(* Content-type: application/vnd.wolfram.mathematica *) (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) (* CreatedBy='Mathematica 14.0' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] NotebookDataLength[ 1232002, 24522] NotebookOptionsPosition[ 1215345, 24246] NotebookOutlinePosition[ 1215742, 24262] CellTagsIndexPosition[ 1215699, 24259] WindowFrame->Normal*) (* Beginning of Notebook Content *) Notebook[{ Cell[CellGroupData[{ Cell["Settings", "Section", CellChangeTimes->{{3.915530723154801*^9, 3.915530723762684*^9}},ExpressionUUID->"926df485-ea0b-4c71-a1d6-\ 03ba4988e06d"], Cell[BoxData[ RowBox[{ RowBox[{"fontSize", "=", "11"}], ";"}]], "Input", CellChangeTimes->{{3.9267606761876593`*^9, 3.926760678954088*^9}}, CellLabel->"In[1]:=",ExpressionUUID->"ee12c51c-6b29-47d4-ae25-f1f7fff92040"], Cell[BoxData[ RowBox[{ RowBox[{"labelStyle", "=", RowBox[{"LabelStyle", "->", RowBox[{"{", RowBox[{ RowBox[{"FontFamily", "->", "\"\\""}], ",", "Black", ",", RowBox[{"FontSize", "->", "fontSize"}]}], "}"}]}]}], ";"}]], "Input", CellChangeTimes->{{3.91553073185975*^9, 3.915530734154885*^9}, { 3.9155307742942944`*^9, 3.915530775499718*^9}, {3.91553085987768*^9, 3.915530886189825*^9}, {3.924161179907159*^9, 3.924161182353354*^9}, { 3.926760681810741*^9, 3.9267606859704237`*^9}}, CellLabel->"In[2]:=",ExpressionUUID->"a4718025-6526-4aa1-b1d9-23f283157609"], Cell[BoxData[{ RowBox[{ RowBox[{"SetOptions", "[", RowBox[{"Plot", ",", "labelStyle", ",", RowBox[{"Frame", "->", "True"}], ",", RowBox[{"FrameStyle", "->", "Black"}]}], "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"SetOptions", "[", RowBox[{"ListPlot", ",", "labelStyle", ",", RowBox[{"Frame", "->", "True"}], ",", RowBox[{"FrameStyle", "->", "Black"}]}], "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"SetOptions", "[", RowBox[{"LineLegend", ",", "labelStyle"}], "]"}], ";"}]}], "Input", CellChangeTimes->{{3.915530863366059*^9, 3.915530917598553*^9}, { 3.9155330354943447`*^9, 3.915533038598446*^9}}, CellLabel->"In[3]:=",ExpressionUUID->"6297bd5f-9997-4788-b876-fdf7032919da"] }, Open ]], Cell[CellGroupData[{ Cell["Large deviation function", "Section", CellChangeTimes->{{3.915530936792725*^9, 3.9155309437666197`*^9}},ExpressionUUID->"e26a72a6-0937-45b0-a625-\ f1bdf166fa4e"], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"G", "[", "\[Sigma]_", "]"}], "[", "\[Omega]_", "]"}], ":=", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["\[Omega]", RowBox[{"2", "\[Sigma]"}]]}], SqrtBox[ RowBox[{ FractionBox[ SuperscriptBox["\[Omega]", "2"], SuperscriptBox[ RowBox[{"(", RowBox[{"2", "\[Sigma]"}], ")"}], "2"]], "-", "1"}]]}], "+", RowBox[{"Log", "[", RowBox[{ FractionBox["\[Omega]", RowBox[{"2", "\[Sigma]"}]], "+", SqrtBox[ RowBox[{ FractionBox[ SuperscriptBox["\[Omega]", "2"], SuperscriptBox[ RowBox[{"(", RowBox[{"2", "\[Sigma]"}], ")"}], "2"]], "-", "1"}]]}], "]"}]}]}]], "Input", CellChangeTimes->{{3.915530599745296*^9, 3.915530671233981*^9}}, CellLabel->"In[6]:=",ExpressionUUID->"50c08a66-4e65-4112-8ad7-d5d45f281a8c"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"pG", "=", RowBox[{"Plot", "[", RowBox[{ RowBox[{"Evaluate", "[", RowBox[{"ReIm", "[", RowBox[{ RowBox[{"G", "[", "1", "]"}], "[", "\[Omega]", "]"}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Omega]", ",", RowBox[{"-", "0.1"}], ",", "4.1"}], "}"}], ",", RowBox[{"FrameLabel", "->", RowBox[{"{", RowBox[{"\"\<\[Mu] / \[Sigma]\>\"", ",", RowBox[{ SubscriptBox["G", "0"], "[", "\[Mu]", "]"}]}], "}"}]}], ",", RowBox[{"Epilog", "->", RowBox[{"Inset", "[", RowBox[{ RowBox[{"LineLegend", "[", RowBox[{ RowBox[{ RowBox[{"ColorData", "[", "97", "]"}], "/@", RowBox[{"Range", "[", "2", "]"}]}], ",", RowBox[{"{", RowBox[{"\"\\"", ",", "\"\\""}], "}"}]}], "]"}], ",", RowBox[{"Scaled", "[", RowBox[{"{", RowBox[{"0.23", ",", "0.15"}], "}"}], "]"}]}], "]"}]}], ",", RowBox[{"PlotRange", "->", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"-", "0.1"}], ",", "4.1"}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"-", "1.7"}], ",", "1.7"}], "}"}]}], "}"}]}], ",", RowBox[{"ImageSize", "->", "340"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.914674053452658*^9, 3.914674367442272*^9}, { 3.914674480941107*^9, 3.914674575350315*^9}, {3.914674677944824*^9, 3.914674791554554*^9}, {3.9155306818184958`*^9, 3.915530695322906*^9}, { 3.915530737284401*^9, 3.915530746827622*^9}, {3.915530779484833*^9, 3.915530780148059*^9}, {3.915530891127125*^9, 3.915530922455567*^9}, { 3.9241609780538807`*^9, 3.924160982965692*^9}, {3.924162186828877*^9, 3.9241621901083317`*^9}, {3.924162311335291*^9, 3.924162320022914*^9}, { 3.9267607225073366`*^9, 3.926760768524247*^9}, {3.9267620978944073`*^9, 3.9267621072226877`*^9}, {3.926762329962654*^9, 3.9267623500744543`*^9}}, CellLabel->"In[7]:=",ExpressionUUID->"6c00d5eb-8ba7-405a-9bf1-5d71e992492f"], Cell[BoxData[ GraphicsBox[ InterpretationBox[{ TagBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], LineBox[{{-0.0999999142857143, -7.675411500440888*^-17}, \ {-0.09871178473364958, 2.01225452783994*^-17}, {-0.09742365518158486, 2.6030553560758866`*^-17}, {-0.09484739607745543, 2.8253767851352487`*^-17}, {-0.08969487786919655, 6.859234331144472*^-18}, {-0.0793898414526788, 5.233436261661969*^-17}, {-0.05877976861964332, \ -1.769167389050454*^-17}, {-0.01755962295357235, -2.91692446950796*^-18}, \ {-0.001339285714285714, 5.063646068673217*^-17}}], LineBox[CompressedData[" 1:eJwB4QEe/iFib1JlAgAAAB0AAAACAAAAFV/xFV/xVT+XnOdlnzCNPGXl7u3K 38M/W+s4od8CWTwARMECtVjOP6Sp7G+7DW08MH/JqGza1D+wc6QvglRlvEsw LCl1J9o/MPfEPNhZkbxJj47GGubfP4x93995KnA8GLDLKffE4j+gr0kTYXaD PIECzRxcZuU/3jdob0Yyd7zcK06ej0DoP6j3alf0Eng8LD9MTD7q6j/olA4e XPyFPHGLHfKDhu0/HsU+Rh2+XbxUVzcTzC3wP2DM/8vAAFO86V2ewxOA8T8o eiJfI6loPPdPRbvC7vI/L3mXwssPkLx/3tUuvVb0P05nylKfgIa8AuKkOHWm 9T/2hL95daJ/vP7Qs4mUEvc/sFlYFXdsfbz1NAFxcWb4P0cbqzUdpI68ZISO n7XW+T8A+G+Z3/savE1wBUpFQPs/HK3QwCKMabwx0bqKkpH8PxYtkvWVHXq8 jh2wEkf//T/vtUVwigZrvObe4zC5VP8/sdXVOY7QcDxdVEwn9Fn/P/xfGV2q 2nK81Mm0HS9f/z+b+vdyhCpyvMO0hQqlaf8/Wkg36JyBdjygiifkkH7/Pyit 6JckO3E8WjZrl2io/z9oHUQb2RR+PKiDOqiD+v8/1HV/8cLcXTzkY+yK "]], LineBox[CompressedData[" 1:eJwdjwtMk1cUgP+/VV6WTXkoW5h23QhTZKxMCSKOExgp8y0gOimPoQhBEVFU pAjUKcIo2gKVARMqyuhmodJiFakceRTNwKG2tYiPKbjy1IA4i+Jjd7vJzc2X 75wvuZ/GpYTGMyiKCiL3v3dxS79HC4MCKjZpyoZD4x3uH6NCG8K+ZX52Ce5Y tPPd9gWzCI+9H0rM4uLaWu9+rT3hvQb9M6Yv2vVvj9oym7DpWmUQNwB1rhW9 FgcKcorz07wygzBnU0+Y1Jl4yd9rObU89C9i9ni7EM8/Y7RyXo2N1jt1yZ8Q fxK2qYyhuDtQBrPYxN/bZaQTNqLHIUOznENY/1Kqd9yM1c/9VQPuZJ51QjLS HIXRnqmewkUUXE2DtsYtsfhRYo18vieZ9yvpThr4AcUP7Ku+96YADMUzYubF Y/b1hwU9/oTNeslGeif6MR2tkwNIrzEs4aAxGV+u4B22CyQsBEGqOgV3qZXp wTzSC/YI+KAzFfmVOfHNGyiIjdTm3zLuw2ebg5SScMLrayPfTO9HoaPVq4RN FLAXd6z90j0df80rEDlFEV9e9yhClIETe06qkxNJf0pQcelENubyFDQ7m4LZ O5ou5PocRRdGyqqXQuLV5oLBp0fxnJYr7T5CgSwjVBNWm4s3uRe/OPgT6Y+J W33Zefixa9u621LSp7YN/7awAJXjplNHFBTcHBnTVHWJMfBc+eAWJdnXrAwu 8pGgIT6Ky1WR+cKBgYRqCb7u6+94cJH8r+d+wYXMIvxW93TUp52C9bIbYXXL S7C3jOk3fJcCsT+rou1xKTKCvO6ssaYBdCvfVemqMCtjfsWkLQ0u7ctCVGwZ TjfYx5axaKAOnHY1R8vwBXts+MkcGtjV6gm4L0PzO/lbgSsNQ8cFcU19p7Hr Msftdy4NYp1HYJL5DJZ4z02z4tMQ8vnZzjofObpx3s7B82Tf4fzl0DvnMf1u Rs0pNQ15oxVOF+gG7BZP+WZqaHDaoxlb4dmAe99PxizTkp5oSN52pAFb74/U qa/R8ETPiJQuVWFUae938oc0jIeF60Mq1ShlNQolLAbYtFOLvynQ4ExL0sTW RAaMdy2wvfKnFjnlN47XuzJBlv26cPlqHWoPrLOYOpiQ+CJujUjUjQ6rUplL BTNg7vhVt3lVt9G8WdW3220mXGfU99AsE1qWDKWEds8EF5nkcZPmHnZYtcgT hFagrOdRveJH+KGjWhG5yBqOHUpXTMMAznUOCf/xsTVoeaWKrAgzlm9405kv sgEnrnnrzzHDyOfXWJYusYVfBClK26wx7OM/63IesYV9z/cjZ8Y4GksjdhiK 7eCQ+ZKX5MoEFl6Pru9cNQvOVi0U3VJO4uFrkcpoigWSXQaTQfEPvqDSBUY5 C8LSHF67l1nws6+WjGbH2MPtW3/19bW+Qq2pfbDQaA9f/3+m8V8uZ/2X "]]}, Annotation[#, "Charting`Private`Tag#1"]& ], TagBox[ {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2], Opacity[1.], LineBox[{{-0.0999999142857143, 1.6707545588821862`}, {-0.09871178473364958, 1.6694680198193697`}, {-0.09742365518158486, 1.6681814397590167`}, {-0.09484739607745543, 1.665608158790747}, {-0.08969487786919655, 1.6604611284764783`}, {-0.0793898414526788, 1.65016531439713}, {-0.05877976861964332, 1.6295676323304158`}, {-0.01755962295357235, 1.5883557241483424`}, {-0.001339285714285714, 1.5721356124090882`}}], LineBox[CompressedData[" 1:eJwVzQ0w1GkcB/AlyunMlXRcKELrZcld7mgrXyqF1Ko2bMPYM7E4yV6HOSnK S9NWrFqq9XJKFon2RHkd1UYhJW93hFBe2hB73tau3fs38zzzzGe+39/vMQ44 dSRQlUQiHSbu13e9/wxxjiE3LUl+zkCKwJGpyeb3IuhFKQT5gnmQ9j5VrfB5 jYNDHmQKYw62cU2FYb2d2KzNv3Vw5j8csKVYRJJ7MRDoU9udJ4FbakrjhtH3 6Mvq/tC0awZ6whaLhefDELDNVFuef8F51VYD36ARnAikqP/pMok+q0M5qU7j 8FqZMuWXKQYFHh6OYjF8OMm66ZbjYF82lCQkT+KlY7tpT/sI6N72615ZT6N2 bPcRqs8HfPLLEa2Ln8GTppIA0g9DWKC51DybkmDx8tpb3rH9iBvosqnzmsX2 p53t2at7oDp81yFSMIf9RaN85vddULQ9vMTTXkClX7rjv2pvMWenwmYHLcKS +0neL27GicSUvyq6pXj0rntHTbMIByPU3V2cZLgbnmb0h7QabS4acRwXGbKm ub4HWqtB119d/sZdhsqwSIftt6vh27hm4/FjMtQyNq5huFUj1MBAEh4qg/lw g3oxvwrJL3/i3+TJQOk4myFwrkS9EVP8eVwG3s6I4KjbFfjxbTXnWpocGrEN e8vvCxEg6PV1uyFH7sc0c16CELwzSzakbDnK5zOTeceFmDejdpwslOOE56pt CxpC1MZU6bvVy/Ek505H6utSuJpW3ldOyCF09+KE0O+DGV3xOsx1GRFHu0fO 8gpwzaMr1+TQMtpsWUOj7gUQGc/93nt0GQ4x62l8lQJseWWn6+q/DFL6zOeh UwJMGJX7m0Qtw3PMxEdBy0d0c9l0T94yBidYbk835iHFUKi9X0n0+cq/n0uy wZswf5elpsCaRM19VrHZuFVzO0/yjQJtJTkyq5XZuMu4bpejowBzW2+QUj8L VelRXnMWhI/UHNCg8fFRaxc/j66ArXL/l7iODIj7KgKkDAVyL2sty4My8KXY xormT/RvNEaZytKx5GZUuxRC5HuKgqPN0vFd8oqBw3EKPNkTUUS7cB1URZMx 6R7xvzbLQeLHhVPrbvGxB0RuvM09QJoKl6yasuJyYt5C/JnpkApPaske73oF BmkT9ZPVVxEYxQ0s7VSAdPNdo6CdA+6UV5Gvksgp04wpWhIy6t6wy9SU4KoH tvxckIjMK65UDU0lBhc3OTuSEiGwpLY81CFyaegDweMLqAkynNS0VGKaTc0O 3xmP0YEPtlV0JZgMk4v39kXDj+5BnmUokatuMebnEIXOpnLDrf6EycwK2ERC VJ6kmR+iBInp8Lh7y2nkcsgfuecIv9gxqZIZDl0St7clQYl4neldeQ1hSIlc bFt5ibDWUJVUGoqzzKa62OuEG3TMC+JZOP7LbzeCC5VwmhUKdbV+xdvijqt5 JcS+jIjMJj1/uBrvTBwoI3yv1pK+1Rf232qx6XWEC7MsUwu8UHo+kpX6jJjv 39pltpqOLQv9fs0vvu4r1E/gHIbOcKm7UzvR32BvLRK54Yq3rvOZfwizQ0LJ MS5Y0Rpn/6iPcH5S/6ZIZ8TsHreeGSJckb3W9fQOSB57mlLGCHP7B3sy7RBi XbWBNUG4zfUKa5yCwTvGa+/MENY8mSU02wwfPc6q/nnCpFlyUrA2ChOohQlL hNWmwsjGKvgfw+mI8A== "]], LineBox[CompressedData[" 1:eJxFx2tIk3EAhfHXmc7N1trWIstLGtNYrotMtJhQEzKwzWZrWm5rpc5RylKi BkJzJZFs3VYpGRpE1j6MzWYfIqcGORtZDKmpLCpcENVipQhLtFlB/M+Bh8Mv +7ixsp5GUdSev/37/OHwlmEatZv6v8kdLyOWFNjeGNdnpcLyhwVhLwv2pd+Z jnHhtqrAwVt8WGJPDBSsgx/TG31NGfC9OYnnUx6sFTWLLEI4zdDnyBTB196z 7h4ugM3+D9aABFb3ttUPKuBodan7uhK28JIXGqrgB5estjUaeLalc6DJAF8s cyZsNMPun1M97U6YVrptUkZPIBbk/OaM9MNJsROztQYacU736yuu9ERi79mK 2NQozC1vTixsXUH8udoTOiVIIo6JvxgrX8GjycOOBksyMZs34KwR0onX8vcp L8zA3YqlsQ5bCrFa3RcrFDOIQ+roOP8bHOxSnXx7g0l82a91jZWnEp9/UePW UiuJ5ylTa9ABb9oujpiPsogDt9m5DOYq4icTHzOLH8Ga5YrBbj2b+NmAkROl ryaW2ZxzDQw4VPf1zQwTnufXdgZZ8GaTasMQD74qKRHYsmCtj7lTWARHesrW 3y+GTWfaFzN2wfa8+BCnBB7rmJUuSGGRfHq/Xw4/zeVvlR6A9y4r2F4FrOsf n3Ar4ZvcEVXXETg7sljEUcOu58VpVg3sP+15d04HH5L98P46BocF+b0ttbAx bjB/r4OXJvt0ej38B+c4z40= "]]}, Annotation[#, "Charting`Private`Tag#2"]& ], {}}, {}}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[{{-0.0999999142857143, -7.675411500440888*^-17}, \ {-0.09871178473364958, 2.01225452783994*^-17}, {-0.09742365518158486, 2.6030553560758866`*^-17}, {-0.09484739607745543, 2.8253767851352487`*^-17}, {-0.08969487786919655, 6.859234331144472*^-18}, {-0.0793898414526788, 5.233436261661969*^-17}, {-0.05877976861964332, \ -1.769167389050454*^-17}, {-0.01755962295357235, -2.91692446950796*^-18}, \ {-0.001339285714285714, 5.063646068673217*^-17}}], Line[CompressedData[" 1:eJwB4QEe/iFib1JlAgAAAB0AAAACAAAAFV/xFV/xVT+XnOdlnzCNPGXl7u3K 38M/W+s4od8CWTwARMECtVjOP6Sp7G+7DW08MH/JqGza1D+wc6QvglRlvEsw LCl1J9o/MPfEPNhZkbxJj47GGubfP4x93995KnA8GLDLKffE4j+gr0kTYXaD PIECzRxcZuU/3jdob0Yyd7zcK06ej0DoP6j3alf0Eng8LD9MTD7q6j/olA4e XPyFPHGLHfKDhu0/HsU+Rh2+XbxUVzcTzC3wP2DM/8vAAFO86V2ewxOA8T8o eiJfI6loPPdPRbvC7vI/L3mXwssPkLx/3tUuvVb0P05nylKfgIa8AuKkOHWm 9T/2hL95daJ/vP7Qs4mUEvc/sFlYFXdsfbz1NAFxcWb4P0cbqzUdpI68ZISO n7XW+T8A+G+Z3/savE1wBUpFQPs/HK3QwCKMabwx0bqKkpH8PxYtkvWVHXq8 jh2wEkf//T/vtUVwigZrvObe4zC5VP8/sdXVOY7QcDxdVEwn9Fn/P/xfGV2q 2nK81Mm0HS9f/z+b+vdyhCpyvMO0hQqlaf8/Wkg36JyBdjygiifkkH7/Pyit 6JckO3E8WjZrl2io/z9oHUQb2RR+PKiDOqiD+v8/1HV/8cLcXTzkY+yK "]], Line[CompressedData[" 1:eJwdjwtMk1cUgP+/VV6WTXkoW5h23QhTZKxMCSKOExgp8y0gOimPoQhBEVFU pAjUKcIo2gKVARMqyuhmodJiFakceRTNwKG2tYiPKbjy1IA4i+Jjd7vJzc2X 75wvuZ/GpYTGMyiKCiL3v3dxS79HC4MCKjZpyoZD4x3uH6NCG8K+ZX52Ce5Y tPPd9gWzCI+9H0rM4uLaWu9+rT3hvQb9M6Yv2vVvj9oym7DpWmUQNwB1rhW9 FgcKcorz07wygzBnU0+Y1Jl4yd9rObU89C9i9ni7EM8/Y7RyXo2N1jt1yZ8Q fxK2qYyhuDtQBrPYxN/bZaQTNqLHIUOznENY/1Kqd9yM1c/9VQPuZJ51QjLS HIXRnqmewkUUXE2DtsYtsfhRYo18vieZ9yvpThr4AcUP7Ku+96YADMUzYubF Y/b1hwU9/oTNeslGeif6MR2tkwNIrzEs4aAxGV+u4B22CyQsBEGqOgV3qZXp wTzSC/YI+KAzFfmVOfHNGyiIjdTm3zLuw2ebg5SScMLrayPfTO9HoaPVq4RN FLAXd6z90j0df80rEDlFEV9e9yhClIETe06qkxNJf0pQcelENubyFDQ7m4LZ O5ou5PocRRdGyqqXQuLV5oLBp0fxnJYr7T5CgSwjVBNWm4s3uRe/OPgT6Y+J W33Zefixa9u621LSp7YN/7awAJXjplNHFBTcHBnTVHWJMfBc+eAWJdnXrAwu 8pGgIT6Ky1WR+cKBgYRqCb7u6+94cJH8r+d+wYXMIvxW93TUp52C9bIbYXXL S7C3jOk3fJcCsT+rou1xKTKCvO6ssaYBdCvfVemqMCtjfsWkLQ0u7ctCVGwZ TjfYx5axaKAOnHY1R8vwBXts+MkcGtjV6gm4L0PzO/lbgSsNQ8cFcU19p7Hr Msftdy4NYp1HYJL5DJZ4z02z4tMQ8vnZzjofObpx3s7B82Tf4fzl0DvnMf1u Rs0pNQ15oxVOF+gG7BZP+WZqaHDaoxlb4dmAe99PxizTkp5oSN52pAFb74/U qa/R8ETPiJQuVWFUae938oc0jIeF60Mq1ShlNQolLAbYtFOLvynQ4ExL0sTW RAaMdy2wvfKnFjnlN47XuzJBlv26cPlqHWoPrLOYOpiQ+CJujUjUjQ6rUplL BTNg7vhVt3lVt9G8WdW3220mXGfU99AsE1qWDKWEds8EF5nkcZPmHnZYtcgT hFagrOdRveJH+KGjWhG5yBqOHUpXTMMAznUOCf/xsTVoeaWKrAgzlm9405kv sgEnrnnrzzHDyOfXWJYusYVfBClK26wx7OM/63IesYV9z/cjZ8Y4GksjdhiK 7eCQ+ZKX5MoEFl6Pru9cNQvOVi0U3VJO4uFrkcpoigWSXQaTQfEPvqDSBUY5 C8LSHF67l1nws6+WjGbH2MPtW3/19bW+Qq2pfbDQaA9f/3+m8V8uZ/2X "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[{{-0.0999999142857143, 1.6707545588821862`}, {-0.09871178473364958, 1.6694680198193697`}, {-0.09742365518158486, 1.6681814397590167`}, {-0.09484739607745543, 1.665608158790747}, {-0.08969487786919655, 1.6604611284764783`}, {-0.0793898414526788, 1.65016531439713}, {-0.05877976861964332, 1.6295676323304158`}, {-0.01755962295357235, 1.5883557241483424`}, {-0.001339285714285714, 1.5721356124090882`}}], Line[CompressedData[" 1:eJwVzQ0w1GkcB/AlyunMlXRcKELrZcld7mgrXyqF1Ko2bMPYM7E4yV6HOSnK S9NWrFqq9XJKFon2RHkd1UYhJW93hFBe2hB73tau3fs38zzzzGe+39/vMQ44 dSRQlUQiHSbu13e9/wxxjiE3LUl+zkCKwJGpyeb3IuhFKQT5gnmQ9j5VrfB5 jYNDHmQKYw62cU2FYb2d2KzNv3Vw5j8csKVYRJJ7MRDoU9udJ4FbakrjhtH3 6Mvq/tC0awZ6whaLhefDELDNVFuef8F51VYD36ARnAikqP/pMok+q0M5qU7j 8FqZMuWXKQYFHh6OYjF8OMm66ZbjYF82lCQkT+KlY7tpT/sI6N72615ZT6N2 bPcRqs8HfPLLEa2Ln8GTppIA0g9DWKC51DybkmDx8tpb3rH9iBvosqnzmsX2 p53t2at7oDp81yFSMIf9RaN85vddULQ9vMTTXkClX7rjv2pvMWenwmYHLcKS +0neL27GicSUvyq6pXj0rntHTbMIByPU3V2cZLgbnmb0h7QabS4acRwXGbKm ub4HWqtB119d/sZdhsqwSIftt6vh27hm4/FjMtQyNq5huFUj1MBAEh4qg/lw g3oxvwrJL3/i3+TJQOk4myFwrkS9EVP8eVwG3s6I4KjbFfjxbTXnWpocGrEN e8vvCxEg6PV1uyFH7sc0c16CELwzSzakbDnK5zOTeceFmDejdpwslOOE56pt CxpC1MZU6bvVy/Ek505H6utSuJpW3ldOyCF09+KE0O+DGV3xOsx1GRFHu0fO 8gpwzaMr1+TQMtpsWUOj7gUQGc/93nt0GQ4x62l8lQJseWWn6+q/DFL6zOeh UwJMGJX7m0Qtw3PMxEdBy0d0c9l0T94yBidYbk835iHFUKi9X0n0+cq/n0uy wZswf5elpsCaRM19VrHZuFVzO0/yjQJtJTkyq5XZuMu4bpejowBzW2+QUj8L VelRXnMWhI/UHNCg8fFRaxc/j66ArXL/l7iODIj7KgKkDAVyL2sty4My8KXY xormT/RvNEaZytKx5GZUuxRC5HuKgqPN0vFd8oqBw3EKPNkTUUS7cB1URZMx 6R7xvzbLQeLHhVPrbvGxB0RuvM09QJoKl6yasuJyYt5C/JnpkApPaske73oF BmkT9ZPVVxEYxQ0s7VSAdPNdo6CdA+6UV5Gvksgp04wpWhIy6t6wy9SU4KoH tvxckIjMK65UDU0lBhc3OTuSEiGwpLY81CFyaegDweMLqAkynNS0VGKaTc0O 3xmP0YEPtlV0JZgMk4v39kXDj+5BnmUokatuMebnEIXOpnLDrf6EycwK2ERC VJ6kmR+iBInp8Lh7y2nkcsgfuecIv9gxqZIZDl0St7clQYl4neldeQ1hSIlc bFt5ibDWUJVUGoqzzKa62OuEG3TMC+JZOP7LbzeCC5VwmhUKdbV+xdvijqt5 JcS+jIjMJj1/uBrvTBwoI3yv1pK+1Rf232qx6XWEC7MsUwu8UHo+kpX6jJjv 39pltpqOLQv9fs0vvu4r1E/gHIbOcKm7UzvR32BvLRK54Yq3rvOZfwizQ0LJ MS5Y0Rpn/6iPcH5S/6ZIZ8TsHreeGSJckb3W9fQOSB57mlLGCHP7B3sy7RBi XbWBNUG4zfUKa5yCwTvGa+/MENY8mSU02wwfPc6q/nnCpFlyUrA2ChOohQlL hNWmwsjGKvgfw+mI8A== "]], Line[CompressedData[" 1:eJxFx2tIk3EAhfHXmc7N1trWIstLGtNYrotMtJhQEzKwzWZrWm5rpc5RylKi BkJzJZFs3VYpGRpE1j6MzWYfIqcGORtZDKmpLCpcENVipQhLtFlB/M+Bh8Mv +7ixsp5GUdSev/37/OHwlmEatZv6v8kdLyOWFNjeGNdnpcLyhwVhLwv2pd+Z jnHhtqrAwVt8WGJPDBSsgx/TG31NGfC9OYnnUx6sFTWLLEI4zdDnyBTB196z 7h4ugM3+D9aABFb3ttUPKuBodan7uhK28JIXGqrgB5estjUaeLalc6DJAF8s cyZsNMPun1M97U6YVrptUkZPIBbk/OaM9MNJsROztQYacU736yuu9ERi79mK 2NQozC1vTixsXUH8udoTOiVIIo6JvxgrX8GjycOOBksyMZs34KwR0onX8vcp L8zA3YqlsQ5bCrFa3RcrFDOIQ+roOP8bHOxSnXx7g0l82a91jZWnEp9/UePW UiuJ5ylTa9ABb9oujpiPsogDt9m5DOYq4icTHzOLH8Ga5YrBbj2b+NmAkROl ryaW2ZxzDQw4VPf1zQwTnufXdgZZ8GaTasMQD74qKRHYsmCtj7lTWARHesrW 3y+GTWfaFzN2wfa8+BCnBB7rmJUuSGGRfHq/Xw4/zeVvlR6A9y4r2F4FrOsf n3Ar4ZvcEVXXETg7sljEUcOu58VpVg3sP+15d04HH5L98P46BocF+b0ttbAx bjB/r4OXJvt0ej38B+c4z40= "]]}, "Charting`Private`Tag#2"], {}}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-0.1, 4.1}, {-1.7, 1.7}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {340, 340/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-0.1, 4.1}, {-1.7, 1.7}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {340, 340/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[{{-0.0999999142857143, -7.675411500440888*^-17}, \ {-0.09871178473364958, 2.01225452783994*^-17}, {-0.09742365518158486, 2.6030553560758866`*^-17}, {-0.09484739607745543, 2.8253767851352487`*^-17}, {-0.08969487786919655, 6.859234331144472*^-18}, {-0.0793898414526788, 5.233436261661969*^-17}, {-0.05877976861964332, \ -1.769167389050454*^-17}, {-0.01755962295357235, -2.91692446950796*^-18}, \ {-0.001339285714285714, 5.063646068673217*^-17}}], Line[CompressedData[" 1:eJwB4QEe/iFib1JlAgAAAB0AAAACAAAAFV/xFV/xVT+XnOdlnzCNPGXl7u3K 38M/W+s4od8CWTwARMECtVjOP6Sp7G+7DW08MH/JqGza1D+wc6QvglRlvEsw LCl1J9o/MPfEPNhZkbxJj47GGubfP4x93995KnA8GLDLKffE4j+gr0kTYXaD PIECzRxcZuU/3jdob0Yyd7zcK06ej0DoP6j3alf0Eng8LD9MTD7q6j/olA4e XPyFPHGLHfKDhu0/HsU+Rh2+XbxUVzcTzC3wP2DM/8vAAFO86V2ewxOA8T8o eiJfI6loPPdPRbvC7vI/L3mXwssPkLx/3tUuvVb0P05nylKfgIa8AuKkOHWm 9T/2hL95daJ/vP7Qs4mUEvc/sFlYFXdsfbz1NAFxcWb4P0cbqzUdpI68ZISO n7XW+T8A+G+Z3/savE1wBUpFQPs/HK3QwCKMabwx0bqKkpH8PxYtkvWVHXq8 jh2wEkf//T/vtUVwigZrvObe4zC5VP8/sdXVOY7QcDxdVEwn9Fn/P/xfGV2q 2nK81Mm0HS9f/z+b+vdyhCpyvMO0hQqlaf8/Wkg36JyBdjygiifkkH7/Pyit 6JckO3E8WjZrl2io/z9oHUQb2RR+PKiDOqiD+v8/1HV/8cLcXTzkY+yK "]], Line[CompressedData[" 1:eJwdjwtMk1cUgP+/VV6WTXkoW5h23QhTZKxMCSKOExgp8y0gOimPoQhBEVFU pAjUKcIo2gKVARMqyuhmodJiFakceRTNwKG2tYiPKbjy1IA4i+Jjd7vJzc2X 75wvuZ/GpYTGMyiKCiL3v3dxS79HC4MCKjZpyoZD4x3uH6NCG8K+ZX52Ce5Y tPPd9gWzCI+9H0rM4uLaWu9+rT3hvQb9M6Yv2vVvj9oym7DpWmUQNwB1rhW9 FgcKcorz07wygzBnU0+Y1Jl4yd9rObU89C9i9ni7EM8/Y7RyXo2N1jt1yZ8Q fxK2qYyhuDtQBrPYxN/bZaQTNqLHIUOznENY/1Kqd9yM1c/9VQPuZJ51QjLS HIXRnqmewkUUXE2DtsYtsfhRYo18vieZ9yvpThr4AcUP7Ku+96YADMUzYubF Y/b1hwU9/oTNeslGeif6MR2tkwNIrzEs4aAxGV+u4B22CyQsBEGqOgV3qZXp wTzSC/YI+KAzFfmVOfHNGyiIjdTm3zLuw2ebg5SScMLrayPfTO9HoaPVq4RN FLAXd6z90j0df80rEDlFEV9e9yhClIETe06qkxNJf0pQcelENubyFDQ7m4LZ O5ou5PocRRdGyqqXQuLV5oLBp0fxnJYr7T5CgSwjVBNWm4s3uRe/OPgT6Y+J W33Zefixa9u621LSp7YN/7awAJXjplNHFBTcHBnTVHWJMfBc+eAWJdnXrAwu 8pGgIT6Ky1WR+cKBgYRqCb7u6+94cJH8r+d+wYXMIvxW93TUp52C9bIbYXXL S7C3jOk3fJcCsT+rou1xKTKCvO6ssaYBdCvfVemqMCtjfsWkLQ0u7ctCVGwZ TjfYx5axaKAOnHY1R8vwBXts+MkcGtjV6gm4L0PzO/lbgSsNQ8cFcU19p7Hr Msftdy4NYp1HYJL5DJZ4z02z4tMQ8vnZzjofObpx3s7B82Tf4fzl0DvnMf1u Rs0pNQ15oxVOF+gG7BZP+WZqaHDaoxlb4dmAe99PxizTkp5oSN52pAFb74/U qa/R8ETPiJQuVWFUae938oc0jIeF60Mq1ShlNQolLAbYtFOLvynQ4ExL0sTW RAaMdy2wvfKnFjnlN47XuzJBlv26cPlqHWoPrLOYOpiQ+CJujUjUjQ6rUplL BTNg7vhVt3lVt9G8WdW3220mXGfU99AsE1qWDKWEds8EF5nkcZPmHnZYtcgT hFagrOdRveJH+KGjWhG5yBqOHUpXTMMAznUOCf/xsTVoeaWKrAgzlm9405kv sgEnrnnrzzHDyOfXWJYusYVfBClK26wx7OM/63IesYV9z/cjZ8Y4GksjdhiK 7eCQ+ZKX5MoEFl6Pru9cNQvOVi0U3VJO4uFrkcpoigWSXQaTQfEPvqDSBUY5 C8LSHF67l1nws6+WjGbH2MPtW3/19bW+Qq2pfbDQaA9f/3+m8V8uZ/2X "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[{{-0.0999999142857143, 1.6707545588821862`}, {-0.09871178473364958, 1.6694680198193697`}, {-0.09742365518158486, 1.6681814397590167`}, {-0.09484739607745543, 1.665608158790747}, {-0.08969487786919655, 1.6604611284764783`}, {-0.0793898414526788, 1.65016531439713}, {-0.05877976861964332, 1.6295676323304158`}, {-0.01755962295357235, 1.5883557241483424`}, {-0.001339285714285714, 1.5721356124090882`}}], Line[CompressedData[" 1:eJwVzQ0w1GkcB/AlyunMlXRcKELrZcld7mgrXyqF1Ko2bMPYM7E4yV6HOSnK S9NWrFqq9XJKFon2RHkd1UYhJW93hFBe2hB73tau3fs38zzzzGe+39/vMQ44 dSRQlUQiHSbu13e9/wxxjiE3LUl+zkCKwJGpyeb3IuhFKQT5gnmQ9j5VrfB5 jYNDHmQKYw62cU2FYb2d2KzNv3Vw5j8csKVYRJJ7MRDoU9udJ4FbakrjhtH3 6Mvq/tC0awZ6whaLhefDELDNVFuef8F51VYD36ARnAikqP/pMok+q0M5qU7j 8FqZMuWXKQYFHh6OYjF8OMm66ZbjYF82lCQkT+KlY7tpT/sI6N72615ZT6N2 bPcRqs8HfPLLEa2Ln8GTppIA0g9DWKC51DybkmDx8tpb3rH9iBvosqnzmsX2 p53t2at7oDp81yFSMIf9RaN85vddULQ9vMTTXkClX7rjv2pvMWenwmYHLcKS +0neL27GicSUvyq6pXj0rntHTbMIByPU3V2cZLgbnmb0h7QabS4acRwXGbKm ub4HWqtB119d/sZdhsqwSIftt6vh27hm4/FjMtQyNq5huFUj1MBAEh4qg/lw g3oxvwrJL3/i3+TJQOk4myFwrkS9EVP8eVwG3s6I4KjbFfjxbTXnWpocGrEN e8vvCxEg6PV1uyFH7sc0c16CELwzSzakbDnK5zOTeceFmDejdpwslOOE56pt CxpC1MZU6bvVy/Ek505H6utSuJpW3ldOyCF09+KE0O+DGV3xOsx1GRFHu0fO 8gpwzaMr1+TQMtpsWUOj7gUQGc/93nt0GQ4x62l8lQJseWWn6+q/DFL6zOeh UwJMGJX7m0Qtw3PMxEdBy0d0c9l0T94yBidYbk835iHFUKi9X0n0+cq/n0uy wZswf5elpsCaRM19VrHZuFVzO0/yjQJtJTkyq5XZuMu4bpejowBzW2+QUj8L VelRXnMWhI/UHNCg8fFRaxc/j66ArXL/l7iODIj7KgKkDAVyL2sty4My8KXY xormT/RvNEaZytKx5GZUuxRC5HuKgqPN0vFd8oqBw3EKPNkTUUS7cB1URZMx 6R7xvzbLQeLHhVPrbvGxB0RuvM09QJoKl6yasuJyYt5C/JnpkApPaske73oF BmkT9ZPVVxEYxQ0s7VSAdPNdo6CdA+6UV5Gvksgp04wpWhIy6t6wy9SU4KoH tvxckIjMK65UDU0lBhc3OTuSEiGwpLY81CFyaegDweMLqAkynNS0VGKaTc0O 3xmP0YEPtlV0JZgMk4v39kXDj+5BnmUokatuMebnEIXOpnLDrf6EycwK2ERC VJ6kmR+iBInp8Lh7y2nkcsgfuecIv9gxqZIZDl0St7clQYl4neldeQ1hSIlc bFt5ibDWUJVUGoqzzKa62OuEG3TMC+JZOP7LbzeCC5VwmhUKdbV+xdvijqt5 JcS+jIjMJj1/uBrvTBwoI3yv1pK+1Rf232qx6XWEC7MsUwu8UHo+kpX6jJjv 39pltpqOLQv9fs0vvu4r1E/gHIbOcKm7UzvR32BvLRK54Yq3rvOZfwizQ0LJ MS5Y0Rpn/6iPcH5S/6ZIZ8TsHreeGSJckb3W9fQOSB57mlLGCHP7B3sy7RBi XbWBNUG4zfUKa5yCwTvGa+/MENY8mSU02wwfPc6q/nnCpFlyUrA2ChOohQlL hNWmwsjGKvgfw+mI8A== "]], Line[CompressedData[" 1:eJxFx2tIk3EAhfHXmc7N1trWIstLGtNYrotMtJhQEzKwzWZrWm5rpc5RylKi BkJzJZFs3VYpGRpE1j6MzWYfIqcGORtZDKmpLCpcENVipQhLtFlB/M+Bh8Mv +7ixsp5GUdSev/37/OHwlmEatZv6v8kdLyOWFNjeGNdnpcLyhwVhLwv2pd+Z jnHhtqrAwVt8WGJPDBSsgx/TG31NGfC9OYnnUx6sFTWLLEI4zdDnyBTB196z 7h4ugM3+D9aABFb3ttUPKuBodan7uhK28JIXGqrgB5estjUaeLalc6DJAF8s cyZsNMPun1M97U6YVrptUkZPIBbk/OaM9MNJsROztQYacU736yuu9ERi79mK 2NQozC1vTixsXUH8udoTOiVIIo6JvxgrX8GjycOOBksyMZs34KwR0onX8vcp L8zA3YqlsQ5bCrFa3RcrFDOIQ+roOP8bHOxSnXx7g0l82a91jZWnEp9/UePW UiuJ5ylTa9ABb9oujpiPsogDt9m5DOYq4icTHzOLH8Ga5YrBbj2b+NmAkROl ryaW2ZxzDQw4VPf1zQwTnufXdgZZ8GaTasMQD74qKRHYsmCtj7lTWARHesrW 3y+GTWfaFzN2wfa8+BCnBB7rmJUuSGGRfHq/Xw4/zeVvlR6A9y4r2F4FrOsf n3Ar4ZvcEVXXETg7sljEUcOu58VpVg3sP+15d04HH5L98P46BocF+b0ttbAx bjB/r4OXJvt0ej38B+c4z40= "]]}, "Charting`Private`Tag#2"], {}}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-0.1, 4.1}, {-1.7, 1.7}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {340, 340/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, {Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Epilog->InsetBox[ BoxData[ FormBox[ TemplateBox[{"\"Real part\"", "\"Imaginary part\""}, "LineLegend", DisplayFunction -> (FormBox[ StyleBox[ StyleBox[ PaneBox[ TagBox[ GridBox[{{ TagBox[ GridBox[{{ GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.368417, 0.506779, 0.709798]], { LineBox[{{0, 12.5}, {20, 12.5}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.368417, 0.506779, 0.709798]], {}}}, AspectRatio -> Full, ImageSize -> {20, 12.5}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.14800000000000002`] -> Baseline)], #}, { GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.880722, 0.611041, 0.142051]], { LineBox[{{0, 12.5}, {20, 12.5}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.880722, 0.611041, 0.142051]], {}}}, AspectRatio -> Full, ImageSize -> {20, 12.5}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.14800000000000002`] -> Baseline)], #2}}, 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 -> "Times", GrayLevel[0], FontSize -> 11}, Background -> Automatic, StripOnInput -> False], TraditionalForm]& ), InterpretationFunction :> (RowBox[{"LineLegend", "[", RowBox[{ RowBox[{"{", RowBox[{ TemplateBox[<| "color" -> RGBColor[0.368417, 0.506779, 0.709798]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<| "color" -> RGBColor[0.880722, 0.611041, 0.142051]|>, "RGBColorSwatchTemplate"]}], "}"}], ",", RowBox[{"{", RowBox[{#, ",", #2}], "}"}]}], "]"}]& ), Editable -> True], TraditionalForm]], Scaled[{0.23, 0.15}]], Frame->{{True, True}, {True, True}}, FrameLabel->{{ FormBox[ TagBox[ RowBox[{ SubscriptBox["G", "0"], "(", "\[Mu]", ")"}], HoldForm], TraditionalForm], None}, { FormBox[ TagBox["\"\[Mu] / \[Sigma]\"", HoldForm], TraditionalForm], None}}, FrameStyle->GrayLevel[0], FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->All, ImageSize->340, LabelStyle->{FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, Method->{ "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, PlotRange->{{-0.1, 4.1}, {-1.7, 1.7}}, PlotRangeClipping->True, PlotRangePadding->{{0, 0}, {0, 0}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{ 3.91467428176404*^9, {3.914674315286446*^9, 3.914674367653089*^9}, { 3.914674511733942*^9, 3.914674575663275*^9}, {3.914674678219386*^9, 3.9146747919968357`*^9}, {3.9155306879078913`*^9, 3.9155306956452303`*^9}, 3.915530747157572*^9, 3.915530784019471*^9, {3.9155308952600613`*^9, 3.9155309238035173`*^9}, 3.915532486262419*^9, 3.915771556736268*^9, 3.916292519478231*^9, {3.924160983419207*^9, 3.924160986282316*^9}, 3.924161184537413*^9, 3.924162190364997*^9, {3.924162312284491*^9, 3.9241623202322807`*^9}, {3.926760723533168*^9, 3.926760740655086*^9}, 3.926760772978333*^9, {3.926762098244166*^9, 3.926762107827166*^9}, { 3.92676233110467*^9, 3.926762350345076*^9}, 3.92717601253237*^9}, CellLabel->"Out[7]=",ExpressionUUID->"96d8c022-71f7-4175-ad56-0b948701a2c3"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Export", "[", RowBox[{ "\"\<~/doc/research/frsb_kac-rice/papers/marginal/figs/large_deviation.pdf\>\ \"", ",", "pG"}], "]"}]], "Input", CellChangeTimes->{{3.92416107227991*^9, 3.92416110122348*^9}, { 3.926760703598503*^9, 3.926760712779284*^9}}, CellLabel->"In[8]:=",ExpressionUUID->"0c67dbb9-49b6-4edb-9219-e0a5cdf9b31d"], Cell[BoxData["\<\"~/doc/research/frsb_kac-rice/papers/marginal/figs/large_\ deviation.pdf\"\>"], "Output", CellChangeTimes->{{3.924161094512546*^9, 3.924161102039678*^9}, 3.924161186466563*^9, 3.924162191599287*^9, 3.924162320711782*^9, { 3.926760725505782*^9, 3.926760742789874*^9}, 3.926760774237672*^9, { 3.926762102041052*^9, 3.926762108382854*^9}, 3.926762353553878*^9, 3.9271760149471283`*^9}, CellLabel->"Out[8]=",ExpressionUUID->"85074921-98fb-4fbd-91ef-b733df3a8845"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"f34", "=", RowBox[{"Function", "[", RowBox[{"q", ",", RowBox[{ FractionBox["1", "2"], RowBox[{"(", RowBox[{ SuperscriptBox["q", "3"], "+", SuperscriptBox["q", "4"]}], ")"}]}]}], "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.924161369901463*^9, 3.924161381181401*^9}}, CellLabel->"In[9]:=",ExpressionUUID->"06818f5b-ee0e-4634-b547-e05e415c12a6"], Cell[BoxData[ RowBox[{ RowBox[{"\[Mu]m", "[", "f_", "]"}], ":=", SqrtBox[ RowBox[{"4", RowBox[{ RowBox[{"f", "''"}], "[", "1", "]"}]}]]}]], "Input", CellChangeTimes->{{3.893505745813592*^9, 3.893505753575885*^9}}, CellLabel->"In[10]:=",ExpressionUUID->"ab28ae26-b52f-4a56-978d-e7ee3f806eda"], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"\[Rho]", "[", RowBox[{"f_", ",", "\[Mu]_"}], "]"}], "[", "\[Lambda]_", "]"}], ":=", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f", "]"}]}]], SqrtBox[ RowBox[{"1", "-", FractionBox[ SuperscriptBox[ RowBox[{"(", RowBox[{"\[Lambda]", "-", "\[Mu]"}], ")"}], "2"], SuperscriptBox[ RowBox[{"\[Mu]m", "[", "f", "]"}], "2"]]}]]}]}]], "Input", CellChangeTimes->{{3.895206238820385*^9, 3.895206269434855*^9}, { 3.895206301235565*^9, 3.895206327707943*^9}}, CellLabel->"In[11]:=",ExpressionUUID->"eec97d73-ae34-443d-825f-cbb8adebe02f"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"340", "/", "3."}]], "Input", CellChangeTimes->{{3.92676122589403*^9, 3.926761230869504*^9}}, CellLabel->"In[12]:=",ExpressionUUID->"83c0ad8f-8d45-4089-b5a6-d03efc9cdfbe"], Cell[BoxData["113.33333333333333`"], "Output", CellChangeTimes->{{3.926761228984556*^9, 3.926761231318728*^9}, 3.927176015496025*^9}, CellLabel->"Out[12]=",ExpressionUUID->"8a53c8d7-c295-47d2-aa7f-189bb8a2f899"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"plotSpec", "[", RowBox[{"\[Mu]_", ",", "lab_"}], "]"}], ":=", RowBox[{"Plot", "[", RowBox[{ RowBox[{ RowBox[{"\[Rho]", "[", RowBox[{"f34", ",", "\[Mu]"}], "]"}], "[", "\[Lambda]", "]"}], ",", RowBox[{"{", RowBox[{"\[Lambda]", ",", RowBox[{"-", "3"}], ",", "15"}], "}"}], ",", RowBox[{"AspectRatio", "->", RowBox[{"2", "/", "3"}]}], ",", RowBox[{"PlotRange", "->", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"-", "3"}], ",", "15"}], "}"}], ",", RowBox[{"{", RowBox[{"0", ",", RowBox[{"4", FractionBox["4", "10"], FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]]}]}], "}"}]}], "}"}]}], ",", RowBox[{"FrameStyle", "->", "Black"}], ",", RowBox[{"ImageSize", "->", "118"}], ",", RowBox[{"PlotRangeClipping", "->", "False"}], ",", RowBox[{"Frame", "->", "True"}], ",", RowBox[{"FrameTicks", "->", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"None", ",", "None"}], "}"}], ",", RowBox[{"{", RowBox[{"None", ",", RowBox[{"{", "0", "}"}]}], "}"}]}], "}"}]}], ",", RowBox[{"ImagePadding", "->", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"Automatic", ",", "Automatic"}], "}"}], ",", RowBox[{"{", RowBox[{"4", ",", "Automatic"}], "}"}]}], "}"}]}]}], "]"}]}]], "Input",\ CellChangeTimes->{{3.895206335716663*^9, 3.895206991361381*^9}, { 3.895207039378053*^9, 3.895207059810026*^9}, {3.895207141811533*^9, 3.895207259773934*^9}, {3.895208615831658*^9, 3.895208730425652*^9}, { 3.895208838140219*^9, 3.895208840299837*^9}, {3.924161536072356*^9, 3.924161555080598*^9}, {3.924163189991559*^9, 3.924163211615596*^9}, { 3.926760792780966*^9, 3.926760811804823*^9}, {3.926760862262025*^9, 3.926760865550117*^9}, {3.9267609191675*^9, 3.926761098970653*^9}, { 3.926761143347569*^9, 3.9267611774925413`*^9}, {3.926761234053639*^9, 3.926761261549888*^9}, {3.926761382752357*^9, 3.926761382912137*^9}, { 3.926761546923317*^9, 3.92676154998751*^9}, {3.9267615927161493`*^9, 3.926761666941782*^9}, {3.926761736607151*^9, 3.9267617376231403`*^9}, { 3.926761851425713*^9, 3.926761878833948*^9}, {3.9271760310236397`*^9, 3.9271760311464663`*^9}}, CellLabel->"In[22]:=",ExpressionUUID->"def223fd-aeee-4091-9e76-97462b62b6cc"], Cell[BoxData[ RowBox[{ RowBox[{"plotSpecWith\[Mu]Arrow", "[", RowBox[{"\[Mu]_", ",", "lab_", ",", RowBox[{"lab2_", ":", "None"}]}], "]"}], ":=", RowBox[{"Show", "[", RowBox[{ RowBox[{"plotSpec", "[", RowBox[{"\[Mu]", ",", "lab"}], "]"}], ",", RowBox[{"Prolog", "->", RowBox[{"{", RowBox[{ RowBox[{"Arrow", "[", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"0", ",", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]], FractionBox["1", "8"]}]}], "}"}], ",", RowBox[{"{", RowBox[{"\[Mu]", ",", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]], FractionBox["1", "8"]}]}], "}"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"Dashed", ",", RowBox[{"Line", "[", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"\[Mu]", ",", "0"}], "}"}], ",", RowBox[{"{", RowBox[{"\[Mu]", ",", FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]]}], "}"}]}], "}"}], "]"}], ",", RowBox[{"Text", "[", RowBox[{ RowBox[{"Style", "[", RowBox[{"\"\<\[Mu]\>\"", ",", RowBox[{"SingleLetterItalics", "->", "False"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"FontFamily", "->", "\"\\""}], ",", "Black", ",", RowBox[{"FontSize", "->", "fontSize"}]}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{ RowBox[{"\[Mu]", "/", "2"}], ",", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]], FractionBox["5", "16"]}]}], "}"}]}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"Arrowheads", "[", RowBox[{"{", RowBox[{ RowBox[{"-", "Automatic"}], ",", "Automatic"}], "}"}], "]"}], ",", RowBox[{"Arrow", "[", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"\[Mu]", "+", RowBox[{"\[Mu]m", "[", "f34", "]"}]}], ",", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]], FractionBox["1", "8"]}]}], "}"}], ",", RowBox[{"{", RowBox[{"\[Mu]", ",", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]], FractionBox["1", "8"]}]}], "}"}]}], "}"}], "]"}]}], "}"}], ",", RowBox[{"Text", "[", RowBox[{ RowBox[{"Style", "[", RowBox[{"\"\<2\[Sigma]\>\"", ",", RowBox[{"SingleLetterItalics", "->", "False"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"FontFamily", "->", "\"\\""}], ",", "Black", ",", RowBox[{"FontSize", "->", "fontSize"}]}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{ RowBox[{"\[Mu]", "+", RowBox[{ RowBox[{"\[Mu]m", "[", "f34", "]"}], "/", "2"}]}], ",", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]], FractionBox["5", "16"]}]}], "}"}]}], "]"}]}], "}"}]}], RowBox[{"(*", RowBox[{"Epilog", "->", RowBox[{"Text", "[", RowBox[{ RowBox[{"Style", "[", RowBox[{ RowBox[{"\"\<(\>\"", "<>", "lab", "<>", "\"\<)\>\""}], ",", RowBox[{"SingleLetterItalics", "->", "False"}], ",", RowBox[{"Directive", "[", RowBox[{"Bold", ",", RowBox[{"FontFamily", "->", "Times"}], ",", "Black", ",", RowBox[{"FontSize", "->", "10"}]}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"15.5", ",", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]], FractionBox["11.25", "8"]}]}], "}"}]}], "]"}]}], "*)"}], ",", RowBox[{"FrameLabel", "->", RowBox[{"{", RowBox[{"None", ",", "lab2"}], "}"}]}], ",", RowBox[{"RotateLabel", "->", "False"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.895207041002092*^9, 3.89520705502596*^9}, { 3.895207323903994*^9, 3.895207346375869*^9}, {3.895207386000701*^9, 3.895207478002494*^9}, {3.895208660000988*^9, 3.895208665288981*^9}, { 3.895208845532427*^9, 3.895208847221174*^9}, {3.895208902317669*^9, 3.895208902621669*^9}, {3.924161569803562*^9, 3.92416157199356*^9}, 3.92416160537091*^9, {3.924161669195086*^9, 3.924161677339909*^9}, { 3.924161885591449*^9, 3.924161886295874*^9}, {3.924163229224842*^9, 3.924163238832789*^9}, {3.926760887735845*^9, 3.926760895487254*^9}, { 3.926761390288784*^9, 3.926761432385374*^9}, {3.926761827641113*^9, 3.9267618299854116`*^9}, {3.926761917490697*^9, 3.926761920730276*^9}, { 3.927175932778327*^9, 3.927175942497558*^9}}, CellLabel->"In[23]:=",ExpressionUUID->"f1078ecd-48ad-4003-b086-93bd8c2242bb"], Cell[BoxData[ RowBox[{ RowBox[{"plotSpecWithIso", "[", RowBox[{"\[Mu]_", ",", "\[Lambda]i_", ",", "lab_", ",", RowBox[{"lab2_", ":", "None"}]}], "]"}], ":=", RowBox[{"Show", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"plotSpec", "[", RowBox[{"\[Mu]", ",", "lab"}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"Prolog", "->", RowBox[{"{", RowBox[{"(*", RowBox[{ RowBox[{"Line", "[", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"\[Lambda]i", ",", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]], FractionBox["1", "8"]}]}], "}"}], ",", RowBox[{"{", RowBox[{"\[Lambda]i", ",", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]], FractionBox["5", "8"]}]}], "}"}]}], "}"}], "]"}], ",", RowBox[{"Text", "[", RowBox[{ RowBox[{"Style", "[", RowBox[{ "\"\<\!\(\*SubscriptBox[\(\[Lambda]\), \(0\)]\)\>\"", ",", RowBox[{"SingleLetterItalics", "->", "False"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"FontFamily", "->", "\"\\""}], ",", "Black", ",", RowBox[{"FontSize", "->", "10"}]}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{ RowBox[{"\[Lambda]i", "+", "0.1"}], ",", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]], FractionBox["6.25", "8"]}]}], "}"}]}], "]"}], ","}], "*)"}], RowBox[{ RowBox[{"Arrow", "[", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"0", ",", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]], FractionBox["1", "8"]}]}], "}"}], ",", RowBox[{"{", RowBox[{"\[Mu]", ",", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]], FractionBox["1", "8"]}]}], "}"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"Dashed", ",", RowBox[{"Line", "[", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"\[Mu]", ",", "0"}], "}"}], ",", RowBox[{"{", RowBox[{"\[Mu]", ",", FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]]}], "}"}]}], "}"}], "]"}], ",", RowBox[{"Text", "[", RowBox[{ RowBox[{"Style", "[", RowBox[{"\"\<\[Mu]\>\"", ",", RowBox[{"SingleLetterItalics", "->", "False"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"FontFamily", "->", "\"\\""}], ",", "Black", ",", RowBox[{"FontSize", "->", "fontSize"}]}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{ RowBox[{"\[Mu]", "/", "2"}], ",", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]], FractionBox["5", "16"]}]}], "}"}]}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"Arrowheads", "[", RowBox[{"{", RowBox[{ RowBox[{"-", "Automatic"}], ",", "Automatic"}], "}"}], "]"}], ",", RowBox[{"Arrow", "[", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"\[Mu]", "+", RowBox[{"\[Mu]m", "[", "f34", "]"}]}], ",", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]], FractionBox["1", "8"]}]}], "}"}], ",", RowBox[{"{", RowBox[{"\[Mu]", ",", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]], FractionBox["1", "8"]}]}], "}"}]}], "}"}], "]"}]}], "}"}], ",", RowBox[{"Text", "[", RowBox[{ RowBox[{"Style", "[", RowBox[{"\"\<2\[Sigma]\>\"", ",", RowBox[{"SingleLetterItalics", "->", "False"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"FontFamily", "->", "\"\\""}], ",", "Black", ",", RowBox[{"FontSize", "->", "fontSize"}]}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{ RowBox[{"\[Mu]", "+", RowBox[{ RowBox[{"\[Mu]m", "[", "f34", "]"}], "/", "2"}]}], ",", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]], FractionBox["5", "16"]}]}], "}"}]}], "]"}]}], "}"}]}], ",", "\[IndentingNewLine]", RowBox[{"Epilog", "->", RowBox[{"{", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"ColorData", "[", "97", "]"}], "[", "1", "]"}], ",", RowBox[{"PointSize", "[", "0.05", "]"}], ",", RowBox[{"Point", "[", RowBox[{"{", RowBox[{"\[Lambda]i", ",", "0"}], "}"}], "]"}]}], "}"}], RowBox[{"(*", RowBox[{",", RowBox[{"Text", "[", RowBox[{ RowBox[{"Style", "[", RowBox[{ RowBox[{"\"\<(\>\"", "<>", "lab", "<>", "\"\<)\>\""}], ",", RowBox[{"SingleLetterItalics", "->", "False"}], ",", RowBox[{"Directive", "[", RowBox[{"Bold", ",", RowBox[{"FontFamily", "->", "\"\\""}], ",", "Black", ",", RowBox[{"FontSize", "->", "10"}]}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"15.5", ",", RowBox[{ FractionBox["2", RowBox[{"\[Pi]", " ", RowBox[{"\[Mu]m", "[", "f34", "]"}]}]], FractionBox["11.25", "8"]}]}], "}"}]}], "]"}]}], "*)"}], "}"}]}], ",", RowBox[{"PlotRangeClipping", "->", "False"}], ",", RowBox[{"FrameLabel", "->", RowBox[{"{", RowBox[{"None", ",", "lab2"}], "}"}]}], ",", RowBox[{"RotateLabel", "->", "False"}]}], "\[IndentingNewLine]", "]"}]}]], "Input", CellChangeTimes->{{3.895207524427265*^9, 3.8952077663032837`*^9}, 3.895207868345312*^9, {3.895208668664829*^9, 3.895208669984865*^9}, { 3.895208789995199*^9, 3.895208790603132*^9}, {3.895208852260318*^9, 3.895208852893114*^9}, {3.895208907053636*^9, 3.895208909325506*^9}, { 3.924161579145795*^9, 3.924161601233445*^9}, {3.924161683147279*^9, 3.924161706499589*^9}, {3.924161755060856*^9, 3.924161863463529*^9}, { 3.92416326394566*^9, 3.924163267761709*^9}, {3.926761195167242*^9, 3.926761202022335*^9}, {3.926761477210664*^9, 3.9267614847470922`*^9}, { 3.9267618341854877`*^9, 3.926761834514394*^9}, {3.926761924210748*^9, 3.926761945522861*^9}, {3.927175946998015*^9, 3.927175962055725*^9}, { 3.927176043113257*^9, 3.927176043208865*^9}}, CellLabel->"In[31]:=",ExpressionUUID->"244eac76-0bbb-4e5a-9b06-0f294e654a3f"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"pS1", "=", RowBox[{"plotSpecWith\[Mu]Arrow", "[", RowBox[{"4", ",", "\"\\"", ",", RowBox[{"\[Rho]", "[", "\[Lambda]", "]"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.895206695763502*^9, 3.895206699170811*^9}, { 3.8952070659141197`*^9, 3.89520706748992*^9}, {3.8952078755934877`*^9, 3.895207930386267*^9}, {3.895208671944873*^9, 3.89520867356842*^9}, { 3.924161638762431*^9, 3.9241616551542883`*^9}, {3.924161914919391*^9, 3.924161915904595*^9}, 3.924163199007743*^9, 3.926760876790394*^9, 3.92676120921328*^9, {3.92676142139275*^9, 3.926761424824665*^9}}, CellLabel->"In[32]:=",ExpressionUUID->"28a195c1-e132-4911-80e7-05e2e1470f78"], Cell[BoxData[ GraphicsBox[ InterpretationBox[{ TagBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" 1:eJwV13c8Vf8fB3AZ2Vx7hnsvoqxKROX9LiVRSL7ID2lSRpRVSqEhlAZCRoTI yOaeW52oKJSSQmZRSSl7RX6nv87j+cfncx7nM96v96HvP2Z7iJODgyNoCQfH v2dT9pnOiMVF0iVLbM6xbSt8CDIT0h9eJIkNejPX/vrCvtBN220+LJJHpg/m uO88CT/Pb7joRS6SOxVUk2mnz0JwtOHTyNxFUnOm11VxVzhw3VjNkX19kRTX 5Jd6f/08XE3U3lhzapHMLpNL+ZR4EeTTNU51H1gkq6+12qX5R4JegdKElMEi eeXg6ONVTdHALpVbtVp5kbSscw2asb0CZixJHyu+RVLrlgmPUN1VcK4TGLz4 8S85IXJSP/nRNbjcN9U5HfqX3D6rM6KvcROSW38JXPL4S4bxpv7+XXYT7r/4 aiRt+5fkxcbAuvVx0FT84Za+2l+y+3fq5V8YDyJhlbv9GhfIITk7uLT8FigH FIVzVCyQb15tzWpIvgV6R3JKYtMWyIj7Hs0Ngomwa1eCaJHfAsn0fSp8+lsi xNEDG4dkFkibXXlqJyKTIVvKZ+7kkgUy1nHS9fzPZKjkP6zJ/2Oe3Gib5CBq fRvaRv+7tPzxPFlhXnq+RTQF5GvXmh48OE/WVXu+iwtLhTv7J4nu4j/k0u+X NXpk7kCJ/fB3r+Q/ZJxC+bcEvAO1Fl9k5yP+kHyeg3V9Hnegf/X7QHmHP2SZ 5Zf9+tV3QJ2rYrXDwhz5io5pK2wzIP+u//032+dIL7lIwicgEyoHxpOefp4h HX7tOz54IQs4rx/r8WyYIf031QtF38sCq40/GJKlMySfjIXsrxdZ8DX+c/7B sBlSfTTCeE4gG6S3vX3EozJDTiytyN8ekw1BeUWftrlMk+EFQ1WZ53Ngnc8R zaa2SbJstvtA165cOC//xdufnCQVzI627/DOhTd1bqWK9ybJqcfpfQmRueCh 7LjeO3CSvGTRfI/1OBcS35jtFJGaJJcsK3PYppkHs6tV/WxsJ8jagefqX6bz gJjuqW5tGiNtZ9zeN5zJh1Vacd2KlWNkqbO2S+7NfMh12855KH2M9Hw9kOmT lw/xL8ssJ/3GyDUGhpsrW/PB93Zkj5TMGCksEJ1guKIA1GA1t8O+UTLwhNUy nbcFoCIsmF764zd5+6BxNJ1WBE0rHJvYG4fI5C71u5zaxaDH3YChQkOk8c+P IgcNiiGue30Fdn4ntzSWSjyCYnC+ppz2PPg7ySl7lmFvWww/J78eay4bJGUV zveoBRWDcE2ARL/mN5IQG725jSwGK4ebTgLSA+T67BDNoe0lkM6b+rakq5P8 y5LSnbQohVBf/3DO052kgswThr9tKTh3WK7ZrdBJqrIVTw3vKQXZ/Lm4iT0f SXLFxmPNHqVw3crR0bCtndzv8Vpn18VSiIiX6H349j1pZHSmaNeTUnhtJtkR e6WZlN+SquKnVwanZ1nrRy4Wkt6hS4X+4yyHdFf1y1KdLfBWcvGtqksFRPXx NM7mfIG6930PA1MrwdjEyWlD5Ai4h5/NFU+pglcrpqxBZQq+Z/crGflVw5bP 5mYX102Bwq9Zmxj/aiCSbm94ZTMFIjfY9O6gasjl26T5v7ApuMSndDcotBrO f43mDPo8BQWNy/FadDVsyKRXFGVNwyRHfoVNdjXky+2UV9Kchdzv9C+SbdVw mS9rYH7VPLyxVLrYsYYFHwwfzd01nwce8590LwMWMNw/0Cz3zkPXlaSO+XUs IJ7zbUyKmQe+kd40WRMW/Az3jl/7bR4G9OSuG5mzwGrBwMwnZQG8jPlu0J1Z IDn28l7v0kUoPKj37ko4C5qHg9Z+GuZAqz0CL8dfssAxr3atxhwHJs5ODZk0 saDvoLDBsaVLsHTLwOyl1ywY6cw0WFBagqabJvok3rFAvOGVoZzNEmSMregX 72KBfQ7TeFfpElzVQOoWDbOgx7XZpCaQEyfZghdcRAk4LC8PfBGceM3dxNJd jIDf7w+CdSwnntj6QuSYBAEcO+eg+x4nBlbUxAbLEMBYr7Zptp0Tj+pZXDyh TI2XCTFdtZ4L/9fyIJ9fl4BfzermGYtc6LpyapC1g4ByyRPNRYLcWJ94+mOI FQGn9pD2D2W4kXB1+77ehgCefodDbbrc+OfmE7fK3QQoTkWGC7txo0aP5ZM4 JwIsFH88PPmEG32YOnHT7gRkezxYZRvGgxt7r3I6hhFwtPBP9d4rPGixqtam J5wAvbFt6J3Egy/fHKnff56AhyF9VpElPKiDe3QPXyKg5aqY1+NPPPjBK3DM /gr1fRUnclZsXopJqYpRfYkEOC9Zp8DFxYsXl58WTCgiQCjcvRRFeJHTyrCg 8QEBjzhvbQ+V48W64o/EYjEBStxTQbO6vBi8p4xxoIyA3qXlrb+defHJpyiG TDUB+4X0rnZV8qK5bC1Nv4aAIzIaSyqP8mHwaM5S0xYC5BMdEscD+HAus7be 7B0BDbKXdFeF8aFi2+y8eSsBK+S/uhTc4sNBEe9n5h8I+KmYRWQ+40MVa4Om tR8J8GWo+Mcq8WOwZ9fA808EBGrLfvNo4Ufh2GwH8jcB/C0XxpN6+JE5qF5w d4SAlMDxxYYhfow7261/cZSAGvK1rDaXAN43TO/fOk59r+0Fi9E1AjgttYv9 YIqAzMCxwpPxAmjgIX5Se4GAtQpuxP0MAeRLs1KbpPyCfFXXWSiAx1zc+dh/ CRjmy+vdWCeAYisaT2ziYMO623vFOKcFcKvQtf51XGx4RTb5RzkKYu+pk9ta +NjgdtA4jH1QED/rypw4w8+GMb7cKz99BfGSV0ebugAbZG0jcqwuC2J9kc1O f0E27B8wahcnBDHSO/nHrDAbZvjurb+tIIQyiT9pxeJsiC6UNG9aLoTt1g+6 TSTYoGQbbrewRgjPRIV9aaRsetvFe+8OIYx6UpvTJ8mGq9qS6cwzQjjddm9s QpoNqrZhnAU9Quj/2abuhTwbMle3KAkPCeHjwYqHaxTYoCzBXO8zKYROLt2a qZTlW5+d0BMSxr/zhIenIhtE7fm+lBsJ44xOwqnJZWyIMdizRHqrMM6lTGrY KbFBQOb+siAbYRT1Sbcqoczdbmlv5C6MIzpiHO7KbJjbE1v/KE4Yk5hUyKuw Idi4r1/pjjCKhwS4i9PZMCm/iuNcvjDmb4/ffoDySGfLus21wmjUYR3AwWDD Vxfp+3W/hdFzXNlLg8mGgybudcv/CGOG4J94H8qflKo/Ry4VwbxvC4ZllLt6 9yhYLhNBUMgbMFRlw9t9qTHNFiJIajZ80lFjg9XmX7l69iJ4eljutQflJgY8 v75PBBVp31ZnUK7r71vYHSyC36yUDwurs2HLs1XyFREi6FGWor+Jck1WuIF0 rAhe4H0YcoLyw0Oqx9qzRXBRn9P/HWVjs4BooxIRfGJqpLZkORuq1OvuJT8U wYmC1dbalEu/ufc5vxNBH5Uo4TDKei+q5x/1iCCX1VRGLuXCXH455SERLFPc 9OA15dwj+bs+cYgit1CMvrQGG9Qt5r03C4limkligSHluyt2Rt2VEcUdBrdT HSin/fhVe0hHFOtqkoduUFZogt46I1Fstc8wK6KcWHDtz/KtohhTVqrwgvJN 79X6Q/8TRbWRpaumKdOsImws3UWRXrPLT0iTOk86rV4Fx0Xxz/qqFSqUBUXV LguHiqJdubHLasqRvwOyfS6L4sv1vXymlJe+qatpjhNFicx72raUI4plevTu iOKEf0LjXsoc1z3mrueLoglH0WdPyqF+LOnxSlHs2DlyPJByT4B57ranonhu G7fWOcomp9qMUppFMfH+OvlIymmhhxtHOkWRnz9241XKC+GTzlsHRXEoiS/h BmXnS+d/JU2IYrBRDjP+33zP+TGIg4ZSRzy+/rOI+dvIjKU03GVt3RP3b/6G xLeNQjQcqHIS/DfeZ4eb/JQ4DYskoryv/Hvf6+UHVORoyA7u4r5E+bXN73wL ZRoaZdq8DaX8t6Vywl+NhmEjAy3+lHX+C92YvpKG4kdu8R+h7Nq29eLLVTSM qTwU8L9/67lHuHnckIaFGjuld1B+1Nkqo2RCQ8dyi5/GlH+6pLiZb6HmG3ea Xk5Zse9A3nELGoLaKUMJyjv2rxxLsaFhpXZWwTy1X6cHxozr7WmokNBqP0C5 4DARMepMw4KYpQYNlLsGw5oUDtCwfEDf4t/+bximufoeo+E28BXzo+x1rD0n OYBaD7rfM2vKKaPpv5+F0LCOaV+gRXl+UidMLpKGqnuL5T9R51EreOql6VUa dqRJZ1RTdp57JO4TR8MzQqbOVymz/+7Iqr1DQ7W4Jl99ykPnJId/5tDQqlOm gZuyPFfXWplCGmbf53H8d19O8XrWe7JomGmdIeb57/7QLg9JttDwR9mDufPU fTx6w2YNtNMw/uHgtBnlZEnZ00d6aNja46nJS3lO9p7w4yEapnst0wyn7juL /lzPnUsM/xdWnrSfqgeDd2NOXucXw4X8ekNpyrLqdrVsUTG0iq/gf0HVl+AV /btpimJ4h9Fvrk553ZolQSx9MeTyY69+RdWrqi0bHwkeFkOZhv6sZ1T9uxh9 YbuclxhKCQ4edqFs1/LqvfpxMfQNM/eaoOrlyF7XX5tCxVCR6xUuo7wi5Kxy cIIYxogmizhR9TetpCZsoE4Mr+1o1TxH1WevGX6RsSYxfBnkIbMgxYb1YJu8 2CKGpquHzYIptzd9LpXvFUPp4/s8j1D1XXyQa8BmWgyTUsTqDah8uKhkZvZo uTjmCNmWnKHyw+7Q1ZYGbXGM89Qs6RFiA7Pgg2v7GnH0y9Ee3Uj5iZF70DiI I/06rJqm8mjOLjJX01Ecz5bxF9lR+eUT3SCQECmOx9zEz7A52WA/Y9Xs810c lW/JBxhS+SnfHXlA8rc4PvkSWekzSUBPTe00a0Icz8MGn6wJAg5FG6jwcEjg nPk3EKTy119Jye+2tAQuDzzhUUfl980tw+IvTCWw+Htq0dggAW+uRdvT0yQw vkOWk0Hlf1zA86G6uxLYQIt/uryDAEenxVCvPAl8pxowtbKdgD7miXtV5RK4 Z2fJA12qf/hd6TSzs1ECuQbWe6pS/YdIt2byqRkJ1JUv6al9SYCl5ovud7aS WLkw5N5SRfVHKhla446SeDDBOSWmkurnpE+FiO+VxHuO0pNbKv71P1pyuzwl UcHSRry4lICxnli71xGS2PHKbOJYIQHJcQ6NL8olMfOrqGxCJgFDi1+rH0lL YWxA3/uT0QSkT5G83YpS6DO+bOnMZQLshhPt5xlSmH7aYJd/JAGPP1pMGOtK 4cYP+QbuFwi4UVGkW71NCk2zj681OEuAsWdgTmmwFB631a0KPk5A1AeeuHsf pdDPaYvDFQcC9D3fDLn2SWH9vccjP/6j1n8xeZP0Vyncu8y3w9yOgDWaer/P j0rhJsW1txaofrQrxMliP580XvniyLa1IECX/oBjmYE0zjQYu+RvIKDV09H7 xnVpVL/FlS+hQoDyknyzM+YyuFf9nGLBJxZ4OE31yVjJ4NV1vMtzellQXLYp pHS3DF4L+nEqrZsFmw+3P/jmKoPCjdoLlztYcLiRR842QAY/puq67XjLgqJ4 tx/qmTIo8t3MNPQJC0xWSF9780cG/StVz9xMZYHz7rAO5gNZbFZ0ETpqy4KE x5466ypkccs+np2PrFnwRtM+YgdbFme/bzssspMFWzhWagfUy2LVcJfy/W0s 0C5sPVfXK4uN1r236zew4O9SDY0jNDlUX2ool6zOgjvE68AiPznMpmsIJM5U Qz9dUdJIXx77YwdKG+OrQXzljO8XI3nUlsmMqbtRDZv1W19dB3l8PZ+0h4yt hjtmMZeGLOTxPeg23L9cDa6e83O398ljodipEY8z1fCxvOvT36vy6PP1W2bY wWpo2Zb64Nl3ebTRD5lRWlUNT7yVLG3SFdDh4cn+9qdVMLj2i+YHjWX4/KxP kmxVJVSpdQ9q5SvhGckHOzLOVoDPdqWWWn4VjA6NI4RWlsOm6wNub4RU8Omn ituvVctBsuP+725RFUwvsteOUSoHwsNQeFZKBYmW0V1zYuXAE2ljrstQwant LdqZM2WQUhf++LYxNf7SubOKz8ugwfTbfX9PFZz9IGmU4lQG6ibFEeqvVPCm /uZ9BYGlMGF3TJrjjQpqfQgSKT9WCjWeOnkdLSp4quzo+0rq/9g5qeB1TLsK KrWrJBc6lcKNiVy58X4VtFVdt3evSSks3s94QM6pYKf0+uLX3KXQLnOz01GD jnYN9C3FV0rg8mjAmugIOobZcdV8vVIMOUcn3e0v0pFXdWNk3oViqO33T6Ff puOaxJpnh84Uw/z7EzzVV+nIc5IR2OBVDL6EX9tAEh3bLrulm1oWg32Ed4hJ MR3v/nJ492NpMahKHXo62kXHOPA+f3G0CDZdHZh+2EvHQaWRIJPeInDlPagV +ZmOWw0U3L42FUHi7P54pUE6Hv2kcJsntwgEe9zcLcfpeNI++WyoSxGM5TgL ZvMz0H3V0RaT54VArrPb7WjAwA61vBi+SwXQasw85GbEwP6JW62PfQtgaMNY oMcGBurP1o85OxWA5KZrycGbGfi8fU+jtXYBHN3e9CnRioGXJ9Q9+FvyQdpp i2/HYQaOc/TnxUnng3eI/hWnWwwMeCF2VygqD8LPcKXvT2bgq82ZC4a+eZB4 tqX4aCoDW32e39xknwe1Eb6tp+4ysK81q3mYngeyMQUKtx8w8F3fsti0qlx4 lqJ6v7OegR/b4lVmO++BwmPJeucZBi6JevS6kDsHtGK7uvT+MDB48OXxim/Z sMEta4z7LwOT9UyFYxuywZlTX6mQi4mSHCeMKmKzIcVsd8CCCBN/qHO/qZLJ BsXm68w0NSb6CVdJvl+WBVp39hgd12DiNX1L48SFu7DBj25ttpKJwgVbXil1 3wVniZJTv/SYOPLnvwt+t+9CqsObtyYbmMhlsmKSX+ouKPWJnOu1ZeJjCc7p p3MZoFPyIb7sPyauP/DxlcyHDDAJT8u/5MhEjkeFztIlGeCqqtOm68pEvi1s RcHDGZDusVPn3BEmnvEZULjReAdURqO7VM4xUVQtNMCOJx30anePTYQzUXd4 /u/HojTAmwp8Ly8wsXrT2lP/OaSB29r8NX7RTCw+wqItyU6FjJMNUTUJTFy7 7h5NeHUKMDj5jfYXMpFRwiWkxZsEK51VtE4UM/HIk64bj64lgn6lofL5MibG 18hKfpdJhK1HD/PksJgYIvnsY6DSLbB6dmam8iETV1wMg4jUBLBXiv9RTzJx mzxEn5ZLAI+Wp2+/P2diHZHWs4M3Hny1Op/NvWBih+5vrZTgODh5caxKsImJ +y2Tvj//chOijOlp2i1M/JzeraFcegNuxq27bvKeiW16IllutBuQ8sv6vHU7 NZ9Cq1Kix3UozAw96tfDxEqtF1Y/uK5B5Xy8S/gnJi4/dnylftRVeGxfaHNz gNqvuuDRqJkYqC9+Zpr1jYkfwsai3K2j4Y1Al0HFEBPLTb9Or426DO0HxzXr hpno+ifEOC/zEnx6LLCsbYSJ7c0habmxF2BIlkEbHGdiBfNXma5pBIwdN+Ka nWKiV6jCpXPZ5+BPk80U/xyTqp/DbzJFQ4B7ucd3+QUmPnWJTurtOg5CMy9d uheZ2Bv9d32MjQ38H2V+zho= "]]}, Annotation[#, "Charting`Private`Tag#1"]& ]}, {}}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwV13c8Vf8fB3AZ2Vx7hnsvoqxKROX9LiVRSL7ID2lSRpRVSqEhlAZCRoTI yOaeW52oKJSSQmZRSSl7RX6nv87j+cfncx7nM96v96HvP2Z7iJODgyNoCQfH v2dT9pnOiMVF0iVLbM6xbSt8CDIT0h9eJIkNejPX/vrCvtBN220+LJJHpg/m uO88CT/Pb7joRS6SOxVUk2mnz0JwtOHTyNxFUnOm11VxVzhw3VjNkX19kRTX 5Jd6f/08XE3U3lhzapHMLpNL+ZR4EeTTNU51H1gkq6+12qX5R4JegdKElMEi eeXg6ONVTdHALpVbtVp5kbSscw2asb0CZixJHyu+RVLrlgmPUN1VcK4TGLz4 8S85IXJSP/nRNbjcN9U5HfqX3D6rM6KvcROSW38JXPL4S4bxpv7+XXYT7r/4 aiRt+5fkxcbAuvVx0FT84Za+2l+y+3fq5V8YDyJhlbv9GhfIITk7uLT8FigH FIVzVCyQb15tzWpIvgV6R3JKYtMWyIj7Hs0Ngomwa1eCaJHfAsn0fSp8+lsi xNEDG4dkFkibXXlqJyKTIVvKZ+7kkgUy1nHS9fzPZKjkP6zJ/2Oe3Gib5CBq fRvaRv+7tPzxPFlhXnq+RTQF5GvXmh48OE/WVXu+iwtLhTv7J4nu4j/k0u+X NXpk7kCJ/fB3r+Q/ZJxC+bcEvAO1Fl9k5yP+kHyeg3V9Hnegf/X7QHmHP2SZ 5Zf9+tV3QJ2rYrXDwhz5io5pK2wzIP+u//032+dIL7lIwicgEyoHxpOefp4h HX7tOz54IQs4rx/r8WyYIf031QtF38sCq40/GJKlMySfjIXsrxdZ8DX+c/7B sBlSfTTCeE4gG6S3vX3EozJDTiytyN8ekw1BeUWftrlMk+EFQ1WZ53Ngnc8R zaa2SbJstvtA165cOC//xdufnCQVzI627/DOhTd1bqWK9ybJqcfpfQmRueCh 7LjeO3CSvGTRfI/1OBcS35jtFJGaJJcsK3PYppkHs6tV/WxsJ8jagefqX6bz gJjuqW5tGiNtZ9zeN5zJh1Vacd2KlWNkqbO2S+7NfMh12855KH2M9Hw9kOmT lw/xL8ssJ/3GyDUGhpsrW/PB93Zkj5TMGCksEJ1guKIA1GA1t8O+UTLwhNUy nbcFoCIsmF764zd5+6BxNJ1WBE0rHJvYG4fI5C71u5zaxaDH3YChQkOk8c+P IgcNiiGue30Fdn4ntzSWSjyCYnC+ppz2PPg7ySl7lmFvWww/J78eay4bJGUV zveoBRWDcE2ARL/mN5IQG725jSwGK4ebTgLSA+T67BDNoe0lkM6b+rakq5P8 y5LSnbQohVBf/3DO052kgswThr9tKTh3WK7ZrdBJqrIVTw3vKQXZ/Lm4iT0f SXLFxmPNHqVw3crR0bCtndzv8Vpn18VSiIiX6H349j1pZHSmaNeTUnhtJtkR e6WZlN+SquKnVwanZ1nrRy4Wkt6hS4X+4yyHdFf1y1KdLfBWcvGtqksFRPXx NM7mfIG6930PA1MrwdjEyWlD5Ai4h5/NFU+pglcrpqxBZQq+Z/crGflVw5bP 5mYX102Bwq9Zmxj/aiCSbm94ZTMFIjfY9O6gasjl26T5v7ApuMSndDcotBrO f43mDPo8BQWNy/FadDVsyKRXFGVNwyRHfoVNdjXky+2UV9Kchdzv9C+SbdVw mS9rYH7VPLyxVLrYsYYFHwwfzd01nwce8590LwMWMNw/0Cz3zkPXlaSO+XUs IJ7zbUyKmQe+kd40WRMW/Az3jl/7bR4G9OSuG5mzwGrBwMwnZQG8jPlu0J1Z IDn28l7v0kUoPKj37ko4C5qHg9Z+GuZAqz0CL8dfssAxr3atxhwHJs5ODZk0 saDvoLDBsaVLsHTLwOyl1ywY6cw0WFBagqabJvok3rFAvOGVoZzNEmSMregX 72KBfQ7TeFfpElzVQOoWDbOgx7XZpCaQEyfZghdcRAk4LC8PfBGceM3dxNJd jIDf7w+CdSwnntj6QuSYBAEcO+eg+x4nBlbUxAbLEMBYr7Zptp0Tj+pZXDyh TI2XCTFdtZ4L/9fyIJ9fl4BfzermGYtc6LpyapC1g4ByyRPNRYLcWJ94+mOI FQGn9pD2D2W4kXB1+77ehgCefodDbbrc+OfmE7fK3QQoTkWGC7txo0aP5ZM4 JwIsFH88PPmEG32YOnHT7gRkezxYZRvGgxt7r3I6hhFwtPBP9d4rPGixqtam J5wAvbFt6J3Egy/fHKnff56AhyF9VpElPKiDe3QPXyKg5aqY1+NPPPjBK3DM /gr1fRUnclZsXopJqYpRfYkEOC9Zp8DFxYsXl58WTCgiQCjcvRRFeJHTyrCg 8QEBjzhvbQ+V48W64o/EYjEBStxTQbO6vBi8p4xxoIyA3qXlrb+defHJpyiG TDUB+4X0rnZV8qK5bC1Nv4aAIzIaSyqP8mHwaM5S0xYC5BMdEscD+HAus7be 7B0BDbKXdFeF8aFi2+y8eSsBK+S/uhTc4sNBEe9n5h8I+KmYRWQ+40MVa4Om tR8J8GWo+Mcq8WOwZ9fA808EBGrLfvNo4Ufh2GwH8jcB/C0XxpN6+JE5qF5w d4SAlMDxxYYhfow7261/cZSAGvK1rDaXAN43TO/fOk59r+0Fi9E1AjgttYv9 YIqAzMCxwpPxAmjgIX5Se4GAtQpuxP0MAeRLs1KbpPyCfFXXWSiAx1zc+dh/ CRjmy+vdWCeAYisaT2ziYMO623vFOKcFcKvQtf51XGx4RTb5RzkKYu+pk9ta +NjgdtA4jH1QED/rypw4w8+GMb7cKz99BfGSV0ebugAbZG0jcqwuC2J9kc1O f0E27B8wahcnBDHSO/nHrDAbZvjurb+tIIQyiT9pxeJsiC6UNG9aLoTt1g+6 TSTYoGQbbrewRgjPRIV9aaRsetvFe+8OIYx6UpvTJ8mGq9qS6cwzQjjddm9s QpoNqrZhnAU9Quj/2abuhTwbMle3KAkPCeHjwYqHaxTYoCzBXO8zKYROLt2a qZTlW5+d0BMSxr/zhIenIhtE7fm+lBsJ44xOwqnJZWyIMdizRHqrMM6lTGrY KbFBQOb+siAbYRT1Sbcqoczdbmlv5C6MIzpiHO7KbJjbE1v/KE4Yk5hUyKuw Idi4r1/pjjCKhwS4i9PZMCm/iuNcvjDmb4/ffoDySGfLus21wmjUYR3AwWDD Vxfp+3W/hdFzXNlLg8mGgybudcv/CGOG4J94H8qflKo/Ry4VwbxvC4ZllLt6 9yhYLhNBUMgbMFRlw9t9qTHNFiJIajZ80lFjg9XmX7l69iJ4eljutQflJgY8 v75PBBVp31ZnUK7r71vYHSyC36yUDwurs2HLs1XyFREi6FGWor+Jck1WuIF0 rAhe4H0YcoLyw0Oqx9qzRXBRn9P/HWVjs4BooxIRfGJqpLZkORuq1OvuJT8U wYmC1dbalEu/ufc5vxNBH5Uo4TDKei+q5x/1iCCX1VRGLuXCXH455SERLFPc 9OA15dwj+bs+cYgit1CMvrQGG9Qt5r03C4limkligSHluyt2Rt2VEcUdBrdT HSin/fhVe0hHFOtqkoduUFZogt46I1Fstc8wK6KcWHDtz/KtohhTVqrwgvJN 79X6Q/8TRbWRpaumKdOsImws3UWRXrPLT0iTOk86rV4Fx0Xxz/qqFSqUBUXV LguHiqJdubHLasqRvwOyfS6L4sv1vXymlJe+qatpjhNFicx72raUI4plevTu iOKEf0LjXsoc1z3mrueLoglH0WdPyqF+LOnxSlHs2DlyPJByT4B57ranonhu G7fWOcomp9qMUppFMfH+OvlIymmhhxtHOkWRnz9241XKC+GTzlsHRXEoiS/h BmXnS+d/JU2IYrBRDjP+33zP+TGIg4ZSRzy+/rOI+dvIjKU03GVt3RP3b/6G xLeNQjQcqHIS/DfeZ4eb/JQ4DYskoryv/Hvf6+UHVORoyA7u4r5E+bXN73wL ZRoaZdq8DaX8t6Vywl+NhmEjAy3+lHX+C92YvpKG4kdu8R+h7Nq29eLLVTSM qTwU8L9/67lHuHnckIaFGjuld1B+1Nkqo2RCQ8dyi5/GlH+6pLiZb6HmG3ea Xk5Zse9A3nELGoLaKUMJyjv2rxxLsaFhpXZWwTy1X6cHxozr7WmokNBqP0C5 4DARMepMw4KYpQYNlLsGw5oUDtCwfEDf4t/+bximufoeo+E28BXzo+x1rD0n OYBaD7rfM2vKKaPpv5+F0LCOaV+gRXl+UidMLpKGqnuL5T9R51EreOql6VUa dqRJZ1RTdp57JO4TR8MzQqbOVymz/+7Iqr1DQ7W4Jl99ykPnJId/5tDQqlOm gZuyPFfXWplCGmbf53H8d19O8XrWe7JomGmdIeb57/7QLg9JttDwR9mDufPU fTx6w2YNtNMw/uHgtBnlZEnZ00d6aNja46nJS3lO9p7w4yEapnst0wyn7juL /lzPnUsM/xdWnrSfqgeDd2NOXucXw4X8ekNpyrLqdrVsUTG0iq/gf0HVl+AV /btpimJ4h9Fvrk553ZolQSx9MeTyY69+RdWrqi0bHwkeFkOZhv6sZ1T9uxh9 YbuclxhKCQ4edqFs1/LqvfpxMfQNM/eaoOrlyF7XX5tCxVCR6xUuo7wi5Kxy cIIYxogmizhR9TetpCZsoE4Mr+1o1TxH1WevGX6RsSYxfBnkIbMgxYb1YJu8 2CKGpquHzYIptzd9LpXvFUPp4/s8j1D1XXyQa8BmWgyTUsTqDah8uKhkZvZo uTjmCNmWnKHyw+7Q1ZYGbXGM89Qs6RFiA7Pgg2v7GnH0y9Ee3Uj5iZF70DiI I/06rJqm8mjOLjJX01Ecz5bxF9lR+eUT3SCQECmOx9zEz7A52WA/Y9Xs810c lW/JBxhS+SnfHXlA8rc4PvkSWekzSUBPTe00a0Icz8MGn6wJAg5FG6jwcEjg nPk3EKTy119Jye+2tAQuDzzhUUfl980tw+IvTCWw+Htq0dggAW+uRdvT0yQw vkOWk0Hlf1zA86G6uxLYQIt/uryDAEenxVCvPAl8pxowtbKdgD7miXtV5RK4 Z2fJA12qf/hd6TSzs1ECuQbWe6pS/YdIt2byqRkJ1JUv6al9SYCl5ovud7aS WLkw5N5SRfVHKhla446SeDDBOSWmkurnpE+FiO+VxHuO0pNbKv71P1pyuzwl UcHSRry4lICxnli71xGS2PHKbOJYIQHJcQ6NL8olMfOrqGxCJgFDi1+rH0lL YWxA3/uT0QSkT5G83YpS6DO+bOnMZQLshhPt5xlSmH7aYJd/JAGPP1pMGOtK 4cYP+QbuFwi4UVGkW71NCk2zj681OEuAsWdgTmmwFB631a0KPk5A1AeeuHsf pdDPaYvDFQcC9D3fDLn2SWH9vccjP/6j1n8xeZP0Vyncu8y3w9yOgDWaer/P j0rhJsW1txaofrQrxMliP580XvniyLa1IECX/oBjmYE0zjQYu+RvIKDV09H7 xnVpVL/FlS+hQoDyknyzM+YyuFf9nGLBJxZ4OE31yVjJ4NV1vMtzellQXLYp pHS3DF4L+nEqrZsFmw+3P/jmKoPCjdoLlztYcLiRR842QAY/puq67XjLgqJ4 tx/qmTIo8t3MNPQJC0xWSF9780cG/StVz9xMZYHz7rAO5gNZbFZ0ETpqy4KE x5466ypkccs+np2PrFnwRtM+YgdbFme/bzssspMFWzhWagfUy2LVcJfy/W0s 0C5sPVfXK4uN1r236zew4O9SDY0jNDlUX2ool6zOgjvE68AiPznMpmsIJM5U Qz9dUdJIXx77YwdKG+OrQXzljO8XI3nUlsmMqbtRDZv1W19dB3l8PZ+0h4yt hjtmMZeGLOTxPeg23L9cDa6e83O398ljodipEY8z1fCxvOvT36vy6PP1W2bY wWpo2Zb64Nl3ebTRD5lRWlUNT7yVLG3SFdDh4cn+9qdVMLj2i+YHjWX4/KxP kmxVJVSpdQ9q5SvhGckHOzLOVoDPdqWWWn4VjA6NI4RWlsOm6wNub4RU8Omn ituvVctBsuP+725RFUwvsteOUSoHwsNQeFZKBYmW0V1zYuXAE2ljrstQwant LdqZM2WQUhf++LYxNf7SubOKz8ugwfTbfX9PFZz9IGmU4lQG6ibFEeqvVPCm /uZ9BYGlMGF3TJrjjQpqfQgSKT9WCjWeOnkdLSp4quzo+0rq/9g5qeB1TLsK KrWrJBc6lcKNiVy58X4VtFVdt3evSSks3s94QM6pYKf0+uLX3KXQLnOz01GD jnYN9C3FV0rg8mjAmugIOobZcdV8vVIMOUcn3e0v0pFXdWNk3oViqO33T6Ff puOaxJpnh84Uw/z7EzzVV+nIc5IR2OBVDL6EX9tAEh3bLrulm1oWg32Ed4hJ MR3v/nJ492NpMahKHXo62kXHOPA+f3G0CDZdHZh+2EvHQaWRIJPeInDlPagV +ZmOWw0U3L42FUHi7P54pUE6Hv2kcJsntwgEe9zcLcfpeNI++WyoSxGM5TgL ZvMz0H3V0RaT54VArrPb7WjAwA61vBi+SwXQasw85GbEwP6JW62PfQtgaMNY oMcGBurP1o85OxWA5KZrycGbGfi8fU+jtXYBHN3e9CnRioGXJ9Q9+FvyQdpp i2/HYQaOc/TnxUnng3eI/hWnWwwMeCF2VygqD8LPcKXvT2bgq82ZC4a+eZB4 tqX4aCoDW32e39xknwe1Eb6tp+4ysK81q3mYngeyMQUKtx8w8F3fsti0qlx4 lqJ6v7OegR/b4lVmO++BwmPJeucZBi6JevS6kDsHtGK7uvT+MDB48OXxim/Z sMEta4z7LwOT9UyFYxuywZlTX6mQi4mSHCeMKmKzIcVsd8CCCBN/qHO/qZLJ BsXm68w0NSb6CVdJvl+WBVp39hgd12DiNX1L48SFu7DBj25ttpKJwgVbXil1 3wVniZJTv/SYOPLnvwt+t+9CqsObtyYbmMhlsmKSX+ouKPWJnOu1ZeJjCc7p p3MZoFPyIb7sPyauP/DxlcyHDDAJT8u/5MhEjkeFztIlGeCqqtOm68pEvi1s RcHDGZDusVPn3BEmnvEZULjReAdURqO7VM4xUVQtNMCOJx30anePTYQzUXd4 /u/HojTAmwp8Ly8wsXrT2lP/OaSB29r8NX7RTCw+wqItyU6FjJMNUTUJTFy7 7h5NeHUKMDj5jfYXMpFRwiWkxZsEK51VtE4UM/HIk64bj64lgn6lofL5MibG 18hKfpdJhK1HD/PksJgYIvnsY6DSLbB6dmam8iETV1wMg4jUBLBXiv9RTzJx mzxEn5ZLAI+Wp2+/P2diHZHWs4M3Hny1Op/NvWBih+5vrZTgODh5caxKsImJ +y2Tvj//chOijOlp2i1M/JzeraFcegNuxq27bvKeiW16IllutBuQ8sv6vHU7 NZ9Cq1Kix3UozAw96tfDxEqtF1Y/uK5B5Xy8S/gnJi4/dnylftRVeGxfaHNz gNqvuuDRqJkYqC9+Zpr1jYkfwsai3K2j4Y1Al0HFEBPLTb9Or426DO0HxzXr hpno+ifEOC/zEnx6LLCsbYSJ7c0habmxF2BIlkEbHGdiBfNXma5pBIwdN+Ka nWKiV6jCpXPZ5+BPk80U/xyTqp/DbzJFQ4B7ucd3+QUmPnWJTurtOg5CMy9d uheZ2Bv9d32MjQ38H2V+zho= "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-3., 15.}, {0., 0.16976527263135505`}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {118, Rational[236, 3]}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> Rational[2, 3], "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-3., 15.}, {0., 0.16976527263135505`}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {118, Rational[236, 3]}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> Rational[2, 3], "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwV13c8Vf8fB3AZ2Vx7hnsvoqxKROX9LiVRSL7ID2lSRpRVSqEhlAZCRoTI yOaeW52oKJSSQmZRSSl7RX6nv87j+cfncx7nM96v96HvP2Z7iJODgyNoCQfH v2dT9pnOiMVF0iVLbM6xbSt8CDIT0h9eJIkNejPX/vrCvtBN220+LJJHpg/m uO88CT/Pb7joRS6SOxVUk2mnz0JwtOHTyNxFUnOm11VxVzhw3VjNkX19kRTX 5Jd6f/08XE3U3lhzapHMLpNL+ZR4EeTTNU51H1gkq6+12qX5R4JegdKElMEi eeXg6ONVTdHALpVbtVp5kbSscw2asb0CZixJHyu+RVLrlgmPUN1VcK4TGLz4 8S85IXJSP/nRNbjcN9U5HfqX3D6rM6KvcROSW38JXPL4S4bxpv7+XXYT7r/4 aiRt+5fkxcbAuvVx0FT84Za+2l+y+3fq5V8YDyJhlbv9GhfIITk7uLT8FigH FIVzVCyQb15tzWpIvgV6R3JKYtMWyIj7Hs0Ngomwa1eCaJHfAsn0fSp8+lsi xNEDG4dkFkibXXlqJyKTIVvKZ+7kkgUy1nHS9fzPZKjkP6zJ/2Oe3Gib5CBq fRvaRv+7tPzxPFlhXnq+RTQF5GvXmh48OE/WVXu+iwtLhTv7J4nu4j/k0u+X NXpk7kCJ/fB3r+Q/ZJxC+bcEvAO1Fl9k5yP+kHyeg3V9Hnegf/X7QHmHP2SZ 5Zf9+tV3QJ2rYrXDwhz5io5pK2wzIP+u//032+dIL7lIwicgEyoHxpOefp4h HX7tOz54IQs4rx/r8WyYIf031QtF38sCq40/GJKlMySfjIXsrxdZ8DX+c/7B sBlSfTTCeE4gG6S3vX3EozJDTiytyN8ekw1BeUWftrlMk+EFQ1WZ53Ngnc8R zaa2SbJstvtA165cOC//xdufnCQVzI627/DOhTd1bqWK9ybJqcfpfQmRueCh 7LjeO3CSvGTRfI/1OBcS35jtFJGaJJcsK3PYppkHs6tV/WxsJ8jagefqX6bz gJjuqW5tGiNtZ9zeN5zJh1Vacd2KlWNkqbO2S+7NfMh12855KH2M9Hw9kOmT lw/xL8ssJ/3GyDUGhpsrW/PB93Zkj5TMGCksEJ1guKIA1GA1t8O+UTLwhNUy nbcFoCIsmF764zd5+6BxNJ1WBE0rHJvYG4fI5C71u5zaxaDH3YChQkOk8c+P IgcNiiGue30Fdn4ntzSWSjyCYnC+ppz2PPg7ySl7lmFvWww/J78eay4bJGUV zveoBRWDcE2ARL/mN5IQG725jSwGK4ebTgLSA+T67BDNoe0lkM6b+rakq5P8 y5LSnbQohVBf/3DO052kgswThr9tKTh3WK7ZrdBJqrIVTw3vKQXZ/Lm4iT0f SXLFxmPNHqVw3crR0bCtndzv8Vpn18VSiIiX6H349j1pZHSmaNeTUnhtJtkR e6WZlN+SquKnVwanZ1nrRy4Wkt6hS4X+4yyHdFf1y1KdLfBWcvGtqksFRPXx NM7mfIG6930PA1MrwdjEyWlD5Ai4h5/NFU+pglcrpqxBZQq+Z/crGflVw5bP 5mYX102Bwq9Zmxj/aiCSbm94ZTMFIjfY9O6gasjl26T5v7ApuMSndDcotBrO f43mDPo8BQWNy/FadDVsyKRXFGVNwyRHfoVNdjXky+2UV9Kchdzv9C+SbdVw mS9rYH7VPLyxVLrYsYYFHwwfzd01nwce8590LwMWMNw/0Cz3zkPXlaSO+XUs IJ7zbUyKmQe+kd40WRMW/Az3jl/7bR4G9OSuG5mzwGrBwMwnZQG8jPlu0J1Z IDn28l7v0kUoPKj37ko4C5qHg9Z+GuZAqz0CL8dfssAxr3atxhwHJs5ODZk0 saDvoLDBsaVLsHTLwOyl1ywY6cw0WFBagqabJvok3rFAvOGVoZzNEmSMregX 72KBfQ7TeFfpElzVQOoWDbOgx7XZpCaQEyfZghdcRAk4LC8PfBGceM3dxNJd jIDf7w+CdSwnntj6QuSYBAEcO+eg+x4nBlbUxAbLEMBYr7Zptp0Tj+pZXDyh TI2XCTFdtZ4L/9fyIJ9fl4BfzermGYtc6LpyapC1g4ByyRPNRYLcWJ94+mOI FQGn9pD2D2W4kXB1+77ehgCefodDbbrc+OfmE7fK3QQoTkWGC7txo0aP5ZM4 JwIsFH88PPmEG32YOnHT7gRkezxYZRvGgxt7r3I6hhFwtPBP9d4rPGixqtam J5wAvbFt6J3Egy/fHKnff56AhyF9VpElPKiDe3QPXyKg5aqY1+NPPPjBK3DM /gr1fRUnclZsXopJqYpRfYkEOC9Zp8DFxYsXl58WTCgiQCjcvRRFeJHTyrCg 8QEBjzhvbQ+V48W64o/EYjEBStxTQbO6vBi8p4xxoIyA3qXlrb+defHJpyiG TDUB+4X0rnZV8qK5bC1Nv4aAIzIaSyqP8mHwaM5S0xYC5BMdEscD+HAus7be 7B0BDbKXdFeF8aFi2+y8eSsBK+S/uhTc4sNBEe9n5h8I+KmYRWQ+40MVa4Om tR8J8GWo+Mcq8WOwZ9fA808EBGrLfvNo4Ufh2GwH8jcB/C0XxpN6+JE5qF5w d4SAlMDxxYYhfow7261/cZSAGvK1rDaXAN43TO/fOk59r+0Fi9E1AjgttYv9 YIqAzMCxwpPxAmjgIX5Se4GAtQpuxP0MAeRLs1KbpPyCfFXXWSiAx1zc+dh/ CRjmy+vdWCeAYisaT2ziYMO623vFOKcFcKvQtf51XGx4RTb5RzkKYu+pk9ta +NjgdtA4jH1QED/rypw4w8+GMb7cKz99BfGSV0ebugAbZG0jcqwuC2J9kc1O f0E27B8wahcnBDHSO/nHrDAbZvjurb+tIIQyiT9pxeJsiC6UNG9aLoTt1g+6 TSTYoGQbbrewRgjPRIV9aaRsetvFe+8OIYx6UpvTJ8mGq9qS6cwzQjjddm9s QpoNqrZhnAU9Quj/2abuhTwbMle3KAkPCeHjwYqHaxTYoCzBXO8zKYROLt2a qZTlW5+d0BMSxr/zhIenIhtE7fm+lBsJ44xOwqnJZWyIMdizRHqrMM6lTGrY KbFBQOb+siAbYRT1Sbcqoczdbmlv5C6MIzpiHO7KbJjbE1v/KE4Yk5hUyKuw Idi4r1/pjjCKhwS4i9PZMCm/iuNcvjDmb4/ffoDySGfLus21wmjUYR3AwWDD Vxfp+3W/hdFzXNlLg8mGgybudcv/CGOG4J94H8qflKo/Ry4VwbxvC4ZllLt6 9yhYLhNBUMgbMFRlw9t9qTHNFiJIajZ80lFjg9XmX7l69iJ4eljutQflJgY8 v75PBBVp31ZnUK7r71vYHSyC36yUDwurs2HLs1XyFREi6FGWor+Jck1WuIF0 rAhe4H0YcoLyw0Oqx9qzRXBRn9P/HWVjs4BooxIRfGJqpLZkORuq1OvuJT8U wYmC1dbalEu/ufc5vxNBH5Uo4TDKei+q5x/1iCCX1VRGLuXCXH455SERLFPc 9OA15dwj+bs+cYgit1CMvrQGG9Qt5r03C4limkligSHluyt2Rt2VEcUdBrdT HSin/fhVe0hHFOtqkoduUFZogt46I1Fstc8wK6KcWHDtz/KtohhTVqrwgvJN 79X6Q/8TRbWRpaumKdOsImws3UWRXrPLT0iTOk86rV4Fx0Xxz/qqFSqUBUXV LguHiqJdubHLasqRvwOyfS6L4sv1vXymlJe+qatpjhNFicx72raUI4plevTu iOKEf0LjXsoc1z3mrueLoglH0WdPyqF+LOnxSlHs2DlyPJByT4B57ranonhu G7fWOcomp9qMUppFMfH+OvlIymmhhxtHOkWRnz9241XKC+GTzlsHRXEoiS/h BmXnS+d/JU2IYrBRDjP+33zP+TGIg4ZSRzy+/rOI+dvIjKU03GVt3RP3b/6G xLeNQjQcqHIS/DfeZ4eb/JQ4DYskoryv/Hvf6+UHVORoyA7u4r5E+bXN73wL ZRoaZdq8DaX8t6Vywl+NhmEjAy3+lHX+C92YvpKG4kdu8R+h7Nq29eLLVTSM qTwU8L9/67lHuHnckIaFGjuld1B+1Nkqo2RCQ8dyi5/GlH+6pLiZb6HmG3ea Xk5Zse9A3nELGoLaKUMJyjv2rxxLsaFhpXZWwTy1X6cHxozr7WmokNBqP0C5 4DARMepMw4KYpQYNlLsGw5oUDtCwfEDf4t/+bximufoeo+E28BXzo+x1rD0n OYBaD7rfM2vKKaPpv5+F0LCOaV+gRXl+UidMLpKGqnuL5T9R51EreOql6VUa dqRJZ1RTdp57JO4TR8MzQqbOVymz/+7Iqr1DQ7W4Jl99ykPnJId/5tDQqlOm gZuyPFfXWplCGmbf53H8d19O8XrWe7JomGmdIeb57/7QLg9JttDwR9mDufPU fTx6w2YNtNMw/uHgtBnlZEnZ00d6aNja46nJS3lO9p7w4yEapnst0wyn7juL /lzPnUsM/xdWnrSfqgeDd2NOXucXw4X8ekNpyrLqdrVsUTG0iq/gf0HVl+AV /btpimJ4h9Fvrk553ZolQSx9MeTyY69+RdWrqi0bHwkeFkOZhv6sZ1T9uxh9 YbuclxhKCQ4edqFs1/LqvfpxMfQNM/eaoOrlyF7XX5tCxVCR6xUuo7wi5Kxy cIIYxogmizhR9TetpCZsoE4Mr+1o1TxH1WevGX6RsSYxfBnkIbMgxYb1YJu8 2CKGpquHzYIptzd9LpXvFUPp4/s8j1D1XXyQa8BmWgyTUsTqDah8uKhkZvZo uTjmCNmWnKHyw+7Q1ZYGbXGM89Qs6RFiA7Pgg2v7GnH0y9Ee3Uj5iZF70DiI I/06rJqm8mjOLjJX01Ecz5bxF9lR+eUT3SCQECmOx9zEz7A52WA/Y9Xs810c lW/JBxhS+SnfHXlA8rc4PvkSWekzSUBPTe00a0Icz8MGn6wJAg5FG6jwcEjg nPk3EKTy119Jye+2tAQuDzzhUUfl980tw+IvTCWw+Htq0dggAW+uRdvT0yQw vkOWk0Hlf1zA86G6uxLYQIt/uryDAEenxVCvPAl8pxowtbKdgD7miXtV5RK4 Z2fJA12qf/hd6TSzs1ECuQbWe6pS/YdIt2byqRkJ1JUv6al9SYCl5ovud7aS WLkw5N5SRfVHKhla446SeDDBOSWmkurnpE+FiO+VxHuO0pNbKv71P1pyuzwl UcHSRry4lICxnli71xGS2PHKbOJYIQHJcQ6NL8olMfOrqGxCJgFDi1+rH0lL YWxA3/uT0QSkT5G83YpS6DO+bOnMZQLshhPt5xlSmH7aYJd/JAGPP1pMGOtK 4cYP+QbuFwi4UVGkW71NCk2zj681OEuAsWdgTmmwFB631a0KPk5A1AeeuHsf pdDPaYvDFQcC9D3fDLn2SWH9vccjP/6j1n8xeZP0Vyncu8y3w9yOgDWaer/P j0rhJsW1txaofrQrxMliP580XvniyLa1IECX/oBjmYE0zjQYu+RvIKDV09H7 xnVpVL/FlS+hQoDyknyzM+YyuFf9nGLBJxZ4OE31yVjJ4NV1vMtzellQXLYp pHS3DF4L+nEqrZsFmw+3P/jmKoPCjdoLlztYcLiRR842QAY/puq67XjLgqJ4 tx/qmTIo8t3MNPQJC0xWSF9780cG/StVz9xMZYHz7rAO5gNZbFZ0ETpqy4KE x5466ypkccs+np2PrFnwRtM+YgdbFme/bzssspMFWzhWagfUy2LVcJfy/W0s 0C5sPVfXK4uN1r236zew4O9SDY0jNDlUX2ool6zOgjvE68AiPznMpmsIJM5U Qz9dUdJIXx77YwdKG+OrQXzljO8XI3nUlsmMqbtRDZv1W19dB3l8PZ+0h4yt hjtmMZeGLOTxPeg23L9cDa6e83O398ljodipEY8z1fCxvOvT36vy6PP1W2bY wWpo2Zb64Nl3ebTRD5lRWlUNT7yVLG3SFdDh4cn+9qdVMLj2i+YHjWX4/KxP kmxVJVSpdQ9q5SvhGckHOzLOVoDPdqWWWn4VjA6NI4RWlsOm6wNub4RU8Omn ituvVctBsuP+725RFUwvsteOUSoHwsNQeFZKBYmW0V1zYuXAE2ljrstQwant LdqZM2WQUhf++LYxNf7SubOKz8ugwfTbfX9PFZz9IGmU4lQG6ibFEeqvVPCm /uZ9BYGlMGF3TJrjjQpqfQgSKT9WCjWeOnkdLSp4quzo+0rq/9g5qeB1TLsK KrWrJBc6lcKNiVy58X4VtFVdt3evSSks3s94QM6pYKf0+uLX3KXQLnOz01GD jnYN9C3FV0rg8mjAmugIOobZcdV8vVIMOUcn3e0v0pFXdWNk3oViqO33T6Ff puOaxJpnh84Uw/z7EzzVV+nIc5IR2OBVDL6EX9tAEh3bLrulm1oWg32Ed4hJ MR3v/nJ492NpMahKHXo62kXHOPA+f3G0CDZdHZh+2EvHQaWRIJPeInDlPagV +ZmOWw0U3L42FUHi7P54pUE6Hv2kcJsntwgEe9zcLcfpeNI++WyoSxGM5TgL ZvMz0H3V0RaT54VArrPb7WjAwA61vBi+SwXQasw85GbEwP6JW62PfQtgaMNY oMcGBurP1o85OxWA5KZrycGbGfi8fU+jtXYBHN3e9CnRioGXJ9Q9+FvyQdpp i2/HYQaOc/TnxUnng3eI/hWnWwwMeCF2VygqD8LPcKXvT2bgq82ZC4a+eZB4 tqX4aCoDW32e39xknwe1Eb6tp+4ysK81q3mYngeyMQUKtx8w8F3fsti0qlx4 lqJ6v7OegR/b4lVmO++BwmPJeucZBi6JevS6kDsHtGK7uvT+MDB48OXxim/Z sMEta4z7LwOT9UyFYxuywZlTX6mQi4mSHCeMKmKzIcVsd8CCCBN/qHO/qZLJ BsXm68w0NSb6CVdJvl+WBVp39hgd12DiNX1L48SFu7DBj25ttpKJwgVbXil1 3wVniZJTv/SYOPLnvwt+t+9CqsObtyYbmMhlsmKSX+ouKPWJnOu1ZeJjCc7p p3MZoFPyIb7sPyauP/DxlcyHDDAJT8u/5MhEjkeFztIlGeCqqtOm68pEvi1s RcHDGZDusVPn3BEmnvEZULjReAdURqO7VM4xUVQtNMCOJx30anePTYQzUXd4 /u/HojTAmwp8Ly8wsXrT2lP/OaSB29r8NX7RTCw+wqItyU6FjJMNUTUJTFy7 7h5NeHUKMDj5jfYXMpFRwiWkxZsEK51VtE4UM/HIk64bj64lgn6lofL5MibG 18hKfpdJhK1HD/PksJgYIvnsY6DSLbB6dmam8iETV1wMg4jUBLBXiv9RTzJx mzxEn5ZLAI+Wp2+/P2diHZHWs4M3Hny1Op/NvWBih+5vrZTgODh5caxKsImJ +y2Tvj//chOijOlp2i1M/JzeraFcegNuxq27bvKeiW16IllutBuQ8sv6vHU7 NZ9Cq1Kix3UozAw96tfDxEqtF1Y/uK5B5Xy8S/gnJi4/dnylftRVeGxfaHNz gNqvuuDRqJkYqC9+Zpr1jYkfwsai3K2j4Y1Al0HFEBPLTb9Or426DO0HxzXr hpno+ifEOC/zEnx6LLCsbYSJ7c0habmxF2BIlkEbHGdiBfNXma5pBIwdN+Ka nWKiV6jCpXPZ5+BPk80U/xyTqp/DbzJFQ4B7ucd3+QUmPnWJTurtOg5CMy9d uheZ2Bv9d32MjQ38H2V+zho= "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-3., 15.}, {0., 0.16976527263135505`}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {118, Rational[236, 3]}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> Rational[2, 3], "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, {Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], AspectRatio->NCache[ Rational[2, 3], 0.6666666666666666], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Frame->{{True, True}, {True, True}}, FrameLabel->{None, FormBox[ RowBox[{"\[Rho]", "(", "\[Lambda]", ")"}], TraditionalForm]}, FrameStyle->GrayLevel[0], FrameTicks->{{{}, {}}, {{}, {{0, FormBox["0", TraditionalForm]}}}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->{{Automatic, Automatic}, {4, Automatic}}, ImageSize->118, LabelStyle->{FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, Method->{ "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, PlotRange->{{-3., 15.}, {0., 0.16976527263135505`}}, PlotRangeClipping->False, PlotRangePadding->{{0, 0}, {0, 0}}, Prolog->{ ArrowBox[ NCache[{{0, Rational[1, 24]/Pi}, {4, Rational[1, 24]/Pi}}, {{ 0, 0.013262911924324612`}, {4, 0.013262911924324612`}}]], { Dashing[{Small, Small}], LineBox[ NCache[{{4, 0}, {4, Rational[1, 3]/Pi}}, {{4, 0}, { 4, 0.1061032953945969}}]], InsetBox[ FormBox[ StyleBox["\"\[Mu]\"", SingleLetterItalics -> False, Directive[FontFamily -> "Times", GrayLevel[0], FontSize -> 11], StripOnInput -> False], TraditionalForm], NCache[{2, Rational[5, 48]/Pi}, {2, 0.033157279810811534`}]]}, { Arrowheads[{-Automatic, Automatic}], ArrowBox[ NCache[{{10, Rational[1, 24]/Pi}, {4, Rational[1, 24]/Pi}}, {{ 10, 0.013262911924324612`}, {4, 0.013262911924324612`}}]]}, InsetBox[ FormBox[ StyleBox["\"2\[Sigma]\"", SingleLetterItalics -> False, Directive[FontFamily -> "Times", GrayLevel[0], FontSize -> 11], StripOnInput -> False], TraditionalForm], NCache[{7, Rational[5, 48]/Pi}, {7, 0.033157279810811534`}]]}, RotateLabel->False, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{ 3.895206699369146*^9, 3.89520674386379*^9, {3.895206800311884*^9, 3.8952068894420347`*^9}, {3.895206959308638*^9, 3.895206992894684*^9}, { 3.8952070620060863`*^9, 3.895207067724165*^9}, {3.895207143255886*^9, 3.895207260626754*^9}, {3.895207406363961*^9, 3.895207444229038*^9}, 3.895207478790277*^9, {3.89520759340065*^9, 3.895207626329248*^9}, { 3.895207672105403*^9, 3.895207766860739*^9}, 3.895207868876601*^9, { 3.89520792560944*^9, 3.895207930957688*^9}, {3.895208673993223*^9, 3.895208731333771*^9}, 3.895208855336532*^9, 3.895208910073511*^9, { 3.924161545406942*^9, 3.924161606347749*^9}, {3.924161639114283*^9, 3.924161707916535*^9}, 3.924161917425612*^9, {3.924163199195035*^9, 3.9241632684587812`*^9}, 3.926760829972809*^9, {3.9267608635048943`*^9, 3.926760947218087*^9}, {3.926760983716619*^9, 3.9267609989132347`*^9}, { 3.926761038325932*^9, 3.926761077719367*^9}, 3.926761157084555*^9, { 3.926761202690482*^9, 3.926761262528049*^9}, 3.926761385096426*^9, { 3.926761425364373*^9, 3.92676143349012*^9}, 3.926761485486828*^9, 3.926761551172861*^9, {3.926761617471798*^9, 3.926761626745406*^9}, { 3.926761661177988*^9, 3.926761668201248*^9}, 3.926761738520466*^9, { 3.926761836696477*^9, 3.926761880005011*^9}, {3.926761921727672*^9, 3.926761946295723*^9}, {3.927175956327639*^9, 3.9271759631334057`*^9}, { 3.927176015783972*^9, 3.927176044384246*^9}}, CellLabel->"Out[32]=",ExpressionUUID->"577d2755-a6c5-47a3-9e67-78c4a4c9e8b1"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"pS2", "=", RowBox[{"plotSpecWith\[Mu]Arrow", "[", RowBox[{"6", ",", "\"\\"", ",", RowBox[{"Style", "[", RowBox[{ RowBox[{"\[Rho]", "[", "\[Lambda]", "]"}], ",", RowBox[{"Opacity", "[", "0", "]"}]}], "]"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.8952070062646313`*^9, 3.8952070063126*^9}, { 3.895207089642592*^9, 3.8952070914663*^9}, {3.8952079701475897`*^9, 3.8952079709309177`*^9}, {3.895208773410845*^9, 3.895208774210402*^9}, 3.924163254848674*^9, 3.926761180572352*^9, {3.926761451041807*^9, 3.926761459473476*^9}}, CellLabel->"In[33]:=",ExpressionUUID->"e68d9ce5-814e-4498-aeeb-52ccf1b87537"], Cell[BoxData[ GraphicsBox[ InterpretationBox[{ TagBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" 1:eJwV13k4VN8bAHDylRTZxswYe5ihhYpE4X1RKiWVkkqUFomSLJWibGXLHonI ll22Yu5IpahIJMkuImtlz1Z+9/fXfT7Puc+59z3Le94jb+N44MwSLi4uZ24u rv8/BVL6KJdfyIEAT6lHSb4RLP4ZLhiKsYVPHOaduJ/nof/De5fJNV5QIe2n +PyPG3yMo+v+cgqG82OnT9fe9YBjT4uWTLZFwsutx66JuXrBR6m2H6OesbDl 3c2OqCofMPBdUvNTPhGszu1du9jsB61TUYddbZIhknrDuqPsDkRlZryfUE+D 7xmHnwbfCIBlIvW5o01ZwGnQDbHODIaKN99lHTNywYOe9n6zbAjolc2/m9bJ h730k1aOPqEw4yi01XVlEYxqcgxfCYXDl10SLhpXiuF3OBsP5IZDoYJC7kTX U4j+PPbAaXsEOHzVlL1cUAobF7aJHbaNhC49Kx7Hg+XQtFv2n+iNe1BGP6ej +vwF7PyWZkibvQd7ZkuJ6YiXoLx2ONDIORpUPldMPJ1/BRLSH8ubrGPg++2m Mxq1b0AoVv1soXQsHP71d9eGS9XQ5VW9XdUwHozavH+EKdZAXWvoG72keNB4 x+cz2lwD568Wp/L9iwfhZJGyJ/q1cLTv1eHxoofQlyVKi+GvB11gjJqJJkKi FTNAvK0Bvsw8yz9b/wiUJ49wd+t8hubPgRtz5x5BYcDdazkJn6Fy079dtxST oKp40s7QphHCNxQrtbglwa/lr42dBr+AvbFtXzo1GXRKrAVq/zSDpvARi4Ft KdAqFBvqS+mC8rszqv/OpcHptA98+9y6wGnBcUoxIA1+buG6JdncBZKP8taK ZaYBV5G6VovJN9gTw/9+10AaUDofKF8S6YbNF65v0D79GHQ07PgT7vfA5Uee 0HwgHQK/8dbMPu4D8fmDL+uFMmHuQU5VYmMfbA9alL6vnAl2h8wqti/5AXZW s2Gonwk7qx+xw4//AI3KEWnNy5nAV7w1Q4XSD42uaYbPGzLB946T3xGvAbBy LvnrFZIFN1U7gH1sGPYLxd2tG8+GLXpHj+r4j4JKaqGDi3sejOSuPxufMApu 6b2ZjLt5kCDNd3mheBTCUq6Z5ifmAc/fooCy7lG4t2dqd9abPPjAEWTrbB2D 2GU8eu2CT8Ba+xVN99cYbPfhvrLv4RPw1VD+ontwAv67Z3kq2iIfaldPm4Lc NHgd0FB9alEA23p2Gt3WmobLNnxvZk4UABEbp1O7bxrYayZKNtkVQMYyfZVj XtNw1yOiK+5aAfj+CFpypWcaeD3HVRkPCkAnWf5pXuof2P83xv9HSwFkS5gw ZFRmQXnG+/afg4UQsCy1d2HDAtjcaVkbsKUI6n5e2dT9kwtvMjZytIqL4Vcd c2fSIg8m2LS+fiv0DCy5tSR5ePiQu9yhdOmGEnBbR+8/18CPJ0WGfZqopcDf 4DcR28mPS2Q2nLvAKIV4t4nF6iF+bM24Vs0tUwqvXnykr+NZjvFRdwQVlEpB 4ICf8Zj6cmyUv5GzQ70Ukt3Gc6/dW465RYeRYVoKtS8+uARarMC5NkPBEd9S UDzgtSSnUwDXl1f4XB0k39/YICM4JIA73qt1GY6UgqyYwtaLUwK4Kq4YBX+X AqPxjfN6AUFUWZJNfzBZCkLmy/qKtQUx6/Bj1fjFUpg7Evr2eZQgnt2r52Mg zoZPJx8G1xmvRIk63rVSwAZPJzZ14pkQcllNKyjeZUOn686MHa+F0Clk7770 UDbouX/Vjq8TQj3KCnPlCDb89Z6y3D4ghO4Sm0cVYsj26vufagSEsXCs+RJ3 EhuetzXSZPSEEZMz15oXs4Hzb09qxSNhHHFTLTzfwoahW5SfI4+Fkc4M3ZTV xgYGT/smWq4wjhlS0vo72ODOZ//Wni2MovFFxpY9bNgiHDBEaRDGa+qbX6wd ZgNbvnK9LY8Ifg9KrDi/wIaSbbrPV5wVQajoJKykCbgd5LdLwkEE//Nov2Em S8DBhtovzMsiOCQWY2IkT8CotdUvfU8R/CS1KMVUImD19ZuyV6NFcEoz6ebH tQQkFLzy6q0SQWfuiMKKrWR/MkZGz1miKDzZl7bVguzvTEhD9TpRvDtyXGDi CAEKOU1WzeqiOFzuEJJxjICX2rZXJkAUd8DbH4LWBMwd9M9QsRBFydqH46/O EHAxqHp5tL8oGkJyVd1lAsxn9tZdHBTFsX/USt8gAhgd/qcov0WRXrvr+49g AjpfVfxhT4riCXPTMztCCDgTpCnHyyWGK3Ib7vGEE+AiI+MURxXD9uL0J+ei CYjc9lP0naEYOqR+Xeh7REB9WJC5fIIY/h2VScgrJiDKtXKoKkUM09ceyOl4 SoDF0UVPh0wxXLb+qdKKEgK+KTinlxSL4UHzb0dPsgn4/ezojEmNGF75Ht44 95yAlR0qD9xnxFDfMGxjTxUBu1XedXw+QMFb1qvHfb4SwCWXtHbCgoLzOZpc 0c0EFFPdr4taU1AjPlL7cQsBMv+tldhvT0HPHGm1V20EjHeGHvzoQ8HUVsc1 3V0EPIg6XPOumIKns5Nj3vcTYBq0njFAUHBY/bdz+QAB/3nz2/G9oqBDbpNn wSA5no6cpUa1FAzk3yofMUyAgbGswes+Cu69kPJQ9zcBQ4s/Sp9TxfHU5OxD 3WkCEqdf8HVIiaOOspq7+B9yPn/eN19YJY4eer13hkmXtxpPblETR8Xya1oR swREPM1TK90hjk0mv8bfLxCwxd7tceFVcbScTRztWcKBwCbeqPRWcbzedIFe JsgBDfv6IatvZLtL9V/TlRzoXHygT/0hjrpGvAd7SKurrP/tOyaOfA7uZkuE OdB+/aixzTIqWniLJ6mJckBN/gmXtCYVT3SUBQGVA61Prx1u3ErFRjndQIK0 r/G2vCB9KsaqCM2r0zjQ7NxybG4PFfUb59VX0TngXcVT8vUUFZt2q/GOSHCg 0d7iQkQ4FQu8mjdtkuaAJ5fCm10xVAyMSbeJIa1y7yeD+yEVn9Knl8z8v73c +51jBhW995slFMtwgCWSq2Dygor39Wv1JeU40JB2xf2/Sirya1sIOJG+scXg E6eairaBXcaVpOtPffVc3URF6zgpRTt5Drg/427l+0nFTsXPOxNWcUBx94f1 L8ap2Hutsrif9Meu6DtuM2T/s7L31BQ4oMC/dlMfDw2L9usVEaQ/HDMPq2DQ 0PaS7dlyRQ64jcr1X5OjoRNPr9s8aXm/Yd0NTBoqByksaCqR7Xm3hhM30HD+ s9iZTNKy3NlGHjtp2D37puA6kwPnjk5/o+2l4esk46vZpPOL9K8XmtHwzIjW 6xbSBmebn/Rb0TDG68KPDSwOBL1QMPY+TUOqTkX5MdKNdMdeqfM01LkWL+lL +mwNr8QBVxo25M7b1JN+ori/aMSdhpxVd00mSc94xJvcuUVDQ/HnZVRlcr2s V/cuC6JhwKuVKodJfw7wlDocTsOBpVuZrqSlvr9/NhZNQ71uRkY46bx7J4aZ yTTUfMm3pYr0n1/Zfq/SaahuLW3cSRp3/pG1zKVh/9s/nZOkA5IMiOlCGm7K eTDDr0LO19zdg+GlNPx1kz9GmrTkwZZfa8ppWHl1B6FG+nSuYkDVaxqeDjls g6Rzl15SOPmehtbuOqGmpKetOc/nP9IQS2fwOGlgL7WIbqShl1/IFTvS/qIH xte30vB+9+JGF9Kf7B8G13SR37u719mDNKNygHm2j4Z9gje0/EifktF4xTVM w67HAd5BpHOu3DwWN0rGd+Lq/jDSU/XVU5umyfh5dqVFktZbTQ2rn6fhHskF j3uk7/icXG3PTcf8qfC2/7u+PecNLx8d2UnLy6NIS2jOWD0SoGPx6BmlCNI2 oYazW0TpOOiaIhJCOnsgJPILjY7Jtyu8/UlP6reuuyRNR/ktFVe9SOvGKb1b rkDHx3ZJE1dJ3568ZJOmTMcL+VYTF0nXmZQtgCods+xnrpwiTU/ni2lVp2MQ 4eBlTvokl9kGV206qnuyhXaSzjqSUCMEdHx5pH2VFumJwsEzWdvoqF3YQDBJ 6whs4tpuTMdHebFfxUjXltdouB+iY8tMcOIgOZ9UOq2OcoyOO6wKjRtIWznZ 2D05Qccv0Q/c2aRHFWYf9trT8SJvyjkf0toe27RuOtFRzYZgniXt3RTaIHGF ju5d3nY7SFMCmHym3nQ80yHqwUv6eI9T0uAdOp6OrDPpIdfr463Pt/repWNa IyvlOWmtX2aX2PfpuKEkos2RtKWZV4vCEzr2hz3wriD3S3S5varWUzpOgMK5 UNL1KuY+ezh0bHUaCDlKehvXmnWub8nxNFxMHCb347rcxltVXXQ89mdN3Qy5 f8/RX3xp7aOjyeVzz0tIJ/tkrv49TMc+x9sjLqSpRz0baTPkfPOoCw6R+eDf UmVlO2EJdOCqN39B5g+ty6IeHlQJPGMTb3yJ9OWOhU/hUhIYHtniKUv6R9Gn 64SyBPZE2GZcJfNR3YnrdSv0JVBIk++fOJmvHhEf3fKcJFD+QFfKghSZb5XY NRVXJFBJKD06nDQlPEXuq4cEGmWUvVMk7W97tXoxQAIPZd8Y2i7JASfKKpn9 yRJog8PyzmS+NbjoWjnRIIGRldp7romT+bHFmrGsRQLNSrVUxikceLbN2FGq SwLLtZdvsyO9WlJWYvuwBFp2sTceEOOA6Lt3DtE8DDxSZTy2UoQD3+WlKNoa DCxn8bSqC5Dta2Yu9WkzUDlQzjNuBfk9jcbacGCgm/rD+9ykHxkF3xkyZqC0 6O717/nJ9WK/MBd3koHy7/z7t/OR8RW3d/8LYeClX4rHp7g5sLy8VC87ioFr E02PbiOt/TYq7vADBuqXUz6Ec3HgfsueQ/lpDGy5MCGgvEjWK//K3p0sY+BX gRguA/I8bNjx8MmbQQbWWK+PXEOer0v2XxNw+s3AlNvLak5OEbDh6CE76SkG 5hs4ukZPEhDmIKjgxiWJ2anH5OfHCdgb7hHNokmiFFR9KiDP6/etxz0Ct0ni GesUl0byvH95QWb3vkRJ3NC9s+AnWT9884+1cUuTxLHT5pXtZH3BnUpxj8+W xCT9Qq5qsv4waF2eOVAiiczXTiMJXwioNPqz1KteEo9nvwrf+ImAatn6igJu KZy9/amL6x0BjZ+8toidlsLesPTGzWR9NDmysF/7vBQWDdtaDhcSIL7sqp31 JSn8KhXM87CAjF/v4v3sG1L4wKwvby6PgJaso9OG96SwY2Hp5cRMsl7zUS90 qZLCidB+u5AEAgY29ak0KUsj362qpVx3CEgX7/btUpXGOSEuSU8/As5OtXcN aEjjbfdU8zkfAvqKG+/NozTOnBw0+HmLgB71N9zyR6QxZMf5H2XuBLRvSGmx D5DG93dmhHgukvXdupMB3EPSWN46EKBsRkCJUsfA2mwZ/Pvgs/VrGgEOKdW7 P+bL4Ba/zuwhcQLk5EvzHJ/J4CrDzzuEKQQESkW6FL6SwevIf9FcmABLsV1c Ws0y6KJ51e7jMrKe435KM+SVRc9t7u8dZtlg3B5sdMRaFkU0D948QdbzF3fJ NFTwy2F/2USFQBQb9MN7T9QLyKFL2qBfZDgbKC1ZvzuE5DBb2mgdnbxPEOc2 C86Ky+H0fBlTMpANvP77dqqtkkO5HVDEd4sN8VXe5XFb5NBp42iquz0bqg37 s1zs5XBMsNXsNbKBqZfvw6yVQ7Ev1cdLe0th8qAjlateDosq75/60U3ev+xV M1sa5LDszSZ70a5SsIzN+RjcLIeD+Qoep1tKIWIyQ2Liuxyeo0TcH60thcWs pCcv5uSwcJ+KSMazUmimRbZZKMujxBTvbMjtUggYc1UP8pHHAfLCIyJXCi+0 DppZaK7CHal9I4a6JSBZTnlrObMKgyYWbu6VegarlvBr2+QqoPcP5cHt34ph r2/XvwQnRYyMFNJp3FMEB3J/T113UcSYlDlRW6MiONS0OGJxRRG/j0hGT0ER WCrLtYl6KOLv0bBQXvUisPtwouS2vyJm8+l/HqUXgS+lx/FioiJKhx5PHP1e CERq7zfdWkU8LGK5z9mtEJQqByvalZWQ12BnrGlwAVzdRxzLXqOEt/i6+Gt8 C6C6LXDymqoSjrEMRtGjAC6Nr2HSNJSw9tNjbqmL5P1b9mLAflDCfScC7UJM C2Cf+7hp1SElXJYzm3pcpADc1ebbn3gr4aZ1a0wcwvLhA1Hj6umnhEILJSIs /3yQNYpfaeKvhP/1J+i13cyHN5a6OHRXCbXbfTLVHPNBKPBmimKsEpYsSUu7 Y5IPqb0852OfKGHU7QO9Q8vyoS5W4I93uxKq+wtKH53MA0be2gshXUoYvMLI 2/FbHpyt2PM9tkcJaU9U2pw+5MHCUHBd/oASurrmNeik5oGKjmBG56QSDjZQ HvcfyAOfTsEjWwSZOLy99MKFnFzYrCDEGdNlIn+1C3Vhbw54b1bb8BeZ6KF+ X9pSKwc+7jZNX7aNiSoPgzakyOfAaZfQSFljJhoKQnDfRDaEVwo5mJgzMfG/ BpZGTDYM2wpLZ15kYpuf87Ly5ixIzBG5eSKRiTL0meYz2zOhN3T17OZkJnY4 30lvW5sJq50NnYXSmKg6ktyykZIJz7RdbcuzmPixbMWCT08GfKxqNpV6xsTq 40e/PvbIgH/fEuWaPzDJ/Kz6Myo3HSzFVStM55gY0Ws7wRlNg+QZIx3WXybS wmbHbn1Og4E262f/Fsn/3fZ6mvosDVySw7NyeVnY1PNVsMg9DYLVpiJWiLDQ 5PEZ8XvcacDZVXbqLYuFc5fvvdTiTQWGpzEvHGJh58ugL/+1J4HFUKGlmQUL 9xlFJFUWJUGMuWSx7TEWJq4a5JUNSgKK2ohN2EkW3v+lIhumlQQrv9192X2B hTd8JlTFQh7Bnj3TtOlLLMw0EFXQt3kEQaVWjstdWLhT2Dt9ZNMjWBauJqPu zkKiMM7dvCQRlhh8uu57m4XJ3S77b2ECYJ725/sBLNzkXMGd3fUQbjKSV+cG szAhs9vWw+MhLIxfbvkSwcLvK30muovjYTqFspmVSPbntmXfiHAcaAh7hGxN JuNRiP4Sl/IAnG/09Zmmkf35LZaf0XgAowefRV3NZuHL/ry9vaaxMMRrMf6+ hIU6Y2L3DexjQPnyy12dBAsPmZit8xuOBttO5aTx5yx0NxuTqj0XDb3PZk0l 37BQTrf3V9iRe7BKwSZd7S0LJT61Cd39EAUnQ6v/GVazcDaC72Dw1ijotI3L dahn4cc1cv5KApEg1cjD6/WZha8Vlw70OETAMXSwvNdEjuduH57vb8Ohma67 orydhRufd+4ZswsDql+aTUMXC9XWf2P6WYXCoTFB4kcPC+urU475Nd2Fhved 54QGWZhlzpUX6hUIwpo7XiqMsLD46bzi7mx/ME1+QtP6zUKm/dm5O3m3IWQl 3XHPOAsvvC3Uod3yhQ/ut6pOTLFQMNxwDddKb1jePyDtOsNCy+lav1BHT9hl tt81YJ6FjO7PY3z2V8D/BfvDw38sjI7TEI0UPw/nfb+valkk46u5+hV37of/ AVhmp4Y= "]]}, Annotation[#, "Charting`Private`Tag#1"]& ]}, {}}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwV13k4VN8bAHDylRTZxswYe5ihhYpE4X1RKiWVkkqUFomSLJWibGXLHonI ll22Yu5IpahIJMkuImtlz1Z+9/fXfT7Puc+59z3Le94jb+N44MwSLi4uZ24u rv8/BVL6KJdfyIEAT6lHSb4RLP4ZLhiKsYVPHOaduJ/nof/De5fJNV5QIe2n +PyPG3yMo+v+cgqG82OnT9fe9YBjT4uWTLZFwsutx66JuXrBR6m2H6OesbDl 3c2OqCofMPBdUvNTPhGszu1du9jsB61TUYddbZIhknrDuqPsDkRlZryfUE+D 7xmHnwbfCIBlIvW5o01ZwGnQDbHODIaKN99lHTNywYOe9n6zbAjolc2/m9bJ h730k1aOPqEw4yi01XVlEYxqcgxfCYXDl10SLhpXiuF3OBsP5IZDoYJC7kTX U4j+PPbAaXsEOHzVlL1cUAobF7aJHbaNhC49Kx7Hg+XQtFv2n+iNe1BGP6ej +vwF7PyWZkibvQd7ZkuJ6YiXoLx2ONDIORpUPldMPJ1/BRLSH8ubrGPg++2m Mxq1b0AoVv1soXQsHP71d9eGS9XQ5VW9XdUwHozavH+EKdZAXWvoG72keNB4 x+cz2lwD568Wp/L9iwfhZJGyJ/q1cLTv1eHxoofQlyVKi+GvB11gjJqJJkKi FTNAvK0Bvsw8yz9b/wiUJ49wd+t8hubPgRtz5x5BYcDdazkJn6Fy079dtxST oKp40s7QphHCNxQrtbglwa/lr42dBr+AvbFtXzo1GXRKrAVq/zSDpvARi4Ft KdAqFBvqS+mC8rszqv/OpcHptA98+9y6wGnBcUoxIA1+buG6JdncBZKP8taK ZaYBV5G6VovJN9gTw/9+10AaUDofKF8S6YbNF65v0D79GHQ07PgT7vfA5Uee 0HwgHQK/8dbMPu4D8fmDL+uFMmHuQU5VYmMfbA9alL6vnAl2h8wqti/5AXZW s2Gonwk7qx+xw4//AI3KEWnNy5nAV7w1Q4XSD42uaYbPGzLB946T3xGvAbBy LvnrFZIFN1U7gH1sGPYLxd2tG8+GLXpHj+r4j4JKaqGDi3sejOSuPxufMApu 6b2ZjLt5kCDNd3mheBTCUq6Z5ifmAc/fooCy7lG4t2dqd9abPPjAEWTrbB2D 2GU8eu2CT8Ba+xVN99cYbPfhvrLv4RPw1VD+ontwAv67Z3kq2iIfaldPm4Lc NHgd0FB9alEA23p2Gt3WmobLNnxvZk4UABEbp1O7bxrYayZKNtkVQMYyfZVj XtNw1yOiK+5aAfj+CFpypWcaeD3HVRkPCkAnWf5pXuof2P83xv9HSwFkS5gw ZFRmQXnG+/afg4UQsCy1d2HDAtjcaVkbsKUI6n5e2dT9kwtvMjZytIqL4Vcd c2fSIg8m2LS+fiv0DCy5tSR5ePiQu9yhdOmGEnBbR+8/18CPJ0WGfZqopcDf 4DcR28mPS2Q2nLvAKIV4t4nF6iF+bM24Vs0tUwqvXnykr+NZjvFRdwQVlEpB 4ICf8Zj6cmyUv5GzQ70Ukt3Gc6/dW465RYeRYVoKtS8+uARarMC5NkPBEd9S UDzgtSSnUwDXl1f4XB0k39/YICM4JIA73qt1GY6UgqyYwtaLUwK4Kq4YBX+X AqPxjfN6AUFUWZJNfzBZCkLmy/qKtQUx6/Bj1fjFUpg7Evr2eZQgnt2r52Mg zoZPJx8G1xmvRIk63rVSwAZPJzZ14pkQcllNKyjeZUOn686MHa+F0Clk7770 UDbouX/Vjq8TQj3KCnPlCDb89Z6y3D4ghO4Sm0cVYsj26vufagSEsXCs+RJ3 EhuetzXSZPSEEZMz15oXs4Hzb09qxSNhHHFTLTzfwoahW5SfI4+Fkc4M3ZTV xgYGT/smWq4wjhlS0vo72ODOZ//Wni2MovFFxpY9bNgiHDBEaRDGa+qbX6wd ZgNbvnK9LY8Ifg9KrDi/wIaSbbrPV5wVQajoJKykCbgd5LdLwkEE//Nov2Em S8DBhtovzMsiOCQWY2IkT8CotdUvfU8R/CS1KMVUImD19ZuyV6NFcEoz6ebH tQQkFLzy6q0SQWfuiMKKrWR/MkZGz1miKDzZl7bVguzvTEhD9TpRvDtyXGDi CAEKOU1WzeqiOFzuEJJxjICX2rZXJkAUd8DbH4LWBMwd9M9QsRBFydqH46/O EHAxqHp5tL8oGkJyVd1lAsxn9tZdHBTFsX/USt8gAhgd/qcov0WRXrvr+49g AjpfVfxhT4riCXPTMztCCDgTpCnHyyWGK3Ib7vGEE+AiI+MURxXD9uL0J+ei CYjc9lP0naEYOqR+Xeh7REB9WJC5fIIY/h2VScgrJiDKtXKoKkUM09ceyOl4 SoDF0UVPh0wxXLb+qdKKEgK+KTinlxSL4UHzb0dPsgn4/ezojEmNGF75Ht44 95yAlR0qD9xnxFDfMGxjTxUBu1XedXw+QMFb1qvHfb4SwCWXtHbCgoLzOZpc 0c0EFFPdr4taU1AjPlL7cQsBMv+tldhvT0HPHGm1V20EjHeGHvzoQ8HUVsc1 3V0EPIg6XPOumIKns5Nj3vcTYBq0njFAUHBY/bdz+QAB/3nz2/G9oqBDbpNn wSA5no6cpUa1FAzk3yofMUyAgbGswes+Cu69kPJQ9zcBQ4s/Sp9TxfHU5OxD 3WkCEqdf8HVIiaOOspq7+B9yPn/eN19YJY4eer13hkmXtxpPblETR8Xya1oR swREPM1TK90hjk0mv8bfLxCwxd7tceFVcbScTRztWcKBwCbeqPRWcbzedIFe JsgBDfv6IatvZLtL9V/TlRzoXHygT/0hjrpGvAd7SKurrP/tOyaOfA7uZkuE OdB+/aixzTIqWniLJ6mJckBN/gmXtCYVT3SUBQGVA61Prx1u3ErFRjndQIK0 r/G2vCB9KsaqCM2r0zjQ7NxybG4PFfUb59VX0TngXcVT8vUUFZt2q/GOSHCg 0d7iQkQ4FQu8mjdtkuaAJ5fCm10xVAyMSbeJIa1y7yeD+yEVn9Knl8z8v73c +51jBhW995slFMtwgCWSq2Dygor39Wv1JeU40JB2xf2/Sirya1sIOJG+scXg E6eairaBXcaVpOtPffVc3URF6zgpRTt5Drg/427l+0nFTsXPOxNWcUBx94f1 L8ap2Hutsrif9Meu6DtuM2T/s7L31BQ4oMC/dlMfDw2L9usVEaQ/HDMPq2DQ 0PaS7dlyRQ64jcr1X5OjoRNPr9s8aXm/Yd0NTBoqByksaCqR7Xm3hhM30HD+ s9iZTNKy3NlGHjtp2D37puA6kwPnjk5/o+2l4esk46vZpPOL9K8XmtHwzIjW 6xbSBmebn/Rb0TDG68KPDSwOBL1QMPY+TUOqTkX5MdKNdMdeqfM01LkWL+lL +mwNr8QBVxo25M7b1JN+ori/aMSdhpxVd00mSc94xJvcuUVDQ/HnZVRlcr2s V/cuC6JhwKuVKodJfw7wlDocTsOBpVuZrqSlvr9/NhZNQ71uRkY46bx7J4aZ yTTUfMm3pYr0n1/Zfq/SaahuLW3cSRp3/pG1zKVh/9s/nZOkA5IMiOlCGm7K eTDDr0LO19zdg+GlNPx1kz9GmrTkwZZfa8ppWHl1B6FG+nSuYkDVaxqeDjls g6Rzl15SOPmehtbuOqGmpKetOc/nP9IQS2fwOGlgL7WIbqShl1/IFTvS/qIH xte30vB+9+JGF9Kf7B8G13SR37u719mDNKNygHm2j4Z9gje0/EifktF4xTVM w67HAd5BpHOu3DwWN0rGd+Lq/jDSU/XVU5umyfh5dqVFktZbTQ2rn6fhHskF j3uk7/icXG3PTcf8qfC2/7u+PecNLx8d2UnLy6NIS2jOWD0SoGPx6BmlCNI2 oYazW0TpOOiaIhJCOnsgJPILjY7Jtyu8/UlP6reuuyRNR/ktFVe9SOvGKb1b rkDHx3ZJE1dJ3568ZJOmTMcL+VYTF0nXmZQtgCods+xnrpwiTU/ni2lVp2MQ 4eBlTvokl9kGV206qnuyhXaSzjqSUCMEdHx5pH2VFumJwsEzWdvoqF3YQDBJ 6whs4tpuTMdHebFfxUjXltdouB+iY8tMcOIgOZ9UOq2OcoyOO6wKjRtIWznZ 2D05Qccv0Q/c2aRHFWYf9trT8SJvyjkf0toe27RuOtFRzYZgniXt3RTaIHGF ju5d3nY7SFMCmHym3nQ80yHqwUv6eI9T0uAdOp6OrDPpIdfr463Pt/repWNa IyvlOWmtX2aX2PfpuKEkos2RtKWZV4vCEzr2hz3wriD3S3S5varWUzpOgMK5 UNL1KuY+ezh0bHUaCDlKehvXmnWub8nxNFxMHCb347rcxltVXXQ89mdN3Qy5 f8/RX3xp7aOjyeVzz0tIJ/tkrv49TMc+x9sjLqSpRz0baTPkfPOoCw6R+eDf UmVlO2EJdOCqN39B5g+ty6IeHlQJPGMTb3yJ9OWOhU/hUhIYHtniKUv6R9Gn 64SyBPZE2GZcJfNR3YnrdSv0JVBIk++fOJmvHhEf3fKcJFD+QFfKghSZb5XY NRVXJFBJKD06nDQlPEXuq4cEGmWUvVMk7W97tXoxQAIPZd8Y2i7JASfKKpn9 yRJog8PyzmS+NbjoWjnRIIGRldp7romT+bHFmrGsRQLNSrVUxikceLbN2FGq SwLLtZdvsyO9WlJWYvuwBFp2sTceEOOA6Lt3DtE8DDxSZTy2UoQD3+WlKNoa DCxn8bSqC5Dta2Yu9WkzUDlQzjNuBfk9jcbacGCgm/rD+9ykHxkF3xkyZqC0 6O717/nJ9WK/MBd3koHy7/z7t/OR8RW3d/8LYeClX4rHp7g5sLy8VC87ioFr E02PbiOt/TYq7vADBuqXUz6Ec3HgfsueQ/lpDGy5MCGgvEjWK//K3p0sY+BX gRguA/I8bNjx8MmbQQbWWK+PXEOer0v2XxNw+s3AlNvLak5OEbDh6CE76SkG 5hs4ukZPEhDmIKjgxiWJ2anH5OfHCdgb7hHNokmiFFR9KiDP6/etxz0Ct0ni GesUl0byvH95QWb3vkRJ3NC9s+AnWT9884+1cUuTxLHT5pXtZH3BnUpxj8+W xCT9Qq5qsv4waF2eOVAiiczXTiMJXwioNPqz1KteEo9nvwrf+ImAatn6igJu KZy9/amL6x0BjZ+8toidlsLesPTGzWR9NDmysF/7vBQWDdtaDhcSIL7sqp31 JSn8KhXM87CAjF/v4v3sG1L4wKwvby6PgJaso9OG96SwY2Hp5cRMsl7zUS90 qZLCidB+u5AEAgY29ak0KUsj362qpVx3CEgX7/btUpXGOSEuSU8/As5OtXcN aEjjbfdU8zkfAvqKG+/NozTOnBw0+HmLgB71N9zyR6QxZMf5H2XuBLRvSGmx D5DG93dmhHgukvXdupMB3EPSWN46EKBsRkCJUsfA2mwZ/Pvgs/VrGgEOKdW7 P+bL4Ba/zuwhcQLk5EvzHJ/J4CrDzzuEKQQESkW6FL6SwevIf9FcmABLsV1c Ws0y6KJ51e7jMrKe435KM+SVRc9t7u8dZtlg3B5sdMRaFkU0D948QdbzF3fJ NFTwy2F/2USFQBQb9MN7T9QLyKFL2qBfZDgbKC1ZvzuE5DBb2mgdnbxPEOc2 C86Ky+H0fBlTMpANvP77dqqtkkO5HVDEd4sN8VXe5XFb5NBp42iquz0bqg37 s1zs5XBMsNXsNbKBqZfvw6yVQ7Ev1cdLe0th8qAjlateDosq75/60U3ev+xV M1sa5LDszSZ70a5SsIzN+RjcLIeD+Qoep1tKIWIyQ2Liuxyeo0TcH60thcWs pCcv5uSwcJ+KSMazUmimRbZZKMujxBTvbMjtUggYc1UP8pHHAfLCIyJXCi+0 DppZaK7CHal9I4a6JSBZTnlrObMKgyYWbu6VegarlvBr2+QqoPcP5cHt34ph r2/XvwQnRYyMFNJp3FMEB3J/T113UcSYlDlRW6MiONS0OGJxRRG/j0hGT0ER WCrLtYl6KOLv0bBQXvUisPtwouS2vyJm8+l/HqUXgS+lx/FioiJKhx5PHP1e CERq7zfdWkU8LGK5z9mtEJQqByvalZWQ12BnrGlwAVzdRxzLXqOEt/i6+Gt8 C6C6LXDymqoSjrEMRtGjAC6Nr2HSNJSw9tNjbqmL5P1b9mLAflDCfScC7UJM C2Cf+7hp1SElXJYzm3pcpADc1ebbn3gr4aZ1a0wcwvLhA1Hj6umnhEILJSIs /3yQNYpfaeKvhP/1J+i13cyHN5a6OHRXCbXbfTLVHPNBKPBmimKsEpYsSUu7 Y5IPqb0852OfKGHU7QO9Q8vyoS5W4I93uxKq+wtKH53MA0be2gshXUoYvMLI 2/FbHpyt2PM9tkcJaU9U2pw+5MHCUHBd/oASurrmNeik5oGKjmBG56QSDjZQ HvcfyAOfTsEjWwSZOLy99MKFnFzYrCDEGdNlIn+1C3Vhbw54b1bb8BeZ6KF+ X9pSKwc+7jZNX7aNiSoPgzakyOfAaZfQSFljJhoKQnDfRDaEVwo5mJgzMfG/ BpZGTDYM2wpLZ15kYpuf87Ly5ixIzBG5eSKRiTL0meYz2zOhN3T17OZkJnY4 30lvW5sJq50NnYXSmKg6ktyykZIJz7RdbcuzmPixbMWCT08GfKxqNpV6xsTq 40e/PvbIgH/fEuWaPzDJ/Kz6Myo3HSzFVStM55gY0Ws7wRlNg+QZIx3WXybS wmbHbn1Og4E262f/Fsn/3fZ6mvosDVySw7NyeVnY1PNVsMg9DYLVpiJWiLDQ 5PEZ8XvcacDZVXbqLYuFc5fvvdTiTQWGpzEvHGJh58ugL/+1J4HFUKGlmQUL 9xlFJFUWJUGMuWSx7TEWJq4a5JUNSgKK2ohN2EkW3v+lIhumlQQrv9192X2B hTd8JlTFQh7Bnj3TtOlLLMw0EFXQt3kEQaVWjstdWLhT2Dt9ZNMjWBauJqPu zkKiMM7dvCQRlhh8uu57m4XJ3S77b2ECYJ725/sBLNzkXMGd3fUQbjKSV+cG szAhs9vWw+MhLIxfbvkSwcLvK30muovjYTqFspmVSPbntmXfiHAcaAh7hGxN JuNRiP4Sl/IAnG/09Zmmkf35LZaf0XgAowefRV3NZuHL/ry9vaaxMMRrMf6+ hIU6Y2L3DexjQPnyy12dBAsPmZit8xuOBttO5aTx5yx0NxuTqj0XDb3PZk0l 37BQTrf3V9iRe7BKwSZd7S0LJT61Cd39EAUnQ6v/GVazcDaC72Dw1ijotI3L dahn4cc1cv5KApEg1cjD6/WZha8Vlw70OETAMXSwvNdEjuduH57vb8Ohma67 orydhRufd+4ZswsDql+aTUMXC9XWf2P6WYXCoTFB4kcPC+urU475Nd2Fhved 54QGWZhlzpUX6hUIwpo7XiqMsLD46bzi7mx/ME1+QtP6zUKm/dm5O3m3IWQl 3XHPOAsvvC3Uod3yhQ/ut6pOTLFQMNxwDddKb1jePyDtOsNCy+lav1BHT9hl tt81YJ6FjO7PY3z2V8D/BfvDw38sjI7TEI0UPw/nfb+valkk46u5+hV37of/ AVhmp4Y= "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-3., 15.}, {0., 0.16976527263135505`}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {118, Rational[236, 3]}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> Rational[2, 3], "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-3., 15.}, {0., 0.16976527263135505`}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {118, Rational[236, 3]}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> Rational[2, 3], "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwV13k4VN8bAHDylRTZxswYe5ihhYpE4X1RKiWVkkqUFomSLJWibGXLHonI ll22Yu5IpahIJMkuImtlz1Z+9/fXfT7Puc+59z3Le94jb+N44MwSLi4uZ24u rv8/BVL6KJdfyIEAT6lHSb4RLP4ZLhiKsYVPHOaduJ/nof/De5fJNV5QIe2n +PyPG3yMo+v+cgqG82OnT9fe9YBjT4uWTLZFwsutx66JuXrBR6m2H6OesbDl 3c2OqCofMPBdUvNTPhGszu1du9jsB61TUYddbZIhknrDuqPsDkRlZryfUE+D 7xmHnwbfCIBlIvW5o01ZwGnQDbHODIaKN99lHTNywYOe9n6zbAjolc2/m9bJ h730k1aOPqEw4yi01XVlEYxqcgxfCYXDl10SLhpXiuF3OBsP5IZDoYJC7kTX U4j+PPbAaXsEOHzVlL1cUAobF7aJHbaNhC49Kx7Hg+XQtFv2n+iNe1BGP6ej +vwF7PyWZkibvQd7ZkuJ6YiXoLx2ONDIORpUPldMPJ1/BRLSH8ubrGPg++2m Mxq1b0AoVv1soXQsHP71d9eGS9XQ5VW9XdUwHozavH+EKdZAXWvoG72keNB4 x+cz2lwD568Wp/L9iwfhZJGyJ/q1cLTv1eHxoofQlyVKi+GvB11gjJqJJkKi FTNAvK0Bvsw8yz9b/wiUJ49wd+t8hubPgRtz5x5BYcDdazkJn6Fy079dtxST oKp40s7QphHCNxQrtbglwa/lr42dBr+AvbFtXzo1GXRKrAVq/zSDpvARi4Ft KdAqFBvqS+mC8rszqv/OpcHptA98+9y6wGnBcUoxIA1+buG6JdncBZKP8taK ZaYBV5G6VovJN9gTw/9+10AaUDofKF8S6YbNF65v0D79GHQ07PgT7vfA5Uee 0HwgHQK/8dbMPu4D8fmDL+uFMmHuQU5VYmMfbA9alL6vnAl2h8wqti/5AXZW s2Gonwk7qx+xw4//AI3KEWnNy5nAV7w1Q4XSD42uaYbPGzLB946T3xGvAbBy LvnrFZIFN1U7gH1sGPYLxd2tG8+GLXpHj+r4j4JKaqGDi3sejOSuPxufMApu 6b2ZjLt5kCDNd3mheBTCUq6Z5ifmAc/fooCy7lG4t2dqd9abPPjAEWTrbB2D 2GU8eu2CT8Ba+xVN99cYbPfhvrLv4RPw1VD+ontwAv67Z3kq2iIfaldPm4Lc NHgd0FB9alEA23p2Gt3WmobLNnxvZk4UABEbp1O7bxrYayZKNtkVQMYyfZVj XtNw1yOiK+5aAfj+CFpypWcaeD3HVRkPCkAnWf5pXuof2P83xv9HSwFkS5gw ZFRmQXnG+/afg4UQsCy1d2HDAtjcaVkbsKUI6n5e2dT9kwtvMjZytIqL4Vcd c2fSIg8m2LS+fiv0DCy5tSR5ePiQu9yhdOmGEnBbR+8/18CPJ0WGfZqopcDf 4DcR28mPS2Q2nLvAKIV4t4nF6iF+bM24Vs0tUwqvXnykr+NZjvFRdwQVlEpB 4ICf8Zj6cmyUv5GzQ70Ukt3Gc6/dW465RYeRYVoKtS8+uARarMC5NkPBEd9S UDzgtSSnUwDXl1f4XB0k39/YICM4JIA73qt1GY6UgqyYwtaLUwK4Kq4YBX+X AqPxjfN6AUFUWZJNfzBZCkLmy/qKtQUx6/Bj1fjFUpg7Evr2eZQgnt2r52Mg zoZPJx8G1xmvRIk63rVSwAZPJzZ14pkQcllNKyjeZUOn686MHa+F0Clk7770 UDbouX/Vjq8TQj3KCnPlCDb89Z6y3D4ghO4Sm0cVYsj26vufagSEsXCs+RJ3 EhuetzXSZPSEEZMz15oXs4Hzb09qxSNhHHFTLTzfwoahW5SfI4+Fkc4M3ZTV xgYGT/smWq4wjhlS0vo72ODOZ//Wni2MovFFxpY9bNgiHDBEaRDGa+qbX6wd ZgNbvnK9LY8Ifg9KrDi/wIaSbbrPV5wVQajoJKykCbgd5LdLwkEE//Nov2Em S8DBhtovzMsiOCQWY2IkT8CotdUvfU8R/CS1KMVUImD19ZuyV6NFcEoz6ebH tQQkFLzy6q0SQWfuiMKKrWR/MkZGz1miKDzZl7bVguzvTEhD9TpRvDtyXGDi CAEKOU1WzeqiOFzuEJJxjICX2rZXJkAUd8DbH4LWBMwd9M9QsRBFydqH46/O EHAxqHp5tL8oGkJyVd1lAsxn9tZdHBTFsX/USt8gAhgd/qcov0WRXrvr+49g AjpfVfxhT4riCXPTMztCCDgTpCnHyyWGK3Ib7vGEE+AiI+MURxXD9uL0J+ei CYjc9lP0naEYOqR+Xeh7REB9WJC5fIIY/h2VScgrJiDKtXKoKkUM09ceyOl4 SoDF0UVPh0wxXLb+qdKKEgK+KTinlxSL4UHzb0dPsgn4/ezojEmNGF75Ht44 95yAlR0qD9xnxFDfMGxjTxUBu1XedXw+QMFb1qvHfb4SwCWXtHbCgoLzOZpc 0c0EFFPdr4taU1AjPlL7cQsBMv+tldhvT0HPHGm1V20EjHeGHvzoQ8HUVsc1 3V0EPIg6XPOumIKns5Nj3vcTYBq0njFAUHBY/bdz+QAB/3nz2/G9oqBDbpNn wSA5no6cpUa1FAzk3yofMUyAgbGswes+Cu69kPJQ9zcBQ4s/Sp9TxfHU5OxD 3WkCEqdf8HVIiaOOspq7+B9yPn/eN19YJY4eer13hkmXtxpPblETR8Xya1oR swREPM1TK90hjk0mv8bfLxCwxd7tceFVcbScTRztWcKBwCbeqPRWcbzedIFe JsgBDfv6IatvZLtL9V/TlRzoXHygT/0hjrpGvAd7SKurrP/tOyaOfA7uZkuE OdB+/aixzTIqWniLJ6mJckBN/gmXtCYVT3SUBQGVA61Prx1u3ErFRjndQIK0 r/G2vCB9KsaqCM2r0zjQ7NxybG4PFfUb59VX0TngXcVT8vUUFZt2q/GOSHCg 0d7iQkQ4FQu8mjdtkuaAJ5fCm10xVAyMSbeJIa1y7yeD+yEVn9Knl8z8v73c +51jBhW995slFMtwgCWSq2Dygor39Wv1JeU40JB2xf2/Sirya1sIOJG+scXg E6eairaBXcaVpOtPffVc3URF6zgpRTt5Drg/427l+0nFTsXPOxNWcUBx94f1 L8ap2Hutsrif9Meu6DtuM2T/s7L31BQ4oMC/dlMfDw2L9usVEaQ/HDMPq2DQ 0PaS7dlyRQ64jcr1X5OjoRNPr9s8aXm/Yd0NTBoqByksaCqR7Xm3hhM30HD+ s9iZTNKy3NlGHjtp2D37puA6kwPnjk5/o+2l4esk46vZpPOL9K8XmtHwzIjW 6xbSBmebn/Rb0TDG68KPDSwOBL1QMPY+TUOqTkX5MdKNdMdeqfM01LkWL+lL +mwNr8QBVxo25M7b1JN+ori/aMSdhpxVd00mSc94xJvcuUVDQ/HnZVRlcr2s V/cuC6JhwKuVKodJfw7wlDocTsOBpVuZrqSlvr9/NhZNQ71uRkY46bx7J4aZ yTTUfMm3pYr0n1/Zfq/SaahuLW3cSRp3/pG1zKVh/9s/nZOkA5IMiOlCGm7K eTDDr0LO19zdg+GlNPx1kz9GmrTkwZZfa8ppWHl1B6FG+nSuYkDVaxqeDjls g6Rzl15SOPmehtbuOqGmpKetOc/nP9IQS2fwOGlgL7WIbqShl1/IFTvS/qIH xte30vB+9+JGF9Kf7B8G13SR37u719mDNKNygHm2j4Z9gje0/EifktF4xTVM w67HAd5BpHOu3DwWN0rGd+Lq/jDSU/XVU5umyfh5dqVFktZbTQ2rn6fhHskF j3uk7/icXG3PTcf8qfC2/7u+PecNLx8d2UnLy6NIS2jOWD0SoGPx6BmlCNI2 oYazW0TpOOiaIhJCOnsgJPILjY7Jtyu8/UlP6reuuyRNR/ktFVe9SOvGKb1b rkDHx3ZJE1dJ3568ZJOmTMcL+VYTF0nXmZQtgCods+xnrpwiTU/ni2lVp2MQ 4eBlTvokl9kGV206qnuyhXaSzjqSUCMEdHx5pH2VFumJwsEzWdvoqF3YQDBJ 6whs4tpuTMdHebFfxUjXltdouB+iY8tMcOIgOZ9UOq2OcoyOO6wKjRtIWznZ 2D05Qccv0Q/c2aRHFWYf9trT8SJvyjkf0toe27RuOtFRzYZgniXt3RTaIHGF ju5d3nY7SFMCmHym3nQ80yHqwUv6eI9T0uAdOp6OrDPpIdfr463Pt/repWNa IyvlOWmtX2aX2PfpuKEkos2RtKWZV4vCEzr2hz3wriD3S3S5varWUzpOgMK5 UNL1KuY+ezh0bHUaCDlKehvXmnWub8nxNFxMHCb347rcxltVXXQ89mdN3Qy5 f8/RX3xp7aOjyeVzz0tIJ/tkrv49TMc+x9sjLqSpRz0baTPkfPOoCw6R+eDf UmVlO2EJdOCqN39B5g+ty6IeHlQJPGMTb3yJ9OWOhU/hUhIYHtniKUv6R9Gn 64SyBPZE2GZcJfNR3YnrdSv0JVBIk++fOJmvHhEf3fKcJFD+QFfKghSZb5XY NRVXJFBJKD06nDQlPEXuq4cEGmWUvVMk7W97tXoxQAIPZd8Y2i7JASfKKpn9 yRJog8PyzmS+NbjoWjnRIIGRldp7romT+bHFmrGsRQLNSrVUxikceLbN2FGq SwLLtZdvsyO9WlJWYvuwBFp2sTceEOOA6Lt3DtE8DDxSZTy2UoQD3+WlKNoa DCxn8bSqC5Dta2Yu9WkzUDlQzjNuBfk9jcbacGCgm/rD+9ykHxkF3xkyZqC0 6O717/nJ9WK/MBd3koHy7/z7t/OR8RW3d/8LYeClX4rHp7g5sLy8VC87ioFr E02PbiOt/TYq7vADBuqXUz6Ec3HgfsueQ/lpDGy5MCGgvEjWK//K3p0sY+BX gRguA/I8bNjx8MmbQQbWWK+PXEOer0v2XxNw+s3AlNvLak5OEbDh6CE76SkG 5hs4ukZPEhDmIKjgxiWJ2anH5OfHCdgb7hHNokmiFFR9KiDP6/etxz0Ct0ni GesUl0byvH95QWb3vkRJ3NC9s+AnWT9884+1cUuTxLHT5pXtZH3BnUpxj8+W xCT9Qq5qsv4waF2eOVAiiczXTiMJXwioNPqz1KteEo9nvwrf+ImAatn6igJu KZy9/amL6x0BjZ+8toidlsLesPTGzWR9NDmysF/7vBQWDdtaDhcSIL7sqp31 JSn8KhXM87CAjF/v4v3sG1L4wKwvby6PgJaso9OG96SwY2Hp5cRMsl7zUS90 qZLCidB+u5AEAgY29ak0KUsj362qpVx3CEgX7/btUpXGOSEuSU8/As5OtXcN aEjjbfdU8zkfAvqKG+/NozTOnBw0+HmLgB71N9zyR6QxZMf5H2XuBLRvSGmx D5DG93dmhHgukvXdupMB3EPSWN46EKBsRkCJUsfA2mwZ/Pvgs/VrGgEOKdW7 P+bL4Ba/zuwhcQLk5EvzHJ/J4CrDzzuEKQQESkW6FL6SwevIf9FcmABLsV1c Ws0y6KJ51e7jMrKe435KM+SVRc9t7u8dZtlg3B5sdMRaFkU0D948QdbzF3fJ NFTwy2F/2USFQBQb9MN7T9QLyKFL2qBfZDgbKC1ZvzuE5DBb2mgdnbxPEOc2 C86Ky+H0fBlTMpANvP77dqqtkkO5HVDEd4sN8VXe5XFb5NBp42iquz0bqg37 s1zs5XBMsNXsNbKBqZfvw6yVQ7Ev1cdLe0th8qAjlateDosq75/60U3ev+xV M1sa5LDszSZ70a5SsIzN+RjcLIeD+Qoep1tKIWIyQ2Liuxyeo0TcH60thcWs pCcv5uSwcJ+KSMazUmimRbZZKMujxBTvbMjtUggYc1UP8pHHAfLCIyJXCi+0 DppZaK7CHal9I4a6JSBZTnlrObMKgyYWbu6VegarlvBr2+QqoPcP5cHt34ph r2/XvwQnRYyMFNJp3FMEB3J/T113UcSYlDlRW6MiONS0OGJxRRG/j0hGT0ER WCrLtYl6KOLv0bBQXvUisPtwouS2vyJm8+l/HqUXgS+lx/FioiJKhx5PHP1e CERq7zfdWkU8LGK5z9mtEJQqByvalZWQ12BnrGlwAVzdRxzLXqOEt/i6+Gt8 C6C6LXDymqoSjrEMRtGjAC6Nr2HSNJSw9tNjbqmL5P1b9mLAflDCfScC7UJM C2Cf+7hp1SElXJYzm3pcpADc1ebbn3gr4aZ1a0wcwvLhA1Hj6umnhEILJSIs /3yQNYpfaeKvhP/1J+i13cyHN5a6OHRXCbXbfTLVHPNBKPBmimKsEpYsSUu7 Y5IPqb0852OfKGHU7QO9Q8vyoS5W4I93uxKq+wtKH53MA0be2gshXUoYvMLI 2/FbHpyt2PM9tkcJaU9U2pw+5MHCUHBd/oASurrmNeik5oGKjmBG56QSDjZQ HvcfyAOfTsEjWwSZOLy99MKFnFzYrCDEGdNlIn+1C3Vhbw54b1bb8BeZ6KF+ X9pSKwc+7jZNX7aNiSoPgzakyOfAaZfQSFljJhoKQnDfRDaEVwo5mJgzMfG/ BpZGTDYM2wpLZ15kYpuf87Ly5ixIzBG5eSKRiTL0meYz2zOhN3T17OZkJnY4 30lvW5sJq50NnYXSmKg6ktyykZIJz7RdbcuzmPixbMWCT08GfKxqNpV6xsTq 40e/PvbIgH/fEuWaPzDJ/Kz6Myo3HSzFVStM55gY0Ws7wRlNg+QZIx3WXybS wmbHbn1Og4E262f/Fsn/3fZ6mvosDVySw7NyeVnY1PNVsMg9DYLVpiJWiLDQ 5PEZ8XvcacDZVXbqLYuFc5fvvdTiTQWGpzEvHGJh58ugL/+1J4HFUKGlmQUL 9xlFJFUWJUGMuWSx7TEWJq4a5JUNSgKK2ohN2EkW3v+lIhumlQQrv9192X2B hTd8JlTFQh7Bnj3TtOlLLMw0EFXQt3kEQaVWjstdWLhT2Dt9ZNMjWBauJqPu zkKiMM7dvCQRlhh8uu57m4XJ3S77b2ECYJ725/sBLNzkXMGd3fUQbjKSV+cG szAhs9vWw+MhLIxfbvkSwcLvK30muovjYTqFspmVSPbntmXfiHAcaAh7hGxN JuNRiP4Sl/IAnG/09Zmmkf35LZaf0XgAowefRV3NZuHL/ry9vaaxMMRrMf6+ hIU6Y2L3DexjQPnyy12dBAsPmZit8xuOBttO5aTx5yx0NxuTqj0XDb3PZk0l 37BQTrf3V9iRe7BKwSZd7S0LJT61Cd39EAUnQ6v/GVazcDaC72Dw1ijotI3L dahn4cc1cv5KApEg1cjD6/WZha8Vlw70OETAMXSwvNdEjuduH57vb8Ohma67 orydhRufd+4ZswsDql+aTUMXC9XWf2P6WYXCoTFB4kcPC+urU475Nd2Fhved 54QGWZhlzpUX6hUIwpo7XiqMsLD46bzi7mx/ME1+QtP6zUKm/dm5O3m3IWQl 3XHPOAsvvC3Uod3yhQ/ut6pOTLFQMNxwDddKb1jePyDtOsNCy+lav1BHT9hl tt81YJ6FjO7PY3z2V8D/BfvDw38sjI7TEI0UPw/nfb+valkk46u5+hV37of/ AVhmp4Y= "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-3., 15.}, {0., 0.16976527263135505`}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {118, Rational[236, 3]}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> Rational[2, 3], "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, {Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], AspectRatio->NCache[ Rational[2, 3], 0.6666666666666666], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Frame->{{True, True}, {True, True}}, FrameLabel->{None, FormBox[ StyleBox[ RowBox[{"\[Rho]", "(", "\[Lambda]", ")"}], Opacity[0], StripOnInput -> False], TraditionalForm]}, FrameStyle->GrayLevel[0], FrameTicks->{{{}, {}}, {{}, {{0, FormBox["0", TraditionalForm]}}}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->{{Automatic, Automatic}, {4, Automatic}}, ImageSize->118, LabelStyle->{FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, Method->{ "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, PlotRange->{{-3., 15.}, {0., 0.16976527263135505`}}, PlotRangeClipping->False, PlotRangePadding->{{0, 0}, {0, 0}}, Prolog->{ ArrowBox[ NCache[{{0, Rational[1, 24]/Pi}, {6, Rational[1, 24]/Pi}}, {{ 0, 0.013262911924324612`}, {6, 0.013262911924324612`}}]], { Dashing[{Small, Small}], LineBox[ NCache[{{6, 0}, {6, Rational[1, 3]/Pi}}, {{6, 0}, { 6, 0.1061032953945969}}]], InsetBox[ FormBox[ StyleBox["\"\[Mu]\"", SingleLetterItalics -> False, Directive[FontFamily -> "Times", GrayLevel[0], FontSize -> 11], StripOnInput -> False], TraditionalForm], NCache[{3, Rational[5, 48]/Pi}, {3, 0.033157279810811534`}]]}, { Arrowheads[{-Automatic, Automatic}], ArrowBox[ NCache[{{12, Rational[1, 24]/Pi}, {6, Rational[1, 24]/Pi}}, {{ 12, 0.013262911924324612`}, {6, 0.013262911924324612`}}]]}, InsetBox[ FormBox[ StyleBox["\"2\[Sigma]\"", SingleLetterItalics -> False, Directive[FontFamily -> "Times", GrayLevel[0], FontSize -> 11], StripOnInput -> False], TraditionalForm], NCache[{9, Rational[5, 48]/Pi}, {9, 0.033157279810811534`}]]}, RotateLabel->False, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{ 3.895207006790284*^9, {3.895207070220139*^9, 3.8952070917239933`*^9}, { 3.895207143838638*^9, 3.89520718662168*^9}, {3.8952072225436153`*^9, 3.895207261231798*^9}, {3.895207414307035*^9, 3.895207445020737*^9}, 3.895207479012274*^9, {3.895207593605205*^9, 3.89520762652086*^9}, { 3.895207672440133*^9, 3.89520776704414*^9}, 3.895207869061739*^9, 3.895207971302621*^9, 3.895208774788427*^9, 3.895208856296947*^9, 3.895208911233605*^9, 3.924161607806319*^9, 3.924161708547617*^9, 3.924161888307276*^9, {3.92416324696364*^9, 3.924163268743547*^9}, 3.9267609838904743`*^9, {3.9267611808104887`*^9, 3.926761262911172*^9}, { 3.926761436461685*^9, 3.926761485701083*^9}, 3.926761551329531*^9, 3.926761627535708*^9, 3.9267616683618813`*^9, 3.926761738675971*^9, { 3.9267618371538763`*^9, 3.9267618801693287`*^9}, 3.9267619465042458`*^9, { 3.927175957106708*^9, 3.9271759633798437`*^9}, {3.927176016114229*^9, 3.927176044606139*^9}}, CellLabel->"Out[33]=",ExpressionUUID->"9496b18b-d8fb-4070-8783-a932a49d22f3"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ps6", "=", RowBox[{"plotSpecWithIso", "[", RowBox[{"8", ",", "0", ",", "\"\\"", ",", RowBox[{"Style", "[", RowBox[{ RowBox[{"\[Rho]", "[", "\[Lambda]", "]"}], ",", RowBox[{"Opacity", "[", "0", "]"}]}], "]"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.89520778997552*^9, 3.8952077901675262`*^9}, { 3.895207839433116*^9, 3.8952078422645893`*^9}, {3.895208024284871*^9, 3.895208026220129*^9}, {3.895208867468687*^9, 3.8952088688522387`*^9}, { 3.924161720316*^9, 3.924161720643152*^9}, 3.924163261168485*^9, 3.926761190108756*^9, {3.926761464570071*^9, 3.926761464866471*^9}}, CellLabel->"In[34]:=",ExpressionUUID->"9df7247c-bae3-4562-95d7-d5d547f8369d"], Cell[BoxData[ GraphicsBox[ InterpretationBox[{ TagBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" 1:eJwV13k4VVsUAPB7iZAkGTLdwdTlIpUklbVIEyVDqTxFJVOGZHiikCkiQ6iI zEJmwj23JEmlDFEiMqSJRJQGlHfeX+f7fd/Ze6999tlr7c085mFxgodCofhR KZT/n5rnPFr5KRT0iX8iTh1XhxfiZw9aL6HgwlUzB5eS0+BfHDlSIknBlcve GrrZ+wPDKNmdqkDBkPrn02WrgqG5L+v3Pg0KdqaJnh7NCwFXr9KwAl0Knvf0 bOx9FQZiS7jL5rdSkEl9HH2pKwLqsh+l7t1LQdbYslv0/Ejg6xwq/3GCgmLW 8YT7ZDQUO3/ZZOxJQX3OzW63U5fAgjrbnH6WgnbfO6b+GYiFG1or3hglUjAy PF3U8mE8GD2mO127QUHT9T6f9jkkwJit+rfPhRQc+n7EP5F6GXTitgkmNlDQ b+1RoWlWIrR/+Xf98BcKHo6QMHfcngwHCxvXs2YpSNf749fcngxD9kt1PPip 6L4vz6Fm/xX42pet84dGxbqcgqh1B6+CWEvrBmkzKjoHBvU825wCVvmKeuaV VHSVtToTkpUGA0fd9a7VU3EhKcIikD8dHOU5eoMtVJzYmmrA55IOfkmmm9xG qLhkq3nXF/UbkBpyZnOUOA+qm/RER+dkwMCRdv37vjw4WWdU66aZBQ4yMiAQ yoObJWFs5EAWTL60h71xPDhtZTU0HpwFlD2z8OYmDx4QqeppfJ4FCpuUDX73 8OBZ+S/qLe7Z4CAVsHXNJl583NNeteNaDky0q+zMWuBFSnd/+YrbeVAt7tVe umQRjmo1Whm9yAP/Q/es7kgtwmnd31r4LQ/4Rg6ceLV6ETa7h86kaeWD3I/I kKV2izD76rdEamE+GMt9vnOmYRHqrcg1lUu4CXlOZWsszvNh3eA/vwYNC8Gl ZK7O9hIf7u1WjXlkUwha0zvQLYUPVURrfC/5FsKdgCHTyAo+/Dqx+v3twkLo jF3uWj/Mh5+2BD0JFSkCym2vfDVDfmyy2Jp5rLMIbKi6sry8i3FOpWax+bZi EA5xrESRxag6XhKgYl0Md3mu7gqUXox7fWJmP7gXA23Rj39/r16MKY6W7arX imGQv/rFpM1ibCzZcYs7WgzHhLVi+2sWY+T3zY+1o0rAWYpFrXERQNNNthOh RCn4aqz86NQpiK3HgguLfctBsDP8W8qAIGZG/rWtCSqHNN9vCy1jgmjwst2o LrIc7t9rW6nBK4S9xjue5aaWg7BFuPHUOiGUpYKmQn05ZPtOl5xJFkLzq1/y 6ngroPXeM++LB5dg7/GcycyoClCyOM9TPCCMUp9NaC4hlZC9tpO2dEwYRVq9 N1pEVQJ9heIm9xlhPLLha8T6+EqQedHkpSW8FLucNdu+pFfCMiuB99Ubl+LL Lz6ZypxKmD0U9+hu0lKsS/V6WDNRCc+Ppse0G4vg7MbPQcFWVRDoyZH8VrMM D29prcmQroZaoy13lzgsR4MSumFm7G2w+mXa7j4qhq4XDj5IaaoBE9XHb7os xDH64uUCRW4tUBhZ6t8OimPLQAz9b30tVEv6B4jZiiM/defUy8Za8vurS5uf FMeSJEbRuZZamB6I29cWKo6Khn1JJb21kJp04OnjanEceb/oRPzPWhhb+FB3 V1ICA7MLzFzW1MHFbr6km68l0O42PaAkvQ60T3aMHRmSwMcTO3kqMutgYCHV QPKDBNpabfKrzKmDdapak2FTEthAP7+urLAO+gOsjY8JSGLGtvD5uNt1sJpZ RpHXkcSu45vPTT6rgxcnD7pdTpDE65K569izdUCn3tp+bqcUJg3ElBCmHHCy /jEkZSqF0mt8K9aac6C8yiCg0lIKna6qDxdYcsDQoafs4xEp3PuB2Rx3kAMO T/mkLXyk0GRypnrHMQ6UJtt9VsmWQoujsal2PhzQV5OM75iTwn6PTEG9VA7Y WJ7vVSxbiZQbmq15Axy4Un9SU/f2SpT6ExrTM8SBDlWr0N3clXjg9PsdgiMc MKKwNXwercRrpa+q7T9yQKPkRXDz4EpEgRwf3q8c+MvPYjmLSuN46TKeYQoB mUSbb6mnNOIabgadScBrZc7Txn+l8bbOqk4xRQLEE3IYr85Jo3dly7JFygRE Ovq1LERJ4402n9IhFgGe4go082xp9AC38BAtAgzdfR5+65RGxS/xv5yAgBGm nPhGbRnMHPZ/9uAfAsTYv0693yiDnsXqQjaHyfe1X7QmgAwKj8zcmD5CxrM9 5sKYsQxGalPbZY4RcOTk/Oz1ozJYarHT/IATGV91//DfWBlclEmuoDcBnTvS y5pGZfAfX77XKdEE8JifEfaclEHeYJHIPzEErLHe7yw/I4MfHi69YhtLQLzr UkVfiizKZ0530hIIME04d2WVlCxWaPzzKuoKAU9eHz530UgW3fwqDMSyCGhw o5mYZcgii9NrOFFNwFBkyjHfPFl8dmJV54YaAqi54v5pt2QxbOji+aBacj6v hQo/1cpi2q18A0GCgIfbf/Kf75DFc/mZpvz3CGihdzRWUOXw7dHcl/mPCXjx /LzeCns5LI2yMA99TcD38XnzjS5yOC4TZJfQR4CEgJ+z7Sk5xI7Iq+n9BFjp u1+7dVYOjbVEA8sHCOgtsv6xNVkOtU4Prm14S8BA6LpK72Y5PBNf4nxhjIBP 69+rdrPkcaZxs1PNLwJuSgyHDWrKY9Vrg7/hvwlwmOkf/KQtj0v20rosZwl4 X/0ieQ7lMTbuz8axOQLermuiMg/JY4t4DoVngYD+NTm9J6PkcSG45fKbRVy4 vjxD2ydOHs+L7mUl8HHBeio1LjBZHt1DeRYM+bnQW355W0KWPK67GHQqazEX uleHVNRw5DG6LNhxlxAXOjSORlHH5FFj/8T9bcu4ELf08Duhr/Kof+HBmTek Tb8cBPEf8pgy3eTtJcqF1mKzGRUeGobdvKedupwLLWw8uluGhoeLbg52ruBC kyp941VjGr45xf31VYoLoYKySZlmNHzvRfvqupILhqOSk4VWNDzwyEL9I+n7 BSJ5d47RMPZujFe3NBfqV/0VfetPw+j4BsiU5UKt8ptP6rdouNvy7fAQjQuu OS0mbeU05GvhPtCjc4HBrCv1qKFhKFVVOZH0RblE78r7NBRT/e0ADC7YrNhF 0e2h4fYzcx/DmVwQTdA53vuGhhd7Fx51kX4ootTsP0LDeWt+FkOBC5pCC9F3 J2hIYe92qiZNod6W2spHR/nepZ9bFLlQHZjt/06IjkcG/n0mrMQF5/m4N+Gi dCzfZ6i5h3TnT5ecx7J0/Dyn4PWEdN4EY7XpWjrGLtPkLVcm18dV5PLkBjq+ 2VD36T1pkbG57/Fb6KilNGUqo8IFv/fdRNdOOo7XJKQHkjbuj9l+yJYcr++U 0fpVXPh7yL9w1p6OJ37t17IlXfXKUTjNhY5VwEq/QFquy7BzwIeOPx+X/u4i 3WGmtT44gI7sIo/Rn6TD2+SvMc/Tce13HWsZFhcmnvw6bB9Dx5gdk/XWpLN3 fGjgu0zH7u9jlX6kDzzsUrx5lY4fLHhYyaSFt96P2JlOx30SerRy0g0NpaOj 2XS0L7+S/IS0j37a7ugCOi45JBc7TFrtTlSZeikdJxe1L/5FOrHW3seDQ8c8 SksgQ5ULO9db9Ijeo6PDwsqza0nPV8KmyiY6GtpmzxqSrtDSuGHZQsekXqdZ c9IOpTLUmXY6+nxyD7AlLaMuYH/lJR0fNNecO0m6vXCmeUMfHdVOGVJ9SYet GlHtHaKjTNYK/iDSunkdMf4f6Pi8mx0TQXpcoX5SdpyOVntjEmNIZ2Xesrg7 RccQQR25BNJWtJTbR37S8XeTqkoSaaG0iJWUP3TU4HGqSCY9JEzcNaMy8DjP 1N3/TTzV8mAuYmDRoyaT/99PuniTMc3PwPfiI9b/9+e+i9bZKMjAJjeTz/+P Z5Dwzq5DmIE9Xzef/D8e8d6iyTfLGGiyVUo1kPRHhmfgZzEGJrf0KHn/37/T hqW/JRjYmBR0xIn0pfI/1/mlGeh5ULDbmrTdrwdq4nIM7PL2ijYhvRYvcph0 BpZMEYF6pPkizXauVmDg7qD+slWke9olX21WZuAF3xe0FaSLpN6cMGYx8F7P jafz5Hqds835foDNwPa9G2rekTa76Rx6QpOBMpopAy2kFSdXi3mtYeBp93tG ZaR/6PzIDNZmoFJ17qcE0mnNIfXX9Rj4RSV51Jy0h8iuPYVbGFj6LnH7atKG Vsv6a5CB4k90h4VIf3p//ffz7QyUPH6w/Q75v3I1jkUO7mLg8vEHComkY31Y Ul92M9DRsLbKkfQ6vtvaApYMvKK7InYJaf49AQ8krBh4/Yvzq9fk/ulJMrBQ PMRATFU6UkA6UKnNQ9+WgXNbbijqk27Z+rHI+yQDW1j+l/aR+zE9umRjiDsD /QJaGiRIn+ryehznycAf11XWvCT3s+RxyoeifxmYld/+2JT00RBp5nAoAz9p eXSqk/lBu2WwbCKCgVWFReODZP7gF8vXn49ioH5N6NYE0sVZa22k4sn59XXk T5D551eDydU9aQyMkxU3TCLz1VMBMZV/Mhi40SEANpK+YdZT7ZTNwKODc379 ZH4zGrLvDC1g4M/YhQx50nEL55YS1QyUqKHcuSjPBRX98lCVVgbuHdGTEZXh wvd9HpKUDgYOtG9pzSTz6/2TmoW9nQy89P7AzGrSNinFbTE9DPTXCsvdRebj y98LpL+NkPFUx591keTCQlFW2b1Z8n89s5Z6TIwLz+7bGab8YeAdZ4H5XjL/ p/bQX56mMFHvUaaLGWkd/huzyvxMfCNHZOuS9cL1aOq2mOVMpCmMBvxYSq6H VGLfQRYT2ZeYd1YJciFf08J9LZuJi3O9P0YIcMFr23KqsCYT/yRNhr0j65WI V5zKvXVM1Kgal7hO1jOjtmhPZWCiIe/bmBleLpSHhS2e3s/EiuL6atu/BERN +ayLDmWiucaVpQLTBOS7zDhaRTBxe+4z141TBDSOeKcxo5golvt0l/NXAuZf evHVxTJxSvzq2aYJAk4Rnq/epTBxyDPovtNnst6HugXolzPJ+2NcgdM7ApQk TjyY6mdinv7ffqOXBBjEvvt5Z5CJne7ri7e9IM9Li+3VI98yUTV6z3ejLgKu /T6WTPvExJYHpyb0nxOwZMDO0eQbE+fqcsMZrQRM59ssyRNUwEPxfVKpTQTc 091neVBHAaPn3549UUmeT/QUT9htVMDzB4fFZCsIGNs87eu0WQF3yWq/bCsj z4cG8al+hgro6v7wjVYJAS67ng1fM1VAA1++nwM3CZC0NjrV66CAz4SowiNp BLgFaF+yvqqAel3zdZHhBISc4804lqqAU8Z9u3nDyHiDOstd0hVQfXcx79kQ 8nuFnnrhn6OAomZ9PY5BBKyMKZa9XkbG27lzpeoZAprSlIr6HingstnSTHNX AmTrxR/Z/FJAt39KnHTNCVCP6+/XmlPA1gNZQ0l7Cdhslzu96K8CKnVFlE3u IcCGR5tWwquII00fzDKNCUjbbunzR0QRD0ytSvmylQC59gTFG8qKmBLz9OcG HQJoQyLBgxaKaCJGS4mSJkCBR3DjsRJFXDdcfVy4jwNsG4a6V7kiVgTQbdt7 OKBds4EeVqWIjb+zTeK7ObDNxYEvn6OIv5e0zSzpJO8PnQ+ejz5UxFbt4KCx xxwoyQ508RxQxDWbXce31nBAd+v368HLlHDj9Ser7OM4YBo2+PeGpxKuDoyL 3LCJAxYlkzMB3kqYdtxNJUuXA/u7F8YP/quEMnadLwV0yPsDi9Endk4JLb+0 OnRqccD5mV1tRKQSvr1WhKYqHAgTf+vhnqGEOp05xp9EOUDkvhva0qqEziON 27Pe1YHyw9HGfpYyusSpP6dE1EF7ivDPkH5lPHnYOD+/qhYyipcH2WWo4LI5 g/T7+TUgE2jMB/tX4cQpG1m94NtAXDoxuE+GhfMDPuk/BKphp01sj7U8C9Uf nCsq56mGbrXa53YMFvZIJzg6zFfB1COBJlcVFtqVhw43TZKnCp7igrC1LNQ6 5me3p7sKrvpOe1Ybs9Bx9ba2yOwq8LYNWiQewEKvYePKqA1VoLkmRbWrj4Wz VdXMJItKqGkjVPIGWHjcbt/qZJNKANd+xX+HWfh29q9lglElWU/oNNmPLGwx uvfUX6cSTsvnix2fJuMNZ3YtlyHbC1bNTQuooms+/2KToQrQf/usVUxHFZ2c O7TvOlXAnkTKaYt4VYwzK7pLdSqHNo7n7qOJqsiTMJvQd6QczIbeqpy6oopB Z6IOlOwvBwuNh32X0lRxNvd+kO7WcrB6FLXtSYEqfgrIuvNZvhyOzIlJ431V XORlyDydUwYex5UbNKZVsfn8YPScfSl8jbqSunlGFaklmeYeZqVwunyxj8kv VexWSX7StqkUvP+Mqjr/VUWlB20sM7FS8LtampgrpIZE37WJA/UlEPx0g6Os ohri37ZaS7ESSFhnLCK4Tw3LKDfEkwtugbBq9fiIlRoalkUIlF++BZE02tP6 Q2r4bE7Ar+rsLQgWnL7gbauG7yy9P5w2uwXugynUIRc1nP2893LrjyLYHT36 vea8Gpr6NOhy9YtAYCSyz75MDe/vUVUO4hRAWM80ByrVsNpvk79yZgFQ2myu ydxWQ9oWgWdFEQXws05rfwdBjvf4ULOZZQF8iO1p29SshvwjGbp/x25Ckx6r UeyNGo4ksNv+XXETgi8/KmgQYuPdkttn+bflgcnYFOvSUjYu3L1zTmVVHkga yhUeEmXjpStHPcQF86B46lThtAQbt88l1Fs9y4UeM5kiJSYbRaCj/R+zXNBa 5nYrcgMbHWMzX4ftyYE5h6vs/XpsZC5OyxBRz4Hm+vu3mFvYeNKOxtovlAM2 7pLFhCEbNx2+8EqsORsiW+8Vj+9ho9qu3h/KetkwHC1WambPRsF5iwz6iiwo HtmsKe/IxoYLj9OKxjPBb5Nj6agzG93d5Pq7HmaCyGduaYgHG/X5Hxv/8M0E PeMTZdX+bBQTDBs0LcgAvuy41efPsVE15nh4zr4M6PjNKdsTzMYlUzx5VEoG OBSKlH8IZ2OycNgsx/IGXBaoK1+ZwMbx6z9d5SfS4LDdW633iWy8mNXwvDEh DVh1whUVV9iY2u8ioqidBvWORyuM09h4Q9R9dND7Oow1C1WevUn27znHvfku BW7T1q/dVcTG9y+yBMLPpkCwr22lRAkbr1e/2nZNLAUkVaorSyvJePvW7eTZ eA0Mww9XDd1lY847L/72k1eA3+GV6FgDGzXMy3jffEyGJ9vN3b89YKPMi4Hz KXbJYCawTZWfvNTFpm19JLYjCcRH6yOWtbJx1zcnl7XVidDzRPfdyg42jt38 ZdYolwi20eoZ7G420pz1Um0HEkDBNX9eu5eN4hGlDFOdBPiwm2Gt38/G8FOX 7Y9fiAd3EXEJ87dsNHA75hCoEAtrJy+dtn7PxszS0wpicTEw07644/gnNipP PI+4PnIR6srPa7h9Jtvz2srulY2CswlzF30nyPhO7zp6YfUFwNM+n4Km2Pg6 rs4gSTIceC0nt0V9J/1Uy2zf/RBoXuecc/knG1Ws5NIzJILhovgIJW2WjQMF a0Tpd86A6YzNkbw/bMx7GC1ewuMJQ4f97McXyPYtbRMrL+2E/wCiOZhr "]]}, Annotation[#, "Charting`Private`Tag#1"]& ]}, {}}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwV13k4VVsUAPB7iZAkGTLdwdTlIpUklbVIEyVDqTxFJVOGZHiikCkiQ6iI zEJmwj23JEmlDFEiMqSJRJQGlHfeX+f7fd/Ze6999tlr7c085mFxgodCofhR KZT/n5rnPFr5KRT0iX8iTh1XhxfiZw9aL6HgwlUzB5eS0+BfHDlSIknBlcve GrrZ+wPDKNmdqkDBkPrn02WrgqG5L+v3Pg0KdqaJnh7NCwFXr9KwAl0Knvf0 bOx9FQZiS7jL5rdSkEl9HH2pKwLqsh+l7t1LQdbYslv0/Ejg6xwq/3GCgmLW 8YT7ZDQUO3/ZZOxJQX3OzW63U5fAgjrbnH6WgnbfO6b+GYiFG1or3hglUjAy PF3U8mE8GD2mO127QUHT9T6f9jkkwJit+rfPhRQc+n7EP5F6GXTitgkmNlDQ b+1RoWlWIrR/+Xf98BcKHo6QMHfcngwHCxvXs2YpSNf749fcngxD9kt1PPip 6L4vz6Fm/xX42pet84dGxbqcgqh1B6+CWEvrBmkzKjoHBvU825wCVvmKeuaV VHSVtToTkpUGA0fd9a7VU3EhKcIikD8dHOU5eoMtVJzYmmrA55IOfkmmm9xG qLhkq3nXF/UbkBpyZnOUOA+qm/RER+dkwMCRdv37vjw4WWdU66aZBQ4yMiAQ yoObJWFs5EAWTL60h71xPDhtZTU0HpwFlD2z8OYmDx4QqeppfJ4FCpuUDX73 8OBZ+S/qLe7Z4CAVsHXNJl583NNeteNaDky0q+zMWuBFSnd/+YrbeVAt7tVe umQRjmo1Whm9yAP/Q/es7kgtwmnd31r4LQ/4Rg6ceLV6ETa7h86kaeWD3I/I kKV2izD76rdEamE+GMt9vnOmYRHqrcg1lUu4CXlOZWsszvNh3eA/vwYNC8Gl ZK7O9hIf7u1WjXlkUwha0zvQLYUPVURrfC/5FsKdgCHTyAo+/Dqx+v3twkLo jF3uWj/Mh5+2BD0JFSkCym2vfDVDfmyy2Jp5rLMIbKi6sry8i3FOpWax+bZi EA5xrESRxag6XhKgYl0Md3mu7gqUXox7fWJmP7gXA23Rj39/r16MKY6W7arX imGQv/rFpM1ibCzZcYs7WgzHhLVi+2sWY+T3zY+1o0rAWYpFrXERQNNNthOh RCn4aqz86NQpiK3HgguLfctBsDP8W8qAIGZG/rWtCSqHNN9vCy1jgmjwst2o LrIc7t9rW6nBK4S9xjue5aaWg7BFuPHUOiGUpYKmQn05ZPtOl5xJFkLzq1/y 6ngroPXeM++LB5dg7/GcycyoClCyOM9TPCCMUp9NaC4hlZC9tpO2dEwYRVq9 N1pEVQJ9heIm9xlhPLLha8T6+EqQedHkpSW8FLucNdu+pFfCMiuB99Ubl+LL Lz6ZypxKmD0U9+hu0lKsS/V6WDNRCc+Ppse0G4vg7MbPQcFWVRDoyZH8VrMM D29prcmQroZaoy13lzgsR4MSumFm7G2w+mXa7j4qhq4XDj5IaaoBE9XHb7os xDH64uUCRW4tUBhZ6t8OimPLQAz9b30tVEv6B4jZiiM/defUy8Za8vurS5uf FMeSJEbRuZZamB6I29cWKo6Khn1JJb21kJp04OnjanEceb/oRPzPWhhb+FB3 V1ICA7MLzFzW1MHFbr6km68l0O42PaAkvQ60T3aMHRmSwMcTO3kqMutgYCHV QPKDBNpabfKrzKmDdapak2FTEthAP7+urLAO+gOsjY8JSGLGtvD5uNt1sJpZ RpHXkcSu45vPTT6rgxcnD7pdTpDE65K569izdUCn3tp+bqcUJg3ElBCmHHCy /jEkZSqF0mt8K9aac6C8yiCg0lIKna6qDxdYcsDQoafs4xEp3PuB2Rx3kAMO T/mkLXyk0GRypnrHMQ6UJtt9VsmWQoujsal2PhzQV5OM75iTwn6PTEG9VA7Y WJ7vVSxbiZQbmq15Axy4Un9SU/f2SpT6ExrTM8SBDlWr0N3clXjg9PsdgiMc MKKwNXwercRrpa+q7T9yQKPkRXDz4EpEgRwf3q8c+MvPYjmLSuN46TKeYQoB mUSbb6mnNOIabgadScBrZc7Txn+l8bbOqk4xRQLEE3IYr85Jo3dly7JFygRE Ovq1LERJ4402n9IhFgGe4go082xp9AC38BAtAgzdfR5+65RGxS/xv5yAgBGm nPhGbRnMHPZ/9uAfAsTYv0693yiDnsXqQjaHyfe1X7QmgAwKj8zcmD5CxrM9 5sKYsQxGalPbZY4RcOTk/Oz1ozJYarHT/IATGV91//DfWBlclEmuoDcBnTvS y5pGZfAfX77XKdEE8JifEfaclEHeYJHIPzEErLHe7yw/I4MfHi69YhtLQLzr UkVfiizKZ0530hIIME04d2WVlCxWaPzzKuoKAU9eHz530UgW3fwqDMSyCGhw o5mYZcgii9NrOFFNwFBkyjHfPFl8dmJV54YaAqi54v5pt2QxbOji+aBacj6v hQo/1cpi2q18A0GCgIfbf/Kf75DFc/mZpvz3CGihdzRWUOXw7dHcl/mPCXjx /LzeCns5LI2yMA99TcD38XnzjS5yOC4TZJfQR4CEgJ+z7Sk5xI7Iq+n9BFjp u1+7dVYOjbVEA8sHCOgtsv6xNVkOtU4Prm14S8BA6LpK72Y5PBNf4nxhjIBP 69+rdrPkcaZxs1PNLwJuSgyHDWrKY9Vrg7/hvwlwmOkf/KQtj0v20rosZwl4 X/0ieQ7lMTbuz8axOQLermuiMg/JY4t4DoVngYD+NTm9J6PkcSG45fKbRVy4 vjxD2ydOHs+L7mUl8HHBeio1LjBZHt1DeRYM+bnQW355W0KWPK67GHQqazEX uleHVNRw5DG6LNhxlxAXOjSORlHH5FFj/8T9bcu4ELf08Duhr/Kof+HBmTek Tb8cBPEf8pgy3eTtJcqF1mKzGRUeGobdvKedupwLLWw8uluGhoeLbg52ruBC kyp941VjGr45xf31VYoLoYKySZlmNHzvRfvqupILhqOSk4VWNDzwyEL9I+n7 BSJ5d47RMPZujFe3NBfqV/0VfetPw+j4BsiU5UKt8ptP6rdouNvy7fAQjQuu OS0mbeU05GvhPtCjc4HBrCv1qKFhKFVVOZH0RblE78r7NBRT/e0ADC7YrNhF 0e2h4fYzcx/DmVwQTdA53vuGhhd7Fx51kX4ootTsP0LDeWt+FkOBC5pCC9F3 J2hIYe92qiZNod6W2spHR/nepZ9bFLlQHZjt/06IjkcG/n0mrMQF5/m4N+Gi dCzfZ6i5h3TnT5ecx7J0/Dyn4PWEdN4EY7XpWjrGLtPkLVcm18dV5PLkBjq+ 2VD36T1pkbG57/Fb6KilNGUqo8IFv/fdRNdOOo7XJKQHkjbuj9l+yJYcr++U 0fpVXPh7yL9w1p6OJ37t17IlXfXKUTjNhY5VwEq/QFquy7BzwIeOPx+X/u4i 3WGmtT44gI7sIo/Rn6TD2+SvMc/Tce13HWsZFhcmnvw6bB9Dx5gdk/XWpLN3 fGjgu0zH7u9jlX6kDzzsUrx5lY4fLHhYyaSFt96P2JlOx30SerRy0g0NpaOj 2XS0L7+S/IS0j37a7ugCOi45JBc7TFrtTlSZeikdJxe1L/5FOrHW3seDQ8c8 SksgQ5ULO9db9Ijeo6PDwsqza0nPV8KmyiY6GtpmzxqSrtDSuGHZQsekXqdZ c9IOpTLUmXY6+nxyD7AlLaMuYH/lJR0fNNecO0m6vXCmeUMfHdVOGVJ9SYet GlHtHaKjTNYK/iDSunkdMf4f6Pi8mx0TQXpcoX5SdpyOVntjEmNIZ2Xesrg7 RccQQR25BNJWtJTbR37S8XeTqkoSaaG0iJWUP3TU4HGqSCY9JEzcNaMy8DjP 1N3/TTzV8mAuYmDRoyaT/99PuniTMc3PwPfiI9b/9+e+i9bZKMjAJjeTz/+P Z5Dwzq5DmIE9Xzef/D8e8d6iyTfLGGiyVUo1kPRHhmfgZzEGJrf0KHn/37/T hqW/JRjYmBR0xIn0pfI/1/mlGeh5ULDbmrTdrwdq4nIM7PL2ijYhvRYvcph0 BpZMEYF6pPkizXauVmDg7qD+slWke9olX21WZuAF3xe0FaSLpN6cMGYx8F7P jafz5Hqds835foDNwPa9G2rekTa76Rx6QpOBMpopAy2kFSdXi3mtYeBp93tG ZaR/6PzIDNZmoFJ17qcE0mnNIfXX9Rj4RSV51Jy0h8iuPYVbGFj6LnH7atKG Vsv6a5CB4k90h4VIf3p//ffz7QyUPH6w/Q75v3I1jkUO7mLg8vEHComkY31Y Ul92M9DRsLbKkfQ6vtvaApYMvKK7InYJaf49AQ8krBh4/Yvzq9fk/ulJMrBQ PMRATFU6UkA6UKnNQ9+WgXNbbijqk27Z+rHI+yQDW1j+l/aR+zE9umRjiDsD /QJaGiRIn+ryehznycAf11XWvCT3s+RxyoeifxmYld/+2JT00RBp5nAoAz9p eXSqk/lBu2WwbCKCgVWFReODZP7gF8vXn49ioH5N6NYE0sVZa22k4sn59XXk T5D551eDydU9aQyMkxU3TCLz1VMBMZV/Mhi40SEANpK+YdZT7ZTNwKODc379 ZH4zGrLvDC1g4M/YhQx50nEL55YS1QyUqKHcuSjPBRX98lCVVgbuHdGTEZXh wvd9HpKUDgYOtG9pzSTz6/2TmoW9nQy89P7AzGrSNinFbTE9DPTXCsvdRebj y98LpL+NkPFUx591keTCQlFW2b1Z8n89s5Z6TIwLz+7bGab8YeAdZ4H5XjL/ p/bQX56mMFHvUaaLGWkd/huzyvxMfCNHZOuS9cL1aOq2mOVMpCmMBvxYSq6H VGLfQRYT2ZeYd1YJciFf08J9LZuJi3O9P0YIcMFr23KqsCYT/yRNhr0j65WI V5zKvXVM1Kgal7hO1jOjtmhPZWCiIe/bmBleLpSHhS2e3s/EiuL6atu/BERN +ayLDmWiucaVpQLTBOS7zDhaRTBxe+4z141TBDSOeKcxo5golvt0l/NXAuZf evHVxTJxSvzq2aYJAk4Rnq/epTBxyDPovtNnst6HugXolzPJ+2NcgdM7ApQk TjyY6mdinv7ffqOXBBjEvvt5Z5CJne7ri7e9IM9Li+3VI98yUTV6z3ejLgKu /T6WTPvExJYHpyb0nxOwZMDO0eQbE+fqcsMZrQRM59ssyRNUwEPxfVKpTQTc 091neVBHAaPn3549UUmeT/QUT9htVMDzB4fFZCsIGNs87eu0WQF3yWq/bCsj z4cG8al+hgro6v7wjVYJAS67ng1fM1VAA1++nwM3CZC0NjrV66CAz4SowiNp BLgFaF+yvqqAel3zdZHhBISc4804lqqAU8Z9u3nDyHiDOstd0hVQfXcx79kQ 8nuFnnrhn6OAomZ9PY5BBKyMKZa9XkbG27lzpeoZAprSlIr6HingstnSTHNX AmTrxR/Z/FJAt39KnHTNCVCP6+/XmlPA1gNZQ0l7Cdhslzu96K8CKnVFlE3u IcCGR5tWwquII00fzDKNCUjbbunzR0QRD0ytSvmylQC59gTFG8qKmBLz9OcG HQJoQyLBgxaKaCJGS4mSJkCBR3DjsRJFXDdcfVy4jwNsG4a6V7kiVgTQbdt7 OKBds4EeVqWIjb+zTeK7ObDNxYEvn6OIv5e0zSzpJO8PnQ+ejz5UxFbt4KCx xxwoyQ508RxQxDWbXce31nBAd+v368HLlHDj9Ser7OM4YBo2+PeGpxKuDoyL 3LCJAxYlkzMB3kqYdtxNJUuXA/u7F8YP/quEMnadLwV0yPsDi9Endk4JLb+0 OnRqccD5mV1tRKQSvr1WhKYqHAgTf+vhnqGEOp05xp9EOUDkvhva0qqEziON 27Pe1YHyw9HGfpYyusSpP6dE1EF7ivDPkH5lPHnYOD+/qhYyipcH2WWo4LI5 g/T7+TUgE2jMB/tX4cQpG1m94NtAXDoxuE+GhfMDPuk/BKphp01sj7U8C9Uf nCsq56mGbrXa53YMFvZIJzg6zFfB1COBJlcVFtqVhw43TZKnCp7igrC1LNQ6 5me3p7sKrvpOe1Ybs9Bx9ba2yOwq8LYNWiQewEKvYePKqA1VoLkmRbWrj4Wz VdXMJItKqGkjVPIGWHjcbt/qZJNKANd+xX+HWfh29q9lglElWU/oNNmPLGwx uvfUX6cSTsvnix2fJuMNZ3YtlyHbC1bNTQuooms+/2KToQrQf/usVUxHFZ2c O7TvOlXAnkTKaYt4VYwzK7pLdSqHNo7n7qOJqsiTMJvQd6QczIbeqpy6oopB Z6IOlOwvBwuNh32X0lRxNvd+kO7WcrB6FLXtSYEqfgrIuvNZvhyOzIlJ431V XORlyDydUwYex5UbNKZVsfn8YPScfSl8jbqSunlGFaklmeYeZqVwunyxj8kv VexWSX7StqkUvP+Mqjr/VUWlB20sM7FS8LtampgrpIZE37WJA/UlEPx0g6Os ohri37ZaS7ESSFhnLCK4Tw3LKDfEkwtugbBq9fiIlRoalkUIlF++BZE02tP6 Q2r4bE7Ar+rsLQgWnL7gbauG7yy9P5w2uwXugynUIRc1nP2893LrjyLYHT36 vea8Gpr6NOhy9YtAYCSyz75MDe/vUVUO4hRAWM80ByrVsNpvk79yZgFQ2myu ydxWQ9oWgWdFEQXws05rfwdBjvf4ULOZZQF8iO1p29SshvwjGbp/x25Ckx6r UeyNGo4ksNv+XXETgi8/KmgQYuPdkttn+bflgcnYFOvSUjYu3L1zTmVVHkga yhUeEmXjpStHPcQF86B46lThtAQbt88l1Fs9y4UeM5kiJSYbRaCj/R+zXNBa 5nYrcgMbHWMzX4ftyYE5h6vs/XpsZC5OyxBRz4Hm+vu3mFvYeNKOxtovlAM2 7pLFhCEbNx2+8EqsORsiW+8Vj+9ho9qu3h/KetkwHC1WambPRsF5iwz6iiwo HtmsKe/IxoYLj9OKxjPBb5Nj6agzG93d5Pq7HmaCyGduaYgHG/X5Hxv/8M0E PeMTZdX+bBQTDBs0LcgAvuy41efPsVE15nh4zr4M6PjNKdsTzMYlUzx5VEoG OBSKlH8IZ2OycNgsx/IGXBaoK1+ZwMbx6z9d5SfS4LDdW633iWy8mNXwvDEh DVh1whUVV9iY2u8ioqidBvWORyuM09h4Q9R9dND7Oow1C1WevUn27znHvfku BW7T1q/dVcTG9y+yBMLPpkCwr22lRAkbr1e/2nZNLAUkVaorSyvJePvW7eTZ eA0Mww9XDd1lY847L/72k1eA3+GV6FgDGzXMy3jffEyGJ9vN3b89YKPMi4Hz KXbJYCawTZWfvNTFpm19JLYjCcRH6yOWtbJx1zcnl7XVidDzRPfdyg42jt38 ZdYolwi20eoZ7G420pz1Um0HEkDBNX9eu5eN4hGlDFOdBPiwm2Gt38/G8FOX 7Y9fiAd3EXEJ87dsNHA75hCoEAtrJy+dtn7PxszS0wpicTEw07644/gnNipP PI+4PnIR6srPa7h9Jtvz2srulY2CswlzF30nyPhO7zp6YfUFwNM+n4Km2Pg6 rs4gSTIceC0nt0V9J/1Uy2zf/RBoXuecc/knG1Ws5NIzJILhovgIJW2WjQMF a0Tpd86A6YzNkbw/bMx7GC1ewuMJQ4f97McXyPYtbRMrL+2E/wCiOZhr "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-3., 15.}, {0., 0.16976527263135505`}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {118, Rational[236, 3]}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> Rational[2, 3], "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-3., 15.}, {0., 0.16976527263135505`}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {118, Rational[236, 3]}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> Rational[2, 3], "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwV13k4VVsUAPB7iZAkGTLdwdTlIpUklbVIEyVDqTxFJVOGZHiikCkiQ6iI zEJmwj23JEmlDFEiMqSJRJQGlHfeX+f7fd/Ze6999tlr7c085mFxgodCofhR KZT/n5rnPFr5KRT0iX8iTh1XhxfiZw9aL6HgwlUzB5eS0+BfHDlSIknBlcve GrrZ+wPDKNmdqkDBkPrn02WrgqG5L+v3Pg0KdqaJnh7NCwFXr9KwAl0Knvf0 bOx9FQZiS7jL5rdSkEl9HH2pKwLqsh+l7t1LQdbYslv0/Ejg6xwq/3GCgmLW 8YT7ZDQUO3/ZZOxJQX3OzW63U5fAgjrbnH6WgnbfO6b+GYiFG1or3hglUjAy PF3U8mE8GD2mO127QUHT9T6f9jkkwJit+rfPhRQc+n7EP5F6GXTitgkmNlDQ b+1RoWlWIrR/+Xf98BcKHo6QMHfcngwHCxvXs2YpSNf749fcngxD9kt1PPip 6L4vz6Fm/xX42pet84dGxbqcgqh1B6+CWEvrBmkzKjoHBvU825wCVvmKeuaV VHSVtToTkpUGA0fd9a7VU3EhKcIikD8dHOU5eoMtVJzYmmrA55IOfkmmm9xG qLhkq3nXF/UbkBpyZnOUOA+qm/RER+dkwMCRdv37vjw4WWdU66aZBQ4yMiAQ yoObJWFs5EAWTL60h71xPDhtZTU0HpwFlD2z8OYmDx4QqeppfJ4FCpuUDX73 8OBZ+S/qLe7Z4CAVsHXNJl583NNeteNaDky0q+zMWuBFSnd/+YrbeVAt7tVe umQRjmo1Whm9yAP/Q/es7kgtwmnd31r4LQ/4Rg6ceLV6ETa7h86kaeWD3I/I kKV2izD76rdEamE+GMt9vnOmYRHqrcg1lUu4CXlOZWsszvNh3eA/vwYNC8Gl ZK7O9hIf7u1WjXlkUwha0zvQLYUPVURrfC/5FsKdgCHTyAo+/Dqx+v3twkLo jF3uWj/Mh5+2BD0JFSkCym2vfDVDfmyy2Jp5rLMIbKi6sry8i3FOpWax+bZi EA5xrESRxag6XhKgYl0Md3mu7gqUXox7fWJmP7gXA23Rj39/r16MKY6W7arX imGQv/rFpM1ibCzZcYs7WgzHhLVi+2sWY+T3zY+1o0rAWYpFrXERQNNNthOh RCn4aqz86NQpiK3HgguLfctBsDP8W8qAIGZG/rWtCSqHNN9vCy1jgmjwst2o LrIc7t9rW6nBK4S9xjue5aaWg7BFuPHUOiGUpYKmQn05ZPtOl5xJFkLzq1/y 6ngroPXeM++LB5dg7/GcycyoClCyOM9TPCCMUp9NaC4hlZC9tpO2dEwYRVq9 N1pEVQJ9heIm9xlhPLLha8T6+EqQedHkpSW8FLucNdu+pFfCMiuB99Ubl+LL Lz6ZypxKmD0U9+hu0lKsS/V6WDNRCc+Ppse0G4vg7MbPQcFWVRDoyZH8VrMM D29prcmQroZaoy13lzgsR4MSumFm7G2w+mXa7j4qhq4XDj5IaaoBE9XHb7os xDH64uUCRW4tUBhZ6t8OimPLQAz9b30tVEv6B4jZiiM/defUy8Za8vurS5uf FMeSJEbRuZZamB6I29cWKo6Khn1JJb21kJp04OnjanEceb/oRPzPWhhb+FB3 V1ICA7MLzFzW1MHFbr6km68l0O42PaAkvQ60T3aMHRmSwMcTO3kqMutgYCHV QPKDBNpabfKrzKmDdapak2FTEthAP7+urLAO+gOsjY8JSGLGtvD5uNt1sJpZ RpHXkcSu45vPTT6rgxcnD7pdTpDE65K569izdUCn3tp+bqcUJg3ElBCmHHCy /jEkZSqF0mt8K9aac6C8yiCg0lIKna6qDxdYcsDQoafs4xEp3PuB2Rx3kAMO T/mkLXyk0GRypnrHMQ6UJtt9VsmWQoujsal2PhzQV5OM75iTwn6PTEG9VA7Y WJ7vVSxbiZQbmq15Axy4Un9SU/f2SpT6ExrTM8SBDlWr0N3clXjg9PsdgiMc MKKwNXwercRrpa+q7T9yQKPkRXDz4EpEgRwf3q8c+MvPYjmLSuN46TKeYQoB mUSbb6mnNOIabgadScBrZc7Txn+l8bbOqk4xRQLEE3IYr85Jo3dly7JFygRE Ovq1LERJ4402n9IhFgGe4go082xp9AC38BAtAgzdfR5+65RGxS/xv5yAgBGm nPhGbRnMHPZ/9uAfAsTYv0693yiDnsXqQjaHyfe1X7QmgAwKj8zcmD5CxrM9 5sKYsQxGalPbZY4RcOTk/Oz1ozJYarHT/IATGV91//DfWBlclEmuoDcBnTvS y5pGZfAfX77XKdEE8JifEfaclEHeYJHIPzEErLHe7yw/I4MfHi69YhtLQLzr UkVfiizKZ0530hIIME04d2WVlCxWaPzzKuoKAU9eHz530UgW3fwqDMSyCGhw o5mYZcgii9NrOFFNwFBkyjHfPFl8dmJV54YaAqi54v5pt2QxbOji+aBacj6v hQo/1cpi2q18A0GCgIfbf/Kf75DFc/mZpvz3CGihdzRWUOXw7dHcl/mPCXjx /LzeCns5LI2yMA99TcD38XnzjS5yOC4TZJfQR4CEgJ+z7Sk5xI7Iq+n9BFjp u1+7dVYOjbVEA8sHCOgtsv6xNVkOtU4Prm14S8BA6LpK72Y5PBNf4nxhjIBP 69+rdrPkcaZxs1PNLwJuSgyHDWrKY9Vrg7/hvwlwmOkf/KQtj0v20rosZwl4 X/0ieQ7lMTbuz8axOQLermuiMg/JY4t4DoVngYD+NTm9J6PkcSG45fKbRVy4 vjxD2ydOHs+L7mUl8HHBeio1LjBZHt1DeRYM+bnQW355W0KWPK67GHQqazEX uleHVNRw5DG6LNhxlxAXOjSORlHH5FFj/8T9bcu4ELf08Duhr/Kof+HBmTek Tb8cBPEf8pgy3eTtJcqF1mKzGRUeGobdvKedupwLLWw8uluGhoeLbg52ruBC kyp941VjGr45xf31VYoLoYKySZlmNHzvRfvqupILhqOSk4VWNDzwyEL9I+n7 BSJ5d47RMPZujFe3NBfqV/0VfetPw+j4BsiU5UKt8ptP6rdouNvy7fAQjQuu OS0mbeU05GvhPtCjc4HBrCv1qKFhKFVVOZH0RblE78r7NBRT/e0ADC7YrNhF 0e2h4fYzcx/DmVwQTdA53vuGhhd7Fx51kX4ootTsP0LDeWt+FkOBC5pCC9F3 J2hIYe92qiZNod6W2spHR/nepZ9bFLlQHZjt/06IjkcG/n0mrMQF5/m4N+Gi dCzfZ6i5h3TnT5ecx7J0/Dyn4PWEdN4EY7XpWjrGLtPkLVcm18dV5PLkBjq+ 2VD36T1pkbG57/Fb6KilNGUqo8IFv/fdRNdOOo7XJKQHkjbuj9l+yJYcr++U 0fpVXPh7yL9w1p6OJ37t17IlXfXKUTjNhY5VwEq/QFquy7BzwIeOPx+X/u4i 3WGmtT44gI7sIo/Rn6TD2+SvMc/Tce13HWsZFhcmnvw6bB9Dx5gdk/XWpLN3 fGjgu0zH7u9jlX6kDzzsUrx5lY4fLHhYyaSFt96P2JlOx30SerRy0g0NpaOj 2XS0L7+S/IS0j37a7ugCOi45JBc7TFrtTlSZeikdJxe1L/5FOrHW3seDQ8c8 SksgQ5ULO9db9Ijeo6PDwsqza0nPV8KmyiY6GtpmzxqSrtDSuGHZQsekXqdZ c9IOpTLUmXY6+nxyD7AlLaMuYH/lJR0fNNecO0m6vXCmeUMfHdVOGVJ9SYet GlHtHaKjTNYK/iDSunkdMf4f6Pi8mx0TQXpcoX5SdpyOVntjEmNIZ2Xesrg7 RccQQR25BNJWtJTbR37S8XeTqkoSaaG0iJWUP3TU4HGqSCY9JEzcNaMy8DjP 1N3/TTzV8mAuYmDRoyaT/99PuniTMc3PwPfiI9b/9+e+i9bZKMjAJjeTz/+P Z5Dwzq5DmIE9Xzef/D8e8d6iyTfLGGiyVUo1kPRHhmfgZzEGJrf0KHn/37/T hqW/JRjYmBR0xIn0pfI/1/mlGeh5ULDbmrTdrwdq4nIM7PL2ijYhvRYvcph0 BpZMEYF6pPkizXauVmDg7qD+slWke9olX21WZuAF3xe0FaSLpN6cMGYx8F7P jafz5Hqds835foDNwPa9G2rekTa76Rx6QpOBMpopAy2kFSdXi3mtYeBp93tG ZaR/6PzIDNZmoFJ17qcE0mnNIfXX9Rj4RSV51Jy0h8iuPYVbGFj6LnH7atKG Vsv6a5CB4k90h4VIf3p//ffz7QyUPH6w/Q75v3I1jkUO7mLg8vEHComkY31Y Ul92M9DRsLbKkfQ6vtvaApYMvKK7InYJaf49AQ8krBh4/Yvzq9fk/ulJMrBQ PMRATFU6UkA6UKnNQ9+WgXNbbijqk27Z+rHI+yQDW1j+l/aR+zE9umRjiDsD /QJaGiRIn+ryehznycAf11XWvCT3s+RxyoeifxmYld/+2JT00RBp5nAoAz9p eXSqk/lBu2WwbCKCgVWFReODZP7gF8vXn49ioH5N6NYE0sVZa22k4sn59XXk T5D551eDydU9aQyMkxU3TCLz1VMBMZV/Mhi40SEANpK+YdZT7ZTNwKODc379 ZH4zGrLvDC1g4M/YhQx50nEL55YS1QyUqKHcuSjPBRX98lCVVgbuHdGTEZXh wvd9HpKUDgYOtG9pzSTz6/2TmoW9nQy89P7AzGrSNinFbTE9DPTXCsvdRebj y98LpL+NkPFUx591keTCQlFW2b1Z8n89s5Z6TIwLz+7bGab8YeAdZ4H5XjL/ p/bQX56mMFHvUaaLGWkd/huzyvxMfCNHZOuS9cL1aOq2mOVMpCmMBvxYSq6H VGLfQRYT2ZeYd1YJciFf08J9LZuJi3O9P0YIcMFr23KqsCYT/yRNhr0j65WI V5zKvXVM1Kgal7hO1jOjtmhPZWCiIe/bmBleLpSHhS2e3s/EiuL6atu/BERN +ayLDmWiucaVpQLTBOS7zDhaRTBxe+4z141TBDSOeKcxo5golvt0l/NXAuZf evHVxTJxSvzq2aYJAk4Rnq/epTBxyDPovtNnst6HugXolzPJ+2NcgdM7ApQk TjyY6mdinv7ffqOXBBjEvvt5Z5CJne7ri7e9IM9Li+3VI98yUTV6z3ejLgKu /T6WTPvExJYHpyb0nxOwZMDO0eQbE+fqcsMZrQRM59ssyRNUwEPxfVKpTQTc 091neVBHAaPn3549UUmeT/QUT9htVMDzB4fFZCsIGNs87eu0WQF3yWq/bCsj z4cG8al+hgro6v7wjVYJAS67ng1fM1VAA1++nwM3CZC0NjrV66CAz4SowiNp BLgFaF+yvqqAel3zdZHhBISc4804lqqAU8Z9u3nDyHiDOstd0hVQfXcx79kQ 8nuFnnrhn6OAomZ9PY5BBKyMKZa9XkbG27lzpeoZAprSlIr6HingstnSTHNX AmTrxR/Z/FJAt39KnHTNCVCP6+/XmlPA1gNZQ0l7Cdhslzu96K8CKnVFlE3u IcCGR5tWwquII00fzDKNCUjbbunzR0QRD0ytSvmylQC59gTFG8qKmBLz9OcG HQJoQyLBgxaKaCJGS4mSJkCBR3DjsRJFXDdcfVy4jwNsG4a6V7kiVgTQbdt7 OKBds4EeVqWIjb+zTeK7ObDNxYEvn6OIv5e0zSzpJO8PnQ+ejz5UxFbt4KCx xxwoyQ508RxQxDWbXce31nBAd+v368HLlHDj9Ser7OM4YBo2+PeGpxKuDoyL 3LCJAxYlkzMB3kqYdtxNJUuXA/u7F8YP/quEMnadLwV0yPsDi9Endk4JLb+0 OnRqccD5mV1tRKQSvr1WhKYqHAgTf+vhnqGEOp05xp9EOUDkvhva0qqEziON 27Pe1YHyw9HGfpYyusSpP6dE1EF7ivDPkH5lPHnYOD+/qhYyipcH2WWo4LI5 g/T7+TUgE2jMB/tX4cQpG1m94NtAXDoxuE+GhfMDPuk/BKphp01sj7U8C9Uf nCsq56mGbrXa53YMFvZIJzg6zFfB1COBJlcVFtqVhw43TZKnCp7igrC1LNQ6 5me3p7sKrvpOe1Ybs9Bx9ba2yOwq8LYNWiQewEKvYePKqA1VoLkmRbWrj4Wz VdXMJItKqGkjVPIGWHjcbt/qZJNKANd+xX+HWfh29q9lglElWU/oNNmPLGwx uvfUX6cSTsvnix2fJuMNZ3YtlyHbC1bNTQuooms+/2KToQrQf/usVUxHFZ2c O7TvOlXAnkTKaYt4VYwzK7pLdSqHNo7n7qOJqsiTMJvQd6QczIbeqpy6oopB Z6IOlOwvBwuNh32X0lRxNvd+kO7WcrB6FLXtSYEqfgrIuvNZvhyOzIlJ431V XORlyDydUwYex5UbNKZVsfn8YPScfSl8jbqSunlGFaklmeYeZqVwunyxj8kv VexWSX7StqkUvP+Mqjr/VUWlB20sM7FS8LtampgrpIZE37WJA/UlEPx0g6Os ohri37ZaS7ESSFhnLCK4Tw3LKDfEkwtugbBq9fiIlRoalkUIlF++BZE02tP6 Q2r4bE7Ar+rsLQgWnL7gbauG7yy9P5w2uwXugynUIRc1nP2893LrjyLYHT36 vea8Gpr6NOhy9YtAYCSyz75MDe/vUVUO4hRAWM80ByrVsNpvk79yZgFQ2myu ydxWQ9oWgWdFEQXws05rfwdBjvf4ULOZZQF8iO1p29SshvwjGbp/x25Ckx6r UeyNGo4ksNv+XXETgi8/KmgQYuPdkttn+bflgcnYFOvSUjYu3L1zTmVVHkga yhUeEmXjpStHPcQF86B46lThtAQbt88l1Fs9y4UeM5kiJSYbRaCj/R+zXNBa 5nYrcgMbHWMzX4ftyYE5h6vs/XpsZC5OyxBRz4Hm+vu3mFvYeNKOxtovlAM2 7pLFhCEbNx2+8EqsORsiW+8Vj+9ho9qu3h/KetkwHC1WambPRsF5iwz6iiwo HtmsKe/IxoYLj9OKxjPBb5Nj6agzG93d5Pq7HmaCyGduaYgHG/X5Hxv/8M0E PeMTZdX+bBQTDBs0LcgAvuy41efPsVE15nh4zr4M6PjNKdsTzMYlUzx5VEoG OBSKlH8IZ2OycNgsx/IGXBaoK1+ZwMbx6z9d5SfS4LDdW633iWy8mNXwvDEh DVh1whUVV9iY2u8ioqidBvWORyuM09h4Q9R9dND7Oow1C1WevUn27znHvfku BW7T1q/dVcTG9y+yBMLPpkCwr22lRAkbr1e/2nZNLAUkVaorSyvJePvW7eTZ eA0Mww9XDd1lY847L/72k1eA3+GV6FgDGzXMy3jffEyGJ9vN3b89YKPMi4Hz KXbJYCawTZWfvNTFpm19JLYjCcRH6yOWtbJx1zcnl7XVidDzRPfdyg42jt38 ZdYolwi20eoZ7G420pz1Um0HEkDBNX9eu5eN4hGlDFOdBPiwm2Gt38/G8FOX 7Y9fiAd3EXEJ87dsNHA75hCoEAtrJy+dtn7PxszS0wpicTEw07644/gnNipP PI+4PnIR6srPa7h9Jtvz2srulY2CswlzF30nyPhO7zp6YfUFwNM+n4Km2Pg6 rs4gSTIceC0nt0V9J/1Uy2zf/RBoXuecc/knG1Ws5NIzJILhovgIJW2WjQMF a0Tpd86A6YzNkbw/bMx7GC1ewuMJQ4f97McXyPYtbRMrL+2E/wCiOZhr "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-3., 15.}, {0., 0.16976527263135505`}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {118, Rational[236, 3]}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> Rational[2, 3], "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, {Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], AspectRatio->NCache[ Rational[2, 3], 0.6666666666666666], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Epilog->{{ RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.05], PointBox[{0, 0}]}}, Frame->{{True, True}, {True, True}}, FrameLabel->{None, FormBox[ StyleBox[ RowBox[{"\[Rho]", "(", "\[Lambda]", ")"}], Opacity[0], StripOnInput -> False], TraditionalForm]}, FrameStyle->GrayLevel[0], FrameTicks->{{{}, {}}, {{}, {{0, FormBox["0", TraditionalForm]}}}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->{{Automatic, Automatic}, {4, Automatic}}, ImageSize->118, LabelStyle->{FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, Method->{ "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, PlotRange->{{-3., 15.}, {0., 0.16976527263135505`}}, PlotRangeClipping->False, PlotRangePadding->{{0, 0}, {0, 0}}, Prolog->{ ArrowBox[ NCache[{{0, Rational[1, 24]/Pi}, {8, Rational[1, 24]/Pi}}, {{ 0, 0.013262911924324612`}, {8, 0.013262911924324612`}}]], { Dashing[{Small, Small}], LineBox[ NCache[{{8, 0}, {8, Rational[1, 3]/Pi}}, {{8, 0}, { 8, 0.1061032953945969}}]], InsetBox[ FormBox[ StyleBox["\"\[Mu]\"", SingleLetterItalics -> False, Directive[FontFamily -> "Times", GrayLevel[0], FontSize -> 11], StripOnInput -> False], TraditionalForm], NCache[{4, Rational[5, 48]/Pi}, {4, 0.033157279810811534`}]]}, { Arrowheads[{-Automatic, Automatic}], ArrowBox[ NCache[{{14, Rational[1, 24]/Pi}, {8, Rational[1, 24]/Pi}}, {{ 14, 0.013262911924324612`}, {8, 0.013262911924324612`}}]]}, InsetBox[ FormBox[ StyleBox["\"2\[Sigma]\"", SingleLetterItalics -> False, Directive[FontFamily -> "Times", GrayLevel[0], FontSize -> 11], StripOnInput -> False], TraditionalForm], NCache[{11, Rational[5, 48]/Pi}, {11, 0.033157279810811534`}]]}, RotateLabel->False, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{ 3.895207790740121*^9, {3.895207839744895*^9, 3.895207870243621*^9}, 3.895208026480008*^9, 3.895208869333159*^9, 3.895208913648329*^9, 3.924161611725056*^9, {3.924161710538059*^9, 3.924161720851728*^9}, 3.924161760789225*^9, {3.924161828428911*^9, 3.924161866638994*^9}, { 3.924163256019329*^9, 3.924163268961925*^9}, {3.926761187709559*^9, 3.926761263193915*^9}, {3.9267614370306377`*^9, 3.9267614865111933`*^9}, 3.926761551544959*^9, 3.926761627762596*^9, 3.926761670173362*^9, 3.926761738825984*^9, {3.926761837375955*^9, 3.926761880360046*^9}, 3.926761946675086*^9, {3.927175957860818*^9, 3.927175963570401*^9}, { 3.927176016405114*^9, 3.927176044825283*^9}}, CellLabel->"Out[34]=",ExpressionUUID->"9cd54024-e29b-456b-a509-0492f8827637"] }, Open ]], Cell[BoxData[{ RowBox[{ RowBox[{"Export", "[", RowBox[{ "\"\<~/doc/research/frsb_kac-rice/papers/marginal/figs/spectrum_less.pdf\>\ \"", ",", "pS1"}], "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Export", "[", RowBox[{ "\"\<~/doc/research/frsb_kac-rice/papers/marginal/figs/spectrum_eq.pdf\>\"\ ", ",", "pS2"}], "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Export", "[", RowBox[{ "\"\<~/doc/research/frsb_kac-rice/papers/marginal/figs/spectrum_more.pdf\>\ \"", ",", "ps6"}], "]"}], ";"}]}], "Input", CellChangeTimes->{{3.924161919335609*^9, 3.924161984768268*^9}, { 3.924162080650302*^9, 3.924162081777878*^9}, {3.92676129203915*^9, 3.9267613047263827`*^9}}, CellLabel->"In[35]:=",ExpressionUUID->"9c8fbe7e-534f-4567-b9e1-d7a5c3ce1086"] }, Open ]], Cell[CellGroupData[{ Cell["Two-sphere", "Section", CellChangeTimes->{{3.9155323567472897`*^9, 3.915532358033332*^9}},ExpressionUUID->"8475cc42-326a-4ebf-b66b-\ 7d80366a5280"], Cell[BoxData[ RowBox[{ RowBox[{"p0RSBrules", "=", RowBox[{"{", "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{ RowBox[{"p0RSBmat", "[", RowBox[{"n_", ",", RowBox[{"{", RowBox[{ "adt_", ",", "a0tu_", ",", "a0tl_", ",", "ad_", ",", "a0_"}], "}"}]}], "]"}], ".", RowBox[{"p0RSBmat", "[", RowBox[{"n_", ",", RowBox[{"{", RowBox[{ "bdt_", ",", "b0tu_", ",", "b0tl_", ",", "bd_", ",", "b0_"}], "}"}]}], "]"}]}], ":>", RowBox[{"p0RSBmat", "[", RowBox[{"n", ",", RowBox[{"{", "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"adt", " ", "bdt"}], "+", RowBox[{ RowBox[{"(", RowBox[{"n", "-", "1"}], ")"}], "a0tu", " ", "b0tl"}]}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"a0tu", " ", "bd"}], "+", RowBox[{"adt", " ", "b0tu"}], "+", RowBox[{ RowBox[{"(", RowBox[{"n", "-", "2"}], ")"}], "a0tu", " ", "b0"}]}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"a0tl", " ", "bdt"}], "+", RowBox[{"ad", " ", "b0tl"}], "+", RowBox[{ RowBox[{"(", RowBox[{"n", "-", "2"}], ")"}], "b0tl", " ", "a0"}]}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"ad", " ", "bd"}], "+", RowBox[{"a0tl", " ", "b0tu"}], "+", RowBox[{ RowBox[{"(", RowBox[{"n", "-", "2"}], ")"}], "a0", " ", "b0"}]}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"a0", " ", "bd"}], "+", RowBox[{"ad", " ", "b0"}], "+", RowBox[{"a0tl", " ", "b0tu"}], "+", RowBox[{ RowBox[{"(", RowBox[{"n", "-", "3"}], ")"}], "a0", " ", "b0"}]}]}], "\[IndentingNewLine]", "}"}]}], "]"}]}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"p0RSBmat", "[", RowBox[{"n_", ",", RowBox[{"{", RowBox[{ "adt_", ",", "a0tu_", ",", "a0tl_", ",", "ad_", ",", "a0_"}], "}"}]}], "]"}], "+", RowBox[{"p0RSBmat", "[", RowBox[{"n_", ",", RowBox[{"{", RowBox[{ "bdt_", ",", "b0tu_", ",", "b0tl_", ",", "bd_", ",", "b0_"}], "}"}]}], "]"}]}], ":>", RowBox[{"p0RSBmat", "[", RowBox[{"n", ",", RowBox[{"{", "\[IndentingNewLine]", RowBox[{ RowBox[{"adt", "+", "bdt"}], ",", "\[IndentingNewLine]", RowBox[{"a0tu", "+", "b0tu"}], ",", "\[IndentingNewLine]", RowBox[{"a0tl", "+", "b0tl"}], ",", "\[IndentingNewLine]", RowBox[{"ad", "+", "bd"}], ",", "\[IndentingNewLine]", RowBox[{"a0", "+", "b0"}]}], "\[IndentingNewLine]", "}"}]}], "]"}]}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"-", RowBox[{"p0RSBmat", "[", RowBox[{"n_", ",", RowBox[{"{", RowBox[{ "adt_", ",", "a0tu_", ",", "a0tl_", ",", "ad_", ",", "a0_"}], "}"}]}], "]"}]}], ":>", RowBox[{"p0RSBmat", "[", RowBox[{"n", ",", RowBox[{"{", RowBox[{ RowBox[{"-", "adt"}], ",", RowBox[{"-", "a0tu"}], ",", RowBox[{"-", "a0tl"}], ",", RowBox[{"-", "ad"}], ",", RowBox[{"-", "a0"}]}], "}"}]}], "]"}]}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"logDet", "[", RowBox[{"p0RSBmat", "[", RowBox[{"n_", ",", RowBox[{"{", RowBox[{ "adt_", ",", "a0tu_", ",", "a0tl_", ",", "ad_", ",", "a0_"}], "}"}]}], "]"}], "]"}], ":>", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{"n", "-", "2"}], ")"}], RowBox[{"Log", "[", RowBox[{"ad", "-", "a0"}], "]"}]}], "+", RowBox[{"Log", "[", RowBox[{ RowBox[{"adt", " ", "ad"}], "+", RowBox[{ RowBox[{"(", RowBox[{"n", "-", "2"}], ")"}], "adt", " ", "a0"}], "-", RowBox[{ RowBox[{"(", RowBox[{"n", "-", "1"}], ")"}], "a0tu", " ", "a0tl"}]}], "]"}]}]}], ",", "\[IndentingNewLine]", RowBox[{ SuperscriptBox[ RowBox[{"p0RSBmat", "[", RowBox[{"n_", ",", RowBox[{"{", RowBox[{ "adt_", ",", "a0tu_", ",", "a0tl_", ",", "ad_", ",", "a0_"}], "}"}]}], "]"}], "2"], ":>", RowBox[{"p0RSBmat", "[", RowBox[{"n", ",", RowBox[{"{", RowBox[{ SuperscriptBox["adt", "2"], ",", SuperscriptBox["a0tu", "2"], ",", SuperscriptBox["a0tl", "2"], ",", SuperscriptBox["ad", "2"], ",", SuperscriptBox["a0", "2"]}], "}"}]}], "]"}]}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"sumDiag", "[", RowBox[{"p0RSBmat", "[", RowBox[{"n_", ",", RowBox[{"{", RowBox[{ "adt_", ",", "a0tu_", ",", "a0tl_", ",", "ad_", ",", "a0_"}], "}"}]}], "]"}], "]"}], ":>", RowBox[{"adt", "+", RowBox[{ RowBox[{"(", RowBox[{"n", "-", "1"}], ")"}], "ad"}]}]}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"sum", "[", RowBox[{"p0RSBmat", "[", RowBox[{"n_", ",", RowBox[{"{", RowBox[{ "adt_", ",", "a0tu_", ",", "a0tl_", ",", "ad_", ",", "a0_"}], "}"}]}], "]"}], "]"}], ":>", RowBox[{"adt", "+", RowBox[{ RowBox[{"(", RowBox[{"n", "-", "1"}], ")"}], RowBox[{"(", RowBox[{"ad", "+", "a0tu", "+", "a0tl"}], ")"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ SuperscriptBox["n", "2"], "-", "1", "-", RowBox[{"3", RowBox[{"(", RowBox[{"n", "-", "1"}], ")"}]}]}], ")"}], "a0"}]}]}]}], "\[IndentingNewLine]", "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.9060154869143467`*^9, 3.9060156486206284`*^9}, { 3.906015706414013*^9, 3.906015879409375*^9}, {3.9060159104259157`*^9, 3.90601616215897*^9}, {3.9060164087157993`*^9, 3.9060164195478573`*^9}, { 3.906016724777636*^9, 3.906016759546612*^9}, {3.906017868966701*^9, 3.906017993144882*^9}}, CellLabel->"In[11]:=",ExpressionUUID->"830d12ec-ccc1-4fbc-9de0-2282430f4840"], Cell[BoxData[ RowBox[{ RowBox[{"matForm", "[", RowBox[{"p0RSBmat", "[", RowBox[{"n_", ",", RowBox[{"{", RowBox[{"adt_", ",", "a0tu_", ",", "a0tl_", ",", "ad_", ",", "a0_"}], "}"}]}], "]"}], "]"}], ":=", RowBox[{"With", "[", RowBox[{ RowBox[{"{", RowBox[{"a", "=", RowBox[{"Unique", "[", "a", "]"}]}], "}"}], ",", RowBox[{ RowBox[{"Array", "[", RowBox[{"a", ",", RowBox[{"{", RowBox[{"n", ",", "n"}], "}"}]}], "]"}], "/.", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"a", "[", RowBox[{"1", ",", "1"}], "]"}], ":>", "adt"}], ",", RowBox[{ RowBox[{"a", "[", RowBox[{"i_", ",", "i_"}], "]"}], ":>", "ad"}], ",", RowBox[{ RowBox[{"a", "[", RowBox[{"i_", ",", "j_"}], "]"}], ":>", RowBox[{"a0tu", "/;", RowBox[{"(", RowBox[{ RowBox[{"i", "==", "1"}], "&&", RowBox[{"j", "!=", "1"}]}], ")"}]}]}], ",", RowBox[{ RowBox[{"a", "[", RowBox[{"i_", ",", "j_"}], "]"}], ":>", RowBox[{"a0tl", "/;", RowBox[{"(", RowBox[{ RowBox[{"i", "!=", "1"}], "&&", RowBox[{"j", "==", "1"}]}], ")"}]}]}], ",", RowBox[{ RowBox[{"a", "[", RowBox[{"_", ",", "_"}], "]"}], ":>", "a0"}]}], "}"}]}]}], "]"}]}]], "Input", CellChangeTimes->{{3.90601619406374*^9, 3.906016261000745*^9}}, CellLabel->"In[12]:=",ExpressionUUID->"bcf9e08b-5bc8-4156-8987-ae991b3777be"], Cell[BoxData[{ RowBox[{ RowBox[{"A", "=", RowBox[{"p0RSBmat", "[", RowBox[{"7", ",", RowBox[{"{", RowBox[{"adt", ",", "a0tu", ",", "a0tl", ",", "ad", ",", "a0"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"B", "=", RowBox[{"p0RSBmat", "[", RowBox[{"7", ",", RowBox[{"{", RowBox[{"bdt", ",", "b0tu", ",", "b0tl", ",", "bd", ",", "b0"}], "}"}]}], "]"}]}], ";"}]}], "Input", CellChangeTimes->{{3.906016273153998*^9, 3.906016296681038*^9}, { 3.906016335065982*^9, 3.906016335785755*^9}, {3.906016425291695*^9, 3.906016427035625*^9}}, CellLabel->"In[13]:=",ExpressionUUID->"90676af5-535d-4801-950c-574cc68db098"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"matForm", "[", "A", "]"}], "//", "MatrixForm"}]], "Input", CellChangeTimes->{{3.90601650742142*^9, 3.906016511901194*^9}}, CellLabel->"In[15]:=",ExpressionUUID->"3e4fb69d-9599-4326-945e-414023395a5f"], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"adt", "a0tu", "a0tu", "a0tu", "a0tu", "a0tu", "a0tu"}, {"a0tl", "ad", "a0", "a0", "a0", "a0", "a0"}, {"a0tl", "a0", "ad", "a0", "a0", "a0", "a0"}, {"a0tl", "a0", "a0", "ad", "a0", "a0", "a0"}, {"a0tl", "a0", "a0", "a0", "ad", "a0", "a0"}, {"a0tl", "a0", "a0", "a0", "a0", "ad", "a0"}, {"a0tl", "a0", "a0", "a0", "a0", "a0", "ad"} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { Offset[0.27999999999999997`], { Offset[0.7]}, Offset[0.27999999999999997`]}, "Rows" -> { Offset[0.2], { Offset[0.4]}, Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", CellChangeTimes->{3.9060165121210833`*^9, 3.906186585845617*^9, 3.906188367634499*^9, 3.906445737287404*^9, 3.906526380957107*^9, 3.907146520679757*^9, 3.907328401870837*^9, 3.90852775810122*^9, 3.90853517690338*^9, 3.9086033051904783`*^9, 3.908611419200552*^9, 3.908621322305964*^9, 3.908959013422355*^9, 3.909041244953446*^9, 3.915532039997315*^9, 3.915532490361631*^9, 3.9157715661300697`*^9, 3.916379988951159*^9, 3.92726705097127*^9, 3.927267091691385*^9, 3.928307087937766*^9}, CellLabel-> "Out[15]//MatrixForm=",ExpressionUUID->"dc8c4d24-e3b9-4519-b25a-\ d1b37a8ca665"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{ RowBox[{"matForm", "[", "A", "]"}], ".", RowBox[{"matForm", "[", "B", "]"}]}], "-", RowBox[{"matForm", "[", RowBox[{ RowBox[{"A", ".", "B"}], "/.", "p0RSBrules"}], "]"}]}], "//", "MatrixForm"}]], "Input", CellChangeTimes->{{3.90601630021717*^9, 3.9060163020008*^9}, { 3.906016344778521*^9, 3.906016369306422*^9}}, CellLabel->"In[16]:=",ExpressionUUID->"692c829b-e066-4a5e-bd71-7d2bb33fb03d"], Cell[BoxData[ TagBox[ RowBox[{"(", "\[NoBreak]", GridBox[{ {"0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "0", "0"}, {"0", "0", "0", "0", "0", "0", "0"} }, GridBoxAlignment->{"Columns" -> {{Center}}, "Rows" -> {{Baseline}}}, GridBoxSpacings->{"Columns" -> { Offset[0.27999999999999997`], { Offset[0.7]}, Offset[0.27999999999999997`]}, "Rows" -> { Offset[0.2], { Offset[0.4]}, Offset[0.2]}}], "\[NoBreak]", ")"}], Function[BoxForm`e$, MatrixForm[BoxForm`e$]]]], "Output", CellChangeTimes->{{3.906016302200728*^9, 3.9060163698749247`*^9}, { 3.906016412112354*^9, 3.906016427752605*^9}, 3.906186586394137*^9, 3.906188367784443*^9, 3.906445737488733*^9, 3.906526381171613*^9, 3.9071465208390102`*^9, 3.907328401969231*^9, 3.90852775852439*^9, 3.908535176947983*^9, 3.9086033052426033`*^9, 3.908611419390637*^9, 3.908621322502807*^9, 3.9089590134471207`*^9, 3.909041245152533*^9, 3.915532040420734*^9, 3.915532490902354*^9, 3.9157715661819*^9, 3.916379989103819*^9, 3.927267051024227*^9, 3.927267091746293*^9, 3.928307087994485*^9}, CellLabel-> "Out[16]//MatrixForm=",ExpressionUUID->"1d662128-382e-4f15-b860-\ f781d0e058f9"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{ RowBox[{"logDet", "[", "A", "]"}], "-", RowBox[{"Log", "[", RowBox[{"Det", "[", RowBox[{"matForm", "[", "A", "]"}], "]"}], "]"}]}], "/.", "p0RSBrules"}], "//", RowBox[{ RowBox[{"FullSimplify", "[", RowBox[{"#", ",", RowBox[{"Assumptions", "->", RowBox[{"{", RowBox[{ RowBox[{"ad", ">", "a0"}], ",", RowBox[{"a0", ">", "0"}], ",", RowBox[{"ad", ">", "0"}], ",", RowBox[{"ad", ">", "0"}]}], "}"}]}]}], "]"}], "&"}]}]], "Input", CellChangeTimes->{{3.906016432156065*^9, 3.906016492940791*^9}}, CellLabel->"In[17]:=",ExpressionUUID->"9dee447a-c909-40cb-8546-4295c33c7ecb"], Cell[BoxData["0"], "Output", CellChangeTimes->{{3.906016435385942*^9, 3.906016493093434*^9}, 3.9061865868641443`*^9, 3.906188367909843*^9, 3.906445737894533*^9, 3.906526381387528*^9, 3.907146521410756*^9, 3.907328402072982*^9, 3.908527759253859*^9, 3.908535176992972*^9, 3.908603305293064*^9, 3.908611419701027*^9, 3.908621322735462*^9, 3.908959013614911*^9, 3.909041245371322*^9, 3.915532041003538*^9, 3.915532491323807*^9, 3.9157715663195257`*^9, 3.916379989663705*^9, 3.927267051079937*^9, 3.927267091844021*^9, 3.9283070880533533`*^9}, CellLabel->"Out[17]=",ExpressionUUID->"f17e3a44-13b0-4bd9-987a-b8c0d0f58652"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"\[ScriptCapitalS]twin", "=", RowBox[{"With", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"Q11", "=", RowBox[{"p0RSBmat", "[", RowBox[{"n", ",", RowBox[{"{", RowBox[{ "q11d1", ",", "q111", ",", "q111", ",", "q11d0", ",", "q110"}], "}"}]}], "]"}]}], ",", RowBox[{"Q22", "=", RowBox[{"p0RSBmat", "[", RowBox[{"n", ",", RowBox[{"{", RowBox[{ "q22d1", ",", "q221", ",", "q221", ",", "q22d0", ",", "q220"}], "}"}]}], "]"}]}], ",", RowBox[{"Q12", "=", RowBox[{"p0RSBmat", "[", RowBox[{"n", ",", RowBox[{"{", RowBox[{ "q12d1", ",", "q121", ",", "q121", ",", "q12d0", ",", "q120"}], "}"}]}], "]"}]}]}], "}"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{ RowBox[{"-", "\[Beta]"}], RowBox[{"(", RowBox[{ RowBox[{"\[Omega]1", " ", RowBox[{"sumDiag", "[", "Q11", "]"}]}], "+", RowBox[{"\[Omega]2", " ", RowBox[{"sumDiag", "[", "Q22", "]"}]}], "+", RowBox[{"2", " ", "\[Epsilon]", " ", RowBox[{"sumDiag", "[", "Q12", "]"}]}]}], ")"}]}], "+", RowBox[{"\[Lambda]", RowBox[{"(", RowBox[{ RowBox[{"\[Omega]1", " ", "q11d1"}], "+", RowBox[{"\[Omega]2", " ", "q22d1"}], "+", RowBox[{"2", " ", "\[Epsilon]", " ", "q12d1"}]}], ")"}]}], "+", RowBox[{ SuperscriptBox["\[Sigma]1", "2"], RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["\[Beta]", "2"], RowBox[{"sum", "[", SuperscriptBox["Q11", "2"], "]"}]}], "+", RowBox[{ SuperscriptBox["\[Lambda]", "2"], SuperscriptBox["q11d1", "2"]}], "-", RowBox[{"2", " ", "\[Beta]", " ", "\[Lambda]", RowBox[{"(", RowBox[{ SuperscriptBox["q11d1", "2"], "+", RowBox[{ RowBox[{"(", RowBox[{"n", "-", "1"}], ")"}], SuperscriptBox["q111", "2"]}]}], ")"}]}]}], ")"}]}], "+", RowBox[{ SuperscriptBox["\[Sigma]2", "2"], RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["\[Beta]", "2"], RowBox[{"sum", "[", SuperscriptBox["Q22", "2"], "]"}]}], "+", RowBox[{ SuperscriptBox["\[Lambda]", "2"], SuperscriptBox["q22d1", "2"]}], "-", RowBox[{"2", " ", "\[Beta]", " ", "\[Lambda]", RowBox[{"(", RowBox[{ SuperscriptBox["q22d1", "2"], "+", RowBox[{ RowBox[{"(", RowBox[{"n", "-", "1"}], ")"}], SuperscriptBox["q221", "2"]}]}], ")"}]}]}], ")"}]}], "+", RowBox[{ FractionBox["1", "2"], RowBox[{"logDet", "[", RowBox[{ RowBox[{"Q11", ".", "Q22"}], "-", RowBox[{"Q12", ".", "Q12"}]}], "]"}]}]}], "//.", "p0RSBrules"}]}], "\[IndentingNewLine]", "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.905848963495986*^9, 3.905849056640668*^9}, { 3.905849098609572*^9, 3.905849153378747*^9}, {3.905849229244924*^9, 3.905849299413603*^9}, {3.9058497801426687`*^9, 3.905849929641574*^9}, { 3.905850661167429*^9, 3.905850663479553*^9}, {3.9058506988640537`*^9, 3.905850823299843*^9}, {3.906016526231467*^9, 3.906016610960813*^9}, { 3.906016648120619*^9, 3.906016668361017*^9}, {3.906018022634241*^9, 3.906018040601918*^9}, {3.906018074803009*^9, 3.906018131963895*^9}}, CellLabel->"In[18]:=",ExpressionUUID->"ae225317-c8f2-42eb-a092-5a3d6696fcf1"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"FullSimplify", "[", RowBox[{ RowBox[{"Limit", "[", RowBox[{"\[ScriptCapitalS]twin", ",", RowBox[{"n", "->", "0"}]}], "]"}], ",", RowBox[{"Assumptions", "->", RowBox[{"{", RowBox[{ RowBox[{"0", "<", "q11d0", "<", "1"}], ",", RowBox[{"0", "<", "q11d1", "<", "1"}], ",", RowBox[{"0", "<", "q110", "<", "1"}], ",", RowBox[{"0", "<", "q220", "<", "1"}]}], "}"}]}]}], "]"}], "/.", RowBox[{ RowBox[{ RowBox[{ RowBox[{"-", "2"}], RowBox[{"Log", "[", "a_", "]"}]}], "+", RowBox[{"Log", "[", "b_", "]"}]}], ":>", RowBox[{"Log", "[", RowBox[{"FullSimplify", "[", RowBox[{"b", "/", SuperscriptBox["a", "2"]}], "]"}], "]"}]}]}]], "Input", CellChangeTimes->{{3.9272803840094433`*^9, 3.927280410881407*^9}}, CellLabel->"In[19]:=",ExpressionUUID->"441c736d-f94a-4b61-ae4a-050ffb34f1d4"], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"2", " ", SuperscriptBox["q110", "2"]}], "-", RowBox[{"2", " ", SuperscriptBox["q111", "2"]}], "-", SuperscriptBox["q11d0", "2"], "+", SuperscriptBox["q11d1", "2"]}], ")"}], " ", SuperscriptBox["\[Beta]", "2"]}], "+", RowBox[{"2", " ", RowBox[{"(", RowBox[{"q111", "-", "q11d1"}], ")"}], " ", RowBox[{"(", RowBox[{"q111", "+", "q11d1"}], ")"}], " ", "\[Beta]", " ", "\[Lambda]"}], "+", RowBox[{ SuperscriptBox["q11d1", "2"], " ", SuperscriptBox["\[Lambda]", "2"]}]}], ")"}], " ", SuperscriptBox["\[Sigma]1", "2"]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"2", " ", SuperscriptBox["q220", "2"]}], "-", RowBox[{"2", " ", SuperscriptBox["q221", "2"]}], "-", SuperscriptBox["q22d0", "2"], "+", SuperscriptBox["q22d1", "2"]}], ")"}], " ", SuperscriptBox["\[Beta]", "2"]}], "+", RowBox[{"2", " ", RowBox[{"(", RowBox[{"q221", "-", "q22d1"}], ")"}], " ", RowBox[{"(", RowBox[{"q221", "+", "q22d1"}], ")"}], " ", "\[Beta]", " ", "\[Lambda]"}], "+", RowBox[{ SuperscriptBox["q22d1", "2"], " ", SuperscriptBox["\[Lambda]", "2"]}]}], ")"}], " ", SuperscriptBox["\[Sigma]2", "2"]}], "+", RowBox[{"\[Beta]", " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "q12d0", " ", "\[Epsilon]"}], "-", RowBox[{"2", " ", "q12d1", " ", "\[Epsilon]"}], "+", RowBox[{"q11d0", " ", "\[Omega]1"}], "-", RowBox[{"q11d1", " ", "\[Omega]1"}], "+", RowBox[{"q22d0", " ", "\[Omega]2"}], "-", RowBox[{"q22d1", " ", "\[Omega]2"}]}], ")"}]}], "+", RowBox[{"\[Lambda]", " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "q12d1", " ", "\[Epsilon]"}], "+", RowBox[{"q11d1", " ", "\[Omega]1"}], "+", RowBox[{"q22d1", " ", "\[Omega]2"}]}], ")"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"Log", "[", RowBox[{ FractionBox["1", SuperscriptBox[ RowBox[{"(", RowBox[{ SuperscriptBox[ RowBox[{"(", RowBox[{"q120", "-", "q12d0"}], ")"}], "2"], "-", RowBox[{ RowBox[{"(", RowBox[{"q110", "-", "q11d0"}], ")"}], " ", RowBox[{"(", RowBox[{"q220", "-", "q22d0"}], ")"}]}]}], ")"}], "2"]], RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"2", " ", "q120", " ", "q121"}], "-", RowBox[{"q121", " ", RowBox[{"(", RowBox[{"q12d0", "+", "q12d1"}], ")"}]}], "-", RowBox[{"2", " ", "q111", " ", "q220"}], "+", RowBox[{"q11d1", " ", "q221"}], "+", RowBox[{"q111", " ", "q22d0"}]}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "q120", " ", "q121"}], "-", RowBox[{"q121", " ", RowBox[{"(", RowBox[{"q12d0", "+", "q12d1"}], ")"}]}], "-", RowBox[{"2", " ", "q110", " ", "q221"}], "+", RowBox[{"q11d0", " ", "q221"}], "+", RowBox[{"q111", " ", "q22d1"}]}], ")"}]}], "-", RowBox[{"2", " ", RowBox[{"(", RowBox[{ RowBox[{"3", " ", SuperscriptBox["q120", "2"]}], "-", SuperscriptBox["q121", "2"], "-", RowBox[{"2", " ", "q120", " ", "q12d0"}], "-", RowBox[{"3", " ", "q110", " ", "q220"}], "+", RowBox[{"q11d0", " ", "q220"}], "+", RowBox[{"q111", " ", "q221"}], "+", RowBox[{"q110", " ", "q22d0"}]}], ")"}], " ", RowBox[{"(", RowBox[{ SuperscriptBox["q121", "2"], "-", SuperscriptBox["q12d1", "2"], "-", RowBox[{"q111", " ", "q221"}], "+", RowBox[{"q11d1", " ", "q22d1"}]}], ")"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"2", " ", SuperscriptBox["q120", "2"]}], "-", SuperscriptBox["q121", "2"], "-", SuperscriptBox["q12d0", "2"], "-", RowBox[{"2", " ", "q110", " ", "q220"}], "+", RowBox[{"q111", " ", "q221"}], "+", RowBox[{"q11d0", " ", "q22d0"}]}], ")"}], " ", RowBox[{"(", RowBox[{ SuperscriptBox["q121", "2"], "-", SuperscriptBox["q12d1", "2"], "-", RowBox[{"q111", " ", "q221"}], "+", RowBox[{"q11d1", " ", "q22d1"}]}], ")"}]}]}], ")"}]}], "]"}]}]}]], "Output", CellChangeTimes->{ 3.927277343768147*^9, {3.9272804001319532`*^9, 3.927280411646502*^9}, 3.928307089831167*^9}, CellLabel->"Out[19]=",ExpressionUUID->"7e5b218a-4bf7-4e16-b6af-f640354de52c"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"e1", "=", RowBox[{ RowBox[{"FullSimplify", "[", RowBox[{ RowBox[{"Limit", "[", RowBox[{"\[ScriptCapitalS]twin", ",", RowBox[{"n", "->", "0"}]}], "]"}], ",", RowBox[{"Assumptions", "->", RowBox[{"{", RowBox[{ RowBox[{"0", "<", "q11d0", "<", "1"}], ",", RowBox[{"0", "<", "q11d1", "<", "1"}], ",", RowBox[{"0", "<", "q110", "<", "1"}], ",", RowBox[{"0", "<", "q220", "<", "1"}]}], "}"}]}]}], "]"}], "/.", RowBox[{"{", RowBox[{ RowBox[{"q22d0", "->", RowBox[{"1", "-", "q11d0"}]}], ",", RowBox[{"q22d1", "->", RowBox[{"1", "-", "q11d1"}]}]}], "}"}]}]}]], "Input", CellChangeTimes->{{3.905850825091011*^9, 3.905850839218413*^9}, { 3.905851002581938*^9, 3.905851024062209*^9}, {3.905853123574729*^9, 3.905853141726667*^9}, {3.906014604394625*^9, 3.906014632601555*^9}}, CellLabel->"In[20]:=",ExpressionUUID->"27f3f5fd-a103-416e-9e22-49288939ab46"], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"2", " ", SuperscriptBox["q110", "2"]}], "-", RowBox[{"2", " ", SuperscriptBox["q111", "2"]}], "-", SuperscriptBox["q11d0", "2"], "+", SuperscriptBox["q11d1", "2"]}], ")"}], " ", SuperscriptBox["\[Beta]", "2"]}], "+", RowBox[{"2", " ", RowBox[{"(", RowBox[{"q111", "-", "q11d1"}], ")"}], " ", RowBox[{"(", RowBox[{"q111", "+", "q11d1"}], ")"}], " ", "\[Beta]", " ", "\[Lambda]"}], "+", RowBox[{ SuperscriptBox["q11d1", "2"], " ", SuperscriptBox["\[Lambda]", "2"]}]}], ")"}], " ", SuperscriptBox["\[Sigma]1", "2"]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", SuperscriptBox[ RowBox[{"(", RowBox[{"1", "-", "q11d0"}], ")"}], "2"]}], "+", SuperscriptBox[ RowBox[{"(", RowBox[{"1", "-", "q11d1"}], ")"}], "2"], "+", RowBox[{"2", " ", SuperscriptBox["q220", "2"]}], "-", RowBox[{"2", " ", SuperscriptBox["q221", "2"]}]}], ")"}], " ", SuperscriptBox["\[Beta]", "2"]}], "+", RowBox[{"2", " ", RowBox[{"(", RowBox[{"1", "-", "q11d1", "+", "q221"}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d1", "+", "q221"}], ")"}], " ", "\[Beta]", " ", "\[Lambda]"}], "+", RowBox[{ SuperscriptBox[ RowBox[{"(", RowBox[{"1", "-", "q11d1"}], ")"}], "2"], " ", SuperscriptBox["\[Lambda]", "2"]}]}], ")"}], " ", SuperscriptBox["\[Sigma]2", "2"]}], "+", RowBox[{"\[Beta]", " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "q12d0", " ", "\[Epsilon]"}], "-", RowBox[{"2", " ", "q12d1", " ", "\[Epsilon]"}], "+", RowBox[{"q11d0", " ", "\[Omega]1"}], "-", RowBox[{"q11d1", " ", "\[Omega]1"}], "+", RowBox[{ RowBox[{"(", RowBox[{"1", "-", "q11d0"}], ")"}], " ", "\[Omega]2"}], "-", RowBox[{ RowBox[{"(", RowBox[{"1", "-", "q11d1"}], ")"}], " ", "\[Omega]2"}]}], ")"}]}], "+", RowBox[{"\[Lambda]", " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "q12d1", " ", "\[Epsilon]"}], "+", RowBox[{"q11d1", " ", "\[Omega]1"}], "+", RowBox[{ RowBox[{"(", RowBox[{"1", "-", "q11d1"}], ")"}], " ", "\[Omega]2"}]}], ")"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "2"}], " ", RowBox[{"Log", "[", RowBox[{ RowBox[{"-", SuperscriptBox[ RowBox[{"(", RowBox[{"q120", "-", "q12d0"}], ")"}], "2"]}], "+", RowBox[{ RowBox[{"(", RowBox[{"q110", "-", "q11d0"}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d0", "+", "q220"}], ")"}]}]}], "]"}]}], "+", RowBox[{"Log", "[", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{"1", "-", "q11d1"}], ")"}], " ", "q11d1"}], "+", SuperscriptBox["q121", "2"], "-", SuperscriptBox["q12d1", "2"], "-", RowBox[{"q111", " ", "q221"}]}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{"1", "-", "q11d0"}], ")"}], " ", "q11d0"}], "+", RowBox[{"2", " ", SuperscriptBox["q120", "2"]}], "-", SuperscriptBox["q121", "2"], "-", SuperscriptBox["q12d0", "2"], "-", RowBox[{"2", " ", "q110", " ", "q220"}], "+", RowBox[{"q111", " ", "q221"}]}], ")"}]}], "-", RowBox[{"2", " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{"1", "-", "q11d1"}], ")"}], " ", "q11d1"}], "+", SuperscriptBox["q121", "2"], "-", SuperscriptBox["q12d1", "2"], "-", RowBox[{"q111", " ", "q221"}]}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{"q110", " ", RowBox[{"(", RowBox[{"1", "-", "q11d0"}], ")"}]}], "+", RowBox[{"3", " ", SuperscriptBox["q120", "2"]}], "-", SuperscriptBox["q121", "2"], "-", RowBox[{"2", " ", "q120", " ", "q12d0"}], "-", RowBox[{"3", " ", "q110", " ", "q220"}], "+", RowBox[{"q11d0", " ", "q220"}], "+", RowBox[{"q111", " ", "q221"}]}], ")"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"q111", " ", RowBox[{"(", RowBox[{"1", "-", "q11d1"}], ")"}]}], "+", RowBox[{"2", " ", "q120", " ", "q121"}], "-", RowBox[{"q121", " ", RowBox[{"(", RowBox[{"q12d0", "+", "q12d1"}], ")"}]}], "-", RowBox[{"2", " ", "q110", " ", "q221"}], "+", RowBox[{"q11d0", " ", "q221"}]}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{"q111", " ", RowBox[{"(", RowBox[{"1", "-", "q11d0"}], ")"}]}], "+", RowBox[{"2", " ", "q120", " ", "q121"}], "-", RowBox[{"q121", " ", RowBox[{"(", RowBox[{"q12d0", "+", "q12d1"}], ")"}]}], "-", RowBox[{"2", " ", "q111", " ", "q220"}], "+", RowBox[{"q11d1", " ", "q221"}]}], ")"}]}]}], "]"}]}], ")"}]}]}]], "Output", CellChangeTimes->{{3.905850829877305*^9, 3.905850839465863*^9}, { 3.905851005629496*^9, 3.905851024399541*^9}, {3.90585312526083*^9, 3.90585314326528*^9}, 3.9058615885407877`*^9, 3.905912499053171*^9, 3.905931598682398*^9, 3.906014581119566*^9, {3.906014625989239*^9, 3.906014632954865*^9}, 3.906016701530336*^9, 3.906016767211265*^9, 3.906018142729081*^9, 3.906186592965066*^9, 3.906188369691762*^9, 3.906445739624508*^9, 3.906526383503549*^9, 3.907146523319407*^9, 3.9073284035521383`*^9, 3.908527761322122*^9, 3.908535178552448*^9, 3.908603306888613*^9, 3.908611423684043*^9, 3.90862132459629*^9, 3.9089590151457157`*^9, 3.909041247694905*^9, 3.915532043468378*^9, 3.915532493400175*^9, 3.915771567714175*^9, 3.9163799917950907`*^9, 3.92726705254059*^9, 3.927267093315587*^9, 3.928307090052944*^9}, CellLabel->"Out[20]=",ExpressionUUID->"1b144bac-a028-45f3-a721-bd16185eb07c"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"e2", "=", RowBox[{"FullSimplify", "[", RowBox[{ RowBox[{"e1", "/.", RowBox[{"{", RowBox[{ RowBox[{"\[Epsilon]", "->", "0"}], ",", RowBox[{"q120", "->", "0"}], ",", RowBox[{"q121", "->", "0"}], ",", RowBox[{"q12d0", "->", "0"}], ",", RowBox[{"q12d1", "->", "0"}]}], "}"}]}], ",", RowBox[{"Assumptions", "->", RowBox[{"{", RowBox[{ RowBox[{ SuperscriptBox["q111", "2"], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "2"}], " ", "q110"}], "+", "q11d0"}], ")"}], " ", "q11d1"}]}], ">", "0"}], "}"}]}]}], "]"}]}]], "Input", CellChangeTimes->{{3.906186860286684*^9, 3.906186879686674*^9}, { 3.906186913895919*^9, 3.906186964896375*^9}}, CellLabel->"In[21]:=",ExpressionUUID->"ad63e4bc-666e-46ed-8c23-6d418adb2b5d"], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"2", " ", SuperscriptBox["q110", "2"]}], "-", RowBox[{"2", " ", SuperscriptBox["q111", "2"]}], "-", SuperscriptBox["q11d0", "2"], "+", SuperscriptBox["q11d1", "2"]}], ")"}], " ", SuperscriptBox["\[Beta]", "2"]}], "+", RowBox[{"2", " ", RowBox[{"(", RowBox[{"q111", "-", "q11d1"}], ")"}], " ", RowBox[{"(", RowBox[{"q111", "+", "q11d1"}], ")"}], " ", "\[Beta]", " ", "\[Lambda]"}], "+", RowBox[{ SuperscriptBox["q11d1", "2"], " ", SuperscriptBox["\[Lambda]", "2"]}]}], ")"}], " ", SuperscriptBox["\[Sigma]1", "2"]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", RowBox[{"(", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "2"}], "+", "q11d0"}], ")"}], " ", "q11d0"}], ")"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "2"}], "+", "q11d1"}], ")"}], " ", "q11d1"}], "+", RowBox[{"2", " ", RowBox[{"(", RowBox[{"q220", "-", "q221"}], ")"}], " ", RowBox[{"(", RowBox[{"q220", "+", "q221"}], ")"}]}]}], ")"}], " ", SuperscriptBox["\[Beta]", "2"]}], "+", RowBox[{"2", " ", RowBox[{"(", RowBox[{"1", "-", "q11d1", "+", "q221"}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d1", "+", "q221"}], ")"}], " ", "\[Beta]", " ", "\[Lambda]"}], "+", RowBox[{ SuperscriptBox[ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d1"}], ")"}], "2"], " ", SuperscriptBox["\[Lambda]", "2"]}]}], ")"}], " ", SuperscriptBox["\[Sigma]2", "2"]}], "+", RowBox[{ RowBox[{"(", RowBox[{"q11d0", "-", "q11d1"}], ")"}], " ", "\[Beta]", " ", RowBox[{"(", RowBox[{"\[Omega]1", "-", "\[Omega]2"}], ")"}]}], "+", RowBox[{"\[Lambda]", " ", RowBox[{"(", RowBox[{ RowBox[{"q11d1", " ", RowBox[{"(", RowBox[{"\[Omega]1", "-", "\[Omega]2"}], ")"}]}], "+", "\[Omega]2"}], ")"}]}], "+", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"Log", "[", RowBox[{ SuperscriptBox["q111", "2"], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "2"}], " ", "q110"}], "+", "q11d0"}], ")"}], " ", "q11d1"}]}], "]"}], "-", RowBox[{"2", " ", RowBox[{"Log", "[", RowBox[{ RowBox[{"(", RowBox[{"q110", "-", "q11d0"}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d0", "+", "q220"}], ")"}]}], "]"}]}], "+", RowBox[{"Log", "[", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d1"}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d0", "+", RowBox[{"2", " ", "q220"}]}], ")"}]}], "+", SuperscriptBox["q221", "2"]}], "]"}]}], ")"}]}]}]], "Output", CellChangeTimes->{ 3.906186880315091*^9, {3.906186921002465*^9, 3.906186965149336*^9}, 3.906188370518162*^9, 3.906445740478343*^9, 3.9065263844885607`*^9, 3.907146524270124*^9, 3.907328404486239*^9, 3.908527762345582*^9, 3.908535179422303*^9, 3.90860330775679*^9, 3.908613742673404*^9, 3.908621325654201*^9, 3.9089590159595833`*^9, 3.909041248490795*^9, 3.915532082121131*^9, 3.915532494340509*^9, 3.915771568554364*^9, 3.916379992916336*^9, 3.927267053334233*^9, 3.927267094186154*^9, 3.928307090784978*^9}, CellLabel->"Out[21]=",ExpressionUUID->"85986fc9-5212-4924-bbb0-44c85aa62f64"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"e3", "=", RowBox[{"FullSimplify", "[", RowBox[{"D", "[", RowBox[{"e2", ",", RowBox[{"{", RowBox[{"{", RowBox[{ "\[Lambda]", ",", "q110", ",", "q111", ",", "q11d0", ",", "q11d1", ",", "q220", ",", "q221"}], "}"}], "}"}]}], "]"}], "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.905853319610465*^9, 3.905853347658437*^9}, { 3.905853411443419*^9, 3.9058535161262627`*^9}, {3.905853841139458*^9, 3.905853844563665*^9}, {3.9058539127007103`*^9, 3.905853914092967*^9}, { 3.9058542703157997`*^9, 3.905854333908738*^9}, {3.905854765669025*^9, 3.9058547679168243`*^9}, {3.905861540945331*^9, 3.90586155147735*^9}, { 3.905931930671042*^9, 3.905931935878457*^9}, {3.906014640147063*^9, 3.906014648273918*^9}, {3.906016798634808*^9, 3.906016810306693*^9}, { 3.9061871443158627`*^9, 3.906187168844187*^9}}, CellLabel->"In[22]:=",ExpressionUUID->"c88cdbf9-9e5d-49a2-927e-12c0fc1e998e"], Cell[BoxData[ RowBox[{ RowBox[{"rules", "=", RowBox[{"{", RowBox[{ RowBox[{"q110", "->", RowBox[{"q11d", "-", RowBox[{"y11", "/", "\[Beta]"}], "-", RowBox[{"z110", "/", SuperscriptBox["\[Beta]", "2"]}]}]}], ",", RowBox[{"q111", "->", RowBox[{"q11d", "-", RowBox[{"y11", "/", "\[Beta]"}], "-", RowBox[{"z111", "/", SuperscriptBox["\[Beta]", "2"]}]}]}], ",", RowBox[{"q11d0", "->", RowBox[{"q11d", "-", " ", RowBox[{"y11d", "/", "\[Beta]"}], "-", " ", RowBox[{"z11d0", "/", SuperscriptBox["\[Beta]", "2"]}]}]}], ",", RowBox[{"q11d1", "->", RowBox[{"q11d", "-", " ", RowBox[{"y11d", "/", "\[Beta]"}], "-", " ", RowBox[{"z11d1", "/", SuperscriptBox["\[Beta]", "2"]}]}]}], ",", RowBox[{"q220", "->", RowBox[{"q22d", "-", RowBox[{"y22", "/", "\[Beta]"}], "-", RowBox[{"z220", "/", SuperscriptBox["\[Beta]", "2"]}]}]}], ",", RowBox[{"q221", "->", RowBox[{"q22d", "-", RowBox[{"y22", "/", "\[Beta]"}], "-", RowBox[{"z221", "/", SuperscriptBox["\[Beta]", "2"]}]}]}], ",", RowBox[{"q22d", "->", RowBox[{"1", "-", "q11d"}]}]}], "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.905861542929487*^9, 3.905861546187963*^9}, { 3.9058616088771887`*^9, 3.905861619740603*^9}, {3.9058616556854*^9, 3.905861699276464*^9}, {3.905861855312809*^9, 3.905861857476181*^9}, { 3.905912367239668*^9, 3.905912369548286*^9}, {3.905912613884484*^9, 3.905912616896575*^9}, {3.90591332909175*^9, 3.9059133499069*^9}, { 3.905913476003109*^9, 3.905913478780634*^9}, 3.905913510172113*^9, { 3.905913658453998*^9, 3.905913661681223*^9}, {3.905918897671769*^9, 3.905918933808075*^9}, {3.9059194397219048`*^9, 3.905919487154225*^9}, { 3.905919971332117*^9, 3.905919981516094*^9}, {3.905921624987239*^9, 3.905921647467622*^9}, {3.905921807702829*^9, 3.905921811630349*^9}, { 3.905922272815454*^9, 3.9059222846000423`*^9}, {3.905931570960396*^9, 3.905931578736177*^9}, {3.905931954887074*^9, 3.905931975071704*^9}, { 3.906014772838179*^9, 3.90601477479656*^9}, {3.906014805045081*^9, 3.906014807781166*^9}, {3.906014900111161*^9, 3.906014903118968*^9}, { 3.906015113442898*^9, 3.906015153147285*^9}, {3.906016827027356*^9, 3.906016885852555*^9}, 3.906187789048245*^9, {3.906189215794698*^9, 3.906189222514817*^9}, {3.90619067192666*^9, 3.906190680838689*^9}}, CellLabel->"In[23]:=",ExpressionUUID->"13c828e2-dc96-418a-98b1-bcedb602773f"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"e4", "=", RowBox[{"SeriesCoefficient", "[", RowBox[{ RowBox[{"e3", "//.", "rules"}], ",", RowBox[{"{", RowBox[{"\[Beta]", ",", "\[Infinity]", ",", RowBox[{"-", "2"}]}], "}"}]}], "]"}]}]], "Input", CellChangeTimes->{ 3.906187797968542*^9, {3.906187865137899*^9, 3.906187871433025*^9}}, CellLabel->"In[24]:=",ExpressionUUID->"5547b70f-6ccc-4c3c-b7a2-430267adff70"], Cell[BoxData[ RowBox[{"{", RowBox[{"0", ",", RowBox[{ RowBox[{"-", FractionBox["q11d", RowBox[{ SuperscriptBox["y11", "2"], "-", RowBox[{"2", " ", "y11", " ", "y11d"}], "+", SuperscriptBox["y11d", "2"], "+", RowBox[{"2", " ", "q11d", " ", "z110"}], "-", RowBox[{"2", " ", "q11d", " ", "z111"}], "-", RowBox[{"q11d", " ", "z11d0"}], "+", RowBox[{"q11d", " ", "z11d1"}]}]]}], "+", RowBox[{"4", " ", "q11d", " ", SuperscriptBox["\[Sigma]1", "2"]}]}], ",", RowBox[{"q11d", " ", RowBox[{"(", RowBox[{ FractionBox["1", RowBox[{ SuperscriptBox["y11", "2"], "-", RowBox[{"2", " ", "y11", " ", "y11d"}], "+", SuperscriptBox["y11d", "2"], "+", RowBox[{"2", " ", "q11d", " ", "z110"}], "-", RowBox[{"2", " ", "q11d", " ", "z111"}], "-", RowBox[{"q11d", " ", "z11d0"}], "+", RowBox[{"q11d", " ", "z11d1"}]}]], "-", RowBox[{"4", " ", SuperscriptBox["\[Sigma]1", "2"]}]}], ")"}]}], ",", RowBox[{ FractionBox["q11d", RowBox[{"2", " ", RowBox[{"(", RowBox[{ SuperscriptBox["y11", "2"], "-", RowBox[{"2", " ", "y11", " ", "y11d"}], "+", SuperscriptBox["y11d", "2"], "+", RowBox[{"2", " ", "q11d", " ", "z110"}], "-", RowBox[{"2", " ", "q11d", " ", "z111"}], "-", RowBox[{"q11d", " ", "z11d0"}], "+", RowBox[{"q11d", " ", "z11d1"}]}], ")"}]}]], "+", FractionBox[ RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], RowBox[{"2", " ", RowBox[{"(", RowBox[{ SuperscriptBox["y11d", "2"], "+", RowBox[{"2", " ", "y11d", " ", "y22"}], "+", SuperscriptBox["y22", "2"], "+", "z11d0", "-", RowBox[{"q11d", " ", "z11d0"}], "-", "z11d1", "+", RowBox[{"q11d", " ", "z11d1"}], "+", RowBox[{"2", " ", "z220"}], "-", RowBox[{"2", " ", "q11d", " ", "z220"}], "-", RowBox[{"2", " ", "z221"}], "+", RowBox[{"2", " ", "q11d", " ", "z221"}]}], ")"}]}]], "-", RowBox[{"2", " ", "q11d", " ", SuperscriptBox["\[Sigma]1", "2"]}], "-", RowBox[{"2", " ", RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], ")"}], " ", SuperscriptBox["\[Sigma]2", "2"]}]}], ",", RowBox[{ RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", FractionBox["q11d", RowBox[{ SuperscriptBox["y11", "2"], "-", RowBox[{"2", " ", "y11", " ", "y11d"}], "+", SuperscriptBox["y11d", "2"], "+", RowBox[{"2", " ", "q11d", " ", "z110"}], "-", RowBox[{"2", " ", "q11d", " ", "z111"}], "-", RowBox[{"q11d", " ", "z11d0"}], "+", RowBox[{"q11d", " ", "z11d1"}]}]]}], "+", FractionBox[ RowBox[{"1", "-", "q11d"}], RowBox[{ SuperscriptBox["y11d", "2"], "+", RowBox[{"2", " ", "y11d", " ", "y22"}], "+", SuperscriptBox["y22", "2"], "+", "z11d0", "-", RowBox[{"q11d", " ", "z11d0"}], "-", "z11d1", "+", RowBox[{"q11d", " ", "z11d1"}], "+", RowBox[{"2", " ", "z220"}], "-", RowBox[{"2", " ", "q11d", " ", "z220"}], "-", RowBox[{"2", " ", "z221"}], "+", RowBox[{"2", " ", "q11d", " ", "z221"}]}]]}], ")"}]}], "+", RowBox[{"2", " ", "q11d", " ", SuperscriptBox["\[Sigma]1", "2"]}], "+", RowBox[{"2", " ", RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], ")"}], " ", SuperscriptBox["\[Sigma]2", "2"]}]}], ",", RowBox[{ FractionBox[ RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], RowBox[{ SuperscriptBox["y11d", "2"], "+", RowBox[{"2", " ", "y11d", " ", "y22"}], "+", SuperscriptBox["y22", "2"], "+", "z11d0", "-", RowBox[{"q11d", " ", "z11d0"}], "-", "z11d1", "+", RowBox[{"q11d", " ", "z11d1"}], "+", RowBox[{"2", " ", "z220"}], "-", RowBox[{"2", " ", "q11d", " ", "z220"}], "-", RowBox[{"2", " ", "z221"}], "+", RowBox[{"2", " ", "q11d", " ", "z221"}]}]], "-", RowBox[{"4", " ", RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], ")"}], " ", SuperscriptBox["\[Sigma]2", "2"]}]}], ",", RowBox[{ RowBox[{"(", RowBox[{"1", "-", "q11d"}], ")"}], " ", RowBox[{"(", RowBox[{ FractionBox["1", RowBox[{ SuperscriptBox["y11d", "2"], "+", RowBox[{"2", " ", "y11d", " ", "y22"}], "+", SuperscriptBox["y22", "2"], "+", "z11d0", "-", RowBox[{"q11d", " ", "z11d0"}], "-", "z11d1", "+", RowBox[{"q11d", " ", "z11d1"}], "+", RowBox[{"2", " ", "z220"}], "-", RowBox[{"2", " ", "q11d", " ", "z220"}], "-", RowBox[{"2", " ", "z221"}], "+", RowBox[{"2", " ", "q11d", " ", "z221"}]}]], "-", RowBox[{"4", " ", SuperscriptBox["\[Sigma]2", "2"]}]}], ")"}]}]}], "}"}]], "Output", CellChangeTimes->{ 3.906187758262377*^9, 3.906187802390731*^9, {3.906187867026927*^9, 3.906187872126379*^9}, 3.906188383111711*^9, 3.906189229151506*^9, 3.90619068735071*^9, 3.906445753142694*^9, 3.906526396982582*^9, 3.907146536871374*^9, 3.907328416692205*^9, 3.908527776739359*^9, 3.908535193733109*^9, 3.908603321580958*^9, 3.908613759558733*^9, 3.908621342371894*^9, 3.908959029760838*^9, 3.909041262667035*^9, 3.915532095652994*^9, 3.915532506920657*^9, 3.915771581205089*^9, 3.916380012398842*^9, 3.9272670660374207`*^9, 3.9272671062765293`*^9, 3.928307102814274*^9}, CellLabel->"Out[24]=",ExpressionUUID->"f66850fa-e64c-45dd-b704-5045a5ac66bd"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"e5", "=", RowBox[{ RowBox[{"SeriesCoefficient", "[", RowBox[{ RowBox[{"e3", "//.", "rules"}], ",", RowBox[{"{", RowBox[{"\[Beta]", ",", "\[Infinity]", ",", RowBox[{"-", "1"}]}], "}"}]}], "]"}], "//", "Simplify"}]}]], "Input", CellChangeTimes->{{3.906187873026173*^9, 3.906187899186184*^9}}, CellLabel->"In[25]:=",ExpressionUUID->"87393889-0e58-4140-85b8-c09bdfb83fa6"], Cell[BoxData[ RowBox[{"{", RowBox[{"0", ",", RowBox[{ FractionBox["1", RowBox[{"y11", "-", "y11d"}]], "+", FractionBox[ RowBox[{ RowBox[{"(", RowBox[{"y11", "-", "y11d"}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{"y11", " ", "y11d"}], "-", SuperscriptBox["y11d", "2"], "+", RowBox[{"2", " ", "q11d", " ", RowBox[{"(", RowBox[{"z111", "-", "z11d1"}], ")"}]}]}], ")"}]}], SuperscriptBox[ RowBox[{"(", RowBox[{ SuperscriptBox["y11", "2"], "-", RowBox[{"2", " ", "y11", " ", "y11d"}], "+", SuperscriptBox["y11d", "2"], "+", RowBox[{"q11d", " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "z110"}], "-", RowBox[{"2", " ", "z111"}], "-", "z11d0", "+", "z11d1"}], ")"}]}]}], ")"}], "2"]], "-", RowBox[{"4", " ", "y11", " ", SuperscriptBox["\[Sigma]1", "2"]}]}], ",", RowBox[{ RowBox[{"-", FractionBox["y11", RowBox[{ SuperscriptBox["y11", "2"], "-", RowBox[{"2", " ", "y11", " ", "y11d"}], "+", SuperscriptBox["y11d", "2"], "+", RowBox[{"q11d", " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "z110"}], "-", RowBox[{"2", " ", "z111"}], "-", "z11d0", "+", "z11d1"}], ")"}]}]}]]}], "-", FractionBox[ RowBox[{"q11d", " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "y11", " ", RowBox[{"(", RowBox[{"z111", "-", "z11d1"}], ")"}]}], "+", RowBox[{"y11d", " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "2"}], " ", "z110"}], "+", "z11d0", "+", "z11d1"}], ")"}]}]}], ")"}]}], SuperscriptBox[ RowBox[{"(", RowBox[{ SuperscriptBox["y11", "2"], "-", RowBox[{"2", " ", "y11", " ", "y11d"}], "+", SuperscriptBox["y11d", "2"], "+", RowBox[{"q11d", " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "z110"}], "-", RowBox[{"2", " ", "z111"}], "-", "z11d0", "+", "z11d1"}], ")"}]}]}], ")"}], "2"]], "+", RowBox[{"4", " ", "y11", " ", SuperscriptBox["\[Sigma]1", "2"]}], "+", RowBox[{"4", " ", "q11d", " ", "\[Lambda]", " ", SuperscriptBox["\[Sigma]1", "2"]}]}], ",", RowBox[{ FractionBox["1", RowBox[{ RowBox[{"-", "y11"}], "+", "y11d"}]], "+", FractionBox["1", RowBox[{"y11d", "+", "y22"}]], "-", FractionBox[ RowBox[{ RowBox[{"(", RowBox[{"y11", "-", "y11d"}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{"y11", " ", "y11d"}], "-", SuperscriptBox["y11d", "2"], "+", RowBox[{"2", " ", "q11d", " ", RowBox[{"(", RowBox[{"z111", "-", "z11d1"}], ")"}]}]}], ")"}]}], RowBox[{"2", " ", SuperscriptBox[ RowBox[{"(", RowBox[{ SuperscriptBox["y11", "2"], "-", RowBox[{"2", " ", "y11", " ", "y11d"}], "+", SuperscriptBox["y11d", "2"], "+", RowBox[{"q11d", " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "z110"}], "-", RowBox[{"2", " ", "z111"}], "-", "z11d0", "+", "z11d1"}], ")"}]}]}], ")"}], "2"]}]], "-", FractionBox[ RowBox[{ RowBox[{"(", RowBox[{"y11d", "+", "y22"}], ")"}], " ", RowBox[{"(", RowBox[{ SuperscriptBox["y11d", "2"], "+", RowBox[{"y11d", " ", "y22"}], "+", RowBox[{"2", " ", RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], ")"}], " ", RowBox[{"(", RowBox[{"z11d1", "+", "z221"}], ")"}]}]}], ")"}]}], RowBox[{"2", " ", SuperscriptBox[ RowBox[{"(", RowBox[{ SuperscriptBox["y11d", "2"], "+", RowBox[{"2", " ", "y11d", " ", "y22"}], "+", SuperscriptBox["y22", "2"], "-", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], ")"}], " ", RowBox[{"(", RowBox[{"z11d0", "-", "z11d1", "+", RowBox[{"2", " ", "z220"}], "-", RowBox[{"2", " ", "z221"}]}], ")"}]}]}], ")"}], "2"]}]], "+", RowBox[{"2", " ", "y11d", " ", SuperscriptBox["\[Sigma]1", "2"]}], "+", RowBox[{"2", " ", "y11d", " ", SuperscriptBox["\[Sigma]2", "2"]}], "+", "\[Omega]1", "-", "\[Omega]2"}], ",", RowBox[{ RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ FractionBox[ RowBox[{ RowBox[{"(", RowBox[{"y11", "-", "y11d"}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", SuperscriptBox["y11", "2"]}], "-", RowBox[{"3", " ", "y11", " ", "y11d"}], "+", SuperscriptBox["y11d", "2"], "+", RowBox[{"4", " ", "q11d", " ", "z110"}], "-", RowBox[{"2", " ", "q11d", " ", "z111"}], "-", RowBox[{"2", " ", "q11d", " ", "z11d0"}]}], ")"}]}], SuperscriptBox[ RowBox[{"(", RowBox[{ SuperscriptBox["y11", "2"], "-", RowBox[{"2", " ", "y11", " ", "y11d"}], "+", SuperscriptBox["y11d", "2"], "+", RowBox[{"q11d", " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "z110"}], "-", RowBox[{"2", " ", "z111"}], "-", "z11d0", "+", "z11d1"}], ")"}]}]}], ")"}], "2"]], "-", FractionBox[ RowBox[{"y11d", "+", RowBox[{"2", " ", "y22"}]}], RowBox[{ SuperscriptBox["y11d", "2"], "+", RowBox[{"2", " ", "y11d", " ", "y22"}], "+", SuperscriptBox["y22", "2"], "-", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], ")"}], " ", RowBox[{"(", RowBox[{"z11d0", "-", "z11d1", "+", RowBox[{"2", " ", "z220"}], "-", RowBox[{"2", " ", "z221"}]}], ")"}]}]}]], "+", FractionBox[ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{"y11d", " ", RowBox[{"(", RowBox[{"z11d0", "+", "z11d1", "+", RowBox[{"2", " ", "z220"}]}], ")"}]}], "+", RowBox[{"2", " ", "y22", " ", RowBox[{"(", RowBox[{"z11d1", "+", "z221"}], ")"}]}]}], ")"}]}], SuperscriptBox[ RowBox[{"(", RowBox[{ SuperscriptBox["y11d", "2"], "+", RowBox[{"2", " ", "y11d", " ", "y22"}], "+", SuperscriptBox["y22", "2"], "-", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], ")"}], " ", RowBox[{"(", RowBox[{"z11d0", "-", "z11d1", "+", RowBox[{"2", " ", "z220"}], "-", RowBox[{"2", " ", "z221"}]}], ")"}]}]}], ")"}], "2"]]}], ")"}]}], "-", RowBox[{"2", " ", RowBox[{"(", RowBox[{"y11d", "+", RowBox[{"2", " ", "q11d", " ", "\[Lambda]"}]}], ")"}], " ", SuperscriptBox["\[Sigma]1", "2"]}], "-", RowBox[{"2", " ", RowBox[{"(", RowBox[{"y11d", "+", RowBox[{"2", " ", RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], ")"}], " ", "\[Lambda]"}]}], ")"}], " ", SuperscriptBox["\[Sigma]2", "2"]}], "-", "\[Omega]1", "+", "\[Omega]2"}], ",", RowBox[{ FractionBox["1", RowBox[{"y11d", "+", "y22"}]], "-", FractionBox[ RowBox[{ RowBox[{"(", RowBox[{"y11d", "+", "y22"}], ")"}], " ", RowBox[{"(", RowBox[{ SuperscriptBox["y11d", "2"], "+", RowBox[{"y11d", " ", "y22"}], "+", RowBox[{"2", " ", RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], ")"}], " ", RowBox[{"(", RowBox[{"z11d1", "+", "z221"}], ")"}]}]}], ")"}]}], SuperscriptBox[ RowBox[{"(", RowBox[{ SuperscriptBox["y11d", "2"], "+", RowBox[{"2", " ", "y11d", " ", "y22"}], "+", SuperscriptBox["y22", "2"], "-", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], ")"}], " ", RowBox[{"(", RowBox[{"z11d0", "-", "z11d1", "+", RowBox[{"2", " ", "z220"}], "-", RowBox[{"2", " ", "z221"}]}], ")"}]}]}], ")"}], "2"]], "-", RowBox[{"4", " ", "y22", " ", SuperscriptBox["\[Sigma]2", "2"]}]}], ",", RowBox[{ RowBox[{ RowBox[{"-", "y22"}], " ", RowBox[{"(", RowBox[{ FractionBox["1", RowBox[{ SuperscriptBox["y11d", "2"], "+", RowBox[{"2", " ", "y11d", " ", "y22"}], "+", SuperscriptBox["y22", "2"], "-", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], ")"}], " ", RowBox[{"(", RowBox[{"z11d0", "-", "z11d1", "+", RowBox[{"2", " ", "z220"}], "-", RowBox[{"2", " ", "z221"}]}], ")"}]}]}]], "-", RowBox[{"4", " ", SuperscriptBox["\[Sigma]2", "2"]}]}], ")"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{"1", "-", "q11d"}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{"-", FractionBox[ RowBox[{ RowBox[{"y11d", " ", RowBox[{"(", RowBox[{"z11d0", "+", "z11d1", "+", RowBox[{"2", " ", "z220"}]}], ")"}]}], "+", RowBox[{"2", " ", "y22", " ", RowBox[{"(", RowBox[{"z11d1", "+", "z221"}], ")"}]}]}], SuperscriptBox[ RowBox[{"(", RowBox[{ SuperscriptBox["y11d", "2"], "+", RowBox[{"2", " ", "y11d", " ", "y22"}], "+", SuperscriptBox["y22", "2"], "-", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], ")"}], " ", RowBox[{"(", RowBox[{"z11d0", "-", "z11d1", "+", RowBox[{"2", " ", "z220"}], "-", RowBox[{"2", " ", "z221"}]}], ")"}]}]}], ")"}], "2"]]}], "+", RowBox[{"4", " ", "\[Lambda]", " ", SuperscriptBox["\[Sigma]2", "2"]}]}], ")"}]}]}]}], "}"}]], "Output", CellChangeTimes->{{3.9061878924875402`*^9, 3.906187907449717*^9}, 3.906188395619846*^9, 3.9061892307700033`*^9, 3.906190699743403*^9, 3.906445765588705*^9, 3.906526409231572*^9, 3.907146549327018*^9, 3.9073284290518627`*^9, 3.9085278141653852`*^9, 3.908535231005335*^9, 3.908603358180184*^9, 3.908613796140329*^9, 3.9086213853239603`*^9, 3.908959065638323*^9, 3.909041299813568*^9, 3.915532108906477*^9, 3.915532519605406*^9, 3.9157715941794653`*^9, 3.91638002605516*^9, 3.927267118575928*^9, 3.9283071149957333`*^9}, CellLabel->"Out[25]=",ExpressionUUID->"f6ce55a2-7f04-49c0-800a-b712e2e93692"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"e6", "=", RowBox[{ RowBox[{"SeriesCoefficient", "[", RowBox[{ RowBox[{ RowBox[{"e3", "[", RowBox[{"[", "1", "]"}], "]"}], "//.", "rules"}], ",", RowBox[{"{", RowBox[{"\[Beta]", ",", "\[Infinity]", ",", "0"}], "}"}]}], "]"}], "//", "Simplify"}]}]], "Input", CellChangeTimes->{{3.906187902458308*^9, 3.906187917954363*^9}}, CellLabel->"In[26]:=",ExpressionUUID->"4d2d8f62-3f6d-45b3-9a63-780219e0e7e8"], Cell[BoxData[ RowBox[{ RowBox[{"2", " ", "q11d", " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "2"}], " ", "y11"}], "+", RowBox[{"2", " ", "y11d"}], "+", RowBox[{"q11d", " ", "\[Lambda]"}]}], ")"}], " ", SuperscriptBox["\[Sigma]1", "2"]}], "+", RowBox[{"2", " ", RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", RowBox[{"(", RowBox[{"y11d", "+", "y22"}], ")"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], ")"}], " ", "\[Lambda]"}]}], ")"}], " ", SuperscriptBox["\[Sigma]2", "2"]}], "+", RowBox[{"q11d", " ", RowBox[{"(", RowBox[{"\[Omega]1", "-", "\[Omega]2"}], ")"}]}], "+", "\[Omega]2"}]], "Output", CellChangeTimes->{3.906187918228827*^9, 3.906188395740288*^9, 3.906189231662617*^9, 3.906190699863659*^9, 3.906445765679088*^9, 3.9065264093386173`*^9, 3.907146549432131*^9, 3.907328429169303*^9, 3.908527814198004*^9, 3.908535231041009*^9, 3.908603358210541*^9, 3.90861379620579*^9, 3.90862138535625*^9, 3.909041299849929*^9, 3.915532115920799*^9, 3.9155325197505903`*^9, 3.9157715942701187`*^9, 3.916380026125768*^9, 3.927267118653653*^9, 3.928307115066297*^9}, CellLabel->"Out[26]=",ExpressionUUID->"de5a6a45-70fe-4fde-8b20-59e5cc7175f7"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"s6", "=", RowBox[{"Simplify", "[", RowBox[{"Solve", "[", RowBox[{ RowBox[{"0", "==", RowBox[{"Join", "[", RowBox[{"e4", ",", "e5", ",", RowBox[{"{", "e6", "}"}]}], "]"}]}], ",", RowBox[{"{", RowBox[{ "\[Lambda]", ",", "y11", ",", "y11d", ",", "y22", ",", "q11d", ",", "z110", ",", "z111", ",", "z11d0", ",", "z11d1", ",", "z220", ",", "z221"}], "}"}]}], "]"}], "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.906187633925405*^9, 3.9061876626932497`*^9}, { 3.906187731847047*^9, 3.906187753167115*^9}, {3.90618781156046*^9, 3.906187831432788*^9}, {3.906187923675535*^9, 3.906187969649603*^9}, { 3.906188000516306*^9, 3.9061880008675756`*^9}, {3.906188709249345*^9, 3.906188738449854*^9}, {3.906190696079129*^9, 3.9061906986149282`*^9}}, CellLabel->"In[27]:=",ExpressionUUID->"83eebe5d-3503-4b31-b14f-639ea14a0248"], Cell[BoxData[ TemplateBox[{ "Solve", "svars", "\"Equations may not give solutions for all \\\"solve\\\" variables.\"", 2, 27, 7, 23882815617388216864, "Local"}, "MessageTemplate"]], "Message", "MSG", CellChangeTimes->{3.906188768978856*^9, 3.906189233017943*^9, 3.906190730289953*^9, 3.906445795758022*^9, 3.906455280766007*^9, 3.9065264390893784`*^9, 3.9071465797681427`*^9, 3.907328458968724*^9, 3.908527846938418*^9, 3.90853526395877*^9, 3.908603390307139*^9, 3.908613828558267*^9, 3.908615455337167*^9, 3.90862142384585*^9, 3.908959097492876*^9, 3.909041332451538*^9, 3.915532146769128*^9, 3.915532550417849*^9, 3.915771624173337*^9, 3.916380057276285*^9, 3.927267148342062*^9, 3.928307144939105*^9}, CellLabel-> "During evaluation of \ In[27]:=",ExpressionUUID->"55c5134f-0549-48cf-b7a6-054801bf5ad4"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"testparams", "=", RowBox[{"{", RowBox[{ RowBox[{"\[Sigma]1", "->", "1"}], ",", RowBox[{"\[Sigma]2", "->", "1"}], ",", RowBox[{"\[Omega]1", "->", RowBox[{"3", "+", RowBox[{"2", "/", "10"}]}]}], ",", RowBox[{"\[Omega]2", "->", RowBox[{"200005", "/", "100000"}]}], ",", RowBox[{"\[Epsilon]", "->", RowBox[{"1", "/", "100"}]}]}], "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.907245948262267*^9, 3.907245950646895*^9}, { 3.908611448200711*^9, 3.908611448896093*^9}, {3.908614445394108*^9, 3.908614446153916*^9}, {3.908615875779113*^9, 3.908615877987123*^9}, { 3.908616482086334*^9, 3.908616482206256*^9}, 3.908616534687642*^9, { 3.908616963967916*^9, 3.908616965983852*^9}, 3.908617191179674*^9, 3.908962534254868*^9, 3.908963027542485*^9, {3.908963083415245*^9, 3.908963089503387*^9}, 3.9089631790945587`*^9, {3.908963292075355*^9, 3.908963292187259*^9}, {3.916386845349831*^9, 3.916386846349766*^9}, { 3.928332681834591*^9, 3.928332686073954*^9}}, CellLabel-> "In[403]:=",ExpressionUUID->"4c448220-e031-41d2-9096-b9e341dcd981"], Cell[BoxData[ RowBox[{ RowBox[{"rules2", "=", RowBox[{"{", RowBox[{ RowBox[{"q110", "->", RowBox[{"q11d", "-", RowBox[{"y110", "/", "\[Beta]"}], "-", RowBox[{"z110", "/", SuperscriptBox["\[Beta]", "2"]}]}]}], ",", RowBox[{"q111", "->", RowBox[{"q11d", "-", RowBox[{"y111", "/", "\[Beta]"}], "-", RowBox[{"z111", "/", SuperscriptBox["\[Beta]", "2"]}]}]}], ",", RowBox[{"q11d0", "->", RowBox[{"q11d", "-", " ", RowBox[{"y11d0", "/", "\[Beta]"}], "-", RowBox[{"z11d0", "/", SuperscriptBox["\[Beta]", "2"]}]}]}], ",", RowBox[{"q11d1", "->", RowBox[{"q11d", "-", RowBox[{"y11d1", "/", "\[Beta]"}], "-", RowBox[{"z11d1", "/", SuperscriptBox["\[Beta]", "2"]}]}]}], ",", RowBox[{"q220", "->", RowBox[{"q22d", "-", RowBox[{"y220", "/", "\[Beta]"}], "-", RowBox[{"z220", "/", SuperscriptBox["\[Beta]", "2"]}]}]}], ",", RowBox[{"q221", "->", RowBox[{"q22d", "-", RowBox[{"y221", "/", "\[Beta]"}], "-", RowBox[{"z221", "/", SuperscriptBox["\[Beta]", "2"]}]}]}], ",", RowBox[{"q12d1", "->", RowBox[{"q12", "-", RowBox[{"y12d1", "/", "\[Beta]"}], "-", RowBox[{"z12d1", "/", SuperscriptBox["\[Beta]", "2"]}]}]}], ",", RowBox[{"q12d0", "->", RowBox[{"q12", "-", RowBox[{"y12d0", "/", "\[Beta]"}], "-", RowBox[{"z12d0", "/", SuperscriptBox["\[Beta]", "2"]}]}]}], ",", RowBox[{"q121", "->", RowBox[{"q12", "-", RowBox[{"y121", "/", "\[Beta]"}], "-", RowBox[{"z121", "/", SuperscriptBox["\[Beta]", "2"]}]}]}], ",", RowBox[{"q120", "->", RowBox[{"q12", "-", RowBox[{"y120", "/", "\[Beta]"}], "-", RowBox[{"z120", "/", SuperscriptBox["\[Beta]", "2"]}]}]}], ",", RowBox[{"q22d", "->", RowBox[{"1", "-", "q11d"}]}], ",", RowBox[{"\[Lambda]", "->", RowBox[{"\[Lambda]0", "-", RowBox[{"\[Lambda]1", "/", "\[Beta]"}], "-", RowBox[{"\[Lambda]2", "/", SuperscriptBox["\[Beta]", "2"]}]}]}]}], "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.905861542929487*^9, 3.905861546187963*^9}, { 3.9058616088771887`*^9, 3.905861619740603*^9}, {3.9058616556854*^9, 3.905861699276464*^9}, {3.905861855312809*^9, 3.905861857476181*^9}, { 3.905912367239668*^9, 3.905912369548286*^9}, {3.905912613884484*^9, 3.905912616896575*^9}, {3.90591332909175*^9, 3.9059133499069*^9}, { 3.905913476003109*^9, 3.905913478780634*^9}, 3.905913510172113*^9, { 3.905913658453998*^9, 3.905913661681223*^9}, {3.905918897671769*^9, 3.905918933808075*^9}, {3.9059194397219048`*^9, 3.905919487154225*^9}, { 3.905919971332117*^9, 3.905919981516094*^9}, {3.905921624987239*^9, 3.905921647467622*^9}, {3.905921807702829*^9, 3.905921811630349*^9}, { 3.905922272815454*^9, 3.9059222846000423`*^9}, {3.905931570960396*^9, 3.905931578736177*^9}, {3.905931954887074*^9, 3.905931975071704*^9}, { 3.906014772838179*^9, 3.90601477479656*^9}, {3.906014805045081*^9, 3.906014807781166*^9}, {3.906014900111161*^9, 3.906014903118968*^9}, { 3.906015113442898*^9, 3.906015153147285*^9}, {3.906016827027356*^9, 3.906016885852555*^9}, 3.906190615589766*^9, {3.906192507465321*^9, 3.9061925793946037`*^9}, {3.906195398887929*^9, 3.906195399407722*^9}, { 3.906195767951429*^9, 3.9061957720793056`*^9}, {3.906195840496765*^9, 3.906195919154381*^9}, {3.906213868718033*^9, 3.906213885938034*^9}, { 3.906449467308639*^9, 3.906449467504347*^9}, {3.906458374848988*^9, 3.90645838768067*^9}, 3.907244382872212*^9, 3.908959048467206*^9}, CellLabel-> "In[404]:=",ExpressionUUID->"63ea8c17-6059-4955-9b14-1b9deb692962"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"stest2", "=", RowBox[{"Solve", "[", RowBox[{ RowBox[{"0", "==", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"2", " ", "y120"}], "-", RowBox[{"2", " ", "y121"}], "-", "y12d0", "+", "y12d1"}], ",", RowBox[{ RowBox[{"2", " ", "y110"}], "-", RowBox[{"2", " ", "y111"}], "-", "y11d0", "+", "y11d1"}], ",", RowBox[{"y11d0", "-", "y11d1", "+", RowBox[{"2", " ", "y220"}], "-", RowBox[{"2", " ", "y221"}]}]}], "}"}]}], ",", RowBox[{"{", RowBox[{"y110", ",", "y120", ",", "y220"}], "}"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.906209108534292*^9, 3.906209142918777*^9}, { 3.906209281514675*^9, 3.906209401810359*^9}, {3.906209557442634*^9, 3.90620956311773*^9}, {3.906210598464419*^9, 3.906210622697938*^9}, { 3.90621490877896*^9, 3.906214961058323*^9}, {3.906215011570169*^9, 3.906215011869331*^9}, {3.90621511367527*^9, 3.906215113937558*^9}, { 3.906449850271374*^9, 3.906449864831753*^9}, {3.906452288389834*^9, 3.906452349678601*^9}, {3.906452536307121*^9, 3.906452536562147*^9}, { 3.90724443620947*^9, 3.907244488412445*^9}}, CellLabel-> "In[405]:=",ExpressionUUID->"7fe546c9-0af1-4973-85bb-971e16ca3307"], Cell[BoxData[ RowBox[{"{", RowBox[{"{", RowBox[{ RowBox[{"y110", "\[Rule]", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "y111"}], "+", "y11d0", "-", "y11d1"}], ")"}]}]}], ",", RowBox[{"y120", "\[Rule]", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "y121"}], "+", "y12d0", "-", "y12d1"}], ")"}]}]}], ",", RowBox[{"y220", "\[Rule]", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "y11d0"}], "+", "y11d1", "+", RowBox[{"2", " ", "y221"}]}], ")"}]}]}]}], "}"}], "}"}]], "Output", CellChangeTimes->{{3.906209114847683*^9, 3.906209134528015*^9}, { 3.9062092861324043`*^9, 3.906209307644665*^9}, {3.906209348694558*^9, 3.906209402069257*^9}, 3.906209567919038*^9, {3.906210599059472*^9, 3.906210623077407*^9}, {3.906214910275611*^9, 3.906214961402548*^9}, 3.906215012221205*^9, 3.906215114141577*^9, 3.906449865837833*^9, { 3.906452290224807*^9, 3.906452324323553*^9}, 3.9064523548160133`*^9, 3.906452536825111*^9, 3.906452992821587*^9, 3.906535913473673*^9, { 3.907244450027872*^9, 3.9072444889943857`*^9}, 3.907329066028408*^9, 3.908528771220576*^9, 3.908535928499719*^9, 3.908604043703294*^9, 3.908611456149561*^9, 3.9086144305920887`*^9, 3.908621428030292*^9, 3.9089591306410522`*^9, 3.909041335868808*^9, 3.915532186836844*^9, 3.915532553880711*^9, 3.915771627638197*^9, 3.916380060899454*^9, 3.916386848539817*^9, 3.9272671515009546`*^9, 3.9283071481271563`*^9, 3.928332691286189*^9}, CellLabel-> "Out[405]=",ExpressionUUID->"39969724-0d91-4ef4-b410-c18d0a8e2303"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"e9", "=", RowBox[{"Simplify", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{"e1", "/.", RowBox[{ RowBox[{ RowBox[{ RowBox[{"-", "2"}], RowBox[{"Log", "[", "x_", "]"}]}], "+", RowBox[{"Log", "[", "y_", "]"}]}], ":>", RowBox[{"Log", "[", RowBox[{"y", " ", SuperscriptBox["x", RowBox[{"-", "2"}]]}], "]"}]}]}], "//.", "rules2"}], "/.", RowBox[{"stest2", "[", RowBox[{"[", "1", "]"}], "]"}]}], ",", RowBox[{"TimeConstraint", "->", "600"}]}], "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.906460267036875*^9, 3.906460376670369*^9}, { 3.906460777446906*^9, 3.906460792814526*^9}, {3.90724455188748*^9, 3.907244564134206*^9}, {3.908530577362788*^9, 3.908530577674566*^9}, 3.908533636339531*^9}, CellLabel-> "In[406]:=",ExpressionUUID->"84934d64-fc27-4a55-a1de-6f9f09494033"], Cell[BoxData[ RowBox[{ RowBox[{"e10", "=", RowBox[{"Simplify", "[", RowBox[{"Limit", "[", RowBox[{"e9", ",", RowBox[{"\[Beta]", "->", "\[Infinity]"}]}], "]"}], "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.908529782124156*^9, 3.908529796140355*^9}}, CellLabel-> "In[407]:=",ExpressionUUID->"83f76904-20b3-4c92-8479-9704a86e9bc3"], Cell[CellGroupData[{ Cell[BoxData["e10"], "Input", CellChangeTimes->{{3.927282513001899*^9, 3.927282513297226*^9}}, CellLabel-> "In[408]:=",ExpressionUUID->"18644ace-46f3-463e-bb29-b07ed4d9811c"], Cell[BoxData[ RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "4"}], " ", "y12d0", " ", "\[Epsilon]"}], "+", RowBox[{"4", " ", "y12d1", " ", "\[Epsilon]"}], "+", RowBox[{"4", " ", "q12", " ", "\[Epsilon]", " ", "\[Lambda]0"}], "+", RowBox[{"4", " ", "y111", " ", "y11d0", " ", SuperscriptBox["\[Sigma]1", "2"]}], "-", RowBox[{ SuperscriptBox["y11d0", "2"], " ", SuperscriptBox["\[Sigma]1", "2"]}], "-", RowBox[{"4", " ", "y111", " ", "y11d1", " ", SuperscriptBox["\[Sigma]1", "2"]}], "-", RowBox[{"2", " ", "y11d0", " ", "y11d1", " ", SuperscriptBox["\[Sigma]1", "2"]}], "+", RowBox[{"3", " ", SuperscriptBox["y11d1", "2"], " ", SuperscriptBox["\[Sigma]1", "2"]}], "-", RowBox[{"8", " ", "q11d", " ", "z110", " ", SuperscriptBox["\[Sigma]1", "2"]}], "+", RowBox[{"8", " ", "q11d", " ", "z111", " ", SuperscriptBox["\[Sigma]1", "2"]}], "+", RowBox[{"4", " ", "q11d", " ", "z11d0", " ", SuperscriptBox["\[Sigma]1", "2"]}], "-", RowBox[{"4", " ", "q11d", " ", "z11d1", " ", SuperscriptBox["\[Sigma]1", "2"]}], "-", RowBox[{"8", " ", "q11d", " ", "y111", " ", "\[Lambda]0", " ", SuperscriptBox["\[Sigma]1", "2"]}], "+", RowBox[{"8", " ", "q11d", " ", "y11d1", " ", "\[Lambda]0", " ", SuperscriptBox["\[Sigma]1", "2"]}], "+", RowBox[{"2", " ", SuperscriptBox["q11d", "2"], " ", SuperscriptBox["\[Lambda]0", "2"], " ", SuperscriptBox["\[Sigma]1", "2"]}], "-", RowBox[{ SuperscriptBox["y11d0", "2"], " ", SuperscriptBox["\[Sigma]2", "2"]}], "-", RowBox[{"2", " ", "y11d0", " ", "y11d1", " ", SuperscriptBox["\[Sigma]2", "2"]}], "+", RowBox[{"3", " ", SuperscriptBox["y11d1", "2"], " ", SuperscriptBox["\[Sigma]2", "2"]}], "-", RowBox[{"4", " ", "y11d0", " ", "y221", " ", SuperscriptBox["\[Sigma]2", "2"]}], "+", RowBox[{"4", " ", "y11d1", " ", "y221", " ", SuperscriptBox["\[Sigma]2", "2"]}], "-", RowBox[{"4", " ", "z11d0", " ", SuperscriptBox["\[Sigma]2", "2"]}], "+", RowBox[{"4", " ", "q11d", " ", "z11d0", " ", SuperscriptBox["\[Sigma]2", "2"]}], "+", RowBox[{"4", " ", "z11d1", " ", SuperscriptBox["\[Sigma]2", "2"]}], "-", RowBox[{"4", " ", "q11d", " ", "z11d1", " ", SuperscriptBox["\[Sigma]2", "2"]}], "-", RowBox[{"8", " ", "z220", " ", SuperscriptBox["\[Sigma]2", "2"]}], "+", RowBox[{"8", " ", "q11d", " ", "z220", " ", SuperscriptBox["\[Sigma]2", "2"]}], "+", RowBox[{"8", " ", "z221", " ", SuperscriptBox["\[Sigma]2", "2"]}], "-", RowBox[{"8", " ", "q11d", " ", "z221", " ", SuperscriptBox["\[Sigma]2", "2"]}], "-", RowBox[{"8", " ", "y11d1", " ", "\[Lambda]0", " ", SuperscriptBox["\[Sigma]2", "2"]}], "+", RowBox[{"8", " ", "q11d", " ", "y11d1", " ", "\[Lambda]0", " ", SuperscriptBox["\[Sigma]2", "2"]}], "-", RowBox[{"8", " ", "y221", " ", "\[Lambda]0", " ", SuperscriptBox["\[Sigma]2", "2"]}], "+", RowBox[{"8", " ", "q11d", " ", "y221", " ", "\[Lambda]0", " ", SuperscriptBox["\[Sigma]2", "2"]}], "+", RowBox[{"2", " ", SuperscriptBox["\[Lambda]0", "2"], " ", SuperscriptBox["\[Sigma]2", "2"]}], "-", RowBox[{"4", " ", "q11d", " ", SuperscriptBox["\[Lambda]0", "2"], " ", SuperscriptBox["\[Sigma]2", "2"]}], "+", RowBox[{"2", " ", SuperscriptBox["q11d", "2"], " ", SuperscriptBox["\[Lambda]0", "2"], " ", SuperscriptBox["\[Sigma]2", "2"]}], "-", RowBox[{"2", " ", "y11d0", " ", "\[Omega]1"}], "+", RowBox[{"2", " ", "y11d1", " ", "\[Omega]1"}], "+", RowBox[{"2", " ", "q11d", " ", "\[Lambda]0", " ", "\[Omega]1"}], "+", RowBox[{"2", " ", "y11d0", " ", "\[Omega]2"}], "-", RowBox[{"2", " ", "y11d1", " ", "\[Omega]2"}], "+", RowBox[{"2", " ", "\[Lambda]0", " ", "\[Omega]2"}], "-", RowBox[{"2", " ", "q11d", " ", "\[Lambda]0", " ", "\[Omega]2"}], "+", RowBox[{"Log", "[", RowBox[{ RowBox[{"(", RowBox[{"16", " ", RowBox[{"(", RowBox[{ SuperscriptBox["y11d1", "4"], "+", SuperscriptBox["y121", "4"], "-", RowBox[{"4", " ", SuperscriptBox["y121", "3"], " ", "y12d1"}], "+", RowBox[{"6", " ", SuperscriptBox["y121", "2"], " ", SuperscriptBox["y12d1", "2"]}], "-", RowBox[{"4", " ", "y121", " ", SuperscriptBox["y12d1", "3"]}], "+", SuperscriptBox["y12d1", "4"], "+", RowBox[{"2", " ", SuperscriptBox["y11d1", "3"], " ", "y221"}], "+", RowBox[{"2", " ", SuperscriptBox["y121", "2"], " ", "z110"}], "-", RowBox[{"2", " ", "q11d", " ", SuperscriptBox["y121", "2"], " ", "z110"}], "-", RowBox[{"4", " ", "y121", " ", "y12d1", " ", "z110"}], "+", RowBox[{"4", " ", "q11d", " ", "y121", " ", "y12d1", " ", "z110"}], "+", RowBox[{"2", " ", SuperscriptBox["y12d1", "2"], " ", "z110"}], "-", RowBox[{"2", " ", "q11d", " ", SuperscriptBox["y12d1", "2"], " ", "z110"}], "-", RowBox[{"4", " ", "q12", " ", "y121", " ", "y221", " ", "z110"}], "+", RowBox[{"4", " ", "q12", " ", "y12d1", " ", "y221", " ", "z110"}], "+", RowBox[{"2", " ", "q11d", " ", SuperscriptBox["y221", "2"], " ", "z110"}], "-", RowBox[{"2", " ", SuperscriptBox["y121", "2"], " ", "z111"}], "+", RowBox[{"2", " ", "q11d", " ", SuperscriptBox["y121", "2"], " ", "z111"}], "+", RowBox[{"4", " ", "y121", " ", "y12d1", " ", "z111"}], "-", RowBox[{"4", " ", "q11d", " ", "y121", " ", "y12d1", " ", "z111"}], "-", RowBox[{"2", " ", SuperscriptBox["y12d1", "2"], " ", "z111"}], "+", RowBox[{"2", " ", "q11d", " ", SuperscriptBox["y12d1", "2"], " ", "z111"}], "+", RowBox[{"4", " ", "q12", " ", "y121", " ", "y221", " ", "z111"}], "-", RowBox[{"4", " ", "q12", " ", "y12d1", " ", "y221", " ", "z111"}], "-", RowBox[{"2", " ", "q11d", " ", SuperscriptBox["y221", "2"], " ", "z111"}], "-", RowBox[{ SuperscriptBox["y121", "2"], " ", "z11d0"}], "+", RowBox[{"2", " ", "q11d", " ", SuperscriptBox["y121", "2"], " ", "z11d0"}], "+", RowBox[{"2", " ", "y121", " ", "y12d1", " ", "z11d0"}], "-", RowBox[{"4", " ", "q11d", " ", "y121", " ", "y12d1", " ", "z11d0"}], "-", RowBox[{ SuperscriptBox["y12d1", "2"], " ", "z11d0"}], "+", RowBox[{"2", " ", "q11d", " ", SuperscriptBox["y12d1", "2"], " ", "z11d0"}], "+", RowBox[{"2", " ", "q12", " ", "y121", " ", "y221", " ", "z11d0"}], "-", RowBox[{"2", " ", "q12", " ", "y12d1", " ", "y221", " ", "z11d0"}], "-", RowBox[{"q11d", " ", SuperscriptBox["y221", "2"], " ", "z11d0"}], "+", RowBox[{"2", " ", "q11d", " ", "z110", " ", "z11d0"}], "-", RowBox[{"2", " ", SuperscriptBox["q11d", "2"], " ", "z110", " ", "z11d0"}], "-", RowBox[{"2", " ", "q11d", " ", "z111", " ", "z11d0"}], "+", RowBox[{"2", " ", SuperscriptBox["q11d", "2"], " ", "z111", " ", "z11d0"}], "-", RowBox[{"q11d", " ", SuperscriptBox["z11d0", "2"]}], "+", RowBox[{ SuperscriptBox["q11d", "2"], " ", SuperscriptBox["z11d0", "2"]}], "+", RowBox[{ SuperscriptBox["y121", "2"], " ", "z11d1"}], "-", RowBox[{"2", " ", "q11d", " ", SuperscriptBox["y121", "2"], " ", "z11d1"}], "-", RowBox[{"2", " ", "y121", " ", "y12d1", " ", "z11d1"}], "+", RowBox[{"4", " ", "q11d", " ", "y121", " ", "y12d1", " ", "z11d1"}], "+", RowBox[{ SuperscriptBox["y12d1", "2"], " ", "z11d1"}], "-", RowBox[{"2", " ", "q11d", " ", SuperscriptBox["y12d1", "2"], " ", "z11d1"}], "-", RowBox[{"2", " ", "q12", " ", "y121", " ", "y221", " ", "z11d1"}], "+", RowBox[{"2", " ", "q12", " ", "y12d1", " ", "y221", " ", "z11d1"}], "+", RowBox[{"q11d", " ", SuperscriptBox["y221", "2"], " ", "z11d1"}], "-", RowBox[{"2", " ", "q11d", " ", "z110", " ", "z11d1"}], "+", RowBox[{"2", " ", SuperscriptBox["q11d", "2"], " ", "z110", " ", "z11d1"}], "+", RowBox[{"2", " ", "q11d", " ", "z111", " ", "z11d1"}], "-", RowBox[{"2", " ", SuperscriptBox["q11d", "2"], " ", "z111", " ", "z11d1"}], "+", RowBox[{"2", " ", "q11d", " ", "z11d0", " ", "z11d1"}], "-", RowBox[{"2", " ", SuperscriptBox["q11d", "2"], " ", "z11d0", " ", "z11d1"}], "-", RowBox[{"q11d", " ", SuperscriptBox["z11d1", "2"]}], "+", RowBox[{ SuperscriptBox["q11d", "2"], " ", SuperscriptBox["z11d1", "2"]}], "+", RowBox[{"4", " ", "q12", " ", SuperscriptBox["y121", "2"], " ", "z120"}], "-", RowBox[{"8", " ", "q12", " ", "y121", " ", "y12d1", " ", "z120"}], "+", RowBox[{"4", " ", "q12", " ", SuperscriptBox["y12d1", "2"], " ", "z120"}], "-", RowBox[{"4", " ", "q11d", " ", "y121", " ", "y221", " ", "z120"}], "+", RowBox[{"4", " ", "q11d", " ", "y12d1", " ", "y221", " ", "z120"}], "-", RowBox[{"4", " ", "q12", " ", "z110", " ", "z120"}], "+", RowBox[{"4", " ", "q11d", " ", "q12", " ", "z110", " ", "z120"}], "+", RowBox[{"4", " ", "q12", " ", "z111", " ", "z120"}], "-", RowBox[{"4", " ", "q11d", " ", "q12", " ", "z111", " ", "z120"}], "+", RowBox[{"2", " ", "q12", " ", "z11d0", " ", "z120"}], "-", RowBox[{"4", " ", "q11d", " ", "q12", " ", "z11d0", " ", "z120"}], "-", RowBox[{"2", " ", "q12", " ", "z11d1", " ", "z120"}], "+", RowBox[{"4", " ", "q11d", " ", "q12", " ", "z11d1", " ", "z120"}], "+", RowBox[{"4", " ", SuperscriptBox["q12", "2"], " ", SuperscriptBox["z120", "2"]}], "-", RowBox[{"4", " ", "q12", " ", SuperscriptBox["y121", "2"], " ", "z121"}], "+", RowBox[{"8", " ", "q12", " ", "y121", " ", "y12d1", " ", "z121"}], "-", RowBox[{"4", " ", "q12", " ", SuperscriptBox["y12d1", "2"], " ", "z121"}], "+", RowBox[{"4", " ", "q11d", " ", "y121", " ", "y221", " ", "z121"}], "-", RowBox[{"4", " ", "q11d", " ", "y12d1", " ", "y221", " ", "z121"}], "+", RowBox[{"4", " ", "q12", " ", "z110", " ", "z121"}], "-", RowBox[{"4", " ", "q11d", " ", "q12", " ", "z110", " ", "z121"}], "-", RowBox[{"4", " ", "q12", " ", "z111", " ", "z121"}], "+", RowBox[{"4", " ", "q11d", " ", "q12", " ", "z111", " ", "z121"}], "-", RowBox[{"2", " ", "q12", " ", "z11d0", " ", "z121"}], "+", RowBox[{"4", " ", "q11d", " ", "q12", " ", "z11d0", " ", "z121"}], "+", RowBox[{"2", " ", "q12", " ", "z11d1", " ", "z121"}], "-", RowBox[{"4", " ", "q11d", " ", "q12", " ", "z11d1", " ", "z121"}], "-", RowBox[{"8", " ", SuperscriptBox["q12", "2"], " ", "z120", " ", "z121"}], "+", RowBox[{"4", " ", SuperscriptBox["q12", "2"], " ", SuperscriptBox["z121", "2"]}], "-", RowBox[{"2", " ", "q12", " ", SuperscriptBox["y121", "2"], " ", "z12d0"}], "+", RowBox[{"4", " ", "q12", " ", "y121", " ", "y12d1", " ", "z12d0"}], "-", RowBox[{"2", " ", "q12", " ", SuperscriptBox["y12d1", "2"], " ", "z12d0"}], "+", RowBox[{"2", " ", "q11d", " ", "y121", " ", "y221", " ", "z12d0"}], "-", RowBox[{"2", " ", "q11d", " ", "y12d1", " ", "y221", " ", "z12d0"}], "+", RowBox[{"2", " ", "q12", " ", "z110", " ", "z12d0"}], "-", RowBox[{"2", " ", "q11d", " ", "q12", " ", "z110", " ", "z12d0"}], "-", RowBox[{"2", " ", "q12", " ", "z111", " ", "z12d0"}], "+", RowBox[{"2", " ", "q11d", " ", "q12", " ", "z111", " ", "z12d0"}], "-", RowBox[{"q12", " ", "z11d0", " ", "z12d0"}], "+", RowBox[{"2", " ", "q11d", " ", "q12", " ", "z11d0", " ", "z12d0"}], "+", RowBox[{"q12", " ", "z11d1", " ", "z12d0"}], "-", RowBox[{"2", " ", "q11d", " ", "q12", " ", "z11d1", " ", "z12d0"}], "-", RowBox[{"4", " ", SuperscriptBox["q12", "2"], " ", "z120", " ", "z12d0"}], "+", RowBox[{"4", " ", SuperscriptBox["q12", "2"], " ", "z121", " ", "z12d0"}], "+", RowBox[{ SuperscriptBox["q12", "2"], " ", SuperscriptBox["z12d0", "2"]}], "+", RowBox[{"2", " ", "q12", " ", SuperscriptBox["y121", "2"], " ", "z12d1"}], "-", RowBox[{"4", " ", "q12", " ", "y121", " ", "y12d1", " ", "z12d1"}], "+", RowBox[{"2", " ", "q12", " ", SuperscriptBox["y12d1", "2"], " ", "z12d1"}], "-", RowBox[{"2", " ", "q11d", " ", "y121", " ", "y221", " ", "z12d1"}], "+", RowBox[{"2", " ", "q11d", " ", "y12d1", " ", "y221", " ", "z12d1"}], "-", RowBox[{"2", " ", "q12", " ", "z110", " ", "z12d1"}], "+", RowBox[{"2", " ", "q11d", " ", "q12", " ", "z110", " ", "z12d1"}], "+", RowBox[{"2", " ", "q12", " ", "z111", " ", "z12d1"}], "-", RowBox[{"2", " ", "q11d", " ", "q12", " ", "z111", " ", "z12d1"}], "+", RowBox[{"q12", " ", "z11d0", " ", "z12d1"}], "-", RowBox[{"2", " ", "q11d", " ", "q12", " ", "z11d0", " ", "z12d1"}], "-", RowBox[{"q12", " ", "z11d1", " ", "z12d1"}], "+", RowBox[{"2", " ", "q11d", " ", "q12", " ", "z11d1", " ", "z12d1"}], "+", RowBox[{"4", " ", SuperscriptBox["q12", "2"], " ", "z120", " ", "z12d1"}], "-", RowBox[{"4", " ", SuperscriptBox["q12", "2"], " ", "z121", " ", "z12d1"}], "-", RowBox[{"2", " ", SuperscriptBox["q12", "2"], " ", "z12d0", " ", "z12d1"}], "+", RowBox[{ SuperscriptBox["q12", "2"], " ", SuperscriptBox["z12d1", "2"]}], "+", RowBox[{"2", " ", "q11d", " ", SuperscriptBox["y121", "2"], " ", "z220"}], "-", RowBox[{"4", " ", "q11d", " ", "y121", " ", "y12d1", " ", "z220"}], "+", RowBox[{"2", " ", "q11d", " ", SuperscriptBox["y12d1", "2"], " ", "z220"}], "+", RowBox[{"4", " ", "q11d", " ", "z110", " ", "z220"}], "-", RowBox[{"4", " ", SuperscriptBox["q11d", "2"], " ", "z110", " ", "z220"}], "-", RowBox[{"4", " ", "q11d", " ", "z111", " ", "z220"}], "+", RowBox[{"4", " ", SuperscriptBox["q11d", "2"], " ", "z111", " ", "z220"}], "-", RowBox[{"2", " ", "q11d", " ", "z11d0", " ", "z220"}], "+", RowBox[{"2", " ", SuperscriptBox["q11d", "2"], " ", "z11d0", " ", "z220"}], "+", RowBox[{"2", " ", "q11d", " ", "z11d1", " ", "z220"}], "-", RowBox[{"2", " ", SuperscriptBox["q11d", "2"], " ", "z11d1", " ", "z220"}], "-", RowBox[{"4", " ", "q11d", " ", "q12", " ", "z120", " ", "z220"}], "+", RowBox[{"4", " ", "q11d", " ", "q12", " ", "z121", " ", "z220"}], "+", RowBox[{"2", " ", "q11d", " ", "q12", " ", "z12d0", " ", "z220"}], "-", RowBox[{"2", " ", "q11d", " ", "q12", " ", "z12d1", " ", "z220"}], "+", RowBox[{ SuperscriptBox["y111", "2"], " ", RowBox[{"(", RowBox[{ SuperscriptBox["y11d1", "2"], "+", RowBox[{"2", " ", "y11d1", " ", "y221"}], "+", SuperscriptBox["y221", "2"], "-", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], ")"}], " ", RowBox[{"(", RowBox[{"z11d0", "-", "z11d1", "+", RowBox[{"2", " ", "z220"}], "-", RowBox[{"2", " ", "z221"}]}], ")"}]}]}], ")"}]}], "-", RowBox[{"2", " ", "q11d", " ", SuperscriptBox["y121", "2"], " ", "z221"}], "+", RowBox[{"4", " ", "q11d", " ", "y121", " ", "y12d1", " ", "z221"}], "-", RowBox[{"2", " ", "q11d", " ", SuperscriptBox["y12d1", "2"], " ", "z221"}], "-", RowBox[{"4", " ", "q11d", " ", "z110", " ", "z221"}], "+", RowBox[{"4", " ", SuperscriptBox["q11d", "2"], " ", "z110", " ", "z221"}], "+", RowBox[{"4", " ", "q11d", " ", "z111", " ", "z221"}], "-", RowBox[{"4", " ", SuperscriptBox["q11d", "2"], " ", "z111", " ", "z221"}], "+", RowBox[{"2", " ", "q11d", " ", "z11d0", " ", "z221"}], "-", RowBox[{"2", " ", SuperscriptBox["q11d", "2"], " ", "z11d0", " ", "z221"}], "-", RowBox[{"2", " ", "q11d", " ", "z11d1", " ", "z221"}], "+", RowBox[{"2", " ", SuperscriptBox["q11d", "2"], " ", "z11d1", " ", "z221"}], "+", RowBox[{"4", " ", "q11d", " ", "q12", " ", "z120", " ", "z221"}], "-", RowBox[{"4", " ", "q11d", " ", "q12", " ", "z121", " ", "z221"}], "-", RowBox[{"2", " ", "q11d", " ", "q12", " ", "z12d0", " ", "z221"}], "+", RowBox[{"2", " ", "q11d", " ", "q12", " ", "z12d1", " ", "z221"}], "+", RowBox[{ SuperscriptBox["y11d1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", SuperscriptBox["y121", "2"]}], "-", RowBox[{"4", " ", "y121", " ", "y12d1"}], "+", RowBox[{"2", " ", SuperscriptBox["y12d1", "2"]}], "+", SuperscriptBox["y221", "2"], "+", RowBox[{"2", " ", "q11d", " ", "z110"}], "-", RowBox[{"2", " ", "q11d", " ", "z111"}], "+", "z11d0", "-", RowBox[{"2", " ", "q11d", " ", "z11d0"}], "-", "z11d1", "+", RowBox[{"2", " ", "q11d", " ", "z11d1"}], "-", RowBox[{"4", " ", "q12", " ", "z120"}], "+", RowBox[{"4", " ", "q12", " ", "z121"}], "+", RowBox[{"2", " ", "q12", " ", "z12d0"}], "-", RowBox[{"2", " ", "q12", " ", "z12d1"}], "+", RowBox[{"2", " ", "z220"}], "-", RowBox[{"2", " ", "q11d", " ", "z220"}], "-", RowBox[{"2", " ", "z221"}], "+", RowBox[{"2", " ", "q11d", " ", "z221"}]}], ")"}]}], "-", RowBox[{"2", " ", "y111", " ", RowBox[{"(", RowBox[{ SuperscriptBox["y11d1", "3"], "+", RowBox[{"2", " ", SuperscriptBox["y11d1", "2"], " ", "y221"}], "+", RowBox[{ SuperscriptBox["y121", "2"], " ", "y221"}], "+", RowBox[{ SuperscriptBox["y12d1", "2"], " ", "y221"}], "-", RowBox[{"q12", " ", "y12d1", " ", "z11d0"}], "+", RowBox[{"q12", " ", "y12d1", " ", "z11d1"}], "-", RowBox[{"2", " ", "y12d1", " ", "z120"}], "+", RowBox[{"2", " ", "q11d", " ", "y12d1", " ", "z120"}], "-", RowBox[{"2", " ", "q12", " ", "y221", " ", "z120"}], "+", RowBox[{"2", " ", "y12d1", " ", "z121"}], "-", RowBox[{"2", " ", "q11d", " ", "y12d1", " ", "z121"}], "+", RowBox[{"2", " ", "q12", " ", "y221", " ", "z121"}], "+", RowBox[{"y12d1", " ", "z12d0"}], "-", RowBox[{"q11d", " ", "y12d1", " ", "z12d0"}], "+", RowBox[{"q12", " ", "y221", " ", "z12d0"}], "-", RowBox[{"y12d1", " ", "z12d1"}], "+", RowBox[{"q11d", " ", "y12d1", " ", "z12d1"}], "-", RowBox[{"q12", " ", "y221", " ", "z12d1"}], "-", RowBox[{"2", " ", "q12", " ", "y12d1", " ", "z220"}], "+", RowBox[{"y121", " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "2"}], " ", "y12d1", " ", "y221"}], "-", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "q11d"}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "z120"}], "-", RowBox[{"2", " ", "z121"}], "-", "z12d0", "+", "z12d1"}], ")"}]}], "+", RowBox[{"q12", " ", RowBox[{"(", RowBox[{"z11d0", "-", "z11d1", "+", RowBox[{"2", " ", "z220"}], "-", RowBox[{"2", " ", "z221"}]}], ")"}]}]}], ")"}]}], "+", RowBox[{"2", " ", "q12", " ", "y12d1", " ", "z221"}], "+", RowBox[{"y11d1", " ", RowBox[{"(", RowBox[{ SuperscriptBox["y121", "2"], "-", RowBox[{"2", " ", "y121", " ", "y12d1"}], "+", SuperscriptBox["y12d1", "2"], "+", SuperscriptBox["y221", "2"], "+", "z11d0", "-", RowBox[{"q11d", " ", "z11d0"}], "-", "z11d1", "+", RowBox[{"q11d", " ", "z11d1"}], "-", RowBox[{"2", " ", "q12", " ", "z120"}], "+", RowBox[{"2", " ", "q12", " ", "z121"}], "+", RowBox[{"q12", " ", "z12d0"}], "-", RowBox[{"q12", " ", "z12d1"}], "+", RowBox[{"2", " ", "z220"}], "-", RowBox[{"2", " ", "q11d", " ", "z220"}], "-", RowBox[{"2", " ", "z221"}], "+", RowBox[{"2", " ", "q11d", " ", "z221"}]}], ")"}]}]}], ")"}]}], "+", RowBox[{"2", " ", "y11d1", " ", RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["y121", "2"], " ", "y221"}], "+", RowBox[{ SuperscriptBox["y12d1", "2"], " ", "y221"}], "+", RowBox[{"q11d", " ", "y221", " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "z110"}], "-", RowBox[{"2", " ", "z111"}], "-", "z11d0", "+", "z11d1"}], ")"}]}], "+", RowBox[{"q12", " ", "y221", " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "2"}], " ", "z120"}], "+", RowBox[{"2", " ", "z121"}], "+", "z12d0", "-", "z12d1"}], ")"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", RowBox[{"2", " ", "q11d"}]}], ")"}], " ", "y12d1", " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "z120"}], "-", RowBox[{"2", " ", "z121"}], "-", "z12d0", "+", "z12d1"}], ")"}]}], "+", RowBox[{"2", " ", "q12", " ", "y12d1", " ", RowBox[{"(", RowBox[{ "z110", "-", "z111", "-", "z11d0", "+", "z11d1", "-", "z220", "+", "z221"}], ")"}]}], "+", RowBox[{"y121", " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "2"}], " ", "y12d1", " ", "y221"}], "-", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", RowBox[{"2", " ", "q11d"}]}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{"2", " ", "z120"}], "-", RowBox[{"2", " ", "z121"}], "-", "z12d0", "+", "z12d1"}], ")"}]}], "-", RowBox[{"2", " ", "q12", " ", RowBox[{"(", RowBox[{ "z110", "-", "z111", "-", "z11d0", "+", "z11d1", "-", "z220", "+", "z221"}], ")"}]}]}], ")"}]}]}], ")"}]}]}], ")"}]}], ")"}], "/", SuperscriptBox[ RowBox[{"(", RowBox[{ SuperscriptBox["y11d0", "2"], "+", SuperscriptBox["y11d1", "2"], "+", RowBox[{"4", " ", SuperscriptBox["y121", "2"]}], "-", RowBox[{"4", " ", "y121", " ", "y12d0"}], "+", SuperscriptBox["y12d0", "2"], "-", RowBox[{"4", " ", "y121", " ", "y12d1"}], "+", RowBox[{"2", " ", "y12d0", " ", "y12d1"}], "+", SuperscriptBox["y12d1", "2"], "+", RowBox[{"2", " ", "y11d1", " ", "y221"}], "+", RowBox[{"2", " ", "y11d0", " ", RowBox[{"(", RowBox[{"y11d1", "+", "y221"}], ")"}]}], "-", RowBox[{"2", " ", "y111", " ", RowBox[{"(", RowBox[{"y11d0", "+", "y11d1", "+", RowBox[{"2", " ", "y221"}]}], ")"}]}]}], ")"}], "2"]}], "]"}]}], ")"}]}]], "Output", CellChangeTimes->{3.927282513513418*^9, 3.928307339446171*^9, 3.9283328827017803`*^9}, CellLabel-> "Out[408]=",ExpressionUUID->"d9254789-0045-43f6-9526-bb536e039a69"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"e11", "=", RowBox[{"Simplify", "[", RowBox[{"D", "[", RowBox[{"e10", ",", RowBox[{"{", RowBox[{"{", RowBox[{ "q11d", ",", "q12", ",", "y111", ",", "y221", ",", "y12d1", ",", "y11d0", ",", "y11d1", ",", "y121", ",", "y12d0", ",", "z110", ",", "z111", ",", "z11d0", ",", "z11d1", ",", "z220", ",", "z221", ",", "z120", ",", "z121", ",", "z12d0", ",", "z12d1", ",", "\[Lambda]0"}], "}"}], "}"}]}], "]"}], "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.908534070987885*^9, 3.908534106731855*^9}, { 3.908534493867115*^9, 3.908534503451172*^9}, {3.908534639469946*^9, 3.908534652366032*^9}, {3.908534769136189*^9, 3.908534784840426*^9}, { 3.908534838729506*^9, 3.908534842369544*^9}}, CellLabel-> "In[409]:=",ExpressionUUID->"82f4b3f0-5071-4e29-8e26-febf3110e5e0"], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"iniTest", "=", RowBox[{"Thread", "[", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ "q11d", ",", "q12", ",", "y111", ",", "y221", ",", "y12d1", ",", "y11d0", ",", "y11d1", ",", "y121", ",", "y12d0", ",", "z110", ",", "z111", ",", "z11d0", ",", "z11d1", ",", "z220", ",", "z221", ",", "z120", ",", "z121", ",", "z12d0", ",", "z12d1", ",", "\[Lambda]0"}], "}"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"{", RowBox[{ "q11d", ",", "q12", ",", "y111", ",", "y221", ",", "y12d1", ",", "y11d0", ",", "y11d1", ",", "y121", ",", "y12d0", ",", "z110", ",", "z111", ",", "z11d0", ",", "z11d1", ",", "z220", ",", "z221", ",", "z120", ",", "z121", ",", "z12d0", ",", "z12d1", ",", "\[Lambda]0"}], "}"}], "/.", RowBox[{"{", "\[IndentingNewLine]", RowBox[{ RowBox[{"\[Lambda]0", "->", " ", "\[Lambda]"}], ",", RowBox[{"y110", "->", "y11"}], ",", RowBox[{"y111", "->", "y11"}], ",", RowBox[{"y220", "->", "y22"}], ",", RowBox[{"y221", "->", "y22"}], ",", RowBox[{"y11d0", "->", "y11d"}], ",", RowBox[{"y11d1", "->", "y11d"}]}], "\[IndentingNewLine]", "}"}]}], "/.", RowBox[{"s6", "[", RowBox[{"[", "3", "]"}], "]"}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"z111", "->", "0"}], ",", RowBox[{"z110", "->", "0"}], ",", RowBox[{"z11d0", "->", "0"}], ",", RowBox[{"z220", "->", "0"}], ",", RowBox[{"z221", "->", "0"}], ",", RowBox[{"z11d1", "->", "0"}], ",", RowBox[{"q12", "->", "0"}], ",", RowBox[{"y12d1", "->", "0"}], ",", RowBox[{"y121", "->", "0"}], ",", RowBox[{"y12d0", "->", "0"}], ",", RowBox[{"z120", "->", "0"}], ",", RowBox[{"z121", "->", "0"}], ",", RowBox[{"z12d0", "->", "0"}], ",", RowBox[{"z12d1", "->", "0"}]}], "}"}]}], "/.", RowBox[{"Append", "[", RowBox[{ RowBox[{"Most", "[", "testparams", "]"}], ",", RowBox[{"\[Epsilon]", "->", SuperscriptBox["10", RowBox[{"-", "2"}]]}]}], "]"}]}], "/.", " ", RowBox[{"0", ":>", RowBox[{ RowBox[{"RandomReal", "[", "]"}], SuperscriptBox["10", RowBox[{"-", "5"}]]}]}]}]}], "\[IndentingNewLine]", "}"}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"newsol", "=", RowBox[{"FindRoot", "[", RowBox[{ RowBox[{"e11", "/.", RowBox[{"Append", "[", RowBox[{ RowBox[{"Most", "[", "testparams", "]"}], ",", RowBox[{"\[Epsilon]", "->", SuperscriptBox["10", RowBox[{"-", "2"}]]}]}], "]"}]}], ",", "iniTest", ",", RowBox[{"WorkingPrecision", "->", "20"}], ",", RowBox[{"MaxIterations", "->", "1000"}]}], "]"}]}]}], "Input", CellChangeTimes->CompressedData[" 1:eJxTTMoPSmViYGAQA2IQLdE9S/2D3FtH5vuy2iDa/tFuQxC9p1/FCETPEk1y ANElVcaOIFqlcf0/Ufm3jkcyp/0H0aFtxzXFgbTYUh5dEP1IWO4WiHbJ2nYP RGtxijJJAGmpRWfZQXRSG1vBfiD9I9YeTFtYn1I/AKTl2M+A6RkRci4g+tlC BTAt9O3pNRCdUv3zNoh+tE7zI4hWLM8G041iFT9A9KTblWA6pYiP7yCQFrAV BNMpeqFyIPpDhb0uiP4S89oRRLfMfuAMok9IVkWDaIWz68C0gbx+Coh+7qKd BqJlptqVguiZffMqQHT/pUm1IHrDSp86EP2u7nALiK5mmdUGojfn3esH0Tqe XDNANACqiaYp "], CellLabel-> "In[410]:=",ExpressionUUID->"acfb6249-e04b-4f94-810b-05af73aac0bc"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{ "q11d", "\[Rule]", "0.00001415940183868627380691603137539892`20."}], ",", RowBox[{"q12", "\[Rule]", RowBox[{"-", "0.00352358901362112215805171981256251459`20."}]}], ",", RowBox[{ "y111", "\[Rule]", "0.00064675625579518750968299050996932401`20."}], ",", RowBox[{ "y221", "\[Rule]", "0.67293435640170530776340972052572983275`20."}], ",", RowBox[{ "y12d1", "\[Rule]", "0.00058529633968925420744231538313665092`20."}], ",", RowBox[{"y11d0", "\[Rule]", RowBox[{"-", "0.17486044297508628025548678418371809801`20."}]}], ",", RowBox[{"y11d1", "\[Rule]", RowBox[{"-", "0.17486044255971722183318206589319743216`20."}]}], ",", RowBox[{"y121", "\[Rule]", RowBox[{"-", "0.00116292764079164172405502318439383596`20."}]}], ",", RowBox[{ "y12d0", "\[Rule]", "0.00058534842314098955301515658788957808`20."}], ",", RowBox[{ "z110", "\[Rule]", "0.00061494372881246767467965989054789701`20."}], ",", RowBox[{ "z111", "\[Rule]", "0.00003950354097564856607977326619085545`20."}], ",", RowBox[{ "z11d0", "\[Rule]", "0.00072144130267120438593878407466631127`20."}], ",", RowBox[{ "z11d1", "\[Rule]", "0.00024796159183275315405353689257594851`20."}], ",", RowBox[{ "z220", "\[Rule]", "0.00008006047324064613599382128628079158`20."}], ",", RowBox[{"z221", "\[Rule]", RowBox[{"-", "0.00064440156552541009646328795668068778`20."}]}], ",", RowBox[{"z120", "\[Rule]", "1.282588868447118666582085240533`20.*^-8"}], ",", RowBox[{"z121", "\[Rule]", "4.83560669439759202977097488074243`20.*^-6"}], ",", RowBox[{"z12d0", "\[Rule]", "2.80024214075895069956138525024691`20.*^-6"}], ",", RowBox[{"z12d1", "\[Rule]", "5.72457366289596240481116207199364`20.*^-6"}], ",", RowBox[{"\[Lambda]0", "\[Rule]", RowBox[{"-", "0.00385967571633258775530350214153083025`20."}]}]}], "}"}]], "Output", CellChangeTimes->{ 3.908534617165332*^9, 3.908534760405347*^9, 3.908534794452958*^9, 3.9085362696996202`*^9, 3.908604381422617*^9, 3.908612093101529*^9, 3.908614449703895*^9, {3.908614481344686*^9, 3.908614504811044*^9}, { 3.908616210963707*^9, 3.908616254842885*^9}, {3.908616312237392*^9, 3.9086163170447197`*^9}, 3.908616970303256*^9, 3.908621789726719*^9, { 3.90862195734993*^9, 3.908621968286858*^9}, 3.908959467170705*^9, { 3.908960499329819*^9, 3.908960526670731*^9}, {3.908960574847391*^9, 3.9089606038254843`*^9}, {3.908960782913903*^9, 3.908960813745655*^9}, { 3.908961757784819*^9, 3.908961770114484*^9}, 3.90896180984956*^9, { 3.908961981727275*^9, 3.908962027694907*^9}, {3.908962188993072*^9, 3.908962209399077*^9}, {3.908962244124213*^9, 3.908962284221075*^9}, 3.908962342678248*^9, {3.9089624171398773`*^9, 3.908962455324469*^9}, { 3.9089625398547907`*^9, 3.9089626737739773`*^9}, {3.908962847416065*^9, 3.908962888610635*^9}, {3.908962952419513*^9, 3.90896296095532*^9}, { 3.9089630322598047`*^9, 3.908963121645569*^9}, {3.9089631813370247`*^9, 3.908963207296228*^9}, {3.908963248759201*^9, 3.90896338669203*^9}, { 3.908963452507598*^9, 3.908963523634545*^9}, {3.909041670516673*^9, 3.909041694543151*^9}, 3.909042006145735*^9, {3.915532160299971*^9, 3.915532168934849*^9}, 3.9155327735576057`*^9, 3.915771847507398*^9, 3.916380285011002*^9, 3.916387076462816*^9, 3.927267370127882*^9, 3.928307366588512*^9, 3.928332912429756*^9}, CellLabel-> "Out[411]=",ExpressionUUID->"1f705e83-d82e-4eb3-b5d0-7016c511c55a"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"e12", "=", RowBox[{"FoldList", "[", RowBox[{ RowBox[{"Function", "[", RowBox[{ RowBox[{"{", RowBox[{"sol", ",", "\[Omega]22"}], "}"}], ",", RowBox[{"Join", "[", RowBox[{ RowBox[{"Append", "[", RowBox[{ RowBox[{"Delete", "[", RowBox[{"testparams", ",", RowBox[{"{", "4", "}"}]}], "]"}], ",", RowBox[{"\[Omega]2", "->", "\[Omega]22"}]}], "]"}], ",", RowBox[{"FindRoot", "[", RowBox[{ RowBox[{"e11", "/.", RowBox[{"Append", "[", RowBox[{ RowBox[{"Delete", "[", RowBox[{"testparams", ",", RowBox[{"{", "4", "}"}]}], "]"}], ",", RowBox[{"\[Omega]2", "->", "\[Omega]22"}]}], "]"}]}], ",", RowBox[{ RowBox[{"Drop", "[", RowBox[{"sol", ",", "5"}], "]"}], "/.", RowBox[{"Rule", "->", "List"}]}], ",", RowBox[{"WorkingPrecision", "->", "20"}]}], "]"}]}], "]"}]}], "]"}], ",", RowBox[{"Join", "[", RowBox[{ RowBox[{"Append", "[", RowBox[{ RowBox[{"Most", "[", "testparams", "]"}], ",", RowBox[{"\[Epsilon]", "->", SuperscriptBox["10", RowBox[{"-", "2"}]]}]}], "]"}], ",", "newsol"}], "]"}], ",", RowBox[{"Range", "[", RowBox[{ RowBox[{"200005", "/", "100000"}], ",", RowBox[{"200003", "/", "100000"}], ",", RowBox[{"-", SuperscriptBox["10", RowBox[{"-", "6"}]]}]}], "]"}]}], "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.908612319761338*^9, 3.908612417546509*^9}, { 3.9086124874051113`*^9, 3.90861254511722*^9}, {3.908612745906377*^9, 3.908612793106409*^9}, {3.908612832420323*^9, 3.908612861411959*^9}, { 3.908613309205525*^9, 3.908613364644801*^9}, {3.90861342802299*^9, 3.908613519839675*^9}, 3.9086135669615602`*^9, {3.90861449347665*^9, 3.908614589381097*^9}, {3.908614669654983*^9, 3.908614697639248*^9}, { 3.9086147913854*^9, 3.908614791473036*^9}, {3.908614898533624*^9, 3.908614898571179*^9}, {3.908616326011752*^9, 3.908616327083562*^9}, { 3.908616469198354*^9, 3.908616512344514*^9}, {3.908616543200011*^9, 3.9086165541439466`*^9}, {3.908616606713204*^9, 3.908616607505047*^9}, { 3.908616705004503*^9, 3.908616705122736*^9}, {3.9086168341272717`*^9, 3.908616895070513*^9}, {3.908617028003454*^9, 3.908617065841843*^9}, { 3.908964574277124*^9, 3.908964612668378*^9}, {3.908965377762587*^9, 3.90896537784248*^9}, {3.909042427724539*^9, 3.90904242782031*^9}, { 3.909042471277335*^9, 3.909042532246409*^9}}, CellLabel-> "In[412]:=",ExpressionUUID->"2a2f7dd9-b465-4d3a-81cf-abf195bcfc21"], Cell[BoxData[ TemplateBox[{ "FindRoot", "lstol", "\"The line search decreased the step size to within tolerance specified \ by AccuracyGoal and PrecisionGoal but was unable to find a sufficient \ decrease in the merit function. You may need more than \ \\!\\(\\*RowBox[{\\\"20.`\\\"}]\\) digits of working precision to meet these \ tolerances.\"", 2, 412, 67, 23882815617388216864, "Local"}, "MessageTemplate"]], "Message", "MSG", CellChangeTimes->{3.909042535149797*^9, 3.9155328751204443`*^9, 3.915771850129451*^9, 3.916380287761401*^9, 3.916387078856232*^9, 3.927267371956482*^9, 3.928307368436137*^9, 3.9283329154271393`*^9}, CellLabel-> "During evaluation of \ In[412]:=",ExpressionUUID->"022a1ca5-a3f6-4746-885d-a0317a32fe74"], Cell[BoxData[ TemplateBox[{ "FindRoot", "lstol", "\"The line search decreased the step size to within tolerance specified \ by AccuracyGoal and PrecisionGoal but was unable to find a sufficient \ decrease in the merit function. You may need more than \ \\!\\(\\*RowBox[{\\\"20.`\\\"}]\\) digits of working precision to meet these \ tolerances.\"", 2, 412, 68, 23882815617388216864, "Local"}, "MessageTemplate"]], "Message", "MSG", CellChangeTimes->{3.909042535149797*^9, 3.9155328751204443`*^9, 3.915771850129451*^9, 3.916380287761401*^9, 3.916387078856232*^9, 3.927267371956482*^9, 3.928307368436137*^9, 3.928332915759223*^9}, CellLabel-> "During evaluation of \ In[412]:=",ExpressionUUID->"ccb61a53-c9d0-4b66-9a6d-5527317cf820"], Cell[BoxData[ TemplateBox[{ "FindRoot", "lstol", "\"The line search decreased the step size to within tolerance specified \ by AccuracyGoal and PrecisionGoal but was unable to find a sufficient \ decrease in the merit function. You may need more than \ \\!\\(\\*RowBox[{\\\"20.`\\\"}]\\) digits of working precision to meet these \ tolerances.\"", 2, 412, 69, 23882815617388216864, "Local"}, "MessageTemplate"]], "Message", "MSG", CellChangeTimes->{3.909042535149797*^9, 3.9155328751204443`*^9, 3.915771850129451*^9, 3.916380287761401*^9, 3.916387078856232*^9, 3.927267371956482*^9, 3.928307368436137*^9, 3.92833291633473*^9}, CellLabel-> "During evaluation of \ In[412]:=",ExpressionUUID->"e67913d1-7922-45b2-a3fc-422e54270fef"], Cell[BoxData[ TemplateBox[{ "General", "stop", "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"FindRoot\\\", \ \\\"::\\\", \\\"lstol\\\"}], \\\"MessageName\\\"]\\) will be suppressed \ during this calculation.\"", 2, 412, 70, 23882815617388216864, "Local"}, "MessageTemplate"]], "Message", "MSG", CellChangeTimes->{3.909042535149797*^9, 3.9155328751204443`*^9, 3.915771850129451*^9, 3.916380287761401*^9, 3.916387078856232*^9, 3.927267371956482*^9, 3.928307368436137*^9, 3.928332916339549*^9}, CellLabel-> "During evaluation of \ In[412]:=",ExpressionUUID->"8897a997-3fdd-4724-8013-1940d466953d"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"testzero", "=", RowBox[{"SelectFirst", "[", RowBox[{"e12", ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{"Abs", "[", "\[Lambda]0", "]"}], "<", SuperscriptBox["10", RowBox[{"-", "2"}]]}], "/.", "#"}], "&"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"solzero", "=", RowBox[{"Join", "[", RowBox[{ RowBox[{"{", RowBox[{"\[Lambda]0", "->", "0"}], "}"}], ",", RowBox[{"Delete", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{"testzero", ",", "5"}], "]"}], ",", RowBox[{"{", "4", "}"}]}], "]"}], ",", RowBox[{"FindRoot", "[", RowBox[{ RowBox[{ RowBox[{"e11", "/.", RowBox[{"Delete", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{"testzero", ",", "5"}], "]"}], ",", RowBox[{"{", "4", "}"}]}], "]"}]}], "/.", RowBox[{"\[Lambda]0", "->", "0"}]}], ",", RowBox[{ RowBox[{"Prepend", "[", RowBox[{ RowBox[{"Delete", "[", RowBox[{ RowBox[{"Drop", "[", RowBox[{"testzero", ",", "5"}], "]"}], ",", RowBox[{"{", RowBox[{"-", "1"}], "}"}]}], "]"}], ",", RowBox[{"\[Omega]2", "->", RowBox[{"(", RowBox[{"\[Omega]2", "/.", "testzero"}], ")"}]}]}], "]"}], "/.", RowBox[{"Rule", "->", "List"}]}], ",", RowBox[{"WorkingPrecision", "->", "30"}]}], "]"}]}], "]"}]}]}], "Input",\ CellChangeTimes->{{3.908622224176259*^9, 3.908622421996703*^9}, { 3.908961708782144*^9, 3.908961740141968*^9}, {3.908965836484462*^9, 3.908965836578917*^9}, {3.909042567863147*^9, 3.909042711337614*^9}, { 3.909042759667089*^9, 3.90904277613109*^9}, {3.909042894757884*^9, 3.909042904805442*^9}}, CellLabel-> "In[413]:=",ExpressionUUID->"f6acd6ad-220b-4828-a7d3-5558b5c91e4c"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"\[Lambda]0", "\[Rule]", "0"}], ",", RowBox[{"\[Sigma]1", "\[Rule]", "1"}], ",", RowBox[{"\[Sigma]2", "\[Rule]", "1"}], ",", RowBox[{"\[Omega]1", "\[Rule]", FractionBox["16", "5"]}], ",", RowBox[{"\[Epsilon]", "\[Rule]", FractionBox["1", "100"]}], ",", RowBox[{ "\[Omega]2", "\[Rule]", "2.0000351002131480553907649757550695584249003354392964658685`30."}], ",", RowBox[{ "q11d", "\[Rule]", "0.0000140513607652196690478192771223040487083688132977843649`30."}], ",", RowBox[{"q12", "\[Rule]", RowBox[{ "-", "0.0035099893058569763017576843740931851200112359059461948981`30."}]}\ ], ",", RowBox[{ "y111", "\[Rule]", "0.0006467833053743559126707422784956343691756543151206426926`30."}], ",", RowBox[{ "y221", "\[Rule]", "0.6748604425164375456319165386865993248691326668676028290675`30."}], ",", RowBox[{ "y12d1", "\[Rule]", "0.000585348423140989553015156587889578077008082683878990953`30."}], ",", RowBox[{"y11d0", "\[Rule]", RowBox[{ "-", "0.1748604425597172218331820658931974321604325559389948780812`30."}]}\ ], ",", RowBox[{"y11d1", "\[Rule]", RowBox[{ "-", "0.17486044255971722183318206589319743216037750244140625`30."}]}], ",", RowBox[{"y121", "\[Rule]", RowBox[{ "-", "0.0011696622341098670246432327236435243220012470308070210648`30."}]}\ ], ",", RowBox[{ "y12d0", "\[Rule]", "0.0005853484231409895530151565878895780770108103752136230469`30."}], ",", RowBox[{"z110", "\[Rule]", RowBox[{ "-", "0.0006849584977904076663773359767706239154463704136657793055`30."}]}\ ], ",", RowBox[{ "z111", "\[Rule]", "0.0000395035409756485660797732661908554518959135748445987701`30."}], ",", RowBox[{"z11d0", "\[Rule]", RowBox[{ "-", "0.0012009624856993593108606815933470102210160915823931305596`30."}]}\ ], ",", RowBox[{ "z11d1", "\[Rule]", "0.0002479615918327531540535368925759485136950388550758361816`30."}], ",", RowBox[{ "z220", "\[Rule]", "0.0000800604732406461359938212862807915826124371960759162903`30."}], ",", RowBox[{"z221", "\[Rule]", RowBox[{ "-", "0.0006444015655254100964632879566806877846829593181610107422`30."}]}\ ], ",", RowBox[{ "z120", "\[Rule]", "3.3734409333290861771460864698690684820356942255943072`30.*^-6"}], ",", RowBox[{ "z121", "\[Rule]", "4.8356066943975920297709748807424290362177998758852482`30.*^-6"}], ",", RowBox[{ "z12d0", "\[Rule]", "2.8002421407589506995613852502469143246344174258410931`30.*^-6"}], ",", RowBox[{ "z12d1", "\[Rule]", "5.7245736628959624048111620719936354362289421260356903`30.*^-6"}]}], "}"}]], "Output", CellChangeTimes->{{3.908622258019921*^9, 3.908622282010366*^9}, { 3.908622358176366*^9, 3.908622423275463*^9}, 3.908960404757339*^9, 3.9089619597735023`*^9, 3.90896216556334*^9, 3.908965839807811*^9, 3.909041910725379*^9, 3.909041952412874*^9, 3.909042132178347*^9, { 3.9090426426640863`*^9, 3.909042703605441*^9}, 3.909042794897882*^9, 3.909042920676709*^9, {3.915532883718834*^9, 3.9155328867105827`*^9}, 3.915771852468653*^9, 3.916380290705749*^9, 3.916387091153274*^9, 3.927267373141869*^9, 3.9283073696397676`*^9, 3.928332917291996*^9}, CellLabel-> "Out[414]=",ExpressionUUID->"cf13c926-28f8-45f7-af10-fb9df9bfa856"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"solzeros", "=", RowBox[{"FoldList", "[", RowBox[{ RowBox[{"Function", "[", RowBox[{ RowBox[{"{", RowBox[{"sol", ",", "\[Epsilon]\[Epsilon]"}], "}"}], ",", RowBox[{"Join", "[", RowBox[{ RowBox[{"Append", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{"sol", ",", "4"}], "]"}], ",", RowBox[{"\[Epsilon]", "->", "\[Epsilon]\[Epsilon]"}]}], "]"}], ",", RowBox[{"FindRoot", "[", RowBox[{ RowBox[{"e11", "/.", RowBox[{"Append", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{"sol", ",", "4"}], "]"}], ",", RowBox[{"\[Epsilon]", "->", "\[Epsilon]\[Epsilon]"}]}], "]"}]}], ",", RowBox[{ RowBox[{"Drop", "[", RowBox[{"sol", ",", "5"}], "]"}], "/.", RowBox[{"Rule", "->", "List"}]}], ",", RowBox[{"WorkingPrecision", "->", "20"}], ",", RowBox[{"MaxIterations", "->", "500"}]}], "]"}]}], "]"}]}], "]"}], ",", "solzero", ",", RowBox[{"Range", "[", RowBox[{ RowBox[{"1", "/", "100"}], ",", "1.6", ",", SuperscriptBox["10", RowBox[{"-", "3"}]]}], "]"}]}], "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.909043333070065*^9, 3.909043451649344*^9}, { 3.9090464238882*^9, 3.909046424128012*^9}, {3.909046458976687*^9, 3.909046460128731*^9}}, CellLabel-> "In[415]:=",ExpressionUUID->"b04acde6-1c4d-4632-b34e-b05a8c3158f7"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ListPlot", "[", RowBox[{ RowBox[{"{", RowBox[{"\[Epsilon]", ",", "\[Omega]2"}], "}"}], "/.", "solzeros"}], "]"}]], "Input", CellChangeTimes->{{3.909043941257431*^9, 3.909043955169023*^9}}, CellLabel-> "In[416]:=",ExpressionUUID->"bb7ea87c-a295-4530-bdcd-103371a64b77"], Cell[BoxData[ GraphicsBox[{{}, InterpretationBox[{ TagBox[ TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], PointSize[ 0.0055000000000000005`], AbsoluteThickness[2], PointBox[CompressedData[" 1:eJxd13dcje//B/DOPjKiUvbeUXZZvULKCpFNhMjISoSM7JWVlZAtkiQhIhUp iZZ2ae9xzumczknG79bnfX3/+PWPx/vR6T73fd3X9Xq+dF+xabYjX0tLy0ys pfXv3936T6zzdx1CXU/dNbpaWhb/f349pQXf6OgRWCettjTg5p9714Vt8zqG JTXKfR24edTzmO3vfE9g7O2w9l25eWd5nyHSx6dwqeO7Nr24+VWXw5W2r04j 4mTDmv7c/OuhPMlmxVmE993UyYSbr33o9nSr0zmM7NfVZAQ3j/kx0/PyxvPY Edvs5hhuzmpo+kLsnGayacL/7u8CcuVnrk3h5o4mOb3EHhdRIxjYz/Z/93sJ V78IdBdy86JVTVeE+1XDRQ7/u/8rSAtfo7WOm696N/3g4nml0OV/z3MVUze8 W+POzRlf1XMK7/lg+KOP/Y787/muwSxAe/JZbm4vnNdq0LPrKMrw/Hj1f897 A1uvzLx1j5sX/HdBRNnNynr6v+e/iRV7z7qEcfN00+PjlxffxKFjrdfF/G89 bkFSkfAuhZurbP9d8RZcOydtyf/f+tzG35v6B2u4+eSG0saH8ts4UH9F0fi/ 9bqDI3eWvW/G07IwOmrAPcIdjB2ytsqQx9bvLjwGvtjeh5vjbk16Uff7LnJ6 Wy8bwWPreQ/7gzrdt+Tmf6vVTngfU9eYTrPjsfW9j6iCyzNWcbN22p3N47Qf oFuU+dNtPLbeDzDef+Dmw9z86N/jtvbDs/ErTl/isfX3w+PBedp+3Dz13+UM HkKvz4PiUB57Hw+xK/llly/c3LTcnR6hS43ui1weez+PUGEc6i/n5n+rl9DD H26z/f8K+ex9+aNF+4qgdtzcf8mZSFW/x/Cx2h45kM/e32N8uj1ryHhujuWu 1sEkADmanX/m8tn7DECuYV3/9dzsdK7aHSOewDUpLHg/n73fJ/jzJ83nEjdz N8c9ciAO7ZhU8JjP3ncg3rcXH43iZjtu83CvFF0+dTiRyWfv/ylCVh2qlHPz XW710u48xeysif7NBGw/PIWz4aLY7tys/J3iVt4nCMOaxUwaLWD7Iwj77p7u NoebLZs2QBB+5D1ZuEHA9ksQvEL7yw9zM/fy/j0QTg7SKvUVsP3zDBswbMxr bv7v9rjfq6KqUwRsPz2DYmHwn1puHtb0E4wlu/gbmwvZ/grGKKdnY/py88H3 n7kdFIwnZh/WTBSy/RaMs8JRimXcnMy9fW5NsLGsTZa7kO2/5zgqnNXjKjf3 bLrgcyS5Kz+9FLL9+ByNblpfvnOzS9MLCMGqXq7GSiHbnyHo9WROra5IyyJK 1Y97wyHQnnK91VAR268vcM1ozilbbtb97wZheHa70xYR278vsPm59M45bm66 u5gXmJ2pPfaZiO3nl+hlvXdYMjc/u177IHraSwgtVx1Xitj+fonYzu/GGYi1 LPhND8z9vrfnLC5Tab+/Au9JUsQibp7934ZBdOuz5/aI2f5/Bd2H0eE3ufn2 v8dNeYWVqTumfxCz8xAKWeNd0zJuVvy73IJQBOyf6dFCws5HKKZ8c+s/hJsn /Nv+WaEYPq/H4HkSdl5e48pRm4u7ublp+9q/hn1G44JbEnZ+XsP4o/HuT9yc v+vfC3mNDTGljdUSdp7ewGJVvyx9qZbFkKYN/gZnOivajZWy8/UGv92tQlZy s8fFidyWeQNZq75PT0rZeQvDuZUXmz3n5sQeTS8YMa28IrKl7PyFYbxf93RR My2L7v/SvzoMTnETbEyasfP4FpsMNd0WcvOWf8dj81tMNZk452Azdj7fIii0 d1EAN0f8e7t1b9HT4VZyejN2Xt8hP/lld6G2lkXr/w4k6qLWfTXRZuf3HfqW vslYzM1Ny9fwDnrqxxOPabPzHA7dILQI4eam23MPx+RU12EF2ux8h+O2kW2o TnMtC62mn/f4vjP5+rjm7Ly/xzLPP3nrudkvehp3ot/j+MiUA1ebs/P/Ho5T 5h2M5eZZ3Gnk9iiSrh8p0DRnefAeu3TW3OzXQstC80+fD++RvKchbEELlg/v 0fULzI5z880O/w5EBDbnj9F93YLlRQRu+9VOreTmyU0vOAKrWi8t6NSS5UcE hjQ/kj6Dm2UP/t1gBOzObBjk0ZLlSQQqL+nmB3PzlX939zkChV131ZW0ZPkS gZ9G91Z1aKVl8W9zTWkRicj3F4fPaMXyJhI3Sm1WHuDmf2mSZBOJ6IBvshet WP5EwrpX55xKbv63W7gtg7/LzPp112F5FIl7O3smzePmpsdN4P7eMy/zlA7L p0h8CNsyIYqbmy6nG4X0ARnSnzosr6JgoNXeeEhrLYumOJoThTVOw545tWb5 FYVzXgMu3uTm/+pDFIaGaKWlt2Z5FoVI4asdbdpoWTTFQVoULr+dvWNqG5Zv USjokvz9IDfvawqcDwhcP8brbRuWdx9QUeEZqObmvk0H6APsS78MGKrL8u8D ggJ/Cp25+VtTvfgA50vtzf10WR5+QIPcKLWQm3f8Ow45H3Cz0/D4rnosHz/g 9LbhPZdwc9d/27nLR3xbbJJ+RY/l5UfMN+tb9Z2bP/3bfss/otGlyzI9fZaf H7Hd3XCILTdvagrIj1gTpb/ijD7L04+Y+66dIp6bDZsO/EcElvTOb9GW5Ws0 Poeam0zn5qbb6xWNoleO2SfbsryNRp+118viuHl10080bs0pm9PCgOVvNOaI pnSx4eZ/5YlLWPTWibQ+bcDyOBo1onkJ37j5Xzq6lUdj0wHJqzaGLJ8/YUn3 jD9zuNm+6YKfMPdg/N1LhiyvP6FyeunDDG4WNwXUJ9zo079V53Ysvz+hMOxi 4nJu/vc29J98Qtf3Jsq77Vief4J/UYNrOTc3tbvaT0gpqJ9n3J7lewyyt/e/ 7MLNf/4dtyEx+Ln8wsjQ9izvY2DvOHrEX26+/287b42B8fQuXpM6sPyPwbH8 CbNOcfOM/x4Yh1SPNiR3YB7EYMSShWUdOmpZ1P97HaoY+FXPilrRkfkQi5LD F34/4uYb/x7XNBZqYd/LdR2ZF7HImdH87NhOWhZWTQsYi2vTLMsOd2J+xGJk aYrvN26uaeIhFoFt3r9o35l5Eovm4dJBq7j50r94b4zF7NIgfmBn5stnnD7y zvQnNzfF87jPiL825MukLsybz+hp3Or9OW5uite9n/F4wny93C7Mn884VqIT PaCrlsV/8fcZBf3HpO/oyjz6jMpu2VM+cnNTvPDjkF+o6qDXjfkUhxZnTk5z 4Oam4zsxDuETbmYFdmNexWFJT9O4P9zcdDwOx8F24ZwOM7ozv+LQpY0m5jo3 /7f94jBrd7+06u7Mszgc+VJqad5Dy+L7v9cr/YKt40bpnunBfPuCdO1uyOPm PU0B+AXnXH3jhvRk3n3BycjXLw9yc++mDfgFn0e7ClJ7Mv++wMko6Um/XloW 8V+afnC1OCV0dy/m4RcEvNvf6xs3uzYFajykrTNqevRmPsbDxDS/3Q5u7ty0 oeMRfvHa7bjezMt4uJ1rdapbHy2Lj03/vYrH8Aujv7v2YX7GQ9a81944bnZu Cuh4fFr39Uj3vszTePzsM652Bzc3xZX+V5S/dnn5tS/z9Ss63XP90buflkVT HMz7inFOVmv29GPefkWXk+UzvnPzf//9+orQKysuDerP/P2Kwd1Cxh3h5hb/ HTgkPC+y/NGfefwVrWuU/mYDtCyatkuHb/BaU771/ADm8zcYRXz0ruLmptex 5BvSbnh2szZiXn/DRz9LyW1u/u+/Z98w72SNzW8j5vc3dFKfVi4YqGXRdLkf 35Bzs3/j84HM8wScGx/p0GYQO+8JcLq0pN/GQcz3BMQu/zUjbhA7/wmwXX3v ez9j5n0C0jcvDjtizPIgAZtn9BAUGzP/E7A68ffDiSYsHxJglSB/etuE9QHu 73vz2/EHs7xIQK+goT8cBrN+kACXuUfFkYNZfnDf/1NwuscQ1hcScOLkY9eD Q1ieJGBow6G3RUNYf0jALdNzjlZDWb4kYDu+O/sNZX0iEd4t56ZqD2N5k4gx d/R9nYexfpGIdFG7mIRhLH8SMQorbYcPZ30jEduW/hx9ZTjLo0RUb80/9Gs4 6x+JWHipk4nDCJZPiQgvCBwVPYL1kUS47fC9azSS5VUihrrVbjo3kvWTRNS2 uOujHsnyKxHaKyL62puyvpKI4X7T9D+asjxLxC59a4eBZqy/JGJC3stWF8xY viVi5pTbnX6ZsT6ThMhz2idXjWJ5l4ROWqqF8aNYv0nC2B+Ox0eOZvmXBMe9 Du1vjmZ9JwnmQ6qaaY9heZiEhJnai7eNYf0nCZ4j37f4MYblYxJmWOl2nTqW 9aEkzCkSng8Zy/IyCVN2XXPsPo71oyRM3p7j7TmO5WcSUqd+Mf45jvWlJJRs dO61xpzlaRJyl37clWLO+lMSvC6nD5kAlq/JsL3pP+UpWJ9KxnetiZFdLFje JmOu1R0fTwvWr5Kxh5/4/ZcFy99kuMQlbN4wnvWtZKSPebAhezzL42R8ViyI nT6B9a9kFHhVHHk7geVzMsZ9Wn7PeCLrY8nYNup9r5sTWV4n44FPS5GuJetn ydh+x8bqkCXL72RoNz9cVm/J+loy2px7Vbl2EsvzZERqqmbmTGL9LRk/mvVt a2vF8j0FL8+uH/PRivW5FPS0D48cZc3yPgVnrPv6P7Fm/S4Fqj5+yp6TWf6n oCDTytd7Mut7KdhpJfXXmcI8SMEmW7nhkSms/6VAr0xc8msK8yEF0xtt2m6b yvpgCq7uj7tXOZV5kYLOWw9dXjmN9UPufr7uqciaxvxIwTTvsBt201lfTIFN 5qTn8dOZJykYcaOLkbUN648psKqfJoiwYb58x1pN0tgxM1if/I7B4a/SQmYw b74jfS0/ZfBM1i+/w6pTyJDHM5k/39Hq73dZ31msb37HNqxrc3cW8+g71uns 8Opmy/rnd1y+x9tx3Zb59B1243TCOsxmffQ7ggzurbgym3n1Hdu3x6wzmMP6 6Xf0uL835cIc5td3KOq++OrZsb76HbnPXn05b8c8+46bo60X685l/TUVAaV7 pp2fy3xLxYSOK67rzmN9NhX2Yxpmec1j3qXiw7PJq/Xns36bCr58bs7F+cy/ VGxa1+eF4QLWd1Mx6Eq4zHsB8zAVRpo+np0Wsv6bin4tV5z0Xch8TEWI/fbK HotYH07F8J1rA+4vYl6mIqfaInHAYtaPUxExmz8/cDHzMxUfJwSbD1/C+jL3 fEsXHgtdwjxNRbvJP4dhKevPaTjk7zP+41LmaxpsRk4MmmbP+nQaQnzqDyTZ M2/TkOf15sXCZaxfpyEj6/L0/GXM3zR4jThnuXY569tpqFoTcEO+nHmchifm ikW7HFj/TsPZE447BSuYz2kY073lz1MrWB9Pw5ScmmyDlczrNEy+0brHrZWs n6fh7WS3WKNVzO809Ik2Sn6xivX1NDQIh2CCI/M8Hf4az5ZfHZnn6XjiPdl8 0WrmeTpcilcnlqxmnqdja25NtMsa5nk6epwq6cJzYp6nQ9w4J+O0E/M8HffG jqvvtJZ5no6La/xc/dcyz9Ox/bLP/NHrmOfpaKjqdC12HfM8HXmeQycuXM88 T8ffuwXTy9czz9MxfsWw0J0bmOfp8Ps54Ji2M/M8HbP8voX6ODPPuft/1HfG oI3M8wysnDRqUvhG5nkGfCK1fW03Mc8z8Gzz7cVFm5jnGVhzR7x7x2bmeQZu BI/7rb2FeZ6B1X9tCm5sYZ5nQFM+bsCwrczzDIRl6X3/tJV5noEpE1ILlrgw z7nrnz05R+HCPM+Agfnovse2Mc8zcDymbGkXV+Z5BkyeXVc/d2WeZyDwwDLl tO3M8wzIoofbFW5nnmegXZtehrt3MM8zcVYzbJyeG/M8E8IO66P93ZjnmVhr mPDMcifzPBONl9fyc3cyzzMxcbJ5yI5dzPNMGGbaxbXZzTzPxA3hc8vHu5nn mZh1aEV3a3fmeSb+dFjjUODOPM9E3JkY4d49zPNMmAV6Nu+wl3meiW7T3rq+ 2Ms8z0T4aPuJc/YxzzMRuGjHNtk+5nkmZKd0mp3ezzzPQumrQbyBHszzLKyI S1/y2YN5ngXvF4ad1h5gnmdh6Fa5ufQg8zwLExo3fHxwkHmehTl25wKtDzHP uesddvxdeoh5noUCH9mTY4eZ51mIfDTqQ/8jzPMsOH+2Hhd3hHmeha/tenRw Pso8z8Ks0G+LdI4xz7nrpcz/G3SMeZ6FRu8IydzjzPMs+IzV36Y5zjzPgk39 PMtrJ5jn2RgoPudmcZJ5no2Cp7Gti08yz7MRaCFteeIU8zwbTiI7ZxNP5nk2 3O2eD/nuyTzPhvLY4EW7TzPPs+EmSCjpfoZ5no05A66mxZxhnmdj89pLAzef ZZ5nY9XQL8WG55jn2Vj/a4Lg/TnmeTacLfmHnc4zz7PB82yzvo0X8zwbm+zd Ql57Mc+zEWxlvmrVBeZ5NvZlrNvR6iLzPAcWT0W1ry4yz3PQZZ1B3MpLzPMc 8B/fba5zmXmeA69ur56+vsw8z8F4twWvV19hnnPzWs9+et7Mc+7zgfaN4d7M 8xwIW6YMdb7KPM/B4Cmqrx18mOc5ODbk87cYH+Z5Dmy9F43YcY15noOHC5/8 7X2deZ6Dk7bxxt+vM89zEO8YHnnoBvM8B/09Tr0Z7ss8z8XYC2PbF/syz3Nx 6mJa1sWbzPNcHPVwFFjfYp7n4tiimjOaW8zzXGT32+Xx6DbzPBcRP1unL7nD PM/FhqLXXjp3mee50Nba/zzyLvM8Fx+dnUZvv8c8z0X0HPfeA+4zz3Nhlhvl mnufeZ6LqbA28nrAPM/FsMBWVpP9mOfc5zf0iP7txzzPxcPXJ/yDHzLPc1Fe NLN+7SPm+Q9sHrPrfjd/5vkPxOnrhqX5M89/4G58V9Mzj5nnPxAV429oHcA8 /wGdTe+W/g1gnv/ARZPlzV49YZ7/wLF93h22BDLPf8Aqc+u5AU+Z5z+wJELp XPSUef4Dh8P6Pr0RxDz/gWcL9RcsfMY8/wHtQVGO+sHM8x9QJIzN+BbMPP8B ScnxZyefM89/YJBesNw6hHmeh2OiiEvCF+y85+HI5rBbES+Y73n40fKJ7r6X 7Pznwfv6jfKxr5j3eWhecqlP4yuWB3koCvaNDQ1l/uehX2ZEkttrlg95GDlU PMHsDesDeUjwcTXUvGF5kQfD3+3mvApj/SAP5yc0KN3esvzIw9BlXX+Pesf6 Qh7spl9Y3/iO5UkePjVzsHgbzvpDHj5fP71733uWL3lo27ZP5wkRrE/kIfPA 4N6iSJY3eYjVeukVE8n6RR70AyOdTkWx/MnD5udL7s76wPpGHjqZn7Zq+5Hl UR4K9i2fmfmR9Y88dH6e/c43muVTHl51bHHR8RPrI3kY9UedaBTD8ioPbx4+ dFXEsH6Sh19bB+wPjWX5lYf5IQfl+z+zvpKHb0nvYifHsTzLQ6vhxdI2X1h/ ycOGyVqBGV9YvuWh5nD7sNvxrM/kw3bt6MEbvrK8y4do+4bmI7+xfpMP05Gh NloJLP/ykTJ6gPpzAus7+TjRMVZyKZHlYT7it/vuc0hi/Scf2fIX9oOSWT7m 44NZ+3sNyawP5WPFn2+zo1NYXuZj3a+iNV7fWT/Kh1OdQ9HyVJaf+Yh+NCvG OI31pXx8k73W+53G8jQfQVcfRcels/6UjyOH+udfzWD5mo9Z58avXJfJ+hT3 vP6/po/OYnmbjzORq25oZ7N+xT3Pt4Pzs7JZ/ubDN3Gl2+Mc1rfykRffirc3 l+VxPrYlnpbP/MH6Vz4sZdVTeuSxfM6H1aSR2qo81sfysV+xZWhMPsvrfLTo 7h/pU8D6WT468apebypk+Z0Prc/mHS2LWF/LR+/XAYXtilme56Ob4UT9mmLW 3/LxeFCzgKgSlu8FeGar/cS7lPW5AkzLnWW4uYzlfQE+jCgtsypn/a4A9yPS enSpYPlfgOeKgR9VFazvFUBpIf8WX8k84K5vZDLxfhXrfwU4NEreZV8186EA 0zXjVy6oYX2wAON/G7UeWsu8KEBNUWjvFjLWDwswbk79nRIZ86MAW+sqT0TI WV8sgJnbvcxrCuZJAW75DPJyq2P9sQADu555bqdkvhTgU1yK+RAV65MFSNvS bGireuZNAUzLTU9X1rN+WYCJbdbPiVUzfwqQnhDg8UDD+mYBFhk0b3+kgXlU gFdpnu0df7L+WYDNuuMPWjYynwpwMc5kXq9frI8WIFHH8bzwN/OqABvqKk2L f7N+WgDb89+sov8wvwrQunXH8Ad/WV8tQOHljJvHtXjkGfd+lhhUrefxqL8W ort39s0ZfB75VogDZ0zDhwh41GcLUXF8qHVbIY+8K4RxZrpZAzf/128LUZUx 4kKOiEf+FeJEhd3CSDGP+m4hxruOP/ZAwiMPC9G5UtzdU8qj/lsIwcenPV2a 8cjHQrw6OPXsQm0e9eFCFAT+WG3RnEdeFqJN5u4HfVvwqB8X4t3VAbN1WvLI z0IsOK9erebm//oy9/1ra4p/tOKRp4VI+9bhW4wOj/pzIdz2HuvxrDWPfC3E sRET83za8KhPF8Ll7TzpEV0eeVuI5yVfr27W41G/LkTW8ZeXF+vzyN9CnDva 6a9VWx717UJcjWmWONSARx4XIm/cyZZdDXnUvwuxNe/x8+bteORzITyDdkVr uPm/Pl4I39daE0va88jrQsxqOW1ASgce9fNC7ItydI/syCO/ud//XTIqqBOP +nohBlaOdbjZmUeeF+FTaBvlmS488rwIfe+Xyvd15ZHnRbhX93nR5m488rwI DdWfjB2688jzIm7/VzjP7sEjz4uQNd6inWVPHnlehC9LUgaN7MUjz4uw/EHw k369eeR5EVZcrrjasQ+PPC9Ce//DilZ9eeR5EaatPRfC78cjz4tg6dChqJ6b //O8CJkDBu2t7M8jz4vgsjr1YN4AHnlehFZve6i+G/HI8yIgr0tS3EAeeV4E ixNpHSIH8cjzIlTvWfjtlTGPPC9C4pGg2kATHnlehN47q3Y/GMwjz7nnHWK4 zXcIjzwvgu8l8/TLQ3nkeRHyL27yOzuMR54X4Xufl0XHh/PI8yLsm9LD8+AI HnlehBDxu1t7RvLIc+77Nl/u4WbKI8+LsPDmGx0XMx55XoTI16ZrN47ikedF eFXZzmTdaB55XoRDThscVo/hkedFcNgErZVjeeR5MY5Z+zZfPo5Hnhdj8Hjv g0vNeeR5Ma6EjHZaDB55XgxtybnQhRY88rwYhTcf7lgwnkeeF+Oy+tzt+RN4 5HkxQo/NHz1/Io88L8bfTAnmW/LI82JM2fv06fxJPPK8GPebLzuzwIpHnhdj ae/uWQuteeR5MWq3Cy8snswjz4vRJcTg9dIpPPK8GOrrjjbLp/LI82Ikav7Y rJzGI8+LsfiS7M3q6TzyvBjXZ02+vM6GR54X47e2ft7GGTzyvBjTnjlccpnJ I8+LETkWr91m8cjzYrR+9HraXlseeV4Me0HB1EOzeeR5MeYsjnp5Yg6PPC9G p68bzp+z45HnxdjqUZV5ZS6PPC/G7buzzt2cxyPPi3F284MQv/k88rwYEX3/ Wgct4JHn3PcZrJ78eiGPPC/GuPMVL6IW8cjzYpT9vOoVv5hHnpfAN/RwbtoS HnleAsfxoZcLlvLI8xJo6ViGV9vzyPMSiB4On9uwjEeelyDL13uhyIFHnpcg ytPjS5sVPPK8BHkGjQFdVvLI8xKMKtf/Y7SKR56XIDosJ2yUI488L8GWOasq rFfzyPMS9Nj58si8NTzyvAQRgpJzjk488rwE5sl/mruu5ZHnJfBJbK06tI5H npegVjHA5uJ6Hnlego0jlujf38Ajz0uw+Vbw1JfOPPK8BDunWMhiNvLI8xJg ahtR1iYeeV6Cp59HHK/ezCPPS9DQGOautZVHnpfgbPsXP/RceOR5CczWDn7W dxuPPC+BdMwY5RhXHnleAtfy4nuztvPI8xLYZeCT4w4eeV6Csp0LFux245Hn JSi0xMJzO3nkeQk2vRN8frCLR55z3+ca8ujdbuY593z8VY3f3ZnnpUhr1jWs eg/zvBSRo+qrRPuY56XoNa3Bs8t+5nkpLvDMfE09mOelsDOK7GZ7gHleikW3 HuiuP8g8L8U8a822w4eY56UIbf7B+uZh5nkp3pV2OPnmCPO8FFt+tEDaUeZ5 KV7wHq2sO8Y8L4WtE79B5wTzvBQ1pn3+DjzJPC9F35u9t089xTwvxZms1vZO nszzUjw30bw4cpp5XopB1ZX7751hnpfixqZfbz6cZZ6X4n3n0U5F55jnpVi3 NuSw0It5Xgrvb3v1e19gnpfCNf2+vtVF5nkplhiaH1lziXleiooBc9cev8w8 L8WfsF9v/a8wz0vx8cCkQ1+9mefc+oy1CJNfZZ6XIvbFb8e215jn3PPGnPYY dZ15Xorjc4Q69jeY56VoY72p1UFf5nkZHK7l7fO7yTwvw60Fa1d+vcU8L8PB Ux1ClbeZ52WwtRN5dLzLPC9DXdroNxPuMc/LoJr6Zc26+8zzMlys+nzk/APm eRk+Sia3e+PHPC+DaZ1dp6KHzPMyOLYReLX0Z56XwTthpbvpY+Z5GZSPjqU7 BDDPy7Crz8EHp54wz8vQ7vuq8peBzPMyBNjhRuFT5nkZdGf2itZ5xjwvQ69d vR3GBjPPyxB/2W7T2ufM8zI02x4luxTCPOeet+Zg8YcXzHPu82UPbOpeMs/L IJk3vn+PUOZ5GSaPWOFm+5p5Xga3c53GeLxhnpfhs8eBLUFhzPMyRPS/37Hg LfO8DONCvUfphTPPy+CxYVOc5XvmeRksTo1K3B7BPC+Dr7P2tIeRzPMyWG1V mmVHMc/LsEqq7aPzkXlejjePlm6ZGM08L8f9PF7Yjk/M83L0MW+2+3EM87wc pSuPPMmPZZ6XY8bfk/MM45jn5dj7eaCLzRfmeTlWn9otPBTPPC9HVLuT2m++ Ms/LMXzWxsOKb8zzcph1M3MdkMg8L8f4g40ZK5KY5+V4sT8u2CeZeV4O0aA3 /O8pzPNy3H6YE90qlXlejg69rbSmpDHPy9EuSxJ4MJ15Xo7N+iOT32Uwz8vR r2/Rhp+ZzPNyHNje231kNvO8HGKXljyXHOZ5OTyvBjYG5jLPy2Ht1nVD9Q/m eTk+39082yifec7dT/SLJ2sLmOfleHpG5OFXyDwvx7HIzbGlRczzcgwY1OJY 3xLmeTmC/SvD1pQyz8uR17enk18Z87wc7b2jj5eXM8/L4Sas6G5UyTyvQJr7 rcHOVczzCmT24L0IrGaeV0DVq/MzRQ3zvALu4c16j5QxzyvwcGxWq11y5jk3 K+9teqdgnlfggc1ea4GSeV6B5DdulyarmOcV2BLxcMnpeuZ5BX7U9L6aomae V+BuAW9mxwbmeQV2TJm9e8VP5nkFbHKNuj5qZJ5XwGHdndGKX8zzCoz/GB8/ +g/zvAKpKeHpB/8yzyuw1fP04ngtPnlegQz5jHmGfD55XoHpegaxDgI+eV6B S20agh8L+eR5BfQ6tjTUiPjkeQXCN6xRTJTwyfMKYHZnq7NSPnlegZrelro5 zfjkeQVKZsnnDWjOJ88r0HzaaH23FnzyvALtfYZPjW7JJ88rEJCq0ujr8Mnz Csy+7dVtVWs+eV6BE0E9I4Lb8MnzCmRFv8kU6PHJ80pkB29xttPnk+eVGLdw 8c57bfnkeSVS75/+U2/AJ88rEejT/ffkdnzyvBI6VgNcfdrzyfNKHI16t7qm A588r0SjhSpxfCc+eV6JZz8LX1zszCfPK2E/9lbbii588rwSRg4Ta8y78cnz SnxKzrO40J1PnlfCpdXZlhU9+OR5JbR91thZ9OKT55XQ1dvb9nJvPnleiciu FbNq+vDJ80q03RUpturHJ88rkVDR2fRGfz55XgmvqXoF9QP45Hkl8jxCJbMG 8snzSpgc7+v3cBCfPK+E3GlblMCET55X4u6olwvtB/PJc259e0rWhw7hk+eV mLV8t1p/GJ88r0SJqdHfzcP55Hkl10+ND8SP4JPnlZg+yGf/AFM+eV4Ja+MT P4+a8cnzSqSc1ZUVj+KT59z6105zsBzDJ88rsU5lM+POWD55XgV9+8Ev+eZ8 8rwKgSrtayvAJ8+rIPVW/Yq04JPnVbg2QprZcwKfPK/CrdhFww5P5JPnVei4 StSs1JJPnlchv1e3xVOs+OR5FZ6Mjer/2JpPnlfBuFrsqjOFT55XoeVxwTiX qXzyvAp/XRI90qbxyfMqpPQ4PnGsDZ88r8LejhMP3JrBJ8+r0FdlaC6ZxSfP q2C6oNsOZ1s+eV6F1X+2DUqZzSfPq/DpmbHDGDs+eV6FdNvVunfm8snzKpyO HT6++Xw+eV6Fle2Dq10W8MnzKqya/dMwZyGfPK8CLvd8b7WYT55XYXanySVP l/DJ8yq86OtxoqM9nzyvwsw2ZY+PLOOT51XImHDJRrGcT55XocH03gb7FXzy vArWe42141byyfMqLA+Z1sfMkU+eV6H2tEHEvdV88rwKkV/9MvWc+OQ5t35T O7kcWMsnz6uxuPLECfk6PnlejcxHrbo7bOCT59UwuhQxMtGZT55X4/yXt3Hj N/HJ82rE7Ouc92wznzyvRgvlT5deW/nkeTUG79989JILnzyvxkPPKx2aufLJ 82pcv+I5yH07nzyvRp3Juve1O/jkeTWWqSYnr9zJJ8+rsf265er0XXzyvBov a3fstHHnk+fVuBn9u0XUHj55Xo1QHXm3Ufv45Hk17sRtCAnczyfPqzGg1anP fQ7wyfNq2P1Zu/zGQT55Xo2Nqd13GBzmk+fV6Fj0tdWZI3zyvBprj53qKz3G J8+rkW66PcLjOJ88r8aWXQ+yG0/wyfNqJFeO2bn9FJ88r4bFmJmX5Z588rwa QUa/Rzqf4ZPn1Sj0clhQfpZPnlfDyf5Ko+N5PnlejZDjb7sVevHJ82qM7Ff9 aflFPnlejUXLJ8pzL/HJ8xrc2ZB9bekVPnlegzc+KZ+zvfnkeQ3cZ03evcSH T57XQJtv9yT7Gp88r0HmGP1VS2/wyfMaxFy/dy3Xl0+e16Bvdq8Fy2/xyfMa fA1/cqngNp88r4FRn+ULHO/yyfMazOPNu152j0+e16DjggDHDQ/45HkN2lgd DJL58cnzGjxoVO53fcQnz2tg+q5ryk9/PnleA4Oybv77A/jkeQ1ul7UVSwL5 5HkNFlh2KvZ8yjyvQcEF28ltnzHPazDgeLLJ9WDmeQ1WF4f79A5hntdg6MHh p568YJ7X4LLtTJ7ZK+Z5DfrMNW6MCGWe14DnV7tz+hvmeQ0UO4P2pIUxz2uw u/V58cp3zPMalEYH6teGM89rsLBVf7/dEczzGhQ5d4qQRjHPa3DlgN+ySx+Y 5zU4/7fyYK9o5nktDJ6IjIM/Mc9rcdFZ335CLPO8FnHDTPWTPjPPa/Gphees FV+Y57UQdRyhVxfPPK/Frsszlhz6xjyvxcNEjZFBIvO8FiEmcw74JTHPa+Fq vGfZmBTmeS0OOFyK+vqdeV6L6S7vnqxIY57Xwrh32+7qdOZ5LfbOfN3hVCbz vBa38uN9umczz2vRsWDT3Zc5zPNa3N/4fviMH8zzWkwM+zG9OI95XosphjVV 7gXM81rsK2zetm0R87wWA64t/BhQzDyvRdcU9W+rUuZ5LbJHSMLzypjn3Hoe 9JPurmCe12Lq5V+ZbauY57XIXNFrZFA187wWbWUWHWxqmee1SFrucrRcxjyv Bb82e88RBfO8Fu+qbvzuqWSe12LVh0xxpIp5Xos7miDv5WrmuQxne1m9+Kth 512Gd42vlvj+ZL7LYDN1oCd+sfMvg5YqwjrvN/NeBtsGn1Mef1keyHDAOXtx T56A/Jfh1f57IR/5AsoHGSS72191EgqoD8hw4u2iZi3EAsoLGXZFnhQ8lQio H8gwrvO3Y3bNBJQfMuzZZe3doC2gviDDmJuGI3xbCChPZChzXrFkUisB9QcZ tmZP1anSEVC+yLDsT52NVxsB9QkZ8v7ubzdGT0B5I0Nhn7abCvUF1C9kMEpO tj1lIKD8kWHV3rz3I9oJqG/IMDLMPuxHewHlEXf90VstT3QUUP+Q4f1784Uj Ogson2TYOaTsZ14XAfURGf4cO9/fs5uA8kqG3rkOxaN6CKifyDBpxS7j0p4C yi8ZLB20RBd7C6ivyPB0fLu1E/sKKM9kSD5UskjRT0D9RYbY6DOZtwYIKN9k uPTOrMx2oID6DLd+5uJDfGMB5Z0McUM7Pwk2EVC/keHw3durHYcIKP9kyH/x JsBwmID6Dvf9fp4HPw8XUB7KMDBlXNmekQLqPzLoBMqzhpgJKB9l8Pv81b5k lID6kAyq5J+bfcYIKC9leOHlo2s7TkD9SIaDNakTJRBQfspQVJQkfGchoL4k wxqvkLmuEwSUpzI8H3pv5CBLAfUn7vsMYx4UTxJQvnKfD7Z8eMNaQH1KBjev 8WMWTBFQ3sqQ4lC8VHeagPqVDMLieW3ipwsof2UYrvV27rEZAupbMkwNNjey nCWgPJbhbwfBea3ZAupfMig3Dznxdo6A8pl7H83lervnCqiPyTBi2VqTUfMF lNcydP4Vka1eIKB+JoP/2R6dXi4SUH7L4Fj2rHr7EgH1NW4/VF21NbUXUJ7L 8PU2f7JmmYD6mwz9B+smhjoIKN/lGJkqr9q9UkB9To77ylgfc0cB5b0cBs2i cnhrBNTv5OgWKAr+6CSg/Jdj583XHU+sE1Dfk0MYot1u5gYBeSBHbUEXP/2N Aup/ckSZd/uSuUlAPshxpNH00K0tAuqDcsSuO5Pg5CIgL7j518ygwa4C6ody 7LO406dhu4D8kCO88NngSDcB9UU5pgX7fTu5S0CecN9/9YlgnruA+qMcV+7V fOm2V0C+yLH293mjqn0C6pNyZFZ+7PrKQ0DeyPElI+jhoYMC6pdy3J7pEWt7 WED+yLFYZb+v61EB9U05/M67xlUfE5BHcjTTkQWEnRBQ/5Qjb0tDn1OnBOST HGcLwkYuOS2gPsrNfo45A88KyCs5jht17fjnnID6qRzr6/Rl37wE5JccR/22 Lrl9UUB9VY5HequWu14WkGdyDO/S9tdkbwH1VzmGJAWZdPYRkG9ybFu0ulF+ TUB9Vo5A/rJln24IyDs5TpjGLL5+U0D9Vo6II19lLrcF5J8cY3xvdJl2V0B9 V44eto7FPe4LyEM5/nrOnNT4QED9V44EpxPmKQ8F5KMcfQ0mJgb4C6gPyzGu 6v7vowEC8lIO3ZWFUSsCBdSP5fDQ79PLPEhAfsphH3atS4dgAfVlOU6ZuQbX PxeQp3J0PJ5TkPxCQP2Z+3yCICDolYB8lUMyx0D37GsB9Wk5LNwm6m4KE5C3 cnyIDQ2Y8U5A/VqOX3UPiozfC8hfOQyjx77UiRRQ35aj+9AHveVRAvJYjt42 BoOTPwqof8thPjM0NeSTgHyW46VXeHvvWAH1cTl6eS9ocI8TkNdy7OY9d3WI F1A/l8PkPO+M1TcB+S3HlOFbJg1MFFBf586Tcqi3brKAPFfAWbDjREOKgDxX YH2Ic/v8VAF5rkD1AWur2HQBea6Au3REm2eZAvJcge/iNbt8sgXkuQKila0O HM5lnitwqM+SfpvzmOcK2OzzcF5cwDxX4Gd4oK11EfNcgfxl7b4PK2GeK9Cv sUrdrYx5rkDp7GWvW1UwzxUwt7nV6Xcl81yBLaqiLlXVzHMFeO5LIrJqmecK xI0cLfwiZ54r0PHW09KwOua5AomLFeufqJjn3PUGDT13U808V2AS/858rwbm uQKuVTvCjzQyzxXo0asoZtdv5rkCHpKO2zb9ZZ4rUNdhVsQqnpA8V6B3s5dP FwmE5LkCfe4cnGArEpLnChzOK98+WSIkzxVw+tF5hkUzIXmugH/RnBiz5kLy XAHN4vfFQ1oKyXNuPdMu3zfSEZLnCvxuo9O8Txshea6AoHKRXnc9IXmuQMG6 p+Gd2grJcwWy31u2bm8oJM8VuDPRRmTQXkieK7Bty98beh2F5LkCxrKzOW06 C8lzBTZ6mka07iokzxUIMO8/tXV3IXmuwLzu19xa9xSS5woU7oqe3qa3kDxX QP0qN1q3r5A8V2D3lo6l+v2F5LkCQSuCAwyNhOS5Aotccjp0HCQkzxX4+CzB uKuJkDxXQL7gQ3nPIULyXIH70bXT+g8TkucKnD58Yq7JCCF5zu3XyV/EI02F 5LkCtyuqlo0bJSTPufOwpZfDpDFC8lyBts39tWeME5LnCujohC6ZDyF5rsDJ P0fmO4wXkucKTDxk07h+opA8V+DBtkmTd0wSkucK1Mc/MD9oLSTPufV6FZB7 ZoqQPOee5/DZftenCclzBVoEH+/kbyMkzxXoWZL0OnSmkDyvA092TxBrKyTP 65AVN1adPkdIntdhvW/ixfK5QvK8DpI3N378nC8kz+vwxjs3pcUiIXleh5X5 ca5dlwjJ8zpEr7gVOdReSJ7X4XH7q2+slgvJ8zo0DpQvX7xCSJ7XIb4m/9nm VULyvA6nsh8EHVktJM/rIPbdu/S6k5A8r8MZ7dsvnq8Tkud10Ok64+2XDULy vA69pOFbijcKyfM6jOg8JOXPZiF5XgfP/Lyidi5C8rwO24TN7w5zFZLndZjk UNVm5g4heV6HE38jjNfvFJLn3Pfpxf48ultIntdB65f59nt7hOR5HX5bOdyK 2ickz+swPMDZvcBDSJ7XwU3/toR/SEie12HBmbETexwRkud1MF2622TiMSF5 XofVFde+rDohJM+53yf86HD0lJA8r0O77wc6PDotJM/r8KDqQ1z8WSF5Xocv psXGivNC8pybhT0tDS8KyXPu+t/eNh93WUie16HAQnV4pbeQPK/DwMHNgk/4 CMnzOlTcGuX17LqQPK/DuZjoPlm+QvK8Du5CubPwtpA859anSONkfFdIntfh cM+u7RbeF5LndbgScHf3IT8heV4Hvs9nr6ePhOR5HXKHJi3PeSwkz+vgX/Gr QDtQSJ5z97/6VIdRQULyvA7ebpESp2AheV4Hlx75jy6HCMnzOmR7DRDGvBSS 53U4ZpSv1xAqJM/r0GKHdeaAMCF5XgfZ0Jvzl74Tkufc/p5qfOrseyF5XodR GcPdPkQKyXNu//VTd2z4ICTP63Dn6asdxp+E5Hkdend8e3JVrJA8r8N+TF7g Eyckz+sg7H0jJyleSJ5z54Ev6NQ8QUiec/vX/I2eZZKQPK+D8abmH/ekCMlz JewWmQ1+lSokz5V4oToyty5dSJ4rUbV67AiTLCF5roSH4Ma39TlC8lwJga28 18MfQvJcibYi9xGl+ULyXIldokO8PkVC8lwJI6eZxx1LhOS5Eg4uveLvlQnJ cyX8rk+JL6kQkudKVHqKTvSrFpLnShzu6CtYXyskz5WwmbF09BO5kDxX4oH9 UWNFnZA8V+J0yKq8kfVC8lyJu1VjZ7lrhOS5EhZf5++N/Ckkz5XYPvf3uma/ heS5Ev2fuBrY/hWS50oYjmjm4c0TkedK5O7Q8i8QiMhzJdqMuHthoFhEnisx dsk48x1SEXmuRF3Ltn6R2iLyXIlsn21JrVqKyHNu/Y/de7tYR0SeK+F0TL72 YRsRea6EeP/tNLWeiDznvv8wX2JtICLPldiTv1hzqZ2IPFfiTfMG/9IOIvJc ifdPevUY1VlEniuhc7//4pNdReS5kvNm9vzc7iLyXIm99ZUGQ3uJyHMlbv3G 1SN9ROS5El1DruZn9ROR50rcrrWuHmIkIs+VmBHk9fbYIBF5rsRXk8+z80xE 5LkS85NMA8yGishzJR4O6R9/briIPOfWu13ls8qRIvKce/8en+2tRonIcyU2 ++gn3hojIs+VqP1goP1nnIg8V+LZ6S7aiy1E5LkS0jc7E19NEJHnSuSM277c cJKIPFcidOyKl9utReS5EtGtTqWmThGR50p8Hjvhnel0EXmuRD+P5I3eM0Tk uRJ5n06XNc4SkefcehpHGS2bIyLPlVgkfG8WNVdEniuh9zlFp98CEXmuRMuh tkGei0TkuRIDux3urFwiIs+V+PHwvd3iZSLyXIl2BnbzoxxE5LkSVjlneg9c JSLPlZj78EP4xdUi8lwF37kT+2itFZHnKlTXLFm4fr2IPFfBKXjFwjRnEXmu wiXd+30sN4vIcxVmBrhFBG0VkecqvJg7cEA3VxF5roKRjp7DmR0i8lwFy1b7 Vv/dKSLPVXj3KnL0ZncRea6C273Bufl7ReS5CvbXOtraeYjIcxVWX0r1+nRQ RJ6rsOPt8/tjjojIc+73G5qdeHpMRJ6rkGvcz7zPSRF5rsL8iFVR1zxF5LkK /DZ6HfTPishzFcLGHJ1w6ryIPFdBc6btONFFEXmuQuApXe19l0XkuQqz8pMe NniLyHMVHjj7d3K9JiLPVfg2Xr5CfkNEnqtgeKPBfeMtEXmuQp2i/fqqOyLy XIW8vAeD1t8Xkefc9c0aPlT4ichzFbwaVg5Z7y8iz1V4a2fuUhUgIs9VOP0w 98TGpyLynHveoz5u8mci8lyFwsdxY11DROS5CnbS6LSGlyLyXIU2L/On7Hst Is9VuC3a7iV6KyLPVbi4KfP5qXARec69H9/VT/QjReS5CmM3bt1//YOIPFdB r2iuUd9PIvJchTmmawODYkXkuQrxX4Qtx30Rkecq+Jh6WMZ+FZHn3PqYmc6b lygiz1Vo8X7fhKJkEXmugqI8uJlLqog8594/b9BjfoaIPFcheK/lAK8sEXmu wkmJ3aFeuSLyXIXsjSGvX+SJyHMV7j+PjJ9SKCLPVUgTpb7NKRaR5yq0D5ty cmuZiDxXwX+p20hppYg8V2HY9bDwG9Ui8lyF8wu39B0pE5HnKoRclzt/VYjI cxVW3rzitUYlIs9V0P8QcYWnEZHnKry6FLPn2k8Rec7df6J0otlvEXnO7ZcF uWUpf0XkOXd+x9zbtJUvJs/rcfl5aFprkZg8r8eYvm7dn0rE5Hk93HuMs5ml LSbP6yFe5rhY3kJMntdjfrjNdC8dMXlej+Mz53QbqSsmz+uhNyk5LUNfTJ7X 49yfAS57DcXkeT0OC14penYQk+f16CpMn/e5k5g8r4cqvcx3S1cxeV6Pbwcm f23fQ0ye18N+wNyCyF5i8rweWt2cszf0FZPn9diVVRNmOEBMntfjVaPZoaiB YvKc+36rR0M3m4jJ83pM87sV03momDyvR/SwvVZfhovJ83pEdvd9vNtUTJ5z 95OwstFotJg8r8fPD0bDcsaKyfN6eDyYZ3cGYvK8HketLJdNmCAmz+sRe8HO rt5STJ7XY9bD0mH+1mLyvB5dwpf+WT5VTJ7Xo2S44XNDGzF5Xo/np7bN/TZT TJ7Xw3d9asHR2WLyvB5bva8vGT9XTJ5z66VlFNU4X0ye1+P64x8GLxeJyfN6 9PrSaYHLUjF5Xg/LJxOPDl4uJs/rMTcq5G7NCjF5zl3vWsrTAEcxec7dTwXv sbOTmDyvh98+30vG68XkOfd+p+tskTmLyfN6jF0ePCZ4s5g8r8fviur67S5i 8rwe2aO63xmzXUye18P5VaAFb6eYPK9HY23jt0+7xeR5PXofdbI9s1dMntdj 9/gFH+d7iMnzeuj+HTSw+yExec59Pmz6kcojYvK8HvfOGqa8OC4mz+uRFihv e/CUmDyvR9Ea8+mzzojJ83ps7O6wo8t5MXlej77L3l6uviAmz+ux7O2LgLeX xeQ5d97kT0NPXxWT5/Vo/VknbPl1MXlejyWDTEOG3RST5/UobX/ynuSOmDyv x7F7mzyz74nJ83po/57s/MxPTJ7XI2Tl7knH/cXkObd+Q9cbODwRk+dq2Ge4 540KEpPnagzL0r+r91xMnqtRk3DZoeaFmDxXw2LNuvafQ8XkuRoH7eVx98PE 5Dn39yfO7TwULibP1XBJCOyxMlJMnqtxrn/QpwkfxeS5Gnt8fzr1jBGT52rM sJGLRXFi8lyNV/Y/b5XGi8lzNc7q7B4dlyAmz9UY55+eEJgsJs/VMDvl5ngx VUyec/fX8b1md4aYPFejc4L+yZXZYvJcDXfj7E7Tf4jJczW0YnY/GVEgJs/V cBq90KJbsZg8V2O8SWZS8zIxea7GssWrVmsqxOS5GlZ7lzYWV4vJczV8HYzO p8jE5Lkad9OHGX2oE5PnaniGZ0c/rxeT52r8/XnS8X6DmDxXY/uOBxLvX2Ly XI2AfhcDTv0Vk+dqtGj2Zr4HX0Keq9Gy/T7xDpGEPOe+z976tbNUQp6rca9o p4tjcwl5rsag1+5D7VtJyHM1/shD1PPbSMhzNapvnYyarS8hz9UYVbDy0gxD CXmuhubL3c3TOkjIczWc9zyfPaWzhDxXY7NOw9jJ3STkuRofb6SbTO4pIc/V 2G8VajSlj4Q85/ZjN96Qaf0l5Lka3S0NLGYMlJDn3H6Mtl8420RCnqtx57XF nvlDJeS5GoMH9Xi8dISEPFejvu/aklVmEvJcjbaBuwc6j5GQ52rEvA/fu91c Qp6r8drOJ2f/eAl5rsbSxdumnLKUkOdqjHz7NPKKtYQ8V2PsohdT7k+VkOdq dGtWmfvcRkKeq3H/0vMDH2ZJyHM15B/cRnyfIyHP1Uidel1dMk9CnqsxMPlo bMNCCXmuhuGv6/4tl0rIczWWzJt0o8dyCXmuht+qwltmKyXkuRp5V3NezFwt Ic812LjUO2fNWgl5rsEJLXcDjw0S8lyDI58qHHw2SchzDQyLpr5/sVVCnmtw y5U3NNlVQp5r4H7M5aXMTUKeazC+rdhWx11CnmvQSqvLX+N9EvJcg3jDbpEz D0jIcw082m65uuWwhDzX4ICP67ELxyTkuQZfhp8/9eqkhDzXAHZGD3JOS8hz DUrm3EsXnJeQ5xqM2raqu9FFCXmuweqsLx5zrkjIcw08L0z46e4jIc81aH6m /8kHNyTkuYbrV8XDk29JyHMNem7PVP+9KyHPNSgPXJ8yyE9CnmuQH/Xr8xJ/ CXmuwZrm8qxTTyTkuQbXwv0l74Ik5LkGfpozM2TPJeS5BprHWkE9X0nIc+75 ny43WfBGQp5rIHiu+9nznYQ818DccqfHhwgJec6td2z93F8fJOS5Br6Hq61H xEjIcw2CL4bP3xQnIc81yK35evjRVwl5rkGM/Z6kkkQJea7BzRMDzXt9l5Dn GiyoGRe7Il1CnnPPn6W77XaWhDzX4OyuFijMlZDnGrSMPjmgd4GEPNeg0FM+ 0qlYQp5r4L3txqrHZRLynHv+GkWwvFJCnmswfeLM3ma1EvJcg9vH9EL3KSTk OXf9+76bYlQS8px7Hts5U3QbJOS5BtWtT1st/SUhzzVIHRG45uFfCXmugWle 24B6vpQ810Dd2M1wklhKnmtwyMLk/oVmUvJcA4PBvouKW0jJcw1kBt+Gm7aW kuca3NXuPOKEnpQ812BuecniXAMpea7BzwUnHg7rICXPNbgTvarLic5S8lyD MMfk1/ndpOS5BnNMhu0b3UtKnmuwOD9v/YW+UvJcA8VvM4/aAVLyXAP/z5fD pxlLyXMNvs5c2PfhECl53oD78zNeSUZIyfMGfHR22bbGTEqeN8Am98CimDFS 8rwBo0JWrB8AKXneAL+3zg88J0jJ8wb09/jTSjFJSp43gGe96fb8KVLyvAHu eh1WvJsuJc8bYPZgwYw+s6TkeQM27z205swcKXneANuE+oCGeVLyvAEWp6U9 HBdJyfMGDFup+yFxqZQ8b8DPZxsuwEFKnjfgsvcmryerpOR5AzwrtkZ0cZKS 59zfD/7a5ex6KXnegOb+6f78TVLyvAGGtuVO27dKyfMGGMfPm1fpKiXPG2C3 d8c2h51S8rwBejtuRaW7S8nzBiS7D7C03S8lz7n1kzjVfz4oJc8bsBuBmZOO Sslzbv3/2skjTkjJ8wacSwoYjdNS8rwBUkXLl2/PScnzBqyyjl097qKUPG/A zHXDpr67IiXPGzDppq+DxTUped6A31nLA6J8peR5A6LDYgdNviMlzxug9BxY GH9fSp43wNoqK97ukZQ8b8CMo31rsgOk5HkDMq+tsFwdJCXPG+DgnpMgey61 +D/eMhoE "]]}, Annotation[#, "Charting`Private`Tag#1"]& ], {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{ Annotation[{ Directive[ PointSize[0.0055000000000000005`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Point[CompressedData[" 1:eJxd13dcje//B/DOPjKiUvbeUXZZvULKCpFNhMjISoSM7JWVlZAtkiQhIhUp iZZ2ae9xzumczknG79bnfX3/+PWPx/vR6T73fd3X9Xq+dF+xabYjX0tLy0ys pfXv3936T6zzdx1CXU/dNbpaWhb/f349pQXf6OgRWCettjTg5p9714Vt8zqG JTXKfR24edTzmO3vfE9g7O2w9l25eWd5nyHSx6dwqeO7Nr24+VWXw5W2r04j 4mTDmv7c/OuhPMlmxVmE993UyYSbr33o9nSr0zmM7NfVZAQ3j/kx0/PyxvPY Edvs5hhuzmpo+kLsnGayacL/7u8CcuVnrk3h5o4mOb3EHhdRIxjYz/Z/93sJ V78IdBdy86JVTVeE+1XDRQ7/u/8rSAtfo7WOm696N/3g4nml0OV/z3MVUze8 W+POzRlf1XMK7/lg+KOP/Y787/muwSxAe/JZbm4vnNdq0LPrKMrw/Hj1f897 A1uvzLx1j5sX/HdBRNnNynr6v+e/iRV7z7qEcfN00+PjlxffxKFjrdfF/G89 bkFSkfAuhZurbP9d8RZcOydtyf/f+tzG35v6B2u4+eSG0saH8ts4UH9F0fi/ 9bqDI3eWvW/G07IwOmrAPcIdjB2ytsqQx9bvLjwGvtjeh5vjbk16Uff7LnJ6 Wy8bwWPreQ/7gzrdt+Tmf6vVTngfU9eYTrPjsfW9j6iCyzNWcbN22p3N47Qf oFuU+dNtPLbeDzDef+Dmw9z86N/jtvbDs/ErTl/isfX3w+PBedp+3Dz13+UM HkKvz4PiUB57Hw+xK/llly/c3LTcnR6hS43ui1weez+PUGEc6i/n5n+rl9DD H26z/f8K+ex9+aNF+4qgdtzcf8mZSFW/x/Cx2h45kM/e32N8uj1ryHhujuWu 1sEkADmanX/m8tn7DECuYV3/9dzsdK7aHSOewDUpLHg/n73fJ/jzJ83nEjdz N8c9ciAO7ZhU8JjP3ncg3rcXH43iZjtu83CvFF0+dTiRyWfv/ylCVh2qlHPz XW710u48xeysif7NBGw/PIWz4aLY7tys/J3iVt4nCMOaxUwaLWD7Iwj77p7u NoebLZs2QBB+5D1ZuEHA9ksQvEL7yw9zM/fy/j0QTg7SKvUVsP3zDBswbMxr bv7v9rjfq6KqUwRsPz2DYmHwn1puHtb0E4wlu/gbmwvZ/grGKKdnY/py88H3 n7kdFIwnZh/WTBSy/RaMs8JRimXcnMy9fW5NsLGsTZa7kO2/5zgqnNXjKjf3 bLrgcyS5Kz+9FLL9+ByNblpfvnOzS9MLCMGqXq7GSiHbnyHo9WROra5IyyJK 1Y97wyHQnnK91VAR268vcM1ozilbbtb97wZheHa70xYR278vsPm59M45bm66 u5gXmJ2pPfaZiO3nl+hlvXdYMjc/u177IHraSwgtVx1Xitj+fonYzu/GGYi1 LPhND8z9vrfnLC5Tab+/Au9JUsQibp7934ZBdOuz5/aI2f5/Bd2H0eE3ufn2 v8dNeYWVqTumfxCz8xAKWeNd0zJuVvy73IJQBOyf6dFCws5HKKZ8c+s/hJsn /Nv+WaEYPq/H4HkSdl5e48pRm4u7ublp+9q/hn1G44JbEnZ+XsP4o/HuT9yc v+vfC3mNDTGljdUSdp7ewGJVvyx9qZbFkKYN/gZnOivajZWy8/UGv92tQlZy s8fFidyWeQNZq75PT0rZeQvDuZUXmz3n5sQeTS8YMa28IrKl7PyFYbxf93RR My2L7v/SvzoMTnETbEyasfP4FpsMNd0WcvOWf8dj81tMNZk452Azdj7fIii0 d1EAN0f8e7t1b9HT4VZyejN2Xt8hP/lld6G2lkXr/w4k6qLWfTXRZuf3HfqW vslYzM1Ny9fwDnrqxxOPabPzHA7dILQI4eam23MPx+RU12EF2ux8h+O2kW2o TnMtC62mn/f4vjP5+rjm7Ly/xzLPP3nrudkvehp3ot/j+MiUA1ebs/P/Ho5T 5h2M5eZZ3Gnk9iiSrh8p0DRnefAeu3TW3OzXQstC80+fD++RvKchbEELlg/v 0fULzI5z880O/w5EBDbnj9F93YLlRQRu+9VOreTmyU0vOAKrWi8t6NSS5UcE hjQ/kj6Dm2UP/t1gBOzObBjk0ZLlSQQqL+nmB3PzlX939zkChV131ZW0ZPkS gZ9G91Z1aKVl8W9zTWkRicj3F4fPaMXyJhI3Sm1WHuDmf2mSZBOJ6IBvshet WP5EwrpX55xKbv63W7gtg7/LzPp112F5FIl7O3smzePmpsdN4P7eMy/zlA7L p0h8CNsyIYqbmy6nG4X0ARnSnzosr6JgoNXeeEhrLYumOJoThTVOw545tWb5 FYVzXgMu3uTm/+pDFIaGaKWlt2Z5FoVI4asdbdpoWTTFQVoULr+dvWNqG5Zv USjokvz9IDfvawqcDwhcP8brbRuWdx9QUeEZqObmvk0H6APsS78MGKrL8u8D ggJ/Cp25+VtTvfgA50vtzf10WR5+QIPcKLWQm3f8Ow45H3Cz0/D4rnosHz/g 9LbhPZdwc9d/27nLR3xbbJJ+RY/l5UfMN+tb9Z2bP/3bfss/otGlyzI9fZaf H7Hd3XCILTdvagrIj1gTpb/ijD7L04+Y+66dIp6bDZsO/EcElvTOb9GW5Ws0 Poeam0zn5qbb6xWNoleO2SfbsryNRp+118viuHl10080bs0pm9PCgOVvNOaI pnSx4eZ/5YlLWPTWibQ+bcDyOBo1onkJ37j5Xzq6lUdj0wHJqzaGLJ8/YUn3 jD9zuNm+6YKfMPdg/N1LhiyvP6FyeunDDG4WNwXUJ9zo079V53Ysvz+hMOxi 4nJu/vc29J98Qtf3Jsq77Vief4J/UYNrOTc3tbvaT0gpqJ9n3J7lewyyt/e/ 7MLNf/4dtyEx+Ln8wsjQ9izvY2DvOHrEX26+/287b42B8fQuXpM6sPyPwbH8 CbNOcfOM/x4Yh1SPNiR3YB7EYMSShWUdOmpZ1P97HaoY+FXPilrRkfkQi5LD F34/4uYb/x7XNBZqYd/LdR2ZF7HImdH87NhOWhZWTQsYi2vTLMsOd2J+xGJk aYrvN26uaeIhFoFt3r9o35l5Eovm4dJBq7j50r94b4zF7NIgfmBn5stnnD7y zvQnNzfF87jPiL825MukLsybz+hp3Or9OW5uite9n/F4wny93C7Mn884VqIT PaCrlsV/8fcZBf3HpO/oyjz6jMpu2VM+cnNTvPDjkF+o6qDXjfkUhxZnTk5z 4Oam4zsxDuETbmYFdmNexWFJT9O4P9zcdDwOx8F24ZwOM7ozv+LQpY0m5jo3 /7f94jBrd7+06u7Mszgc+VJqad5Dy+L7v9cr/YKt40bpnunBfPuCdO1uyOPm PU0B+AXnXH3jhvRk3n3BycjXLw9yc++mDfgFn0e7ClJ7Mv++wMko6Um/XloW 8V+afnC1OCV0dy/m4RcEvNvf6xs3uzYFajykrTNqevRmPsbDxDS/3Q5u7ty0 oeMRfvHa7bjezMt4uJ1rdapbHy2Lj03/vYrH8Aujv7v2YX7GQ9a81944bnZu Cuh4fFr39Uj3vszTePzsM652Bzc3xZX+V5S/dnn5tS/z9Ss63XP90buflkVT HMz7inFOVmv29GPefkWXk+UzvnPzf//9+orQKysuDerP/P2Kwd1Cxh3h5hb/ HTgkPC+y/NGfefwVrWuU/mYDtCyatkuHb/BaU771/ADm8zcYRXz0ruLmptex 5BvSbnh2szZiXn/DRz9LyW1u/u+/Z98w72SNzW8j5vc3dFKfVi4YqGXRdLkf 35Bzs3/j84HM8wScGx/p0GYQO+8JcLq0pN/GQcz3BMQu/zUjbhA7/wmwXX3v ez9j5n0C0jcvDjtizPIgAZtn9BAUGzP/E7A68ffDiSYsHxJglSB/etuE9QHu 73vz2/EHs7xIQK+goT8cBrN+kACXuUfFkYNZfnDf/1NwuscQ1hcScOLkY9eD Q1ieJGBow6G3RUNYf0jALdNzjlZDWb4kYDu+O/sNZX0iEd4t56ZqD2N5k4gx d/R9nYexfpGIdFG7mIRhLH8SMQorbYcPZ30jEduW/hx9ZTjLo0RUb80/9Gs4 6x+JWHipk4nDCJZPiQgvCBwVPYL1kUS47fC9azSS5VUihrrVbjo3kvWTRNS2 uOujHsnyKxHaKyL62puyvpKI4X7T9D+asjxLxC59a4eBZqy/JGJC3stWF8xY viVi5pTbnX6ZsT6ThMhz2idXjWJ5l4ROWqqF8aNYv0nC2B+Ox0eOZvmXBMe9 Du1vjmZ9JwnmQ6qaaY9heZiEhJnai7eNYf0nCZ4j37f4MYblYxJmWOl2nTqW 9aEkzCkSng8Zy/IyCVN2XXPsPo71oyRM3p7j7TmO5WcSUqd+Mf45jvWlJJRs dO61xpzlaRJyl37clWLO+lMSvC6nD5kAlq/JsL3pP+UpWJ9KxnetiZFdLFje JmOu1R0fTwvWr5Kxh5/4/ZcFy99kuMQlbN4wnvWtZKSPebAhezzL42R8ViyI nT6B9a9kFHhVHHk7geVzMsZ9Wn7PeCLrY8nYNup9r5sTWV4n44FPS5GuJetn ydh+x8bqkCXL72RoNz9cVm/J+loy2px7Vbl2EsvzZERqqmbmTGL9LRk/mvVt a2vF8j0FL8+uH/PRivW5FPS0D48cZc3yPgVnrPv6P7Fm/S4Fqj5+yp6TWf6n oCDTytd7Mut7KdhpJfXXmcI8SMEmW7nhkSms/6VAr0xc8msK8yEF0xtt2m6b yvpgCq7uj7tXOZV5kYLOWw9dXjmN9UPufr7uqciaxvxIwTTvsBt201lfTIFN 5qTn8dOZJykYcaOLkbUN648psKqfJoiwYb58x1pN0tgxM1if/I7B4a/SQmYw b74jfS0/ZfBM1i+/w6pTyJDHM5k/39Hq73dZ31msb37HNqxrc3cW8+g71uns 8Opmy/rnd1y+x9tx3Zb59B1243TCOsxmffQ7ggzurbgym3n1Hdu3x6wzmMP6 6Xf0uL835cIc5td3KOq++OrZsb76HbnPXn05b8c8+46bo60X685l/TUVAaV7 pp2fy3xLxYSOK67rzmN9NhX2Yxpmec1j3qXiw7PJq/Xns36bCr58bs7F+cy/ VGxa1+eF4QLWd1Mx6Eq4zHsB8zAVRpo+np0Wsv6bin4tV5z0Xch8TEWI/fbK HotYH07F8J1rA+4vYl6mIqfaInHAYtaPUxExmz8/cDHzMxUfJwSbD1/C+jL3 fEsXHgtdwjxNRbvJP4dhKevPaTjk7zP+41LmaxpsRk4MmmbP+nQaQnzqDyTZ M2/TkOf15sXCZaxfpyEj6/L0/GXM3zR4jThnuXY569tpqFoTcEO+nHmchifm ikW7HFj/TsPZE447BSuYz2kY073lz1MrWB9Pw5ScmmyDlczrNEy+0brHrZWs n6fh7WS3WKNVzO809Ik2Sn6xivX1NDQIh2CCI/M8Hf4az5ZfHZnn6XjiPdl8 0WrmeTpcilcnlqxmnqdja25NtMsa5nk6epwq6cJzYp6nQ9w4J+O0E/M8HffG jqvvtJZ5no6La/xc/dcyz9Ox/bLP/NHrmOfpaKjqdC12HfM8HXmeQycuXM88 T8ffuwXTy9czz9MxfsWw0J0bmOfp8Ps54Ji2M/M8HbP8voX6ODPPuft/1HfG oI3M8wysnDRqUvhG5nkGfCK1fW03Mc8z8Gzz7cVFm5jnGVhzR7x7x2bmeQZu BI/7rb2FeZ6B1X9tCm5sYZ5nQFM+bsCwrczzDIRl6X3/tJV5noEpE1ILlrgw z7nrnz05R+HCPM+Agfnovse2Mc8zcDymbGkXV+Z5BkyeXVc/d2WeZyDwwDLl tO3M8wzIoofbFW5nnmegXZtehrt3MM8zcVYzbJyeG/M8E8IO66P93ZjnmVhr mPDMcifzPBONl9fyc3cyzzMxcbJ5yI5dzPNMGGbaxbXZzTzPxA3hc8vHu5nn mZh1aEV3a3fmeSb+dFjjUODOPM9E3JkY4d49zPNMmAV6Nu+wl3meiW7T3rq+ 2Ms8z0T4aPuJc/YxzzMRuGjHNtk+5nkmZKd0mp3ezzzPQumrQbyBHszzLKyI S1/y2YN5ngXvF4ad1h5gnmdh6Fa5ufQg8zwLExo3fHxwkHmehTl25wKtDzHP uesddvxdeoh5noUCH9mTY4eZ51mIfDTqQ/8jzPMsOH+2Hhd3hHmeha/tenRw Pso8z8Ks0G+LdI4xz7nrpcz/G3SMeZ6FRu8IydzjzPMs+IzV36Y5zjzPgk39 PMtrJ5jn2RgoPudmcZJ5no2Cp7Gti08yz7MRaCFteeIU8zwbTiI7ZxNP5nk2 3O2eD/nuyTzPhvLY4EW7TzPPs+EmSCjpfoZ5no05A66mxZxhnmdj89pLAzef ZZ5nY9XQL8WG55jn2Vj/a4Lg/TnmeTacLfmHnc4zz7PB82yzvo0X8zwbm+zd Ql57Mc+zEWxlvmrVBeZ5NvZlrNvR6iLzPAcWT0W1ry4yz3PQZZ1B3MpLzPMc 8B/fba5zmXmeA69ur56+vsw8z8F4twWvV19hnnPzWs9+et7Mc+7zgfaN4d7M 8xwIW6YMdb7KPM/B4Cmqrx18mOc5ODbk87cYH+Z5Dmy9F43YcY15noOHC5/8 7X2deZ6Dk7bxxt+vM89zEO8YHnnoBvM8B/09Tr0Z7ss8z8XYC2PbF/syz3Nx 6mJa1sWbzPNcHPVwFFjfYp7n4tiimjOaW8zzXGT32+Xx6DbzPBcRP1unL7nD PM/FhqLXXjp3mee50Nba/zzyLvM8Fx+dnUZvv8c8z0X0HPfeA+4zz3Nhlhvl mnufeZ6LqbA28nrAPM/FsMBWVpP9mOfc5zf0iP7txzzPxcPXJ/yDHzLPc1Fe NLN+7SPm+Q9sHrPrfjd/5vkPxOnrhqX5M89/4G58V9Mzj5nnPxAV429oHcA8 /wGdTe+W/g1gnv/ARZPlzV49YZ7/wLF93h22BDLPf8Aqc+u5AU+Z5z+wJELp XPSUef4Dh8P6Pr0RxDz/gWcL9RcsfMY8/wHtQVGO+sHM8x9QJIzN+BbMPP8B ScnxZyefM89/YJBesNw6hHmeh2OiiEvCF+y85+HI5rBbES+Y73n40fKJ7r6X 7Pznwfv6jfKxr5j3eWhecqlP4yuWB3koCvaNDQ1l/uehX2ZEkttrlg95GDlU PMHsDesDeUjwcTXUvGF5kQfD3+3mvApj/SAP5yc0KN3esvzIw9BlXX+Pesf6 Qh7spl9Y3/iO5UkePjVzsHgbzvpDHj5fP71733uWL3lo27ZP5wkRrE/kIfPA 4N6iSJY3eYjVeukVE8n6RR70AyOdTkWx/MnD5udL7s76wPpGHjqZn7Zq+5Hl UR4K9i2fmfmR9Y88dH6e/c43muVTHl51bHHR8RPrI3kY9UedaBTD8ioPbx4+ dFXEsH6Sh19bB+wPjWX5lYf5IQfl+z+zvpKHb0nvYifHsTzLQ6vhxdI2X1h/ ycOGyVqBGV9YvuWh5nD7sNvxrM/kw3bt6MEbvrK8y4do+4bmI7+xfpMP05Gh NloJLP/ykTJ6gPpzAus7+TjRMVZyKZHlYT7it/vuc0hi/Scf2fIX9oOSWT7m 44NZ+3sNyawP5WPFn2+zo1NYXuZj3a+iNV7fWT/Kh1OdQ9HyVJaf+Yh+NCvG OI31pXx8k73W+53G8jQfQVcfRcels/6UjyOH+udfzWD5mo9Z58avXJfJ+hT3 vP6/po/OYnmbjzORq25oZ7N+xT3Pt4Pzs7JZ/ubDN3Gl2+Mc1rfykRffirc3 l+VxPrYlnpbP/MH6Vz4sZdVTeuSxfM6H1aSR2qo81sfysV+xZWhMPsvrfLTo 7h/pU8D6WT468apebypk+Z0Prc/mHS2LWF/LR+/XAYXtilme56Ob4UT9mmLW 3/LxeFCzgKgSlu8FeGar/cS7lPW5AkzLnWW4uYzlfQE+jCgtsypn/a4A9yPS enSpYPlfgOeKgR9VFazvFUBpIf8WX8k84K5vZDLxfhXrfwU4NEreZV8186EA 0zXjVy6oYX2wAON/G7UeWsu8KEBNUWjvFjLWDwswbk79nRIZ86MAW+sqT0TI WV8sgJnbvcxrCuZJAW75DPJyq2P9sQADu555bqdkvhTgU1yK+RAV65MFSNvS bGireuZNAUzLTU9X1rN+WYCJbdbPiVUzfwqQnhDg8UDD+mYBFhk0b3+kgXlU gFdpnu0df7L+WYDNuuMPWjYynwpwMc5kXq9frI8WIFHH8bzwN/OqABvqKk2L f7N+WgDb89+sov8wvwrQunXH8Ad/WV8tQOHljJvHtXjkGfd+lhhUrefxqL8W ort39s0ZfB75VogDZ0zDhwh41GcLUXF8qHVbIY+8K4RxZrpZAzf/128LUZUx 4kKOiEf+FeJEhd3CSDGP+m4hxruOP/ZAwiMPC9G5UtzdU8qj/lsIwcenPV2a 8cjHQrw6OPXsQm0e9eFCFAT+WG3RnEdeFqJN5u4HfVvwqB8X4t3VAbN1WvLI z0IsOK9erebm//oy9/1ra4p/tOKRp4VI+9bhW4wOj/pzIdz2HuvxrDWPfC3E sRET83za8KhPF8Ll7TzpEV0eeVuI5yVfr27W41G/LkTW8ZeXF+vzyN9CnDva 6a9VWx717UJcjWmWONSARx4XIm/cyZZdDXnUvwuxNe/x8+bteORzITyDdkVr uPm/Pl4I39daE0va88jrQsxqOW1ASgce9fNC7ItydI/syCO/ud//XTIqqBOP +nohBlaOdbjZmUeeF+FTaBvlmS488rwIfe+Xyvd15ZHnRbhX93nR5m488rwI DdWfjB2688jzIm7/VzjP7sEjz4uQNd6inWVPHnlehC9LUgaN7MUjz4uw/EHw k369eeR5EVZcrrjasQ+PPC9Ce//DilZ9eeR5EaatPRfC78cjz4tg6dChqJ6b //O8CJkDBu2t7M8jz4vgsjr1YN4AHnlehFZve6i+G/HI8yIgr0tS3EAeeV4E ixNpHSIH8cjzIlTvWfjtlTGPPC9C4pGg2kATHnlehN47q3Y/GMwjz7nnHWK4 zXcIjzwvgu8l8/TLQ3nkeRHyL27yOzuMR54X4Xufl0XHh/PI8yLsm9LD8+AI HnlehBDxu1t7RvLIc+77Nl/u4WbKI8+LsPDmGx0XMx55XoTI16ZrN47ikedF eFXZzmTdaB55XoRDThscVo/hkedFcNgErZVjeeR5MY5Z+zZfPo5Hnhdj8Hjv g0vNeeR5Ma6EjHZaDB55XgxtybnQhRY88rwYhTcf7lgwnkeeF+Oy+tzt+RN4 5HkxQo/NHz1/Io88L8bfTAnmW/LI82JM2fv06fxJPPK8GPebLzuzwIpHnhdj ae/uWQuteeR5MWq3Cy8snswjz4vRJcTg9dIpPPK8GOrrjjbLp/LI82Ikav7Y rJzGI8+LsfiS7M3q6TzyvBjXZ02+vM6GR54X47e2ft7GGTzyvBjTnjlccpnJ I8+LETkWr91m8cjzYrR+9HraXlseeV4Me0HB1EOzeeR5MeYsjnp5Yg6PPC9G p68bzp+z45HnxdjqUZV5ZS6PPC/G7buzzt2cxyPPi3F284MQv/k88rwYEX3/ Wgct4JHn3PcZrJ78eiGPPC/GuPMVL6IW8cjzYpT9vOoVv5hHnpfAN/RwbtoS HnleAsfxoZcLlvLI8xJo6ViGV9vzyPMSiB4On9uwjEeelyDL13uhyIFHnpcg ytPjS5sVPPK8BHkGjQFdVvLI8xKMKtf/Y7SKR56XIDosJ2yUI488L8GWOasq rFfzyPMS9Nj58si8NTzyvAQRgpJzjk488rwE5sl/mruu5ZHnJfBJbK06tI5H npegVjHA5uJ6Hnlego0jlujf38Ajz0uw+Vbw1JfOPPK8BDunWMhiNvLI8xJg ahtR1iYeeV6Cp59HHK/ezCPPS9DQGOautZVHnpfgbPsXP/RceOR5CczWDn7W dxuPPC+BdMwY5RhXHnleAtfy4nuztvPI8xLYZeCT4w4eeV6Csp0LFux245Hn JSi0xMJzO3nkeQk2vRN8frCLR55z3+ca8ujdbuY593z8VY3f3ZnnpUhr1jWs eg/zvBSRo+qrRPuY56XoNa3Bs8t+5nkpLvDMfE09mOelsDOK7GZ7gHleikW3 HuiuP8g8L8U8a822w4eY56UIbf7B+uZh5nkp3pV2OPnmCPO8FFt+tEDaUeZ5 KV7wHq2sO8Y8L4WtE79B5wTzvBQ1pn3+DjzJPC9F35u9t089xTwvxZms1vZO nszzUjw30bw4cpp5XopB1ZX7751hnpfixqZfbz6cZZ6X4n3n0U5F55jnpVi3 NuSw0It5Xgrvb3v1e19gnpfCNf2+vtVF5nkplhiaH1lziXleiooBc9cev8w8 L8WfsF9v/a8wz0vx8cCkQ1+9mefc+oy1CJNfZZ6XIvbFb8e215jn3PPGnPYY dZ15Xorjc4Q69jeY56VoY72p1UFf5nkZHK7l7fO7yTwvw60Fa1d+vcU8L8PB Ux1ClbeZ52WwtRN5dLzLPC9DXdroNxPuMc/LoJr6Zc26+8zzMlys+nzk/APm eRk+Sia3e+PHPC+DaZ1dp6KHzPMyOLYReLX0Z56XwTthpbvpY+Z5GZSPjqU7 BDDPy7Crz8EHp54wz8vQ7vuq8peBzPMyBNjhRuFT5nkZdGf2itZ5xjwvQ69d vR3GBjPPyxB/2W7T2ufM8zI02x4luxTCPOeet+Zg8YcXzHPu82UPbOpeMs/L IJk3vn+PUOZ5GSaPWOFm+5p5Xga3c53GeLxhnpfhs8eBLUFhzPMyRPS/37Hg LfO8DONCvUfphTPPy+CxYVOc5XvmeRksTo1K3B7BPC+Dr7P2tIeRzPMyWG1V mmVHMc/LsEqq7aPzkXlejjePlm6ZGM08L8f9PF7Yjk/M83L0MW+2+3EM87wc pSuPPMmPZZ6XY8bfk/MM45jn5dj7eaCLzRfmeTlWn9otPBTPPC9HVLuT2m++ Ms/LMXzWxsOKb8zzcph1M3MdkMg8L8f4g40ZK5KY5+V4sT8u2CeZeV4O0aA3 /O8pzPNy3H6YE90qlXlejg69rbSmpDHPy9EuSxJ4MJ15Xo7N+iOT32Uwz8vR r2/Rhp+ZzPNyHNje231kNvO8HGKXljyXHOZ5OTyvBjYG5jLPy2Ht1nVD9Q/m eTk+39082yifec7dT/SLJ2sLmOfleHpG5OFXyDwvx7HIzbGlRczzcgwY1OJY 3xLmeTmC/SvD1pQyz8uR17enk18Z87wc7b2jj5eXM8/L4Sas6G5UyTyvQJr7 rcHOVczzCmT24L0IrGaeV0DVq/MzRQ3zvALu4c16j5QxzyvwcGxWq11y5jk3 K+9teqdgnlfggc1ea4GSeV6B5DdulyarmOcV2BLxcMnpeuZ5BX7U9L6aomae V+BuAW9mxwbmeQV2TJm9e8VP5nkFbHKNuj5qZJ5XwGHdndGKX8zzCoz/GB8/ +g/zvAKpKeHpB/8yzyuw1fP04ngtPnlegQz5jHmGfD55XoHpegaxDgI+eV6B S20agh8L+eR5BfQ6tjTUiPjkeQXCN6xRTJTwyfMKYHZnq7NSPnlegZrelro5 zfjkeQVKZsnnDWjOJ88r0HzaaH23FnzyvALtfYZPjW7JJ88rEJCq0ujr8Mnz Csy+7dVtVWs+eV6BE0E9I4Lb8MnzCmRFv8kU6PHJ80pkB29xttPnk+eVGLdw 8c57bfnkeSVS75/+U2/AJ88rEejT/ffkdnzyvBI6VgNcfdrzyfNKHI16t7qm A588r0SjhSpxfCc+eV6JZz8LX1zszCfPK2E/9lbbii588rwSRg4Ta8y78cnz SnxKzrO40J1PnlfCpdXZlhU9+OR5JbR91thZ9OKT55XQ1dvb9nJvPnleiciu FbNq+vDJ80q03RUpturHJ88rkVDR2fRGfz55XgmvqXoF9QP45Hkl8jxCJbMG 8snzSpgc7+v3cBCfPK+E3GlblMCET55X4u6olwvtB/PJc259e0rWhw7hk+eV mLV8t1p/GJ88r0SJqdHfzcP55Hkl10+ND8SP4JPnlZg+yGf/AFM+eV4Ja+MT P4+a8cnzSqSc1ZUVj+KT59z6105zsBzDJ88rsU5lM+POWD55XgV9+8Ev+eZ8 8rwKgSrtayvAJ8+rIPVW/Yq04JPnVbg2QprZcwKfPK/CrdhFww5P5JPnVei4 StSs1JJPnlchv1e3xVOs+OR5FZ6Mjer/2JpPnlfBuFrsqjOFT55XoeVxwTiX qXzyvAp/XRI90qbxyfMqpPQ4PnGsDZ88r8LejhMP3JrBJ8+r0FdlaC6ZxSfP q2C6oNsOZ1s+eV6F1X+2DUqZzSfPq/DpmbHDGDs+eV6FdNvVunfm8snzKpyO HT6++Xw+eV6Fle2Dq10W8MnzKqya/dMwZyGfPK8CLvd8b7WYT55XYXanySVP l/DJ8yq86OtxoqM9nzyvwsw2ZY+PLOOT51XImHDJRrGcT55XocH03gb7FXzy vArWe42141byyfMqLA+Z1sfMkU+eV6H2tEHEvdV88rwKkV/9MvWc+OQ5t35T O7kcWMsnz6uxuPLECfk6PnlejcxHrbo7bOCT59UwuhQxMtGZT55X4/yXt3Hj N/HJ82rE7Ouc92wznzyvRgvlT5deW/nkeTUG79989JILnzyvxkPPKx2aufLJ 82pcv+I5yH07nzyvRp3Juve1O/jkeTWWqSYnr9zJJ8+rsf265er0XXzyvBov a3fstHHnk+fVuBn9u0XUHj55Xo1QHXm3Ufv45Hk17sRtCAnczyfPqzGg1anP fQ7wyfNq2P1Zu/zGQT55Xo2Nqd13GBzmk+fV6Fj0tdWZI3zyvBprj53qKz3G J8+rkW66PcLjOJ88r8aWXQ+yG0/wyfNqJFeO2bn9FJ88r4bFmJmX5Z588rwa QUa/Rzqf4ZPn1Sj0clhQfpZPnlfDyf5Ko+N5PnlejZDjb7sVevHJ82qM7Ff9 aflFPnlejUXLJ8pzL/HJ8xrc2ZB9bekVPnlegzc+KZ+zvfnkeQ3cZ03evcSH T57XQJtv9yT7Gp88r0HmGP1VS2/wyfMaxFy/dy3Xl0+e16Bvdq8Fy2/xyfMa fA1/cqngNp88r4FRn+ULHO/yyfMazOPNu152j0+e16DjggDHDQ/45HkN2lgd DJL58cnzGjxoVO53fcQnz2tg+q5ryk9/PnleA4Oybv77A/jkeQ1ul7UVSwL5 5HkNFlh2KvZ8yjyvQcEF28ltnzHPazDgeLLJ9WDmeQ1WF4f79A5hntdg6MHh p568YJ7X4LLtTJ7ZK+Z5DfrMNW6MCGWe14DnV7tz+hvmeQ0UO4P2pIUxz2uw u/V58cp3zPMalEYH6teGM89rsLBVf7/dEczzGhQ5d4qQRjHPa3DlgN+ySx+Y 5zU4/7fyYK9o5nktDJ6IjIM/Mc9rcdFZ335CLPO8FnHDTPWTPjPPa/Gphees FV+Y57UQdRyhVxfPPK/Frsszlhz6xjyvxcNEjZFBIvO8FiEmcw74JTHPa+Fq vGfZmBTmeS0OOFyK+vqdeV6L6S7vnqxIY57Xwrh32+7qdOZ5LfbOfN3hVCbz vBa38uN9umczz2vRsWDT3Zc5zPNa3N/4fviMH8zzWkwM+zG9OI95XosphjVV 7gXM81rsK2zetm0R87wWA64t/BhQzDyvRdcU9W+rUuZ5LbJHSMLzypjn3Hoe 9JPurmCe12Lq5V+ZbauY57XIXNFrZFA187wWbWUWHWxqmee1SFrucrRcxjyv Bb82e88RBfO8Fu+qbvzuqWSe12LVh0xxpIp5Xos7miDv5WrmuQxne1m9+Kth 512Gd42vlvj+ZL7LYDN1oCd+sfMvg5YqwjrvN/NeBtsGn1Mef1keyHDAOXtx T56A/Jfh1f57IR/5AsoHGSS72191EgqoD8hw4u2iZi3EAsoLGXZFnhQ8lQio H8gwrvO3Y3bNBJQfMuzZZe3doC2gviDDmJuGI3xbCChPZChzXrFkUisB9QcZ tmZP1anSEVC+yLDsT52NVxsB9QkZ8v7ubzdGT0B5I0Nhn7abCvUF1C9kMEpO tj1lIKD8kWHV3rz3I9oJqG/IMDLMPuxHewHlEXf90VstT3QUUP+Q4f1784Uj Ogson2TYOaTsZ14XAfURGf4cO9/fs5uA8kqG3rkOxaN6CKifyDBpxS7j0p4C yi8ZLB20RBd7C6ivyPB0fLu1E/sKKM9kSD5UskjRT0D9RYbY6DOZtwYIKN9k uPTOrMx2oID6DLd+5uJDfGMB5Z0McUM7Pwk2EVC/keHw3durHYcIKP9kyH/x JsBwmID6Dvf9fp4HPw8XUB7KMDBlXNmekQLqPzLoBMqzhpgJKB9l8Pv81b5k lID6kAyq5J+bfcYIKC9leOHlo2s7TkD9SIaDNakTJRBQfspQVJQkfGchoL4k wxqvkLmuEwSUpzI8H3pv5CBLAfUn7vsMYx4UTxJQvnKfD7Z8eMNaQH1KBjev 8WMWTBFQ3sqQ4lC8VHeagPqVDMLieW3ipwsof2UYrvV27rEZAupbMkwNNjey nCWgPJbhbwfBea3ZAupfMig3Dznxdo6A8pl7H83lervnCqiPyTBi2VqTUfMF lNcydP4Vka1eIKB+JoP/2R6dXi4SUH7L4Fj2rHr7EgH1NW4/VF21NbUXUJ7L 8PU2f7JmmYD6mwz9B+smhjoIKN/lGJkqr9q9UkB9To77ylgfc0cB5b0cBs2i cnhrBNTv5OgWKAr+6CSg/Jdj583XHU+sE1Dfk0MYot1u5gYBeSBHbUEXP/2N Aup/ckSZd/uSuUlAPshxpNH00K0tAuqDcsSuO5Pg5CIgL7j518ygwa4C6ody 7LO406dhu4D8kCO88NngSDcB9UU5pgX7fTu5S0CecN9/9YlgnruA+qMcV+7V fOm2V0C+yLH293mjqn0C6pNyZFZ+7PrKQ0DeyPElI+jhoYMC6pdy3J7pEWt7 WED+yLFYZb+v61EB9U05/M67xlUfE5BHcjTTkQWEnRBQ/5Qjb0tDn1OnBOST HGcLwkYuOS2gPsrNfo45A88KyCs5jht17fjnnID6qRzr6/Rl37wE5JccR/22 Lrl9UUB9VY5HequWu14WkGdyDO/S9tdkbwH1VzmGJAWZdPYRkG9ybFu0ulF+ TUB9Vo5A/rJln24IyDs5TpjGLL5+U0D9Vo6II19lLrcF5J8cY3xvdJl2V0B9 V44eto7FPe4LyEM5/nrOnNT4QED9V44EpxPmKQ8F5KMcfQ0mJgb4C6gPyzGu 6v7vowEC8lIO3ZWFUSsCBdSP5fDQ79PLPEhAfsphH3atS4dgAfVlOU6ZuQbX PxeQp3J0PJ5TkPxCQP2Z+3yCICDolYB8lUMyx0D37GsB9Wk5LNwm6m4KE5C3 cnyIDQ2Y8U5A/VqOX3UPiozfC8hfOQyjx77UiRRQ35aj+9AHveVRAvJYjt42 BoOTPwqof8thPjM0NeSTgHyW46VXeHvvWAH1cTl6eS9ocI8TkNdy7OY9d3WI F1A/l8PkPO+M1TcB+S3HlOFbJg1MFFBf586Tcqi3brKAPFfAWbDjREOKgDxX YH2Ic/v8VAF5rkD1AWur2HQBea6Au3REm2eZAvJcge/iNbt8sgXkuQKila0O HM5lnitwqM+SfpvzmOcK2OzzcF5cwDxX4Gd4oK11EfNcgfxl7b4PK2GeK9Cv sUrdrYx5rkDp7GWvW1UwzxUwt7nV6Xcl81yBLaqiLlXVzHMFeO5LIrJqmecK xI0cLfwiZ54r0PHW09KwOua5AomLFeufqJjn3PUGDT13U808V2AS/858rwbm uQKuVTvCjzQyzxXo0asoZtdv5rkCHpKO2zb9ZZ4rUNdhVsQqnpA8V6B3s5dP FwmE5LkCfe4cnGArEpLnChzOK98+WSIkzxVw+tF5hkUzIXmugH/RnBiz5kLy XAHN4vfFQ1oKyXNuPdMu3zfSEZLnCvxuo9O8Txshea6AoHKRXnc9IXmuQMG6 p+Gd2grJcwWy31u2bm8oJM8VuDPRRmTQXkieK7Bty98beh2F5LkCxrKzOW06 C8lzBTZ6mka07iokzxUIMO8/tXV3IXmuwLzu19xa9xSS5woU7oqe3qa3kDxX QP0qN1q3r5A8V2D3lo6l+v2F5LkCQSuCAwyNhOS5Aotccjp0HCQkzxX4+CzB uKuJkDxXQL7gQ3nPIULyXIH70bXT+g8TkucKnD58Yq7JCCF5zu3XyV/EI02F 5LkCtyuqlo0bJSTPufOwpZfDpDFC8lyBts39tWeME5LnCujohC6ZDyF5rsDJ P0fmO4wXkucKTDxk07h+opA8V+DBtkmTd0wSkucK1Mc/MD9oLSTPufV6FZB7 ZoqQPOee5/DZftenCclzBVoEH+/kbyMkzxXoWZL0OnSmkDyvA092TxBrKyTP 65AVN1adPkdIntdhvW/ixfK5QvK8DpI3N378nC8kz+vwxjs3pcUiIXleh5X5 ca5dlwjJ8zpEr7gVOdReSJ7X4XH7q2+slgvJ8zo0DpQvX7xCSJ7XIb4m/9nm VULyvA6nsh8EHVktJM/rIPbdu/S6k5A8r8MZ7dsvnq8Tkud10Ok64+2XDULy vA69pOFbijcKyfM6jOg8JOXPZiF5XgfP/Lyidi5C8rwO24TN7w5zFZLndZjk UNVm5g4heV6HE38jjNfvFJLn3Pfpxf48ultIntdB65f59nt7hOR5HX5bOdyK 2ickz+swPMDZvcBDSJ7XwU3/toR/SEie12HBmbETexwRkud1MF2622TiMSF5 XofVFde+rDohJM+53yf86HD0lJA8r0O77wc6PDotJM/r8KDqQ1z8WSF5Xocv psXGivNC8pybhT0tDS8KyXPu+t/eNh93WUie16HAQnV4pbeQPK/DwMHNgk/4 CMnzOlTcGuX17LqQPK/DuZjoPlm+QvK8Du5CubPwtpA859anSONkfFdIntfh cM+u7RbeF5LndbgScHf3IT8heV4Hvs9nr6ePhOR5HXKHJi3PeSwkz+vgX/Gr QDtQSJ5z97/6VIdRQULyvA7ebpESp2AheV4Hlx75jy6HCMnzOmR7DRDGvBSS 53U4ZpSv1xAqJM/r0GKHdeaAMCF5XgfZ0Jvzl74Tkufc/p5qfOrseyF5XodR GcPdPkQKyXNu//VTd2z4ICTP63Dn6asdxp+E5Hkdend8e3JVrJA8r8N+TF7g Eyckz+sg7H0jJyleSJ5z54Ev6NQ8QUiec/vX/I2eZZKQPK+D8abmH/ekCMlz JewWmQ1+lSokz5V4oToyty5dSJ4rUbV67AiTLCF5roSH4Ma39TlC8lwJga28 18MfQvJcibYi9xGl+ULyXIldokO8PkVC8lwJI6eZxx1LhOS5Eg4uveLvlQnJ cyX8rk+JL6kQkudKVHqKTvSrFpLnShzu6CtYXyskz5WwmbF09BO5kDxX4oH9 UWNFnZA8V+J0yKq8kfVC8lyJu1VjZ7lrhOS5EhZf5++N/Ckkz5XYPvf3uma/ heS5Ev2fuBrY/hWS50oYjmjm4c0TkedK5O7Q8i8QiMhzJdqMuHthoFhEnisx dsk48x1SEXmuRF3Ltn6R2iLyXIlsn21JrVqKyHNu/Y/de7tYR0SeK+F0TL72 YRsRea6EeP/tNLWeiDznvv8wX2JtICLPldiTv1hzqZ2IPFfiTfMG/9IOIvJc ifdPevUY1VlEniuhc7//4pNdReS5kvNm9vzc7iLyXIm99ZUGQ3uJyHMlbv3G 1SN9ROS5El1DruZn9ROR50rcrrWuHmIkIs+VmBHk9fbYIBF5rsRXk8+z80xE 5LkS85NMA8yGishzJR4O6R9/briIPOfWu13ls8qRIvKce/8en+2tRonIcyU2 ++gn3hojIs+VqP1goP1nnIg8V+LZ6S7aiy1E5LkS0jc7E19NEJHnSuSM277c cJKIPFcidOyKl9utReS5EtGtTqWmThGR50p8Hjvhnel0EXmuRD+P5I3eM0Tk uRJ5n06XNc4SkefcehpHGS2bIyLPlVgkfG8WNVdEniuh9zlFp98CEXmuRMuh tkGei0TkuRIDux3urFwiIs+V+PHwvd3iZSLyXIl2BnbzoxxE5LkSVjlneg9c JSLPlZj78EP4xdUi8lwF37kT+2itFZHnKlTXLFm4fr2IPFfBKXjFwjRnEXmu wiXd+30sN4vIcxVmBrhFBG0VkecqvJg7cEA3VxF5roKRjp7DmR0i8lwFy1b7 Vv/dKSLPVXj3KnL0ZncRea6C273Bufl7ReS5CvbXOtraeYjIcxVWX0r1+nRQ RJ6rsOPt8/tjjojIc+73G5qdeHpMRJ6rkGvcz7zPSRF5rsL8iFVR1zxF5LkK /DZ6HfTPishzFcLGHJ1w6ryIPFdBc6btONFFEXmuQuApXe19l0XkuQqz8pMe NniLyHMVHjj7d3K9JiLPVfg2Xr5CfkNEnqtgeKPBfeMtEXmuQp2i/fqqOyLy XIW8vAeD1t8Xkefc9c0aPlT4ichzFbwaVg5Z7y8iz1V4a2fuUhUgIs9VOP0w 98TGpyLynHveoz5u8mci8lyFwsdxY11DROS5CnbS6LSGlyLyXIU2L/On7Hst Is9VuC3a7iV6KyLPVbi4KfP5qXARec69H9/VT/QjReS5CmM3bt1//YOIPFdB r2iuUd9PIvJchTmmawODYkXkuQrxX4Qtx30Rkecq+Jh6WMZ+FZHn3PqYmc6b lygiz1Vo8X7fhKJkEXmugqI8uJlLqog8594/b9BjfoaIPFcheK/lAK8sEXmu wkmJ3aFeuSLyXIXsjSGvX+SJyHMV7j+PjJ9SKCLPVUgTpb7NKRaR5yq0D5ty cmuZiDxXwX+p20hppYg8V2HY9bDwG9Ui8lyF8wu39B0pE5HnKoRclzt/VYjI cxVW3rzitUYlIs9V0P8QcYWnEZHnKry6FLPn2k8Rec7df6J0otlvEXnO7ZcF uWUpf0XkOXd+x9zbtJUvJs/rcfl5aFprkZg8r8eYvm7dn0rE5Hk93HuMs5ml LSbP6yFe5rhY3kJMntdjfrjNdC8dMXlej+Mz53QbqSsmz+uhNyk5LUNfTJ7X 49yfAS57DcXkeT0OC14penYQk+f16CpMn/e5k5g8r4cqvcx3S1cxeV6Pbwcm f23fQ0ye18N+wNyCyF5i8rweWt2cszf0FZPn9diVVRNmOEBMntfjVaPZoaiB YvKc+36rR0M3m4jJ83pM87sV03momDyvR/SwvVZfhovJ83pEdvd9vNtUTJ5z 95OwstFotJg8r8fPD0bDcsaKyfN6eDyYZ3cGYvK8HketLJdNmCAmz+sRe8HO rt5STJ7XY9bD0mH+1mLyvB5dwpf+WT5VTJ7Xo2S44XNDGzF5Xo/np7bN/TZT TJ7Xw3d9asHR2WLyvB5bva8vGT9XTJ5z66VlFNU4X0ye1+P64x8GLxeJyfN6 9PrSaYHLUjF5Xg/LJxOPDl4uJs/rMTcq5G7NCjF5zl3vWsrTAEcxec7dTwXv sbOTmDyvh98+30vG68XkOfd+p+tskTmLyfN6jF0ePCZ4s5g8r8fviur67S5i 8rwe2aO63xmzXUye18P5VaAFb6eYPK9HY23jt0+7xeR5PXofdbI9s1dMntdj 9/gFH+d7iMnzeuj+HTSw+yExec59Pmz6kcojYvK8HvfOGqa8OC4mz+uRFihv e/CUmDyvR9Ea8+mzzojJ83ps7O6wo8t5MXlej77L3l6uviAmz+ux7O2LgLeX xeQ5d97kT0NPXxWT5/Vo/VknbPl1MXlejyWDTEOG3RST5/UobX/ynuSOmDyv x7F7mzyz74nJ83po/57s/MxPTJ7XI2Tl7knH/cXkObd+Q9cbODwRk+dq2Ge4 540KEpPnagzL0r+r91xMnqtRk3DZoeaFmDxXw2LNuvafQ8XkuRoH7eVx98PE 5Dn39yfO7TwULibP1XBJCOyxMlJMnqtxrn/QpwkfxeS5Gnt8fzr1jBGT52rM sJGLRXFi8lyNV/Y/b5XGi8lzNc7q7B4dlyAmz9UY55+eEJgsJs/VMDvl5ngx VUyec/fX8b1md4aYPFejc4L+yZXZYvJcDXfj7E7Tf4jJczW0YnY/GVEgJs/V cBq90KJbsZg8V2O8SWZS8zIxea7GssWrVmsqxOS5GlZ7lzYWV4vJczV8HYzO p8jE5Lkad9OHGX2oE5PnaniGZ0c/rxeT52r8/XnS8X6DmDxXY/uOBxLvX2Ly XI2AfhcDTv0Vk+dqtGj2Zr4HX0Keq9Gy/T7xDpGEPOe+z976tbNUQp6rca9o p4tjcwl5rsag1+5D7VtJyHM1/shD1PPbSMhzNapvnYyarS8hz9UYVbDy0gxD CXmuhubL3c3TOkjIczWc9zyfPaWzhDxXY7NOw9jJ3STkuRofb6SbTO4pIc/V 2G8VajSlj4Q85/ZjN96Qaf0l5Lka3S0NLGYMlJDn3H6Mtl8420RCnqtx57XF nvlDJeS5GoMH9Xi8dISEPFejvu/aklVmEvJcjbaBuwc6j5GQ52rEvA/fu91c Qp6r8drOJ2f/eAl5rsbSxdumnLKUkOdqjHz7NPKKtYQ8V2PsohdT7k+VkOdq dGtWmfvcRkKeq3H/0vMDH2ZJyHM15B/cRnyfIyHP1Uidel1dMk9CnqsxMPlo bMNCCXmuhuGv6/4tl0rIczWWzJt0o8dyCXmuht+qwltmKyXkuRp5V3NezFwt Ic812LjUO2fNWgl5rsEJLXcDjw0S8lyDI58qHHw2SchzDQyLpr5/sVVCnmtw y5U3NNlVQp5r4H7M5aXMTUKeazC+rdhWx11CnmvQSqvLX+N9EvJcg3jDbpEz D0jIcw082m65uuWwhDzX4ICP67ELxyTkuQZfhp8/9eqkhDzXAHZGD3JOS8hz DUrm3EsXnJeQ5xqM2raqu9FFCXmuweqsLx5zrkjIcw08L0z46e4jIc81aH6m /8kHNyTkuYbrV8XDk29JyHMNem7PVP+9KyHPNSgPXJ8yyE9CnmuQH/Xr8xJ/ CXmuwZrm8qxTTyTkuQbXwv0l74Ik5LkGfpozM2TPJeS5BprHWkE9X0nIc+75 ny43WfBGQp5rIHiu+9nznYQ818DccqfHhwgJec6td2z93F8fJOS5Br6Hq61H xEjIcw2CL4bP3xQnIc81yK35evjRVwl5rkGM/Z6kkkQJea7BzRMDzXt9l5Dn GiyoGRe7Il1CnnPPn6W77XaWhDzX4OyuFijMlZDnGrSMPjmgd4GEPNeg0FM+ 0qlYQp5r4L3txqrHZRLynHv+GkWwvFJCnmswfeLM3ma1EvJcg9vH9EL3KSTk OXf9+76bYlQS8px7Hts5U3QbJOS5BtWtT1st/SUhzzVIHRG45uFfCXmugWle 24B6vpQ810Dd2M1wklhKnmtwyMLk/oVmUvJcA4PBvouKW0jJcw1kBt+Gm7aW kuca3NXuPOKEnpQ812BuecniXAMpea7BzwUnHg7rICXPNbgTvarLic5S8lyD MMfk1/ndpOS5BnNMhu0b3UtKnmuwOD9v/YW+UvJcA8VvM4/aAVLyXAP/z5fD pxlLyXMNvs5c2PfhECl53oD78zNeSUZIyfMGfHR22bbGTEqeN8Am98CimDFS 8rwBo0JWrB8AKXneAL+3zg88J0jJ8wb09/jTSjFJSp43gGe96fb8KVLyvAHu eh1WvJsuJc8bYPZgwYw+s6TkeQM27z205swcKXneANuE+oCGeVLyvAEWp6U9 HBdJyfMGDFup+yFxqZQ8b8DPZxsuwEFKnjfgsvcmryerpOR5AzwrtkZ0cZKS 59zfD/7a5ex6KXnegOb+6f78TVLyvAGGtuVO27dKyfMGGMfPm1fpKiXPG2C3 d8c2h51S8rwBejtuRaW7S8nzBiS7D7C03S8lz7n1kzjVfz4oJc8bsBuBmZOO Sslzbv3/2skjTkjJ8wacSwoYjdNS8rwBUkXLl2/PScnzBqyyjl097qKUPG/A zHXDpr67IiXPGzDppq+DxTUped6A31nLA6J8peR5A6LDYgdNviMlzxug9BxY GH9fSp43wNoqK97ukZQ8b8CMo31rsgOk5HkDMq+tsFwdJCXPG+DgnpMgey61 +D/eMhoE "]]}, "Charting`Private`Tag#1"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{0, 1.6}, {1.9395731644006204`, 3.088349944838726}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 1.9395731644006204`}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ PointSize[0.0055000000000000005`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{0, 1.6}, {1.9395731644006204`, 3.088349944838726}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 1.9395731644006204`}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ PointSize[0.0055000000000000005`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{ Annotation[{ Directive[ PointSize[0.0055000000000000005`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Point[CompressedData[" 1:eJxd13dcje//B/DOPjKiUvbeUXZZvULKCpFNhMjISoSM7JWVlZAtkiQhIhUp iZZ2ae9xzumczknG79bnfX3/+PWPx/vR6T73fd3X9Xq+dF+xabYjX0tLy0ys pfXv3936T6zzdx1CXU/dNbpaWhb/f349pQXf6OgRWCettjTg5p9714Vt8zqG JTXKfR24edTzmO3vfE9g7O2w9l25eWd5nyHSx6dwqeO7Nr24+VWXw5W2r04j 4mTDmv7c/OuhPMlmxVmE993UyYSbr33o9nSr0zmM7NfVZAQ3j/kx0/PyxvPY Edvs5hhuzmpo+kLsnGayacL/7u8CcuVnrk3h5o4mOb3EHhdRIxjYz/Z/93sJ V78IdBdy86JVTVeE+1XDRQ7/u/8rSAtfo7WOm696N/3g4nml0OV/z3MVUze8 W+POzRlf1XMK7/lg+KOP/Y787/muwSxAe/JZbm4vnNdq0LPrKMrw/Hj1f897 A1uvzLx1j5sX/HdBRNnNynr6v+e/iRV7z7qEcfN00+PjlxffxKFjrdfF/G89 bkFSkfAuhZurbP9d8RZcOydtyf/f+tzG35v6B2u4+eSG0saH8ts4UH9F0fi/ 9bqDI3eWvW/G07IwOmrAPcIdjB2ytsqQx9bvLjwGvtjeh5vjbk16Uff7LnJ6 Wy8bwWPreQ/7gzrdt+Tmf6vVTngfU9eYTrPjsfW9j6iCyzNWcbN22p3N47Qf oFuU+dNtPLbeDzDef+Dmw9z86N/jtvbDs/ErTl/isfX3w+PBedp+3Dz13+UM HkKvz4PiUB57Hw+xK/llly/c3LTcnR6hS43ui1weez+PUGEc6i/n5n+rl9DD H26z/f8K+ex9+aNF+4qgdtzcf8mZSFW/x/Cx2h45kM/e32N8uj1ryHhujuWu 1sEkADmanX/m8tn7DECuYV3/9dzsdK7aHSOewDUpLHg/n73fJ/jzJ83nEjdz N8c9ciAO7ZhU8JjP3ncg3rcXH43iZjtu83CvFF0+dTiRyWfv/ylCVh2qlHPz XW710u48xeysif7NBGw/PIWz4aLY7tys/J3iVt4nCMOaxUwaLWD7Iwj77p7u NoebLZs2QBB+5D1ZuEHA9ksQvEL7yw9zM/fy/j0QTg7SKvUVsP3zDBswbMxr bv7v9rjfq6KqUwRsPz2DYmHwn1puHtb0E4wlu/gbmwvZ/grGKKdnY/py88H3 n7kdFIwnZh/WTBSy/RaMs8JRimXcnMy9fW5NsLGsTZa7kO2/5zgqnNXjKjf3 bLrgcyS5Kz+9FLL9+ByNblpfvnOzS9MLCMGqXq7GSiHbnyHo9WROra5IyyJK 1Y97wyHQnnK91VAR268vcM1ozilbbtb97wZheHa70xYR278vsPm59M45bm66 u5gXmJ2pPfaZiO3nl+hlvXdYMjc/u177IHraSwgtVx1Xitj+fonYzu/GGYi1 LPhND8z9vrfnLC5Tab+/Au9JUsQibp7934ZBdOuz5/aI2f5/Bd2H0eE3ufn2 v8dNeYWVqTumfxCz8xAKWeNd0zJuVvy73IJQBOyf6dFCws5HKKZ8c+s/hJsn /Nv+WaEYPq/H4HkSdl5e48pRm4u7ublp+9q/hn1G44JbEnZ+XsP4o/HuT9yc v+vfC3mNDTGljdUSdp7ewGJVvyx9qZbFkKYN/gZnOivajZWy8/UGv92tQlZy s8fFidyWeQNZq75PT0rZeQvDuZUXmz3n5sQeTS8YMa28IrKl7PyFYbxf93RR My2L7v/SvzoMTnETbEyasfP4FpsMNd0WcvOWf8dj81tMNZk452Azdj7fIii0 d1EAN0f8e7t1b9HT4VZyejN2Xt8hP/lld6G2lkXr/w4k6qLWfTXRZuf3HfqW vslYzM1Ny9fwDnrqxxOPabPzHA7dILQI4eam23MPx+RU12EF2ux8h+O2kW2o TnMtC62mn/f4vjP5+rjm7Ly/xzLPP3nrudkvehp3ot/j+MiUA1ebs/P/Ho5T 5h2M5eZZ3Gnk9iiSrh8p0DRnefAeu3TW3OzXQstC80+fD++RvKchbEELlg/v 0fULzI5z880O/w5EBDbnj9F93YLlRQRu+9VOreTmyU0vOAKrWi8t6NSS5UcE hjQ/kj6Dm2UP/t1gBOzObBjk0ZLlSQQqL+nmB3PzlX939zkChV131ZW0ZPkS gZ9G91Z1aKVl8W9zTWkRicj3F4fPaMXyJhI3Sm1WHuDmf2mSZBOJ6IBvshet WP5EwrpX55xKbv63W7gtg7/LzPp112F5FIl7O3smzePmpsdN4P7eMy/zlA7L p0h8CNsyIYqbmy6nG4X0ARnSnzosr6JgoNXeeEhrLYumOJoThTVOw545tWb5 FYVzXgMu3uTm/+pDFIaGaKWlt2Z5FoVI4asdbdpoWTTFQVoULr+dvWNqG5Zv USjokvz9IDfvawqcDwhcP8brbRuWdx9QUeEZqObmvk0H6APsS78MGKrL8u8D ggJ/Cp25+VtTvfgA50vtzf10WR5+QIPcKLWQm3f8Ow45H3Cz0/D4rnosHz/g 9LbhPZdwc9d/27nLR3xbbJJ+RY/l5UfMN+tb9Z2bP/3bfss/otGlyzI9fZaf H7Hd3XCILTdvagrIj1gTpb/ijD7L04+Y+66dIp6bDZsO/EcElvTOb9GW5Ws0 Poeam0zn5qbb6xWNoleO2SfbsryNRp+118viuHl10080bs0pm9PCgOVvNOaI pnSx4eZ/5YlLWPTWibQ+bcDyOBo1onkJ37j5Xzq6lUdj0wHJqzaGLJ8/YUn3 jD9zuNm+6YKfMPdg/N1LhiyvP6FyeunDDG4WNwXUJ9zo079V53Ysvz+hMOxi 4nJu/vc29J98Qtf3Jsq77Vief4J/UYNrOTc3tbvaT0gpqJ9n3J7lewyyt/e/ 7MLNf/4dtyEx+Ln8wsjQ9izvY2DvOHrEX26+/287b42B8fQuXpM6sPyPwbH8 CbNOcfOM/x4Yh1SPNiR3YB7EYMSShWUdOmpZ1P97HaoY+FXPilrRkfkQi5LD F34/4uYb/x7XNBZqYd/LdR2ZF7HImdH87NhOWhZWTQsYi2vTLMsOd2J+xGJk aYrvN26uaeIhFoFt3r9o35l5Eovm4dJBq7j50r94b4zF7NIgfmBn5stnnD7y zvQnNzfF87jPiL825MukLsybz+hp3Or9OW5uite9n/F4wny93C7Mn884VqIT PaCrlsV/8fcZBf3HpO/oyjz6jMpu2VM+cnNTvPDjkF+o6qDXjfkUhxZnTk5z 4Oam4zsxDuETbmYFdmNexWFJT9O4P9zcdDwOx8F24ZwOM7ozv+LQpY0m5jo3 /7f94jBrd7+06u7Mszgc+VJqad5Dy+L7v9cr/YKt40bpnunBfPuCdO1uyOPm PU0B+AXnXH3jhvRk3n3BycjXLw9yc++mDfgFn0e7ClJ7Mv++wMko6Um/XloW 8V+afnC1OCV0dy/m4RcEvNvf6xs3uzYFajykrTNqevRmPsbDxDS/3Q5u7ty0 oeMRfvHa7bjezMt4uJ1rdapbHy2Lj03/vYrH8Aujv7v2YX7GQ9a81944bnZu Cuh4fFr39Uj3vszTePzsM652Bzc3xZX+V5S/dnn5tS/z9Ss63XP90buflkVT HMz7inFOVmv29GPefkWXk+UzvnPzf//9+orQKysuDerP/P2Kwd1Cxh3h5hb/ HTgkPC+y/NGfefwVrWuU/mYDtCyatkuHb/BaU771/ADm8zcYRXz0ruLmptex 5BvSbnh2szZiXn/DRz9LyW1u/u+/Z98w72SNzW8j5vc3dFKfVi4YqGXRdLkf 35Bzs3/j84HM8wScGx/p0GYQO+8JcLq0pN/GQcz3BMQu/zUjbhA7/wmwXX3v ez9j5n0C0jcvDjtizPIgAZtn9BAUGzP/E7A68ffDiSYsHxJglSB/etuE9QHu 73vz2/EHs7xIQK+goT8cBrN+kACXuUfFkYNZfnDf/1NwuscQ1hcScOLkY9eD Q1ieJGBow6G3RUNYf0jALdNzjlZDWb4kYDu+O/sNZX0iEd4t56ZqD2N5k4gx d/R9nYexfpGIdFG7mIRhLH8SMQorbYcPZ30jEduW/hx9ZTjLo0RUb80/9Gs4 6x+JWHipk4nDCJZPiQgvCBwVPYL1kUS47fC9azSS5VUihrrVbjo3kvWTRNS2 uOujHsnyKxHaKyL62puyvpKI4X7T9D+asjxLxC59a4eBZqy/JGJC3stWF8xY viVi5pTbnX6ZsT6ThMhz2idXjWJ5l4ROWqqF8aNYv0nC2B+Ox0eOZvmXBMe9 Du1vjmZ9JwnmQ6qaaY9heZiEhJnai7eNYf0nCZ4j37f4MYblYxJmWOl2nTqW 9aEkzCkSng8Zy/IyCVN2XXPsPo71oyRM3p7j7TmO5WcSUqd+Mf45jvWlJJRs dO61xpzlaRJyl37clWLO+lMSvC6nD5kAlq/JsL3pP+UpWJ9KxnetiZFdLFje JmOu1R0fTwvWr5Kxh5/4/ZcFy99kuMQlbN4wnvWtZKSPebAhezzL42R8ViyI nT6B9a9kFHhVHHk7geVzMsZ9Wn7PeCLrY8nYNup9r5sTWV4n44FPS5GuJetn ydh+x8bqkCXL72RoNz9cVm/J+loy2px7Vbl2EsvzZERqqmbmTGL9LRk/mvVt a2vF8j0FL8+uH/PRivW5FPS0D48cZc3yPgVnrPv6P7Fm/S4Fqj5+yp6TWf6n oCDTytd7Mut7KdhpJfXXmcI8SMEmW7nhkSms/6VAr0xc8msK8yEF0xtt2m6b yvpgCq7uj7tXOZV5kYLOWw9dXjmN9UPufr7uqciaxvxIwTTvsBt201lfTIFN 5qTn8dOZJykYcaOLkbUN648psKqfJoiwYb58x1pN0tgxM1if/I7B4a/SQmYw b74jfS0/ZfBM1i+/w6pTyJDHM5k/39Hq73dZ31msb37HNqxrc3cW8+g71uns 8Opmy/rnd1y+x9tx3Zb59B1243TCOsxmffQ7ggzurbgym3n1Hdu3x6wzmMP6 6Xf0uL835cIc5td3KOq++OrZsb76HbnPXn05b8c8+46bo60X685l/TUVAaV7 pp2fy3xLxYSOK67rzmN9NhX2Yxpmec1j3qXiw7PJq/Xns36bCr58bs7F+cy/ VGxa1+eF4QLWd1Mx6Eq4zHsB8zAVRpo+np0Wsv6bin4tV5z0Xch8TEWI/fbK HotYH07F8J1rA+4vYl6mIqfaInHAYtaPUxExmz8/cDHzMxUfJwSbD1/C+jL3 fEsXHgtdwjxNRbvJP4dhKevPaTjk7zP+41LmaxpsRk4MmmbP+nQaQnzqDyTZ M2/TkOf15sXCZaxfpyEj6/L0/GXM3zR4jThnuXY569tpqFoTcEO+nHmchifm ikW7HFj/TsPZE447BSuYz2kY073lz1MrWB9Pw5ScmmyDlczrNEy+0brHrZWs n6fh7WS3WKNVzO809Ik2Sn6xivX1NDQIh2CCI/M8Hf4az5ZfHZnn6XjiPdl8 0WrmeTpcilcnlqxmnqdja25NtMsa5nk6epwq6cJzYp6nQ9w4J+O0E/M8HffG jqvvtJZ5no6La/xc/dcyz9Ox/bLP/NHrmOfpaKjqdC12HfM8HXmeQycuXM88 T8ffuwXTy9czz9MxfsWw0J0bmOfp8Ps54Ji2M/M8HbP8voX6ODPPuft/1HfG oI3M8wysnDRqUvhG5nkGfCK1fW03Mc8z8Gzz7cVFm5jnGVhzR7x7x2bmeQZu BI/7rb2FeZ6B1X9tCm5sYZ5nQFM+bsCwrczzDIRl6X3/tJV5noEpE1ILlrgw z7nrnz05R+HCPM+Agfnovse2Mc8zcDymbGkXV+Z5BkyeXVc/d2WeZyDwwDLl tO3M8wzIoofbFW5nnmegXZtehrt3MM8zcVYzbJyeG/M8E8IO66P93ZjnmVhr mPDMcifzPBONl9fyc3cyzzMxcbJ5yI5dzPNMGGbaxbXZzTzPxA3hc8vHu5nn mZh1aEV3a3fmeSb+dFjjUODOPM9E3JkY4d49zPNMmAV6Nu+wl3meiW7T3rq+ 2Ms8z0T4aPuJc/YxzzMRuGjHNtk+5nkmZKd0mp3ezzzPQumrQbyBHszzLKyI S1/y2YN5ngXvF4ad1h5gnmdh6Fa5ufQg8zwLExo3fHxwkHmehTl25wKtDzHP uesddvxdeoh5noUCH9mTY4eZ51mIfDTqQ/8jzPMsOH+2Hhd3hHmeha/tenRw Pso8z8Ks0G+LdI4xz7nrpcz/G3SMeZ6FRu8IydzjzPMs+IzV36Y5zjzPgk39 PMtrJ5jn2RgoPudmcZJ5no2Cp7Gti08yz7MRaCFteeIU8zwbTiI7ZxNP5nk2 3O2eD/nuyTzPhvLY4EW7TzPPs+EmSCjpfoZ5no05A66mxZxhnmdj89pLAzef ZZ5nY9XQL8WG55jn2Vj/a4Lg/TnmeTacLfmHnc4zz7PB82yzvo0X8zwbm+zd Ql57Mc+zEWxlvmrVBeZ5NvZlrNvR6iLzPAcWT0W1ry4yz3PQZZ1B3MpLzPMc 8B/fba5zmXmeA69ur56+vsw8z8F4twWvV19hnnPzWs9+et7Mc+7zgfaN4d7M 8xwIW6YMdb7KPM/B4Cmqrx18mOc5ODbk87cYH+Z5Dmy9F43YcY15noOHC5/8 7X2deZ6Dk7bxxt+vM89zEO8YHnnoBvM8B/09Tr0Z7ss8z8XYC2PbF/syz3Nx 6mJa1sWbzPNcHPVwFFjfYp7n4tiimjOaW8zzXGT32+Xx6DbzPBcRP1unL7nD PM/FhqLXXjp3mee50Nba/zzyLvM8Fx+dnUZvv8c8z0X0HPfeA+4zz3Nhlhvl mnufeZ6LqbA28nrAPM/FsMBWVpP9mOfc5zf0iP7txzzPxcPXJ/yDHzLPc1Fe NLN+7SPm+Q9sHrPrfjd/5vkPxOnrhqX5M89/4G58V9Mzj5nnPxAV429oHcA8 /wGdTe+W/g1gnv/ARZPlzV49YZ7/wLF93h22BDLPf8Aqc+u5AU+Z5z+wJELp XPSUef4Dh8P6Pr0RxDz/gWcL9RcsfMY8/wHtQVGO+sHM8x9QJIzN+BbMPP8B ScnxZyefM89/YJBesNw6hHmeh2OiiEvCF+y85+HI5rBbES+Y73n40fKJ7r6X 7Pznwfv6jfKxr5j3eWhecqlP4yuWB3koCvaNDQ1l/uehX2ZEkttrlg95GDlU PMHsDesDeUjwcTXUvGF5kQfD3+3mvApj/SAP5yc0KN3esvzIw9BlXX+Pesf6 Qh7spl9Y3/iO5UkePjVzsHgbzvpDHj5fP71733uWL3lo27ZP5wkRrE/kIfPA 4N6iSJY3eYjVeukVE8n6RR70AyOdTkWx/MnD5udL7s76wPpGHjqZn7Zq+5Hl UR4K9i2fmfmR9Y88dH6e/c43muVTHl51bHHR8RPrI3kY9UedaBTD8ioPbx4+ dFXEsH6Sh19bB+wPjWX5lYf5IQfl+z+zvpKHb0nvYifHsTzLQ6vhxdI2X1h/ ycOGyVqBGV9YvuWh5nD7sNvxrM/kw3bt6MEbvrK8y4do+4bmI7+xfpMP05Gh NloJLP/ykTJ6gPpzAus7+TjRMVZyKZHlYT7it/vuc0hi/Scf2fIX9oOSWT7m 44NZ+3sNyawP5WPFn2+zo1NYXuZj3a+iNV7fWT/Kh1OdQ9HyVJaf+Yh+NCvG OI31pXx8k73W+53G8jQfQVcfRcels/6UjyOH+udfzWD5mo9Z58avXJfJ+hT3 vP6/po/OYnmbjzORq25oZ7N+xT3Pt4Pzs7JZ/ubDN3Gl2+Mc1rfykRffirc3 l+VxPrYlnpbP/MH6Vz4sZdVTeuSxfM6H1aSR2qo81sfysV+xZWhMPsvrfLTo 7h/pU8D6WT468apebypk+Z0Prc/mHS2LWF/LR+/XAYXtilme56Ob4UT9mmLW 3/LxeFCzgKgSlu8FeGar/cS7lPW5AkzLnWW4uYzlfQE+jCgtsypn/a4A9yPS enSpYPlfgOeKgR9VFazvFUBpIf8WX8k84K5vZDLxfhXrfwU4NEreZV8186EA 0zXjVy6oYX2wAON/G7UeWsu8KEBNUWjvFjLWDwswbk79nRIZ86MAW+sqT0TI WV8sgJnbvcxrCuZJAW75DPJyq2P9sQADu555bqdkvhTgU1yK+RAV65MFSNvS bGireuZNAUzLTU9X1rN+WYCJbdbPiVUzfwqQnhDg8UDD+mYBFhk0b3+kgXlU gFdpnu0df7L+WYDNuuMPWjYynwpwMc5kXq9frI8WIFHH8bzwN/OqABvqKk2L f7N+WgDb89+sov8wvwrQunXH8Ad/WV8tQOHljJvHtXjkGfd+lhhUrefxqL8W ort39s0ZfB75VogDZ0zDhwh41GcLUXF8qHVbIY+8K4RxZrpZAzf/128LUZUx 4kKOiEf+FeJEhd3CSDGP+m4hxruOP/ZAwiMPC9G5UtzdU8qj/lsIwcenPV2a 8cjHQrw6OPXsQm0e9eFCFAT+WG3RnEdeFqJN5u4HfVvwqB8X4t3VAbN1WvLI z0IsOK9erebm//oy9/1ra4p/tOKRp4VI+9bhW4wOj/pzIdz2HuvxrDWPfC3E sRET83za8KhPF8Ll7TzpEV0eeVuI5yVfr27W41G/LkTW8ZeXF+vzyN9CnDva 6a9VWx717UJcjWmWONSARx4XIm/cyZZdDXnUvwuxNe/x8+bteORzITyDdkVr uPm/Pl4I39daE0va88jrQsxqOW1ASgce9fNC7ItydI/syCO/ud//XTIqqBOP +nohBlaOdbjZmUeeF+FTaBvlmS488rwIfe+Xyvd15ZHnRbhX93nR5m488rwI DdWfjB2688jzIm7/VzjP7sEjz4uQNd6inWVPHnlehC9LUgaN7MUjz4uw/EHw k369eeR5EVZcrrjasQ+PPC9Ce//DilZ9eeR5EaatPRfC78cjz4tg6dChqJ6b //O8CJkDBu2t7M8jz4vgsjr1YN4AHnlehFZve6i+G/HI8yIgr0tS3EAeeV4E ixNpHSIH8cjzIlTvWfjtlTGPPC9C4pGg2kATHnlehN47q3Y/GMwjz7nnHWK4 zXcIjzwvgu8l8/TLQ3nkeRHyL27yOzuMR54X4Xufl0XHh/PI8yLsm9LD8+AI HnlehBDxu1t7RvLIc+77Nl/u4WbKI8+LsPDmGx0XMx55XoTI16ZrN47ikedF eFXZzmTdaB55XoRDThscVo/hkedFcNgErZVjeeR5MY5Z+zZfPo5Hnhdj8Hjv g0vNeeR5Ma6EjHZaDB55XgxtybnQhRY88rwYhTcf7lgwnkeeF+Oy+tzt+RN4 5HkxQo/NHz1/Io88L8bfTAnmW/LI82JM2fv06fxJPPK8GPebLzuzwIpHnhdj ae/uWQuteeR5MWq3Cy8snswjz4vRJcTg9dIpPPK8GOrrjjbLp/LI82Ikav7Y rJzGI8+LsfiS7M3q6TzyvBjXZ02+vM6GR54X47e2ft7GGTzyvBjTnjlccpnJ I8+LETkWr91m8cjzYrR+9HraXlseeV4Me0HB1EOzeeR5MeYsjnp5Yg6PPC9G p68bzp+z45HnxdjqUZV5ZS6PPC/G7buzzt2cxyPPi3F284MQv/k88rwYEX3/ Wgct4JHn3PcZrJ78eiGPPC/GuPMVL6IW8cjzYpT9vOoVv5hHnpfAN/RwbtoS HnleAsfxoZcLlvLI8xJo6ViGV9vzyPMSiB4On9uwjEeelyDL13uhyIFHnpcg ytPjS5sVPPK8BHkGjQFdVvLI8xKMKtf/Y7SKR56XIDosJ2yUI488L8GWOasq rFfzyPMS9Nj58si8NTzyvAQRgpJzjk488rwE5sl/mruu5ZHnJfBJbK06tI5H npegVjHA5uJ6Hnlego0jlujf38Ajz0uw+Vbw1JfOPPK8BDunWMhiNvLI8xJg ahtR1iYeeV6Cp59HHK/ezCPPS9DQGOautZVHnpfgbPsXP/RceOR5CczWDn7W dxuPPC+BdMwY5RhXHnleAtfy4nuztvPI8xLYZeCT4w4eeV6Csp0LFux245Hn JSi0xMJzO3nkeQk2vRN8frCLR55z3+ca8ujdbuY593z8VY3f3ZnnpUhr1jWs eg/zvBSRo+qrRPuY56XoNa3Bs8t+5nkpLvDMfE09mOelsDOK7GZ7gHleikW3 HuiuP8g8L8U8a822w4eY56UIbf7B+uZh5nkp3pV2OPnmCPO8FFt+tEDaUeZ5 KV7wHq2sO8Y8L4WtE79B5wTzvBQ1pn3+DjzJPC9F35u9t089xTwvxZms1vZO nszzUjw30bw4cpp5XopB1ZX7751hnpfixqZfbz6cZZ6X4n3n0U5F55jnpVi3 NuSw0It5Xgrvb3v1e19gnpfCNf2+vtVF5nkplhiaH1lziXleiooBc9cev8w8 L8WfsF9v/a8wz0vx8cCkQ1+9mefc+oy1CJNfZZ6XIvbFb8e215jn3PPGnPYY dZ15Xorjc4Q69jeY56VoY72p1UFf5nkZHK7l7fO7yTwvw60Fa1d+vcU8L8PB Ux1ClbeZ52WwtRN5dLzLPC9DXdroNxPuMc/LoJr6Zc26+8zzMlys+nzk/APm eRk+Sia3e+PHPC+DaZ1dp6KHzPMyOLYReLX0Z56XwTthpbvpY+Z5GZSPjqU7 BDDPy7Crz8EHp54wz8vQ7vuq8peBzPMyBNjhRuFT5nkZdGf2itZ5xjwvQ69d vR3GBjPPyxB/2W7T2ufM8zI02x4luxTCPOeet+Zg8YcXzHPu82UPbOpeMs/L IJk3vn+PUOZ5GSaPWOFm+5p5Xga3c53GeLxhnpfhs8eBLUFhzPMyRPS/37Hg LfO8DONCvUfphTPPy+CxYVOc5XvmeRksTo1K3B7BPC+Dr7P2tIeRzPMyWG1V mmVHMc/LsEqq7aPzkXlejjePlm6ZGM08L8f9PF7Yjk/M83L0MW+2+3EM87wc pSuPPMmPZZ6XY8bfk/MM45jn5dj7eaCLzRfmeTlWn9otPBTPPC9HVLuT2m++ Ms/LMXzWxsOKb8zzcph1M3MdkMg8L8f4g40ZK5KY5+V4sT8u2CeZeV4O0aA3 /O8pzPNy3H6YE90qlXlejg69rbSmpDHPy9EuSxJ4MJ15Xo7N+iOT32Uwz8vR r2/Rhp+ZzPNyHNje231kNvO8HGKXljyXHOZ5OTyvBjYG5jLPy2Ht1nVD9Q/m eTk+39082yifec7dT/SLJ2sLmOfleHpG5OFXyDwvx7HIzbGlRczzcgwY1OJY 3xLmeTmC/SvD1pQyz8uR17enk18Z87wc7b2jj5eXM8/L4Sas6G5UyTyvQJr7 rcHOVczzCmT24L0IrGaeV0DVq/MzRQ3zvALu4c16j5QxzyvwcGxWq11y5jk3 K+9teqdgnlfggc1ea4GSeV6B5DdulyarmOcV2BLxcMnpeuZ5BX7U9L6aomae V+BuAW9mxwbmeQV2TJm9e8VP5nkFbHKNuj5qZJ5XwGHdndGKX8zzCoz/GB8/ +g/zvAKpKeHpB/8yzyuw1fP04ngtPnlegQz5jHmGfD55XoHpegaxDgI+eV6B S20agh8L+eR5BfQ6tjTUiPjkeQXCN6xRTJTwyfMKYHZnq7NSPnlegZrelro5 zfjkeQVKZsnnDWjOJ88r0HzaaH23FnzyvALtfYZPjW7JJ88rEJCq0ujr8Mnz Csy+7dVtVWs+eV6BE0E9I4Lb8MnzCmRFv8kU6PHJ80pkB29xttPnk+eVGLdw 8c57bfnkeSVS75/+U2/AJ88rEejT/ffkdnzyvBI6VgNcfdrzyfNKHI16t7qm A588r0SjhSpxfCc+eV6JZz8LX1zszCfPK2E/9lbbii588rwSRg4Ta8y78cnz SnxKzrO40J1PnlfCpdXZlhU9+OR5JbR91thZ9OKT55XQ1dvb9nJvPnleiciu FbNq+vDJ80q03RUpturHJ88rkVDR2fRGfz55XgmvqXoF9QP45Hkl8jxCJbMG 8snzSpgc7+v3cBCfPK+E3GlblMCET55X4u6olwvtB/PJc259e0rWhw7hk+eV mLV8t1p/GJ88r0SJqdHfzcP55Hkl10+ND8SP4JPnlZg+yGf/AFM+eV4Ja+MT P4+a8cnzSqSc1ZUVj+KT59z6105zsBzDJ88rsU5lM+POWD55XgV9+8Ev+eZ8 8rwKgSrtayvAJ8+rIPVW/Yq04JPnVbg2QprZcwKfPK/CrdhFww5P5JPnVei4 StSs1JJPnlchv1e3xVOs+OR5FZ6Mjer/2JpPnlfBuFrsqjOFT55XoeVxwTiX qXzyvAp/XRI90qbxyfMqpPQ4PnGsDZ88r8LejhMP3JrBJ8+r0FdlaC6ZxSfP q2C6oNsOZ1s+eV6F1X+2DUqZzSfPq/DpmbHDGDs+eV6FdNvVunfm8snzKpyO HT6++Xw+eV6Fle2Dq10W8MnzKqya/dMwZyGfPK8CLvd8b7WYT55XYXanySVP l/DJ8yq86OtxoqM9nzyvwsw2ZY+PLOOT51XImHDJRrGcT55XocH03gb7FXzy vArWe42141byyfMqLA+Z1sfMkU+eV6H2tEHEvdV88rwKkV/9MvWc+OQ5t35T O7kcWMsnz6uxuPLECfk6PnlejcxHrbo7bOCT59UwuhQxMtGZT55X4/yXt3Hj N/HJ82rE7Ouc92wznzyvRgvlT5deW/nkeTUG79989JILnzyvxkPPKx2aufLJ 82pcv+I5yH07nzyvRp3Juve1O/jkeTWWqSYnr9zJJ8+rsf265er0XXzyvBov a3fstHHnk+fVuBn9u0XUHj55Xo1QHXm3Ufv45Hk17sRtCAnczyfPqzGg1anP fQ7wyfNq2P1Zu/zGQT55Xo2Nqd13GBzmk+fV6Fj0tdWZI3zyvBprj53qKz3G J8+rkW66PcLjOJ88r8aWXQ+yG0/wyfNqJFeO2bn9FJ88r4bFmJmX5Z588rwa QUa/Rzqf4ZPn1Sj0clhQfpZPnlfDyf5Ko+N5PnlejZDjb7sVevHJ82qM7Ff9 aflFPnlejUXLJ8pzL/HJ8xrc2ZB9bekVPnlegzc+KZ+zvfnkeQ3cZ03evcSH T57XQJtv9yT7Gp88r0HmGP1VS2/wyfMaxFy/dy3Xl0+e16Bvdq8Fy2/xyfMa fA1/cqngNp88r4FRn+ULHO/yyfMazOPNu152j0+e16DjggDHDQ/45HkN2lgd DJL58cnzGjxoVO53fcQnz2tg+q5ryk9/PnleA4Oybv77A/jkeQ1ul7UVSwL5 5HkNFlh2KvZ8yjyvQcEF28ltnzHPazDgeLLJ9WDmeQ1WF4f79A5hntdg6MHh p568YJ7X4LLtTJ7ZK+Z5DfrMNW6MCGWe14DnV7tz+hvmeQ0UO4P2pIUxz2uw u/V58cp3zPMalEYH6teGM89rsLBVf7/dEczzGhQ5d4qQRjHPa3DlgN+ySx+Y 5zU4/7fyYK9o5nktDJ6IjIM/Mc9rcdFZ335CLPO8FnHDTPWTPjPPa/Gphees FV+Y57UQdRyhVxfPPK/Frsszlhz6xjyvxcNEjZFBIvO8FiEmcw74JTHPa+Fq vGfZmBTmeS0OOFyK+vqdeV6L6S7vnqxIY57Xwrh32+7qdOZ5LfbOfN3hVCbz vBa38uN9umczz2vRsWDT3Zc5zPNa3N/4fviMH8zzWkwM+zG9OI95XosphjVV 7gXM81rsK2zetm0R87wWA64t/BhQzDyvRdcU9W+rUuZ5LbJHSMLzypjn3Hoe 9JPurmCe12Lq5V+ZbauY57XIXNFrZFA187wWbWUWHWxqmee1SFrucrRcxjyv Bb82e88RBfO8Fu+qbvzuqWSe12LVh0xxpIp5Xos7miDv5WrmuQxne1m9+Kth 512Gd42vlvj+ZL7LYDN1oCd+sfMvg5YqwjrvN/NeBtsGn1Mef1keyHDAOXtx T56A/Jfh1f57IR/5AsoHGSS72191EgqoD8hw4u2iZi3EAsoLGXZFnhQ8lQio H8gwrvO3Y3bNBJQfMuzZZe3doC2gviDDmJuGI3xbCChPZChzXrFkUisB9QcZ tmZP1anSEVC+yLDsT52NVxsB9QkZ8v7ubzdGT0B5I0Nhn7abCvUF1C9kMEpO tj1lIKD8kWHV3rz3I9oJqG/IMDLMPuxHewHlEXf90VstT3QUUP+Q4f1784Uj Ogson2TYOaTsZ14XAfURGf4cO9/fs5uA8kqG3rkOxaN6CKifyDBpxS7j0p4C yi8ZLB20RBd7C6ivyPB0fLu1E/sKKM9kSD5UskjRT0D9RYbY6DOZtwYIKN9k uPTOrMx2oID6DLd+5uJDfGMB5Z0McUM7Pwk2EVC/keHw3durHYcIKP9kyH/x JsBwmID6Dvf9fp4HPw8XUB7KMDBlXNmekQLqPzLoBMqzhpgJKB9l8Pv81b5k lID6kAyq5J+bfcYIKC9leOHlo2s7TkD9SIaDNakTJRBQfspQVJQkfGchoL4k wxqvkLmuEwSUpzI8H3pv5CBLAfUn7vsMYx4UTxJQvnKfD7Z8eMNaQH1KBjev 8WMWTBFQ3sqQ4lC8VHeagPqVDMLieW3ipwsof2UYrvV27rEZAupbMkwNNjey nCWgPJbhbwfBea3ZAupfMig3Dznxdo6A8pl7H83lervnCqiPyTBi2VqTUfMF lNcydP4Vka1eIKB+JoP/2R6dXi4SUH7L4Fj2rHr7EgH1NW4/VF21NbUXUJ7L 8PU2f7JmmYD6mwz9B+smhjoIKN/lGJkqr9q9UkB9To77ylgfc0cB5b0cBs2i cnhrBNTv5OgWKAr+6CSg/Jdj583XHU+sE1Dfk0MYot1u5gYBeSBHbUEXP/2N Aup/ckSZd/uSuUlAPshxpNH00K0tAuqDcsSuO5Pg5CIgL7j518ygwa4C6ody 7LO406dhu4D8kCO88NngSDcB9UU5pgX7fTu5S0CecN9/9YlgnruA+qMcV+7V fOm2V0C+yLH293mjqn0C6pNyZFZ+7PrKQ0DeyPElI+jhoYMC6pdy3J7pEWt7 WED+yLFYZb+v61EB9U05/M67xlUfE5BHcjTTkQWEnRBQ/5Qjb0tDn1OnBOST HGcLwkYuOS2gPsrNfo45A88KyCs5jht17fjnnID6qRzr6/Rl37wE5JccR/22 Lrl9UUB9VY5HequWu14WkGdyDO/S9tdkbwH1VzmGJAWZdPYRkG9ybFu0ulF+ TUB9Vo5A/rJln24IyDs5TpjGLL5+U0D9Vo6II19lLrcF5J8cY3xvdJl2V0B9 V44eto7FPe4LyEM5/nrOnNT4QED9V44EpxPmKQ8F5KMcfQ0mJgb4C6gPyzGu 6v7vowEC8lIO3ZWFUSsCBdSP5fDQ79PLPEhAfsphH3atS4dgAfVlOU6ZuQbX PxeQp3J0PJ5TkPxCQP2Z+3yCICDolYB8lUMyx0D37GsB9Wk5LNwm6m4KE5C3 cnyIDQ2Y8U5A/VqOX3UPiozfC8hfOQyjx77UiRRQ35aj+9AHveVRAvJYjt42 BoOTPwqof8thPjM0NeSTgHyW46VXeHvvWAH1cTl6eS9ocI8TkNdy7OY9d3WI F1A/l8PkPO+M1TcB+S3HlOFbJg1MFFBf586Tcqi3brKAPFfAWbDjREOKgDxX YH2Ic/v8VAF5rkD1AWur2HQBea6Au3REm2eZAvJcge/iNbt8sgXkuQKila0O HM5lnitwqM+SfpvzmOcK2OzzcF5cwDxX4Gd4oK11EfNcgfxl7b4PK2GeK9Cv sUrdrYx5rkDp7GWvW1UwzxUwt7nV6Xcl81yBLaqiLlXVzHMFeO5LIrJqmecK xI0cLfwiZ54r0PHW09KwOua5AomLFeufqJjn3PUGDT13U808V2AS/858rwbm uQKuVTvCjzQyzxXo0asoZtdv5rkCHpKO2zb9ZZ4rUNdhVsQqnpA8V6B3s5dP FwmE5LkCfe4cnGArEpLnChzOK98+WSIkzxVw+tF5hkUzIXmugH/RnBiz5kLy XAHN4vfFQ1oKyXNuPdMu3zfSEZLnCvxuo9O8Txshea6AoHKRXnc9IXmuQMG6 p+Gd2grJcwWy31u2bm8oJM8VuDPRRmTQXkieK7Bty98beh2F5LkCxrKzOW06 C8lzBTZ6mka07iokzxUIMO8/tXV3IXmuwLzu19xa9xSS5woU7oqe3qa3kDxX QP0qN1q3r5A8V2D3lo6l+v2F5LkCQSuCAwyNhOS5Aotccjp0HCQkzxX4+CzB uKuJkDxXQL7gQ3nPIULyXIH70bXT+g8TkucKnD58Yq7JCCF5zu3XyV/EI02F 5LkCtyuqlo0bJSTPufOwpZfDpDFC8lyBts39tWeME5LnCujohC6ZDyF5rsDJ P0fmO4wXkucKTDxk07h+opA8V+DBtkmTd0wSkucK1Mc/MD9oLSTPufV6FZB7 ZoqQPOee5/DZftenCclzBVoEH+/kbyMkzxXoWZL0OnSmkDyvA092TxBrKyTP 65AVN1adPkdIntdhvW/ixfK5QvK8DpI3N378nC8kz+vwxjs3pcUiIXleh5X5 ca5dlwjJ8zpEr7gVOdReSJ7X4XH7q2+slgvJ8zo0DpQvX7xCSJ7XIb4m/9nm VULyvA6nsh8EHVktJM/rIPbdu/S6k5A8r8MZ7dsvnq8Tkud10Ok64+2XDULy vA69pOFbijcKyfM6jOg8JOXPZiF5XgfP/Lyidi5C8rwO24TN7w5zFZLndZjk UNVm5g4heV6HE38jjNfvFJLn3Pfpxf48ultIntdB65f59nt7hOR5HX5bOdyK 2ickz+swPMDZvcBDSJ7XwU3/toR/SEie12HBmbETexwRkud1MF2622TiMSF5 XofVFde+rDohJM+53yf86HD0lJA8r0O77wc6PDotJM/r8KDqQ1z8WSF5Xocv psXGivNC8pybhT0tDS8KyXPu+t/eNh93WUie16HAQnV4pbeQPK/DwMHNgk/4 CMnzOlTcGuX17LqQPK/DuZjoPlm+QvK8Du5CubPwtpA859anSONkfFdIntfh cM+u7RbeF5LndbgScHf3IT8heV4Hvs9nr6ePhOR5HXKHJi3PeSwkz+vgX/Gr QDtQSJ5z97/6VIdRQULyvA7ebpESp2AheV4Hlx75jy6HCMnzOmR7DRDGvBSS 53U4ZpSv1xAqJM/r0GKHdeaAMCF5XgfZ0Jvzl74Tkufc/p5qfOrseyF5XodR GcPdPkQKyXNu//VTd2z4ICTP63Dn6asdxp+E5Hkdend8e3JVrJA8r8N+TF7g Eyckz+sg7H0jJyleSJ5z54Ev6NQ8QUiec/vX/I2eZZKQPK+D8abmH/ekCMlz JewWmQ1+lSokz5V4oToyty5dSJ4rUbV67AiTLCF5roSH4Ma39TlC8lwJga28 18MfQvJcibYi9xGl+ULyXIldokO8PkVC8lwJI6eZxx1LhOS5Eg4uveLvlQnJ cyX8rk+JL6kQkudKVHqKTvSrFpLnShzu6CtYXyskz5WwmbF09BO5kDxX4oH9 UWNFnZA8V+J0yKq8kfVC8lyJu1VjZ7lrhOS5EhZf5++N/Ckkz5XYPvf3uma/ heS5Ev2fuBrY/hWS50oYjmjm4c0TkedK5O7Q8i8QiMhzJdqMuHthoFhEnisx dsk48x1SEXmuRF3Ltn6R2iLyXIlsn21JrVqKyHNu/Y/de7tYR0SeK+F0TL72 YRsRea6EeP/tNLWeiDznvv8wX2JtICLPldiTv1hzqZ2IPFfiTfMG/9IOIvJc ifdPevUY1VlEniuhc7//4pNdReS5kvNm9vzc7iLyXIm99ZUGQ3uJyHMlbv3G 1SN9ROS5El1DruZn9ROR50rcrrWuHmIkIs+VmBHk9fbYIBF5rsRXk8+z80xE 5LkS85NMA8yGishzJR4O6R9/briIPOfWu13ls8qRIvKce/8en+2tRonIcyU2 ++gn3hojIs+VqP1goP1nnIg8V+LZ6S7aiy1E5LkS0jc7E19NEJHnSuSM277c cJKIPFcidOyKl9utReS5EtGtTqWmThGR50p8Hjvhnel0EXmuRD+P5I3eM0Tk uRJ5n06XNc4SkefcehpHGS2bIyLPlVgkfG8WNVdEniuh9zlFp98CEXmuRMuh tkGei0TkuRIDux3urFwiIs+V+PHwvd3iZSLyXIl2BnbzoxxE5LkSVjlneg9c JSLPlZj78EP4xdUi8lwF37kT+2itFZHnKlTXLFm4fr2IPFfBKXjFwjRnEXmu wiXd+30sN4vIcxVmBrhFBG0VkecqvJg7cEA3VxF5roKRjp7DmR0i8lwFy1b7 Vv/dKSLPVXj3KnL0ZncRea6C273Bufl7ReS5CvbXOtraeYjIcxVWX0r1+nRQ RJ6rsOPt8/tjjojIc+73G5qdeHpMRJ6rkGvcz7zPSRF5rsL8iFVR1zxF5LkK /DZ6HfTPishzFcLGHJ1w6ryIPFdBc6btONFFEXmuQuApXe19l0XkuQqz8pMe NniLyHMVHjj7d3K9JiLPVfg2Xr5CfkNEnqtgeKPBfeMtEXmuQp2i/fqqOyLy XIW8vAeD1t8Xkefc9c0aPlT4ichzFbwaVg5Z7y8iz1V4a2fuUhUgIs9VOP0w 98TGpyLynHveoz5u8mci8lyFwsdxY11DROS5CnbS6LSGlyLyXIU2L/On7Hst Is9VuC3a7iV6KyLPVbi4KfP5qXARec69H9/VT/QjReS5CmM3bt1//YOIPFdB r2iuUd9PIvJchTmmawODYkXkuQrxX4Qtx30Rkecq+Jh6WMZ+FZHn3PqYmc6b lygiz1Vo8X7fhKJkEXmugqI8uJlLqog8594/b9BjfoaIPFcheK/lAK8sEXmu wkmJ3aFeuSLyXIXsjSGvX+SJyHMV7j+PjJ9SKCLPVUgTpb7NKRaR5yq0D5ty cmuZiDxXwX+p20hppYg8V2HY9bDwG9Ui8lyF8wu39B0pE5HnKoRclzt/VYjI cxVW3rzitUYlIs9V0P8QcYWnEZHnKry6FLPn2k8Rec7df6J0otlvEXnO7ZcF uWUpf0XkOXd+x9zbtJUvJs/rcfl5aFprkZg8r8eYvm7dn0rE5Hk93HuMs5ml LSbP6yFe5rhY3kJMntdjfrjNdC8dMXlej+Mz53QbqSsmz+uhNyk5LUNfTJ7X 49yfAS57DcXkeT0OC14penYQk+f16CpMn/e5k5g8r4cqvcx3S1cxeV6Pbwcm f23fQ0ye18N+wNyCyF5i8rweWt2cszf0FZPn9diVVRNmOEBMntfjVaPZoaiB YvKc+36rR0M3m4jJ83pM87sV03momDyvR/SwvVZfhovJ83pEdvd9vNtUTJ5z 95OwstFotJg8r8fPD0bDcsaKyfN6eDyYZ3cGYvK8HketLJdNmCAmz+sRe8HO rt5STJ7XY9bD0mH+1mLyvB5dwpf+WT5VTJ7Xo2S44XNDGzF5Xo/np7bN/TZT TJ7Xw3d9asHR2WLyvB5bva8vGT9XTJ5z66VlFNU4X0ye1+P64x8GLxeJyfN6 9PrSaYHLUjF5Xg/LJxOPDl4uJs/rMTcq5G7NCjF5zl3vWsrTAEcxec7dTwXv sbOTmDyvh98+30vG68XkOfd+p+tskTmLyfN6jF0ePCZ4s5g8r8fviur67S5i 8rwe2aO63xmzXUye18P5VaAFb6eYPK9HY23jt0+7xeR5PXofdbI9s1dMntdj 9/gFH+d7iMnzeuj+HTSw+yExec59Pmz6kcojYvK8HvfOGqa8OC4mz+uRFihv e/CUmDyvR9Ea8+mzzojJ83ps7O6wo8t5MXlej77L3l6uviAmz+ux7O2LgLeX xeQ5d97kT0NPXxWT5/Vo/VknbPl1MXlejyWDTEOG3RST5/UobX/ynuSOmDyv x7F7mzyz74nJ83po/57s/MxPTJ7XI2Tl7knH/cXkObd+Q9cbODwRk+dq2Ge4 540KEpPnagzL0r+r91xMnqtRk3DZoeaFmDxXw2LNuvafQ8XkuRoH7eVx98PE 5Dn39yfO7TwULibP1XBJCOyxMlJMnqtxrn/QpwkfxeS5Gnt8fzr1jBGT52rM sJGLRXFi8lyNV/Y/b5XGi8lzNc7q7B4dlyAmz9UY55+eEJgsJs/VMDvl5ngx VUyec/fX8b1md4aYPFejc4L+yZXZYvJcDXfj7E7Tf4jJczW0YnY/GVEgJs/V cBq90KJbsZg8V2O8SWZS8zIxea7GssWrVmsqxOS5GlZ7lzYWV4vJczV8HYzO p8jE5Lkad9OHGX2oE5PnaniGZ0c/rxeT52r8/XnS8X6DmDxXY/uOBxLvX2Ly XI2AfhcDTv0Vk+dqtGj2Zr4HX0Keq9Gy/T7xDpGEPOe+z976tbNUQp6rca9o p4tjcwl5rsag1+5D7VtJyHM1/shD1PPbSMhzNapvnYyarS8hz9UYVbDy0gxD CXmuhubL3c3TOkjIczWc9zyfPaWzhDxXY7NOw9jJ3STkuRofb6SbTO4pIc/V 2G8VajSlj4Q85/ZjN96Qaf0l5Lka3S0NLGYMlJDn3H6Mtl8420RCnqtx57XF nvlDJeS5GoMH9Xi8dISEPFejvu/aklVmEvJcjbaBuwc6j5GQ52rEvA/fu91c Qp6r8drOJ2f/eAl5rsbSxdumnLKUkOdqjHz7NPKKtYQ8V2PsohdT7k+VkOdq dGtWmfvcRkKeq3H/0vMDH2ZJyHM15B/cRnyfIyHP1Uidel1dMk9CnqsxMPlo bMNCCXmuhuGv6/4tl0rIczWWzJt0o8dyCXmuht+qwltmKyXkuRp5V3NezFwt Ic812LjUO2fNWgl5rsEJLXcDjw0S8lyDI58qHHw2SchzDQyLpr5/sVVCnmtw y5U3NNlVQp5r4H7M5aXMTUKeazC+rdhWx11CnmvQSqvLX+N9EvJcg3jDbpEz D0jIcw082m65uuWwhDzX4ICP67ELxyTkuQZfhp8/9eqkhDzXAHZGD3JOS8hz DUrm3EsXnJeQ5xqM2raqu9FFCXmuweqsLx5zrkjIcw08L0z46e4jIc81aH6m /8kHNyTkuYbrV8XDk29JyHMNem7PVP+9KyHPNSgPXJ8yyE9CnmuQH/Xr8xJ/ CXmuwZrm8qxTTyTkuQbXwv0l74Ik5LkGfpozM2TPJeS5BprHWkE9X0nIc+75 ny43WfBGQp5rIHiu+9nznYQ818DccqfHhwgJec6td2z93F8fJOS5Br6Hq61H xEjIcw2CL4bP3xQnIc81yK35evjRVwl5rkGM/Z6kkkQJea7BzRMDzXt9l5Dn GiyoGRe7Il1CnnPPn6W77XaWhDzX4OyuFijMlZDnGrSMPjmgd4GEPNeg0FM+ 0qlYQp5r4L3txqrHZRLynHv+GkWwvFJCnmswfeLM3ma1EvJcg9vH9EL3KSTk OXf9+76bYlQS8px7Hts5U3QbJOS5BtWtT1st/SUhzzVIHRG45uFfCXmugWle 24B6vpQ810Dd2M1wklhKnmtwyMLk/oVmUvJcA4PBvouKW0jJcw1kBt+Gm7aW kuca3NXuPOKEnpQ812BuecniXAMpea7BzwUnHg7rICXPNbgTvarLic5S8lyD MMfk1/ndpOS5BnNMhu0b3UtKnmuwOD9v/YW+UvJcA8VvM4/aAVLyXAP/z5fD pxlLyXMNvs5c2PfhECl53oD78zNeSUZIyfMGfHR22bbGTEqeN8Am98CimDFS 8rwBo0JWrB8AKXneAL+3zg88J0jJ8wb09/jTSjFJSp43gGe96fb8KVLyvAHu eh1WvJsuJc8bYPZgwYw+s6TkeQM27z205swcKXneANuE+oCGeVLyvAEWp6U9 HBdJyfMGDFup+yFxqZQ8b8DPZxsuwEFKnjfgsvcmryerpOR5AzwrtkZ0cZKS 59zfD/7a5ex6KXnegOb+6f78TVLyvAGGtuVO27dKyfMGGMfPm1fpKiXPG2C3 d8c2h51S8rwBejtuRaW7S8nzBiS7D7C03S8lz7n1kzjVfz4oJc8bsBuBmZOO Sslzbv3/2skjTkjJ8wacSwoYjdNS8rwBUkXLl2/PScnzBqyyjl097qKUPG/A zHXDpr67IiXPGzDppq+DxTUped6A31nLA6J8peR5A6LDYgdNviMlzxug9BxY GH9fSp43wNoqK97ukZQ8b8CMo31rsgOk5HkDMq+tsFwdJCXPG+DgnpMgey61 +D/eMhoE "]]}, "Charting`Private`Tag#1"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{0, 1.6}, {1.9395731644006204`, 3.088349944838726}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 1.9395731644006204`}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ PointSize[0.0055000000000000005`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], {{}, {}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 1.9395731644006204`}, DisplayFunction->Identity, Frame->{{True, True}, {True, True}}, FrameLabel->{{None, None}, {None, None}}, FrameStyle->GrayLevel[0], FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], LabelStyle->{FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, Method->{ "AxisPadding" -> Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "DefaultPlotStyle" -> { Directive[ RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Directive[ RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[2]], Directive[ RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]], Directive[ RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[2]], Directive[ RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[2]], Directive[ RGBColor[1, 0.75, 0], AbsoluteThickness[2]], Directive[ RGBColor[0.647624, 0.37816, 0.614037], AbsoluteThickness[2]], Directive[ RGBColor[0.571589, 0.586483, 0.], AbsoluteThickness[2]], Directive[ RGBColor[0.915, 0.3325, 0.2125], AbsoluteThickness[2]], Directive[ RGBColor[0.40082222609352647`, 0.5220066643438841, 0.85], AbsoluteThickness[2]], Directive[ RGBColor[0.9728288904374106, 0.621644452187053, 0.07336199581899142], AbsoluteThickness[2]], Directive[ RGBColor[0.736782672705901, 0.358, 0.5030266573755369], AbsoluteThickness[2]], Directive[ RGBColor[0.28026441037696703`, 0.715, 0.4292089322474965], AbsoluteThickness[2]]}, "DomainPadding" -> Scaled[0.02], "PointSizeFunction" -> "SmallPointSize", "RangePadding" -> Scaled[0.05], "OptimizePlotMarkers" -> True, "IncludeHighlighting" -> "CurrentPoint", "HighlightStyle" -> Automatic, "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& )}}, PlotRange->{{0, 1.6}, {1.9395731644006204`, 3.088349944838726}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.05], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{3.909043955430275*^9, 3.909046701012884*^9, 3.915533054748672*^9, 3.915772001814284*^9, 3.916380445982705*^9, 3.916387250792478*^9, 3.927267525287052*^9, 3.928307523980886*^9, 3.928333061285458*^9}, CellLabel-> "Out[416]=",ExpressionUUID->"f3df510c-64d4-493f-be4b-77179f3e1041"] }, Open ]], Cell[BoxData[{ RowBox[{ RowBox[{"SetAttributes", "[", RowBox[{"untilSuccess", ",", "HoldAll"}], "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"untilSuccess", "[", "e_", "]"}], ":=", RowBox[{"Quiet", "[", RowBox[{"Check", "[", RowBox[{"e", ",", RowBox[{"untilSuccess", "[", "e", "]"}]}], "]"}], "]"}]}]}], "Input", CellChangeTimes->{{3.829364059865052*^9, 3.829364117072966*^9}, { 3.82936416412193*^9, 3.829364169770522*^9}, 3.864889152614378*^9}, CellLabel-> "In[654]:=",ExpressionUUID->"e965b82f-c267-4cf2-88c2-30c8f6edbaa7"], Cell[BoxData[ RowBox[{ RowBox[{"e13", "=", RowBox[{ RowBox[{"(", RowBox[{"inisol", "\[Function]", RowBox[{"FoldWhileList", "[", RowBox[{ RowBox[{"Function", "[", RowBox[{ RowBox[{"{", RowBox[{"sol", ",", "\[Omega]11"}], "}"}], ",", RowBox[{"Join", "[", RowBox[{ RowBox[{"Append", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{"sol", ",", "4"}], "]"}], ",", RowBox[{"\[Omega]1", "->", "\[Omega]11"}]}], "]"}], ",", RowBox[{"untilSuccess", "@", RowBox[{"FindRoot", "[", RowBox[{ RowBox[{"e11", "/.", RowBox[{"Append", "[", RowBox[{ RowBox[{"Take", "[", RowBox[{"sol", ",", "4"}], "]"}], ",", RowBox[{"\[Omega]1", "->", "\[Omega]11"}]}], "]"}]}], ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{"{", RowBox[{"#1", ",", RowBox[{"#2", "+", RowBox[{ SuperscriptBox["10", RowBox[{"-", "6"}]], RowBox[{"RandomVariate", "[", RowBox[{"NormalDistribution", "[", "]"}], "]"}]}]}]}], "}"}], "&"}], "@@@", RowBox[{"Drop", "[", RowBox[{"sol", ",", "5"}], "]"}]}], "/.", RowBox[{"Rule", "->", "List"}]}], ",", RowBox[{"WorkingPrecision", "->", "28"}]}], "]"}]}]}], "]"}]}], "]"}], ",", RowBox[{"Join", "[", RowBox[{ RowBox[{"inisol", "[", RowBox[{"[", RowBox[{"{", RowBox[{"1", ",", "2", ",", "3", ",", "5", ",", "4", ",", "6"}], "}"}], "]"}], "]"}], ",", RowBox[{"inisol", "[", RowBox[{"[", RowBox[{"7", ";;"}], "]"}], "]"}]}], "]"}], ",", RowBox[{"Range", "[", RowBox[{ RowBox[{"Rationalize", "[", RowBox[{ RowBox[{"\[Omega]1", "/.", "inisol"}], ",", SuperscriptBox["10", RowBox[{"-", "6"}]]}], "]"}], ",", "2", ",", RowBox[{ RowBox[{"-", SuperscriptBox["10", RowBox[{"-", "2"}]]}], "/", "4"}]}], "]"}], ",", RowBox[{ RowBox[{ RowBox[{"\[Omega]2", "<", "\[Omega]1"}], "/.", "#"}], "&"}]}], "]"}]}], ")"}], "/@", RowBox[{"(", RowBox[{ RowBox[{"(", RowBox[{"\[Epsilon]\[Epsilon]", "\[Function]", RowBox[{"SelectFirst", "[", RowBox[{"solzeros", ",", RowBox[{ RowBox[{ RowBox[{"\[Epsilon]", "==", "\[Epsilon]\[Epsilon]"}], "/.", "#"}], "&"}]}], "]"}]}], ")"}], "/@", RowBox[{"Range", "[", RowBox[{"0.2", ",", "1.4", ",", "0.2"}], "]"}]}], ")"}]}]}], ";"}]], "Input", CellChangeTimes->{{3.908965845707684*^9, 3.908965933284802*^9}, { 3.908966061855267*^9, 3.90896634830872*^9}, {3.908966417734704*^9, 3.908966417829668*^9}, {3.909041956908346*^9, 3.909041957027675*^9}, { 3.90904201242258*^9, 3.909042012604719*^9}, {3.909042831164308*^9, 3.909042875324937*^9}, {3.909042936502192*^9, 3.909042990614989*^9}, { 3.909043033303988*^9, 3.9090430858649387`*^9}, {3.909043120074722*^9, 3.9090431489458647`*^9}, {3.90904317971463*^9, 3.9090432258672523`*^9}, { 3.909043264180773*^9, 3.909043270956205*^9}, {3.909044224006723*^9, 3.909044276911423*^9}, {3.90904459896806*^9, 3.909044606013604*^9}, 3.9090448090817537`*^9, {3.909045133487328*^9, 3.909045149072093*^9}, { 3.909045183744899*^9, 3.909045184480734*^9}, {3.909045272674652*^9, 3.909045275818399*^9}, {3.909045363781097*^9, 3.909045364556114*^9}, 3.909045705179872*^9, {3.909046708942043*^9, 3.909046709005525*^9}, { 3.916385716465579*^9, 3.9163857237454777`*^9}, {3.928308656081287*^9, 3.9283086561604433`*^9}, {3.928309883344429*^9, 3.92830988348765*^9}, { 3.928332514740424*^9, 3.928332514830937*^9}, {3.928332596328734*^9, 3.928332596431551*^9}, {3.9283349864400663`*^9, 3.92833498690237*^9}, { 3.928337392540462*^9, 3.9283373927654257`*^9}, {3.928338487402001*^9, 3.92833848757718*^9}, {3.928338869386017*^9, 3.928338869465685*^9}, { 3.928367962813751*^9, 3.928367962926023*^9}, {3.928369890783722*^9, 3.92836989089396*^9}, {3.92837069028653*^9, 3.928370711367551*^9}, { 3.928370753032628*^9, 3.928370776224186*^9}, {3.9283708068191013`*^9, 3.928370807147613*^9}, {3.928370955490991*^9, 3.928370967266222*^9}, { 3.928371013596439*^9, 3.9283710144027348`*^9}, {3.928371148129469*^9, 3.928371148222134*^9}, {3.928371282999014*^9, 3.928371286812934*^9}, { 3.928371369473909*^9, 3.928371369570073*^9}, {3.92837187115769*^9, 3.9283718712692204`*^9}, {3.928381629257114*^9, 3.928381630392956*^9}, { 3.928381736507132*^9, 3.928381736611032*^9}, {3.928382510658557*^9, 3.928382514442061*^9}, {3.928382763319707*^9, 3.928382767638801*^9}, { 3.928382927930722*^9, 3.9283829279937687`*^9}, {3.928383161942815*^9, 3.9283831638062162`*^9}, {3.928383388387205*^9, 3.92838340695478*^9}, 3.9283835049338217`*^9, {3.928383655656918*^9, 3.9283836579672527`*^9}, { 3.928384029608014*^9, 3.928384031630598*^9}, {3.928384511466872*^9, 3.928384552368743*^9}, {3.928385569204245*^9, 3.928385569300577*^9}, { 3.928392143850029*^9, 3.928392183258127*^9}, {3.928392646883184*^9, 3.928392646995116*^9}, {3.9283930927795057`*^9, 3.928393101859692*^9}, { 3.928393732847995*^9, 3.92839373355965*^9}, {3.9283945903281813`*^9, 3.928394590496039*^9}, {3.928395048136826*^9, 3.92839505094483*^9}, { 3.928395473745347*^9, 3.928395474200963*^9}, {3.928396932892812*^9, 3.928396933094673*^9}, {3.928397430566319*^9, 3.9283974352307587`*^9}, { 3.928397983089746*^9, 3.928397985041379*^9}, {3.928398937195385*^9, 3.9283989383634663`*^9}}, CellLabel-> "In[757]:=",ExpressionUUID->"0e4fc5bc-9f3c-4021-8d39-840e7c78e01d"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(", RowBox[{"test\[Omega]0", "=", RowBox[{"Rationalize", "[", RowBox[{ RowBox[{"{", RowBox[{"\[Omega]1", ",", "\[Omega]2"}], "}"}], "/.", RowBox[{"First", "[", RowBox[{ RowBox[{"MinimalBy", "[", RowBox[{ RowBox[{"e13", "[", RowBox[{"[", "2", "]"}], "]"}], ",", RowBox[{ RowBox[{ RowBox[{"Abs", "[", RowBox[{"\[Omega]1", "-", "2.8"}], "]"}], "/.", "#"}], "&"}]}], "]"}], ",", SuperscriptBox["10", RowBox[{"-", "9"}]]}], "]"}]}], "]"}]}], ")"}], "//", "N"}]], "Input",\ CellChangeTimes->{{3.9272693573185596`*^9, 3.927269395519362*^9}, { 3.9283340850107937`*^9, 3.928334110931328*^9}, {3.928371047214169*^9, 3.928371103671671*^9}}, CellLabel-> "In[758]:=",ExpressionUUID->"f60a2b45-e619-4e66-a5fe-f654a250e3c1"], Cell[BoxData[ RowBox[{"{", RowBox[{"2.8`", ",", "2.068249631602348`"}], "}"}]], "Output", CellChangeTimes->{{3.927269366160224*^9, 3.927269395737912*^9}, 3.928308477075953*^9, 3.92830959074616*^9, 3.928310785366021*^9, 3.9283340543074713`*^9, {3.928334086405355*^9, 3.928334111169509*^9}, 3.9283401362443132`*^9, 3.928371110489822*^9, 3.928371445861829*^9, 3.928393297360413*^9, 3.928393931293182*^9, 3.9283943975030413`*^9, 3.928394808312009*^9, 3.928395251246464*^9, 3.928395680733301*^9, 3.928396347097875*^9, 3.928397144358989*^9, 3.928397789204541*^9, 3.9283987200103273`*^9, 3.9283991589243097`*^9}, CellLabel-> "Out[758]=",ExpressionUUID->"96d1045a-9474-43ec-8292-bc7debf68953"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(", RowBox[{"test\[Omega]", "=", RowBox[{"Rationalize", "[", RowBox[{ RowBox[{ RowBox[{"{", RowBox[{"\[Omega]1", ",", "\[Omega]2"}], "}"}], "/.", RowBox[{"First", "[", RowBox[{ RowBox[{"MinimalBy", "[", RowBox[{ RowBox[{"e13", "[", RowBox[{"[", "4", "]"}], "]"}], ",", RowBox[{ RowBox[{ RowBox[{"Abs", "[", RowBox[{"\[Omega]1", "-", "2.8"}], "]"}], "/.", "#"}], "&"}]}], "]"}], ",", SuperscriptBox["10", RowBox[{"-", "9"}]]}], "]"}]}], ",", SuperscriptBox["10", RowBox[{"-", "9"}]]}], "]"}]}], ")"}], "//", "N"}]], "Input", CellChangeTimes->{{3.927268564799363*^9, 3.927268736106742*^9}, { 3.9272691307157307`*^9, 3.927269155354519*^9}, {3.927269190451548*^9, 3.927269192707428*^9}, {3.928334113648004*^9, 3.928334132756027*^9}, { 3.9283711182516127`*^9, 3.928371120391633*^9}}, CellLabel-> "In[759]:=",ExpressionUUID->"966871e9-cb76-4279-9fae-2e272197164a"], Cell[BoxData[ RowBox[{"{", RowBox[{"2.8`", ",", "2.288196476499909`"}], "}"}]], "Output", CellChangeTimes->{{3.9272685658396063`*^9, 3.927268581798867*^9}, { 3.927268629337381*^9, 3.927268736340684*^9}, {3.92726913330216*^9, 3.927269155522903*^9}, 3.927269193165361*^9, 3.927269278596757*^9, 3.928308477142424*^9, 3.9283095908187447`*^9, 3.928310785456287*^9, 3.928334054367117*^9, {3.928334115282515*^9, 3.9283341330062428`*^9}, 3.928340136275238*^9, 3.9283711208830833`*^9, 3.9283714465481052`*^9, 3.928393297439787*^9, 3.928393931366003*^9, 3.928394397570163*^9, 3.928394808381797*^9, 3.928395251314947*^9, 3.928395680798586*^9, 3.928396347256433*^9, 3.928397144432563*^9, 3.9283977892708473`*^9, 3.9283987200771103`*^9, 3.928399158995675*^9}, CellLabel-> "Out[759]=",ExpressionUUID->"bd005f2c-3540-40bc-973d-0f7a71b82930"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"(", RowBox[{"test\[Omega]2", "=", RowBox[{"Rationalize", "[", RowBox[{ RowBox[{ RowBox[{"{", RowBox[{"\[Omega]1", ",", "\[Omega]2"}], "}"}], "/.", RowBox[{"First", "[", RowBox[{ RowBox[{"MinimalBy", "[", RowBox[{ RowBox[{"e13", "[", RowBox[{"[", "6", "]"}], "]"}], ",", RowBox[{ RowBox[{ RowBox[{"Abs", "[", RowBox[{"\[Omega]1", "-", "2.8"}], "]"}], "/.", "#"}], "&"}]}], "]"}], ",", SuperscriptBox["10", RowBox[{"-", "9"}]]}], "]"}]}], ",", SuperscriptBox["10", RowBox[{"-", "9"}]]}], "]"}]}], ")"}], "//", "N"}]], "Input", CellChangeTimes->{{3.927269142818646*^9, 3.927269234028159*^9}, { 3.928334139136091*^9, 3.9283341682935658`*^9}, {3.928371125747632*^9, 3.9283711283017473`*^9}}, CellLabel-> "In[760]:=",ExpressionUUID->"d19d89e4-a282-47a0-a129-6bfc594811ce"], Cell[BoxData[ RowBox[{"{", RowBox[{"2.8`", ",", "2.750754909751391`"}], "}"}]], "Output", CellChangeTimes->{{3.92726914353675*^9, 3.927269234258607*^9}, { 3.927269272679023*^9, 3.927269278883991*^9}, 3.9283084772075567`*^9, 3.9283095909014273`*^9, 3.9283107855492783`*^9, 3.928334054423093*^9, { 3.928334139823139*^9, 3.9283341685513906`*^9}, 3.928340136305846*^9, 3.928371128655251*^9, 3.9283714472115088`*^9, 3.928393297508746*^9, 3.928393931435997*^9, 3.928394397632861*^9, 3.9283948084452267`*^9, 3.928395251380374*^9, 3.928395680857802*^9, 3.9283963473532333`*^9, 3.928397144495378*^9, 3.928397789328508*^9, 3.928398720140748*^9, 3.928399159061125*^9}, CellLabel-> "Out[760]=",ExpressionUUID->"ce944e89-67da-4135-b451-ebdaa58d62aa"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"mlegend", "=", RowBox[{"LineLegend", "[", RowBox[{ RowBox[{ RowBox[{"ColorData", "[", "97", "]"}], "/@", RowBox[{"Range", "[", "8", "]"}]}], ",", RowBox[{ RowBox[{ RowBox[{"NumberForm", "[", RowBox[{"#", ",", RowBox[{"{", RowBox[{"\[Infinity]", ",", "1"}], "}"}]}], "]"}], "&"}], "/@", RowBox[{"Range", "[", RowBox[{"0", ",", "1.4", ",", "0.2"}], "]"}]}], ",", RowBox[{"LegendLabel", "->", "\[Epsilon]"}], ",", "labelStyle", ",", RowBox[{"LegendLayout", "->", "\"\\""}]}], "]"}]}]], "Input", CellChangeTimes->{{3.927270101965452*^9, 3.927270252847728*^9}}, CellLabel-> "In[761]:=",ExpressionUUID->"0a707b26-1c87-4e49-9fde-e91e569d127e"], Cell[BoxData[ TemplateBox[{ TagBox[ InterpretationBox[ StyleBox["\"0.0\"", ShowStringCharacters -> False], 0., AutoDelete -> True], NumberForm[#, { DirectedInfinity[1], 1}]& ], TagBox[ InterpretationBox[ StyleBox["\"0.2\"", ShowStringCharacters -> False], 0.2, AutoDelete -> True], NumberForm[#, { DirectedInfinity[1], 1}]& ], TagBox[ InterpretationBox[ StyleBox["\"0.4\"", ShowStringCharacters -> False], 0.4, AutoDelete -> True], NumberForm[#, { DirectedInfinity[1], 1}]& ], TagBox[ InterpretationBox[ StyleBox["\"0.6\"", ShowStringCharacters -> False], 0.6000000000000001, AutoDelete -> True], NumberForm[#, { DirectedInfinity[1], 1}]& ], TagBox[ InterpretationBox[ StyleBox["\"0.8\"", ShowStringCharacters -> False], 0.8, AutoDelete -> True], NumberForm[#, { DirectedInfinity[1], 1}]& ], TagBox[ InterpretationBox[ StyleBox["\"1.0\"", ShowStringCharacters -> False], 1., AutoDelete -> True], NumberForm[#, { DirectedInfinity[1], 1}]& ], TagBox[ InterpretationBox[ StyleBox["\"1.2\"", ShowStringCharacters -> False], 1.2000000000000002`, AutoDelete -> True], NumberForm[#, { DirectedInfinity[1], 1}]& ], TagBox[ InterpretationBox[ StyleBox["\"1.4\"", ShowStringCharacters -> False], 1.4, AutoDelete -> True], NumberForm[#, { DirectedInfinity[1], 1}]& ]}, "LineLegend", DisplayFunction->(StyleBox[ StyleBox[ PaneBox[ TagBox[ GridBox[{{ StyleBox[ TagBox[ FormBox["\[Epsilon]", TraditionalForm], TraditionalForm, Editable -> True], {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, Background -> Automatic, StripOnInput -> False]}, { TagBox[ GridBox[{{ TagBox[ GridBox[{{ GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.368417, 0.506779, 0.709798]], { LineBox[{{0, 12.5}, {20, 12.5}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.368417, 0.506779, 0.709798]], {}}}, AspectRatio -> Full, ImageSize -> {20, 12.5}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.14800000000000002`] -> Baseline)], #, GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.880722, 0.611041, 0.142051]], { LineBox[{{0, 12.5}, {20, 12.5}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.880722, 0.611041, 0.142051]], {}}}, AspectRatio -> Full, ImageSize -> {20, 12.5}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.14800000000000002`] -> Baseline)], #2, GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.560181, 0.691569, 0.194885]], { LineBox[{{0, 12.5}, {20, 12.5}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.560181, 0.691569, 0.194885]], {}}}, AspectRatio -> Full, ImageSize -> {20, 12.5}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.14800000000000002`] -> Baseline)], #3, GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.922526, 0.385626, 0.209179]], { LineBox[{{0, 12.5}, {20, 12.5}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.922526, 0.385626, 0.209179]], {}}}, AspectRatio -> Full, ImageSize -> {20, 12.5}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.14800000000000002`] -> Baseline)], #4}}, GridBoxAlignment -> { "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, AutoDelete -> False, GridBoxDividers -> { "Columns" -> {{False}}, "Rows" -> {{False}}}, GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}}, GridBoxSpacings -> {"Columns" -> {{0.8, 0.5}}}], "Grid"]}, { TagBox[ GridBox[{{ GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.528488, 0.470624, 0.701351]], { LineBox[{{0, 12.5}, {20, 12.5}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.528488, 0.470624, 0.701351]], {}}}, AspectRatio -> Full, ImageSize -> {20, 12.5}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.14800000000000002`] -> Baseline)], #5, GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.772079, 0.431554, 0.102387]], { LineBox[{{0, 12.5}, {20, 12.5}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.772079, 0.431554, 0.102387]], {}}}, AspectRatio -> Full, ImageSize -> {20, 12.5}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.14800000000000002`] -> Baseline)], #6, GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.363898, 0.618501, 0.782349]], { LineBox[{{0, 12.5}, {20, 12.5}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[0.363898, 0.618501, 0.782349]], {}}}, AspectRatio -> Full, ImageSize -> {20, 12.5}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.14800000000000002`] -> Baseline)], #7, GraphicsBox[{{ Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[1, 0.75, 0]], { LineBox[{{0, 12.5}, {20, 12.5}}]}}, { Directive[ EdgeForm[ Directive[ Opacity[0.3], GrayLevel[0]]], PointSize[0.5], AbsoluteThickness[1.6], RGBColor[1, 0.75, 0]], {}}}, AspectRatio -> Full, ImageSize -> {20, 12.5}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.14800000000000002`] -> Baseline)], #8}}, GridBoxAlignment -> { "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, AutoDelete -> False, GridBoxDividers -> { "Columns" -> {{False}}, "Rows" -> {{False}}}, GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}}, GridBoxSpacings -> {"Columns" -> {{0.8, 0.5}}}], "Grid"]}}, GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, AutoDelete -> False, GridBoxDividers -> {"Columns" -> {{None}}, "Rows" -> {{None}}}, GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}}, GridBoxSpacings -> {"Columns" -> {{0}}, "Rows" -> {{1}}}], "Grid"]}}, GridBoxAlignment -> {"Columns" -> {{Center}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], "Grid"], Alignment -> Left, AppearanceElements -> None, ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction -> "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, Background -> Automatic, StripOnInput -> False]& ), Editable->True, InterpretationFunction:>(RowBox[{"LineLegend", "[", RowBox[{ RowBox[{"{", RowBox[{ TemplateBox[<|"color" -> RGBColor[0.368417, 0.506779, 0.709798]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<|"color" -> RGBColor[0.880722, 0.611041, 0.142051]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<|"color" -> RGBColor[0.560181, 0.691569, 0.194885]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<|"color" -> RGBColor[0.922526, 0.385626, 0.209179]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<|"color" -> RGBColor[0.528488, 0.470624, 0.701351]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<|"color" -> RGBColor[0.772079, 0.431554, 0.102387]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<|"color" -> RGBColor[0.363898, 0.618501, 0.782349]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<|"color" -> RGBColor[1, 0.75, 0]|>, "RGBColorSwatchTemplate"]}], "}"}], ",", RowBox[{"{", RowBox[{#, ",", #2, ",", #3, ",", #4, ",", #5, ",", #6, ",", #7, ",", #8}], "}"}], ",", RowBox[{"LegendLabel", "\[Rule]", "\[Epsilon]"}], ",", RowBox[{"LabelStyle", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"FontFamily", "\[Rule]", "\"Times\""}], ",", TemplateBox[<|"color" -> GrayLevel[0]|>, "GrayLevelColorSwatchTemplate"], ",", RowBox[{"FontSize", "\[Rule]", "11"}]}], "}"}]}], ",", RowBox[{"LegendLayout", "\[Rule]", "\"Row\""}]}], "]"}]& )]], "Output",\ CellChangeTimes->{{3.927270103820716*^9, 3.927270213695313*^9}, 3.927270253204455*^9, 3.928308477311769*^9, 3.928309591000692*^9, 3.928310785656404*^9, 3.928334054491787*^9, 3.928334170387384*^9, 3.9283401363538733`*^9, 3.928393297599305*^9, 3.928393931517671*^9, 3.928394397706481*^9, 3.92839480852153*^9, 3.9283952514568357`*^9, 3.9283956809329653`*^9, 3.9283963474750023`*^9, 3.928397144571248*^9, 3.928397789402423*^9, 3.9283987202236347`*^9, 3.928399159137734*^9}, CellLabel-> "Out[761]=",ExpressionUUID->"01979e1e-9bf7-4837-a6a1-76d3e2ca2f24"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"mplot1", "=", RowBox[{"ListPlot", "[", RowBox[{ RowBox[{"Evaluate", "[", RowBox[{"Prepend", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{ RowBox[{"{", RowBox[{"\[Omega]1", ",", "\[Omega]2"}], "}"}], "/.", RowBox[{"Most", "[", "#", "]"}]}], ",", RowBox[{ RowBox[{"{", RowBox[{"\[Omega]2", ",", "\[Omega]1"}], "}"}], "/.", RowBox[{"Reverse", "[", RowBox[{"Most", "[", "#", "]"}], "]"}]}]}], "]"}], "&"}], "/@", "e13"}], ",", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"3.1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"2", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"2", ",", "3.1"}], "}"}]}], "}"}]}], "]"}], "]"}], ",", RowBox[{"PlotRange", "->", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"1.7", ",", "3.1"}], "}"}], ",", RowBox[{"{", RowBox[{"1.7", ",", "3.1"}], "}"}]}], "}"}]}], ",", RowBox[{"AspectRatio", "->", "1"}], ",", RowBox[{"Joined", "->", "True"}], ",", RowBox[{"FrameLabel", "->", RowBox[{"{", RowBox[{ SubscriptBox["\[Omega]", "1"], ",", SubscriptBox["\[Omega]", "2"]}], "}"}]}], ",", RowBox[{"ImageSize", "->", "165"}], ",", "labelStyle", ",", RowBox[{"Epilog", "->", RowBox[{"{", RowBox[{ RowBox[{"EdgeForm", "[", "Black", "]"}], ",", RowBox[{"Thread", "[", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"ColorData", "[", "97", "]"}], "/@", RowBox[{"{", RowBox[{"1", ",", "3", ",", "5", ",", "7"}], "}"}]}], ",", RowBox[{ RowBox[{ RowBox[{"Disk", "[", RowBox[{"#", ",", "0.016"}], "]"}], "&"}], "/@", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"2.8", ",", "2"}], "}"}], ",", "test\[Omega]0", ",", "test\[Omega]", ",", "test\[Omega]2"}], "}"}]}]}], "}"}], "]"}], ",", RowBox[{"Inset", "[", RowBox[{ RowBox[{"Style", "[", RowBox[{"\"\<(a)\>\"", ",", RowBox[{"FontSize", "->", "fontSize"}], ",", "Black", ",", "Bold"}], "]"}], ",", RowBox[{"Scaled", "[", RowBox[{"{", RowBox[{"0.11", ",", "0.9"}], "}"}], "]"}]}], "]"}]}], "}"}]}]}], "]"}]}]], "Input", CellChangeTimes->{{3.909042514190548*^9, 3.909042520941848*^9}, { 3.909043279228549*^9, 3.909043290980391*^9}, {3.909044758712824*^9, 3.909044817697377*^9}, {3.909045206161439*^9, 3.909045253529738*^9}, { 3.909045341508081*^9, 3.909045343371456*^9}, {3.909045626801211*^9, 3.909045676689952*^9}, {3.909046978946875*^9, 3.909047057939874*^9}, { 3.909047460827964*^9, 3.909047525484823*^9}, {3.909047561565816*^9, 3.909047563765341*^9}, {3.915533019222624*^9, 3.915533021933949*^9}, 3.915536859762843*^9, {3.916385726520988*^9, 3.916385734889188*^9}, { 3.927267635645629*^9, 3.927267640645814*^9}, {3.927268509183035*^9, 3.927268543303323*^9}, {3.927269503682035*^9, 3.927269573634857*^9}, { 3.927269608723671*^9, 3.927269610171708*^9}, {3.927269953538779*^9, 3.927269963066483*^9}, {3.927270022076383*^9, 3.927270022411675*^9}, { 3.92727006533313*^9, 3.927270100285515*^9}, {3.92727026179222*^9, 3.92727026216817*^9}, {3.927270296449134*^9, 3.927270297536882*^9}, { 3.927270369203806*^9, 3.927270407227185*^9}, {3.927270464988804*^9, 3.927270529941201*^9}, {3.92832444208534*^9, 3.928324442580872*^9}, { 3.9283856049326067`*^9, 3.92838561778057*^9}, {3.9283857155433197`*^9, 3.9283857813202467`*^9}, {3.928386021342067*^9, 3.928386070901518*^9}}, CellLabel-> "In[762]:=",ExpressionUUID->"abdd1227-571e-42c2-ba14-b0236a50da8f"], Cell[BoxData[ GraphicsBox[{{}, InterpretationBox[{ TagBox[{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], PointSize[ 0.004583333333333334], AbsoluteThickness[2], LineBox[{{3.1, 2.}, {2., 2.}, {2., 3.1}}]}, Annotation[#, "Charting`Private`Tag#1"]& ], TagBox[ {RGBColor[0.880722, 0.611041, 0.142051], PointSize[ 0.004583333333333334], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJxdm3d8jXf7x8+4z33OCY29OSt7LwkhuISIPYJYKY3StFYoaraIaD1GgxJV I4jajS1qjxq1Q9rQR1GbSKkRNcLvpnk/fb1++cfr7vM4Tu7v/f7e3+v6vC9n 39SE/gadTjfOqNO9/fO7BW9/rBJ1Oz/rTG2d/P/ryjnxf4yda5Xln1coX6Bd Zxx86puUYZXAfjvSL2vXbgXZQxtNs8pE99MlN7XrKYWddtimWOV2ceK4Iu1a 9/ZnolW6LulW8kS7HvfuA63y2Yz8ya+062Lt0w6OtMqeDufclTo6Gdbo7Sda ZfDnXZeU0a7vv/24gVbZsKlveCXt+qN3P1bJzHh9vKZ2/cdY7QOTrVLvQNDH Lu066d0XtErOsydWf+367ddz62aVyMLuG8O06wTt4wo7WcW/V+9e0dr1qZPa T1ureLm7lWmqXbd894FWMZz7YF9L7frQ21831iqPx6WM7qhdv/t6jawy844r qrt2/e7j6lul4OX8v/to1xHvfqzy/rIT+1K067e/beVgqzQ4eXB6qnbt9+4L avdvVFrSKO16hfb1CjyssmJFufAJ2rX93Q20yvneqWW/qlO6HjWssjt3ZeHX dUrXo7JV4n7eeSazTul6lLNKi20bdyypU7oeblZZ+P3MlSvrlK6HSVvPk4kL cuqUrofOKgEfVpi9vU7perywyLH1B2furVO6Hk8tkv04NeMI6/HQImun2TJP sx6FFok+dX7Zr6zHLYv42edtvsx6/GGRa/dTjt1iPS5ZZOi6Ttf/ZD0KLPLN hW7GZ6xHnkXOvZjg+4b1OGmR2cvOJJhtpetx1CL2/m3TytlK1+OgRc7eerm9 mq10PfZYxJp3/aHdVroeOyzSq8Aa6msrXY8tFpmzffiIUFvpeuRY5GRdn731 baXrsdoi053+7zW1la5HtkVOd01LbmUrXY8lFnFujdzVyQYfFtnm27pmTxt8 WGTEmsNf9LXBh0VqROXcGWCDD4vEXrB2H26DD+3fy758cpwNPiyydFt4fLoN PiySGFX26AwbfFhkX7dhbefZ4MMi8YkfFyy2wYdFfhr9LGWlDT4sMre81+sc G3xYZNOYZwtybfBhkeM1Rzbcb4MPiyT1X3HtmA0+tP/9l+kZeTb4sMiYx2Gx v7Ee8Ra53nHxi2usR6xFcqfn7yhkPRpZ5EHby+OfsB71LXK/5YEWJaxHhEVm NUmvqtrhwyLdXwXdd7fDh0VGJx4+Ws0OHxYpDu20xmGHD4scHnthlp8dPixy I7jvF+F2+LDIqC5PhzW0w4f2fV9/O7C5HT4s8le7LgPb2eFD+/uDg4cl2uHD IgvnB3/exw4fZskpn5TxsR0+zPJ1wN5Vw+zwYZZl8UlHxtrhwyx98xoVTrbD h1kmxw6oOtMOH2axuu7GZ9rhwyypysEJWXb4MMuR6a/2rLbDh1kKUpYaNtvh wyyxidva7bLDh1myXc2yfrLDh1k2ruz07JQdPszy4fE7XQvs8GGWyunld121 w4dZVlw4632P9cgxy5L/hi14zHqsNkvPDQ0rlrAe2WbxmlI8W3XAh1k+Wjyg enkHfJhlf/zS72s44MMsja9nRXs44MMsIy8Pyw90wId2f3Ntn0U54MMs7iU5 NnHAh1l2tQ043coBH2axdF2U3tkBH2bJyneLfd8BH2ZZ9d0ENcUBH2Z59KXx 3FAHfJjFe1rWirEO+DDL3e+Tvkh3wIdZyhY16/O1Az7MsnNy7/hvHfCh3e+s bVHLHfBhFv+pCUHrHfBhlszMxgHbHfBhlpioyaH7HfBhls03/Bodd8CHWd6E xXTKd8CHWU7tPzTosgM+zDK3xfGMOw740J6H6T12PnLAh1naDBp3/xXrYTNL lYJob7MTPszy9PSSlApO+NCexwFbN9ZywodZeuen672d8KGtZ5uaPUOd8KHd P9eEnQ2c8KHd/0N7XHFO+FBl3uqrczo44UOVlf0fufV0wocqK5aVTOvnhA9V ptd4r1KqEz5UCVwakD3GCR+q9LX1a5juhA9VEr858N+vnfChSm7lDukLnPCh iu5MtcgVTvhQZaPJ588cJ3yo8k2lqRt+dMKHKq8HtBjzkxM+VKmYObjNGSd8 qKLUs3r/5oQPVZIsXtabTvhQpfHvJ588cMKHKpuWlb37wgkfqlzv+fCmyQUf qnzmk15Y3gUfqhxukv+8lgs+VIkovl/exwUfqozM/S003AUfqlxyW9ujkQs+ VFk7J2V6Sxd8qNK9rONIZxd8qPKg41VrHxd8qNK567bEAS74UGWh//r1I13w oUrv13llJrngQ5UKteqOmOGCD1W63rlyc74LPrTrwmsfZLvgQ5WaR1vfzHHB hyp3Y7yG73TBhyqLAye6HXHBhyrmeZ+sy3PBhyot5j7o+rsLPlQJ+djhdtcF H6qsHuJ27IkLPlQp5707Q+cBH6osCmqeXNYDPlQ5FrcpproHfKiyvWNFl6cH fKjyXcJnFUI94EMVz0/vu8V4wId2//6e7N7SAz5UKezctnYXD/hQJa9S17of eMCHKnOLfkgc5AEfqpzf+dHk0R7wYZL2YzN2pnvAh0mSO9Z/NcsDPkwy5qth LRd7wIdJ5sxqk7XGAz5MsslYoNvuAR8m+Xip5+CDHvBhks7t426c9oAPkyyu 0/qj/3rAh0m+jG/++LYHfJjkXnDc9Cce8GGSnz/oHaz3hA+TXJy77NJ7nvBh knI5jsyanvBhkvBdRT19POHDJKnPagbU9YQPkxQd36k29YQPk3xy4kpRO0/4 MMnJ3Yuu9vSED5Ocmq1cSfGED5PMGuR/d4QnfJgkPsv5ZpInfJjk0voSR4Yn fJhkfqtz7Rd5wodJjvbaMnWNJ3xo9/fV1tPbPeHDJPbRhY6fPOHDJB07DJyQ 5wkfJhlVr9W9y57woa1Hre+S73vCh0ke1h5+87knfJik+Ju7I81e8GGSy+Ur VariBR8mmZpk2uPygg+TNBnz6/BQL/gwSUb2onqNveDDJFU6D7G09YIPkyQ1 7Hurhxd8mGRL24y8FC/4MEmFbWWPj/SCD5O8uPrXmcle8GGSvuMTr8/2gg+T ZA1PUJZ6wYdJej4pCc/xgg+TTBwyLHW3F3yYpOm8wz8e94IPk5T9oFLFi17w od3/MiNG3/aCD5P8UVNf9NQLPrT1656fqnjDh3Y/fzXrK3nDhyIVH21b6vSG D0V2d3rePtQbPhRpe+d+mSbe8KHI4KfrCtp5w4ciRWrC5iRv+FCk8PmLhQO9 4UORGq8Ozh3rDR+K/D3jyKL/eMOHIh4TXFu/9YYPRRY+f/zbKm/4UMQ2pnuF XG/4UGRS3uBuR7zhQ5FqIQk//OINH4pUre5Z6aY3fCjy3hDDf554w4ciSall yyk+8KHI1h3J31fygQ9FlrdwtfXwgQ9FXKOGGCN84EORumVSTsT6wIci6b5B KxJ84EORCr2uzezrAx+K3MhcPfVTH/hQ5Gz08rlpPvChfd57jzbN8YEPRfLi d11d7gMfiqzIcDq3+MCHIidfthx+yAc+FBlTNbHgvA98aPf/8uB2N3zgQ5GR J7b98sQHPhSZfaLzUJMvfCjyptWQOlV94UP7+8GBv3v7wociAde2bqjnCx+K jG8XOq+lL3wo8uvlIzN7+MKHIj9PW7ZggC98KHL/9N0d43zhQ5HErT8XzvCF D0W8zg0MX+ILH4rU7vhyxgZf+FCk1d3sl/t94UORnX/O/uKcL3wo0r71oyo3 fOFDkS8nPTrw1Bc+FBm1Y3+a2Q8+FDm8dXr3Gn7woa3/1bRmAX7woUib9r82 a+QHH0aZtnN7jw5+8GGUHbO6Tkn2gw+jHCi6cWS4H3wYZW32fNuXfvBhFM9G y2Z86wcfRvHWR1VY5wcfRvmheNr6PX7wYZSMO7/0PusHH0b58JN2vtf94MMo Mwp8rcV+8GGUzslL9VZ/+DCKn7WoQm1/+DBKyZqWDUL84cMom18WjY31hw+j bJpfPb+rP3wYZVmJ0uITf/gwSuS3D8+O94cPo/gcrDFylj98GKXtiX3hK/zh wygnS1xuO/zhw6jV2+kvT/jDh1FWlfExX/WHD+3zZrULeuIPH0bJXxgzxBIA H0aJ2hh9vHYAfBjl0MDpTcMC4MModWeNyY8LgA+juFvbTe4ZAB9Gef9Rh/ap AfBhlPlZpyLTA+DDKAeXV2ywIAA+jLL3/KBeOQHwYZQL3QK+OxQAH9rvs2ZJ 8YUA+DDKhKXVh/0ZAB9GOTbmvlUJhA+jpFwdcqBGIHwYxVr8dH5IIHwYxS3p 4sy4QPgwyomYT7N7BcKHUZp3rXVxWCB8GOXe69CQqYHwYZS70RVWLgmED6NW z9VqvC0QPrTf7+amZycC4cMoZZ5Hnb8WCB9G6fe8XN7zQPgwypxT2X+VD4IP o6yL7xXpGwQfRrkUtmxRkyD4MMiyXtd8ugXBh0EGr5pZMCQIPgxyrnrl9V8G wYdBql2/8/2SIPgwSO/Rkw5vD4IPg8Qt6FrmTBB8GMTe/8qo20HwYZDtAxaW 0QXDh0FyfrQcrR4MHwaZ/GT12rBg+DBI2Ie63NbB8GGQr9XM+x8Gw4dB2q9/ 3ObzYPgwyG/Glb9kBsOHQS5siZm2MRg+DLJgaOsBx4PhwyCdKvX/7EYwfBhE NntteB0MHwbZ/6NvlRoh8GGQbqr7mogQ+DDImTejB7YPgQ+D9NhW/v1PQuDD IJdfTPgiPQQ+DDLuq5Fns0LgwyCRVVZ03hUCHwYpk3bQUhACH9rnPZr+8FEI fBgk98m+MuVC4cMgSatcvQJC4cMgVa6MvxIfCh8GedJh0YJ+ofBhkH25nadN CoUPgzR1G7d5SSh8GGRu1oOKu0PhQ/u+/eauvxgKHwYpLpsw8VkofBjE1apa RpUw+DBIxqsLFyPC4MMgvqPnJCeEwYdBbmyP8xkWBh8Gabv4ZcCsMPgwiHfM T0M3hMGHQRKq5hafDoMPg3gOeLz3zzD4MEjyF0uPu4fDh/Z9HhfVDAmHD239 q1be1CEcPgyyuUmXr4eGw4f2/Pk93zI7HD4MsqpHN48t4fChlxVTTv2eHw4f erlkOHyjOBw+9LIuenN0jQj40IvVUeVywwj40Mu5nWPO946AD70MXjm6VloE fOilw6rc3O8j4EMvt2Lvrfk5Aj70Mif53OOiCPjQS7sXMr9iXfjQy/ZjVTPr 1YUPvSS4xz1KqgsfernQ5/QPaXXhQy+pE44eX10XPvRS1Lx7mzN14UMvgfN2 hxXXhQ+9bPwkbmKdSPjQy193e0THRcKHXnbPH91ncCR86KXzrPpP50XCh17U G61L9kbCh15i1PFj70TCh16qd9+WWjEKPvRS6+zrKzFR8KGXjw5MPJ0SBR96 mXl4SuNvouBDL3JyfMS+KPjQS3KXlxsLo+BDL6vO7dtZvR586KVR661dWtSD D72k1f4rbUQ9+NDL9Cr7W2XXgw+95O/K+uFcPfjQS9t7LbYY6sOHtl67V/eJ qA8fejl/4e/cfvXhQy+3a248kFkfPvTyInd22s/14UN7Pi5t1JXUhw+9VPn9 s9iwaPjQy2PD2vYfRcOHdj8rjwxcFA0ferm4PPX6uWj40Eu/lqvGuTWAD71U u7mmJLYBfGjPj/vsT8c3gA+9NDvvfmN7A/jQi0/Z8UmPGsCH9nwMuXMruCF8 6GXMxsCMQQ3hQ/te6pvkdQ3hQyfWQW6DCxvCh07q+1r3BcbAh06e1b6ekhoD Hzoxf3d29JYY+NCJY0qa8jwGPnSy7FpHuzSCD53kqcOuTG0EHzo5YIl8/3wj +NCJfkziFntj+ND+vN3+zeDG8KGT5aMOJO9tDB/affrx+evyTeBDJ5caTHnT vwl86ETcH8za0wQ+dPL4/spb1QQ+dHJY72w4UuBDu06QvF8EPnQSd8WzOLop fOikjvck4/Km8KGTew/X9nWPhQ+dTBu/ddaEWPjQyYjlRs/iWPjQyeln9vxP m8GHTsrduZFe3Aw+dNL8QZVuac3hQydfvbhyoFocfOikS/6TXTvi4EMnt8se 0n/cAj607+3clekXDx866T5o6EljS/jQSZQyeb2+FXxo32tJx3INWsOHTp5H 9I9/0ObfP/nv/P/4e3wOn8u/w7/L9+B78T353vwe/F78nvze3AfuC/eJ+8Z9 5L5yn7nvrAPrwjqxbqwj68o6s+48B/97LkqfE54bniOeK54znjueQ55LnlOe W55jnmuec557OIALOIEbOIIrOIM7OIRLOIVbOIZrOId79gH2BfYJ9g32EfYV 9hn2HfYh9iX2KfYt9jH2NfY59j32QfZF9kn2TfZR9lX2WfZd9mH2ZfZp9m32 cfZ19nn2fd4DvBd4T/De4D3Ce4X3DO8d3kO8l3hP8d7iPcZ7jfcc7z3eg7wX eU/y3uQ9ynuV9yzvXd7DvJd5T/Pe5j3Oe533PO99zgGcCzgncG7gHMG5gnMG 5w7OIZxLOKdwbuEcw7mGcw7nHs5BnIs4J3Fu4hzFuYpzFucuzmGcyzincW7j HMe5jnMe5z7OgZwLOSdybuQcybmScybnTs6hnEs5p3Ju5RzLuZZzLudezsGc izknc27mHM25mnM2527O4ZzLOadzbuccz7mecz7nfuoA6gLqBOoG6gjqCuoM 6g7qEOoS6hTqFuoY6hrqHOoe6iDqIuok6ibqKOoq6izqLuow6jLqNOo26jjq Ouo86j7qQOpC6kTqRupI6krqTOpO6lDqUupU6lbqWOpa6lzqXupg6mLqZOpm 6mjqaups6m7qcOpy6nTqdup46nrqfOp++gD0BegT0Degj0BfgT4DfQf6EPQl 6FPQt6CPQV+DPgd9D/og9EXok9A3oY9CX4U+C30X+jD0ZejT0Lehj0Nfhz4P fR/6QPSF6BPRN6KPRF+JPhN9J/pQ9KXoU9G3oo9FX4s+F30v+mD0xeiT0Tej j0ZfjT4bfTf6cPTl6NPRt6OPR1+PPh99P/qA9AXpE9I3pI9IX5E+I31H+pD0 JelT0rekj0lfkz4nfU/6oPRF6ZPSN6WPSl+VPit9V/qw9GXp09K3pY9LX5c+ L31f+sD0hekT0zemj0xfmT4zfWf60PSl6VPTt6aPTV+bPjd9b/rg9MXpk9M3 p49OX50+O313+vD05enT07enj09fnz4/fX9yAHIBcgJyA3IEcgVyBnIHcghy CXIKcgtyDHINcg5yD3IQchFyEnITchRyFXIWchdyGHIZchpyG3Icch1yHnIf ciByIXIiciNyJHIlciZyJ3IocilyKnIrcixyLXIuci9yMHIxcjJyM3I0cjVy NnI3cjhyOXI6cjtyPHI9cj5yP3JAckFyQnJDckRyRXJGckdySHJJckpyS3JM ck1yTnJPclByUXJSclNyVHJVclZyV3JYcllyWnJbclxyXXJecl9yYHJhcmJy Y3JkcmVyZnJncmhyaXJqcmtybHJtcm5yb3JwcnFycnJzcnRydXJ2cndyeHJ5 cnpye3J8cn1yfnJ/PAC8ADwBvAE8ArwCPAO8AzwEvAQ8BbwFPAa8BjwHvAc8 CLwIPAm8CTwKvAo8C7wLPAy8DDwNvA08DrwOPA+8DzwQvBA8EbwRPBK8EjwT vBM8FLwUPBW8FTwWvBY8F7wXPBi8GDwZvBk8GrwaPBu8GzwcvBw8HbwdPB68 HjwfvB88ILwgPCG8ITwivCI8I7wjPCS8JDwlvCU8JrwmPCe8JzwovCg8Kbwp PCq8KjwrvCs8LLwsPC28LTyu/3ldpZ4X3hceGF4YnhjeGB4ZXhmeGd4ZHhpe Gp4a3hoeG14bnhveGx4cXhyeHN4cHh1eHZ4d3h0eHl4enh7eHh4fXh+eH94f HiBeIJ4g3iAeIV4hniHeIR4iXiKeIt4iHiNeI54j3iMeJF4kniTeJB4lXiWe Jd4lHiZeJp4m3iYeJ14nnifeJx4oXiieKN4oHileKZ4p3ikeKl4qnireKh4r XiueK94rHixeLJ4s3iweLV4tni3eLR4uXi6eLt4uHi9eL54v3i8eMF4wnjDe MB4xXjGeMd4xHjJeMp4y3jIeM14znvM/fPzrQeNF40njTeNR41XjWeNd42Hj ZeNp423jceN143njfeOB44XjieON45HjleOZ453joeOl46njreOx47XjueO9 48HjxePJ483j0ePV49nj3ePh4+Xj6ePt4/Hj9eP54/0zB/APH//OCTA3wBwB cwXMGTB3wBwCcwnMKTC3wBwDcw3MOTD3wBwEcxHMSTA3wRwFcxXMWTB3wRwG cxnMaTC3wRwHcx3MeTD3wRwIcyHMiTA3whwJcyXMmTB3whwKcynMqTC3whwL cy3MuTD3whwMczHMyfzDx79zNMzVMGfD3A1zOMzlMKfD3A5zPMz1MOfD3A9z QMwFMSfE3BBzRMwVMWfE3BFzSMwlMafE3BJzTMw1MefE3BNzUMxF/R/gDSlH "]]}, Annotation[#, "Charting`Private`Tag#2"]& ], TagBox[ {RGBColor[0.560181, 0.691569, 0.194885], PointSize[ 0.004583333333333334], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJxdm2dYVOe6hll11lhiL2hssWbbYjS2WN6dDbYgiRo1lqiJscUSEgtFmhQB USkqIihRAQU79oZdwRZiJcZYCGgUNPbe9uiZ+zrnOvzxWtGMM/Ot+1vf+zy3 9b77se8o1cXFpbnm4vL216RFb3/sMiY2ut/9yS7y/68rr+te4DffLll5/a6U n+IiMQceNRkaYxftyrOAlo7rUvmpXp1n2SX3ZlxLT8d1eEmf7bXD7ZL26UcP JziuXd7+BNtlp9w8Hu24nv7uBe1yP/zU1lWO68eOVzsw1S6y49Xmo47rnzq/ fUW73MoMOXLDcX3r7cuNt8vVHlNLbFNdZPS7H7sUZxTXb+y4LvBzvOC3dinz 5smP3RzXQ9+9Qcf7Wb4xb5Tj+u3bKzXQLmPf++g/4Y7rvo6XK+ljly+uhB9L c1yfPOH48bBL9/NHRx1yXPd494J2OZlfoUqR4/rg24/7mV2+vzX5d22ai7x7 e53tUijmhvqO63cv194uRxtdSf6P47r1ux+7xFSusnik4/rtp63cwi7P0vds CHVcf/juDdpl4uL7F1Id12mOt5df3y49ruRUO+S4rvPuC7TLJ/79fyia5lwP V7sEr9x4Svd2rkdlu0zZ/bh3Q2/nepSzy4bOHa64ezvXo5Rdws/FhY/2dq6H YRfPAdX/HeHtXA8Xu5zYWVQhw9u5Hs8tiWxU7mmut3M9HlnS/Pr6Bze9netx 15KbP17RS/s416PEkryRW5s283Gux3VL2s3uPba3j3M9Ciypezl75yQf53r8 aUmSb936sT7O9ci3pP6qucuyfJzrccqSSn/Xa3vGx7keJyzRzz64+tDHuR45 jtf/d+3lVX2d63HAEqXZLt/2vs71yLak7d6iMYN9neux3ZKEflsm+Ps612OT JR29ukem+DrXY50lxvEtO/f5Otcjw5LyPWvqhb7O9Ui1pMGb+O8NP+d6pFjS +OP2fzb2gw9L4gc2Gt/LDz4suVHFt8JEP/iwpKW7R16MH3xYMvrOrrSNfvDh eP99iuLO+cGHJWMuFCQ89YMPSyY0PbWp5nT4sORMrbwbXabDhyUndz395Lvp 8GGJv/v45PDp8GHJtI/cXDOnw4clnk2WrT8xHT4sqVpu6bC70+HDkpJXwxpV 9ocPS4LdX5rt/eHDksxJCS5D/eHDkuKOHpWC/eHD8X2md+qa5g8flsQVzAzL 9YcPS2YO71V4yx8+LLmQu2JIhQD4sKSctvv2JwHwYcnFlqsWDQ6AD0u2rI0b HhQAH5b4Vp/XNS0APiwxe+V1OBoAH5ZcHTzG858A+LDk/HL/gEqB8GHJ0h0f 5bQPhA/H+/VObzosED4saf/45arQQPiwSeW4Qe6ZgfBhk47XLz3/NRA+bFI+ f83xh4HwYZOnkTe31QiCD5tYo7ftlSD4sMnhWh0LRwfBh01+T1/wwZwg+LDJ 6Y7/BGwKgg+bFI0Y++hCEHzYZEVRkyiXYPiwyaWLX3VoHAwfNum0ooLpGQwf Nmn7T9idKcHwYZNDmWcfJQfDh+Pz1GzsejAYPmxS7fTyQcXB8GGTP1ZP2lZh BnzY5PLZrI87zIAPm7Q6Ou/4iBnwYZOp/TuFRM6AD5vsW3hmwIYZ8GGTMJeQ nr/PgA/Hn+/nNdglBD5s8nNGTlSTEPiwic+ErPwvQ+DDJrHfDXTzDYEPmxxL K8xbFgIfNmmeHux3LAQ+bLKnxSC3ByHwYRPv0YnN3w+FD5v0OTGurXsofNik Z6dnwyaFwodNfrjz88qFofBhk7/8tfL7Q+HDJmUu5icWh8KHTeJH1Pqschh8 2CT4sFKmSxh82GRMg02Px4TBh+P3XwxX48Pgwybnm7druTsMPmzipY8NuB4G HzYJbfnB7fLh8GGTVTkLAj8Nhw+b1PziQavR4fBhk+KN421x4fBhk94eH73Z FQ4fNiks+Nn173D4sImWOWpAxZnw4fh83T/d2nkmfNjkwOlGHcbNhA9TVp4b cmX+TPgwZUTv9zL3zYQPU2qt/Tnh1kz4MMW4kr2yegR8mLLWveEltwj4MGVO 9uW2P0XAhymhKXW3LImAD1MGZtf7+lgEfJjiPtG17pMI+DAlbkbXsg0i4cOU Ol+cqNMnEj5MKbfu6cDASPgwZdSLV1tWR8KHKVtrVO14IRI+TDnnPb3IjIIP UxZY47a0iYIPU2Z61lj7XRR8mLL76+PHY6Pgw5TUw9sr7I2CD1POHqoTdDsK Pkx5WL1L5fdnwYcpS137nuo1Cz5MGbAlaavvLPgwxWvywEMZs+DDlEbTcp/n z4IPU+b5txhsi4YPU44WHfurbTR8mFK89sr80dHwYYqn33qvhGj4MGVdXMC0 I9HwYcrQwjkrHkfDhykzrIZK49nwYcq4bpEzB86GD1N+j33VNnI2fJgydvbx ijtmw4cp92I71CieDR+mvFkd07vmHPgwpU9q1bUec+DDlJFPqnUInAMfpujX L91bPwc+THkyYVN+wRz4cHzfHkXFlebChynHSmU37TYXPkzp/2hWks9c+DCl bsPF7VbPhQ9TCoK7apfnwocplfYdelU+Bj5MeTDRv7FbDHyYMuvWtmDvGPgw 5YD3UfvqGPgwJK6JfvByDHwY0vLprjUVY+HDkAEH3XO6xcKHIYt7P6k4PRY+ DDnv1jh2fSx8GDLHrXnXolj4MGTmhW/rusbBhyH9w2u38YyDD0NKH8j2C42D D0PuGMkPt8fBhyG9ciou/ycOPgzpERwS2iAePgy5tbHHosHx8GGI6+1DhbHx 8GHIqhMDR+bEw4chqdrI6q/j4cMQv6E9tU/mwYchE/dMajBhHnwY8qxVe//U efBhyPBrpUtfnAcfhnzWqs+pivPhw5BRS7zyes2HD0OmXTtjhM6HD0Oevro2 Zdd8+HB8HtdKtR7Ohw9Ddq/Jfd1sAXwYkj91ao3RC+DD8f6Dorx+WQAfhtRu Mk25sAA+DDnRcN3JignwYciIOennPBLgw5Do/FOuEQnwYUjh9cyk/QnwYci9 siu+fpkAH4YMrSJftVsIH4Z0+OzBnJ8Xwoch04d2MtcthA9DZm1ZlH1zIXwY 8rJF9OaGifBhiM+/40u+TYQPQ3ZoH49MSYQPQw62ulPzYiJ8GNK+zZdVqy+C D0MuNr7Ut/8i+DCky7U6p+MXwYchKVba/N8WwYchxc8eJ72XBB+GvHq48ppH EnwYolXsMTU6CT4MqeT5Q69jSfChi8v81FH2ZPjQZcDhWTk9kuFDl3kHt3tF JsOH7pgncr/NTYYPx5+/NiDZWgwfuqTV02r3XAwfunh5TSqOWgwfulRx76Qc XwwfurzyrDiyzBL40CUsLLG85xL40KVmC99SsUvgQ5cd90b0Ob0EPnSZc/n1 tcop8KHLax/96MAU+NDlxZGGL5JS4EOXuKGuAZdT4EOXK2MTv/jgF/jQpf/B YZNH/wIfung8+9fNVb/Ahy4vh+zJuvMLfOhy7L1LJ9sshQ9dHlXx7OK3FD50 WTPqorZvKXzoEnSvTx1zGXzo4r57RpzHMvjQZeSNzkPmLYMPx+fLHRrwxzL4 0OXB3W1P6y2HD11u92j267jl8KFL1VpJr7OWw4cuT1pdm/V8OXzo8q/8h5P/ kwofulgvNu2cnQofutzsUmHE+VT40KWk9Jvv66bBhy7DMyYf+yENPnQ51Htc 3JY0+HCsd9fLO13S4UOXUwVnu3ukw4fj90/365CYDh+6xLuMji1Khw9dUo/U 8Gy1Aj50GazPnBy4Aj50Wdlhn3JiBXzo8uPy689cV8KHLnX61fxm7Er40KX2 gPBm21bChy4fHvtynJkBH7osUNZXHpABH7osXH6+5YoM+NAkNFfb/TgDPjSp 08hnZ/dM+NDE+nB6s0WZ8KFJh9qDK5VkwocmBweO9eq8Cj402dLvjVvsKvjQ 5KuiwPjCVfChScqg3oPbrYYPTZquyV8SvRo+NInIjBt2dTV8aPKi3uMln6yB D03uVIv4JnoNfGhSePdkSsEa+NCkWsaQke3XwocmT9Sja2LWwocmg3K2+v+9 Fj40SX9w8mzXdfChydOne7cmroMPTYY86dbg/jr40KTJy4Z1PNbDhybrP/sw c8V6+HB8P96NDikb4EOTyJcvf/pmA3xo8lfrhM07NsCHJpdyrs2pmgUfmjx8 dvPN5Cz40KTqg9VlTmfBhya9q8nWjzbChyZpQ4+8jtkIH5pMTP/hxp2N8KFJ /dqjpn65CT40eZbyfGXWJvjQZGSFgJBKm+FDkzUXPrdN2wwfmpS4nW1/YTN8 aDLlRZxr5y3woUlNn3Jrlm2BD03GhV2/b26FD8f9tHPf3Qlb4UMTt1JfZ5zZ Ch+aGL283/90G3xosvPw8y9St8GHJt//8Zt7me3w4bgfE567TNsOH477Z/js sKvb4UOT56nrzny+Az40mRSXcm/bDvjQ5MbpdQUNdsKHJnmDe6yM3wkfmiS1 KXFXdsGHKiUjWu732gUfqrjtPvx+wS74UEW/5zO07274UMV9aouwQ7vhQxWv BX8vbJcNH6q0m30geXU2fKhyLuPFvLp74EMV/7B/whL2wIcqhd2rTS67Fz5U eaFUHhm+Fz5UeVR+xaDXe+FDlYMpm4b47IMPVb75uOekB/vgw/H+ByYn/Lgf PlRZP9T649Z++FClRosaXcYfgA9V7nWLzC0+AB+q9DjYIWj8QfhQZWtM97G3 D8KHKot2vo7yOgQfqrS5+Vfxw0PwocqQBxvi/A7DhyoLM74NV47Ahyr39zc7 GXUEPlS5qM32qpQDH6rY53fxTsmBD1W+i/C4+a9c+FAlcU2pvO258KHKmMTa rXochQ9Vnj0NqX7hKHyoEtR29tzxx+BDlVVjbi9+cww+VBm0LLv3guPwocry zIDVzU7Ahyqtq9Xef/gEfKii/m0kjTgJH473N8/1s1cn4UOVnO0HDif/Ch+q vOz/tFWnPPhQpey27vMv58GHKhXfv/w85Df4UMWl5bwpH56CD1WqD3tY/vQp +FDl/dZ9rvqfhg9VVh7IffDhGfhQJarv199cOAMfqpQfXNIy+ix8qFKsTQzq eg4+VPlt2MURj8/BhyqTvYYWrz8PH4okjerfekI+fCii1w/7qunv8KHIybCa Y2//Dh+K1FjxV9TGC/ChyNnEgfl+f8CHInXN8z92uwgfilR1OzClyp/woUi1 8B32G3/ChyI5BTlf7bkEH4qY9dIDEy/DhyK1P3+2cdoV+HC8vx6r6g66Ch+K LDXbPO9aAB+KeD0pM63pX/ChSCXNNa9mIXwosjapuXuFIvhQpKDiqlplrsGH IqVbN0krcx0+FFFO9mxa6W/4UGTqN5ll696AD0U6tnu0rvVN+FCkSVaXAM9i +FAkeXjUfa8S+FBkQU5mQvIt+FDkUUiEkncbPhT59Pafl0rfgQ/H5/k14Vbf u/ChyNjSqj39HnwocmCh0UJ7AB+KFJZk+096CB+KBE2+63bjEXwocsf+utzP T+BDkTZ2t/Vln8GHIpWl5xfZz+FDkVbp2XGhL+FDkRTbsKyRr+FDkceXp23+ 1kVx8qFIRPjkLSGq4uRDkcxxHr1P6oqTD8f9kZX9cS+b4uRDkXox7zUzSilO Phyft8vXQe+VVZx8KFJUbXOVgPKKkw9Fal1d/91PlRUnH4pUOHPqp+r/51f+ O3+O/4/X4XX5e/h7eR+8L94n75vPwefic/K5+R74Xvie+N74Hvle+Z753lkH 1oV1Yt1YR9aVdWbduQ+4L7hPuG+4j7ivuM+477gPuS+5T7lvuY+5r7nPue/h AC7gBG7gCK7gDO7gEC7hFG7hGK7hHO7ZB9gX2CfYN9hH2FfYZ9h32IfYl9in 2LfYx9jX2OfY99gH2RfZJ9k32UfZV9ln2XfZh9mX2afZt9nH2dfZ59n3eQ7w XOA5wXOD5wjPFZ4zPHd4DvFc4jnFc4vnGM81nnM893gO8lzkOclzk+coz1We szx3eQ7zXOY5zXOb5zjPdZ7zPPc5B3Au4JzAuYFzBOcKzhmcOziHcC7hnMK5 hXMM5xrOOZx7OAdxLuKcxLmJcxTnKs5ZnLs4h3Eu45zGuY1zHOc6znmc+zgH ci7knMi5kXMk50rOmZw7OYdyLuWcyrmVcyznWs65nHs5B3Mu5pzMuZlzNOdq ztmcuzmHcy7nnM65nXM853rO+Zz7mQOYC5gTmBuYI5grmDOYO5hDmEuYU5hb mGOYa5hzmHuYg5iLmJOYm5ijmKuYs5i7mMOYy5jTmNuY45jrmPOY+5gDmQuZ E5kbmSOZK5kzmTuZQ5lLmVOZW5ljmWuZc5l7mYOZi5mTmZuZo5mrmbOZu5nD mcuZ05nbmeOZ65nzmfvJAcgFyAnIDcgRyBXIGcgdyCHIJcgpyC3IMcg1yDnI PchByEXISchNyFHIVchZyF3IYchlyGnIbchxyHXIech9yIHIhciJyI3IkciV yJnIncihyKXIqcityLHItci5yL3IwcjFyMnIzcjRyNXI2cjdyOHI5cjpyO3I 8cj1yPnI/cgByQXJCckNyRHJFckZyR3JIcklySnJLckxyTXJOck9yUHJRclJ yU3JUclVyVnJXclhyWXJacltyXHJdcl5yX3JgcmFyYnJjcmRyZXJmcmdyaHJ pcmpya3Jscm1ybnJvcnBycXJycnNydHJ1cnZyd3J4cnlyenJ7cnxyfXJ+cn9 6QHoBegJ6A3oEegV6BnoHegh6CXoKegt6DHoNeg56D3oQehF6EnoTehR6FXo Wehd6GHoZehp6G3oceh16HnofeiB6IXoieiN6JHoleiZ6J3ooeil6Knoreix 6LXouei96MHoxejJ6M3o0ejV6Nno3ejh6OXo6ejt6PHo9ej56P3oAekF6Qnp DekR6RXpGekd6SHpJekp6S3pMek16TnpPelB6UXpSelN6VHpVelZ6V3pYell 6Wnpbelx6XXpeel96YHphemJ6Y3pkemV6Znpnemh6aXpqemt6bHptem56b3p wenF6cnpzenR6dXp2end6eHp5enp6e3p8en16fnp/fEA8ALwBPAG8AjwCvAM 8A7wEPAS8BTwFvAY8BrwHPAe8CDwIvAk8CbwKPAq8CzwLvAw8DLwNPA28Djw OvA88D7wQPBC8ETwRvBI8ErwTPBO8FDwUvBU8FbwWPBa8FzwXvBg8GLwZPBm 8GjwavBs8G7wcPBy8HTwdvB48HrwfPB+8IDwgvCE8IbwiPCK8IzwjvCQ8JLw lPCW8JjwmvCc8J7woPCi8KTwpvCo8KrwrPCu8LDwsvC08LbwuPC68LzwvvDA 8MLwxPDG8MjwyvDM8M7w0PDS8NTw1vDY8Nrw3PDe8ODw4vDk8Obw6PDq8Ozw 7vDw8PLw9PD28Pjw+vD88P7wAPEC8QTxBvEI8QrxDPEO8RDxEvEU8RbxGPEa 8RzxHvEg8SLxJPEm8SjxKvEs8S7xMPEy8TTxNvE48TrxPPE+8UDxQvFE8Ubx SPFK8UzxTvFQ8VLxVPFW8VjxWvFc8V7xYPFi8WTxZvFo8WrxbPFu8XDxcvF0 8XbxePF68XzxfvGA8YLxhPGG8YjxivGM8Y7xkPGS8ZTxlvGY8ZrxnPGe8aDx ovGk8abxqPGq8azxrvGw8bLxtPG28bjxuvG88b7xwPHC8cTxxvHI/4eP//XM 8c7x0PHS8dTx1vHY8drx3PHe8eDx4vHk8ebx6PHq8ezx7vHw8fLx9PH28fjx +vH88f75dwD8uwD+nQD/buC/2bygRg== "]]}, Annotation[#, "Charting`Private`Tag#3"]& ], TagBox[ {RGBColor[0.922526, 0.385626, 0.209179], PointSize[ 0.004583333333333334], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJxdmnl0Tmf3hpMzvyEkEpEgJOYgiIjGEHaEmElMMUVQSsxDUNRQ81xVLWIq Qk1paZrEPMQYQ4mG1hiqqqaYqe8jvsN6r/Vb6/f+Ues0nJz37Od6nr3v+w7s O7xDf8XFxeWg/Z8Pfyav+PBxSOSYyDk/mK7y/6+9f2x+a8JShxTvUnrWY/v6 q6yXVXp+5ZCT3belfWK5itvvG0ZEzHPIz88qeU61r2c+iN1VZqZDHjw7seak fe3y4TPVIW2Xnejp6XCViR9v6JAR0xNad7evX9l3yxrjkNQj2YM22NcjIz7c 0SGVf5W9D+3rhx9uN9ghZ6e/b1jXzVU++/hxyPCQyCdT7OtbE+wb9nHIscWR F7Pt654fH9Ahc7IbPvQq5CofHs8tziGzRg0P62Vfd7Bv9yDWIfuX+OzcbF+f PWN/2jhk3PrhCc/t6xYfb+iQYQt2SaPCrnLkw9dt4pDHP9bsPNe+/vh4EQ5x ve61Ote+/ni7cIcsS0jxDXB3ldCPH4fsexVwcrB9/eHbetdwyPEr2dsy7eug jw/okKX7846oRVwlxX6838vbPz+9wSPGvi778QU65H1q3JJVRZz18HNIlXkR Le8VcdbD276/tjysblFnPYo6xKvJ1rjpRZ31cHNIxt3Mn84XddZDd8hOf71R GQ9nPVwc8vyrS8oQD2c9/mPJluEjC3Z7OOvx0pKUpFIhlqezHk8sybpRcmUX T2c9HljSc1xGw42eznr8bUn6kjCfF57OetyyZJznzcpRxZz1uGZJ9b4FI5cU c9bjd0sOTbv84lYxZz1yLCmk7N0R4uWsxxlLuro+2vill7MeJyx5F7YnN8fL WY8sS/LvD40o5+2sx377eZRON0d5O+uxy/73r3ftP+LtrEeaJRPy7l30Lu6s x4+WfDWkTtBnxZ312GxJh/y/MzOLO+uxwZKynWKmOXyc9Vhjyd4ah+b08IEP S0r8POt0qg98WBKQ+aKVSwn4sO+/v4fZsQR8WJL9yN11Uwn4sGR/yV7hb0rA hyVnjqxNbeMLH/bPfSr3+d4XPizZ/rRFxxe+8GGJ553uM1r4wYf998PSXqzy gw9L7t3YnPLUDz4siVn6zdLokvBhSZOjp4+uLAkflvy6YmvY05LwYcnjgrl3 o0vBhyX71hy9sqoUfFiy6W560eel4MOSw+57ZrUsDR+WFHGvId+Xhg9LLmwb 3vB1afiw5PUX1ye284cPe738ealgoz98WHKy6L5j7/zhw5KEwvnnO5eBD0tq Zfwa8GMZ+LAk8uihdKMsfFgi2ZUXJ5SFD0uq1R24Y1dZ+LB/f8+7PsUC4MOS 2NGFjg4OgA9LenzbYNexAPgwZfLJvOdlA+HDlCYFvcdNCIQPU0JLBEVdDIQP U367sz6uVjn4MOW7kPrp88vBhykPd/foebccfJjSsd6YtlHl4cOUSQNfzllb Hj5M+cK1TdG35eHDlLdZ9252rQAfpnwzWgrSK8CHKR53sgZ4VYQPU/58/Zf/ yIrwYcriNaUCz1WED1NCbl0bGVwJPkzRbq31WFAJPkxxu3bt3f1K8GFKZi33 +q0qw4cpO/psO7alMnyYsswvdJ2jCnyY8qBG4NnEKvBhyr8/PG95qgp8mJJz IMi3WhB8mDL4TlT4giD4sH9f9pGtj4Lgw5Sr3aqPaF8VPkwZf9J17s6q8GGK 4+vsl17V4MOU5l+4ZY6tBh+m/JzS5uzlavBhSrmJfvUiqsOHKUmn//uf76vD hylND0/x0oPhw5RjD2tPTwyGD1M2NU9p9WswfJhSvH6/QaE14MOUS2u128tr wIcpw876phfUgA9TBn0bdqtfTfgw5UDbpwNO14QPU8Iv3m5ZuxZ8mOK9YtPs FbXgw5SU5NxA1xD4sH8+xs0vMQQ+TGn16d9Dc0Lgw5TbzazA+rXhw5RmWzxD N9SGD1OunN6YUjgUPkzplZI4dmwofJgS+4+65WYofBgys5h/ROs68GHIucSE 0Iw68GHIRXPcgsAw+DDE5aZny4Vh8GHI/ON5iW/C4MOQg+OWPO5fFz4MiV57 /cqFuvBhyLa8sdXlE/gw5P3l4ndSP4EPQ1aGJemlw+HDEL/NbRfNC4cPQz59 lzD1TTh8GPKu7OBrA+vBhyEDAkM2/FEPPgzZ12TsxRb14cOQQe9cknbXhw9D ggsnT6naAD4MCUgq/GZlA/gwpPiiirfcG8KHIQ6P9PCpDeHDkKs+C12eN4QP Q4JqTav3WQR8GJLYb/BflyPgw5DQyHJKu0bwYciJ29O+yWoEH4acVIes+KQx fBhSq+CAd2pj+DBk2s0Eo7zAhyF1k8KGrxD4MGRgq6AYj0j4MOTYicpbZ0fC hyFptQImv4+ED0NOp2tnxzWBD0PmTj217EkT+DAk5lBiXmIUfBiSmnk95XYU fBhyP7vCvfim8GHI0zmS+kdT+DBk7JGwZx2bwYchE74pvPtcM/gwxH/oeaVN NHwYcip48fmT0fBhP2+1XuWjm8OHIenNYt4eaQ4fhix8PqVnkxbwYciILm7N DreAD0PcW3lkSkv4MOTemIy0Qy3hw65/QsWGka3gw5BLE+bGZrWCD116i9fL qNbwoctvDV9XPt4aPnTpWGnYgxZt4EOXgCe/yJk28KGLd17hoJi28KHL92v2 bsxtCx+6xHYptKtbO/jQJfdgqz557eBDl3kRZ9f3bw8fuux4en/Sw/bwoYvH JZcXo2PgQ5dOuSOMtzHwocvzG+syZsTChy4H3VyMIh3gQ5dSW96+XNYBPnS5 1rfInHId4UOXvI4796d2hA9dOlcesLxeJ/jQ5VidTL/jneBDl5ura0R17Awf uhQd2tvnVmf4sO/3y52lw7vAhy6hO+IPFXSBD10G3h6avCgOPnRp1yirQtmu 8KGLZ2P3Pju6wocu5Xys2Cbd4EMX6/SoV7nd4EOXtn29Ow7sDh+6fKbtHfi2 O3zocrhiw3pf94APXe7+lHS8Uk/40OX3ai2L7e8JH7rMfbSxTKd4+NBlj0x5 9CAePnRxXZYzdUYv+NClXua6K/4J8GHXJ//t28wE+NBlaeSbex16w4cuHdan b8jvDR+6NCjfvfr8PvChS0RN31lV+sKHLm5ZVdOO94UPXfquv5Te/1P40KX0 mkGL9X7wYdfjZONmm/rBh/19M3dfat4fPuz1cjq6+f3+8GGvr6G9Vyz8DD50 2dlp/rmQAfChSeWLcQ8vDYAPTSIr9H32xUD40KT15g5/lU+ED01WNb9x9HQi fGiSuef4d0mD4EOToFtXepYZDB+ahPu99sseDB+aTEvWc5KGwIcmP/1WMCNw KHxo0vn0vfBzQ+FDkwozrj2eNAw+NPmu39vtwcPhQ5M66yePvjEcPuzn27E5 evEI+NBk7C/ng6JGwocmc/4TH/B6JHxo8n5UdvD2UfChSZOQNZ37joYPTeKf jF/plwQf9vOtclcvJMGHJvNv+i+ePwY+NEnaOz06eix8aHKjRHBVZRx8aFJo iH/jg+PgQ5M/eg2bO+lz+NCk3egY94jx8KHJ1T2Fzr0bDx/28y9y+e3gBPiw 32f7zf7TJ8KHJt1qfpfW/Av4sL+Py+cr3CfBh30/9xK5uZPgQ5PjBV0Hrp4M H5osPyg9BkyBD02Sxz3eWXsqfGhyZvbGke+nwocmWUuPrD37JXxo8ufK05Gr p8GHJmu9+8YPmw4fmnQq0/5fmQEfmgzcO8W3+Ez40OTzkubR+zPhQ5MW+WVd s2bBhyYtLwZfSp4NH5p8m3Og5Zg58KFJ+wsL+sbOhQ9NurafUrnmPPiw18O/ 29cWmQ8fmrz7PP7C4/nwoUn92EInLiyAD1UuH+8/M3MhfKiS8ahD8TWL4EOV qaeeTp71FXyocmbxqlMjFsOHas8r913iv4YPVX7O/aVq6yXwoYo1xju2wTfw oUrQ6sRJwUvhQxWldc/dgd/ChyohJ/KK+H4HH6rkXA6b47EMPlTpXP1ZzULL 4UOVNlffeVgr4EOVKQ1W1jWT4UOVQxcTt1sr4UOV+NWDJhdeBR+qRPbXdhdb DR+q1F9uJZZaAx/296u3a2WltfChihmS3avO9/ChSq/8wYearoMPVW4kxJ6L Ww8fqiS03Zk8dAN8qJLqG1t7Vgp8qDLt0bxN6zbChyrjEztbhzbBhypLjrVO vPUDfKiyd37GVX0LfKhy8fbSUcFb4UOVwzM2RXbdBh+qdIwbGz9rO3yoEn6l /9XMVPhQZV3c7pyHP8KHKu7vU+Iq7oAPVUa97j6zz074UKX91JJJ636GD1X6 1ZdGd9LgQ5VlaXHvq6fDhyqLO9XI/TwDPlS5mXP3yslM+LDrFe0d6r8bPlRZ G3jy3Zg98GF/X5+M+N/2woddv6atx4Xthw9Vmp45O2LVAfhQ5UiZyaOsQ/Bh f/+ovZvGH4YPVSaOrFr/SRZ8qHI97s8eQ47ChyphE5Mj8o/BhyJGxTyvsSfg Q5HZia18tGz4UOTAjawpy0/BhyLr0w4tCj0DH4psyV8x8+JZ+FDkTsalrZPP wYciy7YtalkzBz4UWTL6/M67F+BDkVGXvettzoUPRbq/PVB/5CX4UGRv3Dbf qD/gQ5GgLecalLkCH/bzuOV7q9fgQ5GYF/H+z67DhyJq0/zfH+TBhyJ+d27n PLkFH4qMifJLcf0LPhQ51i3qRZm/4UMR33t9xrb8Bz4Umdi4T/6X9+FDkQF3 XoRkP4QPRe59m1Y14DF8KOJlTv5j9lP4UORm3QadXF/AhyKFSr+6sPAVfCjS Z1Pilhpv4EORfXusmDv/hQ9FppiLB6QVwIf9Pk7VOJDsqjj5UORBp9jOqzXF yYci3ou8Bu43FScfiiw83G3UOzfFyYcizTO+DO9dRHHyoUjkgfnn/vFUnHwo Mj162sbk4oqTD0UeXTs2d7yf4uRDkdS8fb/M9VecfChS61XDX88FKk4+FHE9 ePNpTCXFyYf9vtMSdxSr9n9/8v/5e/w77sN9+T38Xp6D5+I5eW6+B9+L78n3 5j3wXnhPvDfeI++V98x7pw7UhTpRN+pIXakzdWcdsC5YJ6wb1hHrinXGumMd si5Zp6xb1jHrmnXOuocDuIATuIEjuIIzuINDuIRTuIVjuIZzuGcfYF9gn2Df YB9hX2GfYd9hH2JfYp9i32IfY19jn2PfYx9kX2SfZN9kH2VfZZ9l32UfZl9m n2bfZh9nX2efZ9/nHOBc4Jzg3OAc4VzhnOHc4RziXOKc4tziHONc45zj3OMc 5FzknOTc5BzlXOWc5dzlHOZc5pzm3OYc51znnOfcpw+gL6BPoG+gj6CvoM+g 76APoS+hT6FvoY+hr6HPoe+hD6Ivok+ib6KPoq+iz6Lvog+jL6NPo2+jj6Ov o8+j76MPpC+kT6RvpI+kr6TPpO+kD6UvpU+lb6WPpa+lz6XvpQ+mL6ZPpm+m j6avps+m76YPpy+nT6dvp4+nr6fPp+9nDmAuYE5gbmCOYK5gzmDuYA5hLmFO YW5hjmGuYc5h7mEOYi5iTmJuYo5irmLOYu5iDmMuY05jbmOOY65jzmPuYw5k LmROZG5kjmSuZM5k7mQOZS5lTmVuZY5lrmXOZe5lDmYuZk5mbmaOZq5mzmbu Zg5nLmdOZ25njmeuZ85n7kcHQBdAJ0A3QEdAV0BnQHdAh0CXQKdAt0DHQNdA 50D3QAdBF0EnQTdBR0FXQWdBd0GHQZdBp0G3QcdB10HnQfdBB0IXQidCN0JH QldCZ0J3QodCl0KnQrdCx0LXQudC90IHQxdDJ0M3Q0dDV0NnQ3dDh0OXQ6dD t0PHQ9dD50P3QwdEF0QnRDdER0RXRGdEd0SHRJdEp0S3RMdE10TnRPdEB0UX RSdFN0VHRVdFZ0V3RYdFl0WnRbdFx0XXRedF90UHRhdGJ0Y3RkdGV0ZnRndG h0aXRqdGt0bHRtdG50b3RgdHF0cnRzdHR0dXR2dHd0eHR5dHp0e3R8dH10fn R/fHB8AXwCfAN8BHwFfAZ8B3wIfAl8CnwLfAx8DXwOfA98AHwRfBJ8E3wUfB V8FnwXfBh8GXwafBt8HHwdfB58H3wQfCF8InwjfCR8JXwmfCd8KHwpfCp8K3 wsfC18LnwvfCB8MXwyfDN8NHw1fDZ8N3w4fDl8Onw7fDx8PXw+fD98MHxBfE J8Q3xEfEV8RnxHfEh8SXxKfEt8THxNfE58T3xAfFF8UnxTfFR8VXxWfFd8WH xZfFp8W3xcfF18XnxffFB8YXxifGN8ZHxlfGZ8Z3xofGl8anxrfGx8bXxufG 98YHxxfHJ8c3x0fHV8dnx3fHh8eXx6fHt8fHx9fH58f3JwdALoCcALkBcgTk CsgZkDsgh0AugZwCuQVyDOQayDmQeyAHQS6CnAS5CXIU5CrIWZC7IIdBLoOc BrkNchzkOsh5kPsgB0IuhJwIuRFyJORKyJmQOyGHQi6FnAq5FXIs5FrIuZB7 IQdDLoacDLkZcjTkasjZkLshh0Muh5wOuR1yPOR6yPmQ+yEHRC6InBC5IXJE 5IrIGZE7IodELomcErklckzkmsg5kXsiB0UuipwUuSlyVOSqyFmRuyKHRS6L nBa5LXJc5LrIeZH7IgdGLoycGLkxcmTkysiZkTsjh0YujZwauTVybOTayLmR eyMHRy6OnBy5OXJ05OrI2ZG7I4dHLo+cHrk9cnzk+sj5kfsjB0gukJwguUFy hOQKyRmSOySHSC6RnCK5RXKM5BrJOZJ7JAdJLpKcJLlJcpTkKv8HL2s1RA== "]]}, Annotation[#, "Charting`Private`Tag#4"]& ], TagBox[ {RGBColor[0.528488, 0.470624, 0.701351], PointSize[ 0.004583333333333334], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJxdmnd8jufbxj3PPR9i71IxK8SqGDHCGSRE5UXUntH8rBiJkUoaYsUetfkV FaMoVSuVVKxQoy0auzYNqjaJPd4b17fv5/M+f8jnEu7nvu/z+l7XcR7HVab3 kLD/uHPkyNHU+ePdz/8ufvfxyLiYCvF1Lrjk/48LbWx+NW6eRw6VDfxrtzOe lZ7t022WRzpe2/1jyEWX5DyzMipgqkeMB1WunXDGibfbppRK9EjtTYW+6nHJ JTnefcZ4pMk2/atbzvir9xf0iGvXtGvDL7vkiXO19BEeCd5Xb0uOKy6JDnh3 RY+MfvjtP9Od8Z13l4v0SPvNbaYXv+qSPu8/Hon4/vLC75zx1TjnguEeeXbg au5a11zS7f0NeuRy3bv39jrjd7eXs6NHmo9c3KDNXy4Jcy53u61H1rdNyLrk jI/87nxaeSTjsv9HgzNd0uL9BT1yZl74D6+d8b53j9vEI6EBCzbOuO6S97cX 4Hy/PqJUqRsueX85f49UHrn09UZn7Pf+45FzMza1kpsuefe0hap5xP+7Nl7H nXGl9zfoEX1OmYCIv12yyrm9M+U8MmrBoctPnLH3+xfokcfRd7Km3FL1KO6R qF61R338j6pHIY9Elw6N3fyPqkdej2x9eulW0G1Vj5weKZqy8Ni526oehkdm 76/gG3VH1SOHR+oUqffauKvq8cKWjoHjg5fcVfXItiU5brvld0/V44Etvy6Z GvjrPVWP27ZUqLo1K/y+qscNWzLDb5V5cV/V46otDSrePDzngarHBVuKVeh3 1/ehqscZW67trzTjl4eqHhm2NK97e13PR6oev9tSJW5QsxePVD0O2rKpx7Du 8x+reqTbEjprb3aNLFWPnbYUWFAqz5EsVY8UWx5fC1vTP1vVY6stctwn3Xyi 6rHRFt+tA3uueqLqsdaWoUfvJDR5quqx0pZPBsWWv/pU1WOZLTMuZ4aOeQYf zu8naK+9n8OHLQeOrq+55zl82HK+9U/3e72AD1uO7Hhdy/0SPmxJeNRDW/US PmzJNlO7Br+CD1sKN7/b6NYr+LBlQdPLP0x/DR+2eJ0dvq7GG/iwpbjfgpqn 3sCHLemXqraMewsftjw55PPQO4db8WFLpVYxPgec8Qc+nLG//XCgy634sCX/ +eOfFXK7FR+2DMh5pF6aM/7Ahy0xVR7siNDcig9b1gX6n8ituxUftoTcWzlm uzP+wIctTSfU+iXccCs+nPef+16Sl+lWfNjS//MzRVOc8Qc+bFn68HnFCMut +LClVrveJ/LZbsWHLZUPe5fY5Yw/8GGL9XWzHAM9bsWHLQUvXB//UU634sOW lMwSaw474w982FL+gSsyNpdb8eGMe/70RyUvt+LDltqpXf4854w/8GHJmZSC E6fndis+LCnWyXO2UR634sOSLy72+eOhM/7AhyVf/90lanVet+LDkqpjiqZ2 zudWfFhSwvv4+jz5VT0uWNIzfV/I/vyqHmcsafHUZ15cAVWPDEtO3gqc/mlB VY/fLek3LMzvVkFVj4OWHKu0YmpSIVWPdEsmDY6f26WwqsdOS3qPrtG6UBFV jxRLYsfm3320iKrHVkuivonJnFJU1WOjJYVe/bwnqJiqx1pLWj8IaO8uruqx 0pK4x71X7i6u6rHMEq+9szeM+kjVY7Elq/rUGdqwhKrHPEtGd9ib/bKEqscs S5rGrfFPK6nqMdV53uDeDUd9rOqRaInfkSHuxqVUPcZYku9k2HSXt6pHnCUZ N+ac3++t6jHCkqBBaQ8nl1b1iHKef0+vP0LLqHpEWnJOisQWLKvq0cd5voEj 7/5ZVtUj3JIRWRWrJ5WDD0vyn/21cf/y8GHJ1pFeZWpWgA9LOm1bevJlBfiw pNqbWt0OfAIfllQYOTN1dkX4sKRU7oH3uvvAhyUbp81/VbkSfFgyau/Z688q wYcl7RZ6NhysDB+W7KnqbrvQFz4siXmx4nTfKvBhSecbxxvVqwofljQcmDAt VzX4sCQ8ZcmuS9Xgw5KUQxXObakOH5ZcnVHyyqQa8GGJkXvq8e6fwoclw8aN 3lqrJnxYUi4xf6KXH3yYUsC3d8h1P/gwZXy1he7dteDDFL9Cl7csrg0fpsSF RXUbUQc+TImMneIKqwsfprzsGr2quj98mFKp/pfN89SDD1Oa33l05249+DCl Td6ghUfrw4cp0TXPtNjUAD5M+ckoqc9tCB+mPJky67eYAPhwxoHbk7o2gg9T /o4oOyWwMXyYUrXAgAk+Ah+mTJn46YJ8gfBhyo6wT/Y+D4QPU2bOzWFnNoEP U4b7jh90rCl8mPLD66+ydjSDD1Py++7/dl0QfJgysY0MXRQMH6Z8evDK4MnN 4cN5vhtJi2JbwIcpKc2nP4oMgQ9TgrySE3q2hA9TMss3avr5Z/BhyqZvOkjL VvBhyuvL9eMCQ+HDqUeh2ln1/gc+TAnuuXSzX2v4MKVWwLnkam3gw5SI0710 37bwYUqNDsnLfcLgw5Q+QZEzK7aDD1Oa3ayQUfFz+DCl0eJFAyu1hw9TttWe FFGlA3yYsjz2QFqNjvDhPP+ghrF1OsGHKcUzriwN6AwfpiRM21ktuAt8mNL/ 4/vV23SFD1PyFVu9ums3+HDuf2HZef26w4cpbffsehvTAz5Medbk+p2JPeHD lLpXi/Ra1As+TBn7/Fb39eHwYUrrIrlu7+4NH4YEjwvwOv0FfBjy2dWuB+5G wIchaUc7lbL6wIchj8Y0Ll62L3wY0mVorbRG/eDDkDb5Yry694cPQ54O6Z53 1AD4MCTC0/PXZZHwYUj92FxN0wfChyGVQ/Il3BwEH4aM2O0/Ic8Q+DDkSvLg TnWj4MOQ7iN3uHpHw4chW9e3mDhzKHwYsqxh+J20YfBhyPKOQ+vfHQ4fhngG eH3pHQMfhkyokrm23ZfwYcjq7SdOTxkJH4ZcX3HeSo+FD0NmVyvf9FUcfBhS LPbNLP94+DCk3Z7r2TGj4MOQFj+Oid8+Gj4MyZm6wvdFAnwY0mRsaK7GY+HD kFLttpSbOA4+DGm6xm/UsfHwYciU1D6lSyTCh/M+qxcu0n8ifBiy+WijvqmT 4MOQCiElPvaaAh+GzCtaMjB8KnwYsiPy3oWUafBhSPk6o14UmAEfhnRs8njl kJnwYUj7ATv/OjoLPgyZcW36/hqz4cOQ+d92bjt/DnwY8vZ0xPxXc+HDkOQl DZb0mQ8fhvRflhp9YgF8GLLhTa6yTRfBhyGD2m5LTV4MH4as2TEtyPcb+DCk jv+B4yuXwIch57Ung72XwYchSTXz+iz7Fj4MeRwV6VU6CT4MyXx0pPLqFfCh S7N5fedUXQUfurSucj4sdTV86OIu1iS+xRr40KX6mxre59fChy4Zf6S1iv4e PnSpmHdMkVwb4EOXya2Wz1z7A3zokj/HyYMhP8KHLuOT+p26twk+dPEpFvLb wi3wocuWMfquZtvgQ5exrU+lZyfDhy5FT629//12+NDlUuWKXSNS4UOXazN3 lCy7Az50mVV7aavMNPjQ5e2is9r6XfChy6vQzt1i9sCHLr37ZkUFp8OHLlWi h3UvsR8+dEdPL2+U/Qt86FK4YZuaJw/Chy4RPYZ1TDkMH877fu59NOk3+NDl UKsV278+Ah+6jDg8rU7iMfjQJXT4vsEJGfChS2LIwsSEE/ChS/CPR5MST8GH Ljlz7bo9+wx86DJyRtcZq/6ED+f3Ldtv2XkePpzn2ewz+eJF+HDef2KDRvoV +NBl8xdPjJrX4EOXnW+vFOibCR+63PTZ89+VN+BDl2W7k0/d/Bs+dCm2vfcb v9vwocuz5rnCJt+FD+f+Ru7Md/0+fDjvo3TcqJaP4MOp77xel1Ky4EOXhGIX 42s8hQ9nPnQ+t3rzc/jQxcv9ZF3DV/Chi2tDysWMN/Chy/R2GYujXZriQ5e0 +M8blNQ1xYcue/3fljtuaooPTdbXGf3zXI+m+NBkpJ06INxLU3xo8sneMt81 yKspPjQZntOTWbaApvjQpMjhJ0lFC2uKD02yu1oRHxXTFB+a3BwRmuxbQlN8 aNJyrL9Pq1Ka4kOTkv3fdogvoyk+NPnPtLyZaeU1xYcmW+IT4vL4aIoPTSLL JR6N9tUUH5qY0+8tvVlNU3xoUn3Dkk1RNTXFhyY9S7w9m7uOpvjQpPHcWVm7 62mKD01OHv/szqQATfHh3GdQleQ+gZriQ5OXC+e36R6kKT40ySi/7/eBIZri Q5Opmk/QglBN8aFJp+D918611RQfmoy7HXmhQQdVj0RNXj99FfNzF1WPMZrM bzbO6NRT1SNOk9Hb5FbhCFWPEc57+XPD7Ox+qh5RmmjxzeOfDfq/n/w9/47/ x3W4Lt/D93If3Bf3yX3zHDwXz8lz8x54L7wn3hvvkffKe+a9UwfqQp2oG3Wk rtSZujMPmBfME+YN84h5xTxj3jEPmZfMU+Yt85h5zTxn3sMBXMAJ3MARXMEZ 3MEhXMIp3MIxXMM53LMOsC6wTrBusI6wrrDOsO6wDrEusU6xbrGOsa6xzrHu sQ6yLrJOsm6yjrKuss6y7rIOsy6zTrNus46zrrPOs+6zD7AvsE+wb7CPsK+w z7DvsA+xL7FPsW+xj7Gvsc+x77EPsi+yT7Jvso+yr7LPsu+yD7Mvs0+zb7OP s6+zz7PvowPQBegEdAM6Al2BzkB3oEPQJegUdAs6Bl2DzkH3oIPQRegkdBM6 Cl2FzkJ3ocPQZeg0dBs6Dl2HzkP3oQPRhehEdCM6El2JzkR3okPRpehUdCs6 Fl2LzkX3ooPRxehkdDM6Gl2NzkZ3o8PR5eh0dDs6Hl2Pzkf30wfQF9An0DfQ R9BX0GfQd9CH0JfQp9C30MfQ19Dn0PfQB9EX0SfRN9FH0VfRZ9F30YfRl9Gn 0bfRx9HX0efR99EH0hfSJ9I30kfSV9Jn0nfSh9KX0qfSt9LH0tfS59L30gfT F9Mn0zfTR9NX02fTd9OH05fTp9O308fT19Pn0/fjA+AL4BPgG+Aj4CvgM+A7 4EPgS+BT4FvgY+Br4HPge+CD4Ivgk+Cb4KPgq+Cz4Lvgw+DL4NPg2+Dj4Ovg 8+D74APhC+ET4RvhI+Er4TPhO+FD4UvhU+Fb4WPha+Fz4Xvhg+GL4ZPhm+Gj 4avhs+G74cPhy+HT4dvh4+Hr4fPh++ED4gviE+Ib4iPiK+Iz4jviQ+JL4lP+ 61sqHxNfE58T3xMfFF8UnxTfFB8VXxWfFd8VHxZfFp8W3xYfF18XnxffFx8Y XxifGN8YHxlfGZ8Z3xkfGl8anxrfGh8bXxufG98bHxxfHJ8c3xwfHV8dnx3f HR8eXx6fHt8eHx9fH58f358cgFyAnIDcgByBXIGcgdyBHIJcgpyC3IIcg1yD nIPcgxyEXISchNyEHIVchZyF3IUchlyGnIbchhyHXIech9yHHIhciJyI3Igc iVyJnInciRyKXIqcityKHItci5yL3IscjFyMnIzcjByNXI2cjdyNHI5cjpyO 3I4cj1yPnI/cjxyQXJCckNyQHJFckZyR3JEcklySnPLf3FLlmOSa5JzknuSg 5KLkpOSm5KjkquSs5K7ksOSy5LTktuS45LrkvOS+5MDkwuTE5MbkyOTK5Mzk zuTQ5NLk1P/m1irHJtcm5yb3JgcnFycnJzcnRydXJ2cndyeHJ5cnpye3J8cn 1yfnJ/fnHADnAjgnwLkBzhFwroBzBpw74BwC5xI4p8C5Bc4xcK6Bcw6ce+Ac BOciOCfBuQnOUXCugnMWnLvgHAbnMv4Xlhk1nw== "]]}, Annotation[#, "Charting`Private`Tag#5"]& ], TagBox[ {RGBColor[0.772079, 0.431554, 0.102387], PointSize[ 0.004583333333333334], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJxdmXl4jlcaxiPfuwYNlZIYYklUbLEkdqmH2CJJiX1JjUSIpWMtRVBrLa2l JoIMtRNrqIoIgrSE2KqlyqTUXpIS1BZM5ktyfp3rmu8fV1revN+5z+88932f atGjug12dXFxOVjCxaXwz8SVhR9blvh2SCl46Sr//7PHro43Jsfb4nry7ck/ XrnK4oxnfpGLbQmMP5GUne8qbpc3jA5aYEvWnZe9zrx2lTk5Eanec2w5mJR3 8dAbV3Ep/Ey3pdPg0r673rpKXNEDbWkZ/k37tf9xlefOp2WMt6VvSIeW/yxw lTFBhU+0pYIZaMx1cUhu4eNG2LLUeLAlroRDhhR9bPku6Wq1Ma4OuTHZ+cAo W14HTRkf63BIZNEL2rLOI2TjAM0hha/n1tuWZvOOJPfSHdLN+bicCFt2lole 2cVwyNkzzk+YLTkR+6NDTId0KnqgLel1OpduZznku8Kv29YWR9bWxNa2Q4pe L8gWn33DSrVyc0jR45rZcuNmtZjmJR0SUPSxZVLmyA1NSzmk8Nt6+NviGfv4 dJPSDqlV9IK2rI3tcr3JOw7Z6Hy9yz62nK8ecL2pu0OqFC2gLftTQ882L+Mo 1sPLllXVw7e3Kuso1sPDlvc75E2Wdx3Ferg7v7/1NKh9OUexHm7O9Y/xfN7Z w1Gsh25L/zi/TRHvOYr1cLHl6fa8sL7lHcV65FvycEvwo6gKjmI9nlmyed6r hSM8HcV65Fky4c6j2hO8lB45lrR4YJ+cUVHpcdeSNiMbxC76m9LjhiVHS3Zz W1VJ6ZFtyb6mg/Zuq6z0uGxJ134DYtK8lR4XLLl8L7jK6SpKjzOWlJ9c8W52 VaVHpiWdHzxMe1RN6ZFhycYRF9c4fJQehy3pvvl2gqev0iPVEu+fWq/3r6H0 2GvJ15dLfd/+faXHLktcB036z0c1lR5Jlkwvmdb9Uz+lxwZL+n/sduKrWkqP ry1Z3m5n7521lR4rnb8vIdctq47SI96SH0943bxXV+mx2JKAIwuvG/5KjwWW 5Jbeqtesr/SYY8lj62KvTg2UHtMt2ZU37dLwhkqPyZaklKs+e1Ejpcd4S8Kf Bg3eG6D0GG3J/qH9464Ewoclw06XPOXSBD4secfzftdaTeHDkrGeCe91bwYf lvT6Mt1rWnP4sKRx9woDt7WAD0vyEwbkXG4JH873edE/3QiCD0siU3/7d5MP 4MO5frmZHYa2hg9LGm15XuJfAh+W5NSOLHO+DXxYsrbik0+0YPiwpMSOQ41a toMPS25fzQob1x4+nOu1usmJHR3gw5L4SjXW3+sIH871vnvilk8IfFhyunaf RVGd4cOS639W3bQ2FD4suRYzvs6NMPiw5NUf+3x9PoQPS6bEd4kf0gU+TDlQ 79DU7V3hw5TZ62befhwBH6b0rtf0TPPu8GFK3a1xzWb1gA9T3M8V1D3XEz5M mT5txs6KveHDlOQyZw8P7QMfpqxJPByV2hc+TGkrQavt/vDh/P+z2n8SGQkf ppjLrz/Y/RF8mDJ1j69u/h0+TAkf/EHmgIHwYcrLl0Map0bBhyljM+53LzcI Pkz5dbZPzdEx8GHK0R9m7j03GD5MuTJk3lv/WPgwZcPqTPurofBhyvJTd7P/ HAYfpnRPWhPXbwR8mLL73JEHxz6GD1Oue9WqX2ckfJiy3+fH8IRR8GFKUNqJ UMcY+HCufz8//7Fj4cOUMsn++TfHwYcpWWX99vUcDx+mbCo7OSZrAnyYUu3N utJtJsKHKceGN045MAk+nO9/8eagwDj4MOVd37GV9kyBD1PqRRy/U38afJhS 0+XK8d2fwYcpOb7HMwJmwIdzf2w/fDN1JnyYMsu3XF2ZDR+mhE4K2HRqDnyY UmP9th4958KHKRtjfNrcmgcfpuwqP3TMuAXwYUpa7KBc/Uv4MKV1g2oHEhfC hymfdzx/reFi+DAlYGB6zOkl8GHKlpzobrFL4cOUJVqvZD0ePpz6DOw1a/My +DDlH6EhP4cshw9DVm1qufvRCvgwpNnjaK8VifBhSF60d8XgVfBhyJ63L9Ly VsOHIc33b9LWrYEPQzptdnPpsQ4+DElr0SzF3gAfhjz7bFSDjI3wYUi54dUn Tt0MH4a87/8soWUSfBhScvORhDdb4cOQ9kcXzTi6HT6cP7/ZFDV3J3wYsuPp 9DYRyfBhSInHF+t474EPQwbGL63z8Bv4MGTf5/dCj30LH4aUaSUrlqfAh/N5 x0MqjUmFD0NCv316KzwNPgyZX3Ls63qH4MOQSx1ajyqbDh+GnBjtHfbyCHwY Miu88pqbx+DDEH1lwvgfvoMP58/9An89dhw+DIns/ORWSiZ8GHKkZ9UVyafg w5CD9QdbO07DhyG/lTgWvOMsfDi/T8CSvrvPw4chriGL+qZegA/n+tz5pfv3 P8GHIW+zn/S5eAk+DKk8NnPS75fhw5D8TTszXa7ChyFnkkf0qJwNH4akL23R 6INr8OFcj59PjRv0G3wYkjE4uO7Cm/BhiNvCLqMO3oYPQ96t6RXx8C58GDI3 N+JujfvwYcipR03aRefAhyGvg5dN3/AHfBgy5sK5PfcfwYchDftefxj4BD4M Gbc1qsucP+HDkNvaspyrz+HDkG3p0dmNX8GHLp6lY1omvIYPXWq993v1N2/h Q5e0Bvk7Y100xYcuGWOGvvzFVVN86LIkJsu7q64pPnTpU27eB2dNTfGhS1D4 jfFd3TTFhy5eAc9uXSmlKT50aVEqK2mYu6b40GXc4J53Cspqig9dvp4y++Aq D03xocv9/HYfSgVN8aGLh8uiYw+8NMWHLlnTh7VYVUlTfOjSIP/ttR5VNMWH LmumrPjZo7qm+NBlmvv+kGxfTfGhy4NR5aK319QUH7qcrbOr88zamuJDl+MV r9aPqqcpPnQpaNypdacGmuJDlyfnyyU1DdAUH7pMrHs+sX4TTfGhS+KkJSEN mmuKD11S/QruNW+lKT50mbUlantYa03xocvcT7dnDW2rKT50+WL9F9MWtVd6 jNCl//y4EumdlB5DdMm2zy1+Ear0iNJlwcv02JZdlB6Ruiz6feap+d2UHr11 Odmq94ubPZUeEbq4xy1t3LGv0iNMl3tXvs1KiVR6dNQluWBiQcOBSo+2utS9 f9v7wCClR5AueTn9JoTFKj2a6XIpc1vP3OFKjwBdog5Ud185Uunhr8uQqWtf dBur9PDT5Urg+iEVJyg9fHSJLt875dEkpYe3LpuvJAf/NFXp4aVLmcyRI4/P UHp46DK+Z9OVJ+YoPdyd+gWtrnV5vtLDTZeGuY3mvVio9NB1iQlcXtVvqdLD RZcd9WdGDUtQeuRrEljrwqGDiUqPZ5p0nfbVliprlB55mvj1cUtctgE+NPGs cdzdOwk+NHnnQPzcAzvgQ5PXbxNnDd0DH5q0qRI+v04KfGhyqPKEao6D8OF8 3uGmvzw6Ah+arEi3g558/78/+e/8Pf4dz+G5/B5+L+/Be/GevDffg+/F9+R7 sw6sC+vEurGOrCvrzLqjA7qgE7qhI7qiM7qzD9gX7BP2DfuIfcU+Y9+xD9mX 7FP2LfuYfc0+Z9/DAVzACdzAEVzBGdzBIVzCKdzCMVzDOdxzDnAucE5wbnCO cK5wznDucA5xLnFOcW5xjnGucc5x7nEOci5yTnJuco5yrnLOcu5yDnMuc05z bnOOc65zznPuMweYC8wJ5gZzhLnCnGHuMIeYS8wp5hZzjLnGnGPuMQeZi8xJ 5iZzlLnKnGXuMoeZy8xp5jZznLnOnGfu4wPwBfgEfAM+Al+Bz8B34EPwJfgU fAs+Bl+Dz8H34IPwRfgkfBM+Cl+Fz8J34cPwZfg0fBs+Dl+Hz8P34QPxhfhE fCM+El+Jz8R34kP/8qXKp+Jb8bH4WnwuvhcfjC/GJ+Ob8dH4anw2vhsfji/H p+Pb8fH4enw+vp8cQC4gJ/yVG1SOIFeQM8gd5BByCTmF3EKOIdeQc8g95CBy ETmJ3ESOIleRs8hd5DByGTmN3EaOI9eR88h95EByITmR3EiOJFeSM8md5FBy KTmV3EqOJdeSc8m95GByMTmZ3EyOJleTs8nd5HByOTmd3E6OJ9eT88n99AD0 AvQE9Ab0CPQK9Az0DvQQ9BL0FPQW9Bj0GvQc9B70IPQi9CT0JvQo9Cr0LPQu 9DD0MvQ09Db0OPQ69Dz0PvRA9EL0RPRG9Ej0SvRM9E70UPRS9FT0VvRY9Fr0 XPRe9GD0YvRk9Gb0aPRq9Gz0bvRw9HL0dPR29Hj0evR89H70gPSC9IT0hvSI 9Ir0jPSO9JD0kvSU9Jb0mPSa9Jz0nvSg9KL0pPSm9Kj0qvSs9K70sPSy9LT0 tvS49Lr0vPS+9MD0wvTE9Mb0yPTK9Mz0zvTQ9NL01PTW9Nj02vTc9N704PTi 9OT05vTo9Or07PTu9PD08vT09Pb0+PT69Pz0/twDcC/APQH3BtwjcK/APQP3 DtxDcC/BPQX3FtxjcK/BPQf3HtyDcC/yX30SBWk= "]]}, Annotation[#, "Charting`Private`Tag#6"]& ], TagBox[ {RGBColor[0.363898, 0.618501, 0.782349], PointSize[ 0.004583333333333334], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJxdmHlUVdcZxdHce865KKEaQhQVjdbZqAGj6BLcTkWJA+DcEq00UhCogEUt GERxHrE4QUFC0DohalBBxRFncYBGqQYFgrESaHDCKVr7YJ29ulbvP2/x1uPc c8/+ft+39/04cJb/jMZ2dna9GtnZ1X+mJNdfFtbZf3P44EwD//+3U7Z3RcwG Czkue72GhBlYd6auS8A6Cwcy88OLwg3Yl2RGeK60MKh5gHfgLANLqv3yXJdY 6JjZ/vqzCAN29Ve8hV8256gVUQZiGxa08DTsxAvXPxt4blvtTLSFUsd36Yej DUR61q9oYWwLL9N3roGa+uVCLTRp5Ne9ep6BoIbLQkagi/PyGAMVMbYFp1uY 0mvlpU7zDQQ0bNBC2KO0kRe+MlC/PftJFjYZ01NCFhjwty1X7WfBvrzmpMNC A1cLbdcoC1dHh5zIWWRgRMOCFhK+bZryu8UGCuofd4iF076tJ5lLDTRsz9PC P9fWvNq/zEDDch4WBnpVLJ26woB7w2Uh/n544/dXGah/WqeeFl6azpEnVxvo 2rBBCw5R4SVRaw1ss22vpIMFn/UtBnRJNNC24QAtuB0qTCtbr/VoaeFhiK9M TtJ6OFnIuxQbO36j1sPRwopij3fNNms97C2MPJ6wuWiL1sO0MG1S6MikFK2H nYU+U5u5TErVerxWuFW6+/02W7UedQrFq+J7/Jiu9XikMNa9dt6+DK1HtUKY Y/Cr2EytxwMFh36ROT7btR4VCob596xWO7QepQrXEnJ/+nmn1qNEofD7sNln d2s9ihS6n80clZql9ShUmP/cd/6cbK3HBYUPt8ercfu1HmcURjyb+OLTb7Ue xxVWz/nV2A8Oaj3yFLbvaez84pDWI0ehclGq/91crUe2wobyoCbnj2g9dirs 62R6Hzim9chUKD31WdP041qPrQpPcoqnrztJPhSe9S4es+g0+VDI7e59Z24B +VBA3fQmEefIh8Lz2xFVMy+QD4WCgvLY4EvkQ2Fouefl4CvkQ6HV531KQ6+S D9vz5SceibxOPhSiBg6eGVNEPhRO3Z7wfMk/yIdCWlCjoA03yYfCoP4pp7eX kA+FXY9Tmh29TT4UZg/LnFr0PflQyL4870D1XfKh0LJEfmCVkw+F875fru76 A/mw1UfS5U6j75MPhevjv66e/YB8KOxfH30/7SH5sJ1/nNnqyk/kQyE0vl/y LzXkQ+HHbu1CetWSD4W5wxtvDHpMPhScSsZ2znhKPhQueuzpVlZHPhSCej3c 1e4l+VBY2NRh/4zX5EPhyq1xI7LfkA+Fj2O6x73+D/lQCH/n8YVPI1PzIbGq cPLjtPdMzYfEnJr039SZpuZD4u60L0J8lan5kAib0ypon72p+ZCo6Z0xsrmD qfmQWJD1tN1fHE3Nh0SPzZNeVTYzNR8SdXv9y/2dTM2HxI5heyvPOZuaD4mj JbObebY0NR8S/jtfzs1rZWo+JK4E3uzo4WpqPiQqrtd0zW9naj4kbiSGJQ3r YGo+JFIeXIss6mhqPiR2LS79LrCLqfmQcJ2VXfiym6n5kPj3/X0hSZ+Ymg+J X0/8Ot+tt6n5kAgP2njrlpup+ZBwe/Pm4oLPTM2HxNyA9O2feJiaD4n8cRlx 5QNMzYeEQ9jSoC2epuZDIq63e8QEaD1iJDzjarM/Gqr1iJaYXxnct2y41iNC YnjTQy5ZI7QeoRIJnuMj4j7XegRJ+NxzHzVxjNZjusRmxwMF7n5ajwCJdP+/ 1TiP13pMkrjg2e/uu4laDz+JaRic9fMUrccom37RjyIqA7Qe3hLFCa+G3Jum 9Rgi4bJ+/YCyQK2Hp4STV2TEgxlaDw8Jx8Mlb58Gaz3cJYZeWfNGhmk9etrO t33V0vaztB5dbPcLvZ47NErr0UHi/u4ju0OjtR6uEmZibmzKPK1HS4nRJVHe N2K1Hk4S5/Ldujss0Ho4SjSPKRvmt0jrYS8xucjMSV2i9TAl+my7s6F2udbD TmLAJi97n9XkQ2Dy0dPuWevIh8AffXa4OSeRD4EOwVVdlm8iHwLHHwzs3ziF fAjI1h8uW5xGPgTG5O3o65hBPmy/z3wU9s028iHQufzQWK+d5EOgNnyVWbmH fAicdys5lLiPfAgcLf9uuXcO+RDoWZq8Q+aSD9v927YcWHSUfAhEfdQ5ctsJ 8iEQEf9V1MIz5ENgotvJsODz5EPApyp2zZTL5EOg4J37exOukQ+BRy4Bb39b TD4EKs//Piv0FvkQmGK3e/CyO+RD4OKurbV775EPgYSqHVVlP5APgbV/6vNl m3+RD4HS5GMbgqrJh0DyilMHjtWSDwE34+aT1s/Ih21/SE1c+ZJ8COSuvHrW eEs+BKae6Ht5VSOh+RAISD1R2lYIzYdt/4+D+p+2F5oPgfKkMa4RjkLzITCo e87lHk5C8yFw8MaTuBcthOZDYMucNfNvtBGaD4GNbTuJvPZC8yHQriJhWnZn ofkQeLb/r1dzegjNh0Cjt3/YdPHT/33ye/6O/8d1uC7vw/tyH9wX98l98zn4 XHxOPjfPgefCc+K58Rx5rjxnnjt1oC7UibpRR+pKnak764B1wTph3bCOWFes M9Yd65B1yTpl3bKOWdesc9Y9OSAX5ITckCNyRc7IHTkkl+SU3JJjck3OyT37 APsC+wT7BvsI+wr7DPsO+xD7EvsU+xb7GPsa+xz7Hvsg+yL7JPsm+yj7Kvss +y77MPsy+zT7Nvs4+zr7PPs+5wDnAucE5wbnCOcK5wznDucQ5xLnFOcW5xjn Gucc5x7nIOci5yTnJuco5yrnLOcu5zDnMuc05zbnOOc65zznPn0AfQF9An0D fQR9BX0GfQd9CH0JfQp9C30MfQ19Dn0PfRB9EX0SfRN9FH0VfRZ9F30YfRl9 Gn0bfRx9HX0efR99IH0hfSJ9I30kfSV9Jn0nfSh9KX0qfSt9LH0tfS59L30w fTF9Mn0zfTR9NX02fTd9OH05fTp9O308fT19Pn0/cwBzAXMCcwNzBHMFcwZz B3MIcwlzCnMLcwxzDXMOcw9zEHMRcxJzE3MUcxVzFnMXcxhzGXMacxtzHHMd cx5zH3MgcyFzInMjcyRzJXMmcydzKHMpcypzK3Mscy1zLnMvczBzMXMyczNz NHM1czZzN3M4czlzOnM7czxzPXM+cz/fA/C9AN8T8L0B3yPwvcJ/AR8VskE= "]]}, Annotation[#, "Charting`Private`Tag#7"]& ], TagBox[ {RGBColor[1, 0.75, 0], PointSize[0.004583333333333334], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJxdlQtM1WUYxtGt//d9OC+hpoKXiEgk0SmBGpKPpsASA9TEHKaYosMLOEci l7yklZfCGylE0EA2RId5B5XSwybiEAGt0xItNEUDSjIldWqHs/eprf/Gzg5w 3vN+3+/9Pa/nvISpCzq7uLh85fjpeM3O6ngMIvc2+e8LtfD/971KQhtTdhp8 mhtSM/EtCxm2+z4xGQaLfjEPG8MtuNoLEoM3GcRFnSpfF2FhQ3NU6cANBvfc ur4yeKoFl45njUG2T23QxekWUp0FDdTAZzo12sIDRzVbksHDA2W7fGdZWB7c UdEgIDnkz6sxFlo6yi02WJvT0ytzjoU452NQsOb4a5HzLDSmOArGGqxObRvR fYGFGGeDjv4zir3rF1roaM812qCL9wP3rHgLUx3lmqMMfj/vNmD+UgsXqh1P uEHYg/hR/okWwpwFDdLPZSZZKyxUdBx3gsE0e/SNq0kWnO0FG6z/u2BLWbIF Z7nRBnt75KRnpVrwdz4GSTe32dI/tNBx2l7DDN6+pxbFrbUwxNmgwaSQQynT 1lvY42jP7mWwcsZKNekTC4OcF2hQ1ZToEbRJePQz6N/aUhHwmfDoZXBl2bJu AVuFR3eDTkkleswO4eFqsOGvnNPjvxAezxkMOx07MSJLeLgYXEybnR+bIzwe abTt9r2TnCc87mtcCM0dnJkvPO5qfLO6asmxQuHRrLHv8cPKhiLhcUtjF06G 6f3Co1EjutD+dPQB4dGgMeO9dx8tOyQ87BqBWzZPLj4qPOo0vpzyuHNzqfCo 1uhyOXnEiFPCo9LRT2rf22nfCQ+bRtkt/9E1NuFRrnG932J/77PCo1TDyi1s XlslPA5rFOf3XPFrtfAo0aj1Gt4QXis8ijQ83MrHnLwkPAo0ZqXX5A63C49c jZAzZwYW/0Q/NOYeefOC7zX6oXHqx8hvDzbSD42izwOtcTfph0Zr2M6y+tv0 Q2OHLaZ1SQv90GgPsB/repd+ON7v/PrVo/foh8YLtv2x77fTD42o86EJfR/T D420QX0WX35KPzRu1bsv2dVZiR8a3WtLNsZaSvzQGNpny5WRrkr80Ahqr1rV pZsSPzTiQ39Oa35eiR8aH+UVPKnvrcQPDa+MyN62fkr80Ii7tO5q6QAlfjh4 bQpKPO6pxA+NJ3GNTeXeSvzQeLlh/JzqIUr80Mibsr3tup8SPzR2j1p+otNI JX5oRL7T9L1PoBI/HPwrFs2d+boSPzR6vvjDB1vfUOKHxqj89MC6CUr80Bg7 sn+5e6gSPzQ8V13zWTpZiR8afi2xu89FKPHDwa/+qK/fdCV+KOyfFPMse6YS PxSKh0wOdJutxA+F+Z6tf2yPVeKHgkp5acqAOCV+KHj0mJBwMF54NCoYP/fk iATh0aBwI6ZtY/sK4WFXGD/2k8q9ycKjzvH34N7T49KFR7XC3YUR0/zWCY9K hW16wZ2nHwsPm8LZ2E5BVzYLj3KFceHhS21bhUepgnfdb4VHMoXHYcf5Tjxz PZQtPEoUZnkMrTiRJzyKHPdSnXG/Zs9/r/w9/4+fYx3W5ffwe9kH+2Kf7Jvn 4Ll4Tp6b98B74T3x3niPvFfeM++dHMiFnMiNHMmVnMmdc8C54JxwbjhHnCvO GeeOc8i55JxybjnHnGvOOeeeHtALekJv6BG9omf0jh7SS3pKb+kxvabn9J45 wFxgTjA3mCPMFeYMc4c5xFxiTjG3mGPMNeYcc485yFxkTv6bm5KjzFXmLHOX OcxcZk4zt5njzHXmPHOfe4B7gXuCe4N7hHuFe4Z7h3uIe4l7inuLe4x7jXuO e497kHuRe5J78x/wSPRS "]]}, Annotation[#, "Charting`Private`Tag#8"]& ]}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{}, {}, Annotation[{ Hue[0.67, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[{{3.1, 2.}, {2., 2.}, {2., 3.1}}]}, "Charting`Private`Tag#1"], Annotation[{ Hue[0.9060679774997897, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[CompressedData[" 1:eJxdm3d8jXf7x8+4z33OCY29OSt7LwkhuISIPYJYKY3StFYoaraIaD1GgxJV I4jajS1qjxq1Q9rQR1GbSKkRNcLvpnk/fb1++cfr7vM4Tu7v/f7e3+v6vC9n 39SE/gadTjfOqNO9/fO7BW9/rBJ1Oz/rTG2d/P/ryjnxf4yda5Xln1coX6Bd Zxx86puUYZXAfjvSL2vXbgXZQxtNs8pE99MlN7XrKYWddtimWOV2ceK4Iu1a 9/ZnolW6LulW8kS7HvfuA63y2Yz8ya+062Lt0w6OtMqeDufclTo6Gdbo7Sda ZfDnXZeU0a7vv/24gVbZsKlveCXt+qN3P1bJzHh9vKZ2/cdY7QOTrVLvQNDH Lu066d0XtErOsydWf+367ddz62aVyMLuG8O06wTt4wo7WcW/V+9e0dr1qZPa T1ureLm7lWmqXbd894FWMZz7YF9L7frQ21831iqPx6WM7qhdv/t6jawy844r qrt2/e7j6lul4OX8v/to1xHvfqzy/rIT+1K067e/beVgqzQ4eXB6qnbt9+4L avdvVFrSKO16hfb1CjyssmJFufAJ2rX93Q20yvneqWW/qlO6HjWssjt3ZeHX dUrXo7JV4n7eeSazTul6lLNKi20bdyypU7oeblZZ+P3MlSvrlK6HSVvPk4kL cuqUrofOKgEfVpi9vU7perywyLH1B2furVO6Hk8tkv04NeMI6/HQImun2TJP sx6FFok+dX7Zr6zHLYv42edtvsx6/GGRa/dTjt1iPS5ZZOi6Ttf/ZD0KLPLN hW7GZ6xHnkXOvZjg+4b1OGmR2cvOJJhtpetx1CL2/m3TytlK1+OgRc7eerm9 mq10PfZYxJp3/aHdVroeOyzSq8Aa6msrXY8tFpmzffiIUFvpeuRY5GRdn731 baXrsdoi053+7zW1la5HtkVOd01LbmUrXY8lFnFujdzVyQYfFtnm27pmTxt8 WGTEmsNf9LXBh0VqROXcGWCDD4vEXrB2H26DD+3fy758cpwNPiyydFt4fLoN PiySGFX26AwbfFhkX7dhbefZ4MMi8YkfFyy2wYdFfhr9LGWlDT4sMre81+sc G3xYZNOYZwtybfBhkeM1Rzbcb4MPiyT1X3HtmA0+tP/9l+kZeTb4sMiYx2Gx v7Ee8Ra53nHxi2usR6xFcqfn7yhkPRpZ5EHby+OfsB71LXK/5YEWJaxHhEVm NUmvqtrhwyLdXwXdd7fDh0VGJx4+Ws0OHxYpDu20xmGHD4scHnthlp8dPixy I7jvF+F2+LDIqC5PhzW0w4f2fV9/O7C5HT4s8le7LgPb2eFD+/uDg4cl2uHD IgvnB3/exw4fZskpn5TxsR0+zPJ1wN5Vw+zwYZZl8UlHxtrhwyx98xoVTrbD h1kmxw6oOtMOH2axuu7GZ9rhwyypysEJWXb4MMuR6a/2rLbDh1kKUpYaNtvh wyyxidva7bLDh1myXc2yfrLDh1k2ruz07JQdPszy4fE7XQvs8GGWyunld121 w4dZVlw4632P9cgxy5L/hi14zHqsNkvPDQ0rlrAe2WbxmlI8W3XAh1k+Wjyg enkHfJhlf/zS72s44MMsja9nRXs44MMsIy8Pyw90wId2f3Ntn0U54MMs7iU5 NnHAh1l2tQ043coBH2axdF2U3tkBH2bJyneLfd8BH2ZZ9d0ENcUBH2Z59KXx 3FAHfJjFe1rWirEO+DDL3e+Tvkh3wIdZyhY16/O1Az7MsnNy7/hvHfCh3e+s bVHLHfBhFv+pCUHrHfBhlszMxgHbHfBhlpioyaH7HfBhls03/Bodd8CHWd6E xXTKd8CHWU7tPzTosgM+zDK3xfGMOw740J6H6T12PnLAh1naDBp3/xXrYTNL lYJob7MTPszy9PSSlApO+NCexwFbN9ZywodZeuen672d8KGtZ5uaPUOd8KHd P9eEnQ2c8KHd/0N7XHFO+FBl3uqrczo44UOVlf0fufV0wocqK5aVTOvnhA9V ptd4r1KqEz5UCVwakD3GCR+q9LX1a5juhA9VEr858N+vnfChSm7lDukLnPCh iu5MtcgVTvhQZaPJ588cJ3yo8k2lqRt+dMKHKq8HtBjzkxM+VKmYObjNGSd8 qKLUs3r/5oQPVZIsXtabTvhQpfHvJ588cMKHKpuWlb37wgkfqlzv+fCmyQUf qnzmk15Y3gUfqhxukv+8lgs+VIkovl/exwUfqozM/S003AUfqlxyW9ujkQs+ VFk7J2V6Sxd8qNK9rONIZxd8qPKg41VrHxd8qNK567bEAS74UGWh//r1I13w oUrv13llJrngQ5UKteqOmOGCD1W63rlyc74LPrTrwmsfZLvgQ5WaR1vfzHHB hyp3Y7yG73TBhyqLAye6HXHBhyrmeZ+sy3PBhyot5j7o+rsLPlQJ+djhdtcF H6qsHuJ27IkLPlQp5707Q+cBH6osCmqeXNYDPlQ5FrcpproHfKiyvWNFl6cH fKjyXcJnFUI94EMVz0/vu8V4wId2//6e7N7SAz5UKezctnYXD/hQJa9S17of eMCHKnOLfkgc5AEfqpzf+dHk0R7wYZL2YzN2pnvAh0mSO9Z/NcsDPkwy5qth LRd7wIdJ5sxqk7XGAz5MsslYoNvuAR8m+Xip5+CDHvBhks7t426c9oAPkyyu 0/qj/3rAh0m+jG/++LYHfJjkXnDc9Cce8GGSnz/oHaz3hA+TXJy77NJ7nvBh knI5jsyanvBhkvBdRT19POHDJKnPagbU9YQPkxQd36k29YQPk3xy4kpRO0/4 MMnJ3Yuu9vSED5Ocmq1cSfGED5PMGuR/d4QnfJgkPsv5ZpInfJjk0voSR4Yn fJhkfqtz7Rd5wodJjvbaMnWNJ3xo9/fV1tPbPeHDJPbRhY6fPOHDJB07DJyQ 5wkfJhlVr9W9y57woa1Hre+S73vCh0ke1h5+87knfJik+Ju7I81e8GGSy+Ur VariBR8mmZpk2uPygg+TNBnz6/BQL/gwSUb2onqNveDDJFU6D7G09YIPkyQ1 7Hurhxd8mGRL24y8FC/4MEmFbWWPj/SCD5O8uPrXmcle8GGSvuMTr8/2gg+T ZA1PUJZ6wYdJej4pCc/xgg+TTBwyLHW3F3yYpOm8wz8e94IPk5T9oFLFi17w od3/MiNG3/aCD5P8UVNf9NQLPrT1656fqnjDh3Y/fzXrK3nDhyIVH21b6vSG D0V2d3rePtQbPhRpe+d+mSbe8KHI4KfrCtp5w4ciRWrC5iRv+FCk8PmLhQO9 4UORGq8Ozh3rDR+K/D3jyKL/eMOHIh4TXFu/9YYPRRY+f/zbKm/4UMQ2pnuF XG/4UGRS3uBuR7zhQ5FqIQk//OINH4pUre5Z6aY3fCjy3hDDf554w4ciSall yyk+8KHI1h3J31fygQ9FlrdwtfXwgQ9FXKOGGCN84EORumVSTsT6wIci6b5B KxJ84EORCr2uzezrAx+K3MhcPfVTH/hQ5Gz08rlpPvChfd57jzbN8YEPRfLi d11d7gMfiqzIcDq3+MCHIidfthx+yAc+FBlTNbHgvA98aPf/8uB2N3zgQ5GR J7b98sQHPhSZfaLzUJMvfCjyptWQOlV94UP7+8GBv3v7wociAde2bqjnCx+K jG8XOq+lL3wo8uvlIzN7+MKHIj9PW7ZggC98KHL/9N0d43zhQ5HErT8XzvCF D0W8zg0MX+ILH4rU7vhyxgZf+FCk1d3sl/t94UORnX/O/uKcL3wo0r71oyo3 fOFDkS8nPTrw1Bc+FBm1Y3+a2Q8+FDm8dXr3Gn7woa3/1bRmAX7woUib9r82 a+QHH0aZtnN7jw5+8GGUHbO6Tkn2gw+jHCi6cWS4H3wYZW32fNuXfvBhFM9G y2Z86wcfRvHWR1VY5wcfRvmheNr6PX7wYZSMO7/0PusHH0b58JN2vtf94MMo Mwp8rcV+8GGUzslL9VZ/+DCKn7WoQm1/+DBKyZqWDUL84cMom18WjY31hw+j bJpfPb+rP3wYZVmJ0uITf/gwSuS3D8+O94cPo/gcrDFylj98GKXtiX3hK/zh wygnS1xuO/zhw6jV2+kvT/jDh1FWlfExX/WHD+3zZrULeuIPH0bJXxgzxBIA H0aJ2hh9vHYAfBjl0MDpTcMC4MModWeNyY8LgA+juFvbTe4ZAB9Gef9Rh/ap AfBhlPlZpyLTA+DDKAeXV2ywIAA+jLL3/KBeOQHwYZQL3QK+OxQAH9rvs2ZJ 8YUA+DDKhKXVh/0ZAB9GOTbmvlUJhA+jpFwdcqBGIHwYxVr8dH5IIHwYxS3p 4sy4QPgwyomYT7N7BcKHUZp3rXVxWCB8GOXe69CQqYHwYZS70RVWLgmED6NW z9VqvC0QPrTf7+amZycC4cMoZZ5Hnb8WCB9G6fe8XN7zQPgwypxT2X+VD4IP o6yL7xXpGwQfRrkUtmxRkyD4MMiyXtd8ugXBh0EGr5pZMCQIPgxyrnrl9V8G wYdBql2/8/2SIPgwSO/Rkw5vD4IPg8Qt6FrmTBB8GMTe/8qo20HwYZDtAxaW 0QXDh0FyfrQcrR4MHwaZ/GT12rBg+DBI2Ie63NbB8GGQr9XM+x8Gw4dB2q9/ 3ObzYPgwyG/Glb9kBsOHQS5siZm2MRg+DLJgaOsBx4PhwyCdKvX/7EYwfBhE NntteB0MHwbZ/6NvlRoh8GGQbqr7mogQ+DDImTejB7YPgQ+D9NhW/v1PQuDD IJdfTPgiPQQ+DDLuq5Fns0LgwyCRVVZ03hUCHwYpk3bQUhACH9rnPZr+8FEI fBgk98m+MuVC4cMgSatcvQJC4cMgVa6MvxIfCh8GedJh0YJ+ofBhkH25nadN CoUPgzR1G7d5SSh8GGRu1oOKu0PhQ/u+/eauvxgKHwYpLpsw8VkofBjE1apa RpUw+DBIxqsLFyPC4MMgvqPnJCeEwYdBbmyP8xkWBh8Gabv4ZcCsMPgwiHfM T0M3hMGHQRKq5hafDoMPg3gOeLz3zzD4MEjyF0uPu4fDh/Z9HhfVDAmHD239 q1be1CEcPgyyuUmXr4eGw4f2/Pk93zI7HD4MsqpHN48t4fChlxVTTv2eHw4f erlkOHyjOBw+9LIuenN0jQj40IvVUeVywwj40Mu5nWPO946AD70MXjm6VloE fOilw6rc3O8j4EMvt2Lvrfk5Aj70Mif53OOiCPjQS7sXMr9iXfjQy/ZjVTPr 1YUPvSS4xz1KqgsfernQ5/QPaXXhQy+pE44eX10XPvRS1Lx7mzN14UMvgfN2 hxXXhQ+9bPwkbmKdSPjQy193e0THRcKHXnbPH91ncCR86KXzrPpP50XCh17U G61L9kbCh15i1PFj70TCh16qd9+WWjEKPvRS6+zrKzFR8KGXjw5MPJ0SBR96 mXl4SuNvouBDL3JyfMS+KPjQS3KXlxsLo+BDL6vO7dtZvR586KVR661dWtSD D72k1f4rbUQ9+NDL9Cr7W2XXgw+95O/K+uFcPfjQS9t7LbYY6sOHtl67V/eJ qA8fejl/4e/cfvXhQy+3a248kFkfPvTyInd22s/14UN7Pi5t1JXUhw+9VPn9 s9iwaPjQy2PD2vYfRcOHdj8rjwxcFA0ferm4PPX6uWj40Eu/lqvGuTWAD71U u7mmJLYBfGjPj/vsT8c3gA+9NDvvfmN7A/jQi0/Z8UmPGsCH9nwMuXMruCF8 6GXMxsCMQQ3hQ/te6pvkdQ3hQyfWQW6DCxvCh07q+1r3BcbAh06e1b6ekhoD Hzoxf3d29JYY+NCJY0qa8jwGPnSy7FpHuzSCD53kqcOuTG0EHzo5YIl8/3wj +NCJfkziFntj+ND+vN3+zeDG8KGT5aMOJO9tDB/affrx+evyTeBDJ5caTHnT vwl86ETcH8za0wQ+dPL4/spb1QQ+dHJY72w4UuBDu06QvF8EPnQSd8WzOLop fOikjvck4/Km8KGTew/X9nWPhQ+dTBu/ddaEWPjQyYjlRs/iWPjQyeln9vxP m8GHTsrduZFe3Aw+dNL8QZVuac3hQydfvbhyoFocfOikS/6TXTvi4EMnt8se 0n/cAj607+3clekXDx866T5o6EljS/jQSZQyeb2+FXxo32tJx3INWsOHTp5H 9I9/0ObfP/nv/P/4e3wOn8u/w7/L9+B78T353vwe/F78nvze3AfuC/eJ+8Z9 5L5yn7nvrAPrwjqxbqwj68o6s+48B/97LkqfE54bniOeK54znjueQ55LnlOe W55jnmuec557OIALOIEbOIIrOIM7OIRLOIVbOIZrOId79gH2BfYJ9g32EfYV 9hn2HfYh9iX2KfYt9jH2NfY59j32QfZF9kn2TfZR9lX2WfZd9mH2ZfZp9m32 cfZ19nn2fd4DvBd4T/De4D3Ce4X3DO8d3kO8l3hP8d7iPcZ7jfcc7z3eg7wX eU/y3uQ9ynuV9yzvXd7DvJd5T/Pe5j3Oe533PO99zgGcCzgncG7gHMG5gnMG 5w7OIZxLOKdwbuEcw7mGcw7nHs5BnIs4J3Fu4hzFuYpzFucuzmGcyzincW7j HMe5jnMe5z7OgZwLOSdybuQcybmScybnTs6hnEs5p3Ju5RzLuZZzLudezsGc izknc27mHM25mnM2527O4ZzLOadzbuccz7mecz7nfuoA6gLqBOoG6gjqCuoM 6g7qEOoS6hTqFuoY6hrqHOoe6iDqIuok6ibqKOoq6izqLuow6jLqNOo26jjq Ouo86j7qQOpC6kTqRupI6krqTOpO6lDqUupU6lbqWOpa6lzqXupg6mLqZOpm 6mjqaups6m7qcOpy6nTqdup46nrqfOp++gD0BegT0Degj0BfgT4DfQf6EPQl 6FPQt6CPQV+DPgd9D/og9EXok9A3oY9CX4U+C30X+jD0ZejT0Lehj0Nfhz4P fR/6QPSF6BPRN6KPRF+JPhN9J/pQ9KXoU9G3oo9FX4s+F30v+mD0xeiT0Tej j0ZfjT4bfTf6cPTl6NPRt6OPR1+PPh99P/qA9AXpE9I3pI9IX5E+I31H+pD0 JelT0rekj0lfkz4nfU/6oPRF6ZPSN6WPSl+VPit9V/qw9GXp09K3pY9LX5c+ L31f+sD0hekT0zemj0xfmT4zfWf60PSl6VPTt6aPTV+bPjd9b/rg9MXpk9M3 p49OX50+O313+vD05enT07enj09fnz4/fX9yAHIBcgJyA3IEcgVyBnIHcghy CXIKcgtyDHINcg5yD3IQchFyEnITchRyFXIWchdyGHIZchpyG3Icch1yHnIf ciByIXIiciNyJHIlciZyJ3IocilyKnIrcixyLXIuci9yMHIxcjJyM3I0cjVy NnI3cjhyOXI6cjtyPHI9cj5yP3JAckFyQnJDckRyRXJGckdySHJJckpyS3JM ck1yTnJPclByUXJSclNyVHJVclZyV3JYcllyWnJbclxyXXJecl9yYHJhcmJy Y3JkcmVyZnJncmhyaXJqcmtybHJtcm5yb3JwcnFycnJzcnRydXJ2cndyeHJ5 cnpye3J8cn1yfnJ/PAC8ADwBvAE8ArwCPAO8AzwEvAQ8BbwFPAa8BjwHvAc8 CLwIPAm8CTwKvAo8C7wLPAy8DDwNvA08DrwOPA+8DzwQvBA8EbwRPBK8EjwT vBM8FLwUPBW8FTwWvBY8F7wXPBi8GDwZvBk8GrwaPBu8GzwcvBw8HbwdPB68 HjwfvB88ILwgPCG8ITwivCI8I7wjPCS8JDwlvCU8JrwmPCe8JzwovCg8Kbwp PCq8KjwrvCs8LLwsPC28LTyu/3ldpZ4X3hceGF4YnhjeGB4ZXhmeGd4ZHhpe Gp4a3hoeG14bnhveGx4cXhyeHN4cHh1eHZ4d3h0eHl4enh7eHh4fXh+eH94f HiBeIJ4g3iAeIV4hniHeIR4iXiKeIt4iHiNeI54j3iMeJF4kniTeJB4lXiWe Jd4lHiZeJp4m3iYeJ14nnifeJx4oXiieKN4oHileKZ4p3ikeKl4qnireKh4r XiueK94rHixeLJ4s3iweLV4tni3eLR4uXi6eLt4uHi9eL54v3i8eMF4wnjDe MB4xXjGeMd4xHjJeMp4y3jIeM14znvM/fPzrQeNF40njTeNR41XjWeNd42Hj ZeNp423jceN143njfeOB44XjieON45HjleOZ453joeOl46njreOx47XjueO9 48HjxePJ483j0ePV49nj3ePh4+Xj6ePt4/Hj9eP54/0zB/APH//OCTA3wBwB cwXMGTB3wBwCcwnMKTC3wBwDcw3MOTD3wBwEcxHMSTA3wRwFcxXMWTB3wRwG cxnMaTC3wRwHcx3MeTD3wRwIcyHMiTA3whwJcyXMmTB3whwKcynMqTC3whwL cy3MuTD3whwMczHMyfzDx79zNMzVMGfD3A1zOMzlMKfD3A5zPMz1MOfD3A9z QMwFMSfE3BBzRMwVMWfE3BFzSMwlMafE3BJzTMw1MefE3BNzUMxF/R/gDSlH "]]}, "Charting`Private`Tag#2"], Annotation[{ Hue[0.1421359549995791, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Line[CompressedData[" 1:eJxdm2dYVOe6hll11lhiL2hssWbbYjS2WN6dDbYgiRo1lqiJscUSEgtFmhQB USkqIihRAQU79oZdwRZiJcZYCGgUNPbe9uiZ+zrnOvzxWtGMM/Ot+1vf+zy3 9b77se8o1cXFpbnm4vL216RFb3/sMiY2ut/9yS7y/68rr+te4DffLll5/a6U n+IiMQceNRkaYxftyrOAlo7rUvmpXp1n2SX3ZlxLT8d1eEmf7bXD7ZL26UcP JziuXd7+BNtlp9w8Hu24nv7uBe1yP/zU1lWO68eOVzsw1S6y49Xmo47rnzq/ fUW73MoMOXLDcX3r7cuNt8vVHlNLbFNdZPS7H7sUZxTXb+y4LvBzvOC3dinz 5smP3RzXQ9+9Qcf7Wb4xb5Tj+u3bKzXQLmPf++g/4Y7rvo6XK+ljly+uhB9L c1yfPOH48bBL9/NHRx1yXPd494J2OZlfoUqR4/rg24/7mV2+vzX5d22ai7x7 e53tUijmhvqO63cv194uRxtdSf6P47r1ux+7xFSusnik4/rtp63cwi7P0vds CHVcf/juDdpl4uL7F1Id12mOt5df3y49ruRUO+S4rvPuC7TLJ/79fyia5lwP V7sEr9x4Svd2rkdlu0zZ/bh3Q2/nepSzy4bOHa64ezvXo5Rdws/FhY/2dq6H YRfPAdX/HeHtXA8Xu5zYWVQhw9u5Hs8tiWxU7mmut3M9HlnS/Pr6Bze9netx 15KbP17RS/s416PEkryRW5s283Gux3VL2s3uPba3j3M9Ciypezl75yQf53r8 aUmSb936sT7O9ci3pP6qucuyfJzrccqSSn/Xa3vGx7keJyzRzz64+tDHuR45 jtf/d+3lVX2d63HAEqXZLt/2vs71yLak7d6iMYN9neux3ZKEflsm+Ps612OT JR29ukem+DrXY50lxvEtO/f5Otcjw5LyPWvqhb7O9Ui1pMGb+O8NP+d6pFjS +OP2fzb2gw9L4gc2Gt/LDz4suVHFt8JEP/iwpKW7R16MH3xYMvrOrrSNfvDh eP99iuLO+cGHJWMuFCQ89YMPSyY0PbWp5nT4sORMrbwbXabDhyUndz395Lvp 8GGJv/v45PDp8GHJtI/cXDOnw4clnk2WrT8xHT4sqVpu6bC70+HDkpJXwxpV 9ocPS4LdX5rt/eHDksxJCS5D/eHDkuKOHpWC/eHD8X2md+qa5g8flsQVzAzL 9YcPS2YO71V4yx8+LLmQu2JIhQD4sKSctvv2JwHwYcnFlqsWDQ6AD0u2rI0b HhQAH5b4Vp/XNS0APiwxe+V1OBoAH5ZcHTzG858A+LDk/HL/gEqB8GHJ0h0f 5bQPhA/H+/VObzosED4saf/45arQQPiwSeW4Qe6ZgfBhk47XLz3/NRA+bFI+ f83xh4HwYZOnkTe31QiCD5tYo7ftlSD4sMnhWh0LRwfBh01+T1/wwZwg+LDJ 6Y7/BGwKgg+bFI0Y++hCEHzYZEVRkyiXYPiwyaWLX3VoHAwfNum0ooLpGQwf Nmn7T9idKcHwYZNDmWcfJQfDh+Pz1GzsejAYPmxS7fTyQcXB8GGTP1ZP2lZh BnzY5PLZrI87zIAPm7Q6Ou/4iBnwYZOp/TuFRM6AD5vsW3hmwIYZ8GGTMJeQ nr/PgA/Hn+/nNdglBD5s8nNGTlSTEPiwic+ErPwvQ+DDJrHfDXTzDYEPmxxL K8xbFgIfNmmeHux3LAQ+bLKnxSC3ByHwYRPv0YnN3w+FD5v0OTGurXsofNik Z6dnwyaFwodNfrjz88qFofBhk7/8tfL7Q+HDJmUu5icWh8KHTeJH1Pqschh8 2CT4sFKmSxh82GRMg02Px4TBh+P3XwxX48Pgwybnm7druTsMPmzipY8NuB4G HzYJbfnB7fLh8GGTVTkLAj8Nhw+b1PziQavR4fBhk+KN421x4fBhk94eH73Z FQ4fNiks+Nn173D4sImWOWpAxZnw4fh83T/d2nkmfNjkwOlGHcbNhA9TVp4b cmX+TPgwZUTv9zL3zYQPU2qt/Tnh1kz4MMW4kr2yegR8mLLWveEltwj4MGVO 9uW2P0XAhymhKXW3LImAD1MGZtf7+lgEfJjiPtG17pMI+DAlbkbXsg0i4cOU Ol+cqNMnEj5MKbfu6cDASPgwZdSLV1tWR8KHKVtrVO14IRI+TDnnPb3IjIIP UxZY47a0iYIPU2Z61lj7XRR8mLL76+PHY6Pgw5TUw9sr7I2CD1POHqoTdDsK Pkx5WL1L5fdnwYcpS137nuo1Cz5MGbAlaavvLPgwxWvywEMZs+DDlEbTcp/n z4IPU+b5txhsi4YPU44WHfurbTR8mFK89sr80dHwYYqn33qvhGj4MGVdXMC0 I9HwYcrQwjkrHkfDhykzrIZK49nwYcq4bpEzB86GD1N+j33VNnI2fJgydvbx ijtmw4cp92I71CieDR+mvFkd07vmHPgwpU9q1bUec+DDlJFPqnUInAMfpujX L91bPwc+THkyYVN+wRz4cHzfHkXFlebChynHSmU37TYXPkzp/2hWks9c+DCl bsPF7VbPhQ9TCoK7apfnwocplfYdelU+Bj5MeTDRv7FbDHyYMuvWtmDvGPgw 5YD3UfvqGPgwJK6JfvByDHwY0vLprjUVY+HDkAEH3XO6xcKHIYt7P6k4PRY+ DDnv1jh2fSx8GDLHrXnXolj4MGTmhW/rusbBhyH9w2u38YyDD0NKH8j2C42D D0PuGMkPt8fBhyG9ciou/ycOPgzpERwS2iAePgy5tbHHosHx8GGI6+1DhbHx 8GHIqhMDR+bEw4chqdrI6q/j4cMQv6E9tU/mwYchE/dMajBhHnwY8qxVe//U efBhyPBrpUtfnAcfhnzWqs+pivPhw5BRS7zyes2HD0OmXTtjhM6HD0Oevro2 Zdd8+HB8HtdKtR7Ohw9Ddq/Jfd1sAXwYkj91ao3RC+DD8f6Dorx+WQAfhtRu Mk25sAA+DDnRcN3JignwYciIOennPBLgw5Do/FOuEQnwYUjh9cyk/QnwYci9 siu+fpkAH4YMrSJftVsIH4Z0+OzBnJ8Xwoch04d2MtcthA9DZm1ZlH1zIXwY 8rJF9OaGifBhiM+/40u+TYQPQ3ZoH49MSYQPQw62ulPzYiJ8GNK+zZdVqy+C D0MuNr7Ut/8i+DCky7U6p+MXwYchKVba/N8WwYchxc8eJ72XBB+GvHq48ppH EnwYolXsMTU6CT4MqeT5Q69jSfChi8v81FH2ZPjQZcDhWTk9kuFDl3kHt3tF JsOH7pgncr/NTYYPx5+/NiDZWgwfuqTV02r3XAwfunh5TSqOWgwfulRx76Qc XwwfurzyrDiyzBL40CUsLLG85xL40KVmC99SsUvgQ5cd90b0Ob0EPnSZc/n1 tcop8KHLax/96MAU+NDlxZGGL5JS4EOXuKGuAZdT4EOXK2MTv/jgF/jQpf/B YZNH/wIfung8+9fNVb/Ahy4vh+zJuvMLfOhy7L1LJ9sshQ9dHlXx7OK3FD50 WTPqorZvKXzoEnSvTx1zGXzo4r57RpzHMvjQZeSNzkPmLYMPx+fLHRrwxzL4 0OXB3W1P6y2HD11u92j267jl8KFL1VpJr7OWw4cuT1pdm/V8OXzo8q/8h5P/ kwofulgvNu2cnQofutzsUmHE+VT40KWk9Jvv66bBhy7DMyYf+yENPnQ51Htc 3JY0+HCsd9fLO13S4UOXUwVnu3ukw4fj90/365CYDh+6xLuMji1Khw9dUo/U 8Gy1Aj50GazPnBy4Aj50Wdlhn3JiBXzo8uPy689cV8KHLnX61fxm7Er40KX2 gPBm21bChy4fHvtynJkBH7osUNZXHpABH7osXH6+5YoM+NAkNFfb/TgDPjSp 08hnZ/dM+NDE+nB6s0WZ8KFJh9qDK5VkwocmBweO9eq8Cj402dLvjVvsKvjQ 5KuiwPjCVfChScqg3oPbrYYPTZquyV8SvRo+NInIjBt2dTV8aPKi3uMln6yB D03uVIv4JnoNfGhSePdkSsEa+NCkWsaQke3XwocmT9Sja2LWwocmg3K2+v+9 Fj40SX9w8mzXdfChydOne7cmroMPTYY86dbg/jr40KTJy4Z1PNbDhybrP/sw c8V6+HB8P96NDikb4EOTyJcvf/pmA3xo8lfrhM07NsCHJpdyrs2pmgUfmjx8 dvPN5Cz40KTqg9VlTmfBhya9q8nWjzbChyZpQ4+8jtkIH5pMTP/hxp2N8KFJ /dqjpn65CT40eZbyfGXWJvjQZGSFgJBKm+FDkzUXPrdN2wwfmpS4nW1/YTN8 aDLlRZxr5y3woUlNn3Jrlm2BD03GhV2/b26FD8f9tHPf3Qlb4UMTt1JfZ5zZ Ch+aGL283/90G3xosvPw8y9St8GHJt//8Zt7me3w4bgfE567TNsOH477Z/js sKvb4UOT56nrzny+Az40mRSXcm/bDvjQ5MbpdQUNdsKHJnmDe6yM3wkfmiS1 KXFXdsGHKiUjWu732gUfqrjtPvx+wS74UEW/5zO07274UMV9aouwQ7vhQxWv BX8vbJcNH6q0m30geXU2fKhyLuPFvLp74EMV/7B/whL2wIcqhd2rTS67Fz5U eaFUHhm+Fz5UeVR+xaDXe+FDlYMpm4b47IMPVb75uOekB/vgw/H+ByYn/Lgf PlRZP9T649Z++FClRosaXcYfgA9V7nWLzC0+AB+q9DjYIWj8QfhQZWtM97G3 D8KHKot2vo7yOgQfqrS5+Vfxw0PwocqQBxvi/A7DhyoLM74NV47Ahyr39zc7 GXUEPlS5qM32qpQDH6rY53fxTsmBD1W+i/C4+a9c+FAlcU2pvO258KHKmMTa rXochQ9Vnj0NqX7hKHyoEtR29tzxx+BDlVVjbi9+cww+VBm0LLv3guPwocry zIDVzU7Ahyqtq9Xef/gEfKii/m0kjTgJH473N8/1s1cn4UOVnO0HDif/Ch+q vOz/tFWnPPhQpey27vMv58GHKhXfv/w85Df4UMWl5bwpH56CD1WqD3tY/vQp +FDl/dZ9rvqfhg9VVh7IffDhGfhQJarv199cOAMfqpQfXNIy+ix8qFKsTQzq eg4+VPlt2MURj8/BhyqTvYYWrz8PH4okjerfekI+fCii1w/7qunv8KHIybCa Y2//Dh+K1FjxV9TGC/ChyNnEgfl+f8CHInXN8z92uwgfilR1OzClyp/woUi1 8B32G3/ChyI5BTlf7bkEH4qY9dIDEy/DhyK1P3+2cdoV+HC8vx6r6g66Ch+K LDXbPO9aAB+KeD0pM63pX/ChSCXNNa9mIXwosjapuXuFIvhQpKDiqlplrsGH IqVbN0krcx0+FFFO9mxa6W/4UGTqN5ll696AD0U6tnu0rvVN+FCkSVaXAM9i +FAkeXjUfa8S+FBkQU5mQvIt+FDkUUiEkncbPhT59Pafl0rfgQ/H5/k14Vbf u/ChyNjSqj39HnwocmCh0UJ7AB+KFJZk+096CB+KBE2+63bjEXwocsf+utzP T+BDkTZ2t/Vln8GHIpWl5xfZz+FDkVbp2XGhL+FDkRTbsKyRr+FDkceXp23+ 1kVx8qFIRPjkLSGq4uRDkcxxHr1P6oqTD8f9kZX9cS+b4uRDkXox7zUzSilO Phyft8vXQe+VVZx8KFJUbXOVgPKKkw9Fal1d/91PlRUnH4pUOHPqp+r/51f+ O3+O/4/X4XX5e/h7eR+8L94n75vPwefic/K5+R74Xvie+N74Hvle+Z753lkH 1oV1Yt1YR9aVdWbduQ+4L7hPuG+4j7ivuM+477gPuS+5T7lvuY+5r7nPue/h AC7gBG7gCK7gDO7gEC7hFG7hGK7hHO7ZB9gX2CfYN9hH2FfYZ9h32IfYl9in 2LfYx9jX2OfY99gH2RfZJ9k32UfZV9ln2XfZh9mX2afZt9nH2dfZ59n3eQ7w XOA5wXOD5wjPFZ4zPHd4DvFc4jnFc4vnGM81nnM893gO8lzkOclzk+coz1We szx3eQ7zXOY5zXOb5zjPdZ7zPPc5B3Au4JzAuYFzBOcKzhmcOziHcC7hnMK5 hXMM5xrOOZx7OAdxLuKcxLmJcxTnKs5ZnLs4h3Eu45zGuY1zHOc6znmc+zgH ci7knMi5kXMk50rOmZw7OYdyLuWcyrmVcyznWs65nHs5B3Mu5pzMuZlzNOdq ztmcuzmHcy7nnM65nXM853rO+Zz7mQOYC5gTmBuYI5grmDOYO5hDmEuYU5hb mGOYa5hzmHuYg5iLmJOYm5ijmKuYs5i7mMOYy5jTmNuY45jrmPOY+5gDmQuZ E5kbmSOZK5kzmTuZQ5lLmVOZW5ljmWuZc5l7mYOZi5mTmZuZo5mrmbOZu5nD mcuZ05nbmeOZ65nzmfvJAcgFyAnIDcgRyBXIGcgdyCHIJcgpyC3IMcg1yDnI PchByEXISchNyFHIVchZyF3IYchlyGnIbchxyHXIech9yIHIhciJyI3IkciV yJnIncihyKXIqcityLHItci5yL3IwcjFyMnIzcjRyNXI2cjdyOHI5cjpyO3I 8cj1yPnI/cgByQXJCckNyRHJFckZyR3JIcklySnJLckxyTXJOck9yUHJRclJ yU3JUclVyVnJXclhyWXJacltyXHJdcl5yX3JgcmFyYnJjcmRyZXJmcmdyaHJ pcmpya3Jscm1ybnJvcnBycXJycnNydHJ1cnZyd3J4cnlyenJ7cnxyfXJ+cn9 6QHoBegJ6A3oEegV6BnoHegh6CXoKegt6DHoNeg56D3oQehF6EnoTehR6FXo Wehd6GHoZehp6G3oceh16HnofeiB6IXoieiN6JHoleiZ6J3ooeil6Knoreix 6LXouei96MHoxejJ6M3o0ejV6Nno3ejh6OXo6ejt6PHo9ej56P3oAekF6Qnp DekR6RXpGekd6SHpJekp6S3pMek16TnpPelB6UXpSelN6VHpVelZ6V3pYell 6Wnpbelx6XXpeel96YHphemJ6Y3pkemV6Znpnemh6aXpqemt6bHptem56b3p wenF6cnpzenR6dXp2end6eHp5enp6e3p8en16fnp/fEA8ALwBPAG8AjwCvAM 8A7wEPAS8BTwFvAY8BrwHPAe8CDwIvAk8CbwKPAq8CzwLvAw8DLwNPA28Djw OvA88D7wQPBC8ETwRvBI8ErwTPBO8FDwUvBU8FbwWPBa8FzwXvBg8GLwZPBm 8GjwavBs8G7wcPBy8HTwdvB48HrwfPB+8IDwgvCE8IbwiPCK8IzwjvCQ8JLw lPCW8JjwmvCc8J7woPCi8KTwpvCo8KrwrPCu8LDwsvC08LbwuPC68LzwvvDA 8MLwxPDG8MjwyvDM8M7w0PDS8NTw1vDY8Nrw3PDe8ODw4vDk8Obw6PDq8Ozw 7vDw8PLw9PD28Pjw+vD88P7wAPEC8QTxBvEI8QrxDPEO8RDxEvEU8RbxGPEa 8RzxHvEg8SLxJPEm8SjxKvEs8S7xMPEy8TTxNvE48TrxPPE+8UDxQvFE8Ubx SPFK8UzxTvFQ8VLxVPFW8VjxWvFc8V7xYPFi8WTxZvFo8WrxbPFu8XDxcvF0 8XbxePF68XzxfvGA8YLxhPGG8YjxivGM8Y7xkPGS8ZTxlvGY8ZrxnPGe8aDx ovGk8abxqPGq8azxrvGw8bLxtPG28bjxuvG88b7xwPHC8cTxxvHI/4eP//XM 8c7x0PHS8dTx1vHY8drx3PHe8eDx4vHk8ebx6PHq8ezx7vHw8fLx9PH28fjx +vH88f75dwD8uwD+nQD/buC/2bygRg== "]]}, "Charting`Private`Tag#3"], Annotation[{ Hue[0.37820393249936934`, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[2]], Line[CompressedData[" 1:eJxdmnl0Tmf3hpMzvyEkEpEgJOYgiIjGEHaEmElMMUVQSsxDUNRQ81xVLWIq Qk1paZrEPMQYQ4mG1hiqqqaYqe8jvsN6r/Vb6/f+Ues0nJz37Od6nr3v+w7s O7xDf8XFxeWg/Z8Pfyav+PBxSOSYyDk/mK7y/6+9f2x+a8JShxTvUnrWY/v6 q6yXVXp+5ZCT3belfWK5itvvG0ZEzHPIz88qeU61r2c+iN1VZqZDHjw7seak fe3y4TPVIW2Xnejp6XCViR9v6JAR0xNad7evX9l3yxrjkNQj2YM22NcjIz7c 0SGVf5W9D+3rhx9uN9ghZ6e/b1jXzVU++/hxyPCQyCdT7OtbE+wb9nHIscWR F7Pt654fH9Ahc7IbPvQq5CofHs8tziGzRg0P62Vfd7Bv9yDWIfuX+OzcbF+f PWN/2jhk3PrhCc/t6xYfb+iQYQt2SaPCrnLkw9dt4pDHP9bsPNe+/vh4EQ5x ve61Ote+/ni7cIcsS0jxDXB3ldCPH4fsexVwcrB9/eHbetdwyPEr2dsy7eug jw/okKX7846oRVwlxX6838vbPz+9wSPGvi778QU65H1q3JJVRZz18HNIlXkR Le8VcdbD276/tjysblFnPYo6xKvJ1rjpRZ31cHNIxt3Mn84XddZDd8hOf71R GQ9nPVwc8vyrS8oQD2c9/mPJluEjC3Z7OOvx0pKUpFIhlqezHk8sybpRcmUX T2c9HljSc1xGw42eznr8bUn6kjCfF57OetyyZJznzcpRxZz1uGZJ9b4FI5cU c9bjd0sOTbv84lYxZz1yLCmk7N0R4uWsxxlLuro+2vill7MeJyx5F7YnN8fL WY8sS/LvD40o5+2sx377eZRON0d5O+uxy/73r3ftP+LtrEeaJRPy7l30Lu6s x4+WfDWkTtBnxZ312GxJh/y/MzOLO+uxwZKynWKmOXyc9Vhjyd4ah+b08IEP S0r8POt0qg98WBKQ+aKVSwn4sO+/v4fZsQR8WJL9yN11Uwn4sGR/yV7hb0rA hyVnjqxNbeMLH/bPfSr3+d4XPizZ/rRFxxe+8GGJ553uM1r4wYf998PSXqzy gw9L7t3YnPLUDz4siVn6zdLokvBhSZOjp4+uLAkflvy6YmvY05LwYcnjgrl3 o0vBhyX71hy9sqoUfFiy6W560eel4MOSw+57ZrUsDR+WFHGvId+Xhg9LLmwb 3vB1afiw5PUX1ye284cPe738ealgoz98WHKy6L5j7/zhw5KEwvnnO5eBD0tq Zfwa8GMZ+LAk8uihdKMsfFgi2ZUXJ5SFD0uq1R24Y1dZ+LB/f8+7PsUC4MOS 2NGFjg4OgA9LenzbYNexAPgwZfLJvOdlA+HDlCYFvcdNCIQPU0JLBEVdDIQP U367sz6uVjn4MOW7kPrp88vBhykPd/foebccfJjSsd6YtlHl4cOUSQNfzllb Hj5M+cK1TdG35eHDlLdZ9252rQAfpnwzWgrSK8CHKR53sgZ4VYQPU/58/Zf/ yIrwYcriNaUCz1WED1NCbl0bGVwJPkzRbq31WFAJPkxxu3bt3f1K8GFKZi33 +q0qw4cpO/psO7alMnyYsswvdJ2jCnyY8qBG4NnEKvBhyr8/PG95qgp8mJJz IMi3WhB8mDL4TlT4giD4sH9f9pGtj4Lgw5Sr3aqPaF8VPkwZf9J17s6q8GGK 4+vsl17V4MOU5l+4ZY6tBh+m/JzS5uzlavBhSrmJfvUiqsOHKUmn//uf76vD hylND0/x0oPhw5RjD2tPTwyGD1M2NU9p9WswfJhSvH6/QaE14MOUS2u128tr wIcpw876phfUgA9TBn0bdqtfTfgw5UDbpwNO14QPU8Iv3m5ZuxZ8mOK9YtPs FbXgw5SU5NxA1xD4sH8+xs0vMQQ+TGn16d9Dc0Lgw5TbzazA+rXhw5RmWzxD N9SGD1OunN6YUjgUPkzplZI4dmwofJgS+4+65WYofBgys5h/ROs68GHIucSE 0Iw68GHIRXPcgsAw+DDE5aZny4Vh8GHI/ON5iW/C4MOQg+OWPO5fFz4MiV57 /cqFuvBhyLa8sdXlE/gw5P3l4ndSP4EPQ1aGJemlw+HDEL/NbRfNC4cPQz59 lzD1TTh8GPKu7OBrA+vBhyEDAkM2/FEPPgzZ12TsxRb14cOQQe9cknbXhw9D ggsnT6naAD4MCUgq/GZlA/gwpPiiirfcG8KHIQ6P9PCpDeHDkKs+C12eN4QP Q4JqTav3WQR8GJLYb/BflyPgw5DQyHJKu0bwYciJ29O+yWoEH4acVIes+KQx fBhSq+CAd2pj+DBk2s0Eo7zAhyF1k8KGrxD4MGRgq6AYj0j4MOTYicpbZ0fC hyFptQImv4+ED0NOp2tnxzWBD0PmTj217EkT+DAk5lBiXmIUfBiSmnk95XYU fBhyP7vCvfim8GHI0zmS+kdT+DBk7JGwZx2bwYchE74pvPtcM/gwxH/oeaVN NHwYcip48fmT0fBhP2+1XuWjm8OHIenNYt4eaQ4fhix8PqVnkxbwYciILm7N DreAD0PcW3lkSkv4MOTemIy0Qy3hw65/QsWGka3gw5BLE+bGZrWCD116i9fL qNbwoctvDV9XPt4aPnTpWGnYgxZt4EOXgCe/yJk28KGLd17hoJi28KHL92v2 bsxtCx+6xHYptKtbO/jQJfdgqz557eBDl3kRZ9f3bw8fuux4en/Sw/bwoYvH JZcXo2PgQ5dOuSOMtzHwocvzG+syZsTChy4H3VyMIh3gQ5dSW96+XNYBPnS5 1rfInHId4UOXvI4796d2hA9dOlcesLxeJ/jQ5VidTL/jneBDl5ura0R17Awf uhQd2tvnVmf4sO/3y52lw7vAhy6hO+IPFXSBD10G3h6avCgOPnRp1yirQtmu 8KGLZ2P3Pju6wocu5Xys2Cbd4EMX6/SoV7nd4EOXtn29Ow7sDh+6fKbtHfi2 O3zocrhiw3pf94APXe7+lHS8Uk/40OX3ai2L7e8JH7rMfbSxTKd4+NBlj0x5 9CAePnRxXZYzdUYv+NClXua6K/4J8GHXJ//t28wE+NBlaeSbex16w4cuHdan b8jvDR+6NCjfvfr8PvChS0RN31lV+sKHLm5ZVdOO94UPXfquv5Te/1P40KX0 mkGL9X7wYdfjZONmm/rBh/19M3dfat4fPuz1cjq6+f3+8GGvr6G9Vyz8DD50 2dlp/rmQAfChSeWLcQ8vDYAPTSIr9H32xUD40KT15g5/lU+ED01WNb9x9HQi fGiSuef4d0mD4EOToFtXepYZDB+ahPu99sseDB+aTEvWc5KGwIcmP/1WMCNw KHxo0vn0vfBzQ+FDkwozrj2eNAw+NPmu39vtwcPhQ5M66yePvjEcPuzn27E5 evEI+NBk7C/ng6JGwocmc/4TH/B6JHxo8n5UdvD2UfChSZOQNZ37joYPTeKf jF/plwQf9vOtclcvJMGHJvNv+i+ePwY+NEnaOz06eix8aHKjRHBVZRx8aFJo iH/jg+PgQ5M/eg2bO+lz+NCk3egY94jx8KHJ1T2Fzr0bDx/28y9y+e3gBPiw 32f7zf7TJ8KHJt1qfpfW/Av4sL+Py+cr3CfBh30/9xK5uZPgQ5PjBV0Hrp4M H5osPyg9BkyBD02Sxz3eWXsqfGhyZvbGke+nwocmWUuPrD37JXxo8ufK05Gr p8GHJmu9+8YPmw4fmnQq0/5fmQEfmgzcO8W3+Ez40OTzkubR+zPhQ5MW+WVd s2bBhyYtLwZfSp4NH5p8m3Og5Zg58KFJ+wsL+sbOhQ9NurafUrnmPPiw18O/ 29cWmQ8fmrz7PP7C4/nwoUn92EInLiyAD1UuH+8/M3MhfKiS8ahD8TWL4EOV qaeeTp71FXyocmbxqlMjFsOHas8r913iv4YPVX7O/aVq6yXwoYo1xju2wTfw oUrQ6sRJwUvhQxWldc/dgd/ChyohJ/KK+H4HH6rkXA6b47EMPlTpXP1ZzULL 4UOVNlffeVgr4EOVKQ1W1jWT4UOVQxcTt1sr4UOV+NWDJhdeBR+qRPbXdhdb DR+q1F9uJZZaAx/296u3a2WltfChihmS3avO9/ChSq/8wYearoMPVW4kxJ6L Ww8fqiS03Zk8dAN8qJLqG1t7Vgp8qDLt0bxN6zbChyrjEztbhzbBhypLjrVO vPUDfKiyd37GVX0LfKhy8fbSUcFb4UOVwzM2RXbdBh+qdIwbGz9rO3yoEn6l /9XMVPhQZV3c7pyHP8KHKu7vU+Iq7oAPVUa97j6zz074UKX91JJJ636GD1X6 1ZdGd9LgQ5VlaXHvq6fDhyqLO9XI/TwDPlS5mXP3yslM+LDrFe0d6r8bPlRZ G3jy3Zg98GF/X5+M+N/2woddv6atx4Xthw9Vmp45O2LVAfhQ5UiZyaOsQ/Bh f/+ovZvGH4YPVSaOrFr/SRZ8qHI97s8eQ47ChyphE5Mj8o/BhyJGxTyvsSfg Q5HZia18tGz4UOTAjawpy0/BhyLr0w4tCj0DH4psyV8x8+JZ+FDkTsalrZPP wYciy7YtalkzBz4UWTL6/M67F+BDkVGXvettzoUPRbq/PVB/5CX4UGRv3Dbf qD/gQ5GgLecalLkCH/bzuOV7q9fgQ5GYF/H+z67DhyJq0/zfH+TBhyJ+d27n PLkFH4qMifJLcf0LPhQ51i3qRZm/4UMR33t9xrb8Bz4Umdi4T/6X9+FDkQF3 XoRkP4QPRe59m1Y14DF8KOJlTv5j9lP4UORm3QadXF/AhyKFSr+6sPAVfCjS Z1Pilhpv4EORfXusmDv/hQ9FppiLB6QVwIf9Pk7VOJDsqjj5UORBp9jOqzXF yYci3ou8Bu43FScfiiw83G3UOzfFyYcizTO+DO9dRHHyoUjkgfnn/vFUnHwo Mj162sbk4oqTD0UeXTs2d7yf4uRDkdS8fb/M9VecfChS61XDX88FKk4+FHE9 ePNpTCXFyYf9vtMSdxSr9n9/8v/5e/w77sN9+T38Xp6D5+I5eW6+B9+L78n3 5j3wXnhPvDfeI++V98x7pw7UhTpRN+pIXakzdWcdsC5YJ6wb1hHrinXGumMd si5Zp6xb1jHrmnXOuocDuIATuIEjuIIzuINDuIRTuIVjuIZzuGcfYF9gn2Df YB9hX2GfYd9hH2JfYp9i32IfY19jn2PfYx9kX2SfZN9kH2VfZZ9l32UfZl9m n2bfZh9nX2efZ9/nHOBc4Jzg3OAc4VzhnOHc4RziXOKc4tziHONc45zj3OMc 5FzknOTc5BzlXOWc5dzlHOZc5pzm3OYc51znnOfcpw+gL6BPoG+gj6CvoM+g 76APoS+hT6FvoY+hr6HPoe+hD6Ivok+ib6KPoq+iz6Lvog+jL6NPo2+jj6Ov o8+j76MPpC+kT6RvpI+kr6TPpO+kD6UvpU+lb6WPpa+lz6XvpQ+mL6ZPpm+m j6avps+m76YPpy+nT6dvp4+nr6fPp+9nDmAuYE5gbmCOYK5gzmDuYA5hLmFO YW5hjmGuYc5h7mEOYi5iTmJuYo5irmLOYu5iDmMuY05jbmOOY65jzmPuYw5k LmROZG5kjmSuZM5k7mQOZS5lTmVuZY5lrmXOZe5lDmYuZk5mbmaOZq5mzmbu Zg5nLmdOZ25njmeuZ85n7kcHQBdAJ0A3QEdAV0BnQHdAh0CXQKdAt0DHQNdA 50D3QAdBF0EnQTdBR0FXQWdBd0GHQZdBp0G3QcdB10HnQfdBB0IXQidCN0JH QldCZ0J3QodCl0KnQrdCx0LXQudC90IHQxdDJ0M3Q0dDV0NnQ3dDh0OXQ6dD t0PHQ9dD50P3QwdEF0QnRDdER0RXRGdEd0SHRJdEp0S3RMdE10TnRPdEB0UX RSdFN0VHRVdFZ0V3RYdFl0WnRbdFx0XXRedF90UHRhdGJ0Y3RkdGV0ZnRndG h0aXRqdGt0bHRtdG50b3RgdHF0cnRzdHR0dXR2dHd0eHR5dHp0e3R8dH10fn R/fHB8AXwCfAN8BHwFfAZ8B3wIfAl8CnwLfAx8DXwOfA98AHwRfBJ8E3wUfB V8FnwXfBh8GXwafBt8HHwdfB58H3wQfCF8InwjfCR8JXwmfCd8KHwpfCp8K3 wsfC18LnwvfCB8MXwyfDN8NHw1fDZ8N3w4fDl8Onw7fDx8PXw+fD98MHxBfE J8Q3xEfEV8RnxHfEh8SXxKfEt8THxNfE58T3xAfFF8UnxTfFR8VXxWfFd8WH xZfFp8W3xcfF18XnxffFB8YXxifGN8ZHxlfGZ8Z3xofGl8anxrfGx8bXxufG 98YHxxfHJ8c3x0fHV8dnx3fHh8eXx6fHt8fHx9fH58f3JwdALoCcALkBcgTk CsgZkDsgh0AugZwCuQVyDOQayDmQeyAHQS6CnAS5CXIU5CrIWZC7IIdBLoOc BrkNchzkOsh5kPsgB0IuhJwIuRFyJORKyJmQOyGHQi6FnAq5FXIs5FrIuZB7 IQdDLoacDLkZcjTkasjZkLshh0Muh5wOuR1yPOR6yPmQ+yEHRC6InBC5IXJE 5IrIGZE7IodELomcErklckzkmsg5kXsiB0UuipwUuSlyVOSqyFmRuyKHRS6L nBa5LXJc5LrIeZH7IgdGLoycGLkxcmTkysiZkTsjh0YujZwauTVybOTayLmR eyMHRy6OnBy5OXJ05OrI2ZG7I4dHLo+cHrk9cnzk+sj5kfsjB0gukJwguUFy hOQKyRmSOySHSC6RnCK5RXKM5BrJOZJ7JAdJLpKcJLlJcpTkKv8HL2s1RA== "]]}, "Charting`Private`Tag#4"], Annotation[{ Hue[0.6142719099991583, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]], Line[CompressedData[" 1:eJxdmnd8jufbxj3PPR9i71IxK8SqGDHCGSRE5UXUntH8rBiJkUoaYsUetfkV FaMoVSuVVKxQoy0auzYNqjaJPd4b17fv5/M+f8jnEu7nvu/z+l7XcR7HVab3 kLD/uHPkyNHU+ePdz/8ufvfxyLiYCvF1Lrjk/48LbWx+NW6eRw6VDfxrtzOe lZ7t022WRzpe2/1jyEWX5DyzMipgqkeMB1WunXDGibfbppRK9EjtTYW+6nHJ JTnefcZ4pMk2/atbzvir9xf0iGvXtGvDL7vkiXO19BEeCd5Xb0uOKy6JDnh3 RY+MfvjtP9Od8Z13l4v0SPvNbaYXv+qSPu8/Hon4/vLC75zx1TjnguEeeXbg au5a11zS7f0NeuRy3bv39jrjd7eXs6NHmo9c3KDNXy4Jcy53u61H1rdNyLrk jI/87nxaeSTjsv9HgzNd0uL9BT1yZl74D6+d8b53j9vEI6EBCzbOuO6S97cX 4Hy/PqJUqRsueX85f49UHrn09UZn7Pf+45FzMza1kpsuefe0hap5xP+7Nl7H nXGl9zfoEX1OmYCIv12yyrm9M+U8MmrBoctPnLH3+xfokcfRd7Km3FL1KO6R qF61R338j6pHIY9Elw6N3fyPqkdej2x9eulW0G1Vj5weKZqy8Ni526oehkdm 76/gG3VH1SOHR+oUqffauKvq8cKWjoHjg5fcVfXItiU5brvld0/V44Etvy6Z GvjrPVWP27ZUqLo1K/y+qscNWzLDb5V5cV/V46otDSrePDzngarHBVuKVeh3 1/ehqscZW67trzTjl4eqHhm2NK97e13PR6oev9tSJW5QsxePVD0O2rKpx7Du 8x+reqTbEjprb3aNLFWPnbYUWFAqz5EsVY8UWx5fC1vTP1vVY6stctwn3Xyi 6rHRFt+tA3uueqLqsdaWoUfvJDR5quqx0pZPBsWWv/pU1WOZLTMuZ4aOeQYf zu8naK+9n8OHLQeOrq+55zl82HK+9U/3e72AD1uO7Hhdy/0SPmxJeNRDW/US PmzJNlO7Br+CD1sKN7/b6NYr+LBlQdPLP0x/DR+2eJ0dvq7GG/iwpbjfgpqn 3sCHLemXqraMewsftjw55PPQO4db8WFLpVYxPgec8Qc+nLG//XCgy634sCX/ +eOfFXK7FR+2DMh5pF6aM/7Ahy0xVR7siNDcig9b1gX6n8ituxUftoTcWzlm uzP+wIctTSfU+iXccCs+nPef+16Sl+lWfNjS//MzRVOc8Qc+bFn68HnFCMut +LClVrveJ/LZbsWHLZUPe5fY5Yw/8GGL9XWzHAM9bsWHLQUvXB//UU634sOW lMwSaw474w982FL+gSsyNpdb8eGMe/70RyUvt+LDltqpXf4854w/8GHJmZSC E6fndis+LCnWyXO2UR634sOSLy72+eOhM/7AhyVf/90lanVet+LDkqpjiqZ2 zudWfFhSwvv4+jz5VT0uWNIzfV/I/vyqHmcsafHUZ15cAVWPDEtO3gqc/mlB VY/fLek3LMzvVkFVj4OWHKu0YmpSIVWPdEsmDY6f26WwqsdOS3qPrtG6UBFV jxRLYsfm3320iKrHVkuivonJnFJU1WOjJYVe/bwnqJiqx1pLWj8IaO8uruqx 0pK4x71X7i6u6rHMEq+9szeM+kjVY7Elq/rUGdqwhKrHPEtGd9ib/bKEqscs S5rGrfFPK6nqMdV53uDeDUd9rOqRaInfkSHuxqVUPcZYku9k2HSXt6pHnCUZ N+ac3++t6jHCkqBBaQ8nl1b1iHKef0+vP0LLqHpEWnJOisQWLKvq0cd5voEj 7/5ZVtUj3JIRWRWrJ5WDD0vyn/21cf/y8GHJ1pFeZWpWgA9LOm1bevJlBfiw pNqbWt0OfAIfllQYOTN1dkX4sKRU7oH3uvvAhyUbp81/VbkSfFgyau/Z688q wYcl7RZ6NhysDB+W7KnqbrvQFz4siXmx4nTfKvBhSecbxxvVqwofljQcmDAt VzX4sCQ8ZcmuS9Xgw5KUQxXObakOH5ZcnVHyyqQa8GGJkXvq8e6fwoclw8aN 3lqrJnxYUi4xf6KXH3yYUsC3d8h1P/gwZXy1he7dteDDFL9Cl7csrg0fpsSF RXUbUQc+TImMneIKqwsfprzsGr2quj98mFKp/pfN89SDD1Oa33l05249+DCl Td6ghUfrw4cp0TXPtNjUAD5M+ckoqc9tCB+mPJky67eYAPhwxoHbk7o2gg9T /o4oOyWwMXyYUrXAgAk+Ah+mTJn46YJ8gfBhyo6wT/Y+D4QPU2bOzWFnNoEP U4b7jh90rCl8mPLD66+ydjSDD1Py++7/dl0QfJgysY0MXRQMH6Z8evDK4MnN 4cN5vhtJi2JbwIcpKc2nP4oMgQ9TgrySE3q2hA9TMss3avr5Z/BhyqZvOkjL VvBhyuvL9eMCQ+HDqUeh2ln1/gc+TAnuuXSzX2v4MKVWwLnkam3gw5SI0710 37bwYUqNDsnLfcLgw5Q+QZEzK7aDD1Oa3ayQUfFz+DCl0eJFAyu1hw9TttWe FFGlA3yYsjz2QFqNjvDhPP+ghrF1OsGHKcUzriwN6AwfpiRM21ktuAt8mNL/ 4/vV23SFD1PyFVu9ums3+HDuf2HZef26w4cpbffsehvTAz5Medbk+p2JPeHD lLpXi/Ra1As+TBn7/Fb39eHwYUrrIrlu7+4NH4YEjwvwOv0FfBjy2dWuB+5G wIchaUc7lbL6wIchj8Y0Ll62L3wY0mVorbRG/eDDkDb5Yry694cPQ54O6Z53 1AD4MCTC0/PXZZHwYUj92FxN0wfChyGVQ/Il3BwEH4aM2O0/Ic8Q+DDkSvLg TnWj4MOQ7iN3uHpHw4chW9e3mDhzKHwYsqxh+J20YfBhyPKOQ+vfHQ4fhngG eH3pHQMfhkyokrm23ZfwYcjq7SdOTxkJH4ZcX3HeSo+FD0NmVyvf9FUcfBhS LPbNLP94+DCk3Z7r2TGj4MOQFj+Oid8+Gj4MyZm6wvdFAnwY0mRsaK7GY+HD kFLttpSbOA4+DGm6xm/UsfHwYciU1D6lSyTCh/M+qxcu0n8ifBiy+WijvqmT 4MOQCiElPvaaAh+GzCtaMjB8KnwYsiPy3oWUafBhSPk6o14UmAEfhnRs8njl kJnwYUj7ATv/OjoLPgyZcW36/hqz4cOQ+d92bjt/DnwY8vZ0xPxXc+HDkOQl DZb0mQ8fhvRflhp9YgF8GLLhTa6yTRfBhyGD2m5LTV4MH4as2TEtyPcb+DCk jv+B4yuXwIch57Ung72XwYchSTXz+iz7Fj4MeRwV6VU6CT4MyXx0pPLqFfCh S7N5fedUXQUfurSucj4sdTV86OIu1iS+xRr40KX6mxre59fChy4Zf6S1iv4e PnSpmHdMkVwb4EOXya2Wz1z7A3zokj/HyYMhP8KHLuOT+p26twk+dPEpFvLb wi3wocuWMfquZtvgQ5exrU+lZyfDhy5FT629//12+NDlUuWKXSNS4UOXazN3 lCy7Az50mVV7aavMNPjQ5e2is9r6XfChy6vQzt1i9sCHLr37ZkUFp8OHLlWi h3UvsR8+dEdPL2+U/Qt86FK4YZuaJw/Chy4RPYZ1TDkMH877fu59NOk3+NDl UKsV278+Ah+6jDg8rU7iMfjQJXT4vsEJGfChS2LIwsSEE/ChS/CPR5MST8GH Ljlz7bo9+wx86DJyRtcZq/6ED+f3Ldtv2XkePpzn2ewz+eJF+HDef2KDRvoV +NBl8xdPjJrX4EOXnW+vFOibCR+63PTZ89+VN+BDl2W7k0/d/Bs+dCm2vfcb v9vwocuz5rnCJt+FD+f+Ru7Md/0+fDjvo3TcqJaP4MOp77xel1Ky4EOXhGIX 42s8hQ9nPnQ+t3rzc/jQxcv9ZF3DV/Chi2tDysWMN/Chy/R2GYujXZriQ5e0 +M8blNQ1xYcue/3fljtuaooPTdbXGf3zXI+m+NBkpJ06INxLU3xo8sneMt81 yKspPjQZntOTWbaApvjQpMjhJ0lFC2uKD02yu1oRHxXTFB+a3BwRmuxbQlN8 aNJyrL9Pq1Ka4kOTkv3fdogvoyk+NPnPtLyZaeU1xYcmW+IT4vL4aIoPTSLL JR6N9tUUH5qY0+8tvVlNU3xoUn3Dkk1RNTXFhyY9S7w9m7uOpvjQpPHcWVm7 62mKD01OHv/szqQATfHh3GdQleQ+gZriQ5OXC+e36R6kKT40ySi/7/eBIZri Q5Opmk/QglBN8aFJp+D918611RQfmoy7HXmhQQdVj0RNXj99FfNzF1WPMZrM bzbO6NRT1SNOk9Hb5FbhCFWPEc57+XPD7Ox+qh5RmmjxzeOfDfq/n/w9/47/ x3W4Lt/D93If3Bf3yX3zHDwXz8lz8x54L7wn3hvvkffKe+a9UwfqQp2oG3Wk rtSZujMPmBfME+YN84h5xTxj3jEPmZfMU+Yt85h5zTxn3sMBXMAJ3MARXMEZ 3MEhXMIp3MIxXMM53LMOsC6wTrBusI6wrrDOsO6wDrEusU6xbrGOsa6xzrHu sQ6yLrJOsm6yjrKuss6y7rIOsy6zTrNus46zrrPOs+6zD7AvsE+wb7CPsK+w z7DvsA+xL7FPsW+xj7Gvsc+x77EPsi+yT7Jvso+yr7LPsu+yD7Mvs0+zb7OP s6+zz7PvowPQBegEdAM6Al2BzkB3oEPQJegUdAs6Bl2DzkH3oIPQRegkdBM6 Cl2FzkJ3ocPQZeg0dBs6Dl2HzkP3oQPRhehEdCM6El2JzkR3okPRpehUdCs6 Fl2LzkX3ooPRxehkdDM6Gl2NzkZ3o8PR5eh0dDs6Hl2Pzkf30wfQF9An0DfQ R9BX0GfQd9CH0JfQp9C30MfQ19Dn0PfQB9EX0SfRN9FH0VfRZ9F30YfRl9Gn 0bfRx9HX0efR99EH0hfSJ9I30kfSV9Jn0nfSh9KX0qfSt9LH0tfS59L30gfT F9Mn0zfTR9NX02fTd9OH05fTp9O308fT19Pn0/fjA+AL4BPgG+Aj4CvgM+A7 4EPgS+BT4FvgY+Br4HPge+CD4Ivgk+Cb4KPgq+Cz4Lvgw+DL4NPg2+Dj4Ovg 8+D74APhC+ET4RvhI+Er4TPhO+FD4UvhU+Fb4WPha+Fz4Xvhg+GL4ZPhm+Gj 4avhs+G74cPhy+HT4dvh4+Hr4fPh++ED4gviE+Ib4iPiK+Iz4jviQ+JL4lP+ 61sqHxNfE58T3xMfFF8UnxTfFB8VXxWfFd8VHxZfFp8W3xYfF18XnxffFx8Y XxifGN8YHxlfGZ8Z3xkfGl8anxrfGh8bXxufG98bHxxfHJ8c3xwfHV8dnx3f HR8eXx6fHt8eHx9fH58f358cgFyAnIDcgByBXIGcgdyBHIJcgpyC3IIcg1yD nIPcgxyEXISchNyEHIVchZyF3IUchlyGnIbchhyHXIech9yHHIhciJyI3Igc iVyJnInciRyKXIqcityKHItci5yL3IscjFyMnIzcjByNXI2cjdyNHI5cjpyO 3I4cj1yPnI/cjxyQXJCckNyQHJFckZyR3JEcklySnPLf3FLlmOSa5JzknuSg 5KLkpOSm5KjkquSs5K7ksOSy5LTktuS45LrkvOS+5MDkwuTE5MbkyOTK5Mzk zuTQ5NLk1P/m1irHJtcm5yb3JgcnFycnJzcnRydXJ2cndyeHJ5cnpye3J8cn 1yfnJ/fnHADnAjgnwLkBzhFwroBzBpw74BwC5xI4p8C5Bc4xcK6Bcw6ce+Ac BOciOCfBuQnOUXCugnMWnLvgHAbnMv4Xlhk1nw== "]]}, "Charting`Private`Tag#5"], Annotation[{ Hue[0.8503398874989481, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[2]], Line[CompressedData[" 1:eJxdmXl4jlcaxiPfuwYNlZIYYklUbLEkdqmH2CJJiX1JjUSIpWMtRVBrLa2l JoIMtRNrqIoIgrSE2KqlyqTUXpIS1BZM5ktyfp3rmu8fV1revN+5z+88932f atGjug12dXFxOVjCxaXwz8SVhR9blvh2SCl46Sr//7PHro43Jsfb4nry7ck/ XrnK4oxnfpGLbQmMP5GUne8qbpc3jA5aYEvWnZe9zrx2lTk5Eanec2w5mJR3 8dAbV3Ep/Ey3pdPg0r673rpKXNEDbWkZ/k37tf9xlefOp2WMt6VvSIeW/yxw lTFBhU+0pYIZaMx1cUhu4eNG2LLUeLAlroRDhhR9bPku6Wq1Ma4OuTHZ+cAo W14HTRkf63BIZNEL2rLOI2TjAM0hha/n1tuWZvOOJPfSHdLN+bicCFt2lole 2cVwyNkzzk+YLTkR+6NDTId0KnqgLel1OpduZznku8Kv29YWR9bWxNa2Q4pe L8gWn33DSrVyc0jR45rZcuNmtZjmJR0SUPSxZVLmyA1NSzmk8Nt6+NviGfv4 dJPSDqlV9IK2rI3tcr3JOw7Z6Hy9yz62nK8ecL2pu0OqFC2gLftTQ882L+Mo 1sPLllXVw7e3Kuso1sPDlvc75E2Wdx3Ferg7v7/1NKh9OUexHm7O9Y/xfN7Z w1Gsh25L/zi/TRHvOYr1cLHl6fa8sL7lHcV65FvycEvwo6gKjmI9nlmyed6r hSM8HcV65Fky4c6j2hO8lB45lrR4YJ+cUVHpcdeSNiMbxC76m9LjhiVHS3Zz W1VJ6ZFtyb6mg/Zuq6z0uGxJ134DYtK8lR4XLLl8L7jK6SpKjzOWlJ9c8W52 VaVHpiWdHzxMe1RN6ZFhycYRF9c4fJQehy3pvvl2gqev0iPVEu+fWq/3r6H0 2GvJ15dLfd/+faXHLktcB036z0c1lR5Jlkwvmdb9Uz+lxwZL+n/sduKrWkqP ry1Z3m5n7521lR4rnb8vIdctq47SI96SH0943bxXV+mx2JKAIwuvG/5KjwWW 5Jbeqtesr/SYY8lj62KvTg2UHtMt2ZU37dLwhkqPyZaklKs+e1Ejpcd4S8Kf Bg3eG6D0GG3J/qH9464Ewoclw06XPOXSBD4secfzftdaTeHDkrGeCe91bwYf lvT6Mt1rWnP4sKRx9woDt7WAD0vyEwbkXG4JH873edE/3QiCD0siU3/7d5MP 4MO5frmZHYa2hg9LGm15XuJfAh+W5NSOLHO+DXxYsrbik0+0YPiwpMSOQ41a toMPS25fzQob1x4+nOu1usmJHR3gw5L4SjXW3+sIH871vnvilk8IfFhyunaf RVGd4cOS639W3bQ2FD4suRYzvs6NMPiw5NUf+3x9PoQPS6bEd4kf0gU+TDlQ 79DU7V3hw5TZ62befhwBH6b0rtf0TPPu8GFK3a1xzWb1gA9T3M8V1D3XEz5M mT5txs6KveHDlOQyZw8P7QMfpqxJPByV2hc+TGkrQavt/vDh/P+z2n8SGQkf ppjLrz/Y/RF8mDJ1j69u/h0+TAkf/EHmgIHwYcrLl0Map0bBhyljM+53LzcI Pkz5dbZPzdEx8GHK0R9m7j03GD5MuTJk3lv/WPgwZcPqTPurofBhyvJTd7P/ HAYfpnRPWhPXbwR8mLL73JEHxz6GD1Oue9WqX2ckfJiy3+fH8IRR8GFKUNqJ UMcY+HCufz8//7Fj4cOUMsn++TfHwYcpWWX99vUcDx+mbCo7OSZrAnyYUu3N utJtJsKHKceGN045MAk+nO9/8eagwDj4MOVd37GV9kyBD1PqRRy/U38afJhS 0+XK8d2fwYcpOb7HMwJmwIdzf2w/fDN1JnyYMsu3XF2ZDR+mhE4K2HRqDnyY UmP9th4958KHKRtjfNrcmgcfpuwqP3TMuAXwYUpa7KBc/Uv4MKV1g2oHEhfC hymfdzx/reFi+DAlYGB6zOkl8GHKlpzobrFL4cOUJVqvZD0ePpz6DOw1a/My +DDlH6EhP4cshw9DVm1qufvRCvgwpNnjaK8VifBhSF60d8XgVfBhyJ63L9Ly VsOHIc33b9LWrYEPQzptdnPpsQ4+DElr0SzF3gAfhjz7bFSDjI3wYUi54dUn Tt0MH4a87/8soWUSfBhScvORhDdb4cOQ9kcXzTi6HT6cP7/ZFDV3J3wYsuPp 9DYRyfBhSInHF+t474EPQwbGL63z8Bv4MGTf5/dCj30LH4aUaSUrlqfAh/N5 x0MqjUmFD0NCv316KzwNPgyZX3Ls63qH4MOQSx1ajyqbDh+GnBjtHfbyCHwY Miu88pqbx+DDEH1lwvgfvoMP58/9An89dhw+DIns/ORWSiZ8GHKkZ9UVyafg w5CD9QdbO07DhyG/lTgWvOMsfDi/T8CSvrvPw4chriGL+qZegA/n+tz5pfv3 P8GHIW+zn/S5eAk+DKk8NnPS75fhw5D8TTszXa7ChyFnkkf0qJwNH4akL23R 6INr8OFcj59PjRv0G3wYkjE4uO7Cm/BhiNvCLqMO3oYPQ96t6RXx8C58GDI3 N+JujfvwYcipR03aRefAhyGvg5dN3/AHfBgy5sK5PfcfwYchDftefxj4BD4M Gbc1qsucP+HDkNvaspyrz+HDkG3p0dmNX8GHLp6lY1omvIYPXWq993v1N2/h Q5e0Bvk7Y100xYcuGWOGvvzFVVN86LIkJsu7q64pPnTpU27eB2dNTfGhS1D4 jfFd3TTFhy5eAc9uXSmlKT50aVEqK2mYu6b40GXc4J53Cspqig9dvp4y++Aq D03xocv9/HYfSgVN8aGLh8uiYw+8NMWHLlnTh7VYVUlTfOjSIP/ttR5VNMWH LmumrPjZo7qm+NBlmvv+kGxfTfGhy4NR5aK319QUH7qcrbOr88zamuJDl+MV r9aPqqcpPnQpaNypdacGmuJDlyfnyyU1DdAUH7pMrHs+sX4TTfGhS+KkJSEN mmuKD11S/QruNW+lKT50mbUlantYa03xocvcT7dnDW2rKT50+WL9F9MWtVd6 jNCl//y4EumdlB5DdMm2zy1+Ear0iNJlwcv02JZdlB6Ruiz6feap+d2UHr11 Odmq94ubPZUeEbq4xy1t3LGv0iNMl3tXvs1KiVR6dNQluWBiQcOBSo+2utS9 f9v7wCClR5AueTn9JoTFKj2a6XIpc1vP3OFKjwBdog5Ud185Uunhr8uQqWtf dBur9PDT5Urg+iEVJyg9fHSJLt875dEkpYe3LpuvJAf/NFXp4aVLmcyRI4/P UHp46DK+Z9OVJ+YoPdyd+gWtrnV5vtLDTZeGuY3mvVio9NB1iQlcXtVvqdLD RZcd9WdGDUtQeuRrEljrwqGDiUqPZ5p0nfbVliprlB55mvj1cUtctgE+NPGs cdzdOwk+NHnnQPzcAzvgQ5PXbxNnDd0DH5q0qRI+v04KfGhyqPKEao6D8OF8 3uGmvzw6Ah+arEi3g558/78/+e/8Pf4dz+G5/B5+L+/Be/GevDffg+/F9+R7 sw6sC+vEurGOrCvrzLqjA7qgE7qhI7qiM7qzD9gX7BP2DfuIfcU+Y9+xD9mX 7FP2LfuYfc0+Z9/DAVzACdzAEVzBGdzBIVzCKdzCMVzDOdxzDnAucE5wbnCO cK5wznDucA5xLnFOcW5xjnGucc5x7nEOci5yTnJuco5yrnLOcu5yDnMuc05z bnOOc65zznPuMweYC8wJ5gZzhLnCnGHuMIeYS8wp5hZzjLnGnGPuMQeZi8xJ 5iZzlLnKnGXuMoeZy8xp5jZznLnOnGfu4wPwBfgEfAM+Al+Bz8B34EPwJfgU fAs+Bl+Dz8H34IPwRfgkfBM+Cl+Fz8J34cPwZfg0fBs+Dl+Hz8P34QPxhfhE fCM+El+Jz8R34kP/8qXKp+Jb8bH4WnwuvhcfjC/GJ+Ob8dH4anw2vhsfji/H p+Pb8fH4enw+vp8cQC4gJ/yVG1SOIFeQM8gd5BByCTmF3EKOIdeQc8g95CBy ETmJ3ESOIleRs8hd5DByGTmN3EaOI9eR88h95EByITmR3EiOJFeSM8md5FBy KTmV3EqOJdeSc8m95GByMTmZ3EyOJleTs8nd5HByOTmd3E6OJ9eT88n99AD0 AvQE9Ab0CPQK9Az0DvQQ9BL0FPQW9Bj0GvQc9B70IPQi9CT0JvQo9Cr0LPQu 9DD0MvQ09Db0OPQ69Dz0PvRA9EL0RPRG9Ej0SvRM9E70UPRS9FT0VvRY9Fr0 XPRe9GD0YvRk9Gb0aPRq9Gz0bvRw9HL0dPR29Hj0evR89H70gPSC9IT0hvSI 9Ir0jPSO9JD0kvSU9Jb0mPSa9Jz0nvSg9KL0pPSm9Kj0qvSs9K70sPSy9LT0 tvS49Lr0vPS+9MD0wvTE9Mb0yPTK9Mz0zvTQ9NL01PTW9Nj02vTc9N704PTi 9OT05vTo9Or07PTu9PD08vT09Pb0+PT69Pz0/twDcC/APQH3BtwjcK/APQP3 DtxDcC/BPQX3FtxjcK/BPQf3HtyDcC/yX30SBWk= "]]}, "Charting`Private`Tag#6"], Annotation[{ Hue[0.08640786499873876, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[2]], Line[CompressedData[" 1:eJxdmHlUVdcZxdHce865KKEaQhQVjdbZqAGj6BLcTkWJA+DcEq00UhCogEUt GERxHrE4QUFC0DohalBBxRFncYBGqQYFgrESaHDCKVr7YJ29ulbvP2/x1uPc c8/+ft+39/04cJb/jMZ2dna9GtnZ1X+mJNdfFtbZf3P44EwD//+3U7Z3RcwG Czkue72GhBlYd6auS8A6Cwcy88OLwg3Yl2RGeK60MKh5gHfgLANLqv3yXJdY 6JjZ/vqzCAN29Ve8hV8256gVUQZiGxa08DTsxAvXPxt4blvtTLSFUsd36Yej DUR61q9oYWwLL9N3roGa+uVCLTRp5Ne9ep6BoIbLQkagi/PyGAMVMbYFp1uY 0mvlpU7zDQQ0bNBC2KO0kRe+MlC/PftJFjYZ01NCFhjwty1X7WfBvrzmpMNC A1cLbdcoC1dHh5zIWWRgRMOCFhK+bZryu8UGCuofd4iF076tJ5lLDTRsz9PC P9fWvNq/zEDDch4WBnpVLJ26woB7w2Uh/n544/dXGah/WqeeFl6azpEnVxvo 2rBBCw5R4SVRaw1ss22vpIMFn/UtBnRJNNC24QAtuB0qTCtbr/VoaeFhiK9M TtJ6OFnIuxQbO36j1sPRwopij3fNNms97C2MPJ6wuWiL1sO0MG1S6MikFK2H nYU+U5u5TErVerxWuFW6+/02W7UedQrFq+J7/Jiu9XikMNa9dt6+DK1HtUKY Y/Cr2EytxwMFh36ROT7btR4VCob596xWO7QepQrXEnJ/+nmn1qNEofD7sNln d2s9ihS6n80clZql9ShUmP/cd/6cbK3HBYUPt8ercfu1HmcURjyb+OLTb7Ue xxVWz/nV2A8Oaj3yFLbvaez84pDWI0ehclGq/91crUe2wobyoCbnj2g9dirs 62R6Hzim9chUKD31WdP041qPrQpPcoqnrztJPhSe9S4es+g0+VDI7e59Z24B +VBA3fQmEefIh8Lz2xFVMy+QD4WCgvLY4EvkQ2Fouefl4CvkQ6HV531KQ6+S D9vz5SceibxOPhSiBg6eGVNEPhRO3Z7wfMk/yIdCWlCjoA03yYfCoP4pp7eX kA+FXY9Tmh29TT4UZg/LnFr0PflQyL4870D1XfKh0LJEfmCVkw+F875fru76 A/mw1UfS5U6j75MPhevjv66e/YB8KOxfH30/7SH5sJ1/nNnqyk/kQyE0vl/y LzXkQ+HHbu1CetWSD4W5wxtvDHpMPhScSsZ2znhKPhQueuzpVlZHPhSCej3c 1e4l+VBY2NRh/4zX5EPhyq1xI7LfkA+Fj2O6x73+D/lQCH/n8YVPI1PzIbGq cPLjtPdMzYfEnJr039SZpuZD4u60L0J8lan5kAib0ypon72p+ZCo6Z0xsrmD qfmQWJD1tN1fHE3Nh0SPzZNeVTYzNR8SdXv9y/2dTM2HxI5heyvPOZuaD4mj JbObebY0NR8S/jtfzs1rZWo+JK4E3uzo4WpqPiQqrtd0zW9naj4kbiSGJQ3r YGo+JFIeXIss6mhqPiR2LS79LrCLqfmQcJ2VXfiym6n5kPj3/X0hSZ+Ymg+J X0/8Ot+tt6n5kAgP2njrlpup+ZBwe/Pm4oLPTM2HxNyA9O2feJiaD4n8cRlx 5QNMzYeEQ9jSoC2epuZDIq63e8QEaD1iJDzjarM/Gqr1iJaYXxnct2y41iNC YnjTQy5ZI7QeoRIJnuMj4j7XegRJ+NxzHzVxjNZjusRmxwMF7n5ajwCJdP+/ 1TiP13pMkrjg2e/uu4laDz+JaRic9fMUrccom37RjyIqA7Qe3hLFCa+G3Jum 9Rgi4bJ+/YCyQK2Hp4STV2TEgxlaDw8Jx8Mlb58Gaz3cJYZeWfNGhmk9etrO t33V0vaztB5dbPcLvZ47NErr0UHi/u4ju0OjtR6uEmZibmzKPK1HS4nRJVHe N2K1Hk4S5/Ldujss0Ho4SjSPKRvmt0jrYS8xucjMSV2i9TAl+my7s6F2udbD TmLAJi97n9XkQ2Dy0dPuWevIh8AffXa4OSeRD4EOwVVdlm8iHwLHHwzs3ziF fAjI1h8uW5xGPgTG5O3o65hBPmy/z3wU9s028iHQufzQWK+d5EOgNnyVWbmH fAicdys5lLiPfAgcLf9uuXcO+RDoWZq8Q+aSD9v927YcWHSUfAhEfdQ5ctsJ 8iEQEf9V1MIz5ENgotvJsODz5EPApyp2zZTL5EOg4J37exOukQ+BRy4Bb39b TD4EKs//Piv0FvkQmGK3e/CyO+RD4OKurbV775EPgYSqHVVlP5APgbV/6vNl m3+RD4HS5GMbgqrJh0DyilMHjtWSDwE34+aT1s/Ih21/SE1c+ZJ8COSuvHrW eEs+BKae6Ht5VSOh+RAISD1R2lYIzYdt/4+D+p+2F5oPgfKkMa4RjkLzITCo e87lHk5C8yFw8MaTuBcthOZDYMucNfNvtBGaD4GNbTuJvPZC8yHQriJhWnZn ofkQeLb/r1dzegjNh0Cjt3/YdPHT/33ye/6O/8d1uC7vw/tyH9wX98l98zn4 XHxOPjfPgefCc+K58Rx5rjxnnjt1oC7UibpRR+pKnak764B1wTph3bCOWFes M9Yd65B1yTpl3bKOWdesc9Y9OSAX5ITckCNyRc7IHTkkl+SU3JJjck3OyT37 APsC+wT7BvsI+wr7DPsO+xD7EvsU+xb7GPsa+xz7Hvsg+yL7JPsm+yj7Kvss +y77MPsy+zT7Nvs4+zr7PPs+5wDnAucE5wbnCOcK5wznDucQ5xLnFOcW5xjn Gucc5x7nIOci5yTnJuco5yrnLOcu5zDnMuc05zbnOOc65zznPn0AfQF9An0D fQR9BX0GfQd9CH0JfQp9C30MfQ19Dn0PfRB9EX0SfRN9FH0VfRZ9F30YfRl9 Gn0bfRx9HX0efR99IH0hfSJ9I30kfSV9Jn0nfSh9KX0qfSt9LH0tfS59L30w fTF9Mn0zfTR9NX02fTd9OH05fTp9O308fT19Pn0/cwBzAXMCcwNzBHMFcwZz B3MIcwlzCnMLcwxzDXMOcw9zEHMRcxJzE3MUcxVzFnMXcxhzGXMacxtzHHMd cx5zH3MgcyFzInMjcyRzJXMmcydzKHMpcypzK3Mscy1zLnMvczBzMXMyczNz NHM1czZzN3M4czlzOnM7czxzPXM+cz/fA/C9AN8T8L0B3yPwvcJ/AR8VskE= "]]}, "Charting`Private`Tag#7"], Annotation[{ Hue[0.3224758424985268, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], RGBColor[1, 0.75, 0], AbsoluteThickness[2]], Line[CompressedData[" 1:eJxdlQtM1WUYxtGt//d9OC+hpoKXiEgk0SmBGpKPpsASA9TEHKaYosMLOEci l7yklZfCGylE0EA2RId5B5XSwybiEAGt0xItNEUDSjIldWqHs/eprf/Gzg5w 3vN+3+/9Pa/nvISpCzq7uLh85fjpeM3O6ngMIvc2+e8LtfD/971KQhtTdhp8 mhtSM/EtCxm2+z4xGQaLfjEPG8MtuNoLEoM3GcRFnSpfF2FhQ3NU6cANBvfc ur4yeKoFl45njUG2T23QxekWUp0FDdTAZzo12sIDRzVbksHDA2W7fGdZWB7c UdEgIDnkz6sxFlo6yi02WJvT0ytzjoU452NQsOb4a5HzLDSmOArGGqxObRvR fYGFGGeDjv4zir3rF1roaM812qCL9wP3rHgLUx3lmqMMfj/vNmD+UgsXqh1P uEHYg/hR/okWwpwFDdLPZSZZKyxUdBx3gsE0e/SNq0kWnO0FG6z/u2BLWbIF Z7nRBnt75KRnpVrwdz4GSTe32dI/tNBx2l7DDN6+pxbFrbUwxNmgwaSQQynT 1lvY42jP7mWwcsZKNekTC4OcF2hQ1ZToEbRJePQz6N/aUhHwmfDoZXBl2bJu AVuFR3eDTkkleswO4eFqsOGvnNPjvxAezxkMOx07MSJLeLgYXEybnR+bIzwe abTt9r2TnCc87mtcCM0dnJkvPO5qfLO6asmxQuHRrLHv8cPKhiLhcUtjF06G 6f3Co1EjutD+dPQB4dGgMeO9dx8tOyQ87BqBWzZPLj4qPOo0vpzyuHNzqfCo 1uhyOXnEiFPCo9LRT2rf22nfCQ+bRtkt/9E1NuFRrnG932J/77PCo1TDyi1s XlslPA5rFOf3XPFrtfAo0aj1Gt4QXis8ijQ83MrHnLwkPAo0ZqXX5A63C49c jZAzZwYW/0Q/NOYeefOC7zX6oXHqx8hvDzbSD42izwOtcTfph0Zr2M6y+tv0 Q2OHLaZ1SQv90GgPsB/repd+ON7v/PrVo/foh8YLtv2x77fTD42o86EJfR/T D420QX0WX35KPzRu1bsv2dVZiR8a3WtLNsZaSvzQGNpny5WRrkr80Ahqr1rV pZsSPzTiQ39Oa35eiR8aH+UVPKnvrcQPDa+MyN62fkr80Ii7tO5q6QAlfjh4 bQpKPO6pxA+NJ3GNTeXeSvzQeLlh/JzqIUr80Mibsr3tup8SPzR2j1p+otNI JX5oRL7T9L1PoBI/HPwrFs2d+boSPzR6vvjDB1vfUOKHxqj89MC6CUr80Bg7 sn+5e6gSPzQ8V13zWTpZiR8afi2xu89FKPHDwa/+qK/fdCV+KOyfFPMse6YS PxSKh0wOdJutxA+F+Z6tf2yPVeKHgkp5acqAOCV+KHj0mJBwMF54NCoYP/fk iATh0aBwI6ZtY/sK4WFXGD/2k8q9ycKjzvH34N7T49KFR7XC3YUR0/zWCY9K hW16wZ2nHwsPm8LZ2E5BVzYLj3KFceHhS21bhUepgnfdb4VHMoXHYcf5Tjxz PZQtPEoUZnkMrTiRJzyKHPdSnXG/Zs9/r/w9/4+fYx3W5ffwe9kH+2Kf7Jvn 4Ll4Tp6b98B74T3x3niPvFfeM++dHMiFnMiNHMmVnMmdc8C54JxwbjhHnCvO GeeOc8i55JxybjnHnGvOOeeeHtALekJv6BG9omf0jh7SS3pKb+kxvabn9J45 wFxgTjA3mCPMFeYMc4c5xFxiTjG3mGPMNeYcc485yFxkTv6bm5KjzFXmLHOX OcxcZk4zt5njzHXmPHOfe4B7gXuCe4N7hHuFe4Z7h3uIe4l7inuLe4x7jXuO e497kHuRe5J78x/wSPRS "]]}, "Charting`Private`Tag#8"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{1.7, 3.1}, {1.7, 3.1}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {1.7000000000000037`, 1.7000000000000037`}, "ImageSize" -> {165, 165}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> 1, "DefaultStyle" -> { Directive[ PointSize[0.004583333333333334], RGBColor[1, 0.75, 0], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{1.7, 3.1}, {1.7, 3.1}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {1.7000000000000037`, 1.7000000000000037`}, "ImageSize" -> {165, 165}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> 1, "DefaultStyle" -> { Directive[ PointSize[0.004583333333333334], RGBColor[1, 0.75, 0], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{}, {}, Annotation[{ Hue[0.67, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[{{3.1, 2.}, {2., 2.}, {2., 3.1}}]}, "Charting`Private`Tag#1"], Annotation[{ Hue[0.9060679774997897, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[CompressedData[" 1:eJxdm3d8jXf7x8+4z33OCY29OSt7LwkhuISIPYJYKY3StFYoaraIaD1GgxJV I4jajS1qjxq1Q9rQR1GbSKkRNcLvpnk/fb1++cfr7vM4Tu7v/f7e3+v6vC9n 39SE/gadTjfOqNO9/fO7BW9/rBJ1Oz/rTG2d/P/ryjnxf4yda5Xln1coX6Bd Zxx86puUYZXAfjvSL2vXbgXZQxtNs8pE99MlN7XrKYWddtimWOV2ceK4Iu1a 9/ZnolW6LulW8kS7HvfuA63y2Yz8ya+062Lt0w6OtMqeDufclTo6Gdbo7Sda ZfDnXZeU0a7vv/24gVbZsKlveCXt+qN3P1bJzHh9vKZ2/cdY7QOTrVLvQNDH Lu066d0XtErOsydWf+367ddz62aVyMLuG8O06wTt4wo7WcW/V+9e0dr1qZPa T1ureLm7lWmqXbd894FWMZz7YF9L7frQ21831iqPx6WM7qhdv/t6jawy844r qrt2/e7j6lul4OX8v/to1xHvfqzy/rIT+1K067e/beVgqzQ4eXB6qnbt9+4L avdvVFrSKO16hfb1CjyssmJFufAJ2rX93Q20yvneqWW/qlO6HjWssjt3ZeHX dUrXo7JV4n7eeSazTul6lLNKi20bdyypU7oeblZZ+P3MlSvrlK6HSVvPk4kL cuqUrofOKgEfVpi9vU7perywyLH1B2furVO6Hk8tkv04NeMI6/HQImun2TJP sx6FFok+dX7Zr6zHLYv42edtvsx6/GGRa/dTjt1iPS5ZZOi6Ttf/ZD0KLPLN hW7GZ6xHnkXOvZjg+4b1OGmR2cvOJJhtpetx1CL2/m3TytlK1+OgRc7eerm9 mq10PfZYxJp3/aHdVroeOyzSq8Aa6msrXY8tFpmzffiIUFvpeuRY5GRdn731 baXrsdoi053+7zW1la5HtkVOd01LbmUrXY8lFnFujdzVyQYfFtnm27pmTxt8 WGTEmsNf9LXBh0VqROXcGWCDD4vEXrB2H26DD+3fy758cpwNPiyydFt4fLoN PiySGFX26AwbfFhkX7dhbefZ4MMi8YkfFyy2wYdFfhr9LGWlDT4sMre81+sc G3xYZNOYZwtybfBhkeM1Rzbcb4MPiyT1X3HtmA0+tP/9l+kZeTb4sMiYx2Gx v7Ee8Ra53nHxi2usR6xFcqfn7yhkPRpZ5EHby+OfsB71LXK/5YEWJaxHhEVm NUmvqtrhwyLdXwXdd7fDh0VGJx4+Ws0OHxYpDu20xmGHD4scHnthlp8dPixy I7jvF+F2+LDIqC5PhzW0w4f2fV9/O7C5HT4s8le7LgPb2eFD+/uDg4cl2uHD IgvnB3/exw4fZskpn5TxsR0+zPJ1wN5Vw+zwYZZl8UlHxtrhwyx98xoVTrbD h1kmxw6oOtMOH2axuu7GZ9rhwyypysEJWXb4MMuR6a/2rLbDh1kKUpYaNtvh wyyxidva7bLDh1myXc2yfrLDh1k2ruz07JQdPszy4fE7XQvs8GGWyunld121 w4dZVlw4632P9cgxy5L/hi14zHqsNkvPDQ0rlrAe2WbxmlI8W3XAh1k+Wjyg enkHfJhlf/zS72s44MMsja9nRXs44MMsIy8Pyw90wId2f3Ntn0U54MMs7iU5 NnHAh1l2tQ043coBH2axdF2U3tkBH2bJyneLfd8BH2ZZ9d0ENcUBH2Z59KXx 3FAHfJjFe1rWirEO+DDL3e+Tvkh3wIdZyhY16/O1Az7MsnNy7/hvHfCh3e+s bVHLHfBhFv+pCUHrHfBhlszMxgHbHfBhlpioyaH7HfBhls03/Bodd8CHWd6E xXTKd8CHWU7tPzTosgM+zDK3xfGMOw740J6H6T12PnLAh1naDBp3/xXrYTNL lYJob7MTPszy9PSSlApO+NCexwFbN9ZywodZeuen672d8KGtZ5uaPUOd8KHd P9eEnQ2c8KHd/0N7XHFO+FBl3uqrczo44UOVlf0fufV0wocqK5aVTOvnhA9V ptd4r1KqEz5UCVwakD3GCR+q9LX1a5juhA9VEr858N+vnfChSm7lDukLnPCh iu5MtcgVTvhQZaPJ588cJ3yo8k2lqRt+dMKHKq8HtBjzkxM+VKmYObjNGSd8 qKLUs3r/5oQPVZIsXtabTvhQpfHvJ588cMKHKpuWlb37wgkfqlzv+fCmyQUf qnzmk15Y3gUfqhxukv+8lgs+VIkovl/exwUfqozM/S003AUfqlxyW9ujkQs+ VFk7J2V6Sxd8qNK9rONIZxd8qPKg41VrHxd8qNK567bEAS74UGWh//r1I13w oUrv13llJrngQ5UKteqOmOGCD1W63rlyc74LPrTrwmsfZLvgQ5WaR1vfzHHB hyp3Y7yG73TBhyqLAye6HXHBhyrmeZ+sy3PBhyot5j7o+rsLPlQJ+djhdtcF H6qsHuJ27IkLPlQp5707Q+cBH6osCmqeXNYDPlQ5FrcpproHfKiyvWNFl6cH fKjyXcJnFUI94EMVz0/vu8V4wId2//6e7N7SAz5UKezctnYXD/hQJa9S17of eMCHKnOLfkgc5AEfqpzf+dHk0R7wYZL2YzN2pnvAh0mSO9Z/NcsDPkwy5qth LRd7wIdJ5sxqk7XGAz5MsslYoNvuAR8m+Xip5+CDHvBhks7t426c9oAPkyyu 0/qj/3rAh0m+jG/++LYHfJjkXnDc9Cce8GGSnz/oHaz3hA+TXJy77NJ7nvBh knI5jsyanvBhkvBdRT19POHDJKnPagbU9YQPkxQd36k29YQPk3xy4kpRO0/4 MMnJ3Yuu9vSED5Ocmq1cSfGED5PMGuR/d4QnfJgkPsv5ZpInfJjk0voSR4Yn fJhkfqtz7Rd5wodJjvbaMnWNJ3xo9/fV1tPbPeHDJPbRhY6fPOHDJB07DJyQ 5wkfJhlVr9W9y57woa1Hre+S73vCh0ke1h5+87knfJik+Ju7I81e8GGSy+Ur VariBR8mmZpk2uPygg+TNBnz6/BQL/gwSUb2onqNveDDJFU6D7G09YIPkyQ1 7Hurhxd8mGRL24y8FC/4MEmFbWWPj/SCD5O8uPrXmcle8GGSvuMTr8/2gg+T ZA1PUJZ6wYdJej4pCc/xgg+TTBwyLHW3F3yYpOm8wz8e94IPk5T9oFLFi17w od3/MiNG3/aCD5P8UVNf9NQLPrT1656fqnjDh3Y/fzXrK3nDhyIVH21b6vSG D0V2d3rePtQbPhRpe+d+mSbe8KHI4KfrCtp5w4ciRWrC5iRv+FCk8PmLhQO9 4UORGq8Ozh3rDR+K/D3jyKL/eMOHIh4TXFu/9YYPRRY+f/zbKm/4UMQ2pnuF XG/4UGRS3uBuR7zhQ5FqIQk//OINH4pUre5Z6aY3fCjy3hDDf554w4ciSall yyk+8KHI1h3J31fygQ9FlrdwtfXwgQ9FXKOGGCN84EORumVSTsT6wIci6b5B KxJ84EORCr2uzezrAx+K3MhcPfVTH/hQ5Gz08rlpPvChfd57jzbN8YEPRfLi d11d7gMfiqzIcDq3+MCHIidfthx+yAc+FBlTNbHgvA98aPf/8uB2N3zgQ5GR J7b98sQHPhSZfaLzUJMvfCjyptWQOlV94UP7+8GBv3v7wociAde2bqjnCx+K jG8XOq+lL3wo8uvlIzN7+MKHIj9PW7ZggC98KHL/9N0d43zhQ5HErT8XzvCF D0W8zg0MX+ILH4rU7vhyxgZf+FCk1d3sl/t94UORnX/O/uKcL3wo0r71oyo3 fOFDkS8nPTrw1Bc+FBm1Y3+a2Q8+FDm8dXr3Gn7woa3/1bRmAX7woUib9r82 a+QHH0aZtnN7jw5+8GGUHbO6Tkn2gw+jHCi6cWS4H3wYZW32fNuXfvBhFM9G y2Z86wcfRvHWR1VY5wcfRvmheNr6PX7wYZSMO7/0PusHH0b58JN2vtf94MMo Mwp8rcV+8GGUzslL9VZ/+DCKn7WoQm1/+DBKyZqWDUL84cMom18WjY31hw+j bJpfPb+rP3wYZVmJ0uITf/gwSuS3D8+O94cPo/gcrDFylj98GKXtiX3hK/zh wygnS1xuO/zhw6jV2+kvT/jDh1FWlfExX/WHD+3zZrULeuIPH0bJXxgzxBIA H0aJ2hh9vHYAfBjl0MDpTcMC4MModWeNyY8LgA+juFvbTe4ZAB9Gef9Rh/ap AfBhlPlZpyLTA+DDKAeXV2ywIAA+jLL3/KBeOQHwYZQL3QK+OxQAH9rvs2ZJ 8YUA+DDKhKXVh/0ZAB9GOTbmvlUJhA+jpFwdcqBGIHwYxVr8dH5IIHwYxS3p 4sy4QPgwyomYT7N7BcKHUZp3rXVxWCB8GOXe69CQqYHwYZS70RVWLgmED6NW z9VqvC0QPrTf7+amZycC4cMoZZ5Hnb8WCB9G6fe8XN7zQPgwypxT2X+VD4IP o6yL7xXpGwQfRrkUtmxRkyD4MMiyXtd8ugXBh0EGr5pZMCQIPgxyrnrl9V8G wYdBql2/8/2SIPgwSO/Rkw5vD4IPg8Qt6FrmTBB8GMTe/8qo20HwYZDtAxaW 0QXDh0FyfrQcrR4MHwaZ/GT12rBg+DBI2Ie63NbB8GGQr9XM+x8Gw4dB2q9/ 3ObzYPgwyG/Glb9kBsOHQS5siZm2MRg+DLJgaOsBx4PhwyCdKvX/7EYwfBhE NntteB0MHwbZ/6NvlRoh8GGQbqr7mogQ+DDImTejB7YPgQ+D9NhW/v1PQuDD IJdfTPgiPQQ+DDLuq5Fns0LgwyCRVVZ03hUCHwYpk3bQUhACH9rnPZr+8FEI fBgk98m+MuVC4cMgSatcvQJC4cMgVa6MvxIfCh8GedJh0YJ+ofBhkH25nadN CoUPgzR1G7d5SSh8GGRu1oOKu0PhQ/u+/eauvxgKHwYpLpsw8VkofBjE1apa RpUw+DBIxqsLFyPC4MMgvqPnJCeEwYdBbmyP8xkWBh8Gabv4ZcCsMPgwiHfM T0M3hMGHQRKq5hafDoMPg3gOeLz3zzD4MEjyF0uPu4fDh/Z9HhfVDAmHD239 q1be1CEcPgyyuUmXr4eGw4f2/Pk93zI7HD4MsqpHN48t4fChlxVTTv2eHw4f erlkOHyjOBw+9LIuenN0jQj40IvVUeVywwj40Mu5nWPO946AD70MXjm6VloE fOilw6rc3O8j4EMvt2Lvrfk5Aj70Mif53OOiCPjQS7sXMr9iXfjQy/ZjVTPr 1YUPvSS4xz1KqgsfernQ5/QPaXXhQy+pE44eX10XPvRS1Lx7mzN14UMvgfN2 hxXXhQ+9bPwkbmKdSPjQy193e0THRcKHXnbPH91ncCR86KXzrPpP50XCh17U G61L9kbCh15i1PFj70TCh16qd9+WWjEKPvRS6+zrKzFR8KGXjw5MPJ0SBR96 mXl4SuNvouBDL3JyfMS+KPjQS3KXlxsLo+BDL6vO7dtZvR586KVR661dWtSD D72k1f4rbUQ9+NDL9Cr7W2XXgw+95O/K+uFcPfjQS9t7LbYY6sOHtl67V/eJ qA8fejl/4e/cfvXhQy+3a248kFkfPvTyInd22s/14UN7Pi5t1JXUhw+9VPn9 s9iwaPjQy2PD2vYfRcOHdj8rjwxcFA0ferm4PPX6uWj40Eu/lqvGuTWAD71U u7mmJLYBfGjPj/vsT8c3gA+9NDvvfmN7A/jQi0/Z8UmPGsCH9nwMuXMruCF8 6GXMxsCMQQ3hQ/te6pvkdQ3hQyfWQW6DCxvCh07q+1r3BcbAh06e1b6ekhoD Hzoxf3d29JYY+NCJY0qa8jwGPnSy7FpHuzSCD53kqcOuTG0EHzo5YIl8/3wj +NCJfkziFntj+ND+vN3+zeDG8KGT5aMOJO9tDB/affrx+evyTeBDJ5caTHnT vwl86ETcH8za0wQ+dPL4/spb1QQ+dHJY72w4UuBDu06QvF8EPnQSd8WzOLop fOikjvck4/Km8KGTew/X9nWPhQ+dTBu/ddaEWPjQyYjlRs/iWPjQyeln9vxP m8GHTsrduZFe3Aw+dNL8QZVuac3hQydfvbhyoFocfOikS/6TXTvi4EMnt8se 0n/cAj607+3clekXDx866T5o6EljS/jQSZQyeb2+FXxo32tJx3INWsOHTp5H 9I9/0ObfP/nv/P/4e3wOn8u/w7/L9+B78T353vwe/F78nvze3AfuC/eJ+8Z9 5L5yn7nvrAPrwjqxbqwj68o6s+48B/97LkqfE54bniOeK54znjueQ55LnlOe W55jnmuec557OIALOIEbOIIrOIM7OIRLOIVbOIZrOId79gH2BfYJ9g32EfYV 9hn2HfYh9iX2KfYt9jH2NfY59j32QfZF9kn2TfZR9lX2WfZd9mH2ZfZp9m32 cfZ19nn2fd4DvBd4T/De4D3Ce4X3DO8d3kO8l3hP8d7iPcZ7jfcc7z3eg7wX eU/y3uQ9ynuV9yzvXd7DvJd5T/Pe5j3Oe533PO99zgGcCzgncG7gHMG5gnMG 5w7OIZxLOKdwbuEcw7mGcw7nHs5BnIs4J3Fu4hzFuYpzFucuzmGcyzincW7j HMe5jnMe5z7OgZwLOSdybuQcybmScybnTs6hnEs5p3Ju5RzLuZZzLudezsGc izknc27mHM25mnM2527O4ZzLOadzbuccz7mecz7nfuoA6gLqBOoG6gjqCuoM 6g7qEOoS6hTqFuoY6hrqHOoe6iDqIuok6ibqKOoq6izqLuow6jLqNOo26jjq Ouo86j7qQOpC6kTqRupI6krqTOpO6lDqUupU6lbqWOpa6lzqXupg6mLqZOpm 6mjqaups6m7qcOpy6nTqdup46nrqfOp++gD0BegT0Degj0BfgT4DfQf6EPQl 6FPQt6CPQV+DPgd9D/og9EXok9A3oY9CX4U+C30X+jD0ZejT0Lehj0Nfhz4P fR/6QPSF6BPRN6KPRF+JPhN9J/pQ9KXoU9G3oo9FX4s+F30v+mD0xeiT0Tej j0ZfjT4bfTf6cPTl6NPRt6OPR1+PPh99P/qA9AXpE9I3pI9IX5E+I31H+pD0 JelT0rekj0lfkz4nfU/6oPRF6ZPSN6WPSl+VPit9V/qw9GXp09K3pY9LX5c+ L31f+sD0hekT0zemj0xfmT4zfWf60PSl6VPTt6aPTV+bPjd9b/rg9MXpk9M3 p49OX50+O313+vD05enT07enj09fnz4/fX9yAHIBcgJyA3IEcgVyBnIHcghy CXIKcgtyDHINcg5yD3IQchFyEnITchRyFXIWchdyGHIZchpyG3Icch1yHnIf ciByIXIiciNyJHIlciZyJ3IocilyKnIrcixyLXIuci9yMHIxcjJyM3I0cjVy NnI3cjhyOXI6cjtyPHI9cj5yP3JAckFyQnJDckRyRXJGckdySHJJckpyS3JM ck1yTnJPclByUXJSclNyVHJVclZyV3JYcllyWnJbclxyXXJecl9yYHJhcmJy Y3JkcmVyZnJncmhyaXJqcmtybHJtcm5yb3JwcnFycnJzcnRydXJ2cndyeHJ5 cnpye3J8cn1yfnJ/PAC8ADwBvAE8ArwCPAO8AzwEvAQ8BbwFPAa8BjwHvAc8 CLwIPAm8CTwKvAo8C7wLPAy8DDwNvA08DrwOPA+8DzwQvBA8EbwRPBK8EjwT vBM8FLwUPBW8FTwWvBY8F7wXPBi8GDwZvBk8GrwaPBu8GzwcvBw8HbwdPB68 HjwfvB88ILwgPCG8ITwivCI8I7wjPCS8JDwlvCU8JrwmPCe8JzwovCg8Kbwp PCq8KjwrvCs8LLwsPC28LTyu/3ldpZ4X3hceGF4YnhjeGB4ZXhmeGd4ZHhpe Gp4a3hoeG14bnhveGx4cXhyeHN4cHh1eHZ4d3h0eHl4enh7eHh4fXh+eH94f HiBeIJ4g3iAeIV4hniHeIR4iXiKeIt4iHiNeI54j3iMeJF4kniTeJB4lXiWe Jd4lHiZeJp4m3iYeJ14nnifeJx4oXiieKN4oHileKZ4p3ikeKl4qnireKh4r XiueK94rHixeLJ4s3iweLV4tni3eLR4uXi6eLt4uHi9eL54v3i8eMF4wnjDe MB4xXjGeMd4xHjJeMp4y3jIeM14znvM/fPzrQeNF40njTeNR41XjWeNd42Hj ZeNp423jceN143njfeOB44XjieON45HjleOZ453joeOl46njreOx47XjueO9 48HjxePJ483j0ePV49nj3ePh4+Xj6ePt4/Hj9eP54/0zB/APH//OCTA3wBwB cwXMGTB3wBwCcwnMKTC3wBwDcw3MOTD3wBwEcxHMSTA3wRwFcxXMWTB3wRwG cxnMaTC3wRwHcx3MeTD3wRwIcyHMiTA3whwJcyXMmTB3whwKcynMqTC3whwL cy3MuTD3whwMczHMyfzDx79zNMzVMGfD3A1zOMzlMKfD3A5zPMz1MOfD3A9z QMwFMSfE3BBzRMwVMWfE3BFzSMwlMafE3BJzTMw1MefE3BNzUMxF/R/gDSlH "]]}, "Charting`Private`Tag#2"], Annotation[{ Hue[0.1421359549995791, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Line[CompressedData[" 1:eJxdm2dYVOe6hll11lhiL2hssWbbYjS2WN6dDbYgiRo1lqiJscUSEgtFmhQB USkqIihRAQU79oZdwRZiJcZYCGgUNPbe9uiZ+zrnOvzxWtGMM/Ot+1vf+zy3 9b77se8o1cXFpbnm4vL216RFb3/sMiY2ut/9yS7y/68rr+te4DffLll5/a6U n+IiMQceNRkaYxftyrOAlo7rUvmpXp1n2SX3ZlxLT8d1eEmf7bXD7ZL26UcP JziuXd7+BNtlp9w8Hu24nv7uBe1yP/zU1lWO68eOVzsw1S6y49Xmo47rnzq/ fUW73MoMOXLDcX3r7cuNt8vVHlNLbFNdZPS7H7sUZxTXb+y4LvBzvOC3dinz 5smP3RzXQ9+9Qcf7Wb4xb5Tj+u3bKzXQLmPf++g/4Y7rvo6XK+ljly+uhB9L c1yfPOH48bBL9/NHRx1yXPd494J2OZlfoUqR4/rg24/7mV2+vzX5d22ai7x7 e53tUijmhvqO63cv194uRxtdSf6P47r1ux+7xFSusnik4/rtp63cwi7P0vds CHVcf/juDdpl4uL7F1Id12mOt5df3y49ruRUO+S4rvPuC7TLJ/79fyia5lwP V7sEr9x4Svd2rkdlu0zZ/bh3Q2/nepSzy4bOHa64ezvXo5Rdws/FhY/2dq6H YRfPAdX/HeHtXA8Xu5zYWVQhw9u5Hs8tiWxU7mmut3M9HlnS/Pr6Bze9netx 15KbP17RS/s416PEkryRW5s283Gux3VL2s3uPba3j3M9Ciypezl75yQf53r8 aUmSb936sT7O9ci3pP6qucuyfJzrccqSSn/Xa3vGx7keJyzRzz64+tDHuR45 jtf/d+3lVX2d63HAEqXZLt/2vs71yLak7d6iMYN9neux3ZKEflsm+Ps612OT JR29ukem+DrXY50lxvEtO/f5Otcjw5LyPWvqhb7O9Ui1pMGb+O8NP+d6pFjS +OP2fzb2gw9L4gc2Gt/LDz4suVHFt8JEP/iwpKW7R16MH3xYMvrOrrSNfvDh eP99iuLO+cGHJWMuFCQ89YMPSyY0PbWp5nT4sORMrbwbXabDhyUndz395Lvp 8GGJv/v45PDp8GHJtI/cXDOnw4clnk2WrT8xHT4sqVpu6bC70+HDkpJXwxpV 9ocPS4LdX5rt/eHDksxJCS5D/eHDkuKOHpWC/eHD8X2md+qa5g8flsQVzAzL 9YcPS2YO71V4yx8+LLmQu2JIhQD4sKSctvv2JwHwYcnFlqsWDQ6AD0u2rI0b HhQAH5b4Vp/XNS0APiwxe+V1OBoAH5ZcHTzG858A+LDk/HL/gEqB8GHJ0h0f 5bQPhA/H+/VObzosED4saf/45arQQPiwSeW4Qe6ZgfBhk47XLz3/NRA+bFI+ f83xh4HwYZOnkTe31QiCD5tYo7ftlSD4sMnhWh0LRwfBh01+T1/wwZwg+LDJ 6Y7/BGwKgg+bFI0Y++hCEHzYZEVRkyiXYPiwyaWLX3VoHAwfNum0ooLpGQwf Nmn7T9idKcHwYZNDmWcfJQfDh+Pz1GzsejAYPmxS7fTyQcXB8GGTP1ZP2lZh BnzY5PLZrI87zIAPm7Q6Ou/4iBnwYZOp/TuFRM6AD5vsW3hmwIYZ8GGTMJeQ nr/PgA/Hn+/nNdglBD5s8nNGTlSTEPiwic+ErPwvQ+DDJrHfDXTzDYEPmxxL K8xbFgIfNmmeHux3LAQ+bLKnxSC3ByHwYRPv0YnN3w+FD5v0OTGurXsofNik Z6dnwyaFwodNfrjz88qFofBhk7/8tfL7Q+HDJmUu5icWh8KHTeJH1Pqschh8 2CT4sFKmSxh82GRMg02Px4TBh+P3XwxX48Pgwybnm7druTsMPmzipY8NuB4G HzYJbfnB7fLh8GGTVTkLAj8Nhw+b1PziQavR4fBhk+KN421x4fBhk94eH73Z FQ4fNiks+Nn173D4sImWOWpAxZnw4fh83T/d2nkmfNjkwOlGHcbNhA9TVp4b cmX+TPgwZUTv9zL3zYQPU2qt/Tnh1kz4MMW4kr2yegR8mLLWveEltwj4MGVO 9uW2P0XAhymhKXW3LImAD1MGZtf7+lgEfJjiPtG17pMI+DAlbkbXsg0i4cOU Ol+cqNMnEj5MKbfu6cDASPgwZdSLV1tWR8KHKVtrVO14IRI+TDnnPb3IjIIP UxZY47a0iYIPU2Z61lj7XRR8mLL76+PHY6Pgw5TUw9sr7I2CD1POHqoTdDsK Pkx5WL1L5fdnwYcpS137nuo1Cz5MGbAlaavvLPgwxWvywEMZs+DDlEbTcp/n z4IPU+b5txhsi4YPU44WHfurbTR8mFK89sr80dHwYYqn33qvhGj4MGVdXMC0 I9HwYcrQwjkrHkfDhykzrIZK49nwYcq4bpEzB86GD1N+j33VNnI2fJgydvbx ijtmw4cp92I71CieDR+mvFkd07vmHPgwpU9q1bUec+DDlJFPqnUInAMfpujX L91bPwc+THkyYVN+wRz4cHzfHkXFlebChynHSmU37TYXPkzp/2hWks9c+DCl bsPF7VbPhQ9TCoK7apfnwocplfYdelU+Bj5MeTDRv7FbDHyYMuvWtmDvGPgw 5YD3UfvqGPgwJK6JfvByDHwY0vLprjUVY+HDkAEH3XO6xcKHIYt7P6k4PRY+ DDnv1jh2fSx8GDLHrXnXolj4MGTmhW/rusbBhyH9w2u38YyDD0NKH8j2C42D D0PuGMkPt8fBhyG9ciou/ycOPgzpERwS2iAePgy5tbHHosHx8GGI6+1DhbHx 8GHIqhMDR+bEw4chqdrI6q/j4cMQv6E9tU/mwYchE/dMajBhHnwY8qxVe//U efBhyPBrpUtfnAcfhnzWqs+pivPhw5BRS7zyes2HD0OmXTtjhM6HD0Oevro2 Zdd8+HB8HtdKtR7Ohw9Ddq/Jfd1sAXwYkj91ao3RC+DD8f6Dorx+WQAfhtRu Mk25sAA+DDnRcN3JignwYciIOennPBLgw5Do/FOuEQnwYUjh9cyk/QnwYci9 siu+fpkAH4YMrSJftVsIH4Z0+OzBnJ8Xwoch04d2MtcthA9DZm1ZlH1zIXwY 8rJF9OaGifBhiM+/40u+TYQPQ3ZoH49MSYQPQw62ulPzYiJ8GNK+zZdVqy+C D0MuNr7Ut/8i+DCky7U6p+MXwYchKVba/N8WwYchxc8eJ72XBB+GvHq48ppH EnwYolXsMTU6CT4MqeT5Q69jSfChi8v81FH2ZPjQZcDhWTk9kuFDl3kHt3tF JsOH7pgncr/NTYYPx5+/NiDZWgwfuqTV02r3XAwfunh5TSqOWgwfulRx76Qc XwwfurzyrDiyzBL40CUsLLG85xL40KVmC99SsUvgQ5cd90b0Ob0EPnSZc/n1 tcop8KHLax/96MAU+NDlxZGGL5JS4EOXuKGuAZdT4EOXK2MTv/jgF/jQpf/B YZNH/wIfung8+9fNVb/Ahy4vh+zJuvMLfOhy7L1LJ9sshQ9dHlXx7OK3FD50 WTPqorZvKXzoEnSvTx1zGXzo4r57RpzHMvjQZeSNzkPmLYMPx+fLHRrwxzL4 0OXB3W1P6y2HD11u92j267jl8KFL1VpJr7OWw4cuT1pdm/V8OXzo8q/8h5P/ kwofulgvNu2cnQofutzsUmHE+VT40KWk9Jvv66bBhy7DMyYf+yENPnQ51Htc 3JY0+HCsd9fLO13S4UOXUwVnu3ukw4fj90/365CYDh+6xLuMji1Khw9dUo/U 8Gy1Aj50GazPnBy4Aj50Wdlhn3JiBXzo8uPy689cV8KHLnX61fxm7Er40KX2 gPBm21bChy4fHvtynJkBH7osUNZXHpABH7osXH6+5YoM+NAkNFfb/TgDPjSp 08hnZ/dM+NDE+nB6s0WZ8KFJh9qDK5VkwocmBweO9eq8Cj402dLvjVvsKvjQ 5KuiwPjCVfChScqg3oPbrYYPTZquyV8SvRo+NInIjBt2dTV8aPKi3uMln6yB D03uVIv4JnoNfGhSePdkSsEa+NCkWsaQke3XwocmT9Sja2LWwocmg3K2+v+9 Fj40SX9w8mzXdfChydOne7cmroMPTYY86dbg/jr40KTJy4Z1PNbDhybrP/sw c8V6+HB8P96NDikb4EOTyJcvf/pmA3xo8lfrhM07NsCHJpdyrs2pmgUfmjx8 dvPN5Cz40KTqg9VlTmfBhya9q8nWjzbChyZpQ4+8jtkIH5pMTP/hxp2N8KFJ /dqjpn65CT40eZbyfGXWJvjQZGSFgJBKm+FDkzUXPrdN2wwfmpS4nW1/YTN8 aDLlRZxr5y3woUlNn3Jrlm2BD03GhV2/b26FD8f9tHPf3Qlb4UMTt1JfZ5zZ Ch+aGL283/90G3xosvPw8y9St8GHJt//8Zt7me3w4bgfE567TNsOH477Z/js sKvb4UOT56nrzny+Az40mRSXcm/bDvjQ5MbpdQUNdsKHJnmDe6yM3wkfmiS1 KXFXdsGHKiUjWu732gUfqrjtPvx+wS74UEW/5zO07274UMV9aouwQ7vhQxWv BX8vbJcNH6q0m30geXU2fKhyLuPFvLp74EMV/7B/whL2wIcqhd2rTS67Fz5U eaFUHhm+Fz5UeVR+xaDXe+FDlYMpm4b47IMPVb75uOekB/vgw/H+ByYn/Lgf PlRZP9T649Z++FClRosaXcYfgA9V7nWLzC0+AB+q9DjYIWj8QfhQZWtM97G3 D8KHKot2vo7yOgQfqrS5+Vfxw0PwocqQBxvi/A7DhyoLM74NV47Ahyr39zc7 GXUEPlS5qM32qpQDH6rY53fxTsmBD1W+i/C4+a9c+FAlcU2pvO258KHKmMTa rXochQ9Vnj0NqX7hKHyoEtR29tzxx+BDlVVjbi9+cww+VBm0LLv3guPwocry zIDVzU7Ahyqtq9Xef/gEfKii/m0kjTgJH473N8/1s1cn4UOVnO0HDif/Ch+q vOz/tFWnPPhQpey27vMv58GHKhXfv/w85Df4UMWl5bwpH56CD1WqD3tY/vQp +FDl/dZ9rvqfhg9VVh7IffDhGfhQJarv199cOAMfqpQfXNIy+ix8qFKsTQzq eg4+VPlt2MURj8/BhyqTvYYWrz8PH4okjerfekI+fCii1w/7qunv8KHIybCa Y2//Dh+K1FjxV9TGC/ChyNnEgfl+f8CHInXN8z92uwgfilR1OzClyp/woUi1 8B32G3/ChyI5BTlf7bkEH4qY9dIDEy/DhyK1P3+2cdoV+HC8vx6r6g66Ch+K LDXbPO9aAB+KeD0pM63pX/ChSCXNNa9mIXwosjapuXuFIvhQpKDiqlplrsGH IqVbN0krcx0+FFFO9mxa6W/4UGTqN5ll696AD0U6tnu0rvVN+FCkSVaXAM9i +FAkeXjUfa8S+FBkQU5mQvIt+FDkUUiEkncbPhT59Pafl0rfgQ/H5/k14Vbf u/ChyNjSqj39HnwocmCh0UJ7AB+KFJZk+096CB+KBE2+63bjEXwocsf+utzP T+BDkTZ2t/Vln8GHIpWl5xfZz+FDkVbp2XGhL+FDkRTbsKyRr+FDkceXp23+ 1kVx8qFIRPjkLSGq4uRDkcxxHr1P6oqTD8f9kZX9cS+b4uRDkXox7zUzSilO Phyft8vXQe+VVZx8KFJUbXOVgPKKkw9Fal1d/91PlRUnH4pUOHPqp+r/51f+ O3+O/4/X4XX5e/h7eR+8L94n75vPwefic/K5+R74Xvie+N74Hvle+Z753lkH 1oV1Yt1YR9aVdWbduQ+4L7hPuG+4j7ivuM+477gPuS+5T7lvuY+5r7nPue/h AC7gBG7gCK7gDO7gEC7hFG7hGK7hHO7ZB9gX2CfYN9hH2FfYZ9h32IfYl9in 2LfYx9jX2OfY99gH2RfZJ9k32UfZV9ln2XfZh9mX2afZt9nH2dfZ59n3eQ7w XOA5wXOD5wjPFZ4zPHd4DvFc4jnFc4vnGM81nnM893gO8lzkOclzk+coz1We szx3eQ7zXOY5zXOb5zjPdZ7zPPc5B3Au4JzAuYFzBOcKzhmcOziHcC7hnMK5 hXMM5xrOOZx7OAdxLuKcxLmJcxTnKs5ZnLs4h3Eu45zGuY1zHOc6znmc+zgH ci7knMi5kXMk50rOmZw7OYdyLuWcyrmVcyznWs65nHs5B3Mu5pzMuZlzNOdq ztmcuzmHcy7nnM65nXM853rO+Zz7mQOYC5gTmBuYI5grmDOYO5hDmEuYU5hb mGOYa5hzmHuYg5iLmJOYm5ijmKuYs5i7mMOYy5jTmNuY45jrmPOY+5gDmQuZ E5kbmSOZK5kzmTuZQ5lLmVOZW5ljmWuZc5l7mYOZi5mTmZuZo5mrmbOZu5nD mcuZ05nbmeOZ65nzmfvJAcgFyAnIDcgRyBXIGcgdyCHIJcgpyC3IMcg1yDnI PchByEXISchNyFHIVchZyF3IYchlyGnIbchxyHXIech9yIHIhciJyI3IkciV yJnIncihyKXIqcityLHItci5yL3IwcjFyMnIzcjRyNXI2cjdyOHI5cjpyO3I 8cj1yPnI/cgByQXJCckNyRHJFckZyR3JIcklySnJLckxyTXJOck9yUHJRclJ yU3JUclVyVnJXclhyWXJacltyXHJdcl5yX3JgcmFyYnJjcmRyZXJmcmdyaHJ pcmpya3Jscm1ybnJvcnBycXJycnNydHJ1cnZyd3J4cnlyenJ7cnxyfXJ+cn9 6QHoBegJ6A3oEegV6BnoHegh6CXoKegt6DHoNeg56D3oQehF6EnoTehR6FXo Wehd6GHoZehp6G3oceh16HnofeiB6IXoieiN6JHoleiZ6J3ooeil6Knoreix 6LXouei96MHoxejJ6M3o0ejV6Nno3ejh6OXo6ejt6PHo9ej56P3oAekF6Qnp DekR6RXpGekd6SHpJekp6S3pMek16TnpPelB6UXpSelN6VHpVelZ6V3pYell 6Wnpbelx6XXpeel96YHphemJ6Y3pkemV6Znpnemh6aXpqemt6bHptem56b3p wenF6cnpzenR6dXp2end6eHp5enp6e3p8en16fnp/fEA8ALwBPAG8AjwCvAM 8A7wEPAS8BTwFvAY8BrwHPAe8CDwIvAk8CbwKPAq8CzwLvAw8DLwNPA28Djw OvA88D7wQPBC8ETwRvBI8ErwTPBO8FDwUvBU8FbwWPBa8FzwXvBg8GLwZPBm 8GjwavBs8G7wcPBy8HTwdvB48HrwfPB+8IDwgvCE8IbwiPCK8IzwjvCQ8JLw lPCW8JjwmvCc8J7woPCi8KTwpvCo8KrwrPCu8LDwsvC08LbwuPC68LzwvvDA 8MLwxPDG8MjwyvDM8M7w0PDS8NTw1vDY8Nrw3PDe8ODw4vDk8Obw6PDq8Ozw 7vDw8PLw9PD28Pjw+vD88P7wAPEC8QTxBvEI8QrxDPEO8RDxEvEU8RbxGPEa 8RzxHvEg8SLxJPEm8SjxKvEs8S7xMPEy8TTxNvE48TrxPPE+8UDxQvFE8Ubx SPFK8UzxTvFQ8VLxVPFW8VjxWvFc8V7xYPFi8WTxZvFo8WrxbPFu8XDxcvF0 8XbxePF68XzxfvGA8YLxhPGG8YjxivGM8Y7xkPGS8ZTxlvGY8ZrxnPGe8aDx ovGk8abxqPGq8azxrvGw8bLxtPG28bjxuvG88b7xwPHC8cTxxvHI/4eP//XM 8c7x0PHS8dTx1vHY8drx3PHe8eDx4vHk8ebx6PHq8ezx7vHw8fLx9PH28fjx +vH88f75dwD8uwD+nQD/buC/2bygRg== "]]}, "Charting`Private`Tag#3"], Annotation[{ Hue[0.37820393249936934`, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[2]], Line[CompressedData[" 1:eJxdmnl0Tmf3hpMzvyEkEpEgJOYgiIjGEHaEmElMMUVQSsxDUNRQ81xVLWIq Qk1paZrEPMQYQ4mG1hiqqqaYqe8jvsN6r/Vb6/f+Ues0nJz37Od6nr3v+w7s O7xDf8XFxeWg/Z8Pfyav+PBxSOSYyDk/mK7y/6+9f2x+a8JShxTvUnrWY/v6 q6yXVXp+5ZCT3belfWK5itvvG0ZEzHPIz88qeU61r2c+iN1VZqZDHjw7seak fe3y4TPVIW2Xnejp6XCViR9v6JAR0xNad7evX9l3yxrjkNQj2YM22NcjIz7c 0SGVf5W9D+3rhx9uN9ghZ6e/b1jXzVU++/hxyPCQyCdT7OtbE+wb9nHIscWR F7Pt654fH9Ahc7IbPvQq5CofHs8tziGzRg0P62Vfd7Bv9yDWIfuX+OzcbF+f PWN/2jhk3PrhCc/t6xYfb+iQYQt2SaPCrnLkw9dt4pDHP9bsPNe+/vh4EQ5x ve61Ote+/ni7cIcsS0jxDXB3ldCPH4fsexVwcrB9/eHbetdwyPEr2dsy7eug jw/okKX7846oRVwlxX6838vbPz+9wSPGvi778QU65H1q3JJVRZz18HNIlXkR Le8VcdbD276/tjysblFnPYo6xKvJ1rjpRZ31cHNIxt3Mn84XddZDd8hOf71R GQ9nPVwc8vyrS8oQD2c9/mPJluEjC3Z7OOvx0pKUpFIhlqezHk8sybpRcmUX T2c9HljSc1xGw42eznr8bUn6kjCfF57OetyyZJznzcpRxZz1uGZJ9b4FI5cU c9bjd0sOTbv84lYxZz1yLCmk7N0R4uWsxxlLuro+2vill7MeJyx5F7YnN8fL WY8sS/LvD40o5+2sx377eZRON0d5O+uxy/73r3ftP+LtrEeaJRPy7l30Lu6s x4+WfDWkTtBnxZ312GxJh/y/MzOLO+uxwZKynWKmOXyc9Vhjyd4ah+b08IEP S0r8POt0qg98WBKQ+aKVSwn4sO+/v4fZsQR8WJL9yN11Uwn4sGR/yV7hb0rA hyVnjqxNbeMLH/bPfSr3+d4XPizZ/rRFxxe+8GGJ553uM1r4wYf998PSXqzy gw9L7t3YnPLUDz4siVn6zdLokvBhSZOjp4+uLAkflvy6YmvY05LwYcnjgrl3 o0vBhyX71hy9sqoUfFiy6W560eel4MOSw+57ZrUsDR+WFHGvId+Xhg9LLmwb 3vB1afiw5PUX1ye284cPe738ealgoz98WHKy6L5j7/zhw5KEwvnnO5eBD0tq Zfwa8GMZ+LAk8uihdKMsfFgi2ZUXJ5SFD0uq1R24Y1dZ+LB/f8+7PsUC4MOS 2NGFjg4OgA9LenzbYNexAPgwZfLJvOdlA+HDlCYFvcdNCIQPU0JLBEVdDIQP U367sz6uVjn4MOW7kPrp88vBhykPd/foebccfJjSsd6YtlHl4cOUSQNfzllb Hj5M+cK1TdG35eHDlLdZ9252rQAfpnwzWgrSK8CHKR53sgZ4VYQPU/58/Zf/ yIrwYcriNaUCz1WED1NCbl0bGVwJPkzRbq31WFAJPkxxu3bt3f1K8GFKZi33 +q0qw4cpO/psO7alMnyYsswvdJ2jCnyY8qBG4NnEKvBhyr8/PG95qgp8mJJz IMi3WhB8mDL4TlT4giD4sH9f9pGtj4Lgw5Sr3aqPaF8VPkwZf9J17s6q8GGK 4+vsl17V4MOU5l+4ZY6tBh+m/JzS5uzlavBhSrmJfvUiqsOHKUmn//uf76vD hylND0/x0oPhw5RjD2tPTwyGD1M2NU9p9WswfJhSvH6/QaE14MOUS2u128tr wIcpw876phfUgA9TBn0bdqtfTfgw5UDbpwNO14QPU8Iv3m5ZuxZ8mOK9YtPs FbXgw5SU5NxA1xD4sH8+xs0vMQQ+TGn16d9Dc0Lgw5TbzazA+rXhw5RmWzxD N9SGD1OunN6YUjgUPkzplZI4dmwofJgS+4+65WYofBgys5h/ROs68GHIucSE 0Iw68GHIRXPcgsAw+DDE5aZny4Vh8GHI/ON5iW/C4MOQg+OWPO5fFz4MiV57 /cqFuvBhyLa8sdXlE/gw5P3l4ndSP4EPQ1aGJemlw+HDEL/NbRfNC4cPQz59 lzD1TTh8GPKu7OBrA+vBhyEDAkM2/FEPPgzZ12TsxRb14cOQQe9cknbXhw9D ggsnT6naAD4MCUgq/GZlA/gwpPiiirfcG8KHIQ6P9PCpDeHDkKs+C12eN4QP Q4JqTav3WQR8GJLYb/BflyPgw5DQyHJKu0bwYciJ29O+yWoEH4acVIes+KQx fBhSq+CAd2pj+DBk2s0Eo7zAhyF1k8KGrxD4MGRgq6AYj0j4MOTYicpbZ0fC hyFptQImv4+ED0NOp2tnxzWBD0PmTj217EkT+DAk5lBiXmIUfBiSmnk95XYU fBhyP7vCvfim8GHI0zmS+kdT+DBk7JGwZx2bwYchE74pvPtcM/gwxH/oeaVN NHwYcip48fmT0fBhP2+1XuWjm8OHIenNYt4eaQ4fhix8PqVnkxbwYciILm7N DreAD0PcW3lkSkv4MOTemIy0Qy3hw65/QsWGka3gw5BLE+bGZrWCD116i9fL qNbwoctvDV9XPt4aPnTpWGnYgxZt4EOXgCe/yJk28KGLd17hoJi28KHL92v2 bsxtCx+6xHYptKtbO/jQJfdgqz557eBDl3kRZ9f3bw8fuux4en/Sw/bwoYvH JZcXo2PgQ5dOuSOMtzHwocvzG+syZsTChy4H3VyMIh3gQ5dSW96+XNYBPnS5 1rfInHId4UOXvI4796d2hA9dOlcesLxeJ/jQ5VidTL/jneBDl5ura0R17Awf uhQd2tvnVmf4sO/3y52lw7vAhy6hO+IPFXSBD10G3h6avCgOPnRp1yirQtmu 8KGLZ2P3Pju6wocu5Xys2Cbd4EMX6/SoV7nd4EOXtn29Ow7sDh+6fKbtHfi2 O3zocrhiw3pf94APXe7+lHS8Uk/40OX3ai2L7e8JH7rMfbSxTKd4+NBlj0x5 9CAePnRxXZYzdUYv+NClXua6K/4J8GHXJ//t28wE+NBlaeSbex16w4cuHdan b8jvDR+6NCjfvfr8PvChS0RN31lV+sKHLm5ZVdOO94UPXfquv5Te/1P40KX0 mkGL9X7wYdfjZONmm/rBh/19M3dfat4fPuz1cjq6+f3+8GGvr6G9Vyz8DD50 2dlp/rmQAfChSeWLcQ8vDYAPTSIr9H32xUD40KT15g5/lU+ED01WNb9x9HQi fGiSuef4d0mD4EOToFtXepYZDB+ahPu99sseDB+aTEvWc5KGwIcmP/1WMCNw KHxo0vn0vfBzQ+FDkwozrj2eNAw+NPmu39vtwcPhQ5M66yePvjEcPuzn27E5 evEI+NBk7C/ng6JGwocmc/4TH/B6JHxo8n5UdvD2UfChSZOQNZ37joYPTeKf jF/plwQf9vOtclcvJMGHJvNv+i+ePwY+NEnaOz06eix8aHKjRHBVZRx8aFJo iH/jg+PgQ5M/eg2bO+lz+NCk3egY94jx8KHJ1T2Fzr0bDx/28y9y+e3gBPiw 32f7zf7TJ8KHJt1qfpfW/Av4sL+Py+cr3CfBh30/9xK5uZPgQ5PjBV0Hrp4M H5osPyg9BkyBD02Sxz3eWXsqfGhyZvbGke+nwocmWUuPrD37JXxo8ufK05Gr p8GHJmu9+8YPmw4fmnQq0/5fmQEfmgzcO8W3+Ez40OTzkubR+zPhQ5MW+WVd s2bBhyYtLwZfSp4NH5p8m3Og5Zg58KFJ+wsL+sbOhQ9NurafUrnmPPiw18O/ 29cWmQ8fmrz7PP7C4/nwoUn92EInLiyAD1UuH+8/M3MhfKiS8ahD8TWL4EOV qaeeTp71FXyocmbxqlMjFsOHas8r913iv4YPVX7O/aVq6yXwoYo1xju2wTfw oUrQ6sRJwUvhQxWldc/dgd/ChyohJ/KK+H4HH6rkXA6b47EMPlTpXP1ZzULL 4UOVNlffeVgr4EOVKQ1W1jWT4UOVQxcTt1sr4UOV+NWDJhdeBR+qRPbXdhdb DR+q1F9uJZZaAx/296u3a2WltfChihmS3avO9/ChSq/8wYearoMPVW4kxJ6L Ww8fqiS03Zk8dAN8qJLqG1t7Vgp8qDLt0bxN6zbChyrjEztbhzbBhypLjrVO vPUDfKiyd37GVX0LfKhy8fbSUcFb4UOVwzM2RXbdBh+qdIwbGz9rO3yoEn6l /9XMVPhQZV3c7pyHP8KHKu7vU+Iq7oAPVUa97j6zz074UKX91JJJ636GD1X6 1ZdGd9LgQ5VlaXHvq6fDhyqLO9XI/TwDPlS5mXP3yslM+LDrFe0d6r8bPlRZ G3jy3Zg98GF/X5+M+N/2woddv6atx4Xthw9Vmp45O2LVAfhQ5UiZyaOsQ/Bh f/+ovZvGH4YPVSaOrFr/SRZ8qHI97s8eQ47ChyphE5Mj8o/BhyJGxTyvsSfg Q5HZia18tGz4UOTAjawpy0/BhyLr0w4tCj0DH4psyV8x8+JZ+FDkTsalrZPP wYciy7YtalkzBz4UWTL6/M67F+BDkVGXvettzoUPRbq/PVB/5CX4UGRv3Dbf qD/gQ5GgLecalLkCH/bzuOV7q9fgQ5GYF/H+z67DhyJq0/zfH+TBhyJ+d27n PLkFH4qMifJLcf0LPhQ51i3qRZm/4UMR33t9xrb8Bz4Umdi4T/6X9+FDkQF3 XoRkP4QPRe59m1Y14DF8KOJlTv5j9lP4UORm3QadXF/AhyKFSr+6sPAVfCjS Z1Pilhpv4EORfXusmDv/hQ9FppiLB6QVwIf9Pk7VOJDsqjj5UORBp9jOqzXF yYci3ou8Bu43FScfiiw83G3UOzfFyYcizTO+DO9dRHHyoUjkgfnn/vFUnHwo Mj162sbk4oqTD0UeXTs2d7yf4uRDkdS8fb/M9VecfChS61XDX88FKk4+FHE9 ePNpTCXFyYf9vtMSdxSr9n9/8v/5e/w77sN9+T38Xp6D5+I5eW6+B9+L78n3 5j3wXnhPvDfeI++V98x7pw7UhTpRN+pIXakzdWcdsC5YJ6wb1hHrinXGumMd si5Zp6xb1jHrmnXOuocDuIATuIEjuIIzuINDuIRTuIVjuIZzuGcfYF9gn2Df YB9hX2GfYd9hH2JfYp9i32IfY19jn2PfYx9kX2SfZN9kH2VfZZ9l32UfZl9m n2bfZh9nX2efZ9/nHOBc4Jzg3OAc4VzhnOHc4RziXOKc4tziHONc45zj3OMc 5FzknOTc5BzlXOWc5dzlHOZc5pzm3OYc51znnOfcpw+gL6BPoG+gj6CvoM+g 76APoS+hT6FvoY+hr6HPoe+hD6Ivok+ib6KPoq+iz6Lvog+jL6NPo2+jj6Ov o8+j76MPpC+kT6RvpI+kr6TPpO+kD6UvpU+lb6WPpa+lz6XvpQ+mL6ZPpm+m j6avps+m76YPpy+nT6dvp4+nr6fPp+9nDmAuYE5gbmCOYK5gzmDuYA5hLmFO YW5hjmGuYc5h7mEOYi5iTmJuYo5irmLOYu5iDmMuY05jbmOOY65jzmPuYw5k LmROZG5kjmSuZM5k7mQOZS5lTmVuZY5lrmXOZe5lDmYuZk5mbmaOZq5mzmbu Zg5nLmdOZ25njmeuZ85n7kcHQBdAJ0A3QEdAV0BnQHdAh0CXQKdAt0DHQNdA 50D3QAdBF0EnQTdBR0FXQWdBd0GHQZdBp0G3QcdB10HnQfdBB0IXQidCN0JH QldCZ0J3QodCl0KnQrdCx0LXQudC90IHQxdDJ0M3Q0dDV0NnQ3dDh0OXQ6dD t0PHQ9dD50P3QwdEF0QnRDdER0RXRGdEd0SHRJdEp0S3RMdE10TnRPdEB0UX RSdFN0VHRVdFZ0V3RYdFl0WnRbdFx0XXRedF90UHRhdGJ0Y3RkdGV0ZnRndG h0aXRqdGt0bHRtdG50b3RgdHF0cnRzdHR0dXR2dHd0eHR5dHp0e3R8dH10fn R/fHB8AXwCfAN8BHwFfAZ8B3wIfAl8CnwLfAx8DXwOfA98AHwRfBJ8E3wUfB V8FnwXfBh8GXwafBt8HHwdfB58H3wQfCF8InwjfCR8JXwmfCd8KHwpfCp8K3 wsfC18LnwvfCB8MXwyfDN8NHw1fDZ8N3w4fDl8Onw7fDx8PXw+fD98MHxBfE J8Q3xEfEV8RnxHfEh8SXxKfEt8THxNfE58T3xAfFF8UnxTfFR8VXxWfFd8WH xZfFp8W3xcfF18XnxffFB8YXxifGN8ZHxlfGZ8Z3xofGl8anxrfGx8bXxufG 98YHxxfHJ8c3x0fHV8dnx3fHh8eXx6fHt8fHx9fH58f3JwdALoCcALkBcgTk CsgZkDsgh0AugZwCuQVyDOQayDmQeyAHQS6CnAS5CXIU5CrIWZC7IIdBLoOc BrkNchzkOsh5kPsgB0IuhJwIuRFyJORKyJmQOyGHQi6FnAq5FXIs5FrIuZB7 IQdDLoacDLkZcjTkasjZkLshh0Muh5wOuR1yPOR6yPmQ+yEHRC6InBC5IXJE 5IrIGZE7IodELomcErklckzkmsg5kXsiB0UuipwUuSlyVOSqyFmRuyKHRS6L nBa5LXJc5LrIeZH7IgdGLoycGLkxcmTkysiZkTsjh0YujZwauTVybOTayLmR eyMHRy6OnBy5OXJ05OrI2ZG7I4dHLo+cHrk9cnzk+sj5kfsjB0gukJwguUFy hOQKyRmSOySHSC6RnCK5RXKM5BrJOZJ7JAdJLpKcJLlJcpTkKv8HL2s1RA== "]]}, "Charting`Private`Tag#4"], Annotation[{ Hue[0.6142719099991583, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]], Line[CompressedData[" 1:eJxdmnd8jufbxj3PPR9i71IxK8SqGDHCGSRE5UXUntH8rBiJkUoaYsUetfkV FaMoVSuVVKxQoy0auzYNqjaJPd4b17fv5/M+f8jnEu7nvu/z+l7XcR7HVab3 kLD/uHPkyNHU+ePdz/8ufvfxyLiYCvF1Lrjk/48LbWx+NW6eRw6VDfxrtzOe lZ7t022WRzpe2/1jyEWX5DyzMipgqkeMB1WunXDGibfbppRK9EjtTYW+6nHJ JTnefcZ4pMk2/atbzvir9xf0iGvXtGvDL7vkiXO19BEeCd5Xb0uOKy6JDnh3 RY+MfvjtP9Od8Z13l4v0SPvNbaYXv+qSPu8/Hon4/vLC75zx1TjnguEeeXbg au5a11zS7f0NeuRy3bv39jrjd7eXs6NHmo9c3KDNXy4Jcy53u61H1rdNyLrk jI/87nxaeSTjsv9HgzNd0uL9BT1yZl74D6+d8b53j9vEI6EBCzbOuO6S97cX 4Hy/PqJUqRsueX85f49UHrn09UZn7Pf+45FzMza1kpsuefe0hap5xP+7Nl7H nXGl9zfoEX1OmYCIv12yyrm9M+U8MmrBoctPnLH3+xfokcfRd7Km3FL1KO6R qF61R338j6pHIY9Elw6N3fyPqkdej2x9eulW0G1Vj5weKZqy8Ni526oehkdm 76/gG3VH1SOHR+oUqffauKvq8cKWjoHjg5fcVfXItiU5brvld0/V44Etvy6Z GvjrPVWP27ZUqLo1K/y+qscNWzLDb5V5cV/V46otDSrePDzngarHBVuKVeh3 1/ehqscZW67trzTjl4eqHhm2NK97e13PR6oev9tSJW5QsxePVD0O2rKpx7Du 8x+reqTbEjprb3aNLFWPnbYUWFAqz5EsVY8UWx5fC1vTP1vVY6stctwn3Xyi 6rHRFt+tA3uueqLqsdaWoUfvJDR5quqx0pZPBsWWv/pU1WOZLTMuZ4aOeQYf zu8naK+9n8OHLQeOrq+55zl82HK+9U/3e72AD1uO7Hhdy/0SPmxJeNRDW/US PmzJNlO7Br+CD1sKN7/b6NYr+LBlQdPLP0x/DR+2eJ0dvq7GG/iwpbjfgpqn 3sCHLemXqraMewsftjw55PPQO4db8WFLpVYxPgec8Qc+nLG//XCgy634sCX/ +eOfFXK7FR+2DMh5pF6aM/7Ahy0xVR7siNDcig9b1gX6n8ituxUftoTcWzlm uzP+wIctTSfU+iXccCs+nPef+16Sl+lWfNjS//MzRVOc8Qc+bFn68HnFCMut +LClVrveJ/LZbsWHLZUPe5fY5Yw/8GGL9XWzHAM9bsWHLQUvXB//UU634sOW lMwSaw474w982FL+gSsyNpdb8eGMe/70RyUvt+LDltqpXf4854w/8GHJmZSC E6fndis+LCnWyXO2UR634sOSLy72+eOhM/7AhyVf/90lanVet+LDkqpjiqZ2 zudWfFhSwvv4+jz5VT0uWNIzfV/I/vyqHmcsafHUZ15cAVWPDEtO3gqc/mlB VY/fLek3LMzvVkFVj4OWHKu0YmpSIVWPdEsmDY6f26WwqsdOS3qPrtG6UBFV jxRLYsfm3320iKrHVkuivonJnFJU1WOjJYVe/bwnqJiqx1pLWj8IaO8uruqx 0pK4x71X7i6u6rHMEq+9szeM+kjVY7Elq/rUGdqwhKrHPEtGd9ib/bKEqscs S5rGrfFPK6nqMdV53uDeDUd9rOqRaInfkSHuxqVUPcZYku9k2HSXt6pHnCUZ N+ac3++t6jHCkqBBaQ8nl1b1iHKef0+vP0LLqHpEWnJOisQWLKvq0cd5voEj 7/5ZVtUj3JIRWRWrJ5WDD0vyn/21cf/y8GHJ1pFeZWpWgA9LOm1bevJlBfiw pNqbWt0OfAIfllQYOTN1dkX4sKRU7oH3uvvAhyUbp81/VbkSfFgyau/Z688q wYcl7RZ6NhysDB+W7KnqbrvQFz4siXmx4nTfKvBhSecbxxvVqwofljQcmDAt VzX4sCQ8ZcmuS9Xgw5KUQxXObakOH5ZcnVHyyqQa8GGJkXvq8e6fwoclw8aN 3lqrJnxYUi4xf6KXH3yYUsC3d8h1P/gwZXy1he7dteDDFL9Cl7csrg0fpsSF RXUbUQc+TImMneIKqwsfprzsGr2quj98mFKp/pfN89SDD1Oa33l05249+DCl Td6ghUfrw4cp0TXPtNjUAD5M+ckoqc9tCB+mPJky67eYAPhwxoHbk7o2gg9T /o4oOyWwMXyYUrXAgAk+Ah+mTJn46YJ8gfBhyo6wT/Y+D4QPU2bOzWFnNoEP U4b7jh90rCl8mPLD66+ydjSDD1Py++7/dl0QfJgysY0MXRQMH6Z8evDK4MnN 4cN5vhtJi2JbwIcpKc2nP4oMgQ9TgrySE3q2hA9TMss3avr5Z/BhyqZvOkjL VvBhyuvL9eMCQ+HDqUeh2ln1/gc+TAnuuXSzX2v4MKVWwLnkam3gw5SI0710 37bwYUqNDsnLfcLgw5Q+QZEzK7aDD1Oa3ayQUfFz+DCl0eJFAyu1hw9TttWe FFGlA3yYsjz2QFqNjvDhPP+ghrF1OsGHKcUzriwN6AwfpiRM21ktuAt8mNL/ 4/vV23SFD1PyFVu9ums3+HDuf2HZef26w4cpbffsehvTAz5Medbk+p2JPeHD lLpXi/Ra1As+TBn7/Fb39eHwYUrrIrlu7+4NH4YEjwvwOv0FfBjy2dWuB+5G wIchaUc7lbL6wIchj8Y0Ll62L3wY0mVorbRG/eDDkDb5Yry694cPQ54O6Z53 1AD4MCTC0/PXZZHwYUj92FxN0wfChyGVQ/Il3BwEH4aM2O0/Ic8Q+DDkSvLg TnWj4MOQ7iN3uHpHw4chW9e3mDhzKHwYsqxh+J20YfBhyPKOQ+vfHQ4fhngG eH3pHQMfhkyokrm23ZfwYcjq7SdOTxkJH4ZcX3HeSo+FD0NmVyvf9FUcfBhS LPbNLP94+DCk3Z7r2TGj4MOQFj+Oid8+Gj4MyZm6wvdFAnwY0mRsaK7GY+HD kFLttpSbOA4+DGm6xm/UsfHwYciU1D6lSyTCh/M+qxcu0n8ifBiy+WijvqmT 4MOQCiElPvaaAh+GzCtaMjB8KnwYsiPy3oWUafBhSPk6o14UmAEfhnRs8njl kJnwYUj7ATv/OjoLPgyZcW36/hqz4cOQ+d92bjt/DnwY8vZ0xPxXc+HDkOQl DZb0mQ8fhvRflhp9YgF8GLLhTa6yTRfBhyGD2m5LTV4MH4as2TEtyPcb+DCk jv+B4yuXwIch57Ung72XwYchSTXz+iz7Fj4MeRwV6VU6CT4MyXx0pPLqFfCh S7N5fedUXQUfurSucj4sdTV86OIu1iS+xRr40KX6mxre59fChy4Zf6S1iv4e PnSpmHdMkVwb4EOXya2Wz1z7A3zokj/HyYMhP8KHLuOT+p26twk+dPEpFvLb wi3wocuWMfquZtvgQ5exrU+lZyfDhy5FT629//12+NDlUuWKXSNS4UOXazN3 lCy7Az50mVV7aavMNPjQ5e2is9r6XfChy6vQzt1i9sCHLr37ZkUFp8OHLlWi h3UvsR8+dEdPL2+U/Qt86FK4YZuaJw/Chy4RPYZ1TDkMH877fu59NOk3+NDl UKsV278+Ah+6jDg8rU7iMfjQJXT4vsEJGfChS2LIwsSEE/ChS/CPR5MST8GH Ljlz7bo9+wx86DJyRtcZq/6ED+f3Ldtv2XkePpzn2ewz+eJF+HDef2KDRvoV +NBl8xdPjJrX4EOXnW+vFOibCR+63PTZ89+VN+BDl2W7k0/d/Bs+dCm2vfcb v9vwocuz5rnCJt+FD+f+Ru7Md/0+fDjvo3TcqJaP4MOp77xel1Ky4EOXhGIX 42s8hQ9nPnQ+t3rzc/jQxcv9ZF3DV/Chi2tDysWMN/Chy/R2GYujXZriQ5e0 +M8blNQ1xYcue/3fljtuaooPTdbXGf3zXI+m+NBkpJ06INxLU3xo8sneMt81 yKspPjQZntOTWbaApvjQpMjhJ0lFC2uKD02yu1oRHxXTFB+a3BwRmuxbQlN8 aNJyrL9Pq1Ka4kOTkv3fdogvoyk+NPnPtLyZaeU1xYcmW+IT4vL4aIoPTSLL JR6N9tUUH5qY0+8tvVlNU3xoUn3Dkk1RNTXFhyY9S7w9m7uOpvjQpPHcWVm7 62mKD01OHv/szqQATfHh3GdQleQ+gZriQ5OXC+e36R6kKT40ySi/7/eBIZri Q5Opmk/QglBN8aFJp+D918611RQfmoy7HXmhQQdVj0RNXj99FfNzF1WPMZrM bzbO6NRT1SNOk9Hb5FbhCFWPEc57+XPD7Ox+qh5RmmjxzeOfDfq/n/w9/47/ x3W4Lt/D93If3Bf3yX3zHDwXz8lz8x54L7wn3hvvkffKe+a9UwfqQp2oG3Wk rtSZujMPmBfME+YN84h5xTxj3jEPmZfMU+Yt85h5zTxn3sMBXMAJ3MARXMEZ 3MEhXMIp3MIxXMM53LMOsC6wTrBusI6wrrDOsO6wDrEusU6xbrGOsa6xzrHu sQ6yLrJOsm6yjrKuss6y7rIOsy6zTrNus46zrrPOs+6zD7AvsE+wb7CPsK+w z7DvsA+xL7FPsW+xj7Gvsc+x77EPsi+yT7Jvso+yr7LPsu+yD7Mvs0+zb7OP s6+zz7PvowPQBegEdAM6Al2BzkB3oEPQJegUdAs6Bl2DzkH3oIPQRegkdBM6 Cl2FzkJ3ocPQZeg0dBs6Dl2HzkP3oQPRhehEdCM6El2JzkR3okPRpehUdCs6 Fl2LzkX3ooPRxehkdDM6Gl2NzkZ3o8PR5eh0dDs6Hl2Pzkf30wfQF9An0DfQ R9BX0GfQd9CH0JfQp9C30MfQ19Dn0PfQB9EX0SfRN9FH0VfRZ9F30YfRl9Gn 0bfRx9HX0efR99EH0hfSJ9I30kfSV9Jn0nfSh9KX0qfSt9LH0tfS59L30gfT F9Mn0zfTR9NX02fTd9OH05fTp9O308fT19Pn0/fjA+AL4BPgG+Aj4CvgM+A7 4EPgS+BT4FvgY+Br4HPge+CD4Ivgk+Cb4KPgq+Cz4Lvgw+DL4NPg2+Dj4Ovg 8+D74APhC+ET4RvhI+Er4TPhO+FD4UvhU+Fb4WPha+Fz4Xvhg+GL4ZPhm+Gj 4avhs+G74cPhy+HT4dvh4+Hr4fPh++ED4gviE+Ib4iPiK+Iz4jviQ+JL4lP+ 61sqHxNfE58T3xMfFF8UnxTfFB8VXxWfFd8VHxZfFp8W3xYfF18XnxffFx8Y XxifGN8YHxlfGZ8Z3xkfGl8anxrfGh8bXxufG98bHxxfHJ8c3xwfHV8dnx3f HR8eXx6fHt8eHx9fH58f358cgFyAnIDcgByBXIGcgdyBHIJcgpyC3IIcg1yD nIPcgxyEXISchNyEHIVchZyF3IUchlyGnIbchhyHXIech9yHHIhciJyI3Igc iVyJnInciRyKXIqcityKHItci5yL3IscjFyMnIzcjByNXI2cjdyNHI5cjpyO 3I4cj1yPnI/cjxyQXJCckNyQHJFckZyR3JEcklySnPLf3FLlmOSa5JzknuSg 5KLkpOSm5KjkquSs5K7ksOSy5LTktuS45LrkvOS+5MDkwuTE5MbkyOTK5Mzk zuTQ5NLk1P/m1irHJtcm5yb3JgcnFycnJzcnRydXJ2cndyeHJ5cnpye3J8cn 1yfnJ/fnHADnAjgnwLkBzhFwroBzBpw74BwC5xI4p8C5Bc4xcK6Bcw6ce+Ac BOciOCfBuQnOUXCugnMWnLvgHAbnMv4Xlhk1nw== "]]}, "Charting`Private`Tag#5"], Annotation[{ Hue[0.8503398874989481, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[2]], Line[CompressedData[" 1:eJxdmXl4jlcaxiPfuwYNlZIYYklUbLEkdqmH2CJJiX1JjUSIpWMtRVBrLa2l JoIMtRNrqIoIgrSE2KqlyqTUXpIS1BZM5ktyfp3rmu8fV1revN+5z+88932f atGjug12dXFxOVjCxaXwz8SVhR9blvh2SCl46Sr//7PHro43Jsfb4nry7ck/ XrnK4oxnfpGLbQmMP5GUne8qbpc3jA5aYEvWnZe9zrx2lTk5Eanec2w5mJR3 8dAbV3Ep/Ey3pdPg0r673rpKXNEDbWkZ/k37tf9xlefOp2WMt6VvSIeW/yxw lTFBhU+0pYIZaMx1cUhu4eNG2LLUeLAlroRDhhR9bPku6Wq1Ma4OuTHZ+cAo W14HTRkf63BIZNEL2rLOI2TjAM0hha/n1tuWZvOOJPfSHdLN+bicCFt2lole 2cVwyNkzzk+YLTkR+6NDTId0KnqgLel1OpduZznku8Kv29YWR9bWxNa2Q4pe L8gWn33DSrVyc0jR45rZcuNmtZjmJR0SUPSxZVLmyA1NSzmk8Nt6+NviGfv4 dJPSDqlV9IK2rI3tcr3JOw7Z6Hy9yz62nK8ecL2pu0OqFC2gLftTQ882L+Mo 1sPLllXVw7e3Kuso1sPDlvc75E2Wdx3Ferg7v7/1NKh9OUexHm7O9Y/xfN7Z w1Gsh25L/zi/TRHvOYr1cLHl6fa8sL7lHcV65FvycEvwo6gKjmI9nlmyed6r hSM8HcV65Fky4c6j2hO8lB45lrR4YJ+cUVHpcdeSNiMbxC76m9LjhiVHS3Zz W1VJ6ZFtyb6mg/Zuq6z0uGxJ134DYtK8lR4XLLl8L7jK6SpKjzOWlJ9c8W52 VaVHpiWdHzxMe1RN6ZFhycYRF9c4fJQehy3pvvl2gqev0iPVEu+fWq/3r6H0 2GvJ15dLfd/+faXHLktcB036z0c1lR5Jlkwvmdb9Uz+lxwZL+n/sduKrWkqP ry1Z3m5n7521lR4rnb8vIdctq47SI96SH0943bxXV+mx2JKAIwuvG/5KjwWW 5Jbeqtesr/SYY8lj62KvTg2UHtMt2ZU37dLwhkqPyZaklKs+e1Ejpcd4S8Kf Bg3eG6D0GG3J/qH9464Ewoclw06XPOXSBD4secfzftdaTeHDkrGeCe91bwYf lvT6Mt1rWnP4sKRx9woDt7WAD0vyEwbkXG4JH873edE/3QiCD0siU3/7d5MP 4MO5frmZHYa2hg9LGm15XuJfAh+W5NSOLHO+DXxYsrbik0+0YPiwpMSOQ41a toMPS25fzQob1x4+nOu1usmJHR3gw5L4SjXW3+sIH871vnvilk8IfFhyunaf RVGd4cOS639W3bQ2FD4suRYzvs6NMPiw5NUf+3x9PoQPS6bEd4kf0gU+TDlQ 79DU7V3hw5TZ62befhwBH6b0rtf0TPPu8GFK3a1xzWb1gA9T3M8V1D3XEz5M mT5txs6KveHDlOQyZw8P7QMfpqxJPByV2hc+TGkrQavt/vDh/P+z2n8SGQkf ppjLrz/Y/RF8mDJ1j69u/h0+TAkf/EHmgIHwYcrLl0Map0bBhyljM+53LzcI Pkz5dbZPzdEx8GHK0R9m7j03GD5MuTJk3lv/WPgwZcPqTPurofBhyvJTd7P/ HAYfpnRPWhPXbwR8mLL73JEHxz6GD1Oue9WqX2ckfJiy3+fH8IRR8GFKUNqJ UMcY+HCufz8//7Fj4cOUMsn++TfHwYcpWWX99vUcDx+mbCo7OSZrAnyYUu3N utJtJsKHKceGN045MAk+nO9/8eagwDj4MOVd37GV9kyBD1PqRRy/U38afJhS 0+XK8d2fwYcpOb7HMwJmwIdzf2w/fDN1JnyYMsu3XF2ZDR+mhE4K2HRqDnyY UmP9th4958KHKRtjfNrcmgcfpuwqP3TMuAXwYUpa7KBc/Uv4MKV1g2oHEhfC hymfdzx/reFi+DAlYGB6zOkl8GHKlpzobrFL4cOUJVqvZD0ePpz6DOw1a/My +DDlH6EhP4cshw9DVm1qufvRCvgwpNnjaK8VifBhSF60d8XgVfBhyJ63L9Ly VsOHIc33b9LWrYEPQzptdnPpsQ4+DElr0SzF3gAfhjz7bFSDjI3wYUi54dUn Tt0MH4a87/8soWUSfBhScvORhDdb4cOQ9kcXzTi6HT6cP7/ZFDV3J3wYsuPp 9DYRyfBhSInHF+t474EPQwbGL63z8Bv4MGTf5/dCj30LH4aUaSUrlqfAh/N5 x0MqjUmFD0NCv316KzwNPgyZX3Ls63qH4MOQSx1ajyqbDh+GnBjtHfbyCHwY Miu88pqbx+DDEH1lwvgfvoMP58/9An89dhw+DIns/ORWSiZ8GHKkZ9UVyafg w5CD9QdbO07DhyG/lTgWvOMsfDi/T8CSvrvPw4chriGL+qZegA/n+tz5pfv3 P8GHIW+zn/S5eAk+DKk8NnPS75fhw5D8TTszXa7ChyFnkkf0qJwNH4akL23R 6INr8OFcj59PjRv0G3wYkjE4uO7Cm/BhiNvCLqMO3oYPQ96t6RXx8C58GDI3 N+JujfvwYcipR03aRefAhyGvg5dN3/AHfBgy5sK5PfcfwYchDftefxj4BD4M Gbc1qsucP+HDkNvaspyrz+HDkG3p0dmNX8GHLp6lY1omvIYPXWq993v1N2/h Q5e0Bvk7Y100xYcuGWOGvvzFVVN86LIkJsu7q64pPnTpU27eB2dNTfGhS1D4 jfFd3TTFhy5eAc9uXSmlKT50aVEqK2mYu6b40GXc4J53Cspqig9dvp4y++Aq D03xocv9/HYfSgVN8aGLh8uiYw+8NMWHLlnTh7VYVUlTfOjSIP/ttR5VNMWH LmumrPjZo7qm+NBlmvv+kGxfTfGhy4NR5aK319QUH7qcrbOr88zamuJDl+MV r9aPqqcpPnQpaNypdacGmuJDlyfnyyU1DdAUH7pMrHs+sX4TTfGhS+KkJSEN mmuKD11S/QruNW+lKT50mbUlantYa03xocvcT7dnDW2rKT50+WL9F9MWtVd6 jNCl//y4EumdlB5DdMm2zy1+Ear0iNJlwcv02JZdlB6Ruiz6feap+d2UHr11 Odmq94ubPZUeEbq4xy1t3LGv0iNMl3tXvs1KiVR6dNQluWBiQcOBSo+2utS9 f9v7wCClR5AueTn9JoTFKj2a6XIpc1vP3OFKjwBdog5Ud185Uunhr8uQqWtf dBur9PDT5Urg+iEVJyg9fHSJLt875dEkpYe3LpuvJAf/NFXp4aVLmcyRI4/P UHp46DK+Z9OVJ+YoPdyd+gWtrnV5vtLDTZeGuY3mvVio9NB1iQlcXtVvqdLD RZcd9WdGDUtQeuRrEljrwqGDiUqPZ5p0nfbVliprlB55mvj1cUtctgE+NPGs cdzdOwk+NHnnQPzcAzvgQ5PXbxNnDd0DH5q0qRI+v04KfGhyqPKEao6D8OF8 3uGmvzw6Ah+arEi3g558/78/+e/8Pf4dz+G5/B5+L+/Be/GevDffg+/F9+R7 sw6sC+vEurGOrCvrzLqjA7qgE7qhI7qiM7qzD9gX7BP2DfuIfcU+Y9+xD9mX 7FP2LfuYfc0+Z9/DAVzACdzAEVzBGdzBIVzCKdzCMVzDOdxzDnAucE5wbnCO cK5wznDucA5xLnFOcW5xjnGucc5x7nEOci5yTnJuco5yrnLOcu5yDnMuc05z bnOOc65zznPuMweYC8wJ5gZzhLnCnGHuMIeYS8wp5hZzjLnGnGPuMQeZi8xJ 5iZzlLnKnGXuMoeZy8xp5jZznLnOnGfu4wPwBfgEfAM+Al+Bz8B34EPwJfgU fAs+Bl+Dz8H34IPwRfgkfBM+Cl+Fz8J34cPwZfg0fBs+Dl+Hz8P34QPxhfhE fCM+El+Jz8R34kP/8qXKp+Jb8bH4WnwuvhcfjC/GJ+Ob8dH4anw2vhsfji/H p+Pb8fH4enw+vp8cQC4gJ/yVG1SOIFeQM8gd5BByCTmF3EKOIdeQc8g95CBy ETmJ3ESOIleRs8hd5DByGTmN3EaOI9eR88h95EByITmR3EiOJFeSM8md5FBy KTmV3EqOJdeSc8m95GByMTmZ3EyOJleTs8nd5HByOTmd3E6OJ9eT88n99AD0 AvQE9Ab0CPQK9Az0DvQQ9BL0FPQW9Bj0GvQc9B70IPQi9CT0JvQo9Cr0LPQu 9DD0MvQ09Db0OPQ69Dz0PvRA9EL0RPRG9Ej0SvRM9E70UPRS9FT0VvRY9Fr0 XPRe9GD0YvRk9Gb0aPRq9Gz0bvRw9HL0dPR29Hj0evR89H70gPSC9IT0hvSI 9Ir0jPSO9JD0kvSU9Jb0mPSa9Jz0nvSg9KL0pPSm9Kj0qvSs9K70sPSy9LT0 tvS49Lr0vPS+9MD0wvTE9Mb0yPTK9Mz0zvTQ9NL01PTW9Nj02vTc9N704PTi 9OT05vTo9Or07PTu9PD08vT09Pb0+PT69Pz0/twDcC/APQH3BtwjcK/APQP3 DtxDcC/BPQX3FtxjcK/BPQf3HtyDcC/yX30SBWk= "]]}, "Charting`Private`Tag#6"], Annotation[{ Hue[0.08640786499873876, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[2]], Line[CompressedData[" 1:eJxdmHlUVdcZxdHce865KKEaQhQVjdbZqAGj6BLcTkWJA+DcEq00UhCogEUt GERxHrE4QUFC0DohalBBxRFncYBGqQYFgrESaHDCKVr7YJ29ulbvP2/x1uPc c8/+ft+39/04cJb/jMZ2dna9GtnZ1X+mJNdfFtbZf3P44EwD//+3U7Z3RcwG Czkue72GhBlYd6auS8A6Cwcy88OLwg3Yl2RGeK60MKh5gHfgLANLqv3yXJdY 6JjZ/vqzCAN29Ve8hV8256gVUQZiGxa08DTsxAvXPxt4blvtTLSFUsd36Yej DUR61q9oYWwLL9N3roGa+uVCLTRp5Ne9ep6BoIbLQkagi/PyGAMVMbYFp1uY 0mvlpU7zDQQ0bNBC2KO0kRe+MlC/PftJFjYZ01NCFhjwty1X7WfBvrzmpMNC A1cLbdcoC1dHh5zIWWRgRMOCFhK+bZryu8UGCuofd4iF076tJ5lLDTRsz9PC P9fWvNq/zEDDch4WBnpVLJ26woB7w2Uh/n544/dXGah/WqeeFl6azpEnVxvo 2rBBCw5R4SVRaw1ss22vpIMFn/UtBnRJNNC24QAtuB0qTCtbr/VoaeFhiK9M TtJ6OFnIuxQbO36j1sPRwopij3fNNms97C2MPJ6wuWiL1sO0MG1S6MikFK2H nYU+U5u5TErVerxWuFW6+/02W7UedQrFq+J7/Jiu9XikMNa9dt6+DK1HtUKY Y/Cr2EytxwMFh36ROT7btR4VCob596xWO7QepQrXEnJ/+nmn1qNEofD7sNln d2s9ihS6n80clZql9ShUmP/cd/6cbK3HBYUPt8ercfu1HmcURjyb+OLTb7Ue xxVWz/nV2A8Oaj3yFLbvaez84pDWI0ehclGq/91crUe2wobyoCbnj2g9dirs 62R6Hzim9chUKD31WdP041qPrQpPcoqnrztJPhSe9S4es+g0+VDI7e59Z24B +VBA3fQmEefIh8Lz2xFVMy+QD4WCgvLY4EvkQ2Fouefl4CvkQ6HV531KQ6+S D9vz5SceibxOPhSiBg6eGVNEPhRO3Z7wfMk/yIdCWlCjoA03yYfCoP4pp7eX kA+FXY9Tmh29TT4UZg/LnFr0PflQyL4870D1XfKh0LJEfmCVkw+F875fru76 A/mw1UfS5U6j75MPhevjv66e/YB8KOxfH30/7SH5sJ1/nNnqyk/kQyE0vl/y LzXkQ+HHbu1CetWSD4W5wxtvDHpMPhScSsZ2znhKPhQueuzpVlZHPhSCej3c 1e4l+VBY2NRh/4zX5EPhyq1xI7LfkA+Fj2O6x73+D/lQCH/n8YVPI1PzIbGq cPLjtPdMzYfEnJr039SZpuZD4u60L0J8lan5kAib0ypon72p+ZCo6Z0xsrmD qfmQWJD1tN1fHE3Nh0SPzZNeVTYzNR8SdXv9y/2dTM2HxI5heyvPOZuaD4mj JbObebY0NR8S/jtfzs1rZWo+JK4E3uzo4WpqPiQqrtd0zW9naj4kbiSGJQ3r YGo+JFIeXIss6mhqPiR2LS79LrCLqfmQcJ2VXfiym6n5kPj3/X0hSZ+Ymg+J X0/8Ot+tt6n5kAgP2njrlpup+ZBwe/Pm4oLPTM2HxNyA9O2feJiaD4n8cRlx 5QNMzYeEQ9jSoC2epuZDIq63e8QEaD1iJDzjarM/Gqr1iJaYXxnct2y41iNC YnjTQy5ZI7QeoRIJnuMj4j7XegRJ+NxzHzVxjNZjusRmxwMF7n5ajwCJdP+/ 1TiP13pMkrjg2e/uu4laDz+JaRic9fMUrccom37RjyIqA7Qe3hLFCa+G3Jum 9Rgi4bJ+/YCyQK2Hp4STV2TEgxlaDw8Jx8Mlb58Gaz3cJYZeWfNGhmk9etrO t33V0vaztB5dbPcLvZ47NErr0UHi/u4ju0OjtR6uEmZibmzKPK1HS4nRJVHe N2K1Hk4S5/Ldujss0Ho4SjSPKRvmt0jrYS8xucjMSV2i9TAl+my7s6F2udbD TmLAJi97n9XkQ2Dy0dPuWevIh8AffXa4OSeRD4EOwVVdlm8iHwLHHwzs3ziF fAjI1h8uW5xGPgTG5O3o65hBPmy/z3wU9s028iHQufzQWK+d5EOgNnyVWbmH fAicdys5lLiPfAgcLf9uuXcO+RDoWZq8Q+aSD9v927YcWHSUfAhEfdQ5ctsJ 8iEQEf9V1MIz5ENgotvJsODz5EPApyp2zZTL5EOg4J37exOukQ+BRy4Bb39b TD4EKs//Piv0FvkQmGK3e/CyO+RD4OKurbV775EPgYSqHVVlP5APgbV/6vNl m3+RD4HS5GMbgqrJh0DyilMHjtWSDwE34+aT1s/Ih21/SE1c+ZJ8COSuvHrW eEs+BKae6Ht5VSOh+RAISD1R2lYIzYdt/4+D+p+2F5oPgfKkMa4RjkLzITCo e87lHk5C8yFw8MaTuBcthOZDYMucNfNvtBGaD4GNbTuJvPZC8yHQriJhWnZn ofkQeLb/r1dzegjNh0Cjt3/YdPHT/33ye/6O/8d1uC7vw/tyH9wX98l98zn4 XHxOPjfPgefCc+K58Rx5rjxnnjt1oC7UibpRR+pKnak764B1wTph3bCOWFes M9Yd65B1yTpl3bKOWdesc9Y9OSAX5ITckCNyRc7IHTkkl+SU3JJjck3OyT37 APsC+wT7BvsI+wr7DPsO+xD7EvsU+xb7GPsa+xz7Hvsg+yL7JPsm+yj7Kvss +y77MPsy+zT7Nvs4+zr7PPs+5wDnAucE5wbnCOcK5wznDucQ5xLnFOcW5xjn Gucc5x7nIOci5yTnJuco5yrnLOcu5zDnMuc05zbnOOc65zznPn0AfQF9An0D fQR9BX0GfQd9CH0JfQp9C30MfQ19Dn0PfRB9EX0SfRN9FH0VfRZ9F30YfRl9 Gn0bfRx9HX0efR99IH0hfSJ9I30kfSV9Jn0nfSh9KX0qfSt9LH0tfS59L30w fTF9Mn0zfTR9NX02fTd9OH05fTp9O308fT19Pn0/cwBzAXMCcwNzBHMFcwZz B3MIcwlzCnMLcwxzDXMOcw9zEHMRcxJzE3MUcxVzFnMXcxhzGXMacxtzHHMd cx5zH3MgcyFzInMjcyRzJXMmcydzKHMpcypzK3Mscy1zLnMvczBzMXMyczNz NHM1czZzN3M4czlzOnM7czxzPXM+cz/fA/C9AN8T8L0B3yPwvcJ/AR8VskE= "]]}, "Charting`Private`Tag#7"], Annotation[{ Hue[0.3224758424985268, 0.6, 0.6], Directive[ PointSize[0.004583333333333334], RGBColor[1, 0.75, 0], AbsoluteThickness[2]], Line[CompressedData[" 1:eJxdlQtM1WUYxtGt//d9OC+hpoKXiEgk0SmBGpKPpsASA9TEHKaYosMLOEci l7yklZfCGylE0EA2RId5B5XSwybiEAGt0xItNEUDSjIldWqHs/eprf/Gzg5w 3vN+3+/9Pa/nvISpCzq7uLh85fjpeM3O6ngMIvc2+e8LtfD/971KQhtTdhp8 mhtSM/EtCxm2+z4xGQaLfjEPG8MtuNoLEoM3GcRFnSpfF2FhQ3NU6cANBvfc ur4yeKoFl45njUG2T23QxekWUp0FDdTAZzo12sIDRzVbksHDA2W7fGdZWB7c UdEgIDnkz6sxFlo6yi02WJvT0ytzjoU452NQsOb4a5HzLDSmOArGGqxObRvR fYGFGGeDjv4zir3rF1roaM812qCL9wP3rHgLUx3lmqMMfj/vNmD+UgsXqh1P uEHYg/hR/okWwpwFDdLPZSZZKyxUdBx3gsE0e/SNq0kWnO0FG6z/u2BLWbIF Z7nRBnt75KRnpVrwdz4GSTe32dI/tNBx2l7DDN6+pxbFrbUwxNmgwaSQQynT 1lvY42jP7mWwcsZKNekTC4OcF2hQ1ZToEbRJePQz6N/aUhHwmfDoZXBl2bJu AVuFR3eDTkkleswO4eFqsOGvnNPjvxAezxkMOx07MSJLeLgYXEybnR+bIzwe abTt9r2TnCc87mtcCM0dnJkvPO5qfLO6asmxQuHRrLHv8cPKhiLhcUtjF06G 6f3Co1EjutD+dPQB4dGgMeO9dx8tOyQ87BqBWzZPLj4qPOo0vpzyuHNzqfCo 1uhyOXnEiFPCo9LRT2rf22nfCQ+bRtkt/9E1NuFRrnG932J/77PCo1TDyi1s XlslPA5rFOf3XPFrtfAo0aj1Gt4QXis8ijQ83MrHnLwkPAo0ZqXX5A63C49c jZAzZwYW/0Q/NOYeefOC7zX6oXHqx8hvDzbSD42izwOtcTfph0Zr2M6y+tv0 Q2OHLaZ1SQv90GgPsB/repd+ON7v/PrVo/foh8YLtv2x77fTD42o86EJfR/T D420QX0WX35KPzRu1bsv2dVZiR8a3WtLNsZaSvzQGNpny5WRrkr80Ahqr1rV pZsSPzTiQ39Oa35eiR8aH+UVPKnvrcQPDa+MyN62fkr80Ii7tO5q6QAlfjh4 bQpKPO6pxA+NJ3GNTeXeSvzQeLlh/JzqIUr80Mibsr3tup8SPzR2j1p+otNI JX5oRL7T9L1PoBI/HPwrFs2d+boSPzR6vvjDB1vfUOKHxqj89MC6CUr80Bg7 sn+5e6gSPzQ8V13zWTpZiR8afi2xu89FKPHDwa/+qK/fdCV+KOyfFPMse6YS PxSKh0wOdJutxA+F+Z6tf2yPVeKHgkp5acqAOCV+KHj0mJBwMF54NCoYP/fk iATh0aBwI6ZtY/sK4WFXGD/2k8q9ycKjzvH34N7T49KFR7XC3YUR0/zWCY9K hW16wZ2nHwsPm8LZ2E5BVzYLj3KFceHhS21bhUepgnfdb4VHMoXHYcf5Tjxz PZQtPEoUZnkMrTiRJzyKHPdSnXG/Zs9/r/w9/4+fYx3W5ffwe9kH+2Kf7Jvn 4Ll4Tp6b98B74T3x3niPvFfeM++dHMiFnMiNHMmVnMmdc8C54JxwbjhHnCvO GeeOc8i55JxybjnHnGvOOeeeHtALekJv6BG9omf0jh7SS3pKb+kxvabn9J45 wFxgTjA3mCPMFeYMc4c5xFxiTjG3mGPMNeYcc485yFxkTv6bm5KjzFXmLHOX OcxcZk4zt5njzHXmPHOfe4B7gXuCe4N7hHuFe4Z7h3uIe4l7inuLe4x7jXuO e497kHuRe5J78x/wSPRS "]]}, "Charting`Private`Tag#8"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{1.7, 3.1}, {1.7, 3.1}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {1.7000000000000037`, 1.7000000000000037`}, "ImageSize" -> {165, 165}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> 1, "DefaultStyle" -> { Directive[ PointSize[0.004583333333333334], RGBColor[1, 0.75, 0], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ PointSize[0.004583333333333334], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], {{}, {}}}, AspectRatio->1, Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{1.7000000000000037`, 1.7000000000000037`}, DisplayFunction->Identity, Epilog->{ EdgeForm[ GrayLevel[0]], {{ RGBColor[0.368417, 0.506779, 0.709798], DiskBox[{2.8, 2}, 0.016]}, { RGBColor[0.560181, 0.691569, 0.194885], DiskBox[ NCache[{ Rational[14, 5], 2.06824963160234820366137394454809809654`28.}, {2.8, 2.068249631602348}], 0.016]}, { RGBColor[0.528488, 0.470624, 0.701351], DiskBox[ NCache[{ Rational[14, 5], Rational[113387, 49553]}, {2.8, 2.288196476499909}], 0.016]}, { RGBColor[0.363898, 0.618501, 0.782349], DiskBox[ NCache[{ Rational[14, 5], Rational[121157, 44045]}, {2.8, 2.750754909751391}], 0.016]}}, InsetBox[ BoxData[ FormBox[ StyleBox["\"(a)\"", FontSize -> 11, GrayLevel[0], Bold, StripOnInput -> False], TraditionalForm]], Scaled[{0.11, 0.9}]]}, Frame->{{True, True}, {True, True}}, FrameLabel->{{ FormBox[ TagBox[ SubscriptBox["\[Omega]", "2"], HoldForm], TraditionalForm], None}, { FormBox[ TagBox[ SubscriptBox["\[Omega]", "1"], HoldForm], TraditionalForm], None}}, FrameStyle->GrayLevel[0], FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImageSize->165, LabelStyle->{FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, Method->{ "AxisPadding" -> Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "DefaultPlotStyle" -> { Directive[ RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Directive[ RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[2]], Directive[ RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]], Directive[ RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[2]], Directive[ RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[2]], Directive[ RGBColor[1, 0.75, 0], AbsoluteThickness[2]], Directive[ RGBColor[0.647624, 0.37816, 0.614037], AbsoluteThickness[2]], Directive[ RGBColor[0.571589, 0.586483, 0.], AbsoluteThickness[2]], Directive[ RGBColor[0.915, 0.3325, 0.2125], AbsoluteThickness[2]], Directive[ RGBColor[0.40082222609352647`, 0.5220066643438841, 0.85], AbsoluteThickness[2]], Directive[ RGBColor[0.9728288904374106, 0.621644452187053, 0.07336199581899142], AbsoluteThickness[2]], Directive[ RGBColor[0.736782672705901, 0.358, 0.5030266573755369], AbsoluteThickness[2]], Directive[ RGBColor[0.28026441037696703`, 0.715, 0.4292089322474965], AbsoluteThickness[2]]}, "DomainPadding" -> Scaled[0.02], "PointSizeFunction" -> "SmallPointSize", "RangePadding" -> Scaled[0.05], "OptimizePlotMarkers" -> True, "IncludeHighlighting" -> "CurrentSet", "HighlightStyle" -> Automatic, "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& )}}, PlotRange->{{1.7, 3.1}, {1.7, 3.1}}, PlotRangeClipping->True, PlotRangePadding->{{0, 0}, {0, 0}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{ 3.909045677015095*^9, 3.909046340411375*^9, {3.909047439726328*^9, 3.909047526046637*^9}, 3.909047564404361*^9, 3.915536077676535*^9, 3.9155368604895*^9, 3.915772759432945*^9, 3.9163812145378447`*^9, 3.916386519150815*^9, 3.916388170780579*^9, 3.927268441141471*^9, { 3.927268510562241*^9, 3.9272685441240473`*^9}, {3.927269536179427*^9, 3.927269574612711*^9}, 3.9272696110843987`*^9, 3.927269963911026*^9, 3.927270023369107*^9, 3.927270070957769*^9, 3.927270263068353*^9, 3.927270298337522*^9, {3.927270370098089*^9, 3.927270408689001*^9}, { 3.927270474927936*^9, 3.927270530976882*^9}, 3.9283084778592854`*^9, 3.9283095916600018`*^9, 3.928310786330997*^9, 3.928334055128286*^9, 3.928334171522675*^9, 3.9283384685124273`*^9, 3.928340137031719*^9, { 3.9283698354720163`*^9, 3.928369856307811*^9}, 3.928371006381309*^9, 3.928371131600775*^9, 3.928371268374576*^9, 3.9283713499502*^9, 3.92837142613761*^9, 3.928382384241624*^9, 3.928382741904481*^9, 3.928382901388444*^9, 3.928383045162767*^9, 3.928384622513546*^9, 3.928385667996121*^9, {3.928385744256181*^9, 3.928385781748316*^9}, { 3.9283860233987513`*^9, 3.928386071232974*^9}, 3.928386173831628*^9, 3.928386528341237*^9, 3.928392404758099*^9, 3.928392867458043*^9, 3.92839329782364*^9, 3.928393931734811*^9, 3.9283943979057617`*^9, 3.928394808732456*^9, 3.928395251656701*^9, 3.928395681147725*^9, 3.928396347796915*^9, 3.9283971447758007`*^9, 3.928397789603183*^9, 3.928398720424361*^9, 3.928399159357809*^9}, CellLabel-> "Out[762]=",ExpressionUUID->"9e89ad7d-0b3a-4232-a289-73138258011c"] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell["Two-sphere spectrum", "Section", CellChangeTimes->{{3.9272084822996902`*^9, 3.927208485621049*^9}},ExpressionUUID->"e8e3024e-103e-44c3-bff6-\ eeb43f1280c8"], Cell[BoxData[ RowBox[{ RowBox[{"\[ScriptCapitalS]", "=", RowBox[{ RowBox[{ FractionBox["1", "4"], SuperscriptBox[ SubscriptBox["\[Sigma]", "1"], "2"], SuperscriptBox[ SubscriptBox["q", "11"], "2"]}], "+", RowBox[{ FractionBox["1", "4"], SuperscriptBox[ SubscriptBox["\[Sigma]", "2"], "2"], SuperscriptBox[ SubscriptBox["q", "22"], "2"]}], "-", RowBox[{ FractionBox["1", "2"], RowBox[{"(", RowBox[{ RowBox[{"\[Lambda]", RowBox[{"(", RowBox[{ SubscriptBox["q", "11"], "+", SubscriptBox["q", "22"]}], ")"}]}], "-", RowBox[{ SubscriptBox["\[Omega]", "1"], SubscriptBox["q", "11"]}], "-", RowBox[{ SubscriptBox["\[Omega]", "2"], SubscriptBox["q", "22"]}], "-", RowBox[{"2", " ", "\[Epsilon]", " ", SubscriptBox["q", "12"]}]}], ")"}]}], "+", RowBox[{ FractionBox["1", "2"], RowBox[{"Log", "[", RowBox[{"Det", "[", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ SubscriptBox["q", "11"], ",", SubscriptBox["q", "12"]}], "}"}], ",", RowBox[{"{", RowBox[{ SubscriptBox["q", "12"], ",", SubscriptBox["q", "22"]}], "}"}]}], "}"}], "]"}], "]"}]}]}]}], ";"}]], "Input", CellChangeTimes->{{3.90594182959378*^9, 3.905941902867828*^9}, { 3.905942385645071*^9, 3.905942386540984*^9}, {3.905942436589874*^9, 3.9059424626147*^9}, 3.905942798436865*^9, {3.908957055896055*^9, 3.908957066229992*^9}, {3.908957973678803*^9, 3.908958018879878*^9}, 3.90895818318715*^9, {3.908958253884284*^9, 3.9089582839010677`*^9}, { 3.908958323213801*^9, 3.90895833915803*^9}, {3.908958413719482*^9, 3.908958448146799*^9}, {3.928307046481606*^9, 3.928307071561866*^9}, { 3.928308531158473*^9, 3.92830853898136*^9}}, CellLabel->"In[58]:=",ExpressionUUID->"01b4718d-1b06-4ca9-9828-eb7538126c81"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"s1", "=", RowBox[{"Solve", "[", RowBox[{ RowBox[{"0", "==", RowBox[{"D", "[", RowBox[{"\[ScriptCapitalS]", ",", RowBox[{"{", RowBox[{"{", RowBox[{ SubscriptBox["q", "11"], ",", SubscriptBox["q", "22"], ",", SubscriptBox["q", "12"]}], "}"}], "}"}]}], "]"}]}], ",", RowBox[{"{", RowBox[{ SubscriptBox["q", "11"], ",", SubscriptBox["q", "22"], ",", SubscriptBox["q", "12"]}], "}"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.905941903820272*^9, 3.905941962068831*^9}}, CellLabel->"In[59]:=",ExpressionUUID->"18b98bab-0eb8-4c66-8662-8b5e34efa820"], Cell[BoxData[ TemplateBox[<|"shortenedBoxes" -> TagBox[ TemplateBox[{"1"}, "OutputSizeLimit`Skeleton"], Short[#, 16]& ], "line" -> 59, "sessionID" -> 23882815617388216864, "byteCount" -> 2146480, "size" -> 16, "stored" -> False, "expr" -> Missing["NotStored"], "wrap" -> OutputSizeLimit`Defer, "version" -> 1|>, "OutputSizeLimitTemplate"]], "Output", CellChangeTimes->{{3.905941916302861*^9, 3.905941963097375*^9}, 3.905942388134901*^9, {3.905942438623794*^9, 3.905942464087213*^9}, 3.905942799919817*^9, 3.908536699283951*^9, 3.90861298526831*^9, 3.908622449600922*^9, 3.908958028321018*^9, 3.908958184613326*^9, { 3.908958255380935*^9, 3.9089582853320217`*^9}, {3.908958324621259*^9, 3.908958340482032*^9}, {3.9089584151555347`*^9, 3.908958449922164*^9}, 3.90896489331504*^9, 3.927208535226565*^9, 3.927268740841626*^9, 3.928307080303113*^9, {3.928308520602763*^9, 3.928308541827199*^9}}, CellLabel->"Out[59]=",ExpressionUUID->"28d11ee2-0596-4d50-9a1e-cbeee6fe020f"] }, Open ]], Cell[BoxData[{ RowBox[{ RowBox[{"testparams0", "=", RowBox[{"{", RowBox[{ RowBox[{ SubscriptBox["\[Sigma]", "1"], "->", "1"}], ",", RowBox[{ SubscriptBox["\[Sigma]", "2"], "->", "1"}], ",", RowBox[{ SubscriptBox["\[Omega]", "1"], "->", RowBox[{"test\[Omega]0", "[", RowBox[{"[", "1", "]"}], "]"}]}], ",", RowBox[{ SubscriptBox["\[Omega]", "2"], "->", RowBox[{"test\[Omega]0", "[", RowBox[{"[", "2", "]"}], "]"}]}], ",", RowBox[{"\[Epsilon]", "->", RowBox[{"4", "/", "10"}]}]}], "}"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"testparams", "=", RowBox[{"{", RowBox[{ RowBox[{ SubscriptBox["\[Sigma]", "1"], "->", "1"}], ",", RowBox[{ SubscriptBox["\[Sigma]", "2"], "->", "1"}], ",", RowBox[{ SubscriptBox["\[Omega]", "1"], "->", RowBox[{"test\[Omega]", "[", RowBox[{"[", "1", "]"}], "]"}]}], ",", RowBox[{ SubscriptBox["\[Omega]", "2"], "->", RowBox[{"test\[Omega]", "[", RowBox[{"[", "2", "]"}], "]"}]}], ",", RowBox[{"\[Epsilon]", "->", RowBox[{"8", "/", "10"}]}]}], "}"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"testparams2", "=", RowBox[{"{", RowBox[{ RowBox[{ SubscriptBox["\[Sigma]", "1"], "->", "1"}], ",", RowBox[{ SubscriptBox["\[Sigma]", "2"], "->", "1"}], ",", RowBox[{ SubscriptBox["\[Omega]", "1"], "->", RowBox[{"test\[Omega]2", "[", RowBox[{"[", "1", "]"}], "]"}]}], ",", RowBox[{ SubscriptBox["\[Omega]", "2"], "->", RowBox[{"test\[Omega]2", "[", RowBox[{"[", "2", "]"}], "]"}]}], ",", RowBox[{"\[Epsilon]", "->", RowBox[{"12", "/", "10"}]}]}], "}"}]}], ";"}]}], "Input", CellChangeTimes->{{3.907245948262267*^9, 3.907245950646895*^9}, { 3.908536742080185*^9, 3.908536762233824*^9}, {3.908613034087284*^9, 3.908613109184179*^9}, {3.908613158385238*^9, 3.908613172681319*^9}, { 3.908618693814392*^9, 3.908618730015048*^9}, {3.908618845241262*^9, 3.908618845385201*^9}, {3.90861892530678*^9, 3.908618925394691*^9}, { 3.908618965819545*^9, 3.9086189670433493`*^9}, {3.9086224379557233`*^9, 3.908622441179409*^9}, {3.908622708296472*^9, 3.908622730715274*^9}, { 3.908622851915338*^9, 3.908622852155175*^9}, {3.908622947397026*^9, 3.908622962029228*^9}, {3.908622992429907*^9, 3.908623009974077*^9}, { 3.908960061302*^9, 3.908960082422131*^9}, {3.908960277545883*^9, 3.908960277641775*^9}, 3.908960322794814*^9, {3.908961159738974*^9, 3.908961204675587*^9}, {3.908962983357521*^9, 3.908963017470103*^9}, { 3.908963164432898*^9, 3.908963171880988*^9}, {3.908963286667354*^9, 3.908963287291148*^9}, {3.908963664084598*^9, 3.908963664994039*^9}, { 3.908964181455646*^9, 3.9089641969418297`*^9}, {3.908964899353694*^9, 3.908964913009623*^9}, {3.908964959642782*^9, 3.908964975746837*^9}, { 3.9089653624260902`*^9, 3.908965363753908*^9}, {3.908965402306756*^9, 3.908965411154817*^9}, {3.908965722376893*^9, 3.908965751457464*^9}, { 3.927268751251314*^9, 3.92726876713138*^9}, {3.927269247684715*^9, 3.9272692556048517`*^9}, {3.9272694010477138`*^9, 3.927269412568018*^9}}, CellLabel-> "In[512]:=",ExpressionUUID->"54eb6310-6546-48ff-bb13-776eec083f58"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Plot", "[", RowBox[{ RowBox[{"Evaluate", "[", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{ RowBox[{"Abs", "@", RowBox[{"Im", "[", RowBox[{ SubscriptBox["q", "11"], "+", SubscriptBox["q", "22"]}], "]"}]}], "/.", RowBox[{"s1", "[", RowBox[{"[", RowBox[{"{", RowBox[{"2", ",", "4"}], "}"}], "]"}], "]"}]}], "/.", "testparams"}], ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{"Abs", "@", RowBox[{"Im", "[", RowBox[{ SubscriptBox["q", "11"], "+", SubscriptBox["q", "22"]}], "]"}]}], "/.", RowBox[{"s1", "[", RowBox[{"[", "2", "]"}], "]"}]}], "/.", RowBox[{"\[Epsilon]", "->", SuperscriptBox["10", RowBox[{"-", "10"}]]}]}], "/.", "testparams"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Lambda]", ",", RowBox[{"-", "0.0005"}], ",", "0.0005"}], "}"}], ",", RowBox[{"WorkingPrecision", "->", "20"}], ",", RowBox[{"PlotPoints", "->", "200"}]}], "]"}]], "Input", CellChangeTimes->{{3.908960443948842*^9, 3.9089604545250273`*^9}, { 3.908960692418763*^9, 3.908960755930942*^9}, {3.908960847749057*^9, 3.908960848668754*^9}, {3.908961209260089*^9, 3.90896122552599*^9}, { 3.90896300338239*^9, 3.9089630049980183`*^9}, 3.908963160577557*^9, { 3.908963276731831*^9, 3.908963278427134*^9}, {3.908963339860756*^9, 3.908963343380438*^9}}, CellLabel->"In[54]:=",ExpressionUUID->"dfdd1eea-966a-4bd0-8f13-2b14628904cd"], Cell[BoxData[ GraphicsBox[ InterpretationBox[{ TagBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" 1:eJwd13c4lusfAHDriEJCUvbe4+U1XuO9X069lJEV6SAawomGEkkkyk5lRC8S QnSOCinjNjOSVPaIjERJRsfO7/v8/niu5/r8872e+/6u65E8dsb2JAsTE9MY PMS79qxah+UxGlaf3S58n/QVWX28kF3oTsPiQvaShPu1K/w5wZzG9+QJz6+a ijYepeG3dyTIhKUi3L0NXWh4hw7JknBYaiKb8mEajgmyDSFsUreqx2FFw3SW pDHCDfxNWXUUGu75vbuIAX4xuObZzk3DnkeHXTPAEf7apTdbEPbM7FzMBD/z 4m/lCUR4/tuHsCxwdb5ia70kwqf8YjWzwet8AuIWHVRcOHuxMQe8u0XnKEsA FTcl7rn8CGxZutJhL0nFN1CzXD4Rry0h5XKHEV5ezC0rAC+pu+1vDzDCjZVU z0KwTzWr9S85I+yTtmWjCLwaZhpZ3m2IORP7ov4Be9ytLywIMcR80R56xWC2 d/wyvmqGmF4o3foUfM2BcdOt2wCPlt0Pfg4WEGgUmQ0xwLd6RBRLwX3rtew2 6gbYkNL+ogwcTFoaGOnRx+O++p7lYLvbTOx7b+jjop/day/BnEYmwl2q+tie rPa0AtwlJnOMpYeCw5LiXavAH5X7N1huUHD1YfHZanBxeHM4SY2C7Zq8s2rA mCPGTWtQD8tkf9GpA4/Xzfi8j9HDXc/+bqgHf22O9Egn6+FJx0K/RrDY6tJz wzFdfCtEmL0JrHUp8ztnjC6OUaK/agYfVZp08CPr4msslz1awVUcrILFYzp4 +vynX2+I+9J0rNkTq4NJ1huP3oK9IkPwYX0dzPvewuAd+Ae/2U/NaW1MTspt 6gDbfjPjMrirja2Kyy9+IL5nRjRY0EQbm4evs3eCXQyV+8SnydgwffVlF3Hf ZVzR6ylkbHxZ0boHXHsy/vRFUzKefej+qRfs6m6mL/JTCyes2sX3g1Uiu52T M7RwgfIlyUGinlcZ3lS6Fs4MtO8eAmdksz4Om9XEDlwG14fBiZeo1LQMTfx3 vC3/Z+L7U55WDdM18SdBmcZR8NnR5dvLiyTcnyp3ZBwcd3wk5UkOCU9d0pyc AEdpMEUlWJLwSfpy0iRR3wqL7fR1DVwlMys/RdT/aQkm5RwNfPlz5sA0cd4v 348VWmrgU/NON7+DrwgJa/9eUcdbFPcJ/gBPrrZdZjZXxwz56dez4FItee/C PDW8xbHmyBzRX2zz6k//U8Vmhta8C+A12sbhWTNVTLo6VbUIFuosVu58pIKH 2Uus/gMv/u7sFFhSxgNqeszLRH5Ds+TXbZVxW/5M8go40+efIeFnSrgmqUhm Ddwyr+ydwqqEObhkO9fBju02D166KeKsqXaP3+Bs469FusUKOJiqKcyk+RWJ SGKRHywK2H8zo4kZvOJA1TF3l8dZRkaOrOBEGTU5tmdyOGUwkeMP8F2z1/g4 jxyeYBVLZwdX92ZUrvnI4vQnxYoc4Hymr7dmsQzWfrjewwn+72ofV7SoDPYj X/baBmZJMnAL9ZHGMZvFItzg88x0F9EWKXzVb/dzHjBPf0LVvLwUpp2PMeYF ex2wWJQOlMS9d8vmdoAVdhR3rnVJ4GI//gh+cO6Z8Bh1WQlsekJRfyc4/YKm ue6sGG7oNZsUBL8oK/rgXCiKvSXTLgmBrRQ4tuhbiGDLEzmKe8BP6CXxJ9iE ccSNkWph8Emjz4ObdbvxiomchSg47fhsj62HEC4dk1kTAyfrWMktSOzCooGH 4iTA2ynxkuY1O3HdCNVYCvyZ/+AYv4cArh4gzUiDg+67LStK82Pjzw5XZMF3 bO1eLTXswPEPyary4LNlye/4rvLiiMC9tQrggxOlDkZBPFh41cVSCVxeyeTZ UL8NJ0lorCmD/535Lv5FnxOznCfHqoIfBN8nXQpix4cc56jqYIlT36YeTrPi lvMjnRpgW2Yj9WIPZkyl9R3TBK8vZjGcDm9UM2Ki+cjgc2lcCpG05eogKd9c bXD/xppHUsV8NUl26xFdsHXEUMibB9PVmx/+ZaeA5S+atXWHj1Rrjd5M1ifq 4/rC72D919W1dCEzQ3A0WbalpKSOOrhrYNAIXHv2ttuk9xDV7XGeFwKX5VGb 1lOmqDZXVISMifze68niHpmjineMFZiAWcVjVKjuS1Q7GzuXvWC9vQbphc3r VJ64Ng46kf+/7EfOTTGhILeAFFOwfqnZPbFcVjR6YNB0P7iq9H6BhiY7Euk9 P3AATHdUcf/4iwORvWsTLMCiZhUxiUXbkBneTbUi8j2cv72CzINE3ua0HyTO v21a5GUgL9rfMhlqQ8Rf+8e1qXYHOhblImgHNuZb6DvByo/eSw1l24PfrBzK P+AmgB4mCtg5gOPIntJjuTtR+fDVCUfwB5Q6V8++C0nPPUh1Ivrl/P4VLXch tNnZtu8v8Nhy/hOHnN3od55ylzM45qB8aS2LMBpQMrnhCj69Yu81vF8EMeXH 7HEDL7QyO8ZGi6IR7uFH7uCN029Trn0RQ+Xc0/bHwZKknLrEnRJIUlThywkw m8DcaGyjBAotEU31AF9/kOT0yUsS5XjQ1T3B3TUrp5e2SqEJzsAqL7D3/pmC kpdSSFj8uM/f4PtBekZvnKVRwIlQJh8wtyD/agS3DCrlPFTqC7bb+8SOo0IG yadqHTsL1hbJZB13lkV5vvvmz4EPO0sMHeeSQ5FxPDl+YCH6CpdRsRx6sLGV chFcWH+7b8haHtF8d7z2B4cWvHwntSmPrPneXQgAz+lRRGqzFNA3kRr2y+Bs DbM7rLaKaMbM81UQWLFSMJd7UxEl+u7xCAabzxnynHughNJ5mX5dJfolfv5B wEFllFHFyA0l3LUZ1TevjKTnT1PCiPjhDManbBUUJr744zqYvXnZvNBGFW1Y RTAiiPlRUmTzfkEVfRc+oHoT/JjzZ+j9bDWk8qZxOBJM4Yhhx6bqiEf64sVo MCNtQuHxV3XkdVeNNRac1XrqFcNcA4l0ZDyLA9cxIrftSNdAb1tN9t0i6l36 3DnHXxqoMSR9JQGs5vcyl9mChKzpLI/uEP12TzWil0FCr0bStBOJ+jvnFXht kYTmxaa/JBHnF38v5EjXRBqGPkEp4LXkezcSkjWR5bXVLangH3XynIwZTWRl Ty1LI85fP6rTSdVCWcJlpgzw7YCTgZ+StVC36/hqOth5yTTaYkYLcdSLPMok 5vcBB/qkERm5kqLIWeBiW5Vd9klkpPJH0fhDoj/V1e7OfCEjgx8sATnE/MNL 0k5IGxUq8ao+Al/YI3ldIVkbxSbI9+eBu/b7x8lMaqM0ST/vArCj6t2ieaoO ipi9IFIIzpsY8J9J0EGvFx4/LSLinQrfbvFZB3XofqP+AzbIWKy8oqeLGh5+ nvkXfKIgYWd/lC466cQV+pSY556LYZyjumhcZkbrOXhk7kU1Q08PmSn2DpcQ 8Q7m5TpH6SGtW0u+ZcT9H3PN+jGih6IX2sTLif4yMzZ7oklBsQ3dz1+C365c r3oXRkHl49OoAtzsGm/a0EdBPjMlM5XE/d1ruDKhpI/4A55frSbm/Y26171h +ujPvlOkGrDW/u8Vy536KKnJuqkW3Nl1MeSKrAHy4957qJ7YJ4JNjh+uGKAh /hm2RrCcyt4B+3YD1FLZmvIa3PMr0q9AzhCpCbhaNBP7Mkq13z3YEFEq15Zb wANzG9/o7YYoX6Q98g0xz3iS+X7LGqGdOx303xLzcNNp/PMlI8Tznu9dO3jz VXC4YrMR2ljo+6sD7K7kRflTnIrW7zls/UDsJ9/Q1KizVNQjyMH4SMwnj6M8 D5upqJrtzMEusJhiho2YOEIvbEdWu4n6rOGgNZ1ByO3WjahesM02gz9NmhAq kB2l9BP7Oalt+QIXDdWVnn87AH4acrT/qR4NHY0rDxsC+1foHDhMoaHqUtko wvpL3K9+g3d9unOLcJ1vZaq5AQ29UPNhEP7osttpwoiG/n0nWUb4l8HHHqE/ aSicN2aKMGWZ3hViSUMVcS7Wn8C/tcT2yVnRkHNpqwPhujO/StrAS4O6LoQP TGYn7ramIWEVPm/Cf3Uz2T+3pSHR1tfXCQeXvPrwxZGG2P7QeEHY5Odtk7jD NERXSa8izK7i9UzLiYbC7LY2EI7P3nUn9AgNTWWNdxDOvHPBZo8LDZ2hpk4T PtFuXlsDDjvJPkdYYas06ZQrDd2K9VsiXHztPW/JURpK6bdkGyb6pyo/9Igb Dd1hrthKWG8l5CeTOw3dVFDYQXid7OiWB/Y/mLRr+P/79v//h8jNn0WM8P8A w7nF+g== "]]}, Annotation[#, "Charting`Private`Tag#1"]& ], TagBox[ {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" 1:eJwd13c41t8bB3ArkZDVsOdjj8d88HjOJ8osZWSUrEoRlVJfGdlFyjeExpMI JVIqRMmxikpGRlFkVNSXzLL53Z/fH+c61+uf93Xuc1/3da4j433c/hAbCwvL ECxyrzmh0brTm8A/aT3vTITykW17UE6hF4F3zzpUkO7Re3GGG9xQ+v4u6akF C4lXHgQe1K6JIi0b5+VH30/gJvV8A9LR169yqLoQOJhyJocONq1doHHZElhF TjDUGFwv1JBda0jgOStrFUPwsy+LR5p5Cfx4N5uCLjjujF7phTcIZ1UOB2mC n/gKveU7i/C+ApcvKuCqfOW3dTIIf24U6FcALwkKS+1oZWAJoTmaDHjLG30P tmAGflZF0RAH7yydb3WUYeCClX6jTWRe05WMkFYTnKDZyBQEz2p6WjUHm2CN ldkbvOCAKvbdfygmuO62428u8EK0RXx5Fx2XXae7coB9UusK70fQsad/gOeq YD7iaBGSP6ZBx48+va1cAEc5MS94dhljBdvA0j9gYeFX4uMRxjhYI+fVBLh7 qYbTTtMY1wewqo6Cw6mzn/s/GuHQqXy1YbBDMgvntvNG2Kw8LGYQzG1iKtap boQlZ66f6QV3Ssp7s300xKKxplGfwO2qPcts5w2xgeimgXZwcWxjLFXDEE94 6/U2gzFXoqfOFxquSY3QeAv+VjsW0JZIw1lfHDNegUca431u6dKwrFAQsxos uTD7lD5kgPfOVf19Adb55/Yod6IBfr7oMFYG9lAZdjqla4AfKQctPga/5GLf WDykj9PfYfci8IK2c7XoJX3M2rjHPR/sGx+BXYz0sa/opqc54N9ClhPav/Rw 5L4DUrfB9v9ZrjdO1cOz1AXFG+R5xiTCN5rqYV2Fyrg08H66arfUL12s19cY cYW877L1F5cydPH3NJaWRHDNoST/0xa6uFyhTu8C2N3L0kh8QgcfL2ulRYPV 4rvc0jN18L713Mnh4J4Fph/DXAe/Tr0UFwzOzGEviB7XxgNrbiafAl/9h8G4 kamNHdk6po6R5894/PKruTZ+7u8y4Qs+MTiXPDdDxWfN1podAl8+0J9RlEvF I41EkSc4QYsl4cpOKiZmXz3dB36mNNNsvqSFs1xO8zuD6/2lWVRztbB76om1 9mS9P0a9C3dqYdt//27cCQ7bLKa3Mq+Jr8bcDbUEDy80hbDaaOKoy3fCzMCl Oop+hfc0cE9g4wcG2JRjSvPxX3UczzR6ZQheJJZdxi3V8f1AgxZd8OaOYtWO u2qY+LFfQws8s9LRITyriit6W5VVyf5GZisu2aviW04BIRTw7YCHvWJPVHCP ydVBGfCbKVW/DHYVzDW0dlgc7Nxsl1XhqYxprbnEZnDO1pEHBsVKeKgwSV8I LC6DxX+zKeFALvZtfOB5J4a+jZci1j+ZdZebvF95DQrHEwr+xJmYxwFOtXyN D/BR8POLmfOrAjDfnzIrFwMUcLID/dAiOJ9l5N9xLI+VoxUD/oL/nutef1FC Htf6GL+dBLOlGXtGBsjh2AFm3Sj4JKv5fok3slhjhiI4AubrufJySlEWE3rG wUNgX+sdM3JnZXC2xa2QPrCSQHHHYqc09itX/NANzjsem6ipII1lVFled4Bv BWnbGIxL4tY+77YW8LOyBx/cCiXwmrIx6juwrRLXWqMd4vjOu9car8FF5iVJ BznEcM2Phsga8CGTgS+rtVtwG6fDr0rwjQPjH+19NmOLLLWJZ+B0fVvKtPQm PLJGw+YpmN8wScamWgT7ipwzfQgeENo1JOQjjD3oLnb3waE3PeeU5YRw44xr aS44xd7h+Wy9APZMLSi9DT5Rlt4ieG4DDs+T5bkJ3vW91MkklA/rp8oHp4PL K1mO1Nfx4N/Zp6OSwY/GRqV+GHHj1V9jXy+Bs8JvUv8J5cRH4kp7LoClD//3 884vdixOz1WJAduzmmgW+7DioWfiKefASzPZTFeX5aqN1d/SzoIDb6xXiifm qhQK238HgXuWF33SXkxVaTkIfjsO3h3XG/Eu61dVz4eeCT+w4mnLpq7Y/qqk hTf2PuCrMdMr4Uavq+6Kcdt5gS/qKrwpKalltLw+lusGrjmR7Dns18vI5XXn dwGX3WM0LGX8ZLyKv7XRgezvtY/ZvP2TjBJH9lO2YHapRDWG1yxjX1zFUSsw bZvxrcLGJYbawfnQbWT/9zn2B/5kQbKuHgMIbFRqeU0yjx3xj4sMGYFflt68 r6XNiUzCpwz1webOal7tf7gQZ6+UOhUsYfki8eoDHkTv6DJQI/v9NZ//hS4f aop/mqFI1s/zS7zi7AZ0xmYgVZbMX3zo3lAjgIKKdL9LgLcKTncfZBdC7X4C tlvA7+b35Ft7CiPbQOQgDL6se0RuKE8EVfemFPGDP6Drk3Wcm1BrnUHuOnJe TlrN63htRq82+TxZAx6ayy9yyt2CptMrRFjBibsUS2vYxJBQk7vI0oZ85D/v 6PvVShyF8Sn7zYKn37I6X7oogX5Gh3VNgZf932dE/ZBE0iMyX8fAMtTc2qsi 0shfZpT+E8whPDl46ZU0+hrKZfANHJOV5trnK4P2XLI6/xXcVT3vP7tOFlmU C431gP2sxu6XVMiiEEJrohN8M5Rm8s5NDtG3B1q2gXk3Ci3E8cqjji4Okyaw w7YiB64X8igoXcaqAawnfpv9m5sCasrwLqgFu7hJ9x5YT0G+3n/vvQRvNp9f b1JMQdW7Hy6Ugwvrkrt7dysiCnX8YAk48n5Fi+yqIqoWiTn6CDxJMxSvyVZC b78ZNRSAc7QsU9jtlVHIyHacB1au3JjHu6qMyie6m7PANpN0vsAsFVSRn6zD BD9KmsoK3qWKctqYuhmkO1cTuqdUke+ldxdTyPxYJrMvRw3hkZ3hl8GcjXM2 hXbqaFjb9UI8+FnJA7u2aXW03H7hRwy4gHsi8maOBlJxWDd4DmzIlciJLTQR nadYOwTMvPFdqWBEE/Ge7rtxGpz99vBzpo0WWp71vH0CXMuM5xG4pYVOhHDO HwWzywUGOv/RQvHmLOM+YI1TFXmsO6joe1f0khdY8Zp63CcmFbGoKXnsB28N 9D0bNUNFYmtl3V3I+qXaNjubayPWBMYTB/Bi+rXzV9K10fbUIYld4N+1itzM MW102L1XwZqsv25Qv4Ohg8Qy5qO3g5ODD53tS9dB/DV+YQTYbdbi4o4xHfQ5 7uBlY/BfayfzYRNdlBkeOa0PLrZX2+SYpova7kz+oYJpmhqpYz90kWRv7E51 8ACelXNFeijodMBWJXCQqEyMUroeGk3u2yEH7rQ6c1l+WA/diQ8skgQ7q6c+ mGLoo84tewu2gO99/3xm7Io+2n744JIwmXc4ln/HgD76uPT30AawceZMZRjN APUd/nqUB3zw/hWRngQD1Lrn52tOcNGRmWjuQQNUZGVVxQrun3xWxaTRkPo1 6vslfsjbdS/PLYGGhjWMqXNgdm/37N/9NNSx9iZ1GjxtudWySNsQCfCIX/gN fj8f87Il2hBJqCvM/AQ3uidZ1HcbIkpT7PI3cPK1+rDvKkbI1W2NWz849Hzt 60/RRujL9S9On8E6VqMv5jqMUHhBx90ucEfn6YgwBWN0pM6R7wM4fWOD84cw Y/SkXlXwPZiitu2zY7Mxeuwhd7QR/PFP/Kn7FDq6LnTSsw58MkG9xyucjvYM WgZUgT9PLv9n3kxHi/xESwX4EF+64IqCCRpNSXpfAn656vpt4B8T1Oa0LF0M Xn0eHqvcaIKY89OJhWAvFV9DMykGSlMzTb0LTjkWeT3hBAOZHS4ezwYP+Xjw 3WlkoAveZ0aYYEnlTDtJKYTUdtXPZYAVq7mIhuMIDXNpu6eC7XiMzUwbEPLH sx5J4Ly0prmg9QSiKPSWJYAfR3j0PKYRyLpctCAWfOaFvrWLIYGKpkUzSBvN 8j5fAUtrisWSrj1Wed3GmEB6d8XcSbfv3+L63YRAkmnigqT/GLd/3GxGoNHT kiExYMM5886InQQKMZO1jgav6Ehup9gSqCdS1oB07fE/JU1g6ypZedLWwzlX t+wm0F5DuZUo8L4uFsen9gQy1JJ/Qjq85PmHH84EmpamiJI2nUg2vexCIHsP ylrSnGq+T3RcCVRzizITCU7K2ZQSuZdAzaKKzaRvpwTZie4nUL6IUjTpg802 NdXg845Kx0krrZOjHnYnUFCqkhvp4qi2DSUeBIoSUNYnHfQyP3KvJ4EydyvL kabNR0yweBGo6V/lDaSXdJ0974HXtSgvR/CT7+3//4fIhU/lF+n/ATq/Yrc= "]]}, Annotation[#, "Charting`Private`Tag#1"]& ], TagBox[ {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" 1:eJwt13k0lOsfAHBboiyJLJns+25mMIyZZ6jGWrLc6F67rLekkrKlhCwRWUMi JGlRl0risRWVlEJouVSylLJ17fl933N+f7znPZ9z3vM9z/PdznnlvQ85+HJx cHB8hod4N4fovNrlzcLrst50SJwbQ7vfhJZWebHwpmqnbsKDBvVh/GCxzt4B wjNLFtsee8D3PP0ThBXivYJM3Vg4/eh7AUlw7MUsHk0XFmbbj+whbN6yROPb zcKG6+f7CbeJtpe0GLOwnNvWcSnw/ffLAV2CLJz3QM2IBI4PM6g9+xRh3giS uwz4bqDoM6FwhDmFzSLkwI3X1J+1yiP8REq7TQG8sllM1vYVE1tc/f1VCSz1 1NCD6wQTi2XkGqmCd9UuvnKSZ+LjbK9odSJeZ3puxCsG5s/fVKgJntf1tOo6 wcC3dc6OaYMPNnLv+aXCwNwhnwX1wEuxFokP+kzx97wQNTLYL7O1qjLGFAd9 bQuhgnleiioF65hi65XfGYbg03sLz3r20bG9LMcwDSwm9pj0M4aOV+TIynTw wEozr70uHfuvtzZngKP1598NvTXBfR/UUhHYMYODd0eCCY6smKw2A/MzzKV7 tU3wJatwrh3gXhklb663xtir18CKDX6jObjKlWCM+0P6AyzB1XEdcfo6xjix 3eyeNRjzpXhS3tPwYdOM97bgLy2TB7tTaHj9A5GF3eCxjkS/S1QatnntYmYP llma/8f0sxE+q5Lg4wimHL/8nT/FCC9xRvzzB9hDY3TvUaoRVn5XtOAMbuDj Fq/+bIjvbLgu/ieRL7Jz09ZzhphdFuntCg5MjMEuJob4wRXKWXfwD1HLKfKE Ae6vJ5V4gh2+WQrQMw1wkkLnmDdxnslt0eLmBriV35vfF+xmqjkgO0HFaqqN zv5Evu8JJK/kUnHJG46YQHCzb9qBYxZUfLs8tOBvsLuXpQlpioL3ZNwaOQjW SuxzzSmi4FeqL/lCiH5eKgxisinYt6l23xFwUSn39difZJx17MXlUHDWcSYz v4iMJWeeN4YR58+90/Avm4xDHdM3hoNDPi1kLMzp46vJdP1IcKrPUO7NMn0c tixhGw1O0uNISt+ljwuoD7NiiP5Wm+tir+jhXR7b750m+v+AHIdmmR4eMbmw Lo6479fv3lW79LCqxWbrBHCUpLTB70Vd7OIV7p8IHl3qjOC00cWWwlfvJoNr KapBVRU6uGigru8cMV88M7p3/tPG6nKZaufBy6xVl5+W2tjtyqVDGWDJnmrN nqtaOMLt/PlM8Nzvnh6xeU185jj7QzZR31MlqisOmni5/wt3HvjywVsfpO9q YO3MGtl88NMZzaBcbg386LxVYCHYucu+uM5THUf/fJxSBC41G7thVK2GFSLW vy8Gk+Qx6QeXGk5yipAvBS/uZRraeKni9Fs9qJzIr5KOCs9dFWwpPpdSAc60 fIJ9hFTwNoHl6kpivvuLHi0fVMa3ginPq8DXOMbO/8RK+FiLnugt8H8nBwSS tylhvqYt1GowVzbd89RBRRyUi2Pvgo9wst22PVXASqr212vAQoPpDTOqCjhW R6z9HlFPa9s5xXB5LDpbIFIHVhOp7lnulcOdKRsN6sHlh+JSdJXlMPUZSmgA Xwol2xj9lME7j5d3YqKe9268dq3ahufFZr81E/tSjW+9iS0Jb6WvM24D32TX pO3nkcZenmvuT8C+jOH3ay1S2EVEM6IDnO/z862DnySm6Ui3PgPnGO5WmZWT wPO+s186wcLGafI2TVuw9sx56kvwsKjdZ1E/MSzD6R7eDY4s8FxQVxTFThZi uW/AFxwcH863ieC+trRPvUR/3st5ufnkJrwlcZq3H2w3UruXESmEub7Fyw2C HzziCGhr3Yg7Aj76vwffnvwu+9WEH89ayCZ+BBdHF+gfj+TF2RpKfUNgOf9v 41cmuLFytMjqJ2JeORm61X6c2CJCT2qE2L9zJYX7XFYbd7uL+oyCD+cLqCWy Fhr5uj7GjxPztrrsl10/06glGNz3Dbwn/kPM8+KJxvFJHdIPsOoxy86+uKHG 52H9JlNEf5yZ/R1t8qRx6M7OszPgZKry05qaFmZeacGNOWLeQzI8R4M+MMcc Fdv/A9+rYLav5I4zv10MFl4k6pv3tkRwaJq58+4VvWUwt2yKFtNrnjlqmR+z CqbtoF+q6lhh6ma3tq4R9f/LaejwOAfSfNU7xJk6hkxqLfNkyrmR7YEqTR5w Q21BpR6ZF2WvC7LjBbOdtbze/OJDMWPfivnA2yzrU7JubEQC5y6PbgD7/ntN uJ4qhJhWpusFwYMbJ0h14ZtQJ7nQSZiIv3zLvb1ZBMXvGIkQAZttnh3Yzy2K JimeOaLg54t/XLP2FEMqlKJ/t4BTqQGKn8u3IIuwx5yS4Nfo4nQrrwR6cue2 /VZw4xGrRYqXJFptfp5DAn9euHZzb5kUiid318iAU+xUa5u5pJHpyYsc8uAD i06B/1qREKbZKCuCZ59xOp9L3oamvuggZfDqgRe5p7/KoAG73gRVsLx+WUvW FjlkvNO3Qh3MIzb96dxjOTQ5fP+XJvhMcfa+j4HyqERijqQD7mtaPDC/QQFN WHkb64GDrCYra+oU0DRv5hkyuCCSxnjuqohaTty8SgULiosuxQsqoW635HlD sOOOm4589UooyvAiwxhsQLrM/cVVGfkNZbjSwS6uch98BFSQ05BtJQMsyV4U YFSrIO6m6S4ErmrNGPiwRxXtru4YNwOfqqx7qbCmiqQHvcg7wNM0Y1JziRry WPviyAaX6lle4HZQR7VsjVJLsPoj8XLBNXB2yag12GbaVOhwsQZKXeFatwt8 O22m+ISdJnIIUNljR7h3LWlgRhP5LlFC7Yn4cYWFH0u10Ltw7ieOYN6OBZsq e220vHGd4F7w/Zob9t2z2mh8aErLBXydf+pUQakOmosvivgTbMyXwostdNEf UYYlruDC/BG162O6KPgKR4M7uOSZ/8NCGz0kFnWO1wvcUpi4UeSSHnrdwqXu A+ZWPHzY+ZceulpuEu4L1jlaV85pq4/ot8sa/cGqedrx/YX6yMl88X0g0X+H A8NPz+kjeydh9QPE/WW7JZ3ZZGT3W3h3MHg5Jy8hPYeM1n83DwgB/2hR5S+c JCN1U6PqI8T9Wz8Z9jApaAmJd4eCM074hn/MoaAXafdkj4Nd5y2SbScpKEgy yScc/J/1XvYog4qEjrBPRYKrHbQknLKpKHex7Vk0mKarkzn5lYryPXR+xICH 8bziPmSA1t65oFhw6Fb5M2o5BkijqDY+DtxrFZaqNGqALP5aLUsAO2tn3phh GqKzIrwzieCKkXdhk+mGiNG9KJFCxPOPE7YdNkR4VpaSCqYXzT2KohmhjzO8 UefB+yvTtwwmGSEtiYFLGeCbAXOx/J+M0FWOA5OZ4KHp+42FNBpa2K5PziHi 2VWUuybR0IeOYbs8Iv/e7iU/hmjo8S+HgnxivizNLG+SjdGDI7dxIfjF4pmG l7HG6Kgfc6AI3OGeZtE2YIyaRlLlSoj85bVFjWiYoIZXHaxScGRCy5P+WBP0 XbctrRxMsfpev9Bjgpz4q2orwD29x2KilOkoYH9bdyU4R7zd+XUUHZEkiqRv gFW0drxz6qKjLg8f5i3w21+JRytVTFHZ2FhaNfhIkvagV7Qp0p0o7rkLfje9 +o3dZYrUi3bM1hD7TChn829lBtp07Bq6T+zDtX1fho8z0IjAwv468NrD6Dj1 Dgb62yQiph7spRFovF2WiXyCH7U3gC8En7qYFMJECycnxjCxn/w8hK50MFHW yX6jFrCMepG9jCxCUxsWI9uI/mziY7UfQsgifd3FJ2D7jfTt5u0InRnt/twB Ls/uXAgVYCFtdvL65+A7MR6Dd2gsZOTBte8FOKze0NrFmIWi9Oq9CJvMCz78 Da7jDA0i3BL86KINnYVIZSORhN+4Se0bYbBQwlhHEeFf9DdvJbez0Pih818I Gy+we2N2sdDoCVJIF/g3RWanym4WMrDqPUG45dCvmk5wlFTaacLWo6VZUntY aKZu7QLhv/o4nP5xYKEzS59qCUfXPHz91ZmF9CMqlwmbT2WYp7qwEI+1N89L Yl9oBd6l7GOhV1LSgoTTSiUunPqThfbUnZMhfPlCqP1WNxaanT9kRnh/l01z EzipXc2asNoGRX1/dxYSzx12IFx9untTjQcLSRs67icc2nDt1J+eLHRhncBB wrTFmCkOLxbi7G07RniF6uxZAQ4oiz5J+P//h6jjqOFZwv8DsM8C+w== "]]}, Annotation[#, "Charting`Private`Tag#2"]& ]}, {}}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwd13c4lusfAHDriEJCUvbe4+U1XuO9X069lJEV6SAawomGEkkkyk5lRC8S QnSOCinjNjOSVPaIjERJRsfO7/v8/niu5/r8872e+/6u65E8dsb2JAsTE9MY PMS79qxah+UxGlaf3S58n/QVWX28kF3oTsPiQvaShPu1K/w5wZzG9+QJz6+a ijYepeG3dyTIhKUi3L0NXWh4hw7JknBYaiKb8mEajgmyDSFsUreqx2FFw3SW pDHCDfxNWXUUGu75vbuIAX4xuObZzk3DnkeHXTPAEf7apTdbEPbM7FzMBD/z 4m/lCUR4/tuHsCxwdb5ia70kwqf8YjWzwet8AuIWHVRcOHuxMQe8u0XnKEsA FTcl7rn8CGxZutJhL0nFN1CzXD4Rry0h5XKHEV5ezC0rAC+pu+1vDzDCjZVU z0KwTzWr9S85I+yTtmWjCLwaZhpZ3m2IORP7ov4Be9ytLywIMcR80R56xWC2 d/wyvmqGmF4o3foUfM2BcdOt2wCPlt0Pfg4WEGgUmQ0xwLd6RBRLwX3rtew2 6gbYkNL+ogwcTFoaGOnRx+O++p7lYLvbTOx7b+jjop/day/BnEYmwl2q+tie rPa0AtwlJnOMpYeCw5LiXavAH5X7N1huUHD1YfHZanBxeHM4SY2C7Zq8s2rA mCPGTWtQD8tkf9GpA4/Xzfi8j9HDXc/+bqgHf22O9Egn6+FJx0K/RrDY6tJz wzFdfCtEmL0JrHUp8ztnjC6OUaK/agYfVZp08CPr4msslz1awVUcrILFYzp4 +vynX2+I+9J0rNkTq4NJ1huP3oK9IkPwYX0dzPvewuAd+Ae/2U/NaW1MTspt 6gDbfjPjMrirja2Kyy9+IL5nRjRY0EQbm4evs3eCXQyV+8SnydgwffVlF3Hf ZVzR6ylkbHxZ0boHXHsy/vRFUzKefej+qRfs6m6mL/JTCyes2sX3g1Uiu52T M7RwgfIlyUGinlcZ3lS6Fs4MtO8eAmdksz4Om9XEDlwG14fBiZeo1LQMTfx3 vC3/Z+L7U55WDdM18SdBmcZR8NnR5dvLiyTcnyp3ZBwcd3wk5UkOCU9d0pyc AEdpMEUlWJLwSfpy0iRR3wqL7fR1DVwlMys/RdT/aQkm5RwNfPlz5sA0cd4v 348VWmrgU/NON7+DrwgJa/9eUcdbFPcJ/gBPrrZdZjZXxwz56dez4FItee/C PDW8xbHmyBzRX2zz6k//U8Vmhta8C+A12sbhWTNVTLo6VbUIFuosVu58pIKH 2Uus/gMv/u7sFFhSxgNqeszLRH5Ds+TXbZVxW/5M8go40+efIeFnSrgmqUhm Ddwyr+ydwqqEObhkO9fBju02D166KeKsqXaP3+Bs469FusUKOJiqKcyk+RWJ SGKRHywK2H8zo4kZvOJA1TF3l8dZRkaOrOBEGTU5tmdyOGUwkeMP8F2z1/g4 jxyeYBVLZwdX92ZUrvnI4vQnxYoc4Hymr7dmsQzWfrjewwn+72ofV7SoDPYj X/baBmZJMnAL9ZHGMZvFItzg88x0F9EWKXzVb/dzHjBPf0LVvLwUpp2PMeYF ex2wWJQOlMS9d8vmdoAVdhR3rnVJ4GI//gh+cO6Z8Bh1WQlsekJRfyc4/YKm ue6sGG7oNZsUBL8oK/rgXCiKvSXTLgmBrRQ4tuhbiGDLEzmKe8BP6CXxJ9iE ccSNkWph8Emjz4ObdbvxiomchSg47fhsj62HEC4dk1kTAyfrWMktSOzCooGH 4iTA2ynxkuY1O3HdCNVYCvyZ/+AYv4cArh4gzUiDg+67LStK82Pjzw5XZMF3 bO1eLTXswPEPyary4LNlye/4rvLiiMC9tQrggxOlDkZBPFh41cVSCVxeyeTZ UL8NJ0lorCmD/535Lv5FnxOznCfHqoIfBN8nXQpix4cc56jqYIlT36YeTrPi lvMjnRpgW2Yj9WIPZkyl9R3TBK8vZjGcDm9UM2Ki+cjgc2lcCpG05eogKd9c bXD/xppHUsV8NUl26xFdsHXEUMibB9PVmx/+ZaeA5S+atXWHj1Rrjd5M1ifq 4/rC72D919W1dCEzQ3A0WbalpKSOOrhrYNAIXHv2ttuk9xDV7XGeFwKX5VGb 1lOmqDZXVISMifze68niHpmjineMFZiAWcVjVKjuS1Q7GzuXvWC9vQbphc3r VJ64Ng46kf+/7EfOTTGhILeAFFOwfqnZPbFcVjR6YNB0P7iq9H6BhiY7Euk9 P3AATHdUcf/4iwORvWsTLMCiZhUxiUXbkBneTbUi8j2cv72CzINE3ua0HyTO v21a5GUgL9rfMhlqQ8Rf+8e1qXYHOhblImgHNuZb6DvByo/eSw1l24PfrBzK P+AmgB4mCtg5gOPIntJjuTtR+fDVCUfwB5Q6V8++C0nPPUh1Ivrl/P4VLXch tNnZtu8v8Nhy/hOHnN3od55ylzM45qB8aS2LMBpQMrnhCj69Yu81vF8EMeXH 7HEDL7QyO8ZGi6IR7uFH7uCN029Trn0RQ+Xc0/bHwZKknLrEnRJIUlThywkw m8DcaGyjBAotEU31AF9/kOT0yUsS5XjQ1T3B3TUrp5e2SqEJzsAqL7D3/pmC kpdSSFj8uM/f4PtBekZvnKVRwIlQJh8wtyD/agS3DCrlPFTqC7bb+8SOo0IG yadqHTsL1hbJZB13lkV5vvvmz4EPO0sMHeeSQ5FxPDl+YCH6CpdRsRx6sLGV chFcWH+7b8haHtF8d7z2B4cWvHwntSmPrPneXQgAz+lRRGqzFNA3kRr2y+Bs DbM7rLaKaMbM81UQWLFSMJd7UxEl+u7xCAabzxnynHughNJ5mX5dJfolfv5B wEFllFHFyA0l3LUZ1TevjKTnT1PCiPjhDManbBUUJr744zqYvXnZvNBGFW1Y RTAiiPlRUmTzfkEVfRc+oHoT/JjzZ+j9bDWk8qZxOBJM4Yhhx6bqiEf64sVo MCNtQuHxV3XkdVeNNRac1XrqFcNcA4l0ZDyLA9cxIrftSNdAb1tN9t0i6l36 3DnHXxqoMSR9JQGs5vcyl9mChKzpLI/uEP12TzWil0FCr0bStBOJ+jvnFXht kYTmxaa/JBHnF38v5EjXRBqGPkEp4LXkezcSkjWR5bXVLangH3XynIwZTWRl Ty1LI85fP6rTSdVCWcJlpgzw7YCTgZ+StVC36/hqOth5yTTaYkYLcdSLPMok 5vcBB/qkERm5kqLIWeBiW5Vd9klkpPJH0fhDoj/V1e7OfCEjgx8sATnE/MNL 0k5IGxUq8ao+Al/YI3ldIVkbxSbI9+eBu/b7x8lMaqM0ST/vArCj6t2ieaoO ipi9IFIIzpsY8J9J0EGvFx4/LSLinQrfbvFZB3XofqP+AzbIWKy8oqeLGh5+ nvkXfKIgYWd/lC466cQV+pSY556LYZyjumhcZkbrOXhk7kU1Q08PmSn2DpcQ 8Q7m5TpH6SGtW0u+ZcT9H3PN+jGih6IX2sTLif4yMzZ7oklBsQ3dz1+C365c r3oXRkHl49OoAtzsGm/a0EdBPjMlM5XE/d1ruDKhpI/4A55frSbm/Y26171h +ujPvlOkGrDW/u8Vy536KKnJuqkW3Nl1MeSKrAHy4957qJ7YJ4JNjh+uGKAh /hm2RrCcyt4B+3YD1FLZmvIa3PMr0q9AzhCpCbhaNBP7Mkq13z3YEFEq15Zb wANzG9/o7YYoX6Q98g0xz3iS+X7LGqGdOx303xLzcNNp/PMlI8Tznu9dO3jz VXC4YrMR2ljo+6sD7K7kRflTnIrW7zls/UDsJ9/Q1KizVNQjyMH4SMwnj6M8 D5upqJrtzMEusJhiho2YOEIvbEdWu4n6rOGgNZ1ByO3WjahesM02gz9NmhAq kB2l9BP7Oalt+QIXDdWVnn87AH4acrT/qR4NHY0rDxsC+1foHDhMoaHqUtko wvpL3K9+g3d9unOLcJ1vZaq5AQ29UPNhEP7osttpwoiG/n0nWUb4l8HHHqE/ aSicN2aKMGWZ3hViSUMVcS7Wn8C/tcT2yVnRkHNpqwPhujO/StrAS4O6LoQP TGYn7ramIWEVPm/Cf3Uz2T+3pSHR1tfXCQeXvPrwxZGG2P7QeEHY5Odtk7jD NERXSa8izK7i9UzLiYbC7LY2EI7P3nUn9AgNTWWNdxDOvHPBZo8LDZ2hpk4T PtFuXlsDDjvJPkdYYas06ZQrDd2K9VsiXHztPW/JURpK6bdkGyb6pyo/9Igb Dd1hrthKWG8l5CeTOw3dVFDYQXid7OiWB/Y/mLRr+P/79v//h8jNn0WM8P8A w7nF+g== "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwd13c41t8bB3ArkZDVsOdjj8d88HjOJ8osZWSUrEoRlVJfGdlFyjeExpMI JVIqRMmxikpGRlFkVNSXzLL53Z/fH+c61+uf93Xuc1/3da4j433c/hAbCwvL ECxyrzmh0brTm8A/aT3vTITykW17UE6hF4F3zzpUkO7Re3GGG9xQ+v4u6akF C4lXHgQe1K6JIi0b5+VH30/gJvV8A9LR169yqLoQOJhyJocONq1doHHZElhF TjDUGFwv1JBda0jgOStrFUPwsy+LR5p5Cfx4N5uCLjjujF7phTcIZ1UOB2mC n/gKveU7i/C+ApcvKuCqfOW3dTIIf24U6FcALwkKS+1oZWAJoTmaDHjLG30P tmAGflZF0RAH7yydb3WUYeCClX6jTWRe05WMkFYTnKDZyBQEz2p6WjUHm2CN ldkbvOCAKvbdfygmuO62428u8EK0RXx5Fx2XXae7coB9UusK70fQsad/gOeq YD7iaBGSP6ZBx48+va1cAEc5MS94dhljBdvA0j9gYeFX4uMRxjhYI+fVBLh7 qYbTTtMY1wewqo6Cw6mzn/s/GuHQqXy1YbBDMgvntvNG2Kw8LGYQzG1iKtap boQlZ66f6QV3Ssp7s300xKKxplGfwO2qPcts5w2xgeimgXZwcWxjLFXDEE94 6/U2gzFXoqfOFxquSY3QeAv+VjsW0JZIw1lfHDNegUca431u6dKwrFAQsxos uTD7lD5kgPfOVf19Adb55/Yod6IBfr7oMFYG9lAZdjqla4AfKQctPga/5GLf WDykj9PfYfci8IK2c7XoJX3M2rjHPR/sGx+BXYz0sa/opqc54N9ClhPav/Rw 5L4DUrfB9v9ZrjdO1cOz1AXFG+R5xiTCN5rqYV2Fyrg08H66arfUL12s19cY cYW877L1F5cydPH3NJaWRHDNoST/0xa6uFyhTu8C2N3L0kh8QgcfL2ulRYPV 4rvc0jN18L713Mnh4J4Fph/DXAe/Tr0UFwzOzGEviB7XxgNrbiafAl/9h8G4 kamNHdk6po6R5894/PKruTZ+7u8y4Qs+MTiXPDdDxWfN1podAl8+0J9RlEvF I41EkSc4QYsl4cpOKiZmXz3dB36mNNNsvqSFs1xO8zuD6/2lWVRztbB76om1 9mS9P0a9C3dqYdt//27cCQ7bLKa3Mq+Jr8bcDbUEDy80hbDaaOKoy3fCzMCl Oop+hfc0cE9g4wcG2JRjSvPxX3UczzR6ZQheJJZdxi3V8f1AgxZd8OaOYtWO u2qY+LFfQws8s9LRITyriit6W5VVyf5GZisu2aviW04BIRTw7YCHvWJPVHCP ydVBGfCbKVW/DHYVzDW0dlgc7Nxsl1XhqYxprbnEZnDO1pEHBsVKeKgwSV8I LC6DxX+zKeFALvZtfOB5J4a+jZci1j+ZdZebvF95DQrHEwr+xJmYxwFOtXyN D/BR8POLmfOrAjDfnzIrFwMUcLID/dAiOJ9l5N9xLI+VoxUD/oL/nutef1FC Htf6GL+dBLOlGXtGBsjh2AFm3Sj4JKv5fok3slhjhiI4AubrufJySlEWE3rG wUNgX+sdM3JnZXC2xa2QPrCSQHHHYqc09itX/NANzjsem6ipII1lVFled4Bv BWnbGIxL4tY+77YW8LOyBx/cCiXwmrIx6juwrRLXWqMd4vjOu9car8FF5iVJ BznEcM2Phsga8CGTgS+rtVtwG6fDr0rwjQPjH+19NmOLLLWJZ+B0fVvKtPQm PLJGw+YpmN8wScamWgT7ipwzfQgeENo1JOQjjD3oLnb3waE3PeeU5YRw44xr aS44xd7h+Wy9APZMLSi9DT5Rlt4ieG4DDs+T5bkJ3vW91MkklA/rp8oHp4PL K1mO1Nfx4N/Zp6OSwY/GRqV+GHHj1V9jXy+Bs8JvUv8J5cRH4kp7LoClD//3 884vdixOz1WJAduzmmgW+7DioWfiKefASzPZTFeX5aqN1d/SzoIDb6xXiifm qhQK238HgXuWF33SXkxVaTkIfjsO3h3XG/Eu61dVz4eeCT+w4mnLpq7Y/qqk hTf2PuCrMdMr4Uavq+6Kcdt5gS/qKrwpKalltLw+lusGrjmR7Dns18vI5XXn dwGX3WM0LGX8ZLyKv7XRgezvtY/ZvP2TjBJH9lO2YHapRDWG1yxjX1zFUSsw bZvxrcLGJYbawfnQbWT/9zn2B/5kQbKuHgMIbFRqeU0yjx3xj4sMGYFflt68 r6XNiUzCpwz1webOal7tf7gQZ6+UOhUsYfki8eoDHkTv6DJQI/v9NZ//hS4f aop/mqFI1s/zS7zi7AZ0xmYgVZbMX3zo3lAjgIKKdL9LgLcKTncfZBdC7X4C tlvA7+b35Ft7CiPbQOQgDL6se0RuKE8EVfemFPGDP6Drk3Wcm1BrnUHuOnJe TlrN63htRq82+TxZAx6ayy9yyt2CptMrRFjBibsUS2vYxJBQk7vI0oZ85D/v 6PvVShyF8Sn7zYKn37I6X7oogX5Gh3VNgZf932dE/ZBE0iMyX8fAMtTc2qsi 0shfZpT+E8whPDl46ZU0+hrKZfANHJOV5trnK4P2XLI6/xXcVT3vP7tOFlmU C431gP2sxu6XVMiiEEJrohN8M5Rm8s5NDtG3B1q2gXk3Ci3E8cqjji4Okyaw w7YiB64X8igoXcaqAawnfpv9m5sCasrwLqgFu7hJ9x5YT0G+3n/vvQRvNp9f b1JMQdW7Hy6Ugwvrkrt7dysiCnX8YAk48n5Fi+yqIqoWiTn6CDxJMxSvyVZC b78ZNRSAc7QsU9jtlVHIyHacB1au3JjHu6qMyie6m7PANpN0vsAsFVSRn6zD BD9KmsoK3qWKctqYuhmkO1cTuqdUke+ldxdTyPxYJrMvRw3hkZ3hl8GcjXM2 hXbqaFjb9UI8+FnJA7u2aXW03H7hRwy4gHsi8maOBlJxWDd4DmzIlciJLTQR nadYOwTMvPFdqWBEE/Ge7rtxGpz99vBzpo0WWp71vH0CXMuM5xG4pYVOhHDO HwWzywUGOv/RQvHmLOM+YI1TFXmsO6joe1f0khdY8Zp63CcmFbGoKXnsB28N 9D0bNUNFYmtl3V3I+qXaNjubayPWBMYTB/Bi+rXzV9K10fbUIYld4N+1itzM MW102L1XwZqsv25Qv4Ohg8Qy5qO3g5ODD53tS9dB/DV+YQTYbdbi4o4xHfQ5 7uBlY/BfayfzYRNdlBkeOa0PLrZX2+SYpova7kz+oYJpmhqpYz90kWRv7E51 8ACelXNFeijodMBWJXCQqEyMUroeGk3u2yEH7rQ6c1l+WA/diQ8skgQ7q6c+ mGLoo84tewu2gO99/3xm7Io+2n744JIwmXc4ln/HgD76uPT30AawceZMZRjN APUd/nqUB3zw/hWRngQD1Lrn52tOcNGRmWjuQQNUZGVVxQrun3xWxaTRkPo1 6vslfsjbdS/PLYGGhjWMqXNgdm/37N/9NNSx9iZ1GjxtudWySNsQCfCIX/gN fj8f87Il2hBJqCvM/AQ3uidZ1HcbIkpT7PI3cPK1+rDvKkbI1W2NWz849Hzt 60/RRujL9S9On8E6VqMv5jqMUHhBx90ucEfn6YgwBWN0pM6R7wM4fWOD84cw Y/SkXlXwPZiitu2zY7Mxeuwhd7QR/PFP/Kn7FDq6LnTSsw58MkG9xyucjvYM WgZUgT9PLv9n3kxHi/xESwX4EF+64IqCCRpNSXpfAn656vpt4B8T1Oa0LF0M Xn0eHqvcaIKY89OJhWAvFV9DMykGSlMzTb0LTjkWeT3hBAOZHS4ezwYP+Xjw 3WlkoAveZ0aYYEnlTDtJKYTUdtXPZYAVq7mIhuMIDXNpu6eC7XiMzUwbEPLH sx5J4Ly0prmg9QSiKPSWJYAfR3j0PKYRyLpctCAWfOaFvrWLIYGKpkUzSBvN 8j5fAUtrisWSrj1Wed3GmEB6d8XcSbfv3+L63YRAkmnigqT/GLd/3GxGoNHT kiExYMM5886InQQKMZO1jgav6Ehup9gSqCdS1oB07fE/JU1g6ypZedLWwzlX t+wm0F5DuZUo8L4uFsen9gQy1JJ/Qjq85PmHH84EmpamiJI2nUg2vexCIHsP ylrSnGq+T3RcCVRzizITCU7K2ZQSuZdAzaKKzaRvpwTZie4nUL6IUjTpg802 NdXg845Kx0krrZOjHnYnUFCqkhvp4qi2DSUeBIoSUNYnHfQyP3KvJ4EydyvL kabNR0yweBGo6V/lDaSXdJ0974HXtSgvR/CT7+3//4fIhU/lF+n/ATq/Yrc= "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwt13k0lOsfAHBboiyJLJns+25mMIyZZ6jGWrLc6F67rLekkrKlhCwRWUMi JGlRl0risRWVlEJouVSylLJ17fl933N+f7znPZ9z3vM9z/PdznnlvQ85+HJx cHB8hod4N4fovNrlzcLrst50SJwbQ7vfhJZWebHwpmqnbsKDBvVh/GCxzt4B wjNLFtsee8D3PP0ThBXivYJM3Vg4/eh7AUlw7MUsHk0XFmbbj+whbN6yROPb zcKG6+f7CbeJtpe0GLOwnNvWcSnw/ffLAV2CLJz3QM2IBI4PM6g9+xRh3giS uwz4bqDoM6FwhDmFzSLkwI3X1J+1yiP8REq7TQG8sllM1vYVE1tc/f1VCSz1 1NCD6wQTi2XkGqmCd9UuvnKSZ+LjbK9odSJeZ3puxCsG5s/fVKgJntf1tOo6 wcC3dc6OaYMPNnLv+aXCwNwhnwX1wEuxFokP+kzx97wQNTLYL7O1qjLGFAd9 bQuhgnleiioF65hi65XfGYbg03sLz3r20bG9LMcwDSwm9pj0M4aOV+TIynTw wEozr70uHfuvtzZngKP1598NvTXBfR/UUhHYMYODd0eCCY6smKw2A/MzzKV7 tU3wJatwrh3gXhklb663xtir18CKDX6jObjKlWCM+0P6AyzB1XEdcfo6xjix 3eyeNRjzpXhS3tPwYdOM97bgLy2TB7tTaHj9A5GF3eCxjkS/S1QatnntYmYP llma/8f0sxE+q5Lg4wimHL/8nT/FCC9xRvzzB9hDY3TvUaoRVn5XtOAMbuDj Fq/+bIjvbLgu/ieRL7Jz09ZzhphdFuntCg5MjMEuJob4wRXKWXfwD1HLKfKE Ae6vJ5V4gh2+WQrQMw1wkkLnmDdxnslt0eLmBriV35vfF+xmqjkgO0HFaqqN zv5Evu8JJK/kUnHJG46YQHCzb9qBYxZUfLs8tOBvsLuXpQlpioL3ZNwaOQjW SuxzzSmi4FeqL/lCiH5eKgxisinYt6l23xFwUSn39difZJx17MXlUHDWcSYz v4iMJWeeN4YR58+90/Avm4xDHdM3hoNDPi1kLMzp46vJdP1IcKrPUO7NMn0c tixhGw1O0uNISt+ljwuoD7NiiP5Wm+tir+jhXR7b750m+v+AHIdmmR4eMbmw Lo6479fv3lW79LCqxWbrBHCUpLTB70Vd7OIV7p8IHl3qjOC00cWWwlfvJoNr KapBVRU6uGigru8cMV88M7p3/tPG6nKZaufBy6xVl5+W2tjtyqVDGWDJnmrN nqtaOMLt/PlM8Nzvnh6xeU185jj7QzZR31MlqisOmni5/wt3HvjywVsfpO9q YO3MGtl88NMZzaBcbg386LxVYCHYucu+uM5THUf/fJxSBC41G7thVK2GFSLW vy8Gk+Qx6QeXGk5yipAvBS/uZRraeKni9Fs9qJzIr5KOCs9dFWwpPpdSAc60 fIJ9hFTwNoHl6kpivvuLHi0fVMa3ginPq8DXOMbO/8RK+FiLnugt8H8nBwSS tylhvqYt1GowVzbd89RBRRyUi2Pvgo9wst22PVXASqr212vAQoPpDTOqCjhW R6z9HlFPa9s5xXB5LDpbIFIHVhOp7lnulcOdKRsN6sHlh+JSdJXlMPUZSmgA Xwol2xj9lME7j5d3YqKe9268dq3ahufFZr81E/tSjW+9iS0Jb6WvM24D32TX pO3nkcZenmvuT8C+jOH3ay1S2EVEM6IDnO/z862DnySm6Ui3PgPnGO5WmZWT wPO+s186wcLGafI2TVuw9sx56kvwsKjdZ1E/MSzD6R7eDY4s8FxQVxTFThZi uW/AFxwcH863ieC+trRPvUR/3st5ufnkJrwlcZq3H2w3UruXESmEub7Fyw2C HzziCGhr3Yg7Aj76vwffnvwu+9WEH89ayCZ+BBdHF+gfj+TF2RpKfUNgOf9v 41cmuLFytMjqJ2JeORm61X6c2CJCT2qE2L9zJYX7XFYbd7uL+oyCD+cLqCWy Fhr5uj7GjxPztrrsl10/06glGNz3Dbwn/kPM8+KJxvFJHdIPsOoxy86+uKHG 52H9JlNEf5yZ/R1t8qRx6M7OszPgZKry05qaFmZeacGNOWLeQzI8R4M+MMcc Fdv/A9+rYLav5I4zv10MFl4k6pv3tkRwaJq58+4VvWUwt2yKFtNrnjlqmR+z CqbtoF+q6lhh6ma3tq4R9f/LaejwOAfSfNU7xJk6hkxqLfNkyrmR7YEqTR5w Q21BpR6ZF2WvC7LjBbOdtbze/OJDMWPfivnA2yzrU7JubEQC5y6PbgD7/ntN uJ4qhJhWpusFwYMbJ0h14ZtQJ7nQSZiIv3zLvb1ZBMXvGIkQAZttnh3Yzy2K JimeOaLg54t/XLP2FEMqlKJ/t4BTqQGKn8u3IIuwx5yS4Nfo4nQrrwR6cue2 /VZw4xGrRYqXJFptfp5DAn9euHZzb5kUiid318iAU+xUa5u5pJHpyYsc8uAD i06B/1qREKbZKCuCZ59xOp9L3oamvuggZfDqgRe5p7/KoAG73gRVsLx+WUvW FjlkvNO3Qh3MIzb96dxjOTQ5fP+XJvhMcfa+j4HyqERijqQD7mtaPDC/QQFN WHkb64GDrCYra+oU0DRv5hkyuCCSxnjuqohaTty8SgULiosuxQsqoW635HlD sOOOm4589UooyvAiwxhsQLrM/cVVGfkNZbjSwS6uch98BFSQ05BtJQMsyV4U YFSrIO6m6S4ErmrNGPiwRxXtru4YNwOfqqx7qbCmiqQHvcg7wNM0Y1JziRry WPviyAaX6lle4HZQR7VsjVJLsPoj8XLBNXB2yag12GbaVOhwsQZKXeFatwt8 O22m+ISdJnIIUNljR7h3LWlgRhP5LlFC7Yn4cYWFH0u10Ltw7ieOYN6OBZsq e220vHGd4F7w/Zob9t2z2mh8aErLBXydf+pUQakOmosvivgTbMyXwostdNEf UYYlruDC/BG162O6KPgKR4M7uOSZ/8NCGz0kFnWO1wvcUpi4UeSSHnrdwqXu A+ZWPHzY+ZceulpuEu4L1jlaV85pq4/ot8sa/cGqedrx/YX6yMl88X0g0X+H A8NPz+kjeydh9QPE/WW7JZ3ZZGT3W3h3MHg5Jy8hPYeM1n83DwgB/2hR5S+c JCN1U6PqI8T9Wz8Z9jApaAmJd4eCM074hn/MoaAXafdkj4Nd5y2SbScpKEgy yScc/J/1XvYog4qEjrBPRYKrHbQknLKpKHex7Vk0mKarkzn5lYryPXR+xICH 8bziPmSA1t65oFhw6Fb5M2o5BkijqDY+DtxrFZaqNGqALP5aLUsAO2tn3phh GqKzIrwzieCKkXdhk+mGiNG9KJFCxPOPE7YdNkR4VpaSCqYXzT2KohmhjzO8 UefB+yvTtwwmGSEtiYFLGeCbAXOx/J+M0FWOA5OZ4KHp+42FNBpa2K5PziHi 2VWUuybR0IeOYbs8Iv/e7iU/hmjo8S+HgnxivizNLG+SjdGDI7dxIfjF4pmG l7HG6Kgfc6AI3OGeZtE2YIyaRlLlSoj85bVFjWiYoIZXHaxScGRCy5P+WBP0 XbctrRxMsfpev9Bjgpz4q2orwD29x2KilOkoYH9bdyU4R7zd+XUUHZEkiqRv gFW0drxz6qKjLg8f5i3w21+JRytVTFHZ2FhaNfhIkvagV7Qp0p0o7rkLfje9 +o3dZYrUi3bM1hD7TChn829lBtp07Bq6T+zDtX1fho8z0IjAwv468NrD6Dj1 Dgb62yQiph7spRFovF2WiXyCH7U3gC8En7qYFMJECycnxjCxn/w8hK50MFHW yX6jFrCMepG9jCxCUxsWI9uI/mziY7UfQsgifd3FJ2D7jfTt5u0InRnt/twB Ls/uXAgVYCFtdvL65+A7MR6Dd2gsZOTBte8FOKze0NrFmIWi9Oq9CJvMCz78 Da7jDA0i3BL86KINnYVIZSORhN+4Se0bYbBQwlhHEeFf9DdvJbez0Pih818I Gy+we2N2sdDoCVJIF/g3RWanym4WMrDqPUG45dCvmk5wlFTaacLWo6VZUntY aKZu7QLhv/o4nP5xYKEzS59qCUfXPHz91ZmF9CMqlwmbT2WYp7qwEI+1N89L Yl9oBd6l7GOhV1LSgoTTSiUunPqThfbUnZMhfPlCqP1WNxaanT9kRnh/l01z EzipXc2asNoGRX1/dxYSzx12IFx9untTjQcLSRs67icc2nDt1J+eLHRhncBB wrTFmCkOLxbi7G07RniF6uxZAQ4oiz5J+P//h6jjqOFZwv8DsM8C+w== "]]}, "Charting`Private`Tag#2"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-0.0005, 0.0005}, {0., 0.7673108712075356}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-0.0005, 0.0005}, {0., 0.7673108712075356}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwd13c4lusfAHDriEJCUvbe4+U1XuO9X069lJEV6SAawomGEkkkyk5lRC8S QnSOCinjNjOSVPaIjERJRsfO7/v8/niu5/r8872e+/6u65E8dsb2JAsTE9MY PMS79qxah+UxGlaf3S58n/QVWX28kF3oTsPiQvaShPu1K/w5wZzG9+QJz6+a ijYepeG3dyTIhKUi3L0NXWh4hw7JknBYaiKb8mEajgmyDSFsUreqx2FFw3SW pDHCDfxNWXUUGu75vbuIAX4xuObZzk3DnkeHXTPAEf7apTdbEPbM7FzMBD/z 4m/lCUR4/tuHsCxwdb5ia70kwqf8YjWzwet8AuIWHVRcOHuxMQe8u0XnKEsA FTcl7rn8CGxZutJhL0nFN1CzXD4Rry0h5XKHEV5ezC0rAC+pu+1vDzDCjZVU z0KwTzWr9S85I+yTtmWjCLwaZhpZ3m2IORP7ov4Be9ytLywIMcR80R56xWC2 d/wyvmqGmF4o3foUfM2BcdOt2wCPlt0Pfg4WEGgUmQ0xwLd6RBRLwX3rtew2 6gbYkNL+ogwcTFoaGOnRx+O++p7lYLvbTOx7b+jjop/day/BnEYmwl2q+tie rPa0AtwlJnOMpYeCw5LiXavAH5X7N1huUHD1YfHZanBxeHM4SY2C7Zq8s2rA mCPGTWtQD8tkf9GpA4/Xzfi8j9HDXc/+bqgHf22O9Egn6+FJx0K/RrDY6tJz wzFdfCtEmL0JrHUp8ztnjC6OUaK/agYfVZp08CPr4msslz1awVUcrILFYzp4 +vynX2+I+9J0rNkTq4NJ1huP3oK9IkPwYX0dzPvewuAd+Ae/2U/NaW1MTspt 6gDbfjPjMrirja2Kyy9+IL5nRjRY0EQbm4evs3eCXQyV+8SnydgwffVlF3Hf ZVzR6ylkbHxZ0boHXHsy/vRFUzKefej+qRfs6m6mL/JTCyes2sX3g1Uiu52T M7RwgfIlyUGinlcZ3lS6Fs4MtO8eAmdksz4Om9XEDlwG14fBiZeo1LQMTfx3 vC3/Z+L7U55WDdM18SdBmcZR8NnR5dvLiyTcnyp3ZBwcd3wk5UkOCU9d0pyc AEdpMEUlWJLwSfpy0iRR3wqL7fR1DVwlMys/RdT/aQkm5RwNfPlz5sA0cd4v 348VWmrgU/NON7+DrwgJa/9eUcdbFPcJ/gBPrrZdZjZXxwz56dez4FItee/C PDW8xbHmyBzRX2zz6k//U8Vmhta8C+A12sbhWTNVTLo6VbUIFuosVu58pIKH 2Uus/gMv/u7sFFhSxgNqeszLRH5Ds+TXbZVxW/5M8go40+efIeFnSrgmqUhm Ddwyr+ydwqqEObhkO9fBju02D166KeKsqXaP3+Bs469FusUKOJiqKcyk+RWJ SGKRHywK2H8zo4kZvOJA1TF3l8dZRkaOrOBEGTU5tmdyOGUwkeMP8F2z1/g4 jxyeYBVLZwdX92ZUrvnI4vQnxYoc4Hymr7dmsQzWfrjewwn+72ofV7SoDPYj X/baBmZJMnAL9ZHGMZvFItzg88x0F9EWKXzVb/dzHjBPf0LVvLwUpp2PMeYF ex2wWJQOlMS9d8vmdoAVdhR3rnVJ4GI//gh+cO6Z8Bh1WQlsekJRfyc4/YKm ue6sGG7oNZsUBL8oK/rgXCiKvSXTLgmBrRQ4tuhbiGDLEzmKe8BP6CXxJ9iE ccSNkWph8Emjz4ObdbvxiomchSg47fhsj62HEC4dk1kTAyfrWMktSOzCooGH 4iTA2ynxkuY1O3HdCNVYCvyZ/+AYv4cArh4gzUiDg+67LStK82Pjzw5XZMF3 bO1eLTXswPEPyary4LNlye/4rvLiiMC9tQrggxOlDkZBPFh41cVSCVxeyeTZ UL8NJ0lorCmD/535Lv5FnxOznCfHqoIfBN8nXQpix4cc56jqYIlT36YeTrPi lvMjnRpgW2Yj9WIPZkyl9R3TBK8vZjGcDm9UM2Ki+cjgc2lcCpG05eogKd9c bXD/xppHUsV8NUl26xFdsHXEUMibB9PVmx/+ZaeA5S+atXWHj1Rrjd5M1ifq 4/rC72D919W1dCEzQ3A0WbalpKSOOrhrYNAIXHv2ttuk9xDV7XGeFwKX5VGb 1lOmqDZXVISMifze68niHpmjineMFZiAWcVjVKjuS1Q7GzuXvWC9vQbphc3r VJ64Ng46kf+/7EfOTTGhILeAFFOwfqnZPbFcVjR6YNB0P7iq9H6BhiY7Euk9 P3AATHdUcf/4iwORvWsTLMCiZhUxiUXbkBneTbUi8j2cv72CzINE3ua0HyTO v21a5GUgL9rfMhlqQ8Rf+8e1qXYHOhblImgHNuZb6DvByo/eSw1l24PfrBzK P+AmgB4mCtg5gOPIntJjuTtR+fDVCUfwB5Q6V8++C0nPPUh1Ivrl/P4VLXch tNnZtu8v8Nhy/hOHnN3od55ylzM45qB8aS2LMBpQMrnhCj69Yu81vF8EMeXH 7HEDL7QyO8ZGi6IR7uFH7uCN029Trn0RQ+Xc0/bHwZKknLrEnRJIUlThywkw m8DcaGyjBAotEU31AF9/kOT0yUsS5XjQ1T3B3TUrp5e2SqEJzsAqL7D3/pmC kpdSSFj8uM/f4PtBekZvnKVRwIlQJh8wtyD/agS3DCrlPFTqC7bb+8SOo0IG yadqHTsL1hbJZB13lkV5vvvmz4EPO0sMHeeSQ5FxPDl+YCH6CpdRsRx6sLGV chFcWH+7b8haHtF8d7z2B4cWvHwntSmPrPneXQgAz+lRRGqzFNA3kRr2y+Bs DbM7rLaKaMbM81UQWLFSMJd7UxEl+u7xCAabzxnynHughNJ5mX5dJfolfv5B wEFllFHFyA0l3LUZ1TevjKTnT1PCiPjhDManbBUUJr744zqYvXnZvNBGFW1Y RTAiiPlRUmTzfkEVfRc+oHoT/JjzZ+j9bDWk8qZxOBJM4Yhhx6bqiEf64sVo MCNtQuHxV3XkdVeNNRac1XrqFcNcA4l0ZDyLA9cxIrftSNdAb1tN9t0i6l36 3DnHXxqoMSR9JQGs5vcyl9mChKzpLI/uEP12TzWil0FCr0bStBOJ+jvnFXht kYTmxaa/JBHnF38v5EjXRBqGPkEp4LXkezcSkjWR5bXVLangH3XynIwZTWRl Ty1LI85fP6rTSdVCWcJlpgzw7YCTgZ+StVC36/hqOth5yTTaYkYLcdSLPMok 5vcBB/qkERm5kqLIWeBiW5Vd9klkpPJH0fhDoj/V1e7OfCEjgx8sATnE/MNL 0k5IGxUq8ao+Al/YI3ldIVkbxSbI9+eBu/b7x8lMaqM0ST/vArCj6t2ieaoO ipi9IFIIzpsY8J9J0EGvFx4/LSLinQrfbvFZB3XofqP+AzbIWKy8oqeLGh5+ nvkXfKIgYWd/lC466cQV+pSY556LYZyjumhcZkbrOXhk7kU1Q08PmSn2DpcQ 8Q7m5TpH6SGtW0u+ZcT9H3PN+jGih6IX2sTLif4yMzZ7oklBsQ3dz1+C365c r3oXRkHl49OoAtzsGm/a0EdBPjMlM5XE/d1ruDKhpI/4A55frSbm/Y26171h +ujPvlOkGrDW/u8Vy536KKnJuqkW3Nl1MeSKrAHy4957qJ7YJ4JNjh+uGKAh /hm2RrCcyt4B+3YD1FLZmvIa3PMr0q9AzhCpCbhaNBP7Mkq13z3YEFEq15Zb wANzG9/o7YYoX6Q98g0xz3iS+X7LGqGdOx303xLzcNNp/PMlI8Tznu9dO3jz VXC4YrMR2ljo+6sD7K7kRflTnIrW7zls/UDsJ9/Q1KizVNQjyMH4SMwnj6M8 D5upqJrtzMEusJhiho2YOEIvbEdWu4n6rOGgNZ1ByO3WjahesM02gz9NmhAq kB2l9BP7Oalt+QIXDdWVnn87AH4acrT/qR4NHY0rDxsC+1foHDhMoaHqUtko wvpL3K9+g3d9unOLcJ1vZaq5AQ29UPNhEP7osttpwoiG/n0nWUb4l8HHHqE/ aSicN2aKMGWZ3hViSUMVcS7Wn8C/tcT2yVnRkHNpqwPhujO/StrAS4O6LoQP TGYn7ramIWEVPm/Cf3Uz2T+3pSHR1tfXCQeXvPrwxZGG2P7QeEHY5Odtk7jD NERXSa8izK7i9UzLiYbC7LY2EI7P3nUn9AgNTWWNdxDOvHPBZo8LDZ2hpk4T PtFuXlsDDjvJPkdYYas06ZQrDd2K9VsiXHztPW/JURpK6bdkGyb6pyo/9Igb Dd1hrthKWG8l5CeTOw3dVFDYQXid7OiWB/Y/mLRr+P/79v//h8jNn0WM8P8A w7nF+g== "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwd13c41t8bB3ArkZDVsOdjj8d88HjOJ8osZWSUrEoRlVJfGdlFyjeExpMI JVIqRMmxikpGRlFkVNSXzLL53Z/fH+c61+uf93Xuc1/3da4j433c/hAbCwvL ECxyrzmh0brTm8A/aT3vTITykW17UE6hF4F3zzpUkO7Re3GGG9xQ+v4u6akF C4lXHgQe1K6JIi0b5+VH30/gJvV8A9LR169yqLoQOJhyJocONq1doHHZElhF TjDUGFwv1JBda0jgOStrFUPwsy+LR5p5Cfx4N5uCLjjujF7phTcIZ1UOB2mC n/gKveU7i/C+ApcvKuCqfOW3dTIIf24U6FcALwkKS+1oZWAJoTmaDHjLG30P tmAGflZF0RAH7yydb3WUYeCClX6jTWRe05WMkFYTnKDZyBQEz2p6WjUHm2CN ldkbvOCAKvbdfygmuO62428u8EK0RXx5Fx2XXae7coB9UusK70fQsad/gOeq YD7iaBGSP6ZBx48+va1cAEc5MS94dhljBdvA0j9gYeFX4uMRxjhYI+fVBLh7 qYbTTtMY1wewqo6Cw6mzn/s/GuHQqXy1YbBDMgvntvNG2Kw8LGYQzG1iKtap boQlZ66f6QV3Ssp7s300xKKxplGfwO2qPcts5w2xgeimgXZwcWxjLFXDEE94 6/U2gzFXoqfOFxquSY3QeAv+VjsW0JZIw1lfHDNegUca431u6dKwrFAQsxos uTD7lD5kgPfOVf19Adb55/Yod6IBfr7oMFYG9lAZdjqla4AfKQctPga/5GLf WDykj9PfYfci8IK2c7XoJX3M2rjHPR/sGx+BXYz0sa/opqc54N9ClhPav/Rw 5L4DUrfB9v9ZrjdO1cOz1AXFG+R5xiTCN5rqYV2Fyrg08H66arfUL12s19cY cYW877L1F5cydPH3NJaWRHDNoST/0xa6uFyhTu8C2N3L0kh8QgcfL2ulRYPV 4rvc0jN18L713Mnh4J4Fph/DXAe/Tr0UFwzOzGEviB7XxgNrbiafAl/9h8G4 kamNHdk6po6R5894/PKruTZ+7u8y4Qs+MTiXPDdDxWfN1podAl8+0J9RlEvF I41EkSc4QYsl4cpOKiZmXz3dB36mNNNsvqSFs1xO8zuD6/2lWVRztbB76om1 9mS9P0a9C3dqYdt//27cCQ7bLKa3Mq+Jr8bcDbUEDy80hbDaaOKoy3fCzMCl Oop+hfc0cE9g4wcG2JRjSvPxX3UczzR6ZQheJJZdxi3V8f1AgxZd8OaOYtWO u2qY+LFfQws8s9LRITyriit6W5VVyf5GZisu2aviW04BIRTw7YCHvWJPVHCP ydVBGfCbKVW/DHYVzDW0dlgc7Nxsl1XhqYxprbnEZnDO1pEHBsVKeKgwSV8I LC6DxX+zKeFALvZtfOB5J4a+jZci1j+ZdZebvF95DQrHEwr+xJmYxwFOtXyN D/BR8POLmfOrAjDfnzIrFwMUcLID/dAiOJ9l5N9xLI+VoxUD/oL/nutef1FC Htf6GL+dBLOlGXtGBsjh2AFm3Sj4JKv5fok3slhjhiI4AubrufJySlEWE3rG wUNgX+sdM3JnZXC2xa2QPrCSQHHHYqc09itX/NANzjsem6ipII1lVFled4Bv BWnbGIxL4tY+77YW8LOyBx/cCiXwmrIx6juwrRLXWqMd4vjOu9car8FF5iVJ BznEcM2Phsga8CGTgS+rtVtwG6fDr0rwjQPjH+19NmOLLLWJZ+B0fVvKtPQm PLJGw+YpmN8wScamWgT7ipwzfQgeENo1JOQjjD3oLnb3waE3PeeU5YRw44xr aS44xd7h+Wy9APZMLSi9DT5Rlt4ieG4DDs+T5bkJ3vW91MkklA/rp8oHp4PL K1mO1Nfx4N/Zp6OSwY/GRqV+GHHj1V9jXy+Bs8JvUv8J5cRH4kp7LoClD//3 884vdixOz1WJAduzmmgW+7DioWfiKefASzPZTFeX5aqN1d/SzoIDb6xXiifm qhQK238HgXuWF33SXkxVaTkIfjsO3h3XG/Eu61dVz4eeCT+w4mnLpq7Y/qqk hTf2PuCrMdMr4Uavq+6Kcdt5gS/qKrwpKalltLw+lusGrjmR7Dns18vI5XXn dwGX3WM0LGX8ZLyKv7XRgezvtY/ZvP2TjBJH9lO2YHapRDWG1yxjX1zFUSsw bZvxrcLGJYbawfnQbWT/9zn2B/5kQbKuHgMIbFRqeU0yjx3xj4sMGYFflt68 r6XNiUzCpwz1webOal7tf7gQZ6+UOhUsYfki8eoDHkTv6DJQI/v9NZ//hS4f aop/mqFI1s/zS7zi7AZ0xmYgVZbMX3zo3lAjgIKKdL9LgLcKTncfZBdC7X4C tlvA7+b35Ft7CiPbQOQgDL6se0RuKE8EVfemFPGDP6Drk3Wcm1BrnUHuOnJe TlrN63htRq82+TxZAx6ayy9yyt2CptMrRFjBibsUS2vYxJBQk7vI0oZ85D/v 6PvVShyF8Sn7zYKn37I6X7oogX5Gh3VNgZf932dE/ZBE0iMyX8fAMtTc2qsi 0shfZpT+E8whPDl46ZU0+hrKZfANHJOV5trnK4P2XLI6/xXcVT3vP7tOFlmU C431gP2sxu6XVMiiEEJrohN8M5Rm8s5NDtG3B1q2gXk3Ci3E8cqjji4Okyaw w7YiB64X8igoXcaqAawnfpv9m5sCasrwLqgFu7hJ9x5YT0G+3n/vvQRvNp9f b1JMQdW7Hy6Ugwvrkrt7dysiCnX8YAk48n5Fi+yqIqoWiTn6CDxJMxSvyVZC b78ZNRSAc7QsU9jtlVHIyHacB1au3JjHu6qMyie6m7PANpN0vsAsFVSRn6zD BD9KmsoK3qWKctqYuhmkO1cTuqdUke+ldxdTyPxYJrMvRw3hkZ3hl8GcjXM2 hXbqaFjb9UI8+FnJA7u2aXW03H7hRwy4gHsi8maOBlJxWDd4DmzIlciJLTQR nadYOwTMvPFdqWBEE/Ge7rtxGpz99vBzpo0WWp71vH0CXMuM5xG4pYVOhHDO HwWzywUGOv/RQvHmLOM+YI1TFXmsO6joe1f0khdY8Zp63CcmFbGoKXnsB28N 9D0bNUNFYmtl3V3I+qXaNjubayPWBMYTB/Bi+rXzV9K10fbUIYld4N+1itzM MW102L1XwZqsv25Qv4Ohg8Qy5qO3g5ODD53tS9dB/DV+YQTYbdbi4o4xHfQ5 7uBlY/BfayfzYRNdlBkeOa0PLrZX2+SYpova7kz+oYJpmhqpYz90kWRv7E51 8ACelXNFeijodMBWJXCQqEyMUroeGk3u2yEH7rQ6c1l+WA/diQ8skgQ7q6c+ mGLoo84tewu2gO99/3xm7Io+2n744JIwmXc4ln/HgD76uPT30AawceZMZRjN APUd/nqUB3zw/hWRngQD1Lrn52tOcNGRmWjuQQNUZGVVxQrun3xWxaTRkPo1 6vslfsjbdS/PLYGGhjWMqXNgdm/37N/9NNSx9iZ1GjxtudWySNsQCfCIX/gN fj8f87Il2hBJqCvM/AQ3uidZ1HcbIkpT7PI3cPK1+rDvKkbI1W2NWz849Hzt 60/RRujL9S9On8E6VqMv5jqMUHhBx90ucEfn6YgwBWN0pM6R7wM4fWOD84cw Y/SkXlXwPZiitu2zY7Mxeuwhd7QR/PFP/Kn7FDq6LnTSsw58MkG9xyucjvYM WgZUgT9PLv9n3kxHi/xESwX4EF+64IqCCRpNSXpfAn656vpt4B8T1Oa0LF0M Xn0eHqvcaIKY89OJhWAvFV9DMykGSlMzTb0LTjkWeT3hBAOZHS4ezwYP+Xjw 3WlkoAveZ0aYYEnlTDtJKYTUdtXPZYAVq7mIhuMIDXNpu6eC7XiMzUwbEPLH sx5J4Ly0prmg9QSiKPSWJYAfR3j0PKYRyLpctCAWfOaFvrWLIYGKpkUzSBvN 8j5fAUtrisWSrj1Wed3GmEB6d8XcSbfv3+L63YRAkmnigqT/GLd/3GxGoNHT kiExYMM5886InQQKMZO1jgav6Ehup9gSqCdS1oB07fE/JU1g6ypZedLWwzlX t+wm0F5DuZUo8L4uFsen9gQy1JJ/Qjq85PmHH84EmpamiJI2nUg2vexCIHsP ylrSnGq+T3RcCVRzizITCU7K2ZQSuZdAzaKKzaRvpwTZie4nUL6IUjTpg802 NdXg845Kx0krrZOjHnYnUFCqkhvp4qi2DSUeBIoSUNYnHfQyP3KvJ4EydyvL kabNR0yweBGo6V/lDaSXdJ0974HXtSgvR/CT7+3//4fIhU/lF+n/ATq/Yrc= "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwt13k0lOsfAHBboiyJLJns+25mMIyZZ6jGWrLc6F67rLekkrKlhCwRWUMi JGlRl0risRWVlEJouVSylLJ17fl933N+f7znPZ9z3vM9z/PdznnlvQ85+HJx cHB8hod4N4fovNrlzcLrst50SJwbQ7vfhJZWebHwpmqnbsKDBvVh/GCxzt4B wjNLFtsee8D3PP0ThBXivYJM3Vg4/eh7AUlw7MUsHk0XFmbbj+whbN6yROPb zcKG6+f7CbeJtpe0GLOwnNvWcSnw/ffLAV2CLJz3QM2IBI4PM6g9+xRh3giS uwz4bqDoM6FwhDmFzSLkwI3X1J+1yiP8REq7TQG8sllM1vYVE1tc/f1VCSz1 1NCD6wQTi2XkGqmCd9UuvnKSZ+LjbK9odSJeZ3puxCsG5s/fVKgJntf1tOo6 wcC3dc6OaYMPNnLv+aXCwNwhnwX1wEuxFokP+kzx97wQNTLYL7O1qjLGFAd9 bQuhgnleiioF65hi65XfGYbg03sLz3r20bG9LMcwDSwm9pj0M4aOV+TIynTw wEozr70uHfuvtzZngKP1598NvTXBfR/UUhHYMYODd0eCCY6smKw2A/MzzKV7 tU3wJatwrh3gXhklb663xtir18CKDX6jObjKlWCM+0P6AyzB1XEdcfo6xjix 3eyeNRjzpXhS3tPwYdOM97bgLy2TB7tTaHj9A5GF3eCxjkS/S1QatnntYmYP llma/8f0sxE+q5Lg4wimHL/8nT/FCC9xRvzzB9hDY3TvUaoRVn5XtOAMbuDj Fq/+bIjvbLgu/ieRL7Jz09ZzhphdFuntCg5MjMEuJob4wRXKWXfwD1HLKfKE Ae6vJ5V4gh2+WQrQMw1wkkLnmDdxnslt0eLmBriV35vfF+xmqjkgO0HFaqqN zv5Evu8JJK/kUnHJG46YQHCzb9qBYxZUfLs8tOBvsLuXpQlpioL3ZNwaOQjW SuxzzSmi4FeqL/lCiH5eKgxisinYt6l23xFwUSn39difZJx17MXlUHDWcSYz v4iMJWeeN4YR58+90/Avm4xDHdM3hoNDPi1kLMzp46vJdP1IcKrPUO7NMn0c tixhGw1O0uNISt+ljwuoD7NiiP5Wm+tir+jhXR7b750m+v+AHIdmmR4eMbmw Lo6479fv3lW79LCqxWbrBHCUpLTB70Vd7OIV7p8IHl3qjOC00cWWwlfvJoNr KapBVRU6uGigru8cMV88M7p3/tPG6nKZaufBy6xVl5+W2tjtyqVDGWDJnmrN nqtaOMLt/PlM8Nzvnh6xeU185jj7QzZR31MlqisOmni5/wt3HvjywVsfpO9q YO3MGtl88NMZzaBcbg386LxVYCHYucu+uM5THUf/fJxSBC41G7thVK2GFSLW vy8Gk+Qx6QeXGk5yipAvBS/uZRraeKni9Fs9qJzIr5KOCs9dFWwpPpdSAc60 fIJ9hFTwNoHl6kpivvuLHi0fVMa3ginPq8DXOMbO/8RK+FiLnugt8H8nBwSS tylhvqYt1GowVzbd89RBRRyUi2Pvgo9wst22PVXASqr212vAQoPpDTOqCjhW R6z9HlFPa9s5xXB5LDpbIFIHVhOp7lnulcOdKRsN6sHlh+JSdJXlMPUZSmgA Xwol2xj9lME7j5d3YqKe9268dq3ahufFZr81E/tSjW+9iS0Jb6WvM24D32TX pO3nkcZenmvuT8C+jOH3ay1S2EVEM6IDnO/z862DnySm6Ui3PgPnGO5WmZWT wPO+s186wcLGafI2TVuw9sx56kvwsKjdZ1E/MSzD6R7eDY4s8FxQVxTFThZi uW/AFxwcH863ieC+trRPvUR/3st5ufnkJrwlcZq3H2w3UruXESmEub7Fyw2C HzziCGhr3Yg7Aj76vwffnvwu+9WEH89ayCZ+BBdHF+gfj+TF2RpKfUNgOf9v 41cmuLFytMjqJ2JeORm61X6c2CJCT2qE2L9zJYX7XFYbd7uL+oyCD+cLqCWy Fhr5uj7GjxPztrrsl10/06glGNz3Dbwn/kPM8+KJxvFJHdIPsOoxy86+uKHG 52H9JlNEf5yZ/R1t8qRx6M7OszPgZKry05qaFmZeacGNOWLeQzI8R4M+MMcc Fdv/A9+rYLav5I4zv10MFl4k6pv3tkRwaJq58+4VvWUwt2yKFtNrnjlqmR+z CqbtoF+q6lhh6ma3tq4R9f/LaejwOAfSfNU7xJk6hkxqLfNkyrmR7YEqTR5w Q21BpR6ZF2WvC7LjBbOdtbze/OJDMWPfivnA2yzrU7JubEQC5y6PbgD7/ntN uJ4qhJhWpusFwYMbJ0h14ZtQJ7nQSZiIv3zLvb1ZBMXvGIkQAZttnh3Yzy2K JimeOaLg54t/XLP2FEMqlKJ/t4BTqQGKn8u3IIuwx5yS4Nfo4nQrrwR6cue2 /VZw4xGrRYqXJFptfp5DAn9euHZzb5kUiid318iAU+xUa5u5pJHpyYsc8uAD i06B/1qREKbZKCuCZ59xOp9L3oamvuggZfDqgRe5p7/KoAG73gRVsLx+WUvW FjlkvNO3Qh3MIzb96dxjOTQ5fP+XJvhMcfa+j4HyqERijqQD7mtaPDC/QQFN WHkb64GDrCYra+oU0DRv5hkyuCCSxnjuqohaTty8SgULiosuxQsqoW635HlD sOOOm4589UooyvAiwxhsQLrM/cVVGfkNZbjSwS6uch98BFSQ05BtJQMsyV4U YFSrIO6m6S4ErmrNGPiwRxXtru4YNwOfqqx7qbCmiqQHvcg7wNM0Y1JziRry WPviyAaX6lle4HZQR7VsjVJLsPoj8XLBNXB2yag12GbaVOhwsQZKXeFatwt8 O22m+ISdJnIIUNljR7h3LWlgRhP5LlFC7Yn4cYWFH0u10Ltw7ieOYN6OBZsq e220vHGd4F7w/Zob9t2z2mh8aErLBXydf+pUQakOmosvivgTbMyXwostdNEf UYYlruDC/BG162O6KPgKR4M7uOSZ/8NCGz0kFnWO1wvcUpi4UeSSHnrdwqXu A+ZWPHzY+ZceulpuEu4L1jlaV85pq4/ot8sa/cGqedrx/YX6yMl88X0g0X+H A8NPz+kjeydh9QPE/WW7JZ3ZZGT3W3h3MHg5Jy8hPYeM1n83DwgB/2hR5S+c JCN1U6PqI8T9Wz8Z9jApaAmJd4eCM074hn/MoaAXafdkj4Nd5y2SbScpKEgy yScc/J/1XvYog4qEjrBPRYKrHbQknLKpKHex7Vk0mKarkzn5lYryPXR+xICH 8bziPmSA1t65oFhw6Fb5M2o5BkijqDY+DtxrFZaqNGqALP5aLUsAO2tn3phh GqKzIrwzieCKkXdhk+mGiNG9KJFCxPOPE7YdNkR4VpaSCqYXzT2KohmhjzO8 UefB+yvTtwwmGSEtiYFLGeCbAXOx/J+M0FWOA5OZ4KHp+42FNBpa2K5PziHi 2VWUuybR0IeOYbs8Iv/e7iU/hmjo8S+HgnxivizNLG+SjdGDI7dxIfjF4pmG l7HG6Kgfc6AI3OGeZtE2YIyaRlLlSoj85bVFjWiYoIZXHaxScGRCy5P+WBP0 XbctrRxMsfpev9Bjgpz4q2orwD29x2KilOkoYH9bdyU4R7zd+XUUHZEkiqRv gFW0drxz6qKjLg8f5i3w21+JRytVTFHZ2FhaNfhIkvagV7Qp0p0o7rkLfje9 +o3dZYrUi3bM1hD7TChn829lBtp07Bq6T+zDtX1fho8z0IjAwv468NrD6Dj1 Dgb62yQiph7spRFovF2WiXyCH7U3gC8En7qYFMJECycnxjCxn/w8hK50MFHW yX6jFrCMepG9jCxCUxsWI9uI/mziY7UfQsgifd3FJ2D7jfTt5u0InRnt/twB Ls/uXAgVYCFtdvL65+A7MR6Dd2gsZOTBte8FOKze0NrFmIWi9Oq9CJvMCz78 Da7jDA0i3BL86KINnYVIZSORhN+4Se0bYbBQwlhHEeFf9DdvJbez0Pih818I Gy+we2N2sdDoCVJIF/g3RWanym4WMrDqPUG45dCvmk5wlFTaacLWo6VZUntY aKZu7QLhv/o4nP5xYKEzS59qCUfXPHz91ZmF9CMqlwmbT2WYp7qwEI+1N89L Yl9oBd6l7GOhV1LSgoTTSiUunPqThfbUnZMhfPlCqP1WNxaanT9kRnh/l01z EzipXc2asNoGRX1/dxYSzx12IFx9untTjQcLSRs67icc2nDt1J+eLHRhncBB wrTFmCkOLxbi7G07RniF6uxZAQ4oiz5J+P//h6jjqOFZwv8DsM8C+w== "]]}, "Charting`Private`Tag#2"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-0.0005, 0.0005}, {0., 0.7673108712075356}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, {Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Frame->{{True, True}, {True, True}}, FrameLabel->{{None, None}, {None, None}}, FrameStyle->GrayLevel[0], FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->All, LabelStyle->{FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, Method->{ "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, PlotRange->{{-0.0005, 0.0005}, {0., 0.7673108712075356}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.05], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.9089604447255*^9, 3.908960455157442*^9}, { 3.908960693751487*^9, 3.908960756428286*^9}, 3.908960849152417*^9, { 3.908961168904378*^9, 3.908961226387982*^9}, {3.908962993566587*^9, 3.908963019140664*^9}, {3.908963161193892*^9, 3.9089631733873253`*^9}, { 3.908963279044405*^9, 3.90896328850895*^9}, {3.908963340836013*^9, 3.908963344120305*^9}, 3.90896366611727*^9, 3.908964915724281*^9, 3.908965365524316*^9, 3.927208538177861*^9, 3.9283085215826883`*^9}, CellLabel->"Out[54]=",ExpressionUUID->"4b18b0e6-da57-47d7-8170-1cbe02c23f44"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Plot", "[", RowBox[{ RowBox[{"Evaluate", "[", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"Re", "[", RowBox[{ SubscriptBox["q", "11"], "+", SubscriptBox["q", "22"]}], "]"}], "/.", "s1"}], "/.", "testparams"}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Lambda]", ",", RowBox[{"-", "1"}], ",", "5"}], "}"}], ",", RowBox[{"WorkingPrecision", "->", "20"}]}], "]"}]], "Input", CellChangeTimes->{{3.908961842479794*^9, 3.908961893649458*^9}}, CellLabel->"In[5]:=",ExpressionUUID->"f71f24e9-9817-4053-9bea-a250d010efff"], Cell[BoxData[ GraphicsBox[ InterpretationBox[{ TagBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], LineBox[{{-0.9999998775510204, -3.940556599296917}, \ {-0.9981596924766423, -3.9386716372323836`}, {-0.996319507402264, \ -3.9367866380612533`}, {-0.9926391372535077, -3.9330165282128426`}, \ {-0.9852783969559951, -3.9254758611825142`}, {-0.9705569163609696, \ -3.9103927272500703`}, {-0.9411139551709189, -3.880219174518301}, \ {-0.8822280327908175, -3.8198422288430267`}, {-0.754549857487248, \ -3.688787413629198}, {-0.6353326985790873, -3.5662262752280545`}, \ {-0.5184541070867436, -3.4458734950754937`}, {-0.3916691850510331, \ -3.3150797015232283`}, {-0.3794025698494181, -3.302411059269318}}], LineBox[{{-0.3755760392371732, -3.298458586895177}, \ {-0.14511504322706312`, -3.0599146700220166`}, {-0.019223374459211767`, \ -2.9291502852651723`}, {0.0008253533415522574, -2.9082924147332117`}}], LineBox[CompressedData[" 1:eJwBYQGe/iFib1JlAgAAABUAAAACAAAAqDskl9oNcz9u9CcTBzwHwBXWB2Si 3sw/rwxva/VjBcCm/SIj+wrWP5diKEG8ZATAao6dalSA3T8P95OCnGkDwF6w wu39y+I/MPUBlvlXAsDB55+cgZLmP44dzGdoVwHA6r8zYCyq6j/AEmKCvz8A wCdX9c6uru4/b0pqJMpW/r9PHhCa8DbxPwza/UWXT/y/buEAVx0/8z9YhZPX tBf6v6pLJg+iJPU/nSAUDW0A+L9JBqdRujL3P7IWMzuotfW/cqC+aT43+T9W PLy2bW3zv7jhCn0aGfs/divBbLJD8b9ic7IaiiP9P78UrAPvv+2/KayOs1EL /z+vzVDRQTDpvz3iAJHCdABAYTcXx7ab5L+XFmgNJngBQJjvd0tdAd+/gJ5p hzVqAkDiXSthnzXVv5vOmMaOcANAK+dTkCKsxL+VDUdMe2IEQGmSBGmJI2W/ nbei+A== "]], LineBox[CompressedData[" 1:eJwBsQJO/SFib1JlAgAAACoAAAACAAAAN7+FgFFqBEAZjgRpiSNlP+lhKBhZ YgVALYcd/uouxT+J/eoE3mYGQCq6F495YtU/uOxH7w5aB0ArtfDioTjfP6tL cMR1SAhAZWaai0RO5D/QUsZeJksJQAqhCIisQ+k/hK229oI8CkDxPlpP8sbt P2mw1FMpQgtA9urlliFI8T/dBo2uezYMQA+XS1+FefM/Fs0Q9AMmDUDSqkw3 gpf1P4E7wv7VKQ5AdnGJ54Lb9z96/Q0HVBwPQM3ZVnWV8vk/0rND6o0REECB OESYrDD8P8kgZsaMkhBA/xlGvFpf/j+It1Wh4QoRQAU7Pw9dMgBAYCLcXluN EUCBgkHcE0kBQP+2LxsrBxJAQVRqR9RLAkCAA+nMlX4SQHjfMtVMSANAGiQ5 YSUAE0Dp/CI/ClkEQHtuVvQKeRNAGY2D8I9WBUAgNmTIJnsTQB+nCf35WgVA xP1xnEJ9E0C4yN34Y18FQA6NjUR6gRNA/Y2RvjdoBUCiq8SU6YkTQK7YD4Pe eQVAyOgyNciaE0BjIZv3KJ0FQBZjD3aFvBNAMfhux7HjBUC7Kh1Kob4TQO8j f80Z6AVAYPIqHr3AE0CIZ97DgewFQKqBRsb0xBNA1PqogVH1BUA9oH0WZM0T QFuYRELwBgZAZN3rtkLeE0DOlzfeKioGQAml+Ype4BNAt/nJ7JEuBkCubAdf euITQH1GJOz4MgZA9/siB7LmE0DEKk69xjsGQIoaWlch7xNANNpEqmFNBkAv 4mcrPfETQKRw5D/IUQZA1Kl1/1jzE0CriobGLlYGQB45kaeQ9xNASzzvpvte BkDDAJ97rPkTQKRBxABiYwZAaMisT8j7E0AeprhLyGcGQAyQuiPk/RNA/5TT hy5sBkCxV8j3//8TQPo0HLWUcAZArMQmEQ== "]]}, Annotation[#, "Charting`Private`Tag#1"]& ], TagBox[ {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" 1:eJwBIQLe/SFib1JlAgAAACEAAAACAAAAir1Cvv//779vwPo0v9rUv07sa5js 8O+/8LbagpLe1L8RG5Vy2eHvv+ieYoJn4tS/mHjnJrPD7792mMCbFurUv6Yz jI9mh++/5pFrXYn51L/BqdVgzQ7vvxmWk0/CGNW/+JVoA5sd7r/7tKHhi1jV v2dujkg2O+y/TGKLatPd1b9+fiO+RSXovwOyUIq4HNe/WkBPPaVU5L/whi4C DXTYv2U4n1yvReS/JsaBQbh52L9wMO97uTbkv4hbbfxmf9i/hiCPus0Y5L/4 3mP1zorYv7MAzzf23OO/NyrVZ8mh2L8MwU4yR2Xjv3Cp0Qhs0Ni/vkFOJ+l1 4r9ILCXEhzDZvyNDTREtl+C/D/ih8DT92b+rYEqU8obgvwGgty12BNq/M35H F7h24L8tWKwPvQvav0O5QR1DVuC/3Pjn5Fsa2r9jLzYpWRXgv8eXUszeN9q/ Rzc+ggon37+vFjSWAXTav0jo4eG6H92/GJBvWgDx2r9YI9znRf/cv6bzmMEI +dq/aF7W7dDe3L8ZqjESGAHbv4jUyvnmndy/IGbDn0sR27/IwLMRExzcvwrX XcQHMtu/SZmFQWsY278SVbZo33Tbv0pKKaEbEdm/QEII6G0A3L/oOnAn0fLY v7DVXpDTCNy/hiu3rYbU2L/AHbnNQBHcv8MMRbrxl9i/Cbk4QDIi3L8AYmG3 IUjYv2RaHfKzONy/G0wqoA== "]], LineBox[CompressedData[" 1:eJwVyX0wmwcAx3Evcc5CT73US21H2brZ6KYklM5L20OQbraitk5vql7G1prh qHdHnLc4QhUr6n0zr1Uq+sMosjUlEsMakjxPYsZWi6KrYt0f3/v88bX48hv/ MDUVFZXTr/rfDeFXhte05pFYaOXBYjyB3heaUb96ilDfdHLkwEyMTiZzI+Md ESocI99MeEsMpisnnk4VIZuu7vn8hBj55pZZ9XwhFBZ8I+MzYlCID6sTLwiR rdMSMB0pxnZ4PN8qdBYFjX+y6QNiLFyX26WkzuBCiHZ5+eUlXG/PSW+9NIMb jHmHkOglaK0e54tcZmDzd4MbPXEJTpejIm13pxGdr+t9hL2ESubT28sJ0xD5 6X7AGV5CT4DSJFvGh7JzFCNWy+idMuHrTPJAVu19HbW7DNLt88irOTx4urjK xygSGPR/T8FZHkZawt6QUCWIa7J0vjYyhXFJkcTJVAKHLJsWwf1JrPet16bR Jehzcc+saH8IZcjGdlqcBPc6ImgWpaNYy1PkUF5IsM14HvCj/yj2DRNTeWpS 2CtyE+h6r/6/adw7VCm6zZr7/UpGoJcd2FzyuhQ/5clPJRUPQ+cxxyvcQwrv ibHUJqMhTEzrt0WwpXi4R4BbzkVwWPih6ltSnLVXV5015KJ1Nub0WoMUbnXu WQf6gwhaK3i2PCAFLflBbpDuALxK7xY4yaWwOtHPfk3rLn7gqFizPGSoD/tt xpzVC/ue0IoVpgzm1dt6dM1eXFSvNYv7TIajWg6cUI0eeBPd1ke/k0GP6Krk qnaB6vbp4lybDGyTmUVBeieEs/27s/0ymNZK6IKDDnQZNu8dmpDhcNIll3df tmOOxrNmkDLs2wSeEz9rRUjZwuOTxwi8uMWZ0NpsgfkverkpdgS2NIXetH+a UaPYabU8Q2Bd+hGz+K9GFE0GGVeHEVhhFk8PrjVgjuUbmpxAQDb4yP+P1Tv4 tvG8z0wegQUOI9BdUQfHLO4xSicBoVreQgxZC23nzvytnwnULhfdsx+/DVFr 1E7OPIHCUtawYqgKoftDB2PqJLJjNMZd71dCtSfjY44piSTPzKmbfRUIuGHE YNqRiNhNFjA6StG5KQhcv0LCw3bsdx9+CZwXStjOqSRoo8a8ysVibD2yNhDd JLF6vPVJlXEBeDTqkfVeEtWFTk9rAljIMFIUjApInN+cUq0tywYt1lHZoSSh djHYoF6QDlfjjrL3DOWIShH5eVkkIX68b0d+So5pr+1Y35pYWAk1D69ckSP6 bdv36+yugmIdrFCWySF5+WC1sc0XPtRu51S+HNqfaPDZVB/XTEUxRa6vwH/c US0K "]], LineBox[CompressedData[" 1:eJwVlHs01HsXxsclkUKiKCW3IpwTyVRqtoqQW6goFUd1jnSP7jfUqVmSjspL cr/lSEPRxSUbb+nFHJEaL6Vm5vedHzPDaDoJBzOv949n7fVZzz9772etxyzi aOB+VQaDcWFK/58+MovUnlnRMNF8UO7cRiODo+Lo1XAVYi07bXlNNPp6Hjf1 uMKGDxMZQWGvaEwX8me6uydCNUdhJm6YYm1+dA5Jhut6NZWKWhqdXNEvI/Ie aH9IaXCooLHyPUt186oCqNTv//E8m0aPmvSLzdaF4BAV1OqdSWNP7o9RT+Mi EIZF+vPTaVQ5yhny+OcBMJZLI7X/RaOf1qJe99qH8LZdKT+QSOP3LMXHxTmP YR5lSDzP0pjU2fvMxLIKqHD90ttBNH5NNw+OK6qCT4e5QdoBNAZF/DYisq6G k5oTgqt+NBrJvzLL7GvA02rN03NeNObqqFetZ76E840i/+MwtY9lyu4VhfUQ eDnK9IYtjbKwmrCQF68gTP/j49PqNBrypu/L+8yF6nSt5YerRFg0aW4xPoMH c4psNtuvEaG4z5Xdbs2D+jJrk/BVIrR7t2ewcBMPeNrxtnedRfikKP35lnge dEp0pjNWiLDOX9+naIwHd2oDOmlbEXblqpwM6O+CS2GeHfKFItTcxG968Lob Wud819VQE6H3coXtRaobWtrOyiJURJg03yQ5UKUHwjMNHRuUBA2GgkMn1/ZA 38yiwbgJgovT3g4FVvbAD27rDoMfBFdL6owUeR/B5Y3M/JKYYFRSZtTW2F6Q Jtt7HukgWGH/i2ZFTi8M6Bs96nlLcIJrWTS7oRee1UeJPNsI3tIuFbSpfAZ+ +DreslaClezqEK8rn6El445A/TVBZXzXJta1L2Dn7tOjX0WwpYY926CJD96n nEyy8wgeuREVvpHHh7IrpWc9cwnOCfUpO0HzQUN/fvvf2QR3/aPr26EhgA3a O6O2ZBIcWpXKTvIQwIcY2GuWNnXfs0KlZrMAgionH5knEdxT3jg42SqEG6Hu DrnnCa61ujQx76MQyhglWzPOETROX63tKBFCHtvB4t5Zgu+vlFv/qkkB+NdW p54muDk4a2+bGwUJYJtZHE2QqTjbnfWSgr82/jZ33iGCej4Or6GMwKxbijSd PQRl9QOdO+oIqI32eKzeTbB1ZbEw+i8CtGqN5f5dBK+ZmjKKpQTWnmT51O+c +t+3mS561iJIvLvv0pVggv33+sv5OSIwD74tWxlAsKEvOyPuNg0pQodhhRtB cybHg59HwzaNuD7bKY6/VvuNVUGD0mkiPmQjQTerbs+JThrOs4J3lq8n2BSh P3zKsA8+x5RLg1kEub1XfQ+l9YF7YVrRUSZBO/s7oy3FffD4ItP1hjPBmxdy 822q+qC5I7O9YCVBvwV1Y3R3H6zeNBjUsYJgR8hI4S8L+mHtTUvmzOUEeZ0H FNuz+sHNWp0pWUrQ2eLMn085/VB7v/HL+yUEU09c22qA/fBWwl1dY0UwZHZ+ SceXfrh39E34OQuCH/0+bfcxE8PiL/vV6hZN5ZMlUXnoIAatxHWNcQsJZgyO lmptEIMNQyYGk6k8Ew3V3kSI4cnXLG6JMUF+s1/Z+oIp6+k5H2cDgq7Gu3fm VIrBYMyp/j/6BHMjD05TvhJD188X/LfOJhgxnR1aKxJDSYzewu06BEVuDdOZ SyUQwjHVYWgSlOCKcLsSCeCr2+WtYxR6NMkOsKolIL4fWkePUFjA/TN6S4sE Eo5OSEaHKdzTbXo9RiIBTmeZneo3Ct990+bULpOCY3bFjkIxhT+PNT1vWyOd 6qP54af6KExUxjXwN0vBqy/k2ToRhZtmjr5XPygFq7Z4BYdPYZUVGfd5KIWR wVVy4y4K59plTwurkUKmQUzE/fcUnnDcqXu8VQpawy739N9RaAft5ilSKVhW u1gLuRTmhNR69doOgFGvsFG9kUL2jbuph0sHwLc4+degEgpFyf65l2sHYJvS YMZPDyjckDbjYTJ3AEyMtdYo8imcKIitezowADe9bbZfzqTwWN0h0aTdILAO s4Km/UFhiNxtRdKjQTApv4U20RQuDR5u43BkEHHCVn+DI4W1qglpD1/KYK5m cZvjTxQGchZFFHNlwM4csjdZRuGlaZ7DuRIZnNJ1WthtRiGvIn1BypIh2PXJ 8OWkHoVX9Vwjz2cNwb/Xyg1UZUKU73vNsPT4Curj3GOn8oXov0gv/auzHASC 24GVSgHuEqj5zgY5sFzIH/wxAUYWjCgdPOQwxzHlg+Z3AcYu+7I/OlgO46HX S337BfjEmePw47QcRi63LCppF+Bcf5/m8Rdy2Gu8gK7KEeDny+xRDZdv0C5v XpPAEuARASN4IfwNft7RbKNoPpZ4L9HNsxwGnfKw38+096KXxoOAascRcFo3 7/jI/h48kVN3gMUcg1eNhFum1YUvBDMuzjcehyiHI2aMoU6MiH4yP8FiEpS6 Nvvu5rajTWlSRYC2EnRa404abWzFdUJGcmMMw9VI6qvIv/MaU+dGzlpyRsW1 g/mk5PdtiLFZB66vjFJ1jT/EjM3uqMT7bWlNScfUXDW8RcTtv/mYMsvD53yE umu8QXDCeks3/B9Sfi/8 "]], LineBox[CompressedData[" 1:eJwVUnlcTIsXH2mX5t65v6Ii1UupCCGUnKPJVEobiaJIUhTK1iJCpVJNMT1K 0mJ5KiGpRMvza5kkiTxC6713UOGHlCS9+f1xPudz/jjnux1d371uO2Q4HE6s tP7fl9bERrvukkV/wiNxlb4NfNg2Z/omXzn85FAsvOdxGRLG+2W7/OUxeeNC rxmcu1AxaPtZ1VMB+eatfM2zNVDosK/uoJ0iupSfDaw1r4enbg3eBg5KuHZ7 fuCQVzPE3CgbPrFCGaubT5i7XH0Kgbfa1xlZT8ErzlWO/O/PoVM+uTjSXAVP FNFejlovQb2FGJpsMBUPPH4+tGD5azhu+fD3CyNVHB45JxeW0QkR41MV1s/g Yn6a8J3Gxh7Qo/kGe3W4OHRk36vr3j3QLA5fnajPxVJtO/6yHT0wQ8SerJ3L xVdOSXtcQnugxriKM8+KiwWFR4OCk3pAdmPQTzlvLgoNyvjra3tAWPLoY/kl LsZsqNDKM+iFZ3f4/ckkgcNJJXdXDvRCnFUpm0YReC3bZAnxpRcsGvV709UI zCiV7+0c7oW813KvLmoQuHbam5hgmT4ImSSuv6FL4N6l73w3a/QB4eyY27KQ QJ55N2e3oA+c+tdvnOpGYGWMnuBFVh/IHKhfR64ncF2RHquS1wdl40uc1TYQ uPpEfOzKa32gTU4TzPQk0LSs7LDwdh98XNqxaJ4vgSUPZrWz9X2QFLuFuzaU QKelikdcP/ZBk45/Q9IZAi0FJqtOmdOg392msUdE4EHV7pZECxqOXrQKdv6T QP2wqoq4lTQs1lT7Dy+TQP5cI9+dAhpyqLpt53IJTDhtqv3InYYweb3x3FsE bp+4/UJ+Pw3P65JdTpYQ+OR+8N74QzSYnhzN9yslsOLZlMBJETQwE0/XGFYQ ONJ6za4jmgaX0WPni2oIDOI8CZ6VQsOcwc5F5U8IlNFoqP91lYaTBfanzj8l sLVUK/zzdRq6Au6+Dn9G4GQV5UkdRTSI2KTjK/4hUMMv4GRqCQ2cbsvWvzsJ 3PTizPy0Khq8Ll7Ty+8mMP7ncx+LWhrKvKhDMb0EWpzX2f76IQ1Br/pn2LIE xoWQX3830vCqLWPX40Epvi635XUbDYtS5apvfJLmMbDZxLKdhhSnEFL4Pyl/ e8MzZ/6hwabZrsJ1iMCOZPaywRsabtWNyL0ck+Zh027N0jTEl7vn9iqTuN+z 0uPRN6mfbQ7xAyok+uUmiZq+09Ddv2rvd1US+1JMTteM0GCubWqlRJEoCC3V SR2jgY6R71igRaJ5l11kowwDKdm/aixmkngqXzw1WpYBi4qvV21mkSjsH9mx QJ6B1IGuAxv/IFFkFDoWpsTASrdyItqExKgMVnKDy0D/7hsjCfNI9LZReTKH ZCA9Nr/r7HwSh418bmXxGBisEBZdWyTFOyJW3KfGQMasALtWSxLVqk1jmjQZ GBqcHq3tSKLPnP6/d+szkCPP3TnHicSblYcyEmYz4KAj52TmQuLhjpSxPAMG 8tZ90RKsl+rZY/pbPIcB58qm8uDN0nuuf6FkLgMFpyI+PwgicWBmZVDcYga2 6r319kom8ViQQ4CtNQMl+1ouWgtJtN5vLVLhMyBXU/3WKI3EC/u2erZJ5wKv XM8fIhJtN1n+3rRayk/kvyE9i0Rjwe6kQDsG4hW+rG0tJLHrXsAVoRMDtwbl rPiPSNQysGXcvBiQsRyJNH5MoiPjZmu4mQH3hPeV5BMS1b/rtv+Szj9nNy/r aSPRXf/pqUJvBmx8UhdHdZB4lBFQ030Z6b9ozi1/TyJuefHWLJCBibL5WiYK PMy4dNgoJYwBs6zhekUlHr7MmnwlKZwBv+NV+yTKPCTLZ9UmRTAgdnBoyFXl oVFG4pu0I9L8evxDpqvzMPudT+vNaAZ0lLMb5Wbz0C/TMd8ygQHconKgx5qH jGqc5M8LDIRaP9eutuHh+cHC4UdZDFw2zGy6IOChqqdiGSebAcWvhrM81vBQ jbqHITkMPI3jP2px5aHYzT7M/4rU71sROve38lB4Wvwu5yYD0ZM/PE4/ysOC /otGLvVSf2wspmRFS/mMDIS/bGAgNua0fd4JHsq637u6VcxAopxpQ3EcD89y 1FLDmhk4q7C/pjGFh57anWHVbQxcnTJ+ezSbh/cEi1xzuxhoochzW2p4yAaK 9CpGGdDUX75tNodCQYIb07qYBZuM2BFFGQrHpqRm55izEKz6LHlwMoWNW8sv hS5jofbHrso7ChTaxTWFaK5gwb8li7LmUtgrt8UsnM9CySFOg7c2ha5+l6lQ NxbWNDUan19B4YaTa2TsQ1iI3LNhSDmcwljx/r8cS1jQMfcTG0RS6OgrL7xc ykLdeEiWdRSFAw93lo6XsaCanGwTcZzCT9tWlt25z0JeYZ3oQwKFDzYsDDGt Z0H83myJOJNC6ztxuVtesaC+nXso9oFUz7Ds/MwJFu4bz1yTW02hZVh52DQZ CWz9aqxdVUthgEpBR7qsBAqOCxqG6qT7Hk1v05UkYJUTpe7XQqH9t0xxHiUB v86BMusuCpXV6/GzoQSUrowmevdQeMCuMzzKWALFQQo+EX0UHhltqlCZJ4GR MT2FEonUj5wffFMzCSRqenrofqZQVNwdGrVCAvP7dppYfaEwPq2higIJtF8/ OLHxG4XHRO7yhaskoL087VrqCIWDtXuT3gok8F/OpciiUQqfGHDEh+wlECAu chaPUVisyx8nHSWgklr5BzMu5Zuz0qTYSQK3PcQjExMUrusddXFwlcC/WFnN 5A== "]]}, Annotation[#, "Charting`Private`Tag#1"]& ], TagBox[ {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2], Opacity[1.], LineBox[{{-0.9999998775510204, -1.488156762814999}, \ {-0.9981596924766423, -1.4871433606953322`}, {-0.996319507402264, \ -1.4861297170016188`}, {-0.9926391372535077, -1.4841017011389381`}, \ {-0.9852783969559951, -1.4800427289585925`}, {-0.9705569163609696, \ -1.4719128060184357`}, {-0.9411139551709189, -1.455603239400245}, \ {-0.8822280327908175, -1.422769505337342}, {-0.754549857487248, \ -1.3504137287628426`}, {-0.6353326985790873, -1.2809871039463332`}, \ {-0.5184541070867436, -1.2104590771661408`}, {-0.3916691850510331, \ -1.1298241549583612`}, {-0.3794025698494181, -1.1217098390817606`}}], LineBox[CompressedData[" 1:eJwVxXtQywEAB/A1j27KYeY0iUbOcOVxs5V1FKHHas5jehhJoeKoc8cVSaU2 pOhBEq1TqSuZkqT6ZtJj7qbNQkTRa7+9fvOonPL843MfVtix7RFUCoWy5p// W7TRc47T3qKltPEoU/cFMZWpiWViNURman0qLKARS1Vd7mos0rc6Sx9b4BYa Feky3onvoSPq5EoL8gLI270nO6HpjNcG5FhQLfrKTPmsgtzVY8PqcAtqOpiq 6e1KsD7Rrl74RWLAY0/kwVQlBg1vyy9aSDDqbk2GlxLBgh2CpH4SJ0oW848/ 7cCyBbZnhR0k1iY739XUt4N/iYXwbBK17p5J1ypbcU4YKRWySTyqOsxlZSkw IEmin95sxqjvD1HFdgUqmhzYU3lmcIbSTvLoCrBq8x0S2GY8mF9a53/lKewc r8/k2phxTzq4Li6jGdVyqWP9SxN82loSSuY2QmkRq+7sNKH1Vz8achuQWrZK qPUywYszyerVnAa4+TnwCY4JHjLP5D+zn8AsEO5rZpjAjW9KC5z5GNFP3qyc /soIp5V1mdNoDzGm48ze6mNEUcQbtaOkBiWfX4Tt5RnheHOUzrOuwcJNI30+ S4ywp63NOTClGindm+S5FCPo/fK8Bis5ml39+ZoaAzKZ6neaxPsYntfKFskM mFfYx9P8qYJfCJFSkG7ArDix+4qJSlgrqFOjIwz47bx784fvZdBOXCwummXA zxs5bbRvd8FtS8wdGNdjxFrrw/1Simek/YkXg3oYP20LyDAVI0oVwoip06M7 x3e355AMB6gVCbsC9dBSpd1HBwrxY3mo7Od6PQp7Lz/iPL8Np6G5i62W6JGe JWkeasxHe2DvwjEzgcPj8Rrfqiy8nk8v8D5FYKNLy3s/1RXYkPqYsSACXIWd Mu9dBiQMvqt4HQFiaVlPvt0l+NvcaNzCJHAz3Y0sEEmw8WOwbeyoDsJvHVaF 2Sk41GZdkabWgRoUzCjSJOJ86ETAjHIdos50+Xuz4pAp7YoNOatDp/dorKAg FmG1g4v2b9PhCNtllWzNQQRNOhcsttehb6KJKC4XgBJ+X/S+Zxi2O6aoMm38 NuQ77/PquTqMv0AswxE= "]], LineBox[CompressedData[" 1:eJwVlHs01HsXxsclkUKiKCW3IpwTyVRqtoqQW6goFUd1jnSP7jfUqVmSjspL cr/lSEPRxSUbb+nFHJEaL6Vm5vedHzPDaDoJBzOv949n7fVZzz9772etxyzi aOB+VQaDcWFK/58+MovUnlnRMNF8UO7cRiODo+Lo1XAVYi07bXlNNPp6Hjf1 uMKGDxMZQWGvaEwX8me6uydCNUdhJm6YYm1+dA5Jhut6NZWKWhqdXNEvI/Ie aH9IaXCooLHyPUt186oCqNTv//E8m0aPmvSLzdaF4BAV1OqdSWNP7o9RT+Mi EIZF+vPTaVQ5yhny+OcBMJZLI7X/RaOf1qJe99qH8LZdKT+QSOP3LMXHxTmP YR5lSDzP0pjU2fvMxLIKqHD90ttBNH5NNw+OK6qCT4e5QdoBNAZF/DYisq6G k5oTgqt+NBrJvzLL7GvA02rN03NeNObqqFetZ76E840i/+MwtY9lyu4VhfUQ eDnK9IYtjbKwmrCQF68gTP/j49PqNBrypu/L+8yF6nSt5YerRFg0aW4xPoMH c4psNtuvEaG4z5Xdbs2D+jJrk/BVIrR7t2ewcBMPeNrxtnedRfikKP35lnge dEp0pjNWiLDOX9+naIwHd2oDOmlbEXblqpwM6O+CS2GeHfKFItTcxG968Lob Wud819VQE6H3coXtRaobWtrOyiJURJg03yQ5UKUHwjMNHRuUBA2GgkMn1/ZA 38yiwbgJgovT3g4FVvbAD27rDoMfBFdL6owUeR/B5Y3M/JKYYFRSZtTW2F6Q Jtt7HukgWGH/i2ZFTi8M6Bs96nlLcIJrWTS7oRee1UeJPNsI3tIuFbSpfAZ+ +DreslaClezqEK8rn6El445A/TVBZXzXJta1L2Dn7tOjX0WwpYY926CJD96n nEyy8wgeuREVvpHHh7IrpWc9cwnOCfUpO0HzQUN/fvvf2QR3/aPr26EhgA3a O6O2ZBIcWpXKTvIQwIcY2GuWNnXfs0KlZrMAgionH5knEdxT3jg42SqEG6Hu DrnnCa61ujQx76MQyhglWzPOETROX63tKBFCHtvB4t5Zgu+vlFv/qkkB+NdW p54muDk4a2+bGwUJYJtZHE2QqTjbnfWSgr82/jZ33iGCej4Or6GMwKxbijSd PQRl9QOdO+oIqI32eKzeTbB1ZbEw+i8CtGqN5f5dBK+ZmjKKpQTWnmT51O+c +t+3mS561iJIvLvv0pVggv33+sv5OSIwD74tWxlAsKEvOyPuNg0pQodhhRtB cybHg59HwzaNuD7bKY6/VvuNVUGD0mkiPmQjQTerbs+JThrOs4J3lq8n2BSh P3zKsA8+x5RLg1kEub1XfQ+l9YF7YVrRUSZBO/s7oy3FffD4ItP1hjPBmxdy 822q+qC5I7O9YCVBvwV1Y3R3H6zeNBjUsYJgR8hI4S8L+mHtTUvmzOUEeZ0H FNuz+sHNWp0pWUrQ2eLMn085/VB7v/HL+yUEU09c22qA/fBWwl1dY0UwZHZ+ SceXfrh39E34OQuCH/0+bfcxE8PiL/vV6hZN5ZMlUXnoIAatxHWNcQsJZgyO lmptEIMNQyYGk6k8Ew3V3kSI4cnXLG6JMUF+s1/Z+oIp6+k5H2cDgq7Gu3fm VIrBYMyp/j/6BHMjD05TvhJD188X/LfOJhgxnR1aKxJDSYzewu06BEVuDdOZ SyUQwjHVYWgSlOCKcLsSCeCr2+WtYxR6NMkOsKolIL4fWkePUFjA/TN6S4sE Eo5OSEaHKdzTbXo9RiIBTmeZneo3Ct990+bULpOCY3bFjkIxhT+PNT1vWyOd 6qP54af6KExUxjXwN0vBqy/k2ToRhZtmjr5XPygFq7Z4BYdPYZUVGfd5KIWR wVVy4y4K59plTwurkUKmQUzE/fcUnnDcqXu8VQpawy739N9RaAft5ilSKVhW u1gLuRTmhNR69doOgFGvsFG9kUL2jbuph0sHwLc4+degEgpFyf65l2sHYJvS YMZPDyjckDbjYTJ3AEyMtdYo8imcKIitezowADe9bbZfzqTwWN0h0aTdILAO s4Km/UFhiNxtRdKjQTApv4U20RQuDR5u43BkEHHCVn+DI4W1qglpD1/KYK5m cZvjTxQGchZFFHNlwM4csjdZRuGlaZ7DuRIZnNJ1WthtRiGvIn1BypIh2PXJ 8OWkHoVX9Vwjz2cNwb/Xyg1UZUKU73vNsPT4Curj3GOn8oXov0gv/auzHASC 24GVSgHuEqj5zgY5sFzIH/wxAUYWjCgdPOQwxzHlg+Z3AcYu+7I/OlgO46HX S337BfjEmePw47QcRi63LCppF+Bcf5/m8Rdy2Gu8gK7KEeDny+xRDZdv0C5v XpPAEuARASN4IfwNft7RbKNoPpZ4L9HNsxwGnfKw38+096KXxoOAascRcFo3 7/jI/h48kVN3gMUcg1eNhFum1YUvBDMuzjcehyiHI2aMoU6MiH4yP8FiEpS6 Nvvu5rajTWlSRYC2EnRa404abWzFdUJGcmMMw9VI6qvIv/MaU+dGzlpyRsW1 g/mk5PdtiLFZB66vjFJ1jT/EjM3uqMT7bWlNScfUXDW8RcTtv/mYMsvD53yE umu8QXDCeks3/B9Sfi/8 "]], LineBox[CompressedData[" 1:eJwVUnlcTIsXH2mX5t65v6Ii1UupCCGUnKPJVEobiaJIUhTK1iJCpVJNMT1K 0mJ5KiGpRMvza5kkiTxC6713UOGHlCS9+f1xPudz/jjnux1d371uO2Q4HE6s tP7fl9bERrvukkV/wiNxlb4NfNg2Z/omXzn85FAsvOdxGRLG+2W7/OUxeeNC rxmcu1AxaPtZ1VMB+eatfM2zNVDosK/uoJ0iupSfDaw1r4enbg3eBg5KuHZ7 fuCQVzPE3CgbPrFCGaubT5i7XH0Kgbfa1xlZT8ErzlWO/O/PoVM+uTjSXAVP FNFejlovQb2FGJpsMBUPPH4+tGD5azhu+fD3CyNVHB45JxeW0QkR41MV1s/g Yn6a8J3Gxh7Qo/kGe3W4OHRk36vr3j3QLA5fnajPxVJtO/6yHT0wQ8SerJ3L xVdOSXtcQnugxriKM8+KiwWFR4OCk3pAdmPQTzlvLgoNyvjra3tAWPLoY/kl LsZsqNDKM+iFZ3f4/ckkgcNJJXdXDvRCnFUpm0YReC3bZAnxpRcsGvV709UI zCiV7+0c7oW813KvLmoQuHbam5hgmT4ImSSuv6FL4N6l73w3a/QB4eyY27KQ QJ55N2e3oA+c+tdvnOpGYGWMnuBFVh/IHKhfR64ncF2RHquS1wdl40uc1TYQ uPpEfOzKa32gTU4TzPQk0LSs7LDwdh98XNqxaJ4vgSUPZrWz9X2QFLuFuzaU QKelikdcP/ZBk45/Q9IZAi0FJqtOmdOg392msUdE4EHV7pZECxqOXrQKdv6T QP2wqoq4lTQs1lT7Dy+TQP5cI9+dAhpyqLpt53IJTDhtqv3InYYweb3x3FsE bp+4/UJ+Pw3P65JdTpYQ+OR+8N74QzSYnhzN9yslsOLZlMBJETQwE0/XGFYQ ONJ6za4jmgaX0WPni2oIDOI8CZ6VQsOcwc5F5U8IlNFoqP91lYaTBfanzj8l sLVUK/zzdRq6Au6+Dn9G4GQV5UkdRTSI2KTjK/4hUMMv4GRqCQ2cbsvWvzsJ 3PTizPy0Khq8Ll7Ty+8mMP7ncx+LWhrKvKhDMb0EWpzX2f76IQ1Br/pn2LIE xoWQX3830vCqLWPX40Epvi635XUbDYtS5apvfJLmMbDZxLKdhhSnEFL4Pyl/ e8MzZ/6hwabZrsJ1iMCOZPaywRsabtWNyL0ck+Zh027N0jTEl7vn9iqTuN+z 0uPRN6mfbQ7xAyok+uUmiZq+09Ddv2rvd1US+1JMTteM0GCubWqlRJEoCC3V SR2jgY6R71igRaJ5l11kowwDKdm/aixmkngqXzw1WpYBi4qvV21mkSjsH9mx QJ6B1IGuAxv/IFFkFDoWpsTASrdyItqExKgMVnKDy0D/7hsjCfNI9LZReTKH ZCA9Nr/r7HwSh418bmXxGBisEBZdWyTFOyJW3KfGQMasALtWSxLVqk1jmjQZ GBqcHq3tSKLPnP6/d+szkCPP3TnHicSblYcyEmYz4KAj52TmQuLhjpSxPAMG 8tZ90RKsl+rZY/pbPIcB58qm8uDN0nuuf6FkLgMFpyI+PwgicWBmZVDcYga2 6r319kom8ViQQ4CtNQMl+1ouWgtJtN5vLVLhMyBXU/3WKI3EC/u2erZJ5wKv XM8fIhJtN1n+3rRayk/kvyE9i0Rjwe6kQDsG4hW+rG0tJLHrXsAVoRMDtwbl rPiPSNQysGXcvBiQsRyJNH5MoiPjZmu4mQH3hPeV5BMS1b/rtv+Szj9nNy/r aSPRXf/pqUJvBmx8UhdHdZB4lBFQ030Z6b9ozi1/TyJuefHWLJCBibL5WiYK PMy4dNgoJYwBs6zhekUlHr7MmnwlKZwBv+NV+yTKPCTLZ9UmRTAgdnBoyFXl oVFG4pu0I9L8evxDpqvzMPudT+vNaAZ0lLMb5Wbz0C/TMd8ygQHconKgx5qH jGqc5M8LDIRaP9eutuHh+cHC4UdZDFw2zGy6IOChqqdiGSebAcWvhrM81vBQ jbqHITkMPI3jP2px5aHYzT7M/4rU71sROve38lB4Wvwu5yYD0ZM/PE4/ysOC /otGLvVSf2wspmRFS/mMDIS/bGAgNua0fd4JHsq637u6VcxAopxpQ3EcD89y 1FLDmhk4q7C/pjGFh57anWHVbQxcnTJ+ezSbh/cEi1xzuxhoochzW2p4yAaK 9CpGGdDUX75tNodCQYIb07qYBZuM2BFFGQrHpqRm55izEKz6LHlwMoWNW8sv hS5jofbHrso7ChTaxTWFaK5gwb8li7LmUtgrt8UsnM9CySFOg7c2ha5+l6lQ NxbWNDUan19B4YaTa2TsQ1iI3LNhSDmcwljx/r8cS1jQMfcTG0RS6OgrL7xc ykLdeEiWdRSFAw93lo6XsaCanGwTcZzCT9tWlt25z0JeYZ3oQwKFDzYsDDGt Z0H83myJOJNC6ztxuVtesaC+nXso9oFUz7Ds/MwJFu4bz1yTW02hZVh52DQZ CWz9aqxdVUthgEpBR7qsBAqOCxqG6qT7Hk1v05UkYJUTpe7XQqH9t0xxHiUB v86BMusuCpXV6/GzoQSUrowmevdQeMCuMzzKWALFQQo+EX0UHhltqlCZJ4GR MT2FEonUj5wffFMzCSRqenrofqZQVNwdGrVCAvP7dppYfaEwPq2higIJtF8/ OLHxG4XHRO7yhaskoL087VrqCIWDtXuT3gok8F/OpciiUQqfGHDEh+wlECAu chaPUVisyx8nHSWgklr5BzMu5Zuz0qTYSQK3PcQjExMUrusddXFwlcC/WFnN 5A== "]]}, Annotation[#, "Charting`Private`Tag#1"]& ], TagBox[ {RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" 1:eJwVlHs81Okex2dZrZdjlbak1Y1ZhrOpY1lmkTjWbSoiFEXWpUUlpAxedFSk tLRtcpfalMKyo9y29RmcdqV1ORqXubjMjMYQ5uzmdlae3/ntH8/reb3/+j6f 7+fzeQxDz/hEqDEYjJP0+eu+9vM/WylKhSVz35D3Sxh8z5mTBTP/VcF7m7Hl qSIGX9cgL14oVcF/g8JNUMDgF3AnTeo7VDC14LEr8hj8B5bXc09cUeGTfQtO nFwGv+3RQEi3jgpBzUMedy8y+Mt5kerFW+dgYJqnmxnF4H8dk+NubTeDxWKr wS/ZDH5aGrPVxViJ2P43l6MeUMg032GvrqdEp6V7Xsn3FL6RbGnhr1Hio71O C33lFEps9RrslJNg+f1au6eYQsui5g8WVZOYXs0MY92gsBAzV7rVYhJT3L5s h2QKp443py7YK3C7y+bSLS8KCToNKzxzBd5j8z9c3k8h5WdeUuw2BYLvNBwL 4lC4ZlB97g31Gqzy8EBzFwqVQ2Wnpe2vsWq4LVBuS0HudTmo2/01kosvDFWZ UAh09NpT4TsBjTahcpAiiGDfOVbrMoFdX9X6XF0liP2HKqXZegIi9XaWwwpB 5o7clm79CURO3bCoXSSoZ/TaLErkWO99rrR2lkC7zfMztwg5dnG6jS0kBJua y7y9/eVgmNbq6YgIjH6ciz3qJsdC25/vZocI2Hdzas+YyaH3rKO/4RU9P71n Z8GsDDY6Jj2nXxK0Onmyps7JkMrxNU35ieDFF2Wub0/IcEKW0nK9mUBgMRex eliGti6e2r1GgmnDnPu6tjJQlc2qoXp6vlqPoS2RYulC8FR8Na2n/cCW7Ewp Jp646ieUEaS0lNrlJUrxo/W+p50ltD7ebOCdSCkq6zhGRsUEpfe+KaznSGH8 q/+/5fkEXRe79SQ6UjwuSXx6/1sCpvMBXfP8cXzHszawyiSoCuHc+iNzHDL3 /u3PLxNYprltajo/DrPZj4eDLhE4NzttdfYfh+XBGYOH/yJ4OehQruk6jqbS 6Q+OXCA4NG/H7Pl8HHEZdZG6aQRhu63NAjaOo/gXXnBZCsGb/ZbV2zTGIYoI Co9PJlAIQoI7p8YQkDYNrySCNfv8okcrx+CWIT/LSiTQy/SKjcoag8D++4NG 5wlM2jzOz389ht4jjtdZ5wjcbBwuarHGsOQ87+FzluBIPDsrb80YXiRlRHHj CSJrPsvZoRiFdX4g83EcAVe581bV81G862jvnYwlyGKyiqwrRrHDLuClBc0F wYblbZdHoW7nnZh1hqCy0ODB/vBRhPV3fjETQ9Ak2Fg95DwK7YPMtCCaO9eu 44UyR7He+tRTyWmCYY5W06zaKNLrOvyjaVZmvN/KlY2gtX5gbA3Ny3zSod4+ gp26QQO8UwSa75Zf5NwdgY/ak44YmvVt3vZuTh/B+MTZvXY0m8bPDtwPGcGQ iYlCn2Z2zaR4t+MIbOo1j2vS7K6USlu2jyDihvKoFs1HmJJJF0qCR4KNRdtp jgwenO0blcD2ToLcnWZuYd/bo60SlETXrr1Cc5ag63+KUglUA7kaYpoL1j6n 4lIl2LR06ZkL/d5KDjRWj0mgiDvs0ElzU0bz37LsJXhBTB+F/aWfX6/70RYJ 1vc9sNhM72t4pWZT2YoYpYllxtM0K60rt5qJxfD+QTU3RO93Oe4e80mLGL8N zOtN0H5o1pSY7S0SY0M8l7OO9k9feXt3V5IYdVzf4OAEWj/z28/9AsSQfTfm 20f7zQ7Othtni2E67RceSefDozDD6aS+GFfCEokpnZ9AwQW3xSURZqUVwg10 3qLXJh9IHxKhXWNiZVcqQTIn4ZB2owiuFpadyXRer2XEBOTfFuG3hWWdd+kE RfzI40bnRZjS9jRqpPP/eCU0osZPBMXBk6q6K3R/4g7HdWwQIfvJzB5uDoGo 2jvRc16IOauw+UM36f5O7ksVvhKiVEtzf/Ztgj+NXC+F1wsRFa1aZ0b3USvY 8arqppD2K87ftpzg40Lb3OR4IT6Y/tKyt4Lg7wKrPA0fIT5k33y1UkVgu3Z3 8Q0LIRw7rumJeAQcjtldA12ara5uvt5C79c2lvWfP4aRsnck9V473f9PG2sy BcNgP0yf7qH/n0+2EEv7hmEUaXG5xwcJOrRdWn7PH0ZF4kWPXhlB6Gq248Ok Ydw8+8xl8XcCxlz/L8eODsNF1OBVoEHhvdCvGg3dh7GuLto5TI/C/wG2Dt+i "]], LineBox[CompressedData[" 1:eJwBkQFu/iFib1JlAgAAABgAAAACAAAA8dRrFXAJ2L/C1qg6IVb/v3iw7t8y 4te/ou/c81hO/7+1kXzsnaXXv1GQMo5UQv+/LlSYBXQs178Izvj1SSr/v8xE 34spDte/m3lD70Yk/79qNSYS3+/Wv3ARrcFDHv+/pxa0Hkqz1r9RT2zxPBL/ vyDZzzcgOta/sdp/eS36/r8SXgdqzEfVv+rjwxIHyv6/sE5O8IEp1b911oyQ AcT+v04/lXY3C9W/3tSk5fu9/r+LICODos7Uv0D0SRXwsf6/BOM+nHhV1L90 CBqH1pn+v/Znds4kY9O/vxj2mZtp/r/ZceUyfX7Rv40kMp8FCf6/ca2GgKld 0b+1gVpHeQL+vwnpJ87VPNG/nywGu+z7/b85YGppLvvQv/ehOQTT7v2/mU7v n9930L/PrkUZndT9v7NW8hmE4s6/4eDxJieg/b+0yRnODcjKv+Xo340RN/2/ t69oNiGTwr/kMiq8NGT8v2j7e9JKr5O/aJOmXhvD+r/svQfOkAtLP4PtjOVB gPq/kEjgPg== "]], LineBox[CompressedData[" 1:eJwBIQLe/SFib1JlAgAAACEAAAACAAAAqDskl9oNcz97o3Lfe3P6vxXWB2Si 3sw/BOH9vMiI97+m/SIj+wrWP3XeyB9C7fW/ao6dalSA3T/HXY3kv1D0v16w wu39y+I/94s8kmqE8r/B55+cgZLmP4o2Vhtqy/C/6r8zYCyq6j9I3MEg2e3t v0fG7mk+uuo/X0qibz7g7b+kzKlzUMrqP9IABNms0u2/Xtkfh3Tq6j8XW+hv pbftv9LyC668Kus/bmUUqgiC7b+5JeT7TKvrPzfP89arGO2/iIuUl22s7D9S mhe4zk3svydX9c6uru4/26Zg+VPX6r+8AoqYq73uPypuf2D9zOq/Uq4eYqjM 7j+yXMRersLqv34FSPWh6u4/rFDx2Cau6r/Ws5oblSbvP/eO+8hvheq/hBBA aHue7z/Keq2iUTXqv/FkxQAkR/A/xax+4taZ6b9PHhCa8DbxP4xPpf9Icui/ buEAVx0/8z928VwBQR7mv6pLJg+iJPU/xIov6dYP5L9JBqdRujL3P0Cesn2T 5eG/cqC+aT43+T+yzvcXy5zfv7jhCn0aGfs/J/qa48i/279ic7IaiiP9P8Pz yMQMlte/KayOs1EL/z+gEGOLFLfTvz3iAJHCdABACAoIdUrcz7+XFmgNJngB QPFvBjfoqce/gJ5phzVqAkB3qWvGJQbAv5vOmMaOcANA/9KL51EAr7+VDUdM e2IEQEVo85Men0+/We0kjg== "]], LineBox[CompressedData[" 1:eJwBcQOO/CFib1JlAgAAADYAAAACAAAAN7+FgFFqBEDQYfOTHp9PP+lhKBhZ YgVAsvbUHHPFrz+J/eoE3mYGQM7EvR+vKMA/uOxH7w5aB0BaR0zQndXHP6tL cMR1SAhAWPokUCdezz/QUsZeJksJQD/CpOdYx9M/hK229oI8CkC1SuY9FJzX P2mw1FMpQgtAjlKippzH2z/dBo2uezYMQPCqVEeost8/Fs0Q9AMmDUAS10eg lsnhP4E7wv7VKQ5AL5HRp17s4z96/Q0HVBwPQAUfB2fi+OU/0rND6o0REED6 Qc9GVVDoP4Y9tOWRExBAQ6h/uu9Z6D86xyThlRUQQELPu0+OY+g/otoF2J0Z EEDvXRcX2HboP3EByMWtIRBATwgDrp+d6D8QT0yhzTEQQP3qbkkM7Og/TupU WA1SEEAYooBl0IzpP8kgZsaMkhBAzMLx6FDi6j8k39EZbpQQQKuCufbA7Oo/ fp09bU+WEED/+kzgOPfqPzQaFRQSmhBAo4EjjUAM6z+gE8Rhl6EQQFKrgS+x Nus/eAYi/aGwEEAP07rfJY3rPyjs3TO3zhBACwCdi7xA7D+It1Wh4QoRQH1j ZbOow+0/YCLcXluNEUBMYo51ubLwP/+2LxsrBxJAufLEE7Rv8j+AA+nMlX4S QAANQbBaGfQ/GiQ5YSUAE0DdY9fiOtr1P3tuVvQKeRNAU/IVQlhz9z8gNmTI JnsTQEg5mTppevc/xP1xnEJ9E0A3FWekeYH3Pw6NjUR6gRNALVxtzpiP9z+i q8SU6YkTQI1OwI3Qq/c/yOgyNciaE0B5xp9DJuT3PxZjD3aFvBNA/Ks3sm5U +D+7Kh1Kob4TQCPtoP9uW/g/YPIqHr3AE0BQDRvRbmL4P6qBRsb0xBNAVDBm Am1w+D89oH0WZM0TQDt8LK1jjPg/ZN3rtkLeE0BS2rmXOsT4Pwml+Ype4BNA Eg3uZDPL+D+ubAdfeuITQKYVcL4r0vg/9/siB7LmE0BjOVQYG+D4P4oaWlch 7xNAi7o0dfT7+D8v4mcrPfETQH9gdLLpAvk/1Kl1/1jzE0Dact1/3gn5Px45 kaeQ9xNAwAYNzcYX+T/DAJ97rPkTQFR8wk26Hvk/aMisT8j7E0BISH9grSX5 PwyQuiPk/RNA8ke5BaAs+T+xV8j3//8TQE+15T2SM/k/WHWUvQ== "]]}, Annotation[#, "Charting`Private`Tag#1"]& ], TagBox[ {RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" 1:eJwBoQNe/CFib1JlAgAAADkAAAACAAAAir1Cvv//779hs4R11Y0GwE7sa5js 8O+/wLdxcJSJBsARG5Vy2eHvvyEdoRhThQbAmHjnJrPD7796fClvz3wGwKYz jI9mh++/vgBlKcRrBsDBqdVgzQ7vv8eH9XOdSQbA+JVoA5sd7r/76o8+DAUG wGdujkg2O+y/CIxYOr56BcB+fiO+RSXov2OByf0SSATAWkBPPaVU5L//pJk9 Kh0DwGU4n1yvReS/ag3zE3MYA8BwMO97uTbkv6dn7pq6EwPAhiCPus0Y5L/D 95GrRQoDwLMAzzf23OO/AcD7aEv3AsAMwU4yR2Xjv8WJbJ4R0QLAvkFOJ+l1 4r8Zk3VnZoMCwMk5nkbzZuK/1f/TUXx+AsDUMe5l/VfivyLNUkWQeQLA6iGO pBE64r/BDDUqsm8CwBcCziE6/uG//rz+Et1bAsBwwk0ci4bhv9ZSMvLHMwLA I0NNES2X4L/K7tQJqeEBwKtgSpTyhuC/dl6utvvbAcAzfkcXuHbgv5eeK2ZK 1gHAQ7lBHUNW4L/B2o9w28oBwGMvNilZFeC/Un4jecmzAcBHNz6CCiffv9Fb QAa8hAHAWHI4iJUG37/1AjPhwX4BwGitMo4g5t6/PJTdycF4AcCIIyeaNqXe v1VsKhGvbAHAyA8QsmIj3r/JNUkQOlQBwEjo4eG6H92/576DA90hAcBYI9zn Rf/cvwMY7+9oGwHAaF7W7dDe3L8QVuCv6hQBwIjUyvnmndy/cE/98s0HAcDI wLMRExzcv7gnw60F7QDA2PutF577278ZTRaFMuYAwOg2qB0p29u/LALzyVDf AMAIrZwpP5rbv1zoZXde0QDASZmFQWsY278UXkTxo7QAwFrUf0f299q/eGVs E0KtAMBqD3pNgdfav0cYU+nIpQDAioVuWZeW2r/kaS2ziZYAwMpxV3HDFNq/ A5iDVJh2AMDarFF3TvTZv2vj3T89bgDA6udLfdnT2b/d0O8wtGUAwApeQInv ktm/quXxZwFUAMAamTqPenLZv3hGmxjJSgDAKtQ0lQVS2b/clVe9REEAwEpK KaEbEdm/hG0RBSAtAMDoOnAn0fLYv+wxpisUIwDAhiu3rYbU2L+Lo+UofRgA wCQc/jM8tti/CHs08DMNAMDDDEW68ZfYv6Yfl/D6AADAYv2LQKd52L/qRcpr zOb/vwDu0sZcW9i/+qF2nSfH/78BYmG3IUjYvzfsPXG8rv+/UXjZvg== "]], LineBox[CompressedData[" 1:eJwBkQFu/iFib1JlAgAAABgAAAACAAAA8dRrFXAJ2L/C1qg6IVb/v3iw7t8y 4te/ou/c81hO/7+1kXzsnaXXv1GQMo5UQv+/LlSYBXQs178Izvj1SSr/v8xE 34spDte/m3lD70Yk/79qNSYS3+/Wv3ARrcFDHv+/pxa0Hkqz1r9RT2zxPBL/ vyDZzzcgOta/sdp/eS36/r8SXgdqzEfVv+rjwxIHyv6/sE5O8IEp1b911oyQ AcT+v04/lXY3C9W/3tSk5fu9/r+LICODos7Uv0D0SRXwsf6/BOM+nHhV1L90 CBqH1pn+v/Znds4kY9O/vxj2mZtp/r/ZceUyfX7Rv40kMp8FCf6/ca2GgKld 0b+1gVpHeQL+vwnpJ87VPNG/nywGu+z7/b85YGppLvvQv/ehOQTT7v2/mU7v n9930L/PrkUZndT9v7NW8hmE4s6/4eDxJieg/b+0yRnODcjKv+Xo340RN/2/ t69oNiGTwr/kMiq8NGT8v2j7e9JKr5O/aJOmXhvD+r/svQfOkAtLP4PtjOVB gPq/kEjgPg== "]], LineBox[CompressedData[" 1:eJwBIQLe/SFib1JlAgAAACEAAAACAAAAqDskl9oNcz97o3Lfe3P6vxXWB2Si 3sw/BOH9vMiI97+m/SIj+wrWP3XeyB9C7fW/ao6dalSA3T/HXY3kv1D0v16w wu39y+I/94s8kmqE8r/B55+cgZLmP4o2Vhtqy/C/6r8zYCyq6j9I3MEg2e3t v0fG7mk+uuo/X0qibz7g7b+kzKlzUMrqP9IABNms0u2/Xtkfh3Tq6j8XW+hv pbftv9LyC668Kus/bmUUqgiC7b+5JeT7TKvrPzfP89arGO2/iIuUl22s7D9S mhe4zk3svydX9c6uru4/26Zg+VPX6r+8AoqYq73uPypuf2D9zOq/Uq4eYqjM 7j+yXMRersLqv34FSPWh6u4/rFDx2Cau6r/Ws5oblSbvP/eO+8hvheq/hBBA aHue7z/Keq2iUTXqv/FkxQAkR/A/xax+4taZ6b9PHhCa8DbxP4xPpf9Icui/ buEAVx0/8z928VwBQR7mv6pLJg+iJPU/xIov6dYP5L9JBqdRujL3P0Cesn2T 5eG/cqC+aT43+T+yzvcXy5zfv7jhCn0aGfs/J/qa48i/279ic7IaiiP9P8Pz yMQMlte/KayOs1EL/z+gEGOLFLfTvz3iAJHCdABACAoIdUrcz7+XFmgNJngB QPFvBjfoqce/gJ5phzVqAkB3qWvGJQbAv5vOmMaOcANA/9KL51EAr7+VDUdM e2IEQEVo85Men0+/We0kjg== "]], LineBox[CompressedData[" 1:eJwBcQOO/CFib1JlAgAAADYAAAACAAAAN7+FgFFqBEDQYfOTHp9PP+lhKBhZ YgVAsvbUHHPFrz+J/eoE3mYGQM7EvR+vKMA/uOxH7w5aB0BaR0zQndXHP6tL cMR1SAhAWPokUCdezz/QUsZeJksJQD/CpOdYx9M/hK229oI8CkC1SuY9FJzX P2mw1FMpQgtAjlKippzH2z/dBo2uezYMQPCqVEeost8/Fs0Q9AMmDUAS10eg lsnhP4E7wv7VKQ5AL5HRp17s4z96/Q0HVBwPQAUfB2fi+OU/0rND6o0REED6 Qc9GVVDoP4Y9tOWRExBAQ6h/uu9Z6D86xyThlRUQQELPu0+OY+g/otoF2J0Z EEDvXRcX2HboP3EByMWtIRBATwgDrp+d6D8QT0yhzTEQQP3qbkkM7Og/TupU WA1SEEAYooBl0IzpP8kgZsaMkhBAzMLx6FDi6j8k39EZbpQQQKuCufbA7Oo/ fp09bU+WEED/+kzgOPfqPzQaFRQSmhBAo4EjjUAM6z+gE8Rhl6EQQFKrgS+x Nus/eAYi/aGwEEAP07rfJY3rPyjs3TO3zhBACwCdi7xA7D+It1Wh4QoRQH1j ZbOow+0/YCLcXluNEUBMYo51ubLwP/+2LxsrBxJAufLEE7Rv8j+AA+nMlX4S QAANQbBaGfQ/GiQ5YSUAE0DdY9fiOtr1P3tuVvQKeRNAU/IVQlhz9z8gNmTI JnsTQEg5mTppevc/xP1xnEJ9E0A3FWekeYH3Pw6NjUR6gRNALVxtzpiP9z+i q8SU6YkTQI1OwI3Qq/c/yOgyNciaE0B5xp9DJuT3PxZjD3aFvBNA/Ks3sm5U +D+7Kh1Kob4TQCPtoP9uW/g/YPIqHr3AE0BQDRvRbmL4P6qBRsb0xBNAVDBm Am1w+D89oH0WZM0TQDt8LK1jjPg/ZN3rtkLeE0BS2rmXOsT4Pwml+Ype4BNA Eg3uZDPL+D+ubAdfeuITQKYVcL4r0vg/9/siB7LmE0BjOVQYG+D4P4oaWlch 7xNAi7o0dfT7+D8v4mcrPfETQH9gdLLpAvk/1Kl1/1jzE0Dact1/3gn5Px45 kaeQ9xNAwAYNzcYX+T/DAJ97rPkTQFR8wk26Hvk/aMisT8j7E0BISH9grSX5 PwyQuiPk/RNA8ke5BaAs+T+xV8j3//8TQE+15T2SM/k/WHWUvQ== "]]}, Annotation[#, "Charting`Private`Tag#1"]& ], {}}, {}}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[{{-0.9999998775510204, -3.940556599296917}, \ {-0.9981596924766423, -3.9386716372323836`}, {-0.996319507402264, \ -3.9367866380612533`}, {-0.9926391372535077, -3.9330165282128426`}, \ {-0.9852783969559951, -3.9254758611825142`}, {-0.9705569163609696, \ -3.9103927272500703`}, {-0.9411139551709189, -3.880219174518301}, \ {-0.8822280327908175, -3.8198422288430267`}, {-0.754549857487248, \ -3.688787413629198}, {-0.6353326985790873, -3.5662262752280545`}, \ {-0.5184541070867436, -3.4458734950754937`}, {-0.3916691850510331, \ -3.3150797015232283`}, {-0.3794025698494181, -3.302411059269318}}], Line[{{-0.3755760392371732, -3.298458586895177}, \ {-0.14511504322706312`, -3.0599146700220166`}, {-0.019223374459211767`, \ -2.9291502852651723`}, {0.0008253533415522574, -2.9082924147332117`}}], Line[CompressedData[" 1:eJwBYQGe/iFib1JlAgAAABUAAAACAAAAqDskl9oNcz9u9CcTBzwHwBXWB2Si 3sw/rwxva/VjBcCm/SIj+wrWP5diKEG8ZATAao6dalSA3T8P95OCnGkDwF6w wu39y+I/MPUBlvlXAsDB55+cgZLmP44dzGdoVwHA6r8zYCyq6j/AEmKCvz8A wCdX9c6uru4/b0pqJMpW/r9PHhCa8DbxPwza/UWXT/y/buEAVx0/8z9YhZPX tBf6v6pLJg+iJPU/nSAUDW0A+L9JBqdRujL3P7IWMzuotfW/cqC+aT43+T9W PLy2bW3zv7jhCn0aGfs/divBbLJD8b9ic7IaiiP9P78UrAPvv+2/KayOs1EL /z+vzVDRQTDpvz3iAJHCdABAYTcXx7ab5L+XFmgNJngBQJjvd0tdAd+/gJ5p hzVqAkDiXSthnzXVv5vOmMaOcANAK+dTkCKsxL+VDUdMe2IEQGmSBGmJI2W/ nbei+A== "]], Line[CompressedData[" 1:eJwBsQJO/SFib1JlAgAAACoAAAACAAAAN7+FgFFqBEAZjgRpiSNlP+lhKBhZ YgVALYcd/uouxT+J/eoE3mYGQCq6F495YtU/uOxH7w5aB0ArtfDioTjfP6tL cMR1SAhAZWaai0RO5D/QUsZeJksJQAqhCIisQ+k/hK229oI8CkDxPlpP8sbt P2mw1FMpQgtA9urlliFI8T/dBo2uezYMQA+XS1+FefM/Fs0Q9AMmDUDSqkw3 gpf1P4E7wv7VKQ5AdnGJ54Lb9z96/Q0HVBwPQM3ZVnWV8vk/0rND6o0REECB OESYrDD8P8kgZsaMkhBA/xlGvFpf/j+It1Wh4QoRQAU7Pw9dMgBAYCLcXluN EUCBgkHcE0kBQP+2LxsrBxJAQVRqR9RLAkCAA+nMlX4SQHjfMtVMSANAGiQ5 YSUAE0Dp/CI/ClkEQHtuVvQKeRNAGY2D8I9WBUAgNmTIJnsTQB+nCf35WgVA xP1xnEJ9E0C4yN34Y18FQA6NjUR6gRNA/Y2RvjdoBUCiq8SU6YkTQK7YD4Pe eQVAyOgyNciaE0BjIZv3KJ0FQBZjD3aFvBNAMfhux7HjBUC7Kh1Kob4TQO8j f80Z6AVAYPIqHr3AE0CIZ97DgewFQKqBRsb0xBNA1PqogVH1BUA9oH0WZM0T QFuYRELwBgZAZN3rtkLeE0DOlzfeKioGQAml+Ype4BNAt/nJ7JEuBkCubAdf euITQH1GJOz4MgZA9/siB7LmE0DEKk69xjsGQIoaWlch7xNANNpEqmFNBkAv 4mcrPfETQKRw5D/IUQZA1Kl1/1jzE0CriobGLlYGQB45kaeQ9xNASzzvpvte BkDDAJ97rPkTQKRBxABiYwZAaMisT8j7E0AeprhLyGcGQAyQuiPk/RNA/5TT hy5sBkCxV8j3//8TQPo0HLWUcAZArMQmEQ== "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwBIQLe/SFib1JlAgAAACEAAAACAAAAir1Cvv//779vwPo0v9rUv07sa5js 8O+/8LbagpLe1L8RG5Vy2eHvv+ieYoJn4tS/mHjnJrPD7792mMCbFurUv6Yz jI9mh++/5pFrXYn51L/BqdVgzQ7vvxmWk0/CGNW/+JVoA5sd7r/7tKHhi1jV v2dujkg2O+y/TGKLatPd1b9+fiO+RSXovwOyUIq4HNe/WkBPPaVU5L/whi4C DXTYv2U4n1yvReS/JsaBQbh52L9wMO97uTbkv4hbbfxmf9i/hiCPus0Y5L/4 3mP1zorYv7MAzzf23OO/NyrVZ8mh2L8MwU4yR2Xjv3Cp0Qhs0Ni/vkFOJ+l1 4r9ILCXEhzDZvyNDTREtl+C/D/ih8DT92b+rYEqU8obgvwGgty12BNq/M35H F7h24L8tWKwPvQvav0O5QR1DVuC/3Pjn5Fsa2r9jLzYpWRXgv8eXUszeN9q/ Rzc+ggon37+vFjSWAXTav0jo4eG6H92/GJBvWgDx2r9YI9znRf/cv6bzmMEI +dq/aF7W7dDe3L8ZqjESGAHbv4jUyvnmndy/IGbDn0sR27/IwLMRExzcvwrX XcQHMtu/SZmFQWsY278SVbZo33Tbv0pKKaEbEdm/QEII6G0A3L/oOnAn0fLY v7DVXpDTCNy/hiu3rYbU2L/AHbnNQBHcv8MMRbrxl9i/Cbk4QDIi3L8AYmG3 IUjYv2RaHfKzONy/G0wqoA== "]], Line[CompressedData[" 1:eJwVyX0wmwcAx3Evcc5CT73US21H2brZ6KYklM5L20OQbraitk5vql7G1prh qHdHnLc4QhUr6n0zr1Uq+sMosjUlEsMakjxPYsZWi6KrYt0f3/v88bX48hv/ MDUVFZXTr/rfDeFXhte05pFYaOXBYjyB3heaUb96ilDfdHLkwEyMTiZzI+Md ESocI99MeEsMpisnnk4VIZuu7vn8hBj55pZZ9XwhFBZ8I+MzYlCID6sTLwiR rdMSMB0pxnZ4PN8qdBYFjX+y6QNiLFyX26WkzuBCiHZ5+eUlXG/PSW+9NIMb jHmHkOglaK0e54tcZmDzd4MbPXEJTpejIm13pxGdr+t9hL2ESubT28sJ0xD5 6X7AGV5CT4DSJFvGh7JzFCNWy+idMuHrTPJAVu19HbW7DNLt88irOTx4urjK xygSGPR/T8FZHkZawt6QUCWIa7J0vjYyhXFJkcTJVAKHLJsWwf1JrPet16bR Jehzcc+saH8IZcjGdlqcBPc6ImgWpaNYy1PkUF5IsM14HvCj/yj2DRNTeWpS 2CtyE+h6r/6/adw7VCm6zZr7/UpGoJcd2FzyuhQ/5clPJRUPQ+cxxyvcQwrv ibHUJqMhTEzrt0WwpXi4R4BbzkVwWPih6ltSnLVXV5015KJ1Nub0WoMUbnXu WQf6gwhaK3i2PCAFLflBbpDuALxK7xY4yaWwOtHPfk3rLn7gqFizPGSoD/tt xpzVC/ue0IoVpgzm1dt6dM1eXFSvNYv7TIajWg6cUI0eeBPd1ke/k0GP6Krk qnaB6vbp4lybDGyTmUVBeieEs/27s/0ymNZK6IKDDnQZNu8dmpDhcNIll3df tmOOxrNmkDLs2wSeEz9rRUjZwuOTxwi8uMWZ0NpsgfkverkpdgS2NIXetH+a UaPYabU8Q2Bd+hGz+K9GFE0GGVeHEVhhFk8PrjVgjuUbmpxAQDb4yP+P1Tv4 tvG8z0wegQUOI9BdUQfHLO4xSicBoVreQgxZC23nzvytnwnULhfdsx+/DVFr 1E7OPIHCUtawYqgKoftDB2PqJLJjNMZd71dCtSfjY44piSTPzKmbfRUIuGHE YNqRiNhNFjA6StG5KQhcv0LCw3bsdx9+CZwXStjOqSRoo8a8ysVibD2yNhDd JLF6vPVJlXEBeDTqkfVeEtWFTk9rAljIMFIUjApInN+cUq0tywYt1lHZoSSh djHYoF6QDlfjjrL3DOWIShH5eVkkIX68b0d+So5pr+1Y35pYWAk1D69ckSP6 bdv36+yugmIdrFCWySF5+WC1sc0XPtRu51S+HNqfaPDZVB/XTEUxRa6vwH/c US0K "]], Line[CompressedData[" 1:eJwVlHs01HsXxsclkUKiKCW3IpwTyVRqtoqQW6goFUd1jnSP7jfUqVmSjspL cr/lSEPRxSUbb+nFHJEaL6Vm5vedHzPDaDoJBzOv949n7fVZzz9772etxyzi aOB+VQaDcWFK/58+MovUnlnRMNF8UO7cRiODo+Lo1XAVYi07bXlNNPp6Hjf1 uMKGDxMZQWGvaEwX8me6uydCNUdhJm6YYm1+dA5Jhut6NZWKWhqdXNEvI/Ie aH9IaXCooLHyPUt186oCqNTv//E8m0aPmvSLzdaF4BAV1OqdSWNP7o9RT+Mi EIZF+vPTaVQ5yhny+OcBMJZLI7X/RaOf1qJe99qH8LZdKT+QSOP3LMXHxTmP YR5lSDzP0pjU2fvMxLIKqHD90ttBNH5NNw+OK6qCT4e5QdoBNAZF/DYisq6G k5oTgqt+NBrJvzLL7GvA02rN03NeNObqqFetZ76E840i/+MwtY9lyu4VhfUQ eDnK9IYtjbKwmrCQF68gTP/j49PqNBrypu/L+8yF6nSt5YerRFg0aW4xPoMH c4psNtuvEaG4z5Xdbs2D+jJrk/BVIrR7t2ewcBMPeNrxtnedRfikKP35lnge dEp0pjNWiLDOX9+naIwHd2oDOmlbEXblqpwM6O+CS2GeHfKFItTcxG968Lob Wud819VQE6H3coXtRaobWtrOyiJURJg03yQ5UKUHwjMNHRuUBA2GgkMn1/ZA 38yiwbgJgovT3g4FVvbAD27rDoMfBFdL6owUeR/B5Y3M/JKYYFRSZtTW2F6Q Jtt7HukgWGH/i2ZFTi8M6Bs96nlLcIJrWTS7oRee1UeJPNsI3tIuFbSpfAZ+ +DreslaClezqEK8rn6El445A/TVBZXzXJta1L2Dn7tOjX0WwpYY926CJD96n nEyy8wgeuREVvpHHh7IrpWc9cwnOCfUpO0HzQUN/fvvf2QR3/aPr26EhgA3a O6O2ZBIcWpXKTvIQwIcY2GuWNnXfs0KlZrMAgionH5knEdxT3jg42SqEG6Hu DrnnCa61ujQx76MQyhglWzPOETROX63tKBFCHtvB4t5Zgu+vlFv/qkkB+NdW p54muDk4a2+bGwUJYJtZHE2QqTjbnfWSgr82/jZ33iGCej4Or6GMwKxbijSd PQRl9QOdO+oIqI32eKzeTbB1ZbEw+i8CtGqN5f5dBK+ZmjKKpQTWnmT51O+c +t+3mS561iJIvLvv0pVggv33+sv5OSIwD74tWxlAsKEvOyPuNg0pQodhhRtB cybHg59HwzaNuD7bKY6/VvuNVUGD0mkiPmQjQTerbs+JThrOs4J3lq8n2BSh P3zKsA8+x5RLg1kEub1XfQ+l9YF7YVrRUSZBO/s7oy3FffD4ItP1hjPBmxdy 822q+qC5I7O9YCVBvwV1Y3R3H6zeNBjUsYJgR8hI4S8L+mHtTUvmzOUEeZ0H FNuz+sHNWp0pWUrQ2eLMn085/VB7v/HL+yUEU09c22qA/fBWwl1dY0UwZHZ+ SceXfrh39E34OQuCH/0+bfcxE8PiL/vV6hZN5ZMlUXnoIAatxHWNcQsJZgyO lmptEIMNQyYGk6k8Ew3V3kSI4cnXLG6JMUF+s1/Z+oIp6+k5H2cDgq7Gu3fm VIrBYMyp/j/6BHMjD05TvhJD188X/LfOJhgxnR1aKxJDSYzewu06BEVuDdOZ SyUQwjHVYWgSlOCKcLsSCeCr2+WtYxR6NMkOsKolIL4fWkePUFjA/TN6S4sE Eo5OSEaHKdzTbXo9RiIBTmeZneo3Ct990+bULpOCY3bFjkIxhT+PNT1vWyOd 6qP54af6KExUxjXwN0vBqy/k2ToRhZtmjr5XPygFq7Z4BYdPYZUVGfd5KIWR wVVy4y4K59plTwurkUKmQUzE/fcUnnDcqXu8VQpawy739N9RaAft5ilSKVhW u1gLuRTmhNR69doOgFGvsFG9kUL2jbuph0sHwLc4+degEgpFyf65l2sHYJvS YMZPDyjckDbjYTJ3AEyMtdYo8imcKIitezowADe9bbZfzqTwWN0h0aTdILAO s4Km/UFhiNxtRdKjQTApv4U20RQuDR5u43BkEHHCVn+DI4W1qglpD1/KYK5m cZvjTxQGchZFFHNlwM4csjdZRuGlaZ7DuRIZnNJ1WthtRiGvIn1BypIh2PXJ 8OWkHoVX9Vwjz2cNwb/Xyg1UZUKU73vNsPT4Curj3GOn8oXov0gv/auzHASC 24GVSgHuEqj5zgY5sFzIH/wxAUYWjCgdPOQwxzHlg+Z3AcYu+7I/OlgO46HX S337BfjEmePw47QcRi63LCppF+Bcf5/m8Rdy2Gu8gK7KEeDny+xRDZdv0C5v XpPAEuARASN4IfwNft7RbKNoPpZ4L9HNsxwGnfKw38+096KXxoOAascRcFo3 7/jI/h48kVN3gMUcg1eNhFum1YUvBDMuzjcehyiHI2aMoU6MiH4yP8FiEpS6 Nvvu5rajTWlSRYC2EnRa404abWzFdUJGcmMMw9VI6qvIv/MaU+dGzlpyRsW1 g/mk5PdtiLFZB66vjFJ1jT/EjM3uqMT7bWlNScfUXDW8RcTtv/mYMsvD53yE umu8QXDCeks3/B9Sfi/8 "]], Line[CompressedData[" 1:eJwVUnlcTIsXH2mX5t65v6Ii1UupCCGUnKPJVEobiaJIUhTK1iJCpVJNMT1K 0mJ5KiGpRMvza5kkiTxC6713UOGHlCS9+f1xPudz/jjnux1d371uO2Q4HE6s tP7fl9bERrvukkV/wiNxlb4NfNg2Z/omXzn85FAsvOdxGRLG+2W7/OUxeeNC rxmcu1AxaPtZ1VMB+eatfM2zNVDosK/uoJ0iupSfDaw1r4enbg3eBg5KuHZ7 fuCQVzPE3CgbPrFCGaubT5i7XH0Kgbfa1xlZT8ErzlWO/O/PoVM+uTjSXAVP FNFejlovQb2FGJpsMBUPPH4+tGD5azhu+fD3CyNVHB45JxeW0QkR41MV1s/g Yn6a8J3Gxh7Qo/kGe3W4OHRk36vr3j3QLA5fnajPxVJtO/6yHT0wQ8SerJ3L xVdOSXtcQnugxriKM8+KiwWFR4OCk3pAdmPQTzlvLgoNyvjra3tAWPLoY/kl LsZsqNDKM+iFZ3f4/ckkgcNJJXdXDvRCnFUpm0YReC3bZAnxpRcsGvV709UI zCiV7+0c7oW813KvLmoQuHbam5hgmT4ImSSuv6FL4N6l73w3a/QB4eyY27KQ QJ55N2e3oA+c+tdvnOpGYGWMnuBFVh/IHKhfR64ncF2RHquS1wdl40uc1TYQ uPpEfOzKa32gTU4TzPQk0LSs7LDwdh98XNqxaJ4vgSUPZrWz9X2QFLuFuzaU QKelikdcP/ZBk45/Q9IZAi0FJqtOmdOg392msUdE4EHV7pZECxqOXrQKdv6T QP2wqoq4lTQs1lT7Dy+TQP5cI9+dAhpyqLpt53IJTDhtqv3InYYweb3x3FsE bp+4/UJ+Pw3P65JdTpYQ+OR+8N74QzSYnhzN9yslsOLZlMBJETQwE0/XGFYQ ONJ6za4jmgaX0WPni2oIDOI8CZ6VQsOcwc5F5U8IlNFoqP91lYaTBfanzj8l sLVUK/zzdRq6Au6+Dn9G4GQV5UkdRTSI2KTjK/4hUMMv4GRqCQ2cbsvWvzsJ 3PTizPy0Khq8Ll7Ty+8mMP7ncx+LWhrKvKhDMb0EWpzX2f76IQ1Br/pn2LIE xoWQX3830vCqLWPX40Epvi635XUbDYtS5apvfJLmMbDZxLKdhhSnEFL4Pyl/ e8MzZ/6hwabZrsJ1iMCOZPaywRsabtWNyL0ck+Zh027N0jTEl7vn9iqTuN+z 0uPRN6mfbQ7xAyok+uUmiZq+09Ddv2rvd1US+1JMTteM0GCubWqlRJEoCC3V SR2jgY6R71igRaJ5l11kowwDKdm/aixmkngqXzw1WpYBi4qvV21mkSjsH9mx QJ6B1IGuAxv/IFFkFDoWpsTASrdyItqExKgMVnKDy0D/7hsjCfNI9LZReTKH ZCA9Nr/r7HwSh418bmXxGBisEBZdWyTFOyJW3KfGQMasALtWSxLVqk1jmjQZ GBqcHq3tSKLPnP6/d+szkCPP3TnHicSblYcyEmYz4KAj52TmQuLhjpSxPAMG 8tZ90RKsl+rZY/pbPIcB58qm8uDN0nuuf6FkLgMFpyI+PwgicWBmZVDcYga2 6r319kom8ViQQ4CtNQMl+1ouWgtJtN5vLVLhMyBXU/3WKI3EC/u2erZJ5wKv XM8fIhJtN1n+3rRayk/kvyE9i0Rjwe6kQDsG4hW+rG0tJLHrXsAVoRMDtwbl rPiPSNQysGXcvBiQsRyJNH5MoiPjZmu4mQH3hPeV5BMS1b/rtv+Szj9nNy/r aSPRXf/pqUJvBmx8UhdHdZB4lBFQ030Z6b9ozi1/TyJuefHWLJCBibL5WiYK PMy4dNgoJYwBs6zhekUlHr7MmnwlKZwBv+NV+yTKPCTLZ9UmRTAgdnBoyFXl oVFG4pu0I9L8evxDpqvzMPudT+vNaAZ0lLMb5Wbz0C/TMd8ygQHconKgx5qH jGqc5M8LDIRaP9eutuHh+cHC4UdZDFw2zGy6IOChqqdiGSebAcWvhrM81vBQ jbqHITkMPI3jP2px5aHYzT7M/4rU71sROve38lB4Wvwu5yYD0ZM/PE4/ysOC /otGLvVSf2wspmRFS/mMDIS/bGAgNua0fd4JHsq637u6VcxAopxpQ3EcD89y 1FLDmhk4q7C/pjGFh57anWHVbQxcnTJ+ezSbh/cEi1xzuxhoochzW2p4yAaK 9CpGGdDUX75tNodCQYIb07qYBZuM2BFFGQrHpqRm55izEKz6LHlwMoWNW8sv hS5jofbHrso7ChTaxTWFaK5gwb8li7LmUtgrt8UsnM9CySFOg7c2ha5+l6lQ NxbWNDUan19B4YaTa2TsQ1iI3LNhSDmcwljx/r8cS1jQMfcTG0RS6OgrL7xc ykLdeEiWdRSFAw93lo6XsaCanGwTcZzCT9tWlt25z0JeYZ3oQwKFDzYsDDGt Z0H83myJOJNC6ztxuVtesaC+nXso9oFUz7Ds/MwJFu4bz1yTW02hZVh52DQZ CWz9aqxdVUthgEpBR7qsBAqOCxqG6qT7Hk1v05UkYJUTpe7XQqH9t0xxHiUB v86BMusuCpXV6/GzoQSUrowmevdQeMCuMzzKWALFQQo+EX0UHhltqlCZJ4GR MT2FEonUj5wffFMzCSRqenrofqZQVNwdGrVCAvP7dppYfaEwPq2higIJtF8/ OLHxG4XHRO7yhaskoL087VrqCIWDtXuT3gok8F/OpciiUQqfGHDEh+wlECAu chaPUVisyx8nHSWgklr5BzMu5Zuz0qTYSQK3PcQjExMUrusddXFwlcC/WFnN 5A== "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Line[{{-0.9999998775510204, -1.488156762814999}, \ {-0.9981596924766423, -1.4871433606953322`}, {-0.996319507402264, \ -1.4861297170016188`}, {-0.9926391372535077, -1.4841017011389381`}, \ {-0.9852783969559951, -1.4800427289585925`}, {-0.9705569163609696, \ -1.4719128060184357`}, {-0.9411139551709189, -1.455603239400245}, \ {-0.8822280327908175, -1.422769505337342}, {-0.754549857487248, \ -1.3504137287628426`}, {-0.6353326985790873, -1.2809871039463332`}, \ {-0.5184541070867436, -1.2104590771661408`}, {-0.3916691850510331, \ -1.1298241549583612`}, {-0.3794025698494181, -1.1217098390817606`}}], Line[CompressedData[" 1:eJwVxXtQywEAB/A1j27KYeY0iUbOcOVxs5V1FKHHas5jehhJoeKoc8cVSaU2 pOhBEq1TqSuZkqT6ZtJj7qbNQkTRa7+9fvOonPL843MfVtix7RFUCoWy5p// W7TRc47T3qKltPEoU/cFMZWpiWViNURman0qLKARS1Vd7mos0rc6Sx9b4BYa Feky3onvoSPq5EoL8gLI270nO6HpjNcG5FhQLfrKTPmsgtzVY8PqcAtqOpiq 6e1KsD7Rrl74RWLAY0/kwVQlBg1vyy9aSDDqbk2GlxLBgh2CpH4SJ0oW848/ 7cCyBbZnhR0k1iY739XUt4N/iYXwbBK17p5J1ypbcU4YKRWySTyqOsxlZSkw IEmin95sxqjvD1HFdgUqmhzYU3lmcIbSTvLoCrBq8x0S2GY8mF9a53/lKewc r8/k2phxTzq4Li6jGdVyqWP9SxN82loSSuY2QmkRq+7sNKH1Vz8achuQWrZK qPUywYszyerVnAa4+TnwCY4JHjLP5D+zn8AsEO5rZpjAjW9KC5z5GNFP3qyc /soIp5V1mdNoDzGm48ze6mNEUcQbtaOkBiWfX4Tt5RnheHOUzrOuwcJNI30+ S4ywp63NOTClGindm+S5FCPo/fK8Bis5ml39+ZoaAzKZ6neaxPsYntfKFskM mFfYx9P8qYJfCJFSkG7ArDix+4qJSlgrqFOjIwz47bx784fvZdBOXCwummXA zxs5bbRvd8FtS8wdGNdjxFrrw/1Simek/YkXg3oYP20LyDAVI0oVwoip06M7 x3e355AMB6gVCbsC9dBSpd1HBwrxY3mo7Od6PQp7Lz/iPL8Np6G5i62W6JGe JWkeasxHe2DvwjEzgcPj8Rrfqiy8nk8v8D5FYKNLy3s/1RXYkPqYsSACXIWd Mu9dBiQMvqt4HQFiaVlPvt0l+NvcaNzCJHAz3Y0sEEmw8WOwbeyoDsJvHVaF 2Sk41GZdkabWgRoUzCjSJOJ86ETAjHIdos50+Xuz4pAp7YoNOatDp/dorKAg FmG1g4v2b9PhCNtllWzNQQRNOhcsttehb6KJKC4XgBJ+X/S+Zxi2O6aoMm38 NuQ77/PquTqMv0AswxE= "]], Line[CompressedData[" 1:eJwVlHs01HsXxsclkUKiKCW3IpwTyVRqtoqQW6goFUd1jnSP7jfUqVmSjspL cr/lSEPRxSUbb+nFHJEaL6Vm5vedHzPDaDoJBzOv949n7fVZzz9772etxyzi aOB+VQaDcWFK/58+MovUnlnRMNF8UO7cRiODo+Lo1XAVYi07bXlNNPp6Hjf1 uMKGDxMZQWGvaEwX8me6uydCNUdhJm6YYm1+dA5Jhut6NZWKWhqdXNEvI/Ie aH9IaXCooLHyPUt186oCqNTv//E8m0aPmvSLzdaF4BAV1OqdSWNP7o9RT+Mi EIZF+vPTaVQ5yhny+OcBMJZLI7X/RaOf1qJe99qH8LZdKT+QSOP3LMXHxTmP YR5lSDzP0pjU2fvMxLIKqHD90ttBNH5NNw+OK6qCT4e5QdoBNAZF/DYisq6G k5oTgqt+NBrJvzLL7GvA02rN03NeNObqqFetZ76E840i/+MwtY9lyu4VhfUQ eDnK9IYtjbKwmrCQF68gTP/j49PqNBrypu/L+8yF6nSt5YerRFg0aW4xPoMH c4psNtuvEaG4z5Xdbs2D+jJrk/BVIrR7t2ewcBMPeNrxtnedRfikKP35lnge dEp0pjNWiLDOX9+naIwHd2oDOmlbEXblqpwM6O+CS2GeHfKFItTcxG968Lob Wud819VQE6H3coXtRaobWtrOyiJURJg03yQ5UKUHwjMNHRuUBA2GgkMn1/ZA 38yiwbgJgovT3g4FVvbAD27rDoMfBFdL6owUeR/B5Y3M/JKYYFRSZtTW2F6Q Jtt7HukgWGH/i2ZFTi8M6Bs96nlLcIJrWTS7oRee1UeJPNsI3tIuFbSpfAZ+ +DreslaClezqEK8rn6El445A/TVBZXzXJta1L2Dn7tOjX0WwpYY926CJD96n nEyy8wgeuREVvpHHh7IrpWc9cwnOCfUpO0HzQUN/fvvf2QR3/aPr26EhgA3a O6O2ZBIcWpXKTvIQwIcY2GuWNnXfs0KlZrMAgionH5knEdxT3jg42SqEG6Hu DrnnCa61ujQx76MQyhglWzPOETROX63tKBFCHtvB4t5Zgu+vlFv/qkkB+NdW p54muDk4a2+bGwUJYJtZHE2QqTjbnfWSgr82/jZ33iGCej4Or6GMwKxbijSd PQRl9QOdO+oIqI32eKzeTbB1ZbEw+i8CtGqN5f5dBK+ZmjKKpQTWnmT51O+c +t+3mS561iJIvLvv0pVggv33+sv5OSIwD74tWxlAsKEvOyPuNg0pQodhhRtB cybHg59HwzaNuD7bKY6/VvuNVUGD0mkiPmQjQTerbs+JThrOs4J3lq8n2BSh P3zKsA8+x5RLg1kEub1XfQ+l9YF7YVrRUSZBO/s7oy3FffD4ItP1hjPBmxdy 822q+qC5I7O9YCVBvwV1Y3R3H6zeNBjUsYJgR8hI4S8L+mHtTUvmzOUEeZ0H FNuz+sHNWp0pWUrQ2eLMn085/VB7v/HL+yUEU09c22qA/fBWwl1dY0UwZHZ+ SceXfrh39E34OQuCH/0+bfcxE8PiL/vV6hZN5ZMlUXnoIAatxHWNcQsJZgyO lmptEIMNQyYGk6k8Ew3V3kSI4cnXLG6JMUF+s1/Z+oIp6+k5H2cDgq7Gu3fm VIrBYMyp/j/6BHMjD05TvhJD188X/LfOJhgxnR1aKxJDSYzewu06BEVuDdOZ SyUQwjHVYWgSlOCKcLsSCeCr2+WtYxR6NMkOsKolIL4fWkePUFjA/TN6S4sE Eo5OSEaHKdzTbXo9RiIBTmeZneo3Ct990+bULpOCY3bFjkIxhT+PNT1vWyOd 6qP54af6KExUxjXwN0vBqy/k2ToRhZtmjr5XPygFq7Z4BYdPYZUVGfd5KIWR wVVy4y4K59plTwurkUKmQUzE/fcUnnDcqXu8VQpawy739N9RaAft5ilSKVhW u1gLuRTmhNR69doOgFGvsFG9kUL2jbuph0sHwLc4+degEgpFyf65l2sHYJvS YMZPDyjckDbjYTJ3AEyMtdYo8imcKIitezowADe9bbZfzqTwWN0h0aTdILAO s4Km/UFhiNxtRdKjQTApv4U20RQuDR5u43BkEHHCVn+DI4W1qglpD1/KYK5m cZvjTxQGchZFFHNlwM4csjdZRuGlaZ7DuRIZnNJ1WthtRiGvIn1BypIh2PXJ 8OWkHoVX9Vwjz2cNwb/Xyg1UZUKU73vNsPT4Curj3GOn8oXov0gv/auzHASC 24GVSgHuEqj5zgY5sFzIH/wxAUYWjCgdPOQwxzHlg+Z3AcYu+7I/OlgO46HX S337BfjEmePw47QcRi63LCppF+Bcf5/m8Rdy2Gu8gK7KEeDny+xRDZdv0C5v XpPAEuARASN4IfwNft7RbKNoPpZ4L9HNsxwGnfKw38+096KXxoOAascRcFo3 7/jI/h48kVN3gMUcg1eNhFum1YUvBDMuzjcehyiHI2aMoU6MiH4yP8FiEpS6 Nvvu5rajTWlSRYC2EnRa404abWzFdUJGcmMMw9VI6qvIv/MaU+dGzlpyRsW1 g/mk5PdtiLFZB66vjFJ1jT/EjM3uqMT7bWlNScfUXDW8RcTtv/mYMsvD53yE umu8QXDCeks3/B9Sfi/8 "]], Line[CompressedData[" 1:eJwVUnlcTIsXH2mX5t65v6Ii1UupCCGUnKPJVEobiaJIUhTK1iJCpVJNMT1K 0mJ5KiGpRMvza5kkiTxC6713UOGHlCS9+f1xPudz/jjnux1d371uO2Q4HE6s tP7fl9bERrvukkV/wiNxlb4NfNg2Z/omXzn85FAsvOdxGRLG+2W7/OUxeeNC rxmcu1AxaPtZ1VMB+eatfM2zNVDosK/uoJ0iupSfDaw1r4enbg3eBg5KuHZ7 fuCQVzPE3CgbPrFCGaubT5i7XH0Kgbfa1xlZT8ErzlWO/O/PoVM+uTjSXAVP FNFejlovQb2FGJpsMBUPPH4+tGD5azhu+fD3CyNVHB45JxeW0QkR41MV1s/g Yn6a8J3Gxh7Qo/kGe3W4OHRk36vr3j3QLA5fnajPxVJtO/6yHT0wQ8SerJ3L xVdOSXtcQnugxriKM8+KiwWFR4OCk3pAdmPQTzlvLgoNyvjra3tAWPLoY/kl LsZsqNDKM+iFZ3f4/ckkgcNJJXdXDvRCnFUpm0YReC3bZAnxpRcsGvV709UI zCiV7+0c7oW813KvLmoQuHbam5hgmT4ImSSuv6FL4N6l73w3a/QB4eyY27KQ QJ55N2e3oA+c+tdvnOpGYGWMnuBFVh/IHKhfR64ncF2RHquS1wdl40uc1TYQ uPpEfOzKa32gTU4TzPQk0LSs7LDwdh98XNqxaJ4vgSUPZrWz9X2QFLuFuzaU QKelikdcP/ZBk45/Q9IZAi0FJqtOmdOg392msUdE4EHV7pZECxqOXrQKdv6T QP2wqoq4lTQs1lT7Dy+TQP5cI9+dAhpyqLpt53IJTDhtqv3InYYweb3x3FsE bp+4/UJ+Pw3P65JdTpYQ+OR+8N74QzSYnhzN9yslsOLZlMBJETQwE0/XGFYQ ONJ6za4jmgaX0WPni2oIDOI8CZ6VQsOcwc5F5U8IlNFoqP91lYaTBfanzj8l sLVUK/zzdRq6Au6+Dn9G4GQV5UkdRTSI2KTjK/4hUMMv4GRqCQ2cbsvWvzsJ 3PTizPy0Khq8Ll7Ty+8mMP7ncx+LWhrKvKhDMb0EWpzX2f76IQ1Br/pn2LIE xoWQX3830vCqLWPX40Epvi635XUbDYtS5apvfJLmMbDZxLKdhhSnEFL4Pyl/ e8MzZ/6hwabZrsJ1iMCOZPaywRsabtWNyL0ck+Zh027N0jTEl7vn9iqTuN+z 0uPRN6mfbQ7xAyok+uUmiZq+09Ddv2rvd1US+1JMTteM0GCubWqlRJEoCC3V SR2jgY6R71igRaJ5l11kowwDKdm/aixmkngqXzw1WpYBi4qvV21mkSjsH9mx QJ6B1IGuAxv/IFFkFDoWpsTASrdyItqExKgMVnKDy0D/7hsjCfNI9LZReTKH ZCA9Nr/r7HwSh418bmXxGBisEBZdWyTFOyJW3KfGQMasALtWSxLVqk1jmjQZ GBqcHq3tSKLPnP6/d+szkCPP3TnHicSblYcyEmYz4KAj52TmQuLhjpSxPAMG 8tZ90RKsl+rZY/pbPIcB58qm8uDN0nuuf6FkLgMFpyI+PwgicWBmZVDcYga2 6r319kom8ViQQ4CtNQMl+1ouWgtJtN5vLVLhMyBXU/3WKI3EC/u2erZJ5wKv XM8fIhJtN1n+3rRayk/kvyE9i0Rjwe6kQDsG4hW+rG0tJLHrXsAVoRMDtwbl rPiPSNQysGXcvBiQsRyJNH5MoiPjZmu4mQH3hPeV5BMS1b/rtv+Szj9nNy/r aSPRXf/pqUJvBmx8UhdHdZB4lBFQ030Z6b9ozi1/TyJuefHWLJCBibL5WiYK PMy4dNgoJYwBs6zhekUlHr7MmnwlKZwBv+NV+yTKPCTLZ9UmRTAgdnBoyFXl oVFG4pu0I9L8evxDpqvzMPudT+vNaAZ0lLMb5Wbz0C/TMd8ygQHconKgx5qH jGqc5M8LDIRaP9eutuHh+cHC4UdZDFw2zGy6IOChqqdiGSebAcWvhrM81vBQ jbqHITkMPI3jP2px5aHYzT7M/4rU71sROve38lB4Wvwu5yYD0ZM/PE4/ysOC /otGLvVSf2wspmRFS/mMDIS/bGAgNua0fd4JHsq637u6VcxAopxpQ3EcD89y 1FLDmhk4q7C/pjGFh57anWHVbQxcnTJ+ezSbh/cEi1xzuxhoochzW2p4yAaK 9CpGGdDUX75tNodCQYIb07qYBZuM2BFFGQrHpqRm55izEKz6LHlwMoWNW8sv hS5jofbHrso7ChTaxTWFaK5gwb8li7LmUtgrt8UsnM9CySFOg7c2ha5+l6lQ NxbWNDUan19B4YaTa2TsQ1iI3LNhSDmcwljx/r8cS1jQMfcTG0RS6OgrL7xc ykLdeEiWdRSFAw93lo6XsaCanGwTcZzCT9tWlt25z0JeYZ3oQwKFDzYsDDGt Z0H83myJOJNC6ztxuVtesaC+nXso9oFUz7Ds/MwJFu4bz1yTW02hZVh52DQZ CWz9aqxdVUthgEpBR7qsBAqOCxqG6qT7Hk1v05UkYJUTpe7XQqH9t0xxHiUB v86BMusuCpXV6/GzoQSUrowmevdQeMCuMzzKWALFQQo+EX0UHhltqlCZJ4GR MT2FEonUj5wffFMzCSRqenrofqZQVNwdGrVCAvP7dppYfaEwPq2higIJtF8/ OLHxG4XHRO7yhaskoL087VrqCIWDtXuT3gok8F/OpciiUQqfGHDEh+wlECAu chaPUVisyx8nHSWgklr5BzMu5Zuz0qTYSQK3PcQjExMUrusddXFwlcC/WFnN 5A== "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwVlHs81Okex2dZrZdjlbak1Y1ZhrOpY1lmkTjWbSoiFEXWpUUlpAxedFSk tLRtcpfalMKyo9y29RmcdqV1ORqXubjMjMYQ5uzmdlae3/ntH8/reb3/+j6f 7+fzeQxDz/hEqDEYjJP0+eu+9vM/WylKhSVz35D3Sxh8z5mTBTP/VcF7m7Hl qSIGX9cgL14oVcF/g8JNUMDgF3AnTeo7VDC14LEr8hj8B5bXc09cUeGTfQtO nFwGv+3RQEi3jgpBzUMedy8y+Mt5kerFW+dgYJqnmxnF4H8dk+NubTeDxWKr wS/ZDH5aGrPVxViJ2P43l6MeUMg032GvrqdEp6V7Xsn3FL6RbGnhr1Hio71O C33lFEps9RrslJNg+f1au6eYQsui5g8WVZOYXs0MY92gsBAzV7rVYhJT3L5s h2QKp443py7YK3C7y+bSLS8KCToNKzxzBd5j8z9c3k8h5WdeUuw2BYLvNBwL 4lC4ZlB97g31Gqzy8EBzFwqVQ2Wnpe2vsWq4LVBuS0HudTmo2/01kosvDFWZ UAh09NpT4TsBjTahcpAiiGDfOVbrMoFdX9X6XF0liP2HKqXZegIi9XaWwwpB 5o7clm79CURO3bCoXSSoZ/TaLErkWO99rrR2lkC7zfMztwg5dnG6jS0kBJua y7y9/eVgmNbq6YgIjH6ciz3qJsdC25/vZocI2Hdzas+YyaH3rKO/4RU9P71n Z8GsDDY6Jj2nXxK0Onmyps7JkMrxNU35ieDFF2Wub0/IcEKW0nK9mUBgMRex eliGti6e2r1GgmnDnPu6tjJQlc2qoXp6vlqPoS2RYulC8FR8Na2n/cCW7Ewp Jp646ieUEaS0lNrlJUrxo/W+p50ltD7ebOCdSCkq6zhGRsUEpfe+KaznSGH8 q/+/5fkEXRe79SQ6UjwuSXx6/1sCpvMBXfP8cXzHszawyiSoCuHc+iNzHDL3 /u3PLxNYprltajo/DrPZj4eDLhE4NzttdfYfh+XBGYOH/yJ4OehQruk6jqbS 6Q+OXCA4NG/H7Pl8HHEZdZG6aQRhu63NAjaOo/gXXnBZCsGb/ZbV2zTGIYoI Co9PJlAIQoI7p8YQkDYNrySCNfv8okcrx+CWIT/LSiTQy/SKjcoag8D++4NG 5wlM2jzOz389ht4jjtdZ5wjcbBwuarHGsOQ87+FzluBIPDsrb80YXiRlRHHj CSJrPsvZoRiFdX4g83EcAVe581bV81G862jvnYwlyGKyiqwrRrHDLuClBc0F wYblbZdHoW7nnZh1hqCy0ODB/vBRhPV3fjETQ9Ak2Fg95DwK7YPMtCCaO9eu 44UyR7He+tRTyWmCYY5W06zaKNLrOvyjaVZmvN/KlY2gtX5gbA3Ny3zSod4+ gp26QQO8UwSa75Zf5NwdgY/ak44YmvVt3vZuTh/B+MTZvXY0m8bPDtwPGcGQ iYlCn2Z2zaR4t+MIbOo1j2vS7K6USlu2jyDihvKoFs1HmJJJF0qCR4KNRdtp jgwenO0blcD2ToLcnWZuYd/bo60SlETXrr1Cc5ag63+KUglUA7kaYpoL1j6n 4lIl2LR06ZkL/d5KDjRWj0mgiDvs0ElzU0bz37LsJXhBTB+F/aWfX6/70RYJ 1vc9sNhM72t4pWZT2YoYpYllxtM0K60rt5qJxfD+QTU3RO93Oe4e80mLGL8N zOtN0H5o1pSY7S0SY0M8l7OO9k9feXt3V5IYdVzf4OAEWj/z28/9AsSQfTfm 20f7zQ7Othtni2E67RceSefDozDD6aS+GFfCEokpnZ9AwQW3xSURZqUVwg10 3qLXJh9IHxKhXWNiZVcqQTIn4ZB2owiuFpadyXRer2XEBOTfFuG3hWWdd+kE RfzI40bnRZjS9jRqpPP/eCU0osZPBMXBk6q6K3R/4g7HdWwQIfvJzB5uDoGo 2jvRc16IOauw+UM36f5O7ksVvhKiVEtzf/Ztgj+NXC+F1wsRFa1aZ0b3USvY 8arqppD2K87ftpzg40Lb3OR4IT6Y/tKyt4Lg7wKrPA0fIT5k33y1UkVgu3Z3 8Q0LIRw7rumJeAQcjtldA12ara5uvt5C79c2lvWfP4aRsnck9V473f9PG2sy BcNgP0yf7qH/n0+2EEv7hmEUaXG5xwcJOrRdWn7PH0ZF4kWPXhlB6Gq248Ok Ydw8+8xl8XcCxlz/L8eODsNF1OBVoEHhvdCvGg3dh7GuLto5TI/C/wG2Dt+i "]], Line[CompressedData[" 1:eJwBkQFu/iFib1JlAgAAABgAAAACAAAA8dRrFXAJ2L/C1qg6IVb/v3iw7t8y 4te/ou/c81hO/7+1kXzsnaXXv1GQMo5UQv+/LlSYBXQs178Izvj1SSr/v8xE 34spDte/m3lD70Yk/79qNSYS3+/Wv3ARrcFDHv+/pxa0Hkqz1r9RT2zxPBL/ vyDZzzcgOta/sdp/eS36/r8SXgdqzEfVv+rjwxIHyv6/sE5O8IEp1b911oyQ AcT+v04/lXY3C9W/3tSk5fu9/r+LICODos7Uv0D0SRXwsf6/BOM+nHhV1L90 CBqH1pn+v/Znds4kY9O/vxj2mZtp/r/ZceUyfX7Rv40kMp8FCf6/ca2GgKld 0b+1gVpHeQL+vwnpJ87VPNG/nywGu+z7/b85YGppLvvQv/ehOQTT7v2/mU7v n9930L/PrkUZndT9v7NW8hmE4s6/4eDxJieg/b+0yRnODcjKv+Xo340RN/2/ t69oNiGTwr/kMiq8NGT8v2j7e9JKr5O/aJOmXhvD+r/svQfOkAtLP4PtjOVB gPq/kEjgPg== "]], Line[CompressedData[" 1:eJwBIQLe/SFib1JlAgAAACEAAAACAAAAqDskl9oNcz97o3Lfe3P6vxXWB2Si 3sw/BOH9vMiI97+m/SIj+wrWP3XeyB9C7fW/ao6dalSA3T/HXY3kv1D0v16w wu39y+I/94s8kmqE8r/B55+cgZLmP4o2Vhtqy/C/6r8zYCyq6j9I3MEg2e3t v0fG7mk+uuo/X0qibz7g7b+kzKlzUMrqP9IABNms0u2/Xtkfh3Tq6j8XW+hv pbftv9LyC668Kus/bmUUqgiC7b+5JeT7TKvrPzfP89arGO2/iIuUl22s7D9S mhe4zk3svydX9c6uru4/26Zg+VPX6r+8AoqYq73uPypuf2D9zOq/Uq4eYqjM 7j+yXMRersLqv34FSPWh6u4/rFDx2Cau6r/Ws5oblSbvP/eO+8hvheq/hBBA aHue7z/Keq2iUTXqv/FkxQAkR/A/xax+4taZ6b9PHhCa8DbxP4xPpf9Icui/ buEAVx0/8z928VwBQR7mv6pLJg+iJPU/xIov6dYP5L9JBqdRujL3P0Cesn2T 5eG/cqC+aT43+T+yzvcXy5zfv7jhCn0aGfs/J/qa48i/279ic7IaiiP9P8Pz yMQMlte/KayOs1EL/z+gEGOLFLfTvz3iAJHCdABACAoIdUrcz7+XFmgNJngB QPFvBjfoqce/gJ5phzVqAkB3qWvGJQbAv5vOmMaOcANA/9KL51EAr7+VDUdM e2IEQEVo85Men0+/We0kjg== "]], Line[CompressedData[" 1:eJwBcQOO/CFib1JlAgAAADYAAAACAAAAN7+FgFFqBEDQYfOTHp9PP+lhKBhZ YgVAsvbUHHPFrz+J/eoE3mYGQM7EvR+vKMA/uOxH7w5aB0BaR0zQndXHP6tL cMR1SAhAWPokUCdezz/QUsZeJksJQD/CpOdYx9M/hK229oI8CkC1SuY9FJzX P2mw1FMpQgtAjlKippzH2z/dBo2uezYMQPCqVEeost8/Fs0Q9AMmDUAS10eg lsnhP4E7wv7VKQ5AL5HRp17s4z96/Q0HVBwPQAUfB2fi+OU/0rND6o0REED6 Qc9GVVDoP4Y9tOWRExBAQ6h/uu9Z6D86xyThlRUQQELPu0+OY+g/otoF2J0Z EEDvXRcX2HboP3EByMWtIRBATwgDrp+d6D8QT0yhzTEQQP3qbkkM7Og/TupU WA1SEEAYooBl0IzpP8kgZsaMkhBAzMLx6FDi6j8k39EZbpQQQKuCufbA7Oo/ fp09bU+WEED/+kzgOPfqPzQaFRQSmhBAo4EjjUAM6z+gE8Rhl6EQQFKrgS+x Nus/eAYi/aGwEEAP07rfJY3rPyjs3TO3zhBACwCdi7xA7D+It1Wh4QoRQH1j ZbOow+0/YCLcXluNEUBMYo51ubLwP/+2LxsrBxJAufLEE7Rv8j+AA+nMlX4S QAANQbBaGfQ/GiQ5YSUAE0DdY9fiOtr1P3tuVvQKeRNAU/IVQlhz9z8gNmTI JnsTQEg5mTppevc/xP1xnEJ9E0A3FWekeYH3Pw6NjUR6gRNALVxtzpiP9z+i q8SU6YkTQI1OwI3Qq/c/yOgyNciaE0B5xp9DJuT3PxZjD3aFvBNA/Ks3sm5U +D+7Kh1Kob4TQCPtoP9uW/g/YPIqHr3AE0BQDRvRbmL4P6qBRsb0xBNAVDBm Am1w+D89oH0WZM0TQDt8LK1jjPg/ZN3rtkLeE0BS2rmXOsT4Pwml+Ype4BNA Eg3uZDPL+D+ubAdfeuITQKYVcL4r0vg/9/siB7LmE0BjOVQYG+D4P4oaWlch 7xNAi7o0dfT7+D8v4mcrPfETQH9gdLLpAvk/1Kl1/1jzE0Dact1/3gn5Px45 kaeQ9xNAwAYNzcYX+T/DAJ97rPkTQFR8wk26Hvk/aMisT8j7E0BISH9grSX5 PwyQuiPk/RNA8ke5BaAs+T+xV8j3//8TQE+15T2SM/k/WHWUvQ== "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwBoQNe/CFib1JlAgAAADkAAAACAAAAir1Cvv//779hs4R11Y0GwE7sa5js 8O+/wLdxcJSJBsARG5Vy2eHvvyEdoRhThQbAmHjnJrPD7796fClvz3wGwKYz jI9mh++/vgBlKcRrBsDBqdVgzQ7vv8eH9XOdSQbA+JVoA5sd7r/76o8+DAUG wGdujkg2O+y/CIxYOr56BcB+fiO+RSXov2OByf0SSATAWkBPPaVU5L//pJk9 Kh0DwGU4n1yvReS/ag3zE3MYA8BwMO97uTbkv6dn7pq6EwPAhiCPus0Y5L/D 95GrRQoDwLMAzzf23OO/AcD7aEv3AsAMwU4yR2Xjv8WJbJ4R0QLAvkFOJ+l1 4r8Zk3VnZoMCwMk5nkbzZuK/1f/TUXx+AsDUMe5l/VfivyLNUkWQeQLA6iGO pBE64r/BDDUqsm8CwBcCziE6/uG//rz+Et1bAsBwwk0ci4bhv9ZSMvLHMwLA I0NNES2X4L/K7tQJqeEBwKtgSpTyhuC/dl6utvvbAcAzfkcXuHbgv5eeK2ZK 1gHAQ7lBHUNW4L/B2o9w28oBwGMvNilZFeC/Un4jecmzAcBHNz6CCiffv9Fb QAa8hAHAWHI4iJUG37/1AjPhwX4BwGitMo4g5t6/PJTdycF4AcCIIyeaNqXe v1VsKhGvbAHAyA8QsmIj3r/JNUkQOlQBwEjo4eG6H92/576DA90hAcBYI9zn Rf/cvwMY7+9oGwHAaF7W7dDe3L8QVuCv6hQBwIjUyvnmndy/cE/98s0HAcDI wLMRExzcv7gnw60F7QDA2PutF577278ZTRaFMuYAwOg2qB0p29u/LALzyVDf AMAIrZwpP5rbv1zoZXde0QDASZmFQWsY278UXkTxo7QAwFrUf0f299q/eGVs E0KtAMBqD3pNgdfav0cYU+nIpQDAioVuWZeW2r/kaS2ziZYAwMpxV3HDFNq/ A5iDVJh2AMDarFF3TvTZv2vj3T89bgDA6udLfdnT2b/d0O8wtGUAwApeQInv ktm/quXxZwFUAMAamTqPenLZv3hGmxjJSgDAKtQ0lQVS2b/clVe9REEAwEpK KaEbEdm/hG0RBSAtAMDoOnAn0fLYv+wxpisUIwDAhiu3rYbU2L+Lo+UofRgA wCQc/jM8tti/CHs08DMNAMDDDEW68ZfYv6Yfl/D6AADAYv2LQKd52L/qRcpr zOb/vwDu0sZcW9i/+qF2nSfH/78BYmG3IUjYvzfsPXG8rv+/UXjZvg== "]], Line[CompressedData[" 1:eJwBkQFu/iFib1JlAgAAABgAAAACAAAA8dRrFXAJ2L/C1qg6IVb/v3iw7t8y 4te/ou/c81hO/7+1kXzsnaXXv1GQMo5UQv+/LlSYBXQs178Izvj1SSr/v8xE 34spDte/m3lD70Yk/79qNSYS3+/Wv3ARrcFDHv+/pxa0Hkqz1r9RT2zxPBL/ vyDZzzcgOta/sdp/eS36/r8SXgdqzEfVv+rjwxIHyv6/sE5O8IEp1b911oyQ AcT+v04/lXY3C9W/3tSk5fu9/r+LICODos7Uv0D0SRXwsf6/BOM+nHhV1L90 CBqH1pn+v/Znds4kY9O/vxj2mZtp/r/ZceUyfX7Rv40kMp8FCf6/ca2GgKld 0b+1gVpHeQL+vwnpJ87VPNG/nywGu+z7/b85YGppLvvQv/ehOQTT7v2/mU7v n9930L/PrkUZndT9v7NW8hmE4s6/4eDxJieg/b+0yRnODcjKv+Xo340RN/2/ t69oNiGTwr/kMiq8NGT8v2j7e9JKr5O/aJOmXhvD+r/svQfOkAtLP4PtjOVB gPq/kEjgPg== "]], Line[CompressedData[" 1:eJwBIQLe/SFib1JlAgAAACEAAAACAAAAqDskl9oNcz97o3Lfe3P6vxXWB2Si 3sw/BOH9vMiI97+m/SIj+wrWP3XeyB9C7fW/ao6dalSA3T/HXY3kv1D0v16w wu39y+I/94s8kmqE8r/B55+cgZLmP4o2Vhtqy/C/6r8zYCyq6j9I3MEg2e3t v0fG7mk+uuo/X0qibz7g7b+kzKlzUMrqP9IABNms0u2/Xtkfh3Tq6j8XW+hv pbftv9LyC668Kus/bmUUqgiC7b+5JeT7TKvrPzfP89arGO2/iIuUl22s7D9S mhe4zk3svydX9c6uru4/26Zg+VPX6r+8AoqYq73uPypuf2D9zOq/Uq4eYqjM 7j+yXMRersLqv34FSPWh6u4/rFDx2Cau6r/Ws5oblSbvP/eO+8hvheq/hBBA aHue7z/Keq2iUTXqv/FkxQAkR/A/xax+4taZ6b9PHhCa8DbxP4xPpf9Icui/ buEAVx0/8z928VwBQR7mv6pLJg+iJPU/xIov6dYP5L9JBqdRujL3P0Cesn2T 5eG/cqC+aT43+T+yzvcXy5zfv7jhCn0aGfs/J/qa48i/279ic7IaiiP9P8Pz yMQMlte/KayOs1EL/z+gEGOLFLfTvz3iAJHCdABACAoIdUrcz7+XFmgNJngB QPFvBjfoqce/gJ5phzVqAkB3qWvGJQbAv5vOmMaOcANA/9KL51EAr7+VDUdM e2IEQEVo85Men0+/We0kjg== "]], Line[CompressedData[" 1:eJwBcQOO/CFib1JlAgAAADYAAAACAAAAN7+FgFFqBEDQYfOTHp9PP+lhKBhZ YgVAsvbUHHPFrz+J/eoE3mYGQM7EvR+vKMA/uOxH7w5aB0BaR0zQndXHP6tL cMR1SAhAWPokUCdezz/QUsZeJksJQD/CpOdYx9M/hK229oI8CkC1SuY9FJzX P2mw1FMpQgtAjlKippzH2z/dBo2uezYMQPCqVEeost8/Fs0Q9AMmDUAS10eg lsnhP4E7wv7VKQ5AL5HRp17s4z96/Q0HVBwPQAUfB2fi+OU/0rND6o0REED6 Qc9GVVDoP4Y9tOWRExBAQ6h/uu9Z6D86xyThlRUQQELPu0+OY+g/otoF2J0Z EEDvXRcX2HboP3EByMWtIRBATwgDrp+d6D8QT0yhzTEQQP3qbkkM7Og/TupU WA1SEEAYooBl0IzpP8kgZsaMkhBAzMLx6FDi6j8k39EZbpQQQKuCufbA7Oo/ fp09bU+WEED/+kzgOPfqPzQaFRQSmhBAo4EjjUAM6z+gE8Rhl6EQQFKrgS+x Nus/eAYi/aGwEEAP07rfJY3rPyjs3TO3zhBACwCdi7xA7D+It1Wh4QoRQH1j ZbOow+0/YCLcXluNEUBMYo51ubLwP/+2LxsrBxJAufLEE7Rv8j+AA+nMlX4S QAANQbBaGfQ/GiQ5YSUAE0DdY9fiOtr1P3tuVvQKeRNAU/IVQlhz9z8gNmTI JnsTQEg5mTppevc/xP1xnEJ9E0A3FWekeYH3Pw6NjUR6gRNALVxtzpiP9z+i q8SU6YkTQI1OwI3Qq/c/yOgyNciaE0B5xp9DJuT3PxZjD3aFvBNA/Ks3sm5U +D+7Kh1Kob4TQCPtoP9uW/g/YPIqHr3AE0BQDRvRbmL4P6qBRsb0xBNAVDBm Am1w+D89oH0WZM0TQDt8LK1jjPg/ZN3rtkLeE0BS2rmXOsT4Pwml+Ype4BNA Eg3uZDPL+D+ubAdfeuITQKYVcL4r0vg/9/siB7LmE0BjOVQYG+D4P4oaWlch 7xNAi7o0dfT7+D8v4mcrPfETQH9gdLLpAvk/1Kl1/1jzE0Dact1/3gn5Px45 kaeQ9xNAwAYNzcYX+T/DAJ97rPkTQFR8wk26Hvk/aMisT8j7E0BISH9grSX5 PwyQuiPk/RNA8ke5BaAs+T+xV8j3//8TQE+15T2SM/k/WHWUvQ== "]]}, "Charting`Private`Tag#1"], {}}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1, 5}, {-3.940556599296917, 2.8049711369736743`}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1, 5}, {-3.940556599296917, 2.8049711369736743`}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[{{-0.9999998775510204, -3.940556599296917}, \ {-0.9981596924766423, -3.9386716372323836`}, {-0.996319507402264, \ -3.9367866380612533`}, {-0.9926391372535077, -3.9330165282128426`}, \ {-0.9852783969559951, -3.9254758611825142`}, {-0.9705569163609696, \ -3.9103927272500703`}, {-0.9411139551709189, -3.880219174518301}, \ {-0.8822280327908175, -3.8198422288430267`}, {-0.754549857487248, \ -3.688787413629198}, {-0.6353326985790873, -3.5662262752280545`}, \ {-0.5184541070867436, -3.4458734950754937`}, {-0.3916691850510331, \ -3.3150797015232283`}, {-0.3794025698494181, -3.302411059269318}}], Line[{{-0.3755760392371732, -3.298458586895177}, \ {-0.14511504322706312`, -3.0599146700220166`}, {-0.019223374459211767`, \ -2.9291502852651723`}, {0.0008253533415522574, -2.9082924147332117`}}], Line[CompressedData[" 1:eJwBYQGe/iFib1JlAgAAABUAAAACAAAAqDskl9oNcz9u9CcTBzwHwBXWB2Si 3sw/rwxva/VjBcCm/SIj+wrWP5diKEG8ZATAao6dalSA3T8P95OCnGkDwF6w wu39y+I/MPUBlvlXAsDB55+cgZLmP44dzGdoVwHA6r8zYCyq6j/AEmKCvz8A wCdX9c6uru4/b0pqJMpW/r9PHhCa8DbxPwza/UWXT/y/buEAVx0/8z9YhZPX tBf6v6pLJg+iJPU/nSAUDW0A+L9JBqdRujL3P7IWMzuotfW/cqC+aT43+T9W PLy2bW3zv7jhCn0aGfs/divBbLJD8b9ic7IaiiP9P78UrAPvv+2/KayOs1EL /z+vzVDRQTDpvz3iAJHCdABAYTcXx7ab5L+XFmgNJngBQJjvd0tdAd+/gJ5p hzVqAkDiXSthnzXVv5vOmMaOcANAK+dTkCKsxL+VDUdMe2IEQGmSBGmJI2W/ nbei+A== "]], Line[CompressedData[" 1:eJwBsQJO/SFib1JlAgAAACoAAAACAAAAN7+FgFFqBEAZjgRpiSNlP+lhKBhZ YgVALYcd/uouxT+J/eoE3mYGQCq6F495YtU/uOxH7w5aB0ArtfDioTjfP6tL cMR1SAhAZWaai0RO5D/QUsZeJksJQAqhCIisQ+k/hK229oI8CkDxPlpP8sbt P2mw1FMpQgtA9urlliFI8T/dBo2uezYMQA+XS1+FefM/Fs0Q9AMmDUDSqkw3 gpf1P4E7wv7VKQ5AdnGJ54Lb9z96/Q0HVBwPQM3ZVnWV8vk/0rND6o0REECB OESYrDD8P8kgZsaMkhBA/xlGvFpf/j+It1Wh4QoRQAU7Pw9dMgBAYCLcXluN EUCBgkHcE0kBQP+2LxsrBxJAQVRqR9RLAkCAA+nMlX4SQHjfMtVMSANAGiQ5 YSUAE0Dp/CI/ClkEQHtuVvQKeRNAGY2D8I9WBUAgNmTIJnsTQB+nCf35WgVA xP1xnEJ9E0C4yN34Y18FQA6NjUR6gRNA/Y2RvjdoBUCiq8SU6YkTQK7YD4Pe eQVAyOgyNciaE0BjIZv3KJ0FQBZjD3aFvBNAMfhux7HjBUC7Kh1Kob4TQO8j f80Z6AVAYPIqHr3AE0CIZ97DgewFQKqBRsb0xBNA1PqogVH1BUA9oH0WZM0T QFuYRELwBgZAZN3rtkLeE0DOlzfeKioGQAml+Ype4BNAt/nJ7JEuBkCubAdf euITQH1GJOz4MgZA9/siB7LmE0DEKk69xjsGQIoaWlch7xNANNpEqmFNBkAv 4mcrPfETQKRw5D/IUQZA1Kl1/1jzE0CriobGLlYGQB45kaeQ9xNASzzvpvte BkDDAJ97rPkTQKRBxABiYwZAaMisT8j7E0AeprhLyGcGQAyQuiPk/RNA/5TT hy5sBkCxV8j3//8TQPo0HLWUcAZArMQmEQ== "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwBIQLe/SFib1JlAgAAACEAAAACAAAAir1Cvv//779vwPo0v9rUv07sa5js 8O+/8LbagpLe1L8RG5Vy2eHvv+ieYoJn4tS/mHjnJrPD7792mMCbFurUv6Yz jI9mh++/5pFrXYn51L/BqdVgzQ7vvxmWk0/CGNW/+JVoA5sd7r/7tKHhi1jV v2dujkg2O+y/TGKLatPd1b9+fiO+RSXovwOyUIq4HNe/WkBPPaVU5L/whi4C DXTYv2U4n1yvReS/JsaBQbh52L9wMO97uTbkv4hbbfxmf9i/hiCPus0Y5L/4 3mP1zorYv7MAzzf23OO/NyrVZ8mh2L8MwU4yR2Xjv3Cp0Qhs0Ni/vkFOJ+l1 4r9ILCXEhzDZvyNDTREtl+C/D/ih8DT92b+rYEqU8obgvwGgty12BNq/M35H F7h24L8tWKwPvQvav0O5QR1DVuC/3Pjn5Fsa2r9jLzYpWRXgv8eXUszeN9q/ Rzc+ggon37+vFjSWAXTav0jo4eG6H92/GJBvWgDx2r9YI9znRf/cv6bzmMEI +dq/aF7W7dDe3L8ZqjESGAHbv4jUyvnmndy/IGbDn0sR27/IwLMRExzcvwrX XcQHMtu/SZmFQWsY278SVbZo33Tbv0pKKaEbEdm/QEII6G0A3L/oOnAn0fLY v7DVXpDTCNy/hiu3rYbU2L/AHbnNQBHcv8MMRbrxl9i/Cbk4QDIi3L8AYmG3 IUjYv2RaHfKzONy/G0wqoA== "]], Line[CompressedData[" 1:eJwVyX0wmwcAx3Evcc5CT73US21H2brZ6KYklM5L20OQbraitk5vql7G1prh qHdHnLc4QhUr6n0zr1Uq+sMosjUlEsMakjxPYsZWi6KrYt0f3/v88bX48hv/ MDUVFZXTr/rfDeFXhte05pFYaOXBYjyB3heaUb96ilDfdHLkwEyMTiZzI+Md ESocI99MeEsMpisnnk4VIZuu7vn8hBj55pZZ9XwhFBZ8I+MzYlCID6sTLwiR rdMSMB0pxnZ4PN8qdBYFjX+y6QNiLFyX26WkzuBCiHZ5+eUlXG/PSW+9NIMb jHmHkOglaK0e54tcZmDzd4MbPXEJTpejIm13pxGdr+t9hL2ESubT28sJ0xD5 6X7AGV5CT4DSJFvGh7JzFCNWy+idMuHrTPJAVu19HbW7DNLt88irOTx4urjK xygSGPR/T8FZHkZawt6QUCWIa7J0vjYyhXFJkcTJVAKHLJsWwf1JrPet16bR Jehzcc+saH8IZcjGdlqcBPc6ImgWpaNYy1PkUF5IsM14HvCj/yj2DRNTeWpS 2CtyE+h6r/6/adw7VCm6zZr7/UpGoJcd2FzyuhQ/5clPJRUPQ+cxxyvcQwrv ibHUJqMhTEzrt0WwpXi4R4BbzkVwWPih6ltSnLVXV5015KJ1Nub0WoMUbnXu WQf6gwhaK3i2PCAFLflBbpDuALxK7xY4yaWwOtHPfk3rLn7gqFizPGSoD/tt xpzVC/ue0IoVpgzm1dt6dM1eXFSvNYv7TIajWg6cUI0eeBPd1ke/k0GP6Krk qnaB6vbp4lybDGyTmUVBeieEs/27s/0ymNZK6IKDDnQZNu8dmpDhcNIll3df tmOOxrNmkDLs2wSeEz9rRUjZwuOTxwi8uMWZ0NpsgfkverkpdgS2NIXetH+a UaPYabU8Q2Bd+hGz+K9GFE0GGVeHEVhhFk8PrjVgjuUbmpxAQDb4yP+P1Tv4 tvG8z0wegQUOI9BdUQfHLO4xSicBoVreQgxZC23nzvytnwnULhfdsx+/DVFr 1E7OPIHCUtawYqgKoftDB2PqJLJjNMZd71dCtSfjY44piSTPzKmbfRUIuGHE YNqRiNhNFjA6StG5KQhcv0LCw3bsdx9+CZwXStjOqSRoo8a8ysVibD2yNhDd JLF6vPVJlXEBeDTqkfVeEtWFTk9rAljIMFIUjApInN+cUq0tywYt1lHZoSSh djHYoF6QDlfjjrL3DOWIShH5eVkkIX68b0d+So5pr+1Y35pYWAk1D69ckSP6 bdv36+yugmIdrFCWySF5+WC1sc0XPtRu51S+HNqfaPDZVB/XTEUxRa6vwH/c US0K "]], Line[CompressedData[" 1:eJwVlHs01HsXxsclkUKiKCW3IpwTyVRqtoqQW6goFUd1jnSP7jfUqVmSjspL cr/lSEPRxSUbb+nFHJEaL6Vm5vedHzPDaDoJBzOv949n7fVZzz9772etxyzi aOB+VQaDcWFK/58+MovUnlnRMNF8UO7cRiODo+Lo1XAVYi07bXlNNPp6Hjf1 uMKGDxMZQWGvaEwX8me6uydCNUdhJm6YYm1+dA5Jhut6NZWKWhqdXNEvI/Ie aH9IaXCooLHyPUt186oCqNTv//E8m0aPmvSLzdaF4BAV1OqdSWNP7o9RT+Mi EIZF+vPTaVQ5yhny+OcBMJZLI7X/RaOf1qJe99qH8LZdKT+QSOP3LMXHxTmP YR5lSDzP0pjU2fvMxLIKqHD90ttBNH5NNw+OK6qCT4e5QdoBNAZF/DYisq6G k5oTgqt+NBrJvzLL7GvA02rN03NeNObqqFetZ76E840i/+MwtY9lyu4VhfUQ eDnK9IYtjbKwmrCQF68gTP/j49PqNBrypu/L+8yF6nSt5YerRFg0aW4xPoMH c4psNtuvEaG4z5Xdbs2D+jJrk/BVIrR7t2ewcBMPeNrxtnedRfikKP35lnge dEp0pjNWiLDOX9+naIwHd2oDOmlbEXblqpwM6O+CS2GeHfKFItTcxG968Lob Wud819VQE6H3coXtRaobWtrOyiJURJg03yQ5UKUHwjMNHRuUBA2GgkMn1/ZA 38yiwbgJgovT3g4FVvbAD27rDoMfBFdL6owUeR/B5Y3M/JKYYFRSZtTW2F6Q Jtt7HukgWGH/i2ZFTi8M6Bs96nlLcIJrWTS7oRee1UeJPNsI3tIuFbSpfAZ+ +DreslaClezqEK8rn6El445A/TVBZXzXJta1L2Dn7tOjX0WwpYY926CJD96n nEyy8wgeuREVvpHHh7IrpWc9cwnOCfUpO0HzQUN/fvvf2QR3/aPr26EhgA3a O6O2ZBIcWpXKTvIQwIcY2GuWNnXfs0KlZrMAgionH5knEdxT3jg42SqEG6Hu DrnnCa61ujQx76MQyhglWzPOETROX63tKBFCHtvB4t5Zgu+vlFv/qkkB+NdW p54muDk4a2+bGwUJYJtZHE2QqTjbnfWSgr82/jZ33iGCej4Or6GMwKxbijSd PQRl9QOdO+oIqI32eKzeTbB1ZbEw+i8CtGqN5f5dBK+ZmjKKpQTWnmT51O+c +t+3mS561iJIvLvv0pVggv33+sv5OSIwD74tWxlAsKEvOyPuNg0pQodhhRtB cybHg59HwzaNuD7bKY6/VvuNVUGD0mkiPmQjQTerbs+JThrOs4J3lq8n2BSh P3zKsA8+x5RLg1kEub1XfQ+l9YF7YVrRUSZBO/s7oy3FffD4ItP1hjPBmxdy 822q+qC5I7O9YCVBvwV1Y3R3H6zeNBjUsYJgR8hI4S8L+mHtTUvmzOUEeZ0H FNuz+sHNWp0pWUrQ2eLMn085/VB7v/HL+yUEU09c22qA/fBWwl1dY0UwZHZ+ SceXfrh39E34OQuCH/0+bfcxE8PiL/vV6hZN5ZMlUXnoIAatxHWNcQsJZgyO lmptEIMNQyYGk6k8Ew3V3kSI4cnXLG6JMUF+s1/Z+oIp6+k5H2cDgq7Gu3fm VIrBYMyp/j/6BHMjD05TvhJD188X/LfOJhgxnR1aKxJDSYzewu06BEVuDdOZ SyUQwjHVYWgSlOCKcLsSCeCr2+WtYxR6NMkOsKolIL4fWkePUFjA/TN6S4sE Eo5OSEaHKdzTbXo9RiIBTmeZneo3Ct990+bULpOCY3bFjkIxhT+PNT1vWyOd 6qP54af6KExUxjXwN0vBqy/k2ToRhZtmjr5XPygFq7Z4BYdPYZUVGfd5KIWR wVVy4y4K59plTwurkUKmQUzE/fcUnnDcqXu8VQpawy739N9RaAft5ilSKVhW u1gLuRTmhNR69doOgFGvsFG9kUL2jbuph0sHwLc4+degEgpFyf65l2sHYJvS YMZPDyjckDbjYTJ3AEyMtdYo8imcKIitezowADe9bbZfzqTwWN0h0aTdILAO s4Km/UFhiNxtRdKjQTApv4U20RQuDR5u43BkEHHCVn+DI4W1qglpD1/KYK5m cZvjTxQGchZFFHNlwM4csjdZRuGlaZ7DuRIZnNJ1WthtRiGvIn1BypIh2PXJ 8OWkHoVX9Vwjz2cNwb/Xyg1UZUKU73vNsPT4Curj3GOn8oXov0gv/auzHASC 24GVSgHuEqj5zgY5sFzIH/wxAUYWjCgdPOQwxzHlg+Z3AcYu+7I/OlgO46HX S337BfjEmePw47QcRi63LCppF+Bcf5/m8Rdy2Gu8gK7KEeDny+xRDZdv0C5v XpPAEuARASN4IfwNft7RbKNoPpZ4L9HNsxwGnfKw38+096KXxoOAascRcFo3 7/jI/h48kVN3gMUcg1eNhFum1YUvBDMuzjcehyiHI2aMoU6MiH4yP8FiEpS6 Nvvu5rajTWlSRYC2EnRa404abWzFdUJGcmMMw9VI6qvIv/MaU+dGzlpyRsW1 g/mk5PdtiLFZB66vjFJ1jT/EjM3uqMT7bWlNScfUXDW8RcTtv/mYMsvD53yE umu8QXDCeks3/B9Sfi/8 "]], Line[CompressedData[" 1:eJwVUnlcTIsXH2mX5t65v6Ii1UupCCGUnKPJVEobiaJIUhTK1iJCpVJNMT1K 0mJ5KiGpRMvza5kkiTxC6713UOGHlCS9+f1xPudz/jjnux1d371uO2Q4HE6s tP7fl9bERrvukkV/wiNxlb4NfNg2Z/omXzn85FAsvOdxGRLG+2W7/OUxeeNC rxmcu1AxaPtZ1VMB+eatfM2zNVDosK/uoJ0iupSfDaw1r4enbg3eBg5KuHZ7 fuCQVzPE3CgbPrFCGaubT5i7XH0Kgbfa1xlZT8ErzlWO/O/PoVM+uTjSXAVP FNFejlovQb2FGJpsMBUPPH4+tGD5azhu+fD3CyNVHB45JxeW0QkR41MV1s/g Yn6a8J3Gxh7Qo/kGe3W4OHRk36vr3j3QLA5fnajPxVJtO/6yHT0wQ8SerJ3L xVdOSXtcQnugxriKM8+KiwWFR4OCk3pAdmPQTzlvLgoNyvjra3tAWPLoY/kl LsZsqNDKM+iFZ3f4/ckkgcNJJXdXDvRCnFUpm0YReC3bZAnxpRcsGvV709UI zCiV7+0c7oW813KvLmoQuHbam5hgmT4ImSSuv6FL4N6l73w3a/QB4eyY27KQ QJ55N2e3oA+c+tdvnOpGYGWMnuBFVh/IHKhfR64ncF2RHquS1wdl40uc1TYQ uPpEfOzKa32gTU4TzPQk0LSs7LDwdh98XNqxaJ4vgSUPZrWz9X2QFLuFuzaU QKelikdcP/ZBk45/Q9IZAi0FJqtOmdOg392msUdE4EHV7pZECxqOXrQKdv6T QP2wqoq4lTQs1lT7Dy+TQP5cI9+dAhpyqLpt53IJTDhtqv3InYYweb3x3FsE bp+4/UJ+Pw3P65JdTpYQ+OR+8N74QzSYnhzN9yslsOLZlMBJETQwE0/XGFYQ ONJ6za4jmgaX0WPni2oIDOI8CZ6VQsOcwc5F5U8IlNFoqP91lYaTBfanzj8l sLVUK/zzdRq6Au6+Dn9G4GQV5UkdRTSI2KTjK/4hUMMv4GRqCQ2cbsvWvzsJ 3PTizPy0Khq8Ll7Ty+8mMP7ncx+LWhrKvKhDMb0EWpzX2f76IQ1Br/pn2LIE xoWQX3830vCqLWPX40Epvi635XUbDYtS5apvfJLmMbDZxLKdhhSnEFL4Pyl/ e8MzZ/6hwabZrsJ1iMCOZPaywRsabtWNyL0ck+Zh027N0jTEl7vn9iqTuN+z 0uPRN6mfbQ7xAyok+uUmiZq+09Ddv2rvd1US+1JMTteM0GCubWqlRJEoCC3V SR2jgY6R71igRaJ5l11kowwDKdm/aixmkngqXzw1WpYBi4qvV21mkSjsH9mx QJ6B1IGuAxv/IFFkFDoWpsTASrdyItqExKgMVnKDy0D/7hsjCfNI9LZReTKH ZCA9Nr/r7HwSh418bmXxGBisEBZdWyTFOyJW3KfGQMasALtWSxLVqk1jmjQZ GBqcHq3tSKLPnP6/d+szkCPP3TnHicSblYcyEmYz4KAj52TmQuLhjpSxPAMG 8tZ90RKsl+rZY/pbPIcB58qm8uDN0nuuf6FkLgMFpyI+PwgicWBmZVDcYga2 6r319kom8ViQQ4CtNQMl+1ouWgtJtN5vLVLhMyBXU/3WKI3EC/u2erZJ5wKv XM8fIhJtN1n+3rRayk/kvyE9i0Rjwe6kQDsG4hW+rG0tJLHrXsAVoRMDtwbl rPiPSNQysGXcvBiQsRyJNH5MoiPjZmu4mQH3hPeV5BMS1b/rtv+Szj9nNy/r aSPRXf/pqUJvBmx8UhdHdZB4lBFQ030Z6b9ozi1/TyJuefHWLJCBibL5WiYK PMy4dNgoJYwBs6zhekUlHr7MmnwlKZwBv+NV+yTKPCTLZ9UmRTAgdnBoyFXl oVFG4pu0I9L8evxDpqvzMPudT+vNaAZ0lLMb5Wbz0C/TMd8ygQHconKgx5qH jGqc5M8LDIRaP9eutuHh+cHC4UdZDFw2zGy6IOChqqdiGSebAcWvhrM81vBQ jbqHITkMPI3jP2px5aHYzT7M/4rU71sROve38lB4Wvwu5yYD0ZM/PE4/ysOC /otGLvVSf2wspmRFS/mMDIS/bGAgNua0fd4JHsq637u6VcxAopxpQ3EcD89y 1FLDmhk4q7C/pjGFh57anWHVbQxcnTJ+ezSbh/cEi1xzuxhoochzW2p4yAaK 9CpGGdDUX75tNodCQYIb07qYBZuM2BFFGQrHpqRm55izEKz6LHlwMoWNW8sv hS5jofbHrso7ChTaxTWFaK5gwb8li7LmUtgrt8UsnM9CySFOg7c2ha5+l6lQ NxbWNDUan19B4YaTa2TsQ1iI3LNhSDmcwljx/r8cS1jQMfcTG0RS6OgrL7xc ykLdeEiWdRSFAw93lo6XsaCanGwTcZzCT9tWlt25z0JeYZ3oQwKFDzYsDDGt Z0H83myJOJNC6ztxuVtesaC+nXso9oFUz7Ds/MwJFu4bz1yTW02hZVh52DQZ CWz9aqxdVUthgEpBR7qsBAqOCxqG6qT7Hk1v05UkYJUTpe7XQqH9t0xxHiUB v86BMusuCpXV6/GzoQSUrowmevdQeMCuMzzKWALFQQo+EX0UHhltqlCZJ4GR MT2FEonUj5wffFMzCSRqenrofqZQVNwdGrVCAvP7dppYfaEwPq2higIJtF8/ OLHxG4XHRO7yhaskoL087VrqCIWDtXuT3gok8F/OpciiUQqfGHDEh+wlECAu chaPUVisyx8nHSWgklr5BzMu5Zuz0qTYSQK3PcQjExMUrusddXFwlcC/WFnN 5A== "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Line[{{-0.9999998775510204, -1.488156762814999}, \ {-0.9981596924766423, -1.4871433606953322`}, {-0.996319507402264, \ -1.4861297170016188`}, {-0.9926391372535077, -1.4841017011389381`}, \ {-0.9852783969559951, -1.4800427289585925`}, {-0.9705569163609696, \ -1.4719128060184357`}, {-0.9411139551709189, -1.455603239400245}, \ {-0.8822280327908175, -1.422769505337342}, {-0.754549857487248, \ -1.3504137287628426`}, {-0.6353326985790873, -1.2809871039463332`}, \ {-0.5184541070867436, -1.2104590771661408`}, {-0.3916691850510331, \ -1.1298241549583612`}, {-0.3794025698494181, -1.1217098390817606`}}], Line[CompressedData[" 1:eJwVxXtQywEAB/A1j27KYeY0iUbOcOVxs5V1FKHHas5jehhJoeKoc8cVSaU2 pOhBEq1TqSuZkqT6ZtJj7qbNQkTRa7+9fvOonPL843MfVtix7RFUCoWy5p// W7TRc47T3qKltPEoU/cFMZWpiWViNURman0qLKARS1Vd7mos0rc6Sx9b4BYa Feky3onvoSPq5EoL8gLI270nO6HpjNcG5FhQLfrKTPmsgtzVY8PqcAtqOpiq 6e1KsD7Rrl74RWLAY0/kwVQlBg1vyy9aSDDqbk2GlxLBgh2CpH4SJ0oW848/ 7cCyBbZnhR0k1iY739XUt4N/iYXwbBK17p5J1ypbcU4YKRWySTyqOsxlZSkw IEmin95sxqjvD1HFdgUqmhzYU3lmcIbSTvLoCrBq8x0S2GY8mF9a53/lKewc r8/k2phxTzq4Li6jGdVyqWP9SxN82loSSuY2QmkRq+7sNKH1Vz8achuQWrZK qPUywYszyerVnAa4+TnwCY4JHjLP5D+zn8AsEO5rZpjAjW9KC5z5GNFP3qyc /soIp5V1mdNoDzGm48ze6mNEUcQbtaOkBiWfX4Tt5RnheHOUzrOuwcJNI30+ S4ywp63NOTClGindm+S5FCPo/fK8Bis5ml39+ZoaAzKZ6neaxPsYntfKFskM mFfYx9P8qYJfCJFSkG7ArDix+4qJSlgrqFOjIwz47bx784fvZdBOXCwummXA zxs5bbRvd8FtS8wdGNdjxFrrw/1Simek/YkXg3oYP20LyDAVI0oVwoip06M7 x3e355AMB6gVCbsC9dBSpd1HBwrxY3mo7Od6PQp7Lz/iPL8Np6G5i62W6JGe JWkeasxHe2DvwjEzgcPj8Rrfqiy8nk8v8D5FYKNLy3s/1RXYkPqYsSACXIWd Mu9dBiQMvqt4HQFiaVlPvt0l+NvcaNzCJHAz3Y0sEEmw8WOwbeyoDsJvHVaF 2Sk41GZdkabWgRoUzCjSJOJ86ETAjHIdos50+Xuz4pAp7YoNOatDp/dorKAg FmG1g4v2b9PhCNtllWzNQQRNOhcsttehb6KJKC4XgBJ+X/S+Zxi2O6aoMm38 NuQ77/PquTqMv0AswxE= "]], Line[CompressedData[" 1:eJwVlHs01HsXxsclkUKiKCW3IpwTyVRqtoqQW6goFUd1jnSP7jfUqVmSjspL cr/lSEPRxSUbb+nFHJEaL6Vm5vedHzPDaDoJBzOv949n7fVZzz9772etxyzi aOB+VQaDcWFK/58+MovUnlnRMNF8UO7cRiODo+Lo1XAVYi07bXlNNPp6Hjf1 uMKGDxMZQWGvaEwX8me6uydCNUdhJm6YYm1+dA5Jhut6NZWKWhqdXNEvI/Ie aH9IaXCooLHyPUt186oCqNTv//E8m0aPmvSLzdaF4BAV1OqdSWNP7o9RT+Mi EIZF+vPTaVQ5yhny+OcBMJZLI7X/RaOf1qJe99qH8LZdKT+QSOP3LMXHxTmP YR5lSDzP0pjU2fvMxLIKqHD90ttBNH5NNw+OK6qCT4e5QdoBNAZF/DYisq6G k5oTgqt+NBrJvzLL7GvA02rN03NeNObqqFetZ76E840i/+MwtY9lyu4VhfUQ eDnK9IYtjbKwmrCQF68gTP/j49PqNBrypu/L+8yF6nSt5YerRFg0aW4xPoMH c4psNtuvEaG4z5Xdbs2D+jJrk/BVIrR7t2ewcBMPeNrxtnedRfikKP35lnge dEp0pjNWiLDOX9+naIwHd2oDOmlbEXblqpwM6O+CS2GeHfKFItTcxG968Lob Wud819VQE6H3coXtRaobWtrOyiJURJg03yQ5UKUHwjMNHRuUBA2GgkMn1/ZA 38yiwbgJgovT3g4FVvbAD27rDoMfBFdL6owUeR/B5Y3M/JKYYFRSZtTW2F6Q Jtt7HukgWGH/i2ZFTi8M6Bs96nlLcIJrWTS7oRee1UeJPNsI3tIuFbSpfAZ+ +DreslaClezqEK8rn6El445A/TVBZXzXJta1L2Dn7tOjX0WwpYY926CJD96n nEyy8wgeuREVvpHHh7IrpWc9cwnOCfUpO0HzQUN/fvvf2QR3/aPr26EhgA3a O6O2ZBIcWpXKTvIQwIcY2GuWNnXfs0KlZrMAgionH5knEdxT3jg42SqEG6Hu DrnnCa61ujQx76MQyhglWzPOETROX63tKBFCHtvB4t5Zgu+vlFv/qkkB+NdW p54muDk4a2+bGwUJYJtZHE2QqTjbnfWSgr82/jZ33iGCej4Or6GMwKxbijSd PQRl9QOdO+oIqI32eKzeTbB1ZbEw+i8CtGqN5f5dBK+ZmjKKpQTWnmT51O+c +t+3mS561iJIvLvv0pVggv33+sv5OSIwD74tWxlAsKEvOyPuNg0pQodhhRtB cybHg59HwzaNuD7bKY6/VvuNVUGD0mkiPmQjQTerbs+JThrOs4J3lq8n2BSh P3zKsA8+x5RLg1kEub1XfQ+l9YF7YVrRUSZBO/s7oy3FffD4ItP1hjPBmxdy 822q+qC5I7O9YCVBvwV1Y3R3H6zeNBjUsYJgR8hI4S8L+mHtTUvmzOUEeZ0H FNuz+sHNWp0pWUrQ2eLMn085/VB7v/HL+yUEU09c22qA/fBWwl1dY0UwZHZ+ SceXfrh39E34OQuCH/0+bfcxE8PiL/vV6hZN5ZMlUXnoIAatxHWNcQsJZgyO lmptEIMNQyYGk6k8Ew3V3kSI4cnXLG6JMUF+s1/Z+oIp6+k5H2cDgq7Gu3fm VIrBYMyp/j/6BHMjD05TvhJD188X/LfOJhgxnR1aKxJDSYzewu06BEVuDdOZ SyUQwjHVYWgSlOCKcLsSCeCr2+WtYxR6NMkOsKolIL4fWkePUFjA/TN6S4sE Eo5OSEaHKdzTbXo9RiIBTmeZneo3Ct990+bULpOCY3bFjkIxhT+PNT1vWyOd 6qP54af6KExUxjXwN0vBqy/k2ToRhZtmjr5XPygFq7Z4BYdPYZUVGfd5KIWR wVVy4y4K59plTwurkUKmQUzE/fcUnnDcqXu8VQpawy739N9RaAft5ilSKVhW u1gLuRTmhNR69doOgFGvsFG9kUL2jbuph0sHwLc4+degEgpFyf65l2sHYJvS YMZPDyjckDbjYTJ3AEyMtdYo8imcKIitezowADe9bbZfzqTwWN0h0aTdILAO s4Km/UFhiNxtRdKjQTApv4U20RQuDR5u43BkEHHCVn+DI4W1qglpD1/KYK5m cZvjTxQGchZFFHNlwM4csjdZRuGlaZ7DuRIZnNJ1WthtRiGvIn1BypIh2PXJ 8OWkHoVX9Vwjz2cNwb/Xyg1UZUKU73vNsPT4Curj3GOn8oXov0gv/auzHASC 24GVSgHuEqj5zgY5sFzIH/wxAUYWjCgdPOQwxzHlg+Z3AcYu+7I/OlgO46HX S337BfjEmePw47QcRi63LCppF+Bcf5/m8Rdy2Gu8gK7KEeDny+xRDZdv0C5v XpPAEuARASN4IfwNft7RbKNoPpZ4L9HNsxwGnfKw38+096KXxoOAascRcFo3 7/jI/h48kVN3gMUcg1eNhFum1YUvBDMuzjcehyiHI2aMoU6MiH4yP8FiEpS6 Nvvu5rajTWlSRYC2EnRa404abWzFdUJGcmMMw9VI6qvIv/MaU+dGzlpyRsW1 g/mk5PdtiLFZB66vjFJ1jT/EjM3uqMT7bWlNScfUXDW8RcTtv/mYMsvD53yE umu8QXDCeks3/B9Sfi/8 "]], Line[CompressedData[" 1:eJwVUnlcTIsXH2mX5t65v6Ii1UupCCGUnKPJVEobiaJIUhTK1iJCpVJNMT1K 0mJ5KiGpRMvza5kkiTxC6713UOGHlCS9+f1xPudz/jjnux1d371uO2Q4HE6s tP7fl9bERrvukkV/wiNxlb4NfNg2Z/omXzn85FAsvOdxGRLG+2W7/OUxeeNC rxmcu1AxaPtZ1VMB+eatfM2zNVDosK/uoJ0iupSfDaw1r4enbg3eBg5KuHZ7 fuCQVzPE3CgbPrFCGaubT5i7XH0Kgbfa1xlZT8ErzlWO/O/PoVM+uTjSXAVP FNFejlovQb2FGJpsMBUPPH4+tGD5azhu+fD3CyNVHB45JxeW0QkR41MV1s/g Yn6a8J3Gxh7Qo/kGe3W4OHRk36vr3j3QLA5fnajPxVJtO/6yHT0wQ8SerJ3L xVdOSXtcQnugxriKM8+KiwWFR4OCk3pAdmPQTzlvLgoNyvjra3tAWPLoY/kl LsZsqNDKM+iFZ3f4/ckkgcNJJXdXDvRCnFUpm0YReC3bZAnxpRcsGvV709UI zCiV7+0c7oW813KvLmoQuHbam5hgmT4ImSSuv6FL4N6l73w3a/QB4eyY27KQ QJ55N2e3oA+c+tdvnOpGYGWMnuBFVh/IHKhfR64ncF2RHquS1wdl40uc1TYQ uPpEfOzKa32gTU4TzPQk0LSs7LDwdh98XNqxaJ4vgSUPZrWz9X2QFLuFuzaU QKelikdcP/ZBk45/Q9IZAi0FJqtOmdOg392msUdE4EHV7pZECxqOXrQKdv6T QP2wqoq4lTQs1lT7Dy+TQP5cI9+dAhpyqLpt53IJTDhtqv3InYYweb3x3FsE bp+4/UJ+Pw3P65JdTpYQ+OR+8N74QzSYnhzN9yslsOLZlMBJETQwE0/XGFYQ ONJ6za4jmgaX0WPni2oIDOI8CZ6VQsOcwc5F5U8IlNFoqP91lYaTBfanzj8l sLVUK/zzdRq6Au6+Dn9G4GQV5UkdRTSI2KTjK/4hUMMv4GRqCQ2cbsvWvzsJ 3PTizPy0Khq8Ll7Ty+8mMP7ncx+LWhrKvKhDMb0EWpzX2f76IQ1Br/pn2LIE xoWQX3830vCqLWPX40Epvi635XUbDYtS5apvfJLmMbDZxLKdhhSnEFL4Pyl/ e8MzZ/6hwabZrsJ1iMCOZPaywRsabtWNyL0ck+Zh027N0jTEl7vn9iqTuN+z 0uPRN6mfbQ7xAyok+uUmiZq+09Ddv2rvd1US+1JMTteM0GCubWqlRJEoCC3V SR2jgY6R71igRaJ5l11kowwDKdm/aixmkngqXzw1WpYBi4qvV21mkSjsH9mx QJ6B1IGuAxv/IFFkFDoWpsTASrdyItqExKgMVnKDy0D/7hsjCfNI9LZReTKH ZCA9Nr/r7HwSh418bmXxGBisEBZdWyTFOyJW3KfGQMasALtWSxLVqk1jmjQZ GBqcHq3tSKLPnP6/d+szkCPP3TnHicSblYcyEmYz4KAj52TmQuLhjpSxPAMG 8tZ90RKsl+rZY/pbPIcB58qm8uDN0nuuf6FkLgMFpyI+PwgicWBmZVDcYga2 6r319kom8ViQQ4CtNQMl+1ouWgtJtN5vLVLhMyBXU/3WKI3EC/u2erZJ5wKv XM8fIhJtN1n+3rRayk/kvyE9i0Rjwe6kQDsG4hW+rG0tJLHrXsAVoRMDtwbl rPiPSNQysGXcvBiQsRyJNH5MoiPjZmu4mQH3hPeV5BMS1b/rtv+Szj9nNy/r aSPRXf/pqUJvBmx8UhdHdZB4lBFQ030Z6b9ozi1/TyJuefHWLJCBibL5WiYK PMy4dNgoJYwBs6zhekUlHr7MmnwlKZwBv+NV+yTKPCTLZ9UmRTAgdnBoyFXl oVFG4pu0I9L8evxDpqvzMPudT+vNaAZ0lLMb5Wbz0C/TMd8ygQHconKgx5qH jGqc5M8LDIRaP9eutuHh+cHC4UdZDFw2zGy6IOChqqdiGSebAcWvhrM81vBQ jbqHITkMPI3jP2px5aHYzT7M/4rU71sROve38lB4Wvwu5yYD0ZM/PE4/ysOC /otGLvVSf2wspmRFS/mMDIS/bGAgNua0fd4JHsq637u6VcxAopxpQ3EcD89y 1FLDmhk4q7C/pjGFh57anWHVbQxcnTJ+ezSbh/cEi1xzuxhoochzW2p4yAaK 9CpGGdDUX75tNodCQYIb07qYBZuM2BFFGQrHpqRm55izEKz6LHlwMoWNW8sv hS5jofbHrso7ChTaxTWFaK5gwb8li7LmUtgrt8UsnM9CySFOg7c2ha5+l6lQ NxbWNDUan19B4YaTa2TsQ1iI3LNhSDmcwljx/r8cS1jQMfcTG0RS6OgrL7xc ykLdeEiWdRSFAw93lo6XsaCanGwTcZzCT9tWlt25z0JeYZ3oQwKFDzYsDDGt Z0H83myJOJNC6ztxuVtesaC+nXso9oFUz7Ds/MwJFu4bz1yTW02hZVh52DQZ CWz9aqxdVUthgEpBR7qsBAqOCxqG6qT7Hk1v05UkYJUTpe7XQqH9t0xxHiUB v86BMusuCpXV6/GzoQSUrowmevdQeMCuMzzKWALFQQo+EX0UHhltqlCZJ4GR MT2FEonUj5wffFMzCSRqenrofqZQVNwdGrVCAvP7dppYfaEwPq2higIJtF8/ OLHxG4XHRO7yhaskoL087VrqCIWDtXuT3gok8F/OpciiUQqfGHDEh+wlECAu chaPUVisyx8nHSWgklr5BzMu5Zuz0qTYSQK3PcQjExMUrusddXFwlcC/WFnN 5A== "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwVlHs81Okex2dZrZdjlbak1Y1ZhrOpY1lmkTjWbSoiFEXWpUUlpAxedFSk tLRtcpfalMKyo9y29RmcdqV1ORqXubjMjMYQ5uzmdlae3/ntH8/reb3/+j6f 7+fzeQxDz/hEqDEYjJP0+eu+9vM/WylKhSVz35D3Sxh8z5mTBTP/VcF7m7Hl qSIGX9cgL14oVcF/g8JNUMDgF3AnTeo7VDC14LEr8hj8B5bXc09cUeGTfQtO nFwGv+3RQEi3jgpBzUMedy8y+Mt5kerFW+dgYJqnmxnF4H8dk+NubTeDxWKr wS/ZDH5aGrPVxViJ2P43l6MeUMg032GvrqdEp6V7Xsn3FL6RbGnhr1Hio71O C33lFEps9RrslJNg+f1au6eYQsui5g8WVZOYXs0MY92gsBAzV7rVYhJT3L5s h2QKp443py7YK3C7y+bSLS8KCToNKzxzBd5j8z9c3k8h5WdeUuw2BYLvNBwL 4lC4ZlB97g31Gqzy8EBzFwqVQ2Wnpe2vsWq4LVBuS0HudTmo2/01kosvDFWZ UAh09NpT4TsBjTahcpAiiGDfOVbrMoFdX9X6XF0liP2HKqXZegIi9XaWwwpB 5o7clm79CURO3bCoXSSoZ/TaLErkWO99rrR2lkC7zfMztwg5dnG6jS0kBJua y7y9/eVgmNbq6YgIjH6ciz3qJsdC25/vZocI2Hdzas+YyaH3rKO/4RU9P71n Z8GsDDY6Jj2nXxK0Onmyps7JkMrxNU35ieDFF2Wub0/IcEKW0nK9mUBgMRex eliGti6e2r1GgmnDnPu6tjJQlc2qoXp6vlqPoS2RYulC8FR8Na2n/cCW7Ewp Jp646ieUEaS0lNrlJUrxo/W+p50ltD7ebOCdSCkq6zhGRsUEpfe+KaznSGH8 q/+/5fkEXRe79SQ6UjwuSXx6/1sCpvMBXfP8cXzHszawyiSoCuHc+iNzHDL3 /u3PLxNYprltajo/DrPZj4eDLhE4NzttdfYfh+XBGYOH/yJ4OehQruk6jqbS 6Q+OXCA4NG/H7Pl8HHEZdZG6aQRhu63NAjaOo/gXXnBZCsGb/ZbV2zTGIYoI Co9PJlAIQoI7p8YQkDYNrySCNfv8okcrx+CWIT/LSiTQy/SKjcoag8D++4NG 5wlM2jzOz389ht4jjtdZ5wjcbBwuarHGsOQ87+FzluBIPDsrb80YXiRlRHHj CSJrPsvZoRiFdX4g83EcAVe581bV81G862jvnYwlyGKyiqwrRrHDLuClBc0F wYblbZdHoW7nnZh1hqCy0ODB/vBRhPV3fjETQ9Ak2Fg95DwK7YPMtCCaO9eu 44UyR7He+tRTyWmCYY5W06zaKNLrOvyjaVZmvN/KlY2gtX5gbA3Ny3zSod4+ gp26QQO8UwSa75Zf5NwdgY/ak44YmvVt3vZuTh/B+MTZvXY0m8bPDtwPGcGQ iYlCn2Z2zaR4t+MIbOo1j2vS7K6USlu2jyDihvKoFs1HmJJJF0qCR4KNRdtp jgwenO0blcD2ToLcnWZuYd/bo60SlETXrr1Cc5ag63+KUglUA7kaYpoL1j6n 4lIl2LR06ZkL/d5KDjRWj0mgiDvs0ElzU0bz37LsJXhBTB+F/aWfX6/70RYJ 1vc9sNhM72t4pWZT2YoYpYllxtM0K60rt5qJxfD+QTU3RO93Oe4e80mLGL8N zOtN0H5o1pSY7S0SY0M8l7OO9k9feXt3V5IYdVzf4OAEWj/z28/9AsSQfTfm 20f7zQ7Othtni2E67RceSefDozDD6aS+GFfCEokpnZ9AwQW3xSURZqUVwg10 3qLXJh9IHxKhXWNiZVcqQTIn4ZB2owiuFpadyXRer2XEBOTfFuG3hWWdd+kE RfzI40bnRZjS9jRqpPP/eCU0osZPBMXBk6q6K3R/4g7HdWwQIfvJzB5uDoGo 2jvRc16IOauw+UM36f5O7ksVvhKiVEtzf/Ztgj+NXC+F1wsRFa1aZ0b3USvY 8arqppD2K87ftpzg40Lb3OR4IT6Y/tKyt4Lg7wKrPA0fIT5k33y1UkVgu3Z3 8Q0LIRw7rumJeAQcjtldA12ara5uvt5C79c2lvWfP4aRsnck9V473f9PG2sy BcNgP0yf7qH/n0+2EEv7hmEUaXG5xwcJOrRdWn7PH0ZF4kWPXhlB6Gq248Ok Ydw8+8xl8XcCxlz/L8eODsNF1OBVoEHhvdCvGg3dh7GuLto5TI/C/wG2Dt+i "]], Line[CompressedData[" 1:eJwBkQFu/iFib1JlAgAAABgAAAACAAAA8dRrFXAJ2L/C1qg6IVb/v3iw7t8y 4te/ou/c81hO/7+1kXzsnaXXv1GQMo5UQv+/LlSYBXQs178Izvj1SSr/v8xE 34spDte/m3lD70Yk/79qNSYS3+/Wv3ARrcFDHv+/pxa0Hkqz1r9RT2zxPBL/ vyDZzzcgOta/sdp/eS36/r8SXgdqzEfVv+rjwxIHyv6/sE5O8IEp1b911oyQ AcT+v04/lXY3C9W/3tSk5fu9/r+LICODos7Uv0D0SRXwsf6/BOM+nHhV1L90 CBqH1pn+v/Znds4kY9O/vxj2mZtp/r/ZceUyfX7Rv40kMp8FCf6/ca2GgKld 0b+1gVpHeQL+vwnpJ87VPNG/nywGu+z7/b85YGppLvvQv/ehOQTT7v2/mU7v n9930L/PrkUZndT9v7NW8hmE4s6/4eDxJieg/b+0yRnODcjKv+Xo340RN/2/ t69oNiGTwr/kMiq8NGT8v2j7e9JKr5O/aJOmXhvD+r/svQfOkAtLP4PtjOVB gPq/kEjgPg== "]], Line[CompressedData[" 1:eJwBIQLe/SFib1JlAgAAACEAAAACAAAAqDskl9oNcz97o3Lfe3P6vxXWB2Si 3sw/BOH9vMiI97+m/SIj+wrWP3XeyB9C7fW/ao6dalSA3T/HXY3kv1D0v16w wu39y+I/94s8kmqE8r/B55+cgZLmP4o2Vhtqy/C/6r8zYCyq6j9I3MEg2e3t v0fG7mk+uuo/X0qibz7g7b+kzKlzUMrqP9IABNms0u2/Xtkfh3Tq6j8XW+hv pbftv9LyC668Kus/bmUUqgiC7b+5JeT7TKvrPzfP89arGO2/iIuUl22s7D9S mhe4zk3svydX9c6uru4/26Zg+VPX6r+8AoqYq73uPypuf2D9zOq/Uq4eYqjM 7j+yXMRersLqv34FSPWh6u4/rFDx2Cau6r/Ws5oblSbvP/eO+8hvheq/hBBA aHue7z/Keq2iUTXqv/FkxQAkR/A/xax+4taZ6b9PHhCa8DbxP4xPpf9Icui/ buEAVx0/8z928VwBQR7mv6pLJg+iJPU/xIov6dYP5L9JBqdRujL3P0Cesn2T 5eG/cqC+aT43+T+yzvcXy5zfv7jhCn0aGfs/J/qa48i/279ic7IaiiP9P8Pz yMQMlte/KayOs1EL/z+gEGOLFLfTvz3iAJHCdABACAoIdUrcz7+XFmgNJngB QPFvBjfoqce/gJ5phzVqAkB3qWvGJQbAv5vOmMaOcANA/9KL51EAr7+VDUdM e2IEQEVo85Men0+/We0kjg== "]], Line[CompressedData[" 1:eJwBcQOO/CFib1JlAgAAADYAAAACAAAAN7+FgFFqBEDQYfOTHp9PP+lhKBhZ YgVAsvbUHHPFrz+J/eoE3mYGQM7EvR+vKMA/uOxH7w5aB0BaR0zQndXHP6tL cMR1SAhAWPokUCdezz/QUsZeJksJQD/CpOdYx9M/hK229oI8CkC1SuY9FJzX P2mw1FMpQgtAjlKippzH2z/dBo2uezYMQPCqVEeost8/Fs0Q9AMmDUAS10eg lsnhP4E7wv7VKQ5AL5HRp17s4z96/Q0HVBwPQAUfB2fi+OU/0rND6o0REED6 Qc9GVVDoP4Y9tOWRExBAQ6h/uu9Z6D86xyThlRUQQELPu0+OY+g/otoF2J0Z EEDvXRcX2HboP3EByMWtIRBATwgDrp+d6D8QT0yhzTEQQP3qbkkM7Og/TupU WA1SEEAYooBl0IzpP8kgZsaMkhBAzMLx6FDi6j8k39EZbpQQQKuCufbA7Oo/ fp09bU+WEED/+kzgOPfqPzQaFRQSmhBAo4EjjUAM6z+gE8Rhl6EQQFKrgS+x Nus/eAYi/aGwEEAP07rfJY3rPyjs3TO3zhBACwCdi7xA7D+It1Wh4QoRQH1j ZbOow+0/YCLcXluNEUBMYo51ubLwP/+2LxsrBxJAufLEE7Rv8j+AA+nMlX4S QAANQbBaGfQ/GiQ5YSUAE0DdY9fiOtr1P3tuVvQKeRNAU/IVQlhz9z8gNmTI JnsTQEg5mTppevc/xP1xnEJ9E0A3FWekeYH3Pw6NjUR6gRNALVxtzpiP9z+i q8SU6YkTQI1OwI3Qq/c/yOgyNciaE0B5xp9DJuT3PxZjD3aFvBNA/Ks3sm5U +D+7Kh1Kob4TQCPtoP9uW/g/YPIqHr3AE0BQDRvRbmL4P6qBRsb0xBNAVDBm Am1w+D89oH0WZM0TQDt8LK1jjPg/ZN3rtkLeE0BS2rmXOsT4Pwml+Ype4BNA Eg3uZDPL+D+ubAdfeuITQKYVcL4r0vg/9/siB7LmE0BjOVQYG+D4P4oaWlch 7xNAi7o0dfT7+D8v4mcrPfETQH9gdLLpAvk/1Kl1/1jzE0Dact1/3gn5Px45 kaeQ9xNAwAYNzcYX+T/DAJ97rPkTQFR8wk26Hvk/aMisT8j7E0BISH9grSX5 PwyQuiPk/RNA8ke5BaAs+T+xV8j3//8TQE+15T2SM/k/WHWUvQ== "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwBoQNe/CFib1JlAgAAADkAAAACAAAAir1Cvv//779hs4R11Y0GwE7sa5js 8O+/wLdxcJSJBsARG5Vy2eHvvyEdoRhThQbAmHjnJrPD7796fClvz3wGwKYz jI9mh++/vgBlKcRrBsDBqdVgzQ7vv8eH9XOdSQbA+JVoA5sd7r/76o8+DAUG wGdujkg2O+y/CIxYOr56BcB+fiO+RSXov2OByf0SSATAWkBPPaVU5L//pJk9 Kh0DwGU4n1yvReS/ag3zE3MYA8BwMO97uTbkv6dn7pq6EwPAhiCPus0Y5L/D 95GrRQoDwLMAzzf23OO/AcD7aEv3AsAMwU4yR2Xjv8WJbJ4R0QLAvkFOJ+l1 4r8Zk3VnZoMCwMk5nkbzZuK/1f/TUXx+AsDUMe5l/VfivyLNUkWQeQLA6iGO pBE64r/BDDUqsm8CwBcCziE6/uG//rz+Et1bAsBwwk0ci4bhv9ZSMvLHMwLA I0NNES2X4L/K7tQJqeEBwKtgSpTyhuC/dl6utvvbAcAzfkcXuHbgv5eeK2ZK 1gHAQ7lBHUNW4L/B2o9w28oBwGMvNilZFeC/Un4jecmzAcBHNz6CCiffv9Fb QAa8hAHAWHI4iJUG37/1AjPhwX4BwGitMo4g5t6/PJTdycF4AcCIIyeaNqXe v1VsKhGvbAHAyA8QsmIj3r/JNUkQOlQBwEjo4eG6H92/576DA90hAcBYI9zn Rf/cvwMY7+9oGwHAaF7W7dDe3L8QVuCv6hQBwIjUyvnmndy/cE/98s0HAcDI wLMRExzcv7gnw60F7QDA2PutF577278ZTRaFMuYAwOg2qB0p29u/LALzyVDf AMAIrZwpP5rbv1zoZXde0QDASZmFQWsY278UXkTxo7QAwFrUf0f299q/eGVs E0KtAMBqD3pNgdfav0cYU+nIpQDAioVuWZeW2r/kaS2ziZYAwMpxV3HDFNq/ A5iDVJh2AMDarFF3TvTZv2vj3T89bgDA6udLfdnT2b/d0O8wtGUAwApeQInv ktm/quXxZwFUAMAamTqPenLZv3hGmxjJSgDAKtQ0lQVS2b/clVe9REEAwEpK KaEbEdm/hG0RBSAtAMDoOnAn0fLYv+wxpisUIwDAhiu3rYbU2L+Lo+UofRgA wCQc/jM8tti/CHs08DMNAMDDDEW68ZfYv6Yfl/D6AADAYv2LQKd52L/qRcpr zOb/vwDu0sZcW9i/+qF2nSfH/78BYmG3IUjYvzfsPXG8rv+/UXjZvg== "]], Line[CompressedData[" 1:eJwBkQFu/iFib1JlAgAAABgAAAACAAAA8dRrFXAJ2L/C1qg6IVb/v3iw7t8y 4te/ou/c81hO/7+1kXzsnaXXv1GQMo5UQv+/LlSYBXQs178Izvj1SSr/v8xE 34spDte/m3lD70Yk/79qNSYS3+/Wv3ARrcFDHv+/pxa0Hkqz1r9RT2zxPBL/ vyDZzzcgOta/sdp/eS36/r8SXgdqzEfVv+rjwxIHyv6/sE5O8IEp1b911oyQ AcT+v04/lXY3C9W/3tSk5fu9/r+LICODos7Uv0D0SRXwsf6/BOM+nHhV1L90 CBqH1pn+v/Znds4kY9O/vxj2mZtp/r/ZceUyfX7Rv40kMp8FCf6/ca2GgKld 0b+1gVpHeQL+vwnpJ87VPNG/nywGu+z7/b85YGppLvvQv/ehOQTT7v2/mU7v n9930L/PrkUZndT9v7NW8hmE4s6/4eDxJieg/b+0yRnODcjKv+Xo340RN/2/ t69oNiGTwr/kMiq8NGT8v2j7e9JKr5O/aJOmXhvD+r/svQfOkAtLP4PtjOVB gPq/kEjgPg== "]], Line[CompressedData[" 1:eJwBIQLe/SFib1JlAgAAACEAAAACAAAAqDskl9oNcz97o3Lfe3P6vxXWB2Si 3sw/BOH9vMiI97+m/SIj+wrWP3XeyB9C7fW/ao6dalSA3T/HXY3kv1D0v16w wu39y+I/94s8kmqE8r/B55+cgZLmP4o2Vhtqy/C/6r8zYCyq6j9I3MEg2e3t v0fG7mk+uuo/X0qibz7g7b+kzKlzUMrqP9IABNms0u2/Xtkfh3Tq6j8XW+hv pbftv9LyC668Kus/bmUUqgiC7b+5JeT7TKvrPzfP89arGO2/iIuUl22s7D9S mhe4zk3svydX9c6uru4/26Zg+VPX6r+8AoqYq73uPypuf2D9zOq/Uq4eYqjM 7j+yXMRersLqv34FSPWh6u4/rFDx2Cau6r/Ws5oblSbvP/eO+8hvheq/hBBA aHue7z/Keq2iUTXqv/FkxQAkR/A/xax+4taZ6b9PHhCa8DbxP4xPpf9Icui/ buEAVx0/8z928VwBQR7mv6pLJg+iJPU/xIov6dYP5L9JBqdRujL3P0Cesn2T 5eG/cqC+aT43+T+yzvcXy5zfv7jhCn0aGfs/J/qa48i/279ic7IaiiP9P8Pz yMQMlte/KayOs1EL/z+gEGOLFLfTvz3iAJHCdABACAoIdUrcz7+XFmgNJngB QPFvBjfoqce/gJ5phzVqAkB3qWvGJQbAv5vOmMaOcANA/9KL51EAr7+VDUdM e2IEQEVo85Men0+/We0kjg== "]], Line[CompressedData[" 1:eJwBcQOO/CFib1JlAgAAADYAAAACAAAAN7+FgFFqBEDQYfOTHp9PP+lhKBhZ YgVAsvbUHHPFrz+J/eoE3mYGQM7EvR+vKMA/uOxH7w5aB0BaR0zQndXHP6tL cMR1SAhAWPokUCdezz/QUsZeJksJQD/CpOdYx9M/hK229oI8CkC1SuY9FJzX P2mw1FMpQgtAjlKippzH2z/dBo2uezYMQPCqVEeost8/Fs0Q9AMmDUAS10eg lsnhP4E7wv7VKQ5AL5HRp17s4z96/Q0HVBwPQAUfB2fi+OU/0rND6o0REED6 Qc9GVVDoP4Y9tOWRExBAQ6h/uu9Z6D86xyThlRUQQELPu0+OY+g/otoF2J0Z EEDvXRcX2HboP3EByMWtIRBATwgDrp+d6D8QT0yhzTEQQP3qbkkM7Og/TupU WA1SEEAYooBl0IzpP8kgZsaMkhBAzMLx6FDi6j8k39EZbpQQQKuCufbA7Oo/ fp09bU+WEED/+kzgOPfqPzQaFRQSmhBAo4EjjUAM6z+gE8Rhl6EQQFKrgS+x Nus/eAYi/aGwEEAP07rfJY3rPyjs3TO3zhBACwCdi7xA7D+It1Wh4QoRQH1j ZbOow+0/YCLcXluNEUBMYo51ubLwP/+2LxsrBxJAufLEE7Rv8j+AA+nMlX4S QAANQbBaGfQ/GiQ5YSUAE0DdY9fiOtr1P3tuVvQKeRNAU/IVQlhz9z8gNmTI JnsTQEg5mTppevc/xP1xnEJ9E0A3FWekeYH3Pw6NjUR6gRNALVxtzpiP9z+i q8SU6YkTQI1OwI3Qq/c/yOgyNciaE0B5xp9DJuT3PxZjD3aFvBNA/Ks3sm5U +D+7Kh1Kob4TQCPtoP9uW/g/YPIqHr3AE0BQDRvRbmL4P6qBRsb0xBNAVDBm Am1w+D89oH0WZM0TQDt8LK1jjPg/ZN3rtkLeE0BS2rmXOsT4Pwml+Ype4BNA Eg3uZDPL+D+ubAdfeuITQKYVcL4r0vg/9/siB7LmE0BjOVQYG+D4P4oaWlch 7xNAi7o0dfT7+D8v4mcrPfETQH9gdLLpAvk/1Kl1/1jzE0Dact1/3gn5Px45 kaeQ9xNAwAYNzcYX+T/DAJ97rPkTQFR8wk26Hvk/aMisT8j7E0BISH9grSX5 PwyQuiPk/RNA8ke5BaAs+T+xV8j3//8TQE+15T2SM/k/WHWUvQ== "]]}, "Charting`Private`Tag#1"], {}}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1, 5}, {-3.940556599296917, 2.8049711369736743`}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, {Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Frame->{{False, False}, {False, False}}, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->All, ImageSize->{595., Automatic}, Method->{ "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, PlotRange->{{-1, 5}, {-3.940556599296917, 2.8049711369736743`}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.05], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.908961850255053*^9, 3.908961894718499*^9}, 3.908964918128897*^9, 3.90896536731945*^9, 3.927208542410543*^9}, CellLabel->"Out[5]=",ExpressionUUID->"b61fdba8-e6cc-4e49-8ada-29b397873cb1"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Plot", "[", RowBox[{ RowBox[{"Evaluate", "[", RowBox[{ RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"Re", "[", SubscriptBox["q", "11"], "]"}], ",", RowBox[{"Re", "[", SubscriptBox["q", "22"], "]"}]}], "}"}], "/.", RowBox[{"s1", "[", RowBox[{"[", "2", "]"}], "]"}]}], "/.", "testparams"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Lambda]", ",", RowBox[{"-", "1"}], ",", "5"}], "}"}], ",", RowBox[{"WorkingPrecision", "->", "20"}]}], "]"}]], "Input", CellChangeTimes->{{3.908962898235958*^9, 3.908962913156293*^9}}, CellLabel->"In[6]:=",ExpressionUUID->"de157c7b-b709-4e1e-8df1-e3e28f52b43f"], Cell[BoxData[ GraphicsBox[ InterpretationBox[{ TagBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], LineBox[{{-0.9999998775510204, -0.13762921123959704`}, \ {-0.9981596924766423, -0.13770766021306138`}, {-0.996319507402264, \ -0.13778621157438717`}, {-0.9926391372535077, -0.1379436223879897}, \ {-0.9852783969559951, -0.13825968291601204`}, {-0.9705569163609696, \ -0.13889681256415162`}, {-0.9411139551709189, -0.1401915415776846}, \ {-0.8822280327908175, -0.14286655650219973`}, {-0.754549857487248, \ -0.1490982481019447}, {-0.6353326985790873, -0.1555344402030519}, \ {-0.5184541070867436, -0.16254510294504526`}, {-0.3916691850510331, \ -0.1711280507455069}, {-0.3794025698494181, -0.17202274324157726`}}], LineBox[CompressedData[" 1:eJwB8QEO/iFib1JlAgAAAB4AAAACAAAA8NRrFXAJ2L8CU9hGEg7Gv3GthoCp XdG/1IaqVMcax78J6SfO1TzRvwb4WotOIMe/OWBqaS770L9FZ4++aCvHv5lO 75/fd9C/fu43Ac1Bx7+zVvIZhOLOvzJ2Cnlbb8e/tMkZzg3Iyr/7e13Vys3H v+RAXGlmhsq/VO53DtrTx78UuJ4Ev0TKv/tKqUPu2ce/dKYjO3DByb+gb7HQ JebHvzWDLajSusi/QJshx9L+x7+2PEGCl63Gv50o4o4vMci/t69oNiGTwr/1 JSTxYJrIv/ZK+FasUsK/kRsgAAyhyL805od3NxLCv4KkMd+9p8i/shynuE2R wb9ggWxsNrXIv66J5Tp6j8C/O0rGhH3QyL9Jx8R+phe9v/hCtJR8CMm/xv3j v7yWvL8lsI6BoQ/Jv0Q0AwHTFby/3CWEI88Wyb9AoUGD/xO7v6L6MCpFJcm/ Nnu+h1gQub/dFK8boULJvyQvuJAKCbW//RblW0Z/yb+iZdfRIIi0v/qjpQMO h8m/IJz2EjcHtL/42zD34Y7JvxsJNZVjBbO/rooWHLCeyb8S47GZvAGxv8hm Awjwvsm//i1XRd30qb/KIJYpbALKv2j7e9JKr5O/FrsRST2cyr/svQfOkAtL P5d9WgCkKcu/Uh0HzA== "]], LineBox[CompressedData[" 1:eJwV1Hk0lO0bB3CUbcge1dumiERZkkpcyDtS1hIT4U0USiGV0yJLi1+LCC8p ky0tpDItmiZXNLSQ0HieFFIn66xGyhJ+z/vHfZ7zOef+47mv+3t/9UMObg2T k5GRuUKt/763bQ1yPs86BLwd45wsvwacTSiGFnU1Ar44dWHGsSYsnVyydIJG gLFMqUKGSzMO9DmkNhsT4MYdc5re0oymrUHCm3QCLDKuR0V7NWNlad5Tr2QC 6N49VwN2NGO1p5Zb6RgBNofrirfva0ayUPawdz8J13qizb9cbkYlenf9rbp2 UJ93eqfTl2aMTMuP9EnshDLHidp1J1qQZbZLiVXQCW+qTjHFSS34p9GgVLOm E67GG/fcOdeCl1XKvzXJdoFl+gR3RWYLPkplM1xTukDoE/J32N0WnE4m6fZn v0JBxFVRZXsLvnueqqlT3w1ZrpfiebatGPSgVjjZ8B0+BPfy29U+Yk3fjetJ V3ohXUp7NvyWh0tsKly6i3rh7KVRg48tPEw+y5Has3qheG6ZD6udh86G7Zv+ fOyFS1rLnA8P8LA+RGvkyOw+OGmkPz6m1IaNnafd9+f2QdbmwWHCpQ2JjxFT vsx+sPEK69F91YZrlsbfeVzRDxZFfFreuzbMiT3ro4P9oK1/9OTs1jZkaBbf bfnaD1sq1PqGu9vwi0eHr5v+AJgGygqcp9qw+63HfceSAVjHOsLuXUOgw9xA /4JHAyDHvVH/yo7AwvB98tPcARhhH9me6UxgiGJqAKdnAFIC955W2kpgj3ON oo3RILBj9sx03E/gIFr9Y3p3EJ4FrTK/nk+gS70owp49CNaV/zYFFBNY0njn kNe7QdjuvMlM+Q6BQe2LzsUNDsL6z+Yapo8IbJWqVHBM+KCw1Ur3wlsCV43V P21azwcbGfr2h00EXpxOqunezAf9kmGvVx8JpKuO8mbu44OyHrvkTieBzwx/ TLiV8eHe8o2exyQE6prekA9+zoeYQ50/R38SGGvprx7TwIfeGrPvu8YINIXm Jdl8PhhvXKkklSWxgMFx7VwhgCU+5RuUtEicDDq6TWwrgLpgt7dts0n0D7MM lHUTQA/33uuLc0nUib0dbbhfADOT6V1PFpOYeiErJ6pcAOoZ9/3HzUjsyfAs PMURgLlhzhYtCxKdcmllGY0CMKxJPqy9msQ/JYnVjwUCKOSkp7SsI3FHme2b 138EYO9SGJe2gcQnD3+1tKsK4WlufNVqIDG6en/PpKkQnEa54XbOJL7nGonV 7YRQucRCeoNOoknD91F9dyFMMKyVBJtI/EEyVOlRQhjMExs5upPo2KWtyzgp hKngTzs3e5LI/NG0KPKSEBw/3Yiz8yaRMeRslXZPCCcCLj765kPi49/TGwpe CCG1arVOpi+JWlNseuV7IWQaFtetZJB4cOYRL26nEO6kj/Q92kFiI83CnxAK 4Sbt7DXDABKXawp2908KwTjsi2zSThLP6t2KGp8lAteRq3avA0l0MFiQtHCl CBx3L6jT+YfEfJNP583tRTC3wyZg/i4Sx80zs5w8RFB7zzVAPYREPxsPpk+Q CGZIygVCyo/slG/vOSCC5pXJNlW7SdR05j6MTxBBWWtR6IFQEg9sPvX8fJoI ponMfI0wEt95ra+7zhRBfku86g3KRn4jTRUVIphyV+yYu4dEjtz53LIXIjiu NvLlGOWtFQtDbjeKwDiBp91AuX8Ha8XNLyJYCZG3aHtJTJDfNFI4KAJzXj17 HWWdhx3VzDERrPphH8ugfHdnTOo1JTGMsXdL91B2UFLYmqsnhm0Kf4LDKBOs vL+yl4lh4MOfr9so7w9e1ZNhLYZBVnKOJWU5FW5FmrMYFvs0lMlSzn3CiL+w TQwLFFc51VD/YxYidEwNEYP2q3mJMZRrZyWrnIkRQ+VG2gUtyoxnum1JiWKI iUxOLaHOKwotYyZcFkP8JxWmEeXTGg7hx5li8K4xG7pGzWseh2cRf08MR0fC b8lSfrA3YiKOIwbeUqteBjVfuvYUN6ZBDGre0tZCav4d1VfSDnwWQ2nK6JUO 6r5iI40Y+wbEwCo+tUWZspIuRz98VAz6l27qG1P3m/ck9rO5igT4rCL2hiAS w1Tt4L6WBJ6ylV5bUnkwD1EsMZsnAYV0g9N/UXmpn3U9ymS5BB4LawvrqHwN hdbJGLhIQCP7OCORyieHfTmsyEMCl02Y7erbqHxp+L9b7CsBnUXXjTOpPM/n iDIXhEngeUIA+7AHiZu05xjppUjg95yHYRUuJGpHfL+QfV4CiUxTje6/Seyq LpdoX5GAC388W4F6X3GRjmyNQmq/msxjSweqH2oi3WkoAS1zdzZtLYn79Kwr U+slsFhO9nmvNYlroqZ1FZsk0MdZfaXKinoPc7K6Z3RKYJo3Zmu/isTRgy8O TY5LYEmgqJJnSKLnQo08yZohiFru20nXJHHntxnumjAErnlvvLaqkRhe8nva wmUI7Eo6OrapkJho8jXskN8QdPnxq9fJk1i5psLi19Eh0O400ckapfrO0+3t RNUQJD1doJBP9WHXqdRRBVsp8JtGH3MKqX52OlFmtFEKn9wUNGupfv4tHx20 aYsU0k19m19eJVDjoh/3fwFSWJFp+uFuBkH11bJ01RNSkJSrKFglEVj6gGuk 9UIKxAvhOsNgAg98k/FbAMPwYHxNB02PQL2j3yJY9GGoPLFW+YEWgS9Va0+4 egyDT5zE01uNQK21KUWHA4fhVw7TN1WewCdp8qL3x4ehusT6yNvhNpy0pZ1J qBqGqSbjyYIPbXjxX23WV4ufkCxfNNF7ug3vblmmXmQwAn3PAzaf7+Ohq8It b7blb9jj5hDhduwjxhZUR9jbjIGp98nlvnKtWPWNdnLe3Ako8VDJ7spvxpBD lfPOL50E1feb65TXNuHy8jSWt8o0bN+xMVo5tgHtvstk1MbJOLSErPDJevcG c3TDZy2Ll3WwmX/G30K2HhOZEeesI+UcLEPdlPoTXuG1ptz6tOgZDsXuob5P Pr/E7FkubsdDZjpY7d1uKunm4P8BVz/d1w== "]], LineBox[CompressedData[" 1:eJwBsQJO/SFib1JlAgAAACoAAAACAAAAN7+FgFFqBEAOuUCpp7i8v+lhKBhZ YgVA1PZdvMGot7+J/eoE3mYGQCvZXVMJFLK/uOxH7w5aB0CiAmCs9xipv6tL cMR1SAhAcKuN2vZBm7/QUsZeJksJQKdD6ofh0FC/hK229oI8CkBMTw3v5IGY P2mw1FMpQgtAHk636nakqj/dBo2uezYMQN+0lUuXRLQ/Fs0Q9AMmDUDo9uto gki7P4E7wv7VKQ5AnKzSHWKQwT96/Q0HVBwPQCWp3BRkWcU/0rND6o0REEAD S885cp/JP8kgZsaMkhBATc+O0NsOzj+It1Wh4QoRQDXMcEdUONE/YCLcXluN EUCX7dMEtKDTP/+2LxsrBxJA2vOSMpvO1T+AA+nMlX4SQEWNHalb4dc/GiQ5 YSUAE0DIS089yxTaP3tuVvQKeRNAnvSXGJoa3D8gNmTIJnsTQAV8146UI9w/ xP1xnEJ9E0BqZeuZjizcPw6NjUR6gRNAVm/UcIE+3D+iq8SU6YkTQPSFSjFi Ytw/yOgyNciaE0CxtkN2EKrcPxZjD3aFvBNAa820pyM53T+7Kh1Kob4TQNdL /L0RQt0/YPIqHr3AE0C6tE15/0rdP6qBRsb0xBNA8vfX4Nlc3T89oH0WZM0T QP+24H+KgN0/ZN3rtkLeE0BQ7OBd28fdPwml+Ype4BNAYWXF+MPQ3T+ubAdf euITQJmqfz+s2d0/9/siB7LmE0A4cA7Se+vdP4oaWlch7xNAj3ybFhcP3j8v 4mcrPfETQNr1ORv9F94/1Kl1/1jzE0AJ2s3O4iDePx45kaeQ9xNA/M9YRK0y 3j/DAJ97rPkTQLyzDweSO94/aMisT8j7E0BQqTt6dkTePwyQuiPk/RNA2vs6 nlpN3j+xV8j3//8TQJlTa3M+Vt4/HNdCHA== "]]}, Annotation[#, "Charting`Private`Tag#1"]& ], TagBox[ {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" 1:eJwBgQJ+/SFib1JlAgAAACcAAAACAAAAir1Cvv//778at1XpqBfIv07sa5js 8O+/r2Iycb0cyL8RG5Vy2eHvv7yefoDUIci/mHjnJrPD7791nxQ+CizIv6Yz jI9mh++/NsCZcpRAyL/BqdVgzQ7vv7uEabUlasi/+JVoA5sd7r8YKSPgS7/I v2dujkg2O+y/c4YnSzNyyb9+fiO+RSXov8bU4lLKI8u/hi0gPAMW6L8Nv+UF pSrLv43cHLrABui/wbodAYQxy7+cOha2O+jnvxHRPONOP8u/uvYIrjGr57/X B2ndGFvLv/Vu7p0dMee/VMEq/oGTy79sX7l99Tzmv6dvemLNB8y/WkBPPaVU 5L9nnFORjP/Mv2U4n1yvReS/8rse8nsHzb9wMO97uTbkv9L7wt5wD82/hiCP us0Y5L++CM53ax/Nv7MAzzf23OO/NthycaQ/zb8MwU4yR2Xjv3mJxfUrgc2/ vkFOJ+l14r80+aP2xwjOvyNDTREtl+C/OOCguiIsz7+rYEqU8obgv9DunfqG Ns+/M35HF7h24L/LLIx09EDPv0O5QR1DVuC//7J4U+tVz79jLzYpWRXgv5O3 3nJKgM+/Rzc+ggon37/n6tlp3NbPv0jo4eG6H92/mxF0BeVF0L9YI9znRf/c v+iaEDO7S9C/aF7W7dDe3L8A0K4dl1HQv4jUyvnmndy/COzZVGBd0L/IwLMR Exzcv7/ZMX45ddC/SZmFQWsY278bVs3DEKbQv0pKKaEbEdm/X+2v1qoM0b/o OnAn0fLYv7S1IULeEtG/hiu3rYbU2L8DlyoUGBnRv8MMRbrxl9i/7tZEH58l 0b8AYmG3IUjYv9xXBERINtG/7+Ndcw== "]], LineBox[CompressedData[" 1:eJwVzX081AcAx3FEdtlUxmtIHmKJhnDoQdMpEbl62aK88tDMYzNlQp5GZyLz NE6sa450WAmLMk/fiDyMyz383INzhES2NOx4cc3aH5/X+8+P0VdRXsFKCgoK lPf971v+Ra1LJCFWgpr1vz/KgYa/asSgK4HqwKDnuRMc1FOpb9PMCITb6lLu veKA6kSPdVAjIH9jtXX4DQfZhsa0CjYfOqlX1W3fcaA89Tkj/gwfK5OJfwTq ciELjWWbBPFgrSEdivTmQnT5pU1yCgcey6foywQXl2szUmv83n9VadnrUi5I c6ZswpED8+iVta2zXBwIjAi3XB9Gv6Bv7sIaF6XUhbLxuGEUe8fUPzDg4aH3 ok76JBuiK4c3aUbyMD1EbpIw2Zi3D89WjeNB0yXutF0AG4zgAZpaGg8xtvKM mdEhjPm3s1zoPJC3bV52Iwahp1n5aVYHD439OuyP+gYwM0ZV/kGTj+kj58ND MgYQnOb8lGHAh2bzL8o4NgDl+zLdfnM+YljGhy519qOF1CMMpPBhR7Oo5rb0 YT/TTUqP4uORI+XazdpnKL4XtTtsmI/HdWH2RoVdkCgcogtZBGTuq973vbpA 1p+QqzcRIM9cj3PQ6EKRUWhW2FMCv+lVNXsWdOJKb7x25gSBB1kvDybkPYE8 vo+dpzeCE73dKaxP2qGROkQqZIzg2bsptBW3oTxa9Xxo7QiOkTcp8rTa8HWR zty3HSM4Uk6hbXzcioBzil/ufDEC+8SO62e3/Q5jRmH2LjMBTKya87eQmiAo U98d2SNARbCAY5jZiItFy5+5iQUwZMg0HFQb0VRSdThuQYAdJDt6kMpDHErz dZXqCqEx1VDaptiAhkFWvV2sEPk6HDE3tR5+vjeqtXKF0GVOOHA36pBUMV4Q zhJie4Kf4155LaK6GXtoQiH+tfBxGVuuga/27A3royKs/UzvJS1Voy/Z2yQo QIR/VPkn7P+uwt4JFuGcJMKfL05T8/66i+PkFYP9zSK8ouYNt85XosRmR0qI QITJ1iGv2bk7kDV0SmNWRBDR3X0oM+V4Xq7TEXNQDL5Slihymoml+QXXHD8x mOO5j8k9ZTjDzezhp4mRU5j5ZKb9Fvx3mcddYIuRHqnS49RSis3Krwdfy8RI cL3WX/LoJkg+Zg0WRqMIW0/kutcVgiDtVGtJHIWzZfeoB7sA9brJ/tY1o7Dv 0h4oFefBdjFqQ080ijnTGskt7R/hcPZOo1RNAkbOgYXb3pkQ7yu6ukyR4NRS vyKzKB2NGUSQSpIESud8NSu4qVit1D++0iJBRDLh6WaUALnpFqaWwhiG3WTR J29Ho6auM8Pfcwzf7LHcV24TAhV7I4EVawwT8o65u7+eRF+L4Xcm26X48AsV dr6ah1NN7uIHqz9J8R9O5Ey0 "]], LineBox[CompressedData[" 1:eJwBgQJ+/SFib1JlAgAAACcAAAACAAAATO4jl9oNcz8sZ1qEo/DfvwCuATJJ wYQ/bSkeOhrZ379NSHEfR4OIP7EX5kc50d+/muLgDEVFjD/udB4iWMnfv5oL 4HOg5JE/r68YO5W53780QL9OnGiZP5TwrPkMmt+/tNQ+Ako4pD9qMDN88lrf v0e7mn3JKKU/jZ8BOQ5T37/aofb4SBmmP8IFAL8pS9+/AW+u70f6pz93KLIl YDvfv04JHt1FvKs/HE7gV8ob37/0nv7bIKCxP/xx+h2U3N6/jtPdthwkuT9s RSqU+13ev/CaIleBprk/14M5+WRV3r9TYmf35Si6P0zXBRXOTN6/GPHwN68t uz9jZYVvnzvev6EOBLlBN70/KqXOpj4Z3r/aJJVdM6XAP/PzHtJu1N2/7l+7 X1i4xD/91cmYk0rdvxXWB2Si3sw/lFZTmtg13L+m/SIj+wrWP/1LrY3JLNq/ ao6dalSA3T8r4l/NoibYv16wwu39y+I/R1ekdmjo1b/B55+cgZLmP5nSWDEK wNO/6r8zYCyq6j/EKvYw+1XRvydX9c6uru4/jC2fkNT8zb9PHhCa8DbxP6o0 n49D3Mm/buEAVx0/8z/ZN19pTJ7Fv6pLJg+iJPU/TugHdtzRwb9JBqdRujL3 PzfDWx+srru/cqC+aT43+T9dxp2NZh20v7jhCn0aGfs/MRYXYwyJqr9ic7Ia iiP9P4yXOhj4WJi/KayOs1EL/z8xI8dgfXhXPz3iAJHCdABAzL3rroK3mT+X FmgNJngBQDkBsBS6Wak/gJ5phzVqAkDjW2GQMCyyP5vOmMaOcANAxPVVOkrJ tz+VDUdMe2IEQAq5QKmnuLw/Vqs+Vg== "]], LineBox[CompressedData[" 1:eJwVlHlYTdsbx1Oa65x1ztZwU2m+FKVBpvK+aJATKSGlkBQ5VGRIoiiS0rmF e1Ap5xoikSm/SHOiQac6eyc0XLco3ORGN/3Sb//+2M96Ps96nnft9Xm/6zUO jvDZKi8nJ3eV/f6/zi1LivcOn4w2YWtmful+Av2bp+uuD1bEraf1lngNlMPJ 8YHJnaFK+EbszvBTquDRJ/dBjr8yvrg4oVHPrYWbgsjqvctU8Kmw12Uipw6a fWqDLASqKJt7b+a5uHpIvPXw+1EnNcz8bPpyi1MTbL/TtnrGEnXs2RoacT+3 Gd4qpRXGOmqgAH4mW6i1gHYjGVaw0MSSJrE/CWuFhIWVP2UzOHg9r/C7m7QN ksPffb80i4PycUUBAXQbiM5PHtxuy0HjytLXO1+3Qe6IW9f4PA4ePjBZN623 Dcrv1ZeZL+NgWfLNj/dG20Bupix+bygHO9//YZxjLIPD+h/ktSQcNHjOSy6J kMFxgepY51X2vIFLk09Ey+D0Qct/rt/gYGHsO9mqGBnktAvfOd3loOIy2u/N URmUnhmqCqng4FUXiXrLWRn8V2Ms8X4XB+9KCuxsH8vg4Limsq8+F+833alO UKDB5N1SiwgjLrpZnatxU6Ghvi7GNcWMizZ97quVNWnQP9N7rHwmF6UOhW8P atNQZlkqN8uZi0+2ehlZzqBhsp/wh2IQF1O8PF2zVtCQfvfF5+JLXPymuqvf P4OGeWI5zVYJu6/0vWL3ORq64xxn/n2NrX/FUT7xAg12HpfDze5wcazbNiTj Mg1tXTHvReVctFPY4rrhLg16mjN6tvdwseS8mo2omYaqr0FySb1cXLB6f6t9 Gw3C9jPTcvu5qPiaG/KSoaFUIhdED3ExXvm/nZ87aZhtINxpPIkg0chbWPOJ hpZ7SwfSeAR3RMetrFZi4Ljz/d7fKII6pUGG9aoMLHhm1nNWi+DgPc2NdRoM XO5QbM/+hWBpwMCDK3wGoibV1dwyJtguVJ//wYABs1PzKopMCYbPi+ddMmKg fUr+kwfmBL32Z6wVmDKA01Pulc4gOGdeQ9ax6QwQL8+8RluClh1rFkXYMVDd /iRLak9w6pi3pNGBgQPBs8SyOQTXnSpbazSXge69nPS38wmqT/D4lxcycDur +dDnxQS3ur2W8F0YCLZYfGBoKcFtj1KXcd0Y0L5TtOebK0GnfxMUJtwZOFyV ET7uQfC453XdYgEDKwd8/TR92P/JVLNL8mFAPrpmNc+XrX+zclzLl4GH43O8 tNYS/LnJMF28hgFDno6bgT/ByNK+1bv9GGi5cGKx8QaC5Q5GNs/Xs/7M/nUy DyI4wM+exgtg4PPcV/azggmu2MWk7glkILfCw8Y2hGDCn1a304IY8BWUWM4J Jbj50aiteCMDKjJLi/nbCA6XHnyfsYmBJ0EXjZ3DCbZeeZgXt5mByA/qBouF BHvHT9j5BbO+dx/Sdd1FMDMib4fJFtb32CfKI5KgSJBp+Ibl1KRA7ordrN8t Uv2kENY/t0nNO5rgLNv/zDXYysCweJHSmn0EHXzF+AfL101uT1p/gODCDfdU 9EIZCCiYNr7hIEHHz56bD7PMcRT9u+kQweXzbk2VslxZJjcccpigfeMMVX4Y A/s8oga3xROcWTNrDFm2bO0ZEB4lWLhsSVUgy50bfPoiEwmqRunYb2M5o6+y J/o4wZLjafqbWHaLtH97IJmtn/3U25XlH6OS9kMpBKekqVzRYbnw2JS2+FR2 X6DTT7PnB2smvUw8TXB27uCXoyxr//7tRbKIoMvCH+lTWX5uFFqbmkHwpRn3 Qi57P7Mu6S+7zhCs1MrX1Wf5cLbzTq9zBGt9VF2Os35eBeSXzxazeZp2drST 9eegpzWFf4FgkraljgXL6e3xYf9cJLgp6tfYANb/wLlPJW3ZBMOS9k8+wvYn l6re/HsewblGNxVFbD/HpDYPDkgI7jXfsyiO7fda0UUV/ysEgxfuMPRj86Ch uee2fj7BrlhRIO3PQFh9p/zPGwS7VdKPxbB5qjy5fG1XAUF5+X2dqmzeDiiZ jOfdISjI9HkxxOaztTpt1bG7BHucNs7wWM2A9bFRSch9gsnPxevTvBn4a6J5 +a+PCD6ctEH2egUD8NQpR6WEoHvP1ZFeNv8XDl0f6n/M+oopFr/xYGDV6BFx QRl7v6cO/HRXBm4Wf/yYVkFQL2t3/fKlDCjtWwcRVawvb+uar8jm86t1n+0z gsa6VgJlJwamf3prX9xEMEdnvGCxLQPHbnicEDcTHPWeKQyyZvu/7UFHTAv7 nvTdHcOsGDjTm5rgRBP8kV076GTOgFzXwpcVbwkqX/eMHdVh85d9zUTSRVAt ZLnq/insewyg9iX2ELw9zbWjmzDsvBvQd+8l+Mj+VmIMO6/apefDGz4RtB1P Na0YpcFepPj01t8E9UV+f13+RsPplVG89C/sfCpYdT5qiAaX+mWPvIcJrnqg FUh/oOFO9YgiM0YwIj3GtIKmIbl4TV6PGg+LPihsw9s0OEgFyR81eBj55YFl Rj4NXQOLI75xeDjLSChtltDgaGjtrErxMCTQ8ruWmIZ3iUqvZk/lYbPwlHXd ERoW+RSTeCsebv/j1mMtTxqGP+nGG3ry8GvVSvWmDhlsMnkTFJDGw9CPlfUd 79pg4qHNVCtlPq4XbDBKMGkFu6zvNSqqfNxeMWaqo98KIQmlkX1qfMxjokKL tFqhTiCozePwcaO1+e2vKq0g6g6N0tXm45mRl/uvD7aAkVrOM0VzPlq0m5zr KW0BDNSI7l7CR2EkpZwc2ALxCv0NZw/zkSwzvOGSLwV5lwXqWfF8zLgqHx0h kUJS4imPy0f5+H7IoConWwopita1hcf56Nlh2q2WIYVM5T1lz07z8e7oxRzd WClcVR8vGs3h45XdJ3YorZRCI8X7PbCMj8+tars0RppBz2z+ZnM5Cqtr15xq 822G2F1rh9ViKGyfdynyZ2YTGDmG1FnEUmj2W7jh9lNNUD0elbUkjsJXWJf9 6mgTcNLSXA4mUKiev2qkPqoJLt+sPtN/kkJlr9nB37yaoO6D3Zy6CxRe25h5 fo1mE2hv4e5LekLh0kU3hMapjfDY0mB53lMKnT16QxckNsKmr5aGpeUUWtVp RPsdaoQbCW61w9UUWuzcWyQRNoJzbpx2SCOF0zfeMNm3ohFC3n58uKSTwuQj Pu5KpBFUr4ymBHVTqLlu4NtOlUYoFCpvPPgnhU9F00M65BphZMxE+W4fhdqS mh0VQw2Qoue/zniQQtsK95xnrQ1g82eYlfMQhTv8r5b7NjRAW/7eCb9/KOzP Lontq24Aw/m/XRONUFiyRTNf52EDVMldii0YpbDUvodXXNgA2+oKvOrGKNRx OCsXcK0BNEQlpn+NU7jrZGKkQm4DFK2rG5mYoFCvkwTeETfA/wAh/qr8 "]]}, Annotation[#, "Charting`Private`Tag#2"]& ], {}}, {}}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[{{-0.9999998775510204, -0.13762921123959704`}, \ {-0.9981596924766423, -0.13770766021306138`}, {-0.996319507402264, \ -0.13778621157438717`}, {-0.9926391372535077, -0.1379436223879897}, \ {-0.9852783969559951, -0.13825968291601204`}, {-0.9705569163609696, \ -0.13889681256415162`}, {-0.9411139551709189, -0.1401915415776846}, \ {-0.8822280327908175, -0.14286655650219973`}, {-0.754549857487248, \ -0.1490982481019447}, {-0.6353326985790873, -0.1555344402030519}, \ {-0.5184541070867436, -0.16254510294504526`}, {-0.3916691850510331, \ -0.1711280507455069}, {-0.3794025698494181, -0.17202274324157726`}}], Line[CompressedData[" 1:eJwB8QEO/iFib1JlAgAAAB4AAAACAAAA8NRrFXAJ2L8CU9hGEg7Gv3GthoCp XdG/1IaqVMcax78J6SfO1TzRvwb4WotOIMe/OWBqaS770L9FZ4++aCvHv5lO 75/fd9C/fu43Ac1Bx7+zVvIZhOLOvzJ2Cnlbb8e/tMkZzg3Iyr/7e13Vys3H v+RAXGlmhsq/VO53DtrTx78UuJ4Ev0TKv/tKqUPu2ce/dKYjO3DByb+gb7HQ JebHvzWDLajSusi/QJshx9L+x7+2PEGCl63Gv50o4o4vMci/t69oNiGTwr/1 JSTxYJrIv/ZK+FasUsK/kRsgAAyhyL805od3NxLCv4KkMd+9p8i/shynuE2R wb9ggWxsNrXIv66J5Tp6j8C/O0rGhH3QyL9Jx8R+phe9v/hCtJR8CMm/xv3j v7yWvL8lsI6BoQ/Jv0Q0AwHTFby/3CWEI88Wyb9AoUGD/xO7v6L6MCpFJcm/ Nnu+h1gQub/dFK8boULJvyQvuJAKCbW//RblW0Z/yb+iZdfRIIi0v/qjpQMO h8m/IJz2EjcHtL/42zD34Y7JvxsJNZVjBbO/rooWHLCeyb8S47GZvAGxv8hm Awjwvsm//i1XRd30qb/KIJYpbALKv2j7e9JKr5O/FrsRST2cyr/svQfOkAtL P5d9WgCkKcu/Uh0HzA== "]], Line[CompressedData[" 1:eJwV1Hk0lO0bB3CUbcge1dumiERZkkpcyDtS1hIT4U0USiGV0yJLi1+LCC8p ky0tpDItmiZXNLSQ0HieFFIn66xGyhJ+z/vHfZ7zOef+47mv+3t/9UMObg2T k5GRuUKt/763bQ1yPs86BLwd45wsvwacTSiGFnU1Ar44dWHGsSYsnVyydIJG gLFMqUKGSzMO9DmkNhsT4MYdc5re0oymrUHCm3QCLDKuR0V7NWNlad5Tr2QC 6N49VwN2NGO1p5Zb6RgBNofrirfva0ayUPawdz8J13qizb9cbkYlenf9rbp2 UJ93eqfTl2aMTMuP9EnshDLHidp1J1qQZbZLiVXQCW+qTjHFSS34p9GgVLOm E67GG/fcOdeCl1XKvzXJdoFl+gR3RWYLPkplM1xTukDoE/J32N0WnE4m6fZn v0JBxFVRZXsLvnueqqlT3w1ZrpfiebatGPSgVjjZ8B0+BPfy29U+Yk3fjetJ V3ohXUp7NvyWh0tsKly6i3rh7KVRg48tPEw+y5Has3qheG6ZD6udh86G7Zv+ fOyFS1rLnA8P8LA+RGvkyOw+OGmkPz6m1IaNnafd9+f2QdbmwWHCpQ2JjxFT vsx+sPEK69F91YZrlsbfeVzRDxZFfFreuzbMiT3ro4P9oK1/9OTs1jZkaBbf bfnaD1sq1PqGu9vwi0eHr5v+AJgGygqcp9qw+63HfceSAVjHOsLuXUOgw9xA /4JHAyDHvVH/yo7AwvB98tPcARhhH9me6UxgiGJqAKdnAFIC955W2kpgj3ON oo3RILBj9sx03E/gIFr9Y3p3EJ4FrTK/nk+gS70owp49CNaV/zYFFBNY0njn kNe7QdjuvMlM+Q6BQe2LzsUNDsL6z+Yapo8IbJWqVHBM+KCw1Ur3wlsCV43V P21azwcbGfr2h00EXpxOqunezAf9kmGvVx8JpKuO8mbu44OyHrvkTieBzwx/ TLiV8eHe8o2exyQE6prekA9+zoeYQ50/R38SGGvprx7TwIfeGrPvu8YINIXm Jdl8PhhvXKkklSWxgMFx7VwhgCU+5RuUtEicDDq6TWwrgLpgt7dts0n0D7MM lHUTQA/33uuLc0nUib0dbbhfADOT6V1PFpOYeiErJ6pcAOoZ9/3HzUjsyfAs PMURgLlhzhYtCxKdcmllGY0CMKxJPqy9msQ/JYnVjwUCKOSkp7SsI3FHme2b 138EYO9SGJe2gcQnD3+1tKsK4WlufNVqIDG6en/PpKkQnEa54XbOJL7nGonV 7YRQucRCeoNOoknD91F9dyFMMKyVBJtI/EEyVOlRQhjMExs5upPo2KWtyzgp hKngTzs3e5LI/NG0KPKSEBw/3Yiz8yaRMeRslXZPCCcCLj765kPi49/TGwpe CCG1arVOpi+JWlNseuV7IWQaFtetZJB4cOYRL26nEO6kj/Q92kFiI83CnxAK 4Sbt7DXDABKXawp2908KwTjsi2zSThLP6t2KGp8lAteRq3avA0l0MFiQtHCl CBx3L6jT+YfEfJNP583tRTC3wyZg/i4Sx80zs5w8RFB7zzVAPYREPxsPpk+Q CGZIygVCyo/slG/vOSCC5pXJNlW7SdR05j6MTxBBWWtR6IFQEg9sPvX8fJoI ponMfI0wEt95ra+7zhRBfku86g3KRn4jTRUVIphyV+yYu4dEjtz53LIXIjiu NvLlGOWtFQtDbjeKwDiBp91AuX8Ha8XNLyJYCZG3aHtJTJDfNFI4KAJzXj17 HWWdhx3VzDERrPphH8ugfHdnTOo1JTGMsXdL91B2UFLYmqsnhm0Kf4LDKBOs vL+yl4lh4MOfr9so7w9e1ZNhLYZBVnKOJWU5FW5FmrMYFvs0lMlSzn3CiL+w TQwLFFc51VD/YxYidEwNEYP2q3mJMZRrZyWrnIkRQ+VG2gUtyoxnum1JiWKI iUxOLaHOKwotYyZcFkP8JxWmEeXTGg7hx5li8K4xG7pGzWseh2cRf08MR0fC b8lSfrA3YiKOIwbeUqteBjVfuvYUN6ZBDGre0tZCav4d1VfSDnwWQ2nK6JUO 6r5iI40Y+wbEwCo+tUWZspIuRz98VAz6l27qG1P3m/ck9rO5igT4rCL2hiAS w1Tt4L6WBJ6ylV5bUnkwD1EsMZsnAYV0g9N/UXmpn3U9ymS5BB4LawvrqHwN hdbJGLhIQCP7OCORyieHfTmsyEMCl02Y7erbqHxp+L9b7CsBnUXXjTOpPM/n iDIXhEngeUIA+7AHiZu05xjppUjg95yHYRUuJGpHfL+QfV4CiUxTje6/Seyq LpdoX5GAC388W4F6X3GRjmyNQmq/msxjSweqH2oi3WkoAS1zdzZtLYn79Kwr U+slsFhO9nmvNYlroqZ1FZsk0MdZfaXKinoPc7K6Z3RKYJo3Zmu/isTRgy8O TY5LYEmgqJJnSKLnQo08yZohiFru20nXJHHntxnumjAErnlvvLaqkRhe8nva wmUI7Eo6OrapkJho8jXskN8QdPnxq9fJk1i5psLi19Eh0O400ckapfrO0+3t RNUQJD1doJBP9WHXqdRRBVsp8JtGH3MKqX52OlFmtFEKn9wUNGupfv4tHx20 aYsU0k19m19eJVDjoh/3fwFSWJFp+uFuBkH11bJ01RNSkJSrKFglEVj6gGuk 9UIKxAvhOsNgAg98k/FbAMPwYHxNB02PQL2j3yJY9GGoPLFW+YEWgS9Va0+4 egyDT5zE01uNQK21KUWHA4fhVw7TN1WewCdp8qL3x4ehusT6yNvhNpy0pZ1J qBqGqSbjyYIPbXjxX23WV4ufkCxfNNF7ug3vblmmXmQwAn3PAzaf7+Ohq8It b7blb9jj5hDhduwjxhZUR9jbjIGp98nlvnKtWPWNdnLe3Ako8VDJ7spvxpBD lfPOL50E1feb65TXNuHy8jSWt8o0bN+xMVo5tgHtvstk1MbJOLSErPDJevcG c3TDZy2Ll3WwmX/G30K2HhOZEeesI+UcLEPdlPoTXuG1ptz6tOgZDsXuob5P Pr/E7FkubsdDZjpY7d1uKunm4P8BVz/d1w== "]], Line[CompressedData[" 1:eJwBsQJO/SFib1JlAgAAACoAAAACAAAAN7+FgFFqBEAOuUCpp7i8v+lhKBhZ YgVA1PZdvMGot7+J/eoE3mYGQCvZXVMJFLK/uOxH7w5aB0CiAmCs9xipv6tL cMR1SAhAcKuN2vZBm7/QUsZeJksJQKdD6ofh0FC/hK229oI8CkBMTw3v5IGY P2mw1FMpQgtAHk636nakqj/dBo2uezYMQN+0lUuXRLQ/Fs0Q9AMmDUDo9uto gki7P4E7wv7VKQ5AnKzSHWKQwT96/Q0HVBwPQCWp3BRkWcU/0rND6o0REEAD S885cp/JP8kgZsaMkhBATc+O0NsOzj+It1Wh4QoRQDXMcEdUONE/YCLcXluN EUCX7dMEtKDTP/+2LxsrBxJA2vOSMpvO1T+AA+nMlX4SQEWNHalb4dc/GiQ5 YSUAE0DIS089yxTaP3tuVvQKeRNAnvSXGJoa3D8gNmTIJnsTQAV8146UI9w/ xP1xnEJ9E0BqZeuZjizcPw6NjUR6gRNAVm/UcIE+3D+iq8SU6YkTQPSFSjFi Ytw/yOgyNciaE0CxtkN2EKrcPxZjD3aFvBNAa820pyM53T+7Kh1Kob4TQNdL /L0RQt0/YPIqHr3AE0C6tE15/0rdP6qBRsb0xBNA8vfX4Nlc3T89oH0WZM0T QP+24H+KgN0/ZN3rtkLeE0BQ7OBd28fdPwml+Ype4BNAYWXF+MPQ3T+ubAdf euITQJmqfz+s2d0/9/siB7LmE0A4cA7Se+vdP4oaWlch7xNAj3ybFhcP3j8v 4mcrPfETQNr1ORv9F94/1Kl1/1jzE0AJ2s3O4iDePx45kaeQ9xNA/M9YRK0y 3j/DAJ97rPkTQLyzDweSO94/aMisT8j7E0BQqTt6dkTePwyQuiPk/RNA2vs6 nlpN3j+xV8j3//8TQJlTa3M+Vt4/HNdCHA== "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwBgQJ+/SFib1JlAgAAACcAAAACAAAAir1Cvv//778at1XpqBfIv07sa5js 8O+/r2Iycb0cyL8RG5Vy2eHvv7yefoDUIci/mHjnJrPD7791nxQ+CizIv6Yz jI9mh++/NsCZcpRAyL/BqdVgzQ7vv7uEabUlasi/+JVoA5sd7r8YKSPgS7/I v2dujkg2O+y/c4YnSzNyyb9+fiO+RSXov8bU4lLKI8u/hi0gPAMW6L8Nv+UF pSrLv43cHLrABui/wbodAYQxy7+cOha2O+jnvxHRPONOP8u/uvYIrjGr57/X B2ndGFvLv/Vu7p0dMee/VMEq/oGTy79sX7l99Tzmv6dvemLNB8y/WkBPPaVU 5L9nnFORjP/Mv2U4n1yvReS/8rse8nsHzb9wMO97uTbkv9L7wt5wD82/hiCP us0Y5L++CM53ax/Nv7MAzzf23OO/NthycaQ/zb8MwU4yR2Xjv3mJxfUrgc2/ vkFOJ+l14r80+aP2xwjOvyNDTREtl+C/OOCguiIsz7+rYEqU8obgv9DunfqG Ns+/M35HF7h24L/LLIx09EDPv0O5QR1DVuC//7J4U+tVz79jLzYpWRXgv5O3 3nJKgM+/Rzc+ggon37/n6tlp3NbPv0jo4eG6H92/mxF0BeVF0L9YI9znRf/c v+iaEDO7S9C/aF7W7dDe3L8A0K4dl1HQv4jUyvnmndy/COzZVGBd0L/IwLMR Exzcv7/ZMX45ddC/SZmFQWsY278bVs3DEKbQv0pKKaEbEdm/X+2v1qoM0b/o OnAn0fLYv7S1IULeEtG/hiu3rYbU2L8DlyoUGBnRv8MMRbrxl9i/7tZEH58l 0b8AYmG3IUjYv9xXBERINtG/7+Ndcw== "]], Line[CompressedData[" 1:eJwVzX081AcAx3FEdtlUxmtIHmKJhnDoQdMpEbl62aK88tDMYzNlQp5GZyLz NE6sa450WAmLMk/fiDyMyz383INzhES2NOx4cc3aH5/X+8+P0VdRXsFKCgoK lPf971v+Ra1LJCFWgpr1vz/KgYa/asSgK4HqwKDnuRMc1FOpb9PMCITb6lLu veKA6kSPdVAjIH9jtXX4DQfZhsa0CjYfOqlX1W3fcaA89Tkj/gwfK5OJfwTq ciELjWWbBPFgrSEdivTmQnT5pU1yCgcey6foywQXl2szUmv83n9VadnrUi5I c6ZswpED8+iVta2zXBwIjAi3XB9Gv6Bv7sIaF6XUhbLxuGEUe8fUPzDg4aH3 ok76JBuiK4c3aUbyMD1EbpIw2Zi3D89WjeNB0yXutF0AG4zgAZpaGg8xtvKM mdEhjPm3s1zoPJC3bV52Iwahp1n5aVYHD439OuyP+gYwM0ZV/kGTj+kj58ND MgYQnOb8lGHAh2bzL8o4NgDl+zLdfnM+YljGhy519qOF1CMMpPBhR7Oo5rb0 YT/TTUqP4uORI+XazdpnKL4XtTtsmI/HdWH2RoVdkCgcogtZBGTuq973vbpA 1p+QqzcRIM9cj3PQ6EKRUWhW2FMCv+lVNXsWdOJKb7x25gSBB1kvDybkPYE8 vo+dpzeCE73dKaxP2qGROkQqZIzg2bsptBW3oTxa9Xxo7QiOkTcp8rTa8HWR zty3HSM4Uk6hbXzcioBzil/ufDEC+8SO62e3/Q5jRmH2LjMBTKya87eQmiAo U98d2SNARbCAY5jZiItFy5+5iQUwZMg0HFQb0VRSdThuQYAdJDt6kMpDHErz dZXqCqEx1VDaptiAhkFWvV2sEPk6HDE3tR5+vjeqtXKF0GVOOHA36pBUMV4Q zhJie4Kf4155LaK6GXtoQiH+tfBxGVuuga/27A3royKs/UzvJS1Voy/Z2yQo QIR/VPkn7P+uwt4JFuGcJMKfL05T8/66i+PkFYP9zSK8ouYNt85XosRmR0qI QITJ1iGv2bk7kDV0SmNWRBDR3X0oM+V4Xq7TEXNQDL5Slihymoml+QXXHD8x mOO5j8k9ZTjDzezhp4mRU5j5ZKb9Fvx3mcddYIuRHqnS49RSis3Krwdfy8RI cL3WX/LoJkg+Zg0WRqMIW0/kutcVgiDtVGtJHIWzZfeoB7sA9brJ/tY1o7Dv 0h4oFefBdjFqQ080ijnTGskt7R/hcPZOo1RNAkbOgYXb3pkQ7yu6ukyR4NRS vyKzKB2NGUSQSpIESud8NSu4qVit1D++0iJBRDLh6WaUALnpFqaWwhiG3WTR J29Ho6auM8Pfcwzf7LHcV24TAhV7I4EVawwT8o65u7+eRF+L4Xcm26X48AsV dr6ah1NN7uIHqz9J8R9O5Ey0 "]], Line[CompressedData[" 1:eJwBgQJ+/SFib1JlAgAAACcAAAACAAAATO4jl9oNcz8sZ1qEo/DfvwCuATJJ wYQ/bSkeOhrZ379NSHEfR4OIP7EX5kc50d+/muLgDEVFjD/udB4iWMnfv5oL 4HOg5JE/r68YO5W53780QL9OnGiZP5TwrPkMmt+/tNQ+Ako4pD9qMDN88lrf v0e7mn3JKKU/jZ8BOQ5T37/aofb4SBmmP8IFAL8pS9+/AW+u70f6pz93KLIl YDvfv04JHt1FvKs/HE7gV8ob37/0nv7bIKCxP/xx+h2U3N6/jtPdthwkuT9s RSqU+13ev/CaIleBprk/14M5+WRV3r9TYmf35Si6P0zXBRXOTN6/GPHwN68t uz9jZYVvnzvev6EOBLlBN70/KqXOpj4Z3r/aJJVdM6XAP/PzHtJu1N2/7l+7 X1i4xD/91cmYk0rdvxXWB2Si3sw/lFZTmtg13L+m/SIj+wrWP/1LrY3JLNq/ ao6dalSA3T8r4l/NoibYv16wwu39y+I/R1ekdmjo1b/B55+cgZLmP5nSWDEK wNO/6r8zYCyq6j/EKvYw+1XRvydX9c6uru4/jC2fkNT8zb9PHhCa8DbxP6o0 n49D3Mm/buEAVx0/8z/ZN19pTJ7Fv6pLJg+iJPU/TugHdtzRwb9JBqdRujL3 PzfDWx+srru/cqC+aT43+T9dxp2NZh20v7jhCn0aGfs/MRYXYwyJqr9ic7Ia iiP9P4yXOhj4WJi/KayOs1EL/z8xI8dgfXhXPz3iAJHCdABAzL3rroK3mT+X FmgNJngBQDkBsBS6Wak/gJ5phzVqAkDjW2GQMCyyP5vOmMaOcANAxPVVOkrJ tz+VDUdMe2IEQAq5QKmnuLw/Vqs+Vg== "]], Line[CompressedData[" 1:eJwVlHlYTdsbx1Oa65x1ztZwU2m+FKVBpvK+aJATKSGlkBQ5VGRIoiiS0rmF e1Ap5xoikSm/SHOiQac6eyc0XLco3ORGN/3Sb//+2M96Ps96nnft9Xm/6zUO jvDZKi8nJ3eV/f6/zi1LivcOn4w2YWtmful+Av2bp+uuD1bEraf1lngNlMPJ 8YHJnaFK+EbszvBTquDRJ/dBjr8yvrg4oVHPrYWbgsjqvctU8Kmw12Uipw6a fWqDLASqKJt7b+a5uHpIvPXw+1EnNcz8bPpyi1MTbL/TtnrGEnXs2RoacT+3 Gd4qpRXGOmqgAH4mW6i1gHYjGVaw0MSSJrE/CWuFhIWVP2UzOHg9r/C7m7QN ksPffb80i4PycUUBAXQbiM5PHtxuy0HjytLXO1+3Qe6IW9f4PA4ePjBZN623 Dcrv1ZeZL+NgWfLNj/dG20Bupix+bygHO9//YZxjLIPD+h/ktSQcNHjOSy6J kMFxgepY51X2vIFLk09Ey+D0Qct/rt/gYGHsO9mqGBnktAvfOd3loOIy2u/N URmUnhmqCqng4FUXiXrLWRn8V2Ms8X4XB+9KCuxsH8vg4Limsq8+F+833alO UKDB5N1SiwgjLrpZnatxU6Ghvi7GNcWMizZ97quVNWnQP9N7rHwmF6UOhW8P atNQZlkqN8uZi0+2ehlZzqBhsp/wh2IQF1O8PF2zVtCQfvfF5+JLXPymuqvf P4OGeWI5zVYJu6/0vWL3ORq64xxn/n2NrX/FUT7xAg12HpfDze5wcazbNiTj Mg1tXTHvReVctFPY4rrhLg16mjN6tvdwseS8mo2omYaqr0FySb1cXLB6f6t9 Gw3C9jPTcvu5qPiaG/KSoaFUIhdED3ExXvm/nZ87aZhtINxpPIkg0chbWPOJ hpZ7SwfSeAR3RMetrFZi4Ljz/d7fKII6pUGG9aoMLHhm1nNWi+DgPc2NdRoM XO5QbM/+hWBpwMCDK3wGoibV1dwyJtguVJ//wYABs1PzKopMCYbPi+ddMmKg fUr+kwfmBL32Z6wVmDKA01Pulc4gOGdeQ9ax6QwQL8+8RluClh1rFkXYMVDd /iRLak9w6pi3pNGBgQPBs8SyOQTXnSpbazSXge69nPS38wmqT/D4lxcycDur +dDnxQS3ur2W8F0YCLZYfGBoKcFtj1KXcd0Y0L5TtOebK0GnfxMUJtwZOFyV ET7uQfC453XdYgEDKwd8/TR92P/JVLNL8mFAPrpmNc+XrX+zclzLl4GH43O8 tNYS/LnJMF28hgFDno6bgT/ByNK+1bv9GGi5cGKx8QaC5Q5GNs/Xs/7M/nUy DyI4wM+exgtg4PPcV/azggmu2MWk7glkILfCw8Y2hGDCn1a304IY8BWUWM4J Jbj50aiteCMDKjJLi/nbCA6XHnyfsYmBJ0EXjZ3DCbZeeZgXt5mByA/qBouF BHvHT9j5BbO+dx/Sdd1FMDMib4fJFtb32CfKI5KgSJBp+Ibl1KRA7ordrN8t Uv2kENY/t0nNO5rgLNv/zDXYysCweJHSmn0EHXzF+AfL101uT1p/gODCDfdU 9EIZCCiYNr7hIEHHz56bD7PMcRT9u+kQweXzbk2VslxZJjcccpigfeMMVX4Y A/s8oga3xROcWTNrDFm2bO0ZEB4lWLhsSVUgy50bfPoiEwmqRunYb2M5o6+y J/o4wZLjafqbWHaLtH97IJmtn/3U25XlH6OS9kMpBKekqVzRYbnw2JS2+FR2 X6DTT7PnB2smvUw8TXB27uCXoyxr//7tRbKIoMvCH+lTWX5uFFqbmkHwpRn3 Qi57P7Mu6S+7zhCs1MrX1Wf5cLbzTq9zBGt9VF2Os35eBeSXzxazeZp2drST 9eegpzWFf4FgkraljgXL6e3xYf9cJLgp6tfYANb/wLlPJW3ZBMOS9k8+wvYn l6re/HsewblGNxVFbD/HpDYPDkgI7jXfsyiO7fda0UUV/ysEgxfuMPRj86Ch uee2fj7BrlhRIO3PQFh9p/zPGwS7VdKPxbB5qjy5fG1XAUF5+X2dqmzeDiiZ jOfdISjI9HkxxOaztTpt1bG7BHucNs7wWM2A9bFRSch9gsnPxevTvBn4a6J5 +a+PCD6ctEH2egUD8NQpR6WEoHvP1ZFeNv8XDl0f6n/M+oopFr/xYGDV6BFx QRl7v6cO/HRXBm4Wf/yYVkFQL2t3/fKlDCjtWwcRVawvb+uar8jm86t1n+0z gsa6VgJlJwamf3prX9xEMEdnvGCxLQPHbnicEDcTHPWeKQyyZvu/7UFHTAv7 nvTdHcOsGDjTm5rgRBP8kV076GTOgFzXwpcVbwkqX/eMHdVh85d9zUTSRVAt ZLnq/insewyg9iX2ELw9zbWjmzDsvBvQd+8l+Mj+VmIMO6/apefDGz4RtB1P Na0YpcFepPj01t8E9UV+f13+RsPplVG89C/sfCpYdT5qiAaX+mWPvIcJrnqg FUh/oOFO9YgiM0YwIj3GtIKmIbl4TV6PGg+LPihsw9s0OEgFyR81eBj55YFl Rj4NXQOLI75xeDjLSChtltDgaGjtrErxMCTQ8ruWmIZ3iUqvZk/lYbPwlHXd ERoW+RSTeCsebv/j1mMtTxqGP+nGG3ry8GvVSvWmDhlsMnkTFJDGw9CPlfUd 79pg4qHNVCtlPq4XbDBKMGkFu6zvNSqqfNxeMWaqo98KIQmlkX1qfMxjokKL tFqhTiCozePwcaO1+e2vKq0g6g6N0tXm45mRl/uvD7aAkVrOM0VzPlq0m5zr KW0BDNSI7l7CR2EkpZwc2ALxCv0NZw/zkSwzvOGSLwV5lwXqWfF8zLgqHx0h kUJS4imPy0f5+H7IoConWwopita1hcf56Nlh2q2WIYVM5T1lz07z8e7oxRzd WClcVR8vGs3h45XdJ3YorZRCI8X7PbCMj8+tars0RppBz2z+ZnM5Cqtr15xq 822G2F1rh9ViKGyfdynyZ2YTGDmG1FnEUmj2W7jh9lNNUD0elbUkjsJXWJf9 6mgTcNLSXA4mUKiev2qkPqoJLt+sPtN/kkJlr9nB37yaoO6D3Zy6CxRe25h5 fo1mE2hv4e5LekLh0kU3hMapjfDY0mB53lMKnT16QxckNsKmr5aGpeUUWtVp RPsdaoQbCW61w9UUWuzcWyQRNoJzbpx2SCOF0zfeMNm3ohFC3n58uKSTwuQj Pu5KpBFUr4ymBHVTqLlu4NtOlUYoFCpvPPgnhU9F00M65BphZMxE+W4fhdqS mh0VQw2Qoue/zniQQtsK95xnrQ1g82eYlfMQhTv8r5b7NjRAW/7eCb9/KOzP Lontq24Aw/m/XRONUFiyRTNf52EDVMldii0YpbDUvodXXNgA2+oKvOrGKNRx OCsXcK0BNEQlpn+NU7jrZGKkQm4DFK2rG5mYoFCvkwTeETfA/wAh/qr8 "]]}, "Charting`Private`Tag#2"], {}}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1, 5}, {-0.49906242299185766`, 0.4740139128819521}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1, 5}, {-0.49906242299185766`, 0.4740139128819521}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[{{-0.9999998775510204, -0.13762921123959704`}, \ {-0.9981596924766423, -0.13770766021306138`}, {-0.996319507402264, \ -0.13778621157438717`}, {-0.9926391372535077, -0.1379436223879897}, \ {-0.9852783969559951, -0.13825968291601204`}, {-0.9705569163609696, \ -0.13889681256415162`}, {-0.9411139551709189, -0.1401915415776846}, \ {-0.8822280327908175, -0.14286655650219973`}, {-0.754549857487248, \ -0.1490982481019447}, {-0.6353326985790873, -0.1555344402030519}, \ {-0.5184541070867436, -0.16254510294504526`}, {-0.3916691850510331, \ -0.1711280507455069}, {-0.3794025698494181, -0.17202274324157726`}}], Line[CompressedData[" 1:eJwB8QEO/iFib1JlAgAAAB4AAAACAAAA8NRrFXAJ2L8CU9hGEg7Gv3GthoCp XdG/1IaqVMcax78J6SfO1TzRvwb4WotOIMe/OWBqaS770L9FZ4++aCvHv5lO 75/fd9C/fu43Ac1Bx7+zVvIZhOLOvzJ2Cnlbb8e/tMkZzg3Iyr/7e13Vys3H v+RAXGlmhsq/VO53DtrTx78UuJ4Ev0TKv/tKqUPu2ce/dKYjO3DByb+gb7HQ JebHvzWDLajSusi/QJshx9L+x7+2PEGCl63Gv50o4o4vMci/t69oNiGTwr/1 JSTxYJrIv/ZK+FasUsK/kRsgAAyhyL805od3NxLCv4KkMd+9p8i/shynuE2R wb9ggWxsNrXIv66J5Tp6j8C/O0rGhH3QyL9Jx8R+phe9v/hCtJR8CMm/xv3j v7yWvL8lsI6BoQ/Jv0Q0AwHTFby/3CWEI88Wyb9AoUGD/xO7v6L6MCpFJcm/ Nnu+h1gQub/dFK8boULJvyQvuJAKCbW//RblW0Z/yb+iZdfRIIi0v/qjpQMO h8m/IJz2EjcHtL/42zD34Y7JvxsJNZVjBbO/rooWHLCeyb8S47GZvAGxv8hm Awjwvsm//i1XRd30qb/KIJYpbALKv2j7e9JKr5O/FrsRST2cyr/svQfOkAtL P5d9WgCkKcu/Uh0HzA== "]], Line[CompressedData[" 1:eJwV1Hk0lO0bB3CUbcge1dumiERZkkpcyDtS1hIT4U0USiGV0yJLi1+LCC8p ky0tpDItmiZXNLSQ0HieFFIn66xGyhJ+z/vHfZ7zOef+47mv+3t/9UMObg2T k5GRuUKt/763bQ1yPs86BLwd45wsvwacTSiGFnU1Ar44dWHGsSYsnVyydIJG gLFMqUKGSzMO9DmkNhsT4MYdc5re0oymrUHCm3QCLDKuR0V7NWNlad5Tr2QC 6N49VwN2NGO1p5Zb6RgBNofrirfva0ayUPawdz8J13qizb9cbkYlenf9rbp2 UJ93eqfTl2aMTMuP9EnshDLHidp1J1qQZbZLiVXQCW+qTjHFSS34p9GgVLOm E67GG/fcOdeCl1XKvzXJdoFl+gR3RWYLPkplM1xTukDoE/J32N0WnE4m6fZn v0JBxFVRZXsLvnueqqlT3w1ZrpfiebatGPSgVjjZ8B0+BPfy29U+Yk3fjetJ V3ohXUp7NvyWh0tsKly6i3rh7KVRg48tPEw+y5Has3qheG6ZD6udh86G7Zv+ fOyFS1rLnA8P8LA+RGvkyOw+OGmkPz6m1IaNnafd9+f2QdbmwWHCpQ2JjxFT vsx+sPEK69F91YZrlsbfeVzRDxZFfFreuzbMiT3ro4P9oK1/9OTs1jZkaBbf bfnaD1sq1PqGu9vwi0eHr5v+AJgGygqcp9qw+63HfceSAVjHOsLuXUOgw9xA /4JHAyDHvVH/yo7AwvB98tPcARhhH9me6UxgiGJqAKdnAFIC955W2kpgj3ON oo3RILBj9sx03E/gIFr9Y3p3EJ4FrTK/nk+gS70owp49CNaV/zYFFBNY0njn kNe7QdjuvMlM+Q6BQe2LzsUNDsL6z+Yapo8IbJWqVHBM+KCw1Ur3wlsCV43V P21azwcbGfr2h00EXpxOqunezAf9kmGvVx8JpKuO8mbu44OyHrvkTieBzwx/ TLiV8eHe8o2exyQE6prekA9+zoeYQ50/R38SGGvprx7TwIfeGrPvu8YINIXm Jdl8PhhvXKkklSWxgMFx7VwhgCU+5RuUtEicDDq6TWwrgLpgt7dts0n0D7MM lHUTQA/33uuLc0nUib0dbbhfADOT6V1PFpOYeiErJ6pcAOoZ9/3HzUjsyfAs PMURgLlhzhYtCxKdcmllGY0CMKxJPqy9msQ/JYnVjwUCKOSkp7SsI3FHme2b 138EYO9SGJe2gcQnD3+1tKsK4WlufNVqIDG6en/PpKkQnEa54XbOJL7nGonV 7YRQucRCeoNOoknD91F9dyFMMKyVBJtI/EEyVOlRQhjMExs5upPo2KWtyzgp hKngTzs3e5LI/NG0KPKSEBw/3Yiz8yaRMeRslXZPCCcCLj765kPi49/TGwpe CCG1arVOpi+JWlNseuV7IWQaFtetZJB4cOYRL26nEO6kj/Q92kFiI83CnxAK 4Sbt7DXDABKXawp2908KwTjsi2zSThLP6t2KGp8lAteRq3avA0l0MFiQtHCl CBx3L6jT+YfEfJNP583tRTC3wyZg/i4Sx80zs5w8RFB7zzVAPYREPxsPpk+Q CGZIygVCyo/slG/vOSCC5pXJNlW7SdR05j6MTxBBWWtR6IFQEg9sPvX8fJoI ponMfI0wEt95ra+7zhRBfku86g3KRn4jTRUVIphyV+yYu4dEjtz53LIXIjiu NvLlGOWtFQtDbjeKwDiBp91AuX8Ha8XNLyJYCZG3aHtJTJDfNFI4KAJzXj17 HWWdhx3VzDERrPphH8ugfHdnTOo1JTGMsXdL91B2UFLYmqsnhm0Kf4LDKBOs vL+yl4lh4MOfr9so7w9e1ZNhLYZBVnKOJWU5FW5FmrMYFvs0lMlSzn3CiL+w TQwLFFc51VD/YxYidEwNEYP2q3mJMZRrZyWrnIkRQ+VG2gUtyoxnum1JiWKI iUxOLaHOKwotYyZcFkP8JxWmEeXTGg7hx5li8K4xG7pGzWseh2cRf08MR0fC b8lSfrA3YiKOIwbeUqteBjVfuvYUN6ZBDGre0tZCav4d1VfSDnwWQ2nK6JUO 6r5iI40Y+wbEwCo+tUWZspIuRz98VAz6l27qG1P3m/ck9rO5igT4rCL2hiAS w1Tt4L6WBJ6ylV5bUnkwD1EsMZsnAYV0g9N/UXmpn3U9ymS5BB4LawvrqHwN hdbJGLhIQCP7OCORyieHfTmsyEMCl02Y7erbqHxp+L9b7CsBnUXXjTOpPM/n iDIXhEngeUIA+7AHiZu05xjppUjg95yHYRUuJGpHfL+QfV4CiUxTje6/Seyq LpdoX5GAC388W4F6X3GRjmyNQmq/msxjSweqH2oi3WkoAS1zdzZtLYn79Kwr U+slsFhO9nmvNYlroqZ1FZsk0MdZfaXKinoPc7K6Z3RKYJo3Zmu/isTRgy8O TY5LYEmgqJJnSKLnQo08yZohiFru20nXJHHntxnumjAErnlvvLaqkRhe8nva wmUI7Eo6OrapkJho8jXskN8QdPnxq9fJk1i5psLi19Eh0O400ckapfrO0+3t RNUQJD1doJBP9WHXqdRRBVsp8JtGH3MKqX52OlFmtFEKn9wUNGupfv4tHx20 aYsU0k19m19eJVDjoh/3fwFSWJFp+uFuBkH11bJ01RNSkJSrKFglEVj6gGuk 9UIKxAvhOsNgAg98k/FbAMPwYHxNB02PQL2j3yJY9GGoPLFW+YEWgS9Va0+4 egyDT5zE01uNQK21KUWHA4fhVw7TN1WewCdp8qL3x4ehusT6yNvhNpy0pZ1J qBqGqSbjyYIPbXjxX23WV4ufkCxfNNF7ug3vblmmXmQwAn3PAzaf7+Ohq8It b7blb9jj5hDhduwjxhZUR9jbjIGp98nlvnKtWPWNdnLe3Ako8VDJ7spvxpBD lfPOL50E1feb65TXNuHy8jSWt8o0bN+xMVo5tgHtvstk1MbJOLSErPDJevcG c3TDZy2Ll3WwmX/G30K2HhOZEeesI+UcLEPdlPoTXuG1ptz6tOgZDsXuob5P Pr/E7FkubsdDZjpY7d1uKunm4P8BVz/d1w== "]], Line[CompressedData[" 1:eJwBsQJO/SFib1JlAgAAACoAAAACAAAAN7+FgFFqBEAOuUCpp7i8v+lhKBhZ YgVA1PZdvMGot7+J/eoE3mYGQCvZXVMJFLK/uOxH7w5aB0CiAmCs9xipv6tL cMR1SAhAcKuN2vZBm7/QUsZeJksJQKdD6ofh0FC/hK229oI8CkBMTw3v5IGY P2mw1FMpQgtAHk636nakqj/dBo2uezYMQN+0lUuXRLQ/Fs0Q9AMmDUDo9uto gki7P4E7wv7VKQ5AnKzSHWKQwT96/Q0HVBwPQCWp3BRkWcU/0rND6o0REEAD S885cp/JP8kgZsaMkhBATc+O0NsOzj+It1Wh4QoRQDXMcEdUONE/YCLcXluN EUCX7dMEtKDTP/+2LxsrBxJA2vOSMpvO1T+AA+nMlX4SQEWNHalb4dc/GiQ5 YSUAE0DIS089yxTaP3tuVvQKeRNAnvSXGJoa3D8gNmTIJnsTQAV8146UI9w/ xP1xnEJ9E0BqZeuZjizcPw6NjUR6gRNAVm/UcIE+3D+iq8SU6YkTQPSFSjFi Ytw/yOgyNciaE0CxtkN2EKrcPxZjD3aFvBNAa820pyM53T+7Kh1Kob4TQNdL /L0RQt0/YPIqHr3AE0C6tE15/0rdP6qBRsb0xBNA8vfX4Nlc3T89oH0WZM0T QP+24H+KgN0/ZN3rtkLeE0BQ7OBd28fdPwml+Ype4BNAYWXF+MPQ3T+ubAdf euITQJmqfz+s2d0/9/siB7LmE0A4cA7Se+vdP4oaWlch7xNAj3ybFhcP3j8v 4mcrPfETQNr1ORv9F94/1Kl1/1jzE0AJ2s3O4iDePx45kaeQ9xNA/M9YRK0y 3j/DAJ97rPkTQLyzDweSO94/aMisT8j7E0BQqTt6dkTePwyQuiPk/RNA2vs6 nlpN3j+xV8j3//8TQJlTa3M+Vt4/HNdCHA== "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwBgQJ+/SFib1JlAgAAACcAAAACAAAAir1Cvv//778at1XpqBfIv07sa5js 8O+/r2Iycb0cyL8RG5Vy2eHvv7yefoDUIci/mHjnJrPD7791nxQ+CizIv6Yz jI9mh++/NsCZcpRAyL/BqdVgzQ7vv7uEabUlasi/+JVoA5sd7r8YKSPgS7/I v2dujkg2O+y/c4YnSzNyyb9+fiO+RSXov8bU4lLKI8u/hi0gPAMW6L8Nv+UF pSrLv43cHLrABui/wbodAYQxy7+cOha2O+jnvxHRPONOP8u/uvYIrjGr57/X B2ndGFvLv/Vu7p0dMee/VMEq/oGTy79sX7l99Tzmv6dvemLNB8y/WkBPPaVU 5L9nnFORjP/Mv2U4n1yvReS/8rse8nsHzb9wMO97uTbkv9L7wt5wD82/hiCP us0Y5L++CM53ax/Nv7MAzzf23OO/NthycaQ/zb8MwU4yR2Xjv3mJxfUrgc2/ vkFOJ+l14r80+aP2xwjOvyNDTREtl+C/OOCguiIsz7+rYEqU8obgv9DunfqG Ns+/M35HF7h24L/LLIx09EDPv0O5QR1DVuC//7J4U+tVz79jLzYpWRXgv5O3 3nJKgM+/Rzc+ggon37/n6tlp3NbPv0jo4eG6H92/mxF0BeVF0L9YI9znRf/c v+iaEDO7S9C/aF7W7dDe3L8A0K4dl1HQv4jUyvnmndy/COzZVGBd0L/IwLMR Exzcv7/ZMX45ddC/SZmFQWsY278bVs3DEKbQv0pKKaEbEdm/X+2v1qoM0b/o OnAn0fLYv7S1IULeEtG/hiu3rYbU2L8DlyoUGBnRv8MMRbrxl9i/7tZEH58l 0b8AYmG3IUjYv9xXBERINtG/7+Ndcw== "]], Line[CompressedData[" 1:eJwVzX081AcAx3FEdtlUxmtIHmKJhnDoQdMpEbl62aK88tDMYzNlQp5GZyLz NE6sa450WAmLMk/fiDyMyz383INzhES2NOx4cc3aH5/X+8+P0VdRXsFKCgoK lPf971v+Ra1LJCFWgpr1vz/KgYa/asSgK4HqwKDnuRMc1FOpb9PMCITb6lLu veKA6kSPdVAjIH9jtXX4DQfZhsa0CjYfOqlX1W3fcaA89Tkj/gwfK5OJfwTq ciELjWWbBPFgrSEdivTmQnT5pU1yCgcey6foywQXl2szUmv83n9VadnrUi5I c6ZswpED8+iVta2zXBwIjAi3XB9Gv6Bv7sIaF6XUhbLxuGEUe8fUPzDg4aH3 ok76JBuiK4c3aUbyMD1EbpIw2Zi3D89WjeNB0yXutF0AG4zgAZpaGg8xtvKM mdEhjPm3s1zoPJC3bV52Iwahp1n5aVYHD439OuyP+gYwM0ZV/kGTj+kj58ND MgYQnOb8lGHAh2bzL8o4NgDl+zLdfnM+YljGhy519qOF1CMMpPBhR7Oo5rb0 YT/TTUqP4uORI+XazdpnKL4XtTtsmI/HdWH2RoVdkCgcogtZBGTuq973vbpA 1p+QqzcRIM9cj3PQ6EKRUWhW2FMCv+lVNXsWdOJKb7x25gSBB1kvDybkPYE8 vo+dpzeCE73dKaxP2qGROkQqZIzg2bsptBW3oTxa9Xxo7QiOkTcp8rTa8HWR zty3HSM4Uk6hbXzcioBzil/ufDEC+8SO62e3/Q5jRmH2LjMBTKya87eQmiAo U98d2SNARbCAY5jZiItFy5+5iQUwZMg0HFQb0VRSdThuQYAdJDt6kMpDHErz dZXqCqEx1VDaptiAhkFWvV2sEPk6HDE3tR5+vjeqtXKF0GVOOHA36pBUMV4Q zhJie4Kf4155LaK6GXtoQiH+tfBxGVuuga/27A3royKs/UzvJS1Voy/Z2yQo QIR/VPkn7P+uwt4JFuGcJMKfL05T8/66i+PkFYP9zSK8ouYNt85XosRmR0qI QITJ1iGv2bk7kDV0SmNWRBDR3X0oM+V4Xq7TEXNQDL5Slihymoml+QXXHD8x mOO5j8k9ZTjDzezhp4mRU5j5ZKb9Fvx3mcddYIuRHqnS49RSis3Krwdfy8RI cL3WX/LoJkg+Zg0WRqMIW0/kutcVgiDtVGtJHIWzZfeoB7sA9brJ/tY1o7Dv 0h4oFefBdjFqQ080ijnTGskt7R/hcPZOo1RNAkbOgYXb3pkQ7yu6ukyR4NRS vyKzKB2NGUSQSpIESud8NSu4qVit1D++0iJBRDLh6WaUALnpFqaWwhiG3WTR J29Ho6auM8Pfcwzf7LHcV24TAhV7I4EVawwT8o65u7+eRF+L4Xcm26X48AsV dr6ah1NN7uIHqz9J8R9O5Ey0 "]], Line[CompressedData[" 1:eJwBgQJ+/SFib1JlAgAAACcAAAACAAAATO4jl9oNcz8sZ1qEo/DfvwCuATJJ wYQ/bSkeOhrZ379NSHEfR4OIP7EX5kc50d+/muLgDEVFjD/udB4iWMnfv5oL 4HOg5JE/r68YO5W53780QL9OnGiZP5TwrPkMmt+/tNQ+Ako4pD9qMDN88lrf v0e7mn3JKKU/jZ8BOQ5T37/aofb4SBmmP8IFAL8pS9+/AW+u70f6pz93KLIl YDvfv04JHt1FvKs/HE7gV8ob37/0nv7bIKCxP/xx+h2U3N6/jtPdthwkuT9s RSqU+13ev/CaIleBprk/14M5+WRV3r9TYmf35Si6P0zXBRXOTN6/GPHwN68t uz9jZYVvnzvev6EOBLlBN70/KqXOpj4Z3r/aJJVdM6XAP/PzHtJu1N2/7l+7 X1i4xD/91cmYk0rdvxXWB2Si3sw/lFZTmtg13L+m/SIj+wrWP/1LrY3JLNq/ ao6dalSA3T8r4l/NoibYv16wwu39y+I/R1ekdmjo1b/B55+cgZLmP5nSWDEK wNO/6r8zYCyq6j/EKvYw+1XRvydX9c6uru4/jC2fkNT8zb9PHhCa8DbxP6o0 n49D3Mm/buEAVx0/8z/ZN19pTJ7Fv6pLJg+iJPU/TugHdtzRwb9JBqdRujL3 PzfDWx+srru/cqC+aT43+T9dxp2NZh20v7jhCn0aGfs/MRYXYwyJqr9ic7Ia iiP9P4yXOhj4WJi/KayOs1EL/z8xI8dgfXhXPz3iAJHCdABAzL3rroK3mT+X FmgNJngBQDkBsBS6Wak/gJ5phzVqAkDjW2GQMCyyP5vOmMaOcANAxPVVOkrJ tz+VDUdMe2IEQAq5QKmnuLw/Vqs+Vg== "]], Line[CompressedData[" 1:eJwVlHlYTdsbx1Oa65x1ztZwU2m+FKVBpvK+aJATKSGlkBQ5VGRIoiiS0rmF e1Ap5xoikSm/SHOiQac6eyc0XLco3ORGN/3Sb//+2M96Ps96nnft9Xm/6zUO jvDZKi8nJ3eV/f6/zi1LivcOn4w2YWtmful+Av2bp+uuD1bEraf1lngNlMPJ 8YHJnaFK+EbszvBTquDRJ/dBjr8yvrg4oVHPrYWbgsjqvctU8Kmw12Uipw6a fWqDLASqKJt7b+a5uHpIvPXw+1EnNcz8bPpyi1MTbL/TtnrGEnXs2RoacT+3 Gd4qpRXGOmqgAH4mW6i1gHYjGVaw0MSSJrE/CWuFhIWVP2UzOHg9r/C7m7QN ksPffb80i4PycUUBAXQbiM5PHtxuy0HjytLXO1+3Qe6IW9f4PA4ePjBZN623 Dcrv1ZeZL+NgWfLNj/dG20Bupix+bygHO9//YZxjLIPD+h/ktSQcNHjOSy6J kMFxgepY51X2vIFLk09Ey+D0Qct/rt/gYGHsO9mqGBnktAvfOd3loOIy2u/N URmUnhmqCqng4FUXiXrLWRn8V2Ms8X4XB+9KCuxsH8vg4Limsq8+F+833alO UKDB5N1SiwgjLrpZnatxU6Ghvi7GNcWMizZ97quVNWnQP9N7rHwmF6UOhW8P atNQZlkqN8uZi0+2ehlZzqBhsp/wh2IQF1O8PF2zVtCQfvfF5+JLXPymuqvf P4OGeWI5zVYJu6/0vWL3ORq64xxn/n2NrX/FUT7xAg12HpfDze5wcazbNiTj Mg1tXTHvReVctFPY4rrhLg16mjN6tvdwseS8mo2omYaqr0FySb1cXLB6f6t9 Gw3C9jPTcvu5qPiaG/KSoaFUIhdED3ExXvm/nZ87aZhtINxpPIkg0chbWPOJ hpZ7SwfSeAR3RMetrFZi4Ljz/d7fKII6pUGG9aoMLHhm1nNWi+DgPc2NdRoM XO5QbM/+hWBpwMCDK3wGoibV1dwyJtguVJ//wYABs1PzKopMCYbPi+ddMmKg fUr+kwfmBL32Z6wVmDKA01Pulc4gOGdeQ9ax6QwQL8+8RluClh1rFkXYMVDd /iRLak9w6pi3pNGBgQPBs8SyOQTXnSpbazSXge69nPS38wmqT/D4lxcycDur +dDnxQS3ur2W8F0YCLZYfGBoKcFtj1KXcd0Y0L5TtOebK0GnfxMUJtwZOFyV ET7uQfC453XdYgEDKwd8/TR92P/JVLNL8mFAPrpmNc+XrX+zclzLl4GH43O8 tNYS/LnJMF28hgFDno6bgT/ByNK+1bv9GGi5cGKx8QaC5Q5GNs/Xs/7M/nUy DyI4wM+exgtg4PPcV/azggmu2MWk7glkILfCw8Y2hGDCn1a304IY8BWUWM4J Jbj50aiteCMDKjJLi/nbCA6XHnyfsYmBJ0EXjZ3DCbZeeZgXt5mByA/qBouF BHvHT9j5BbO+dx/Sdd1FMDMib4fJFtb32CfKI5KgSJBp+Ibl1KRA7ordrN8t Uv2kENY/t0nNO5rgLNv/zDXYysCweJHSmn0EHXzF+AfL101uT1p/gODCDfdU 9EIZCCiYNr7hIEHHz56bD7PMcRT9u+kQweXzbk2VslxZJjcccpigfeMMVX4Y A/s8oga3xROcWTNrDFm2bO0ZEB4lWLhsSVUgy50bfPoiEwmqRunYb2M5o6+y J/o4wZLjafqbWHaLtH97IJmtn/3U25XlH6OS9kMpBKekqVzRYbnw2JS2+FR2 X6DTT7PnB2smvUw8TXB27uCXoyxr//7tRbKIoMvCH+lTWX5uFFqbmkHwpRn3 Qi57P7Mu6S+7zhCs1MrX1Wf5cLbzTq9zBGt9VF2Os35eBeSXzxazeZp2drST 9eegpzWFf4FgkraljgXL6e3xYf9cJLgp6tfYANb/wLlPJW3ZBMOS9k8+wvYn l6re/HsewblGNxVFbD/HpDYPDkgI7jXfsyiO7fda0UUV/ysEgxfuMPRj86Ch uee2fj7BrlhRIO3PQFh9p/zPGwS7VdKPxbB5qjy5fG1XAUF5+X2dqmzeDiiZ jOfdISjI9HkxxOaztTpt1bG7BHucNs7wWM2A9bFRSch9gsnPxevTvBn4a6J5 +a+PCD6ctEH2egUD8NQpR6WEoHvP1ZFeNv8XDl0f6n/M+oopFr/xYGDV6BFx QRl7v6cO/HRXBm4Wf/yYVkFQL2t3/fKlDCjtWwcRVawvb+uar8jm86t1n+0z gsa6VgJlJwamf3prX9xEMEdnvGCxLQPHbnicEDcTHPWeKQyyZvu/7UFHTAv7 nvTdHcOsGDjTm5rgRBP8kV076GTOgFzXwpcVbwkqX/eMHdVh85d9zUTSRVAt ZLnq/insewyg9iX2ELw9zbWjmzDsvBvQd+8l+Mj+VmIMO6/apefDGz4RtB1P Na0YpcFepPj01t8E9UV+f13+RsPplVG89C/sfCpYdT5qiAaX+mWPvIcJrnqg FUh/oOFO9YgiM0YwIj3GtIKmIbl4TV6PGg+LPihsw9s0OEgFyR81eBj55YFl Rj4NXQOLI75xeDjLSChtltDgaGjtrErxMCTQ8ruWmIZ3iUqvZk/lYbPwlHXd ERoW+RSTeCsebv/j1mMtTxqGP+nGG3ry8GvVSvWmDhlsMnkTFJDGw9CPlfUd 79pg4qHNVCtlPq4XbDBKMGkFu6zvNSqqfNxeMWaqo98KIQmlkX1qfMxjokKL tFqhTiCozePwcaO1+e2vKq0g6g6N0tXm45mRl/uvD7aAkVrOM0VzPlq0m5zr KW0BDNSI7l7CR2EkpZwc2ALxCv0NZw/zkSwzvOGSLwV5lwXqWfF8zLgqHx0h kUJS4imPy0f5+H7IoConWwopita1hcf56Nlh2q2WIYVM5T1lz07z8e7oxRzd WClcVR8vGs3h45XdJ3YorZRCI8X7PbCMj8+tars0RppBz2z+ZnM5Cqtr15xq 822G2F1rh9ViKGyfdynyZ2YTGDmG1FnEUmj2W7jh9lNNUD0elbUkjsJXWJf9 6mgTcNLSXA4mUKiev2qkPqoJLt+sPtN/kkJlr9nB37yaoO6D3Zy6CxRe25h5 fo1mE2hv4e5LekLh0kU3hMapjfDY0mB53lMKnT16QxckNsKmr5aGpeUUWtVp RPsdaoQbCW61w9UUWuzcWyQRNoJzbpx2SCOF0zfeMNm3ohFC3n58uKSTwuQj Pu5KpBFUr4ymBHVTqLlu4NtOlUYoFCpvPPgnhU9F00M65BphZMxE+W4fhdqS mh0VQw2Qoue/zniQQtsK95xnrQ1g82eYlfMQhTv8r5b7NjRAW/7eCb9/KOzP Lontq24Aw/m/XRONUFiyRTNf52EDVMldii0YpbDUvodXXNgA2+oKvOrGKNRx OCsXcK0BNEQlpn+NU7jrZGKkQm4DFK2rG5mYoFCvkwTeETfA/wAh/qr8 "]]}, "Charting`Private`Tag#2"], {}}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1, 5}, {-0.49906242299185766`, 0.4740139128819521}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, {Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Frame->{{False, False}, {False, False}}, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->All, Method->{ "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, PlotRange->{{-1, 5}, {-0.49906242299185766`, 0.4740139128819521}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.05], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{3.90896291355421*^9, 3.908964919077633*^9, 3.908965367529688*^9, 3.927208542650475*^9}, CellLabel->"Out[6]=",ExpressionUUID->"ee7cf310-ffc9-4000-8be1-72457e8e1cb8"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"NIntegrate", "[", RowBox[{ RowBox[{"Evaluate", "[", RowBox[{ RowBox[{ RowBox[{ FractionBox["1", "\[Pi]"], RowBox[{"Abs", "@", RowBox[{"Im", "[", RowBox[{ SubscriptBox["q", "11"], "+", SubscriptBox["q", "22"]}], "]"}]}]}], "/.", RowBox[{"s1", "[", RowBox[{"[", RowBox[{"{", "2", "}"}], "]"}], "]"}]}], "/.", "testparams"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Lambda]", ",", "0", ",", "5.1"}], "}"}]}], "]"}]], "Input", CellChangeTimes->{{3.9272688935024977`*^9, 3.927268908990179*^9}}, CellLabel->"In[81]:=",ExpressionUUID->"c481b209-2bcd-4c5b-9300-64e792165889"], Cell[BoxData[ RowBox[{"{", "1.0000004135826488`", "}"}]], "Output", CellChangeTimes->{3.9272689093816767`*^9}, CellLabel->"Out[81]=",ExpressionUUID->"e229148f-e3cd-49b3-a2a8-d25d53f79d45"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"\[Rho]semi", "[", "x_", "]"}], ":=", RowBox[{"Re", "[", RowBox[{ FractionBox["1", RowBox[{"4", "\[Pi]"}]], SqrtBox[ RowBox[{"4", "-", SuperscriptBox[ RowBox[{"(", "x", ")"}], "2"]}]]}], "]"}]}]], "Input", CellChangeTimes->{{3.927269827522519*^9, 3.927269854631955*^9}, { 3.9272698952649117`*^9, 3.927269922225238*^9}}, CellLabel-> "In[510]:=",ExpressionUUID->"f117b50a-92dc-4e32-abab-3922821a7857"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"mplot2", "=", RowBox[{"Plot", "[", RowBox[{ RowBox[{"Evaluate", "[", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"\[Rho]semi", "[", RowBox[{"\[Lambda]", "-", "2"}], "]"}], "+", RowBox[{"\[Rho]semi", "[", RowBox[{"\[Lambda]", "-", RowBox[{"28", "/", "10"}]}], "]"}]}], ",", RowBox[{ RowBox[{ RowBox[{ FractionBox["1", RowBox[{"2", "\[Pi]"}]], RowBox[{"Abs", "@", RowBox[{"Im", "[", RowBox[{ SubscriptBox["q", "11"], "+", SubscriptBox["q", "22"]}], "]"}]}]}], "/.", RowBox[{"s1", "[", RowBox[{"[", RowBox[{"{", "2", "}"}], "]"}], "]"}]}], "/.", "testparams0"}], ",", RowBox[{ RowBox[{ RowBox[{ FractionBox["1", RowBox[{"2", "\[Pi]"}]], RowBox[{"Abs", "@", RowBox[{"Im", "[", RowBox[{ SubscriptBox["q", "11"], "+", SubscriptBox["q", "22"]}], "]"}]}]}], "/.", RowBox[{"s1", "[", RowBox[{"[", RowBox[{"{", "2", "}"}], "]"}], "]"}]}], "/.", "testparams"}], ",", RowBox[{ RowBox[{ RowBox[{ FractionBox["1", RowBox[{"2", "\[Pi]"}]], RowBox[{"Abs", "@", RowBox[{"Im", "[", RowBox[{ SubscriptBox["q", "11"], "+", SubscriptBox["q", "22"]}], "]"}]}]}], "/.", RowBox[{"s1", "[", RowBox[{"[", RowBox[{"{", "2", "}"}], "]"}], "]"}]}], "/.", "testparams2"}]}], "}"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Lambda]", ",", RowBox[{"-", "0.25"}], ",", "6"}], "}"}], ",", RowBox[{"WorkingPrecision", "->", "20"}], ",", RowBox[{"Evaluate", "@", "labelStyle"}], ",", RowBox[{"ImageSize", "->", "165"}], ",", RowBox[{"FrameLabel", "->", RowBox[{"{", RowBox[{"\[Lambda]", ",", RowBox[{"\[Rho]", "[", "\[Lambda]", "]"}]}], "}"}]}], ",", RowBox[{"GridLines", "->", RowBox[{"{", RowBox[{ RowBox[{"{", "0", "}"}], ",", RowBox[{"{", "0", "}"}]}], "}"}]}], ",", RowBox[{"GridLinesStyle", "->", "Black"}], ",", RowBox[{"PlotStyle", "->", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"ColorData", "[", "97", "]"}], "[", "1", "]"}], ",", RowBox[{ RowBox[{"ColorData", "[", "97", "]"}], "[", "3", "]"}], ",", RowBox[{ RowBox[{"ColorData", "[", "97", "]"}], "[", "5", "]"}], ",", RowBox[{ RowBox[{"ColorData", "[", "97", "]"}], "[", "7", "]"}]}], "}"}]}], ",", RowBox[{"Exclusions", "->", "None"}], ",", RowBox[{"AspectRatio", "->", "1.0"}], ",", RowBox[{"PlotRange", "->", RowBox[{"{", RowBox[{"Automatic", ",", RowBox[{"{", RowBox[{ RowBox[{"-", "0.025"}], ",", "0.39"}], "}"}]}], "}"}]}], ",", RowBox[{"Epilog", "->", RowBox[{"Inset", "[", RowBox[{ RowBox[{"Style", "[", RowBox[{"\"\<(b)\>\"", ",", RowBox[{"FontSize", "->", "fontSize"}], ",", "Black", ",", "Bold"}], "]"}], ",", RowBox[{"Scaled", "[", RowBox[{"{", RowBox[{"0.15", ",", "0.9"}], "}"}], "]"}]}], "]"}]}]}], "]"}]}]], "Input", CellChangeTimes->{{3.905943230252966*^9, 3.9059432467651*^9}, { 3.905943323183587*^9, 3.905943323270744*^9}, {3.905943370808155*^9, 3.905943387776013*^9}, {3.905943727471215*^9, 3.905943760471752*^9}, { 3.905944276841634*^9, 3.905944326314445*^9}, {3.905944480869431*^9, 3.905944528445614*^9}, {3.905944676440977*^9, 3.905944705441844*^9}, { 3.906013502132628*^9, 3.906013504515706*^9}, {3.90895821588421*^9, 3.908958232123577*^9}, {3.9089583127657337`*^9, 3.908958313693019*^9}, { 3.908958440432317*^9, 3.908958463311868*^9}, {3.908958876048376*^9, 3.90895892446454*^9}, {3.908960283322644*^9, 3.908960286665975*^9}, { 3.908960657809402*^9, 3.908960676705145*^9}, {3.908960842373774*^9, 3.908960851628831*^9}, {3.927208593914703*^9, 3.927208595633608*^9}, { 3.9272087115440598`*^9, 3.927208726455944*^9}, {3.927210840506917*^9, 3.9272108596866693`*^9}, {3.9272687745884247`*^9, 3.927268883501584*^9}, { 3.927268918319013*^9, 3.927268968007467*^9}, {3.927269021865239*^9, 3.927269028296701*^9}, {3.927269060313438*^9, 3.927269107498161*^9}, { 3.927269240277241*^9, 3.927269258765091*^9}, {3.9272694181220818`*^9, 3.927269454425047*^9}, {3.927269614236217*^9, 3.927269615108109*^9}, 3.9272698197446957`*^9, {3.927269858625129*^9, 3.927269939986577*^9}, { 3.927269991827999*^9, 3.9272700136676*^9}, {3.9272702891457*^9, 3.927270291753561*^9}, {3.927270348363011*^9, 3.927270354818643*^9}, { 3.927273940047409*^9, 3.927273996696007*^9}, {3.9283085549659653`*^9, 3.9283085638624372`*^9}, {3.928385805122354*^9, 3.928385818305373*^9}, { 3.928385850730566*^9, 3.928385928491376*^9}, {3.928386038662183*^9, 3.9283860393974953`*^9}}, CellLabel-> "In[621]:=",ExpressionUUID->"ac3f0bd9-271b-4050-a7c4-8134f5842c06"], Cell[BoxData[ GraphicsBox[ InterpretationBox[{ TagBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" 1:eJxN2nk01N8bOHBmxr4MI9mlVFKIQkKeK5IlKgpF9iJSSJItUVSEkApZskTJ TtaMdWQ3U58IWZI9JGT3e3/P+f3ymz9mzuvMc5733Pu+7+e595zZaXPD8DKO jo7OCXv73yeZd/v0xmZ7Fd3/fU2/r95zsHrLIlrOlywDtuzlUddSRdiy/Fe3 d/4sbf/85kW7A46n5Z/DhB79YNjb+M9mO9e62E+R/9ne3+DBPNOWRz+q25YE V/0zv0rINpPbH//5zmHR29HGFf+sultTlchb8s8BbGJPWHbn/HN+8FW1DJ7s f/6BL5jRwr//Z821E4b3h97+M9MvJ77NpPR/Fnh1Q2NcJX5r/M9w6XuFYv+5 98kzZruV5/+c4Ffe+r0k6p9PkjlzM5yC/pk1T/6W+P6Af36hUeSu2un9z1oc saTTMZf/+bg6JX4MHf9n3e5rD4smTUFUIXS7g9MdiM1MyJnxdgbJnxY+ZSGB oH0zUB+nfhtudfTGkx8/hIr5SEL64buAW3pXOegUCvwqnX27owJh5557fpyf w4G6alrqERoMA6IrVjY3n8KTioHoxgchML53Pc+jNxK0fR1cBO+Gw17++BhW qWig37G0R7HiKSwQd0i1XXkG5f136R8WPYPAo+c/vX37HPjJGjOy+c/hg9ch zbMlL8AjiamvO/slpLl7Pcgtewmy1uElBzJewd/O3+d9X8eBoWv7B/vW15Bw yPzoze2J4G+dJ1PRnAKTUr8fb/5IhJyzUWlcTamwo+VxwF7jJGA/ZBJV2pAO uOHYhVN8ydAw9/06G/kt7Gwd5KK79xpElP9GmlzIg/1iWdfsmNNA/pBD272u PIjdecr/mVEanNrfzZJlkg9HGRwFsl+lgZdguT+dcQGMeqi8qpZJh64Vv+uZ hkWQSFpb8jvxBiLLGXVX9UrhrrKvPdepTAgUDfE/nUiGvETHXsehLKB75mCU 1kcGO+XCN6Hb34MPm9beVaFqqDqrcFRT9z24L9G1pL+ohkDSoLFv7nu4QvXg 23hag92vVaYzntmgHWSTnXW/DqxTTisz/c0B9umjvSyOjXC5PeyE+aU8eGjH l2OZ0Qim7lnxZm55QOiZv1c00ghPE6QOqgbnwTolR8La9hP0q7mWvs7Ng+nk PTdLzJvAfuxTGRcuHzrOc7Pan26B27K3s2sT86HJYl7IRrADPpE8JssbC+Bl MVFPTrUDip9tCyT2FoAD5wEvOosOaD7cGqY7UwBMH627EpI7YJ5HTdiTtxA0 Rdqje/Z1AkUg36PEqhA+9mRynD9ChV36ovoMfwoh39Ry8+S5z/DF1j/pDHMx xBo2DUmHdUFEJ+8zvs0PsMA36VH+vgv0QlvTutlL4EwfG5tOaxdQyqhZ4YIl wOigf9iOvRtCYgNmviqUwE3fjsDYx90gvNx7q8epBE5l/LebKfgbhIo3KFR9 KYHN9aErA3d7Iaf2/OTN5FLI/+x765PSANzqrxygCpVDxgM7myGdAajjfmtH 2FcOCYp6p1cvDsBOwcjtUvLl8PgFv6S07wB8oKtTsjhVDrbmBb0R1QMw0nb5 u4FPOWwbHtMw1R2EeftHgde+lYPHHyPSqNkQdIu0fxkPrwAV0v4cwt1h2PdS XWfHUCW00V/81Bo+DLd2PCLhpyrB6vejHzFJw+Bhb9nYv1AJ9zvG+SRrhuHO yWje+ywfoS0s01+f4SeEZ/Muesp+BCs2ScOYkJ9wTm70tYDvR7hP2Lcg8WIE 0gpbcmy4q2D7vAnxd8YIaCx+jXQRrIKMH8GSZaUjwOkmLOkpXgWtNaOXTvWM AEu91AN3BSz+3psGF9FRePVCJXLXhSrIXN/7ojR1FNKXymNME6tA9ZdxfkDR KMCRr/sIGVXQ1hvUotcwCitXlKszc6tgrnyE7vvoKPSbmvH/qMbivdKv4g6M Acta6QjnMBa/uEdFL28M8oR5wt/wkGHvq67gP+QxaD8DusF8ZPDTCPkc1zEG YUeFQu2EyHAwYtZ5amYMqsfW3vKJk+GhYkpZ9OYY/N58GPJrLxkGes8zHSOO g+GdzmXyfjJESJYnPZEZB4v0B0FWh8gw1u78S0FtHFCEdYaUIhmQh5jyd/1x OHvum8XiUTK8EKYFBV0ah99Gye8qj5Hhd80DmozzOOB0L0cEqJNB96qS2Fef cfA8Q+U8cYIMr4mT1+6GjsP3n0/3MeiQYaXoValE/DiI2cgu9GaQwdD8DGPH Oyxe6qmnkVY1vMXhjTzLxyGtl9vQOqUacJlFiWLN47DTs3BN7Fc1XDztMNX4 bRxUy4FkLVUDBQuCR10nxuHcgYyhWrsaYI9vfSCwgo2POMar8KIG7I77U6tZ JuBBuCDXd0oNbAv/6USSnIDMg53H34vWwjWFFyVlShMQdE+xuFqrFup6dBls tSfgRqtUK7tzLdzal5tQYD8BzUo1kZJFtfBftVfnufQJsKm/rJV2pA5kHKRF 14smQGKjMoreuA6COAcc0+onwHlsyCX+Zh0cMTtBWByegNqZscKGrDp4MU88 8lx8Ei6+oTTu4a+HixJp8d1Jk7Ccxhyb110P+a0m4/dyJ2HMqTlXf7YeWN1Z FfeTJyG5zCwrnrEBysk32r36J+FAxo1XlocaQPiiMk5YdArOBsc8qQtqgO+h 7fYWcVMQ4FsqOLabAnfvmX41zZoC/spfVnZHKSDmMahlVDkFGh9jFLP0KWBj +WePdv8U8J3repN6iwI/5fiG5cR/QXPrX0nLWgpM/WdhxfDuF2h8Oyu0btwI y2LTplll01DintNIsfsEsby3G9ObpyEvQPdAnvsnUGalU0runYbRCqlZ//uf wOcPN1/MxjSkPS4/+yXlE9A1KHy5e3wGtI9vf2E++AkYnXzPGjXNwE1/8l4F 0yZ4fJFxz/q1WXgnc5pX8EgzqMmyL467z8KFN+lO4RrN8JuBRPnPZxaGNuQv L55uBtM8kau5obPAylPS89KhGfYwK7y3zZqFHaqCA8ovm4FcZKvQNDkLqQtf T+GXmmGRq/rEc8ffwB77ZM4vqwVsKd5X5BzmwHX04pDyYivYqe41WLwxBwSW +1VVm61wJa9Dofz2HFyOIdirsrSBQ9wehhPBc/DU8pi2iHAbXL/RnmKaPgeB 1SO5fupt4MUnPnh3eA5GA0yCmh63QaR9k1mb1R+I2wx1pfK1QzWTwFmnC/NA 4rd2pnF2wEiKjG639TwIf0ltYOPpAHakqXHScR66LTlfI74OMPW8oSDuPQ/t Ep4ziTs6YGasXqAnfh64lq2NFGQ7QKTJbUh3YB6azFKjP57pgDuhLTf32y/A iUarOtvwDpDj9o8Zd1/E6sThgDR8J5Qxf91H8VkEjsGwD32MnXCcTqY89f4i WOdIh/KwdsK5mZ5+y+hFkLB6KOjJ1QkerUck/ytYhFNTChu7RTqh4tFMec3c Ihzsu+pIVOwEbZzlYJzLX2CVuOBx6EonWP05JmVwbQlsnthzM5A7gYNE1/HZ fQlcifYrEzXY9WVrbpr5LkHhglpwW30nbLuuVe4QtgRybc6RYc2d0DhmoBuY uwROd6aez/3XCbLfLR1K5pfAhF48Se9XJ9B9upe6y3cZ2Kx0DujxUyE5oV74 75MVOPnZYn+9PRXizaW+no9ZgeVnVkY8jlR4IRj1tDBhBT6MityzvEaFsBgr RrecFSjN95n+7UIFr7DVmamOFXggfG7/5h0qGPrJ1Q7xrILQJnG6PIQKBItX V9terkKh+Pe4uvdU2BQi7JZ+vQoXFCXYv+RQYaXb8XvI21X4ATvjf+RRYfa8 kpFO+SqcuXtIdLWICn36NNW63lVIaeuo4vlIheJjLFxlO9YgUsdXZKqVCvYi t4rT0tZgPMxeWm2KCg2KIqzu79dAzEHn0vwvKuw+U3/peNEaNFNKNjJmqDAQ wMvQX7cGDEd1X3D8oYLpWJER//AavI8ylq9bpoJ2weLs413rIEUs9xtlpIGk jucBl8R1oESKZbOI0eChjdhdtTfrYPDkwWbYThqMeDdS2XPWYeKPdydJnAav s/m9Mj+uQ7Q+dYl3Lw0Et5U2DvWtg7XukhWrFA1Y+5cvnxfegHcLrX/eHaHB pLt3kvLLDdiZeWPisz4NrheFMeQnb0CY06elk6dpMLuQ7Cj5dgOWcoYNS8/Q YN6jUZ6/fAPyFeSmYoxosOHJ+2mhdwNuqBVWHbtAAy7fnN+5YptwOibplLId DRQf/DgukbEJJwQWJ3970qCkfvFNQu4mKFm3aB30ooEKIyvH9tJNaBNKWnH0 pgEKlv1KaNoES//y632+NNB55Os0NLkJHo50UdkBNMhuYGtq46NDK/4FQrhQ GlQ3pc09MqNDXYFTT1xe0aCQv8PV15IOzbad4XNIoEH6lZVZF1s6ZGoWcNQi kQahuNMzJk5Y/KETOlrJNDBWXprc402HbriuxDOk0WAqU/dndSwdGrxioKOe RYPtj2a+LnfTIb6FFvXsUhowfxUw+dVHhwJuaZ2/U0aD1d2a/w0M0qGDog+Z NcppMEB+8ZkyToc2RSRPUyto8G5JvfPZMh3SUJGzGajCxucQ3SQnQI940uMa y+pp4HTyaOVVU3r0SCKl9WoHNt/7BOrzzOnRt4IDt7Z30sCddbll2YoezbE+ e1CN2a+1pPfRVXrUVvNpkESjQaSR0lqmFz3akP0e+voLNr+WR1Qm4ulR1oby l1vfaHBMnU/jUDI9Iq3piLH00KBm119drzR6RO9E/zUWc/PP4ous2fQofBfb w9JeGnx3UvTaX0WPVOq+rf34TgOCp0Kp4yA9ymd3Mfw1RINHF3ir83/SI6IJ naP9Dxpwqiw0rozTIyWmxzP9mPk2Crsez9EjzyWOEy3DNNh/X37pLR6HZDIv iUSO0CDn8ja6P0w41EpVz9jELH9ynkmFHYcOBwq/dhqlgRprIV/zNhzie3bg h9oYDc5GHD4yuQeH3gVTX1HHafCfKw8c3o9DFzkiUg5P0OCi0R8tbxkcOtSz WyAKs932AmO2Izg0aqx6Tn+SBp7xhzwOaOOQ3JMh9pwpGiRkyBU5OeLQk5D4 eIkZGjR12zYmXsehKzktFtcxL7LG9NDccMg0PTWpALO+8wq9qjcO7TCMTjk6 S4M1uVoD9lAc6jpsnHH4Nw322S5Yowgc+mzw7up1zOeiJW65R+PQ7usy795g zloMieuNxyEB7ZVs3jkamJWfG8t6j0OckofL+zEHTQWtDuThUMLUg7ucf2iQ L1LKyVuMQ6khN+tUMLP6iyj4fsShPh2DjqeYFfNOa+fV4JDG8NnnZZhthu6Z /WzAoZQzIv2DmMs0R+7pt+PQIw353wfmsfpwi//ZPRoOce+MKjfATHqjm1H0 FYfy/AYYXTBfZclpExnA5oP/qlg25mjlwcGzwzhk9qhwugkz2Yln4cEYDvn9 4FQbwczfdltoehaHTtxgt+JfoIHmZqbMrgUcul9YceggZhfZXnXjZRyyYI0J 0sQcb815/vE6DiXTJZiZYm6MRA4f6fHoQG13niPm+Vo37zkGPJoWMHjkjVls ITVsLyserTtsDj7GfGrv1+SLnHgUlvu7/AXm2yYsRWEkPKJ7so8vDfPrhyqN NdvxaEjxzZ8czG2lzj2Lgni0GOBythTzykTi9P4deKQ0FCRbjXmvMJXeUhyP +qynIiiYDfUJvFESeGT67rVbC2Y/P8V9lAN4ZEV496Ud89scB5XVg3g0acBY 1on5v4FYg4PyeKTIUrSDihlHarW2VcIjsv4Hxv99L6Ox6f5cFY/0aew32jBf dJd72IzwaGyq0LQJ84M027hNTez6j7Jr6zDn/vcs+7AOHpUqLOVUYu5laqy2 18cjPf4IkSLMzEdXPsedxaPEhZvs7zDLO0qNtZ/HoyXpZJ9EzFZxFqv4i3jU WbnteiTm0JYITiULPOo61jwQiLlkvWbnNRs8Ghkif76JeVhmQT7pCh6t+v7W scHMZSWh/dkRmx8fU3Qas+rTC2bMN/CoZ2T2gzLmqD+V91xu41HcoaT9HP+7 v9QIa3NvPMorvNK/gK0Hgzxbde27eGTSO6PVh5n5Bgu9WDAehXodlsn43/rT 7x1gC8Gjt0OD70Mw10rlkP+G4ZEdTXnAGbPfxDn/9hg84pjpMJfBbPZJwqo8 Fo90szbT2TErZazAmwQ8yt5ekTKOre8/l5M2/dLx6AStsjARs8PgpJ9MMR7R 2/85vIY9T1rkjxaCZXhUJ5zE3YFZPPGpGuNHPKoOjEx+jfm7+ZGNvnrMlaJd GpiNugJ8n3zBo5LwpAQP7HmV/XD+0p1ubL6jtDkQZs6Yfccu9+HR00M90syY G43a1lR/4lEh4cn9aKweqLUL+EzNY/Pt+S7oFVYvhLKnzLqW8Mj516FAc8xL oVUqdWt4VJGjKCeIuUD38mocgYAUVDySn05j9aMh10tvGwEJaAl2uvyiAWNa 4MUj/AR0SrTZZA/mH4HGyuLCBFQe7xHe9b/6pb62vCJOQMK/PbhVMPNUnrzz 9jABdcSLWMxi9W82TvBCzBEC8nVOd4zF3Ob1SylAhYDMS6MlNDA/VIpauqBB QATTs/kRWD3dKPh+m8WIgML9GFmEsXo79vaWh4MbAVEeKmf8weq3qcjG9wwP Ajo9T0m8i5kSHnRy3AvLf1WajRVzuvtzfsdAAvqmT3dMEKv/dmqlZU7RBNQS I8WybxDrh51rG9eLCeggp+2eZay/nNF8YJ9TRkDPw+/rXsNcVczRMfORgLzC dAf7sH6UECea7EIhoGMxErYVWP8yv4w03LoISCeyvuBKFw2+LgUG31ohoLZ4 kp0L1v+0nNhnizYICEkciWii0qC4L9p0EceA7rVcOCCOObomTfI2GwO6Wtb/ vh3rr4ahlGZPYQbUqkn+ztuGzc8ONi4fNQb0fai7zriRBg1akS8CAhiQmneg XCbWz0evlLd6BTEgHx0m9X6s3zMHD+NuPmZAnLG7fvFg1qUoOttGMqBLYCx4 pwTLd7JHXfM1A3IxFqg9VESDL9q7JxlqGFDhfoKYbTb2/OkWH3tEz4jeREkH FGP7EQanfrd7DIxo2DuivArbr+wNYc64w8KIWFx9HlOw/YxD80WSIzcjihOY G6XGYfsTvc0R3Z2MyCTIILbrOVY/T2lHsKszItkc2ZTEcBrgT38bCvdnRMVX vKwF/bD+9vG8uPt9RsQw7Bmy6oPtF2Q6bU0fMmK/J/tMD7bf2sXZOCwWwYjE G5+/i7lDg+OtRSN5iYyoQ04nbs2dBgF6TydoHxnRmaiSHQ+csHqnrT3Ht86I skJJT4NMsPwfag+t0TGhM7yHQpSNsfwScHOAwISMJ723/zqH5WdSnM9gZ0J7 vKT69Q2x/A3ii0eFmdBrB8WDG6ew/Jqby2YqTMiwcfiOwHEsv3oxfdIdJjTe dk1E6QB2/zVHm7p8mZBoxSnjV5LY/T3JH80dwITIF2Q76fbRwNHAa2/gYyYU 1DH8uGY3DWhmanpX4piQbwl+U1aUBqkeDdFSlUxIetP6RikXtl6y/pMopWNG zOiCs/s8FR7z/dWnBjMjYqp+4Y1iKsQ0Nv6oCWFG63zKfwMLsfPJndg7BeHM SJqeEBmTT4WSnmNp0c+Z0Sfety3F2VQYTby/ZvyGGa3RWWv+SKeC5j7Su54G ZtTecvPdZAwVNpSkmX8ysCB34/LooltUcLtoW/M3kAXFm9apEmSowJU4MaD6 kAX95Dsj73GACtk/XDfvhbKgzHIPupF9VBi/5q/K/owFdSlMcFeJU8Hq7qti sXQWFDR0dslYgAoGqV/f6jSyIBNcWa0wgQr7p/Wi4thZkZ6a6tW/Xzvhxz15 O3jGij6YspW+9OyEfds5w1xesiJpvdLp+7c64drb0Q/Jr1jRzKBJgbNbJyxS Y9kI6azoj4D/0JFrncC6m76gsZgVaTTefJNtiZ3nGlrpDbtY0Y7Lbkq7tTrB h9U+0U6IDZlq6wvv4u6E7VEvvz1KZkONlnbOswnYefgLT6dbGhuauK8t5BLX ATi+MIpZJhvKbr0p/es5dh6ODSiUzmND/vVKt/ojOqDxtVNYJ5kNaZmEnk4N 6ACv/GPHBQbY0EaHDeP7yx3Q3zmYmSHKjvIX9ZgyJDsgg2v/HUocO8ot0JyQ P9sOsiMXlghJ7IiWzDlGr90OpeWPbh9PZUeyjOd/Nqi1Q9OV8VuVWewoK14t X0mqHaYqMtwKKtnRoVaXC2WM7XDwqsS1xH52FNCvFXygrA2Kq3db3hbnQCN9 mj6Ogm2g9vzc90IJDiTzQlBtB1cbUK7dvzR3gAOlw17DJoY26OIbNnOW50DN d51l8L9bYdk5xdT2BAdC7tC93tAKqoK7DE/bcyCHmnxpJtdWqHXbcULiHQfy Gl6Q7K1ogbWFmQjhHA70SPFG2FpeCyjeIfdyF3CgQyEHj5LetMDbu9bua2Uc SLyvjFnkaQtEhqakdDZh8YxFHNl2LWCTLoHzmeBAJk+mTmWwtADdt4NVHZKc 6CQpef6objMoX6Jja5DmRE90tLvajzWD+0CHcbkcJ9JcFjtvItcMYyOu02lH OZH1rg4vZf5m6PhTIOKtw4lOJJePnfrZBIkcSj57rnKic+elar18mkBNHR31 yuBEBzwP+Pu/+gQ7ttlGmGVxIn+662/lwj8B3eiDUdVcTvTt5Ty+zf8T1IQ2 P9v8wImuaj1Za7D9BFpdxnP3KZxopWnbvdx9n0D/hvO78BFO5Gsl/Jg9uxFk jkfgXCc4kYMrw2PNhEbg5C24YDjNiRh7D2pZhzVCR9kSE+8iJ/KpG/usdb0R zjHet4tlIKLPxzfM86UawfxVrEjabiKKNrm2cTuFAsdcKt2D9hERn4KnUu5T CohqDDTbSxHRMfX1nuq7FBgY2+O1X56IGOZ/WDmbUcBOPu+/HA0svl0wq4GL AteaKeFlNkR0Xk+w0dStAfQTJkbirhDR132NdhGXGkDGlUPN15GIOlUiKx9p N8DsdqMpcCMig1GrIyUiDeBu8127/h4Ryc2XNJfU1YP38jx9RxIRXX0opiOO q4dpy9ZBhjQi2j6n5JP8sw5sGtKqVTKJ6PJmYF1gYx1oRxnfe5NHRMHklSta oXVQvixj3VdERLbCq41sznUgY8WkzlNGREbjxbkbp+pgm3QJ3d0aIvI8eNhE lLUOgqMiBgobiOjb+qKW0GgtrCw7kCeaiGh0qNp8uKYWBhoE/I1pRFSw6+9V 8KgFI+k5y9CvRPS+kTX4mn4tNEQ1QU0PEbllx6k+21ULWVbem9LDRPRnid5D p74GdlCM+m3HiCjqTlhF1tMaiJSWqno5RURocb/Aows1wBBNSGyfJSIV6vqM nlANeK70+jEsEFGc4WS79OdqmLQqslBZJiL13ZS5k37VYEF5oua6TsTW673u XsZqGNt+OJxGx4V8Na96R+qSYZfujrvTOC400R5f+liLDOa+bDdYGLhQqcrz w/7HyfAs96/FbiYulLl4ctRNjQzMfB1qF9m4kEWK55/TimSY+eG/Uc/DhZaN Ge3G9pBhH5/z9AAvF5rrL3Oh7CSDje6F76t8XChl/870FBEy/Jcr91FOmAtN MqkEGPGSocJ3yPfVbi4k+M64OoJAhod8muvuClzow6WmDxt1VbBTj2lN3IQL yeeWmykpVYH8Fw2q4AUuVP3tsjD1YBVoWfpncJtxIcYUvO0ViSpwvLl8btOC C9X36bj4ba+CwrjJ99+ucKE/zrHs1+Y/gtZUu+VTDy4EZ3LVjuZ8BMcnL2o3 nnGhfJfbZnfEPkJhu2RI92cutJKQdNZytgIixKvTVv7DxjOg+D3uZwU43TYl C3VzId3haKOObxWwa0fwwqU+LuTkcPizWH0FhF8fthz6yYWOJKhIWr6sAEeO RPnJRS6E83av1EYVIKa37fsaPzeiRqQ9Dw4uh9CGDVmxS9zoQlS3kcByKSDX ETkRS27UtnNB++tUKcwLtR0StOZG58X33AkZKAVz11fy2y5zI6bHrYb/UUpB WlhVidmZG5laiJvNPyuFNtc7MOvDjb42PSrTlC0FLpF5fXI8N2LdEHWsNy+B OkqPQWUCN+JWOREgdboEPN1qT5clcSOi9xA5WL0EBiiRZwtTuVHLmoC14N4S yHOTO5+RxY2SXsZPvZ/+AIaN180jKrgRV4KarrfvB4i6Oe5o1cuNNG+9ucj8 tBgEtbxcjb5zo7MzzenbAorhNT+bp9YANxpcz3pJulkM+ZVSD6SGsfFmdG4O nSuGDiaXxKVJblSugUKofMXAGb9Ii1jlRk+fb+fujC2Ch3X4Y9WCJHTkcqnl uehC4HoerVEoTEJWMXFHzwUWwvOre3TfiJKQWiRFVN2tENI5T5o82UVC5YkR eoOnC6He9LHrhf0kxOHQVKPAWgi4X1zpv4+SUKOgyQc67wLw4RUl7rpAQtKX mXRc9fKhNY/lIpiR0LQLJfOPQj6IGiykml8iIXkHvv3GYvlQFdSi/NyahFr/ 06gonc8D3JLXFXZHEvpgMvDzV1weBH/7WrnoRUL53JWOz37kQpdHLfM2XxIK GEhl7WvOhX08OUZyd0mopH+BZa0gF5r0gsadAkko8FepXWVgLrBXyvMOhpDQ NTlNjqM7cyEy8em15ngSGkgNffchPRt+qPh+GEsgIeFHjEburtkg3+WAY0wm IU37r621KtnwhQu9QGkkJHj4AD2p/T3wB0zXFr0nIcWYnZQ9s1mQYKcnlPSR hDJ+XqxKE3gHM3RHrlSSSYg+ICxLs/ctoFe78r7VkNBeSnSaZsJbGPyyrMVL ISFDa6A3FnsLu09muD1uJ6FktaEcBeFMyJRkaHIfIKGiDGvnwl/pQBVWX3Ue wuKrJwOLM9JhjegrZT9MQu33l3532qSDweJ82IUxEppUJgsc+pwG8zXDRmqz JJRa05EQ8DYVRIvFHhyZI6G3CpeuHruUCiczzYtl50no751fjmWcqRAb/plf fImExFfcUj86pwAyr+tjouNB0s+jJtcEXoPjaToiPY4H7QybFeslJ0PUcVW0 gudBY7cICT2Xk2FkX+HrKSYexCj+lI6cmQRcwrO0nyw8SN4zxsZCOwmOEqUY +tl4ELXka5bIp0QIXUix7yTyoL1ZkSUUyQQoHut/0cTNg24kGf2QOvsK+nuE mmp5eJCtAPfLMdd4OFQTJVXMx4M4v3RvI8fHgnlR+6UcAR70A38Sp5b2Eh5k sIVnCPGgRFkr0YaUF9AVFvg7dgcPetB0hRDhGwO4gKpd0Tt5UL9E2xnN88/g wK1VoyfiPGj1p3hJslA0nHM48iBoDw/i+JDdrtkaCX5mN4vvSvAgm5hj7IGX n0KGQc6opyQPWr5k8021PBw61Sf53Q7woInUbjsr41BYkZfQdZLmQQqVG0x7 7jyE3ftsve0O8qDPY5k/KH2BYCCUmHVJjgeFC0l0azzzhtucPX3Gh3nQ//t/ SBI9H/GMwpab5g2RzpEt/xkNcz1+dMvCPU2vVVS2fKP6OIMMbPlFoZ+ihPqW a96U2YtpbHlb2KEm0sktl13cFf7XYMuM8/QC1RZbXsp9ETZsteVJ54MEZtst d4yazxjYbzm250N9740ty9Q6uy35b9k4srv5YMqW38jm+SWMblnS5q3BuvO2 f+7RKc0/P7llaoqXNNzk3fp9BWdVd81tebPErSjo+vZ/1pPVOuGzsGXKpYNX nW7y/TPJ1qH81a0tWzgkc3Tc3vKiG0++vM+Wdz/8u7J+f8v++VWhETFbVmY6 k1tUuuUg9ke4sfItd3LXnBP8uGUHYfllv5otP5fjP67dvOV5swHat94tI2uB vRz9Ww65YugJg1ve5VonnPpzy2eDMi47T285PmTwQ+LslsciBFmpc//feOJC sxX/brklqZ7u6vKW+dI3DONWt2zz7kha6/qWs3Nd/m5ubvn/AOhbVcc= "]]}, Annotation[#, "Charting`Private`Tag#1"]& ], TagBox[ {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" 1:eJxN2Xk4lF3cB3Bmxr7PJCqyJWmltD3U71iyFYWSEKGyU3YiW7IkiUgICaHs a/Yle5iZpywha0WEhOze+7mu9zWvP2auzzVn7jP3Off5ne+5iJjaa9/C0dHR HcRe/nuv4d0+vbHZWU33v3/TWbXiR2ppFlS2vW7sR7OHy4eP1QSaZbod3vqw dGz5TUynBY70ccthu4JHGfY2b9lAZK2H/ULNls19NAPmmWj+USVvVhpYvWV+ 2UfbrrpWbdn92G7XZ7oVW5bboyTHxVu6ZT824ccse3K2nB9oeTadlL3lUXzB jDI+a8tKa+e0H4xkbpnplzXfZlLalne8tFeckI2n3X8ULm3vrtgt9z+OYr65 8nzLCffL27+WRm5ZpYYzN9364ZZZ82Scxfb7bTlGschJjnJvy8ocscSL0be2 rCDfFD+OFLas3msTVDSpB2ztka+bOz0gNiMhZ+aeLTCXeg/pJjwAVUd/DZy8 KxhwLQ2rjwVDxXwEIe2YN7jW6+zpXnsM/LKUgT2R/qBUcImw3hoO1FW99y6h gcAQtS70xCoCHlcMPWsOeASfsxJOS4xHgqqXxZ2d3k8gMuXQ3Qn1KKAXWhI/ UfEUglzsXjc+j4byQW/6oKIoGG2ptlddjwH+GsUZqfznsIPr++73O2PBJYlp oDf7BUzmSwhoHYwDKZMnpQfSX4LMuZ4NQemXoH23s8S8PRlMwvSOXrBNAh+T vMMVba8hodNO8eaXJMjRikzlbk2BPeBrWqn0CtiPXo1835gGn6pRzR+eZGic +2rHVpMJf/7UFGREvAbBf/5GXL2WB4zmdy06ldJA5qhFh29PHjBlPRITjEqD C/t7Wd5dzQfNIpFolbE08NhZ7kOnWwAhbKPFN7zfQM/KfbsM7SLwKk68WJ2R DhHljOqr599DN/vOBZWuTPDf/cjnYmINdNX7n7Usyga6KAud1IEaSAlNRVO/ ssGTTXnv6q5akDfXSMbvzQGnJbqPaTG1kBIpUrj0LAduU134Np7WgZc+HVHg ZC6oPjTNfvfgA6Rf2UvXx5QH7NOn+1msmqHReHglKzQfWo3md5nuJANXbvEn MfkieFHMdV5ajgwOGpefcl0tAgvOAx50RmQoCZk49c2mCJiqTHoSXpHh8fbD URdjikBJsPNZ3z4KtPm4XZScLoKqvgyOKyepcNLro/mx6GLI1zPeVLn8CSxf 9ygG9JZArHbryKGwHjilJtMg9U8Z5H/ycm45NQRJbtMGRS5VkB5w03REbQg+ beNPtwuugoQT5y+u6g+BO6VwWTq+CkJi+CUPeQ2BtZ+XVU9tFZgZFvSH1w4B 2VhNNI+jGraNjSvqqQ8DP88DsY031eDyR4f4w2AEdIxOFzo614BNyj+bmzYj kGwWqTTnXQOmV0Sm+O+PwFXhEg7vkBrQLJluUE8agfq7jXUfsHmQuBfsnj02 AiIOb2TY2mqgB1c95Gw7Cr2vytd799SCLHF/DsF7DHBQkcE7Xgsd9Pot7U/G gJA9//nf+Vq48Tt4NDppDNxH43oz6OvgAXmCT7JuDAS4Cxpf7qqDjrAMHw2G bxDzxUgm7VId3GCT1I5+9A3kzAyCxKux9oR9CxIx3+H36b6AK2/roWNRXPZ8 3jgUMFP1Y2IaYO/LnsA/NeMgn+avkJPWAPcVH32KI4+DdIbgVEVhAxwJn7Wd mhkHHLvdvXJyA4RLlic9PjwB1/jl+YC5EbQNLzGS307Aw6mfmSedG6Gr1oNy Oe0nvO3fdD+u3ASHLQ7tXi/6CadZbXL6tZvgIeeQVWrDTxi1lAxxNW6Ckwbn CItjP0Hs+oOzQW5NEDPPdfK52CS8uH319PbMJtCXSI3vTZqEzcv3b02yNsPX 0E5zo7gpGLZ2W2qpbwZvX71uvXdToGu89/N4ZzMIuwwr61ROwbqXM3WlrxlM jf+Iqw5OQatLlsfSn2b4Js03Ji32C0RnuKIMxVpgqsvoBsPbX5BlsBLQ490C y8LTeu/KpuHEX8k2YalWCNFnFF+3mQVh5US3V3fb4KwU++KE0yx4ikwLOHi0 wW8GYlOX5yxonV8hyfq3gV6eoGVu6CyAjIJo8bM2EGc+nmX2bhZsHthTtUra oKbI7Hjr5CywcTWQJVbbYJG79txzq9/wRVooJNTrI5g13bstbTEHl15raM3Y tcNNub2ai/ZzkKpygeGPczvcziMfL3edg5Sh+aO/PdvBIk6c4VzgHBSvCvIM hLSDnX3na720ObjVbmvvmNYOHnxiw95jc2DwZko5sb8dIsxbDTpu/IHCqLZl 3nMdUMu0Q8v62jzoPWTcdGXqhO+vD6v3msyDZxt7VwVHJ7AjJUUVq3lw+FTg skbqBD03++Ni9+ahojpur41wJ8yMN+zoi5+H6Rqxco7TnSDY6jCiPjQPlUtD d65bdoJ76EfH/eYL4Plw0fJ8YydI8/hETzgtgvLi/DTfaTKUMXfva/JcBGRo ZOIqSwYFusPlKQ8WAf/q0vynM2S4PNM3aPxsEXos03xCFMjg0n5SsqtgEU54 vrw8eJ4MFcEz5XVzi2AqMDkrhdUZVZzxcNydvyBmHjN+z5cMN/6cOahpswRh C4Krk3Vk4CDSkT85LUGe86EOhgasf6k6RwOvJSATCyoEm8iwzU653CJsCf65 WTGr0kaG5nFNdf/cJfjVWf8p4F8ySH01tiidXwLxxidB6aNkoGvxTRH1WoYI CQ2FpzgKZP1QVM0IWAbp+zoZdwgU0GdknDoStgxEXi9NTUYKFCqGHDuTuAyO jWpXCawUsKiKqLtauwzxpnhvAx4KkAteD4UyrIBGAZmhRIgCrxIaBP4+XgHD F2/LJGUpEG94sPtK9ApUmDOztclRIGZn5NPChBU4Kx3WZHWWAmHRNxgdclaA zTM4KFWeAh5hqzNT5BVQYLygwKxKAe370vUjpFXA37yq43+ZAgSjl5YdL1bB pqS96ooNBTZ3EfYcSl6F49xnjzfaUmCl1+rro8xVkLDTO3rcngKzV07pqJWv gnJMcT2nAwUGNP6V+9C/CtVBB6/lulKg+AwLd5nQGvTOMm9k+VHAXNC5ODV1 DVR9i57EPKdA4wlBVqesNVgZfJfaEEOBPZcarisUrUEAKT/o9wsKDPnxMgx+ WAN6LfXSc/EU0Bsv0uEfWwN2+hsdg0kUUC1YnA0RXYerT+P0+zIoIKnmduBO 4jpolbozz5dRIMhU2Pvsm3Xo4Ls5ulpOge/3mqnsOetw4NfCS1wlBZKz+T0y qtaB7bJWIXs1BXZue988MrAO6SbJzqR6CrAOLt+6IrAB914WNU22UmDS6V7S Py82wOPA7wdtvRSwKwpjyH+1AddqS0vrv2DjsfDKSjJzA/aLMWaX9VFg3qVZ hr98A3ibfw6mDFBgw423ZaF/A7qMPzlaDVOA2yvnd67wJoSUds2VjVPgRMCo gkT6JkxU6f12XqRAacPim4TcTdh1cTBJ5S8FZBlZOba/34ThYVYJ/iUKoECp bkLrJhhUDbwvWqaAWrCX9cjkJnj1nmAbXaNAdiNbawcfHZrhT5tgxFOhtjV1 LtiADqXY4CZcOalQyE++62VMh5IKB/l2clEh7fbK7B0zOnRgtOVyOeZQ3MWZ q9Z0aOpn9soKNxV0/1maFL9Hh6o6OAn2JCpMZah/q42lQw8Mkl3281Nhe/BM 93IvHcqdstw2J0wF5u4dV38NYP3hMiddRKiwukepa2iYDqlLxg6uYB6qifnU NEGHPB+fE6ITo8LbJXlK1DIdetHYzkInTgVk8axVegc9mhOw/Pl5HxWsVU5X WurRI1+h6tL+I1SY3bejIc+QHt0M4ynWlKKCE+vyx+Ub9OjQ87aSasz320v7 gy3pUWmrUWuCNBUidE6tZXjQIw4kc1rrGBVKjU/K/oynR7YB7SmBJ6hwRp5P 8egrehQScln4J+Y60b/qHqn06PXAkzfnsRzS9q1YnzWbHuWL9X9hO0WFr9Yn PPZX06OSb2+HfE5TgeB2/L3VMD0yfR7UcEaOCsHXeGvzv9GjccdLh59i5pRd aF6ZoEf2T7QyRjHzbRT2hMxhv8fLvzvgDBX2P5BZysTj0FsdHqHqs1TQCj92 clIch3amKr9lkKdC110SHNuPQ7VpymbqmPV1/ijfO4xDuyn7joVhvrm9QJft JA4lfB/YRVKgglv8UZcDqjhUJvZ1B1GRCgnp0kXWVjjUF5DJ9k2JCq29Zs2J dji0981x653nqLDIGt33rwN2/bEnM5qYNWxX6OXu4dBl5xzzIsxr0vWa7KE4 lBOvK+CmTIV9ZgsmKByHWCkCGWmYLz+TcHZ6hkMUoSjDT5jfLT6K64/HIXmX e6cOqVDBoPzy+LssHKrrI7R+wvxw6uHqUB4OVVuqRqxhzhd8z8lbjEM/C0f9 xFSpwOojeNyrCoe8PwwP2GEuU/ruq9GJQx9lGH1WMX935o/y/ReHuhf4wwXU qEB8o55e1I1DGod+tshhtmTJ6RAcwiFzE4tyD8z8Ha67pmdx6CTLxospzEqb GYdFF3Ao693xNUZ1KtyR6pfXXcahGDntYGHMzRHIoooej4qZyvZoYZ6vd7g3 x4BHLGkKxywwCy+khO1lxSOhxf229zG7XmUpCiPikbBoiFk65uQg2ea67Xj0 Z88J4QrMHe9t+xZ34lHA3nfMnZj3ClDpjcXw6BrPletzmLU1CLyREnjE3lPY gjuPPb/3T+xrOoBHmVdPmRIxdw3Fah6RwSPF1iW+I5hxxHYTs1N4tHxO/7gc 5sOKm07P5fDI69E+b1XM+k7SQW0Ij3QUHBd0MAekmsVtKuERA6NajBHm3K6o 7GNqeDR4q8TcAnM/U3OtuQYeVY21mt3FzHx65VOcFh59WQoLdccsY3VwvPMK HsWzcY74YL4RZ7SK18cje3etm4GYQz+Gc54ywj5/akJ6jLl0vU7ExhSPDkSf m3mKeezwgkzSbTyqKccvRWHmviGh+skKj4IkXx16gVnu6TUDZns82r0sEh6H 2aLukZ2cIx75nAgWeok58k+l7x1XPNoc7On7z3eo4SaG9/BI9KZM+3/WzDOT V/XGo4yHvYz/+UD4CREZfzzCWzcF/Xc9ZnsWeuFAPNK2WNP+r7/vGv1DbI/w yI3F5VY05vqDOTV/w/BIkEO6JgJzEptf0mgEHpXdkjQL+28+fl726YzG5uO0 vmYwZoMWiRvlsXh0crTS1x/zqfQVeJOAR3mzGuuemLcHtgtFJmPzvQdf64z5 z62kzftp2Hw4f/5oi5ms5DholYlHXJwVwrcwZ4spV+tmY8+PZlaFwX/3Pzx5 /3AxHlWqBnxUxqxcU2W0swyPQlouI1nMYolPzzJWYeN/n27tMOavhic3Bhrw iHStSH0b5nJZ1q8tLXjUPp00wIA5ZudAZVE7Hq3GHCpdxJ43nR4/r8ef8cjY 4LtiF2apkivX3XvxqDlyev4DZs7ofWduDeBRoMilX/n/rQedjjW5b3iU2NNR EIr5bOcOz6l5PDIUNIw6iXlX9pRBzxIe/Z34fP+/9bMUWi37YQ2P/Gf/ZDNj LlC/tRpHIKBhnYKRLmz97WvM9Ti/jYD0m49GWWFmTPXXP8lPQJ2STbkamEf9 df8RE8Das+wgSmFOkF9bXhEjoKYrjqlz2PonVaq4Zx4joMoVNTZ7zLNxO69F nySgoRA+rQuYOzx+nfKTJaA3+Ed9+zAHnYpcuqZIQIXPWioHsXqzUfDVlUWH gJJqlAqUMI9nOrtYOBCQkVy93CRW7/QEN76muxBQYuFSQynmpicPVSY8CKjK tNA+AHOa03N+K38CQj2VYgKYb559X2b9jIAyYr8yAlZfhyhrG3bFBHR6TtdT H6vHl5QCzHPKCMhgaODXDszVxRzkmSoC2mRxv9eD1e+EuN2v7jQR0L2n2RPa mA1vIUWHHgL60izDcgZRoXvJP9B5hYDULr1j/Y7tF8rW7LNFGwRUcNps+3PM xQPP9BZxDIiiTj6lgvlZXaqkKxsD8mzXrUnB9hvt0KY2NwEG5PTkbedlWWx8 hNi4Pc8yoH5N+xdB2H7WqBwR4+fHgCSSjTdlj1Lhx+3ydo+HDKjuDt6oC9s/ mQPHcI4hDGjI/uM3e8zqTSdszSIY0EN7DfskbL/tUOmTV0pmQHekrIz/HqbC Z9U9kwx12Pfbr1z3PICtf/XiM8H0jCiEoks3hO33DNaDDr4MjKjE52u1Eea9 j5jT3VkYUfDR6Lh+Uez5b9MnWvEwIu6zPamfsbwwdX7zu7oII5L+YLJcIYTV 4wuq4ezymJ2YTt/YRQX8xS8jT3wY0b+pnycWeLD9reqKmNMDRrSil2Ovjzni MMVML4gRZRZ4sVdheUaUs3lMOJwR2Y7vDfbD8o5Ce9H3vERG1Bkz6EvHQQW/ 809//lvFiEw/PmIhM2H1VlV1jm+dEamOW0mUYfmqtaT+6BodEzq2vyyFDnOE BDgOEZgQXBuRVF6lgCjTifl0diaUadWk1oHlM4VGscXTAkzIX3oXlYrlOz+l zWUDWSbEUd8U9W6WAjj5YvokdyYU3T9nmjhKAUOlH609XkxIxjbHtGAEy9Mq /M94/JhQ4kW1A41YfrTS9NjrH8KEJOWtt40PUuBfg7Pnb8cxoYqe3GOC/RRI cWl8drCSCdGtOnNd+EQB5XddEu/pmFG8m7RTCZZvk3KYfv8mMKP3nELwug7L 9/mnyvazMKOLN1cqHtdi+fF97IV4HmbUs5DaYYTlY74mo7veosxohm3m+G8s X48Pfy87p8SMNJr4nLryKBDC91eDGsiMHtzxiH2ZQIHo5ubRukfMaH75TIXj S+z84h7rXvCEGan05rxRxfJ8ad+Z1GfPmVE39UDvNJb3fyQ+WNN9w4xO8V6K OhhFAaV9xLd9jcxIlT3hh80jLD+fOsT8jYEFhQL18ZoLls9/brz8zMKCvN0q cjKdKcAbRz7WyMGC9qUJBV51osDBdUfjN7ws6GFmvk7WXQoY1JYVW4qzoDmb ZC017HxTqqZ6a1qJBZk84LugYEIBB32zur/+LOhxirjvMXUsnyf+HJILYkEF TXuIz7HzUvbo3U3fUBZ0UFGdYVmZAhM2PnLsUSxI/ZoNZ6kiBW54vywWTmNB dPqvI0TPUEAzpTtTrZkF3exEUelHKLB/+nxkHDsrYl+7OHOXRIFRX5mbEMWK iOKH4+o+k2Hfds6wOy9YEZ9vR04Ndr60yfxR8uolK+pOLf5bQSHDIjWWjZDG ih5WbxfMbScD6x76guZiVhS9Opzog51fpRrb6bV7WBHngSPhLYVk8GQ1T7y5 iw25fDh05M9TMmyPfPEl+BUb+jDzw9VEmQzsn0kUh1Q2xGS9LMapRAYcX1iT QQYbGte+u1IqT4aZWL/CQ3lsqN1uSIQFO383J1uHUWrYUMy/7qcjj5HBI/+M wo4hNrR54aqnhjAZBinDGem72dG2vUnrybOdkM69370pjh3h/W/5RCl1gtT3 a0uEJHYUG41Wnc52wvvyYFeFFHbU90dS++KpTmi9PeFc+Y4dHawZ9Zs/0AlT FekOBZXs6PcPa2c6UiccsZSwSRxkR0peT3J3DnVAce0eY1cxDpT2KvPSSZcO qHcQOifxlgM5DaGpH+HtsLYwEy6Qw4HyTwtSuoPb4YR7TT9PAQcS6U5iqfNr h0xvE6e1Mg70tK/CKMCpHSJCX7+mtHIg8Yqni41X28E0TQLn+ZMDuZ9DiVKC 7UD35Ug1WZITqV9Qlr/7+iOclUenPdI5kYhgqTcxvg2EtpmFG7zjRPaHXvo+ jmwDuh8BP+RyOdFlPl0F+kdtUBfaFrVZwol42aX7qO5toNyjO/egiRMFnbpv Kni1DTTsbd8++c6J0lZY5VW428DwZaxg6h4uxJA76prq2Qpn7lQ6PdzHhapy z9bvcWyF3YpDbeYHuRCMhXrEWbbC0Li4x34ZLnRu94M1O91WuCmT15WjyIW8 pMUX3h1pBZu2pidlplxIifFlqvtQC9xbnqcnJ3EhyaE3n5f+aYFp4/ZhhlQu tHtu2dHsSAuYNqbWymZwoUjTgPVasRZQjdT1fZPHhR5cVA/SZ2+BbYdK6bzr uBCyC3L+298M727c2zw0xoXUm5wDyPeaYWbUZ6OBxI2GDtzweZDTBCLnmdbE rnKjK8ME6tepBpD5rEjdeY0beeZ8YJn62gDKxj7pPAbciOtB8dI0uQGsHJcv bxpxo99m30a6ChugMG4y68ttbtR8zoD1hCfWfqrT+KkLN/puOCDmxoK1fxxT vxHFjSaJEnf3iXwAT77PLxaecyODN7ufviV+gLBXPHemXnCj1RHl58cIH6Cg KETgy0tulNB9XezKj3pYG/B0LkrFrn/j/PTvrHp4cthEwqaIG0WVUH0PnqmH wk7JR72fuBGvH31WnnkdhIvVpq50cSO4EfZ45lodWLvq1ezq5UY5BftXzl2o A1GhwIXrA9yIkztoVE66Dp7YjRmPfONGkc+/T+is1YIVR6LM5CI3OpNgQtr2 vBaEz2/7usbPgy4uvW0RHaiBtYS3S4K7eFAU07KSBLUGuucUSCDIg141XCuX a6qBsNi7qr4iPIis4kd6kVcDqxMd+Qz7edC2Zy++swfWQFdQcCCnLA/asLZz eiJTA6GNG1LC13mQnBo5xPBINaC736UFjXmQuNuRinDBapjf1XF0pwkP+qTS 8Z7MVg2Gd1/KbLvFg4Q7RAMdxqvgkIDcKWZbHsQuottwNLkKOu66w6wnD/pV 3tR1ha8KuAXnNWrieVCkMZvZDEMlRDpOWN3o50FCvi2NIt/LYKeyx12drzyI gScQXfpcBsn8bG7KQzxIVSJI0eNDGeRXHgw4OMaDevvUTtcklwGZ6U7i0iQP ymZePM1lXAac8Yv/hq/yoC7hgYpnXe8h6AP+TO1OInp8UBq/q6YUuJ8/UywU ICLCHTCyzC6F55bi6m92E5FrcQRTdnwppHGqXH0sSkTbMk1jd7iXQoNeyN1r +4mosUifzVm6FHC/uNN+nyYiKffZd9uTSsCTdzeX6DUiQhaVUzWOxdCex6IP BkRknfaDNGhUDLs1F1IMrxPRWswHyk+1Yqh++PGf5yZE9PfK24UWoWLALXnc ZrfC2rPixxJaiyDwS3flogcRnYofXjAWKIKIxKc2bfFE1NlDGunPKoBRWa+S 8QQiWulIxnFEF4BMjwWO8RURvbSVAKH7BfCZG8WgVCJyrwvfMa5RAPx+0/VF WUTEEZfDvT6ZDwk3z+9KqiKioWlTKBHJhwxJhlanISJqUazzzbTLBaqA/Krt CBHJrBUMUXRyYY3L66D5GBHJNv590noqFzQX58OujRNR4W4floO4XJivG9M5 O0tEFr+07oiL5wAy/DDAREdC9w7w/kPVygKri3Rc9DgScpvjUT7DmwWRCnJo BU9Clpsj30V73sH3fYXJU0wkJOqrJH7J8B2ELrw2p3CRUG9M/NuW62+hJ8z/ d6wQCR3Yze+rLZ8BOL9q0WciJOT4JSLKciUdDjiv6jwWIyGbPoXWd/npcN/A sdhbgoTSstOLXwinw559ZvduHiGhxhM8TKK/00BzV+K769IktDpc8Ss3OQ1c OfsGdI+R0Fw5W5CoThq0zmsjtZMk5HFS39AzNxXsaxUYDgMJSaycaXczSIGY wvsnJORJSMv1Dm84LgXq3pSZCyuS0FEt8SKW9NewLexoK1GFhNYfHHva+CsZ yvRFn/zVJKGmLxFL501ewZiGUc3sJRK6fOK97s2lJOCQj/09oU1CkWopCZ9D k+CGBPFyvy4JOUl+qWm/lgiM8/Q7ao1ISKylER76x8FSbkzY2A0Swql2dznd iIVJ2yMEZjMSupB43YhX6gV83d/ofuAWCeVV4qRtZp8D+YfhjKY5CdFnNvL9 ToiGupQ/Nx0sSYjL8Vev1qkoKDIJ+RJlTULdPgfOcpRGQvpukUvvbUlo4oMH cx1fBMT2lTT025OQv1Jp+IBGOITGaMrSOZDQrkMq3pFRoeB95VuumBMJqZ49 mhowGggORM+9Ki4klJVyRGmZzg9udhLjrdxIaKb4Ne/qi7ugG5rBE+ZBQv/3 /181NRSY50mzHGP32qf7NB+ut3VY8qFZ2IcwvsufZtKZuOsQQPNScbPqw2Ca 6zLFhLZF0Kwb0dt25DXNqhfvyOuk0izLzlTi8ub/9fdQJrnyLc0/3Z+4nS+k +b7JOXHzBprfSOXdT/hBsx3v7+WSCZplVqScKZM019TnWhNmae7RzdWzWqKZ 2Svn6AmWbVu2aMn63r6fZknTTM11W5r71N7nX5mkmfra4xA48tLGp0BLTnSO 5s1Sh6KHdtu3fF5K+ZznAs1N149YWjvybZloZlH+0plmI4tXHGRXmhcdSPky njTvCfq7sv6AZp/86tDwaJr/YbqUW/Se5ofswbjxcpopPHWXd1bRbCEgs3y/ jubn0vwKqm00zxsM/fuln2ZksmMvxyDNj25ru8EwzaJ3PwikfKNZ62H6Ldtp muMfDZckztI8Hr6TlTr3/+4nLjT7xF+aPyY10Fku08yXtqEdt0qz6duTqe3r NGfn3vm7uUnz/wDy7SzF "]]}, Annotation[#, "Charting`Private`Tag#2"]& ], TagBox[ {RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" 1:eJxN2Hk4VH+4AHDL2GbGvkZKlDaJUpTyfiUSJaVE2ZIQUSREoqyVJGRNlCVr kewlZBlj5owkUUSRJbtsY73nd5/75M4fPJ/nLN/z3d7zvmeD9dVTl9hYWFje 43/++18pKja6vML4wPJ/v9Hcqk07q1YtreNkbnl31V7uNbQPhFWrfHXN9uPB /vllLMOeTZj2z2FS93o45Cn/fH7DYhv5WOU/2/kZBE5xrbq/QvNiSfCHf5ZQ fyBy1qPin2/uXucRZfzunw9sPHyAX7Tkn++SZB7ybHz9z2+CL2tkCL/65x72 gjEd9tx/PryofSrgV9Y/c404iq8kp//zmsSrWoPqT1f7/4QtXV4q/p87Hj7h tpmP+ednt8vpP0oi//lIJV9ehmPQPxPzVW7Ibbv7z7FahW4HPnn/sw5vvNCJ 6Ev/fEiz/ukAOvTPeu1XQgqHTGDYyfu5mbwfxGc+ez3m7QSq6oEZXu0hoHvd /zibpge8JItL/FJ9BO+mIgjpu30hYVnnyZhoBEiof+rcGOkPvFtGtCO1oqB5 waTUPTQYvNsKnp9Tj4aH77qjKIEPIOT196wAYizo+thfk/R9BNzvzDrSSuOA df3cpr3vHkOPzw2HXIMEKO/yZQ0pfAIcdqoecfufgUSl1pjSmxjoEfr1GWKS wD2Zq7P9VRxoMHXnR1yTQenCo5LtGYnwQv5G9OPXz+GUC6PYjv4C4gmGTrvH U8DvQr7iu8YU6FzapdLhngqvT0amCVBTISay/oXBfCqQd52NLK1Lh+rzlfYe c2lQN/nDmVSZBevUVZ7+bn0J0vtnI86a5oNZetwLO7VsUNllj91pywfRT/Mm lMRsOLatnSfn7BvYJ7iJvYs1B7wky/1YjAsAqks0LtXlQNv8befMU4VAMWlq 3nzoFUSUc+ot6JdCyUTIIb+gPPBf98DvRFIldP26rK/CXwAsT+yN0joroWbd VF2JSgHcIunIL0hVwenbnh4c5wrAbY6Flh5bBbxFDn8WUwrAttldfPlxNYhF zmUF73kLukHWr3ICauCA84YWLsNCII/u6+BxoIC15xnrUftioFpMSVlLNoGo Y83HA/rlEH+K+mtHWBsE7Y+taneogmnxIffy3DZoveDqPeNRBYadJNJRehtk 7HHmIAdWAaf98d025HagzWh6bEiqgus+Tf7x99vhi5G0wXRzFRzLaN3IFfwN jrXbPTmwrxpWln7Zdvt2QMCNlJEtLB/hTYvPjQa1bujfrhWZ514DGYE21r+O doOcLWXw090aeLZX/8TCuW4YM3gxMhhWA/djJbbu8OmGS4enl5fSa+CiWUFH eFU3qH0KOF/UWgMivQNaJno/YcIoj3hZpRbc/xoJ9Z//BRpyUYq/B2pBXWjb a4JvLzTNJ7ev7K0HjPVcA/1RL3T4O70oQPVgNXGvJzq5F0aik3Ut9eohoGlQ fGt1L1jN+Ws+M8fPD8v0O87xG2gmm9zK/fHzSVtPRT/4DdxHLCw8MPx8wpbp zbF9UMwflLnGggLYzCZ1/fwByBDJ+LPFrgHkE9uC/1YOQOPdWTF35wa4rfWg JaFpAOqf7T/6/kYD7AwfdxoeGwBl03ZsX0ADhG8tT36oOAhjseaUoeQGOGVm yNmUPQhaH2OK97Y3QGuV16fT6X9gQvVx2x1tKvwIZdhZJAyDDH2lM4u3EXzv mHw1yRmGyFiONBGRRpBx/6lj9H4Y6H7JVp6SjWBt+XeTbtcwkEoFanZsboTf yuK9ynIj8Oe6cLIhaoThVgsrjuwR4Dl5+f1Nl0Zgyoya5JSNwprqTTwujEaI F/WgpDeOwmmbVA6ZL42wn8ii9rwDd2WPVcO3Rrj1V1A8enkUztJeAKmvEVjq 9nzxPTQGNv4CE/qLjcDp6HPSiDoG1g08OR830+D+Oc5NS1fGoTYo9FuSFw00 lMgzg27jEOnljfR9aTDBIVTfemschtdbECf9aWCSL305L3QcjF/Nf1J+SINN 3HtyL+aMg8Nog51XEg0qCy/uoQ6Nw221J+bKH2kwI1ClHeMwAR6sZ89ocdEh q69OLMB1AhRMz3ZZkOhg/o7Wf81rAo5khHC589Ohxq7tnt79CTh9lHtfjDgd HleM0ZcyJ0B2IPt42mY6KFxZZ2wzOIHPh9GzCR06XKz3tlW2n4Rkn5/nz9yl g80BeYOZq5PQwm1W8CWQDrb5TXvKPSah8+9BtlP36GCfsIlDO3gS9ISVHmiE 08H5KiPFJH0SvAzXXulPpIOXuNxP395JcHjjfuNmCR0i7KjnMau/cAzzjEj/ Q4eoDjetSPu/cI9aK5YxQocnJ9dvN7mGHz+qUpQ2TodYdbf5n75/obvERu/J DB2e8a+Lm372F2RuKPZos2GQVezSurbzL0x/6MsYkcCgimvNSUfTKWA8cCo0 18KgL0VRr/3CFPD9OL5DSgcDMjqsdcRhCjYM3VJq0cXAxPPqHjnvKZgtiO9Q M8BgbKB2zfenU4BFCvfRTDCQprr+0uueglvyI8EyThgcsg35XjIwBaL5LrIx VzGwZ3vWIj8xBWa6nsY8rhi83d9Qx8Y2DV2mh8O63THQz16fXSY3DUHj3afO +WFwM5R2fZvdNHAMVbV5R2DwbMuvK7FXp0EnSckuJwqDmprZS5ye07D23VR8 WzQGAkuyJr9CpoHIvWFaLgGDl043D8RnTYMtiSMoKAWDLwbyHMTRabA4b/3C uwADZUG/6EG3GYh63BKxtQmDMu6vW+pvzYCrvCql4BP+/CyK5akBM5B5p0pz /2cMTo9977KMmoF1WQ/YDrRi4E5X3dpaMAPzPMc+CnVg8O7eWHn15AyoqtXd 5u3HQPuOjkHy/AwsXrgrYTaAAeaZ2O3DNgtfEpLm0wcx6LLT59gnNAteYs2x ysMYsOm8NHitPAt61g8PSU5goMtm+TPh2ixUcb5x2TePwSdm4fWbnrNALuZ9 eWwBg3MTZM6zfrPwfo/VZrNFDBy7y7YJhc/CbP8ZnmvLGIRViLmFvJ6F++/X nXFkY4B4kROnbfEsZP5p7bViZ0Bybk2s1odZ6OJWqTxFYED+U9f3y9gs7JcT PbedkwEtXhjnjdFZGH6cJJXHwwBz101xp2ZmQcazmCeEyIC+y7e2Ky3PgujP Ui0zEgNmTbYZDvHOgfOfOwlMMgMkVYPiLuyYgxh6RzuXAANSFDu3w5458Nkl tLkat4K8SsXag3MgT+er9BRkwEHRX7++HpuDu1UKX74JMcDq70EFgytz8Fzu 6H1XUQbwCrE0tbjNwTVNE6W1YgwoU6q+ft5nDq5UJnhX4RZx1im3D5uD09wH WVfEGVAVym05Fj0HE5lG6jESDHDOprK5J81Bs5mA5PY1DKAMGOj5583BqE1L jbYkA25wCY7ylM7BTqW74TTcsvKfH4dXzYHurCzLCSkG3Lp4tj2xeQ6q2Fyo OmsZoPTD0r5kag78NspzsK1jQOfiBjIszUEI98U/l3Dfl+p9XcvBBHLue5da 3L0m9rPNYkzYdL7wksd6Bjz22JZgup4Jc1JVnxpwa0QPa3RvZgKDh/JDXIYB sZ+vBY2oMaGf/cG3dNzak7u2uWkyQX72BaUf96TANH3+KBM0e5yMN25gQNLO Ypc7p/DjzZH+ZriPGdwU5T7PBHPnshPhuJlX1EvDLjKhhTWw7APu9AdLZqJX mPDBLerjH9xGeOr61I0JF44FOwjKMoCl4U6qrA8TvmQyX+3GnduvpZsZyITP uoHhJ3Gf4+Qc3hnGhGu3q/gccXNtojwqisafX1Vrqx/ut1r3dx9MYsK3uadd 4bgvWB/7+vElE/58s1BOxM13h89bL48JVx+IrUvDXZ7UtO5TCRMi9E6kZeC2 r4ioPlvFBNrg47qXuEU7T9v+aGCCH9Xmzgvc1QtixEvNTAjs0P8Si/uqZHvu 0DcmvH1KqbqPe+2+hJOuPUy4JHxOxxN3w1nz6bkhJkw337K+gNvdfX2c7xQT VGayRHVwyz35eYBziQmd68ws5XE3FaR0h3LMw/J1DmDD7dN8KUCYbx4sk9e8 bcfHa9vE5i3xYvPQ1cRdkYP7K/+fRpn189D0Bpl54w5QzLn6cvM8HHVVCNPG rXzcWVhRaR5cSlSMSLh/OCoVv1WbB0rmhywaPp9qmW+Xq47OA9we5DuE+3e9 +wvdU/OA2HUlZ/D1EdGnpsM4Nw8x1zMK03APy71/2OE4D32GzXGz+PqKO+Sr fNFtHkImdX7G4da5oPll8NY8EH4LF6nifv6sdu3sw3l42DBOsJVmwFMzha9n ouchcmbo8Ry+nmMlIx+/fTYPgfz05iDcYdFWnK6v50F+t5dTNL7+752ur2wq noct7zpqxXEHCCl676zE2996ihGF7xevsIWx4aZ5SC4InryD768bx6yz9Nvn 4XoKlTiJ779rxAabrJ/z8EpK/pM5btug6Ha7yXlImBO4tAXfr6duK3/8JbwA NOOIyHsiDDh+INZHc+0CqHwL4vwqzADd+WXV5I0LcGzT5g0yuDXcaTnmexaA z5Ogl4bHj+3OdtFtxgtQmvn5pDcfAwgWiZexOPz4Z23nM1wMWJEibNzxYgHk z4SPm+Hxbb7d4ceDrAV4e+09yYqDAeNn1IyOli+AJXsetykeHzuPfz5Q07EA 2s8nVkRXMCg6yCNQtn4RqvblTpZNY5C/cJUqsWURzOwS/b2nMMgpbQ3wUFqE 4snxBNW/GLzYk8pU0VyEd7Bi/mIcj8c7oOe19SKIhlRxHBrCwE76RlFa2iLo rHGnZnRhULdXmuiWuwi9Z6/VqP/AYKNhrfmhwkU4M7i/gYq/X7rvinJ01SzC e17qaEc7/j4eKDSS6F0EtyrS/U/4+0m3YGb8vuwSaAlsXJivwyCd9uyw6bYl eCWkI25QiwGhTyd2864lGBA6sj3xIwaVEjFQo7kEtTIte3ZWYqB2WzVsyWoJ bNYL5MuWYrD1qOf2a0lLsMPRUlwnC4MQaxlfjZdLEJQiImKSgecL3pRm8usl kEtQ+3spHe/vKwmvzIolsN8janTjBQaSIqWUX51LwHM58Jp1PAbELualM2uX YUu3S4vbPQyG3LyT98ctA2FWCK7aYOBcGMbx5vkyHKEZ7qi9gMH49HOHrVnL EFAyzCVmicGUO0VFonwZvKalb2aYYrDsKdow3bEMelciiOF4PiLg83oiT2YF Kq/xf7FTxWBvYM+hzRkrkPp7xXsLBwYltTMvn+WtwGfRRdWvrBiocxJ5xUpX QFhsMsxvmQ4oWOkrgboCIhHObB9n6XD0no/jr6EV2LtH4jUnnn+9qiNRMXEW FHVH8UEQnQ5V1LTJe+dZ0OP9pKJTeD73VqLJxceSBR1cVH0WGUqHdNv58WsX WdDJVOdbjBA6hLKdGDvryIKulHzhV7tDB+P9c0ObvFnQ5cwmLZoLHYYz9X5X xbMgodpSy+WTdBC7N/aV2c6CktOk37vx0YH765qzI50sqLH7ag0fkQ4LGw+3 dv9kQUbz1dYpHHToroxtqR9kQUm0zrPvFmmQPaf56QmTBR0lpjXm/KEBso+i Kq9hRYa7yMKBtTRwPLLv/WUTVrRcmdqy6E6D8S1ravPNWJG9RbaGuwsN3IhM GtOKFa3Y2XwdcKTBbXpJx73LrKiHyzqw1IoGEUZqi5lerOhO1G57bj0alFiq qv95yoqETucTTaVoQPDcU+rwkxW9LeLye1XSCM8ylAsdHdjQsV0frlE7qUBt v0hJcmZD9WJZo0mtVJghRn//7MqGzlU+qXNmUOG40zzrAW82dGQ34+VcJRUW lT8akEPZ0GJQ99GKFCqcLz89kJPLhrx97yiutaeCBOYhNTrOht5lmx7JGW6A wyuZirLTbEhd7/Qvem8DXFPq0DRmsqHIyhNVQx0NQIlA9hWs7CjnzEOSNL0B PM7yFIYJsSMNus2T87l4vdUdb7BThR2tv9V61tepASL/vr9zzYMdHUncMto4 SoFrzeEXzLzZkZ49QzqinwIG+Rc1dX3ZEfHq2znLbgpwX+VhlQlmR55vIzhF mylw+89pP0Y0OzrBcZ9rppAC9j+HbisWsaMQD2OxXX4U0KmssJAsY0dtYfe8 a25SQC7psQZnBTtiF1V1crhOgR9mqsudtezIwoZZPGVLAaO2uz4Pv7AjXYPD tutOUECp+Iz5zXZ2RP7x2M/+KAX4orccvNTJjj4H1ihhWhSgGGGLB36zo12M 0OxxNQpoMNbcGp5iR2bF68TzN1JA6tXw+bY5dtSATdJn1lNgLvSDes0iOzL5 m8lxQYoCBXqXFhIIBLRzXsjzpRAFr1fVvgdzE5AfP3MkkI8Cztyk8utkAirc 5236kEiBLXV5XvoiBHx9n7GUYqcAZ5r/OVUJAupwaRFKXamHHn/j/XJrCWjf 5Ilh08V6qLTeKskvQ0Drhzb1HWTWwzPNRea8HAF1ZqVOGM7Ug7cMo71vMwGV e/HORP6tB5OV56XN2wno0ck4BtdEPez94RZXsRM/f/iOQe5oPQi/P3IzazcB OQUI7g0crofxBEnTaFUCEjlbrh7+B6/vvUbU7qoT0N+TwMkYqIds00oJZyAg N/J3hUP99RCiFjlnqkVAfw7d3/vndz3Yitu2aR8hoNguk7j63nrQmlErUdYn oAkfSum3nnqQ+UKKlT5BQL7y+n/kcC8X/PDgMSIgIVqLQ8qvevgekX922piA olsC7E1xl7gEqP48R0COBfZL2rijDc+K0y0I6L2hidJl3Nd3bpstsSYgrezh qWrchnxLram2BASfwrcb4fdXHGEUhTsQkOFizvM1+POQaC+ibzkT0M9jQ4Ji +PMOZN1wt3cloKeGTzbq9uHjJb38I8OdgFL2J0g14f2rfxR0ZNCLgMpe5BGi B/HxY+PP2+pLQHGxktvjhuoh3S1GwsGfgF7JrKtpG6kHsf71d7KCCaiFbfu4 0Xg9BJpmDP55QEDVXdLvePD5sNEoLXOMwucnxoR3Az5/LXmacjmxBCTtUWPs h8+vlhz1wfBTAkoq0mkUZaGALPd3M6c0AnotcHPbDy4KRHhdrM3NJKC1Elk3 +MgUYB0Z2jGaS0AvpbteXxWgQPenxWXnIgI6kX/a8sMaChgeDrR7XYYfh/KV rHUU+FDE2zRWQUDaHwgDVXIUeJaw7vm1egJarr1Nd1SkgNklpOXaRkB6koff BWtT4Oucf/CNeQIyOHImOxPfbzqO5PHCZQLa2EuyfIHvx6LOKJMZNg50xPvX QF4wBaKq07Z6kDjQiH8kKymaAqdC6xs913Kg3XFmSU8KKICtJwnc0uBAjtjy a+UJCtTpRMTevcuBHirDZWeXBui3Lad7BXGgu8+Pjs57NgB3cC/b9fsc6FiX 7KZgvwbQq9/rdDGCAx31OBSR+KgBsCPfNQ+/4EAyjXfty/F49EV34xBHNQfy uzI+eH+wAXr1ig7eY+VETbypHBYWVOBw7HK9w8GJ1uSkXPK/RAX5B9wZN3k4 0T0erScpV6hg33hOyEGQE6Gt92VavKgwrL/Sp7eBE+kcyIKpaCpMHdMNJ2ty op5R0utNGBXYT3z79ciPE6npKTULqTUCteKMnFsAJ7Iv+XvdXKMRIhQ/XTQJ 4UQjnDFyLw43giwfpVcmHL/eZl/6mpONcIhe2JefxInYWn0kqi43wl39x38+ V3Aiv2ePD0/ENQKbru6k+BIninFe/vBtGr9/8cddiyxcKNpSUMZuAb//Zrje TeBCNseVUkZYaCDLtXcqg8yFDLL8pQZJNDhUJzezby0X6j4yJxq/gQZ3D68w z6tzoVMLkdZ9+jRg0yxiTb7JhXh69O6rP6WB2eF+apsPF/L/rLbe6zkNio5I RAne5UKZnWf2vEmngYOBl7z/fS5ErX86xZdPg8/nNfRtE7iQUeRmBW/8fZnq Xhel8J4LGbsr9m8YoYFOTuvmUhZutN3C5vlHVTokv+aamCBwo79yUd/3HaDD /Bu1sm083Cj9QZFgFsLzh9L4Y08FuZFYwwM/z6N0EK+3cPGV5UaafAUY/Rwd Bn72lWkf5kYlZkMnzW/R4b747PHmYG60sFdTY0s5HaIplJ7qB9zobIGhYFoF HZ7fjL9Z8IgbiXLmcEpX06Hk+8G0qBhu9E3A23qZQof+pIBF45fcyH9x06bg Vjoc3iKU/b2OG8kiC5aCcTosq+3g/s3Bg+ZWyp8HbMDzsz/LiV94eNDDmd4r DhsxEE1o2l3Hy4OEag6l6W/GQGHpuuVLUR5ECBCwZdmBwfmqsqLLm3jQxY1W 1rvV8PzqqO6l0cM8SDN1C1/VcQxcz12snvXnQbbM25SQG3h+lvSn+0AID1JI 75AS8sTgVY/Lyp1QHrRXYodJtBcGg1f8DpCf8CArAdOoR74YWPkmFsmk8yBK yldjbTxfNEj9mnWUwoPaAhpbPyRgMDxg0RBG40GMh9WFc4kY3N/R1/+5iQel NT19ppCMQW3R1EaLdh5Uezr7SWAqBgcaBJNc//Cgx1VbDRZzMNg2qh+ZQCai 1olJ/+V3GFB2fc7vFiCikxPtXQMVGNh6nGvaJEpEu2VzrDE8P37Ocpk3T5qI Nmxr7rlfg4GEcFBwjSIRSfUksFEbMeBUq/QeMSSiyKoDktZ4fp5660j8rjNE ZOK18HLlGwaHqrASD1Miio4mucfi+byPXuc0qzUR2VSwtJfj+f+U2fxVsetE lFWf8avhNwY9d1Rs4AkRMTscDxImMNgixhd2LY6IWAgFZw0nMbiS1V/8PJGI Fuy8/sbg9cZMczyJkE5EoyfPvF0zg8/nRtYCShERiUlsvdU/j8GJkm8dzDIi Yt3g9pF/EYOoY285t38gomdyD57sXsJA+obduYf1eP+yQ3844fWOUh2d9VQb EZ3xOS6bi9dDN8693O7fQUQOU94/8gkMKBv1O/O2m4iufSErvsHrJy1xlUyx QSL6eOPKgzS83jK2jzf8ziQiPq6t58+SGJCweN2LvExEb0b8MTUyA7rDj6ce ZCMhu/nNnaK8DLhcyjKXRCShU12kpmq8frtFtEuykSIhrl0Tmwbw+q7qGWp4 sp6EXpsaP0wXYgDnbsm/dXIkpPwTxVjh9eCj83SdrQokVP5UKLoerx9f5Owe HTlAQoUvBc5ewOvLfsQrsV6ThIY7Jf8s4lb40qdpqE1CFnNIPgqvR4uW4p68 OU5CET0LTwvx+rXBgOWghwXefpp5XA1e7/L1tNtmWJPQzId79w/i9fEpj4Lw dlsSMp2r2/YGd0eSba/6VRIStELeYXh9vUEF8TldJyFZzQ6FGdy2lDVqzzxI 6Ge6brgpXo+Pj9MesPiR0IcU1avCeD2/JzC9UDmAhDzvcA5fxu21xq/LOoSE 0t00pN/hrsg15YkKJaHgRF92ogwD2A/t3l0bjt+v2C7JCLduK9l8JoqE3q6N mIjFHerQF7Q5joRGP8bMt+MWi4z7du/5f/0P3X1iAwPIX4Q/uaaR0OdsEYIf bjbxsPrzmSSkFy+xNhf3nAl3xeFcElK0I91qxT0Wf/ftjnwSekS02LiIu69j MUuskITqin1F18ni/V/n8XylhISCfnSeOIC72WoiZuAdCY1t7/1sjJvywjHs UyUJRT1YfO6Eu6L3d0BZDQnd2/Ko7H+/F8lbeadQSMjWmW3df9+Lsuy/uYTS SEibWE5LwP0867T9jSYSqh6Sqk/BHTuMWVi0kNC0dhDvf9+LwhSPnjnShq+n cNPk/xxw7aO+Ugc+fyF/ff/7vuT15uChNd0kJKaUl/MM97WpYjW2XhIS/Two H4Xbdu+unUP9JJTLzhwNxG3mmbOpZQh/3kQVDjfcRmXya9+PkZBT3cRlC9x6 i8lC6X9JKHPUX1obN9KQ4nk0S0JmzQdktuDe6/dkxWOBhCS9rrhy4Vao5p+x WsHHS/2CSA8+frKE+8NH2cnIptyOsxz3Gh1Czy4uMuobouo+wi0QcrtdikRG M/wt3y1xc1LnGAR+Mioro35QwL1Iul43IkRGkU1TU9P/fQ88PvKuVYyMhoKj vctxd336mZmxjozGTx29rY67Vdgs+bEsGfVf/zY/ja8n2pnWaC95Mjp1qqch B3dJO9X/mCIZiRH1rPhxv5LS9tqzi4x6n0puKcfXa5r5h2vr9pKRyQVdrYu4 I34WmI8fJCPe4jC3DHx9h8gpnm7XJKO31eQH2rhvX8rQq9Ymo8XpN9M/8P3h OPhUNeo4GbW8VKJw4j48ESioZk5GFUIpttskGbB/Nwv3hgtkZPRhvVwWvv+U bngt81wio4R40h553NJM56HvV8jovlGhqTC+X2dYTGp9b5HR+6mozCpRBgwf ai6398PPz/gmshH3r4Bjb04G4P3b79x6F48HDG7NJLlQMmIEMsz24PEiQ2Db zfoEMgrSOO3pLIC312c6R0gmI3bl6tQUfgaUlt/zOJRKRpVSzLsteDyi2g7e eJ9DRlvTfp/eiser4XcZrgXvyaiToXoiiYcBbhFtE+NVZJRs5k18w82AJTtu F8U6MnJhPPGoxOMhn7D91UyMjBr1Feya8Hi58/LmK0ldZKS31jn+HSs+/hpn hzp68Plv5uzJYcHXk0iwg+QAGVlRZjpi8Xhs+KHP/sk43n62a+9FPF67iqZf esDKi5wve2nUzWFQVLXR0kOOF5nOPFwsH8VAI+b0j7ebeZFSWOpRuxEM6q8E mE9u50WFLo7afMMYtIn3nndS4UWN0sK6JwYxYDqlmFzU5kU/NB66Jvbg70tJ 2VMn7HjRumBWKYevGHx0Xa+9OZsXXY2oVa8ux2Bxeix87Wte1BKRUMNWhsHe m5UdggW8aGXmly+UYJDle8FtsYwXiYyKhOa+xSAiNCXlE5UXVRTRR8/nYmCd vpnt1h9exG+7zp31GQYs33Z+aNrKhxLrzaccb2Gw35yFVLeDD8UNJ7Qp4/mB W3eTcbkyH4pY6/DjrwcGA30uo2n7+FC/u+yxK9cxaPpbIO19lA9JH3mUqOiA QRKv2q1Nl/lQuFnW7TljfDw00T6vDD708ssYz1M8f1kvcjH8fA4f2rrmpufk Nrz9/sD+A3l8iHX7lLj2FgyqQxufrBTzoX1hV/p+yGKg02Y8GVCPX89Vmtkr jsHxq07Zj/r40BGVg5xqrBiYJcZLp23kRyctbWJmm+hw8Np7t6At/Cgi19am mU6HdVrdjXYK/GhOb9PhTCodugc2eW1T4Ufpvg9V9WvoYKOS3/paix9xjD1m WBbT4Upj/aMya370cX1/A/UpHbyZU6xNyfyoOuV3apINHUYt6T850vjRZ6nJ 6SwrOljXpVWpZ/Kj0/xiXvlmdNCNNL7zMp8f2XysF8k7TQeRHSUsvtX8aNcF 8YvXD9Mhx8p7ZUcvP9rpNd0sIEeHsR6/5VphAfT1yjd6XAcNtog7jXaLCqDX hqQJrjYaWOuZ/lgQF0DykVJEl880aM1TrlBeK4CCNfREVag0eOfzyydxowD6 witn5FNMgxDxw0tuewRQrHOKl+RjGmzQ51qUOyuA2H2m1l1FNFD5otUsaSqA /v4sUH6sjufTln4ZgucF0PUNoUmv9uL5+HXm6RULASSdvOj/XYEGbxOGcr/Z CqBtKla7lyTw84cZlo/d8edTSDpoMd4IDg9jPy4/EUA5ClkdQQmN8Jax9UF7 iwDi7CcX//5FhXC5qrT5VgEka9IlqNtBBUcPk0qpdgFkVPd1b+oXKsiuD542 7xRAl0jVjKMUKjxy7rX89VsAvbBcZhzNpYIDb5LK0IwAOhcnE7rGnQoy+iI/ FiUE0dpTXd3f2KgQWresJGMuiG6kl5n+4WoA5NKnLG0piGqnDupvY2mAKSls l+QFQfREaejLxTm8HnVJVBG5JIjWTw2kfRygwI61B9S4nfDre+mlexrwetLl JozfEkTG37HJrhAKCEhPHa98KohO54ztU2SnQOT1QQerDkEUskFMrvxXHUjq eLkY/RBEjt7+Nc7tdfBCguSp0y2IPpwt2C3VVAdv3isEKvTi7V/lvmLxvg6a uK4lzQ0JopnE8m8PY+qA7+nM5/AFQSSp6+/1UK8OQmrYD1ZJCiGLyCDWuaxa uCW6jl/WVAhN3bicOXC6Buj5POfgvBB6kxf2sla3BtYZTKeamQshfvqXwLgD NfAhiLY/5oIQirX83rtpYw2wzXnZkh2EkElgutanyY8Q/O3r+xkvIXQ6KaT8 ethHiEh6fKXxqRBKFBA2ZVZUQ+ZWDqpbtxD6Qz/5mpWzCprXai44/RJCaRWj lmlzlbDI76Ng1yuEan4f5zw0VAkGM1NhpgNCSHvrkUO2TZUwVd1rpDEuhA5P n2Sci68EZFbTycUijNTlfhrNKFRCW5j/RPx6YSTZ9yllMq4COKdY11RZCKO9 doZphSNlMJcXG9ZrhftNcdpbWhkMOe0kcF8URoPvZlISs8ugqd9szMBOGJ1j e2+ocLkM4r8X13ZcFUah8ZYfd/WUguJHJ9c5P2Ek3kFWD20uAeOI9sadKcJo fvzV/uH4ItA9cU3TKE0YXdq5MUrXvQjUyVzF7i+FkdRjwgmfk0UgE6Ty4n22 MFLZ+9T4ClcR/Ln5yFP/rTBS+vtgRdulEG5f0N5kVyuMdphzpk2rv4WXSvm3 n/ULoxrfhKoTKfngLDrBLB4URndP0BM4PPNBZV7pxqchYTQQZaJ18Vg+VH7M cySMCyNz7wvRxKk8aDPOM3GYE0ajxCCbfI084PZ5vWsvjwhiFNTpE2/lAnZh LPcESQR9oGy35BbPhSidnVsv84ogEeu7UbS8HJAReL3+qaAIYu8+9/Bqdzao pbwis0mKoPHb6i1millg35DbR98mgoSizk/luaSD4quRC/0KIuij9lsT37E0 mIrY0cmyUwRVEWfjLjmkgZ9Z7ufdu0XQUxkelgjjVNDRHDE4vkcEaUTXNRrW pwBZfgfVVlUEZUvufSGqkgKxYzmVceoi6Jfdxc3yLC/AomVYveCgCIrpG/xw x+I5bCxVwKOSCNp9zs56vigZ8u7m5K5oiaAUqydJDunPwN1ueMsaHRG04YDA IHNrIhw4ppC6S1cEsUTWTkTGJQBFNCf+0jERdHV3UM7eHbEQNj8k6msggijf 16Dn2tFwumv741hDEXTT5ZF4n1IUSNY4kt+cEkHBvwVfHO56DN0Z2cGNp0XQ hfnNSmOXwyD94RDbb2MRJC1HvBwzGgxXXLffXjYRQW5Z5TdVS31g11lHpvh5 vP3/+82pZ7spm6+6QmZoTM9y1QEc2x1tLqxagJF1IebSqrdaZxksOa2akrg/ b/Lqqm3bqYIDLqtONRxqab6xahlQOJ/hs2qxta/sjB6umq013y8zZ9Xfj5a+ OTO06uYUrx1wXXS1PwUnD8hOrnqlxLUwyFnsn/WVdLRvTa+63nznZcfr4v8s dNG+PPHGqi3sn/M2eax6xlX4jcqtVW8MmZ1fCli135sPoeHRq97PZZhXWLrq IPI9toHyVX8SrD4tWbFq+7UqzNvVq45Rljik27jqqfPdn791rBpdWCPP27Xq B7anPOHnqmVdatam/l71yaCMS06jq3764Gdx0viqB8Ilic2T/68/CaGv9s6u mpZcy3KZuWrx9OVTCQurts5WTaMvrfpV3rXZlZVV/w/fQ8ci "]]}, Annotation[#, "Charting`Private`Tag#3"]& ], TagBox[ {RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" 1:eJxN2Xc81d//AHB7j2tHaQhRyGoarxMlqVQIGUkKkYqsRLSMkp29s0P23tt1 30IlZYQkIdu1+b0/j8fvka9/PJ6Pe+6555z3eb1e59y77+Z9rdtUFBQUp6gp KP77X8PDO7W59bGa4v//prJqRQ7XbltQzcbY5Nm2XRwbSNU025b/avfeg7H9 n1PDP1pScZH+2W+nz09a0ZZ/Nty33sNyoeafLTw0Xy7Qb/t31SmzEq/qf96h 8Jpbz6nqnx/J7XYK0a34Z0Xh04rsPCX//Ix57xtG4Q//nOd1RzmNK/uff1Ln T6tRZ/3z6fUzWi+GM/6Z/q8131Z8yj/zx9xX/aMQvT3/t1Qpojsj/7nvzVuG W6th/xz7pBwbKAn+57M1bDlp1p7/zJQr77D/4LN/DlcttFfsfPzPaqyRnJdC b/+zyqnm6DGk8s8a3+56F07ow5LEos0HOk+ITI/9MP3YBux7RzHH6QBQf/j8 ItUpJ5BcGky7rPoWKhaCaFLk3IGFRHxuHBcOOxQ6+4WDn8PfG1G2nkFR0LWm X+ro6wWyNDQxfgqx8KZiMKTl5Wu4RZE0oaEbD+pulg8E3P3BWJXLPcs5ASj3 LIscrQgEs2lZsy3vRCj/4U7pXfgWvlvynn/xJAl21KhOS+eFwayxZlm6RTI4 xtP3f8uOgFOXwjupzqaAtKl/yaG0GOgKvOj7ZjIVtGw/FltgidDUYHlv/ncG eJjmSlW0vYNO2TtgHPEePlwJTiYQk+Clvt3GEbVMYJHVCy5tSgH9/J59dsFZ 0DQ3cI+5JgPOh9r1vKDMAcGTS0F613IhK/iNeatUHsjLWrY/7ckFCu28yvv3 8+DCwW+MmXp5IPjSsWrvhzxwESj3oNDNB/bj3KUth/KhZ/XJvXStQhD2iJQU 2FkAQeV0GmvnS4GFpuNRzNdCSM93einSVgrfOMqcbrEUQc37sZpLGmXgpWEw EIWKYDqKeCxJvRz2kUO0rFOL4IKrn8jFM5WQdUHBYvpeMTzf/drjUlwNzJVi NyXGSoDiraV2cn8NHB1XeBrOXQquzGqiaztrYd1HryIFlYL9MgUpJbwWjsa8 JOSGlYJ5lyPfZmAd6Kl3mmWfKgN1z5vZmS8aYHdhYVeqZzmwTJ3oY7RqgczA tMNn+yvB+xbfB5O0FoiY3erNo6gCmt6Fp4WjLXCKat3v9/4q2Gj+cMDUrBWI x8O2su9UwVSCyMMSIyJoXD32qXWuCjqucjBZXCLBmRVZx5q1aiBeX9h5U6AD KuTNRM+SayCiiP28jGIHsGZ9PXyLrhYs2Q65UFzvgIWnkqzWvLVAX2XaE5vQ AecMnE8cO1oLpwU/hvSKdYL0o78fP9rXQlVvOuvVY11wfP7FLtmpWsjTN9k6 q/MZBBWnEpk/1cHTHBcpPsfPMHZDR6Z5sA4uM4Qaj4Z9BtRw2d5uqg6mi0nl L3o/g9YFrXfhjPUgwXfSufbmF7jwWkn3ANRDyhfu2ZO23VDC0Th9J7UeIrWI w5J+PVA/wFV63qYBFvkmHMuzeiBG7i27jXMDXO5nZj6H9cDHZU14/rwB6Cwv yt1i+QbkHU22fhEN8NCt43nkq29gECzCJNTYABfSuoXpvb5DUepS2AWBRtja GDYfdO+DCI3ICf7KRjCop16zieuDkw5TGotNjVDkLey/VtUHzl+EzJo7GuEu l3kx72Yf0N7yn7400gg9Yn/oL7r2Q63JL+I8UxPkaU+nlToPQFthbFGALu7P bg6txwfhc8jjGqvfTZD28tbN4XOD4Lqq2DA10wSxR89fWjMYBIbiVNs7q03w KnyHuKTbIKS/GiOrsDaDmVF+X0DtIGy4ZQ97yTYD98iYqr7GEJSM6cTdfNwM jvPanL8Nh2G4M0wvga4F7iad3Nq6Owxl37iD2Nhb4ObVfZM7ngyDoEPDh4d8 LaBZPNWoET8M3/UXC0XEWuDAY59H2SPDICMz1yl+rgV6qKoHHWx+An9KgGSp TwsocB78QOM+Am5fTjCL0bZCO6VBK+Y/AjEtAnFuLK1wY9bnZ2j8CJgLiZ8i cbXCi44/fOJ1IzDH6NysI4S390v3uEj7C7jfNLtzAd6eWVwr9PUvWH5Q5nfB CW9PI7Z4IHwUevcVXuwabgXeBT322bRRqHpJiXT+tELaTy/xstJREPCnG/s4 3QpY3W/jC72j4Jblal2wjrd/mtr0YPdv6JabqJTlJUL6hmh4adJvSHB2uMmg ToR2sojC+dwxCLxH90w+lQiiMT1e8zW4PYODgjKJ8ET19eeojjEwVWGImsgl wuGAGZvJ6TGYNjsV51dBhADx8vg3Un/g6teNhvBOImgZXabreP8HIpNtFqtX idBd69KpkzIOJ77MWN891wZSlpK7NwrHoeaWcZmUZht4sg1aJTeOw1MTVZ1J rTY4ZniGhjwyDoSD9Q+vGbVB+AL7sbD9E1CxlZiwdq8NDA4kR3+LnwDadf1M 0+A2GPD9aHE9ahJMKdsv1/e0gftT/a/6mZPAU8bgdrG/DfY6DqlpV05CAMeX +11DbXDTZF5E/cckvPePzCONt8EvGb4Rmf1/oWJm39Sz9TaY7L5+g/b9X/gs 8un48m4SrOyd0s8sm4L0U+v8PDdIEMnj1JLSNgUjVoeN1s1IcJKJ4nhC3xR8 kfNJG7Agges8B1/o5hQEUPNZhNwnAUXTkS/uKtPgeyw8u+EJCeis3a5oE6fh Mv+e+RPRJHhlQCeycXcGaKUblp99IoGyNAv5j/0MtIo8/RXaTYJZWs7mbtcZ cFQ6nJXyjQT6uYJ3cnxnIMKIoqv0BwlEGI5kmWXOwNNhw8DsCRLUFJodIU7M gBGf3UAXFQZkQu2ZMKtZsDrBQGaVwiBjtIn3hd0sJF+w046TxsC4gvT7gcss hNu4ZUrIYdBg0eOj8WoWHkuu6igcxyCwahrbSJ8FrZ05YWIqGEjc3a17688s +D02ilW9ioFZ82NzGcs5oFMV4X/qjMEtRVFN8v05GM+4x+njgoF5bseRcqc5 uDeWr/bGFQPLKBHaM15zIN4VePOVBwb37n98p58yB9lm35z0vDFw4ds/5D4y Bx4X+0OUwjBw9cVaTk/OQQDFm6eMERi4UTrnMC7MwazqTG5nJAYeEyT3YOp5 KOyr/6Ebi4FntePuVKF5kDky7CqfjEGQBdGw/cY8vFaM2aeUh0FIn71qsOU8 MJ928cDyMXh7Zc8h/QfzwJjCddCgEINwBfvVIfd5yBaiMbEswSCWfXfEYuw8 bBYpGehX4etXbNu9q38eFOM+//RsxSBTYlfV0Aje/yEh/j4iBlkJTckpk/Nw zT84VpKEQc7rnQ7S6/MgWUId1diOQZFJI9fpnQtQXpFl2voJg1p6/ivW1xYg 81ek8d5+DEbfSWl8M12AsZZX3loDGLCg06pnrRagce/XGx4/MNB3vn9k/+MF 4PNyEPg4hMH0WCN/b/QCRDkMFx8fxYD7ZS/nueQFSLAb0Fb/jcHJfbPMxVkL EH3zR6z2GL4+13ZtBlUtAMEoSsV4HANBot2wxuACpE/LNCpOYaBi7t1bMrYA jl8i+8Wn8edFFftZdHYBhuFACucMBgUnW5uoqBZhgIdD/essBuff73lftn8R uIrdOiUWMXhw9kiSmMQi0Jab2yzhDv2pERMqv4jnBYaySjIGwzsd/e3OLIKE cthtpWUMHvmSHh60WIQrjXp0jGv4eosN3w2/vwgmm95iubgbGpZu0zkvgv7b J2s66xgQNoT0h70X4c90cL7/BgZHI45fuRy4CHv6o8NFNzEwOqKpURWxCOyP FaVKcafaPFKMzFiEZttVq84tDEiM/kcY8hchtmKGQ4+iHeaSk6QcyxchO0ry Tg9u5YGPe7VIi2CqyiXWTtkOXzRFaZmmFqHhmfLIS+p2WB1X2HQiL0JpuxjT H9x7va4s/dpchK4vV36cpWmHu9Wuf2rZybBKkR+6jDvIMGj48A4ySEv4O2vQ tkPJUmpvzF4yVOyZYwjHTS39CXskQ4aLj13lRenaQYw01vT7BBnSXI9+NMet ablZfVWFDHVO0XzvcNvTcJfWa5Bh65Qday/uyHjxPBltMvS6P8pho2+HGkV4 H2dIBqkkWwpl3KM9Okmst8jweJpvwxI3i4NVzOO7ZBC7fyDFH7cMh0foH3sy 1K7rr+XiLmP4KtbsSoZFbyrBdtwqFFLlSS/IMKUc92gUd9vSi4vPfMngIzhD WMOtM937wySEDB0OBcPMDO3QNyprpxRNhmvj6VM7cN8e8KHZmUSG1Hu+8kK4 p74Mhi6/J8MzNd6CA7gdsWPi3flkuExLYSOOe6vBrzy/nAyWbyhM/nvdu+LX xcB6MpiwYz77cBMKFAfvtZFBj5H/Lx/uiPfBdhc+kUFNLdSbCbfQu3Gag71k ONa/YLiCjy8j8lQY/U8yBEr/NB/BLRcULv5rHF/vv6zpbbgrfKbL6+bIIMe0 V+gD7jNP1TTjV8nA1lzX6Ye73Tlm0I1qCfrexxRb4dZ9sGBnyLQEG166n1Rw /7A4T3uCcwkMbAOF+XBbmiSG8QosQUD9TMZv/PnM6K6IL+xbAqY9POYFuKnU UjU/yCyBepPoIxXcr5U2B31PLMFS4oUOatzcR64+tDq1BONpaQa1+P4QEaYO F7myBDU7TellcGfvNDhIfW0JHuwcE/uJ76+jXLkVgzeWgNFy9XEgbnUqk6Go B0uw8p6qcBjfn50rhQ8fOS+B2w6eyP/2r8EsC52exxKIl01kC+O2Hiw7yBmw BKzLTOZ6VO2w8JWjcjpsCYBoSj+B73/Xj5aXsLgl0FeI6HbB7VfFa+/9YQlM U/LW/fB44SuyoTMvXgKnhyFaXLjjsxrCVauXwPy57udgPN5yo+0qN9uX4NNu i2s+eDx+dmmnc5hagiM/Gw3U8Hg2thOJ0CIvwSvuOopMPN5H77gekt7E53tB rZ0V95L+wcsTrMuQmRjW37iCgcAxzwhTyWW4QddWQb+EwY15JQnNu8twmSN7 rhPPT6ycFB2f7ZdBx/qM/W88f5VJ1z00dFsGei/528t4fuO+p1Zu6bcMYrK+ gSx/MWgZ09R4nrMMEdlpqxt4fnSg55hiLF0G7SPh/VN4/hQS/RQYULsM61Ru YviVFFzN9L7FdC3DkXE0lzyCgfQAXiYWluGoX/sJmkEM+tf3scDGMhzXCEcd eP5+tXPkQyPtClQfVk0Nw/P7iL7lUhfvCpg+XPff0YvXm08PPP8eX4Gijcic 4S8YULQ+TRJyW4EBi36ZsP/qyW9V9fSXK/D+uFTuDrzeGNDRTR72W4EPzsxP 3jbj+Vj1lZxS3ApY991d82jA83VVUJ1e7Qp0JYuZ7sHrVUf+u0Ff2lVwYdiZ 65yDQUJs466lN6sQKCDlFhyIQbSRxNeroasQVCDe99IfH49AcGBB7Cq8qP7s 9fANBn6hN+jsPqzChuZEFfLB67Pf2vRkxypk7lJwT8Trt9YTmfphrjXwLOTo fnoPA5rrMXfaI9agnqfozTs1DLZ20ghLJq6B4vVzsuuqGKx+sxp4nbEG6cVn xy+dwmDm6nHtc+VrkMxs7DumgK/fxU+KDX1rUF78+/oAfj4pUmIklO1ZB9f7 sSbf+TGwEHQoSk5eB/X2t6vUYyRoOirIZJ+1Dl9CdyXOj5BA+HKjsUrhOvT+ MKwdGCLB4DMe2h8N67A15Xc9tRc/P40Vau8YWYflv2VfKT+SQD2fPPNKaAP2 /yZ+/VZAAvFzzocexG2AEuktkdaNBN4397orp27Ag4wR6huPSDD6uKWL5cMG aDwzvVPoQILE7B0u6VUb8CZBPfvKPRII4Nfu4f4NIPDZf75kQgKmHyu3r+7a BDEnngM3EAkm7B/Hn4zYBPVrFc4Vm21wr9CPNi9hE2IaFSf5V9tgZjHBSjxj E4KNKFVsF9tgwbFFfkf5JuxhVX/OOtkGm848rYt9mzBW+ejnGn7eJbh9mM3Z uwXrh01lM3Pb4OjLnyoH0rYgUP7hlxPX26CkkZwam7OF39vGYon6baBAx8TK W7oFtHVbH3S02wB5SX+lIW6B4L3VIB31Njjn42Y9PLEFCQEjVVSybZDdxExs 56NA9l9Norlo2qCWmDznY0iB3EYtJPsSiVCwo8PWzYQCHbHsu0iOJkKK+erM AzMK1AmnRhjDiOBLdWlaz5oCjX9WMRR8TQTdk8sTIo8pkKGxDHHBjgiT6Rq/ aiMp0IPdoqdunCICr8/015VvFOjoF3WTtZ5WYPjKr/e3nwJxMlJ9PNbVCmvC p7sHhyhQ7n7J/rttrTBYE/65+Q8FcvJpKaypbIX3y6c6365QoLbcLBe2xFZA liFEGX5K5Pna+aDCnVawPnui8o4+JSp2diuKmm2BGTH+xlwjSqS+YIKO/GkB e6YV0soNSjQ+FYg1DLbAE6ykz+cOJequdapo/NgCQdrH19NdKBEhTfbexawW KDE5pjAeTYk4QldzLMxbgMb5SKnVECVyPN1zz7CjGXyu8dTm/aJE5/JlXcOb moFNYbFl9Q8laomf9W+taAa+zYKeV3OUKNjukxt9ejMcfCG/nEFNhbA5swsz Hs1wJUDu2IQIFXqSP5lpJtUMsWkyhdZWVEiW41GSrHsTEL+ZtcTdo0K2TXvf rz1sAjJTaO8nOyr0gYZGp8iyCS7arFIqPqZCBB+r3RRaTbAuU6/J4kuFjMI9 3Ib3N4Fhuc5YZhYV4mQrUG9paIQd7U47p2aokGZjfZrUagOc3kqXElqkQl/O q56bmmyAB9J9p3RXcLOdOxr1owFagpBlFSU10nNaVq1oaAAnPcZCP05qNN8B orx+DdA9GKl5WJ4axRme3Lu5qwGC5yufPnCiRjUtvrt4D9bDg64AU6PH1Oiq ffHgoZ31oJlrdkrdnRoRdK2WDrLUA8N9Rsq9XtTo9awF/8jfOngyruPxMZQa 7W7f7DqZUweWQxNPpIqo0ZOiP7EnpetArabqukAZNSKu9V1r2FMH++MClemq qJE2m0uhLHsdDBgd2+xvpEb3nNd+l/+tBe2eZ25vvlCji5HTKw7ptaD8kd91 coEaFYkXPjq8sxZ2Zk8a9ixTo8VaquzPDLWw7Fut0LBOjR6W8A7okWsgX+P2 WhQNDZKxahYjd9SAWFOOy3luGhT/w8v6+Ysa4Ko8+yhDjgZ5vTM/W9JSDWMZ Do6WdjTIfZ/wfCV1JegLbg6kOdKgAx2ooOdjBTT7e57940KDNrxUJcyjKiDF PmyH1XMadEaNLaBNugJuKZeWWYfQIM53klz6OuUw2Lm+ea+IBhUXjP+KdymF y6dfWnwow8cjWfV1RqEUqotYO6ar8PHQKWeYr5dAbNTuhAfNNOin+lnVVJcS MLqNVO16aNB3F3JslHUxfF1+7uWwSoNE+2a+2vEWgpo1y0zhJg2aLHN2T20s gKL+EH0yFS2KuH9E7ezDAgipSxZ3YqZFNWvT5x1a80HLt7nNeRctksm6ydB9 PQ/qNi/Jl+6lRdRkb9uizVyQse2JXhGmRWwpMud2R+cCQfePjYskLcr/bnO5 oz0H2vcwE1yVaVFfMMH+s0A2KAcFO1eo0KKRMj/yc9EsyKLZNbSuRotcdfs8 G8UywfePRJ7bJVokqT+EwlgyYN2wUKBKmxb9EEz2MZhIA+t2peeberRoCiNU TJalgka+po77DVrUyXrBlkEoGcpEvlZU36JFtXIDLMJ570A83ESE4g4tGm24 cO/4/kQIZxp7g2xoUWnoEWfru/HA4PaA7GFLi1grOHMktqLBeXr5eq0DPh7l D8mZnuHw2/RpM6ULLWqwUk0wpQgG3c+M0ipPaFHzoq6w/PeX0KQWFP7sGS36 9/uAeTnm4rltBq8Rqoevtq3RfNTGLGjb7Wd7T51O3PYXdeEJ2rptj2gUKflQ 0v0z9aXvw/4e2yZWXd1v/2LbQVKdZvre2xZiaxnZG7BtFaxwNDdu28/OB45/ qtq2RjnLoZK6bXMe8raObtp2IpP75K32bde13p1a7N/2qxNjUt+Htq2Vbna/ 6te2Bfh/fEj8Q4dsXjdIXQl5CcPeBjOef+lQYXjiYf0bQZCx/EXaepYOqeop DK/FhoGd5RXbS4t0yPOs+43pwSg42UPKlVuhQ2P5jFpyb+KASl19jm+DDimb KVGk3UkAYnG97DoFPbIpVs+cHU2EoAPwcJCGHpkSzCo/qiWBEP3RhTQWesQq raOvUp8C44658m8I9Ej48E/RH6OpkDcq4WDLTY+KL5gzsayngUrTfvKJXfTo m1bCmU3K98B0NO7o7r14/8fOUd5dfI+fywScqITpUWc1bcHQj0y4+ZJjmXiI HrXNsIXticmGZ6e3VgwV6JHfuLLc0EgOaBS4nERAj55kS6Mc1VzgFCa7CKvS o2HHtkMi8bmQSP13bVKDHo17LaQFauHxVvd9w82AHjmSk82K4vOB6lQRZfwj esSipP+KcbEQjE7/Jva40SM7phjVb1AERWd3hHA8o0eDDqOWFj5FYKXpIvr8 FT1SxUL0ZncUwydD5fPmUfToLVkxefZgCSQ5NoVIVNIjw7bcQEuhMth8tGR8 u5Yembu7vS8yLgN9N7EDsY34ePccVtQILwOWF69K2dvpkYm2lIouczk4BGoO zA3Qo7rdIiMv/pSDWmb3gVIKBkRN+eVAmU8lxH+gn52lYUB8pU+LTMorYTXv eNlBRgbEaujyyWuyErJLIy9EczAgFp7Zq1YXq4Cv+bqtuxADKtkVUVXJiOfX odGyM6cZUMLr/keqx2rgFd/SxS4vBnRc1GnplksthLa0/Kx7zYBu0147zuhb CwmPIh/l+zMg4qmIZ34xtVDSq5QcEsaA8tidBpRqauF33It13VQGlCLP3X+S pg5Oi3G+721iQFfSug5ReNXB5nFJhl+0jEi1e4pq4lE9MI1vxnxhZES9f6m/ XPOuB56oDrkmVkbkohL0PD+0HiQ2Hpqk8jAis/QQHbH8ejCsLSu6I8KIkpKY kgUn6qHknPrtqdOMyPpOJaWZXgPYGZjVLT1nRHqnV7L9hRqBEDc+qOjNiOru KA+WHm6E7J+2W099GdGl6xTvOhUb4c9dD0WWt4yI+CvjBVG3EW64xxTtTWFE gqWN4qM+jaCZ9DXjXAsjWiyafTY62QgHp84HR7EwIZuc63fWUpqgRfZT7iCB CZ3nnxDendcE5k4GHSI8TKiiejJJtrIJEijusOYIMiGPaUFDmU9NsIPL06tB igm1SnlYeW82Ad3xmsd/LzOhm0XXruZpNcPPp/K34C0TOlG9tOg/2wxivGx+ DyKY0HiUe/HEajPczfhdnBDDhPYoZxor0rQAuSuSmSaFCV2WvxZZwdsCTMKU +S1FTKjyysWokwotIN2EUWr1MCGdvwr6J5+1gCuTRdytncwoav4KXxZDK9TG ota3e5jRhjDt9TpCK9DJCcw37WdGvGoPLrTvaAV/Q0xNXIIZHThgdoko1gqJ mXJTfxWZ0aBg52Ed9VZo1aRQcrrOjPa0O7GUvmwF3uCI7z4JzOjL52k19tVW YPnC1WmXzIxom/KW31IQgYrPr9kwnRnNlI0n8tATYTryWYFkLjNiUs5Y3+Ii QkuitV9nDTPiT0h6+VSSCC55Sir8g8yo8gxXtZIJEX50DqWn7WZB/mcdvZsq idDNZRQfKMSCBtm5G5zriUC62h3qIsqCzi6hSuFWIpR8Iz6/IMWCnttlb9z5 TISgoXzjGSUWJH5DVSNjnAinZ19yHDdmQZFTe17T8bZBGuHgo+YoFsR04vqd S5ZtID16bZkmngXFnl2uyLJpg9JyHyeVJBaEzTpY0D5sA6L5H4fKTBYUEnet O96tDSYr0uzyK1nQ7hy6bO+gNjh858DduB8s6OrDtfy95W1QVCts4rSfFZl0 lXkE05NAOUxnoOAAK9JOVz8qykKC5rsvjOcOsSK/PVe/5RFI0MM3Ymgjz4pm 6fSWS/lJsGLzTt/sDCuaUpNm9jhEAkUBIa1LFqxoMzFtfuoiCert9pw58J4V 5d9nqLb1I8H64nTArg+sKNpa4jRDEAmOPqrp48hnRS2iTiMRb0mQ4W5qv17G iizTpjyyo0kQ5PvuXSeRFdHwGNnGZJDgZsoBKtdxVqR8492NkEYSUHw/XN0h zoZ+tQhzLS2R4KQxBXOTJBsqfelasLhKAvvBDt1yGTbUSz9ePr1BgrFR26nk E2xoTfYSbTc1fr+ezxd8fI4NBahal1uzYxDHetxV5A4bmji8aVspgoHyKXTC JY0N/QxzOkJ/CYM93GYBhpls6OGlXYJWV/D7/u+XvxVz2FDo1EBnizYGdb5t b7eK2ZDLu/G0R/oYqPXozr1oZkN08gXH0k0xuHjf5r3/KBvScffff+ohBlIq AVS242yI/Z1dgKkDBmw8+de0ptiQr/HgkJsTPr6yZXoeMhvikvl6LOMxBjp0 L25F0rKjv6oU3Z3PMTCKiRRMFmZHJhFylNeDMVB6UGnvKcaOlvn6riq9xWC3 6mCbhQQ7agroercjDIPBMRGXg/Ls6In3M+n6SAxuyed2f1BlR1tRulJjCRjc bWv2L7vJjg6bKlXbfcDHGzs+GmXOjg6xqBzhzMXHa8uq7GbFjqz1fhVl5eH3 f17tSbBjRyLDGkM9hRjY3xxQb3yKjy/rz/RWOQaPVxYoO+LZkXnR/NfAZgym TLAh2mR2JES6qE9oxeBmU3KtQjo7+rEcp/qKiIF6sO7T1Fz89ZlxkwcYBtyS JRTudexowyPrI+0nDLyCAwYLmthRBP39FpPPGKyuWNaME9nRVzODI4Vf8Pk1 8XvofmJHhUYcD7R6MMi88XhLcoQdPR7i9dLtx59fs/YPszF2JP34CvgOYBAk KVEdMcmOdOjk7Ct/YOC82veEdpEdhR5e1OMcxkBIY4/7FBUBVc+K7PccxWD6 p8dmIxcB8e5ajA6dwkCMz2ZqkIeA3EXPBL+YxuejcW1gjY+AKOsO89ybwaA7 R6ZKZhcBse46Wi03h0GF27BbjDAByb8XqvdZxICc025TIkpAniH2kjpkDA6P lBl/EiMg/okhcYElDBI1gpUYJQlo2WNPX/gyBt58pzfsjxCQQQ27gukavt80 pP/6HyOgGtbj5xnWMVhz29WfcYKATtcZzWfgvjeyUDGoREBT6sZsPzcwSOMb ylwDAjq6FfzMeRODIQ0smleFgHzGXAMZt/D9lZvsekGNgBjDKJ7tpmgHv5HA uxbqBPR6a/hWIu5mvidGzzQI6Ngvul/7KNvh5BNdxRJNAmI56l3NRdUO+87T r+/Xw/tr3jNVR90O8l9UuwSuEVCabK6tIE07qJl4pHEYElBY0d8D9ritHq7o bF0noNTGg1K8tO3gunHkEPkGAbmqM7ib4vb3sqP8e5OAAr9o0KTjLoiayPpu TkBaRclZEnTt0CQi9qLTkoCkKN90WeLu+XDLoMWKgILUnCQTcI+fSJCuvktA 8enNVV9wb9T30xXdI6ADQT886ejbgaAp0J/5AB9v1m5POdxCPbr57+wIKHZ6 uMIIt/zNYJ9IewIKDvY+9Ay32uRHk0BHAmrYZdX1Dre+Iz5zZ/zz9AZza3Fb UZxjcXchoBMGKsRe3K6vXg47uBJQ5MtfO+dw+3PXldx9QkDMnoKpNAztkBi7 6WfmQUC7dBTvcuEuEFO4bfAMf75Hgqx3427Kc1K48oKAOCttkkVw9ygWcKh7 4u/Hdgr89337eNPMb2VvAlIK/d0qhnv9smTVkVcE5B0hUCiMm633ToiELwHd Tlvv3YV73+0Uq/1++Hr++qTMgVt+ehgJBBBQWeNIPyVutUd7+DiCCGgvwa50 6r/5URv9pQ8hIMUfFZ1f/5vfm/D6zbcEZJxAc6Dyv/nxfYlYDCOgU/xepbG4 /RI4HkxGEFD2dQ8fV9zxhzTVfkYREN2Pg2G6uPMLX+36HkNA3cbVwxK4m6B5 riOOgG4t2t/d+u/5tVK3Nifg8cH3VL4d93q/q0NhMh5vTlYeN3CzWZaez0wl IO4rGTTCuPfNLe57l05AYlO0LT/x/aFGd789IAuPv6f1LPq49QPeJ3l9ICDD QRc/FtxWAmMuT3IJqL17+VIlvv/8pUwP3C3E+z87FMSFO7EkZuNmMQH9pQ3h LsX3b4HK90/XSgkoeTSm2wB3j662x9lK/HkHH9kVjO/38UF/XeVqAkK+m3Hi uDesSBJHagnInOLtrQo8PoTcz3wTaiQgmyq/nG48fuQZn33gb8b3m+je49dx qwVXvSS0EpDg2V6KYTz+rFOPyW6SCOg9Db/uAB6fBR/FX3/7TEDX0kw4/ovn gP21yavdBPTB8NInOtzWTvo1O78RUJPVlJQJng+E9ngtGvcT0PnBq/lUqxj4 3xsxGf5FQF4ZzLPceD6xqnvsQj1GQD+smz008Xyjxsv1Vngcj48hqYzneD5a rzxFNJ8iIIfQz62D83h71jj5CTIB5cY2nzTH85ma6dFLLCsEpLBfKdQVz3f7 CrE7kmsEpObX9soPz4c9Ruux97cI+HmyWjl5EoMzmdcYF+g50I8O/faYMQz2 nuceWN/BgSIL8i3K8Xy7Hvt+WXAnB2o88ETlNZ6Pv86pcIEgB5qJf5P/X772 i7RVf7qPA2X+cdIb/I7ntz/tebQHOVAI3VBsFZ7vu719vNgUOFB8Pul3Cl4/ 8vr2Jh5W4kCh7xqppfH68ka6pOIycCA2+b85BXj9Od0zOhukyoHEYmUrcxow yD1w2ojvAgcSV94MfFiFgW/TpvReYw5Eo3CyZT9e75DtqIygCd6+cub+c7we LuxslxUw5UCeEbVyP7Lw+msbI899mwOt2E2zvs7AQHKX4nEGGw7Uwle3lf8O g3bbRzDjyoHaBz1sNPB6TBBcuFgTjfe3PzXvJV7vG5p7NStjOdCJ6MxBC/w8 4GxXf6ksngM9M5DlV7PF61lz0JWCJA6U18KSSr6Lj9dO5mpaJgfiZswXEruF gVbLPaOACg5Eur+63IafR4If/rG60ceBSupDczkOYiCg5mKrPcCBGrLHfnsc wOvJDmZntUEOdOlkzrFJYXy9KiVeSoxwoOwze/YW78HPG/QP4pYnONBbguea IA9+HokmfwpY40BJu9jZDm+RwLuBWqlWgBMluZyo1esgASEsRLVgFycqduy4 oI6RIOyOiEbqbk5kwN7bKU8kQQrbWb03QpyoNKCknrKBBI36r2yvHeREA8c4 Ra2LSUD1l5Aye4ITTd92/+YSQwJXnt3sQtc40YPm0t0vzUmA5TIagCEnCufj bUu6SYLdmotJRsac6OaG/qvq6ySo9iSdDDPlRN/LRU6O6uL9LbuYs1hxIjdx 9oPLaiTw+v61kuzCib4qyodLiOLnybjAu23RnEhP6M2Z1sE2+KngVjwWy4my uE7cPdvXBvI9llR0CZxIAeu4WfO1Db4QUDhK5kR/WM8WJba3wY5nU/WFWZyo 6tdInlhFG8TeOr8zvooTUcTt7TkW2gbp4rRE+0FOdPz4x0eX1dqga9epNZth TvT27nUZ11NtsM7uJmExwom4olf53ym2gSZ5we/aGCdyfe5vPyzbBgt1I9rK M5xo88J7xgN72gAZNfTTU3AhZeyTcyOZCD1+z2cj93Ah0TsPo04n4veXZ9VC Ifu4EK/41vXOaCIccljTfrOfC7kqKK3rhxHhieHDIvcDXMjlpW+xvi8RhMXM Ht86zIUeP77xnd+RCPdrVWilgAtFfRSgjVcnAt0CJX/tdS7EPIJdSvrTCss5 4X4jN7iQpf67CKqfrTBhc5iGwYwLKR0j6Br0tULHb6NpTQsutOG9wklub4XI 3uLGvvtc6A4NiTCQ3wpS9TZ2yx5cqFY2LczatRV0g761HX7HhTofKRvo4vc9 9UsPTmknc6FrsBjZQ9EKCiz0xY6pXGj+zWak9koL7PWUT6x8z4V0rK5Uy423 wPgjf+fzBXh/Gx1DUW0t8MT0jIhFIxd6oCSdRPumBVKlc5/E/uZC1LJuXixM LXCPZ3al+A8X4iAaRtZQtoD8qrRD5wQXuru0g3R3pRlq6nOsaWa4EGNNg3XW WDOe33P0rZa50JRDeUF7UzMwuH2QPcrIja425s/6PG0Gy9asUewgN7r3vLwm caYJpLL/mv6W4EYXbnnZnPvdBAtBkv0Uh7lRwA4Jlt/9TeBhlPVJTo4bJYcT 5+jamiB8OrMmQoEbnY94KN6ThN/XeTIjb1/gRq6H15YKdZtA/GaG5oYNN/Lw kWCgy2+ElpiTOXP3udE1+udq4umNYP6NyDFmy41eMacfV41rhKTLE5+7HLjR /bkwWsPXjbAXJAzT3LjR15nA7h1mjcC7K9tC+w03Cj4X6lZLaASq7lyP9Exu VH//eoTJrQZI4FAZjs3mRgnrbo1K1xoAXexSDcnhRr8LnaoJmg3g1jBH517A jYiRSp9CjjXAcp7cG50KbjT0u9CSi6kBpvwLI7bauJHcqNlUT2Y99J4rzbs6 wY3MbS9UT4zVgcqlJH2Hv3j7v4dMxHrrIEPHfzNkmhvVap9+rIPVgYvJbY3P 89xov7hxqEtuHQg4cAxrrXMjHdo/J1ad60A//g7HZVYelOmktCeJpg66yfwP NA7zoAvGfkmmrLWgvE7DayXDgy5+ycs/sVEDKZQz5T5yPIiL4tOJtckacGRp om89xoOMhnJSTpBqgEfILu4s4kF8iVfDon1qQOcisf30FR4kKH9uxX6rGrre uUjCQx6kUv7s3khWJXBSFJWedOBBlwoniq74VIK20eyZo048iKlZQvv5rUr4 zG15XfIxD9rvG08hLVAJX19e9d/5nAftax8Rf/usAvospGeXgnjQVmJQY6pa OexqsHabD+FBkf7+L4cFy8F4byrjdCgPcoxzg46FMhjoERQajeRB797aclUn lMHgOWbtz4k8aOZ1PrFmqRR+HRotyMnjQerLhgf7gkpA1HvfqcwCHlT9953n i1slYD5ihKUW8aAB7QS5+iMlMBb96VdsGQ96clWXtNJdDOOstbxv6nhQ+GMB IyruYpiajnK+04W/37DzBMmhEKQufKW5/ZkHaV69aOcEhXA/jTPwRjcPKgh8 u/qMoRBmbvik633nQU4T45Sp4QUw3+n4/cww/nm931c8c/JhOf+KotAcD9KV zjz/qiQXWI4fbeda4EGuDQI6Lo65sLdC4AYtmQeJs68p6MrlgnrDz+djKzwo +b3B7Zj0HIj47NCWTcmLfLEr3+xYP0C2voFxPDUvYq+8frPcPhvq+pSnA2l5 0Qzt1L36niwYH6HncmDkRZ2pF64qhmbCycUIAwUOXrRDp+Gn24900Hz0ZFKC ixfJWXGrPRdJh5sbN5/s5uFF96sPRNfeToNXtBKJlPy8iMe6oCa2KwVifQjy 8wK8SIRxfUf3RjLksS42juziRYZNl39a7k2GXp6qP817eZGarPHSlNo7mIlI fFwqxIuavo+9az2bCDS7vVjfC/MiqgqR9oATCbAj0TouWpQXeb+mr7jIHw8S opdl/MR4UUR+9M2uxhhAGfL17gd5EQ1xf9/43ijQkeK/aivBi1gTlKdfyoSD Zd7G6E0pXqSiWWRyuicEXI8OO+tI8yLiyPOHdt0BEFDWxKQmy4u4PD5WNFN6 QZLy++hj8rz/vn8vqfOXEj+6bZKafY3A8W0PEvW1WE5ue0FTaWRDYduCenQM Q7Bt2d7xiK5T21Yz+XioQXXb9yzCL6We3XaV08Ewm0vb7lpjEze5su1R9/my y9rbZvOuGJDT2/b1cE3R1evb3iqxK/S8t+0+urzXiQ+2XaYza1plt237mfts ZMdtjx2wsbjt/j/jCbXgPx2w7WR7IzfKvG2fl1Y747q47Wbjw3esH/L9M6eZ ZXmMw7avWyawdjhtm2zHlSfvum1h76XVjRfb9sir9g0I3fZJ+ss5haXb9mTx oRor33YnR52OQNW2LXfJrzyp23aYzA4V9bZtLxgOfvret21kyi/K+mPbr821 nGFo20K2DbuSfm37imfabZupbUe/HiqOm9n2WIAAU9fc/8wnyjf76NK2SfGN FHdWts2XsqkVtbbtm++PJWMb287OebC0tbXt/wOrLHw9 "]]}, Annotation[#, "Charting`Private`Tag#4"]& ]}, {}}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.368417, 0.506779, 0.709798]], Line[CompressedData[" 1:eJxN2nk01N8bOHBmxr4MI9mlVFKIQkKeK5IlKgpF9iJSSJItUVSEkApZskTJ TtaMdWQ3U58IWZI9JGT3e3/P+f3ymz9mzuvMc5733Pu+7+e595zZaXPD8DKO jo7OCXv73yeZd/v0xmZ7Fd3/fU2/r95zsHrLIlrOlywDtuzlUddSRdiy/Fe3 d/4sbf/85kW7A46n5Z/DhB79YNjb+M9mO9e62E+R/9ne3+DBPNOWRz+q25YE V/0zv0rINpPbH//5zmHR29HGFf+sultTlchb8s8BbGJPWHbn/HN+8FW1DJ7s f/6BL5jRwr//Z821E4b3h97+M9MvJ77NpPR/Fnh1Q2NcJX5r/M9w6XuFYv+5 98kzZruV5/+c4Ffe+r0k6p9PkjlzM5yC/pk1T/6W+P6Af36hUeSu2un9z1oc saTTMZf/+bg6JX4MHf9n3e5rD4smTUFUIXS7g9MdiM1MyJnxdgbJnxY+ZSGB oH0zUB+nfhtudfTGkx8/hIr5SEL64buAW3pXOegUCvwqnX27owJh5557fpyf w4G6alrqERoMA6IrVjY3n8KTioHoxgchML53Pc+jNxK0fR1cBO+Gw17++BhW qWig37G0R7HiKSwQd0i1XXkG5f136R8WPYPAo+c/vX37HPjJGjOy+c/hg9ch zbMlL8AjiamvO/slpLl7Pcgtewmy1uElBzJewd/O3+d9X8eBoWv7B/vW15Bw yPzoze2J4G+dJ1PRnAKTUr8fb/5IhJyzUWlcTamwo+VxwF7jJGA/ZBJV2pAO uOHYhVN8ydAw9/06G/kt7Gwd5KK79xpElP9GmlzIg/1iWdfsmNNA/pBD272u PIjdecr/mVEanNrfzZJlkg9HGRwFsl+lgZdguT+dcQGMeqi8qpZJh64Vv+uZ hkWQSFpb8jvxBiLLGXVX9UrhrrKvPdepTAgUDfE/nUiGvETHXsehLKB75mCU 1kcGO+XCN6Hb34MPm9beVaFqqDqrcFRT9z24L9G1pL+ohkDSoLFv7nu4QvXg 23hag92vVaYzntmgHWSTnXW/DqxTTisz/c0B9umjvSyOjXC5PeyE+aU8eGjH l2OZ0Qim7lnxZm55QOiZv1c00ghPE6QOqgbnwTolR8La9hP0q7mWvs7Ng+nk PTdLzJvAfuxTGRcuHzrOc7Pan26B27K3s2sT86HJYl7IRrADPpE8JssbC+Bl MVFPTrUDip9tCyT2FoAD5wEvOosOaD7cGqY7UwBMH627EpI7YJ5HTdiTtxA0 Rdqje/Z1AkUg36PEqhA+9mRynD9ChV36ovoMfwoh39Ry8+S5z/DF1j/pDHMx xBo2DUmHdUFEJ+8zvs0PsMA36VH+vgv0QlvTutlL4EwfG5tOaxdQyqhZ4YIl wOigf9iOvRtCYgNmviqUwE3fjsDYx90gvNx7q8epBE5l/LebKfgbhIo3KFR9 KYHN9aErA3d7Iaf2/OTN5FLI/+x765PSANzqrxygCpVDxgM7myGdAajjfmtH 2FcOCYp6p1cvDsBOwcjtUvLl8PgFv6S07wB8oKtTsjhVDrbmBb0R1QMw0nb5 u4FPOWwbHtMw1R2EeftHgde+lYPHHyPSqNkQdIu0fxkPrwAV0v4cwt1h2PdS XWfHUCW00V/81Bo+DLd2PCLhpyrB6vejHzFJw+Bhb9nYv1AJ9zvG+SRrhuHO yWje+ywfoS0s01+f4SeEZ/Muesp+BCs2ScOYkJ9wTm70tYDvR7hP2Lcg8WIE 0gpbcmy4q2D7vAnxd8YIaCx+jXQRrIKMH8GSZaUjwOkmLOkpXgWtNaOXTvWM AEu91AN3BSz+3psGF9FRePVCJXLXhSrIXN/7ojR1FNKXymNME6tA9ZdxfkDR KMCRr/sIGVXQ1hvUotcwCitXlKszc6tgrnyE7vvoKPSbmvH/qMbivdKv4g6M Acta6QjnMBa/uEdFL28M8oR5wt/wkGHvq67gP+QxaD8DusF8ZPDTCPkc1zEG YUeFQu2EyHAwYtZ5amYMqsfW3vKJk+GhYkpZ9OYY/N58GPJrLxkGes8zHSOO g+GdzmXyfjJESJYnPZEZB4v0B0FWh8gw1u78S0FtHFCEdYaUIhmQh5jyd/1x OHvum8XiUTK8EKYFBV0ah99Gye8qj5Hhd80DmozzOOB0L0cEqJNB96qS2Fef cfA8Q+U8cYIMr4mT1+6GjsP3n0/3MeiQYaXoValE/DiI2cgu9GaQwdD8DGPH Oyxe6qmnkVY1vMXhjTzLxyGtl9vQOqUacJlFiWLN47DTs3BN7Fc1XDztMNX4 bRxUy4FkLVUDBQuCR10nxuHcgYyhWrsaYI9vfSCwgo2POMar8KIG7I77U6tZ JuBBuCDXd0oNbAv/6USSnIDMg53H34vWwjWFFyVlShMQdE+xuFqrFup6dBls tSfgRqtUK7tzLdzal5tQYD8BzUo1kZJFtfBftVfnufQJsKm/rJV2pA5kHKRF 14smQGKjMoreuA6COAcc0+onwHlsyCX+Zh0cMTtBWByegNqZscKGrDp4MU88 8lx8Ei6+oTTu4a+HixJp8d1Jk7Ccxhyb110P+a0m4/dyJ2HMqTlXf7YeWN1Z FfeTJyG5zCwrnrEBysk32r36J+FAxo1XlocaQPiiMk5YdArOBsc8qQtqgO+h 7fYWcVMQ4FsqOLabAnfvmX41zZoC/spfVnZHKSDmMahlVDkFGh9jFLP0KWBj +WePdv8U8J3repN6iwI/5fiG5cR/QXPrX0nLWgpM/WdhxfDuF2h8Oyu0btwI y2LTplll01DintNIsfsEsby3G9ObpyEvQPdAnvsnUGalU0runYbRCqlZ//uf wOcPN1/MxjSkPS4/+yXlE9A1KHy5e3wGtI9vf2E++AkYnXzPGjXNwE1/8l4F 0yZ4fJFxz/q1WXgnc5pX8EgzqMmyL467z8KFN+lO4RrN8JuBRPnPZxaGNuQv L55uBtM8kau5obPAylPS89KhGfYwK7y3zZqFHaqCA8ovm4FcZKvQNDkLqQtf T+GXmmGRq/rEc8ffwB77ZM4vqwVsKd5X5BzmwHX04pDyYivYqe41WLwxBwSW +1VVm61wJa9Dofz2HFyOIdirsrSBQ9wehhPBc/DU8pi2iHAbXL/RnmKaPgeB 1SO5fupt4MUnPnh3eA5GA0yCmh63QaR9k1mb1R+I2wx1pfK1QzWTwFmnC/NA 4rd2pnF2wEiKjG639TwIf0ltYOPpAHakqXHScR66LTlfI74OMPW8oSDuPQ/t Ep4ziTs6YGasXqAnfh64lq2NFGQ7QKTJbUh3YB6azFKjP57pgDuhLTf32y/A iUarOtvwDpDj9o8Zd1/E6sThgDR8J5Qxf91H8VkEjsGwD32MnXCcTqY89f4i WOdIh/KwdsK5mZ5+y+hFkLB6KOjJ1QkerUck/ytYhFNTChu7RTqh4tFMec3c Ihzsu+pIVOwEbZzlYJzLX2CVuOBx6EonWP05JmVwbQlsnthzM5A7gYNE1/HZ fQlcifYrEzXY9WVrbpr5LkHhglpwW30nbLuuVe4QtgRybc6RYc2d0DhmoBuY uwROd6aez/3XCbLfLR1K5pfAhF48Se9XJ9B9upe6y3cZ2Kx0DujxUyE5oV74 75MVOPnZYn+9PRXizaW+no9ZgeVnVkY8jlR4IRj1tDBhBT6MityzvEaFsBgr RrecFSjN95n+7UIFr7DVmamOFXggfG7/5h0qGPrJ1Q7xrILQJnG6PIQKBItX V9terkKh+Pe4uvdU2BQi7JZ+vQoXFCXYv+RQYaXb8XvI21X4ATvjf+RRYfa8 kpFO+SqcuXtIdLWICn36NNW63lVIaeuo4vlIheJjLFxlO9YgUsdXZKqVCvYi t4rT0tZgPMxeWm2KCg2KIqzu79dAzEHn0vwvKuw+U3/peNEaNFNKNjJmqDAQ wMvQX7cGDEd1X3D8oYLpWJER//AavI8ylq9bpoJ2weLs413rIEUs9xtlpIGk jucBl8R1oESKZbOI0eChjdhdtTfrYPDkwWbYThqMeDdS2XPWYeKPdydJnAav s/m9Mj+uQ7Q+dYl3Lw0Et5U2DvWtg7XukhWrFA1Y+5cvnxfegHcLrX/eHaHB pLt3kvLLDdiZeWPisz4NrheFMeQnb0CY06elk6dpMLuQ7Cj5dgOWcoYNS8/Q YN6jUZ6/fAPyFeSmYoxosOHJ+2mhdwNuqBVWHbtAAy7fnN+5YptwOibplLId DRQf/DgukbEJJwQWJ3970qCkfvFNQu4mKFm3aB30ooEKIyvH9tJNaBNKWnH0 pgEKlv1KaNoES//y632+NNB55Os0NLkJHo50UdkBNMhuYGtq46NDK/4FQrhQ GlQ3pc09MqNDXYFTT1xe0aCQv8PV15IOzbad4XNIoEH6lZVZF1s6ZGoWcNQi kQahuNMzJk5Y/KETOlrJNDBWXprc402HbriuxDOk0WAqU/dndSwdGrxioKOe RYPtj2a+LnfTIb6FFvXsUhowfxUw+dVHhwJuaZ2/U0aD1d2a/w0M0qGDog+Z NcppMEB+8ZkyToc2RSRPUyto8G5JvfPZMh3SUJGzGajCxucQ3SQnQI940uMa y+pp4HTyaOVVU3r0SCKl9WoHNt/7BOrzzOnRt4IDt7Z30sCddbll2YoezbE+ e1CN2a+1pPfRVXrUVvNpkESjQaSR0lqmFz3akP0e+voLNr+WR1Qm4ulR1oby l1vfaHBMnU/jUDI9Iq3piLH00KBm119drzR6RO9E/zUWc/PP4ous2fQofBfb w9JeGnx3UvTaX0WPVOq+rf34TgOCp0Kp4yA9ymd3Mfw1RINHF3ir83/SI6IJ naP9Dxpwqiw0rozTIyWmxzP9mPk2Crsez9EjzyWOEy3DNNh/X37pLR6HZDIv iUSO0CDn8ja6P0w41EpVz9jELH9ynkmFHYcOBwq/dhqlgRprIV/zNhzie3bg h9oYDc5GHD4yuQeH3gVTX1HHafCfKw8c3o9DFzkiUg5P0OCi0R8tbxkcOtSz WyAKs932AmO2Izg0aqx6Tn+SBp7xhzwOaOOQ3JMh9pwpGiRkyBU5OeLQk5D4 eIkZGjR12zYmXsehKzktFtcxL7LG9NDccMg0PTWpALO+8wq9qjcO7TCMTjk6 S4M1uVoD9lAc6jpsnHH4Nw322S5Yowgc+mzw7up1zOeiJW65R+PQ7usy795g zloMieuNxyEB7ZVs3jkamJWfG8t6j0OckofL+zEHTQWtDuThUMLUg7ucf2iQ L1LKyVuMQ6khN+tUMLP6iyj4fsShPh2DjqeYFfNOa+fV4JDG8NnnZZhthu6Z /WzAoZQzIv2DmMs0R+7pt+PQIw353wfmsfpwi//ZPRoOce+MKjfATHqjm1H0 FYfy/AYYXTBfZclpExnA5oP/qlg25mjlwcGzwzhk9qhwugkz2Yln4cEYDvn9 4FQbwczfdltoehaHTtxgt+JfoIHmZqbMrgUcul9YceggZhfZXnXjZRyyYI0J 0sQcb815/vE6DiXTJZiZYm6MRA4f6fHoQG13niPm+Vo37zkGPJoWMHjkjVls ITVsLyserTtsDj7GfGrv1+SLnHgUlvu7/AXm2yYsRWEkPKJ7so8vDfPrhyqN NdvxaEjxzZ8czG2lzj2Lgni0GOBythTzykTi9P4deKQ0FCRbjXmvMJXeUhyP +qynIiiYDfUJvFESeGT67rVbC2Y/P8V9lAN4ZEV496Ud89scB5XVg3g0acBY 1on5v4FYg4PyeKTIUrSDihlHarW2VcIjsv4Hxv99L6Ox6f5cFY/0aew32jBf dJd72IzwaGyq0LQJ84M027hNTez6j7Jr6zDn/vcs+7AOHpUqLOVUYu5laqy2 18cjPf4IkSLMzEdXPsedxaPEhZvs7zDLO0qNtZ/HoyXpZJ9EzFZxFqv4i3jU WbnteiTm0JYITiULPOo61jwQiLlkvWbnNRs8Ghkif76JeVhmQT7pCh6t+v7W scHMZSWh/dkRmx8fU3Qas+rTC2bMN/CoZ2T2gzLmqD+V91xu41HcoaT9HP+7 v9QIa3NvPMorvNK/gK0Hgzxbde27eGTSO6PVh5n5Bgu9WDAehXodlsn43/rT 7x1gC8Gjt0OD70Mw10rlkP+G4ZEdTXnAGbPfxDn/9hg84pjpMJfBbPZJwqo8 Fo90szbT2TErZazAmwQ8yt5ekTKOre8/l5M2/dLx6AStsjARs8PgpJ9MMR7R 2/85vIY9T1rkjxaCZXhUJ5zE3YFZPPGpGuNHPKoOjEx+jfm7+ZGNvnrMlaJd GpiNugJ8n3zBo5LwpAQP7HmV/XD+0p1ubL6jtDkQZs6Yfccu9+HR00M90syY G43a1lR/4lEh4cn9aKweqLUL+EzNY/Pt+S7oFVYvhLKnzLqW8Mj516FAc8xL oVUqdWt4VJGjKCeIuUD38mocgYAUVDySn05j9aMh10tvGwEJaAl2uvyiAWNa 4MUj/AR0SrTZZA/mH4HGyuLCBFQe7xHe9b/6pb62vCJOQMK/PbhVMPNUnrzz 9jABdcSLWMxi9W82TvBCzBEC8nVOd4zF3Ob1SylAhYDMS6MlNDA/VIpauqBB QATTs/kRWD3dKPh+m8WIgML9GFmEsXo79vaWh4MbAVEeKmf8weq3qcjG9wwP Ajo9T0m8i5kSHnRy3AvLf1WajRVzuvtzfsdAAvqmT3dMEKv/dmqlZU7RBNQS I8WybxDrh51rG9eLCeggp+2eZay/nNF8YJ9TRkDPw+/rXsNcVczRMfORgLzC dAf7sH6UECea7EIhoGMxErYVWP8yv4w03LoISCeyvuBKFw2+LgUG31ohoLZ4 kp0L1v+0nNhnizYICEkciWii0qC4L9p0EceA7rVcOCCOObomTfI2GwO6Wtb/ vh3rr4ahlGZPYQbUqkn+ztuGzc8ONi4fNQb0fai7zriRBg1akS8CAhiQmneg XCbWz0evlLd6BTEgHx0m9X6s3zMHD+NuPmZAnLG7fvFg1qUoOttGMqBLYCx4 pwTLd7JHXfM1A3IxFqg9VESDL9q7JxlqGFDhfoKYbTb2/OkWH3tEz4jeREkH FGP7EQanfrd7DIxo2DuivArbr+wNYc64w8KIWFx9HlOw/YxD80WSIzcjihOY G6XGYfsTvc0R3Z2MyCTIILbrOVY/T2lHsKszItkc2ZTEcBrgT38bCvdnRMVX vKwF/bD+9vG8uPt9RsQw7Bmy6oPtF2Q6bU0fMmK/J/tMD7bf2sXZOCwWwYjE G5+/i7lDg+OtRSN5iYyoQ04nbs2dBgF6TydoHxnRmaiSHQ+csHqnrT3Ht86I skJJT4NMsPwfag+t0TGhM7yHQpSNsfwScHOAwISMJ723/zqH5WdSnM9gZ0J7 vKT69Q2x/A3ii0eFmdBrB8WDG6ew/Jqby2YqTMiwcfiOwHEsv3oxfdIdJjTe dk1E6QB2/zVHm7p8mZBoxSnjV5LY/T3JH80dwITIF2Q76fbRwNHAa2/gYyYU 1DH8uGY3DWhmanpX4piQbwl+U1aUBqkeDdFSlUxIetP6RikXtl6y/pMopWNG zOiCs/s8FR7z/dWnBjMjYqp+4Y1iKsQ0Nv6oCWFG63zKfwMLsfPJndg7BeHM SJqeEBmTT4WSnmNp0c+Z0Sfety3F2VQYTby/ZvyGGa3RWWv+SKeC5j7Su54G ZtTecvPdZAwVNpSkmX8ysCB34/LooltUcLtoW/M3kAXFm9apEmSowJU4MaD6 kAX95Dsj73GACtk/XDfvhbKgzHIPupF9VBi/5q/K/owFdSlMcFeJU8Hq7qti sXQWFDR0dslYgAoGqV/f6jSyIBNcWa0wgQr7p/Wi4thZkZ6a6tW/Xzvhxz15 O3jGij6YspW+9OyEfds5w1xesiJpvdLp+7c64drb0Q/Jr1jRzKBJgbNbJyxS Y9kI6azoj4D/0JFrncC6m76gsZgVaTTefJNtiZ3nGlrpDbtY0Y7Lbkq7tTrB h9U+0U6IDZlq6wvv4u6E7VEvvz1KZkONlnbOswnYefgLT6dbGhuauK8t5BLX ATi+MIpZJhvKbr0p/es5dh6ODSiUzmND/vVKt/ojOqDxtVNYJ5kNaZmEnk4N 6ACv/GPHBQbY0EaHDeP7yx3Q3zmYmSHKjvIX9ZgyJDsgg2v/HUocO8ot0JyQ P9sOsiMXlghJ7IiWzDlGr90OpeWPbh9PZUeyjOd/Nqi1Q9OV8VuVWewoK14t X0mqHaYqMtwKKtnRoVaXC2WM7XDwqsS1xH52FNCvFXygrA2Kq3db3hbnQCN9 mj6Ogm2g9vzc90IJDiTzQlBtB1cbUK7dvzR3gAOlw17DJoY26OIbNnOW50DN d51l8L9bYdk5xdT2BAdC7tC93tAKqoK7DE/bcyCHmnxpJtdWqHXbcULiHQfy Gl6Q7K1ogbWFmQjhHA70SPFG2FpeCyjeIfdyF3CgQyEHj5LetMDbu9bua2Uc SLyvjFnkaQtEhqakdDZh8YxFHNl2LWCTLoHzmeBAJk+mTmWwtADdt4NVHZKc 6CQpef6objMoX6Jja5DmRE90tLvajzWD+0CHcbkcJ9JcFjtvItcMYyOu02lH OZH1rg4vZf5m6PhTIOKtw4lOJJePnfrZBIkcSj57rnKic+elar18mkBNHR31 yuBEBzwP+Pu/+gQ7ttlGmGVxIn+662/lwj8B3eiDUdVcTvTt5Ty+zf8T1IQ2 P9v8wImuaj1Za7D9BFpdxnP3KZxopWnbvdx9n0D/hvO78BFO5Gsl/Jg9uxFk jkfgXCc4kYMrw2PNhEbg5C24YDjNiRh7D2pZhzVCR9kSE+8iJ/KpG/usdb0R zjHet4tlIKLPxzfM86UawfxVrEjabiKKNrm2cTuFAsdcKt2D9hERn4KnUu5T CohqDDTbSxHRMfX1nuq7FBgY2+O1X56IGOZ/WDmbUcBOPu+/HA0svl0wq4GL AteaKeFlNkR0Xk+w0dStAfQTJkbirhDR132NdhGXGkDGlUPN15GIOlUiKx9p N8DsdqMpcCMig1GrIyUiDeBu8127/h4Ryc2XNJfU1YP38jx9RxIRXX0opiOO q4dpy9ZBhjQi2j6n5JP8sw5sGtKqVTKJ6PJmYF1gYx1oRxnfe5NHRMHklSta oXVQvixj3VdERLbCq41sznUgY8WkzlNGREbjxbkbp+pgm3QJ3d0aIvI8eNhE lLUOgqMiBgobiOjb+qKW0GgtrCw7kCeaiGh0qNp8uKYWBhoE/I1pRFSw6+9V 8KgFI+k5y9CvRPS+kTX4mn4tNEQ1QU0PEbllx6k+21ULWVbem9LDRPRnid5D p74GdlCM+m3HiCjqTlhF1tMaiJSWqno5RURocb/Aows1wBBNSGyfJSIV6vqM nlANeK70+jEsEFGc4WS79OdqmLQqslBZJiL13ZS5k37VYEF5oua6TsTW673u XsZqGNt+OJxGx4V8Na96R+qSYZfujrvTOC400R5f+liLDOa+bDdYGLhQqcrz w/7HyfAs96/FbiYulLl4ctRNjQzMfB1qF9m4kEWK55/TimSY+eG/Uc/DhZaN Ge3G9pBhH5/z9AAvF5rrL3Oh7CSDje6F76t8XChl/870FBEy/Jcr91FOmAtN MqkEGPGSocJ3yPfVbi4k+M64OoJAhod8muvuClzow6WmDxt1VbBTj2lN3IQL yeeWmykpVYH8Fw2q4AUuVP3tsjD1YBVoWfpncJtxIcYUvO0ViSpwvLl8btOC C9X36bj4ba+CwrjJ99+ucKE/zrHs1+Y/gtZUu+VTDy4EZ3LVjuZ8BMcnL2o3 nnGhfJfbZnfEPkJhu2RI92cutJKQdNZytgIixKvTVv7DxjOg+D3uZwU43TYl C3VzId3haKOObxWwa0fwwqU+LuTkcPizWH0FhF8fthz6yYWOJKhIWr6sAEeO RPnJRS6E83av1EYVIKa37fsaPzeiRqQ9Dw4uh9CGDVmxS9zoQlS3kcByKSDX ETkRS27UtnNB++tUKcwLtR0StOZG58X33AkZKAVz11fy2y5zI6bHrYb/UUpB WlhVidmZG5laiJvNPyuFNtc7MOvDjb42PSrTlC0FLpF5fXI8N2LdEHWsNy+B OkqPQWUCN+JWOREgdboEPN1qT5clcSOi9xA5WL0EBiiRZwtTuVHLmoC14N4S yHOTO5+RxY2SXsZPvZ/+AIaN180jKrgRV4KarrfvB4i6Oe5o1cuNNG+9ucj8 tBgEtbxcjb5zo7MzzenbAorhNT+bp9YANxpcz3pJulkM+ZVSD6SGsfFmdG4O nSuGDiaXxKVJblSugUKofMXAGb9Ii1jlRk+fb+fujC2Ch3X4Y9WCJHTkcqnl uehC4HoerVEoTEJWMXFHzwUWwvOre3TfiJKQWiRFVN2tENI5T5o82UVC5YkR eoOnC6He9LHrhf0kxOHQVKPAWgi4X1zpv4+SUKOgyQc67wLw4RUl7rpAQtKX mXRc9fKhNY/lIpiR0LQLJfOPQj6IGiykml8iIXkHvv3GYvlQFdSi/NyahFr/ 06gonc8D3JLXFXZHEvpgMvDzV1weBH/7WrnoRUL53JWOz37kQpdHLfM2XxIK GEhl7WvOhX08OUZyd0mopH+BZa0gF5r0gsadAkko8FepXWVgLrBXyvMOhpDQ NTlNjqM7cyEy8em15ngSGkgNffchPRt+qPh+GEsgIeFHjEburtkg3+WAY0wm IU37r621KtnwhQu9QGkkJHj4AD2p/T3wB0zXFr0nIcWYnZQ9s1mQYKcnlPSR hDJ+XqxKE3gHM3RHrlSSSYg+ICxLs/ctoFe78r7VkNBeSnSaZsJbGPyyrMVL ISFDa6A3FnsLu09muD1uJ6FktaEcBeFMyJRkaHIfIKGiDGvnwl/pQBVWX3Ue wuKrJwOLM9JhjegrZT9MQu33l3532qSDweJ82IUxEppUJgsc+pwG8zXDRmqz JJRa05EQ8DYVRIvFHhyZI6G3CpeuHruUCiczzYtl50no751fjmWcqRAb/plf fImExFfcUj86pwAyr+tjouNB0s+jJtcEXoPjaToiPY4H7QybFeslJ0PUcVW0 gudBY7cICT2Xk2FkX+HrKSYexCj+lI6cmQRcwrO0nyw8SN4zxsZCOwmOEqUY +tl4ELXka5bIp0QIXUix7yTyoL1ZkSUUyQQoHut/0cTNg24kGf2QOvsK+nuE mmp5eJCtAPfLMdd4OFQTJVXMx4M4v3RvI8fHgnlR+6UcAR70A38Sp5b2Eh5k sIVnCPGgRFkr0YaUF9AVFvg7dgcPetB0hRDhGwO4gKpd0Tt5UL9E2xnN88/g wK1VoyfiPGj1p3hJslA0nHM48iBoDw/i+JDdrtkaCX5mN4vvSvAgm5hj7IGX n0KGQc6opyQPWr5k8021PBw61Sf53Q7woInUbjsr41BYkZfQdZLmQQqVG0x7 7jyE3ftsve0O8qDPY5k/KH2BYCCUmHVJjgeFC0l0azzzhtucPX3Gh3nQ//t/ SBI9H/GMwpab5g2RzpEt/xkNcz1+dMvCPU2vVVS2fKP6OIMMbPlFoZ+ihPqW a96U2YtpbHlb2KEm0sktl13cFf7XYMuM8/QC1RZbXsp9ETZsteVJ54MEZtst d4yazxjYbzm250N9740ty9Q6uy35b9k4srv5YMqW38jm+SWMblnS5q3BuvO2 f+7RKc0/P7llaoqXNNzk3fp9BWdVd81tebPErSjo+vZ/1pPVOuGzsGXKpYNX nW7y/TPJ1qH81a0tWzgkc3Tc3vKiG0++vM+Wdz/8u7J+f8v++VWhETFbVmY6 k1tUuuUg9ke4sfItd3LXnBP8uGUHYfllv5otP5fjP67dvOV5swHat94tI2uB vRz9Ww65YugJg1ve5VonnPpzy2eDMi47T285PmTwQ+LslsciBFmpc//feOJC sxX/brklqZ7u6vKW+dI3DONWt2zz7kha6/qWs3Nd/m5ubvn/AOhbVcc= "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Line[CompressedData[" 1:eJxN2Xk4lF3cB3Bmxr7PJCqyJWmltD3U71iyFYWSEKGyU3YiW7IkiUgICaHs a/Yle5iZpywha0WEhOze+7mu9zWvP2auzzVn7jP3Off5ne+5iJjaa9/C0dHR HcRe/nuv4d0+vbHZWU33v3/TWbXiR2ppFlS2vW7sR7OHy4eP1QSaZbod3vqw dGz5TUynBY70ccthu4JHGfY2b9lAZK2H/ULNls19NAPmmWj+USVvVhpYvWV+ 2UfbrrpWbdn92G7XZ7oVW5bboyTHxVu6ZT824ccse3K2nB9oeTadlL3lUXzB jDI+a8tKa+e0H4xkbpnplzXfZlLalne8tFeckI2n3X8ULm3vrtgt9z+OYr65 8nzLCffL27+WRm5ZpYYzN9364ZZZ82Scxfb7bTlGschJjnJvy8ocscSL0be2 rCDfFD+OFLas3msTVDSpB2ztka+bOz0gNiMhZ+aeLTCXeg/pJjwAVUd/DZy8 KxhwLQ2rjwVDxXwEIe2YN7jW6+zpXnsM/LKUgT2R/qBUcImw3hoO1FW99y6h gcAQtS70xCoCHlcMPWsOeASfsxJOS4xHgqqXxZ2d3k8gMuXQ3Qn1KKAXWhI/ UfEUglzsXjc+j4byQW/6oKIoGG2ptlddjwH+GsUZqfznsIPr++73O2PBJYlp oDf7BUzmSwhoHYwDKZMnpQfSX4LMuZ4NQemXoH23s8S8PRlMwvSOXrBNAh+T vMMVba8hodNO8eaXJMjRikzlbk2BPeBrWqn0CtiPXo1835gGn6pRzR+eZGic +2rHVpMJf/7UFGREvAbBf/5GXL2WB4zmdy06ldJA5qhFh29PHjBlPRITjEqD C/t7Wd5dzQfNIpFolbE08NhZ7kOnWwAhbKPFN7zfQM/KfbsM7SLwKk68WJ2R DhHljOqr599DN/vOBZWuTPDf/cjnYmINdNX7n7Usyga6KAud1IEaSAlNRVO/ ssGTTXnv6q5akDfXSMbvzQGnJbqPaTG1kBIpUrj0LAduU134Np7WgZc+HVHg ZC6oPjTNfvfgA6Rf2UvXx5QH7NOn+1msmqHReHglKzQfWo3md5nuJANXbvEn MfkieFHMdV5ajgwOGpefcl0tAgvOAx50RmQoCZk49c2mCJiqTHoSXpHh8fbD URdjikBJsPNZ3z4KtPm4XZScLoKqvgyOKyepcNLro/mx6GLI1zPeVLn8CSxf 9ygG9JZArHbryKGwHjilJtMg9U8Z5H/ycm45NQRJbtMGRS5VkB5w03REbQg+ beNPtwuugoQT5y+u6g+BO6VwWTq+CkJi+CUPeQ2BtZ+XVU9tFZgZFvSH1w4B 2VhNNI+jGraNjSvqqQ8DP88DsY031eDyR4f4w2AEdIxOFzo614BNyj+bmzYj kGwWqTTnXQOmV0Sm+O+PwFXhEg7vkBrQLJluUE8agfq7jXUfsHmQuBfsnj02 AiIOb2TY2mqgB1c95Gw7Cr2vytd799SCLHF/DsF7DHBQkcE7Xgsd9Pot7U/G gJA9//nf+Vq48Tt4NDppDNxH43oz6OvgAXmCT7JuDAS4Cxpf7qqDjrAMHw2G bxDzxUgm7VId3GCT1I5+9A3kzAyCxKux9oR9CxIx3+H36b6AK2/roWNRXPZ8 3jgUMFP1Y2IaYO/LnsA/NeMgn+avkJPWAPcVH32KI4+DdIbgVEVhAxwJn7Wd mhkHHLvdvXJyA4RLlic9PjwB1/jl+YC5EbQNLzGS307Aw6mfmSedG6Gr1oNy Oe0nvO3fdD+u3ASHLQ7tXi/6CadZbXL6tZvgIeeQVWrDTxi1lAxxNW6Ckwbn CItjP0Hs+oOzQW5NEDPPdfK52CS8uH319PbMJtCXSI3vTZqEzcv3b02yNsPX 0E5zo7gpGLZ2W2qpbwZvX71uvXdToGu89/N4ZzMIuwwr61ROwbqXM3WlrxlM jf+Iqw5OQatLlsfSn2b4Js03Ji32C0RnuKIMxVpgqsvoBsPbX5BlsBLQ490C y8LTeu/KpuHEX8k2YalWCNFnFF+3mQVh5US3V3fb4KwU++KE0yx4ikwLOHi0 wW8GYlOX5yxonV8hyfq3gV6eoGVu6CyAjIJo8bM2EGc+nmX2bhZsHthTtUra oKbI7Hjr5CywcTWQJVbbYJG79txzq9/wRVooJNTrI5g13bstbTEHl15raM3Y tcNNub2ai/ZzkKpygeGPczvcziMfL3edg5Sh+aO/PdvBIk6c4VzgHBSvCvIM hLSDnX3na720ObjVbmvvmNYOHnxiw95jc2DwZko5sb8dIsxbDTpu/IHCqLZl 3nMdUMu0Q8v62jzoPWTcdGXqhO+vD6v3msyDZxt7VwVHJ7AjJUUVq3lw+FTg skbqBD03++Ni9+ahojpur41wJ8yMN+zoi5+H6Rqxco7TnSDY6jCiPjQPlUtD d65bdoJ76EfH/eYL4Plw0fJ8YydI8/hETzgtgvLi/DTfaTKUMXfva/JcBGRo ZOIqSwYFusPlKQ8WAf/q0vynM2S4PNM3aPxsEXos03xCFMjg0n5SsqtgEU54 vrw8eJ4MFcEz5XVzi2AqMDkrhdUZVZzxcNydvyBmHjN+z5cMN/6cOahpswRh C4Krk3Vk4CDSkT85LUGe86EOhgasf6k6RwOvJSATCyoEm8iwzU653CJsCf65 WTGr0kaG5nFNdf/cJfjVWf8p4F8ySH01tiidXwLxxidB6aNkoGvxTRH1WoYI CQ2FpzgKZP1QVM0IWAbp+zoZdwgU0GdknDoStgxEXi9NTUYKFCqGHDuTuAyO jWpXCawUsKiKqLtauwzxpnhvAx4KkAteD4UyrIBGAZmhRIgCrxIaBP4+XgHD F2/LJGUpEG94sPtK9ApUmDOztclRIGZn5NPChBU4Kx3WZHWWAmHRNxgdclaA zTM4KFWeAh5hqzNT5BVQYLygwKxKAe370vUjpFXA37yq43+ZAgSjl5YdL1bB pqS96ooNBTZ3EfYcSl6F49xnjzfaUmCl1+rro8xVkLDTO3rcngKzV07pqJWv gnJMcT2nAwUGNP6V+9C/CtVBB6/lulKg+AwLd5nQGvTOMm9k+VHAXNC5ODV1 DVR9i57EPKdA4wlBVqesNVgZfJfaEEOBPZcarisUrUEAKT/o9wsKDPnxMgx+ WAN6LfXSc/EU0Bsv0uEfWwN2+hsdg0kUUC1YnA0RXYerT+P0+zIoIKnmduBO 4jpolbozz5dRIMhU2Pvsm3Xo4Ls5ulpOge/3mqnsOetw4NfCS1wlBZKz+T0y qtaB7bJWIXs1BXZue988MrAO6SbJzqR6CrAOLt+6IrAB914WNU22UmDS6V7S Py82wOPA7wdtvRSwKwpjyH+1AddqS0vrv2DjsfDKSjJzA/aLMWaX9VFg3qVZ hr98A3ibfw6mDFBgw423ZaF/A7qMPzlaDVOA2yvnd67wJoSUds2VjVPgRMCo gkT6JkxU6f12XqRAacPim4TcTdh1cTBJ5S8FZBlZOba/34ThYVYJ/iUKoECp bkLrJhhUDbwvWqaAWrCX9cjkJnj1nmAbXaNAdiNbawcfHZrhT5tgxFOhtjV1 LtiADqXY4CZcOalQyE++62VMh5IKB/l2clEh7fbK7B0zOnRgtOVyOeZQ3MWZ q9Z0aOpn9soKNxV0/1maFL9Hh6o6OAn2JCpMZah/q42lQw8Mkl3281Nhe/BM 93IvHcqdstw2J0wF5u4dV38NYP3hMiddRKiwukepa2iYDqlLxg6uYB6qifnU NEGHPB+fE6ITo8LbJXlK1DIdetHYzkInTgVk8axVegc9mhOw/Pl5HxWsVU5X WurRI1+h6tL+I1SY3bejIc+QHt0M4ynWlKKCE+vyx+Ub9OjQ87aSasz320v7 gy3pUWmrUWuCNBUidE6tZXjQIw4kc1rrGBVKjU/K/oynR7YB7SmBJ6hwRp5P 8egrehQScln4J+Y60b/qHqn06PXAkzfnsRzS9q1YnzWbHuWL9X9hO0WFr9Yn PPZX06OSb2+HfE5TgeB2/L3VMD0yfR7UcEaOCsHXeGvzv9GjccdLh59i5pRd aF6ZoEf2T7QyRjHzbRT2hMxhv8fLvzvgDBX2P5BZysTj0FsdHqHqs1TQCj92 clIch3amKr9lkKdC110SHNuPQ7VpymbqmPV1/ijfO4xDuyn7joVhvrm9QJft JA4lfB/YRVKgglv8UZcDqjhUJvZ1B1GRCgnp0kXWVjjUF5DJ9k2JCq29Zs2J dji0981x653nqLDIGt33rwN2/bEnM5qYNWxX6OXu4dBl5xzzIsxr0vWa7KE4 lBOvK+CmTIV9ZgsmKByHWCkCGWmYLz+TcHZ6hkMUoSjDT5jfLT6K64/HIXmX e6cOqVDBoPzy+LssHKrrI7R+wvxw6uHqUB4OVVuqRqxhzhd8z8lbjEM/C0f9 xFSpwOojeNyrCoe8PwwP2GEuU/ruq9GJQx9lGH1WMX935o/y/ReHuhf4wwXU qEB8o55e1I1DGod+tshhtmTJ6RAcwiFzE4tyD8z8Ha67pmdx6CTLxospzEqb GYdFF3Ao693xNUZ1KtyR6pfXXcahGDntYGHMzRHIoooej4qZyvZoYZ6vd7g3 x4BHLGkKxywwCy+khO1lxSOhxf229zG7XmUpCiPikbBoiFk65uQg2ea67Xj0 Z88J4QrMHe9t+xZ34lHA3nfMnZj3ClDpjcXw6BrPletzmLU1CLyREnjE3lPY gjuPPb/3T+xrOoBHmVdPmRIxdw3Fah6RwSPF1iW+I5hxxHYTs1N4tHxO/7gc 5sOKm07P5fDI69E+b1XM+k7SQW0Ij3QUHBd0MAekmsVtKuERA6NajBHm3K6o 7GNqeDR4q8TcAnM/U3OtuQYeVY21mt3FzHx65VOcFh59WQoLdccsY3VwvPMK HsWzcY74YL4RZ7SK18cje3etm4GYQz+Gc54ywj5/akJ6jLl0vU7ExhSPDkSf m3mKeezwgkzSbTyqKccvRWHmviGh+skKj4IkXx16gVnu6TUDZns82r0sEh6H 2aLukZ2cIx75nAgWeok58k+l7x1XPNoc7On7z3eo4SaG9/BI9KZM+3/WzDOT V/XGo4yHvYz/+UD4CREZfzzCWzcF/Xc9ZnsWeuFAPNK2WNP+r7/vGv1DbI/w yI3F5VY05vqDOTV/w/BIkEO6JgJzEptf0mgEHpXdkjQL+28+fl726YzG5uO0 vmYwZoMWiRvlsXh0crTS1x/zqfQVeJOAR3mzGuuemLcHtgtFJmPzvQdf64z5 z62kzftp2Hw4f/5oi5ms5DholYlHXJwVwrcwZ4spV+tmY8+PZlaFwX/3Pzx5 /3AxHlWqBnxUxqxcU2W0swyPQlouI1nMYolPzzJWYeN/n27tMOavhic3Bhrw iHStSH0b5nJZ1q8tLXjUPp00wIA5ZudAZVE7Hq3GHCpdxJ43nR4/r8ef8cjY 4LtiF2apkivX3XvxqDlyev4DZs7ofWduDeBRoMilX/n/rQedjjW5b3iU2NNR EIr5bOcOz6l5PDIUNIw6iXlX9pRBzxIe/Z34fP+/9bMUWi37YQ2P/Gf/ZDNj LlC/tRpHIKBhnYKRLmz97WvM9Ti/jYD0m49GWWFmTPXXP8lPQJ2STbkamEf9 df8RE8Das+wgSmFOkF9bXhEjoKYrjqlz2PonVaq4Zx4joMoVNTZ7zLNxO69F nySgoRA+rQuYOzx+nfKTJaA3+Ed9+zAHnYpcuqZIQIXPWioHsXqzUfDVlUWH gJJqlAqUMI9nOrtYOBCQkVy93CRW7/QEN76muxBQYuFSQynmpicPVSY8CKjK tNA+AHOa03N+K38CQj2VYgKYb559X2b9jIAyYr8yAlZfhyhrG3bFBHR6TtdT H6vHl5QCzHPKCMhgaODXDszVxRzkmSoC2mRxv9eD1e+EuN2v7jQR0L2n2RPa mA1vIUWHHgL60izDcgZRoXvJP9B5hYDULr1j/Y7tF8rW7LNFGwRUcNps+3PM xQPP9BZxDIiiTj6lgvlZXaqkKxsD8mzXrUnB9hvt0KY2NwEG5PTkbedlWWx8 hNi4Pc8yoH5N+xdB2H7WqBwR4+fHgCSSjTdlj1Lhx+3ydo+HDKjuDt6oC9s/ mQPHcI4hDGjI/uM3e8zqTSdszSIY0EN7DfskbL/tUOmTV0pmQHekrIz/HqbC Z9U9kwx12Pfbr1z3PICtf/XiM8H0jCiEoks3hO33DNaDDr4MjKjE52u1Eea9 j5jT3VkYUfDR6Lh+Uez5b9MnWvEwIu6zPamfsbwwdX7zu7oII5L+YLJcIYTV 4wuq4ezymJ2YTt/YRQX8xS8jT3wY0b+pnycWeLD9reqKmNMDRrSil2Ovjzni MMVML4gRZRZ4sVdheUaUs3lMOJwR2Y7vDfbD8o5Ce9H3vERG1Bkz6EvHQQW/ 809//lvFiEw/PmIhM2H1VlV1jm+dEamOW0mUYfmqtaT+6BodEzq2vyyFDnOE BDgOEZgQXBuRVF6lgCjTifl0diaUadWk1oHlM4VGscXTAkzIX3oXlYrlOz+l zWUDWSbEUd8U9W6WAjj5YvokdyYU3T9nmjhKAUOlH609XkxIxjbHtGAEy9Mq /M94/JhQ4kW1A41YfrTS9NjrH8KEJOWtt40PUuBfg7Pnb8cxoYqe3GOC/RRI cWl8drCSCdGtOnNd+EQB5XddEu/pmFG8m7RTCZZvk3KYfv8mMKP3nELwug7L 9/mnyvazMKOLN1cqHtdi+fF97IV4HmbUs5DaYYTlY74mo7veosxohm3m+G8s X48Pfy87p8SMNJr4nLryKBDC91eDGsiMHtzxiH2ZQIHo5ubRukfMaH75TIXj S+z84h7rXvCEGan05rxRxfJ8ad+Z1GfPmVE39UDvNJb3fyQ+WNN9w4xO8V6K OhhFAaV9xLd9jcxIlT3hh80jLD+fOsT8jYEFhQL18ZoLls9/brz8zMKCvN0q cjKdKcAbRz7WyMGC9qUJBV51osDBdUfjN7ws6GFmvk7WXQoY1JYVW4qzoDmb ZC017HxTqqZ6a1qJBZk84LugYEIBB32zur/+LOhxirjvMXUsnyf+HJILYkEF TXuIz7HzUvbo3U3fUBZ0UFGdYVmZAhM2PnLsUSxI/ZoNZ6kiBW54vywWTmNB dPqvI0TPUEAzpTtTrZkF3exEUelHKLB/+nxkHDsrYl+7OHOXRIFRX5mbEMWK iOKH4+o+k2Hfds6wOy9YEZ9vR04Ndr60yfxR8uolK+pOLf5bQSHDIjWWjZDG ih5WbxfMbScD6x76guZiVhS9Opzog51fpRrb6bV7WBHngSPhLYVk8GQ1T7y5 iw25fDh05M9TMmyPfPEl+BUb+jDzw9VEmQzsn0kUh1Q2xGS9LMapRAYcX1iT QQYbGte+u1IqT4aZWL/CQ3lsqN1uSIQFO383J1uHUWrYUMy/7qcjj5HBI/+M wo4hNrR54aqnhjAZBinDGem72dG2vUnrybOdkM69370pjh3h/W/5RCl1gtT3 a0uEJHYUG41Wnc52wvvyYFeFFHbU90dS++KpTmi9PeFc+Y4dHawZ9Zs/0AlT FekOBZXs6PcPa2c6UiccsZSwSRxkR0peT3J3DnVAce0eY1cxDpT2KvPSSZcO qHcQOifxlgM5DaGpH+HtsLYwEy6Qw4HyTwtSuoPb4YR7TT9PAQcS6U5iqfNr h0xvE6e1Mg70tK/CKMCpHSJCX7+mtHIg8Yqni41X28E0TQLn+ZMDuZ9DiVKC 7UD35Ug1WZITqV9Qlr/7+iOclUenPdI5kYhgqTcxvg2EtpmFG7zjRPaHXvo+ jmwDuh8BP+RyOdFlPl0F+kdtUBfaFrVZwol42aX7qO5toNyjO/egiRMFnbpv Kni1DTTsbd8++c6J0lZY5VW428DwZaxg6h4uxJA76prq2Qpn7lQ6PdzHhapy z9bvcWyF3YpDbeYHuRCMhXrEWbbC0Li4x34ZLnRu94M1O91WuCmT15WjyIW8 pMUX3h1pBZu2pidlplxIifFlqvtQC9xbnqcnJ3EhyaE3n5f+aYFp4/ZhhlQu tHtu2dHsSAuYNqbWymZwoUjTgPVasRZQjdT1fZPHhR5cVA/SZ2+BbYdK6bzr uBCyC3L+298M727c2zw0xoXUm5wDyPeaYWbUZ6OBxI2GDtzweZDTBCLnmdbE rnKjK8ME6tepBpD5rEjdeY0beeZ8YJn62gDKxj7pPAbciOtB8dI0uQGsHJcv bxpxo99m30a6ChugMG4y68ttbtR8zoD1hCfWfqrT+KkLN/puOCDmxoK1fxxT vxHFjSaJEnf3iXwAT77PLxaecyODN7ufviV+gLBXPHemXnCj1RHl58cIH6Cg KETgy0tulNB9XezKj3pYG/B0LkrFrn/j/PTvrHp4cthEwqaIG0WVUH0PnqmH wk7JR72fuBGvH31WnnkdhIvVpq50cSO4EfZ45lodWLvq1ezq5UY5BftXzl2o A1GhwIXrA9yIkztoVE66Dp7YjRmPfONGkc+/T+is1YIVR6LM5CI3OpNgQtr2 vBaEz2/7usbPgy4uvW0RHaiBtYS3S4K7eFAU07KSBLUGuucUSCDIg141XCuX a6qBsNi7qr4iPIis4kd6kVcDqxMd+Qz7edC2Zy++swfWQFdQcCCnLA/asLZz eiJTA6GNG1LC13mQnBo5xPBINaC736UFjXmQuNuRinDBapjf1XF0pwkP+qTS 8Z7MVg2Gd1/KbLvFg4Q7RAMdxqvgkIDcKWZbHsQuottwNLkKOu66w6wnD/pV 3tR1ha8KuAXnNWrieVCkMZvZDEMlRDpOWN3o50FCvi2NIt/LYKeyx12drzyI gScQXfpcBsn8bG7KQzxIVSJI0eNDGeRXHgw4OMaDevvUTtcklwGZ6U7i0iQP ymZePM1lXAac8Yv/hq/yoC7hgYpnXe8h6AP+TO1OInp8UBq/q6YUuJ8/UywU ICLCHTCyzC6F55bi6m92E5FrcQRTdnwppHGqXH0sSkTbMk1jd7iXQoNeyN1r +4mosUifzVm6FHC/uNN+nyYiKffZd9uTSsCTdzeX6DUiQhaVUzWOxdCex6IP BkRknfaDNGhUDLs1F1IMrxPRWswHyk+1Yqh++PGf5yZE9PfK24UWoWLALXnc ZrfC2rPixxJaiyDwS3flogcRnYofXjAWKIKIxKc2bfFE1NlDGunPKoBRWa+S 8QQiWulIxnFEF4BMjwWO8RURvbSVAKH7BfCZG8WgVCJyrwvfMa5RAPx+0/VF WUTEEZfDvT6ZDwk3z+9KqiKioWlTKBHJhwxJhlanISJqUazzzbTLBaqA/Krt CBHJrBUMUXRyYY3L66D5GBHJNv590noqFzQX58OujRNR4W4floO4XJivG9M5 O0tEFr+07oiL5wAy/DDAREdC9w7w/kPVygKri3Rc9DgScpvjUT7DmwWRCnJo BU9Clpsj30V73sH3fYXJU0wkJOqrJH7J8B2ELrw2p3CRUG9M/NuW62+hJ8z/ d6wQCR3Yze+rLZ8BOL9q0WciJOT4JSLKciUdDjiv6jwWIyGbPoXWd/npcN/A sdhbgoTSstOLXwinw559ZvduHiGhxhM8TKK/00BzV+K769IktDpc8Ss3OQ1c OfsGdI+R0Fw5W5CoThq0zmsjtZMk5HFS39AzNxXsaxUYDgMJSaycaXczSIGY wvsnJORJSMv1Dm84LgXq3pSZCyuS0FEt8SKW9NewLexoK1GFhNYfHHva+CsZ yvRFn/zVJKGmLxFL501ewZiGUc3sJRK6fOK97s2lJOCQj/09oU1CkWopCZ9D k+CGBPFyvy4JOUl+qWm/lgiM8/Q7ao1ISKylER76x8FSbkzY2A0Swql2dznd iIVJ2yMEZjMSupB43YhX6gV83d/ofuAWCeVV4qRtZp8D+YfhjKY5CdFnNvL9 ToiGupQ/Nx0sSYjL8Vev1qkoKDIJ+RJlTULdPgfOcpRGQvpukUvvbUlo4oMH cx1fBMT2lTT025OQv1Jp+IBGOITGaMrSOZDQrkMq3pFRoeB95VuumBMJqZ49 mhowGggORM+9Ki4klJVyRGmZzg9udhLjrdxIaKb4Ne/qi7ugG5rBE+ZBQv/3 /181NRSY50mzHGP32qf7NB+ut3VY8qFZ2IcwvsufZtKZuOsQQPNScbPqw2Ca 6zLFhLZF0Kwb0dt25DXNqhfvyOuk0izLzlTi8ub/9fdQJrnyLc0/3Z+4nS+k +b7JOXHzBprfSOXdT/hBsx3v7+WSCZplVqScKZM019TnWhNmae7RzdWzWqKZ 2Svn6AmWbVu2aMn63r6fZknTTM11W5r71N7nX5mkmfra4xA48tLGp0BLTnSO 5s1Sh6KHdtu3fF5K+ZznAs1N149YWjvybZloZlH+0plmI4tXHGRXmhcdSPky njTvCfq7sv6AZp/86tDwaJr/YbqUW/Se5ofswbjxcpopPHWXd1bRbCEgs3y/ jubn0vwKqm00zxsM/fuln2ZksmMvxyDNj25ru8EwzaJ3PwikfKNZ62H6Ldtp muMfDZckztI8Hr6TlTr3/+4nLjT7xF+aPyY10Fku08yXtqEdt0qz6duTqe3r NGfn3vm7uUnz/wDy7SzF "]]}, "Charting`Private`Tag#2"], Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Line[CompressedData[" 1:eJxN2Hk4VH+4AHDL2GbGvkZKlDaJUpTyfiUSJaVE2ZIQUSREoqyVJGRNlCVr kewlZBlj5owkUUSRJbtsY73nd5/75M4fPJ/nLN/z3d7zvmeD9dVTl9hYWFje 43/++18pKja6vML4wPJ/v9Hcqk07q1YtreNkbnl31V7uNbQPhFWrfHXN9uPB /vllLMOeTZj2z2FS93o45Cn/fH7DYhv5WOU/2/kZBE5xrbq/QvNiSfCHf5ZQ fyBy1qPin2/uXucRZfzunw9sPHyAX7Tkn++SZB7ybHz9z2+CL2tkCL/65x72 gjEd9tx/PryofSrgV9Y/c404iq8kp//zmsSrWoPqT1f7/4QtXV4q/p87Hj7h tpmP+ednt8vpP0oi//lIJV9ehmPQPxPzVW7Ibbv7z7FahW4HPnn/sw5vvNCJ 6Ev/fEiz/ukAOvTPeu1XQgqHTGDYyfu5mbwfxGc+ez3m7QSq6oEZXu0hoHvd /zibpge8JItL/FJ9BO+mIgjpu30hYVnnyZhoBEiof+rcGOkPvFtGtCO1oqB5 waTUPTQYvNsKnp9Tj4aH77qjKIEPIOT196wAYizo+thfk/R9BNzvzDrSSuOA df3cpr3vHkOPzw2HXIMEKO/yZQ0pfAIcdqoecfufgUSl1pjSmxjoEfr1GWKS wD2Zq7P9VRxoMHXnR1yTQenCo5LtGYnwQv5G9OPXz+GUC6PYjv4C4gmGTrvH U8DvQr7iu8YU6FzapdLhngqvT0amCVBTISay/oXBfCqQd52NLK1Lh+rzlfYe c2lQN/nDmVSZBevUVZ7+bn0J0vtnI86a5oNZetwLO7VsUNllj91pywfRT/Mm lMRsOLatnSfn7BvYJ7iJvYs1B7wky/1YjAsAqks0LtXlQNv8befMU4VAMWlq 3nzoFUSUc+ot6JdCyUTIIb+gPPBf98DvRFIldP26rK/CXwAsT+yN0joroWbd VF2JSgHcIunIL0hVwenbnh4c5wrAbY6Flh5bBbxFDn8WUwrAttldfPlxNYhF zmUF73kLukHWr3ICauCA84YWLsNCII/u6+BxoIC15xnrUftioFpMSVlLNoGo Y83HA/rlEH+K+mtHWBsE7Y+taneogmnxIffy3DZoveDqPeNRBYadJNJRehtk 7HHmIAdWAaf98d025HagzWh6bEiqgus+Tf7x99vhi5G0wXRzFRzLaN3IFfwN jrXbPTmwrxpWln7Zdvt2QMCNlJEtLB/hTYvPjQa1bujfrhWZ514DGYE21r+O doOcLWXw090aeLZX/8TCuW4YM3gxMhhWA/djJbbu8OmGS4enl5fSa+CiWUFH eFU3qH0KOF/UWgMivQNaJno/YcIoj3hZpRbc/xoJ9Z//BRpyUYq/B2pBXWjb a4JvLzTNJ7ev7K0HjPVcA/1RL3T4O70oQPVgNXGvJzq5F0aik3Ut9eohoGlQ fGt1L1jN+Ws+M8fPD8v0O87xG2gmm9zK/fHzSVtPRT/4DdxHLCw8MPx8wpbp zbF9UMwflLnGggLYzCZ1/fwByBDJ+LPFrgHkE9uC/1YOQOPdWTF35wa4rfWg JaFpAOqf7T/6/kYD7AwfdxoeGwBl03ZsX0ADhG8tT36oOAhjseaUoeQGOGVm yNmUPQhaH2OK97Y3QGuV16fT6X9gQvVx2x1tKvwIZdhZJAyDDH2lM4u3EXzv mHw1yRmGyFiONBGRRpBx/6lj9H4Y6H7JVp6SjWBt+XeTbtcwkEoFanZsboTf yuK9ynIj8Oe6cLIhaoThVgsrjuwR4Dl5+f1Nl0Zgyoya5JSNwprqTTwujEaI F/WgpDeOwmmbVA6ZL42wn8ii9rwDd2WPVcO3Rrj1V1A8enkUztJeAKmvEVjq 9nzxPTQGNv4CE/qLjcDp6HPSiDoG1g08OR830+D+Oc5NS1fGoTYo9FuSFw00 lMgzg27jEOnljfR9aTDBIVTfemschtdbECf9aWCSL305L3QcjF/Nf1J+SINN 3HtyL+aMg8Nog51XEg0qCy/uoQ6Nw221J+bKH2kwI1ClHeMwAR6sZ89ocdEh q69OLMB1AhRMz3ZZkOhg/o7Wf81rAo5khHC589Ohxq7tnt79CTh9lHtfjDgd HleM0ZcyJ0B2IPt42mY6KFxZZ2wzOIHPh9GzCR06XKz3tlW2n4Rkn5/nz9yl g80BeYOZq5PQwm1W8CWQDrb5TXvKPSah8+9BtlP36GCfsIlDO3gS9ISVHmiE 08H5KiPFJH0SvAzXXulPpIOXuNxP395JcHjjfuNmCR0i7KjnMau/cAzzjEj/ Q4eoDjetSPu/cI9aK5YxQocnJ9dvN7mGHz+qUpQ2TodYdbf5n75/obvERu/J DB2e8a+Lm372F2RuKPZos2GQVezSurbzL0x/6MsYkcCgimvNSUfTKWA8cCo0 18KgL0VRr/3CFPD9OL5DSgcDMjqsdcRhCjYM3VJq0cXAxPPqHjnvKZgtiO9Q M8BgbKB2zfenU4BFCvfRTDCQprr+0uueglvyI8EyThgcsg35XjIwBaL5LrIx VzGwZ3vWIj8xBWa6nsY8rhi83d9Qx8Y2DV2mh8O63THQz16fXSY3DUHj3afO +WFwM5R2fZvdNHAMVbV5R2DwbMuvK7FXp0EnSckuJwqDmprZS5ye07D23VR8 WzQGAkuyJr9CpoHIvWFaLgGDl043D8RnTYMtiSMoKAWDLwbyHMTRabA4b/3C uwADZUG/6EG3GYh63BKxtQmDMu6vW+pvzYCrvCql4BP+/CyK5akBM5B5p0pz /2cMTo9977KMmoF1WQ/YDrRi4E5X3dpaMAPzPMc+CnVg8O7eWHn15AyoqtXd 5u3HQPuOjkHy/AwsXrgrYTaAAeaZ2O3DNgtfEpLm0wcx6LLT59gnNAteYs2x ysMYsOm8NHitPAt61g8PSU5goMtm+TPh2ixUcb5x2TePwSdm4fWbnrNALuZ9 eWwBg3MTZM6zfrPwfo/VZrNFDBy7y7YJhc/CbP8ZnmvLGIRViLmFvJ6F++/X nXFkY4B4kROnbfEsZP5p7bViZ0Bybk2s1odZ6OJWqTxFYED+U9f3y9gs7JcT PbedkwEtXhjnjdFZGH6cJJXHwwBz101xp2ZmQcazmCeEyIC+y7e2Ky3PgujP Ui0zEgNmTbYZDvHOgfOfOwlMMgMkVYPiLuyYgxh6RzuXAANSFDu3w5458Nkl tLkat4K8SsXag3MgT+er9BRkwEHRX7++HpuDu1UKX74JMcDq70EFgytz8Fzu 6H1XUQbwCrE0tbjNwTVNE6W1YgwoU6q+ft5nDq5UJnhX4RZx1im3D5uD09wH WVfEGVAVym05Fj0HE5lG6jESDHDOprK5J81Bs5mA5PY1DKAMGOj5583BqE1L jbYkA25wCY7ylM7BTqW74TTcsvKfH4dXzYHurCzLCSkG3Lp4tj2xeQ6q2Fyo OmsZoPTD0r5kag78NspzsK1jQOfiBjIszUEI98U/l3Dfl+p9XcvBBHLue5da 3L0m9rPNYkzYdL7wksd6Bjz22JZgup4Jc1JVnxpwa0QPa3RvZgKDh/JDXIYB sZ+vBY2oMaGf/cG3dNzak7u2uWkyQX72BaUf96TANH3+KBM0e5yMN25gQNLO Ypc7p/DjzZH+ZriPGdwU5T7PBHPnshPhuJlX1EvDLjKhhTWw7APu9AdLZqJX mPDBLerjH9xGeOr61I0JF44FOwjKMoCl4U6qrA8TvmQyX+3GnduvpZsZyITP uoHhJ3Gf4+Qc3hnGhGu3q/gccXNtojwqisafX1Vrqx/ut1r3dx9MYsK3uadd 4bgvWB/7+vElE/58s1BOxM13h89bL48JVx+IrUvDXZ7UtO5TCRMi9E6kZeC2 r4ioPlvFBNrg47qXuEU7T9v+aGCCH9Xmzgvc1QtixEvNTAjs0P8Si/uqZHvu 0DcmvH1KqbqPe+2+hJOuPUy4JHxOxxN3w1nz6bkhJkw337K+gNvdfX2c7xQT VGayRHVwyz35eYBziQmd68ws5XE3FaR0h3LMw/J1DmDD7dN8KUCYbx4sk9e8 bcfHa9vE5i3xYvPQ1cRdkYP7K/+fRpn189D0Bpl54w5QzLn6cvM8HHVVCNPG rXzcWVhRaR5cSlSMSLh/OCoVv1WbB0rmhywaPp9qmW+Xq47OA9we5DuE+3e9 +wvdU/OA2HUlZ/D1EdGnpsM4Nw8x1zMK03APy71/2OE4D32GzXGz+PqKO+Sr fNFtHkImdX7G4da5oPll8NY8EH4LF6nifv6sdu3sw3l42DBOsJVmwFMzha9n ouchcmbo8Ry+nmMlIx+/fTYPgfz05iDcYdFWnK6v50F+t5dTNL7+752ur2wq noct7zpqxXEHCCl676zE2996ihGF7xevsIWx4aZ5SC4InryD768bx6yz9Nvn 4XoKlTiJ779rxAabrJ/z8EpK/pM5btug6Ha7yXlImBO4tAXfr6duK3/8JbwA NOOIyHsiDDh+INZHc+0CqHwL4vwqzADd+WXV5I0LcGzT5g0yuDXcaTnmexaA z5Ogl4bHj+3OdtFtxgtQmvn5pDcfAwgWiZexOPz4Z23nM1wMWJEibNzxYgHk z4SPm+Hxbb7d4ceDrAV4e+09yYqDAeNn1IyOli+AJXsetykeHzuPfz5Q07EA 2s8nVkRXMCg6yCNQtn4RqvblTpZNY5C/cJUqsWURzOwS/b2nMMgpbQ3wUFqE 4snxBNW/GLzYk8pU0VyEd7Bi/mIcj8c7oOe19SKIhlRxHBrCwE76RlFa2iLo rHGnZnRhULdXmuiWuwi9Z6/VqP/AYKNhrfmhwkU4M7i/gYq/X7rvinJ01SzC e17qaEc7/j4eKDSS6F0EtyrS/U/4+0m3YGb8vuwSaAlsXJivwyCd9uyw6bYl eCWkI25QiwGhTyd2864lGBA6sj3xIwaVEjFQo7kEtTIte3ZWYqB2WzVsyWoJ bNYL5MuWYrD1qOf2a0lLsMPRUlwnC4MQaxlfjZdLEJQiImKSgecL3pRm8usl kEtQ+3spHe/vKwmvzIolsN8janTjBQaSIqWUX51LwHM58Jp1PAbELualM2uX YUu3S4vbPQyG3LyT98ctA2FWCK7aYOBcGMbx5vkyHKEZ7qi9gMH49HOHrVnL EFAyzCVmicGUO0VFonwZvKalb2aYYrDsKdow3bEMelciiOF4PiLg83oiT2YF Kq/xf7FTxWBvYM+hzRkrkPp7xXsLBwYltTMvn+WtwGfRRdWvrBiocxJ5xUpX QFhsMsxvmQ4oWOkrgboCIhHObB9n6XD0no/jr6EV2LtH4jUnnn+9qiNRMXEW FHVH8UEQnQ5V1LTJe+dZ0OP9pKJTeD73VqLJxceSBR1cVH0WGUqHdNv58WsX WdDJVOdbjBA6hLKdGDvryIKulHzhV7tDB+P9c0ObvFnQ5cwmLZoLHYYz9X5X xbMgodpSy+WTdBC7N/aV2c6CktOk37vx0YH765qzI50sqLH7ag0fkQ4LGw+3 dv9kQUbz1dYpHHToroxtqR9kQUm0zrPvFmmQPaf56QmTBR0lpjXm/KEBso+i Kq9hRYa7yMKBtTRwPLLv/WUTVrRcmdqy6E6D8S1ravPNWJG9RbaGuwsN3IhM GtOKFa3Y2XwdcKTBbXpJx73LrKiHyzqw1IoGEUZqi5lerOhO1G57bj0alFiq qv95yoqETucTTaVoQPDcU+rwkxW9LeLye1XSCM8ylAsdHdjQsV0frlE7qUBt v0hJcmZD9WJZo0mtVJghRn//7MqGzlU+qXNmUOG40zzrAW82dGQ34+VcJRUW lT8akEPZ0GJQ99GKFCqcLz89kJPLhrx97yiutaeCBOYhNTrOht5lmx7JGW6A wyuZirLTbEhd7/Qvem8DXFPq0DRmsqHIyhNVQx0NQIlA9hWs7CjnzEOSNL0B PM7yFIYJsSMNus2T87l4vdUdb7BThR2tv9V61tepASL/vr9zzYMdHUncMto4 SoFrzeEXzLzZkZ49QzqinwIG+Rc1dX3ZEfHq2znLbgpwX+VhlQlmR55vIzhF mylw+89pP0Y0OzrBcZ9rppAC9j+HbisWsaMQD2OxXX4U0KmssJAsY0dtYfe8 a25SQC7psQZnBTtiF1V1crhOgR9mqsudtezIwoZZPGVLAaO2uz4Pv7AjXYPD tutOUECp+Iz5zXZ2RP7x2M/+KAX4orccvNTJjj4H1ihhWhSgGGGLB36zo12M 0OxxNQpoMNbcGp5iR2bF68TzN1JA6tXw+bY5dtSATdJn1lNgLvSDes0iOzL5 m8lxQYoCBXqXFhIIBLRzXsjzpRAFr1fVvgdzE5AfP3MkkI8Cztyk8utkAirc 5236kEiBLXV5XvoiBHx9n7GUYqcAZ5r/OVUJAupwaRFKXamHHn/j/XJrCWjf 5Ilh08V6qLTeKskvQ0Drhzb1HWTWwzPNRea8HAF1ZqVOGM7Ug7cMo71vMwGV e/HORP6tB5OV56XN2wno0ck4BtdEPez94RZXsRM/f/iOQe5oPQi/P3IzazcB OQUI7g0crofxBEnTaFUCEjlbrh7+B6/vvUbU7qoT0N+TwMkYqIds00oJZyAg N/J3hUP99RCiFjlnqkVAfw7d3/vndz3Yitu2aR8hoNguk7j63nrQmlErUdYn oAkfSum3nnqQ+UKKlT5BQL7y+n/kcC8X/PDgMSIgIVqLQ8qvevgekX922piA olsC7E1xl7gEqP48R0COBfZL2rijDc+K0y0I6L2hidJl3Nd3bpstsSYgrezh qWrchnxLram2BASfwrcb4fdXHGEUhTsQkOFizvM1+POQaC+ibzkT0M9jQ4Ji +PMOZN1wt3cloKeGTzbq9uHjJb38I8OdgFL2J0g14f2rfxR0ZNCLgMpe5BGi B/HxY+PP2+pLQHGxktvjhuoh3S1GwsGfgF7JrKtpG6kHsf71d7KCCaiFbfu4 0Xg9BJpmDP55QEDVXdLvePD5sNEoLXOMwucnxoR3Az5/LXmacjmxBCTtUWPs h8+vlhz1wfBTAkoq0mkUZaGALPd3M6c0AnotcHPbDy4KRHhdrM3NJKC1Elk3 +MgUYB0Z2jGaS0AvpbteXxWgQPenxWXnIgI6kX/a8sMaChgeDrR7XYYfh/KV rHUU+FDE2zRWQUDaHwgDVXIUeJaw7vm1egJarr1Nd1SkgNklpOXaRkB6koff BWtT4Oucf/CNeQIyOHImOxPfbzqO5PHCZQLa2EuyfIHvx6LOKJMZNg50xPvX QF4wBaKq07Z6kDjQiH8kKymaAqdC6xs913Kg3XFmSU8KKICtJwnc0uBAjtjy a+UJCtTpRMTevcuBHirDZWeXBui3Lad7BXGgu8+Pjs57NgB3cC/b9fsc6FiX 7KZgvwbQq9/rdDGCAx31OBSR+KgBsCPfNQ+/4EAyjXfty/F49EV34xBHNQfy uzI+eH+wAXr1ig7eY+VETbypHBYWVOBw7HK9w8GJ1uSkXPK/RAX5B9wZN3k4 0T0erScpV6hg33hOyEGQE6Gt92VavKgwrL/Sp7eBE+kcyIKpaCpMHdMNJ2ty op5R0utNGBXYT3z79ciPE6npKTULqTUCteKMnFsAJ7Iv+XvdXKMRIhQ/XTQJ 4UQjnDFyLw43giwfpVcmHL/eZl/6mpONcIhe2JefxInYWn0kqi43wl39x38+ V3Aiv2ePD0/ENQKbru6k+BIninFe/vBtGr9/8cddiyxcKNpSUMZuAb//Zrje TeBCNseVUkZYaCDLtXcqg8yFDLL8pQZJNDhUJzezby0X6j4yJxq/gQZ3D68w z6tzoVMLkdZ9+jRg0yxiTb7JhXh69O6rP6WB2eF+apsPF/L/rLbe6zkNio5I RAne5UKZnWf2vEmngYOBl7z/fS5ErX86xZdPg8/nNfRtE7iQUeRmBW/8fZnq Xhel8J4LGbsr9m8YoYFOTuvmUhZutN3C5vlHVTokv+aamCBwo79yUd/3HaDD /Bu1sm083Cj9QZFgFsLzh9L4Y08FuZFYwwM/z6N0EK+3cPGV5UaafAUY/Rwd Bn72lWkf5kYlZkMnzW/R4b747PHmYG60sFdTY0s5HaIplJ7qB9zobIGhYFoF HZ7fjL9Z8IgbiXLmcEpX06Hk+8G0qBhu9E3A23qZQof+pIBF45fcyH9x06bg Vjoc3iKU/b2OG8kiC5aCcTosq+3g/s3Bg+ZWyp8HbMDzsz/LiV94eNDDmd4r DhsxEE1o2l3Hy4OEag6l6W/GQGHpuuVLUR5ECBCwZdmBwfmqsqLLm3jQxY1W 1rvV8PzqqO6l0cM8SDN1C1/VcQxcz12snvXnQbbM25SQG3h+lvSn+0AID1JI 75AS8sTgVY/Lyp1QHrRXYodJtBcGg1f8DpCf8CArAdOoR74YWPkmFsmk8yBK yldjbTxfNEj9mnWUwoPaAhpbPyRgMDxg0RBG40GMh9WFc4kY3N/R1/+5iQel NT19ppCMQW3R1EaLdh5Uezr7SWAqBgcaBJNc//Cgx1VbDRZzMNg2qh+ZQCai 1olJ/+V3GFB2fc7vFiCikxPtXQMVGNh6nGvaJEpEu2VzrDE8P37Ocpk3T5qI Nmxr7rlfg4GEcFBwjSIRSfUksFEbMeBUq/QeMSSiyKoDktZ4fp5660j8rjNE ZOK18HLlGwaHqrASD1Miio4mucfi+byPXuc0qzUR2VSwtJfj+f+U2fxVsetE lFWf8avhNwY9d1Rs4AkRMTscDxImMNgixhd2LY6IWAgFZw0nMbiS1V/8PJGI Fuy8/sbg9cZMczyJkE5EoyfPvF0zg8/nRtYCShERiUlsvdU/j8GJkm8dzDIi Yt3g9pF/EYOoY285t38gomdyD57sXsJA+obduYf1eP+yQ3844fWOUh2d9VQb EZ3xOS6bi9dDN8693O7fQUQOU94/8gkMKBv1O/O2m4iufSErvsHrJy1xlUyx QSL6eOPKgzS83jK2jzf8ziQiPq6t58+SGJCweN2LvExEb0b8MTUyA7rDj6ce ZCMhu/nNnaK8DLhcyjKXRCShU12kpmq8frtFtEuykSIhrl0Tmwbw+q7qGWp4 sp6EXpsaP0wXYgDnbsm/dXIkpPwTxVjh9eCj83SdrQokVP5UKLoerx9f5Owe HTlAQoUvBc5ewOvLfsQrsV6ThIY7Jf8s4lb40qdpqE1CFnNIPgqvR4uW4p68 OU5CET0LTwvx+rXBgOWghwXefpp5XA1e7/L1tNtmWJPQzId79w/i9fEpj4Lw dlsSMp2r2/YGd0eSba/6VRIStELeYXh9vUEF8TldJyFZzQ6FGdy2lDVqzzxI 6Ge6brgpXo+Pj9MesPiR0IcU1avCeD2/JzC9UDmAhDzvcA5fxu21xq/LOoSE 0t00pN/hrsg15YkKJaHgRF92ogwD2A/t3l0bjt+v2C7JCLduK9l8JoqE3q6N mIjFHerQF7Q5joRGP8bMt+MWi4z7du/5f/0P3X1iAwPIX4Q/uaaR0OdsEYIf bjbxsPrzmSSkFy+xNhf3nAl3xeFcElK0I91qxT0Wf/ftjnwSekS02LiIu69j MUuskITqin1F18ni/V/n8XylhISCfnSeOIC72WoiZuAdCY1t7/1sjJvywjHs UyUJRT1YfO6Eu6L3d0BZDQnd2/Ko7H+/F8lbeadQSMjWmW3df9+Lsuy/uYTS SEibWE5LwP0867T9jSYSqh6Sqk/BHTuMWVi0kNC0dhDvf9+LwhSPnjnShq+n cNPk/xxw7aO+Ugc+fyF/ff/7vuT15uChNd0kJKaUl/MM97WpYjW2XhIS/Two H4Xbdu+unUP9JJTLzhwNxG3mmbOpZQh/3kQVDjfcRmXya9+PkZBT3cRlC9x6 i8lC6X9JKHPUX1obN9KQ4nk0S0JmzQdktuDe6/dkxWOBhCS9rrhy4Vao5p+x WsHHS/2CSA8+frKE+8NH2cnIptyOsxz3Gh1Czy4uMuobouo+wi0QcrtdikRG M/wt3y1xc1LnGAR+Mioro35QwL1Iul43IkRGkU1TU9P/fQ88PvKuVYyMhoKj vctxd336mZmxjozGTx29rY67Vdgs+bEsGfVf/zY/ja8n2pnWaC95Mjp1qqch B3dJO9X/mCIZiRH1rPhxv5LS9tqzi4x6n0puKcfXa5r5h2vr9pKRyQVdrYu4 I34WmI8fJCPe4jC3DHx9h8gpnm7XJKO31eQH2rhvX8rQq9Ymo8XpN9M/8P3h OPhUNeo4GbW8VKJw4j48ESioZk5GFUIpttskGbB/Nwv3hgtkZPRhvVwWvv+U bngt81wio4R40h553NJM56HvV8jovlGhqTC+X2dYTGp9b5HR+6mozCpRBgwf ai6398PPz/gmshH3r4Bjb04G4P3b79x6F48HDG7NJLlQMmIEMsz24PEiQ2Db zfoEMgrSOO3pLIC312c6R0gmI3bl6tQUfgaUlt/zOJRKRpVSzLsteDyi2g7e eJ9DRlvTfp/eiser4XcZrgXvyaiToXoiiYcBbhFtE+NVZJRs5k18w82AJTtu F8U6MnJhPPGoxOMhn7D91UyMjBr1Feya8Hi58/LmK0ldZKS31jn+HSs+/hpn hzp68Plv5uzJYcHXk0iwg+QAGVlRZjpi8Xhs+KHP/sk43n62a+9FPF67iqZf esDKi5wve2nUzWFQVLXR0kOOF5nOPFwsH8VAI+b0j7ebeZFSWOpRuxEM6q8E mE9u50WFLo7afMMYtIn3nndS4UWN0sK6JwYxYDqlmFzU5kU/NB66Jvbg70tJ 2VMn7HjRumBWKYevGHx0Xa+9OZsXXY2oVa8ux2Bxeix87Wte1BKRUMNWhsHe m5UdggW8aGXmly+UYJDle8FtsYwXiYyKhOa+xSAiNCXlE5UXVRTRR8/nYmCd vpnt1h9exG+7zp31GQYs33Z+aNrKhxLrzaccb2Gw35yFVLeDD8UNJ7Qp4/mB W3eTcbkyH4pY6/DjrwcGA30uo2n7+FC/u+yxK9cxaPpbIO19lA9JH3mUqOiA QRKv2q1Nl/lQuFnW7TljfDw00T6vDD708ssYz1M8f1kvcjH8fA4f2rrmpufk Nrz9/sD+A3l8iHX7lLj2FgyqQxufrBTzoX1hV/p+yGKg02Y8GVCPX89Vmtkr jsHxq07Zj/r40BGVg5xqrBiYJcZLp23kRyctbWJmm+hw8Np7t6At/Cgi19am mU6HdVrdjXYK/GhOb9PhTCodugc2eW1T4Ufpvg9V9WvoYKOS3/paix9xjD1m WBbT4Upj/aMya370cX1/A/UpHbyZU6xNyfyoOuV3apINHUYt6T850vjRZ6nJ 6SwrOljXpVWpZ/Kj0/xiXvlmdNCNNL7zMp8f2XysF8k7TQeRHSUsvtX8aNcF 8YvXD9Mhx8p7ZUcvP9rpNd0sIEeHsR6/5VphAfT1yjd6XAcNtog7jXaLCqDX hqQJrjYaWOuZ/lgQF0DykVJEl880aM1TrlBeK4CCNfREVag0eOfzyydxowD6 witn5FNMgxDxw0tuewRQrHOKl+RjGmzQ51qUOyuA2H2m1l1FNFD5otUsaSqA /v4sUH6sjufTln4ZgucF0PUNoUmv9uL5+HXm6RULASSdvOj/XYEGbxOGcr/Z CqBtKla7lyTw84cZlo/d8edTSDpoMd4IDg9jPy4/EUA5ClkdQQmN8Jax9UF7 iwDi7CcX//5FhXC5qrT5VgEka9IlqNtBBUcPk0qpdgFkVPd1b+oXKsiuD542 7xRAl0jVjKMUKjxy7rX89VsAvbBcZhzNpYIDb5LK0IwAOhcnE7rGnQoy+iI/ FiUE0dpTXd3f2KgQWresJGMuiG6kl5n+4WoA5NKnLG0piGqnDupvY2mAKSls l+QFQfREaejLxTm8HnVJVBG5JIjWTw2kfRygwI61B9S4nfDre+mlexrwetLl JozfEkTG37HJrhAKCEhPHa98KohO54ztU2SnQOT1QQerDkEUskFMrvxXHUjq eLkY/RBEjt7+Nc7tdfBCguSp0y2IPpwt2C3VVAdv3isEKvTi7V/lvmLxvg6a uK4lzQ0JopnE8m8PY+qA7+nM5/AFQSSp6+/1UK8OQmrYD1ZJCiGLyCDWuaxa uCW6jl/WVAhN3bicOXC6Buj5POfgvBB6kxf2sla3BtYZTKeamQshfvqXwLgD NfAhiLY/5oIQirX83rtpYw2wzXnZkh2EkElgutanyY8Q/O3r+xkvIXQ6KaT8 ethHiEh6fKXxqRBKFBA2ZVZUQ+ZWDqpbtxD6Qz/5mpWzCprXai44/RJCaRWj lmlzlbDI76Ng1yuEan4f5zw0VAkGM1NhpgNCSHvrkUO2TZUwVd1rpDEuhA5P n2Sci68EZFbTycUijNTlfhrNKFRCW5j/RPx6YSTZ9yllMq4COKdY11RZCKO9 doZphSNlMJcXG9ZrhftNcdpbWhkMOe0kcF8URoPvZlISs8ugqd9szMBOGJ1j e2+ocLkM4r8X13ZcFUah8ZYfd/WUguJHJ9c5P2Ek3kFWD20uAeOI9sadKcJo fvzV/uH4ItA9cU3TKE0YXdq5MUrXvQjUyVzF7i+FkdRjwgmfk0UgE6Ty4n22 MFLZ+9T4ClcR/Ln5yFP/rTBS+vtgRdulEG5f0N5kVyuMdphzpk2rv4WXSvm3 n/ULoxrfhKoTKfngLDrBLB4URndP0BM4PPNBZV7pxqchYTQQZaJ18Vg+VH7M cySMCyNz7wvRxKk8aDPOM3GYE0ajxCCbfI084PZ5vWsvjwhiFNTpE2/lAnZh LPcESQR9oGy35BbPhSidnVsv84ogEeu7UbS8HJAReL3+qaAIYu8+9/Bqdzao pbwis0mKoPHb6i1millg35DbR98mgoSizk/luaSD4quRC/0KIuij9lsT37E0 mIrY0cmyUwRVEWfjLjmkgZ9Z7ufdu0XQUxkelgjjVNDRHDE4vkcEaUTXNRrW pwBZfgfVVlUEZUvufSGqkgKxYzmVceoi6Jfdxc3yLC/AomVYveCgCIrpG/xw x+I5bCxVwKOSCNp9zs56vigZ8u7m5K5oiaAUqydJDunPwN1ueMsaHRG04YDA IHNrIhw4ppC6S1cEsUTWTkTGJQBFNCf+0jERdHV3UM7eHbEQNj8k6msggijf 16Dn2tFwumv741hDEXTT5ZF4n1IUSNY4kt+cEkHBvwVfHO56DN0Z2cGNp0XQ hfnNSmOXwyD94RDbb2MRJC1HvBwzGgxXXLffXjYRQW5Z5TdVS31g11lHpvh5 vP3/+82pZ7spm6+6QmZoTM9y1QEc2x1tLqxagJF1IebSqrdaZxksOa2akrg/ b/Lqqm3bqYIDLqtONRxqab6xahlQOJ/hs2qxta/sjB6umq013y8zZ9Xfj5a+ OTO06uYUrx1wXXS1PwUnD8hOrnqlxLUwyFnsn/WVdLRvTa+63nznZcfr4v8s dNG+PPHGqi3sn/M2eax6xlX4jcqtVW8MmZ1fCli135sPoeHRq97PZZhXWLrq IPI9toHyVX8SrD4tWbFq+7UqzNvVq45Rljik27jqqfPdn791rBpdWCPP27Xq B7anPOHnqmVdatam/l71yaCMS06jq3764Gdx0viqB8Ilic2T/68/CaGv9s6u mpZcy3KZuWrx9OVTCQurts5WTaMvrfpV3rXZlZVV/w/fQ8ci "]]}, "Charting`Private`Tag#3"], Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Line[CompressedData[" 1:eJxN2Xc81d//AHB7j2tHaQhRyGoarxMlqVQIGUkKkYqsRLSMkp29s0P23tt1 30IlZYQkIdu1+b0/j8fvka9/PJ6Pe+6555z3eb1e59y77+Z9rdtUFBQUp6gp KP77X8PDO7W59bGa4v//prJqRQ7XbltQzcbY5Nm2XRwbSNU025b/avfeg7H9 n1PDP1pScZH+2W+nz09a0ZZ/Nty33sNyoeafLTw0Xy7Qb/t31SmzEq/qf96h 8Jpbz6nqnx/J7XYK0a34Z0Xh04rsPCX//Ix57xtG4Q//nOd1RzmNK/uff1Ln T6tRZ/3z6fUzWi+GM/6Z/q8131Z8yj/zx9xX/aMQvT3/t1Qpojsj/7nvzVuG W6th/xz7pBwbKAn+57M1bDlp1p7/zJQr77D/4LN/DlcttFfsfPzPaqyRnJdC b/+zyqnm6DGk8s8a3+56F07ow5LEos0HOk+ITI/9MP3YBux7RzHH6QBQf/j8 ItUpJ5BcGky7rPoWKhaCaFLk3IGFRHxuHBcOOxQ6+4WDn8PfG1G2nkFR0LWm X+ro6wWyNDQxfgqx8KZiMKTl5Wu4RZE0oaEbD+pulg8E3P3BWJXLPcs5ASj3 LIscrQgEs2lZsy3vRCj/4U7pXfgWvlvynn/xJAl21KhOS+eFwayxZlm6RTI4 xtP3f8uOgFOXwjupzqaAtKl/yaG0GOgKvOj7ZjIVtGw/FltgidDUYHlv/ncG eJjmSlW0vYNO2TtgHPEePlwJTiYQk+Clvt3GEbVMYJHVCy5tSgH9/J59dsFZ 0DQ3cI+5JgPOh9r1vKDMAcGTS0F613IhK/iNeatUHsjLWrY/7ckFCu28yvv3 8+DCwW+MmXp5IPjSsWrvhzxwESj3oNDNB/bj3KUth/KhZ/XJvXStQhD2iJQU 2FkAQeV0GmvnS4GFpuNRzNdCSM93einSVgrfOMqcbrEUQc37sZpLGmXgpWEw EIWKYDqKeCxJvRz2kUO0rFOL4IKrn8jFM5WQdUHBYvpeMTzf/drjUlwNzJVi NyXGSoDiraV2cn8NHB1XeBrOXQquzGqiaztrYd1HryIFlYL9MgUpJbwWjsa8 JOSGlYJ5lyPfZmAd6Kl3mmWfKgN1z5vZmS8aYHdhYVeqZzmwTJ3oY7RqgczA tMNn+yvB+xbfB5O0FoiY3erNo6gCmt6Fp4WjLXCKat3v9/4q2Gj+cMDUrBWI x8O2su9UwVSCyMMSIyJoXD32qXWuCjqucjBZXCLBmRVZx5q1aiBeX9h5U6AD KuTNRM+SayCiiP28jGIHsGZ9PXyLrhYs2Q65UFzvgIWnkqzWvLVAX2XaE5vQ AecMnE8cO1oLpwU/hvSKdYL0o78fP9rXQlVvOuvVY11wfP7FLtmpWsjTN9k6 q/MZBBWnEpk/1cHTHBcpPsfPMHZDR6Z5sA4uM4Qaj4Z9BtRw2d5uqg6mi0nl L3o/g9YFrXfhjPUgwXfSufbmF7jwWkn3ANRDyhfu2ZO23VDC0Th9J7UeIrWI w5J+PVA/wFV63qYBFvkmHMuzeiBG7i27jXMDXO5nZj6H9cDHZU14/rwB6Cwv yt1i+QbkHU22fhEN8NCt43nkq29gECzCJNTYABfSuoXpvb5DUepS2AWBRtja GDYfdO+DCI3ICf7KRjCop16zieuDkw5TGotNjVDkLey/VtUHzl+EzJo7GuEu l3kx72Yf0N7yn7400gg9Yn/oL7r2Q63JL+I8UxPkaU+nlToPQFthbFGALu7P bg6txwfhc8jjGqvfTZD28tbN4XOD4Lqq2DA10wSxR89fWjMYBIbiVNs7q03w KnyHuKTbIKS/GiOrsDaDmVF+X0DtIGy4ZQ97yTYD98iYqr7GEJSM6cTdfNwM jvPanL8Nh2G4M0wvga4F7iad3Nq6Owxl37iD2Nhb4ObVfZM7ngyDoEPDh4d8 LaBZPNWoET8M3/UXC0XEWuDAY59H2SPDICMz1yl+rgV6qKoHHWx+An9KgGSp TwsocB78QOM+Am5fTjCL0bZCO6VBK+Y/AjEtAnFuLK1wY9bnZ2j8CJgLiZ8i cbXCi44/fOJ1IzDH6NysI4S390v3uEj7C7jfNLtzAd6eWVwr9PUvWH5Q5nfB CW9PI7Z4IHwUevcVXuwabgXeBT322bRRqHpJiXT+tELaTy/xstJREPCnG/s4 3QpY3W/jC72j4Jblal2wjrd/mtr0YPdv6JabqJTlJUL6hmh4adJvSHB2uMmg ToR2sojC+dwxCLxH90w+lQiiMT1e8zW4PYODgjKJ8ET19eeojjEwVWGImsgl wuGAGZvJ6TGYNjsV51dBhADx8vg3Un/g6teNhvBOImgZXabreP8HIpNtFqtX idBd69KpkzIOJ77MWN891wZSlpK7NwrHoeaWcZmUZht4sg1aJTeOw1MTVZ1J rTY4ZniGhjwyDoSD9Q+vGbVB+AL7sbD9E1CxlZiwdq8NDA4kR3+LnwDadf1M 0+A2GPD9aHE9ahJMKdsv1/e0gftT/a/6mZPAU8bgdrG/DfY6DqlpV05CAMeX +11DbXDTZF5E/cckvPePzCONt8EvGb4Rmf1/oWJm39Sz9TaY7L5+g/b9X/gs 8un48m4SrOyd0s8sm4L0U+v8PDdIEMnj1JLSNgUjVoeN1s1IcJKJ4nhC3xR8 kfNJG7Agges8B1/o5hQEUPNZhNwnAUXTkS/uKtPgeyw8u+EJCeis3a5oE6fh Mv+e+RPRJHhlQCeycXcGaKUblp99IoGyNAv5j/0MtIo8/RXaTYJZWs7mbtcZ cFQ6nJXyjQT6uYJ3cnxnIMKIoqv0BwlEGI5kmWXOwNNhw8DsCRLUFJodIU7M gBGf3UAXFQZkQu2ZMKtZsDrBQGaVwiBjtIn3hd0sJF+w046TxsC4gvT7gcss hNu4ZUrIYdBg0eOj8WoWHkuu6igcxyCwahrbSJ8FrZ05YWIqGEjc3a17688s +D02ilW9ioFZ82NzGcs5oFMV4X/qjMEtRVFN8v05GM+4x+njgoF5bseRcqc5 uDeWr/bGFQPLKBHaM15zIN4VePOVBwb37n98p58yB9lm35z0vDFw4ds/5D4y Bx4X+0OUwjBw9cVaTk/OQQDFm6eMERi4UTrnMC7MwazqTG5nJAYeEyT3YOp5 KOyr/6Ebi4FntePuVKF5kDky7CqfjEGQBdGw/cY8vFaM2aeUh0FIn71qsOU8 MJ928cDyMXh7Zc8h/QfzwJjCddCgEINwBfvVIfd5yBaiMbEswSCWfXfEYuw8 bBYpGehX4etXbNu9q38eFOM+//RsxSBTYlfV0Aje/yEh/j4iBlkJTckpk/Nw zT84VpKEQc7rnQ7S6/MgWUId1diOQZFJI9fpnQtQXpFl2voJg1p6/ivW1xYg 81ek8d5+DEbfSWl8M12AsZZX3loDGLCg06pnrRagce/XGx4/MNB3vn9k/+MF 4PNyEPg4hMH0WCN/b/QCRDkMFx8fxYD7ZS/nueQFSLAb0Fb/jcHJfbPMxVkL EH3zR6z2GL4+13ZtBlUtAMEoSsV4HANBot2wxuACpE/LNCpOYaBi7t1bMrYA jl8i+8Wn8edFFftZdHYBhuFACucMBgUnW5uoqBZhgIdD/essBuff73lftn8R uIrdOiUWMXhw9kiSmMQi0Jab2yzhDv2pERMqv4jnBYaySjIGwzsd/e3OLIKE cthtpWUMHvmSHh60WIQrjXp0jGv4eosN3w2/vwgmm95iubgbGpZu0zkvgv7b J2s66xgQNoT0h70X4c90cL7/BgZHI45fuRy4CHv6o8NFNzEwOqKpURWxCOyP FaVKcafaPFKMzFiEZttVq84tDEiM/kcY8hchtmKGQ4+iHeaSk6QcyxchO0ry Tg9u5YGPe7VIi2CqyiXWTtkOXzRFaZmmFqHhmfLIS+p2WB1X2HQiL0JpuxjT H9x7va4s/dpchK4vV36cpWmHu9Wuf2rZybBKkR+6jDvIMGj48A4ySEv4O2vQ tkPJUmpvzF4yVOyZYwjHTS39CXskQ4aLj13lRenaQYw01vT7BBnSXI9+NMet ablZfVWFDHVO0XzvcNvTcJfWa5Bh65Qday/uyHjxPBltMvS6P8pho2+HGkV4 H2dIBqkkWwpl3KM9Okmst8jweJpvwxI3i4NVzOO7ZBC7fyDFH7cMh0foH3sy 1K7rr+XiLmP4KtbsSoZFbyrBdtwqFFLlSS/IMKUc92gUd9vSi4vPfMngIzhD WMOtM937wySEDB0OBcPMDO3QNyprpxRNhmvj6VM7cN8e8KHZmUSG1Hu+8kK4 p74Mhi6/J8MzNd6CA7gdsWPi3flkuExLYSOOe6vBrzy/nAyWbyhM/nvdu+LX xcB6MpiwYz77cBMKFAfvtZFBj5H/Lx/uiPfBdhc+kUFNLdSbCbfQu3Gag71k ONa/YLiCjy8j8lQY/U8yBEr/NB/BLRcULv5rHF/vv6zpbbgrfKbL6+bIIMe0 V+gD7jNP1TTjV8nA1lzX6Ye73Tlm0I1qCfrexxRb4dZ9sGBnyLQEG166n1Rw /7A4T3uCcwkMbAOF+XBbmiSG8QosQUD9TMZv/PnM6K6IL+xbAqY9POYFuKnU UjU/yCyBepPoIxXcr5U2B31PLMFS4oUOatzcR64+tDq1BONpaQa1+P4QEaYO F7myBDU7TellcGfvNDhIfW0JHuwcE/uJ76+jXLkVgzeWgNFy9XEgbnUqk6Go B0uw8p6qcBjfn50rhQ8fOS+B2w6eyP/2r8EsC52exxKIl01kC+O2Hiw7yBmw BKzLTOZ6VO2w8JWjcjpsCYBoSj+B73/Xj5aXsLgl0FeI6HbB7VfFa+/9YQlM U/LW/fB44SuyoTMvXgKnhyFaXLjjsxrCVauXwPy57udgPN5yo+0qN9uX4NNu i2s+eDx+dmmnc5hagiM/Gw3U8Hg2thOJ0CIvwSvuOopMPN5H77gekt7E53tB rZ0V95L+wcsTrMuQmRjW37iCgcAxzwhTyWW4QddWQb+EwY15JQnNu8twmSN7 rhPPT6ycFB2f7ZdBx/qM/W88f5VJ1z00dFsGei/528t4fuO+p1Zu6bcMYrK+ gSx/MWgZ09R4nrMMEdlpqxt4fnSg55hiLF0G7SPh/VN4/hQS/RQYULsM61Ru YviVFFzN9L7FdC3DkXE0lzyCgfQAXiYWluGoX/sJmkEM+tf3scDGMhzXCEcd eP5+tXPkQyPtClQfVk0Nw/P7iL7lUhfvCpg+XPff0YvXm08PPP8eX4Gijcic 4S8YULQ+TRJyW4EBi36ZsP/qyW9V9fSXK/D+uFTuDrzeGNDRTR72W4EPzsxP 3jbj+Vj1lZxS3ApY991d82jA83VVUJ1e7Qp0JYuZ7sHrVUf+u0Ff2lVwYdiZ 65yDQUJs466lN6sQKCDlFhyIQbSRxNeroasQVCDe99IfH49AcGBB7Cq8qP7s 9fANBn6hN+jsPqzChuZEFfLB67Pf2vRkxypk7lJwT8Trt9YTmfphrjXwLOTo fnoPA5rrMXfaI9agnqfozTs1DLZ20ghLJq6B4vVzsuuqGKx+sxp4nbEG6cVn xy+dwmDm6nHtc+VrkMxs7DumgK/fxU+KDX1rUF78+/oAfj4pUmIklO1ZB9f7 sSbf+TGwEHQoSk5eB/X2t6vUYyRoOirIZJ+1Dl9CdyXOj5BA+HKjsUrhOvT+ MKwdGCLB4DMe2h8N67A15Xc9tRc/P40Vau8YWYflv2VfKT+SQD2fPPNKaAP2 /yZ+/VZAAvFzzocexG2AEuktkdaNBN4397orp27Ag4wR6huPSDD6uKWL5cMG aDwzvVPoQILE7B0u6VUb8CZBPfvKPRII4Nfu4f4NIPDZf75kQgKmHyu3r+7a BDEnngM3EAkm7B/Hn4zYBPVrFc4Vm21wr9CPNi9hE2IaFSf5V9tgZjHBSjxj E4KNKFVsF9tgwbFFfkf5JuxhVX/OOtkGm848rYt9mzBW+ejnGn7eJbh9mM3Z uwXrh01lM3Pb4OjLnyoH0rYgUP7hlxPX26CkkZwam7OF39vGYon6baBAx8TK W7oFtHVbH3S02wB5SX+lIW6B4L3VIB31Njjn42Y9PLEFCQEjVVSybZDdxExs 56NA9l9Norlo2qCWmDznY0iB3EYtJPsSiVCwo8PWzYQCHbHsu0iOJkKK+erM AzMK1AmnRhjDiOBLdWlaz5oCjX9WMRR8TQTdk8sTIo8pkKGxDHHBjgiT6Rq/ aiMp0IPdoqdunCICr8/015VvFOjoF3WTtZ5WYPjKr/e3nwJxMlJ9PNbVCmvC p7sHhyhQ7n7J/rttrTBYE/65+Q8FcvJpKaypbIX3y6c6365QoLbcLBe2xFZA liFEGX5K5Pna+aDCnVawPnui8o4+JSp2diuKmm2BGTH+xlwjSqS+YIKO/GkB e6YV0soNSjQ+FYg1DLbAE6ykz+cOJequdapo/NgCQdrH19NdKBEhTfbexawW KDE5pjAeTYk4QldzLMxbgMb5SKnVECVyPN1zz7CjGXyu8dTm/aJE5/JlXcOb moFNYbFl9Q8laomf9W+taAa+zYKeV3OUKNjukxt9ejMcfCG/nEFNhbA5swsz Hs1wJUDu2IQIFXqSP5lpJtUMsWkyhdZWVEiW41GSrHsTEL+ZtcTdo0K2TXvf rz1sAjJTaO8nOyr0gYZGp8iyCS7arFIqPqZCBB+r3RRaTbAuU6/J4kuFjMI9 3Ib3N4Fhuc5YZhYV4mQrUG9paIQd7U47p2aokGZjfZrUagOc3kqXElqkQl/O q56bmmyAB9J9p3RXcLOdOxr1owFagpBlFSU10nNaVq1oaAAnPcZCP05qNN8B orx+DdA9GKl5WJ4axRme3Lu5qwGC5yufPnCiRjUtvrt4D9bDg64AU6PH1Oiq ffHgoZ31oJlrdkrdnRoRdK2WDrLUA8N9Rsq9XtTo9awF/8jfOngyruPxMZQa 7W7f7DqZUweWQxNPpIqo0ZOiP7EnpetArabqukAZNSKu9V1r2FMH++MClemq qJE2m0uhLHsdDBgd2+xvpEb3nNd+l/+tBe2eZ25vvlCji5HTKw7ptaD8kd91 coEaFYkXPjq8sxZ2Zk8a9ixTo8VaquzPDLWw7Fut0LBOjR6W8A7okWsgX+P2 WhQNDZKxahYjd9SAWFOOy3luGhT/w8v6+Ysa4Ko8+yhDjgZ5vTM/W9JSDWMZ Do6WdjTIfZ/wfCV1JegLbg6kOdKgAx2ooOdjBTT7e57940KDNrxUJcyjKiDF PmyH1XMadEaNLaBNugJuKZeWWYfQIM53klz6OuUw2Lm+ea+IBhUXjP+KdymF y6dfWnwow8cjWfV1RqEUqotYO6ar8PHQKWeYr5dAbNTuhAfNNOin+lnVVJcS MLqNVO16aNB3F3JslHUxfF1+7uWwSoNE+2a+2vEWgpo1y0zhJg2aLHN2T20s gKL+EH0yFS2KuH9E7ezDAgipSxZ3YqZFNWvT5x1a80HLt7nNeRctksm6ydB9 PQ/qNi/Jl+6lRdRkb9uizVyQse2JXhGmRWwpMud2R+cCQfePjYskLcr/bnO5 oz0H2vcwE1yVaVFfMMH+s0A2KAcFO1eo0KKRMj/yc9EsyKLZNbSuRotcdfs8 G8UywfePRJ7bJVokqT+EwlgyYN2wUKBKmxb9EEz2MZhIA+t2peeberRoCiNU TJalgka+po77DVrUyXrBlkEoGcpEvlZU36JFtXIDLMJ570A83ESE4g4tGm24 cO/4/kQIZxp7g2xoUWnoEWfru/HA4PaA7GFLi1grOHMktqLBeXr5eq0DPh7l D8mZnuHw2/RpM6ULLWqwUk0wpQgG3c+M0ipPaFHzoq6w/PeX0KQWFP7sGS36 9/uAeTnm4rltBq8Rqoevtq3RfNTGLGjb7Wd7T51O3PYXdeEJ2rptj2gUKflQ 0v0z9aXvw/4e2yZWXd1v/2LbQVKdZvre2xZiaxnZG7BtFaxwNDdu28/OB45/ qtq2RjnLoZK6bXMe8raObtp2IpP75K32bde13p1a7N/2qxNjUt+Htq2Vbna/ 6te2Bfh/fEj8Q4dsXjdIXQl5CcPeBjOef+lQYXjiYf0bQZCx/EXaepYOqeop DK/FhoGd5RXbS4t0yPOs+43pwSg42UPKlVuhQ2P5jFpyb+KASl19jm+DDimb KVGk3UkAYnG97DoFPbIpVs+cHU2EoAPwcJCGHpkSzCo/qiWBEP3RhTQWesQq raOvUp8C44658m8I9Ej48E/RH6OpkDcq4WDLTY+KL5gzsayngUrTfvKJXfTo m1bCmU3K98B0NO7o7r14/8fOUd5dfI+fywScqITpUWc1bcHQj0y4+ZJjmXiI HrXNsIXticmGZ6e3VgwV6JHfuLLc0EgOaBS4nERAj55kS6Mc1VzgFCa7CKvS o2HHtkMi8bmQSP13bVKDHo17LaQFauHxVvd9w82AHjmSk82K4vOB6lQRZfwj esSipP+KcbEQjE7/Jva40SM7phjVb1AERWd3hHA8o0eDDqOWFj5FYKXpIvr8 FT1SxUL0ZncUwydD5fPmUfToLVkxefZgCSQ5NoVIVNIjw7bcQEuhMth8tGR8 u5Yembu7vS8yLgN9N7EDsY34ePccVtQILwOWF69K2dvpkYm2lIouczk4BGoO zA3Qo7rdIiMv/pSDWmb3gVIKBkRN+eVAmU8lxH+gn52lYUB8pU+LTMorYTXv eNlBRgbEaujyyWuyErJLIy9EczAgFp7Zq1YXq4Cv+bqtuxADKtkVUVXJiOfX odGyM6cZUMLr/keqx2rgFd/SxS4vBnRc1GnplksthLa0/Kx7zYBu0147zuhb CwmPIh/l+zMg4qmIZ34xtVDSq5QcEsaA8tidBpRqauF33It13VQGlCLP3X+S pg5Oi3G+721iQFfSug5ReNXB5nFJhl+0jEi1e4pq4lE9MI1vxnxhZES9f6m/ XPOuB56oDrkmVkbkohL0PD+0HiQ2Hpqk8jAis/QQHbH8ejCsLSu6I8KIkpKY kgUn6qHknPrtqdOMyPpOJaWZXgPYGZjVLT1nRHqnV7L9hRqBEDc+qOjNiOru KA+WHm6E7J+2W099GdGl6xTvOhUb4c9dD0WWt4yI+CvjBVG3EW64xxTtTWFE gqWN4qM+jaCZ9DXjXAsjWiyafTY62QgHp84HR7EwIZuc63fWUpqgRfZT7iCB CZ3nnxDendcE5k4GHSI8TKiiejJJtrIJEijusOYIMiGPaUFDmU9NsIPL06tB igm1SnlYeW82Ad3xmsd/LzOhm0XXruZpNcPPp/K34C0TOlG9tOg/2wxivGx+ DyKY0HiUe/HEajPczfhdnBDDhPYoZxor0rQAuSuSmSaFCV2WvxZZwdsCTMKU +S1FTKjyysWokwotIN2EUWr1MCGdvwr6J5+1gCuTRdytncwoav4KXxZDK9TG ota3e5jRhjDt9TpCK9DJCcw37WdGvGoPLrTvaAV/Q0xNXIIZHThgdoko1gqJ mXJTfxWZ0aBg52Ed9VZo1aRQcrrOjPa0O7GUvmwF3uCI7z4JzOjL52k19tVW YPnC1WmXzIxom/KW31IQgYrPr9kwnRnNlI0n8tATYTryWYFkLjNiUs5Y3+Ii QkuitV9nDTPiT0h6+VSSCC55Sir8g8yo8gxXtZIJEX50DqWn7WZB/mcdvZsq idDNZRQfKMSCBtm5G5zriUC62h3qIsqCzi6hSuFWIpR8Iz6/IMWCnttlb9z5 TISgoXzjGSUWJH5DVSNjnAinZ19yHDdmQZFTe17T8bZBGuHgo+YoFsR04vqd S5ZtID16bZkmngXFnl2uyLJpg9JyHyeVJBaEzTpY0D5sA6L5H4fKTBYUEnet O96tDSYr0uzyK1nQ7hy6bO+gNjh858DduB8s6OrDtfy95W1QVCts4rSfFZl0 lXkE05NAOUxnoOAAK9JOVz8qykKC5rsvjOcOsSK/PVe/5RFI0MM3Ymgjz4pm 6fSWS/lJsGLzTt/sDCuaUpNm9jhEAkUBIa1LFqxoMzFtfuoiCert9pw58J4V 5d9nqLb1I8H64nTArg+sKNpa4jRDEAmOPqrp48hnRS2iTiMRb0mQ4W5qv17G iizTpjyyo0kQ5PvuXSeRFdHwGNnGZJDgZsoBKtdxVqR8492NkEYSUHw/XN0h zoZ+tQhzLS2R4KQxBXOTJBsqfelasLhKAvvBDt1yGTbUSz9ePr1BgrFR26nk E2xoTfYSbTc1fr+ezxd8fI4NBahal1uzYxDHetxV5A4bmji8aVspgoHyKXTC JY0N/QxzOkJ/CYM93GYBhpls6OGlXYJWV/D7/u+XvxVz2FDo1EBnizYGdb5t b7eK2ZDLu/G0R/oYqPXozr1oZkN08gXH0k0xuHjf5r3/KBvScffff+ohBlIq AVS242yI/Z1dgKkDBmw8+de0ptiQr/HgkJsTPr6yZXoeMhvikvl6LOMxBjp0 L25F0rKjv6oU3Z3PMTCKiRRMFmZHJhFylNeDMVB6UGnvKcaOlvn6riq9xWC3 6mCbhQQ7agroercjDIPBMRGXg/Ls6In3M+n6SAxuyed2f1BlR1tRulJjCRjc bWv2L7vJjg6bKlXbfcDHGzs+GmXOjg6xqBzhzMXHa8uq7GbFjqz1fhVl5eH3 f17tSbBjRyLDGkM9hRjY3xxQb3yKjy/rz/RWOQaPVxYoO+LZkXnR/NfAZgym TLAh2mR2JES6qE9oxeBmU3KtQjo7+rEcp/qKiIF6sO7T1Fz89ZlxkwcYBtyS JRTudexowyPrI+0nDLyCAwYLmthRBP39FpPPGKyuWNaME9nRVzODI4Vf8Pk1 8XvofmJHhUYcD7R6MMi88XhLcoQdPR7i9dLtx59fs/YPszF2JP34CvgOYBAk KVEdMcmOdOjk7Ct/YOC82veEdpEdhR5e1OMcxkBIY4/7FBUBVc+K7PccxWD6 p8dmIxcB8e5ajA6dwkCMz2ZqkIeA3EXPBL+YxuejcW1gjY+AKOsO89ybwaA7 R6ZKZhcBse46Wi03h0GF27BbjDAByb8XqvdZxICc025TIkpAniH2kjpkDA6P lBl/EiMg/okhcYElDBI1gpUYJQlo2WNPX/gyBt58pzfsjxCQQQ27gukavt80 pP/6HyOgGtbj5xnWMVhz29WfcYKATtcZzWfgvjeyUDGoREBT6sZsPzcwSOMb ylwDAjq6FfzMeRODIQ0smleFgHzGXAMZt/D9lZvsekGNgBjDKJ7tpmgHv5HA uxbqBPR6a/hWIu5mvidGzzQI6Ngvul/7KNvh5BNdxRJNAmI56l3NRdUO+87T r+/Xw/tr3jNVR90O8l9UuwSuEVCabK6tIE07qJl4pHEYElBY0d8D9ritHq7o bF0noNTGg1K8tO3gunHkEPkGAbmqM7ib4vb3sqP8e5OAAr9o0KTjLoiayPpu TkBaRclZEnTt0CQi9qLTkoCkKN90WeLu+XDLoMWKgILUnCQTcI+fSJCuvktA 8enNVV9wb9T30xXdI6ADQT886ejbgaAp0J/5AB9v1m5POdxCPbr57+wIKHZ6 uMIIt/zNYJ9IewIKDvY+9Ay32uRHk0BHAmrYZdX1Dre+Iz5zZ/zz9AZza3Fb UZxjcXchoBMGKsRe3K6vXg47uBJQ5MtfO+dw+3PXldx9QkDMnoKpNAztkBi7 6WfmQUC7dBTvcuEuEFO4bfAMf75Hgqx3427Kc1K48oKAOCttkkVw9ygWcKh7 4u/Hdgr89337eNPMb2VvAlIK/d0qhnv9smTVkVcE5B0hUCiMm633ToiELwHd Tlvv3YV73+0Uq/1++Hr++qTMgVt+ehgJBBBQWeNIPyVutUd7+DiCCGgvwa50 6r/5URv9pQ8hIMUfFZ1f/5vfm/D6zbcEZJxAc6Dyv/nxfYlYDCOgU/xepbG4 /RI4HkxGEFD2dQ8fV9zxhzTVfkYREN2Pg2G6uPMLX+36HkNA3cbVwxK4m6B5 riOOgG4t2t/d+u/5tVK3Nifg8cH3VL4d93q/q0NhMh5vTlYeN3CzWZaez0wl IO4rGTTCuPfNLe57l05AYlO0LT/x/aFGd789IAuPv6f1LPq49QPeJ3l9ICDD QRc/FtxWAmMuT3IJqL17+VIlvv/8pUwP3C3E+z87FMSFO7EkZuNmMQH9pQ3h LsX3b4HK90/XSgkoeTSm2wB3j662x9lK/HkHH9kVjO/38UF/XeVqAkK+m3Hi uDesSBJHagnInOLtrQo8PoTcz3wTaiQgmyq/nG48fuQZn33gb8b3m+je49dx qwVXvSS0EpDg2V6KYTz+rFOPyW6SCOg9Db/uAB6fBR/FX3/7TEDX0kw4/ovn gP21yavdBPTB8NInOtzWTvo1O78RUJPVlJQJng+E9ngtGvcT0PnBq/lUqxj4 3xsxGf5FQF4ZzLPceD6xqnvsQj1GQD+smz008Xyjxsv1Vngcj48hqYzneD5a rzxFNJ8iIIfQz62D83h71jj5CTIB5cY2nzTH85ma6dFLLCsEpLBfKdQVz3f7 CrE7kmsEpObX9soPz4c9Ruux97cI+HmyWjl5EoMzmdcYF+g50I8O/faYMQz2 nuceWN/BgSIL8i3K8Xy7Hvt+WXAnB2o88ETlNZ6Pv86pcIEgB5qJf5P/X772 i7RVf7qPA2X+cdIb/I7ntz/tebQHOVAI3VBsFZ7vu719vNgUOFB8Pul3Cl4/ 8vr2Jh5W4kCh7xqppfH68ka6pOIycCA2+b85BXj9Od0zOhukyoHEYmUrcxow yD1w2ojvAgcSV94MfFiFgW/TpvReYw5Eo3CyZT9e75DtqIygCd6+cub+c7we LuxslxUw5UCeEbVyP7Lw+msbI899mwOt2E2zvs7AQHKX4nEGGw7Uwle3lf8O g3bbRzDjyoHaBz1sNPB6TBBcuFgTjfe3PzXvJV7vG5p7NStjOdCJ6MxBC/w8 4GxXf6ksngM9M5DlV7PF61lz0JWCJA6U18KSSr6Lj9dO5mpaJgfiZswXEruF gVbLPaOACg5Eur+63IafR4If/rG60ceBSupDczkOYiCg5mKrPcCBGrLHfnsc wOvJDmZntUEOdOlkzrFJYXy9KiVeSoxwoOwze/YW78HPG/QP4pYnONBbguea IA9+HokmfwpY40BJu9jZDm+RwLuBWqlWgBMluZyo1esgASEsRLVgFycqduy4 oI6RIOyOiEbqbk5kwN7bKU8kQQrbWb03QpyoNKCknrKBBI36r2yvHeREA8c4 Ra2LSUD1l5Aye4ITTd92/+YSQwJXnt3sQtc40YPm0t0vzUmA5TIagCEnCufj bUu6SYLdmotJRsac6OaG/qvq6ySo9iSdDDPlRN/LRU6O6uL9LbuYs1hxIjdx 9oPLaiTw+v61kuzCib4qyodLiOLnybjAu23RnEhP6M2Z1sE2+KngVjwWy4my uE7cPdvXBvI9llR0CZxIAeu4WfO1Db4QUDhK5kR/WM8WJba3wY5nU/WFWZyo 6tdInlhFG8TeOr8zvooTUcTt7TkW2gbp4rRE+0FOdPz4x0eX1dqga9epNZth TvT27nUZ11NtsM7uJmExwom4olf53ym2gSZ5we/aGCdyfe5vPyzbBgt1I9rK M5xo88J7xgN72gAZNfTTU3AhZeyTcyOZCD1+z2cj93Ah0TsPo04n4veXZ9VC Ifu4EK/41vXOaCIccljTfrOfC7kqKK3rhxHhieHDIvcDXMjlpW+xvi8RhMXM Ht86zIUeP77xnd+RCPdrVWilgAtFfRSgjVcnAt0CJX/tdS7EPIJdSvrTCss5 4X4jN7iQpf67CKqfrTBhc5iGwYwLKR0j6Br0tULHb6NpTQsutOG9wklub4XI 3uLGvvtc6A4NiTCQ3wpS9TZ2yx5cqFY2LczatRV0g761HX7HhTofKRvo4vc9 9UsPTmknc6FrsBjZQ9EKCiz0xY6pXGj+zWak9koL7PWUT6x8z4V0rK5Uy423 wPgjf+fzBXh/Gx1DUW0t8MT0jIhFIxd6oCSdRPumBVKlc5/E/uZC1LJuXixM LXCPZ3al+A8X4iAaRtZQtoD8qrRD5wQXuru0g3R3pRlq6nOsaWa4EGNNg3XW WDOe33P0rZa50JRDeUF7UzMwuH2QPcrIja425s/6PG0Gy9asUewgN7r3vLwm caYJpLL/mv6W4EYXbnnZnPvdBAtBkv0Uh7lRwA4Jlt/9TeBhlPVJTo4bJYcT 5+jamiB8OrMmQoEbnY94KN6ThN/XeTIjb1/gRq6H15YKdZtA/GaG5oYNN/Lw kWCgy2+ElpiTOXP3udE1+udq4umNYP6NyDFmy41eMacfV41rhKTLE5+7HLjR /bkwWsPXjbAXJAzT3LjR15nA7h1mjcC7K9tC+w03Cj4X6lZLaASq7lyP9Exu VH//eoTJrQZI4FAZjs3mRgnrbo1K1xoAXexSDcnhRr8LnaoJmg3g1jBH517A jYiRSp9CjjXAcp7cG50KbjT0u9CSi6kBpvwLI7bauJHcqNlUT2Y99J4rzbs6 wY3MbS9UT4zVgcqlJH2Hv3j7v4dMxHrrIEPHfzNkmhvVap9+rIPVgYvJbY3P 89xov7hxqEtuHQg4cAxrrXMjHdo/J1ad60A//g7HZVYelOmktCeJpg66yfwP NA7zoAvGfkmmrLWgvE7DayXDgy5+ycs/sVEDKZQz5T5yPIiL4tOJtckacGRp om89xoOMhnJSTpBqgEfILu4s4kF8iVfDon1qQOcisf30FR4kKH9uxX6rGrre uUjCQx6kUv7s3khWJXBSFJWedOBBlwoniq74VIK20eyZo048iKlZQvv5rUr4 zG15XfIxD9rvG08hLVAJX19e9d/5nAftax8Rf/usAvospGeXgnjQVmJQY6pa OexqsHabD+FBkf7+L4cFy8F4byrjdCgPcoxzg46FMhjoERQajeRB797aclUn lMHgOWbtz4k8aOZ1PrFmqRR+HRotyMnjQerLhgf7gkpA1HvfqcwCHlT9953n i1slYD5ihKUW8aAB7QS5+iMlMBb96VdsGQ96clWXtNJdDOOstbxv6nhQ+GMB IyruYpiajnK+04W/37DzBMmhEKQufKW5/ZkHaV69aOcEhXA/jTPwRjcPKgh8 u/qMoRBmbvik633nQU4T45Sp4QUw3+n4/cww/nm931c8c/JhOf+KotAcD9KV zjz/qiQXWI4fbeda4EGuDQI6Lo65sLdC4AYtmQeJs68p6MrlgnrDz+djKzwo +b3B7Zj0HIj47NCWTcmLfLEr3+xYP0C2voFxPDUvYq+8frPcPhvq+pSnA2l5 0Qzt1L36niwYH6HncmDkRZ2pF64qhmbCycUIAwUOXrRDp+Gn24900Hz0ZFKC ixfJWXGrPRdJh5sbN5/s5uFF96sPRNfeToNXtBKJlPy8iMe6oCa2KwVifQjy 8wK8SIRxfUf3RjLksS42juziRYZNl39a7k2GXp6qP817eZGarPHSlNo7mIlI fFwqxIuavo+9az2bCDS7vVjfC/MiqgqR9oATCbAj0TouWpQXeb+mr7jIHw8S opdl/MR4UUR+9M2uxhhAGfL17gd5EQ1xf9/43ijQkeK/aivBi1gTlKdfyoSD Zd7G6E0pXqSiWWRyuicEXI8OO+tI8yLiyPOHdt0BEFDWxKQmy4u4PD5WNFN6 QZLy++hj8rz/vn8vqfOXEj+6bZKafY3A8W0PEvW1WE5ue0FTaWRDYduCenQM Q7Bt2d7xiK5T21Yz+XioQXXb9yzCL6We3XaV08Ewm0vb7lpjEze5su1R9/my y9rbZvOuGJDT2/b1cE3R1evb3iqxK/S8t+0+urzXiQ+2XaYza1plt237mfts ZMdtjx2wsbjt/j/jCbXgPx2w7WR7IzfKvG2fl1Y747q47Wbjw3esH/L9M6eZ ZXmMw7avWyawdjhtm2zHlSfvum1h76XVjRfb9sir9g0I3fZJ+ss5haXb9mTx oRor33YnR52OQNW2LXfJrzyp23aYzA4V9bZtLxgOfvret21kyi/K+mPbr821 nGFo20K2DbuSfm37imfabZupbUe/HiqOm9n2WIAAU9fc/8wnyjf76NK2SfGN FHdWts2XsqkVtbbtm++PJWMb287OebC0tbXt/wOrLHw9 "]]}, "Charting`Private`Tag#4"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-0.2499998724489796, 5.99999987244898}, {-0.025, 0.39}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {165, 165.}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> 1., "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-0.2499998724489796, 5.99999987244898}, {-0.025, 0.39}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {165, 165.}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> 1., "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{{}, {}, Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.368417, 0.506779, 0.709798]], Line[CompressedData[" 1:eJxN2nk01N8bOHBmxr4MI9mlVFKIQkKeK5IlKgpF9iJSSJItUVSEkApZskTJ TtaMdWQ3U58IWZI9JGT3e3/P+f3ymz9mzuvMc5733Pu+7+e595zZaXPD8DKO jo7OCXv73yeZd/v0xmZ7Fd3/fU2/r95zsHrLIlrOlywDtuzlUddSRdiy/Fe3 d/4sbf/85kW7A46n5Z/DhB79YNjb+M9mO9e62E+R/9ne3+DBPNOWRz+q25YE V/0zv0rINpPbH//5zmHR29HGFf+sultTlchb8s8BbGJPWHbn/HN+8FW1DJ7s f/6BL5jRwr//Z821E4b3h97+M9MvJ77NpPR/Fnh1Q2NcJX5r/M9w6XuFYv+5 98kzZruV5/+c4Ffe+r0k6p9PkjlzM5yC/pk1T/6W+P6Af36hUeSu2un9z1oc saTTMZf/+bg6JX4MHf9n3e5rD4smTUFUIXS7g9MdiM1MyJnxdgbJnxY+ZSGB oH0zUB+nfhtudfTGkx8/hIr5SEL64buAW3pXOegUCvwqnX27owJh5557fpyf w4G6alrqERoMA6IrVjY3n8KTioHoxgchML53Pc+jNxK0fR1cBO+Gw17++BhW qWig37G0R7HiKSwQd0i1XXkG5f136R8WPYPAo+c/vX37HPjJGjOy+c/hg9ch zbMlL8AjiamvO/slpLl7Pcgtewmy1uElBzJewd/O3+d9X8eBoWv7B/vW15Bw yPzoze2J4G+dJ1PRnAKTUr8fb/5IhJyzUWlcTamwo+VxwF7jJGA/ZBJV2pAO uOHYhVN8ydAw9/06G/kt7Gwd5KK79xpElP9GmlzIg/1iWdfsmNNA/pBD272u PIjdecr/mVEanNrfzZJlkg9HGRwFsl+lgZdguT+dcQGMeqi8qpZJh64Vv+uZ hkWQSFpb8jvxBiLLGXVX9UrhrrKvPdepTAgUDfE/nUiGvETHXsehLKB75mCU 1kcGO+XCN6Hb34MPm9beVaFqqDqrcFRT9z24L9G1pL+ohkDSoLFv7nu4QvXg 23hag92vVaYzntmgHWSTnXW/DqxTTisz/c0B9umjvSyOjXC5PeyE+aU8eGjH l2OZ0Qim7lnxZm55QOiZv1c00ghPE6QOqgbnwTolR8La9hP0q7mWvs7Ng+nk PTdLzJvAfuxTGRcuHzrOc7Pan26B27K3s2sT86HJYl7IRrADPpE8JssbC+Bl MVFPTrUDip9tCyT2FoAD5wEvOosOaD7cGqY7UwBMH627EpI7YJ5HTdiTtxA0 Rdqje/Z1AkUg36PEqhA+9mRynD9ChV36ovoMfwoh39Ry8+S5z/DF1j/pDHMx xBo2DUmHdUFEJ+8zvs0PsMA36VH+vgv0QlvTutlL4EwfG5tOaxdQyqhZ4YIl wOigf9iOvRtCYgNmviqUwE3fjsDYx90gvNx7q8epBE5l/LebKfgbhIo3KFR9 KYHN9aErA3d7Iaf2/OTN5FLI/+x765PSANzqrxygCpVDxgM7myGdAajjfmtH 2FcOCYp6p1cvDsBOwcjtUvLl8PgFv6S07wB8oKtTsjhVDrbmBb0R1QMw0nb5 u4FPOWwbHtMw1R2EeftHgde+lYPHHyPSqNkQdIu0fxkPrwAV0v4cwt1h2PdS XWfHUCW00V/81Bo+DLd2PCLhpyrB6vejHzFJw+Bhb9nYv1AJ9zvG+SRrhuHO yWje+ywfoS0s01+f4SeEZ/Muesp+BCs2ScOYkJ9wTm70tYDvR7hP2Lcg8WIE 0gpbcmy4q2D7vAnxd8YIaCx+jXQRrIKMH8GSZaUjwOkmLOkpXgWtNaOXTvWM AEu91AN3BSz+3psGF9FRePVCJXLXhSrIXN/7ojR1FNKXymNME6tA9ZdxfkDR KMCRr/sIGVXQ1hvUotcwCitXlKszc6tgrnyE7vvoKPSbmvH/qMbivdKv4g6M Acta6QjnMBa/uEdFL28M8oR5wt/wkGHvq67gP+QxaD8DusF8ZPDTCPkc1zEG YUeFQu2EyHAwYtZ5amYMqsfW3vKJk+GhYkpZ9OYY/N58GPJrLxkGes8zHSOO g+GdzmXyfjJESJYnPZEZB4v0B0FWh8gw1u78S0FtHFCEdYaUIhmQh5jyd/1x OHvum8XiUTK8EKYFBV0ah99Gye8qj5Hhd80DmozzOOB0L0cEqJNB96qS2Fef cfA8Q+U8cYIMr4mT1+6GjsP3n0/3MeiQYaXoValE/DiI2cgu9GaQwdD8DGPH Oyxe6qmnkVY1vMXhjTzLxyGtl9vQOqUacJlFiWLN47DTs3BN7Fc1XDztMNX4 bRxUy4FkLVUDBQuCR10nxuHcgYyhWrsaYI9vfSCwgo2POMar8KIG7I77U6tZ JuBBuCDXd0oNbAv/6USSnIDMg53H34vWwjWFFyVlShMQdE+xuFqrFup6dBls tSfgRqtUK7tzLdzal5tQYD8BzUo1kZJFtfBftVfnufQJsKm/rJV2pA5kHKRF 14smQGKjMoreuA6COAcc0+onwHlsyCX+Zh0cMTtBWByegNqZscKGrDp4MU88 8lx8Ei6+oTTu4a+HixJp8d1Jk7Ccxhyb110P+a0m4/dyJ2HMqTlXf7YeWN1Z FfeTJyG5zCwrnrEBysk32r36J+FAxo1XlocaQPiiMk5YdArOBsc8qQtqgO+h 7fYWcVMQ4FsqOLabAnfvmX41zZoC/spfVnZHKSDmMahlVDkFGh9jFLP0KWBj +WePdv8U8J3repN6iwI/5fiG5cR/QXPrX0nLWgpM/WdhxfDuF2h8Oyu0btwI y2LTplll01DintNIsfsEsby3G9ObpyEvQPdAnvsnUGalU0runYbRCqlZ//uf wOcPN1/MxjSkPS4/+yXlE9A1KHy5e3wGtI9vf2E++AkYnXzPGjXNwE1/8l4F 0yZ4fJFxz/q1WXgnc5pX8EgzqMmyL467z8KFN+lO4RrN8JuBRPnPZxaGNuQv L55uBtM8kau5obPAylPS89KhGfYwK7y3zZqFHaqCA8ovm4FcZKvQNDkLqQtf T+GXmmGRq/rEc8ffwB77ZM4vqwVsKd5X5BzmwHX04pDyYivYqe41WLwxBwSW +1VVm61wJa9Dofz2HFyOIdirsrSBQ9wehhPBc/DU8pi2iHAbXL/RnmKaPgeB 1SO5fupt4MUnPnh3eA5GA0yCmh63QaR9k1mb1R+I2wx1pfK1QzWTwFmnC/NA 4rd2pnF2wEiKjG639TwIf0ltYOPpAHakqXHScR66LTlfI74OMPW8oSDuPQ/t Ep4ziTs6YGasXqAnfh64lq2NFGQ7QKTJbUh3YB6azFKjP57pgDuhLTf32y/A iUarOtvwDpDj9o8Zd1/E6sThgDR8J5Qxf91H8VkEjsGwD32MnXCcTqY89f4i WOdIh/KwdsK5mZ5+y+hFkLB6KOjJ1QkerUck/ytYhFNTChu7RTqh4tFMec3c Ihzsu+pIVOwEbZzlYJzLX2CVuOBx6EonWP05JmVwbQlsnthzM5A7gYNE1/HZ fQlcifYrEzXY9WVrbpr5LkHhglpwW30nbLuuVe4QtgRybc6RYc2d0DhmoBuY uwROd6aez/3XCbLfLR1K5pfAhF48Se9XJ9B9upe6y3cZ2Kx0DujxUyE5oV74 75MVOPnZYn+9PRXizaW+no9ZgeVnVkY8jlR4IRj1tDBhBT6MityzvEaFsBgr RrecFSjN95n+7UIFr7DVmamOFXggfG7/5h0qGPrJ1Q7xrILQJnG6PIQKBItX V9terkKh+Pe4uvdU2BQi7JZ+vQoXFCXYv+RQYaXb8XvI21X4ATvjf+RRYfa8 kpFO+SqcuXtIdLWICn36NNW63lVIaeuo4vlIheJjLFxlO9YgUsdXZKqVCvYi t4rT0tZgPMxeWm2KCg2KIqzu79dAzEHn0vwvKuw+U3/peNEaNFNKNjJmqDAQ wMvQX7cGDEd1X3D8oYLpWJER//AavI8ylq9bpoJ2weLs413rIEUs9xtlpIGk jucBl8R1oESKZbOI0eChjdhdtTfrYPDkwWbYThqMeDdS2XPWYeKPdydJnAav s/m9Mj+uQ7Q+dYl3Lw0Et5U2DvWtg7XukhWrFA1Y+5cvnxfegHcLrX/eHaHB pLt3kvLLDdiZeWPisz4NrheFMeQnb0CY06elk6dpMLuQ7Cj5dgOWcoYNS8/Q YN6jUZ6/fAPyFeSmYoxosOHJ+2mhdwNuqBVWHbtAAy7fnN+5YptwOibplLId DRQf/DgukbEJJwQWJ3970qCkfvFNQu4mKFm3aB30ooEKIyvH9tJNaBNKWnH0 pgEKlv1KaNoES//y632+NNB55Os0NLkJHo50UdkBNMhuYGtq46NDK/4FQrhQ GlQ3pc09MqNDXYFTT1xe0aCQv8PV15IOzbad4XNIoEH6lZVZF1s6ZGoWcNQi kQahuNMzJk5Y/KETOlrJNDBWXprc402HbriuxDOk0WAqU/dndSwdGrxioKOe RYPtj2a+LnfTIb6FFvXsUhowfxUw+dVHhwJuaZ2/U0aD1d2a/w0M0qGDog+Z NcppMEB+8ZkyToc2RSRPUyto8G5JvfPZMh3SUJGzGajCxucQ3SQnQI940uMa y+pp4HTyaOVVU3r0SCKl9WoHNt/7BOrzzOnRt4IDt7Z30sCddbll2YoezbE+ e1CN2a+1pPfRVXrUVvNpkESjQaSR0lqmFz3akP0e+voLNr+WR1Qm4ulR1oby l1vfaHBMnU/jUDI9Iq3piLH00KBm119drzR6RO9E/zUWc/PP4ous2fQofBfb w9JeGnx3UvTaX0WPVOq+rf34TgOCp0Kp4yA9ymd3Mfw1RINHF3ir83/SI6IJ naP9Dxpwqiw0rozTIyWmxzP9mPk2Crsez9EjzyWOEy3DNNh/X37pLR6HZDIv iUSO0CDn8ja6P0w41EpVz9jELH9ynkmFHYcOBwq/dhqlgRprIV/zNhzie3bg h9oYDc5GHD4yuQeH3gVTX1HHafCfKw8c3o9DFzkiUg5P0OCi0R8tbxkcOtSz WyAKs932AmO2Izg0aqx6Tn+SBp7xhzwOaOOQ3JMh9pwpGiRkyBU5OeLQk5D4 eIkZGjR12zYmXsehKzktFtcxL7LG9NDccMg0PTWpALO+8wq9qjcO7TCMTjk6 S4M1uVoD9lAc6jpsnHH4Nw322S5Yowgc+mzw7up1zOeiJW65R+PQ7usy795g zloMieuNxyEB7ZVs3jkamJWfG8t6j0OckofL+zEHTQWtDuThUMLUg7ucf2iQ L1LKyVuMQ6khN+tUMLP6iyj4fsShPh2DjqeYFfNOa+fV4JDG8NnnZZhthu6Z /WzAoZQzIv2DmMs0R+7pt+PQIw353wfmsfpwi//ZPRoOce+MKjfATHqjm1H0 FYfy/AYYXTBfZclpExnA5oP/qlg25mjlwcGzwzhk9qhwugkz2Yln4cEYDvn9 4FQbwczfdltoehaHTtxgt+JfoIHmZqbMrgUcul9YceggZhfZXnXjZRyyYI0J 0sQcb815/vE6DiXTJZiZYm6MRA4f6fHoQG13niPm+Vo37zkGPJoWMHjkjVls ITVsLyserTtsDj7GfGrv1+SLnHgUlvu7/AXm2yYsRWEkPKJ7so8vDfPrhyqN NdvxaEjxzZ8czG2lzj2Lgni0GOBythTzykTi9P4deKQ0FCRbjXmvMJXeUhyP +qynIiiYDfUJvFESeGT67rVbC2Y/P8V9lAN4ZEV496Ud89scB5XVg3g0acBY 1on5v4FYg4PyeKTIUrSDihlHarW2VcIjsv4Hxv99L6Ox6f5cFY/0aew32jBf dJd72IzwaGyq0LQJ84M027hNTez6j7Jr6zDn/vcs+7AOHpUqLOVUYu5laqy2 18cjPf4IkSLMzEdXPsedxaPEhZvs7zDLO0qNtZ/HoyXpZJ9EzFZxFqv4i3jU WbnteiTm0JYITiULPOo61jwQiLlkvWbnNRs8Ghkif76JeVhmQT7pCh6t+v7W scHMZSWh/dkRmx8fU3Qas+rTC2bMN/CoZ2T2gzLmqD+V91xu41HcoaT9HP+7 v9QIa3NvPMorvNK/gK0Hgzxbde27eGTSO6PVh5n5Bgu9WDAehXodlsn43/rT 7x1gC8Gjt0OD70Mw10rlkP+G4ZEdTXnAGbPfxDn/9hg84pjpMJfBbPZJwqo8 Fo90szbT2TErZazAmwQ8yt5ekTKOre8/l5M2/dLx6AStsjARs8PgpJ9MMR7R 2/85vIY9T1rkjxaCZXhUJ5zE3YFZPPGpGuNHPKoOjEx+jfm7+ZGNvnrMlaJd GpiNugJ8n3zBo5LwpAQP7HmV/XD+0p1ubL6jtDkQZs6Yfccu9+HR00M90syY G43a1lR/4lEh4cn9aKweqLUL+EzNY/Pt+S7oFVYvhLKnzLqW8Mj516FAc8xL oVUqdWt4VJGjKCeIuUD38mocgYAUVDySn05j9aMh10tvGwEJaAl2uvyiAWNa 4MUj/AR0SrTZZA/mH4HGyuLCBFQe7xHe9b/6pb62vCJOQMK/PbhVMPNUnrzz 9jABdcSLWMxi9W82TvBCzBEC8nVOd4zF3Ob1SylAhYDMS6MlNDA/VIpauqBB QATTs/kRWD3dKPh+m8WIgML9GFmEsXo79vaWh4MbAVEeKmf8weq3qcjG9wwP Ajo9T0m8i5kSHnRy3AvLf1WajRVzuvtzfsdAAvqmT3dMEKv/dmqlZU7RBNQS I8WybxDrh51rG9eLCeggp+2eZay/nNF8YJ9TRkDPw+/rXsNcVczRMfORgLzC dAf7sH6UECea7EIhoGMxErYVWP8yv4w03LoISCeyvuBKFw2+LgUG31ohoLZ4 kp0L1v+0nNhnizYICEkciWii0qC4L9p0EceA7rVcOCCOObomTfI2GwO6Wtb/ vh3rr4ahlGZPYQbUqkn+ztuGzc8ONi4fNQb0fai7zriRBg1akS8CAhiQmneg XCbWz0evlLd6BTEgHx0m9X6s3zMHD+NuPmZAnLG7fvFg1qUoOttGMqBLYCx4 pwTLd7JHXfM1A3IxFqg9VESDL9q7JxlqGFDhfoKYbTb2/OkWH3tEz4jeREkH FGP7EQanfrd7DIxo2DuivArbr+wNYc64w8KIWFx9HlOw/YxD80WSIzcjihOY G6XGYfsTvc0R3Z2MyCTIILbrOVY/T2lHsKszItkc2ZTEcBrgT38bCvdnRMVX vKwF/bD+9vG8uPt9RsQw7Bmy6oPtF2Q6bU0fMmK/J/tMD7bf2sXZOCwWwYjE G5+/i7lDg+OtRSN5iYyoQ04nbs2dBgF6TydoHxnRmaiSHQ+csHqnrT3Ht86I skJJT4NMsPwfag+t0TGhM7yHQpSNsfwScHOAwISMJ723/zqH5WdSnM9gZ0J7 vKT69Q2x/A3ii0eFmdBrB8WDG6ew/Jqby2YqTMiwcfiOwHEsv3oxfdIdJjTe dk1E6QB2/zVHm7p8mZBoxSnjV5LY/T3JH80dwITIF2Q76fbRwNHAa2/gYyYU 1DH8uGY3DWhmanpX4piQbwl+U1aUBqkeDdFSlUxIetP6RikXtl6y/pMopWNG zOiCs/s8FR7z/dWnBjMjYqp+4Y1iKsQ0Nv6oCWFG63zKfwMLsfPJndg7BeHM SJqeEBmTT4WSnmNp0c+Z0Sfety3F2VQYTby/ZvyGGa3RWWv+SKeC5j7Su54G ZtTecvPdZAwVNpSkmX8ysCB34/LooltUcLtoW/M3kAXFm9apEmSowJU4MaD6 kAX95Dsj73GACtk/XDfvhbKgzHIPupF9VBi/5q/K/owFdSlMcFeJU8Hq7qti sXQWFDR0dslYgAoGqV/f6jSyIBNcWa0wgQr7p/Wi4thZkZ6a6tW/Xzvhxz15 O3jGij6YspW+9OyEfds5w1xesiJpvdLp+7c64drb0Q/Jr1jRzKBJgbNbJyxS Y9kI6azoj4D/0JFrncC6m76gsZgVaTTefJNtiZ3nGlrpDbtY0Y7Lbkq7tTrB h9U+0U6IDZlq6wvv4u6E7VEvvz1KZkONlnbOswnYefgLT6dbGhuauK8t5BLX ATi+MIpZJhvKbr0p/es5dh6ODSiUzmND/vVKt/ojOqDxtVNYJ5kNaZmEnk4N 6ACv/GPHBQbY0EaHDeP7yx3Q3zmYmSHKjvIX9ZgyJDsgg2v/HUocO8ot0JyQ P9sOsiMXlghJ7IiWzDlGr90OpeWPbh9PZUeyjOd/Nqi1Q9OV8VuVWewoK14t X0mqHaYqMtwKKtnRoVaXC2WM7XDwqsS1xH52FNCvFXygrA2Kq3db3hbnQCN9 mj6Ogm2g9vzc90IJDiTzQlBtB1cbUK7dvzR3gAOlw17DJoY26OIbNnOW50DN d51l8L9bYdk5xdT2BAdC7tC93tAKqoK7DE/bcyCHmnxpJtdWqHXbcULiHQfy Gl6Q7K1ogbWFmQjhHA70SPFG2FpeCyjeIfdyF3CgQyEHj5LetMDbu9bua2Uc SLyvjFnkaQtEhqakdDZh8YxFHNl2LWCTLoHzmeBAJk+mTmWwtADdt4NVHZKc 6CQpef6objMoX6Jja5DmRE90tLvajzWD+0CHcbkcJ9JcFjtvItcMYyOu02lH OZH1rg4vZf5m6PhTIOKtw4lOJJePnfrZBIkcSj57rnKic+elar18mkBNHR31 yuBEBzwP+Pu/+gQ7ttlGmGVxIn+662/lwj8B3eiDUdVcTvTt5Ty+zf8T1IQ2 P9v8wImuaj1Za7D9BFpdxnP3KZxopWnbvdx9n0D/hvO78BFO5Gsl/Jg9uxFk jkfgXCc4kYMrw2PNhEbg5C24YDjNiRh7D2pZhzVCR9kSE+8iJ/KpG/usdb0R zjHet4tlIKLPxzfM86UawfxVrEjabiKKNrm2cTuFAsdcKt2D9hERn4KnUu5T CohqDDTbSxHRMfX1nuq7FBgY2+O1X56IGOZ/WDmbUcBOPu+/HA0svl0wq4GL AteaKeFlNkR0Xk+w0dStAfQTJkbirhDR132NdhGXGkDGlUPN15GIOlUiKx9p N8DsdqMpcCMig1GrIyUiDeBu8127/h4Ryc2XNJfU1YP38jx9RxIRXX0opiOO q4dpy9ZBhjQi2j6n5JP8sw5sGtKqVTKJ6PJmYF1gYx1oRxnfe5NHRMHklSta oXVQvixj3VdERLbCq41sznUgY8WkzlNGREbjxbkbp+pgm3QJ3d0aIvI8eNhE lLUOgqMiBgobiOjb+qKW0GgtrCw7kCeaiGh0qNp8uKYWBhoE/I1pRFSw6+9V 8KgFI+k5y9CvRPS+kTX4mn4tNEQ1QU0PEbllx6k+21ULWVbem9LDRPRnid5D p74GdlCM+m3HiCjqTlhF1tMaiJSWqno5RURocb/Aows1wBBNSGyfJSIV6vqM nlANeK70+jEsEFGc4WS79OdqmLQqslBZJiL13ZS5k37VYEF5oua6TsTW673u XsZqGNt+OJxGx4V8Na96R+qSYZfujrvTOC400R5f+liLDOa+bDdYGLhQqcrz w/7HyfAs96/FbiYulLl4ctRNjQzMfB1qF9m4kEWK55/TimSY+eG/Uc/DhZaN Ge3G9pBhH5/z9AAvF5rrL3Oh7CSDje6F76t8XChl/870FBEy/Jcr91FOmAtN MqkEGPGSocJ3yPfVbi4k+M64OoJAhod8muvuClzow6WmDxt1VbBTj2lN3IQL yeeWmykpVYH8Fw2q4AUuVP3tsjD1YBVoWfpncJtxIcYUvO0ViSpwvLl8btOC C9X36bj4ba+CwrjJ99+ucKE/zrHs1+Y/gtZUu+VTDy4EZ3LVjuZ8BMcnL2o3 nnGhfJfbZnfEPkJhu2RI92cutJKQdNZytgIixKvTVv7DxjOg+D3uZwU43TYl C3VzId3haKOObxWwa0fwwqU+LuTkcPizWH0FhF8fthz6yYWOJKhIWr6sAEeO RPnJRS6E83av1EYVIKa37fsaPzeiRqQ9Dw4uh9CGDVmxS9zoQlS3kcByKSDX ETkRS27UtnNB++tUKcwLtR0StOZG58X33AkZKAVz11fy2y5zI6bHrYb/UUpB WlhVidmZG5laiJvNPyuFNtc7MOvDjb42PSrTlC0FLpF5fXI8N2LdEHWsNy+B OkqPQWUCN+JWOREgdboEPN1qT5clcSOi9xA5WL0EBiiRZwtTuVHLmoC14N4S yHOTO5+RxY2SXsZPvZ/+AIaN180jKrgRV4KarrfvB4i6Oe5o1cuNNG+9ucj8 tBgEtbxcjb5zo7MzzenbAorhNT+bp9YANxpcz3pJulkM+ZVSD6SGsfFmdG4O nSuGDiaXxKVJblSugUKofMXAGb9Ii1jlRk+fb+fujC2Ch3X4Y9WCJHTkcqnl uehC4HoerVEoTEJWMXFHzwUWwvOre3TfiJKQWiRFVN2tENI5T5o82UVC5YkR eoOnC6He9LHrhf0kxOHQVKPAWgi4X1zpv4+SUKOgyQc67wLw4RUl7rpAQtKX mXRc9fKhNY/lIpiR0LQLJfOPQj6IGiykml8iIXkHvv3GYvlQFdSi/NyahFr/ 06gonc8D3JLXFXZHEvpgMvDzV1weBH/7WrnoRUL53JWOz37kQpdHLfM2XxIK GEhl7WvOhX08OUZyd0mopH+BZa0gF5r0gsadAkko8FepXWVgLrBXyvMOhpDQ NTlNjqM7cyEy8em15ngSGkgNffchPRt+qPh+GEsgIeFHjEburtkg3+WAY0wm IU37r621KtnwhQu9QGkkJHj4AD2p/T3wB0zXFr0nIcWYnZQ9s1mQYKcnlPSR hDJ+XqxKE3gHM3RHrlSSSYg+ICxLs/ctoFe78r7VkNBeSnSaZsJbGPyyrMVL ISFDa6A3FnsLu09muD1uJ6FktaEcBeFMyJRkaHIfIKGiDGvnwl/pQBVWX3Ue wuKrJwOLM9JhjegrZT9MQu33l3532qSDweJ82IUxEppUJgsc+pwG8zXDRmqz JJRa05EQ8DYVRIvFHhyZI6G3CpeuHruUCiczzYtl50no751fjmWcqRAb/plf fImExFfcUj86pwAyr+tjouNB0s+jJtcEXoPjaToiPY4H7QybFeslJ0PUcVW0 gudBY7cICT2Xk2FkX+HrKSYexCj+lI6cmQRcwrO0nyw8SN4zxsZCOwmOEqUY +tl4ELXka5bIp0QIXUix7yTyoL1ZkSUUyQQoHut/0cTNg24kGf2QOvsK+nuE mmp5eJCtAPfLMdd4OFQTJVXMx4M4v3RvI8fHgnlR+6UcAR70A38Sp5b2Eh5k sIVnCPGgRFkr0YaUF9AVFvg7dgcPetB0hRDhGwO4gKpd0Tt5UL9E2xnN88/g wK1VoyfiPGj1p3hJslA0nHM48iBoDw/i+JDdrtkaCX5mN4vvSvAgm5hj7IGX n0KGQc6opyQPWr5k8021PBw61Sf53Q7woInUbjsr41BYkZfQdZLmQQqVG0x7 7jyE3ftsve0O8qDPY5k/KH2BYCCUmHVJjgeFC0l0azzzhtucPX3Gh3nQ//t/ SBI9H/GMwpab5g2RzpEt/xkNcz1+dMvCPU2vVVS2fKP6OIMMbPlFoZ+ihPqW a96U2YtpbHlb2KEm0sktl13cFf7XYMuM8/QC1RZbXsp9ETZsteVJ54MEZtst d4yazxjYbzm250N9740ty9Q6uy35b9k4srv5YMqW38jm+SWMblnS5q3BuvO2 f+7RKc0/P7llaoqXNNzk3fp9BWdVd81tebPErSjo+vZ/1pPVOuGzsGXKpYNX nW7y/TPJ1qH81a0tWzgkc3Tc3vKiG0++vM+Wdz/8u7J+f8v++VWhETFbVmY6 k1tUuuUg9ke4sfItd3LXnBP8uGUHYfllv5otP5fjP67dvOV5swHat94tI2uB vRz9Ww65YugJg1ve5VonnPpzy2eDMi47T285PmTwQ+LslsciBFmpc//feOJC sxX/brklqZ7u6vKW+dI3DONWt2zz7kha6/qWs3Nd/m5ubvn/AOhbVcc= "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Line[CompressedData[" 1:eJxN2Xk4lF3cB3Bmxr7PJCqyJWmltD3U71iyFYWSEKGyU3YiW7IkiUgICaHs a/Yle5iZpywha0WEhOze+7mu9zWvP2auzzVn7jP3Off5ne+5iJjaa9/C0dHR HcRe/nuv4d0+vbHZWU33v3/TWbXiR2ppFlS2vW7sR7OHy4eP1QSaZbod3vqw dGz5TUynBY70ccthu4JHGfY2b9lAZK2H/ULNls19NAPmmWj+USVvVhpYvWV+ 2UfbrrpWbdn92G7XZ7oVW5bboyTHxVu6ZT824ccse3K2nB9oeTadlL3lUXzB jDI+a8tKa+e0H4xkbpnplzXfZlLalne8tFeckI2n3X8ULm3vrtgt9z+OYr65 8nzLCffL27+WRm5ZpYYzN9364ZZZ82Scxfb7bTlGschJjnJvy8ocscSL0be2 rCDfFD+OFLas3msTVDSpB2ztka+bOz0gNiMhZ+aeLTCXeg/pJjwAVUd/DZy8 KxhwLQ2rjwVDxXwEIe2YN7jW6+zpXnsM/LKUgT2R/qBUcImw3hoO1FW99y6h gcAQtS70xCoCHlcMPWsOeASfsxJOS4xHgqqXxZ2d3k8gMuXQ3Qn1KKAXWhI/ UfEUglzsXjc+j4byQW/6oKIoGG2ptlddjwH+GsUZqfznsIPr++73O2PBJYlp oDf7BUzmSwhoHYwDKZMnpQfSX4LMuZ4NQemXoH23s8S8PRlMwvSOXrBNAh+T vMMVba8hodNO8eaXJMjRikzlbk2BPeBrWqn0CtiPXo1835gGn6pRzR+eZGic +2rHVpMJf/7UFGREvAbBf/5GXL2WB4zmdy06ldJA5qhFh29PHjBlPRITjEqD C/t7Wd5dzQfNIpFolbE08NhZ7kOnWwAhbKPFN7zfQM/KfbsM7SLwKk68WJ2R DhHljOqr599DN/vOBZWuTPDf/cjnYmINdNX7n7Usyga6KAud1IEaSAlNRVO/ ssGTTXnv6q5akDfXSMbvzQGnJbqPaTG1kBIpUrj0LAduU134Np7WgZc+HVHg ZC6oPjTNfvfgA6Rf2UvXx5QH7NOn+1msmqHReHglKzQfWo3md5nuJANXbvEn MfkieFHMdV5ajgwOGpefcl0tAgvOAx50RmQoCZk49c2mCJiqTHoSXpHh8fbD URdjikBJsPNZ3z4KtPm4XZScLoKqvgyOKyepcNLro/mx6GLI1zPeVLn8CSxf 9ygG9JZArHbryKGwHjilJtMg9U8Z5H/ycm45NQRJbtMGRS5VkB5w03REbQg+ beNPtwuugoQT5y+u6g+BO6VwWTq+CkJi+CUPeQ2BtZ+XVU9tFZgZFvSH1w4B 2VhNNI+jGraNjSvqqQ8DP88DsY031eDyR4f4w2AEdIxOFzo614BNyj+bmzYj kGwWqTTnXQOmV0Sm+O+PwFXhEg7vkBrQLJluUE8agfq7jXUfsHmQuBfsnj02 AiIOb2TY2mqgB1c95Gw7Cr2vytd799SCLHF/DsF7DHBQkcE7Xgsd9Pot7U/G gJA9//nf+Vq48Tt4NDppDNxH43oz6OvgAXmCT7JuDAS4Cxpf7qqDjrAMHw2G bxDzxUgm7VId3GCT1I5+9A3kzAyCxKux9oR9CxIx3+H36b6AK2/roWNRXPZ8 3jgUMFP1Y2IaYO/LnsA/NeMgn+avkJPWAPcVH32KI4+DdIbgVEVhAxwJn7Wd mhkHHLvdvXJyA4RLlic9PjwB1/jl+YC5EbQNLzGS307Aw6mfmSedG6Gr1oNy Oe0nvO3fdD+u3ASHLQ7tXi/6CadZbXL6tZvgIeeQVWrDTxi1lAxxNW6Ckwbn CItjP0Hs+oOzQW5NEDPPdfK52CS8uH319PbMJtCXSI3vTZqEzcv3b02yNsPX 0E5zo7gpGLZ2W2qpbwZvX71uvXdToGu89/N4ZzMIuwwr61ROwbqXM3WlrxlM jf+Iqw5OQatLlsfSn2b4Js03Ji32C0RnuKIMxVpgqsvoBsPbX5BlsBLQ490C y8LTeu/KpuHEX8k2YalWCNFnFF+3mQVh5US3V3fb4KwU++KE0yx4ikwLOHi0 wW8GYlOX5yxonV8hyfq3gV6eoGVu6CyAjIJo8bM2EGc+nmX2bhZsHthTtUra oKbI7Hjr5CywcTWQJVbbYJG79txzq9/wRVooJNTrI5g13bstbTEHl15raM3Y tcNNub2ai/ZzkKpygeGPczvcziMfL3edg5Sh+aO/PdvBIk6c4VzgHBSvCvIM hLSDnX3na720ObjVbmvvmNYOHnxiw95jc2DwZko5sb8dIsxbDTpu/IHCqLZl 3nMdUMu0Q8v62jzoPWTcdGXqhO+vD6v3msyDZxt7VwVHJ7AjJUUVq3lw+FTg skbqBD03++Ni9+ahojpur41wJ8yMN+zoi5+H6Rqxco7TnSDY6jCiPjQPlUtD d65bdoJ76EfH/eYL4Plw0fJ8YydI8/hETzgtgvLi/DTfaTKUMXfva/JcBGRo ZOIqSwYFusPlKQ8WAf/q0vynM2S4PNM3aPxsEXos03xCFMjg0n5SsqtgEU54 vrw8eJ4MFcEz5XVzi2AqMDkrhdUZVZzxcNydvyBmHjN+z5cMN/6cOahpswRh C4Krk3Vk4CDSkT85LUGe86EOhgasf6k6RwOvJSATCyoEm8iwzU653CJsCf65 WTGr0kaG5nFNdf/cJfjVWf8p4F8ySH01tiidXwLxxidB6aNkoGvxTRH1WoYI CQ2FpzgKZP1QVM0IWAbp+zoZdwgU0GdknDoStgxEXi9NTUYKFCqGHDuTuAyO jWpXCawUsKiKqLtauwzxpnhvAx4KkAteD4UyrIBGAZmhRIgCrxIaBP4+XgHD F2/LJGUpEG94sPtK9ApUmDOztclRIGZn5NPChBU4Kx3WZHWWAmHRNxgdclaA zTM4KFWeAh5hqzNT5BVQYLygwKxKAe370vUjpFXA37yq43+ZAgSjl5YdL1bB pqS96ooNBTZ3EfYcSl6F49xnjzfaUmCl1+rro8xVkLDTO3rcngKzV07pqJWv gnJMcT2nAwUGNP6V+9C/CtVBB6/lulKg+AwLd5nQGvTOMm9k+VHAXNC5ODV1 DVR9i57EPKdA4wlBVqesNVgZfJfaEEOBPZcarisUrUEAKT/o9wsKDPnxMgx+ WAN6LfXSc/EU0Bsv0uEfWwN2+hsdg0kUUC1YnA0RXYerT+P0+zIoIKnmduBO 4jpolbozz5dRIMhU2Pvsm3Xo4Ls5ulpOge/3mqnsOetw4NfCS1wlBZKz+T0y qtaB7bJWIXs1BXZue988MrAO6SbJzqR6CrAOLt+6IrAB914WNU22UmDS6V7S Py82wOPA7wdtvRSwKwpjyH+1AddqS0vrv2DjsfDKSjJzA/aLMWaX9VFg3qVZ hr98A3ibfw6mDFBgw423ZaF/A7qMPzlaDVOA2yvnd67wJoSUds2VjVPgRMCo gkT6JkxU6f12XqRAacPim4TcTdh1cTBJ5S8FZBlZOba/34ThYVYJ/iUKoECp bkLrJhhUDbwvWqaAWrCX9cjkJnj1nmAbXaNAdiNbawcfHZrhT5tgxFOhtjV1 LtiADqXY4CZcOalQyE++62VMh5IKB/l2clEh7fbK7B0zOnRgtOVyOeZQ3MWZ q9Z0aOpn9soKNxV0/1maFL9Hh6o6OAn2JCpMZah/q42lQw8Mkl3281Nhe/BM 93IvHcqdstw2J0wF5u4dV38NYP3hMiddRKiwukepa2iYDqlLxg6uYB6qifnU NEGHPB+fE6ITo8LbJXlK1DIdetHYzkInTgVk8axVegc9mhOw/Pl5HxWsVU5X WurRI1+h6tL+I1SY3bejIc+QHt0M4ynWlKKCE+vyx+Ub9OjQ87aSasz320v7 gy3pUWmrUWuCNBUidE6tZXjQIw4kc1rrGBVKjU/K/oynR7YB7SmBJ6hwRp5P 8egrehQScln4J+Y60b/qHqn06PXAkzfnsRzS9q1YnzWbHuWL9X9hO0WFr9Yn PPZX06OSb2+HfE5TgeB2/L3VMD0yfR7UcEaOCsHXeGvzv9GjccdLh59i5pRd aF6ZoEf2T7QyRjHzbRT2hMxhv8fLvzvgDBX2P5BZysTj0FsdHqHqs1TQCj92 clIch3amKr9lkKdC110SHNuPQ7VpymbqmPV1/ijfO4xDuyn7joVhvrm9QJft JA4lfB/YRVKgglv8UZcDqjhUJvZ1B1GRCgnp0kXWVjjUF5DJ9k2JCq29Zs2J dji0981x653nqLDIGt33rwN2/bEnM5qYNWxX6OXu4dBl5xzzIsxr0vWa7KE4 lBOvK+CmTIV9ZgsmKByHWCkCGWmYLz+TcHZ6hkMUoSjDT5jfLT6K64/HIXmX e6cOqVDBoPzy+LssHKrrI7R+wvxw6uHqUB4OVVuqRqxhzhd8z8lbjEM/C0f9 xFSpwOojeNyrCoe8PwwP2GEuU/ruq9GJQx9lGH1WMX935o/y/ReHuhf4wwXU qEB8o55e1I1DGod+tshhtmTJ6RAcwiFzE4tyD8z8Ha67pmdx6CTLxospzEqb GYdFF3Ao693xNUZ1KtyR6pfXXcahGDntYGHMzRHIoooej4qZyvZoYZ6vd7g3 x4BHLGkKxywwCy+khO1lxSOhxf229zG7XmUpCiPikbBoiFk65uQg2ea67Xj0 Z88J4QrMHe9t+xZ34lHA3nfMnZj3ClDpjcXw6BrPletzmLU1CLyREnjE3lPY gjuPPb/3T+xrOoBHmVdPmRIxdw3Fah6RwSPF1iW+I5hxxHYTs1N4tHxO/7gc 5sOKm07P5fDI69E+b1XM+k7SQW0Ij3QUHBd0MAekmsVtKuERA6NajBHm3K6o 7GNqeDR4q8TcAnM/U3OtuQYeVY21mt3FzHx65VOcFh59WQoLdccsY3VwvPMK HsWzcY74YL4RZ7SK18cje3etm4GYQz+Gc54ywj5/akJ6jLl0vU7ExhSPDkSf m3mKeezwgkzSbTyqKccvRWHmviGh+skKj4IkXx16gVnu6TUDZns82r0sEh6H 2aLukZ2cIx75nAgWeok58k+l7x1XPNoc7On7z3eo4SaG9/BI9KZM+3/WzDOT V/XGo4yHvYz/+UD4CREZfzzCWzcF/Xc9ZnsWeuFAPNK2WNP+r7/vGv1DbI/w yI3F5VY05vqDOTV/w/BIkEO6JgJzEptf0mgEHpXdkjQL+28+fl726YzG5uO0 vmYwZoMWiRvlsXh0crTS1x/zqfQVeJOAR3mzGuuemLcHtgtFJmPzvQdf64z5 z62kzftp2Hw4f/5oi5ms5DholYlHXJwVwrcwZ4spV+tmY8+PZlaFwX/3Pzx5 /3AxHlWqBnxUxqxcU2W0swyPQlouI1nMYolPzzJWYeN/n27tMOavhic3Bhrw iHStSH0b5nJZ1q8tLXjUPp00wIA5ZudAZVE7Hq3GHCpdxJ43nR4/r8ef8cjY 4LtiF2apkivX3XvxqDlyev4DZs7ofWduDeBRoMilX/n/rQedjjW5b3iU2NNR EIr5bOcOz6l5PDIUNIw6iXlX9pRBzxIe/Z34fP+/9bMUWi37YQ2P/Gf/ZDNj LlC/tRpHIKBhnYKRLmz97WvM9Ti/jYD0m49GWWFmTPXXP8lPQJ2STbkamEf9 df8RE8Das+wgSmFOkF9bXhEjoKYrjqlz2PonVaq4Zx4joMoVNTZ7zLNxO69F nySgoRA+rQuYOzx+nfKTJaA3+Ed9+zAHnYpcuqZIQIXPWioHsXqzUfDVlUWH gJJqlAqUMI9nOrtYOBCQkVy93CRW7/QEN76muxBQYuFSQynmpicPVSY8CKjK tNA+AHOa03N+K38CQj2VYgKYb559X2b9jIAyYr8yAlZfhyhrG3bFBHR6TtdT H6vHl5QCzHPKCMhgaODXDszVxRzkmSoC2mRxv9eD1e+EuN2v7jQR0L2n2RPa mA1vIUWHHgL60izDcgZRoXvJP9B5hYDULr1j/Y7tF8rW7LNFGwRUcNps+3PM xQPP9BZxDIiiTj6lgvlZXaqkKxsD8mzXrUnB9hvt0KY2NwEG5PTkbedlWWx8 hNi4Pc8yoH5N+xdB2H7WqBwR4+fHgCSSjTdlj1Lhx+3ydo+HDKjuDt6oC9s/ mQPHcI4hDGjI/uM3e8zqTSdszSIY0EN7DfskbL/tUOmTV0pmQHekrIz/HqbC Z9U9kwx12Pfbr1z3PICtf/XiM8H0jCiEoks3hO33DNaDDr4MjKjE52u1Eea9 j5jT3VkYUfDR6Lh+Uez5b9MnWvEwIu6zPamfsbwwdX7zu7oII5L+YLJcIYTV 4wuq4ezymJ2YTt/YRQX8xS8jT3wY0b+pnycWeLD9reqKmNMDRrSil2Ovjzni MMVML4gRZRZ4sVdheUaUs3lMOJwR2Y7vDfbD8o5Ce9H3vERG1Bkz6EvHQQW/ 809//lvFiEw/PmIhM2H1VlV1jm+dEamOW0mUYfmqtaT+6BodEzq2vyyFDnOE BDgOEZgQXBuRVF6lgCjTifl0diaUadWk1oHlM4VGscXTAkzIX3oXlYrlOz+l zWUDWSbEUd8U9W6WAjj5YvokdyYU3T9nmjhKAUOlH609XkxIxjbHtGAEy9Mq /M94/JhQ4kW1A41YfrTS9NjrH8KEJOWtt40PUuBfg7Pnb8cxoYqe3GOC/RRI cWl8drCSCdGtOnNd+EQB5XddEu/pmFG8m7RTCZZvk3KYfv8mMKP3nELwug7L 9/mnyvazMKOLN1cqHtdi+fF97IV4HmbUs5DaYYTlY74mo7veosxohm3m+G8s X48Pfy87p8SMNJr4nLryKBDC91eDGsiMHtzxiH2ZQIHo5ubRukfMaH75TIXj S+z84h7rXvCEGan05rxRxfJ8ad+Z1GfPmVE39UDvNJb3fyQ+WNN9w4xO8V6K OhhFAaV9xLd9jcxIlT3hh80jLD+fOsT8jYEFhQL18ZoLls9/brz8zMKCvN0q cjKdKcAbRz7WyMGC9qUJBV51osDBdUfjN7ws6GFmvk7WXQoY1JYVW4qzoDmb ZC017HxTqqZ6a1qJBZk84LugYEIBB32zur/+LOhxirjvMXUsnyf+HJILYkEF TXuIz7HzUvbo3U3fUBZ0UFGdYVmZAhM2PnLsUSxI/ZoNZ6kiBW54vywWTmNB dPqvI0TPUEAzpTtTrZkF3exEUelHKLB/+nxkHDsrYl+7OHOXRIFRX5mbEMWK iOKH4+o+k2Hfds6wOy9YEZ9vR04Ndr60yfxR8uolK+pOLf5bQSHDIjWWjZDG ih5WbxfMbScD6x76guZiVhS9Opzog51fpRrb6bV7WBHngSPhLYVk8GQ1T7y5 iw25fDh05M9TMmyPfPEl+BUb+jDzw9VEmQzsn0kUh1Q2xGS9LMapRAYcX1iT QQYbGte+u1IqT4aZWL/CQ3lsqN1uSIQFO383J1uHUWrYUMy/7qcjj5HBI/+M wo4hNrR54aqnhjAZBinDGem72dG2vUnrybOdkM69370pjh3h/W/5RCl1gtT3 a0uEJHYUG41Wnc52wvvyYFeFFHbU90dS++KpTmi9PeFc+Y4dHawZ9Zs/0AlT FekOBZXs6PcPa2c6UiccsZSwSRxkR0peT3J3DnVAce0eY1cxDpT2KvPSSZcO qHcQOifxlgM5DaGpH+HtsLYwEy6Qw4HyTwtSuoPb4YR7TT9PAQcS6U5iqfNr h0xvE6e1Mg70tK/CKMCpHSJCX7+mtHIg8Yqni41X28E0TQLn+ZMDuZ9DiVKC 7UD35Ug1WZITqV9Qlr/7+iOclUenPdI5kYhgqTcxvg2EtpmFG7zjRPaHXvo+ jmwDuh8BP+RyOdFlPl0F+kdtUBfaFrVZwol42aX7qO5toNyjO/egiRMFnbpv Kni1DTTsbd8++c6J0lZY5VW428DwZaxg6h4uxJA76prq2Qpn7lQ6PdzHhapy z9bvcWyF3YpDbeYHuRCMhXrEWbbC0Li4x34ZLnRu94M1O91WuCmT15WjyIW8 pMUX3h1pBZu2pidlplxIifFlqvtQC9xbnqcnJ3EhyaE3n5f+aYFp4/ZhhlQu tHtu2dHsSAuYNqbWymZwoUjTgPVasRZQjdT1fZPHhR5cVA/SZ2+BbYdK6bzr uBCyC3L+298M727c2zw0xoXUm5wDyPeaYWbUZ6OBxI2GDtzweZDTBCLnmdbE rnKjK8ME6tepBpD5rEjdeY0beeZ8YJn62gDKxj7pPAbciOtB8dI0uQGsHJcv bxpxo99m30a6ChugMG4y68ttbtR8zoD1hCfWfqrT+KkLN/puOCDmxoK1fxxT vxHFjSaJEnf3iXwAT77PLxaecyODN7ufviV+gLBXPHemXnCj1RHl58cIH6Cg KETgy0tulNB9XezKj3pYG/B0LkrFrn/j/PTvrHp4cthEwqaIG0WVUH0PnqmH wk7JR72fuBGvH31WnnkdhIvVpq50cSO4EfZ45lodWLvq1ezq5UY5BftXzl2o A1GhwIXrA9yIkztoVE66Dp7YjRmPfONGkc+/T+is1YIVR6LM5CI3OpNgQtr2 vBaEz2/7usbPgy4uvW0RHaiBtYS3S4K7eFAU07KSBLUGuucUSCDIg141XCuX a6qBsNi7qr4iPIis4kd6kVcDqxMd+Qz7edC2Zy++swfWQFdQcCCnLA/asLZz eiJTA6GNG1LC13mQnBo5xPBINaC736UFjXmQuNuRinDBapjf1XF0pwkP+qTS 8Z7MVg2Gd1/KbLvFg4Q7RAMdxqvgkIDcKWZbHsQuottwNLkKOu66w6wnD/pV 3tR1ha8KuAXnNWrieVCkMZvZDEMlRDpOWN3o50FCvi2NIt/LYKeyx12drzyI gScQXfpcBsn8bG7KQzxIVSJI0eNDGeRXHgw4OMaDevvUTtcklwGZ6U7i0iQP ymZePM1lXAac8Yv/hq/yoC7hgYpnXe8h6AP+TO1OInp8UBq/q6YUuJ8/UywU ICLCHTCyzC6F55bi6m92E5FrcQRTdnwppHGqXH0sSkTbMk1jd7iXQoNeyN1r +4mosUifzVm6FHC/uNN+nyYiKffZd9uTSsCTdzeX6DUiQhaVUzWOxdCex6IP BkRknfaDNGhUDLs1F1IMrxPRWswHyk+1Yqh++PGf5yZE9PfK24UWoWLALXnc ZrfC2rPixxJaiyDwS3flogcRnYofXjAWKIKIxKc2bfFE1NlDGunPKoBRWa+S 8QQiWulIxnFEF4BMjwWO8RURvbSVAKH7BfCZG8WgVCJyrwvfMa5RAPx+0/VF WUTEEZfDvT6ZDwk3z+9KqiKioWlTKBHJhwxJhlanISJqUazzzbTLBaqA/Krt CBHJrBUMUXRyYY3L66D5GBHJNv590noqFzQX58OujRNR4W4floO4XJivG9M5 O0tEFr+07oiL5wAy/DDAREdC9w7w/kPVygKri3Rc9DgScpvjUT7DmwWRCnJo BU9Clpsj30V73sH3fYXJU0wkJOqrJH7J8B2ELrw2p3CRUG9M/NuW62+hJ8z/ d6wQCR3Yze+rLZ8BOL9q0WciJOT4JSLKciUdDjiv6jwWIyGbPoXWd/npcN/A sdhbgoTSstOLXwinw559ZvduHiGhxhM8TKK/00BzV+K769IktDpc8Ss3OQ1c OfsGdI+R0Fw5W5CoThq0zmsjtZMk5HFS39AzNxXsaxUYDgMJSaycaXczSIGY wvsnJORJSMv1Dm84LgXq3pSZCyuS0FEt8SKW9NewLexoK1GFhNYfHHva+CsZ yvRFn/zVJKGmLxFL501ewZiGUc3sJRK6fOK97s2lJOCQj/09oU1CkWopCZ9D k+CGBPFyvy4JOUl+qWm/lgiM8/Q7ao1ISKylER76x8FSbkzY2A0Swql2dznd iIVJ2yMEZjMSupB43YhX6gV83d/ofuAWCeVV4qRtZp8D+YfhjKY5CdFnNvL9 ToiGupQ/Nx0sSYjL8Vev1qkoKDIJ+RJlTULdPgfOcpRGQvpukUvvbUlo4oMH cx1fBMT2lTT025OQv1Jp+IBGOITGaMrSOZDQrkMq3pFRoeB95VuumBMJqZ49 mhowGggORM+9Ki4klJVyRGmZzg9udhLjrdxIaKb4Ne/qi7ugG5rBE+ZBQv/3 /181NRSY50mzHGP32qf7NB+ut3VY8qFZ2IcwvsufZtKZuOsQQPNScbPqw2Ca 6zLFhLZF0Kwb0dt25DXNqhfvyOuk0izLzlTi8ub/9fdQJrnyLc0/3Z+4nS+k +b7JOXHzBprfSOXdT/hBsx3v7+WSCZplVqScKZM019TnWhNmae7RzdWzWqKZ 2Svn6AmWbVu2aMn63r6fZknTTM11W5r71N7nX5mkmfra4xA48tLGp0BLTnSO 5s1Sh6KHdtu3fF5K+ZznAs1N149YWjvybZloZlH+0plmI4tXHGRXmhcdSPky njTvCfq7sv6AZp/86tDwaJr/YbqUW/Se5ofswbjxcpopPHWXd1bRbCEgs3y/ jubn0vwKqm00zxsM/fuln2ZksmMvxyDNj25ru8EwzaJ3PwikfKNZ62H6Ldtp muMfDZckztI8Hr6TlTr3/+4nLjT7xF+aPyY10Fku08yXtqEdt0qz6duTqe3r NGfn3vm7uUnz/wDy7SzF "]]}, "Charting`Private`Tag#2"], Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Line[CompressedData[" 1:eJxN2Hk4VH+4AHDL2GbGvkZKlDaJUpTyfiUSJaVE2ZIQUSREoqyVJGRNlCVr kewlZBlj5owkUUSRJbtsY73nd5/75M4fPJ/nLN/z3d7zvmeD9dVTl9hYWFje 43/++18pKja6vML4wPJ/v9Hcqk07q1YtreNkbnl31V7uNbQPhFWrfHXN9uPB /vllLMOeTZj2z2FS93o45Cn/fH7DYhv5WOU/2/kZBE5xrbq/QvNiSfCHf5ZQ fyBy1qPin2/uXucRZfzunw9sPHyAX7Tkn++SZB7ybHz9z2+CL2tkCL/65x72 gjEd9tx/PryofSrgV9Y/c404iq8kp//zmsSrWoPqT1f7/4QtXV4q/p87Hj7h tpmP+ednt8vpP0oi//lIJV9ehmPQPxPzVW7Ibbv7z7FahW4HPnn/sw5vvNCJ 6Ev/fEiz/ukAOvTPeu1XQgqHTGDYyfu5mbwfxGc+ez3m7QSq6oEZXu0hoHvd /zibpge8JItL/FJ9BO+mIgjpu30hYVnnyZhoBEiof+rcGOkPvFtGtCO1oqB5 waTUPTQYvNsKnp9Tj4aH77qjKIEPIOT196wAYizo+thfk/R9BNzvzDrSSuOA df3cpr3vHkOPzw2HXIMEKO/yZQ0pfAIcdqoecfufgUSl1pjSmxjoEfr1GWKS wD2Zq7P9VRxoMHXnR1yTQenCo5LtGYnwQv5G9OPXz+GUC6PYjv4C4gmGTrvH U8DvQr7iu8YU6FzapdLhngqvT0amCVBTISay/oXBfCqQd52NLK1Lh+rzlfYe c2lQN/nDmVSZBevUVZ7+bn0J0vtnI86a5oNZetwLO7VsUNllj91pywfRT/Mm lMRsOLatnSfn7BvYJ7iJvYs1B7wky/1YjAsAqks0LtXlQNv8befMU4VAMWlq 3nzoFUSUc+ot6JdCyUTIIb+gPPBf98DvRFIldP26rK/CXwAsT+yN0joroWbd VF2JSgHcIunIL0hVwenbnh4c5wrAbY6Flh5bBbxFDn8WUwrAttldfPlxNYhF zmUF73kLukHWr3ICauCA84YWLsNCII/u6+BxoIC15xnrUftioFpMSVlLNoGo Y83HA/rlEH+K+mtHWBsE7Y+taneogmnxIffy3DZoveDqPeNRBYadJNJRehtk 7HHmIAdWAaf98d025HagzWh6bEiqgus+Tf7x99vhi5G0wXRzFRzLaN3IFfwN jrXbPTmwrxpWln7Zdvt2QMCNlJEtLB/hTYvPjQa1bujfrhWZ514DGYE21r+O doOcLWXw090aeLZX/8TCuW4YM3gxMhhWA/djJbbu8OmGS4enl5fSa+CiWUFH eFU3qH0KOF/UWgMivQNaJno/YcIoj3hZpRbc/xoJ9Z//BRpyUYq/B2pBXWjb a4JvLzTNJ7ev7K0HjPVcA/1RL3T4O70oQPVgNXGvJzq5F0aik3Ut9eohoGlQ fGt1L1jN+Ws+M8fPD8v0O87xG2gmm9zK/fHzSVtPRT/4DdxHLCw8MPx8wpbp zbF9UMwflLnGggLYzCZ1/fwByBDJ+LPFrgHkE9uC/1YOQOPdWTF35wa4rfWg JaFpAOqf7T/6/kYD7AwfdxoeGwBl03ZsX0ADhG8tT36oOAhjseaUoeQGOGVm yNmUPQhaH2OK97Y3QGuV16fT6X9gQvVx2x1tKvwIZdhZJAyDDH2lM4u3EXzv mHw1yRmGyFiONBGRRpBx/6lj9H4Y6H7JVp6SjWBt+XeTbtcwkEoFanZsboTf yuK9ynIj8Oe6cLIhaoThVgsrjuwR4Dl5+f1Nl0Zgyoya5JSNwprqTTwujEaI F/WgpDeOwmmbVA6ZL42wn8ii9rwDd2WPVcO3Rrj1V1A8enkUztJeAKmvEVjq 9nzxPTQGNv4CE/qLjcDp6HPSiDoG1g08OR830+D+Oc5NS1fGoTYo9FuSFw00 lMgzg27jEOnljfR9aTDBIVTfemschtdbECf9aWCSL305L3QcjF/Nf1J+SINN 3HtyL+aMg8Nog51XEg0qCy/uoQ6Nw221J+bKH2kwI1ClHeMwAR6sZ89ocdEh q69OLMB1AhRMz3ZZkOhg/o7Wf81rAo5khHC589Ohxq7tnt79CTh9lHtfjDgd HleM0ZcyJ0B2IPt42mY6KFxZZ2wzOIHPh9GzCR06XKz3tlW2n4Rkn5/nz9yl g80BeYOZq5PQwm1W8CWQDrb5TXvKPSah8+9BtlP36GCfsIlDO3gS9ISVHmiE 08H5KiPFJH0SvAzXXulPpIOXuNxP395JcHjjfuNmCR0i7KjnMau/cAzzjEj/ Q4eoDjetSPu/cI9aK5YxQocnJ9dvN7mGHz+qUpQ2TodYdbf5n75/obvERu/J DB2e8a+Lm372F2RuKPZos2GQVezSurbzL0x/6MsYkcCgimvNSUfTKWA8cCo0 18KgL0VRr/3CFPD9OL5DSgcDMjqsdcRhCjYM3VJq0cXAxPPqHjnvKZgtiO9Q M8BgbKB2zfenU4BFCvfRTDCQprr+0uueglvyI8EyThgcsg35XjIwBaL5LrIx VzGwZ3vWIj8xBWa6nsY8rhi83d9Qx8Y2DV2mh8O63THQz16fXSY3DUHj3afO +WFwM5R2fZvdNHAMVbV5R2DwbMuvK7FXp0EnSckuJwqDmprZS5ye07D23VR8 WzQGAkuyJr9CpoHIvWFaLgGDl043D8RnTYMtiSMoKAWDLwbyHMTRabA4b/3C uwADZUG/6EG3GYh63BKxtQmDMu6vW+pvzYCrvCql4BP+/CyK5akBM5B5p0pz /2cMTo9977KMmoF1WQ/YDrRi4E5X3dpaMAPzPMc+CnVg8O7eWHn15AyoqtXd 5u3HQPuOjkHy/AwsXrgrYTaAAeaZ2O3DNgtfEpLm0wcx6LLT59gnNAteYs2x ysMYsOm8NHitPAt61g8PSU5goMtm+TPh2ixUcb5x2TePwSdm4fWbnrNALuZ9 eWwBg3MTZM6zfrPwfo/VZrNFDBy7y7YJhc/CbP8ZnmvLGIRViLmFvJ6F++/X nXFkY4B4kROnbfEsZP5p7bViZ0Bybk2s1odZ6OJWqTxFYED+U9f3y9gs7JcT PbedkwEtXhjnjdFZGH6cJJXHwwBz101xp2ZmQcazmCeEyIC+y7e2Ky3PgujP Ui0zEgNmTbYZDvHOgfOfOwlMMgMkVYPiLuyYgxh6RzuXAANSFDu3w5458Nkl tLkat4K8SsXag3MgT+er9BRkwEHRX7++HpuDu1UKX74JMcDq70EFgytz8Fzu 6H1XUQbwCrE0tbjNwTVNE6W1YgwoU6q+ft5nDq5UJnhX4RZx1im3D5uD09wH WVfEGVAVym05Fj0HE5lG6jESDHDOprK5J81Bs5mA5PY1DKAMGOj5583BqE1L jbYkA25wCY7ylM7BTqW74TTcsvKfH4dXzYHurCzLCSkG3Lp4tj2xeQ6q2Fyo OmsZoPTD0r5kag78NspzsK1jQOfiBjIszUEI98U/l3Dfl+p9XcvBBHLue5da 3L0m9rPNYkzYdL7wksd6Bjz22JZgup4Jc1JVnxpwa0QPa3RvZgKDh/JDXIYB sZ+vBY2oMaGf/cG3dNzak7u2uWkyQX72BaUf96TANH3+KBM0e5yMN25gQNLO Ypc7p/DjzZH+ZriPGdwU5T7PBHPnshPhuJlX1EvDLjKhhTWw7APu9AdLZqJX mPDBLerjH9xGeOr61I0JF44FOwjKMoCl4U6qrA8TvmQyX+3GnduvpZsZyITP uoHhJ3Gf4+Qc3hnGhGu3q/gccXNtojwqisafX1Vrqx/ut1r3dx9MYsK3uadd 4bgvWB/7+vElE/58s1BOxM13h89bL48JVx+IrUvDXZ7UtO5TCRMi9E6kZeC2 r4ioPlvFBNrg47qXuEU7T9v+aGCCH9Xmzgvc1QtixEvNTAjs0P8Si/uqZHvu 0DcmvH1KqbqPe+2+hJOuPUy4JHxOxxN3w1nz6bkhJkw337K+gNvdfX2c7xQT VGayRHVwyz35eYBziQmd68ws5XE3FaR0h3LMw/J1DmDD7dN8KUCYbx4sk9e8 bcfHa9vE5i3xYvPQ1cRdkYP7K/+fRpn189D0Bpl54w5QzLn6cvM8HHVVCNPG rXzcWVhRaR5cSlSMSLh/OCoVv1WbB0rmhywaPp9qmW+Xq47OA9we5DuE+3e9 +wvdU/OA2HUlZ/D1EdGnpsM4Nw8x1zMK03APy71/2OE4D32GzXGz+PqKO+Sr fNFtHkImdX7G4da5oPll8NY8EH4LF6nifv6sdu3sw3l42DBOsJVmwFMzha9n ouchcmbo8Ry+nmMlIx+/fTYPgfz05iDcYdFWnK6v50F+t5dTNL7+752ur2wq noct7zpqxXEHCCl676zE2996ihGF7xevsIWx4aZ5SC4InryD768bx6yz9Nvn 4XoKlTiJ779rxAabrJ/z8EpK/pM5btug6Ha7yXlImBO4tAXfr6duK3/8JbwA NOOIyHsiDDh+INZHc+0CqHwL4vwqzADd+WXV5I0LcGzT5g0yuDXcaTnmexaA z5Ogl4bHj+3OdtFtxgtQmvn5pDcfAwgWiZexOPz4Z23nM1wMWJEibNzxYgHk z4SPm+Hxbb7d4ceDrAV4e+09yYqDAeNn1IyOli+AJXsetykeHzuPfz5Q07EA 2s8nVkRXMCg6yCNQtn4RqvblTpZNY5C/cJUqsWURzOwS/b2nMMgpbQ3wUFqE 4snxBNW/GLzYk8pU0VyEd7Bi/mIcj8c7oOe19SKIhlRxHBrCwE76RlFa2iLo rHGnZnRhULdXmuiWuwi9Z6/VqP/AYKNhrfmhwkU4M7i/gYq/X7rvinJ01SzC e17qaEc7/j4eKDSS6F0EtyrS/U/4+0m3YGb8vuwSaAlsXJivwyCd9uyw6bYl eCWkI25QiwGhTyd2864lGBA6sj3xIwaVEjFQo7kEtTIte3ZWYqB2WzVsyWoJ bNYL5MuWYrD1qOf2a0lLsMPRUlwnC4MQaxlfjZdLEJQiImKSgecL3pRm8usl kEtQ+3spHe/vKwmvzIolsN8janTjBQaSIqWUX51LwHM58Jp1PAbELualM2uX YUu3S4vbPQyG3LyT98ctA2FWCK7aYOBcGMbx5vkyHKEZ7qi9gMH49HOHrVnL EFAyzCVmicGUO0VFonwZvKalb2aYYrDsKdow3bEMelciiOF4PiLg83oiT2YF Kq/xf7FTxWBvYM+hzRkrkPp7xXsLBwYltTMvn+WtwGfRRdWvrBiocxJ5xUpX QFhsMsxvmQ4oWOkrgboCIhHObB9n6XD0no/jr6EV2LtH4jUnnn+9qiNRMXEW FHVH8UEQnQ5V1LTJe+dZ0OP9pKJTeD73VqLJxceSBR1cVH0WGUqHdNv58WsX WdDJVOdbjBA6hLKdGDvryIKulHzhV7tDB+P9c0ObvFnQ5cwmLZoLHYYz9X5X xbMgodpSy+WTdBC7N/aV2c6CktOk37vx0YH765qzI50sqLH7ag0fkQ4LGw+3 dv9kQUbz1dYpHHToroxtqR9kQUm0zrPvFmmQPaf56QmTBR0lpjXm/KEBso+i Kq9hRYa7yMKBtTRwPLLv/WUTVrRcmdqy6E6D8S1ravPNWJG9RbaGuwsN3IhM GtOKFa3Y2XwdcKTBbXpJx73LrKiHyzqw1IoGEUZqi5lerOhO1G57bj0alFiq qv95yoqETucTTaVoQPDcU+rwkxW9LeLye1XSCM8ylAsdHdjQsV0frlE7qUBt v0hJcmZD9WJZo0mtVJghRn//7MqGzlU+qXNmUOG40zzrAW82dGQ34+VcJRUW lT8akEPZ0GJQ99GKFCqcLz89kJPLhrx97yiutaeCBOYhNTrOht5lmx7JGW6A wyuZirLTbEhd7/Qvem8DXFPq0DRmsqHIyhNVQx0NQIlA9hWs7CjnzEOSNL0B PM7yFIYJsSMNus2T87l4vdUdb7BThR2tv9V61tepASL/vr9zzYMdHUncMto4 SoFrzeEXzLzZkZ49QzqinwIG+Rc1dX3ZEfHq2znLbgpwX+VhlQlmR55vIzhF mylw+89pP0Y0OzrBcZ9rppAC9j+HbisWsaMQD2OxXX4U0KmssJAsY0dtYfe8 a25SQC7psQZnBTtiF1V1crhOgR9mqsudtezIwoZZPGVLAaO2uz4Pv7AjXYPD tutOUECp+Iz5zXZ2RP7x2M/+KAX4orccvNTJjj4H1ihhWhSgGGGLB36zo12M 0OxxNQpoMNbcGp5iR2bF68TzN1JA6tXw+bY5dtSATdJn1lNgLvSDes0iOzL5 m8lxQYoCBXqXFhIIBLRzXsjzpRAFr1fVvgdzE5AfP3MkkI8Cztyk8utkAirc 5236kEiBLXV5XvoiBHx9n7GUYqcAZ5r/OVUJAupwaRFKXamHHn/j/XJrCWjf 5Ilh08V6qLTeKskvQ0Drhzb1HWTWwzPNRea8HAF1ZqVOGM7Ug7cMo71vMwGV e/HORP6tB5OV56XN2wno0ck4BtdEPez94RZXsRM/f/iOQe5oPQi/P3IzazcB OQUI7g0crofxBEnTaFUCEjlbrh7+B6/vvUbU7qoT0N+TwMkYqIds00oJZyAg N/J3hUP99RCiFjlnqkVAfw7d3/vndz3Yitu2aR8hoNguk7j63nrQmlErUdYn oAkfSum3nnqQ+UKKlT5BQL7y+n/kcC8X/PDgMSIgIVqLQ8qvevgekX922piA olsC7E1xl7gEqP48R0COBfZL2rijDc+K0y0I6L2hidJl3Nd3bpstsSYgrezh qWrchnxLram2BASfwrcb4fdXHGEUhTsQkOFizvM1+POQaC+ibzkT0M9jQ4Ji +PMOZN1wt3cloKeGTzbq9uHjJb38I8OdgFL2J0g14f2rfxR0ZNCLgMpe5BGi B/HxY+PP2+pLQHGxktvjhuoh3S1GwsGfgF7JrKtpG6kHsf71d7KCCaiFbfu4 0Xg9BJpmDP55QEDVXdLvePD5sNEoLXOMwucnxoR3Az5/LXmacjmxBCTtUWPs h8+vlhz1wfBTAkoq0mkUZaGALPd3M6c0AnotcHPbDy4KRHhdrM3NJKC1Elk3 +MgUYB0Z2jGaS0AvpbteXxWgQPenxWXnIgI6kX/a8sMaChgeDrR7XYYfh/KV rHUU+FDE2zRWQUDaHwgDVXIUeJaw7vm1egJarr1Nd1SkgNklpOXaRkB6koff BWtT4Oucf/CNeQIyOHImOxPfbzqO5PHCZQLa2EuyfIHvx6LOKJMZNg50xPvX QF4wBaKq07Z6kDjQiH8kKymaAqdC6xs913Kg3XFmSU8KKICtJwnc0uBAjtjy a+UJCtTpRMTevcuBHirDZWeXBui3Lad7BXGgu8+Pjs57NgB3cC/b9fsc6FiX 7KZgvwbQq9/rdDGCAx31OBSR+KgBsCPfNQ+/4EAyjXfty/F49EV34xBHNQfy uzI+eH+wAXr1ig7eY+VETbypHBYWVOBw7HK9w8GJ1uSkXPK/RAX5B9wZN3k4 0T0erScpV6hg33hOyEGQE6Gt92VavKgwrL/Sp7eBE+kcyIKpaCpMHdMNJ2ty op5R0utNGBXYT3z79ciPE6npKTULqTUCteKMnFsAJ7Iv+XvdXKMRIhQ/XTQJ 4UQjnDFyLw43giwfpVcmHL/eZl/6mpONcIhe2JefxInYWn0kqi43wl39x38+ V3Aiv2ePD0/ENQKbru6k+BIninFe/vBtGr9/8cddiyxcKNpSUMZuAb//Zrje TeBCNseVUkZYaCDLtXcqg8yFDLL8pQZJNDhUJzezby0X6j4yJxq/gQZ3D68w z6tzoVMLkdZ9+jRg0yxiTb7JhXh69O6rP6WB2eF+apsPF/L/rLbe6zkNio5I RAne5UKZnWf2vEmngYOBl7z/fS5ErX86xZdPg8/nNfRtE7iQUeRmBW/8fZnq Xhel8J4LGbsr9m8YoYFOTuvmUhZutN3C5vlHVTokv+aamCBwo79yUd/3HaDD /Bu1sm083Cj9QZFgFsLzh9L4Y08FuZFYwwM/z6N0EK+3cPGV5UaafAUY/Rwd Bn72lWkf5kYlZkMnzW/R4b747PHmYG60sFdTY0s5HaIplJ7qB9zobIGhYFoF HZ7fjL9Z8IgbiXLmcEpX06Hk+8G0qBhu9E3A23qZQof+pIBF45fcyH9x06bg Vjoc3iKU/b2OG8kiC5aCcTosq+3g/s3Bg+ZWyp8HbMDzsz/LiV94eNDDmd4r DhsxEE1o2l3Hy4OEag6l6W/GQGHpuuVLUR5ECBCwZdmBwfmqsqLLm3jQxY1W 1rvV8PzqqO6l0cM8SDN1C1/VcQxcz12snvXnQbbM25SQG3h+lvSn+0AID1JI 75AS8sTgVY/Lyp1QHrRXYodJtBcGg1f8DpCf8CArAdOoR74YWPkmFsmk8yBK yldjbTxfNEj9mnWUwoPaAhpbPyRgMDxg0RBG40GMh9WFc4kY3N/R1/+5iQel NT19ppCMQW3R1EaLdh5Uezr7SWAqBgcaBJNc//Cgx1VbDRZzMNg2qh+ZQCai 1olJ/+V3GFB2fc7vFiCikxPtXQMVGNh6nGvaJEpEu2VzrDE8P37Ocpk3T5qI Nmxr7rlfg4GEcFBwjSIRSfUksFEbMeBUq/QeMSSiyKoDktZ4fp5660j8rjNE ZOK18HLlGwaHqrASD1Miio4mucfi+byPXuc0qzUR2VSwtJfj+f+U2fxVsetE lFWf8avhNwY9d1Rs4AkRMTscDxImMNgixhd2LY6IWAgFZw0nMbiS1V/8PJGI Fuy8/sbg9cZMczyJkE5EoyfPvF0zg8/nRtYCShERiUlsvdU/j8GJkm8dzDIi Yt3g9pF/EYOoY285t38gomdyD57sXsJA+obduYf1eP+yQ3844fWOUh2d9VQb EZ3xOS6bi9dDN8693O7fQUQOU94/8gkMKBv1O/O2m4iufSErvsHrJy1xlUyx QSL6eOPKgzS83jK2jzf8ziQiPq6t58+SGJCweN2LvExEb0b8MTUyA7rDj6ce ZCMhu/nNnaK8DLhcyjKXRCShU12kpmq8frtFtEuykSIhrl0Tmwbw+q7qGWp4 sp6EXpsaP0wXYgDnbsm/dXIkpPwTxVjh9eCj83SdrQokVP5UKLoerx9f5Owe HTlAQoUvBc5ewOvLfsQrsV6ThIY7Jf8s4lb40qdpqE1CFnNIPgqvR4uW4p68 OU5CET0LTwvx+rXBgOWghwXefpp5XA1e7/L1tNtmWJPQzId79w/i9fEpj4Lw dlsSMp2r2/YGd0eSba/6VRIStELeYXh9vUEF8TldJyFZzQ6FGdy2lDVqzzxI 6Ge6brgpXo+Pj9MesPiR0IcU1avCeD2/JzC9UDmAhDzvcA5fxu21xq/LOoSE 0t00pN/hrsg15YkKJaHgRF92ogwD2A/t3l0bjt+v2C7JCLduK9l8JoqE3q6N mIjFHerQF7Q5joRGP8bMt+MWi4z7du/5f/0P3X1iAwPIX4Q/uaaR0OdsEYIf bjbxsPrzmSSkFy+xNhf3nAl3xeFcElK0I91qxT0Wf/ftjnwSekS02LiIu69j MUuskITqin1F18ni/V/n8XylhISCfnSeOIC72WoiZuAdCY1t7/1sjJvywjHs UyUJRT1YfO6Eu6L3d0BZDQnd2/Ko7H+/F8lbeadQSMjWmW3df9+Lsuy/uYTS SEibWE5LwP0867T9jSYSqh6Sqk/BHTuMWVi0kNC0dhDvf9+LwhSPnjnShq+n cNPk/xxw7aO+Ugc+fyF/ff/7vuT15uChNd0kJKaUl/MM97WpYjW2XhIS/Two H4Xbdu+unUP9JJTLzhwNxG3mmbOpZQh/3kQVDjfcRmXya9+PkZBT3cRlC9x6 i8lC6X9JKHPUX1obN9KQ4nk0S0JmzQdktuDe6/dkxWOBhCS9rrhy4Vao5p+x WsHHS/2CSA8+frKE+8NH2cnIptyOsxz3Gh1Czy4uMuobouo+wi0QcrtdikRG M/wt3y1xc1LnGAR+Mioro35QwL1Iul43IkRGkU1TU9P/fQ88PvKuVYyMhoKj vctxd336mZmxjozGTx29rY67Vdgs+bEsGfVf/zY/ja8n2pnWaC95Mjp1qqch B3dJO9X/mCIZiRH1rPhxv5LS9tqzi4x6n0puKcfXa5r5h2vr9pKRyQVdrYu4 I34WmI8fJCPe4jC3DHx9h8gpnm7XJKO31eQH2rhvX8rQq9Ymo8XpN9M/8P3h OPhUNeo4GbW8VKJw4j48ESioZk5GFUIpttskGbB/Nwv3hgtkZPRhvVwWvv+U bngt81wio4R40h553NJM56HvV8jovlGhqTC+X2dYTGp9b5HR+6mozCpRBgwf ai6398PPz/gmshH3r4Bjb04G4P3b79x6F48HDG7NJLlQMmIEMsz24PEiQ2Db zfoEMgrSOO3pLIC312c6R0gmI3bl6tQUfgaUlt/zOJRKRpVSzLsteDyi2g7e eJ9DRlvTfp/eiser4XcZrgXvyaiToXoiiYcBbhFtE+NVZJRs5k18w82AJTtu F8U6MnJhPPGoxOMhn7D91UyMjBr1Feya8Hi58/LmK0ldZKS31jn+HSs+/hpn hzp68Plv5uzJYcHXk0iwg+QAGVlRZjpi8Xhs+KHP/sk43n62a+9FPF67iqZf esDKi5wve2nUzWFQVLXR0kOOF5nOPFwsH8VAI+b0j7ebeZFSWOpRuxEM6q8E mE9u50WFLo7afMMYtIn3nndS4UWN0sK6JwYxYDqlmFzU5kU/NB66Jvbg70tJ 2VMn7HjRumBWKYevGHx0Xa+9OZsXXY2oVa8ux2Bxeix87Wte1BKRUMNWhsHe m5UdggW8aGXmly+UYJDle8FtsYwXiYyKhOa+xSAiNCXlE5UXVRTRR8/nYmCd vpnt1h9exG+7zp31GQYs33Z+aNrKhxLrzaccb2Gw35yFVLeDD8UNJ7Qp4/mB W3eTcbkyH4pY6/DjrwcGA30uo2n7+FC/u+yxK9cxaPpbIO19lA9JH3mUqOiA QRKv2q1Nl/lQuFnW7TljfDw00T6vDD708ssYz1M8f1kvcjH8fA4f2rrmpufk Nrz9/sD+A3l8iHX7lLj2FgyqQxufrBTzoX1hV/p+yGKg02Y8GVCPX89Vmtkr jsHxq07Zj/r40BGVg5xqrBiYJcZLp23kRyctbWJmm+hw8Np7t6At/Cgi19am mU6HdVrdjXYK/GhOb9PhTCodugc2eW1T4Ufpvg9V9WvoYKOS3/paix9xjD1m WBbT4Upj/aMya370cX1/A/UpHbyZU6xNyfyoOuV3apINHUYt6T850vjRZ6nJ 6SwrOljXpVWpZ/Kj0/xiXvlmdNCNNL7zMp8f2XysF8k7TQeRHSUsvtX8aNcF 8YvXD9Mhx8p7ZUcvP9rpNd0sIEeHsR6/5VphAfT1yjd6XAcNtog7jXaLCqDX hqQJrjYaWOuZ/lgQF0DykVJEl880aM1TrlBeK4CCNfREVag0eOfzyydxowD6 witn5FNMgxDxw0tuewRQrHOKl+RjGmzQ51qUOyuA2H2m1l1FNFD5otUsaSqA /v4sUH6sjufTln4ZgucF0PUNoUmv9uL5+HXm6RULASSdvOj/XYEGbxOGcr/Z CqBtKla7lyTw84cZlo/d8edTSDpoMd4IDg9jPy4/EUA5ClkdQQmN8Jax9UF7 iwDi7CcX//5FhXC5qrT5VgEka9IlqNtBBUcPk0qpdgFkVPd1b+oXKsiuD542 7xRAl0jVjKMUKjxy7rX89VsAvbBcZhzNpYIDb5LK0IwAOhcnE7rGnQoy+iI/ FiUE0dpTXd3f2KgQWresJGMuiG6kl5n+4WoA5NKnLG0piGqnDupvY2mAKSls l+QFQfREaejLxTm8HnVJVBG5JIjWTw2kfRygwI61B9S4nfDre+mlexrwetLl JozfEkTG37HJrhAKCEhPHa98KohO54ztU2SnQOT1QQerDkEUskFMrvxXHUjq eLkY/RBEjt7+Nc7tdfBCguSp0y2IPpwt2C3VVAdv3isEKvTi7V/lvmLxvg6a uK4lzQ0JopnE8m8PY+qA7+nM5/AFQSSp6+/1UK8OQmrYD1ZJCiGLyCDWuaxa uCW6jl/WVAhN3bicOXC6Buj5POfgvBB6kxf2sla3BtYZTKeamQshfvqXwLgD NfAhiLY/5oIQirX83rtpYw2wzXnZkh2EkElgutanyY8Q/O3r+xkvIXQ6KaT8 ethHiEh6fKXxqRBKFBA2ZVZUQ+ZWDqpbtxD6Qz/5mpWzCprXai44/RJCaRWj lmlzlbDI76Ng1yuEan4f5zw0VAkGM1NhpgNCSHvrkUO2TZUwVd1rpDEuhA5P n2Sci68EZFbTycUijNTlfhrNKFRCW5j/RPx6YSTZ9yllMq4COKdY11RZCKO9 doZphSNlMJcXG9ZrhftNcdpbWhkMOe0kcF8URoPvZlISs8ugqd9szMBOGJ1j e2+ocLkM4r8X13ZcFUah8ZYfd/WUguJHJ9c5P2Ek3kFWD20uAeOI9sadKcJo fvzV/uH4ItA9cU3TKE0YXdq5MUrXvQjUyVzF7i+FkdRjwgmfk0UgE6Ty4n22 MFLZ+9T4ClcR/Ln5yFP/rTBS+vtgRdulEG5f0N5kVyuMdphzpk2rv4WXSvm3 n/ULoxrfhKoTKfngLDrBLB4URndP0BM4PPNBZV7pxqchYTQQZaJ18Vg+VH7M cySMCyNz7wvRxKk8aDPOM3GYE0ajxCCbfI084PZ5vWsvjwhiFNTpE2/lAnZh LPcESQR9oGy35BbPhSidnVsv84ogEeu7UbS8HJAReL3+qaAIYu8+9/Bqdzao pbwis0mKoPHb6i1millg35DbR98mgoSizk/luaSD4quRC/0KIuij9lsT37E0 mIrY0cmyUwRVEWfjLjmkgZ9Z7ufdu0XQUxkelgjjVNDRHDE4vkcEaUTXNRrW pwBZfgfVVlUEZUvufSGqkgKxYzmVceoi6Jfdxc3yLC/AomVYveCgCIrpG/xw x+I5bCxVwKOSCNp9zs56vigZ8u7m5K5oiaAUqydJDunPwN1ueMsaHRG04YDA IHNrIhw4ppC6S1cEsUTWTkTGJQBFNCf+0jERdHV3UM7eHbEQNj8k6msggijf 16Dn2tFwumv741hDEXTT5ZF4n1IUSNY4kt+cEkHBvwVfHO56DN0Z2cGNp0XQ hfnNSmOXwyD94RDbb2MRJC1HvBwzGgxXXLffXjYRQW5Z5TdVS31g11lHpvh5 vP3/+82pZ7spm6+6QmZoTM9y1QEc2x1tLqxagJF1IebSqrdaZxksOa2akrg/ b/Lqqm3bqYIDLqtONRxqab6xahlQOJ/hs2qxta/sjB6umq013y8zZ9Xfj5a+ OTO06uYUrx1wXXS1PwUnD8hOrnqlxLUwyFnsn/WVdLRvTa+63nznZcfr4v8s dNG+PPHGqi3sn/M2eax6xlX4jcqtVW8MmZ1fCli135sPoeHRq97PZZhXWLrq IPI9toHyVX8SrD4tWbFq+7UqzNvVq45Rljik27jqqfPdn791rBpdWCPP27Xq B7anPOHnqmVdatam/l71yaCMS06jq3764Gdx0viqB8Ilic2T/68/CaGv9s6u mpZcy3KZuWrx9OVTCQurts5WTaMvrfpV3rXZlZVV/w/fQ8ci "]]}, "Charting`Private`Tag#3"], Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Line[CompressedData[" 1:eJxN2Xc81d//AHB7j2tHaQhRyGoarxMlqVQIGUkKkYqsRLSMkp29s0P23tt1 30IlZYQkIdu1+b0/j8fvka9/PJ6Pe+6555z3eb1e59y77+Z9rdtUFBQUp6gp KP77X8PDO7W59bGa4v//prJqRQ7XbltQzcbY5Nm2XRwbSNU025b/avfeg7H9 n1PDP1pScZH+2W+nz09a0ZZ/Nty33sNyoeafLTw0Xy7Qb/t31SmzEq/qf96h 8Jpbz6nqnx/J7XYK0a34Z0Xh04rsPCX//Ix57xtG4Q//nOd1RzmNK/uff1Ln T6tRZ/3z6fUzWi+GM/6Z/q8131Z8yj/zx9xX/aMQvT3/t1Qpojsj/7nvzVuG W6th/xz7pBwbKAn+57M1bDlp1p7/zJQr77D/4LN/DlcttFfsfPzPaqyRnJdC b/+zyqnm6DGk8s8a3+56F07ow5LEos0HOk+ITI/9MP3YBux7RzHH6QBQf/j8 ItUpJ5BcGky7rPoWKhaCaFLk3IGFRHxuHBcOOxQ6+4WDn8PfG1G2nkFR0LWm X+ro6wWyNDQxfgqx8KZiMKTl5Wu4RZE0oaEbD+pulg8E3P3BWJXLPcs5ASj3 LIscrQgEs2lZsy3vRCj/4U7pXfgWvlvynn/xJAl21KhOS+eFwayxZlm6RTI4 xtP3f8uOgFOXwjupzqaAtKl/yaG0GOgKvOj7ZjIVtGw/FltgidDUYHlv/ncG eJjmSlW0vYNO2TtgHPEePlwJTiYQk+Clvt3GEbVMYJHVCy5tSgH9/J59dsFZ 0DQ3cI+5JgPOh9r1vKDMAcGTS0F613IhK/iNeatUHsjLWrY/7ckFCu28yvv3 8+DCwW+MmXp5IPjSsWrvhzxwESj3oNDNB/bj3KUth/KhZ/XJvXStQhD2iJQU 2FkAQeV0GmvnS4GFpuNRzNdCSM93einSVgrfOMqcbrEUQc37sZpLGmXgpWEw EIWKYDqKeCxJvRz2kUO0rFOL4IKrn8jFM5WQdUHBYvpeMTzf/drjUlwNzJVi NyXGSoDiraV2cn8NHB1XeBrOXQquzGqiaztrYd1HryIFlYL9MgUpJbwWjsa8 JOSGlYJ5lyPfZmAd6Kl3mmWfKgN1z5vZmS8aYHdhYVeqZzmwTJ3oY7RqgczA tMNn+yvB+xbfB5O0FoiY3erNo6gCmt6Fp4WjLXCKat3v9/4q2Gj+cMDUrBWI x8O2su9UwVSCyMMSIyJoXD32qXWuCjqucjBZXCLBmRVZx5q1aiBeX9h5U6AD KuTNRM+SayCiiP28jGIHsGZ9PXyLrhYs2Q65UFzvgIWnkqzWvLVAX2XaE5vQ AecMnE8cO1oLpwU/hvSKdYL0o78fP9rXQlVvOuvVY11wfP7FLtmpWsjTN9k6 q/MZBBWnEpk/1cHTHBcpPsfPMHZDR6Z5sA4uM4Qaj4Z9BtRw2d5uqg6mi0nl L3o/g9YFrXfhjPUgwXfSufbmF7jwWkn3ANRDyhfu2ZO23VDC0Th9J7UeIrWI w5J+PVA/wFV63qYBFvkmHMuzeiBG7i27jXMDXO5nZj6H9cDHZU14/rwB6Cwv yt1i+QbkHU22fhEN8NCt43nkq29gECzCJNTYABfSuoXpvb5DUepS2AWBRtja GDYfdO+DCI3ICf7KRjCop16zieuDkw5TGotNjVDkLey/VtUHzl+EzJo7GuEu l3kx72Yf0N7yn7400gg9Yn/oL7r2Q63JL+I8UxPkaU+nlToPQFthbFGALu7P bg6txwfhc8jjGqvfTZD28tbN4XOD4Lqq2DA10wSxR89fWjMYBIbiVNs7q03w KnyHuKTbIKS/GiOrsDaDmVF+X0DtIGy4ZQ97yTYD98iYqr7GEJSM6cTdfNwM jvPanL8Nh2G4M0wvga4F7iad3Nq6Owxl37iD2Nhb4ObVfZM7ngyDoEPDh4d8 LaBZPNWoET8M3/UXC0XEWuDAY59H2SPDICMz1yl+rgV6qKoHHWx+An9KgGSp TwsocB78QOM+Am5fTjCL0bZCO6VBK+Y/AjEtAnFuLK1wY9bnZ2j8CJgLiZ8i cbXCi44/fOJ1IzDH6NysI4S390v3uEj7C7jfNLtzAd6eWVwr9PUvWH5Q5nfB CW9PI7Z4IHwUevcVXuwabgXeBT322bRRqHpJiXT+tELaTy/xstJREPCnG/s4 3QpY3W/jC72j4Jblal2wjrd/mtr0YPdv6JabqJTlJUL6hmh4adJvSHB2uMmg ToR2sojC+dwxCLxH90w+lQiiMT1e8zW4PYODgjKJ8ET19eeojjEwVWGImsgl wuGAGZvJ6TGYNjsV51dBhADx8vg3Un/g6teNhvBOImgZXabreP8HIpNtFqtX idBd69KpkzIOJ77MWN891wZSlpK7NwrHoeaWcZmUZht4sg1aJTeOw1MTVZ1J rTY4ZniGhjwyDoSD9Q+vGbVB+AL7sbD9E1CxlZiwdq8NDA4kR3+LnwDadf1M 0+A2GPD9aHE9ahJMKdsv1/e0gftT/a/6mZPAU8bgdrG/DfY6DqlpV05CAMeX +11DbXDTZF5E/cckvPePzCONt8EvGb4Rmf1/oWJm39Sz9TaY7L5+g/b9X/gs 8un48m4SrOyd0s8sm4L0U+v8PDdIEMnj1JLSNgUjVoeN1s1IcJKJ4nhC3xR8 kfNJG7Agges8B1/o5hQEUPNZhNwnAUXTkS/uKtPgeyw8u+EJCeis3a5oE6fh Mv+e+RPRJHhlQCeycXcGaKUblp99IoGyNAv5j/0MtIo8/RXaTYJZWs7mbtcZ cFQ6nJXyjQT6uYJ3cnxnIMKIoqv0BwlEGI5kmWXOwNNhw8DsCRLUFJodIU7M gBGf3UAXFQZkQu2ZMKtZsDrBQGaVwiBjtIn3hd0sJF+w046TxsC4gvT7gcss hNu4ZUrIYdBg0eOj8WoWHkuu6igcxyCwahrbSJ8FrZ05YWIqGEjc3a17688s +D02ilW9ioFZ82NzGcs5oFMV4X/qjMEtRVFN8v05GM+4x+njgoF5bseRcqc5 uDeWr/bGFQPLKBHaM15zIN4VePOVBwb37n98p58yB9lm35z0vDFw4ds/5D4y Bx4X+0OUwjBw9cVaTk/OQQDFm6eMERi4UTrnMC7MwazqTG5nJAYeEyT3YOp5 KOyr/6Ebi4FntePuVKF5kDky7CqfjEGQBdGw/cY8vFaM2aeUh0FIn71qsOU8 MJ928cDyMXh7Zc8h/QfzwJjCddCgEINwBfvVIfd5yBaiMbEswSCWfXfEYuw8 bBYpGehX4etXbNu9q38eFOM+//RsxSBTYlfV0Aje/yEh/j4iBlkJTckpk/Nw zT84VpKEQc7rnQ7S6/MgWUId1diOQZFJI9fpnQtQXpFl2voJg1p6/ivW1xYg 81ek8d5+DEbfSWl8M12AsZZX3loDGLCg06pnrRagce/XGx4/MNB3vn9k/+MF 4PNyEPg4hMH0WCN/b/QCRDkMFx8fxYD7ZS/nueQFSLAb0Fb/jcHJfbPMxVkL EH3zR6z2GL4+13ZtBlUtAMEoSsV4HANBot2wxuACpE/LNCpOYaBi7t1bMrYA jl8i+8Wn8edFFftZdHYBhuFACucMBgUnW5uoqBZhgIdD/essBuff73lftn8R uIrdOiUWMXhw9kiSmMQi0Jab2yzhDv2pERMqv4jnBYaySjIGwzsd/e3OLIKE cthtpWUMHvmSHh60WIQrjXp0jGv4eosN3w2/vwgmm95iubgbGpZu0zkvgv7b J2s66xgQNoT0h70X4c90cL7/BgZHI45fuRy4CHv6o8NFNzEwOqKpURWxCOyP FaVKcafaPFKMzFiEZttVq84tDEiM/kcY8hchtmKGQ4+iHeaSk6QcyxchO0ry Tg9u5YGPe7VIi2CqyiXWTtkOXzRFaZmmFqHhmfLIS+p2WB1X2HQiL0JpuxjT H9x7va4s/dpchK4vV36cpWmHu9Wuf2rZybBKkR+6jDvIMGj48A4ySEv4O2vQ tkPJUmpvzF4yVOyZYwjHTS39CXskQ4aLj13lRenaQYw01vT7BBnSXI9+NMet ablZfVWFDHVO0XzvcNvTcJfWa5Bh65Qday/uyHjxPBltMvS6P8pho2+HGkV4 H2dIBqkkWwpl3KM9Okmst8jweJpvwxI3i4NVzOO7ZBC7fyDFH7cMh0foH3sy 1K7rr+XiLmP4KtbsSoZFbyrBdtwqFFLlSS/IMKUc92gUd9vSi4vPfMngIzhD WMOtM937wySEDB0OBcPMDO3QNyprpxRNhmvj6VM7cN8e8KHZmUSG1Hu+8kK4 p74Mhi6/J8MzNd6CA7gdsWPi3flkuExLYSOOe6vBrzy/nAyWbyhM/nvdu+LX xcB6MpiwYz77cBMKFAfvtZFBj5H/Lx/uiPfBdhc+kUFNLdSbCbfQu3Gag71k ONa/YLiCjy8j8lQY/U8yBEr/NB/BLRcULv5rHF/vv6zpbbgrfKbL6+bIIMe0 V+gD7jNP1TTjV8nA1lzX6Ye73Tlm0I1qCfrexxRb4dZ9sGBnyLQEG166n1Rw /7A4T3uCcwkMbAOF+XBbmiSG8QosQUD9TMZv/PnM6K6IL+xbAqY9POYFuKnU UjU/yCyBepPoIxXcr5U2B31PLMFS4oUOatzcR64+tDq1BONpaQa1+P4QEaYO F7myBDU7TellcGfvNDhIfW0JHuwcE/uJ76+jXLkVgzeWgNFy9XEgbnUqk6Go B0uw8p6qcBjfn50rhQ8fOS+B2w6eyP/2r8EsC52exxKIl01kC+O2Hiw7yBmw BKzLTOZ6VO2w8JWjcjpsCYBoSj+B73/Xj5aXsLgl0FeI6HbB7VfFa+/9YQlM U/LW/fB44SuyoTMvXgKnhyFaXLjjsxrCVauXwPy57udgPN5yo+0qN9uX4NNu i2s+eDx+dmmnc5hagiM/Gw3U8Hg2thOJ0CIvwSvuOopMPN5H77gekt7E53tB rZ0V95L+wcsTrMuQmRjW37iCgcAxzwhTyWW4QddWQb+EwY15JQnNu8twmSN7 rhPPT6ycFB2f7ZdBx/qM/W88f5VJ1z00dFsGei/528t4fuO+p1Zu6bcMYrK+ gSx/MWgZ09R4nrMMEdlpqxt4fnSg55hiLF0G7SPh/VN4/hQS/RQYULsM61Ru YviVFFzN9L7FdC3DkXE0lzyCgfQAXiYWluGoX/sJmkEM+tf3scDGMhzXCEcd eP5+tXPkQyPtClQfVk0Nw/P7iL7lUhfvCpg+XPff0YvXm08PPP8eX4Gijcic 4S8YULQ+TRJyW4EBi36ZsP/qyW9V9fSXK/D+uFTuDrzeGNDRTR72W4EPzsxP 3jbj+Vj1lZxS3ApY991d82jA83VVUJ1e7Qp0JYuZ7sHrVUf+u0Ff2lVwYdiZ 65yDQUJs466lN6sQKCDlFhyIQbSRxNeroasQVCDe99IfH49AcGBB7Cq8qP7s 9fANBn6hN+jsPqzChuZEFfLB67Pf2vRkxypk7lJwT8Trt9YTmfphrjXwLOTo fnoPA5rrMXfaI9agnqfozTs1DLZ20ghLJq6B4vVzsuuqGKx+sxp4nbEG6cVn xy+dwmDm6nHtc+VrkMxs7DumgK/fxU+KDX1rUF78+/oAfj4pUmIklO1ZB9f7 sSbf+TGwEHQoSk5eB/X2t6vUYyRoOirIZJ+1Dl9CdyXOj5BA+HKjsUrhOvT+ MKwdGCLB4DMe2h8N67A15Xc9tRc/P40Vau8YWYflv2VfKT+SQD2fPPNKaAP2 /yZ+/VZAAvFzzocexG2AEuktkdaNBN4397orp27Ag4wR6huPSDD6uKWL5cMG aDwzvVPoQILE7B0u6VUb8CZBPfvKPRII4Nfu4f4NIPDZf75kQgKmHyu3r+7a BDEnngM3EAkm7B/Hn4zYBPVrFc4Vm21wr9CPNi9hE2IaFSf5V9tgZjHBSjxj E4KNKFVsF9tgwbFFfkf5JuxhVX/OOtkGm848rYt9mzBW+ejnGn7eJbh9mM3Z uwXrh01lM3Pb4OjLnyoH0rYgUP7hlxPX26CkkZwam7OF39vGYon6baBAx8TK W7oFtHVbH3S02wB5SX+lIW6B4L3VIB31Njjn42Y9PLEFCQEjVVSybZDdxExs 56NA9l9Norlo2qCWmDznY0iB3EYtJPsSiVCwo8PWzYQCHbHsu0iOJkKK+erM AzMK1AmnRhjDiOBLdWlaz5oCjX9WMRR8TQTdk8sTIo8pkKGxDHHBjgiT6Rq/ aiMp0IPdoqdunCICr8/015VvFOjoF3WTtZ5WYPjKr/e3nwJxMlJ9PNbVCmvC p7sHhyhQ7n7J/rttrTBYE/65+Q8FcvJpKaypbIX3y6c6365QoLbcLBe2xFZA liFEGX5K5Pna+aDCnVawPnui8o4+JSp2diuKmm2BGTH+xlwjSqS+YIKO/GkB e6YV0soNSjQ+FYg1DLbAE6ykz+cOJequdapo/NgCQdrH19NdKBEhTfbexawW KDE5pjAeTYk4QldzLMxbgMb5SKnVECVyPN1zz7CjGXyu8dTm/aJE5/JlXcOb moFNYbFl9Q8laomf9W+taAa+zYKeV3OUKNjukxt9ejMcfCG/nEFNhbA5swsz Hs1wJUDu2IQIFXqSP5lpJtUMsWkyhdZWVEiW41GSrHsTEL+ZtcTdo0K2TXvf rz1sAjJTaO8nOyr0gYZGp8iyCS7arFIqPqZCBB+r3RRaTbAuU6/J4kuFjMI9 3Ib3N4Fhuc5YZhYV4mQrUG9paIQd7U47p2aokGZjfZrUagOc3kqXElqkQl/O q56bmmyAB9J9p3RXcLOdOxr1owFagpBlFSU10nNaVq1oaAAnPcZCP05qNN8B orx+DdA9GKl5WJ4axRme3Lu5qwGC5yufPnCiRjUtvrt4D9bDg64AU6PH1Oiq ffHgoZ31oJlrdkrdnRoRdK2WDrLUA8N9Rsq9XtTo9awF/8jfOngyruPxMZQa 7W7f7DqZUweWQxNPpIqo0ZOiP7EnpetArabqukAZNSKu9V1r2FMH++MClemq qJE2m0uhLHsdDBgd2+xvpEb3nNd+l/+tBe2eZ25vvlCji5HTKw7ptaD8kd91 coEaFYkXPjq8sxZ2Zk8a9ixTo8VaquzPDLWw7Fut0LBOjR6W8A7okWsgX+P2 WhQNDZKxahYjd9SAWFOOy3luGhT/w8v6+Ysa4Ko8+yhDjgZ5vTM/W9JSDWMZ Do6WdjTIfZ/wfCV1JegLbg6kOdKgAx2ooOdjBTT7e57940KDNrxUJcyjKiDF PmyH1XMadEaNLaBNugJuKZeWWYfQIM53klz6OuUw2Lm+ea+IBhUXjP+KdymF y6dfWnwow8cjWfV1RqEUqotYO6ar8PHQKWeYr5dAbNTuhAfNNOin+lnVVJcS MLqNVO16aNB3F3JslHUxfF1+7uWwSoNE+2a+2vEWgpo1y0zhJg2aLHN2T20s gKL+EH0yFS2KuH9E7ezDAgipSxZ3YqZFNWvT5x1a80HLt7nNeRctksm6ydB9 PQ/qNi/Jl+6lRdRkb9uizVyQse2JXhGmRWwpMud2R+cCQfePjYskLcr/bnO5 oz0H2vcwE1yVaVFfMMH+s0A2KAcFO1eo0KKRMj/yc9EsyKLZNbSuRotcdfs8 G8UywfePRJ7bJVokqT+EwlgyYN2wUKBKmxb9EEz2MZhIA+t2peeberRoCiNU TJalgka+po77DVrUyXrBlkEoGcpEvlZU36JFtXIDLMJ570A83ESE4g4tGm24 cO/4/kQIZxp7g2xoUWnoEWfru/HA4PaA7GFLi1grOHMktqLBeXr5eq0DPh7l D8mZnuHw2/RpM6ULLWqwUk0wpQgG3c+M0ipPaFHzoq6w/PeX0KQWFP7sGS36 9/uAeTnm4rltBq8Rqoevtq3RfNTGLGjb7Wd7T51O3PYXdeEJ2rptj2gUKflQ 0v0z9aXvw/4e2yZWXd1v/2LbQVKdZvre2xZiaxnZG7BtFaxwNDdu28/OB45/ qtq2RjnLoZK6bXMe8raObtp2IpP75K32bde13p1a7N/2qxNjUt+Htq2Vbna/ 6te2Bfh/fEj8Q4dsXjdIXQl5CcPeBjOef+lQYXjiYf0bQZCx/EXaepYOqeop DK/FhoGd5RXbS4t0yPOs+43pwSg42UPKlVuhQ2P5jFpyb+KASl19jm+DDimb KVGk3UkAYnG97DoFPbIpVs+cHU2EoAPwcJCGHpkSzCo/qiWBEP3RhTQWesQq raOvUp8C44658m8I9Ej48E/RH6OpkDcq4WDLTY+KL5gzsayngUrTfvKJXfTo m1bCmU3K98B0NO7o7r14/8fOUd5dfI+fywScqITpUWc1bcHQj0y4+ZJjmXiI HrXNsIXticmGZ6e3VgwV6JHfuLLc0EgOaBS4nERAj55kS6Mc1VzgFCa7CKvS o2HHtkMi8bmQSP13bVKDHo17LaQFauHxVvd9w82AHjmSk82K4vOB6lQRZfwj esSipP+KcbEQjE7/Jva40SM7phjVb1AERWd3hHA8o0eDDqOWFj5FYKXpIvr8 FT1SxUL0ZncUwydD5fPmUfToLVkxefZgCSQ5NoVIVNIjw7bcQEuhMth8tGR8 u5Yembu7vS8yLgN9N7EDsY34ePccVtQILwOWF69K2dvpkYm2lIouczk4BGoO zA3Qo7rdIiMv/pSDWmb3gVIKBkRN+eVAmU8lxH+gn52lYUB8pU+LTMorYTXv eNlBRgbEaujyyWuyErJLIy9EczAgFp7Zq1YXq4Cv+bqtuxADKtkVUVXJiOfX odGyM6cZUMLr/keqx2rgFd/SxS4vBnRc1GnplksthLa0/Kx7zYBu0147zuhb CwmPIh/l+zMg4qmIZ34xtVDSq5QcEsaA8tidBpRqauF33It13VQGlCLP3X+S pg5Oi3G+721iQFfSug5ReNXB5nFJhl+0jEi1e4pq4lE9MI1vxnxhZES9f6m/ XPOuB56oDrkmVkbkohL0PD+0HiQ2Hpqk8jAis/QQHbH8ejCsLSu6I8KIkpKY kgUn6qHknPrtqdOMyPpOJaWZXgPYGZjVLT1nRHqnV7L9hRqBEDc+qOjNiOru KA+WHm6E7J+2W099GdGl6xTvOhUb4c9dD0WWt4yI+CvjBVG3EW64xxTtTWFE gqWN4qM+jaCZ9DXjXAsjWiyafTY62QgHp84HR7EwIZuc63fWUpqgRfZT7iCB CZ3nnxDendcE5k4GHSI8TKiiejJJtrIJEijusOYIMiGPaUFDmU9NsIPL06tB igm1SnlYeW82Ad3xmsd/LzOhm0XXruZpNcPPp/K34C0TOlG9tOg/2wxivGx+ DyKY0HiUe/HEajPczfhdnBDDhPYoZxor0rQAuSuSmSaFCV2WvxZZwdsCTMKU +S1FTKjyysWokwotIN2EUWr1MCGdvwr6J5+1gCuTRdytncwoav4KXxZDK9TG ota3e5jRhjDt9TpCK9DJCcw37WdGvGoPLrTvaAV/Q0xNXIIZHThgdoko1gqJ mXJTfxWZ0aBg52Ed9VZo1aRQcrrOjPa0O7GUvmwF3uCI7z4JzOjL52k19tVW YPnC1WmXzIxom/KW31IQgYrPr9kwnRnNlI0n8tATYTryWYFkLjNiUs5Y3+Ii QkuitV9nDTPiT0h6+VSSCC55Sir8g8yo8gxXtZIJEX50DqWn7WZB/mcdvZsq idDNZRQfKMSCBtm5G5zriUC62h3qIsqCzi6hSuFWIpR8Iz6/IMWCnttlb9z5 TISgoXzjGSUWJH5DVSNjnAinZ19yHDdmQZFTe17T8bZBGuHgo+YoFsR04vqd S5ZtID16bZkmngXFnl2uyLJpg9JyHyeVJBaEzTpY0D5sA6L5H4fKTBYUEnet O96tDSYr0uzyK1nQ7hy6bO+gNjh858DduB8s6OrDtfy95W1QVCts4rSfFZl0 lXkE05NAOUxnoOAAK9JOVz8qykKC5rsvjOcOsSK/PVe/5RFI0MM3Ymgjz4pm 6fSWS/lJsGLzTt/sDCuaUpNm9jhEAkUBIa1LFqxoMzFtfuoiCert9pw58J4V 5d9nqLb1I8H64nTArg+sKNpa4jRDEAmOPqrp48hnRS2iTiMRb0mQ4W5qv17G iizTpjyyo0kQ5PvuXSeRFdHwGNnGZJDgZsoBKtdxVqR8492NkEYSUHw/XN0h zoZ+tQhzLS2R4KQxBXOTJBsqfelasLhKAvvBDt1yGTbUSz9ePr1BgrFR26nk E2xoTfYSbTc1fr+ezxd8fI4NBahal1uzYxDHetxV5A4bmji8aVspgoHyKXTC JY0N/QxzOkJ/CYM93GYBhpls6OGlXYJWV/D7/u+XvxVz2FDo1EBnizYGdb5t b7eK2ZDLu/G0R/oYqPXozr1oZkN08gXH0k0xuHjf5r3/KBvScffff+ohBlIq AVS242yI/Z1dgKkDBmw8+de0ptiQr/HgkJsTPr6yZXoeMhvikvl6LOMxBjp0 L25F0rKjv6oU3Z3PMTCKiRRMFmZHJhFylNeDMVB6UGnvKcaOlvn6riq9xWC3 6mCbhQQ7agroercjDIPBMRGXg/Ls6In3M+n6SAxuyed2f1BlR1tRulJjCRjc bWv2L7vJjg6bKlXbfcDHGzs+GmXOjg6xqBzhzMXHa8uq7GbFjqz1fhVl5eH3 f17tSbBjRyLDGkM9hRjY3xxQb3yKjy/rz/RWOQaPVxYoO+LZkXnR/NfAZgym TLAh2mR2JES6qE9oxeBmU3KtQjo7+rEcp/qKiIF6sO7T1Fz89ZlxkwcYBtyS JRTudexowyPrI+0nDLyCAwYLmthRBP39FpPPGKyuWNaME9nRVzODI4Vf8Pk1 8XvofmJHhUYcD7R6MMi88XhLcoQdPR7i9dLtx59fs/YPszF2JP34CvgOYBAk KVEdMcmOdOjk7Ct/YOC82veEdpEdhR5e1OMcxkBIY4/7FBUBVc+K7PccxWD6 p8dmIxcB8e5ajA6dwkCMz2ZqkIeA3EXPBL+YxuejcW1gjY+AKOsO89ybwaA7 R6ZKZhcBse46Wi03h0GF27BbjDAByb8XqvdZxICc025TIkpAniH2kjpkDA6P lBl/EiMg/okhcYElDBI1gpUYJQlo2WNPX/gyBt58pzfsjxCQQQ27gukavt80 pP/6HyOgGtbj5xnWMVhz29WfcYKATtcZzWfgvjeyUDGoREBT6sZsPzcwSOMb ylwDAjq6FfzMeRODIQ0smleFgHzGXAMZt/D9lZvsekGNgBjDKJ7tpmgHv5HA uxbqBPR6a/hWIu5mvidGzzQI6Ngvul/7KNvh5BNdxRJNAmI56l3NRdUO+87T r+/Xw/tr3jNVR90O8l9UuwSuEVCabK6tIE07qJl4pHEYElBY0d8D9ritHq7o bF0noNTGg1K8tO3gunHkEPkGAbmqM7ib4vb3sqP8e5OAAr9o0KTjLoiayPpu TkBaRclZEnTt0CQi9qLTkoCkKN90WeLu+XDLoMWKgILUnCQTcI+fSJCuvktA 8enNVV9wb9T30xXdI6ADQT886ejbgaAp0J/5AB9v1m5POdxCPbr57+wIKHZ6 uMIIt/zNYJ9IewIKDvY+9Ay32uRHk0BHAmrYZdX1Dre+Iz5zZ/zz9AZza3Fb UZxjcXchoBMGKsRe3K6vXg47uBJQ5MtfO+dw+3PXldx9QkDMnoKpNAztkBi7 6WfmQUC7dBTvcuEuEFO4bfAMf75Hgqx3427Kc1K48oKAOCttkkVw9ygWcKh7 4u/Hdgr89337eNPMb2VvAlIK/d0qhnv9smTVkVcE5B0hUCiMm633ToiELwHd Tlvv3YV73+0Uq/1++Hr++qTMgVt+ehgJBBBQWeNIPyVutUd7+DiCCGgvwa50 6r/5URv9pQ8hIMUfFZ1f/5vfm/D6zbcEZJxAc6Dyv/nxfYlYDCOgU/xepbG4 /RI4HkxGEFD2dQ8fV9zxhzTVfkYREN2Pg2G6uPMLX+36HkNA3cbVwxK4m6B5 riOOgG4t2t/d+u/5tVK3Nifg8cH3VL4d93q/q0NhMh5vTlYeN3CzWZaez0wl IO4rGTTCuPfNLe57l05AYlO0LT/x/aFGd789IAuPv6f1LPq49QPeJ3l9ICDD QRc/FtxWAmMuT3IJqL17+VIlvv/8pUwP3C3E+z87FMSFO7EkZuNmMQH9pQ3h LsX3b4HK90/XSgkoeTSm2wB3j662x9lK/HkHH9kVjO/38UF/XeVqAkK+m3Hi uDesSBJHagnInOLtrQo8PoTcz3wTaiQgmyq/nG48fuQZn33gb8b3m+je49dx qwVXvSS0EpDg2V6KYTz+rFOPyW6SCOg9Db/uAB6fBR/FX3/7TEDX0kw4/ovn gP21yavdBPTB8NInOtzWTvo1O78RUJPVlJQJng+E9ngtGvcT0PnBq/lUqxj4 3xsxGf5FQF4ZzLPceD6xqnvsQj1GQD+smz008Xyjxsv1Vngcj48hqYzneD5a rzxFNJ8iIIfQz62D83h71jj5CTIB5cY2nzTH85ma6dFLLCsEpLBfKdQVz3f7 CrE7kmsEpObX9soPz4c9Ruux97cI+HmyWjl5EoMzmdcYF+g50I8O/faYMQz2 nuceWN/BgSIL8i3K8Xy7Hvt+WXAnB2o88ETlNZ6Pv86pcIEgB5qJf5P/X772 i7RVf7qPA2X+cdIb/I7ntz/tebQHOVAI3VBsFZ7vu719vNgUOFB8Pul3Cl4/ 8vr2Jh5W4kCh7xqppfH68ka6pOIycCA2+b85BXj9Od0zOhukyoHEYmUrcxow yD1w2ojvAgcSV94MfFiFgW/TpvReYw5Eo3CyZT9e75DtqIygCd6+cub+c7we LuxslxUw5UCeEbVyP7Lw+msbI899mwOt2E2zvs7AQHKX4nEGGw7Uwle3lf8O g3bbRzDjyoHaBz1sNPB6TBBcuFgTjfe3PzXvJV7vG5p7NStjOdCJ6MxBC/w8 4GxXf6ksngM9M5DlV7PF61lz0JWCJA6U18KSSr6Lj9dO5mpaJgfiZswXEruF gVbLPaOACg5Eur+63IafR4If/rG60ceBSupDczkOYiCg5mKrPcCBGrLHfnsc wOvJDmZntUEOdOlkzrFJYXy9KiVeSoxwoOwze/YW78HPG/QP4pYnONBbguea IA9+HokmfwpY40BJu9jZDm+RwLuBWqlWgBMluZyo1esgASEsRLVgFycqduy4 oI6RIOyOiEbqbk5kwN7bKU8kQQrbWb03QpyoNKCknrKBBI36r2yvHeREA8c4 Ra2LSUD1l5Aye4ITTd92/+YSQwJXnt3sQtc40YPm0t0vzUmA5TIagCEnCufj bUu6SYLdmotJRsac6OaG/qvq6ySo9iSdDDPlRN/LRU6O6uL9LbuYs1hxIjdx 9oPLaiTw+v61kuzCib4qyodLiOLnybjAu23RnEhP6M2Z1sE2+KngVjwWy4my uE7cPdvXBvI9llR0CZxIAeu4WfO1Db4QUDhK5kR/WM8WJba3wY5nU/WFWZyo 6tdInlhFG8TeOr8zvooTUcTt7TkW2gbp4rRE+0FOdPz4x0eX1dqga9epNZth TvT27nUZ11NtsM7uJmExwom4olf53ym2gSZ5we/aGCdyfe5vPyzbBgt1I9rK M5xo88J7xgN72gAZNfTTU3AhZeyTcyOZCD1+z2cj93Ah0TsPo04n4veXZ9VC Ifu4EK/41vXOaCIccljTfrOfC7kqKK3rhxHhieHDIvcDXMjlpW+xvi8RhMXM Ht86zIUeP77xnd+RCPdrVWilgAtFfRSgjVcnAt0CJX/tdS7EPIJdSvrTCss5 4X4jN7iQpf67CKqfrTBhc5iGwYwLKR0j6Br0tULHb6NpTQsutOG9wklub4XI 3uLGvvtc6A4NiTCQ3wpS9TZ2yx5cqFY2LczatRV0g761HX7HhTofKRvo4vc9 9UsPTmknc6FrsBjZQ9EKCiz0xY6pXGj+zWak9koL7PWUT6x8z4V0rK5Uy423 wPgjf+fzBXh/Gx1DUW0t8MT0jIhFIxd6oCSdRPumBVKlc5/E/uZC1LJuXixM LXCPZ3al+A8X4iAaRtZQtoD8qrRD5wQXuru0g3R3pRlq6nOsaWa4EGNNg3XW WDOe33P0rZa50JRDeUF7UzMwuH2QPcrIja425s/6PG0Gy9asUewgN7r3vLwm caYJpLL/mv6W4EYXbnnZnPvdBAtBkv0Uh7lRwA4Jlt/9TeBhlPVJTo4bJYcT 5+jamiB8OrMmQoEbnY94KN6ThN/XeTIjb1/gRq6H15YKdZtA/GaG5oYNN/Lw kWCgy2+ElpiTOXP3udE1+udq4umNYP6NyDFmy41eMacfV41rhKTLE5+7HLjR /bkwWsPXjbAXJAzT3LjR15nA7h1mjcC7K9tC+w03Cj4X6lZLaASq7lyP9Exu VH//eoTJrQZI4FAZjs3mRgnrbo1K1xoAXexSDcnhRr8LnaoJmg3g1jBH517A jYiRSp9CjjXAcp7cG50KbjT0u9CSi6kBpvwLI7bauJHcqNlUT2Y99J4rzbs6 wY3MbS9UT4zVgcqlJH2Hv3j7v4dMxHrrIEPHfzNkmhvVap9+rIPVgYvJbY3P 89xov7hxqEtuHQg4cAxrrXMjHdo/J1ad60A//g7HZVYelOmktCeJpg66yfwP NA7zoAvGfkmmrLWgvE7DayXDgy5+ycs/sVEDKZQz5T5yPIiL4tOJtckacGRp om89xoOMhnJSTpBqgEfILu4s4kF8iVfDon1qQOcisf30FR4kKH9uxX6rGrre uUjCQx6kUv7s3khWJXBSFJWedOBBlwoniq74VIK20eyZo048iKlZQvv5rUr4 zG15XfIxD9rvG08hLVAJX19e9d/5nAftax8Rf/usAvospGeXgnjQVmJQY6pa OexqsHabD+FBkf7+L4cFy8F4byrjdCgPcoxzg46FMhjoERQajeRB797aclUn lMHgOWbtz4k8aOZ1PrFmqRR+HRotyMnjQerLhgf7gkpA1HvfqcwCHlT9953n i1slYD5ihKUW8aAB7QS5+iMlMBb96VdsGQ96clWXtNJdDOOstbxv6nhQ+GMB IyruYpiajnK+04W/37DzBMmhEKQufKW5/ZkHaV69aOcEhXA/jTPwRjcPKgh8 u/qMoRBmbvik633nQU4T45Sp4QUw3+n4/cww/nm931c8c/JhOf+KotAcD9KV zjz/qiQXWI4fbeda4EGuDQI6Lo65sLdC4AYtmQeJs68p6MrlgnrDz+djKzwo +b3B7Zj0HIj47NCWTcmLfLEr3+xYP0C2voFxPDUvYq+8frPcPhvq+pSnA2l5 0Qzt1L36niwYH6HncmDkRZ2pF64qhmbCycUIAwUOXrRDp+Gn24900Hz0ZFKC ixfJWXGrPRdJh5sbN5/s5uFF96sPRNfeToNXtBKJlPy8iMe6oCa2KwVifQjy 8wK8SIRxfUf3RjLksS42juziRYZNl39a7k2GXp6qP817eZGarPHSlNo7mIlI fFwqxIuavo+9az2bCDS7vVjfC/MiqgqR9oATCbAj0TouWpQXeb+mr7jIHw8S opdl/MR4UUR+9M2uxhhAGfL17gd5EQ1xf9/43ijQkeK/aivBi1gTlKdfyoSD Zd7G6E0pXqSiWWRyuicEXI8OO+tI8yLiyPOHdt0BEFDWxKQmy4u4PD5WNFN6 QZLy++hj8rz/vn8vqfOXEj+6bZKafY3A8W0PEvW1WE5ue0FTaWRDYduCenQM Q7Bt2d7xiK5T21Yz+XioQXXb9yzCL6We3XaV08Ewm0vb7lpjEze5su1R9/my y9rbZvOuGJDT2/b1cE3R1evb3iqxK/S8t+0+urzXiQ+2XaYza1plt237mfts ZMdtjx2wsbjt/j/jCbXgPx2w7WR7IzfKvG2fl1Y747q47Wbjw3esH/L9M6eZ ZXmMw7avWyawdjhtm2zHlSfvum1h76XVjRfb9sir9g0I3fZJ+ss5haXb9mTx oRor33YnR52OQNW2LXfJrzyp23aYzA4V9bZtLxgOfvret21kyi/K+mPbr821 nGFo20K2DbuSfm37imfabZupbUe/HiqOm9n2WIAAU9fc/8wnyjf76NK2SfGN FHdWts2XsqkVtbbtm++PJWMb287OebC0tbXt/wOrLHw9 "]]}, "Charting`Private`Tag#4"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-0.2499998724489796, 5.99999987244898}, {-0.025, 0.39}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {165, 165.}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> 1., "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Directive[ Opacity[1.], AbsoluteThickness[2], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, {Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], AspectRatio->1., Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Epilog->InsetBox[ BoxData[ FormBox[ StyleBox["\"(b)\"", FontSize -> 11, GrayLevel[0], Bold, StripOnInput -> False], TraditionalForm]], Scaled[{0.15, 0.9}]], Frame->{{True, True}, {True, True}}, FrameLabel->{{ FormBox[ TagBox[ RowBox[{"\[Rho]", "(", TagBox[ TagBox["\[Lambda]", HoldForm], HoldForm], ")"}], HoldForm], TraditionalForm], None}, { FormBox[ TagBox[ TagBox[ TagBox["\[Lambda]", HoldForm], HoldForm], HoldForm], TraditionalForm], None}}, FrameStyle->GrayLevel[0], FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{{0}, {0}}, GridLinesStyle->GrayLevel[0], ImagePadding->All, ImageSize->165, LabelStyle->{FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, Method->{ "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, PlotRange->{{-0.2499998724489796, 5.99999987244898}, {-0.025, 0.39}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, {0, 0}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.9272739527356052`*^9, 3.927273997648509*^9}, { 3.928308525478657*^9, 3.928308564723075*^9}, 3.928310955577527*^9, { 3.928371454001568*^9, 3.928371486880342*^9}, {3.928385814156438*^9, 3.92838581914373*^9}, {3.928385851817212*^9, 3.928385855355673*^9}, { 3.928385894038642*^9, 3.928385929380624*^9}, 3.928386040274893*^9}, CellLabel-> "Out[621]=",ExpressionUUID->"dd8dc669-3267-4282-8329-809350365c56"] }, Open ]], Cell[BoxData[{ RowBox[{ RowBox[{"Export", "[", RowBox[{ "\"\<~/doc/research/frsb_kac-rice/papers/marginal/figs/msg_marg_params.pdf\ \>\"", ",", "mplot1"}], "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Export", "[", RowBox[{ "\"\<~/doc/research/frsb_kac-rice/papers/marginal/figs/msg_marg_spectra.\ pdf\>\"", ",", "mplot2"}], "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Export", "[", RowBox[{ "\"\<~/doc/research/frsb_kac-rice/papers/marginal/figs/msg_marg_legend.pdf\ \>\"", ",", "mlegend"}], "]"}], ";"}]}], "Input", CellChangeTimes->{{3.9272696181002073`*^9, 3.927269657220293*^9}, { 3.927270269287866*^9, 3.927270282296212*^9}}, CellLabel-> "In[766]:=",ExpressionUUID->"c4b7a709-0c12-406e-817b-d5ab6248e215"] }, Open ]], Cell[CellGroupData[{ Cell["Two-sphere complexity", "Section", CellChangeTimes->{{3.928318260366444*^9, 3.928318262638815*^9}},ExpressionUUID->"30f349f0-0201-45b2-b5a3-\ 8e49839759e0"], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{ RowBox[{"\[ScriptCapitalS]SSG", "[", "f_", "]"}], "[", RowBox[{"e_", ",", "\[Mu]_"}], "]"}], "[", RowBox[{"\[Beta]_", ",", "r_", ",", "d_", ",", "g_"}], "]"}], ":=", RowBox[{ RowBox[{"\[Beta]", " ", "e"}], "-", RowBox[{ RowBox[{"(", RowBox[{"r", "+", "g"}], ")"}], "\[Mu]"}], "+", RowBox[{ FractionBox["1", "2"], RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["\[Beta]", "2"], RowBox[{"f", "[", "1", "]"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"2", " ", "\[Beta]", " ", "r"}], "-", "d"}], ")"}], RowBox[{ RowBox[{"f", "'"}], "[", "1", "]"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ SuperscriptBox["r", "2"], "-", SuperscriptBox["g", "2"]}], ")"}], RowBox[{ RowBox[{"f", "''"}], "[", "1", "]"}]}]}], ")"}]}], "+", RowBox[{ FractionBox["1", "2"], RowBox[{"Log", "[", RowBox[{"Det", "[", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"1", ",", RowBox[{"\[ImaginaryI]", " ", "r"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"\[ImaginaryI]", " ", "r"}], ",", "d"}], "}"}]}], "}"}], "]"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], RowBox[{"Log", "[", SuperscriptBox["g", "2"], "]"}]}]}]}]], "Input", CellChangeTimes->{{3.893316988921195*^9, 3.893316992463443*^9}, { 3.893317218452095*^9, 3.893317219619937*^9}, {3.893390740606974*^9, 3.893390742053738*^9}, {3.893391315552421*^9, 3.8933913158502293`*^9}, 3.8933915408785686`*^9, {3.893393806623554*^9, 3.89339380964726*^9}, { 3.893393990060009*^9, 3.8933940099391003`*^9}, 3.893394040907139*^9, { 3.893394072963949*^9, 3.893394139213038*^9}, {3.893394188672977*^9, 3.893394200822554*^9}, {3.893394242648198*^9, 3.893394279368902*^9}, { 3.893394963757108*^9, 3.893394984196706*^9}, {3.893395075271117*^9, 3.893395076126714*^9}, {3.893466239735382*^9, 3.8934662534471207`*^9}, { 3.893466287847393*^9, 3.8934663266161423`*^9}, {3.893466442801201*^9, 3.893466448888904*^9}, {3.893466798001996*^9, 3.893466865799477*^9}, { 3.89346697514908*^9, 3.89346714156851*^9}, {3.893467199040753*^9, 3.8934672542407837`*^9}, 3.893467438049059*^9, 3.893467518537928*^9, { 3.893467821470008*^9, 3.893467836140666*^9}, {3.893467935425086*^9, 3.893468007840762*^9}, {3.893488589367136*^9, 3.893488595574922*^9}, { 3.9283184817074003`*^9, 3.9283185835017757`*^9}, {3.9283188418349*^9, 3.928319012686397*^9}}, CellLabel-> "In[144]:=",ExpressionUUID->"45a50f4a-d97f-42b1-ada9-24fc0845df15"], Cell[BoxData[ RowBox[{ RowBox[{"f34", "=", RowBox[{"Function", "[", RowBox[{"q", ",", RowBox[{ FractionBox["1", "2"], RowBox[{"(", RowBox[{ SuperscriptBox["q", "3"], "+", SuperscriptBox["q", "4"]}], ")"}]}]}], "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.928318702712069*^9, 3.928318704751341*^9}}, CellLabel-> "In[145]:=",ExpressionUUID->"70d06993-9c98-4ef4-85b3-edb1c3ba7f4e"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{ RowBox[{"sSSG", "[", "f_", "]"}], "[", RowBox[{"e_", ",", "\[Omega]_"}], "]"}], "[", RowBox[{"\[Beta]_", ",", "r_", ",", "d_", ",", "g_"}], "]"}], "=", RowBox[{ RowBox[{"Solve", "[", RowBox[{ RowBox[{"0", "==", RowBox[{"D", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{"\[ScriptCapitalS]SSG", "[", "f", "]"}], "[", RowBox[{"e", ",", "\[Omega]"}], "]"}], "[", RowBox[{"\[Beta]", ",", "r", ",", "d", ",", "g"}], "]"}], ",", RowBox[{"{", RowBox[{"{", RowBox[{"\[Beta]", ",", "r", ",", "d", ",", "g"}], "}"}], "}"}]}], "]"}]}], ",", RowBox[{"{", RowBox[{"\[Beta]", ",", "r", ",", "d", ",", "g"}], "}"}]}], "]"}], "//", "Simplify"}]}]], "Input", CellChangeTimes->{{3.928318671270808*^9, 3.928318748305036*^9}, { 3.928321573505897*^9, 3.928321631487793*^9}, 3.928321697577244*^9}, CellLabel-> "In[160]:=",ExpressionUUID->"8c463f84-76c8-4379-88b6-1e727102231e"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"\[Beta]", "\[Rule]", FractionBox[ RowBox[{ RowBox[{"\[Omega]", " ", RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], "+", RowBox[{"e", " ", RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "+", RowBox[{ SuperscriptBox["f", "\[Prime]\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], ")"}]}]}], RowBox[{ SuperscriptBox[ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "2"], "-", RowBox[{ RowBox[{"f", "[", "1", "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "+", RowBox[{ SuperscriptBox["f", "\[Prime]\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], ")"}]}]}]]}], ",", RowBox[{"r", "\[Rule]", FractionBox[ RowBox[{ RowBox[{"\[Omega]", " ", RowBox[{"f", "[", "1", "]"}]}], "+", RowBox[{"e", " ", RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}]}]}], RowBox[{ RowBox[{"-", SuperscriptBox[ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "2"]}], "+", RowBox[{ RowBox[{"f", "[", "1", "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "+", RowBox[{ SuperscriptBox["f", "\[Prime]\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], ")"}]}]}]]}], ",", RowBox[{"d", "\[Rule]", FractionBox[ RowBox[{ RowBox[{ RowBox[{"-", SuperscriptBox["\[Omega]", "2"]}], " ", SuperscriptBox[ RowBox[{"f", "[", "1", "]"}], "2"], " ", RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], "-", RowBox[{"2", " ", "e", " ", "\[Omega]", " ", RowBox[{"f", "[", "1", "]"}], " ", SuperscriptBox[ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "2"]}], "+", RowBox[{ SuperscriptBox[ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "3"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", SuperscriptBox["e", "2"]}], "+", RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], ")"}]}], "-", RowBox[{"2", " ", RowBox[{"f", "[", "1", "]"}], " ", SuperscriptBox[ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "2"], " ", RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "+", RowBox[{ SuperscriptBox["f", "\[Prime]\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], ")"}]}], "+", RowBox[{ SuperscriptBox[ RowBox[{"f", "[", "1", "]"}], "2"], " ", SuperscriptBox[ RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "+", RowBox[{ SuperscriptBox["f", "\[Prime]\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], ")"}], "2"]}]}], RowBox[{ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], " ", SuperscriptBox[ RowBox[{"(", RowBox[{ SuperscriptBox[ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "2"], "-", RowBox[{ RowBox[{"f", "[", "1", "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "+", RowBox[{ SuperscriptBox["f", "\[Prime]\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], ")"}]}]}], ")"}], "2"]}]]}], ",", RowBox[{"g", "\[Rule]", RowBox[{"-", FractionBox[ RowBox[{"\[Omega]", "+", SqrtBox[ RowBox[{ SuperscriptBox["\[Omega]", "2"], "-", RowBox[{"4", " ", RowBox[{ SuperscriptBox["f", "\[Prime]\[Prime]", MultilineFunction->None], "[", "1", "]"}]}]}]]}], RowBox[{"2", " ", RowBox[{ SuperscriptBox["f", "\[Prime]\[Prime]", MultilineFunction->None], "[", "1", "]"}]}]]}]}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"\[Beta]", "\[Rule]", FractionBox[ RowBox[{ RowBox[{"\[Omega]", " ", RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], "+", RowBox[{"e", " ", RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "+", RowBox[{ SuperscriptBox["f", "\[Prime]\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], ")"}]}]}], RowBox[{ SuperscriptBox[ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "2"], "-", RowBox[{ RowBox[{"f", "[", "1", "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "+", RowBox[{ SuperscriptBox["f", "\[Prime]\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], ")"}]}]}]]}], ",", RowBox[{"r", "\[Rule]", FractionBox[ RowBox[{ RowBox[{"\[Omega]", " ", RowBox[{"f", "[", "1", "]"}]}], "+", RowBox[{"e", " ", RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}]}]}], RowBox[{ RowBox[{"-", SuperscriptBox[ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "2"]}], "+", RowBox[{ RowBox[{"f", "[", "1", "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "+", RowBox[{ SuperscriptBox["f", "\[Prime]\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], ")"}]}]}]]}], ",", RowBox[{"d", "\[Rule]", FractionBox[ RowBox[{ RowBox[{ RowBox[{"-", SuperscriptBox["\[Omega]", "2"]}], " ", SuperscriptBox[ RowBox[{"f", "[", "1", "]"}], "2"], " ", RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], "-", RowBox[{"2", " ", "e", " ", "\[Omega]", " ", RowBox[{"f", "[", "1", "]"}], " ", SuperscriptBox[ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "2"]}], "+", RowBox[{ SuperscriptBox[ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "3"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", SuperscriptBox["e", "2"]}], "+", RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], ")"}]}], "-", RowBox[{"2", " ", RowBox[{"f", "[", "1", "]"}], " ", SuperscriptBox[ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "2"], " ", RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "+", RowBox[{ SuperscriptBox["f", "\[Prime]\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], ")"}]}], "+", RowBox[{ SuperscriptBox[ RowBox[{"f", "[", "1", "]"}], "2"], " ", SuperscriptBox[ RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "+", RowBox[{ SuperscriptBox["f", "\[Prime]\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], ")"}], "2"]}]}], RowBox[{ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], " ", SuperscriptBox[ RowBox[{"(", RowBox[{ SuperscriptBox[ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "2"], "-", RowBox[{ RowBox[{"f", "[", "1", "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}], "+", RowBox[{ SuperscriptBox["f", "\[Prime]\[Prime]", MultilineFunction->None], "[", "1", "]"}]}], ")"}]}]}], ")"}], "2"]}]]}], ",", RowBox[{"g", "\[Rule]", FractionBox[ RowBox[{ RowBox[{"-", "\[Omega]"}], "+", SqrtBox[ RowBox[{ SuperscriptBox["\[Omega]", "2"], "-", RowBox[{"4", " ", RowBox[{ SuperscriptBox["f", "\[Prime]\[Prime]", MultilineFunction->None], "[", "1", "]"}]}]}]]}], RowBox[{"2", " ", RowBox[{ SuperscriptBox["f", "\[Prime]\[Prime]", MultilineFunction->None], "[", "1", "]"}]}]]}]}], "}"}]}], "}"}]], "Output", CellChangeTimes->{{3.928318722097322*^9, 3.928318748612713*^9}, { 3.928318842873763*^9, 3.928319013596527*^9}, 3.928321704803512*^9}, CellLabel-> "Out[160]=",ExpressionUUID->"2ae85ee5-ac37-40ff-9e25-33aba3eab114"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{ RowBox[{"sSSGpure", "[", "p_", "]"}], "[", RowBox[{"e_", ",", "\[Omega]_"}], "]"}], "[", RowBox[{"r_", ",", "d_", ",", "g_"}], "]"}], "=", RowBox[{ RowBox[{"Solve", "[", RowBox[{ RowBox[{"0", "==", RowBox[{"D", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{"\[ScriptCapitalS]SSG", "[", RowBox[{"Function", "[", RowBox[{"q", ",", RowBox[{ FractionBox["1", RowBox[{"p", RowBox[{"(", RowBox[{"p", "-", "1"}], ")"}]}]], SuperscriptBox["q", "p"]}]}], "]"}], "]"}], "[", RowBox[{"e", ",", "\[Omega]"}], "]"}], "[", RowBox[{"0", ",", "r", ",", "d", ",", "g"}], "]"}], ",", RowBox[{"{", RowBox[{"{", RowBox[{"r", ",", "d", ",", "g"}], "}"}], "}"}]}], "]"}]}], ",", RowBox[{"{", RowBox[{"r", ",", "d", ",", "g"}], "}"}]}], "]"}], "//", "Simplify"}]}]], "Input", CellChangeTimes->{{3.928321766090645*^9, 3.9283217990272923`*^9}, { 3.928321830772492*^9, 3.928321833316163*^9}, {3.928321901861021*^9, 3.928321904492908*^9}, {3.928325131913663*^9, 3.9283251327455797`*^9}}, CellLabel-> "In[213]:=",ExpressionUUID->"96d20562-b958-4d4f-ac54-fb5edc1b11d7"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"r", "\[Rule]", FractionBox[ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "p"}], ")"}], " ", "\[Omega]"}], "p"]}], ",", RowBox[{"d", "\[Rule]", FractionBox[ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "p"}], ")"}], " ", RowBox[{"(", RowBox[{ SuperscriptBox["p", "2"], "+", SuperscriptBox["\[Omega]", "2"], "-", RowBox[{"p", " ", SuperscriptBox["\[Omega]", "2"]}]}], ")"}]}], SuperscriptBox["p", "2"]]}], ",", RowBox[{"g", "\[Rule]", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "\[Omega]"}], "-", SqrtBox[ RowBox[{ RowBox[{"-", "4"}], "+", SuperscriptBox["\[Omega]", "2"]}]]}], ")"}]}]}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"r", "\[Rule]", FractionBox[ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "p"}], ")"}], " ", "\[Omega]"}], "p"]}], ",", RowBox[{"d", "\[Rule]", FractionBox[ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", "p"}], ")"}], " ", RowBox[{"(", RowBox[{ SuperscriptBox["p", "2"], "+", SuperscriptBox["\[Omega]", "2"], "-", RowBox[{"p", " ", SuperscriptBox["\[Omega]", "2"]}]}], ")"}]}], SuperscriptBox["p", "2"]]}], ",", RowBox[{"g", "\[Rule]", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "\[Omega]"}], "+", SqrtBox[ RowBox[{ RowBox[{"-", "4"}], "+", SuperscriptBox["\[Omega]", "2"]}]]}], ")"}]}]}]}], "}"}]}], "}"}]], "Output", CellChangeTimes->{{3.9283217868964787`*^9, 3.928321799328679*^9}, { 3.928321831185828*^9, 3.928321833555532*^9}, 3.928321905036762*^9, 3.928325136080742*^9}, CellLabel-> "Out[213]=",ExpressionUUID->"a162cdc1-705f-4672-ae1a-890773989108"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Plot", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"\[ScriptCapitalS]SSG", "[", "f", "]"}], "[", RowBox[{"e", ",", RowBox[{"2", SqrtBox[ RowBox[{ RowBox[{"f", "''"}], "[", "1", "]"}]]}]}], "]"}], "[", RowBox[{"\[Beta]", ",", "r", ",", "d", ",", "g"}], "]"}], "/.", "stest"}], "/.", RowBox[{"f", "->", "f34"}]}], ",", RowBox[{"{", RowBox[{"e", ",", RowBox[{"-", "1.73"}], ",", RowBox[{"-", "1.6"}]}], "}"}], ",", RowBox[{"PlotRange", "->", RowBox[{"{", RowBox[{"0", ",", "0.04"}], "}"}]}]}], "]"}]], "Input", CellChangeTimes->{{3.92831875964047*^9, 3.928318778577712*^9}, { 3.928319020542819*^9, 3.928319035902425*^9}}, CellLabel-> "In[149]:=",ExpressionUUID->"45b7bda0-6295-48d7-9a9b-df79450c99c1"], Cell[BoxData[ GraphicsBox[ InterpretationBox[{ TagBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" 1:eJw91wk0lN//B/CRSAiJpMQUFS3Kmu3rM0gqQqQkNCUqVFJZpmJQSFKRlGXm 2oqSFCWVrSRFJEu27FuSVJQG+X2ec/7n7xzHeZ3P+977ea7nufPMsgPHbVxn 0Wi0Jvyl/jbr3ThjcmqymPZ/P/N3GQTFHUVLOreWPD4EoooqutoH0PqB4s5R AfDV7Zik8O7JYrZU0XPPnDBYvLBhBccCXSmgtrw5CnbazlLZYYT5kObzdiPR 0D5p7VamPVnMqBZ47dYSCxZLJso816IPKjjtcbkJ5RWuCzSXYT4i2Xy0LB5U BMLVhNEldDM92ffxEGl016qTjvYLqTZoiAebZyOXItGMoyUDJ/vioeOe7+w+ BbSr+edkgQSYiLo4HiuP+dj0+qlNCbDG7v6nP0vQv9zHsosT4GrXWMLzheg7 uhP86YmwRqdRKwpNm9ry4HBWIpRH5dcw0Qw1Jbk3uYkwrc/iF6RsaChz4mUi uN+YcbeWxvHdtBj/jkQwNRfW61uAdbsS4rgoCXh5Ck1i86n6KmmPC0lwQ4TP u0sC67a5FwQjk0DtQLdIHuU04ayE6CQ4LJ4Oeyh/kVucy02ChiOr76SK435O 15y5UZAEOfJaPjpiWLf2sls/nASu4dukDojg/Em39mdacKCN8TBYS4Tqd5cD 04YDNn9lfgihaSo6JvPtOcBw73v/QBjzpp59TBcOyFmww6bnYl491iPfnwP1 4k94N4Uw3/olwCidA8Zxy7pqBDDvzil9+4cDBVbhVqlodvic4qIpDmwQ+l7o Q9WFb2Td5+OCvP+L+KWU9RXt/UW48Ndh906P2Tifzb/RN/Jc7P/yG0F+tGW+ ivEmzN+euP8fDfMhmvl3I7hg3Gu2VArNaP/gGxvFBbflcZFDM7xitmzOT1Y0 F7I5Wh5xaIbGRhnteC5AnLfyj3+84pKRQ0uOZnKBGT6ckjaN+QhbifZyLqS4 d8aJTGLezjarcpoL5Rnr53TzeMW03vSWUBqBof4An6doepSJwYpZBNRdltq5 UnWNnoUOAgRe7XWQLP7LK+4szVVJEyHQa1Ef6T3BK2b+uPW6QIbAqvUVQc3j vGJyi9U4tI7A+bBGzyw0/bDqBdv1BDo7encHotn607IFGwjcvMqnuoLyj6/j LA0Cwj/1WrzGcL1b83ybdQgM591XF/qF8zXu5/CZENgy78XS1p/osdfZOpsI pLu+E8pGl8iYpnuaEnBeONBuS9nz+qZKMwI1vvRL3B84v42vhYsFgUd6MT3a o9i/qGXQv50ExGKSq+eiCevAL/5dBNy/Piho+4778+2aueBuAoqJVVeC0ewu o2y+PQSuTwsYVI9gXqDfoM6RwKid1KpkND3hY0exE4Ht2cslT6HZWi2HM50J CO6DQVk0019v3UkmAd8Sv+uu37A/AwjsciFQvygsUAdN4/HbPj5IYMOJWHcR NONFj2ioK4HBZY8YD4dxPasxdflDBBxCvg5PfcX6oz1bVNwJGGx2Nr0+hOu7 ad28e5zAZiU7NXc0baZQxtiLgNUsi6UMNLmS1tOIPlCkO/71C/YTd4k5cYJA uLZ0ugmaZlQ6svgUgWgp0WuyaPoN3dpEdMLPWee+D+J+dYvT5E4TyM4e3ZmA prs0Gkv6EGhYWTX71wDOP/3Osd2XQPvsV6MVaLq4Rso2P+y/u6CNg6Yt+quR h57i3MnbRuUluAaB/rg/5ziETuVpgbmdaPG9sZG/+/H6Bl74AIvAcpmQgyno zgSb7jH02nF/az80OXI3wvwMAa06LwNLdIkqM5CL3nLFWYrXh+b2bYezBI7N 0SvbgabJ2Qc6nyPg17chZxW6M50bwUUHvVqVON2L660y7f6Mvh4ofSoTXSJx 18cmgADHSZQZiCZ+R3LD0Rn6/BZ2aHpTqMEL9PM/o4p8VP5cq8aSQAJlDQPi n3pw/leSKZvR1bntk1loJl+G43F007WGgWA0WzvBJRbdfbyqzr6H2s/hJ0/R w9tfFatS+bCEXc3o8TXP7s2m6qkZxn/Q/+Y+jGvpxvqTBWck2QSEBu+E5KDp pW0zq9GS5ZzjoWj2K/5aBnpJWuxeRypfGD5ii1YKjjRTR5NsD/uDaFVmiIYQ VY/LEvNG6xiyFNq7sH9f8/nn0EZyJ0Ty0CVWW5gX0Nt4h/5cRDMUUicj0Dub nHv2Ue7f23MZ7fzErkaLyqd5y0ShD123eC6CJg4DcZfQXt4md7o6MS/07GAo mmWtF5OPZt8fOheAPq+qFngZTd/m33MSHSWq7OFCud011g19c0h+ty6680hO zC50coW0iTia9s2+3QTdXVJ5t6sD13P9d2ktdb0FQZJ5aPrV6HnUfrk93MgK 7aDOB2mXMdzPjMxvXfZo5mRoZB16KDl16xp0p/7AxQfotfF7Hk63Y3+q2nvD 0Q8iXrNT0CUqxH8DejT4zOApNEP9efkM3g/qZ9SszdCdw2UDlegnHkkKw5+x P7+0dAf0hIttWBGabGEZL0XrOc79fhVNrzTMbcP7r9DidJEWmtkfI2GD/rdp zUohdGeA0vQcNOO/rsstbdjP29TCZ3h/l63b7hSIJqeOPVuIFlzJ/3oHmt5Q 8LuYeh7kC9YqoTsHfgm6oSvFVkxVtGJdUTM1A58n0TmtLgnoEnO99aZoy5mr lUfRzJXrr7Tj8/jx+1S8ZCt1Pve+m4Nu/lCv69iC19PJVtPE533x24hkVTS5 OeWYj+eBYyljLh+awX/IcSO682FWU3ozjh+Z82kdnh8D0ed9vzfh+KWs52Pe BJQv6XWUNlH/L49QZ7R7yOjm62gG03zFazyfRk46LtSl6h6f2sPx/Brfqfk4 +BOOb1EwGjpKQHv7kJwdmjwKvaeH9jMl51ehGf+1fQnzxPNGS3RnVSPWD9t2 L/IgwC/T+1MaTZfxfil1mMD85pgNmfV4vfVecGo/Pg8aNZ5nKQ/OiN3A89ri snCmFbrk77uavH0EQo2Clv2uw/2Ukl7xBc/7qcxjkiaU1/rLr3Mg0M/aOtZW i/lutsVyG1yv4fyGHDS9umb9gh0E6OtLPEOo+hOH2XzWBPb2aPepoNlspaC6 7QQ+mCs1+nzA+njYW9uteL7IzeRL1OD8rlGxpYDnh4/eWE819qecFBlkSOD3 h9Mb8tHswYFThv/h58eF4QwndCdTTfaBHoHb35pv3X1PvR9cz/HQInC1KO/M pirMO91abLOagCvTHfzeYv5tcmvdfBzPiDpriaZ9YMlZShDgKTwqUKJsLpX3 WgzHd/zVqK3A/eSGD2Th5/8z54vKq9H0Mp99e/H9QMwpY35bOfb/s3bliVEu 5O/p74EyXF9lm8xgPheCdYWXLaTsJbtVPY8LFrKqzsOvME+OKPvmcKG76XTT TTS7JPL7aAYXRO0F3v94ifWxz9y0W/g+s0vpSWopjtfOChdlcWGu7QF888L6 4glWuzbmt5satRRh3UyuSkGdC2Jmyrwsym2k1WEdF6T0Rzxs0DSo1CpSxPct RZZVUiGO/5LWqCvBBc1f1xZqvMB8vce72YMcYMaUpjkXYD9/zVhfojnwtI5e +jgX8xd1J7814Pup7TDrEppBi9AV/pAEi+ryNfdT3pjFv+xdEvh9tMwQRbN7 XfUNi5JAp/bsFZdHWDfM1tl4OwmeVjc5zX+I9bFod8XT6LdXeZ7ZWHfJutcr lgT5xTRNpUxcz1IhVVg9EYyTd7zkZWA+qG7PyOpEqA5Osa6lvD/9Y5ViIvSb bjoagGasTBFmSSeCVFXY7aY7eL3lMzGxEwng1SQme/k22tlctLYwAZR/yP0b T8X8D8WYPfh9IH65bsUbDs6X0vI3xygeLi7QsYiIQZtlue+viIOK4/bC8y5i XufBr930WJB0gKfZ59D7UrwN268B43lA2AVvzAtk3LaIjoSisI6rcoep+3Pl ESnNC7ClWzDioyOuP098l/OIHyzPsCrcYoPO6okcbXEEs/4XGeaWvP//vvU/ fcM6EQ== "]]}, Annotation[#, "Charting`Private`Tag#1"]& ]}, {}}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" 1:eJw91wk0lN//B/CRSAiJpMQUFS3Kmu3rM0gqQqQkNCUqVFJZpmJQSFKRlGXm 2oqSFCWVrSRFJEu27FuSVJQG+X2ec/7n7xzHeZ3P+977ea7nufPMsgPHbVxn 0Wi0Jvyl/jbr3ThjcmqymPZ/P/N3GQTFHUVLOreWPD4EoooqutoH0PqB4s5R AfDV7Zik8O7JYrZU0XPPnDBYvLBhBccCXSmgtrw5CnbazlLZYYT5kObzdiPR 0D5p7VamPVnMqBZ47dYSCxZLJso816IPKjjtcbkJ5RWuCzSXYT4i2Xy0LB5U BMLVhNEldDM92ffxEGl016qTjvYLqTZoiAebZyOXItGMoyUDJ/vioeOe7+w+ BbSr+edkgQSYiLo4HiuP+dj0+qlNCbDG7v6nP0vQv9zHsosT4GrXWMLzheg7 uhP86YmwRqdRKwpNm9ry4HBWIpRH5dcw0Qw1Jbk3uYkwrc/iF6RsaChz4mUi uN+YcbeWxvHdtBj/jkQwNRfW61uAdbsS4rgoCXh5Ck1i86n6KmmPC0lwQ4TP u0sC67a5FwQjk0DtQLdIHuU04ayE6CQ4LJ4Oeyh/kVucy02ChiOr76SK435O 15y5UZAEOfJaPjpiWLf2sls/nASu4dukDojg/Em39mdacKCN8TBYS4Tqd5cD 04YDNn9lfgihaSo6JvPtOcBw73v/QBjzpp59TBcOyFmww6bnYl491iPfnwP1 4k94N4Uw3/olwCidA8Zxy7pqBDDvzil9+4cDBVbhVqlodvic4qIpDmwQ+l7o Q9WFb2Td5+OCvP+L+KWU9RXt/UW48Ndh906P2Tifzb/RN/Jc7P/yG0F+tGW+ ivEmzN+euP8fDfMhmvl3I7hg3Gu2VArNaP/gGxvFBbflcZFDM7xitmzOT1Y0 F7I5Wh5xaIbGRhnteC5AnLfyj3+84pKRQ0uOZnKBGT6ckjaN+QhbifZyLqS4 d8aJTGLezjarcpoL5Rnr53TzeMW03vSWUBqBof4An6doepSJwYpZBNRdltq5 UnWNnoUOAgRe7XWQLP7LK+4szVVJEyHQa1Ef6T3BK2b+uPW6QIbAqvUVQc3j vGJyi9U4tI7A+bBGzyw0/bDqBdv1BDo7encHotn607IFGwjcvMqnuoLyj6/j LA0Cwj/1WrzGcL1b83ybdQgM591XF/qF8zXu5/CZENgy78XS1p/osdfZOpsI pLu+E8pGl8iYpnuaEnBeONBuS9nz+qZKMwI1vvRL3B84v42vhYsFgUd6MT3a o9i/qGXQv50ExGKSq+eiCevAL/5dBNy/Piho+4778+2aueBuAoqJVVeC0ewu o2y+PQSuTwsYVI9gXqDfoM6RwKid1KpkND3hY0exE4Ht2cslT6HZWi2HM50J CO6DQVk0019v3UkmAd8Sv+uu37A/AwjsciFQvygsUAdN4/HbPj5IYMOJWHcR NONFj2ioK4HBZY8YD4dxPasxdflDBBxCvg5PfcX6oz1bVNwJGGx2Nr0+hOu7 ad28e5zAZiU7NXc0baZQxtiLgNUsi6UMNLmS1tOIPlCkO/71C/YTd4k5cYJA uLZ0ugmaZlQ6svgUgWgp0WuyaPoN3dpEdMLPWee+D+J+dYvT5E4TyM4e3ZmA prs0Gkv6EGhYWTX71wDOP/3Osd2XQPvsV6MVaLq4Rso2P+y/u6CNg6Yt+quR h57i3MnbRuUluAaB/rg/5ziETuVpgbmdaPG9sZG/+/H6Bl74AIvAcpmQgyno zgSb7jH02nF/az80OXI3wvwMAa06LwNLdIkqM5CL3nLFWYrXh+b2bYezBI7N 0SvbgabJ2Qc6nyPg17chZxW6M50bwUUHvVqVON2L660y7f6Mvh4ofSoTXSJx 18cmgADHSZQZiCZ+R3LD0Rn6/BZ2aHpTqMEL9PM/o4p8VP5cq8aSQAJlDQPi n3pw/leSKZvR1bntk1loJl+G43F007WGgWA0WzvBJRbdfbyqzr6H2s/hJ0/R w9tfFatS+bCEXc3o8TXP7s2m6qkZxn/Q/+Y+jGvpxvqTBWck2QSEBu+E5KDp pW0zq9GS5ZzjoWj2K/5aBnpJWuxeRypfGD5ii1YKjjRTR5NsD/uDaFVmiIYQ VY/LEvNG6xiyFNq7sH9f8/nn0EZyJ0Ty0CVWW5gX0Nt4h/5cRDMUUicj0Dub nHv2Ue7f23MZ7fzErkaLyqd5y0ShD123eC6CJg4DcZfQXt4md7o6MS/07GAo mmWtF5OPZt8fOheAPq+qFngZTd/m33MSHSWq7OFCud011g19c0h+ty6680hO zC50coW0iTia9s2+3QTdXVJ5t6sD13P9d2ktdb0FQZJ5aPrV6HnUfrk93MgK 7aDOB2mXMdzPjMxvXfZo5mRoZB16KDl16xp0p/7AxQfotfF7Hk63Y3+q2nvD 0Q8iXrNT0CUqxH8DejT4zOApNEP9efkM3g/qZ9SszdCdw2UDlegnHkkKw5+x P7+0dAf0hIttWBGabGEZL0XrOc79fhVNrzTMbcP7r9DidJEWmtkfI2GD/rdp zUohdGeA0vQcNOO/rsstbdjP29TCZ3h/l63b7hSIJqeOPVuIFlzJ/3oHmt5Q 8LuYeh7kC9YqoTsHfgm6oSvFVkxVtGJdUTM1A58n0TmtLgnoEnO99aZoy5mr lUfRzJXrr7Tj8/jx+1S8ZCt1Pve+m4Nu/lCv69iC19PJVtPE533x24hkVTS5 OeWYj+eBYyljLh+awX/IcSO682FWU3ozjh+Z82kdnh8D0ed9vzfh+KWs52Pe BJQv6XWUNlH/L49QZ7R7yOjm62gG03zFazyfRk46LtSl6h6f2sPx/Brfqfk4 +BOOb1EwGjpKQHv7kJwdmjwKvaeH9jMl51ehGf+1fQnzxPNGS3RnVSPWD9t2 L/IgwC/T+1MaTZfxfil1mMD85pgNmfV4vfVecGo/Pg8aNZ5nKQ/OiN3A89ri snCmFbrk77uavH0EQo2Clv2uw/2Ukl7xBc/7qcxjkiaU1/rLr3Mg0M/aOtZW i/lutsVyG1yv4fyGHDS9umb9gh0E6OtLPEOo+hOH2XzWBPb2aPepoNlspaC6 7QQ+mCs1+nzA+njYW9uteL7IzeRL1OD8rlGxpYDnh4/eWE819qecFBlkSOD3 h9Mb8tHswYFThv/h58eF4QwndCdTTfaBHoHb35pv3X1PvR9cz/HQInC1KO/M pirMO91abLOagCvTHfzeYv5tcmvdfBzPiDpriaZ9YMlZShDgKTwqUKJsLpX3 WgzHd/zVqK3A/eSGD2Th5/8z54vKq9H0Mp99e/H9QMwpY35bOfb/s3bliVEu 5O/p74EyXF9lm8xgPheCdYWXLaTsJbtVPY8LFrKqzsOvME+OKPvmcKG76XTT TTS7JPL7aAYXRO0F3v94ifWxz9y0W/g+s0vpSWopjtfOChdlcWGu7QF888L6 4glWuzbmt5satRRh3UyuSkGdC2Jmyrwsym2k1WEdF6T0Rzxs0DSo1CpSxPct RZZVUiGO/5LWqCvBBc1f1xZqvMB8vce72YMcYMaUpjkXYD9/zVhfojnwtI5e +jgX8xd1J7814Pup7TDrEppBi9AV/pAEi+ryNfdT3pjFv+xdEvh9tMwQRbN7 XfUNi5JAp/bsFZdHWDfM1tl4OwmeVjc5zX+I9bFod8XT6LdXeZ7ZWHfJutcr lgT5xTRNpUxcz1IhVVg9EYyTd7zkZWA+qG7PyOpEqA5Osa6lvD/9Y5ViIvSb bjoagGasTBFmSSeCVFXY7aY7eL3lMzGxEwng1SQme/k22tlctLYwAZR/yP0b T8X8D8WYPfh9IH65bsUbDs6X0vI3xygeLi7QsYiIQZtlue+viIOK4/bC8y5i XufBr930WJB0gKfZ59D7UrwN268B43lA2AVvzAtk3LaIjoSisI6rcoep+3Pl ESnNC7ClWzDioyOuP098l/OIHyzPsCrcYoPO6okcbXEEs/4XGeaWvP//vvU/ fcM6EQ== "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.7299999973469387`, -1.6000000026530614`}, {0., 0.04}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {-1.597291669430276, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.7299999973469387`, -1.6000000026530614`}, {0., 0.04}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {-1.597291669430276, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" 1:eJw91wk0lN//B/CRSAiJpMQUFS3Kmu3rM0gqQqQkNCUqVFJZpmJQSFKRlGXm 2oqSFCWVrSRFJEu27FuSVJQG+X2ec/7n7xzHeZ3P+977ea7nufPMsgPHbVxn 0Wi0Jvyl/jbr3ThjcmqymPZ/P/N3GQTFHUVLOreWPD4EoooqutoH0PqB4s5R AfDV7Zik8O7JYrZU0XPPnDBYvLBhBccCXSmgtrw5CnbazlLZYYT5kObzdiPR 0D5p7VamPVnMqBZ47dYSCxZLJso816IPKjjtcbkJ5RWuCzSXYT4i2Xy0LB5U BMLVhNEldDM92ffxEGl016qTjvYLqTZoiAebZyOXItGMoyUDJ/vioeOe7+w+ BbSr+edkgQSYiLo4HiuP+dj0+qlNCbDG7v6nP0vQv9zHsosT4GrXWMLzheg7 uhP86YmwRqdRKwpNm9ry4HBWIpRH5dcw0Qw1Jbk3uYkwrc/iF6RsaChz4mUi uN+YcbeWxvHdtBj/jkQwNRfW61uAdbsS4rgoCXh5Ck1i86n6KmmPC0lwQ4TP u0sC67a5FwQjk0DtQLdIHuU04ayE6CQ4LJ4Oeyh/kVucy02ChiOr76SK435O 15y5UZAEOfJaPjpiWLf2sls/nASu4dukDojg/Em39mdacKCN8TBYS4Tqd5cD 04YDNn9lfgihaSo6JvPtOcBw73v/QBjzpp59TBcOyFmww6bnYl491iPfnwP1 4k94N4Uw3/olwCidA8Zxy7pqBDDvzil9+4cDBVbhVqlodvic4qIpDmwQ+l7o Q9WFb2Td5+OCvP+L+KWU9RXt/UW48Ndh906P2Tifzb/RN/Jc7P/yG0F+tGW+ ivEmzN+euP8fDfMhmvl3I7hg3Gu2VArNaP/gGxvFBbflcZFDM7xitmzOT1Y0 F7I5Wh5xaIbGRhnteC5AnLfyj3+84pKRQ0uOZnKBGT6ckjaN+QhbifZyLqS4 d8aJTGLezjarcpoL5Rnr53TzeMW03vSWUBqBof4An6doepSJwYpZBNRdltq5 UnWNnoUOAgRe7XWQLP7LK+4szVVJEyHQa1Ef6T3BK2b+uPW6QIbAqvUVQc3j vGJyi9U4tI7A+bBGzyw0/bDqBdv1BDo7encHotn607IFGwjcvMqnuoLyj6/j LA0Cwj/1WrzGcL1b83ybdQgM591XF/qF8zXu5/CZENgy78XS1p/osdfZOpsI pLu+E8pGl8iYpnuaEnBeONBuS9nz+qZKMwI1vvRL3B84v42vhYsFgUd6MT3a o9i/qGXQv50ExGKSq+eiCevAL/5dBNy/Piho+4778+2aueBuAoqJVVeC0ewu o2y+PQSuTwsYVI9gXqDfoM6RwKid1KpkND3hY0exE4Ht2cslT6HZWi2HM50J CO6DQVk0019v3UkmAd8Sv+uu37A/AwjsciFQvygsUAdN4/HbPj5IYMOJWHcR NONFj2ioK4HBZY8YD4dxPasxdflDBBxCvg5PfcX6oz1bVNwJGGx2Nr0+hOu7 ad28e5zAZiU7NXc0baZQxtiLgNUsi6UMNLmS1tOIPlCkO/71C/YTd4k5cYJA uLZ0ugmaZlQ6svgUgWgp0WuyaPoN3dpEdMLPWee+D+J+dYvT5E4TyM4e3ZmA prs0Gkv6EGhYWTX71wDOP/3Osd2XQPvsV6MVaLq4Rso2P+y/u6CNg6Yt+quR h57i3MnbRuUluAaB/rg/5ziETuVpgbmdaPG9sZG/+/H6Bl74AIvAcpmQgyno zgSb7jH02nF/az80OXI3wvwMAa06LwNLdIkqM5CL3nLFWYrXh+b2bYezBI7N 0SvbgabJ2Qc6nyPg17chZxW6M50bwUUHvVqVON2L660y7f6Mvh4ofSoTXSJx 18cmgADHSZQZiCZ+R3LD0Rn6/BZ2aHpTqMEL9PM/o4p8VP5cq8aSQAJlDQPi n3pw/leSKZvR1bntk1loJl+G43F007WGgWA0WzvBJRbdfbyqzr6H2s/hJ0/R w9tfFatS+bCEXc3o8TXP7s2m6qkZxn/Q/+Y+jGvpxvqTBWck2QSEBu+E5KDp pW0zq9GS5ZzjoWj2K/5aBnpJWuxeRypfGD5ii1YKjjRTR5NsD/uDaFVmiIYQ VY/LEvNG6xiyFNq7sH9f8/nn0EZyJ0Ty0CVWW5gX0Nt4h/5cRDMUUicj0Dub nHv2Ue7f23MZ7fzErkaLyqd5y0ShD123eC6CJg4DcZfQXt4md7o6MS/07GAo mmWtF5OPZt8fOheAPq+qFngZTd/m33MSHSWq7OFCud011g19c0h+ty6680hO zC50coW0iTia9s2+3QTdXVJ5t6sD13P9d2ktdb0FQZJ5aPrV6HnUfrk93MgK 7aDOB2mXMdzPjMxvXfZo5mRoZB16KDl16xp0p/7AxQfotfF7Hk63Y3+q2nvD 0Q8iXrNT0CUqxH8DejT4zOApNEP9efkM3g/qZ9SszdCdw2UDlegnHkkKw5+x P7+0dAf0hIttWBGabGEZL0XrOc79fhVNrzTMbcP7r9DidJEWmtkfI2GD/rdp zUohdGeA0vQcNOO/rsstbdjP29TCZ3h/l63b7hSIJqeOPVuIFlzJ/3oHmt5Q 8LuYeh7kC9YqoTsHfgm6oSvFVkxVtGJdUTM1A58n0TmtLgnoEnO99aZoy5mr lUfRzJXrr7Tj8/jx+1S8ZCt1Pve+m4Nu/lCv69iC19PJVtPE533x24hkVTS5 OeWYj+eBYyljLh+awX/IcSO682FWU3ozjh+Z82kdnh8D0ed9vzfh+KWs52Pe BJQv6XWUNlH/L49QZ7R7yOjm62gG03zFazyfRk46LtSl6h6f2sPx/Brfqfk4 +BOOb1EwGjpKQHv7kJwdmjwKvaeH9jMl51ehGf+1fQnzxPNGS3RnVSPWD9t2 L/IgwC/T+1MaTZfxfil1mMD85pgNmfV4vfVecGo/Pg8aNZ5nKQ/OiN3A89ri snCmFbrk77uavH0EQo2Clv2uw/2Ukl7xBc/7qcxjkiaU1/rLr3Mg0M/aOtZW i/lutsVyG1yv4fyGHDS9umb9gh0E6OtLPEOo+hOH2XzWBPb2aPepoNlspaC6 7QQ+mCs1+nzA+njYW9uteL7IzeRL1OD8rlGxpYDnh4/eWE819qecFBlkSOD3 h9Mb8tHswYFThv/h58eF4QwndCdTTfaBHoHb35pv3X1PvR9cz/HQInC1KO/M pirMO91abLOagCvTHfzeYv5tcmvdfBzPiDpriaZ9YMlZShDgKTwqUKJsLpX3 WgzHd/zVqK3A/eSGD2Th5/8z54vKq9H0Mp99e/H9QMwpY35bOfb/s3bliVEu 5O/p74EyXF9lm8xgPheCdYWXLaTsJbtVPY8LFrKqzsOvME+OKPvmcKG76XTT TTS7JPL7aAYXRO0F3v94ifWxz9y0W/g+s0vpSWopjtfOChdlcWGu7QF888L6 4glWuzbmt5satRRh3UyuSkGdC2Jmyrwsym2k1WEdF6T0Rzxs0DSo1CpSxPct RZZVUiGO/5LWqCvBBc1f1xZqvMB8vce72YMcYMaUpjkXYD9/zVhfojnwtI5e +jgX8xd1J7814Pup7TDrEppBi9AV/pAEi+ryNfdT3pjFv+xdEvh9tMwQRbN7 XfUNi5JAp/bsFZdHWDfM1tl4OwmeVjc5zX+I9bFod8XT6LdXeZ7ZWHfJutcr lgT5xTRNpUxcz1IhVVg9EYyTd7zkZWA+qG7PyOpEqA5Osa6lvD/9Y5ViIvSb bjoagGasTBFmSSeCVFXY7aY7eL3lMzGxEwng1SQme/k22tlctLYwAZR/yP0b T8X8D8WYPfh9IH65bsUbDs6X0vI3xygeLi7QsYiIQZtlue+viIOK4/bC8y5i XufBr930WJB0gKfZ59D7UrwN268B43lA2AVvzAtk3LaIjoSisI6rcoep+3Pl ESnNC7ClWzDioyOuP098l/OIHyzPsCrcYoPO6okcbXEEs/4XGeaWvP//vvU/ fcM6EQ== "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.7299999973469387`, -1.6000000026530614`}, {0., 0.04}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {-1.597291669430276, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, {Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{-1.597291669430276, 0}, DisplayFunction->Identity, Frame->{{True, True}, {True, True}}, FrameLabel->{{None, None}, {None, None}}, FrameStyle->GrayLevel[0], FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->All, LabelStyle->{FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, Method->{ "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, PlotRange->{{-1.7299999973469387`, -1.6000000026530614`}, {0., 0.04}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, {0, 0}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.92831876096924*^9, 3.928318779431654*^9}, { 3.928318843291098*^9, 3.928319036340851*^9}}, CellLabel-> "Out[149]=",ExpressionUUID->"a27c23e2-1920-4360-9a69-b257e0d81f2f"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"\[ScriptCapitalS]MSG", "[", RowBox[{"f1_", ",", "f2_"}], "]"}], "[", RowBox[{"e_", ",", "\[Omega]1_", ",", "\[Omega]2_"}], "]"}], ":=", RowBox[{ RowBox[{ RowBox[{ RowBox[{"\[ScriptCapitalS]SSG", "[", "f1", "]"}], "[", RowBox[{"ee1", ",", "\[Omega]1"}], "]"}], "[", RowBox[{"\[Beta]", ",", "r1", ",", "d1", ",", "g1"}], "]"}], "+", RowBox[{ RowBox[{ RowBox[{"\[ScriptCapitalS]SSG", "[", "f2", "]"}], "[", RowBox[{"ee2", ",", "\[Omega]2"}], "]"}], "[", RowBox[{"\[Beta]", ",", "r2", ",", "d2", ",", "g2"}], "]"}], "+", RowBox[{"\[Epsilon]", RowBox[{"(", RowBox[{"r12", "+", "r21", "+", "g12", "+", "g21"}], ")"}]}], "+", RowBox[{"\[Beta]", RowBox[{"(", RowBox[{"e", "-", "ee1", "-", "ee2", "-", RowBox[{"\[Epsilon]", " ", "c12"}]}], ")"}]}], "+", RowBox[{ FractionBox["1", "2"], RowBox[{"Log", "[", RowBox[{"Det", "[", RowBox[{ RowBox[{"IdentityMatrix", "[", "2", "]"}], "-", RowBox[{ RowBox[{"Inverse", "[", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"1", ",", RowBox[{"\[ImaginaryI]", " ", "r1"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"\[ImaginaryI]", " ", "r1"}], ",", "d1"}], "}"}]}], "}"}], "]"}], ".", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"c12", ",", RowBox[{"\[ImaginaryI]", " ", "r21"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"\[ImaginaryI]", " ", "r12"}], ",", "d12"}], "}"}]}], "}"}], ".", RowBox[{"Inverse", "[", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"1", ",", RowBox[{"\[ImaginaryI]", " ", "r2"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"\[ImaginaryI]", " ", "r2"}], ",", "d2"}], "}"}]}], "}"}], "]"}], ".", RowBox[{"Transpose", "[", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"c12", ",", RowBox[{"\[ImaginaryI]", " ", "r21"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"\[ImaginaryI]", " ", "r12"}], ",", "d12"}], "}"}]}], "}"}], "]"}]}]}], "]"}], "]"}]}], "-", RowBox[{ FractionBox["1", "2"], RowBox[{"Log", "[", SuperscriptBox[ RowBox[{"(", RowBox[{"1", "-", FractionBox[ RowBox[{"g12", " ", "g21"}], RowBox[{"g1", " ", "g2"}]]}], ")"}], "2"], "]"}]}]}]}]], "Input", CellChangeTimes->{{3.928318589519717*^9, 3.928318646102222*^9}, { 3.928319047749848*^9, 3.9283191469762487`*^9}, {3.9283211077255087`*^9, 3.928321200279552*^9}, {3.928321234328144*^9, 3.928321235184079*^9}, { 3.928321433996133*^9, 3.928321466740798*^9}, {3.928326310184874*^9, 3.928326358827127*^9}, {3.9283268597265797`*^9, 3.928326861038658*^9}, { 3.928327859303669*^9, 3.928327864960133*^9}}, CellLabel-> "In[309]:=",ExpressionUUID->"4214fe68-3ea2-4071-92ec-d501f3d25cf0"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"testf", "=", RowBox[{"Simplify", "[", RowBox[{ RowBox[{ RowBox[{"\[ScriptCapitalS]MSG", "[", RowBox[{ RowBox[{"Function", "[", RowBox[{"q", ",", RowBox[{ FractionBox["1", RowBox[{"p", RowBox[{"(", RowBox[{"p", "-", "1"}], ")"}]}]], SuperscriptBox["q", "p"]}]}], "]"}], ",", RowBox[{"Function", "[", RowBox[{"q", ",", RowBox[{ FractionBox["1", RowBox[{"s", RowBox[{"(", RowBox[{"s", "-", "1"}], ")"}]}]], SuperscriptBox["q", "s"]}]}], "]"}]}], "]"}], "[", RowBox[{"0", ",", "\[Omega]1", ",", "\[Omega]2"}], "]"}], "/.", RowBox[{"\[Beta]", "->", "0"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.928321952669821*^9, 3.928322042432012*^9}}, CellLabel-> "In[310]:=",ExpressionUUID->"a5cb9abb-ed86-4976-9ecc-fd5518916c55"], Cell[BoxData[ RowBox[{ FractionBox["1", "2"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", SuperscriptBox["g1", "2"]}], "-", SuperscriptBox["g2", "2"], "-", FractionBox["d1", RowBox[{ RowBox[{"-", "1"}], "+", "p"}]], "+", SuperscriptBox["r1", "2"], "+", SuperscriptBox["r2", "2"], "-", FractionBox["d2", RowBox[{ RowBox[{"-", "1"}], "+", "s"}]], "+", RowBox[{"2", " ", RowBox[{"(", RowBox[{"g12", "+", "g21", "+", "r12", "+", "r21"}], ")"}], " ", "\[Epsilon]"}], "-", RowBox[{"2", " ", RowBox[{"(", RowBox[{"g1", "+", "r1"}], ")"}], " ", "\[Omega]1"}], "-", RowBox[{"2", " ", RowBox[{"(", RowBox[{"g2", "+", "r2"}], ")"}], " ", "\[Omega]2"}], "-", RowBox[{"Log", "[", SuperscriptBox["g1", "2"], "]"}], "-", RowBox[{"Log", "[", SuperscriptBox["g2", "2"], "]"}], "-", RowBox[{"Log", "[", SuperscriptBox[ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", FractionBox[ RowBox[{"g12", " ", "g21"}], RowBox[{"g1", " ", "g2"}]]}], ")"}], "2"], "]"}], "+", RowBox[{"Log", "[", RowBox[{"d1", "+", SuperscriptBox["r1", "2"]}], "]"}], "+", RowBox[{"Log", "[", RowBox[{"d2", "+", SuperscriptBox["r2", "2"]}], "]"}], "+", RowBox[{"Log", "[", RowBox[{ FractionBox["1", RowBox[{ RowBox[{"(", RowBox[{"d1", "+", SuperscriptBox["r1", "2"]}], ")"}], " ", RowBox[{"(", RowBox[{"d2", "+", SuperscriptBox["r2", "2"]}], ")"}]}]], RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", SuperscriptBox["c12", "2"]}], ")"}], " ", SuperscriptBox["d12", "2"]}], "+", RowBox[{"d2", " ", SuperscriptBox["r1", "2"]}], "-", RowBox[{"2", " ", "c12", " ", "d2", " ", "r1", " ", "r12"}], "+", RowBox[{"d2", " ", SuperscriptBox["r12", "2"]}], "+", RowBox[{ SuperscriptBox["r1", "2"], " ", SuperscriptBox["r2", "2"]}], "-", RowBox[{"2", " ", "r1", " ", "r12", " ", "r2", " ", "r21"}], "+", RowBox[{ SuperscriptBox["r12", "2"], " ", SuperscriptBox["r21", "2"]}], "+", RowBox[{"2", " ", "d12", " ", RowBox[{"(", RowBox[{ RowBox[{"c12", " ", "r1", " ", "r2"}], "-", RowBox[{"r12", " ", "r2"}], "-", RowBox[{"r1", " ", "r21"}], "+", RowBox[{"c12", " ", "r12", " ", "r21"}]}], ")"}]}], "+", RowBox[{"d1", " ", RowBox[{"(", RowBox[{"d2", "-", RowBox[{ SuperscriptBox["c12", "2"], " ", "d2"}], "+", SuperscriptBox["r2", "2"], "-", RowBox[{"2", " ", "c12", " ", "r2", " ", "r21"}], "+", SuperscriptBox["r21", "2"]}], ")"}]}]}], ")"}]}], "]"}]}], ")"}]}]], "Output", CellChangeTimes->{{3.9283220155426493`*^9, 3.92832204269022*^9}, 3.92832636146706*^9, 3.928326862920218*^9, 3.928327867036024*^9}, CellLabel-> "Out[310]=",ExpressionUUID->"9b8c1e46-3986-413d-b7bf-6aa94b87eb6e"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"testf0", "=", RowBox[{"Simplify", "[", RowBox[{ RowBox[{ RowBox[{"testf", "/.", RowBox[{"{", RowBox[{ RowBox[{"\[Epsilon]", "->", "0"}], ",", RowBox[{"c12", "->", "0"}], ",", RowBox[{"r12", "->", "0"}], ",", RowBox[{"r21", "->", "0"}], ",", RowBox[{"d12", "->", "0"}], ",", RowBox[{"g12", "->", "0"}], ",", RowBox[{"g21", "->", "0"}]}], "}"}]}], "/.", RowBox[{ RowBox[{ RowBox[{ RowBox[{"sSSGpure", "[", "p", "]"}], "[", RowBox[{"e", ",", "\[Omega]1"}], "]"}], "[", RowBox[{"r1", ",", "d1", ",", "g1"}], "]"}], "[", RowBox[{"[", "2", "]"}], "]"}]}], "/.", RowBox[{ RowBox[{ RowBox[{ RowBox[{"sSSGpure", "[", "s", "]"}], "[", RowBox[{"e", ",", "\[Omega]2"}], "]"}], "[", RowBox[{"r2", ",", "d2", ",", "g2"}], "]"}], "[", RowBox[{"[", "2", "]"}], "]"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.928325058637918*^9, 3.928325150569932*^9}, { 3.92832518303533*^9, 3.928325183482915*^9}, {3.928325249525988*^9, 3.928325252137924*^9}, {3.9283253135213947`*^9, 3.928325326424852*^9}, { 3.9283263651397743`*^9, 3.928326367299494*^9}}, CellLabel-> "In[311]:=",ExpressionUUID->"db85a58a-435c-4d0a-8c51-0c2640969430"], Cell[BoxData[ RowBox[{ FractionBox["1", "4"], " ", RowBox[{"(", RowBox[{ RowBox[{"-", SuperscriptBox["\[Omega]1", "2"]}], "+", FractionBox[ RowBox[{"2", " ", SuperscriptBox["\[Omega]1", "2"]}], "p"], "-", RowBox[{"\[Omega]1", " ", SqrtBox[ RowBox[{ RowBox[{"-", "4"}], "+", SuperscriptBox["\[Omega]1", "2"]}]]}], "-", SuperscriptBox["\[Omega]2", "2"], "+", FractionBox[ RowBox[{"2", " ", SuperscriptBox["\[Omega]2", "2"]}], "s"], "-", RowBox[{"\[Omega]2", " ", SqrtBox[ RowBox[{ RowBox[{"-", "4"}], "+", SuperscriptBox["\[Omega]2", "2"]}]]}], "+", RowBox[{"2", " ", RowBox[{"Log", "[", RowBox[{ RowBox[{"-", "1"}], "+", "p"}], "]"}]}], "+", RowBox[{"2", " ", RowBox[{"Log", "[", RowBox[{ RowBox[{"-", "1"}], "+", "s"}], "]"}]}], "-", RowBox[{"2", " ", RowBox[{"Log", "[", RowBox[{ FractionBox["1", "4"], " ", SuperscriptBox[ RowBox[{"(", RowBox[{"\[Omega]1", "-", SqrtBox[ RowBox[{ RowBox[{"-", "4"}], "+", SuperscriptBox["\[Omega]1", "2"]}]]}], ")"}], "2"]}], "]"}]}], "-", RowBox[{"2", " ", RowBox[{"Log", "[", RowBox[{ FractionBox["1", "4"], " ", SuperscriptBox[ RowBox[{"(", RowBox[{"\[Omega]2", "-", SqrtBox[ RowBox[{ RowBox[{"-", "4"}], "+", SuperscriptBox["\[Omega]2", "2"]}]]}], ")"}], "2"]}], "]"}]}]}], ")"}]}]], "Output", CellChangeTimes->{{3.928325080828113*^9, 3.928325184096053*^9}, 3.9283252524248543`*^9, {3.928325318801146*^9, 3.92832532664618*^9}, 3.928326367575745*^9, 3.928327868830392*^9}, CellLabel-> "Out[311]=",ExpressionUUID->"8a35ea3d-ed21-4e33-8824-c132d8b27c9e"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Plot", "[", RowBox[{ RowBox[{"testf0", "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "3"}], ",", RowBox[{"\[Omega]2", "->", "2"}]}], "}"}]}], ",", RowBox[{"{", RowBox[{"\[Omega]1", ",", "2", ",", "2.1"}], "}"}]}], "]"}]], "Input", CellChangeTimes->{{3.928325186931265*^9, 3.928325245197147*^9}, { 3.928325297119894*^9, 3.928325301423172*^9}, {3.928325343041707*^9, 3.928325413828697*^9}}, CellLabel-> "In[275]:=",ExpressionUUID->"c9ffbb5d-6b37-4a76-8c79-d0de5c139a97"], Cell[BoxData[ GraphicsBox[ InterpretationBox[{ TagBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" 1:eJwV0Xs0lHkYB/BJirNFDoUmtC6TSyrsprSa3xRLabE4Z2NLTVPksM1EUlJ2 MrmPym2MmXmTLkPHlCSS6JnKRmFNajO5Fm1Wm4otdHHs8/7xvu/5nO/zPL/3 /B5rniA4QofBYPjjQ3/dl/rgm8FRC9441FjKySL1tYVGaOHn90kzTDn5wF3q +C2aQbUKvczlpPrcVBCHzpn3ZsBYTlyWVZwX0vm6ywFSPTlxXGHkO2sW5kOd IW/ey4jFD905OjqYn76kzbkrI7O28pfM0cXzzHK7hnky8k6pus/VRz/3KLXN KiZF7WMpcfMZHE5YnXiqVkpis0c7BEbokMe3vF8UEf6uGdW9hTjfQOkyOS4h LENzebs55oEOrYsXSMhMp8/ilZZ4nkuyyw3jQjJvlbPDEWt0n8r18aIC8miX +aajLKxnNiWXsfJJvYo59cQR550SHdBY5JHwP21vDq1AS6THS61ziVv60Df9 rvh/Ysl0t/1p4hR6881Kd8zH7MbMnE6S3pnCgdXrcL5bdhLXRkyqIIOXz0Zr 1wS2DGeSOlO3hN6NaNb5qPSr6STRe1DW44NeHH13W3EqCc8qD3Tdgt53wXFP gIh8UR5ctD4Q3bt+Qa7dcdLQExpTEoK2/3jPU3yMVJaNB41uRbcHG7zSHibb /fI3j21Dc76Wb4uJJ85z/B5t4aLj80XhLAGplehFb9+DDg6PWTI7ksRBUn5o FPrEEpuJj2EkiDHXv+I3tDAi0qd5LXltVmR2fT+asbu9T7MJlL7sOJOD6HHI 2LeDCwWGivAdieif/LaL+dHgqWL8uvMY+v7ti6bjsaDHS3pVexydwp7rY3kI xG+/ippS0XdlaR2fksDLePW1xkz0Xk9DslsIlgGi/QYn8T7ND1BKHRFUcbXE JA9zu4poUWIqRGV7lQgk6LLKLmenDNCKaxakyNAa17GyqixIYvUbCc9g/0S9 OtslBzY8tTj35By9D5Ni09enQB3O8x5Q4r6Xf5d4yTMXeNONCZwKzB+Hrpwo zYM132s8cipxv20PRubMLoA/NowYnK5GDwwe3RVQCAl7zeNGbuD8m/qXum5I 4MXugOGpW9i/NrYnaJ4UkifXjf4HOP8fe7+ZsGJgn18v+rEJ+62f6a5qlkEd y9fJvwXrp4OtBy0VoLXVOOxEC/WVuc9tFTBpHWYfi1bf6V824KgAd6sYu0K6 /uIX6F2tgOump6z66HqdBtUzfwVc1esy3vcA82grQfcxBZSPRH4RP8ScdyVn sk8BLcPvPp2h7aMr/TykgOG/D09dfUjft0nz9IgClg1mfXxCu2drvu6EAi50 X3ln0Yo2DnlpYkjB2daJIRVaGDIQ6cGmQP3g98HbaLWbXQPbm4KBZv0XGrp+ x3x3bz8KrJqY/R/oeps7RYG/UKBoYGs929BrJcZRfAoa6pufBtDe3CHmx1PQ U/fzX1w0Q312+cEjFDBreJ0n0By+XldKGgUe1f9qJHT+tngoU0xBaFV8Rznt CFiYm0fB4crp9nq0+lBCtFRKQdHltLY2Om9tfFlyhoL/Aez0IiE= "]]}, Annotation[#, "Charting`Private`Tag#1"]& ]}, {}}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwV0Xs0lHkYB/BJirNFDoUmtC6TSyrsprSa3xRLabE4Z2NLTVPksM1EUlJ2 MrmPym2MmXmTLkPHlCSS6JnKRmFNajO5Fm1Wm4otdHHs8/7xvu/5nO/zPL/3 /B5rniA4QofBYPjjQ3/dl/rgm8FRC9441FjKySL1tYVGaOHn90kzTDn5wF3q +C2aQbUKvczlpPrcVBCHzpn3ZsBYTlyWVZwX0vm6ywFSPTlxXGHkO2sW5kOd IW/ey4jFD905OjqYn76kzbkrI7O28pfM0cXzzHK7hnky8k6pus/VRz/3KLXN KiZF7WMpcfMZHE5YnXiqVkpis0c7BEbokMe3vF8UEf6uGdW9hTjfQOkyOS4h LENzebs55oEOrYsXSMhMp8/ilZZ4nkuyyw3jQjJvlbPDEWt0n8r18aIC8miX +aajLKxnNiWXsfJJvYo59cQR550SHdBY5JHwP21vDq1AS6THS61ziVv60Df9 rvh/Ysl0t/1p4hR6881Kd8zH7MbMnE6S3pnCgdXrcL5bdhLXRkyqIIOXz0Zr 1wS2DGeSOlO3hN6NaNb5qPSr6STRe1DW44NeHH13W3EqCc8qD3Tdgt53wXFP gIh8UR5ctD4Q3bt+Qa7dcdLQExpTEoK2/3jPU3yMVJaNB41uRbcHG7zSHibb /fI3j21Dc76Wb4uJJ85z/B5t4aLj80XhLAGplehFb9+DDg6PWTI7ksRBUn5o FPrEEpuJj2EkiDHXv+I3tDAi0qd5LXltVmR2fT+asbu9T7MJlL7sOJOD6HHI 2LeDCwWGivAdieif/LaL+dHgqWL8uvMY+v7ti6bjsaDHS3pVexydwp7rY3kI xG+/ippS0XdlaR2fksDLePW1xkz0Xk9DslsIlgGi/QYn8T7ND1BKHRFUcbXE JA9zu4poUWIqRGV7lQgk6LLKLmenDNCKaxakyNAa17GyqixIYvUbCc9g/0S9 OtslBzY8tTj35By9D5Ni09enQB3O8x5Q4r6Xf5d4yTMXeNONCZwKzB+Hrpwo zYM132s8cipxv20PRubMLoA/NowYnK5GDwwe3RVQCAl7zeNGbuD8m/qXum5I 4MXugOGpW9i/NrYnaJ4UkifXjf4HOP8fe7+ZsGJgn18v+rEJ+62f6a5qlkEd y9fJvwXrp4OtBy0VoLXVOOxEC/WVuc9tFTBpHWYfi1bf6V824KgAd6sYu0K6 /uIX6F2tgOump6z66HqdBtUzfwVc1esy3vcA82grQfcxBZSPRH4RP8ScdyVn sk8BLcPvPp2h7aMr/TykgOG/D09dfUjft0nz9IgClg1mfXxCu2drvu6EAi50 X3ln0Yo2DnlpYkjB2daJIRVaGDIQ6cGmQP3g98HbaLWbXQPbm4KBZv0XGrp+ x3x3bz8KrJqY/R/oeps7RYG/UKBoYGs929BrJcZRfAoa6pufBtDe3CHmx1PQ U/fzX1w0Q312+cEjFDBreJ0n0By+XldKGgUe1f9qJHT+tngoU0xBaFV8Rznt CFiYm0fB4crp9nq0+lBCtFRKQdHltLY2Om9tfFlyhoL/Aez0IiE= "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{2, 2.1}, {-0.028925417267099185`, 0.02648051321294509}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {2.0000000000000044`, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{2, 2.1}, {-0.028925417267099185`, 0.02648051321294509}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {2.0000000000000044`, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{{}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" 1:eJwV0Xs0lHkYB/BJirNFDoUmtC6TSyrsprSa3xRLabE4Z2NLTVPksM1EUlJ2 MrmPym2MmXmTLkPHlCSS6JnKRmFNajO5Fm1Wm4otdHHs8/7xvu/5nO/zPL/3 /B5rniA4QofBYPjjQ3/dl/rgm8FRC9441FjKySL1tYVGaOHn90kzTDn5wF3q +C2aQbUKvczlpPrcVBCHzpn3ZsBYTlyWVZwX0vm6ywFSPTlxXGHkO2sW5kOd IW/ey4jFD905OjqYn76kzbkrI7O28pfM0cXzzHK7hnky8k6pus/VRz/3KLXN KiZF7WMpcfMZHE5YnXiqVkpis0c7BEbokMe3vF8UEf6uGdW9hTjfQOkyOS4h LENzebs55oEOrYsXSMhMp8/ilZZ4nkuyyw3jQjJvlbPDEWt0n8r18aIC8miX +aajLKxnNiWXsfJJvYo59cQR550SHdBY5JHwP21vDq1AS6THS61ziVv60Df9 rvh/Ysl0t/1p4hR6881Kd8zH7MbMnE6S3pnCgdXrcL5bdhLXRkyqIIOXz0Zr 1wS2DGeSOlO3hN6NaNb5qPSr6STRe1DW44NeHH13W3EqCc8qD3Tdgt53wXFP gIh8UR5ctD4Q3bt+Qa7dcdLQExpTEoK2/3jPU3yMVJaNB41uRbcHG7zSHibb /fI3j21Dc76Wb4uJJ85z/B5t4aLj80XhLAGplehFb9+DDg6PWTI7ksRBUn5o FPrEEpuJj2EkiDHXv+I3tDAi0qd5LXltVmR2fT+asbu9T7MJlL7sOJOD6HHI 2LeDCwWGivAdieif/LaL+dHgqWL8uvMY+v7ti6bjsaDHS3pVexydwp7rY3kI xG+/ippS0XdlaR2fksDLePW1xkz0Xk9DslsIlgGi/QYn8T7ND1BKHRFUcbXE JA9zu4poUWIqRGV7lQgk6LLKLmenDNCKaxakyNAa17GyqixIYvUbCc9g/0S9 OtslBzY8tTj35By9D5Ni09enQB3O8x5Q4r6Xf5d4yTMXeNONCZwKzB+Hrpwo zYM132s8cipxv20PRubMLoA/NowYnK5GDwwe3RVQCAl7zeNGbuD8m/qXum5I 4MXugOGpW9i/NrYnaJ4UkifXjf4HOP8fe7+ZsGJgn18v+rEJ+62f6a5qlkEd y9fJvwXrp4OtBy0VoLXVOOxEC/WVuc9tFTBpHWYfi1bf6V824KgAd6sYu0K6 /uIX6F2tgOump6z66HqdBtUzfwVc1esy3vcA82grQfcxBZSPRH4RP8ScdyVn sk8BLcPvPp2h7aMr/TykgOG/D09dfUjft0nz9IgClg1mfXxCu2drvu6EAi50 X3ln0Yo2DnlpYkjB2daJIRVaGDIQ6cGmQP3g98HbaLWbXQPbm4KBZv0XGrp+ x3x3bz8KrJqY/R/oeps7RYG/UKBoYGs929BrJcZRfAoa6pufBtDe3CHmx1PQ U/fzX1w0Q312+cEjFDBreJ0n0By+XldKGgUe1f9qJHT+tngoU0xBaFV8Rznt CFiYm0fB4crp9nq0+lBCtFRKQdHltLY2Om9tfFlyhoL/Aez0IiE= "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{2, 2.1}, {-0.028925417267099185`, 0.02648051321294509}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {2.0000000000000044`, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, {Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{2.0000000000000044`, 0}, DisplayFunction->Identity, Frame->{{True, True}, {True, True}}, FrameLabel->{{None, None}, {None, None}}, FrameStyle->GrayLevel[0], FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->All, LabelStyle->{FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, Method->{ "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, PlotRange->{{2, 2.1}, {-0.028925417267099185`, 0.02648051321294509}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.05], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.928325239059709*^9, 3.928325253070775*^9}, { 3.9283252975616417`*^9, 3.9283254139896727`*^9}, 3.928326372911352*^9}, CellLabel-> "Out[275]=",ExpressionUUID->"b59006fe-f37c-4871-a973-46e0413200d9"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"solMSG", "=", RowBox[{"Solve", "[", RowBox[{ RowBox[{"0", "==", RowBox[{"D", "[", RowBox[{"testf", ",", RowBox[{"{", RowBox[{"{", RowBox[{ "r1", ",", "d1", ",", "g1", ",", "r2", ",", "d2", ",", "g2", ",", "c12", ",", "r12", ",", "r21", ",", "d12", ",", "g12", ",", "g21"}], "}"}], "}"}]}], "]"}]}], ",", RowBox[{"{", RowBox[{ "r1", ",", "d1", ",", "g1", ",", "r2", ",", "d2", ",", "g2", ",", "c12", ",", "r12", ",", "r21", ",", "d12", ",", "g12", ",", "g21"}], "}"}]}], "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.928321236386643*^9, 3.928321317465919*^9}, { 3.928321409117734*^9, 3.92832142853971*^9}, {3.92832154521555*^9, 3.928321547558012*^9}, {3.92832185310032*^9, 3.9283218539880047`*^9}, { 3.928321934831135*^9, 3.928321943589601*^9}, {3.9283220528875113`*^9, 3.928322091440154*^9}, {3.928322210354931*^9, 3.928322213322405*^9}, { 3.9283263753551607`*^9, 3.928326381722896*^9}}, CellLabel-> "In[312]:=",ExpressionUUID->"4c8d0c76-a2a7-40b1-b6fe-f45c16cb33a3"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Length", "[", "solMSG", "]"}]], "Input", CellChangeTimes->{{3.928324734945094*^9, 3.92832473686416*^9}}, CellLabel-> "In[313]:=",ExpressionUUID->"ad57fc71-fcc6-4fd4-b0f7-b878c240416d"], Cell[BoxData["15"], "Output", CellChangeTimes->{3.928324737089588*^9, 3.928326656826744*^9, 3.928327095543043*^9, 3.92832812958195*^9}, CellLabel-> "Out[313]=",ExpressionUUID->"68f8c96a-c11c-48fd-b259-2e0770fb9704"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Length", "[", RowBox[{"e13", "[", RowBox[{"[", "3", "]"}], "]"}], "]"}]], "Input", CellChangeTimes->{{3.9283244612927*^9, 3.928324465637702*^9}}, CellLabel-> "In[181]:=",ExpressionUUID->"98247650-d262-4810-9a09-b82172ed14d1"], Cell[BoxData["1387"], "Output", CellChangeTimes->{3.928324465851623*^9}, CellLabel-> "Out[181]=",ExpressionUUID->"b42de7f5-fb90-493f-8730-505cb6f4fbaf"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"testf0", "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "5"}], ",", RowBox[{"\[Omega]2", "->", "2"}], ",", RowBox[{"\[Omega]1", "->", RowBox[{"Tan", "[", RowBox[{"\[Theta]", "/", "2"}], "]"}]}]}], "}"}]}], "/.", RowBox[{"\[Theta]", "->", "0."}]}]], "Input", CellChangeTimes->{{3.928325524256774*^9, 3.928325536184658*^9}},ExpressionUUID->"8d2f4cc8-be70-40f0-8030-\ 791191ae6af8"], Cell[BoxData[ RowBox[{"0.4395120897918227`", "\[VeryThinSpace]", "+", RowBox[{"1.5207598402878648`", " ", "\[ImaginaryI]"}]}]], "Output", CellChangeTimes->{{3.9283255225813417`*^9, 3.9283255334583187`*^9}}, CellLabel-> "Out[245]=",ExpressionUUID->"bbd7e664-d32d-4da1-af9c-c2d14ddb0f87"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ParametricPlot", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"ArcTan", "[", RowBox[{"\[Omega]1", ",", "\[Omega]2"}], "]"}], "-", RowBox[{"\[Pi]", "/", "4"}]}], ",", "testf0"}], "}"}], "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "5"}], ",", RowBox[{"\[Omega]2", "->", "2"}]}], "}"}]}], ",", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"ArcTan", "[", RowBox[{"\[Omega]2", ",", "\[Omega]1"}], "]"}], "-", RowBox[{"\[Pi]", "/", "4"}]}], ",", RowBox[{"Evaluate", "[", RowBox[{"testf0", "/.", RowBox[{"{", RowBox[{ RowBox[{"\[Omega]1", "->", "\[Omega]2"}], ",", RowBox[{"\[Omega]2", "->", "\[Omega]1"}]}], "}"}]}], "]"}]}], "}"}], "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "5"}], ",", RowBox[{"\[Omega]2", "->", "2"}]}], "}"}]}]}], "}"}], ",", RowBox[{"{", RowBox[{"\[Omega]1", ",", "2", ",", "3"}], "}"}], ",", RowBox[{"PlotRange", "->", RowBox[{"{", RowBox[{"Automatic", ",", RowBox[{"{", RowBox[{"0", ",", "Automatic"}], "}"}]}], "}"}]}]}], "]"}]], "Input", CellChangeTimes->{{3.928325783450922*^9, 3.9283257915803423`*^9}}, CellLabel-> "In[259]:=",ExpressionUUID->"92fb26f6-6860-4b79-9533-0d2feb1db965"], Cell[BoxData[ GraphicsBox[ InterpretationBox[{ TagBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" 1:eJw1kHswlQkYxg+daVWObOSS5HbCtjZqc6/9jjrdjJQsnVK5xVjllstSwuK0 aDNYNQjJqhDjznF9jvv5yqUV7Ukol9o6yOduk5n99o99Z9555zfPzPu+z6Pl 5nfaQ5rBYNjT/d/8v8xEz5jG++sJRlToU21VRYiNbHMPG9MsjOhpVGHDLCzX hL2b5mNhI/PK+yDKV0nia9CcqrvDRYkLQQCRdkiK5l1u280VfoRoNdB2sLmO YDxwUpyWvQQZy8D5dos6IsqVmDvPCIIgfq/rqmItwZD6OaXQMQjinBakbKR5 JubmQlEQZKbM9uowaObB+8bZYOhPuccbTgrofXr67uUhiMuJurIspFlOJSPC PQyCJ3LBtpcFRNSoVfBSSwTE+5PWXOpriKjiY35h9bEQzEmse6yrCU5bwqXg R4lQSVWrKPesIBitEvk8nVSsPGNu9uWVEhxuoirzZDqozxHXN+cUEC4j8R4J W7NR2r8pFvm5RNKDZl5gxgO4LBdl80LvEKdSqgq8lPMQxRrts+8Kov2b7rzj /giceXnJ7/p8aF6zi54ezIdmWu/J7lOZoM4yqxy0n0C+9fFVfcEjPJ99lVXN K0bShmkb4mIJOJ4yiUq1JYib/LK+M6YSOU6ZtfzFUjqPmlF53Vq4aIdvYeqU 49hoZKajbRPiDplunjxagaAn238yFjbj1Ml3Ry84VqIy3XgHx7INbzexXrSE VoE7uNFwaLUD/t28BSV+Nbhpn000MkkISzfmf8yrwb6hWuc9sV0wq2+JTGoQ IChyUIHr2wvNIr7/cFMtorPsXD+r/ok0+4p7mv11kBRY1LBy+2idFeTVX49C xQDuJ6V+PB/WrbLqbsDedu2tTxMGIBBbliWJG5Ewe2DSYOdfiPNI9r3d24Ty l9Zl2YViCMVXde+KgbFqnfiSM4PoOsHylvcRQsKdSf+wbghdE3w2Y0KIlIem qVHpw/DKztAVuDdj8OmI71e8NyhaUkhqf9WME0bLdvGRb/FFbWCDt00LHC64 6IvsRmFDvs7J7GzBAFhGWuZjCJUVeAeYt8KjRv3WisI4DJpYPnkVrfhloi86 gDmB/e4lYbnsNhz/7Vu29IcJhKcYHXZNaUOx3tc/TJHvELUU73xUph2ze2Kk VFvew8XujZNVcDvOVrZr/1H0N0IvvvY2lrTjDk8zYLH4A/xXD46PO3WAJS2d 21b8ESuJw0qf2jqQPB/Wa3pfgpUun3uNxp2w430TvDV/EnkOfDEruxNVLbdr zHKnwOEH33RbJ8KFc8OrahnTYN/X6bD2F+HhAS/J+sJPMHjhULbYL8JxtxhR fOEMkg5rqVe9FKEqRM9yQ8kM8q/UhwSJRUjWkB6Pq5ih83Oen3stwg3ZM31x DTOYmPtly8wYzT5uhrd6aN1G6uM4JcJaocpY+twMpm5HrkGWROaZy8l+6hRC rRbYN+RIZCzoZZVrUIhtcLCwkCeRcN2vdVGLgqZobHelAolCTpZzuC6FqcsE 8XgbiZAIj5cJhhRU/PvX4vVJeApNG4usKPhP8JlHdpFgu3kGzB6iUKr0/T9S BiTGhpQ5JkcoiPxji8IMScw5SX0ntKYgUFO39DIh8f7aW+6APQVmTkeZjhmJ uyPK3dscKVTyApXemNP3tvX4ufDof7UGCxwOkFhRq2JOnaeQJndXLE+QODc2 sbTHmQJbwlt8xiHhG528LtSV9pOrw/j1IImu8LpdTe4UZHWXV6y4JLafdr7C 9KTwLzi3xtI= "]]}, Annotation[#, "Charting`Private`Tag#1"]& ], TagBox[ {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2], Opacity[1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" 1:eJw1j31QzHkcx3/1a9y6tkRZceV2a29nx8TtnQsRn5aSIRSW1daV2pIetNhc 0SmnTTklSa4H2ei6sCupTQ/y/fa09icPzZVsdoS2lOikh7Uibu+P+8y85zOv ec975v1mhcRuCTMnCGKjSf/9/2+Zps3C1b0eCHn8Xae5dqC1VhCTXBO3H3nQ YM8Ge9hS5T/bxL4JPWNzfgJugFwXOlwHxB+c+cEMT9CKN2yKLDCxS4iDm+02 MPo9Drv4rhaIYpHdMF0MNF79hfCMGkjeBaMBhBSM/GON08+qIFm5LjahPgV4 /LzPAmsleLScEMeVZkLwdlZ3StR5YDYP2ZQ45wDh7n103JKPgj0z51pszoOR snNXX+4pRsk96WEnZhfBIPP9FVv7CpRV3Cg8kF8METta7Zqz61BwtupyxJwS 6FO4L7ZhNiGbBUu/OxtaCtLTl9QNbWrEPOT32/CTMqAPPnztNe0eGtlpoRI4 XYVc2UzJYGo7an/Xfb5aqITlAv2frjM6kG84LZNRWw4nwkuJTS8eIbmosFY2 cR1Wx5404+RoUYRT4iwL5xsQQptcyj6jQ2lrls547V0Jat/AfHpuDxJu7vcO 3F4FA+qylzvqnqPnllYdTfEq2Oi6hsny60WS+8JxhqwaPupPX8ro1CPN9a/L XpXchArRuc2lyf1oWX1TUtatGqgU2xcuWTiAmAqZ5OntWhDsGUjc0DKI5Fsr C5iddcDnq3oPyYYQV2Eljeish0ZDUN23vDdI+5Sj4t+/BQvHDv/i0D2MsHZF RZa2AWrTJBb5yrcoLez03oyHt8F/tjT/SdUI0mj3c3K1CHJ2MqPh8jvUvtEq 0iYGA+0FujtUOIra+2Rsog9D39bj/UnHxlBEUT6nJrQRFp0syWQdHUcKg21W a3cjeOI35m77JhDh8Gh6pE8TFLZeab8WZEC+lE5eeKcJ6Ku2TXsR9h7F02si 97k1Q5b/jAM1gUbEu20VU1LZDIp11Qd7Yj4gj9DyhIvsFvBNSN/uHjuJErN5 XruyW6DLwZE6s/cjSjakB3nTWoG7e+dXg6mfkNjvmYgf1wo+1xroylNTKP5n XaTrUCs8KI/64UvFZyT5uFqvF6mBfpIt3f/3F2TMfMr4p0UNhrcB5uv2Edh4 L6agwfUOrC095xY3zQyXCGRaq6I7sNumaKbXGTPsKYtLDSE14LHIKMLzzTH3 grN6vUQDSv7+leU3zTGvQ1Ax0amBLhU3Xe9N4hwvlqOqSwOO3LbqyPUkVkTX H5RqNbAqg2026kPi6KKgsVGdBr7Mn3xNbCFx3+jRWW97NVA7zJrHDDD5Pmav 9CMaCBkYeRwqIfFIRtIUolPgPdfwiMgjcSJ/nP2rNQVXfozP+72AxGm3BMuX 21CQ3yNPYBSRmK3pXVRlS8HVAf0pl0umfBTAX/Mo+JTjZOevJLGDpHMqnUvB 7m0zD9c1kljaJ7NYu4CCG58QzbuFxFWMxR/MXCgo4FhVdqhJfE+Sokj4noLx qeTA4TYS13zjuCJiCQV0FZ7u1EVimlxd4byMAn+xILFca8oLDzCeuVFwJCfF cqXO1Jf15LJgJQVR8deThM9JXGidq7UBCgwuCvHLXhJzh4QTbR4U6EI9wqX9 pj0XnYnjq037zkenmA+SmM55b+R7UmAp4qGsIRL/C5ZNYg4= "]]}, Annotation[#, "Charting`Private`Tag#2"]& ]}, {}}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]], Line[CompressedData[" 1:eJw1kHswlQkYxg+daVWObOSS5HbCtjZqc6/9jjrdjJQsnVK5xVjllstSwuK0 aDNYNQjJqhDjznF9jvv5yqUV7Ukol9o6yOduk5n99o99Z9555zfPzPu+z6Pl 5nfaQ5rBYNjT/d/8v8xEz5jG++sJRlToU21VRYiNbHMPG9MsjOhpVGHDLCzX hL2b5mNhI/PK+yDKV0nia9CcqrvDRYkLQQCRdkiK5l1u280VfoRoNdB2sLmO YDxwUpyWvQQZy8D5dos6IsqVmDvPCIIgfq/rqmItwZD6OaXQMQjinBakbKR5 JubmQlEQZKbM9uowaObB+8bZYOhPuccbTgrofXr67uUhiMuJurIspFlOJSPC PQyCJ3LBtpcFRNSoVfBSSwTE+5PWXOpriKjiY35h9bEQzEmse6yrCU5bwqXg R4lQSVWrKPesIBitEvk8nVSsPGNu9uWVEhxuoirzZDqozxHXN+cUEC4j8R4J W7NR2r8pFvm5RNKDZl5gxgO4LBdl80LvEKdSqgq8lPMQxRrts+8Kov2b7rzj /giceXnJ7/p8aF6zi54ezIdmWu/J7lOZoM4yqxy0n0C+9fFVfcEjPJ99lVXN K0bShmkb4mIJOJ4yiUq1JYib/LK+M6YSOU6ZtfzFUjqPmlF53Vq4aIdvYeqU 49hoZKajbRPiDplunjxagaAn238yFjbj1Ml3Ry84VqIy3XgHx7INbzexXrSE VoE7uNFwaLUD/t28BSV+Nbhpn000MkkISzfmf8yrwb6hWuc9sV0wq2+JTGoQ IChyUIHr2wvNIr7/cFMtorPsXD+r/ok0+4p7mv11kBRY1LBy+2idFeTVX49C xQDuJ6V+PB/WrbLqbsDedu2tTxMGIBBbliWJG5Ewe2DSYOdfiPNI9r3d24Ty l9Zl2YViCMVXde+KgbFqnfiSM4PoOsHylvcRQsKdSf+wbghdE3w2Y0KIlIem qVHpw/DKztAVuDdj8OmI71e8NyhaUkhqf9WME0bLdvGRb/FFbWCDt00LHC64 6IvsRmFDvs7J7GzBAFhGWuZjCJUVeAeYt8KjRv3WisI4DJpYPnkVrfhloi86 gDmB/e4lYbnsNhz/7Vu29IcJhKcYHXZNaUOx3tc/TJHvELUU73xUph2ze2Kk VFvew8XujZNVcDvOVrZr/1H0N0IvvvY2lrTjDk8zYLH4A/xXD46PO3WAJS2d 21b8ESuJw0qf2jqQPB/Wa3pfgpUun3uNxp2w430TvDV/EnkOfDEruxNVLbdr zHKnwOEH33RbJ8KFc8OrahnTYN/X6bD2F+HhAS/J+sJPMHjhULbYL8JxtxhR fOEMkg5rqVe9FKEqRM9yQ8kM8q/UhwSJRUjWkB6Pq5ih83Oen3stwg3ZM31x DTOYmPtly8wYzT5uhrd6aN1G6uM4JcJaocpY+twMpm5HrkGWROaZy8l+6hRC rRbYN+RIZCzoZZVrUIhtcLCwkCeRcN2vdVGLgqZobHelAolCTpZzuC6FqcsE 8XgbiZAIj5cJhhRU/PvX4vVJeApNG4usKPhP8JlHdpFgu3kGzB6iUKr0/T9S BiTGhpQ5JkcoiPxji8IMScw5SX0ntKYgUFO39DIh8f7aW+6APQVmTkeZjhmJ uyPK3dscKVTyApXemNP3tvX4ufDof7UGCxwOkFhRq2JOnaeQJndXLE+QODc2 sbTHmQJbwlt8xiHhG528LtSV9pOrw/j1IImu8LpdTe4UZHWXV6y4JLafdr7C 9KTwLzi3xtI= "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.880722, 0.611041, 0.142051]], Line[CompressedData[" 1:eJw1j31QzHkcx3/1a9y6tkRZceV2a29nx8TtnQsRn5aSIRSW1daV2pIetNhc 0SmnTTklSa4H2ei6sCupTQ/y/fa09icPzZVsdoS2lOikh7Uibu+P+8y85zOv ec975v1mhcRuCTMnCGKjSf/9/2+Zps3C1b0eCHn8Xae5dqC1VhCTXBO3H3nQ YM8Ge9hS5T/bxL4JPWNzfgJugFwXOlwHxB+c+cEMT9CKN2yKLDCxS4iDm+02 MPo9Drv4rhaIYpHdMF0MNF79hfCMGkjeBaMBhBSM/GON08+qIFm5LjahPgV4 /LzPAmsleLScEMeVZkLwdlZ3StR5YDYP2ZQ45wDh7n103JKPgj0z51pszoOR snNXX+4pRsk96WEnZhfBIPP9FVv7CpRV3Cg8kF8METta7Zqz61BwtupyxJwS 6FO4L7ZhNiGbBUu/OxtaCtLTl9QNbWrEPOT32/CTMqAPPnztNe0eGtlpoRI4 XYVc2UzJYGo7an/Xfb5aqITlAv2frjM6kG84LZNRWw4nwkuJTS8eIbmosFY2 cR1Wx5404+RoUYRT4iwL5xsQQptcyj6jQ2lrls547V0Jat/AfHpuDxJu7vcO 3F4FA+qylzvqnqPnllYdTfEq2Oi6hsny60WS+8JxhqwaPupPX8ro1CPN9a/L XpXchArRuc2lyf1oWX1TUtatGqgU2xcuWTiAmAqZ5OntWhDsGUjc0DKI5Fsr C5iddcDnq3oPyYYQV2Eljeish0ZDUN23vDdI+5Sj4t+/BQvHDv/i0D2MsHZF RZa2AWrTJBb5yrcoLez03oyHt8F/tjT/SdUI0mj3c3K1CHJ2MqPh8jvUvtEq 0iYGA+0FujtUOIra+2Rsog9D39bj/UnHxlBEUT6nJrQRFp0syWQdHUcKg21W a3cjeOI35m77JhDh8Gh6pE8TFLZeab8WZEC+lE5eeKcJ6Ku2TXsR9h7F02si 97k1Q5b/jAM1gUbEu20VU1LZDIp11Qd7Yj4gj9DyhIvsFvBNSN/uHjuJErN5 XruyW6DLwZE6s/cjSjakB3nTWoG7e+dXg6mfkNjvmYgf1wo+1xroylNTKP5n XaTrUCs8KI/64UvFZyT5uFqvF6mBfpIt3f/3F2TMfMr4p0UNhrcB5uv2Edh4 L6agwfUOrC095xY3zQyXCGRaq6I7sNumaKbXGTPsKYtLDSE14LHIKMLzzTH3 grN6vUQDSv7+leU3zTGvQ1Ax0amBLhU3Xe9N4hwvlqOqSwOO3LbqyPUkVkTX H5RqNbAqg2026kPi6KKgsVGdBr7Mn3xNbCFx3+jRWW97NVA7zJrHDDD5Pmav 9CMaCBkYeRwqIfFIRtIUolPgPdfwiMgjcSJ/nP2rNQVXfozP+72AxGm3BMuX 21CQ3yNPYBSRmK3pXVRlS8HVAf0pl0umfBTAX/Mo+JTjZOevJLGDpHMqnUvB 7m0zD9c1kljaJ7NYu4CCG58QzbuFxFWMxR/MXCgo4FhVdqhJfE+Sokj4noLx qeTA4TYS13zjuCJiCQV0FZ7u1EVimlxd4byMAn+xILFca8oLDzCeuVFwJCfF cqXO1Jf15LJgJQVR8deThM9JXGidq7UBCgwuCvHLXhJzh4QTbR4U6EI9wqX9 pj0XnYnjq037zkenmA+SmM55b+R7UmAp4qGsIRL/C5ZNYg4= "]]}, "Charting`Private`Tag#2"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-0.19739555984988078`, 0.19739555984988078`}, { 0, 0.10638743750658441`}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 432}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> Automatic, "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.880722, 0.611041, 0.142051]], Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <| "CoordinatesToolOptions" -> Identity, "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ParametricPlot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-0.19739555984988078`, 0.19739555984988078`}, { 0, 0.10638743750658441`}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 432}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> Automatic, "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.880722, 0.611041, 0.142051]], Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <| "CoordinatesToolOptions" -> Identity, "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ParametricPlot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{{}, {}, Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]], Line[CompressedData[" 1:eJw1kHswlQkYxg+daVWObOSS5HbCtjZqc6/9jjrdjJQsnVK5xVjllstSwuK0 aDNYNQjJqhDjznF9jvv5yqUV7Ukol9o6yOduk5n99o99Z9555zfPzPu+z6Pl 5nfaQ5rBYNjT/d/8v8xEz5jG++sJRlToU21VRYiNbHMPG9MsjOhpVGHDLCzX hL2b5mNhI/PK+yDKV0nia9CcqrvDRYkLQQCRdkiK5l1u280VfoRoNdB2sLmO YDxwUpyWvQQZy8D5dos6IsqVmDvPCIIgfq/rqmItwZD6OaXQMQjinBakbKR5 JubmQlEQZKbM9uowaObB+8bZYOhPuccbTgrofXr67uUhiMuJurIspFlOJSPC PQyCJ3LBtpcFRNSoVfBSSwTE+5PWXOpriKjiY35h9bEQzEmse6yrCU5bwqXg R4lQSVWrKPesIBitEvk8nVSsPGNu9uWVEhxuoirzZDqozxHXN+cUEC4j8R4J W7NR2r8pFvm5RNKDZl5gxgO4LBdl80LvEKdSqgq8lPMQxRrts+8Kov2b7rzj /giceXnJ7/p8aF6zi54ezIdmWu/J7lOZoM4yqxy0n0C+9fFVfcEjPJ99lVXN K0bShmkb4mIJOJ4yiUq1JYib/LK+M6YSOU6ZtfzFUjqPmlF53Vq4aIdvYeqU 49hoZKajbRPiDplunjxagaAn238yFjbj1Ml3Ry84VqIy3XgHx7INbzexXrSE VoE7uNFwaLUD/t28BSV+Nbhpn000MkkISzfmf8yrwb6hWuc9sV0wq2+JTGoQ IChyUIHr2wvNIr7/cFMtorPsXD+r/ok0+4p7mv11kBRY1LBy+2idFeTVX49C xQDuJ6V+PB/WrbLqbsDedu2tTxMGIBBbliWJG5Ewe2DSYOdfiPNI9r3d24Ty l9Zl2YViCMVXde+KgbFqnfiSM4PoOsHylvcRQsKdSf+wbghdE3w2Y0KIlIem qVHpw/DKztAVuDdj8OmI71e8NyhaUkhqf9WME0bLdvGRb/FFbWCDt00LHC64 6IvsRmFDvs7J7GzBAFhGWuZjCJUVeAeYt8KjRv3WisI4DJpYPnkVrfhloi86 gDmB/e4lYbnsNhz/7Vu29IcJhKcYHXZNaUOx3tc/TJHvELUU73xUph2ze2Kk VFvew8XujZNVcDvOVrZr/1H0N0IvvvY2lrTjDk8zYLH4A/xXD46PO3WAJS2d 21b8ESuJw0qf2jqQPB/Wa3pfgpUun3uNxp2w430TvDV/EnkOfDEruxNVLbdr zHKnwOEH33RbJ8KFc8OrahnTYN/X6bD2F+HhAS/J+sJPMHjhULbYL8JxtxhR fOEMkg5rqVe9FKEqRM9yQ8kM8q/UhwSJRUjWkB6Pq5ih83Oen3stwg3ZM31x DTOYmPtly8wYzT5uhrd6aN1G6uM4JcJaocpY+twMpm5HrkGWROaZy8l+6hRC rRbYN+RIZCzoZZVrUIhtcLCwkCeRcN2vdVGLgqZobHelAolCTpZzuC6FqcsE 8XgbiZAIj5cJhhRU/PvX4vVJeApNG4usKPhP8JlHdpFgu3kGzB6iUKr0/T9S BiTGhpQ5JkcoiPxji8IMScw5SX0ntKYgUFO39DIh8f7aW+6APQVmTkeZjhmJ uyPK3dscKVTyApXemNP3tvX4ufDof7UGCxwOkFhRq2JOnaeQJndXLE+QODc2 sbTHmQJbwlt8xiHhG528LtSV9pOrw/j1IImu8LpdTe4UZHWXV6y4JLafdr7C 9KTwLzi3xtI= "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.880722, 0.611041, 0.142051]], Line[CompressedData[" 1:eJw1j31QzHkcx3/1a9y6tkRZceV2a29nx8TtnQsRn5aSIRSW1daV2pIetNhc 0SmnTTklSa4H2ei6sCupTQ/y/fa09icPzZVsdoS2lOikh7Uibu+P+8y85zOv ec975v1mhcRuCTMnCGKjSf/9/2+Zps3C1b0eCHn8Xae5dqC1VhCTXBO3H3nQ YM8Ge9hS5T/bxL4JPWNzfgJugFwXOlwHxB+c+cEMT9CKN2yKLDCxS4iDm+02 MPo9Drv4rhaIYpHdMF0MNF79hfCMGkjeBaMBhBSM/GON08+qIFm5LjahPgV4 /LzPAmsleLScEMeVZkLwdlZ3StR5YDYP2ZQ45wDh7n103JKPgj0z51pszoOR snNXX+4pRsk96WEnZhfBIPP9FVv7CpRV3Cg8kF8METta7Zqz61BwtupyxJwS 6FO4L7ZhNiGbBUu/OxtaCtLTl9QNbWrEPOT32/CTMqAPPnztNe0eGtlpoRI4 XYVc2UzJYGo7an/Xfb5aqITlAv2frjM6kG84LZNRWw4nwkuJTS8eIbmosFY2 cR1Wx5404+RoUYRT4iwL5xsQQptcyj6jQ2lrls547V0Jat/AfHpuDxJu7vcO 3F4FA+qylzvqnqPnllYdTfEq2Oi6hsny60WS+8JxhqwaPupPX8ro1CPN9a/L XpXchArRuc2lyf1oWX1TUtatGqgU2xcuWTiAmAqZ5OntWhDsGUjc0DKI5Fsr C5iddcDnq3oPyYYQV2Eljeish0ZDUN23vDdI+5Sj4t+/BQvHDv/i0D2MsHZF RZa2AWrTJBb5yrcoLez03oyHt8F/tjT/SdUI0mj3c3K1CHJ2MqPh8jvUvtEq 0iYGA+0FujtUOIra+2Rsog9D39bj/UnHxlBEUT6nJrQRFp0syWQdHUcKg21W a3cjeOI35m77JhDh8Gh6pE8TFLZeab8WZEC+lE5eeKcJ6Ku2TXsR9h7F02si 97k1Q5b/jAM1gUbEu20VU1LZDIp11Qd7Yj4gj9DyhIvsFvBNSN/uHjuJErN5 XruyW6DLwZE6s/cjSjakB3nTWoG7e+dXg6mfkNjvmYgf1wo+1xroylNTKP5n XaTrUCs8KI/64UvFZyT5uFqvF6mBfpIt3f/3F2TMfMr4p0UNhrcB5uv2Edh4 L6agwfUOrC095xY3zQyXCGRaq6I7sNumaKbXGTPsKYtLDSE14LHIKMLzzTH3 grN6vUQDSv7+leU3zTGvQ1Ax0amBLhU3Xe9N4hwvlqOqSwOO3LbqyPUkVkTX H5RqNbAqg2026kPi6KKgsVGdBr7Mn3xNbCFx3+jRWW97NVA7zJrHDDD5Pmav 9CMaCBkYeRwqIfFIRtIUolPgPdfwiMgjcSJ/nP2rNQVXfozP+72AxGm3BMuX 21CQ3yNPYBSRmK3pXVRlS8HVAf0pl0umfBTAX/Mo+JTjZOevJLGDpHMqnUvB 7m0zD9c1kljaJ7NYu4CCG58QzbuFxFWMxR/MXCgo4FhVdqhJfE+Sokj4noLx qeTA4TYS13zjuCJiCQV0FZ7u1EVimlxd4byMAn+xILFca8oLDzCeuVFwJCfF cqXO1Jf15LJgJQVR8deThM9JXGidq7UBCgwuCvHLXhJzh4QTbR4U6EI9wqX9 pj0XnYnjq037zkenmA+SmM55b+R7UmAp4qGsIRL/C5ZNYg4= "]]}, "Charting`Private`Tag#2"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-0.19739555984988078`, 0.19739555984988078`}, { 0, 0.10638743750658441`}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 432}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> Automatic, "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.880722, 0.611041, 0.142051]], Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <| "CoordinatesToolOptions" -> Identity, "ScalingFunctions" -> {{Identity, Identity}, {Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ParametricPlot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->All, Method->{ "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "ScalingFunctions" -> None}, PlotRange->{{-0.19739555984988078`, 0.19739555984988078`}, { 0, 0.10638743750658441`}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.05], Scaled[0.05]}, {0, Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.92832577903268*^9, 3.928325792097052*^9}}, CellLabel-> "Out[259]=",ExpressionUUID->"a5ca0d9b-697f-41aa-9bc9-c6e41f8638f8"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ListPlot", "[", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{"i", "\[Function]", RowBox[{"Join", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"ArcTan", "[", RowBox[{"\[Omega]1", ",", "\[Omega]2"}], "]"}], "-", RowBox[{"\[Pi]", "/", "4"}]}], ",", "testf"}], "}"}], "/.", RowBox[{"solMSG", "[", RowBox[{"[", "i", "]"}], "]"}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "5"}]}], "}"}]}], "/.", RowBox[{"e13", "[", RowBox[{"[", RowBox[{"1", ",", RowBox[{";;", ";;", "100"}]}], "]"}], "]"}]}], ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"ArcTan", "[", RowBox[{"\[Omega]1", ",", "\[Omega]2"}], "]"}], "-", RowBox[{"\[Pi]", "/", "4"}]}], ",", "testf"}], "}"}], "/.", RowBox[{"solMSG", "[", RowBox[{"[", "i", "]"}], "]"}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "5"}]}], "}"}]}], "/.", RowBox[{"(", RowBox[{ RowBox[{"Reverse", "@", RowBox[{"e13", "[", RowBox[{"[", RowBox[{"1", ",", RowBox[{";;", ";;", "100"}]}], "]"}], "]"}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"\[Omega]1", "->", "\[Omega]2"}], ",", RowBox[{"\[Omega]2", "->", "\[Omega]1"}]}], "}"}]}], ")"}]}]}], "]"}]}], ")"}], "/@", RowBox[{"Range", "[", RowBox[{"Length", "[", "solMSG", "]"}], "]"}]}], ",", RowBox[{"Joined", "->", "True"}]}], "]"}]], "Input", CellChangeTimes->{{3.9283267089849863`*^9, 3.9283267388022747`*^9}, { 3.928326789373075*^9, 3.928326796036601*^9}, {3.928326880536421*^9, 3.928326881439584*^9}, {3.928327119634121*^9, 3.928327119842059*^9}, { 3.928327171499961*^9, 3.9283272074375257`*^9}, {3.9283272753058167`*^9, 3.928327291257494*^9}, {3.928327335594887*^9, 3.9283273371866293`*^9}, { 3.928327402942232*^9, 3.928327405061871*^9}, {3.928327749180561*^9, 3.928327751348021*^9}, {3.928328168821603*^9, 3.92832817383782*^9}, { 3.928328290113358*^9, 3.9283282920262403`*^9}, {3.928328362532241*^9, 3.928328364419702*^9}, {3.928328490746305*^9, 3.928328492808888*^9}, { 3.928328571836684*^9, 3.928328575255856*^9}, {3.928330283707061*^9, 3.92833028572234*^9}}, CellLabel-> "In[336]:=",ExpressionUUID->"158567f8-2e36-4711-872a-8fa10d905ad7"], Cell[BoxData[ GraphicsBox[{{}, InterpretationBox[{ TagBox[{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], PointSize[ 0.012833333333333334`], AbsoluteThickness[2], LineBox[{{-0.054373967504600974`, 0.32690489594508243`}, {-0.004075815416389174, 0.1551191940358463}, {0.004075815416389174, 0.15081016197725647`}, { 0.054373967504600974`, 0.263627035836598}}]}, Annotation[#, "Charting`Private`Tag#1"]& ], TagBox[ {RGBColor[0.880722, 0.611041, 0.142051], PointSize[ 0.012833333333333334`], AbsoluteThickness[2], LineBox[{{-0.054373967504600974`, -0.04135635512009758}, \ {-0.004075815416389174, 0.08554556230220417}, {0.004075815416389174, 0.08123653024361435}, {0.054373967504600974`, -0.104634215228582}}]}, Annotation[#, "Charting`Private`Tag#2"]& ], TagBox[ {RGBColor[0.560181, 0.691569, 0.194885], PointSize[ 0.012833333333333334`], AbsoluteThickness[2], LineBox[{{-0.054373967504600974`, -0.04135635512009758}, \ {-0.004075815416389174, 0.08554556230220417}, {0.004075815416389174, 0.08123653024361435}, {0.054373967504600974`, -0.104634215228582}}]}, Annotation[#, "Charting`Private`Tag#3"]& ]}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{}, {}, Annotation[{ Hue[0.67, 0.6, 0.6], Directive[ PointSize[0.012833333333333334`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[{{-0.054373967504600974`, 0.32690489594508243`}, {-0.004075815416389174, 0.1551191940358463}, {0.004075815416389174, 0.15081016197725647`}, {0.054373967504600974`, 0.263627035836598}}]}, "Charting`Private`Tag#1"], Annotation[{ Hue[0.9060679774997897, 0.6, 0.6], Directive[ PointSize[0.012833333333333334`], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[{{-0.054373967504600974`, -0.04135635512009758}, \ {-0.004075815416389174, 0.08554556230220417}, {0.004075815416389174, 0.08123653024361435}, { 0.054373967504600974`, -0.104634215228582}}]}, "Charting`Private`Tag#2"], Annotation[{ Hue[0.1421359549995791, 0.6, 0.6], Directive[ PointSize[0.012833333333333334`], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Line[{{-0.054373967504600974`, -0.04135635512009758}, \ {-0.004075815416389174, 0.08554556230220417}, {0.004075815416389174, 0.08123653024361435}, { 0.054373967504600974`, -0.104634215228582}}]}, "Charting`Private`Tag#3"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-0.0543739675046009749158988162514067239`16., 0.0543739675046009749158988162514067239`16.}, \ {-0.104634215228582008`5.313568863014193, 0.32690489594508244734279275846847737632`13.82996522655857}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ PointSize[0.012833333333333334`], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ PointSize[0.012833333333333334`], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ PointSize[0.012833333333333334`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-0.0543739675046009749158988162514067239`16., 0.0543739675046009749158988162514067239`16.}, \ {-0.104634215228582008`5.313568863014193, 0.32690489594508244734279275846847737632`13.82996522655857}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ PointSize[0.012833333333333334`], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ PointSize[0.012833333333333334`], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ PointSize[0.012833333333333334`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{}, {}, Annotation[{ Hue[0.67, 0.6, 0.6], Directive[ PointSize[0.012833333333333334`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[{{-0.054373967504600974`, 0.32690489594508243`}, {-0.004075815416389174, 0.1551191940358463}, {0.004075815416389174, 0.15081016197725647`}, { 0.054373967504600974`, 0.263627035836598}}]}, "Charting`Private`Tag#1"], Annotation[{ Hue[0.9060679774997897, 0.6, 0.6], Directive[ PointSize[0.012833333333333334`], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[{{-0.054373967504600974`, -0.04135635512009758}, \ {-0.004075815416389174, 0.08554556230220417}, {0.004075815416389174, 0.08123653024361435}, { 0.054373967504600974`, -0.104634215228582}}]}, "Charting`Private`Tag#2"], Annotation[{ Hue[0.1421359549995791, 0.6, 0.6], Directive[ PointSize[0.012833333333333334`], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Line[{{-0.054373967504600974`, -0.04135635512009758}, \ {-0.004075815416389174, 0.08554556230220417}, {0.004075815416389174, 0.08123653024361435}, { 0.054373967504600974`, -0.104634215228582}}]}, "Charting`Private`Tag#3"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-0.0543739675046009749158988162514067239`16., 0.0543739675046009749158988162514067239`16.}, \ {-0.104634215228582008`5.313568863014193, 0.32690489594508244734279275846847737632`13.82996522655857}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ PointSize[0.012833333333333334`], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ PointSize[0.012833333333333334`], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ PointSize[0.012833333333333334`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], {{}, {}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Frame->{{True, True}, {True, True}}, FrameLabel->{{None, None}, {None, None}}, FrameStyle->GrayLevel[0], FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], LabelStyle->{FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, Method->{ "AxisPadding" -> Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "DefaultPlotStyle" -> { Directive[ RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Directive[ RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[2]], Directive[ RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]], Directive[ RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[2]], Directive[ RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[2]], Directive[ RGBColor[1, 0.75, 0], AbsoluteThickness[2]], Directive[ RGBColor[0.647624, 0.37816, 0.614037], AbsoluteThickness[2]], Directive[ RGBColor[0.571589, 0.586483, 0.], AbsoluteThickness[2]], Directive[ RGBColor[0.915, 0.3325, 0.2125], AbsoluteThickness[2]], Directive[ RGBColor[0.40082222609352647`, 0.5220066643438841, 0.85], AbsoluteThickness[2]], Directive[ RGBColor[0.9728288904374106, 0.621644452187053, 0.07336199581899142], AbsoluteThickness[2]], Directive[ RGBColor[0.736782672705901, 0.358, 0.5030266573755369], AbsoluteThickness[2]], Directive[ RGBColor[0.28026441037696703`, 0.715, 0.4292089322474965], AbsoluteThickness[2]]}, "DomainPadding" -> Scaled[0.02], "PointSizeFunction" -> "SmallPointSize", "RangePadding" -> Scaled[0.05], "OptimizePlotMarkers" -> True, "IncludeHighlighting" -> "CurrentSet", "HighlightStyle" -> Automatic, "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& )}}, PlotRange->{{-0.054373967504600974`, 0.054373967504600974`}, {-0.104634215228582, 0.32690489594508243`}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.05], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.928326712001521*^9, 3.928326732357093*^9}, { 3.9283267856639643`*^9, 3.928326798165032*^9}, {3.928327113992733*^9, 3.9283271289554453`*^9}, {3.9283271829470453`*^9, 3.9283272200925627`*^9}, 3.9283272890782957`*^9, 3.928327321276692*^9, 3.928327372596436*^9, 3.928327446268929*^9, 3.9283278000613813`*^9, 3.9283281726270657`*^9, 3.928328210224099*^9, 3.9283283224434843`*^9, 3.928328415014833*^9, 3.9283285207102213`*^9, 3.928328624995946*^9, 3.9283303157097673`*^9}, CellLabel-> "Out[336]=",ExpressionUUID->"5236b89e-0d98-43ce-b98e-febb8307486e"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"ColorData", "[", "97", "]"}], "/@", RowBox[{"Range", "[", "15", "]"}]}]], "Input", CellChangeTimes->{{3.928328247990982*^9, 3.928328254070787*^9}}, CellLabel-> "In[317]:=",ExpressionUUID->"8cb36fc2-3856-4f28-9961-910e48ddac2e"], Cell[BoxData[ RowBox[{"{", RowBox[{ TemplateBox[<|"color" -> RGBColor[0.368417, 0.506779, 0.709798]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<|"color" -> RGBColor[0.880722, 0.611041, 0.142051]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<|"color" -> RGBColor[0.560181, 0.691569, 0.194885]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<|"color" -> RGBColor[0.922526, 0.385626, 0.209179]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<|"color" -> RGBColor[0.528488, 0.470624, 0.701351]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<|"color" -> RGBColor[0.772079, 0.431554, 0.102387]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<|"color" -> RGBColor[0.363898, 0.618501, 0.782349]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<|"color" -> RGBColor[1, 0.75, 0]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<|"color" -> RGBColor[0.647624, 0.37816, 0.614037]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<|"color" -> RGBColor[0.571589, 0.586483, 0.]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<|"color" -> RGBColor[0.915, 0.3325, 0.2125]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<| "color" -> RGBColor[0.40082222609352647`, 0.5220066643438841, 0.85]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<| "color" -> RGBColor[ 0.9728288904374106, 0.621644452187053, 0.07336199581899142]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<| "color" -> RGBColor[0.736782672705901, 0.358, 0.5030266573755369]|>, "RGBColorSwatchTemplate"], ",", TemplateBox[<| "color" -> RGBColor[0.28026441037696703`, 0.715, 0.4292089322474965]|>, "RGBColorSwatchTemplate"]}], "}"}]], "Output", CellChangeTimes->{3.9283282542803173`*^9}, CellLabel-> "Out[317]=",ExpressionUUID->"ff0ed560-b332-4bb4-8ac7-253cabf4858e"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Length", "[", "e13", "]"}]], "Input", CellChangeTimes->{{3.928330899210141*^9, 3.928330919938808*^9}, { 3.928330956901013*^9, 3.928330977837942*^9}, {3.928331299795047*^9, 3.9283313181796703`*^9}, {3.928371575154426*^9, 3.9283715977304487`*^9}, { 3.9283716699678917`*^9, 3.928371671589779*^9}}, CellLabel-> "In[769]:=",ExpressionUUID->"3293d30f-7d68-4b6a-8ed3-a65763303491"], Cell[BoxData["7"], "Output", CellChangeTimes->{{3.9283309011760073`*^9, 3.9283309201821012`*^9}, { 3.9283309579702177`*^9, 3.928330978674403*^9}, {3.92833130041599*^9, 3.928331318433305*^9}, {3.928371577351409*^9, 3.928371598051585*^9}, 3.928371671860907*^9, 3.92840405294809*^9}, CellLabel-> "Out[769]=",ExpressionUUID->"e5929c2e-7bce-452b-8da3-30291fa9c8df"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"pMSGcList", "=", RowBox[{"ListPlot", "[", RowBox[{ RowBox[{"Prepend", "[", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{"dat", "\[Function]", RowBox[{"Join", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"\[Omega]1", "-", "\[Omega]2"}], ",", RowBox[{"Re", "@", "testf"}]}], "}"}], "/.", RowBox[{"solMSG", "[", RowBox[{"[", "8", "]"}], "]"}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "4"}]}], "}"}]}], "/.", RowBox[{"Most", "[", "dat", "]"}]}], ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"\[Omega]1", "-", "\[Omega]2"}], ",", RowBox[{"Re", "@", "testf"}]}], "}"}], "/.", RowBox[{"solMSG", "[", RowBox[{"[", "8", "]"}], "]"}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "4"}]}], "}"}]}], "/.", RowBox[{"(", RowBox[{ RowBox[{"Reverse", "@", RowBox[{"Most", "[", "dat", "]"}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"\[Omega]1", "->", "\[Omega]2"}], ",", RowBox[{"\[Omega]2", "->", "\[Omega]1"}]}], "}"}]}], ")"}]}]}], "]"}]}], ")"}], "/@", RowBox[{"Rest", "[", "e13", "]"}]}], ",", RowBox[{"Join", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"\[Omega]1", "-", "\[Omega]2"}], ",", RowBox[{"Re", "@", "testf"}]}], "}"}], "/.", RowBox[{"solMSG", "[", RowBox[{"[", "3", "]"}], "]"}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "4"}]}], "}"}]}], "/.", RowBox[{"Most", "[", RowBox[{"e13", "[", RowBox[{"[", "1", "]"}], "]"}], "]"}]}], ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"\[Omega]1", "-", "\[Omega]2"}], ",", RowBox[{"Re", "@", "testf"}]}], "}"}], "/.", RowBox[{"solMSG", "[", RowBox[{"[", "3", "]"}], "]"}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "4"}]}], "}"}]}], "/.", RowBox[{"(", RowBox[{ RowBox[{"Reverse", "@", RowBox[{"Most", "[", RowBox[{"e13", "[", RowBox[{"[", "1", "]"}], "]"}], "]"}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"\[Omega]1", "->", "\[Omega]2"}], ",", RowBox[{"\[Omega]2", "->", "\[Omega]1"}]}], "}"}]}], ")"}]}]}], "]"}]}], "]"}], ",", RowBox[{"Joined", "->", "True"}], ",", RowBox[{"PlotStyle", "->", RowBox[{ RowBox[{"ColorData", "[", "97", "]"}], "/@", RowBox[{"Range", "[", RowBox[{"2", ",", "8"}], "]"}]}]}], ",", RowBox[{"PlotRange", "->", RowBox[{"{", RowBox[{"Automatic", ",", RowBox[{"{", RowBox[{"0", ",", "All"}], "}"}]}], "}"}]}]}], "]"}]}]], "Input", CellChangeTimes->{{3.9283306509365473`*^9, 3.928330656121595*^9}, { 3.928330858723364*^9, 3.928330894548502*^9}, {3.928330998145368*^9, 3.9283310077373323`*^9}, {3.928331322742833*^9, 3.928331327473418*^9}, { 3.9283314876995087`*^9, 3.928331534509822*^9}, {3.928331690390399*^9, 3.928331699524666*^9}, {3.928331753470611*^9, 3.928331764647522*^9}, { 3.9283318087209578`*^9, 3.928331858690811*^9}, {3.928332129038357*^9, 3.9283321301977882`*^9}, {3.928332217537006*^9, 3.928332265163517*^9}, { 3.928332379888356*^9, 3.9283324099720078`*^9}, 3.928332445995036*^9, { 3.9283341847208652`*^9, 3.928334190152492*^9}, {3.928334237978603*^9, 3.928334240706965*^9}, {3.928334276572155*^9, 3.928334343758959*^9}, { 3.9283344037211103`*^9, 3.928334409409589*^9}, {3.928371586062524*^9, 3.928371611188703*^9}, {3.9283716479107*^9, 3.928371689071498*^9}, { 3.928371771451446*^9, 3.928371795199213*^9}, {3.928371855216167*^9, 3.928371857509871*^9}, {3.928391815692848*^9, 3.928391818948147*^9}, { 3.9283918555726833`*^9, 3.9283918918921957`*^9}, {3.928392010304347*^9, 3.928392014151918*^9}, {3.928393501796767*^9, 3.928393505724113*^9}, { 3.9284040710225077`*^9, 3.928404075517787*^9}}, CellLabel-> "In[770]:=",ExpressionUUID->"79ade24b-fc27-4e0b-9ecf-ddb0de8aaff7"], Cell[BoxData[ GraphicsBox[{{}, InterpretationBox[{ TagBox[{{}, {}, TagBox[ {RGBColor[0.880722, 0.611041, 0.142051], PointSize[ 0.003666666666666667], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJw9lAkwHFYYx1dm60jiTKuOtEHH0WjriLuJz4ZQKuKIqyUMgkbDqiSWSCXB uuLeK1gsu3bXFeeyrmckSJVoHelURiO1EiuMSDLiKD1m+ryZN2/ezJv3vvf/ //6fblic98UDBALB89/53ypWEVldl/YD4f8RzlyiDtH7oS1g1sPQwxX8ia73 zV/2waznuaOXPwoHL7H493SHPhhrHoiYeBQH7szMh930Xsg6yyO3nbgG7oUb N6aWe6Du9l+eCQkpIN2cejwOPbA0mcAAn1tQIJ0rF9C6IcJYJcsvMh3CgrbS w6RiCOYo5i79kAnKJSafb58Sg/KFdc4flBxYe/WdVmxxF0T6LTTpUPKANPqs o/d5J0jc1JrcbAohh23tJrHrhJSXEoJqSxHI8fUIC/kiGJcYOvkalEBFRe2s 6M8OkMoO1cizaLCaK24NtuoA34Q6srYsA8y67M1nstuhykN46AaZCd8yLR9p zbWBRUzMuPZvLBiveoOMTdvgsmhzWWJbCuqvLXeJaa1wyd/A7wGrDOKTRr+o mWkBHYLeXe6bctiEVN4BoxZYOaLZEOtWARoP1tyPJTdDJFF8X4FdCetG562l zHswmZ6Y23i1Cszfbf69bdcEXObKWLUWB+ZOKhRFzzXATWLlzPk+Dsw3MZT0 U+thRScjoDW4GvZYjCe6OnVAf59+TrBTDYOJLuAxIIAyO9sWXWYNpF4TrjNC +NCxRTkiZ8oF86dHqYu7POgJHbWyH+ZCtZsJ/1gZF+ZfrMQJA3kQe8tLxcC6 BuxUbCQGyzzI0Fc0mvqVA4QhakZBYi3cW005vHWpCsxYLc0dMnzI3MzN6yNW wPRbO4fwLD4Ul6m5U0zKAJV/Nux3SABXrD/sj/RlgbxIPgpyBEDOb8/Ju0qH naTICyKiENRvVyfn5xdDyMckR4tkIbx1PlM/cbIAgr7ZWNyVCiE6W4n7zDEb Qj1EtXvedaBnkAuuhmkwflxdKaGtDjq4Bx2CqpJg0rFA7Z1cPXSGqT7feBUF uz69JIrL/h5Vetu3ZynU4/Po9XbtkFfa/n2IxpTtUVvdfw+FsJfaTc7u14OG C9n+OrUCXC+aauiSWG7x8X9QkMZIqaMLH/8X9feU6j0prMV6IO5DZUbUYx7W C/mwY6K/1OBhPdHSOuVrlh8X6434T4tk2otqsB/I5uBwcs9P1dgvREbxa9N7 HOwn0nfuDtQ142C/ETnQi9oXWoV5QIO/hPdlaFdiXpDlxWliIZmNeUKtJLXr gwNlmDc0P+n+M+lwKeYRKctofmXiw8K8omXbU+FCOgPzjFZGaMpjUzTMO7rT taDaoliC84Am5qycyI5FOC8o6LgaG5bzcZ7Qe5rURsGZXJw3JEyP8Dl9NxPn Ed1Ju9JrupiG84qocz++oH96E+cZkb4Pav1knILzjpoD0mgZNvG4HyDZxjiH D4zDcb9AFidkVAud7WFkZ8apUaUL4X73D33/dBg= "]]}, Annotation[#, "Charting`Private`Tag#1"]& ], TagBox[ {RGBColor[0.560181, 0.691569, 0.194885], PointSize[ 0.003666666666666667], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJw9lAlQE0YUhsMNVoWWgakIIpJ6VBAENJTq/DQBPCpQRCmCJVYuoVaMyCGC lQAqRBDFAFGOBJIqKvclCCwkEVABq8gVrKVAYTqiA5VWtB2pnemyMzs7O7Pz 9r33f/+zOBixO1idwWDseb//O+P67HzXJCvA+H9p2X1v+IunAhWxtjYjPdvh 9+BQTMofcjilXw2NW/Mteucc/dSEcvB8mZ0ljMPQeZnm6sWSIyxQqojiRsKE e7o0cqgN2cUB8dMVsdic9vxlyMk2BD3lZmbNJsC02c99nVkbXA9O5BoJE7F+ aGr6dksr2K+dBa1rk/HhrskxwwOt+GJrruWG2jMIrtE0cFRrRXyv9LizUyrm B8ai3VwIag34aoP1Ahx6pFr0Y0oLXPu983qtMzAW+6cytb0Zpv2pK3U9MrH2 rp3tlHYzosrfRDkkXkRXfV9Eh1sTzMP2bPKvuITSyAMORmfuwHzL86zQ4Sws /V2zvEfZCGvrnhiOuhBGmm5JU+qNMEsx9hlgZsNOHFUX4twAySP+4kWcHGis K8lzSLgN8dmM2tb9uTCpvibf1VAPlwBG9DOeCI0arCfS2TqsMilnu/Cv4Hyy zqmNNnVQzEzn/ZR+FXuGPXZOHKoF/0Enh3s5D+NWo9G1khqUOYYOdArzMf7C Q3FhqBqVkTPfjV4swJsEzU1BBtVgfVCik3CuEEES/YfmblUgL+qTqraIMT/J dCqNq8T9x5mVtlViKL+66TtbWoFKTk6QiCkBk7+YX03K0WWuzbmXJYF3WplV /MoyVLH1L+fOS9AlXhH+NuEWjIfPB6tCi5A8qLZDNXADD1dMRvt3FWG3vwWv wboEVzLvPBmxKobq+mqB5Q/XsO2Vhu7q1GJE6QdEpT+QYc7QrEw1UoyBiXsK j4+kcLXnOhXaSxEYvrkjd3cRTn7sk8hIlEKvOmUqTCCGsfnKE7xO6fv48o2v o/Nxvj3aha0nQ9NZP1NPuQgm47v0s9gyHNZrczo9K0TaEdHXzpEyRLjtD7um cwnMf5a3KkUyfN5gxuJMCsBynuUuqpGhhvimzu5LAqu/1t2SyDCssTPmWfpx KD3lwtE6GQp0H83NMW3hJz42GiBcuJP8JfNx4ZkL78knPiHsV14L8UhL6LHE JWoL/xF2p4XjuERK8yHKd2oRgSwpzZcssxxrz1YU03pI997rF15tK6b1kpqk AG3B3SLaDzL69mr7p1uLaL8I77MbYl65hPaTrA6QrP/ZVEL7TUwrJ7ofp4ip HqRb16Try75CqhdRrPK2dcwpoHqSX3f4tI145VO9iXrJkPSGVh7lgbRM7k16 UXWF8kKWmrgv/WufiPJEDJIxo/N3DuWNbOjz38vNzqY8kvLAaUM7KyHlldg3 ZdysaMqiPJNxDXdtne2XKO+Eo2pY/k1PJvUDuT4qnyorzKB+ITYdRa42IgH1 E5k8iWUnUs9RvxGBx4jo7tEU6kfCHvdV7fDkU7+SWwMup4/sPEX9TAKN5+7H /BZD/U64oeeeah3l0XlA/CSDbr1Pgum8IO/8j/Y3eXuhUFWg0lM2ETov/wWC aIpR "]]}, Annotation[#, "Charting`Private`Tag#2"]& ], TagBox[ {RGBColor[0.922526, 0.385626, 0.209179], PointSize[ 0.003666666666666667], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJw9lAlQ00cUxoPgVEVRESJeI5bTWqoUUMTIV0DUcgoMVIjVVlREFEGJcmQE AnghGI7IneNfQGQCgYIEBVkxGIKKRaw4mpaxjMW2CFq5CirUznTdmZ2dnd3Z fe973++t2nvUf/8MFosV/GH+t/Y95epYqzVg/T9CD41uc0rVQDQmxA7210hl DvOyVmgw32vmZHPXHqw3bkgta2iHU/3W/Y1Hw/HGsIsf49sOv23vRT8ciUZZ xXGvdy/UuO3r6RlkfAIZYp7GKUmNQoWeh6o6HkZz9SptTNTYHFaVqNyYiJBH zRe6FbfhK/d6PPU0GUtG819abrsNN/6QuWJhKjqGL5tZ97YhVjn/8k9fncbr nZfCHsa0wZDD13c9eBannCbUFvptKFNy8vvPnIfCa6flcpkKyfZOhsWSCwgc H+LUrVfhzRuBDIpM9I8ty3px9xbqtvKCg7hCrBvgxVz97hYch0IiekOykPU8 btpktBW9eu86zYKy0Z3QPtfgXCuOtCy3X+idgzv4xU64vBWBznEWQuQihOOs KlTcRNKi1f1nbUQI0NO9bu16E1NWXG4f+xKGtZuSwysI1MoFg8lvL2GvwXWX Y3dbYGsbtc9Tm4cLtn/H7Rm8Ad0njmrThnyszVmtb25wA5WcTuu+9ALwhlf+ WmvTjOD99mlHdhXCwPv3tgnPJhipvhGIrYrA7i85OHDwOg59WbbRZ7AI1f7y lbzUa3A4ZTLiX1WMaLbqfoq4EcdD0noTw0rQp3UlM5RK6I9p6kqXidGTZBet 7WzAYrkvN6NDjDtu+mGjfVdxqIkdrxMtgdw4+C+HsXqUDrAmf5slhSrXXZP4 ST3MbiXadARKMTh1Ta+OXYdg+9PmhhIp5Lk9ArnZjzCw79khei7FlVMcmfsX tWD4MVwrSxmcVRmagPU1mB1eUZ4fKkNkpvZn35PV2BUx2FxfLEMaP6N3GV+O rt1vr7g8kEH4+vtP8+Mr4V6jcZpmMejYvcV9y7EK9JZsXlW+hsFuu01JWXvL YbvB55/+HQy6jts9feZRirXxPIvwKAYDoU2bkj9jMPSKI+o4x8AytWVfFUsK 03UdfgXFDPrN3coWFRRhxULBCLeCwXYbQYj70jyESeaNp8kZXJuj3/BQkI30 HoOX8R/Oa+YZFT6SpuOBqWdVehGDFco9pRMsARYFJmePpDKo5E9nz3SJQk1l QIc29OOe+LimcA4s/nifaFsvTgq1MvoeWeL3ykeUJ6P/kVm+T5RsLxmNhyx1 91hzeUJK4yVSj9hSjVRK8yEJCYcbh1ykNF8SGTvbjdUkoXqQonMjETUvxFQv MrWgNkU4R0z1JN5rJ5NszUuo3sRx7oI/jRyKaT3IMzublurNRbRexDSvdl2Y cyGtJ4mTHDMp3lBA600ivzXjMKvzqR9IQKX6sNooj/qF5Cy+F+8zIaJ+IksN 38+Of5xL/UYkmd3bUxQ51I+kLJJzUZKcTf1K7MXcP6a9s6ifiWOo3fkHRkLq dxLbeT+BL8+gPJDhbh7viXk65YVU+IcO6OScpTyRCIue+47jaZQ3cvJzy5xm vxTKI5mha1rYziRRXonOOGO16lEC5ZmUV/eXi/xPUN6JoLnJwbslivYDEnRP 96S77QHaL0imgDuoOBMI38YmI7ZxK6H991/umaxr "]]}, Annotation[#, "Charting`Private`Tag#3"]& ], TagBox[ {RGBColor[0.528488, 0.470624, 0.701351], PointSize[ 0.003666666666666667], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJw9VQsw1FsYX7eyKqy2hNTKvR5xXc1dlTHX9Sm5HqWxsVvpvdzqVisp0RaL jfLMm1jrj2pZ7iIheRyvELZCqvUoLaLITHcr45XrztzTmTlz5pv55pzv+z2+ o88+t/fPH0gkEntx/3fOmGjE+/ZLgfT/auo7T6G1SMGlt7xn8tTP8DKc3TC0 TwoX6WaVOSpMEKhzTT3GOuDs/lzL/m2ecPvk/tO8gA5wWKUePSg9A56R5ESG SgcEeameCjfwBYqBXu6T1HaIWeAfV3a/BNcs+sI+G7XDr5bozk4/LngVG1Dr y9pAtWfIZM2NIEh0jlpO39kGDwtnNv30RwhU2WzWsu96DON1LO8eWz6wTNOf TB19DBpPlEfJW8KgvSxM7PCxFYDuWEjoXYe0F7Er6dxWqNc6L7+2JAKMmc+3 3VduBVaQUmHam0goMOW5tye0QGO/TBeVRkMO3cL7Iq0FdKrDjXp5sfAg/gSn ML8ZMvIcnEb046BQW6jjs6UZhp/KFBULcVAjjV5bXfsIomJCzd1l8TCTv0Ye 7fgIdEPesvMkCaDCNep63dkExZM+Njm8RKgsDaJKPJpgoDFeZL47CY4prHO+ yhthR0RnidWaZFArd2PcP90Ik4884iUvk6GtVVoj/9QAzYa8GP+UFJh6/M41 MKAB1ns7/RPomgqRSp9/432rh2nFEiXxsjTg163zG+LXQ/0b4Rt5WRqMn+os va1SD1dXD4arH78FI5abODXRdWBHti9aRU6H1IkXT4016oB+IrD6qSgdeke1 g6sMEcjEniJTuwwgPZy9U2JSCwsX9r37QZYB9RSvJAOzGrDt6nOz/EsAeyIo G5R/qQauj8fqOwoBzE6OMR3MquD59vELxgGZQBYrYl6ZPAQL9sKz1K+ZEDiQ uz3fsBL4hlIfqbcQCPNc9Ty9B8BQOXgsc1AIKYylogatCsjlkF16d2VBxbv3 jSNq5ZCqOHPQvTgLpszytOaVymDsZG3ghDIBKOEsKBSl4Jw1dEiHTsCsM/d+ ydA9MBzuDU86QMB0M6VmY2cJSKmeVNtAAn5kqB82ri6GCT6DOScgYNmXZTEs pyLw0lRvET0g4JUuJ0lf82/gXAl+S3tGgD1THufXJwZO7yWS9RABW0udd2oK 8sD+QhK8/ERAl+MVZh3rLnx7/prVPEuAHT1zq8XK29Dhq3Kpn5QNeTkfyMaV 2bCZS9A+LMajurXauXVCcFl+YL56Md+16YtuGykd7qoJG/QW76M2XRZvpCfD x2w0Ixsk4HzZgM28WxzM68+MFLURIJk7yjnSHg60igJXtoSAeIbwyOyty6Bl vOKsJIqAonMr177wYIJzTIHIhf09Rv1LjURzTt/zkV9o7C6q1vf7EOcQS9mv Jgu/h4AdR/XYkYXrQdbrBMPWNUJcL7L62pkTbC7E/aDh/IDq0JRM3C+y8q/a kvFFgPFAVw9LJtbvFmC80NzN9+PM9AyMJ2r1dBPdHEzHeCOZF7Kn6KVjPtB7 vo5ck3UL84WyA4fbBsPSMJ9oeK28Nl+SivlGZTptRqJnKVgPSLVHabfqRDLW C3LUZEQvV0rGekK71DIiOyhJWG/oW0j+oWDtRKxHtLebVu6im4D1ikgH8jQO asdjPaNNerGdHZQ4rHdkvponi1wSi/2A7AZmV7T3R2G/IPp0jE5aQQT2E1pf sb3KzOc69huasuiW1JmGYT+iDazkiRt9odivqHHvYHdFaDD2M6KuixDP2F7F fkc+PH8L9dP+eB4gjpi2RynEF88LNH1PqLxH9QyeJ8gmontzpuIYnjfIZnTM iiZ3BjVoHv/dthHh/+BfJDMCDA== "]]}, Annotation[#, "Charting`Private`Tag#4"]& ], TagBox[ {RGBColor[0.772079, 0.431554, 0.102387], PointSize[ 0.003666666666666667], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJw9VQs01FkcFtuL5BFqj0ep6KHtlDxK6iOtUJxSShuJUGhDnqUtZIidEmFM 8/iPUquaaoqI2q4Z4xHJUNvSLr2FUkJINW17zt6959xzzz3nnnt/v+91TQPC PYNUVVRUdn+b/67ay8q+hJo1Q+W/YfyyJiF9djP+/Mokbbr2buWgW7FiWbcC b23XLcu8uB4Ve3TUpZcUeBbqd3lJ5A6Mt34VZLJPgTkP3L1LInejWL3HaION Ap/YzQ+SLSJgESuSSwabYOzT2xehHY1me8fa4INNWKhov5L4Kg7BDSpZMrUm cDc2rjkmSUC+qjJQlnEPHrahbyLCDmOvceX+QJ170HIVBKiyk8CLrxk5x2lE gbIyUnvbEfSa6inTjBvh299meG8mC10aZZyxZ+5iONLGyfx5Kg5J3aqN595F RXHsQjX+UQhjYuPuiRsQVJ2W7OGeAaFbcKb+4gYo+73t3w/9Ct4ldPSV1GOC r8uF+/nHwD19Yvb2pfUo83QKarfMxJOOcp1tN+8gO6Kh8EDACdie2Oj0csUd 7NtXWpY4JwsDEvbqUVIHzvP4rKiuLEjqU45xHOtgFqu198ez2WA0RMkVslqk PNI17PI9CZPcP6J2ONXCMmT5wDrdHKzvHealVtXAWS5pC5TlYGPS8PT5TjWo XTjLesbeXPw1b/pkF1k1Gl3EPXv182B03s233aEarYpob4cbeRCbTH3TeVsO XaXR+iObOdgfrZnoby9H56cX2uZ9HMQ31chdy6uwYNxJRwNWPjoNNNbyrauw TajX46DPxZbL3WleV2Vw9Gjdky3iQiv97v3IBTK0hLUfHjI/hQt1rJDec1Ic 3RRn5l10CvFm3kHyGVI0C6SFBbN56NwzWtXPrURMlSzpFo+HoYg8/2jdSjzs tYvJ0uTDuyjtfboegVWiUeCEA3yU+ihXVareRvty8eYJT/mYtMRelPzuFnK6 nMPjVglwJzupqPbRTZgJ6p/YCQW4fufIFZa8AsyHghc2gwL4/+1285q4HPok XOKxWoildlrJq0/ewNQXW8MCjwsx3vX73Yviy1As6Z+5tUWIoe7CX8K2laKl jZBJ2gysXRoO9thfx3wdv4++axjohcfUFhiVgOXl4jY/noHlhp+CWKPXIBIs fO5+mkHfFA3V9IdX4dD/VXCmmsGKfO3XjEQC9fTUvu+eMfAqtTM6oHMFoYPi DtdhBhZ1l96e/V2MgjFWsYWqIjzVi2Z+C7oA9YrCtNdjRShstisLmFgEg5zH TTu/7Q+dv9BfXnQWVSljzIZURFD3/IhMpzPYvqVSqfeewZBVw62qNhEkrKjn Wq0MvMUPd4c/5OOSS8aq86UMpkXdts99x8FWmWvCRTYDueYNu1JlNm7oJr3v 2MrAyDB11HA8G1NvT/4y0YTBLLtPneJPSZgWi7a+ViGGm5dOQmg4ljZOyvHK +H9PihJmHCpWCuh5MjJTW9+GK6D3kTa9yJESCwF9j8wdsmAHlPJpPWSao9qW 8GV8Wi+xavHXVb/Oo/0Qw5TBcr95PNov4UydyOPlnaJ4kJJH4p2vPnMpXiS+ gbU4zIdL8SQj7v4i9+v5FG+iPxzVWjw+n/JBLPyd+dKNHMoXUSSs3czl5lE+ yegaY3OftlzKN3GP9u2dNyWX6oGYNtn6mK7JoXoh9mqsL34xJ6meiEsme5Wq MJvqjWT6Bh2fJc2ieiRaikGHjo4TVK9kYHjaEc7bTKpnwvfx0J2of5zqnZR4 sr0dFrOpH8hmyeO6UKcM6hdiMXDasmTtUeonUqCicd/ZLZX6jUgtxwSvRQr1 I9n12sOme34y9SuZsmj6D86aidTPxMCgVKrZmED9Tj7YNjgLfo6jeUDktfun H/68j+YFCbml49MzsIfmCVlp/XnJobs7ad6Qi36dTMg4L5pHxMecq+151BS7 1I6vaGmUE/rf/AO9fzFB "]]}, Annotation[#, "Charting`Private`Tag#5"]& ], TagBox[ {RGBColor[0.363898, 0.618501, 0.782349], PointSize[ 0.003666666666666667], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJw1VQtUzFkcLoMN7baF2ZFXNnuk1G4pz/SlLUJOKyTF6iEbRRSF7KZIepmZ pkzTzPxtL23LZmpSyk63xkwPU3puHgnL6qGXR5IlrT3Hvefcc8895557f7/v def5Brv5j9PS0jrwcf6/lg1rmke0W6D1abC5W5V33jQj/GLdEpPD86H6Tm54 uLQZrElR2aYGbjhkOI3XdbwZNosShu7LvKF453XOyrYZUeOTpvvaBcDgxJ5f tow2wWwtYxlUEIz+giG1S3kTZo7crXp0OhSNZunVhpFNeJbjKhQYh8MzLu+x Ak1wnMAKkBUdh0OWUaiNVhMmOZ/dz1n2C57YpzSdrGjEbzqLv2prOwk3z5mb L5xsxNJsPZITH42ep8vX8ewbkW4z+c99S08j8juN9matRvQkzV41rSMGiyNv J9VHNqDG9S89fkQsph5XK1I/3ILFh5+lDQZx8Lk9nTN64hZMLOy6FZnx4K8P mzHuXT2IGefsOrNE8JQ7lmQdrcfYjy25uy4ngRffdu/B6zr0lNVp93/DxbhI 933ykDrIyt0HBjbwIPaIxtxBDb5SssbrafPRqjd2yShQg9O2gUEuhXz862U7 crXzJsbHv0yW7EpG2ib4dfjcxJy7kzOHdARomB/0der9WliWr4laly/A2DRX n3b3Wiy+7N3CdU1Be+zu1fmNNbgzaDl0vS8FJl6P7k5ZX4PqWtFwZUwqZhw5 vPSlshp8xy2ZqYbn4S9h79i1shrH/CoOmV46D4tMtd0meRUC1qZyQ5cKMdS9 UaM2rUJYd0yrHxHi/pbPH5dlqLGH1aLqd0jD88LibRYcNTrbbyaxlGkYzZn2 evY5FdaHLWEJbUVYvrAuLJalwpF+uURUKMLL0jlJAUdvwCVxNOS9cTp0Vl5u L+9TomvL7FUyXjrML1q/jfVWQi8rcWPOSDoO/ro9uLKlEn5icDVeYvyl410W sKYS8bMk0QZlYjiJXjhHXKtAfp/Xir1TJfCXP4gYXlgB38fbPcp/kqC5u2LD FRuCjPp1k7VKJDjoUcxexi5HXq/nxFnaUuhdclBFvf4TmcWq2DEnKTq8DmSe abkO3Z5VG4QxUnw5y+Jve1kZRgQ7ExqIFE+d+vm/J5SiwaLzvWBIijZ3w1yF /zWs5P57s8GYwdGSq69C7UrwTYWtYP9GBp2cJ6bV04thXdLms+0Qg27Zzw9l vUUYeR70RxiXwSBz5ZRphRx3x79zK8plwFUlBpgLCvFofTp/pJSB5Y4CReHu AvgWW000q2IQmPYPT24tg0ifnWtVx2CnWaR408R8vLgVQ15rGHDqC46zf70E pz+Me7erGbzXfjYld0keeIc36jteY+CTEb51qPYivuTs9k7LZuDwYxd7cHs2 5iZ/cF4RzyB79FRNbGcGFrTqHNPd+/H+uCqbnQ8ZtJk2tD23Z7Bf90PfxWci sCKGI2r0GUz0uDqsGUjBbuIjC22XosW8bZz7bS4sLSc8bZJKgdkLNzsqY/Ds TG5+pYcUlnHt/6y0DYdMzq8w0pWix8jvVV3eGmRxzbs0H/n5tCdJC2yd2Bck 9Dy54BNsErZaQu8j4QNZokUdYvoesU5W3HMPEdN6yPAZT399bTGtlzgPNgyG x6XTfgjpnRqSMyWd9kseD6SYFsWKKB7Er280UzGaRvEi71hdRff2p1E8Cd8l 5JzxHSHFm1zZ21p8xVZI+SA7xDUG58XnKV8kbmywu28olfJJxDdmdtY6p1K+ yTXd6HkOwhSqB/LCv8No3yMB1Qt5kxB2f+t8AdUT0Q3n3OD4JVO9kYLEAYVa wqd6JPJeF+vgJh7VKxms99VboM2jeiaf6eRHjG47R/VOzL+VHvgiO5H6gWx2 uz6W0RlP/UJ+c1G735kbR/1EHr4VVja6xlK/kdJ+XlleWAz1I1H9rRo4mXKK +pXM2aDrGJoXRf1MDprVK5YHRlK/k+SZe3+wComgeUBapqbmTAgIp3lBHJ9c rexyCaV5Qvbod2WzHQ7QvCEl33Yd+r7Wn+YR+d1/nmvQLk+aV2QgW+ZodXs1 lD45y2s71YT+Z/8B42p68A== "]]}, Annotation[#, "Charting`Private`Tag#6"]& ], TagBox[ {RGBColor[1, 0.75, 0], PointSize[0.003666666666666667], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJw9VQs01GkbH4Wsy6aSNtla080lW7nko+VHpdXS7pJi7H7EbCfbZUcR1Vib VrlMchkNZvyx0peQXVlaxCsxucuwZbFkifqQXD60aWbtOft+7znvec9zznPe 93me3+U18OO5HVnEYrFOLey/z8EvLuuExnWA9c8a4R65vZbbgWXsSY9FoXvQ +Lpe9CG7A3eUo0+UsTjgnbBZtLq/Hfy+vTp2dVwY6lhd+D2jHfZLR32CZo6h wis8g+/dDoeqYRt/lVOIWK0zNqnfjtrGfWPxF4Pg0rNmele3DOuDNCWSyRDs emfc9niqDE1LXDbzDvKh/FLF7biHDErVLUqTuWFQujNZvGulDMtuWy+/9PoC zn7IGXsla8OriY+jWkQX4Z4/dO5MfBseuH8w9LFpBCyi9nW37m+DpXs7b+De JWhWGMYp1Nvgm6duJHSMRNnBNcuU6x4hOT+53elhFJZLM7p6Ih7hydDc2P8c YvCbyQputMMjcJ8/LhQUC5Dx6nMsn2/F1Vchy98YxOKeClG9G9SKLD/jcovI qzDRmHurGG1BWOMNLaNncYhVe600+lULMjdu1x5k4tFvyx4519OMHXqBvRcc E/A0c0NszoFm1HUq/+j3IgGZFuMlwQ1NcDd4b1V4dCKibNPMBuybUDZRfrF9 oxDpB7xrR0saMfbrS3PXSiEiDp7cmrhlIf49z2HCLQlBdlMmsh8a4MSeFOUO JKG7fy4gT7cB+lXSicCAa2DHuf2oL6hHhuX2P3a/voaEzCuJGxR1SFAzq9cO E8Fq7knV/dN10MwsevJILsL0yZmuyWcPkbLzjNZ5fjJmt28OLfF8COHEuNWi 6WTIN62w0WiUIiTDcsLbPwWa/yrNHv9IioGS+vRLnSlg3/ba61dQi9uywIDj e1Ihv3j0uu+6WsgUGj4q+akorT9mMxpXA8l/7E2clorx3buz37NYNZCyDn1p +I0Y6R2Jk2m8BzBX77MT14nhyr4xSXqrYdHFG0hYK0HNRr//Ht1fvYDvvvcX B0igNXvXWlh+H87r5Bf670lQwd9pY290Hy0d2twPVNIwG7ASJ0VVWOYheHzH aSHOHE96b3EVph3i8gSRaTBIrFkc3luJJf59J5n7aQg+9iBGWlyB/M/8uF0z aSja4rlNLriHnGwmxmIzg8fbeJ4bfMtxRGicyrgxKOU7cCwty6CrvP5P1XMM +OpmfFO1UjzPj2zyFTMwrsibU+u6C+up9P70EgZaI4q3D3JLMJjkUl7QzGA2 1/GW1/linF3hFxPex6D1N2v1eqefsbVneMuSUQbHX6xja+gWwdXQZ8vWKQax 4dcH9P8oRFLifPnzaQbi+TKzP/N/gsy7u4Q9waAjcWW97VgB7E4bpTcOM1gV LAzTCsuH8hvn5LZOBpbpLtNemrlols5/za5hEPiMc/79lJvwdzoclneLQZbE e5eLwQ3Y7Nfp5kQzMLHi+PTezIKYa7Vej8sgxTS4tsEkE+Ip/6TOHQw85PVC bS8JRjSqlcOVGTgqvB3XeIggHZQ+lTemIbF+U3PWpwm4qedqZBubhjORZ80N w6OQnXX61KYFPMxzPI/xikLRfc61J3tegl9v2MvNJYcxpz2vl5X7/5hIvvnS 2YUrofmkaPyFYqmqhN5HnnPyQnSvi+l7xOFl9nenbcS0HiL4yT58R1MqrZd8 1PZJRJBnKu2HnFca3mbXl0L7JU0FYW3Zh1PoPMjU+hz30p5kOi9SfEX1sysH kuk8SU4X+61prYjOm3hF2zoWbBdRPEiv/epS/dRrFC9ieqgyOepNEsWTxBhZ tbI4SRRv0sh1lAsLhZQPxFhHO/hzFSHlC1ld2LBzj3si5RM5qnBX/zY9gfKN vB1oP6A2GE/5SPZu3L17akM85SsZ2sMKvVZ9lfKZqC6VNOwwi6V8J//WzNw6 kCKgeiBsa7WhOzPRVC9EbZhzq8I5iuqJjFSe/UUv5TLVG9Fd59/5tDuC6pHs H1cc2rTqe6pX0qKSpKX0STjVMxkJ1H+o+SKM6p0suTzzg8iUT/1gIX9ldZ1v CPUL4lSh9HXjpUDqJyRbn699xZxH/YYUfjEkqNx5lPoR+erT3arTTt7Urwjx 2VfN/sUZe08Yr9UvkhL6//0Fm8J19Q== "]]}, Annotation[#, "Charting`Private`Tag#7"]& ]}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{}, {}, Annotation[{ Hue[0.67, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]], Line[CompressedData[" 1:eJw9lAkwHFYYx1dm60jiTKuOtEHH0WjriLuJz4ZQKuKIqyUMgkbDqiSWSCXB uuLeK1gsu3bXFeeyrmckSJVoHelURiO1EiuMSDLiKD1m+ryZN2/ezJv3vvf/ //6fblic98UDBALB89/53ypWEVldl/YD4f8RzlyiDtH7oS1g1sPQwxX8ia73 zV/2waznuaOXPwoHL7H493SHPhhrHoiYeBQH7szMh930Xsg6yyO3nbgG7oUb N6aWe6Du9l+eCQkpIN2cejwOPbA0mcAAn1tQIJ0rF9C6IcJYJcsvMh3CgrbS w6RiCOYo5i79kAnKJSafb58Sg/KFdc4flBxYe/WdVmxxF0T6LTTpUPKANPqs o/d5J0jc1JrcbAohh23tJrHrhJSXEoJqSxHI8fUIC/kiGJcYOvkalEBFRe2s 6M8OkMoO1cizaLCaK24NtuoA34Q6srYsA8y67M1nstuhykN46AaZCd8yLR9p zbWBRUzMuPZvLBiveoOMTdvgsmhzWWJbCuqvLXeJaa1wyd/A7wGrDOKTRr+o mWkBHYLeXe6bctiEVN4BoxZYOaLZEOtWARoP1tyPJTdDJFF8X4FdCetG562l zHswmZ6Y23i1Cszfbf69bdcEXObKWLUWB+ZOKhRFzzXATWLlzPk+Dsw3MZT0 U+thRScjoDW4GvZYjCe6OnVAf59+TrBTDYOJLuAxIIAyO9sWXWYNpF4TrjNC +NCxRTkiZ8oF86dHqYu7POgJHbWyH+ZCtZsJ/1gZF+ZfrMQJA3kQe8tLxcC6 BuxUbCQGyzzI0Fc0mvqVA4QhakZBYi3cW005vHWpCsxYLc0dMnzI3MzN6yNW wPRbO4fwLD4Ul6m5U0zKAJV/Nux3SABXrD/sj/RlgbxIPgpyBEDOb8/Ju0qH naTICyKiENRvVyfn5xdDyMckR4tkIbx1PlM/cbIAgr7ZWNyVCiE6W4n7zDEb Qj1EtXvedaBnkAuuhmkwflxdKaGtDjq4Bx2CqpJg0rFA7Z1cPXSGqT7feBUF uz69JIrL/h5Vetu3ZynU4/Po9XbtkFfa/n2IxpTtUVvdfw+FsJfaTc7u14OG C9n+OrUCXC+aauiSWG7x8X9QkMZIqaMLH/8X9feU6j0prMV6IO5DZUbUYx7W C/mwY6K/1OBhPdHSOuVrlh8X6434T4tk2otqsB/I5uBwcs9P1dgvREbxa9N7 HOwn0nfuDtQ142C/ETnQi9oXWoV5QIO/hPdlaFdiXpDlxWliIZmNeUKtJLXr gwNlmDc0P+n+M+lwKeYRKctofmXiw8K8omXbU+FCOgPzjFZGaMpjUzTMO7rT taDaoliC84Am5qycyI5FOC8o6LgaG5bzcZ7Qe5rURsGZXJw3JEyP8Dl9NxPn Ed1Ju9JrupiG84qocz++oH96E+cZkb4Pav1knILzjpoD0mgZNvG4HyDZxjiH D4zDcb9AFidkVAud7WFkZ8apUaUL4X73D33/dBg= "]]}, "Charting`Private`Tag#1"], Annotation[{ Hue[0.9060679774997897, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Line[CompressedData[" 1:eJw9lAlQE0YUhsMNVoWWgakIIpJ6VBAENJTq/DQBPCpQRCmCJVYuoVaMyCGC lQAqRBDFAFGOBJIqKvclCCwkEVABq8gVrKVAYTqiA5VWtB2pnemyMzs7O7Pz 9r33f/+zOBixO1idwWDseb//O+P67HzXJCvA+H9p2X1v+IunAhWxtjYjPdvh 9+BQTMofcjilXw2NW/Mteucc/dSEcvB8mZ0ljMPQeZnm6sWSIyxQqojiRsKE e7o0cqgN2cUB8dMVsdic9vxlyMk2BD3lZmbNJsC02c99nVkbXA9O5BoJE7F+ aGr6dksr2K+dBa1rk/HhrskxwwOt+GJrruWG2jMIrtE0cFRrRXyv9LizUyrm B8ai3VwIag34aoP1Ahx6pFr0Y0oLXPu983qtMzAW+6cytb0Zpv2pK3U9MrH2 rp3tlHYzosrfRDkkXkRXfV9Eh1sTzMP2bPKvuITSyAMORmfuwHzL86zQ4Sws /V2zvEfZCGvrnhiOuhBGmm5JU+qNMEsx9hlgZsNOHFUX4twAySP+4kWcHGis K8lzSLgN8dmM2tb9uTCpvibf1VAPlwBG9DOeCI0arCfS2TqsMilnu/Cv4Hyy zqmNNnVQzEzn/ZR+FXuGPXZOHKoF/0Enh3s5D+NWo9G1khqUOYYOdArzMf7C Q3FhqBqVkTPfjV4swJsEzU1BBtVgfVCik3CuEEES/YfmblUgL+qTqraIMT/J dCqNq8T9x5mVtlViKL+66TtbWoFKTk6QiCkBk7+YX03K0WWuzbmXJYF3WplV /MoyVLH1L+fOS9AlXhH+NuEWjIfPB6tCi5A8qLZDNXADD1dMRvt3FWG3vwWv wboEVzLvPBmxKobq+mqB5Q/XsO2Vhu7q1GJE6QdEpT+QYc7QrEw1UoyBiXsK j4+kcLXnOhXaSxEYvrkjd3cRTn7sk8hIlEKvOmUqTCCGsfnKE7xO6fv48o2v o/Nxvj3aha0nQ9NZP1NPuQgm47v0s9gyHNZrczo9K0TaEdHXzpEyRLjtD7um cwnMf5a3KkUyfN5gxuJMCsBynuUuqpGhhvimzu5LAqu/1t2SyDCssTPmWfpx KD3lwtE6GQp0H83NMW3hJz42GiBcuJP8JfNx4ZkL78knPiHsV14L8UhL6LHE JWoL/xF2p4XjuERK8yHKd2oRgSwpzZcssxxrz1YU03pI997rF15tK6b1kpqk AG3B3SLaDzL69mr7p1uLaL8I77MbYl65hPaTrA6QrP/ZVEL7TUwrJ7ofp4ip HqRb16Try75CqhdRrPK2dcwpoHqSX3f4tI145VO9iXrJkPSGVh7lgbRM7k16 UXWF8kKWmrgv/WufiPJEDJIxo/N3DuWNbOjz38vNzqY8kvLAaUM7KyHlldg3 ZdysaMqiPJNxDXdtne2XKO+Eo2pY/k1PJvUDuT4qnyorzKB+ITYdRa42IgH1 E5k8iWUnUs9RvxGBx4jo7tEU6kfCHvdV7fDkU7+SWwMup4/sPEX9TAKN5+7H /BZD/U64oeeeah3l0XlA/CSDbr1Pgum8IO/8j/Y3eXuhUFWg0lM2ETov/wWC aIpR "]]}, "Charting`Private`Tag#2"], Annotation[{ Hue[0.1421359549995791, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Line[CompressedData[" 1:eJw9lAlQ00cUxoPgVEVRESJeI5bTWqoUUMTIV0DUcgoMVIjVVlREFEGJcmQE AnghGI7IneNfQGQCgYIEBVkxGIKKRaw4mpaxjMW2CFq5CirUznTdmZ2dnd3Z fe973++t2nvUf/8MFosV/GH+t/Y95epYqzVg/T9CD41uc0rVQDQmxA7210hl DvOyVmgw32vmZHPXHqw3bkgta2iHU/3W/Y1Hw/HGsIsf49sOv23vRT8ciUZZ xXGvdy/UuO3r6RlkfAIZYp7GKUmNQoWeh6o6HkZz9SptTNTYHFaVqNyYiJBH zRe6FbfhK/d6PPU0GUtG819abrsNN/6QuWJhKjqGL5tZ97YhVjn/8k9fncbr nZfCHsa0wZDD13c9eBannCbUFvptKFNy8vvPnIfCa6flcpkKyfZOhsWSCwgc H+LUrVfhzRuBDIpM9I8ty3px9xbqtvKCg7hCrBvgxVz97hYch0IiekOykPU8 btpktBW9eu86zYKy0Z3QPtfgXCuOtCy3X+idgzv4xU64vBWBznEWQuQihOOs KlTcRNKi1f1nbUQI0NO9bu16E1NWXG4f+xKGtZuSwysI1MoFg8lvL2GvwXWX Y3dbYGsbtc9Tm4cLtn/H7Rm8Ad0njmrThnyszVmtb25wA5WcTuu+9ALwhlf+ WmvTjOD99mlHdhXCwPv3tgnPJhipvhGIrYrA7i85OHDwOg59WbbRZ7AI1f7y lbzUa3A4ZTLiX1WMaLbqfoq4EcdD0noTw0rQp3UlM5RK6I9p6kqXidGTZBet 7WzAYrkvN6NDjDtu+mGjfVdxqIkdrxMtgdw4+C+HsXqUDrAmf5slhSrXXZP4 ST3MbiXadARKMTh1Ta+OXYdg+9PmhhIp5Lk9ArnZjzCw79khei7FlVMcmfsX tWD4MVwrSxmcVRmagPU1mB1eUZ4fKkNkpvZn35PV2BUx2FxfLEMaP6N3GV+O rt1vr7g8kEH4+vtP8+Mr4V6jcZpmMejYvcV9y7EK9JZsXlW+hsFuu01JWXvL YbvB55/+HQy6jts9feZRirXxPIvwKAYDoU2bkj9jMPSKI+o4x8AytWVfFUsK 03UdfgXFDPrN3coWFRRhxULBCLeCwXYbQYj70jyESeaNp8kZXJuj3/BQkI30 HoOX8R/Oa+YZFT6SpuOBqWdVehGDFco9pRMsARYFJmePpDKo5E9nz3SJQk1l QIc29OOe+LimcA4s/nifaFsvTgq1MvoeWeL3ykeUJ6P/kVm+T5RsLxmNhyx1 91hzeUJK4yVSj9hSjVRK8yEJCYcbh1ykNF8SGTvbjdUkoXqQonMjETUvxFQv MrWgNkU4R0z1JN5rJ5NszUuo3sRx7oI/jRyKaT3IMzublurNRbRexDSvdl2Y cyGtJ4mTHDMp3lBA600ivzXjMKvzqR9IQKX6sNooj/qF5Cy+F+8zIaJ+IksN 38+Of5xL/UYkmd3bUxQ51I+kLJJzUZKcTf1K7MXcP6a9s6ifiWOo3fkHRkLq dxLbeT+BL8+gPJDhbh7viXk65YVU+IcO6OScpTyRCIue+47jaZQ3cvJzy5xm vxTKI5mha1rYziRRXonOOGO16lEC5ZmUV/eXi/xPUN6JoLnJwbslivYDEnRP 96S77QHaL0imgDuoOBMI38YmI7ZxK6H991/umaxr "]]}, "Charting`Private`Tag#3"], Annotation[{ Hue[0.37820393249936934`, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Line[CompressedData[" 1:eJw9VQsw1FsYX7eyKqy2hNTKvR5xXc1dlTHX9Sm5HqWxsVvpvdzqVisp0RaL jfLMm1jrj2pZ7iIheRyvELZCqvUoLaLITHcr45XrztzTmTlz5pv55pzv+z2+ o88+t/fPH0gkEntx/3fOmGjE+/ZLgfT/auo7T6G1SMGlt7xn8tTP8DKc3TC0 TwoX6WaVOSpMEKhzTT3GOuDs/lzL/m2ecPvk/tO8gA5wWKUePSg9A56R5ESG SgcEeameCjfwBYqBXu6T1HaIWeAfV3a/BNcs+sI+G7XDr5bozk4/LngVG1Dr y9pAtWfIZM2NIEh0jlpO39kGDwtnNv30RwhU2WzWsu96DON1LO8eWz6wTNOf TB19DBpPlEfJW8KgvSxM7PCxFYDuWEjoXYe0F7Er6dxWqNc6L7+2JAKMmc+3 3VduBVaQUmHam0goMOW5tye0QGO/TBeVRkMO3cL7Iq0FdKrDjXp5sfAg/gSn ML8ZMvIcnEb046BQW6jjs6UZhp/KFBULcVAjjV5bXfsIomJCzd1l8TCTv0Ye 7fgIdEPesvMkCaDCNep63dkExZM+Njm8RKgsDaJKPJpgoDFeZL47CY4prHO+ yhthR0RnidWaZFArd2PcP90Ik4884iUvk6GtVVoj/9QAzYa8GP+UFJh6/M41 MKAB1ns7/RPomgqRSp9/432rh2nFEiXxsjTg163zG+LXQ/0b4Rt5WRqMn+os va1SD1dXD4arH78FI5abODXRdWBHti9aRU6H1IkXT4016oB+IrD6qSgdeke1 g6sMEcjEniJTuwwgPZy9U2JSCwsX9r37QZYB9RSvJAOzGrDt6nOz/EsAeyIo G5R/qQauj8fqOwoBzE6OMR3MquD59vELxgGZQBYrYl6ZPAQL9sKz1K+ZEDiQ uz3fsBL4hlIfqbcQCPNc9Ty9B8BQOXgsc1AIKYylogatCsjlkF16d2VBxbv3 jSNq5ZCqOHPQvTgLpszytOaVymDsZG3ghDIBKOEsKBSl4Jw1dEiHTsCsM/d+ ydA9MBzuDU86QMB0M6VmY2cJSKmeVNtAAn5kqB82ri6GCT6DOScgYNmXZTEs pyLw0lRvET0g4JUuJ0lf82/gXAl+S3tGgD1THufXJwZO7yWS9RABW0udd2oK 8sD+QhK8/ERAl+MVZh3rLnx7/prVPEuAHT1zq8XK29Dhq3Kpn5QNeTkfyMaV 2bCZS9A+LMajurXauXVCcFl+YL56Md+16YtuGykd7qoJG/QW76M2XRZvpCfD x2w0Ixsk4HzZgM28WxzM68+MFLURIJk7yjnSHg60igJXtoSAeIbwyOyty6Bl vOKsJIqAonMr177wYIJzTIHIhf09Rv1LjURzTt/zkV9o7C6q1vf7EOcQS9mv Jgu/h4AdR/XYkYXrQdbrBMPWNUJcL7L62pkTbC7E/aDh/IDq0JRM3C+y8q/a kvFFgPFAVw9LJtbvFmC80NzN9+PM9AyMJ2r1dBPdHEzHeCOZF7Kn6KVjPtB7 vo5ck3UL84WyA4fbBsPSMJ9oeK28Nl+SivlGZTptRqJnKVgPSLVHabfqRDLW C3LUZEQvV0rGekK71DIiOyhJWG/oW0j+oWDtRKxHtLebVu6im4D1ikgH8jQO asdjPaNNerGdHZQ4rHdkvponi1wSi/2A7AZmV7T3R2G/IPp0jE5aQQT2E1pf sb3KzOc69huasuiW1JmGYT+iDazkiRt9odivqHHvYHdFaDD2M6KuixDP2F7F fkc+PH8L9dP+eB4gjpi2RynEF88LNH1PqLxH9QyeJ8gmontzpuIYnjfIZnTM iiZ3BjVoHv/dthHh/+BfJDMCDA== "]]}, "Charting`Private`Tag#4"], Annotation[{ Hue[0.6142719099991583, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Line[CompressedData[" 1:eJw9VQs01FkcFtuL5BFqj0ep6KHtlDxK6iOtUJxSShuJUGhDnqUtZIidEmFM 8/iPUquaaoqI2q4Z4xHJUNvSLr2FUkJINW17zt6959xzzz3nnnt/v+91TQPC PYNUVVRUdn+b/67ay8q+hJo1Q+W/YfyyJiF9djP+/Mokbbr2buWgW7FiWbcC b23XLcu8uB4Ve3TUpZcUeBbqd3lJ5A6Mt34VZLJPgTkP3L1LInejWL3HaION Ap/YzQ+SLSJgESuSSwabYOzT2xehHY1me8fa4INNWKhov5L4Kg7BDSpZMrUm cDc2rjkmSUC+qjJQlnEPHrahbyLCDmOvceX+QJ170HIVBKiyk8CLrxk5x2lE gbIyUnvbEfSa6inTjBvh299meG8mC10aZZyxZ+5iONLGyfx5Kg5J3aqN595F RXHsQjX+UQhjYuPuiRsQVJ2W7OGeAaFbcKb+4gYo+73t3w/9Ct4ldPSV1GOC r8uF+/nHwD19Yvb2pfUo83QKarfMxJOOcp1tN+8gO6Kh8EDACdie2Oj0csUd 7NtXWpY4JwsDEvbqUVIHzvP4rKiuLEjqU45xHOtgFqu198ez2WA0RMkVslqk PNI17PI9CZPcP6J2ONXCMmT5wDrdHKzvHealVtXAWS5pC5TlYGPS8PT5TjWo XTjLesbeXPw1b/pkF1k1Gl3EPXv182B03s233aEarYpob4cbeRCbTH3TeVsO XaXR+iObOdgfrZnoby9H56cX2uZ9HMQ31chdy6uwYNxJRwNWPjoNNNbyrauw TajX46DPxZbL3WleV2Vw9Gjdky3iQiv97v3IBTK0hLUfHjI/hQt1rJDec1Ic 3RRn5l10CvFm3kHyGVI0C6SFBbN56NwzWtXPrURMlSzpFo+HoYg8/2jdSjzs tYvJ0uTDuyjtfboegVWiUeCEA3yU+ihXVareRvty8eYJT/mYtMRelPzuFnK6 nMPjVglwJzupqPbRTZgJ6p/YCQW4fufIFZa8AsyHghc2gwL4/+1285q4HPok XOKxWoildlrJq0/ewNQXW8MCjwsx3vX73Yviy1As6Z+5tUWIoe7CX8K2laKl jZBJ2gysXRoO9thfx3wdv4++axjohcfUFhiVgOXl4jY/noHlhp+CWKPXIBIs fO5+mkHfFA3V9IdX4dD/VXCmmsGKfO3XjEQC9fTUvu+eMfAqtTM6oHMFoYPi DtdhBhZ1l96e/V2MgjFWsYWqIjzVi2Z+C7oA9YrCtNdjRShstisLmFgEg5zH TTu/7Q+dv9BfXnQWVSljzIZURFD3/IhMpzPYvqVSqfeewZBVw62qNhEkrKjn Wq0MvMUPd4c/5OOSS8aq86UMpkXdts99x8FWmWvCRTYDueYNu1JlNm7oJr3v 2MrAyDB11HA8G1NvT/4y0YTBLLtPneJPSZgWi7a+ViGGm5dOQmg4ljZOyvHK +H9PihJmHCpWCuh5MjJTW9+GK6D3kTa9yJESCwF9j8wdsmAHlPJpPWSao9qW 8GV8Wi+xavHXVb/Oo/0Qw5TBcr95PNov4UydyOPlnaJ4kJJH4p2vPnMpXiS+ gbU4zIdL8SQj7v4i9+v5FG+iPxzVWjw+n/JBLPyd+dKNHMoXUSSs3czl5lE+ yegaY3OftlzKN3GP9u2dNyWX6oGYNtn6mK7JoXoh9mqsL34xJ6meiEsme5Wq MJvqjWT6Bh2fJc2ieiRaikGHjo4TVK9kYHjaEc7bTKpnwvfx0J2of5zqnZR4 sr0dFrOpH8hmyeO6UKcM6hdiMXDasmTtUeonUqCicd/ZLZX6jUgtxwSvRQr1 I9n12sOme34y9SuZsmj6D86aidTPxMCgVKrZmED9Tj7YNjgLfo6jeUDktfun H/68j+YFCbml49MzsIfmCVlp/XnJobs7ad6Qi36dTMg4L5pHxMecq+151BS7 1I6vaGmUE/rf/AO9fzFB "]]}, "Charting`Private`Tag#5"], Annotation[{ Hue[0.8503398874989481, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Line[CompressedData[" 1:eJw1VQtUzFkcLoMN7baF2ZFXNnuk1G4pz/SlLUJOKyTF6iEbRRSF7KZIepmZ pkzTzPxtL23LZmpSyk63xkwPU3puHgnL6qGXR5IlrT3Hvefcc8895557f7/v def5Brv5j9PS0jrwcf6/lg1rmke0W6D1abC5W5V33jQj/GLdEpPD86H6Tm54 uLQZrElR2aYGbjhkOI3XdbwZNosShu7LvKF453XOyrYZUeOTpvvaBcDgxJ5f tow2wWwtYxlUEIz+giG1S3kTZo7crXp0OhSNZunVhpFNeJbjKhQYh8MzLu+x Ak1wnMAKkBUdh0OWUaiNVhMmOZ/dz1n2C57YpzSdrGjEbzqLv2prOwk3z5mb L5xsxNJsPZITH42ep8vX8ewbkW4z+c99S08j8juN9matRvQkzV41rSMGiyNv J9VHNqDG9S89fkQsph5XK1I/3ILFh5+lDQZx8Lk9nTN64hZMLOy6FZnx4K8P mzHuXT2IGefsOrNE8JQ7lmQdrcfYjy25uy4ngRffdu/B6zr0lNVp93/DxbhI 933ykDrIyt0HBjbwIPaIxtxBDb5SssbrafPRqjd2yShQg9O2gUEuhXz862U7 crXzJsbHv0yW7EpG2ib4dfjcxJy7kzOHdARomB/0der9WliWr4laly/A2DRX n3b3Wiy+7N3CdU1Be+zu1fmNNbgzaDl0vS8FJl6P7k5ZX4PqWtFwZUwqZhw5 vPSlshp8xy2ZqYbn4S9h79i1shrH/CoOmV46D4tMtd0meRUC1qZyQ5cKMdS9 UaM2rUJYd0yrHxHi/pbPH5dlqLGH1aLqd0jD88LibRYcNTrbbyaxlGkYzZn2 evY5FdaHLWEJbUVYvrAuLJalwpF+uURUKMLL0jlJAUdvwCVxNOS9cTp0Vl5u L+9TomvL7FUyXjrML1q/jfVWQi8rcWPOSDoO/ro9uLKlEn5icDVeYvyl410W sKYS8bMk0QZlYjiJXjhHXKtAfp/Xir1TJfCXP4gYXlgB38fbPcp/kqC5u2LD FRuCjPp1k7VKJDjoUcxexi5HXq/nxFnaUuhdclBFvf4TmcWq2DEnKTq8DmSe abkO3Z5VG4QxUnw5y+Jve1kZRgQ7ExqIFE+d+vm/J5SiwaLzvWBIijZ3w1yF /zWs5P57s8GYwdGSq69C7UrwTYWtYP9GBp2cJ6bV04thXdLms+0Qg27Zzw9l vUUYeR70RxiXwSBz5ZRphRx3x79zK8plwFUlBpgLCvFofTp/pJSB5Y4CReHu AvgWW000q2IQmPYPT24tg0ifnWtVx2CnWaR408R8vLgVQ15rGHDqC46zf70E pz+Me7erGbzXfjYld0keeIc36jteY+CTEb51qPYivuTs9k7LZuDwYxd7cHs2 5iZ/cF4RzyB79FRNbGcGFrTqHNPd+/H+uCqbnQ8ZtJk2tD23Z7Bf90PfxWci sCKGI2r0GUz0uDqsGUjBbuIjC22XosW8bZz7bS4sLSc8bZJKgdkLNzsqY/Ds TG5+pYcUlnHt/6y0DYdMzq8w0pWix8jvVV3eGmRxzbs0H/n5tCdJC2yd2Bck 9Dy54BNsErZaQu8j4QNZokUdYvoesU5W3HMPEdN6yPAZT399bTGtlzgPNgyG x6XTfgjpnRqSMyWd9kseD6SYFsWKKB7Er280UzGaRvEi71hdRff2p1E8Cd8l 5JzxHSHFm1zZ21p8xVZI+SA7xDUG58XnKV8kbmywu28olfJJxDdmdtY6p1K+ yTXd6HkOwhSqB/LCv8No3yMB1Qt5kxB2f+t8AdUT0Q3n3OD4JVO9kYLEAYVa wqd6JPJeF+vgJh7VKxms99VboM2jeiaf6eRHjG47R/VOzL+VHvgiO5H6gWx2 uz6W0RlP/UJ+c1G735kbR/1EHr4VVja6xlK/kdJ+XlleWAz1I1H9rRo4mXKK +pXM2aDrGJoXRf1MDprVK5YHRlK/k+SZe3+wComgeUBapqbmTAgIp3lBHJ9c rexyCaV5Qvbod2WzHQ7QvCEl33Yd+r7Wn+YR+d1/nmvQLk+aV2QgW+ZodXs1 lD45y2s71YT+Z/8B42p68A== "]]}, "Charting`Private`Tag#6"], Annotation[{ Hue[0.08640786499873876, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[1, 0.75, 0]], Line[CompressedData[" 1:eJw9VQs01GkbH4Wsy6aSNtla080lW7nko+VHpdXS7pJi7H7EbCfbZUcR1Vib VrlMchkNZvyx0peQXVlaxCsxucuwZbFkifqQXD60aWbtOft+7znvec9zznPe 93me3+U18OO5HVnEYrFOLey/z8EvLuuExnWA9c8a4R65vZbbgWXsSY9FoXvQ +Lpe9CG7A3eUo0+UsTjgnbBZtLq/Hfy+vTp2dVwY6lhd+D2jHfZLR32CZo6h wis8g+/dDoeqYRt/lVOIWK0zNqnfjtrGfWPxF4Pg0rNmele3DOuDNCWSyRDs emfc9niqDE1LXDbzDvKh/FLF7biHDErVLUqTuWFQujNZvGulDMtuWy+/9PoC zn7IGXsla8OriY+jWkQX4Z4/dO5MfBseuH8w9LFpBCyi9nW37m+DpXs7b+De JWhWGMYp1Nvgm6duJHSMRNnBNcuU6x4hOT+53elhFJZLM7p6Ih7hydDc2P8c YvCbyQputMMjcJ8/LhQUC5Dx6nMsn2/F1Vchy98YxOKeClG9G9SKLD/jcovI qzDRmHurGG1BWOMNLaNncYhVe600+lULMjdu1x5k4tFvyx4519OMHXqBvRcc E/A0c0NszoFm1HUq/+j3IgGZFuMlwQ1NcDd4b1V4dCKibNPMBuybUDZRfrF9 oxDpB7xrR0saMfbrS3PXSiEiDp7cmrhlIf49z2HCLQlBdlMmsh8a4MSeFOUO JKG7fy4gT7cB+lXSicCAa2DHuf2oL6hHhuX2P3a/voaEzCuJGxR1SFAzq9cO E8Fq7knV/dN10MwsevJILsL0yZmuyWcPkbLzjNZ5fjJmt28OLfF8COHEuNWi 6WTIN62w0WiUIiTDcsLbPwWa/yrNHv9IioGS+vRLnSlg3/ba61dQi9uywIDj e1Ihv3j0uu+6WsgUGj4q+akorT9mMxpXA8l/7E2clorx3buz37NYNZCyDn1p +I0Y6R2Jk2m8BzBX77MT14nhyr4xSXqrYdHFG0hYK0HNRr//Ht1fvYDvvvcX B0igNXvXWlh+H87r5Bf670lQwd9pY290Hy0d2twPVNIwG7ASJ0VVWOYheHzH aSHOHE96b3EVph3i8gSRaTBIrFkc3luJJf59J5n7aQg+9iBGWlyB/M/8uF0z aSja4rlNLriHnGwmxmIzg8fbeJ4bfMtxRGicyrgxKOU7cCwty6CrvP5P1XMM +OpmfFO1UjzPj2zyFTMwrsibU+u6C+up9P70EgZaI4q3D3JLMJjkUl7QzGA2 1/GW1/linF3hFxPex6D1N2v1eqefsbVneMuSUQbHX6xja+gWwdXQZ8vWKQax 4dcH9P8oRFLifPnzaQbi+TKzP/N/gsy7u4Q9waAjcWW97VgB7E4bpTcOM1gV LAzTCsuH8hvn5LZOBpbpLtNemrlols5/za5hEPiMc/79lJvwdzoclneLQZbE e5eLwQ3Y7Nfp5kQzMLHi+PTezIKYa7Vej8sgxTS4tsEkE+Ip/6TOHQw85PVC bS8JRjSqlcOVGTgqvB3XeIggHZQ+lTemIbF+U3PWpwm4qedqZBubhjORZ80N w6OQnXX61KYFPMxzPI/xikLRfc61J3tegl9v2MvNJYcxpz2vl5X7/5hIvvnS 2YUrofmkaPyFYqmqhN5HnnPyQnSvi+l7xOFl9nenbcS0HiL4yT58R1MqrZd8 1PZJRJBnKu2HnFca3mbXl0L7JU0FYW3Zh1PoPMjU+hz30p5kOi9SfEX1sysH kuk8SU4X+61prYjOm3hF2zoWbBdRPEiv/epS/dRrFC9ieqgyOepNEsWTxBhZ tbI4SRRv0sh1lAsLhZQPxFhHO/hzFSHlC1ld2LBzj3si5RM5qnBX/zY9gfKN vB1oP6A2GE/5SPZu3L17akM85SsZ2sMKvVZ9lfKZqC6VNOwwi6V8J//WzNw6 kCKgeiBsa7WhOzPRVC9EbZhzq8I5iuqJjFSe/UUv5TLVG9Fd59/5tDuC6pHs H1cc2rTqe6pX0qKSpKX0STjVMxkJ1H+o+SKM6p0suTzzg8iUT/1gIX9ldZ1v CPUL4lSh9HXjpUDqJyRbn699xZxH/YYUfjEkqNx5lPoR+erT3arTTt7Urwjx 2VfN/sUZe08Yr9UvkhL6//0Fm8J19Q== "]]}, "Charting`Private`Tag#7"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.18593211299439511563058535222553529534`16., 1.18593211299439511563058535422895331057`16.}, {0., 0.05327964594304289}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[1, 0.75, 0]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.18593211299439511563058535222553529534`16., 1.18593211299439511563058535422895331057`16.}, {0., 0.05327964594304289}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[1, 0.75, 0]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{}, {}, Annotation[{ Hue[0.67, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]], Line[CompressedData[" 1:eJw9lAkwHFYYx1dm60jiTKuOtEHH0WjriLuJz4ZQKuKIqyUMgkbDqiSWSCXB uuLeK1gsu3bXFeeyrmckSJVoHelURiO1EiuMSDLiKD1m+ryZN2/ezJv3vvf/ //6fblic98UDBALB89/53ypWEVldl/YD4f8RzlyiDtH7oS1g1sPQwxX8ia73 zV/2waznuaOXPwoHL7H493SHPhhrHoiYeBQH7szMh930Xsg6yyO3nbgG7oUb N6aWe6Du9l+eCQkpIN2cejwOPbA0mcAAn1tQIJ0rF9C6IcJYJcsvMh3CgrbS w6RiCOYo5i79kAnKJSafb58Sg/KFdc4flBxYe/WdVmxxF0T6LTTpUPKANPqs o/d5J0jc1JrcbAohh23tJrHrhJSXEoJqSxHI8fUIC/kiGJcYOvkalEBFRe2s 6M8OkMoO1cizaLCaK24NtuoA34Q6srYsA8y67M1nstuhykN46AaZCd8yLR9p zbWBRUzMuPZvLBiveoOMTdvgsmhzWWJbCuqvLXeJaa1wyd/A7wGrDOKTRr+o mWkBHYLeXe6bctiEVN4BoxZYOaLZEOtWARoP1tyPJTdDJFF8X4FdCetG562l zHswmZ6Y23i1Cszfbf69bdcEXObKWLUWB+ZOKhRFzzXATWLlzPk+Dsw3MZT0 U+thRScjoDW4GvZYjCe6OnVAf59+TrBTDYOJLuAxIIAyO9sWXWYNpF4TrjNC +NCxRTkiZ8oF86dHqYu7POgJHbWyH+ZCtZsJ/1gZF+ZfrMQJA3kQe8tLxcC6 BuxUbCQGyzzI0Fc0mvqVA4QhakZBYi3cW005vHWpCsxYLc0dMnzI3MzN6yNW wPRbO4fwLD4Ul6m5U0zKAJV/Nux3SABXrD/sj/RlgbxIPgpyBEDOb8/Ju0qH naTICyKiENRvVyfn5xdDyMckR4tkIbx1PlM/cbIAgr7ZWNyVCiE6W4n7zDEb Qj1EtXvedaBnkAuuhmkwflxdKaGtDjq4Bx2CqpJg0rFA7Z1cPXSGqT7feBUF uz69JIrL/h5Vetu3ZynU4/Po9XbtkFfa/n2IxpTtUVvdfw+FsJfaTc7u14OG C9n+OrUCXC+aauiSWG7x8X9QkMZIqaMLH/8X9feU6j0prMV6IO5DZUbUYx7W C/mwY6K/1OBhPdHSOuVrlh8X6434T4tk2otqsB/I5uBwcs9P1dgvREbxa9N7 HOwn0nfuDtQ142C/ETnQi9oXWoV5QIO/hPdlaFdiXpDlxWliIZmNeUKtJLXr gwNlmDc0P+n+M+lwKeYRKctofmXiw8K8omXbU+FCOgPzjFZGaMpjUzTMO7rT taDaoliC84Am5qycyI5FOC8o6LgaG5bzcZ7Qe5rURsGZXJw3JEyP8Dl9NxPn Ed1Ju9JrupiG84qocz++oH96E+cZkb4Pav1knILzjpoD0mgZNvG4HyDZxjiH D4zDcb9AFidkVAud7WFkZ8apUaUL4X73D33/dBg= "]]}, "Charting`Private`Tag#1"], Annotation[{ Hue[0.9060679774997897, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Line[CompressedData[" 1:eJw9lAlQE0YUhsMNVoWWgakIIpJ6VBAENJTq/DQBPCpQRCmCJVYuoVaMyCGC lQAqRBDFAFGOBJIqKvclCCwkEVABq8gVrKVAYTqiA5VWtB2pnemyMzs7O7Pz 9r33f/+zOBixO1idwWDseb//O+P67HzXJCvA+H9p2X1v+IunAhWxtjYjPdvh 9+BQTMofcjilXw2NW/Mteucc/dSEcvB8mZ0ljMPQeZnm6sWSIyxQqojiRsKE e7o0cqgN2cUB8dMVsdic9vxlyMk2BD3lZmbNJsC02c99nVkbXA9O5BoJE7F+ aGr6dksr2K+dBa1rk/HhrskxwwOt+GJrruWG2jMIrtE0cFRrRXyv9LizUyrm B8ai3VwIag34aoP1Ahx6pFr0Y0oLXPu983qtMzAW+6cytb0Zpv2pK3U9MrH2 rp3tlHYzosrfRDkkXkRXfV9Eh1sTzMP2bPKvuITSyAMORmfuwHzL86zQ4Sws /V2zvEfZCGvrnhiOuhBGmm5JU+qNMEsx9hlgZsNOHFUX4twAySP+4kWcHGis K8lzSLgN8dmM2tb9uTCpvibf1VAPlwBG9DOeCI0arCfS2TqsMilnu/Cv4Hyy zqmNNnVQzEzn/ZR+FXuGPXZOHKoF/0Enh3s5D+NWo9G1khqUOYYOdArzMf7C Q3FhqBqVkTPfjV4swJsEzU1BBtVgfVCik3CuEEES/YfmblUgL+qTqraIMT/J dCqNq8T9x5mVtlViKL+66TtbWoFKTk6QiCkBk7+YX03K0WWuzbmXJYF3WplV /MoyVLH1L+fOS9AlXhH+NuEWjIfPB6tCi5A8qLZDNXADD1dMRvt3FWG3vwWv wboEVzLvPBmxKobq+mqB5Q/XsO2Vhu7q1GJE6QdEpT+QYc7QrEw1UoyBiXsK j4+kcLXnOhXaSxEYvrkjd3cRTn7sk8hIlEKvOmUqTCCGsfnKE7xO6fv48o2v o/Nxvj3aha0nQ9NZP1NPuQgm47v0s9gyHNZrczo9K0TaEdHXzpEyRLjtD7um cwnMf5a3KkUyfN5gxuJMCsBynuUuqpGhhvimzu5LAqu/1t2SyDCssTPmWfpx KD3lwtE6GQp0H83NMW3hJz42GiBcuJP8JfNx4ZkL78knPiHsV14L8UhL6LHE JWoL/xF2p4XjuERK8yHKd2oRgSwpzZcssxxrz1YU03pI997rF15tK6b1kpqk AG3B3SLaDzL69mr7p1uLaL8I77MbYl65hPaTrA6QrP/ZVEL7TUwrJ7ofp4ip HqRb16Try75CqhdRrPK2dcwpoHqSX3f4tI145VO9iXrJkPSGVh7lgbRM7k16 UXWF8kKWmrgv/WufiPJEDJIxo/N3DuWNbOjz38vNzqY8kvLAaUM7KyHlldg3 ZdysaMqiPJNxDXdtne2XKO+Eo2pY/k1PJvUDuT4qnyorzKB+ITYdRa42IgH1 E5k8iWUnUs9RvxGBx4jo7tEU6kfCHvdV7fDkU7+SWwMup4/sPEX9TAKN5+7H /BZD/U64oeeeah3l0XlA/CSDbr1Pgum8IO/8j/Y3eXuhUFWg0lM2ETov/wWC aIpR "]]}, "Charting`Private`Tag#2"], Annotation[{ Hue[0.1421359549995791, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Line[CompressedData[" 1:eJw9lAlQ00cUxoPgVEVRESJeI5bTWqoUUMTIV0DUcgoMVIjVVlREFEGJcmQE AnghGI7IneNfQGQCgYIEBVkxGIKKRaw4mpaxjMW2CFq5CirUznTdmZ2dnd3Z fe973++t2nvUf/8MFosV/GH+t/Y95epYqzVg/T9CD41uc0rVQDQmxA7210hl DvOyVmgw32vmZHPXHqw3bkgta2iHU/3W/Y1Hw/HGsIsf49sOv23vRT8ciUZZ xXGvdy/UuO3r6RlkfAIZYp7GKUmNQoWeh6o6HkZz9SptTNTYHFaVqNyYiJBH zRe6FbfhK/d6PPU0GUtG819abrsNN/6QuWJhKjqGL5tZ97YhVjn/8k9fncbr nZfCHsa0wZDD13c9eBannCbUFvptKFNy8vvPnIfCa6flcpkKyfZOhsWSCwgc H+LUrVfhzRuBDIpM9I8ty3px9xbqtvKCg7hCrBvgxVz97hYch0IiekOykPU8 btpktBW9eu86zYKy0Z3QPtfgXCuOtCy3X+idgzv4xU64vBWBznEWQuQihOOs KlTcRNKi1f1nbUQI0NO9bu16E1NWXG4f+xKGtZuSwysI1MoFg8lvL2GvwXWX Y3dbYGsbtc9Tm4cLtn/H7Rm8Ad0njmrThnyszVmtb25wA5WcTuu+9ALwhlf+ WmvTjOD99mlHdhXCwPv3tgnPJhipvhGIrYrA7i85OHDwOg59WbbRZ7AI1f7y lbzUa3A4ZTLiX1WMaLbqfoq4EcdD0noTw0rQp3UlM5RK6I9p6kqXidGTZBet 7WzAYrkvN6NDjDtu+mGjfVdxqIkdrxMtgdw4+C+HsXqUDrAmf5slhSrXXZP4 ST3MbiXadARKMTh1Ta+OXYdg+9PmhhIp5Lk9ArnZjzCw79khei7FlVMcmfsX tWD4MVwrSxmcVRmagPU1mB1eUZ4fKkNkpvZn35PV2BUx2FxfLEMaP6N3GV+O rt1vr7g8kEH4+vtP8+Mr4V6jcZpmMejYvcV9y7EK9JZsXlW+hsFuu01JWXvL YbvB55/+HQy6jts9feZRirXxPIvwKAYDoU2bkj9jMPSKI+o4x8AytWVfFUsK 03UdfgXFDPrN3coWFRRhxULBCLeCwXYbQYj70jyESeaNp8kZXJuj3/BQkI30 HoOX8R/Oa+YZFT6SpuOBqWdVehGDFco9pRMsARYFJmePpDKo5E9nz3SJQk1l QIc29OOe+LimcA4s/nifaFsvTgq1MvoeWeL3ykeUJ6P/kVm+T5RsLxmNhyx1 91hzeUJK4yVSj9hSjVRK8yEJCYcbh1ykNF8SGTvbjdUkoXqQonMjETUvxFQv MrWgNkU4R0z1JN5rJ5NszUuo3sRx7oI/jRyKaT3IMzublurNRbRexDSvdl2Y cyGtJ4mTHDMp3lBA600ivzXjMKvzqR9IQKX6sNooj/qF5Cy+F+8zIaJ+IksN 38+Of5xL/UYkmd3bUxQ51I+kLJJzUZKcTf1K7MXcP6a9s6ifiWOo3fkHRkLq dxLbeT+BL8+gPJDhbh7viXk65YVU+IcO6OScpTyRCIue+47jaZQ3cvJzy5xm vxTKI5mha1rYziRRXonOOGO16lEC5ZmUV/eXi/xPUN6JoLnJwbslivYDEnRP 96S77QHaL0imgDuoOBMI38YmI7ZxK6H991/umaxr "]]}, "Charting`Private`Tag#3"], Annotation[{ Hue[0.37820393249936934`, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Line[CompressedData[" 1:eJw9VQsw1FsYX7eyKqy2hNTKvR5xXc1dlTHX9Sm5HqWxsVvpvdzqVisp0RaL jfLMm1jrj2pZ7iIheRyvELZCqvUoLaLITHcr45XrztzTmTlz5pv55pzv+z2+ o88+t/fPH0gkEntx/3fOmGjE+/ZLgfT/auo7T6G1SMGlt7xn8tTP8DKc3TC0 TwoX6WaVOSpMEKhzTT3GOuDs/lzL/m2ecPvk/tO8gA5wWKUePSg9A56R5ESG SgcEeameCjfwBYqBXu6T1HaIWeAfV3a/BNcs+sI+G7XDr5bozk4/LngVG1Dr y9pAtWfIZM2NIEh0jlpO39kGDwtnNv30RwhU2WzWsu96DON1LO8eWz6wTNOf TB19DBpPlEfJW8KgvSxM7PCxFYDuWEjoXYe0F7Er6dxWqNc6L7+2JAKMmc+3 3VduBVaQUmHam0goMOW5tye0QGO/TBeVRkMO3cL7Iq0FdKrDjXp5sfAg/gSn ML8ZMvIcnEb046BQW6jjs6UZhp/KFBULcVAjjV5bXfsIomJCzd1l8TCTv0Ye 7fgIdEPesvMkCaDCNep63dkExZM+Njm8RKgsDaJKPJpgoDFeZL47CY4prHO+ yhthR0RnidWaZFArd2PcP90Ik4884iUvk6GtVVoj/9QAzYa8GP+UFJh6/M41 MKAB1ns7/RPomgqRSp9/432rh2nFEiXxsjTg163zG+LXQ/0b4Rt5WRqMn+os va1SD1dXD4arH78FI5abODXRdWBHti9aRU6H1IkXT4016oB+IrD6qSgdeke1 g6sMEcjEniJTuwwgPZy9U2JSCwsX9r37QZYB9RSvJAOzGrDt6nOz/EsAeyIo G5R/qQauj8fqOwoBzE6OMR3MquD59vELxgGZQBYrYl6ZPAQL9sKz1K+ZEDiQ uz3fsBL4hlIfqbcQCPNc9Ty9B8BQOXgsc1AIKYylogatCsjlkF16d2VBxbv3 jSNq5ZCqOHPQvTgLpszytOaVymDsZG3ghDIBKOEsKBSl4Jw1dEiHTsCsM/d+ ydA9MBzuDU86QMB0M6VmY2cJSKmeVNtAAn5kqB82ri6GCT6DOScgYNmXZTEs pyLw0lRvET0g4JUuJ0lf82/gXAl+S3tGgD1THufXJwZO7yWS9RABW0udd2oK 8sD+QhK8/ERAl+MVZh3rLnx7/prVPEuAHT1zq8XK29Dhq3Kpn5QNeTkfyMaV 2bCZS9A+LMajurXauXVCcFl+YL56Md+16YtuGykd7qoJG/QW76M2XRZvpCfD x2w0Ixsk4HzZgM28WxzM68+MFLURIJk7yjnSHg60igJXtoSAeIbwyOyty6Bl vOKsJIqAonMr177wYIJzTIHIhf09Rv1LjURzTt/zkV9o7C6q1vf7EOcQS9mv Jgu/h4AdR/XYkYXrQdbrBMPWNUJcL7L62pkTbC7E/aDh/IDq0JRM3C+y8q/a kvFFgPFAVw9LJtbvFmC80NzN9+PM9AyMJ2r1dBPdHEzHeCOZF7Kn6KVjPtB7 vo5ck3UL84WyA4fbBsPSMJ9oeK28Nl+SivlGZTptRqJnKVgPSLVHabfqRDLW C3LUZEQvV0rGekK71DIiOyhJWG/oW0j+oWDtRKxHtLebVu6im4D1ikgH8jQO asdjPaNNerGdHZQ4rHdkvponi1wSi/2A7AZmV7T3R2G/IPp0jE5aQQT2E1pf sb3KzOc69huasuiW1JmGYT+iDazkiRt9odivqHHvYHdFaDD2M6KuixDP2F7F fkc+PH8L9dP+eB4gjpi2RynEF88LNH1PqLxH9QyeJ8gmontzpuIYnjfIZnTM iiZ3BjVoHv/dthHh/+BfJDMCDA== "]]}, "Charting`Private`Tag#4"], Annotation[{ Hue[0.6142719099991583, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Line[CompressedData[" 1:eJw9VQs01FkcFtuL5BFqj0ep6KHtlDxK6iOtUJxSShuJUGhDnqUtZIidEmFM 8/iPUquaaoqI2q4Z4xHJUNvSLr2FUkJINW17zt6959xzzz3nnnt/v+91TQPC PYNUVVRUdn+b/67ay8q+hJo1Q+W/YfyyJiF9djP+/Mokbbr2buWgW7FiWbcC b23XLcu8uB4Ve3TUpZcUeBbqd3lJ5A6Mt34VZLJPgTkP3L1LInejWL3HaION Ap/YzQ+SLSJgESuSSwabYOzT2xehHY1me8fa4INNWKhov5L4Kg7BDSpZMrUm cDc2rjkmSUC+qjJQlnEPHrahbyLCDmOvceX+QJ170HIVBKiyk8CLrxk5x2lE gbIyUnvbEfSa6inTjBvh299meG8mC10aZZyxZ+5iONLGyfx5Kg5J3aqN595F RXHsQjX+UQhjYuPuiRsQVJ2W7OGeAaFbcKb+4gYo+73t3w/9Ct4ldPSV1GOC r8uF+/nHwD19Yvb2pfUo83QKarfMxJOOcp1tN+8gO6Kh8EDACdie2Oj0csUd 7NtXWpY4JwsDEvbqUVIHzvP4rKiuLEjqU45xHOtgFqu198ez2WA0RMkVslqk PNI17PI9CZPcP6J2ONXCMmT5wDrdHKzvHealVtXAWS5pC5TlYGPS8PT5TjWo XTjLesbeXPw1b/pkF1k1Gl3EPXv182B03s233aEarYpob4cbeRCbTH3TeVsO XaXR+iObOdgfrZnoby9H56cX2uZ9HMQ31chdy6uwYNxJRwNWPjoNNNbyrauw TajX46DPxZbL3WleV2Vw9Gjdky3iQiv97v3IBTK0hLUfHjI/hQt1rJDec1Ic 3RRn5l10CvFm3kHyGVI0C6SFBbN56NwzWtXPrURMlSzpFo+HoYg8/2jdSjzs tYvJ0uTDuyjtfboegVWiUeCEA3yU+ihXVareRvty8eYJT/mYtMRelPzuFnK6 nMPjVglwJzupqPbRTZgJ6p/YCQW4fufIFZa8AsyHghc2gwL4/+1285q4HPok XOKxWoildlrJq0/ewNQXW8MCjwsx3vX73Yviy1As6Z+5tUWIoe7CX8K2laKl jZBJ2gysXRoO9thfx3wdv4++axjohcfUFhiVgOXl4jY/noHlhp+CWKPXIBIs fO5+mkHfFA3V9IdX4dD/VXCmmsGKfO3XjEQC9fTUvu+eMfAqtTM6oHMFoYPi DtdhBhZ1l96e/V2MgjFWsYWqIjzVi2Z+C7oA9YrCtNdjRShstisLmFgEg5zH TTu/7Q+dv9BfXnQWVSljzIZURFD3/IhMpzPYvqVSqfeewZBVw62qNhEkrKjn Wq0MvMUPd4c/5OOSS8aq86UMpkXdts99x8FWmWvCRTYDueYNu1JlNm7oJr3v 2MrAyDB11HA8G1NvT/4y0YTBLLtPneJPSZgWi7a+ViGGm5dOQmg4ljZOyvHK +H9PihJmHCpWCuh5MjJTW9+GK6D3kTa9yJESCwF9j8wdsmAHlPJpPWSao9qW 8GV8Wi+xavHXVb/Oo/0Qw5TBcr95PNov4UydyOPlnaJ4kJJH4p2vPnMpXiS+ gbU4zIdL8SQj7v4i9+v5FG+iPxzVWjw+n/JBLPyd+dKNHMoXUSSs3czl5lE+ yegaY3OftlzKN3GP9u2dNyWX6oGYNtn6mK7JoXoh9mqsL34xJ6meiEsme5Wq MJvqjWT6Bh2fJc2ieiRaikGHjo4TVK9kYHjaEc7bTKpnwvfx0J2of5zqnZR4 sr0dFrOpH8hmyeO6UKcM6hdiMXDasmTtUeonUqCicd/ZLZX6jUgtxwSvRQr1 I9n12sOme34y9SuZsmj6D86aidTPxMCgVKrZmED9Tj7YNjgLfo6jeUDktfun H/68j+YFCbml49MzsIfmCVlp/XnJobs7ad6Qi36dTMg4L5pHxMecq+151BS7 1I6vaGmUE/rf/AO9fzFB "]]}, "Charting`Private`Tag#5"], Annotation[{ Hue[0.8503398874989481, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Line[CompressedData[" 1:eJw1VQtUzFkcLoMN7baF2ZFXNnuk1G4pz/SlLUJOKyTF6iEbRRSF7KZIepmZ pkzTzPxtL23LZmpSyk63xkwPU3puHgnL6qGXR5IlrT3Hvefcc8895557f7/v def5Brv5j9PS0jrwcf6/lg1rmke0W6D1abC5W5V33jQj/GLdEpPD86H6Tm54 uLQZrElR2aYGbjhkOI3XdbwZNosShu7LvKF453XOyrYZUeOTpvvaBcDgxJ5f tow2wWwtYxlUEIz+giG1S3kTZo7crXp0OhSNZunVhpFNeJbjKhQYh8MzLu+x Ak1wnMAKkBUdh0OWUaiNVhMmOZ/dz1n2C57YpzSdrGjEbzqLv2prOwk3z5mb L5xsxNJsPZITH42ep8vX8ewbkW4z+c99S08j8juN9matRvQkzV41rSMGiyNv J9VHNqDG9S89fkQsph5XK1I/3ILFh5+lDQZx8Lk9nTN64hZMLOy6FZnx4K8P mzHuXT2IGefsOrNE8JQ7lmQdrcfYjy25uy4ngRffdu/B6zr0lNVp93/DxbhI 933ykDrIyt0HBjbwIPaIxtxBDb5SssbrafPRqjd2yShQg9O2gUEuhXz862U7 crXzJsbHv0yW7EpG2ib4dfjcxJy7kzOHdARomB/0der9WliWr4laly/A2DRX n3b3Wiy+7N3CdU1Be+zu1fmNNbgzaDl0vS8FJl6P7k5ZX4PqWtFwZUwqZhw5 vPSlshp8xy2ZqYbn4S9h79i1shrH/CoOmV46D4tMtd0meRUC1qZyQ5cKMdS9 UaM2rUJYd0yrHxHi/pbPH5dlqLGH1aLqd0jD88LibRYcNTrbbyaxlGkYzZn2 evY5FdaHLWEJbUVYvrAuLJalwpF+uURUKMLL0jlJAUdvwCVxNOS9cTp0Vl5u L+9TomvL7FUyXjrML1q/jfVWQi8rcWPOSDoO/ro9uLKlEn5icDVeYvyl410W sKYS8bMk0QZlYjiJXjhHXKtAfp/Xir1TJfCXP4gYXlgB38fbPcp/kqC5u2LD FRuCjPp1k7VKJDjoUcxexi5HXq/nxFnaUuhdclBFvf4TmcWq2DEnKTq8DmSe abkO3Z5VG4QxUnw5y+Jve1kZRgQ7ExqIFE+d+vm/J5SiwaLzvWBIijZ3w1yF /zWs5P57s8GYwdGSq69C7UrwTYWtYP9GBp2cJ6bV04thXdLms+0Qg27Zzw9l vUUYeR70RxiXwSBz5ZRphRx3x79zK8plwFUlBpgLCvFofTp/pJSB5Y4CReHu AvgWW000q2IQmPYPT24tg0ifnWtVx2CnWaR408R8vLgVQ15rGHDqC46zf70E pz+Me7erGbzXfjYld0keeIc36jteY+CTEb51qPYivuTs9k7LZuDwYxd7cHs2 5iZ/cF4RzyB79FRNbGcGFrTqHNPd+/H+uCqbnQ8ZtJk2tD23Z7Bf90PfxWci sCKGI2r0GUz0uDqsGUjBbuIjC22XosW8bZz7bS4sLSc8bZJKgdkLNzsqY/Ds TG5+pYcUlnHt/6y0DYdMzq8w0pWix8jvVV3eGmRxzbs0H/n5tCdJC2yd2Bck 9Dy54BNsErZaQu8j4QNZokUdYvoesU5W3HMPEdN6yPAZT399bTGtlzgPNgyG x6XTfgjpnRqSMyWd9kseD6SYFsWKKB7Er280UzGaRvEi71hdRff2p1E8Cd8l 5JzxHSHFm1zZ21p8xVZI+SA7xDUG58XnKV8kbmywu28olfJJxDdmdtY6p1K+ yTXd6HkOwhSqB/LCv8No3yMB1Qt5kxB2f+t8AdUT0Q3n3OD4JVO9kYLEAYVa wqd6JPJeF+vgJh7VKxms99VboM2jeiaf6eRHjG47R/VOzL+VHvgiO5H6gWx2 uz6W0RlP/UJ+c1G735kbR/1EHr4VVja6xlK/kdJ+XlleWAz1I1H9rRo4mXKK +pXM2aDrGJoXRf1MDprVK5YHRlK/k+SZe3+wComgeUBapqbmTAgIp3lBHJ9c rexyCaV5Qvbod2WzHQ7QvCEl33Yd+r7Wn+YR+d1/nmvQLk+aV2QgW+ZodXs1 lD45y2s71YT+Z/8B42p68A== "]]}, "Charting`Private`Tag#6"], Annotation[{ Hue[0.08640786499873876, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[1, 0.75, 0]], Line[CompressedData[" 1:eJw9VQs01GkbH4Wsy6aSNtla080lW7nko+VHpdXS7pJi7H7EbCfbZUcR1Vib VrlMchkNZvyx0peQXVlaxCsxucuwZbFkifqQXD60aWbtOft+7znvec9zznPe 93me3+U18OO5HVnEYrFOLey/z8EvLuuExnWA9c8a4R65vZbbgWXsSY9FoXvQ +Lpe9CG7A3eUo0+UsTjgnbBZtLq/Hfy+vTp2dVwY6lhd+D2jHfZLR32CZo6h wis8g+/dDoeqYRt/lVOIWK0zNqnfjtrGfWPxF4Pg0rNmele3DOuDNCWSyRDs emfc9niqDE1LXDbzDvKh/FLF7biHDErVLUqTuWFQujNZvGulDMtuWy+/9PoC zn7IGXsla8OriY+jWkQX4Z4/dO5MfBseuH8w9LFpBCyi9nW37m+DpXs7b+De JWhWGMYp1Nvgm6duJHSMRNnBNcuU6x4hOT+53elhFJZLM7p6Ih7hydDc2P8c YvCbyQputMMjcJ8/LhQUC5Dx6nMsn2/F1Vchy98YxOKeClG9G9SKLD/jcovI qzDRmHurGG1BWOMNLaNncYhVe600+lULMjdu1x5k4tFvyx4519OMHXqBvRcc E/A0c0NszoFm1HUq/+j3IgGZFuMlwQ1NcDd4b1V4dCKibNPMBuybUDZRfrF9 oxDpB7xrR0saMfbrS3PXSiEiDp7cmrhlIf49z2HCLQlBdlMmsh8a4MSeFOUO JKG7fy4gT7cB+lXSicCAa2DHuf2oL6hHhuX2P3a/voaEzCuJGxR1SFAzq9cO E8Fq7knV/dN10MwsevJILsL0yZmuyWcPkbLzjNZ5fjJmt28OLfF8COHEuNWi 6WTIN62w0WiUIiTDcsLbPwWa/yrNHv9IioGS+vRLnSlg3/ba61dQi9uywIDj e1Ihv3j0uu+6WsgUGj4q+akorT9mMxpXA8l/7E2clorx3buz37NYNZCyDn1p +I0Y6R2Jk2m8BzBX77MT14nhyr4xSXqrYdHFG0hYK0HNRr//Ht1fvYDvvvcX B0igNXvXWlh+H87r5Bf670lQwd9pY290Hy0d2twPVNIwG7ASJ0VVWOYheHzH aSHOHE96b3EVph3i8gSRaTBIrFkc3luJJf59J5n7aQg+9iBGWlyB/M/8uF0z aSja4rlNLriHnGwmxmIzg8fbeJ4bfMtxRGicyrgxKOU7cCwty6CrvP5P1XMM +OpmfFO1UjzPj2zyFTMwrsibU+u6C+up9P70EgZaI4q3D3JLMJjkUl7QzGA2 1/GW1/linF3hFxPex6D1N2v1eqefsbVneMuSUQbHX6xja+gWwdXQZ8vWKQax 4dcH9P8oRFLifPnzaQbi+TKzP/N/gsy7u4Q9waAjcWW97VgB7E4bpTcOM1gV LAzTCsuH8hvn5LZOBpbpLtNemrlols5/za5hEPiMc/79lJvwdzoclneLQZbE e5eLwQ3Y7Nfp5kQzMLHi+PTezIKYa7Vej8sgxTS4tsEkE+Ip/6TOHQw85PVC bS8JRjSqlcOVGTgqvB3XeIggHZQ+lTemIbF+U3PWpwm4qedqZBubhjORZ80N w6OQnXX61KYFPMxzPI/xikLRfc61J3tegl9v2MvNJYcxpz2vl5X7/5hIvvnS 2YUrofmkaPyFYqmqhN5HnnPyQnSvi+l7xOFl9nenbcS0HiL4yT58R1MqrZd8 1PZJRJBnKu2HnFca3mbXl0L7JU0FYW3Zh1PoPMjU+hz30p5kOi9SfEX1sysH kuk8SU4X+61prYjOm3hF2zoWbBdRPEiv/epS/dRrFC9ieqgyOepNEsWTxBhZ tbI4SRRv0sh1lAsLhZQPxFhHO/hzFSHlC1ld2LBzj3si5RM5qnBX/zY9gfKN vB1oP6A2GE/5SPZu3L17akM85SsZ2sMKvVZ9lfKZqC6VNOwwi6V8J//WzNw6 kCKgeiBsa7WhOzPRVC9EbZhzq8I5iuqJjFSe/UUv5TLVG9Fd59/5tDuC6pHs H1cc2rTqe6pX0qKSpKX0STjVMxkJ1H+o+SKM6p0suTzzg8iUT/1gIX9ldZ1v CPUL4lSh9HXjpUDqJyRbn699xZxH/YYUfjEkqNx5lPoR+erT3arTTt7Urwjx 2VfN/sUZe08Yr9UvkhL6//0Fm8J19Q== "]]}, "Charting`Private`Tag#7"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.18593211299439511563058535222553529534`16., 1.18593211299439511563058535422895331057`16.}, {0., 0.05327964594304289}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[1, 0.75, 0]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], {{}, {}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Frame->{{True, True}, {True, True}}, FrameLabel->{{None, None}, {None, None}}, FrameStyle->GrayLevel[0], FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], LabelStyle->{FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, Method->{ "AxisPadding" -> Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "DefaultPlotStyle" -> { Directive[ RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Directive[ RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[2]], Directive[ RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]], Directive[ RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[2]], Directive[ RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[2]], Directive[ RGBColor[1, 0.75, 0], AbsoluteThickness[2]], Directive[ RGBColor[0.647624, 0.37816, 0.614037], AbsoluteThickness[2]], Directive[ RGBColor[0.571589, 0.586483, 0.], AbsoluteThickness[2]], Directive[ RGBColor[0.915, 0.3325, 0.2125], AbsoluteThickness[2]], Directive[ RGBColor[0.40082222609352647`, 0.5220066643438841, 0.85], AbsoluteThickness[2]], Directive[ RGBColor[0.9728288904374106, 0.621644452187053, 0.07336199581899142], AbsoluteThickness[2]], Directive[ RGBColor[0.736782672705901, 0.358, 0.5030266573755369], AbsoluteThickness[2]], Directive[ RGBColor[0.28026441037696703`, 0.715, 0.4292089322474965], AbsoluteThickness[2]]}, "DomainPadding" -> Scaled[0.02], "PointSizeFunction" -> "SmallPointSize", "RangePadding" -> Scaled[0.05], "OptimizePlotMarkers" -> True, "IncludeHighlighting" -> "CurrentSet", "HighlightStyle" -> Automatic, "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& )}}, PlotRange->{{-1.1859321129943952`, 1.1859321129943952`}, {0., 0.05327964594304289}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, {0, Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{ 3.928330852713863*^9, 3.928331295709729*^9, {3.928331485847782*^9, 3.9283315481996927`*^9}, 3.928331707525405*^9, {3.928331761451303*^9, 3.928331772685375*^9}, 3.9283318276695747`*^9, 3.928331870386126*^9, 3.928332157113839*^9, {3.9283322329665728`*^9, 3.928332283340887*^9}, 3.928332434479164*^9, 3.928332464490932*^9, 3.928334208700926*^9, 3.928334259306526*^9, 3.928334304232194*^9, 3.928334370822279*^9, 3.928334436822743*^9, 3.928371521563757*^9, 3.928371643360147*^9, 3.9283717460773077`*^9, 3.928371788319407*^9, 3.92837185281758*^9, 3.928371912365795*^9, 3.9283824908347473`*^9, 3.9283831358281384`*^9, 3.9283846858655977`*^9, 3.928386269888876*^9, 3.9283866136775093`*^9, 3.928391880399888*^9, 3.9283919915878153`*^9, 3.928392101096505*^9, 3.928392589385169*^9, 3.9283930590812798`*^9, 3.928393491201261*^9, 3.928393690932763*^9, 3.928394096797472*^9, 3.928394568564404*^9, 3.92839497489185*^9, 3.928395417876224*^9, 3.928395848310232*^9, 3.928396522488361*^9, 3.928397321325379*^9, 3.9283979572208014`*^9, 3.928398893163796*^9, 3.928399327687665*^9, 3.928404254831896*^9}, CellLabel-> "Out[770]=",ExpressionUUID->"d49dfd16-6e40-4701-8389-f2ecef5947c4"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"pMSGc", "=", RowBox[{"Show", "[", "\[IndentingNewLine]", RowBox[{"pMSGcList", ",", "\[IndentingNewLine]", RowBox[{"ParametricPlot", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"\[Omega]1", "-", "\[Omega]2"}], ",", "testf0"}], "}"}], "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "4"}], ",", RowBox[{"\[Omega]2", "->", "2"}]}], "}"}]}], "}"}], ",", RowBox[{"{", RowBox[{"\[Omega]1", ",", "2", ",", "3"}], "}"}], ",", RowBox[{"PlotStyle", "->", RowBox[{ RowBox[{"ColorData", "[", "97", "]"}], "[", "1", "]"}]}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"ParametricPlot", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"\[Omega]1", "-", "\[Omega]2"}], ",", "testf0"}], "}"}], "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "4"}], ",", RowBox[{"\[Omega]1", "->", "2"}]}], "}"}]}], "}"}], ",", RowBox[{"{", RowBox[{"\[Omega]2", ",", "2", ",", "3"}], "}"}], ",", RowBox[{"PlotStyle", "->", RowBox[{ RowBox[{"ColorData", "[", "97", "]"}], "[", "1", "]"}]}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"PlotRange", "->", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"-", "0.2"}], ",", "0.32"}], "}"}], ",", RowBox[{"{", RowBox[{"0", ",", "0.08"}], "}"}]}], "}"}]}], ",", RowBox[{"FrameLabel", "->", RowBox[{"{", RowBox[{ "\"\<\!\(\*SubscriptBox[\(\[Omega]\), \(1\)]\) - \!\(\*SubscriptBox[\(\ \[Omega]\), \(2\)]\)\>\"", ",", "\[CapitalSigma]"}], "}"}]}], ",", RowBox[{"RotateLabel", "->", "False"}], ",", RowBox[{"ImageSize", "->", "340"}], ",", RowBox[{"AspectRatio", "->", RowBox[{"1", "/", "2"}]}], ",", RowBox[{"Epilog", "->", RowBox[{"Inset", "[", RowBox[{ RowBox[{"Style", "[", RowBox[{"\"\<(c)\>\"", ",", RowBox[{"FontSize", "->", "fontSize"}], ",", "Black", ",", "Bold"}], "]"}], ",", RowBox[{"Scaled", "[", RowBox[{"{", RowBox[{"0.07", ",", "0.9"}], "}"}], "]"}]}], "]"}]}]}], "\[IndentingNewLine]", "]"}]}]], "Input", CellChangeTimes->{{3.928324448397871*^9, 3.928324491558235*^9}, { 3.9283245318489103`*^9, 3.928324831596792*^9}, {3.928324938401319*^9, 3.928325000515218*^9}, {3.928325427829597*^9, 3.928325509968562*^9}, { 3.928325553794218*^9, 3.928325747626079*^9}, {3.928325809749833*^9, 3.928325811229344*^9}, {3.928325890768201*^9, 3.928325910064993*^9}, { 3.928325964539764*^9, 3.928325986219513*^9}, {3.928326029733843*^9, 3.9283261876849537`*^9}, {3.928326664136466*^9, 3.9283266856176577`*^9}, { 3.928327136836129*^9, 3.928327162601006*^9}, {3.928327236238987*^9, 3.9283272543282824`*^9}, {3.92832740844061*^9, 3.92832741869582*^9}, 3.928328218879466*^9, {3.928328260464779*^9, 3.928328283977149*^9}, { 3.928328337375204*^9, 3.92832835990835*^9}, {3.928328422214863*^9, 3.928328474865313*^9}, {3.928328649472691*^9, 3.928328725196062*^9}, { 3.928330181294848*^9, 3.92833022366404*^9}, {3.928330274514974*^9, 3.9283302759797373`*^9}, {3.928330350924418*^9, 3.928330379247065*^9}, { 3.928330649467471*^9, 3.9283306623371763`*^9}, {3.928331571647395*^9, 3.9283316251695423`*^9}, {3.928331724532498*^9, 3.928331772655444*^9}, { 3.928331822344852*^9, 3.928331838905573*^9}, {3.928331886499919*^9, 3.9283319750347347`*^9}, {3.92833205192207*^9, 3.928332056444293*^9}, { 3.928332110487966*^9, 3.928332119964343*^9}, {3.92833440012009*^9, 3.928334400223259*^9}, {3.928334490899715*^9, 3.928334512348147*^9}, { 3.9283347286538057`*^9, 3.928334737204651*^9}, {3.928334783799644*^9, 3.928334792823605*^9}, {3.928334930013629*^9, 3.928334965630851*^9}, { 3.928371507912836*^9, 3.928371508096451*^9}, {3.9283717980043983`*^9, 3.928371798851179*^9}, {3.928371940627255*^9, 3.928371944385545*^9}, { 3.928371975283299*^9, 3.928371992295719*^9}, {3.9283853647690783`*^9, 3.9283854437139807`*^9}, {3.9283854972687693`*^9, 3.928385497851027*^9}, { 3.9283860957588673`*^9, 3.928386111254788*^9}, {3.928391781132628*^9, 3.928391782939152*^9}, {3.9283919248136263`*^9, 3.928391933750123*^9}, { 3.928392032960223*^9, 3.928392035439527*^9}, {3.928392080616584*^9, 3.928392129073488*^9}, 3.928404265409144*^9}, CellLabel-> "In[773]:=",ExpressionUUID->"95fd3173-4c7c-4968-a5e5-50349f8991ff"], Cell[BoxData[ GraphicsBox[{{{}, InterpretationBox[{ TagBox[{{}, {}, TagBox[ {RGBColor[0.880722, 0.611041, 0.142051], PointSize[ 0.003666666666666667], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJw9lAkwHFYYx1dm60jiTKuOtEHH0WjriLuJz4ZQKuKIqyUMgkbDqiSWSCXB uuLeK1gsu3bXFeeyrmckSJVoHelURiO1EiuMSDLiKD1m+ryZN2/ezJv3vvf/ //6fblic98UDBALB89/53ypWEVldl/YD4f8RzlyiDtH7oS1g1sPQwxX8ia73 zV/2waznuaOXPwoHL7H493SHPhhrHoiYeBQH7szMh930Xsg6yyO3nbgG7oUb N6aWe6Du9l+eCQkpIN2cejwOPbA0mcAAn1tQIJ0rF9C6IcJYJcsvMh3CgrbS w6RiCOYo5i79kAnKJSafb58Sg/KFdc4flBxYe/WdVmxxF0T6LTTpUPKANPqs o/d5J0jc1JrcbAohh23tJrHrhJSXEoJqSxHI8fUIC/kiGJcYOvkalEBFRe2s 6M8OkMoO1cizaLCaK24NtuoA34Q6srYsA8y67M1nstuhykN46AaZCd8yLR9p zbWBRUzMuPZvLBiveoOMTdvgsmhzWWJbCuqvLXeJaa1wyd/A7wGrDOKTRr+o mWkBHYLeXe6bctiEVN4BoxZYOaLZEOtWARoP1tyPJTdDJFF8X4FdCetG562l zHswmZ6Y23i1Cszfbf69bdcEXObKWLUWB+ZOKhRFzzXATWLlzPk+Dsw3MZT0 U+thRScjoDW4GvZYjCe6OnVAf59+TrBTDYOJLuAxIIAyO9sWXWYNpF4TrjNC +NCxRTkiZ8oF86dHqYu7POgJHbWyH+ZCtZsJ/1gZF+ZfrMQJA3kQe8tLxcC6 BuxUbCQGyzzI0Fc0mvqVA4QhakZBYi3cW005vHWpCsxYLc0dMnzI3MzN6yNW wPRbO4fwLD4Ul6m5U0zKAJV/Nux3SABXrD/sj/RlgbxIPgpyBEDOb8/Ju0qH naTICyKiENRvVyfn5xdDyMckR4tkIbx1PlM/cbIAgr7ZWNyVCiE6W4n7zDEb Qj1EtXvedaBnkAuuhmkwflxdKaGtDjq4Bx2CqpJg0rFA7Z1cPXSGqT7feBUF uz69JIrL/h5Vetu3ZynU4/Po9XbtkFfa/n2IxpTtUVvdfw+FsJfaTc7u14OG C9n+OrUCXC+aauiSWG7x8X9QkMZIqaMLH/8X9feU6j0prMV6IO5DZUbUYx7W C/mwY6K/1OBhPdHSOuVrlh8X6434T4tk2otqsB/I5uBwcs9P1dgvREbxa9N7 HOwn0nfuDtQ142C/ETnQi9oXWoV5QIO/hPdlaFdiXpDlxWliIZmNeUKtJLXr gwNlmDc0P+n+M+lwKeYRKctofmXiw8K8omXbU+FCOgPzjFZGaMpjUzTMO7rT taDaoliC84Am5qycyI5FOC8o6LgaG5bzcZ7Qe5rURsGZXJw3JEyP8Dl9NxPn Ed1Ju9JrupiG84qocz++oH96E+cZkb4Pav1knILzjpoD0mgZNvG4HyDZxjiH D4zDcb9AFidkVAud7WFkZ8apUaUL4X73D33/dBg= "]]}, Annotation[#, "Charting`Private`Tag#1"]& ], TagBox[ {RGBColor[0.560181, 0.691569, 0.194885], PointSize[ 0.003666666666666667], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJw9lAlQE0YUhsMNVoWWgakIIpJ6VBAENJTq/DQBPCpQRCmCJVYuoVaMyCGC lQAqRBDFAFGOBJIqKvclCCwkEVABq8gVrKVAYTqiA5VWtB2pnemyMzs7O7Pz 9r33f/+zOBixO1idwWDseb//O+P67HzXJCvA+H9p2X1v+IunAhWxtjYjPdvh 9+BQTMofcjilXw2NW/Mteucc/dSEcvB8mZ0ljMPQeZnm6sWSIyxQqojiRsKE e7o0cqgN2cUB8dMVsdic9vxlyMk2BD3lZmbNJsC02c99nVkbXA9O5BoJE7F+ aGr6dksr2K+dBa1rk/HhrskxwwOt+GJrruWG2jMIrtE0cFRrRXyv9LizUyrm B8ai3VwIag34aoP1Ahx6pFr0Y0oLXPu983qtMzAW+6cytb0Zpv2pK3U9MrH2 rp3tlHYzosrfRDkkXkRXfV9Eh1sTzMP2bPKvuITSyAMORmfuwHzL86zQ4Sws /V2zvEfZCGvrnhiOuhBGmm5JU+qNMEsx9hlgZsNOHFUX4twAySP+4kWcHGis K8lzSLgN8dmM2tb9uTCpvibf1VAPlwBG9DOeCI0arCfS2TqsMilnu/Cv4Hyy zqmNNnVQzEzn/ZR+FXuGPXZOHKoF/0Enh3s5D+NWo9G1khqUOYYOdArzMf7C Q3FhqBqVkTPfjV4swJsEzU1BBtVgfVCik3CuEEES/YfmblUgL+qTqraIMT/J dCqNq8T9x5mVtlViKL+66TtbWoFKTk6QiCkBk7+YX03K0WWuzbmXJYF3WplV /MoyVLH1L+fOS9AlXhH+NuEWjIfPB6tCi5A8qLZDNXADD1dMRvt3FWG3vwWv wboEVzLvPBmxKobq+mqB5Q/XsO2Vhu7q1GJE6QdEpT+QYc7QrEw1UoyBiXsK j4+kcLXnOhXaSxEYvrkjd3cRTn7sk8hIlEKvOmUqTCCGsfnKE7xO6fv48o2v o/Nxvj3aha0nQ9NZP1NPuQgm47v0s9gyHNZrczo9K0TaEdHXzpEyRLjtD7um cwnMf5a3KkUyfN5gxuJMCsBynuUuqpGhhvimzu5LAqu/1t2SyDCssTPmWfpx KD3lwtE6GQp0H83NMW3hJz42GiBcuJP8JfNx4ZkL78knPiHsV14L8UhL6LHE JWoL/xF2p4XjuERK8yHKd2oRgSwpzZcssxxrz1YU03pI997rF15tK6b1kpqk AG3B3SLaDzL69mr7p1uLaL8I77MbYl65hPaTrA6QrP/ZVEL7TUwrJ7ofp4ip HqRb16Try75CqhdRrPK2dcwpoHqSX3f4tI145VO9iXrJkPSGVh7lgbRM7k16 UXWF8kKWmrgv/WufiPJEDJIxo/N3DuWNbOjz38vNzqY8kvLAaUM7KyHlldg3 ZdysaMqiPJNxDXdtne2XKO+Eo2pY/k1PJvUDuT4qnyorzKB+ITYdRa42IgH1 E5k8iWUnUs9RvxGBx4jo7tEU6kfCHvdV7fDkU7+SWwMup4/sPEX9TAKN5+7H /BZD/U64oeeeah3l0XlA/CSDbr1Pgum8IO/8j/Y3eXuhUFWg0lM2ETov/wWC aIpR "]]}, Annotation[#, "Charting`Private`Tag#2"]& ], TagBox[ {RGBColor[0.922526, 0.385626, 0.209179], PointSize[ 0.003666666666666667], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJw9lAlQ00cUxoPgVEVRESJeI5bTWqoUUMTIV0DUcgoMVIjVVlREFEGJcmQE AnghGI7IneNfQGQCgYIEBVkxGIKKRaw4mpaxjMW2CFq5CirUznTdmZ2dnd3Z fe973++t2nvUf/8MFosV/GH+t/Y95epYqzVg/T9CD41uc0rVQDQmxA7210hl DvOyVmgw32vmZHPXHqw3bkgta2iHU/3W/Y1Hw/HGsIsf49sOv23vRT8ciUZZ xXGvdy/UuO3r6RlkfAIZYp7GKUmNQoWeh6o6HkZz9SptTNTYHFaVqNyYiJBH zRe6FbfhK/d6PPU0GUtG819abrsNN/6QuWJhKjqGL5tZ97YhVjn/8k9fncbr nZfCHsa0wZDD13c9eBannCbUFvptKFNy8vvPnIfCa6flcpkKyfZOhsWSCwgc H+LUrVfhzRuBDIpM9I8ty3px9xbqtvKCg7hCrBvgxVz97hYch0IiekOykPU8 btpktBW9eu86zYKy0Z3QPtfgXCuOtCy3X+idgzv4xU64vBWBznEWQuQihOOs KlTcRNKi1f1nbUQI0NO9bu16E1NWXG4f+xKGtZuSwysI1MoFg8lvL2GvwXWX Y3dbYGsbtc9Tm4cLtn/H7Rm8Ad0njmrThnyszVmtb25wA5WcTuu+9ALwhlf+ WmvTjOD99mlHdhXCwPv3tgnPJhipvhGIrYrA7i85OHDwOg59WbbRZ7AI1f7y lbzUa3A4ZTLiX1WMaLbqfoq4EcdD0noTw0rQp3UlM5RK6I9p6kqXidGTZBet 7WzAYrkvN6NDjDtu+mGjfVdxqIkdrxMtgdw4+C+HsXqUDrAmf5slhSrXXZP4 ST3MbiXadARKMTh1Ta+OXYdg+9PmhhIp5Lk9ArnZjzCw79khei7FlVMcmfsX tWD4MVwrSxmcVRmagPU1mB1eUZ4fKkNkpvZn35PV2BUx2FxfLEMaP6N3GV+O rt1vr7g8kEH4+vtP8+Mr4V6jcZpmMejYvcV9y7EK9JZsXlW+hsFuu01JWXvL YbvB55/+HQy6jts9feZRirXxPIvwKAYDoU2bkj9jMPSKI+o4x8AytWVfFUsK 03UdfgXFDPrN3coWFRRhxULBCLeCwXYbQYj70jyESeaNp8kZXJuj3/BQkI30 HoOX8R/Oa+YZFT6SpuOBqWdVehGDFco9pRMsARYFJmePpDKo5E9nz3SJQk1l QIc29OOe+LimcA4s/nifaFsvTgq1MvoeWeL3ykeUJ6P/kVm+T5RsLxmNhyx1 91hzeUJK4yVSj9hSjVRK8yEJCYcbh1ykNF8SGTvbjdUkoXqQonMjETUvxFQv MrWgNkU4R0z1JN5rJ5NszUuo3sRx7oI/jRyKaT3IMzublurNRbRexDSvdl2Y cyGtJ4mTHDMp3lBA600ivzXjMKvzqR9IQKX6sNooj/qF5Cy+F+8zIaJ+IksN 38+Of5xL/UYkmd3bUxQ51I+kLJJzUZKcTf1K7MXcP6a9s6ifiWOo3fkHRkLq dxLbeT+BL8+gPJDhbh7viXk65YVU+IcO6OScpTyRCIue+47jaZQ3cvJzy5xm vxTKI5mha1rYziRRXonOOGO16lEC5ZmUV/eXi/xPUN6JoLnJwbslivYDEnRP 96S77QHaL0imgDuoOBMI38YmI7ZxK6H991/umaxr "]]}, Annotation[#, "Charting`Private`Tag#3"]& ], TagBox[ {RGBColor[0.528488, 0.470624, 0.701351], PointSize[ 0.003666666666666667], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJw9VQsw1FsYX7eyKqy2hNTKvR5xXc1dlTHX9Sm5HqWxsVvpvdzqVisp0RaL jfLMm1jrj2pZ7iIheRyvELZCqvUoLaLITHcr45XrztzTmTlz5pv55pzv+z2+ o88+t/fPH0gkEntx/3fOmGjE+/ZLgfT/auo7T6G1SMGlt7xn8tTP8DKc3TC0 TwoX6WaVOSpMEKhzTT3GOuDs/lzL/m2ecPvk/tO8gA5wWKUePSg9A56R5ESG SgcEeameCjfwBYqBXu6T1HaIWeAfV3a/BNcs+sI+G7XDr5bozk4/LngVG1Dr y9pAtWfIZM2NIEh0jlpO39kGDwtnNv30RwhU2WzWsu96DON1LO8eWz6wTNOf TB19DBpPlEfJW8KgvSxM7PCxFYDuWEjoXYe0F7Er6dxWqNc6L7+2JAKMmc+3 3VduBVaQUmHam0goMOW5tye0QGO/TBeVRkMO3cL7Iq0FdKrDjXp5sfAg/gSn ML8ZMvIcnEb046BQW6jjs6UZhp/KFBULcVAjjV5bXfsIomJCzd1l8TCTv0Ye 7fgIdEPesvMkCaDCNep63dkExZM+Njm8RKgsDaJKPJpgoDFeZL47CY4prHO+ yhthR0RnidWaZFArd2PcP90Ik4884iUvk6GtVVoj/9QAzYa8GP+UFJh6/M41 MKAB1ns7/RPomgqRSp9/432rh2nFEiXxsjTg163zG+LXQ/0b4Rt5WRqMn+os va1SD1dXD4arH78FI5abODXRdWBHti9aRU6H1IkXT4016oB+IrD6qSgdeke1 g6sMEcjEniJTuwwgPZy9U2JSCwsX9r37QZYB9RSvJAOzGrDt6nOz/EsAeyIo G5R/qQauj8fqOwoBzE6OMR3MquD59vELxgGZQBYrYl6ZPAQL9sKz1K+ZEDiQ uz3fsBL4hlIfqbcQCPNc9Ty9B8BQOXgsc1AIKYylogatCsjlkF16d2VBxbv3 jSNq5ZCqOHPQvTgLpszytOaVymDsZG3ghDIBKOEsKBSl4Jw1dEiHTsCsM/d+ ydA9MBzuDU86QMB0M6VmY2cJSKmeVNtAAn5kqB82ri6GCT6DOScgYNmXZTEs pyLw0lRvET0g4JUuJ0lf82/gXAl+S3tGgD1THufXJwZO7yWS9RABW0udd2oK 8sD+QhK8/ERAl+MVZh3rLnx7/prVPEuAHT1zq8XK29Dhq3Kpn5QNeTkfyMaV 2bCZS9A+LMajurXauXVCcFl+YL56Md+16YtuGykd7qoJG/QW76M2XRZvpCfD x2w0Ixsk4HzZgM28WxzM68+MFLURIJk7yjnSHg60igJXtoSAeIbwyOyty6Bl vOKsJIqAonMr177wYIJzTIHIhf09Rv1LjURzTt/zkV9o7C6q1vf7EOcQS9mv Jgu/h4AdR/XYkYXrQdbrBMPWNUJcL7L62pkTbC7E/aDh/IDq0JRM3C+y8q/a kvFFgPFAVw9LJtbvFmC80NzN9+PM9AyMJ2r1dBPdHEzHeCOZF7Kn6KVjPtB7 vo5ck3UL84WyA4fbBsPSMJ9oeK28Nl+SivlGZTptRqJnKVgPSLVHabfqRDLW C3LUZEQvV0rGekK71DIiOyhJWG/oW0j+oWDtRKxHtLebVu6im4D1ikgH8jQO asdjPaNNerGdHZQ4rHdkvponi1wSi/2A7AZmV7T3R2G/IPp0jE5aQQT2E1pf sb3KzOc69huasuiW1JmGYT+iDazkiRt9odivqHHvYHdFaDD2M6KuixDP2F7F fkc+PH8L9dP+eB4gjpi2RynEF88LNH1PqLxH9QyeJ8gmontzpuIYnjfIZnTM iiZ3BjVoHv/dthHh/+BfJDMCDA== "]]}, Annotation[#, "Charting`Private`Tag#4"]& ], TagBox[ {RGBColor[0.772079, 0.431554, 0.102387], PointSize[ 0.003666666666666667], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJw9VQs01FkcFtuL5BFqj0ep6KHtlDxK6iOtUJxSShuJUGhDnqUtZIidEmFM 8/iPUquaaoqI2q4Z4xHJUNvSLr2FUkJINW17zt6959xzzz3nnnt/v+91TQPC PYNUVVRUdn+b/67ay8q+hJo1Q+W/YfyyJiF9djP+/Mokbbr2buWgW7FiWbcC b23XLcu8uB4Ve3TUpZcUeBbqd3lJ5A6Mt34VZLJPgTkP3L1LInejWL3HaION Ap/YzQ+SLSJgESuSSwabYOzT2xehHY1me8fa4INNWKhov5L4Kg7BDSpZMrUm cDc2rjkmSUC+qjJQlnEPHrahbyLCDmOvceX+QJ170HIVBKiyk8CLrxk5x2lE gbIyUnvbEfSa6inTjBvh299meG8mC10aZZyxZ+5iONLGyfx5Kg5J3aqN595F RXHsQjX+UQhjYuPuiRsQVJ2W7OGeAaFbcKb+4gYo+73t3w/9Ct4ldPSV1GOC r8uF+/nHwD19Yvb2pfUo83QKarfMxJOOcp1tN+8gO6Kh8EDACdie2Oj0csUd 7NtXWpY4JwsDEvbqUVIHzvP4rKiuLEjqU45xHOtgFqu198ez2WA0RMkVslqk PNI17PI9CZPcP6J2ONXCMmT5wDrdHKzvHealVtXAWS5pC5TlYGPS8PT5TjWo XTjLesbeXPw1b/pkF1k1Gl3EPXv182B03s233aEarYpob4cbeRCbTH3TeVsO XaXR+iObOdgfrZnoby9H56cX2uZ9HMQ31chdy6uwYNxJRwNWPjoNNNbyrauw TajX46DPxZbL3WleV2Vw9Gjdky3iQiv97v3IBTK0hLUfHjI/hQt1rJDec1Ic 3RRn5l10CvFm3kHyGVI0C6SFBbN56NwzWtXPrURMlSzpFo+HoYg8/2jdSjzs tYvJ0uTDuyjtfboegVWiUeCEA3yU+ihXVareRvty8eYJT/mYtMRelPzuFnK6 nMPjVglwJzupqPbRTZgJ6p/YCQW4fufIFZa8AsyHghc2gwL4/+1285q4HPok XOKxWoildlrJq0/ewNQXW8MCjwsx3vX73Yviy1As6Z+5tUWIoe7CX8K2laKl jZBJ2gysXRoO9thfx3wdv4++axjohcfUFhiVgOXl4jY/noHlhp+CWKPXIBIs fO5+mkHfFA3V9IdX4dD/VXCmmsGKfO3XjEQC9fTUvu+eMfAqtTM6oHMFoYPi DtdhBhZ1l96e/V2MgjFWsYWqIjzVi2Z+C7oA9YrCtNdjRShstisLmFgEg5zH TTu/7Q+dv9BfXnQWVSljzIZURFD3/IhMpzPYvqVSqfeewZBVw62qNhEkrKjn Wq0MvMUPd4c/5OOSS8aq86UMpkXdts99x8FWmWvCRTYDueYNu1JlNm7oJr3v 2MrAyDB11HA8G1NvT/4y0YTBLLtPneJPSZgWi7a+ViGGm5dOQmg4ljZOyvHK +H9PihJmHCpWCuh5MjJTW9+GK6D3kTa9yJESCwF9j8wdsmAHlPJpPWSao9qW 8GV8Wi+xavHXVb/Oo/0Qw5TBcr95PNov4UydyOPlnaJ4kJJH4p2vPnMpXiS+ gbU4zIdL8SQj7v4i9+v5FG+iPxzVWjw+n/JBLPyd+dKNHMoXUSSs3czl5lE+ yegaY3OftlzKN3GP9u2dNyWX6oGYNtn6mK7JoXoh9mqsL34xJ6meiEsme5Wq MJvqjWT6Bh2fJc2ieiRaikGHjo4TVK9kYHjaEc7bTKpnwvfx0J2of5zqnZR4 sr0dFrOpH8hmyeO6UKcM6hdiMXDasmTtUeonUqCicd/ZLZX6jUgtxwSvRQr1 I9n12sOme34y9SuZsmj6D86aidTPxMCgVKrZmED9Tj7YNjgLfo6jeUDktfun H/68j+YFCbml49MzsIfmCVlp/XnJobs7ad6Qi36dTMg4L5pHxMecq+151BS7 1I6vaGmUE/rf/AO9fzFB "]]}, Annotation[#, "Charting`Private`Tag#5"]& ], TagBox[ {RGBColor[0.363898, 0.618501, 0.782349], PointSize[ 0.003666666666666667], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJw1VQtUzFkcLoMN7baF2ZFXNnuk1G4pz/SlLUJOKyTF6iEbRRSF7KZIepmZ pkzTzPxtL23LZmpSyk63xkwPU3puHgnL6qGXR5IlrT3Hvefcc8895557f7/v def5Brv5j9PS0jrwcf6/lg1rmke0W6D1abC5W5V33jQj/GLdEpPD86H6Tm54 uLQZrElR2aYGbjhkOI3XdbwZNosShu7LvKF453XOyrYZUeOTpvvaBcDgxJ5f tow2wWwtYxlUEIz+giG1S3kTZo7crXp0OhSNZunVhpFNeJbjKhQYh8MzLu+x Ak1wnMAKkBUdh0OWUaiNVhMmOZ/dz1n2C57YpzSdrGjEbzqLv2prOwk3z5mb L5xsxNJsPZITH42ep8vX8ewbkW4z+c99S08j8juN9matRvQkzV41rSMGiyNv J9VHNqDG9S89fkQsph5XK1I/3ILFh5+lDQZx8Lk9nTN64hZMLOy6FZnx4K8P mzHuXT2IGefsOrNE8JQ7lmQdrcfYjy25uy4ngRffdu/B6zr0lNVp93/DxbhI 933ykDrIyt0HBjbwIPaIxtxBDb5SssbrafPRqjd2yShQg9O2gUEuhXz862U7 crXzJsbHv0yW7EpG2ib4dfjcxJy7kzOHdARomB/0der9WliWr4laly/A2DRX n3b3Wiy+7N3CdU1Be+zu1fmNNbgzaDl0vS8FJl6P7k5ZX4PqWtFwZUwqZhw5 vPSlshp8xy2ZqYbn4S9h79i1shrH/CoOmV46D4tMtd0meRUC1qZyQ5cKMdS9 UaM2rUJYd0yrHxHi/pbPH5dlqLGH1aLqd0jD88LibRYcNTrbbyaxlGkYzZn2 evY5FdaHLWEJbUVYvrAuLJalwpF+uURUKMLL0jlJAUdvwCVxNOS9cTp0Vl5u L+9TomvL7FUyXjrML1q/jfVWQi8rcWPOSDoO/ro9uLKlEn5icDVeYvyl410W sKYS8bMk0QZlYjiJXjhHXKtAfp/Xir1TJfCXP4gYXlgB38fbPcp/kqC5u2LD FRuCjPp1k7VKJDjoUcxexi5HXq/nxFnaUuhdclBFvf4TmcWq2DEnKTq8DmSe abkO3Z5VG4QxUnw5y+Jve1kZRgQ7ExqIFE+d+vm/J5SiwaLzvWBIijZ3w1yF /zWs5P57s8GYwdGSq69C7UrwTYWtYP9GBp2cJ6bV04thXdLms+0Qg27Zzw9l vUUYeR70RxiXwSBz5ZRphRx3x79zK8plwFUlBpgLCvFofTp/pJSB5Y4CReHu AvgWW000q2IQmPYPT24tg0ifnWtVx2CnWaR408R8vLgVQ15rGHDqC46zf70E pz+Me7erGbzXfjYld0keeIc36jteY+CTEb51qPYivuTs9k7LZuDwYxd7cHs2 5iZ/cF4RzyB79FRNbGcGFrTqHNPd+/H+uCqbnQ8ZtJk2tD23Z7Bf90PfxWci sCKGI2r0GUz0uDqsGUjBbuIjC22XosW8bZz7bS4sLSc8bZJKgdkLNzsqY/Ds TG5+pYcUlnHt/6y0DYdMzq8w0pWix8jvVV3eGmRxzbs0H/n5tCdJC2yd2Bck 9Dy54BNsErZaQu8j4QNZokUdYvoesU5W3HMPEdN6yPAZT399bTGtlzgPNgyG x6XTfgjpnRqSMyWd9kseD6SYFsWKKB7Er280UzGaRvEi71hdRff2p1E8Cd8l 5JzxHSHFm1zZ21p8xVZI+SA7xDUG58XnKV8kbmywu28olfJJxDdmdtY6p1K+ yTXd6HkOwhSqB/LCv8No3yMB1Qt5kxB2f+t8AdUT0Q3n3OD4JVO9kYLEAYVa wqd6JPJeF+vgJh7VKxms99VboM2jeiaf6eRHjG47R/VOzL+VHvgiO5H6gWx2 uz6W0RlP/UJ+c1G735kbR/1EHr4VVja6xlK/kdJ+XlleWAz1I1H9rRo4mXKK +pXM2aDrGJoXRf1MDprVK5YHRlK/k+SZe3+wComgeUBapqbmTAgIp3lBHJ9c rexyCaV5Qvbod2WzHQ7QvCEl33Yd+r7Wn+YR+d1/nmvQLk+aV2QgW+ZodXs1 lD45y2s71YT+Z/8B42p68A== "]]}, Annotation[#, "Charting`Private`Tag#6"]& ], TagBox[ {RGBColor[1, 0.75, 0], PointSize[0.003666666666666667], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJw9VQs01GkbH4Wsy6aSNtla080lW7nko+VHpdXS7pJi7H7EbCfbZUcR1Vib VrlMchkNZvyx0peQXVlaxCsxucuwZbFkifqQXD60aWbtOft+7znvec9zznPe 93me3+U18OO5HVnEYrFOLey/z8EvLuuExnWA9c8a4R65vZbbgWXsSY9FoXvQ +Lpe9CG7A3eUo0+UsTjgnbBZtLq/Hfy+vTp2dVwY6lhd+D2jHfZLR32CZo6h wis8g+/dDoeqYRt/lVOIWK0zNqnfjtrGfWPxF4Pg0rNmele3DOuDNCWSyRDs emfc9niqDE1LXDbzDvKh/FLF7biHDErVLUqTuWFQujNZvGulDMtuWy+/9PoC zn7IGXsla8OriY+jWkQX4Z4/dO5MfBseuH8w9LFpBCyi9nW37m+DpXs7b+De JWhWGMYp1Nvgm6duJHSMRNnBNcuU6x4hOT+53elhFJZLM7p6Ih7hydDc2P8c YvCbyQputMMjcJ8/LhQUC5Dx6nMsn2/F1Vchy98YxOKeClG9G9SKLD/jcovI qzDRmHurGG1BWOMNLaNncYhVe600+lULMjdu1x5k4tFvyx4519OMHXqBvRcc E/A0c0NszoFm1HUq/+j3IgGZFuMlwQ1NcDd4b1V4dCKibNPMBuybUDZRfrF9 oxDpB7xrR0saMfbrS3PXSiEiDp7cmrhlIf49z2HCLQlBdlMmsh8a4MSeFOUO JKG7fy4gT7cB+lXSicCAa2DHuf2oL6hHhuX2P3a/voaEzCuJGxR1SFAzq9cO E8Fq7knV/dN10MwsevJILsL0yZmuyWcPkbLzjNZ5fjJmt28OLfF8COHEuNWi 6WTIN62w0WiUIiTDcsLbPwWa/yrNHv9IioGS+vRLnSlg3/ba61dQi9uywIDj e1Ihv3j0uu+6WsgUGj4q+akorT9mMxpXA8l/7E2clorx3buz37NYNZCyDn1p +I0Y6R2Jk2m8BzBX77MT14nhyr4xSXqrYdHFG0hYK0HNRr//Ht1fvYDvvvcX B0igNXvXWlh+H87r5Bf670lQwd9pY290Hy0d2twPVNIwG7ASJ0VVWOYheHzH aSHOHE96b3EVph3i8gSRaTBIrFkc3luJJf59J5n7aQg+9iBGWlyB/M/8uF0z aSja4rlNLriHnGwmxmIzg8fbeJ4bfMtxRGicyrgxKOU7cCwty6CrvP5P1XMM +OpmfFO1UjzPj2zyFTMwrsibU+u6C+up9P70EgZaI4q3D3JLMJjkUl7QzGA2 1/GW1/linF3hFxPex6D1N2v1eqefsbVneMuSUQbHX6xja+gWwdXQZ8vWKQax 4dcH9P8oRFLifPnzaQbi+TKzP/N/gsy7u4Q9waAjcWW97VgB7E4bpTcOM1gV LAzTCsuH8hvn5LZOBpbpLtNemrlols5/za5hEPiMc/79lJvwdzoclneLQZbE e5eLwQ3Y7Nfp5kQzMLHi+PTezIKYa7Vej8sgxTS4tsEkE+Ip/6TOHQw85PVC bS8JRjSqlcOVGTgqvB3XeIggHZQ+lTemIbF+U3PWpwm4qedqZBubhjORZ80N w6OQnXX61KYFPMxzPI/xikLRfc61J3tegl9v2MvNJYcxpz2vl5X7/5hIvvnS 2YUrofmkaPyFYqmqhN5HnnPyQnSvi+l7xOFl9nenbcS0HiL4yT58R1MqrZd8 1PZJRJBnKu2HnFca3mbXl0L7JU0FYW3Zh1PoPMjU+hz30p5kOi9SfEX1sysH kuk8SU4X+61prYjOm3hF2zoWbBdRPEiv/epS/dRrFC9ieqgyOepNEsWTxBhZ tbI4SRRv0sh1lAsLhZQPxFhHO/hzFSHlC1ld2LBzj3si5RM5qnBX/zY9gfKN vB1oP6A2GE/5SPZu3L17akM85SsZ2sMKvVZ9lfKZqC6VNOwwi6V8J//WzNw6 kCKgeiBsa7WhOzPRVC9EbZhzq8I5iuqJjFSe/UUv5TLVG9Fd59/5tDuC6pHs H1cc2rTqe6pX0qKSpKX0STjVMxkJ1H+o+SKM6p0suTzzg8iUT/1gIX9ldZ1v CPUL4lSh9HXjpUDqJyRbn699xZxH/YYUfjEkqNx5lPoR+erT3arTTt7Urwjx 2VfN/sUZe08Yr9UvkhL6//0Fm8J19Q== "]]}, Annotation[#, "Charting`Private`Tag#7"]& ]}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{}, {}, Annotation[{ Hue[0.67, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]], Line[CompressedData[" 1:eJw9lAkwHFYYx1dm60jiTKuOtEHH0WjriLuJz4ZQKuKIqyUMgkbDqiSWSCXB uuLeK1gsu3bXFeeyrmckSJVoHelURiO1EiuMSDLiKD1m+ryZN2/ezJv3vvf/ //6fblic98UDBALB89/53ypWEVldl/YD4f8RzlyiDtH7oS1g1sPQwxX8ia73 zV/2waznuaOXPwoHL7H493SHPhhrHoiYeBQH7szMh930Xsg6yyO3nbgG7oUb N6aWe6Du9l+eCQkpIN2cejwOPbA0mcAAn1tQIJ0rF9C6IcJYJcsvMh3CgrbS w6RiCOYo5i79kAnKJSafb58Sg/KFdc4flBxYe/WdVmxxF0T6LTTpUPKANPqs o/d5J0jc1JrcbAohh23tJrHrhJSXEoJqSxHI8fUIC/kiGJcYOvkalEBFRe2s 6M8OkMoO1cizaLCaK24NtuoA34Q6srYsA8y67M1nstuhykN46AaZCd8yLR9p zbWBRUzMuPZvLBiveoOMTdvgsmhzWWJbCuqvLXeJaa1wyd/A7wGrDOKTRr+o mWkBHYLeXe6bctiEVN4BoxZYOaLZEOtWARoP1tyPJTdDJFF8X4FdCetG562l zHswmZ6Y23i1Cszfbf69bdcEXObKWLUWB+ZOKhRFzzXATWLlzPk+Dsw3MZT0 U+thRScjoDW4GvZYjCe6OnVAf59+TrBTDYOJLuAxIIAyO9sWXWYNpF4TrjNC +NCxRTkiZ8oF86dHqYu7POgJHbWyH+ZCtZsJ/1gZF+ZfrMQJA3kQe8tLxcC6 BuxUbCQGyzzI0Fc0mvqVA4QhakZBYi3cW005vHWpCsxYLc0dMnzI3MzN6yNW wPRbO4fwLD4Ul6m5U0zKAJV/Nux3SABXrD/sj/RlgbxIPgpyBEDOb8/Ju0qH naTICyKiENRvVyfn5xdDyMckR4tkIbx1PlM/cbIAgr7ZWNyVCiE6W4n7zDEb Qj1EtXvedaBnkAuuhmkwflxdKaGtDjq4Bx2CqpJg0rFA7Z1cPXSGqT7feBUF uz69JIrL/h5Vetu3ZynU4/Po9XbtkFfa/n2IxpTtUVvdfw+FsJfaTc7u14OG C9n+OrUCXC+aauiSWG7x8X9QkMZIqaMLH/8X9feU6j0prMV6IO5DZUbUYx7W C/mwY6K/1OBhPdHSOuVrlh8X6434T4tk2otqsB/I5uBwcs9P1dgvREbxa9N7 HOwn0nfuDtQ142C/ETnQi9oXWoV5QIO/hPdlaFdiXpDlxWliIZmNeUKtJLXr gwNlmDc0P+n+M+lwKeYRKctofmXiw8K8omXbU+FCOgPzjFZGaMpjUzTMO7rT taDaoliC84Am5qycyI5FOC8o6LgaG5bzcZ7Qe5rURsGZXJw3JEyP8Dl9NxPn Ed1Ju9JrupiG84qocz++oH96E+cZkb4Pav1knILzjpoD0mgZNvG4HyDZxjiH D4zDcb9AFidkVAud7WFkZ8apUaUL4X73D33/dBg= "]]}, "Charting`Private`Tag#1"], Annotation[{ Hue[0.9060679774997897, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Line[CompressedData[" 1:eJw9lAlQE0YUhsMNVoWWgakIIpJ6VBAENJTq/DQBPCpQRCmCJVYuoVaMyCGC lQAqRBDFAFGOBJIqKvclCCwkEVABq8gVrKVAYTqiA5VWtB2pnemyMzs7O7Pz 9r33f/+zOBixO1idwWDseb//O+P67HzXJCvA+H9p2X1v+IunAhWxtjYjPdvh 9+BQTMofcjilXw2NW/Mteucc/dSEcvB8mZ0ljMPQeZnm6sWSIyxQqojiRsKE e7o0cqgN2cUB8dMVsdic9vxlyMk2BD3lZmbNJsC02c99nVkbXA9O5BoJE7F+ aGr6dksr2K+dBa1rk/HhrskxwwOt+GJrruWG2jMIrtE0cFRrRXyv9LizUyrm B8ai3VwIag34aoP1Ahx6pFr0Y0oLXPu983qtMzAW+6cytb0Zpv2pK3U9MrH2 rp3tlHYzosrfRDkkXkRXfV9Eh1sTzMP2bPKvuITSyAMORmfuwHzL86zQ4Sws /V2zvEfZCGvrnhiOuhBGmm5JU+qNMEsx9hlgZsNOHFUX4twAySP+4kWcHGis K8lzSLgN8dmM2tb9uTCpvibf1VAPlwBG9DOeCI0arCfS2TqsMilnu/Cv4Hyy zqmNNnVQzEzn/ZR+FXuGPXZOHKoF/0Enh3s5D+NWo9G1khqUOYYOdArzMf7C Q3FhqBqVkTPfjV4swJsEzU1BBtVgfVCik3CuEEES/YfmblUgL+qTqraIMT/J dCqNq8T9x5mVtlViKL+66TtbWoFKTk6QiCkBk7+YX03K0WWuzbmXJYF3WplV /MoyVLH1L+fOS9AlXhH+NuEWjIfPB6tCi5A8qLZDNXADD1dMRvt3FWG3vwWv wboEVzLvPBmxKobq+mqB5Q/XsO2Vhu7q1GJE6QdEpT+QYc7QrEw1UoyBiXsK j4+kcLXnOhXaSxEYvrkjd3cRTn7sk8hIlEKvOmUqTCCGsfnKE7xO6fv48o2v o/Nxvj3aha0nQ9NZP1NPuQgm47v0s9gyHNZrczo9K0TaEdHXzpEyRLjtD7um cwnMf5a3KkUyfN5gxuJMCsBynuUuqpGhhvimzu5LAqu/1t2SyDCssTPmWfpx KD3lwtE6GQp0H83NMW3hJz42GiBcuJP8JfNx4ZkL78knPiHsV14L8UhL6LHE JWoL/xF2p4XjuERK8yHKd2oRgSwpzZcssxxrz1YU03pI997rF15tK6b1kpqk AG3B3SLaDzL69mr7p1uLaL8I77MbYl65hPaTrA6QrP/ZVEL7TUwrJ7ofp4ip HqRb16Try75CqhdRrPK2dcwpoHqSX3f4tI145VO9iXrJkPSGVh7lgbRM7k16 UXWF8kKWmrgv/WufiPJEDJIxo/N3DuWNbOjz38vNzqY8kvLAaUM7KyHlldg3 ZdysaMqiPJNxDXdtne2XKO+Eo2pY/k1PJvUDuT4qnyorzKB+ITYdRa42IgH1 E5k8iWUnUs9RvxGBx4jo7tEU6kfCHvdV7fDkU7+SWwMup4/sPEX9TAKN5+7H /BZD/U64oeeeah3l0XlA/CSDbr1Pgum8IO/8j/Y3eXuhUFWg0lM2ETov/wWC aIpR "]]}, "Charting`Private`Tag#2"], Annotation[{ Hue[0.1421359549995791, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Line[CompressedData[" 1:eJw9lAlQ00cUxoPgVEVRESJeI5bTWqoUUMTIV0DUcgoMVIjVVlREFEGJcmQE AnghGI7IneNfQGQCgYIEBVkxGIKKRaw4mpaxjMW2CFq5CirUznTdmZ2dnd3Z fe973++t2nvUf/8MFosV/GH+t/Y95epYqzVg/T9CD41uc0rVQDQmxA7210hl DvOyVmgw32vmZHPXHqw3bkgta2iHU/3W/Y1Hw/HGsIsf49sOv23vRT8ciUZZ xXGvdy/UuO3r6RlkfAIZYp7GKUmNQoWeh6o6HkZz9SptTNTYHFaVqNyYiJBH zRe6FbfhK/d6PPU0GUtG819abrsNN/6QuWJhKjqGL5tZ97YhVjn/8k9fncbr nZfCHsa0wZDD13c9eBannCbUFvptKFNy8vvPnIfCa6flcpkKyfZOhsWSCwgc H+LUrVfhzRuBDIpM9I8ty3px9xbqtvKCg7hCrBvgxVz97hYch0IiekOykPU8 btpktBW9eu86zYKy0Z3QPtfgXCuOtCy3X+idgzv4xU64vBWBznEWQuQihOOs KlTcRNKi1f1nbUQI0NO9bu16E1NWXG4f+xKGtZuSwysI1MoFg8lvL2GvwXWX Y3dbYGsbtc9Tm4cLtn/H7Rm8Ad0njmrThnyszVmtb25wA5WcTuu+9ALwhlf+ WmvTjOD99mlHdhXCwPv3tgnPJhipvhGIrYrA7i85OHDwOg59WbbRZ7AI1f7y lbzUa3A4ZTLiX1WMaLbqfoq4EcdD0noTw0rQp3UlM5RK6I9p6kqXidGTZBet 7WzAYrkvN6NDjDtu+mGjfVdxqIkdrxMtgdw4+C+HsXqUDrAmf5slhSrXXZP4 ST3MbiXadARKMTh1Ta+OXYdg+9PmhhIp5Lk9ArnZjzCw79khei7FlVMcmfsX tWD4MVwrSxmcVRmagPU1mB1eUZ4fKkNkpvZn35PV2BUx2FxfLEMaP6N3GV+O rt1vr7g8kEH4+vtP8+Mr4V6jcZpmMejYvcV9y7EK9JZsXlW+hsFuu01JWXvL YbvB55/+HQy6jts9feZRirXxPIvwKAYDoU2bkj9jMPSKI+o4x8AytWVfFUsK 03UdfgXFDPrN3coWFRRhxULBCLeCwXYbQYj70jyESeaNp8kZXJuj3/BQkI30 HoOX8R/Oa+YZFT6SpuOBqWdVehGDFco9pRMsARYFJmePpDKo5E9nz3SJQk1l QIc29OOe+LimcA4s/nifaFsvTgq1MvoeWeL3ykeUJ6P/kVm+T5RsLxmNhyx1 91hzeUJK4yVSj9hSjVRK8yEJCYcbh1ykNF8SGTvbjdUkoXqQonMjETUvxFQv MrWgNkU4R0z1JN5rJ5NszUuo3sRx7oI/jRyKaT3IMzublurNRbRexDSvdl2Y cyGtJ4mTHDMp3lBA600ivzXjMKvzqR9IQKX6sNooj/qF5Cy+F+8zIaJ+IksN 38+Of5xL/UYkmd3bUxQ51I+kLJJzUZKcTf1K7MXcP6a9s6ifiWOo3fkHRkLq dxLbeT+BL8+gPJDhbh7viXk65YVU+IcO6OScpTyRCIue+47jaZQ3cvJzy5xm vxTKI5mha1rYziRRXonOOGO16lEC5ZmUV/eXi/xPUN6JoLnJwbslivYDEnRP 96S77QHaL0imgDuoOBMI38YmI7ZxK6H991/umaxr "]]}, "Charting`Private`Tag#3"], Annotation[{ Hue[0.37820393249936934`, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Line[CompressedData[" 1:eJw9VQsw1FsYX7eyKqy2hNTKvR5xXc1dlTHX9Sm5HqWxsVvpvdzqVisp0RaL jfLMm1jrj2pZ7iIheRyvELZCqvUoLaLITHcr45XrztzTmTlz5pv55pzv+z2+ o88+t/fPH0gkEntx/3fOmGjE+/ZLgfT/auo7T6G1SMGlt7xn8tTP8DKc3TC0 TwoX6WaVOSpMEKhzTT3GOuDs/lzL/m2ecPvk/tO8gA5wWKUePSg9A56R5ESG SgcEeameCjfwBYqBXu6T1HaIWeAfV3a/BNcs+sI+G7XDr5bozk4/LngVG1Dr y9pAtWfIZM2NIEh0jlpO39kGDwtnNv30RwhU2WzWsu96DON1LO8eWz6wTNOf TB19DBpPlEfJW8KgvSxM7PCxFYDuWEjoXYe0F7Er6dxWqNc6L7+2JAKMmc+3 3VduBVaQUmHam0goMOW5tye0QGO/TBeVRkMO3cL7Iq0FdKrDjXp5sfAg/gSn ML8ZMvIcnEb046BQW6jjs6UZhp/KFBULcVAjjV5bXfsIomJCzd1l8TCTv0Ye 7fgIdEPesvMkCaDCNep63dkExZM+Njm8RKgsDaJKPJpgoDFeZL47CY4prHO+ yhthR0RnidWaZFArd2PcP90Ik4884iUvk6GtVVoj/9QAzYa8GP+UFJh6/M41 MKAB1ns7/RPomgqRSp9/432rh2nFEiXxsjTg163zG+LXQ/0b4Rt5WRqMn+os va1SD1dXD4arH78FI5abODXRdWBHti9aRU6H1IkXT4016oB+IrD6qSgdeke1 g6sMEcjEniJTuwwgPZy9U2JSCwsX9r37QZYB9RSvJAOzGrDt6nOz/EsAeyIo G5R/qQauj8fqOwoBzE6OMR3MquD59vELxgGZQBYrYl6ZPAQL9sKz1K+ZEDiQ uz3fsBL4hlIfqbcQCPNc9Ty9B8BQOXgsc1AIKYylogatCsjlkF16d2VBxbv3 jSNq5ZCqOHPQvTgLpszytOaVymDsZG3ghDIBKOEsKBSl4Jw1dEiHTsCsM/d+ ydA9MBzuDU86QMB0M6VmY2cJSKmeVNtAAn5kqB82ri6GCT6DOScgYNmXZTEs pyLw0lRvET0g4JUuJ0lf82/gXAl+S3tGgD1THufXJwZO7yWS9RABW0udd2oK 8sD+QhK8/ERAl+MVZh3rLnx7/prVPEuAHT1zq8XK29Dhq3Kpn5QNeTkfyMaV 2bCZS9A+LMajurXauXVCcFl+YL56Md+16YtuGykd7qoJG/QW76M2XRZvpCfD x2w0Ixsk4HzZgM28WxzM68+MFLURIJk7yjnSHg60igJXtoSAeIbwyOyty6Bl vOKsJIqAonMr177wYIJzTIHIhf09Rv1LjURzTt/zkV9o7C6q1vf7EOcQS9mv Jgu/h4AdR/XYkYXrQdbrBMPWNUJcL7L62pkTbC7E/aDh/IDq0JRM3C+y8q/a kvFFgPFAVw9LJtbvFmC80NzN9+PM9AyMJ2r1dBPdHEzHeCOZF7Kn6KVjPtB7 vo5ck3UL84WyA4fbBsPSMJ9oeK28Nl+SivlGZTptRqJnKVgPSLVHabfqRDLW C3LUZEQvV0rGekK71DIiOyhJWG/oW0j+oWDtRKxHtLebVu6im4D1ikgH8jQO asdjPaNNerGdHZQ4rHdkvponi1wSi/2A7AZmV7T3R2G/IPp0jE5aQQT2E1pf sb3KzOc69huasuiW1JmGYT+iDazkiRt9odivqHHvYHdFaDD2M6KuixDP2F7F fkc+PH8L9dP+eB4gjpi2RynEF88LNH1PqLxH9QyeJ8gmontzpuIYnjfIZnTM iiZ3BjVoHv/dthHh/+BfJDMCDA== "]]}, "Charting`Private`Tag#4"], Annotation[{ Hue[0.6142719099991583, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Line[CompressedData[" 1:eJw9VQs01FkcFtuL5BFqj0ep6KHtlDxK6iOtUJxSShuJUGhDnqUtZIidEmFM 8/iPUquaaoqI2q4Z4xHJUNvSLr2FUkJINW17zt6959xzzz3nnnt/v+91TQPC PYNUVVRUdn+b/67ay8q+hJo1Q+W/YfyyJiF9djP+/Mokbbr2buWgW7FiWbcC b23XLcu8uB4Ve3TUpZcUeBbqd3lJ5A6Mt34VZLJPgTkP3L1LInejWL3HaION Ap/YzQ+SLSJgESuSSwabYOzT2xehHY1me8fa4INNWKhov5L4Kg7BDSpZMrUm cDc2rjkmSUC+qjJQlnEPHrahbyLCDmOvceX+QJ170HIVBKiyk8CLrxk5x2lE gbIyUnvbEfSa6inTjBvh299meG8mC10aZZyxZ+5iONLGyfx5Kg5J3aqN595F RXHsQjX+UQhjYuPuiRsQVJ2W7OGeAaFbcKb+4gYo+73t3w/9Ct4ldPSV1GOC r8uF+/nHwD19Yvb2pfUo83QKarfMxJOOcp1tN+8gO6Kh8EDACdie2Oj0csUd 7NtXWpY4JwsDEvbqUVIHzvP4rKiuLEjqU45xHOtgFqu198ez2WA0RMkVslqk PNI17PI9CZPcP6J2ONXCMmT5wDrdHKzvHealVtXAWS5pC5TlYGPS8PT5TjWo XTjLesbeXPw1b/pkF1k1Gl3EPXv182B03s233aEarYpob4cbeRCbTH3TeVsO XaXR+iObOdgfrZnoby9H56cX2uZ9HMQ31chdy6uwYNxJRwNWPjoNNNbyrauw TajX46DPxZbL3WleV2Vw9Gjdky3iQiv97v3IBTK0hLUfHjI/hQt1rJDec1Ic 3RRn5l10CvFm3kHyGVI0C6SFBbN56NwzWtXPrURMlSzpFo+HoYg8/2jdSjzs tYvJ0uTDuyjtfboegVWiUeCEA3yU+ihXVareRvty8eYJT/mYtMRelPzuFnK6 nMPjVglwJzupqPbRTZgJ6p/YCQW4fufIFZa8AsyHghc2gwL4/+1285q4HPok XOKxWoildlrJq0/ewNQXW8MCjwsx3vX73Yviy1As6Z+5tUWIoe7CX8K2laKl jZBJ2gysXRoO9thfx3wdv4++axjohcfUFhiVgOXl4jY/noHlhp+CWKPXIBIs fO5+mkHfFA3V9IdX4dD/VXCmmsGKfO3XjEQC9fTUvu+eMfAqtTM6oHMFoYPi DtdhBhZ1l96e/V2MgjFWsYWqIjzVi2Z+C7oA9YrCtNdjRShstisLmFgEg5zH TTu/7Q+dv9BfXnQWVSljzIZURFD3/IhMpzPYvqVSqfeewZBVw62qNhEkrKjn Wq0MvMUPd4c/5OOSS8aq86UMpkXdts99x8FWmWvCRTYDueYNu1JlNm7oJr3v 2MrAyDB11HA8G1NvT/4y0YTBLLtPneJPSZgWi7a+ViGGm5dOQmg4ljZOyvHK +H9PihJmHCpWCuh5MjJTW9+GK6D3kTa9yJESCwF9j8wdsmAHlPJpPWSao9qW 8GV8Wi+xavHXVb/Oo/0Qw5TBcr95PNov4UydyOPlnaJ4kJJH4p2vPnMpXiS+ gbU4zIdL8SQj7v4i9+v5FG+iPxzVWjw+n/JBLPyd+dKNHMoXUSSs3czl5lE+ yegaY3OftlzKN3GP9u2dNyWX6oGYNtn6mK7JoXoh9mqsL34xJ6meiEsme5Wq MJvqjWT6Bh2fJc2ieiRaikGHjo4TVK9kYHjaEc7bTKpnwvfx0J2of5zqnZR4 sr0dFrOpH8hmyeO6UKcM6hdiMXDasmTtUeonUqCicd/ZLZX6jUgtxwSvRQr1 I9n12sOme34y9SuZsmj6D86aidTPxMCgVKrZmED9Tj7YNjgLfo6jeUDktfun H/68j+YFCbml49MzsIfmCVlp/XnJobs7ad6Qi36dTMg4L5pHxMecq+151BS7 1I6vaGmUE/rf/AO9fzFB "]]}, "Charting`Private`Tag#5"], Annotation[{ Hue[0.8503398874989481, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Line[CompressedData[" 1:eJw1VQtUzFkcLoMN7baF2ZFXNnuk1G4pz/SlLUJOKyTF6iEbRRSF7KZIepmZ pkzTzPxtL23LZmpSyk63xkwPU3puHgnL6qGXR5IlrT3Hvefcc8895557f7/v def5Brv5j9PS0jrwcf6/lg1rmke0W6D1abC5W5V33jQj/GLdEpPD86H6Tm54 uLQZrElR2aYGbjhkOI3XdbwZNosShu7LvKF453XOyrYZUeOTpvvaBcDgxJ5f tow2wWwtYxlUEIz+giG1S3kTZo7crXp0OhSNZunVhpFNeJbjKhQYh8MzLu+x Ak1wnMAKkBUdh0OWUaiNVhMmOZ/dz1n2C57YpzSdrGjEbzqLv2prOwk3z5mb L5xsxNJsPZITH42ep8vX8ewbkW4z+c99S08j8juN9matRvQkzV41rSMGiyNv J9VHNqDG9S89fkQsph5XK1I/3ILFh5+lDQZx8Lk9nTN64hZMLOy6FZnx4K8P mzHuXT2IGefsOrNE8JQ7lmQdrcfYjy25uy4ngRffdu/B6zr0lNVp93/DxbhI 933ykDrIyt0HBjbwIPaIxtxBDb5SssbrafPRqjd2yShQg9O2gUEuhXz862U7 crXzJsbHv0yW7EpG2ib4dfjcxJy7kzOHdARomB/0der9WliWr4laly/A2DRX n3b3Wiy+7N3CdU1Be+zu1fmNNbgzaDl0vS8FJl6P7k5ZX4PqWtFwZUwqZhw5 vPSlshp8xy2ZqYbn4S9h79i1shrH/CoOmV46D4tMtd0meRUC1qZyQ5cKMdS9 UaM2rUJYd0yrHxHi/pbPH5dlqLGH1aLqd0jD88LibRYcNTrbbyaxlGkYzZn2 evY5FdaHLWEJbUVYvrAuLJalwpF+uURUKMLL0jlJAUdvwCVxNOS9cTp0Vl5u L+9TomvL7FUyXjrML1q/jfVWQi8rcWPOSDoO/ro9uLKlEn5icDVeYvyl410W sKYS8bMk0QZlYjiJXjhHXKtAfp/Xir1TJfCXP4gYXlgB38fbPcp/kqC5u2LD FRuCjPp1k7VKJDjoUcxexi5HXq/nxFnaUuhdclBFvf4TmcWq2DEnKTq8DmSe abkO3Z5VG4QxUnw5y+Jve1kZRgQ7ExqIFE+d+vm/J5SiwaLzvWBIijZ3w1yF /zWs5P57s8GYwdGSq69C7UrwTYWtYP9GBp2cJ6bV04thXdLms+0Qg27Zzw9l vUUYeR70RxiXwSBz5ZRphRx3x79zK8plwFUlBpgLCvFofTp/pJSB5Y4CReHu AvgWW000q2IQmPYPT24tg0ifnWtVx2CnWaR408R8vLgVQ15rGHDqC46zf70E pz+Me7erGbzXfjYld0keeIc36jteY+CTEb51qPYivuTs9k7LZuDwYxd7cHs2 5iZ/cF4RzyB79FRNbGcGFrTqHNPd+/H+uCqbnQ8ZtJk2tD23Z7Bf90PfxWci sCKGI2r0GUz0uDqsGUjBbuIjC22XosW8bZz7bS4sLSc8bZJKgdkLNzsqY/Ds TG5+pYcUlnHt/6y0DYdMzq8w0pWix8jvVV3eGmRxzbs0H/n5tCdJC2yd2Bck 9Dy54BNsErZaQu8j4QNZokUdYvoesU5W3HMPEdN6yPAZT399bTGtlzgPNgyG x6XTfgjpnRqSMyWd9kseD6SYFsWKKB7Er280UzGaRvEi71hdRff2p1E8Cd8l 5JzxHSHFm1zZ21p8xVZI+SA7xDUG58XnKV8kbmywu28olfJJxDdmdtY6p1K+ yTXd6HkOwhSqB/LCv8No3yMB1Qt5kxB2f+t8AdUT0Q3n3OD4JVO9kYLEAYVa wqd6JPJeF+vgJh7VKxms99VboM2jeiaf6eRHjG47R/VOzL+VHvgiO5H6gWx2 uz6W0RlP/UJ+c1G735kbR/1EHr4VVja6xlK/kdJ+XlleWAz1I1H9rRo4mXKK +pXM2aDrGJoXRf1MDprVK5YHRlK/k+SZe3+wComgeUBapqbmTAgIp3lBHJ9c rexyCaV5Qvbod2WzHQ7QvCEl33Yd+r7Wn+YR+d1/nmvQLk+aV2QgW+ZodXs1 lD45y2s71YT+Z/8B42p68A== "]]}, "Charting`Private`Tag#6"], Annotation[{ Hue[0.08640786499873876, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[1, 0.75, 0]], Line[CompressedData[" 1:eJw9VQs01GkbH4Wsy6aSNtla080lW7nko+VHpdXS7pJi7H7EbCfbZUcR1Vib VrlMchkNZvyx0peQXVlaxCsxucuwZbFkifqQXD60aWbtOft+7znvec9zznPe 93me3+U18OO5HVnEYrFOLey/z8EvLuuExnWA9c8a4R65vZbbgWXsSY9FoXvQ +Lpe9CG7A3eUo0+UsTjgnbBZtLq/Hfy+vTp2dVwY6lhd+D2jHfZLR32CZo6h wis8g+/dDoeqYRt/lVOIWK0zNqnfjtrGfWPxF4Pg0rNmele3DOuDNCWSyRDs emfc9niqDE1LXDbzDvKh/FLF7biHDErVLUqTuWFQujNZvGulDMtuWy+/9PoC zn7IGXsla8OriY+jWkQX4Z4/dO5MfBseuH8w9LFpBCyi9nW37m+DpXs7b+De JWhWGMYp1Nvgm6duJHSMRNnBNcuU6x4hOT+53elhFJZLM7p6Ih7hydDc2P8c YvCbyQputMMjcJ8/LhQUC5Dx6nMsn2/F1Vchy98YxOKeClG9G9SKLD/jcovI qzDRmHurGG1BWOMNLaNncYhVe600+lULMjdu1x5k4tFvyx4519OMHXqBvRcc E/A0c0NszoFm1HUq/+j3IgGZFuMlwQ1NcDd4b1V4dCKibNPMBuybUDZRfrF9 oxDpB7xrR0saMfbrS3PXSiEiDp7cmrhlIf49z2HCLQlBdlMmsh8a4MSeFOUO JKG7fy4gT7cB+lXSicCAa2DHuf2oL6hHhuX2P3a/voaEzCuJGxR1SFAzq9cO E8Fq7knV/dN10MwsevJILsL0yZmuyWcPkbLzjNZ5fjJmt28OLfF8COHEuNWi 6WTIN62w0WiUIiTDcsLbPwWa/yrNHv9IioGS+vRLnSlg3/ba61dQi9uywIDj e1Ihv3j0uu+6WsgUGj4q+akorT9mMxpXA8l/7E2clorx3buz37NYNZCyDn1p +I0Y6R2Jk2m8BzBX77MT14nhyr4xSXqrYdHFG0hYK0HNRr//Ht1fvYDvvvcX B0igNXvXWlh+H87r5Bf670lQwd9pY290Hy0d2twPVNIwG7ASJ0VVWOYheHzH aSHOHE96b3EVph3i8gSRaTBIrFkc3luJJf59J5n7aQg+9iBGWlyB/M/8uF0z aSja4rlNLriHnGwmxmIzg8fbeJ4bfMtxRGicyrgxKOU7cCwty6CrvP5P1XMM +OpmfFO1UjzPj2zyFTMwrsibU+u6C+up9P70EgZaI4q3D3JLMJjkUl7QzGA2 1/GW1/linF3hFxPex6D1N2v1eqefsbVneMuSUQbHX6xja+gWwdXQZ8vWKQax 4dcH9P8oRFLifPnzaQbi+TKzP/N/gsy7u4Q9waAjcWW97VgB7E4bpTcOM1gV LAzTCsuH8hvn5LZOBpbpLtNemrlols5/za5hEPiMc/79lJvwdzoclneLQZbE e5eLwQ3Y7Nfp5kQzMLHi+PTezIKYa7Vej8sgxTS4tsEkE+Ip/6TOHQw85PVC bS8JRjSqlcOVGTgqvB3XeIggHZQ+lTemIbF+U3PWpwm4qedqZBubhjORZ80N w6OQnXX61KYFPMxzPI/xikLRfc61J3tegl9v2MvNJYcxpz2vl5X7/5hIvvnS 2YUrofmkaPyFYqmqhN5HnnPyQnSvi+l7xOFl9nenbcS0HiL4yT58R1MqrZd8 1PZJRJBnKu2HnFca3mbXl0L7JU0FYW3Zh1PoPMjU+hz30p5kOi9SfEX1sysH kuk8SU4X+61prYjOm3hF2zoWbBdRPEiv/epS/dRrFC9ieqgyOepNEsWTxBhZ tbI4SRRv0sh1lAsLhZQPxFhHO/hzFSHlC1ld2LBzj3si5RM5qnBX/zY9gfKN vB1oP6A2GE/5SPZu3L17akM85SsZ2sMKvVZ9lfKZqC6VNOwwi6V8J//WzNw6 kCKgeiBsa7WhOzPRVC9EbZhzq8I5iuqJjFSe/UUv5TLVG9Fd59/5tDuC6pHs H1cc2rTqe6pX0qKSpKX0STjVMxkJ1H+o+SKM6p0suTzzg8iUT/1gIX9ldZ1v CPUL4lSh9HXjpUDqJyRbn699xZxH/YYUfjEkqNx5lPoR+erT3arTTt7Urwjx 2VfN/sUZe08Yr9UvkhL6//0Fm8J19Q== "]]}, "Charting`Private`Tag#7"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.18593211299439511563058535222553529534`16., 1.18593211299439511563058535422895331057`16.}, {0., 0.05327964594304289}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[1, 0.75, 0]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.18593211299439511563058535222553529534`16., 1.18593211299439511563058535422895331057`16.}, {0., 0.05327964594304289}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[1, 0.75, 0]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{}, {}, Annotation[{ Hue[0.67, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]], Line[CompressedData[" 1:eJw9lAkwHFYYx1dm60jiTKuOtEHH0WjriLuJz4ZQKuKIqyUMgkbDqiSWSCXB uuLeK1gsu3bXFeeyrmckSJVoHelURiO1EiuMSDLiKD1m+ryZN2/ezJv3vvf/ //6fblic98UDBALB89/53ypWEVldl/YD4f8RzlyiDtH7oS1g1sPQwxX8ia73 zV/2waznuaOXPwoHL7H493SHPhhrHoiYeBQH7szMh930Xsg6yyO3nbgG7oUb N6aWe6Du9l+eCQkpIN2cejwOPbA0mcAAn1tQIJ0rF9C6IcJYJcsvMh3CgrbS w6RiCOYo5i79kAnKJSafb58Sg/KFdc4flBxYe/WdVmxxF0T6LTTpUPKANPqs o/d5J0jc1JrcbAohh23tJrHrhJSXEoJqSxHI8fUIC/kiGJcYOvkalEBFRe2s 6M8OkMoO1cizaLCaK24NtuoA34Q6srYsA8y67M1nstuhykN46AaZCd8yLR9p zbWBRUzMuPZvLBiveoOMTdvgsmhzWWJbCuqvLXeJaa1wyd/A7wGrDOKTRr+o mWkBHYLeXe6bctiEVN4BoxZYOaLZEOtWARoP1tyPJTdDJFF8X4FdCetG562l zHswmZ6Y23i1Cszfbf69bdcEXObKWLUWB+ZOKhRFzzXATWLlzPk+Dsw3MZT0 U+thRScjoDW4GvZYjCe6OnVAf59+TrBTDYOJLuAxIIAyO9sWXWYNpF4TrjNC +NCxRTkiZ8oF86dHqYu7POgJHbWyH+ZCtZsJ/1gZF+ZfrMQJA3kQe8tLxcC6 BuxUbCQGyzzI0Fc0mvqVA4QhakZBYi3cW005vHWpCsxYLc0dMnzI3MzN6yNW wPRbO4fwLD4Ul6m5U0zKAJV/Nux3SABXrD/sj/RlgbxIPgpyBEDOb8/Ju0qH naTICyKiENRvVyfn5xdDyMckR4tkIbx1PlM/cbIAgr7ZWNyVCiE6W4n7zDEb Qj1EtXvedaBnkAuuhmkwflxdKaGtDjq4Bx2CqpJg0rFA7Z1cPXSGqT7feBUF uz69JIrL/h5Vetu3ZynU4/Po9XbtkFfa/n2IxpTtUVvdfw+FsJfaTc7u14OG C9n+OrUCXC+aauiSWG7x8X9QkMZIqaMLH/8X9feU6j0prMV6IO5DZUbUYx7W C/mwY6K/1OBhPdHSOuVrlh8X6434T4tk2otqsB/I5uBwcs9P1dgvREbxa9N7 HOwn0nfuDtQ142C/ETnQi9oXWoV5QIO/hPdlaFdiXpDlxWliIZmNeUKtJLXr gwNlmDc0P+n+M+lwKeYRKctofmXiw8K8omXbU+FCOgPzjFZGaMpjUzTMO7rT taDaoliC84Am5qycyI5FOC8o6LgaG5bzcZ7Qe5rURsGZXJw3JEyP8Dl9NxPn Ed1Ju9JrupiG84qocz++oH96E+cZkb4Pav1knILzjpoD0mgZNvG4HyDZxjiH D4zDcb9AFidkVAud7WFkZ8apUaUL4X73D33/dBg= "]]}, "Charting`Private`Tag#1"], Annotation[{ Hue[0.9060679774997897, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Line[CompressedData[" 1:eJw9lAlQE0YUhsMNVoWWgakIIpJ6VBAENJTq/DQBPCpQRCmCJVYuoVaMyCGC lQAqRBDFAFGOBJIqKvclCCwkEVABq8gVrKVAYTqiA5VWtB2pnemyMzs7O7Pz 9r33f/+zOBixO1idwWDseb//O+P67HzXJCvA+H9p2X1v+IunAhWxtjYjPdvh 9+BQTMofcjilXw2NW/Mteucc/dSEcvB8mZ0ljMPQeZnm6sWSIyxQqojiRsKE e7o0cqgN2cUB8dMVsdic9vxlyMk2BD3lZmbNJsC02c99nVkbXA9O5BoJE7F+ aGr6dksr2K+dBa1rk/HhrskxwwOt+GJrruWG2jMIrtE0cFRrRXyv9LizUyrm B8ai3VwIag34aoP1Ahx6pFr0Y0oLXPu983qtMzAW+6cytb0Zpv2pK3U9MrH2 rp3tlHYzosrfRDkkXkRXfV9Eh1sTzMP2bPKvuITSyAMORmfuwHzL86zQ4Sws /V2zvEfZCGvrnhiOuhBGmm5JU+qNMEsx9hlgZsNOHFUX4twAySP+4kWcHGis K8lzSLgN8dmM2tb9uTCpvibf1VAPlwBG9DOeCI0arCfS2TqsMilnu/Cv4Hyy zqmNNnVQzEzn/ZR+FXuGPXZOHKoF/0Enh3s5D+NWo9G1khqUOYYOdArzMf7C Q3FhqBqVkTPfjV4swJsEzU1BBtVgfVCik3CuEEES/YfmblUgL+qTqraIMT/J dCqNq8T9x5mVtlViKL+66TtbWoFKTk6QiCkBk7+YX03K0WWuzbmXJYF3WplV /MoyVLH1L+fOS9AlXhH+NuEWjIfPB6tCi5A8qLZDNXADD1dMRvt3FWG3vwWv wboEVzLvPBmxKobq+mqB5Q/XsO2Vhu7q1GJE6QdEpT+QYc7QrEw1UoyBiXsK j4+kcLXnOhXaSxEYvrkjd3cRTn7sk8hIlEKvOmUqTCCGsfnKE7xO6fv48o2v o/Nxvj3aha0nQ9NZP1NPuQgm47v0s9gyHNZrczo9K0TaEdHXzpEyRLjtD7um cwnMf5a3KkUyfN5gxuJMCsBynuUuqpGhhvimzu5LAqu/1t2SyDCssTPmWfpx KD3lwtE6GQp0H83NMW3hJz42GiBcuJP8JfNx4ZkL78knPiHsV14L8UhL6LHE JWoL/xF2p4XjuERK8yHKd2oRgSwpzZcssxxrz1YU03pI997rF15tK6b1kpqk AG3B3SLaDzL69mr7p1uLaL8I77MbYl65hPaTrA6QrP/ZVEL7TUwrJ7ofp4ip HqRb16Try75CqhdRrPK2dcwpoHqSX3f4tI145VO9iXrJkPSGVh7lgbRM7k16 UXWF8kKWmrgv/WufiPJEDJIxo/N3DuWNbOjz38vNzqY8kvLAaUM7KyHlldg3 ZdysaMqiPJNxDXdtne2XKO+Eo2pY/k1PJvUDuT4qnyorzKB+ITYdRa42IgH1 E5k8iWUnUs9RvxGBx4jo7tEU6kfCHvdV7fDkU7+SWwMup4/sPEX9TAKN5+7H /BZD/U64oeeeah3l0XlA/CSDbr1Pgum8IO/8j/Y3eXuhUFWg0lM2ETov/wWC aIpR "]]}, "Charting`Private`Tag#2"], Annotation[{ Hue[0.1421359549995791, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Line[CompressedData[" 1:eJw9lAlQ00cUxoPgVEVRESJeI5bTWqoUUMTIV0DUcgoMVIjVVlREFEGJcmQE AnghGI7IneNfQGQCgYIEBVkxGIKKRaw4mpaxjMW2CFq5CirUznTdmZ2dnd3Z fe973++t2nvUf/8MFosV/GH+t/Y95epYqzVg/T9CD41uc0rVQDQmxA7210hl DvOyVmgw32vmZHPXHqw3bkgta2iHU/3W/Y1Hw/HGsIsf49sOv23vRT8ciUZZ xXGvdy/UuO3r6RlkfAIZYp7GKUmNQoWeh6o6HkZz9SptTNTYHFaVqNyYiJBH zRe6FbfhK/d6PPU0GUtG819abrsNN/6QuWJhKjqGL5tZ97YhVjn/8k9fncbr nZfCHsa0wZDD13c9eBannCbUFvptKFNy8vvPnIfCa6flcpkKyfZOhsWSCwgc H+LUrVfhzRuBDIpM9I8ty3px9xbqtvKCg7hCrBvgxVz97hYch0IiekOykPU8 btpktBW9eu86zYKy0Z3QPtfgXCuOtCy3X+idgzv4xU64vBWBznEWQuQihOOs KlTcRNKi1f1nbUQI0NO9bu16E1NWXG4f+xKGtZuSwysI1MoFg8lvL2GvwXWX Y3dbYGsbtc9Tm4cLtn/H7Rm8Ad0njmrThnyszVmtb25wA5WcTuu+9ALwhlf+ WmvTjOD99mlHdhXCwPv3tgnPJhipvhGIrYrA7i85OHDwOg59WbbRZ7AI1f7y lbzUa3A4ZTLiX1WMaLbqfoq4EcdD0noTw0rQp3UlM5RK6I9p6kqXidGTZBet 7WzAYrkvN6NDjDtu+mGjfVdxqIkdrxMtgdw4+C+HsXqUDrAmf5slhSrXXZP4 ST3MbiXadARKMTh1Ta+OXYdg+9PmhhIp5Lk9ArnZjzCw79khei7FlVMcmfsX tWD4MVwrSxmcVRmagPU1mB1eUZ4fKkNkpvZn35PV2BUx2FxfLEMaP6N3GV+O rt1vr7g8kEH4+vtP8+Mr4V6jcZpmMejYvcV9y7EK9JZsXlW+hsFuu01JWXvL YbvB55/+HQy6jts9feZRirXxPIvwKAYDoU2bkj9jMPSKI+o4x8AytWVfFUsK 03UdfgXFDPrN3coWFRRhxULBCLeCwXYbQYj70jyESeaNp8kZXJuj3/BQkI30 HoOX8R/Oa+YZFT6SpuOBqWdVehGDFco9pRMsARYFJmePpDKo5E9nz3SJQk1l QIc29OOe+LimcA4s/nifaFsvTgq1MvoeWeL3ykeUJ6P/kVm+T5RsLxmNhyx1 91hzeUJK4yVSj9hSjVRK8yEJCYcbh1ykNF8SGTvbjdUkoXqQonMjETUvxFQv MrWgNkU4R0z1JN5rJ5NszUuo3sRx7oI/jRyKaT3IMzublurNRbRexDSvdl2Y cyGtJ4mTHDMp3lBA600ivzXjMKvzqR9IQKX6sNooj/qF5Cy+F+8zIaJ+IksN 38+Of5xL/UYkmd3bUxQ51I+kLJJzUZKcTf1K7MXcP6a9s6ifiWOo3fkHRkLq dxLbeT+BL8+gPJDhbh7viXk65YVU+IcO6OScpTyRCIue+47jaZQ3cvJzy5xm vxTKI5mha1rYziRRXonOOGO16lEC5ZmUV/eXi/xPUN6JoLnJwbslivYDEnRP 96S77QHaL0imgDuoOBMI38YmI7ZxK6H991/umaxr "]]}, "Charting`Private`Tag#3"], Annotation[{ Hue[0.37820393249936934`, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Line[CompressedData[" 1:eJw9VQsw1FsYX7eyKqy2hNTKvR5xXc1dlTHX9Sm5HqWxsVvpvdzqVisp0RaL jfLMm1jrj2pZ7iIheRyvELZCqvUoLaLITHcr45XrztzTmTlz5pv55pzv+z2+ o88+t/fPH0gkEntx/3fOmGjE+/ZLgfT/auo7T6G1SMGlt7xn8tTP8DKc3TC0 TwoX6WaVOSpMEKhzTT3GOuDs/lzL/m2ecPvk/tO8gA5wWKUePSg9A56R5ESG SgcEeameCjfwBYqBXu6T1HaIWeAfV3a/BNcs+sI+G7XDr5bozk4/LngVG1Dr y9pAtWfIZM2NIEh0jlpO39kGDwtnNv30RwhU2WzWsu96DON1LO8eWz6wTNOf TB19DBpPlEfJW8KgvSxM7PCxFYDuWEjoXYe0F7Er6dxWqNc6L7+2JAKMmc+3 3VduBVaQUmHam0goMOW5tye0QGO/TBeVRkMO3cL7Iq0FdKrDjXp5sfAg/gSn ML8ZMvIcnEb046BQW6jjs6UZhp/KFBULcVAjjV5bXfsIomJCzd1l8TCTv0Ye 7fgIdEPesvMkCaDCNep63dkExZM+Njm8RKgsDaJKPJpgoDFeZL47CY4prHO+ yhthR0RnidWaZFArd2PcP90Ik4884iUvk6GtVVoj/9QAzYa8GP+UFJh6/M41 MKAB1ns7/RPomgqRSp9/432rh2nFEiXxsjTg163zG+LXQ/0b4Rt5WRqMn+os va1SD1dXD4arH78FI5abODXRdWBHti9aRU6H1IkXT4016oB+IrD6qSgdeke1 g6sMEcjEniJTuwwgPZy9U2JSCwsX9r37QZYB9RSvJAOzGrDt6nOz/EsAeyIo G5R/qQauj8fqOwoBzE6OMR3MquD59vELxgGZQBYrYl6ZPAQL9sKz1K+ZEDiQ uz3fsBL4hlIfqbcQCPNc9Ty9B8BQOXgsc1AIKYylogatCsjlkF16d2VBxbv3 jSNq5ZCqOHPQvTgLpszytOaVymDsZG3ghDIBKOEsKBSl4Jw1dEiHTsCsM/d+ ydA9MBzuDU86QMB0M6VmY2cJSKmeVNtAAn5kqB82ri6GCT6DOScgYNmXZTEs pyLw0lRvET0g4JUuJ0lf82/gXAl+S3tGgD1THufXJwZO7yWS9RABW0udd2oK 8sD+QhK8/ERAl+MVZh3rLnx7/prVPEuAHT1zq8XK29Dhq3Kpn5QNeTkfyMaV 2bCZS9A+LMajurXauXVCcFl+YL56Md+16YtuGykd7qoJG/QW76M2XRZvpCfD x2w0Ixsk4HzZgM28WxzM68+MFLURIJk7yjnSHg60igJXtoSAeIbwyOyty6Bl vOKsJIqAonMr177wYIJzTIHIhf09Rv1LjURzTt/zkV9o7C6q1vf7EOcQS9mv Jgu/h4AdR/XYkYXrQdbrBMPWNUJcL7L62pkTbC7E/aDh/IDq0JRM3C+y8q/a kvFFgPFAVw9LJtbvFmC80NzN9+PM9AyMJ2r1dBPdHEzHeCOZF7Kn6KVjPtB7 vo5ck3UL84WyA4fbBsPSMJ9oeK28Nl+SivlGZTptRqJnKVgPSLVHabfqRDLW C3LUZEQvV0rGekK71DIiOyhJWG/oW0j+oWDtRKxHtLebVu6im4D1ikgH8jQO asdjPaNNerGdHZQ4rHdkvponi1wSi/2A7AZmV7T3R2G/IPp0jE5aQQT2E1pf sb3KzOc69huasuiW1JmGYT+iDazkiRt9odivqHHvYHdFaDD2M6KuixDP2F7F fkc+PH8L9dP+eB4gjpi2RynEF88LNH1PqLxH9QyeJ8gmontzpuIYnjfIZnTM iiZ3BjVoHv/dthHh/+BfJDMCDA== "]]}, "Charting`Private`Tag#4"], Annotation[{ Hue[0.6142719099991583, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Line[CompressedData[" 1:eJw9VQs01FkcFtuL5BFqj0ep6KHtlDxK6iOtUJxSShuJUGhDnqUtZIidEmFM 8/iPUquaaoqI2q4Z4xHJUNvSLr2FUkJINW17zt6959xzzz3nnnt/v+91TQPC PYNUVVRUdn+b/67ay8q+hJo1Q+W/YfyyJiF9djP+/Mokbbr2buWgW7FiWbcC b23XLcu8uB4Ve3TUpZcUeBbqd3lJ5A6Mt34VZLJPgTkP3L1LInejWL3HaION Ap/YzQ+SLSJgESuSSwabYOzT2xehHY1me8fa4INNWKhov5L4Kg7BDSpZMrUm cDc2rjkmSUC+qjJQlnEPHrahbyLCDmOvceX+QJ170HIVBKiyk8CLrxk5x2lE gbIyUnvbEfSa6inTjBvh299meG8mC10aZZyxZ+5iONLGyfx5Kg5J3aqN595F RXHsQjX+UQhjYuPuiRsQVJ2W7OGeAaFbcKb+4gYo+73t3w/9Ct4ldPSV1GOC r8uF+/nHwD19Yvb2pfUo83QKarfMxJOOcp1tN+8gO6Kh8EDACdie2Oj0csUd 7NtXWpY4JwsDEvbqUVIHzvP4rKiuLEjqU45xHOtgFqu198ez2WA0RMkVslqk PNI17PI9CZPcP6J2ONXCMmT5wDrdHKzvHealVtXAWS5pC5TlYGPS8PT5TjWo XTjLesbeXPw1b/pkF1k1Gl3EPXv182B03s233aEarYpob4cbeRCbTH3TeVsO XaXR+iObOdgfrZnoby9H56cX2uZ9HMQ31chdy6uwYNxJRwNWPjoNNNbyrauw TajX46DPxZbL3WleV2Vw9Gjdky3iQiv97v3IBTK0hLUfHjI/hQt1rJDec1Ic 3RRn5l10CvFm3kHyGVI0C6SFBbN56NwzWtXPrURMlSzpFo+HoYg8/2jdSjzs tYvJ0uTDuyjtfboegVWiUeCEA3yU+ihXVareRvty8eYJT/mYtMRelPzuFnK6 nMPjVglwJzupqPbRTZgJ6p/YCQW4fufIFZa8AsyHghc2gwL4/+1285q4HPok XOKxWoildlrJq0/ewNQXW8MCjwsx3vX73Yviy1As6Z+5tUWIoe7CX8K2laKl jZBJ2gysXRoO9thfx3wdv4++axjohcfUFhiVgOXl4jY/noHlhp+CWKPXIBIs fO5+mkHfFA3V9IdX4dD/VXCmmsGKfO3XjEQC9fTUvu+eMfAqtTM6oHMFoYPi DtdhBhZ1l96e/V2MgjFWsYWqIjzVi2Z+C7oA9YrCtNdjRShstisLmFgEg5zH TTu/7Q+dv9BfXnQWVSljzIZURFD3/IhMpzPYvqVSqfeewZBVw62qNhEkrKjn Wq0MvMUPd4c/5OOSS8aq86UMpkXdts99x8FWmWvCRTYDueYNu1JlNm7oJr3v 2MrAyDB11HA8G1NvT/4y0YTBLLtPneJPSZgWi7a+ViGGm5dOQmg4ljZOyvHK +H9PihJmHCpWCuh5MjJTW9+GK6D3kTa9yJESCwF9j8wdsmAHlPJpPWSao9qW 8GV8Wi+xavHXVb/Oo/0Qw5TBcr95PNov4UydyOPlnaJ4kJJH4p2vPnMpXiS+ gbU4zIdL8SQj7v4i9+v5FG+iPxzVWjw+n/JBLPyd+dKNHMoXUSSs3czl5lE+ yegaY3OftlzKN3GP9u2dNyWX6oGYNtn6mK7JoXoh9mqsL34xJ6meiEsme5Wq MJvqjWT6Bh2fJc2ieiRaikGHjo4TVK9kYHjaEc7bTKpnwvfx0J2of5zqnZR4 sr0dFrOpH8hmyeO6UKcM6hdiMXDasmTtUeonUqCicd/ZLZX6jUgtxwSvRQr1 I9n12sOme34y9SuZsmj6D86aidTPxMCgVKrZmED9Tj7YNjgLfo6jeUDktfun H/68j+YFCbml49MzsIfmCVlp/XnJobs7ad6Qi36dTMg4L5pHxMecq+151BS7 1I6vaGmUE/rf/AO9fzFB "]]}, "Charting`Private`Tag#5"], Annotation[{ Hue[0.8503398874989481, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Line[CompressedData[" 1:eJw1VQtUzFkcLoMN7baF2ZFXNnuk1G4pz/SlLUJOKyTF6iEbRRSF7KZIepmZ pkzTzPxtL23LZmpSyk63xkwPU3puHgnL6qGXR5IlrT3Hvefcc8895557f7/v def5Brv5j9PS0jrwcf6/lg1rmke0W6D1abC5W5V33jQj/GLdEpPD86H6Tm54 uLQZrElR2aYGbjhkOI3XdbwZNosShu7LvKF453XOyrYZUeOTpvvaBcDgxJ5f tow2wWwtYxlUEIz+giG1S3kTZo7crXp0OhSNZunVhpFNeJbjKhQYh8MzLu+x Ak1wnMAKkBUdh0OWUaiNVhMmOZ/dz1n2C57YpzSdrGjEbzqLv2prOwk3z5mb L5xsxNJsPZITH42ep8vX8ewbkW4z+c99S08j8juN9matRvQkzV41rSMGiyNv J9VHNqDG9S89fkQsph5XK1I/3ILFh5+lDQZx8Lk9nTN64hZMLOy6FZnx4K8P mzHuXT2IGefsOrNE8JQ7lmQdrcfYjy25uy4ngRffdu/B6zr0lNVp93/DxbhI 933ykDrIyt0HBjbwIPaIxtxBDb5SssbrafPRqjd2yShQg9O2gUEuhXz862U7 crXzJsbHv0yW7EpG2ib4dfjcxJy7kzOHdARomB/0der9WliWr4laly/A2DRX n3b3Wiy+7N3CdU1Be+zu1fmNNbgzaDl0vS8FJl6P7k5ZX4PqWtFwZUwqZhw5 vPSlshp8xy2ZqYbn4S9h79i1shrH/CoOmV46D4tMtd0meRUC1qZyQ5cKMdS9 UaM2rUJYd0yrHxHi/pbPH5dlqLGH1aLqd0jD88LibRYcNTrbbyaxlGkYzZn2 evY5FdaHLWEJbUVYvrAuLJalwpF+uURUKMLL0jlJAUdvwCVxNOS9cTp0Vl5u L+9TomvL7FUyXjrML1q/jfVWQi8rcWPOSDoO/ro9uLKlEn5icDVeYvyl410W sKYS8bMk0QZlYjiJXjhHXKtAfp/Xir1TJfCXP4gYXlgB38fbPcp/kqC5u2LD FRuCjPp1k7VKJDjoUcxexi5HXq/nxFnaUuhdclBFvf4TmcWq2DEnKTq8DmSe abkO3Z5VG4QxUnw5y+Jve1kZRgQ7ExqIFE+d+vm/J5SiwaLzvWBIijZ3w1yF /zWs5P57s8GYwdGSq69C7UrwTYWtYP9GBp2cJ6bV04thXdLms+0Qg27Zzw9l vUUYeR70RxiXwSBz5ZRphRx3x79zK8plwFUlBpgLCvFofTp/pJSB5Y4CReHu AvgWW000q2IQmPYPT24tg0ifnWtVx2CnWaR408R8vLgVQ15rGHDqC46zf70E pz+Me7erGbzXfjYld0keeIc36jteY+CTEb51qPYivuTs9k7LZuDwYxd7cHs2 5iZ/cF4RzyB79FRNbGcGFrTqHNPd+/H+uCqbnQ8ZtJk2tD23Z7Bf90PfxWci sCKGI2r0GUz0uDqsGUjBbuIjC22XosW8bZz7bS4sLSc8bZJKgdkLNzsqY/Ds TG5+pYcUlnHt/6y0DYdMzq8w0pWix8jvVV3eGmRxzbs0H/n5tCdJC2yd2Bck 9Dy54BNsErZaQu8j4QNZokUdYvoesU5W3HMPEdN6yPAZT399bTGtlzgPNgyG x6XTfgjpnRqSMyWd9kseD6SYFsWKKB7Er280UzGaRvEi71hdRff2p1E8Cd8l 5JzxHSHFm1zZ21p8xVZI+SA7xDUG58XnKV8kbmywu28olfJJxDdmdtY6p1K+ yTXd6HkOwhSqB/LCv8No3yMB1Qt5kxB2f+t8AdUT0Q3n3OD4JVO9kYLEAYVa wqd6JPJeF+vgJh7VKxms99VboM2jeiaf6eRHjG47R/VOzL+VHvgiO5H6gWx2 uz6W0RlP/UJ+c1G735kbR/1EHr4VVja6xlK/kdJ+XlleWAz1I1H9rRo4mXKK +pXM2aDrGJoXRf1MDprVK5YHRlK/k+SZe3+wComgeUBapqbmTAgIp3lBHJ9c rexyCaV5Qvbod2WzHQ7QvCEl33Yd+r7Wn+YR+d1/nmvQLk+aV2QgW+ZodXs1 lD45y2s71YT+Z/8B42p68A== "]]}, "Charting`Private`Tag#6"], Annotation[{ Hue[0.08640786499873876, 0.6, 0.6], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[1, 0.75, 0]], Line[CompressedData[" 1:eJw9VQs01GkbH4Wsy6aSNtla080lW7nko+VHpdXS7pJi7H7EbCfbZUcR1Vib VrlMchkNZvyx0peQXVlaxCsxucuwZbFkifqQXD60aWbtOft+7znvec9zznPe 93me3+U18OO5HVnEYrFOLey/z8EvLuuExnWA9c8a4R65vZbbgWXsSY9FoXvQ +Lpe9CG7A3eUo0+UsTjgnbBZtLq/Hfy+vTp2dVwY6lhd+D2jHfZLR32CZo6h wis8g+/dDoeqYRt/lVOIWK0zNqnfjtrGfWPxF4Pg0rNmele3DOuDNCWSyRDs emfc9niqDE1LXDbzDvKh/FLF7biHDErVLUqTuWFQujNZvGulDMtuWy+/9PoC zn7IGXsla8OriY+jWkQX4Z4/dO5MfBseuH8w9LFpBCyi9nW37m+DpXs7b+De JWhWGMYp1Nvgm6duJHSMRNnBNcuU6x4hOT+53elhFJZLM7p6Ih7hydDc2P8c YvCbyQputMMjcJ8/LhQUC5Dx6nMsn2/F1Vchy98YxOKeClG9G9SKLD/jcovI qzDRmHurGG1BWOMNLaNncYhVe600+lULMjdu1x5k4tFvyx4519OMHXqBvRcc E/A0c0NszoFm1HUq/+j3IgGZFuMlwQ1NcDd4b1V4dCKibNPMBuybUDZRfrF9 oxDpB7xrR0saMfbrS3PXSiEiDp7cmrhlIf49z2HCLQlBdlMmsh8a4MSeFOUO JKG7fy4gT7cB+lXSicCAa2DHuf2oL6hHhuX2P3a/voaEzCuJGxR1SFAzq9cO E8Fq7knV/dN10MwsevJILsL0yZmuyWcPkbLzjNZ5fjJmt28OLfF8COHEuNWi 6WTIN62w0WiUIiTDcsLbPwWa/yrNHv9IioGS+vRLnSlg3/ba61dQi9uywIDj e1Ihv3j0uu+6WsgUGj4q+akorT9mMxpXA8l/7E2clorx3buz37NYNZCyDn1p +I0Y6R2Jk2m8BzBX77MT14nhyr4xSXqrYdHFG0hYK0HNRr//Ht1fvYDvvvcX B0igNXvXWlh+H87r5Bf670lQwd9pY290Hy0d2twPVNIwG7ASJ0VVWOYheHzH aSHOHE96b3EVph3i8gSRaTBIrFkc3luJJf59J5n7aQg+9iBGWlyB/M/8uF0z aSja4rlNLriHnGwmxmIzg8fbeJ4bfMtxRGicyrgxKOU7cCwty6CrvP5P1XMM +OpmfFO1UjzPj2zyFTMwrsibU+u6C+up9P70EgZaI4q3D3JLMJjkUl7QzGA2 1/GW1/linF3hFxPex6D1N2v1eqefsbVneMuSUQbHX6xja+gWwdXQZ8vWKQax 4dcH9P8oRFLifPnzaQbi+TKzP/N/gsy7u4Q9waAjcWW97VgB7E4bpTcOM1gV LAzTCsuH8hvn5LZOBpbpLtNemrlols5/za5hEPiMc/79lJvwdzoclneLQZbE e5eLwQ3Y7Nfp5kQzMLHi+PTezIKYa7Vej8sgxTS4tsEkE+Ip/6TOHQw85PVC bS8JRjSqlcOVGTgqvB3XeIggHZQ+lTemIbF+U3PWpwm4qedqZBubhjORZ80N w6OQnXX61KYFPMxzPI/xikLRfc61J3tegl9v2MvNJYcxpz2vl5X7/5hIvvnS 2YUrofmkaPyFYqmqhN5HnnPyQnSvi+l7xOFl9nenbcS0HiL4yT58R1MqrZd8 1PZJRJBnKu2HnFca3mbXl0L7JU0FYW3Zh1PoPMjU+hz30p5kOi9SfEX1sysH kuk8SU4X+61prYjOm3hF2zoWbBdRPEiv/epS/dRrFC9ieqgyOepNEsWTxBhZ tbI4SRRv0sh1lAsLhZQPxFhHO/hzFSHlC1ld2LBzj3si5RM5qnBX/zY9gfKN vB1oP6A2GE/5SPZu3L17akM85SsZ2sMKvVZ9lfKZqC6VNOwwi6V8J//WzNw6 kCKgeiBsa7WhOzPRVC9EbZhzq8I5iuqJjFSe/UUv5TLVG9Fd59/5tDuC6pHs H1cc2rTqe6pX0qKSpKX0STjVMxkJ1H+o+SKM6p0suTzzg8iUT/1gIX9ldZ1v CPUL4lSh9HXjpUDqJyRbn699xZxH/YYUfjEkqNx5lPoR+erT3arTTt7Urwjx 2VfN/sUZe08Yr9UvkhL6//0Fm8J19Q== "]]}, "Charting`Private`Tag#7"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.18593211299439511563058535222553529534`16., 1.18593211299439511563058535422895331057`16.}, {0., 0.05327964594304289}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[1, 0.75, 0]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Directive[ PointSize[0.003666666666666667], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], {{}, {}}}, InterpretationBox[{ TagBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" 1:eJw11H001GkUB/BBMiQvJdIah6OXo85uRe+1LtbbWlpGpU4U0mY2Woq8RaPY VRFFZDftlAl5i9aWhCtmva0YM2GSHYMxzWj4/WYRiex0tp5z7nnO53z/uPfc P655wE/046oUCsVLWR//z6+y6H2sllo5UChGrb8Yb4HCtXNW22YefLIDBD1m H56QffY+SDa8pvOoXek5Q6UDIahQaGqV/tnhkFzjfOWovtLvPzoRqLudurep lX1yJgQJOOV3HhcDc+eUZUVoJhQuHgnh3i0GShT/cl9zJlBzu+iKVGU+leb2 5dkb4JK7TkUrUJmTVC6PlwXUxf7NObrKfGS2h5aSA0EmcQLnwCKgcIXiPz7c hnIbpix40X1g0r0opIINoUVbE50t8oEyY13qZPoANo1l7dM7zAKWu/O1xiuV IHrCW6kTlwmituuvsyefAHNhai8/JBqY5T/+rKKCwLTKCy5xi0eRXyirc08D sOIzEj2Ds1EkbSUOyjngYeyQ3SbIQ717jOGSkGbgRq7WjqkpRr1IgXjVmjZI VuP0+7o/RNu41MteZe1AXbBosLnxCLmq/neb1neCy12nja7SajTrVBHfH+cC VfN5mqIGUbrtbUv3Jh5wFjn8mbuxAVmWvEqdq3wIXCi4Xt/IQapP7Uux+AVs qU4sbfNpRmbh3x6s1T0QXpgb0N3bitLzzzqCzvfCItnpM2E329EvrO+2YaMA tAsCYit3dGLLWF9El3kfxEzp0Y/pdaHo/miSZcwrMHU2LwlO4iGVSZP+8LQf hthJao5SPpoNbvesMBKCa8WpQwdDu9HFJ0J70GcAdEzuSXaM9GDmEn9Kr7sI stoPPDY4JMCor97PN86KYHQmLDVy4iUGCfPZFrcGwVAY7yWLeoXtXk0dmt8N gX2d94bZNf8glRFyo+7tELi6Weyx5gnRY8ladUnWMMT2bP1txFqE2mfoMxkO YqAxLlEtlw/iixPpmZUSMSxY6+eVSQYxfG7/87ykEVD3j4keqxrClANpl4yt JJDUuC7BiTWMJV/3javwJbDi6fZ+WqwYHUZv9oYmvIbNUjk/6+QIii0YDPpq KbxLc4xY970Efebrs1U5UvDdsCFNf/NrdLuV8u3OMBnc2ZpLt7GUokMLgz20 bBQ0qwbOtCyXYeWT6gvLGkbB0WdXw6oVozjnmjGvd+oN1KqbTMgM3qAHI878 go4c7KYzzHwXy3Gl+6uW6Bo5qPh807RLdwzlta7G4iNjcLypgHpEcxxvdtgt pn0Yg6VHpt3sVAisYpec7S8ahyKzZ7QsKoliDct0HTcC5h52pPQmk9hyTLpf uJcAq1ozJ6MrJBZiwRdlngSw9HVWeaeSGBS5tsDdmwDD5Cr93mskSiUWdSkB BGTtsLEV/Kr0X6ZyrWgCDnjn5AyUkEheNHDRyCcg/NDMTtUuErkD/KW9hQSc flvp6MgnsXx3Bj+/mICAuLmTyd0khk7oH3WqIOCC/Xqqbh+JkwG6Z5NqCNjL /DeeNkzijJ0WW41PgE0D5zhMkSjIbWXwu5XzH5swTpwmsepd8sY8AQHVQra0 5R2JURUaT+2FBLT5Xu2mfyBxzkydlyAjoO5cyNgJDQWKznGyPeUEnBKxI0o1 FVgvuOhrTij7mRxeObFEgcx0VVn9JAFcmn1pvJ4C/eTPytKnlfsRh/3OWaZA W5eEcL9ZApwSTUu0VijQjG27a9M8Aex4Z76HkQL/v44kTHrJDbKNFfgfv/63 XA== "]]}, Annotation[#, "Charting`Private`Tag#1"]& ]}, {}}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]], Line[CompressedData[" 1:eJw11H001GkUB/BBMiQvJdIah6OXo85uRe+1LtbbWlpGpU4U0mY2Woq8RaPY VRFFZDftlAl5i9aWhCtmva0YM2GSHYMxzWj4/WYRiex0tp5z7nnO53z/uPfc P655wE/046oUCsVLWR//z6+y6H2sllo5UChGrb8Yb4HCtXNW22YefLIDBD1m H56QffY+SDa8pvOoXek5Q6UDIahQaGqV/tnhkFzjfOWovtLvPzoRqLudurep lX1yJgQJOOV3HhcDc+eUZUVoJhQuHgnh3i0GShT/cl9zJlBzu+iKVGU+leb2 5dkb4JK7TkUrUJmTVC6PlwXUxf7NObrKfGS2h5aSA0EmcQLnwCKgcIXiPz7c hnIbpix40X1g0r0opIINoUVbE50t8oEyY13qZPoANo1l7dM7zAKWu/O1xiuV IHrCW6kTlwmituuvsyefAHNhai8/JBqY5T/+rKKCwLTKCy5xi0eRXyirc08D sOIzEj2Ds1EkbSUOyjngYeyQ3SbIQ717jOGSkGbgRq7WjqkpRr1IgXjVmjZI VuP0+7o/RNu41MteZe1AXbBosLnxCLmq/neb1neCy12nja7SajTrVBHfH+cC VfN5mqIGUbrtbUv3Jh5wFjn8mbuxAVmWvEqdq3wIXCi4Xt/IQapP7Uux+AVs qU4sbfNpRmbh3x6s1T0QXpgb0N3bitLzzzqCzvfCItnpM2E329EvrO+2YaMA tAsCYit3dGLLWF9El3kfxEzp0Y/pdaHo/miSZcwrMHU2LwlO4iGVSZP+8LQf hthJao5SPpoNbvesMBKCa8WpQwdDu9HFJ0J70GcAdEzuSXaM9GDmEn9Kr7sI stoPPDY4JMCor97PN86KYHQmLDVy4iUGCfPZFrcGwVAY7yWLeoXtXk0dmt8N gX2d94bZNf8glRFyo+7tELi6Weyx5gnRY8ladUnWMMT2bP1txFqE2mfoMxkO YqAxLlEtlw/iixPpmZUSMSxY6+eVSQYxfG7/87ykEVD3j4keqxrClANpl4yt JJDUuC7BiTWMJV/3javwJbDi6fZ+WqwYHUZv9oYmvIbNUjk/6+QIii0YDPpq KbxLc4xY970Efebrs1U5UvDdsCFNf/NrdLuV8u3OMBnc2ZpLt7GUokMLgz20 bBQ0qwbOtCyXYeWT6gvLGkbB0WdXw6oVozjnmjGvd+oN1KqbTMgM3qAHI878 go4c7KYzzHwXy3Gl+6uW6Bo5qPh807RLdwzlta7G4iNjcLypgHpEcxxvdtgt pn0Yg6VHpt3sVAisYpec7S8ahyKzZ7QsKoliDct0HTcC5h52pPQmk9hyTLpf uJcAq1ozJ6MrJBZiwRdlngSw9HVWeaeSGBS5tsDdmwDD5Cr93mskSiUWdSkB BGTtsLEV/Kr0X6ZyrWgCDnjn5AyUkEheNHDRyCcg/NDMTtUuErkD/KW9hQSc flvp6MgnsXx3Bj+/mICAuLmTyd0khk7oH3WqIOCC/Xqqbh+JkwG6Z5NqCNjL /DeeNkzijJ0WW41PgE0D5zhMkSjIbWXwu5XzH5swTpwmsepd8sY8AQHVQra0 5R2JURUaT+2FBLT5Xu2mfyBxzkydlyAjoO5cyNgJDQWKznGyPeUEnBKxI0o1 FVgvuOhrTij7mRxeObFEgcx0VVn9JAFcmn1pvJ4C/eTPytKnlfsRh/3OWaZA W5eEcL9ZApwSTUu0VijQjG27a9M8Aex4Z76HkQL/v44kTHrJDbKNFfgfv/63 XA== "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{0., 1.}, {-1.0687475983916075`, 0.06254640128069405}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 432}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> Automatic, "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <| "CoordinatesToolOptions" -> Identity, "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ParametricPlot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{0., 1.}, {-1.0687475983916075`, 0.06254640128069405}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 432}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> Automatic, "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <| "CoordinatesToolOptions" -> Identity, "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ParametricPlot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{{}, {}, Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]], Line[CompressedData[" 1:eJw11H001GkUB/BBMiQvJdIah6OXo85uRe+1LtbbWlpGpU4U0mY2Woq8RaPY VRFFZDftlAl5i9aWhCtmva0YM2GSHYMxzWj4/WYRiex0tp5z7nnO53z/uPfc P655wE/046oUCsVLWR//z6+y6H2sllo5UChGrb8Yb4HCtXNW22YefLIDBD1m H56QffY+SDa8pvOoXek5Q6UDIahQaGqV/tnhkFzjfOWovtLvPzoRqLudurep lX1yJgQJOOV3HhcDc+eUZUVoJhQuHgnh3i0GShT/cl9zJlBzu+iKVGU+leb2 5dkb4JK7TkUrUJmTVC6PlwXUxf7NObrKfGS2h5aSA0EmcQLnwCKgcIXiPz7c hnIbpix40X1g0r0opIINoUVbE50t8oEyY13qZPoANo1l7dM7zAKWu/O1xiuV IHrCW6kTlwmituuvsyefAHNhai8/JBqY5T/+rKKCwLTKCy5xi0eRXyirc08D sOIzEj2Ds1EkbSUOyjngYeyQ3SbIQ717jOGSkGbgRq7WjqkpRr1IgXjVmjZI VuP0+7o/RNu41MteZe1AXbBosLnxCLmq/neb1neCy12nja7SajTrVBHfH+cC VfN5mqIGUbrtbUv3Jh5wFjn8mbuxAVmWvEqdq3wIXCi4Xt/IQapP7Uux+AVs qU4sbfNpRmbh3x6s1T0QXpgb0N3bitLzzzqCzvfCItnpM2E329EvrO+2YaMA tAsCYit3dGLLWF9El3kfxEzp0Y/pdaHo/miSZcwrMHU2LwlO4iGVSZP+8LQf hthJao5SPpoNbvesMBKCa8WpQwdDu9HFJ0J70GcAdEzuSXaM9GDmEn9Kr7sI stoPPDY4JMCor97PN86KYHQmLDVy4iUGCfPZFrcGwVAY7yWLeoXtXk0dmt8N gX2d94bZNf8glRFyo+7tELi6Weyx5gnRY8ladUnWMMT2bP1txFqE2mfoMxkO YqAxLlEtlw/iixPpmZUSMSxY6+eVSQYxfG7/87ykEVD3j4keqxrClANpl4yt JJDUuC7BiTWMJV/3javwJbDi6fZ+WqwYHUZv9oYmvIbNUjk/6+QIii0YDPpq KbxLc4xY970Efebrs1U5UvDdsCFNf/NrdLuV8u3OMBnc2ZpLt7GUokMLgz20 bBQ0qwbOtCyXYeWT6gvLGkbB0WdXw6oVozjnmjGvd+oN1KqbTMgM3qAHI878 go4c7KYzzHwXy3Gl+6uW6Bo5qPh807RLdwzlta7G4iNjcLypgHpEcxxvdtgt pn0Yg6VHpt3sVAisYpec7S8ahyKzZ7QsKoliDct0HTcC5h52pPQmk9hyTLpf uJcAq1ozJ6MrJBZiwRdlngSw9HVWeaeSGBS5tsDdmwDD5Cr93mskSiUWdSkB BGTtsLEV/Kr0X6ZyrWgCDnjn5AyUkEheNHDRyCcg/NDMTtUuErkD/KW9hQSc flvp6MgnsXx3Bj+/mICAuLmTyd0khk7oH3WqIOCC/Xqqbh+JkwG6Z5NqCNjL /DeeNkzijJ0WW41PgE0D5zhMkSjIbWXwu5XzH5swTpwmsepd8sY8AQHVQra0 5R2JURUaT+2FBLT5Xu2mfyBxzkydlyAjoO5cyNgJDQWKznGyPeUEnBKxI0o1 FVgvuOhrTij7mRxeObFEgcx0VVn9JAFcmn1pvJ4C/eTPytKnlfsRh/3OWaZA W5eEcL9ZApwSTUu0VijQjG27a9M8Aex4Z76HkQL/v44kTHrJDbKNFfgfv/63 XA== "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{0., 1.}, {-1.0687475983916075`, 0.06254640128069405}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 432}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> Automatic, "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <| "CoordinatesToolOptions" -> Identity, "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ParametricPlot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], InterpretationBox[{ TagBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" 1:eJw11GlQkwcQBuCAR9KQAtoWRMSBwQOspYjW4hloGUUMyOHR2lSRehBHESyn xxhQPCjWAArooEZJuYooFa2I8GIAiYgBEjExYAzwEQImfGA+DgWcxqnuzM7O 82d3f71OYQeCd5nTaDR/U3+Yn+pB0dhh5qRbbBrN9vEpuyWIT7AkkgZvfrQP sqdFH0pt/+SN8LyiWt1TavK4jck7ET/ZwU+w9ZOjocyPYlnklbBpYx98Atkv A5L8Ft746PMY5RTeqWAUsfnBIbSBQREEUob0cM51Nm108Y01s28i1Gtz5Va3 TLbQf21azR9l4C+r54itD7E1Dek9WVQ5qp1pW+zrToJ/a+9JMzPAseqfE3fV OdCERgqbVoox0Li/PM2/ABrdY/InfS3uzXIZkrqVwvovXlfx/npklzS+H2Tc hXWckpg5twG6gqyRkNgKeB09mxJS0giqQf4vsbkazeY7rj9a0IQ592Oedg2L 4dhkRhT2N4MQK4MNnXXQLR2WtLrLUGsQzvAokUDoKiuz/FOOE/2Bc3vqn4DB rXxBEM/go7pgt7ZbCn7Bk0DhnOdIiaEtDTft0R17KA0/psBBhXZFc7oMoVGq KzY1SjCXWxyzcn4GiUEV0+KkwoL576wXvmyFprAv2fVQG5jbbGdeyVKAwXfQ 7a5oRxjL20G84gUcO74PKrVVY4Et45SnRRt8uTGsDu4rhL3aEBVQ047zFjto Cn8NxBEneRkJasS7jU3UvNMg6OYM2Xo3DcLVeSLnnA50K65luX3RgcaQR9LP 1nfCdVpVEtOqEwze/gtVw50oZ+gz7ZhdCLSYN0Wb2YXvOLPeCke6wPo9eDTD h4DB8PUi1TiBZ3sE58u0BNatJOxtqG5Ej296mpvcjfK4uPyLvVqkbj53xs5D i2tDV12SRnpQvErVbybXgtdWd/HisA4+fdmKyMQePFzG0xRZ9oFw5vGC5+hw jdVmdcT2NbgT1VnmtTp843FJ6TZbD05O6rplUb1IZp0ZSl1tgI+EJ+qc3ofW 2qHbmoB+lJXfT5ou7kPpZU/pwQQS434ZE9YRr8HJvZ1CDxpAIO+oU5KlHqff 7rj6un0AM/zbJAkP9HgeeeeAb+wg9JV+dsQ2A9x1ka10+htkS72nOrw3IOWS 4syuzDe4JyqObS/qR/hzdV36YiMIuqvAkkOCcRySmnojJL/pNqkDSGy0ipVz G4woQL59SRAJYfzesaFGI8Lj5uX7byGxpIWZ6yIzQqd1rkoNI3Fkvn3QuXaT 62brmaa/NbZ0l7BBIwaOf+lLzyNxtzWm0sGeQvMr+eeKAhLuAb0R9x0o3FqR Ic/7m8TuH1NWbXGkEGmctn1NKYmDl4M90uZSoMKsYpMfmO5r+xOmulMY9WaK JslJRNQR/GEfCsrLj3nyVhLcA8bJF9ZSuPf29Le5ShLWyfPzFvtRiC+lV/yg JhH7ZoIdtYHCuOMUWWIviZymTS2GnylojtRmBelJyFoSV5/lUqhWHv/ViSQx ld0kWbidAl9g3ltNkRD80rhk304KofqHJYIREiKLwzasPRS8fBOjQ9+R8HRZ 91Uxj4KjyGu5+wQJYtHSRZx9FP5PrwH4FXrv1UdQ+A8Nfbnf "]]}, Annotation[#, "Charting`Private`Tag#1"]& ]}, {}}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]], Line[CompressedData[" 1:eJw11GlQkwcQBuCAR9KQAtoWRMSBwQOspYjW4hloGUUMyOHR2lSRehBHESyn xxhQPCjWAArooEZJuYooFa2I8GIAiYgBEjExYAzwEQImfGA+DgWcxqnuzM7O 82d3f71OYQeCd5nTaDR/U3+Yn+pB0dhh5qRbbBrN9vEpuyWIT7AkkgZvfrQP sqdFH0pt/+SN8LyiWt1TavK4jck7ET/ZwU+w9ZOjocyPYlnklbBpYx98Atkv A5L8Ft746PMY5RTeqWAUsfnBIbSBQREEUob0cM51Nm108Y01s28i1Gtz5Va3 TLbQf21azR9l4C+r54itD7E1Dek9WVQ5qp1pW+zrToJ/a+9JMzPAseqfE3fV OdCERgqbVoox0Li/PM2/ABrdY/InfS3uzXIZkrqVwvovXlfx/npklzS+H2Tc hXWckpg5twG6gqyRkNgKeB09mxJS0giqQf4vsbkazeY7rj9a0IQ592Oedg2L 4dhkRhT2N4MQK4MNnXXQLR2WtLrLUGsQzvAokUDoKiuz/FOOE/2Bc3vqn4DB rXxBEM/go7pgt7ZbCn7Bk0DhnOdIiaEtDTft0R17KA0/psBBhXZFc7oMoVGq KzY1SjCXWxyzcn4GiUEV0+KkwoL576wXvmyFprAv2fVQG5jbbGdeyVKAwXfQ 7a5oRxjL20G84gUcO74PKrVVY4Et45SnRRt8uTGsDu4rhL3aEBVQ047zFjto Cn8NxBEneRkJasS7jU3UvNMg6OYM2Xo3DcLVeSLnnA50K65luX3RgcaQR9LP 1nfCdVpVEtOqEwze/gtVw50oZ+gz7ZhdCLSYN0Wb2YXvOLPeCke6wPo9eDTD h4DB8PUi1TiBZ3sE58u0BNatJOxtqG5Ej296mpvcjfK4uPyLvVqkbj53xs5D i2tDV12SRnpQvErVbybXgtdWd/HisA4+fdmKyMQePFzG0xRZ9oFw5vGC5+hw jdVmdcT2NbgT1VnmtTp843FJ6TZbD05O6rplUb1IZp0ZSl1tgI+EJ+qc3ofW 2qHbmoB+lJXfT5ou7kPpZU/pwQQS434ZE9YRr8HJvZ1CDxpAIO+oU5KlHqff 7rj6un0AM/zbJAkP9HgeeeeAb+wg9JV+dsQ2A9x1ka10+htkS72nOrw3IOWS 4syuzDe4JyqObS/qR/hzdV36YiMIuqvAkkOCcRySmnojJL/pNqkDSGy0ipVz G4woQL59SRAJYfzesaFGI8Lj5uX7byGxpIWZ6yIzQqd1rkoNI3Fkvn3QuXaT 62brmaa/NbZ0l7BBIwaOf+lLzyNxtzWm0sGeQvMr+eeKAhLuAb0R9x0o3FqR Ic/7m8TuH1NWbXGkEGmctn1NKYmDl4M90uZSoMKsYpMfmO5r+xOmulMY9WaK JslJRNQR/GEfCsrLj3nyVhLcA8bJF9ZSuPf29Le5ShLWyfPzFvtRiC+lV/yg JhH7ZoIdtYHCuOMUWWIviZymTS2GnylojtRmBelJyFoSV5/lUqhWHv/ViSQx ld0kWbidAl9g3ltNkRD80rhk304KofqHJYIREiKLwzasPRS8fBOjQ9+R8HRZ 91Uxj4KjyGu5+wQJYtHSRZx9FP5PrwH4FXrv1UdQ+A8Nfbnf "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1., 0.}, {-1.277080931724941, 0.06254640128069416}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 432}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> Automatic, "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <| "CoordinatesToolOptions" -> Identity, "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ParametricPlot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1., 0.}, {-1.277080931724941, 0.06254640128069416}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 432}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> Automatic, "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <| "CoordinatesToolOptions" -> Identity, "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ParametricPlot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{{}, {}, Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]], Line[CompressedData[" 1:eJw11GlQkwcQBuCAR9KQAtoWRMSBwQOspYjW4hloGUUMyOHR2lSRehBHESyn xxhQPCjWAArooEZJuYooFa2I8GIAiYgBEjExYAzwEQImfGA+DgWcxqnuzM7O 82d3f71OYQeCd5nTaDR/U3+Yn+pB0dhh5qRbbBrN9vEpuyWIT7AkkgZvfrQP sqdFH0pt/+SN8LyiWt1TavK4jck7ET/ZwU+w9ZOjocyPYlnklbBpYx98Atkv A5L8Ft746PMY5RTeqWAUsfnBIbSBQREEUob0cM51Nm108Y01s28i1Gtz5Va3 TLbQf21azR9l4C+r54itD7E1Dek9WVQ5qp1pW+zrToJ/a+9JMzPAseqfE3fV OdCERgqbVoox0Li/PM2/ABrdY/InfS3uzXIZkrqVwvovXlfx/npklzS+H2Tc hXWckpg5twG6gqyRkNgKeB09mxJS0giqQf4vsbkazeY7rj9a0IQ592Oedg2L 4dhkRhT2N4MQK4MNnXXQLR2WtLrLUGsQzvAokUDoKiuz/FOOE/2Bc3vqn4DB rXxBEM/go7pgt7ZbCn7Bk0DhnOdIiaEtDTft0R17KA0/psBBhXZFc7oMoVGq KzY1SjCXWxyzcn4GiUEV0+KkwoL576wXvmyFprAv2fVQG5jbbGdeyVKAwXfQ 7a5oRxjL20G84gUcO74PKrVVY4Et45SnRRt8uTGsDu4rhL3aEBVQ047zFjto Cn8NxBEneRkJasS7jU3UvNMg6OYM2Xo3DcLVeSLnnA50K65luX3RgcaQR9LP 1nfCdVpVEtOqEwze/gtVw50oZ+gz7ZhdCLSYN0Wb2YXvOLPeCke6wPo9eDTD h4DB8PUi1TiBZ3sE58u0BNatJOxtqG5Ej296mpvcjfK4uPyLvVqkbj53xs5D i2tDV12SRnpQvErVbybXgtdWd/HisA4+fdmKyMQePFzG0xRZ9oFw5vGC5+hw jdVmdcT2NbgT1VnmtTp843FJ6TZbD05O6rplUb1IZp0ZSl1tgI+EJ+qc3ofW 2qHbmoB+lJXfT5ou7kPpZU/pwQQS434ZE9YRr8HJvZ1CDxpAIO+oU5KlHqff 7rj6un0AM/zbJAkP9HgeeeeAb+wg9JV+dsQ2A9x1ka10+htkS72nOrw3IOWS 4syuzDe4JyqObS/qR/hzdV36YiMIuqvAkkOCcRySmnojJL/pNqkDSGy0ipVz G4woQL59SRAJYfzesaFGI8Lj5uX7byGxpIWZ6yIzQqd1rkoNI3Fkvn3QuXaT 62brmaa/NbZ0l7BBIwaOf+lLzyNxtzWm0sGeQvMr+eeKAhLuAb0R9x0o3FqR Ic/7m8TuH1NWbXGkEGmctn1NKYmDl4M90uZSoMKsYpMfmO5r+xOmulMY9WaK JslJRNQR/GEfCsrLj3nyVhLcA8bJF9ZSuPf29Le5ShLWyfPzFvtRiC+lV/yg JhH7ZoIdtYHCuOMUWWIviZymTS2GnylojtRmBelJyFoSV5/lUqhWHv/ViSQx ld0kWbidAl9g3ltNkRD80rhk304KofqHJYIREiKLwzasPRS8fBOjQ9+R8HRZ 91Uxj4KjyGu5+wQJYtHSRZx9FP5PrwH4FXrv1UdQ+A8Nfbnf "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1., 0.}, {-1.277080931724941, 0.06254640128069416}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 432}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> Automatic, "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <| "CoordinatesToolOptions" -> Identity, "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ParametricPlot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]]}, AspectRatio->NCache[ Rational[1, 2], 0.5], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Epilog->InsetBox[ BoxData[ FormBox[ StyleBox["\"(c)\"", FontSize -> 11, GrayLevel[0], Bold, StripOnInput -> False], TraditionalForm]], Scaled[{0.07, 0.9}]], Frame->{{True, True}, {True, True}}, FrameLabel->{ FormBox[ "\"\\!\\(\\*SubscriptBox[\\(\[Omega]\\), \\(1\\)]\\) - \ \\!\\(\\*SubscriptBox[\\(\[Omega]\\), \\(2\\)]\\)\"", TraditionalForm], FormBox["\[CapitalSigma]", TraditionalForm]}, FrameStyle->GrayLevel[0], FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImageSize->340, LabelStyle->{FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, Method->{ "AxisPadding" -> Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "DefaultPlotStyle" -> { Directive[ RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Directive[ RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[2]], Directive[ RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]], Directive[ RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[2]], Directive[ RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[2]], Directive[ RGBColor[1, 0.75, 0], AbsoluteThickness[2]], Directive[ RGBColor[0.647624, 0.37816, 0.614037], AbsoluteThickness[2]], Directive[ RGBColor[0.571589, 0.586483, 0.], AbsoluteThickness[2]], Directive[ RGBColor[0.915, 0.3325, 0.2125], AbsoluteThickness[2]], Directive[ RGBColor[0.40082222609352647`, 0.5220066643438841, 0.85], AbsoluteThickness[2]], Directive[ RGBColor[0.9728288904374106, 0.621644452187053, 0.07336199581899142], AbsoluteThickness[2]], Directive[ RGBColor[0.736782672705901, 0.358, 0.5030266573755369], AbsoluteThickness[2]], Directive[ RGBColor[0.28026441037696703`, 0.715, 0.4292089322474965], AbsoluteThickness[2]]}, "DomainPadding" -> Scaled[0.02], "PointSizeFunction" -> "SmallPointSize", "RangePadding" -> Scaled[0.05], "OptimizePlotMarkers" -> True, "IncludeHighlighting" -> "CurrentSet", "HighlightStyle" -> Automatic, "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& )}}, PlotRange->{{-0.2, 0.32}, {0, 0.08}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, {0, Scaled[0.05]}}, RotateLabel->False, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{ 3.9283244848647757`*^9, {3.9283245360491*^9, 3.9283245427647753`*^9}, 3.928324593607183*^9, {3.928324625315772*^9, 3.9283248352715054`*^9}, { 3.928324988167162*^9, 3.928325004313079*^9}, 3.928325514183361*^9, { 3.9283255825527077`*^9, 3.928325631108275*^9}, {3.9283256752977333`*^9, 3.9283256846611347`*^9}, {3.928325716835445*^9, 3.928325751345319*^9}, 3.928325814855749*^9, 3.9283259145606813`*^9, {3.9283259733849487`*^9, 3.9283259891009502`*^9}, {3.928326034671217*^9, 3.928326098607472*^9}, 3.928326135368243*^9, 3.9283261691911793`*^9, 3.9283261999533052`*^9, { 3.928326678226956*^9, 3.928326693852133*^9}, {3.928327140191298*^9, 3.928327165263365*^9}, {3.928327246288764*^9, 3.928327258953013*^9}, 3.9283274515116587`*^9, 3.928328221747354*^9, {3.928328263372076*^9, 3.928328286346409*^9}, {3.9283283398274803`*^9, 3.928328351995447*^9}, { 3.928328434525091*^9, 3.928328477049056*^9}, 3.928328655499618*^9, { 3.9283287047284822`*^9, 3.92832873682933*^9}, 3.9283301986346827`*^9, 3.9283302330307817`*^9, 3.928330657341284*^9, {3.9283315025063667`*^9, 3.928331584840807*^9}, {3.928331616276881*^9, 3.928331625539887*^9}, { 3.928331725040784*^9, 3.9283317730694036`*^9}, {3.92833182774649*^9, 3.928331839243554*^9}, {3.928331870460949*^9, 3.9283319133652573`*^9}, { 3.928331948612574*^9, 3.928331975276889*^9}, 3.928332056727209*^9, { 3.9283321141032267`*^9, 3.92833212016083*^9}, 3.928332157202097*^9, { 3.9283322576280527`*^9, 3.9283322834248953`*^9}, 3.928332476312117*^9, 3.928334208788116*^9, 3.92833425938934*^9, 3.928334308135199*^9, 3.9283343709058723`*^9, 3.928334436907517*^9, {3.928334491372311*^9, 3.928334512864917*^9}, {3.9283347347357063`*^9, 3.928334793252392*^9}, { 3.928334960033485*^9, 3.928334965893532*^9}, 3.928371521656769*^9, 3.928371766427577*^9, {3.928371912457304*^9, 3.928371944909596*^9}, { 3.928371975632292*^9, 3.9283719926432657`*^9}, 3.928382490952009*^9, 3.9283831359654703`*^9, 3.92838468603227*^9, {3.92838536842636*^9, 3.9283854442288733`*^9}, 3.928385498147929*^9, {3.928386099904243*^9, 3.928386111626863*^9}, 3.9283862699675493`*^9, 3.928386613835919*^9, 3.9283917833459053`*^9, 3.928391991711499*^9, {3.928392101231504*^9, 3.9283921293501987`*^9}, 3.928392411601321*^9, 3.928392589541855*^9, 3.928393059348442*^9, 3.928393491372745*^9, 3.928393691097871*^9, 3.928394096969685*^9, 3.9283945686905537`*^9, 3.928394975037751*^9, 3.928395418023058*^9, 3.9283958484625797`*^9, 3.9283965226669416`*^9, 3.928397321485626*^9, 3.9283979573637247`*^9, 3.928398893325124*^9, 3.928399327826283*^9, {3.928404255023312*^9, 3.9284042660471783`*^9}}, CellLabel-> "Out[773]=",ExpressionUUID->"5520b420-ca48-4374-9f40-3cf6b68c1fc7"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Export", "[", RowBox[{ "\"\<~/doc/research/frsb_kac-rice/papers/marginal/figs/msg_marg_complexity.\ pdf\>\"", ",", "pMSGc"}], "]"}]], "Input", CellChangeTimes->{{3.928385451849244*^9, 3.928385457665448*^9}}, CellLabel-> "In[774]:=",ExpressionUUID->"f8b772de-8c0c-4a56-b222-57a41ad73da1"], Cell[BoxData["\<\"~/doc/research/frsb_kac-rice/papers/marginal/figs/msg_marg_\ complexity.pdf\"\>"], "Output", CellChangeTimes->{ 3.928385458817265*^9, 3.928385498670745*^9, 3.9283861128269787`*^9, 3.928386614047213*^9, 3.928392133986175*^9, 3.928393691367982*^9, 3.928394097224489*^9, 3.928394574515016*^9, 3.928394975254805*^9, 3.928395418239318*^9, 3.9283958486835413`*^9, 3.9283965229009123`*^9, 3.928397321706328*^9, 3.9283979575812187`*^9, 3.928398893533701*^9, 3.928399328034461*^9, {3.928404255271153*^9, 3.928404267369169*^9}}, CellLabel-> "Out[774]=",ExpressionUUID->"e59eb3bf-6625-4f33-ac38-e54b885b4202"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"e13", "[", RowBox[{"[", RowBox[{"3", ",", "5"}], "]"}], "]"}]], "Input", CellChangeTimes->{{3.928372365643222*^9, 3.9283723679451103`*^9}}, CellLabel-> "In[538]:=",ExpressionUUID->"ca871bd4-fd4b-4992-8467-b1ea8a130f23"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"\[Lambda]0", "\[Rule]", "0"}], ",", RowBox[{"\[Sigma]1", "\[Rule]", "1"}], ",", RowBox[{"\[Sigma]2", "\[Rule]", "1"}], ",", RowBox[{"\[Epsilon]", "\[Rule]", FractionBox["3", "5"]}], ",", RowBox[{"\[Omega]1", "\[Rule]", FractionBox["317", "100"]}], ",", RowBox[{ "\[Omega]2", "\[Rule]", "2.13040909348018566399881067566137569813`24."}], ",", RowBox[{ "q11d", "\[Rule]", "0.05356869317401211486243032103495346028`24."}], ",", RowBox[{"q12", "\[Rule]", RowBox[{"-", "0.20991453496595624890093814923170229841`24."}]}], ",", RowBox[{ "y111", "\[Rule]", "0.02984884650001898214823745493920115876`24."}], ",", RowBox[{ "y221", "\[Rule]", "0.67419333861965452492604704664389016898`24."}], ",", RowBox[{ "y12d1", "\[Rule]", "0.00058534842314098955301515658788957808`24."}], ",", RowBox[{"y11d0", "\[Rule]", RowBox[{"-", "0.17486044255971722183318206589319743214`24."}]}], ",", RowBox[{"y11d1", "\[Rule]", RowBox[{"-", "0.17486044255971722183318206589319743216`24."}]}], ",", RowBox[{"y121", "\[Rule]", RowBox[{"-", "0.10794241868465651250628753612077707964`24."}]}], ",", RowBox[{ "y12d0", "\[Rule]", "0.00058534842314098955301515658788957808`24."}], ",", RowBox[{"z110", "\[Rule]", RowBox[{"-", "0.00068495849779040766637733597677062432`24."}]}], ",", RowBox[{ "z111", "\[Rule]", "0.00003950354097564856607977326619085545`24."}], ",", RowBox[{"z11d0", "\[Rule]", RowBox[{"-", "0.00120096248569935931086068159334701097`24."}]}], ",", RowBox[{ "z11d1", "\[Rule]", "0.00024796159183275315405353689257594851`24."}], ",", RowBox[{ "z220", "\[Rule]", "0.00008006047324064613599382128628079158`24."}], ",", RowBox[{"z221", "\[Rule]", RowBox[{"-", "0.00064440156552541009646328795668068778`24."}]}], ",", RowBox[{ "z120", "\[Rule]", "3.3734409333290861771460864698690750505936722088535338`24.*^-6"}], ",", RowBox[{ "z121", "\[Rule]", "4.8356066943975920297709748807424290362177998758852482`24.*^-6"}], ",", RowBox[{ "z12d0", "\[Rule]", "2.8002421407589506995613852502469143246344174258410931`24.*^-6"}], ",", RowBox[{ "z12d1", "\[Rule]", "5.7245736628959624048111620719936354362289421260356903`24.*^-6"}]}], "}"}]], "Output", CellChangeTimes->{3.928372368151305*^9}, CellLabel-> "Out[538]=",ExpressionUUID->"edd14cfb-2ab3-48f0-858e-ba2c420a7c8a"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"pMSGcListE", "=", RowBox[{"ListPlot", "[", RowBox[{ RowBox[{"Prepend", "[", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{"dat", "\[Function]", RowBox[{"Join", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Re", "@", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["\[Omega]1", "p"]}], "-", FractionBox["\[Omega]2", "s"], "+", RowBox[{ RowBox[{"(", RowBox[{ FractionBox["1", "p"], "+", FractionBox["1", "s"]}], ")"}], "\[Epsilon]", " ", "c12"}]}], ",", "testf"}], "}"}]}], "/.", RowBox[{"solMSG", "[", RowBox[{"[", "8", "]"}], "]"}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "4"}]}], "}"}]}], "/.", RowBox[{"Most", "[", "dat", "]"}]}], ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{"Re", "@", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["\[Omega]1", "p"]}], "-", FractionBox["\[Omega]2", "s"], "+", RowBox[{ RowBox[{"(", RowBox[{ FractionBox["1", "p"], "+", FractionBox["1", "s"]}], ")"}], "\[Epsilon]", " ", "c12"}]}], ",", "testf"}], "}"}]}], "/.", RowBox[{"solMSG", "[", RowBox[{"[", "8", "]"}], "]"}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "4"}]}], "}"}]}], "/.", RowBox[{"(", RowBox[{ RowBox[{"Reverse", "@", RowBox[{"Most", "[", "dat", "]"}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"\[Omega]1", "->", "\[Omega]2"}], ",", RowBox[{"\[Omega]2", "->", "\[Omega]1"}]}], "}"}]}], ")"}]}]}], "]"}]}], ")"}], "/@", RowBox[{"Most", "[", RowBox[{"Rest", "[", "e13", "]"}], "]"}]}], ",", RowBox[{"Join", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["\[Omega]1", "p"]}], "-", FractionBox["\[Omega]2", "s"], "+", RowBox[{ RowBox[{"(", RowBox[{ FractionBox["1", "p"], "+", FractionBox["1", "s"]}], ")"}], "\[Epsilon]", " ", "c12"}]}], ",", "testf"}], "}"}], "/.", RowBox[{"solMSG", "[", RowBox[{"[", "3", "]"}], "]"}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "4"}]}], "}"}]}], "/.", RowBox[{"Most", "[", RowBox[{"e13", "[", RowBox[{"[", "1", "]"}], "]"}], "]"}]}], ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["\[Omega]1", "p"]}], "-", FractionBox["\[Omega]2", "s"], "+", RowBox[{ RowBox[{"(", RowBox[{ FractionBox["1", "p"], "+", FractionBox["1", "s"]}], ")"}], "\[Epsilon]", " ", "c12"}]}], ",", "testf"}], "}"}], "/.", RowBox[{"solMSG", "[", RowBox[{"[", "3", "]"}], "]"}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "4"}]}], "}"}]}], "/.", RowBox[{"(", RowBox[{ RowBox[{"Reverse", "@", RowBox[{"Most", "[", RowBox[{"e13", "[", RowBox[{"[", "1", "]"}], "]"}], "]"}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"\[Omega]1", "->", "\[Omega]2"}], ",", RowBox[{"\[Omega]2", "->", "\[Omega]1"}]}], "}"}]}], ")"}]}]}], "]"}]}], "]"}], ",", RowBox[{"Joined", "->", "True"}], ",", RowBox[{"PlotStyle", "->", RowBox[{ RowBox[{"ColorData", "[", "97", "]"}], "/@", RowBox[{"Range", "[", RowBox[{"2", ",", "8"}], "]"}]}]}], ",", RowBox[{"PlotRange", "->", RowBox[{"{", RowBox[{"Automatic", ",", RowBox[{"{", RowBox[{"0", ",", "All"}], "}"}]}], "}"}]}], ",", RowBox[{"AspectRatio", "->", "1"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.9283306509365473`*^9, 3.928330656121595*^9}, { 3.928330858723364*^9, 3.928330894548502*^9}, {3.928330998145368*^9, 3.9283310077373323`*^9}, {3.928331322742833*^9, 3.928331327473418*^9}, { 3.9283314876995087`*^9, 3.928331534509822*^9}, {3.928331690390399*^9, 3.928331699524666*^9}, {3.928331753470611*^9, 3.928331764647522*^9}, { 3.9283318087209578`*^9, 3.928331858690811*^9}, {3.928332129038357*^9, 3.9283321301977882`*^9}, {3.928332217537006*^9, 3.928332265163517*^9}, { 3.928332379888356*^9, 3.9283324099720078`*^9}, 3.928332445995036*^9, { 3.9283341847208652`*^9, 3.928334190152492*^9}, {3.928334237978603*^9, 3.928334240706965*^9}, {3.928334276572155*^9, 3.928334343758959*^9}, { 3.9283344037211103`*^9, 3.928334409409589*^9}, {3.928371586062524*^9, 3.928371611188703*^9}, {3.9283716479107*^9, 3.928371689071498*^9}, { 3.928371771451446*^9, 3.928371795199213*^9}, {3.928371855216167*^9, 3.928371857509871*^9}, {3.928372030062623*^9, 3.928372081249427*^9}, { 3.928372174212967*^9, 3.928372182765594*^9}, {3.928372282000986*^9, 3.928372284536509*^9}, {3.928372558436355*^9, 3.9283725681138287`*^9}, { 3.928372648385388*^9, 3.92837265435954*^9}, {3.928372789819057*^9, 3.928372792278713*^9}, {3.928384758510521*^9, 3.9283847957845383`*^9}, { 3.928385031156475*^9, 3.92838503193983*^9}, {3.928385102101891*^9, 3.928385108586972*^9}, {3.928385230696412*^9, 3.928385231543832*^9}}, CellLabel-> "In[579]:=",ExpressionUUID->"18770a82-a9ab-4dc0-96f6-90b9a602b037"], Cell[BoxData[ GraphicsBox[{{}, InterpretationBox[{ TagBox[{{}, {}, TagBox[ {RGBColor[0.880722, 0.611041, 0.142051], PointSize[ 0.0055000000000000005`], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJxTTMoPSmViYGAQA2IQPe0u98vsJZ/2M0DByz3rDqjN/LR/t9/Sgs3GZfbG e5XP2fV82h+6kLf7RVG7/ZPNUiHx9Z/2L3r9hEFw40T75dzq7zuLPu138VvJ XVsw3X7Tud+XDqR+2h/CoDRzyec59lp2rqrskZ/2105/c2aR1EL72bGz1yb6 fNq/xspyo+L0xfYTvpWF3bD/tP83v8UTtVdL7cNLFRWrjD/t3zZH51gY9wp7 +8elpdnqn/Yfi/z29O/LlfarpgjtSpL5tF8tZI9jhftq+7fCBakJ0kD3Btlt 6eBcbW8pz+KorvRpf9qEueEKy1bYXwu36fPX+rR/zgn+aenXltqzMHPrPjb6 tF+Y61jV7pOL7O881Pu7wfrT/ssXkve2Ss+3f5YitH+Jy6f9NxgkPfSDZ9hf Xc15ZLPvp/1v7pq5FDhPtNfKvzLjehgivH4xafzjTkDwHwY4/fbNRPABfgOn WA== "]]}, Annotation[#, "Charting`Private`Tag#1"]& ], TagBox[ {RGBColor[0.560181, 0.691569, 0.194885], PointSize[ 0.0055000000000000005`], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJxTTMoPSmViYGAQA2IQvXdB2Yq/az7uZ4ACp7AXV1OXftyfnaxyYiVDjn3t 1lXKPTM/7ndNejZDdGqjvZ+qlfDp3o/7FQWbGG9s77bP+G19Sa3p4/6kzBDT 6A2T7F9mXL+/pOzj/oSLTTxcztPt9ypu2uqT/XF/zscPcy70zrbXeL3gnUbC x/2/uVay13bMt7+XHlLkGfpx/zd5NueTkxfaX7k24/9xr4/7V0zYfeWBzmJ7 vqR+pcsOH/fPlQhrZGhcYl/QcPfkOfOP+7PyZoY7FC+1D11TwHHV4OP+O/6H pj7attT+3fGl6yX0P+43CUtz+hy41J7zoqpXClCeVfnxsWmHF9v7O5nlFJl8 3N9muWpB4fqF9nWCJ/Yetfy4/4pSsIHF9Hn2YhItytftP+53lPLl+xY50/67 Vvy6dLeP+/n39K3esGey/fk6xv4Q34/7Txxb5Ko/s9t+nf5r546Qj/tFrrs0 5HnV2ddOViz7Eo0ITwAyc7Bx "]]}, Annotation[#, "Charting`Private`Tag#2"]& ], TagBox[ {RGBColor[0.922526, 0.385626, 0.209179], PointSize[ 0.0055000000000000005`], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJxTTMoPSmViYGAQB2IQLXyxdurntx/2M0BB5n/HyPPPPuyfkOmeuiM/077O qGYV/50P+495rK3fbllvfyZr5o/Six/2nzer4XbK6LBfM/3vBPbjH/Y/dyuN DIueYH8zdy7P6T0f9gfbVapOsJ9iL1Nx+/iJTR/2zzUoSPG+Pd1ex0tnKvfK D/sDD4c3zVOfbT/1psv5hfM/7I/6dmLzEul59sYbRbjnT/uwX/tQve7J0AX2 3+Nsbsv1fdj/LWPFshnJC+19v6lnebZ92G88z1ZxmfYi+7tXMmSi6z/s1zQ4 GThzziJ7n3/6cRsqP+x/oOC9tnv2IvsulvRuztIP+5UC3/tNnb7QfvG8h1pT Sj7sb6zO2fHOcYH9AsGjRy8B5Tfp/2owVJlr3xd666pHxYf9yfOLJOaYz7Sf LXP295JqoH6hv5xV16fYv556QWIj0L6UZOOuiyIT7N3WLGP1aPmwf53qtXMW 31vtFwYnxvt3AvWvfbZsalCZvbyzybnNfYjwBQDm0Lzh "]]}, Annotation[#, "Charting`Private`Tag#3"]& ], TagBox[ {RGBColor[0.528488, 0.470624, 0.701351], PointSize[ 0.0055000000000000005`], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJwBsQFO/iFib1JlAgAAABoAAAACAAAArpYSDCxk8L8AAAAAAAAAABHOmRRZ XPC/oDQOjODNaz8LyYZxqFLwv4Hj4ykUiH4/9XTyqSRJ8L9/O0isoB+HP+y6 iZbSP/C/h7WGJtp/jj+xnJLotzbwv3p84WKorpI/eCfcXNst8L/GxlqRrteV P/5p/PxEJfC/3d+e3+K1mD+ewgNz/hzwvwm4Y6cqQ5s/77GcdBMV8L/+POtz J3idP5AD80qSDfC/im0HTdpLnz+kJuB7jAbwv7/h2oaUWaA/Wd8vlRcA8L9g doDhHtCgP+CW+SOc9O+/PHMIdtwAoT8IIrWDoOrvv9Ohv/rZ4KA/sApxBYri 77+mjaunTWKgPywfEIWk4e+/FwUmp/xJoD+8RaXWY9zvvxwanOQ8vZ4/y0T5 Aa/Z778DXq7sHEycPyQISZgd2e+/+H0Z4hVWmT+9GZHHWNrvv0zSAUwM7JU/ 6v6LZxnd779F0x62TRuSPwnz1owl4e+/+df7Csvciz+CLNAgTubvvzRkleyI 24I/K9R+v2zs77+qqh5OAYFyP9wdDVrC8u+/AAAAAAAAAAC+IdqO "]]}, Annotation[#, "Charting`Private`Tag#4"]& ], TagBox[ {RGBColor[0.772079, 0.431554, 0.102387], PointSize[ 0.0055000000000000005`], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJwBwQE+/iFib1JlAgAAABsAAAACAAAAfLRdk+v8778AAAAAAAAAACZpBuEP 6++/44zR1IIrcD+8BNOvidnvvyM0auxwa38/zdT0vl/I778adDZDJuOGPyGt JZuZt++/LFpIqtOYjT/MAP+8P6fvv6vjeJFz6JE/QmADrFuX778ruLDZZMKU PxDt3ib4h++/LvMcUINWlz8TIEpRIXnvv9FR2GySoJk/qnbE5+Rq779GxMKB vJubP9Gr/XhSXe+/zehGb3dCnT/87i2ke1Dvv1vmWWtkjp4/dHvEWnRE77+w VkhKKnifP5yjtiJTOe+/xPas3kn3nz/Z72tVMS/vvymlASX2AKA/csD+VSsm 77/5mkl7q4yfP87osbhgHu+/Is4MlFWKnj+DKOO3vhvvvz18IH6z/p0/TR7l BR8W77+jKANXbzmcPwo9sEgmEu+/AwKtY+f8mT8VNF4oqg/vv49iRpzBU5c/ 4OlwlIQO77/OzzdcIUeUP947Ao+TDu+/VdH0QN7ekD98qxfkuA/vv5aw38hq Q4o/vv1Q1dkR779H7E426SqCP96BCMHeFO+/LM95H3/8cj+MhUfKshjvvwAA AAAAAAAAWO7fqQ== "]]}, Annotation[#, "Charting`Private`Tag#5"]& ], TagBox[ {RGBColor[0.363898, 0.618501, 0.782349], PointSize[ 0.0055000000000000005`], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJwB0QEu/iFib1JlAgAAABwAAAACAAAAlh5TG/1h778AAAAAAAAAAKYnfWMM Ve+/UQWNFWI+aD/hhoWu6UTvvx0FA2iwtHo/6jaV9Bw177+qMwq8ajeEP2+f k4mrJe+/ri4+6L2iij9H0ss3mxbvvyG/Vu7uS5A/y/5oS/IH779b2Qqi9AiT P0YK2563+e6/ksqZ9sGFlT98Oxqo8uvuv6jphdRjv5c/Va21hqve7r9z47Oc mbKZP+MEihLr0e6/1pw/j8tbmz+7vuzqusXuv/zOSQoAt5w/uZYEhiW67r+1 lF2Lz7+dP2li8j82r+6/0LjWYVdxnj9Xv1hp+aTuv/y6MgYrxp4/O0a/VHyb 7r9Rdk0RRLieP9MfQ2LNku6/NCzP1vBAnj8dSQcJ/Iruv9WJp67BWJ0/MnLn ELOD7r9Q8KOZLN2bP4SwMSshfu6/mOwTcqULmj8RYwcRuHnuv6JNco4j2Jc/ SECwDGN27r9WxhvmyUiVP9mL/d0OdO6/+ncYwxhjkj/YoKytqXLuv9wIrnv9 V44/bK3E/SJy7r9e+5fB0E+HP1B/rZdrcu6/iy7NvTlrfz8I2L14dXPuv7Hn 5qQWQm4//y60L/t07r8AAAAAAAAAAALw7NM= "]]}, Annotation[#, "Charting`Private`Tag#6"]& ]}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{}, {}, Annotation[{ Hue[0.67, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]], Line[CompressedData[" 1:eJxTTMoPSmViYGAQA2IQPe0u98vsJZ/2M0DByz3rDqjN/LR/t9/Sgs3GZfbG e5XP2fV82h+6kLf7RVG7/ZPNUiHx9Z/2L3r9hEFw40T75dzq7zuLPu138VvJ XVsw3X7Tud+XDqR+2h/CoDRzyec59lp2rqrskZ/2105/c2aR1EL72bGz1yb6 fNq/xspyo+L0xfYTvpWF3bD/tP83v8UTtVdL7cNLFRWrjD/t3zZH51gY9wp7 +8elpdnqn/Yfi/z29O/LlfarpgjtSpL5tF8tZI9jhftq+7fCBakJ0kD3Btlt 6eBcbW8pz+KorvRpf9qEueEKy1bYXwu36fPX+rR/zgn+aenXltqzMHPrPjb6 tF+Y61jV7pOL7O881Pu7wfrT/ssXkve2Ss+3f5YitH+Jy6f9NxgkPfSDZ9hf Xc15ZLPvp/1v7pq5FDhPtNfKvzLjehgivH4xafzjTkDwHwY4/fbNRPABfgOn WA== "]]}, "Charting`Private`Tag#1"], Annotation[{ Hue[0.9060679774997897, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Line[CompressedData[" 1:eJxTTMoPSmViYGAQA2IQvXdB2Yq/az7uZ4ACp7AXV1OXftyfnaxyYiVDjn3t 1lXKPTM/7ndNejZDdGqjvZ+qlfDp3o/7FQWbGG9s77bP+G19Sa3p4/6kzBDT 6A2T7F9mXL+/pOzj/oSLTTxcztPt9ypu2uqT/XF/zscPcy70zrbXeL3gnUbC x/2/uVay13bMt7+XHlLkGfpx/zd5NueTkxfaX7k24/9xr4/7V0zYfeWBzmJ7 vqR+pcsOH/fPlQhrZGhcYl/QcPfkOfOP+7PyZoY7FC+1D11TwHHV4OP+O/6H pj7attT+3fGl6yX0P+43CUtz+hy41J7zoqpXClCeVfnxsWmHF9v7O5nlFJl8 3N9muWpB4fqF9nWCJ/Yetfy4/4pSsIHF9Hn2YhItytftP+53lPLl+xY50/67 Vvy6dLeP+/n39K3esGey/fk6xv4Q34/7Txxb5Ko/s9t+nf5r546Qj/tFrrs0 5HnV2ddOViz7Eo0ITwAyc7Bx "]]}, "Charting`Private`Tag#2"], Annotation[{ Hue[0.1421359549995791, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Line[CompressedData[" 1:eJxTTMoPSmViYGAQB2IQLXyxdurntx/2M0BB5n/HyPPPPuyfkOmeuiM/077O qGYV/50P+495rK3fbllvfyZr5o/Six/2nzer4XbK6LBfM/3vBPbjH/Y/dyuN DIueYH8zdy7P6T0f9gfbVapOsJ9iL1Nx+/iJTR/2zzUoSPG+Pd1ex0tnKvfK D/sDD4c3zVOfbT/1psv5hfM/7I/6dmLzEul59sYbRbjnT/uwX/tQve7J0AX2 3+Nsbsv1fdj/LWPFshnJC+19v6lnebZ92G88z1ZxmfYi+7tXMmSi6z/s1zQ4 GThzziJ7n3/6cRsqP+x/oOC9tnv2IvsulvRuztIP+5UC3/tNnb7QfvG8h1pT Sj7sb6zO2fHOcYH9AsGjRy8B5Tfp/2owVJlr3xd666pHxYf9yfOLJOaYz7Sf LXP295JqoH6hv5xV16fYv556QWIj0L6UZOOuiyIT7N3WLGP1aPmwf53qtXMW 31vtFwYnxvt3AvWvfbZsalCZvbyzybnNfYjwBQDm0Lzh "]]}, "Charting`Private`Tag#3"], Annotation[{ Hue[0.37820393249936934`, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Line[CompressedData[" 1:eJwBsQFO/iFib1JlAgAAABoAAAACAAAArpYSDCxk8L8AAAAAAAAAABHOmRRZ XPC/oDQOjODNaz8LyYZxqFLwv4Hj4ykUiH4/9XTyqSRJ8L9/O0isoB+HP+y6 iZbSP/C/h7WGJtp/jj+xnJLotzbwv3p84WKorpI/eCfcXNst8L/GxlqRrteV P/5p/PxEJfC/3d+e3+K1mD+ewgNz/hzwvwm4Y6cqQ5s/77GcdBMV8L/+POtz J3idP5AD80qSDfC/im0HTdpLnz+kJuB7jAbwv7/h2oaUWaA/Wd8vlRcA8L9g doDhHtCgP+CW+SOc9O+/PHMIdtwAoT8IIrWDoOrvv9Ohv/rZ4KA/sApxBYri 77+mjaunTWKgPywfEIWk4e+/FwUmp/xJoD+8RaXWY9zvvxwanOQ8vZ4/y0T5 Aa/Z778DXq7sHEycPyQISZgd2e+/+H0Z4hVWmT+9GZHHWNrvv0zSAUwM7JU/ 6v6LZxnd779F0x62TRuSPwnz1owl4e+/+df7Csvciz+CLNAgTubvvzRkleyI 24I/K9R+v2zs77+qqh5OAYFyP9wdDVrC8u+/AAAAAAAAAAC+IdqO "]]}, "Charting`Private`Tag#4"], Annotation[{ Hue[0.6142719099991583, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Line[CompressedData[" 1:eJwBwQE+/iFib1JlAgAAABsAAAACAAAAfLRdk+v8778AAAAAAAAAACZpBuEP 6++/44zR1IIrcD+8BNOvidnvvyM0auxwa38/zdT0vl/I778adDZDJuOGPyGt JZuZt++/LFpIqtOYjT/MAP+8P6fvv6vjeJFz6JE/QmADrFuX778ruLDZZMKU PxDt3ib4h++/LvMcUINWlz8TIEpRIXnvv9FR2GySoJk/qnbE5+Rq779GxMKB vJubP9Gr/XhSXe+/zehGb3dCnT/87i2ke1Dvv1vmWWtkjp4/dHvEWnRE77+w VkhKKnifP5yjtiJTOe+/xPas3kn3nz/Z72tVMS/vvymlASX2AKA/csD+VSsm 77/5mkl7q4yfP87osbhgHu+/Is4MlFWKnj+DKOO3vhvvvz18IH6z/p0/TR7l BR8W77+jKANXbzmcPwo9sEgmEu+/AwKtY+f8mT8VNF4oqg/vv49iRpzBU5c/ 4OlwlIQO77/OzzdcIUeUP947Ao+TDu+/VdH0QN7ekD98qxfkuA/vv5aw38hq Q4o/vv1Q1dkR779H7E426SqCP96BCMHeFO+/LM95H3/8cj+MhUfKshjvvwAA AAAAAAAAWO7fqQ== "]]}, "Charting`Private`Tag#5"], Annotation[{ Hue[0.8503398874989481, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Line[CompressedData[" 1:eJwB0QEu/iFib1JlAgAAABwAAAACAAAAlh5TG/1h778AAAAAAAAAAKYnfWMM Ve+/UQWNFWI+aD/hhoWu6UTvvx0FA2iwtHo/6jaV9Bw177+qMwq8ajeEP2+f k4mrJe+/ri4+6L2iij9H0ss3mxbvvyG/Vu7uS5A/y/5oS/IH779b2Qqi9AiT P0YK2563+e6/ksqZ9sGFlT98Oxqo8uvuv6jphdRjv5c/Va21hqve7r9z47Oc mbKZP+MEihLr0e6/1pw/j8tbmz+7vuzqusXuv/zOSQoAt5w/uZYEhiW67r+1 lF2Lz7+dP2li8j82r+6/0LjWYVdxnj9Xv1hp+aTuv/y6MgYrxp4/O0a/VHyb 7r9Rdk0RRLieP9MfQ2LNku6/NCzP1vBAnj8dSQcJ/Iruv9WJp67BWJ0/MnLn ELOD7r9Q8KOZLN2bP4SwMSshfu6/mOwTcqULmj8RYwcRuHnuv6JNco4j2Jc/ SECwDGN27r9WxhvmyUiVP9mL/d0OdO6/+ncYwxhjkj/YoKytqXLuv9wIrnv9 V44/bK3E/SJy7r9e+5fB0E+HP1B/rZdrcu6/iy7NvTlrfz8I2L14dXPuv7Hn 5qQWQm4//y60L/t07r8AAAAAAAAAAALw7NM= "]]}, "Charting`Private`Tag#6"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.40063339360883260912403610239340276688`16., \ -0.95143270076861828011118248693347978273`12.921708805943405}, {0., 0.05327964594304317}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {-0.9420743530011163, 0}, "ImageSize" -> {360, 360}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> 1, "DefaultStyle" -> { Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.40063339360883260912403610239340276688`16., \ -0.95143270076861828011118248693347978273`12.921708805943405}, {0., 0.05327964594304317}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {-0.9420743530011163, 0}, "ImageSize" -> {360, 360}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> 1, "DefaultStyle" -> { Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{}, {}, Annotation[{ Hue[0.67, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]], Line[CompressedData[" 1:eJxTTMoPSmViYGAQA2IQPe0u98vsJZ/2M0DByz3rDqjN/LR/t9/Sgs3GZfbG e5XP2fV82h+6kLf7RVG7/ZPNUiHx9Z/2L3r9hEFw40T75dzq7zuLPu138VvJ XVsw3X7Tud+XDqR+2h/CoDRzyec59lp2rqrskZ/2105/c2aR1EL72bGz1yb6 fNq/xspyo+L0xfYTvpWF3bD/tP83v8UTtVdL7cNLFRWrjD/t3zZH51gY9wp7 +8elpdnqn/Yfi/z29O/LlfarpgjtSpL5tF8tZI9jhftq+7fCBakJ0kD3Btlt 6eBcbW8pz+KorvRpf9qEueEKy1bYXwu36fPX+rR/zgn+aenXltqzMHPrPjb6 tF+Y61jV7pOL7O881Pu7wfrT/ssXkve2Ss+3f5YitH+Jy6f9NxgkPfSDZ9hf Xc15ZLPvp/1v7pq5FDhPtNfKvzLjehgivH4xafzjTkDwHwY4/fbNRPABfgOn WA== "]]}, "Charting`Private`Tag#1"], Annotation[{ Hue[0.9060679774997897, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Line[CompressedData[" 1:eJxTTMoPSmViYGAQA2IQvXdB2Yq/az7uZ4ACp7AXV1OXftyfnaxyYiVDjn3t 1lXKPTM/7ndNejZDdGqjvZ+qlfDp3o/7FQWbGG9s77bP+G19Sa3p4/6kzBDT 6A2T7F9mXL+/pOzj/oSLTTxcztPt9ypu2uqT/XF/zscPcy70zrbXeL3gnUbC x/2/uVay13bMt7+XHlLkGfpx/zd5NueTkxfaX7k24/9xr4/7V0zYfeWBzmJ7 vqR+pcsOH/fPlQhrZGhcYl/QcPfkOfOP+7PyZoY7FC+1D11TwHHV4OP+O/6H pj7attT+3fGl6yX0P+43CUtz+hy41J7zoqpXClCeVfnxsWmHF9v7O5nlFJl8 3N9muWpB4fqF9nWCJ/Yetfy4/4pSsIHF9Hn2YhItytftP+53lPLl+xY50/67 Vvy6dLeP+/n39K3esGey/fk6xv4Q34/7Txxb5Ko/s9t+nf5r546Qj/tFrrs0 5HnV2ddOViz7Eo0ITwAyc7Bx "]]}, "Charting`Private`Tag#2"], Annotation[{ Hue[0.1421359549995791, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Line[CompressedData[" 1:eJxTTMoPSmViYGAQB2IQLXyxdurntx/2M0BB5n/HyPPPPuyfkOmeuiM/077O qGYV/50P+495rK3fbllvfyZr5o/Six/2nzer4XbK6LBfM/3vBPbjH/Y/dyuN DIueYH8zdy7P6T0f9gfbVapOsJ9iL1Nx+/iJTR/2zzUoSPG+Pd1ex0tnKvfK D/sDD4c3zVOfbT/1psv5hfM/7I/6dmLzEul59sYbRbjnT/uwX/tQve7J0AX2 3+Nsbsv1fdj/LWPFshnJC+19v6lnebZ92G88z1ZxmfYi+7tXMmSi6z/s1zQ4 GThzziJ7n3/6cRsqP+x/oOC9tnv2IvsulvRuztIP+5UC3/tNnb7QfvG8h1pT Sj7sb6zO2fHOcYH9AsGjRy8B5Tfp/2owVJlr3xd666pHxYf9yfOLJOaYz7Sf LXP295JqoH6hv5xV16fYv556QWIj0L6UZOOuiyIT7N3WLGP1aPmwf53qtXMW 31vtFwYnxvt3AvWvfbZsalCZvbyzybnNfYjwBQDm0Lzh "]]}, "Charting`Private`Tag#3"], Annotation[{ Hue[0.37820393249936934`, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Line[CompressedData[" 1:eJwBsQFO/iFib1JlAgAAABoAAAACAAAArpYSDCxk8L8AAAAAAAAAABHOmRRZ XPC/oDQOjODNaz8LyYZxqFLwv4Hj4ykUiH4/9XTyqSRJ8L9/O0isoB+HP+y6 iZbSP/C/h7WGJtp/jj+xnJLotzbwv3p84WKorpI/eCfcXNst8L/GxlqRrteV P/5p/PxEJfC/3d+e3+K1mD+ewgNz/hzwvwm4Y6cqQ5s/77GcdBMV8L/+POtz J3idP5AD80qSDfC/im0HTdpLnz+kJuB7jAbwv7/h2oaUWaA/Wd8vlRcA8L9g doDhHtCgP+CW+SOc9O+/PHMIdtwAoT8IIrWDoOrvv9Ohv/rZ4KA/sApxBYri 77+mjaunTWKgPywfEIWk4e+/FwUmp/xJoD+8RaXWY9zvvxwanOQ8vZ4/y0T5 Aa/Z778DXq7sHEycPyQISZgd2e+/+H0Z4hVWmT+9GZHHWNrvv0zSAUwM7JU/ 6v6LZxnd779F0x62TRuSPwnz1owl4e+/+df7Csvciz+CLNAgTubvvzRkleyI 24I/K9R+v2zs77+qqh5OAYFyP9wdDVrC8u+/AAAAAAAAAAC+IdqO "]]}, "Charting`Private`Tag#4"], Annotation[{ Hue[0.6142719099991583, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Line[CompressedData[" 1:eJwBwQE+/iFib1JlAgAAABsAAAACAAAAfLRdk+v8778AAAAAAAAAACZpBuEP 6++/44zR1IIrcD+8BNOvidnvvyM0auxwa38/zdT0vl/I778adDZDJuOGPyGt JZuZt++/LFpIqtOYjT/MAP+8P6fvv6vjeJFz6JE/QmADrFuX778ruLDZZMKU PxDt3ib4h++/LvMcUINWlz8TIEpRIXnvv9FR2GySoJk/qnbE5+Rq779GxMKB vJubP9Gr/XhSXe+/zehGb3dCnT/87i2ke1Dvv1vmWWtkjp4/dHvEWnRE77+w VkhKKnifP5yjtiJTOe+/xPas3kn3nz/Z72tVMS/vvymlASX2AKA/csD+VSsm 77/5mkl7q4yfP87osbhgHu+/Is4MlFWKnj+DKOO3vhvvvz18IH6z/p0/TR7l BR8W77+jKANXbzmcPwo9sEgmEu+/AwKtY+f8mT8VNF4oqg/vv49iRpzBU5c/ 4OlwlIQO77/OzzdcIUeUP947Ao+TDu+/VdH0QN7ekD98qxfkuA/vv5aw38hq Q4o/vv1Q1dkR779H7E426SqCP96BCMHeFO+/LM95H3/8cj+MhUfKshjvvwAA AAAAAAAAWO7fqQ== "]]}, "Charting`Private`Tag#5"], Annotation[{ Hue[0.8503398874989481, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Line[CompressedData[" 1:eJwB0QEu/iFib1JlAgAAABwAAAACAAAAlh5TG/1h778AAAAAAAAAAKYnfWMM Ve+/UQWNFWI+aD/hhoWu6UTvvx0FA2iwtHo/6jaV9Bw177+qMwq8ajeEP2+f k4mrJe+/ri4+6L2iij9H0ss3mxbvvyG/Vu7uS5A/y/5oS/IH779b2Qqi9AiT P0YK2563+e6/ksqZ9sGFlT98Oxqo8uvuv6jphdRjv5c/Va21hqve7r9z47Oc mbKZP+MEihLr0e6/1pw/j8tbmz+7vuzqusXuv/zOSQoAt5w/uZYEhiW67r+1 lF2Lz7+dP2li8j82r+6/0LjWYVdxnj9Xv1hp+aTuv/y6MgYrxp4/O0a/VHyb 7r9Rdk0RRLieP9MfQ2LNku6/NCzP1vBAnj8dSQcJ/Iruv9WJp67BWJ0/MnLn ELOD7r9Q8KOZLN2bP4SwMSshfu6/mOwTcqULmj8RYwcRuHnuv6JNco4j2Jc/ SECwDGN27r9WxhvmyUiVP9mL/d0OdO6/+ncYwxhjkj/YoKytqXLuv9wIrnv9 V44/bK3E/SJy7r9e+5fB0E+HP1B/rZdrcu6/iy7NvTlrfz8I2L14dXPuv7Hn 5qQWQm4//y60L/t07r8AAAAAAAAAAALw7NM= "]]}, "Charting`Private`Tag#6"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.40063339360883260912403610239340276688`16., \ -0.95143270076861828011118248693347978273`12.921708805943405}, {0., 0.05327964594304317}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {-0.9420743530011163, 0}, "ImageSize" -> {360, 360}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> 1, "DefaultStyle" -> { Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], {{}, {}}}, AspectRatio->1, Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{-0.9420743530011163, 0}, DisplayFunction->Identity, Frame->{{True, True}, {True, True}}, FrameLabel->{{None, None}, {None, None}}, FrameStyle->GrayLevel[0], FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], LabelStyle->{FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, Method->{ "AxisPadding" -> Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "DefaultPlotStyle" -> { Directive[ RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Directive[ RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[2]], Directive[ RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]], Directive[ RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[2]], Directive[ RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[2]], Directive[ RGBColor[1, 0.75, 0], AbsoluteThickness[2]], Directive[ RGBColor[0.647624, 0.37816, 0.614037], AbsoluteThickness[2]], Directive[ RGBColor[0.571589, 0.586483, 0.], AbsoluteThickness[2]], Directive[ RGBColor[0.915, 0.3325, 0.2125], AbsoluteThickness[2]], Directive[ RGBColor[0.40082222609352647`, 0.5220066643438841, 0.85], AbsoluteThickness[2]], Directive[ RGBColor[0.9728288904374106, 0.621644452187053, 0.07336199581899142], AbsoluteThickness[2]], Directive[ RGBColor[0.736782672705901, 0.358, 0.5030266573755369], AbsoluteThickness[2]], Directive[ RGBColor[0.28026441037696703`, 0.715, 0.4292089322474965], AbsoluteThickness[2]]}, "DomainPadding" -> Scaled[0.02], "PointSizeFunction" -> "SmallPointSize", "RangePadding" -> Scaled[0.05], "OptimizePlotMarkers" -> True, "IncludeHighlighting" -> "CurrentSet", "HighlightStyle" -> Automatic, "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& )}}, PlotRange->{{-1.4006333936088327`, -0.9514327007686183}, {0., 0.05327964594304317}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, {0, Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{ 3.928330852713863*^9, 3.928331295709729*^9, {3.928331485847782*^9, 3.9283315481996927`*^9}, 3.928331707525405*^9, {3.928331761451303*^9, 3.928331772685375*^9}, 3.9283318276695747`*^9, 3.928331870386126*^9, 3.928332157113839*^9, {3.9283322329665728`*^9, 3.928332283340887*^9}, 3.928332434479164*^9, 3.928332464490932*^9, 3.928334208700926*^9, 3.928334259306526*^9, 3.928334304232194*^9, 3.928334370822279*^9, 3.928334436822743*^9, 3.928371521563757*^9, 3.928371643360147*^9, 3.9283717460773077`*^9, 3.928371788319407*^9, 3.92837185281758*^9, 3.928371912365795*^9, 3.928372246532919*^9, 3.9283726252907352`*^9, 3.92837270820153*^9, 3.928372847734744*^9, 3.928384846092485*^9, 3.9283850831660833`*^9, 3.928385158547822*^9, 3.9283852991476803`*^9}, CellLabel-> "Out[579]=",ExpressionUUID->"99a6f973-7b2f-4b45-b8d4-9dbde1fc2de6"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"pMSGcE", "=", RowBox[{"Show", "[", "\[IndentingNewLine]", RowBox[{"pMSGcListE", ",", "\[IndentingNewLine]", RowBox[{"ParametricPlot", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["\[Omega]1", "p"]}], "-", FractionBox["\[Omega]2", "s"]}], ",", "testf0"}], "}"}], "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "4"}], ",", RowBox[{"\[Omega]2", "->", "2"}]}], "}"}]}], "}"}], ",", RowBox[{"{", RowBox[{"\[Omega]1", ",", "2", ",", "3"}], "}"}], ",", RowBox[{"PlotStyle", "->", RowBox[{ RowBox[{"ColorData", "[", "97", "]"}], "[", "1", "]"}]}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"ParametricPlot", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"-", FractionBox["\[Omega]1", "p"]}], "-", FractionBox["\[Omega]2", "s"]}], ",", "testf0"}], "}"}], "/.", RowBox[{"{", RowBox[{ RowBox[{"p", "->", "3"}], ",", RowBox[{"s", "->", "4"}], ",", RowBox[{"\[Omega]1", "->", "2"}]}], "}"}]}], "}"}], ",", RowBox[{"{", RowBox[{"\[Omega]2", ",", "2", ",", "3"}], "}"}], ",", RowBox[{"PlotStyle", "->", RowBox[{ RowBox[{"ColorData", "[", "97", "]"}], "[", "1", "]"}]}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"PlotRange", "->", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"-", "1.23"}], ",", RowBox[{"-", "0.95"}]}], "}"}], ",", RowBox[{"{", RowBox[{"0", ",", "0.065"}], "}"}]}], "}"}]}], ",", RowBox[{"AspectRatio", "->", "1"}], ",", RowBox[{"FrameLabel", "->", RowBox[{"{", RowBox[{ "\"\<\!\(\*SubscriptBox[\(E\), \(1\)]\)+\!\(\*SubscriptBox[\(E\), \ \(2\)]\)\>\"", ",", "\[CapitalSigma]"}], "}"}]}], ",", RowBox[{"RotateLabel", "->", "False"}]}], "\[IndentingNewLine]", "]"}]}]], "Input", CellChangeTimes->{{3.928384939360566*^9, 3.928385019882244*^9}}, CellLabel-> "In[576]:=",ExpressionUUID->"c6046f7d-b5c6-4523-81fd-2e2ab01a6f97"], Cell[BoxData[ GraphicsBox[{{{}, InterpretationBox[{ TagBox[{{}, {}, TagBox[ {RGBColor[0.880722, 0.611041, 0.142051], PointSize[ 0.0055000000000000005`], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJxTTMoPSmViYGAQA2IQPe0u98vsJZ/2M0DByz3rDqjN/LR/t9/Sgs3GZfbG e5XP2fV82h+6kLf7RVG7/ZPNUiHx9Z/2L3r9hEFw40T75dzq7zuLPu138VvJ XVsw3X7Tud+XDqR+2h/CoDRzyec59lp2rqrskZ/2105/c2aR1EL72bGz1yb6 fNq/xspyo+L0xfYTvpWF3bD/tP83v8UTtVdL7cNLFRWrjD/t3zZH51gY9wp7 +8elpdnqn/Yfi/z29O/LlfarpgjtSpL5tF8tZI9jhftq+7fCBakJ0kD3Btlt 6eBcbW8pz+KorvRpf9qEueEKy1bYXwu36fPX+rR/zgn+aenXltqzMHPrPjb6 tF+Y61jV7pOL7O881Pu7wfrT/ssXkve2Ss+3f5YitH+Jy6f9NxgkPfSDZ9hf Xc15ZLPvp/1v7pq5FDhPtNfKvzLjehgivH4xafzjTkDwHwY4/fbNRPABfgOn WA== "]]}, Annotation[#, "Charting`Private`Tag#1"]& ], TagBox[ {RGBColor[0.560181, 0.691569, 0.194885], PointSize[ 0.0055000000000000005`], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJxTTMoPSmViYGAQA2IQvXdB2Yq/az7uZ4ACp7AXV1OXftyfnaxyYiVDjn3t 1lXKPTM/7ndNejZDdGqjvZ+qlfDp3o/7FQWbGG9s77bP+G19Sa3p4/6kzBDT 6A2T7F9mXL+/pOzj/oSLTTxcztPt9ypu2uqT/XF/zscPcy70zrbXeL3gnUbC x/2/uVay13bMt7+XHlLkGfpx/zd5NueTkxfaX7k24/9xr4/7V0zYfeWBzmJ7 vqR+pcsOH/fPlQhrZGhcYl/QcPfkOfOP+7PyZoY7FC+1D11TwHHV4OP+O/6H pj7attT+3fGl6yX0P+43CUtz+hy41J7zoqpXClCeVfnxsWmHF9v7O5nlFJl8 3N9muWpB4fqF9nWCJ/Yetfy4/4pSsIHF9Hn2YhItytftP+53lPLl+xY50/67 Vvy6dLeP+/n39K3esGey/fk6xv4Q34/7Txxb5Ko/s9t+nf5r546Qj/tFrrs0 5HnV2ddOViz7Eo0ITwAyc7Bx "]]}, Annotation[#, "Charting`Private`Tag#2"]& ], TagBox[ {RGBColor[0.922526, 0.385626, 0.209179], PointSize[ 0.0055000000000000005`], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJxTTMoPSmViYGAQB2IQLXyxdurntx/2M0BB5n/HyPPPPuyfkOmeuiM/077O qGYV/50P+495rK3fbllvfyZr5o/Six/2nzer4XbK6LBfM/3vBPbjH/Y/dyuN DIueYH8zdy7P6T0f9gfbVapOsJ9iL1Nx+/iJTR/2zzUoSPG+Pd1ex0tnKvfK D/sDD4c3zVOfbT/1psv5hfM/7I/6dmLzEul59sYbRbjnT/uwX/tQve7J0AX2 3+Nsbsv1fdj/LWPFshnJC+19v6lnebZ92G88z1ZxmfYi+7tXMmSi6z/s1zQ4 GThzziJ7n3/6cRsqP+x/oOC9tnv2IvsulvRuztIP+5UC3/tNnb7QfvG8h1pT Sj7sb6zO2fHOcYH9AsGjRy8B5Tfp/2owVJlr3xd666pHxYf9yfOLJOaYz7Sf LXP295JqoH6hv5xV16fYv556QWIj0L6UZOOuiyIT7N3WLGP1aPmwf53qtXMW 31vtFwYnxvt3AvWvfbZsalCZvbyzybnNfYjwBQDm0Lzh "]]}, Annotation[#, "Charting`Private`Tag#3"]& ], TagBox[ {RGBColor[0.528488, 0.470624, 0.701351], PointSize[ 0.0055000000000000005`], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJwBsQFO/iFib1JlAgAAABoAAAACAAAArpYSDCxk8L8AAAAAAAAAABHOmRRZ XPC/oDQOjODNaz8LyYZxqFLwv4Hj4ykUiH4/9XTyqSRJ8L9/O0isoB+HP+y6 iZbSP/C/h7WGJtp/jj+xnJLotzbwv3p84WKorpI/eCfcXNst8L/GxlqRrteV P/5p/PxEJfC/3d+e3+K1mD+ewgNz/hzwvwm4Y6cqQ5s/77GcdBMV8L/+POtz J3idP5AD80qSDfC/im0HTdpLnz+kJuB7jAbwv7/h2oaUWaA/Wd8vlRcA8L9g doDhHtCgP+CW+SOc9O+/PHMIdtwAoT8IIrWDoOrvv9Ohv/rZ4KA/sApxBYri 77+mjaunTWKgPywfEIWk4e+/FwUmp/xJoD+8RaXWY9zvvxwanOQ8vZ4/y0T5 Aa/Z778DXq7sHEycPyQISZgd2e+/+H0Z4hVWmT+9GZHHWNrvv0zSAUwM7JU/ 6v6LZxnd779F0x62TRuSPwnz1owl4e+/+df7Csvciz+CLNAgTubvvzRkleyI 24I/K9R+v2zs77+qqh5OAYFyP9wdDVrC8u+/AAAAAAAAAAC+IdqO "]]}, Annotation[#, "Charting`Private`Tag#4"]& ], TagBox[ {RGBColor[0.772079, 0.431554, 0.102387], PointSize[ 0.0055000000000000005`], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJwBwQE+/iFib1JlAgAAABsAAAACAAAAfLRdk+v8778AAAAAAAAAACZpBuEP 6++/44zR1IIrcD+8BNOvidnvvyM0auxwa38/zdT0vl/I778adDZDJuOGPyGt JZuZt++/LFpIqtOYjT/MAP+8P6fvv6vjeJFz6JE/QmADrFuX778ruLDZZMKU PxDt3ib4h++/LvMcUINWlz8TIEpRIXnvv9FR2GySoJk/qnbE5+Rq779GxMKB vJubP9Gr/XhSXe+/zehGb3dCnT/87i2ke1Dvv1vmWWtkjp4/dHvEWnRE77+w VkhKKnifP5yjtiJTOe+/xPas3kn3nz/Z72tVMS/vvymlASX2AKA/csD+VSsm 77/5mkl7q4yfP87osbhgHu+/Is4MlFWKnj+DKOO3vhvvvz18IH6z/p0/TR7l BR8W77+jKANXbzmcPwo9sEgmEu+/AwKtY+f8mT8VNF4oqg/vv49iRpzBU5c/ 4OlwlIQO77/OzzdcIUeUP947Ao+TDu+/VdH0QN7ekD98qxfkuA/vv5aw38hq Q4o/vv1Q1dkR779H7E426SqCP96BCMHeFO+/LM95H3/8cj+MhUfKshjvvwAA AAAAAAAAWO7fqQ== "]]}, Annotation[#, "Charting`Private`Tag#5"]& ], TagBox[ {RGBColor[0.363898, 0.618501, 0.782349], PointSize[ 0.0055000000000000005`], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJwB0QEu/iFib1JlAgAAABwAAAACAAAAlh5TG/1h778AAAAAAAAAAKYnfWMM Ve+/UQWNFWI+aD/hhoWu6UTvvx0FA2iwtHo/6jaV9Bw177+qMwq8ajeEP2+f k4mrJe+/ri4+6L2iij9H0ss3mxbvvyG/Vu7uS5A/y/5oS/IH779b2Qqi9AiT P0YK2563+e6/ksqZ9sGFlT98Oxqo8uvuv6jphdRjv5c/Va21hqve7r9z47Oc mbKZP+MEihLr0e6/1pw/j8tbmz+7vuzqusXuv/zOSQoAt5w/uZYEhiW67r+1 lF2Lz7+dP2li8j82r+6/0LjWYVdxnj9Xv1hp+aTuv/y6MgYrxp4/O0a/VHyb 7r9Rdk0RRLieP9MfQ2LNku6/NCzP1vBAnj8dSQcJ/Iruv9WJp67BWJ0/MnLn ELOD7r9Q8KOZLN2bP4SwMSshfu6/mOwTcqULmj8RYwcRuHnuv6JNco4j2Jc/ SECwDGN27r9WxhvmyUiVP9mL/d0OdO6/+ncYwxhjkj/YoKytqXLuv9wIrnv9 V44/bK3E/SJy7r9e+5fB0E+HP1B/rZdrcu6/iy7NvTlrfz8I2L14dXPuv7Hn 5qQWQm4//y60L/t07r8AAAAAAAAAAALw7NM= "]]}, Annotation[#, "Charting`Private`Tag#6"]& ]}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{}, {}, Annotation[{ Hue[0.67, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]], Line[CompressedData[" 1:eJxTTMoPSmViYGAQA2IQPe0u98vsJZ/2M0DByz3rDqjN/LR/t9/Sgs3GZfbG e5XP2fV82h+6kLf7RVG7/ZPNUiHx9Z/2L3r9hEFw40T75dzq7zuLPu138VvJ XVsw3X7Tud+XDqR+2h/CoDRzyec59lp2rqrskZ/2105/c2aR1EL72bGz1yb6 fNq/xspyo+L0xfYTvpWF3bD/tP83v8UTtVdL7cNLFRWrjD/t3zZH51gY9wp7 +8elpdnqn/Yfi/z29O/LlfarpgjtSpL5tF8tZI9jhftq+7fCBakJ0kD3Btlt 6eBcbW8pz+KorvRpf9qEueEKy1bYXwu36fPX+rR/zgn+aenXltqzMHPrPjb6 tF+Y61jV7pOL7O881Pu7wfrT/ssXkve2Ss+3f5YitH+Jy6f9NxgkPfSDZ9hf Xc15ZLPvp/1v7pq5FDhPtNfKvzLjehgivH4xafzjTkDwHwY4/fbNRPABfgOn WA== "]]}, "Charting`Private`Tag#1"], Annotation[{ Hue[0.9060679774997897, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Line[CompressedData[" 1:eJxTTMoPSmViYGAQA2IQvXdB2Yq/az7uZ4ACp7AXV1OXftyfnaxyYiVDjn3t 1lXKPTM/7ndNejZDdGqjvZ+qlfDp3o/7FQWbGG9s77bP+G19Sa3p4/6kzBDT 6A2T7F9mXL+/pOzj/oSLTTxcztPt9ypu2uqT/XF/zscPcy70zrbXeL3gnUbC x/2/uVay13bMt7+XHlLkGfpx/zd5NueTkxfaX7k24/9xr4/7V0zYfeWBzmJ7 vqR+pcsOH/fPlQhrZGhcYl/QcPfkOfOP+7PyZoY7FC+1D11TwHHV4OP+O/6H pj7attT+3fGl6yX0P+43CUtz+hy41J7zoqpXClCeVfnxsWmHF9v7O5nlFJl8 3N9muWpB4fqF9nWCJ/Yetfy4/4pSsIHF9Hn2YhItytftP+53lPLl+xY50/67 Vvy6dLeP+/n39K3esGey/fk6xv4Q34/7Txxb5Ko/s9t+nf5r546Qj/tFrrs0 5HnV2ddOViz7Eo0ITwAyc7Bx "]]}, "Charting`Private`Tag#2"], Annotation[{ Hue[0.1421359549995791, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Line[CompressedData[" 1:eJxTTMoPSmViYGAQB2IQLXyxdurntx/2M0BB5n/HyPPPPuyfkOmeuiM/077O qGYV/50P+495rK3fbllvfyZr5o/Six/2nzer4XbK6LBfM/3vBPbjH/Y/dyuN DIueYH8zdy7P6T0f9gfbVapOsJ9iL1Nx+/iJTR/2zzUoSPG+Pd1ex0tnKvfK D/sDD4c3zVOfbT/1psv5hfM/7I/6dmLzEul59sYbRbjnT/uwX/tQve7J0AX2 3+Nsbsv1fdj/LWPFshnJC+19v6lnebZ92G88z1ZxmfYi+7tXMmSi6z/s1zQ4 GThzziJ7n3/6cRsqP+x/oOC9tnv2IvsulvRuztIP+5UC3/tNnb7QfvG8h1pT Sj7sb6zO2fHOcYH9AsGjRy8B5Tfp/2owVJlr3xd666pHxYf9yfOLJOaYz7Sf LXP295JqoH6hv5xV16fYv556QWIj0L6UZOOuiyIT7N3WLGP1aPmwf53qtXMW 31vtFwYnxvt3AvWvfbZsalCZvbyzybnNfYjwBQDm0Lzh "]]}, "Charting`Private`Tag#3"], Annotation[{ Hue[0.37820393249936934`, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Line[CompressedData[" 1:eJwBsQFO/iFib1JlAgAAABoAAAACAAAArpYSDCxk8L8AAAAAAAAAABHOmRRZ XPC/oDQOjODNaz8LyYZxqFLwv4Hj4ykUiH4/9XTyqSRJ8L9/O0isoB+HP+y6 iZbSP/C/h7WGJtp/jj+xnJLotzbwv3p84WKorpI/eCfcXNst8L/GxlqRrteV P/5p/PxEJfC/3d+e3+K1mD+ewgNz/hzwvwm4Y6cqQ5s/77GcdBMV8L/+POtz J3idP5AD80qSDfC/im0HTdpLnz+kJuB7jAbwv7/h2oaUWaA/Wd8vlRcA8L9g doDhHtCgP+CW+SOc9O+/PHMIdtwAoT8IIrWDoOrvv9Ohv/rZ4KA/sApxBYri 77+mjaunTWKgPywfEIWk4e+/FwUmp/xJoD+8RaXWY9zvvxwanOQ8vZ4/y0T5 Aa/Z778DXq7sHEycPyQISZgd2e+/+H0Z4hVWmT+9GZHHWNrvv0zSAUwM7JU/ 6v6LZxnd779F0x62TRuSPwnz1owl4e+/+df7Csvciz+CLNAgTubvvzRkleyI 24I/K9R+v2zs77+qqh5OAYFyP9wdDVrC8u+/AAAAAAAAAAC+IdqO "]]}, "Charting`Private`Tag#4"], Annotation[{ Hue[0.6142719099991583, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Line[CompressedData[" 1:eJwBwQE+/iFib1JlAgAAABsAAAACAAAAfLRdk+v8778AAAAAAAAAACZpBuEP 6++/44zR1IIrcD+8BNOvidnvvyM0auxwa38/zdT0vl/I778adDZDJuOGPyGt JZuZt++/LFpIqtOYjT/MAP+8P6fvv6vjeJFz6JE/QmADrFuX778ruLDZZMKU PxDt3ib4h++/LvMcUINWlz8TIEpRIXnvv9FR2GySoJk/qnbE5+Rq779GxMKB vJubP9Gr/XhSXe+/zehGb3dCnT/87i2ke1Dvv1vmWWtkjp4/dHvEWnRE77+w VkhKKnifP5yjtiJTOe+/xPas3kn3nz/Z72tVMS/vvymlASX2AKA/csD+VSsm 77/5mkl7q4yfP87osbhgHu+/Is4MlFWKnj+DKOO3vhvvvz18IH6z/p0/TR7l BR8W77+jKANXbzmcPwo9sEgmEu+/AwKtY+f8mT8VNF4oqg/vv49iRpzBU5c/ 4OlwlIQO77/OzzdcIUeUP947Ao+TDu+/VdH0QN7ekD98qxfkuA/vv5aw38hq Q4o/vv1Q1dkR779H7E426SqCP96BCMHeFO+/LM95H3/8cj+MhUfKshjvvwAA AAAAAAAAWO7fqQ== "]]}, "Charting`Private`Tag#5"], Annotation[{ Hue[0.8503398874989481, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Line[CompressedData[" 1:eJwB0QEu/iFib1JlAgAAABwAAAACAAAAlh5TG/1h778AAAAAAAAAAKYnfWMM Ve+/UQWNFWI+aD/hhoWu6UTvvx0FA2iwtHo/6jaV9Bw177+qMwq8ajeEP2+f k4mrJe+/ri4+6L2iij9H0ss3mxbvvyG/Vu7uS5A/y/5oS/IH779b2Qqi9AiT P0YK2563+e6/ksqZ9sGFlT98Oxqo8uvuv6jphdRjv5c/Va21hqve7r9z47Oc mbKZP+MEihLr0e6/1pw/j8tbmz+7vuzqusXuv/zOSQoAt5w/uZYEhiW67r+1 lF2Lz7+dP2li8j82r+6/0LjWYVdxnj9Xv1hp+aTuv/y6MgYrxp4/O0a/VHyb 7r9Rdk0RRLieP9MfQ2LNku6/NCzP1vBAnj8dSQcJ/Iruv9WJp67BWJ0/MnLn ELOD7r9Q8KOZLN2bP4SwMSshfu6/mOwTcqULmj8RYwcRuHnuv6JNco4j2Jc/ SECwDGN27r9WxhvmyUiVP9mL/d0OdO6/+ncYwxhjkj/YoKytqXLuv9wIrnv9 V44/bK3E/SJy7r9e+5fB0E+HP1B/rZdrcu6/iy7NvTlrfz8I2L14dXPuv7Hn 5qQWQm4//y60L/t07r8AAAAAAAAAAALw7NM= "]]}, "Charting`Private`Tag#6"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.40063339360883260912403610239340276688`16., \ -0.95143270076861828011118248693347978273`12.921708805943405}, {0., 0.05327964594304317}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {-0.9420743530011163, 0}, "ImageSize" -> {360, 360}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> 1, "DefaultStyle" -> { Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.40063339360883260912403610239340276688`16., \ -0.95143270076861828011118248693347978273`12.921708805943405}, {0., 0.05327964594304317}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {-0.9420743530011163, 0}, "ImageSize" -> {360, 360}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> 1, "DefaultStyle" -> { Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{}, {}, Annotation[{ Hue[0.67, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]], Line[CompressedData[" 1:eJxTTMoPSmViYGAQA2IQPe0u98vsJZ/2M0DByz3rDqjN/LR/t9/Sgs3GZfbG e5XP2fV82h+6kLf7RVG7/ZPNUiHx9Z/2L3r9hEFw40T75dzq7zuLPu138VvJ XVsw3X7Tud+XDqR+2h/CoDRzyec59lp2rqrskZ/2105/c2aR1EL72bGz1yb6 fNq/xspyo+L0xfYTvpWF3bD/tP83v8UTtVdL7cNLFRWrjD/t3zZH51gY9wp7 +8elpdnqn/Yfi/z29O/LlfarpgjtSpL5tF8tZI9jhftq+7fCBakJ0kD3Btlt 6eBcbW8pz+KorvRpf9qEueEKy1bYXwu36fPX+rR/zgn+aenXltqzMHPrPjb6 tF+Y61jV7pOL7O881Pu7wfrT/ssXkve2Ss+3f5YitH+Jy6f9NxgkPfSDZ9hf Xc15ZLPvp/1v7pq5FDhPtNfKvzLjehgivH4xafzjTkDwHwY4/fbNRPABfgOn WA== "]]}, "Charting`Private`Tag#1"], Annotation[{ Hue[0.9060679774997897, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Line[CompressedData[" 1:eJxTTMoPSmViYGAQA2IQvXdB2Yq/az7uZ4ACp7AXV1OXftyfnaxyYiVDjn3t 1lXKPTM/7ndNejZDdGqjvZ+qlfDp3o/7FQWbGG9s77bP+G19Sa3p4/6kzBDT 6A2T7F9mXL+/pOzj/oSLTTxcztPt9ypu2uqT/XF/zscPcy70zrbXeL3gnUbC x/2/uVay13bMt7+XHlLkGfpx/zd5NueTkxfaX7k24/9xr4/7V0zYfeWBzmJ7 vqR+pcsOH/fPlQhrZGhcYl/QcPfkOfOP+7PyZoY7FC+1D11TwHHV4OP+O/6H pj7attT+3fGl6yX0P+43CUtz+hy41J7zoqpXClCeVfnxsWmHF9v7O5nlFJl8 3N9muWpB4fqF9nWCJ/Yetfy4/4pSsIHF9Hn2YhItytftP+53lPLl+xY50/67 Vvy6dLeP+/n39K3esGey/fk6xv4Q34/7Txxb5Ko/s9t+nf5r546Qj/tFrrs0 5HnV2ddOViz7Eo0ITwAyc7Bx "]]}, "Charting`Private`Tag#2"], Annotation[{ Hue[0.1421359549995791, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Line[CompressedData[" 1:eJxTTMoPSmViYGAQB2IQLXyxdurntx/2M0BB5n/HyPPPPuyfkOmeuiM/077O qGYV/50P+495rK3fbllvfyZr5o/Six/2nzer4XbK6LBfM/3vBPbjH/Y/dyuN DIueYH8zdy7P6T0f9gfbVapOsJ9iL1Nx+/iJTR/2zzUoSPG+Pd1ex0tnKvfK D/sDD4c3zVOfbT/1psv5hfM/7I/6dmLzEul59sYbRbjnT/uwX/tQve7J0AX2 3+Nsbsv1fdj/LWPFshnJC+19v6lnebZ92G88z1ZxmfYi+7tXMmSi6z/s1zQ4 GThzziJ7n3/6cRsqP+x/oOC9tnv2IvsulvRuztIP+5UC3/tNnb7QfvG8h1pT Sj7sb6zO2fHOcYH9AsGjRy8B5Tfp/2owVJlr3xd666pHxYf9yfOLJOaYz7Sf LXP295JqoH6hv5xV16fYv556QWIj0L6UZOOuiyIT7N3WLGP1aPmwf53qtXMW 31vtFwYnxvt3AvWvfbZsalCZvbyzybnNfYjwBQDm0Lzh "]]}, "Charting`Private`Tag#3"], Annotation[{ Hue[0.37820393249936934`, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Line[CompressedData[" 1:eJwBsQFO/iFib1JlAgAAABoAAAACAAAArpYSDCxk8L8AAAAAAAAAABHOmRRZ XPC/oDQOjODNaz8LyYZxqFLwv4Hj4ykUiH4/9XTyqSRJ8L9/O0isoB+HP+y6 iZbSP/C/h7WGJtp/jj+xnJLotzbwv3p84WKorpI/eCfcXNst8L/GxlqRrteV P/5p/PxEJfC/3d+e3+K1mD+ewgNz/hzwvwm4Y6cqQ5s/77GcdBMV8L/+POtz J3idP5AD80qSDfC/im0HTdpLnz+kJuB7jAbwv7/h2oaUWaA/Wd8vlRcA8L9g doDhHtCgP+CW+SOc9O+/PHMIdtwAoT8IIrWDoOrvv9Ohv/rZ4KA/sApxBYri 77+mjaunTWKgPywfEIWk4e+/FwUmp/xJoD+8RaXWY9zvvxwanOQ8vZ4/y0T5 Aa/Z778DXq7sHEycPyQISZgd2e+/+H0Z4hVWmT+9GZHHWNrvv0zSAUwM7JU/ 6v6LZxnd779F0x62TRuSPwnz1owl4e+/+df7Csvciz+CLNAgTubvvzRkleyI 24I/K9R+v2zs77+qqh5OAYFyP9wdDVrC8u+/AAAAAAAAAAC+IdqO "]]}, "Charting`Private`Tag#4"], Annotation[{ Hue[0.6142719099991583, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Line[CompressedData[" 1:eJwBwQE+/iFib1JlAgAAABsAAAACAAAAfLRdk+v8778AAAAAAAAAACZpBuEP 6++/44zR1IIrcD+8BNOvidnvvyM0auxwa38/zdT0vl/I778adDZDJuOGPyGt JZuZt++/LFpIqtOYjT/MAP+8P6fvv6vjeJFz6JE/QmADrFuX778ruLDZZMKU PxDt3ib4h++/LvMcUINWlz8TIEpRIXnvv9FR2GySoJk/qnbE5+Rq779GxMKB vJubP9Gr/XhSXe+/zehGb3dCnT/87i2ke1Dvv1vmWWtkjp4/dHvEWnRE77+w VkhKKnifP5yjtiJTOe+/xPas3kn3nz/Z72tVMS/vvymlASX2AKA/csD+VSsm 77/5mkl7q4yfP87osbhgHu+/Is4MlFWKnj+DKOO3vhvvvz18IH6z/p0/TR7l BR8W77+jKANXbzmcPwo9sEgmEu+/AwKtY+f8mT8VNF4oqg/vv49iRpzBU5c/ 4OlwlIQO77/OzzdcIUeUP947Ao+TDu+/VdH0QN7ekD98qxfkuA/vv5aw38hq Q4o/vv1Q1dkR779H7E426SqCP96BCMHeFO+/LM95H3/8cj+MhUfKshjvvwAA AAAAAAAAWO7fqQ== "]]}, "Charting`Private`Tag#5"], Annotation[{ Hue[0.8503398874989481, 0.6, 0.6], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Line[CompressedData[" 1:eJwB0QEu/iFib1JlAgAAABwAAAACAAAAlh5TG/1h778AAAAAAAAAAKYnfWMM Ve+/UQWNFWI+aD/hhoWu6UTvvx0FA2iwtHo/6jaV9Bw177+qMwq8ajeEP2+f k4mrJe+/ri4+6L2iij9H0ss3mxbvvyG/Vu7uS5A/y/5oS/IH779b2Qqi9AiT P0YK2563+e6/ksqZ9sGFlT98Oxqo8uvuv6jphdRjv5c/Va21hqve7r9z47Oc mbKZP+MEihLr0e6/1pw/j8tbmz+7vuzqusXuv/zOSQoAt5w/uZYEhiW67r+1 lF2Lz7+dP2li8j82r+6/0LjWYVdxnj9Xv1hp+aTuv/y6MgYrxp4/O0a/VHyb 7r9Rdk0RRLieP9MfQ2LNku6/NCzP1vBAnj8dSQcJ/Iruv9WJp67BWJ0/MnLn ELOD7r9Q8KOZLN2bP4SwMSshfu6/mOwTcqULmj8RYwcRuHnuv6JNco4j2Jc/ SECwDGN27r9WxhvmyUiVP9mL/d0OdO6/+ncYwxhjkj/YoKytqXLuv9wIrnv9 V44/bK3E/SJy7r9e+5fB0E+HP1B/rZdrcu6/iy7NvTlrfz8I2L14dXPuv7Hn 5qQWQm4//y60L/t07r8AAAAAAAAAAALw7NM= "]]}, "Charting`Private`Tag#6"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.40063339360883260912403610239340276688`16., \ -0.95143270076861828011118248693347978273`12.921708805943405}, {0., 0.05327964594304317}}, "Frame" -> {{True, True}, {True, True}}, "AxesOrigin" -> {-0.9420743530011163, 0}, "ImageSize" -> {360, 360}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, "AspectRatio" -> 1, "DefaultStyle" -> { Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.363898, 0.618501, 0.782349]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.772079, 0.431554, 0.102387]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.528488, 0.470624, 0.701351]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.922526, 0.385626, 0.209179]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.560181, 0.691569, 0.194885]], Directive[ PointSize[0.0055000000000000005`], AbsoluteThickness[2], RGBColor[0.880722, 0.611041, 0.142051]]}, "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ListPlot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], {{}, {}}}, InterpretationBox[{ TagBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" 1:eJwdzQswlQkUB3DP1lVx76Jo0W2UVkwPItvqflIeY7GiTUJJJa1HQiNvFaWx ktpEZUOSvderhkj4S5ZI5RFumxRi7xXtd58f5bHfdmbOnPnN/8w5qwKOexxR UlBQ8KT7/8n9WmJUcb/EqStXEmveJL7V4YlRYjxrbjVdQeQv9mSeph1UU+Qj EVYQV0O+nPQqFSNtWZbGg84KImm9y3aVcjovGTI0v1RB7L4/NeB3j87rHdMP sCqI2YcbVVm1Yqj96NBnpVxOuLU/OBD9F73Pb6ksqOERLjdHsj/SLlk0FtpV yCOcj2u8ONBK7+d1e4gyeISjTqCNU5sYTnlrFdUP8wjbgzp6eu10vuhgW64m jzCfieyp66Tv6SfwHQ9zCR2TTfbzvWJUcpKFISp/EoNpvHWpI2KEcy1THI2K iYl3z1nFc2JsnMrezfTJJ5zi7zVwdCV4/7BHVyPhdyLzYUKSrqUEyQsyt97Q GGLvxWg/VXfa5rdDSl0SwVDZt8siVIL8xCspu0KugYE5xusLErjr7bzWwb+N dNbLoawiCbqiVy+JredBrnKhPf2xBGnKLYN+rvcxkhnelTMogdqCUTPn6gMY +uvdNKAkcCp02OAsqINdNzdhVEsKNcbzTFE9IHh9LK5+vRQtKjur8zY049RZ Vmb/T1IcXrh7uelJC/ZExB4NCpJic11KWYdvG6qnmb5Lz0oRVZIX0DfQjvmV lwIlt6RQEUZEnsjpxNMhm4zJOimW3A2Iq7J+iThOT7sxX4pYGdPjELMbCaPf P+NLpTB0XFUaktoDBXaZIE9ThpGiVGV7QS9C5/T0i8xkcL4X5r03vA8+EVXB DY4yaOjfGbce60eOGTPZLUCG7M49NdrefDSe381lJ8kwMX0iI1ryGoGxraTq dRmWDSV6Ck+9AbV0latZjQx2jV6mn9e8Rf+4TVhHL33fxcjGomcI1l7neHGf ZIjrt7wxZvEeZ4Jq50MXy2Fw7IKaidYw3Fi6YZHGcixYsG6Xjw8jaMG6kLSV Q/VgbMxU7QhCLtpNlvvJkfpk7WmH/FGIq2I8kk/JofNoy6BB3Af4x+e+uHxV jk2Cyd7s4DG4vxkPrK2UYybT/uTan8eRmSR78sszOfxMTTNZm/5BTcuk1WaB HAWWeR4cEwH8C1ita5QpMGrfRT7VEkJiuDJ4L5uCve/W5hU6E3g1PPVKaRuF BlV9iVD7I6xtJvY1eVHYTl1h+y2aRMqWl/LGKAqKvjtat2pOwaNjuLwrk8KR 1rtq+xmfEFZYbbqPS2Hpfsplu+K/iPouonF1GwUu+7FBthqJL6a+oUojFGbv v/htII2Ey6PiQ7G0zRvYDsvTSdx0FnmLaeezNFZ4ZZCwOXbOYWSUwrK0WtZA Fon44sqVzWMUsq05tvzrJGbZqj2nhRT2eOXmvislMadTbqUoohDlPf2DUjcJ 1zvTZjG0I+RV9va9JPI27zAS0Q5ImA1O6yOxzZOvOSymcMZunZrm3yQSLykJ m6QU3JLFiQajJObVvW4kT1PgNLccIWQk3K4XZE3Tnj0k0UuhSPxhMnk+fIZC 3VCR4OkMCY7T6Sj/zxQ6/C72ecyTSErludrOUmiMD506+o0IXdryHbW0w94X nSxjiMAust26cY7+p++jK1ksQlNznzF7nkKXgV1ZIlMEpgfbIIe2+YcTt1q+ FcF/+Fct5gIFhxTDUnUdESrDqxlptIsSHXvdl4ug8LWmIfWc1L6mJ8J/D5zx wA== "]]}, Annotation[#, "Charting`Private`Tag#1"]& ]}, {}}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]], Line[CompressedData[" 1:eJwdzQswlQkUB3DP1lVx76Jo0W2UVkwPItvqflIeY7GiTUJJJa1HQiNvFaWx ktpEZUOSvderhkj4S5ZI5RFumxRi7xXtd58f5bHfdmbOnPnN/8w5qwKOexxR UlBQ8KT7/8n9WmJUcb/EqStXEmveJL7V4YlRYjxrbjVdQeQv9mSeph1UU+Qj EVYQV0O+nPQqFSNtWZbGg84KImm9y3aVcjovGTI0v1RB7L4/NeB3j87rHdMP sCqI2YcbVVm1Yqj96NBnpVxOuLU/OBD9F73Pb6ksqOERLjdHsj/SLlk0FtpV yCOcj2u8ONBK7+d1e4gyeISjTqCNU5sYTnlrFdUP8wjbgzp6eu10vuhgW64m jzCfieyp66Tv6SfwHQ9zCR2TTfbzvWJUcpKFISp/EoNpvHWpI2KEcy1THI2K iYl3z1nFc2JsnMrezfTJJ5zi7zVwdCV4/7BHVyPhdyLzYUKSrqUEyQsyt97Q GGLvxWg/VXfa5rdDSl0SwVDZt8siVIL8xCspu0KugYE5xusLErjr7bzWwb+N dNbLoawiCbqiVy+JredBrnKhPf2xBGnKLYN+rvcxkhnelTMogdqCUTPn6gMY +uvdNKAkcCp02OAsqINdNzdhVEsKNcbzTFE9IHh9LK5+vRQtKjur8zY049RZ Vmb/T1IcXrh7uelJC/ZExB4NCpJic11KWYdvG6qnmb5Lz0oRVZIX0DfQjvmV lwIlt6RQEUZEnsjpxNMhm4zJOimW3A2Iq7J+iThOT7sxX4pYGdPjELMbCaPf P+NLpTB0XFUaktoDBXaZIE9ThpGiVGV7QS9C5/T0i8xkcL4X5r03vA8+EVXB DY4yaOjfGbce60eOGTPZLUCG7M49NdrefDSe381lJ8kwMX0iI1ryGoGxraTq dRmWDSV6Ck+9AbV0latZjQx2jV6mn9e8Rf+4TVhHL33fxcjGomcI1l7neHGf ZIjrt7wxZvEeZ4Jq50MXy2Fw7IKaidYw3Fi6YZHGcixYsG6Xjw8jaMG6kLSV Q/VgbMxU7QhCLtpNlvvJkfpk7WmH/FGIq2I8kk/JofNoy6BB3Af4x+e+uHxV jk2Cyd7s4DG4vxkPrK2UYybT/uTan8eRmSR78sszOfxMTTNZm/5BTcuk1WaB HAWWeR4cEwH8C1ita5QpMGrfRT7VEkJiuDJ4L5uCve/W5hU6E3g1PPVKaRuF BlV9iVD7I6xtJvY1eVHYTl1h+y2aRMqWl/LGKAqKvjtat2pOwaNjuLwrk8KR 1rtq+xmfEFZYbbqPS2Hpfsplu+K/iPouonF1GwUu+7FBthqJL6a+oUojFGbv v/htII2Ey6PiQ7G0zRvYDsvTSdx0FnmLaeezNFZ4ZZCwOXbOYWSUwrK0WtZA Fon44sqVzWMUsq05tvzrJGbZqj2nhRT2eOXmvislMadTbqUoohDlPf2DUjcJ 1zvTZjG0I+RV9va9JPI27zAS0Q5ImA1O6yOxzZOvOSymcMZunZrm3yQSLykJ m6QU3JLFiQajJObVvW4kT1PgNLccIWQk3K4XZE3Tnj0k0UuhSPxhMnk+fIZC 3VCR4OkMCY7T6Sj/zxQ6/C72ecyTSErludrOUmiMD506+o0IXdryHbW0w94X nSxjiMAust26cY7+p++jK1ksQlNznzF7nkKXgV1ZIlMEpgfbIIe2+YcTt1q+ FcF/+Fct5gIFhxTDUnUdESrDqxlptIsSHXvdl4ug8LWmIfWc1L6mJ8J/D5zx wA== "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.5, -1.1666666666666665`}, \ {-1.0687475983916075`, 0.06254640128069405}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {-1.5, 0}, "ImageSize" -> {360, 432}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> Automatic, "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <| "CoordinatesToolOptions" -> Identity, "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ParametricPlot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.5, -1.1666666666666665`}, \ {-1.0687475983916075`, 0.06254640128069405}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {-1.5, 0}, "ImageSize" -> {360, 432}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> Automatic, "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <| "CoordinatesToolOptions" -> Identity, "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ParametricPlot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{{}, {}, Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]], Line[CompressedData[" 1:eJwdzQswlQkUB3DP1lVx76Jo0W2UVkwPItvqflIeY7GiTUJJJa1HQiNvFaWx ktpEZUOSvderhkj4S5ZI5RFumxRi7xXtd58f5bHfdmbOnPnN/8w5qwKOexxR UlBQ8KT7/8n9WmJUcb/EqStXEmveJL7V4YlRYjxrbjVdQeQv9mSeph1UU+Qj EVYQV0O+nPQqFSNtWZbGg84KImm9y3aVcjovGTI0v1RB7L4/NeB3j87rHdMP sCqI2YcbVVm1Yqj96NBnpVxOuLU/OBD9F73Pb6ksqOERLjdHsj/SLlk0FtpV yCOcj2u8ONBK7+d1e4gyeISjTqCNU5sYTnlrFdUP8wjbgzp6eu10vuhgW64m jzCfieyp66Tv6SfwHQ9zCR2TTfbzvWJUcpKFISp/EoNpvHWpI2KEcy1THI2K iYl3z1nFc2JsnMrezfTJJ5zi7zVwdCV4/7BHVyPhdyLzYUKSrqUEyQsyt97Q GGLvxWg/VXfa5rdDSl0SwVDZt8siVIL8xCspu0KugYE5xusLErjr7bzWwb+N dNbLoawiCbqiVy+JredBrnKhPf2xBGnKLYN+rvcxkhnelTMogdqCUTPn6gMY +uvdNKAkcCp02OAsqINdNzdhVEsKNcbzTFE9IHh9LK5+vRQtKjur8zY049RZ Vmb/T1IcXrh7uelJC/ZExB4NCpJic11KWYdvG6qnmb5Lz0oRVZIX0DfQjvmV lwIlt6RQEUZEnsjpxNMhm4zJOimW3A2Iq7J+iThOT7sxX4pYGdPjELMbCaPf P+NLpTB0XFUaktoDBXaZIE9ThpGiVGV7QS9C5/T0i8xkcL4X5r03vA8+EVXB DY4yaOjfGbce60eOGTPZLUCG7M49NdrefDSe381lJ8kwMX0iI1ryGoGxraTq dRmWDSV6Ck+9AbV0latZjQx2jV6mn9e8Rf+4TVhHL33fxcjGomcI1l7neHGf ZIjrt7wxZvEeZ4Jq50MXy2Fw7IKaidYw3Fi6YZHGcixYsG6Xjw8jaMG6kLSV Q/VgbMxU7QhCLtpNlvvJkfpk7WmH/FGIq2I8kk/JofNoy6BB3Af4x+e+uHxV jk2Cyd7s4DG4vxkPrK2UYybT/uTan8eRmSR78sszOfxMTTNZm/5BTcuk1WaB HAWWeR4cEwH8C1ita5QpMGrfRT7VEkJiuDJ4L5uCve/W5hU6E3g1PPVKaRuF BlV9iVD7I6xtJvY1eVHYTl1h+y2aRMqWl/LGKAqKvjtat2pOwaNjuLwrk8KR 1rtq+xmfEFZYbbqPS2Hpfsplu+K/iPouonF1GwUu+7FBthqJL6a+oUojFGbv v/htII2Ey6PiQ7G0zRvYDsvTSdx0FnmLaeezNFZ4ZZCwOXbOYWSUwrK0WtZA Fon44sqVzWMUsq05tvzrJGbZqj2nhRT2eOXmvislMadTbqUoohDlPf2DUjcJ 1zvTZjG0I+RV9va9JPI27zAS0Q5ImA1O6yOxzZOvOSymcMZunZrm3yQSLykJ m6QU3JLFiQajJObVvW4kT1PgNLccIWQk3K4XZE3Tnj0k0UuhSPxhMnk+fIZC 3VCR4OkMCY7T6Sj/zxQ6/C72ecyTSErludrOUmiMD506+o0IXdryHbW0w94X nSxjiMAust26cY7+p++jK1ksQlNznzF7nkKXgV1ZIlMEpgfbIIe2+YcTt1q+ FcF/+Fct5gIFhxTDUnUdESrDqxlptIsSHXvdl4ug8LWmIfWc1L6mJ8J/D5zx wA== "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.5, -1.1666666666666665`}, {-1.0687475983916075`, 0.06254640128069405}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {-1.5, 0}, "ImageSize" -> {360, 432}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> Automatic, "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <| "CoordinatesToolOptions" -> Identity, "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ParametricPlot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], InterpretationBox[{ TagBox[{{{}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], FaceForm[Opacity[0.3]], LineBox[CompressedData[" 1:eJwl1H04lWccB3BT43ScRc1COtNWciqsZPKWZ6mrJCk2rJetsilkR2nkrU0K dWalF8RUooiWExXpxVdydkpe8i5OUk45lSPOcz8PRqtn231d93Vfn+v3+12/ f77X/Zl/qHeAtpaW1hru/vsW/nc0uFU4FsOfcJnSabhvMMY5MmqyMn5ISvnT qojVFzU4OeXn6GSFlJrubLGsn7P96U6XvmIpJanL7bK6xPVPFLqnbJBSwYNZ gmKpBh35uwR6eUWUyO6IuOwqN//YM97d8hKVd2e3TXWFBiMeBddu8gqpdV4X JYdbNEip59XHZOVQmVM/tO9TabDlK9/bG6zTqKfyN9cfjWsQ5yD3qDKIptoY N/7eqTQqZ2n5mcoSEeJTfbloDo2ZFSUHSruzUGJVZHHUmcZg7U/lR9dcgGZU FPaRN43rM0RMvXUxmodlU4y30ThZVPvPEK8UP4gb9zXH0FBdSB/+OuImTkx7 t0KYQoPUNJcpfStxp+T2E61zNGbfCK/rZauQJX/lllpOQ1nV4a1+JoPJZEfd 63U0qtXZxjZF97C8bjj1t14aBwbWmffJH2BH3IqRkREayztTTVY+r4dNQJmU CAgk4Vp2gQMPUVCVtvjs5wRh7S+cHh5rQqXXSUOFHQHfUe9X/VktSFrPq5J7 EMyz+NvA8nEr3HwmLVvjz9W/N5p+Or0dF+MtTbZGEPgLlgqrnB7hlqgC5slc vxEvyV6vC6FaYTcjs7n6k7W7PO8qIKwtlQRcJagSJwYdj+pGtEHwvAk1BF5S 46bV1j2ITKTMvugmeN5+Nt3646eYHb5fqUcI5k6piOfrP0Ot37d74ycxKOf1 p5nwe2EYsnZHkpDBlx4zRrOHeyEYvTp3ySIGavX8hZ3jSpwvc16ybyWDVc5K 02nkORyCfWZv3sjN79mTn/HyBWJTFV3qnQzOMmdE8cN92KJJUPETGAR1yTIy WBVo+SlZRyaDOw5BPYWTX8GioX3YVsr1C7r0Y41ew7cm5+28uwysbDI7rD/t h62Lormxg0GC4BCT7KLGld7F73TUDFqrmSs9ngN4+oH2WL82i+JT9vVhUW/A N/yuJsSYhUfuFYmu1yBa/DoHoi1ZHBzdeua1YhCehn/1OriyaNt5LdQtYgiB 2i1WSb4sFqh2turqavCLMmy1OJiFJLP9UECaBq5UnINOHIvAtm7ZsUU08h9I Yy1PsODtx727ci5HZdvDEzl/ox/RvKmGRnaOmbiHc3Zk8BhTy+Uy6sjmE6ks bBv5uaImGgctQl3H01jEWph6HVHQCNxvzavNYNFjpCvyH6Ihcrp0fMcZFqWt 4beFpgTn5gQkyzgv8HwpviEkmDlVmGCWzWLbMskSv5kExi+TI5o5h53ytjlq TjApPWS9Uw63/8VAlM4Cglea+WZ651mIZco4djnBtu5eowDOm0LpiakrCZ7d /8MAnA0SLPIWuRN0Zutp785jEaF5S+1aS1Dj+VrZmc8iq8GnUb2eYIVj7mPb CyyaGve5/L6Jy535xrbDnHWohnuWmwlujNfIXQtYpGystQ35kcBOFV+Zxfmc Xsw0wXaCkmbHcpazvWjVJ38GEVhDU7yukIVyod1CjxCC//8vFu4FS4P7xQTv AcGiyvc= "]]}, Annotation[#, "Charting`Private`Tag#1"]& ]}, {}}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], StyleBox[ DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, Slot["HighlightElements"], Slot["LayoutOptions"], Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]], Line[CompressedData[" 1:eJwl1H04lWccB3BT43ScRc1COtNWciqsZPKWZ6mrJCk2rJetsilkR2nkrU0K dWalF8RUooiWExXpxVdydkpe8i5OUk45lSPOcz8PRqtn231d93Vfn+v3+12/ f77X/Zl/qHeAtpaW1hru/vsW/nc0uFU4FsOfcJnSabhvMMY5MmqyMn5ISvnT qojVFzU4OeXn6GSFlJrubLGsn7P96U6XvmIpJanL7bK6xPVPFLqnbJBSwYNZ gmKpBh35uwR6eUWUyO6IuOwqN//YM97d8hKVd2e3TXWFBiMeBddu8gqpdV4X JYdbNEip59XHZOVQmVM/tO9TabDlK9/bG6zTqKfyN9cfjWsQ5yD3qDKIptoY N/7eqTQqZ2n5mcoSEeJTfbloDo2ZFSUHSruzUGJVZHHUmcZg7U/lR9dcgGZU FPaRN43rM0RMvXUxmodlU4y30ThZVPvPEK8UP4gb9zXH0FBdSB/+OuImTkx7 t0KYQoPUNJcpfStxp+T2E61zNGbfCK/rZauQJX/lllpOQ1nV4a1+JoPJZEfd 63U0qtXZxjZF97C8bjj1t14aBwbWmffJH2BH3IqRkREayztTTVY+r4dNQJmU CAgk4Vp2gQMPUVCVtvjs5wRh7S+cHh5rQqXXSUOFHQHfUe9X/VktSFrPq5J7 EMyz+NvA8nEr3HwmLVvjz9W/N5p+Or0dF+MtTbZGEPgLlgqrnB7hlqgC5slc vxEvyV6vC6FaYTcjs7n6k7W7PO8qIKwtlQRcJagSJwYdj+pGtEHwvAk1BF5S 46bV1j2ITKTMvugmeN5+Nt3646eYHb5fqUcI5k6piOfrP0Ot37d74ycxKOf1 p5nwe2EYsnZHkpDBlx4zRrOHeyEYvTp3ySIGavX8hZ3jSpwvc16ybyWDVc5K 02nkORyCfWZv3sjN79mTn/HyBWJTFV3qnQzOMmdE8cN92KJJUPETGAR1yTIy WBVo+SlZRyaDOw5BPYWTX8GioX3YVsr1C7r0Y41ew7cm5+28uwysbDI7rD/t h62Lormxg0GC4BCT7KLGld7F73TUDFqrmSs9ngN4+oH2WL82i+JT9vVhUW/A N/yuJsSYhUfuFYmu1yBa/DoHoi1ZHBzdeua1YhCehn/1OriyaNt5LdQtYgiB 2i1WSb4sFqh2turqavCLMmy1OJiFJLP9UECaBq5UnINOHIvAtm7ZsUU08h9I Yy1PsODtx727ci5HZdvDEzl/ox/RvKmGRnaOmbiHc3Zk8BhTy+Uy6sjmE6ks bBv5uaImGgctQl3H01jEWph6HVHQCNxvzavNYNFjpCvyH6Ihcrp0fMcZFqWt 4beFpgTn5gQkyzgv8HwpviEkmDlVmGCWzWLbMskSv5kExi+TI5o5h53ytjlq TjApPWS9Uw63/8VAlM4Cglea+WZ651mIZco4djnBtu5eowDOm0LpiakrCZ7d /8MAnA0SLPIWuRN0Zutp785jEaF5S+1aS1Dj+VrZmc8iq8GnUb2eYIVj7mPb CyyaGve5/L6Jy535xrbDnHWohnuWmwlujNfIXQtYpGystQ35kcBOFV+Zxfmc Xsw0wXaCkmbHcpazvWjVJ38GEVhDU7yukIVyod1CjxCC//8vFu4FS4P7xQTv AcGiyvc= "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.4166666666666665`, -1.1666666666666665`}, \ {-1.277080931724941, 0.06254640128069416}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {-1.4166666666666665`, 0}, "ImageSize" -> {360, 432}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> Automatic, "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <| "CoordinatesToolOptions" -> Identity, "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ParametricPlot, "GroupHighlight" -> False|>|>]]& )[<| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.4166666666666665`, -1.1666666666666665`}, \ {-1.277080931724941, 0.06254640128069416}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {-1.4166666666666665`, 0}, "ImageSize" -> {360, 432}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> Automatic, "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <| "CoordinatesToolOptions" -> Identity, "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ParametricPlot, "GroupHighlight" -> False|>|>], ImageSizeCache->{{4.503599627370496*^15, -4.503599627370496*^15}, { 4.503599627370496*^15, -4.503599627370496*^15}}], Selectable->False]}, Annotation[{{{{}, {}, Annotation[{ Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]], Line[CompressedData[" 1:eJwl1H04lWccB3BT43ScRc1COtNWciqsZPKWZ6mrJCk2rJetsilkR2nkrU0K dWalF8RUooiWExXpxVdydkpe8i5OUk45lSPOcz8PRqtn231d93Vfn+v3+12/ f77X/Zl/qHeAtpaW1hru/vsW/nc0uFU4FsOfcJnSabhvMMY5MmqyMn5ISvnT qojVFzU4OeXn6GSFlJrubLGsn7P96U6XvmIpJanL7bK6xPVPFLqnbJBSwYNZ gmKpBh35uwR6eUWUyO6IuOwqN//YM97d8hKVd2e3TXWFBiMeBddu8gqpdV4X JYdbNEip59XHZOVQmVM/tO9TabDlK9/bG6zTqKfyN9cfjWsQ5yD3qDKIptoY N/7eqTQqZ2n5mcoSEeJTfbloDo2ZFSUHSruzUGJVZHHUmcZg7U/lR9dcgGZU FPaRN43rM0RMvXUxmodlU4y30ThZVPvPEK8UP4gb9zXH0FBdSB/+OuImTkx7 t0KYQoPUNJcpfStxp+T2E61zNGbfCK/rZauQJX/lllpOQ1nV4a1+JoPJZEfd 63U0qtXZxjZF97C8bjj1t14aBwbWmffJH2BH3IqRkREayztTTVY+r4dNQJmU CAgk4Vp2gQMPUVCVtvjs5wRh7S+cHh5rQqXXSUOFHQHfUe9X/VktSFrPq5J7 EMyz+NvA8nEr3HwmLVvjz9W/N5p+Or0dF+MtTbZGEPgLlgqrnB7hlqgC5slc vxEvyV6vC6FaYTcjs7n6k7W7PO8qIKwtlQRcJagSJwYdj+pGtEHwvAk1BF5S 46bV1j2ITKTMvugmeN5+Nt3646eYHb5fqUcI5k6piOfrP0Ot37d74ycxKOf1 p5nwe2EYsnZHkpDBlx4zRrOHeyEYvTp3ySIGavX8hZ3jSpwvc16ybyWDVc5K 02nkORyCfWZv3sjN79mTn/HyBWJTFV3qnQzOMmdE8cN92KJJUPETGAR1yTIy WBVo+SlZRyaDOw5BPYWTX8GioX3YVsr1C7r0Y41ew7cm5+28uwysbDI7rD/t h62Lormxg0GC4BCT7KLGld7F73TUDFqrmSs9ngN4+oH2WL82i+JT9vVhUW/A N/yuJsSYhUfuFYmu1yBa/DoHoi1ZHBzdeua1YhCehn/1OriyaNt5LdQtYgiB 2i1WSb4sFqh2turqavCLMmy1OJiFJLP9UECaBq5UnINOHIvAtm7ZsUU08h9I Yy1PsODtx727ci5HZdvDEzl/ox/RvKmGRnaOmbiHc3Zk8BhTy+Uy6sjmE6ks bBv5uaImGgctQl3H01jEWph6HVHQCNxvzavNYNFjpCvyH6Ihcrp0fMcZFqWt 4beFpgTn5gQkyzgv8HwpviEkmDlVmGCWzWLbMskSv5kExi+TI5o5h53ytjlq TjApPWS9Uw63/8VAlM4Cglea+WZ651mIZco4djnBtu5eowDOm0LpiakrCZ7d /8MAnA0SLPIWuRN0Zutp785jEaF5S+1aS1Dj+VrZmc8iq8GnUb2eYIVj7mPb CyyaGve5/L6Jy535xrbDnHWohnuWmwlujNfIXQtYpGystQ35kcBOFV+Zxfmc Xsw0wXaCkmbHcpazvWjVJ38GEVhDU7yukIVyod1CjxCC//8vFu4FS4P7xQTv AcGiyvc= "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{-1.4166666666666665`, -1.1666666666666665`}, \ {-1.277080931724941, 0.06254640128069416}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {-1.4166666666666665`, 0}, "ImageSize" -> {360, 432}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> Automatic, "DefaultStyle" -> { Directive[ Opacity[1.], AbsoluteThickness[2], FaceForm[ Opacity[0.3]], RGBColor[0.368417, 0.506779, 0.709798]]}, "HighlightLabelingFunctions" -> <| "CoordinatesToolOptions" -> Identity, "ScalingFunctions" -> {{Identity, Identity}, { Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> ParametricPlot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]]}, AspectRatio->1, Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{-0.9420743530011163, 0}, DisplayFunction->Identity, Frame->{{True, True}, {True, True}}, FrameLabel->{ FormBox[ "\"\\!\\(\\*SubscriptBox[\\(E\\), \ \\(1\\)]\\)+\\!\\(\\*SubscriptBox[\\(E\\), \\(2\\)]\\)\"", TraditionalForm], FormBox["\[CapitalSigma]", TraditionalForm]}, FrameStyle->GrayLevel[0], FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImageSize->{663.9999999999994, Automatic}, LabelStyle->{FontFamily -> "Times", GrayLevel[0], FontSize -> 11}, Method->{ "AxisPadding" -> Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "DefaultPlotStyle" -> { Directive[ RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Directive[ RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Directive[ RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[2]], Directive[ RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]], Directive[ RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[2]], Directive[ RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[2]], Directive[ RGBColor[1, 0.75, 0], AbsoluteThickness[2]], Directive[ RGBColor[0.647624, 0.37816, 0.614037], AbsoluteThickness[2]], Directive[ RGBColor[0.571589, 0.586483, 0.], AbsoluteThickness[2]], Directive[ RGBColor[0.915, 0.3325, 0.2125], AbsoluteThickness[2]], Directive[ RGBColor[0.40082222609352647`, 0.5220066643438841, 0.85], AbsoluteThickness[2]], Directive[ RGBColor[0.9728288904374106, 0.621644452187053, 0.07336199581899142], AbsoluteThickness[2]], Directive[ RGBColor[0.736782672705901, 0.358, 0.5030266573755369], AbsoluteThickness[2]], Directive[ RGBColor[0.28026441037696703`, 0.715, 0.4292089322474965], AbsoluteThickness[2]]}, "DomainPadding" -> Scaled[0.02], "PointSizeFunction" -> "SmallPointSize", "RangePadding" -> Scaled[0.05], "OptimizePlotMarkers" -> True, "IncludeHighlighting" -> "CurrentSet", "HighlightStyle" -> Automatic, "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& )}}, PlotRange->{{-1.23, -0.95}, {0, 0.065}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, {0, Scaled[0.05]}}, RotateLabel->False, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.928384961570822*^9, 3.928385020802668*^9}}, CellLabel-> "Out[576]=",ExpressionUUID->"f8fee0d7-6b40-4fdc-8252-25053ddb879b"] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell["Least squares", "Section", CellChangeTimes->{{3.927356712189589*^9, 3.9273567156963577`*^9}},ExpressionUUID->"f122010c-d89c-48b6-a849-\ 06e9f4254e7f"], Cell[BoxData[ RowBox[{"\[ScriptCapitalS]LS", "=", RowBox[{ RowBox[{ OverscriptBox["\[Beta]", "^"], "e"}], "-", RowBox[{"\[Mu]", RowBox[{"(", RowBox[{"r", "+", "g"}], ")"}]}], "-", RowBox[{ FractionBox["1", "2"], "\[Mu]", " ", OverscriptBox["\[Lambda]", "^"]}], "+", RowBox[{ OverscriptBox["\[Lambda]", "^"], "\[Lambda]"}], "+", RowBox[{ FractionBox["1", "2"], RowBox[{"Log", "[", RowBox[{ FractionBox[ RowBox[{"d", "+", SuperscriptBox["r", "2"]}], SuperscriptBox["g", "2"]], FractionBox[ RowBox[{ SuperscriptBox["y0", "2"], "-", "\[CapitalDelta]z"}], SuperscriptBox["y0", "2"]]}], "]"}]}], "-", RowBox[{ FractionBox["\[Alpha]", "2"], RowBox[{"Log", "[", FractionBox[ RowBox[{"1", "-", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"2", "y0"}], "+", OverscriptBox["\[Lambda]", "^"]}], ")"}], RowBox[{ RowBox[{"f", "'"}], "[", "1", "]"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{ SuperscriptBox["y0", "2"], "-", "\[CapitalDelta]z"}], ")"}], SuperscriptBox[ RowBox[{ RowBox[{"f", "'"}], "[", "1", "]"}], "2"]}]}], SuperscriptBox[ RowBox[{"(", RowBox[{"1", "-", RowBox[{"y0", " ", RowBox[{ RowBox[{"f", "'"}], "[", "1", "]"}]}]}], ")"}], "2"]], "]"}]}], "-", RowBox[{ FractionBox["\[Alpha]", "2"], RowBox[{"Log", "[", FractionBox[ RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{ RowBox[{"f", "'"}], "[", "1", "]"}], "d"}], "-", OverscriptBox["\[Beta]", "^"], "-", RowBox[{ RowBox[{ RowBox[{"f", "''"}], "[", "1", "]"}], RowBox[{"(", RowBox[{ SuperscriptBox["r", "2"], "-", SuperscriptBox["g", "2"], "+", RowBox[{"2", "y0", " ", OverscriptBox["\[Lambda]", "^"]}], "+", "\[CapitalDelta]z", "+", RowBox[{ FractionBox["1", "2"], SuperscriptBox[ OverscriptBox["\[Lambda]", "^"], "2"]}]}], ")"}]}]}], ")"}], RowBox[{"f", "[", "1", "]"}]}], "+", SuperscriptBox[ RowBox[{"(", RowBox[{"1", "-", RowBox[{"r", " ", RowBox[{ RowBox[{"f", "'"}], "[", "1", "]"}]}]}], ")"}], "2"]}], SuperscriptBox[ RowBox[{"(", RowBox[{"1", "+", RowBox[{"g", " ", RowBox[{ RowBox[{"f", "'"}], "[", "1", "]"}]}]}], ")"}], "2"]], "]"}]}]}]}]], "Input", CellChangeTimes->{{3.9273567292650757`*^9, 3.9273569425602083`*^9}},ExpressionUUID->"97f59fe8-af38-42ea-9678-\ 6cb9b2e573e2"] }, Open ]] }, WindowSize->{1920, 1023.75}, WindowMargins->{{0, Automatic}, {Automatic, 0}}, FrontEndVersion->"14.0 for Linux x86 (64-bit) (December 12, 2023)", StyleDefinitions->"Default.nb", ExpressionUUID->"fe7785c4-a5eb-46c5-8188-772697b31ba4" ] (* End of Notebook Content *) (* Internal cache information *) (*CellTagsOutline CellTagsIndex->{} *) (*CellTagsIndex CellTagsIndex->{} *) (*NotebookFileOutline Notebook[{ Cell[CellGroupData[{ Cell[580, 22, 153, 3, 50, "Section",ExpressionUUID->"926df485-ea0b-4c71-a1d6-03ba4988e06d"], Cell[736, 27, 221, 4, 22, "Input",ExpressionUUID->"ee12c51c-6b29-47d4-ae25-f1f7fff92040"], Cell[960, 33, 605, 12, 22, "Input",ExpressionUUID->"a4718025-6526-4aa1-b1d9-23f283157609"], Cell[1568, 47, 750, 18, 53, "Input",ExpressionUUID->"6297bd5f-9997-4788-b876-fdf7032919da"] }, Open ]], Cell[CellGroupData[{ Cell[2355, 70, 171, 3, 50, "Section",ExpressionUUID->"e26a72a6-0937-45b0-a625-f1bdf166fa4e"], Cell[2529, 75, 899, 29, 48, "Input",ExpressionUUID->"50c08a66-4e65-4112-8ad7-d5d45f281a8c"], Cell[CellGroupData[{ Cell[3453, 108, 2084, 50, 24, "Input",ExpressionUUID->"6c00d5eb-8ba7-405a-9bf1-5d71e992492f"], Cell[5540, 160, 29582, 583, 177, "Output",ExpressionUUID->"96d8c022-71f7-4175-ad56-0b948701a2c3"] }, Open ]], Cell[CellGroupData[{ Cell[35159, 748, 355, 7, 22, "Input",ExpressionUUID->"0c67dbb9-49b6-4edb-9219-e0a5cdf9b31d"], Cell[35517, 757, 492, 7, 25, "Output",ExpressionUUID->"85074921-98fb-4fbd-91ef-b733df3a8845"] }, Open ]], Cell[36024, 767, 435, 12, 35, "Input",ExpressionUUID->"06818f5b-ee0e-4634-b547-e05e415c12a6"], Cell[36462, 781, 312, 8, 27, "Input",ExpressionUUID->"ab28ae26-b52f-4a56-978d-e7ee3f806eda"], Cell[36777, 791, 676, 19, 44, "Input",ExpressionUUID->"eec97d73-ae34-443d-825f-cbb8adebe02f"], Cell[CellGroupData[{ Cell[37478, 814, 196, 3, 22, "Input",ExpressionUUID->"83c0ad8f-8d45-4089-b5a6-d03efc9cdfbe"], Cell[37677, 819, 217, 3, 25, "Output",ExpressionUUID->"8a53c8d7-c295-47d2-aa7f-189bb8a2f899"] }, Open ]], Cell[37909, 825, 2505, 60, 39, "Input",ExpressionUUID->"def223fd-aeee-4091-9e76-97462b62b6cc"], Cell[40417, 887, 5604, 139, 116, "Input",ExpressionUUID->"f1078ecd-48ad-4003-b086-93bd8c2242bb"], Cell[46024, 1028, 7652, 192, 193, "Input",ExpressionUUID->"244eac76-0bbb-4e5a-9b06-0f294e654a3f"], Cell[CellGroupData[{ Cell[53701, 1224, 694, 11, 22, "Input",ExpressionUUID->"28a195c1-e132-4911-80e7-05e2e1470f78"], Cell[54398, 1237, 32305, 586, 74, "Output",ExpressionUUID->"577d2755-a6c5-47a3-9e67-78c4a4c9e8b1"] }, Open ]], Cell[CellGroupData[{ Cell[86740, 1828, 676, 13, 22, "Input",ExpressionUUID->"e68d9ce5-814e-4498-aeeb-52ccf1b87537"], Cell[87419, 1843, 31492, 576, 74, "Output",ExpressionUUID->"9496b18b-d8fb-4070-8783-a932a49d22f3"] }, Open ]], Cell[CellGroupData[{ Cell[118948, 2424, 725, 13, 22, "Input",ExpressionUUID->"9df7247c-bae3-4562-95d7-d5d547f8369d"], Cell[119676, 2439, 31654, 579, 74, "Output",ExpressionUUID->"9cd54024-e29b-456b-a509-0492f8827637"] }, Open ]], Cell[151345, 3021, 795, 19, 53, "Input",ExpressionUUID->"9c8fbe7e-534f-4567-b9e1-d7a5c3ce1086"] }, Open ]], Cell[CellGroupData[{ Cell[152177, 3045, 157, 3, 50, "Section",ExpressionUUID->"8475cc42-326a-4ebf-b66b-7d80366a5280"], Cell[152337, 3050, 6532, 182, 341, "Input",ExpressionUUID->"830d12ec-ccc1-4fbc-9de0-2282430f4840"], Cell[158872, 3234, 1567, 47, 22, "Input",ExpressionUUID->"bcf9e08b-5bc8-4156-8987-ae991b3777be"], Cell[160442, 3283, 702, 18, 38, "Input",ExpressionUUID->"90676af5-535d-4801-950c-574cc68db098"], Cell[CellGroupData[{ Cell[161169, 3305, 237, 4, 22, "Input",ExpressionUUID->"3e4fb69d-9599-4326-945e-414023395a5f"], Cell[161409, 3311, 1418, 31, 111, "Output",ExpressionUUID->"dc8c4d24-e3b9-4519-b25a-d1b37a8ca665"] }, Open ]], Cell[CellGroupData[{ Cell[162864, 3347, 468, 12, 22, "Input",ExpressionUUID->"692c829b-e066-4a5e-bd71-7d2bb33fb03d"], Cell[163335, 3361, 1427, 32, 111, "Output",ExpressionUUID->"1d662128-382e-4f15-b860-f781d0e058f9"] }, Open ]], Cell[CellGroupData[{ Cell[164799, 3398, 710, 20, 22, "Input",ExpressionUUID->"9dee447a-c909-40cb-8546-4295c33c7ecb"], Cell[165512, 3420, 647, 9, 25, "Output",ExpressionUUID->"f17e3a44-13b0-4bd9-987a-b8c0d0f58652"] }, Open ]], Cell[166174, 3432, 3806, 98, 78, "Input",ExpressionUUID->"ae225317-c8f2-42eb-a092-5a3d6696fcf1"], Cell[CellGroupData[{ Cell[170005, 3534, 925, 25, 24, "Input",ExpressionUUID->"441c736d-f94a-4b61-ae4a-050ffb34f1d4"], Cell[170933, 3561, 4940, 137, 84, "Output",ExpressionUUID->"7e5b218a-4bf7-4e16-b6af-f640354de52c"] }, Open ]], Cell[CellGroupData[{ Cell[175910, 3703, 994, 24, 22, "Input",ExpressionUUID->"27f3f5fd-a103-416e-9e22-49288939ab46"], Cell[176907, 3729, 6542, 175, 73, "Output",ExpressionUUID->"1b144bac-a028-45f3-a721-bd16185eb07c"] }, Open ]], Cell[CellGroupData[{ Cell[183486, 3909, 906, 25, 24, "Input",ExpressionUUID->"ad63e4bc-666e-46ed-8c23-6d418adb2b5d"], Cell[184395, 3936, 3915, 116, 55, "Output",ExpressionUUID->"85986fc9-5212-4924-bbb0-44c85aa62f64"] }, Open ]], Cell[188325, 4055, 984, 20, 22, "Input",ExpressionUUID->"c88cdbf9-9e5d-49a2-927e-12c0fc1e998e"], Cell[189312, 4077, 2604, 54, 24, "Input",ExpressionUUID->"13c828e2-dc96-418a-98b1-bcedb602773f"], Cell[CellGroupData[{ Cell[191941, 4135, 419, 10, 22, "Input",ExpressionUUID->"5547b70f-6ccc-4c3c-b7a2-430267adff70"], Cell[192363, 4147, 5767, 145, 160, "Output",ExpressionUUID->"f66850fa-e64c-45dd-b704-5045a5ac66bd"] }, Open ]], Cell[CellGroupData[{ Cell[198167, 4297, 431, 10, 22, "Input",ExpressionUUID->"87393889-0e58-4140-85b8-c09bdfb83fa6"], Cell[198601, 4309, 11262, 318, 177, "Output",ExpressionUUID->"f6ce55a2-7f04-49c0-800a-b712e2e93692"] }, Open ]], Cell[CellGroupData[{ Cell[209900, 4632, 472, 12, 22, "Input",ExpressionUUID->"4d2d8f62-3f6d-45b3-9a63-780219e0e7e8"], Cell[210375, 4646, 1391, 36, 27, "Output",ExpressionUUID->"de5a6a45-70fe-4fde-8b20-59e5cc7175f7"] }, Open ]], Cell[CellGroupData[{ Cell[211803, 4687, 947, 20, 22, "Input",ExpressionUUID->"83eebe5d-3503-4b31-b14f-639ea14a0248"], Cell[212753, 4709, 844, 16, 22, "Message",ExpressionUUID->"55c5134f-0549-48cf-b7a6-054801bf5ad4"] }, Open ]], Cell[213612, 4728, 1160, 24, 22, "Input",ExpressionUUID->"4c448220-e031-41d2-9096-b9e341dcd981"], Cell[214775, 4754, 3839, 84, 41, "Input",ExpressionUUID->"63ea8c17-6059-4955-9b14-1b9deb692962"], Cell[CellGroupData[{ Cell[218639, 4842, 1255, 27, 24, "Input",ExpressionUUID->"7fe546c9-0af1-4973-85bb-971e16ca3307"], Cell[219897, 4871, 1752, 40, 48, "Output",ExpressionUUID->"39969724-0d91-4ef4-b410-c18d0a8e2303"] }, Open ]], Cell[221664, 4914, 968, 26, 24, "Input",ExpressionUUID->"84934d64-fc27-4a55-a1de-6f9f09494033"], Cell[222635, 4942, 362, 10, 22, "Input",ExpressionUUID->"83f76904-20b3-4c92-8479-9704a86e9bc3"], Cell[CellGroupData[{ Cell[223022, 4956, 178, 3, 22, "Input",ExpressionUUID->"18644ace-46f3-463e-bb29-b07ed4d9811c"], Cell[223203, 4961, 26005, 545, 291, "Output",ExpressionUUID->"d9254789-0045-43f6-9526-bb536e039a69"] }, Open ]], Cell[249223, 5509, 890, 19, 22, "Input",ExpressionUUID->"82f4b3f0-5071-4e29-8e26-febf3110e5e0"], Cell[CellGroupData[{ Cell[250138, 5532, 3664, 87, 107, "Input",ExpressionUUID->"acfb6249-e04b-4f94-810b-05af73aac0bc"], Cell[253805, 5621, 3577, 71, 70, "Output",ExpressionUUID->"1f705e83-d82e-4eb3-b5d0-7016c511c55a"] }, Open ]], Cell[CellGroupData[{ Cell[257419, 5697, 2813, 63, 24, "Input",ExpressionUUID->"2a2f7dd9-b465-4d3a-81cf-abf195bcfc21"], Cell[260235, 5762, 751, 14, 22, "Message",ExpressionUUID->"022a1ca5-a3f6-4746-885d-a0317a32fe74"], Cell[260989, 5778, 749, 14, 22, "Message",ExpressionUUID->"ccb61a53-c9d0-4b66-9a6d-5527317cf820"], Cell[261741, 5794, 748, 14, 22, "Message",ExpressionUUID->"e67913d1-7922-45b2-a3fc-422e54270fef"], Cell[262492, 5810, 618, 12, 22, "Message",ExpressionUUID->"8897a997-3fdd-4724-8013-1940d466953d"] }, Open ]], Cell[CellGroupData[{ Cell[263147, 5827, 1907, 53, 39, "Input",ExpressionUUID->"f6acd6ad-220b-4828-a7d3-5558b5c91e4c"], Cell[265057, 5882, 3429, 88, 85, "Output",ExpressionUUID->"cf13c926-28f8-45f7-af10-fb9df9bfa856"] }, Open ]], Cell[268501, 5973, 1583, 41, 24, "Input",ExpressionUUID->"b04acde6-1c4d-4632-b34e-b05a8c3158f7"], Cell[CellGroupData[{ Cell[270109, 6018, 310, 8, 22, "Input",ExpressionUUID->"bb7ea87c-a295-4530-bdcd-103371a64b77"], Cell[270422, 6028, 75679, 1309, 194, "Output",ExpressionUUID->"f3df510c-64d4-493f-be4b-77179f3e1041"] }, Open ]], Cell[346116, 7340, 573, 14, 38, "Input",ExpressionUUID->"e965b82f-c267-4cf2-88c2-30c8f6edbaa7"], Cell[346692, 7356, 6173, 126, 56, "Input",ExpressionUUID->"0e4fc5bc-9f3c-4021-8d39-840e7c78e01d"], Cell[CellGroupData[{ Cell[352890, 7486, 915, 26, 24, "Input",ExpressionUUID->"f60a2b45-e619-4e66-a5fe-f654a250e3c1"], Cell[353808, 7514, 721, 12, 35, "Output",ExpressionUUID->"96d1045a-9474-43ec-8292-bc7debf68953"] }, Open ]], Cell[CellGroupData[{ Cell[354566, 7531, 1101, 29, 24, "Input",ExpressionUUID->"966871e9-cb76-4279-9fae-2e272197164a"], Cell[355670, 7562, 869, 14, 35, "Output",ExpressionUUID->"bd005f2c-3540-40bc-973d-0f7a71b82930"] }, Open ]], Cell[CellGroupData[{ Cell[356576, 7581, 1007, 28, 24, "Input",ExpressionUUID->"d19d89e4-a282-47a0-a129-6bfc594811ce"], Cell[357586, 7611, 775, 13, 35, "Output",ExpressionUUID->"ce944e89-67da-4135-b451-ebdaa58d62aa"] }, Open ]], Cell[CellGroupData[{ Cell[358398, 7629, 758, 19, 22, "Input",ExpressionUUID->"0a707b26-1c87-4e49-9fde-e91e569d127e"], Cell[359159, 7650, 13763, 316, 72, "Output",ExpressionUUID->"01979e1e-9bf7-4837-a6a1-76d3e2ca2f24"] }, Open ]], Cell[CellGroupData[{ Cell[372959, 7971, 3983, 94, 38, "Input",ExpressionUUID->"abdd1227-571e-42c2-ba14-b0236a50da8f"], Cell[376945, 8067, 136157, 2406, 145, "Output",ExpressionUUID->"9e89ad7d-0b3a-4232-a289-73138258011c"] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[513151, 10479, 166, 3, 50, "Section",ExpressionUUID->"e8e3024e-103e-44c3-bff6-eeb43f1280c8"], Cell[513320, 10484, 2020, 56, 35, "Input",ExpressionUUID->"01b4718d-1b06-4ca9-9828-eb7538126c81"], Cell[CellGroupData[{ Cell[515365, 10544, 683, 19, 22, "Input",ExpressionUUID->"18b98bab-0eb8-4c66-8662-8b5e34efa820"], Cell[516051, 10565, 1017, 15, 65, "Output",ExpressionUUID->"28d11ee2-0596-4d50-9a1e-cbeee6fe020f"] }, Open ]], Cell[517083, 10583, 3356, 76, 53, "Input",ExpressionUUID->"54eb6310-6546-48ff-bb13-776eec083f58"], Cell[CellGroupData[{ Cell[520464, 10663, 1619, 42, 24, "Input",ExpressionUUID->"dfdd1eea-966a-4bd0-8f13-2b14628904cd"], Cell[522086, 10707, 47641, 852, 186, "Output",ExpressionUUID->"4b18b0e6-da57-47d7-8170-1cbe02c23f44"] }, Open ]], Cell[CellGroupData[{ Cell[569764, 11564, 618, 17, 22, "Input",ExpressionUUID->"f71f24e9-9817-4053-9bea-a250d010efff"], Cell[570385, 11583, 87714, 1572, 288, "Output",ExpressionUUID->"b61fdba8-e6cc-4e49-8ada-29b397873cb1"] }, Open ]], Cell[CellGroupData[{ Cell[658136, 13160, 707, 19, 22, "Input",ExpressionUUID->"de157c7b-b709-4e1e-8df1-e3e28f52b43f"], Cell[658846, 13181, 44199, 801, 179, "Output",ExpressionUUID->"ee7cf310-ffc9-4000-8be1-72457e8e1cb8"] }, Open ]], Cell[CellGroupData[{ Cell[703082, 13987, 703, 20, 35, "Input",ExpressionUUID->"c481b209-2bcd-4c5b-9300-64e792165889"], Cell[703788, 14009, 191, 3, 25, "Output",ExpressionUUID->"e229148f-e3cd-49b3-a2a8-d25d53f79d45"] }, Open ]], Cell[703994, 14015, 480, 14, 39, "Input",ExpressionUUID->"f117b50a-92dc-4e32-abab-3922821a7857"], Cell[CellGroupData[{ Cell[704499, 14033, 5205, 126, 61, "Input",ExpressionUUID->"ac3f0bd9-271b-4050-a7c4-8134f5842c06"], Cell[709707, 14161, 168828, 2864, 145, "Output",ExpressionUUID->"dd8dc669-3267-4282-8329-809350365c56"] }, Open ]], Cell[878550, 17028, 770, 19, 53, "Input",ExpressionUUID->"c4b7a709-0c12-406e-817b-d5ab6248e215"] }, Open ]], Cell[CellGroupData[{ Cell[879357, 17052, 166, 3, 50, "Section",ExpressionUUID->"30f349f0-0201-45b2-b5a3-8e49839759e0"], Cell[879526, 17057, 2725, 67, 35, "Input",ExpressionUUID->"45a50f4a-d97f-42b1-ada9-24fc0845df15"], Cell[882254, 17126, 440, 13, 35, "Input",ExpressionUUID->"70d06993-9c98-4ef4-85b3-edb1c3ba7f4e"], Cell[CellGroupData[{ Cell[882719, 17143, 1050, 28, 22, "Input",ExpressionUUID->"8c463f84-76c8-4379-88b6-1e727102231e"], Cell[883772, 17173, 10958, 307, 106, "Output",ExpressionUUID->"2ae85ee5-ac37-40ff-9e25-33aba3eab114"] }, Open ]], Cell[CellGroupData[{ Cell[894767, 17485, 1348, 36, 39, "Input",ExpressionUUID->"96d20562-b958-4d4f-ac54-fb5edc1b11d7"], Cell[896118, 17523, 2211, 72, 56, "Output",ExpressionUUID->"a162cdc1-705f-4672-ae1a-890773989108"] }, Open ]], Cell[CellGroupData[{ Cell[898366, 17600, 872, 26, 25, "Input",ExpressionUUID->"45b7bda0-6295-48d7-9a9b-df79450c99c1"], Cell[899241, 17628, 18704, 355, 192, "Output",ExpressionUUID->"a27c23e2-1920-4360-9a69-b257e0d81f2f"] }, Open ]], Cell[917960, 17986, 3196, 86, 73, "Input",ExpressionUUID->"4214fe68-3ea2-4071-92ec-d501f3d25cf0"], Cell[CellGroupData[{ Cell[921181, 18076, 951, 27, 39, "Input",ExpressionUUID->"a5cb9abb-ed86-4976-9ecc-fd5518916c55"], Cell[922135, 18105, 3246, 93, 100, "Output",ExpressionUUID->"9b8c1e46-3986-413d-b7bf-6aa94b87eb6e"] }, Open ]], Cell[CellGroupData[{ Cell[925418, 18203, 1329, 34, 22, "Input",ExpressionUUID->"db85a58a-435c-4d0a-8c51-0c2640969430"], Cell[926750, 18239, 1880, 60, 55, "Output",ExpressionUUID->"8a35ea3d-ed21-4e33-8824-c132d8b27c9e"] }, Open ]], Cell[CellGroupData[{ Cell[928667, 18304, 579, 15, 22, "Input",ExpressionUUID->"c9ffbb5d-6b37-4a76-8c79-d0de5c139a97"], Cell[929249, 18321, 11398, 234, 186, "Output",ExpressionUUID->"b59006fe-f37c-4871-a973-46e0413200d9"] }, Open ]], Cell[940662, 18558, 1144, 26, 22, "Input",ExpressionUUID->"4c8d0c76-a2a7-40b1-b6fe-f45c16cb33a3"], Cell[CellGroupData[{ Cell[941831, 18588, 212, 4, 22, "Input",ExpressionUUID->"ad57fc71-fcc6-4fd4-b0f7-b878c240416d"], Cell[942046, 18594, 222, 4, 35, "Output",ExpressionUUID->"68f8c96a-c11c-48fd-b259-2e0770fb9704"] }, Open ]], Cell[CellGroupData[{ Cell[942305, 18603, 260, 6, 22, "Input",ExpressionUUID->"98247650-d262-4810-9a09-b82172ed14d1"], Cell[942568, 18611, 156, 3, 35, "Output",ExpressionUUID->"b42de7f5-fb90-493f-8730-505cb6f4fbaf"] }, Open ]], Cell[CellGroupData[{ Cell[942761, 18619, 499, 14, 22, "Input",ExpressionUUID->"8d2f4cc8-be70-40f0-8030-791191ae6af8"], Cell[943263, 18635, 294, 5, 35, "Output",ExpressionUUID->"bbd7e664-d32d-4da1-af9c-c2d14ddb0f87"] }, Open ]], Cell[CellGroupData[{ Cell[943594, 18645, 1565, 45, 22, "Input",ExpressionUUID->"92fb26f6-6860-4b79-9533-0d2feb1db965"], Cell[945162, 18692, 17579, 350, 103, "Output",ExpressionUUID->"a5ca0d9b-697f-41aa-9bc9-c6e41f8638f8"] }, Open ]], Cell[CellGroupData[{ Cell[962778, 19047, 2811, 69, 22, "Input",ExpressionUUID->"158567f8-2e36-4711-872a-8fa10d905ad7"], Cell[965592, 19118, 13910, 313, 191, "Output",ExpressionUUID->"5236b89e-0d98-43ce-b98e-febb8307486e"] }, Open ]], Cell[CellGroupData[{ Cell[979539, 19436, 269, 6, 22, "Input",ExpressionUUID->"8cb36fc2-3856-4f28-9961-910e48ddac2e"], Cell[979811, 19444, 1863, 40, 36, "Output",ExpressionUUID->"ff0ed560-b332-4bb4-8ac7-253cabf4858e"] }, Open ]], Cell[CellGroupData[{ Cell[981711, 19489, 409, 7, 22, "Input",ExpressionUUID->"3293d30f-7d68-4b6a-8ed3-a65763303491"], Cell[982123, 19498, 375, 6, 35, "Output",ExpressionUUID->"e5929c2e-7bce-452b-8da3-30291fa9c8df"] }, Open ]], Cell[CellGroupData[{ Cell[982535, 19509, 4913, 119, 38, "Input",ExpressionUUID->"79ade24b-fc27-4e0b-9ecf-ddb0de8aaff7"], Cell[987451, 19630, 56348, 1071, 191, "Output",ExpressionUUID->"d49dfd16-6e40-4701-8389-f2ecef5947c4"] }, Open ]], Cell[CellGroupData[{ Cell[1043836, 20706, 4715, 99, 104, "Input",ExpressionUUID->"95fd3173-4c7c-4968-a5e5-50349f8991ff"], Cell[1048554, 20807, 78288, 1482, 164, "Output",ExpressionUUID->"5520b420-ca48-4374-9f40-3cf6b68c1fc7"] }, Open ]], Cell[CellGroupData[{ Cell[1126879, 22294, 320, 7, 22, "Input",ExpressionUUID->"f8b772de-8c0c-4a56-b222-57a41ad73da1"], Cell[1127202, 22303, 642, 10, 35, "Output",ExpressionUUID->"e59eb3bf-6625-4f33-ac38-e54b885b4202"] }, Open ]], Cell[CellGroupData[{ Cell[1127881, 22318, 254, 6, 22, "Input",ExpressionUUID->"ca871bd4-fd4b-4992-8467-b1ea8a130f23"], Cell[1128138, 22326, 2505, 61, 85, "Output",ExpressionUUID->"edd14cfb-2ab3-48f0-858e-ba2c420a7c8a"] }, Open ]], Cell[CellGroupData[{ Cell[1130680, 22392, 6507, 158, 69, "Input",ExpressionUUID->"18770a82-a9ab-4dc0-96f6-90b9a602b037"], Cell[1137190, 22552, 26467, 566, 287, "Output",ExpressionUUID->"99a6f973-7b2f-4b45-b8d4-9dbde1fc2de6"] }, Open ]], Cell[CellGroupData[{ Cell[1163694, 23123, 2354, 65, 143, "Input",ExpressionUUID->"c6046f7d-b5c6-4523-81fd-2e2ab01a6f97"], Cell[1166051, 23190, 46183, 950, 520, "Output",ExpressionUUID->"f8fee0d7-6b40-4fdc-8252-25053ddb879b"] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[1212283, 24146, 160, 3, 50, "Section",ExpressionUUID->"f122010c-d89c-48b6-a849-06e9f4254e7f"], Cell[1212446, 24151, 2883, 92, 49, "Input",ExpressionUUID->"97f59fe8-af38-42ea-9678-6cb9b2e573e2"] }, Open ]] } ] *)