHBBy3D5AuFHPDZ13/5rDyEhaVmxjGtqkg9s8TzI5crxH3d +BF9/G0ZB4EC0Yr0akuMHsubdOLi2cae2S8IwOC0XhU5pr8W3apPAHSoc8Cz1 +m38aM4Lr73Irsg6vQ9+6n7JDX9nI+8UTMbB1FDpbvBauWm3AqG5jnGw7G1qj +PP8p/xmFmoTy5vnQTdjTtGZk1w02rOqbnlsPjOHWLP0KfurC8GnJRao3G8Gn +kpaM3h5HSsBib6TvZtyY33PS144NQ7LySo2v4xg9enjogbYRFPfThpOXsvFV +z9pxz/cJ5Ht03/GjmeD0F3525TALe7sbLV5dmoTW2sPK7TLAbaNS0yPnWZj3 +Kwzh8SWCUTBRvF/UGkduD2jlPGbhj5u0d6wUETWzmopDl+1AzLismbKFhdOh +zO43vURo6Fo3GbAdkeV9Xs2SwcTOhMxfsc5T+F06ed2rwRmGP63kKsuYCHb1 +OKdVPAXZ9X9KJfVdMZT9YaunLBNP5Np3n/pvGqY3R4aX7/WAkJ2I+8qNTNio +T//WPTaNLNnt5N+6PgiPj4wK4HKLsm2iyRout/hWWZea6BxF3sxq1fK3TNi/ +W+okenEKNcszlzjyh6FmjDRS8oyBDeLJ9X0yJLzbtG3uiMlJXLhg0GLvwMAE +t8n7skn4ccH33rPZWCgmKqZEjdOxY/mGeyyu1xwKfGlg8SEB9y19j78WYEBh +8/VbbUwS9gyGSy0PuYr27IrqgmYG9h89WjDEnaOutc2uB2cz4Fnbv7AxgwFe +uZ08RwxIKNpEF31Oy4ZQvLBtri4dK4nj2tuoZDQ9qaguXniIEo/bXa/u0JF4 +f35AbD8ZBd8aNN7vf4ES6ddUHhsaFl61WKR0UGB510N/glKFNyOc4SQ5Gl5S +LBqv6lDwyfO33c26t6ijLVUWZNFxhrGFX1NhGuucI+yjXD9CgGfX9PR1KuJN +O+gsbo6ljMo/MPcaxELb4n+/67ieKT1wcvy/KfgVVlB9VEh4taLNWXGRiOj9 +gUJXnw6jzXZulRWZhtcp+tcjv/VAJptvWXvhNE7Nnbjx9zYd0ypPdI95FaLD +7LLXFuuPMNEne4S8m0HFIwPy2FG7/+9/ob+JD28qOvoJDD+LN1g3QwhV/K/8 +arQoPlssX8M7wJ277fzSxaqDhPUyP5QOvlKGwkWL3Ef/OGg46LDH0G4AvMf1 +jd6ylbH395RTCZcTkvQH7bqCB2BqtFZsyS8VXHFZeEud5npH9NtN7yYHEGEZ ++qbUUw2lknqkQBIHibFJnxTGB+BmlVwZPqiO+cBLqUezOThkOGN3atcQKDZ+ +PU+91sKkWSxCOZCDENcHUe5bhjHOZ6i2RHk9XLK+5wqEctCpnnSiTGEY4o6r +jy5ZqQ2VAp0g+43cHDsXbXdvxwiON+9ZUZC8CY3hnHWjq7gcorMz/s/DEbCq +zSRcpPWQsjbFopXKxqe1aeePnBnFTPNfG941m/HvvOR6sx428lV+Xz0xOIrE +H4eLbKWMcLNwm/aPa2x0ZZNvXxsdA/FqmJ1Urgl+q6Svb9rOxozwW8+U7+Oo +Dr4Dl66toMzExmtpsXFQcI9F7JEJRHw792N7pRV+fHc/EjbIwpKhO0UNqZNw +T43XZF2wAT/dQl1Jio3GOI9nL15MoK7s0b9vcQ4Y/BITsYzNQjfZ2qls2yRi +zpi3MNWdEW542u7bZhYWFqJPbxghYjTmUdKJPy6Q/75HgiLDwsG9a07U8nF9 +xPjw5i/WbvjMoxEz8o8JUaOGpWs3TkFk74mdGv5e2Batfnyql4nxf0b3+SOn +8Lmx+V9Asy/ce5rPnStiwnTNSF3yqynw3rmaaj0aCKHYK0H77jNh9nw8uuL1 +FB53hOT3ToTjt/C6pe4rWXijJrhJRWUKDsuf6FyTjMZZmaaTr54yoXfsQ63F +kykcHXFpvXc1DtpvlBv/6TCxh79a2MB3GlEvEkNbHvyHK7+NeYwEmKAok2We +Z07j/nmP1T8Sr8Hs/FKLPDAhZTYi6ewwDQUX1c98W27j54RWzG0uz5RpXMic +vDKNKQmdl40JBWC0FgTZ/qEh+lmy4RI1CnIeaeXv2fAA1wykl53Mp+NFmEe+ +pi0Z3rLfbyUaVsJQeN0B6gEaevq+2NdGULAw00EWjm6CSNal3z0XSHiU+ldQ +LYWOg1OpjLvdb0HYQS3mlaXgieCz8gshVIjPnrgxEsad9/WSqeYDNDQ+mt48 +4jaGvCTOgfyZSQQtj2QbCpJRbzw/EyFKRrj05xdmxeMw3Uzb3qVGwsl9A+0V +q9rgVht8bUCWgRKXwLdXIwaxq1StiOJxAa+NI7RV33DgsvmhzdvMh4SU/3PE +6/6kOL65WdwxlPqdfWYA+Tvuwvo7h/DJPFvs2TopKJu/eTDPN4MTu9VFf0gN +EBa2ky98OqgOx1Tp5kuzHJSEeJ48njcA4cFw+7gT6phumt5wfY6DeduGhulM +7vxq2t7wllqLypUlQhdHuPO+a8QgRnAQkZWr1hF7NZHq/MiOwp1rY37jw5kj +A7j4+dXHsvVa8DuxIr2+hgMlueLi1OpBcL5uopxma+PYnNS+41c42Py2RG0x +Ywg3SApS5lQdOA9KvI/34ID98kFHbPQwxILf0JM99SAi2rxiuSsHebKxz45k +DCP3dUvEGHkzVlsv+ZPAz0HfMfH71pQROExoXRDyM8L1QlpByzwbb2I2nmI6 +jIJafGxp8F8TZFbd8QsdZ0P+7dy5+IJRVC40MR0ELLD075+vzvls7PccD4++ +P4axQ+/FJ25a4ePn7D3PXdnY/XCrDL1+HBVau2t/1Nngxb6vkaHybDzLE1ae +yJwAs1Njozf/DvDTjKpWCrARTX7lGzM4gbUHLhj7+DnhkA/rTk8wG3sbHO/J ++I8j49eppEWRvTi4sH5QbJSFIWoCnRY3iSFTKfK2GVekJ51I2HOThTSvve2L +W4mwqYs8ZFh5EG7E15oBySxsNIjnb3Eiop2q+TnK9ggYu0PokVy/tFQ/4J5D +JmK72b8qc80ATE1bn4x0YSHuS/6HUyVcH5F+oS4eFIK/1wbe2+uwwKleULk0 +RUR6R2JtYfBJ/P5LoL/OZYJ/xuYLrXUK9795+TivOIet9w73C9xjYpVzTbRm +wxTSJSJ4XrXE41r4USXhfSxUTQeff1JExJ915jFmyy6jb1lSbYUzEzij+Eh2 +8zQc6k6+llxxA0Z3Zg4qr2fix+t3HbWB09AzCCzzO5qFkIYnIWkhLDwf/U7f +EEZE1nE+Bae0Qlgp7PCNPcRElWPirLnYNB72HzmXX/8IH7deejFeRce1cb5/ +zapknL90K9ZuexWM0zwiNHjo6OOtpWikkmFXaf1s22wLtrUEb1oIp+LvfRWr +ixpUbOjPuvyupw2d4VUPd6ZQsYsTybNuioKKi20Lvqc6UHdSf8OuChrOfjDw +PbG7Fy8HR3RcuX5jyEyauRhERkaALH91zmtENlvXux2h4+eaiB/XpCfh8HJS +UPrONOYvRqmOksnwt/elXc4aRPTIwWj5tApCe2y0geYDDn6zfEeLxSdAfbJN +il1STwjtnVJZwuXFhJTcRifnHrw+9dLRQ7AHqw/ds07l9qjEKprI0MQTLONt +HL2hWwmjw6fjKgZnsTNF/NCyK0PQFliuXHGVQzhSV3xr1UU5GJqNrknePQPJ +7eO3l/3XT/huefHrInkdRIkVQ0bLZnDBopgSbjKAQ/NJv8Nl1+O1/EHqf1zO +j2OHfZRxG0D7QttT3soNKNq6SBTr5eDXP41DK40HsTVgsoF0ZBOmN4jc6mZy +IJUfttqpagCx8yNKfH90kWAqv/toBQesRb93Zr2D4PlOnDIN18fKX/lXtbnz +7ufzqnBd5hCeKiUMX0syAK9lQdvgOQ4ERKN7XIlD4OyKsPvVaoxzf88fSN7N +gWl61rnIZ8NI/1nevxBiisSe0sV7plwOoTe3CwmPINn/zEWzYAtMzBLoxXzc ++3Q2h/iDPoLNuaHMvblWiB+z7+gU5MBDp7zPf3QE+8krY3nW2OLvg5Uf/uSy +wevvf6ypeAw5zKuWrwJ2YPV+F7Iwt8frEu74bFgYx53b4S/lh3dCSmMZZVqC +jZDci1561RO407hXWaFxD0p7vqbIcb3AqH7NCPHOOG6lH327vHY/Ljs9/DP5 +jwX5EYkQu98T+NO59KebxEHUGnczY6pZIN9MOnni9yTkC17wMXkOY6a0hhBb +x0KH688jMdyecF/rZFR+wR8uERJXs9NZuB78tIbPlAg1IaFzeQbHuZyebXbJ +lIU5BWGRkA9E1J7K0y+eD0fr/KrKSydZiIrWoZJCiVgZ/7imqOU0jtyZFjpZ +ykLe132UXjEi6n/syfKaisNF3dNGOYtMyKx77rRs8xSCDFXtN4T+B9+CQ4o9 +j5mYH5t6lP5sCi+tO1uT5K9CtS/9h58nCx/+G9l7MZ2ItZeNb+7VuY3Wvc/W +qXL7+sTD3Mb29GkUPHW43OCbjagqM7vHS7j59mdNK0VhClHmmvSCpw+xvqSj ++MtxFiJf1fQHuxIRYc0T3eD+ArPXQpY+bGNgKldLcpzLxUfr3/edfleNbnux +dmlFFm7si/tgsJuIgFvdF8+sacHMgZBdqf4MHC3g7DSnTOOMjWZZD6EZB5R+ +/Xn7g44/ju9uOkZx87AnYvBh+wDGNKsP+AZPwnNDXEDbKToONV/tulw3Ameb +bcuvfm/G2tarXw+11hC2GO9WaIidRbuEp8u72hF4HpTWVEokwlBrZsUpNg2n +Dmjp5+YT0DJyTChQsgcfleOVU2pmwFHcV+y1phvdLa9ryryv4ZrFn81zsrPo +mnf7mdQ4AnfeB+5/xTmE30fGvK9TVDA2lliRGzWDEZ/7B/3y+wjvMwJ4frbp +wOFPfzNr7QzEd1tdUgr9hO9lfawTAbrYemzwSziXw6tkXlQe3jGA5/N6xTli ++jD/F/Kyitu/YZEqFZdHB+DgZGn05t9mbKJ5zT8icpDhOst/mjWAgEOdQf+U +jCCQdIRU95iDqNZjso5/BlHd0bFoc2MLOOb+xYLFHERE1OVcFB2CDk9C1iZz +c1isW5lzP4SDnFBr2+1qw1i55W/f1yuAmO+kRJoVBwwBHTqZM4zPoV0By9dY +I2PNtU8/vDmI70i9RvEZhlP929tTN7lzxzZaUOR6upfLi0n/2BHYi33aENiy +A9dH711958yBk1OBY1nJMLZ/N7vrUboLAsGmYeIlbPiWsAX2nxuD27Wg+5My +ezDMd+nm4Bk2eNb9ij6rPw4+pTR+k/l9aH30al/ZWW4vn6W9WqczDr/LE8mF +Xe5QeNkaPR7PhtibXpqq6DiGm4LNgu29EUxevbV7GRsiznM1efMTiFuceNBs +5YcVxfPMp/7ceWnQUnqbTMShtu/FVTuDkLel28rkIAsPR0hij3OIuDcT+czs +eBgaKhzG+qNZ+M5/qSUgiAg3Wa80x8unMBO93zK8holHX3VNBXOm0MKnZ9NY +FouRVlbMNwsmrsQn2RJ3TSOUtbptz+dL0NwqIKvH7c3XRQWVpwymoSuT39Oo +kopNRv9u615n4vf2w5bXPk1h3VvPD52XbsK4aPLb0GquFyQ437rwl4gvQsrv +t53KwY6MVW7N/UzsMP0naHN0CvnbFhRK79+D3SFCdoAPA1n5a418A0l4+mXf +v5GJxxjm/e/ItydsKLyVSDtTPYobd841CGu8Qkj0VbJ5BxODlQpKeuumcGny +mceI4mus+Ny9+eAlJu7VWp88xSAiVN3AuzynHcE5j0y2J3K9IFc/7uE8EX1u +iac/rm7HGmPejh2xLKhTK5PNWztx+/L3uBWPxqEQHa9fMETG0+zCrqNne5Cd +nUkPHKDi/ivedT/d3kJT7mGB8VciPrttiq72ZYLnWo1Ev8Q7BMd1ST8MrEKk +1zJJBYNZfLcVS7N1+giDB+crBm5/gk/r5LXhETbylNW/ElZ5EkTnJyKIVx9j +hv0g/vvX//ec0MSnXUq1PVUo9bzWHDA5CyQVG+8qv4KRnEDexaelOCL2c5fv +51lMUk/8qpUeg849wsfVTWwCqfTQyu2z67BZu+19e+oM7ju8u6kl1EcIPHHc +w/CEIY4/S7Qs1p1B3uLyDYJbPiHigamQRrIhbFQT/tGXzGCB8UvvnOUAPgdZ +/ad50xgT4QfefuLy9s0M8kTY7QFYdI7dD3ppioKT3kbibRwsb9DU9D0ziL7n +V3MsNS2wQYw2NFfCwc4fw5s0eYeQ9vJbXIyYFbTVK22cuP1rpXVRs5rbv3fO +yWWccN2GXTMlGgI+HHir8z3f6T6MnyXm93KjtyPU1KBoFXdO2wxLc+YDhvE+ +pY4w0Mr1zabnFvbyHKzIIp75lTkCavaOVW1rnOBl07PxJreXledlJay4vbw8 +XTGXLeqCXWIt2T3c+aWo6r+9xp1fqSWUdQmPXNFVjMinBWwccLQTWMwaQ2Wl +a6Caszs2rBTx/3SHjdDwWz2OL8dw4W8S53qPN34KkiR/BnH34dLkFvXgcfSf +nI/3/OCLM3np9V9ecrn9+OinVXZjyGZ803x7PhDhcXWSMz5s7NAa9fx+eRzN +iZ5heRdDEd362dQtjYUN3c2z122IoPsrzNXqR8Kv5fv+R1UsbGv4Lz/77yS2 +h1aM6vCfx4evtz7rklhomniwfuzIJET0HNKP9F/ESnLEo7fcvna++HFP5MIk +TkbrinXUJKJb1mOJbwsTB+Nz0xeSp+CeFO8bJ3Adbozo7aO1DLDmC2gPl5Pg +Ypo4Ov4zHeqXZ02XLGUiKHlMxrhgGqmVC3fbOHlQ0NTa7qXAnd89HAfeOSJy +4v0t1zsVo+/Wsy7et3Q05ns9u6RMRoJc1JNYjXL8kzZXyqbTEJMr66smRMGu +4FUQj69B9MWRyxnObFi9HiFu8x8Di0ARPqvfjKfV654qiTKh+uCH5Fsuz5er +uv62y2vD8c7gMaPbDLw4V3lMqm8KS/Y48M3WdUHk+DtqWtko1GXUu8X9ybh6 +wCy17igZAYHO6jE2H/8XXW8CTVX7v/+jUpFKowYlikoqRUVyZUyUqUJmipIh +SQoligyFEBUlZciUeZ62eZ7n2TEPZ5Kikvifz+95ns93/b/P+p5lrXutvba9 +Nud9va/rdd/3ORvtKSZ+W75WEMO2nA9mxGj4sSZYXr1rCCePrI/t2N2JnQPp +/kUDY7ilxa9Qk9UD4YI+LTe7Npw4Y7z8UdkU6H82DTORStFFnbUQ86vHWreL +XX8+0kB5axI1PBONt8yvl1ampePp+vDP+Z10/Oi/+nUtVzleXPPg3JyXjtRT +WdksN+jQZFEIn74ShY/Mf40KBtI8Jgz+Pea57Z1+jAuxrmKIvHvaHz61v9WV +FulQjlXPYrrD8IPK1Mo8MwqhV5Wopx0sDOFytu6lGhrUXll/uWrcRFxS46+S +eyiBK9w9BjQhGg6qHlV9cq4NNaUp/T4cZ5CoQhZh30ZD0EM1k8C8NhwzCNyp +anoWVeqrvAc5aLB8kLaPdb4Nhe4ugSHh0jhOarPdl0fF9NHANXeiOrBsmegM +5YssXi8R/M8YPlt7TSqRj6MTdWe/SDN3nYOk/ntzpkwqbD+W6EkWdmAmZN23 +29wXkGjf5uL2kIrvDndvb+vrRIuiwljMelUob2593mZIherJBIN+/S443I/Y +PJWnjmPm++ef/qBg9uqHeatjPcDJOI364xrQ+mj3iM+Bim9P7xhfnegEFhVV +OI7ooiVd/dHXtQx/364pnlrXDRUtIk122ACeB46XuY5REMdx+rSqQw8WZC9K +Xu6/hvyqQ/k8DF8uNHtuMOPQix6NWMuG+psI4tq3Y9cJhh5fsu8oFOmHep1U +zykma6An3CT6NgV18/iYdbUPK3NZzAWZ7+JM/cKQdzoFj5VuqfHL9sLdTNei +svABmOeKgw1ryDAKKPLZkTEA0cz+vuBHzph3dLKcLiMj3HQ2xaZyAKnqNg/G +jrjhtimrpe8uxvniust65kloVKh4mHHIB4fG6qyq+CggJ21OvGzTD1bupuI7 +aq+wTqZjZFaPAgfFw5pUvz5QLnWz0zhCwLZyLGW/7BQ8S7N0L2AI59WOwHQm +DBl8Ahq59mTcCpw/ya1AQmSm7j0Z5iS4SZ8Zfbo4BaGhizopDP/lvzfQ0WuQ +hodlG2Pjvk4iflzFXdxxCNl2Ihek7mVBwqNKtog8Acnv9iving3DybF1w8aw +Ymx/clpX4+sU9tpyhjx+1Q/DQKGenNWN4Gy9+EhMbAJb9qSQru4eRpJWpjZ5 +qhH+BH/NA75BFJho3U3e2Y9K/Zf8zdZjSDpdFmx4IQnu/nVSJux9GPD9+UPo +DgW7aj7MlMe14tsGDtUjdzuwasC54BKFjNVb+UW5MuqRWM+6Q2mhCwqD5W25 +JykQ4xdnjo1sJdxid7Geaoom5LzNVjSChn6N77Ka2eXEytArZb5mTYjR8BCK +laGBu2nt9eVHCThOmV0O1G+A4UkVdvEKGiZGBq6NiGUQPnwFwkd5g4jZb+Mn +9zF8ds/fzzGUj/7rOYZDfz/H8MpfL4n/PV8tlH2M2nL1PeREzAqNR52I6Pp3 +MaYLdJx/n5PHsoKEjVsOuwemkgn6orRdYrYYEhSCmkZ6aBBoUjPknW4k9PsH +01gCZBH09a2OwBYaSKuGXX1r2xDWV3GmZ0EWXwuetczPURFecMOOuMfw5fSG +s2JkeSiZPlQeXkXDTzN+O6nN7ZjvOL1BoOY8aM/YdlDrGBwf6/hd4kIH6npO +8+QsXkTa47aBpwVUJD1wc3wc3IHO4+sE3SPUYK2eNckcRUXV8IUXrzd14gxV +avrJscvgth4zvOJJxUiSe8W3D52QpgW4TB7UgvnhR3foFxjXmVsYlsjpgtXD +uAVLbV2s9aofywAVvxyrCnbMdYEux3M63s0IM2ZWscbHqfC6RxToCnXjWJ3i +T2W167Bc8DS6uo4Ko6o1Ia013Vi1KGu8lcsMS2EO3zg3UXGOLNoiltmN2OkX +xamuVpiUFlH+bE3FfgPjAyGbuvAioHBb8B1b7C+g7H43zuDWIRGNBvUBKB6s +Dk/RfYDStlNLUnv+s4+7Sf2ESz82GYlwRaq7YPrSNXcPV0YfWOze2czaB7vX +jbuKQl3h7Wv66zDD95kuH85VSO0FLSAn0m61NzLVjW2oMmTsy62+aZhPwtsW +KdrvsgBIX1vVsaVrEvq/3XdKMnzG9q2nzmmWt/hdr3rq01UyVB6Sqto8SSjy +HFZ9vSYGsdTtvWUfJrFl2zujnzuHsf38jQfL934G+9y2G8WRDA612bSigDoA +vjqdo8dskpFelir8XIGCL3X5HiNifZB83ZuwhZ6NPo7VuQ/OTiG+RiVSgDYI +1k1tOaFi+fhtohwa1z8FjnER+fTQAZSu6KAp9dYizNqUbe7HOIL0S65nlw3h +FNuLBI30Fuicqc6UEZlEhWLncSGVfkwGzBt2inVBY8eFxvOctYgq2TtSeIgE +uxXf5K+nTeH89tTxX5q14Ggy3dj+sg8ruKPNDBzJCLE53yq2jYRM0cA/brrd +qKmSE2RXnUDr5BLT668EVgmER29/WYP8bV5VZxZpkIu9QXWMKibWTTi0ZRzL +B6H60sLThg6VQJmznS+DCEplwe8DLQUY37Mt93oxHX28qz/Zku8QFw0u2l04 +RUKTydOFwEAyvr185fTCKoNYXjNjFdNL4Fn1ZOLzMDqsmsrfK3hnEOFJAR8+ +RwbiWhddVrX/f3K1WtTI7bt5hfi6td0qPvuf46r/0nX2Z1+vICYSDBtJr/ky +yMQfg2jmpFBpSCWcUPw1w+Bi0YNe8rKNhFqtxA/TFRchTdRdiayhgkv2vs6o +Zge0PJmGHkpdgKfBm/RFGhVaLdnsgmHt2CpjKawXpQqwpSaJ/KBi6vPsXjfb +dnBt3jSlePsSmpr5lNb3UvFegqKgu6wD38O+p6sJaqDc7njDRAUVzqMkn9Fb +HQjdkfVJ+pw2Mn3NShq8qYhODrC67tWJKz3y/fO6Bvil/+YehykV3hzjZn7y +XVh7i+vgC3ljnN3xlLblEhWyBqqSbKFd+PZLpPiIqiliApnXvuahoihwiv+p +czeKfp7Q/jF7C11ffOzNSRToCYsUJAf0wMH+cp7Frju49pvwCEuiwPKh+ApD +rV7UW85XnWy5i2Uj0Wc2PKdCl81uMSSoE4cTltTvJDzEI5Y1bYHxVAyyDIV+ +mOnAvnVdPmsXnXH88lOx0AIyTtn9lpUfGgBvhF/UIb2n2HLHrEd/jIzWazWl +W64MYEnwsvB2fi9s7qPqJTpSUJF9QcF2Xx9sJn8WCD30B9tplrvSBxm88PlH ++geFboh7X968LSgYIybcEsTsFKS+KfcJnxzE0w6e1dNX3uHtQrbHS04Knizv +D9sZ1I/6WaNJCe5ouD2p7nJJJqPqwEhnQe8AzMaFc22/x0Obziz6RIxRd/Mp +1/aGkiBr+3GWJSYNGQ1u1savGPzY3bClOKcT8oFhbO4r2vCuqZoWvmcKwpsT +M9f7kbAQsoqic6URco3cciKfRzHkUyi+UasRwu4xpcrbxtC1Q7g/Y3EE98oP +dRxLZ9wnZ9W+fHMSAvbWXlj/YwyhXy1qF6iDeNbUr5h0vxsfb2ffqaO1oGEL +ZT1VoIZI++PGvi6CihnBO/d8IpOJjeQD2+RK23BnUuAejYWG0weOh3hrdODE +fUIiBCO4+u73IebeUUzt1zzu96YJNlkWJ7vCatGWIX1InELFtadvfk+qp+JB +gYhWbboxTovfMAqZoENJrKg35XcHyi81wCirEWfbdu5VuE+BTrnp8gWHcrw5 +NmjeYt4E7a0elZCnoerR8VLm+68xXuKkp2ScBfWg3pHXjPz8pKZsoqEyFg9u +wdfxWQoynYUi5Rn+q7+sr25N41WJk3sDZvJKczD9blnE1hY6LLI1jpvdJ6HZ +bcD5sDWZCPvmmUu/ooRlmbm0o0foqNxX/4crs5ZYNVzn8Kf5Mnjcb0xJtVMR +mXBU6+aeDuRZiiQZka6gjHzTXaONCmt+vkRe/g58XXDm2Wp9Fb/r7lG0C6nQ +3tV+4ZBfB4Q3cB/M9dJF1aBMWTxDv913TG5Wf2yHmuuRrTWBhhg3UjdX3U7D +/nTxtabpbVBm3tpy/uZ1kMJuflWwo+Lq3pZem/lOpO3isZ/8eAOfTj0cW7xM +hU1QDuuJwC645Lq4lV23wHvbA/tD06iIVXL8nlLTgcAOztG6tXeRsE0++9Iz +CpKs3W/sYe7D631fFL8P2OIo6fG3/fMUsHJuYjbn70GznIx+PtUeqxeCWc8x +/Eve+7ARd3ovbmyaeLle+wmKvvnF029Q0cIhPHzkdBdMWu8qcNx0R3UO2znh +DxQ0b/4wUh3Si13nRcYGZ70QdPQwj0MlGfI3jjguyx/A5Zc/bH/7vcT1Q5cu +iNeRMR+5vPt25ABWX2kX0UgJRrA6d/8nCwruKm9/d/pSH35pi6XOPAnD9xNz +i3LcVNSdCst+yqhX/fmWqPjCj1ie6kIx20CGWwNlzQemQZy2uO8sWRUFIuL+ +lK0/GWuOWD1dxktC6g+jwj+/vkCHvvJQNOM6IitCNz7f34HNhSdUZX5XYXGv +hpr9VwrYE7pyxE2rsP5Ai0frgU5Ibjx8P9p1AkJXPG8ad5GQExlcFhLQAf3M +hGvie8dgKnJIX7GThJK+q1L/+X7Mc4K6h42lR6B/Zus6Q/l6rI7a0zQYOI64 +Yr9bfXeHobT92P7Ig2MYEuFpSmjvRJPi+dStR2qxQcSRQ1auE5uOXiRpFlNw +r0t4sI+9CwlSpCIt4xJiVdwBh052KoK/jRgvzxtBbFK2oTNfDzRK7V5fYuiP +iU3xwy5nBvfdXraD2tOKhde/ucvMprDe6Oedr2Z5BO3Gp3EKrY6Qjf6wu3KC +hsbjU19Wn63As8md3rErurA6T87h8wAFN7plf2frFRDhRd4vNJeaYGLh85PX +ngb2z46b/vT6Y85DLrXZ/Av0e4PkNnylI39+pF+QIxxL3JkOP1ULsc7wfcnd +TDqWbWZ7zq0RC7GvD59fa/pEbLlHp7yj0xH89j+vq//yx0JtZvMV8Zv/dbxK +Q6GObjOIYb6VVj+ap4hbk8OhRRuvYPzq9vnDF+gYXtf08mNcNWGbpfrA95IB +pN1Ygx7MUzEezj7DdK0dpkfGue6zG4L9Z/ujwA9UvJF/+opDpBORNePxGzOM +ERtb+zL9LBXlBZeV/b92IdzmShbzhAm6TkTdWrWPhpH7CdVW9m34Mrbe2jnP +Aq4xa4gCdhrO8Q7mXlrRjuKjXuZJUtbo8PIK8VOg4uDFb1dz67og9SNGPTjJ +BsuPBxyYmKQiwqzp69mcdvBbrZo6tvwB5DTXRWW8pmLJ/kpP2NVO5H5+evgN +2QHrgv90KTA4cc79te1tBic2Bigez9N4glGO2jHtOQp611L3J4v0gK+PvpR7 +yQPywi1nU+kU+Eral6Wo9OCwnPGaPbbe6Au/6uvNQkWq9IqlmwvdYI9fcVDz +VACmrPx686PJ8G2MDl63iYRPzp8DqFGBEF4QHZHIokC9tzOPjb8XRQ/dt+vn +hUH0oNZy8Q4ykhXZvW/aDOD2tMf4nugI5MUWKHsnTMKKf3qV4LJhRLwljAcC +46A5vEqg5s0Uwo/4yMVED0JtyJ7f1CEZLx/oJDmtm8L4zmENfvEh9EY9+mRr +nod83oK2SpdhXGt3ZlcomcA6Bd0lEks5jjCVGty5OQW531GZu6tb4HfDcXAr ++kH/tqLUUIeC0z/kMsYY/MLv2Jldp9eCGv88tvkjI+BbdH/AfmEIGRxFH19V +klD6cPcZ7VUjmPt2RTBwcQinxZJH5g6T8GV8khoaPw75m8cj/GcYeUmNi5Zy +cgiurmGittsH8PTVkpPLIAmTst7yQhcYfnrf0b/64QBYdVz1Chm58Ulq5G+x +qDFUfesM6c4eQv7H7ywpYYw+qVE2Ux0xioZejSOhO1qw9sbxz6u+dqLdY/FU +D4mMyFt8+xbV8lHHfGBEmjWZaOY3sG1n6EXE2Msy5nQVMUXqXGcc10hQaIku +YZI0pIdWYv36fCKGtV5J9GMHnCInigVdqZici8hyIsoIrx//b8S11a3fFtfR +IchGNt2rngcFgYq1LdcboTJg3BaVQ4OlWfc7S7koaMvVZpX5ahKbTx7sk/hJ +x+Vvjic5jK8RlKt/8jRtk3BmqSdiNUOngk+6VBbagwgH5ZN6aVJRCNpRanZy +jo4dXFGze7vfQsRh/VK+7Fs8/MhaMjL/T+61/tf+KzGf4VM+w1r/Oj4fLePf +UDKIW9E6MzHvp4i2+EmrUSVDZIuauNZy0xFYyubs3F9HuLf/3H7X6SZ+bbx5 +3pzBrUzZMhYeD9rBzVJVHs9qBrFro2q346jobzs39PJXByy/m9c/1LNA+xPW +jzveUpF2Kdha51InWkU5Ofatt0Hw4KFRjQM0CB5efB5p2Iayd7clp9Y9wPcV +9UVyDE6c2Sjf25veDSM/jiO91+3hGXODbZMQFVYGl6xuMXJg//KdAY3zThj7 +xv0z6hMVHPNnAgX5OvFo1tLjqMVTvCH/jmU2oOJlS2OE2PUuRNDXshw96Yly +Lskev0wKfriIbNh6qhdRvGLVm5a/xBHlJf4gRv5cl7VqkGDkT3bvguNnw/wR +6GhYKd1HgdL826mVb3oQ72whmu0dBOUp8U19jgy+Vn77Pb6+E0e+nkjU93qP +2k9RnzYNTuHwdJjHS/VBqDp63XI7Eg5LgSYZiiYVQ2li3d5qXdAfyRdmVY3F +camLT/PjyVCL3EnxogzAZKuEktWBL3j4ZnzsDd8kmISt5XWDh1Gyst9lQS4D +8z16Pnwjk0haGeJjbjyEJ8wTu1SjCTAd2BUdNjwJtadHLN9xMXR9Qt3SxaUU +M9s2CmiFjmFH55ho1elhfOTo264x0IEDtlq3Yhm6uWVpcEw6fRi/JSWHtfja +keYyy5v8gozrrx4O239tgaNtNottXhcurY6w+HlzDGU6Y1rqD6rgdSouZYY+ +iorjvsnndpDg/PvlioRShu6PX3TQkxrC8lqzDdWvG3BmlYjyZslqPLuRcqtb +mYZta00jFH90ovqI+mxg9SgsNzHtWd42DOHV9D+PjPvw9ZjuctuT7Wh7EOQ+ +fHAK6ZInL94JLwR3kJ1Ta1cykh1xyziKDsWTQ+dk8j5Cbc+jRkOfbvSd2F66 +kYuK77n9fk8tk4nWQ+5/qgbbiAGvwyc3LlIho3UvsnbUn0iZvXq9JTQaJ0JV +DHhmGboTzZi7OpBABN3arpjv1Qwrt90SW/xo8P3+/bNpUS06arhk5Jb64eg/ +94FYSwZZvOeFOS0ir1y2sezx0DeJf3SkzeewNnxLIKT2/DUqrj2q/2zhn/kl +k3/pTryWM9H5Cwn7bvnKXVchE8W3CiMoPmYIXy+03MaSjqPkJL5YrkoitmZx +eCrBBmelJeYLi6mYeOweGenaAdbmqMA7hTaIWzR3EW+movXsuIuOaAfeus5W +FNMeYG9pioSzFw1m+uW9X7laEPTJ8OHWVGfw6tOj+2KpOFoo/kKQkfep67O6 +Sxudsfz3958856lQ2BQbQVR1oWBDrxvnu6ewVD73rEOHii2nt/2ss+nCnp8p +eiuue+Kwi2SagDUVnmc3nkrg7AKtR36l+Go/vEkx/yn/gIqM9Utm/FOd6G4c +6u8p9YcTwWlcIE7Fq4vCphSWbqw92PJ58HoQyGVbAmt2UzBkT99s97AfJZV1 +c3aawSA18cRaHaLhzV4pkYodbZC8M1rP4/kZ7zx0fTj1GLzZqhqSL9kFubrX +zeXrYtD2PftmB0NHKtbvos2+DWBEpWLf6M44fJBUFy9j6D0x8CjPr7geXJ65 +NnPKPANVeQtlXb/IuNXZ4Y7z/Vi5aXMiU2EuZkznBS6rkMH+4fVc8lEStplF +bd7IWojdH022u60dR4Df0HPDzBH4PdXQ56hvgKDtocAcRn9Y+GCm/CKwBQbg +csl2aMGvssapWXcqWDZ/ZcreV41bRsnLvo224k9KdM1XmWGsZd/cV/R4DCmb +hsIWT3bil9K3b5tZxpC8XWpEOaUZg45yG/hlRzFp+Iot4swAliUJCOxKCMW5 +gag/jybJSNxHXuny7i5RK1Ha+WZrO96GRB/RXUUDL591l1BcJJZutx4+MN2K +iIxbqhaiNHykFjGR1rbB8Iv1T7neSbxWbFftkxnA68vJntQXmcTA8VAlU2QS +PjMVU7K5dExvUE4y700jFktub3pXUoUlHmkvNwmG79iM8af9ToVCB7+TblAb +dp99F6i7gobAmDOe6hIxyBY3zroZ0EnM/bj7VNCFimPSs+WdTm0giSUU36vM +QPwG0W3BzDS4T4U/ajEpRmfngHOHcDPkCrwsT16hYfYv/eJv/eIf/Vr/5ZvE +8r98E1v+9s1/FCVYT25j9rP+rx43h++nWXh8gs9ZofhdQoFEyDPOMRLj/I9l +1eK98ZFok+FOClyVAQ2v+SbxbjrYGMBT/HoIe9ec4znFPkVUl/EvsdJt4XS7 +jDvXjg4+CZWSTNUK4qCIPrfdyCOwGXr110vRENv/J76spRVv7wyeZfJwRhb7 +tqgvd2hQ73x0e20ao39ODnk1hbvCmm9QYDXDN7dsfpWixPDN/XGypjeOucHS +/+BIPkMvKqFF9jvInZDJsk17Q3sOJ1PDUTdzKrz2P6O28HehyWJul3G3H+5d +3+bmUUBF8s4G4bX+DP5hu7r4gxSApXNGv/NjqOh5+KL53I8OnAtsbLk2HASm +5tW3tH2o2Dk4d/S5bSd2CDO3/SgOxW3SQcMxeyreDt3vmynrxHG7TkoJayRy +zp85+OEgBYeDetN27OnH/U333pbVJKD+c1jtSxVGbueNU56U7sLphRHLwkcp +WJDju65HmcLu3VPTr7gGkXLbpb36exq0B46fNCdT0JNcVvSgogsDLhUWud7F +iJEyZPu5gQLRQ61KA4f78JZ1g1qkQAmi3p25uf8hGYIVvJeHfvfB79NSspRD +NQTFTD2VgifQ5yH2xy1wCPbr5gxjeJrQGiV3V9pjFG/emoX5Ph/FPkPNPfR3 +LbA+Pz2o/WMQPJ9Fbe7njuKA8rmySOl+aF8wKSgzHkR3+bK3dg8yUU5N0rqc +NoW4a2ksRuK9eLSvqvf0kwqsaAq3cN/J4L68gOA+oTLCma5ffz4mlbBfU7j1 +BaMOrOgVopylDdC529kxplUFmVJB3X1aNMh2aii8ZiMh8EXdR2G+Rnyr5GzK +eDiFx5tO8B3kGcCazt7T014k+MjYHcv2GsN79U12ZYKNBGdz/k3howNIkDlS +dZeYwi2N6s57b7qJeJ/2Xzoz6cSM7GETlnkKNPMfWixdLYXm12VedvYM/vVs +YuKencKE0QeW8cwsmCbs2LleLwHigsdLJGro4N+v+ekzSxBx+Lt17LXuEuL+ +QXLGTDAdOaL3lX0cW+GxibiTr1OIdzqt94TZaIjvcW1IITeD9+Mp+rucErDu +HTFSFKSBdKTOab76NaK9Yg8nnC3Hx2OOV1lc6IhLy4iPDA0n/tFfLa9v6u9f +dNwXdvmgQo3ElRmN5m2KGYibbNbV6qJji0UR40f+X1x5epNw6T5Gbt9cuHM1 +y7dJwvJmjuSlYhcI5PqreerTcTuoVFPwTBVxpeX2EwUxT7TEm90WT6BhPUXM +f61gMypH0+Mi8BzRGfwzuwRoSD6kGR9v1oZ6x24mpRPPcXWwbJ3AAIOzo/V0 +9tY24kI/+ZwJXqGTP0/71zgVf7RjMgez2wGJ046b04Ig6dyj8XQjFTzHT8gF +JnRD61ST9653bxAbXtvu78Twu9cNa08WdqJvaXavTHMo9oweEvp4l4bNEtuN +/9xsQUCtAt5ciYHg7d4bn7qpWP1Am/Q9vx2+FyT0/0R/wdvY8Ec/3lDBLUv7 +Jj/dge5bxoL+xsk49mX95+CPFPz8+vkEF1sv9KausSodywChHSlD7pqCoeGa +3UsbB/E4JOWdzLcc+Du3hT8fmoRzzC+bbaZD4KmL682xIaCuqH//QwsVxZ+E +I0vJrQgMcCqqnC9BfsVoKz8jV0uLXNTJ4WvDp5was6IrjVj/Sbiot2AKC2q2 +3VIr+uHh8MO5U7oZ3C9f5McaTjJ+ryqEOYXBb2HFu7N2tyJnRcClzBNDqK+S +7X6lOYI/TIuRw4kkdG6a36pUVIzVSfY1s7umQL29mvvm4CBMZ21VCh17sIEa +s/tb91Mi8HHoXPkoBaPfX5zTY/jgZWeBn1qxKQxeXvDYZTOJYc5TsQXSGcT+ ++jf69Xsi4UaNc55j1E9FPstm8bJhsL4WE6qbHcSXU8cWb38YxLObFYm/lsbR +On9vYarSjZjz/X675cAoCofuTn4hSAilP05f1CyBpQ3tTGTbFOppsiVz1iX4 +yd+q+byrCTvuL0xNadJg02/eKsnop7ceZh/lUuwHxOYUHUMm8U1QR2BbRBEW +hU5wpgT2YK1R4itFTwqiZJMuFO1qJOrDXg2XqNcTs9LVBxJYaRiYNOzY+ygf +5u9Zr2vJNWFUM+Gd1WsaZsJGju/Sy0RUwqck4bYorLbTKgtro0NXUK2TuSyF +UB2UKvwSG4Tn/cVW0+N0KCztPeaUW0NomuS6430kukdmuuiidGTJ1Pevc4gi +HtgGJjaI5aHtdkDUjnI6Tklp6be9CgZvxOfFC8k5yBOxNvJvpEM0TvFDnGsY +4Tu2JmuLuTuh8UKe5/hvOrxWcTRuKR1EALuFkf27KcKey7em2c0bS+NyR1RN +6Rje5ysv9rySqPSJyA90e4WhxEL5y0Y0mPQ49+9e1wqtq9eqN7gFgv/Z1dzL +dQwOsmzV6TjbgXuepKi2mbe4H7jpivplOjRVr6VfLq/CtmvuQ2GCH7A2fa3r +7D0qNt6smbkw2Amr5GsTjhc+gTO4i2fjTwqokckFoYvdIPPuTfs4FIPVL3aq +BPHRsPCYS0e1qxU2fVY12J2O1KSaC1HeNGyQrVSuOcHoA09Mdk79SYd72ZPT +k7ZUCHMFVKzR7QS7Or17+GUGPCrJ6rn3aFAVNdloUNAMjTTJa795M/Hazt2e +6R0Nup81PZ3XNIFoHGYN1SmAqHa/JP3JFHwDXJ76vRlEGy17s8n+XDi8ifkh +vJmM3xllSp6+5ejbM/g7bDMJw0u7hs2HyCj/+lvRea4GZoJ1Nd939iJV1KNf +J5SC68IRGZavanFI8Np28cZOiGjZSCkqjaNLP+jJNaNhvNL+9X3BrxXf3dWZ +gqM7Uf5jfGVwfDtYJ5RrRWTJeJxs3RBe2galJ/fGhJvH4MnT3q7zfhiT3MlV +KxqMiZuBlww+sY7gIu7c9pidQJl7QkF5TyNWdcUpu4V1olh56k6pMgW1etEb +WtM6EafQ1qLT0k3Q/zw07VaaQoDzsGvLuyZUaj0x8+Vrwe+2u+J/JKhIOLB5 +nslgEPeTysaT5AbB+uzjfGvQCH4F17gNh5PAbxvySyynnMgPEOu0yZtC/us1 +D9ftHIUqbT15821nwjBHWUh7zQTE8q9yJTf34b3sraiOiCSUpexoCZOgoHNM +IcWQkaNpaf4tg+ZdWOLTDzkuR0EsKeLAyYFPME6UGFdLTMcfMeEnP3vpuJqT +tyZoKpC4/un3+spT3oS49YtNin/o2H7atjvRPQ7PVUzllGSa8EckZdW6UhpO +Ms1fL5QIJ06X3PlkEpxO9KiJWvxiXMfOyW131s18fFD4MuB5MgOR28tuRsXS +Ia3Id9F+rhhPCpiqrrHlYmNHwSGZ+3QYxaebu+37TOzlFwxqv/4BWSe2rir7 +RsfEz9YKH7dR7CBKNd7EjhMlXOn623eF4MGWvktPQmigbvxY9tm9mbCSKikg +v/iETWbXf0qmULHVeZX+m/wO9O0dmAvJ/gjV1/dvbFalQXpYyfKubCvKEri7 +TixF44581Ugoo259r8dRxGRa4Jw3Lv+i+AtqzyW1qnDQcMq07mibbxsGVx/8 +3IhkjGvMCSwwctpyE32OWp4u8PKQjJw40tHPclvJm5cGxfOG+nJGrXjFefPz +p9JcnBBddWNWhQLjayGawqv7cIYpLt1UKRfh3vFM0cpkDDnPcnTO9TPqUNv8 +UU8lCivfq2kcIoNbpGng/GA3GmTVVFY6tYIzlstQZxsjL9Scd+naX4UhzvBX +g5lNMK/kud/cPgad1YNeURqDUIt79ufazV5QZ7dGyoUPg30kZ7epWiQhYrPf +aeXpSZRvfCTeJz6JS4IX1XRz8tAtbDdmrz2M1LqU0xMLYzCV2WwQcLQPpibH +mHkaSHhWRelW3jaCjA2vHWVyK5HwJ7VjdNcEogInCB7VVoZ/vvcXVPmMgL3y +t+xVaPgseVnSQJfhV5GjZ7NaGD72JnoDjX0EN/MbbBqr2uBPZe57a9mBsb5N +7rQMMuRfrNbo6OiGzdjTlwIm7dC5IWZFrZuCvlv84SVWEvhcvzJVtvQSF3as +j42NGsf6jl3u80VjGLy3N+84Iw+e3FvmufvFAPqc9DWT3ifjuJJ32NTaduyW +9czTm6XiUk7cTb7ibMJAy8/z0coU4n2qIf/vIjrcuIOEWnrriM37T2lk85QS +RncjhLam0yCi7TmXxOAm3vabkaXH62FDYRviLaIhR0q3paC8GGxSDTqnzlWA +88nuG1LcdBhsyzk4vDcaGgLei6zBX4hjPw9tEJykQz0+Ve5pZRVmPX/XvGhN +RuSS4ppyGcbxhD4T3/U1CPx2ZoN+Xyky+V9tjGynYX9SZ8HvwgYc1i4jpS/L +gH+vsfNrEg2frist8z1UjUS3tGg/kQicD1oTZ3SBDsm/1+P/SXozf6/LB7uW +sQ0IpeLKl8cms+nxCAm+x83B0OOzizTlvf6fiQmz2eaC3eFExnix8+uvdExJ +cpRxeQYQKltmbQuFfIke9qEzvgy9KxNrnwttGsGE2ykT7aEJYpr11epd2hG4 +4sG9608UDcHWcc7za5uJH5TXO/cqxiHeq7mReYKCQWerqhviPWBXzmqU3haP +UYf9i3ZZNGRvvnjrvWQTmMrEPlXdTmVwTblA23YarORvdPDva8OjpYlI6/up +4F8V6nl4noYpI5r1rdZqPDub1XMnrAg/RT1JRgtUkEs9Gh59bUVmOGeY3WEC +W/jvvp0fpoGV0137+kIFahvbvpVJV+Bcj+IVMjsVMscM+o2Z2qHrNlB7pLYe +9jUbvxWGTkJtV3/c9CwJygK3MzsHm3DCq11zRJsMt3iHoYPowFBmbxlTZgcc +zo+LWb6dhKNa4/Usm0E8vfjxwpuVjbhWJ5JCEx/Dmk02Coo/e6Cad1AeCkPo +CjX65N88hDrllzfDmpohvi+o02PHBPzaS/eO+I2Bc54nmTacQnzU9ttS4juG +zbsdhLekT+JOHC1ZW7MbMdwWd8Wf9yB+7eEHBi8GcdZ60mB6VRvxZd8zTY6Q +CZT89tJMthoDacl7v+DGAQyVPu0kZ5CwoeqJev/SMKan8xzXvn+L2ZqN21J/ +TCBxp8Kx/+jIez7kzRPvQWi++dBZYjEKDR7XPX77qlBy4IB9c2E9nmXovXM0 +p0GBa6jAIaEU7BwXKL/Da8Fz67N/E6P+Yzp0B2TC8gg1P57JmeFWHPQoeUBd +RYO/xfDyzG8thD3hV+Jn2VSw3OStd8ENGs46/pA/WNxIXNa+sUrTv4GQ7YuS +D+mhIkRf/cbFyBJwnlHxXdjUBjuR6otTDVRYyiyt1nJ4RWy9xjp6W6MCB3SP +eq64R4er6KflLp2BxK2E5ceOrKmFV29PNdNJOs6c/cxP+dYEd/Egyfi4FKTm +dBXohtHwhMvusKt+NSyWbVIgbheiavCk6Bwbw9eI0+a7n2Vh1nLpwfi2MvCm +MKdlmtHhwv3XfvK39L/2k0//vZ/8zF/6Iv63vjbs0NnuztDP/e3/b8TAV0OT +l4zzDyR0vVu1M4dY9fcof8OmQIPhd+J6vEpctUP4NPCRs6VzknjItK30Y1UM +jP1fbg67TsfTD7xWNRnlBKflFvWcH6koLlKnzltQkbG3vEv8QSdmZd5x5ktk +wiW/zHLhHA3mM3/88iRa8F1p6/evTgVY94ocvUWBkQP/8K7pME/FS9vzchcO +VGEf28B97kAa8k56zB4dLYdTlH2RPbkO62b/zIkOTGBBy7yv1zYM1d/dZz7t +GEFCofHvL78pMCg/q293vBFvPap2ixe3oWVlmxgTGwXWVw6RLin14ur0oere +F5XgNmI7517EyBHifZ2L9Z2I9Bpxf3WhGkK/srfe3UeFnn2T7s6yIsg/7qMa +MHLosIzb9ei5SRjNraq5N9gA54GCNYcoJBR9Kjzz4+4IXm3+zq0X1Yv8TfE6 +y5cx+k7n+YvupmPgyMqqXRzuRjj9SY2pwxCKftZfusA6CPpTmlet7QAmX3if +Elk/hqJT+9xL1w1jqKyya4FUTOjs9Hq+V3YShywm+RX0/vN9rcoT27QaidW9 +c4m1hmNIPc6akr5lBIGj3l7BcS3wW2XF5zI0hm3vvb+mmbXg06vOwa265US0 +3uGEol9UxOzy+ZDVXYSi2Bx1RXIjTp5LXvfIk1FvCZu5gkIbiDqWQqUrl2II +jQ965NIfNNSkrrBNF40lRv8UVX3pb0PNSqHd1itpUDJI3Oh1uAnbDieevqBF +wmdviVk/3ilM+IxITm4dxKSE7YpTpmE4u/xyk+4qMtzrcxtL44exf5tr//i0 +O8EadP4MleHjWR9KOec3d6Ciov1w98oChh91pNeFULH9sJWawAERuLpqTOYK +xBErJfyPP2DUZ9H7DaGZDllI0GkMgVcX5DYUdjkcZvjjVe7PzLsiCH8Osceh +E8a4oOr/K+oXHVuZTZ5mtZcS3f2+veUbzhLTt6oG0vzpuJL9MH7P7Vhihdih +yy2hZbB9n2Mv+pgOWb5YIenEiDwLIbaT3Lwt/50nVD7Mda1LP5nQ8g0u52DL +II7qDzz+VE9HtuOZ9yxat5CW8NneatwPOV3mAWmLdLxRMIiXT2Xw7K7FxCSC +QpjftzvLz5kK0edDK+emaXjldL+042otwb+Tj0vieCH2LczlI5wGPe4hYUpX +PSJ1LK4WXCmFAXeG2worGoqsj0XoBNTj3c/+uh7BKgRvKj3xp5+Gy0Zlcx9O +FRIN3Nn6vZ516NyyyBQXTIVK0rupCIFq+PDTT5k4tGJZecujqs8UrGz5ovz2 +eiYGkXKTf7AHPfbvN9wkyIhj4yTlr+/DLjqPsNnRaoxYErJFxCQuCOXulDRi +5LFgCfHotHos0BKq5faSkTt+Xe1VWBLBPXPe4XMzCQ9XJCfONE3hdPUyzbWC +mTgxvXgu8MQghJdtL/7KMoUbHgM7LFVrUZW8PG+F5CDSx9+ueNM7js6Rllqh +/DbwnuaW6tMcQtDzFUJyXsN4un+IyeeGP5EV1x6WcWUSI67K11jX1KHD/6JB +LMN/lyJYH3bPUPFn+6dhh3tNYDOo/9Lt9gl2Zs/1skpoaIw4XbvlRQ/INSsC +B1W6YPdjipbK0O2xfo85tqB0RJHjHvzYXUCU5m/fnxZDx77FVfsrGP+PpIxI ++gazIpjpGqdy2FOwPDvGfTlBQrrZplsbdf0I0VNRkZdlyGAZzjpyRW0EV6R9 +SroCCnFCdWhWw2ACnstVUsIfDKPgU/SKq4oklNWxV7E6DuPM8ZAuq2YGX304 +zDXl1IGehMXePxxkGOU/vRzztBj500HK3E9SiY6GOd4KPzqY/Jp37mVrRoH8 +69hspo+E7YfYXzyJNJCr365b090K5YYSZq35SiKONWXTGcb7vdDWvlpQqhNE +muUT1l2M67nnLmXLUJH/dHO/nEElPu0Zn22+VAU1d/huLKNBqmeF9G15Bxyq +XPbL9VwBcVHlitWlcjoS52giyjzpOF/MnyKb9QUhbWP+x9rpMP1z+Xrhlyqk +L/5nzCaU9gwFnTtCh2PBL+uZY5XQHSNUF2wzMH0/znQHI9flhKoahPGVYkTF +vs/6TBU6XUUXOBj95ETC/edONVGoCMusnLT6hHLL5hDfGTpu6xw403YnFF4r +5RL6rK3g75pmpb5AB9XAfoDz5zB694sOP3eeIDqsN5iu+16CjmX1Xlk3KKjW +ownQz3YT8ysnmh5UVsNQNL1T/AIN0XsNdh/Rc8Vlp9+P5gJb0ZwkwbryIwU6 ++VMiwW9a0Zvr83pdWwtKQm46foimgScli6zdkw6nc4a3PZybsN6K8BLcQ4NM +gdWjxzWNMPXjqqteXYPSglmV7Z/IUAsTbk0720IsX//bd8d4F5Yvhq2v4CZj +k7lIyuBSI3ithj+0WPRhTxhp+7qwLvBce3JISK8Fa9YXSiV8IWOHpAbbU75W +0N3PVM3JRkCy2DyT6yoNZ9JaD1beHcKeFipt2ctGXD/4uuRs7QTe2A2b7Tk3 +AtOhHLOVP8uw7Ljoyyt8E9C1kJFmvzuKd1VpdDdzBsc/MN5qqDCGI9+Hz1ue +GMbN9gnZMeMSIlZYJuA9zyTYxYtN9/5qAXGW7+B92WLQrC/neK2lIZHvz/Ay +7lyM8BcMRtQ2okChbeF3Eg2GX3K4OcZSITcX9KYmoxpLptGa0sfouB5b5z90 +NQFJSU0uRVtbcCk51J/kSEPgh94TJ2VI8HAJ975n2Q8H09ndzfNjmHVusGA+ +3wKfZ3IkC/1qgtxw/15hNSNHmaev32nYg73K08tdlEqhXcFj842hu7VU4zxh +zXYsctrIGd7qAJPmXLh5CBl372w49/xmjwSHVEtOyYW1Z/67rlqb6ppRGUZ0 +0JoLR77HYiDnXoz4NB33AnL99Rn1lvw98nX+6nJk19KZLB7RUWp9uHJMpgxl +jX0eeaecIR37W2XUm44AnUvehgslcKy+9Ygak4nCx7qJyx7QEWLFz2tRlE0c +X56bqJheRuiH+TrzG/zPutI7bjLvYauxvH/ux+Uyi1VSUC0O8Q5yO22rhvtP +Su91ZxpG5fZvLeksg87HVr5rm0Ix+2h8RNSVjkyHT5u97XOID2djnDTYYwnT +F8/9zaroeL+XHJAwG0Lc5oi0nXxpS5De7ojtWPjvPPm/1ouVd0ykuSgL/mv+ +fLuU7FrekS5szu42bDpKIUzIMnMwb4BZi0VTdW8X+J9ZCKy/RSYKZe+QTV1b +QeGc+/EhiALWVZZ55gHlEBwajhKz6YbPm0wnWxsKlorcmLdvqUadxrGDWuiG +n8ztgPTTUzA9sZe0tJrB3b7r6jV128EqSyXFDzP43f1Z5Qu9WmJ098pTl9kn +0CGUybtseASizH65d3X7iA+KKxtXKQ3DhzS4O5lvEmONK8s2yrRi9q4Aex3L +IMg0g5bn2R24XxoQ/fFoHsHB5c/y5QkV520LBRL1BlAyFnUoZhuDo2MD3u2o +GEP78Nv+0y9IcFtkc9l+tgfta1YZPioeh/kLW5aoVUO40vjDwvhKG558T9rR +emQC2l+TZE+GDcLPem2Q2NbPsCPOP1OLm4JK9sFqE5sqPGKxL9Bo7iB8py9n +TLFQ4fy4c3hcvh11JSytdicbocNLdSYNUuAX+3WFiHIvBL7/vFqcUMnIt5Yn +bq2k4F6Mm3v1eA84Y7ktc6IysV9YyEs9koKfMcGBxiJ90O/bYhfc2ovGAaPd +J3wmsGHM5tLn+WaCSPh4QVazAFcmOaNYLzFyww1jrQreYkJ0fPXJC41R+Prg +8XfeSEaf5JR3H5KvxIEzFYIuUR3o1TvLMrSD4QvyjklHBaJgeTmY1L2xEpPn +jdy+mdDRZ/qkRtI4Hbc6DD6r5mUQuk47+4eK6fg8fEVoxatCwkAsKWBXP0Hs +/Ew5mudAR9rdngLlc1XEA8XBnuzjeXi6SVinWpCOJstvnypW5RJs7j/9ZvsC +iMuGZSERjXSIDPs65BR+Iiyan9ewH36JPWep/Q6MPCb8/sLVzH3FkCj9yj54 +vBaSPtGvmgdp2Pw3j7j+NaL/bx4J+2sdlnD/ax2W0Px7HfZ0r4u9/ftU4vQw +nxtZIYMYfBdhlFNJR9SzpXenNL1gve384/uccZhR2fKw7xuDX2LzTjHllWCF +V9W2thwqkdv0LOOtWxuKFjYf8TQfx4FVM8aSp0hErtOKe+Dvw9sHMz/zOCjY +tufa0zOUevBarhndHtYNydvKE8L7x1C1/HpT8XQaodCTquw4PYb56vJzkpat +GK1efsqZrR/Z7LxGRlpTOCO58+f7CBLYbmwVuVdcSpwzPSvg0zaFV7s8uyQn +pnBYeNn7k8tb4JBDT7n9vRdKs32VNQ6TeJpqzJ36ORY+ShbHPpwfRk2Zt0Tq +TxKWz52tb+UbJJ41b1xxduUodtzR/GPoNoKMLoGFu8JV4D1e99Y2dxw65ExX +oexBkO5r59FVu3Bn8ZFH951xjIez7OjU6Ia5WuYPGUbfljiqOdXjQ4blK+E9 +j8j9oCwbZmWSfk5obaq/lrKMgleLmtebn5NQ+1zMp46jkSiixlmsOjqFlaqi +pdKJo1Baf+RjrF0HviTyqSmZjmD71+8SBt198Gp0u5/lXwqOd4Ps/m1k+F3T +KDGxaUap8+PzTaO1eKFmKXesgord7Qs1VscasNBnlxewtZHIzla8rcLgFN2n +HfvFfCvw65jb6FHldKI1bsCXR5MOLp9tTmHDxYi5N7GisrQKJhlGbkkLjFx0 +K/R7dHQcImCW9daqEc3GrstYGHXV+i5BO+REOCazo7dv4a2G8/FdQd4XGfl8 +g9RI4GErxBW1vWadLiA+3t1xaLyEjv7Q9vb6ixUwOiB0jp38kcj740H5fYfh +FxN85AIGjwofW/V9TWIBgjVjosb56CAuOlnIWCYRvY5FI8v8SiCiWBMY7vM/ +vnDw7/mtb/+/z5v879f0/z6f+Od89bCP3bF8w7CqYLn0jHmMKOsLGfNhvH/y +bnvf5WhQwKP93YHfORtvtN/Z9q/qQ4biQXQ1daNEKPWOt9cQIZxaX/Jefwwf +p48JlD/rgkSAIrvlzgqENecM85VRsH/tG77Ul4yc2tK2WlerG9PM+dtvMk1g +HfmXcvvWTkjtiXC23dgMP2z35pSggGtHbLDskV68uneK9xmjv8owstOeh+P4 +LDr7cnV7IFRFIx0FvQaJn09qV78qmkKU1sYyu5M9iH8xM8SSV0kEe11ONVKi +4GuT+tnEsXFETSuw+5BbYdl60cvCfQg2c6IXezYOw0zs7hPx/AiCXlSh9z56 +ElZVDlz0pU7YZ7a37pqpx64P6wKtLSjAY0+rkvQW0E1FTfkfVcDTcF/ywwEq +XpmSBj6LtyKEzSDN820gumM+OHBp0xBwrSLrlWE11rkGR72/V0JwxOwLbKfR +8JZ5K80goQQXH665eNc/DYlMNyTLntJhv3D6acmZZqjFq3sL1XbA83CK0EU5 +ClSKz+48bdoFCHmekb2VRwy0JTpx7qdCu19dyoDBseTA8zPNtXXEqPNwXO4I +I18euZtY1FCNucN/jQcv9SWrvaThYYaj7o/xVtzXnS1mO1qDhqmI9z4PqIgw +Cq5i7ksmlnJHsOtgGMF0pOjUf9b7/q/6oRkd0PtmUozkyEd1qV+zsdLTe1bF +mY5B3zeb+W9noiOC9NjEJQp7XkpZfW5jcHHYOoEglbdEuO12K++q95hcDHFd +OU+HVOU3rtcmnlj5Pmvv/RsphKfx3IjgFB3G48TktgwCxza+YLrJwdDjW3v7 +rxF0fAlSOLByYw4ePS4WEKhNh8lOj85HmXR0TOf5HFPyJu5vL/V1cs1Ag3Om +2M0BOn7mJ+r4973D5TsnZbYxBRAHFnUtr/ymQ3T/+y7yMN+/cssIa0SutP0Q +KmNaxH6UdhIRbVeZJ5jHwTnMU+pxKAsLITIuJIsh4q7H9y30hUl4CX18HFPU +Bck1e372xAwST2lFh5L0xzHx5futHyz92HDC+fTsYCqu5q7QsxKg4OmZfePn +O5rQ/TXxvSxHPa4W6Ms/r6Xi/bVTzltdG1CO0WnJHxXYIKfjKsng8En5UB7l +543Y+8KYO0ejHSufSBuQmylI3PrlFWdWC0aYbRJesHcSLLo8uQs/yOgWmTeb +bxnBI957FG/7fjDLlcR3kIdwU76a/Xp1K5yiNBT4lscRn8yC4z6dpIHUUbnl +0AXGfVw/7+VSWUXo18xukL9Fg2tqbKba3VbYPfkVvexwITSYLqfs5aChqLs6 +a2VRmYS49Z5NK1QH/5s/r701V4oIz4bBHeZ9NOl82E86jHaG0WHgzmX0zKQd +JyfUi2mDb1AxqaVy+wcVdRddT578QMKvqcuaDl1VmOSuIDr8pvD8yp7lOoxc +sU7qpY/ixmKohW9pTN9KxwtTk8nB1EZig8yyRxcPdxEHeLvj7opSUJPzeJj3 +dxFwXHLtclISXktlhJa9o0ORrUNMfroeyokq0keSmhBjmsDUVUJF6V+cSFz7 +ixOJvr858deu8UMeOnbwPTbcLF2SAmXBuDudk3R0nQ+v+xFaiW7bcQEnuRKM +B3m+71xJx4btNYZGQpFY69I8b0sJxzqZDO8KBlempMXesLEsxDI7x0uDLS64 +HyM4Op3LyDMKJyLvLUuCT7Sik5xZGjG3/atpC0MXc7I90o/TCgn/b3BkS80i +piQDaMYB//fnIGRcVJsyb1YTz3790vOZGiCUJOff+E1PQazfTsOj/QPEBu5u +CiYGCVLpgaWckCk0SOYQUr6NYCp5fe5qSjPB/8g32s6OwekhtffPzdWDZcvG +z3xCscQ2qwMnEpnp+Op1+XacfB+U9ddbmbIXQ781u9+LiwIJVcW30sp9UDqx +tCLsXi0yPBS1ZZ+TITC4Sz1VuhhjeitdR1hLcTxnSVNGnvH3buzq7F/qgDNV +TFhnnw+Ru1LjhVQMFXq95cxbm/Nw4eKr8oXySmKig1/wB4PrPY6si0+x7oHC +Y5UrH/SKYff+bsqIFwXJosz+Sm86MPadqUeMZEEw9+xdPl5ARUzJzrqhrFac +Y9/VYD71ET8iwnJNpWhouvLwTABXC6hTfHZL/cVYU7UunEmIhi3r7Fz5HdOR +OOSh2pAbgX1neT/r9dKx7BtzJAe1APemdwkwEwVgOeskIOtBh58mjy2x4xkc +90++4rzdQDx0kVoWuZzhj0Hht+6zV/wzEkGrhnatmKFBQyRtOf60IzBH2Lp5 +sgnK3uX5Ko8oOPbdRD8sLQPbuGysQ+bTCQkveq1WER1l214gT7key9e9n30+ ++o7gWNNulLyRDre/+/O8zl/9ufXv/nzm/1i3erVO7UfpCxdoCIVY21z/QDTb +sJ/tYvS348YEj9pMNHGe99KlbRJRBFeVuYEHjQ6nZoFHzQIX/8Vxijt2hdze +7oJw3kV1J90xQvGnv7P38BjOOymGsnzLI2Zf1ORHGnURM9OmXXP8VIxNUy6u +6WlDQNe89tH4AqKu4fqX9FYqNnG8vyE604/FCL514dGNOPfHiFepYApDQZb9 +st6GEPm+jWNKrQwro2yvv2Dwr97prY/Vf9bBN37zh//sn9h+nEXKe4kGi6R9 +jTmbAvH0rACfpWs2kVd/6vg9hl4ex9HCSCqNxMEHhb9D5Wqh3vmCbRUPDVrs +Hb+IiQJC44FIyi/HbOIr/9XwjSF0TG01rbjqb4L1TvaVLwzeofv9mHsLg2fN +Yk0CD0glERlX+im8R+4RMSpxMrp0xvmn3/em/3+s3Qk0le37OPrMipQxScYU +UkQDwkVCIUOGkIQQRRFKGVLKUMlcMmWmzFPG3OY58zzP0x4eIk3iv3/fd/// +a33f97zrnLPOsay11/qsZ92e597XfV/XtXue3QEfYGGUKXefTQSiaYPrXlKe +SiXfl7lR99d9mv+7Lwgm7yPT5H1lmLyfZPXHaPm6F6NA7m86gWda4VZPzHVd +fgxErnTw8/O5oiJZiY6wiEpIGb/2+Uw9qZ+6UHZR8kYGnKQ4ejv/bj2i9KLR +tyXl03B1NuE6xs+wij2NFQ4vg0TLw8a+caQ8yH2AMzI1Ayz/2D7dU1cGxbtz +A9gaSXk2llfz/L4qkDh7fiQy6grIWnuQ4prUN1ndffRquxZW5+NSrvzJh5bR +1/mvnv17fg89dJH0e+4fcWKfVhtiKJkKxKFXXt4Bqchp3rvUeAWDR3QRe81+ +JIIUeo8dj82E9g/3xYIJGET/Zx+7+I9xHl67naOSWADIbljHrmoKrSe1JhKf +LsPekiAG/k3S+rl6ICTO6Q2KMrqSM1BABNthWh/q9HGg+RIV6HmiCg7u21jc +aMXBm/JfZbdte6GGQim5PbEUSU7Lv5wTJkLSs/60WNkOSNXgdW7a1QMVaVI5 +WgEEcNRgo98NrSDYU3LyIFMNGmtjl7JbIULUV66vzUmtcPny7e+i01/Qi9/C +MsWGROC2ljj/raYZDQRcuXihPw1CrdzkL2ljMOLUaJ6eVou0u//MMjlHAoPi +iqo7Ke+Y5e4/v4KKUY8cV/Le1jqwEQxws7hLqnMi+hUraeshScG/scvuCxw/ +wjZtlU8En7Adf3KWXsAOt9vXdYWbEHdTW+AeewxSajckL4nXQTeD7DDhdCba +4an4Yu4VBn9sNt59uP8F7v6JPsKf+gWmxKut5hWI8EcOrUUc7kDUq/w9ZUuF +qI2S4exDAqnOJFKGxI81Ie/D1+7fIuWv185J7aWkfWzx6QPTlYpEdKAkgMrZ +pAbKj/y2aU/593gQZTnJsSH1CY7vOn1MXtkTDnBw9+Mm//34KY6IgI+BQzCS +znK25UEFrF3m36/AS4Bgdq7Euy8rYZP7+qBs5V2kXaCz4/b/xL8iq/H0zU5Q +mdtFcZ8lAs4O9N52xxPBOcFiIvZHMzyfEJ7KPloBis5WP5sFSP0USi+35ahE +6kclYk/O1KLrwyl0u26Q9uecGaVbc31QyYprO/WN1P9KiyZNRRNgRqjYwLj9 +M3gd/s8rSmfi7hMPxuCAYBRuPrYfFmQ0eFc16uDzXJ+vvzcBTtsF6xsSB6FS ++pJNmUArSGc/eaOejYeaneMX7BmbwbVG4ShNdBS6za+V3GKGQXetkuPibA8Y +LrQxENYKQcKrRxwuEUHHTOCD2koeBJxk8ZlY+ILuGQxsB9GTznPmuyZnz7Kc +zbttE8nWLiSiOMJA/ZkIoXT2Seklb8BBo+Qto9d76ENtDgdI+099084xpd+1 +UMfUaPIktQUeeypw1c4RIef+X99rv4P8Pffm5O+3/7f3Jepf1uO/Hf//l+8L +UXkixZ0IpqOyH+/fHa+Y6ffImiBd1xZrjzFrbjlKrOZitzEzgU7VSlOsg5SX +NcKO8BVXIWGddKWq+np0smJZzF4JAzeK5JqbY2kgYm6X+UMmAfjiWna4kOou +QaOtHyafy2Dk96TOS3wV5DsvPxx/gUG2u5adxKkOeKPMIBM/k4Aqv94ISqDC +SP1c68Spl01QsMC1qNhcA1cbE70jdmMwn/TXfYo6in/dt/iZfL/iQdOaJxcr +8tGTrwkHVXOT0NNX60PrMxgEnVMfVlDqgQD5A9JlpPz+/Ip7cbkVqc9KXo1+ +GtIDHy/fjTzJkwJ+hQIvTR1Jdci//H8EY//5+Wdell8TuueKUv/PvBplVXIv +fcfglkXEaCupz1mY9P7AauUF5yqV26hJ6zGiycAyUxlB30et83Me9xGV92PG +1zUYlBTKHb+/rwe2z3oe8/3TAlFmn5h6mgmQIaLK/TZHDzk7LPZGRCeiyx0v +6CNI78uE/Ca+ODQe5Q6kXiY4lqILmyGj/D0Y8L26yv3CLLniuYC79YuOIuQa +NtJzehoDCctTMlYMVf84/zdXUjXsZ/MhwLD2WdHrfPCjw/bs7v33+GT/z+fM +p/8xziO2bLWpR+f/P8ftgawurqwuk3+Mc0yVb9qsrhhEuhtlGrtT4FnK5IVD +pHojc1PpT8RiGuBifEDL3Rz4bCroGEnzb67Vf4lW1gf8jq1UbNxKgjyL4trK +nxi8+2te/s/f/9/z82/n8/gM7ZTBnjwoSaERVKrwhaz1M+kXSHmz/K/P52Ee +/vp8/ib58/lXUcoUoqKFEE5dnxZwIhrqBrm4U0lxyHF9lf36qsH/4/nh9LUg +/f7zucv/t/PJ06t0sFdJ/h/jMP/nx+If/tdz3P987uzfxo+PnWVqYB4AhvUF +TvUhAhwaiduoclQCHm1VhdaMEXhqJVlZPoxHJyNCQ17S/FDwpsf/yaUcgo9P +nPtCXQiII79EMNf2u8Ko3lji/WdZkKnL9+v6Vwwp3Hdu1LVgg8GDuU94sCVo +4Y/qYkLTqIzz51zeSQnQ/rB7VsCUVG+k5z6JOYoHZy637eCCXwov3/FdJ9Li +QFsiMIxOYAr2Pe5e/EjPDIXX+voKfWoR6y0qV7l4DC17ipZ9lD4JJ7sfzRr4 +1yIv1ejs3aR+2LeoeH84qy6YJC9sXPvSCLUv1zh4nDD4JCD2tvL5AQiXtzrv +1dMHqVEZDPNsRGAqNE1AhRJQGbeweVyrCOTXrZ3DZzBkmT/dNL0uB8G2bBtP +/cdQQ/q3tMQbeCg9IXvYgvokFF6UCuDzaYDTgRS0WqQ6MusqpcyZPmaAPlva +VxzTMEQT8azMehlS9go27hYWA/H38WzM9z6iNLm4hL3fMPC7kcMpQCME2qx5 +tw5250KzqC2LJql/UD636wiDuyDI7mv89f4kDg6ets9I2OhHc0yfdbH0QdDq +vUnde7EfZPmpWI9tE1APDOqvWKwrrJ+3uP/LtAe+ez5rZvYmwuHYKdGqQyeh +1aza1N4/GW3wWAZeJ62fltdc2vSPbOHhVN9Uy+dOdOA+82rVNBGo/AO2xSP0 +Yf7xpV73kBK48Pvmljip/qbKKt34OXAUSnVWs2a6RqEbXb97MxQPx6jKz3B+ +UocKl/knZ90RHHQvZG2vxlA+wx0rZ09zOEprzOT1YhyFdMv/ZOTFg9EJ8Wgf +TktIjm4qqb+wDC8ZXZl9FKfhbPwXkyO1BiD2vodtfc8UYHExfkYsONhHeU3V +pskIPkzUPi/B1cDF5mbXbVL9RN/w/Tn38BWgpAhp4HrWBmViuUzckqR6sfjc +4S8sphAXO6tYk9sGUXsFvV6Q+l6x3DXxwWBLiNgQTFb7Q0TWQSsM2b/bITRk +3LQuNhuOJ4jySyUloQWDsurpnxjS/63F/brrHgTXcn2v4O1HU4eUOGrujyPF +9ET9Z5NLcLkteYkxbgYueCa4fFVpQwkz0+82VRbBJ6K34s3MIgS0rOtlTkxC +8k7+EYPZPsiY4poLHMfDAwlr+47oEXCmPLHyIvAyeK3hHfof4uCu1LfIgJVx +MOkxJLB014N/5DWuszpLMPcpeeRe2AwM1SrcbZNxgIAPUnMuuCmIe/XLH0eq +490+WxGcrrhC0KQUW1fXBNJTerF45QYOumVWXZnP1kCCKv2LOypNSDtGv3rw +xRJEeCmormtMQ6yb4a7JcBxyrHqUjpOeRK+vxC6OxPpAw46xiwYfcai2MLGu +nG0Ste8OeaT21RWEMuxzDd4uIf1TQ7uOnp5BukvBfRXGNmDf0I0TLMJQXfh6 +go1cNZSlFqPF6ccQImNKKbYHjzKWc1cD68bhOc2YtFG8A+gvWrAfyV1AG5t5 +2ik+c8Ar2HNh1O02uJSH4S9lEBDLPtlb6McAknqSZ7B54im0EaJe21/sQ/F7 +2jn9jhER3ZpeRzCDI1w0C2/ro15Em/eqdeYPzaGA++mRVdedYEtrDxuzxgg6 +wtrEl7+KR9FFHeWCF23g0p2j9w+KT6EZlrHpoK1ltOTPc9/i521wPWcR+mkv +ETHyc5RdXe6Dewl2TBG/raCT4Uhc2GkcEtGjOna9bxJyTmMJzulPQMFKoisy +egq50iq1yJYsg4Nyqbx1iAvMnXl5e+7qJEosWHhw3xsHKn7m3+8MPIBZ/9VL +aVP5sPfukXv3NBeheXs741TuLKQ4Z/sYjvUie9/6/uNmeLhXwCBpRt0HH1ZF +bjpNliONGO59nA2LsGob85WwNgNt3sqMDveH0KeBF6wfahbgxobDxiOFKXi5 +/IRF1HAYbT6ok/xCtwTCV/bQCK6MgafbWssN+XDg+3Fm7Hn4JKSrlZfWmOJA +T6WD5l1WDlJwjvBT6swFHpNwx4hxUn1428TxpN8nmJNQIW3LOCSvOzubnjQJ +73lMdkdS98PuHY1ftsymEZ2B5Hh+wwLcH9NP7c7KhyvnR5TjqBbBne/nfU2a +OeDQc87sr/SE28zfpgMDRsEiiOq2RjIevES+Tew5vQSzmq9vSRTNIMouuRNv +JBTACnKNjYvnoUin/UhbwDwirgrYfzBVhMqy/m9XjUbRy8T50YpcPOrZc1n7 +rZ4E7Km69j0vDkNPnrCb22XUwuF1HG10tzZIfDYPVhwioDKxy9R4Uh6T2jvZ +7vbMCJ4+OSJAl4dHjN1X3h6+Mgo3dg+qKXsbgob16OjggX5IZm0JyaIjwlE6 +7jEV+uNwNZXP+PX3DkTvLGpit0mEuuc+VLO8mvDINj7cN3wOGUa/b+2LX0Dq +eRce+nPrAjpbMfnuTxf6TSulllVERDPvdTRqFmXgSHD82ORlHEo0fnp0NG0S +Nq5HnWpKuwCYbc0xmuOtiIrof1ZcBYMCx6zAw36nQK0WHQlYwqMHwlGDaQ4j +QJ92Qo4x9xrof7x7iNYWQ1dcNj+fftGEZHcMaR7aNAN2f5ipDuhHZ200Wk6v +EVDFt+HFOIIxlByTzATSvl83e+RP7tUesE5/cgot34BYxRb7XNYe9MhOwze/ +iADvz/oJr1m0wW5bfiuRCAw0wjIGxlzr4C1TqKyfVxhkO4TkiDMjsArx0Rm1 +mUE5HJZGZw8vwTH2Z1dz/nSiaDmHIo/lPtTKrxjPNICHoutPY1xnF2DQUvVQ +yMU59Py8q+T7ttNwm+XIu72eRFAxfJFse7cHMfIIrY7/doSPGmav2lvaEdXE +Ixn7PaS+q1PsKsVlXRi1POp49Q+GXhSz1EpSRMHhn7vTZdTkYf+xyOMghyE3 +w4/sLzpbofyB6FFWnXNA68B6z86MgDgX+H5z3hoCqTT+X6orSnCn+Lao+qdF +JByGF3iqPwum9n2a9ywB7tPc6H65pwo0bTw5lBAGO3XKc6crNCGnS0FAWIgA +OsIcgc72wyjox+skmWc3oc1Gt42idQaUC8teSAkuoRdSKuxZlaGgsr0saZA+ +AxxX7t0aEVsCs9mUzYlDOUClKNdiGD+BhM5C3WQXDnbNLPK8RRcBO+hsjRS7 +kdLFvHO1GUSg9H2gL3dZHSzU7pjYWxbBYjPvGS0rDFpXJH703mqAkwL+HK+s +amA6cMePQ6T8RZEOVTeZGqDzWXBogugA8Dx7bbezuhTsW6OkJtMI0Eo5x8VF +g2DN8/xZyB9Ap9UCfBvdCFAsP5u8b2UO6fz24I1MGES7LMqP3W2YAfc9B1Z2 +Wc0j25eTU2+Z5tGhzb2u1IxNsF79VFMueA61iYnTUxktQCiltrkjbSUYRQ+0 +FYzPIjFGQTeetSFwzkww2vN4FhSqhAOTk1uB3+5n48M7rkh8vuB5iAIGhqGp +Qef8R1H7t1WB0fYlxEJU7nIZHoS6cMXwZeZuFPChkzc3nwh4x1qOJQED+B7D +fV8jC6EzO8aP7qrGoKLbQv6RgQ7cEhdWdB5rhpHUlXc7rpD6hAMCy6mbOuBw +6OUKw90vUD3WtOZ8CAOXmV27RfUsIETLNayYHUNtX66XFVm2I6KRjyFm4wrn +o8rraWLaUOvXoMhvVmNoUWgttOwpDj6f8ZDtU6qG5cnGJKkiDCaTTN4dotAF +U2HXb50UtUB10+OJGKneCOJ/7Gv0/DI07zaPW2Geh/4+H73NvfOg46oxNqvW +Bg8VXmX8UsVB+cqw5u3gcTg5hxdegVZw0/h1WJEwCfZj4T/0lPpRnnKUdnb9 +IljMD3ziPoFHVZMPuxr5h9Ep1pt3uCLbgf3nnlr+9wREKW+g8uHUINAvjhlQ +hj8AqpV7tPT7G5Bx6OJxqst4WBS5eYE9cwTE35474pP1BVxmZzZO/FgAo4jt +M3yjM3Bp6bb2JEUv4hCycN8b2otKikudbkbhQf5s2hMB0j5GmZs28RpmkE7J +y9VsuxHY38j+/c3aO8T7Ye+15qMzIJ4UvzYWvQRXmAMoWuX60MqdN0df6Q2C +xET7g4p4HDxTWniVbDeHpu98kH/T4o00nfbTmjYugGk1juqN/jI61lTEH/du +FHFGNgaLuPUDkmPqUzZKhRGjP4HBJrNw9cfLh+JpizCXuqT5vTEZvuX7dOlr +zAJX6VwcZ9EiXJUt+xB6JglmS3YKUsvNglVesudizSIYiU/ocaYlwC7hpndx +YrMwoLZnx/vORfg8QlP4giMexG9LXzp0cBaU4kv3yo0vwr0MWZtBhljYKchm +ELF7FpZ3+UYh3CIpru3rGkaJkBCj/UigrBNpXNFrT9+RDBx+N1qy6KtB3O2C +OzvlBCi0nMyY+IgDkVarS9u6CSjfe1pixnwWCHvn6ClSF0FaneCH+z4KMqMa +Dw66zsLHM5o7bGZnoIS+w4Hy+xIStDYq8rOZQjX0auYld1vh96L2Pq39fShw +VvyWgsYgPGQbJ5p8wIGrjpj/FWIWXFaY/8ixOAONhx1rGTYXQeFH3PW5lFI4 +2OAynWg/Da+P1mk5f1+C1ZsjF3cK14DovTMKsv2TEP3hw8GO3mV4fjggw9Sx +EdSMlH08tMZBHppm34fg4E+NBZd+QhsY8525SVM/DMWm64U9pH7r/nTcIAx2 +gu8J7J0HxwCost8O6k/Ag5rP9wXHPQnwVHKN50x4E3CxDIkvW2Jg5/HBkyhU +DC+mQ4QaMifhg5Bqu78wDnzk5idrhGJhQXe54+B2HZTXObpmBGKAK6DcEmIs +BrdIzEkqahJeCJ78qUDqZ9QqBfe8LPGFpVYNygOsX+B7cVqSsQgGqsOeiyKB +n8A7XOaUYv0k3P64+sD1AA6MfwzcDK5fAicxMRVerQKU+XuuJrRzGlw2/wiM +08yAKV/Q0lWeCej+ZXwqw2sW8qKutQU/GIGri20aUjFV4JB91eUuKf45su9t +1WwmooKvPzwJQg1QRbPI/8kLg5If3mWGx+eQvPdZ6cWaETgSLqy0I3gGMjna +tO7uyoROgUNYs/sEhHfrd3K34+CsiFlQ++MWCH+63FChMwK37t4ITifNZx3t +9WejD8qhfm2Sd0B/Ct7JHarhz16G3WumbEon5pDpeBhN+c8F5OrwXd0x0gtM +rcY4PiXi4fedpeCJ4FFEF719vUH2FDDeqpiufoCB40zG0fPQiD59DRWNoLoI +m8bfRT+a4iHlZtVOSBpDLK1juaLdanCfh9Oy6DoGgz0jFickmxGfzAn2ZIpr +wHBDME/sDwbS3zIXunqiUKSFtA5D1zWYGmUtlWwngJdl3rFR9QFY/bQTmesD +nLMcvyoph4OOIMqpobZJuN8iqnntriLcy4t7q0XqK3Jgda3l1STQ7Ht6qpDq +PBR0F8VxL+Bhp9XnEhxpvn2zcENSuqqgrParIXALD6FbCrFWbCNQ5V2mxPjo +Iji6cJfnktbTQS8nFmO2Sah7MBy5FX0RcnZRLjsb4uBF2dbSn4RJYNP5znFY +SAXWeeZ/W7ktwOYRaT6PqjmQR+0663svQJlbkVVp8QJwg3W1qfsc7B0/d6BE +Xx1kWmz/eJDq74zg3R4HTSehsl73cfO6LnyNPP/sYgUOfq87PG3HTYCq/Mrk +kV4TMBG3NHgzvAx+7xxaJG5OgeynEKPclKtQy+WkR/1oGV5kUmc1/yD1W6/H +hVKV9KFXQFesnnEWHug3V8StLIKGuyEXn5ExcN1PbbMSnIXv6jr3TEn7jvXs +7a0FWjOQicsQEOlaghjZdJaji9PgqOoifeSAHak++XD2tNky+HYF2VjyT0PN +RMK7THlHKL6hPJ9PPQR1CPdRyIWAwmy2VMS0joF61IFLdM+XQY7lkK7N4hRs +RL8MXAp1AidbjbbNviU4fjDF9vnUNIhfUMVlJzrC6+0CqUEZUj+p+AlXcBIP +4rk/btZ+dQEbhrMluQcmIKXf139rAwcU7Gcczps9hJSC3xPOegQwVpEelgwb +AtZ0g8yk4QgoETyhVkCBgXmVhBaNQgcM7zIO6eBPhspqaj2JMQxsY6C05msR +RCjG5dw7nQAlGmcnAiqJ8PC9y77xoi7wH2ZJexMcBifkPQQaCieBSvehqPJF +HNAXxgs13Q0DuvjzQZ/uTMHb3y1fmHuWgfYan9jR4bdwyydwqO5nMXDmlxi/ +HsKgxjt/qAQfCbkH6GRo+1uAcVRANUkVgx6l3LYzJTFgVSrVqWXUBDqe52fr +FokQnJ1py/GoAX6E8nheKC6AXtsFuvm9pOv45Hm2i+UL4LQ/sT0fxgMtaJd4 +FQ2jXxKpO+w3K+CSWlPLAW8M4u5IPo7bXYOUtrK68tfLwEr0Ssba5iyUf52z +H6ddhAT6mQL+lQI4Ye+vK/R4HhUbxqXK+c3D9pzkWbP6UtAPEN5zTwCPvmnb +X/88NwbUCQmzEr+KYVRqkyX37hK6w3eycXloGj7IakfRR9UA9bc3tmZeS+hl +xpRPm980cIVKnnASaYBjVo3GMSeXUdAlRo8botMw1epuvPCmCO4SPe3opZph ++lsMh1gZAdEq0Ns77OmF7L7fEhSkukHBjAVn+Z4AozQiUZ5rN0C69gR3yIQN +uI8/8P2+jaEBPqseSV8luJ/n55Bf0AYWQ51CVuIYYhpyB6fyC+DRLBY0FTUF +n1fFTb6Q+twbZtdEq7MtIFFX0WZjcxzybK8kZG/jYMvQ8FfSxDV45NvleUVu +HLIM8V8FSPHmOiqX63DHHPTPbe9MMhgDzhvfvrU44kFEbvbdLKs5iDF+rQi7 +PgYaM0H75O/gIe98jqhjgh5wLGQzxe8ZAZNWrqEP23hQun1EJyD5MhRuihBk +todhgVXqljsVAaztvl09Q6obP21x3eEeG4HiO90ZQ+14KBDkypYpMYSzSvhM +5+IRyGH26CSQ+pPGmvtR2Y164Km3ZpVgPgj9Qdxyrm8I8HHOIWpb4zLs4gxl +/jAzAN4JtlTzOQQId6Cnrth5GYqAzTUzfhDOfbzbKB5AABoxUcH7l/TgY4W4 +7dFDQ2BRa8Lt6ECATddJ6/ZP+vBt4atLFO8ApKezv4juJ0CXQnQXv5QBJF5L +sY6x6we6FBOCwk8CqPtamK+XGEC+jty7quEeON3edaz7NhGKtKKHNpwNQByO +OdmX9sAJaufDck5EKKnENfIwX4XgxRGJPIEB8DrvaL3dRwBb2rR7wnPmEGj6 +0M8/aRDM7uZZhvoT4Jp+IdzRvwG2UhRndpLqL2doVfHdIMD0Wd/REswKVCa+ +SwiudUOTB+2ulGAiiM1anM21soJ7W2qDy1HdEL2fwupoHBE4rQXPRw7Zgusc +/udaQie4bpkHm80TYYblhKj+DTfIZPNKTtzsgtNhr8M/FBFhwMBJRKfdDVSE +yz6v886A0+ehvpOPFpBbNA3T07xesOmhHmU70IY+Pab3YZXG0OuT3Pro10kw +nx2mi9Cohu+PaZg7CjGY03PZ9UvNEfqzz1OmsdVC3800etNkDCxsZ+hunXEF +gszj3if4argt8Gh8bw4Gd1Sjzt6a9STttweD2TirYZ4HC1f9hIGPSR/jxeyn +8DbNOvarZCTkMEmfPP8/+bCYPR2ZPofiVGmGykf+KD6c03loCwP2OSdxnT3+ +YPvbumJKNxgJGMY+vkjy0MyiG7zyLyDuRTTuWmYaqT9+o9f3DYMj75kPL6+H +AiE5dMLBphYij2tEj73HwFiNezXSNQx2M80Id7ohKHUbCYiowkA9vvOW6XYI +KLKlFV5ILYQw9WKOrmkMrmbYFpdKvYMuo/48p8wa6Cv7uXItBgNt4XfcZi8y +oGnyT/TrunrYb13FhHMm1Svb1epDrPkgcUekLOlEI6hf8jT7Y43B7hCto5oU +ebDx9oPIgnwrkkdSyb4rRFC+pW2Sx1gD+U0fC7baCiCPwjLkojkGXUXNGDdv +IyQEfWaxqZsB79ILgUW/FwFn5aZZz1cCzj/OHi88TVqnc9Gfe3TwEHJl142R +jmLA5d8dp7o4CPxhux9HehKAjzrG6OF6ITzbIRykODAOhkI7a/3ClkE6OaIN +m+yCHuELXtcezENQ5vSX7+9m4Mj27A9KhQHwz1zW0mOah7F7IRESlrPI6cJJ +WjXOfqjeqxNS8DQPhhgaut2N8YiyPfCSgekY5DpkzAUu9sMdXrzl0ZF5eNmv +lL6oMAPGV9VPqG6NgWLRjsWNyGUQdqK0kTrcA4Z5/S6fokdhAE8bV0Sq1x3d +azrL9pOOs5o092WaBiOTRkJYTD2cGDl0VXV0CVL0cEu01RMgYLJXhGMmF4m8 +bNxFWYgDDxZZ0yrqeZj6ckm9IrwOfZ3ZdyMheR4Od/K6KMVMQkmJmfPnjho0 +Ib184sPqMhjJzwxNOo2Ak6rXYGbNIuKcbXpxYmAM5uUi+I5rNIPJ9SKfEYpB +dMz7ZoDybzwsf/jc7ljXArTU330n1DFk4yxftNdbBfg//uVUZLcme0If8UWj +aDxc9btOX/0bg9SeUsOnGQ/hXv9fbkL2m2RPGJThpqJPRRtXTEqtfmAQSx1y +uTzRAtL+5uFkf//uAdNFFjO0qn+x69s2Bh/FuQ/rJVhB9t88jexh8MuQ2swR +ztsXX18k+dnUN7t2/bGCNYX/9pNkl5T+8szQ3RxNTad//Enydd5C6VHeK+D5 +N18lu8/9TILnyhvE7NdlipHW79WDL64yvDICr7+5KdlTCEGXvEUzgfJ73Fr4 +Ggbf1p5EVMpfg3f/4r1Tf5qGY8OQ+OPrmR6k9S7AyxB/7oQx4P7m/GRvjihm +TPOJBx3Jg/2lpHneulvcfCvnKnz+m9M5/uXx96+lHXN5hQqrpuRESNf1tME1 +hIPbHrZd/9v9ya44oKF9wfsJuNYXCeSQ/JTyXifZUHNg+ptLkd2PV+HL7KEI +8GC/ckGGdJ53t+4FzTLYgMHf3InsZ8N/23GyTMCf22d1KJ70QrTXp4F4umUo +zBjM0WidhhuUbgEb/ouIiGJOn3vbCWHsd1lCsYfIM77WrZb0d7H8HsdcSSdQ +YvtvXyF7DHmcJ+RxssjjlLE8FrHuqobAt1PS5WmzkO8fosRFvwh4PZrPP+9l +QdFR9Qnbr6Txe1nvUvlaw66N7kGGT8UAeuo7tnd1o/GeiaIdQUQYJo+vSx4/ +mTy+irLWzsSrc+DyJqtFp3cBcfU9LbHiOw7dfxt/nTz+aTs1+6cMEWj3m+u4 +/aT5qdMZenBe5RHw/s1byY7t73tQyt8IhSxSyY1uGGisCXfdePb0H65J9kmd +PsVeJk/EbWq5EE+an77i6xqxNI/g4+X/9imyG4n8jDlwJxb07F8JN/zCQH/w +mNXzoghY+ptfI/svI9MLbiyJiGHfBRtmkntSNto+5QwEauP/9rtkZ5HIs3r6 +tgB0dzJGvJzHIKPmPMzvDwOxv3kl2Zdo8caOB1JQANXVozKTGEjcrp6tmC8A +Orr/a+8z1U5IDU5HRuV0A4nrGNTjmt5qnH4D5X/zMrKz6TTyzO5vgIEZWz9X +Uh8uaX6zs0w+GYq0//IRst8l+0O7b5lqhe2IV2NptKB4CPxH9hW9UsPDEbJL +kv0F2Z2YynuCigbAt13IwCCBAGc0JpbPtuaD899cn+wT3/6Kt6/keGsgx5vR +/tlDT+siQEHr8cKbBhwYYT7u7lUTwMr9lxuSnZrs4CHseejoGFSYH3iv8xYH +37JZg9k12sC0wvnQLHcLsHQQ9/i1LINhq2ngY7lJiEiSTk46WggVXwctHaVx +sLDx1FczcRIkpcb8xiy60N28qhyV3/NQFqq309p7Fji+voQFymbYszWfxvV9 +Dt5n2BFkbs1D/QuXx/nX+mBgkguz+dMFHr2rlLkteGD+cWGwJn0EThqfTk97 +UofMXkrFfrXGQ8Yqn+CFiQn4YMRTueHdglbPUHff+roMSQfulka4tAA+hesZ +o381KrivIyW5A4PpcP8++sZCtIkvyr7L0AzrTN7Z+0l9mNGpwb0OmpWQXfD9 +pdVYI2ReJuArT2Eg9mrv9OeEHjRqX1keO0YAkZMpPRZzjf96H8Ih9gqZCM86 +kN9UMjZ5gyGHDlmq/TaH4FFH/9mEb8kwvzd1h8BPDFUZstAekhYHCgKV/mue +HlSvrJc9F0CEII3u9ZvZJlASappRtLcZfeQal7SywKDN42GB/SF9MJ4a1Kh2 +bkeTtWW8zWwYmMXR6938ow0F0vSsKiWt6Dend/pbeQxeqtU5GdDpgLB8c2Vm +WzNK8joUPn4FA12d5/RNFOdB79cszzXqJsT0kc/X+w4Gb6T4xbQozgFzVUn+ +kGwjOvYj8trGAwzOf8+6UzunBGuBluc+idWjav1YGf4gUv22aPnjkrQSRFI8 +TH3k2IRiVAdL1e1I9d4Z3V3PVxQh93sm68xMI3qjmf2M0RGDjXj3pSAuJXht +8EQhNJpUZ4jXhPxMJ60L9vyaXQfOgeMxal5qhjrU3cs2tBqFAX16qFzzZyXA +nTn8hVmxEbnFOYyXkM7HIyjwtjCFNMxnWQtq3atDYtFbIh1vMCBiar+czp2B +8+UF7ISFGrSbZ61eKBWDXocPkVkf5SH/Z/rmoEQNMpqmbx7KxGCcZw+l+GsF +UM9wjbHZV48+TzcE0wRjIPr5Aut6gCK8CvnwSCOjAQ3MG3R4k9Zv4OcHRWOJ +ihB9qdYv8mUDQh9iB/GPMbjgvOrMRHKFCCbDfP16JJ3y7vq9QFKelVv5eDNc +EToe8CUSOOqRRV7ai12k8aHm9o+k0nMQ3e9yit20HvG5beoJkI4vTVwWvHxe +GfhCT5jf5KlH+/U9/ctI85wY3LTf45UyYNzGl2uF6lHB6/Gs2yR33kfnkt+j +DNvcZuYVpPkX+Vx+WY00/9kX7opby6tCv5pk65J/AxKatr7M4I3B701iTnSB +KmjopDarnKlH2AXzyzmvMVCEMi/NLnV4olVwdo9dLVI1bRU/l0A6/8kvrj5H +NCA02U7hWWYtCoYDlGlxGBDSF7WqRLXhlGLIdcbiWiR7nuGrPMmTnUXsTGx1 +gCZh3wpzewMEm0R/THtLgJ/NyE77eR84fROwB6lG5PhItlyLlF/uW36UWY/V +Bx99kJ4SrICofr/Iq+0Y4mwMySwKYQG7Gm7KW9JNKIKw0bx9G4MdpvNFNisG +4PF2B166vg6JM0cM3wrDYOyh/eANMxPwf1l44LNYDWoX+kHzh/T+1gdy++7W +MoF1l6DHv8/VoHeieX/ESR6peHKqrP8q3NaxGAhf+YweCzwSqm8krZedOS+o +s0xBRVDu/MLFKnRUSrbs+mcM5Gov6AaLWEFy/FCwGHMZYii/SGPdh4GyJ/Vl +9ypSHdikFCO8KwepaKbTLq5gMNH34/JxbyvIKvdSn/AoQMn7t3ylFjFgDJyl +uuJvDfd/Jg7e3FONbJ7FSI2T+jtG270ChpG3QOBen++dzAbUthvXbkOKNy2n +jeKATntg5v9lis40o8ljIXzy1zEYnvraGx/rATUS5g7Syy3oY5xI+PsLGBi8 +SeYWY/cCfbeNGsuCBmT3VbWT6InB9VW1mANzHrBfd8MypbAJzTCov6kk9Vmj +p768q7PyBD691dqqZ9WIbf1DeEU+KW8acLQ+zHsEOZ1iyqvLDWiu/f6EvTsG +lAuwZW/sAWN4rVvn+rvQqPS6TlwZEZjo+JeTSHv52boJv6m7HWj/RMdNJWoM +LtXzDAgXvgL8Vf66OOsqdNzwz298Ganelj5jxrIzHKQMf+YuOJajnDw6XeoO +DIK+vNvboxUBLhNGrvGfqhDDPbyzbzEGDy7YaOWYRUKXTA3zEapG1GPeUiBO +2geO0xppfvgZAwKGV9QcFfqRZZBJoTlGANPLNmMslrkgfkDsOzVPL/KSjOSO +uUSEpCBGpTbGPPh0WIt56001sqgnaCWkkOI//d69Ma1MuH2mmjllvhId1X6O +lotIfbH6+3f5FNnA2R9NfHa6FPV7qlVztWJQ/ZyaxqE/E7a+7EwWTS5AWZ+S +jbpHMJhtOi5dkJ8Be98yFzl1jaBNHulm9iQ8iJl2WeeNl4KaCrKinB1GwtdG +9x7rwQNl9AXjUO4KyDel5Dpf9QneJpYvhEbggP3qFqP2ygRYPRs+9sitlRR/ +tt4Bk3i4abyy329pAGqIfMypVrnAe3ygVzdqCtyub/ruTlmGdUb3ifbcUEjb +Wb7d9rIChD28wgNa/++f6/xH/nry1V3brhZon2/b3c9thiqHV5fCfxBB2mLN +STQtBp2Y/2Vd2BoMF/Ki43JJ/QG732fRcfFO0P2yY1ZatBecKfZ1RqgQgEJb +zOMyxQxqmrkZ/6lyCfW3XrQzUOMBOtwHFtlxHMoX6TOvdJlAJ4+8qz12hh8O +Er0eDfzBkFzpW+Km91tgq692W+nnA8l7J0694cOhE8+VpTR+ToL6om0CWwsf +mK9aNmpGLSPi7y2pyaYpqN/4+kjsKh8AnW+/d/cSunFh5ZzN/DTw2OjKaB3m +h659xzjnWBaRxtmGgG22OdDnvLTHt5QH5vt1w4s151DCKY6Z1KkFYOR0oDzJ +ygnnT1reVJ2fQbw/HBtu7FmCw27uLZ+W2UH6bTO/ttcsSn9KYZ4RtghmU4YC +N8bYwbowVWo8exYV3dk3MXJrEezeris6/2GHxPdURqK8s+i7EiWxbWoRTIar +9FeJ7PD9caypPc8suv9hzyub6UVIPnzYx2OdHXzVpY8rz0+jUnVmv6juJfgW +nz517j47VJfirlY8nkaJx2mu3OVehrfe7m4X+tngMeVkMm3NNAq4wcv+E78E ++HWXQzlTbOA3zf2g4uk06ovdP6/FtQyNFF+OeYmww6Q965U9S1PoaBWPY+az +ZdCn63duCmCHpGrp5qjqKfR8jqn2yPtlON1pXJ5+ngO2+L4dm2ScRO/TOUbo +cnAQaMJ8xHmLA07X8+KN+MZQdpS+k6cXHtwffHfHRPfB+fNOT5QujSG2jBdG +P+7h4fyHRM+s+X0w4x5q8vLXGKpv3/c0TwUPGL36dRWt/ZC1IP3+o9oE2hg0 +cZlfxkEMl3+l/EMuODvjdDTMahI9iHhm7eKOg+OMA8xDj7ihNn9nwqOBUfTx +xKT4djAe8vxWXfR0D4K7XSA7bckQmpXaUrx7iQCgHW5XVsQD/e5v3a1DhxFT +QaJTMDcBnnpz0FV+5IPejutXKUnH78gTYXYkHT+8O/Hk+cf80KKRvNrEPYTk +20xv0dwlAP97giffJj/UHAyeQ9ODaO1RtaeBOwHKrM8KFnscggGJU3P5JoOI +tr7qTA4p39V8NKBq/S4Ebxz0d0VTDaL9loaCrh8I8KXwBh9dpTBsGX49Frhj +CEmaCTPSuRKgKe69WXfiURjvnrQ/uHcEHbXx2/l6Gw/tBY3LlwaOgVo2dPwx +HkQe8YF3e0nju33hFViQlADPYMVr7ApD6L1W8Ku5mwQI/9NjNjBxApiSWkJT +nvShEhXjU+8FibCyvvxgPEQKihPnckZ29sDkbedqk/V6RKg+Kzu7mwgC0Q7X +up9/Ru467wevNGPIoq+CscufoEBdx8zkO0bqV5lOylOFEyEmOVWP/dkpiKTZ +Z3/PqAel/5yobfYmglL4Eu7ZjzPwrmqHdEJzF+pfTl2W/0yEh/F6GVxrMmDy +IvZh3nIXKrBni3AsIcJW3IXVdEo56Eo/kz1R2Y0Ku7M5SyOJkK7BscxyQRGa +plPKOKZ70LnbL2gSbhEBGB8f6Ks5B1x6O1geiA2gL2vKIjy9BDj1zKBQglIN +JKJYZ2PUBhA1CkvqbSdAkY7WqbCeizAb7TQ/yd6L7hkNJh20JMJOXXOjZSNN +uPZryuiMQA860rRzXp9Ub/M/3phum9aCcofqgVPBA4hD7ePzwCoC7N3ezMdn +6kFOn8b+k4t96HiQwQk+ZtJ1XZsXvkpzBRzVtg79Ce9BqQzt1w4+IIIa1plg +rGgMDK/m3rsEdSCHGzgTZioM/HLPrOraXwMqKQbLnowvaNXlJeMgH6lO49Ly +9O6zBJaUEcNQvj6k7cs9X36SCEsXJ5UPfreBU+aDZS9J1+uv3IeYSNcbJEyT +alx4Cx47iB9PtupAfD/yTStpMGhg3Vfef8ABusOHcaNUNQjTlKq3ysbgcvtu +hpkTjvD8Vs8Hj6PViDpQtneClNeKDjEJ4Lmd4Shl5tdDhGqkqMRSKpCDQS5B +RW+9+T7s0h2WDZfuQLlcCb4W9Biod5ZY6re7w9xNdemCwj706p0+xsFFhN+H +Ay0bmX3AT5fasuf2OGqV7dnfexgPtGWP91Io+4KQ7JtbCvNzaDPkVJqm7gIk +Rml4rCxFgfWCVvTLKzNISHUosvX2EqR/NKUZi8yGzCtyaV/vj6CwvJb92bV4 +sBTJMV/L/AS7WFPC9qF6dFWJ2NvigoELV1C4clse/E4WcqoTLYWQ7CxO634M +2FTM/Bz434CT3Sf6IJ5muNz5IDT2KgafPbWTU8cTIFJoXMR9tBvGg481/HlO +BEx4KWafYxYIi9QuZpr3QNpxHqlVeyIIW3DcXPuSC8KXVBT9h4vgAudkZyep +nypUkue1cG0GRlVWsYKz00hMuSEsx2QJjI/cevJtuRVSZvsECPemkYlz+qPo +4/nQuHRipzDjMgRx8F0gXhpBZ1hpNHRd6pG++9ucIkc8HDRVjziT5AuZPiLf +Dbvn4U1vynCVwzwEt7mM7Ioshsahi075NLPQOyNMDGxehHf5Fnu4oABC0+J0 +D7sMgW78nt/fzhGAl9PhjuDJaHSzju/8A7tcuPCFWVoRT3rf3nWanTtr84/n +gtuNL/KnSHRAC/m1I2ZLX2YXEYrD9uoxM3IgY01hz8ArT+HBu1PTGdsYHPPJ +PKjq+RZkZk6r7yN4QjTtdYn4P6Q4CrAV1x6JAlbDBE/m5lzEH8R87BUOA7q1 +X4SZuRvQmvNwyXTCDR0KmBbqIY3TO/b0tvZKB3rs2JoztUlEuaKVakyP98OB +4c3Ya/uWkcvWvT9TvtMoj1uEMewYL0SvvtToOYOhb8+pk17ytiFbG8uLv6qZ +AUTcbMs5cWhSrfZWN80UbP8pP2gauxuCBAbbX/Di0B/digcbvyZhlPY8m6oc +AyQj7kaa3CXkanOdXoR9Bj7yi/Sv0e+C2oy97MrcS4jpdFcJTf8MyE4G26fz +0UOSnKv8VN0cuiQ/BpddFqBoYk2BqpEWgFZ8tS5rDomVjmjnBixAZpFwl1oD +LdhzPepweDOHui21T3K9XwCrwx7s95ToQI1Yb75wbQ6leIXGqXUvwLy67Z+F +h7RwaWinYvKOGTTROQVn0BI8LmgbEe6nAfuNT/7sfdPIVMbixqGJJcjHlhp1 +d9KAnbji6+LUKbS/XPA0Vd4y1CfkXbQap4ZoZtbR/MEpJH+Ddkd+0DLw6vqb +7jpOA+iYKey7OIkUjxpkNrzEwYKU1kjeMxrojZRji3g/gRzitII4u3HwMyDb +xeo+DXRVv2GuGR5F1G57zx0l5dMVM2s68R20MKbjeVmodhThrtW18bzBQywF +zauqbRpYfun9RrNqFO1/pbWnn+Scuq3XqCZoYfGOsjTPkTFUePuDUo0HHmha +qrdfatJBrNt19e3UIUS7dFZGVJcAEY9+N9RF0UFmgOmcxsdBJH062lzcj7Rv +P1a7fyKHDvyujO+jS+5HaSWiHCpEAiiwXxzFl9JD0BZRr/7AAHLTfH/n6gAB +kho5JpbNd8IOjSk+tsk+9MyWdz2GhQjmrdXzb4UYgEP2jKK+Yx96/yihofAw +EZpCG6Y8WhnAtqbtgfVGN1qeCXEXDSaCio07/cmU3ZBxvqxCsbkbNTqfW+R/ +S4S2K8F+do1McGZgxzFx5l4UH+f/fZaUR7JqRqXMPZlB6kPDbr/qXlQklKMp +o0KEmvnzsO8oC7AJ5ojSOPUgA4HWmikPIuyimupkWmaF26adbeGKPajo851d +wc+IwCh8vsf/ORtMzzHbGkZ3o4WLxnxCcUSQgSOBZXQccFk4m2MjsQs53Ax/ +3VFDBIkUN0BRHBDiFm1sytuFAuqf+Zj3EeHxtU9yrsac4KNt7WHi2oUmKp6t +ajcToZCJ3vq+NBdc5P9QRxXbg6TviT3rcyUCT7Cl+nU1XmguvETQ4OtFLGdk +jlubE2Ft9ZBZcQ4fOAteuuac0Iusue1PFKoTwaXHrkSmRhDyszYEljj6EA+b +aoLLaSL8sJwJYHM8BD4prUX8LAUot6KnRm4JQ2j48e8nlsMK2juW0e873cjr +YLrDUDIRknemc/YcPwx7LFMTlk92o0jdPcTnWURgNXs34Z1/BE4xxkh+yWtH +XRe7jH/uxeBc2M23YY2ioFyhz/GDpgXZjv1aXdTHwGtf5l2aYDHw0iDePeLT +gfSq/JZGSXn2z6VcfzrxE/At5/WOw5btaDgo+vMYOwYZpG0n+4UkjE5Fl7xa +aEfFsipPkndjENeTwX71yWm4Xo5bXPveiczOcYp1DxMh4M9cfHSHNIQlgGaR +Zjf61qDk8/sDEQx5k/M75BRB/82SZ92XHqT2Yth01YEIgQw4gYIHSkD7bbZw ++V47orj6ebmfDYPJfW9L6/SUoet2Rp3IyS/obN1lFuwIRuorzjkyZKvAl4eT +VBnK9cjrvNyYyGsMBHROj7KJqwOXx2zFKa5q9PaShNPLT6T+90mxgUiAJtTg +DTD8aiKq1H3Xb/ELgxzrq4cqCwyhUnU6paLHG57P7p799D//nrVOnfDNzAii +tF/Fby29R6+u53yl2MQgL1UZr7L7GuwgHmfQNcpDbH1cliIEDPRU1PNFlq5B +leHH+rrd6Wi1VXnX6gYGVm2SF2/LX4P+XNXyVoowNBElVxq6hQEOLRvdWboO +lyIG3suJtaInrO5qcioY3BLDHG4p3IZnj0i9Y10XUtPkE/hFqgMN2o5xuKk4 +gZF+qopr0gTqbn7lUd+Jg1oRoScUoh7QETl1R4dhBmFWpgzMxUvw5avq+DNJ +T9DYnRl4Oa0TsY/vlHgxR4TYGz/u+k8+hu7TVSqX6VsQ90fr0wGkeIgRNP8Z +1fIYbkSK3XwnUQMaryevNWdgQL9v8hLV42D4IZO5q6O0Eiov3dTzqMUg9mjp +vKBQKJzyUfcPX7eA0Gg2m3FSPnvWk9gZC28hokhwU04jEUJ+xgtl/sDg1IKQ +NBJ+CwFhVr3N0nUgL3GZSu0NBhfDM2UWuqLgZj4b947iXOBWO3iCfRkDST4l +3rLeePjkXv7uQK8rTEPARhCGQdfxMP2+w7lgEM+uWW6cBLb+x34zLWHwTpA7 +9crzXJBM+1ZwkLMHrQ5QJx7yIkJPEUNBGy4DmPJGH2QJNSCeSCODN3cxeDr2 +ffYATz7IX+EXUXZuR4WqHqcZFkn7wE9/3SdXysC6s5XGJKQePdzWdrlNin/n +sv7Cecd6YFKISD25rw6tUzFfOVBKhJMa9e8X4r+AYHBpaG9sLFT2zpTVlS0D +zx5r/7yQKUg/rOQ1o1cCmXpl4/y4efC1y7o0zTv/r/XDv/nSRepLdipKSNH8 +oPfnikzQce1pZF/D4OQBwuTXZ9MwYKO75zHnDNxS+230unkKaJrs0/0GcTAk +SyE+7z+BEgx2/VJdpwBxsl8gezvZa5Wz9vB/wgPvd4Eyz3OjwMH3XoXISg0x +ZK8k+2/ev9yF0tIoWgcHmc1NJW8yJuFOE9vzGEZquEv2T2S3Ibuz5EJbt+Qy +ZHi2fvx5fRp+lV1UvrVFCY5kzyX7NtlvvCsSmjddgt6gcmlunxl4X695ot+K +Cq6TfZjssWQ3d+fRkwtbgNPit6otk+Ygg+DErCdJBaZklyV7GtmxVNZQZucF +2CdEmSHbMAcNR7ZnulWpgUD2/WRvIjuOm1de12YeTvl+7DUcnodZrtBLN8ao +YflvPkl2Pf+ymdXsWbi6XS7VemsRSqwnGRkFqUGb7GZkLyZ7RKV056OuGRj7 +vWfPEO8SsP50hxtXqCGE7JNk30d2nqvZ3bI6M1CpFsFa5rMEsbYezPvYaf/h +8WQ3mRguHlSZAXsX2Z7Ql0sQOnfcmf0X3T88iuwR56Lvf5OeBuFhdxYaLVL9 +vWdz7zWGXRBGdhGyvyP7kXRb/rBDU2D/8JaYLg0OVLSoUx477wYhsjuQXZXs +FnoLNOoTE9D+81ffHMJByjFJs9gSJrhO9g6yZ5Fd56IXhSvFJPyqxrySinAQ +Vb26R2GZGbT/5klkN6Z+kHWOeRJ2Bom988jEgbI6lm6VyQZGZN9Fdh2yh0R0 +BxhJj0GOReh5Izc8MJ+Lxa9tckLo35yL7GU+rK8Ovh2FtCDz+0cS8ODQv8Nr +EM8Nn8ieTnYPsj8/MZRo/2UUkk2c9PzD8KC61t248zU/PCZ7Ctn1yG47yZ3W +HDIK1VYhre6JeBDjZIipYjsMNn9zObJLMk1++eORCm27syTK2ybAYq7e9UAF +Dn7g/XxvNZXD7brzp2I7MNTMwKhueHZYYR/PpS5pg2G4qXk06Z4oATx3eXte +On0U9pLdluxBZFfe2/KeMXsIKm9N/o7TJsBJDtnVqVQJOEd2RHY5sitIZHU7 +GQ3Cm9n4HqFIAjA+DiZWcpyGE2SPJPsxsgv27XWSvdMLgl63ws31iKBJpxk7 +7wJwgOyHyG5C9txc1jxKli5QFZHrlhkgwu4SDlXUqwyZZFcjOw/Z719weKSR +0w1Y7Yg4VzQRGDwifn1I1gIPshPJzkv2jDn1i3xbfXA9OySbbzcRVmIOylR3 +6UAq2c3JThn7l0smPze28m4HdZ/0qxSkuiVZQZJOZY8xCJJdk+wlZD+QEkjV +XtAKN4+1KPSQ+uIrUtkr2wYWIE92a7LfIHuV2buX8dLd8NtuP56YSYSOgZDU +9G5byCT7FtmpBv/yCBviy/W0Psg7d0sriZsItKI3bR/2uIIP2QvJLkR2N12x +jzSWZcAseubprx4MKrZykqxln8E42feQ/QvZ352QJxQJpaPywy5ON0h1jtnM +j9s8z3xBReIvryC7Ldnfu+6PsZ+rQn7vQ/eKF2PwSP0EG99aMKyQ/RnZB8lu +aVefXGkfjdQlBFI1SXXaZZYLe8Mjokj72V+uQfbdZM+lFXYkaHXAE/s3VS+3 +Se9jaZKtZWUKlJLdm+w6ZPf5+rbWlGYYnmUw7nQQJ4Dtgv/iwYcZYE72l2Tn +Wf7LWQ6fEOLUWoLgD7nFQj1j4DWCK+CwGQIdskel/+XxZGdX/zocItEHShf/ +ei2+O8jkrYoHDnZnWbddS0gi+JjkQEAPVJb54eSuTQE92e+RvZrsP89v1GIx +DehRPIPIG+U52CnedkNJbgHwKn95GNlnjv/lCezFCoFWi7DVbKtZRFOBHBru +0BPtZmHxbZhxsdQgDI1ml9TTZaE5qTkBxxACeKcXpNMaVqGGENVfClQL4LnD +s8dpZA5MHTJ+br9Yhi5WxYmsiSnkU/B27DMdM8jMPnFpqiQAc6iRtti7AUSj +Q+18Jo0VLjkIfbU/iEF5yexZ47kvoPXJvtx6hR0opj9tvfyGh/FT/C+GZEdg +8r3SY6c4NuB3F9GN+Y6HS0Zq2nslR+B/sfbn4VR+X/wwjjRIRZSEIjOZlaGw +jBkzRcaQKBEZkrEMhZQKyZiMkTJnnnYyhszzzDGf4aZCIZ7z+T3P9fvjeV/f +/56/7uva1z57r7PW2uv1ep1z3+uW0++YCo8/CUnyHaE6PwlgomJrnqUxBuIn +Q6lr6ZjA24IxxjiPACpdA5nst8dhBC+lpTTCBBL+HAH0UQSoebpzXGpoHFj2 +vw04WX4Kbo0Z/6SewMPPNuzxfp8poKVIsjAmMgPVzePiTcV4eNNFlHY6MA0Z +szIvewpOw0VVyc5GIh42n+h9dZSfAufF9B3D/DPwb6JON3mLrPNvp5no0k1B +y04K6wPts/CgvlBFywUPmi/iGaJ8p0GmPJ6+2+gsXK7ILhoSxQPt/XHKnulp +MBhUXd+vxA4+HRqcnEF4uOhorHDYYhreGX6OEKHjBI0Mnb3VL3iobX7Tb0c9 +Da9TYlPlCjiBZaz107QlHigZKb47xk2DoYxlea8mF/AGJZ/oZMLDcoGLKu7Q +DKgJPpLzfccFn/oiZd0zVuCgazu/YPUMMHyRkf6tzw1UId+jjuaswA3ByfGq +YjIO3/LlucbFAwLCl5+5y67AyzC8wtPrs5BJEO5MCuSD7FcffJkpyOvMRdP6 +Z8+CaOebvEs5/GB8JEDlTtUyqOJ0vvAdxMGQus2j2QpB8BLdb6KttAyr93jb +v2fhQAnyUtPChcCMqH6c2mkZlEwkm0tccfB9P9XHTUUxuG5UN7kaugxR10b2 +trRxsBc1uxo3Jgba/pwSjhXLQDFllDVEgwNulbxjodqSMHRmX+LC32XQGrO6 +xlo4C7evnPydRZKEc+Ohs2xCy9DweFB+rh4HhOlWK8kvF2CtT0D0/cwS3K3/ +sX6LfQ6Um4zE8S+lgMMs7Uhr+DKM1N6RlNHAwY3RvYhaXwX4bBL86gR5X45n +B+m1D+OAafAway6XItTZPub/e2wFeO+XP8qLnoUEr2r/mAIlst4spT472gtO +L651hseQ0AMqxq1pSQpw3XsQ+/LACkjYXxfxfj8LKqbfmPxSlMB2amBg6/cS +VEkSRCwOzkHn1Jz9epwSHNtSeBfMvwxnZGkIPs04qBK8p7KQpArh5+Ue16Bl +sF5sek7am4V6qzM2wk+0wDHqH8EiZhnszHGrQpdw8PBh+erZaS2okWWT4H2+ +BL2C6xZfwufgSxpp7JuADmy/crKIKFmC7ptJie+vz0Gsqx/+t5I+nH0s6UZR +tgJJ5mqVPCkzwMNxrkCI3xRC3Y5f4UjEg/SKOOUXsWm4/mbN59mCBVjfVCIQ +2fEgIKjHrL81DSRx6bXMUBvo9IrrcdRfgf2r4iteF2fhrk5RrvNJG0i9kH6Q +pn4JthO4JO3V52Ck+mrFgYs2oB04Jsf7dwlMLvfcZKaagxJOP3p+h7uQw9ij +5X1yBQ7VSCZph88CVx7VMZuP3pBTxHEg+88yyOlx60YXzYLRDalyC3cfqDB9 +IShVtATwqJzP03wOKGrUv65PekG5MHPS6o9F0DN/1vDWdh7Eu6lS+B4/gDD/ +O2zLtIvgaGH+TVJyAT52vHsR0usKDIOO8rTOi8CvoDTxvGMe1E3yfrd/8ASD +5Y0bN7UXoSfB+NfF1XlYoBUqCl0JgmMdLj/6/ZZAWExWjj1hDg7b5v5DnpEQ +UOfm5y+3BPZ7R7yKZ+dA/5mGv7RQDLC5TJtZaC3ADeaxXpvfC5AskKDfx/UK +5LnnjYL5FqGXTeo528kFuEp/9Jrdg9dw/ZO+bnPqAvBJ/OH/nbgARh8dwjWj +UyCpL0P+Sz8eFHXqxMfRJGSGyqf4LNcAW+z62EVeEhz5uTujYtcM5oP53Q3a +vUDnA8d1q4lQw89Wpop6kQfr4IFhXAcoH1mqOudB5kO8nG8Ei3tA7pTa7QTp +enjhPR76QaUXgm7V7AQ5k+BkGpvk76o6kHjoEyhv3gW99xpm2T6RoN7+iKLT +5Df4GRr+mdK2Fq0n/LV9PbAMRreVbi2EzMLw38jsAJZZsFLUcY/zm4BeUeGD +UbPzoPZeFudB1wE8D+vsUzenoVVUYtDt4gq0UWtcPRPZDE8+/sXfR0MwVHZY +elSICIVnFXnuSnyAlustVUVxA9A3xXtMhpkEeDqN8HmaJ9Aee45p0u4LpNHr +ObIsYXCIQ9jhU+534IxKXY/aiAe1aAmtgyYYTNPRhIveaIDP1Fs7AqPVIJey +8/GpKwYfJQK7z+RUQsKkg97sx1booHvT4S+HQVrE42K3Tx/hmPeH11sxPWBv +80MSX0WCZ1cuRV9bC0cdh2PNW7InwE1IIrfWnMzfVwQz1O/Pw/1tmi/p3xbR +lYPPV7X/mUHy/Z+ekvIE0GUHaxeWSTRagQn+sbMG6o53kvyFGGSbxlAa99Wj +I094GycCbOBE+YeqE+Tvob4eEbgS/gUIUeKh8T234KFinn96GwYc/Dl+O/y1 +IGP0x+UacgITjye2yAuDghw6O0aFFuAgaa0/c3cFue8Ps1IEMbCR33Rj2f8D +xJWLVvFLLkDH33ao4TgJ+mydmfznBqC2pe4gxQcnGAkJv8pdSgR8rx2rwfch +yL5x0WiF1wn+xc/bcRkQ4aS+8vZ41ghg6tqWxrv3oNkmqoGoQgSVV5OnF2ZH +QIhE2Lt63QXcTuaPh4YQ4WWsDQwXDUPFGa6D+n5uQJc/qnsbI8Kfa9LvI5IH +4VqUQV08jQeUtVOZOI8R4d9rgXmdA0PQ4pFSNa/sBiVqBNYvrAQ45XN1OyF2 +EtTZfjH2KbpBg0G62UEyfsnCxaBPZPy6VdZ2LeWCC9w8h1++ubYCYpE3H+Wq +zIC92RlPKXYP6Gt28CttJYEADpfU5tUD22+flytPBIAL8/TFx2oY7GaRjrGc +awcObjbxswNP4OiRvcmNAiKwyFuZWc4MQbzM1gmOF0/AwJL22IPYZaDtGo78 +LYWDarmoeffbgTCx+NPuoRYOxKasHsyFLYOLdfyJf3o+wDD58pFj+jzYpgQX +VL1ZhNrMP2fZtINAKNr34cnxFfBez+K8eWsGqnNqHsewvgQHx3eMR1MJ0Pnh +825N7DiQPGmzzryOhEzqlRN55HUjn1prFGviYOPP3ZGGBxGga5n7N+1LEejM +H+WNkniFRFc2xwPwGFzLPsLC1zoGwgkd15b7CIiFdiY5SOwanBl7ERdguQjO +nMq7HhPz8Du+MeuPwnNwrMC3PEtchm5zPM2iCA4O2dO+/Z75FpLOtJvSji1D +Rj61EPfALBRePe1s9OcduNNnCxSeWILT3/zSt47OQ21uG5/c2jt4vztodnsd +B+POanszFMuQmsz37bxMLIT+fk7/K3oSLLn26/4+TYCEPKHwWdEESDHTv7mg +Vw2b5SnGeuS8frmS8CCZ4gMoG57I6nH+AtknP+yGjZF10zSjfFZyLpgE759n ++xaK+KgBiyNi0O2ZJ76xXAioU6BB5fssus2YJXjVdxm41k9sH0LfIG6OxYMt +ZhkNmVRM9Zyehfs/n9ye/vUdnrn+2idoP48K+JlLX2guQs6W9prkmwZI0/s4 +/JXYjL5NbuzJGWOAKl9dWQyuAKBjEmyN6AUbZaty5hcksP0U9Df0YDHsatXQ +eYUOAeUqrcuRDCKk3ctxlk4qhdyvNNjcs07YTIjeah8hQSOufpANVwt/qO1S +tt2W4Y7C3B/Fs7MQs+/DiF9bO8znpYjnn1mGLpyGfKPfLAQRrrdcruiAObNA +n952PJToXx7f6BkFu6OxBikr3aB6bvk2TSoeMiinhPrKxlGffdXxS3E/QOjM +fjELawxMfQuJ5YOVELCPa038UxM84I0aeYThIKdNk+eCGRmX9t+w3LrUAufP +n/Ic8B4H7k9tghpO7eD8aXektg8PM00VTlTzE+gm060Sy9E5ZNZ3wauZHQed +22U5JtSz6KOQp48FRT9MxLx1cibj365C/9hmWQm0+O6bttTBwZNNpYE1u2Vo +vfIb42duAyefaapWqkqYCS1ZJZ7HgFq7aaMfNwrJQfRqL+xbkfaAR+t+OwLg +kw/u62AuhhiVe6txwzPg4SbYTue1AsZ0HiJYWgFa53fpK72cDoSdSgI3Oc8T +qU+y5FiXglt/l317eQVc/8UxvlODQdn+JzVvjxVC7i9hFlqVaVBki5l+548H +ddOUC48v58PPHKFlpZuTcN8Ry9gh5+OBdqGYNzq54NkbW70iMg7vRB6V7uQS +wOrvizY3g0+gksC8LL86AhlsY2JiF4lQZ7E3Iqr9ERSpfu76ZA1BGb/44sVi +IqQ8fhv361IWuMexRxEMB6BlDCdTyUWChaDJx9i5TPgs7vwV2+gFTWDqcA8n +69HIyfKG1UYQyBFqo/uUjiRkr/mwRWBwhI56owwVwdF+EmdWSBKSvjF6znAZ +g9UODcpg3URk8EHvR6JHFHJUZxFk3cGA9PxyoebmNOpZ9He4P9MDm/1KU6Tk +ZXD4J9Ok4lEJu1wMdLznMPRxOd3nVWsb7IY1fX/27weklig1KFqSQF3MDl/C +1Q7sdFyRP8vIfIKK46Q4Dg/HOaPDcSOVkLGF3Y+IeA4ZJq9+vfXCEPeg3J0J +yRbYxqt0yAY3o/PJWQF0xhhiieaKNmSsArHHSwrO9hjUGVHGOA43gt/ec/G4 +vCooHZsb6xRegYTzj+jddGdBVYMkhGfOhw7Sbcb+yQWIfyJotU9tAYiPxphb +Fotg92n4jlAgmbckC+w75TMEnndbWJo3ELwLZ9+4NNMPrSNi0UeESKhPjbXr +tXIRiLjSk+rUcpBslSPl5BiGKBCW23ivBE7aLU318GKw/fvSDUfpZugyeipV +drwBQkqtLS4fIwBD8NdFZsNJSNXppMDJlQLPTZlg4/ElyGagJpQukvmnQFl3 +wGQ7DD+9GnI4aRkyN4tiajQGoEH42snXa1OAHj2gs/MkQOwrsx9N4h9R8Uy1 +ZA3rBDBnhyvfjS+EaGPCUpxfGyjuC3rFKY/BGSEhqur3JKhqt6jx7/wOP23F +NVia2iBp38nblxpnEE+9a9z09254qHG1KZOso6JkRmkOU+Wi1MmUP9GaPfBy +qwJX940EX+RlSvbpZELxx5XizfAOIIhSG4iQz1f47P37b7Va4FQEZW7rFgmp +WODtd2maYYdnodGghQA04WF2t9VGoOVh/JlI2lZA9IExyaF4mBUOWi9rmIQL +4S0aiz+aYCZysx52isDxulVE0lsM0l8+pRh69A0oOyhZ1qAROoPFGPW8CQCH +d/wY745Bb5goKTOhE9EbbIjuSPSihCu3fpaT+UT5n8xDiTwTMKpmxa8avIBG +H/X/Tng4Azd/mN86fGsRbrxrl8AujaMJoqri30/TkHqy/Y/KzwE4rPHy7fM1 +PJDq7mi85h+EuhrJ9Ac1C9C9neL3wXUYCXarP9xangUT2iLjufc46GZh7rhl +24vYXZ4H34tYBIWvzwwCA1eQsLp5OkX3OyQcd4vFbXkGdF3SUs8dxqPog1H0 +U0ORaFCTNXKRZQbGjK0rWlVWEDujj9u79WIktnDw9QWOWTij/uBhg2Em5J4/ +VUQ6OgNcGaaVe7RkuxzKPu20TKCvP5s0sxOboFqgaevfDzy8v3XTUVd1GmWv +1r38k9APy+v6SjKvl8H97kP/baZ3KP6R1Slifzp03r+tYr2JQcp22sXTOlXI +Obxg8uyhfrjco66HpEhwleHdRvBeCfJ0GR0VPdIMDtWJJuF3MShVSb+S7pGP +FJUlN9X/JIGpPeWH+yQMPMZwDDSBscB7rtW4oKsN3sZ58CtqYJCbFej81TYb +PiSy+Xmf+o6O77+nbWKKQU0HrV8umUdWCpqmLjIkwcvScz0/WjDY/+62XMfR +D4DsYy9UtQfBw9sSa9/+YPCGftR+zSIV6Y6d3p9ZEIyKrjxc8Nkmn/NI1/f3 +YqbgMa55NfppNxqe3n1mFrMCmdt6nB0ve8GuT+hMq0MDMs0U7RWUJ0HqNbGa +1qxCOEOZXqjvlIbWD7lrL5Dr22mBM4eDfGfQ3UDzV+qj+fDrH/M91ZoVKHYS +TGyJ60MFpBX+AHwtePmfccy/TALH5z2VsfhMJGY+3egn3AT7BGdsBJ5hUN1e +dnf4SjcwX7L0GpH6BuNvPjPcfUcCXWfm+rjgb1B8fK0pm4xXNK5PuupeYUAj +R7ct8jgVmkP5bzQ/iAb/n3M9jlsY5Bz4LU7w64aR5z0WTp5fYUKPOk7qAwlk +pbVTP9I2whPjeD3enHh4Inmq40k8BiAtdsTw1SegyLeVHO4sQW9YFjv7RzCw +a4lWlVMNhbVoOSE6vjHEryq/7+NfAlT6X/VevxgJGXOyIUmpvej57TcmamQ7 +Yaz14qc/MeAaEHpf3a4BtSt4jpSkYNDvEjNYFzqDeFVGc392xYFc6LvntxtW +gCNcmwt/qB89pc8RuUeXge63fzVXtyLB8JDK+Fn4jEQmHFy2/SrQtzDp362d +GHBuVSZZGpcjjRHCuTqvAVh6meMvQkkCjtZD2Xv26cg3Wu/VAY4emPeY5G3v +IkExq2PROFsM9H6Unzuv9h0GYnm6+W5gsFR4LZYpoA2yuV8F29L+QJONg2PU +D0hQqDvz/fb5Onh6fb2DLvwrUue+RvM9CIO+dGwoAZcIWtZXpCN9ktF7sctJ +LX8x6LTTwPOExgAvUQ17Z/YDfN314mm5MdiYqZcQuNkCNBcGn+p9y0KZHbsq +v50xYJTeuMQRNQ1jx7tefzTqQe2jj4mWf5ahiFLkcefwIMSk9Gd6LrSgoO7x +4Q5NIjj9WagkJjWDiWG5RXNWOcp6Gu0eb0HWUb/5LV9Tef/nPq7qX4vbdc9a +0BcPJgnJtBa0PGB5hm6eBExHTIWvNgz8/9+rixz9G/tPkSDAKlLgWfQMet+o +dTN//yCa/Gxtz2S9BB5Mh4JU5HCIlkOvcVNzANkwm1FWKS5CGS/9zkHNIlS+ +/q+MSNNfEyiXTatL5rO9X8Nvl4cuoCNKR9PyS9uQ5ytq5bTKeTg8IWDT5riA +rtWstflbDKPrn9IeixjgwP2Ol7O79TzCu04/sguYRb2bn5JzKSbh5uuqy+8+ +LaJ/tz0nQjKGkd2KaHXPpxkQjFhYT1vqRH9iVpts9FvAWyL7sVYgOd8ODsZR +bK2gte1T3qUFbZD/RSz2e/UUtCsc2LgSsYJMhXLev74+DNnxA5zJAqP/Rz+Y +XOVi7BrFITol556gp3OwhWIO5y6Mw3txq2OdzAtIymPt+VLvd+jeeD7If2kB +5OwDPt0fXkKVN47d6fZtgMSYNg0sCgcC8/GVD341ov/nCmeiHVKDzmHwJK3L +m5nqG/p/rnCQmMYubYmB9KV3+WPmA0jetZPeIjMD3Smt2DzDTYI4uz0eaYtF +pGLVoM6cWgoXCQ88Z0vm/4/z/0/37d+Klcb61zKA+Piw2NW+PHR1ukNznMw/ +7ZIznR9Q9CKWz2LA9L0PxVYsTPAyEKEp1mWuWbwFMTTvbgpu1aE5Vusbgpcx +OKt/x5nzQjM4XrV8cTFkDN5OR/LzmROA0kAg/mRaEhwY1hAfjOqEolp+syk6 +Mq+zSPvKeyMFXkdev0at1w1v+TnaY4kkKMvp2wp/kQYmInt3N671gPKjZZeD +30kQk5awI3snA1hvlYVlmvSClkwy+8V0EoTKSt29kmAPJcZH1lpVY8Ayy3nk +xi4GKh2FakE8YRCpzfw4uaIU0hOa9kgzGKS9Dp8zd42BXV1OYV6RBiAK3VEb +SyPzJ2Os7LdcMhS+UxGncW2H9RIFXQEFMr6EUnP2/E4HkR3TuO3vPXA29iqH +aTkJNiQj3nMJeIF3dmrEgZoP4K5XcNifjCPc7i/jmEZfwMHgLKP9XFXQf1BL +y6WfrAueG5nx0MaCZ4V5S2ZBI7Bk0bffisaAocFlfN/p99DCewNeKHTAhMTb +IHcJss5pPFv6dn8GaNc29peP9AB+wvH+/lISPC/cdlaZeA81WKMYu2Us7FK+ +IRqS6zkW2NedbJMPPZDI81v8LXygoArtwjBwuPXy4R1CGkhLXCtepAoH2a23 +bFbk+X+W3I2Le0PA/P3n3r8eLjDDW+zmu4dBhAXhqZyr3X/qhtIdpuaQ4Ado +9lvoOebCQKCvwE7+7/nd5wVJymdVYpC6PRW6kO0K2s+UjxuR/c93S4TfWygf +nTk0kRtWWQGvLxhv2LdjMBT4yNthIQlOBEQ3Gs6mwSObKOl1Mk/ICBsN/ojz +RI+7v/AIi94FQkg29/De//pAMR19e132P/ZEHVFbjvQOQhXHGzukXSJgcMM0 +YZm871/H82eo1ezRlvELFlNdNyjKspdaIK8TV3tXpszcEpm+jqzmPpYGY5Rq +VG5kfGc/mXm1K0LxP+u3vK3bUD7gii6sxl3bOfEWZC3veEiS16eqE28bgFBk +8Yv1S7BaHjj/wFbP/MQg1U4t5ERKBpr8LR7F8uw1VPdp5lGR6/8/efyWgXQ8 +OqYX97EwMhe2ZPz5f65ioJhZR++sHIiUXVLUtGVCwXfwm5cy2c6dfQcpcoqC +0cGCx7UM8R9hvbL7k+QGBjKDqnoSp8IhvZFanAJ7Bfjz7BYeZHvUmd6aK5uQ +dQH1Q10m4xKQmBAvODKOwf072Xq+nZlob5r6PU9FKDDQivhVkfPzylEt2hPR +Ieh4p9g1KudYYJRj+xzzDwOvb7OXmO2M5eykFfKfRHkA25LE8f/1LUjX6lg6 +8s0NTOYfLsTjasC96jp3PDmOBdhWRuNzXYTb+8XvOB8OLAtbzibk+VaZFK8T +PYIgRmQtivVZMxBFTEtaAjDAXX8ZkaHkDJ2XNGsMpOugZHjrdEEz2f7g9VMm ++rlo9y/WXRlZAa30S0aJPzA4+cUuVaQ+Az3usC75UoagLF79D6oi5+2BmPDz +E5f/09/7/+43zv+fOFrp1rcLeGv+Z/yQgvQ7QUWT/4wfNBGYk/117j/jvN/0 +Pl9L5vnPvvr4PL9IjvXq//e4gbpdhKgxx3/WUd4WisfTfAILpuWIkuZk0Ehk +kSGtYeBHdPSeupYFZ58eP32HqwT4ed0m2ycxMHnpIn+z5z1sPO7+KKQfCyfV +RWZMyOfXYibgumt6HPS3v0iVMAkEZs7x16/Icex6nf9zHKP/j53lEuuE6B8e +iDppfXTSLBREbN/HOZLj5SAWWzwj9RaszoWdWr6WCS+9Dfe3ks+j1DTX5Tch +jojz0GSxCPYI1j+yUNaS51N1zeEZJXzQaP1gIoVrBITdPMx1jDxOcejvw7g+ +PZT9lsN/c/0mpCrd+fO/PhZHuf79rXcIB54PydF8npmwHd1T1UfOQ/Hg4ZQv +wXfQigPymlh9Cyza9osnyfl8QjMw+TIhCtn7GkYIBCWAeRzv8Qs7GESKP8tz +UfZH7dmcNMpXXwFj0trTJfJ8Qv/rXz5fg1DUjbJHJVxvwHhxcUT5f30stPu0 +lrQ/gK6W21ChegacvXrCnPkX2W9VIiFnk63hMvXim2v+IVC1IFzwjGznUt79 +Y6rWCRAWW13naXUXOtl6mN3J/pzco7Itd2D8TxwJM0kJAx2n/zP+72bikg/z +f+NO3XebOlzrv++DY/v/vS/g0v9HffKF/7PO/6l//gmZIEaZIJX/Q//8//b5 +/7/77Rv8Z3zDuE8oKbUCCio/8/pN9yEFpXt2y8ok+Ewpdp/ddhaSXtCeMBBf +AaOr4uH75SiB4lTWvvtzi0D98FZNvOY8/KxkOh56ckshwu8J02HNAZByGH2a +I0wC68+2t0JLjkK30TeOIy7TaGw68227Jx4K9BsSLy1IQSS6e9rQjwQ3UrZv +d/j2QZjoJeHPX2WBVNQt9UKQBH9Y9SWLzAdg+9g99bLs48DolRJw/U0PXKQS +a6ZtIoGUjpHeajoltIbqfTa6UgUDhXmEGjJO78/26b1lKwTLuTOvXwz3gNW/ +/ZUnqknQ5ZsdcSXuALDpeTflUhJg5X74v671SbIdX7Qr849AQUud1srIFMKW +7Z+71uPhWR7/htMTaahF6TgmjT5IKXvyweYJCVz/EH4WaDJBkvoxiVrbHojs +n6b42U4CIzNVV/sgZijLeJI3enAUvI8fcW67TEQ9/lTdNmZ8sIG4mo9JTgFN +/8mSnFU84vtDLWGkJg71AVmWp7MWUHFwIR1n0gIMKbQabnfygWlXosazVyQ4 +ZSJrvkLRh45qUwyYX2aHHFam2rohIpQ86x9rOD2E+M4fKYBCcYhv8Rh7aoQB +7ZAb1aOjbagkz9Pz/h8ZMPdm1/c2IMGlJ7Wez336Ud/l3HGjN7LAbNg9yXi5 +Af16N6tEnUHGCbqstjcWx+FO3sUW0gsMaQ36/nXxboJl/rKtqXVWsE8UNrdO +GkeRH7oVTqUSyLiuM31eVghs/I2H572X0TLXldFAKxxU/87qqtSmhe7vaxks +d+bR/mE6tK9tEY6zCSRq/BCDhK4+jhAcCdpfdTMKV3SjR4P2b/mPKUD57ZLz +V/cT4DNdy4PPS5Mo7EDPmX3TKnBmM6U3IHARQuL7fSvL51Hp6idV4049uPlC +NUQgA0Mfj18JU5BugG0dVt1bcsxg+1yBwWKnG7UoWMlJj5IgWNGpd1uLH6oT +Dlg87iMigbciHoWiQ9BwEZNhSqCGooEU+9rtZcSY3NwVkTcLPL0eh3eDGf+n +s1zzXi4gsbAj4QFfFkDCv7g4rfUsPHb4xDOSMAffYm9oJvovoYPyqtK+xjKw +8+okpVUbHjm8eOheXjUFn/1X7tp0XYZfB7gX438Qgfsvh27/1SFwebmmep7P +FqgaV9N/BC0BfYhdUMqbOVCk++XGxGwHDocXjyed74WHjXMhTfkkNDJQpRhV ++xBKxPkd25f6oUBOvFtQgYQcM0NV3P8EQpZ8r9opcn1dT0/Tt09LQVIHTxTC +Li0QY0KSL+wlQB7DJKUluQ5uCpi/zBE7D44mHZ8ryXjFcMKBYCKVD4rF9ArN +J86B+a/dpeNdGBRf8MkWWq0Gxs/3zBjPnQZte/P3eOYVKN75o1X0dBZwamHm +qvLswH6wac/uzAxQvlffnaDBQ20oabtqiR1EFcpMXI5gEC8ezk+x3Ql9dB/u +zlvKAn3T9X1eiSuQYvbyX2rrDOwqvSIxq/KTecjED7WX9WAogRtKLibz+GG+ +l+igEiSa++0yhHyFy7WVijeqMXTX9ffOG8uHoFN60aJCFocEPVVZbenHQDdM +6pZT6TzkKthWWgsRYEl/xeVzyjgkTiiagVAj6E2z+rrLz0LpZOZ9MeIy3C57 +nSb7qB58PYK45KhWwCS58HtA5ixYXyuwprdWASdi5p83g2TdvxfMjkorgTjJ +uloSZADvHQsKwk70g9UwleIlWxIc2HHj8DrpCUL78ZVXrk5A5TWqz22rsyjN +Pv+x7KV58Jv4pNSv2g+XzWjatZRIwHjujIeqzxdodMmTPrExB80FNKkDwkuI +0ouf4kq/DPj4nm+5e2sIiHOylHbfiWh2sEBr9CE/zCva4zONcfAl/R16H7AM +b6KVheLd9WAOtZyObW5FWaos/Qz2ZP4Nu9K0rzRAu9SmrdquB1KPpvTmkOvS +zF8CrcPKBTLe0hibzOIhS+133rnbU0BIcULsO7pwMv6R1j+9GdRl6PBUiHoc +HEVYosu2FkDogPRqXcF3oH/45pu5GQYTz/PHvKKUYfPK7a/PcF+QTDbpjcwi +BrUPuyJynt6EZoqG0+hWNwwNDAn1kUjQE/tJXGy/GHhIhCUEUn2EQ7EmJsn7 +cCA81PCnq2gZckybn3J5jEDIzxopPh4CmAYrhoRVdsPwUI3b1fY+6Pv6mNbU +hQSr8u/vKDsogky9IcX35FF4wv1NXPInDh2ajRzqEZsHxyKSUW8thowXKd3+ +0leigtcxyOZDCTi6gbebSjd6vTkTe2JzESSO/maJe4uDQHeqn/EmRBRue+4z +kveFxIco8POzEQg3EbpC+xtDIKFV/oLnHXIN+cTq/SMbvnxkyoNj86jqRkTg +Z+Yl+KWjtCi84QGl3a0C4cqDqN5cvdKHggSjGls/KsbuwS9jfu9fr0nQJCo+ +27LZC4WxKQ/HPPmgQDhA/MHaMPRl5e+75E0EBaR4M+GlMAyUsibzM5Lxw9M5 +g3FiAIJnTju2xwrBxz3qN9HXxiEVv+/nQhEBUuZjbvw+YwOCuJ8eMnt4KBY6 +YFiwO4kw3I8nnl1S0Pe0OdFtCoPWrCKJno4yqOpR0rboVIavmTdoN8dbUeUX +vUmexgV4dMpu7+27eUgzzG6hIeOaKIvbJ1syrm3UjyluhomAEGe0xODDAfDT +bN56zkMCpxOaewPNhmDstXBrUQMPJoFM9KIV0yhQTELWc0cKnvNMdopRk/mD +qNzr/jEM1Dh0Rsb77kILlq2ecGkGpuktw+LOlsJUm5AV5+AKFHofcHot2gHf +vzEMzUiRdQ5F/LSiM5mvyXgWS+IxdJPPZfrRgWKgOi+q87orBMJ879jdYieC +7Rs3ma4no4hxkir0UHwIzDuGcr30fEP232WhEDJffNAbmjRlJg0ydvrxbk0Y +OnfhcgLPvTr0XIFLW+xTKOAjfh87TWgDMmv0LtbAQOT5se9ZH+6Bmi0sf9ub +R9cM88cOyy/CUpDEna4/92Gf4pyK+AESUvEVSSvlHETsgNyvSD6CcwapryRN +MUQD/+wUmr+jnenJZ1fNxOF6Ey/mUb+ISkWPmjq5zsP407Yi9bSH8MR9XvC0 +3ABgPJ05w6IklG4wucR8zgOaau4+zzxLRNJ33ltuPRtF5cGc35wPucJc/iRV +6/9+l32ReL0ltwIpKdhkFeS7gdsAm/bq3CJ6tzCqT6U5jxipi2KuHLcCVftS +mYkuEqhq/zoweaUHTv14vebapAKuOibCKX+agE9KjUIgFIN33kOxeOpA2OmT +G7hXtgDzuN8vK58vgHMwX5rckC4oMjrpHxDoRUSlTUyjgASGClM6FBESYC53 +2L41/yu6EC739yxZv027SySleGpCLWUeQxuGIfXnvPYDzIVoYobB4pLfUeDa +ctIQn5uFYM3BKbb+ZTikQxvM/l0fogP3mo6MYchspeucn2YFsivft3BASxqK +fK2s73xdQiViwcNiGnNAxfNTbHpUAj40vCpu2sRQ90ZH9r/VLDRh0S5gHn0O +Nr7Kcj4vnUOiTVF+kvZLUKGmF/JSXgLirF9kdvzOQNKxEkLNZN0eODU9NJwu +D2a70gLsqoswfsLolOPmPLr34V1w3HA4nGm2DRNhxaNYqAvCU85A3492r/xy +bvhsMmTHrb+EwkmTXvKdc+j2qtHnD/aGsOFbQHvxC4beXQ8vlvSvR8EF+oIU +N3nBU6GuMYhrHqmv6vqm7l9CDswPVWQvPYVrPE8+pzZNAHvJyar71wjQcjYr +IO2eP+isn2EZPYIQ0YRJxKIBQ0ubDY96m3zgwkW/lHtjS2AQJy52mG8O6hRQ +/vUsYfhAIx7sdn0FbFaeuDcLzcLNWyZGh0zFwH05+0jpvQrUNIenSxvF4AnL +owIz4Yswzp7ZkHVyGKhH/t7v+EAEL5uX2s90L0J81yJKjC4C2TNrUnkEDMwk +enSEjS9B3CJWIPdnGsaa6+8rnMODyu5DnPzgVRjzFxRq2SVBSUyLcldvF1yl +1RvkY5eAFycLW7xfzcAVo/Nsq19XID1/X0PSpbvw4YEOigwn14fiA6N9OtPw +zida7UkVNyT1aBy/XzIN71s/IIbpFTCd3vfBgrYB/h0NLd9tHYXrYWFUJ7MJ +IFO0zqLn2QBXzh+ecKophfxwEyWjWQwtGIfNe9J7wMQhg3MRxDEgUoZ/MXhF +QLz7D3kZedVCx4ljNsJvBlCz6Kq0DwcJyXcYnmbRsAbRcV0aUh0OpShv5WmJ +LCO/lfO/HdI8wWl7wc3wRxdKcNUMp98joQSLo4l/eV1h/uqNmT6yXudrx3aq +9pUjMSa3RTo3OfDxSxOEQCL6xHr42WzbMDL75Po6Je4B2P2oOP5OegTNqVdL +yd0lIqL2jID+Uyc4NUMfL7e5gI6n7bH5aSxA12Yes52QN3Dem/hlSzOGAvP8 +A094EshxWNgScW4G0vkDdmwUGBB/C36kquuCl5njd6QHxeH0ydIpHo4JCPcP +6wl/TAB64mGb0CkN+HfyDsfXvVbg//zP4rItBsYc52jHNs0hYuBScjznDFhw +qzZqJq8g1maF3tffv8GdAg8iPgcPcicKJIOaM5F3H+mp3KFpYFBleBjJtQyt +d0LLGjpwwNOUG+bgJABO2MQ+b8IyHPdLqq74NoteQObVt5aX4MqJjHtrWxja ++LFdabCThnhaqWLSKgA+P73XUg9LUGritWs8Mwd9uUMVavbcYGHaa/R+BUOY +RqbeqF8xtPov5zyyvQjvOB28Q54tI/NvLmGzmjhwflLSkETUgnOc577U3yIg +84pmY9pnE6hfmpdO1VoWWF+UVQUOdMCgASHWTRhDDPTs6zVV0nCF0jrCYaEB +TVPS89u9w+Dc59QDzrKS8LX4x9EfjRi0vOJV9a6oA5oH72JT90kBZ/LbnWHR +ZVSjFcZ2qhYHAUOP9TAy396++9v9YG43/Ht7s4edrEt+vnjEt+saC5vuzyKD +oxdQduf+Kf38BSBW1pbaRwRCkkMhD+fbaSQ4f5y54AYeUsVcWV8HhEKNg35+ +bVElMm7oKzw4iCHHQwlTQm3PoJ8SqxEjzCHOvCn8Zakl8Osp5thReQgKFwot +Us/PIXyCyN0o4yVIVfAPGdtrgNifZ0q1mYpRX8MWQxgegzpqHHu5vCQUfSym +2Le1CCf1IzP/14+/a+zVHXV7GzAIq3vVZ0wAjxmin3XtBGrSez+4c1wclLon +Zb3E8NBMEBzsmppGUQUnTnHyXYAJb3/qgo9EiCmQzHE+OAxG1cvbnCkcMBse +k8Uj1An/5CUf8J7GIOx1YsadTm1QMxDdsLxDhEdq8qVRiiMgNBqy2CcnDp/Y +MtJyfo5BrXXClYzvBBi7ypcqUCwMjMedC9jZFyBW4v3rdcMFdFBceVbkVCvI +fbtRVCKyBB9S5SgZ1ufAtfZESOgBbRAuDhK+Rua1oopmEbvGOFQAAWVaF+xB +aOZrSeQrHPAHh+QdMVpGhbdkI/Xv2wAjiV1Tiqynhvr6A5b0hsBdNNzT9IUE +PLjPF65sS4QD518yapqOILxfS0ydpxSwccmv9PL2gimBLzWxgIRS8ftvSWYb +gfQhygNsG/0gO/frCp8cCcLTBd2Fko0gfTUV810rgthju6UjZP+rdk3xWlFr +wJy44HAqTwn8Crr8PXYBQ/b7HJa/kfM2wksHUQivoMt2FBbKDrMwv9mkrHND +A06Ey1sa609ArJpPioA7AYlZ3bXeeXADmsJoC3vI53PjrGxDYsMM2nN+w/rg +qSp8c/2TpLZSjcoVmLZ5ujBUNnnwXzy9FoiU3PtW+4OIfM+S3MWvDqED9Soq +s7/V4LKcVg78IyK/tAPe4kaDUOBQdcVs7STMR0pOPx0ZQOwyETsdZF7JfcsH +ySXqg3I3g+j+NySkPM548zeuF6Xu+9dwlkkUxiIbBLcMl+GwyEf3369x0FEX +KivGaAO5sbY/1uzxKC9Y96Hzs2mgs5TK5zAXBFnuxl+SfUtI4o6+xSuxOTh9 +IiR5vPcJ/DTL/HC2E0MFOQO9SxdqEFeTWuk4pSZ8aN3zK14lIu2FMS2+uEGI +/1jaasukDw7FaxfvVhOQWm+bzbLQOOo8PJZafM8G1qImFmRPDiGC6Yz022Ei +cu9Vs46dcgArWsWG1xvzSKRwtLlVbRF9u+vV4lZhD9P3n2MrhRgqv+cRIlZS +D5xl9Y8qG4Kh6wzmI6tBQDGzp87/Xp2Aik69bRKnCfzj9YhO+9AJLl5MmxXH +MThF1z2v3qYJuUynvQ/vEkHD4pkJUW8Q9RgLi/3OUYHazO2c7wIkMD3yNvy3 +1QBSeZBZXbepBBIO1od3yXpW/4fXz76WGXD21xFJ2zCCR3Tb+RpZGPo2yOqg +NPcNMf+Uas8JVQGLcy6rmXtEJLI/3EJXfRB6pJ3yLGgFQGeb9cta1DKa3Hgr +9kgGh2524/YbPUwCk9cFQRmDRMhQMlH2ZR+CPr9B6sKLMqCXSgxdDSWiGKXN +eK/PwyimrD6VYACQuaV2/DzPChx82mVt6zEL1XHZxhvUYjBRInWv7x6GZr64 +3rLha4Vgr+bOS2kX4BCvKbphgyG22TNffLi/w/2+kpju646wolFjWJu0iAy1 +GNNYEudRbzqTfuR1VbA/UML0xpGETAoTrtjP9kHaTv5BzwFDcA0dX09zIutM +q9rB1bE+QF1ht5Sl1SBA7u4p4mAd+vdV0PlaI4Y6h+xbV75YwZfOaMHaBCJ8 +3+qhTNEfRvOlAhpA1jW04+YvnKIW0MwBFnxjwQKceEHMxbVcA8cKg+GYHhwS +gsP36tmXISjfdnJ8yxT8tNlzdjXGEAs6w8g4R4CnKlHtzQm5UGcccvoayyAc +wimMdjuugHvW8ds1kePATkq/eIkwinzzzhJwB4nosQYXaYfDHOIS9pGipQfR +TUOBhQgqEnI7lHhaV84M2lQlrQ2XlpHVnLyYe+ssmisKGrynqARnUzj+Mmni +EbdsX1xY6TSKZ+N0yayOAh/ehIISrWlgwdsPdD3HQ8OcGcaIroPD2PEf+t9W +oNfhraBbxAx0hB+t9tUVg9Pzf/6wBszA3eSvczTtK6AxH6d1bfsKKHiy8RwP +/AHlWWM0XlwYhHZG63vjBYDhu9if7wQS0gnyWSzV7EYBc9wdR+6kg4HraO0C +WS+cdo7BOHMq4HRvgPPf0MvwU6/UJs6pBL4rdivPz2Po6epE7Ay3EnC/9/wX +MtQCI5fNu9JdMbgwYXLTdUcWgK3jmFbjCkTG9lu7hM8A3cwulWGjMJQ/YLYw +zOsBY1E8wbCeRPbXO0G1iSMwXvak6qPlPESrcRjY9S3CWwPZP+UeOnDNOC9/ +4/k8VAX4PH6dswgyVP6LdLfYYdBbdUdPEQMbA5bzrGHt6CttEiZPIQ19LMG4 +NhMiPJ6vvJ1M1uE8Fip73uvCcO+6/zDD40FIdQh96bROhLDnrnr1IZKQw9T6 +LGoPgz/JJ0/EUYYgYuWNvKS3MmQ7pd8Lq2GQwEjtyCnSjs5Fa/xzH5EGtpuW +ObQ+A7B5QCGFj4eENhNtUsVypKHz7uCD0B8YxHjenaSxrkFNQlEeVJcs4A7H +qYilY0vItKzb8cbpeWCzvqMuLPoQtu8syP/5MweURe9Xr51fgksDOW903/GC +Fy4Xl8ExhwTkIzZeTi9B7nH9RQsKR6B4INyvYdFD5oXdWb87SCBeO16dan0X +5hgSYlo6MdAruNquQl2DtORqTqUGWkG4Dn2AWFQfaixguPrJiwQn1ry+Njx1 +JX9u8Kv40bdwxdMUJ03WuUwBKfs1qu7BP1Pzy9F5vWjo1N33kEQC/TDsAme1 +J2TuDAmejRgHJmlGygW2FfgReWLfUugQLErNlTzUnkR/Xp3pnWEjwKGa4Jf0 +7oXQs/gtrvvtd1QcSBDmfrECQlWp4FI4DV2nrGs7ZzD4l5chpLleihQr9F8v +halBI2dC5z2aZbBSPCTYRMSB6a76flVnA8jn0yincCqFqLWXmuo4sk68FuWc +7CgDzyQIaRuhY1C+od/2DEdACaXqfUwmckASTBSIlcFgZPtsNCVDB2gy1d1M +aifzN5aHsyHKgyjKUhp7QkFC0V6CBjPUNkDyqjp59gAR3bdQHVn6NYqCmWmt +NlrUQPnvs0CVBgzEZU+zhJ9BYK92O2vhqhw09UskPrMkgZ2r2aUH1H3optGY +BLNbNZwRY/nZeH0c5RmuEc8UEdAg5aXDpi6W8Mlnoe9mxTK0WbS4/O95Ll+Z +l2LhJ+1h/ymG1isMRMj+0Y/TRKOws3D4ckGiFsjqXtf2f4AhQ8N/PplPW+Dp +IN3P0ZF7oGvtn8lgg4OGlEfWxV7LQLcrpTL16howNZx2KtkloAX34u16xjEw +Wj8nJ9jNDVqc1WbUIiSkfW8jafvKACpcGn4TM28MVfciRZ02MHTcU9PWrP4j +KuEd3n7cJgF0f64s2E0RUY1/VEayVA2qV104mj8wAA+oMk9qD2Do79VPytys +Vej+MFvnjgQPqItyG2Bjy6DffTKBsnkWPJtQznuGz5C0vOW+z2IMjUslta8S +CYi2waekjWgL8eILEo5PMMSs/W7msHwzKHt6TiuHXwJV9dI4h2sYKtqm8MuD +IrD5+/0cfW4r3MuzW7te3oKIRh03dhwxuH21wK/58gdowwuGXRDEkNRZOm79 +oz9QJ23rX6YWMfh76zpJYWcFnCPw460SM1ARM7PRJXAbfJzWe2/FYuh0SMdE +kH8jkthiqw3pNILv8ffZbsuOoETX0dRZB3Kd+DlLTZFjDTsV1aYjHN5IY5sx +u5dcD2SvXORL/3kHxLhO3jQ3nkRlwjWrLsIEpNgSHkStpg+fXHHEDbJ+cc+9 +eN7+ZxoMztMujO8ogdjWKtfkzjS65fn4qclZPDg6TKULaBiByyHZSO2+fvji +d+OE29FFOHxl/XRsAg5OSgrxFFVUIZ1I9VKj/Hl4rx5fKKqzCPo5uUmJY71o +5PAmn+C/JdimCaCkT52Bz5GiSkUqE2ilacHrnicBjeHdrh84bwQ8dz8Tr10n +IZaH+1LyuX4AneFO1y/3DuDtdaU2NepG9xRp942vktAxzui9JKcr0HrayMXQ +vx8yKPvp1vVJ6CGVYeJtGkdgvSycZtQRiALaKtQr//f/Ln2PmtSXS5DgRbkY +EDYAV7Nx5W84STDvv1i2zCAN/4qPvU4ZJ9dPK1/uhYZysq7TadWpU4JftnZ2 +hNIRuP9R6Pr0VSJ8bRi4Ho3ZAM1jHmPWuFnkn7m/pot2Bbj/7b7MkdYFCeOt +1dJqElpYOzrG398Dh8+8jai3NwJKca5PeT6jwDRwQUSckwhlbGGLLPeF4ZRD +CmPWvyp4vPOw7HovBk/mxHUk8zVBj1/Bk3uwFHVZbfpwz5L1LEHlekCLInAo +aJUwiTUjg15NuR1yPuqKu58vVlGA8C3VAWMpIpgfYO7R4RgFWY3ixm1LVcib +GcoRm+hBC/45k7erSKBwPV5b5IM+FF6vX9narEV92XoSuS0Y0uDpe9UnoASy +7y4qezlHQkJ7mM8aua5SVs3eiEjXhItaV8f0vhBQ7Xz3FuPNfrBifX7ON7MP ++qIKfNtGSIiB48R4zk432FhSinjdfwLsEyMOR6JJoGPE8k5upRd2OC2GNI8C +aG3UfHMgYNB3d9/9nKIilG+ymLvExwD/5PISM0XxsOPfpsE1Mw3ekYlstS2c +UOGSZ/qbbMc+5sd1+ywjkZfRoA3DLgOUUR1FBYRGwPN69rdHYcDrVf/LSOYq +2JP4/cPFMXC01Pc1ftUBAa5brU/nTsOx03/rNA3iILqt8/7/+tt8wsX+drEx +BtJRx4DuUxhcji/B/1XqhO9nOeQS5i1h9p5capwGEfJ+LdTRdo7Ah6rE7h78 +RTh4Pdua2bsYyYnfj8wi63iGyrNGoiYaYCDawhuuSIKXdbasHeP90LY81+a4 +wgGWT3Q8lE7MgFxbIEU4HR5Cbsrht608oF2iskj61ydUSpIKz/iNAU2iBVdq +oQHUO2Uz+PbNgYjMUY4g7SU4pUsI2VR9COmMCvnhVPUw9oZhyKQcA1fFy76P +tyThHIe3/dfsYSSp+PNqeRgRxLMDGOiJEsA6vOnwZP8cdDVf5vPcWIJrand+ +/jVVA6nRy2oSLzEQqO1kVjRrgmrWgqUvEy7Q+pX9WL0JCUUYE4sEjfqh8HTF +akaNMqghUQc1sv8NcUfqvlK9BXGnVbMrtfoQJXciP30PQ7/XPOzzDZ4gYpmp +0ooSKwhd+JSn+zcT+gx111n/YmChr+OqUW0Fvy8WOLGPYejStz/e60oVEG85 +eWagwQbu4lcwwiAB4WYumGZWj4Fb3KOngdtawMvPjzMgEZCTNc3BILMxeGNu +JMjPqQpXuPsfHiPv+0jYd8rrxGvYfSB0nCOCF9zlW34Nk+sCM2tRo4tRN8SM +5lx6m6MOzRJLb01uk5BGuAOr0k4fnOE7tWn7jhHenVoT2S4gr7PsAY+H69GR +KwzfHnSaA32f3LPdZjwMmvEvhDRPwWHfq9WN/6Tg1ZfQ+1KsK4hWS6DCM2gW +aCy65jLVLkK5i2bHYAgR/U3XE6gsHEbhUwIL4g+04W78zA0m0wU0fko+Q3Fp +ARqPEyaTvC9CmZmlxOA5AhjOvFu8GjgJd7VWbUSTpaDy7+GWg3s1gInfn1Zp +xyDJraat/4YNpPGSLnLOzCGl5dnAdlhCr5XvJYxFPQBS6dGicgscclE5Xr3l +uwx8x+IeUSfbQ+n144ev8c2gwc4C2QtUeFCnjz2mLh4Fil6e+xIfE2C/d/2l +CfYJFBTG7aRqbg7ydofsP2uOIrGbigk+B5eBpBLtJrkzAZbDq//WAjBUbyB+ +p/l5M6Iy4TSOxdnAaITvsys9RHAMLrnLdJnMnxhoNU9SXgB272pFW3J9qWa9 +N2gy0QMBlinB29xCwHTKyW3LEoc8Y0V8jpHtZM1M9p7MlIYvfzPbJQ7MAWH8 +XtPS+hK0HL0UnqosDz9L0mXxC7PgZ5trd7Z3GdhYEzt+5OuSdQIlOjK0DNa/ +F/xEpmfB6oSzUuwDLtA0ED9Lk4Sh1H78A41DjWjYuq9+v8VN4CaeLee88Q1y +7Pd2FT5j0Gt/STWL1gQcGTUXbURWQEI68ebV27Mgde/gYtmQBmD3f5TJr05D +1VA6pTwvHqxPGuhHs+qDrtWOWGVYFRT3qv2a7cMgyk9DxM1CHyiG9/Y1kYjo +XW/JnFHaIByX8fw10WgKJdQ5D/JtcYhnv9CHXM9ltP09aofqgAO0eQ0cel0z +i5woew7jVpdRrgStBfbmNtCw3+TWr8XQ6C17kTntr+ir4dTszXVb+Ms+dKx4 +hayXWKOy7DWmIPdAQIqlCjuw0h9VElIjwW10uL23vh/+polzZZwRg4MdCb8u +7ODhUc/hcy9ppmBNosSo0EsXKg21IippViCK8HDpUOIsSNMN2IbXcQGDtlWu +aiG5bu8nvLbm7EUHKyNiYmkkwYveTF7MpB+oOFQPy5mQ4GkQtdWikhXov7M8 +4PtrAdK7bs290lmAkuPFXK+MuOG2yz2RuyeG4eElvfEjWUTY+pkU9CT1EnyM +OPdVu5sIq5s8T08rDgEx38nBzlsH8GoZR4ixJCTtmv84rq0X8Qle+MBHrQCN +a13O3e14ODF/O/R96RRkVJUYmWYagw5T25L31CzK6Vnnfk6Ov9iQbpSd5S24 +rpy9FhSOB734H4VLOtMg/+b8yzVPExj/03vYqn8JzuvmWVaLzkHY3d2W4xYS +cGBFa5Rfsxf4X3kcC/5EQgq6Ki+8xAzATjJtz3l7BBV/CmwJVCBCQWxLlPET +J1j02rUVu7iA0mW5/E/RLEJAd1LBJN8LSOh+RbU6147adEwNaC5jwLplWS6g +6Qa+w16R0T14oMm3XHRKm4KoDHHGykey8PV74nMDMxIQFrCr3Vr96MB7oUu0 +jlegsOJ9d09KB6g7rKw9E8PARSaCYUPyIsgMsBAq1Ijg8yzsAN3YCPxfLJ13 +PJX///+NIslIVlQ2oZKRzTOy985OkpKRETJSVLJHRr1DUXZCkRH1Qvbeezvm +cc6lsirxO5/b7/vXud2uc27nvF6P6/l8PO+P23Vu1zU0Uo6jjBSHlO0yzw/G +a9C+XKVdJDkPTXua0Z5GSiDEOuus1b0Cp3JuWUnJ4KDK7P7uBLcG1Nl38L/Z +xkDH38CR+UE+auW13Y/i0IXd0xiMk44PTeatyV3MR9l/9divXJCB9o8aB/Fr +83ByOq9Bu4fkJ7ibKUEe/oA7fRpPT8qDV1R2Ks6F1qKTozlf3RZVwViGbVST +1LdZHeel/5L6+NDAA0pnpALEaiufqaVZ0H2YwH/iHB6Ohz0OkAi1gMtHxsie +fluGKrmfHO6fpmGvQvtK2+8pUHpgfN8tYBn+87bO06iagLZXHKNqDbPAflhc +5dmIF7qf3shSQsr7WRTG8YeDuuAaA3f9QM442HiEx59hJyBD03cnZGz14NfS +kIcJaS7UVV5rybeMAv358wnTWgJw5p2i/PRPIhIm/p4/qd4LNY/kZ8cCZaC6 +Vu/1R1ECaDb3MuYajiPH/fqiDiVrcOP7lnoIWwYWxlvxpUqLMKZznP7SRV14 +b7sqHXupE0XMKivFSmMo/8LrzK8jztAzVTQllYPgie0PZZF6DEnK8IxqlRtD +macmpXVxE8zfvfI6IxKDw7MP9816bWCuOvnEQ6wZzfFpfFANIvHecEfTpmAA +aJ6cWpgQHkP5k9vnJN0ISIq29k3W4ZtgLVY26rS7Ak5xu1vslDgwLKv4kUjU +BHF9KsO7k6Q8pXN+no9tFX3b/bXq9tYF9AdGyR4nYSiIA18t+r0RHEP/S/Fr +UIAj2StVZUkLYLTs4XzYaBXtc+knPWbyhL+Hp+I7FvDAdqVfGXOYAeFPCv5X +SHMwPTotUeDiAjISUU02lVmGnVfYIfbXQ+ARX2TYbDePlGVW33Bcn4OiHde1 +qvQFaKDuLQyRWgClTs/h044rSNeY5dssfw949X6k7EtYhtRNOkPpnEWUMvV4 +S7bgGcT+3CBfqB+BQbv2gEGSz933C1G2sRqEkPtjD/7GLUJD5JzYUs4y/Hpx +olCR4iz8Tu6b8Lw9C/LVyhe5AvBQQj710gfvCFtZhx46mC6iT1TxY6UTy4jM +5Gc+btwaqCt86X5wzoO2X80UheMaynM14xLkugbq32/i9OYx5OP6x0qs5TPc +OPUYXVHSg/IBnKTOt3WIXRf/Ks8zCYpUS3kqBdLQXxIxE1zRBf8lKajJcGP/ ++z9VFm+iPUw5J6xIpy5BiOvE5FDhEohF+3YI8/vBK2mLZwkkXqo9xPhTii0J +SiMtojlybUD9z+JVf3Mcoknn0Qj+vIJYCxSzirLtgIXC6sFd3nUwtr7Lxh4y +DU7hmyddFuRgVOpAn7hXBvkSq5J7SxgIfAwITOsyg0Lft7eoYxfQbHT0Sgnt +LAgGuC+GvVqAuLzn567fnQPqbcOKc7ODiIb8prxG1QpEQ1J9048VVFLz2fuk ++gz6xtdL/MUyBgoldabz4mPIkfPEUOAdAuRolIzs0TuDj9OZitjcQbQjvPu0 +V5sIdXzVf37nXwfFk735VYBHrL8PeXC3zMKtQz2COZ8MwRfUj0SwTSL7s8cc +8urWgfjGn4t81Az+67lnz+iAIQ9Bb09W0TbU5/e9r/qUPTygC8xOiyAg7xEN +Ra93o2hGaWPfycIcKrCUZLGWXiBLtpkPmiOCb0Bojne/BniaP41huzGIDAz7 +TJTNiUBd11comWEB/9UKXuP3IqC43xofu5nGIPDVp8f3qExg4/uhMzUbGMo7 +9Ky+RL4ECdQGyL23cgB/0bXf8lEExBU00ZybNoqexBxOdj99FRgtguqUwjH0 +rM+HXmivCTkqRqWNfrkO/RlnVEp1CEAti7g41OsgsP55hbDPKLzJcd78OtUL +VUdvhtyEJbDrP+Ym7rwIvfE1bB+611BX5bobzdMRxOpVev/X2Bipb44qqhhi +iJUh233Tqx2EM12+36HVgn0Ng1B/Axw65c5TqVSzAoWW+zUJnTZw1SVMetMF +wX/frGhoGzA459POP2/mCoaZYyObH76jOWbHrdTXJA8/nseZQG4NETXsp/9h +GFLr4hJM2CtBovdeVr23toQr94NEe1hHUW4021R8DgEhtels6Th1YPSrjRRX +xhAz3HWy+tCB6qkrG7w/WUCccjulNRcBko/99+Bo+DjozbzgvNvmBJRYiAVd +NRG9K71A/2CpDyx2RNOeR6uAh4audUXDHHq5ZW/s8noNksO6pISjjWCPOHmm +8VYPMl78RPffYQx9FGavkdtQhbt3+j+f7JtEP2zPHvlhNwglvYdeXPm0Bi0D +6u8tmvEolerHRnfrDFLcv6ftZacF0q07Xf++4JFvjIqe5cYM3JQNqCc7pwE4 +zxnJmgo8KtsqbTtzMAMGkpUGnkLawJdiz8b/F0NXF6Xyb0tkwaYh5VID30N4 +9u+GhNVKP0S2G2TWs69CL7cZlbLvHDgwuPGPM7+Hzh9V/Ve6IoAu/5wJ8RcG +xEdLhd9xo0hAv7EvTnwWLdO7adm+XYG0Ew2FjqT1rsfu3H2TPQc3zH+EaZ2z +AnfGEjfENIZeY/5jQl4EoNE+zHkjwAiY2RZfm8eNwTfhfLEYCwIwvzqfyVx+ +AU7a8ywqjhFgTljAfOr4CDBsycXmXroF5WJCdMcM1tDqpa7rq7LzyPTD0AkD +LmPgdbeN9+3tBZ03NbZys0QUxpg0cnBXCZ6U33fNXFmHqKGr6re9JkC4V4cR +7+IMt8baTHSO4EDoqfIbmc0V4ORNWR+msIFoMRfy4+dK0APpUbvGDQxOjbhQ +jl+5DUm85Y4NmxhKtZ6P/tZdCNKZi426t42A8RFZjMN4D8wbDOfp7BPR40Kj ++4c+KUGUuuftq/Sr6CnZb43U5QU00WPx8dFfY3jk9CrDbwRDhB7JoTdW1VDD +cRGf8/ERYP1ks9E883Ad7QlOROAgyi7mjnvULNSVGxlb3cQjw8xvEc6Rs3B+ ++8jc2GELWDFp6Dvf3oEM/zAYJJU/R2+G195IkjiLyn13ZYRzDp37zz1Jj3Ue +eiszMu9z4MA11eYJ3YkVmLO2fd/LvAj32BqsuSQ0wCNY4z0vHx7c39St82/N +oodbr0sa9Fzg2cyly/67pfCM9euvHQKGmoPUFr5G2wD/ax+KrxfHoGshO/Eb +yQ+Tzl+rnKewhQ8S4mEsdgvgGEAmvRuwCvcUnxIFg03BN3WJxyoJD3XnhK6B +4izieTkv9FzUGKr07ymQ3cQhkxjeluL8FWQ1tHPg6qAHwv0aAj9jcSBzI9z7 +ZfgKEjPonhKTVofI+GrvKj8M3TwZ2Z5j3gKGN38EEbIM4SOZxoMgEgcfIkty +GiNx8Y3tE0qBztZgmPqO1+f0Gjz98oWgHTKPJC2+8PqpXwWqgva2rcUFwG4X +oLcMq6CoEHb23h89aBkdMH1AvQZHszl9hDLmwfKL4JmdZGP4ekuwyYq4BAoC +Xm77fxZggktbl2JxAN77EirCZ2fBXze3blMMD2fv5NzzCPAAiomkCf4QIlJR +ezDN6jKAzm74na/fuwx7r1M3bjybRRpkzP6V61MQujnR6bm5BKMjcc+5++bA +1znFtSENB/FHCyMG22YhsMlH/3RcM2SepkjT11xGjyRoxwJkF8ElbPJbQmsF +ku5+NTSsNAk74w6L1EnrsDVpbiJiX4sOPW1b6YmeRY0xdp64s3jofCMvwDi/ +jPZ/GYpf1ltE+sEjN5RfGcCa3aGtT29WgTHtkSC96AI40RudG9JUhZVFpw+d +JD4ZXfJavvlyFXFZuB/o31WD0KlLhxJ+T6NDzpefZZGtg8ev1zdMLczgnwRF +i/7VKaA08C+/5rmOtCeGS09tmAKf28E5gX0MSQXx/HVuSYHiqFcJ6j7qkGhA +VXbRhYDu46l2jsmOwaHvVn+ePJInzQlarWq+HpgR3JfwN1sDo9v3Wp/cnYUr +2irftt8TIB2v4Wy6PQJP6nNoTakCQWr5/fKG1AAaiHn91CycCBJvC0RS6Tzh +EStxwU+OgKRpXjLadfSDH97CpvR4PyhIcrI9ZpqB/XzhY0YSnxHLwtTpiDE8 +rLBzHcdHNSDTkyZ8qQUkzhT98pIsRRwCYzQ3QvaIaFizpUFjuwd6f5kMLfKr +wmKsnXuZ7hC0H9vVET9PBEHxtLnSF+ehpFzNNX6BiFhsRTzmKntR8+puep2M +PLTGab/xdGpA7E4TNP8KMSjmv8Y+nakMaoxftZYpVkEg/rTL1tYCfB0X/ogd +UwYdc4GaAiKGzIZiKa/klIKLbDF7Qv0VEP0XeufG2TGEu9kcFeVGAJ3/BEa9 +tbXg/Urjc72bebBgGprhtIOhJGHi99V0N1iSzJhK6MqF+LtNC9M7GFB3HX03 +GSkP5M3fHxjqdaPoQHZKCTYMNp5rbj/L0IMxpN5HVFlDxrdo/wl/L0M86ysr +97jmgfV4nmA1NRHFzCXPnPnWC42Ob/9uzXTCZdF2Th8zPPogs1stlDOLhAKD +r/IUe8KFzBZG6vutaOr8i9DjNzEQOfS4hIPnDSy5bI9HMjWhuIFE+SjtWfAI +U/x6lQYP8fSXzWXr8Mi5tl6FfnEQArr3//QwjALnmXKK3hNEyFA5fDFwbAiE +Eo6AJp0YbD35aPLz+wKEun0NCxFZBTYvm8ZaHmPQr6yxypPFA9WDS9yp/bNo +uPulFyakAxEnNahbtTFIGrqgODHaDiO0hIaybSnguL8YK1jwGZ30DEl/PY/B +PdfEx/maBvDvWXRzDyUGHV4crNuPe0BtYucoVYEEDDbMraa5YFCdqO2969IK +R6+VbLwoFQc9N5pvSrcxiB0hBJOHt0JTET9bVIweJCxS+az/WIOggf63TGe/ +ITrT6/MWo7PAqavK+kWcAGLNXEqzUuNo5mFxyCuGy5A5cGO8Up8IgecZzn2O +H4RgF+UPPbuX4WJe+1MammF43B5Py0NLBAPld6pPyIyBNus/LlxDIogNcv7p +/4tBYb8PJu6dBl+DHW95l02ATYGXyqeqBehkDWqNp1uEX3H9H8yJ1Uj5aL7A +8UdTIDXu7G8svQ6trS/y8beaka3/ghKj7xiUcdpt/+5bB9oztzNr+pZA1B5X +x3x3Cd6JS0a23NGGlOxzDOdJ+fEcDT03858YGP172N+OywjWKa8/cC7HkMxd +inY3q3rkJky8scCvAobROzFTDaQ+aZ06H/C2D/Er/qG/e+wanFoeP7CeIQLN +2/fnh4dJnGjC8if8tzSE5FVpaRetA50rmfulO5No1dvsEdnJW3Crgb3Tr2AY +nF4LMssQCOjNjvSLJjInkGA9tS/8j4BwL5eXMs2G0fgrk1MfCPowcFX9/tb6 +CojqPjI1P46DguHL4nmBmnB7x/0JHd0c6iGb79AbWEXDykl8ttoknu4oMjY9 +PwY86rNrk7QLELUUISfgtgRkg7ov64ObwE1q58mXaAytsN4IKTnhCEupNP4q +mhh6/shZuJ26A1THz29bLfCDIQf7GzonDMkKHXupNdEKVBojR4M2+GHfKcOq +jAFDu/0bDk7N3aj3go5a+0sJ4Hjf+tc1swNEOZ9MrypjsOmeFxVKrQeec1c7 +6UYJKHtBQ06UfQQUZpnFFe5KgNyMXd2TXRI/7MoOe87moC8myw1fhk9ClICF +o867VUS+9C3wsuACECKvK1AcXAKHG59M/ln0QpjH543QDSLE1Nv8bSLxEucU +9npmdx3xWf5GRecmIPF+BYPuDxX4sVVT7HCLgHZdxewfXR6DZSzAR85XHEKp +3es/WWah1vRfhTqkejO81lS7OGACgoIWbLdml9Ey54RMFn4B3T7J6T4q2w0v +/rO1DJlfRbbJVxcDeudhjHaI59k7cVhwDZbZ2sxAtfFlh6qMV+HznbasmegF +eCcbnjYjPIC+sBiVVY7VIiaB649djYngvBp8qf0PAeGxUX/H68PAeHtjaX9G +CPa+42lnyeYQTYp2+xAnHk6wx7Lx/lEHcoW6+5dJnJ8WbW8cYEvyT9ui+RzZ +S8BtEvBokOSrh0MjZeYSStGMOn/fbiQrcM1blKYwryP+pl3CQek0WJD5Z4e6 +C8OVtQRrR9pO5M4sz7Mpi0GuBdeDKmMT2FpaLQyT70M16yPqL/uIiDWadT/T ++BIQI6L6FxAeUQ69mjCamQHj3ymv87ZFIZbb9ccaJR7JPM+dFLeYRhnH6NWo +KHvhxDOJ42ukPloOPOnQWOmNOsxZDAnHzwLmdISRKX0NldEO9Ms1z0G5+Ojf +sm/nIHef/Lxz6xo6biC6LPh4DgT2xK8G7Z6HDkxFm/J5DRqsFa3cdJmATwRv +vsLP6zDQ4xkTXLqAKPT1LGrlVmHhWMsD1nBZWDUvO/Cy6UUPLymWXzebg5eu +O5JNmaskP7KJ9PyOgVRG4W16JgTPZ13/Litcgimd1GTBAgJUJl+yqjs0ijLt +y5/2zXuCi8kfWl/1j+D7KiLBnMSHife187j7leCzxaTeee55tBQVMHX62hok +aXzMZTyiC4KRBCy2i4jMrqoL0F/tg9yGz4a0FrchfKJVoPXZEuypJ4tbVS+h +HgeRDZy4Mmw1p4UcwS+SFjKQUGy0DEZr4aJ9cpdAlfylRcRYGry6MUe/u0fi +3fsZX4hEBZhcs3MIHR5BoXePKkZ/IgDuq33X+ee6wD8w4hjsTuJGpdyIHPZW +eLP2R60s0hWeJF/Rj1gnID9/uisSH4bRDSZ4ISeuAbINynHFWZXAxaKbengK +g8iL4flsW+Kg8sHG51/qAvKMC8PH6q+ivuFCX01ldRCw/SD/790MTOw7Voz0 +4iGrfwY/3CENI+1f3Tck8OjsaoM3440JmHQXKVgtHACbexsLXyoWgTzr0IRr +6DKs7B3g24+qwXuZfyJra59R00J3zs0/izAWW7iM2JeBQuhjVf3IIEQsefFk +8bejmkUDhWdRBFgpvvvy/UEZSs88VtO7hEEd/bWD2Mr70JW2+e0u3yJste4H +yFKtwKmOY01mjyVgneLOyXlqhIoHyiJTSOf53tiLS+FsNmBz+fnwDun8po+8 +wTOTjyJ24dH7X0vE4W7G1xAr+T6QrA2ked1HBC11jacRNlKglaQhRYkRoJgy +8MLJzGFwTJlnZdM5C59OMBG/EYnot2cxnblTL0oq9n6eRKYORzauozcDREAC +fjk7on2g+f2GnvhdIRCY/WpBReLdQ+PEwvLAFfAX+PHZszAK3g+ojMZ0kric +afDjU+I8mPn1HcGpnoPR3oZ3OenrEDKKP8RfMAnnzisaxLjwAcZr4i94agUK +lfKibh9dhJSgF2e6f6rD4qAUZbD1OJzpirwbmN2Arnk9CtdrWwdmxOLysWEK +bG+bikUAiZvZZ3/bi38EqutchwJr1yD4gka8TsocLB5nta95fAM+hiXk6nNh +SAifSaBo7oIFvsSrlMwnoVCr8XqJwgqyLzR5zbCEAzFqnD4+QRjeNbPk20dh +6AJele5YRhPS36MzTFgXg/dBgwwmvUWwjdHeOkTKzzfu9NIe7xKC7zRUg6OK +o4j6zJ/TPRkEWDKg8+7ExIBtauj7/ahBpBTg1JVqQESbdRKdwiUOgFsJrW2t +xFCwAUHdfqsOzZadzofQs9CKUN83vlmwSsu/UpWFh9fPS50/dWoADwwlnvUc +RmHjTBrUuwTgTSkRfftBHNZHr48W0PehqdC696UjRJgfo01hPHsRBEx/m46G +4dA56yOfTZ1X4OZbnve9sRVAxIKZoigwNCYRxbn7ogcknxawpgReBJ+Dvi7G +cjySbM70n6iaAd7vtzhvd36E6VzJUSeLPsi0204eONSBou0anev/d195SyMJ +t0QMVZ7VQk1bjWh0dOfN7cPCwNPxTpfhGIbwDg8ONsl60N2xQ6/b4sXBZIue +cLCwjJwf8p5/GTQJOZV+D5VyZ8C5YPsXzeI06v0RCPpU62gUC/l21U8T+vjr +FBLvtsDrjOf8T30xFCnML8cvKEJa70Xx11EE5NFATRz8bxTkn6kOyVmLgJXI +OUceh+fg8eWn/BtSXjmHVbZeOH4X7l2z0/9y5xP6mk9L3byGQWi74vtW6zMg +apXqPaVFREq84UWKRYPwzcDgVYG5OPy8RZMRRb8KzumH268uL4Aa08LUNb+z +EHhScWzn1yI6qf2wQ01rGarTWdi7FFTAh6PudkgpAakxbjJ/mR0B7bCbHaDF +CZ+pTMrtVUIgiWq5qfkAg86BVLIjY2egwlmNZUFxDdl+UPn5wngeSoIuUwwU +iIP8TNc8uVQT6h7+eas/DkP2NzxwXJa6wPXQ6tZfoSk48K+ffxK8DizkRqnC +oQ7gqzZ6ZP1iGsSjYsWT/0j+5jA+trdpC9raT91qe2fAp7v6AlMjHv7UdcoO +0cuCvaz77oBzG0wvvBaht8MgzEBhzpXBDg4pFc9bGD+CIwf+79IQia836xNg +F0HA28wDlc1JSHMUtk+KXAfyGwpJCwl+8K41iUPnXz9ayuW+Jf5zCZkknPhQ +egEHW69UF9zW10DdRPdWgu4cUrL7+2H1tBIIlL0+7KW0gkgjZhst4MBsjWUY +mILg3nyCaC3fa0SllmyW8BdDM6Ftyo944iCygrbiW2kadAa/+tBHhYMVQyXx +5z9W4NwG/dGhTTw05iX94eCfQUpdLlQrjNxwuPxKYMzROejUupfewIJHf14P +HF94KAh0spy0R3wa4K0PDe5eIYnjynMUXxzXAs1Rj5VVJSJcgUTzv/hBUOLs +HhiU4Aba+G99KiUY0NSqOJoR6qHIXnFVPo0VYjKX2oLlRmB5M8shtY8Ak0sB +S/rWgmAyV27R/XAVVrcVPzuZL0B1aa/cbpk5jHzbPNS/SgTcnXIVq8heoEsp +H2OqPwnf3pQ5x/8lgpXNCvNNil504lpl8lDeJShcELgiQEvifpppsZcMPSCk +GxXrlcoOH4QefbebIkKV8bkY58Ve6NCi3dlfFAZUfbVEtroL7k7WPD7KjYHB +iPaUyAMniNcNCKLoJ82DVJlrqaw1kM2zU37gfgl0O7jtvYJx8CJ55pVcygrM +Z11qzTETgrn311MYvXrg31nyXW8DIhjjDhZGfNphJ9BSf+VjC1wmvyN6wxuD +Wb3QUa0MJwjgtPzOSTkGLXkz+3FK8zC4YqGVx70Mi7vpO36XxuAglkznnice +eTKxN5eKDcGcQXrlO7pZkE7wfl9Ztox0J6PbcP9NQnaPvp83OSn3Xt3/s0I9 +gbjC3pT+Tr8OrH9rTNTdqtB+XInp23EM8d+LyD7voACOum2+xZYjKPdp+8qD +DgK6LPAjYmpAD5yMZI68JNVlfPi/M7WkOg3pTJDfpxaBZ/0/1RQqetAR1pHO +NDIMtE7rPgrGi8AfSxQm3JYARb529bh9jFTiPfs7VqZAUDELqiTxPCOhkTxf +vAGmn1j+He5rhVtEjaL18H706Vc+l1IWEfgtIwaL3kmABp+UVIDPCjRMitEX +ZeOQ4dplA6ZPpnDA0EmnU7cCESw+M+paOOT/0aTJPOk25DxlIF43rUATpqdE +WmcxmDt3iLZaxwxa2d64BWYOofHu04UcZ4gQcLHrhYybHJAXGP+eKV1GDshb +YS1sEVgaDvPEPdMB1YnrzlXJC6jNkyXA0HAVpVylTV+t1wQxODtMPb+EVsj/ +vfS1XwKXDVCN+XkR9oy2fl9b6UM/98W0bEPnINXE6zIfkOo1zGLTUHUN3X7+ +/H2P9jwk8J1ebiVcARrDzMG/jKPomPaNlFe5BGha9yqY0PCHRLMevMAkHpGt +02ZzBM/Ak2iH0dmz0uDuFHWGnwVD7ilkDpQe3VA/ViiVI8wOdm8/Q/UD0hwR +m0lqdJiF9haP0v89J8XwatZ3kVIi0iSeLeYT+wrhH2RTel71QpLb2uDZ+n40 +NxT19NpLIgjRLIv5fFaAXdrAdedlDDkVjtwd6y9DWYxplsbk5GBC553803kd +GQazNI1TDQEz+GktFQ7C1RZdyYzwdfTWdDP0PtkUfD8tc4Q6nxl8whykDWcx +dFskM28ypAL5elT70bqogFFJNNgHYeiMd+G/pI1mCOHWHTAQYAc+TS5Xq0FS +vjN2O3PH6QtaFTVmp7cng0rzobqc+C60mn0QH8WLwXT3tNZEswTcss08YTGz +hk7jLJJnrs2B7FYu7lSxCsRG6O6NvFhGeR8b52xeL4KG8MJ/n12vANP62GXp +ITxyanb3TUuegRW2TyEXmE6AxqzhtvboCupbKPq5JIKDoGqyXzh6DRjUuG5l +5tCH1D59/NqYQICEJ3NWEpf74L/nJWIsfzCUd9XObcbkHZRZDEnanvOGv1IN +QiU66+j50YATpctTUMbaitkf5gAPKj8u+z4SP/M9OF2lUQPXadIvfholA8pf +dXKaaBnlsxGzKX0WEYXFmizNDVFwCix6+iTvK3o6vms43krygTB37KjnRbia +T3ep9wwRZYS/sI8sbofwczuLCWR9MC+196BImjSno8sHdiQ7QfhEfRofIgfR +rfprYrn9qEFa4kNIOhEZGZURJCYEwVtLjM2eD49G0jZLRjdn4egJ/Xh9RlYQ +91yhUzk9jtJMpG0PyRBg/gquiPOaIgy9idtb1lpDJzvlf5pdnofZDKt08jBO +GPJg0hr/hCG95etageH18MWZOoyMjwZifiw5xf9cRr7JHCJlcouATX8/JMRx +Fj7SeEjpkHT+lhF7YZmksxGLL04GJwN1YlpP38guoF87z6WfpazCh7/ZHFqP +FSFiNEj0im8fCsPZKpm2ESHQpoPWt5cHdI6ZbtUfx1BdsfD91HfdyH7x5Omf +Gj4QHmWfpye8iKa/78TSk68A4ZRDGfH2JVJ+Hdj4YYWhbMmWU0Pv2tDLz5FX +9OgdQZe5wFYkJgd9pT07+3UXg1cwbStwRBr+Ock2ycxgUBzXnc84V4H4Fl6H +NvDIwkmBh+x3HKfACefdF+i+Dno9dROeX29CggdvBHVcAspkKZ8lkPiHO+DV +O6OHIkC+4cb9KYaA+JyfXB2JH4VhHtGHJdrioKnhfGaaUAeD72OmjlSR8uK+ +NMu5a9wwn0tNdT90BZVmdFAwJONQlcl00Q9neTjPaX62R2Me2E8Z3LyltgY6 +X5y/wTFOmBri8K2v70Y2lzx69hj+d9+fDubXYlJQaaV+c8ekChbb5aexcQw+ +DCtbbtBLQsx/F39YUnSCwdK4sr8cBjL2+7Vk66fg7p+KtluknBw8zWT4K20N +Wpz920XuSsLGF46pQokx+Idl/7h6hwCEepoKhnBFWKukmE7eaoWoJyLFyBGD +AdFcmam9i/A70t/ZxnoSaENpUpRL1yFpqUzbN4Qd5HyqKhSKx+GCxiinBCsB +ss8suQWdUACC3uMQCxkMXcoXMqgT6kShJ8eSmpidQAjYfN+RzcDlxvu33+/j +UYnvuqBqhyUkB4taHSnDoCmbT/FKYD36OyC4WWTwEOBxdFJUaDYI0WoZuv/G +4PCJE8ee6QmAPNdFbDp8DR0q3+6pW5xDYQxtccKdN+FcO5ucfOw86mrMOjLB +tIZUVTqMresl4NN7W6ngp1MkHzK54OZEyklq3qeYfPhBrFzUbNtlDaXunLS2 +ZZxHNCU32qUUVWAqh1bRlnsANMfFNTIjiaDsSduz/5QdzPhDHr0dW0GmXpd1 +lIVxwFvpdXjJVxMIGek99g1LqBGiHhSGLAHPF7Zvw5NakN0fMfCCpQ7UIk/d +YCRx4KNxmcxwRU3Yo+lsaNLKA4F9ftnwHQyupGgXXGEWhCHBEkWPI+3Q62av +3mqGgVjM2qVuZxb476Ji/90zHRAwWNxKrYHBaI2jskqVAJxq8rOcyCDCo9if +u1wZ/XD5rcBtTQEHkODDdfxQ9QRyicAZIomT/7SZWc62aEH9bIxi0AaGvvGa +d1c9LAH+nWvL/g2X4X0JB35fZBacsvcU7mfg0ZKP5fTTZGuQHhgg/9/zL081 +r/1QWHgIX0KC9O3GXOBjjLJh0QMiaOSlhxFcByAzsUD7Rv11qB+5EETYwyEn +afLNBaEVeHV1qSF0Ux4av0ZHv7cl5SN9qrESjzZkWjHag1QkYIQY+mNPbwTE +yq46tXYRAGtV6dWskQbh/mza/LI5tEhbQuWZvwaW/LqtS3kSMOZOqAvuewLO +H7E3SaR1tZINnV7b4gWmWP/PDlZ30L2kL5xbpONvTHvmvlSJAJniz6RcfyJq +Sv54ujJxAD13v1kiEsYDSWfFnsxxEtC7a27TN1LGQagRPU+/zw28y77mD15j +aFHO/SIq/Q77LKfcOuM1wOaX0is6Fwx5xocZ3vJtRck/XInxVBJg+0yvu+tR +CtrUjXkiTuKflJkPi9/DRCGyXULx9N4aah9tOqCVnAP6ArsXofdY4FjC4xqZ +RQz9dP9ruFZcDsa3zxXcTFWBYI0NzzNpBDR31OZ5tfYoKsG5gZ24G1T891wm +uJ+A1hpotmakRuDHsZCT/JtnILPCmM0vkYAWdB+4v7k/ihje0Skf13MFUxbs +h3UwBhMZY3erR5vhurLz7aAmHzB1ibqTRtKlgEuvhMD0GHR/Od563X8bbvpd +3nLkw5CJ+rMs29AuhD0eyt0Q1gCZxfP9gSrDcGqxKKOajAjiw6tOvjTScPH3 +yN8um17E5bcuPosRgek6E7sMJg6pg2YP7jARkXj7rUjhuSHUEu37iefCach3 +fOl8xnsdkSv/KY03moJf24+EP8Yzg13832jb/xDiZlHPs67HwEZxsF3pAhu8 +HcgMvNffi8RTKzZ+zRBRQqU3bQbdRXjBdOjvt2QiyuPNGW8c7Qf+dzc/kIec +gR+tyzjXFl/oc0tmmCft75MR9zHZqyoQfXVbTNWJiP4eF+VcOTKI3NbWsqsJ +KlCcM9iqsfQZzTodBO7OYdBTP6r1U5UVPh5PrxbYIiCTx0/Nnj0cBi25XW3u +B8fgYONspkoGEREpLyQ9ft2PIhQedEn+eAyXjq1/VdRsQLga7ru0RRi8xSm6 +VX5WhYjzRiwB/NPoFo08Z5T8OjBSnPJkjjsLaafdL0fEENGwy/XaL0cH0EZO +wJm+kKegLbDy+73GHNw+axL2prof5KxL49JVVuGahuMd1a5F9Gyc90FF0BRc +8/G7zio1D3bOwwtppJwVF/H7UF9cL5SddC6t+a8NlvkbxT2O9oHrBRcnjVEi +uBaepzp1URK+C+t/ob/wDe2WfIibacbAM49JJmJECaQKAOWW9kOw9PftxVdE +oKhUNvu1LQcsfjeGE+z6oKOo5FNRJxF598ewlRZIwYvu06rUFHjkXztIVy88 +B0GHvjWPfuKAGzZW2xYdlSBKa58bOYmBCG3DkfI/jDDtrK6eWlEFp9QVZL+O +YbC246X15hILeNWf/B1tmQhaJsknBkj9UnYtALvGwAdsb5y+TBb2o+8ifedb +04gw+aw/xcPjIngNzlayjH0G2we4J6fmMWh8+eHMUxt52Hg2Lv7i6Df49faq +hHMLBvOaPDa6EYzQkDE0kMnbAIUjYV62HzAQTDOxJnPjh3w7Y5dZZhxQbL80 +ZFlbgbczwxcmg6/Dhcavkw+PVUMZx9r70lFSf+RmU0RkSoCCxMPoAdoaOHXS +TVKIlP92jONYwq3Y4OlCGMXMUDVY5nidOD+Mgdt07n2VYXHwsO68r+89CdUp +G3niYn3go+3msGyJhz3MOyM2qQ2GH8uNd1hjYJcazmz3VwDs7RryHzv2AjdZ +58oekQgXbcTXPuZLQcWKdoNJUAW8UpN/YEXKNRa4jsZ7z5ih/9J2B8tAPrgr +OHrYbWMgN+OyFZEjAT7UX/PUxwYgXb5t6rgbqS6uMj3UZOeDLKeOv2Tvh0Dn +m9Id6VNEKJetfKiZJgeupkq7hbeTUOC/Qr5nJP3r1b4hG29pOOr89NM/326Q +o5NnzWPGwFtaV4Wvlx1GmNwnh6lJ9a1veJ9TrQeoRHgu39OxBvoc2n1ZlRE4 +sHkSxtxLgHRPxySfXCH4Gnc0Q353EKZfbna0KxCh+ZZ5Yv0/OfisHHRK/u0C +tNMzmIyorcKThrBM+5vcoKY/Y5xevw5pn56pZ5+YhOdxjioFfuIwvpf1+XQy +Btf04jnvlTeiwCorxaRxSSgPOf6P2KYN+GMhFgekfr/f2H7mRM8pcHt012bT +ZR3qJ7//FvacAoljTcQ3ltLwt5+hqXEBjxj/Cb25KNUBS2ODWoKak5Dxm9LD +5cEqGr0sShlvuYDaG6WO3sOpwT068j/s1rPIIeHB84+heAjxLseOlgoArd9b +XXnZUPhpqOvx+QBD0Vkxzp0S6hB2fGjVW74KLGqjiuUnMPg3p+YVu8sBuDAa +i8u3Z8DgdVIqmsODeiLnM3MdflDWfNaiH1KHOGnjTn6uwZCM+vubO7Q84Igb +6JL1W4B/VhrKHc6rEETp5Ba4wggyISf0wrt70SPWnN3gWSI8e2yutaXFC4ke +18vYfkyhNLF5SQmtddT3qLX64gUlmCqIoBBemkO5Vx/GZIWvQS3ZPdvDBwIQ +H1MaY03fjLQ/WWn4P8XQK1Hls81ignCo31g72nIWadRNrmeE4cGQ87B28bQg +mHEZfuTrwyPTJsHlH29nYFv+3I1xKzlw4jqxwS6FR/y+PgqbY7PQcv+ImuJj +BViVX51a2K6HqhP5Z/HFGLhe9Q2rExMAKk9g9GBfR1TvZstX3k6Du/KG4fVI +ObASU5Q2rZlFxaJU5r818FBrdM+jRtgI6DybmQnP5sCS4qgZI+UMsBkJLqX1 +LwKNqwFVd9kg8oq935OoSYRfk8/salz14M/ruBBX2xEUsOEkXDe0Bvl1hs/u +zI2Boy3/bcu+GpQfYrD7oAcDSxWbFr8RPsjZBSPOn8sQy5/LLS2/iDx2+rSq +3wqCxIP0Y/NdA8jklsvYujsRnfJ7NWr5ghsGRCruHZ9aRn74yNPjxovQSlVK +aSjIC8eWhE700CxCbFzlQdGpFZBa+U9ei5cZSoW8dA/JNAM7btWo+DGGDrJa +Fz4IXIDzha6zPoxzyHjS7CM1E0nnWT99YzJrmPpZoXfeZBH8tR4LtEwuw2aK +87+LLpzA0q9E8buoBRIz3LVzvDFIrA/by6qVgjWHtV7msTakrprhrHAVg4cf +LPRofvBCY3vBzwsPG0D4ue0BZSGGJmT+eIcShMCq+4WhTPs6WvjY9klzYwJi +jgwcLI7xw2WdlN4fW2NIZVO4qhEI0C5jkiQprwPqm899Li82wVfdh7kqzzDY +e3pBziBdAgo19jptGPAQh9tVKWeeg9UJDEd5QQ20DbwzvxhVo3VtG67REQy0 +b2+F8E/oAejr7B37N4CWDh23ueRMhMxdldIHsTqQvQs45qeLwGgrId26Ogdq +ktkWLHvTkNH1qd7IBoeEEz6rlZSS/Dk9Nkpo6zQcpX3/7a//Gqpk0j7R8XcO +xYre2fB/chpOsQ1vkrXkI4H8vw3O2xhykI7UTt2VBg2nwtdLZwmI5eqj0CO2 +41Cwsgfpixaw2jxyTPpgGfWUdDxzEl2EjvYsiku0YqAhFFKWJUlA9/6l1Dqe +G0cg43beJfI8BLrqFz6824uy8Tc51QhEZDWMBtYruUH/g7/cBxIvbfScn1AN +7AK3/BhHsl9+wD7c4oM1jCOVU5/SPI8T4JVLKyFeTRrK/jyNLuZeRkbJJbP5 +p5egt9aa1WGDFXDeQamPw9dRG0cV+RTZFConmzp+EH0R+KpxJiJCTRDeNXJg +G48Bfxdl1MsRQah1+dPUJ9WHiGd6uG70EwE3wbQvuqQDvrXGFoMfx9ACo8Fk +uwEBNqvNlrqPysG4Ne3xTboltPZeDgrElhE53uNPBi8ftJaPJr6OqUVxmO/B +YicG3LDZbLykCKfHGQP8UufgcOp/dxgz52GP3/3DrfMLMOUzqL3A2wkqxMsn +38lgUB6L/+A0dwr+qzMi836NB/r3eZFWwrPIN/zujXmKi1AQ2bDsak6Ag5ro +5z5JY8iB+i5sqVlD+WXeLJnrEzBEH2r0cH0dGbwZ+cFD8sMgSkthv6BhYC+e +YlzdIsCCU5Tbh1NiUDMtevLzPwz0jxwiYLIv0Uf55zca8iXBgOEO+egwETVs +Q1Yzcx8qWIhIkfFVAhGl9T6emwRoCZCg/akzhh5sR869MVEFm5azL+lk+tAL +pvTNEyTdfJ58pHVVF4eK5Va7gbMLoK34nd8+axW4aQ8qlGaE4fuO6wwNaS66 +/KzT8LuVilqOXj5WpC0NwfOehl0cQ7DpOF3YfImUtzJ3avfcxEHq+s/B7fQW ++JpvJW3rQ9LnCK/Omcbb8OEcJXHdoxVt7jnr2rtgkHHwkvVdznnYbmqrFvyF +QWkmrTZ5YRHQFvdirTPy0PAqg7VKMw8upL5M9SflwVXR4zim23fhQuFyYHpT +EfA2Vm6mMBKAKQ9nERExDteooukqVMtQBZ2p48cfBIiY+3do5tgw/A7lsXjb +jcFwS7PiOEMtpGtIetg1CkOAU0o33d9VWK2XUH9YPA822lmU+8ZGEEtzM0aS +pDuFkpaDEol7PUXJRug9xOBiOJWP1u1+MJFUkZjIIfEY468xf2EeMBXJSKP4 +jqFTL4+1nrqAYPOrSGOs70XgmfErsCb2oplWSsQ3SQShYGbVfBVeuHXUO/DC +rX5E/tQw8nAuEc5Pyje2K3CC+BmDf5x/MTAxH0q8WZqFxLsjnr37ww+PbCMp +E4w7oJNF4SNcIb1vSvfF45AoYEJ/0pSaMEhPtpa7mvYNnA/o3DQ7+GClofxE +3EY/0vHbvMyUSISEO9g6P6UADJO7MgxLYTBlXm7sYdYJSl4jP89Jc4H7bLL7 +4+vLSDPB/cbxsUWQaTlR+83ZBITYL2yICyxAilhBGHM2ib9jfXNzjpyD7J6W +mQ61ZqQh0NZ3/DEGDEtE140xA4h4IqbkEbAE6lTbPNEtS1AbInCFo/4kPPgy +WxMXvIh0TOX43lUswwegVle9bgovbxr8i2EZgRedYt7xo6Q6f++1eufJRXia +Nhg1kT0FefOcF5Rt19Edt+kZ+jBdiOb0ctRu7ABf3oRRgiKGbILot4LrJeAM +PfWncoEWFMDFv4ndx+BVFUNHvAMH1P3id/1O4jy24YHWH3lD4OBrdpMshA82 +GfOLLBJeoCMaCtmDpH4q0GzKM0sXhOLTqxW4iiW4H33vuGoUaR8MJYdlvRmh +jvsrz4mgXpB9+Lm3Gk+EnuJTot1jrCTd7H+9rsUDP8c/tdK1GXj5o5LtyS8Z +iF+j5xtjqID7PrQdT0l5ir5znVny3jmQnRq15ySvAdm38EqXxM//CnLoTvzl +hdsCco9jJB9DuFDMl3f/u36XnZKkPyYJrATr5R/0vejr2tth4m8inHI3E5Q4 +bAgqZXnBhqN4uFmCFt5HzkBmjpTGLVN5yNT+5HLl0TiIe7pRfeImQG+NLDcX +JRPE1c/lmwuMISovlm/i7gRI1qkSLtJWh2R+uvT5RyPoZ245beJ3ApjLNYrk +P3SEOb6NY9K939HCYfwwZGDwc6y4422FHbimrppbqg7AvNVw0mmLAeBzvps2 +9mMdUg+2zxpqD6P8UK++l7Wk76fzMN+PRaAtRjewq/IeFZbmrl3fxIA2nZa9 +Q0QUlh5TPPlPbQ4SrykJLm6soc9S9izU1kxw6+fnajWOFUAH/x1PPLaIVNJX +e6zTmYDg7PE7xJsAY0OFl+8fGwOD5NCV2hQquDlIk0+3+RbqXqkHO/7B4MaA +o0TTvBRY/3jkmM1P4i3XDnNhty4oeM9mUMXOCnQWO5U/SPoKBTm1ssp5wKb8 +dcZddXb4qHuuMvvpJEwJFgWG5ayD2Adl5lONbMDyM37ui/wqCL/nCJQuWQCB +49XVvkckYED1Dlc75X/wyPwq7//un350dbRxmSgIFs2vjrO1EwF67A5N3e2D +BJPnokMtLNAeev6J2/t7MBr4gm+R9Ps850rHzj6UA4vEtVjbl4kgctduro3k +r/9NrmrTtmmAMjm3LXMcAdhO+JeejxyFI8eUyUQ4xQAfnFhgRIeDKIPTneIb +KxCe7Dj2x5ENFIVtvn8oa4B4s28nWfMxKLH7oceWpQFN4y/8VhUGQCPNgUPv +KckHRN1uJBBUQX1eTWrpfT2yPMMgMVBAAF8D62c3TYYh3Or0W6/z8yD0mf15 +yod5cKj/Xv07YR6+F7HqDXMvQ8GVaYOHpHk9Xv2HoeM2MxQG/AkJpiCCnt7E +4G+ZYSSTX6Is/5Advp5z1NbomgU73ZIMTAGPvMfNTYtaZQFn1TuFl22APZ3x +uPgiDES1cjnj+hVBstD6fSuJR/Okq9m3a2qA5uWB4+l6DtDXqGm4R9Kl9/rd +MxfnkkDdOPLFWgsVaMVeb6M/6EKSJgers5wYvJ75YzaZIAVNI4vOouVEOPxF +qnKOuh/Wfi2rTbhIw3DjNc2nJzHQVBDpYhHsBjXZnoEHlNxQ9aRHyyR3HTjz +rbKuh03CyuVLP4t/sMPChfUX2AIGbQYp/2jPfYbTErbLhbEMcC2I65hiERER +3666Jyj1Q9OpzUrXDCNI1x/IUgvEgJL1jVPxkRZ4fZnLhaeOByZwBIq7rdPg +fdiKSZh+HRI+iyvZPLMAm7r5mzfsMagWuncmX68N7JqZIz6NaoLuH4+iD8sL +MKf5pVqdfhVY0kys+kjHPbQuPCrMIaJEKUuRZy79UIsre2e3pAcmKo8inEW/ +oLe3Fv472J4AL4t+tdGX6/D0F2MnWwwRWRw9Ln6YoR7+CkskLx7rA8vrG26J +3StoXuI+mx/fGHpaddkpu2AG3M9urnm6TqM5cuxukNA6PDbLue23LA4te9je +o8x15CS/xVH13yTSwFnkx5ieBX7eg9VHjavIQt7+8P3f8+j24bmHFX48sK36 +y1cUN4X+BdymztBdB+2rqybVX86T6if8kkYnAbpFtBfLzEZAOq7jwYwtH2jJ +1dWKpPaBEP0X1beNRDCvI85efGwBhp7u3r1v00HgM6G7Yw+DgI48/WkWTuAs +8lKpdSXlrCc6Q70hs6DixV/EKisFi9rcDw3U3qFFD1ZfoT8YiuG4wN5Qcwce +cvCyUjcsoyCO73s7dxfB0ZjyI8u8CGgaGTax5XdAUpBaaZAyBiuBd2weu1jC +5XtDzh8p7gIL9TWrDVKfbnmp7t3V04byc3ZeDKp9cIXVViOilwgpuYdoznw1 +g2uXjnfhLq6i683liu01C4i8RSVT/Z0ekL+6EPVFcg1RaxsfK7GfB9+TWJea +nwQcybDNDVaoAeGCG5Zhs3Mo5e2QmqnJGgSS519gXVpBsSXKjz8y9aGpIx+u +NEnMQ5nap9CQK4vgzmQY47G/hOCMYUW+ejuIEafY7oiuIDxFWu70Lg61i2L3 +2o6S+O2r3imOw7Po2+dwr2dleKSa1pwlOKkNQSnMgqz93WjzKE7/Nz2GzB0t +R8y9tMDIasx+OrMPJdpMyZ/6ToRk6hdgKEryT9qZSQPePHQyWDgmi8Rd+2eb +GdIsteGenDVL561K9HbiTUzpFAYnbrDpl/KehLK+YxMHJL45LxeBZ1rpBQEn +LSrf3wA/o0vuD0IbShOqVae5hoHimO2E6pQwhGgnX2URxaN8l+2H91dm0cuo +f2XYJVXgdRGZ1/ScQX3mGomBM3hUu/54uIzRDJbN7alHOD7DMeuNS6dxGGwb +SYgfFWKDzw1EsxzzRcQs5utTNEbKoz8SlcXrtWDnovfH89Y9iPbGsZ/3qDDk +GnnuJnFNFWp7rhQu6a6gVyOjthIDOMTWiQ/lvKAFdyaJDNXeg3CC6TXhtQkR +HCS2NChEeWBwUSsr6NUgSCp7/Mt/OYfu1I1vvSlYgaFr16PE9xpRt7K0jVAi +hsZMpFUb2bThwn8a+J07JK5uY9EqFVlHPC+OfiGbHwVDgUsPVlgG4UIzS/ux +mRngZo2Rd59ehZzKdqrb2BJMdujdws20Iae1/UZ/m0WomjJ9OXdmkVSn6cXi +R1fQIJfDuZ2pG4Dbv3mTn3Q+znpG06R15cF1SaU1inAewH69+bbkvgxclY7N +bR2L6CwuR24n8RLYvVrd1HAcQg8L57QkhInopML7acVnhvB1wJbSoxEDTy3d +Suq+b5AgLEHO8YUdFE/ScwbUE6GF9+EzraI+6MwSnC3l5oLj/kMEfrN5CLj0 +6ASnwhp8ysL5lXiehofB0iUyV1bg5vCIs9EUDljPpD5iHRSH1+SvLi9SLwKD +gYCT2ZkVJGCbxSNhYAO64XHZojlLIJv71ZcmfQkFmDQ4UD6+DtknOv2KzIhg +E3K95pnzINQKcHjPfuGGzIT0JmfSHO9JVlO55NmF6PingpoH1ODzrgf9gQ3p +8/7XVZvlB9F21x0H6Rx5qKGfElR3xuBp9A6NenErtGOP5FCKDrRFvIha6V2A +KHahS3rcqxAfXOct2ywPNNv+C8dPEiG3wsDCq3YICbj3elTYS0FMv86OftMo +nONQm/rfa/7mz5qJljVIaTMoCwQS73CtD6H3bWgt6nnwHfEJYGxQGPlXNQd7 +ScuWuOw1yH9lvaAlexGkgzUfsdQ8g1sMlv4y7B8hUaCcUYRA4pT6g9P7UetI +KTJ6UQabRO4exkH/TvBD1v/tt+r/9uvM9//3OxzGn/j0wTJiopo3//VlEREM +2PUZ7flhSquWf7KlGRSMQqVkHmDgp0196cHIRVC9Jtb9v+uRGWdpta2tJ9EI +JX/dU+0LwF4yY7RI4pXmGaesRokXkH6Uja4xSh2+xKe/vbKxisJPaAsGfJ2H +VycSNNXtJUE6I/5+BhMR7X2llWWcHYKnrK4334YpQOIsV8geKe91fbDEq6a2 +IsN2mx4WwT4g6nzvfJExD389OOwvUK/BF7lLrFFj4jBo0u14qHAdzr8Uehzq +M4mSHufoym+IQfuq64DSwQLgBRiKg/6uQAkTOvfCSQ1EA1sbeK80g8XGKNup +9X7wm9G12qEnwlJawV8nEk8bvBh68YizAo20GMi8oNOCbhSbxNBEQMmqn8tc +A0bAPZfGX3FSHqiVeWN/MRIBy6AYyKZoQtHmFjkB8gOQf5/qVZhDP6QYzp9+ +wvkNkpS8Lue5EuG75D4neSoR3HYy0IvefrQPrpO6WuLANxuaLUzS7bQka3j6 +z1dQoUY8dTPgPCRqjNTHpRLg9p/be6IOo2Ce/Hd/6/tF+D4Vt2etjEcvtpZ2 +rdpmQTIxaqSenhuyk8MDb7/DYMK52az64nfg0Jpbm3K9AtTFux80cyZA57fU +Bd3JdWiQFf3R+PsSaI5zfMa5DSN+Pfnad7sEkD7rkbvzgA+wa9yuRbg+YGO1 +LDOqJoIXi9HcTooWVKxXKdwm1cFL3reG6d+bwTNp19SRWwm6Z59HCddi0BB3 +NELBsw5Mi7X6l6jVwCZqmLLsHwHszHdVkfEw8qlkavw6bwR6vxa3WLdLkaC7 +kPABqV5bDJlS9Lr1IOnoiO7ywjxMbuF1jlqswGqH9P+j7LujuQ7/vhsoJRGS +QkJIZBYKbzs7I2RUVlR2yMhKWRmFKLJHVmVvumRmr+y9x3dlJA08n859n/uP +53fuc57nr+uc97nO+7qu93y9Pt/P93N5e97ohSrxmo4xsVxEARXXLv8goQ9+ +8pZcvx/+z70zEnYsKsXJfcAidOH2k0QiWE7QBMqnZcC7xUoLg18kYGhWfGyn +ogmsbv/ll+7/9kvXf/uF1rvSkW4Aw8cqGmN0fFVILoxE4D50ERI/fik9QCIB +foOV64VnAZpwTNrSG+EGz/5p2g3pMkRz5cDCASxeYuN+JZvTc4DzuHzHnNwM +0uX9kPxnbRUt2d/6KPrtJkTRnon7k/oVpQd7sE5j9SN6JMFNwUcU7O4b9lQw +LQP5mryC0LEFSNm49KC8YD8s4H9c2yZVo1k/SfTv/oqnvr9zKtg14VjKbDk/ +bgplCv0meGK8UOtFvIImpzB07T/vlxi2jCbWt5fqAufRdSGB3X2eKsC4rEw3 +cWEQDdslsp0iJ4KFs5WIjaQYaNz5sPtgehrxZNfuMAjiIEslareLShcks08n +xsIqmjjDWF6sMYtMwn0f1ncaA4txTo2NAglx3eCIUrnWDpPUwbq4cw8hlzCr +GHyhBjHZLz+53kUCGhq9dfEPov/jF+fKlrwQfwQt5W9NS7+QIIpipY8jAAej +Xm7eajenUXWodcSKORck6BdHR/bgIeQU94/Dg2PIo/uGQdZZYZhZ3rbZr4vx +nWfezY6O32Duys2qjhBa4DCKevWgjYR8pB76BVyrRUVWRmeIG5pw/ZW9CpvI +AFycXzV5LkSEEotzVwIURaA7j33ikiAJvdhLifqe2YGYabVGz87LgIcrmyJe +ZgZx4tqMpDdWQf6mIGOvuS4Ue+bblH7sA3qrT8cM3xGh/IlwGKc5P9Tf3aYN +qSEh+ZaiXQ/LOnjvJDMV8NAACli8b8XsHwX8dEa0gBQBfpAzrvRY8sK+8uOH +z26UoyHKfqHD4yRUH0r2qSD4AVhNxFFU0U8CCck8qJLGw1hdFt+mkQGYipLL +HNFfBQf9YidjjCd9FvxTfqNSAcKirooqPwiEeeMH4I/hRu3PKdpuetfAjn1G +afPPLGw9ahAIUZgFeupPT4svzMLcixP6LKmlMPXf4z6yyqwbTSTwOaJ2cYt9 +BiRlmnJH74wBudcMbYHGErCLKmpSUFhB+K3q9S9VL4F3ZL3sL8aL/pSO+Xzd +rAL15v8aebeW1HIySKDg6dQ1/LIVHnj913htZTb1aRERbAYvZCGzSfjVaHGA +CcMnn/al5Fs4XYPoN+o9mcvDcMKm69FJTwI6y/7ZR/M1gCmFhkOCKgGEaIRg +onEE2Ko35mYaVSCPephohPWFS9MjCa4zA8Dp+wodf3gTNsnV7t1MWQHWx28H +r/DOQZsCrZIqxxnYOOR5+7VXPbzxnVM9mUtC7jeeK2m9s4A/ad/H3n9ehBoa +SXs7/0UoppEs398tC7ahX+aSrjbAkcAb1w9j9bLUV/ZPeacC9OQo/eptnweN +oT+8YjrL8OHF/rE1UVXgz/xlXOtNhK2UgIpkm34QJtmOKEsqQc9CutjjthWg +L2H/c3ttFtoIbiknbp79X+2f1STcs5C7AvxgRE/FPAeLonwvT/aoQFFAFddK +ZQvYHR4Qo3xEApwEI16WXALqmu7FLQguwfkoGvIsqkUQxvu+yJOShc6/nd3P +qpch/rjMEJfmPFT+afRJI5yHqY04dmohHEhSPqwfn5yGqYcMCpxveGDWrPUy +TfgIPDk7utenTwDzLcevO7siIBWecuPJ5irsV26M3JOegQxCmnnVFVH4vhK8 +mPKNgJJFbvwYujAE45zqHrYsV4CXcV+V2wIJii6tPqCLLUFvdXp7zL2VofkK +ywGrOylgRqOb1/2HBL+iD7/7sCoLqgHy5HfP42BnxEAjfW0ausi6RSLOngc9 +ScKJ+UkSPGCPEwneKYOj12l1wvfrQ/Kefjd1Wi2Ep0R/iDTA+jGlUZ83qQ/U +PmbYmxY8haUHVppxok1wRPCYm3cECRLH67Z44glonKen6K3mMODsu6lW842g +NWrkAvlBHEgQm0yEeGagm6n3xZOTPGDpa/QrBb8ETz80PTKXWYBhy8zjZz3O +Q2vpo1p4Q4C8uCiJHpNhOL3qZ9D0WBQcufFNpI5CILw8+PsinoRKxCyPc6WK +geXvaqG3v3tg7CYDo/MoEQ6oUrzYdDKA/nymca1OPIxrRZz2nhuDkqxBA46P +F4BdYkVfNJcAnRbSD1f2hqCJy3GK+oAESFXLakxg+UxwXvxpaumG1u3lNA6/ +VYI3VMFfuSZmYEbtV0Nh2CoEeNIrurnqQq7TgqxeQyX6Y7pH/2CQhKriAltu +ZUmA8Y0ry7MlFvDMTOZtdiYRzotZGThgPJ6R3015KoMIz+KYg3vs+1BiBQff +3c8qELXV0564vx10Gb193duJ8DG7dS5zrQnU8otdcbRF6GxYpGD2szH4vDOi +mo+dJ6B//LsaqzsaV21O25/SAE2Rfi/3kkiQZmTD67cii+ZaOlwecoVDA1+E +9MV/z7/iTgmV1GJ2KZt6HXipEXjO3zIUVugEFuuxxbkbOMh50Xu64cM0iAd+ +POlqLwS6f3BueTMEsD13ZVl8cRDkPE8vrr3mhzEDlq27a8uQPDJYNnx0HmhO +JOm+VuWDt7wL576XEJA8a5jw2bYh0C8/xFyX8AiKT2zGFnESQLzB2TbFfhTy +xyeGGdnV4GHq+sMPSwuw8b3o7qDuEjySVrl7YFwWOrQ/ZNBNrwLyueOfTzUK +mdld8bR/B0HZ/sccGZEIVplcwh0PetDqPgmPDKsbkJPUHb5oiIdkRe/k3o8T +0K0218jxXRFujf5etsPjkRVLVdVv0zFQcDnbU+XqCpxkA0xf+gmwFr9TQD/5 +DTkML8smCTZCUQUVbydmJ0NeNkc/Hy/EHDlV+0VSBIRbFFWKtlYA/0xwMLxk +Fm2KqufW+atA6VrIPWqKOWhOY4g7Vb0C23muqhdmnSHFDCl8ub0I7Z976AP6 +FsBosHBF4HU7cKnqMyTl4uBkzyNaT/ppyLjpkdFlcA3U23pl9e0IqJyWQ8mf +cwQY0jWUMi9ag4pRXPZSwhJkNat8qzRZgJ+F+25ev18JNGIr/Fe/zcEr3o7R +jywrUN4++tDb+TLATS6d2tRZSFR+GnCFbBWS5mW5e+OugTTeKnWfDB7kPIzj +to9PAqcyQ6+M0jUYtIjV57KaAxO+XeojPnWQfSTi1X5MXy2Fu77FMxJanw46 +FiTVDG9ZTf2G+3Sh/j6/w8xCP4qJ3NLY/5AIfb9dXwVq6IDCRlFwWtcMOjLh +8dspdhUOH6ba8se2E8Yldqe0YAmSphZ2mJ4tALcO2TrV8ysw9616sh/jO/kB +xkwHH3Sia6JdNPisy/DpA56h8Q8J2f1w1hx1SUE3RiULCK/lIT7zwlZUGxG4 +8fF3bG17waJMTyDznBqUZdoMheVgdSNlrnL7xQKUM5bPm3Yow8XTT1KlDDH+ +2ExX9KewFRUuKLqEWonBxWWTD9Z0RDB50q9rzNwMEtciLkmO9YHHy1tXvKnn +ITWGxmbvziS6ZY8PIDTPQfeb6gsV2H6eu0mdUAxLQTJn3Chf5UpBcdLVlfdv +iBDmcZe3t6kPbC+oi3tQ6wNIuU/5rZHARHxAZ83pE5J9CReIH6WBpo7hl6A1 +xr9EEfuLd1+Bc1/huMBTIaAS4p/YQPOQfDKqyMBkGTJ+H3ywnqsBNbdrywfo +VyD2w7z9qaI5+HhCipWWrxTqp8iUmMNm4WStmN7EtXkozqk4c8p5Grjs9jMN +2s/CuQET1+LKBtChjfmpXrACxvvuj5zEk0Bd7eZvk8FCdNQ9JU3msxQwqQ60 +cP4cA/rrlu5tfxsgLJeVN/cWHkRZjgip5yxDEHF6oEh1GsqtMtf+BA7Dot6n +OoE6DEfuzj08NY+Ab9nGLZ+ZD750hVJS3cDDyRGmkFusbaDvVkDe8G0UqJ3p +HzA/wIPf7/0JNs4ToJKjdCbZVgR4KRaE+ZTw8Fl1xrZmewKodww2q2rZwMTI +ljypcRqKj/9dq52ahZj7i/dCc+bgu2qvwnm9Xnhg58A43EkEDfnqa2kXTeHx +jNdOijoO1v34zjAVTUP8ws7MGrMMrF4VmDul1AF5X3MYMi6ToDqU+eiAsD6c ++Hs5gP0uAa5aXfautxqBvj93IoMNBUGv+ELyut4YSBQkOvCQ8HBbZefOFp8m +dCnku+4XXkJ/X2SD89FFoFmTdDILswRT2UdCX3/gYCNm1zeLbQrJaF38VMNu +CB97BiPjnJbQYY1TGl9bsDjUqkt8VmQGNa1yswEnGiB/87WdMGkW0LzqeUWj +Fdis8WcRah2Blnqz4mwVAqQbZ7Tt3FGBdVkhmke1MzChSSaES11FbUE+p6u3 +9OCM/0eqJroZaLS4z/D9OA7J9y2w8XMZwZOgDt2/w4MQUThDYxtIQP7Cn4LN +cuoh490HQ7zqJPDJen6REsTDiFII9TUMVw/p/fxs6jCCEj/YNwjcJoBdFSHD +7bMTXLg7nMZ/YRn+fBu44PhnHoaLftMdfqUD+QmfRQ98q0Cxq14JzXs4tIr3 +uLVkPAlct27unCKfhTquEvdT1z6DvtgXCn6+VSwf+dnTuEjI0uhRZnNjCTA9 +73+hYdEOLNXNbA7xMYjbP493D6XDh1TmE/TbJCiI/NVWEzSBlDrze+u9cehO +C5X4+K0OYKvZMrpMPgN8t+haWZhwkGS69HXxBYDyET5HT4wPdnrY1DlSVaGp +lq7ZI4YaIEVL/NS2R0Tji+TktfXdYG1wpCVf3xTO9n93aOkkwbi+9OdFtRqE +bq13aCALCM38U579dBqeDwm4kKIXEEtjQ+LA8jQkcETsRtmPIK1USq3dmE5E +Iwl1tDZ4kKQz1LE3ICLjjz9XmZxbwVhs2fpIVTeEFNVR68rgUJhIrNoCFr9v +VGddn+6EwPkvNVLkfuPo+7rxp0UGPNo1uPKS+WMzpGmzMCq+XEb0L200bZ/N +Q1bZ633vjFxg9GvAIUUCEfVz6AgaO/TAS0fVMwpX7wKwcAqFGYygZx+8DO6Y +E6BB4up1xmIbsK9tnzqSN49KNnssDUvHIBlRegufnYcrnFJN6c7jKNcFx7Sd +g0f80Z8aMipvQ06605+SGgw3r10NaFCbR92FinFRWcFwvjmq6CgeO1dWZdgL +9x6Qoh78uVBhChSe9GVl8zPw+7truFrRCrpqRzzIZNEGgrR0P9TfD4JmWQTN +IIGAjpPkixvMNOFajnd+elUURE4VlL3bJaGIew+ZwyrN4SK/bPTCuXL4vSRe +8UaUACM+xEPm/iOQR5dFZX6WBCtfxgSzGjthWsRctuK3PLTifr6f3U2H474B +fDyHCPDK4jgxv3cUzC5rHwnjx/j2OLva4f4OiFd/Zzut8ACiRzty7yuRwHzo +tJxXfwX6IVI2nUD/FRpixGe6qlah5bP+iWaFabQhxyO809oGGz8iGLZvJ8BJ +Brl3L3Rx0KSzplKdMg1VioUfCx/9e84zqd5a0gAUXcSB09eqYEt7UM/zLQn+ +Tgq4CHE2QmNI+SpBLhqG2oIDn1f1wMeDMiW3js1AAbVW4F7dCpimmus87F8C +yziNu5rKc5Dnc3R2y7wPDsvrjD68N49GL9+t4rVdRnw6oa3CfNXQ3++gGlA7 +g8CU+8g0lu9RIQ2xuEYleDIzGEy5SIKQ1Jv1mbdK4My3zq+veG1BUUf9ZiGG +cwT0h79QiQ7Ae3p6GZemb+BLRSdC9b0RSQfVTnu9XwDxpFOkvF+LoMO3cmDH +eBaJ/33BkXh5FfqOkR/i29SAXyIcRY5uOGisEPuVyF4PG3Xv5OpeTkGkp3UM ++yNsHw+2dZx6Z5B0qdQbwdulwLPdJf14rhXq/BTJniUSkagDkZa7pQ3O8b5T +okAjaM4nu3NejQCyDwJTrtNqArekuDi12ARYL2lKf3DHI514+TMcHzG+Rq2m +QZGCB/7Ug846zCOoTEV3oO1BOyytUbHp066C0qn0uqCiz6BeIpVcyjMLQjPP +Bz1YFxDjxB1tmq06GFktbz2VuwRfHt8XPBq9jOZFZI7v951HPG8shz6dug/v +Oni6xjD8MW7+5PSfzhk4xa+f4FxmDsKl/v4NCnioNgkzfXN9CHl5aS0fXemD +83+9evqtmuDgkvo9vuFWNJqbmuY7Q4RKQe/QW8ELMBMyLHVRJwWiOut0tN4v +QafW7+U/wUP/8xwld3iIb+cLAap2BIu+316BQyJ6Sg45vUBxtSSz0nIGyp/p +Du13KAV9ocgjZrh0tL5spHdwggSTPHu5nH8G4BBV5/Nf9gPo1isN5SU6PPCZ +GJ5yeJQMyel9nMYPV9CJWRGOyzZz/9/3O+dZ8grvaA7AAs+pR4u7hahSs4KR +lZH4v84nc//RjyvrhznxIjJjq/do/G2c4P0HRPjTrRxX7dIAGQJwsdJxDGy/ +Ju5p++L/Vz195vsXBbP6oN/Hy1paLBudNh1Y+hL1v6976t+QJFL7/3quo6Ii +IiKp9P8xn/RvwFP8h5z933BY4j/kw/8GwVP/ue70AWx89B/3VqdnOEodSaf7 +j/nl/+QhDP/P+/naL8ty8ymf1P8t52O4u8Zw+8R/yK96Nxl4Kf/neTclmq5U +erTCNYrPA8reA/A7Pnjm0mMCiLmY5LlSzsNPyb0TqhvLkHVS3uwqrSrcv2RV +bVOF4acREd2TE70Ql87k4XdaBPjYXsyc+oSD+gHO5CfU03BIubb/qaYcMJjU +vPOYx0Hub9U2zztT8LmdOTmHyxzUGYwvPVNNB9vsMcaLv0lgkFWkdubiXUjN +DKptDSOB9h51eoFSE8RcYV3pa4yEA9nakx2Ky/Ca23RXanQejJKXpWRHHsKv +4FOGHQ59cPTuG1fjNCJM/l4U/MD0FhhvTdseS8dBbzRjrsDWFBSejYuVCC+E +eI5zN5zWmpEYpxpR+wkJFMX5X6m2GoCv49lfs+blKLwo5nUtllcppEQy+nkd +cFsYX1dXbkRvqzht/9XvbeUn5lPJFmCVdvyVjYULkF9O8krAeN6zxJjke1xP +wZLRwjxi+hNSjpYJY8Dw+xefh35bTTrg23N4psqCiA6hHXb5mn5QGOPO+nTp +A/hMMtcF/+hGUaOT1V82iNBOFcZadjMLApho+a6sJMOwraKgz30SkB5ejJHk +/woVTW4NzYHvgZ/POXvgJwluir1Ixo/7wODtJy1KKnnozPatFONNEpi+nXwa +bSgKfHt1BW1Kk3DcRlbUUAgPZQkEE8cJdXi2JCPz2rwIqZbJVA6vksBKqCTG +6/xlsKryOLtB3YpKd31or5qR4K2SmJMpqx9kzEc+M68sRGdNb/IYYDxgwmh2 +TXZNEcL0zmgYtKxCbDczQ+3zGdjho93f0G8Km79vuh/91ok07W/24BlIIKPC +ajl4NAsceOKpOZXakNCa6gFZFRKA+2kO1673MCN6eeULcw1U1SaddOwiwd3j +FNvCGmZQIaggTfcpGh0qDbc9uUsC5+iKikfiz0HANKzjx+4XeFtu/T75EwnK +f7h/USQawPaI9vkLZONQ+U1l+JsJHvqyTsU81mmAp/4ivY27A6DJ+eRwySgB +9jHqMZ10roYX9/jMI499hvFXvKe/1JLgg3hQ84/CbOh8vV3YT7cKyfx9T8Tc +x9Hig6lwQvMQvD6yxlzw+BsYZe3/YsFPQOPOzkFL3j3wyk4iNTB1CQ4H3Bl/ +ELUA229MkyAvAoaT/UyjJEhw/t7STd19HSBxvsDLsFEPzF6l6Vx1W4AzX8ns +DlVjvDzUoiJa3R8uTkdHcF0iQOaONnmxwihwba1Kt4+YwaGS15+91exg7BtZ +7kMs3q7tsxri1Q6CS9uOIcKrK/BzdH2oqmkW9vOsUnN/cIII3K5UhH8zepB5 +T4nPjwSGUQeW8wU94GK0/NsnWXiY+7m70+86Dpr7wFhDMAakFvT9+2LHgXn7 +peM7Vzxs7+6Z+m5UQFm5LO/gKBFGa/SLvCp64IJT1+cIpizQVvGPXBSdhwhK +z67t7mWoM3+lCdHu8MAcicEyDg7lzT5gLJyExwvv/75ZqgBxiKdmY+xBf84+ +//t0mwgWhKfncSefgcwVCRPqySYk87KWzTOIBD1T7K3uMs4Q8lSz4HJGGyQ+ +eZLiIUuC0vqtPo+7ueB6Y+KgatEQ+sL9reB1JQFexi7sRAt4QcpZVolkvSE0 +pMIRttCG2S/2j5z3wiuY+CJw9oMREUJvGqlx/+2HfROLaxqZuUA5s8n20Bkh +ygvnyVa+kMCra+Wx9p4VvH915sX1lE4kEkCzj4eJBK95jXwpxt+Dzeb6i1Hz +FdSr3P3ywMtZCN+r5fYraYFsn4aE4wF9aB9v6j7fFCJU3DlBf67wJZxc1A0N +t/4GMaXhB2UxPPOKfORbkGM3xGclawXmLqFZFnzI5eOz4Lh/2y/fYwi6X5e/ +s5XJQa/lLO3Jt0iwtxPz5DXxFog6d5mw0WP19K9eZU8uDpKnwrUf2umCxz2+ +cg3pKuR0+f0xqm9YHtk7FDc/CoNQ67CmbsMCxDLc8VmBRAK+huvZdTw6UNqz +au7lmIVIEcqDlljdiPHmiBOsMwUGHZvhvWsrSKfVIy2uYxYuZpZ9LJJrgQD5 +AHnjvVUIPxyPW+efgRCa3s0b/DdA1kD+7DZzNuJc8vo5jO1z8mN3ksS6AwzY +8Ix27Lkjaoi6YoPlafnDdC/Ps9FAzGBteRPQCQZDpxxZOEhwhJBwWZjBAv7a +ypbEHphHN54xLgl7LsG2mkFSD1kvZEb5x3OG9sNVXBCtjikRXjBSkvnLFcP5 +c1dqCOEj0LRivbv/1Soi8+W/sb4yDH6nulm3hMfBxgOsPW6sIA4llVg2vjFQ +knFsYPBbhOFiL+frq82oIImyXpd8EaoGtA7I+ywCt2ifttTdDmAwaGpKTFmA +58rPbah1F2AnZ0Mh1G8Oufx6JZXmPQYrrY9StJ1J4OJzZDMtqQUahyYwKgZA +EIgRqc5bgDTcs8cBoUvANv7oefVfK9hHFmW6tkkACrr61Hi/QZB8P3WDnVkF +LE2Lpp8yekKPyDdvA8w+J5ZTHQgvouHyiXTq0+IEqP5x74beqVEYwJ9Yzrty +B17saN89+aIG0tgyLec6SPB+oLuK4ZkNhK3smDuVjwHtm1W+yiE8SFvTsyqz +e4F/jUOzj98w1CZV+nlFEOCo+hlHUZ4osDp0sssJy88ArRLf0svzkBr5vXbh +gQ0oiyttubs1w+zL/TJTnkT4Tp9pxjDWDQKedUOVA+Xo4Luo14bjJKjLbVj0 +c3ME+9s5BWRLvYjf39Inr4IITGHReb8MnwIdBRdbhtkMssroXeWaXIV7G9Pi +DRz3Ietu1Esp7nKUqvnyr9kkCfhLLx2Kr3oIQQWPHXIlB8HmSw2l1D4i+HbS +UsgJR0GsNw37i7QGtHzvXdp6Egke7rppXyxxBnGl8CUJFhxS+UbTmLU7DcBo ++3s2SwUcd+hO/ElbRKP9BUE/ExeBb/ztZ32cF+jISI4e58ejMK2FZ89uTsKx +oVb/drUgkBti68IdL0aUfsxD1q+w+A9dFbzdXA818nCdpnAIMfFZ829j9SSa +QeXoCU0HmOIB/JTnIhJsA99HJYsgwTAdp2/4AQ5Hsu8P+rqKRp5ceHNDqBvp +OkRdGTaegl+yyX7W9qso5MqFmjLKWciUojx++8EjuBgfXah2jIQ8DWXd2Ahd +4B9ytoxrSASoaT4xzenNI4cVvDJ36TL0MbnzdZsqg/qK6413TwjI9cm+iy4z +w6AcHXq6o/oamJ0Pcibcw6Ol0Wt67t4TsMiV/hOWAsHM5H6Bmh8O/T343cfJ +ZBooUncm8AaqQJ4g6JnOnwO3b/R9YcDy1OruDypSoyaYpwt7DzDg0PALVut7 +R2agT9jNSyPdDLrTte3fHppFUZbh7D8tVmGZNVfO5EIOrBbeivOzJSKra0b1 +UwP90O1y6kdOvSukXzg0rq+/gHTE+GapRpbgnbqXbImwNrhmyOMkNFfQ7hnj +QIXoOUDo3pV17hgY2Ztg+soxhf7c9OY/OIKDCgVmx9DqYiAEVC/JEWfRj1AL +gTN5K9BypkOyurME1nYYs/bL1qEkgYKZZKwv82sOBPicdADRmza9lwTnEPF4 +d+xjykywcojmFItegaX609na3YuoK+z5/ZsXK8CypWFSWmoRPtf1cBMlO8Au +SQJduEKC48WPTavDtODdky9/+nEE5C8dXUtbMAg/cuV07JfcoXqlm2T0vBJo +Gr3PCA6R4OL5PLlu3F0IJVijgxQ9oLh6ZeLkHyIc8ztA116rAbHxi55HVwdh +IKFCkTBNgA2WqGYnW0M4bRAUAzIDyCK6YVeRjwgsff3H3FPj4W4TV+7Zu8Wg +Juuzz28Zw5kUfFtKXSbAEnFEJhYG4Ht2qbiSABHeW6+OHE6xhZP58S+c7oyB +wPVbr8kJeDiwaU5rw/QYdkr43k2W9UG31kNWUhwRZnNouU9H3AFy+u6M3toV +tHz0mtjCmUHkbUD6JUachIrSh0/JiCXQXJze8HSMBGht+b7l0WxoP72RxNi4 +gs71HJC6JD2IFEWLhhLqJuE9WfRgR+ocMq+pWdRrKIR7Mgd3ufhWYLVcJ8Dm +WRPsp0pzVQwlgbzQ8Vu0W0+AXeeQ3r34BsSq+067n6oBkuwMNsnlSTC0fiRO ++s4wYjUSf+vzbhbV4y+u1e5fgrX7HN1Go6+RB33EqixWD3Nr8fVsDQ/hfdnz +HUGqUTCj4W14f5UAtOOVg6QnHlAo02EUE2sKr3+o0f17/3q6y1TwE91DsDyo +ELh5Kw5U9H1i3HcwfEhpzjv/ygwiYqee1J0eANWfApesRIjAaf2efO3AW5D0 +rRdJycgGmX1ksvJYXvw4P5rEFewL+IITLPRpLsA8tyDz7//OM3fZ57RumUAM +NXlKhF8xGIzwFfxYIoG+yOf+7i0feMon8NMYSGjYK+UkVXg75I0G/Qg6FAJ1 +Z2Lf9xpmwj6mipn0bRJ03GP/c2DNBxz51BzGc1ZhkxXHHv1oBpiGaU5/eFYO +Ka7ek/b1XnB7f3TaV2zdp/Hk54re34FTJiOvc1T80cvdMt1ETE4dGyHTdtQB +5l9eqrX4Fgqbzg5nJf/dm7aJIgR/G8Bhp0NSx2+mQ8wZ+5KTGJ/CPX4jbHrB +CdZ7aFO3joTA0cREEZN/3ytwNK1a4LsHJWVqZl+PfYTcFdPI5nUSSHCKy91b +tQDco2PvP2DnEtH4a7gR3A5vvIUeqvEFAY2Qx6sD+RlQ2yr9S/EXCRIa3OQi +zB9ANPm0kGnXDHztWOd/FLsKOXnb0aG67mD+ecP/Vec07MQulZeK4WBC0OHQ +7cJECMI38vX7v4CwtLZlRWw/IoU6kdcaH8DItqe4g8MMdLrlTuL6VuEr26bG +4duxIKOwVVr2C6sXBQcfH6ydhL7ypqpE/iJobq/6MUk9B031v9lStochkOG8 +6g33RaBmH6hhIEbC9ZOLnO+xuPq5Z+x6vsYZ9BOF5A6Zz4Noe5n1Qc9ZGLTt +PC93axouiPRRRK4sQuhEmVNC1SyyTb5Vuc9oGEJP6qQdJs7AU8LNfPanq6By +wkM855E7cMmzn5pn/PP5wIt5VhK2fxxsj2/YO0Iuj5GueNobEPwVeKEbi8PE +Y18O3ukwgHi5FrprLlmgO02XcwfDXct8ggOhxlbQ+F7ye0oUVg/quLMEsPmM +Y4aHdI7Zg4G0ySfNgAZgmKAoC3lHgqCrNJ0vzqaCoIMfV6CtFSjutZz79x2G +MwZ8P1oajMGqrf7nnsZbJGHvORiE6Zl/JZqaVeEBW7YX89JGI2HvIP7EOcwO +mvjBZ66aIdCJXAOePV9B7XL98XcX6lAN2YqG29As7BXZjoXSv4XYhjrWIkwP +Wa7FKxB/AClLqpo9f5rQy191BdE+GA6nW31SRvEeKL9Iig13rSIhYG6ZFWxE +YR9l/CKrpsGm9L0/veAj1BHpEfTvfkP/huU2MpwznDyrtPk99RVo+OiWr2D7 +ebZsHh9qdhOirXkEpn0S0MHHbs97/5KgLEW0i/veLSgMZGt1mo8A4orli+OY +HoYZ4wvT/XrwaXzKW8jlFcxdsfcyxvQ4irOaqHoEAx+lGA1L+zv4bdLy49/3 +OSfa8/7WL92CqZ/NbAmPMqBMysvQGYtbNtFK2lD2O9BG3/SE4JcEVsWXObWw ++XPJfILVlHZQXow71vi6DE1RfZ5oGcXsdj/wj69xGtTgPOpPOJWCzwU/0cNz +JDCvYPhLb/gE7p1i4VmvSQXeQi7TE39I0PgGeWxcMwLdb063w3WrgO2rBRNl +H8ZrkhRxLRZx8O5sejQ+l4R+fsa5ba9VQNjxoMtZx6rB3liK7WU1CQ3eNOaa +cayBiCmlP5MtBbC0oLXJsTULInph1Pi0aRAt8UhMKJiD/dleOJHaDDDnrzMV +xs41FTlEoD/1CM4s8TlepSKi49baEim6vcB0cOIVOXc7qE+PnrH4uwSyZ59L +Ul6YRPQzy6cP1k3A0aDZMwkO0/Bk3wXbiOJBRLZuVnt63wqwlhwtp6B4hkwo +ObRSMfv3HZW+/+GhKbzHPV1+IlACnEe81NUXSbD9g+qWubYXHAv09Tm3kwhu +4bcIHpg9yXGXabUjDGGb+koC28c0YNTrfB+M1aUzTftqcjPugCxv8tBfkxdQ +xlt4QQPTn9YZZ+RKbg4qO271xjmNkHchpGcxigQPOLPUnge/hoZ8p09jpX7w +rPRjwb/7InVK8vQsE5UgirOb+ueBJDCnLwgxxdY9T7PxIjDRBS5FJN8/R76M +TJazizQ5F2DwMEduS6QvxLT6/gnA6pOmNMvVIUxPvGhOPA3HXRjij1AefoPh +7I6B/A/+tYh7mUE/j6wGgs+63W5j7kMco/xfHn8iwqEwsUtB1nFQZ6aTHFzl +DDZb9CeWMD11UUdU9EeUgfs7z+k05ZdofMc7nhKTLydHR7at34Si88KZ3oHB +8FF1mM8Ukycku1uJx94H07xpvsrnzyBRtMU2BZOreh6d23/v371+fZzG+eHg +u0+vih2T25fkaV+5cwN8VTXsvHeX0GVGm82RiwugwSdY/1rIFxYLM6+/cI9E +mjnULR1YXiTk26MAZ31gFIg405qcDLg/x8UYMPuc89VKpGcwhD33EwVnZRfh +x/wzCNxdhMdHOf6mtN+Ds2vsUosU3xD3lfHEDxZEEGBM+r09Eg7qTbnN8a6R +GH5nSO3E9H9+bbIcXKYLqY7Ld55UjEKt81t6HzoCOLW7DHw66Q+V9m9nJbtI +8Mgy7nTk3xz0gbnIHu1VAJ05VYZEVTp6zdVzeHyWCJXz5tKaERiu0uyUtn0T +AZqcN5mPYuc91hn+Qdj+IUQeDspKsh+D0LNKMXuceJjGDdNFuLZB0WmPq0fJ +sTgdkfH2c2gBPgn/Y3Qn5kBOa/pMeUgcYlccPyCK5cnm15HkyisrEGK86U9w +GUW0Wxetr8dheBWPpAwZZ8C4Pi+M88EibGo7aQQOLcJF3UxN5QwrMHJk+jma +FYro5DXXrhyZhMb5EY4CGTzwOFduPF6eBuczW4aVle3IXjXAi6CwCgptLKXu +uGngvS9ycU+8BwlyfNVfxa0AnQP75jUsb5UzBPWofT+jvt2cNCItDig3qk4m +vawAoaA13zzuVpSpUqtZIoHVG5sTowSJaKR7ltYhGLOzD9lmEp+1BcTjBF5b +nYhEDjRXmYcwOSK7KNiZbA7DnJq6b8tGYXfjlqUOZv+dWZpB1r5wGBc/qa9Q ++hRlCv5kyMfsCclLPR6WhrBUvcE+HvMAscc48OExefjv8KHBr/chuGwq8NvB +LGT706+jDOtT3H9pRS/X68Bhx33cCw2vYHi7f28YWzeypvV8+IAd3P2bq5Wr +24BqcO027NenYCHngruILw7eXfrVejXcBn4NuJW3YPqDKg4X47I94X3Q/o0j +y2mo4srXNFOsDlTudjHfpr8PDmIhY2JK3eAy+3sgkocA44+Hjly/OgAtLd/H +Z0XDQEc9MGNiE6vbHIqO8TU5oO3sFejZ14wmV76pip6Yhp/Rs9sVdDjYp5ve +Ll0fgYyaPDypsXUjtgj26mNm4Km+eSNTYBF44tbwEt2TyGqF9+MuzwxQ7Zie +PBKbjsTq8iN2sPppeCxG4VTMbWDICW5KJmYgYfpZLg5MrhUssqSHuw1didGL +PBWF6HbdkIohngQV5r2s1q5acNu8WOdQYRF6OtzSeHYVw7ttvygLyo0gu1ZA +R5BYiXIOkdWPD2DzT/EMH1XXgcCRjYAe1kJkSsUTm0HA/G1/6x33iCnQ7BTj +fhrUo2qNdFndPBLcijuUo1LiChEt9y9ZhBQgqqfAO0PE+tpS/p0QFmN4UlCA +fsi9RvbvhjtwWF6LBt8NP2YfDW/r715kYSxDN0J0+FWw/pU82EVPbpIJdbKJ +7kF6dciUZCN9AONTnexRLYZPTeFadlabOO4zsiuYkD5SsgpV2obBd0VnIOp+ +eIuWKh49zQ+0bHAbh7Zcv+0Co3roetLKufhsGohyp7Wk+hehh85QX9pwEuQH +C5RMD2eD65FyJ/uFr6BFCDO+ZYTxTg6Hc4q3piA/I5krqaEKuVwd2CspwsFL +Psvj+dn1qD+S2GCaTYIPC7x7xTmu4HhRPMzAIANt3KKODcDs7xJDdpDphhEU +pq+rBzrFoIrv7+uEsThMKv1VNYfFp3JjzAdm+SpEUheVbf6G4YTH19JN/XRA +n9JNlGRbhqizZcR9p0nAmhLXQ9FlBInkx2OuvQ9CjvceCmZiOCdtM8Vo+lkM +xJrRn+rpDELt+QXdTlj8KL6Lbh2VuA4/zEqYGcW+oIF6Z87wUhJwGLBmMhLN +4DidNUe/0mfkNPzN/kYzCWQu8In4XfGC46+2T67rtqHPCcaSOuokOOxyx+hH +Two4sQny2tQWIr/rlx+oY/Hzu4HDnXzfLQilMjlWbpqJJJbLrsVjefew5LkN +aSkSZHySzj7rICGhjGXj7t0cRH10ZOLCi0oYV4u6o97cg0pGPJ5/GSWC2mTv +sYJXGcAU99ToJn8yik/+PSuIxUOG1i3jdxzGIGxk8HEpgYTeLF+4qCpWh7jV +5x/mzJeB7k+BmEM8FnBOcafo17/vO/Xa8uqdUgYx9UNFNcdqEH1mwzkPrH67 +yBx9fXbgCdDwX3/DQu2IrMYTWP7h3sCLLn0sXOpAbKkbuKnjBtVM1Cn/3nNk +KdzZ+IvkYYGMaZkpyQ/0F/HOVZhcM5ZDQGZUCTTf955SaMpClVJ0lT0Y/5qQ +yuP5tuEPKwOzrns1ifBXOvfXC2z/SeTXJeoOKMH5IANvlzPhID2vMMGL6TG3 +fxxiZaIDb2R7Xt8jRIDcMxeLf3023TCgTWzyHuzU+9zgPhUE+4uED3lick+n +oYRD91Ug/LwM37lTH9FVcrqXtTgSaOtq9JfyZ0KJj/p0AecrGNp02teCxdV7 +A3Z9mXUvKBA4JPm6JAmC7jPOGWD1qsskwrDYLRbE1uOEZtSICO/d4GzJ2gWO +Lk5L/mc7gBghjw9tzwE7nXTb2B8k2Anh1DvucAse9SvU3Xw9D4N1EmkdUstA +t+HTyZZXA5x8UbuJCkTQZczvOjlRCgsoSzSD8htQsfqKQwkBbs44k650fAAD +ZvnR9aAhcOQJEzuAfwvT6hTMoVjc2tPudBwQsoL3aRd21u2ug6YIM8sudt7P +yZZ0vm90oKmG7arKphO4WO9/sorJ1RuGhNk/68ATxvGqW5KJwOKYGJqN2Tn8 +5m2Nk1+vgz2FH5dWdTZQBbstC2B+ocn53vl0xxekFei0Y8MjQXNItKMNsw/r +VyM6tlAtWNFdotJai0Tf9NYLazF51TxHtU2FHKRVJRVcmUuDXj7lufuY3cba +6T99Sr0DVOJ2LXuWfoh3XTEkHtuPwNGfc+IP3cAsYIPxr/Q0mEja0PK8wsEx +XlqZt4VRUCPFykxe6w9yMhbyWdj8i0tKkYXSNyBO8ZfQu7pCYNVnxPdhfsw8 +d7FTOjoAtrYmfhhf/gbVKR3x1XQYTpOtOLCeXAcxjJKUchVT0NWsUE/VioO7 +dJbx7YIx0Dh3InTkdgqKdg6e6cBw+52b/I1uNrdBatj7CHV9DTj/6FvqTiWB +Ge8b55XlSrhfXLAS9/wbmj19ta+QbhZ8rnUVpN5cBnUhU8+4gTdogjW47F89 +0eNM+F502w3MnQ01u7ueoIbi4bQubP8uvwUjTyhowW5qrGEj8T4yvPzk0D8e +lyMxcOrRmjZYH64kbpbEoHRqNkcezJ4suIFAIXY5oPLkt2kYeYbSRId+/vud +8YrNt8kw8utAlZscpiHujuavxvjYY/KCA2yPXSaegzYbLa9KkB26fHIj/t9z +Er7TKhLHT6nDnEvhrMCFNCRLWdY4gPmlrOirsNtzQ4DMROs/vOXo1tK9zzcm +SSBkzFksLeoE1r8eG+QZzKCqqqRI77ZV0LvMIW9RXQRaH/2Ov0nVQ84XFpJ3 +MP2nSqijVD5dhwSqR1XjKZ9QdazVT+41Ehxs+813+q0nnHQpsI5l+ASfCrtK +l7A+iKb2nnidKQWFlELuQ35z6KqQYbC97Aogg1rXRftisO3jnUr/fhZ5Lw3o +/NPffEYy5xGTEXhUVL/qaW5FNe3N0XLc2HnTO80PZ2K8yWZqb+PWNLrmprpz +p3sajpksucc2L4CzxMUTBtZ4VBZa+8DzVweYfT0VuZc3AvHCvW5pWuVozOF3 +3swECW7KO2Ra33CCrfEpkuJMP7qno8m4FtcK802xbnY1BLhPqjx0ycUOnN7d +Lvn3f15+pb/o/hk92Ppi3PTOuwmt7OpylYaSwMvXZc9wQBvKA3Irr8rlodU7 +qQJXMNySe/nGaQUzTzBuz+44RvYKzuXcL9vF/Gt47cKljD9qUGS/8S0pMh5d +DQ4alsTihz5ke+whhTZc1VH+cnhiEP3ZE9OwmyOA5/JRI78hBViE5kVVUhhQ +XSK6/3sPO85SeeHvBxPoMh3c94dyEb1fk5X9wrAEI08WB12Di2Dl1NMLqR8e +wjR3atg/vDd/iDLiF6M1eBmOUr3TakGvUTTX5mMSvLO/dNT/jRaIGJ9jWI+u +R7wFJqW8XiS4Krun/fdjFRxwbXvVGV+IYv9eC36E9a+l3y03vjzzAPrF+547 +4wuIScPr6geZJcDZ1rIediqCg7cc5rLrVpH9r40dvEgBtND2OGw5zoAU6S6t +NF0/4k+/KJwXSgSefXC5fVwfDtdQO78tr0UbzgcrmWKx+mlk+VZBtQYacwNe +qDxoBdH1opHh+grk1BTHXncZ4zFvha/oeT1FWheXg/L+5YU41eHQPCtgbN/m +e9cxjArk3F7u+hKAIucTGW+XKox5kH1qZRlA7/y4QmUuE+GZgonEYQMVoBc9 +JjBuNIVCxl+9eLaAA5cX0pzkt+XhiBZbvBTPDHqk6djw9wAOJvVyudgplOF5 +XqTKfa0exJPfnCSzRoRjLVOmyoGP4XwXV4p79wxaP0TpNRuzCkdFv/VydMlC +fjjN8g+XCfR7YJC29D4eOHUnzEcGtcAkOF6v5c4Ieht+9NKQKQHU2Y/ERYya +gmCr/VCf6DQKlmuwqo7BwV9zHxaatdfALeJseO3EJJr+2MRlBXhItDpIG7Wg +DG78Jszs+ybQRp4VTWwgHgr8ja0/3XWBqx+V9t0r7EPhq/ucYyKI0MIaQ2+r +nQfctMvBiRWzyPqns23g+gqoMbF4Xj35Cp7us3/jVdGLrsw2PypDRGDju+Cm +aKoNZ4cF+L/YtaHFkejlOWUSnKjwONaumQHONVQHmxbrkfGAhjN/wgraK8x9 +6vZ2Fh43Ty7Xa2QgtYIbrQ5meDR7tpCRwnUCRG4Ts7uk49HJg6tc/fzTEFu1 +lFPyFgcdDiFkBqYjaEY4oM0Ps4O8uvxA8H4zuPb61K5NfQ8SfpWteg7jidq9 +smw+4ypwtzFm2qS9HT2+mGkXLEkCbw6h2OkIdTh4yPyr3L5ZdFFm/vOayyrc +3QO243pyEE/FxITLH0BkFDyBV88Q4Xxgl/yRNGe4ufy8MuPeAPpCob8Tx0ME +ibuzgcvPlKDYjo30dHsI/Zk7eK04jwBrX/SnH27KQeRBr6j9vs3Ipl9j/Ykf +Vic9j0o2XteG2lWBNYO6DkQ1olaWeQnD/7eLXklSmMGJuOW9r7/mkNa04iHt +nWW4Gv3lQLxfLCjjlN5dFulHvifFsnIDieCiBsxHvRSB+1JfcaV7K/r+NDHs +mAkJ1NyNuypGXIBTzVap2OsLKvdu7E78QIKwXuFf/A8yQLDonMV9iVl0gu3S +12TVVbDgydLx8ogDUynfFzpLbUjLsZh1nwoJnPTGPk5raIPRz8p6vd4Z1JA+ +YJ7hvwqiefEJ1cufoJt9S8yfDA9hrn9OlND3I7v+0cyEm8MQ0Re5X0J/DFxn +j1Xd5xuEd1wnXtRXroKy8Ift1xyj4P72L4/SxyGsv9qK4YpXoXzQKfVeSzsC +Q1rOWswvIDISe2DMFKxxrTfDsmrRWGuU8shXEkyenrO1fnsDstzXNg1ONaEF +F96Xv19i/aj6qJKHmTakHpAsIRT1IYIjeVVYPIaPNNZ6eO3loYJp01/k3Gf0 +tyxJaRvD2zMmGuck3zuDLAPJgl/nK2o7UbZQ/5AE2/d3lb5nyQOl+enPDcyj +6EVi6FU2MQIkre680TomBwlt4pJJQh1I6cycbucVEmjESajV9GpBN7UPp9D2 +GEr+NO9wuwEPFPutHeiGUyDagvVL8l4ZogwMLhzD+uPd6HpCiZMpLP+yY/mw +2oP2Hri8zRjH6knL0biRYnkggD8KN01F6tLE3osYrgjPd4pYOO8KW3H9G/xc +C0itZr66gbgEGvSGX6wa8mHnqs2lp6lDSMv7CDlzJQHeZZGRNeGS4GhArPFR +kXF0XuB4Ha4SD/tJdusVGP6Zqzia4h1EQBui4m2E5CEQOuQWxa5UA+EM3DYT +3QT49XrILfR2HeJany391DQAgZZlTA8ccMBrhhdKCxmDWWVm9VL6Pki8TKxX +jqxBxROUMp+OjACBI4QgfY0A3Pk56wzr+egXzwVRIYEGSCHLHNeJJsGqxnuD +wclXMGqT3VhRk4nMycMk/TC+knm+sNipxgrOjE1OUH3NALNr+CoxjLc94CA3 +PBZYhaT5WjUX+klQqDkgxuxpCl+P2axts3xDCwVJec2mGH8RSLL+TqYFBCu7 +1CjeNhRwV91xny4J5A79kmmkVAMufy2p38fHkQZ3+ZZfPR6ORh18peUnCz8E +Iwq5ahqQfE7VPVIiCSQP3JeoV3UFvdo8DdOeabSjT1Qjv4qDnIs6DJIOcnAm +3yWkmLwEtf+geLe0iPHrJVe7SzqysKXpze34ZholHJULHDfBwdnpq8cHldWB +k5v+/LFj82jpTSgXO2kZvN6Jflucegn0DSNn2L5Po3tv7BTUuXCwmPmWN5xw +B8xCWa3+lo0iitlL5QL0BIhlahKpVpCDJ5bbInc3OtGWJgWZPTMJaqylfyt/ +dIf9jp+ZLrYQ0bOSB4397j3Qf2g1dmuoHJh4Y7TYXecRPsnPUCV+GfqtFVeb +74TB0wr6lpSpZuQ/GbrLjvXlszL+2R7XlIFZf3dzKvsrSlSjffvNEMOfQ1tt +B6U+QNg3quOlJ+pR7l1y0eMfiHBT61qcWnE39Lq8PKjVjPn9+EbtQu4QqIek +rxk/I8BUu6hfuOgKfPOSMNcemYa4mf7UTI9vQKamcX/88TR6eehNsK8jDiTo +8G8G0R3wfX2w4cE1M7TMdWPzN9Z/jXYoU7gsFMD0cYio/oUIpFwkSMaMyS2+ +z5yMj7oOLXl8j5b2uwPvykrVGCZ/KyQ5n9gHkHOJtnqerA4xhqmGuCESuBXS +x+aVPAa5DxoVzkcjwb1LUG4Cw0tpqmstYn6SIFj7KmY3NwoyH5/jScfkI2pc +q3d55OB6VkBnQlAU8hgp4MrG5Gy2lboOBEXofEhJOE2Wjy6oVJSvfSdBtVn7 +4t83RvD8y4fEwTf1yHLPP7wjmwTFJkI8KkNPQYrSgNKj2Q1OW1Q7j/97zkzB +uuyFlwJtZSGG7MJiJOLxLj9/iQSpZxWVfKPvw3tbO7N7eSEQFXT7IA3G+yTz +Xws8z84BCr8Txe31VYh0/SPNeB+GM933/fIX8wNdvczA2wsZaKjw2jk+LE92 +R5zOW2orQ5rB4zW2iVl04yuVSUHDCoizJLQPFhQA96kpv1PGQ/Cs/Odo3RkC +7FLK51VatULQ0njVJ+oWEFcnrB91/QZDgmpyeY0EcGrzj7Lw9gPeA8pBagI5 +UEQ7ptWL7Ssnrm50bvATCv1M+YQFw+cRFCfebHwwgm6ju7WuSq/QGYdQvy3M +bom/1ku2a5UhJKz6g+rsN8QXk8AYC0TQlP2UyBenAGWjKmOagxEgpD/5nfYf +Hw980yWyIgs7yb3Q5ZiHWrmN7QQx3PuC+U39Dcw+lgm/ySmi4pB/i9tnJwzf +sjYFXF1rlIWP7a8n1OZnkBPBRWcuaBVSRtufmchcBg5/jtDaIzlodNHDUQjj +oQ1Di/xDuypg87c0PD81AMJXepO0sXUfFatc8tPwgdHW0wK/OLNQ1I1clkSs +HhVSWdOqqpnAa+MQrWKd90iUg+EH7zbGg/qeXH2t8RD+do/UM+rNInF/sve9 +HKswsdciPni5EARfN1bubtmio6r1KoWY/lu74wEkYT84IaZrnykwhFKeHNrv +14/xAfF+W8pqRYjIUetprmpA+IwELUqsf52vHot8OfIJNIe9SWt6nchiLuKx +SQoRDPQYxX6XNv+vdfK2jfbSCo0liDWfN+Nk8EBvL5+x+Pe72Xm/ZC2ryUL0 +jkH9734Mb/cW1IcpnDcBd+6A4y9TFxHuV7PJx+RF2KW+PkTQAigy3ydfU7mA +qMJojmT6LEFvtTQrn48k8OVy1TQnz6Mj7+1vJ7gtw5+8BAUWcxFwGc62I76Y +RZGXf9J4069CapUO482uy2B7WkCBKm4WMdz4RrI7sgoxsZdrbG4Jw4Ptvstt +8tNI++qxzaUIHFxvN2RjppaFSyOW4i+/jqF4Twm3nn48WH/c5Drdpg1ZN73P +ljBhOPPjjP0ri1WIX9M7+eLTZVBkajVcjR5GacFCj3pDCUBzjmBplX0Pshlt +jksbLyIhqoiE3/OLoBhW7Ny35AYDlhQjkmFjyL0oYlVpFg8ndGnv9afLgF8+ +sTK6ZQ4hO1WcBNsKaJIJ7idqpYPvUofgsm43qtdcd+p6RgTSC9UDT52bweNg +ecZjCUyPrDDN5A88RGV/f6lUrg3HO+zor37wA8Xt1ZBvj3PgZ9tJljdYvly7 +stqy+9cX7oxRu25dfg+g/byFEoujw+1fUtXy59HzlsjvPg+X4XGbm8wdh2tg +MKVG6XtwFX3e9yavNm0WijU/KfNfFIZDPUadOskTqGMg/Wv2bTxY0c56Bufe +gz+PfAU3qWaRU+b9UlXbVfhlER1VGi8M6EaOKzP7NOqSD9r/MQ2H+d1C5E3c +FbjUFThArreCNueru26Gz0Fbmc1SF+KG6Cm7TIWiEVRvocVWpEmAuoPyf3gM +ZIBWaqj8O4YDm3mUVkcw3B7eUebO/dcVbLJH1x7k96HImLsmDO+IIPwyW9g+ +TwvI3h84xEsxi1IWzLrxjqvgFvAuNmJJFGrC5J27j02jqhB1o7UsHJTs0pLr +H06Hip08g223CfQX4t0XrfHAWh5OVmB3D5IOHNcYMmxGuHbq7QP+GI9T+fG7 +jfQYusbvBxblz6Aw7f9D13dHY/nG/5NNRmaRvcmKyOodiiQNlJ1SkpGMiuyi +yArZq6wiM6ukXPbeO3uvx/M8FGXW9/6c8zvfv37fv5xznfvc93W/r9f1Gvd5 +rjfF50x5q8BO/zhT7Z0KMBuRF5v/HEBGf8JOJEsToLC3vypMrwBSeg81yfK9 +ByKrgJapAREIdqG+VO9aIeTvV0G/J9/RpTek7FyyRDhDZC1KedMCTSvaNT/W +FtD8Asnt7ctLsDaVLdbdfwEyA09oHinqR17aTqQ4VwJwTUYaDjtcBfbpaWP8 +WQLSUKUefjk6AGu/F/UqR3mBZUkw8YcQAcXy3HtS5zkIUiHHrGQ8uYH3pgi3 +HQUO3e3vN3sgNAM2V+94hbEKQcBFn+tGQ9OIZJkWriniwPFfH2tEqjVwE2TF +Tp5bQe2uWYkMmXPwJN/cqpD0BKwksFDQF62hXdqd1zJW47DBu7nynIQfbjLI ++1cEzyP+yIV3uyHL0BvzR5KWqAg4c+Ixww9DiPq7dbIrHg93XxW4ZrzxAoes +eNGd2gUU0RVRRua+BKX6DUNUuxeAX9LpzTO/FXRyoXa14/ocmFsIct2YlADH +0+zJ3nfmkUCC5iAudxk+zBhMvfxqCfJ/1fCNNiOoaXYrKy0YD8LCWYaffPJg +RVjInk0Dy6f4R8b0tngg3CD9lODrBaOfHPLlYRExmt1+7EiC1VkvrMYxVgG2 +yz5GUlKPIeuoo5ey/67BLxf5rtvuiVAiwTE557+EJK5aylqIL8BImZfeH/96 +6GfJy7xyZhmxnjGXSqubB7I/rnWFliX/e16jlvdeQg3rWyiVKK5W3ifCcjZp +RFAsAbldKrlS2N8HyTzb0Sj+GBSGXox7dG8B+Sy9FUpsW4LRiFvfN+9Lwxe8 +5xPT1jmU/nt/Xk1kBZTyGguel5sDG9cdSafSNaR+f77OVX8crG5NRVUa8kF8 +CmWbvukKCi5cTW4OmoNyDXaGf8dEodfpRq3x/RpkX/la3uEbEd7/effpfJYM +4EYcePiLFpFC2iMV5uhFOGv6ZmJpD+NJz6d0d1IXkVLlvGt55iJckrmM2oUe +wXZtpmFc0ALK5eR2Tc9fgtVjT3+bJJ8D/raq+eMx2LrrHw9yfLYM2sQAAXVv +SfjruwnXTo4ipkRagwIZPFy1qDwwrUuAJ6+6NXSlZpDWLdovjf9WoX81hS6w +3RhM2BqeX8KeWx4hd6Qfe26tGd1zWRpXsLUbss5+0Yky1elMBQSJEDSa9fHs +pCK8tC5ZFGNaRAs3T9UWSi6BX0P1a2XMV20frSjnmlxEr/qtzEd1FyFCyNa/ +JKYYchjvLuzcWkY7awmb5/3nIXGHzuac/xfgofFPvsRcig7nhhJtcoOAmVHg +X9Ey5o8a7nJ7vplHLHFrZZvYe4XfI0ypbZ+D6nEjY0LXFFpsyP/w6U4zWDZ8 +G5YVxsGW9eAnzdTnWA68ePPNuXhkSfNm7r/v3Dc04zvTF9+CxytfPuH1UrQw +qz7LN0eEWt7FeNFZBFGl9O+TU2pgq2nt/h1PIiRFp84a6+TDG7pYv6EfH1Ai +O09G3CoRcAzzobYLWTB4nzTmP9+l7qV1xTBTAWTOC6s6iBuAF9epN/99P7f2 +q2KmyFaCQI59ByqPLrQfoeMSyIqNK9xME58yhUOXqfgKDXPg80VHe4T5kwH7 +C59IhGQg/Vtgjs12Hlxn+XK24RcRxs/yGnU0S8NputNvbQreorbGi2qsGI4j +ujWu/aKVA3/627Ki3+sR2B39g8PySzWTZKTmJ1cIYsnxZ3haDG6HHxVTEInQ +OvNJXqz5FJB6GW365ZcDUKuQx80SoTgo5lzUuhbEOK6e/3InEnBH0/V/Yf6N +qbP+xz9aWWCen78Y74rxoYf+fsP3Jbifwpl+YTMaTj09kyHiUQQqHJ9/+GN+ +2N8gkL9ZD8PPVkCT8EgJElzU+FmyQgRzskMh1EUu4Mu1nq70Phe91uDOr8B0 +MTPdcGdCWAlO3Pej4O+fQ3fp1wt8KFag0GU+Y/7LJ1jBnXQ10ehCQ0tsB7Qc +RAiWvEt8khoGQ6lH8SrvppGXaM4g4dgqpNzXYiTR7YFpJntDA8lq9P7klctX +84lwy+JvdW5IGZz/nRKjLlYGJDquzyOxvJY9cBhvOaoFnlYh9b11k0hHZMZN +4TkOWARZn6pJNoFh0RkL1mfDUH068b3wHTz0DpJlL03XgeIZkpaizjQU0/a1 +6SJW/92QV6W26spwy/CB/QSaRGIkHgGBTGtgxhUn2NQrD1Nfemma/nxCDry+ +Tq04Itiyvw8WlDYDWd2MhOL1fKTiasy19JMIBUFxbcEmcnBC6nAVnqYClVF+ +FY2bwdZ9X31pTkkWRDm66RjFl1EMW5xd7N48uD/Uog6l5wfDQKutiZha9MFG +OtOshAgvsuhKpb+fhno/86tH3eqQu68yz52PRFiMe9zVX+8ME0J+lS9+N6HU +zlNOR72IQH9NlfehtDZUX3mdPPi0B4W3+zHP4wjQRAgks7eVgi/39YxIJfuR +HtUVHYEgAozi7v0atwiD4rMdR74dakVxDNHWbNZEiFUmEw95bwbi2u9ukJxo +RLY/8y6xYT72YZd20oMSFzjw9A0eD5hFfslvvJ9j65V1Pa915eFJ+KtuTNRa +m0MMSQ1eMzQrcCC/9X3paTAw3i0USmr4gFidQrhYp4ngMe+ad/dkKVyN/RCv ++qkC7E+pnn7ZTARO7yOaZRmloGP9XI43qw/0i4/+tlAhYPxMaGE1rYc2WiFb +gXvt6C7rc1leTSI8EZh4p7R+HkaO74VIxOWiG8u0CXWX8wC3dWSHHdvXDwIp +TSvj8Shke6numdkIXD0t8Ngs7xgIpIXvCKqOo+2Thuv4z2ugQKGVHP7FCD4t +Kkyt1a+gFspqCo3dWTDNCaG+ECcM8/hsieu9q6jco6jk8eMZsPT/52AVcwxM +238Lelouo1c1RVzvquehoodqg+MZD3Sl6JKqqU0jE5YZV4M3ODDNHWPJ8rYF +2+0x/U2jMRTcFv/IhrgG0zudSgIBgkCylFWvT7KMTJO7HUUlFmCLc5KCZ1QM +VE+GJXwlW0A7p5gCd/iXYfxruYHFdWUweODZW/91Dm3Z0QcfllsBgV/zv2Nw +L2FLX+BB5M95lBJMem9GdhnQBn5OXYgfOM/bycbWLyAu3COrF4+XYG/o2eCo +mx4Ucy/Pjb+fQfjfX0tmi1cB2mlFZJzvQvC/7BX+6RpEEmz3eaKACCzXYkTS +NnPBz2j05VmGKfS07hj/8i4O2HG+r1u9ZaBTyPgz1eFORJzbuPFbnAh7ApMa +Ll3PIPde8khhwgQSiUUUqtfWQK/19+l6y3xQX3W70MY2AHe/aCYnUhKARkaP +hym+Du7gxx/vn51HHyKkxi41LQP/enS6fZEyXC6c4GNun0KcHfZOzONLwN59 +J1rowTjQ06pe3ht3hIuL80zctM+RbP3ft//9Hk3P5tm9ha9pcG2K6Va3Qili +m8o0UVwgwtNTb4J5eGaRaU1xSvCtVbC+/K+x7pckXFnCsdEnziBe3Zgiyq+r +IBRaLmupdBk6y1FlXNcCeltLE6nnsAT7/H4VLcLisFxsXN73ZxDpeYhMXGAg +QJ0qmcjeJSEozjOnF4zvQnbhJIJpzETYMiv4dvBCGEh8d7geaXSi6uEodj5R +zJeKLSO+s/dA44XDiNDWHHr6SGI7nGwFIu1S3IfL+aHKRMKeRb4fsZkQnIpf +EmCSRX4i5o4s1O/bfSDha0FcMZM4qQdEEKSjEu36fgb6kfeFwaISJJsprDaG +8bNo3Ja90clnYHTXOkVxvh+FyNq4XbAngM/xKx+f8gjD6Fr4MHvrICoZlfzU +zE4AnetPzZ3SrsBBalRbSmorItuRsj1rRgQF9r0ztYH3wO/lnq7InUk0Tsce ++Pv4Gph0HoaH7R8hXPlyhAzjOHKkcCkoqVuDailL9rqTUsA9FHM+4mQlavQr +f7M5TISJ72Dv+8Qf8nWnwhN6e1FiqCOBu4IA4U/CBv6JZoK7Dy4zVXsa4Uop +L6YlLsHH1UMLFx+OA4laCkUhoRVxsFCVcN8gQkNsRCI+8gxsKN1Nk+9vAZLk +Z/cZMR3R05GvfmZd+3+e502h1L9N2E4BQaGe/RiuEqTylsRfDvMh/9f1cdfa +eW0uL6Mwsrebuj3zUF36ILLYUBhityINx9p/oPfaYprMungIJj/WMPdaHw5r +PRpqlsOhlbYTzp8mpuGC/VT0kWfHIfztuUVb0wWMh2/nXhlagisqrr0VdXwg +Jz2tKOc2i66VMHXrC/93jur2geiQAEgeJ9c5TTuJGGjYTvhprAGFcmDvSv09 ++GZRrxfVg0OT7zaubWVNwRHDr1vcPMzwXC7DNrdgGvEInbhifAUHEvdf3ihw +k4TWoy99npJNoPScocAfL9ZA8HvujTPkKtAiWB+4ENOLxL5rlb9uIMDdRIPd +HkZ/6H2hsOrxZx7Vu436vzuxDBKy5mS4v3zwbkgvJmF5BFHPj7Ye9cRDx/Zj +Pgqmi/CT83JLV88kiuOTEx6iWwO3E27e2/z34KJzb8lEXSsqEosNYTAigkVI +VE+M2ztAqpxHPykuoKSrdUnKW0uw0tWbM8ohDFYSQ1wBN8eR8nfjGSz3wOJo +zHlJbw8ImQrv/sM5gp6Tsq9ox+HhjMovXw0oAKcB/bnZKx3gKBzf3bRCACob +ntJPx2rhlaHw0Q9VE+jC1pW/2jfWIO/QVmBbpTLIWad1TSUiRHatfbg5lgia +ZseUlrW+AleL00UjSSJSvlLq82+nAwpeh/kL8lJD+lL454+So+j23ienNnk8 +eN1TrTEf0YaP3F7CsvR4VJRvdv/24ChYnt/Y+krLDvkPJpsNUtcQ1fW9187v +x0FzfaT1+TEG2GCWOt8ZvoJWRI9ozmvOwdNn7jT3SdigeoZ9yXNuAZ1f0+qp +McZy2WunxuEwK7CUmTG5+2MW3e3NZCEdXwFcmCcDLoQDjgzx+dC7LKF74Twq +91oWYOquxIUxa36o5F233FOcR3p7dVbuXcvweiE0/iadLBy1cz173XsIxT2i +4UnawsOrU8PM2fHuMG5zKiPl2RKaD5t+/7JiAbQpfQvoe9mhX+5qzqLGNNIO ++XCCIhIHZAMx5zk5tMCtn+GKdfYCuiFcT2UdtQQD++2d1P6WoMZoLna9uA+J +3lstfhVOgOpc7akzmfnw3rJ0yOTVDDKtuKFg0rAKijP3CthvCcKGp63FnNEg +Mlj53O8kSYDItH2hbRp3cHr/oFmeqQKZHF48giaJcI09KZghPgnGRQ5ta7F2 +I+PrszLkvQRYnn/9SHH5O8hgVlWsZg6NvDft9ZBaAV0BysOyMrKgbfx0rz+p +E80FqJDmHhBAVJFD1e/zZ7Dgvd9YVtyMyuzpgvRMv8C5Ux3HCi4RwWEyTwnX +PIKMljIeq73sB/dXrnfDhnHQLdWRNZ2/hKx/1jhcC1oAyV+qAY+a+WBpQSZv +OGwMPb6zj+efXYM7PcKulz01Yczps1Tq/BJKYDVauKu7ANQsck3LU3ywoTIk +VYL52GXJZoUzxjj4k6Uynx91FHjmjzLQjk2hNItKHp5aHAzSnHSr9eaEM70F +x5d9e5CwmnegAubTFCkVVfVJTMFkUI1DTWkW6Vraf1e8sgo+J3C5RXUc4D15 +6+8hg1H0ncuD64QkHmTf6j516hIE2bjHT22XhlAn+T9Plxk8oMDYYxkvZGEo +4krxr8/D6FhWafmLL3jw556O2l97Au2KFjOapNNIUULRpaYcB5zSB6veYpzA +89o970X6EJqQNSCvJuDBIuplij2bJoxTdweGaPcgrUtydnk/CXCnukf07pQJ +4L08Wng2sxBHkbnnUSzvNOi5PfedSwZygycsb9tGEFmWKJO9Px4eKq3dE/cV +gOEzRQO7EeOomPvkAn3mGsgmPM973PEYlOzzUx5EfkG/mNZbSTC9yLQRVHQM +SQGb+UbSU7NDqNTY77LzLB7yFM+9SfGWhUjHUladpDJ0izLwqFEX5tuZKj9T +S5dCgu4vYv+gHxyUfM5g6H4GLBlilv/9Xi/wSf8FzvwOlEh7+ci30jH44kGz +p7CBg+MdyR9DvywizqRj5fHBizBPvjKqTs8LXMbPXBvNBtHZ7k2DIAkCgJ77 +yZdmGiDD4v32pd0sktVKvMl9YhU8M7cPSr05YKPIWPuFwQTaYL8lkuqyBoEK +4tTK1UchK3tjStluEpXksnUeEVsD3tpq9fV7ptDivLbnuzuLfv0O00T1K+DP +K2po0MYCgl4eDb4xP9B40Y83CtfxkO+w4VA4yQ9XeLwMcWfGkM7DLxtxm2vg +OZHA2zUoC0do6BSswibQaU8qzefWa7BxbmVl8/hj+FNYHla1PYj+POqm58H8 +ya9QZ3XzhLPA+uX567C5SRR61V+hjHINsjPkF5+MmwD/WZngn8yLKFhJGRfA +twRm6MXEDiEbtC9y/2hhGUVNWff7+ZXx4LFAXxTLyg80vSvC5NoDaJ+a1JnW +jABO1yISkxpdgOr9ox/Ut5fRpOPg0qnMeTDpSztlSlIENi/mxG9ndKKzWUmJ +jN14+LkUX8D2qxfKxNKXYhmT0YxL+u8X1d1w44kBBR+2j1dfmw7vDiwhrt/l +ZvNmC8ArZzxJ0XwMvD39iapk/Ui1IKdcMoIAV8NkeHpdzkJly/LsxLUllCLd +iWtcWYB4NfVnvjns4BN27F2q0RwqOUQeZeu/Am8YVK3NlFlgr8ziSV7CJKpU +Uz11mmsNXm+c4trIYgeZdCqqlpkFRPq4qtPSdAmufZM1Sw87An8/n+6VCxpF +n3PtJXh48XCoqiGIxJYPPFkkCV88BlGa5y1nRWECJA0Z4mMCpeFWU4u/jXUL +yrFfpFiyI4IYjm/Y5JoL2Fx0JriwT6Ok8Arjp7k4eF9q2hPKzw7Gl37ceTvY +jTKIlvUJfwnwQ4bT+JnbWQgPH3zYXNWIdLh8J2lfEcGGVUY+i/MGqKHxoS4M +b7E/+GVCMLxlGMQH2Yrxgtmo1K/H9cGITyUt2RDDfRU58VqEhwsIM+YdZtqo +Q0+Z1J9zxROB6SynKL9PITziSCeJfNGKqiXjOrzJCJC84ahRIt4HX/pWHYfs +BtFlRSrCmCgBDKP+6e2aSMP+cJbj+xNLSF7z0o9T9di6OHxVzlb6DuyDjN2F +i8toRuqlNu+xeRC1w6fQZbIBidANyd2GPqSNZ3/bGk+ABzllluwVAOqXjdhu +LM2h/KbjpGEMKxCkPTu47MEBJj3utF4nFlGPzT2tp8xLsGVT8JeT/wiYTcwx +056eRV0sTVw5l1dhLj10PbyOFfqJjkkaPBjOzx+tlDiF+fDQSdeHCoZAN/6v +rkdvHH2+8kBpsHQN/qRdJ65vMcN25VGR23yT6GWvSku66hqkuJskP5LkAXmc +vJeN9CBKFbIbMTlJgOC5xJUVPwkw+nHJJ0vsM/qsu2lzA9Opo1ecovLPu0Do +gsLv9/7TaF1x3T3dHgfkEW1Z2/2s0FRvq2gr1o/efnc0swwmACtbV9XL4TPQ +nUPZm30wjMiVuuRzPuIhbS3ES3DBAFxMgn48uFsJB2wPVoyHiFD7j8v73HIU +3Hk25SnEMogCMwVwx5UI0DB7Nyo1/zica3ieR/+sD9PHPgmqDAJEF7IVp2a4 +wcGJeI4fHctowueqtdryHBS5HsqLf/wNjHuuHaeM/gaf5bTOUnUQgetZcriP +SxjgUoOj7UYHkOfxHPOfZwnQO5VewWgvAQck6y1ZM3WI8VdJiHUpDrLyBNPi +0iZB0kT11MI1R3RP+PQztfhZiBX5WptLtwq4sWO7U87DSKIrLK+6CQ8uFC/8 +Qui4QIXnw4R6QQ9667Z2/988AY7ZP6HTPasOW04klxsKR1DHGY8LZ1/iIVDs +Y5fNNCd0fLfBaX4YQV+fysf2BuHBNqOKkoSSBZjSJToSQgeQJTDF2F8mQL9u +Ak1/AwtckJE+u/WxE4Xv/3Fe4SMCM1H22aFoQ2Cc+SvQTD+GuLvEPxwjwYNC +OLF9m3AElL/YPzUS6UXlmQnJ9wcIIFEt7AjnjgO975ei6wwD6EYS2Q3LOwQQ +cE2CqhNiMPhxeSqZvB89fxm4NIH5HFHXqajUaVfAKT0mfXliEEl9Y/2Vj+Gk +U1E6Z/UBC2xeKLxo5NmLfI192JJbCDDf7LCKRFRglPolXrq/DXHaSL5hvUgE +BtRnWdVrAE+6dZosDwpRrDD7L9N1Ijg983lNZvEK0jZpnHT8B9BIWBXV9asE +eMZ1Om91nAu8L2bS3Zf8gfZcbpwfcMBDV2xZ2raAM7yPupblxdmHkuIo7ucV +E2BN/M+Tj9ahMHdcW3GJrw1d1VuYtziKA2a74MZPLlOgYW+0ds95AAnF5B8m +MyTAiMv5C8xsYtD7Z+FM5KdpKLoeIDQuhQMLjRi8X0wZbO+unyroHkadFo7T +3mtzoPP1/FA41SLMvfq6b18/hnJkNq8lB8xDwZHzGrGa88Bmq8a/eW4UHa/c +N+WWxoNcKv/MNikXzNh60HEXDiFLc0MxizU8sAbNhxyZUAbGNJsIjsgFBPsP +FeeyluC0RhYzuT4bHE7cD8j9OIa4SIzlSMfWYL3/O83k5BHYUPXu3nQdRu6x +VG3XMbwZcq6Gb/9lBtsq9YKj9wdQRrhvqq0RAcilmOSi8gxgdXvNJ+/nInrB +Gux+R38RMq7ytv9roobph+3fkp4Mo4e/+YZTG/Hwd0/C9JMAF8T0Z/xYFR9B +f7M3R/PT8XCh7W/lkSUR+Mev/uLv1zH0kKxQm3x4DYLe624OJz4EDXcf95Wj +46hR/ynOoGYNVP9JU++zMEPd8e3Ljl5jyIv8A05ncQ2+OUZbXg5Vgo/4kL/Z +/YPodUySxwQrtu+6Yueq0wzg1kCL9tHqGbQkHVS/+24VrpiPkXlvBUJaO/Uf +B/sZFP7qIOTZyCr4Uv+gWllkB9Ol9cw6zmmU8V2Di/AeB79Um8/6utoAzk3x +0YOlaThhcfdN7REcpJ+KSqtrKAGa7pJeUvw84gtantY8tQxue3EPK2Weg860 +eoip8wiq8BUJPP0GDyxn+hN180WglbYp25mnGJmQX1JPWiDCpaEjKnMuuUAL +bbJub0fR0Wi7gfnfK9D+8fvvNzqjcMPm6oyitz46I88QXxL0BfRvBJrrjxIh +KsCP4xthHAm/vWnNHboG725+r2Y+pQhNx5plr6Xg0aSKa6LAuRGYDLKdkSkj +h3y1KN/3uWuo8vWL4/uPxkE+2/D0nBE1cB+k1VxIXEZfk0M9o9zn4eUDMVvV +05SwnMdBWRQ5j0QoyG/qBy5DpTP9BHk1LVz5c618xncaMR91Uv/kgINP3gEq +l67rQwvn799rUguoXKdhdGd/Cfho7edSpWnAUZDrQtDYLFIwZdRxHV2BUFaJ ++oQ0Vji+mYmsWSeRUNT0v/Yza/Dvax+3rbENROiYCVrRTaOKm7sUS0U4yOuy +HhILFICnu3Z40qNz6HoEF8NywQoQqKeTS23p4NYtNUbxzVFUfZYhhpESD3ym +Mm87TypAroJHZ7HVCKIJ78qQxnKuc8/zuhMKL2DttUep6O1p1NxdeNvHBwdK +Y6pmx+cvAcmvSpqnd8bRgKdU2EHBGnAHeKaErbPCRyLzEpVEPzqytR/KhukO +XpHN8qTsXcicctaJkYpB7jEUpM6bRCApe3kn82wufCkwjetSqkfsu7iULxmY +f76uz0yaGgjXpXaQ/pspdGmtbzZmEAed+OyrRUECkPfLnSy3KR8tBIYUnMAT +AT/kjt+xygSD7OmdyZuzUF1GS6WC5qBKu6Ku+PQMZNz7/+PhctMuUf1NP0r0 +0ayydSfALLeL6mqRPDi8kph2GFxBhwWc/t6fnYUC9aLQzKLD0OI3veGhv4zo +XB/VWvbOw+9s0aCL4gzg2bhS9W5nDnXwqnru/FsGCxkhHbb3NGDA2qnWJduN +DCpqESMNEY6k+extfdMFykGdv1aJk4jh4WlWKszvPamOc0gOogd/h1PMsq+x +cdqblzu4MR/YRD/pcYIOvOodRitNR9CXw6c9Z+PxUPCvKW4Dzwpw3z2Bfa4T +nVIwN3zFTYTIdG0tgZU7cPxSz/ynxwNoCzTSeAwIwO3jEWZ6WwA87B7zWv6Y +QI7Sb8ndL69B6cU7Cb/D6GGzrMFxQ6QdNahyvo06T4TWNn69jwXyUBs/bfMx +tAXRZng6RdsSgZfZAc/yKwBi7xV+cGFsQ3bHjEztjYjgFpX3vPS6LiiZ/NNJ +jhlCLc1kgdIbeNi3+pBpf4sVlpcn3V/71SK/jBgifSkR0xVXNvWg+9Dlk98k +KRSM+POt7bv/+33RlnCK5e8MWGms5hK82IlOW1Xf1hIhwlMd86caoQFQaSA0 +yKg5gFKO/TnZgvl8RY3TDg7XBKBtf1P42MPvsPHp4uKNeiJUm374VMOYBSwL +gdFUm4vQlrtyeuf1LOTy3j36omwEfKcHhWx2VyGu6P6S+ukB2I4iFA+OjsEm +ITCHJaYFbZWeW8+lq4SJ9zqqzwFbN9exqKGKXtTw44XVJiKAJ01WScZJeZh6 +NGiQLruI8O1v33kxLIFk8anDeixMYN52Ofe24CJarDX1VeBagp8Jz29F9jLA +3sOP3Cd+jKPBv9AQFbkGs0u2HmIadGBIzE9uiuxBwC5H2r9MgDjebzXmQdog +cajmn1fUKCrlLqhqPI4Hgova75/V9MCxqMYuzT+FHsWSRGRv4WD0NR3PZU9a +IL3RvXY+chANdDZfP8RPgAVFMwNHblZgX7kqsMnZgWKjK3/RnSZCgvc/2dc3 +74Pk+HluMqZeNB0gs+M/TIAPKmZDriz8UF7t58ohO4ZU/Ug7mLfXQDLGYerR +PXpIr7FMNewaQtSaqkVqi3jwC2Nt/+UhB38qQ04k+nSjTLHzCbtkRLjLWtTc +ku8LPcxaylH7veiPNdmX/nICXLZT+Xdy9DyICDjk86kOoK5r3yXXzQlw3tpN +gNWWBR5d8TJObBtFzX/OS39gxMMyg0Fmp4I11J2Rk7jlFAebPPp9rn+IUFQ2 +r0X/MgtoJgeq+wR6kR+rZvRnzEdJndZLuhTrCacpDr3ml+pFnF0Xzz/pJ0AK +55OQl5T8cJxCSKbOdQkVm9yZU6tdAPaRmoQ7bmmwXPHsLKPVKNIo7dq8f7EB +Ehpkl+5WrEGyslqs07se1Cfx5hSJcxv4eBXa5cgQgNHujtab9CVkt/24/cub +BViKlPm+s3IYzMa/hQWgYXQgZvlM5DMeTH7/iHnZJgt0HcfV3srMoz2Gx4ce +DyyDw7OT/0hYjoB2YrJRJOs0qq4XNYv6iAOxL/8uBBnQAu2Y8Zh25CjSNjjQ +OMyNhwmnb5XnH9DB8V3N+Bc7g2jnTxzpDj3mD5Ud01TrtKCNVtfwbcEEmt1P +PLNpugYBBYlBL5xpYYPldobMowE0cftlixXGA9abp8KP87KAAsfZxHXMNz56 +XnU2CfONv2mUrkco8QGbl7gH6c4osve9fWyVHA807+QqzAdvQ6KOZpsF7wgS +izqi0J+Jh8qU3s32d3TgTV34YUNsEAWf/vpYX54AaZbzn/HzMmBfSmF+6Pow +quIQ81bswAP7jFtr6kUteEyVO7lA14Fw+6xRJRgO727znszxwnCCImO/Zvei +8O7jO3Z1BHjtvXD8yyIzkDvunYwlDqD+CAtNbXUCsPBH37OptoKlvxqaTL8X +EW1/QkTKuUUQlZVrsS9KA8v8Acnhk21IxOGf0HUDIpyXuVhURuEHEs1fnz2b +GEC2d82n7bB8cWvJ7IWiPB/Y3Q1++pdzAZFNle5G0iyDhJWtmc9BMtRVe124 +4tMIy38NGf7dxcP7EkUak8Uh+DQgLHLnAje68PFvVIxFMHAObSc7YLlWX0L8 +WmB9C7q33M2tYkMEqW4Wktu/pCH+3neFqvPjSH7Gf96ofA32X8TLNhuwQEny +g+io5HEETqKI9t0aTFckKVwrY4Z79bsCawzjSMCDRqq+bg0Ylx5yvHpEC0I+ +Jh06TR1or0TUzECaCAMGb3HH47SgO6P0rvHhHrQz5yumvYvlO/lva3o6dLCX +wzIbGDyK3qiYbvbw4EHriUroOTkaGBE6f3L8fDcat6zzq6QiwgMfawtqBitw +DdXXXpHuQSeV83ubtrA6p4l/ZcthhvfJJNYP7vWi2+lOhY7tBMi4yDnRXsML +dcQPg0LOPWjZilJKGk+Ao+2rJy/s0YK7XINT6J8WlJWaUPremgjyhnyly36y +sFR4M9HoUAkK/60d6osjwsHecEizng8oc6ZcHN1qQXNHJQlV2PUPn7wPaL6s +BWUMpbIlcr3o4Ymle/19BHhznFdZ5AozrEf3eFxbmUef6alYWhWWgfzcWpaU +cAoIydSLuwt2IGOcskKcEhHCKifTy5dugek7e96NkGKYdhC0SyYQoWLubKlk +tj/4rpYLq6T1orxZGQmfegIkz4zP03znhTvaRsISNGFADd5eJvsYfg7ZjN+Q +TgZFAdIjJYcnIfOY+Q+XXzi4nUcRT+pbA+s+W/qPn4zA4sHJpMKIVfjUISO4 +TzoK7U9HO+k3+tHV1jR56fsE0Obu9Ckal4Urkl2HmrQnkf2nH7fM5dbgXP8w +pzcnMzAddSPo4CbQscvdh77proHQftKs6m1m0N7RO2RyZBSpiFcoFCjj4epH +swPXYWrwtJvPpjDpRbEnxU0fdRKgNdr0WSmpFgwaXKzkfjCA1PnLmiOxPJW8 +Lfij5zstwK2G4d3rfYjv4ah2Yg4BFH7UM3ltUsFvj4P1a7MD6Lb8nlkkECC8 +OvY5ucZtcPRyHFIsw+r/+vaJ6zUEWIx51JFEzQykGW7swcGYrwhYCiRi+bfs +wgePha88sMdu+9f5/AAyXb/Zq4Tp8kyR+m/d+7SQUcWRQxwYQCQKFk1zGgSI +uh4U+JVJFvxkzO9VOn9Gc/h3KdYTRFA5eTn1Sqk3WGknVpr59KKrPm/WT2C5 +NeuNlRLTR03opvvtbevfj1QEnEccPQmgvkXHMeRxBO7k+FA+P1IIb0JaHs1j +63vm6OvOrJBkcBWKtin6PY30t16cUBDA9FFnbYj8sQXEXD+ilqTeiJbaqc69 +CMdy7qBOnpF4BJyLu6U7+34AGTS/UG/WJUBV9S2p8A88MHvzL41lVw/s9km7 +po4S4F/EY554lkwYqdL8pPNzCFmLT23qMi3B7Tn3BNn9WUArD+1UUpbQKuqP +b/Cfg/K9smndqD74FSH+Rmu+Fa11fIP3P4aQn93pR/5YHvX+uCioWVyLLuQ/ +f5BOOQx8lRuGQkF4eDAlszr7pB/x+RUL/fQiwEn/myedA6WhdORd6tXnY2hz +O+Rm1vwa8L8nefIdWxfF5Y/s7Fg+NfryJEgIy6dv++48WiFhhvpJ2vl/lH2o +1y2s4FIZAezKHzy/QEENAvz7s+9vtyI+7iPXjCyJsFShV35N/SzYH6WiYVHH +8nhOIn8qpsuz+T6+zoy0kHosLsRZpg/NvRgbu15IADbxmfUdSWoIfUZhoHx4 +Bj3DGxt8YsXB9zPvB/l1zUHgZPjYdkA/qnduKhx9SoAp3q0PXuNMEHema4Pe +vw8pRGeua2dg9/lNN1JewwXs7bOjedf6Ec/Qo8rxZwRYu85UvK9KC/pmGne9 +MR64KPV5bBTjAc9SicO5HieAhYmSZO9BC7opcepc5H0i+BXd8Vg4Ew63cw1y +9odb0aDB6SRdYyJs6axfZpU8C2dsR26aRHWiBCWrUWcBIuQXX0mgKGOCli2W +4w+SOyHvitrEBhfGh10PPr8Vy4RAoaD5mfBhJCl9W5SsFg8DC07sQ2+vQ84e +K682hhNLGve4RgwnieMfOdxLHoH3dK0Sm2gfeveqMDS6CONP9+z8L1+54Pzf ++nlmrWmUWqwhhgvDwcja4md1hnio4byXH82+jCJrWeyGu+Zgc+TEVmVBB4jU +ag3uPBlHAaO537yfrYLWdAO5V9cghASX/2F/Wo7e/bC+h7MZgE7nfe6rigSQ +kRIBJpNuxKS35RpPSYTaK4t3nP5IQoCeGe9RnlG0TxX7bEARD/8sDqcpGx+B +uinj2jydPnTjhDrjt48EzLevuYuZUQPbN/kXK+wNKPThVYqnSUTYq3Y4F3xM +A8SNFJ5yuvUgU4oXT1rXCCDifOtuvB4tfEimcn4ZMouOk3sINrOuwqGDxyLG +BeQQbaRIDDjSivoXFAPMbxPB5s3h1/wtTEDecQ35THejB8JpD+cPCFDHNGkr +6Xsd5FydOlfqG1CzyBkrrzdEWLi029Xw9Bg09/j6uAl1oe3oiPi0Y0TY+XDJ +c7FdAja2FBdO/+pFXqRSw6SfCcDkvKizpOwFvZMLbqi2Hmkx54/1pxJh2VlQ +7r6EBhzjiJA8T1IIs70Syqv/nfPV8x0OWzYBR/GNYsGf0+jv8/abcxg/KFrc +Spwpi4Wy2H9/xi8Pov7vKg+dThDAoFEpwJnCG3q+a6gxvPuBrnf/ZKm/hgfh +SzNqSnfCYTuRpFs+6RO6F6+wS2giwPdf6i9NfvfAKas/nZ7HU5EoR+lm41Ei +cHmR+LDsdgLXq/ywc8tNcO5Ma92J5l5Y22JsHcB8U6n1++iliR5UJO8sdHeS +AF+u7vhTbYiD4oF60kmeVcRcJi4BPrNwld+E69goGfRX3jDk+TmDXNvKfob6 +rkL/zuXWAGAATbU2B+6xORTKfNJa7egKtHfsDWX5kEHxyZc8GsETyO/PmbnS +O2tQnmr/rMqEEjxZzyaosveg3Te/mw+2CeAoH6qzu0MBN46l5Q++GUTPytWE +rPiw/ctVe16zhQGsKQPuWZ4pgf4chhvimI7zudYoig6bwjftmK5jD/vR4EMS +FlkfAjys1V74/Y0D+LRr49daRhDZTw7TRn88fLCyvlmGKOFzkUqfsmUvusD4 +i7qyA8sFqoffXcWJgt+qD3kczxz6NVZpjXJWgCZj/UenmQ+kR4x9Lg7BdEdC +NDMK052TAu/NhqzOwmhduqDyfDfCC/4cz8FwRfgDbg+IDOAe5yi9d6IYJVB1 +6qcRiVCXEqn2GG8OzkaZpQkrA2hEROCCGuYnL0YtOsWcwZQv5wnzP4MJ9AuP +OzjjsgaWsZ1sojM+wK346MHL4T4kf0ebdj2GAJ0EsgpP7L2OuNRo6W73w48P +TZZpdzD/4//3qeb7FACpw5PrJWXIcTTLXvQwEdpUQo3ZT3fCvo08XeQVzC9t +WJMMpBLgq4260aGNWgjrEnodcqIZGdHLu771IALJ7OjxU/qioChxZ5c0qQWZ +RryGc1juzi/c0qU9fATOOQ9yOTd8RdmhkdlH+zG/lNlxVOA+I3ykSrUQH2pE +3uNXpFaC/jvXeSg54BglhFMvWfxz7kVkxkSEbyXABlsen92OGlSYsonSedUj +zl+XSaPfYfVhfF7WJk8FdOTiAp734tGAharZ+AERrGaif/cFUELEVxUSwdsY +31rga2nsiSD0zu6r9HMGUGkMGJpqr0Nfx6lzpT8Q4bCauF7loilIHnKb/WfR +hNIjC3xJnhMhtlfy8arBUXBIr2bRYvuOqqYJ47/biIBjcxO3ZaKCgNWbm/yu +9egw1VT5Cjaff4I0h6grRUGEfc3vVvRn5N5aZc6O+YT2ooLjZZaPoZuIC6yi +6kWtFe8zs0cIkP6wQHcuXw0G+/3DnawqkVlxHN/HYSJMKlYNxNEwQtaX2gqj +m62IZijntw+md4PnjfbXGY2Aj2XLI7hqAFTmU1fUtAgQMTDl+vZQMkCCbGlm +XS7KYON6FrxFhL+/zMSfmLnBy8Xs2Zi0RiQYLDWrH0KEp/ZmiTu3joKlPr/T +t+MdQNcQ+M3hBBEY3p4g2xv7CAPzqwcR4XWQ6HcgrSRGhNZGsUGnoCaQq8yy +evVgFtL8Gu3fTCyDl/x7VdDqgWgp8fwvTLWI9On9g4kKIlgfz7YodxCDotfT +Ptfpe6Dg//1tD/dmMcHh4X4atzn3tW5UMrbbW6JXCWTlpaYFE//3/x0Qokpu +vHU3HbalPped3yNC0i/3lZoLTOAZWahr6d+F+mRkrpKzEmEiSd3FWJkRBPti +zn2cK0HfgsIF8lawOih3Vvx5rQIKyVZCZ8+/QmFDqcb/9Qfbp1A8rbFMCbKZ +6srOFeHookmGtiA2HkImas1uQgWbLB6k2Qghe5tUq5oaInQ8JVkJ7jCEDeXW +7DLuUTT86cv3VUyn5AzTuwTpKeG5bLw53WQuGjOg7nqF1f9sWrLYpZ8MECdt +HC0xV4W481yjMBAAnQas/JHnBLrEH4INoeXoS7KNEHGWCHqDlI0kF6jgASeu +62xxBXr1yo6jeArTI/YWRb0YF+CvI+MPCS1CSgKkPQ/XicCj8E+9gVsMZET5 +G6Sz8lGLe9IvyV9EcJhY0XwZogL1EhuPTA3r4ZVD7efuWCx/PT3yi24iD1y6 +dY6w7Lci/n99tx2vE+GTf11+vS4DxGjy3mgorUCNjvGEz9hz9zofBMgOGsKp +c2VPj7u0IpYqtrceFhgeFBrTyp65gFRq0vLXKoTqd/sjerH6ZM3Q0ntIcELo +/AkrtiMTUHPU+ReixEFVg3qTk0gfdJonGbJPLiOaD1f6mHjmIXM9b7lGKw28 +Kd8OtEbUQKqX/p+rN9bAba7WwTtiHJ7/SVWdbGpAmUGxYIHpLOx+e24dIgqX +PfZFDJ3mUAv+yekhxxU44x4pqutHC5tBQj3GXyaR18QT9IZ5DUiOEHassfea +1eg7OUE5iZxJlJIdNdfAc8uJSk2FAhjObvMOGg2i0NIzQTGSBFhvJP/8l4ES +nk4F1YSQ1aKgSmWJK5+JIIfTj77KpwyDP1z9Q1A7KuhKuCenjuUyhSoFRox/ +qi0FkmWk+lDj3/uGeZjP5M5Oy7p4gx4k2G5Lsbh8R5K3Fy5ktmL4mdz0hG+G +wBiglJ9A3o2UM5LlB+kw3U+0qvdZ4YDu7CtsPVf6UbkVLbXYcwKcmljJ/XmF +Eh5p1i6t/OpCg77ckVMYP9tePqmwMSgMV4g7dLfft6G782xqNpeIQCgzU3dT +dYWSwhOJDkn1qLo2McP8LREySmhLeEmUoS4zK8zjUgeqWdZ4p3uKCE0rRWSs +GvTQdKRay+FkFcqfyT6T0UuEBPNjya1tBnC470XDpOwqKmFyl5mwmAX+dZ3T +XQ9TQa6KK8btZzXa0BSHH/UYH/7h6xPWdQHx00MvQr52ougjd9gOeIlQxPQq +/OcwB/SMpt5vHJlC4+8a/YIQDh44tQbO6MUBSd75xZTxaWR822no49UlsBoK +ZIglHQdbG3nPsv4VVNkXpDPFMAPMbPS2YtAD9SxVlKsFregqGQm7mykRvnJb +BOcxCYMG2U/7O409iP5T5sLXGQLkFn4vv7vAAJHeESqmO42I+XMAmfVLLNeX +mTV9/scIzd+2v0u/a0AUebW0P2OIkFl9i6tYlApadRrpFY3rEVkIcWgjHeMx +lWHvV4mU0Fv0INpBvxm1CnUOc7oT4UJYF++csDJkFLw0Dwx/hh7YJm6X/Nc/ +9stypKU/NeB9a3+LzLegde1/8ql3MB54+bwDedIDhWF7wQf7MmQkOxK1uID5 +K/igo1RtAMxCP96Puddj+r53+xOmI4V/quNXyDigRi5rSpDmG7oycoX+axcR +ruK0FAeLKKHe2+0kbXYToji1Q9/qi/kZ04D+fylCMMGVf3q6IQOVULsJP9jF +dKdwMUQxzRnedVys+vWhCbl/oHL4gF1vm/IrULX5NJxNaPFXXv+GbvTP0vq2 +Y+s4w3XDy4wBcp74UD7takJOufmHVryx8QODtLFQI9A0GNl6IDCKqBqjJFbl +8XCPMqQFZxALy27191OMy5Ai83An+SIRNimsalyaXCDnXpoihXg9om9/HVqa +SYRgkZxXQcwcIFv/leWcbg+QuqScj90gAD/Lzo1lqlCQYw89eal1Bl3Ov/on +yX0VAtiMTpHfLIem9YwxR7cpRPfYyNeqHAdOmyRee4TP/6sXZxuuz+sYt4Hq +5Y+huVcxHj3Ue6ZlsApFHEtzccL4dmJL2cLIRghMFQYrU2Y90eWmqd7/zn+e +vfspqD6WEdMjxzfyMhUwtazQLT2D8Scn8TRpHQO82U/dsb/7GvzuW6f+1//q +U3+8CqkfNZjy0ru11Wegs2RUq75Ynd88fB1Wv6sEGrFbp12eZqCZiy+MP2Lj +EwE7F5gOU4HM3w4G9uMOgO/9ELCJ3ae9P87HNJ4avhwsWcmcakKLTJUmtQFE +4A5ZEZGNN4JPlS6CZ2hykZDtsfPyv4kQUFmUq3CYAZTva7d1XK5Ai3UWSUPT +RBBstzOeCecAal6mIbmMD4jSPeXtuT+YHzPOY6m6SQU/IxY43//OR1bH8TUz +PzGfU8fm3LuM4YR3oetyJ0I10inWHhhv3y5+EH1NzwW8uyN+diuFIwqptAf/ +9QFbfe0dyVSnBAXFLba40Ex0QrhDggp7r48T72emF+lB43Z6x/6HPnC9FDvm +l0wAWp0sidboEGBy2dWfupcN3UeLXg5uE8GnfS/9S4khfCxy0nzk5orAK+7t +CHb/x9foWm6Su0D3SnGJVGQ5YmAIVJjDdJDBKvXmeigHHDN6ZX7foRWOVX6s +2DInAkWfc+D73HBIogj6G1n9HdqLA7RHK4ngEqD53SqwEDzGuSP60iaB76l7 +mUQkDg7KrwtEjDdCxB2qVNLsILRtUyf/CHuuoXm/ufFfIXhifNfp/cdiyCSg +iTTCf98nqa9L4Zhg2co62TesBLRx1b3uq0R4pKVb7pFzBEhL47uRXSywUzs9 +OPWXCONRK9X9TtRgYfSFQsHwKxwKq7kYPYBdP61LQt2iBMOecosnVdKR+Tnn +VxaYb3EiWJ64Y00FH7k3SnnHG2BQ7RqtdzQRDgXW2KRivnex20oxRL0ExJ1q +9E5gOWUsmzhpNWQIB86u1KcW0pH8zmz6X6z+dU1as/Gv6KE5TveW1M9QwB8c +/f5fn+oLDr7H3h5lh42LFhxzcs8gwP4ja8V//Z/lHt97pE8F80uaWgLf38G8 +lcZaGjYfle066Y+8wiBu+TOlQ7cTOhRDr6WIYHpUxnz+R+sD0L+0G8LFXwmW +cwt5D0eIQNtpVUDkPg2xzJ3w59E5qHJ8Fvfvv36qJn2hF5boYUlzWvS+RRv8 +aaWne3aFCJWUvA9mh8LBYHvoLzEtHh6/O7jVg/lz++e/j8ufNQLSbrOq2p9t +EDV7acrwAhGyv5IHV6U9BJkzdIFSXdHAce6QQdp/dX75lOclCzu47QVFv6b9 +AmFrl+14fhDhwantD994kuBU5o3drefDMOGoMTaphof9OEWcuEYTVN5nCSaP +aUecH2zCckjxoOU1bTZ1ZhhuS6ib3Cf7DLwBWjd/pBPgoClmWy6hF2bdVXi3 +cksglHGPXR5b948JQi4L14VBZE7j8ZtXLRDq941w5D4ReJk09LmOHIHcr9KH +mWAE5uf2Oc1T8aAXgJ/P/koPJTuRut0WjbDDudbLGU6Eu93a4sb3KEFnpa5Q +7x8238DpQRGsDjQZC3OF71RhJoG4zPjpG4RqZ5Dc6cDwD1uf0k5QQejZzkNv +5IaAUgCfnUeG+ZMuS1GVXgqYeyFtcrz5NTzluPqSDKv/n6XgvowaepB/Tcry +pSUWCf0j1ghidaMfnj5VEmwE9/dpWlvC8yDp0DCBbxPjjQzHVSp5dqB1qdCT +c26Av2czJRfiiOBoMqD7+hYVNAbndnPHfAOtVjH1dmw+6xolXBmXhKFrYUm0 +EFcALe3u11Y2MD4pfOEdRe4GIkJGp7W906FL/aXPaQxXr1QO+b8cVQVjckfa +zstNkKpc/Sody1M3dWu3GTeweTp5tFe7ZKIrcWvdbBie6XxKLexNDcDpyXs5 +JfoPcKn+XsAvbJ5W+aonLnkmAenhG49rTbNhzZT1RBvGJ6kvpab9E11hgMxq +0c6qGIYLZcJUsLxsufRQyk2GHYL8aoz5lRpRkFLW6k4oEc6l+ymkySZBB22x +FUNECdphSow5TFwDcooBxfX1UbjyWf2193ATCio2qpqV7odTFLTe9w/wEGXB +ePjq7TogmOhe5MzD9gvfMIcotwi8pK9e+EQ6B2xcffLO1Svg+6vtQk4RDTS6 +F7Q23ZsBld0XMZOjq3C236n9743DMEFY0V+HH/DbuqbYzxYPRo+nZeEOBTR/ +/Sdxl2EASI/f3TPD8jjVSBTVGJZHnEOmX7vMtMAqm5ENwvxDuulAghubCvyO +CD+lNDkC/NTvTC9648FBP3HpmSuWX655L48694DjXtEuG54A1YkDBw4S9HBX +nH9VrMQdanfVsv7rB2L3mcqX8u81uLh0P8ojqxv+vumXrCYlQsof78VoAXZI +4n17J9WzH76QSzWbehHAMN3zwIAR4ytTNa3lw21gnZNQEWaE3adsdTdnTBhG +PTc+7lQ0Q/bMx0gOVyJE/Pn1lUTbFTi49pRvX+4EG1pDDxuMT4zz6S4JBigD +Leq4N+7aC4er0q0/Yrl+3s4s5+tlegj88bP8s1YLPPx0WeCxAxFk+4Nu2HNe +BQmlFSpytXokcSvvsS7mi2pP3l8TP54EDgXTFa9utUJi6hWJC1gulolWLawL +eARTx9drOMa7wfLz5w/SfwlAKRyr81mYHYQWHs/RmVfBza/RbYNYfv+GGwm6 +uZkJ1dtplmz1c/DKvfbJnYMF4N+5W9LrPQKrQaLfjfRGQTG3OWnGdQW6nNi9 +OIPHQWAFl70Q0A0eOXIarlnD8PuS/q5n/hrksRK3zKW6YPHnwm3WY0RQv2bc +xNYrDDQ/PmUdZpqGWrs70bIFOGiSb+IXjmACsQ4Nx7PlvUCT5LghXUMAsiez +Cq89mCFFxJGF0W8EtBPiYqQi8dCgaMbF9Y4SovxL02nmOyCteFYjCcvpek1f +n0TcUoEarfS0Zf5+8BaxVLB+RYD4rB8VJY+p4NxoTqSWbTFY74KzBLYvrhJc +s/Uxv6Hpco3RSaQLqMo49nyxeYrdbB+1JLsC++mnN/+y9MJmoeLkryECTNVe +KLdyZQDVnh8V1tUd8D2KT7VZmgiaGk+2Hq1ywOUF1j9K5V1AMtRjUc+E8eE3 +oUTTKipYd3CrCC3tBTneY00PsPcihOB6D9JEoOaNDm/K6xoEE1I5VFVEKPts +8kMm5DFckdXfkTBuBWN+vUPj2Dqej4pST/FUg10+k4NL7lVgJHD4Z0UPEdj8 +DUSc+BlBTKzjkNb3MpCtWWT3msT451wCT4V/FjzvHbF8GdAMXDezQ2MfYeur +qnSp08EAbnA1frZTaEb2cecKhDyIsNCZGv298jHkck8Uak61AcVJRQlnXSzn +cusZmPIeBb13QsrZOR2ohOLSlARWZxNj90t71G/hwu6pNxmmQ6CQLroj3rMM +KpyPH/UPToOfkf4SMTQRbp0/qNhIIWA5s//tp6g+KDYmFf2b3AQXs8lp5fyI +oHSPKjtCXhS8g8/kaoaJonul4r//081XlxRNJYyOQL3Hc5286E5IUTz3zUKA +CM/O/bxL68YEY+dOKb0wCUMfcPvcSv/1yWmWe+JBSQPdMfcbH70Jhj4jnX/3 +sXGbPuUUwzM0MODuVqxyOBRlOPPPXvivb6E+hYhmuDowZAUaXl0cgPLTGlXz +ZwhQmy+vmDNBDXJj4e/IhtIgzJtm7cI+EU6GPRXL6WcENiVnobGt73CNCUda +2oz5SdbyS1pPDKE9J+LnR4O7EMXt/+q/frb/Q9eZR1MZ/W1fmSuVSpQMGcoc +FUq4kiFkqCRFpkSKJslUZikyREkJFUnJlBAZjjJnnmc5OI4zazI0Puf3Ps96 +/3if9f6119rrXuvsvb/ffV2f649z3+dYVwkrh0WQ16hy9ohZKapEVseNsbmU +6NVM8JXnB+8+ZV/y0EPM38o3ecD2O5WWX0fsAuXB/513YNXu56hW+vMtcokF +2XrV0Qy/q+hN3qde/C+FUHXib9l//HF9xsG1PVE6KFl0dItY04pXil8E3u9h +odvuiKHvyBo8SRbuL7mRS/gluaLC/BsLyku3socrj2E2WurzVHUnIfXMhT0Y +Z2Iz38rGsfNPkXX7TLa5VDpUHuyj27P3e+lStWdMvhcWLjxRnd6XgN1M4g82 +qaDCJbJu/agI4p+ZvuKY/4C1anxXGHls/Ym+6nZp013cbqgTG+F+RtjqPbV6 +31N2Tt9qvwsXu3H3A2PCra2VEKVw1y4mioErAsSH5os9iI7lLt/bWgpFV6WU +q59ZKKN9kdijoYC1G/1+6Y6PYU/HhjPK5nR8tn5tt2xgFXZ4rPQ2qpiG/PmC +RSunWbwPeWFGr+ODbvKWw0KhQ+CQGtx88SQDOsu63nnL8+HmFx+3q5lt2F88 +rmS/le2zWXubk7p0MMiRGfhZbwCuseR13zsYqC3Rt7hVyeaKI492/XpFgvAn +Ikkployc4J8PEx25cfOrJtHZoheNZTwm5SeYKEh98mZZy2okFGRJGP3xJVzh +0NMa/s978r8Gcd4OtEa4PGW7GKMbVRqf81ISmLgnlpUe2rMRZV8c4+inR2Co +k0AXptOR+enEC7oRL768nP19IaQZATJ5AvVsnsdIbnVIhxx6N88c0XpVD53V +50rKolhY1HdbbZrog6SFT/qHPnUie1uT0Fp2rj8xdPH7wiNtrGbUx6rrjOGc +5LNCEV86stbaB/+7tRqExzw8ZV4tmAyTu3JBj4UbkS6ng7utkM7XdWl3Uiu2 +PeaWuKjK5o3vNmvkC6OxXzLW0m+sBSlb12S572NBmOfGeGfHNVQYPA+c6epB +xOjNq4YXmMhkvYivqN+IMKL1g6RPrwlysl0mDmxdjTg57PJ19TPUzA3Kxa+6 +iZ5bO080XmT7AcNF8KndGCLiHA5+VqsncF6g39TqmgZ1rnCY+o6MAbo1NXVf +EcHdYr5lfF8/bp1UOXuPxsDK9/Mex0J6caTKvv3oYSZmCU2tvRQ5tK7vS3v9 +morkS+b0pnwixHYQO75c4kTM5GOXmFEKfoWZaWQNTuKt7aozmbe50PVzZkbf +gAyuDYpeGoskeHhLR104zQWN9it2hsweZA6ENmW4M/FT34nML7IfW6qk2hMv +TuFYS3dilicFLgPEiQN53Hjart3V4kHCfBbx8Kf6//yfZcOK8Uc8sNjVL1r6 +bgJmpKMv1ExoOHBy57r6WQEcZCxYTYl2gbHf78xwHxPbZrev9dG1QsWngtFz +p8dQcMtEJfwCHRxViQ1UggjqJ38EFUhMYfRkfqPqSwqOHn/LN2rEAxep1e9a +nUegsODCdYrdPwn073pW3XIY9U55N0johNnEshvWk0zES24cX1L1g23xvpJV +PL3QyPMlvD/DhMMLrr/H9u3Hq+ry350VEzi1OsAhz4gGGaeBK+nBq0ETFNd4 +uKcLHDouPcNdbA45LmpdWXwctgoRYY8WyghN8cGtjuwc9wT8RjZrn2FdmZKo +PLowKPM3pqaTifaO/YvZ96/Da8jOM9ZxDP7iEu772XVfs6yAXS8RnH6znC+6 +LJPQEXM83ZGdx2P9aq88iXwEZwcjx0yvTtxZPNJYLjKN0ltcytahZDbH8SWf +95oCOb+BedpmBO56DWlqniTUv54O7L5QgJsFdYNN0xPwt9puqiJKQ4vt3ne1 +JbMQJSfQZa2nkaB57+z51+z7lWfYrZs0CxkzLjmPG9O4JPD0ilE7HwaXZxHH +5EhIGOE7eXnZLLKN8w/HNvGgSVxDv+P4JJTkfLfo7qViNcEw5EQPL04+vCds +TSDhx+6xrb7+ZJwvF27azc2L0Nl898M8RKxKWrffU4SG1t+HLUQ11wDHCItO +AhPISJZXrsqnQTom9q/qmc1w0nW5FH12Eofi0RCmTEVC7vOayZV8EOqMSQ4R +HMFq8XcK+/7R0WwvVqRyQQndhZYtJRndOHuU1sOdxgS/pQYvMVUP2Vy9ceH+ +RDCHlNe9aadiUnt5cq/BWjSK6YpWl3fAhjw86MjBwrxOkaYO50mUROfVBl2u +R++nbWqrYlhYNvRXvPxnIFSf8Ho9XjkBuRsbN9YV0HCzOb9FInwzfGwlmWs5 +e6HwajHrPxzumjEypWuZBI6EwlVNzGl0vhH3ED1AIFj+PSkzOUnGZZni2+KW +w3hu/kawR5GBpCe/TucxlHElLUfwXPAsJmO4Y8IeTENs4nS+SQofOG2OkV7H +UxC6cjvPuf1TOHr3vtbFxzzQlN1gvS2VBPe062Hjj8iod6jVVtLkRccZ21xb +3Um8dtK6cNCUivQj5jsVo/jhnD9s3M81ACWeXNnmEQZic/I7zt4/gGjxQYVl +M2S0HUvX6TtIAnmD4ONUAR7w//g0EuBAxPXKv9w6E1RUt3HOyqsJ4p4EhXH7 +YQcOcD7dGrSchSKBz0Uph2xxZTBOOnx0FIqTPp3l8XTQe+K19xHEUbu8w2I3 +/xRCFZx2TZVR8PbgpfLN0WzekJjL6pYaxrENSw316gxwGWaN9zjvwPXrFYu9 +Nq2wLFy59/Judk5PH7N8n3IDmoI3xEgXB3D3cvJKqUYGmkWz31v3H8Dyt/Pz +/L1EHFD8Re5OpGKsMkSo3Gkd9G+ohn7mbMee0Ac/74myueiT9RVPAVuIDccI ++TZ3IcpR++TRCiZYl6I2sMaS4MCX/0KmuwXDMd6NS2w953LeHG205jrWch+4 +/oF3DEMGnBMfI+hwZD7dcY7K3hexVX685BVh07Fc6YQ5NlenHBoNXJWB18XW +ZQc03bFdaN/1jpFH0NFcvcaWzSOlq1rK6o/PEGKIe2qDLhaiXSA6lNY1g2fx +Gx0ts0bwLCnb1WSUjo27pTPsjqqC4zzHFycqFTm7VTlqLIjQHVxqrMzkxP3E +VpUgFRpUyrud/kxOIEXLuv3Uy+WImZCgBLL9/mHEtLQQ2/8vaK26NJTLDcd/ +u6x2tA2iufHFy8/BDCgLE69IGBnh+teweZ0AElir93NWl5GhrCVqYVfGj4LM +/e6yBAr8Tox7VnJM4VTTC7LZKCc0tgvXRF6dRKbJaV9BWSrqO/28d71bB8ve +Az68wR24QRDTEuNiYeY8cZ/CSVtIrmw+ROObgM/RjyVH39DQ/ipLyltrKxQG +PUipLBL08ta/czQjo5H3acLrQX4k5ceufOszCqOLKlf2vqJDOEfyR4XfTpQr +W97xm+3A0bm2gJ1/mDAVbFcinLmO1WWR2wLihpASa1QbfpyBnRMkKSErI5zn +d3w+5DWNwFvKX3enzWLFtcL9Ly3Ww0z2jVO7eg+OK3T+041kwnxFVGdHqD3G +uxadezYZQ0v3552BXywk/nrQF2DxFCvOilZZir7DwaPyRevZecFE5+/5V9qR +GNocWB2nMAGrm+QNVWk0ODTHfdtjsBVry2NybjX2w6dhzdLABAO02MtL2v8y +UZE3wdWpMUOo/D9jP6GSoRX/Spm9vuzzjnxWJILoKp3DlS8LCLtStLmXGsjw +iet2VXGfJuRsiTakTX5A5O5cDludWTDrexu2hIzhBP8W/y5XOgJ33p8Mr94F +Gd9xp04xOr53rxPeGj+OuhHJINkVnGjBz84j6+k4OcigPC0ZB3nL6L3jglxo +4CBtlRGlokj99Pv40EkcP85p+Po7JyT4OHP4WGRsMYBAng4Jqx9lHp27swJH +7TOt9erGcFUvI5brGB1381srOJoMsfthTI+XIRW19xvfWxhOQvDHX+Nn33mQ +QyhxIe4gIdatcwK/yKDtv0ArmVoP1Y4N58q9BhCsd3zBvoGB55Unc2sWTyFi +z87nc1ZTsM39nk0NoWAzcfhq9VcpCHG2izT8JMP+a/FeD1USNm/Xjiz1XAkl +vfE564IJZM2t9D5iQcMzuT19f/XVUWyr+ynd8j0sy27NpPawcJIZmLGc4y7S +NC/esM0ew+a2G07Jduz1Z+ZJ03iMwVPWTNTqJOFlTLF+3Tm2j+ZcXBiYFYL3 +yK5tEyUTEFRe53jIlIapnNxPK81OI6Awpa1Muh87rPY4bPjHwBFn+YP3Sp8j +Pu81dcqzA+bumgIa7P4Xnh2pO4W7sCjJdH7sPIV3TnanonwoSHxd12e8TRqR +h++vE/bLJrjHuVdUJ7LA2HWm+PufWpwvdLnhzdlP+EA/szZP6jPs/C+lab+l +oFJw7OrNIRpeR90Mcb35GX2sH3WhVC4oTRmKD5YTET0Yu97qORVbEivuKRHU +oV73QU5wHx2PnNO0g6XGUfuZqPOSmxu39j6rc2b7waqDT0t3s/0hPch+0d+b +7RdFLZrbh9n+IbNycYs1CbuavxAdogWwrExWdzZoCIdOSMrNsPOCT8X8cMmg +OeQS6Tv6y6g49deNZyyFiL7pzhzTHfyQmKYW7Ns7g+zumjlVHnbdLn3x9g8R +xh4N+uOE2il4qIlOtShQ4Ou0zf9+jCzCLW1GNdnn/NZmzetC9jnbWF760P3+ +DHg50/QfKs7iIIqiXy1OY0RBiJ+8cjV2uwmtWZiYxOa1M5sC+inwWbNxUM5T +HcsSr1ncsRnCh8rqZ+dPMxBnOqGZ8sccWCdU518wjrJv/RY/2PeAm+z79Wha +HPLtP5/nHSKBV8ItOs6ZjEKFBwWZGZtxmJ8/dPHTBB6p3fY9rEPDV4tT7llR +7hh5dE35gM5jgswO/gbRBBZWzChEKJbWYa9PzTs1uyl0XDm5si2A7WsankGz +1pEQitNU2jE2hZyuu6sebaSALF9uF1YkixjjuOg3v0rgp6yoJHmfgTcuMyce +twxgl+GmhtWGdCzNeW778nsMRQdlNgZs48YfT+dnn85P4eG508zblygQnYlq +9uDbg+QETb7wDXSQ9FtOGbwZR0aDgRvXDx6kO/8dWaijgldu0zbX20RcUo/1 +5tvNrkvSgr8qm+tGrL7Y32BzXRvHFeXPWWtxhdyi+1tnAlUlepZWiTRsWTw5 +2Mt5GKomaemcdHYu+Jncf7J2EtuL7xAiz61En/AL7/NfSHheoM6RZ0qGhb3x +xdz7olj+J9vyE5sbClZFjKxgc0R2rZXQ1VPbkcXJsrQ4MYFV+d/4SsNoKNl8 +Ycx39Bw6wjlLOC/OYkuj1pz062msFL+70+S9IHqvmWp0vJ/EzWUTCzu+UpC5 +eW5Pmp0OPpWO9snPTqBLk3LfUJGGJ/sPw3rcAi206ieC9USUrK7/rJbK5sPG +OzYdIbcgTQoWdysh4SqZa1N2GBn3228NThVuwdr3H2J+XR2GX7Z+ooc0A2ZD +413HDlzCu4zHB1nsfj3ADHu58zcJnoYrRl+0l2PWfOtLxUQiUmaNI/urqNgm +//Tmh6bbGOprrl8nQ4Kz7jmhV9yziIm8/8CvaTuGrH1fVlhSMPzbPqxSZwqc +p/YYNMxXQu8Ic+W+bhp4PgSVij75jIXyZ4qGmXzwuWmVW8/2dXWDfZz2bJ93 +cN+6SnQvQEy8f+qpIB01vyt2d1WM49KRTcNL6/mQUfetQ7yOgr4Hfgf+LE2C +3l7rICG5CqWtTemP+Gexdi73d7IECVsP3rlk4ysE5pflRjZXJuG6YexGyjYq +Aq/2S7PajiLpnbRL9A8qMi+f+m6jQ4R3UfOVrc9W4VIlV49ENHv/4dkbrHLI +MD23cnuosTgKRmtCkj0noVU2PP5dnor9Rgov21RVkdMduawsdwgVTztC+i0Z +CPHqePK55jLyNz0+/fPsLE4deXbKoGgaZ//+y9CpFYLVeWWiqcQkfivrEMsd +2Xm0dTSt/I4+BhofeJz6RoQzv8jdokAqIm8Fy3f/swLVT/Z8ls4QDF5y3DI5 +y0Bwl7mDXEUUlooPZ306TsbYn8AVt6bZHMEbkSTwQAJvNptMpxeOYt7Z4+Lb +FDr2z4V9V9hzGcdDjoy8q2iCYZnuM+MzLNAHaGvGDyRC1C3Z1FmADAfvHkFb +MgnB4p4XaM8rQfyYL38icRJJQvEGGmv+871U5XhLPVXEfNFcalSeIlywsdzo +0D+OpE7TdTne7Pz0eiksT7Af7VvL1hCjZ6Hs91fj5BEiuAR0VlCD6FigtTIK +xMewl+PMbb4rfPjS86jGtXEKeWVLe5u3s+tZopTPedQAH49ytQbdoGOP0ZPP +snJjOGwa5qmSzw9Ph1AF46005J3kqVNZnIDL436bp7RVCB0lF667R4HufPGf +qX1T6EpX0bDbLIQoUnol0WcKnnmb243cKPBkjPFzFZ5ARe6KDRweNPAXedTz +h0zgtlz5voOaa/GSEX7+ypZZbFQm26xfQYKPulLG3peSCFotYaGZS8Ldbisn +8TtkDN2W+Rf4U5md/4oy07cTsZa/MOwwJw1p13+73t1wCXVcwnPVbG68KRzi +SP83if1r0wpnEoTg7p8fPFc9jVUx9qrq9rNY6g+9269gAKfEVZsVZaexfWtG +FWN0FobDr8Zr3E8iFmKKr+ZHULDuYn50HR2L+3qNT3aloyDW/ooMW8daydKN +0Wwd072RFnzHSBoyb0zNK+ancDk5OF5xOQUvzWUIA6evwuRgRAYzfAzR5jXV +xStpSGzdJnvCtAuUyPvJxrc+Y8cl9baKXhq6+S33ezWm4/HRxGzXbhKa08xk +CWfJCC82yGhiKUN69/39BpvGsGiQNzcnRcN0iZmH84UunJLT2vw2mQ7/CEiP +VY4i+LEwoeTTCtiRJHplDtDh2XDPmcY7DtXDma6ZjJVwz7ollfh8Bj/Ujh19 +lTqDm3ybHv6sNoRUUtvSTBwNkqNV51v1J1B9TuP5vrq1KCifbuATo8JU369m +KmgSQYxfu28zhVHzYfPibQUanM92PrGlTGDFZXNdR+/1KHt1+VcUO9+HOAT9 +O7SMCKLhhENNtissxws/Xvw6i9pP+ytvrZjGUY12lybIwGpMIosoMYsTmd8G +t/KQcCRNhHdv+k6MSPl8uTdOQY5qL3OkbxIRg4efVHBuQjjvStnpNdN43Z3L +s8SYRRNTvFRx6BrkNb+uWfmCDIVUpavdcSSEbQ1o+CFoiPO3dJpDumh4WfUk +5M6zz6i2P2ice9INLdvjpdd4zSJwt9ZGuxfTcNNIYdmabMeUR9lFWTsKYv9s +/TXuNYXX5yNl20ZzoP/Z8YxRBRmeX6B50JeERH9nGQ2La+hxzP2zj4+Op7Ey +X88WjaPX411jKOUV1lc0fRfnmcWD1tTqGGkS7rQuXxiY3glxPdUBmQuf8Smz +LeiCNxVeIQXmjfe6kMOsblPzZSBc6bchr8gngmHdvW1/D/ZhffbJU/R1FCjs +MY+1qPEj+K460XafOIVAroI7Gu6D6HTbOFV3rwVDur/UT7H7VMRALadTno7b +6aezWk+P44IJd+2r7jXYl/M0rPkFHfYp6VZhIaOILzyntl1oLT7bG1uX+JFR +ecczTLaGhJN3LG9PtBrB2UuTt1mJhggXx/JK0gSUk05k/j66AfVbxveUs+/z +s3NylofZ91tfdJeNnIw4/pVMFX7bRUcvT8PTTTrj2EAjbj90RASLlQ2fvw2R +ca5JxkaPzXWHlEsTJecvoPSbXt2sxixoe4e5H9KmIbzU+4irVQHNqQ/NK17P +QFwtteF60gwY/PPZC4L7cO+Mmqt0HAWOAXeWrhyYwht843wjIAGGToCx0Qky ++vW85psm2b6Rm5JcuP8aaj4WDdaHknF0UFL6ZCkJfiPrGk9KmOBjd0c0Q5IM +wT3r1Y6KzSCsT7sh1eYipP50vGzXpCDgF4P5vWgKutLicx/MVKBp6apbe5XN +FdyLCqmlbH+26fL64J8Jklc0a0GEhIRoVd0fK2Zx1cydedskDXvvxRUrfgwk +cB+0ddW2Y4LZQHZa0ukF7oXI0PqbEMqw3bl+xzgae1jzjyNpqDTTv6hWwNaF +4ZNfKr50E84cdAr0pLA50vnF8fGBGVwW+v67z30G015lJ+ei96FWTeqvNxhQ +/NJ86tTCEMJ9zhlvslkLvQT/0QPqDGzaclpgi+ww/vKzTpXfWYdnA+Zrixzo +OOK6iifg8RhCqFLcPa9E8PjeGk1lgVkwhF0tIkRJYErtFzaROoTCr2eSrV2p +OEq3t5UQnsQ5iaaMjf1bkXpY6Y97LA1F4nG2VkYT6FWSGJbl3gIHu1NetoMU +rHE64+c6PgkSZ17uR+sd+HPnp7u9/yyULIk5D9OmIRKlf+j7tsuQvsrh+LWT +DNwROOPiSMK7S+tdg3p0cS1pjWCCPxUVujNGPktE2NwtOTBbKIXCfo/0fYGz +SFZc1Bd+NI0P9drFT2Ot2DxZ/ZNn0xQsHt4y3f2SgpQk1YPBo0+w88tu7vnI +WRDd9APdY6fZOUe8ghZ3GR2h6S5WGlQkbt2r8tN2Ejzvl7I3iuxETW+aoELA +MH7EqNhaizOwIUVUpTk2DYvXIhUmhGZwSXejreD0DMTe0wcF/1Rgq12BZNY9 +NlftN76kwUvBpw8qz6YPVeO3tdf+TRNknBWR+OJtQYLX4YFMfhUgrdB7TeQ3 +OnTcvu64qj8CcekHJR5yQoio5jpFYuv2uYt8G4XYup0tMyuS8lIY1sa8XTui +aDBm7E/zNZ+Aw44VRXPVYrjY+IKeU0aBDW+ezw3+KUyEGoiYWp+A0dxS3TS7 +XmceXHO12DgJ+9L34lKlsnD4KEvUYPNo3rY/NcsbiOh+EuyooC2NVf8i9wj+ +pUAkKMDZMmcSqWYuj0SHduKRmea+28YUWJnkZPilTWHy0UI0dbUeGvucTd4J +snnC86mQykYS3AMVrW4KXIMa9672lmkqZi/l/HK1IcLXM7flpo8d1tPzmiQj +PyP77GMfwz4akjOCRviXp2P+rIAOQWEWR0qOvPBfmmb7hZ4r529v3C7dNdPx +YxYddkvMIzzTEDyz4cCWexpYaHHpFkggo8ixkxr/nIS+8zM7DvTEwLP2E/1+ +/Bhe8A5G6FJo4FJV/6H1sA65Zy1CHPObYdrM9IhnMpDyu/LEUGY35p7JBi3J +UrBHUC38bfMU6DYeOkQlPYzRRB/c4GBz0Vf+vVt+jmM8tuNKcuYWnCR5PGh5 +QIeC9FVVn5pRJN/kq9+YK4bAE2mNxez+PJffnKPH7s9rfGLbHq6UgYRUG+8T +dwouDcUx+65OQay04JuEugo0dt/zUeukwcSrTtroxWcYC/zb7RgtA9+Z7nh1 +m1lkyH/X+lk/Das8fe2bU1rg2MzhkfFzFiZSEWfMOKZxonW8x/CRBWy2lLV2 +vqbgnv6cU9fmKTwyUuC6aLADq41IBLIAm+fLbFwXNrJz1sTJHYaaLhheEz/3 +O4CtF2cL5SbqZxBUJbaYGHUVR4TDiFz72HnVrs11IH8KPASTw9VcungodTN4 +2ZYpnPUpfK+ZTEHRhUypweYCzCu/YmxfRsFdsZZHMovs39V+d7dI1BJUQb+O +ZasZMOTYL97XNQz/5xyK0Q5i4Eiv9oriYoA3Jnqo7OcwXuRt60uplMDyMq90 +hSkarl2k5mq4fMbvazXcDc9l8HHk2LmK11Rs+B75vTCfiIEeg2p37Z0w0NW5 +rV85i/aDLzlUzafxd8Yt9bz+WRzdL8tj/owOFU2DhcgHo3hr9kqpLFYeWXdU +9atoFBTYPHn2np0T+bRTN501ABaIIre7rSigGZfemoibwuoz4tYBlla4fCDc +KevVDGivKaRDyTPQaNWUTwi5gc65ow36LCqyuFQMZA4S8TOs0Jl1eRdcMq5Q +PbvJqH/M8ybLnoRU3sYU01WXETGvVpavMo4tbq/Hrdk5KebZ6fZSg3dQt48j +P8ki46NFXVUcm0MEqkU+ljtHIvP29oS74VQoP3/LLKISIaO4aHqq8gA4r79/ +vXOwB8e7L1D+uTPg6p5t/VmqAyE/558kRFGQMFkoFmQ8hXJ+h8R/LVYo2aad +zLWdgQWly29czwzj6BPPbr1N0lC/Vb2dNkrHwc4u+usMts5oT0gHnZVF6k0p +7jgCHXku65ev2TKKlA8mOxdtFdAZ2jpwjZsG1hVlhZMyRGQ18+t7O+7ClSML +JlXmZHQuftm8nkmCcN6p4XK7S1AwVnd2O0XHqi2pTwyej6F/Y6FSadsO6Mw2 +eZc2UxG7ZECQDiXCZX+ey5SwIRbFsO14GgX892eEd6lMwYCaPknstIGu1k5Z +E7VprC+2OfSnbRYvmvoenx57ApPU+7YvPlGhLn1HtiSYCKs5758XTHdDxPDi +q3XMWZxkBr8dZHOfwJt/17PDLoPwomL/y6UO1DxJOUCtYuB7+uD+C85dWDP8 +p/9d0iRqvnjerOOlIpwnqkZm11O8NC4h3XtPwfM0zu1Unin8XMHp5tdyCC06 +8R3Hlaho3WRTfax2AlcvKZTt8m7H38kVf5Ve0jFhqyBOD2DnucZU5/l+Nh9G +BXieT6fA+G0I84PSFK4WXh4ga56AR6bkskQ9BtaLXYzvZQzBlCm15vhGebRw +GHVLG9CxI3t7ohsHu1+KHKn/8lURui/4md0+KugCH3SbrCbxsSmGUrdjHww2 +GB/mDpjF4UAl/vep07h65EMCyckHTsOfykzY5y/cTt1exD7/9+Xzob8KdyHM +JEzc6M8s/G43i3H8mYJeYIigqqoFaPUc6kfUqehQ4fNyODWJNPnJU7bnXBG7 +mjksI0QFz4SB/vLoSdilT58RtNPGH29N36a4TPhkHLlEZ7EwkKF8OvDsK1ze +2/ljOoQCleNXdU9bTeHiTQ7va3zhuHJ8WOvL6C28kFIbqfnBggC/zowu6SWQ +6hWZfYoBG2nbL27v+iDRY9icHvkJ0SyBR4ofPkNYQU1hRz5b14f/UD+vGUNn +2jXHuVAKaru2xCUdnYLE2IW73bqHUXXILOnsbAuIn+KNDz77gNMvq6tJVCa8 +vhSKuT5lYHlAqYea6iAK7xJ8w4cVIcmd+6ZBhZ3b676JF7pOImu/2y/sd0Pl +rlYPoQ8MNEQ/louPHcAtoZVLB06rwtiqOt8slI7zMqRTNkJjEMl35Pbt3Y1b +kkEXuCvZebt0H437ARF3XuZFUXQMECqrG7KNncO/xCYnPk2YhG2Yz7nikZsQ +bJpU3v2PBkZyY0z133Gc5ZLUEOTZhzDdr/dd2Vyyd8NmDzeJKeT+udqzPOQo +TpWlvFOLpONe24/VzcvGMHR9YduZwis4E7A8ducgFf2nOnqnzxNROvZDMfOi +EVaomloR9hJhd+LalVXfqXDNfFibmZwKzwePiGLqNDRrz7/mHphAhf9wrIRN +NKRvpGfOi0+i7sSLe48OsfXsV2XHP4dCCK+wfXzy+RSmpfaR72dMInjJo9V/ +NREzo/JvgwLJOK+Qu23hPQl2ymLzskon8fJNYfbvCRJM5hNaNtiS8XdrgnNx +12n087buczzLwKDmhrW39g8hhPYvYlXOTui8tx88f4QOydJ8j7a2MURd7Fvx +ysILoteD1gyxfeFxktKU89IwPuWvGVYP3A2hpMOm29fQYVX09dRA3ThuOek9 +XDujje2t/HJrO6iQLl9Um/MjAi+KX70aNsPIU5EYfjkKfhyNmz5Uz97HjVbL +9Na7MBnd3VClQYOvRuWZ/L4JtKcIHoqbNUChSEMn7T/fB2pxpgTYzWDg4vdA +LllHhBraa8nlUyG57GxNaQ4R2xvN59S7AsAbeG5F/iQV1kZqzm9siQiTjTG6 +FWKJ/Q5+y5JUa7FmsbG37RALAeXZxw/d/YgjgZ+ltfXJ2Cr2ei3HAgkKM8Pv +usXv49zbK5a55qcJh3O+7bmTyoJlS2/b8slaVLWabKM3FkGI7h8uSx3F1dzT +lpFX6RAsNZAX3JqIbsXt+QcoFVBQ6rn9uY2FNebzZgfdWvA6bsxQ5Ishvp/7 +oyB2gIVDp1/3e7r3QCqWct64sIyQd2NHuOJxJlrmqgwDjDrRnWH0oJzVCP7D +dy4p2jOhduxu8NVjDBj947X6ljyEu7q/pdpn2LzhcdNE9C0VvBvNDfZlEiG1 +XFp5oC4AVg7uxmJXGeA6PB8Wxz+EL+4xt0N/6cBqZZWB2XIaVH9Yx1nJs3ky +gmebBrs/i98UX+XYRMPe0IlPztxEPPxHJtTrWqGLvIJi+34aTWmlFd8cZpEv +srCbEX4fw97+2W946FBrcv2eOjUOlnt/+MwTU3y5rKy6W4nN2+TAmifryAj8 +YfnhyHUveF35s8b+/CzovCVKqwrY+m+zuOyqUwjKuEg1vkI00KWDPTlWEsHD +QSzxCDoGY65xuTESgxBTenaf69keFEkqLTD/NqLOIVGkdP4piDnNicOTLJyQ +d4/K6X+LKNO4P8PaI6Ant/3kc32B3klNsXN0OpgbwjrX2TIImoFHFd8eGkDW +oQtDdcV12OJMzQiKJKB5fkp/hLMODy7nC4qcYuG90Hbds6Kz6PH/2ruevc5i +O4G0heUEyPo6aGRKk3HsZBOv/eYZaP/7jcvL/bDaKX7J9gsDNfVfv+bd68eC +XWBdW8Z+bIt42kyRYmLt3RCX1Jt9ON0R+8CXrA8HyyCHQ0dmUS+x8My3dRoL +N6P4K/+GQErZyiF3OR2VRUYjO76O41psZ+WvE4ewKn9HxuQjKr7Lnuj1ayYi +9VzP8tup9njw7fg+aU06ije3/FNWG8edoArFZ7utcL4z3L3gHRle+74Tta+T +cLIwzcjs3TWIRfRWNzPeIlrY/M5sEwuvjlX4RMyVYGouS19GZxLkj60vo02p +4Dwh9i94bSReDLxN38VLg8TlrNOJW4moD1vd+znUCb+uXYyM8RwndNsQa2Rl +pqHo82824/UUXn/1dPqbl4mmRw7G5hY1ENX4Hrn9HQuJh/pSZv/OovJn4XFl +nyn4Oq1+nS78EWGi50690C8khPz3iOD3jpzj4ywce6owkmFHge8fSkhwxBQ0 +RAPdK7b7Q2a1/8ZDtkzwZHP4Lhn04rS0+ZnVn00gVByRHcSen35levajfi9+ +xwXvuD5tieuzG97uf0uEYlJXyNqXVAxJb1/298wtTOZOcfxl5wUNkc6Q/Yvj +eGjWJM9Bscb0vS0lHrfpuDnDY6K9NAo989qVbXauuF8tnx2VRsOe2GseYwoT +cFK5k5Wk5wxm1RKzdJEM25VB+q47SVCL1744MBcEhW6v7D+fqggaXqdolIIu +UBJWx3DeYuKhxZ5n67yqkFRLJYw3slD3oUP92rYk5AxuWjqnToenU8/aQM1x +aPp9XLfSzx0Hgm8f3fJ0BrzvcsO4FJoIhz+s8ZxqJ8F670GviVgKjuaU/J2L +IaK1XWxavaoD29YEnVfZwMSXLY/1E3sa0Vx/ejzAohtb7zS6fGXcw4vkD5Fd ++dUIW1p0PF3LwtloF43rHmOQPuWC4+foaPSP+ibjdv//+3xum+Gk3iYmtH5+ +63es6AN6gyo/UY7Ctp+yV+tPDU68VR2OKmHhsMImQfKFB5B3/Ti9Z4mB3zsS +SdXn+qEpcHH5e1MrSBn5/7gTQMNlH5Mfq90mIDe759DRL85QvnjZaQObb+1I +/HahYqPQiH2m0iJ3DY9tii+Fmw4Q3t97od6QOUEwju88Gvp+FhbOMoOR1XQ4 +bTljIy85CgkXSdPX210weq9h0EVoANOuFWW1/QzUV37bVTN5H7EL7/2pK6iQ +K3oVKJs8ib0qirD4Fo1pamiOdjQdI1ZxY8FfRuFA943+6+sPWaM9h016ewk0 +CZ7UCQca4e7RNFOL1iFkvPKdPBbwEccvONRl5E6js+H84ZlfZCwFmXMK0bxx +T1SWwhvWDffl9Utjz5jIlD6t3PR+gLD82umqsNM0QrTLVRUzYTa/CA7JV3X6 +49pMnF7CYg14D+92DGffl5z7R3QjLBqRvyVa4kZ9O8pPn2t6FMbECTeL1YqX +h/FY8m6MhRQD1v7RZ5x7k/Dj/qJonQALVq9j/nmS2rFgD6GZTScQKW/Gvmss +VFhsPjQo1YxAMfvzhlvPQCIurMByhN3/3CZ/9V6NYLn7s9sBAq4Q5g6qymZz +ds5QlzxX6iQeu3GJPLG+BcGdaXfEKBSsLxRy39g4iRjh6RVrDfwx6XYm/ymb +109eW/ktI30A/6LrZ475XkZWzkpnrqJxCG6qOXF4HR1m6kZvj8ol4Zv/kaQ1 +07NY9YY0pjI6hQtn/WkuVuUQVlsvf1drFKG6h94FFNJh/rQWq6aeI+72bMHx +B1Ss5Fe6FdBORG/z6MaoyQDszfhdvdVzFs+P1xVcvD4N9eQtuo05pahqetVi +njVFMB6ysRovnoX14Zsvv/DUw/sCk2dhYpJwWtusf5MGBZXLshjE9AYUmvi+ +a1kxhIebxpJSFenoXbaavkahC2KdApH0LhJKUkOuHD9LRmnlTY8W7SiEFU72 +bHvORD//TTOLq90IKJ6412fkAa6xuxvkqhmYCux3/vF4AO+7Xy7F1V/Ghfqz +/1RVhrBqA+2gkAsD7gPH5vb9zoKAyOR4jzsJR6rLzio3kRFMTdn56nYgtBrX +GNT8ouP9L8VBfskR9LldvKOSdgVl2r6ypeFkHJL08jYuIsGNJVgmEZiIyL1S +Rc87J3GJ8jDfL58CNTeTiP6xcuw8L3PdJGCU4Fbe6OD4mA5uC4scR93XcN36 +UnpDEAVtErpVXArs/g+bxLPkT3D6VRI3x92NOI0q0rvfdDDMtM/57+/FW6eB +zGs/CATJa/fVb6MFUZdueD1bzsIQv2qMwxATB4xZfzmXd+FVhMTaGQN2jpv7 +XrR8hokryU/UjLM6cZa0vFBM6BK+BGQo93EyQNV1qz73ZxgrfCbt12+8Atsv +hOoY2WHCWKxr01Z2Dl4XcHY0Ki0X+XtHH/FsI6NmSKS9TngGPQv3bTr+3IDL +2cssEUMKlG9zP6h8NgX/623Xfwp5I2rom83uECoyKspEL1CI0Org5fpLS0NX +FafjZXkqhhnWDar8RAhO2BdcFGnFzdPJY/XbSITzSim6H3tmsGGyWHd9Rxu6 +PudZbftKwhNx1s06EzIcCBP+Ref9seFfzmmzpC62r+tV/rnChNuM1o3Clg9o +uFuRvW9dI/Yzrp6zbp4gfPsZkW74lIrtitNXe9dOYWwovifJjYJxHqtbv03Z +nHHjeB3l5CiSi4u117d2E+xC42tXi9LQ9z5X7efOIsKKszWecz+fQ2nnjzVO +0yxcMjIX/s3mxLKXSfe2WrdgQ+eRvqEX7HPeVRRwSZJEmNhq2ig0NIO25Uyf +wr42KC77cWP2GAsyAwe5Lbg+QS6NX/lUjxd23Fwa6IimQP+QsO9zoymE9/p8 +i/zmg9kebpE5BgO5Vq5rC1L68ezSMYreuQdQF3I+5aEzjYsqV0/vcp1Fzqrf +eY9vf8BdAwFZLhMKUu445aSmTuH2TB4zztUPb8zIYiFPCYi9JWB59hoD9iO1 ++TtLB2CmaTKa4j0OxlD9s8M9NBBT7A3iyTWQv5K7h6+ahZP7A1aFMN8jlv66 +KFugCFPX/0qkr+gnmAn3reDpnECV0ZRnBWkW/8pFXu54wsB2AW8JJ/lBCHv6 +5d7rfojhcKeLHLYs+Fnzp6c9bUZ+g/VxnlwfcBBcSzyiWSh8evx1d3I9IvT6 +aQ88AuCWtvyNVdkE/mrKONvtoiF5448vQyJv8Gak2YFRzs5XPrc+PHlIRPPG +vsYGyTC4bjt4frcuAx3DM8NmX4ZwRTf7484XD3FLRO7m9g8sDDcpfpT5VQ6v +Ba+e8XVFeF7Xn0YqZeEn57+3fvsIaJEqXmcd9BqVTmXLPN5PIiyyvTFqioLw +9Sccnbtfw+zuF1EeIQocf573QucUnnbfmtty/CWW83EZ1tnTsfzs+utliWP4 +PFchxsHxGPdqH6juqCgEkR4akOzfD+89P27ETjGQlSnq8fNULTRVCh7HudcQ +Vi5ZVtrYs6AwJ6OZ+b2fELygemlo8jNerDiUkXaAgs8zLmfX5rLgs/JIR7Hu +R6wpPGG1QjIUDyXWjq6yZefiYwt892UmcVBQyTqv5j4iJZLi3saxIKba1teo +XI/Jh4ac30vCEaX+gR6aycLL3Ccp3KofIGHc6pLA8wZ6J29zJM3MYt4y/4Yz +/zTmfoUPS2i/QrjEmrHumimwPoru1lKkYMX0+fifz9h5aZfofvMMFsJtx3j9 +bGsIv2u4IvrCizGZVF0hn8/AtVtPXS+QBhD888AFKelE0HXaPz5vIhBaRmc6 +ZklM1Glb9T3Qb8O+7uMuN5smCdTKT17N12sJ5YvXHf9eoWCLdLHw0UvToH0m +lEakzwK0G/YPRxJwq5g5lnKArfuXN+WorG8nXBJNCM79PYR/m6TU1+14Cwn5 +X5Z+cjQ8QfH9HzUTUJfYsavh2hskpBDUi1bQoHVbMs98cQJ3ClU5izJKUPTr +aTSfb6b2tLzHijfsXCIxp/BFbzATWdyRfirPu6FsdivA/gETFSZNjnsr8+B0 ++mZjVE2KtmRzgaHSVxb4e4XMn2yNQRDz/tatlv7aR2+2yGr9Y6F5rzDFtZKO +kmd678W4R9H9fblKx6UXuC2erDb3kc2RDFWXMkEC3r07crGjKBKSqzQiP7az +59ebS+mTKuBVU7hONOMmCFRtwt5BFnr+mEs83F1IyKOuMVh36C1+lt76l9RU +RThVd+ISD5EJPdOg9rxN7bjK61lx4zQ7T17IyGwboYJrotPrMfkenB5sD/5z +nonU8wqyde97CN9yHmh9UswEeV5+s5v7NPhW3RdMD2Pf29VkycHOYnCu+EZM +YnNdqRSxYMWhYbDOeH/hJtbCRlCGxXFmAPOGh+X/3WCg4aXJAc+OGlhvHj+j +zJxE4d0x0VWfKOg+JVl6cCgZMn01vTcS6HBwbSx5f2EE9Xv8E+abPiBQPzev +TaccpEF70ZezORC973u9uJV9/pOUW8fLu6DF4Z6g83UC4XM9V/a9pGCnnYa6 +NbGWYCp07d9EGR2aAV9mtN2H8UsoyPWXIhX+pvsjNPImwHt1SZm+pwOcC+1B +AcVMwh9+q1hqagu0Plqs3KrYiGMiazl2/mShwfaCPc+5DHRaa/y40RiJ9sVY +scHfLDDzzVRO1z4kmMWvsKmavoN8g80bLL4y0J0a0WHt30+o5D88aPgzHRNy +yz8dJg7g5N+ytRs8GZBeTB0h1xFQVZ7dlCRCQ/qf2bA/fyfwIc7myJ9lT3Aw +gPNiO1sPB/4pvZjeMEioKRSUc9yYifmfgTFvBpiEXUq+lVIFLbC7ev3BblYt +lrkWk/OymVi0Enr+Q6gUyysC2u+EdWEm7E5w2zSbhzO8b245SoTrCmqi0ebH +eCQwYs7OxHDz07QdT5hE+5Eu8UPs/r/XsC5S7VsXdCe2WYVnTeKpikZCgPss +Gu5dy1f4y+5TBwXTY1ciYPbxwiXfTfcwF6bcRrr3CcImX2UUeVmIep/yxyCm +BlvyXu8kLLF1UnVkYnDyCZzSS/a82f4Q4k11uWfYetZ33TGl8V0/gbV3Iaol ++znuOoXnHlGnwQ7ODiafJjBZtHPddZ8syIyvvtjiwYSZrLlWWvF7dD4ws/hT +1I37D4Slzx5hgfJZq0JlrBmWP0jeix8z0Fjo4n/AYwA18sSegRMMNNm8eL1M +rw7e54aXl/JNEJqq6sn8Yb34zG8nHltOwdz6ixn9ft3Ys9fhscnnNoQ0t7q2 +lDJANOS+QyTM4P0dy+CEEzOQW0WYsrQpwQmj+OZb7LrfOF1XK5p4nxBvvj8q +MT4J3x+5j+Sz/fxP9mf9L5S3hAba4ZBsrUfIwTnl89xsnzKLkJvf1IE9n8I0 +/D4+w7/BXcvudw/g+R1Tba4NDFR46JhaqjXhrP6k3ML7KoKoxGHxNE8W3n23 +2XRgTS2W/3DeFtBDR5dAwGPKyxHMf5w7xncuC8PJBgEWoV0YauUoyLvGhJWb +1Hx4yQcIya91Uvo7CHPury+2CLcS9sU0KIun0rFy22KlgMkIGi72PXz6tINw +LFpjj8sgDXoX9Gyq0urQ/e1fZJQOCwkRamoHoz7iZi3lVPR8F+KLXu30ss4m +NEWGpgzkMWEX//1DwlAprh9WkCuLe66Nh2Ke5p9ZmLstPn14Ywfhx3+P6G31 +u54hwIS+TZ6LuGOy9v/7nqXotb2V5xdZ6N/8Ijuh6hnWX2hb6Nucgmuys69T +p6ZQa2phVBgwizC+j2fcUutxon++PbSMBa6/sp9Un9XAL4JEpE08gI7AVpF7 +DuxcbPHd2vZ6D5hp7lG6xGIc2xRJDdw8DP5Xg4o0+zaC8sHdH7MO0jG+4Cgp +KUHDA5nQymM/JuAgskrBQScN0zdnNmqZpMHrsIV/b1AGEr4f7DZbYOFx6XqD +zauYKCytG7om1YdSE4+1ki/KEKz/lGOSMoOv32wzSTdIsGeqrqhwb8LC3g9f +rZhJhCp5pXW5872E9wpq39ZpMfG+Pv4Q15NR0Mp7/zA3fCaYPSBq/+ObxaYH +W2pShqiI/7a1ZO16IkbTxlYPKlXAINgtwn4x6X+d221Ljy77Ru//NR9bc/D0 +QT52ftH1eZfA6COIXyu8xP8xC9R1YrsWWmZxsLWFQJaYJii+kha4qlOIo/+s +mk9w0vF86cbxPu4hhAvkV/KodeNv4h5HS1EGNi5u+eqlNYxwDR+G2d03MJGu +aPDOJhLGz0rPkq/Psvn5ir0L+hBE++DsbTGNsr/P1dviZ/HOWOhlo8w7tIjw +6/5upmBpf2bHxq2j+JqUqTVwegiLEU47jXRbcPlKvpF7Riuhdsl9W+ElJnQP +8F0THHtG0HN7/Kgm+inUqoLzK+ZZkPKRpn06M0OI35vEme5CAtXh3oNSyU4o +nreKT13MJ0yolXV/GE0gbH+weYHAYqH42XPywftNKP2fsXHE0F+2lQm1AcMl +S5cW7P6fUW3bybyvwUzIDrRFRYe+/79j5cLVxbfZLDw90lImSf6ImO1RrQeW +BhB50HTrA1MGIo0fbsvLmEWo/3pv8q5pQh2m/R/R30FpW5MFJW0Ejes+Gd1P +oSAunic9JmcYO2JD3kmwJnBab0NfwXcqIefAwxvR696DQ3vYvP33AJZx3N9Z +fZWBW4fK+0ZvV6KBu0/sg/p92B7VWpX78wWUglXGZdnnsCo240Fr9ThBcp1R +1dzzWUypxeUWjLDr05IsH7myC62/iR/usvn90trAuv2viCjIGBHZavWcgF37 +e4PqWDAN0EiWXl+Fu8FLQml/6uC5KyAxXHcIeX60vHkmHSnZqdvCl5cTvNTH +bMtCSQSSx7Mm1g0y4qHlMM/Fgr/TG+Lvg804SnWz+lj0EROp+5wOfn8L8o6v +nTsuMvEq9/axarkepJKiVP8lD0Ln4MFxQyUq+qxuKzWfHcH6UySPsWMJ+Jz4 +93vQ2RnCu1GqcfTADIy0uB87p0+iNWfgsW3YFGTVPbTH9hIRXyJf3fyBimU+ +r0WrdPoxlUPWTpIbgY+h782fvzKxLT5i9dTrJnRt/bOd14mFF+WRYboT1ejT +mlmvVjFBmIiKEu3goMFsMNOfn0jBDSPjJsqrSVR1Rpj5B7+F3qFt/VdvTsE3 +4yq3jxIFfSq1zDjDMtycMidI5zFwp9Gq3ftED6YLXTdMarSClm8urj88hVdN +h4sDleoIK+2fyQ8mzUKwzjjQRaCTcO7aNxVOv1bsNz305Y8sE/ey4nM43Pug +NO599YoDHbsIReVPrvXCsDJqutJlAEcS0pZZtE0R1oyn7Tq0fwYVu17o621M +RrjFlqM9tUz0jO0++S6mC+3H3zxQ6E4gvDzhYF5xIIPwIsTk+x22v2rmuu04 +GFEEcslj3fQBOhKt/KokrUcwOvbv24EdXbB7G7Q7KZKBxE1aMwklXfArvpYb +FURDau4OGTPTe9jsv3gy/tQEWiYemTzK7ESJ23Jf4Ri2/z0gbtgh1A0Brz+B +i5t7sGWm+LFvaT7BM1KEsfw6E7WBx1Lu+BUQhPKtJdfu/Yxe2kVH7TEaBMVc +lPh5WgltYt8dPC/UwkooiTY/wATZ/vqx8rJufGo4ripeSseq+XxZPcU+HNBa +tb5NjooJ1bbVhq0lcIz4wOuiNQmzTMc4vidEXJ2+LL5GZxY/avY8nvLqx5iG +0pgjpRli8kIk7k5P3Aw5OnP8OAtdAdTXbWeomGvb9yidsx8xgnKxZ8pGoVIj +QFJ+ScefhzIPLgc0gL9wK4ey4jD+hrg+WZom4yGvR061Wgdcey5/3NA+hXev +o48Fb59GjWTF8le3G+CmWdTrqz6L5lVHJwwkx8CVecNO1NQFO0YzVt4IouPC +tQ2uHhVUzDppmf3WSUHFq3T9lYlEVD3VSns4kIEWoXor/nUBeGcWOWPM5sjG +2IFVQXdLsWvrGuPnfRmo216TGzPMAt9ILWW04BGBJPeyUOHaOGK09TfQt9Jh +drl198SvBtwTYyv7yntQuhNacs6fBZIfb6+E/1sIZnw3fnUyEfwqfupfZ1gY +spuoqztPhkF2t+FFvVKCblBX9Z1nJIhp870ybCRhycfi5MWRp4RTr1df4/ck +Y2xBSPG5fy+BZ/hzYWBTACJyJrsMjjDxcb1q/4jvXey6sEZPrtkNTZwTObNs +/rsxnZU7f3yYIBVlvExjWwZyGC8+nZVhoLmYIpx4aJzw6pzO3908dUhMD3ew +q6JhySw6u0zsHSg1lRuvNyUhObf+WO4oC9eQ+aH1eioBhEbJ5s/x0Db39uz/ +xc4tuzSn0g+NES7tsgn9GxYEV/6JAqmrdByfukalNL4Boe6neLRHP0GPo8uq +js2Rzy3TQyocUwgigerTuSklkG1IerRqggUZj+JIeEwQ7Ox27f5JLyTM3+OU +v3+aBkOOj1ErgosJe6pWHhVq7kXS5bQZMTkmIj7Lzp27nw8F/FMJaKnD2lja +uZMRLGz3oQVk7cpCba4LV+z6KkJi9pVEai0L+74KtlGDHyBit/rJmrWVaFtv +1/+MnUe+J+Sae4UnIz5tt9LcoVKC4OOp2LfjLBxvmZF+NJ+OM5kvfMhnCnDN +5618H52FrayWBwumTYghH3abbbgNuTlHjZDzLEjrBLwZft6KgyqFdzNOjoNx +bqroHGjorLmdz/UwGlzr5B7WBNTg6MX1NpIV7HXefxms+SuQUHd3hcHb5UUE +Hj1ehes0FjS4AlhCidXYeve3MK/UCGFmKx89+T0dxTejOVNG6gi+kar++u/q +occQFxXfzH7+XYNYVnY9Ye/4j5uHiHVYfyJIM549397r2Spq9ILANT5atTEg +C/NRkQs8X1gw/l4js1mkhMBw76JMqlcRPGnCWd75LCjrpQU7Rn4k7C/Q1nkz ++gEtW4rOV55gofRIUPMejVowPt5+9l90fXVUVN8XLyGIKIKggAgGBqWAlCLg +BkFERUBSRKUVFFAaBCQkJAWku0u6+9Dd3d0xQyqKwLvftd7767feWqzFmjNn +ztzz2Xt/9uczc+feQYZBRHm55Ngm1vdoTz0VvnYsFqhF9swbk6qQCaeFYU8B +HkaaFdXpnRuQFSoXu3R2FJkcO+6ka7wG/G+HKNMN/VDqTvuGUbUJepusIFKK +5WfCRZfV7jN+/6OLEo4zybqXV0MyhTZfqk0/hI943avsWgfi1jbn6Z0p9Nx4 +LJwsuAzSv3v0HVtdAcEAFd59pR6Uzf3CQTxqGi1+6wsXoVuGNwSk0Ta/htD/ +W5lT0tiVzXL9/3sd0RvKD8gDOceR0dV0IrsnUbCR+Xm422IN+lhffScaifuf +47So2WUtfxjzP+Pvs2dNORyaEFXRceHnD5bQ/Z4mM8rtWRCps9W8XFiDqgl5 +e+cd8KglZPnD8lAxEPDXinhHrCOFDtP34fMtIGN5S/Xz7T5YekepfsdxHd3n +OTwg3+xGQlSPvN7QdkOwjzrBryfLiM0k+K7uzgj6/faVvpzVGIyoSwnk5lWg +//sfSi+U9uz54uGbbUngrSEcmuuplsqRaoZUsbUVl7EG0CgUpPRW6EGi+z+c +FkaLoUD1/aanAw5UGiMU8WxTKNx2NoG8fBlda6a6OXuyD35S0NZk8+JRvfat +EbfLrcjmLYWm/GQ2vGKlfGjvtIyeO1+in7RuBP2BVdWLejPQbrmrc/8sHr15 +x/rLubwJuvTeChzrqQa639c69+fXkNIXVYL5byOwfeGXg0d2OVhcmasiuzWH +bBp55gsillBZKqEWU2UpMA5HjWee6kbJy+L3UiWD0IFw8tp2Pw64kylpGrYW +UcKufd2uWT644sxtp8/Mw2yPYSR7Wh+aIy+WPypuQMOd7OMRaB2c2n3EH/nV +Q6dIBv9bNA6KE/jEyq5VSLMTdzkVgkfXnfKGr9F4oXcV33lZRetgOu9z9/Gu +WSDLuZCafm4ZFFa+UhsNJIO9YlpHqeoaEGmaEixbjsObPeW9q3rpMHfEHjkQ +tg6SwTYF4hxDoGKRLSRbFA/qxoKkj3zaEBenqOc9djx6SBb54/nLRFiA6Ctf +iabQ5mpTZMvtZTSkZfDg9+lBkBWQfsYd2Ay/TVVaVyZx6Hxnn1jwSD1kEseL +UjYsIJI7S15DQfNodcn76zeqZqgUGuYgZGoFqop6huZzU9C3re7xp3sF6l7P +DdKR4OBEeVE67c0iEM0uF4vV6Qe6yLT77TMIbdXqz7eG4tHlSMM/zGnFENTf +4haoFw8JG6qHUQI9sC1OM3g5GQcpNYwVal7x4Or89v7tFz0wtGJlShaHA+0d +pncP1OtgO7Kn9qlsA8Q9u3XOkx4PHMtXXqAz5ZCVMRd9/8IC/Kx58tN2YgHs +hHl1TdjMYcBXrndwNB7OMZKulGC6yFCGxZz6KuYbVmY6u1ZboT8u8IUWXx5Y +70yRkk+uQeyHdhB/3wf32PdjuH70AFHIhEvl/RR0ybhaR6AFj85nWcWKp5YC +SzHeRIJpGN5e6UkmaVpDtpJnv7xNaIJX7lJj/fKzICgySPe1bQHxEDYrTE4O +QOB2bgJ35TqIXiydZr6UiGx/GkeIWgyCf23B648vm6Dz2zvnZfdF5P3Ug4at +Yw68m3ketvLMAt16WldNYDe69EGB/MHJJXjwtVT2WEgfrFYFK78/tooqRoO8 +/xiMgtgq6/lEwkGop2U/9TxoFaz6qxOzRwdgWM5S9JncKJqmeURi67sIPtu/ +/P3bpuA+1Q0xrseD0HDvMFGYcxm5HPuZcmxhEtLe/Mot3l2FT9/r+O6ZVIIZ +sdoHIq4JGC3N5FwV7ENxN/48eVMQCVUruSKOL3DAcq3PLlltGewdy4bOyYyh +Ye9exwszIxAqbWG6RTwPmmOeZ500poC3sm9Cu2QayJ2WvQNOrKEPZmsOf4VG +UBQ14a7fvS6gw7fqqNctodea4Wlbp2bR+fM/1gcjW2Go+oA64cks+lb8V9TN +vgadFuWsHbiwDCVFLo4duBnQ5MA5nVaYhuRILnwM0yz0zLmTfvLEo8aKHhv8 +qxQgV8tiqomrg48Fg+Q6rtXI4fCyKrP4PIKmrTQ/p0VgqO2M0U3qRquSMfLG +RPPopJcOg5TlAmT7RaaNWveDn1G1zRbjFFjfrdE4+XkZxvVf1laYTKL5NLIS +r3Or0CL4pPztkxYgadFjVvebRxFPwqZvX1pETafMVW5l1oIV/a9gAvUVZBGz +mfSTaAaJLqq+bVXPhtuE5Vdn3HEo7/Tu16ATneilqFaniXIDcKSd+HsrfhbR +MZa3nGdcglrNOQkuwQ4wXBFzsGmZBcV3odSqvfno7a71Xj3RMvhdHKGizB5E +M+sM3j4wi146lgv5JC9AfHSG7PuoSeR0cDP+wGQYKXm7mI1ULEGp+clCuk9x +4CNIq2Npigd+drIjbpZGeMiTRqsbPwP5vc4SX6IyUXr4hy/7G5hfFCDonTKZ +gTuetLsbyr1wtfQk6faTJTh9+rO+PsEiVB+ze9VK3w7H1fTwbKTz0FbK3u1/ +BYdy/nRRZp1pQLyp1zZpvvZAqv6vbH38NEgmyMvKHxYgXUol6wa1FeB+eP/i +43fTKDt1xmxdexiZFT9I70hdBKknFF9S4zqhJOMZBTk7DjTIA/WDStpga+2m +3Y5qJ/QdO6tD1LsOWgapV//Rd0NZx8AzwpRZFN6IiNeax9AdnlMveNEcHCbx +PRv0H0FX3KmdOm+OwOXxb+RTBCsgftN39brYDLIV2G6nsVyEOztlOR4ZgzB9 +M0HX7dYyCLpuMhy2dkMX7QHjYOw06ExmUSmprMC7rM2vLI+KgfZ30/MbK9Nw +QbdF7ev5GUh9dNS0T7YMRm9s+Sayu8Crcfc7s14GxP71dfKfwYECz1X7WOUu ++FtQZD0TvITY+MdlST7NAsu/btay4maoxnERhm3nAenMvoAaGx5cfdy9wl+0 +Apf3PIF2UysK3d5d3ClchCy16Y1JxTmQ0zlfIU07AZzD+Wmn38zD6fd95wSs +ZsCN1vHuPeoVFF/9h87r0jT8cwyIoA1uAyaOdaF6+QxU7yta8ceuER20Mb/l +eIeHz97NZLynytGe34MhlbVG9K/uioKxCB4Y2nS4+ZJaEVWAa07h9ij8M7FT +bdhchSEB9dA3bAMwt5FVm0y1Dkdlxyv6T3WA3MBi0C/ePtDjPSNYMTuHqFlU +y/hPLABBaXqpGppHRn+qq6m/zaMg7SyetDwsH3ze/S3vnEfCklpkrHwLYLhD +r5Re1g4Zi98ZiGlqEPNa3N3AgnWgfoqbCT7sB/Z9OdWzLfNw0tDY6+BiDxwv +Hr78NwLrv8IPVRbdipEUzRyrCXcdunnZNeoRlte3f9I4/4gbATKR4Ki3WWuw +yvn01RXnWnC0JpT7so9DciWGOQ9+taGT00WHXAplUEQwnfluPBkNMtoZ3nuG +g4OrekkbL/vgYhpZBvcEDpn0fHUyJu5CDASUcSsPCqCf19pygmcElMkO+w43 +16DI5vEfbs9KkIt+mBBxYgl0V21O4LZnYLLC0PZecg+ERucnxXN0g/75hbKs +lgVY3xlISqqeA8Veg/S21Cm0rUZqtlY3D8M3x75/cpwCcsoCQfXANcT52r6J +2XUU2r/XZuw1VAFVqonxCRE8+vQvdoYlqRkOV5wFNYUKwLBf4k4kCx5dYiSW +IMW1QlB9dNN3/hxwGa2mj7g9ASfq1p7OXl4Fmm9e4ubHOoFhR37Ed2IN9b2m +seP5NAKeLU1E3Z0IDmgt9BykVtDWOemcuf4peKJiaSJypw1mlmIbZSjW0d8N +6kXunS5gl+QeWGrtA0M+Kf+mk3jEkpoC2k0daEahiV0oLwr66RfDBpxr4JZo +c4BRYQ+YXpozGQQc8NtlZSFMByxWh4ZHX62Dn0SqAZstdqD4d64kY3oVSW/Z +69ORjEPUeXmSYdImaMqq4islwyNtR+bLeiSd6Kxadtu0RzhslgqpsIzh0ckw +twV/80I4Zvjp4aZ1DNDaZafqb+OQQbnD7Vf9TaC9WfD38t862CS9ZJCM6SGj +CHz6vfIW0ClZfCkYWAh/6unOMUx0o9TB9CfDgb3QiSc3Yry8DoUknwS+hfeh +BWYH69t5vSC2RcP0ImkNfE/yWwTiR8BhNrCJtHEZ2A1vVv3IwXRl5K/sUpp5 +ePGFZzW2dQJyHHq4Z51mQNv0DdVOygwE/1p/yO04A79XhRREH8wACnHfsdab +gF018mPzt5eB8fp5uf5rwyBxL401LN8felaIUuhyVkFF59Z0EOkUoFX2U+4n +58FLMtJv5jAADTNJH0zTLwEDWUYOQ/o0PB+V46GWWAC+zQGDT9rjYKShJMPg +2g2EpMdHPpMsAcXYHm+IyCyYXKHVvdg9D2y3dnjeV4+B4ilGQ1PrGej+JGDs +1zAGZ8SkxKQ5JyGyQ3Vmc2cROHOpLfeHF4D46FSLPdUkfBTOuSh3bQrSHioq +HpBj/Zznzc2MxzMQWsJoyvd3Fl6r/PSaIl4G6uxrGgpvmuEa/zXGmdUZyOzj +bCMVnoNRfdZC0QA5pGhV0veiZQkIVOYeTnxaBBd1m4wfjhMge6rqSSbDJJzf +/qHw6OMM5NzrmCXbnAaGc0RPHMlmwTNJaKKAYgGy6AUHZ+l7QbSmMJXvyjyU +/G09HvRlBBrm6xmMzRqAnGio53HgGpw5NmN/U2kM1Q12OwdnLcPyWRam+h/D +4FGkhS8lKkRDdx8fKxdbAnm3rYv62XOAm5F5o2sXBGJVY64y2+uQ/s36LN2X +ATguH9EZPDiIitfMTiUmLoMrhdbe0sY45Bm8fiQWmQumupefaLLFguFz7ft5 +83iYPc+c1WRfj7SGfAzeMXWBzHbv70p7HBwjj+GdP8qDVnmF5SbhcMh/HcB5 +eg4PDsSv9F/X5IPBWKvf15IYTG+MxcVN4YGgXnOrey0fFE7fCqE6GQW0Dt05 +p6bxUDlhXDPgnYkEljeJvL8lwt2croCrK3gIa78xSSvkBx3jB+wnk1dB9LT2 +rBz9FLhZvGW8xjACvlcd2UrF1zDdICX7LLwdxlf0bP8UzoKEPtM+y70l2Dhx +SeiguxXujkrcPr/VDu/icscNMN7P3afYO/dqFIbOfR4fo6mE1xJLuA2JCTC+ +UmSjjT2/+uDGiyuPq4Cb/2Fl09E4PJR6Szy8twqNQiLuiT7LYHVTz9LKZAq6 +35kccpH1weOY2jeTMTPg/DppJ2poCUwia45y5zog4M3Gwdm5POTwmJg4a6YK +ZFZT7xhE42GIFm65S+Uiifwp+dkf4YjzROxphiU87M0Rl/moxKMcYyveM6qF +YJwVzTQ6godBj19cur14+BMqYdJ6Ih0270vmpOcWwqjs5c1YrTUg11aerBsp +R6r3h/7aJo8B+xe+uOi0JoSPet5oxNYM4R+lpexrccB+xsuDNWIdSBivmOne +bYVw+7vEB3R9QKXK/eK1VytaDO0VJotthjeJei1UQTi4NkC3MVY8BzVum+K/ +fo0DS7+ILw1Wd26OUn+VFntRkvGp7LbZBjRUdqO2YGId6GKZDF661wOxqu/j +lyUzwPnIMyxDaxmCdzk3za6/AhIVp+l5/XUIGRBPz+YbhoBpgXBnhhLQ2v92 +dr4K45lZwTbO2VUgveyiUBnXgtg2PiX0suJB1NLV0imlCJIevpoiLOlFhOpb +nbwVKzAnH24+xzAOX8wC2D5Y16PioOuX/irjwWWY9+3PwXJolDxhfnahHbQ/ +TDa+6MJ0i/bpzs8S1fCxxOCj/HgTipc4eRR2phE4mKjj2EZxoNsyTpDIOYaO +KXmZXW+dg/PUfFamvbPwarJYg/B3JSDtqpEI7kok9X7gtbgHHrotUxa0FRrQ +omIvDYQ1oIdZmg9Sj3BgytlhmE7WAlmHI7xeBkmIvIOrvEIaDz+8DVb3S5Kg +VDr21CzWdzkDWhJDRvFwuThu/k9/MVDIsb8WeWyHeJyq864P48HELXU+S6kA +PGSO7Ur1RUK8hrwTMVZHGK/h4oWzYXim6/I58nC469wzkLCGh30nhptm4klw +jEPs/p5wCMjTPZPa2cWDjWjtz4+yBVC82T4dphoFobsB9TuTeEju4dFxL0yH +z3va85yp2cDSKva9EKtHAv5lunzbSNiSlrC+l18Cu6Or/7iw/BvRCLB91FQF +Hpeor+dUtULA83/q6Ts4KLwtM/73bi0Ils3VNrbhQLn71ajqahv8+shLe9jV +D3uasebGMutQOm/TQnmzFeRCHMVbODsgacbqFbXPGihdDyuMix0CO7WXe2EP +OmDom/2vjd86oLzJcFBDh4d/Wbff+P2MB2MClsbrXK1go0Iljr+Ph4PQmvOl +DAmgtFNhb6AyC3ttBU0qFstAfFbDNJomB+IZdUJUXxfAHTq1LMZuPOgole0J +/UgGs6AIgszeArjk9YTMFMP5w1fzEXRhFPl8QWYPllehgi/zIq1MJzwJzO5S +YlpAeZEUaixPZsBbwOp3uNwY0N/SMr4ls47ixCioJ+jLECU8+UrcNgSCW+fF +/bTakcM3vqRBPxzwNRhfNhpsBN+hd/+66athjCjcpDJsFmZNxjac15fgy6bb +NNueC3Rk+qymfVmHc6IPY+27hiCdrP56+pN6mPegshFRnYW1+0GkJNj8w4f1 +HOqf40CW7I4KetMGsiYyFP9dPzhHjoO9ISQTGJ5aPLfEePJDxeZd4z+TEEoU +0X1Sowt5Pu8q/Og3DWX+1TKKGD4LgedmP+avwLzlWXoztSnE2G+kFvO8Bco5 +h4RwDXjore8fDumMRt/nvX1Pnq+Alft5n94arUEk/1ZX5VockL8RrfWSHIea +c22sM1KJiG3tLd2L+8uQmhA8cTIa8/lXim3//J4AfvOjcyuec0AVs8EpcnwW +pO5DAj66C4Fyy+15rA++5Dkwuc+6DJtkS5LGmxWIQpFjELdYB8Ty7rOHL/Bg +ecj8LvRLKXQYxjobsC2BPdyf7S2aA1M3S+53WlOowLhbRMGiB9ZDDibOzC2D +zPCJmIynhcDlThrwd3UBRIlDdn1ZFkC/6tjy6HIxGDP5lN7WwerhWLzOA/t6 +CC4mNtQoyULn/cpVe6+ugwKrbOXm9RGIHN3LoFSOhF0yji7+NwvQYCr30n98 +AZKUZZ0I9juQ6KNRwovH8PD7qsl3taIk2FoK1UnjiocEA7da98U1+PhbU1RS +bRTeGiihrrh2pPfyR54VIx5i+jyp15xjwVJyOOpU+jjEcIie/vlsDcoHFqWe +96SB+Y/JwgS9XFCnGjjp8d95ZLAWPLBRBRmpRKum+wOou/rpR66nI+D3hX/8 +T9cK/MknrDbhXYfGe4HG37aGISS0LsU76Sf4sKd0ONXVI1LaYzGuIdNQEEBk +ScGxAiseD34q26fAdydLsW7iGjCwNsvdT8CDP9kz9ldP8iD/+Z3TEzerQOkK +w/ZQEh4UM357ZgnXw62DvmqZ6CZgUSjVldzGQcSuefgOSzw8dsmYqTjdAF3F +RrIx9nhIHI+n7NlKgFd0c9ckpwpgIe7XhxsYv/E+f5d+LHsNUkxJqkZyRkFt +Klnx56ti0LYPayF6kQoinY70Ao9yQESo86nYLB7Ybe+uihfYIqHne+LpDy3g +B5+qbcYRht/vKR/T8V54n9Se8vEdxjO2Gvl1hNHgMUig+3oQD+7KrTM9z0ug +C+fqJTvmAkXO0qbPB1chNrze4uoAhve3Y41GLnWg63JcjbjQE310Neuy15yB +mFWczwD3Crh+CC5VF13D9LAV87XUcahQvdTCbJ4H5BoHXJe614Hr/QBfndMA +FI51FqsRFmEegTP7R1wU+vLuTxtVejUsXfLwHcrAA3NUgrQy+wx6tVHJFSa4 +DNxhf+x9tTsgHD+RP8KP8Vv5RKqqUh9I015QoNFeB/tIGcsggQY0UKS4oLhV +DV90Xsq43MYDDeHHR7dGalDvH0JkerQIzkweNfTxc0B+NrDDyC4W/MN1bsQK +YfWaTBov+rUVGkb/BF/6kQdGnALHsnLwYGDi3aunUwETyo9DMu6toreLX6/k +Dk0CwS+OIHWvepi5V0jHvN6ELNknt9XFF4Gp2ciYj3oeznQ+nkxYrkX75FfD +ODsbsdffdnI4iemWnx7PGoMXENkI1J16vgBVOQN6RG4IbngMClomxkH7HTIb +MjwefE/31l+/8RPIdMacqYX80QlxUen2ATy8sbnY0iNUApkrciS4lVlILM62 ++e/33N4pkWKjv5Lg0ovzkqcPLEFjLiQTF44HRGHrbI6rhRn2CL7+3hh0+cRh +9DdsndH3p499ki0G+aNUPr33VRCofhw6XuJh6WXz+cqIWuBlKNOrZatDQ6PX +NHoMVmH/X+aVft1J+LBC0Qc3OlCfzPbbk2b1IHDrY4RgHMbThRJh2StFyNxF +xy/Kpgsi+fRk/Bpw8ExSUjTZIhZs3Pi9nLow/fWNqtWRoRSGSG5UP6K1RZ96 ++KyVPnwFEu8i/U9YfgZo/qaXUEyDDZPronG+ychZQ3bJEuvLB4XbD66T2KHw +gKNbiV8toKY5KfMnNl9NQ4iE/MoXtEpcrBK6agkjVu8d4rHxyLtRlXwyTig1 +1OjLfv43yHL8F0aDjVMfrZ3dT9VAF2X9fMgvfgAJmj6ODWz82KdaDctHH+Ar +eTufN5kC3PW7sLv133XNAymVLajc4NuLqzIqNQVwvD/boB/r70bfb0Z3Hiij +XKIxUuWQJJB/odpCtIeHHjzDl6ILmbA6JShdpoLlz+W+PLbsJmCfeOj2QaIc +4GsxB5MCpstnD0v6iRogfoPm6QPOOiTUZR/XG9QHc/lHXIJT63BVSz3+YUA6 +fPBjrG1/hAcuuZ69G8dbINMzY//73RaUG/SGqxK/Dq0tQS96P/QAfmt59bfu +ACw+jVJeD1kFzXj+lGN6g+CW/v4T21EYMt5spf/vfh8VTszGAvT18FDuUTXt +RDBIL3brqWL96pJu+2XPkgpMVHeMTZHEIj094c//wjAfks8p/zegFt6vukxr +8CeDxY1A7ZPpeOCQ0NKQVKqG0nZm3M56Kniyvl1aLsKB6w2ZqOy4bki70Rs3 +yRwAXbU1G4LVOLhPv77tjI2j4pIK58QaeHzv9r1IfQyHlnJfWWcEKTuhb5o3 +q+G5c/Dx5cJlqF3n7cnB/LJSVrPmx8IpxKGT50U30AmdmXJ4EYYV+DTxjKFU +IAZEO35HGCSHIiXBuZjnf/BQcLc+UuxeC7L79kUmy60CBf16kijDgAe7zK8i +Eryl6HSr2O/NlhVoaJC2oOPG/OoOjfcFhyw0wxSmv/fCGyofi+rEY/VHgD9o +a6lLBJdkajq6eDxkfqUn6/pYA88Nhfhc+EZR5zdXgnmnBTgYLTwiuTcDLja0 +jhm+peBOdIv2QyUe2Kbbb4oY5ALxlA+NzvQi2mUsakw9mkWjP2mm5JTaoU2n +ooSbNwcMHjziDQvFg4LjD3VK0Rr4qTSd6ni9BEmyZrxY7FuBaw4aPYM3poGD +gI0d3pah8VYayxPDnqAib1TLidXTmmTiqXDeYKRwm4c/G/M/Z69bhNzA+t/C +uee6TIcJ4Fesazj3G8PFbuiPVIofOB0Njsbqe6D5yqjjKX/x8MKkblbuYSzQ +W4Sqt1NXwnl1Hx5R7PhNKlo5eLeSwa7qyDHuRQZ0t/5bfLyJ6T+Tqzes+vyg +TfK+UHB4JVje2fAhQHig4t51MViIh5DLSSdmlqvgXzZezTsL0/cq6yKP1JPh +vTO9kjbbDIq+4kd1yLeErnJaZLK194F8c0TUA5Eq9NRkkG3z8RxE/KYav6K/ +BCddcmJITPOBw1viwiPMhw4oB//+huZgXBz3myW3GrEmj927hfHVud4NUu5v +NRDqXXGpOq0cyZDqek4rxUKj204JasRD9IOb4/6nstGZk2c0hwOaYWe7NULq +CR7sS/hUFvOS0AOQkl/udoC7NIxuaRhOr55b+AmqFiAtlpO56HE7oFtM8S9P +4EFVzKTmisI3tNXid7BEp4dcXvAQaGP8oETyTH3uzDLq+NUc8G5pGr3iytb/ +KN0NEi9d1oZ0ckHswKHGZAgPFpVBjeVMOWDFraIdJILAV7sleSgPj+3rcOBW +YybUSu4L2JWOoUZDza7md2XIZnZG8Yf2GhT3Hs+t20oHu7c091cmsL7wVM+o +bSQHTIzGX1TYVqHO3+vJGRjPnGqhuIgfqwWzDzHsa96hiE289zRgvBlto8h+ +LyAbnpXtObJS4OB5r76J88MS9OqPuGsqVT/Yi2k+PmseDdZ0L0qF60vB8Ydo +Pk8n5peXzzRIrMbD09Ektz0sr24ElBN362QD+kRwPOaBFVqm9r1Muo7xyWyE +C5dqDiRp0DfU5RXBKSvBWpufeMgd24zLOiiDko/0pE9GEmEosPsx5SoeblVs +7RqqZIAay+PejsQ8KM6/fjm2HA/T6kWm/HdLoS6DQCBGvBJWTxRIV+XjYVhk +8w5pZzZcFviiqBWJh5eedesef7NBUVR4J2K2Gti+Tsj5Wc+j8fjBVyRXm9DB +/QqJyM0FON7KebwsZQ0lK4e1jvj0Qbnw9RXv3F4ISMknN7gZh8x3RKyj3lXB +2Us5pcJFeNit4lJ0eFGF/E8TF1WI40FCl/zas6F66BCMu7lxJRUMd33Stdpz +QWhyYm8P830kOgsSQcw26Cw9wdc0xkqIJW8z3MZ4dNl/87eVYSbEN2VeU+rA +Q6u52E3jzCLIeNH5YVIZBz7yrMvRKlUwIjyuShTfA15Rk9JWT0vAwcxHkAar +I+6r0/hfE3kwSvrcOAGfATfeebx2wvzVVqoX01Z1Hgy7kehFDy8gT63zk2e6 +u1DV7nHuuto54PlV+9mmshJJdHmruElhfiycsvrapQZ4VnTw87qzHxI9lHr4 +/BcewOPr14dPk0FzTF/Uc6YaBgQ2TLlal6Dxwoo9rnQWBI/0zie+bUUv66+c +73qdhdWnUqkKDx4K5a6waxMUw1Pyn35nMP0g6+Kp4iYdDwGfBmhv3w+CJ8YO +02//YX1awc26NyEAZOaunXCVCETH3jQMV2F9kevfE+m64jiYMndTTetOAFKB +0ZEQrN6M1e/itd8FQBUVR2IIaydscb+aqiFZge0XcSJfVqagPHUniqemEEbr +KT0MMB0ssCYneu1+DCxFnFXmPp0HbbsLj2WxfpzecZxa2iMJyK4neYdaIqjq +uHzpgw0eVg3Ysy5lV8F0jP+wSusw8n3nE3MvJR1J1La/ZxFah4JaBVfaxhwo +L6A1ed9QBlUMV/lRGcb/tEb2BXW5CDRpLuMxXWwievxr1lY2cHPaqU+iUVSc +3iKo/jcH1UxtpJujNXjy5oCJYqYJXWM8V9BqkwXpyoJLy1ifN814vU7n34Ls +P+NfXXELhrRnAcYvnmJ+vONt2AfiatR407eE+kk2Kj9JZeqL+QU6F+aOj40Z +aFYkN/GuVhLQngtXfbyC6T4j9qmI/ki0pU5JlMsQCZNUtZcFsH5X+tPQPMBX +63/OA9F5fb+mm1Lxf8bzleVmaeOtUdl22BTVmDMwMbsxv/+PxyqzFmQPyxF3 +6vQpEjM8PPRS3J3wrwFyU9VMLZ4UID3idGdZxoPnZN3tLv8M+Cb74EvuoyJg +8tXut+nD9NCNnbvZOSnQZRmgrhEYBoQm/XICG3iI+KRuGzmaDoNUoy+6RHOQ +Wkl1fQeWP1rKBUQ+v3NhJfypTmfjCDq0aD93dT0R0bLdmCInW4eR0aC5HXwo +ylgwqjzaxUNCGpNtcWEiSIfgKBUe96Lpn1fdCZPWQUvoUNl7oA2qz27KWf5e +gBSjfp57xjOwzhx+6xXxMOgpGT3Ri/YDj/rNZ6tYv0sv52Wvw/guPXplerMt +EfS9WD86YzxZaPdHRqPqJ3R1lWskffNDl9tIrI+w+bxzxd43uaNh+E/ZHOWz +YDivaPBWA8N9YzfT78NeDCScD/lsIduKLu0uJ71dwsGZh8UnZtpqQNbUUiH7 +ZgycIqd6KbON9fcsm/fxZslwS9Pg/FWzIrBfcik6xPqCofC9oStkscBZ8OSc +p0gLcDbW25ATYvH4QiVrW1MNORv0pQJmOLA7IfJy/0E9EA7edzRx6wKakNAw +iw+T0BT6kqE2bRoetSRdb/Wdh2eGNeUXW3JRLXPqdbFePAQHjL5yPMoFOWoz +wRSGMUjNuVl6h3AaWk8u9H3iXATh3WunLilEg3bGGaaMvWwU5M8yxIzlG93f +Gk7z7xmoo/3f2JRBJoSqbXr0Y77yceuIEe98IuLJ0GQ/dlSIYnv+6Kph9cFz +RkKdpy4GPdNdkpPB9FJL+o72YnkNEHHqxXK5RcKiNNtTIazeuTae4+2c44Co +4VB6liwLun9Zz85gfQRfvSzdvhIOrz2S/WNFEoEl8ewGA4YbU14k3TWFeJhm +oj8bWjcFdZ+b08T0luDxoyZ14QdDMLQW/pa2NhdpC8VOF/TgIXuIUfeFaB6Y +M8893ecIQIwXWpjTMF5i8Y8j4bgaCEGVLRfyGUpg/mnU/mVLzI9pJI7oxNbC +vW0aOxqvEajOl2TzaZ6GCS0zciuKRYjGsbkU5zlC1CfuccFz8+Dv1Tb3mHoJ +dlwZCelgDJnInHVsIawBgswff6lerYHUfBi+iTkWTvJuy65ieRLXcana79sP +aHtuaTNNOIoMb1i3vgquQa5el85uxq3BB60wQ5z9ACqMjp4bIahC+F6fi+rZ +67AX9G+T0vc7qDSnTcYd4kHbptmKndAZpBaSnFmja8D67Pca4vd44NQ+/NNq +jSB/n+jiF1ob9PKFUf4FrJ7Z6g4HpIg9obtrl87tcyRcwC/fkcdwqA7eJtk5 +4Qi3rnamyQ/HwHODI2EbLM89GFmm8+J8gSP64/NTH/LAS2W2fkN0EUSaazTl +h+chgtNOPrImE5huMGnZY/r4AcEexd+JALjHeCFB2roAmpqZS6wxfmbSw23o +0iaB+5cLloqlzdBMId+oMYiDS74e938bNoDcgB8lFcMSqqvrcv/nPwImV94v +hShMwXu9879dotPRUFcI90msHmfUMn4OvEoEE3qTbQqORcyHssmSEkzBaIej +WLz+BBiKf/Az/t6NLhJNl5XzeEOL1Pj78jocaFu/TnrHEgAhm5UrCtg69Xy/ +g3FH2WBhcfXUJrsvrO1bVsujbMhXKI01xPIuFMeTsHpVG7W8vWEoytsGV1QE +97MF8FB27vkQEqhCQ4TuWqMWgzAWdvNFyJd1SHlw8W9pcQTMydLL46TkEHLa +nKjHcGW1V5LvFbKHkUNqte8Ft1GzsvV2DRYHx54zx+6aBgErPeHOZyz/0x9e +5T9plQBUvfYONIy9WJ7zMclYr8PGU6Lj/UedsPTXLrotOgHwD7ZV+rfwQKNw +aUtZPwGuicERU34oLF0LlivF4pXTtWATKxIGZJwMdCJpaejLxaE4Omw/OQxK +XYcySWAULcctEzoDrR5+84K8UzCtNkDJrD0H6rHfci7E+qLUk9sJzgfY8bTE +HCZu+MP3p/2vbbTrQeLw69dhTTxUuuQUmxCUAvfMRPWI+BCMzsREVqgMQ4zh +vK1Q7QqU4y/Fjx0WAnnuJ57g1TX4wezxe6ZpBFI+O3YwlM7A+cQamSX3CWAh +a6Bt/zsHFUxVf0srIqGClWFvD9MDZ25S5Cndi4Lqu+VNajkTYDM5oCW8OgSR +oxRsDOzL4HDsQ8pFnmQQOrpgJdG+BhJP5RgIKkZBTy7+46rlO4gqtCVyxOpC +NKyZ7qLqDzDX7YuvVe8A7ZmUktXfOMwPsNVyhBcAkWZxT1qULzK/PcD9Zh8P +RHVa0TosUdDus8Qh/cQPPm95aY5gOGx/jhegTP0OItcFfokohcKsvpsnN4bz +mCm1qTp1JDyiKz+7pRSH1DU7WyYz10GB2T4yqG0Q7OuibC1zUyHuBaGA0g6G +/7XzZjxu/nCLodrI7A3GM7hrF8pq8dCAiz/F15kDHwX59X6Z18HZx+eivX/i +gEU/vf0cdMCUDOvlWOF8JF6CT0oZw4N/rbK+1lQKpEYOk52+nIU8LPfKKi3W +gM13mvH4vzFwkTyIVbnbAJr0um/BagKO2qc9xYNWweHAj6ziSwKqvcYTb3e2 +C+7XLp7+uIUD5aht37beOKgKKDJ+hfF44GnyO0/58uDG6v3LxcalKCxjSULU +eRDe7AvsNf1YB3WC2N3n85+R3MYFjbR6XzC+ZmxeguEtb4MnuGPuBq5t3yj4 +ziaCMReNpDMWT5WnQrSfz3hC6NgybQKGs5IZkyK3exTQf5zLbvgXC2Rg+3EI +48OvhPtU+dW+kPcpIJWZpBPYTZ69OHMCB1M9ndZRhp3wDUfNTOHrB6cen+Hc +weqK4qLpe66CQPCibBRxssxDRT8HVUwwH/QS7yfOdTIV2tlxPLFtOUAX519a +mLEG/aXG/+rIx+Dez6ANk04vNM6q6O6MHXe2E7fyA0EPoHguTBT/vBC071Fz +jGfi4VJEz/0ejnJQDsaJB4llQBozh+2dtnWYVX+9yXFyEOSdFUQJBeKAkTuu +R0VuAmag4OkC6xqwa3xzG7sfi+aFTmUZMizBzQJiDTmSebgX+XO9xigBipx1 +XKMwXFzG81gG/L0hiPMT0QWeCuTqUHqrX34UPuj7maL8NSjqjnx606IazU1v +C7NJDENst9MUG806fPT5zjh/6iWqUSyroNDnB2+hUuEDjE9SL0wteezmoFv7 +5HTrQ1Xw8RHDzpsEjMf2Dn1YLIpRfQ4bjr/JDFpmvp/WH8F0it65My/+VkGI +h0IksR8Wl1t2zuGFxWA/bS52RtEZTiykUf13Pz4PmqSXVLuO0Hf7ErkWkS+i +/vPQSgPDLefhVOm2kDtkOW0uG5r7QcQ1Kc5wbHwDWfusDNiC0GWvwatCMeiH +RLeDSyMO5La/7ddpd0NEhPfRlzvxsGgdGvYVi7sGi79qHKknnPGg3x+0SIDB +r/CkFcPn1wIP04N9d9AufMVnE5sAtVqfa6IxvcfYQhG3OhIFxUJnWxgru0Gy +bjM++98KEFPe+3LbYhyy3xLtPpCvBbaBeFv1D3gQGT/r8VqzAkzHuZBzfi6q +0rjYQryI+fkQ8cUmmghwDjR8fTEQ44fkh5+HdlbB3JxnrOHyKFRYmT0oi0gH +ideiJ0X0RoDCNziNjn4d9vdPD5ZiOiu+liC5JmEahsbpd121loEdavJrWN3g +VqLugAu2ryet9jR7X+PhVXS28pQ/Qu8XxLQ6orvBTz3UldMJBxVvbekPg6LQ +lb+dX98tRwOxkfDhK2zfGsFRrbxdPyD4nXTzIpbnSjUcvk3/fkBFBC9tPa4L +2O/BDyMPHOj6hip55FXDdXF21iXJJFgRi+eiwfrICYPBJYpHfjDQ+jz2oaYj +TLVRgDcWl4J0030rTj8YLcBLREfkoDcCjVL3MN1uNG+TwiYTCWxlWR4Fj+eQ +zLOPwWLt80Bjl6Mb/n4QHN9MxBnS+iNWx8dkBNg6FXNbXpe4PIG9e1GyRyMO +1ra9V69g6xDGL9N11GSDrXNVhW1jEjhk3rQLlZsF7efDTA+tl+GnMKeAmksZ +fPk32MZxDQ/uZ56Ip5K3AF74mI2kawRIvTnTGozxQ9CC/s1bpX4wlYqPUoZ5 +pGHzw6jCZw52Mvdqpe2GwPPvkqyXcj9qv8D6hjS6B7ZvfzaXyl0DgUiGP3++ +ZUK3E32IAMZjkqp5lPGMmSCjZRd/Q94K/Nt6pnSwfObP0Fbnq3ABM4kVsy28 +L1JgPf5IHNvX+++CYeWX3OHTomHWcJcXfHrwR6EJGw+gk+lfe+sMRVOBP3MT +Q9A26YkOVi88XBxLEWC/Vw8shsK3KdWCwW9OM68Ni9ez4I8Vwx6+MC9Vw8P8 +8SesMJJ6FWF69bqiOPvShiuIWs31z8UEwT/JFZ9kLF6UHATsLNcT4MQTRuOk +MyXQpD5Ngu0ddAP/VDfeL4PatouxRh5zSLGHgXzv+Tyonn9W0PxkCAbxcvWk ++unIeEc+XX8TD5M/WDiE3gdBu8qfD25BC3CrfZjE5uw82D6VKmpM7YKp9nBx +4pF6xK29+GsyrQgOSG0tmHXwsCDWdJh6MR4mkto9L/BVwll/n8Lj1ZivEmdb +/6OkBh2nFk/pY3mZe21UzPtYEiRHD/XbvCpCJRTep5M5h4GpIsKTSHIdrlhv +EkttlgFu+BwNQXUPZJ0iOnZbFwfTdzNVldvd0RvVHupuPl3QbP7kJo/FYZ3a +rC3qtAGitpRLkqR8BBsiwLmNjVPWCAyENLjDg7fL8v/xs1j6zDpO0BsG63PU +uYlqgZY4iL8L0yEBufl9/Y+rgKupjKuQPw5y3t221f3Pl6H0zAnkDGpHUj3F +gb5AWUs8xoWt8zP3520je09YbH3jrkuehv4OFSxrYnE5+qM5qpUbBEOwRXXi +bwuKbVGnPn1lCVqv/XCUXJqFlCNZjZiaADSoNv6ODFunPdnMYZbMEe4vHBEf +f5cHui1bBPNY39GQfmRW/DMFTuSlVYTpIJSk/cm9uSAU1EWFu/wQphsf8xOl +uMSAtEc9ZZoz5ouMfpjRVtTD4s1/+tlkiVBFmHFyBcO5bbXh1+Sbz7AY2XAt +oqoBGeg/JJW8sASFzOXtcw/mwPpC2fObJtXoh3D/vQ9cHRAhFq4i0YIDNR9m +EsUFD9Ra/X2WXqoc2MV3zl5vxwM9eQ9JkmMJbBNMPB/twgOVcmTVa5YEcFlW +y/9NXosY715vI5OrgvvidN8eYbjqtTf+uyPhCMeoOLwisHiIK9L1uvw2BSUT +wzqtpgC0sZNybrYUy2f++gB67SpI73UeY1T0RPJPHNypsflNnKwncHa2kCd7 +CzjeBAABkRGlHIbbsKfcZv3XTxDdxXxv8F48tIteVqHF4mW/My84KmsJ0ea3 +XTlYWmDu5b3qzUAcnF747KRC2QrkXwZ7GTPiYGBvCSeIzR/iPff233UnsBHq +a3z6Kg7uDnT6tmB8a5Ulp/uOCNNpUR0Hv15Vw7xVakxVCqZX8/ysxkh/wobi +pV7XgzLoOlnU6ni5DSTvyxp8IMGDlG+UQNlOHgoN9sdJLmC6Yq86zNPWC965 +Pk+1FmmCAqWRE0brOODkUHcg426AoiBp2VGDPuh6YPXaVGcO+BZ5HqqaLICh +YabR65c/oc/5eF5wfTuUskpESNNguuZGZ18wXSA04cOvbmP8UEHjeuK9gj9k +1V0+eXTYDcLLIw/UVfrgts678uY/a2B4v8tt9EQdmo0kFcy/mgM5jGd/aH7D +Q7NA+5WgOw2ImcGaa+BxEUgyFheyYfG6xqIWmPGgA2wMLlVq7eKAu7jlXMH5 +IvhF+gtT1j7wMcJE0BTDPz/y4Vv1k+4Q6M5D8oQxDkSs/XVfYHgW+1NYkYm6 +QQ1jI2NYsiZsqjtzuGBxPKQdDSssdoFWOrumC1Lp6MZa7vqsIh74HlC61Z5s +huLIsW2+c3noqmEEmfwSHqq8YjpNmXyAvi5Yx3AtECm6pVUtYPp5Xc833Zvm +C0TaqQ+1UKYAaUNbyy7GV0p32qoPR2KhM+b4J1bFFlh/ed1iJmoO7jm9Wf/s +twgdvjmmEeIFUENcWK6VhYdWp83jLP3lsGNfLhxcGAgdZ+8ZpWHrZ1WqnIkx +dQVaCaswPY4c9G9pV9WnHQeelQv5bO1dQBsjp0TyuAYo7jrwCTvkwdiIojfu +Bx6+lFzIWvg8CIHr9knuLFNg//gYKwXhMuypebPxhWdAm4aabB3mm0Y9lbjy +CGLh+tcL44ZrhSiZtqmG2aMaxp3Nwx0w3aR5FC6f/skAgkRL94sx3DRZZCin +v38B/5RHbcwunuhfV6DSFoa/uXoKseKaI9i9JOOKtkpGx04H1n6exnzH8HEN +wbxc6KLYF9M57QQrlx11XbF1Hjie4phVsAbPFdUbEha+oEWcF/Kfr4nXJN6X +uuACWqqyPxfuxwLjsTSTG//panpvb4dCW7iUYswQye0NHtaJlz5i+LBFg0U7 +VSBcN+R0D9IPhduxVB5JlHiQrW8iuhLZATmNOvnfrv3Eng8LFZzHw+tulspW +/iygdLB9aPV9HG7bqW9/2Z2G3UD1VOm/8/CP25uGUDYRte6G8xBifPWBkQXy +n/mAKoMQtZ2UN9RWCaXecsHDVdcBmc+EDSDikFe9SdwFJIZynwQ9FiBVw5A2 +VGweCoRmskKUs9HNCR+PnK+tUF8fL/GWCw+d91VcfXM/oe5E5k8h2PH/C6mv +tjYLgXWPQB5eyjQQJ2cYDK5qB4LCxpaCs3hYbevyr13Ig6TPb8id5IsRLsC/ +5kQNVveRMj2Fw5UQ+VLY9cRkNaJhYiL673cMSn8E+z3Wc0Ba2/PQPCMVIvX/ +hHtjcZi7eOv9B5Yq2DOZ1yRKw/rLF9HAcZJcGFCdkia6+h3e6QkXJv/nKwnG +hU9yO4NG2ESif1cMXH3tsKSB4X/mrPnjy622cPmznJ2ZnRXctY9U8sfiyO0p +std14ABr1lFsa7KViCzpXaPKp1WYERZvIyGdAtKAGdZXg/HI7eR2Kw7DU+lK +Lb/xDx/wodELZ/H0RaeTTv/uxN53YOZDeBupBRCzmYSofckCVaJko7M4PCSF +CYyatofA3ez7j/qv10PN1FLdsvcC3LUJNDKjWQDXXV3iovPp0PTpmlN2P8Y/ +pkXvpkYL4LRDolACaxi8eEIdIIDh3BrXMSjlZQ7lVA4XI92rUMgz/MwPv1h0 +TeaYvXUhHrp/rSk/lCxHuwf846+9V0FsTmxuo34SGkmXqcid45G3iFKrSfkM +SFO176YsLwNhX7F9e3EB0El/LCTG8H2Vza86cesHHCxrZrgWDSNtviLWi33+ +4PeSg5xMeh1K9cJ8f8gnIIopZbKHmm1IeMvDxfYWHpK9iq+T6DmiPdZa8Zej +LcirGa/94jEe/g58qpvjeYeKO6V3ov++he4XF1TwGN7FqKtYiQPBWPeyobSM +M/wyni9OxPJBz3mfe/2qDbDsfP+EsHn/+o1lCe4YQ8nA8pm44hDkQHGcpRuP +B1tHBda3uRkQTpTyIUDGFYX9MmzQ/e++4SVe0lWD5nDN00eQCpxAUqt/Ohob +D/qkeulvoQEQya92ZaQEg7vzTZ+i/z43mFUTmxsyhdtzDqE3iYqBN9UuKDIG +D3unPYJ00ishhe+8bjwuCEr3j+t3YPN5HovjZacsYU3gaexUWALmtyx9p7F8 +kBYcCr1xxxUEXg8d1ud4AvlN4lvcm7PwZtZTrIpkGe4VWPPzqGZDjh2v9twq +ts+5n/LE+pFQ9HHnz+nvSSjTRzw0HdOZeJc2kUWLr0BoX/rrG0MxaLl/j7mc +jIff/p9HasfL4baBnVpWUD50tNwV0IvDgY7gPg97XTfEKH6vmLLoQJ9P5giR +u5fCu2XWXNZFHNzMRWQuWq5wnts6YxDLT4pHDpNTLB4Q5ZcwTt1QBGF7Dj9W +DwdgIyeZYL9wHZ70fnB5SpUEZq+i/OhLOpD5/gnOLDJMT32m0XXTQqAbRvK0 +0OA7bKuW6whh+lNWsOblTcpKmLrHGSuCPWa77+my+DMebjw8Ne9H5wqddObK +zxI94Tjn5mwD9v51Lg+mCHnv/c/3Glvic6Xv7R/97/VPVqWL73h4gdLjs7JT +2Otv8PyJTVNygjCLHnaS/Ci4jacWJf/33/ewzwKS+xzAvut0oT8nQmlmh7zF +Epi/KBognn/WAJMx3tMsdvZAdDPomieWDyQBg4/I4uyAiKDquOxeAsoY4+gt +xeJoMhjd6X7VGfhu5ScTjSXDz7Gl4zWYPtYf+7Xg09ALQb46i31uTkj3KzXd +f+skyIQSHTyxgPW6fVWfqGzY+TVDIYD1o7w3CoViMT/AebP1iE0kFvZRKuMr +rJ/WxXlhMUgFJxsxgUDTKlDIUjv1l7QPLv1jIyJiwkGasskgA6c/OEo+PR+A +7Zdza0548rwlCFxLKxqULkNn7a/fnnqCBwvruQ1L0ka4lRk0bqtWBYoXVMzE +h9dAh8BYqMh8BCROyNJ7msQCfXmjHDFVN1LcWeb268EBn4qMKTV/EZDyBpgS +j2N8ct7P4PucHxC95Zd2cO9GxvhMLUKyHvh+gnK5zWAdzNqv9zKdSEaUosdo +9+Wzwa9+9uQxzJdb85Y84ZFxQ7r8t8i+aH2EpltvuvUwPGyFAmgT+CLQwlDS +wX/Xc2lpunibZCge/FnXJQNpXkPiOJvJNDaPsYp1znfaDMhEBdw/+XxDkTai +leLYeOl0+STvFyv4PML91y7UDJZO/X7fi40Hm790Kjv6BFbcZscd14sh8ayk +e3E6HjZ3Ta4uYPmu78X2IfCkN1yrf0BIic3vWC5mScKbwxS5SQ3RajCkMs32 +/cTqV1+l1msk1BT2307UWgeFQfLxeZUeLH/+DG/x/0p0Bs8/L/Tlsmrhnr2O +TynPOlCvZwrgJIbAsulSdK13PDiE8XnPYPtSvEroJqAUAZofD0KYS5JR9Evp +gx1s/Ep0xlOpBHvI6lmtwZ3Ohxudj/Z7MF47OkUgdxxfBLHmV0J2A9tRLgPF +xJ+kaQj1KeS/n7gMbFapF95exfAdc/SrLMLBOUk6n2brbhC9+DfYEycP3ny0 +by2xfak41vILi7kBk0h3+2JPO8htJgu0kCzB1YOaQdamWVi+1u5bwICQ0rGh +rX9bpVB5N7HDJBAPz9kc25S7GpGmrR9fnnsIqIzw8gQa4eG7ChO/+vlCOCHK +4rE6hvmvWdPuEHwMvJYsWr8jnIaqdJlOiqf5QSje3PvYDraP7yMu7gxPUNHn +gbtiIkrAMO3h/9/nWl+budMunLRGZnXMTdx6fnDCT7A+FctfK9krHRJC9iDK +Oe51v+A2WjJJ2v3vc3X8h18SmiTuUP3dkJsXe/zHm6+2rNUG+Pn3/p22CAdp +01rlTSwuR8cZvxE+N4cXxZRepWxV6Lc0mQahPeZfTpXWKaQh8NcLzEx+YQ4M +crpStdg6nGMycxSFFsDU8DBUBZJQAf/Yk//O65rY8G6+z+QAUd1cVA/so8Hk +ZHxobRAOkPTeBe6cHngQOulAT+SGGu0q3hr+l2/rKoLjPEZgbtrWRfbUD5gL +as/1YPlzqsOKUYzWF+ho6sL8qN2BqzDpez+2/oHDxG+8VQKoLy1JCmb2A3OZ +kDbdwRwk/eoTowmaB8KnAjzPswKA0cn1lBSGS+I7qjdnaj+A+n7iBbuAMpSw +cqBE8x3DcdgjSI6mChZsosQajTpgxngqiwbz7R8/ai6azvfBm9XEO9YxCfCU +4opbKPa+OsT6wgNYv+F1vScpvDyB3Mcc7npN9SKdwwOGOp4VUKoSWPxolY80 +zjmGWsnNgfBNOsvo4CVo+2rw5GLkBPoaeF3lTEQTetR13+Xzh1V48/+J+5u2 +ZOzv/v/wM2fUlMy5yhjE8/KJqgJ2PI6yRExepJHwPkReaEJf6n/mB982HfAy ++AgB+QqWyxjO49SRwl3yupAYPXFBo90FWcjxstph48+f/w5pKPoA+6/mW448 +quD0LZ8I+jxMrzbv/hprTwJSihJaHT0HaD5zU6MIm9+gtcb1wVQLvshoRIqs ++sFyItFgPoZz7Dm3ik9q+vA9itxlP6IHkj0sJrYY1+HxnknSo50e6IvNT1LB +R0E3Xec3ASzfuF5/S5ImNYDlcU3+Dq8AaLyysPLf9fAG/NKSK1RsYPzzfmNa +XDqoHGgr39jCQ66nhogWvy/4aq+V767Uopgfo73l51ahMSGa8bb0FBAKIVaj ++DjE/Wqw9BPm45baSivSTltCb8zcZ9uGCig7Uks8j/EDJ0NWJjtRAgw4Gb50 +/IfgA5nV5yVrzA/GSH91iKoClohDpgBHMxgUrdxKwvb7nZPZpS3bHnbF39H/ +H7q+Miqr5ntbUBRFLJB+UFRKEBGVUGHTIUiDIII0SIlIN0iJgHRKdzdIOdKN +NEi39A0m7Xvu39f/etfy017DvufMvva1rz0z59g84w6ZX20uNUlWAOlE77Gk +GYyHas+rsL8vA6fZNfdciQ1oHlpfYpb9BjT8qbS5ThXQ8fKeyR2bVpD3J7A5 +p4IDsM01t+6Jh13xv/7Ryp1gmEj3yRewei7zKSs6+BPMFm6K/BvBge9OCUt0 +QRQw3hjsW2bPh36lVhMv4h7ItY3Xiif9/+MkvHGFW5fBAti5B/L6sfnvEFB3 +31G0BXLrTdpMqRBg//SjGv9dj0Cpob+6760hzSPps6pzFdpZ3mHMasPB1cSf +Ugc+BcBEvDty+ZMP3DvBk22K1+3jJgt7Ia+h5TOLVezXJNQVO8X7GtP5L+LD +z3UR2MOjCz4edCY5UCTjSf0J6wMDj+Ku7k00wrhM2p1VBn+0+PB1Pn7/fKQh +KpBd1wxCrhpy7HgUQZFlOoEZptuhIGeVFXyB2Prd01ftHwAcLHUDMP+7vFfP +XWiNB3oBwlqVhQKY4NMV3l1ch4VEo+c47nHQ/vrhhBqnP0g/lI0RxfxT7IUp +t268AjGq3Sxiuk/It+T395YOrI7EVUwKahRB099/fa7tzeAuUjckiPV9U4Sl +xW9amqGZ4kXMulEZRN/Gsbtjfd+DvKR3rce9QVGynNDWJRFdED6UepE9Aer+ +ea+EoteB/PU0b7pnKjrb7oKrdf8OymQk5qUFi/A83OiE7L9y5N9OqdNDMQb6 +MSKTIpQb4EMg9pZM1Q3sDr0uW7J3QUCqkc4YNw6KuxlrP4umoQW7CXq8Lm0g +fZodQh4JLM2ql4d9W5CYN7mwamgjkOF8mXnpcVB12qi7xfCHgMBVzrfb2PPa +CwaS0ryxgEL960zE2t7o7glhJyfMfqbxymlN2tcwezpg9uufHHjStHhQhOlh +9ZnelyWLmeBSfjyqnuoN5IUVLc1g409Zt19RPGcE+qGOllZ5HkAQ4pOHvx/s +SZR/b4XDAr5uxpWLnf4KS2uBRZQVm5DwStroOmsD3HXrVON6GQfSQz5kJzDe +dkjNrBC8awZDTMunWTbCgVL6DJzH8MZDdoFrLscVRD07S28ERYCvY33GIcYD +KYONfZedQiDq6P1yInsqKn1z69JgwXeYffk3MNF5ETzRUMRt3gy04s++dRPj +vezf29cepduACQMVg0lUKqRwNeFaMX7IidE0C3dKhzCvw4CXvdVws6vTtqYI +BzeFuZMeylaCllL6934HDqSSL8OM35doUSKKJf/hDtcVc5PrjxXDzsfKB8IU +30DGuP0ker4BHj3SThbLTXDMQqrhX9EGqN6XIv5tPQS1OnGal8fyofvviRHH +5iE4GI7LjifehHDhrtjj082oOp910f5UK2hWrGr1/9sE2Yi9x4UMeWCz9fvY +LqZL9ysK28UCw4G0NHKG5dUXJPTz6nxsyiQ4X1S9JXhhHQ4HH917M2CIBj4Y +aAoL2IJNWDpuFJtvVast50PLNMRrcEbg9KUYELh2VuY4hpfO9JCrXnEWULuR +cG8QG/eHbTqSP8YGJOLjOq5y1iAPKh/R4jqMnxkGdej6imHoyFZFTCgQeJa2 ++S9j4/s6HYSpH1lBEa/3S4Edd4iqvlqaidnzmc4F/GCyhF6Ho8N9gXT06A8h +9wC2/l/6TtK1n7OF1g4K4yGsL+wI+M/z91esXrz8+VdesxJ0lVXpufXeo7Mx +hf2PMD9htxyUt68YQnqEvx3pmSxIyzv11xvTb/vNlAnlot7wq/9kyj8VR6j+ +j1DRGsMPjoSCKzA7GhgvlRlTGvSCZbO9wlPCDdi4nv/8gsMQ/CObDrz+2Bf4 +f1eK4e/B+683Wr3oMoQafTn6U68/IaPVDb30ZhxIPfrLwA0lsB4u36H1xRat +jxT9ksb02bT4By/z8CZgWLekaSHrRX+pa5de08eDn0Tek/nfmyBFc/fhc5pi +0Ijl1dDA+ouibclx7SxPaL5APtnxKRWOU89SRwpuwOVS9UTewW+AOy8TNFXU +h2ioOlVGogPAOuQwcR9tgkMjES35vT6kfvmfbuzoAHT/ylLS59iAUrco7z6L +PtTOcZ/W6cMAfNWnnzmB6V/ZWNvLXlwJSFqaqe4m/vzdPWrzwalQWCBxVx9a +L0RxjowPZ0vMgLQ6TIJwCwfeJ1sjCcSMgWZGnaHyXzIo8W4ELGF1r6SX/aaR +GwPEUoZu7uD337xZroTzGwCvCCm18ogLIsmYnf6M2QVJxKxw8cYQ15x556xX +MXRQvlswWMZBOcPZVZ2mJBg+s8bif8YOVkWePxjHxvsFETvGKWhB8gW5wEmz +t1Agwpkdi9ldxpKBgs0AiDid5IVc3oNTTtunygQc3A/y+FQY1QijbCffFnwM +B+JXrf2yGA/E8y82Jh43gv0bAXINZCEwUTQYgu9XncySSANzrCD5r7OkHlEU +nPp79sADf+9CWz4xsdULrp5f+WqaEIvMFbmeaWL55nDwcucc8TBsSl5/9UM6 +CYl4rkm1Yev2itDP3fS9JTxbW8mO/ZYP6f+W/4Vj9aVY586DjaF4cKb69Nmb +KBjO0ZwuShnB75e9/6d+oQpUPlh9nmtRglWCi6fmsOcyWSX4o6hiA3Nh8WSd +EkWI6uCXz2O172CyffdzZscimLHEsviuVcAlCpFd3dYNYHZrqbGtHIbVB9e3 +tMLc4G2iSYLs1RWgN3S75tE7D5VOZiE237qRrvRx4gL9AdCPxTm5h2zAQdpe +q65ADnTmGlzKxPTfmZd6Gf7KfsAb7iYWTtMLWVcS8qrMeqC9/z+dGKJNEJuq +irUuzkKxXCZCv3VC4Q438DH+xvQUVY24ze3/qwOLgzNtomIEQMWVbmkVe67v +230kkuJWALunzBV5ypAP/fbK+Vkc9N+9nbPtmAL5ktxeVpKuUJg/ulaGjZf9 +yFbgP24JZZxvo4q6X0GS1a+CBTyuZH4mDdwwhYKh5LHFBBsIryttxJ+nMKp5 +u9Ho1wD14/sH+bcTUCbDcLoWxvNaAZ8Hercs4fb+jkKx5nvk0jgQzY/5mfjZ +PdJmagA/xsn3LqREgyRnQ50BFnfvI3Hqpj5XWOhremChmQG72RIJJqurQM/i +m8YjOAshPP/FNrT7AWnEHw4fDD8rHo//69sOhJ4beU+u3MXyNd/mHl6/mQ6v +TJIwGoBBU+88/XwJukzQZ146jwNHcTvHdO9UoFsRUjvJWAq+C16JuSU4qKSQ +ZR8wroOdn6QVkkQ+QMt+3mF94ztMMfrEcQssguLt1fKqpRSIHDNM4cHy7Zea +8ZbgW2eQxoX5GvR9RMQstVbG6WtQmFopvU8xAy6yiE+AuRvuKq7aW7/oBEHa +yzFbBptgG/Obrd3dA539nlN/1+k7/Ct1EDtRtwhbccnjK90haOYp7ScO7Llg +eDE7X90P2l8a0zyWSEdJXzoeZC4MQRohZRic2QSv/08/GN7dm1zwQB3xrJcR +4M8Rh3eLBGw3X2L9aBSpKIEHuhuSs5GFP5+q5Tq3+MUC8u0FFG/hIoE7hoJy +H3/PLazqeZJ/HGj97XCzcJAAElfSF3vYeBotEfL6s7owM/zR8FKhAzD1nBPv +xeyEj7ol2PX1oWjqOxfZ83Io6hRNvF+BA7KzLkNzWD22+Nbz6J29H6Qx4Dp1 +8e/XDfYsZi8awNsjG/Ih+TfgtqDHgd9/cPdb1jgXYAXtR41MPkdecIXjLiE3 +Zj/ub7qkw/oWpiSUa8ji81Da14DQiWcb8I7+T/US3zdIYVr7mfwpDY0bFivB +Lg5IdT+1GX5/CTQ3adTcTN6DXFxkSRWGwzNnr3nNuMWAPJnvexJ6V3C+z5Gl +ifF8RQaO2Ia5GAq8CE/8TvVATK7l76Kx3816aVliLWIN4vecNzOiwtHzrSNu ++tPzIPOiATdfsQJ2Q9K+Wpc9gdGSRi5MYBPO7zX+5VoaBPOaB984lWKRiTJB +FQXRAvxXe0ZZ+ecyUHbZl2ScN4YnD1/d4D0YAcIyzqmVnA1g4sk1jYtIBnW+ +Er1P2Ppb5y0MhOp6A7P+g0k57gIIYCxa4jUYh1unWnW+jK9DsqtPd+y5JHjx +k/aDSUsOsJHvv6rH6gL7acKE0ppEeJmin7c9lgqtXM+dlzB+cFz3uhWmaw0x +PwV+4nWClLDsg1xfSxiieM/71K8I/cd/vl8T04d/3OtHhk8nwAGiowsI8gOv +Ql3DF9j4zbiiYB+KlyC+9rruIdk9xHrmJ+df/PtgWTkDKh+NINLCR4Zq3BsN +uhRFE69jcV8yEyXOLAZGRDy+9DcVGXUsBOG/I/ZY0IDVS98E/Kbrvxu/8EGz +11X/uGJ+9AU3iNSiX8AsRcIELXKH1vMJ2lGYXXTf+LqOmx2EcEylrXMUwTWp +50OpU5tQeTRwY0ezF+iCxQS3tx2h/Y2VNyM2Xqz7QOq8vD+4v/997HyXCzxR +bD3ZjD+3teZXvzCmCZJqsVu/a3LQirrsdzZMjy0aFdQMBCVADnSpmKcnQUyz +uGI+xg+zQjsn60JLoXiWR6I1twnpJzBOmvw3DcW5naN6Tmtwg9UGJURGQt83 +ltvLGF/xpA7rytyzBldcy07I71g46jIcdWrehFIZ6ud+Tn3QRanE+LYsGSUL +5RzjIv4Gdxi5CsktNsBTdFLQxqwBUd6RLXp9dxrOlLHfKwlaA/3aNzQ7z9+h +iefmy+tYPhsOTXAXa3uD8ErNC92DLtQ6qUn1tb8LYnxsdU8qbYKSe1Y5858A +qMoMVDmgDwW5k2hyEZvXc6c69ZCmMHR/tqSavNQBWI1Sl+Uwf1Zhcp53LTjR +/pyZ0gG2PhmVx9bs9LVAr3ivqtQhCzpMrlXmY7ihVroFi6If4ISA732yRy7o +fkrXV/x6NrY4DD1x0IEvZVe+j9dpQ8278fe7mJ3SZlrlFslTqOza26vMt4ME +6ZDpb5gdxT1cE6J+DhlEvuqGVHngbD8zIDCNg9aN95FHJCWw72iprbXnA4kj +j9vw+289Z+LimM21QaSui6XezQPCWJa2szH7l0DmRKosY2DUH738ozgYziMP +m1rseVykMtquNjuCWviR/3iIN6K1Dc0PN8X45PJN/gyeNtj5cfV+zu5H5MWz +FlyE8cDcv6j2Y1yGALRUiUmP0sCgInx6DNO3F746fdaOeA/nDzPnu86nwrOH +n4YfYDhZOSPwjZw2C1LfnBgOeVACkUHZX86PrcFrvbCpQo5paKfrzE4Jk0F6 +av4f8HzbPO6a1yZtCm/GXR+v5iRBecU127+YLuWVqpQmEKqDK1naDWITpdA2 +9nikS2wDVj8z0b998Q2MOol+z5k3oNEzH+z/cx6AuMZme2uGTcgFqlEG5yT4 +E5HoaIPpnAel4WbVTz3AmejDKxmSHjB/SdA2GrQI80YTGoFmS1DOu42zUM5C +dNeM5YkPQhGnED+pKhZPQ/abstktn5DBQ44T9m2hcO7H6xaWURwELeHENpbc +oChj6TlJiCc6KzVwD/++A/3sRezf/91nUPKmEB93zULUHUWGRJjfZTVLjyLu +cKigTJby3H4JZ20qr63j68sb24IQG2Mwp+jTEHF5C2OlVe54Xu0fI1BOfWEE +g43m22FvI4A3MI0r4iemG/3mG2tIcmCfXvFJ3gUVqJkXasDrWOmAlLsGLbrw +hjUlRFs7Ft39Ic0giNcJnRl3P+UZwoNrVC5e4I0ShVN78ecFXhxNLzT+04Tt +hZLKcJ9E2Lx5/b/TWNznaZKeDT+wAiXCJpnHvR8gca/fZz0LB3c2SwmrPRpA +v5QpxEkmGH7HGIZGYrjacRaW/BnyFtQJV1i83Myh/r/x4k3MP/Oc3VBurxY4 +3m19tUGbjorftfLcwvqxcJL7KZ5dEeDjYMSfPhqD/knQVQdvrYNROTdVo8g4 +1Ix/fujYkwf3CX603p/C+hEXaaNTfCWQl9obOVeWChS6Dw0nMJ7c3I6IyWy3 +BI7HFo9eQRuQojuVOS1LUNXuV0iXvgjPpx9QRR95oe9Bo43r3jh4mahPNbTb +DENur1+1nYlFN6o2dgSk1mFZ7910++wkvJv+4qxu1YA+xXg/SkjPBzYGwrWo +j9jzUdLRNv7zQZnisc+EsOcaL26iFgtxhbCUzzps0t3oWwGR2Y7JDHz3p6Kk +dlgFwp5rx9k5TJBDeHwp/n3g8db37LTXdUDhVMLJqMfe8PtNehj+XH51/30v +q1EwyKuafyux80KPD3cjQrDx8h9rvRQu6sE43U0G4xwdpBqZHIWPb7TWNg+R +jTqoUupx1nlLQVQ5xdI+ZicQFJ+PbtMEudNhBcczimBveeXx6jimB66cvET4 +uBga/u6xhZ10hVmJfpEm/H6deTrXzTeamM6puCfapAod4JuDz0dekQbXosKX +ME+5r3/f2gJxPvZMb8XsF22e+yjOOsBdxxbiNuEgNHG5jGAwFwcOfeQvOe81 +gMnXFU1l1TRkVij4GH8/M7/cPcvgmB6cffHjayjzU9SQMnPtBubndmsf6L8N +hFdDF6U/UsiDucMnHnFsvNXb2vmk2jSQUnNiGDoTBJFbOoIrHzch9HoclUF8 +P8ze6jQt+eqDSJYnbllhfp5Uz9ApGphCPiHv8h6LM2jJ/GDzG8BB/W3hGtnw +aqDvOn73MDwGEYee8//otAmJ+wIKTMZYP+FRzMxk2IrUmy488Pw+Azutk+zB +fqvQdeR4fUONH1XIpod04Pft6SwpZThcYOrJy/X4gH5EFG7QPOjaDLU2fzzr +mDbhnXjZs2STDhQRw3tyPCsDridLZVhKYPUwYZAw54Mj9CnluhjLJQGpkpRP +LsZDRvq78YFtGeiJyI/5eqyvn+4Ru9u6HwyXB0PtRfpN0HolldgGvn+k+vm+ +a8EAXodOK/RHm0MHM9FFvJ2NbbNyRlEX3EhM4w8/2yOqnDIJ/DnvpduMRFP/ +pcOhw6p3228bdO7feMokNl5uwYSs2lIb7My5mWnZ0hC66OCcgH+feb7txe8n +etByRy2GzywIHUq2PaTA72/TU3MrJ6jBhztzOnRDViCs53U4gt/3qGaMsF+0 +BFeTfasXhr5IPXp3KrQV440940G2sToQp+Cocv/ggn4Nm3P7Y+OLq5XflXa4 +gcx309EeDRW0+mu3DY/PFnFdq/lfarAtrqsVyZqK/ILKfC5g86myfFwX7xIC +e7xvyO1+dKPBvxa+IwrrUJleZuPT+A22KF5FvvwdD5QyY7nlPzA/TVUMiYTZ +8OByjCft3WDQqWYPWMXyaDZdT8ro0AJ0zizYOfwdRtnJDh8/v0DAXZDgwvoR +07/n3KfYlAuQzfGknZpibH3OPve5PYvgusOe642ZLrRwXGi9snodqE1crqne +H4WGRp7wGP0cZHzgzDfmUQSlF2/HnV7AQepnckJHPW/UNCIqhj9fZEoelc2w +sofR2z5ynnYzaJn1q2FaXB/c2ZmxqjxYgXBx00sVEaXIUPcEs+N3LF4fdYh1 +N3zgTWCK8x5hOKKOTyXhup4B/qy+m80YLkIieOJJ2fTQ9/tNinjdaLie5EFj +ogE3r+quDMp7w4m7FCrUeB1or8KYleoNC3/2a4emPJAp88ajPMxOaim5M1T4 +AtqtPWv/1KqihzqWoXjdUtTV/nn2QBH45Or5w0NTgW2V4rUOVq+Tpn1f0bpk +AiencdHm5jP0ujNpC9+/8GruEdZOP4WPPXHuIro+QJGWouaO2a0kdyRk6tQg +2tn1fA+hHvq8bbT0C7Mr+1rlqRboQl+LD19wlSqUV3W24fvo45cEG+t8XsNj +ZerDPulM5AVlVweGsHW01njrwVEJHZ73jgauBaA2XXdNfP9S7rh3LnpEC7Zo +h/6d7TGDB9u39CIxO8OjfXUGwbdwcnk5UUYgFJGlEbmbY3k1XnZhYQ73EYYJ +vziENr4DlmOdj9nRJlBvZ8tFVPbB6F2vEdo/NijsgV0afn/mvBttzsGWHoTq +SBeunYyDWiMhA85NHNzs3vX3XiuAo3+/LQPIJxGKvlZt5DwI3/ZunaaLXQWb +xnj/lxKZAFf0TmrR4CClckI016cbVmTknrzA+o/vIfqtb/D76pl9Sr3PrOHD +7tzOlOknuPKRI5ROdQXUJD5Re8vOw6uxDTQh1AzjN6biPIvq4Wv5mJeXAA6e +Fm+a/QjNQUKRjKoKSjkwyHahgHYVB/tnyN+df1qMVqylJp2FS2Fpg9l5FVu/ +KNa2zq7edGR5jDV1C7+/udHncPfOO1ApD7sREWkMfdeSj+H3vb3a1tnYvunC +C7U1fft8D+Dp536L/24L2epU0G6ZNuQvqfO7xcSiQi043YXl40m7h9Hm2fFw +h3OgeUnkCsg6vT7E4yfww35repEGxFN0ZBXc8UcRgXfj5PG4+jJOeuvlC5Dv +DMxS4Q9Gge8q1f7g7w36+TupXFWFk+dNbuhFe8OTll9PPPH7YPRamcevG8OR +fHFMDVkRyF9yq+fH9O2HL/bn9USLIGxYjeq0qR0qNdNpqMLjrSvx0eaBHTCL +Pl4z+WCL0hLMOKfw8yEqCKVJVoXxIgfGDM1UJJvTsGCHzT8m8X4V4y1/eHJb +/ujpQAXKjXlXsEqKg913S2uhpV0Q0dEb/PWcOWxmKRI5Y/j5PqZS82YpCVyF +DCmnTryDAdzNdA3Mf1xQVeGmuSHc1Yk3UKbPgxq3cyux+cvA0MzBESe9AMNV +fnBuIB3ZH5c8zjKCAxWOE6RklyvBaNLy6lhxA6Lt1sxJK9gAv7OxOTOEw3A2 +1L/+Y0UkIq5ffzuD6bGnTFFaaN8amDav3RH0bkGNihVPu8WmINIuS1AgaQ1E +T5o6dlbXwn+N14BcuQP2HV7QbNPiIOdlNAFlgTtcG3QCncUW8ImvPYhxwgH3 +ln7TzjUrxCsYwqa4lQW8JB7sXH/w93RiVZ247VFBb/+X/51P6fL+67vqDU1y +E8ftgmwQ89K6HP5co+Ph01fPiJ7BBLvL+QMNf3R/3lxIDrMnrFlNU01pgNGE +b8GnTldEflFSHH+unX5vxjVWTAkqByMn7l/2gGBXS9PMffx9IQXj9/RJcJk4 +k/MhqQs6/XVbox3fFwtMvnjwTwXmvuu4XcS9QGNqffR4ntEwSk/gJFaFCrZx +0vX7b5HbW65b+PtRl2b3KL6T68BdBa8+wa5ipMekySzUg4N7Hox5aUPl4P7X +72kiix/asexuwMcrge0aK9uV18Ao+n3qon8aSmOu3NHH8MBwIehYIpcGCPL8 +pRJKC0AfnuzJDODvQ7r6Ks0HvoXmN5fOCujFoZTk/8ZcuTchnZXUZurEEJxc +WvX6wxmKLA6sF8wxPRxZWLDLyBgNwiQ7lCnPwtDnxofK+HvmUl2Hq0uHOuDk +Fxf6pMECNZjUvONaw/BmvrByeK8EnIuYad3W2pDIjV/6icMT8DZ4XJJzdg3q +/6nJVf/0gOoUwdcrNhh/LoxWCGu3Qg7rhZ2yWhk4+fIcbhl7rn/PqcT5p60g +ft80OMjwM/q31Bgkf+U7PGC9SbfcsQhfZNNIHbl9oEcl8kltbi/IuPjMli5s +wuanRqbLvG2Iyvr00uNbLdDfKHq5b2MTKL/JjhCf/4CytEWILxEnwUCFssmZ +ffx3TnwzT60lo+rV6oFq3jZoNo/zmzXEgVbII5XKgWD4Fhz67sbrbGTEx1He +/AsH2fypWncPk2AlZUzcGxWjRwsbL5qw+jbF/55P96EdEgmzDBzD5v+1xtfp +6rAWVNKdVPY+eAH8v52F8P1vJfsCwxvvZ3B0X7KiVfwjgrJnFi/2cEBUMxzx +QzYGHH+5i+8w+yGZnIKzZnh8UglXdR6pgrvixF8j3TTE1pQi7YrF975CrNuq +vQYQ1/RGpuE+oEiPw4l/WFxeM6lq/KJWgIBUv4pv9vbQQtmi/GIRByy6/U73 +QsogivFjX1zhe2SQ13kS//8g3rogwnD2uj50cJ1l6vwRhd4kxrhnYnn6LvLv +Rf86axhtq1j47z8nNNp6pQu/j3fzzS9Z93UFuC7LQnODPQhchLgGue1wUKGS +peLG0wpfihIvvCUtQblh+WKUGB4Yn/qIsW36QKdu2H8P5F2Qyuw0dR7mf/fg +87ynZBQk/NYJe51oib47D3ri7yEcLVzTyBDXhePrRX8a5YrRQ7IJpZzAZVhg +/CrFbbwAiDHtYmFLGJKU9Vj0XMKB6JlBEaXgUggdObjWS+MBz3bsQpaMcVB3 +933NB6s2sAynllbiTkXXNfVSWbF1NvtPki6jwBLG8l6RPfQeQ3NGHGrSLSUg +RpZXpXBqA96oZisRDNYhqU/Rfy0c54H1uvV7qv9W4NGKotGhWCQy2ht86f+1 +ATI6t75RpePgp6eTWivyRe6/qNKTBQqBI7yEjWMLB2uEm750x50h0OBAMXwk +GTwOnt4awn6/I2ZgeNvOBbSDjOdj8H3ibiuhQI4TOIqFBhFetUClzLGX8H3T +WKFSlRKTCtx/ZmyVRO+JfO/+7cB/pynGOO7iDaWncHL68n2227Yw6HhCmxmL +eyuxR9vPExHwgpm97I6cLRKqdafG81uRcOkxYg8ZIIkpZkiKdEJK8h+FvmJ2 +ft3anihlBVgto7Fj1byNSiSbB44wu03StHb5jDzE+53VTohxRB6Gdd/xcT/3 +OuDcNJ0G5PRULTHwYTg833uvC4uvbqy3qGVZPiSdHG2/FeiOov7lzxRj408b +MlIZDhoDb3OWhZyCLxpIIzaxxexLLf2v1kOVoWLgnEgegQXsvRwZbMPs8U71 +n6rTHMBQPvfmjcMQlL1RYWRSggPCoNAbDBb1ICpW+a1/zgcajmkl4Pln+D9e +2yDvD8Az23+VmMcHbc1zGXj8b/95+djTmucgSf64WZmtAQVGHtu5+n4O0o7+ +mDwpWAHx8Nma30wBiJVYhEcf6yN6nhyzL11OA1ayP9TmlxLQsQIL+UvlOJjp +VY3pGf8CdvzEJlWugRClAN40mP/f7LlXfheagvM7iahU9Vak48PCh/a+QcFD +BqszWevgu0NfmTvUjESy9B+ooi5waxp5Z1O6CZaNZvc4ZVpAkaDr/JjBGKye ++pO0+3EdumuHRWQfhCABRzGD5vetkOBQyXfyDQ5sqUvlvo7motMRsbOZP3EQ +Wz2c4LbqAiknFrJcbWyhMbXsE77f4fETUDgZ8AwC7KXSzMXeghFnZU8SZg+e +fhVwyUMN03GdbYr9xpB++/aTLWzd3PVZXJg4g4HyoMbu1pwa0ot58wivczI7 +CMRCghRhy0E2sYzIB509F3cG/15DfEBCXOWaMqSd+Vl8W9YXcd3/I47ff2uT +uHS26bssFDRYDbkdd4VgsRMn8fWxc0/1Tr+0Doi9UJW81OYNX4xtJf2wdTbn +K1Uev5kOaUWbVMRdb1HQ0PxMEDb+6R9nBcWrr+Df4ICDv1MoOrzB9Qh/PiHK +H81HdkIBjEI07OYms9GptI2mJ79xIIMii6YI3KBL0SJtMCgOeTFq/nuYgYMM +sjz2kPAG4FVmNu7TsYVLSqXazRjP9HKNeRXyRkHFhz9ub4k8gJmpQrkU+11j +64L3Grba0PtLSMv/TDuqMXSlXk8ag3f5FTE9Juvg8dE0PSNCGqiv781lYzoz +Rldk9yNFJkiPjWVUFIehZTlEP5CGA59c1itqcw0w2EURFSSRga78d/o4F/a8 +v5mYFQtZTWGoxetBQlQBaom67CrvtAKfrZ7uUojMg5EuL+9pso+gHnySrODB +ALga2yWLeG5CY5tW9rJ1EzqZcGPZ9esocPASZJ4i3YDeTJprM06e6PMS4Vcv +fH59lycJj7CHylnpQ5EGNzR1y8kUf097VIg4+N64Elw70RWyfPAesfPjPuB5 +PkOTfPU4nzJ0ZPjTG3crQIif2ol/2PoUMyhBf0IktLqbcKR/CERN4UsN+P2K +tyX0gh+3pEFJmZLiGEk4KqP8xmyOxcXDCMm+y5EHg+VT+nbPQ1E6y/OVfMyu +Od2vSNIvC9THRLOdJKIRRTbDySLM/9xnj4DEUTX4vkIUJaGXjmJ5WQRv4/vZ +cp1z3alpMF+uI0dgn4ScfZm0q7F6/PheQ/VJUSNgdB5W79pMQYSnzBT0Md4U +/n44wTqsCDq3pgfY6YLRpefHfcew3yXr6hAskbaD8RLrfPtvQdA4Ka9M9Rnr +E4d2GPIovkDVk+FjkrTF6H6CSsHIOg76ZY8IFM0CwVEN5/FtPxEltebwHWG/ +O5I4RHMtTh1E/kk7tOrEoQLrTnZhm1W459htHLU3CxoBZcrDxZWIcznTwhXT +vVWiXBInrFLA2JRg9A7hOziEC49223BwglhMcsm6DnjbLq6y6oSjID6jW0+x +eQrYlHz7G20Mb0v/hq7Z+iFdlo/fTr3dgLKqTEqGmlG4PK+YcZ6sERXO0jb8 +fvoNZEjqieOP1oFxxSajZywZOdvEn/qPbBxiOE/e0Nhdh7X4uPQHMSHoOSNH +ULXuZ7iXO3d2ugkHExZbzDzlRSh54HbYc6y/KwqqLdYKcYTXP2p4mVmLgIEl +puXuxyokXzrt5tSC1fPkniKru8kQ+WP71IhCHpBXqM8OYH93m3yuiurHW7Qr +48OHP8evOPXmk5aaGjwI2r7jnVGCshZ+FGuu4IBWnI7teFUgJA3Q8L1NMEev +RNUfbf1vP/+jVue2KrQLXzWXjgxHb8clqPHrQCvSQbP7SB5cbG8tliWkIOFh +PaUwLL4XvmtL+f1RhFz6gq/q4l+QLJXpenwllr/3M9W+PE2FJnpmxdPOISjl +endIN+Zn7GScSHzTY0jhf9vRpxuHiDk8Os5heNsqiPhnRP4cYqlPCF4mSkNx +1/19i/F62C6a7pDBBEoWY4htvDPRNK1PgEsoDvxovfONjjdBRJDN30tKoWhy +fs2xEPNvV5BO4D39GNqL1s8/rS5Cl9XZqeWwdSEWEiST0sF6kJnRs+WWeWgl +wqvTGsPz98S5nlMiQdDd0Fthkx2JLLaPqfuZbmB9I03S8rVvsBhCsuFIH4ac +sn7Xf8Dr55PSdp+YnkHUMRp1Ae0alP2kXYO3E6vLFwg4FHhS4XDhcQ+OPh1x +0ZbdlYvB+Pa/20La7o2w+1xKPe3zB7Qr5ee9FTsKjYtEoorvNsDKwXv6s2Uu +YhqiU+fCdOqng19Kg4SGcFO+xHTpyxfU5bogalu/DsfqC7fXu8ZAMlIAF7pV +gQJvMt973dMBxNoZd1JYcHBYZWu8Op4L3L/yS76PV6CzkyuvKAewvqeLzM5o +LxFRF/HiFrF8MXGsU0mbsIYQz3EuB8sE9KY5N6GTrQJsyMlOR05ieOe/vZBJ +FYDqf3RN1UdnAWFWKFEzxt+NvQ5PNtI8kH5L2M8iDCeJPT+If2UoQLHskm8b +cSZyJKjjncX6t07fjrULFwLhmrCHZ1+iD2LSIM7FnwMGRictOBYoAv+CjNLx +7gA0lXOChhOz/9Srqjl1KA4fz9rrOn4NRdUo1D4eW+cu5wuVz2gfg7/9jLYX +ZyaiOs8W2IHFa/vsHb8fXsmw/6SWTyHdHXETjVysxp8f5XXSdOxIgVIsm5Ta +ZjQymZ9ZDMZw1Zy6+URWSgk6GP4ITV1OQamkl3YmMdzeeTfhfdFQF2iEnISt +uFtQJdH9YW8dHGh725NQ3a6EhsboFyfDPiK6L2FverB+imedtMVQQRb89zYT +z+8mozn9pLhxzM+gz8H28vs38M/Ks4FvKA/lVno5hGDzJHl+gi6L0BsM5+90 +FRh3IjWKkafBt9chBChl206Ow+a8N/e21kd09vTXF98w/7UxTx/zHFeGsWPn +JbP0k1HV7eDyCKx+sWtISZaXJ4D++VraycJ2pO1OSq3HjQOXP7GbRrqVEODo +JbkwWIP6u2VUhSg9wE6e8CrLVxysXy8wz7aNQj26rnQD2Dr8130314BEH6Zz +9DR6cgaRRxz5DHncBgg8cz2c826HJr6QAaHqUhj3EbUj8WsFSx5mwWgNHAjx +sbRMTwbCAf/pON2oNKAPOU/jjtXJPe8I+XdV+WjZK6fzIva8/FPBhGlvbcCe +y0L8711jyKLWsPdefwONOP3T+P0Pn6vMW46PdVEZj5REub0hxoezs/jvi94n +uudaN1OEAj/pNtRsYDxz8y/LgIQ3pHgqDRl/IgEr0XZjvL4994oAx8WqDP2r +l7SuN8qDlf34/+7N9wlY24e/VoTICpG//24GICMzzwlefP8lp/KEnlIGGtXy +G32lixCVWvNw3ypWvxiItSnJkyHNqEmH0i8OWUf++0WMrY8xIdXOy2RZEL8D +mlYZH1EBCtDtwOJSnNRzUYpXCl4vJdqZOfmi7J5vrNaY/+emXOdjPFVB8ezr +ogiZGOSr4cjjgPm5xmF2rjVOHyi8yz/kZregdrOk7l/PccDp1vlI+qACFEnD +KNlSk9FMkeGXa1g+smq45U6zScJFrg9hCRfzkNPlNLFgTDdSUjfynJi0AU7O +h8LnAwaRWRVdhmbiBrAUXbFPiGmH1VruY8pmmYhtbuXMCpZ3W5kZ8zRLPpBu +lL/JmuKPCtxo1mWwearyaY2eJlMBe7ccbSbLAkQ7V7ROhK3zNp8gB8tmEqio +yjIThFeB0FbqR/IzAzAqFZzHorsJKQctMTjHZvRuUMIk/CUOLl5JpQ/kqYT/ +Jozc3MUy0BBF1B8+/HccyAY9DFZ14PSXKWua7CpUSv+g21EIB3mLHUljwm3Q +0RN/P+5qHsq36x8HYyMokXWzjMaer0obt/vFrQsVpxOXWAm3g5SahfmZwE24 +KtZ25udCO+ozC330470PRKmbLdCpYrzoL1G69Scf3SEmY5rbxur+WPbQwbvX +UNYb2sTNH4wY9DVV/+Lfo6/KqxnclYX9SXuz+PIolIfmWrqwuIz4MB+ukcuD +3KtHuybX0xC/z/Xjd7D64mVGeX5yxRte2dFort2ORb4mfPEK2PiHoafJc2rF +oZTicPJSdwpaNJcidcDy3U9N2vtGjQScy75Rk383Ah1VzI/y4+uOZk5QjqMk ++Fp+sZZNzUCuzvwj+1j+7h+sPWJbU4BXM3++MIaWoO192czW75j+iTqvNrMd +A5+/fYkl9stD5UscYULYulh4K6ncX9QCPR3ti2X6eUjV/8oNfczOyjpb9CoO +4zdOk/XcZ0VoKslogguHg8uXmBY/51lC/jHF4o6MUpTKyyzEgdUjS2+JqWmN +cngXH20yalyEbP8Nms5jdVDB+bWwn5U7yDv6q2o15aL3dh6aW5h/19Hw+2cN +FYGHRd3v7iUdjG8ucC+9w8E9omuCcZnNUOX/81caRylqEovuB2z+D1PHXkb9 +DgedE+xfvzsUIXL1FeuCXhykOe2eaj4oh+zGtGz27iIU2hqVo4i/p/eYYtnj +8Qu458zwZ2ulBu27xfQ9pMH63xEBiT+5HVBbRx/fBvPI31TBytC2A0isicy5 +ipcBx/v7VCnzIorcNR+ueD4BjX3u2Z0v5kHizwXVst+j6OYNmSxZ8VpoPu/O +OiW4AQODb0S0tj4hc6pW3t+jODh+hkRjouU17MYe+nzaGUI5zbpTtFItQODM +OdzktwHUD4I3d6Ka4E5434+GpBFguKbLp/R4A/o76qrgKBjRspoQTWHxTRpW +aS6wVYAbAZbFfzw90fxEuAz+3sJmVGbSxEN50H5V4rccVIo+rvWstmHrM9M1 +Ys+d7w7kLjojvz4mor9y+W2UGJ8odYhT7gdKglXT6nhNdB5Kej1cdR9bf9su +0RtPR6SgI5qRrs4iBXkotl4vwvA2yypjfq9WBF7eiZTO7sGqoz+H8SK2zv3c +eRKvNiPhduJb+yyCPLRrqp5RjfnppViNzllUgobuOg8fr1LUasBZe30Z60NX +rLS0MrVB5TqT6Mn8NLRc8XVDHsP/j8X9M6+1RUHbU2/dSwShyX6xkCN3DFfR +H4mq/vsCgnOpQidtP6ECn9wcyzEc2Pz5HaDb8xr6ijZ+e3dVIiptc/qHEzj4 +eJfpmK6kBxREUHKUl2eiMKmijnsY/rs5nh0UflWEug5Ge9+PDehbrJJE7Ukc +pOZGWQTeb4ffczHEDQdf0KuUe4JOWP+eQBHlLDkcCccILFcZaqtQNmVHAWEi +Dq7/YOj7nFsHio3azf1VRYjgAX2dE4ararh4Kc1GE5ZD3Q8U3sygY7jnbdbt +c+Dy+9LDZsIFIL/mO8PXXYPopjgWra7iwJqmLjtMoAOIzsttE9e1oFJn7jr1 +m8uQJ7hkynxnAUZzXz0kP1eCnvWzyn1Yw/oyt78vmEZfwnaN0Oq+fTvckvJI +Tz83BrdD7Vq9fNaBQ/Gw1bAtDU2N04v7igSD3hLpCDfGi347EkoDEWko+8cV +D8NUf7Br+fSlALMTK7+SaFgsQ//5RSL9BRwst16vmnJzh3J7Z9kL9e+RW9Ji +pQD+HGEjRFym8TGI9MtHKe0GI5vuQrppDIfescFPF1qloVP9/hVTmji0lfN0 +5yrGV5wSChx8Z4Shh4nT9s1mBZoa9MpLwvScbty41BxrGERRZemS6qSho3rO +Kg8s7ue0n+X4TYiAN7nIXll/MHJ1Y4pbwL9XxY40uNlFIEBqjuKuSiZ63pOp +7ozFsTS4v31P7AlE/jI/op7OR31pd++fxup+5a03lIrG6iC2p76vXliNGM58 +HmppxoGpRkP5jFE+ZLgNXjWTS0WVFvXmbBieqTO/R3lFiMPrC2S5nbElaLXt +YFwGq8szhzydVSPGcNZs4CzHrUo0IcF1vIgH00W2W+eTUtph2Li8yzGhDOHs +Zri5FjG+Ok3/QrvVCaSesrx4u5OJlIz8bPH35ulaiUNyrmH97LZGdHhPOtJQ +YCbAz79RojZIJiUYhBppxrnJWgAGJZuYA9fAkYr+0kTiFAh1L46SlCCUc+tU +SAjWv2Rd/nDcxDwLxoo+MQrY5qFb/MfVFbH8GshRlDNceAYMOFvJXNEvaOtb +WZRO9wa8qyukXR0ZgvANorJSdjekN/rtcdbIKkSpbHNLm87Cz/wl4m0DBDcu +/RpK0+uHlD4znd8Gm9AsS3ww87oa0cQp3Lw6iAPeDHIRXVEz4G6Y/HympwLq +Yj5LuJX2gZFTHKt/wiZ8G4ylv/UxFekRFEgq0PsBhyt/gSkWTzULpnuc1RVo +pWNo3GYa07d0txrtiZ3hRQ97fyDDWxRUsxCGf++D6jOt0nSZLAxtNZ/qBS8U +ihsuwN/bYYlosuuvkQFx/j9r0RFhaEjzI5E7/lysTCzU6qoocKzHSKRwFaPK +/7rExbB+PPsLQ8xCXgjcSB9PlqBMRVUPyxmeYPG1YGmmI/oiDm36W4MS6ulI +OSG8fxrDfTzbA32aWiG4pvix3OxKCtqpXeudwMa/VF9Q6BGXhwgrCZbHQ9nI +/R31t0Cs39hkfsN1el4D6pi/VSSP1KPPWzSCKekYXx0TCErJyIaOC/vaCkpF +qEbu9pEiVgetcyzYfMyE4SFDi7abczW6Jppec4D1P15sJxxvGZjBdCrzmQGv +emTC/BOR1W7AZwLpcNgZAtEhUkinykMiZv8hMyy+8pL0Tr7NrtBj1U/0gCwd +hWU3ZpJi66t6sv3LzbtyELomVdfWVYdul6m8b8H68GGjt9VldWHw4UWzUPG1 +XmRSEPK6WXAZis599dsUnIe/VxNlluiaUKq75yWuDzjgPqqzYDHOAXNF0lY3 +ujL08NMf9rwlLO+YZE4sBaoBwVFcGz/9GBotPnal2XAFvjNkSN6bmAC4WzT8 +a3kKrd3j9e2xXgAc/bbFDaZ50IknU/SJD4YHbHJG0Rq9sHHzT1v75ib++6Hk +n6O/IuORqPxqtXYA+idi+8824YPlXFo6bzVaIKFgnsPwdljoVsjtYQhCxy1Y +L15JRuscApzbpoEwOWoREorF53JHKKOydSzidlB3FsF4RpBRRTBiTwK0WN2K +yrvzEENA4K+vGA8cjed0dUe7QAXtKsMppkREXHP1zz2s3vk+S7SIMZaE/hJL +PqZjWUhBPujZEaZXVcdbND/7CsJ4gzkJ/88ixFqqVk6E8bn3RXOlp7TC8Jxj +4BvTuQb0O0v891oeDl6TUf64whcCJu8sdrWYMlHcU+3NBCyvy0Jk8mvihKDT +zOsY80wZStiTIKvEeNWzWpsqskQKBHYDVJI3qpBA4LmTU0NYvOqP3uv3qkDF +ep3NsYoWRCj3giLRDvN/IDV6jiwNDkkpzi5ulaHYR0qO7zE/1qfuU3NlCYNC +xdWG4PPVKJ6db+El5ufZxC115WcGoC95NtsgqAHleJi+lMvGwbcOzZMdkfaw +I/uazWl6DNn3KMz9EVuB5mXan7XxE1DIq0OvyFeBHjSE/rk4iwMjQcvojQUp +uKDIqCjvV48eTf4UISrB6juxlPap9fewKdQVuTXcgs6xFxHcx+bJEUIeFi2X +Atwd/2bmOmeQrLVSfkzFPOykBN5L6JwDGgMe40ONWnSa9b5YaDe2PvLc4wpm +qsAwLd6p54TV5QI+x3xTHBg83JMI9mkFiQbyOEqRUbRBUt/cI7oENC9e9nh7 +zUN2ceJB1/cOFKmyCY9v1UMvR9lL9sNNOJ3NV6C7+xmdXCmg7mjEwddb7S5D +u/pwz5KBq8CpDbX6hHiMr9eDnsalfmcKLA7zUQ38pClIzoorV7MmEGjZnA/P +YLha+1jxqZ4vHBHRB5S/swtDtTw+vWsYXshuL05HCNsgc4tMYUKdXPjhI3Cd +7RcObjdxG4tZN6GEYi/G8EgcXEhx2n/6xR50rLpZTAfi0IOa+Mkd7O8lHlOh +6RPSEHEwKH0kFI18iyRHSjDcDiPfP17eUpC3xf/oJX0O0m8xZFTBeEZynDxU +elAI9qlPEwlkNiKXDw94juJx4ExhRHs8NRA2nzdQatGVo+c/5QapMDwoaeZU +azYLQ/aRu8auYj4KdO5QDMTwfyp4VdOQFEsz7trWz8uVSOdq2CwnpotKRriu +FV2QBq+auHOblW3oeaHtIZk2hv9VJsaxHykgp8PexSCEEM8y6itvwHhVekOg ++EAVqoS2/vAVliI/d4nvnzE9edfgV9pILYBYQK/wDlZ34q4Kvvatw3T1c61K +/6cG8N/PQNH39dFoTXCB4SzWr3mFD9hwi7RBzeuvCyXBzej6NolTrT+m5zt/ +rtCEOYB916kb2VuVaGCDnp0am6dfD0uzRLMUTHZoPSX93I7KrcucqvHf1W/N +7azbDgTGH3S3BbwmkcJ784Q8l0U4c5NkRD9oDk50Ut6ZWehABVsM0SIiOEie +/21scDMV2E5WMDIYf0E2Oay6prVY3Tn7qJfXQhmqEtf2TLf7kEDfeGOH0iaY +hhJtnXBvhGJ2ZZ5p60pUJER5oXauGt4RpSmTFGH1QenLSofwPJKc/rlzr3oe +LvXrjckJzADTgvgWOVk9Sr7oONtUgQOSHJJeOScdMDz3/ccuikXW9/TII8O/ +AKlXUBDrJ0xH9Cc/E9/3B37eulxO5ULYEh3ZxWF1g+jsx2/3nzehBcfcoIAo +HLQ/oHYRH7EH5YnQvE7FJMQjnW83hPXpeXPXRU3UxeC9d+qsr2UKMj06cboQ +w/GDq40k5R5iUKwo3klYloeeGv6t+g+rI7VKR98WLz8CpsdlWS6lnaiB7boG +Bz+mV3d+JBwn94fzWyRi659L0e2Nov+isfh6VlSa+5MDlETw5tUL5aLGyws4 +HQz3wl80VeW5+IH80+HGK58qxNcut8s+ggOx7KXKlXgxcLEtYq3iQoizrusx +DsPP47Z/p87vKkByeuPhwEE7Mp/IOOcsi+Wp7zdVio40+C6TN1yoVooGrr5J +CsX6AqVxTv+bXwConOl+XUmqR3KTyaI/irF8WfotVTemDXoCA6f1yQfRtUsU +1DdPb0L2K9Ubr581ANPwg7R6LF+81UJzUALGh8cuPiFVewM3wm+wHwpVoxpB +0qEOrL6cft56+/q2GOhrwswJ11bU/96/84U1DsTt9+tO9nhDnKH3E1zfPNqb +3DhBHz8PtIkJjicMp2FcrS3ZGcOhJ9fWrS+KOLgk+SPBgjEVVjI7nj/lqkUk +9MtnmXtw8FTVXilYSRECXc5HKG7WI9ZUkyHaIBy4sDgcGs9WwHKBI+mv9W/I +5PiRzEWXFZjUu/Zjo2oC/Mmi3xOeHUTj1OaOzjL9YLHlRte+tw4Cl6cPaKsb +kRbNJXta7LkUcx/WTDXpgCaLb1HltVH05ojfNaBlEJQKyuxH6teg8JRool1Z +BdwsMvmwx12Jnui4BwxieRl0SvZnLE8l1LPFDZoTfEIX7Y29jqpwMDWm/aMl +JBs9y3abfueSCR6Tby/c2MDBgmH2YNN8EzJdmVm9FIoD6QTyYKvgN4CbMVwu +E4lDKZNW56gwHjNwoItvLBGDujE90ztmseixLYGkGGZnOcZWfNJADC4aQ94G +ZT7q/8mq1Ijx0rhLgg7XED94fT/OGBzZgsqyWx/su2LzczwwPqbnDR/Phc71 +G5UiKbbgcXMMD/V8OLulWYCB3KA/xjmlKPWx1lgHhs/rKaJye5sPIMb7L8Uj +yUp0XH4p8OwUxnsOi7eYFcWhJ03Zhd+2A6ld/xKLk8Lqvo56fP14Mly5GTMs +XF2HYgqa9kPbcHCGcLMpLFIRzPu97q0Z1aK6Bhenl1iderI/oGRz4SFcdXnT +3DTdiNJyiIhSPuLgucl3xs15HSBJH/K0uViLXKje0hUUYvq2/CVVAEsFlL6J +dInfbUK/VW5Ts4Vg+mRMmuhVxBtoVWbWHr1ShdwJjzTejOLALiK2K4pJDB4E +E6g/xLWh0eSEJ8m6WB05+7fj0rwXmOs4pDEUtqOHA27iiHgdbDcMW5PPTwDJ +adnC0avtiHmk/DBBAwcRAtq+2lnJkCbFT+a01Yjm84zDDuNwEBPx7bdmpzyc +m6Iq9rzVgC7lj5yaxeZznO9ikmVJGZxR5gi4cTSIAmbj7taZ9MGB3pZsyY91 +MC18ozrZN4Q0t/VfkfxeBft2vs+aZWNgT0t+t/6/drS7VLZejdWLhUrqPsP8 +F2B75rK5QFcvuvjG8q7c1BBwNy0Kxc6sw+xBh1qZQy6qjHYoEPHKAoo7FHTt +q/j5zn2lnstCkEbvhv//LyqY+3821glDTjSJuFVKE/r8yyi5MRzjMW6Bj69+ +WcFt3vTHbgF56G2c3aEgxmNqZzse1GK6+q1+gj3nWDnKWyL1oJ7Dgb1KieOC +Oh+w3F79K0Fch0h4uBmZOjH/8edu1nx+AKdftfMoDXWh24oJaxS3cOAutEHA +dvktfCLevbPXW4EYn/6YNcD6lHMVUbo34vigoJtgn1OvAX1QK3hPnIsDXM99 +IyVWYaD/sfuOaqsFUbG4bOo6YX0BuYVr86IsVCgXOR1qtiN+fpnX9Vhccmt8 +e9WPR4Dq3HLaZYZ6FPSBoFgeqwv3NvvkJiIfgv9aRuSOQDvSmSMvufACB207 +n5Z0dbVg2t6I2Tq5BSnecU2Yx/KiMfrcSImFBezeI+lUCm5BztWU4hcMML71 +EAqztS+Dussd9/k8G1HSktjU4yQc6PCrUUjwCMNPVoGsHoZu9ObuOl0NCw4+ +30sLp8pzB/60hZsULzvRsXdWjLcFccAWK3la8XIEtDvM8ZyomEM1m4/LWJ98 +h137GOu+uWGg59Tpe5rRjoLurIgMqWP5W8QyeWZbDqz0RUmruydQ6aXp7SbH +dVgJkJNbaiyBM8Q/yYrEppC8ZKmExdNVCDNz3qGmGQQH8X/r1R0ZIGy0/W/s +1wwQ/zjqa6Neg51HxyrEoAOFEb8LWFbAAd8jmr/1+ZpAMR2VOfQqDRFKpF3f +8x2HDYOQlPMT62BT6/3LjSkTLNMrFy5N9sCLTn3ObCIcnGycTPVv8kSOenTt +bRu58MlD18gGw4vNlZVC2SBfkJ3UWucSj0Sq98hJvDF+SnPbPxV1vxVpEFYr +MNnjYIxRrHOB3QKcNUR0+AcLUJbghsO1bRzs7GxYc4wKw8HqCenj1nlohM5x +RBXza0Xr7XB0VRhi5aV9Y3or0Vdl0RYHTLe8DjGh/BPIBxe5uvcuGrchz3sn +jiwx/UPF/OBEMrs7SPRO/plnw/AwbXT7ZzkOKmPglnj8Q5iJEQh8+bwK8UZe +SSrF6un1yL0rT9q5oT709DOF7SbE1U7HEYflr91X55Cu0yLgaTPdW+cwiB6l +3ToVKLcJPEVNF5t0I+C6Jl3L37wOdOw1a+4VGRz4PLPai0uXg/fflYO8murR +uLCWczGmY1isB3mfRXJD+rs42qSUDmQh7kWag40/VsQyerlbEx5pWdKZT0yi +h4Fust731mHr951dxtES8KTQHfG534lOTXIvVYpi+kplr2Ij0QJMG30oiUea +UMCy7NtirF6EKV60b34hDEZX73FeF/qKdN/+P7rOPBqrL3z7pZRknkkZi8g8 +ZrqNhZCICmUIJSWzEFEKlcxCZhmSec7QNmWWeSazTM95TNEk7/n+fv+973r/ +etY661nHOXvf93V9rvVse8tWVB8lAq/Edh6LuT/Qfoh7ek6qB7lmHO4L6iEA ++tnTM/qhB0gpb7XSrQ6gyHV6NwEFDI53XfFM9IgGkWGv73KarUhVcCBBEc8L +q28449D3S+B78+nRkrcDqIstOn9eHgOrecGF3YgCGOV5furV2yBErpPh8r5/ +ApgOVeXrhq+BnfxUFElVDzrPsO1QGkOAZhPyR+JVvXBLmsad9lE23PbHHLLw +57hRSnzWNo4B/2K7D8eRDqQHizLGF4lAdjv+zin663D338faGYoE9K/+z+wj +/2G4vXn4gGAdAXwt3/0rc81ExX2qZC9e18FcucuLSyW4TnwYDBJ6ZQwX9dfP +B1FFI/ahJ1Gq//B5CH3yybG8A5nINMe9x3mM5GbOmH7aA3D0FvhgsP0BVYfO +enrgueBofztvRqIyHPq0tqt8JgdFfw9q1cOvV3Y0FKHLypCa8mVX7lAVEpAT +vhSH58ECXfZbCeFSMH2lJNCG0It+MWl9qa3AQKCW6Zm3vj9UGJnR9q/UI62l +YIvruH9FsEcdtFKThj4lxUlHqyo0SPw3Yo7zUm7n9Tb7PimYecPcmtTWjOpu +heVw+xDh1i6ZU6C7EtyRfjwXyzOI9LkFW33EMWBdbCVVfB0FqWH7sv76LejG +KWLPD3ci5N2di9Kh0wLFc+HjJ2gakWP+iuD790SQzoqQsN2Uht9sTVLRBh1o +xPPtFRGc2wfuhTkrS16DC0LdY7ncvYimVlot4QsGNjUhF0jK8qHnIXVjIsdX +1FdZ4zPNSoQlwYu2aW13gDA9mt621IzIJKnbK3F9HgrlNVN+rQRhn0hUJLx7 +UHqPVYDTKgaPDsx/IZHxA3hW4cWll4mcsq7s6dthEMhQ2rdU0Q9BD953pbkO +IptpWVI7XgxKZt54uElFwuTKB09Vr1b05+D+s567RDDNVvS3stGCX1VJHdSM +Zejvx+TYtCEirOUN3iwwzwOTBWNR0ZRhZPlwzC3Xug7RWywt17kSYIXp74F3 +LwogovHeJ4toAkhkdNjP0Y/AVan0E33CnagqArVvSxMhLa5mfmXAGBy6E6zT +pwdQ1YpbZWXFS6TbENHKDRiM0Ot8HPfJR5d7bd+tPamHJ2Ix8bb4uHIvhPuS +pvhCQKh408ctf5RzQ6f7v98JL32Oeq4a+RWR5xME++iI4F+kF5dbfgdKbJ9Q +XhXKQ7kCB78U4JzmWGpHoJJRhtGlhaMC5EXouuml3wM4F94WeacKtgBn5feE +XUI+obmswh4mXK9m/V+WEglSwNl+febrdA+6YrXSXjWJQU0zLROLkB/YTLaL +WjI2IkO3+8ZO+PMVEVkPGexLg1sziYj/aB3y0ipTK8dz0QgHl/b5FxLg8qf4 +y6ufX1B+zWjVvRdEeH4/IuTybyW49/nyzMxeP2qNzcvMt8bAfbo4+4FtBGxl +tsi91GlDMi7p3da3iBArFRxuX6sFpFOR7sUGbSgi49MMI35dsi0m9XG3BCRv +kJPpq3cixtyArlopIoRhU2k2B69BzP4wdWJFBVI/KTd+v5sIU9U5yrGn82Dy +1jRlwvUuVPT27JeG03hOTyJjDb15Bw6dG0tj6mpBfpoRKlxORFh85hT+rV4R +JH0f7WZX9iCzV+GqsnMYjI3eWdV94QsVMnZNAU+zEP2w7TeFgwRYtGBRnpsa +A5320gylc/2I4kLZ+r0XGCQSY1aaOCLAY6S2U8++C3mFNNYW8hLhoLgrwyu/ +izC3Fl7Lw9KODrnU6N/DdZj6UXvlqngBzCIWk3W9GbRNI5ac7FOPqjq+/ax4 +swJs1of4KWaeAanjgW2lYAyCaEOzJDn7YeLl/Sd5IT3o4BKboMIyBlGNjcQ3 +FYaQe4/EXvj7DLozU1Nr7p6EtvxZ5MP9V8C06rl8xuFYUFLViClfGYAqevk4 +hOsuOVF5TikoHfjUxuTfywzA0OPkBnljDNRbbwXLznQiW5+7dDXniJCeTnar +5IktLEQseKvVlaOCGz+So3Hu8mfMFDTkUYQp0lSOpW8V6HWYync93E/b9cvp +NDAFqDameiW72IiqaVMobXEOR6Ldwq03xeHHsrrMlYge1Og/XuW4hIGU6k2R +D2le0FI6+kOrtA0tf33xgAPnFhujt0XsbySgqgB5J681obGbVGpduJ9eTKJq +Da4Wh8tvvLb6o7+iQGe3d8V4X8jEKPV235OD7oVjpixvOtH+LalVBVH8+7Hl +j2+xRgCJCLVKqlsP2k1p23FewyA8z1gu20UDjpw72uV9tgPxsZgaOmjg9ZD0 +qrFMRgJOpHd157D2oqN9A8pnhzD4VHOirZrVEPLNzZKmcjrQsTSZM+YieI5g +7MhVCs8H0YKcByIHepGtUaPJh1EMvjvRVgjmWIN+SxS1SEE3OvbA+gfVQZyn +a0fmaYLloHP4tr+QUC/6ILUVd7kfAx+/qvNGcx7wLz6W5FFnOlqzkVz4aEwE +X9YDWLFdGyh63JIVNOhC6n9umWzgdXWKyXdBNCAcQPOpxPeYXhTWMLsc1ISB +3oM4yv5IDcjc+rkmdvUrEjsmx5VOQYTaqAg68aMfoPgxT0JsQxe6Qy81W0c7 +Ax4PKJz0j6xAyNQ/04/pI0hF++hQ/6c1oJfInBp/2AEDClyPajj70dTCleZQ +vA4NWXaEg+oNgPxHGtF3sx2N9vzeNLs8A8pUaVyZVCuQXd5Tdf9PPrwNEaUd +4B6E/dnkWA9cj4MKgh4tn/kCDKKGe1I5HeD5U67+TzsG27WzfvF7QbAC6a5e +jyOQz19aWircZyuGA1XXQ3sR0/nUw/64j+yFjnBeqLQGt9zU9wNSnxB7hzC7 +MJ7LrqDyRy0p8uBS0m3pS/0JPb1AJZCFXz8T89GGQk8O/p1ho/HnbEaf1YXz +PgYQoem1+Z7eljj0Sh7l/hDZh1RI/dnOJmOA2M80C8g/AlsBz197uK+pHaXI +FsR9LQRUDLnkJKBWJb36/k4r8rHu3yjFc98do7malBwxeOjVaJi5hOcpg4Of +VycwWE+XfD2/KQfa3hsblrh/qS+8u/J8BYM2EKch7oYByDEZKQT0Ia3MoK/v +UzHYJ/uiVa6lASo2sXK/x7qRRew3ovI//H2FT5EqvhSFjd6a1y/Z+pEDi/tW +4EsMrqrLDynUGMAVkhmWn3rdiFBBn82wh8F7lVBveZIPIGh/tCHwTi/Syz81 +qNiBQf4O47kQfNwivFgoA2l6UfkT7QiHYQz8NodljQ/Lgfc/21Ly1V7kyXoj +RrkS9ydt+/tK4AHM3N4aEUdm0fS2Cg33g2XgJzQ+5jzYBbk+MHW8vQfRPb7l +ujaF120/9e3RI+EQE7FDMiHch672qz2zz8d9JEF8d7ZYFVq8/dXVbZqRe4bB +cVGc21vOPL6qYp0NaoWf/OPbquBeeMSbqrgVcNtge2zwaAb+BvrHhIVNo70x +6TdXnq0AH9XP58iwAx4PTW/bZfUhWoHtHN0EDFS0pqtuR+lDp7Xd1y3hHIh9 ++eqb+KtlMJ7+u/pCcg7OThm5J1xtgIKphzRKf9tw3fuZenYfg3plsW2bVYTU +VVo9MzvqYdPrqvLsQyLAz3juF0dDgZNQ5W3onoBOkm9g83+IQCp2fiWlsBed +eCMf0VeHj3/W55FksIbAkmN+vO7V6GJpSVdVD56vrTnPP78gCy9CUhkao2rR +dkgoL2cbEQxbGpYvnZCFSNUPK/LVbUi2mEK76ToRvMJg4tUTUTjrm6RNEdSD +ZJz0q2ZwPZ9d/CrlesINBDy5DWtpe9DElZ2/Eb9w/rHJ6SNeE4VHE6wm/Yfb +UPJzcu89SyL0JP3rXbIWBStY/c1/BteTfPVXDgMYGBhme32WlAaxDhmtouw+ +xEBOeoL/Hd6/Ntn+jfFvYG9v8+Hyn170eveE+1oZ3oflTy3OPFABcm82Gm7e +HlTakdEvvIuBuFrc3qCYKCiH9fXVxvahp4dOkAYnYXD7ytKoIbU+RMr36Ion +NCF20s16gddEkFMXW2VpyIJjUgXrDuT9SD6BtoIsBIOsqsQNVm0LqGFfUzku +0Iua/l6Unsd1jyXkJ90zAWng/MgYpseO3//bwwaaIgyw6az5pkIXSD9iQfFM +og9V8s58ZqLBoHu0zT3XvRUsyE0Sp6R7kQ7Ng3mZXgw0lEY0Dr8KgXWH0l/Z +P/tQ5PU/Kj2hGMTPWPMfz1KB87FBgWVXptCszTG9zclVMEjsY/VryQLWjpv2 +J+98Qy9U+d9yPZuFNM1cw2mZBeCwn06V4u1Cn44W8dvh9Tb/5fiGiVYL2D8Y +j6Kdw5/HOEaeLxKDE7nk/edWL8Pa6aYp9G8WHdLkDtUzngFnrcJbA+Rz8JpO +goHVoR4VlBVyUN1DkF22EC7mRoS582PKGhM4J7NveAQxNMGj8Xq6cX0M7GL6 +bOryo+ExpUsJvI9FSlQbFu14HfI6xr8tcepHOuerkuofY2App9mdoGYB4hWb +J1rPf0bcU0ZUJc1EUJ2kJP9qJQvtVrNOdNN1iFSj2sy38r/1pQ7sqtkycGOU +iVMJtaEjx0xSQvE6LC85s+QhJQreSIJTOmsAmZWzC6RoYWAcnBLEZOkCx7Gf +9m48PUieOsZAA68Hyyut9COiohDKF9KoTNaDDse3xXT9xoDTz9VXR0YIZlic +ckUpepERJws32QjuR4/vKgo0S4Fb+kiN0EQ/2jKiGvh6DwPT4H/EhsJXcJG8 +Wi+noR9lM+adRw8xAO5/V0ryVCDCLeI7099+tBGk6nXLFoN3z6k37/8QhPvy +7SZzv/vQQ+1L++74/GY19goWLl4GtfLQ2aCX08hF9vcFDZNVOHf0lxb7ZBbk +0pkvh071I7Yjxn+O2GNwMmln47afOZ7rppkDyPqQLkd9JH0pBl9NFavDf0jC +kPDwsSHBIcRqPzuTdhjXQ7/sOOPjLpAVmmM2UzyGuHsdrsRbrcE5RbQUaNAG +OX+vSczXD6BFLrYH5uoYfKN89e1T+ivY8DawPxQ8iDiiWcz0uDEIaTq2v43z +OZugz6wZGkG9ZzK307wI8DfvweT6cgaEq6g+f/d6BvWTcdAwy87AO7rjS17e +87DBF2T3XnweZV1Q0A2nXYJs8naNJGgFy61w/VLlfnRfou3SywC8H9vife8k +XYKVxyNiYs3DqOW7iHuvxzwE6QZgP4IW4KKwVWjt/V6kqVlRaUnXCDmfR1+5 +4uNBbO544a6eBC+92Rqu3uuDQ8VhH7txXwoiP1Tv3dSPZN15uB3xeRE87ta/ +m3wL3re9XrqQ3oJi7jr8ZHUhQlW/yvfyNingSnD5VpPaisoIvqJztnieYZs6 +1PNLEvKi0n9q3+pF5lo9ARGduP5+3HDazxaE4pbzeXHn+1EDGS1r9HMMqLoc +CVKfnMBnJlGgV2kAsUjKVhiYYvBRUWs3PUsQLD/7xYbi/UJq+8vkSRUG9xbn +Sq36BGG3s+vf3qlBVJD4R+64FAY60cI/4nLE4YCwb8hAZz86pKr/x/8BBuXH +sdkPG4GgqaT9zjlhEKVWjTb0n8JAcf3699MxivCEp8qwOWMQjZAKKPKdxODY +LZq+jU/4czbNc7k97Ud24p9IWLwwoCT/tj/xVRu0CVP7irpDiEQreXRmhwB9 +/LnEkw4ZsG478ZSfcwDdFhhdvGOBgf65i00Gn0xhUb/KiUF1EB2w3TGbE8bA +vJnpfleCOEyfbm/uS/uKuph1mgdoicDfd/7n/auO4Gaf4U17Yh5dGyvYeXl6 +CZK16pivyrfC0edyDqVUA+j96Ie6L1YYqJb+oBetegGvr+yepNIdRANbKttb +53D9HwiwGVJTBHl3jWZV8c9oMjf7Em89EZodL65X/U6DUSneoWTZPkg9LdH4 +sGMFIgqdvwd8m4TmiHsj3DEDqDz4qjZJLQHOMNPxLEi3QIksyIlLDSEdTlf3 +fRIMmkeMPbSuaINX576br+UgCKhVbs5RL4PjeXa33y3TkNfI32uE0kC3m1ss +sr0PAkhGK4TDMRhc6KERcbFHFZdUukrCWqCPlYSLgNeRQjKnT+PVIBD6n89Y +RC6fM3lijwiHE6V77A7p/j/7zDg+yqbkWu1HJeSWeTx2GHjYHKyZeGkKAnbp ++bdD25BZDR8biSkRPJ/51p2Kl4RFyedR9f/aEfWDX1KfLxLh7LbikyodSSAo +vxU6ZdOH7gqYtF3NxOCKcYfFX2tBmC8MN9lj70GaVYxRFD8xSEsKT5ufegg2 +l+JfcJcMIqcrTz4jNrx+iusVFUoEwa/qztg3vN7U7zHsMzng/eiXzGUYzg9q +UiYmLGxDqPLlbfoDZBiIzBd2Uz8Shzxqrn9TVL2IeO7AhBTOY2RX+O2cmJ+D +eLzvdybGISRunRq/in+/e01L69OCAoT3D7VktQ4iClrHjgkmDH48vSJ7VIgf +5MMqlanuDyHXZ6F8HT8JoCl0L8tCXhtu9UafPxVXh+SNLHqFyojAlKl4L249 +DUqWk9iWpAeQAbbHkGqG69KvE99e8JoCtX5MjYLFEJrc+vjrwB8CvJ/ZIs1Z +EYO227xw/HwvonX6d6EG91nFhrupoj8eQvIpxd5SrxbEcviTpxHOn4MV1zif +JnyB67KUCZfOdKNxN5Mw7WNEyEpjUFesCoBvJmPXBY2G0Rsn7INwJwEOnLx0 +gbRCDk4JeYTWHRpEKQKXNc+L431dvIP5W2VA7PrbeF+/LrTUQjPhL7AEHmJZ +946kz8HzPKYsp8pPKEU558Wsz3/rlttYGqobgE2VXlJxdwA5BzuY7uD5tuMd +xeABuovwgSHQUNhxCF1d76FZEvsOkeKwf+L3LCjFaH0nfWUF3EGvBv002uCS +RFNt1S0ivLrwTs+Xpg72Nf+pFpg0QKzoh6dzdkRY/UH+e1e/ENHQPqUm6OI5 +X3HzJhlGhIVCjkAtZR20/Pyft81oEGzkM438d35a1Nr58XvsA6gegvKOWOJ5 +sMv0cNRnE8irV1b68v0rkh2zIE2lJIIuT2f9T18JkA4oENk/1IMYRQcemvzB +IKaf1PihkQQodVqbFrsMoMxcuRlXAwzMAseZ1Az5QMiG4v7f1a/ojcVLg8v4 +fb5GXHwle9YBDI4y9drPDSLnxAaVg3QYpLQ9bCWs80FIzz1NhsoBRM13yGf4 +Agaye8y84S1ngLLFvmv7xRAiOAfZ1m0RQK4k1iBYQwSGeGmdwl1bEOuX1+o/ +XIngEMGV6Cf5FLqyGA3GjYdRUSntybEOAqhFMVn71cpCQxhZHgfpMIqvu29Y +PU6AcwZrw7KTfOCgMnHYKGMA8cmyO5JrYzDRw3vEO+wC6LqKDzBqDqLmCrNX +l85gwPoup0rRIAPMfx3//t/+M9OfVU1vpWCwMdRAOkNyHZxOUPIKPBtCxYS6 +YfdtAuSRrcR+pRWBeUrvMXPZbsRYxE/5kowIRXcf6jPu2EMqw9C7xZ+16Db9 +REunFxGkX+VS5zjUg5WofQ8SaEVWThq/b9wnwg1r/9TOan8gVYuscbUbQj2/ +XpzR/EWAQ8qBeS8z8PdKnt69GdCFfB/9OSXPQYQC/iu/uL2TwSub92ftv050 +wn1Qes1zCUoH0hP2Ls2B4sSFe8diO9Dcg3dKBlsYcDz3kl8VqwcmTN8o9uAA +ijKWVHe3wSCD3/zhdpUGoNv1P3SsahGPysTnkJ4VGJYMKcmim4HWXm4Fh5wu +dInv/pxjfhlsNj5yLSQhwl7cQs8Tqh50/ILuVUuxCmDYmj4piuuHsT1Ldcy5 +D+j9IyMCpVwUXGOiGfPZJkLKoU+eWrWV6E7HM5ng4A8QQ72+aNdNhJpG3mBy +uz7UQP0aVWdgIH21gv3P+DXIiNQLECrqRqE1N52wA0SQfTs9ddJeHJY5a7Cd +t73oR3yBh1UTBitd6geW/cRATfPAvA/zIFIdiPtgIo2BxFaakNCPM/CqbeNm +ypEeZJZ/v2AH58MBgoLse+H7UHvc+VshwzCi6mEmrxohgLMO95vkMT6QG0US +90pHUeffTwvn9Qiga+Nt9meDF7qLpotMvgyjLEtI+VNGgPC49SmNHWFw9zs4 +fcKiBf1q4xshuv13vtQTZczRH6rrYjGTsSG0+K300/ocAV5ht07sCsoCRROX +7XHPcZSVuPdlZHENChRhw9+OF1Kaao/2qQwgw9XQ430mGPz5GfR6uVYDSm0b +a4Rpu1DVBf0tsjP4OMg2DvmbJoONqqGcvR3Ow5UVITQYPm72qYPR+tegPa+3 +w+PqCLI77SayG0uAPeWT9XOHhSGnbfuGiHoPuj2mlru+iesSZU7/5oA93H0j +I/Qmsw0lLXhoT+Pzqu4c/aLhbgPMSww+CQhqRXdS61723iHCt+ib/1Zd/cGc +juzGd4oRdPjc8mhEFgEcjtf5PfCVBr0IqbkIyi/oVmfk3048f50bukq1dzEJ +XLfZLwyd6AFFCn69pMk1cJKUX51yHIKAr3H5JnO9aO+V+K+gGxgcIrIzLfE0 +wjUORXPdB0OIkpK6PRT3kUNhTsPRlmqwaF4/69zQAlzfkxrKDq1BJVnYFHfo +BDzMSP+asdCN2g82xFxNLoYB3YBvfN9xTsytpCGprEYUT6xvvu3thWZMKAsL +xjnz1rPN0wM9SG+AYqR8CvedKRONmS5jGLvEQCK//hZxfCL+7ogvApUx4RGz +FSIs1uRW9dEPowclpNvzeJ3Qbel6sFaKQBpDgOpa2DC6f9Fn914dAfS1K2T4 +YoRBGFvPRD96Easpm3xrOQbKXL0JG3b3gHItNVCBOI7GHTk4H7WvASXnYKtr +Jg8kmtw6Np02jqJIdQq+TazBswavvOrTvGBlZmO+PzeOzq8VXRPrWoPREy0z +1Yk8QG7t8i7uXy/Sg+wNCTwvt73cuX5uxx8O8iwUq5aMoGNOB8svPycAp8Px +tO/sgpBS9OZi+eowGsg7oqmZTwBl7ncm7LpSYLTSEl3PX48e2UfUhxYT4eb0 +9ZyzzYng41VSO7A7jtRDJo9Zta7B+UvJ6ZOaPPCelqnnQ8wQIjONHW9fJ8Ap +JuOVgz9UobXcZiWJbxi9eO7QSjlIgJhR/kwu2qug/fw0K1/eCGrW0I2NeUGA +J3YpJw4fFASBcyqidx+Oo9sdo7R9bmuwtpp3PdyoCRz/mV2i/dGHfrw7+vtq +GAanx3yI4xR2UFqu3HHwVB9K9tmPeFeIwU9279bfBv4gatfEp/F3GCWMsM6s +5xDAkV3oufSmJIhoidtVUA+j/miO1wGTy2Dw4PwQZ9cklAjctnkrVItKY35r +/MDzqT0tTZHdkyRofhF+XoxvEN1jM0/42EuAxwn+T1YEGkHp4zjtqdkSlOz1 +Ic2Yrg8Sj181HYzFYMzlzAu5LPx9w6O89qoJQG4UkzUXrgp0exBulDeKAi5T +5pPkr0Ad8/SlGxdH4MLp18afjneCi0xE8UJTA9SS5ome/YbrU8YvkqCAFMja +YLQZ1y2GLXF7ioZFIgSc7XQwaXJAOrUf/+id9gNnihvH/vs/xbA/L5x13g0j +XzmvQZPPBFhLNHz6i+QqPKp95S2mOYq4n7qkfbIhAJV624xjrTAM3TkysV46 +jvo/pg8Hj6wB2V/qCYcUIXBsjJd32B9HqT9oOIKb12DhV8S8tCUPVAfJuT/5 +2Y+apKg9VvGc+2hRRlqy8y785v98ZO3wBHrmnk4i8WUN3k40/v2rxgMTE0Gk +2zJTyIFdsPEScRX6BPe+OWNcYGZ/31eyfRTlMXorOWoRwHbJ7XWtnwBcdP3S +36vUg7h/qQrb4n5028G1TYDeH2i4y+Ts1EfQwuzvd6oJBGBbCix+lSQJS7/W +cy1CJ1DMn8cfGdPXgIMlwtSAkQvYY4t6q18Oo8g3JErv6wlQcyvK+dV/66Xb +jiXkjzSggRP3I7bSiCAlG5n3eioJ7E8ns6hrDyOdeFXuy18J8E7EZrZV3RBI +W5tsrdzHkPXAUsU6NwGSd/32TD6eBQ1FGu9F1z6U8y3bZC0dgyM97BG3C+/A +AYqPygnTbUj6KmK2OUqEI/4hzSfi6uGX4OTlnetdKJitWMfnNBHIdG0EXUb9 +wNyqpvKJwQjq4HlSeSuOABsb59lek0tAmUzYdZ3PA+j3g4I7gyoYLEhRZrkv +JsHnamM+wcgWtDMrr6XHQoATuvt/FRaG4ZDvC7rVt/Xo060yeGtPBKflloDf +RXXwico8iT56EL2NTVw+zYnB9QNiG4enlIEbO+PFIdyEpJ7w+t+nJUDLzfsq +tm0jcOUlmU3vcBs8MMvO3zvQBMJvvVierGPAVK6zld/UARgfo5eScBnEdDod +4uYkAuMRHWb6X4WQ2R3Lw0xVCH+nBqV7JokQI+45JZM1hMzFX9F+IBDg18vN +6AxSQ1h4+jBRY38KGbTf/VBYvgqGx0UDrxDOgjzzE6tO+WnUG3fsVFLkKtSO +6in6e5+Fbtru6TG9adTzQdXhZtAq/MnPvRy4xwnr92aJLK69iNH73Am3Ngzu +xxyaiG6xhfu2NO0RHyeQQX5L1rGENVCr9uLW3OCEVqf7sS6200i5SKHGyAuv +w1jTM/FVnPCGh1zImHQcPYsTkKMlIYBIOrbdtnYGHC9cnzeMakDNCrS5pB+I +EPuniCdg1AcIHI7x3ckjiERvVNc8mABE/cIQbypxaMwPPRIjNIlM6zat2LzX +IM8xzKvhMyfs2hDrTZ8OIsukoQBfHgzcRs8aUScoQz5bsm9T3AD6k0PVKaGJ +QcvcPx1hyyTIv0UlezuwF9l9Eu373Iznr4azPabsV4DnvfS+QM8YSmo0Ybem +IkB+lmOd78gZGDjw85eZTA9i7e1ufb+Ngc+Om3pvuzX85uI721lThp4Nhvc0 +FOK8/UzoaCJzDSg5x7xulWlEGxf0dNbw+i+L5r5W3+ADfqNzl/SVR5BREvkj +1kScq0/d34z7IgbDr+SnvWPr0OMuK0XbSiJIrnUv8+3EgsPN48NlGR/hu8+c +kkAaAb5otiQufB8G6z7W+Ne3mxBTaYIN3CVC0nGzI03K1cDMr1KhozWIbqop ++icKYdAk84nx+UllCBFLjqI8VwKUepGO9E1rIPgyymI6eRzcrmuP2sp3AF3E +XqFfTQUcC6q4ZYzXm6TCQ6ffwm/QAYvpOy1XusD+xF03TbyfeiJJHOrZe5E5 +Q99S9SAGL4w9ThmSXIHptdDZO2bTyN/uLJ+B3ypcCnhvVfiAH5i9TvMZls+g +Vs9r2jmZKyAgclYqmJwP50H1TBbJabRjPWd7OnYVCjP73K4/4ARq0RvlRdUd +6JiHW4WlIhGCjGNk/n6/DYb2f6gFBCeR6nAUzyd83q0fnemTq+SE6MOTiOA2 +jXRleg7QO62C3MgZpkj6U1DEaBvenDKG1i6X3rrISoBUclHdfc0zUKBxjkL2 +byNaC0y4aPyOCPeWTz5qoHwMZCw565kXR1Ao7623se8IcNJoNLj2iRis8g1e +MZWfQm4TAhrXsVWgspokp3xwCgrDPqTInMb7/fU33W0JDH55OT1TpVGGSMEK +7j/t1eiC79Pxc13/7TNwacmoOhYuF4RdYrvQi+QUDhJ2uzHQr5v2uPRRH4xt +hh9a0o4jtfwRN9X9NehSOfTs7ofTIMB1/E+aeTsyyQ90F9cnwthLPQoSVWu4 +/Y0lw0CkDSnV7lxxEiPCqdMXjJ03q+DRymxzw+UmRKNY8vZgLBFm6L1PnT/3 +GIwaNrUsWkfQwMmN2lk/ApiMfrh6OV0UOni3kpKWwhGX7uNXPX+J4Hmk57mE +Ygw8ChaO/fSiCgU+Sn7Se2gVdvZYA04MTENj2z0pC61OtC3TM2KA6+0fS4kp +wY4qOPfE+DGTxgAK2vUsv4Bz8jcL6pAtQUU4o7jPt8fQhRTuyP/61rsC60FS +gVy1U/BGqaGZJyILVRTNv3zS3wlJNDTCGbxEeKdtzBM73IPMdb/fzTg2CeyV +4TnlSqtwNvZfob12JnCaBHf9MMuEfO9p1bvreB1eawzPdOtFAl8uMajjuoRl +pkhzmeuDU9RPm+CJOTTOOKTNzrwM7yoZPRdWeUFhU98qaHsOzcfYtpIfXoaQ +Jww1r5N4oY3+yu3ChWkUHbxX2HNuFeYr9T0FK9khYufItOhwC1qNbqNIdSRC +TqvgUrzZbXDfUN/bvzSFpkX9YwuWV8GfUbP52tlTwK+p2z8/O42O5N+/HyK8 +CuSJQoZrFOyg1H3C3GJjHOl6D0pvta3BtvZXiYpSHnC7f0uGROwLqut/kdL8 +Buf5GMbr5hFe8JC3Iq1teAT91HemyPAhwOX55DMoQARMDNCM/d9vqOdd/trI +/ipYnJU5ziJxEqKn9yqewwC68vues6QpBoGWrBVPqxTgSKmTU0zBS5SiMPrG +eo8Ik0epSBpPxYDvhxzTkI89KKTpEMX5BQyogikcnS304L7/FP/H9XH0eI1E +hAPn4U9H/I5dfMkD5Y+iN7KvtCHBrSDiyVtEoBjMbpTytALeD+Jae33NyI0q +JqEOr08rpxbDII0qeL+7OcqEmtAZ4+jJp5FE4OUhu1zO5QWWR3WPl+JcMRMp +e1UC5wpsTvXor4MicCB6P16evQ3F1H08pY/fv6Rin5+BJQ4O/vO9vM4whpx4 +gpln+BeBquTTzkeKOWi3ejJB+aQEuSXbfDOvIcKzOVXHsrtVoH7JR351dhAl +TBc+ZqHDoJC6qxZjVYBZZ9lrmfb9yHGFQZPeewn6D3DmXxaaBQKlgtF8Txfi +pRf+WjoxCfmxCWrtuqtwztsrNuhmLyouTr7yV3AYlILVG14Hr8Glj3/krBt6 +kMWsKhv3LAaqKbrSD7j1gK+ZdtFSZB75OP4ayRxYAseqhVLbbB4oIfIH0xot +oAm+VHuxse9gEHRDE1PmBqr0YUVV/RnkKtHvd3d5BT6g5Xz1vhNQ7jo+9/xm +JyoODnTWkSTCdbmGl+d8rCDbrd636Nc39CrhEFv8gTWY/Xn0lSn3SZjtDyVL +rZtFOY6HG/8QluFO8aXSkCRWkMqmuDbaiudZD51t1I/zoVHfm+ptbshYaeDv +VGtEX5IlQwNxPyo8nGv9kcUTtLW3f65PDKOxMmdelSICMKVnVOmHC8OcwvB6 +y/AUKjyubEvZsApqNz1F3PTZoF2OpVqtfhDxPL3RJ86Cwe+Zfl3GBXm46m71 +ZudHJ/J/tZly6CwRfn68/E1eOg4yybzgM00feqYEapPFGNTe5VVsUtaFXJU7 +T5ZfjiOf6gqW2Nk1GG9V3Vf05IbMu0sns+06UVi4EfZOgggZp4eR+CUrGGLb +Hro3XYWcHW6UfUklwu/5MxtC36ohQ+5U6kHNBjTM3t08+RHXW0q7+eneR9DZ +tpSbWzCM8vzanS9XESCNOXGUj1IIJKVUau/v1KITn56EVX4hQnl25HlJuxiI +J9dfF+qrQdt75SdPE5fh2Zrig3CbWUDPNzNd09sRz2fDLutTRIhwLm1ImqgC +Kc3ozk6DfnSI+Lg73x+DCYzc72/AeZgfkF2rQnVohbHWf3FzGV5WVX5yVJ4F +pcq7BD/yXnRYafwQs8oQRJg4qIfhPlwVJ3352EArHFbim7O60Q3Nag1bmA0G +x5trjhQXvUYF//sJVANPNa3/24ffZX5y8lUHipeyfUChTIReSeGk/PWLQFIi +kMXs4Q8nSt57Z2XmwPm8lHex20SgfO98Wr+kF1l4vAp0q8MgYiZMIWJBB+ya +BaW7vi+iG/SLA6+vL0KnrbY4SxcHvBMzdI9qWkSH6bO/OjxeBJe4B3uedBzw +uYdYn8g0h/LrjHvX85dhBLwWIr1YgKpb+X37hXYksdKu/vQKEcjZtmffv7IE +oTa6XrmZKXT0eyffNbQKTzoNuzp52IBrfjr5csMseunAd6FpbRlIr9+JfXya +BUYGw77tFYyjP4pFe59G1yDmLYx0y3EBecQb91S9ShT6MPD92Bjud3ELf8Lc +PICK8c3sP/5hdDnU9GTHAAFC9hsXRqMFIVYlLFWO+A2x+3hr+R5ag38Mj/1p +LrLCDbJl7+cc/YjuaPzn+mAMZE5mmD3iPw8jd3QPpl6uQBmNhjS0E0R44KC6 +kHIwBu43WHKMn+xFgWrKatE455D4C2NUU9rATEFV4js5jlJGhjibvq7Bz3sx +d/NPcMG1krLMGpoWZF3yeGLGkwjpLT9MD2dbgNt8lFGlXgP6KxG30e+O8+FD +6Q/ZSzVgam799QhDFRoLOH9XeZAIHhksVmcueEBMeMe44fIQomQL5KKfIcCF +92z8FcKCkL+nUkWlcBeSiI9I/9svvblDs0vVKBLe7yQHXbfrQn0cqplu9t+B +ZF06+HHgPMgxv/7hqJiKrGoj9EdbibBi9a+ZxKIGjksZ1WGNfei3RsDnzbcY +WFQFUg8syoAmn9fA843PaHs9lPuXwHfwtdB/5Fy9ABTLNFGXmjsgwSz175ZU +L/TEOSpbH8XgcXu+xAWXBtiozyw59ygRFTUk25JmEUH5ahfb8p8edLFFTOHC +GAbdEfJPMyq1odKitNW2thiaUreYyxSj4I/qUPG9JSLwiB4K0y1ZRAdOO9VO +hSyCatDx7523T4E9f17ZrMB3dFubUe0n3SI8PWKu5ZvADhjNi0SH/C/oTpBo ++LtgItg4ZqtFG1uAqZL3YRLnWdRg96+G58wKsOvuPG3sY4YDvzxWW+e/oYJ/ +VM3mR3Cd6aqdY1BihdibgSo+cnOolv3IA86oZahwP2cpS8kEzlfbdwp7x1EE +ixFbUu8aPFk/yPs4hxMuWZApphs1oMnnL1Ju4zrjLPfg56MgD7hOJO2JsxxG +nbOhVKgN58xUvzb1LwIw8y5iO03mKdSKR6n/t4+He2wH3TGhSNhhCQ6/3jKF +lOSc7RuaVyGz59M4bSoTuMtpBP0g7UcL3sLaKASfF90Mid5vMiAu1HvnDFM3 +uk87l1BNjnPCd60HH8u1IPA3M/fK4Diyb3zHHNezBienw2f0rnGCzzma9Rsp +gWjZeoBzrg2vty7WRm65WhhuOVuYzdGE8sgCr7HH43z/85GsXoA5UN35e0Hi +YgNq2JitXMbfK4prznTV2ANClHJODDQOI5/K+w1a5QQY+Jj8kCTgLLjtiswp +zXYi1gHyGwUCuF8fbYoMco0BbGtzyzNvBF6qSAXOUn0HMeM/GpjjLES86V6N +v1ABManeQy8KiJDFcYEjSKwaci2GeF6VVYKE19BFtcwspCFAFrHbQ4Qr45fM +6g/1IWdd1XvNpRhMutdlCEhKQ1hqYa5v0DhcVuS4EDMwD9N7TmfzDs2D98ur +3CqFOD8IfJYbFqgH0tDZ4kZKXNeN7zJ6BiSgdP3HbCPbSeDWcL+U/hcR+P8k ++gmbfkUcD97TazMRYV5IeCz9gRaUiiczu7ovoeQyN7UzqfOwedtZfagf99OQ +uiPXvJZQukJuZHDCPPwKkw0ZCWaF1463+fPL5pAO5fHRPKll2Mvg3xznYIST ++lILwoea0NFclUlFPF9EDv89k556C3yaS4qZx6cQVbmDFFv9Kkzkzgl+dWEC +k78FlYeD51CS2DmXG9eX4Wif1H3LIgZYJHtbqrAzhkawepkoUgIMLlqVvJU4 +BQ2ttw3nj9Sjnee7avQVRAjJnNmNuuAOEtfjBaU/D6HUzHNn9ZYJoDMel/7V +mB9qq6bW741OoUnLYdlo/O+mnKW45rnCCBPt+td4sV4UbPFkhliBwbO3JE/H +iVKwyHOU3JL4FT2HIg7G40SYXpzmuFsUA8FlUbo23R2I7m+j/GUFIpz+zSLS +fUQTvrzMotuJG0NHDSIUh9gIEE2VW7A1dhIODgHh13oL4t/mXLN7SISNP9bM +4oSbkLUu4VOrGA6Ru6Tt2eP4+Nj+uZlUXAE/uao9aVXq0cHpn1PsZUT4zDx1 +lveQO3Q7WU4RygcRLYlhJg0bBvEWQzG5FXwwdpJCJdW9HfXA0W0RXSLcDGwn +ab8ZDfsn7YJuNLai+FChNLXgJRAirJurx8yBa9J07O73alTDz9p4Pp8I65HO +tKemyuGptaCilXIfirbqKO39iIHf0vsunhwp+MIBI7Rkw2jimV+Tgv8iuLG+ +YA5NmoNdgQEdI+VmFLqUc7hMsAFu9VxLJBEhQtvXHPJt1AvJ+wpd8oVDoHDo +X7Za5Brk1BUXjvrHwq+7Ftyhy9mwtx2XsrlFBImbqpomCUvouM7TzmmXeRDO +vk5YGWCBUe4C5+XlJaRt3PngFOM8SDT3PTMcYIZMOp8Jpw8taE8mzaDTmQg4 +oJ3T+H4TLj78vpllM4eOPEqcdXFZhqHFpTNHfBlA6qL7pM7QFDI6TmTzwvnt +pOSO1P1JRigY3D3OEjeHypqI1wiXloFntk7m2T16oNL+pztkM4Z0XBPPFp0h +QKTvmW8NGifhsRY20xpRg0R+zOgUdRLhb9ABk2l2dyhpn/rYlTOI4nn3WoAd +A24+80ENVT6wKaU3/ujVgsR2IxsFXIjwvnv3/BnfaHB+e8RHT2waXdQ/Hd0a +h+e6tyzgLcYAFFkfGPjxfo+P5f8+gfd78UBUlqKPFIg26h6s0GxB5s0JkgYe +OFckPG32JL0IP8+fvx8gOYZSspm3v4oR4M1WSiJHEzuA/adye7c3oMwxRbSa +IYKDdmDzQksZiGI+gVHP61C27bqKWzWeg+7SfF8mmEGBlgnXm9/laOv1Hcue +b0QIjvc1PYG5wR16C+9h0kFkGJra8+A8BrY/L3IdED8Dg9fiil68K4HkgIz6 +u4tESMh52DtaGwmP5BWcLt4fQt3XHT7FOi7BIgix3rsxAy67QfOWPc1wUHPH +O1eHCDp2FzMsfavh8Yvgzr9JvbB1f7BZLXMQHg4sP6ruWIPLbc/JNyV7kKCj +ZPHfbQysgy00WC9Iwj2mh1dEXvei1/9uU+tTr8FYNpnwO41R0FU68FH/3xBS +1mSWWNxvAJrkwzGV3gRwEb9jBip+IFrzUIxm4wVQO5GZ/rff5+WWTPeLU5GQ +Xsv4+hhFAuQRajmt/uB128Kx67/fjKp+ZroWeOH880LlK0PjBRg9LeyXU7qE +1nuC4ryN5+GgtEP/yG0mcPhhHdqos4Qm/i15iPXNg3s3c+28ChMsfPWnyvgx +h16Lny7gO7QMxBV/P+lsOlhzVaYz9apEqWdTpV1xfsudmni/NmsKpCGm9Poi +08gq1wXbil+FG06c+g9oGaC01tR+RmoeiZuEC9zsXoJy5/uhmXfpgOlISpid +6hhybdOuKRAmAMUrmak97hNAtHr4KV8hEs298TV0wX3Wc3m8PDLJFQawfNY4 +00H0KkbmtJUABusiinaqcadhtenhn50bU8ifMcGkaWEV0pVXS1M96eGt9Mcv +OcvdaLW7jfXyHgb2ss5stQckQVdE/uslsxIY/UlWT/Yd77t3xmmH4yNhyVRE +Us63BSl7Qv2gKxGYPWccI5s0wLnmk/xVpTHEEJr9NV6EAO25IVI/frDBgUj1 +U99nK1Ed02MV0VE8Rw9viu1amcJfy5nSTUIxmChVlYnjuYx9fVnw/FAdvK2Y +nmOIfYpGT1r4h/7PPoe2Wcz2riB3caHQPXEQWf3U0M04hUE+NW1Mnf5pmNf0 +O7r5tBCiv2Qeu0YgQpVryTSzQhSYt5UWWdX3gMcFj2uDimug43hOP3p/BFIS +t2yNRGOQ1ZSL0Z1cItwFmmskRxtAhOzqmy6rHuTvo8u9hWHQcaDk8V66BAS2 +eNe7XOiH2JVj5O9urIJnRYD2LvU4uK4e//n39Sj69a9GJYEBQffhFNoSBgIo +Muae+myVCks83l90J2YhG3ZEyQaWQVMs45LT8xb00CzE5wk+biN1jqdSYzWA +JftqCWa4hKzRv/aetnmIkF7/cGGTEaaUOEXN+ZZRwuC0EqFlDjI/9nCMjjCA +QqDjAd+hOVTlZ001f2IZyNkPmYeJ0kHp5T+kt9c/I0HNYJmNRiJsHlNAKUym +oOO88fay/hQihimc9lpaBZoU15EGB3pgcr57ycRuDmluycimOS7DudBGy1pR +Wrj9l3su2HgULcohunQrAnx81j57Q4wNQiPq1nr545HLzGMV+T0izEGlbnSl +C/zTtNG8wjeI5pr378VIYPAjjY2HY4UXTM5m+ffyTyEtuW5CwNYqMJE+fl+g +SAfv+P/MLb7sQcfMD6KEZQw6jxnNvH4tAbm/tk7J2eTDyWZNgV0innMjpSPr +uaIgb2PY8itZCzLJmEaqeJ+OpYqZM5BpgIe89G+Jm6MolvwJnYQlAWLT/1rI +1LGC8slQurrjjaj1mP6djvdEaKorWPpDYQoxv859pnt0FU5tuxU/w/nw0dSF +xDDPWhgY/OJEM5KFTGcn3/+339GqUL9ew28XaH3PeEQ+cABNnzdc5ruMAS09 +8/k74ryQ85pBbdLAE8IiKqrE8L6rKc9Ran0VBfI0BWGN29No9ukeZ4f3Amx0 +bEp+i5oG68Vza5Ka4VDj7cszNk2EVj0yFquZMoCy+ZTJyW70RCjOjvYfBq30 +IzLiAeIgF7VELbQ3j3JzQ3mpBeegd7hBIsZmEk48Via7PFoJrR7H5hx05qD+ +1SLhmPEybISP9bUuDoG/iS8fp/4QSFUAw+3KVfD+/+ghU6k0S5LRdQVNWnqd +jexoqDn6uOO/8+RFY5bf6DQ2IzPenUR7HyKkRabu5veow/AOr2zimRWEySW0 +GTnNQmJk7lnnPjrQ4DBref9jGVEFMq0cLp8F9gyvS8NtdBA+F5R73GAOyQmn +sZo8XYbTZjYUNOk0QN8xlXCHpw6xnPTbSfyM8/kmHXNgrgmQk/AX1HFNIc1f +g58f/1gF89ZlzfnTdMAi5lf288gcmhftoHlZtQwO4bGmoZo0oO2aoK75fQRZ +MWYEW3gRoNidQkmLmwXyKR5fFPpajjxnNJ0Np4hAj8P/6VhXONZx3qg1sx/l +thi+VnXF4J2qi7GsBQ943lymUAmZRDEWiTO2VmvwOoJPzDiXFnI/5xrSc3Sj +ErMwFiE8d2i/mxX0vCoOce9eEsI9vOCUDPZeBB+v5LDF0RJ/XGfeUV4XkWhB +0oXqTfqPiLAw9JvZb0UN9heeMS3fHkEfEuVS26JxXSDI/EkgMMNLsoj2bK4y +xBYXEk02j/vvUpw6d+INeCTikSbx5T2qNfBz88B1Mlv8SW/083Jg+lqa82yn +AkUueowTcG6sv/SaSsHXFR4GtArdNOhHd6f3U+r88T4KnpHwO8ADF6Ks+zNP +xaCnu7kSEX+JYER64u6X0kjgU3gIbHqtIGJHapo4+R0SsvTZxxzmgVrrt+1x +5zo044BJf8DzUel+VIfsoQoQ0Oyb7b/bgaq0Tvf8UiHiethN458uBlPX+mdo +x8ah1HPLrcr6O6zyNb441zsNn/OSzF4WDIKR4STRdnwYrg8ah75/vwqDl32N +rgz0Iet/YV57DbVIrLelS9sUg4dnh6rvlTaj9NiZEGZfvP5O+V2k7FGD/13P +aPH/rG8MbP7dc51Du+b/vu4TR9X/l3UZTW7RuS2OzIH2Uwl6trd0oNW2E1un +uIwE1Q5eMf44BxMpr/7dEqADcabN5SWPEkQYorBTx3N4t30f977qDbDKuufz +im0O/Xjxd/pw7jJ4ys7ZSp2igchgnYPyjpPoWMAxhnW7NVilyUt+9p4W7EHT +qUhqDik363yqersMUnJ2vEvTVMA3r857sLkAXd3uL2Jfx/nDo8PsMbUrxOc9 +/HmrahiZmnP5CFUSYCg9fabBlBm4ibFBZOz96IytfLLuSwyWr9PsbhVzg05k +jdkAazyKY0p51YPzyjNrIX02FAk3mazOJulMoHqLe2/TStag4aD5gqEHDYyF +JIoQdTuQzNK6ubMaEeJXUq90xYiBa/ViO92NevSRisTPrpQI54blr+0eUwMz +QboH9kPDKKtd2iGsmAATnI3uXMeYodii4uDulhei77XoTp8lAu8159qmmDII +EjhSde5eCfJnaJz87/xr1XPTuxFmN6Bi9vW6cXIGcsFmTWN/4jldpahmYdIF +Tk5ZrJxV60OaVj4Ld/B8McX315P6MDeQr9pUb9O2gMAzukLR2VVQu+p+Lkty +Epo29VSMXz6Ha+2FVGx4f7Hc2499Lh8Jz2735I3tFgPnDVuzoS9EOBzfeiK4 +rwJG6O48YHvSj/osWe2Z39UhK/JDnitiGOTS355eS+xAeR7uC5RABAH5GvJj +haKQpMolYGVYBuv8XG7SuI8n1D4ZMrGdhsMKNYedrn9BBx/e/tcTUY62w82r +1+4TIePWQjlJVx1a/HrlGOcnXDdZDaNiBlRB41i6NRdVCpIOWxfylUiCRJuI +5Tv4e38nYXg9kLmMGNP43jzlmgMtddndb7S0EMPDkY3sl1Ff9bUw9HAOYqhV +7tAcooV+Doq37V7F6Mse4WXSChEOMFWL/3h5HSQdYk8bnJxDK5MSPVsfluGe +7eELzBpUkBZ0h6nUYAJJkDXf4i5eA/9oVocBOxow5itkMAubRbEt+gYpNCvA +LfmR68MEJVDHfzhN5pGMbm0l+fx3nmPapWU/9wIXMAw/x3a5fxhdMU8TFi0h +gHiK8drxH4ywt66RXMDah35v3956XYSBrISosVcwF2w/assI430Dzi1Hwv7b +x97OXuhDCGMkkIsW5WR9m0CHHN/IiYSuwemKhIA6WhqI86eKtoIO9EI35JGi +Op6bdNwf8ASJgqXG2OnUmDrEcXTr+3IVEa7OaadaSqlCibXs5pDDMAqSDhQ/ +3UIAk/TkE8HtjGBDHXkwlhAJyhUviy/3/Hfe6KeRfc5qOG71ppJ2uhAZG0+Y +ncOIwFrcO0jNcx32+lIiXnikoJvUWjf/O2+PMdNfc9XTBaINbz3IoelDejUT +R2eKMfAszG7s1OWCaztfSU+9+QpI0dRDtmUNirv3r2w4D0PctDerp6Y3Mou7 +ZvjfPv/kbLeKd75FwHez66Y8pfcg+7G61yaeB2m6sp/Rv6iBP2qsYZakX1CC +9FIuaVQNkqd8KzphRoTE35d/2/S1ofAcV7/Ia0SouxPt7Z0kAj4xd0bPqH+B +v2fvMmZ8WYWDTA5PwnYmQTRqO8A9qg4FG/89V3S1EfQ0L9PI4ve5d4pgefBC +HVrq7e18XksErlUG+okTqqD3cW5CuWkJpQpn2vqozYO/MbnL1DINHJfadSaf +W0JdjKmJqSfngSIt5Ba8ooFDR48xFyrPIu7Z7NJszRWg4mNtE/5ACc4eq43n +BYuQaHQv+2ucn3MeU75uIrsO3RLz/zi+TqCxQsHTpnieZw+VOJ9KRgMx2iej +3/HNonlVl7KDJitwyvBcXHUQBfiN3Skj/TiI9uONqqTwXKx3ypmqmY4RNmuy +i6juhaG4+oe0E/h4Mt9gqbbZdQaj4m3XzrReRP0u6tlgAwa7ZxeYtHc4obVs +viJpdxxVHhgVfti6Bt/CO0fb/KmgQ+fgrNxUGzKysBZZMSaCUpDEiKK9CNx/ +VdwVLKELKxQaD97h979K/1VBfiICDtzsG3thWYuK/P9SfMN5r+LW/aDsEhU4 +8Car7YHNIPL85qX8nh+DCDmf99NfGSBITUZ3pqwSvQnY5KvF/TeR602lOOl1 +KH+zoZrvE4nK/d60E7qJoHBwuKhEtRoGW3Qe6onSIE0dk/n/zuvpKjj+7fJX +Z7BgDSmj4OtFPp0Dv/UGMMj483/Y+sqoKto2XJDulhBEDEAxQVTyQhAVfVFJ +kRQVA0UJJQxQUkEUCWmUsuhGauhU6e6S3HsjiIrFGdc5/77DH9Z61ma4544r +ZvbMU0mxd9kA90s7YxtUsyCrpHmvbY4GmdloUcsNodCWzX11bDwKOZ9PrBpf +n8M9gbU8qzdHcGfr/f0G198SZo3lSrlk/KMbn40ffVSEWbenFT+e1xEnhwz6 +05xInL/Vm3OeYSckQ+t0Zmrf4VNzYfC2xDlcs7h15jf7CIyP9ca061YQYftL +Kn00qzDC2rrnDZm/Je/w80ouBairWDiT712D+efOQtcuk3PTrDbb+s2ViHrM +eJpnsRLF/puTY5NpUE6+VnP4YClR9/4rs1EjDfJP9hy+FHIQHe4WsVxJ6RiZ +WroQ2PQWU3c6ZSY/07C62T8z7+gMsXqa10M9dhwHop5mffyPB6bi/Ko32GYI +xuM2DNWUcZhH8otMiPMg9Xg0t0/me4JXZ/hDYhcN93USD23/chpOfzJStx4c +I4b0BA8Zkn0bMC0+UjvOAUKz48CfiX7iUo7H1NKHeRyO/8nx2pwb3QrOD/NW +RokZyXWbL7rNYtwjfOVdPAfyIhivu8h3Er915IQTSJ7Y5sN1im5JABdvPf3a +/CoBptK8Lnd/0sC3Khqmk+YAmwtXVg/ptRCfjj/QPfSFCqWybqn1S5Lw8v9m +WdqajdSJ0J2aJA/OFr004OEJRZtrs0u1dR/h2qi9GCNDwSVTT1mdm1xIoV4u +/uRRR1yP5NSpIn1fuV36G4/mHVh3uGnZWaqUyFc7+7mBzOfALqOE8E8aKPjG +ecx7oYNIzOZmlVKjInOveNd/LQKI1hZnt9RMJKyd6VJZ28j823OeyTv5Hvxp +8x4iQdnE16b4y3Ykj9BvZf5u2m6MVz08znbCobhD7f/xb7+J/U4xHl4sjhi3 +y7dM1PlEVGztuW0uTEP4ka0W+5Uk0b312Z2fQ28wLHnhrtdXGu4I52TdDwiD +Dl3kdX/PTmJrYhH7upEpcL4z2/30whj2OPmNHSm2xA07P38W0teYWwRf+fs8 +H/ITdVf9nhRB+cy7LQUF9Xi92k1XeYAG3z9HFx9W1RC/tnDJFTykwaY7rlAW +O6AoGGh3sKyPSIp/dMRt7TTSTI847Tsygt9fct98+niZKC97ohX5sRVcZzmZ +40uoGPjuGbfXqoSIzU32ePiRhgOnYrrNyzTw5bfXjv6gaYKxVtMy/cEEli7l +OX5h5YEEs5dmqs408XfulcOHzgkM3akx/V7OjSSVyHde0aPEiVvh5y8XzmL/ +vjJjbmsO8G1w7a2zyiS6axPq9pM+VKyIidms2BimnZGhZuZ9xLvNZWu7ZCk4 +Lk53qOQKF9ZMn1qVPjNKXN0Ymp02Pgv2s3w+F0fYERS+5eE3lQ5irkfM/wOp +d4coa+yfOQlgwargYOUZdYKDeaziH25I1fGwzVQ7wixK7SLnpo+EZp3SJE2W +1C1zVlo7EtfDWmHKMsaxl1g2DKQ+M6fgonX8233HOfFz9+obZlK3mN3IeHYi +kAa5jl4L2bU7UKYd8Cz0bBwGX/pX+ZD9/HxEe7l6LAx0PZ963z0mCIPpN2OP +K2i4zlNT3WusgXtrXfwH+9qJ7Oi7p5uvUnHYJIVLXVkA/PSR+4NMMgiJ6zlC +L0kde/vs1lstBsbgTulsKwnIhZp6fqE0qcfc7zqMBBfkw110JWPvgjnhQ5tP +/Eye18GFZmrsB0dk2Ayvxtp+IH79pB4NUaDh2XceurkRCdjQapeno0MJlukN +O8pIfdLmmtvdfCAURk9slGRl+4nUs194NJemwZ3I9men6yACsmV+s3vF4Kzm +l75MEh/Y4w/YNb8rRHqgm6O3VhUhZMPLk51AQ9DJcyp7xuVQci0hew/RTWRf +9QnnF5rFxTFF63W3B9A1HMRTIGVOaAm7ux6htuKgoeCbqQIqAvay/yj2+oSE +tohl3W39sJcxOVq4NIf0xAPVS0QEHl4W2md9vAoGtNsFKy9o+CV32tRlhiDY +2o2+ipbT0H/+0rr44xoYyU3ZrTSvpKq2Ome+T9EfTsmpRwz/7W/mqeInMDZF +EMfiq9X+m8TyquSVezu5YV76+zc1aYpoGN7+ij1oEixOHWKLa7nx9XViusfZ +l8Tnhiq+j6Semdc8mrMh0wjS5gW2BkqjxPf6PxnrfsziRb+i2kEzdlySPeMY +rd9LWK94L985T4FTSV/pdXlOmN9RTh9+N0J0Dj5l59CbQ3Ts2mPXWdixsfMD +w2pkGyGsGnHsTBwVzHI3Gtpf8oPP3WOUZacPYaNUf8GVjFtiJsvN3MoJtz/T +91g5fSCkOx5GCJB1nPr2Sb36uARyr+wqn0sIIs4yRvKa/Pu+zWL5HS+BUHhJ +P7A+tNJN5Ja7Gj5OocBD3ILHN5wD4u8+MVnOVxJFyHb7RfLK36he/Zf5crAZ +6fwz8aWICBGp+eZO4ttMwEpdnTlQ3HZlZzjpIy4FySSfJn2EhZ79Lad7/Hgz +MDJYbl1BCEnJBWz3pOHb2FHdWeESPHyx2t9t6E38CGxp/Ldv7L4XLquXuo3w +rE/qqS+zPrJH+jb+21fx8iGWLEcGJ3wwUVwyK2skRpv85BSO06A33MiUXSeO +G3IszC8mHDH5H7vvPx14/44bTcEjBGJHvDKfrBKEtmL04fl1cwhWPH/pue8I +OrrTeyUKKggbya0r28h4TL+k/WlFMVYjAy8f0GlB3ruST8q3+uCf9OD+n5U5 +JBfdOmBYVUkcnWy09nxNA7W94Ca9oBxMq0z/43icRahM1V2b3DqHYxkZJ9tq +RnC54NOrttlGVF+YFmPN7EDhx8M7zvlS8FpMfS417T3B52/0J52ci7tZBTX7 +9gOHHDw1bI5OEfe0h7o7lyYhZ9LgqV3OhXEmCv+4yhTxBY+9+ek/w2pfHUNy +NOmUukxvOZ4ZIcQI+TBBzzm8KXZ4/22WDR3IT31s+4RoCg1t/bdPNCVv6wrj +khH25TownpvrJt4eH7c6k06BzwUTv/IADuwLkPQ4PjNMlJR5FjOVzkFaEl9+ +GLCBHXOi019aieyk2v/Ok/O2ULNG7b4EP87m+phuy31J7N15tDyQ7PO1gvN7 +HfIckaYVr8jwtoHIslXVyzlDg4EIw5WCJ+J4JeZ7SO5xF7FI7bGtWaSA5YHu +UmQsO6qGPRxnuKoIlXZXu/dJNHxhj0ouWCOHQbXU0f0rrjiVo2lgTNZxiEmo +oudtCE7TF4gezCkgWru/KLUO0JCytFR5skUd33QNJQPp2og3xXpN6nlUvLq6 +evjCIh8GWpSMfBzjieP/lW9SJeMsiteV4Ow3Qtzg+svXbxKEyS4mJpNgMv+x +XtfcHYtxb5bvfJlHAtHl6STxjMTh4O9X9jOHOkIrlsvvi3ID4X5cee9RKxqa +3kXdWvy6DoGrAkwC/QnEQabu+vp/+/FprGMbiQhFwq6n72tfNEN44wvGy99n +MSLwhtgfO4T5J983ZNYGEfxbdj3cSOpVFxa22V2BhfA6x7n/mUQlIfMmttI/ +jQY7vsxt9oLbwKXj9bxwsQ0Fiwze1QmzCB6bTpD7PYgrpSr3H2rX4aBeuPN3 +oQ5s/NYrtqONgsv5SjrmNwqJn5bs8zG8XVD4VtI7NkqBgKQ7F2H4Dh9+Du34 +NRWBxZydicWLNGRHZZ3+t491bdVYjWvTE/hc9Ha/8p2GaurpA4PahYSRen+O +cD8N0WXOPO9S1LH0/B37z9efiZ+zHWYakZ+hN/XjRcUFLnQKqwot8H8mzv9e +9JrdNgWf1cHOcH0u1H5bOXDJYpi4bpPx68PEHFJOv5O/w8qGvMLG3C7+FGLQ +kXnrQ1K3JB6wzpQeMkJLBY9q/KUu4rq5WPqLFQrCjE51f3jKjsqotDcXZIeI +A5s9ZdyV5tHr/GxNfzsrSqOeie3OayXuarMc31NOBUU8ruDCcT647Ou/XLLn +JRhLv/9sI+t+1/XEL/VqB3ieM6hQGK0n/j71jq08T0OlQMijiivrMKZ/LOU2 +ZwcxX+ZanHKeCgeH1oOnxtlQvCVqITq3gtA/PMWskUXD09Om3/loWyFZcrs6 +5HwcwR44fKv0376YpacFqp6EorD5uOewUS4R1kJpFyf19Mlm/BUfUUMNTW/n +OfVWgv7OJoKrlYo8phYk7+dDmkVJ6sj5GMIhd/O6nn/vfe5ZTiSEjZA21Vgl +8a4WuWb3a5+co6HnG9fOTz9zIa7cUZptlwDXC3fex5L/97vsSdeDMQ4YMLa9 ++GRDPbH0hMFExo6G0Jo9Gz/Rr8NBoYjaVYMqGH4oF0p9SYOaGVOycGMwUvTr +uAvnymFjLJIaojsDT+66haQN42CtZHv0/mkZkoeEPx4lebmLZRfPhsgCsFu0 +RXellxD+nHp/bEkfPZ2969dfv60QvEEc7Sl8h76OVHO2/mkcIB711QhNgEuC +n042NZ8405pIbLvSBUaOkY7lLgqUTT787Y0tIYSyjX33va2CqJK8cpstDbcO +YiEoMg8Xt+31NsnKAYU/7Iodqa8vCzU7RH7LJE6+LUv9S/rc4pMs1+yT1EB3 +P1egwXmSsLBZfT9UPAVL1x9lWxK4oNLM/Q7Wk8SXMOqmI81TOMG6N/b7NS7I +R2k95rAaJLZxXFm2vj6Py3Vzf9fmseKy7qOIoqCbGIqqp42TOHnJq/6ppJ0h +dleV3+NebCcK6yN3Ml6mwj4ptbCniw2Xj3HqbZAZIPTr97b0lMzjQZCTsso5 +VliWThxL1PxETFlefNxA6vNGMd3D1u28OM618Yblkbc4THdWmLpMQ4e8xOFi +OkdY9bu2mRbUEhFGy6zf7tHA/+XCtaFoMXDL3S99wdRBMB5y+/bhAhU8xEYD +t11siM+Y90/cWEJU7BlYsvpEQ3fItIikw1Y4SDZNvM2rglVF1I2FGBpUvjfo +3AsMht9YhNrKrmiivu3LA/F/+3/98irplVaDuqXhM9cjH4mf+5+FfJQm/d4L +KR/tNF6YDWoVyrA9QrSVb6L1v+eFwn9z/o00hGvV3nf1A9mwOWkgXlFJ4vP0 +5ltN04XIPXD7rbZuCtI5t0gdIud3NeD9ndPLDlhbLNR46HEV0ab+aWGK1Fv0 +zUGn53nFsDVzVZBnRyk+bq3RpNaT+kTouGgpEQop/2qmSc8RoojSwfkzvB8/ +kmyuRWVM4Zv/28Dc+42gjwzl+rOFhtdFE6/SN7/HYqy/ppnKe0I/Z7RcvIeG +LWbunrytsnApjrklXDRAjJpO/vpTOQx+506GzLopxDfl5sfIFuJTgN/eMMd8 +LO+qfVNWTENdA52DkV00IVU3fYWHzE+9k3nYGj41vO5OdslxmCTCLSQGncun +UNpjwPz3BSf8jXznGHUmiZ3nxrIXJ6bw4LntKvMYJ3DY6Ar7lX6C1TGFM3l2 +HkxWg+2J/Ky465bFnKHqguN7piMG/u1H+Tg1WT7MEDvsGm6kkTiT+GfOLJHE +GcZDzhMFG9lQmFlyYOpwL5E245tFd5GC6Mv3ZoMoLBCsPWrBFd5E2D8qXHcD +NEQF/X2mqcMLAVEpVnfJZPRnslAWSd75EJ3st5zlgDwdQsfRtpIQYj50ueYd +ue7/5ev1QlH81648wnW9lXjm3hlv0kiFyYs3/Ae6WeFQQL/qNlhAVCdbmhmQ +fMpw6rK/4ltZZImEs7o1EhjoG14/UUZDiMtZU8aqUHwz2P3N2vUN8YyR62Di +NxrWzFCXsr6pQupKW8SVxkZCqEly/5NjNFgs31ox3ceLvQlUs+nACMJOq9Ao +kcyzYKeAvVSCIZQ923UTZ2rAK3Drrz2pEzwWn26rrytCUe1b1jdDSXDQePxD +fIWG1LXpByVpDogJ2bGXlbOK+H2CM/jf/UHb0RMOShGiMGx/8VBgMQv9lqUF +4v+et1SV2fqKMwxNTV/uZDzrwRGfYinq5mk4VzC5xLCOIjYxufbO50JsEW4S +s3hFxmlSyHrIpgRfHmslXW7LIfwKRX5fmqIhcPePC11fZfAyz7Hvx0Avvsor +c4qLTmHoV/nz9J+jSE+4q0JpLIR8+f1kyZp8jGQkPRwqpGH9mTgD+vh23Mm5 +tjOOtRqWK3qKXByk/uX+qakYHwl3k7zd6zY9gOSRmWdbyHyoHY6y3RMh8T/3 +TQby7frz7eT+576JpvrpwQ02b4mLrDYhsySe6L9sjNFeVsV2uhzlmblxIvCY +KfsM+wy6HXbuVFjDBetqbp0j28eJfls5/oa4GRx4zLTlmg0Xyti3Rji69hAL +75m/Bzyj4MW89OrCZxb47gg6c+xSGCFuWyyzl9RdYZmUhdwaQ1D+Wq/fvK+V +KH8a/XJvGxXRllujxVtZcWT1165Qhm7imUhdCMsABW/ETkrsy2PBQftbjcIm +9US79MEfbiS+U80ONea088BFhbqHOpsPMZGsmyzDNDjouZ83+ewA7lHuBJ2W +SkKv//gZFlJX8+VITtwyFoWGnZA/VewT0TpuJisvRsPmMcbjiRqsMKG7mWit +mUss1HK9OEHyrMvmU4UdFBl8eLj6+qxlJuou0hc4k3xhI7nqF3yU9NFKDtNX +biUSXHYOOYIkbxYQ9wty9VSRw/6JuflgHfFH97NDkgsNGiP0HVFJPOCR2R64 +Sf0Rmop/8FuR86vHUMtHWBoi8cqN8FjhF7hoI5eQWkvDHXW1p/r7SzH/n3NT +R34hVL3ydN+Quq42Wuhk4JwDZDKDa20Hy4m8QB6hMLI/zB7n8+p8EcEXPT/J +KccXyBmkX8tJxqORv649XCIcbBL0P1c8i3A9Qv78wsA0LAbKEmaGxlFtrRzH +G3ALAfuXVPQLSN90U9G3cbUcScq67Aw3cohrnB+DzafJ/ht9/FPeXwasza7j +W3afJa7QpTIas03jXp104ZDkJM5eULobdKUDSS/qXZ9uqiZ1BYPxjWkKrGfD +13IOxRJx6ZXGzgPxELwgXez7/d/7hu0a2mJTiAI1yWnziGB84/hRV0jqxt9Z +txOr1iQQ3A829VLI+MVPp0mJqqmiYSTxWq7/KLF7W83Nm1WzqEhlsT+QygVP +L/03vc0jBMdoXruJ8hyMhVK2/CrjgtHqb3nxQ10E956aDlU6KrzbjG/uSmDB ++5OPlK+HvcMT59tFX0h+MdV7oLhdxhAVA9REnvqPRHpu85GdkjQ451ASvyuw +wuawveWQQwdRrOzRXKVPxWriGaWuVyxQiD78+XVUNdFx6E2lXBipWy55NapI +8iDWyca7RTEfgj1Hs5lHabj3/MzpuQhH/LD8qsI2WUrQmev2LNWR+v8IXVen +twiUlgsCBqn1hEDXfVkhUjemhg8oOQ+yQFjCWcrpZzZxhM9O4dYMDdqhOwrs +bsuA7s2LxHy7WJw59VfkPpmfUqb4l48PhUPDRWi80CmUeFOy4a4FOV9KsYJh +m/JUQM87sDn2axXRsCXsa0c0De6uNrI8a3jQcJ6r+Pi9LPi+8fbsm6fBeq2T +nku+Id7krxwNfV6D35nX7neSvr6kY+qcvVMlNFjL0ts583H993ChK3leMnMy +sgoPHMFWaLLnfmYhcSKGR7SF7M/XYkSZ6jER7NJVCPX7XQRTGxVpkxYaclt5 +qOzxz9G0Z2ZTS1wNcZgh1c+VdRoP3bv7Jq5N4NalX8FfIz+B62HAo5kwKiQU +B44ITtfgzgTHziy1JOLGp2uPIkjczj9RamzLLwNbm0ujWwxSiK0vnh9UawrB +fFfb5L/9S3H3SWHofCGRse1SZ1T9DKT7SlUnssawZDF5NuxoMGEWuGxp/uER +zja2aHGQeaqkc2ThFJb9HzzUjVwczdWl+x/8TNQR1WglfdYWzXHjz+TfN3xP +P1H6UgVdR3cllEQOE3symKIq2ufQJGqvtfUkN56wt5ikXBgicnd5+57cOg/6 +at71DQe4YTnJ9eAGazsRUJ783jyQiqxgrQ++L1mwXPeUdntPBl5GiIbXLpC6 +jk1MU2rCEPt+fdP9XVpPtHLPLnrYkHnOn3Ax6mPBJZHDz94GtxChoUGNwdNU +uFR7cEWbsYDliKzHvqQKoiyO0ayN9BfRroXn5W5z412w9USNTyl2RP3Yd7CB +Bm4B59GH7E5YXp6RdKrNJ56qL0t7k/h5+2KxzbX1IvBUjg5h1qom7DL2vcuP +IPFzbaMk+3kW1AaP/J5PjCfEXxgN/9tnU87p0eQwvQwWPm6c2n2oFBY10neP +kHpMYanxVF3cc9y0PahZtO0BvnZt35T/7729IhIiWiEqGA3soaR9KSdS3MRO +TZP4U/7r3KF0E25U66+vF5LJhUOvJn8wicODH3VTnEWNsPcig+Ut1QaInPWy +He+nouzThF1AZC3YKFockaGluCthdY+NPK/AK47pITpO2Gzy57zh5jzC8/Jx +PsYJGvaWVs6e+iOMFkWr55deNiDNTu7LLhMyz9ODf79LPYf1urfPZfI70eXO +ZSwUP4ut5RM35/kHcDZZZ47hUwr26Z96Vr+eBqNk59YTvz9gN5vRmYJmbyJt +52JGCHleDToJQa4Z0igdVc+cd2+Fh89ERPj9GYS9K2GOVR3FK8NOvmGOeGLR +e+aszJsILJcx/hQk+/qY/fMM9pdZhEukuROHfz6YJv7sTyX9kGnInCeH2xMi +WeLLhQwPH5g8YzqcRPZd+s/VUx3+TxDLvyvi33UYucJdjAfvqcBFWEHogOAA +IT9/UM+1Yh5LL5tj99ly4xexj1X9XR/BIZjuKS5MwRH2LQxn4rlx4MWPFZbG +T4TC8eBiNx4aDHouS+zSYYHlJ53ZIatc3OxQraMn8z9tHqmsImWE9D0UXcsf +VQRt8TxjBokng3xCNSetWOAn4+VaMdxIcHoGW1zRoWFm1aI+UI8Fj7IKZa0L +ionOdNNXPc00bH9EyIhlcaHS2+GwW1EhHm0UOxdB4sYjgyCb9YNOYEs6Ox/z +KotIqhBRekDikrfAxZjz2cJA0+v+XYulxLEjcwaVJH7O5p7hGzvGghI5Oq21 +rJ4E58j79HQyD/ZDnRWqb6VRWRU/FPWxAQGzPSm9RjQkGH5ouav2HLsNq+ur +mxNw03W1y4XEzxjXHXbyX5Whtyb0vNm6QiIs+z1bZD8Ni0c8Pxo84cKb6fbE +QeMUjN9X1T1B8sWFr126fl5G6M6JtoiOeUUI+C34vpWlge1HVq94FNkPzXv4 +FeaKcffBpC47eb4H7+00jF9xwsMMlaipe0mE4imhtzfIetcltX6+f1UYMm2M +lHWM1Ti0yt7aSc7X7jX/1SoERsBA5aIwu2glcLs9emV2EjxHj749PPwZD2e+ +HH+Z/oAQFM3I1rGiYamwiDt+bwOSJXNUAsS80JIYUpT0rw+byyoO5UvD6toG +seKTNfjKQfHdljsJyruvm9SmPkNu96VLawzfgjnysWpZdxaIHUqCzGM0bBJ+ +eviibjjBXju6VkQhDMmzlNOSv0kfLbSgx5YQDbUZ18Rba4Ig0q80yECu85TH +fFsjX4lfpaMPr/mmYZ2m90s20p9FOJ+6lZCVjPr4a7eTSB9xclP4StCSMvgU +5TE21E2Iz7FrD2ZSkFt0wyWylhtrxaUyDod3EuETSUYVklQc0Zs6v4GdBznX +64aO3qon1m9M2spzhYbQIEJN6BALbMb6Rru0UnGkUIL3/hIN8/Z5QppNRlCX +qb2zzaKUsI23dqOSOLByKqF3WpsFRg+W5Us+VRGuLjYb9GNJHLsUKBe+jQUv +g263r1HMJgJPlZ88OEeDlWVDd1MYFzbVcz/JMX1OPJ1J2M9JzttI1MBqi64w +CCaJnmaHchgrmx5iKvn3vlxrvcennfCA7ojTe8Nc4tGFDSuS5LyITlx+/0WO +BTkNTMSKvT80Oxa265F1GdDvC3uZJQ1TQUqSfmMVxDQU3XjIORpWPvab51ME +xArf3/3omII/7xp+7Sf77XCg5pUEdhVo/OJnscnIJNgV2r6GUmlw67H7Jh3A +hVGVgF/SX3LBZrZ44hGJbzyJPtw18UbgpDfT9LQphfc2Z2vljaRuFHDX/JXS +AJYsmWM3dMvgKjWpfZLUmRaXuJ3zlpzg0nHQ8NZTb8KuzP/Ev+vkdg9C9Epk +hRGqzH7vP/NaRFN5Kyo8aCAu5Xn4L4WjNuKE+/nvRXh2c/3XFgbSZ/0dLlS9 ++wEbpvTjHt//hJe1IxfixcYgs9PIM0dzBpaWNprrtiRA4+j2yD5y7tIHVBs+ +ZUvjY25kEY2+E7dyX/R3XRvFE8v8jJnsaah9//OfcGwGFiulrrJlhuEn3/bd +fuR5n7AdkS1jD0HZdKhMquFtXKg3YLX9dz8zqljgw7d0JI5O7Kf/QgNdwj0q +lVkFWfJrV91+fyTW1VI7WMVpZB026NPT80D4oeH1ca86QiOtzj/4Jqk7A/Nv +6P/kxpmNchZ5keVEtrWlS0sRDXl4msH0gxmjx6+7cq4W4L/QpaR5Eh/esF0j +Lk8ZYb2ngNtpjxyiPz++Yi+pk2/GC/ezSbNgwK5K7mpWDiH4LK7kPen7fHZx +2h77zoxfHbW7z6rEE1Y32z6bkby5feJMeLo6qWPV+fwkaWW4fn1cdqiKhtYu +npNH39zEbx+hR8viMgSffsjy6r/vP2c1BibyCOO7m/bN8uUAQkHF77Equc4Q +r3xgcYYZ2ZEb1rt8SQQfR8yNehJnfnnNabGkSeMLfbN6wu8aTA1fDlvwokEr +js2WVSgCDyOGHz3fl4Oi7VKik2T8H/I3OX+IV4Eub0ObQ8Yz4sidHoU6Mr8h +eTfiXCW44BcTs+aZeiEcK+d1t5N5KClVd/atNIKC77U7bq/yQDbGh8xRCm4m +NtbSaXRBLbJg1fl6ORQYuHesJ+dlh/XBAhPXm3B6TsddrRSFNlN5kVOkX20q +DjIX+7kWLMI/T1rsrQLr5hrV0X/XFa3/NvBGReDF6Ox9XhkCLiGHF4O2jsLY +RzRj6v0suL3FD/Bd+QCJg+FxKUzzCNY8QWVw7Afj4qVqi5pMRDLwj18k+4aE +5c4LqdJozTD4HfoxBfUzTqmPPw9j9z7V+MGMOQzOu8VWleWAs6yP2rLuJe4H +sl33G/93nZAu3O9HNsov7NzRJ/8Kr0ylTpWT+veo7feB09zJ+Ois7ta7+gTK +2sUWUiTO7eh7ZL0an4M//AlBw2TdX2xok46sV0HAouFHdtYKQq6qLEWW1DkD +sTti6rbwoMXlfI7BcilxnJf/Xj7Ja8c2yjs1neDBNpbUp8X574gR1zMB3SQO +ZMsbgJus73C3ztsB62KwNcX+/kvq6uPTBre8Rowg3s2kHWPhS+x4qbngSfaD +ukQF7eMsM64qZMeu/XmNCHDoGvm3H3zbJqeu8gZmhDJnKQp0P8GXuKt7+cn1 +9nUBbNe2cOHavv5JjYFayFr1p+28S8Ny4GLzdbZbEFz35AWT5SscsjnWv4M8 +z+S4vw4Zc2uxIZy35Jt4BE776roVkXWkVuvt81rDgpMvBPN/JmYhPn+MyY/k +8Sk6j7LmHBL3TtdJigTUQOeVwsH3D0kcs+7S+pxG9uHjgyps7kV4yBe/lrGD +5K+qo7PrqlSwzkiF3vxzGEyKS403kH2Y5mnUHqnKhbxDJbuHBytwm9P2TVMG +Dde0nX+nlBohwH/cYr67A1LCwSsaf+awxyDkldzPLjiLuHnrc9dhm80H60k3 +Gl7+1xLMcuMWTgjaXKz8mQ43d47Hf0i9/X2XrU/xzFoEvZrMpEg1g35ozR4L +FhqCHPxLhYIjYauxUrZJ/hOx/5mdpnfiOE54dRNnxadhNjGbe9RmBM+81PZ8 +9Z3F7Rcje7lyP8Al2rPmo1UBPKPm/tYN0pDYwlvO0SEN9++J+3x2NhGjD1WO +WdhMwJD3QMdCzhTY2fwW+bSy8frEz4z3/8WjKCr6nT3JJ8G5NdWHNLOxjrKx +hqUrFjutzlm++nc96asZtFKKYXLP9vUash/6coQEEjtVcOLh61r39W+JvjmF +iI3faBCUWr60YM4D0pHainYFQPpAmva/fZAzIk84+HdwI9pS7PDbnEhwPMs9 +eZWsY4fNVgp9ETMGtpeUt2fWYuXk+ntwJ/W55uxBmQgjsGlIOHBERKNGwfIG +87+6L3XORf5hhsVQnL5tFDlH0j4XF8n4LMLWV7oGMuPTX7/NejmJmGW1+EMl +cYkx+LfxyYNceMdVqyfhkw1Fbu/lh7Okr0lMwj0SBzrq3j0KHGjCVyW59TdV +yHo9b6aXOueM8Hf6uxtKC+GVZD/0itSNg1zfM2ZCmAHmpSbTxEI0R65v+kGu +z+qPNl9vkcaOmTvOCkeawZsk+PUvIw1i2j1aHFmRuBlm/CfhVQXqaF0hJaQ/ +8pB75MpYrQIsnDmh/votDmr8WslbJnG1yYZbRpcLV+cVh2jrG2H4wjIhyoDE +Q4q5mTc5d8p/XLZNOg6i/KG8a8/8HHoed59roVTDa2+a62ntT4g4xzvpLkyD +Xu+aPHd3ZxxIctknZFUI0zWpU419NERdUP0+zi+MPKL4OqHRAe1B3Utip6mY +lLy0x78qDrVTph93fH9BHGsoviFUP4/yr8ohtZ/7oZ5LMPRebYeJ56PCdIMJ +/Feq4rCp6DOCTq4VfPumHKZuFE4Dkr+k1zOv766TxqeGF/xD6U2YONuf9f3r +KLRkv8dxP5uB4CLv/hc25XiVb1r5gMRnu6eRlz3YuBEq9j7IULYSHRKhDLJp +NAQID+wWa1eBg+SY13/+NfBnfjQrF0Di/w75kYIMLjz+7hL+k1qIbfIJtlxk +/v0UnS9KJzJjxvDjxoep78HHf382u4sGM+uX70OeMWNC6VjgTH0jbiwaNL08 +RvI66889Q0rG6M8Oil+wq8R3atxk0jsazr5MoLK/Zgb1Yqah7+0imL/W/sZD +4sNH3vJgk8+c0HzWEE79rxSG9Y/ObWsku5vvuEwxgzCUsusaTme14M5d7s26 +E1TEvdXlP9XqAnZeuePlfytQ5PT8U2I6iRsyk1aRZDxHEzRuFh+pwJTx4dP0 +eTT4an+fVWuWxtktCf2KQ5Uop1Y+9nxFft7veYnZvCqOVu0PsL3Uge3xV1ki +TlHxOL/n3r7ROHTRyVwaiilDlnFt6f4aGjwr/Lq+NHIiRMCio/lVPZxiBC/G +X6Rh29GGX/XOpxGhKbyz4E0LDq2xPHJrkoqN56w6Je1c0T4qFn5jTyexVvqZ +i5bVLI7sYrEuuTyIbp3fh09vrwBniJYzjYxzl1HoiwpJYfAF7r/5fagVPbLX +xaLzqHCIaTC3z32JJ4z6fveX24gIXt3NfdNz2Htqp+yZ2R7ETkX33rtdCbfr +ablyJR+w84EHU1sXFQF1Oz+y2Ndgj1DO7mOPaWhJcr+WwSSDza5fTr273YZs +2gZ9zddNSH7RU/qhh4IHc4dlKOzNcLqy5ucNDtKHJt79q0LPhY9t/Y+dlqrw +ctMp9xFS33K739ljQVFFoWTAzoL2VnSZe0nUF1NR57/96bliTpw4w5b1pqsW +tzkCiQCSdwJjdg++9GbG51cz3pGHKnHcW3TD5lQaZKJN/iaEMmMs76W21lQ9 +fikZ3nA6T8ON2jOOBL0J6KSqejYzNGOsI/HaPBnPtKmqR64YM9grz2gVd1bi +XF9dYDtZR1vmn66nRbmQfj1ojb1CFW4eFb9/IpHka4WlLRX7hBER27Tvhmoz +Ch9ZH9/KSurL+bufWyRvQ3Xm5UxaSCMexj0adNWlwWlfrqlQAjOEp+PT9Ctr +0MH941k1yWtNYjvdl0RksL2A0Z643giNe0rUayfJ9c27YmsZ1BDH7HIhqacV +DtTM4yb5VIzSc855scbjp/VuDefOKvTjeTI36VPYKFevvVHiQsRha+WouUao +z5xZrjpKQ6nDpO36ShPYPNul4m/RDIpTZywfMw3Pdvrsl/G+DY/l7dqzO5uJ +Ozs6WbJW5lB7SOhq0UgfEsvDX3Zp1uKQS8W4LKkDD31cmZLXF8a2QK4nteWf +wHpUYT09G+m7BXvnFGaT8F/CeN6yWCmy7KU+SE1TUK913SEnuJPkvUkfXtNO +rJ5d45Se24SXeq9PGplTYFX5dCFyTz1kpT2SjK7RIH/Zv/lOiQwuMOzsZ49o +RVbYxotP5pvwjeHvwpdvFOzqVL3UTP8SVqfk2Z1aHqOpt2LbLlIX+11V5eFN +eALr//e7Lti64t9zSYvJYk2LFzvByzEOK1kq1g1/FUn04ARhp+b/ybwJsnSJ +OxM0aXDYZnH71FY1iJr66Gae6QaVsNH6r4kC+4s3K1WOcWJbzPNAozutOGKl +WOJcT8VCZkp/0goTnkayWn5FE9bw5kQoHqJhzn+2MzqGGXfHGi83P25G7hr7 +k2qk33mnyKFhdOkMFkYE+jj62hGUGvPky1UqKrRbmV5xM0NafYNPuEo9hi0i +PPqu0uDMr9q4VZML4hVvH607Vg/1+hRZGXI9/qzpJJ+lMLy1v/pn4wM6jnSd +aFQk8SHSRCkm4x5o9RzBKomtKGp8EFVTSYVqedhq8RFm+DiK6Gg318Nt4MLb +5AskT43FxTJXy4Ar9wClfH8jrvm/DD2lT0P35+v5cyvqGE2eun/g0Ucs9+W0 +l6+jgeWa1xfGDcn4wZ+yffx7A3CuYi7RiAYB3UHjfaQfSWt/vUV7oAX+zh7x +UUNUHI6VCDJpO4PP/k+GTzs3wb4iyHbNQZL3Rf1vnmZ0R/afk7uIg72Qklg4 +c15rHgLPAhwd97UgZlfw0xf/NeHYxzVV3lo07H78V6cwWRi6G0UE5E53Qpgr +457eJio2EVOPEiuSobTub/Z15nbIMAT8TJafR8COKLvdft2QdatpVGLLJbLp +JR5fqEpDq8Jo/koPDQmyucYZLM24L7zamEjOe1uB74nFPhns2en8uJaTIPbe +/mWtcDQdUSmpRfwkXnaXXS17ufM6UadaLzYr/AGbf/IkyR+gwb7nNV+n6ACW +L5qZiZbPQ5DXdUMQPQeOiOVqyt8i5+4elRAi57dtfdn9O8eBtpGxO606Q/DZ +Usbtv3seMYc76p9qsaO5L/OqElcn+MbtlzYfoCJqB0dF3Vpm8C3fVenoa4X9 +qEUrUUTFh3r6wyXHmSHosD00fLgZ/r57eRf/ULH2Y9e+w7ZmoCbRx21g64H+ +4NSc8RsKpuvb/irzMWPLyo49ssOf4HjBY882btKfVLwwNtXhAp/S9GPj8I9o +ae4jhEi/z3yzLXK2XRjqCgOB74+2oCit+LTsv/frSpQLaN5xx4NTL/enaneA +/qEwdYcpFeNtdVfH3jHjddwVdXOrZvhmi9+SIvFkw8xmyUU2WRSNTn5S2dCM +q0ZfjcXYSd2CxO3pazXA5qq1uv5UJzSTTUzvb6ZisV8gbmNPMqp7lHipV1pw +V2zsPD2VivvrfxiXGnPBWud2wVX+Fvy8slHFbYWKRD3q09kd5ljIF3mlV0p+ +PkyTKWSMnGtphadcNz3Qt1MvapKjG7/X6U2dZJ7D8vaF6N2WvbDwzTls0NYC +/pkB7x/DVDCrHzgqQBGGpqTZWdfwdlySmv3dcoPUUcWiYm5eSUh5/9NP8tw4 +bjPT+CK2TGHraf243n2dkAq4aqVCLSRebD4qZNpTgKSyuqrDZJ9YDTl2bpZa +/z/3BV4Yvjyv1krqChkho/UjVBy7E+4rdX0rKNynWDMMRvFMsGHD3qlZSF/J +H5GWZ4PRq7/OP2mjsLKdmvnrMYtAZTbt9nessG4/1726vgW+63nqer9T8YTF +NnJCQQMSb55UvBbow8mOaqWtShSEu93y3l3LhJvMbx4PXe3AZ/U871oDKjoJ +teyH2SQOhH60UW4fgKPepzq+4Hm87nXsY1NngmTqyf6NlW0QkvhyQSmCiqEe +y/fbQriwvoz19ZNLrRA8b/5Mo4mKLc9Cnb+bmGPz1acaHpWtiDSRWnO4jIrd +T2LFje+IABN73lwV7cGV59a+rMkU5J4PoLvyixlD9r2zeltbUdt/QfhvOxVP ++Wr2W/tuRdaa553X9DpwPEbEeJbUsVn3cgfTOB4gkV8i8gd5/KToR3v3ksf/ +I6Q5+/CDBiwvKYppBbTjUYBbWoYrFQ+CnI8MlHPB0mCNKCNnBzhzhawazKmY +zaqmmgQloWhV7VZKeBsil85RM+Ko+KJVsHnxniWsLnC70wV1oElXYp2JLhU5 +A2FSzpUPQH8ih/PAljbwP/ki2ptBxWZ3gW93NEXBvv+Z9YbLFYiip+bTk7zv +ISRZX2aaCfYhpubC7SMQd7sT3/d8GgYC7Qph63uR8fpufW5HC3z663T6BOag +//DG4te3g9ixzHon5HENvlzndRw7VASvYd44BSsa9q2xNVrzLgtvmfxM5jtL +sPzX4OD+QtJfrsQqUZbbwCfjKKwWRIWrfmi9m9k2HPRLYuK9PA7+G193xDnM +wLHo76jILxYkLVT6fBGdgErfYVGmz9MgHr7YwxHKAgVPm4dVf1uRfEXryQNS +7zlq2PYY/dLA7xWxvzrXhrD+jOuYhsw8PlwJNFbiYkIjzUF63ZkePL75fAND +BAVs3q1vHb+Svsyu99zH8yOI4660nL0zh8f6jDc7mhihLx3W32bYCWMPK0qo +HBW975k+nvHkxsMvM5UOeW1QuF8YLx1Fhf+mEpepYCuYM5+517WmHeGv71ao +PKFCN/Kd+7oYUdwT2l3RKjKAJ+PmBSYkrirIZYz28rBgl4JsSAB/O/77bSfT +EEDFr4NqP7uCt8GsyLUgsaUDwce6tPZqUsG07Z1DlI43FscEj4+ebcdE7Ndl +Rw8ynrAxV1MuTWynTEfsXCbjfNxnU81N6t4CjS2hFdyYFFvQubOtElEFEsm5 +pP607t9nbBaaifivbU0013Yki4vUR96hIl5oaw5T3VnURzK3LTR1ovu+dXSP +EBXX9YpTtkp742nWMKf2jw6cyoySblChIiXqsM6PBlGoztm7p96sQsrbwbCY +R6S/k9jx++zmHOyxjBU+ebAS+ve3mH+3msPSvP5G/4FhpJ6V02yfSyNECi6L +pBybxZjGnkO7t4wh59CzR0KXcnH/1d5DuysqkaEa0qgeSMMSf25IwN125NYz +VrGTcd45u85j04btIPI3Xi05PYmog6P2n7qnwFHa/cCrgBlcGX4nVhsmIbdx +w5FnN6Zgoy8neC+CGfJW7ld/Bbbj6dGZ1yDna+A/NZNHezThe77noCp1BAbp +rfbuMnPIX2NQmTTBCPumsk3TegP4xRieZZg9jxwDs2wzfhYsmivYfpoaRdbR +szI+PrNQ1LuS2DrHCDVL5S979Xuwadp9+/VIClIjG3iX4nnQodrL3Dvehq0D +KRcYQ6gQ8Na4QMRZY87i5XGny12Y6Xxu67pCwTXxX5U9HGIwT15483dwCC5U +yyB11nlEZpz2qtzOgulMId3L6e2Q/3XBgsWJiryOErYKq+1g+HPib0dxF7w/ +/pw5NENBzIPDpW9e+OCldMnwUl0H7D78KF9/iIrLiiYNo1VaCFrXc/f0UA9C +jlf4a92lYDSj7WnyJx7c5w5+u2Z/DQ5cOnXXyJmGLheDjnfhOWC6/PUp/c02 +FDwJfcufREX5m61jr7nOYYBD4lKafBe49/23uLSGCqHy0liKoi/eSxU58+zr +xntpN7mDbRSUbD8gwPNBDIGbnrYpH+/HdzbjR/3983gunrZesSoL40nuI7+Q +Cee13M1nZqex3FnZuffnOGKmgxx9X7WiWqzt88rYFJZCxd4yWI+jhcnP6pxk +F4qr/+tlZiF9Gt3H2iHtHdA580knRzULPYoF7QIylTg5vC7nahQN2sIWN1u1 +9/8Pf1luTuE2Df+M2ty4paG3n1GduNmRXZgZf+xnak26OzBacm6n20EqaqeM +LnUxHILrjyLVMf4pyF/Qaeba/hkHUhv6D71hgnr/Wx/DoDHEajDlJfPO4mu2 +5g/hUkb88Hm1UY1hGGZDC83Lf+bgKmJXLKrMgthLwU9K6TqQW9YkHmZDRYe2 +Rh2n5zkcu1LzzdtrHAWnK5+Gmc+g5e/1KcunjNg7zf2i9W8fNir/jAhjoGAk +mEF8Yh8vMoVcgntSuqElo/KKv5gCfknOiLa367DZSeRMvU47FjsMXtzxJPVD +2nrfkLKH0E9ya2wPG4EyW8vlbos5JCoIm3nKs8KUIYwWe7MLv3JDg/Z8p2Dp +pJZzy80duHFW4sIt2U5wi6ztOKdA8k490WOwWRv5bUev2hX0YezZ9nt/fs9j +h4bxou/JbDRvKemRf9APo5cK56Yn5vFjpqlqlwkvTrKGTjkrd6JYe+PWvbup +UNQYV35x9zz2+2haF6y0QfZIv80PEieXjVkN/zY9QuFZn9S01SaUxSl3Hbg6 +BSOB00GHXk+gZlS58UhaD1pygj889aWg/GxdlZe9OMZoa8/5JvfCY3Oho6sy +BR/fxHwvMs0GG3/Q+dGVHKwR+NqTe2QK/bbG4yItk6D7//4sQOrogShv+27U +vS+NbKml4EfY7EsRnV0I3nZBN3OA43/6576F4+Kr6OP/s55t7CwvlWBJ9Br+ +fhCm4wCZF6Ov/z3PpDtf639Ubhr280zXmFYm8MU8gpfrISM2jyWVCDpNY1D9 +2IUtyRPwrgxQrFFmROPxj8EXrDsRZx3xzXQrFdWSl1ZFz2kj65nF6jjjBE76 +STxb/jYNSbotX1PI4/hlO63TfDOCnkuvbBP156DD5c+/ToUVzH8c7rF9nED5 +DYb4HXrTMP9245WHByM+b01IWlDsQuNNBc4ucn5DmVpXB8wvgJ/3Qqlx/wDe +nBjNZQqax1yoxMpEFS+uPbo7YF/cizMeV5DxHwWLkQ69nwQlcFK+OZX6YxRC +pUpbKG6zSG5iWTjTyQrs9szf0teJkpK6Y6v8VDhvCXh0rfsRckbUBL95daOj +/qrSr0oKRHKLJeVf70JtUNjOOYYu+HcLd/NxUgFP2tkXdEfwODNiINF6EEqM ++mfy7eZRTd3za/gbLxTod2vz7O8F79NAw1p9CsZlgze4KGdj4e43HUnpLizy +Br8rZ6LiqEHMVs4zFzHDb36k5VU3VPefDjEh50Vpd5wao74//GJ63XPv92G3 +H8fxiA2krjv12yGdZT2K6ezDT6lnwVLvm6jJ18+wOb10gLr7M3gN7hbwWDSh +h7FXa0SChtHjzo9/0Qpwd/l+otuDeqSkuxNLyxP4kKuF5fNT2Kk3FGo5TM6p +eePe6kwKnufJxiSt7Ibqj/F1mmLa/9M/4S9DjPU3JxEe//c3/IspcyeXaBCU +T98dKjCDpxU3y/6OjGPLkN/V7QsMMPDTOJSkOoPa/6IkqlLHsZ77zdDVbgZc +/VCo46PchcP5H/QZyPpyGGTc57E5gru/H6ed05yEpb12f+/sFMp0bv75lcCI +2LZ3IS85x6B4JnLe6xqp29M3t/4YZMVUwcLfHbRJBB1vkaz/bwqpg307VpcZ +8cboXOR6i058SfSlE/z3PiXRUc/7YZeguW9R+ZftEOTE152MJnXXGLHngIU3 +H+p5GHnW1PXBYCg35T4vBWlEQszrbZIYKea5bDoxhqjFQRm6jhnsr4574P+K +DX9Zd3yluXVjwYWH70cVyY/axvpmhU8QKqeg9Hy6G9qDTG4z6RQEMW3LfaK+ +Bxfi1ooFknxa3yUy50jyKUfO+525r3QQIsobndAyhD7vQfo5jnkkRycw+Vbx +Yc/0geTv+AB/ZQa/Dh7S9z4+fHnj2UIcmzbY8Ty+E5/PzTcOSlBxIJR61uXN +Zaio8vtv9+lChZNcwJ9FCq5H3E92VAzCppKSALWwfiiOVKpLjcyjZ61ML6G+ +AW2T83/9Yjrhf0x4W5PCBNztM4b3nP6MPVdDdadPt4G5+31RD6lDTipuFimi +FsHva8b8vUPdaKoquTcX1wue8PVSQ7OzWC/032RuXA9Wb7Dsj3pEgdQvo/mC +WHn0Tb/zGymcQck7obn9bOM4fP76XsExBlxbSJyn+zyDxfru5qSmMbRyNDP9 +GGaA+B0rpb3Xu7DhdtSRCz8oGLzJrGq+/hhsnJiL7Aw+I3yn3e6m+c84niyx +p1KKCdWKG4YFv47hhu7VeJf6GfBG+zrse88Gvo67zG/LPmOz6be0q56fEWMk +G+Xkz4T/7ENyM/4Mw74oondLwRzeWSfb383gR4KA+5yGaDcCGcRffuimwHPD +YFOEqi28iMS/FaS+0lx7f60lqa+ueG3obijcgCM1vbacA+PoW8uh4SE8A3/P +8K/p6ewoZSpcmSV6QP0vU+CtJwVWbAoGqYPycJI8Zv10bxucm5p6N6ZSwXfp +Oc3lQzB0Nv6Mb2bpwWXctIx6Q8GBiAtadAvHYezFfUxfdQSOWvwGJ0PmcPHC +2z6M8yPghabw2eg26Dzl0BOwo2JCzUSH26IY6Zq/fASudsNLMPZJZx0Fb5nP +nh1YvAo/AZ9MkcxWGHI8pnMgSD/lt5LcLRYC7apjDI4nBpH8fPvcW8d5uDrX +hrGaSsEtTTHoVdcHHHHMm3pEo+J4uprL3O8ysHJwLTP+bcHtzpMPbDU7cJao +5NuwmYLC7+61MildOL36ntbE0wmRxXLOqTXzZN2/7ffcFAyVNLuPLPEkzx3e +zPd3moY7w+fL3uqGQ0ryUd08tQB6CY4P//TSkHRPQuqJ510YM5jN9xyJReUZ +pWSn3zRMznSZXvzVi0SHJyeeqlOw6fQNk6EHe7Ekdfj8nsOzeBvpk6Z6aAxK ++7ixrpMBhP7XZi8S3/W64jsfrYzC+hPlhW4fA2SVpG6k2fUgNLNptTqEAp2m +8UzFvf8hY/HRifrVz/g29MBnEKS++lBctTOdCR2LxePCs+OACauEGecMSj9M +mh2tYsf3SfkMh3tTMLTvH2AtnkT8lg+CgUzMWDzb91jz5wgcnvva/ZKcw7YB +R16eHgGUvhjQ3aTag21CLY8nYym4yzTQYhxqh3kZrcx0kSEEO5YLZ6jNQ35B +9eq771L4MSg6Re83AW3+iJVLj6ex4SAHd6QtJ+QeqHjdVutDIXUhqWkXBQaI +qONN3AtHQd+dZno9sFfYby1C+sS4Tc4+Z6eDkV93xoXhVi8Ky84mcZhTYFpi +G9XkcgItbCahq2qj4NY+tVNyeRbanJKOV+QEMUKhCtGqGyFPKKdysdOwKSmy +/HktgQDti+LXLvXhkSV7mLY0qTe2Rs+yHrqOM5fK7VRWerD/k9arxZsU0FIK +bzyJCYHhsU+iZ8aG8PrQ5mQOFhJXFRkzTDM34omqzF93mTo89HvzIJOLhmNF +Kvz9ztVQcNz8wkqzDWK+VDO+hVZ81zXYfcKQPF4OXdehXAI+bDUd/FY9WNOg +IvqI5M9pj03n5GgDEE+S3U0fMI8vvRMhh2IVkee0Qvh2zkJQq4u25sYo3FI2 ++Xs3MOC73ib/s/OzCJ14QJ90fBRBFdscFj4xgMuO4rqeqw9N3W+1Ykk9tte0 +S2ls8QTUKyVu9JROQcsnLjPy5iRYhM2m/CyYUV6YWSD4bAJBJ+h4fnhNY3+p +ri6vLyd+0228YbZtGv1W++LW/pzAzOaYbMOfzMgLll3KmxyFQcuUIs13FrGd +HW55wkLwXi/80XK4D4y2eSIt7BSs6LFPvrp2A0qnj5nEuQ6j81U398bBOeTt +1hsYe7qJnKMh7Yyjk1ArVv+jPjmFUlXOZcU13Eh8yBy6ZscgUtxOsmncmYfG +Txq/76wirrFw7p+j68XaDYnrPB0poPvjbCH6Oxy/1cxl153sx7ogz+CahXlo +3xhJ9Nilh/5csSsc/GP480fiY/PlWZiVb0jb7SGEuE65n8naTTB9/ev33U4q +hitFWq/lVCNV9t2ppMRefCuh42nWo0AmoON2u4Ujch4qyrJL9iLqRpzh76sU +zB+5vzjqEwE+nbTkHz+HofFewZRK4u3QnviY/f+HrjePhvr/37hRIgpRsiSK +LCnS9inislOihERZKktpIwmJUllCZU+kLGVrsYvE2JUt+77OGIyZMZbKUrjn +e99//s59jnOc8/5jlufrup7X9Zhj3uKlEJe2vfDMmn5wffrhN0Wigtjibjyk +3QBLiUOhSpWVSPB908LxtgXTWmz2u6ymwHLXunKVpRTTxxiWDPEqbLUqfTlt +y4BZ7fjdaO9B1KlXJ4XvpMHmxno2L5EjeGBD3sNuQMWrrsmMr3nDsJC+03da +Zi1eCoT1aVym4uL29NrhkGFUGTjpbj25FpfHrjZevzqBUz/Vb73IGkUUq5sK +jyEHrEkyn1XV+xDa/Xez7i8aVI1yd3tGG4M99/nfdaZkXG9TqhfvG4eYSGtm +wk4emG2ItGisncCu66ya0hiFXsbKl4MzHIh8OJ1y9CUz5xxn9hZzT8LgfujU +ui5B8EiGE4y/9yDv37lswnE6DFjSOZrbXbHUwWloozaMe7EmW0TCmXM7TQi3 +DNiFFosOXz2eMcwLXBuzUByH+pyBiiqDFxKPGWpqHwbBqaO9UVaQhvPazVEb +Xx7BkFptywmHPnR88ludHKfhz5k2iy9zcXCaTJJSVOqHt6Dlgs1XGnSXS0/e +/WoCpzx7ugqBiDxi2/zyFAXaaobhylpbkcbaJ/Txvz6kXt0+secPDdqOZpH1 +U3cww2LbZDTbiz3he8qdmb1FcbfrxWRaI/bGUUqDA/rwJFNg4PMQDSakzE2P +TsTDybHWsbpjGGUPZVizDjN1ftShW8BNGtMrC0YV97tAiY5bxylNw+FYj3E9 +qzb0/xHYljRSAUOlnZnxBdXoC9GIPaPAQLjmNVKjSSCsm95YsfSVwLgkJ+5J +LQPfWCyXQj8NQXYJw2JNVLxftTww36eCR4vzQR0FVOwf5VqpXhmC60jHw+rv +a2H9j22fZysV0x2GbBpvhnCI71FKJDc7Sv6cVElcS0H9rFxD/RwJqUKjgy8e +cEJQcN2u+9n9GNdJjwqJpSFxeEwqkMcU+t/X5PeKjqHu0rzVlZ3jyBc4dNSb +mw/bj93eVGxCwYSbjAHrCxIS3uhuuaO+Hh4BW4r/nCbBsmPhp/xjCoZkAlW2 +U4RQVPorXk5xALeYEBl6j4Ytdbxmwbx3ITrDf2jkxAjsLv1+O8DcZ7vuafoq +6MsgfC7ayzhtDMVmu7ImYsYg4vefUv7JTSC5fJKp+DmEPUs2TRZVVPDIlCRe +NDmGinuDfrX7BjDKqU8sdKPByv54sdb2BPiOm+QLfh5k6nYtr80WGlpoq/fz +fc9CbvOiwAtPEtx7T9kcs6OAIJM0Z3VbGJT7QdbOTUPoDJd3iGA+voTWNX/F +i+7Yr9fSc2ZDF7MXTJJNd9Pw73OZ1p66NlBcJSLjffvBXrh+MiKBhpXKnR8z +byXhcuTDhPmOESiQhcMCwiaRn7jypOKZLDpmZaN0o0lYDFp2cGsdAyQy16z0 +dyD72KGzGeX5kHvQz9820wQ51Vudd6amoCA6qqJc9Rmn0jmfDQi3YHGnTnZN +zRTMVuXaSMwcGtuiAv2hQYhcTbUvzmaHwaGTIr5Bw9D4TzEly46KvrT9pPXF +gIN0wF337TQ4irpv+BoyCP+2qSwH+XWwltWaGw+j4KLpcXEXVeY8MkTkrn5d +jy9tN27ulR1C40F/naw5KtpGgmPVRM3hvHCwpz1nDEM1nqoWz8eQ985A5qvd +JqTFDaYmNFBwy/tMjdMUEQuH7+enULhgofBruzvXKGIsOCXuz05AwfOq+pi6 +KBb/znwWVCBCXSP77lOzSayxO5fGGyUH19wdN6j7hhEh+t+RzldUjKSnnqDX +eKBCYqPSEpN/WgQ7GxemyChUIfzWaeBH/kuNy/wZwzjs83YlwJjKzH3OdfU8 +6rhr3vSq+e0wWLxUPKvMqejJGT1NVrWA4u/SKhtiOwSy5/4oKk7h6Dq1xgX3 +THQ89mZz1BrFB3GTPSZVE6hcPDT1o14Ur6OkV69YDWHA63lq8CgVZ56XPSJu +8sHkDc2+HRKj4BW8X55oN4bLE/vm1T93QP9Yg0XXf+2ofPGxmdtgCvYRq5Or +mlm4X6xQyc7kgTRC/vE7TD5QUd0weXm9PO5cJ74T0x/GhsvBCvtFRlFC/eOy +qZMItT1ja2PTKnBRWVhJuLIOE/9U411mpsC5gcg5WpKNU8ktD0QO5KGHa/6/ +3FYGeBMdIovyo3Dv8PKHjC8xuN6j7lr9l4EKLgXbhdURrHt83UnKbRJv9Fg9 +ziprwI2fludzgIb5lW8cTWqD0Lhg9XeCjQPej5xiWDRpSGrsK3flHETyXdPD +QlYc2G97oEhhmsmHj1PVokuI4CkvbWfL4QZVuXTSv2EYYfLbqy4dY+ZPix75 +MMkCd+oZLkbm4zC8I/V0iUSGWliVVvgQP7xCeH85HGP2hnjV7uNniLhtaFBk +s7IBKT3drqrtozimNnaTzWACLC6Sz5bOiUEzxubysPUg0nm8boQxfWcgvT5d +PeIhphWtAmhyJKQEc1ODEyggztyJS36xB8GEyfJ/6yeQPR69W0acDOGvyuUC +ezZjgfx32kyGiNTnMiZKlsznz7bTdwnQAFfdcCVnwQDiLG5Z/dSlYc0PwZyQ +hc8IiThQRsYIbjKK/5HmJuH47VxY4YQVSHPTCR82kVFaJ/e1acsETB/u8BP5 +K4afrBdkzdoHcTOe7+YzLhpu7rQuu1/gi9QKkS82nMPw++zI/uE3CZG54wK5 ++0mwMZThX3dtGDmxZ1t7L1JRW63C/1c7Gy/fxbdYxJHwJH/fw70nKKA3pE4m +3VGA//sNodm19fjde2pHxSIJmTTJNb/WTCA+M1BLqSoERXf3VC7PlGMwIChV +9zMDb3rX/ccq/oHQLXwxQ6cwBRwHsjiu0RiIvPS8V/IWDTJhanHbLgzAlkfP +9JciJ1gi30TeZRDx5KJ6Sl89BTapm6obXmhBUVE3QvkuDVKccRrR6gMoLaBV +05I5URm1T/ak1SQSrm3qattJhOjL3Q5l1RsR0FpzpejGCK43Slw91zkJh+te +rrqZ1pCyJ62lCEzgus/Y504BMqrml3SP62zGio6X/cnMSRzI4Og0Sh/B8Xtl +z3JsebFacrv8RhoZNP1s29jn43jUuEOlQFECL9c3WEbyjeL9lYrrYfQJ2O71 +fW3YooiQv9WFPO+H8bQgQmevKRXUSKfI00uP8EGn2EU7bAIryaHY5zuKywX3 +MsS3CsK2a1jgLC8JJ1pz+s3zKNCa8dwhx6ENt9Gbvlt9ibi/3uaCq+gkHs4d +tE7PvIgq1RuL412jGHs+drxl6wTc/271GxEpRKNIJdeVXjKeb5/8pW07jpj2 +n02pURJwu7tFnt96BBU//YqoQ5O4sjaIvcTaH2y8ZyxWWxphcEtYeN9TIg6t +fshXWp3AUo/SbtEEMhK+bNbYz3ycv1d+5pbtK0LOiVYus6JRtFR0/li6OIGd +9wL5uLv2YWmZL82nZBj7bpd6sjJ19Dr3yGJNDRljf7hC6r4mEtJrZCOe3k7F +9v65tPuzDHRuWvqvjBSBBnLt7BxPMvYZ1WTXLDCv15S5Op32gN/9nyN6JwPw +zcrlnMkqA5PvhnUP+HoTxF+4LwekhIKUGGCSt8JAs+SrnXLMnGt7/Wxua1w/ +3rK/7Mr6tR5vb7pFiteTcDRrJblXigIhT+f3toF6KGz7kxOeSUPe8h0Gv1U/ +qtYGSvMGcSFu5baAUPMkft1G4gX3EWi4ftx6UowPec77t1hkEMEn67u8ZoWC +6UdU45j9l2AV68yr92oCn30nHka4j+LTzYImkrIgRgSPKHtvokLQovG26aYR +zNlbr5Np58NkaE2XlfsYZK+2q0f+GMONxlbtexM7sCZjz28jHjImdnuKEYQm +oHdnmHFJbD+MbLzdH7uNIDI1ROIl83WJFD17/19yIKqE5l9kbKSg3+Rdl8sE +CY+fHn2rvlMIXzY1qdL7SPh9YteBl1spKI2p65VT1MffbnNK5EkSPjktTtz2 +Z/YjtRS1S6oOmH5yQWBscAxfrpmHm/ONQcJZzv8IbylGntO7qUljELsak3X6 +zRiMDlf4vbTdiRzBHKsXFkRYxoiaXDw8iZuXTN8lbAyBWOijwODmQXw6VDN2 +kGcEjZFxK01aY2i179CubhwDa7DBufSdYzjmyFBYM1sClgjWd5P3ydg3NJxn +XDDO3N8dn0b6D2BmZ9ynzL5aJHDdWH55YBRz7xpl2Zi6vh+zNkk/7AuCniYu +TrY34pBGplLS//t/oTOGQltpUDZLzKto7IOFSAnx+Sw3ZGd4xzJ+jiLiuvYp +mtEEfn3riea6eRL/tM4b8TF7eatAW8MOjz5kHZ0J6krbAPvlW4HfVaiYpEpQ +/BqH4bxopK9ptAk2EhnhVQ9I8PGV8bhhQ4FJ/J9p7HOE3Au6/mbmfC93dwdF +9JNgtvHJy33qQjD9srBz2prZg5WDbq2NHMbxGdMpUSl+zMWa7H6jOo70YSVv +tVXmng4IbRsYl0SH28PnjvNkNHgc38KhMw6Zt4KlByQPYa004VSBOglXNBTI +/55R8OVxc7eBRhjaaQ3Gjh8oOOVcr2AjSsK359sf1CmJ4PJIF7/Cn1Fo3xA6 +Xbp3Ahybjq3mbTdE7s5M73HRUUyRBHVsRyew7uHOsOLia5gLeyo6rjaKVZO1 +o+X2E+C08WlKsi1H1DCJ773rOKSFZGriqsnQFXW52W0rhSSVfYyfM0TU3Utg +aH6n4GyzN0diWgQoL44daq+uQ5m7IunH/VGop2Wf3JM6juS5/kfdVqMI8TNy +sVCewDluFo72ngrsFpM9JHKV2dPOc/nEdY1ByNtAIKT9MJ5OWavk/etC1ZHv +dR9fk/Aah/NSNMcgutdx6CkLHS6cIJG5+2CwtHZr7WYeSMje/ZT+mYw5eQZH +f+A4yn4vlx7VMgb/mq83OjfSkc34KRnW2otBV3ELtwYebNnxWSE4lApVjS/b +12oM4+tCPW2umR8+ZNW5x7kULNzXvHOHj4R1R39varkiAtus70Efj41iQtFZ +pOLHBCbuc27zHLoOzkSaQiiTayyManQKVocg/Y6/6RP3Zjz08rp+XXYC0axJ +b07/G0VB5plR2yhpRCazFGYxecHft2A5kMkLM8WSocO+R5BhqMIufJmE8Jh1 +4HWlQEfGPbK0MwqVX3Vd9TGJit0fNsoZESHnFvbjz7rtEDmeoJ39nQzeyIPC +Nc7jKEqzJd8pN8bj8AeCh26MYkNrD19D4gREU/eFTEi7QP6DZNrsayLuVMju +uOVNAef1+fWPhapR7X62cBPTDw+Wt5p/aB7FXqngClU3Gcjlddyx1xmFH2Xa +alPZBEpFSrYpNUZjfW2uWNc+IpzFF7f+/ETBnBtZ89J/tfB//um2sXQvdhfH +RsXqEtEYwSZq+n0MUrVnNTA0BtLYFW6ji2O4snQkBuPKSOfdq/hrrg1rNg/1 +xJ7ogSL5A9fzFCpcpK0DLGVzIR9N7H68uw7q26RUglQYkFePzzkrScfSf07W +iXd6QRdr2LZbjQ8fH9z5E8LstfKOHzx4+8eYXCyi7xxghjp5BzlLJTpmJvTb +Qw73Ij0o3l49nw/fJ6RHz7VR8ejSsuPeuCEEPh1Kr/y+GabxIqkf9CfxMWi4 +7YM6EV9HlNWl1LZjJUQ8UfTzKKosdo06XJvA3/dx8QalLggZfFuftETFoUWH +GGXeIXCX2IbvZOb1w+Lfsf/yJxAbfrtw2HQUdy4e7W423Q1jURlhLrlxNBMY +7eObx/DDTXlC0VcVcwv6ijyXySjYxUXPqhvHiVy7+3vLX+JsWC9/a/YkXNk/ +pfm8H8GnY+v9iR8lcK97l32ixxhqeUdvnGHO9xnxwJGSkLOY3FL/lnqIDFM/ +Hefi30z+4ElMZFF2xzyen/nNT4T4rrNN/psoeDVrT6C/akaPfIH2JwqTc7Zy +r7u6hanrr1XW74zk8UGBf2+eFBnt67Pn5v+No9W9xuZnZTLmD6YWqVwcQbZ5 +pWGxFQXhDl0fzxe24Kfav8/Tkk14/uCT4AhbNzIZN+ceZdEQ5/dv+cz7cWiy +O8S+fkEG58/QjeOG6hiz67UiG3xkPs+cuoxsOfiWfxq4pDPww8h/1S3oLXqE +8wpuk7NwWk6MQ22SAUnNqkOtJ+notG1Ibfnagz1yBbYm3zZh+dAairkxHQQT +1isKKT1Y4da/ZGXIj4grSlx5VWOYoj7bf+L+GBbXuWtrzFzApofFbT58NOwz +DwuaJQyCW/mQadWoIJInnK4RiifxT1FkvUv0CCQk9+iqN0jgqbGP+iGQwWaX +HeJJH8ebSS5rWpYHWHI7NWzlaXh96u0dNqtBLKtGoeilEJ7Ns3F632Duf3ne +So8bJGaeWBkbtylAUoanjXXdBKiO33w+SZKRN32bV22vJioV3Kua5kiID3zt +XflnAuWZpRcOG2fAqCTDsG5qEqMB2t9G9EYwyP0q2QCSaH7zR9KOOIZ95wuM ++a2Z7+837/UH5VaoXmtQvJ2Z01Pqp6N0944j45zu8UOrPsj609RnHk7BqE+d +Xv8xElgbO3o/7d4HEmvyaR0xIi5fVZS57zmOm0XVRy5v6sbuRa+/qwwSSJwk +lay5CTy5U3H1xMtM/Hr4Vf2bFBFbw2qMzWyYuuKYGN1v240VlVTCje+5GG3J +iHosWYWg840uu33/9/3LucG7ThNolhuqN81k6qrRo+n9e21M55hHyrWUIroj +6d/Rqizo3NWvys9hoEHoOnGbcQbhwarIYR6rt5BrqEs7M8NAl/xW8eA79wgy +rqKRv/ueYfsz6rnfzF733efzBQMbOsLF2YfZHXpA3u9GjXomgJGIN2Md1nSU +2iiL77rSA1az7zyxSpvxILSL+HV1HAVf1AxrdpPhs+NtePqWS1DSEU+rVqHh +OmH5U6/4IJ68y0wO6xLGLhsBt+tMjmJPVmSkqI/gwiuXz6c8JHGP4/WajfvG +YHmn9kQWzzhCOr7YP9v2EE9a+149uUIDUVw/Kd9tAKYsT3c0zInCS9PQIGuS +AjmJEkuFaiJef2O15o3aj5NTJ2to2RMI8k2vbbIYxc7YWO57c7oIfTC2wL1h +DG3trAsdguO4UPOT5Pg8G7dpB0z/XKCCdTWUS+/lMLQv78td+C0NIZXHVSrc +E9he9CYhV4yMF6alL7zaLiFv+MWYo9cY1ujs85tg+iA1sOddhaU/Ik6EcYgv +U9AY/jY04QMRz0R4XDUfHMDl72rergdISBhvo3ozSdK3nTT5aqUXwfPl/4Kp +4+CPlZZ7soOMQsl1et7OOWi9+GZO3p6IKpnDXXz6ZJicW1gOejSIuJcEApXx +FSV3PdcVmr5HXTyJZF3PgPM25VMCihQ4PmJ33FZKgtM9IY/I1hN4IP5xS+NQ +OCzL/hbWkUOZPirf6bPMwA6WuEPiXnSEtiQolZO68Xa/5pm/QoJQHjl5miuQ +jrLNJ/gOpHRjxi5rJW7dVvRL5wdKuE/ghIpy8vGEURhc+FTwu/4q/HacSNX1 +pIEvP1j+y8EBNEqIP+6/IAYZT6XglstUxGkOTcwGDyP13az08n8yMDp/fkm+ +cAwPn32VkA9k5vPTvuUSzkDsPG9tH5zM9Hu3563AZ/0wpqoMaB+WQGX887X2 +GpNY9Gy+tMOACPb1/ylt6ziMA1eOGwRaUjDosDi6158ErLi+rFQ2ghM9a9cZ +FgoWU54YBtaRYDX5fTHlaT4ohpVhtklUuK+EBr7dOYzopNNSB+bl8fWldUSd +7wSMLqXsjIsYRQyPv9XvLdcwPk7Tr2f2Ru87aa6Zy2QEL/jumdz8AkXTq+n/ +nZmEXGLNk9H9RBxfFx8ev/4IfOsmLLv8WhChJmVh3k1C5d7HB4z9x+Ela1Nq +VUrByKXhf5QqIgJJBm7nlr7gV3bmQONSLciG8733e0bAKfzlb/YQBUMX3dZf +t0xFU/Xax59VPuLrhby9q8z9rHv9C+uNP7bI/rfBtv5oLBzX331lwDxHhWkx +lZJHCaBWyx2K//weF+t0OC7/YsCtYYaHPYaCZ9P3nE8eIsHDnfPIgJ0x+o36 +kyxe0WFup0mKOdPN5OZZq3e/hLDuzYu/6q/poJy0SnfR7kbWoOEqeVkYdddb +9piX0RApxrXcJdSPy1ofb3w8vwOWh9nn3zJzziFP0cacRELPIEcx72kXZPiG +FAWlUjHxN6e/UngY+/W8j/Zf2oNI3/Z6TyIN3/5teHkluA+5Fj3NyY8loT27 +sBBbMImF6dKDeDMC/YAtrwUDVCGcwH0zWnEcWi1mIR5Mvw4lCAl/jQ6F+xzR +MHCUAuvDSatpjUT88D+ROl5pgtdJzkY1C1QUqHQen9oyhFfEvVNNZUo40cNV +t0OVAp47J6tYPpKgeee0HKfobZwQnV9mY/KewNmfRIVPo3j84NSu3AUCfp8K +VoqeGMcOTpd/hRpkLAoeVjS2egmnmIaU2NpJlGvIVlo9GYHlBcnDa8KBgd3B +t7Yw+3SGyfPk4kwyKizI75qSaiBaEnrtwkod/K2PVCRF9kB3YGdpaTANS+5b +elvPtiLuacTOxMs9WFtdUcs5QcUT+e+sUWfScJZSW+W0Kx3H1URj/3f/m4Gu +bZv5KBRcMuhWvFpLxMc7A40SA+aoyjjhVpVMR4vA40PvxbthkSxOsvDfBrnV +Vzt/vKPj/an4u8ki3Yh7NnrEaE4MyzZuhLw5GuIj3Ko/avZBmd/ZT7dCCnnS +t88Vn2bylffdpNfhJNiyWG8aOnQPyX0Ob1eYvStcsPASY+MQDhpViZf8VcJJ +DvmcXCYXpI2ePrefyQUBz9ZWOF2TwfNQja+mW6iYErvrqsw9AueFoSRagRYc +BwpL9ieMo1fl0N7yMDJsLq00VnrHgFy5bNctPokLK60vyPeI2Fj0axofL6CR +Pce8UI2GMobZ+brNg8xzW+X7y30YR+001341/N9ePefoFs3MT//8WI3fXkja +q7zgc4DJyyeJuh+2j8E8xXjn8cEfiPSPvt8aNg6N+1uWw2LJUCnq++wr9x4n +t29ivQAqHiOV8qWWueclnu/ccEsHhRF8u4bdR/Hw+8sdwgfHYP1RxL5ZvgNh +ci0LetpdEJNqX0siVKGXLlG78Twd0eKb3F1+JyJG7ZDTN4l3YNstfekt03d8 +eqt/2UQ6MTtP1t4cXgaLu+YZT0rpaCY6bKfsm4Qdy0mlD5eIkFVMZ1zxv4j8 +zNpOo2o6ntS3vJb36ILxX9Lv5HU78DOV53VeIx2bMjO+XTLsguevxH0xAjvR ++Mo9rJKPDhWB0+5D1b0oXRNsssVNDmRl+7NRTM4U7JQo387kzgPVoby6mY/x +7Cbv4a1aNPCMfjawXDsIhZ1ikTZXDuPVcEDkeSE6nv7orWx41wvC6gmLw0Z7 +sZJ9tzPQjIrMXYc/P0gehszrbQ/Ptp8AI7+XKjA8jgqZZd4mpi/M5jcLeiun +Ykbmmhnl6CS+aenx/zQjYuGH27KqrR34RypLfDRp8Fu0WxezbhBnxTj0tjxX +xcOhhBsypAmw3ty8p2nbKOz3tzmvsPnB2eJBoWjDKO4Onr5Ry+SqN02aH23s +ejE8V8QT7T+B6jUeTREuo9C9MFhvwpMN6uzmiEQHKpQrjr7WDxiGbL9uDGWt +Ibjzf7qXdI4iT2KvW1IqEdkGl+KjhIZQbGYnc5qhQRgiyHve5PkAP4GZ28+Y +57VyfY9E4OF3WKQuGFefyAZnuV8iaYyBgPf7KqsOJeCCNju8FpIRGBPyJ/U3 +A+PzY0J23pN4dj54bcXcCAJH1CdPZF1Buvs8TZ3EPEfrLLa5gU4YXZ+R33xR +CnvEDHmTh+kwrJC/9ZraCX/y3iT2ml24qZKw7vguOtgt9/zjvt6L2+Ifra6R +FSE8+NRZnUrBgeHhyJoKItRFOErJ2i+g4RhfuKRNQzBXZqvK8gA8pz5KH5VW +Q/sB16M2anRk8TmT1f71QD0gd/FI137cihST1GTmr8e2n/UDIcM4EhAaKad/ +BsmufF8+xk5gtVvGdPbMKHJmbJVeD+dA8oBRWVAyc79Z2n2gfh3BQV/WnUYK +N2ER8mJx+QwNzcYnf8h+H4DIbVpRWLA2+P+4Tc/yTaJnZVc8z3MinjSMOG4N +D4VG40ejLlcSLtPUZB16iVD+N+xbxDmCvKZF6aaX4wjcd/fVy2NkdPBGr41W +LMM3oz+EH9ZUfFcoIKpHDuOerYiCw1cTbPsQZit5bRRHuZ7TORx7sYnImdPX +OAo5FUU1qsJ7woX/7zf85IP455k9Njw3RXSBOWfVpNruYUondMyPuoTdlIPC +Hr7b92YnISux9dtvjRHcuPSLeOiUK+QuScRYDtJxZWpK/+F8JxpZN/3U85KH +vQl/tdRROm59XXOkWKAXR7heGwy1H4Qvq1buVuYceP7pe0XWD8CrKca8a1ob +PIuV92blJ9FX6HP4J7Ov3dk39tRrRwyOhXq2px6iY9j/Pv85yV78jvb7FDF5 +BAL//ZkreEeF7l/RLa+2D6Pye4FnxmMLaCXfSBSensS+N294Y3RGEL/mdlXD +KXeUezlwizP5YZvBhzw5Zg98c9tIXXaqHJx9iyFOTF9/L9jgL7ZmEEXNISHS +ISdB2he4psRkEnvS+eN+yRPx4W7wipB6LPzVrau6CWN4zC9yf7qXDHe3G9Wp +HtWgNgcoRzWMwIu738fjYTdYd++Wuhw7juFJZceMOCoMOdsK+RWGkaXzm5vK +dQFeL16sFp4eQP9AO0HwTAsujVMULwpRsWT+/sBOpv4FvhAcIgY7URr97MLx +G/sgxRa35tcRKl5zRS1mtwwj4EqqikWVNzKPOF+ImaDD96rcv5nyTkz7W+uM +0pXgEixG/apHxylRiaFfLT2wdH/Kep6ughs+Lm9HmfuErca1cgv7ILj+tau+ +1DJExsFf7/15qNDfmFR4l2ME3IlcstTjKbhhHPf4D9MXpMcviiIXe5DgVN3z +iUMDUvtZvvt8pSKl1YO+ODOE3RtDX67usENzQ4iBFec47k2qzL9h5lRKw+/w +dJ1qGN7ZUBhuS0V5orvP59BhGMw9VmW3eIQ1ja1pL1xpELNJdJk6MQCrFfK0 +Vqkpsvm+m6QwX8+LoCV2k7UjeHmklGvkZhqedp1r7pOiYG/jBefWpWGcLHmc +vOZcO9ojChrbtjbDsPytoF1/ASp1yNV/OqcQYMA9cCaFioa/JTfrRYfx2aPm +Fz3XAQlXpP7ZP64Ee+fYSePK78i0aXv6Zg0Dh5RKZN+MMHXLH8HtM9aJhd1n +8lTdDuF5ldHOUjKT6z9cKZts7sSNLUfXFzz7D1bERMLl15PQ/msQnVg1AsIz +GcvKg0/hyvuTc70hHUjgFO4s6kF+7uCjx05auJ8UJ0Fm9nwCSdhaZ/8ABG0X +chhqZjCinPt2jcmJ9wpXRW/Y98CELNkh0qoPvSq1sq1WVOxhu5U0G83M2Z3P +czkP3oLUct9+1QAaflF3Gcpa9OM6h9yzW0aFiLXT87W+PomI8gNxfNxE6FMs +NuauCcUTmhjH+RQK8kQrU4OiB8A9KOt8kdlPCQ8c5sde0tCadzNgubgfHFVp +VmedbWC0tYx9jxsN+30Hyo6H9mNWb7wWT4tQybuxJ1B3DFZv7SQrxZsRf8Js +8uRjMl6aSdEtHangl3VzmvMbhpDx90x5MRe8i89x0q/LRMha95CP5GqcDlZi +3+/OgGjNjR+swicJf74YUZI35GDTOrL6ayoDFzW8tNxXy/Hj4XGJCxK5YOuP +4/B+yQC31gCV1kpHh2T/rbj9XThNuNYfJKCKkwKcHGf76VjkUgr/y9oFjwte +amP71KF3nrN9UHgSA6ODTz89JKJG4dd66/EIGB/mjuTQZfa9wE+WqT09OGK1 +3+c4x0kEr3PXn46mIaa+QKqV0A/DtyXvSqVtYdl6UleS6aPXaokf37b3YJNr +dpjGBWOYBUrvVZaigXt2MfSRzAAU4kRTl7LK8etYpkTKR2bf2+YinsY3jFmX +7mdJbZ4YmKJd/tFDQXMi1y6TbiIIdeHjaqMxKN8VcqRaioSCTl99vZUaCDgJ +/TBZnsAN9hcHrN7RUK+/7LE5qB+lu2kCZJ8r0DpTYh7AS8PmAGcudeMBrI9f +wxP6rgLbSoTjNkeOIDF2+Mu9ta0oP7xJR3QvBbnwb+8rpsI2ZVHlIW0Ixh9y +NQt0vMFUTtiVvQUI+/iLdep8Ab7IF2rWljPgLfusVr3Gl/DcdXfCq30R2JR4 +tFB9hYGn3F9k/to+IuiZnc9ffRoJM5aVZHbm9Q1EsVrTTjp+HmZR4t3Rhetu +yRt3cmtD1vmDVHY7Hev2Tmo9kuvC8DiBdk9PF6KF3d2/pSexSU6Hu/0qEYYL +rs88NyfgP/4npP3KdJi0lWYu8PTi+dBWT0EuUxhcEzh2IJEGW9rPlvLofjy6 +Ma8lqHkV9Tq6mW576Xi7t5u3Wa8X0dEEG5cNlggyXwoU62We+/XQPLajQ/h0 +dPeCV10T6jUi0wxrqXAw19EZrBxC72DKddM1T8BWEipd1DwJP5UkPS+HEVi5 +uWj+fpaK09v3BmheHMH3F0JH6/Z047U36bbw6jhmeBbSi63pcOZru7D9Sg+4 +fdfF5MvfwXTK9XvOSZNoEoo7ZR8xhOjjh0SadjdDYT6LTrnQjKnGo5zd/j3Y +3yXfaKBAw+eSnNteCinInzpnt94qAT+pA2nbmT1q7VD3TOU/KnJPJbDasQ/h +Rcwz898yAShJ751anE4knNm20fDXmVSsSFoEuM0y8Mxc9djiizgoHu1/Pkn2 +JFzgaVcd/MeA9KJPURYzx4UsNftOM/uS6g6Fy4zPJ3Hin2JKUjgVDGOHAR+R +YdhsrDIYas6ClXWW1nIvk2cFo8vnOLtQsEbe5Oal01BqrhxYZurfI805Lbe5 +B8X3Pn770W+Nd5rtDVmWdKxUF34qu9cDU5q8yY6cO7Dhz5x/IUFBz/INYtb5 +IRwXLchVVelGzcmK8l4DOjxXgrK3EnpAmLlH03pixzyXJxdF31Cxe1ydelxm +GDtevhuheYQj4fH6wn4GFd+eltFVKgZhrSaYyy6fD8fwlYrZTQ0oCCAvCzR2 +gddlr+i+ARrGvke/H4ugQ591VjLxWjd4xbKviec+hNRb9T0LceMI2a+htOw+ +hOv8UxZerwagIpUnrutZSFBaK9CRJlmO5Pf/PbEKZSD+FGku4EwBId0qz7ky +6jnc9jjajwwx4Mkp32rynYq44LWr4V+H8H3RZMvlR1F41uAycSW4gPBsm3JR +Kn8aoizqcwS6GOB8JMH5KMHo/9xf9J2swKbtPsoE7prIAxpXTuI6lx3X/+77 +VRz7dSl+lI6EkVPctZ2dcNkw8O71aTOcqGyv9Wyj4+XBI1eLFbvw2lbzopLc +OWYfjptu20KD6R/P+13EXmz5/tCMENAI7em5R5bqdLhfEzfcNdeDQLAsP+G5 +As8OAdmpMDpOfPaT3OrWjZu6jLzb0r4INdqzuuRDR/qUz93NLd1Q8a2fub3g +DKpuULN/bRtK9cvKEqTLCLsve33asnsK3seyucpDmX3YY0nhvfIwWNsHDTb+ +ikMG+d7RQxxUSN3njdrl049ezsWTGhxtkJi6GaD/8yvhF/nwLrHZL4gQMfLv +/MzA711tJSNhNJhnL/TRm/vx7eS2XDbvIFzO3FarwuxDwis2FR9/VBB4T0bF +8N2eQvzm05QTs58JZRvWH1w0f4ezU9PxQZMMlPrt3RKd1o4+Z+df2ZH1KNr8 +UJroTYeXHs9r9XVMn6QcFRZZyUXwtBYpY5CBq33dyxMhVCha/7aXVx+GytnI +EHPFN/CUHulwYPqlx5MloYzWiajUIxGBRTaQS/3zYPArHX8rhu5UfOyCjF26 +MY/GJeyi6IYm6lAwIbPRhVw+jGUl2pozt9vxUOTWDb0TdCywkcsp1T3YM/8j +aqHcFQFPbP67Fc7UaZ7QoadN/bBIv2RhbxGMFw6qPD8P01He+1zgrlgvevZ/ +/rLwwQMFswYXRRKpUP0wkGgrOIwI9pXQ26HvobG90MxhsgP6agOryklfCBFP +1y/fp9Jh25Blahg0jo2Spge0R4eREhd5REC+D48FNghGlXfg18NtXWaWrSj2 +XhOJdBrYry6xlGZQUWZxUq+ImVNUWkBLolkUM8doIX/a+nDIJPev11geoUpR +0T0rhwZ5/35h0S1ZBMu3QR+dPdowtk7+a77TFGw5F3Vfv8rAx4b1OUGa4Sh2 +KWQkzjFwR8CMre7XJG6+OtktIT8C/jIO+5H2dJyq1h/XrNCC0u70f959TvB1 +2mbxi6n/FQNvSseGKFz7ctFLtyCY8HCHZ9OTZQbkh+OvmxLp2KBbL/yU2AnS +EDn72BsnbGmdllH8S8eyso8rw7oTqUGSlxI33oKw7tOLJ3jJaPFfWpH8NILL +NQqze2yGscI4ta2amfs3vxx4qNDRg8UN79NcYnygKvv30Hdmj6V7lnw5ShnC ++adbRSbsoiE97F70aAcdFYrveDTv9UKLj2yT9c4fcb0OE+YHJnF24b5juyAR +vfNeTzKziiDoIXaq9S8RYxc+Lka79uNCrFUoxz0y3Gre8yqIj4LjySm11Fgi +wm5wEZuZ/ag3etxaU6qUkCp0WHSSrw2Finv0TU8z/ZX8UuUEKxXtjAzNcxIj +kBET99HhSgaP4KfY9bkjkDCfmZg43w97v20bb0eMobhpD7+CexUhzUHNN+xt +HWquer/jG5nCfZ22A8YrKbB0vP9djRpFwJKfXB+Tu3U7FFp+rJ2ESe9H11Pa +RJgdORXbolyCDyr1LaVn/QhP2R9xbO9LBjVf1tVukYGgJNmgpDTz//N9rqyF +0ovQScAB5VOFwkFZ2OjUJlfC9OOm16mXdVfo0DU0Tf5n2InuPyp/PJTuIue8 +5KdOMhm10iyxLDbdWHvuq67JGInZt5SCR/SnsGPO/jT3h3as0GZCaX/vIdDw +0pOTO+nQqdINDnXrhUzgfOzT2mBoGgtO8DK5YINKwgdX7hHYJbvPRr1PxnBU +ysvn3pU4Z8o+mnf6GzRoF6ivbzAwcLYjv3M/c68yuEUocr3YkCg8r18ahmv1 +y4VJoxREvKeZf2bynTbfm8ttZysxnJ3pefHkKM7d1JOXl++FMEuU2buVURST +Io3ZZCsJZWcDcm5+/A7e85IxxpwMPFb0WmNeRwV5wNLKK2QIP+aP/Wvl/4Dk +0dNbHF1LwSJOGRncVgI+xvWjp5n5YjcgFh8iWYMLKmHvm+b60SF8in/7KhU2 +0Tp5R3aGEbaezTxzLCcB0YXyEz5LDGT+/8zZz7/5FUmFgvP22YaX6ohgsdn5 +QvFiLUwGd1rt/sPklKA6eqBHJ4L+nbUKqHuIhMDRT8QKOt5/HY/IetQFllkb +x1jFR/Co54r0u0jHt3sH938x6YGP14Kw4I5IRFY8D5voHkZXwle+Ma92sPD/ +87A+SEHOj9ReWikVyhSBvSFZQ5jcvOnb5NGP+NiYcPjjLTpM2XYoP+LqgXOn +gYpxQhx6DBtIIc1UmIVKm7y+2oMq7dAPNn2t4Cq78sn1YDbhqmG7z4h+I95X +BdllCzCQz/daZ06lFUZt9ocq3Gtw5nXy7xyZKRRqXzYXodAQ98pyIWysBw5P +ZlLqhSqgqJfOqT5VhySDmoqqwn68lPnLO8M8D7ZZ8XZKdCbBU070dzhbAxiW +q3vc5BiwSQito/Pnwz5u/fbogx2ol9LU+CEwhT/kLlUtPyqUtqxxjKT24Fxo +wt+bA23Io6xvOp5IR9KXUjEr2W6M50yzsnQ8hdePx/zJ83SEpDvPhV/vxOz1 +FDY/6gvEPDGfnP1RjjVjRZFOi814H2A/JRk4BZmYbK8WfzrU5nV7FSK60c8i +4hT8IBFdlm2laYM0dAupGyas9GCL5rHS7pcVMLebD0z6QsfeedVHf3y7kPlt +9eSJGxng8dfM7aYTIaBTHOVTRUa2z/mLc7l9WL47ILJDtBIsu9Pr9V8PYdRa +mNXgKpV5LjZyRge70F0qvlif0YBLk45fBmZpENc+tmwT9A2m3JNhryva0J+y +h86tPAXFxG7bpWI6ghwyd+507cDz+NxDT6croVjpNjoXW4nr5x8Ps2QNQMz+ +ozUXjQrBY/kxYTtzsZRH/aM2UY1MlveEgVsMyBbOqAgmJBJG45PZQkRuE769 +cfLn+8vA541/d/GtJ0LjVc9Svh0ZfGzNl3ZtHILgjVe+21Wn8KS62mQDuR22 +Fh8unP8dBZ3T1ymWt6YgJJrX8yWvDSRtpW6na69QVPonzZ2pZ8oGLlFFpS78 +er73IWdkJmy+Y9OLMCLc1z+RBaUPPxkX+uLZxsBT+X770g9mTnqtzydPt+Pa +pTP9t2ur0DVcFdfziA5BQ3ubpQPdKHF4xd78Ng8DG/wcKzyaUZ+/xmpGgYI9 +ZZIzATMj2BpoVqQqXg6CT65gT3M35IKkCfKKdPR6H5vamzwGwV8Tr8a72gHR +0bky/lH8CHM/H8b096P/Umeo5AbErrQOmDn1gRb/bw0HvxuoX5xk7NIq8NSh +Vtw+jQE2g1eZzq++QPfTzG0nti4cPnxiZ38BHYnqW3uWTL8TGAWnzrAVJkPk +41LJLTsGSoJ6B3NrYwihIo3+P0N9Ce/PzWWfZObmBc3ZdVv4f6B6i0vLPycK +Wlpi96w6MPPJcabkgfwUVjTY7W4c6cDJrecl1/onovf+B62LjXSo7vkcStjV +BZG11byUsfcIl/B+xjpAx7YdTblfdZkcwRY5+aaxAA8LHz36pERGbmznhBRr +OxoK0o6uqyOjOvbtVOcUFV11SfHcrA3gVH/I0THRh+LuJ5yen2koWD2tovSi +F4sb81TXs1XB7aLp5fzkfORQCkiKHGQc7th5Zs3COKgrp27kOx6HgkuEJydH +KrIIhGP58wxs2/itKNucCHFy2Pyc6E9Y9x++94KLgn9ptMOvfSjoaiX73w8r +Be92kvnl30TwSyqvWbyVhz/8h9YsyudC4NvMsZomZt8+X9YwYfQGPBmnp2cC +clDR1a5IGWMgp7Ktp62pCO/CFMQgnQNHW6GBYCYXH3l141bNBifCO58tSTXN +lwlKvQuaDGZvudT5vic4pgwhR+rnr+iPguztaRrmMIGZyrF7//s7+E8OFI+a +7nb4ifodXniUhb9Ke+hJm6ZwUNewI/RmB0SUM9o0ZrJhodh2Rv4MFSy/nO+4 +PhzA/IjpLr2lJmx40DL5WbYVm5c4cnpzCXh038np2Y0pqO4ypfgoUhAm19go +pVCOA32rBo+1SSBtof94rj6JSSPf1c3mQ7ifKXUulNyKiVxnedmubgjq90gO +mvXhnL1v9vqdkzgisn+3S2Uy1mo1aHG0ZRCG38p9S5pivq+G349hdpew3HqM +K9WpGj9ze7ntQxgQsHScu9I0hrutzTw5a98TFi8N7Im/MgbS2YGYKe5svOn3 +fNTq/Z7wZpvWUiRznoyCJeNd9HIYlRN21BwqwMFs4WU+Zg56rBt8k6xcjx3H +sjqkPqehLyYvuUyZgeYnxBDb47GE0/oXsqNOBhNi95Y8CWfyrKuecE6Gcyzh +Pw23bykaUQTO1LSqh8x9UqYTavOkvxct0hykYJNWDFVrtrS8oEKsti3nZdUU +hrb+1zhf9BMPaW7E6YulcNq8m0KRYiAxxyQsJqAaB1ajhzg5qpA8eeaCkd0k +zr9IWXbiGUSUQ1/AXbl2xLwn3byn2UC4bGrndKT8LYEroe5CsxIDZkInIt7+ +HcP9tzeez7ulEIYezpm1HhlDWVvA5YumNDiFab1tNOpGkets26R8C16HOI// +8huBbb227diTPth/7bXRWBhD7bTpu0iTFrSyeQw9Ds8Bffibf+qXKYyNrHxK +z20lsJ3bFnSku5hQcqikJ9ZxCr66EQ7f3o3gVN4O92CdIZQedrX1TCajsrUh +tPR4BdyUEq5/fZGAD89N2t+mMpCegch7Vi3Q3fcv+8OdPDjf3b7onj0FR6H1 +jPQfXwhWkif2s4m9QLJvUlRcHwP35b0MUmoHoVexmzC1qQfZDorXM4QpUKk4 +l5TQNYV0u6aSwYYKqN48HRDq0QADMz5tzX9T+NH5Tu7Oi3xkj1k2lok0QeGo +HNFShY5+GSuLUxuZezvF+0wGoQV/2Glfl5TrQKxc/dZrVUSIofF0zckyMLJr +1kjDegQqgn2h5VoD0Psk+/508BiEjJ/F8YjS4Jr9/NeT9ABEOD0uXIoexOqn +Lfvyomsh0NlwIvdQFS641S+IczPwTKhvg+ViE84Oy913YPpt0sPszO+lKfTT +3ljngIhdHHc3atwNQmGNZ/lj/Unk644pXefNJujO3tDmiC+HPLHGIfMtA3V1 +a/WKP0VC7d2jzRxctViROb3zkQcDbT/2mE7LNMNz/NR/i24/ceP2pbHsWTo0 +eqa2urVlEliDSxr2v63EsVYdHakXDJx/prltSvQqZP7cUornC4NA9bvJ1hUG +qmXFX4jE12OeS6u1YH0Tgs/a5KSaTiHwzurPo3ZT2P6j1u+i3FeYirna7phu +BbeG/jG7ZTrY3/38Xn+rGh4qBtbZUW3Ye9Vli54wFbPbR9Uem3sRHC7aHny9 +dgQPLCaD3u7rQgmxnZ/qmE5I+fi8w+s7HX0VjhKxdxtx+7fG1aazzXD1IkQ1 +bpiCPXX05qDuCHyby7f9Ks1Elpbs77z+SbzvizjBJzSMCXVLP4XBKIiqDcxa +p1BBPEpVysjJRIzd3j+85QXQsMt73/CTAao9j1+udh30k25LJNz9RBA9p3ui +SovZw/MXPxclFIC6ceOOnwOROBi130OZyeO3WuR0x1vbIP07fWjd9XIoKjZ7 +kLZNgcdZK9Sl4h6BWPbj3J+qSticf5vrH8/AhhOb/+umVkHL5ynjQ1IN6q+y +sk/zMPDLXsx+8/ZEnNAbSWmSCkRHyp+WHmZ/Dk3x71yzYQTZvW89E/qLcd8/ +naTdN4leHd/oY1encKbgYonI6zqYKWplb3jXiFghfZo8kzsMpekTnrXt4BWP +K5C90owe818l7qO98Fa+uM37KwGPhWTM11fRYLJpe/e1w8VI/quXPnH6BZ4I +T51/28zcS+s6JbUV/sd1grVcmpWQ6lUQTtk1BX+xdR69/cNYc0p0DyczB++5 +6h2ZKh5H1B/T9bcHuvCw21hyVjeZwO58Mnk0g47/GquOylgUEISunTLXGa8i +pF5TOXXmNgPKbNZm5huNwWL8capm6ivMLwW9CWxlQG/knvxG3yocStA209es +Rv+GfmP6TgYsuvg/f4wqIJiEu1qJrq8k3NgldzX2CQOm/9Gre8514MnpdZbn +9ZuxW5hr4cwGJg+Y+b8va8wgsAQpba25k0QIXff71i0GA1J3+icHOqJRXZql +ItXhABbdCtMpZt8Y3Dt7ysa8CsOzmtVrv5YROh+5TH07zUATxXVTw6txWAlL +rjLZiaBxs6DZOY6M4t+bms6sIeKyY9RztwYPgmjJd8an25OQXq66Fcw+DLFV +tqitNoP4x877LWf3OD4vFOUpfPtASO7aFbpxw104uYza9M4xkPJK3jg+vRNa +t8tUhP78BLuvz6JgFw0dhLzP0ookfMl8cr/iWCsmSS1sLIxxLK0PGSiTrSX4 +6pNIG/Zl4XBbY6rEFQZiayTrWa4mECai/u0/bBwCb7ryAiszX6Q3F2m+jKgg +jJT4HhhtzSFs6Tem9IYzMP/rpor6sy+E41c/3Tt+6xMhuUxkLIWpf1uH65zc +d58R1jYsNF7Rfg/nlI29mxeY+n+QGf/ckIxX5g+19w10okBpQ03Tn1E8ZPc/ +FbaQTdiqfCDUWrWAcCgpfaGkgYHFRDEpp/JBTD/++niWngSWvqLWvPU0SCUo +Vl87lEnYcmyuunFHEMiPRRyFpxlwVOkrttYYwTVjl2TrI+FIZokKvz4zCWrZ +/R9vIknQ4WxWj7/bAufNgi9iy8dR8O6TY5kFGb1K7xuoxcxe11igcHtuFGwb +Q3z/fSkCE26buGadCP8ZHX/6qJOBolvOJVFlZJy+JmXxoLQTc2U39EkBo+j1 +3CWYcbgKZtnubbL1ZVig5bN6GzPwW6Fj+u3Td4RLK7N3To8koMP/8O65XwwI +eVY9f1ZRizWp5DLFa2cIhup98W9dmLqy9hYoGc0kPNtqOvPGvpDA8uj0g+I6 +BnYcPLd+88FPBHOva4Fb2HMJ/619euIfM6f000nvvOIacPbdVIcfdzlB7Fyu +2iR5CioP/D5DoA95j0XT13xn9q5d6cOdm6jYxspxzWxPJ/LaM9hkpFsQcOH2 +g7tM/2pLpSWYoQIrXNvFsxULsXWutNMogAGdqo1DGiljWEwTevy3+Tu26798 +UvGNDLsLw+uiWOpg2pYUr5pYThC+K+93i53ZW+4ZtxTF9eHZjEjsqek0wnV2 +4zWNbTTMJBomyJp9Z/L3TZV/zUVwePqnWECdgVHFbWWe2hX4HGGomtWrSvAN +89m46yPzunSKquFiKdjUJRM4A3Nh8+KrZ+UHBiJ8XOStG/KwK22qK5+1EE/d +GqVyy5i+K+SXq07uwFG5NvYO39dgH4r5ISkyhV7+ifs5CTG4KRt0/HXvcVxO +5P6WwPSpDu9Br/yjhYiVltw+2pMPUn5W/cESJndXbly3V0D+/3xeXXeoeHZc +b9f/uT7aPvL7vFMzaCc3fawa/oE/MXuCGtSm8LvlYJxOxne0HNG7uKBTg7rB +ulq+8SmcsqTnWwi1Y21NyJKXag06PX5mnx+k40++jfXbklbET83ZFA8XEx6f +lJKYs5/COsPlXw/Fu5CsR3/JuTsJRnm13iItdMhS3v3Wsy0CK+eH347/csCQ +6D/7lzmHpmennDZeqcKQvREl98APwoX6GY6yX1NYSPDzqe2pB+Onov3lhgZo +UmNuXmHma+ALPcHhp/nYacTy3zxfDqTD93bdYXJB5Pb2DadiCISblJoNlrX5 +hNd7N+i7JDPQY3MZKX2phGlzVXk9riRCWgbrWbZZBrgMPL6wen+BXcKuUpk7 +YbjoartPvZ+B4bVGzB/1//O5mX/FXT/v1G/40BnNvUcwA6UP0t2bmXxBbPnc +6G48AIdnNfPKR39gM7GxPvsbFX0djuoVOe2QcbHzlBmtwzWdtZuP+9Mhmpvy +t8umBUHl+i7y1S3YLGy1T8KbjqK4XRNFF5sge5DS3Z6WTRgVunS9kZUBqzyJ +2hcCBfBzjbt96ngqLMVdDP53f13h5oeKe05XI9FC00c9IwcBfv+V+bsz/Vj2 +O5r7ZhUSu8Mips65I1YilNgdzYAku055bMZXvPHz2nzf14vQo2TdizYGVg9X +p43cMvw/Osn9NNwvLpZHuPr6+POaJ3V4pcXZYnOQgaWotZtftVbhv8oy/Q2c +31Alvqo5Z8vACaPqpz/8mkBtdbPbr1WJW+8MHf6fxr47Gss3/r8io1RoECWj +oqLISKQ3IUl2VkhGZZMSEZU9sjdJRsjMiqxLVvbee48Hzy2Urd/db/zl9znn +e537nOec17ld9/t53e/r9R6Pc12hOUSYZBg1If8WipJj+b3Lnf1AKtOomgT3 +Z5l4bcpm31xoOHFsJjgpHvX6IPHXwxhQBp1E6YzfUK71qVNUr+ugNkfxqeUV +DOi4J1RUyGKRthOZxyBdLijsfb14eQyDvobUfJ64Ihi6ak8/NhsFrs+O2tE2 +4vjXCTLy/IdgrBp++K2tPSLR4z3fiNd9aq+LG10EElFnnP/DTep49IWa2zwC +94cM+PI21cwZ9MNs/f98d0bLa9/VRPH7/w8fErv4mT2T8OOzpxssn6NU0Pnr +D4Up7Icf7WD/uZ9bovxGgvzG/V1+tRZB3SYWXw+P/LJXPzQ3wKvYzGJlvF5g +v7hpEcvYCK2Djwyjv1uiK1atI/cuYKD7NP08J0U9ROaOSY2xfEXdTR6xQQJ4 +Pqamn9ibUYwesqFr74JKQf5r2OaTAFx/dO+rFGUmQSXiFf58JAFi2d7YEPG4 +U7NlHDo9VwuTrlTDp5/WgyOXop9AMBES6Zf3fnxaA5Jc1lJNW5XwRXWru2yN +CDpXTqS7vstBiTyC2s6fyiEu7hzFd7weXCxtGhM1ygOTnwafA4ddoGstsm0I +fy+ibEpUU6254LUgdy7C0h5+lelVp0/8OwfYclOTPRANHTi9FjmZjfTIaIX+ +nWNpFXwxl48VofgMK3chu0rE76MwO6qOwYPG3DW3xS9g/+KTLlbXgP4YqI2J +sWFgraX+6+WbbliX3yytH8Z1SXbr1Bz/AjSkcGZyN7lDV7N8EZNTJfyWMyyM +CsHj/hPOi2fbvgJyVUvRkmhCr9TNL73E9X/Ad3KMiqkVSjNdkwUPVsMYy0a5 +tSoR4vkf4JfUrvflu6Jm8ehSEYR6d5o7ltWA3AZbmwDO/3ReF9lgeh6kXfej +9KxtQJPsh/2IR3B9a/g3+HbN819+8l/4rWzspjGdE/pq53D2+fZHtHTKwWMB +z3N+rB5S6NvKgm628mdqSyHAItNSOTiLr5fektF3kiUgt0KhcmmjEghL5a+q +HmCgwDXGIPykEqJsKLwfHiwEzgZdLRFTDO5xOmxeli6FysdkdOfL02D2WLCM +1XcMqGn+Ddld9jPRsZ3k1C4D7alzf96HfUW+jrbxRqn/7f//hYtL/Bu79y0c +Fky4f5G/CfSifyt3mVZC5S1mDe80IvBw6PukGTWDEiXXdP2bchC7fc65EMdl +zj0mnKXMBM+D9R6CP/yA6S3V/mU87z0sfZOxLugb+GYkaEce+QrNx+82jOD5 +3pksknyGs7lAFqV3sfpJNki6t4ZrtOL50kk1yqgyBJ+dNX1kJYtAmp4uqQJf +R3v5lK9ARDZEBPHbD0pkw4ejP0iMOv8fPyy77F+d6qzMiRPbhRMUC5hc53bf +/1/8cNVnc9Zn79aNRMEGa9kmpV34o2RFJgoOhl34tzo3tkQRxV14eMS/cX0X +rn9GcWvKNwSG5UJrZjSiQHi9tfHW5n+/X4nt9WoOslRYlBolDgfFwKtOx610 +XGcoRlRyvPbI7ZqfNvdxQk+G6i7c/pE1T5OC+i58nMq1tGJJYxf+/EKY1YWw +W7vwUJnvwTLfd/O27pW55pUp+B/8737uPldjSoXk8/9j3ujWHIvISqMhhJl/ +TEXeG353cKe0bP63n/zXc/f8f8ciKJBb4xfz7nOiT3eIne7YvU7/a55npPmZ +tgZfYf3S8XFhxlCofHTA9PYC9p/8vBuULjTh0t+FG5Ae3Y5Ou70Ln8UM8op5 +dvtnG7sDfu3G480zO0WedIO4WfBwZ80CiL3Q5JsZWrtZS9fVloWvP0NxcZ3Q +pSIkWK99jowLAVN0oUPARwT7+KNAEs/D5n/5MVkp3oWrOuNKctgM9D24aKBy +eAJo5ugcchvMYNa1w5G6vx2meExOp5oQgYM78Lph1Augq3KjUjciQku2DDlx +th1NV5Vf6zCUh1LXrWMcV+ZAzLQjonx0BPLes9mLfrGCSwIb7cqS7UhYt/3z +OZI5sFq8v1OjPwCsrWTlMnUYigyPrx69WoI8jHvn9FzfQGiVgU3CxwkkQHeZ +y8J2Bl1itHtQ/OgFXHJ3btuvMI/G+53OGLQPQijHNJPS44ewIf1BcCJvBJnc +6X/JcXcOrrVoaF3CXkIy9w7zSnA+9OwJbtpyJcDNY78W/ZJHwSqFcXzVpgVF +McRGDkbPgSKV/ymLtn7Ym+z8pakzEpGs/OZ/EdcK6z/ZCCuICPRpspVeZRjy +3y84V9WAQK7xN1VYtgY8vvVIO726F0Qtu3P47y4gUeUVd4EqRVA5uTVBVM0G +UU/lUzySI2jb/BfJJ+s5GBBwfEvg6YKYPqZrd0iIyEfNu8wt7R20HD1K0q/Y +BBYDoVQiZZ2oNY0zkIR5AaSHZ3mMJ5rR0I2FhC88A/BXrxDUI+Zg0dK7qKE6 +DtXP3WrrejCDis4UHrr+fQJu9B46cc5/DpmJmF16QjOAbBSmHh40aoFj914Y +FZLNIMPlw02tipXIx0n17i2XCZgOw7xJFcuBj8Y56irNENT8KHOiGJmDo9+M +z2sv5ALtKbsLhueHgOWc1fI8wzyYmf69/0wtA9wuktcr9HcC6TXjTA5SIsSJ +9n6jvhIHNFnneSKu1sEGrw6XnCwGLmE18fU+ufCnZNC64MMgmCg8TXATnYfM +vE+sjPfTwMjYl5HOsAOWKfJjLkkRgfmDUIxCcjSwTOjfv6BdBRzKSiWRnhgU +mEZM6p3IhiPIOPaC5iC80rB2VFWfh8SV+qIDtz6Baso3/dKKdjhsu79BCPfT ++8JeA07QCYFWe+hm63+Au8yxt4t9C/Cw/HwuDcM35JfGTKQ5XQvvWHufhohh +cKHv4J6H95KQ5A55SUNyNRyvDPLescbrgt8bejRZjdDpfMLcTbYX8tP32aZb +zsNf/zVdiZOt0OjFWnVSpQu0OHZcHEvn4ad2+ZMYQQRi/RuqHO0jYH6A01N+ +kQDtcX0b7HqVsHJr8pTD2hDUlm4Ni3jOQc5Hu8MmJ2oh4uNYQ/jlAeixGiPE +UM7DBS7d8SMCRHRU+bG0VEEi6nmTELZvpgPeyRyzfyDXgByHS6t1ODGoe27K +c98yCQiel5wkwxuQaLE8vRcHBnKCk5Sf5hOBvGbrEPmtUQjR1NRMu0OAkWGS +4/1VP+F8wjXm3/bFaHFve1mYdS3Ya7GUGuJ/583UnQ+lc4hf9uPanrAhSORl +Obz/SDnYvav+wnl2EC1Ek8mFl0yjZIvtdKm3wxBQ/Ulk6tMo6JqbrpnqzaIL +bRca68NboIy7ly+2sRX6An7L+BQTIWJ16mDi7xcQ+7F/2/JJDBr+YGOWieep +9Q/crcstaqE4tfaOjcsM8rFsbzKoaEJUFA8UbGjHgdtSYED0yiCI8/06Hsbc +CdO0BsrBVgR4sRnLWjg8AX8kVBj+Jo2hP4ZRBP+/Q2An8YIms3QARKnKGUO6 +Z5FpyQpt3sseuHbvtXxxZjtQ0+8tNWIZQ/c5lY7LvpyBl4lz6yM1BLhsXWlH +qjyAsmNHOwvCOoB/05QnR9ANUb87yqOF1zNHjs9zjxm+AjpK6QhjjVAkRcrf +EbqMwZex07PvB77A4dREM/b4WBRc/CaH8zde1wl9COh0iwdrbv08V+MOYD2q +WvqJpQqd+kOeIze4AI03PV7T+BXA2mzskt+XInTtpzIpeQru5+cZ4lLXW9Fx +Sod9iJIIwy1BlUVhtUC99cp9QbIKrazJTdL4YhBzLTbSpEAUyi3GnS4c/Inm +r7SZMtnhdcLfAIsdckMoV6wKHByeQKlsJ++Xi85AU4IsIvn4GobVh08ddupG +Wrkix3mzF0An77bW7GImPGsOtrY3CQJa0TSTk8OZ6Ibn7Z1/v4vJ3xTfXPef +RvIGrmE9nyfhZvrt0rSbTPDgkRJ3uN0AOmIQPSyWPA97P+oUPD1ADzSxr8XU +zfpRptzRypjZebhUaLPYUMgN54yVZONf1qOIzIw//Ph6mx/KsJjgUoURQ5Ju +Q5UedLf31Hi73QJYXqE3TSTPg/E1XmZ35gJ4SbshmsA1AUtfRFhJk2Zgm8Lo +bMs4Ai6Mwf7hiUlQsiBVjyyeBo79Cc/PJo6jwYyiAw1is9DAyze7I0AFcSHe +dfQ1HejzafFWegkiWHwYVNaspoR3cZ1y7/ta0WaRhnhdIRFiVt3Y30ccAe/x +WpoPllUoc8WcIP4eA5McbeebeidBrGLIIt23AwVXVYZNyBJh+kR6YRYShSC7 +wfH3kv0Q8jDfkHx5HtDi33dOUheBmlJbyymiDbruOc+bfCTChXR7xbjbYjDh +yhHANNYMMQ8thGq3iXBjys5qtVgNhmsSO2iWSqFtqO9oVgUGz+54v/DfdoSx +IpcX04PPIbVA+FPJFgZC70pcW59/gEqtZ1EgQwAd4Z235moJQPjUbBTBMwYe +0TQc5I+6ING081mwZSBwl6vSf1pfgKae3nuMKj8guVbxfGxDH3DLntymLJ4H +AfZpO1ohAgS0PbeLURmD21ycL5LM2YGvijX2c9AcdKoy838THoGOvYVLPr66 +ML0lYVZuNAVp/d1LA11TYBX68qsL0zOIuCQUWkA5DQWv9ebP803BwOV+qvu1 +fvCDecLMbzwDuSxW/tW5uwD88dRWDva9EDJlJTtjWQNRfySPKJ6ZhtBqRb6q +W5MgtzhoHmBcBU6x6yc1Unsg8FP1QjLlAjiLOVgzXY2GRROvZzEljaA7n2Wi +ewqDJxyklU3kGPRnkCiPiTfDfLOtV926GRSr6CT8IZ8CaqHONzT802C62kZ5 +5LgDJDQfMxDTJQBfXZkgJ90YiDRucakLRoNNVkBjwek3KJb51vMa4UkkQOP/ +/fHiNIy39A28c+kHoz0VIux7y1GV6xpq8pyHjomUgTNCAShZyLHp8IAzSEtw +h73Ywevx+cddS4yZYBJ717750TD43KUtsG2bg32UhcUcpmlQUJiX/UNpAPy8 +uJkpEuahbvKXInPCF1Bt7NW+zNkLh77Hkfg8WgD3W+KlJ38mwpJX/vu6xU54 +HbHMhZERoSM3sGPWqQwCPj7ZODzyCQ1c0v5Bk4/Bn0rllHn0FFEVau4RGwtC +T18K1pjg9uyQz5L9PT4NUTEieamMU3DWRPhKOVMyjFIQlvdrD6DOkdsfRuOK +IcSfeIL75TzYbrHecO2ORowVZSdbDo6AXZDfTkzqHJw6hp3ekhlBBygIYVp5 +9fA3WYHXIIkA6pibSNv7AkS/WexisKcVgnNG9R2yiaAf4amjmBoMUer3Ujli +ayD1V+jFa48xmElhL87B+RpcM9NeSckHTXG74+4DGFCaqKqLmAcDxzGRPfVT +pnAo2cJREbcfrEt5ThF8QPS92hhVWwdaT+7WfClGhDQPh8T+phFkM9yEFb0O +gAd1+0R8r89BPUdTqRJ3BsrovHKwm7MAvd9ruf9oIwZblI+0P7V9RvPy235n +loKhOZKMovsPzs98VMMRET/0k6nG5W9nMfTH3mudrsNAMcu1yZvLE27/Kn1v +cLIOakXbQyWUMfA49tKqu2cEzYU3cMV3jSCSM+pEt4eTkFaW88xN5wNMk+y1 +WxX4jC7JeZ5oxeNA1VzK28MtLqixV5E1VTwb8se4IYeAQXDk06t/yYtAitUi +iMjRDtXDXfGS6kTQky57tpkTCFjlxgabzw+I2BRluZmFQRrFVwk2UzOouPFo +Rf5DFBCHBbdWcT0QeMV4YC+XH6zpUsd7ipWA/t4zVTq1GHTWD9AZ4xJxgMNn +qa6sFnzaaFTsVDAQnpY7+YYuHA7osYW/MAuBjVY67kW8znqZsrl474oZjO7R +ZiuPCoQUMkr9cJx/6dj783I6eWBdK7y00hYN67ZVlIRhDJbN3aWYT+bAdM9T +i/eJkUDzWydVfwqDJRnLuw5tX4GSZSvg3asw0JM6u8k6jwGvFM3B1hPpAH+o +iN0ywTD4tG2G/RcGrgmyKwHuycC84B9nejoArDuZvKxw3rwsRyxLVuNBjF7j +4tVBb1AqZZTZt44BVT3Fjfamj7Bfquhpr6MrhLq+P9GN2394ZqZXKD0E3G0S +H2SBI7SoKw8tbmOgdk+xRuSEJzRpTkmvvX0GrGx27+TxeD6ltL/5d8uzXf3J +Co5iStGTJrvw2G3vaTaZUJRR1eEYqWQF9KVDy+v4/H+3AkPu1l7eVZd5HV66 ++P3D8V3zeMiWmWidckbxXRlLGif9gPei5Wg2zrOR2TNfX3sHlPVXVfTYtjvw +nSNrvI7bKZTdqcxf+gI5sk5rJo+8hZ7nThPRON5/Odjbc68hoiaGryt5PIen +Wq/OD+O4hQv567OGcujquUdlnsWxEPPFRP8Yzo/HwpcJXXuhXfZ816YTuC5n +hdjJmupEj4fDxIrXRiL+vWKJrnWGR3zRtX0eHSH9mdCY23jgJoZBT23uPfEQ +N5T7u8BxKi8d1hguWWbj7/Gzf2afDakOuhl9jSfyXiS4a563u4PPw0R08MvY +jEJCG84LVvd+wJ/s5oofuD+z6tNqpvxS22VPcCNjv4k89S4+KxvUs94yHdl1 +f5p3+6rOo48wGeC1xSoUAW5WeXdmcD/ZqH98skA5BHbErDj8HRzAMD+wZN+/ +fecIt7mIFrv7Ep9GeXpoqV+hzkqHFzHS78E86moGNc7n+XSl3GJ/JURWtUdS +YsUATD+R1K/ieIZwXlJ/yWfUG78nxHnjM8id2ff6EM6D75Hpz3dcjSA9YZDr +mnoAyP1lX63Bn2twOpKedI5+l/0wMUpLv3psF+6pqsS0OHRqF25sMHrMQJ91 +F94ttZ/W3Ih5Fx5hJNh4KfXGru+rXjNYR7d3d592QvNMZkSa/C68wOZr7SHO +3X0hR7HWoqZ3//M+DMtm1hn82nX//P/u7/HswusNrvDRzozBUHWUj1TrLBx+ +N5n+zYUETIdYta6+nYPzTk8CwrVGkKMUh/ddNg2wSxZErTfCAI53jY/j/kcb +8MaM8tJluCUoXPA7tgy6t6VEvQtxfQz6/lOhkAdO7t02lQ7qhfGm43rWKgvw +fDlZ6RWmDuLELo+Iq61IKyvQiyCJ180cnLEX/46BwAvH/tLYOXg64PfNI2sI +FBTUcqY2K2Ds6FxIwfwMZPJUnvOmmQC9e68Fe9nNIWhjJO/2/hF09srhHdYM +vP53r+NMPhMLqMTIWCulBY0q8y7VtRPA8gzlhH3iEHhytigLRUyg+4qvKBte +z6Ckl6JhpAfewrHVWq+W+xhSdTWuXCGpQ5tWJcwSSq/B5tdd98L+WYQRzz3M +7B0Dw73n7hckmoKTCKal9GEGdOTS+0afT6Cgp3VdSnF6IJhLPPDLfwy91WII +JqMmINrKPMFugi2k2H1evm8xjtResdWSmc6iW9OHM9M2nkBYQuEB/4gF9CYt +MlRMsQdKbukqRkyYQ63GtuVjo0lUv3RYoeInnl+dII+O3bIBCWOpw994+xCp +JVX5kYOzQEUTdsOSZAjWex4oWasvoLFKBR4Z7w5I9bvzZONOEzydsj241tQG +OqEBnukr40CfbfHzwuVp4Hp4cE7FdwH95GzWnHLvgWfyMeViW2rAm1E1d4sM +Q1rqY/rC2s0IxdD7HQ2Uh2KSiTtFeJxXvv17h06uGALJfi9bthrB7KsTPd6M +GHpp0kPhS9oE9e6JsgJyt0DvzFnzWkMCtDX9nnGlGUOBtnsM9vx5Bzzxorg6 +dKAHW1ctz94m4nqtUu+reBfObTGvJH5rgSAvg72MRqVowtVs/GMSEZrJlUj1 +KyaRzlWniB/LUxBw/m6wgnEF3JKuK2IqaUeaZx81nWYYRw9UOCPu5eB1CqmO +lXlCLpjPpk3SSrSD/cmaPgpDIvQNFoTQNbehO+q+52ulvyGnLm+7TGsiHDhT +m/R9gAg9JaR2E7MtKJLzzz49RQPgbhkxibP5DCynmb/xMoyh4078518/IMA+ +Pd/F+UflYGn+M/5UKgZf87SLsHVFSPx2JVK3k4DmyFeWi20HUI1bi4QESwc0 +NhDyzWhqQI4rb31udAoIlsPHXbwngaDVTWk3Vov26AvXPpNvhMSe52JatkQ4 +/H7BkPvOBDolpHmlUywZmVfEnHDKnYG4ffWiLU+nkLPYnfOGZzOR0WzP76iK +KciernCv6+1H74sUlj9ttYLtthZi0pkDVUqm1uSnRejnGlPjLbdReKg+3Urh +S4CnxCzBzFgM5XTpXew/VwFnyOzEjoiFAVVU/bh4dBaEMHQISbmOwpqQfU59 +JgH087yrQu0/wGh8nDCDbBVI3rBp9/HCwHqn8+v69xnQ8LRz9l4IRlU3quLu +y07ApdUEvtnTlcD+JuiEyctKUGcR7He8goHnTJApb8gcmhEZKb4v3IeE91by +ONO3w+1jd08ZHp+HpDDW0q30IfjEl3TUTVwU5E7PXJaPmoFrIgazzNYTeF5l +XX3G9h78Dm3rjDOdBerCI8zu5uNAUr/hb6dpCGH6igPNthiQaiyfO5laDS1T +rvqaS3HgPzYhttpXC0c4Je5N4fll2OH3SdZ2H+D7sHSWnA0BHB+QbR8rGoW2 +/lS9JcECqP/5On2PziBE5b9Y0jOfB2W+9fNND+5DYUns5OnqHmiJuR714N0C +6J6V2XcrVxnm546xdr3qgcmB3nnhgAUIJ8TTuvnrA++ejMkk+XLANm3/JOJ+ +4hG7fT39xHOoX5BQkzL6AePZUX062RjY+0x6kTwJgrN0d81cRmLBe2PQ2MAe +j69/HZic3lTD8lpSbqB7ORQK0kmHHptFa9n7DEKUx6FNeWai4MgYTC04vdA0 +boNjklpMUuUzIGlC27dwPQgpn6Gx8MDjoj3pykfOp/pgeP2EqkTeO/SZe/V4 +Jh5feWOmW14ZaABFxTLrQIgRYg2x4JzHcY8Nn+6uGkMottjDPlnhDz1r7X97 +8HleFNee8+k0g8B7K/Kfr0yBUsSv+evNQ4hn9mL6DscoqLGu1wr5mMB6p03+ +T3wegwKKnLlkOxisXhwY43sPSvfcEgZXMGBhk7SMLP4Ct5+/drNrq0bkhI67 +fLQjMBQ0tlZwdA5uy7DSfLkYBTwdv6P/9BKgrDuJdVhvFKbeyPm4ZfTCLE8c +NS9JBNRcv8Pbe28BHjv2hJkK1KFO4sHTekp4/nTi1ZWU8NtQ6G2sM9VYiZZ8 +/DCaIAywvb+ODuiKQrQTXj+8rEYzd48n9rzFoD3zq9OFWFGgUmmU+zNThV7Y +y0zQuWNw+tcTl5NJd4Dujn+707dWdG42Jr7gBBHCVU4+nH9YCzvh3M8Hy8qR +9WT2obAkDOq0FEMwxQfAdkPXPWKqBPWEtpJN/MTgW2pU7SSbESiuXX97kKQW +6U7YWDfrYmArF0T4YPYW5O7Uvv+Y04lEXzdYNlES4Ww09VhLVyYcaTA7JpT2 +FiTXCJ4dL7/Aat2J02F43h726YZ05Vg68qyY5kcqpRCpUeT475xQ8dmEKp2o +aYT9Ilq+i5yE6Ninh7SCTkOk0PeypR+4/kbJvyJfmIWJPv8GL5HjoCSPrsoK +DiJyigouTdt50OHNZKLyo4PtwCOyd1Z7UVM6lfkrWIDW/Kt8RDEW+Lhlb4ol +9SCb0w3O6e4LkBTYNDd9mBvKDhp9Em9rQ2eN5OhRCBHUtQxNJa1E4eeFQrdY +tU5EjWb9jl4iwm+N5NfBAWpwfbguKTL5B3IwINKE43nqUY+LbDRmz4C03Jnd +/sgIEqB/z0kTMAebdsySqC0HugYvrhOkBxCf1a/7XxvnICWJqYHg2QCFHz3b +3De+QYfT+I3YUxMQeoE8VQrXI1es6HeMNx/YFtKnxN1xgtwWRaU03B+/pd+9 +E5I6jeIG48pLPCZBy8ecTSiUHJxKXZJv142ihX30jNoRuN5pj28fpNsPn++x +dPmW9aFIInvdFs0CrMWU2NS5kEPntIHRm9U2RJ2RWrrjR4QrHK3+PQ+PwJ/i +8OdsF1qRoN++MNIOItzgkHZXFKQHpeixX1EsrUim/LYPdSceZ8ivvaUe4gDq +J2Fc9JTt6H3/q4u3fIhw51qOwkSXKJD2z8dX6/gjF6mza4v4ujv0QtouV1QT +0PXZfF2jMcTW79qxcokAfalZnN5vHeCjBvuCO+EH+IzM6n5Kw0CX0t3gumwk +XCApDz/NUoXOxtUTjmwTQfADbWc09hOaNKRZPnM3Q93//Wz+sHP/+gEiVB/t +jE5NJcAnC9n5moxROH9ltPmXBQnUb0xNiUtMA9WxS1YCa5Pw/AWbp5keKdCX +sDYF4vqrVt8W+BnXY5Pu0ZFb6ftBjreL8Vv+CNybVErkkZ4DCY2rtFUzh6Cw +LnPASG8QMt2lLzubzcOBksBqAqIH+rWG4TamH6hNPbhM+sEEaFEK3uhVnAE9 +1sP5Dbr9eDzRJ9Wan4fI+RUx5TYOUMkVzqMi64Br6Tao0IAIuomkO/eFRWGI +hkkgXLAVSET02/taibCoyqhSnKsKM/mcjBegFQbP7rwvayHCULPoWlKwPZBk +7qPwKohHLe9VP+qsYjBgW/Esxi0CYmUpwoytxkE/o5qop9YPumLV0Tymk/Aj +ROD405hRuF002Kf0MRdBwBmyxRAClMgxn9Yrnsfrk/xh0gsDYLmh2Ho24wRk +OrYpqorPgbjZyGuxHyNAsK7Q4udjBt2Kba1UfgKInRPgJGiOQfqZvXoqwexg +NRooWx8xC2bDkuWLV8ehlOXJz8V7fHD5u+Qy3elZSI74GLLaMQ7PWJ15aRbF +waeey78Hn1+bxYf5SdkISDpcP1TtrwNGGjlUAxnTUPCW/fmOyySYzfdWx08+ +h/37dVP5Tk3D61wP5iXmKQhk93Nh1/eDfpttSmuSIthftx01ur4Ap2dW+U00 +O8H1NXKc6S6H5hVfv0rFbgjPDkudN10Aq6a2Ksa9GMj3Mxq/TW+GR39+QrCW +OXhxRvP13V0A6c9axcYVvdCbWidcefcZXGdbeFhhNQW9iwX72hunwEjbL+Qs +nQN8ZSBj9K2ZBeG9TDf5sDGgU26zVe+LBOcz9l8iDo8iNR+ai89zCEDqL9yW +tvgDWF6LPXn2z88EOlTenR0DcV+nRZW+eugOFCgfom6FyRaxQ1U5JrDTK3pJ +tZsIwbYnYuq6O0Eqvwjp3ctFr22uGKatLYBbO/NNpcpY5PFGMa+YvwKsH02l +CH3EIH5kSwL8EkHigTFXqWsudKn6MSYNYtC413YyRbAWPC7fcZYlBgJZrcbc +qjYGHX5vhG8dyYcpURU9Hj4H2Ba+dd1hCNez2ROFzMo/oL2x8nY7WR6EdPIu +podjIBPeWZlmGojark/H1jA9QyxHTnFH4uvb5fKqe31aFNxYkTyVzpENnieO +PtOewWD9b4MXp0k2WEVocNZ8LocOWVLSs3gc+7thtSxVU45/Mg3V5vgisndj +Vx4nYvAkfsT0FccIEkHsfOcq66Ds0CcuxQYCJPh2vvhaMQOmMcdywy5MwD5z +maY3Bl8hZe+VsZWfeB51cDzlwcs+uEt97tzN8/1w1WhG43pzOToV92fL/XEh +JKQodM3ZYaDAOvRnHtcFm+FY/TthbWi0a0zm5d8ZqPLI/Mmr4QwfG3+ThGl0 +gKeiDMVLVSJoHvr85aRiBvq8GXPU43wD2BRtP8zmwOt6QtTFxnNGSNf4b3QS +XQUYSx93UUzAYGVJ8Slr1DdkkGTX3NbfBo39xkU/rYjAczUqmz8mGe7az1CM +55TAxdU6WRaEwYW6DId+FAmZdh2OMc+igSDPQGxZxyDiieC3oc08EDohuS0g +2wFT4YZoz3Ui/MqZvmw+2o54XFzq5BjiQSl4OacY14/mJkHlJv5UpGXApMJ2 +oAC9aXh7k7MFgy5yXtKW8iT0i6dxjvRMOliqbvZPzmKgIqDqQDGTAh5vR399 +XuhERsYOfnSkRLCSVMi6VjaCGOuYFOY0HqHIgqwfK/j6ZK92PmW8jx9ZRn/5 +NDnVivYd1JDbKSBCZ1FvyCrDFOKu3XZ6Ij2E3jgxNRg6joKx+tWyEYpp9KyD +9uUmfylUiV9dSxmfhAPK71smnauRiwvZegVJMXAMmL+WlsPz3U1auyD3cFiJ +aQkXV4tDg+YT3fprGKjNOMQyBf4EzaAs3hyWODDOtalON8fAnRA/s1wdDDJx +eYn+2TWQHpLdrGaAgRl3+/iylivYDgXac8QVgMug76RnLz7PTqoF55UIaFKi +k2X1rwd3cQ9+KREM2Nl7R7JEfCHTWpDB2LgUWI7X3jtahYFAzsXK5dBooA7G +nnOZNwHdc78/UTQYaC//Hvqx/Qk8DhFjaxNaIHbyO7XNKBEYlrOdS7niYeH+ +V4kX1G3Q+4eklpBGhKjfkoo0P4wh9s2Di3KMEfDyqI/Ov/1RuxYerzXv9wZD +pf0MrZrfQUm/8/JOFwbEBoZDDFnBsB2+njCD14eHrL2938RgEKJBtLBIeov4 +GwLO2jfYwNoZ3VtheD7gaV/Je2f9DapguCWSFWAMl7d6aPNwPC159nlcvRiK +uD0k8fj3Pai9eXl4B8fJW5oZuL/wwVWJqx09dNFgSS2okLWFAfMdz4Z47Tgk +nK6VeqHKCzaOMhwl38CgnzbkhXx2LppZlqvveJoAMk8Peibh+tA72km/4/YB +PSdKkRuQIIj4tb1qXYZBvVJ3/v111RvWFIUa+TJScPqLsu2/fTziHLSmxyuF +wW49Tsh4WA/Ce4/jtQGe1z/jLY51+gxpfydN/oRHQk5ur8iePxhssha/VLsS +Do7lPHcG3jmB0ZPLD3Rx3h7PZ89ItvpAm73uWFv1JzgvkmJbhNu5L0OpPzf1 +LUo4RuMVtzcQdPuui73EdWnydLCuYDkbHCUIZFr034UD6YGS/+y5HPFl7U9q +LFi4h7HcCIiH813jtix4XvrjWKbbyLANKvXsZZFe8oI1dLXr/L/+Kidn75fX +JLv/D2rNgir/++4+VZUK0atbbXe/rp+xq1R3Yff5wo92JnV2Jnf30/4XRaKn +GA== + "]], {}}, Axes -> True, AxesLabel -> {None, None, None}, + BoxRatios -> {1, 1, 0.4}, DisplayFunction -> Identity, FaceGridsStyle -> + Automatic, ImageSize -> {1006.3504969308444`, 703.}, + Method -> {"DefaultBoundaryStyle" -> Directive[ + GrayLevel[0.3]], + "DefaultGraphicsInteraction" -> { + "Version" -> 1.2, "TrackMousePosition" -> {True, False}, + "Effects" -> { + "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, + "Droplines" -> { + "freeformCursorMode" -> True, + "placement" -> {"x" -> "All", "y" -> "None"}}}}, + "RotationControl" -> "Globe"}, PlotRange -> {All, All, All}, + PlotRangePadding -> {{ + Scaled[0.02], + Scaled[0.02]}, { + Scaled[0.02], + Scaled[0.02]}, { + Scaled[0.02], + Scaled[0.02]}}, Ticks -> {Automatic, Automatic, Automatic}, + ViewPoint -> {2.36794660608591, -1.8927487583231433`, 1.503439725626676}, + ViewVertical -> {-0.3470605488980015, 0.2774126837578736, + 0.8958745326712173}],FormBox[ + FormBox[ + TemplateBox[{"24", "28", "32"}, "SwatchLegend", + DisplayFunction -> (FormBox[ + StyleBox[ + StyleBox[ + PaneBox[ + TagBox[ + GridBox[{{ + TagBox[ + GridBox[{{ + GraphicsBox[ + InsetBox[ + Graphics3DBox[ + SphereBox[{0, 0, 0}], ViewPoint -> {0, 0, + DirectedInfinity[1]}, + PlotRange -> {{-0.7, 0.7}, {-0.7, 0.7}, All}, + ImagePadding -> 0, {DefaultBaseStyle -> {"Graphics3D", + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + AbsoluteThickness[1.6], + Specularity[ + GrayLevel[1], 3], + RGBColor[0.880722, 0.611041, 0.142051], + Lighting -> {{"Ambient", + RGBColor[ + 0.30100577, 0.22414668499999998`, 0.090484535]}, { + "Directional", + RGBColor[ + 0.2642166, 0.18331229999999998`, 0.04261530000000001], + ImageScaled[{0, 2, 2}]}, {"Directional", + RGBColor[ + 0.2642166, 0.18331229999999998`, 0.04261530000000001], + ImageScaled[{2, 2, 2}]}, {"Directional", + RGBColor[ + 0.2642166, 0.18331229999999998`, 0.04261530000000001], + ImageScaled[{2, 0, 2}]}}]}, Lighting -> {{"Ambient", + RGBColor[ + 0.30100577, 0.22414668499999998`, 0.090484535]}, { + "Directional", + RGBColor[ + 0.2642166, 0.18331229999999998`, 0.04261530000000001], + ImageScaled[{0, 2, 2}]}, {"Directional", + RGBColor[ + 0.2642166, 0.18331229999999998`, 0.04261530000000001], + ImageScaled[{2, 2, 2}]}, {"Directional", + RGBColor[ + 0.2642166, 0.18331229999999998`, 0.04261530000000001], + ImageScaled[{2, 0, 2}]}}, ImageSize -> {12, 12}, BoxStyle -> + Directive[ + Opacity[0.3], + GrayLevel[0]]}], Center, Center, + ImageScaled[{1, 1}]], AspectRatio -> Full, + ImageSize -> {12, 12}, PlotRangePadding -> None, + ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.16666666666666669`] -> + Baseline)], #}, { + GraphicsBox[ + InsetBox[ + Graphics3DBox[ + SphereBox[{0, 0, 0}], ViewPoint -> {0, 0, + DirectedInfinity[1]}, + PlotRange -> {{-0.7, 0.7}, {-0.7, 0.7}, All}, + ImagePadding -> 0, {DefaultBaseStyle -> {"Graphics3D", + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + AbsoluteThickness[1.6], + Specularity[ + GrayLevel[1], 3], + RGBColor[0.368417, 0.506779, 0.709798], + Lighting -> {{"Ambient", + RGBColor[ + 0.19699838300000003`, 0.252204821, + 0.33320940200000004`]}, {"Directional", + RGBColor[ + 0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`], + ImageScaled[{0, 2, 2}]}, {"Directional", + RGBColor[ + 0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`], + ImageScaled[{2, 2, 2}]}, {"Directional", + RGBColor[ + 0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`], + ImageScaled[{2, 0, 2}]}}]}, Lighting -> {{"Ambient", + RGBColor[ + 0.19699838300000003`, 0.252204821, + 0.33320940200000004`]}, {"Directional", + RGBColor[ + 0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`], + ImageScaled[{0, 2, 2}]}, {"Directional", + RGBColor[ + 0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`], + ImageScaled[{2, 2, 2}]}, {"Directional", + RGBColor[ + 0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`], + ImageScaled[{2, 0, 2}]}}, ImageSize -> {12, 12}, BoxStyle -> + Directive[ + Opacity[0.3], + GrayLevel[0]]}], Center, Center, + ImageScaled[{1, 1}]], AspectRatio -> Full, + ImageSize -> {12, 12}, PlotRangePadding -> None, + ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.16666666666666669`] -> + Baseline)], #2}, { + GraphicsBox[ + InsetBox[ + Graphics3DBox[ + SphereBox[{0, 0, 0}], ViewPoint -> {0, 0, + DirectedInfinity[1]}, + PlotRange -> {{-0.7, 0.7}, {-0.7, 0.7}, All}, + ImagePadding -> 0, {DefaultBaseStyle -> {"Graphics3D", + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + AbsoluteThickness[1.6], + Specularity[ + GrayLevel[1], 3], + RGBColor[0.560181, 0.691569, 0.194885], + Lighting -> {{"Ambient", + RGBColor[ + 0.1830429875, 0.21424763749999998`, 0.0962851875]}, { + "Directional", + RGBColor[ + 0.14004525, 0.17289224999999997`, 0.048721249999999994`], + + ImageScaled[{0, 2, 2}]}, {"Directional", + RGBColor[ + 0.14004525, 0.17289224999999997`, 0.048721249999999994`], + + ImageScaled[{2, 2, 2}]}, {"Directional", + RGBColor[ + 0.14004525, 0.17289224999999997`, 0.048721249999999994`], + + ImageScaled[{2, 0, 2}]}}]}, Lighting -> {{"Ambient", + RGBColor[ + 0.1830429875, 0.21424763749999998`, 0.0962851875]}, { + "Directional", + RGBColor[ + 0.14004525, 0.17289224999999997`, 0.048721249999999994`], + + ImageScaled[{0, 2, 2}]}, {"Directional", + RGBColor[ + 0.14004525, 0.17289224999999997`, 0.048721249999999994`], + + ImageScaled[{2, 2, 2}]}, {"Directional", + RGBColor[ + 0.14004525, 0.17289224999999997`, 0.048721249999999994`], + + ImageScaled[{2, 0, 2}]}}, ImageSize -> {12, 12}, BoxStyle -> + Directive[ + Opacity[0.3], + GrayLevel[0]]}], Center, Center, + ImageScaled[{1, 1}]], AspectRatio -> Full, + ImageSize -> {12, 12}, PlotRangePadding -> None, + ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.16666666666666669`] -> + Baseline)], #3}}, + GridBoxAlignment -> { + "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, + AutoDelete -> False, + GridBoxDividers -> { + "Columns" -> {{False}}, "Rows" -> {{False}}}, + GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}}, + GridBoxSpacings -> { + "Columns" -> {{0.5}}, "Rows" -> {{0.5}}}], "Grid"]}}, + GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, + AutoDelete -> False, + GridBoxItemSize -> { + "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, + GridBoxSpacings -> {"Columns" -> {{1}}, "Rows" -> {{0}}}], + "Grid"], Alignment -> Left, AppearanceElements -> None, + ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction -> + "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], { + FontFamily -> "Arial"}, Background -> Automatic, StripOnInput -> + False], TraditionalForm]& ), + InterpretationFunction :> (RowBox[{"SwatchLegend", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"Specularity", "[", + RowBox[{ + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + GrayLevel[1], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> GrayLevel[0.6666666666666666], FrameTicks -> + None, PlotRangePadding -> None, ImageSize -> + Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"GrayLevel", "[", "1", "]"}], NumberMarks -> + False]], Appearance -> None, BaseStyle -> {}, + BaselinePosition -> Baseline, DefaultBaseStyle -> {}, + ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + GrayLevel[1]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["GrayLevelColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + GrayLevel[1], Editable -> False, Selectable -> False], + ",", "3"}], "]"}], ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[0.880722, 0.611041, 0.142051], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> + RGBColor[ + 0.587148, 0.40736066666666665`, 0.09470066666666668], + FrameTicks -> None, PlotRangePadding -> None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + RowBox[{"0.880722`", ",", "0.611041`", ",", "0.142051`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.880722, 0.611041, 0.142051]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.880722, 0.611041, 0.142051], Editable -> False, + Selectable -> False], ",", + RowBox[{"Lighting", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{"\"Ambient\"", ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[0.30100577, 0.22414668499999998`, 0.090484535], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> RGBColor[ + 0.20067051333333336`, 0.14943112333333333`, + 0.06032302333333334], FrameTicks -> None, + PlotRangePadding -> None, ImageSize -> + Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + + RowBox[{"0.30100577`", ",", "0.22414668499999998`", ",", + "0.090484535`"}], "]"}], NumberMarks -> False]], + Appearance -> None, BaseStyle -> {}, BaselinePosition -> + Baseline, DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.30100577, 0.22414668499999998`, 0.090484535]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.30100577, 0.22414668499999998`, 0.090484535], + Editable -> False, Selectable -> False]}], "}"}], ",", + RowBox[{"{", + RowBox[{"\"Directional\"", ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[ + 0.2642166, 0.18331229999999998`, 0.04261530000000001], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> RGBColor[ + 0.17614440000000003`, 0.12220819999999999`, + 0.028410200000000007`], FrameTicks -> None, + PlotRangePadding -> None, ImageSize -> + Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + + RowBox[{"0.2642166`", ",", "0.18331229999999998`", ",", + "0.04261530000000001`"}], "]"}], NumberMarks -> False]], + Appearance -> None, BaseStyle -> {}, BaselinePosition -> + Baseline, DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.2642166, 0.18331229999999998`, + 0.04261530000000001]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[ + 0.2642166, 0.18331229999999998`, 0.04261530000000001], + Editable -> False, Selectable -> False], ",", + RowBox[{"ImageScaled", "[", + RowBox[{"{", + RowBox[{"0", ",", "2", ",", "2"}], "}"}], "]"}]}], "}"}], + ",", + RowBox[{"{", + RowBox[{"\"Directional\"", ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[ + 0.2642166, 0.18331229999999998`, 0.04261530000000001], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> RGBColor[ + 0.17614440000000003`, 0.12220819999999999`, + 0.028410200000000007`], FrameTicks -> None, + PlotRangePadding -> None, ImageSize -> + Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + RowBox[{"0.2642166`", ",", "0.18331229999999998`", ",", + "0.04261530000000001`"}], "]"}], NumberMarks -> False]], + Appearance -> None, BaseStyle -> {}, BaselinePosition -> + Baseline, DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.2642166, 0.18331229999999998`, + 0.04261530000000001]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[ + 0.2642166, 0.18331229999999998`, 0.04261530000000001], + Editable -> False, Selectable -> False], ",", + RowBox[{"ImageScaled", "[", + RowBox[{"{", + RowBox[{"2", ",", "2", ",", "2"}], "}"}], "]"}]}], "}"}], + ",", + RowBox[{"{", + RowBox[{"\"Directional\"", ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[ + 0.2642166, 0.18331229999999998`, 0.04261530000000001], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> RGBColor[ + 0.17614440000000003`, 0.12220819999999999`, + 0.028410200000000007`], FrameTicks -> None, + PlotRangePadding -> None, ImageSize -> + Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + + RowBox[{"0.2642166`", ",", "0.18331229999999998`", ",", + "0.04261530000000001`"}], "]"}], NumberMarks -> False]], + Appearance -> None, BaseStyle -> {}, BaselinePosition -> + Baseline, DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.2642166, 0.18331229999999998`, + 0.04261530000000001]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[ + 0.2642166, 0.18331229999999998`, 0.04261530000000001], + Editable -> False, Selectable -> False], ",", + RowBox[{"ImageScaled", "[", + RowBox[{"{", + RowBox[{"2", ",", "0", ",", "2"}], "}"}], "]"}]}], + "}"}]}], "}"}]}]}], "]"}], ",", + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"Specularity", "[", + RowBox[{ + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + GrayLevel[1], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> GrayLevel[0.6666666666666666], FrameTicks -> + None, PlotRangePadding -> None, ImageSize -> + Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"GrayLevel", "[", "1", "]"}], NumberMarks -> + False]], Appearance -> None, BaseStyle -> {}, + BaselinePosition -> Baseline, DefaultBaseStyle -> {}, + ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + GrayLevel[1]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["GrayLevelColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + GrayLevel[1], Editable -> False, Selectable -> False], + ",", "3"}], "]"}], ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[0.368417, 0.506779, 0.709798], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> + RGBColor[ + 0.24561133333333335`, 0.3378526666666667, + 0.4731986666666667], FrameTicks -> None, PlotRangePadding -> + None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + RowBox[{"0.368417`", ",", "0.506779`", ",", "0.709798`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.368417, 0.506779, 0.709798]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.368417, 0.506779, 0.709798], Editable -> False, + Selectable -> False], ",", + RowBox[{"Lighting", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{"\"Ambient\"", ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[ + 0.19699838300000003`, 0.252204821, 0.33320940200000004`], + + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> RGBColor[ + 0.13133225533333337`, 0.16813654733333336`, + 0.22213960133333338`], FrameTicks -> None, + PlotRangePadding -> None, ImageSize -> + Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + + RowBox[{"0.19699838300000003`", ",", "0.252204821`", ",", + "0.33320940200000004`"}], "]"}], NumberMarks -> False]], + Appearance -> None, BaseStyle -> {}, BaselinePosition -> + Baseline, DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.19699838300000003`, 0.252204821, + 0.33320940200000004`]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[ + 0.19699838300000003`, 0.252204821, 0.33320940200000004`], + Editable -> False, Selectable -> False]}], "}"}], ",", + RowBox[{"{", + RowBox[{"\"Directional\"", ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[ + 0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> RGBColor[ + 0.10315676000000001`, 0.14189812000000002`, + 0.19874344000000005`], FrameTicks -> None, + PlotRangePadding -> None, ImageSize -> + Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + + RowBox[{"0.15473514000000002`", ",", + "0.21284718000000002`", ",", "0.29811516000000005`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`], Editable -> False, Selectable -> + False], ",", + RowBox[{"ImageScaled", "[", + RowBox[{"{", + RowBox[{"0", ",", "2", ",", "2"}], "}"}], "]"}]}], "}"}], + ",", + RowBox[{"{", + RowBox[{"\"Directional\"", ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[ + 0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> RGBColor[ + 0.10315676000000001`, 0.14189812000000002`, + 0.19874344000000005`], FrameTicks -> None, + PlotRangePadding -> None, ImageSize -> + Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + + RowBox[{"0.15473514000000002`", ",", + "0.21284718000000002`", ",", "0.29811516000000005`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[ + 0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`], Editable -> False, Selectable -> + False], ",", + RowBox[{"ImageScaled", "[", + RowBox[{"{", + RowBox[{"2", ",", "2", ",", "2"}], "}"}], "]"}]}], "}"}], + ",", + RowBox[{"{", + RowBox[{"\"Directional\"", ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[ + 0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> RGBColor[ + 0.10315676000000001`, 0.14189812000000002`, + 0.19874344000000005`], FrameTicks -> None, + PlotRangePadding -> None, ImageSize -> + Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + + RowBox[{"0.15473514000000002`", ",", + "0.21284718000000002`", ",", "0.29811516000000005`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[ + 0.15473514000000002`, 0.21284718000000002`, + 0.29811516000000005`], Editable -> False, Selectable -> + False], ",", + RowBox[{"ImageScaled", "[", + RowBox[{"{", + RowBox[{"2", ",", "0", ",", "2"}], "}"}], "]"}]}], + "}"}]}], "}"}]}]}], "]"}], ",", + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"Specularity", "[", + RowBox[{ + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + GrayLevel[1], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> GrayLevel[0.6666666666666666], FrameTicks -> + None, PlotRangePadding -> None, ImageSize -> + Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"GrayLevel", "[", "1", "]"}], NumberMarks -> + False]], Appearance -> None, BaseStyle -> {}, + BaselinePosition -> Baseline, DefaultBaseStyle -> {}, + ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + GrayLevel[1]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["GrayLevelColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + GrayLevel[1], Editable -> False, Selectable -> False], + ",", "3"}], "]"}], ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[0.560181, 0.691569, 0.194885], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> + RGBColor[ + 0.37345400000000006`, 0.461046, 0.12992333333333334`], + FrameTicks -> None, PlotRangePadding -> None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + RowBox[{"0.560181`", ",", "0.691569`", ",", "0.194885`"}], + "]"}], NumberMarks -> False]], Appearance -> None, + BaseStyle -> {}, BaselinePosition -> Baseline, + DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.560181, 0.691569, 0.194885]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.560181, 0.691569, 0.194885], Editable -> False, + Selectable -> False], ",", + RowBox[{"Lighting", "\[Rule]", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{"\"Ambient\"", ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[ + 0.1830429875, 0.21424763749999998`, 0.0962851875], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> RGBColor[ + 0.12202865833333335`, 0.14283175833333334`, 0.064190125], + FrameTicks -> None, PlotRangePadding -> None, ImageSize -> + Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + + RowBox[{"0.1830429875`", ",", "0.21424763749999998`", ",", + "0.0962851875`"}], "]"}], NumberMarks -> False]], + Appearance -> None, BaseStyle -> {}, BaselinePosition -> + Baseline, DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.1830429875, 0.21424763749999998`, + 0.0962851875]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[ + 0.1830429875, 0.21424763749999998`, 0.0962851875], + Editable -> False, Selectable -> False]}], "}"}], ",", + RowBox[{"{", + RowBox[{"\"Directional\"", ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[ + 0.14004525, 0.17289224999999997`, 0.048721249999999994`], + + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> RGBColor[ + 0.09336350000000002, 0.11526149999999999`, + 0.032480833333333334`], FrameTicks -> None, + PlotRangePadding -> None, ImageSize -> + Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + + RowBox[{"0.14004525`", ",", "0.17289224999999997`", ",", + "0.048721249999999994`"}], "]"}], NumberMarks -> False]], + Appearance -> None, BaseStyle -> {}, BaselinePosition -> + Baseline, DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.14004525, 0.17289224999999997`, + 0.048721249999999994`]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[ + 0.14004525, 0.17289224999999997`, 0.048721249999999994`], + Editable -> False, Selectable -> False], ",", + RowBox[{"ImageScaled", "[", + RowBox[{"{", + RowBox[{"0", ",", "2", ",", "2"}], "}"}], "]"}]}], "}"}], + ",", + RowBox[{"{", + RowBox[{"\"Directional\"", ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[ + 0.14004525, 0.17289224999999997`, 0.048721249999999994`], + + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> RGBColor[ + 0.09336350000000002, 0.11526149999999999`, + 0.032480833333333334`], FrameTicks -> None, + PlotRangePadding -> None, ImageSize -> + Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + + RowBox[{"0.14004525`", ",", "0.17289224999999997`", ",", + "0.048721249999999994`"}], "]"}], NumberMarks -> False]], + Appearance -> None, BaseStyle -> {}, BaselinePosition -> + Baseline, DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.14004525, 0.17289224999999997`, + 0.048721249999999994`]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[ + 0.14004525, 0.17289224999999997`, 0.048721249999999994`], + Editable -> False, Selectable -> False], ",", + RowBox[{"ImageScaled", "[", + RowBox[{"{", + RowBox[{"2", ",", "2", ",", "2"}], "}"}], "]"}]}], "}"}], + ",", + RowBox[{"{", + RowBox[{"\"Directional\"", ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + RGBColor[ + 0.14004525, 0.17289224999999997`, 0.048721249999999994`], + + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> RGBColor[ + 0.09336350000000002, 0.11526149999999999`, + 0.032480833333333334`], FrameTicks -> None, + PlotRangePadding -> None, ImageSize -> + Dynamic[{Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"RGBColor", "[", + + RowBox[{"0.14004525`", ",", "0.17289224999999997`", ",", + "0.048721249999999994`"}], "]"}], NumberMarks -> False]], + Appearance -> None, BaseStyle -> {}, BaselinePosition -> + Baseline, DefaultBaseStyle -> {}, ButtonFunction :> + With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + RGBColor[0.14004525, 0.17289224999999997`, + 0.048721249999999994`]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["RGBColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + RGBColor[0.14004525, 0.17289224999999997`, + 0.048721249999999994`], Editable -> False, Selectable -> + False], ",", + RowBox[{"ImageScaled", "[", + RowBox[{"{", + RowBox[{"2", ",", "0", ",", "2"}], "}"}], "]"}]}], + "}"}]}], "}"}]}]}], "]"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{#, ",", #2, ",", #3}], "}"}], ",", + RowBox[{"LegendMarkers", "\[Rule]", + Graphics3DBox[ + SphereBox[{0, 0, 0}], ViewPoint -> {0, 0, + DirectedInfinity[1]}, + PlotRange -> {{-0.7, 0.7}, {-0.7, 0.7}, All}, ImagePadding -> + 0]}], ",", + RowBox[{"LabelStyle", "\[Rule]", + RowBox[{"{", "}"}]}], ",", + RowBox[{"LegendLayout", "\[Rule]", "\"Column\""}], ",", + RowBox[{"LegendMarkerSize", "\[Rule]", "12"}]}], "]"}]& ), + Editable -> True], TraditionalForm], TraditionalForm]}, + "Legended", + DisplayFunction->(GridBox[{{ + TagBox[ + ItemBox[ + PaneBox[ + TagBox[#, "SkipImageSizeLevel"], Alignment -> {Center, Baseline}, + BaselinePosition -> Baseline], DefaultBaseStyle -> "Labeled"], + "SkipImageSizeLevel"], + ItemBox[#2, DefaultBaseStyle -> "LabeledLabel"]}}, + GridBoxAlignment -> {"Columns" -> {{Center}}, "Rows" -> {{Center}}}, + AutoDelete -> False, GridBoxItemSize -> Automatic, + BaselinePosition -> {1, 1}]& ), + Editable->True, + InterpretationFunction->(RowBox[{"Legended", "[", + RowBox[{#, ",", + RowBox[{"Placed", "[", + RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output", + CellChangeTimes->{ + 3.788879778567642*^9, {3.788879864110488*^9, 3.7888798700569277`*^9}, + 3.788879902847611*^9, {3.788879942571032*^9, 3.788879960241541*^9}, + 3.788879994161397*^9, {3.7888804926690893`*^9, 3.7888805304952717`*^9}, + 3.788888056748527*^9, 3.788888121257819*^9, 3.788888211989183*^9, + 3.7888882996379232`*^9, {3.788889331588705*^9, 3.788889361527351*^9}, + 3.7888893933098907`*^9, 3.788889570380739*^9, 3.7888896226297626`*^9, + 3.788889720960884*^9, 3.788889840070437*^9, 3.788889876153348*^9, + 3.788889917565732*^9, 3.78913091655366*^9}, + CellLabel->"Out[8]=",ExpressionUUID->"15fc9263-0058-4584-8b33-dfbdefe17284"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ListPlot3D", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{ + RowBox[{"{", + RowBox[{"#1", ",", "#2", ",", + RowBox[{"#3", "/", + RowBox[{"Evaluate", "[", + RowBox[{"Total", "[", + RowBox[{ + RowBox[{"Flatten", "[", + RowBox[{"hists28", ",", "1"}], "]"}], "[", + RowBox[{"[", + RowBox[{"All", ",", "3"}], "]"}], "]"}], "]"}], "]"}]}]}], + "}"}], "&"}], "@@@", + RowBox[{"Select", "[", + RowBox[{ + RowBox[{"Flatten", "[", + RowBox[{"hists28", ",", "1"}], "]"}], ",", + RowBox[{ + RowBox[{ + RowBox[{"#", "[", + RowBox[{"[", "3", "]"}], "]"}], "\[NotEqual]", "0"}], "&"}]}], + "]"}]}], ",", + RowBox[{"Select", "[", + RowBox[{ + RowBox[{ + RowBox[{"Flatten", "[", + RowBox[{"hists24", ",", "1"}], "]"}], "/", + RowBox[{"Total", "[", + RowBox[{ + RowBox[{"Flatten", "[", + RowBox[{"hists24", ",", "1"}], "]"}], "[", + RowBox[{"[", + RowBox[{"All", ",", "3"}], "]"}], "]"}], "]"}]}], ",", + RowBox[{ + RowBox[{ + RowBox[{"#", "[", + RowBox[{"[", "3", "]"}], "]"}], "\[NotEqual]", "0"}], "&"}]}], + "]"}]}], "}"}], ",", + RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]], "Input", + CellChangeTimes->{{3.788879447223463*^9, 3.788879642206251*^9}, { + 3.78887968893688*^9, 3.78887975183035*^9}}, + CellLabel->"In[49]:=",ExpressionUUID->"3489be06-2695-4a27-9d91-10a2c105a20f"], + +Cell[BoxData["$Aborted"], "Output", + CellChangeTimes->{ + 3.788879455433818*^9, {3.788879526689893*^9, 3.788879549017606*^9}, + 3.788879581693742*^9, {3.78887962328052*^9, 3.788879643439724*^9}, { + 3.788879724515606*^9, 3.788879758915783*^9}}, + CellLabel->"Out[49]=",ExpressionUUID->"4cf49cd8-7120-4f7b-a5ac-b982edb4eb13"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"ListPlot3D", "[", + RowBox[{"Flatten", "[", + RowBox[{"hists28", ",", "1"}], "]"}], "]"}]], "Input", + CellChangeTimes->{{3.788879410534915*^9, 3.788879436909532*^9}}, + CellLabel->"In[36]:=",ExpressionUUID->"f898729f-f163-4bf7-86e9-d92961e5543a"], + +Cell[BoxData["$Aborted"], "Output", + CellChangeTimes->{{3.788879423696754*^9, 3.7888794454762907`*^9}}, + CellLabel->"Out[36]=",ExpressionUUID->"5db7c9f3-03d2-4a4f-8c97-c15881c603be"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + SuperscriptBox["2", "32"]], "Input", + CellChangeTimes->{{3.788880666863572*^9, 3.788880670446023*^9}}, + CellLabel->"In[77]:=",ExpressionUUID->"811b6edc-8bc9-47a9-9a39-98d0377c312b"], + +Cell[BoxData["4294967296"], "Output", + CellChangeTimes->{3.788880670605785*^9}, + CellLabel->"Out[77]=",ExpressionUUID->"9457bb92-2ba6-46ac-a3d4-fdc8a05e8f99"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{"UnitConvert", "[", + RowBox[{ + RowBox[{"Quantity", "[", + RowBox[{ + RowBox[{"13710027", " ", + SuperscriptBox["32", "2"], "32"}], ",", "\"\\""}], "]"}], ",", + "\"\\""}], "]"}], "//", "N"}]], "Input", + CellChangeTimes->{{3.788885801352912*^9, 3.788885836072661*^9}, { + 3.788887876860035*^9, 3.788887909073534*^9}}, + CellLabel->"In[99]:=",ExpressionUUID->"e56fa9f1-e2e0-4270-ba91-aa69f6bc5dc6"], + +Cell[BoxData[ + TemplateBox[{"56.156270592`","\"GB\"","gigabytes","\"Gigabytes\""}, + "Quantity"]], "Output", + CellChangeTimes->{{3.7888858310507107`*^9, 3.78888583632268*^9}, { + 3.7888878784803143`*^9, 3.788887909576007*^9}}, + CellLabel->"Out[99]=",ExpressionUUID->"289a80cf-bc53-446b-8dac-0753c0468c6b"] +}, Open ]], + +Cell[BoxData["5975401"], "Input", + CellChangeTimes->{{3.788886085068922*^9, + 3.788886085069324*^9}},ExpressionUUID->"67bb4437-e2f8-4289-a872-\ +35fb5c273290"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{ + RowBox[{ + RowBox[{"Binomial", "[", + RowBox[{"13710027", ",", "3"}], "]"}], "/", "100000000"}], "//", + "N"}]], "Input", + CellChangeTimes->{{3.7888861220496883`*^9, 3.7888861368084497`*^9}, { + 3.788887950643156*^9, 3.7888879576811647`*^9}}, + CellLabel-> + "In[101]:=",ExpressionUUID->"08a35985-ed18-4988-b953-68a3accee58e"], + +Cell[BoxData["4.295004120379317`*^12"], "Output", + CellChangeTimes->{ + 3.7888861371645403`*^9, {3.78888795368447*^9, 3.788887957887474*^9}}, + CellLabel-> + "Out[101]=",ExpressionUUID->"f92721bf-734e-487d-a217-6f3bb731eccb"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"UnitConvert", "[", + RowBox[{ + RowBox[{ + RowBox[{ + RowBox[{"Quantity", "[", + RowBox[{"37.65", ",", " ", "\"\\""}], "]"}], "/", + "10000000"}], " ", + RowBox[{ + RowBox[{"Binomial", "[", + RowBox[{"13710027", ",", "3"}], "]"}], "/", "64"}]}], ",", + "\"\\""}], "]"}]], "Input", + CellChangeTimes->{{3.7888874103572702`*^9, 3.7888874841692467`*^9}}, + CellLabel->"In[96]:=",ExpressionUUID->"da1e908b-2c4d-48ce-b4a4-e4d3cf73d830"], + +Cell[BoxData[ + TemplateBox[{"801201.9256379677`","\"yr\"","years","\"Years\""}, + "Quantity"]], "Output", + CellChangeTimes->{{3.7888874361749773`*^9, 3.788887484582323*^9}}, + CellLabel->"Out[96]=",ExpressionUUID->"cd87beb3-1238-49cd-93f6-ee4665b95470"] +}, Open ]] +}, +WindowSize->{1916, 1196}, +WindowMargins->{{Automatic, -1918}, {Automatic, 2}}, +FrontEndVersion->"12.0 for Linux x86 (64-bit) (April 8, 2019)", +StyleDefinitions->"Default.nb" +] +(* End of Notebook Content *) + +(* Internal cache information *) +(*CellTagsOutline +CellTagsIndex->{} +*) +(*CellTagsIndex +CellTagsIndex->{} +*) +(*NotebookFileOutline +Notebook[{ +Cell[558, 20, 211, 3, 31, "Input",ExpressionUUID->"97fcc154-0838-4deb-8d24-02ce6bf3ed14"], +Cell[772, 25, 1035, 27, 31, "Input",ExpressionUUID->"ded02d10-76f2-49c8-ae66-c6b5f10adf4a"], +Cell[1810, 54, 1306, 33, 31, "Input",ExpressionUUID->"33bdcb00-6788-472e-9275-2f655eae805a"], +Cell[3119, 89, 576, 13, 33, "Input",ExpressionUUID->"41710495-e174-4a0d-a605-234aedf52167"], +Cell[3698, 104, 1049, 30, 31, "Input",ExpressionUUID->"ed49c508-ffb5-4e4e-901d-18d0309b8677"], +Cell[4750, 136, 274, 6, 31, "Input",ExpressionUUID->"8e89a5a7-8e40-46f2-8fea-bf678c8e8542"], +Cell[5027, 144, 483, 9, 31, "Input",ExpressionUUID->"6722b4fb-fe00-40d4-a4eb-71603c025419"], +Cell[5513, 155, 376, 8, 31, "Input",ExpressionUUID->"fd110a94-f84c-4f0a-a884-85787f8f50c0"], +Cell[5892, 165, 328, 7, 31, "Input",ExpressionUUID->"d76df93a-bbe1-4345-b6ca-683626c62881"], +Cell[6223, 174, 324, 7, 31, "Input",ExpressionUUID->"5956bc55-0c6d-4365-a7d8-4c958de412e6"], +Cell[6550, 183, 129, 3, 31, "Input",ExpressionUUID->"f01adb7d-1dbc-41e6-a4ce-f8659334b897"], +Cell[CellGroupData[{ +Cell[6704, 190, 375, 9, 31, "Input",ExpressionUUID->"696c901e-19b8-4888-af75-3749f3d48788"], +Cell[7082, 201, 150, 2, 35, "Output",ExpressionUUID->"e481093b-84e8-44fc-97ff-bf6d01ceec02"] +}, Open ]], +Cell[CellGroupData[{ +Cell[7269, 208, 194, 3, 33, "Input",ExpressionUUID->"793a7541-73fa-4531-9e22-3dde208f432c"], +Cell[7466, 213, 150, 2, 35, "Output",ExpressionUUID->"917ed683-04de-440e-b2d0-847ef9332564"] +}, Open ]], +Cell[CellGroupData[{ +Cell[7653, 220, 205, 3, 31, "Input",ExpressionUUID->"acd83fa4-9fb2-460c-a690-cc57edfa1a63"], +Cell[7861, 225, 258, 5, 35, "Output",ExpressionUUID->"87862461-ecc7-436d-b778-a0c5ca83223b"] +}, Open ]], +Cell[8134, 233, 347, 7, 31, "Input",ExpressionUUID->"9b10b189-c544-4724-8561-4c620fd6d1c1"], +Cell[CellGroupData[{ +Cell[8506, 244, 223, 3, 31, "Input",ExpressionUUID->"0c606820-8cbf-4357-98c7-3d47eeee5250"], +Cell[8732, 249, 1024, 26, 35, "Output",ExpressionUUID->"8e92f783-59b5-4271-b76e-0be14d86cf5a"] +}, Open ]], +Cell[CellGroupData[{ +Cell[9793, 280, 716, 18, 31, "Input",ExpressionUUID->"9f33b708-1325-44eb-91c7-01d2918d5a29"], +Cell[10512, 300, 3834, 99, 286, "Output",ExpressionUUID->"7c51e935-f33b-4c43-b5b9-38704d433bc0"] +}, Open ]], +Cell[14361, 402, 249, 5, 31, "Input",ExpressionUUID->"e6c4bec9-9df7-4063-b8f5-4e4e699caf64"], +Cell[CellGroupData[{ +Cell[14635, 411, 269, 6, 31, "Input",ExpressionUUID->"d535d75e-547b-41cf-a573-720fb1b15bda"], +Cell[14907, 419, 173, 2, 35, "Output",ExpressionUUID->"625278fb-5b2b-4b56-9de5-06be227ff452"] +}, Open ]], +Cell[CellGroupData[{ +Cell[15117, 426, 198, 3, 33, "Input",ExpressionUUID->"3bb70079-b6d8-47be-b281-4ea6e9291ebd"], +Cell[15318, 431, 177, 2, 35, "Output",ExpressionUUID->"5b57958a-2ac9-491b-993b-17a1e5c85e3c"] +}, Open ]], +Cell[CellGroupData[{ +Cell[15532, 438, 391, 11, 31, "Input",ExpressionUUID->"a2dfacef-70ca-4216-9a7d-f51079771555"], +Cell[15926, 451, 151, 2, 35, "Output",ExpressionUUID->"c2be41a8-1223-4ce9-b4b9-1994d367324c"] +}, Open ]], +Cell[CellGroupData[{ +Cell[16114, 458, 621, 17, 31, "Input",ExpressionUUID->"e09e0c93-4dd0-4175-9aac-446ec2d4a398"], +Cell[16738, 477, 28895, 479, 172, "Output",ExpressionUUID->"c7549c9d-d357-403b-8d97-0006c1100283"] +}, Open ]], +Cell[CellGroupData[{ +Cell[45670, 961, 352, 7, 31, "Input",ExpressionUUID->"15d0549a-9b0b-40ea-a937-d10db89ba0b1"], +Cell[46025, 970, 281, 5, 35, "Output",ExpressionUUID->"2959da16-f0f6-4edd-9eb7-ce29d0d08498"] +}, Open ]], +Cell[46321, 978, 153, 3, 31, "Input",ExpressionUUID->"0ae3e478-7497-4ada-9524-32d3ccfb9b63"], +Cell[CellGroupData[{ +Cell[46499, 985, 196, 3, 33, "Input",ExpressionUUID->"6d820706-bea8-4c6d-907d-79c477eb2b56"], +Cell[46698, 990, 177, 2, 35, "Output",ExpressionUUID->"765b4e7e-fb89-4d2d-b189-8f306fd973c5"] +}, Open ]], +Cell[46890, 995, 549, 11, 31, "Input",ExpressionUUID->"3f53ad7a-ab7a-4c6a-bf82-a9ed5203d20b"], +Cell[47442, 1008, 547, 11, 31, "Input",ExpressionUUID->"bc58ed07-39a7-4403-b2a2-3bf3c8428e93"], +Cell[47992, 1021, 598, 12, 31, "Input",ExpressionUUID->"e1de7f20-20aa-450c-bd1a-0de0cf3f80a0"], +Cell[CellGroupData[{ +Cell[48615, 1037, 2746, 71, 69, "Input",ExpressionUUID->"ec3739fc-8128-46ac-99d5-5add027330cf"], +Cell[51364, 1110, 1306754, 21673, 722, "Output",ExpressionUUID->"15fc9263-0058-4584-8b33-dfbdefe17284"] +}, Open ]], +Cell[CellGroupData[{ +Cell[1358155, 22788, 1606, 46, 55, "Input",ExpressionUUID->"3489be06-2695-4a27-9d91-10a2c105a20f"], +Cell[1359764, 22836, 326, 5, 35, "Output",ExpressionUUID->"4cf49cd8-7120-4f7b-a5ac-b982edb4eb13"] +}, Open ]], +Cell[CellGroupData[{ +Cell[1360127, 22846, 272, 5, 31, "Input",ExpressionUUID->"f898729f-f163-4bf7-86e9-d92961e5543a"], +Cell[1360402, 22853, 182, 2, 35, "Output",ExpressionUUID->"5db7c9f3-03d2-4a4f-8c97-c15881c603be"] +}, Open ]], +Cell[CellGroupData[{ +Cell[1360621, 22860, 196, 3, 33, "Input",ExpressionUUID->"811b6edc-8bc9-47a9-9a39-98d0377c312b"], +Cell[1360820, 22865, 158, 2, 35, "Output",ExpressionUUID->"9457bb92-2ba6-46ac-a3d4-fdc8a05e8f99"] +}, Open ]], +Cell[CellGroupData[{ +Cell[1361015, 22872, 464, 11, 39, "Input",ExpressionUUID->"e56fa9f1-e2e0-4270-ba91-aa69f6bc5dc6"], +Cell[1361482, 22885, 305, 5, 35, "Output",ExpressionUUID->"289a80cf-bc53-446b-8dac-0753c0468c6b"] +}, Open ]], +Cell[1361802, 22893, 159, 3, 31, "Input",ExpressionUUID->"67bb4437-e2f8-4289-a872-35fb5c273290"], +Cell[CellGroupData[{ +Cell[1361986, 22900, 356, 9, 31, "Input",ExpressionUUID->"08a35985-ed18-4988-b953-68a3accee58e"], +Cell[1362345, 22911, 224, 4, 37, "Output",ExpressionUUID->"f92721bf-734e-487d-a217-6f3bb731eccb"] +}, Open ]], +Cell[CellGroupData[{ +Cell[1362606, 22920, 500, 13, 31, "Input",ExpressionUUID->"da1e908b-2c4d-48ce-b4a4-e4d3cf73d830"], +Cell[1363109, 22935, 252, 4, 39, "Output",ExpressionUUID->"cd87beb3-1238-49cd-93f6-ee4665b95470"] +}, Open ]] +} +] +*) + -- cgit v1.2.3-70-g09d2