(* Content-type: application/vnd.wolfram.mathematica *) (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) (* CreatedBy='Mathematica 11.0' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] NotebookDataLength[ 1412745, 28531] NotebookOptionsPosition[ 1381813, 28063] NotebookOutlinePosition[ 1382238, 28080] CellTagsIndexPosition[ 1382195, 28077] WindowFrame->Normal*) (* Beginning of Notebook Content *) Notebook[{ Cell[CellGroupData[{ Cell["Constant Model", "Title", CellChangeTimes->{{3.7797949456273537`*^9, 3.7797949556945553`*^9}, { 3.779920417575355*^9, 3.7799204259989233`*^9}},ExpressionUUID->"38cdaacf-c369-415b-be28-\ e676aade135f"], Cell[TextData[{ "Supplementary File for \[OpenCurlyDoubleQuote]", StyleBox["Feedback between coevolution and epidemiology can help or hinder \ the maintenance of genetic variation in host-parasite models\ \[CloseCurlyDoubleQuote] \nAuthors: ", FontSlant->"Italic"], "MacPherson, Keeling, and Otto\n", StyleBox["Last Updated: November 15th, 2020", FontWeight->"Bold"] }], "Text", CellChangeTimes->{{3.806086571235566*^9, 3.806086634548314*^9}, { 3.806086693574211*^9, 3.80608675592157*^9}, {3.8060871950157003`*^9, 3.806087195382531*^9}, {3.8144301628359833`*^9, 3.814430167679162*^9}},ExpressionUUID->"5137ea2b-910e-4b88-b457-\ 1077a485bae3"], Cell[BoxData[ RowBox[{"Clear", "[", "\"\\"", "]"}]], "Input",ExpressionUUID->"0b92cff9-ab28-47d0-886f-2c471ebdc5ad"], Cell["\<\ By running the following line, prior to compiling the notebook, will produce \ the plots found in the main text.\ \>", "Text", CellChangeTimes->{{3.78466284452454*^9, 3.784662872693842*^9}},ExpressionUUID->"e0b17bde-6933-4bc8-95e5-\ 110b857c4865"], Cell[BoxData[ RowBox[{"(*", RowBox[{"CreateDirectory", "[", RowBox[{ RowBox[{"NotebookDirectory", "[", "]"}], "<>", "\"\\""}], "]"}], "*)"}]], "Input", CellChangeTimes->{{3.784662882659554*^9, 3.784662896447678*^9}},ExpressionUUID->"7cbd1092-8f97-4b56-ab83-\ 5c39bf72d05e"], Cell[CellGroupData[{ Cell["Deterministic Dynamics", "Chapter", CellChangeTimes->{{3.769871134286572*^9, 3.769871137164873*^9}, { 3.779920483534913*^9, 3.77992048459914*^9}},ExpressionUUID->"d7f51183-c5de-4e72-9346-\ ae035e3bb7b4"], Cell[CellGroupData[{ Cell["Differential Equations", "Subchapter", CellChangeTimes->{{3.769871193055482*^9, 3.769871196389929*^9}, { 3.7701303064447527`*^9, 3.770130307880355*^9}},ExpressionUUID->"b28d1257-a9dd-4720-9023-\ 7398b1b09810"], Cell[BoxData[ RowBox[{ RowBox[{"(*", RowBox[{ RowBox[{"Symmetric", " ", "Matching"}], "-", RowBox[{"alleles", " ", "assumption"}]}], "*)"}], "\n", RowBox[{ RowBox[{ RowBox[{"\[Beta]Sub", "=", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"\[Beta]", "[", RowBox[{"1", ",", "1"}], "]"}], "\[Rule]", FractionBox["X", "\[Kappa]"]}], ",", RowBox[{ RowBox[{"\[Beta]", "[", RowBox[{"1", ",", "2"}], "]"}], "\[Rule]", FractionBox["Y", "\[Kappa]"]}], ",", RowBox[{ RowBox[{"\[Beta]", "[", RowBox[{"2", ",", "1"}], "]"}], "\[Rule]", FractionBox["Y", "\[Kappa]"]}], ",", RowBox[{ RowBox[{"\[Beta]", "[", RowBox[{"2", ",", "2"}], "]"}], "\[Rule]", FractionBox["X", "\[Kappa]"]}]}], "}"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{ "Conversion", " ", "of", " ", "counts", " ", "to", " ", "allele", " ", "frequencies"}], "*)"}], "\n", RowBox[{ RowBox[{"pSub", "=", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"nH", "[", RowBox[{"1", ",", "t"}], "]"}], "\[Rule]", RowBox[{"\[Kappa]", " ", "fH", " ", RowBox[{"pH", "[", "t", "]"}]}]}], ",", RowBox[{ RowBox[{"nH", "[", RowBox[{"2", ",", "t"}], "]"}], "\[Rule]", RowBox[{"\[Kappa]", " ", "fH", " ", RowBox[{"(", RowBox[{"1", "-", RowBox[{"pH", "[", "t", "]"}]}], ")"}]}]}], ",", RowBox[{ RowBox[{"nP", "[", RowBox[{"1", ",", "t"}], "]"}], "\[Rule]", RowBox[{"\[Kappa]", " ", "fP", " ", RowBox[{"pP", "[", "t", "]"}]}]}], ",", RowBox[{ RowBox[{"nP", "[", RowBox[{"2", ",", "t"}], "]"}], "\[Rule]", RowBox[{"\[Kappa]", " ", "fP", " ", RowBox[{"(", RowBox[{"1", "-", RowBox[{"pP", "[", "t", "]"}]}], ")"}]}]}]}], "}"}]}], ";"}], "\n", RowBox[{"(*", RowBox[{ RowBox[{"Denom", "=", FractionBox[ RowBox[{ RowBox[{"Sum", "[", RowBox[{ RowBox[{ RowBox[{"\[Beta]", "[", RowBox[{"i", ",", "j"}], "]"}], "\[Alpha]", " ", RowBox[{"nH", "[", RowBox[{"i", ",", "t"}], "]"}], RowBox[{"nP", "[", RowBox[{"j", ",", "t"}], "]"}]}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "2"}], "}"}]}], "]"}], "+", RowBox[{"Sum", "[", RowBox[{ RowBox[{"\[Delta]", " ", RowBox[{"nH", "[", RowBox[{"i", ",", "t"}], "]"}]}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "2"}], "}"}]}], "]"}]}], RowBox[{"\[Kappa]", " ", "fH"}]]}], ";"}], "*)"}]}]}]], "Code", CellChangeTimes->{{3.776795998995038*^9, 3.7767960013136797`*^9}, { 3.77790406324685*^9, 3.7779041417131977`*^9}, {3.777904180574091*^9, 3.777904184763002*^9}, 3.7786935747450027`*^9, {3.779794982602379*^9, 3.7797949999754066`*^9}, {3.780136086007464*^9, 3.780136086995747*^9}, { 3.780136124551057*^9, 3.780136124995775*^9}, {3.7802331119294643`*^9, 3.7802331127448177`*^9}, {3.784662181813471*^9, 3.784662182059968*^9}, 3.784662282213785*^9, {3.784662829486863*^9, 3.784662841969577*^9}, { 3.784662913061159*^9, 3.7846629233477373`*^9}}, CellLabel->"In[8]:=",ExpressionUUID->"df611a8f-2feb-4064-bcb1-dd5151630e09"], Cell[TextData[Cell[BoxData[ FormBox[ RowBox[{ FractionBox[ SubscriptBox["dp", "H"], "dt"], "=", RowBox[{"gH", "[", "t", "]"}]}], TraditionalForm]],ExpressionUUID->"127c9e4a-7455-4151-a6f4-d3b2ee1fa0ca"]], \ "Text", CellChangeTimes->{{3.784662903507986*^9, 3.784662956013115*^9}},ExpressionUUID->"9fe91acf-fe93-497e-870b-\ 316c8dca21d0"], Cell[BoxData[ RowBox[{ RowBox[{"gH", "[", "t_", "]"}], ":=", RowBox[{"(*", FractionBox["1", "Denom"], "*)"}], RowBox[{ RowBox[{ RowBox[{ RowBox[{ FractionBox["1", RowBox[{"fH", " ", "\[Kappa]"}]], RowBox[{"(", RowBox[{ RowBox[{"Sum", "[", RowBox[{ RowBox[{ RowBox[{"\[Beta]", "[", RowBox[{"i", ",", "j"}], "]"}], "\[Alpha]", " ", RowBox[{"nH", "[", RowBox[{"i", ",", "t"}], "]"}], RowBox[{"nP", "[", RowBox[{"j", ",", "t"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{"(", RowBox[{"-", RowBox[{"Mod", "[", RowBox[{"i", ",", "2"}], "]"}]}], ")"}], "+", FractionBox[ RowBox[{"nH", "[", RowBox[{"1", ",", "t"}], "]"}], RowBox[{"fH", " ", "\[Kappa]"}]]}], ")"}]}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "2"}], "}"}]}], "]"}], "+", RowBox[{"Sum", "[", RowBox[{ RowBox[{"\[Delta]", " ", RowBox[{"nH", "[", RowBox[{"i", ",", "t"}], "]"}], RowBox[{"(", RowBox[{ RowBox[{"(", RowBox[{"-", RowBox[{"Mod", "[", RowBox[{"i", ",", "2"}], "]"}]}], ")"}], "+", FractionBox[ RowBox[{"nH", "[", RowBox[{"1", ",", "t"}], "]"}], RowBox[{"fH", " ", "\[Kappa]"}]]}], ")"}]}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "2"}], "}"}]}], "]"}]}], ")"}]}], "/.", "\[Beta]Sub"}], "/.", "pSub"}], "//", "FullSimplify"}]}]], "Code", CellChangeTimes->{{3.776793605241316*^9, 3.77679383904108*^9}, { 3.776793897856336*^9, 3.776794011812625*^9}, {3.776794148862689*^9, 3.776794278648222*^9}, {3.776794316923813*^9, 3.776794365585431*^9}, { 3.7767947740242853`*^9, 3.776794871215294*^9}, {3.776794940628577*^9, 3.776794943012888*^9}, {3.776795048745667*^9, 3.776795051062482*^9}, { 3.776796005848502*^9, 3.776796006559791*^9}, {3.777904156370675*^9, 3.777904172971931*^9}, {3.779795007038455*^9, 3.7797950265858593`*^9}, { 3.78013622099189*^9, 3.780136240021263*^9}, 3.780136317446519*^9, { 3.780136563984207*^9, 3.780136564781761*^9}, 3.780136874717915*^9, { 3.780137897811592*^9, 3.7801379040676394`*^9}, {3.7801379816355133`*^9, 3.7801379871661177`*^9}, 3.7830007971361523`*^9}, CellLabel->"In[10]:=",ExpressionUUID->"1438407b-4032-4bf9-b417-a068c76ebf41"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"gH", "[", "t", "]"}], "//", "FullSimplify"}]], "Input", CellChangeTimes->{{3.7801360105698347`*^9, 3.780136018941663*^9}, { 3.7801360781852407`*^9, 3.780136079226161*^9}, {3.780136133486212*^9, 3.780136136404976*^9}, {3.780136313248959*^9, 3.780136320943321*^9}, 3.780136882468459*^9}, CellLabel->"In[11]:=",ExpressionUUID->"1ea91100-62a3-4cbd-9054-17eb445a3fd7"], Cell[BoxData[ RowBox[{"fP", " ", RowBox[{"(", RowBox[{"X", "-", "Y"}], ")"}], " ", "\[Alpha]", " ", RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", RowBox[{"pH", "[", "t", "]"}]}], ")"}], " ", RowBox[{"pH", "[", "t", "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", RowBox[{"2", " ", RowBox[{"pP", "[", "t", "]"}]}]}], ")"}]}]], "Output", CellChangeTimes->{{3.7801360159974413`*^9, 3.7801360192834053`*^9}, { 3.78013608017037*^9, 3.780136092027585*^9}, 3.780136137033512*^9, 3.780136261362156*^9, 3.780136321370133*^9, 3.7801366233612757`*^9, 3.780136885844412*^9, 3.780138009695587*^9, 3.780233130713215*^9, 3.780235909611507*^9, 3.78032338294738*^9, 3.780759844691215*^9, 3.78084744610643*^9, 3.783000803526787*^9, 3.792675494433621*^9, 3.7926757410902653`*^9, 3.814430219169817*^9}, CellLabel->"Out[11]=",ExpressionUUID->"a5e10f48-367c-48bd-b152-36371ef9947a"] }, Open ]], Cell[TextData[Cell[BoxData[ FormBox[ RowBox[{ FractionBox[ SubscriptBox["dp", "P"], "dt"], "=", RowBox[{"gP", "[", "t", "]"}]}], TraditionalForm]],ExpressionUUID->"3cc04d42-7629-4197-a95d-e4a564dd815c"]], \ "Text", CellChangeTimes->{{3.784662903507986*^9, 3.7846629538011217`*^9}},ExpressionUUID->"6d967dd4-abd0-4119-90cd-\ e4bc13b89678"], Cell[BoxData[ RowBox[{ RowBox[{"gP", "[", "t_", "]"}], ":=", RowBox[{"(*", FractionBox["1", "Denom"], "*)"}], RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ FractionBox["1", RowBox[{"fP", " ", "\[Kappa]"}]], RowBox[{"(", RowBox[{ RowBox[{"Sum", "[", RowBox[{ RowBox[{ RowBox[{"\[Beta]", "[", RowBox[{"i", ",", "j"}], "]"}], "\[Alpha]", " ", RowBox[{"nH", "[", RowBox[{"i", ",", "t"}], "]"}], RowBox[{"nP", "[", RowBox[{"j", ",", "t"}], "]"}], RowBox[{"(", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"Mod", "[", RowBox[{"j", ",", "2"}], "]"}], " ", "M"}], ")"}], "-", RowBox[{"M", FractionBox[ RowBox[{"nP", "[", RowBox[{"1", ",", "t"}], "]"}], RowBox[{"fP", " ", "\[Kappa]"}]]}]}], ")"}]}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", "2"}], "}"}]}], "]"}], "+", RowBox[{"Sum", "[", RowBox[{ RowBox[{"\[Gamma]", " ", RowBox[{"nP", "[", RowBox[{"j", ",", "t"}], "]"}], " ", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"Mod", "[", RowBox[{"j", ",", "2"}], "]"}], "M"}], "-", RowBox[{"M", FractionBox[ RowBox[{"nP", "[", RowBox[{"1", ",", "t"}], "]"}], RowBox[{"fP", " ", "\[Kappa]"}]]}]}], ")"}]}], ",", RowBox[{"{", RowBox[{"j", ",", "1", ",", "2"}], "}"}]}], "]"}]}], ")"}]}], "/.", RowBox[{"M", "\[Rule]", "1"}]}], "/.", "\[Beta]Sub"}], "/.", "pSub"}], "//", "FullSimplify"}]}]], "Code", CellChangeTimes->{{3.776793605241316*^9, 3.77679383904108*^9}, { 3.776793897856336*^9, 3.776794040877597*^9}, {3.776794071140503*^9, 3.776794231565556*^9}, {3.776794909773273*^9, 3.77679494984461*^9}, { 3.776794993965103*^9, 3.776795187614429*^9}, 3.776795404509162*^9, { 3.776795995279737*^9, 3.776795996976861*^9}, {3.777904205936846*^9, 3.7779042162385283`*^9}, 3.7783516752560797`*^9, {3.77979503165753*^9, 3.779795047751693*^9}, {3.7801362444705887`*^9, 3.780136254107993*^9}, 3.7801363190753813`*^9, {3.780136566527833*^9, 3.780136569194273*^9}, 3.780136876495249*^9, {3.7801379903015213`*^9, 3.7801379967899513`*^9}, 3.7830008009460382`*^9}, CellLabel->"In[12]:=",ExpressionUUID->"e02c602f-2721-44fa-849f-7d29291cbd9a"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"gP", "[", "t", "]"}]], "Input", CellChangeTimes->{{3.780136323785273*^9, 3.7801363286921453`*^9}, 3.7801368841372843`*^9}, CellLabel->"In[13]:=",ExpressionUUID->"fa3dabc5-6a44-460f-a0d2-88acc5b09a75"], Cell[BoxData[ RowBox[{ RowBox[{"-", "fH"}], " ", RowBox[{"(", RowBox[{"X", "-", "Y"}], ")"}], " ", "\[Alpha]", " ", RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", RowBox[{"2", " ", RowBox[{"pH", "[", "t", "]"}]}]}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{"-", "1"}], "+", RowBox[{"pP", "[", "t", "]"}]}], ")"}], " ", RowBox[{"pP", "[", "t", "]"}]}]], "Output", CellChangeTimes->{3.780136329571069*^9, 3.780136626006599*^9, 3.780136884543026*^9, 3.7801380115598288`*^9, 3.780233132502554*^9, 3.780235911225897*^9, 3.7803233839734087`*^9, 3.780759844750566*^9, 3.7808474571262283`*^9, 3.783000806063095*^9, 3.7926754945251923`*^9, 3.792675741146811*^9, 3.814430219196159*^9}, CellLabel->"Out[13]=",ExpressionUUID->"065b1991-baa5-49f8-bd7a-dd10dd764498"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["Equilibria and Stability", "Subchapter", CellChangeTimes->{{3.769874360808661*^9, 3.7698743628952427`*^9}, { 3.780136930606505*^9, 3.780136932785264*^9}},ExpressionUUID->"bd002064-159a-462e-ab91-\ 2dea50f6f0ee"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"equi", "=", RowBox[{ RowBox[{"Solve", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"gH", "[", "t", "]"}], "\[Equal]", "0"}], ",", RowBox[{ RowBox[{"gP", "[", "t", "]"}], "\[Equal]", "0"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"pH", "[", "t", "]"}], ",", RowBox[{"pP", "[", "t", "]"}]}], "}"}]}], "]"}], "//", "FullSimplify"}]}]], "Input", InitializationCell->True, CellChangeTimes->{{3.768919126930578*^9, 3.768919147764244*^9}, { 3.768920321687566*^9, 3.768920332750766*^9}, 3.7698744029477253`*^9, { 3.779795304076961*^9, 3.779795305830011*^9}, {3.779925507659717*^9, 3.7799255167953167`*^9}, 3.780136763171895*^9}, CellLabel->"In[14]:=",ExpressionUUID->"5ce713ce-eefb-4c07-97fc-20560fd3b7e3"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"pH", "[", "t", "]"}], "\[Rule]", "0"}], ",", RowBox[{ RowBox[{"pP", "[", "t", "]"}], "\[Rule]", "0"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"pH", "[", "t", "]"}], "\[Rule]", "1"}], ",", RowBox[{ RowBox[{"pP", "[", "t", "]"}], "\[Rule]", "0"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"pH", "[", "t", "]"}], "\[Rule]", FractionBox["1", "2"]}], ",", RowBox[{ RowBox[{"pP", "[", "t", "]"}], "\[Rule]", FractionBox["1", "2"]}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"pH", "[", "t", "]"}], "\[Rule]", "0"}], ",", RowBox[{ RowBox[{"pP", "[", "t", "]"}], "\[Rule]", "1"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"pH", "[", "t", "]"}], "\[Rule]", "1"}], ",", RowBox[{ RowBox[{"pP", "[", "t", "]"}], "\[Rule]", "1"}]}], "}"}]}], "}"}]], "Output", CellChangeTimes->{{3.768919148557026*^9, 3.768919172556797*^9}, { 3.768920323666677*^9, 3.768920333266345*^9}, 3.768930604788053*^9, { 3.768931040022285*^9, 3.768931057918442*^9}, 3.768940199101582*^9, 3.769509908243046*^9, 3.7696920182156343`*^9, 3.769692108863748*^9, 3.769694365510558*^9, 3.769694620085823*^9, 3.769694658575667*^9, 3.769694734291698*^9, 3.769694922745963*^9, 3.769695004116749*^9, { 3.7696950565471087`*^9, 3.76969507506678*^9}, 3.769695128351123*^9, 3.7698744041193237`*^9, 3.7699697613235197`*^9, 3.769971027915539*^9, 3.7703914601715107`*^9, {3.771936711634385*^9, 3.771936729210535*^9}, 3.771936790910892*^9, 3.771940128911378*^9, 3.772469757067504*^9, 3.772469846104476*^9, 3.772551698721819*^9, 3.7725521254563503`*^9, 3.772566946463825*^9, 3.774263413773821*^9, 3.7743561927010403`*^9, 3.775396468460917*^9, 3.7754060012798567`*^9, 3.775406721078939*^9, 3.775834846241873*^9, 3.775907990973929*^9, 3.7759193611324873`*^9, 3.775999252098774*^9, 3.776011142773904*^9, 3.7760133091791277`*^9, 3.776081699260892*^9, 3.776110221987409*^9, 3.77611043569129*^9, 3.776111157790909*^9, 3.7761646764955597`*^9, 3.776164793755151*^9, 3.776165289611188*^9, 3.7767004149107533`*^9, 3.776795256770658*^9, 3.7767954115245037`*^9, {3.776803851196815*^9, 3.7768038554670897`*^9}, 3.776887666596101*^9, 3.7768901957441673`*^9, 3.777036393602676*^9, 3.777059579580174*^9, 3.777116783909285*^9, {3.77713702183982*^9, 3.777137021988323*^9}, 3.777830215130165*^9, 3.777894118185042*^9, 3.777902254241531*^9, 3.778099944522832*^9, 3.7781092031699667`*^9, 3.7781518842650642`*^9, 3.778152629176421*^9, 3.7783382063871937`*^9, 3.778341953100889*^9, 3.778351640075395*^9, 3.778351680053397*^9, 3.778497759064857*^9, {3.778589997915679*^9, 3.778589998039003*^9}, 3.778592057566819*^9, 3.778693601216159*^9, 3.7786945411820993`*^9, 3.7787740213379097`*^9, 3.7788634607622757`*^9, 3.779289317104475*^9, 3.779367160139653*^9, 3.7794520531510487`*^9, 3.7794522209917507`*^9, 3.779623946525662*^9, 3.7796270650138817`*^9, 3.779629734412105*^9, 3.779642672767144*^9, 3.779709416478009*^9, {3.779795052712562*^9, 3.77979507127676*^9}, {3.779795298520377*^9, 3.779795311980034*^9}, 3.7797957965734673`*^9, 3.779922890714575*^9, 3.7799231443212967`*^9, { 3.779925512201743*^9, 3.779925517661141*^9}, 3.7801367638804293`*^9, { 3.780138006889429*^9, 3.7801380173898067`*^9}, 3.780233120830432*^9, 3.7803224087417707`*^9, 3.780322444302356*^9, 3.780323380753285*^9, 3.7806907114966097`*^9, 3.780759844469548*^9, 3.7808436849638433`*^9, 3.781022905850556*^9, 3.78103021452061*^9, 3.781260643264483*^9, 3.782063156790491*^9, 3.782073899511023*^9, 3.782094135122169*^9, 3.7821326004779243`*^9, 3.782138869981341*^9, 3.782139607690259*^9, 3.782218094576272*^9, 3.7824776201930027`*^9, 3.782488197606687*^9, 3.7824884157470627`*^9, 3.782496524532044*^9, 3.783086864020352*^9, 3.7830925083252077`*^9, 3.7831027213248043`*^9, 3.78316838361129*^9, 3.783184616196753*^9, 3.783185163421812*^9, 3.783198278808337*^9, 3.783253681761503*^9, 3.7832554038411922`*^9, 3.78325621202787*^9, 3.783257505982457*^9, 3.783284289626892*^9, 3.783288844097393*^9, 3.783288910151153*^9, 3.783288948435515*^9, 3.783295690201085*^9, 3.783295761422216*^9, 3.783333344190289*^9, 3.78333451609445*^9, 3.783334676907406*^9, 3.783335480098844*^9, 3.783336665621498*^9, 3.783867499624673*^9, 3.783868908784128*^9, 3.78386907542467*^9, 3.783871694764893*^9, 3.783880674983218*^9, 3.7842921299879017`*^9, 3.784663088795575*^9, 3.789322267058919*^9, 3.792674753797944*^9, { 3.8144302190977497`*^9, 3.814430222545732*^9}}, CellLabel->"Out[14]=",ExpressionUUID->"5006ca3c-c736-4d5b-8824-3900ccd6f850"] }, Open ]], Cell["Stability of polymorphic equilibrium", "Text", CellChangeTimes->{{3.784662981799427*^9, 3.784662989743167*^9}},ExpressionUUID->"fd152d39-cfd5-408b-b38a-\ cf662b6c31f9"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"jMtrx", "=", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"D", "[", RowBox[{ RowBox[{"gH", "[", "t", "]"}], ",", RowBox[{"pH", "[", "t", "]"}]}], "]"}], ",", RowBox[{"D", "[", RowBox[{ RowBox[{"gH", "[", "t", "]"}], ",", RowBox[{"pP", "[", "t", "]"}]}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"D", "[", RowBox[{ RowBox[{"gP", "[", "t", "]"}], ",", RowBox[{"pH", "[", "t", "]"}]}], "]"}], ",", RowBox[{"D", "[", RowBox[{ RowBox[{"gP", "[", "t", "]"}], ",", RowBox[{"pP", "[", "t", "]"}]}], "]"}]}], "}"}]}], "}"}], "/.", RowBox[{"equi", "[", RowBox[{"[", "1", "]"}], "]"}]}]}]], "Input", CellChangeTimes->{{3.7801367933612432`*^9, 3.780136845825466*^9}}, CellLabel->"In[15]:=",ExpressionUUID->"52cdb099-1bd1-4f6d-85ea-ccc9adf40273"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"fP", " ", RowBox[{"(", RowBox[{"X", "-", "Y"}], ")"}], " ", "\[Alpha]"}], ",", "0"}], "}"}], ",", RowBox[{"{", RowBox[{"0", ",", RowBox[{ RowBox[{"-", "fH"}], " ", RowBox[{"(", RowBox[{"X", "-", "Y"}], ")"}], " ", "\[Alpha]"}]}], "}"}]}], "}"}]], "Output", CellChangeTimes->{{3.7801368410743437`*^9, 3.7801368462480907`*^9}, 3.780136890387558*^9, 3.814430222663821*^9}, CellLabel->"Out[15]=",ExpressionUUID->"df412ac9-fb39-4d6c-abac-8c418ea66c41"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"Eigenvalues", "[", "jMtrx", "]"}], "//", "FullSimplify"}]], "Input",\ CellChangeTimes->{{3.7801368482490892`*^9, 3.780136866845429*^9}}, CellLabel->"In[16]:=",ExpressionUUID->"d86d00c0-0a9e-453f-861a-79a7303e8d24"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"fH", " ", RowBox[{"(", RowBox[{ RowBox[{"-", "X"}], "+", "Y"}], ")"}], " ", "\[Alpha]"}], ",", RowBox[{"fP", " ", RowBox[{"(", RowBox[{"X", "-", "Y"}], ")"}], " ", "\[Alpha]"}]}], "}"}]], "Output", CellChangeTimes->{{3.780136852877364*^9, 3.7801368918073187`*^9}, 3.8144302227002583`*^9}, CellLabel->"Out[16]=",ExpressionUUID->"052e730f-d2b6-4f50-a23e-f6005fcfca95"] }, Open ]], Cell["These eigenvalues are purely imaginary.", "Text", CellChangeTimes->{{3.7846629924524612`*^9, 3.784662998332233*^9}},ExpressionUUID->"c51fd3e2-52e5-48ad-b920-\ 4046dc160c61"] }, Closed]], Cell[CellGroupData[{ Cell["Numerical Integration", "Subchapter", CellChangeTimes->{{3.769874464553816*^9, 3.769874469352655*^9}},ExpressionUUID->"1376d227-5d8e-4ac9-a358-\ 6940e7853630"], Cell[BoxData[{ RowBox[{"Clear", "[", "nsolMoran", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"nsolMoran", "[", RowBox[{"pars_", ",", "inits_"}], "]"}], ":=", RowBox[{ RowBox[{"nsolMoran", "[", RowBox[{"pars", ",", "inits"}], "]"}], "=", RowBox[{ RowBox[{"NDSolve", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{ RowBox[{"D", "[", RowBox[{ RowBox[{"pH", "[", "t", "]"}], ",", "t"}], "]"}], "\[Equal]", RowBox[{"gH", "[", "t", "]"}]}], "/.", "pars"}], ",", RowBox[{ RowBox[{ RowBox[{"D", "[", RowBox[{ RowBox[{"pP", "[", "t", "]"}], ",", "t"}], "]"}], "\[Equal]", RowBox[{"gP", "[", "t", "]"}]}], "/.", "pars"}], ",", RowBox[{ RowBox[{ RowBox[{"pH", "[", "0", "]"}], "\[Equal]", "pH0"}], "/.", "inits"}], ",", RowBox[{ RowBox[{ RowBox[{"pP", "[", "0", "]"}], "\[Equal]", "pP0"}], "/.", "inits"}]}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"pH", "[", "t", "]"}], ",", RowBox[{"pP", "[", "t", "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"t", ",", "0", ",", RowBox[{"tMax", "/.", "pars"}]}], "}"}]}], "]"}], "//", "Flatten"}]}]}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"Allele", " ", "frequency", " ", "dynamics"}], "*)"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"pHsol", "[", RowBox[{"\[Tau]_", ",", "pars_", ",", "inits_"}], "]"}], ":=", RowBox[{ RowBox[{ RowBox[{"pH", "[", "t", "]"}], "/.", RowBox[{"nsolMoran", "[", RowBox[{"pars", ",", "inits"}], "]"}]}], "/.", RowBox[{"{", RowBox[{"t", "\[Rule]", "\[Tau]"}], "}"}]}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"pPsol", "[", RowBox[{"\[Tau]_", ",", "pars_", ",", "inits_"}], "]"}], ":=", RowBox[{ RowBox[{ RowBox[{"pP", "[", "t", "]"}], "/.", RowBox[{"nsolMoran", "[", RowBox[{"pars", ",", "inits"}], "]"}]}], "/.", RowBox[{"{", RowBox[{"t", "\[Rule]", "\[Tau]"}], "}"}]}]}]}], "Input", CellChangeTimes->{{3.7689205005665417`*^9, 3.768920575118875*^9}, { 3.768920677702635*^9, 3.768920711815627*^9}, 3.7689208180859547`*^9, { 3.769692156365423*^9, 3.7696921607306232`*^9}, {3.771936800820734*^9, 3.7719368019820623`*^9}, {3.775405846206279*^9, 3.775405846517671*^9}, { 3.784663071203328*^9, 3.7846630786907873`*^9}}, CellLabel->"In[17]:=",ExpressionUUID->"d6dad2ac-8dd4-4457-8aa6-c45662aa77f9"], Cell["Parameters used for Figure 1", "Text", CellChangeTimes->{{3.806086767898521*^9, 3.806086796719483*^9}},ExpressionUUID->"e99beb40-2d6f-40f6-9c5c-\ d246f8e0e983"], Cell[BoxData[{ RowBox[{ RowBox[{"TestPars", "=", RowBox[{"{", RowBox[{ RowBox[{"X", "\[Rule]", "0.8"}], ",", RowBox[{"Y", "\[Rule]", "0.4"}], ",", RowBox[{"\[Kappa]", "\[Rule]", "100"}], ",", RowBox[{"\[Delta]", "\[Rule]", "1"}], ",", RowBox[{"\[Alpha]", "\[Rule]", "0.2"}], ",", RowBox[{"\[Gamma]", "\[Rule]", "1"}], ",", RowBox[{"fH", "\[Rule]", "1.3"}], ",", RowBox[{"fP", "\[Rule]", "0.8"}], ",", RowBox[{"tMax", "\[Rule]", "1000"}]}], "}"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"TestInits0", "=", RowBox[{"{", RowBox[{ RowBox[{"pH0", "\[Rule]", "0.55"}], ",", RowBox[{"pP0", "\[Rule]", "0.45"}]}], "}"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"TestInits", "=", RowBox[{"{", RowBox[{ RowBox[{"pH0", "\[Rule]", "0.85"}], ",", RowBox[{"pP0", "\[Rule]", "0.15"}]}], "}"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"TestInits2", "=", RowBox[{"{", RowBox[{ RowBox[{"pH0", "\[Rule]", "0.7"}], ",", RowBox[{"pP0", "\[Rule]", "0.3"}]}], "}"}]}], ";"}]}], "Input", CellChangeTimes->{{3.76892041850359*^9, 3.7689204537710342`*^9}, { 3.7689207372735367`*^9, 3.76892075442143*^9}, 3.7689208574548817`*^9, { 3.768920928721299*^9, 3.7689209353277073`*^9}, {3.768920976184866*^9, 3.768920993112384*^9}, {3.768921104296427*^9, 3.768921106693696*^9}, { 3.7689402213278418`*^9, 3.768940222991053*^9}, {3.7689402871616087`*^9, 3.768940343637711*^9}, 3.769510081401516*^9, {3.769510115264187*^9, 3.769510124536263*^9}, {3.7695101641049757`*^9, 3.7695102127533703`*^9}, { 3.769510252921756*^9, 3.769510253209345*^9}, 3.7696920575038033`*^9, { 3.769694401602598*^9, 3.769694411089521*^9}, 3.769694465883192*^9, { 3.769694675157681*^9, 3.769694710109153*^9}, 3.769694931159594*^9, 3.769695094777504*^9, {3.7696951420596313`*^9, 3.769695142257966*^9}, { 3.769881196330044*^9, 3.769881205514586*^9}, {3.76994358900023*^9, 3.7699435899510117`*^9}, 3.770130349555727*^9, {3.771940603790704*^9, 3.771940610095541*^9}, {3.775405802342101*^9, 3.775405812524732*^9}, { 3.775405870199492*^9, 3.775405871389892*^9}, {3.775408228279889*^9, 3.77540823485371*^9}, {3.775408348655592*^9, 3.7754083504785013`*^9}, { 3.775408470434168*^9, 3.775408473456605*^9}, {3.775919819380493*^9, 3.775919819518052*^9}, {3.7767952993845663`*^9, 3.776795334556041*^9}, { 3.7767954637490063`*^9, 3.776795495424327*^9}, {3.7767955517565393`*^9, 3.776795585068639*^9}, {3.7771372077379007`*^9, 3.77713722276053*^9}, { 3.7779034688738327`*^9, 3.777903488774675*^9}, {3.7779035781847773`*^9, 3.7779035813962727`*^9}, {3.777904242301671*^9, 3.777904247613481*^9}, { 3.777904277794785*^9, 3.7779044197148933`*^9}, 3.77835166595513*^9, { 3.779367307933427*^9, 3.7793673779460297`*^9}, {3.7802323877046957`*^9, 3.7802323936069183`*^9}}, CellLabel->"In[21]:=",ExpressionUUID->"e84b98bd-1b8d-4ad0-b39b-e4a7ca92c6b7"], Cell["Plot allele frequency dynamics of deterministic model.", "Text", CellChangeTimes->{{3.806086669491942*^9, 3.806086683851872*^9}},ExpressionUUID->"84ccfe5f-2d93-4081-9598-\ 5b53c0c9518b"], Cell[BoxData[ RowBox[{ RowBox[{"DetDynAF", "[", RowBox[{"pars_", ",", "inits_", ",", "color_", ",", "tMax_"}], "]"}], ":=", RowBox[{"Show", "[", RowBox[{ RowBox[{ RowBox[{"ListLinePlot", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"pHsol", "[", RowBox[{"\[Tau]", ",", "pars", ",", "inits"}], "]"}], ",", RowBox[{"pPsol", "[", RowBox[{"\[Tau]", ",", "pars", ",", "inits"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"\[Tau]", ",", "0", ",", "tMax"}], "}"}]}], "]"}], ",", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "1"}], "}"}], ",", RowBox[{"{", RowBox[{"0", ",", "1"}], "}"}]}], "}"}]}], ",", RowBox[{"PlotStyle", "\[Rule]", "color"}]}], "]"}], "/.", RowBox[{ RowBox[{"Line", "[", "x_", "]"}], "\[RuleDelayed]", RowBox[{"{", RowBox[{ RowBox[{"Arrowheads", "[", RowBox[{"Table", "[", RowBox[{".05", ",", RowBox[{"{", RowBox[{"r", ",", RowBox[{"{", "2", "}"}]}], "}"}]}], "]"}], "]"}], ",", RowBox[{"Arrow", "[", "x", "]"}]}], "}"}]}]}], ",", RowBox[{"ListPlot", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"pH0", ",", "pP0"}], "}"}], "/.", "inits"}], "}"}], ",", RowBox[{"PlotStyle", "\[Rule]", "Red"}], ",", RowBox[{"PlotMarkers", "\[Rule]", RowBox[{"{", RowBox[{"\[FilledCircle]", ",", "14"}], "}"}]}]}], "]"}], ",", RowBox[{"AspectRatio", "\[Rule]", "1"}], ",", RowBox[{"ImageSize", "\[Rule]", "Medium"}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"FrameTicks", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"True", ",", "False"}], "}"}], ",", RowBox[{"{", RowBox[{"True", ",", "False"}], "}"}]}], "}"}]}], ",", RowBox[{"FrameTicksStyle", "\[Rule]", RowBox[{"Directive", "[", RowBox[{"Black", ",", "16"}], "]"}]}], ",", RowBox[{"Axes", "\[Rule]", "False"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.775408381282771*^9, 3.7754084299215918`*^9}, { 3.777137049281595*^9, 3.7771371663116283`*^9}, {3.7778345694787188`*^9, 3.777834588788059*^9}, {3.777834646719968*^9, 3.7778346468230953`*^9}, 3.777834892258946*^9, {3.777834937161545*^9, 3.7778349372712393`*^9}, { 3.777902246180118*^9, 3.777902246978504*^9}, {3.7779035274413633`*^9, 3.7779035420373287`*^9}, {3.779367229596796*^9, 3.779367241364506*^9}, { 3.779367414240841*^9, 3.7793674455590363`*^9}, {3.779368692956964*^9, 3.7793686935705347`*^9}, {3.7822182572135353`*^9, 3.782218295189659*^9}, { 3.783867508653131*^9, 3.78386750894366*^9}, {3.783867559997251*^9, 3.783867582469907*^9}, {3.7838677007185373`*^9, 3.783867709690186*^9}, { 3.792675594280755*^9, 3.7926755993763847`*^9}, 3.792675736082671*^9, { 3.814430531730949*^9, 3.81443054197397*^9}}, CellLabel->"In[53]:=",ExpressionUUID->"1384dc68-cb11-45a6-8dfc-863bb7507fcf"], Cell["Plot the dynamics of expected heterozygosity in the host.", "Text", CellChangeTimes->{{3.806086846348922*^9, 3.8060868618699913`*^9}},ExpressionUUID->"2a7c03c1-4966-432a-b03b-\ 71f11de4cb38"], Cell[BoxData[ RowBox[{ RowBox[{"DetDynHet", "[", RowBox[{"pars_", ",", "inits_", ",", "color_"}], "]"}], ":=", RowBox[{"Show", "[", RowBox[{ RowBox[{"ListLinePlot", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"2", RowBox[{"pHsol", "[", RowBox[{"\[Tau]", ",", "pars", ",", "inits"}], "]"}], RowBox[{"(", RowBox[{"1", "-", RowBox[{"pHsol", "[", RowBox[{"\[Tau]", ",", "pars", ",", "inits"}], "]"}]}], ")"}]}], ",", RowBox[{"{", RowBox[{"\[Tau]", ",", "0", ",", "1000"}], "}"}]}], "]"}], ",", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{"0", ",", "0.5"}], "}"}]}], ",", RowBox[{"PlotStyle", "\[Rule]", "color"}]}], "]"}], ",", RowBox[{"ListPlot", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"0", ",", RowBox[{"2", "pH0", RowBox[{"(", RowBox[{"1", "-", "pH0"}], ")"}]}]}], "}"}], "/.", "inits"}], "}"}], ",", RowBox[{"PlotStyle", "\[Rule]", "Red"}], ",", RowBox[{"PlotMarkers", "\[Rule]", RowBox[{"{", RowBox[{"\[FilledCircle]", ",", "14"}], "}"}]}]}], "]"}], ",", RowBox[{"ImageSize", "\[Rule]", "Medium"}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"FrameTicks", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"True", ",", "False"}], "}"}], ",", RowBox[{"{", RowBox[{"True", ",", "False"}], "}"}]}], "}"}]}], ",", RowBox[{"FrameTicksStyle", "\[Rule]", RowBox[{"Directive", "[", RowBox[{"Black", ",", "16"}], "]"}]}], ",", RowBox[{"Axes", "\[Rule]", "False"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.775408381282771*^9, 3.7754084299215918`*^9}, { 3.777137049281595*^9, 3.7771371663116283`*^9}, {3.7778345694787188`*^9, 3.777834588788059*^9}, {3.777834646719968*^9, 3.777834713534245*^9}, { 3.777834750321785*^9, 3.777834792250348*^9}, {3.7778348791331673`*^9, 3.777834907263115*^9}, {3.777834939773139*^9, 3.777834939869025*^9}, 3.777835368733808*^9, {3.777902243116077*^9, 3.777902243414638*^9}, { 3.777902319799857*^9, 3.7779023200459747`*^9}, {3.779367190251185*^9, 3.779367219435659*^9}, {3.779367396262649*^9, 3.779367397143115*^9}, { 3.779367451069097*^9, 3.779367451932087*^9}, {3.779368674243758*^9, 3.779368682206593*^9}, {3.782218314827976*^9, 3.782218332333102*^9}, { 3.783867512402059*^9, 3.783867512971857*^9}, 3.783867549318699*^9, { 3.783867595097321*^9, 3.783867654507793*^9}, {3.7838676882095613`*^9, 3.783867697615703*^9}, {3.792675568441197*^9, 3.792675570625646*^9}, { 3.814430290606414*^9, 3.814430297525206*^9}, {3.814430409588297*^9, 3.814430448156024*^9}, {3.814430536133395*^9, 3.814430539193431*^9}},ExpressionUUID->"3a320717-adde-4aa3-bad3-\ a7ae969d79d9"], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"Show", "[", RowBox[{ RowBox[{"DetDynAF", "[", RowBox[{"TestPars", ",", "TestInits0", ",", "Black", ",", "150"}], "]"}], ",", RowBox[{"DetDynAF", "[", RowBox[{"TestPars", ",", "TestInits2", ",", RowBox[{"Directive", "[", RowBox[{"Black", ",", "Dashed"}], "]"}], ",", "168"}], "]"}], ",", RowBox[{"DetDynAF", "[", RowBox[{"TestPars", ",", "TestInits", ",", RowBox[{"Directive", "[", RowBox[{"Black", ",", "Dotted"}], "]"}], ",", "212"}], "]"}], ",", RowBox[{"Background", "\[Rule]", "White"}]}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Export", "[", RowBox[{ RowBox[{ RowBox[{"NotebookDirectory", "[", "]"}], "<>", "\"\\""}], ",", "%", ",", RowBox[{"ImageResolution", "\[Rule]", "300"}]}], "]"}], ";"}]}], "Input", CellChangeTimes->{{3.777137171011895*^9, 3.777137196881421*^9}, { 3.7778345918048983`*^9, 3.7778346034750443`*^9}, {3.777834649649262*^9, 3.777834651625717*^9}, 3.777902361019264*^9, {3.7779034981444063`*^9, 3.7779035051736526`*^9}, {3.7793674660096617`*^9, 3.7793675223899527`*^9}, {3.782218139086611*^9, 3.782218139924141*^9}, { 3.814430243469837*^9, 3.814430265369*^9}, {3.814430301949779*^9, 3.8144303606804667`*^9}, {3.814430563365883*^9, 3.814430630893593*^9}}, CellLabel->"In[78]:=",ExpressionUUID->"f255afa0-983b-4e50-a4ac-738495606aca"], Cell[BoxData[ GraphicsBox[{{{{}, {{}, {}, {GrayLevel[0], PointSize[ NCache[ Rational[1, 72], 0.013888888888888888`]], AbsoluteThickness[1.6], {Arrowheads[{0.05}], ArrowBox[CompressedData[" 1:eJwVVgs0lVkblsmtjFvkkolITUUuI5mMeaIwOEW6ILdUJEM45S+kXComSgkV uSQVJYpUbiGqyeiiCznfd8759seoQbkNSsX/zV5rr72etd+933ft93mfdy/Y HuYWICkhIXGWm/+t2ef/GwRP2/4bNBp/5U9bXSHwVUmtuzJBI+rQOn3DCgKr 9vvaL/SFyNU10Q6oJ6hQu1ZosUGImuJpZ/YxQdiBKP/Hh4XQ/lSyL7+dICU2 qmxPuRAP1k/knBMQXJIK89RghGif3LmolSWYmXs9q1xZhDn7dapN+ggeD8ss 11krwqG8Dv8nQ5y965DLhv0i6BUfDz09TlCQx6OMr4vglKGYfuwLwakDs02K xCJ45kw0X5km+L2Z5Z9VFeNRx1f+kCSLp5ktPiOOYkQ+/Wi2XYqFK0/+eO5h MUYevNH6Is3irHXShvgqMWSz9Y/WyLAoHEqYPNovxsb5XeoFHI52oDufKDF4 rZgxdp2z19X1dnqyjIHx88YdopkseCMWu6vsGSx85Gpmyfm7NTa6NcGfwe5+ +101UwSWpp0bFh5ksCpPb0fgJEEOb092WhaDI/0a49ZjBC92GF2/d5PBumBP 9TWDBFNKBbMzWhl8iHZ3PPCeIMCgMnVuDwNPqs2cYQhCCvLVVnxjMPHqQnfs WwK/2uq2HjWC6o7NfZueE/AbI+znLScYRXBv0EOCQn8tnWd2BPkvJavqawg2 Jijqj3oTBHeZ97qXE3geG/4rbi+BeZ7tkl8uEQxqFt0L/YPgep+ZdVgWwcHC qMybeQQKQYPR48kETc/NqldXEuyKsEvvjCZ4q5k8oMblnZdltkIjhKD+/cTk Yi7Pzodu7r7P+dFPf6gRNkBQmzN6/wWPoDFcwabnG8HpMsGLzb8QnKxvPhKn wGL0t0ObNy0j8B88omk9n8VHV92UV5oEbeePq6gasehx/I4WyBDcvqDwZnoV i6Ye3zsRYwyiawLbJh24vPJ96HyWgeWbpd9JbGKx7smWbaHPGWwd3Gg824+F 1QzKna1lQJfwFDV2s8g1Sp6QLmawnREW6/FZGIQwf3afYeARy/t7cTS3/y19 R/xhBqmKMtTCeBZf2oIC3gczOKFjXTE3iUWDd1LBgi0M8iLbPb6ksPCML5Ow sGEgF2Bo2Z7GYi1vGX+5IQOZu8/rstK5+DUzR+aoM7iybGmLUwYLm7irpwZn MHBtLRkf4PDWfXp3MrrEWFr7UTmWw6ZPDB5uLRfDptL98yR3PsDsld+ao2Jc 8r0TsusUCy3l/sRtXmIk1hbHNKeyuBhhadxiKkbVuyYrpWQWaqsvmMbJiiEz MuXrksDi6iqP2Ve4OukOm2GTGMNi33EDC4e7Irzs/2BXtpfFn0d15SPTRLCx cp37KpiFc8z29auDRLhs/vrXsW0sWBvJjGobEazkLsdobGHx6GV4+PA8EewG Bs+sdmIRW7L59cS4EL8EvVPmW7N4Zpg4i34pRNoSL50KYxazZBQ9bnA6IHV5 d5/UAhZJ0snvo08IURXv2MhXZnGo9KLALUSIeGNCpiRYdKR7VtryhNiVPC55 i6uLLtvF4+5GQlxt/dKZJuT4NiQhyFcUIjU6162wlauD2BTPRaM0hhZvchq6 QzDS5LtgopMGM5bwKL6QwG5OYP0P92lIH0zr8T1BIFnz+XzRZRp/BF/kn9rP 8XWPXFrmSRrF35ec0fEnoPrm+k8eoHGgPSVSzYmgPFX2MbWTxpzbEu0xZpwO 5tZds3Gjoa16oMlbi2B7He/9TzY0avVvBD2YQdBR+ia02pRGviDX6e57Bv16 fQvf6tMo0ilYb8/xUtDc3ZupTkNZo8w/uoqBzzK0TsjT6NReXeqbw8C7vbR8 xkwaf7dnXJuKYxAW+pfX3a8UbNN2iQMCOT1QL5qeN0FhcUx8X74zg4vFjyNM Rym8CnUuuGfCICdikfvnIQqdmp6CWjUGUlesPu7jcJtBy3jwmBidm77JFg1T 2Ca/l93eIMbE4R0/HvuXws5gfZf9f4hhpiNO0fpM4eQCA5XGjWKEl3TM9pum UBayt2nTfE4vo/2kN8jQKLP41sb7R4SZtTqVH5Ro1J+RvNBwW4TAFNMpE20a NVPySi1xIlD59JK5S2hEVFjdCF/H6bfjot/PraSR4ZE3RmmJUFXcTt1yoJGd 6NYw7x8hZPMXJnt50jgcFiRvd08I+kQJ/2QIjSpf/TchyUL827p11Zp4GnVK 2Y+uenK86C9WjjhLw9ury17OUIhZKnsYhXLuPm+HnUXTNA4d/9l1zp/c2vB6 OOU1l2efqLd7WRp2vM2h7ddo/I95l24wRcPLUFJ4NIFGy8O6bT/ME6Igq0u6 xouGW6CvrMvPQnyVu41YCxouF8nEDQ8hHEzNtopUaIQHrAw2ihKiJ7anu597 ZzfeD9kN2UJEZif8XfGCQmzyGv6WeiFWZIYwqKDAfP/hZjfXB38sbFDIz6Rg KeOzwkNKhE/sP9pUNAV1E43zRUtF8H1ZajTlT8EwM8a12lWED90X56k4U1DJ c1Y/xvXFkdZUUx0LCr2a68Mn80RIXL/HxEifQvVrrSapxyJYp7ufXqNC4eyw GZs1KMIFnTwEfUfB4WfphAsaYvAH7uQWjAvgqm+5SspWDGPXkUfD/QI0/dpg 3/C7GPbmO3h+3QKcS/BqvZcpxslzGisHaAHOfyqgxBxvrvfKO+W85faV0wP0 +sQYaiaNoR0CyHnqLVo5i4Hqp59cdnK46euaux46DHQLj0Qe5uyz0msFIeYM LpU+U7vP3Vep++BEsCODz6F3Ns/n/MlU+jz9zZeBeam5ex4XT5cgs2iKz+Cv sL61Vly8snf5zolJDOb4eBcMSVLI9dCb8YyrG7fchU3VyhQGVi6W7ShnoE6M 3pzWo6AkDmHTmxnYH+zx4a+g0GSbtPZrB4Mul2ZmoxOFjMglPXJ9DGo9e8XL ufe2ejc/o/Irg0DRR8svURQkjVXPDisQKH6b2VeWQeF2gJpjnS7B6vyQbNyi UFuqKifP6UJbrwUpfE4hqaEnvcuW+z+Fx/3bNkjhnqqf/PyNBK0tSrdvKtP4 Py9I5Vg= "]]}}}, {{}, {}}}, {{}, {RGBColor[1, 0, 0], PointSize[0.012833333333333334`], AbsoluteThickness[ 1.6], GeometricTransformationBox[InsetBox[ StyleBox["\[FilledCircle]", StripOnInput->False, GraphicsBoxOptions->{DefaultBaseStyle->Directive[ PointSize[0.012833333333333334`], AbsoluteThickness[1.6], RGBColor[1, 0, 0]]}], {0., 0.}, Automatic, Offset[14]], {{{0.55, 0.45}}, {{0.55, 0.45}}}]}, {{}, {}}}}, {{{}, {{}, {}, {GrayLevel[0], PointSize[ NCache[ Rational[1, 72], 0.013888888888888888`]], AbsoluteThickness[1.6], Dashing[{Small, Small}], {Arrowheads[{0.05}], ArrowBox[CompressedData[" 1:eJwdVgk01dsXztANIUIUGoRKQiWK6pMQkkcpQo+QJCpd1SN6SWRqUL0KJUJp MlWmVCjlmrqjIcOd7+9eEhX1KvK//7fX2uusvfY+e++19/eddRYFHd6+T3ba tGn3pfr/M/Q/EWH1f8LABac7fyJThHu2cb6HmhiwcB0YKKsRYdPSFPvWPUwk hZuvesoWId3p8nKTCSYU7njkb5Yj8ISaOB6UxwJJQt/ma0hgosdy3MG1E+/+ Lpk/Zk8AZvzcaz868dP68COVAALTptSttUq60JjovrTwL6k9k2V0bH83yvQ7 XZ9dJBAp7ovZa9SDC/+S7VFIwJhSnx5H9CCUVJFrV0ng06RbcODjD3hQq2Nf 3UTAz2i+3u3jvZCjjHkV0Qn4yERHvbbvw+VYH6sZ/QS2nBxjear3I8tT42i/ QOpPVTpK4fYjRT25dskggc1u1AOFTwYw/7R9j/AjAZUNc4/6JrNRnLj9ufYw gcdZGcFlphy4TvP2fyGND0zo1ppzjYO3LutpnUICurVxNJ0pDhbdl3EOGSCw Ud5CN3o/FwOtl5VCmQQKPwUKBB1c3MiPT+l7J52Pd2akyRoejmwk+zRXE7h8 V8uLlM3D3rlKW03uEYgprbq0YZKHyGevyXJXCJjXl92/8Scf+gGXzXfGEXCz zm3gv+BjmvzGLYuCCViRjItG5gkw8rRbcmALgQvkxSqZxwQIzPRtXbmMwHCO 5s78dgFYpvud4xQIcFJNm38bCLGJr+K1TShCUYlyVfoxISJuFD68/0qEpIYR dfMmIfwXJn2+dl0EWpvPfqa6CDqq8pd0I0Xo/aeiLtxPhGVH1q+BnQgqsY7f hPkiuK5ud1OSxpXGvDq0Xpp3LFXIT2YL4cp+tOCAEYGE50n1rx4K8XCJ++uw IAKzHl+81CCta2V09IftTQJ0m/r2rA1CeO3IrRNI97ikfPSrt5wQ2hvv8veT xCDuHIlXfidARE9DWKuVGNsMGFRKigATnjUq2iFiTGpq3SpwFkBGnnJqxwUx zpBK7UpJAsjvKnBOeyaG0qfscrnXfLzwj0pr6hFjluOazTXxfHxS3Fcw65cY ERf99Qet+KjOuz2TPFeCVTXTyeWfeDB3a9b/aSmBntO2QNMiHrSuvnhdsk0C g8d69X/58iC7/G1+drAEu+e88a1U5cE3wd/j7XEJSFNRCdMbuXgfK1CyOSfB 67It7eeiuTCwNhiZuCqB9VPyQIAxF11plqOaeRLo3B58UtbFgYUucepcsQTs oTH33BQOhhSPGfiUSDBSmMxzW8eB57kXjNRyCWRGMn81MNgYCWjSnV8hgXqc Se5vSzYudZf+1CyTIOo5RyHr2gA8Yi8TkQ8l2MnRFvT824/f5hIX40IJ8jWz QxX9+xGxOXPQJlsCJY2rjw7V92HUMMv13nlpf5FjY+7GfciuPXVi3ykJTJbr 938634sLFG+twxES9DV5sy5+/4B5dk+s6rwlcGKfnYoK/oC+dWfIDnYSbM2P 1mXQenDi/dS930YSPKnTdhu278G6s2oER0ECgaxqxY/KbhSnN8zjisWwefGw ztSsG3FzO9vHmsRoYzUMVhd3Ybt2VIp6nhjxsucH2o27EFjOmjQ9IYZgZUbt teJOqAmVzm3YKkZ4RXXyBrNO9JL0q9fpiVHtNOFBVLFw6Eb207lS3o7TgyYq HVkIFRdmdD4lcO6+ckdbFxPuK9cXhEt55S6XUexwiAnmU7odw46AhkvFsXWK TJjPCI1UlSVwPPIXv6GYAUuZ1iXz60V4YmL64IsbA3sTFr4knRTh15U75wfG 6dhhnDXasUoE2bXurKsFdGjzDk6dIaS4NltJMtxFR7rlnByLLCFEO7xar6vQ 0dS33GZoixBZiw/F/aTQkFRtkUr5KsDH2xW5Xuk0LHv0cTdxU4C39LsnHnvS 0OhWTg7ZLECy4OGokj4NvzlKyfsIKY53JHKjhqnoznIq1Ejlo8SKsVrUSMWJ udWON5fy4dY4NRZ+i4olJLPwlW95UBgKuiYbT4WWx4oShSAenloc45XspUJf vv6L3wQXpwfdHaK2UkE0v2nZ/w9XiouuMlcbKrJ8X/4RsYKLW6VeAlszKrxk t+56+IYDfz+4OC6hovLvAPkDfhw4VwiN9xtRoVdkks3ks7Ho29mk/KVUsHde aZKosVEeuslzzIKK2vHDzJsbB6DK4K0O2EjFRQdvtROR/ZhMWl3J9aDCMcNo 7rTcPvh/sJA/GUZFfRHMaqm9kP/bTcckiYo9q0rJhqReuAv8A4fvUqFZ9bP3 2cYPYO0y/NXYTkXwcYLHie1BYu9Km+IfVJCXOfBVnndDbmnflywTGjpGPE/f nurCjrwK3pVAGnzYmTuGnbuQTDadmZlDQyxDz8T5eif2HDmomN5Lg3Hr3g/j gyzUfo85ELuQjot53NuWDixERv2lvCucjgdOZ3PXFjBhGsb21qih4wsn8vMK BSacCoLaipQZILvrya0lM/DD+PDn3yEMpNSp2hwV0LGauXCTaiMDpZ8pX0f9 pPc0G8vrFzNxy85rekMPDQMO9DkyaUw4BruKJHtoOPg8elXVGBO2kdMjI8RU bPbyy2sOZmEoXve6YwwVHjLR4dpdLLjs4UxGqFEx2yC8JNG9E9227Rmlfu9R WJfYJqZ0IjbT3Hr4TgcadnNmLHLpgu2CnJyj39pxdK3MHtm2LjipLjSet6sd /pVVWwK2d+Obk1bU84Y2tNsXvFXo64YJ6WTCinVtOKw2Ktca1oOMFH+yU10r EvlrTh/5twe6UaSKPtdWkGcr9b9Kk74XlfNIzYIWcK4ZDscv6AVXbBnCTW2B QojO6ojKXlQb1S2ebtMC4/sFca5/9EHXM65OfZyCz7tnT7IkfRhwTh2V1FIQ I1oS0pLUj8czAi6T0ymgDPhd4RoMYFWe4cGsUAreTP3cwKwfwIqJeGtXNwoK 3Tpn+wawMaqS+jJmPQVpVaGzTH6z8XrnSMJCawr2ZuhEx7tzIFgws9tW6tf3 mFXQcIuDwLX1ER1bKUhgQePFRw423QpxZO+jIKk0LHerLRfGU1bTT6ZRELVx cYxLKhedC/3eltdQEEZexLvSycVY6ZHz2V8p+FNp5A+FxTxYTmwr2La2BZHx OaeSDvGgLPOrXXyuBTcM35wYquaBHFQ4eZ7XAsWTVTnzZKW8/fxLK9C5FVYy QyfHXfiY0xXhmlzTil7x6ZKAS3woZnyYscyqDbHKM3M3sPh4fGDN9aiXUlv+ TMBxHQFct3RQUre3I32vWdbn3QLciQ5blvOlHVc3iTNvZAmg5pT2rT23Ayk1 Ud93dQlQN/jPPifv93inf4aloyGEk73miIYqFco+pPQ2NyEM4hOOvDtOlf7T 9BYEnRVCf73i2WYhFSvdOHotNUK8PK4qHQENzSuKcr9/FEItfCye3klDzKVN Nwb0RbhQNWTf50PHmWRTCdlNhAcVxc7ruHT8D0zVWi4= "]]}}}, {{}, {}}}, {{}, {RGBColor[1, 0, 0], PointSize[0.012833333333333334`], AbsoluteThickness[ 1.6], GeometricTransformationBox[InsetBox[ StyleBox["\[FilledCircle]", StripOnInput->False, GraphicsBoxOptions->{DefaultBaseStyle->Directive[ PointSize[0.012833333333333334`], AbsoluteThickness[1.6], RGBColor[1, 0, 0]]}], {0., 0.}, Automatic, Offset[14]], {{{0.7, 0.3}}, {{0.7, 0.3}}}]}, {{}, {}}}}, {{{}, {{}, {}, {GrayLevel[0], PointSize[ NCache[ Rational[1, 72], 0.013888888888888888`]], AbsoluteThickness[1.6], Dashing[{0, Small}], {Arrowheads[{0.05}], ArrowBox[CompressedData[" 1:eJwlVXk01QvXVhEhUrpulFSuV1KKKNJ5UqjkhpKpMhTJkKFuSUVeFBlKhUqU ecyQIYcMxyzzPJbpcMbfOSWZLvL5vm+vtdeznn/23msPz95xxfWc3WoeHp7u Ff9fVPk/Y+P/sQruMjztSdZscEtIvkU3qnFtvXmAezAbBsVz9QGlNTDz27Qm KY8NDk1SynpXHXIZiTsM+tl4WHPdg/u+HnbnSdXei2xskXn9qUqlAWH0pozj 2wiY7T50wWC4Ef1NaiZpRwh0ig7M98c3Y3Nb/zDFlMDZVzEHHnq3IsDCixXp TkCyYVZKvKgN9o8kfQ4/IcAq0OSrKmuHabDk4sd3BCZn1l9Y29aBjZy2GZFc AheatRs8iE5Q5fqVLaoI5I++Dn+2qRsdSjYhMR0EusL7chO0ezC47hxrdJjA u7AhcYZ3L95aa+1XYhPYQ7rj5VrRh+4/6pRDfhEwtHO7vVdoACqcfdm/FwgI mTqbzlsM4j8zqtrBqzgYUq/d/CL7K0QSExxU+TjQJTdlxPMPge3mdXN5LQdu D4fv1tkMY1NWxgPWCrdc9Ylz2nIEQge3e87wcrCpTElbX2gUobGd+3auxNs+ kPn5YOEodvbtPeS0ki+BFMo2shnDyCmtheYpAk/Lgw/8K0DFHI9NpQ6LwPod LuJPM6lwrztR1DREYKquU+/e2XFcuRT362I7gaNRm5vV2eNodTl9k11BYGHa edTUbwItn49p3MwhkG0+lOv6Bw1Xr2VZ0aIJXLT5eXVvIg3UkTV8RwMI/HhB lTJQpCO6Ts7P0ZVAuxz/r/gsOhTCJd2vXCCg15orwr+HgcN5Vz5KqBM4YWjp 7BDHwF1H2agHkgT8vHaTasSYUN0Ww+c3z4bDsyydnQ+YuPTb22lrDxukbdPf X44wQbb9LaCRw0ampkqNGliwOPFzrimAjb9zqnWVXrPQOEiyr73EBj9FpjmN zYKkiPcbCSU2pHx8bvSosxEw9ls/9zcLi5t/v2T5shH70v5tYCMLEZFWE9vq 2BjRi/QKjWBB81afYvpaAo5rrmfkX2KBSwlUbNAiIO2rKDYlw8JP+dZ88l0C JnofJ0hjTFg7manmZBCIe3Sn9VksE2M8aYKsAQLyu9NvDl9kwqIxnhazMtd2 DVXe3eJMuIj9mlqlxME9PZFHjl8YSOo9GXfamIOIYeFXCfcZeGWRQEm+w4HR /J93exUYmG41yDoZyYFUZ/AWoV46pJTdVMzzOJCdZRec9KFDby7agLeFA2/J ZNXXcnQIHf750o3GwZs2k0zhBhrSqtU8KhY5MJY7F1ToSAMsbqf8KcbF0lWT tVkCNKz5pdAQsYuLOHd3V6HECZg5pekZH+Ti85u2nYTmBOh8AaMuJ7joNPOz de8cR6ewgtSSIRf6P0m9FPtx3LfqKdh0mQtegnNq1b9U3HVTLqq158I/KsHY KoiKIA9eLzl3LmaEdRLXbaHCZbz1Xy1PLszP7d1wIHkM/PXNFDkfLlpSXJiC ymOI85jfNPxopZ6QGyrNJaOoD7BO/SeICzHD609zdEfx3NlrlBvKhdedPS+/ t47gWuLDnnNhK/XKqGrVmI3gqlHulqTnXCx/6aUPVg4jULhSn77CS7wL9fW7 htD2pbR1ywpPt1ksMqZ9wz7hCdqRZ1xIfxo/5Dz/Fd+3WPaeDuEivu2S8DqR ryiK9z+PQC7qrbZqv5MdxF8qB79v9uPitI4B+83RAfzl9aOx+gEXhQ9O9lw3 78fbFE7g8dtcaE9Ixrre7UOq4+h7X2cuxEOW9EXe9iKdT2r2zhUuUrMtDeMq evDq+rdTG0y5sOC9kepJdKOKV+ndET0umkZONExIdeOYbenBiSNcnPmZsEnR sAt2tS2UmT1cOIWFxAc+6YToCd0EE0kuLIPCIlTrO5C0We0Nay0XsdGiCjbC HTjuomsRPslBs/BGexWTdpB8HS+rDHDQ3X7Wsy2pDVUVYeQkCgeGHm+GY2da IWjBX1udyEGq8EzQ88wWnKI4111/zMHSxGPnMLdmLLywlLW340Dsxs66NDTh a6KdyXMtDnwWclfTJRuxt3BQjizJQblCjLfW6gbgCd0/9QeB8ow+ifTpemSd kj66d0V3j/OWBa6frsNJXBbf8ILAXMwc6QxPHZ5l9bRJXCbQL/1kGBK1qDj1 Lk1QlsD9x9dPVarXrPwd/ZlMGhv35RNWx9tXw3/NELs2kY0dCgqRmbFVoP3d 0y1pyYb8etrbrPFKED3XN7tvZGNt1H/POqtUYsfqvJyXFSzY0dWlM0MqIOFp 9fNvJxYyR5hRqj8oaOQTirolygJpt7VGw2UKImamyYOZTJj5hh60Si/HZGT+ bVtdJkp+r3I1+VCGPq752dk+BjxUHs2vrSiF8HY1wUd2DBzaYCa0mlECQev7 G0QIOvKE7uUNypSAUad5660zHRs+rKPuc/qMCX9VGT06De+NEjZE1RZDQakp 7dglGryVPIOrlYsx1XwjsKRxArwSDn3m2UUIvXLjFZ/aBEwf/1EmqlkEbR2m 0f234zj5b8VSbB8Z4f9o8QUuUnE919Gx058Muf6BZxnmVDz8s7/05jEy9r6d NHDLG8MM3765C0JkZD467+suOIbhBbL6xYlCpFztPX/eahSu9cwdTi2FEE8o 4a/OHUFSNDPnTm0hrEeFozz4RhBxeMjTs7kQbe33e/RyhlDwhQjxoBaCh731 4TrTb+D9MdnsLUAGL5+MfjjPVxziPutJ1iTDaNN6rZNZA5DnSw8V9SFjo421 vKtNPwILpaWoHWRoZEcmQKoPwdlO78+rFoGm5ybU9bUHmuVKktEpRRDx8XXY ndKNR+47FXkUitFI5SFL3u/CnpYuv4aSYtyjVizZmnfisLKa2lnrzxgxi3v/ 7ngH/JltMePiJTj78fVWHGrHVLBYBmegBJStQSrRh9pQPK5k0ppbClMpf83u gBaUHV7e8Su6DKek7XYGkZswG5fi0vimHGlzu40NVzUC9yz6qcYUMPbLtk3b fIGPg65gNo2CbKb1y20DdbAb9ovz9a3A9Ifebm2HWtyyS9gfJV8J+ddX55pF ahBZH8XY31+JE+WytctfqrDmgMSCT3gVyHJT/aJRlThfMrxcaVGN0w98Psh6 V2D7r6IlRcUaqPnRlS7epiDJLkP9p0AtYhVmi8OXylDvn2OrNVmLk8vhz9er lEKTF1Y6Eyv3NJdtqPfkM9TZXMWdE/VQYgYw7v8uguWuox0zP75AooguPBhG xjme13r9Ao3wyAzqyyEVwlhCktun2ITaS1HW59d+wuIeLdd/LzXjSFJo0V5a PrJS7CLU37TAwEjduORrHowkzZMej7aCdPqjz3NGLqasz2+hRrXhw+WuJGOB XDhuXWQw9NrxtHfUh6LxESODxxKLeDoQWVPml+adg5fPy8+plHRAd8ps51RS NuZbc433e3VixnVgSe9GFubtHa54n+jCpESYTYhRJvS+vtvGEOlGivPZ1nnD D2i9qK6yf7gbBQ8dwpcdMnCzXOWHSH4PuHuYeXibDv5jWS80QnvhFhJpfo2a htNz0ZqWjn2YHfhSZaqVBtfzCcnbz/Tj3JYIK/H8VNSFpVfKKA3gtGJdRbZG KvJ57nXMbx7EJrrW6K2uFCTKShpoLQ9C0C82vcAnBTnTfcaBrK/Yc6lAikNK QWeFpc7F3m8oPCjRSxZJQUxaTJhOzRAs8t/wU74n4/Ci2u7WvGHoNB9w6htN xoz880wYjaBsOmiJPZ4M+9qNj13qR/BXcJbn7Fwywmb/kT6MURTpzmrLSaeA 0vmq1LpgFPFmF8I+GKeAiGZuyVIYg6YFKWosOgXax9W49HdjmJQkzZ+YTUFF x3J0jxgV9BxbPhPbVOyKLr6r60dFnto64/bxVGhtlQrjm6KiyCRtt69nGvqZ 39XGrcdRwWEH/L0rHTyBZ9iFTeMQsIjzP0tNB2mOT8F0RYeU6wS3phev9FtM 4VRMzAQIizvin9I/QNn4W5rDahruPHg6OZmfiVTPk3IxtjRsfC1Vxx7IwuS2 nwvS1TQIHihce0Q0BzrL/7naJ0PH6w0eLSWUHKSMHesquEdHq8Ac72q/j5g9 3ElKa6fj6Dz/kLJpLqr33f5v0l8MxKdpBHuR8jAjkKYdf4cB2+GA30oa+Zgt vaoTVc2ACzNbP+tMAWSaBMOfiDKxpLtV/to/n1b2cx/hZspc0V1mN6OgEI6T U7Lnopn4LkJKaxMrQthxR7MDQ0wsaLknfHlSjPHp3a82b2PBkLNKN3J7CXRb k2+sNWdhRvRA82JXKSJ8onvXv2AhlPJ9Q3tGOa7+OrLqUD0LD3s+/TndQYH2 fb280AUWGv5YM/9srAL/Ay2NzFc= "]]}}}, {{}, {}}}, {{}, {RGBColor[1, 0, 0], PointSize[0.012833333333333334`], AbsoluteThickness[ 1.6], GeometricTransformationBox[InsetBox[ StyleBox["\[FilledCircle]", StripOnInput->False, GraphicsBoxOptions->{DefaultBaseStyle->Directive[ PointSize[0.012833333333333334`], AbsoluteThickness[1.6], RGBColor[1, 0, 0]]}], {0., 0.}, Automatic, Offset[14]], {{{0.85, 0.15}}, {{0.85, 0.15}}}]}, {{}, {}}}}}, AspectRatio->1, Axes->False, AxesLabel->{None, None}, AxesOrigin->{0, 0}, Background->GrayLevel[1], DisplayFunction->Identity, Frame->True, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{True, False}, {True, False}}, FrameTicksStyle->Directive[ GrayLevel[0], 16], GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImageSize->Medium, Method->{ "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& )}}, PlotRange->{{0, 1}, {0, 1}}, PlotRangeClipping->True, PlotRangePadding->{{0, 0}, {0, 0}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.77713717958175*^9, 3.777137225710424*^9}, 3.777834549488455*^9, {3.7778345958232107`*^9, 3.777834604015909*^9}, 3.777834654987309*^9, 3.777834895200287*^9, 3.777834941492394*^9, 3.7778353871510572`*^9, 3.777902255208522*^9, 3.7779023616569853`*^9, { 3.777903505978896*^9, 3.7779035462584047`*^9}, 3.777903584742651*^9, 3.777904430276372*^9, 3.778351697831129*^9, {3.779367223051817*^9, 3.779367245092683*^9}, {3.779367314522038*^9, 3.779367447689885*^9}, { 3.779367517761601*^9, 3.779367523011237*^9}, 3.779368696565063*^9, { 3.782218124094702*^9, 3.782218145858857*^9}, {3.782218275509375*^9, 3.7822182970399218`*^9}, 3.783867516108152*^9, {3.783867552568532*^9, 3.783867584911119*^9}, 3.783867713019946*^9, {3.8144302316359653`*^9, 3.8144302567222633`*^9}, {3.814430565049947*^9, 3.814430631424693*^9}, 3.8144306617013083`*^9}, CellLabel->"Out[78]=",ExpressionUUID->"91db5e30-e9c7-45e0-ab29-a54bee1f79cc"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"Show", "[", RowBox[{ RowBox[{"DetDynHet", "[", RowBox[{"TestPars", ",", "TestInits0", ",", "Black"}], "]"}], ",", RowBox[{"DetDynHet", "[", RowBox[{"TestPars", ",", "TestInits2", ",", RowBox[{"Directive", "[", RowBox[{"Black", ",", "Dashed"}], "]"}]}], "]"}], ",", RowBox[{"DetDynHet", "[", RowBox[{"TestPars", ",", "TestInits", ",", RowBox[{"Directive", "[", RowBox[{"Black", ",", "Dotted"}], "]"}]}], "]"}], ",", RowBox[{"Background", "\[Rule]", "White"}]}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Export", "[", RowBox[{ RowBox[{ RowBox[{"NotebookDirectory", "[", "]"}], "<>", "\"\\""}], ",", "%", ",", RowBox[{"ImageResolution", "\[Rule]", "300"}]}], "]"}], ";"}]}], "Input", CellChangeTimes->{{3.779367362944886*^9, 3.779367365756723*^9}, { 3.77936840484746*^9, 3.7793684080765676`*^9}, 3.782218143445153*^9, { 3.8144306733244457`*^9, 3.814430691992756*^9}}, CellLabel->"In[84]:=",ExpressionUUID->"5e836bc8-82c8-46de-9493-aa8b25d307f5"], Cell[BoxData[ GraphicsBox[{{{{}, {{}, {}, {GrayLevel[0], PointSize[0.006944444444444445], AbsoluteThickness[1.6], LineBox[CompressedData[" 1:eJxFm3dYU0sX7mPHjhWsJ1awYzmKHMsrIGJBg6iAoEaaFIHQQ08gkEBoFhR7 jhWsKBZU0CgW7KCi2BEbdtSjYr/c537vvuef8yyH2TNr71nv+s2aSS+3wNme DUUi0ctGItH//f//+6924t4pj6M67n008X//gOAQ+ZmPubQN8Ll354v/baFt iP1DEl713kS7I5o/PDo2aS1tY7RKv+fbZxXt7gi7EVDWeDltMew8vlmbZdDu DUnBpKG7U2n3xdADV6Vxatr9UfFAPnC3irYpqno5jrZIoD0QtyrFawcraA9G dPfWB5LjaA/F9vQOU6bH0jbDlgF9XGJiaA9H21gDm26CPQJ7v3vuMxXskWg/ vyJ0q2CPQtCB7NvpwvP+xtMDI6c+EcYbjYHPc3I2C/MZg3aiZ9WlwnzNMcZb nj47ifZYxD+yCvxHQ9sCqQd/bIvT0v4HDf0OXu2cSXscuh10+vBLeJ/jMcs1 OWLIatoTEP97f/DGdbQnwn7fJe1UHW1AJ+/0oP+2/9kKwGC5M4buZPsk3NcO X+S4j+2TYDPNRr3mINst0SO2rOL1UbZbouGZKx6TT7LdCoufSM03nGG7FcYO KBv36gLbrbG37pOizzW2W2Oyc9Y43GT7ZASkmxePucP2yZAdXbu8wUO22yAz +srW7Gq226D1B7dBb56zfQpatH1f/OsV26fgzR1ZUMk7ttvCbvWCe6M/st0W TVuv7DD7M9unovbm0Utt69g+FY1zezn6fWf7NJyxjdgt/cn2aejsbhD05hfb p8M3poWo1R+2T8cun27+xbRFM1BW00nzR2ifAbN7pY/KhXY75GSrTo8S2u0w /Irb+AG/2T4TcTOHdN0vjD8TySayB1eF+c1CgfcffZIw/1l47XBt1x3BPwns Xu8cdo3+QwKX9ONKv/f8ewl+rbRbcvD1/2y9BC3Ouo3Kf8H+9jh/MOG85xP2 t8estrX+9/l9FPYYlNHkZre77G+Pql1PWw2uYP/ZqJygS+5Uxv6zcbTp08qq i+w/G5K7k86sOsv+s2FlXT4eevZ3wJcpzxyfH2N/Bwz/dKbZ8kPs74Bnx9tj Rj77O6DR2Y7veuxi/zloU338aNvt7D8HTi/3txv4L/vPQa7inEXYevafg3+L 0OabEF9zEb1ow7eiFew/FxLrRz1LGZ+KufBMdzPqlcb+c9Hi1qHqK0J8z0P1 zTijm4x/zMM017H7zRPZfx7cR8S//kP90M+D7aB9iiHx7O+Is7Oz1GeoP3DE /C/2485TnxSO2Po2ZcoY2npHtHhUvreToF9OSH9+IsuNNpwwoFC1tAefp3BC 0ae4/pOpZ3onyLtcPnlbGN8Z8jeO2deV7O+Min7D5COozwpn7E1R+XxKZn9n 3NKsv2Ao6Pt8eFg1UiWls/98DPatrJi+jP3nI6rlQ5cF2ew/Hydm7XQqWMP+ Lvj4rWGuzUb2d8GXlmcy2zI/KVxg9HxB66bMX3oXzHq9urrXHvZ3RZzVANn8 A+zvisLCdrXbj7C/K1oNDdP8LmJ/V2TuxzCn0+y/AJlDPj/YeZ79F+D7rtFb 315m/wXY83LCSqPr7L8AXTwWvP/rNvsvRPXiQWN+32P/hfh5xaT3zir2X4jA hNMnuz1j/4VwfTBdPf0l+y+C2UxfhxFv2X8R9pXMiL1Qy/6L8GtFVk2L/9h/ ERZ03t3owxf2lyLo6aK74d/+Z4ulMFC075nzg8+T4nr8JVN76plUigcmG5tt ov4opPhpMTM+nvqkk+Lkvv5tP9DWS9Ehdut/H2lXSXGvat3gJEHfFsNH0i0k l88TL0bJgTuTFnI8LEa1NPNqLucjXYzi2kbNtJyvYjF23nLTGHzl+IuxZ/a6 9f0Efxfjq1Hx3y/4Pqrq7erK+7P5vkRuqLu3NjeA71PshjvTJeMn8X3DDT/m XjlRzu8hdcOXkIH5Jvc5vhvup/f+Po3fU+eGrmPGvLASvrcbrM4N/931Csd3 g0HelzeVXC8idyT8OLwmmetJ7I51SZvbDSnm+O642fv99AquR6k7emh7jdNw vSrcMfBbyd2ZXM86d/ikXvk4XFjv7hA3Km5iwXiocseNQ1sCAxkvIg/MaKyw uMt4EnvAZKL9TyXjDR4YiV+iAMaj1AO239Z23cZ4VXjAvpNX4hDGs84D0763 b9OavKb3wF1pi4+21IMqD4gGxBY8o16IPOEY/czpBfVE7AlFt8hR9tQbeMJ1 avqNftQjqSf66U+PWSLomyd+jG69qTNtnSfmPP8nepSgd54o/mqzR0+7yhPu yV52xwRe80JP65a7/hLG90JMk9Oad9RbeEEe/eBZH+qx1AuvuuxvWkS9Vnjh +IyUfQeo5zovlPn7f2go6L0XPnp9GruD+aDKCzv6tU5fw3whWoImRo/m3mA+ ES9Bv7ypIXbMN1iChGjbSBHzkXQJ0kdcXP9U4LUlaOq7atUH8ppuCbIM1r7v KeS7JSg8Nqq1B/Nh1RIM2vbCoJD5UuSNmR2+VLVjPhV7w2G7/SZv5lt4Y+sd V5sC5mOpN4y3NrpdI/CaN9bW+CSJmM913vi7x46iD+Q1vTe+TWjV7iB5oMob 1eXj/SaSF0Q+OP76fpc08oTYB+6Vf11cTt6ADwytW62bQR6R+uDCEru/CwRe 80Gki/yKnjyj88GUPa9NZeQdvQ8aH/uZX0QeqvLBgEaP5JvJSyJf7LpriZ6C /vhiw4itMUOoT/DFAsN3C67SlvpiYLWy7P/zmi86T1oTf0rQP19MCHtf0UHQ P19Yn7f59ZV6VuWLq/vD7wUK4/vh0WrLtnGcn9gPUQcPv+3H+cMPBjHxkX70 T+qHv3e/d3YQ/PdDyWqLO9XkWZ0fLlSfvPOXwGt+wBxbvSHfb5Uf3DusDysi L4uWYt/lBdKB/D7ipTiYN9nSjd8PS7GyTfCwpeRx6VJYIDNbInz/pZig3j/Q mOtDtxQ/nPIOXyLv65eiaLxRr1DuB6qWYmLzHRFdhfXnD4lF7oXz3E+I/dEh JPebivsN+OO4V9uq+VzfUn98fF8zeraw/v0hLejiGsL9jK7e9nkSeo77Hb0/ lt3x9HRgfFX5o2VRVUovIf4CsGdzwP0xjE9xAHLlfevWc7+FACQ//nl5HuNb GoDKsa3O+ArxH4A2xa3KHnA/pwvA3AFjxAcFXgvAGocNEz5Qz6oC8FX+e2iO oD+BqP54t+8u6pM4EI1arckZJPBYICbFTQ7tSlsaiK3NasoiBP0LRGvl3yIr Pk8XiKM3Cs5GCbwWCGvfLT17cD5VgVjno5xoIuw/ZSj89e5WNvXZUIZT8Sur PajfYhli3k3+N5P6biZDeKPk+4bcr0OGk68sr1UzP0hkaB09VPSH+UMqw8RG 91YuZD1AJsOwQEuX78w/ChnGHz214iLzU5YMzWtGmpxn/tLJ8M4z8PIL5rd8 GVQRk6v7FNA/GfL35a8KLvyfXSZD2+ceLS8xf1bJ0K5MPLZvyf/s2nq76fFO YaX0Pwipj6cVHGR+NgyCy9cug+8yf4uDYObS6Nx95nezIDw/frvlQeZ/BKHt 0YRTjo/pfxDWjVzZUE9+kAbh7tZ7c5+RL2RBOH5TnasnfyiCkDhridf0D/Q/ CB+KvqvjyS+6IHx+tXe5I/kmPwjK5Hd5V8k/+iB0+z0gp4p8VBaE70cKy1ME vQnC4BM7485T32qD4DXYP361wF/B+DJNFVhH2zAY21TPcl/SFgfDNuirtR9t s2DI8s27x/F5CMZtZeSZPhxPEoxJIT0yFwq8FoxNFS9VwzlfWTBmb/rPVUf+ VARDP6hz1L5P9L/+7/v/89ydvKYLxrmMZyh5Q/+DURMz6dCNGvofjK3Lk76v e0r/gzHgy0ybPuS1qmBEzukyKIh8XRuM9l72G9Nv0f8QjOkq+6wop/8haKS/ eMqB/C4OQduX7kfakNfMQrB956WTx07R/xCsypv4Wsr9gSQEpx5Ujmgh8FoI 9j96nXRyP/0Pwazyn7dSdtP/EHR1Pv82aAf9D0GHvj8nKTbT/xAsO7Sqd/EG +h8C9cO8TDPymj4EnQIK2lavpP8hWC4qu1eZRf/r51tVdbgbea02BAfOBZ/L T6H/oUhNqT67gfszw1Bc+bvTnRfkHXEofCqz/FaQ18xC8WbzGJ+t5CWEIqHP qtY9qTeSUHQtPXOxocBroVjg9ytpDvVKFopeGYc9Ogr6FYq1svAiS9pZoRj9 XWH/SOC5UCx53a/PSz4vPxRbP7bzXMjx9aHwsp99YhznVxaKIRrHzkrOvyoU aY31q03oX20oCg1E7wYJ/odB67W7Ywp5zTAMTn36u4/l+xOHoZNuYelovl+z MNxde2VDVA79D0PeZ4f9v8hrkjDIxJbqQoHXwmBycb3NFtYXZGFoLxm14RDr D4owqN90bfmCvJYVhhPLbr8depj+h+H+st9OquP0PwzzGwya+pC8pg9Dw+1D S0eeo/9huPbIoDL6Ev0Pw6Xv6rg9rK/UhuFPhcXXk0L9JRxnO/x9cCfrM4bh yLtX4+D5iP6H4xCMrrwgr5mFY/mRgbEDGX8Ix+LHkeL+jE9JOPr03fXyhsBr 4UhsKlk1hPEtC8eEYQWBQ4T4D8eI0PLZV8k7WeEoGCM+3ZL6oQtHm/xJrx6T l/LD8cvFY5sd9UcfDofiAtUM6lNZOGwKOt68L+w3w7Gs1dj1v2jXhiNyz5ut ewX9i8B6dURYLZ9nGIG1bV45nKGeiSPgsPrcpMEc36zeHj/z20DyGiLgG2z/ qoT6LInAtB13hv2gfksjkK9skVpBfZdFwM/R18WJvKaIwDx/3ZoU1iezIuB6 rUtxIOuXugi0iXUsaUdey49Aw+mT+kQ8oP8R6N5pxI4dlfQ/Ap/uXQ/edYP+ R+CJ9/WG2qv0PwKdRF0NZwn1Vzlc7v7tLiKvGcrxKP7Jmx0n6L8cO6oCTs1k fddMjrdXZzz9xfwLOWz2yUef4HmBRI4ti/yW5+TRfzkGTgjZnL2V/svR12Tc 0WKeFyjkaLGg0zdj8lqWHDqnguH7eF6gk2PFqD271Kxv58txSpzsnEf+0Mtx Vll2oit5rUyO5IFd8x+TX6rkqB3xILURea1Wjtubn5gmCfwTiTHGqat9yUeG kZC96Tj7CPVMHAnJ2sFWAdQfs0gUZLeRLxP4LBJ9vRs69aYtiYSh4e+DvQRe i8SrK8fiMwX9i0SraPlXX6G+Foklqv0XDnC8rPr+1/SXPDgfXSTmRvj9Fcf5 5kfiZXsr6Q/ymj4S6sZ3vCrpb1kkYt0HSg35PqoiseembbONfF+1kVi2zCA8 WjgviMJBj0W9NvN9G0aheeyIfi35PcRRGH+m2/h9/F5mUZBUN1uZzO+JKEz3 z2qdwu8tiULRCbN5e7kepFE4sfDAibdcL7IoGITkhU4Qzgui8MJiU/Zqrres KOR9Gtuxlrymi0J43srXE7he86PgsKW/WTTXsz4KniXDfq/jei+LwtIRqu05 jIeqKKz2qivyZrzURiFxV7+2jYX9TzRuWn8tdWO8GUYjsTZBEct4FEdjiJdm pB3j1Swa21PfuF1iPCMaDe+97vaR8S6JxnuvXt+PUw+k0fiZXz62L/VCFo3X BUtO9Bfq9dFoP869s556kxWND8PMk95Sj3TR6NXoT9M91Kv8aJSXxDgIeqaP RlqLwY8fCPoXjUVjmj2fKehfNFqMqJ5nL/BfNJ6V7Xj2XNh/xuB8/5Q/7ai3 hjF4Vrv/fAX1WByD9aUf24ymXpvFYLxliv0Y6jliUO4zZf9D6r0kBjOTOlYP Zz6QxsDzi6zvGOYLWQw+hfW2/sx8ooiB7/bHSSHMN1kxWFFam3KU+UgXA9sO neZeY77Krx9/07Kpxcxn+hhsfNf/p5b5riwGJQZVptbMh1UxcBoVe+od82Vt DCKNtLdWMp+KYrE2frPLROZbw1jcWmVg+ZX5WByLwgYh0WeZr81ise1kmf6A cF4Qi2ZDTBLPM99LYvGqq13LVuQ1aSzGO9211pAXZLHQnd2cZ0WeUMQi8eO0 JZPJG1mx2P3qd7+V5BFdLIwuL/j+N3klPxbO04szzYR6eiwelNm/0pB3ymKR /nnDYivyUFUs3Au+X3EnL9XGYs/kh1PeCvvPOJirUgdVU58M4/A0z8PWWtiP xmHLgO6bBF4zi8PKBs8CHAT9i4PJbHNPEZ8nicPXZYdcu1LPpHG4U5Adsonj y+Jg9VRtkc75KeLweZdJeBXnn1U/n65XxmfTP10cnFxdTXcI/sdhrIW4fTvy rD4Obs2zLa/w/ZXFwa/syeoKvt+qOIwvfDKrD3m5Ng52aX6D9/H7iOJxfKdB bhB52zAeF7P33XQjj4vj8fJx/two8rpZPE4rJDv2kecRj8NdLXp+5/qRxMNw 0sozEu4HpPF4eudxzk7uF2TxyP2xaftvrk9FPDpN6P7GivuNrHgs6H0kLIj7 EV08qvxnaOK4X8mPx7lQzTo37mf08Qh18HDqxP1OWTyuO989k8H9UFU8YiL7 2Z1n/NXGQ5y9tegI41OkwNtJ4+Y7c79loEBnh3/rtjG+DRXY++rR59WMf2MF Ygd/shkonBco0LvrMrUT9cNUgaScW796Us/MFDhnf2xjFPXHvN7u0tPIR6iv KfDXwjdXa2jbKvD8rMVrYT8qUeCZ/RLJGtpOCvhdsNx8kc+TKvC0aWerDI7n rcB0WTvJc85HpsAsp9KNFZyvXIHqIfKji6jPCgV2T6m8oaF+axT4kZ18bq6w H1fgRVxQy8vcr+co8Lp7/90fuJ/XKfB+1JNRV7jfz1UgM2fRYU/WA/IVaOPp d/g06wWFCnQ4omv5hvUEvQJXQ4e8eMl6Q6kCK2K2lp9hPaJMAWuzA+ok1isq FZhxLP7WKObHqnp/FsQevMd6R40CC5znmSeyHlKrQMbhQwtHMf/WKZDX/XPT OuH8S4m7bnkGt1lvMVDCdvt90V3WYwyVSF04fWxz5n9jJQwSmlxeynqOWInK HVPCWpEfTJXY23JowHvWg8yUuBdju747+cNciSMRt33Xsp4EJXq2arQmgPxi q8TEqLiQjeQbiRJvA3cVDiX/OCnhKPN36UM+kiqx0C6qJJ56463EvqG3T9hQ j2RKtG7oNC6KeiVXYuXLQRnC/Q6FEvppTXyFeptGiX6lNZvyhP2oEsUnC5yz +bwcJZb5Swe+5Xg6JeacGXduL+eTq4R8T7bFbYHXlFg1P7mlO/mzUIkdM/75 aMd6ol6JP//MbL6CvFaqROK+gd8Gsx5ZpsTOhitPdGK9slKJX4dXnrAR6plK bK3eaXCUvFajxIavfaw9WQ+tVUJa+1NrxXppnRIVyhVF04X7HQmY6zg2PIz1 VoMETAnY++cI67GGCcicX6VqwXqtcQL0lpd7eLCeK07A6xybY8e5fzBNQPUv vbMB68FmCXhk0L39JNaLzRNg/6hX4wWsJyMBjbb/THVgvdk2ASNGvrXsznq0 JAHZ93s02Udec0pAN/+Q1o1Zz5Ym4Pb1Bg06st7tnYB3Ra7vb5PXZAnQOEkC prJeLq/3x+bcJjfW0xUJuOJvNboneUeTgN8d7yRHkNeyEnDO7le6L3kpJwEz j+z57xP1RpeAq8POdmlHfcqt/3u/bp30Aq8loKLk4jHhvKAwAa2+VWy4JvBb AjaGnTc0o12agP9O6fv2pr6VJSDN4PiOHRy/MgF/jVzRu0Q4z0iAMuPA9QjO vyYBwyM3b75A/2oTYBlVblJM/+sSkG/lt86RvCZKxO2XH85u5PszSIQu2eBX Dt+vYSJqBvqJ7chrxolo+HRu4mnhvCARc74rborIa6aJCDDxMjEkr5kl4vT+ fS/rhO+fCKt7TgdLuD6QiKCsuOmRPG+yTUSb8Fa5vclrkkQkfBTdKeX6c6qf 34DfV0N5niVNRD+xUcww8pp3IiwNfl5tQF6TJaLpit4h/3H9yxPhOmTSjbbC /Y5EpG7YPcyV9RtNIkr+CpU+ZnxlJdbvbz1vbGf85SRivsg4t4DxqUuEybpZ /m3Ia7n188txNClmfOcnYtzEUwFnhfhPxCTtqQGDyTv6ROwc6rr+M/WjNBG2 2ZmafuSlskTUNj337AT1pzIRxxbe/l4inGcm4pC/Mm407Zr67/Gn0Swj2rWJ +NF2ZbYX7bpEWGh6PO8j8J8K+d59vtlRzwxUiD267XY1xzdUoa7ZnG+PyGvG Koy6s7+hJfVZrMLQos9fG1O/TVXYtrChc1/hvEAFWXHus7XkNXMVtvdaUeHG /AAVEioefArjeYGtCh4dIj2vkNckKtTGbaxazPMCp/rnn4y5OYj5SaqCoWfe hD7MX94qxN15d3Qi85tMheUeQ0/IeV4uV+GebEf2WeF+hwp95nW07sH8qVHh 8oXdF8J5Hp+lwrxVqSMusP6bo4LdxG1RLZmfdSosvHPg0Cjm71wVei5VDR/H /J6vwvCgqX5dhPyvwtcPt43OkNf0KuS2D5wxivxQqoIyMzfRjXxRpoJ7k085 U8gflSqUOOx6cV+4z6CCpfEqx+7klxoVRC7XXUTkm1oVTrY81EBF/qlTIer9 lN+byUeiJDhnj9zvTD0zSMKEIWEDtwn1sCTsPlcwIpH6ZJwE74qXdsJ9DnES nMZuKhbue5gmoWTQmQSlcF6QhOh1+xZsFvgvCavaXrg8V7jfkQS16InBRs7H Nglm1243jON8JUk4L2u86Bv50ykJT4LyfToK9bUkRIx91+Em34d3Er5tLHk3 nu9LloQB03sYOfF9ypOw9ZnZkAF834okXDT7OKeQ30OThHF/9vdqze+VlYQz /mvDh/F75iThoLNyuQm/t65+vl0zm/8mv+cm4c7xyLXHuV7yk/D3gSIjH66n wiR0Pnsmti3Xmz4JT3v6PT3C9ViahAtVJ+DH9VqWhL6z7INGcD1XJuFTa4tp nbneq5IQubDY+S/GQ00S/o288Xgu46U2CYNufv50ivFUV//8/V9G+zHeRMn4 8Ox1hRPj0SAZW1Ld8pYxXg2TEfbnVYPujGfjZAQaNdL+4v5MnIzBFbcU/1AP TJOxfdGGxLvCeUFy/Xo96f+QemKeDO+6NyumCfc7krHbJH5rL+qRbTLCN7QI 9hTqacn4WOJsIeiZUzKSV/1YIdxnkyajUe1Qs3O0vZOhez6j72mB/5JhdSDk +QCOL09G9z42LX9QbxXJWFd+IG0E9ViTjLffMyouU6+zkmERJlecpZ7nJOPq 3U+rjIT9eTLMG23bU8x8kJuMs1Gdt+5nvshPRnNJt/I3zCeFyVia0drcW7hP mIx7vT/7dGc+Kk3G1sH2oQ1YXyhLxum2awa3ZT6rTMb1Xe79xjPfVSXj1fjg DQnMhzX1/n2TnrzFfFmbjIvikPVmzKd19fb+oD5q5luRGkNPeDuVMx8bqBGw vcK+KesrhmrM7ps4ugfzubEaXk1MlrZmvher8el33aqr5AFTNab/uLHeSTgv UOMvqf7CFvKEuRpX7+nKc4X7HWroTm6/JSWP2KqxbeL2xLPkFYkavhNGty0n zzipsWz4JKs48o5UDbPw4vRS8pC3Gq0uWzbeTV6SqXEpVOPbj/ojV6Mk85HF COH+hhpRjT/lltHWqDHKYtI2gdey1Og23/nRCdo5apSenHWujXDfo779vxR1 LfUsVw3vYU1aewnnFWpkaAb+COL8CtXokLE0z0i4n6KG37im3V3oX2n9+3ZM bDCJ/pepkTLtTN5V8mylGr2tfn5ozvdXpcaGrvesv7F+WaOGz8Jd2VvIy7Vq dF23ZLIhv0+dGsNEq9tNIW+LNOg9eGp3CXncQIPN7WY9GEleM9RA/eHVh++s vxprcLBU038veV+swdbOL6LmcT9gqsHnBM33n8J5gQb6I7NX7uR+wlyDWY5d /vEW7ndoEDThXeUE7kdsNTi8vrzlGPKapH5+VTfMnbmfcdLgpnT2qj3c70g1 KNftrPmH8eWtQdsQ5fKWjD+ZBokDC7f0YXzKNQhZe2ZZKvdbCg2m7k2zt2F8 azQo7NNkiasQ/xp8OHdlbTn3czkamFi59dwp1Oc1CHf1XveSepargdzwV81y 4bxSgxbypLG51KdCDSqP/zYV9pt6DYwuTQ/tTrtUg2n/LR8m/B6hTIMo25Y3 pgr8p8Hi7TFfEoX7JBpky5ZlmHI+NfX+BpR/HcX51mpg98yucBv1ua7+e319 cypc+D1FCg53Do/eQn03SMGtum6p/blfN0zBqtnBnb8zPxinwCE455YR9/vi FHx1nF0pZz3ANAWdJxie7yScF6Rg2/ldTV4wP5mn4O53dexT5i+koF1c2Okm PC+wTUEzl59TLFmvkKTgdBvdjGWsZzilwOXtzWsvmT+l9fNxLLthyXqIdwre TrD3WMF6iSwF3+0GxFwnr8lT0L9RhzFfmb8VKQhpuPF1HfO7JgWRXpndrwn5 PwXvtDptEOs5OSkYa6laUEl+0KXA7XZJ15/ki9wUDHz7bF8F+SM/BRc0b9MW sp5UmILfRTl7s4T7qSmYGqLc4EVeK03BnC/r4++Rf8pS0PY/xz6vyUeV9fNb 2qzhcuF+RwoeXHhsc4X6VpMCC9HiW2uF884UbHi0VvKNdl0KTl5d1UGot4lS sdL01rgltA1S0SrXLC9C4L9UTB7f8VNXjmecipHLXwU4cD7iVOyKPGPal/M1 TcWXt6ceZgnnBan4bFjyeQPrieapMLsxNEJCXkMqBoVubbGX9UjbVPhvm1ZV xHqlJBXrus3cnch6plMqlihjtjUX7uOm4uuxQr95rId6pyJ1qs37INZLZakI Pu0R48F6qrx+/M/l+0cL97NTYd/u8qwPrMdq6sfvfmLoBtZrs1JxKaBUYsV6 bk4qlv7ocuWNcD6fCpMOn5dtZj04t/7592xi/Vkvzk+F1LrHwnmsJxemQvvc 4KAn6836VMxrXH10C+vRpamYXtMxwpi8VpaKqYsPx1xiPbsytT7/PakpEe53 pOLy0sokA/JaTSpMDXZpNrFeXpuKFx57UzPIa3WpsLOOPHyXvCPSYtwdfZqG vGagxa1TvuXrhP2fFu8D3c4aUW+MtejbzPvzb+F8QIs3dyZ2Fc4DTLWoXvfC Vfh9gZkW8VtnjrChba6F65Tzw54J5wdaTF3TeN4Hgf+0GNNf+8Ob40u0eBBv nTOV83PSwmLizfZZwn1cLUpmSo6Z0z9vLVRfZrSeSP9lWiR8zWm8kbwm12LO re5/Sfj+FFoU5xWLZ/H9arQI22nksJLnNVladK49utuY3ydHi4U/D+y4SV7T aZH0sKeNnryWq0VMivW8G+S1fC12uQxxbcL1UajFym7aLDuuH70W6+SB3bfw PKpUC+3Nu81/kdfKtKjZN8R2NtdnpRYFXs8erRHud2gR3ez2i4vktRotZj3r mXGfvFarxfX3zy3PkdfqtHA5ZXcgnudtojSImj+4JmJ8GaTh3yVHv05i/Bmm IX983pt/GJ/GaXj/Z+DTF+Q1cRpqk8QbJzK+TdNQMvaz53gh/tNg8bd7j/vk HfM0DHs9e7qR8PuCNOxuvK3na/KSbRraXf4ZNof6I0lDytyhLyRC/T8Ns0Kv nnoo3MdNwzLnS+2F81DvNEzpZ719F21ZGlSW15q9FvgvDSbzWiuLqGeKNLQV /2fUm+Nr0lC0ZlZaT6H+l4a3L0NnHaI+56Qh2XRy/Cvhfl4aTiy0fXKa+p6b BsWKgMdW5LX8NCxZesUvhOfJhWm4lfetgRN5TZ+GH5dH7Kxjfimtf7/K09dd eV5dlgbjivG2aTzPrkyD+xvjfzKF+x1p8B53clAAz8Nr0vCgiU/RcPJabRoW mJecqmZ+rEvDqJE5k1J53i5KR+yKfMvh5DWDdPR1m15QxfxrmA6Xh6eS/2V+ Nk7Hg9IYXQzP+8XpiHAULY/ifQDTdOxe/OrYFiH/p+Oc1c7JIvKaeTo6Wxc/ WU1+QP3fH2rwNoj3EWzT8TU+eFE2+UOSDgv3xTkG5DWndGxzPhhbTn6RpmOq 6cKYz+Qb73QsT/6CSPKPLB0GkeWvpOQjeTpW38s3yKeeKdLx362ZDj7UH006 tnh/rskQ6v/pyJo00Va435GTjrlrP7TpK9xPS8f5DQHjVtLOrZ/fspUDgwX+ S8fOjI+zizheYTqsdxitkgn3g9OR4HVrRBrnW5qOvJlRK1qSP8vSEZhzavUr +luZjuxnP1P7Cvc70nGxLuJ7Ad9XTTq6zn36ZznfZ206Dlz/NfY433ddOoqy BmzuJ/weNANHHs68c5HfyyADJu7KUVv4PQ0zcOewcep2fm/jDNSFNPW+zPUg zsDYeR3GtyLfm2Zg8MTwfxYI/J+B2rEW0sNcb+YZcPE5s68N9w/IwAgX61EL uF5tM+AfaPoyh+tZkoGSI1kfC7nenTJwtql030HGgzQD7q6BuYmMF+8MPO09 eE8P7n9kGZjQ+dKHKMabPAPLbZa1Win8HjQDbTu1+rmY8arJwNR5rSY/FM7/ MiDpYfKtIfdnORlYV/7l8EXh90YZmHbTutiMepGbgatjXn8yE/Z/Gbhwxejd eepNYQZGPXH/+FG4v5aBbYdMG+QL9f8MrPHddkvQs7IMpPzj+/Ye7coMmCZp 4qcJ9zsy8N7EPnmawH8ZaKkVFz7g+LUZGObzRtWUeluXgRC3px1KqceiTDxa smpcf+q1QSa0fyli+gnnv5lI6DXx80XqvXEmlu4O9+jOfCDOxOpxCa3FzBem mXiyJrLwvrD/z0Sru2P2OjPfmGciyuXNmo3MR8hEm+nLowqYr2wz4Txq7i5d fT77Pxl7mMg= "]]}}, {{}, {}}}, {{}, {RGBColor[1, 0, 0], PointSize[0.012833333333333334`], AbsoluteThickness[ 1.6], GeometricTransformationBox[InsetBox[ StyleBox["\[FilledCircle]", StripOnInput->False, GraphicsBoxOptions->{DefaultBaseStyle->Directive[ PointSize[0.012833333333333334`], AbsoluteThickness[1.6], RGBColor[1, 0, 0]]}], {0., 0.}, Automatic, Offset[14]], {{{0., 0.495}}, {{0., 0.495}}}]}, {{}, {}}}}, {{{}, {{}, {}, {GrayLevel[0], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Dashing[{Small, Small}], LineBox[CompressedData[" 1:eJw9m3c81t3/xzXuaEspKlESmjSsileUtKxsicjee+/rulyXi4smaSkNbdGg RZuSSIM0lEglpEhaX7/H77y7/7kfr/s4jnPe5/08r/f5nHuqs7+560AxMbEP g8TE/u/f//9Pp97bqHGnV755rsf+Ax5N73xau5u0BOwTVUS5NqQlsUi703Cg DOlxWDrnmqnR83qmZTBk+oS7V/aTngy5MYsDD3mQVsCJU26ndBeRnoZ9ndv9 b/9HejrM+RWLfZ/XMT0Dfssmq7gWkVaBbv3QtqeZpGfi+fahH1qCSM/GsF2j NM7Zkp6LBMnNhTYrSKthkPwQqQ+LSKujOKjgXcgs0vMhG/+5YMgM0gvgaldV n6dEeiHOn15zd+1M0ovQFjyo5tcC0hqYeTZc77g+aU3YqmobGVqR1kLvxle/ r/iR1oba+mKzbiFpHax6Nqan+hTpxag7KbCa/Zj0EoiPCMp+9Yf0UjTdV/Iu mUPrp4sjd9erCpxI6+GvesqVcVmkgekv5iXK1TCdAIhyvm5zHEXxXIa8wxeO bzFmOmEZQjujVFy3ULs+FHi8bN5TatdHi8ornb1yDazdANL8Xqx1YzrBAK+8 5J6rF1D7cnBc/0z40Efty/F625LLEoYvWPsKWEhe91TawnTCCqzStDxW3UDt hgjQntSdo/SStRvCIzd93Vg/psVWwln/wePyc9S+EmI3A1TX/KB2Iwytu+g2 a/Er1m6ELs4mvd+RTIutQuWv42HW56l9FY4Zvol40kbtq5F+fSN/gsJr1r4a T0Wd0beMmRZbgyO5ircEEdS+BoF7d42T20vtazGwwPvAkivUvhYObdO7zzyh 9nX4ntB3wegDta/DszuGn9/2ULsxVsgk7nD9Q+3GUM79+fjGX2o3QemJsBm9 fdRuguN/01xGdVK7KaZsPpYn+5ppmOLDzNkjtcvp501xfV1G5M4TTJeZwoT7 rdFVQP3N4J6uJNe8ifqbobl9RIndIupvhoFnX52THkz9zdBW8JPvU0XrZ46H 1ZnPLm9nGubQMpi6y82a1tscJ5sjrtaOZ7rMHBlJel5+tRS/9RA3kyo9lM40 1mNAy8xBLSso3utxvLr+YN4vtl/K1mPumHBF40LaPxZQV1nXZunONCxwus12 3czJtN8sINtZxdWsYfuzzAJ8yzT/Vh7tX0tsOXk/M28p07BEoqP3tMpuygdL bMwfuu/6GabLLMFTLRr0ypvyxwrL5h/IC5/JNKzwmX9r+OtPlI9WOORo0OdY wHSZFZoG3D6JCMpfa2wzM59xw4BpWGO+ekWz/Fjqb41reWMGZLYwPpRZw71y xgyDa8QLG2hqjN+6OYdp2OBU9SydidFMJ9gA3JhCjhP1t8HOBw/cS1dTf1tY 3XRPbNSm/rZ4qHhuwo851N8WmyvvTJBWpv624C0Z7b/4Hz/tMKgxpd1Xhfrb IXX1YN9jatTfDudTXh1oXkr97TAlzGeltCn1t8euc1feKrlTf3usUpzV9TeJ +ttj+PJzObw86m+PQL5xW1Y59d8ApeqikBFd1H8DRuqf3HNRntZvA2KeCGe6 m9H6b4CHWGVhE4/W3wHtBe7ynaW0/g7QiM9TWv2L+jtguXNHx7HFFH8HXLwx j3sjluK/ES9q7C8su0Hx3whp7afO1RLEw41oODSqXMqM9t9GLNi4fFt+Du0/ R2Q9Lj46p5n2nyP+Gv/+rq1G+9cRi69+u+scTfvfESeVI6x07tD+d8JMta58 M0mWLwpOcOGc4GjaUj45IW9mdmh0LtNOTkgqmnvhZDPllxMW7g7IsVdh+Znr BL9veV6TPChfnfAwZMLhxENMNzrhbmW5m8pLyv9N8Pm61fr0GMYHhU244KO2 oXgZ8WQTcjJvvf7iw7TTJryQPzdj1DbiyyZ46UfcLi9iOncTGl66bWupIt5s wrVFL2ZrvGO6cRMMW6wzMr8Sv5zhMtApsf4Xje8M50PDmv8SP+GMy1W9H35T u5MzbP8EyNVT/wRnSO+ZZH+Qfn+uM3ZydXJCH9L4ztjgv/945Dka3xkGPeI7 XtPfL+YCHZ/l/m99aXwX3P/6zumOPo3vghfDefXPpGh8F/wSz4z1fkV8dEF5 QLrSi8O0/i5YVTP5Vqonrb8LvqyPffpSldbfBdGenrW674mfm9Egd33mpIMU /824PuFz2Fs7iv9m1JR6HBwsRfHfDG/Z5xu/3qX9tRnnX0aMlo9lOnczbuW7 nu5Rp/22GTatSw+1trD92bgZWYPVVzvuof3rCm/dPTtumDOt4IruWMfE8GG0 n10RLPcn8+VNlh9OrljzqULBLJ742t9+M3iL6lKmc13xO0I1q/g35asrLmsf 6lxznelGV/CdD+jO4lP+usHyr01VtjnTCm5o2LpxwSMFymc3jGtedX7UV8YH JzeMbVuZm1BBfHGDW+XZ3xaHmM51Q5vdnz+FycQbN/Q2Dfh6hfjU6IaBFj+u Z/zjlzvGV+z5q6/LtII7YqV/r/9A/IM7Fk02nJpJfHRyR2qDYoUe8TPBHboN 3F0/yZ/muuNCTtnj68TfMnd8+WZxUUh8bnTHs5g/zuv+8dsDx6Lvfu12pPE9 0Cz+0MA/isb3QPn0KuV9u2h8D8y82zrQ+SqN74HKlBkzdzTT+B5YMf6o9Qgp Wn8PBOrdm5KlT+vvgQHG30P+htH6e8Lu9r6fQ8/Q+nsizVPhY+hHWn9P3Pu0 vu2XCsXfE3qbAs6v96L4e0LXeMxq1dMUf098ttSzUPlGvPWE/CLPL92Laf95 Ylm1UuYCLu0/L7TbGpyKfUj7zwvW1xPu+E4kP+CFziWa0btcmXbyQuuj4a3b Cmj/e8FE6crW9j7a/14IeS1K11rO8qXMC2PfPgkekMZ0oxeGPzaUrauh/PPG hv09p9ZKs/xU8MaMSaXCL5bkh7xRqJk31X4b007esNp2O3LaA8p/b1x3Et// biDxxxvFy9wyli8k/ngjFvZvPzkRf7yxTap8pZBP/PFBaUONxIvjxB8f5Ahb J+feJf74wEHObnneK+KPD65+Cwi83EH880H9WVntCvKXuT5Yb3JVv5j4WeaD eysHBMWTP230QcgGZYmp32l8X3wYszr3OPlbBV84pBf1LnxK4/viBzfxRhP5 YydfeCnPXtxM/jnBF9oXvLwDI2l8XxRNOjH8ngmN74tru2pttafS+L6I9z67 bEw7nT9+iD3R5HLiAq2/H64+NG1yi6b194NPZRvyl9D6+6H6Y+3I+j46//xw 86SEuOsFpnP90PGmbPJlf4q/H0JELtPWKlP8/cBLlV7Of0nnrz8ePRara9zK tII/TjZpPru9kvafP5bXcQoP/WL708kfHnH8UR/Pkj/wR6+mSeQfd6Zz/fG5 /c1PQ3nyC/6wr5r+XamO5UOjP8x7n/7+vpX8RwBy5A+clDZlWjIAdrHW1rWj mVYIQMf0pJ64Rywf1QIQPVJX1zmb8jMAr+eaRV/fxLRpALxSu18/n8u0UwBi s7KHtv5lfAgIwM9eyeLJT4gfAaisrJc+eprpzAB0Wl4ILkgjngTgksUjmw3+ TBcEYIKPnmIF1c9lAdA8ozNT0oDp6gAYTBpsv2Ih8S4A5Y1dp8KpPu/sH78p uqPgn/8MxMiwzPfdpCUDYWkqud6Q6n+FQDzyvv5iD90PqAXi7kiRWsdy4mMg jmTkls+h+wXTQGze8XH6crp/cArElHlPfWXofiIgEK5Pe0qFhTT/QIzrG3w/ sp7mH4i9Dm0/igez9csNhMzGuW4TFzJdEIiYuECupzvxNRCZqaU3ffYxXR2I 8PIrW9/VEW/7/555C/emjWfx7AxEieaQ/ROtKf5BqL0TuUMvh+IfhLG1vnOO vqb4B+FNcOic3hlsP6kFIfnBLaUn/nQ+B0FO4e2FhhKmTYPgOWWX8Mhg4mUQ vsV+fn/fhOmAIJzJz5NvzCF+BiFirHNKSDPTmUGorFcwkJ1H+RQE6887eA7h TBcEAS2xStVXKb+CEFbeoD9gIMvP6iB0jdNsTjQgvxOEtw+zNrckMt0ZhHzV j69vX6H8D8ao8p1uV74yLRkMm5+LxnvPIB4F4++tVK9IC6bVgvH4SN3EnbHE p2D0TPEsCD/AtGkwsqdtOPWylHgVDJP0IXWZdUwHBCMsnKuy+RPxKxjXlxlL LuplOrP/92fP6ftEvMwNxps/Y5NjiKcFwZDfe3l/8w/iWzAKbx09qN7OdHUw xh8znxD2gngXjLk2CpzaW0x3BuOy5rJ5oUeJvyGQKpUzy+QwLRmCnBsnn7ts oPmH4JKR2i3NeTT/EIwKW1xo/5v4GALz59tUle8ybRoCmW9jW7+nES9DMDhw yi01E6YDQnB8yGoFnVF0foVAt+SlYvw9Fs/MECifkCj15VD8Q6Bx9sORsCUU /xDc2ZP237Cv5C9D4Fkg1ZGdz3R1CIaWWShtd2C6MQTWSRocTymmO/v/vvn8 Wby7dP6Hothw9yCLWKYlQ3Hjw9LnWgvJD4Si9cjeudltLB/UQmHzN0Gl+gjV a6E4+HVriI4L06ahmGCw88fsaeRXQnHseqv+9yaWjwGhEMVkWr7Lp/owFPlp vro6gUxnhsL6RNZ5raWU/6EIfnLz0cSRlP+h+Dv68Mjxb4h/obCYrDTKroT4 FwrLOdtOj9lJ/AvFuTcSY5zDiX+hiO65PNzbgfgXhrpH5rErjYh/YTARdtSM 0CL+hWFaS1Pk/dnEvzA0vsu/KiK/iTDIKk6r30D8NA3DlNuDB2qqEv/CsHvr Z2vZ+cS/MJzW7fzbp0f8C0NTjWrHA3PiXxgK9WWnxnsR/8Nwpv6Ofg+P+B+G tdzGL9L5NP8w6PSJ+Vx+QPMPQ0RDzeFr32n+YXCdmbmmS4mtX2cYxsk3uyra kP8MR8V24y5ZEdOS4f1EH/Ej6y750XCMvSsssBtM8Q/HuUt+TrLLKf7h6Kuu 4PF4FP9w/Lg3Rs/kPsU/HCMujbg0SYrtp4B+vaalIsOOzu9wfDoru3b1IaYz w6FY8vh7Szud5+F4X+kz4Lc2278F4XAsXJY6lUv7PxxPVHb4tzyk/R+OHbVb TV7Ikt8Ih1nA/KCtzkx3hiNyxdELWcfIf0Zg6q+wz9HtTEtGILJjuvtDNfJD EQjadbFcKYBptQg81ymdI32S8j8C/F7nds13lP8RGPp2f88cGeJfBG4M2hm7 ZyXxLwLquu9mqwUR/yIQorlo+d4s4l8ErMVDfHMvEv8isCmJW/e3hvgXAQ3t 2k3CFuJf/88btnrJdRP/IvrrTalZu38T/yIw8Y7q92/Ez84InJdwjJxB9bxY JFyU9Yo1uoh/kdi5dugArbfEv0hEYcyNlZXEv0hs9TOSFBUQ/yNxdeFR76UZ xP9IeI8olNnqQfOPRI9LvlLNEpp/JPSsZ0UbjaD5R6IwJtJz3TO2fpmRyOrq 8168j+r5SCyU8D0Vsonpgkh0/nB+4jiV6vtIrOhLve32isWvOhI/Tw4/8D2b 4h+JNM2U74lmFP9IjHP5dSVUguIfhdorBdeXX2P7RzIKE/SiQhyDyY9G4aBt gP5CFabVonB4i8569Zd0/kfh5gKNude30vkfhSzTz1tWryK/GoXi+0VL5w+g /R+F1VHr7jy7RPVbFEYPKq7bEcZ0ZhSGfOx7eXMh1XNRuPppsF5RN/EvCvof Lb+cKSH/E4UnWQurBySS/4nC1J5X4R/XkP/pHy8k4svhiZT/Uch+HFbg/Zn4 Fw3nwsljfG8R/6IhN3fzzyf7iX/RePRRPOVBPPEvGqMOrhgZupn4F412j6Qj reuIf9F4Mj0mWW8J8S8ap89fCBLOI/5FQzTy+tJ6ug9NiEa1Y9FuNeJnZjRG 58jP3k7tudFoKqnaPoD6F0TjTWmjfeBi4l9/f9UayWdriX/REMQPFJ/qQvyL xsqWepFWHPE/GuZC7ZMD9tH8Y6CqobLQ/gbNPwZLJxwomvKJ5h+D1md+mgoy 5P9jINYaXTB3Ffn/GNzSC9YYG0f+PwY3F9l3b7lA/j8Gv2ZunerZRedfTH9F OXi4uTrFPwYbila4iAVT/GNg/8ukctpFin8M3v8+P8nlN9MFMbj9x77NdQXV NzHY13Z0WqWI6eoYfB74ca96PdX7MTDJ1eXNm07nfwxqN9d22/lT/RWLLp9d w1deov0fi9LiKxmcwXQfFgu9U8Z9B9cxrRaLHogL1XfQ/VgsLmvXqJQ+Z9o0 FianRu5+IUf+JxYHKm42TNpI/icWazsEaVK7yf/099878oDtY8r/WIzauXV+ xlDiXywW7Db6aaVD/IuFrYbtOns34l8szq44Mss4nfgXiwEr7Io+nCb+xcJg 68ZVX+4R/2Jx1c/9tfob4l8cLE4vv5f0hfgXh+DO5uF3fhL/4jAq9NblVuKn WhxSXIy0moiviIP64MrFJcRf0zicG2HxLPI98S8Oe1Q/6OrVEv/iICiRi5hb QvyLQ3F977TwXcT/OBz0cdhqHkLzj4NZrXHUoNU0/zgUzb/n+2QizT8O5nOi NSa9J/8fhxfcjaPmnSH/H4elHWetAoPJ/8dhdZdXleFC8v/xKJ9zabNsF51/ 8Rhs/7fK8hTFPx7PK1Qyvdwo/vE4uVz3bbkcxT8e3zyfWL+pZfvHNB6zHYMd pguo/omHTW5V1EBdqn/ikRz73/3WLjr/43FsSUyjfj6d//E4355VH7mRzv94 mNetvv9FmumCePSsjlUe8ZDut+Jh6FFSrZTKdHU8+q4WSu9cSfV+PCTXW50s EKf6Lx4t41o9bt4j/5OADv7LI+O3MC2RgHMydXbtduSHEjBzkaYiX4VpmQTI nWkOntxHfEjAx6nc268eMq2SgEKHuuBfx4iXCRCqxTTv5TOtlYCYNkO0eBM/ E+AVajfi63qmjRKwdC7n4wsQTxPw2KpI+yL5R5sE5BosVs/85y8T8H7bNPFA 4qdHAkxnuVc5kD8NSMD2Nd8OWZJ/jUhAp/jjFHNN4m8C7k8zj1m1kml+ApJe TrWeuYF4nIC4WVlvXocynZ0ASw37Yybbic8J+GPXNsjuItP5CWjinxj5/BXx OgF9HTs2HR7G1q84ATfXbYpP06Hzq18nn5hg58d0eQLcpK3e1R6m8ywBayYv Pl3SyHRd/89/3G11ZwrFNwGKMeISZxyZbk2A/wLnHsU8incCAkK/GFS3Mt2b gLDxYUPt1Kj+SUSQ9IvVLpFMSyRigXCekuAm1UOJmDvP6obrKLZ/ZRIxYXvR kAxb8geJeBaT9iX7ENMqiagpcU0b10F+IRF9tSZtW7RYvmglImT3hjG5CZQ/ iSh9NWZY1R2mjRJhwrcedHIY+clEGL+do3N/DdM2ibDNe5pZJiC+JiJJ3PGY 4i2mPRKx/2XZ4C19xNtEbHlk9vz4bMaLiET89/yPpqwd8ScRggqFn8IkpvmJ qHIYef/SYeJRIlZvlljkdpPp7EQcqjkRbNNAfOpfv3XHz7t+Zjo/EYZlKW99 qD4vSMS9lVNrrYmfxYn4XOK4e9K/+9FE1Bb4nCim+r88EaPSuit02ojniajz aO0prme6LhF6s7NmW14nvifiWPGDxsV5TLcmInOCyeO8eOJ9InRezh/2wIrp 3kRUBHUbiKkS/5OwyPjiM1EPWy+JJFxRXn28upTuQ5IwP7K9V5HLtEwSHjtq rfpsSPVBEiTOjeFu/49plSQkL/Vaxr1OvEyCpfXfmrnRFP8kNCRvLxVbQPHv H/+rZr73B7ZfjJLw8fibgDf7iKdJcIu+4FWznmmbJGydvOnmMQniaxIGrtC5 ++wq268eSXhb1T72VjD5zSQ8DL3l93gm0xFJkPa0kvBpIv+RBIW5/pKte5nm J+G0+uXzB+zIjyQheq6DY7ss09lJWD9j+8vJL6g+T4JiX/z68ANM5ych69AK JwMv8qv943XZSpRpUP4nIXXKeUtlccr/JOz7IR1wuoHxojwJnQHFOpxz5Of6 598UkfZoC9N1SagsmLP4WjD5uyTY2ww2drNjujUJBy60lr+j902dSfizaeAJ Yw2me5NQmGO2s+jf+6ZkdMpvXjKFeCmRjMwPMrO2/7sPTca3Rbw2abo/lUlG 4K7JA/bT+yaFZDSdzX6iRO+bVJJx9tOUR7stif/JuP7Bd+pnX+J/Mi7an+8Q o/dN6B9vZ9uf4pPE/2QYy2Jw1yPifzL4U6vnJP8m/icj/7iYt+5s8pfJ8Lp7 U69zI9MeyWjVGJ3juIP8ZjKKv5WYGD9kOiIZLg1/jCJGUPyTkSIx9Nr2tRT/ ZEgJln+1yKD4J6NrQcE118cU/2Twvq/K9JtE53MyPI7si5TazHR+v37ttaLz FJ3XydglJxtysJfp4mScmKdVVGZA9Xsyzkh+qX8lYro8GSIxJbuMeqrnk8Et t/+1SZHlS10yFknzTFu8qb5LhvfBjyonCpluTcaa0baz8J3qvWT8HKol0tBm +dmbjL7CAzunRpD/4eDsdAnH7CLKfw7s2/edWfSJ8p+DKKnW8TlTGC9kOKit Nqj0Xkf+kAPPWG8nm3CmVTiYOfPUWOk95Bc5KL15o97xMtNaHBzsWCIuRu+b wMHYDTbP7rQybdT/97zoHZNJ75tMOZj97reFPt2H2nCwO/5YwEPipxMHlxwy UxaSX/XgIOTpCpkoet8UwEGN04zPRfS+KYKDxS+C74lVEP85EGopa6SeJP5z oPtX5j9OKvGfgzNLlEJnuRD/OZBSxJS7GsR/DvYYG10+/B/xnwN9zdcz5Kqp XucgzfiQIHUn08UcHDh6cpypLdXvHGxpn3D6sQzT5RxMcON1Jj+her5//TjN 0vczKP4cPDDIbpQ1ovhzoDBHu+zNH7ZfWjn4IuFTv/Uc1Tsc3Pw5rnOvJ9O9 HEivTNoQNIXqHy7wfqxeTC2d/1y4r7DLmiGg85+LlKs11nV6TMtw0Zz9dfm3 7/R9gIuaDFnP52eZVuGi6EbH4GZfui/jIvPjzHrP2UxrcdFou0t46TPVj1xc eXFp9bRCpo24kL/TduZ9JNWTXCyZkKG5dgXTNlw0eJuOE46j/OciNkrj7vP3 5P+4qCtaqONTSv6PC621v7Z57Sb/x8Xch1OVf/1738RFnFTPiWWbyP/1jy+T ssVqDfk/Lo6stbMy0yH/x0Xu8tbJBnPJ/3FxM/rRMC2q1/O5eKBoqKpJ/Czg gm91I0yfvt8Xc9HisarNir7vl3Gh88vDx4feN5Vz0TN6YX2oCfGfi937XF84 uRH/uSj/uUthPL1vauTiF+9je8RB4j8X+r+dkt3vEv+5mOIinn2pk/jPxahd rWdXTCH/z0Pq3vEvn5qQ/+fhadft4xpc8v88FHefClC5Rv6fh1en0ks8++h+ tF9/C19SpE3x56H16PnSi9EUfx4Kn8nvVyqj+PMw1iUt/fAQuj/iYUvNQoUX xkwb8VDBK5zgmU33STxwIm0sW98ybcPD46djFnXNofOfh0U5sjsmRTLtwUNA l6Pr95tUb/EwqnP6K+lRLF8ieNB8ENoyxJq+3/Jg2iUaabuPaT4PL+OXSO1p ou8RPLxQvKXrNIPlZzYPJ2Yd19Vyo/s5HpaZ6KhfOsh0Pg+3oy46xjdQ/vNg E3SoaoYk+T8e/Dr0OixA/o+HJxUq3895k//rX6/Bn0b2bSH/x8Nve/lNrwvJ //EQ9npJuiq9b2rkwaAsu+lIE/k/HjYrNw1Wo/dJnTxU1cl759N9Zy8PypMi 9/759z40BVmpX4JnUz0vkQKrKSHTNb/RfUAKxhs5zpvXTPxPQe7lVXpq1cT/ FHgbbit1Ok/8T0HZJ0Hil+3E/xTU5G61kfMn/qeg7ZDnB+XlxP8UbM8TnXAY R/xPQcJ0879SjeT/U1BXW2568Cj5/xQ8DLA76eNN/j8FDs/9nOpmkf9PwQJF szzjDyx+Af3jlcg9W3KI4p+C++OyKqQcKP4pOFZTOw3jKP79/fkiE4179D0y Bbv85OPd4pnOTkHX3FfT9RbSe48UNKyeZzf3A53/Kdjss//2/n10/qdAJyLB p8+Czv8UTFf1WJk3gu6vUhA3Y6vez9ssP8pT8OdicLhDItXzKeCIMsun6jFd l4KvPZf+5Pyl+80UdLy3OCR9k+nWFDw9qjH7uYDuO1NQdXUsb5YF070pKK/o djGcRvnPxwPBkw/O38j/8cE3zzpSdI/8Hx/PZu7SdD1M/o8P+6W9Qfs55P/4 2O6dW8rxIP/HR42twVd1M/J//b8v4+R/pfS+SYuPXZu3ntFVJ//HR5XJjahr xEcjPgYlKvUa/vuexIf3152ZDeRPbfgwGPKkJIreNznxcWi44J4cvW/y4EN/ 9sfJJauI/3y0HGp6s5jeN0Xw4aB5fHZmJPGfj8Vl09tyson//eM5dp9bfIX4 z0fZOmPxde+I//2/P0fuUp4k+X8+bnRxDoxeRv6/fz1tlUvtQsn/82GjXfp3 1Sny/3zcGaZ2eE8r+X8+Ppbd2ztCmeLPx++bdheMPSj+fOzTt5GXOknx58Py ZOXpAV1U//ORYVG++4Y220+tfFz+8TSuJ4npTj4mWkt/037AdC8fT78WRM+Q ofNfgCMq+GrmwrSEAPP8FgpMTtN9qAC1O2ftLeil+l+Aq59GCgfr0/2YAG5F dQ+eC5hWEUBVJ23ijYdU/wmgdu9D7+qxLD+1BLhinisrbkHfjwQoGOLjL9zC tJEAdZ82egfcp/wXoMhcRXn9APJ/AgRPK+c8nU/+T4CdZV/35DmS/xNAmzdY zzuF/J8AIX9c5VuOkf8ToN4me9rTO+T/BIhaHHt4CL1v4vePp7Z79Tp635Qp gPXQMJtUet+ULcBbx30TjxE/cwWYekFBPpf8ab4AjZaexoH0vqlAAMEu0QfV j8R/AYzbzVze0vumMgH+vhKKX7tK/Begz2X6g4/7iP8CFIs3C3KjiP+C/npc x1fBjPgvQOijwKvnphH/BZhpZ6d0poPuOwUYaTnpqEcx+X8BHnYebkIs+f9U lPDEnuzWJf+fiqMODjlvf9F9aCrW5smXJRYzLZMK/qhr698HUvxTcclCfSlH leKfir1+Vc4Vr+n+JxUHu2+LKe9gWisVnup6z0aupvdNqdAXPNrz6Q+d/6kw MZ/6bdY5Ov9TMcB4+0UtLzr/UzG2a2h+2FT6vpSKNvmRopXPWT54pOJ9RZDd 0B1MB6TCTP7mkHHmTEek4sbEnsbLY6j+S0VORP47k8csH/mpsOI0TpDNoe/x qXhkp6mzwYXp7FQY+gSK2ahR/qeiMXaqaMUAyv9UyHr/XGH7lPxfKkQ/1MKu nyH/l4oHF1RxNJ38Xyr890uVzA0g/5eKohgzvTBr8n+puG5VoJ1F75vqUqE6 WuzD4X/vm1KhUyiz7izV562pWH/jkf9N4mdnKsTrfqm/Id2bCjdRe9ywf/W/ EAKrE0o69L5JQoiNq8x6XOl9k6QQsmY/98XZEP+FWKYbdNY/kPgvRNybzL3y GcR/Ic4HhCX6nyX+C6Ho7uS8uI74L8Si0xonbAeR/xf215sR13bPJ/8v7PdX jvMeuJL/F8JomXvKuT3k/4UwbYngSz0j/y+EUt6LewfHUfyFePTuQtwkS4q/ EAYwjZyTTfEX4kvV+3rOS4q/EHqhncbl09l+4guxe2vh2Rxfuo8XYpuc6YVd F5nOFmLr+4PjnAbS+S/E37sr1nDWMZ0vhOeOqqycbPpeL4TtvKH8hU1MFwtx eMZylbez6f2SENMiL96eH8p0uRBh4f6q5y9T/SfEwM/ZMT/+Uv0nRKnNnS2Z y+j7hhDKn60vjEpgulWIpO7XE4dfpvwXonNHmOHULsp/IQ58sd7TNZ38Xxpc ZlqOmbGe/F8aLlkf1fKKIf+XBl+9C+GhueT/0vAUu2uH0PsmhTREdqv/bHlG /i8NYxTOhrYS79TSMILT7dNKPNRKQ5auencV8RJpqG2/ZpZBPDVKg8KwQAUV 4q1pGqraf9vk0fsmmzS0HC1UG/+S+J+GYU8EH3JvE//TkH10kIlfPvE/DX6f JnOKuMT//vErc5TPOBD/0xAa6SfKVyP+p+Gcy4tbHX/oe1wadmiW3WgoJ/+f BsWOoDMVIvL/afjjEasuZ0b+Pw3Vy5Qrl0qS/+/vX+vruLOSxa+4X693rN3B o/j3z+/j7vsndCn+acjJSM406qb7nzSUGudKvDrOdF0aHH00RrxwpPdNaXAo +6+8YBzV/2lQ6bjVXFFB538aOBtPP8uMp/O/f75x8ke9Nej+Px381WNnXGtn +SCRjtXJ7tyWfHoPmI6fx4O9dV2ZlknHj0kHh0+eTvV/OmadbTJ82MzyUSUd S7vNGg4ep+/F6bg3TXbVyyCmtdJxRnFS7jVdyv90JB8y2p04ivI/HTuUc1du eEv+Lx0v/BYkx10i/5eOC3fmv5XKIv+Xjlc3NCfqRZD/S8f6moiJihvJ/6Wj MdjreD29b4pIx/Gsnwci6H1TQjrq76pFSJKf5KfD82hl/knym5npUF+plLWe +JmdjrLHzjuH0Pen3HQMtz/Xd538bH5/O7b9jKH3TQXp6H6r8lSV3jcVp+PT 9su8857E/3Rce3ZsmAS9bypPx4NZeQMHHyX+p6Plc1AHr5L43z//eM5njx7i fzreRrgUxkwn/5+O7yLlkgwr8v/p2NjqXeyZRv4/HRKV3cEPbpP/F6EhyudU +ECKvwhvFCS8FPQp/iL8btz1KpJD8RfhfnA4T72C4i/Ctf+O3u0YzfaTighy B95q2tjQe1ERumWnxQ87yLSWCJ/vGmUcaKP6X4TnBSPOndek+38Rjuh1qTUk 0f2/CCgccfnQA7r/F+H93uVRByfQ/48iwq7Mpo8uTkx7iHB584FREUep/hPh idppdb82qv9EuNFe6PFsLn1/F6HM2NHD0I9pvggZpdY3zI5T/ouQXDcgbttb yv/+v1+8SPvEePJ/Ivgdd1mga0j+T4Qq+y8lvQHk/0T4fqKiSrST/J8Ivutq Wq9cIP/X//erSTYY0fumchGaIq20B9L7pmoRYoTzZG5SPV4nQsnsatOAf++b ROhxv9P8g/jZKsKPS8+V7ane7xSBO8jhVg69b+oVYbRaUck9et8kloHvUkaS Eg+I/xl4qda1M+os8T8D4kq/RRaZxP8MWEarXqzxJP5nYL9B0xxNXeJ/BvId xBMfjST+Z0B+2WvX3jry/xnQVnLsGpxL/j8DMk5zRLYu5P8zoPjhb/gGxVd6 /wNTFMPc "]]}}, {{}, {}}}, {{}, {RGBColor[1, 0, 0], PointSize[0.012833333333333334`], AbsoluteThickness[ 1.6], GeometricTransformationBox[InsetBox[ StyleBox["\[FilledCircle]", StripOnInput->False, GraphicsBoxOptions->{DefaultBaseStyle->Directive[ PointSize[0.012833333333333334`], AbsoluteThickness[1.6], RGBColor[1, 0, 0]]}], {0., 0.}, Automatic, Offset[14]], {{{0., 0.42000000000000004`}}, {{0., 0.42000000000000004`}}}]}, {{}, {}}}}, {{{}, {{}, {}, {GrayLevel[0], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Dashing[{0, Small}], LineBox[CompressedData[" 1:eJw9m3lcTd/3/0tSITJHhvI2ZCyZwhsvJBENKIU0p5Lm4Tbfhnu791a3DJFM mSpTQsa8ydRgKopCyJBSJHOEvv0ev7U+/vF4Op3O2Xuv9Vp7vfah4+Sz3LWT goLCOyUFhf/39///0zJ3+fmhoibL8rn0DzCNDSq3OFBGrAodm6uC3rn3iDXg OqTR2ffGXeK+iBnT70fu2zvEmrAe4Liycz/mwTCeqt28w/w2sTa+j1ykJd92 i3g41MIStn17V0o8Ah+X9aqpWcw8Cj9Ot+1efLaEWBfn6w52+1ePeSy+VfRR yssvJh6PYz47xu8xZp6IDYfq//5+U0Ssj/qM40eupjBPAroe+lJrzGyA8Sdb msy7Mk+G8btjss5PbhJPwaM1PcZ/P8M8FVM6qagN3cM8DT5VV2xDNjNPxyOV iNr2/7Eh2nN9bpzbyzwDHm9cIvedZ56Jk2NHPbn6jHkWHM4tbhnWk9/nXxSp /5N4YynzbKz+M6rgwjbmObDvlOHf9QPzXGz4kaJ1zZznA3i99pxl02ViITDZ v3ltykyez3l4uyYg4cw1YuE8zDHYKnNcxesxH1WNw89vbiUWzkefn6+/zM/i 9VyAa7N0FVwdaL2FC/DBWMfm9SiOByOES9TL9vwkFhohYd3oaq9qjqeFuDZX 26D/dYo34UJ8UNJtW3mB49EYfyatfONhR/EqNIbp0ddBaa85fhehdtum2S3e 9+n6IhSdLhAZtBMrmCDBZ6Rq160P6LoJ9P7J3as5oYKuL0b1t9QBX0uJhYtx IPNk40jPSrq+BEauemPHqj+k60vg8DazwfcUsYIpzHoU1K+xfUTXTSGb4/t3 nmIVXV+Kpzln9m84TCxcCq87e4ZqWlbT9WVYdd1JEvqDWLgM6SfKfAt2Pqbr ZjDSON/2598ndN0MnV2gbfeEWMEcsjE5iZ/8n9J1c/ybW/LirnINXbfAGIXp r1U3E8MCBquvDLjY/xn9vAXcu3xO/bOZuNACXY3aDX8pP6f7LTFk/oR/XngT wxLN9ZHujXeIhZbIHbC704ZhL+h+S5x7VRF71ZVYYTnU+4z47LKXGMuRa+w3 6/VtYuFyVPr/tHrdyPcvx8Grrj9H/eb7V8BIf9bExHa+fwU84hr6qX3j+1cg 109d4WwN378CSWtdW66d5ftX4mfFGK2IOL5/JZprtOWLFvD9K1EzXzL8wHca T+FKRL2aqz5iD4/fCj0XrZL6z+TxWyHE6fJ5kzs8f1bQFk+Z4LeS588KZSMl wworeP6tMeDfqpx+pjz/1vjQbbCBTQGvlzWetT6p9xlJXGiN0frnjJbIeH1X Qad/8czyRooHrMIo286/6xcRC1dh6pEhxkH7KX4KV2Fw+MhC8zaOPxtMTr/6 bfEKYthgTF3rn3FHOV5t4Dmq06MTSsSFNvgc2O9tgh3Hty2cH7dXW1+gfIAt ZINelZ8aQCy0xa/KEtHoUMqfQlssVhs3Rf855ZvCargV7z45exExVmP342BB fj7n62psfm4c1jSKuHA1dlWcWq2/h/N7Dcxv9vl0YxAx1kBUJ7K/NoP0QbgG vRLGq3ssJv0oXIM3GrqPbrmwvqxFXtqqupFJpD9Yi1uqc64fucJ6tRZbJxTo RrWTnhWuhWWG4PEFU9Y3O9Qa6lr5HCT9gx16NSd7ZauxHtrBbF7TULdw0s9C OzjnbTmV85P1dx0O6hcne8YTYx1ydPX092uxHq/DOfWtW4yvkH4XrsPDkYOj TH1Yz+2xcvW1p1njiGGPC2q5Csu+Ur0Q2mOEwUjbqaXEhfbY+kPJdtURricO uLd2pt/x7cTaDkj5ZBYzeRMxHNBPMOliwzZiBwdMj1z39W4O/34HiN7oXnlb RJzpgKEHTuvN+MTPc8ACSeKWO6Pp/WodsOdP1p0jnvz+jmhYkTzx+QVibUcc 6aVW69eP58MROj8Gz/WLJHZwhNeVtlFvP/H8OOLt1C4Rj/1pfjMdYeZS9NZC gea/0BELzigGmmUQ1zqifMHxkDLw+jlh0+i0E7e+EGs7IU+r502907T+cILO n6vj66IoPhyc8EPFr0+xNcWP0An730ZdODST4ivTCfY7L75eMJbir9AJ814v 2nukN8VnrRMu5t10vZzG8euMmR8k+SOHUnxrO6PoRFjbnqPEcMbQ10VWz2dT fjg449nC05OSKrleOcOo9VDRQh/Kr0xnTPa6rrdTnfKv0BmVjcdKNE4Q1zpj YK6o05AVnL8uqLFaYz72J7G2C9YXfPBMy6R8hwuWf84Yd8KE9MHBBYsVV/W6 1ML1ygVdP072+Lad9CXTBee3bP8rm036U+iCptK4DftriWtd8FhJTX21kPXL FV3TPsfe1SJ903bFhjt7vTVOEcMVVXtO7DecT/ro4Iq8uhHha28TC12xULPb xK1LSV8zXTFgYuMhxZust644ur4+6e5k0udaV+SoboiYkM767QbT7ftr3T4R a7thRMKCX/fmcD1wQ66+tXl5NLGDG8zEmmOaTnN9cMO7RdLSc0+IM91QXPcj teEL1xs3TJp1YfsSrk+1bhjmLqss+l/9Wo8g18fOTu+JtddDxfWn05x7/Pz1 GDhEtHn7fn7+evSdOhE3Pfj562GQYH9o+gh+/nroJ2QvCHnA9Wo9kp37tWsH 8fjXI83um2Nddx6/O6zXhC8RZ9B8abtDe4SFw/2hxHDHbHG3j/syeP7doXLD bfCTHjz/7ugU1lTkEEHrlemO4LKSl8Pf0PoWuuNmmPN2tUXEte7QeBAn+HuI 9y8eeP1n7+Z6RWJtD2TNbdfct4biCR6YPrykUimf488Dwr7vptV04/jzQE2Y 5asmZ4rXTA/023J54ftLFM+FHrh/Y+lE8QDiWg9UCZsP2QTy/s0T9TFTb36r oPzR9oTpm5WLa6cRwxNfez6Ys2k3558nin/tb/JX5fzzhNU0g/9eh1C+Znpi g+fCJ9PfU34XeqJLbvfEs66c/57oXJfSNKuU968bkGCjVW/0gPRDewOCZa6L nr8lfcEGxO+armyuQuywAccuB5uXTeb98gb0MVq8SOZFepW5AYGnReqZJ7le bYB4caXrKCXi2g24Pq9+/jhH3r974eGmnl3O3Cb91PbCSP0eVTfmE8Oroz4u +mldxPrrhcDw+DQXa9ZfL6QsWOXx5jPpd6YXMmdtO3F7J9crL1R9ztnY05L1 3wvhZr5zD/Zm/d+IhctcA4S1XH82In/g/KyMi1x/Oq7/aH/elMn1ZyMmpX10 8dnC9WcjvMuSFYZzP5W5ET/OW3fuvJvrz0bsOFAydkA+ce1G3A/sOtGhiuuf N7KPFlfVdeH64w278frL8uZzPfWGub5R91syYgdvDNkQFT37BbHQGyo3V03r D5qPTG80jDP5vu44caE3ImaYT9EZTfNZ640aWWWpy3Hur3wg/Nb37ATQemj7 YGdrkEfEC95P+KDBLdnLNJHWz8EHE+YY5ssX8P7EB2uUYqYYqFI8ZPpAXtc8 VPMxcaEP3lSXVA04S/FT64O2yx+Vf+/h/t0Xzh+7LonZQvGo4Qthg9HoI4sp XrV98WJb6RrVMmL9juvmgwV7bbk++aLnQPPcMe+ILXzh/e7VOOtIzhdfjFi4 73RJP8onX19cv2zfqnmK+ylfbPs9dtADS8rHVF9k6x3b5/+VOLPj5/ssK92w g/I3zxeulh9shoP3o75wsnDJ/VBPXO4Luyz54YGppA+1vthwKS+kbjrpSYsv rl5oPyR+zv2VH0p9Wh6MjiP90fCDqFeb0YcRpFfafrj3erPqp2vE+n4wyOh3 eelark9+yHj3IaFfC7GFH044PUtdF8l66YfpW0smz1MiPfX1g5rxk8hqIfcH fpgoWP1g0TfiVD/kjmjqdcWe9DnTD6uuuZ8WXCHO88Pxv6/PFfbh+uKHsaNu NX5bQ1zuh/LhV5tl27ne+EHVT9uraxFxix/Sw2RpA+q5/vhDvPTmY59fxBr+ CH4wTe891yttf9R9nxIY84NY3x/hVvkn8JLrkz8+hdyqt/6P2MIfa0cr63RP 4nrlj6kZ3UOuLSP29cfqlF2q3zpx/fLH9tBr4inHaHyp/nie0VN79BIevz80 S+LGiJ7R/OT5o7vxq/y+67m++2PwuBn/HK2n+S73h+PCawNGORDX+iNokdZG j/u0Pi0d7yfa+N7hX2KFAGitMx3xfR+tr0YAjlhtm9NHidc/AKNf3h2w34Hi Qz8AkqAs29gCrk8BmJxR7JXal9giAL1UKnwyvbheBWBoe2aW4AbFp28Avh+X dnk8mPurANTkfnAKCKb4Tg1AjlQpu+k+x38ARsx52lijR5wXAJPeSafup3I/ FQDxyM5uJt8o38o73s/I5X6+HXFtAN4rKs0Iv0X52RKAwyP2X/42i/2PQPzs tykw4BTlt0YgVv/9OGr6RM7/QDiJ+7/5to70QT8Qq663hz/3Iv1AIJob8zxD xKQvFoHw+mhloHiM98uBOHv7nmvuM9Ir30AY7Vg76pAW61cgdq4qGKroRvqW GoiPC4ozKi+R/mUG4sThKoWx2sR5gRgnNXVRTuV+KhC603OeunYnLg+EtaHy i4VppL+1gTC9a9W0eyxxSyAC0nv5ON/h+hME46SuyklhxBpBMBT2b+s2letB ELQ7BVZXt1G90A9C9COtmoZ7XJ+C0P+UycHJucQWQXCd5br+9A6uV0EQ3Fvn 58z9lG8QhOuVH89P4/oVBPsb3lmWh4hTg7Cg1v74lqtcz4Igmdv5l3ojcV4Q sl/aziwZyvU1CE980s7fticuD4KfmoLd8ONcb4NwOHq9bnUXHn8QbuhoV/7w 4v4zGNNL/U8lviDWCMbPS87Ju9bxfiAYg81C1CY1EusHY66VYoZpLNenYMzL WWrcOIrWzyIYX0bMGqxczfUqGE+z399MSuP1D4bJ4L7TPOx5/xIMoeiHiWAq xU9qMByLTHWSBnA/FQyZZfkeD2WKv7xgdJ3Ro6roL/dXwehpl3bmYAzFa3kw whQjI+erUXzXdtwv0n/6O43jPxihQc1W0tHsP4QgoPy37eb/iDVCsDdXMe/s Kt4PhkBy/7ZU8o1YPwSbAvb2kG9jvyMEakfeHp87k/LXIgQZ4dXP1WqJHULg fVF3uGkC538IBNou9tZ6vH8NQeGyD7v9qohTQ7Bn8Jgu1VHcT4XAMtxuxcUR pD95IWj/e7dibgn3VyGoUB42Q+pOelUegoOzvXec6Ez6VhuCr8tEd0p3sv6F QGvJ364fxrP/JMCubPNTE84RawiQuKPz7KwZ3A8I0CxYJgg8TawvgMMVe52r /7DfJcAwwbwHV6TEFgKc0X1if+oNsYMA2jcWH3s/mfVfgFUJBVoPg1n/BRi9 7VNlwzHiVAFeqsx0v/SQ+xkBnkfW9vrbQpwngGiGX33wX65/Aly+o7SnG3O5 AG8y5/f+7yPXPwGOv4yYnFPB9U+AnskKu5WPcP0LxSIVo7O6AVz/QuHkeLhf lB7Xv1B02RWSJ3tB49EPxcNlvqsb4nj8oQjpDqOFQ3j8oeix5Mlwh2M0Xw6h +LJNXa5swPU/FEsGd17T8wT3T6F4kf5Rz24EcWoolPZ+8qjazP1UKD5X+Pf2 aKP1zQvFXJlxeNs67q9CoVzkHBV2meKhvOP9H523ujWI++1QXIo++640kPc/ obgpPJa04i77f2EoOPAzcPJIYo0wuGVtUdKLpHjVDkOkoHNPhUcUz/phGKBe tshSnxhhsLj635sbSZQPFmHQTe7m9qGJ8sUhDANNzJZbmPH+LwyjddTK3fO5 fwrDuFbDefuHEqeGwTti6W67ZO6nwvDkXaBjiwJxXhgGmwzyPBDK/VUYhnw6 Yr7xI+lBeRhS9a8aXvlO+lEbhlLFisg0NeKWMKQpaUTP0GX/LxzFzd386paT HmmE41beJNMiKemVdjhW9B/z+M8d0jP9cNTZrJ55YDAxwpEWnpZ0U0B6aBGO 8ubjml4vSS8dwpHprPQ33ZrYNxxZdsebTKq5fwrHItHSyCA34tRw5H5xqeqn yP1EOOY3zF89LIf0PC8cTxdm3hWvYf0PR/bg6PnztFj/w/F37Zt5RvXc74Tj 2fSfqeIrxC3hGLNh1x+Fg9z/RKDg4mvd3K3EGhHoreH9SMb1SjsChtcebdmW wfUvAtYlt2ZUnOD6F4GDZ9OuG93n+heB39N+Hfn0l+tfBCp79nV4ZUjv5xuB dTYKntrR3D9F4Glx7vGz94lTI7Akf6Vnnj6PPwJOwUfSNHcR50Xgx/Y5PX72 4fofgc+jm8/YpnP9j8CgwLWBc8ew3xeBCr1g7aNFxC0R0Dli6Zjuy/5fJJx1 A+f+HkXrrRGJB3Wbn1x/x+sfieku3/pVnKf40I+E1aH17Z22cn8e2dEvbjTW Dqf4sohE8WCbi+82Ujw6RELyTx8LlWkUr76RiDPombrtIp9XRcJ+a9JGdyOK 79RIzPurIzes4PiPROOBmkfn3Cg/8iIx+lbq+8S/xIWR+LPTVsssg/KrPBK3 tRULE2ew3xeJqAZ0uvmUuCUStsWRizcK2f+Lgl+k9/SmUZTvGlEIu17cP/0e 538Uzu9cLr0aTPqgH4WIq573coby/jcKm1P3RMff5P1vFKKsz6QKPUl/HKJg Wr0j/Fp30ivfKGg1vfnoepTPq6Jwv+bYrfiFpHepUZidFDpw8hPWvyg8Hfs6 WOxO+pgXhUeVPZamfSQujMK6YQt3hXmTvpZHQfX1CbntG+LaKJjVHPhlZ0H6 3BKFM3ZpU66dZP8rGo322ufuqbD+R8Nrso3xC0vW/2iMGbjzoHMK9z/RWFj8 cturK9z/REM11jy+7RX3P9HQLbV6sr6V+59o3D03aM1v7qd8oyEfvjf78E+u f9Ho1ePM5og6rn/RGL479unu61z/ovF4n+0+y61c/6Khpjd15vdVXP+ikaT5 PqdTT65/0ThbL7JTvsh+XzS+vrwVn2nL44/GzZq/urJmmh8FIW6nps1PCCVW FaLMrXy9RxvvB4T4/N/Z+z2CiDWFmK/XW3N1Pfu1QsQs6VY/ZQWxrhBeaxv0 Ei9wvyzEkwhp8UItYkMhJs0w/mkWyudVQnjGyQoklRQ/JkJ0/xA8omwCx5MQ KhY5nq0iij8bIQZlV2y/84zi00GIMRoVRd2nEbsLMX23zXOvFIpvXyGaNOY3 bW6k+BcIoeqfekHLhM+nhKh/+0y8JYfyRyLE7uAj7uHdiVOFiHwWYWYSSPmW 3vF82/ehDrWcn0J029w1StuSOEeI8fqThlYXUX7nCZFjZGhyZx7x+Y77f/2z zi+e969CXAgeNmd3KulHiRBXvzbu9M4hfSkXYqv7uf66d0h/qoVw+oglf9tI n2o7fn/BEp2BhsQNQmRmmm9ME5K+tQhhPgPfxQ9J/1o77k+eZvVzGvt/MQga kBD66SDpp2oMhjiOVfQZRqwRg56n7ZduzCL91YxBe8nU/DcziLVj4Peqe/Dt x6TfujEIVQg81V9MrB+DmfcdJhXMITaMwbPLq3vlKrG/FoMHz/tE1FVSvTCJ geqTITU2p7iexCD998xriruIbTrex12r6inXJ4cYTFF/0PyG/UD3GAyf2Dto yH7ut2JgFpbhKLlELIjB2AuHS8a+5v4rBiqJnW9060/vI4nBqp7fl06x4noU g1Tf0tbcTOL0GCh8s90jbmW/MwY6ry7GFK2l+ciJQZeH5f1D73K9isGVGe07 s5fQfJ6PwdmVHk9tKrl+xWCq3dFRqZ60HiUx2CVrm7ZUndavPAbDvrWqiS8R V8dgxeeweD0Br38MCo6VdzUAxUdDDHa3bVXf2JfipyUGjy4WJuZ/JW7teL9+ 2alltez/xeLv4S52wdUUj6qxWOF/Lz9nI/sBsdhT0eQY/pVYMxbORhc1goR8 XhWLBb8Cdy7tRfmhG4uqTpe35mYR68dirnDcj5mgfDKMxS+3RQfFz9hfj4X6 l9qjmlGUjyaxSCr8sN9Lh/upWFzx1tz3sYjYJhaJQXMFSt6c/7FY1lC3qa0f 6YN7x/tvHqSkc5nYNxYRcwdEnHAlPRHEIibtkueTbnw+Hguz3XUapSeIJbGI 18GW3RakV6mx6GSTfsP/A3F6LFw3XopaJ+L6FIvTz3wNQgaQPubEYvGWoX7l +7lexWJsf8ercaNIX8/HYrtT5/25+9i/ikW6bQ+rkD6kzyWx0P7TaqcRTlwe C4eLvqfOVxFXx2Lb1Z6br+pyfxOL/loqPvKNxA2xyI97V5B+iPudWPTO35Li V07cGgsFzXG9r3/g/icOhYcnL1n+h1g1DruuDc5v535KIw52Z62aij8Ta8bB J9kr93o118c4CB1VPEafJNaNw7nuBw7Oj+B6GQdl0bopUTOJDeNwo07Zc817 7p/iMDHl6Xq/zcQmcfjv7YI6zwncT8XhvKODrfJlmi+bOBw7kGLadSH3V3Fo HNXaYnGd5ts9DgY75kwvmEHsG4ev4uWFEw7Tegni4Gg59fuW3vx9RRw8eom+ VwfT+ko6nn9y8K66RxQPqXGYVef27/7JxOlxOFTbYvkhmfvzOBw21Dfb95bi LScOp77+9pfPIc6Lg+L5BrfQbRSv5+Nwf4/3l6Ef+XwqDtP63Hs2bjFxSRxW 3LPXW3CI8qE8Dj98167/pURcHYfhly8cqHal/KmNw7jE2zdX36Z8a4jD9uSv Zs1TiFvicLK/dOD3/ZSvrXEY1OmMSmk/9v/iMWZ+56cnkym/VePh8+DywM9d Of/jIbz0rVSoRfqgGY9wnWPJaeP5vCoeD897K3kvJn3RjUdJ9LV4Y3/eL8dj guOS18uySa8M4yHIvyHLbuD+KR6DHR9285pGbBKP6O9rnh5N5X4qHgpPX6r7 /CC9tImH7+C2m+c9ub+Kx7D9pn9FjaS37vHIvvHW634wsW881E0U9m/qSSyI h/HAp73/y+f+Ix4NV088XOTG+h+PtokX4kePYP2Px0LnulcWzVQv0uPhIjGc X3CD/bl4rCi/7bQumzgnHpvLXhhM5e8l8uJxUUOvcBbXq/PxmJWpAL90Pp+K x9mzKSOqjhKXxCMzWsvI7zZxeTw8P/gcW/iDuDoeR2x3Oa3VY38vHl0GJf26 HEDcEI/xyi3DBDeIW+LhsctVbYsOjb81Homy2aWDEtn/E6F1VkbwQEWu/yKE FF9euj2O678Is49NPLOjN62Hpgi7ez+bMzyXz6tEGFgPlwnWtH66Itgoyeaf 7ErrrS/C7w1Ck123ef1F6Gf5vqIinb+3EeFlVUaugT/Fj4kIW560hies4n5K hKh71nO2mFD82Yhg+yvwftxwik8HEX7aXS6fn0XsLoJmf8try/Qovn07nme8 oNXxP2KBCKkJdd0MLNh/6Bj/wJbhrvXEEhHMUj7d2hbL+z8RtnuWdbbWofxL F2Gl1Gb8yOvsz4tgsKA2VbCe8jdHhKY9G2ZdVKd8zxPB1eyRh9EZzv+O8X6e Nmm9HelDoQjJISV3XZRJT0pE6NJSNCT4GHF5x/y+7iItsST9qRbBwXp7VcxX 9ndE+Ldz458rW0i/GkQwudTStHMi+30iNB7e7z/uBnGrCB8e4lvsCvb/xLhV 4DvywlNiVTGKF3Wqql9D+qohRpzun3r9CmJNMYoqYo5dBn8vIUblYZVhpQeI dcUd7+e3Zlsb+2Vi7A3W+zd6Eeu/GM13jo9sEXP/JEaXjQPDvS4Qm4iRurLt YMpz7qfE8A/6Oq7nd2IbMUrvXkkv4H7KQYy1E3dYx7QRu4txpty/1f0d91ti JCfndtteSiwQY0+O20nTXdx/iXFZN3P6S0diiRhDph2YfnsQ92NijDeIsN9a TONJFyN/2pCsGnc+nxLjQ2LWYet2mp8cMb6e9gm+mcjnVWJMUPu48WcPrv9i zBwR1n5Xyv2rGEen/J496g+tT0nH+2rrPmj0IC4X47fa3Zgu92l9q8WomvND 6jKZv6cQ480KfZMPmygeGsQoeL5CW/SB/T4x7pze5ae2iLhVjPXSf/+x2Mv+ XwJ6DehdM+IHxadqAmb1MWs2MWc/IAEltp+9/XMovjUTsPlnbJclSvy9UALk Lxet3uhA+aCbANMF6L2hkP3yBOyTz1Up/of3fwkoznxn+F3G3/slYNSIMxVO 3yk/TRKwctfu4x5ufJ6cgKT3X8vXPqX8tknAPIUnneOsOP8TcMpNvnfSEdIH 9wQ0djKr3J9P+uGbgOdRawbl3iJ9ESRAJeCOY/p7Pn9IwOgHslnpg4glHc9b O3FC1UrSq9SO+20z5gXuJH1LT8DcGxOU4pv5fCoBFUsm+fUxI85JwNbrj4fo XiT9zEtA52CzI9cMeP+fgBDRsarn5/j7gAQMLJM6By0mLklAg/Jytch69vMS kC/ruqNxE3F1AvZWDFx92oT1PwEDLu95fbsb638CVFsqHcY+Zb8vAU6vrPWK zhK3drzfhi8q6f/7Pl0Cw36Dv+3k7ydUJTjd6VTJPWYNCUIzTv3U5+/TNSXQ a1H9euMc+4MShNU0rEipIdaVYPzq4Qu2q3P/J8FE3bqAuiXc/0lg7RP1IG4r 938SPO41clNkI7GJBOl+F+ueLaX5sJBg9acS+xMFxDYSrFGZvqNtGtd/CYqv XygsvUzsLsGrXOnOIStoPXwlUNim9eD7F2JBx/1NR5eb76P1FEoQI7dTH7SG 1lsiwabI3MfzdCgeUiXQnJ9dmP2FOF2C9qP5yToPKJ4yJVj/fIiN4BLFW44E pl+Mrrmd4vMqCc6pFTy8bcv9vwSKPUN6P3jB/rUEwVmpc9Q2ULyXdMxHj7mj xrYRl0uw409u8qsUypdqCQTD1zZX6vL+T4KkTW8nbb9J3CCBWqPB5NOu7PdJ IJw2PueQKuVrqwQzzMeYPT/O/p8U721NbApXcv5LcTjr6o59vzn/pTD1Grjt zkHSC00psqTylKilpCfaUqg/ku95/5lYVwpD46WCudv5vFwK76+T5RmG7P9I UZTbL0TzETGk6BQ0ZMF9b9I7EykSjBVDHiuSPlpI8eodphnLiW2kUKrb5KrX h/f/UuxLSIs7mULsLoX1d1PDz51In32l6F0w94K2F7FACuH6m1PDb/H36VK0 TclUMB/C+i/Fj9JrC/44s/5LMeWQYkHbbuJ0KexyxlVV3WJ/ToolWf7vp/P3 6TlSFDSrVNVwPcqT4oRVzbv9XK/OS1FsrB4Vy9+nF0rR+c1izdRnxCVSaGhZ Kf8+x36eFCF65bd6iYirpfgVWRYybSH3f1IY7Xr5ur6VxtMghWO9TvOFTPb7 pNB5+VO+cjZxqxQx4i5r/cvY/5PhVo9Uh6er2P+TIf+FcIBbFft/MqjYK91q MWP/T4bIwpA5jlfY/5Ph7sLlM/aPYf9Phox12V675ez/yTAlw6J1zkeKB0MZ +r54sdJrKft/Miyutc5SyWb/T4ZZ/f68bWqneLOQITs3ava7Vez/yTD8ytLZ pSe4/5dhU/PxFGNV9v9kSOhfdKG3E/t/MqTvfHv9/n/s/8ngdPhT+8DB7P/J 4Hr1h0ZIJPt/MoQf03ju8orPozrm5/iF9ytN2f+ToT3YbNzR8+z/ySCcKTt5 ZSz7fzJcH31kdO0+9v9k8BtSbmU2lPNfhunHjWeLwf6fDC4+ivOemrP/J0P/ nb9833my/yfDl327fT9uYv9Phh3LHo8bepP9HxlOdp3rkNGZ/T8Zhr5+nxZl wf5fB+/Ye+NpDvt/Mvzy6tJWoM7+XyKC7qj3HR7N+/9EmP7Mae3+h78HSERZ J2vf4AT2/xLxpOZBg/VQ9v8SsW3PSvcDV9n/S0TIr2ulln6s/4l4uW/QC6sJ rP+JiNdf0jXrG58fJSJZHJk9/Rb7f4nofTqgUYn7IYtEZDV/fqLE/ZJNIpJ+ zZw05X/+XyKqRkambuF+yz0RM3eEXhrO36f7JqLugOKBupvs/yWi3864nJcf 2f/reP/7HvuGjuL+LxE/FadqZ7lz/5eIQWJ189hz7P8lYrWKxYXLvfl8KhF/ snpauoWx/9fx+w5PWxzXzP5fIiqbTkYO9eH6n4ioRyXy2b/Z/0uEIMOm9lUa +38d85/+9FK3f9n/6xjf6DPjTjSz/5eIwsArXf87zuufCHULPbXBoez/JeL2 FtHZHAv2/xLxXiN7x+QpFF+tibDvq9wQ/Q9/f5oExTHzKrR7cv+fhOi90gU9 NnP/n4SBrrnFFoMovjU7rs82d8rOZv8vCYfyrfoXzWD/Lwk5k/yHWJez/5cE tw9e0V89ef+XBFHaKH0DNf5+IglqmomCLUfY/0uC+57ijSlm7P8lwX+v/6vU r+z/JcHSfav0607O/yQEFDnrdDdi/69jPC80arTes/+XhC2da9rttrD/l4Ss kso0xRns/yVhYw9z3wk17P8loXj5n0yFCPb/ktBg+u3Q1gGkb+lJuGBx6nL7 cfb/knDlUuNs6zns/yUhXXFtSG4x+39JCI8+5quzmPf/SUgrmlJWdpX9vyRM 8Hxo/Eqf/b8kLPsdUShPY/8vCWXy5leaH9n/S8KTvRcvPfqX9T8J/0x9t2ZS FPt/HfMr+/dUzin2/5Jwsqzat/Ix+39JWFR7VtmNv09XSEborZp3Y7g+qSbj 5NqFRqrsB2okY8ma1R7K7BdqJqPvtiWX5pWx/5eMxgFaI34eYP8vGaLun21i N7D/lwyrS31fLh3F/V8yMqZN96mtZP8vGTemv8l5HML+XzLufl7n0tCT/b9k rO3s1eXebvb/kmHr5tLfZjjX/2SYr8tPcdzD/l8ytLxqv93uzf5fx+9PsP8R JWT/r+PnjW7FuzXw+WMyGg76f99gyv5fMqqqt5qEHWH/Lxk/hd/GB3Vh/y8Z 2elP/WY5sP+XjNHZPQcfOs/+XzKuJd4pjdRg/y8ZCl8r/WXu3P8noyBfWS/m Kvt/yVA9m5ekPpj9v2Rs+i/iyz0B+3/JuNTJKMuqmvKnOhnth6/WjZ7F+79k HLz0NvTSPvb/kuE8fmV7VHf2/5JhcET9671w9v+SscqmdGD7R/7/J3Js7H71 gI0H578cOcplKw3K+XtgOe5c77K9sZr0Q1OOcdVxfpM+kL5oyxHbdPHuMnX2 /+Q41tV7gmAG+39yGNbVh9f4sf8jR2RZTV3GWfb/5Gj1iDMtVWH/T46zcvM7 Qa7s/8kx62yTYXYZ+39yjBzUf+86Y97/yzFhjE1qein7f3L07+I2xsyW/T85 hvynNSv4G+m3QI59ql90uuxh/0+Oc39LD39ezvovh97LNcX6fVn/O943LX/8 2Zfs/8mhG1OrHVbA/p8czpe9xgXtY/9PjkqNPon7+TwqT47SbfVm7f/z/+Sw XFE9PpHPswrlKMufYGhymv0/Oa50v/Vx5iP2/+TotXJiq4cy938d49Psee8Z uP+TI/mHmn2mhPs/OULrXksu1bD/1/H8+K/hs2ez/yfH+bypUyYeYf8vBb7H j61J/4frfwpqPVe5xx1m/y8FQ/c9/PBlFvt/KSjvss6w8Qn7fym4tC+jm6OY /b8UiJMSty+dw/5fCpJu2yvu6ETxYJiCTyddq3Ur2P9LweiuRwoqTrD/lwLV 20VXXNLvzf0/0k+Enw== "]]}}, {{}, {}}}, {{}, {RGBColor[1, 0, 0], PointSize[0.012833333333333334`], AbsoluteThickness[ 1.6], GeometricTransformationBox[InsetBox[ StyleBox["\[FilledCircle]", StripOnInput->False, GraphicsBoxOptions->{DefaultBaseStyle->Directive[ PointSize[0.012833333333333334`], AbsoluteThickness[1.6], RGBColor[1, 0, 0]]}], {0., 0.}, Automatic, Offset[14]], {{{0., 0.255}}, {{0., 0.255}}}]}, {{}, {}}}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->False, AxesLabel->{None, None}, AxesOrigin->{0., 0}, Background->GrayLevel[1], DisplayFunction->Identity, Frame->True, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{True, False}, {True, False}}, FrameTicksStyle->Directive[ GrayLevel[0], 16], GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImageSize->Medium, Method->{ "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& )}}, PlotRange->{{0., 1001.}, {0, 0.5}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, {0, 0}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.779367366667918*^9, 3.7793674081051407`*^9}, 3.7793674560632772`*^9, 3.779368410658153*^9, 3.779368685107046*^9, { 3.782218131146714*^9, 3.782218150493948*^9}, 3.78221833589109*^9, 3.783867519322404*^9, {3.783867612746585*^9, 3.7838676573939323`*^9}, 3.783867716076387*^9, 3.814430231985094*^9, {3.814430668910778*^9, 3.81443069254323*^9}}, CellLabel->"Out[84]=",ExpressionUUID->"3c21e9f1-376e-401c-8e65-f74fef03e215"] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell["Neutral Expectation", "Subchapter", CellChangeTimes->{{3.769875022199448*^9, 3.769875025407435*^9}, 3.7698750878266087`*^9},ExpressionUUID->"bb436308-f930-4d94-b933-\ 8bd537706e42"], Cell[TextData[{ "Heterozygosity after k events ", Cell[BoxData[ RowBox[{ FractionBox["1", "2"], SuperscriptBox[ RowBox[{"(", RowBox[{"1", "-", FractionBox["2", SuperscriptBox["\[Kappa]", "2"]]}], ")"}], "k"]}]], InitializationCell->True, CellChangeTimes->{{3.766862987555634*^9, 3.7668630297963343`*^9}, { 3.766863619601389*^9, 3.7668636543343554`*^9}, {3.766864275056407*^9, 3.766864305049718*^9}, {3.766864979237026*^9, 3.7668649932611923`*^9}, { 3.766866039963043*^9, 3.766866074625101*^9}, {3.766866339912086*^9, 3.766866344878611*^9}, {3.766866391951455*^9, 3.7668663961514053`*^9}, { 3.7668666944199533`*^9, 3.766866694547566*^9}, {3.766866874576144*^9, 3.766866874854374*^9}, {3.766927883968137*^9, 3.7669278958928413`*^9}, { 3.766934884381467*^9, 3.766934887623351*^9}, {3.7669354891691513`*^9, 3.766935549785334*^9}, {3.766936469985873*^9, 3.7669364911543016`*^9}, { 3.766936607678836*^9, 3.766936616747868*^9}, {3.76702790021143*^9, 3.767027924798153*^9}, {3.7670280321500673`*^9, 3.767028060435914*^9}, { 3.767028187521941*^9, 3.767028219055748*^9}, {3.7670282506824102`*^9, 3.76702833853829*^9}, {3.767028811521722*^9, 3.767028859753099*^9}, { 3.767029038357521*^9, 3.767029076813025*^9}, {3.767029153023787*^9, 3.767029173601705*^9}, {3.767029204309072*^9, 3.767029214978615*^9}, { 3.767029294216239*^9, 3.767029300265674*^9}, {3.767037028660387*^9, 3.767037035681149*^9}, {3.767037083341467*^9, 3.76703708960881*^9}, 3.767037228787936*^9, {3.7670388551763563`*^9, 3.767038881848317*^9}, { 3.76703976622678*^9, 3.767039772460972*^9}, {3.767442134906805*^9, 3.767442148190247*^9}, {3.7687607122430353`*^9, 3.768760779055683*^9}, { 3.7688498966333427`*^9, 3.768849903215251*^9}, {3.769545114039835*^9, 3.769545114763236*^9}, {3.769787212679553*^9, 3.769787236040279*^9}, { 3.769790519866486*^9, 3.769790523606827*^9}, 3.769790862367466*^9, { 3.769796716236215*^9, 3.769796717435545*^9}, {3.7698751186751947`*^9, 3.7698751246267757`*^9}, {3.771940468420979*^9, 3.77194053048422*^9}, 3.771940630816745*^9, {3.7725517039732924`*^9, 3.7725517052630987`*^9}, 3.775838943767791*^9, 3.775908108349571*^9, {3.7767956217797623`*^9, 3.776795671985929*^9}, 3.7768038827425737`*^9, {3.778498914916525*^9, 3.778498925349222*^9}},ExpressionUUID-> "35986e3b-5dd9-49ca-aca2-76f5a3f3a887"], " given the initial heterozygosity of ", Cell[BoxData[ FormBox[ RowBox[{ SubscriptBox["H", "0"], "=", FractionBox["1", "2"]}], TraditionalForm]],ExpressionUUID-> "29daa3dc-f887-412a-aa89-1296b7823218"], ". Probability of k events by time ", Cell[BoxData[ FractionBox[ RowBox[{ SuperscriptBox[ RowBox[{"(", RowBox[{"\[Kappa]", " ", "t"}], ")"}], "k"], RowBox[{"Exp", "[", RowBox[{ RowBox[{"-", "\[Kappa]"}], " ", "t"}], "]"}]}], RowBox[{"k", "!"}]]], InitializationCell->True, CellChangeTimes->{{3.766862987555634*^9, 3.7668630297963343`*^9}, { 3.766863619601389*^9, 3.7668636543343554`*^9}, {3.766864275056407*^9, 3.766864305049718*^9}, {3.766864979237026*^9, 3.7668649932611923`*^9}, { 3.766866039963043*^9, 3.766866074625101*^9}, {3.766866339912086*^9, 3.766866344878611*^9}, {3.766866391951455*^9, 3.7668663961514053`*^9}, { 3.7668666944199533`*^9, 3.766866694547566*^9}, {3.766866874576144*^9, 3.766866874854374*^9}, {3.766927883968137*^9, 3.7669278958928413`*^9}, { 3.766934884381467*^9, 3.766934887623351*^9}, {3.7669354891691513`*^9, 3.766935549785334*^9}, {3.766936469985873*^9, 3.7669364911543016`*^9}, { 3.766936607678836*^9, 3.766936616747868*^9}, {3.76702790021143*^9, 3.767027924798153*^9}, {3.7670280321500673`*^9, 3.767028060435914*^9}, { 3.767028187521941*^9, 3.767028219055748*^9}, {3.7670282506824102`*^9, 3.76702833853829*^9}, {3.767028811521722*^9, 3.767028859753099*^9}, { 3.767029038357521*^9, 3.767029076813025*^9}, {3.767029153023787*^9, 3.767029173601705*^9}, {3.767029204309072*^9, 3.767029214978615*^9}, { 3.767029294216239*^9, 3.767029300265674*^9}, {3.767037028660387*^9, 3.767037035681149*^9}, {3.767037083341467*^9, 3.76703708960881*^9}, 3.767037228787936*^9, {3.7670388551763563`*^9, 3.767038881848317*^9}, { 3.76703976622678*^9, 3.767039772460972*^9}, {3.767442134906805*^9, 3.767442148190247*^9}, {3.7687607122430353`*^9, 3.768760779055683*^9}, { 3.7688498966333427`*^9, 3.768849903215251*^9}, {3.769545114039835*^9, 3.769545114763236*^9}, {3.769787212679553*^9, 3.769787236040279*^9}, { 3.769790519866486*^9, 3.769790523606827*^9}, 3.769790862367466*^9, { 3.769796716236215*^9, 3.769796717435545*^9}, {3.7698751186751947`*^9, 3.7698751246267757`*^9}, {3.771940468420979*^9, 3.77194053048422*^9}, 3.771940630816745*^9, {3.7725517039732924`*^9, 3.7725517052630987`*^9}, 3.775838943767791*^9, 3.775908108349571*^9, {3.7767956217797623`*^9, 3.776795671985929*^9}, 3.7768038827425737`*^9, {3.778498914916525*^9, 3.778498925349222*^9}},ExpressionUUID-> "608907a9-7fcc-40d9-82c1-d60acb8fac73"] }], "Text", CellChangeTimes->{{3.7786936387412777`*^9, 3.778693688683145*^9}, 3.7846632682131443`*^9, 3.806086978483028*^9},ExpressionUUID->"a79016d7-f4e8-43eb-90e6-\ b0c03404c067"], Cell[BoxData[{ RowBox[{"Clear", "[", "neutExp", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"neutExp", "[", RowBox[{"\[Kappa]_", ",", "t_"}], "]"}], ":=", RowBox[{"Sum", "[", RowBox[{ RowBox[{ FractionBox[ RowBox[{ SuperscriptBox[ RowBox[{"(", RowBox[{"fH", " ", "\[Kappa]", " ", "t"}], ")"}], "k"], RowBox[{"Exp", "[", RowBox[{ RowBox[{"-", "fH"}], " ", "\[Kappa]", " ", "t"}], "]"}]}], RowBox[{"k", "!"}]], FractionBox["1", "2"], SuperscriptBox[ RowBox[{"(", RowBox[{"1", "-", FractionBox["2", SuperscriptBox[ RowBox[{"(", RowBox[{"fH", " ", "\[Kappa]"}], ")"}], "2"]]}], ")"}], "k"]}], ",", RowBox[{"{", RowBox[{"k", ",", "0", ",", "\[Infinity]"}], "}"}]}], "]"}]}]}], "Input",\ InitializationCell->True, CellChangeTimes->{{3.766862987555634*^9, 3.7668630297963343`*^9}, { 3.766863619601389*^9, 3.7668636543343554`*^9}, {3.766864275056407*^9, 3.766864305049718*^9}, {3.766864979237026*^9, 3.7668649932611923`*^9}, { 3.766866039963043*^9, 3.766866074625101*^9}, {3.766866339912086*^9, 3.766866344878611*^9}, {3.766866391951455*^9, 3.7668663961514053`*^9}, { 3.7668666944199533`*^9, 3.766866694547566*^9}, {3.766866874576144*^9, 3.766866874854374*^9}, {3.766927883968137*^9, 3.7669278958928413`*^9}, { 3.766934884381467*^9, 3.766934887623351*^9}, {3.7669354891691513`*^9, 3.766935549785334*^9}, {3.766936469985873*^9, 3.7669364911543016`*^9}, { 3.766936607678836*^9, 3.766936616747868*^9}, {3.76702790021143*^9, 3.767027924798153*^9}, {3.7670280321500673`*^9, 3.767028060435914*^9}, { 3.767028187521941*^9, 3.767028219055748*^9}, {3.7670282506824102`*^9, 3.76702833853829*^9}, {3.767028811521722*^9, 3.767028859753099*^9}, { 3.767029038357521*^9, 3.767029076813025*^9}, {3.767029153023787*^9, 3.767029173601705*^9}, {3.767029204309072*^9, 3.767029214978615*^9}, { 3.767029294216239*^9, 3.767029300265674*^9}, {3.767037028660387*^9, 3.767037035681149*^9}, {3.767037083341467*^9, 3.76703708960881*^9}, 3.767037228787936*^9, {3.7670388551763563`*^9, 3.767038881848317*^9}, { 3.76703976622678*^9, 3.767039772460972*^9}, {3.767442134906805*^9, 3.767442148190247*^9}, {3.7687607122430353`*^9, 3.768760779055683*^9}, { 3.7688498966333427`*^9, 3.768849903215251*^9}, {3.769545114039835*^9, 3.769545114763236*^9}, {3.769787212679553*^9, 3.769787236040279*^9}, { 3.769790519866486*^9, 3.769790523606827*^9}, 3.769790862367466*^9, { 3.769796716236215*^9, 3.769796717435545*^9}, {3.7698751186751947`*^9, 3.7698751246267757`*^9}, {3.771940468420979*^9, 3.77194053048422*^9}, 3.771940630816745*^9, {3.7725517039732924`*^9, 3.7725517052630987`*^9}, 3.775838943767791*^9, 3.775908108349571*^9, {3.7767956217797623`*^9, 3.776795671985929*^9}, 3.7768038827425737`*^9, {3.778498914916525*^9, 3.778498925349222*^9}, {3.780324315726699*^9, 3.780324319505724*^9}, 3.7803244434503393`*^9, 3.780324572677972*^9, {3.780324913017456*^9, 3.780324933697328*^9}, {3.784662188277502*^9, 3.7846621967636423`*^9}}, CellLabel->"In[6]:=",ExpressionUUID->"0b182f5d-6210-4e48-af68-cd1740ddf092"], Cell["This simplifies to:", "Text", CellChangeTimes->{{3.778693695951105*^9, 3.778693703404469*^9}},ExpressionUUID->"e1874fb4-755a-45af-875f-\ a20e6138c697"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Sum", "[", RowBox[{ RowBox[{ FractionBox[ RowBox[{ SuperscriptBox[ RowBox[{"(", RowBox[{"fH", " ", "\[Kappa]", " ", "t"}], ")"}], "k"], RowBox[{"Exp", "[", RowBox[{ RowBox[{"-", "fH"}], " ", "\[Kappa]", " ", "t"}], "]"}]}], RowBox[{"k", "!"}]], FractionBox["1", "2"], SuperscriptBox[ RowBox[{"(", RowBox[{"1", "-", FractionBox["2", SuperscriptBox[ RowBox[{"(", RowBox[{"fH", " ", "\[Kappa]"}], ")"}], "2"]]}], ")"}], "k"]}], ",", RowBox[{"{", RowBox[{"k", ",", "0", ",", "\[Infinity]"}], "}"}]}], "]"}]], "Input", CellChangeTimes->{ 3.780324445434548*^9, {3.78466220116993*^9, 3.784662203499524*^9}},ExpressionUUID->"39215866-4c1b-4111-ad22-\ 99f9876bff52"], Cell[BoxData[ RowBox[{ FractionBox["1", "2"], " ", SuperscriptBox["\[ExponentialE]", RowBox[{"-", FractionBox[ RowBox[{"2", " ", "t"}], RowBox[{"fH", " ", "\[Kappa]"}]]}]]}]], "Output", CellChangeTimes->{3.7778302154021053`*^9, 3.778351716856162*^9, 3.778693623095004*^9, 3.780324446240416*^9, 3.7803245758930883`*^9, 3.784663090300425*^9},ExpressionUUID->"ad08b954-f17c-40d4-9e9d-\ f205592b82c9"] }, Open ]] }, Closed]] }, Open ]], Cell[CellGroupData[{ Cell["Ensemble Moments ", "Chapter", CellChangeTimes->{{3.778693711118442*^9, 3.778693715366087*^9}},ExpressionUUID->"37377e43-0d32-437d-990f-\ c1bfbf12abc7"], Cell["\<\ Not used in the main text. Is presented only for completeness.\ \>", "Text", CellChangeTimes->{{3.784663095305006*^9, 3.7846631067005377`*^9}},ExpressionUUID->"ba80878c-63fe-496e-819f-\ 293b83465ba2"], Cell[CellGroupData[{ Cell["Substitutions", "Subchapter", CellChangeTimes->{{3.778704754101173*^9, 3.778704755853044*^9}, 3.778769965857192*^9},ExpressionUUID->"b45ad4f9-8d78-4b94-9d07-\ e05b17f4fa4f"], Cell[CellGroupData[{ Cell["Moment Substitutions", "Subsection", CellChangeTimes->{{3.778704759051145*^9, 3.778704769785061*^9}},ExpressionUUID->"82cc9453-2804-4b0b-a3e7-\ fd1227987f54"], Cell[BoxData[ RowBox[{ RowBox[{"first", "=", RowBox[{"{", RowBox[{ RowBox[{"\[Delta]H", "\[Rule]", "\[Mu]\[Delta]H"}], ",", RowBox[{"\[Delta]P", "\[Rule]", "\[Mu]\[Delta]P"}]}], "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.748578855237637*^9, 3.7485790788169727`*^9}, { 3.748579113282428*^9, 3.748579132017254*^9}, {3.748579193784234*^9, 3.7485798465467253`*^9}, {3.752898438658156*^9, 3.752898517500986*^9}, { 3.752898940576972*^9, 3.752898940700478*^9}, {3.752899855759959*^9, 3.752900029561227*^9}, {3.752900084417728*^9, 3.752900113454043*^9}, { 3.752900270687862*^9, 3.7529002711292543`*^9}, 3.752900865450284*^9, { 3.752902018628003*^9, 3.7529020195585938`*^9}, {3.76960223825246*^9, 3.7696022732503767`*^9}, {3.769602325778117*^9, 3.769602332279304*^9}, { 3.769603891523872*^9, 3.7696038915298*^9}, {3.769603924681718*^9, 3.769603924685882*^9}, {3.778363975186687*^9, 3.77836401197853*^9}, { 3.778365212369608*^9, 3.778365214334152*^9}},ExpressionUUID->"d284d5e6-2a4e-4fdb-8ae6-\ 78812ab7a695"], Cell[BoxData[ RowBox[{ RowBox[{"second", "=", RowBox[{"Block", "[", RowBox[{ RowBox[{"{", "out", "}"}], ",", RowBox[{ RowBox[{"out", "=", RowBox[{"{", "}"}]}], ";", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{"Solve", "[", RowBox[{ RowBox[{ RowBox[{"C\[Delta]HH", "==", RowBox[{"Expand", "[", SuperscriptBox[ RowBox[{"(", RowBox[{"\[Delta]H", "-", "\[Mu]\[Delta]H"}], ")"}], "2"], "]"}]}], "/.", RowBox[{ SuperscriptBox["\[Delta]H", "2"], "\[Rule]", "X"}]}], ",", "X"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}], "/.", "first"}], "/.", RowBox[{"X", "->", SuperscriptBox["\[Delta]H", "2"]}]}]}], "]"}], ";", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{"Solve", "[", RowBox[{ RowBox[{ RowBox[{"C\[Delta]HP", "==", RowBox[{"Expand", "[", RowBox[{ RowBox[{"(", RowBox[{"\[Delta]H", "-", "\[Mu]\[Delta]H"}], ")"}], RowBox[{"(", RowBox[{"\[Delta]P", "-", "\[Mu]\[Delta]P"}], ")"}]}], "]"}]}], "/.", RowBox[{ RowBox[{"\[Delta]H", " ", "\[Delta]P"}], "\[Rule]", "X"}]}], ",", "X"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}], "/.", "first"}], "/.", RowBox[{"X", "->", RowBox[{"\[Delta]H", " ", "\[Delta]P"}]}]}]}], "]"}], ";", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{"Solve", "[", RowBox[{ RowBox[{ RowBox[{"C\[Delta]PP", "==", RowBox[{"Expand", "[", SuperscriptBox[ RowBox[{"(", RowBox[{"\[Delta]P", "-", "\[Mu]\[Delta]P"}], ")"}], "2"], "]"}]}], "/.", RowBox[{ SuperscriptBox["\[Delta]P", "2"], "\[Rule]", "X"}]}], ",", "X"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}], "/.", "first"}], "/.", RowBox[{"X", "->", SuperscriptBox["\[Delta]P", "2"]}]}]}], "]"}], ";", "\[IndentingNewLine]", RowBox[{"Flatten", "[", "out", "]"}]}]}], "\[IndentingNewLine]", "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.77836402502361*^9, 3.778364289842951*^9}, { 3.778365198541729*^9, 3.778365239501857*^9}, 3.778365410202237*^9},ExpressionUUID->"178b2f6b-04e6-448c-a4fe-\ b349c544fa58"], Cell[BoxData[ RowBox[{ RowBox[{"third", "=", RowBox[{"Block", "[", RowBox[{ RowBox[{"{", "out", "}"}], ",", RowBox[{ RowBox[{"out", "=", RowBox[{"{", "}"}]}], ";", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Solve", "[", RowBox[{ RowBox[{ RowBox[{"C\[Delta]HHH", "==", RowBox[{"Expand", "[", SuperscriptBox[ RowBox[{"(", RowBox[{"\[Delta]H", "-", "\[Mu]\[Delta]H"}], ")"}], "3"], "]"}]}], "/.", RowBox[{ SuperscriptBox["\[Delta]H", "3"], "\[Rule]", "X"}]}], ",", "X"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"X", "->", SuperscriptBox["\[Delta]H", "3"]}]}]}], "]"}], ";", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Solve", "[", RowBox[{ RowBox[{ RowBox[{"C\[Delta]HHP", "==", RowBox[{"Expand", "[", RowBox[{ SuperscriptBox[ RowBox[{"(", RowBox[{"\[Delta]H", "-", "\[Mu]\[Delta]H"}], ")"}], "2"], RowBox[{"(", RowBox[{"\[Delta]P", "-", "\[Mu]\[Delta]P"}], ")"}]}], "]"}]}], "/.", RowBox[{ RowBox[{ SuperscriptBox["\[Delta]H", "2"], " ", "\[Delta]P"}], "\[Rule]", "X"}]}], ",", "X"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"X", "->", RowBox[{ SuperscriptBox[ RowBox[{"\[Delta]H", " "}], "2"], "\[Delta]P"}]}]}]}], "]"}], ";", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Solve", "[", RowBox[{ RowBox[{ RowBox[{"C\[Delta]HPP", "==", RowBox[{"Expand", "[", RowBox[{ RowBox[{"(", RowBox[{"\[Delta]H", "-", "\[Mu]\[Delta]H"}], ")"}], SuperscriptBox[ RowBox[{"(", RowBox[{"\[Delta]P", "-", "\[Mu]\[Delta]P"}], ")"}], "2"]}], "]"}]}], "/.", RowBox[{ RowBox[{"\[Delta]H", " ", SuperscriptBox["\[Delta]P", "2"]}], "\[Rule]", "X"}]}], ",", "X"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"X", "->", RowBox[{"\[Delta]H", " ", SuperscriptBox["\[Delta]P", "2"]}]}]}]}], "]"}], ";", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Solve", "[", RowBox[{ RowBox[{ RowBox[{"C\[Delta]PP", "==", RowBox[{"Expand", "[", SuperscriptBox[ RowBox[{"(", RowBox[{"\[Delta]P", "-", "\[Mu]\[Delta]P"}], ")"}], "3"], "]"}]}], "/.", RowBox[{ SuperscriptBox["\[Delta]P", "3"], "\[Rule]", "X"}]}], ",", "X"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"X", "\[Rule]", SuperscriptBox["\[Delta]P", "3"]}]}]}], "]"}], ";", "\[IndentingNewLine]", RowBox[{"Flatten", "[", "out", "]"}]}]}], "\[IndentingNewLine]", "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.77836402502361*^9, 3.778364289842951*^9}, { 3.778365024865841*^9, 3.778365098796103*^9}, {3.7783651889644413`*^9, 3.778365196617847*^9}, {3.7783652423029633`*^9, 3.778365246555859*^9}, 3.778365412396426*^9},ExpressionUUID->"df4dc1a4-bd76-433d-a70e-\ 44d3d56adc14"], Cell[BoxData[ RowBox[{ RowBox[{"fourth", "=", RowBox[{"Block", "[", RowBox[{ RowBox[{"{", "out", "}"}], ",", RowBox[{ RowBox[{"out", "=", RowBox[{"{", "}"}]}], ";", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Solve", "[", RowBox[{ RowBox[{ RowBox[{"C\[Delta]HHHH", "==", RowBox[{"Expand", "[", SuperscriptBox[ RowBox[{"(", RowBox[{"\[Delta]H", "-", "\[Mu]\[Delta]H"}], ")"}], "4"], "]"}]}], "/.", RowBox[{ SuperscriptBox["\[Delta]H", "4"], "\[Rule]", "X"}]}], ",", "X"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}], "/.", "third"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"X", "->", SuperscriptBox["\[Delta]H", "4"]}]}]}], "]"}], ";", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Solve", "[", RowBox[{ RowBox[{ RowBox[{"C\[Delta]HHHP", "==", RowBox[{"Expand", "[", RowBox[{ SuperscriptBox[ RowBox[{"(", RowBox[{"\[Delta]H", "-", "\[Mu]\[Delta]H"}], ")"}], "3"], RowBox[{"(", RowBox[{"\[Delta]P", "-", "\[Mu]\[Delta]P"}], ")"}]}], "]"}]}], "/.", RowBox[{ RowBox[{ SuperscriptBox["\[Delta]H", "3"], " ", "\[Delta]P"}], "\[Rule]", "X"}]}], ",", "X"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}], "/.", "third"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"X", "->", RowBox[{ SuperscriptBox[ RowBox[{"\[Delta]H", " "}], "3"], "\[Delta]P"}]}]}]}], "]"}], ";", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Solve", "[", RowBox[{ RowBox[{ RowBox[{"C\[Delta]HHPP", "==", RowBox[{"Expand", "[", RowBox[{ SuperscriptBox[ RowBox[{"(", RowBox[{"\[Delta]H", "-", "\[Mu]\[Delta]H"}], ")"}], "2"], SuperscriptBox[ RowBox[{"(", RowBox[{"\[Delta]P", "-", "\[Mu]\[Delta]P"}], ")"}], "2"]}], "]"}]}], "/.", RowBox[{ RowBox[{ SuperscriptBox["\[Delta]H", "2"], " ", SuperscriptBox["\[Delta]P", "2"]}], "\[Rule]", "X"}]}], ",", "X"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}], "/.", "third"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"X", "->", RowBox[{ SuperscriptBox[ RowBox[{"\[Delta]H", " "}], "2"], SuperscriptBox["\[Delta]P", "2"]}]}]}]}], "]"}], ";", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Solve", "[", RowBox[{ RowBox[{ RowBox[{"C\[Delta]HPPP", "==", RowBox[{"Expand", "[", RowBox[{ RowBox[{"(", RowBox[{"\[Delta]H", "-", "\[Mu]\[Delta]H"}], ")"}], SuperscriptBox[ RowBox[{"(", RowBox[{"\[Delta]P", "-", "\[Mu]\[Delta]P"}], ")"}], "3"]}], "]"}]}], "/.", RowBox[{ RowBox[{"\[Delta]H", " ", SuperscriptBox["\[Delta]P", "3"]}], "\[Rule]", "X"}]}], ",", "X"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}], "/.", "third"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"X", "->", RowBox[{"\[Delta]H", " ", SuperscriptBox["\[Delta]P", "3"]}]}]}]}], "]"}], ";", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Solve", "[", RowBox[{ RowBox[{ RowBox[{"C\[Delta]PPPP", "==", RowBox[{"Expand", "[", SuperscriptBox[ RowBox[{"(", RowBox[{"\[Delta]P", "-", "\[Mu]\[Delta]P"}], ")"}], "4"], "]"}]}], "/.", RowBox[{ SuperscriptBox["\[Delta]P", "4"], "\[Rule]", "X"}]}], ",", "X"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}], "/.", "third"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"X", "\[Rule]", SuperscriptBox["\[Delta]P", "4"]}]}]}], "]"}], ";", "\[IndentingNewLine]", RowBox[{"Flatten", "[", "out", "]"}]}]}], "\[IndentingNewLine]", "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.77836402502361*^9, 3.778364289842951*^9}, { 3.778365024865841*^9, 3.778365098796103*^9}, {3.7783651889644413`*^9, 3.778365196617847*^9}, {3.7783652423029633`*^9, 3.778365246555859*^9}, 3.778365412396426*^9, {3.778365865970964*^9, 3.778365974614644*^9}},ExpressionUUID->"0b0c61cf-90c3-457d-8ec7-\ dbf0fa2b0c03"] }, Closed]], Cell[CellGroupData[{ Cell["Simplification", "Subsection", CellChangeTimes->{{3.778704776871647*^9, 3.778704779236511*^9}},ExpressionUUID->"70cff90d-024a-4ee5-9e4f-\ a236426275b9"], Cell[BoxData[ RowBox[{ RowBox[{"\[Beta]Sub", "=", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"\[Beta]", "[", RowBox[{"1", ",", "1"}], "]"}], "\[Rule]", FractionBox["X", "\[Kappa]"]}], ",", RowBox[{ RowBox[{"\[Beta]", "[", RowBox[{"1", ",", "2"}], "]"}], "\[Rule]", FractionBox["Y", "\[Kappa]"]}], ",", RowBox[{ RowBox[{"\[Beta]", "[", RowBox[{"2", ",", "1"}], "]"}], "\[Rule]", FractionBox["Y", "\[Kappa]"]}], ",", RowBox[{ RowBox[{"\[Beta]", "[", RowBox[{"2", ",", "2"}], "]"}], "\[Rule]", FractionBox["X", "\[Kappa]"]}]}], "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.778359902739518*^9, 3.778359947908304*^9}, { 3.780325575988896*^9, 3.7803255818845577`*^9}},ExpressionUUID->"d0f7896f-bf60-45b1-9ef9-\ cb548c23872d"], Cell[BoxData[ RowBox[{ RowBox[{"nSub", "=", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"nH", "[", "1", "]"}], "\[Rule]", "H"}], ",", RowBox[{ RowBox[{"nH", "[", "2", "]"}], "\[Rule]", RowBox[{ RowBox[{"fH", " ", "\[Kappa]"}], "-", "H"}]}], ",", RowBox[{ RowBox[{"nP", "[", "1", "]"}], "\[Rule]", "P"}], ",", RowBox[{ RowBox[{"nP", "[", "2", "]"}], "\[Rule]", RowBox[{ RowBox[{"fP", " ", "\[Kappa]"}], "-", "P"}]}]}], "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.778359797529036*^9, 3.778359865658621*^9}, { 3.778359985178232*^9, 3.778359986366723*^9}, {3.778360632512828*^9, 3.778360652316037*^9}, {3.7803255879314337`*^9, 3.780325592019911*^9}},ExpressionUUID->"5c1b647c-5ed7-4850-89bd-\ 24ae7309173c"], Cell["counts to deviations", "Text", CellChangeTimes->{{3.7787048867653637`*^9, 3.778704895918994*^9}},ExpressionUUID->"db841d42-2687-45e8-a59c-\ e24d0ec1beba"], Cell[TextData[{ "Let ", Cell[BoxData[ FormBox[ RowBox[{"\[Delta]H", "=", RowBox[{"H", "-", OverscriptBox["H", "^"]}]}], TraditionalForm]],ExpressionUUID-> "7c6e0063-b09a-4d40-9766-aacd601d79ab"], " and ", Cell[BoxData[ FormBox[ RowBox[{"\[Delta]P", "=", RowBox[{"P", "-", OverscriptBox["P", "^"]}]}], TraditionalForm]],ExpressionUUID-> "4c04e9cd-a1e6-4d19-93de-9361a0d82759"], ". We will assume that the deviations from equilibrium, \[Delta]H and \ \[Delta]P, are small.\n\nNote that the covariance between the deviations from \ equilibrium are equal to the the covariance in the original variables." }], "Text", CellChangeTimes->{{3.778705520236433*^9, 3.778705621897334*^9}},ExpressionUUID->"3d915a16-07c6-4eb0-97ca-\ 2d6bdfd5a010"], Cell[BoxData[ RowBox[{ RowBox[{"eSub", "=", RowBox[{"{", RowBox[{ RowBox[{"H", "\[Rule]", RowBox[{ RowBox[{"fH", FractionBox["\[Kappa]", "2"]}], "+", RowBox[{"\[Epsilon]", " ", "\[Delta]H"}]}]}], ",", RowBox[{"P", "\[Rule]", RowBox[{ RowBox[{"fP", FractionBox["\[Kappa]", "2"]}], "+", RowBox[{"\[Epsilon]", " ", "\[Delta]P"}]}]}]}], "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.7787049078753366`*^9, 3.778704931733329*^9}, { 3.7787064072267723`*^9, 3.778706410156032*^9}, {3.7803227660895042`*^9, 3.780322768984365*^9}, {3.780323482964242*^9, 3.780323484122621*^9}, { 3.780323601086285*^9, 3.7803236134285393`*^9}, {3.7803252449194*^9, 3.780325248845911*^9}},ExpressionUUID->"4d9906e2-6ffe-4848-952f-\ 0825072b3098"], Cell[BoxData[ RowBox[{ RowBox[{"\[Mu]eSubRev", "=", RowBox[{"{", RowBox[{ RowBox[{"\[Mu]\[Delta]H", "\[Rule]", RowBox[{ RowBox[{"\[Mu]H", "[", "\[Tau]", "]"}], "-", RowBox[{"fH", FractionBox[ RowBox[{" ", "\[Kappa]"}], "2"]}]}]}], ",", RowBox[{"\[Mu]\[Delta]P", "\[Rule]", RowBox[{ RowBox[{"\[Mu]P", "[", "\[Tau]", "]"}], "-", RowBox[{"fP", FractionBox["\[Kappa]", "2"]}]}]}], ",", RowBox[{"C\[Delta]HH", "\[Rule]", " ", RowBox[{"CHH", "[", "\[Tau]", "]"}]}], ",", RowBox[{"C\[Delta]HP", "\[Rule]", RowBox[{"CHP", "[", "\[Tau]", "]"}]}], ",", RowBox[{"C\[Delta]PP", "\[Rule]", RowBox[{"CPP", "[", "\[Tau]", "]"}]}], ",", RowBox[{"C\[Delta]HHH", "\[Rule]", RowBox[{"CHHH", "[", "\[Tau]", "]"}]}], ",", RowBox[{"C\[Delta]HHP", "\[Rule]", RowBox[{"CHHP", "[", "\[Tau]", "]"}]}], ",", RowBox[{"C\[Delta]HPP", "\[Rule]", " ", RowBox[{"CHPP", "[", "\[Tau]", "]"}]}], ",", RowBox[{"C\[Delta]PPP", "\[Rule]", RowBox[{"CPPP", "[", "\[Tau]", "]"}]}]}], "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.778705629025193*^9, 3.778705659487927*^9}, { 3.7787057490006533`*^9, 3.778705790656117*^9}, {3.778706435888454*^9, 3.778706440183456*^9}, {3.778706534328936*^9, 3.778706537090445*^9}, { 3.778706573103764*^9, 3.778706614306643*^9}, {3.778706927327612*^9, 3.778706983325549*^9}, {3.7803227572978888`*^9, 3.780322764398744*^9}, { 3.780322960203266*^9, 3.7803229618998404`*^9}, {3.78032363940491*^9, 3.7803236554771423`*^9}, {3.780325251116818*^9, 3.7803252586695223`*^9}},ExpressionUUID->"26ad188d-d7a4-4e81-9b44-\ f096b3d9b934"] }, Open ]], Cell[CellGroupData[{ Cell["Moment Closure", "Subsection", CellChangeTimes->{{3.778704977416945*^9, 3.77870498023977*^9}},ExpressionUUID->"b6b64cab-94eb-490a-b349-\ 7e664b23b1c2"], Cell[BoxData[ RowBox[{ RowBox[{"assump1", "=", RowBox[{"{", RowBox[{ RowBox[{"C\[Delta]HH", "\[Rule]", "0"}], ",", RowBox[{"C\[Delta]HP", "\[Rule]", "0"}], ",", RowBox[{"C\[Delta]PP", "\[Rule]", "0"}]}], "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.780323200893774*^9, 3.7803232073742332`*^9}},ExpressionUUID->"c8d8044e-8c23-4e68-aa6d-\ b9d4529ca0f9"], Cell[BoxData[ RowBox[{ RowBox[{"assump2", "=", RowBox[{"{", RowBox[{ RowBox[{"C\[Delta]HHH", "\[Rule]", "0"}], ",", RowBox[{"C\[Delta]HHP", "\[Rule]", "0"}], ",", RowBox[{"C\[Delta]HPP", "\[Rule]", "0"}], ",", RowBox[{"C\[Delta]PPP", "\[Rule]", "0"}]}], "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.7803231769855967`*^9, 3.7803231972621613`*^9}},ExpressionUUID->"ba76705c-a0e3-4fe2-8d0d-\ 17a44f5d1f21"], Cell[BoxData[ RowBox[{ RowBox[{"assump3", "=", RowBox[{"{", RowBox[{ RowBox[{"C\[Delta]HHHH", "\[Rule]", "0"}], ",", RowBox[{"C\[Delta]HHHP", "\[Rule]", "0"}], ",", RowBox[{"C\[Delta]HHPP", "\[Rule]", "0"}], ",", RowBox[{"C\[Delta]HPPP", "\[Rule]", "0"}], ",", RowBox[{"C\[Delta]PPPP", "\[Rule]", "0"}]}], "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.778365800106285*^9, 3.77836583945135*^9}, { 3.778365991598287*^9, 3.778366002527957*^9}, {3.778704984437212*^9, 3.778704985259821*^9}, {3.7787056657969837`*^9, 3.778705672166511*^9}, { 3.77870644421245*^9, 3.778706452243443*^9}},ExpressionUUID->"842bdfe3-3b9c-412c-80c8-\ e08a4ff45a3b"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["Rates f[x] and change in x", "Subchapter", CellChangeTimes->{{3.778704799848215*^9, 3.7787048192745523`*^9}},ExpressionUUID->"2b7e959e-3369-46e0-b2e5-\ 6440271a89bc"], Cell[BoxData[ RowBox[{ RowBox[{"d", "[", RowBox[{"H_", ",", "P_"}], "]"}], ":=", RowBox[{ RowBox[{ RowBox[{ FractionBox[ RowBox[{ RowBox[{"Sum", "[", RowBox[{ RowBox[{"\[Alpha]", " ", RowBox[{"\[Beta]", "[", RowBox[{"h", ",", "p"}], "]"}], RowBox[{"nH", "[", "h", "]"}], RowBox[{"nP", "[", "p", "]"}]}], ",", RowBox[{"{", RowBox[{"h", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"p", ",", "1", ",", "2"}], "}"}]}], "]"}], "+", RowBox[{"Sum", "[", RowBox[{ RowBox[{"\[Delta]", " ", RowBox[{"nH", "[", "h", "]"}]}], ",", RowBox[{"{", RowBox[{"h", ",", "1", ",", "2"}], "}"}]}], "]"}]}], RowBox[{"\[Kappa]", " ", "fH"}]], "/.", "nSub"}], "/.", "\[Beta]Sub"}], "//", "FullSimplify"}]}]], "Input", CellChangeTimes->{{3.778360007307761*^9, 3.778360148648926*^9}, { 3.778360670361075*^9, 3.778360671437743*^9}, {3.780322492125186*^9, 3.780322507291946*^9}, {3.780325543291006*^9, 3.780325553978447*^9}, { 3.784662211221862*^9, 3.7846622122566233`*^9}},ExpressionUUID->"e1aad1e6-f9b7-4848-b833-\ 25ee8a2e08b6"], Cell[BoxData[ RowBox[{ RowBox[{"f", "[", RowBox[{"H_", ",", "P_"}], "]"}], ":=", RowBox[{ RowBox[{"Join", "[", RowBox[{"(*", RowBox[{ RowBox[{"Host", " ", "Free"}], "-", RowBox[{"living", " ", "death"}]}], "*)"}], RowBox[{ RowBox[{"Flatten", "[", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{ FractionBox[ RowBox[{"\[Delta]", " ", RowBox[{"nH", "[", "h1", "]"}]}], RowBox[{"d", "[", RowBox[{"H", ",", "P"}], "]"}]], FractionBox[ RowBox[{"nH", "[", "h2", "]"}], RowBox[{"fH", " ", "\[Kappa]"}]]}], "/.", "nSub"}], ",", RowBox[{"{", RowBox[{"h1", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"h2", ",", "1", ",", "2"}], "}"}]}], "]"}], "]"}], ",", RowBox[{"(*", RowBox[{ RowBox[{ "Infectious", " ", "Death", " ", "of", " ", "h1", " ", "by", " ", "p1"}], ",", " ", RowBox[{"h2", " ", "born"}], ",", RowBox[{"p2", " ", "born"}]}], "*)"}], RowBox[{"Flatten", "[", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{ FractionBox[ RowBox[{"\[Alpha]", " ", RowBox[{"\[Beta]", "[", RowBox[{"h1", ",", "p1"}], "]"}]}], RowBox[{"d", "[", RowBox[{"H", ",", "P"}], "]"}]], RowBox[{"nH", "[", "h1", "]"}], RowBox[{"nP", "[", "p1", "]"}], FractionBox[ RowBox[{"nH", "[", "h2", "]"}], RowBox[{"fH", " ", "\[Kappa]"}]], FractionBox[ RowBox[{"nP", "[", "p2", "]"}], RowBox[{"fP", " ", "\[Kappa]"}]]}], "/.", "nSub"}], "/.", "\[Beta]Sub"}], ",", RowBox[{"{", RowBox[{"h1", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"p1", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"h2", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"p2", ",", "1", ",", "2"}], "}"}]}], "]"}], "]"}], ",", RowBox[{"(*", RowBox[{ RowBox[{"Pathogen", " ", "Free"}], "-", RowBox[{"living", " ", "death"}]}], "*)"}], RowBox[{"Flatten", "[", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{ FractionBox[ RowBox[{"\[Gamma]", " ", RowBox[{"nP", "[", "p1", "]"}]}], RowBox[{"d", "[", RowBox[{"H", ",", "P"}], "]"}]], FractionBox[ RowBox[{"nP", "[", "p2", "]"}], RowBox[{"fP", " ", "\[Kappa]"}]]}], "/.", "nSub"}], ",", RowBox[{"{", RowBox[{"p1", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"p2", ",", "1", ",", "2"}], "}"}]}], "]"}], "]"}]}], "]"}], "//", "FullSimplify"}]}]], "Input", CellChangeTimes->{{3.778359285388547*^9, 3.778359312291792*^9}, { 3.778359405666998*^9, 3.778359599757471*^9}, {3.778359771104248*^9, 3.7783598291995087`*^9}, {3.77835987635633*^9, 3.778359898220718*^9}, { 3.778359991756275*^9, 3.778359995423274*^9}, {3.778360169074381*^9, 3.778360171508733*^9}, {3.778360519681363*^9, 3.778360730781741*^9}, { 3.780322511844542*^9, 3.78032252042218*^9}},ExpressionUUID->"a444a5ca-9e81-48dc-9722-\ d8f0480eff25"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"\[CapitalDelta]H", "=", RowBox[{"Join", "[", RowBox[{"(*", RowBox[{ RowBox[{"Host", " ", "Free"}], "-", RowBox[{"living", " ", "death"}]}], "*)"}], RowBox[{ RowBox[{"Flatten", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{"-", RowBox[{"Mod", "[", RowBox[{"h1", ",", "2"}], "]"}]}], "+", RowBox[{"Mod", "[", RowBox[{"h2", ",", "2"}], "]"}]}], ",", RowBox[{"{", RowBox[{"h1", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"h2", ",", "1", ",", "2"}], "}"}]}], "]"}], ",", "1"}], "]"}], ",", RowBox[{"(*", RowBox[{ RowBox[{ "Infectious", " ", "Death", " ", "of", " ", "h1", " ", "by", " ", "p1"}], ",", " ", RowBox[{"h2", " ", "born"}], ",", RowBox[{"p2", " ", "dies"}]}], "*)"}], RowBox[{"Flatten", "[", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{"-", RowBox[{"Mod", "[", RowBox[{"h1", ",", "2"}], "]"}]}], "+", RowBox[{"Mod", "[", RowBox[{"h2", ",", "2"}], "]"}]}], ",", RowBox[{"{", RowBox[{"h1", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"p1", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"h2", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"p2", ",", "1", ",", "2"}], "}"}]}], "]"}], "]"}], ",", RowBox[{"(*", RowBox[{ RowBox[{"Pathogen", " ", "Free"}], "-", RowBox[{"living", " ", "death"}]}], "*)"}], RowBox[{"Flatten", "[", RowBox[{"Table", "[", RowBox[{"0", ",", RowBox[{"{", RowBox[{"p1", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"p2", ",", "1", ",", "2"}], "}"}]}], "]"}], "]"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.778362648523563*^9, 3.778362849089755*^9}, { 3.778363043296198*^9, 3.778363055644*^9}, {3.7783631937969217`*^9, 3.778363211094384*^9}, {3.778363275953438*^9, 3.77836327650835*^9}},ExpressionUUID->"997d755c-d4d5-49d7-b231-\ c89e40fc580c"], Cell[BoxData[ RowBox[{"{", RowBox[{"0", ",", RowBox[{"-", "1"}], ",", "1", ",", "0", ",", "0", ",", "0", ",", RowBox[{"-", "1"}], ",", RowBox[{"-", "1"}], ",", "0", ",", "0", ",", RowBox[{"-", "1"}], ",", RowBox[{"-", "1"}], ",", "1", ",", "1", ",", "0", ",", "0", ",", "1", ",", "1", ",", "0", ",", "0", ",", "0", ",", "0", ",", "0", ",", "0"}], "}"}]], "Output", CellChangeTimes->{3.7783633168544073`*^9, 3.778363428246592*^9, 3.778704865762438*^9, 3.778768812848043*^9, 3.778863465934565*^9, 3.7792922269383087`*^9, 3.7793713723066893`*^9, 3.7796426809940977`*^9, 3.7800567411766663`*^9, 3.780077348225504*^9, 3.780077419071024*^9, 3.780080886859386*^9, 3.780138389491399*^9, 3.780159834404504*^9, 3.780172920795992*^9, 3.7803183614191523`*^9, 3.780322538333774*^9, 3.780322780504229*^9, 3.780322984518262*^9, 3.780323694174696*^9, 3.780325270985304*^9, 3.780325613452201*^9, 3.780759853512685*^9, 3.781030237681365*^9, 3.7812607670336943`*^9},ExpressionUUID->"4940d3c1-c298-481a-bfe8-\ d8e02728be0c"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"\[CapitalDelta]P", "=", RowBox[{"Join", "[", RowBox[{"(*", RowBox[{ "Natural", " ", "death", " ", "of", " ", "h1", " ", "birth", " ", "of", " ", "h2"}], "*)"}], RowBox[{ RowBox[{"Flatten", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{"0", ",", RowBox[{"{", RowBox[{"h1", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"h2", ",", "1", ",", "2"}], "}"}]}], "]"}], ",", "1"}], "]"}], ",", RowBox[{"(*", RowBox[{ RowBox[{ "Infectious", " ", "Death", " ", "of", " ", "h1", " ", "by", " ", "p1"}], ",", " ", RowBox[{"h2", " ", "born"}], ",", RowBox[{"p2", " ", "dies"}]}], "*)"}], RowBox[{"Flatten", "[", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{"Mod", "[", RowBox[{"p1", ",", "2"}], "]"}], "-", RowBox[{"Mod", "[", RowBox[{"p2", ",", "2"}], "]"}]}], ",", RowBox[{"{", RowBox[{"h1", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"p1", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"h2", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"p2", ",", "1", ",", "2"}], "}"}]}], "]"}], "]"}], ",", RowBox[{"(*", RowBox[{ "Natural", " ", "death", " ", "of", " ", "p1", " ", "birth", " ", "of", " ", "p2"}], "*)"}], RowBox[{"Flatten", "[", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{"-", RowBox[{"Mod", "[", RowBox[{"p1", ",", "2"}], "]"}]}], "+", RowBox[{"Mod", "[", RowBox[{"p2", ",", "2"}], "]"}]}], ",", RowBox[{"{", RowBox[{"p1", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"p2", ",", "1", ",", "2"}], "}"}]}], "]"}], "]"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.778362648523563*^9, 3.778362849089755*^9}, { 3.778363043296198*^9, 3.778363055644*^9}, {3.7783631937969217`*^9, 3.7783633143291607`*^9}, {3.7787058904869337`*^9, 3.7787059322880077`*^9}},ExpressionUUID->"74419f2a-ebda-46d0-bd3d-\ b381d2c762f6"], Cell[BoxData[ RowBox[{"{", RowBox[{ "0", ",", "0", ",", "0", ",", "0", ",", "0", ",", "1", ",", "0", ",", "1", ",", RowBox[{"-", "1"}], ",", "0", ",", RowBox[{"-", "1"}], ",", "0", ",", "0", ",", "1", ",", "0", ",", "1", ",", RowBox[{"-", "1"}], ",", "0", ",", RowBox[{"-", "1"}], ",", "0", ",", "0", ",", RowBox[{"-", "1"}], ",", "1", ",", "0"}], "}"}]], "Output", CellChangeTimes->{{3.778362816044046*^9, 3.778362820167025*^9}, 3.778363027579709*^9, 3.7783632118632517`*^9, {3.778363305072332*^9, 3.778363315052887*^9}, 3.778704867968725*^9, {3.778705873636338*^9, 3.778705902155591*^9}, 3.7787059329352283`*^9, 3.778768812931036*^9, 3.7788634671540728`*^9, 3.779292226991684*^9, 3.779371372384357*^9, 3.779642681068378*^9, 3.780056741241555*^9, 3.780077348324325*^9, 3.780077419147704*^9, 3.7800808869253283`*^9, 3.780138389545218*^9, 3.78015983446303*^9, 3.780172920879895*^9, 3.780318361473754*^9, 3.780322539675259*^9, 3.780322781920542*^9, 3.780323695398912*^9, 3.7803252719863787`*^9, 3.7803256141305923`*^9, 3.7807598535963783`*^9, 3.781030237720633*^9, 3.78126076708783*^9},ExpressionUUID->"c50e1896-8854-4798-900d-\ 916c3f4b93ba"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["Differential Equations", "Subchapter", CellChangeTimes->{{3.778768801379298*^9, 3.778768810374095*^9}},ExpressionUUID->"7ee13ed0-4337-44c6-a288-\ 2cef9e02c328"], Cell[CellGroupData[{ Cell["Means", "Subsection", CellChangeTimes->{{3.778366114312304*^9, 3.778366114886647*^9}},ExpressionUUID->"860034a8-a9fc-4aa2-b181-\ 211ba6383822"], Cell[BoxData[{ RowBox[{"Clear", "[", "d\[Mu]Hdt", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"d\[Mu]Hdt", "[", "t_", "]"}], ":=", RowBox[{ RowBox[{"d\[Mu]Hdt", "[", "t", "]"}], "=", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Collect", "[", RowBox[{ RowBox[{"Normal", "[", RowBox[{"Series", "[", RowBox[{ RowBox[{ RowBox[{"Simplify", "[", RowBox[{ RowBox[{"f", "[", RowBox[{"H", ",", "P"}], "]"}], ".", "\[CapitalDelta]H"}], "]"}], "/.", "eSub"}], ",", RowBox[{"{", RowBox[{"\[Epsilon]", ",", "0", ",", "2"}], "}"}]}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Epsilon]", ",", "\[Delta]H", ",", "\[Delta]P"}], "}"}], ",", "FullSimplify"}], "]"}], "/.", "third"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"{", RowBox[{"\[Epsilon]", "\[Rule]", "1"}], "}"}]}], "/.", "\[Mu]eSubRev"}], "/.", RowBox[{"{", RowBox[{"\[Tau]", "\[Rule]", "t"}], "}"}]}], "//", "Simplify"}]}]}]}], "Input", CellChangeTimes->{{3.780323029686059*^9, 3.7803230339649477`*^9}, { 3.780323066550921*^9, 3.780323126623715*^9}, {3.7803237151279163`*^9, 3.780323749036923*^9}, 3.78032386497814*^9},ExpressionUUID->"3d5b3881-2862-45d2-ad8e-\ a8d24edf6281"], Cell[BoxData[{ RowBox[{"Clear", "[", "d\[Mu]Pdt", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"d\[Mu]Pdt", "[", "t_", "]"}], ":=", RowBox[{ RowBox[{"d\[Mu]Pdt", "[", "t", "]"}], "=", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Collect", "[", RowBox[{ RowBox[{"Normal", "[", RowBox[{"Series", "[", RowBox[{ RowBox[{ RowBox[{"Simplify", "[", RowBox[{ RowBox[{"f", "[", RowBox[{"H", ",", "P"}], "]"}], ".", "\[CapitalDelta]P"}], "]"}], "/.", "eSub"}], ",", RowBox[{"{", RowBox[{"\[Epsilon]", ",", "0", ",", "2"}], "}"}]}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Epsilon]", ",", "\[Delta]H", ",", "\[Delta]P"}], "}"}], ",", "FullSimplify"}], "]"}], "/.", "third"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"{", RowBox[{"\[Epsilon]", "\[Rule]", "1"}], "}"}]}], "/.", "\[Mu]eSubRev"}], "/.", RowBox[{"{", RowBox[{"\[Tau]", "\[Rule]", "t"}], "}"}]}], "//", "Simplify"}]}]}]}], "Input", CellChangeTimes->{{3.7783651179776707`*^9, 3.7783651703260117`*^9}, { 3.7783653465745287`*^9, 3.778365346910363*^9}, {3.7783654245393057`*^9, 3.7783654247592907`*^9}, 3.7783655804685383`*^9, {3.7787049236450653`*^9, 3.778704925040916*^9}, {3.778705833072255*^9, 3.778705839929606*^9}, { 3.778706259835635*^9, 3.7787063005230513`*^9}, 3.778706550095825*^9, { 3.780323914962426*^9, 3.7803239177557297`*^9}, {3.780325634190658*^9, 3.7803256370138273`*^9}},ExpressionUUID->"6d0ad57e-9e97-4104-8b38-\ 815e20a95e9e"] }, Open ]], Cell[CellGroupData[{ Cell["Variances", "Subsection", CellChangeTimes->{{3.778366108028328*^9, 3.778366109757771*^9}},ExpressionUUID->"c4012c6d-dcb6-41b7-bf77-\ 87021e911014"], Cell[BoxData[{ RowBox[{"Clear", "[", "dHHdt", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"dHHdt", "[", "t_", "]"}], ":=", RowBox[{ RowBox[{"dHHdt", "[", "t", "]"}], "=", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Expand", "[", RowBox[{"Normal", "[", RowBox[{"Series", "[", RowBox[{ RowBox[{"Simplify", "[", RowBox[{ RowBox[{ RowBox[{"f", "[", RowBox[{"H", ",", "P"}], "]"}], ".", RowBox[{"Simplify", "[", RowBox[{ SuperscriptBox[ RowBox[{"(", RowBox[{"H", "+", "\[CapitalDelta]H"}], ")"}], "2"], "-", SuperscriptBox["H", "2"]}], "]"}]}], "/.", "eSub"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Epsilon]", ",", "0", ",", "3"}], "}"}]}], "]"}], "]"}], "]"}], "/.", "fourth"}], "/.", "third"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"{", RowBox[{"\[Epsilon]", "\[Rule]", "1"}], "}"}]}], "/.", "assump3"}], "/.", "\[Mu]eSubRev"}], "/.", RowBox[{"{", RowBox[{"\[Tau]", "\[Rule]", "t"}], "}"}], RowBox[{"(*", RowBox[{ RowBox[{ RowBox[{ RowBox[{"FullSimplify", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Collect", "[", RowBox[{ RowBox[{"Normal", "[", RowBox[{"Series", "[", RowBox[{ RowBox[{"Simplify", "[", RowBox[{ RowBox[{ RowBox[{"f", "[", RowBox[{"H", ",", "P"}], "]"}], ".", RowBox[{"Simplify", "[", RowBox[{ SuperscriptBox[ RowBox[{"(", RowBox[{"H", "+", "\[CapitalDelta]H"}], ")"}], "2"], "-", SuperscriptBox["H", "2"]}], "]"}]}], "/.", "eSub"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Epsilon]", ",", "0", ",", "3"}], "}"}]}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Epsilon]", ",", "\[Delta]H", ",", "\[Delta]P"}], "}"}], ",", "FullSimplify"}], "]"}], "/.", "third"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"{", RowBox[{"\[Epsilon]", "\[Rule]", "1"}], "}"}]}], "]"}], "/.", "\[Mu]eSubRev"}], "/.", RowBox[{"{", RowBox[{"\[Tau]", "\[Rule]", "t"}], "}"}]}], "//", "FullSimplify"}], "*)"}]}]}]}]}], "Input", CellChangeTimes->{{3.77836543816639*^9, 3.77836544031286*^9}, { 3.778365496930997*^9, 3.778365595776814*^9}, {3.778365765714732*^9, 3.778365772022463*^9}, {3.778704946920053*^9, 3.778704948154467*^9}, { 3.77870574329189*^9, 3.778705755125844*^9}, {3.7787057979838343`*^9, 3.778705802921*^9}, 3.77870596887917*^9, 3.7787060099406567`*^9, { 3.778706083990744*^9, 3.7787061002320547`*^9}, {3.7787062766416197`*^9, 3.778706342397543*^9}, 3.778706622499041*^9, {3.778771940560648*^9, 3.778771955703764*^9}, {3.778773659302041*^9, 3.778773684417964*^9}, { 3.780322717952547*^9, 3.780322723265264*^9}, {3.780322788704535*^9, 3.780322789977075*^9}},ExpressionUUID->"b1eec42f-8f27-4353-80ea-\ d422f1adb8a4"], Cell[BoxData[{ RowBox[{"Clear", "[", "dHPdt", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"dHPdt", "[", "t_", "]"}], ":=", RowBox[{ RowBox[{"dHPdt", "[", "t", "]"}], "=", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Expand", "[", RowBox[{"Normal", "[", RowBox[{"Series", "[", RowBox[{ RowBox[{"Simplify", "[", RowBox[{ RowBox[{ RowBox[{"f", "[", RowBox[{"H", ",", "P"}], "]"}], ".", RowBox[{"Simplify", "[", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{"H", "+", "\[CapitalDelta]H"}], ")"}], RowBox[{"(", RowBox[{"P", "+", "\[CapitalDelta]P"}], ")"}]}], "-", RowBox[{"H", " ", "P"}]}], "]"}]}], "/.", "eSub"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Epsilon]", ",", "0", ",", "3"}], "}"}]}], "]"}], "]"}], "]"}], "/.", "fourth"}], "/.", "third"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"{", RowBox[{"\[Epsilon]", "\[Rule]", "1"}], "}"}]}], "/.", "assump3"}], "/.", "\[Mu]eSubRev"}], "/.", RowBox[{"{", RowBox[{"\[Tau]", "\[Rule]", "t"}], "}"}]}]}]}]}], "Input", CellChangeTimes->{{3.77836543816639*^9, 3.77836544031286*^9}, { 3.778365496930997*^9, 3.778365621464835*^9}, {3.778365761816144*^9, 3.778365777209392*^9}, 3.778706029412766*^9, {3.778706092974468*^9, 3.778706106781413*^9}, {3.778706324901877*^9, 3.7787063546886997`*^9}, 3.778706661757121*^9, {3.778771964296525*^9, 3.778771975388455*^9}, 3.778773689101461*^9, {3.780322726049202*^9, 3.780322728367625*^9}, { 3.780322822345195*^9, 3.780322823631631*^9}},ExpressionUUID->"aa87063b-2e83-4f0c-abe7-\ 5b186783a404"], Cell[BoxData[{ RowBox[{"Clear", "[", "dPPdt", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"dPPdt", "[", "t_", "]"}], ":=", RowBox[{ RowBox[{"dPPdt", "[", "t", "]"}], "=", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Expand", "[", RowBox[{"Normal", "[", RowBox[{"Series", "[", RowBox[{ RowBox[{"Simplify", "[", RowBox[{ RowBox[{ RowBox[{"f", "[", RowBox[{"H", ",", "P"}], "]"}], ".", RowBox[{"Simplify", "[", RowBox[{ SuperscriptBox[ RowBox[{"(", RowBox[{"P", "+", "\[CapitalDelta]P"}], ")"}], "2"], "-", SuperscriptBox["P", "2"]}], "]"}]}], "/.", "eSub"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Epsilon]", ",", "0", ",", "3"}], "}"}]}], "]"}], "]"}], "]"}], "/.", "fourth"}], "/.", "third"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"{", RowBox[{"\[Epsilon]", "\[Rule]", "1"}], "}"}]}], "/.", "assump3"}], "/.", "\[Mu]eSubRev"}], "/.", RowBox[{"{", RowBox[{"\[Tau]", "\[Rule]", "t"}], "}"}]}]}]}]}], "Input", CellChangeTimes->{{3.77836543816639*^9, 3.77836544031286*^9}, { 3.778365496930997*^9, 3.7783656429564342`*^9}, {3.778365758248262*^9, 3.778365782058257*^9}, {3.778705996377595*^9, 3.77870601681691*^9}, { 3.778706110121663*^9, 3.7787061161536417`*^9}, {3.778706358168902*^9, 3.7787063714694366`*^9}, 3.7787067315740147`*^9, {3.778771993820073*^9, 3.778771999315446*^9}, {3.778773691880324*^9, 3.7787737000172777`*^9}, { 3.778773806569592*^9, 3.7787738115192738`*^9}, {3.780322730353323*^9, 3.780322733832054*^9}, 3.7803228279053707`*^9},ExpressionUUID->"4b836ceb-3022-439d-be02-\ c6a8f027f463"], Cell[BoxData[{ RowBox[{"Clear", "[", RowBox[{"dCHHdt", ",", "dCHPdt", ",", "dCPPdt"}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"dCHHdt", "[", "t_", "]"}], ":=", RowBox[{"(*", RowBox[{ RowBox[{"dCHHdt", "[", RowBox[{"i", ",", "j", ",", "M", ",", "t"}], "]"}], "="}], "*)"}], RowBox[{ RowBox[{"dHHdt", "[", "t", "]"}], "-", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"d\[Mu]Hdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"d\[Mu]Hdt", "[", "t", "]"}]}]}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"dCHPdt", "[", "t_", "]"}], ":=", RowBox[{"(*", RowBox[{ RowBox[{"dCHPdt", "[", RowBox[{"i", ",", "j", ",", "M", ",", "t"}], "]"}], "="}], "*)"}], RowBox[{ RowBox[{"dHPdt", "[", "t", "]"}], "-", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"d\[Mu]Pdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"d\[Mu]Hdt", "[", "t", "]"}]}]}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"dCPPdt", "[", "t_", "]"}], ":=", RowBox[{"(*", RowBox[{ RowBox[{"dCPPdt", "[", RowBox[{"i", ",", "j", ",", "M", ",", "t"}], "]"}], "="}], "*)"}], RowBox[{ RowBox[{"dPPdt", "[", "t", "]"}], "-", RowBox[{ RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"d\[Mu]Pdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"d\[Mu]Pdt", "[", "t", "]"}]}]}]}]}], "Input", CellChangeTimes->{{3.748583893148837*^9, 3.748583950596754*^9}, { 3.7485878642152033`*^9, 3.748587878016741*^9}, {3.748588002026608*^9, 3.748588036026843*^9}, {3.7486764548929653`*^9, 3.748676469104129*^9}, { 3.74867708062847*^9, 3.748677085689145*^9}, {3.752911802921733*^9, 3.7529118474185*^9}, {3.752916503748435*^9, 3.75291651378188*^9}, { 3.76977550012739*^9, 3.769775542602476*^9}, {3.769775582152356*^9, 3.7697756943693647`*^9}, {3.76977618799227*^9, 3.769776211746984*^9}, { 3.769968550864018*^9, 3.769968556429245*^9}, {3.770130420243484*^9, 3.77013042487917*^9}, {3.778706220705803*^9, 3.778706225791505*^9}, { 3.778706383508483*^9, 3.7787063840623713`*^9}, {3.7787066796218777`*^9, 3.778706697771873*^9}, {3.7787068599931927`*^9, 3.778706884511702*^9}, { 3.778707008343794*^9, 3.778707034038225*^9}},ExpressionUUID->"36e2923f-d084-4d19-916d-\ 4ee84742fadb"] }, Open ]], Cell[CellGroupData[{ Cell["Skews", "Subsection", CellChangeTimes->{{3.7783660993396187`*^9, 3.778366100493945*^9}},ExpressionUUID->"f055a7f2-a940-41be-820e-\ 590e50dfe754"], Cell[BoxData[{ RowBox[{"Clear", "[", "dHHHdt", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"dHHHdt", "[", "t_", "]"}], ":=", RowBox[{ RowBox[{"dHHHdt", "[", "t", "]"}], "=", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Expand", "[", RowBox[{"Normal", "[", RowBox[{"Series", "[", RowBox[{ RowBox[{"Simplify", "[", RowBox[{ RowBox[{ RowBox[{"f", "[", RowBox[{"H", ",", "P"}], "]"}], ".", RowBox[{"Simplify", "[", RowBox[{ SuperscriptBox[ RowBox[{"(", RowBox[{"H", "+", "\[CapitalDelta]H"}], ")"}], "3"], "-", SuperscriptBox["H", "3"]}], "]"}]}], "/.", "eSub"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Epsilon]", ",", "0", ",", "4"}], "}"}]}], "]"}], "]"}], "]"}], "/.", "fourth"}], "/.", "third"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"{", RowBox[{"\[Epsilon]", "\[Rule]", "1"}], "}"}]}], "/.", "assump3"}], "/.", "\[Mu]eSubRev"}], "/.", RowBox[{"{", RowBox[{"\[Tau]", "\[Rule]", "t"}], "}"}]}]}]}]}], "Input", CellChangeTimes->{{3.77836543816639*^9, 3.77836544031286*^9}, { 3.778365496930997*^9, 3.778365595776814*^9}, {3.778365765714732*^9, 3.778365772022463*^9}, {3.778366012978115*^9, 3.778366031227625*^9}, { 3.778366080608993*^9, 3.778366082155933*^9}, 3.778706048395074*^9, { 3.778706120006798*^9, 3.7787061334191113`*^9}, 3.7787072555972013`*^9, { 3.778707432118479*^9, 3.778707445593902*^9}, {3.778771794616247*^9, 3.778771802304597*^9}, {3.780325433987288*^9, 3.78032543506855*^9}},ExpressionUUID->"63af133d-b0a2-42fe-bb3c-\ 50cad2387c21"], Cell[BoxData[{ RowBox[{"Clear", "[", "dHHPdt", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"dHHPdt", "[", "t_", "]"}], ":=", RowBox[{ RowBox[{"dHHPdt", "[", "t", "]"}], "=", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Expand", "[", RowBox[{"Normal", "[", RowBox[{"Series", "[", RowBox[{ RowBox[{"Simplify", "[", RowBox[{ RowBox[{ RowBox[{"f", "[", RowBox[{"H", ",", "P"}], "]"}], ".", RowBox[{"Simplify", "[", RowBox[{ RowBox[{ SuperscriptBox[ RowBox[{"(", RowBox[{"H", "+", "\[CapitalDelta]H"}], ")"}], "2"], RowBox[{"(", RowBox[{"P", "+", "\[CapitalDelta]P"}], ")"}]}], "-", RowBox[{ SuperscriptBox["H", "2"], " ", "P"}]}], "]"}]}], "/.", "eSub"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Epsilon]", ",", "0", ",", "4"}], "}"}]}], "]"}], "]"}], "]"}], "/.", "fourth"}], "/.", "third"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"{", RowBox[{"\[Epsilon]", "\[Rule]", "1"}], "}"}]}], "/.", "assump3"}], "/.", "\[Mu]eSubRev"}], "/.", RowBox[{"{", RowBox[{"\[Tau]", "\[Rule]", "t"}], "}"}]}]}]}]}], "Input", CellChangeTimes->{{3.77836543816639*^9, 3.77836544031286*^9}, { 3.778365496930997*^9, 3.778365621464835*^9}, {3.778365761816144*^9, 3.778365777209392*^9}, {3.778366044985908*^9, 3.778366068591052*^9}, { 3.778366120081209*^9, 3.7783661217459383`*^9}, {3.7787061370815077`*^9, 3.778706143636695*^9}, 3.7787073076240997`*^9, {3.778768568838937*^9, 3.7787685827886543`*^9}, 3.778770007874412*^9, 3.778771785695619*^9, 3.7803254385389347`*^9},ExpressionUUID->"45eed1e1-8825-4a81-9030-\ 0584f2766222"], Cell[BoxData[{ RowBox[{"Clear", "[", "dHPPdt", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"dHPPdt", "[", "t_", "]"}], ":=", RowBox[{ RowBox[{"dHPPdt", "[", "t", "]"}], "=", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Expand", "[", RowBox[{"Normal", "[", RowBox[{"Series", "[", RowBox[{ RowBox[{"Simplify", "[", RowBox[{ RowBox[{ RowBox[{"f", "[", RowBox[{"H", ",", "P"}], "]"}], ".", RowBox[{"Simplify", "[", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{"H", "+", "\[CapitalDelta]H"}], ")"}], SuperscriptBox[ RowBox[{"(", RowBox[{"P", "+", "\[CapitalDelta]P"}], ")"}], "2"]}], "-", RowBox[{"H", " ", SuperscriptBox["P", "2"]}]}], "]"}]}], "/.", "eSub"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Epsilon]", ",", "0", ",", "4"}], "}"}]}], "]"}], "]"}], "]"}], "/.", "fourth"}], "/.", "third"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"{", RowBox[{"\[Epsilon]", "\[Rule]", "1"}], "}"}]}], "/.", "assump3"}], "/.", "\[Mu]eSubRev"}], "/.", RowBox[{"{", RowBox[{"\[Tau]", "\[Rule]", "t"}], "}"}]}]}]}]}], "Input", CellChangeTimes->{{3.7783661255481167`*^9, 3.778366143276536*^9}, { 3.7787061478720427`*^9, 3.7787061546154613`*^9}, {3.778768638531722*^9, 3.778768650350937*^9}, {3.778771849711597*^9, 3.778771865979322*^9}, 3.780325441443254*^9},ExpressionUUID->"ce35e916-7e2d-4b4a-a488-\ d8d20fe0cbca"], Cell[BoxData[{ RowBox[{"Clear", "[", "dPPPdt", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"dPPPdt", "[", "t_", "]"}], ":=", RowBox[{ RowBox[{"dPPPdt", "[", "t", "]"}], "=", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{"Expand", "[", RowBox[{"Normal", "[", RowBox[{"Series", "[", RowBox[{ RowBox[{"Simplify", "[", RowBox[{ RowBox[{ RowBox[{"f", "[", RowBox[{"H", ",", "P"}], "]"}], ".", RowBox[{"Simplify", "[", RowBox[{ SuperscriptBox[ RowBox[{"(", RowBox[{"P", "+", "\[CapitalDelta]P"}], ")"}], "3"], "-", SuperscriptBox["P", "3"]}], "]"}]}], "/.", "eSub"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Epsilon]", ",", "0", ",", "4"}], "}"}]}], "]"}], "]"}], "]"}], "/.", "fourth"}], "/.", "third"}], "/.", "second"}], "/.", "first"}], "/.", RowBox[{"{", RowBox[{"\[Epsilon]", "\[Rule]", "1"}], "}"}]}], "/.", "assump3"}], "/.", "\[Mu]eSubRev"}], "/.", RowBox[{"{", RowBox[{"\[Tau]", "\[Rule]", "t"}], "}"}]}]}]}]}], "Input", CellChangeTimes->{{3.77836543816639*^9, 3.77836544031286*^9}, { 3.778365496930997*^9, 3.778365595776814*^9}, {3.778365765714732*^9, 3.778365772022463*^9}, {3.778366012978115*^9, 3.778366031227625*^9}, { 3.778366080608993*^9, 3.778366082155933*^9}, {3.778366158491506*^9, 3.7783661621038313`*^9}, {3.7787061575146227`*^9, 3.778706162144147*^9}, { 3.7787686531278276`*^9, 3.7787686594116297`*^9}, {3.7787718728449373`*^9, 3.7787718857007523`*^9}, {3.778772446215384*^9, 3.7787724545198183`*^9}, { 3.7787727500922728`*^9, 3.77877276175422*^9}, {3.778774528170022*^9, 3.778774568921989*^9}, 3.780325443777913*^9},ExpressionUUID->"7bd589d4-4136-438b-8219-\ bb50b7a34276"], Cell[BoxData[{ RowBox[{"Clear", "[", "dCHHHdt", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"dCHHHdt", "[", "t_", "]"}], ":=", RowBox[{ RowBox[{"dCHHHdt", "[", "t", "]"}], "=", RowBox[{ RowBox[{"dHHHdt", "[", "t", "]"}], "-", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"dCHHdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"dCHHdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"dCHHdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"d\[Mu]Hdt", "[", "t", "]"}], RowBox[{"CHH", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"d\[Mu]Hdt", "[", "t", "]"}], RowBox[{"CHH", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"d\[Mu]Hdt", "[", "t", "]"}], RowBox[{"CHH", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"d\[Mu]Hdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"d\[Mu]Hdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"d\[Mu]Hdt", "[", "t", "]"}]}]}]}]}], "\[IndentingNewLine]", RowBox[{"Clear", "[", "dCHHPdt", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"dCHHPdt", "[", "t_", "]"}], ":=", RowBox[{ RowBox[{"dCHHPdt", "[", "t", "]"}], "=", RowBox[{ RowBox[{"dHHPdt", "[", "t", "]"}], "-", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"dCHPdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"dCHPdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"dCHHdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"d\[Mu]Hdt", "[", "t", "]"}], RowBox[{"CHP", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"d\[Mu]Hdt", "[", "t", "]"}], RowBox[{"CHP", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"d\[Mu]Pdt", "[", "t", "]"}], RowBox[{"CHH", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"d\[Mu]Pdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"d\[Mu]Hdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"d\[Mu]Hdt", "[", "t", "]"}]}]}]}]}], "\[IndentingNewLine]", RowBox[{"Clear", "[", "dCHPPdt", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"dCHPPdt", "[", "t_", "]"}], ":=", RowBox[{ RowBox[{"dCHPPdt", "[", "t", "]"}], "=", RowBox[{ RowBox[{"dHPPdt", "[", "t", "]"}], "-", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"dCPPdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"dCHPdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"dCHPdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"d\[Mu]Hdt", "[", "t", "]"}], RowBox[{"CPP", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"d\[Mu]Pdt", "[", "t", "]"}], RowBox[{"CHP", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"d\[Mu]Pdt", "[", "t", "]"}], RowBox[{"CHP", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"d\[Mu]Pdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"d\[Mu]Pdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"d\[Mu]Hdt", "[", "t", "]"}]}]}]}]}], "\[IndentingNewLine]", RowBox[{"Clear", "[", "dCPPPdt", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"dCPPPdt", "[", "t_", "]"}], ":=", RowBox[{ RowBox[{"dCPPPdt", "[", "t", "]"}], "=", RowBox[{ RowBox[{"dPPPdt", "[", "t", "]"}], "-", RowBox[{ RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"dCPPdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"dCPPdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"dCPPdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"d\[Mu]Pdt", "[", "t", "]"}], RowBox[{"CPP", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"d\[Mu]Pdt", "[", "t", "]"}], RowBox[{"CPP", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"d\[Mu]Pdt", "[", "t", "]"}], RowBox[{"CPP", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"d\[Mu]Pdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"d\[Mu]Pdt", "[", "t", "]"}]}], "-", RowBox[{ RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"\[Mu]P", "[", "t", "]"}], RowBox[{"d\[Mu]Pdt", "[", "t", "]"}]}]}]}]}]}], "Input", CellChangeTimes->{{3.7529098569486856`*^9, 3.752910026673171*^9}, { 3.7529100807196817`*^9, 3.752910083036812*^9}, 3.7529119617859364`*^9, { 3.752912000510264*^9, 3.752912009586238*^9}, 3.75291610933596*^9, { 3.778768736781188*^9, 3.778768774957716*^9}, {3.778768927634873*^9, 3.778769034679687*^9}, {3.778772138980467*^9, 3.778772151543511*^9}, { 3.778773878240473*^9, 3.778773897841786*^9}},ExpressionUUID->"77b088a2-738b-485e-abc9-\ 4f26cf423a28"] }, Open ]], Cell[CellGroupData[{ Cell["Genetic Variance", "Subsection", CellChangeTimes->{{3.778779643228256*^9, 3.778779653070429*^9}},ExpressionUUID->"3d1f487f-8e6b-4abb-9e4d-\ 01b944e17dd0"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"D", "[", RowBox[{ RowBox[{ RowBox[{ FractionBox["2", RowBox[{"fH", " ", "\[Kappa]"}]], RowBox[{"\[Mu]H", "[", "t", "]"}]}], "-", RowBox[{ FractionBox["2", SuperscriptBox[ RowBox[{"(", RowBox[{"fH", " ", "\[Kappa]"}], ")"}], "2"]], RowBox[{"(", RowBox[{ SuperscriptBox[ RowBox[{"\[Mu]H", "[", "t", "]"}], "2"], "+", RowBox[{"CHH", "[", "t", "]"}]}], ")"}]}]}], ",", "t"}], "]"}]], "Input", CellChangeTimes->{{3.778779668782906*^9, 3.7787796712397757`*^9}, { 3.780322666607994*^9, 3.780322671389999*^9}},ExpressionUUID->"3217e108-5fc9-402f-9b61-\ 297683908fc7"], Cell[BoxData[ RowBox[{ FractionBox[ RowBox[{"2", " ", RowBox[{ SuperscriptBox["\[Mu]H", "\[Prime]", MultilineFunction->None], "[", "t", "]"}]}], RowBox[{"fH", " ", "\[Kappa]"}]], "-", FractionBox[ RowBox[{"2", " ", RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["CHH", "\[Prime]", MultilineFunction->None], "[", "t", "]"}], "+", RowBox[{"2", " ", RowBox[{"\[Mu]H", "[", "t", "]"}], " ", RowBox[{ SuperscriptBox["\[Mu]H", "\[Prime]", MultilineFunction->None], "[", "t", "]"}]}]}], ")"}]}], RowBox[{ SuperscriptBox["fH", "2"], " ", SuperscriptBox["\[Kappa]", "2"]}]]}]], "Output", CellChangeTimes->{3.780322671847793*^9, 3.780324171658085*^9, 3.780325313465851*^9, 3.7803254515951242`*^9, 3.780325661173532*^9, 3.780759854113174*^9, 3.78103024311088*^9, 3.78126076743858*^9},ExpressionUUID->"d98ec3cb-7068-483c-aa00-757ae6eedcdc"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"dHetdt", "[", "t_", "]"}], ":=", RowBox[{ FractionBox[ RowBox[{"2", " ", RowBox[{"d\[Mu]Hdt", "[", "t", "]"}]}], RowBox[{"fH", " ", "\[Kappa]"}]], "-", FractionBox[ RowBox[{"2", " ", RowBox[{"(", RowBox[{ RowBox[{"dCHHdt", "[", "t", "]"}], "+", RowBox[{"2", " ", RowBox[{"\[Mu]H", "[", "t", "]"}], " ", RowBox[{"d\[Mu]Hdt", "[", "t", "]"}]}]}], ")"}]}], SuperscriptBox[ RowBox[{"(", RowBox[{"fH", " ", "\[Kappa]"}], ")"}], "2"]]}]}]], "Input", CellChangeTimes->{{3.778779674199091*^9, 3.778779721074044*^9}, { 3.780322628680379*^9, 3.78032263635664*^9}},ExpressionUUID->"dfc9a334-bce0-49df-8ab5-\ f8177701dc39"], Cell[BoxData[ RowBox[{ RowBox[{"nearEquSub", "=", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], "\[Rule]", RowBox[{ RowBox[{"fH", " ", FractionBox["\[Kappa]", "2"]}], "+", RowBox[{"\[Epsilon]", " ", RowBox[{"\[Mu]dH", "[", "t", "]"}]}]}]}], ",", RowBox[{ RowBox[{"\[Mu]P", "[", "t", "]"}], "\[Rule]", RowBox[{ RowBox[{"fP", " ", FractionBox["\[Kappa]", "2"]}], "+", RowBox[{"\[Epsilon]", " ", RowBox[{"\[Mu]dH", "[", "t", "]"}]}]}]}], ",", RowBox[{ RowBox[{"CHH", "[", "t", "]"}], "\[Rule]", RowBox[{"0", "+", RowBox[{"\[Epsilon]", " ", RowBox[{"C\[Delta]HH", "[", "t", "]"}]}]}]}], ",", RowBox[{ RowBox[{"CHP", "[", "t", "]"}], "\[Rule]", RowBox[{"0", "+", RowBox[{"\[Epsilon]", " ", RowBox[{"C\[Delta]HP", "[", "t", "]"}]}]}]}], ",", RowBox[{ RowBox[{"CPP", "[", "t", "]"}], "\[Rule]", RowBox[{"0", "+", RowBox[{"\[Epsilon]", " ", RowBox[{"C\[Delta]PP", "[", "t", "]"}]}]}]}], ",", RowBox[{ RowBox[{"CHHH", "[", "t", "]"}], "\[Rule]", RowBox[{"0", "+", RowBox[{"\[Epsilon]", " ", RowBox[{"C\[Delta]HHH", "[", "t", "]"}]}]}]}], ",", RowBox[{ RowBox[{"CHHP", "[", "t", "]"}], "\[Rule]", RowBox[{"0", "+", RowBox[{"\[Epsilon]", " ", RowBox[{"C\[Delta]HHP", "[", "t", "]"}]}]}]}], ",", RowBox[{ RowBox[{"CHPP", "[", "t", "]"}], "\[Rule]", RowBox[{"0", "+", RowBox[{"\[Epsilon]", " ", RowBox[{"C\[Delta]HPP", "[", "t", "]"}]}]}]}], ",", RowBox[{ RowBox[{"CPPP", "[", "t", "]"}], "\[Rule]", RowBox[{"0", "+", RowBox[{"\[Epsilon]", " ", RowBox[{"C\[Delta]PPP", "[", "t", "]"}]}]}]}]}], "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.7787809134764643`*^9, 3.778780927508037*^9}, { 3.780322642559005*^9, 3.780322646439536*^9}, {3.7803241252215557`*^9, 3.780324137748596*^9}, {3.780325317209202*^9, 3.78032532159177*^9}},ExpressionUUID->"6eb34983-fc7e-4fdd-9637-\ e62727dd25f6"], Cell["\<\ If we are very near equilibrium then the ensemble moment dynamics of \ heterozygosity are equal to that of the neutral expectation\ \>", "Text", CellChangeTimes->{{3.7787809840789413`*^9, 3.7787810113137083`*^9}},ExpressionUUID->"d24237b0-fe43-41bc-8c8a-\ 66ccc22d99f3"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"Normal", "[", RowBox[{"Series", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{"dHetdt", "[", "t", "]"}], "/.", "nearEquSub"}], "/.", RowBox[{"{", RowBox[{"\[Kappa]", "\[Rule]", FractionBox["1", "\[Epsilon]"]}], "}"}]}], ",", RowBox[{"{", RowBox[{"\[Epsilon]", ",", "0", ",", "1"}], "}"}]}], "]"}], "]"}], "/.", RowBox[{"{", RowBox[{"\[Epsilon]", "\[Rule]", FractionBox["1", "\[Kappa]"]}], "}"}]}], "//", "FullSimplify"}]], "Input",\ CellChangeTimes->{{3.778780857996182*^9, 3.778780909836419*^9}, { 3.778780955200664*^9, 3.77878097460038*^9}, {3.7801384017465487`*^9, 3.7801384856268682`*^9}, {3.780143647896791*^9, 3.780143681165983*^9}, { 3.7803225822072897`*^9, 3.780322586772903*^9}},ExpressionUUID->"57d84996-11f7-4299-bf73-\ 10796c438034"], Cell[BoxData[ RowBox[{"-", FractionBox["1", RowBox[{"fH", " ", "\[Kappa]"}]]}]], "Output", CellChangeTimes->{3.780325466109335*^9, 3.780325666387385*^9, 3.7807598569905376`*^9, 3.781030244461083*^9, 3.781260769493799*^9},ExpressionUUID->"6cc9e508-a29d-4315-badb-\ 8479a2e3d381"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"neutExp", "[", RowBox[{"\[Kappa]", ",", "t"}], "]"}]], "Input",ExpressionUUID->"c2fa450b-\ 980c-4699-b48d-1a14c4f83d99"], Cell[BoxData[ RowBox[{ FractionBox["1", "2"], " ", SuperscriptBox["\[ExponentialE]", RowBox[{"-", FractionBox[ RowBox[{"2", " ", "t"}], RowBox[{"fH", " ", "\[Kappa]"}]]}]]}]], "Output", CellChangeTimes->{3.7803245564299726`*^9, 3.7803252069513807`*^9, 3.780759857385106*^9, 3.781030244700246*^9, 3.781260769856094*^9},ExpressionUUID->"558fe5c5-0787-4cb6-b5b3-\ 7bbef5b0db71"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Simplify", "[", RowBox[{ RowBox[{ RowBox[{"Normal", "[", RowBox[{"Series", "[", RowBox[{ RowBox[{ RowBox[{"D", "[", RowBox[{ RowBox[{"neutExp", "[", RowBox[{"\[Kappa]", ",", "t"}], "]"}], ",", "t"}], "]"}], "/.", RowBox[{"{", RowBox[{ RowBox[{"t", "\[Rule]", RowBox[{"\[Epsilon]", " ", "\[Tau]"}]}], ",", RowBox[{"\[Kappa]", "\[Rule]", FractionBox["1", "\[Epsilon]"]}]}], "}"}]}], ",", RowBox[{"{", RowBox[{"\[Epsilon]", ",", "0", ",", "1"}], "}"}]}], "]"}], "]"}], "/.", RowBox[{"{", RowBox[{"\[Epsilon]", "\[Rule]", FractionBox["1", "\[Kappa]"]}], "}"}]}], ",", RowBox[{"Assumptions", "\[Rule]", RowBox[{"{", RowBox[{"\[Tau]", ">", "0"}], "}"}]}]}], "]"}]], "Input", CellChangeTimes->{{3.7787799387389193`*^9, 3.778779962521804*^9}, { 3.7787799975828133`*^9, 3.778780002783753*^9}, {3.7787804044233103`*^9, 3.778780431326096*^9}, {3.778780655450087*^9, 3.778780691677598*^9}, { 3.778780944424913*^9, 3.778780951126404*^9}, {3.778781103520093*^9, 3.778781103715941*^9}, {3.780143635991331*^9, 3.780143677902503*^9}, { 3.780324490756155*^9, 3.780324517610531*^9}, 3.7803245544694967`*^9, 3.78032458925404*^9},ExpressionUUID->"4073e916-ba51-4b41-9c76-\ 7ea3868ea92c"], Cell[BoxData[ RowBox[{"-", FractionBox["1", RowBox[{"fH", " ", "\[Kappa]"}]]}]], "Output", CellChangeTimes->{ 3.778779962934902*^9, {3.7787799980343037`*^9, 3.778780003144225*^9}, { 3.778780414988851*^9, 3.778780431808186*^9}, {3.778780669775208*^9, 3.778780692098997*^9}, {3.778780948775655*^9, 3.778780951657689*^9}, 3.77878110460147*^9, 3.778863473209279*^9, 3.779292230374655*^9, 3.77937137782981*^9, 3.780056744876707*^9, 3.780077362167102*^9, 3.7800774218362513`*^9, 3.780080892251935*^9, {3.7801436363975*^9, 3.7801436832440557`*^9}, 3.780159836697557*^9, 3.780172929130505*^9, 3.780318363646579*^9, 3.7803225649998713`*^9, {3.780324470779614*^9, 3.780324518113412*^9}, 3.780324596776581*^9, 3.7803252085886927`*^9, 3.7807598574827538`*^9, 3.78103024474104*^9, 3.781260769943479*^9},ExpressionUUID->"d44adae2-9ab8-49de-a9b5-\ 31a351a18c9c"] }, Open ]] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["Numerical Integration", "Subchapter", CellChangeTimes->{{3.7787701781603603`*^9, 3.778770184301715*^9}},ExpressionUUID->"1655571e-aa22-4810-82ca-\ bb806d0474cc"], Cell[CellGroupData[{ Cell["Functions", "Section", CellChangeTimes->{{3.778778575283826*^9, 3.778778576601457*^9}},ExpressionUUID->"6d69ebf6-eaea-43ee-8ffa-\ ec2c25f6f968"], Cell[BoxData[ RowBox[{"Clear", "[", "odesEM", "]"}]], "Input", CellChangeTimes->{{3.778775126971198*^9, 3.778775155035306*^9}, 3.778775191300947*^9, {3.778775230396364*^9, 3.7787752569219027`*^9}},ExpressionUUID->"f38e55ee-87ce-45bd-a9e5-\ 517657c692a1"], Cell[BoxData[ RowBox[{ RowBox[{"TestPars", "=", RowBox[{"{", RowBox[{ RowBox[{"X", "\[Rule]", "0.9"}], ",", RowBox[{"Y", "\[Rule]", "0.7"}], ",", RowBox[{"\[Alpha]", "\[Rule]", "0.2"}], ",", RowBox[{"\[Gamma]", "\[Rule]", "0.5"}], ",", RowBox[{"\[Delta]", "\[Rule]", "0.5"}], ",", RowBox[{"fH", "\[Rule]", "0.9"}], ",", RowBox[{"fP", "\[Rule]", "0.6"}], ",", RowBox[{"\[Kappa]", "\[Rule]", "10000"}]}], "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.778772045787084*^9, 3.778772057467008*^9}, { 3.77877209732552*^9, 3.778772121918754*^9}, {3.778775164006315*^9, 3.778775165139966*^9}, {3.780324651909066*^9, 3.780324658443728*^9}, { 3.7803247509119387`*^9, 3.780324756623516*^9}, {3.780324967179508*^9, 3.780325068411179*^9}, {3.78032513887726*^9, 3.7803251808526163`*^9}, { 3.780325703310689*^9, 3.7803257124296913`*^9}, 3.7846622187833776`*^9},ExpressionUUID->"ef8865dc-9624-4297-bb39-\ aacaa58dc6b0"], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"initsSubEM", "[", "pars_", "]"}], ":=", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"\[Mu]H", "[", "0", "]"}], "\[Rule]", RowBox[{"fH", FractionBox["\[Kappa]", "2"]}]}], ",", RowBox[{ RowBox[{"\[Mu]P", "[", "0", "]"}], "\[Rule]", RowBox[{"fP", FractionBox["\[Kappa]", "2"]}]}], ",", RowBox[{ RowBox[{"CHH", "[", "0", "]"}], "\[Rule]", "0"}], ",", RowBox[{ RowBox[{"CHP", "[", "0", "]"}], "\[Rule]", "0"}], ",", RowBox[{ RowBox[{"CPP", "[", "0", "]"}], "\[Rule]", "0"}], ",", RowBox[{ RowBox[{"CHHH", "[", "0", "]"}], "\[Rule]", "0"}], ",", RowBox[{ RowBox[{"CHHP", "[", "0", "]"}], "\[Rule]", "0"}], ",", RowBox[{ RowBox[{"CHPP", "[", "0", "]"}], "\[Rule]", "0"}], ",", RowBox[{ RowBox[{"CPPP", "[", "0", "]"}], "\[Rule]", "0"}]}], "}"}], "/.", "pars"}]}], ";"}]], "Input", CellChangeTimes->{{3.778772487909128*^9, 3.778772574639765*^9}, { 3.778775145282226*^9, 3.778775159992869*^9}, {3.780324767951145*^9, 3.7803247727750063`*^9}},ExpressionUUID->"75db8375-910c-49d2-88cc-\ 4a23ee3b7f09"], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"initsEM", "[", "pars_", "]"}], ":=", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"\[Mu]H", "[", "0", "]"}], "\[Equal]", RowBox[{"fH", FractionBox["\[Kappa]", "2"]}]}], ",", RowBox[{ RowBox[{"\[Mu]P", "[", "0", "]"}], "\[Equal]", RowBox[{"fP", FractionBox["\[Kappa]", "2"]}]}], ",", RowBox[{ RowBox[{"CHH", "[", "0", "]"}], "\[Equal]", "0"}], ",", RowBox[{ RowBox[{"CHP", "[", "0", "]"}], "\[Equal]", "0"}], ",", RowBox[{ RowBox[{"CPP", "[", "0", "]"}], "\[Equal]", "0"}], ",", RowBox[{ RowBox[{"CHHH", "[", "0", "]"}], "\[Equal]", "0"}], ",", RowBox[{ RowBox[{"CHHP", "[", "0", "]"}], "\[Equal]", "0"}], ",", RowBox[{ RowBox[{"CHPP", "[", "0", "]"}], "\[Equal]", "0"}], ",", RowBox[{ RowBox[{"CPPP", "[", "0", "]"}], "\[Equal]", "0"}]}], "}"}], "/.", "pars"}]}], ";"}]], "Input", CellChangeTimes->{{3.778772487909128*^9, 3.778772574639765*^9}, { 3.778772903162263*^9, 3.778772915155006*^9}, {3.778773005465538*^9, 3.778773006642708*^9}, {3.778775146878566*^9, 3.7787751740210943`*^9}, { 3.780324782184516*^9, 3.780324784887268*^9}},ExpressionUUID->"41473e50-3517-4d26-b762-\ 8fe4a23d8f0f"], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"odesEM", "[", "pars_", "]"}], ":=", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"D", "[", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], ",", "t"}], "]"}], "\[Equal]", RowBox[{"d\[Mu]Hdt", "[", "t", "]"}]}], ",", RowBox[{ RowBox[{"D", "[", RowBox[{ RowBox[{"\[Mu]P", "[", "t", "]"}], ",", "t"}], "]"}], "\[Equal]", RowBox[{"d\[Mu]Pdt", "[", "t", "]"}]}], ",", RowBox[{ RowBox[{"D", "[", RowBox[{ RowBox[{"CHH", "[", "t", "]"}], ",", "t"}], "]"}], "\[Equal]", RowBox[{"dCHHdt", "[", "t", "]"}]}], ",", RowBox[{ RowBox[{"D", "[", RowBox[{ RowBox[{"CHP", "[", "t", "]"}], ",", "t"}], "]"}], "\[Equal]", RowBox[{"dCHPdt", "[", "t", "]"}]}], ",", RowBox[{ RowBox[{"D", "[", RowBox[{ RowBox[{"CPP", "[", "t", "]"}], ",", "t"}], "]"}], "\[Equal]", RowBox[{"dCPPdt", "[", "t", "]"}]}], ",", RowBox[{ RowBox[{"D", "[", RowBox[{ RowBox[{"CHHH", "[", "t", "]"}], ",", "t"}], "]"}], "\[Equal]", RowBox[{"dCHHHdt", "[", "t", "]"}]}], ",", RowBox[{ RowBox[{"D", "[", RowBox[{ RowBox[{"CHHP", "[", "t", "]"}], ",", "t"}], "]"}], "\[Equal]", RowBox[{"dCHHPdt", "[", "t", "]"}]}], ",", RowBox[{ RowBox[{"D", "[", RowBox[{ RowBox[{"CHPP", "[", "t", "]"}], ",", "t"}], "]"}], "\[Equal]", RowBox[{"dCHPPdt", "[", "t", "]"}]}], ",", RowBox[{ RowBox[{"D", "[", RowBox[{ RowBox[{"CPPP", "[", "t", "]"}], ",", "t"}], "]"}], "\[Equal]", RowBox[{"dCPPPdt", "[", "t", "]"}]}]}], "}"}], "/.", "pars"}]}], ";"}]], "Input", CellChangeTimes->{{3.778770190674073*^9, 3.7787703550665092`*^9}, { 3.7787720367886133`*^9, 3.7787720372906723`*^9}, {3.778772081187131*^9, 3.77877208784263*^9}, {3.7787721245857973`*^9, 3.7787721254742804`*^9}, { 3.778772558145793*^9, 3.778772569045814*^9}, {3.778772632619759*^9, 3.778772665076667*^9}, {3.778772793326025*^9, 3.778772797422427*^9}, { 3.778772835098097*^9, 3.77877283984851*^9}, 3.778775187007663*^9},ExpressionUUID->"acae1cdb-d47b-4f43-8725-\ c4260609a8de"], Cell[BoxData[ RowBox[{ RowBox[{"varsEM", "=", RowBox[{"{", RowBox[{ RowBox[{"\[Mu]H", "[", "t", "]"}], ",", RowBox[{"\[Mu]P", "[", "t", "]"}], ",", RowBox[{"CHH", "[", "t", "]"}], ",", RowBox[{"CHP", "[", "t", "]"}], ",", RowBox[{"CPP", "[", "t", "]"}], ",", RowBox[{"CHHH", "[", "t", "]"}], ",", RowBox[{"CHHP", "[", "t", "]"}], ",", RowBox[{"CHPP", "[", "t", "]"}], ",", RowBox[{"CPPP", "[", "t", "]"}]}], "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.778770382178679*^9, 3.778770417401722*^9}, { 3.778772038622301*^9, 3.778772038802491*^9}},ExpressionUUID->"c909412d-258c-4fc0-958f-\ 9dc5f3a39cb0"], Cell[BoxData[{ RowBox[{"Clear", "[", "nsolEM", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"nsolEM", "[", RowBox[{"pars_", ",", "tMax_"}], "]"}], ":=", RowBox[{ RowBox[{"nsolEM", "[", RowBox[{"pars", ",", "tMax"}], "]"}], "=", RowBox[{ RowBox[{"NDSolve", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"odesEM", "[", "pars", "]"}], ",", RowBox[{"initsEM", "[", "pars", "]"}]}], "]"}], ",", "varsEM", ",", RowBox[{"{", RowBox[{"t", ",", "0", ",", "tMax"}], "}"}]}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}]}]}]}], "Input", CellChangeTimes->{{3.7787730118380632`*^9, 3.77877303486801*^9}, { 3.778773242526071*^9, 3.7787732483606653`*^9}, {3.778774045966915*^9, 3.778774053910864*^9}, {3.778774084230301*^9, 3.778774084352569*^9}, { 3.778774139195304*^9, 3.778774139534894*^9}, {3.77877499159832*^9, 3.778774992187273*^9}, {3.778775227298869*^9, 3.778775309545404*^9}},ExpressionUUID->"22ddd7fd-facc-45fb-9b71-\ 9e037768a519"], Cell[BoxData[ RowBox[{ RowBox[{"nHet", "[", RowBox[{"pars_", ",", "tMax_", ",", "\[Tau]_"}], "]"}], ":=", RowBox[{ RowBox[{ RowBox[{ RowBox[{ RowBox[{ FractionBox["2", RowBox[{"fH", " ", "\[Kappa]"}]], RowBox[{"\[Mu]H", "[", "t", "]"}]}], "-", RowBox[{ FractionBox["2", SuperscriptBox[ RowBox[{"(", RowBox[{"fH", " ", "\[Kappa]"}], ")"}], "2"]], RowBox[{"(", RowBox[{ SuperscriptBox[ RowBox[{"\[Mu]H", "[", "t", "]"}], "2"], "+", RowBox[{"CHH", "[", "t", "]"}]}], ")"}]}]}], "/.", RowBox[{"nsolEM", "[", RowBox[{"pars", ",", "tMax"}], "]"}]}], "/.", "pars"}], "/.", RowBox[{"{", RowBox[{"t", "\[Rule]", "\[Tau]"}], "}"}]}]}]], "Input", CellChangeTimes->{{3.778774729466634*^9, 3.778774873287283*^9}, { 3.7787753383784113`*^9, 3.778775350583309*^9}, {3.780324793375134*^9, 3.780324802622398*^9}},ExpressionUUID->"d7fad000-23c8-483b-8e10-\ 670f4513be43"] }, Closed]], Cell[CellGroupData[{ Cell["Plotting", "Section", CellChangeTimes->{{3.778778592283531*^9, 3.778778593332448*^9}},ExpressionUUID->"52d1885e-fd1f-43ec-936a-\ 6315e5023647"], Cell[BoxData[ RowBox[{ RowBox[{"Dequ", "=", RowBox[{ RowBox[{ FractionBox[ RowBox[{ RowBox[{"Sum", "[", RowBox[{ RowBox[{ RowBox[{"\[Beta]", "[", RowBox[{"h", ",", "p"}], "]"}], "\[Alpha]", " ", FractionBox[ RowBox[{"fH", " ", "\[Kappa]"}], "2"], FractionBox[ RowBox[{"fP", " ", "\[Kappa]"}], "2"]}], ",", RowBox[{"{", RowBox[{"h", ",", "1", ",", "2"}], "}"}], ",", RowBox[{"{", RowBox[{"p", ",", "1", ",", "2"}], "}"}]}], "]"}], "+", RowBox[{"\[Delta]", " ", "fH", " ", "\[Kappa]"}]}], RowBox[{"fH", " ", "\[Kappa]"}]], "/.", "\[Beta]Sub"}], "//", "Simplify"}]}], ";"}]], "Input", CellChangeTimes->{{3.778778910926161*^9, 3.778778934196562*^9}, 3.778781924872758*^9, {3.780759989488833*^9, 3.7807600164337387`*^9}, { 3.780760067786221*^9, 3.780760068390834*^9}, {3.780760348992146*^9, 3.780760352360991*^9}, {3.780760427656597*^9, 3.780760449375721*^9}, { 3.784662223917077*^9, 3.784662224099964*^9}},ExpressionUUID->"e20f3e6a-c684-4c9f-a6ba-\ 721c0c0d8269"], Cell[BoxData[{ RowBox[{ RowBox[{ RowBox[{"Pars\[Gamma]", "[", RowBox[{"\[Gamma]in_", ",", "\[Delta]in_"}], "]"}], ":=", RowBox[{"{", RowBox[{ RowBox[{"fH", "\[Rule]", "0.9"}], ",", RowBox[{"fP", "\[Rule]", "0.6"}], ",", RowBox[{"X", "\[Rule]", "0.9"}], ",", RowBox[{"Y", "\[Rule]", "0.7"}], ",", RowBox[{"\[Alpha]", "\[Rule]", "0.2"}], ",", RowBox[{"\[Gamma]", "\[Rule]", "\[Gamma]in"}], ",", RowBox[{"\[Delta]", "\[Rule]", "\[Delta]in"}], ",", RowBox[{"\[Kappa]", "\[Rule]", "100000"}]}], "}"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"\[CapitalDelta]HEM", "[", RowBox[{"pars_", ",", "\[Tau]_"}], "]"}], ":=", RowBox[{ RowBox[{ RowBox[{"nHet", "[", RowBox[{"pars", ",", "\[Tau]", ",", "\[Tau]"}], "]"}], "-", RowBox[{"neutExp", "[", RowBox[{"\[Kappa]", ",", "\[Tau]"}], "]"}]}], "/.", "pars"}]}]}], "Input",\ CellChangeTimes->{{3.778778608222678*^9, 3.778778654894135*^9}, { 3.778778757683429*^9, 3.778778777538306*^9}, {3.77878392606628*^9, 3.778783951609948*^9}, {3.780081014400448*^9, 3.780081121652512*^9}, { 3.780081168802924*^9, 3.7800811769298363`*^9}, {3.780081313325286*^9, 3.780081314213456*^9}, {3.7800813606888123`*^9, 3.7800813623132477`*^9}, 3.780081393842334*^9, 3.7800814804311543`*^9, {3.7800816661402473`*^9, 3.780081671381975*^9}, {3.78076062777882*^9, 3.78076064516992*^9}, { 3.780760696092926*^9, 3.780760701531187*^9}, {3.78076075137401*^9, 3.78076075382023*^9}, 3.7846622307262363`*^9},ExpressionUUID->"0bef7cde-0d19-4ece-9a2e-\ 781937d75c61"], Cell[BoxData[ RowBox[{ RowBox[{"\[Gamma]DeivEM", "=", RowBox[{"Block", "[", RowBox[{ RowBox[{"{", RowBox[{ "Xr", ",", "Yr", ",", "\[Alpha]r", ",", "\[Gamma]r", ",", "\[Delta]r", ",", "out", ",", "ct", ",", "pars"}], "}"}], ",", RowBox[{ RowBox[{"out", "=", RowBox[{"{", "}"}]}], ";", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"ct", "=", "1"}], ",", RowBox[{"ct", "\[LessEqual]", "200"}], ",", RowBox[{"ct", "++"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"\[Gamma]r", "=", RowBox[{"RandomReal", "[", RowBox[{"{", RowBox[{"0.1", ",", "1"}], "}"}], "]"}]}], ";", RowBox[{"\[Delta]r", "=", RowBox[{"RandomReal", "[", RowBox[{"{", RowBox[{"0.1", ",", "1"}], "}"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{"{", RowBox[{"\[Gamma]r", ",", "\[Delta]r", ",", RowBox[{"Dequ", "/.", RowBox[{"Pars\[Gamma]", "[", RowBox[{"\[Gamma]r", ",", "\[Delta]r"}], "]"}]}], ",", RowBox[{"\[CapitalDelta]HEM", "[", RowBox[{ RowBox[{"Pars\[Gamma]", "[", RowBox[{"\[Gamma]r", ",", "\[Delta]r"}], "]"}], ",", RowBox[{ FractionBox["50", "fH"], "/.", RowBox[{"Pars\[Gamma]", "[", RowBox[{"\[Gamma]r", ",", "\[Delta]r"}], "]"}]}]}], "]"}]}], "}"}]}], "]"}]}]}], "\[IndentingNewLine]", "]"}], ";", "\[IndentingNewLine]", "out"}]}], "\[IndentingNewLine]", "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.7787791414180317`*^9, 3.778779157569336*^9}, { 3.778779212859665*^9, 3.778779217143368*^9}, {3.778779260229051*^9, 3.778779378064183*^9}, {3.778779470209608*^9, 3.778779470626337*^9}, { 3.7787813301720247`*^9, 3.778781330328182*^9}, 3.778781373084914*^9, { 3.7787818115203953`*^9, 3.778781811902873*^9}, 3.778781853771195*^9, { 3.7800813313000717`*^9, 3.780081333075077*^9}, {3.78008160700387*^9, 3.780081607839117*^9}, {3.7801477985938873`*^9, 3.7801479306271057`*^9}, { 3.780147970100745*^9, 3.780147991800441*^9}, {3.780148116599866*^9, 3.7801481437766743`*^9}, {3.780172943487495*^9, 3.780172949741446*^9}, { 3.780760632393713*^9, 3.780760718270833*^9}, {3.7807607556039457`*^9, 3.780760756317094*^9}, {3.784662244468533*^9, 3.7846622446776543`*^9}},ExpressionUUID->"49d2740c-db14-46b8-b6bb-\ 190450134000"], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"\[Gamma]DeivEMPlot", "=", RowBox[{"Module", "[", RowBox[{ RowBox[{"{", "data", "}"}], ",", RowBox[{ RowBox[{"data", "=", RowBox[{"Transpose", "[", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"\[Gamma]DeivEM", "[", RowBox[{"[", RowBox[{";;", ",", "1"}], "]"}], "]"}], "-", RowBox[{"\[Gamma]DeivEM", "[", RowBox[{"[", RowBox[{";;", ",", "2"}], "]"}], "]"}]}], ",", RowBox[{"\[Gamma]DeivEM", "[", RowBox[{"[", RowBox[{";;", ",", "4"}], "]"}], "]"}]}], "}"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"(*", RowBox[{ RowBox[{"lmEM", "=", RowBox[{"LinearModelFit", "[", RowBox[{"data", ",", "x", ",", "x"}], "]"}]}], ";"}], "*)"}], "\[IndentingNewLine]", RowBox[{"lmEM", "=", RowBox[{"NonlinearModelFit", "[", RowBox[{"data", ",", RowBox[{"y0", "+", FractionBox["L", RowBox[{"1", "+", RowBox[{"Exp", "[", RowBox[{ RowBox[{"-", "k"}], RowBox[{"(", RowBox[{"x", "-", "x0"}], ")"}]}], "]"}]}]]}], ",", RowBox[{"{", RowBox[{"y0", ",", "L", ",", "k", ",", "x0"}], "}"}], ",", "x"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"Show", "[", RowBox[{ RowBox[{"ListPlot", "[", RowBox[{"data", ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"PlotStyle", "\[Rule]", "Black"}]}], "]"}], ",", RowBox[{"Plot", "[", RowBox[{ RowBox[{"lmEM", "[", "x", "]"}], ",", RowBox[{"{", RowBox[{"x", ",", RowBox[{"Min", "[", RowBox[{"data", "[", RowBox[{"[", RowBox[{";;", ",", "1"}], "]"}], "]"}], "]"}], ",", RowBox[{"Max", "[", RowBox[{"data", "[", RowBox[{"[", RowBox[{";;", ",", "1"}], "]"}], "]"}], "]"}]}], "}"}], ",", RowBox[{"PlotStyle", "\[Rule]", "Gray"}]}], "]"}], ",", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"-", "1"}], ",", "1"}], "}"}], ",", "Automatic"}], "}"}]}], ",", RowBox[{"Epilog", "->", RowBox[{"Text", "[", RowBox[{ RowBox[{"Style", "[", RowBox[{ RowBox[{"\"\<\!\(\*SuperscriptBox[\(R\), \(2\)]\)= \>\"", "<>", RowBox[{"ToString", "[", RowBox[{"Round", "[", RowBox[{ RowBox[{"lmEM", "[", "\"\\"", "]"}], ",", "0.001"}], "]"}], "]"}]}], ",", "14", ",", "Black"}], "]"}], ",", RowBox[{"Scaled", "[", RowBox[{"{", RowBox[{"0.85", ",", "0.75"}], "}"}], "]"}]}], "]"}]}], ",", RowBox[{"ImageSize", "\[Rule]", RowBox[{"{", RowBox[{"Automatic", ",", "300"}], "}"}]}], ",", RowBox[{"FrameTicksStyle", "\[Rule]", RowBox[{"Directive", "[", RowBox[{"Black", ",", "Bold", ",", "14"}], "]"}]}]}], "]"}]}]}], "\[IndentingNewLine]", "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Export", "[", RowBox[{ RowBox[{ RowBox[{"NotebookDirectory", "[", "]"}], "<>", "\"\\""}], ",", "\[Gamma]DeivEMPlot", ",", RowBox[{"ImageResolution", "\[Rule]", "500"}]}], "]"}], ";"}]}], "Input", CellChangeTimes->{{3.77878137876478*^9, 3.77878146935914*^9}, { 3.7787815041286287`*^9, 3.7787815492956257`*^9}, {3.778781787614623*^9, 3.778781787922086*^9}, {3.779371447608265*^9, 3.779371482953024*^9}, { 3.779371520173211*^9, 3.779371542440132*^9}, {3.7793716517036123`*^9, 3.779371652416285*^9}, 3.7800567157964983`*^9, {3.780077447675254*^9, 3.7800774848413887`*^9}, {3.780078111845739*^9, 3.780078143892922*^9}, { 3.780078241101285*^9, 3.78007833344359*^9}, {3.780078442736796*^9, 3.780078515502615*^9}, {3.780078562501601*^9, 3.78007868217979*^9}, { 3.780078724311563*^9, 3.780078732257977*^9}, {3.780078764634927*^9, 3.780078779153885*^9}, {3.780078845346369*^9, 3.780079056715569*^9}, { 3.780079132446122*^9, 3.780079136009221*^9}, {3.78007920511038*^9, 3.7800793650572433`*^9}, {3.78007939558985*^9, 3.780079401825075*^9}, { 3.7800809145181713`*^9, 3.7800809386998577`*^9}, {3.780081351420191*^9, 3.780081351668255*^9}, {3.780081412133132*^9, 3.780081453237896*^9}, { 3.780081533553871*^9, 3.780081538004484*^9}, {3.780081594769249*^9, 3.780081596328281*^9}, {3.7800818012313538`*^9, 3.78008180515621*^9}, { 3.780081865124866*^9, 3.780081869412511*^9}, {3.7801479477911577`*^9, 3.7801479565453663`*^9}, {3.780147998665153*^9, 3.7801480101180763`*^9}, { 3.780148059237075*^9, 3.7801480856538*^9}, {3.78014817847917*^9, 3.7801482092052803`*^9}, {3.7801482400705357`*^9, 3.780148243743754*^9}, { 3.780172972970521*^9, 3.78017300347081*^9}},ExpressionUUID->"45773eaa-1800-44c3-848b-\ ed7e822f5ca4"], Cell[BoxData[ TemplateBox[{ "NonlinearModelFit", "cvmit", "\"Failed to converge to the requested accuracy or precision within \\!\\(\ \\*RowBox[{\\\"100\\\"}]\\) iterations.\"", 2, 142, 67, 19317546046340080488, "Local"}, "MessageTemplate"]], "Message", "MSG", CellChangeTimes->{3.7807607421408997`*^9, 3.780760789938654*^9},ExpressionUUID->"75b983f1-0104-413d-bb7d-\ 28c3430c45e5"], Cell[BoxData[ GraphicsBox[{{{}, {{}, {GrayLevel[0], PointSize[0.009166666666666668], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJwVV3k8lOsXfy1Zo7FGtuGSXZab7fI+KIWStl8klSuELkYXDZKhW02LKCWU kETlSooU5hmKkGpIRbbBUG5CllCW35k/5jOf8znPc873bN/zvJp+4TsDBAmC aIQf/987+Gf6hZDPmCAcnvtbyyLaj91hd0XfIoKb3+rlropHcw5Mz7r2IWIi YtfFDHvMuxYwMOTfCucjjVGLCKJfT5truFYLcm5B3hEe6SBn4DfEHUSEl3A6 riKxqWn0PYsuFiJSE39TMNLCRY4oYA+nAREOEbMVU5KYHWhMj424gwnGK/1g 3gwrN6rn6JhQOSKoA4aPUzQxw+1X+xylChFEvoE0e4bFOLVtoaviKiLYhj/7 1kpgWmMAu1ibDf6lU6qefSRd0pXmaKv4cs29YxajJPfPZfXyggKQrcWC/TtZ 1hvX7L9TAPFRJb5kBitgt7T7nJqQfkw4FNZsChBHqg4zRVdZXRDvruqdPdrY 3z7gAX3hHSIYde7qJQqYunpxMvPiW8B7LKDDa5os+uzyNrekExFBZhM5xuY4 NyHeaFzyNviLW1r6NcUqPbgnUcj0NSbY+aMNe4UQRUGs+1LoI4jncAiBJlmF 7/JTrrsMYII7eJsooqDUq246Xccg3u3NYysVtTAzqs4vZEMT4POTdKUTyOom K2SJMwT+9yUWRlKQ2KBld8pB8J/L0Akn/8CEUdYpuRVHQf98ZmU7gX2HB010 7KBejA/ng5YJ1Bjyo+33GX68A2WrsiWQQ3CMxdmGNIhv5PFGLIq5LpX9obcx 2DtncXduLW7/J11ccEsfJqieExnHKMg3T033efstsFetE/tugcXU9dC9tQb8 N1qUUNbZ49LFjiWRu+2ImPtbc0zWFItIHcyhczmIoFVbPHm8HgdlMlSCInjg X92Jy5NAHbUuyzEdz0H/7Gi8iTZuTNK3P+fxCvpjVqquWAW3F/S270jshPxN ZayWEkCMPfceKFSdBnyHA7zXKuK5PyWfdei1IqJDP3TJyRJHZnV5Hp7thXiO nBnbaYt1/SwtH1/nQb0ronZEbMa0CNPjAm1ssL/hYJEEBeuVvB3y1/+KiGpO Sxq5DRO8EzyVOj+oj2qUhG0vy/x2WeeVRLiv1Hv6VpYzLlWPTLpVzgE8KRFL KQLIxXyL5C7HZkT4PnvS2maGGxHrQG8AF/DNN6kpWmE/9vnXnvKAn6Ak3O+R R1+Wc87+7Ib4vOLaPr8wwxTNV0TNqW7IR75V1qww0o5/OKFn2oIIPX+twtPm mE3zouttLgO8qb/SHwpg6eM4cMEe4mVsV6oSssRBYvqtb8ShP30z6pRWyWB2 XiwKrOqA+lipf6qQQKl/dqvxPGHeiIkHm3ukMC/uYlX635CfRoGokkoSMxvH PZ6rgUxr+HYuez1O9Z2fmJavA9nmQSBTExdlOSqb8uoA/057SWYX+U+3tJlW Az+e+WzdmgUyV/ZmQY5aMczjx+G0TUqYUJnxsDxdAP7WXdrSOs7iOZ4trTnW BniWK8JUFki9/+3M60kdRsSo5daXAa446IKTvPb8B9B3TXpRxFGz3gHHxtIv EK/yPsEkN0z4b0qwDg0Fe49GjHb1s1jE0ik7z8+Aj7W6bsoFT3zKZJg6QL8V qTSdDDXDuYlawie/vgB7bzjK25ZJ5iq1NW8vvgG8N+Nz8Tjp67fbMSOW7y+Q 83DyB8mxqg/w14L8sIPpRLgmJjrDxhevXYLzzNTid9Ms9qJFnE8QzIOD0Rrv 5yuw76ib/Q1NPt8Jd4VYT5DVkdPOdDfwT3BGygfV8YJLdS1zEfjDZSxtTvJ3 /DPaRnzh0QjMQ66EW+VW7D9gEiT3vQP4MOJ4vashZh96lrQ/rR782zcePCyC 2Xdr3sod/hfq68YsqFhmRen6S3tvgniZx9xqK9zw3HfLgJ3NZeA/cFRcqptk lKvHvT8A88O42ZA2shYrRcfur9n3EvQn7kyrjpGEtWtT9FNHkI1spju+scTO ndgoup/fL4N9st5qeNJA12XyL+B/6mydlb8MCnL7HqhwBuLJ3WfQ32uGh0vO XZRwB74gnOf++ySLrgzonu6z5QJf7Sq/HUpBu7sf/KVTzOHz64Rz+XeSmMho ipm4DzKeM9MZZhHze52EFQohP/6eHsoKWD69Sbk6BPqBaAkcf/WN7KWdNzXa AfzCWFBRM5NH3UppT75mQf1b9I5cubwFtxS5fpf7Y5DPF+SprXKIapcmWKPI gvsbE8zVOaTLoLan7S2o3/bUKfXdOjhnVDBD8yLgY/dsEX0ogzKm13U034R5 J2qFVQTFMWXaNmbr9VKoZ9CZj0viuHJ7SGWjRS3wfYCkh7MBRtEoo34VP167 4kiGLJLWb6o92wB86zDecDJoJWLjnMigu5WgZ7SE7UsnqR4vL504dA9kmQMF XB5rjcJR6S4e8MVczdSr6s3Yt/rsb+kCT0BP0K23mLO2Gv6b6BT4DmQV5QR1 6McjmsJ+rnw+D2MYEqIoVzNbuau+BOqZ98/avEUW3dx8pRmCeecwT4uoGmNV RoyyzXt+vjjWZTkEovqcpBt8B7wMw8MWRcIwV9wuk4RMsF8aU08ZYDnsDWgp 6Wzmz2+h7slB0nupI5QrB/bYRkIm/63H1MdcX5890A9U/QS6hhLO0wrfULgV 9hFbTsDCRgaxZC8k85j8fE6y/+pRRKlxYWcmudAfjck1NoaWuG7n/MLmZP75 VsVPBSvQgv7Lh7kvBvj4bvdzRJBXsbBodcwr8J+DL0wLIAfVD40pkvnwvvho 89mdghfCGH7D5h+h3/poTmcMMDGUjul5n+C+W/bTq7JII/HVkfYl4FP64pXD FzZgat9X1cmjuXC+8KbUBWWYR8mpn6oPoJ9vVRzxpOLqWS8BLz4/sT+G8iqk kUy81vaxEX5/W+o/HKEg05JAb9raBsCT51tnLIZo5bHfnszXg9yulaUxSOY6 iSjocPl8FeDVrTVBbg/zUaf5PQT9C+eO9CYWj8nx1BME+wwF7QPRIoinW6X8 whX6i6pik7lTH7N5Z62+XcyB88kHNu+YZvEKUyKdj/cjIoNbsTRthykyMxs0 xvj+FGPoL0bIyU3G+zw6uxHhc9vJXcgRU6xu1R/zec/f71yzzBmS2nUiXrAQ 6mOqLbj3sQH2lYp47RgP+WPPSQr4ieHqcAPbNav5+Uramiwih7hj2jcWhypA LyO4e/8qXPSaYyZ0nv/eattyY0gfX5D3yX4u1sWf1+FDJdLI+tsZtTsDcJ+9 rsQkSQJxsgaMW3Jg/0zYbXvnTMVUZ879Oibg41iseLHLHAs8GuS4z47A/V8W Fn0r0eTM6qaYoV6Yj1jZ7ytXo5Br8wk4EfqFUdV32VkCVWoUhHiGwn5jlApm Swqiyr54eav1sG+USl2VrX/H1JdHPdPns2E+neWWOpQwjabfHDUK+5EQGRYW hn2m43P+eDu8BxmLZUkmgrjRK95ts1Ij2LO73AD829jWHh7X8xzwaGnYNveT LYVd8VPB0N80La2PA5qYfqdFNJoN+aD8WmuPtHGW5G+7vTdDPN0Wv5JrHXB6 W8U2aji/fz+l154QQWxucHviJdhfjPx7T2WnWPl2t/YoLsN8skv8MxNlEPus SVT8aeAPYrk7NmuCFTSumO0SBfVk3KSt+DVNUnqHC8VpfH7S1okse0tGxqZk OH5twUTuTFJSoBKiu4XH3788gIhK8kbgextcZIbHnhoB/zjkf3EvkMK5rmZx U7LFcL9yQVeql6V+e6+OeQK8p780vVe23YSZbozBUG/++6ifmdxKwR1u9yWG N74GvEr1q0xX44xzVkL60dCP7FnaBx1JTL10RkNOir+/tFKZa7Sw6S/2peTJ HuDL1Q4Zh/RxZc2ijbw77AuG/xOzmUlScL3HiQJ3/vfA1r7PDpKouMUo0/Yg 1MuhciRspQn0r+WK99kglwpVvMaGmGI4HhNZ/AT08arrgoWx0Y/RmOod7XA/ O1Hz5hIpZhw/7iIIfEcV/e9NkCoqKpOK/tYJ81yaqBEbZ43/D89m07E= "]]}, {}}, {}, {}, {{}, {}}}, {{{}, {}, TagBox[ {GrayLevel[0.5], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" 1:eJwVxXk01AkcAPBxzJIiQ83sRmEKoaYoZ5mvnNWGH28dKRVFtpetnjy2bXcj NaNeylHJMuUoKqEoV81Xi3anLBu5BmPGMM3vN1K5N9Hu/vF5H7PIY4FR6jQa zfc//+/+7pHQd4bEvlfjGz9xWFDtHD5sNkGia9cBusl6Fqw7r6UzPUaismqX j4cNC1gme4MEChJ1/UmDC5YsGCXoo2OdJK686N6kb8qCa1Uh31ypInH3zP3D 6gwWUD99jms/QWJZL+d4/DgTMnS8rUJGlVjjJfS/UskEWtKyWdXLt8hlXL2U xWZCwuea0rKnChSsdr7ZcXk53PUIOiGsHMEu3WTJ4cllMCtfl7M7axg/ZJQm trsuAyJVXMLmy3F8Y+lRh3OG0MxrNEqIGsKgkGqt0FIDmAooEny9XYac4E8X 5psYwDHbo6V0lWLkat9T3/Xpg3ZmTsk5FwlWPnFIqkhfCn+8s9a7btKPmfOZ cu9oXZgbvJfpvlSMKQsNje4rFsORlHyZZns3Hgh3kaYc1gaVneccu74TH/Ft 2+Ie0KE4M3wgJKEDwz6vSEz4UR16LkYPWnBfY0X8wiK9VQtcJ2PHsMLgVqwx J8IKnGa49ufSzlt0i5A/O/Uz6TrGDVXn7owoasZbE+kydk0f971cLBCxnuMZ TT/ncF6zUK58EN3iVotnimnuj5Wk0M4uWHhSVYHataz9GwJnhOWMqEFp6k2M EdBu8VANNdnHFwoLIqBlcG0QodTCH15rfIgrygdPx9Ku9Fg9jOPZl2m8eggp AYbErI4hjszX2O+zroM1N3o9+CQTn3RW/FUmeA4GzWqdeNIIr8zfdvtk8AJi w6KkZyxM0YvhYZzm8hJ6Tjd7nshm49mG8ejJ+lZ4Wp1qGZVgjq3rzS8FJL6G ujSpT+K+tag4KHuhx++AHMkIr+S4DTa+tXB63NQJ6wqSQooWb8C0iIaBL+Ju oHIcvN+E2OIqK3ndplViiOU/z+o6tQl/U+xuWbylHzwto/qYRfZYuET2bIev BHoXcramvHNEp4bEOCdvKZgld3tdynXB5VPWbEGgDGxjTDyTAl2x8+/8o4nx Q1CWWx4a7uaGYqlpMT1TDpP3wtcbjW/DLpVo7lDeMJyKfRF9o9gDq/IcR52E I9CD908/K/HC1J1t05JXCojZqO/MLPfBQptjHx3fvIWXBaTVRPsOvFXZwaNP KMGiJXTR9qBdmOUQ6XR7gQTtBzy22YAf7rFqcyA0KFCUlD8cUPoh23ir/ZwW BacPiTiCST98qMa0C2BQMNxIzVgv8cfWFpHN/GoKpn2Lybgt/rjooK1J0A4K cvXCjzTl+OMvl2lf0bMouPP7cMJmDoHeybGaFdkUeIrsJYGbCdSNF6vvyaNg RGcbEedCYG5Y1ZeKOxTsTbMJq/MmsNY85p+9tRRo9EtZEfsJnKxvG62SUJA0 PtXGSCewvmyrar+cgtTgym0B1wlMzr9L6igpkHzbLcrII5DBO6s48JGCbDW6 qfE9AjmBjtIlmio4eVY27dNI4LRnkaRaWwWWk/WcbBGBzxwZA5G6KhiKjE6m 2gjctVLVW8NUQcKf8l+v9hNoqB/ac9BIBcZ8Q5uxIQLF6s1deqYqyOhumdxO ElgwZdtZu0YFAXnCgdvvCfxeKeg4ZKWC8YnrCs1pAv8FNhJ9lg== "]]}, Annotation[#, "Charting`Private`Tag$77328#1"]& ]}, {}, {}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Epilog->InsetBox[ FormBox[ StyleBox["\"\\!\\(\\*SuperscriptBox[\\(R\\), \\(2\\)]\\)= 0.935\"", 14, GrayLevel[0], StripOnInput -> False], TraditionalForm], Scaled[{0.85, 0.75}]], Frame->{{True, True}, {True, True}}, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, FrameTicksStyle->Directive[ GrayLevel[0], Bold, 14], GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->All, ImageSize->{Automatic, 300}, Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotRange->{{-1, 1}, Automatic}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.05], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.7800809347289743`*^9, 3.7800809393786583`*^9}, 3.780081027526194*^9, {3.780081062652343*^9, 3.780081134439686*^9}, 3.780081189202145*^9, {3.78008135286314*^9, 3.7800813737381*^9}, { 3.780081426081016*^9, 3.78008145366346*^9}, 3.780081492108081*^9, { 3.780081538995707*^9, 3.780081551856434*^9}, {3.780081596964653*^9, 3.7800816165665083`*^9}, 3.780081690154574*^9, 3.78008180574643*^9, 3.78008186996861*^9, {3.78014793631474*^9, 3.780148010641594*^9}, 3.780148086254416*^9, 3.780148153578301*^9, 3.7801482122218*^9, 3.780148244394251*^9, {3.780172961127367*^9, 3.78017300436982*^9}, 3.780318374686846*^9, 3.780760134574334*^9, 3.780760196274548*^9, 3.780760238552833*^9, 3.780760270314967*^9, 3.78076037374284*^9, 3.7807604904516687`*^9, 3.78076057383883*^9, 3.7807606904163237`*^9, 3.780760742273374*^9, 3.780760790079273*^9},ExpressionUUID->"235903d8-a9e9-4c47-832b-\ 07e248ae55fa"] }, Open ]] }, Closed]] }, Closed]] }, Open ]], Cell[CellGroupData[{ Cell["Individual-based simulations", "Chapter", CellChangeTimes->{{3.780690682860402*^9, 3.780690688458034*^9}},ExpressionUUID->"d12942cf-b635-47b5-925d-\ 0836a0748b79"], Cell[CellGroupData[{ Cell["Picking Parameters", "Subchapter", CellChangeTimes->{{3.7810226863748827`*^9, 3.781022689021823*^9}},ExpressionUUID->"2c8482ac-421f-4d81-8e37-\ 01dac5a86554"], Cell[CellGroupData[{ Cell["Randomly choosing parameters", "Subsection", CellChangeTimes->{{3.7813593960614758`*^9, 3.781359413795813*^9}, { 3.7820611053765907`*^9, 3.7820611096775503`*^9}},ExpressionUUID->"4bac73c3-714a-475c-b455-\ d86d2ad354d4"], Cell["\<\ Randomly draws npts parameter combinations across parameter space.\ \>", "Text", CellChangeTimes->{{3.806086995053771*^9, 3.806087045970724*^9}},ExpressionUUID->"9b2fcc9a-555e-4b42-a63c-\ 1aa68c4806cf"], Cell[BoxData[{ RowBox[{"Clear", "[", "randParsConst", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"randParsConst", "[", "npts_", "]"}], ":=", RowBox[{ RowBox[{"randParsConst", "[", "npts", "]"}], "=", RowBox[{"Block", "[", RowBox[{ RowBox[{"{", RowBox[{ "out", ",", "ct", ",", "a", ",", "x", ",", "y", ",", "d", ",", "g", ",", "fHr", ",", " ", "fPr"}], "}"}], ",", RowBox[{ RowBox[{"out", "=", RowBox[{"{", "}"}]}], ";", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"ct", "=", "1"}], ",", RowBox[{"ct", "\[LessEqual]", "npts"}], ",", RowBox[{"ct", "++"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"fHr", "=", "1"}], ";", "\[IndentingNewLine]", RowBox[{"fPr", "=", "1"}], ";", "\[IndentingNewLine]", RowBox[{"x", "=", RowBox[{"RandomReal", "[", "]"}]}], ";", RowBox[{"y", "=", RowBox[{"RandomReal", "[", RowBox[{"{", RowBox[{"0", ",", "x"}], "}"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"d", "=", RowBox[{"RandomReal", "[", RowBox[{"{", RowBox[{"0.1", ",", "1"}], "}"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"g", "=", RowBox[{"RandomReal", "[", RowBox[{"{", RowBox[{"0.1", ",", "1"}], "}"}], "]"}]}], ";", RowBox[{"a", "=", RowBox[{"RandomReal", "[", RowBox[{"{", RowBox[{"0", ",", "1"}], "}"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{"{", RowBox[{ RowBox[{"fH", "\[Rule]", "fHr"}], ",", RowBox[{"fP", "\[Rule]", "fPr"}], ",", RowBox[{"X", "\[Rule]", "x"}], ",", RowBox[{"Y", "\[Rule]", "y"}], ",", RowBox[{"\[Alpha]", "\[Rule]", "a"}], ",", RowBox[{"\[Delta]", "\[Rule]", "d"}], ",", RowBox[{"\[Gamma]", "\[Rule]", "g"}]}], "}"}]}], "]"}], ";"}]}], "\[IndentingNewLine]", "]"}], ";", "\[IndentingNewLine]", "out"}]}], "\[IndentingNewLine]", "]"}]}]}]}], "Input", CellChangeTimes->{{3.776942209945402*^9, 3.776942408449008*^9}, { 3.776942447974637*^9, 3.776942561692256*^9}, {3.776942608595686*^9, 3.7769426249820337`*^9}, {3.777038379375106*^9, 3.777038405830714*^9}, { 3.77798478429056*^9, 3.777984813290565*^9}, {3.777986215956966*^9, 3.777986239437801*^9}, {3.777987802827467*^9, 3.777987805533832*^9}, { 3.77798834637801*^9, 3.7779883488403873`*^9}, {3.7781535130470037`*^9, 3.7781535160498123`*^9}, {3.778350499610462*^9, 3.778350506531397*^9}, 3.7786937469529037`*^9, {3.78023073229935*^9, 3.780230746820321*^9}, { 3.781022791736834*^9, 3.781022903051372*^9}, {3.782061148415759*^9, 3.782061186809121*^9}, {3.782063148150454*^9, 3.7820632003912773`*^9}, { 3.8060870101785517`*^9, 3.806087013869843*^9}},ExpressionUUID->"5771855d-21b1-4842-a487-\ ce96ea78c19b"], Cell[BoxData[ RowBox[{ RowBox[{"pars1", "=", RowBox[{"randParsConst", "[", "100", "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.777986252557075*^9, 3.777986262579265*^9}, 3.777987917642523*^9, {3.777988174071068*^9, 3.7779881798372707`*^9}, { 3.77798835391173*^9, 3.777988354535955*^9}, {3.778153966453146*^9, 3.7781539667213507`*^9}, {3.778350511675865*^9, 3.778350523420535*^9}, { 3.780230776845759*^9, 3.780230777203978*^9}, 3.78102290791455*^9, { 3.782063178925376*^9, 3.782063185980754*^9}},ExpressionUUID->"e979fa31-7056-4bb3-af41-\ 6d2ccba92122"] }, Closed]], Cell[CellGroupData[{ Cell["Fitting the epidemiological model", "Subsection", CellChangeTimes->{{3.7813593960614758`*^9, 3.781359413795813*^9}, { 3.7820611053765907`*^9, 3.7820611096775503`*^9}, {3.7820611978405046`*^9, 3.782061202758986*^9}, 3.782063141074038*^9},ExpressionUUID->"879dcdac-c7a4-4ae7-9fa7-\ c348cc7a6b39"], Cell["\<\ Gives parameter combination to be used in the constant size model given \ parameters in the epidemiological model for model comparison.\ \>", "Text", CellChangeTimes->{{3.806087048687388*^9, 3.806087103326643*^9}},ExpressionUUID->"ac497f54-eccc-438b-8c66-\ 4e7b4ea58b4f"], Cell[BoxData[{ RowBox[{"Clear", "[", "randPars2Const", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"randPars2Const", "[", "epiPars_", "]"}], ":=", RowBox[{ RowBox[{"randPars2Const", "[", "epiPars", "]"}], "=", RowBox[{"Block", "[", RowBox[{ RowBox[{"{", RowBox[{ "out", ",", "ct", ",", "a", ",", "x", ",", "y", ",", "d", ",", "g", ",", "fHr", ",", " ", "fPr"}], "}"}], ",", RowBox[{ RowBox[{"out", "=", RowBox[{"{", "}"}]}], ";", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"ct", "=", "1"}], ",", RowBox[{"ct", "\[LessEqual]", RowBox[{"Length", "[", "epiPars", "]"}]}], ",", RowBox[{"ct", "++"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"fHr", "=", RowBox[{ FractionBox[ RowBox[{ RowBox[{"b", " ", "X"}], "+", RowBox[{"b", " ", "Y"}], "-", RowBox[{"X", " ", "\[Alpha]"}], "-", RowBox[{"Y", " ", "\[Alpha]"}], "-", RowBox[{"X", " ", "\[Delta]"}], "-", RowBox[{"Y", " ", "\[Delta]"}], "+", SqrtBox[ RowBox[{ RowBox[{"(", RowBox[{"X", "+", "Y"}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["b", "2"], " ", RowBox[{"(", RowBox[{"X", "+", "Y"}], ")"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{"X", "+", "Y"}], ")"}], " ", SuperscriptBox[ RowBox[{"(", RowBox[{"\[Alpha]", "+", "\[Delta]"}], ")"}], "2"]}], "-", RowBox[{"2", " ", "b", " ", RowBox[{"(", RowBox[{ RowBox[{"X", " ", RowBox[{"(", RowBox[{"\[Alpha]", "+", "\[Delta]"}], ")"}]}], "+", RowBox[{"Y", " ", RowBox[{"(", RowBox[{"\[Alpha]", "+", "\[Delta]"}], ")"}]}], "-", RowBox[{"4", " ", "\[Alpha]", " ", RowBox[{"(", RowBox[{"\[Alpha]", "+", "\[Gamma]", "+", "\[Delta]"}], ")"}]}]}], ")"}]}]}], ")"}]}]]}], RowBox[{"2", " ", "b", " ", RowBox[{"(", RowBox[{"X", "+", "Y"}], ")"}]}]], "/.", RowBox[{"epiPars", "[", RowBox[{"[", "ct", "]"}], "]"}]}]}], ";", "\[IndentingNewLine]", RowBox[{"fPr", "=", RowBox[{ RowBox[{"-", RowBox[{ FractionBox["1", RowBox[{"2", " ", "b", " ", RowBox[{"(", RowBox[{"X", "+", "Y"}], ")"}]}]], RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"-", "b"}], " ", "X"}], "-", RowBox[{"b", " ", "Y"}], "+", RowBox[{"4", " ", "b", " ", "\[Alpha]"}], "+", RowBox[{"X", " ", "\[Alpha]"}], "+", RowBox[{"Y", " ", "\[Alpha]"}], "+", RowBox[{"4", " ", "b", " ", "\[Gamma]"}], "+", RowBox[{"4", " ", "b", " ", "\[Delta]"}], "+", RowBox[{"X", " ", "\[Delta]"}], "+", RowBox[{"Y", " ", "\[Delta]"}], "-", SqrtBox[ RowBox[{ RowBox[{"(", RowBox[{"X", "+", "Y"}], ")"}], " ", RowBox[{"(", RowBox[{ RowBox[{ SuperscriptBox["b", "2"], " ", RowBox[{"(", RowBox[{"X", "+", "Y"}], ")"}]}], "+", RowBox[{ RowBox[{"(", RowBox[{"X", "+", "Y"}], ")"}], " ", SuperscriptBox[ RowBox[{"(", RowBox[{"\[Alpha]", "+", "\[Delta]"}], ")"}], "2"]}], "-", RowBox[{"2", " ", "b", " ", RowBox[{"(", RowBox[{ RowBox[{"X", " ", RowBox[{"(", RowBox[{"\[Alpha]", "+", "\[Delta]"}], ")"}]}], "+", RowBox[{"Y", " ", RowBox[{"(", RowBox[{"\[Alpha]", "+", "\[Delta]"}], ")"}]}], "-", RowBox[{"4", " ", "\[Alpha]", " ", RowBox[{"(", RowBox[{"\[Alpha]", "+", "\[Gamma]", "+", "\[Delta]"}], ")"}]}]}], ")"}]}]}], ")"}]}]]}], ")"}]}]}], "/.", RowBox[{"epiPars", "[", RowBox[{"[", "ct", "]"}], "]"}]}]}], ";", "\[IndentingNewLine]", RowBox[{"x", "=", RowBox[{"(", RowBox[{"X", "/.", RowBox[{"epiPars", "[", RowBox[{"[", "ct", "]"}], "]"}]}], ")"}]}], ";", RowBox[{"y", "=", RowBox[{"(", RowBox[{"Y", "/.", RowBox[{"epiPars", "[", RowBox[{"[", "ct", "]"}], "]"}]}], ")"}]}], ";", "\[IndentingNewLine]", RowBox[{"d", "=", RowBox[{"(", RowBox[{"\[Delta]", "/.", RowBox[{"epiPars", "[", RowBox[{"[", "ct", "]"}], "]"}]}], ")"}]}], ";", "\[IndentingNewLine]", RowBox[{"g", "=", RowBox[{ RowBox[{"(", RowBox[{"\[Delta]", "/.", RowBox[{"epiPars", "[", RowBox[{"[", "ct", "]"}], "]"}]}], ")"}], FractionBox["fHr", "fPr"]}]}], ";", "\[IndentingNewLine]", RowBox[{"a", "=", RowBox[{"(", RowBox[{ FractionBox["\[Alpha]", RowBox[{"\[Alpha]", "+", "\[Delta]"}]], "/.", RowBox[{"epiPars", "[", RowBox[{"[", "ct", "]"}], "]"}]}], ")"}]}], ";", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{"{", RowBox[{ RowBox[{"fH", "\[Rule]", "fHr"}], ",", RowBox[{"fP", "\[Rule]", "fPr"}], ",", RowBox[{"X", "\[Rule]", "x"}], ",", RowBox[{"Y", "\[Rule]", "y"}], ",", RowBox[{"\[Alpha]", "\[Rule]", "a"}], ",", RowBox[{"\[Delta]", "\[Rule]", "d"}], ",", RowBox[{"\[Gamma]", "\[Rule]", "g"}]}], "}"}]}], "]"}], ";"}]}], "\[IndentingNewLine]", "]"}], ";", "\[IndentingNewLine]", "out"}]}], "\[IndentingNewLine]", "]"}]}]}]}], "Input", CellChangeTimes->{{3.776942209945402*^9, 3.776942408449008*^9}, { 3.776942447974637*^9, 3.776942561692256*^9}, {3.776942608595686*^9, 3.7769426249820337`*^9}, {3.777038379375106*^9, 3.777038405830714*^9}, { 3.77798478429056*^9, 3.777984813290565*^9}, {3.777986215956966*^9, 3.777986239437801*^9}, {3.777987802827467*^9, 3.777987805533832*^9}, { 3.77798834637801*^9, 3.7779883488403873`*^9}, {3.7781535130470037`*^9, 3.7781535160498123`*^9}, {3.778350499610462*^9, 3.778350506531397*^9}, 3.7786937469529037`*^9, {3.78023073229935*^9, 3.780230746820321*^9}, { 3.781022791736834*^9, 3.781022903051372*^9}, {3.782061148415759*^9, 3.782061212295764*^9}, {3.782062931507574*^9, 3.782063042324421*^9}, { 3.7820632774079657`*^9, 3.7820633259144773`*^9}},ExpressionUUID->"357b8e31-34d5-48ff-8651-\ cb454e2bbf1a"] }, Closed]], Cell[CellGroupData[{ Cell["Making Input File", "Section", CellChangeTimes->{{3.776942709647462*^9, 3.7769427123366623`*^9}},ExpressionUUID->"19bd2427-68d5-45e2-b684-\ e157130d23b1"], Cell[BoxData[ RowBox[{ RowBox[{"epiPars", "=", RowBox[{"randPars2Epi", "[", "100", "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.782061560418659*^9, 3.782061566796172*^9}, 3.7820628337170763`*^9},ExpressionUUID->"bdf65b22-2278-44c7-82b6-\ 7469dc0355db"], Cell[BoxData[ RowBox[{ RowBox[{"\[Kappa]Sol", "[", RowBox[{"K_", ",", "pars_"}], "]"}], ":=", RowBox[{"\[Kappa]", "/.", RowBox[{"Flatten", "[", RowBox[{"Solve", "[", RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"fH", " ", "\[Kappa]"}], "/.", "pars"}], ")"}], "\[Equal]", "K"}], ",", "\[Kappa]"}], "]"}], "]"}]}]}]], "Input", CellChangeTimes->{{3.782059556272736*^9, 3.782059633786846*^9}, { 3.782063257136837*^9, 3.782063259182342*^9}},ExpressionUUID->"d4f371b7-7148-4b17-bb92-\ d235784b3517"], Cell[BoxData[{ RowBox[{ RowBox[{"nRep", "=", "7"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"nDemes", "=", "1000"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"gmax", "=", "500"}], ";"}]}], "Input", CellChangeTimes->{{3.780688609605508*^9, 3.780688642041655*^9}, 3.780850986378305*^9, {3.782073907035666*^9, 3.782073931107863*^9}},ExpressionUUID->"2bbdd8c5-0e30-4855-8d6c-\ 0b93acc9d369"], Cell[BoxData[ RowBox[{ RowBox[{"constFile", "[", "pars_", "]"}], ":=", RowBox[{"Block", "[", RowBox[{ RowBox[{"{", RowBox[{"out", ",", "rep"}], "}"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"out", "=", RowBox[{ "\"\\ \"", "<>", " ", RowBox[{"ToString", "[", "nRep", "]"}], "<>", "\"\<\nnumber of demes (nDemes): \>\"", "<>", " ", RowBox[{"ToString", "[", "nDemes", "]"}], "<>", "\"\<\nmaximum number of generations (gmax): \>\"", "<>", " ", RowBox[{"ToString", "[", "gmax", "]"}], "<>", "\"\<\nrelative host size (fH): \>\"", "<>", " ", RowBox[{"ToString", "[", RowBox[{"fH", "/.", "pars"}], "]"}], "<>", "\"\<\nrelative path size (fP): \>\"", "<>", " ", RowBox[{"ToString", "[", RowBox[{"fP", "/.", "pars"}], "]"}], "<>", "\"\<\nmatching infection rate (X): \>\"", "<>", " ", RowBox[{"ToString", "[", RowBox[{"X", "/.", "pars"}], "]"}], "<>", "\"\<\nmismatching infection rate (Y): \>\"", "<>", " ", RowBox[{"ToString", "[", RowBox[{"Y", "/.", "pars"}], "]"}], "<>", "\"\<\nhost natural death rate (delta): \>\"", "<>", " ", RowBox[{"ToString", "[", RowBox[{"\[Delta]", "/.", "pars"}], "]"}], "<>", "\"\<\ndeath probability (alpha): \>\"", "<>", " ", RowBox[{"ToString", "[", RowBox[{"\[Alpha]", "/.", "pars"}], "]"}], "<>", "\"\<\npathogen death rate (gamma): \>\"", "<>", RowBox[{"ToString", "[", RowBox[{"\[Gamma]", "/.", "pars"}], "]"}], "<>", "\"\<\ncarrying capacity (kappa): \>\""}]}], ";", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"rep", "=", "0"}], ",", RowBox[{"rep", "<", "nRep"}], ",", RowBox[{"rep", "++"}], ",", RowBox[{"out", "=", RowBox[{"out", "<>", RowBox[{"ToString", "[", RowBox[{"\[Kappa]Sol", "[", RowBox[{ SuperscriptBox["10", RowBox[{"2", "+", RowBox[{"0.25", "*", "rep"}]}]], ",", "pars"}], "]"}], "]"}], "<>", "\"\< \>\""}]}]}], "]"}], ";", "\[IndentingNewLine]", "out"}]}], "\[IndentingNewLine]", "]"}]}]], "Input", CellChangeTimes->{{3.7806881536236773`*^9, 3.780688171594884*^9}, { 3.780688227691975*^9, 3.7806882360996313`*^9}, {3.7806884835065317`*^9, 3.7806886045540257`*^9}, {3.780688652902897*^9, 3.780688655818302*^9}, { 3.7806886922549953`*^9, 3.780688785962373*^9}, {3.780747866829445*^9, 3.780747868503665*^9}, {3.780747923680046*^9, 3.780747927477887*^9}, { 3.7810230340783663`*^9, 3.781023039874528*^9}, {3.782073911601707*^9, 3.78207391794563*^9}, {3.782074090482808*^9, 3.782074192503838*^9}, 3.78207596365588*^9, 3.7820760053772783`*^9},ExpressionUUID->"d4acdeee-d2c6-47b4-b693-\ 6c4ce40ebc1e"], Cell[BoxData[ RowBox[{"Do", "[", RowBox[{ RowBox[{"Export", "[", RowBox[{ RowBox[{ RowBox[{"NotebookDirectory", "[", "]"}], "<>", "\"\\"", "<>", RowBox[{"ToString", "[", "i", "]"}], "<>", "\"\<.txt\>\""}], ",", RowBox[{"constFile", "[", RowBox[{ RowBox[{"randPars2Const", "[", "epiPars", "]"}], "[", RowBox[{"[", "i", "]"}], "]"}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "1", ",", RowBox[{"Length", "[", "epiPars", "]"}]}], "}"}]}], "]"}]], "Input", CellChangeTimes->{{3.780689022799534*^9, 3.780689097774529*^9}, { 3.780689174026739*^9, 3.780689188166276*^9}, 3.780747878986595*^9, { 3.780748043451777*^9, 3.780748044049631*^9}, {3.781023048362199*^9, 3.781023052219791*^9}, {3.782073935949802*^9, 3.7820739632742443`*^9}},ExpressionUUID->"1cb728ad-c542-4108-a01e-\ d31ea7e69c1a"] }, Closed]] }, Closed]], Cell[CellGroupData[{ Cell["Importing Data", "Subchapter", CellChangeTimes->{{3.772469689411874*^9, 3.772469692671174*^9}},ExpressionUUID->"1e149f1d-82b5-48df-97d0-\ 61fa11be6a1a"], Cell[CellGroupData[{ Cell["Parameters", "Section", CellChangeTimes->{{3.782488241549584*^9, 3.782488242695767*^9}},ExpressionUUID->"08690c1e-4dcc-46ec-ada3-\ 54f43128e0f2"], Cell["\<\ Importing parameters used in the individual model analysis. Fixed values of \ fH=fP. \ \>", "Text", CellChangeTimes->{{3.784663311620924*^9, 3.784663331344496*^9}},ExpressionUUID->"cfdc5869-00ac-49e2-a666-\ 84b818586d59"], Cell[BoxData[ RowBox[{ RowBox[{"(*", RowBox[{ RowBox[{"Random", " ", "Parameters", " ", "fH"}], "=", "fP"}], "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"fileC", "=", RowBox[{ RowBox[{"NotebookDirectory", "[", "]"}], "<>", "\"\\""}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"fileC2", "=", RowBox[{ RowBox[{"NotebookDirectory", "[", "]"}], "<>", "\"\\""}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"nRuns", "=", "100"}], ";"}]}]}]], "Input", CellChangeTimes->{{3.780690698101753*^9, 3.780690749318288*^9}, 3.780760815845839*^9, {3.781260632704296*^9, 3.781260639504524*^9}, { 3.782089873658091*^9, 3.7820898799014072`*^9}, {3.7821325974500723`*^9, 3.782132602085814*^9}, 3.7821395983940697`*^9, {3.7824881375693808`*^9, 3.782488188218417*^9}, {3.7830942228603573`*^9, 3.7830942244562483`*^9}, 3.7831057790500603`*^9, 3.783185089536903*^9, 3.783255359487784*^9, 3.783256184664896*^9, 3.7832564172583*^9, {3.783284263359881*^9, 3.7832842808062687`*^9}, 3.7832888103636837`*^9, 3.7832901615709667`*^9, 3.783295676371456*^9, 3.783334657870446*^9, 3.78333665329241*^9, 3.7838690693656197`*^9},ExpressionUUID->"f40d1250-09be-4ba3-86d5-\ d6ccece7627d"], Cell["Importing parameters used in the cross-model comparison. ", "Text", CellChangeTimes->{{3.784663311620924*^9, 3.784663349116027*^9}},ExpressionUUID->"8b7efeed-048a-413d-9778-\ a79839b3ebda"], Cell[BoxData[ RowBox[{"(*", RowBox[{"(*", RowBox[{"Model", " ", "Comparison"}], "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"fileC", "=", RowBox[{ RowBox[{"NotebookDirectory", "[", "]"}], "<>", "\"\\""}]}], ";", "\[IndentingNewLine]", RowBox[{"fileC2", "=", RowBox[{ RowBox[{"NotebookDirectory", "[", "]"}], "<>", "\"\\""}]}], ";", "\[IndentingNewLine]", RowBox[{"nRuns", "=", "100"}], ";"}], "*)"}]], "Input", CellChangeTimes->{{3.780690698101753*^9, 3.780690749318288*^9}, 3.780760815845839*^9, {3.781260632704296*^9, 3.781260639504524*^9}, { 3.782089873658091*^9, 3.7820898799014072`*^9}, {3.7821325974500723`*^9, 3.782132602085814*^9}, 3.7821395983940697`*^9, {3.7824881375693808`*^9, 3.782488170261373*^9}, {3.783105781701603*^9, 3.783105784184329*^9}, 3.7831850861061993`*^9, {3.783284235237979*^9, 3.783284269669215*^9}, 3.783288813682329*^9, 3.783290159426893*^9, 3.783295680666046*^9, 3.783334655775022*^9, 3.783336651035*^9, 3.7838690713094587`*^9},ExpressionUUID->"9d09ee3e-942f-4099-b141-\ d0d9cbe12080"], Cell[CellGroupData[{ Cell["Input New", "Subsection", CellChangeTimes->{{3.7752239460151*^9, 3.775223950958466*^9}},ExpressionUUID->"c67aa00e-2219-4c3b-9a1b-\ ea8bc5c34817"], Cell[BoxData[{ RowBox[{"Clear", "[", "pars", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"pars", "[", RowBox[{"file_", ",", "run_"}], "]"}], ":=", RowBox[{ RowBox[{"pars", "[", RowBox[{"file", ",", "run"}], "]"}], "=", RowBox[{"Import", "[", RowBox[{"file", "<>", RowBox[{"ToString", "[", "run", "]"}], "<>", "\"\\""}], "]"}]}]}]}], "Input", CellChangeTimes->{{3.7668620137009*^9, 3.7668620278444633`*^9}, { 3.766862094615581*^9, 3.766862101637539*^9}, {3.78069073752249*^9, 3.7806907436724854`*^9}, {3.783295764021196*^9, 3.783295765913261*^9}},ExpressionUUID->"54c956f4-7d88-4a61-abba-\ 6ac1d649495a"], Cell[BoxData[{ RowBox[{"Clear", "[", RowBox[{ "nDemes", ",", "nRep", ",", "fH", ",", "fP", ",", "\[Delta]", ",", "X", ",", "Y", ",", "\[Alpha]", ",", "\[Gamma]", ",", "\[Kappa]"}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"nRep", "[", RowBox[{"file_", ",", "run_"}], "]"}], ":=", RowBox[{ RowBox[{"pars", "[", RowBox[{"file", ",", "run"}], "]"}], "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"nDemes", "[", RowBox[{"file_", ",", "run_"}], "]"}], ":=", RowBox[{ RowBox[{"pars", "[", RowBox[{"file", ",", "run"}], "]"}], "[", RowBox[{"[", RowBox[{"3", ",", "2"}], "]"}], "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"gmax", "[", RowBox[{"file_", ",", "run_"}], "]"}], ":=", RowBox[{ RowBox[{"pars", "[", RowBox[{"file", ",", "run"}], "]"}], "[", RowBox[{"[", RowBox[{"4", ",", "2"}], "]"}], "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"fH", "[", RowBox[{"file_", ",", "run_"}], "]"}], ":=", RowBox[{ RowBox[{"pars", "[", RowBox[{"file", ",", "run"}], "]"}], "[", RowBox[{"[", RowBox[{"5", ",", "2"}], "]"}], "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"fP", "[", RowBox[{"file_", ",", "run_"}], "]"}], ":=", RowBox[{ RowBox[{"pars", "[", RowBox[{"file", ",", "run"}], "]"}], "[", RowBox[{"[", RowBox[{"6", ",", "2"}], "]"}], "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"X", "[", RowBox[{"file_", ",", "run_"}], "]"}], ":=", RowBox[{ RowBox[{"pars", "[", RowBox[{"file", ",", "run"}], "]"}], "[", RowBox[{"[", RowBox[{"7", ",", "2"}], "]"}], "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Y", "[", RowBox[{"file_", ",", "run_"}], "]"}], ":=", RowBox[{ RowBox[{"pars", "[", RowBox[{"file", ",", "run"}], "]"}], "[", RowBox[{"[", RowBox[{"8", ",", "2"}], "]"}], "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"\[Delta]", "[", RowBox[{"file_", ",", "run_"}], "]"}], ":=", RowBox[{ RowBox[{"pars", "[", RowBox[{"file", ",", "run"}], "]"}], "[", RowBox[{"[", RowBox[{"9", ",", "2"}], "]"}], "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"\[Alpha]", "[", RowBox[{"file_", ",", "run_"}], "]"}], ":=", RowBox[{ RowBox[{"pars", "[", RowBox[{"file", ",", "run"}], "]"}], "[", RowBox[{"[", RowBox[{"10", ",", "2"}], "]"}], "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"\[Gamma]", "[", RowBox[{"file_", ",", "run_"}], "]"}], ":=", RowBox[{ RowBox[{"pars", "[", RowBox[{"file", ",", "run"}], "]"}], "[", RowBox[{"[", RowBox[{"11", ",", "2"}], "]"}], "]"}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"\[Kappa]", "[", RowBox[{"file_", ",", "run_", ",", "rep_"}], "]"}], ":=", RowBox[{ RowBox[{"pars", "[", RowBox[{"file", ",", "run"}], "]"}], "[", RowBox[{"[", RowBox[{"12", ",", RowBox[{"1", "+", "rep"}]}], "]"}], "]"}]}], ";"}]}], "Input", CellChangeTimes->{{3.766862073511129*^9, 3.7668621702092323`*^9}, { 3.766862235354952*^9, 3.76686224107726*^9}, {3.766862522221635*^9, 3.766862534621726*^9}, {3.766862584822928*^9, 3.766862605398321*^9}, { 3.7668658073121777`*^9, 3.766865822996974*^9}, {3.7670275248600597`*^9, 3.767027528547085*^9}, {3.7670275622943897`*^9, 3.767027588445601*^9}, { 3.76702762376684*^9, 3.767027630657281*^9}, {3.7697792426217947`*^9, 3.769779252128524*^9}, {3.769970321107288*^9, 3.769970322704804*^9}, { 3.7699706740286837`*^9, 3.769970675198835*^9}, {3.7701304740135736`*^9, 3.770130477260557*^9}, {3.770551087673592*^9, 3.770551097798492*^9}, { 3.771857825626463*^9, 3.77185784400329*^9}, {3.771940614764139*^9, 3.771940627036459*^9}, {3.773763187606942*^9, 3.773763269061668*^9}, { 3.7761106106365337`*^9, 3.776110641222117*^9}, {3.776165245847221*^9, 3.776165255229398*^9}, {3.780690779218758*^9, 3.780690914303424*^9}, { 3.780690954553385*^9, 3.7806909756555758`*^9}, 3.780761008368093*^9, { 3.781260697011754*^9, 3.781260701294899*^9}, {3.782089908716049*^9, 3.782089915439749*^9}, {3.782132624570043*^9, 3.7821326867091417`*^9}},ExpressionUUID->"dfadeeda-0b7a-4890-a78e-\ 2ddc0fb97ede"], Cell["\<\ Simulation parameters. File, assigned above, determines whether which set of \ simulations to consider. Run (between 1 and 100) determines the parameters, \ and rep (between 1 and 7) determines the population size.\ \>", "Text", CellChangeTimes->{{3.784663363294436*^9, 3.784663393496957*^9}, { 3.784663539792676*^9, 3.7846635893439198`*^9}},ExpressionUUID->"a58835ba-7983-4484-bcb0-\ 08c3d7c00e12"], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"simPars", "[", RowBox[{"file_", ",", "run_", ",", "rep_"}], "]"}], ":=", RowBox[{"{", RowBox[{ RowBox[{"fH", "\[Rule]", RowBox[{"fH", "[", RowBox[{"file", ",", "run"}], "]"}]}], ",", RowBox[{"fP", "\[Rule]", RowBox[{"fP", "[", RowBox[{"file", ",", "run"}], "]"}]}], ",", RowBox[{"X", "\[Rule]", RowBox[{"X", "[", RowBox[{"file", ",", "run"}], "]"}]}], ",", RowBox[{"Y", "\[Rule]", RowBox[{"Y", "[", RowBox[{"file", ",", "run"}], "]"}]}], ",", RowBox[{"\[Alpha]", "\[Rule]", RowBox[{"\[Alpha]", "[", RowBox[{"file", ",", "run"}], "]"}]}], ",", RowBox[{"\[Delta]", "\[Rule]", RowBox[{"\[Delta]", "[", RowBox[{"file", ",", "run"}], "]"}]}], ",", RowBox[{"\[Gamma]", "\[Rule]", RowBox[{"\[Gamma]", "[", RowBox[{"file", ",", "run"}], "]"}]}], ",", RowBox[{"\[Kappa]", "\[Rule]", RowBox[{"\[Kappa]", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}]}]}], "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.76686217507082*^9, 3.766862227064701*^9}, { 3.76702764269613*^9, 3.767027655868925*^9}, {3.767555658866631*^9, 3.767555662090664*^9}, {3.769970325970708*^9, 3.769970330395402*^9}, { 3.7701304897334833`*^9, 3.770130493315817*^9}, {3.77194061850872*^9, 3.771940622807489*^9}, {3.771940682882066*^9, 3.771940698103002*^9}, { 3.773763715167647*^9, 3.7737637299051743`*^9}, {3.776110621672839*^9, 3.776110647479164*^9}, {3.776165258869897*^9, 3.7761652602290897`*^9}, { 3.776167120384941*^9, 3.7761671225597878`*^9}, {3.7806909172872953`*^9, 3.78069095300278*^9}, {3.7806910233918867`*^9, 3.780691025086982*^9}, 3.781260712276896*^9, 3.784662251235887*^9},ExpressionUUID->"f6664549-6c19-49b8-b7ff-\ 3a912301b2ce"], Cell["\<\ \[OpenCurlyDoubleQuote]state\[CloseCurlyDoubleQuote] is a 4x1000x500 matrix. \ The first dimension specifies the variable (nH[1],nH[2],nP[1], nP[2]). The \ second dimension specifies the replicate deme (sample path). The last \ dimension specifies the time, although we only use the first 250 of the 500 \ time steps to compare to the other models. \[OpenCurlyDoubleQuote]stateN\[CloseCurlyDoubleQuote] is the analogous matrix \ under drift alone. \[OpenCurlyDoubleQuote]time\[CloseCurlyDoubleQuote] gives the absolute time \ corresponding to each generation for each simulation. Is not used explicitly \ below.\ \>", "Text", CellChangeTimes->{{3.784663363294436*^9, 3.78466336591243*^9}, { 3.78466362568102*^9, 3.784663723991852*^9}, {3.7846637543498983`*^9, 3.784663761965972*^9}, {3.784663895966305*^9, 3.78466402228896*^9}, { 3.784664302269374*^9, 3.784664326525751*^9}, {3.784664369717746*^9, 3.784664406606348*^9}},ExpressionUUID->"0f496a62-ed6f-42a8-93f9-\ f3e59231494f"], Cell[BoxData[{ RowBox[{"Clear", "[", RowBox[{"time", ",", "state", ",", "stateN"}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"time", "[", RowBox[{"file_", ",", "run_", ",", "rep_"}], "]"}], ":=", RowBox[{ RowBox[{"time", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "=", RowBox[{ RowBox[{"Import", "[", RowBox[{"file", "<>", RowBox[{"ToString", "[", "run", "]"}], "<>", "\"\\"", "<>", RowBox[{"ToString", "[", "rep", "]"}], "<>", "\"\\""}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", RowBox[{";;", RowBox[{"-", "2"}]}]}], "]"}], "]"}]}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"state", "[", RowBox[{"file_", ",", "run_", ",", "rep_"}], "]"}], ":=", RowBox[{ RowBox[{"state", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "=", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{"Import", "[", RowBox[{"file", "<>", RowBox[{"ToString", "[", "run", "]"}], "<>", "\"\\"", "<>", RowBox[{"ToString", "[", "rep", "]"}], "<>", "\"\\"", "<>", RowBox[{"ToString", "[", "v", "]"}], "<>", "\"\<.csv\>\""}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", RowBox[{";;", RowBox[{"-", "2"}]}]}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"v", ",", "1", ",", "4"}], "}"}]}], "]"}], "//", "N"}]}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"stateN", "[", RowBox[{"file_", ",", "run_", ",", "rep_"}], "]"}], ":=", RowBox[{ RowBox[{"stateN", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "=", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{"Import", "[", RowBox[{"file", "<>", RowBox[{"ToString", "[", "run", "]"}], "<>", "\"\\"", "<>", RowBox[{"ToString", "[", "rep", "]"}], "<>", "\"\\"", "<>", RowBox[{"ToString", "[", "v", "]"}], "<>", "\"\<.csv\>\""}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", RowBox[{";;", RowBox[{"-", "2"}]}]}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"v", ",", "5", ",", "8"}], "}"}]}], "]"}], "//", "N"}]}]}]}], "Input", CellChangeTimes->{{3.78152673080641*^9, 3.781526766003693*^9}, { 3.781526807685227*^9, 3.781526920828409*^9}, 3.781528429990533*^9, { 3.781528464233313*^9, 3.781528548929266*^9}, {3.7815287360998507`*^9, 3.7815287466368923`*^9}, {3.781529305851767*^9, 3.781529314066123*^9}, { 3.781529351921481*^9, 3.781529359624991*^9}, {3.781790585282509*^9, 3.7817905883494177`*^9}, {3.781817328738106*^9, 3.7818173388441763`*^9}},ExpressionUUID->"6a71ff1d-b6ef-4f2d-9874-\ 99ad79668cd4"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"state", "[", RowBox[{"fileC", ",", "1", ",", "3"}], "]"}], "//", "Dimensions"}]], "Input", CellChangeTimes->{{3.7846636059987507`*^9, 3.7846636214771757`*^9}},ExpressionUUID->"420d32b1-01f1-44b8-88b1-\ 5c28536d8e4b"], Cell[BoxData[ RowBox[{"{", RowBox[{"4", ",", "1000", ",", "500"}], "}"}]], "Output", CellChangeTimes->{{3.784663617096642*^9, 3.784663621883028*^9}, 3.789322296010129*^9, 3.792674755816945*^9},ExpressionUUID->"05b418e2-5e02-4601-9dab-\ 2403782da08a"] }, Open ]], Cell["The neutral expectation in the Moran model", "Text", CellChangeTimes->{{3.7846640386352367`*^9, 3.784664052582019*^9}},ExpressionUUID->"9ba19483-60e1-409f-a5a9-\ 4b8062e8b53e"], Cell[BoxData[{ RowBox[{"Clear", "[", "MoranNeut", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"MoranNeut", "[", RowBox[{"file_", ",", "run_", ",", "rep_"}], "]"}], ":=", RowBox[{ RowBox[{"MoranNeut", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "=", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{ FractionBox["1", "2"], SuperscriptBox[ RowBox[{"(", RowBox[{"1", "-", FractionBox["2", RowBox[{"(", RowBox[{"fH", " ", "\[Kappa]"}], ")"}]]}], ")"}], "g"]}], "/.", RowBox[{"simPars", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}]}], ",", RowBox[{"{", RowBox[{"g", ",", "0", ",", RowBox[{"gmax", "[", RowBox[{"file", ",", "run"}], "]"}]}], "}"}]}], "]"}]}]}]}], "Input", CellChangeTimes->{{3.7815303787413*^9, 3.78153042854994*^9}, { 3.7815304826388483`*^9, 3.78153053369882*^9}, 3.781530595103828*^9, { 3.781532268135531*^9, 3.7815322760455303`*^9}, {3.7818684319135303`*^9, 3.781868434057075*^9}, {3.7821328346628027`*^9, 3.7821328419528008`*^9}, { 3.783256321902429*^9, 3.783256385284978*^9}, {3.783256640145892*^9, 3.7832566424549522`*^9}, {3.783257482029044*^9, 3.783257482236524*^9}},ExpressionUUID->"296759cb-3c7c-4f67-8428-\ eb858570a5cd"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["Processing", "Section", CellChangeTimes->{{3.781447326190338*^9, 3.781447328296742*^9}},ExpressionUUID->"b315bc16-6ea5-4178-826b-\ fdf09c38b426"], Cell[CellGroupData[{ Cell["Bootstrap Functions", "Subsection", CellChangeTimes->{{3.778341880769298*^9, 3.7783418845293922`*^9}, 3.779290077868918*^9, 3.779563734349111*^9},ExpressionUUID->"198298bc-d378-4886-bf4a-\ ff5f6ef3761b"], Cell["\<\ Creates a bootstrap sample data of size nBoot and calculate the mean of each \ sample.\ \>", "Text", CellChangeTimes->{{3.7846640680866756`*^9, 3.7846640991551456`*^9}},ExpressionUUID->"f09427b0-5bfb-4bd2-a288-\ f33bb72141bf"], Cell[BoxData[ RowBox[{ RowBox[{"BootstrapMean", "[", RowBox[{"data_", ",", "nBoot_"}], "]"}], ":=", RowBox[{ RowBox[{"BootstrapMean", "[", RowBox[{"data", ",", "nBoot"}], "]"}], "=", RowBox[{"Block", "[", RowBox[{ RowBox[{"{", RowBox[{"out", ",", "b"}], "}"}], ",", RowBox[{ RowBox[{"out", "=", RowBox[{"{", "}"}]}], ";", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"b", "=", "1"}], ",", RowBox[{"b", "\[LessEqual]", "nBoot"}], ",", RowBox[{"b", "++"}], ",", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{"Mean", "[", RowBox[{"RandomChoice", "[", RowBox[{"data", ",", RowBox[{"Length", "[", "data", "]"}]}], "]"}], "]"}]}], "]"}]}], "\[IndentingNewLine]", "]"}], ";", "\[IndentingNewLine]", "out"}]}], "]"}]}]}]], "Input", CellChangeTimes->{{3.777109690174079*^9, 3.777109720668269*^9}, { 3.777109803078968*^9, 3.777109886656089*^9}, {3.777114436331707*^9, 3.777114439937922*^9}, {3.778152432213503*^9, 3.778152465528318*^9}},ExpressionUUID->"1f5475bb-e223-4788-a285-\ 935de083f353"], Cell["Creates a bootstrap dataset indexed by a dummy variable.", "Text", CellChangeTimes->{{3.78466410212985*^9, 3.784664131797014*^9}},ExpressionUUID->"80ae0e96-047d-4f41-bcf5-\ 93e0881199a1"], Cell[BoxData[ RowBox[{ RowBox[{"Bootstrap", "[", RowBox[{"data_", ",", "dummy_"}], "]"}], ":=", RowBox[{ RowBox[{"Bootstrap", "[", RowBox[{"data", ",", "dummy"}], "]"}], "=", RowBox[{"RandomChoice", "[", RowBox[{"data", ",", RowBox[{"Length", "[", "data", "]"}]}], "]"}]}]}]], "Input", CellChangeTimes->{{3.7792900800960007`*^9, 3.779290104576823*^9}, { 3.7792903570641193`*^9, 3.779290367399804*^9}},ExpressionUUID->"7db11589-ee3f-4dde-993b-\ 565d9fbe4b2d"] }, Open ]], Cell[CellGroupData[{ Cell["Allele Frequency", "Subsection", CellChangeTimes->{{3.772365855444413*^9, 3.772365861244831*^9}},ExpressionUUID->"935a5955-647f-4179-8177-\ 1a5d8de9b718"], Cell["\<\ The allele frequency of the host simulated under coevolution given as a \ 1000x500 matrix. Each row specifies corresponds to a replicate sample path \ (deme), each column specifies a time point.\ \>", "Text", CellChangeTimes->{{3.784664169921829*^9, 3.784664288107136*^9}},ExpressionUUID->"e87a34e4-4416-453f-af72-\ bad32d839455"], Cell[BoxData[{ RowBox[{"Clear", "[", "pHMtrx", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"pHMtrx", "[", RowBox[{"file_", ",", "run_", ",", "rep_"}], "]"}], ":=", RowBox[{ RowBox[{"pHMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "=", RowBox[{ FractionBox[ RowBox[{ RowBox[{"state", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}], RowBox[{ RowBox[{ RowBox[{"state", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}], "+", RowBox[{ RowBox[{"state", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "[", RowBox[{"[", "2", "]"}], "]"}]}]], "//", "N"}]}]}]}], "Input", CellChangeTimes->{{3.781529197914229*^9, 3.7815292352052593`*^9}, { 3.78152938561734*^9, 3.781529439088166*^9}, {3.781529474330616*^9, 3.781529501280949*^9}},ExpressionUUID->"382d2694-7e19-49db-b112-\ 9c2d585137c9"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"pHMtrx", "[", RowBox[{"fileC", ",", "1", ",", "3"}], "]"}], "//", "Dimensions"}]], "Input", CellChangeTimes->{{3.784664144322123*^9, 3.784664154275481*^9}},ExpressionUUID->"e9816ef2-1f93-4cad-95ca-\ 3cbeaa56dc08"], Cell[BoxData[ RowBox[{"{", RowBox[{"1000", ",", "500"}], "}"}]], "Output", CellChangeTimes->{{3.784664149024975*^9, 3.784664154571828*^9}, 3.789322304728676*^9, 3.792674756146737*^9},ExpressionUUID->"05f66bc1-40f0-498d-98ef-\ 20d8d9a9d830"] }, Open ]], Cell["\<\ The allele frequency of the host simulated under neutral drift given as a \ 1000x500 matrix. Each row specifies corresponds to a replicate sample path \ (deme), each column specifies a time point.\ \>", "Text", CellChangeTimes->{{3.784664169921829*^9, 3.784664295471695*^9}},ExpressionUUID->"ae6a685e-f10c-47a6-8557-\ 3051351c7e09"], Cell[BoxData[{ RowBox[{"Clear", "[", "pHNMtrx", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"pHNMtrx", "[", RowBox[{"file_", ",", "run_", ",", "rep_"}], "]"}], ":=", RowBox[{ RowBox[{"pHNMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "=", RowBox[{ FractionBox[ RowBox[{ RowBox[{"stateN", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}], RowBox[{ RowBox[{ RowBox[{"stateN", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "[", RowBox[{"[", "1", "]"}], "]"}], "+", RowBox[{ RowBox[{"stateN", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "[", RowBox[{"[", "2", "]"}], "]"}]}]], "//", "N"}]}]}]}], "Input", CellChangeTimes->{{3.781529197914229*^9, 3.7815292352052593`*^9}, { 3.78152938561734*^9, 3.781529439088166*^9}, {3.781529474330616*^9, 3.781529501280949*^9}, {3.78152977669268*^9, 3.781529788580636*^9}},ExpressionUUID->"ee1614f7-5975-4d3a-a0ed-\ 4d9ddc4e40fd"] }, Closed]], Cell[CellGroupData[{ Cell["Heterozygosity Matrix", "Subsection", CellChangeTimes->{{3.781446406253172*^9, 3.781446424625983*^9}, { 3.781881584487561*^9, 3.781881585973344*^9}},ExpressionUUID->"d4d69d9c-bdd4-4695-911a-\ 1c56a767bdd0"], Cell["\<\ A 1000x500 matrix giving the heterozygosity simulated under coevolution in \ each replicate deme (row) at each time point (column)\ \>", "Text", CellChangeTimes->{{3.7846644781583138`*^9, 3.7846645357827787`*^9}},ExpressionUUID->"25152b49-f1b4-4596-a909-\ 6b70e438b14a"], Cell[BoxData[{ RowBox[{"Clear", "[", RowBox[{"HetMtrx", ",", "HetMtrx2"}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"HetMtrx", "[", RowBox[{"file_", ",", "run_", ",", "rep_"}], "]"}], ":=", RowBox[{ RowBox[{"HetMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "=", RowBox[{"2", RowBox[{"pHMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], RowBox[{"(", RowBox[{"1", "-", RowBox[{"pHMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}]}], ")"}]}]}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"HetMtrx2", "[", RowBox[{"file_", ",", "run_", ",", "rep_"}], "]"}], ":=", RowBox[{ RowBox[{"HetMtrx2", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "=", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{"HetMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "g"}], "]"}], "]"}], "/.", RowBox[{"Indeterminate", "\[Rule]", "0"}]}], ",", RowBox[{"{", RowBox[{"g", ",", "1", ",", "250"}], "}"}]}], "]"}], "//", "Transpose"}]}]}]}], "Input", CellChangeTimes->{{3.781529197914229*^9, 3.7815292352052593`*^9}, { 3.78152938561734*^9, 3.781529439088166*^9}, {3.781529474330616*^9, 3.781529501280949*^9}, {3.7815299147264643`*^9, 3.781529949384138*^9}, { 3.7815347709568453`*^9, 3.781534798534281*^9}},ExpressionUUID->"b91dbb80-c603-4a88-85bf-\ fdeaa1b5c81a"], Cell["\<\ A 1000x500 matrix giving the heterozygosity simulated under neutral genetic \ drift in each replicate deme (row) at each time point (column)\ \>", "Text", CellChangeTimes->{{3.7846644781583138`*^9, 3.784664543534813*^9}},ExpressionUUID->"f2d8a33c-205f-4418-ae1d-\ db779eb9ec5c"], Cell[BoxData[{ RowBox[{"Clear", "[", RowBox[{"HetNMtrx", ",", "HetNMtrx2"}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"HetNMtrx", "[", RowBox[{"file_", ",", "run_", ",", "rep_"}], "]"}], ":=", RowBox[{ RowBox[{"HetNMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "=", RowBox[{"2", RowBox[{"pHNMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], RowBox[{"(", RowBox[{"1", "-", RowBox[{"pHNMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}]}], ")"}]}]}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"HetNMtrx2", "[", RowBox[{"file_", ",", "run_", ",", "rep_"}], "]"}], ":=", RowBox[{ RowBox[{"HetNMtrx2", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "=", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{"HetNMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "g"}], "]"}], "]"}], "/.", RowBox[{"Indeterminate", "\[Rule]", RowBox[{ RowBox[{"MoranNeut", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "[", RowBox[{"[", "g", "]"}], "]"}]}]}], ",", RowBox[{"{", RowBox[{"g", ",", "1", ",", "250"}], "}"}]}], "]"}], "//", "Transpose"}]}]}]}], "Input", CellChangeTimes->{{3.781529197914229*^9, 3.7815292352052593`*^9}, { 3.78152938561734*^9, 3.781529439088166*^9}, {3.781529474330616*^9, 3.781529501280949*^9}, {3.7815299147264643`*^9, 3.781529949384138*^9}, { 3.781530221267424*^9, 3.781530229142394*^9}, 3.781534320696224*^9, 3.781534394240074*^9, {3.781534427440147*^9, 3.781534540785988*^9}, { 3.781534579868194*^9, 3.781534581858817*^9}, {3.781534614299646*^9, 3.781534662374713*^9}, 3.7815347054572363`*^9},ExpressionUUID->"63c7cc30-d59f-4bb4-b169-\ f62b81e2dd58"] }, Closed]], Cell[CellGroupData[{ Cell["Heterozygosity at generation \[Tau]", "Subsection", CellChangeTimes->{ 3.781533562848366*^9},ExpressionUUID->"e1282dfd-4760-425e-b5e6-\ 25f1f6e70fd1"], Cell["\<\ A 100x4 matrix (created below in the Processing section) that specifies for \ time t and for each run (given by the row) the mean heterozygosity under \ coevolution (column 1), the variance in heterozygosity across demes/sample \ paths under coevolution (column 2), mean heterozygosity under neutral drift \ (column 3), and the variance in heterozygosity across demes/sample paths \ under drift (column 4) \ \>", "Text", CellChangeTimes->{{3.7846644781583138`*^9, 3.784664543534813*^9}, { 3.784664608596786*^9, 3.784664737953644*^9}},ExpressionUUID->"a9f22d3f-f841-455f-b6a0-\ 753a4ed5668c"], Cell[BoxData[{ RowBox[{"Clear", "[", "HetCompMtrx2", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"HetCompMtrx2", "[", RowBox[{"file_", ",", "rep_", ",", "\[Tau]_"}], "]"}], ":=", RowBox[{ RowBox[{"HetCompMtrx2", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}], "=", RowBox[{"Import", "[", RowBox[{"fileC2", "<>", "\"\\"", "<>", RowBox[{"ToString", "[", "rep", "]"}], "<>", "\"\<_\>\"", "<>", RowBox[{"ToString", "[", "\[Tau]", "]"}], "<>", "\"\<.csv\>\""}], "]"}]}]}]}], "Input", CellChangeTimes->{{3.781530760520726*^9, 3.7815308932349358`*^9}, { 3.781530950149755*^9, 3.781531090677745*^9}, {3.781531720768351*^9, 3.7815318767998*^9}, {3.781532077623164*^9, 3.781532107627071*^9}, { 3.7815323034796553`*^9, 3.781532323142046*^9}, {3.781532376411436*^9, 3.7815323870083714`*^9}, {3.781532905008058*^9, 3.7815329052467623`*^9}, { 3.781533377061529*^9, 3.78153339269407*^9}, {3.781533484110751*^9, 3.781533500783395*^9}, {3.781533955125572*^9, 3.781534019918126*^9}, { 3.782138925868986*^9, 3.7821389261014433`*^9}},ExpressionUUID->"800cdfb7-322d-4f14-a483-\ f163a704c48a"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{ RowBox[{"HetCompMtrx2", "[", RowBox[{"fileC", ",", "1", ",", "100"}], "]"}], "//", "Dimensions"}]], "Input", CellChangeTimes->{{3.78466458448244*^9, 3.784664604357201*^9}},ExpressionUUID->"06dc795c-a499-4829-a317-\ ebfc56432cdf"], Cell[BoxData[ RowBox[{"{", RowBox[{"100", ",", "4"}], "}"}]], "Output", CellChangeTimes->{{3.7846645989283447`*^9, 3.784664604691156*^9}, 3.789322313222967*^9, 3.792674756589201*^9},ExpressionUUID->"bcccd134-402b-47ad-8049-\ ac7e7dca4787"] }, Open ]] }, Closed]] }, Closed]] }, Closed]], Cell[CellGroupData[{ Cell["Processing (Run Only Once)", "Subchapter", CellChangeTimes->{{3.782488257545362*^9, 3.782488266494091*^9}},ExpressionUUID->"94203088-6c24-4926-8177-\ 9e70b55c7afa"], Cell[CellGroupData[{ Cell["Preprocessing- RUN ONLY ONCE!", "Subsection", CellChangeTimes->{{3.7725462827399797`*^9, 3.7725462857144833`*^9}, { 3.781370516826412*^9, 3.781370518082349*^9}, {3.781532759548882*^9, 3.781532767188054*^9}, {3.781533564856241*^9, 3.78153357425476*^9}},ExpressionUUID->"72362f67-9e96-4465-be43-\ d57574ed0d6b"], Cell["\<\ Computes a 100x4 matrix (which is imported once processed above) that \ specifies for time t and for each run (given by the row) the mean \ heterozygosity under coevolution (column 1), the variance in heterozygosity \ across demes/sample paths under coevolution (column 2), mean heterozygosity \ under neutral drift (column 3), and the variance in heterozygosity across \ demes/sample paths under drift (column 4)\ \>", "Text", CellChangeTimes->{{3.784664869487632*^9, 3.7846648808708*^9}, { 3.7846649581684313`*^9, 3.784664977671712*^9}},ExpressionUUID->"6e230b02-70ec-48d2-bb72-\ 7fe4dc27d767"], Cell[BoxData[{ RowBox[{"Clear", "[", "HetCompMtrx", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"HetCompMtrx", "[", RowBox[{"file_", ",", "rep_", ",", "\[Tau]_"}], "]"}], ":=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"Mean", "[", RowBox[{ RowBox[{"HetNMtrx2", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "\[Tau]"}], "]"}], "]"}], "]"}], ",", RowBox[{"StandardDeviation", "[", RowBox[{"BootstrapMean", "[", RowBox[{ RowBox[{ RowBox[{"HetNMtrx2", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "\[Tau]"}], "]"}], "]"}], ",", "1000"}], "]"}], "]"}], ",", RowBox[{"Mean", "[", RowBox[{ RowBox[{"HetMtrx2", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "\[Tau]"}], "]"}], "]"}], "]"}], ",", RowBox[{"StandardDeviation", "[", RowBox[{"BootstrapMean", "[", RowBox[{ RowBox[{ RowBox[{"HetMtrx2", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "\[Tau]"}], "]"}], "]"}], ",", "1000"}], "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"run", ",", "1", ",", "100"}], "}"}]}], "]"}]}]}], "Input", CellChangeTimes->{{3.781530760520726*^9, 3.7815308932349358`*^9}, { 3.781530950149755*^9, 3.781531090677745*^9}, {3.781531720768351*^9, 3.7815318767998*^9}, {3.781532077623164*^9, 3.781532107627071*^9}, { 3.7815323034796553`*^9, 3.781532323142046*^9}, {3.781532376411436*^9, 3.7815323870083714`*^9}, {3.781532905008058*^9, 3.7815329052467623`*^9}, 3.781534311744677*^9, {3.781534829816596*^9, 3.78153483756011*^9}, { 3.7815349144630957`*^9, 3.781534937393278*^9}, {3.781829813397894*^9, 3.781829813522053*^9}},ExpressionUUID->"521fd46d-a3de-490e-bf14-\ 13f16af19b36"], Cell[BoxData[ RowBox[{ RowBox[{"(*", RowBox[{"Run", " ", "This", " ", "Only", " ", "Once"}], "*)"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{ RowBox[{"CreateDirectory", "[", RowBox[{"fileC2", "<>", "\"\\""}], "]"}], ";"}], "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"Export", "[", RowBox[{ RowBox[{"fileC2", "<>", "\"\\"", "<>", RowBox[{"ToString", "[", "rep", "]"}], "<>", "\"\<_\>\"", "<>", RowBox[{"ToString", "[", "\[Tau]", "]"}], "<>", "\"\<.csv\>\""}], ",", RowBox[{"HetCompMtrx", "[", RowBox[{"fileC", ",", "rep", ",", "\[Tau]"}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"rep", ",", "7", ",", "7"}], "}"}], ",", RowBox[{"{", RowBox[{"\[Tau]", ",", "10", ",", "250", ",", "10"}], "}"}]}], "]"}], ";"}]}]], "Input", CellChangeTimes->{{3.7815329703598967`*^9, 3.781533227043956*^9}, 3.781533295013899*^9, {3.781533433719245*^9, 3.781533466822021*^9}, { 3.781533523675085*^9, 3.781533532367011*^9}, 3.781533888278654*^9, { 3.782129693989625*^9, 3.7821297026799583`*^9}, {3.7821330373775663`*^9, 3.782133044081195*^9}, {3.782133775480088*^9, 3.7821338024005957`*^9}, 3.782139051494087*^9, 3.7821394782719173`*^9, {3.782139604813468*^9, 3.782139606038625*^9}, 3.782488547349515*^9, 3.7824905138277397`*^9, { 3.7824912525009613`*^9, 3.782491252657955*^9}, {3.78309302729607*^9, 3.783093028534375*^9}, 3.7832843673808928`*^9, {3.783288869211421*^9, 3.78328887125825*^9}, 3.783290192342902*^9, 3.783295907818264*^9, { 3.783333609597118*^9, 3.783333614218931*^9}},ExpressionUUID->"ec7d2446-dfc8-49a9-b453-\ 91888510c592"] }, Closed]], Cell[CellGroupData[{ Cell["Harmonic Mean Population Size", "Subsection", CellChangeTimes->{{3.7817899348347797`*^9, 3.781789939986074*^9}, { 3.784665068440147*^9, 3.784665069952804*^9}},ExpressionUUID->"e4fc9093-105a-4b87-9a65-\ eb83a4248635"], Cell["\<\ Calculates harmonic mean population sizes. This is extraordinarily \ computationally intensive. \ \>", "Text", CellChangeTimes->{{3.784665072237832*^9, 3.784665117135366*^9}},ExpressionUUID->"da20c3e8-3001-4401-9fff-\ 7fd2d76c866c"], Cell[BoxData[{ RowBox[{"Clear", "[", "HarMeanTest", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"HarMeanTest", "[", "rep_", "]"}], ":=", RowBox[{ RowBox[{"HarMeanTest", "[", "rep", "]"}], "=", RowBox[{"Block", "[", RowBox[{ RowBox[{"{", RowBox[{"out", ",", "run", ",", "temp"}], "}"}], ",", RowBox[{ RowBox[{"out", "=", RowBox[{"{", "}"}]}], ";", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"run", "=", "1"}], ",", RowBox[{"run", "\[LessEqual]", "nRuns"}], ",", RowBox[{"run", "++"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"temp", "=", FractionBox[ RowBox[{"gmax", "[", RowBox[{"fileC", ",", "run"}], "]"}], RowBox[{"Total", "[", RowBox[{"Transpose", "[", SuperscriptBox[ RowBox[{"Total", "[", RowBox[{ RowBox[{"state", "[", RowBox[{"fileC", ",", "run", ",", "rep"}], "]"}], "[", RowBox[{"[", RowBox[{"{", RowBox[{"1", ",", "2"}], "}"}], "]"}], "]"}], "]"}], RowBox[{"-", "1"}]], "]"}], "]"}]]}], ";", "\[IndentingNewLine]", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{"{", RowBox[{ RowBox[{"Mean", "[", "temp", "]"}], ",", RowBox[{"StandardDeviation", "[", "temp", "]"}]}], "}"}]}], "]"}]}]}], "]"}], ";", "\[IndentingNewLine]", "out"}]}], "]"}]}]}]}], "Input", CellChangeTimes->{{3.7817903931409817`*^9, 3.7817904594152327`*^9}, { 3.7817905258469133`*^9, 3.781790536782991*^9}, {3.781790569231821*^9, 3.7817905815080957`*^9}, {3.781790836455669*^9, 3.781790922096973*^9}, 3.781817558426331*^9, {3.781965450323913*^9, 3.781965483384633*^9}, { 3.781965586500051*^9, 3.781965632911682*^9}, {3.782138986473031*^9, 3.782138988020344*^9}},ExpressionUUID->"db36b646-2652-42fd-846a-\ 5c30c1f45ab7"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"HarMeanTest", "[", "3", "]"}]], "Input", CellChangeTimes->{ 3.781965627178789*^9},ExpressionUUID->"bfe62e62-73a1-41c2-bc26-\ 8e639e8d5a77"], Cell[BoxData[ RowBox[{"{", "}"}]], "Output", CellChangeTimes->{3.781965630112226*^9, 3.781965680412964*^9, 3.781997246683866*^9, 3.782138892455907*^9, 3.782477664449997*^9},ExpressionUUID->"1668226e-50a1-4619-9776-\ 0602e6b5700b"] }, Open ]], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input", CellChangeTimes->{{3.781790940643413*^9, 3.781790966878207*^9}},ExpressionUUID->"f3484d76-4d48-41ff-ab9f-\ f10e6379d40a"], Cell[BoxData[ RowBox[{ RowBox[{"HarMeanPlot", "[", "rep_", "]"}], ":=", RowBox[{"Show", "[", RowBox[{ RowBox[{"ErrorListPlot", "[", RowBox[{ RowBox[{"Sort", "[", RowBox[{ RowBox[{"HarMeanTest", "[", "rep", "]"}], ",", RowBox[{ RowBox[{ RowBox[{"#1", "[", RowBox[{"[", "1", "]"}], "]"}], "<", RowBox[{"#2", "[", RowBox[{"[", "1", "]"}], "]"}]}], "&"}]}], "]"}], ",", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{ SuperscriptBox["10", RowBox[{"2", "+", RowBox[{"0.25", RowBox[{"(", RowBox[{"rep", "-", "1"}], ")"}]}]}]], "*", "0.5"}], ",", RowBox[{ SuperscriptBox["10", RowBox[{"2", "+", RowBox[{"0.25", RowBox[{"(", RowBox[{"rep", "-", "1"}], ")"}]}]}]], "*", "1.5"}]}], "}"}]}]}], "]"}], ",", RowBox[{"Plot", "[", RowBox[{ RowBox[{"{", RowBox[{ SuperscriptBox["10", RowBox[{"2", "+", RowBox[{"0.25", RowBox[{"(", RowBox[{"rep", "-", "1"}], ")"}]}]}]], ",", RowBox[{ SuperscriptBox["10", RowBox[{"2", "+", RowBox[{"0.25", RowBox[{"(", RowBox[{"rep", "-", "1"}], ")"}]}]}]], "*", "0.9"}], ",", RowBox[{ SuperscriptBox["10", RowBox[{"2", "+", RowBox[{"0.25", RowBox[{"(", RowBox[{"rep", "-", "1"}], ")"}]}]}]], "*", "1.1"}]}], "}"}], ",", RowBox[{"{", RowBox[{"x", ",", "1", ",", "50"}], "}"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{"{", RowBox[{"Black", ",", "Gray", ",", "Gray"}], "}"}]}]}], "]"}], ",", RowBox[{"ImageSize", "\[Rule]", "Large"}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", " ", RowBox[{"FrameLabel", "\[Rule]", RowBox[{"{", RowBox[{"\"\\"", ",", "\"\\""}], "}"}]}], ",", RowBox[{"PlotLabel", "\[Rule]", "\"\\""}]}], "]"}]}]], "Input", CellChangeTimes->{{3.7817909318690147`*^9, 3.781790938085425*^9}, { 3.781790969339654*^9, 3.7817912724878473`*^9}, {3.7817914212898207`*^9, 3.781791434853718*^9}, {3.7817915015605087`*^9, 3.781791511916664*^9}, { 3.781817478142776*^9, 3.781817482652976*^9}, {3.781817516729982*^9, 3.781817522524472*^9}},ExpressionUUID->"6a8cae39-f12e-4825-bb94-\ a4fd569673ab"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"HarMeanPlot", "[", "3", "]"}]], "Input", CellChangeTimes->{ 3.781791284481032*^9},ExpressionUUID->"d272ba80-44e0-4ca0-ab73-\ 5315e02b9b3e"], Cell[BoxData[ GraphicsBox[{{{}, {}, {}, {}, {{}, {}}}, {{{}, {}, TagBox[ {GrayLevel[0], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" 1:eJxTTMoPSmViYGAwAWIQzV2Vz8PI8ME+cvqvt0sOFzu4u2WxH9/4Hc5vFkpl 6k3+D+dndJS72XByOMD4bu2XF+ld5ofzFcvC/jHuFobzRZwyJrjcF4fzH/ey 5h3dIw3nq38+biD3Vh7O39uqYvmFRQnOv3JxVf2P98pw/rJVh3dksKjB+WnO i8QrvqrD+WtNH5geuKMJ56/fssGt5K02nD//s1vt8Vu6cL7n/vxlbR/14Xzb T9Xu9v8N4PyzTxad4/piCOfvkhX27/lrBOfPM0tLiv1qDOffn8qU/4TRFM5/ stDvdjunGZz/oLf2VtV/BN/ywNdLylwWcH7npYA4GWZLOH/uxGhPw+8IPt/0 9bp//lvB+WU1z5aIfbeG821WpIk+Z7KF8482THt6mdMOzne1XOkh8B/BF5zT FNTI4gDnV3MreS1qQPDdA2cWBv5C8J2stk6NrnOE8y0mOzX3/kTwY/tLcqXq neD82t/iiud/I/j/bSezCJU5w/kblDc/Wf8LwY+pdOkrLXOB882Lqkym/UHw Sxw7uFwbXOH8NQ3sq6R/I/jCydpuvg1ucH7p1gOrl/1B8C3v6Tr2lbnD+Tqr 7C9f+IXgSz07pGdd5gHnq27Vnyy7G8E3aJnz/f9/BB8Av+23Kg== "]]}, Annotation[#, "Charting`Private`Tag$1292#1"]& ], TagBox[ {GrayLevel[0.5], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" 1:eJxTTMoPSmViYGAwAWIQzV2Vz8PI8MHevCORc93JQgd3tyz24xu/w/nNQqlM vcn/4fyMjnI3G04OBxjfrf3yIr3L/HC+YlnYP8bdwnC+iFPGBJf74nD+417W vKN7pOF89c/HDeTeysP5e1tVLL+wKMH5Vy6uqv/xXhnOX7bq8I4MFjU4P815 kXjFV3U4f63pA9MDdzTh/PVbNriVvNWG8+d/dqs9fksXzvfcn7+s7aM+nG/7 qdrd/r8BnH/2yaJzXF8M4fxdssL+PX+N4Px5ZmlJsV+N4fz7U5nynzCawvlP Fvrdbuc0g/Mf9NbeqvqP4Fse+HpJmcsCzu+8FBAnw2wJ58+dGO1p+B3B55u+ XvfPfys4v6zm2RKx79Zwvs2KNNHnTLZw/tGGaU8vc9rB+a6WKz0E/iP4gnOa ghpZHOD8am4lr0UNCL574MzCwF8IvpPV1qnRdY5wvsVkp+benwh+bH9JrlS9 E5xf+1tc8fxvBP+/7WQWoTJnOH+D8uYn638h+DGVLn2lZS5wvnlRlcm0Pwh+ iWMHl2uDK5y/poF9lfRvBF84WdvNt8ENzi/demD1sj8IvuU9Xce+Mnc4X2eV /eULvxB8qWeH9KzLPOB81a36k2V3I/gGLXO+//+P4AMAKFFiqg== "]]}, Annotation[#, "Charting`Private`Tag$1292#2"]& ], TagBox[ {GrayLevel[0.5], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" 1:eJxTTMoPSmViYGAwAWIQzV2Vz8PI8MG+ZtnkS7P3ljq4u2WxH9/4Hc5vFkpl 6k3+D+dndJS72XByOMD4bu2XF+ld5ofzFcvC/jHuFobzRZwyJrjcF4fzH/ey 5h3dIw3nq38+biD3Vh7O39uqYvmFRQnOv3JxVf2P98pw/rJVh3dksKjB+WnO i8QrvqrD+WtNH5geuKMJ56/fssGt5K02nD//s1vt8Vu6cL7n/vxlbR/14Xzb T9Xu9v8N4PyzTxad4/piCOfvkhX27/lrBOfPM0tLiv1qDOffn8qU/4TRFM5/ stDvdjunGZz/oLf2VtV/BN/ywNdLylwWcH7npYA4GWZLOH/uxGhPw+8IPt/0 9bp//lvB+WU1z5aIfbeG821WpIk+Z7KF8482THt6mdMOzne1XOkh8B/BF5zT FNTI4gDnV3MreS1qQPDdA2cWBv5C8J2stk6NrnOE8y0mOzX3/kTwY/tLcqXq neD82t/iiud/I/j/bSezCJU5w/kblDc/Wf8LwY+pdOkrLXOB882Lqkym/UHw Sxw7uFwbXOH8NQ3sq6R/I/jCydpuvg1ucH7p1gOrl/1B8C3v6Tr2lbnD+Tqr 7C9f+IXgSz07pGdd5gHnq27Vnyy7G8E3aJnz/f9/BB8ATeOkRg== "]]}, Annotation[#, "Charting`Private`Tag$1292#3"]& ]}, {}, {}}}, AlignmentPoint->Center, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, AxesStyle->{}, Background->None, BaseStyle->{}, BaselinePosition->Automatic, ColorOutput->Automatic, ContentSelectable->Automatic, CoordinatesToolOptions:>Automatic, DisplayFunction->Identity, Epilog->{}, FormatType:>TraditionalForm, Frame->True, FrameLabel->{ FormBox["\"Runs\"", TraditionalForm], FormBox["\"Harmonic Mean Population Size\"", TraditionalForm]}, FrameStyle->{}, FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, FrameTicksStyle->{}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImageMargins->0., ImagePadding->All, ImageSize->Large, ImageSizeRaw->Automatic, LabelStyle->{}, Method->{ "MessagesHead" -> ListPlot, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotLabel->FormBox["\"Mean Harmonic Mean and SD\"", TraditionalForm], PlotRange->{{0, 1}, {0, 1}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, {0, 0}}, PlotRegion->Automatic, PreserveImageOptions->Automatic, Prolog->{}, RotateLabel->True, Ticks->{Automatic, Automatic}, TicksStyle->{}]], "Output", CellChangeTimes->{ 3.7817912849045753`*^9, 3.781791437574527*^9, 3.781791513985982*^9, 3.7818174330808687`*^9, 3.7818175254292507`*^9, 3.7818175640902042`*^9, { 3.781965422833962*^9, 3.7819654320901012`*^9}, 3.7821388926798553`*^9, 3.782477664718309*^9},ExpressionUUID->"f900f98f-9140-44e1-ab5b-\ 55ad8418a1e0"] }, Open ]], Cell["\<\ Error bars give mean Harmonic mean and standard deviation of the harmonic \ mean over the different replicate demes, sorted from the smallest Mean \ harmonic mean to the largest. The black line is the equilibrium population \ size and the gray bars give 0.9 and 1.1 x the equilibrium population size.\ \>", "Text", CellChangeTimes->{{3.781791298165558*^9, 3.781791369366928*^9}, { 3.781791480036871*^9, 3.781791494417378*^9}},ExpressionUUID->"6927531f-e21e-45c6-80ff-\ 7616b631f1ce"] }, Closed]] }, Closed]], Cell[CellGroupData[{ Cell["Plotting", "Subchapter", CellChangeTimes->{{3.782138836375001*^9, 3.78213883751793*^9}},ExpressionUUID->"9e4c1643-02fc-4dbd-b0f4-\ 649745602904"], Cell[CellGroupData[{ Cell["Dynamics of a single rep", "Section", CellChangeTimes->{{3.781450051204715*^9, 3.781450058287552*^9}},ExpressionUUID->"4b48e781-1243-4c7e-a94e-\ 60117582d0b9"], Cell[BoxData[ RowBox[{ RowBox[{"dynPlot", "[", RowBox[{"file_", ",", "run_", ",", "rep_"}], "]"}], ":=", RowBox[{"Show", "[", "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"Neutral", " ", "Simulations"}], "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"ListLinePlot", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"Mean", "[", RowBox[{"HetNMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "]"}], ",", RowBox[{ RowBox[{"Mean", "[", RowBox[{"HetNMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "]"}], "+", RowBox[{"2", FractionBox[ RowBox[{"StandardDeviation", "[", RowBox[{"HetNMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "]"}], RowBox[{"Sqrt", "[", RowBox[{"nDemes", "[", RowBox[{"file", ",", "run"}], "]"}], "]"}]]}]}], ",", RowBox[{ RowBox[{"Mean", "[", RowBox[{"HetNMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "]"}], "-", RowBox[{"2", FractionBox[ RowBox[{"StandardDeviation", "[", RowBox[{"HetNMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "]"}], RowBox[{"Sqrt", "[", RowBox[{"nDemes", "[", RowBox[{"file", ",", "run"}], "]"}], "]"}]]}]}]}], "}"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{"{", RowBox[{"Black", ",", "Gray", ",", "Gray"}], "}"}]}], ",", RowBox[{"Filling", "\[Rule]", RowBox[{"2", "\[Rule]", RowBox[{"{", "3", "}"}]}]}], ",", RowBox[{"FillingStyle", "\[Rule]", RowBox[{"Directive", "[", RowBox[{"Gray", ",", RowBox[{"Opacity", "[", "0.2", "]"}]}], "]"}]}], ",", RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"Coevolutionary", " ", "Simulations"}], "*)"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{ RowBox[{"ListLinePlot", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"Mean", "[", RowBox[{"Bootstrap", "[", RowBox[{ RowBox[{"Htable", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], ",", "bs"}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"bs", ",", "0", ",", "100"}], "}"}]}], "]"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{"Directive", "[", RowBox[{"Pink", ",", RowBox[{"Opacity", "[", "0.1", "]"}]}], "]"}]}]}], "]"}], ","}], "*)"}], RowBox[{"ListLinePlot", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"Mean", "[", RowBox[{"HetMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "]"}], ",", RowBox[{ RowBox[{"Mean", "[", RowBox[{"HetMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "]"}], "+", RowBox[{"2", FractionBox[ RowBox[{"StandardDeviation", "[", RowBox[{"HetMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "]"}], RowBox[{"Sqrt", "[", RowBox[{"nDemes", "[", RowBox[{"file", ",", "run"}], "]"}], "]"}]]}]}], ",", RowBox[{ RowBox[{"Mean", "[", RowBox[{"HetMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "]"}], "-", RowBox[{"2", FractionBox[ RowBox[{"StandardDeviation", "[", RowBox[{"HetMtrx", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "]"}], RowBox[{"Sqrt", "[", RowBox[{"nDemes", "[", RowBox[{"file", ",", "run"}], "]"}], "]"}]]}]}]}], "}"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{"{", RowBox[{"Red", ",", "Pink", ",", "Pink"}], "}"}]}], ",", RowBox[{"Filling", "\[Rule]", RowBox[{"2", "\[Rule]", RowBox[{"{", "3", "}"}]}]}], ",", RowBox[{"FillingStyle", "\[Rule]", RowBox[{"Directive", "[", RowBox[{"Pink", ",", RowBox[{"Opacity", "[", "0.2", "]"}]}], "]"}]}], ",", RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"Moran", " ", "Neutral", " ", "Expectation"}], "*)"}], "\[IndentingNewLine]", RowBox[{"ListLinePlot", "[", RowBox[{ RowBox[{"MoranNeut", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], ",", RowBox[{"PlotStyle", "\[Rule]", "Purple"}]}], "]"}], ",", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "250"}], "}"}], ",", RowBox[{"{", RowBox[{"0", ",", "0.5"}], "}"}]}], "}"}]}]}], "]"}]}]], "Input", CellChangeTimes->{{3.781447054604095*^9, 3.781447184884811*^9}, { 3.781447460817801*^9, 3.781447466809215*^9}, {3.781447516911871*^9, 3.781447660430882*^9}, {3.781448715185038*^9, 3.7814488531936007`*^9}, { 3.7814490192083597`*^9, 3.7814490785516987`*^9}, {3.7814502220344133`*^9, 3.7814502808596897`*^9}, {3.781530211917098*^9, 3.78153033449753*^9}, { 3.781530559737516*^9, 3.781530569628891*^9}, {3.783255480265452*^9, 3.783255486692555*^9}, {3.7832562422633667`*^9, 3.783256250570632*^9}},ExpressionUUID->"eb03f956-2aaf-465d-8e94-\ e04bf7138243"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"simPars", "[", RowBox[{"fileC", ",", "1", ",", "1"}], "]"}]], "Input", CellChangeTimes->{{3.7832537304615793`*^9, 3.783253755385075*^9}, { 3.783253907735002*^9, 3.783253915137521*^9}, {3.7832555039196157`*^9, 3.78325550410312*^9}},ExpressionUUID->"261c0ace-98fb-4752-8535-\ 01b27f1a2912"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"fH", "\[Rule]", "1"}], ",", RowBox[{"fP", "\[Rule]", "1"}], ",", RowBox[{"X", "\[Rule]", "0.599263`"}], ",", RowBox[{"Y", "\[Rule]", "0.266844`"}], ",", RowBox[{"\[Alpha]", "\[Rule]", "0.936648`"}], ",", RowBox[{"\[Delta]", "\[Rule]", "0.335824`"}], ",", RowBox[{"\[Gamma]", "\[Rule]", "0.575032`"}], ",", RowBox[{"\[Kappa]", "\[Rule]", "100"}]}], "}"}]], "Output", CellChangeTimes->{{3.783253742305278*^9, 3.7832537556606607`*^9}, { 3.783253908031011*^9, 3.78325391606855*^9}, 3.7832554208040733`*^9, { 3.783255493471486*^9, 3.783255504505334*^9}, 3.783256213977027*^9, 3.783256434709318*^9, 3.7832575066291227`*^9, 3.783333390000208*^9, 3.783334677783021*^9, 3.783335485569994*^9, 3.7893223251621103`*^9},ExpressionUUID->"0f6a4b2d-b9a3-4314-a34d-\ 7fd9efb75147"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"dynPlot", "[", RowBox[{"fileC", ",", "4", ",", "4"}], "]"}]], "Input", CellChangeTimes->{{3.7814475919464293`*^9, 3.7814475988139257`*^9}, { 3.781447773831655*^9, 3.7814477848058157`*^9}, {3.781448610317751*^9, 3.781448648399887*^9}, {3.781448827747706*^9, 3.781448828395953*^9}, { 3.781448867141017*^9, 3.7814488710994463`*^9}, {3.781448934767049*^9, 3.7814489365101423`*^9}, {3.781449091493793*^9, 3.781449119166093*^9}, { 3.781449190078987*^9, 3.781449190243754*^9}, {3.781530346363749*^9, 3.781530356196176*^9}, {3.781530586945019*^9, 3.7815306019832706`*^9}, { 3.781530674651546*^9, 3.7815306946167097`*^9}, {3.7819618784656553`*^9, 3.781961878762392*^9}, {3.781961941160739*^9, 3.781961961085443*^9}, { 3.783253689336316*^9, 3.783253689543785*^9}, {3.783253819102947*^9, 3.783253863812797*^9}, 3.783253894536728*^9, {3.783253950093508*^9, 3.783253955749703*^9}, {3.783255427065631*^9, 3.783255449902809*^9}, { 3.7832555072957563`*^9, 3.783255584374339*^9}, 3.7832564006531343`*^9, { 3.7832575267014227`*^9, 3.783257543367456*^9}},ExpressionUUID->"c63911ba-080f-4c22-8c0f-\ 0f4291d39185"], Cell[BoxData[ GraphicsBox[{{{}, GraphicsComplexBox[CompressedData[" 1:eJxlm2lUzf0e9rd5rsxTKEnKUIabDHGRoQHNNKh281y7PbWrvXfbrJDKHBJS JJQoMm2zQkUlhCJjpMxT8njW8/ue/4vnvLnXZ/36dvVf69znvPhcl653hL1f Wx6P97gDj/d///n//tM86//9s479k4eBHXclr6uvZdwZ4s13Hsy7RqyFh33s eYsPEfdB4sDE7Kz1xANwZ+YtRWM4sTa+aGxUBzsT6+DstW3P34F4OBa0f6id pUs8AtOyp6c+60A8EodzTibtfveU8SiM2OU3eXIlsRH2LR+x880V4jFY8f20 qd0h4nFok/P7/vlEYhNU8L50cQslHo+NrrlPbzkRT8DkcQUa4VOIJ+LFAf0l z0cQT4LGLsXbsz2I/8OA1Zb2/VufMJ6MJssPq3SriafAaPSGtYdPEZvicJvu z3/tJ54Kn7vlZm1WEk9Dn/UijU8hxNMxVrf+b8gc4hn4IAneFjOa2AwzLCIL 7nQmnomSbtvyTF49ZjwL1/a52nW5RQx03Sj2fJLNWAUcq/T3OpxA77Px/r5w vbWK3mejQ1K9S5sIep+DR89n5j5aRu9zkHMo2WCKEb2bo3Bd7enEXvRujnCD 1r9jf9ew97lYpiw1X/eYsWouTpw4x5dfovd5GHEkaErNAXqfB08rtyMn4+l9 PoI075ZOCqH3+TjXa4lriBu9L4B424SwQkt6X4AhH7f4bJtM7xY4pN1+eZkO vVugOqF2XspAerdEVoF9yIK/j9i7JSyyfN8+e8eYZ4VH43zK2pTRuxU0ruXP OJtL79bYd1t3z95MerfGz74G33vsoPeF4Ideenkhhd4XIv9D6oD5MnpfhJ0l 7bPmetD7IrQpaaxZOIPeF+OEwfs1piPpfTGakkd/vd2d3m3QM8n03ZXvD9m7 Dc7k3G8895sxzxaVqq9TOn1gDFv0a+0E/Xr6eVt09rgdOr+csdoWbW993hVb RPd2yL1TO2FlCt3bIScnv94ziO7tcHi1098lFnRvB/3LcY7a/9G9PXb+qHw5 05Du7XG84yL3pL8P2L09mipsysrfMlbbY1tj9U7vCsY8B/yc/l7T/zpjOMCh bUPX6By6d8DFIe3jF+2gewfc8b7aMWMD3TvC9OCHGgMF3Tvi1Itm/6vBdO+I GsGlH2fn070jhk19/1/9SLp3QuCULUVHutC9Eyw/T02K/VHN7p0wLcDgtfwJ Y7UTapw0xSnnGfOWIHSTx7W3BxhjCTJijhbEKuh+Cb4+5k11cqL7JbifX6Le ZkH3S/Ez+QM/aATdL4W+c+elWYPofilSyku/b2hL90uxoM7cRPHhPrt3RtbW rSe/3GYMZ5i/vNRQUcBY5QzT6/PaNeQwVjtjWviV3NP76d4Fowu7/XgTQ/cu 4KkMvCb6070Lan1ft66bQ/cuWPH0wsx5xnTvioW1lfOcBtK9K+5L/fopOtK9 K44lFOafaahi964oSB4aryhnzHPDHKtRXyfkM4Ybxp61Gf7+OGOVG7q/cnro n0T3bjjWq211UCTdL4P1mQ6hhR50vwyulleCby+i+2Ww+Xh59r2pdL8Msk6z Oqfq0r07chpktX2J4Y7OFclzC3rTvTuKB93r9rwj3bvDm1fVOOpDJbv3wN0h T2oKnzOGB9IqauN6v2Ss8kBC6ahdwvuM1R448tCzzlJN955YbZZ69eohuvfE vJ27znbPontPfP1g8s5xB917Iik1aPafMLrnY2OuYJd6GWMdPsw0DcSHven3 8bFhr86YTQsZ8/mQZ516oz+Ffj8fjj12v142nHE6H229dmy00aI8PvZdOVW7 s7Xi/3EdH6P2nOk8l5jnhT++6mkW1Yx1vLCjzZ7sYzcZwwvGjb0kv44x5nuh sMTM/E4mY5UXjMZ1y9RNYpzuBdUco92+EYzVXsjzyK/Ws6F8Lxw46T/TbR7l e2Pz2+Rb3SdSvjfi4pT3I/+jfG80Xk3Vggnle2PPSoWWhhble6N9XFb/M7/u sXxvjJsSr//kLWO1N/jHx87wq2Nc543qsRnXeM8Z83wgCs08FlvEWMcHWZu/ aq7PYgwfLK9sm1aeyJjvgwuJtxT75YxVPpgRdXDzMz/K98HTh+mbK10o3web 3ZeucrCkfB+c2XHXue0iyvdFz4V3mtoupnxf9Bpp4lFkSvm+mHdYdmuiEeX7 YttZl6L8fpTvixK/04O6DqB8X4xrfJHwuBvl+6JWvKul+utdlu+LYRbH8jKf MOb5QRXyXdibWMcPxZGFD7eXMYYfbkQUPnK6zpjvh8+90rPfFDBW+WFJp/6D x2UyTvfDdedn4ry9jNV+uCv7cKA+kfL9YOjs1vPtGsr3h+GlZXsqoyjfH6sr Zi8rCaR8f0zu/uT2PhvK94egIdBrgQXl+2PTcXXbVxMp3x9et1y1bCZTvj/O X9oSp9+H8v1xee/d4s29KD8AY1QNxyf+KGf5Adh7uSFF/JIxAvCm4WH01RLG /ABEtnOzNCxgrArAWtEh0daTjNMD8OK0sfTCPsbqAEx7Gru2ZTvjugAsv3Xa zzaFMS8Q8ZdmH7eTU34gpKo5rzS8KD8Q3ZrK7q1eSPmBSN03pG6CKeUHorD+ tlg5lvIDMc/Y7Y5sGOUH4t0o8/8+dqH8QCzZ+X5wlQblByFi6OJTI/pQfhAm TnA51LcT5Qfh4M2nR1M/lrH8IKw6O/bVyGeMVUFIWfXfl/HXGKcHYff1Ee4F 2YzVQSgbE3P41i7Gdf/uv9frZm9hzAvG2t+DeuwKZ6wTjLjTxg/cLBgjGF4P Sk23EfOD8eLgIJc6XcoPhvWJfvL3v0pZfjCkxlvK3EsYq4OhM800cnYB47pg JLYunRF5kDEvBOtPNij0DjPWCUFh3runafGMEQLr3bZzBnkz5oegZE9zkacJ Y1UIMrwtx9z8fIflh8D/aoZXdCljdQi61lp167GfcV0IpJtru0+LZswLxQBR zwJ7a8Y6oZA3VXSaZcgYoZDkvksbNJgxPxTrT/j57X1wm+WHYpZ1eaNuBeP0 UMy2qNizaD9jdSiemHuqtq1hXBeKt5fM3/WNZMwLQ+2604kf5zLWCcPg8bfG +RowRhjOuA2NdNFnzA/DaI/l6zU/3GL5YWi8YODleoJxehjCOjcM+HmUsToM 67yu/p25l3FdGGbfbO3UL5ExLxxDvrceqHVnrBOOo301e4mmMEY42hS0uhWM ZswPB6/y97ynxpQfjiMbb67v2p7yw9Gr8GHaw6YSlh+O5K0n8lprGNeFwznc 7obzBca8CKy3WbtwxE3GOhGYFL56tMk+xojAd9eLix9uYsyPQPcwzTQ9OWNV BPRkVya9X8c4PQIRiSOtDZSUH4E++W+PtppRfgTaDZVnLuxJ+QKk2rqvqujE WEuATo//1C5oLmZ/jwDCvMK+q0oZmwhwMH3Hx/RsxhDgrNpuxqLNjG0F2Gmx usg0jjFfgG7uA3YcEjAWCKBrvkC/NYCxSoA8lyGPV9swThKgYpbddBMrxukC pPUd9XSFPuNcARTjOjZNbr3Jvk+AocMuRPS7xLhcAFGat4/iOOM6ARqHilVD VjBuFuDXzBJ9hyDGvEh8u7K1c38rxlqRKFANGHPPkbFOJCz0BFm6kxmbROL+ BqsWsTFjRKLTYd+9PgMY20ai6sbF5Tf6M+ZH4sPM6PtzX99g3x+JnokeJldO M1ZFwrDiieuvg4yTIiH65fxfOznj9Eh8LrL4OM+bcW4k1o5zyzcwZayOxC6X eUFriMsjYWqfYbh/PuO6SNQc+3C20zTGzf/+nlsHn+4cypgnRGL9UH+eNmMt IcrdeLwJfRnrCDH1c+YJm6br7PuFSJ6y+On3GsYQYo5D6sg2txjbCrHhm3nW hBOM+UI4xBW/bF3BWCBEaP8e7peiGauEqD26X7+fB+MkIeYenLDfyoxxuhC8 15JpCwYxzhVituXVgIqOjNVCLFF/Pf2lB+Pyf7/vXVnauoZr7PuFKMhOFe27 wLhZiLi13a3SUhjzRNj+46V/h/WMtURokDvrPRcx1hEh90B8SjsFYxMRMt/4 XL7mzRgiRPZ5/uDrTMa2IniF7Gh83I8xX4Q3QWMHzvt4lX2/CIP2JiebVDJW iTA265j1hELGSSLoqwPO/M1inC6CwfKihGsKxrkidC4qCdjnzlgtwtx4yYhR 8xmXi6A5YKzk2UjGdSIkvBZ8Wc5j3CxCR+X33y/fXmHfL0bHbWZ+M1IZa4nx 2sSifNhyxjpiPPM5vXxEJGOTfz/voP95sANjiJF1seOcp8S2YiiWdE6IMWXM F+OBRXyA7jjGAjHeN/ikxfRjrBJDY8bUPKEm4yQxRggGH+jYmXG6GNqXLok9 n19m3y/G/HxPpzaFjNVinLlgP87kAONyMYzOO08ftZlxnRgvg46/fpPKuFkM O4e3UsOtjHkSXP2ZdmXoWsZaEmisdpTnSRjrSJDvEdz0zJGxiQQyacntHGPG kKDgZ/vW7j0Y20qgvX5PgVtnxnwJtL4kHG/z+xL7fglm35vhL/7EWCVBp6jP jd3vMk6SwKT9y8MZJxmnS2Ce9afToXzGuRI4LamYb5fDWC3BpGJRlPo043IJ lt8ZMbRXFuM6CXYMFU9xP8i4+d/927/K1FzGPCkeR3XKcd/NWEuKtMrfXTem MtaRwjN0w7Z8f8YmUnzoPWDxGkvGkKJlwKt+LeaMbaV4Ln56IG48Y74UiRmK zjmD6fulqD73+66oK32/FJlT+2+yaEPfL0W278+Msz/U7PuluFqY/mXGZ8a5 UmTwdgt/v2KsluK9wQJneT3jcimuNKwfH1rGuE4Ks962y9IPM26W4rx10qZX 6Yx5UbAqCS1ZI2CsFYX3SQUXZvsw1olCxF3zwja+jE2icC7nxlrPRYwRhdhd WiHTwdg2CqOeGBsZmTHmR2H4pJD8V6MYC6KQoTn4+8LRjFVRSMjzS7LpxTjp X97I8qELr19k3x+FXr39FkUqGOdGQc/02Scte8bqKAzbfsz3MXF5FIbuHtDl 6yTGdVEwmpZ963ovxs1RULw2CzHrxpgnQ6VKu/Rj4wX2/TKMm+xvvLqGsY4M 56obShUqxiYynAo8YmadwBgy5C6dYxRhwNhWhjt5AblJ3RjzZVg+fsfhp43n 2ffL8Gnp7pE9bzBW/WN1/zM25xknyWCcZr70/QbG6TKc390c2Nmeca4MvKkP d+b3ZKyWIeFEh3Wl3RmXy3Cmw9j/yr6dY98vw96Kx5MkNxg3yzB9Wq+Q7ycY 86Kxob+vviCPsVY0DgvDnKODGetE41fHAXHZ1oxNotGxw/WDyV0YIxor9r2J CxvJ2DYam5WC13JifjQGrumY3ziVsSAa/r7SMn5XxqpoBBxQzJr59Sz7/mg0 f7jWdOsL4/RozBWn5vArGedGI78xwiCiD7tXR2Pe58HJKQ3svTwadhlHTdQ3 GNdFozJyy74Xdxk3R+NWWbq66TpjXgw+yzromicy1orBtq4TLc2IdWLQtaV3 bao9Y5MYtLNZcPUbMWKwcJbtyxvOjG1jcP1b2Nr98xjz/917XMkv78VYEIMh mSV/S1uL2PfHoO3h1AH5TxknxUDv0YDLG08zTo+B9sLU24POMs6NwalN06fE 7mWsjoHGoBJDxDIuj4GgcHbK5hWM62KwTOPdOEsl4+YYVNctmFLnyZgXC68+ 47rfX8JYKxYjNhifS3VirBMLo/aGy5e7MjaJxf7kN4//OjNGLCSfo8VOcxnb xqLEftjkzR0Z82PxxWp5X8OaM+z7Y9Gmy5zH8gTGqlicvWS8qJM746RYzJVY 6d0Yzzg9FruffzluYMo4NxYz2gvmyNowVsdi6RGLRRe7Mi6Pxb7gcatnaTCu i0WFocureY2n2ffHQtDo2jXmLWOeHNk/x3X6fY2xlhzBgXuMcncx1pFj9Lxs u7XpjE3kkPXXKJpIPw859oWOvZ5wnLGtHPcDx67sIGfMl6O6dODDQDvGAjnW xz5/l+TEWCXHsRP7Ai2nMU6SQ9xqlNEyhXG6HHujLTP13hay75dj2CEEahcx VsvRX2+iiWsF43I5wmz4qQW3GdfJ//3/bdGzw8cZN8uRb2VZPTqQMU+B9o9j 9qyZx1hLgdCZ/PhwfcY6CrQ67Td0Gc3YRAEj0cvdV78UsO9XQPtWMFa/Z2yr gPmYgmv2NxjzFZjx4aDWrZuMBQqcd+zmXJDNWKXAW50ZxpsOMU5SYOGbrleM 5IzTFbj7t+XunwDGuQpsq3mUMtiOsVqBiuHt4z3sGZcrELxmmp/7LMZ1Cuzw zJ3lNYZxswKXio61fuvImKfEa9/BQz3bM9ZS4uyFqaVhr0+x71di5KQK+/7F jE2USNqqee/TWsZQossf/5bGFYxtlXhwLWStoz1jvhI/29ZrZs1mLPj38yZ6 Z8KaTrLvV2Lcw1uFyhrGSUoM17b9VVzPOF2JRy/OiPwrGOcqwUsc2CK6wVit xPak32/qbjIuV6LQpvKYjppxnRKnV4utfpxl3KxE1/lBeiu2MebFIe3u1Hlh qxhrxUFqOramVcZYJw7Gxl93xAYxNonD15ROS0OcGCMOs+xP1a81pN/3//vz ds9P3+72ivPnf/YZOzmUcP5c5Tol0fk458/dJ9w1TdjC+fMUgye3ZDGcPy9x 6r+v2o/z5xJbm4SJtpw/X5Uz7Z7tRM6fm1/UMt07kPPncc9acwa3JR6FIxem 3LF5z/nz1D+7Oxc94fz5qKs1ct1rnD//+eCxZeIxzp+f7B1wqjSR8+fxk8ee ORnN+fP8/V6/Ct05f/4zFi3FCzl/HmAz4MidyZw/f3a0qtl+FPFkjJr0ZlV9 O+IpcKo7f2LvC86f55687DSikvPnNzUuD+9WwPlzg+B2O+alc/5c9XX1YMRw /ly65eZ+uR/nz/V7pll8nsf58+DRAvWMkcSzUNimTP92d2JAJ9VlT2AT5883 F6tk9uWcP8/7eK19/jXOnz+91xBXc4rz599f6lxNzeD8+e3G+cdlEs6ff05S ieP5nD+/uCc14Lwlvc/FTb3v4e5j6X0u3tQHbxf0pvd5GFfoPHHyD86f2169 Jvldy/nzxkVxTqVXOX/uFDNflXiK8+dpCUNG2x/k/LmHzeKW1M2cP0+u9EyY Hsf58xtxDQMsZZw/d9xyYcJPT3q3RMHWzt8WLKZ3K9xOOf3IeBK9W8HpUOfB y/rTuzX23w7PN9Sgd2sEJ39prOPR+0Lof2kzYEwL58+tNyn9jes5f+7XkvBj yC3On0eM7rfuUTbnz4uMCwc0bOP8eVSuLHN2HOfPnZJO9VkRTO82SHLXfL03 nN5t4fFAFbzHizFssbpq6YfEpfTztlhw9UR+8DzGaltcjd+kkz2e7u0w4GWe 5FQ3urdDa+lgr5J6zp9Pj1qpE3WV8+chv/Yv+5HL+fN1TwxkLRmcP5/ds+rI TAXd26NQP+v1zkC6t8fV+yOVmxzo3gE+O05XjVpA9w6ovz3Yopcx3Tug6nlO ryHadO+ApVlahjN70r0jbL/c7VbZlu4dUdnGOvj2R86fC4rsMj3KOH9eFLBr y4bjnD/PzP38n8kWzp8/NHqb672S7p2waW8/g1NBdO8EmUtYgMqK7pfgUkXb Xi/G0/0S1N9zD6nqTvdL0HPz4409XnH+vP+9Y2l9H3H+fP8JhwHjCjl/njf+ vUXhUc6fl2gHBKzbzvnzDaql8i2r6N4ZBlvz36b60r0zHv8RfVLb0L0z+GZd 9b3n073zv3//F03oPYPuXdDL6ENwQl+6/8f+stg9bejeBZZjzW6PqeP8uXn4 I2nLHc6f/25yWG9zmvPn/MbMFO1Mzp///Trjx571dO+K1NszCpcJ6d4NnaJ3 NKY50b0bOo8bVtrege7dkLO+79k/E+neDZO/VOms6kv3yxAfqmt4vh3dL8Pk bdI9Dz9x/vy920b7M3WcP7+1OX/3ymLOn4/r1/hhTzHnzz/9nXin+hznz0eN vWG35jjnz9ue63KhdDvde6DHZ6+57zbQvQdihLbpLxLp3gPJL3XbBqro3gMa j8pmzAyhe0/kfMvdlOdI955YtH++8pUD3XtibunOyu3z6N4TPjnu19pr0z0f XtO3dfvcjbEOHwc9p57a1ot+Hx8vqqIan7Rw/vy146trca85fz57deOO/RWc P69KeLV7yGXOnz/JGnBqfi7jOj6c2q8/t4mY54XWKz2vmCeQv/eCrFPaIic5 +XsvnDjsJJ/rQ/lesI1ZkbjOjfK9EH7wytkV8yjfC4ZNVk+N9SnfCw1Lbme/ 7ED5XojQS44vbuH8uZFuUNT3d5w/r/rdcNi2ifPn01YdGGLbwPnz9xPiSp4X c/5cutjUPuoU+XtvGPdYymvJIH/vjecLHtjt2UX+3hvJ91bWjEyjfB8En2jK nBdF+T4Ys/3++RBfyvfBkh1dUycupHwfLI08b2YzjfJ9MNmms/yBHuX7oPRz +x7RAyjfB02xKW7xnSnfB161AUt/dqd8Xyzo8E30qgfl+6Iu48xCx5+cP8+a M0g99B3nz807BcqCH3D+fNH90tbkh5w/Xxv0RfzsDufP3Xb9fjv0NPl7X9xZ lzLLMJ38vR8SyoQJz4h1/HD/ymHXPpsp3w8zk0fuuJNA+X5oE1f4YX0s5fuB L9L/bBRC+X648aDDhEjqE6j9sCJab9lIJ8r3g6lvTFzjQsr3R7aF1620mZTv Dxeh5d9UY8r3h2VXXlA89QX4/hhjphG5VpPy/XEhX0Ms/s3585AlQ028Wzl/ vuZB/kyXx5w/77haFTe/hvPntm033HG8RP4+AOZ1HW1XHCN/H4CWwdN77dtM /j4AM+3LnojjyN8HoKzk3Lf5SsoPwAD/Z/cSQyg/AAVL254+7035AVgmOxvy fBnlB+JatN7e6/MpPxB9HV9a/zCi/ED891O60bAf5Qf++2/EfL5dG8oPRENm lxH4zvnzSfw+nXq+5fy54IS8w90Kzp/LpgbuX/CQ8+cJ4j0nk2s5f376Ycaf 9HucPx+e6j0h5Cr5+yD8/TLo45xz5O+DMGXgGGfPY5QfBK9BWVdW/K8/EITp kxIbeqVSfhBKT99y06A+AS8Ys8Ye0MpcSfnBONFhTCBfQPnB0PvSZnhfYn4w mpsVP+3cKT8Yryzea8+yovxg9B1T2V93AuUHo+5LMr/VgPKDce6uxqEc6hfw QjDzQOyNt7qUH4K5Ka+uVPak/BAskShK57SQvw9B1oigUbEl5O///fxG7a6/ Eqk/EIJLnQMezwim/kAIFF+Wt8mZSf2BEMRtMztZ2o/6A6G40Seo2Pwt+ftQ DI5d9lh9jfx9KIR7pQGlp8nfh6KmMvRTuYT8fSjcm5sH/Ymg/kAoUhoUjnNA /YFQ3Jl9T8NzBPUHQjHxWZ/tRZrUHwjDAj+Nvgn15O/DME3ovuvFNfL3YdBr PDF1+1Xy92HYezohx2MjY1UYWgOviu/ZUn8gDH5uVbtHLaL+QBj6RBxZcXQm 9QfCoGMXbLlmLPUHwnFDqfdg62/y9+F4uScBuyrJ34djY1p91YOb5O/D8S3v 46Bnd6g/EI5jjbXv9PZRfyAcXu8tO2ptpP5AOAY1G/R+EE39gXBImha/P+ZG /YEImGRqvg7wp/wIdA5f4Ngwk/IjMP/SIS+MofwIiI9s/dBxIOVHQGOG+duO 1DdIj4DR7+sDDbUpPwIZ5bsKtWuoPxCBO74NldepX8AT4POUsifKDMZaAvS0 uGGWsJH6BALET32XHhvM2ESAK3nSRcMXUL9AgDt9KnViqU9gK0Bac6hoxyDq GwjwSxVzYFt3xoJ/9zF5XzdT30D17/ffvCWVv2f+PkmAHbdP2kx/TX0AAc44 mr/ocolxrgCT+y7ecW4n9QMEqHI4uNfDjXG5AP73t/c2s6K+wL/f92jDTE9t xs0CjG6fs8W0HfUHIqHpMWutzgvm57Ui0d9M5JXaRP2BSJidHlJWWU79gUg4 d7y1qKqY+gORaGpzZLjRCeoPRMJIz9ysHzE/Eg2jercLVlF/IBIL927LWG5H /YFIZKgeDv4xi/oDkeii9k8Y35f6A//+vgnPPGa2MB+fG4lrk97fFd6l/kAk OiX5bDeroP5AJAZ/+HN59HPqD0SifeXmSTWV1B+IxKDvo69Vnab+gBDn69rd bi6g/oAQbYMX+W3Opf6AEK7OP+LHJlB/QIgYxTuXnlLqDwjR98r3kjpf6g/8 uxcqrXcvpP6AEAX9T5k6azMWCLFlv2/ylt6MVUK0qlfe9/1O/QEhNL3TVvW4 T/0BIUwnLfy7+wT1B4QYOWjy4gN7qD8gRGKPx93tM6k/IMSkOZJDUSuoPyDE Ov7v+ScdqT/w7/erA3vHGlB/QIQuN86czBhG/QER/E2LVh7uTP0BEZRDRYmj ejM2EeHC+MGR8T+oPyBC07EVCQEV1B8QQbV8c6ZDNvUHRLDq93qp1UrqD4gw Z2BewBl/6g+IsFv4NX2tBfUHRKg+od2n9zTqD4gwsPLmvabu1B8QQS8l7DH/ PfPzahH2T5vtN6CKcbkIXwujxl4+Sf0BEUSdOp9x2UD9ARH6tcvumieh/oAY 5u8v1uQOp/6AGJod30kmd6b+gBinC/7UC34w/24ixuGBUesGPmIMMToZPrg7 6zFjWzF8TPNWHVcz5ouRnDlyT2oB9QfE6DmrudhrL/UHxFjxPnRlzA7qD4gR 6r9mVfcU6g+IMabvmnKPEOoPiNE6p3G5/0zqD4hhMva16QFD6g+IMe/cqKn5 A6k/IMaqX937mA2n/oAY3814AWu1GfMksPr1eswcDcZaEngtu22b30L9AQnC p8xY06WG+gMS7A50feR8kvoDEvxSah+amUz9AQl6vL53ynQj9QckaC/2cs2J o/6ABH0WVX95GEX9AQk0dXs+uOZE/QEJFpdNCV1P/YN0CeJ360f9mMI4V4I5 kT7PvUwYqyWwXltdWmrGuFwCx/r3n3JHM66TIHWr2UETI8bNEpw1yTZ6Non6 E1J0c9YdVjeM+hNS/Lxsa1QyhL5fikX6hnl6b6g/IMXT78e03xdTf0AKr7H4 4XKN+gNS7O3SLlqWT/0BKX74drC+tpuxQArpK7O1Y9czVkmhuTZeI2sF4yQp ws1WlcljGKdL8eZveqcB1GfIlWL9/Ffd7wZSf0KKyjv1BRW+1J+Qosh84ZHZ NtSfkGKHvyiieBT1J6QQdjc0lwyj/kQU5sy9ddCikfoDUdBZXVO0t5b6A1FY I9kz9Uwd9QeioBrRY+SiYuoPRCGwq91NzXPUH4hCUcmuy3eoz8CPwrOvQ2wO ZFB/IAq8/AK+Uyb1B6Lwa/Uf7SPrqT8QhbF3rTqVulJ/Igorfx25XTSR+hP/ /r6qg9ZTh1B/Igp1O+YetxlK/YkozHKwvPRHg/oTUZi8OaXI6Q/1B6LQbu83 o0M/qT8gw5PVJgWuDdQfkGH/gbLK/GfUH5Dh5I0pDcNPUH9AhhphyqMhp6k/ IMMnP5ce61ZRf0CGqWu0e1lKqT8gg8eCzFXV/tQfkKHHwiS+vQP1B2S4nnDr za7F1B+QYVyIyM19MvUnZHiUohmt05/6EzIodvfuGfiO+gMyFKuttASvqT8g w6mXwVNF5dQfkMG7ddz0w3upP/Dv+0Z9PmGynvoD0dhwqcwgkVgrGuWDlYoh YKwTDdPcS6Pn6DA2ica93e1vtH1M/YF/9wPmJGX+pv5ANMa89H34roX6A9FI 9s3ZcqQnuxdEY6XWhQSLZ+xdFQ314MEXI4sZJ0VD+1DjIE3i9Gi8WBg/YVcm 49xoVH6Z9OB2A2N1NL60PNh8Rc24PBpvxvzX4L2LcV00fgrGPjuTxbg5GiE9 dU7tpndeDLz2uP1I9qT+RAzsKvpufMCn/kQMXsV1/r1Ql/oTMfirebF+ux59 fwy6rHfZdMqIvj8GjuKNw/P70/fHwO9Tjb/1c+pPxECncu8cQRn1J2LQ1UdZ zTtO/YkYlOWne29dS/2JGPjMnTvlUAL1J2Jg7i77LzCc+hMxSH55S6eNJfUn YmB9eES3OOpb1MUg5/ew6ZtsGTfHwFi47qnWeMa8WAxcp3UtxoCxVixWXyyd VT2SsU4sDuf4Dvw2lrFJLJZ30zRzJUYsel+UZ4T0Z2wbi36pA2ulVdSfiMWT 1/rJc7KoPxGLzUsFLzTsqD8Ri5L71b3O6DJOisX3jma6k6lPkR4Lu0W/nHl/ qD8Ri+vNp7f/usxYHYuNeievz7hN/YlYHOovU78to/5ELCz8zxVmH6X+RCwU vG/JDYeoPyFHdLmv8PMK6k/IEX7xkd3hJdSfkGP+cIW53I36E3L4mqdlqFdS f0KO/KIiq+II6k/I8aTjjBdG06k/Icf53b285D2oPyHHzc+repv2ZqySw2t7 7NHl36g/IUfXnMmRE79Qf0KOuIgjU7ulU39CDv01z+d2iaD+hBwld1oirBOo PyHHR6972l//15+QIyR0vIu1H/Un5NgbfOyp/gDqTyhwZOjnjCXfWN9ASwE3 53azFlYx1lGgm8PsRb0fMzZRoOH24SX99jOGAvv0Vtku3cnYVgHnuaZNQULG fAVirixLvyii/oQCmgObu11xpP6EAilhT4pN7Kk/ocAURfWTnXrUn1DgYpc2 VvepD5GrQJus+bNPfGP9ArUC0lFmhX1+MC5XYEdGmOOEesZ1CrTVVQeXlFF/ QoERLnnj07OoP6GE9aXZN8SZ1J9QIsQ2/0OHddSfUMK21ty7PpD6E0qc/VFV lalH/QklelWYzj89hPoTSmjcP2Oa3cD6Bnwlwr7O2Db3IWOBEr9yHO55rmCs UqLJsG+XL2GMk5TwWTO/cbKEcboSc9Ahv8WX+hNKDLGo7JvoTP0JJWIGh9ds daf+hBIzUo7a9nSk/oQS+5+s3t7VgfoTSuRltPg9G0X9iTi8dD3ca00/6k/E YV5aY82QrtSfiMPvzLUBr3+xfoFJHJ5Vfo8++IL6E3Fwb9szzaGA+gj/vz83 NlIs6fCM8+fvVoUsM1Vz/nxCWajQfB/nzy/yrLWvreD8eeclZ4y9fTh/PvRm 27o/Vpw/bzP96bSM8Zw/77osKuCPJufPx2/1b9H7RP55JCqigsVDqrj9+Z6o zXu1z3H+/FCHHMP+2Zw/f2y07YtqPefPu8QN8m0M5/z5p0aVx2tLzp8nKye2 rx/P+fMzZ7rqjejJ+fOyW11zf7WQf56EU6+eG2T/z4f/B5tl5/NrKrj9eYHn l1We2dz+/K/EdVn+Gs6f71/sFH43kvPnrZtrnb/bcP68TU79qrQpnD9/tBAv tnfl/Ln/0u4Jso/km83gEDd3xKH/7ctnwuj92f0jMrn9ecXsV/L58dz+/Evc Jl17f86fF9cutOLN4/y5wblhvV5M4/z5mEWPJxqM4vz5+dpluwf15fz5Bp/H e78+JT9sjljVzD+b/+e3zTEkz2tHWg63P29+cHBA/npufy5frmG0LoLbnw/a GzNdZcP58/Dy5rqwiZw/f1k+3GJXT86f6x3xm2TRhvPnVvsXHNf+QD54AR6n 1JQkPyT/a4GLvoeifC7TuwVeb60U1hTRuyV+PXh1YGsatz9/dFr9ODae25+/ KelxtSKI25/feObhMciK25+n365c03cWtz9fl+rCm27M7c93vVDl2xly/nzw 4sKSZT04f35nh9Ip5CP54EXYHHjN+OId8r+LkT1M9+uaU/S+GAGip+bOqfRu gzubzl7qsJrbnz//vefLw3Xc/tzKMLhDZAy3P88aeTr5bDi3Py/+/lJ/uBu3 P0d35/6LzLn9uUVBj2bbgdz+3DXB2v/rB/K/dui/xeDp5Nvkj+1QG79sIc6Q P7ZHdu8VDsuPkj+2x5CWqxrPl3P7c4MVPwo6hXD788D28af+c+D255tqh1kd mMftz69MOX2n1pDbnx92dvur6MPtz82Hyl506cztz3WWdMuJ/U7+1xHbbmzz OVdP/tcR8w3GWw+8QP7YEau6mlVPTSN/7ASjC5NmGcTRvRPOnE2I2BLG7c9f jjPNmmvH7c9n2uepMky4/Xl/6yJZ0//88xL4Df/TZjjtw1VL8HCk/ovdV8n/ LsHWra+e9y8k/7sUtpHxhzOSyf8uxU7lCL/ta+l+KVxXTV6XHEb3S9EWJi/8 nLn9ucG2qLjF/3H78+zbmvWvhnD7cy2b5c8ie3P7821dphp7dOH253PnGq5e QH4ZLviw8/784hLyty6Q7E4e/zKD/K0LLi0+0DGR9uA8V+wpdeK5xdC9Kxby RqQ+8ad7V7gPmxBRZcntz+8t4bmljeP254rBp1uua3H7c3sLlbSiO7c/D8W2 72Xvyae6YeT4cRtt7pC/XYYeHRuO5Z0hX7sMyhZN04u051Ytw4k1P0zepdD9 MujHlohyo+neHUYX25dvlNG9O4ZmNp3dEkz37gju/OSamQfdu+Py3PQhK+dy +/OtFs6iVabc/vzypAjPOdO5/fnKQuNJijHc/tziYdNKp77c/txj1cqf1eSD 4QmzpOYfE36RX/VEpubNNr3ID6s9cX6d5PzXi+RP+Tijbz068Sj5Uz6qLvSZ eO4E/T4+JgUVB2M3+Vs+ev5a1e32Gvr9fARstZrcP5L8LR/GU6yUyz0ojw+/ WvuujeR/6/j4/d8bxx/W3P68pUPEiYUjuP356d+7OnXuy+3Pc0zKw3Jp3833 wtDBP7/3/ET+0guvCuyT1I/In3qhemsX151nyJ96Qeaf2t57B/nTf+/zZnx+ v5H8qTda8oqGDY8hf+oNw3a92m0mPwtvpHdIaWcipXxvLK6MXTJ1CeV7I+V4 vye/ZnH787FeZ60ujOP250/7rRw5Vp/bnw+Jv3r8ETHPB/KR7gV5f8hf+mB4 Uh/v7Abylz7I0fq9L+wu+Usf6Oc8PP/1AvlLH8zZO+dIQxb5Ux98uDhjkMku 8qc+mDJL++iQBPKnPuhpP92120byp76oSckIGUb7bB1fzM3KjNCRUb4v6jWr 71sEUb4v3kZYt7Q4Ur4vFnzdN3nFEsr3RZWgKr3akvJ94bN4umYy7bPrfBHZ qURvxGBufy7tJHebN5Dbn58bds15cHduf2672GLIU/K1fD+8zFznP+8T+Us/ LNzV2Xz8M/KXfrj24FzhR/Kzaj/oyM68S79J/tIPgxbOOPBCTf7SH4emOkd0 zSN/6Y+8SdPO/CT/Cn/oaRSZFK0jf+qPk9uv2HVaTvn+4B8RJi8NpXz/f/8L vL15ejjl++NLtkT90Zry/aEsGt7nmSXlB6Bzq0VKL2Nuf/47o7TKX5vbn1ee kT173Ybbn1sE3Qk6+5D8aQCUpqOe3agifxoAz/4tEx4fJ38agNjihqPSVPKn AVhoFnpRvon8aSBSe6mVZ3xofx2IYy6z2liPo/11IC4X25lc7UD+NvDfvw8N F0c9JX8aiC6zddZH3yB/GoijLeYGl46QPw3E7Zm9S4aryJ8GIujTM6Nr68if BiEr6U9IRDL52yC49R2c2SeK/G0QOrr/+ObhSv42CN026jfcsKT8IBTc72V6 cCzlByHK+feEgF6UHwTDj9WKyHaUH4QQhcmGKb/JnwZj0+6mH2+ryN8GI9Wv U9234+RvgyG/uXNs2zzyt8F4EzT1onY8+dtgFN9zvODqRf42GJc7qiKiTcjf BkOVsFB3jTb522BkuKSMiu9G+SHYOfxpqEiD8kPwambXyVuayJ+GAFf0Cj7e IH8agsZ+skVzt5E/DUF7U+nibc7kT0PQTfX81akJ5E9DsL24d9/wDuRvQxCW tNzvIPlUXiiC7p7Z70U+VScUT3ysJ57fQH40FLJL/Pv+CvKhoZie5PEgbDr5 z1DoZh5Xz59M++tQNB8c9dqZ/Kg6FI3z3n+884Z8Zij27hfOirxH/jIMUTne nV0yaX8dhpYm08v1tKdGGGxK4g8NXkP76zAUtpMFqxfT/joMj/usX/S8N/nW MEhOtW4p1iC/+u/3OTyRl/9lPrIuDN6zNl8/+IExLxyiiEcRhmrypeGQbNxc b5VKfvQf3xn4fHMi+dBwdP3WIbImmfxnOA6NzRv90Z98ZziuLA+acsCesToc naeb2erPpPxwTG902N9Wl/Ij8OpHa16dIeVHgB9+pa20HeVH4NCXqunCz+Qj I5AxLn4Rask/RsD0pLnqbgPj9Aic1F0j168jvxqBVVunZNSlk0+NwNTqHrJ7 YvKnAswOemc0KoT8qQB/Iiat6OBA/lQAN8NVCRsmkD8VYO2moq3DNMifCnA4 tGzpMPKftgJsSd/T5mE9Y74A2lMLNhRV0v5agLhuTxwDb9H+WoCHDeGzN5Ef TRJAI79xpP5R8qcCrLzf/cHvePKnAlxdcGFeHu2x1QIENNyfVTqS/KkAKv+x +ef7kD8VYI6P2+Wa18w/NgtQHP2mIKyMMS8STwzfx/fIZawVCaer5791KWKs EwmHxMtx4btofx0Jx94l2X22kj+NxDDbodp7lORPI6EKnXFdpiB/GolPjrWH hy0mfxqJ+/KR59rrkD+NxDH95ztbupE//ff3TLKuq3zO/GV6JKrNc1cuusk4 NxKWo0q2PE4jfxoJYz2D6WV7yJ/++/sLrJIGHCF/GokT8Zbmk/aSP43E5fRh P9xXkT8VwvPVVJ7WcvKnQqQtyk8tjyZ/KsSARKeaSEfaXwtx6GOu99PZtL8W IqJ+xgrd8bS/FqJfbJd2xf1pfy1E86snKQffkj8VYu6GU6M+1JI/FUKdekl8 4yr5UyGi31y/uDaD/KkQN3fulXxcTv5UiGUy++XtBORPhRgq0vTbLiF/KkTC VqOtO+3Jnwrx4svU9MRR5E+FaFqcq7r0h/yhCPpGvQb6fyN/KEL4pW+XB9WS PxTh+aj0bU9fkT8VIXFvTu+2d8ifivA5erbBqmzypyLMcdozyX8l+VMR1pwX PZrlSf5UhE8jhGezZpM/FeFCTcC3x/rkT0UQ3Tnh8b4v+VMR/huXM2fXB/KH IjQ+M/j8rJT8oQivqg/XT6E9drkIhrLn53g7yR+KsO/GQ+NsMflDEb79mNs4 yIP8oRjFs85+uNGT9tdiXHQ7aNTlF/lDMbr2FA178Jb8oRg+Gyrch94mfyjG giX/nZDfIn8oxnax56Z5tG/mizHs3bvxh2j/LBDjxrZq4eaN5A/FSF3foTZ4 DflDMR5H517iKckfitE97M8Avgv5QzES9e6N2m1M/lCMObYX9M5rkz8UQ/PC OrM93ckfijH/od3ZLb1pfy3GkcB7a271oP21BDN/Orn+/kv+UIKzRx9nHf9A /lCCH6t3OBeVkj+UwHHVtIu8I+QPJRCKGx1q1pE/lGC0cWChciX5Qwm0xSfb LyWfKJAgfOn+ao0w8ocS/L1d1c5xIflDCXpNTXl93oT8oQR/8qp2LDUmfyhB 4HTzI6A9s1qCId20dE5MpP21BMcKl1mKhtP+WoJtWdnF8TrkTyVo2udU4TCG /KkUR7c3mtYMoO+XwvxV5jsb8pU6Ujz3r/2+poT8oRQtnm3/IoUxpDDuMiBk xmrGtlJYqUV7engy5kthcfPdev3/yB9KIRgpmiruzVglRfQDy2GVf8kfSnGn /5MvX2gPnS4FanHlynPyh1LESA7kWpeQP5Sic3unz5ZXyR9KsV1ve8TYveQP pbga55LywZH8oRRa/ZoKj88lfxiFg+naT+Nfkz+LQuRUvdU37pA/i0Kua2XQ llLyZ1FoDmpfUb+f/FkUtF3SB5euI38WhTG1a/V6rGTMj8L1FwJjR1fyh1FI etA6KJ5P/jAK/xXt6vSGfF5SFFZldzVuuc98WnoUhowXtgnbzDg3Ch2vSxcf D6L9cRTiWiqCBxKXR+FCctqmD7SXrovC20XGw58b0f46Cl+SElVGerS/lqHx a7XxuE60v5ZhgP7YU/s/kz+TQUvHv/jUbvJnMpx8N/66awb5Mxli6+9OLaW9 sa0Mhku3zdhkRP5MhnmV9ZYaGuTPZCjpP2CD4jXtj2VwDt2RHvCE/JkMbf3T vw85Sv5Mhmu9L9eWScifybCyKm343ynkz2SwzlD/HTOB/JkM5/WbTEYPIX8m w+NDCeNmNzH/1CxDpfV4vQuPGP9ffx72Y7h9NfmzaKwoXjaxagv5s2iccw+/ 1yuK/Fk0poWtXaUzhfxZNGRGmyIm2ZE/i8av/vKvPWzJn0VjXxb/rrE3+bNo WJ4e1yd6IvmzaGiMrrvYVZf8WTSu/pd2dZ0O+bNoZOw6MnJkW/Jn0Uh5lS3t OZP2x9HY9tYj0asP7Y+jUTR4ZNSQL+TPonFc+NtLs4X8WTRGJ+renvOJ/FkM Vjset/xyjvxZDGpm23bYf5b8WQzGyYZdebOS/FkMOiWWZTitIH8Wg02f509/ tIb8WQxMoxe/TxbR/jgGx4uzeUvMaX8cg0Gyr+fGjqP9cQx+fShw8dOg/XEM onjJumtob5wegyqHZq+N78ifxcDgcqtpYjn5sxisX3xzQtxR8mcx2HrNY+Ch E+TPYtBdt2B4uxzyZzGIs+mUdDyR/FksDqdbO4xfQ/4sFleck0w9VpE/i8UR t8Y33dfS/vjfe//L8oP0jlhUG0TNnRXJ2DYWym76G49PIX8Yi27HHu/U1CR/ GIuIot6VDVdofxyLnJy1a5120P44Fsn1S/Wdw2l/HIvXUU0dbUS0P47Fif4G jV9pX6yOhe7EJxWzLWl/HIvU8y8sty6k/XEsPBq/9nn2v/1xLHweXVzRxYh8 nxw1w3/uatuF9sdy+Pfktyuso/2xHFqB1Z4pL2l/LMeGd4qyTNovQ45NQ9Nn L2yi/bEcZSVDh9edo/2xHB95unZOW2l/LMfidrj6djtjlRy/79zQ66lknCTH U9th1ddiGafLcXHl614zJjDOlWNgSdp64w6M1XL4yoKaA7UZl8vxdsaH/rJ+ jOvk6G86N7jzL9ofy3HD6EXZ+NO0F1bAfWfbbQVbaH+sgGLE+YokCe2PFfjo 3K7j3hjaHysQPFC3XriA9scKbBfameTPYmyrwLg+k3ZP12bMV6B1QJPq/hDG AgVCkkZmHObR/loBVKZuaWzNZ9+vgJfDzENnKxmnK1D/9YeL/iXGuQqM1op4 seoIY7UCJkNuuR7KYVyuwIzATtJ1uxjX/ft70tL7/FjHuFkBD+2cW4v8GfOU WNn5q9jSm7GWEt3Gqo9WzWeso0TLOm9za0PGJkr4TbAsnfn+BPt+JXgGW0/o vWFsq8T+U0Put55hzFditVZ8fJdsxgIlBuR/2hu7jLFKibB1K/y7WDJOUuJZ nksnd3vG6UoI48Mnlc9mnKtEfYXHc5fJjNVKnOwQ/230JMblSkzo8bu7yRjG dUqUjvX583IE42YlfF5X1Q1vz5gXh6UWJVGOn/LY98ch617oo9rXjHXi4FPo XaL5gLFJHLrY9Z80/jpjxEF3v4vhud15s/4PT8O60Q== "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {GrayLevel[0.5], Opacity[0.2], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwl10OwIAoSBMA3tm3btm3btm3btm3btm1+jG393NhDnutU0V2JGneo3D5w QEBAIP4NEhDwjOe84CWveM0b3vKO93zgI5/4zBe+8o3v/OAnv/jNHwKCyiEw QQhKMIITgpCEIjRhCEs4whOBiEQiMlGISjSiE4OYxCI2cYhLPOKTgIQkIjFJ SEoykpOClKQiNWlISzrSk4GMZCIzWchKNrKTg5zkIjd5yEs+8lOAghSiMEUo SjGKU4KSlKI0ZShLOcpTgYpUojJVqEo1qlODmtSiNnWoSz3q04CGNKIxTWhK M5rTgpa0ojVtaEs72tOBjnSiM13oSje604Oe9KI3fehLP/ozgIEMYjBDGMow hjOCkYxiNGMYyzjGM4GJTGIyU5jKNKYzg5nMYjZzmMs85rOAhSxiMUtYyjKW s4KVrGI1a1jLOtazgY1sYjNb2Mo2trODnexiN3vYyz72c4CDHOIwRzjKMY5z gpOc4jRnOMs5znOBi1ziMle4yjWuc4Ob3OI2d7jLPe7zgIc84jFPeMpf/M0/ /MsznvOCl7ziNW94yzve84GPfOIzX/jKN77zg5/84jd/CAim/wQmCEEJRnBC EJJQhCYMYQlHeCIQkUhEJgpRiUZ0YhCTWMQmDnGJR3wSkJBEJCYJSUlGclKQ klSkJg1pSUd6MpCRTGQmC1nJRnZykJNc5CYPeclHfgpQkEIUpghFKUZxSlCS UpSmDGUpR3kqUJFKVKYKValGdWpQk1rUpg51qUd9GtCQRjSmCU1pRnNa0JJW tKYNbWlHezrQkU50pgtd6UZ3etCTXvSmD33pR38GMJBBDGYIQxnGcEYwklGM ZgxjGcd4JjCRSUxmClOZxnRmMJNZzGYOc5nHfBawkEUsZglLWcZyVrCSVaxm DWtZx3o2sJFNbGYLW9nGdnawk13sZg972cd+DnCQQxzmCEc5xnFOcJJTnOYM ZznHeS5wkUtc5gpXucZ1bnCTW9zmDneD/f+m/8Pf/MVTnvCYRzzkAfe5x13u cJtb3OQG17nGVa5wmUtc5ALnOcdZznCaU5zkBMc5xlGOcJhDHOQA+9nHXvaw m13sZAfb2cZWtrCZTWxkA+tZx1rWsJpVrGQFy1nGUpawmEUsZAHzmcdc5jCb WcxkBtOZxlSmMJlJTGQC4xnHWMYwmlGMZATDGcZQhjCYQQxkAP3pR1/60Jte 9KQH3elGV7rQmU50pAPtaUdb2tCaVrSkBc1pRlOa0JhGNKQB9alHXepQm1rU pAbVqUZVqlCZSlSkAuUpR1nKUJpSlKQExSlGUYpQmEIUpAD5yUde8pCbXOQk B9nJRlaykJlMZCQD6UlHWtKQmlSkJAXJSUZSkpCYRCQkAfGJR1ziEJtYxCQG 0YlGVKIQmUhEJALhCUdYwhCaUIQkBMEJRlCCEJhABPDHA/6bX/zkB9/5xle+ 8JlPfOQD73nHW97wmle85AXPeca//MPf/MVTnvCYRzzkAfe5x13ucJtb3OQG 17nGVa5wmUtc5ALnOcdZznCaU5zkBMc5xlGOcJhDHOQA+9nHXvawm13sZAfb 2cZWtrCZTWxkA+tZx1rWsJpVrGQFy1nGUpawmEUsZAHzmcdc5jCbWcxkBtOZ xlSmMJlJTGQC4xnHWMYwmlGMZATDGcZQhjCYQQxkAP3pR1/60Jte9KQH3elG V7rQmU50pAP/G3HtaEsbWtOKlrSgOc1oShMa04iGNKA+9ahLHWpTi5rUoDrV qEoVKlOJilSgPOUoSxlKU4qSlKA4xShKEQpTiIIUID/5yEsecpOLnOQgO9nI ShYyk4mMZCA96UhLGlKTipSkIDnJSEoSEpOIhCQgPvGISxxiE4uYxCA60YhK FCITiYhEIDzhCEsYQhOKkIQgOMEIShACE4gA/hjfv/nFT37wnW985Quf+cR/ vk74QA== "]]]}, {}, {}}, {{}, {}, {}, {GrayLevel[0], PointSize[0.006944444444444445], AbsoluteThickness[1.6], LineBox[CompressedData[" 1:eJwl1dOWGAgQBNBMbNu2bds2J+bEtm3btm3btu01sjdnH271F1R1ssCg6p0C ggUL9l38vMEJQUhCEZowhCUc4YlARCIRmShEJRrRiUFMYhGbOMQlHvFJQEIS kZgkJCUZyUlBSlKRmjSkJR3pyUBGMpGZLGQlG9nJQU5ykZs85CUf+SlAQQpR mCIUpRjFKUFJSlGaMpSlHOWpQEUqUZkqVKUa1alBTWpRmzrUpR71aUBDGtGY JjSlGYE0pwUtaUVr2tCWdrSnAx3pRBCd6UJXutGdHvSkF73pQ1/60Z8BDGQQ gxnCUIYxnBGMZBSjGcNYxjGeCUxkEpOZwlSmMZ0ZzGQWs5nDXOYxnwUsZBGL WcJSlrGcFaxkFatZw1rWsZ4NbGQTm9nCVraxnR3sZBe72cNe9rGfAxzkEIc5 wlGOcZwTnOQUpznDWc5xngtc5BKXucJVrnGdG9zkFre5w13ucZ8HPOQRj3nC U57xnBe85BWvecNb3vGeD3zkE5/5wle+8Z1f+JXf+J0/+JO/+Jt/+Jcf/Cx/ AMEJQUhCEZowhCUc4YlARCIRmShEJRrRiUFMYhGbOMQlHvFJQEISkZgkJCUZ yUlBSlKRmjSkJR3pyUBGMpGZLGQlG9nJQU5ykZs85CUf+SlAQQpRmCIUpRjF KUFJSlGaMpSlHOWpQEUqUZkqVKUa1alBTWpRmzrUpR71aUBDGtGYJjSlGYE0 pwUtaUVr2tCWdrSnAx35Od5BdKYLXelGd3rQk170pg996Ud/BjCQQQxmCEMZ xnBGMJJRjGYMYxnHeCYwkUlMZgpTmcZ0ZjCTWcxmDnOZx3wWsJBFLGYJS1nG clawklWsZg1rWcd6NrCRTWxmC1vZxnZ2sJNd7GYPe9nHfg5wkEMc5ghHOcZx TnCSU5zmDGc5x3kucJFLXOYKV7nGdW5wk1vc5g53ucd9HvCQRzzmCU95xnNe 8JJXvOYNb3nHez7wkU985gtf+Rbw/z//Dz189+A= "]]}, {GrayLevel[0.5], PointSize[0.006944444444444445], AbsoluteThickness[ 1.6], LineBox[CompressedData[" 1:eJwV00NgGAgARcG0qW3btm3bRmqltm3btm3btt21as8e5t3+8ScP6lwjOERA QMBbecd7PvCRT3zmC1/5xnd+/D8IGRAQgpAEEorQhCEs4QhPBCISichEISrR iE4MYhKL2MQhLvGITwISkojEJCEpyUhOClKSitSkIS3pSE8GMpKJzGQhK9nI Tg5ykovc5CEv+chPAQpSiMIUoSjFKE4JSlKK0pShLOUoTwUqUonKVKEq1ahO DWpSi9rUoS71qE8DGtKIxjShKc1oThAtaEkrWtOGtrSjPR3oSCeC6UwXutKN 7vSgJ73oTR/60o/+DGAggxjMEIYyjOGMYCSjGM0YxjKO8UxgIpOYzBSmMo3p zGAms5jNHOYyj/ksYCGLWMwSlrKM5axgJatYzRrWso71bGAjm9jMFrayje3s YCe72M0e9rKP/RzgIIc4zBGOcozjnOAkpzjNGc5yjvNc4CKXuMwVrnKN69zg Jre4zR3uco/7POAhj3jME57yjOe84CWveM0bfuFXfuN3/uBP/uJv/uFf/uMt 73jPBz7yic984Svf+M4PAgL9n5AEEorQhCEs4QhPBCISichEISrRiE4MYhKL 2MQhLvGITwISkojEJCEpyUhOClKSitSkIS3pSE8GMpKJzGQhK9nITg5ykovc 5CEv+chPAQpSiMIUoSjFKE4JSlKK0pShLOUoTwUqUonKVKEq1ahODWpSi9rU oS71qE8DGtKIxjShKc1oThAtaEkrWtOGtrSjPR3oSCeC6UwXutKN7vSgJ73o TR/60o/+DGAggxjMEIYyjOGMYCSjGM0YxjKO8UxgIpOYzBSmMo3pzGAms5jN HOYyj/ksYCGLWMwSlrKM5axgJatYzRrWso71bGAjm9jMFrayje3sYCe72M0e 9rKP/RzgIIc4zBGOcozjnOAkpzjNGc5yjvNc4CKXuMwVrnKN69zgJre4zR3u co/7POAhj3jME57yjOe84CWveM0bfgJEevtB "]]}, {GrayLevel[0.5], PointSize[0.006944444444444445], AbsoluteThickness[ 1.6], LineBox[CompressedData[" 1:eJwN09OCHAgAAMFJsrFt27ZtbWzbtm3btm3b5pmxzXqo/oNO3rxLcOcQgUDg rTwKFQg85glPecZzXvCSV7zmDW95x3s+8JFPfOYLX/nGd34QCAoEQhCSUAQR mjCEJRzhiUBEIhGZKEQlGtGJQUxiEZs4xCUe8UlAQhKRmCQkJRnJSUFKUpGa NKQlHenJQEYykZksZCUb2clBTnKRmzzkJR/5KUBBClGYIhSlGMUpQUlKUZoy lKUc5alARSpRmSpUpRrVCaYGNalFbepQl3rUpwENaURjmtCUZjSnBS1pRWva 0JZ2tKcDHelEZ7rQlW50pwc96UVv+tCXfvRnAAMZxGCGMJRhDGcEIxnFaMYw lnGMZwITmcRkpjCVaUxnBjOZxWzmMJd5zGcBC1nEYpawlGUsZwUrWcVq1rCW daxnAxvZxGa2sJVtbGcHO9nFbvawl33s5wAHOcRhjnCUYxznBCc5xWnOcJZz nOcCF7nEZa5wlWtc5wY3ucVt7nCXe9znAQ/5hV/5jd/5gz/5i7/5h3/5j/95 xGOe8JRnPOcFL3nFa97wlne85wMf+cRnvvCVb3znB4HQ/ickoQgiNGEISzjC E4GIRCIyUYhKNKITg5jEIjZxiEs84pOAhCQiMUlISjKSk4KUpCI1aUhLOtKT gYxkIjNZyEo2spODnOQiN3nISz7yU4CCFKIwRShKMYpTgpKUojRlKEs5ylOB ilSiMlWoSjWqE0wNalKL2tShLvWoTwMa0ojGNKEpzWhOC1rSita0oS3taE8H OtKJznShK93oTg960ove9KEv/ejPAAYyiMEMYSjDGM4IRjKK0YxhLOMYzwQm MonJTGEq05jODGYyi9nMYS7zmM8CFrKIxSxhKctYzgpWsorVrGEt61jPBjay ic1sYSvb2M4OdrKL3exhL/vYzwEOcojDHOEoxzjOCU5yitOc4SznOM8FLnKJ y1zhKte4zg1ucovb3OEu97jPAx7yE5xS/6E= "]]}}}], {}, {}, {{}, {}}}, {{}, GraphicsComplexBox[CompressedData[" 1:eJxt23k01P////9JaaNSKe0NqbQobdLqVmmjGEtKtrHvzAwzzMbQLqE9Sk2L NiraRKVp3ySk0oJp1/qiRXt9+5zP/fGd7zm/3/ufzuU8PDw9/nu9z/V+N/WP cQnS43A4j/U5nP/593//12j7v/9q6V8O9BqmVKie1ZPbYtb2LmZWZcxGGDFn oOH9/czGGDSvaURUJnMPVBVs25Yay9wHe/ueHvJlATMXvl8ed5g5gdkMPUw7 56/rx2yONsWWKTv/1pEHYeLB5MuztMwWWPw2ffW6UuahMNsnCBqYxTwcB+fe 3xkkZh6BN4I9XtZuzFZYcHxVxExL5lEwf+HS/25H5tF47leye/LbWvIY/Go/ aNe2M8xjsX7qQfdPW5jHYbZTUZxNHLM1Tjw3Ue1zYR6PnXGFeTtGMdtgcY8f F/oZMk+A+qnVxydvHpMnYoth0PVPZ5knIac5PHzxeubJsOv+9OCPYOYp8BMr ZhRNYp6KcRkz+4QYMNtC0bPvspH1j8gAP3qIQ5fTZBUwa3TlgbVL2fk0vPx9 PehHIDufBs+Bjk9vTWfn0/EnPDFc24udT0dZ/0cxV1qw8xmody3LnVH7kM5n wD4g9rTbFTLHDle+xt64nsfO7XDy66I+gtXsfCYq9U7X+Pmy85nIXPxlqcdc dj4LszzWnPThsvNZ+DXLdGL1rwd0PhuVH8z4qffJqtlw2NSub8NRdj4He59W VFisZOdz0NzUGLXXl53PxdBnx+b2Gc/O58JGVdzzUy92bo/FO1eZbftZQ+f2 2Obz2WV/E5njgA2ZnS+/eMHOHdA8x6Yw5xw7nwfZ3fNt3bew83mYIfLyvCRj 5/PRdkRbXokXO5+PyLDcglweO3fE6f9SF7YcxM4dkTt8S2BZF3buhDupds9/ 67FzJ+TvaF1q8PE+nfOwjRdo51ZLBg/ZpmfDZxeRVTzErKydkbeNrOEh+YXM 4tIydt8ZodpL1354s/vOKBzuPS7Pjt13xp0dX36PtWX3nfF44KWVRaPYfRd0 6Ogxw7MHu++Cd4O/7b396x7dd0HxDOO6mC9kjQtCv6mFV96QOa4oU6xr7fCY DFeEOv/S8z7N7rsiRe93kf8+dt8VJsuaXKensftuuGBWqm3yZffdUPfTcPNc J3bfDSOvFhb368Xuu6HzUcsxS/XZ/QX41ePcwMSvd+n+AuxxOiQteUxWLUDZ qF7pxhfJmgWIjesb/zGfzHFH+YoDjy1XsvvucHN4YRMVxu67w9vToUHkzO67 Y1nf7ItvRrD7C/G+n4V4lz67vxBLJ2xtY/Wymu4vhP34/sl3z5M1C2GhNE79 tYHMWQTpuKl2DnFkLELeD80DA392fxG+m+c6957O7i9Cd8lOg1Ncdt8D/jn3 bce0ZPc9UPt86LOil3fovgdyx7UNXH6erPFA2tCrp35tJnMWo+nvyAXOa8hY jAut7DoPimD3F+Pl7hODVX7s/mJ4dNjrc302u++J1/YDPi2wYvc9kX71dKq+ HrvvCeu7YfGvnlbRfU+MK5N0/XaWzPFCo3v4q68ZZHhhh8Dz8PAgssoLJfMt O5vYsfteuBFVZ1M/id33xgw9ufoPl933xnK/tZo7Ruy+N6S+W55u+l5J972R FXt/UOxdMscH+YNvbzQqIsMHhx+2KuiYTlb5oLPbyR6Nkey+Dxpf8sIHOLP7 vuh/7eqcv6PYfV/UNF4b8Uyf3feF/bwX5qEvKui+L25UPlma8YDM4WNFSm+b 08fJXD7+mzYv6stGMvhINpjz7aiIzOdj3X3jvBGLyCo+jud1cN8zhqzmQ2JX afKjP/seH5tb24cearj9v9bykfjg6fOue8gcPwR886n6oCRz/WC9Yu7ZvRPI 8MNFi6+zunQl8/2QGNdFfLainL7vh/hpC9u/yiKr/fDrq3rmrvVkjR9WtpjQ q1UiWeuHKeccWpsuJHP8sV52/1yYNZnrDyPR23erm27R9/3BnRx4xvYqme8P m78TTnlvJav8sWt52YOx3mS1P15qJm23nULW+CP2RmnvuKYy+r4/tib5t8zX kDkBGDHYcZ3PDjI3AMEGR0tHBJMRgOOThzkf603mB0BkOO3i/l836fsBeDA4 qdfqa2R1AJxjLyq35pE1AWiVcvD39WCyNgDDp01eeGIMmROIkOpXFpv+u0Hf D0R0dPXH6GNkBOLUzsLDSxaT+YE4ceg7v48ZWRWI09tsR/E/XKfvB2Lk+ir3 zvfImkDMvlDb22s9WRsIJ+nT3ekxZE4Q6i4IU/rZkrlB+HzCsGSGARlBmOpb F1D08Bp9PwjeAa8zDx0kq4Kg7dPjd1gYWR2EkF6TQ4a4kDVBaOsrfBVqStYG wb8vx3H326v0/WDk5Jopa7eRucHok540bVgAGcEw2Zt+1ngemR+M+uuPZr// coW+HwwHS8cR6u1kdTDsJnl4VUaSNcHIECv9elqTtcGIzFDs8nl5mb4fAgdO U++UI2RuCOyiV60K2U1GCFL0P6ccTyHzQ7BqqsWYQyKyKgQXm49o+vLI6hD8 VJQurB9C1vy732NhWYgeWRuC/ML6WTXaS/T9UGwvPbuw01EyNxTrWnBv/txH Rij66vWNEmaS+aHominNkjiQVaF4E+zYZcw4sjoUnEke18cPIWtCoXcqta9R H7I2FM6XnneYP4B9PwyWPxeu9f55kb4fhgaf9glRb8kIw8vV7Tu1ekrmhyG4 xNnf+BZZFQa30Ts6i/aT1WFoc5SztdMWsiYM0ZGhXqbhZG0Ydnd0WzTEgcwJ Rxc/m/M2Q9n3w2Gbpi9b05t9Pxy86MeV4R3Y98NxpX+qx30O+/6/++Z+Zs3v L9D3wxHfTvrc9SJZE46YgcEZ/vlkbTiq6oy375CTORGoWTZ0dPJCMjcC49Wq jD+jyIhAv6Zu2/Z3JfMj4P7J1Sf8xXn6fgQeFx0b9+A0WR2BHZ96qKMzyJoI vOe9Mx/AI2sj8LNby+bsPmROJNbor0qe2InMjcQBmw127eo19P1InH6/Nv/z OTI/EgNKl09NXE9WRcJ/9Hj7x5FkdSTmHTFZedmHrImE/YGd93sNJWv/nd8P mDW3K5kTBfclkdjUgsyNgjTEpeemvefo+1EwPTE3SryGzI+C/lXZ+YbJZFUU 3B69cW91t5S+HwV7ZevwYAVZE4UNKWm/DtuRtVEIO1Oa/unpWfp+NCZNFU/j JpC50VDZnpmT5k1GNE5u3F7oYkrmR4PzdEjU0YNn6PvRMJj3wsp+GVkdjYM1 b7OfjSRrorGd493s9es0fT8aZhc7HuDr0TknBi7PklvvuE/n3Bg8aXq1W3KG jBi4pfuEXj9C5sdg+xk9o24pZNW/n6/vsm/8JLI6BvcO7hjhYEjWxOCGccTU bVtK6PsxaPp9tFvNLDJHgBzNgGPHDMlGAsTvEVzP0hTT3yPAuuhHXmNTyFYC fL45WZ48iwwBpq4olt74cep/zRMgTDP568cyMl+AAtP3A7/sJQsEcF33vJup O1klgMcxcS/PfuRMAXbe0Rh2uFdE7xHAlrtW3UlGLhBAOfF23xsTyBoB7iXN 8h5gSa4QQA9ruouNyFoBasrmta1pPPm/bhTgr5koU3yBzBGibJvBKnUc2UiI /ntbyp7JyVwh8qYfXtjbj2wlxB5Hde8kNzKE2D742rHe3ck8IU5Wuvka3z9B 7xdi7BL7HWsWkwVCZI1qblXZk6wSYob1N0n/HuRMIVaMLfK69Oc4vV+ISc5R M4XvyQVCHHhRN07SQNYIUc7pNjq6jFwhRNdo3vD/8shaIdLW//ewaiW5UYiD bt3CrkSROSJca9+n2/YIspEIwWtPDI9xIXNFaFx7cMT3UWQrEeIfRL5aYE6G COWWNz3fPjlG7xeBb//q7KZ9ZL4IDXOnTD63hiwQocxh2/ofcrJKBIvidYFf ksiZIkx57yNb6klWi9D1lCyonQ25QITWX8xveQ4ga0TgHBi0f5sxuUIEt/6N fa9dO0rvF6FmUMf3G/aQG0UwHLu3fdQ6MicW3d03TbvmQDaKxaJ7XeM2cMjc WNwY5rHwyrdCen8szB9dq+VfJyMW9kfwXLKRzItF4KtDucnRZH4sYqpvuZ0c TRbE4tWS+jYj9cmqWHxYZdiuSFNA74/FunLr3nHJZHUsblUl2f8IJxfEQlbY L8BgAlkTi9tvT/W26U2u+Pd9iePzTt+O0Ptj4dxm366PcnJjLIy89liVG5M5 cbhlO8gqYN1hen8cPjybMesyyNw4bBg02eBHyiF6fxwur9I63AUZcVjdtvWp +Ff59P44tJ0XUisNIPPjEOJwfXFdXR69Pw6R8zSPje3Jqjh8WdLQPnEIOTMO z3o8LP9beZDeH4dVi1RdzeLJBXHQ3y7asVGfrInDnIP2r9f/OUDvj8NsY5HS PZusjcORCMU7jTW5MQ4d9X6ZmDqROWKcW/PZd/MEspEY3Nw9/b3/20/vF0O4 +/Cy41vJVmI8MM3S83UiQwze6rpd+gPIPDG2ur14Of7vPnq/GG3Ono/oUkIW iNHa3Nwz0I2sEsPlStWtSn9yphilOVYJ78PJajHeR9wt7TeZXCDGoVO9Od2G kDVirOnkO/Lw+730fjHa9Z7Tf/RRslYMix4tNoqcyY1iFO24fDlpPJkjQWFW 6x2V7clGErT5037t8Ypcer8EnQ/9vdd9L9lKgieCw+5b/ciQoIffl2V1XDJP gj6anMXH25H5Ejhflvaa/nUPvV8C36ZTiwZ3oXOVBJKimNE1pXSeKcGOiXsM DY+S1RLkPr61YFMOuUCCn58q4trHkjUSeH4LyJJFkCv+/bxE7vG1E1krwerR dq2b63fT+//dl++4qT5L5sRDFjpid1Yq2SgebibZwcUqMjceY3Y1HwtwJ1v9 8wSLCxKQEY/Nnud/Xvi1i94fD+X8tuKJJ8n8eGwap3U8cZAsiEf++ENxDSvI qnjcbfJu+iMiZ8aj7evS4RvGkNXxWHxd3vl00056fzyePxq/c/IasiYeV+r6 bhqYSq6IR/rFqjlNtmRtPAZda31voR65MR6pC9TdflSq6f0JaB0dc1ItIBsl YIzNRu4JdzI3ATM/Wi077EW2SsDmL90bN5iQkQDRgwUVLit20PsTEK5IjQqz JPMT0Kmx7OfRmu30/gSURIzqYzeRrErAM17+tZ6jyZkJeFfT39VOn6xOwHTb fWJBVg69/9/f96JXqf0ssiYBDRc+ZDdqt9H7E7A7d//wQiuyNgGTNo81Lni5 ld6fgKI/sonvNpM5UthvmaHInkw2kkK8/L1zl8/Z9H4ptu8xFgWtI1tJcW1+ fmTRWDKk6Ptc43JiOpn37/6nQ1WTFpL5UqhGNgauOpdF75fi0WOnvT1zySop Fl16VFmnJGdKcTb7rbHUm6yW4uuLX68j9ckFUkzOePamgwFZI4Xf2Vh9/SNb 6P1StCisbhq9jayVosuybp1vCciNUow5XnoioSuZI4Oo5Zn/iv9upvfLYF1a f37oOzJXBv/VQwacaiBbyWDzvV/9q09kyHCnT7t2DmfJPBm+5YX0HOxC5sug l79okfVCskAGdUD/6S1DySoZ0m+uf2DMJ2fKcOT5NedPrmS1DIF5S6P0P26i 98uwZnJKL3ktWSPDZYe87ZeYK2RoMmnZd/p5slaGFWvFx64fJjfKoMy0m+F3 mcyR4/hxWW/ZQbKRHIv/M7KedYTMlSO+84OJY8vIVnL0WjLMqBWPDDnG97k1 1siZzJNjuMe7tbz3G+n9cvQzWTa6p5oskONQ35jUqwZklRzry5yX725BzpQj 0GyeL/fjBnq/HJ196wZqutJ5gRzXU1p1erGPzjVy9Lh0dYPbcnKFHJsaB4C3 nayVwzis0jo7gNwox/JTte9uDCFzFNiwNVrhpk82UuDT0kFB7k3r6f0KBMdX o/wk2UoB7+VFFmsCyVDA60/KsNN+ZJ4Cfna/6upA5itQPrZfkP0cskCBlILl BgmzySoF1L1HdP84kpypQNuVsdUtJ5LVCuysyM8d15ZcoIBy2MKb42+to/cr UJfaOXddHLlCgcPB6/ou7E7WKlAmz73m8mItvV8BixmVERZJZI4SCVt/cMQD yUZKjBt08/fM7mSuEq1/9BpQ1ZpspUTJq8SdmrRMer8SP2r8lpfbknlKhJil Fsqmk/lKCE1Hri96l0HvV8Kc+9bjqSGdq5RI67yuRUdXOs9UIniL3+TY7+n0 fiVWGxzJ6GpHLlDimNWdSzv2rKH3KzHNyerisidp9H4lfrZsuNWsIWuVuDXo 55L1IDcqsSold2Nm8mp6fyIqt8nub25FNkqEhcvfhNZ7U+n9ifCfl+dS7E+2 +mezyW23DyUjEb7DSwakXl9F709E1P7Jk3/UraT3J2LJ/NZu2tFkQSL0NL5h dXdX0PsTYf0uYdZLNTkzESmrw5PV+mR1IrwHdtxv07iM3p+IqWkek3e4kzWJ KK3P26IxJVckIpDfVD7z5VJ6fyIyKiYEue0nNybCrEnT/mUqmZOELe3OBGwK IBslYVayTa6kH5mbBPHhDxc6b1hC709CgsVfrvVgOkcSTF9czK28T+f/P/28 w7mACSYvdf184O9W9Q8qdP28/FgbC+8CXT+Pe1/Ee56l6+f+2u82tkm6fm6Q bHl9bqCun/eKfpn5fq6un5f9J7i3dpSun+u72KepjZkHYWRY902Kb7p+3r23 3obRD3T9/EKkz476k7p+3qXgQs9vG3X9PHjMjVPr4nX9/MD5IPehbrp+Pua/ LW7nxuv6+f5Nrzq5mTCPwcrkllF33+n6OcSppzrd1PXzz1bezbcO6Pq5RWSv kKZVun6u5/xR8zZC18/3BH19P9xe189bnar92H0Y80Q8bPs67xGHeRIKBqrO Bj/4f/q5vqpsc4GunzuOvVspWanr53Xhj2a28dT1c6vcazL5KGZAOWBBTW8j sgrw7jV8R2itrp+fKG7aGXRO18/HBiT2slfr+vmWj+7yz1JdP28392reLH9d Px98O7fzOFt2PgNmptv1Lg9l53ZwyOjkfqYLO7fDLk3Qr4Gfdf183bO+N5be 0PXzcVvPdZae0PXzOeUW9pfSdf08urbzycpIdj4bd2Hszbdn57ORcEG4Z9cg dj4H/Qt85nX8revnPeyvbg+9p+vn3I9DTqw8ouvn7Vp3TivdoOvnbxbfOeAU z87t4Xjl6O/LUezcAXqeO2ZP9GfnDpjUJ2lXzhR2Pg/Bn4enLunBzufh1L7+ Y2f+1vXzb0mF0eVaXT8/bb3Fdeg9XT8/1M7zV7vDun5+y/zRce+tun6+6t9/ wPdP0/XzI3KRxETBznm4rkjrFhpKBg8PP2U+dJzBfp6H/Utu5ZkPI2t4aHfk +K7P3dh9Z/wsfPFpfKOun3d57eTXr0bXzy8/VPZYXaXr5z9GxT9bcFnXz5VP 7Wa5Htb186zfFUa89ey+C3rO7tXBLo3dd8EY62E+0UvYfVf4OJ9qPClm911x y9I3PM6d3XcFb/LPlvqs52tcEdn4oN+2oey+G+Jr52xu+Kvr55mtDpW0/E/X z9Pdm7ny07p+vjNy68Ld+3T9/AMnd352Fru/AIb/9fyzNYndX4DdtdxWk0PY /QWQjJx4y8GF3XdHwUjXQ6kj2H13DHDZG3rSiN13R2DWhfTs77p+3iW8Y5fr Nbp+/mp29xPrCnX93PTR4AzDDay/L4RTzbt6fSG7vxC3b7kL3Gey+4sgN1yb phzI7i/CjUGXljR3ZfcXwXto1dZJX3T93MixPNypWtfPP17yjd9YpOvnWVwT nmIr6+8e8BhuaD00nt33QGDt2VkZjuz+YoSYu94KtWP3F2NbyS+V9QB2fzH0 Dv2c+70nu78YIzybxg5uwe574ogyIPP0a10/P2sY+Hf+mf+nn3OrC4NyWH/3 hCCy8ryhlPV3Lzwpvfz3pgO77wWD/WWFAabsvheiG3MST3DYfS+EDgsqUnzX 9XPLy8PTcut1/VzpP9PLrELXz88H17TMLmH93RtGWnuTC5vZfR98igh1mChl 933w4e7R1Rud2X0fjD9k3itwFLvvgz5v7Bx7dmf3fZG/fn3MiG+6fq60+XDa sUzXz/9e4I8zzGf93RcXJONO7laz/s7H01ZOm4YqyFw+JMLmVjne7Pfx0fWW ZbbbRDKfj8BWcTY3+rPfz4etw8Ab037q+rlYM6f54itdP5/r2RR49AxZy0eN 9n25Kpv1ez9MVbxtbbuC9Xs/WN7ZmZ8WxPq9Hx6Wn9zt7sL6vR/srjy5XDaK 9Xs/CFtMyetuwr7vh7Ft6k5uMmbf90OyRXn5lvbs+35YMSHQnPeB9Xt/ZGdJ TfbfZv3eH3otb57ISGP93h+p8abZFwNYv/fH2pjLw6JsyCp/8Mc42Lz6wfq9 P9ZMPG+x7zHr9/7wsLzf5+ha1u/90VN/fweVH+v3AUg6HD2t03TW7wNgo9fd 2Kw9GQFwun1Az7WU9fsAtAnyaxOpZv0+AC1vV9WXR7J+H4Aqf4MWXCfW7wOw a83Ro6PakbUBeO8cfkRVzfp9INzapDROS2f9PhCGwpxhyc6s3wfCcejnZaHN 1Nv5gfjgvkTcopT1+0BU3PU67r2a9ftA8Cz3uHyJZf0+EG+H3Kg2GMX6fSAE 2lEfZnRk/T4IPTOmO2VoWb8PQtoy2NzMZ/0+CJs2f77YQc76fRDcKsuLV9qz fh+Ep2222Wa2IauDYCUvKCtoZP0+CJ3aXnPmnGP9Pgg9Ah061q9g/T4Y6vJt ozTjWL8Pxu1PWaqm79TbEYym4JzJ5U9Yvw/GnMj7Z2JXsX4fjIWrXk4yGcX6 fTCeX/7u+OA39XZNMO6IVhz3vkLWBkPgsSK9rYT1+xBUOY44bTCV9fsQRP19 P8FyNOv3ITh6+9Qbl86s34fgv4qCxm96ZFUIGh2ivWyfsH4fgvf9PAuzTrN+ H4LRLc0GDF7P+n0IHtVrA7cKyZxQjOQutRJNJ3ND8cpr94krNmSEIuY+Vo8y I/NDIbFNy5/2iPX7UBiptN8tL7N+H4o3P0XVkadZvw/FjYMHfHLYfIA2FC5e SfEup9j8QBg6FfY9a5rB5gfCMLuYl94xic0PhMG2ZeVyuYTND4SB8+XAF60f +34Y7M7nnneawr4fhlESLHW1ZN8PQ55m1o0Rf1i/D0PppsPfTOtYvw/HkD9S 3oczbH4gHNzEM+rRh9n8QDgWXrdSVKrZ/EA4JuSN04zdwOYHwhF5usve8GQ2 PxCOsUPz7xQsYPMD4fA/2HrH2Kns++EYMOH8gksG7PsRyHj5PKbnK9bvI/Di QcznHA3r9xG4+KGTbdFO1u8jsHynx9r9ItbvI6CcvqVyyxw2PxCBZ0Y7TTJ6 sfmBf+eC2Xk/a1i/j8Djiif9Wu5h/T4S/od6P+21ifX7SMQE8+XHAli/j8S3 equXO2ewfh8J/b6Dqqd0J6sicfjx2qJhH1i/j4TK4cTLn/Ws30diQMHD9Wf3 sX4fibl2ASbzMlm/j8Jn26CVvoms30fhCk9dZO9ERhSsbgq/Hp5O5keBu7xF dXUPNj8Qha9LmxqePGX9Pgoh2uonvU6wfh+F3W++DVyzmfX7KFQkBNmWBbJ+ H40ryowd74ezfh8Ni31bBy7px+YHotH2QM7kb79Zv4/GpptftwelsH4fjaj3 sT0He5PV0dDfaD9ZokfWROPbw/ajd1awfh8N0WZJ5OmHZE4MtF1u+M8+QubG YOOdqNE3NpARgx+fsn9/Xknmx6Bu58rKMg+yKgbF4sytNl3Y/EAMCi+oe9o8 od6vicHZMwV3lwWTtTF4bPn5890ubH5AgOanw01P3aWebyTA9l4RrdyWk7kC uMqaw4V2ZCsBHDz4nY3bkCHA3PPZ/m9OUK/nCRDp0E5osoz1fgE89m+qtfYk CwSom7ekRVVr1v8F2HZuzlmzm9TvMwUYv9Pz2NUkslqAwSmavOi+5AIBpprv r3n8gPq9RoDdq+rPlN8iVwgw9sudW0mFZK0Az+rHvfuRSW4UgKd4sfgDn8wR Yo2ssN7diGwkxP1i7/fze7L5ASEceneqXfmX+r6VEMtiApIWfSJDCJc75z0f HmXzA0KUtLvbHCVi8wNCTIvss975A/V8gRD6f4qU6gNklRAdVh2fsow5U4jP By66ZWaw+QEh8rM3nktQsvkB4b+/v1mpYPMEGiHa/TVsaOPD5geE+DCpppXD FDY/IITH+I1XuvciNwohF603af7F5gdESH7ofqz6B5sfEOFrqtvxpno2PyBC 4s2czJ9n2fyACCfHeW6+X8DmB0Q4vnKhQD+KzQ+IcHhcbk2fUWS+CHFJN/cX svkCgQgGPaM+72lNVonwtO2SR68NyJkiVDaOf7npFc0TqEXIuTjcfcN5csG/ n8+ITjmYT9aIcOxo39sDc8gVIqxRVW/pb0/WivCyd0z4jQHkRhHOl1Tum9aF zInFDFGBW8wVNj8QC8dvv68Hi9n8QCy8v71IPMTmDaxiIRR4JzlMYvMDsViQ 2kI8oxWZF4u/cxXmmodsfiAWWRrjkt9ZbH4gFrusR+RfD2fzA7EIvlJUY2TG 5gdisTPuT9aFWur36lhsXlO1OOoKuSAW5sfGHNRkkjWxaJzRbeUEIbkiFt/0 rlTlO7H5gVhMTK4tHm3I5gdiUX2sPPHiXer3nDgM1SpftUwnG8XBrU/N8i1+ ZG4cIlSDv/r9pD5vFYdL6T7W2TVkxMG/RZuh/+0j8+LwtIXib7ofmR+H3VmF C2K7kwVxuMHdfmzlKur3qjgY7+/EzY4kZ8bBLD+pu6gTWR2H80uzOh3Kp55f EAcX11nVEWPJmjiUurqOHTCcXBGHe6urTS9doL6vjcPnkGLRswXkxjiMfbXd 7qOIzBHj4y2LPa29yEZi1J4d4DvekMwVoyTK+XXOKZoHsBLj1oaAiI5BZIgx fJ/HuzprNj8gRmbH+uv3urD5ATFWGzQqR15h8wNi3P01frbSi80PiLF/zwC1 o5DND4jxuLl9+c4ksloMvU8v+/w3j1wgxtdgx08JNmTNv/Pmg1mDf9I8QYUY Abnr2tudIWvF6NLR2Hwjj9woRuK792/mjSVzJDAfnNKjmM0jGEkQITYQvr5G 8wRcCTL31g04u5lsJcHfX3VtXB3JkOB0fK1zSjsyTwLh8OWFFY00T8CX4GnF qpzn9WSBBOkXU5SlevTzKgnSJpV7l+2l80wJks45t+m9mayWYPWI/5wHKMkF Euwuds7dMo+skSBm9bpA49nkCgmCVt/9sfs5zRdoJejYbNFnwjFy4/98/2lq 23QyJx7pFivCi9zJ/9PP+9l3i3Umc+MRlr02p3QQ2SoeqmetAsM6kBGPK+Zz xq0/T/MHvHiYzt0RoS8h8+PRPDqpoTqELIjHhS4DZ26aRlbFY53V2BWyYeTM eHRKq3GSPaX5AvU/vxb5399ILojH5dTKxm2DyJp4WK465zzQnFwRD71p9vMr y9n8QDwKjU76z08jN8ZD65QSNdGNzEnAnFfpbwRP2fxAAuxl8eM9L7H5gX/n j5YWnrrB5gf+nR8/daS1gs0PJED8uZPP5H5kXgKi9q8Kq3zH5gcSUFVcuPbE WTY/kIAWIxdLpoay+YEELE14O9Y6hM0PJGDAkvpAHyc2P5AAM/3k26e7kwsS oPYaWmLyls0PJKDnJwO/yiI2P5CAvw0tlnN92PxAAsJODpz/yZrNDyTgZp2v TV1bMkeK6F2GblPusfkBKfr4/34cms/mB6SYY3QccWI2PyDFk+r5JdensfkB KfSSnWJvzyfzpHj+12pRXw8yX4qX0/XTX+qRBVIYNnTivW6k+QKVFD0ueg5q KiVnSnGq5YntC7aQ1VIM9vCzix1PLpBi3dd6ruMUskaKh1e3HX3N5hMqpOBO C4t7f56sleKdJDCyYh25UQp77fdOZn3IHBn25HtKl7QgG8nwPUi+Z8c7mk/g ypDgFdFv2HuylQxrLNYa9/lDhgxmvTMW2RaReTJcCPh222o6mS9D2tl8a19n skCGA5rIgaZRZJUMor/T9GQh5EwZrjQVd7TzI6tlePI25odBE81DFMgg1Gud t+wBWSNDWWjA0IwaNj8hQztJxZ60U2x+QoaUc7nSit3kRhm+9s9af+YMmSOH cIe17WM12UiOvImGYQ92krly3OsYmx17gWwlx86qecbaIWTI0WzR72WwBZkn hyxzxQ1hAc1j8OW4xVPc/sgjC+Rw1J7Y2383zVeo5FCFhdZ23ErOlKN6zYP2 U1eT1XJM1HZ1dCkiF8hxMvVCBd+arJFj4fvD+5N7kCvkmHOlw58jNmStHKYt hq6e/5fmLRrluFB9N7WnhsxRoEWJZPDvjWQjBSbcH9dmKpvn4Cpgwr3QeG0i 2UoBranj5examr+AAssf1n5tYOYpYFV97c/n02S+AiOrl/VIvUoWKNDNx6bh 6w2ySoEdzpU3fE+SMxUYwq34LbtIVivQuvf1SKuV5AIF0msb+661JWsU4O7z 6DyokuYtKhTo1O/dyFX+ZK0CQ6uKPZyGkxsV2DDeIMu+mM1PKDEntc30V45s fkKJH+bduDm2bH5CiR4Gkb8uD2XzE0osrs50W7OF5hmgRNIUy7vB1mSeEgc/ vH1XOJnNTygR9HNcTH0DzScIlBD/cNraTp/NTygx70b5knWZdJ6phF9IuPi5 N5ufUGJQ3v2vy7+w+QElbnV7t/bOHrLm399nfy5k0BByhRI+n9IsWnDJWiWK bnearr5H8wSNSpgFCIz1I8icRDzItJ5zwIRslAgry0k2o+vY/EAiHq8s+946 j80PJGK5eFZMzUoyEpGfF7jQ0pHMS8S+0abv7M+y+YFEJDwXhR+dQxYkwm/l iV4DO7D5gUQ85Rr7y+vY/EAi7r8017/ci6xOxFGTadOfF9K8QEEidiYczlB9 p3kATSKcKk5uyL7B5gcS8f5nZFHNcjY/kIhrXOO/fjPZ/EAiZkmumsYPI3OS UD8jbcFRA7JREjrf67Pn4SWaJ+AmoUtVRPfBJmSrJOzv/Muy6jEZSThtcJFb JWfzCP/ffv7VqEfIG62un4fYcoOWX9X18/TH0xt5O3X9vObg0A7Ny3X9fHqy LedeiK6fTyuZk6qerevnexR3UrdZ6Pp5oEth8noDXT9vx+2csOuNbv985tt3 n42u6fr59tO9l3zcrevnKU9ShkXIdf18+rO3Q+646fp59OFEzkMrXT9vse+Q it9a18+7PTJ88+YF69WjwbVcM37gOd3+uWDDnPsBabp+/rLNjc/3gnX9PDuq 86ddU3X9fLp3tyzv3rp+ji2CTa5fWb+2gdHNX5uNypknYHKHpU35B3X75+5G T14ayHX756lXF5g4zv9/+vlgu1XefXX9PO7kgBNfP7A+PRVpx458vML2yzm2 uLZGmPEsTbd/PqP499m2wbr985H2kuMlw3T93GT6riEZ7XX9POVV34POL1h/ no7AZ7keZadZn56OjOYPY2btZOczsLnm4wQXuW7/XJQ7J+65n27/fBq/Zup9 O93++Y0R8yaXmOn6uZHZoldTP7O+PBNvew77NqGW9edZsHveZPa9kJ3PQmqB Vem9NN3++a1towKOB+r2z/uF79xoaavbP7fsNmPBjK66fl6d1WvK8wbWh+di bPWUuiOlrCfPRcgPv32Dd7Jze9x4Zbu1IUm3f/6medz+VLFu/3zQlSXT14bp 9s8LxU3ncqbp9s/TT7qvsOih2z8vn5yVMuMb67vz0eOxz6i9/7dHz0ffbUc7 mN5k5464frfk6K8cdu4I5dgFxpNS2bkT+ia5NjySsnMnHLiYrc8J1e2fx5hP joWLbv98sdPrH7bDdPvn1mvePxrVUbd//r33tMPr2T44xxl3O+7JOXuT9V9n 8ATh7WwKWf91xpPAqGd1eawfO6O0Z+cRPbez+y7ImRCFgBR23wW2Lv2nOAXr 9s890PHIVh/d/nlOSfdl/f5vf3bFxP2Rfeqn6/bPW4qzts7k6vbPj1/7E6Fp r9s/v9Cz3aqG96wfu6FD6JihP8+xfuyG4Z8iYzOOsH7shorxUS4XElh/dkPy 13MdgwLY/QVoP+rBb78Fuv3zyQX4UjNBt3/+ZVnXHu/76fbPBcUc06w2uv3z d/V/DSqfsH7sjmV25u3ML7B+7A73vtXTHA6wfuyObxUDxYbLWD9eiE9fJow7 6sHuL8SrzR1Vrja6/fOZm5zNcrvo9s+Th1ft3vWc9eNFiPd5+7PHRdaPFyGt /OxI0wLWjxdhY/+ENj/TWT9ehD7b4/K5Uey+B6rETm0rHdl9D5gemCr5NEq3 f940tdW6pwa6/fPj8RVDw5+w/rsY8keGtRPusX68GA2Oq3d2O8b68WLcyI7R b3OA9ePFWHpu8cqIdHbfEwN6PFvQKGH3PeGb0rX72dnsviesU/9ODrPQ7Z// GNYn6Jmebv/874eOtwdUs17shTET3hz8sp/1YS+0zjuzO2EF689eGF6wsGRa IuvP3vCwvX58oT+7740Mfq35MrYfrvLGqEWLzq+30e2fm7UJtDbvqts/D3o2 TvvyM+vFPoiud69ecYP1YR+8/THbRLGf9WAfXHrmtdwyjfVnX6z79dO0IoLd 98WYA7t3xtuy+77YeDfM+FI/3f551fB0V3kX3f65B6fi2OaHrB/zUWlul7d1 G+vHfNStv5Rv5s76MR9JCyImDTJl/ZgP5x7vLnaoYf2Yjw+Zx0T8AtaP+chx L2zdzPa9tXzMa3o9bFBX1o/9YP/t5Sbf99R3uX7oEupkOnY/2//2Q9Ux1az4 ZNaP/RDn5efzhO13q/zQQTW2VK3P+rEfMp8s62vyh/qv5t/50bub7r1k+99+ +GQ3pqHpHOvH/kjzHBc6LIf1Y3/0e2JgvtKd9WN/nOTsqzs9lO1/+6M+/bCd 4x/Wj/3x/MF8eco51o/9YTv7ZNeaHNaP/bEmZG8va2fWj/3R90ef7/f7s34c gNodls8O/WL9OAAbjB3DJl1g/TgAPQ/m7+gqZf34388f4ya9WMT6cQCOqIYt mG3O+nEAKpbIf3RvS9YEIFiya47/JdaPAxBh1fHv63WsHwdCtnO+3xse68eB qIgwKPHqxva/A2HWM+b+9lLWjwOhaCWYN34568eB2BtgdtjfmfXjQHT8zvG0 tGH734HYvbjJP/8L68eBGNFlvceDCtaPg7C7WX3iUA7rx0Hwelkz6UwY68dB eDnoWku/iawfByH4S8vQqvasHwehbtSGkhk3WT8Owvbiqy12HWP9OAgtTvZS Vi5h/TgI+feOrwlxYv04GNmK/dd+tGT9OBhhFkF6QWWs3wZjyoukqZ4nWb8N hmSwtirYn/XbYNhWnuAOMWT9Nhh7Ck6FXX/E+mkwHBJiO97NZf00GKGXhSeP u7N+GoJLhccU37is34agd635g53GrN+GwGXSyN7dP7N+GoIB+TvEfmwfWxWC TTubzH+Vsn4agnaPTP+Y/9/96xBUWaaJ9wvZ/nUIlEvqLLrx2P51KDp4f03M N2X9NhRT9m7TWpmwfhuKm8O/Oxb+Yf00FAXa4OV5p1k/DcWl+WeG2uSy/etQ dJfZluptZvvXoZh4OeJxykrWb0PBG26/Z3Y667dhcJi5LigrhPXbMKxqdcmv jO1jIwxrjO02p81n3w9DWdL38tk27PthCNy9xW8D289Wh6H2vabwph77fhhG 9Uj90PUe67dhWLn8e5HVKdZvw/HzYvOoJZtZvw2HT7aja8NK1m/DMbfrysGt ZKzfhsN1Q91HaRTrt+E4lXZke/Ji1o/DUdIw80uzFevH4VCoLydl9mLfD0fy 0tCXsres30bAdKDgc8NV1m8jsCp47VDf3azfRkD6qff3rGVs/zsCg2Y6Dhu+ iO1/R2CS5e2sniNZP46A571MC8dWrB9HoMTfbMrGdOq52giMOzknO2gomRMJ wel3044bkbmRuNIts3fpcdZvI/Gz+cWL9ATWbyORXFrurDRl/TYSw42Ki3ve px6rjsSoQZ9d+p1m/TYST+0qrRsXsX4biR3V196kDWf9Ngoxa141ZrVj+99R CLYMvLjpMOuzUXh658jbtI1kfhRuJH98OHgO2/+OQkn+x0d2z9n+dRSuTAgw 2pzO9q+j8GTk4EMzFrP97yiMWXF0u+Mvtn8djTeqmzOCNpG50ThiNW1Wl0Qy ohGYsmPQITsyPxrh3zwn/a2ivqqKxoGD7nOiDpHV0XDqs+Y7z5v13WjYDTpS 0sOC9dxoVH3Y+0J/KOu3Mbh0bMLBZtZnuTGwNPLvNuA567MxOGxhdifnHuux MfC5r3D0Psj2t2PQzn7jUetAsjoGP9dtn+EznqyJwf3IgfuO3mA9NQaty4XW D1l/5Qhgt73XzCMzyEYC8EZI0utZT+UKUOmvcfx6jvVTAXKm9nzxYRnrpwKM mV+TedCW9VMBgscJlOXGrJ8K0GbrjOhjH9n+tQDX7s8cKshl+9cCdN+3K369 kO1fC2DQelCwy3DWTwVYWOq3seAe278W4Ayv2b8oi+1fC9BOcuh3fBrbvxag InWWb3gM278W4FZxgPkJHtu/FuDw9T+Xfw1g+9dCGJwLGv2mhvqlkRAh6w60 ltaRuf/Ow+dXHbpAthLiomVtUe4JMoR4Iy838Jay/WshjmZVXy2ZxPqpEIOz E/Kus/4pEMIyaGxai1SySgjps0kFxcvJmUL0Oncw8FsU66dC3Ggz82aYN+un Qug5XX0f4876qRDr9foqqieyfiqEjfqa6/perJ8Kce6/uf+lf6Ue2ijEA+vN JZvqWD8VodOkJ5KQx6yfinB3c/fcd5dYPxXBf1FRWXMu278WwUaZOL56M9u/ FqGhaursSne2fy1CF98hu436sf1rEbyMj9wua8X2r0VYk3hzNK+JeqpKhOiw Xe85n9n+tQgHXi/rKLrN9q9FWJV/LS7xMNu/FmHo4kcmHbLZ/rUI83eMTO6a xvavRehdarBbMJusFeHGqEMxvgPJjSIsPCSL2tKFzIlFZew3r+m7qNcaxeJS qOvkpSZkbiyiS7f4lrYhW8Xi8OrQhHeHqdciFsr9f/e6zSfzYrG23bn5y1uR +bFIrehQX7uJeqwgFh67TK9a2JJVsXiXfUFUUkq9NTMWrZ3rbBzsyep/tloc 17E/uSAWat+uNvkXWD+NhffgYp+oVHJFLB68NBpwhUfWxmKE4frKpHrWT2OR wMsL6JbI+mkcZp3jrS1ty/ppHMZm3E/0KGX9NA4u84ZYWHVi/TQOLZpbDpNU sP3rODh3/NO7cxLbv47DvA33Tt9tyfppHFYFjGx/L5PtX8ehY8JT/Z3t2f51 HO75nv/i95L1wzjsWTZ2xZoNZPW/3z88xGQz640FcTjVsD383D3WD+NQxZm+ vVUl64f/zrd1etAgJGvjEB5jG7zdhNwYh4Y+Hm+dhpE5YqTN1/S2YOdGYgSk DdSmVFFf5Iph8cDA7GYi2UqMF4fLs45MIEOMuJgAj+Fs35knxt7sty2z3lJP 5IuxJHq9x5dDZIEY4x2MYhzmkVVi/HqV/NPNjZwphtrO3WwC23dWi1Hz/CLf cRi54N/f1/61YWFPskaMHkO6Xh6rpb5YIcaRzN9juPvJWjGmmn3Q57mQG8Vo dMlRH51I5kgw1XD1wDedyEYS7F7evjCphvoiV4J1x7ipguNkKwkuPlfmPosj QwKxfYeSiTZkngRXXU+03GJG5kugKQ7bvKMjWSCBVf//xmSaklUS8Md0bvOc 9ctMCc6daO78u4ys/ufUfI92peQCCVxH8OwUWWSNBLODxpVrM8gVErzwMz1l P4mslaBtjG/jUUNyowQVoad6iB5Sf+TEo4yXV/RVQTaKxz5udcxfXzI3Hj9c izZ0NiRb/fv5vpvR9hX1RsSjwly89EUMmRePo7uf/qpj/ZEfjyhBSviwR6wf xmN4cfgc8TbWD+NhFdypqLWY9cN4tEyz7+rVjvXDeDi4tkuespX1w3i0Xjx5 96lX1OM08Tgb+u24g5ZcEY+xaSdXmvmTtfGw/nt43aVG6mmN8Qg9qZDH7iBz ErDy9Y5WO3+zfpaA8e+CuvarYv0sAUu7lBTOqWX9LAHXo97wZwWTkYAf11c/ H17F+tk/72vR1iqZ9bMEyCOtq3+MY/0sAbHSww4Ge9j+cQLOFSQPvrqR7R8n YF2e6vHNCLZ/nADEzZsXpk8uSMDgzk/aBJ9k+8cJ2L7jcuxUF7Z/nIA50vnz TXOpT2kTsOd833SpL7kxATW21q369CNzpCh+G8UrKWP7t1IUztG+dskgc6XI szjv/3QC2UqK8qYzgY9esP1bKcZfeVp68zXbv5XC9NX3z5N/sf1bKcY+uHto ppTt30pxsDLj11wPtn8rxZbLnsqyyWz/VooLo8xWbzNj+7dSXBVtyQi+Q32r QPrv/w+/On6rhu3fStFw1H4Rdxnbv5XiKRcxCRK2fyuFzforJ647sn4mRZ+V Szxvt2f9TAYs7hPc+Jvt38oQ292u/sRb1s9kmFfyavDM56yfyfDsev6BY69Z P5Nhab8lxe4XWT+TYcTne/59/cl8GRKyW8k6eJMFMmxuXeXzgp2rZDi4+UXB kUXkTBm23L+/YdcsslqGV+FZ2j8fqbcVyHBA8meV4AlZI0PpiE9dfjwlV8jw oHjcxq/XyVoZ0gJmvr9QTG6UoWWLxo/65WSOHF+vl341OU42kqPdnm4tj50h c+XoYWz76PNdspUc68e0N7SQsP1jORI6KZYUS9n+sRx1ps4eI4eyfvjPJb2H JbE+KPj3+07yHtc10D6xSo55vhIfQQU5U46GKGWI/lG2fyxH5Wnnn55atn8s x6kvadlVo8kaOY6OO9/CqYH6YoUc18fFtXrShs61cnTc1XTpVgadN/77+21u 5nwbROYo4PijbNfC16wfKrA4aMTyWtYjuQqE59wy3RdEtlLgxN1pPf7eY/1Q gSA7Xmmvm2SeAuZhvolrV5P5CjwcGhXQbR1ZoECd/kHvxhVklQLTb3a72NaV nKlAeb2le08/slqBBEPTs2IjcoECNR9lTWdO0P6zRgGb2nXCPyPJFQpk+wi7 22+gfWitAo/tzWLyJ5Mb//2+nBFKw1Tah+Yo4eTxKEn/G+07GylR76hXVPuA zFWioXL9+jOXyVZKjG1+8PhVCzKUeNMwPCZy3XJ6vxKz83nvlmeS+Ur0mPdx dkEbskCJvasNR0mGkFVKJKUv/9m8lPanM5Vo7/9hTd/xZLUSNzSHR/bMoX3n AiXKxpUHbflL+84aJVzbPz1ZKiBXKDHR9KT922lkrRLDD99b8vJOCr1fifKp 4XomlmROIhpNVvarfZBM7//nuSuT92eQuYkwXHG2MDCGbJWIUx5vR62eQUYi glvkbSluVtH7E5H21lrtM4PMT4Tlnvl7i/Yn0fsTsaRu/8QXZmRVIrrFnF6w 60oivT8Ri/n8n1+1Snp/IoyCT/bu5a2g9yfipG27KnmInN7/7+frpk241SSj 9/87X/W2LGg1WZuIPM65TWu6kxsT8et+3KsD1VJ6fxJ2bb//7LOEbJSE5kX7 5w1sTKD3J+FIt2d130zJVknITGxlMfYZGUnoqFy1YFdIgu3/AYBERxE= "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {RGBColor[1, 0.5, 0.5], Opacity[0.2], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwl10OwIAoSBMA3tm3btm3btm3btm3btm1+jG393NhDnutU0V2JGneo3D5w QEBAIP4NEhDwjOe84CWveM0b3vKO93zgI5/4zBe+8o3v/OAnv/jNHwKCyiEw QQhKMIITgpCEIjRhCEs4whOBiEQiMlGISjSiE4OYxCI2cYhLPOKTgIQkIjFJ SEoykpOClKQiNWlISzrSk4GMZCIzWchKNrKTg5zkIjd5yEs+8lOAghSiMEUo SjGKU4KSlKI0ZShLOcpTgYpUojJVqEo1qlODmtSiNnWoSz3q04CGNKIxTWhK M5rTgpa0ojVtaEs72tOBjnSiM13oSje604Oe9KI3fehLP/ozgIEMYjBDGMow hjOCkYxiNGMYyzjGM4GJTGIyU5jKNKYzg5nMYjZzmMs85rOAhSxiMUtYyjKW s4KVrGI1a1jLOtazgY1sYjNb2Mo2trODnexiN3vYyz72c4CDHOIwRzjKMY5z gpOc4jRnOMs5znOBi1ziMle4yjWuc4Ob3OI2d7jLPe7zgIc84jFPeMpf/M0/ /MsznvOCl7ziNW94yzve84GPfOIzX/jKN77zg5/84jd/CAim/wQmCEEJRnBC EJJQhCYMYQlHeCIQkUhEJgpRiUZ0YhCTWMQmDnGJR3wSkJBEJCYJSUlGclKQ klSkJg1pSUd6MpCRTGQmC1nJRnZykJNc5CYPeclHfgpQkEIUpghFKUZxSlCS UpSmDGUpR3kqUJFKVKYKValGdWpQk1rUpg51qUd9GtCQRjSmCU1pRnNa0JJW tKYNbWlHezrQkU50pgtd6UZ3etCTXvSmD33pR38GMJBBDGYIQxnGcEYwklGM ZgxjGcd4JjCRSUxmClOZxnRmMJNZzGYOc5nHfBawkEUsZglLWcZyVrCSVaxm DWtZx3o2sJFNbGYLW9nGdnawk13sZg972cd+DnCQQxzmCEc5xnFOcJJTnOYM ZznHeS5wkUtc5gpXucZ1bnCTW9zmDneD/f+m/8Pf/MVTnvCYRzzkAfe5x13u cJtb3OQG17nGVa5wmUtc5ALnOcdZznCaU5zkBMc5xlGOcJhDHOQA+9nHXvaw m13sZAfb2cZWtrCZTWxkA+tZx1rWsJpVrGQFy1nGUpawmEUsZAHzmcdc5jCb WcxkBtOZxlSmMJlJTGQC4xnHWMYwmlGMZATDGcZQhjCYQQxkAP3pR1/60Jte 9KQH3elGV7rQmU50pAPtaUdb2tCaVrSkBc1pRlOa0JhGNKQB9alHXepQm1rU pAbVqUZVqlCZSlSkAuUpR1nKUJpSlKQExSlGUYpQmEIUpAD5yUde8pCbXOQk B9nJRlaykJlMZCQD6UlHWtKQmlSkJAXJSUZSkpCYRCQkAfGJR1ziEJtYxCQG 0YlGVKIQmUhEJALhCUdYwhCaUIQkBMEJRlCCEJhABPDHA/6bX/zkB9/5xle+ 8JlPfOQD73nHW97wmle85AXPeca//MPf/MVTnvCYRzzkAfe5x13ucJtb3OQG 17nGVa5wmUtc5ALnOcdZznCaU5zkBMc5xlGOcJhDHOQA+9nHXvawm13sZAfb 2cZWtrCZTWxkA+tZx1rWsJpVrGQFy1nGUpawmEUsZAHzmcdc5jCbWcxkBtOZ xlSmMJlJTGQC4xnHWMYwmlGMZATDGcZQhjCYQQxkAP3pR1/60Jte9KQH3elG V7rQmU50pAP/G3HtaEsbWtOKlrSgOc1oShMa04iGNKA+9ahLHWpTi5rUoDrV qEoVKlOJilSgPOUoSxlKU4qSlKA4xShKEQpTiIIUID/5yEsecpOLnOQgO9nI ShYyk4mMZCA96UhLGlKTipSkIDnJSEoSEpOIhCQgPvGISxxiE4uYxCA60YhK FCITiYhEIDzhCEsYQhOKkIQgOMEIShACE4gA/hjfv/nFT37wnW985Quf+cR/ vk74QA== "]]]}, {}, {}}, {{}, {}, {}, {RGBColor[1, 0, 0], PointSize[0.006944444444444445], AbsoluteThickness[ 1.6], LineBox[CompressedData[" 1:eJwl1dOWGAgQBNBMbNu2bds2J+bEtm3btm3btu01sjdnH271F1R1ssCg6p0C ggUL9l38vMEJQUhCEZowhCUc4YlARCIRmShEJRrRiUFMYhGbOMQlHvFJQEIS kZgkJCUZyUlBSlKRmjSkJR3pyUBGMpGZLGQlG9nJQU5ykZs85CUf+SlAQQpR mCIUpRjFKUFJSlGaMpSlHOWpQEUqUZkqVKUa1alBTWpRmzrUpR71aUBDGtGY JjSlGYE0pwUtaUVr2tCWdrSnAx3pRBCd6UJXutGdHvSkF73pQ1/60Z8BDGQQ gxnCUIYxnBGMZBSjGcNYxjGeCUxkEpOZwlSmMZ0ZzGQWs5nDXOYxnwUsZBGL WcJSlrGcFaxkFatZw1rWsZ4NbGQTm9nCVraxnR3sZBe72cNe9rGfAxzkEIc5 wlGOcZwTnOQUpznDWc5xngtc5BKXucJVrnGdG9zkFre5w13ucZ8HPOQRj3nC U57xnBe85BWvecNb3vGeD3zkE5/5wle+8Z1f+JXf+J0/+JO/+Jt/+Jcf/Cx/ AMEJQUhCEZowhCUc4YlARCIRmShEJRrRiUFMYhGbOMQlHvFJQEISkZgkJCUZ yUlBSlKRmjSkJR3pyUBGMpGZLGQlG9nJQU5ykZs85CUf+SlAQQpRmCIUpRjF KUFJSlGaMpSlHOWpQEUqUZkqVKUa1alBTWpRmzrUpR71aUBDGtGYJjSlGYE0 pwUtaUVr2tCWdrSnAx35Od5BdKYLXelGd3rQk170pg996Ud/BjCQQQxmCEMZ xnBGMJJRjGYMYxnHeCYwkUlMZgpTmcZ0ZjCTWcxmDnOZx3wWsJBFLGYJS1nG clawklWsZg1rWcd6NrCRTWxmC1vZxnZ2sJNd7GYPe9nHfg5wkEMc5ghHOcZx TnCSU5zmDGc5x3kucJFLXOYKV7nGdW5wk1vc5g53ucd9HvCQRzzmCU95xnNe 8JJXvOYNb3nHez7wkU985gtf+Rbw/z//Dz189+A= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], LineBox[CompressedData[" 1:eJwV00NgGAgARcG0qW3btm3bRmqltm3btm3btt21as8e5t3+8ScP6lwjOERA QMBbecd7PvCRT3zmC1/5xnd+/D8IGRAQgpAEEorQhCEs4QhPBCISichEISrR iE4MYhKL2MQhLvGITwISkojEJCEpyUhOClKSitSkIS3pSE8GMpKJzGQhK9nI Tg5ykovc5CEv+chPAQpSiMIUoSjFKE4JSlKK0pShLOUoTwUqUonKVKEq1ahO DWpSi9rUoS71qE8DGtKIxjShKc1oThAtaEkrWtOGtrSjPR3oSCeC6UwXutKN 7vSgJ73oTR/60o/+DGAggxjMEIYyjOGMYCSjGM0YxjKO8UxgIpOYzBSmMo3p zGAms5jNHOYyj/ksYCGLWMwSlrKM5axgJatYzRrWso71bGAjm9jMFrayje3s YCe72M0e9rKP/RzgIIc4zBGOcozjnOAkpzjNGc5yjvNc4CKXuMwVrnKN69zg Jre4zR3uco/7POAhj3jME57yjOe84CWveM0bfuFXfuN3/uBP/uJv/uFf/uMt 73jPBz7yic984Svf+M4PAgL9n5AEEorQhCEs4QhPBCISichEISrRiE4MYhKL 2MQhLvGITwISkojEJCEpyUhOClKSitSkIS3pSE8GMpKJzGQhK9nITg5ykovc 5CEv+chPAQpSiMIUoSjFKE4JSlKK0pShLOUoTwUqUonKVKEq1ahODWpSi9rU oS71qE8DGtKIxjShKc1oThAtaEkrWtOGtrSjPR3oSCeC6UwXutKN7vSgJ73o TR/60o/+DGAggxjMEIYyjOGMYCSjGM0YxjKO8UxgIpOYzBSmMo3pzGAms5jN HOYyj/ksYCGLWMwSlrKM5axgJatYzRrWso71bGAjm9jMFrayje3sYCe72M0e 9rKP/RzgIIc4zBGOcozjnOAkpzjNGc5yjvNc4CKXuMwVrnKN69zgJre4zR3u co/7POAhj3jME57yjOe84CWveM0bfgJEevtB "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], LineBox[CompressedData[" 1:eJwN09OCHAgAAMFJsrFt27ZtbWzbtm3btm3b5pmxzXqo/oNO3rxLcOcQgUDg rTwKFQg85glPecZzXvCSV7zmDW95x3s+8JFPfOYLX/nGd34QCAoEQhCSUAQR mjCEJRzhiUBEIhGZKEQlGtGJQUxiEZs4xCUe8UlAQhKRmCQkJRnJSUFKUpGa NKQlHenJQEYykZksZCUb2clBTnKRmzzkJR/5KUBBClGYIhSlGMUpQUlKUZoy lKUc5alARSpRmSpUpRrVCaYGNalFbepQl3rUpwENaURjmtCUZjSnBS1pRWva 0JZ2tKcDHelEZ7rQlW50pwc96UVv+tCXfvRnAAMZxGCGMJRhDGcEIxnFaMYw lnGMZwITmcRkpjCVaUxnBjOZxWzmMJd5zGcBC1nEYpawlGUsZwUrWcVq1rCW daxnAxvZxGa2sJVtbGcHO9nFbvawl33s5wAHOcRhjnCUYxznBCc5xWnOcJZz nOcCF7nEZa5wlWtc5wY3ucVt7nCXe9znAQ/5hV/5jd/5gz/5i7/5h3/5j/95 xGOe8JRnPOcFL3nFa97wlne85wMf+cRnvvCVb3znB4HQ/ickoQgiNGEISzjC E4GIRCIyUYhKNKITg5jEIjZxiEs84pOAhCQiMUlISjKSk4KUpCI1aUhLOtKT gYxkIjNZyEo2spODnOQiN3nISz7yU4CCFKIwRShKMYpTgpKUojRlKEs5ylOB ilSiMlWoSjWqE0wNalKL2tShLvWoTwMa0ojGNKEpzWhOC1rSita0oS3taE8H OtKJznShK93oTg960ove9KEv/ejPAAYyiMEMYSjDGM4IRjKK0YxhLOMYzwQm MonJTGEq05jODGYyi9nMYS7zmM8CFrKIxSxhKctYzgpWsorVrGEt61jPBjay ic1sYSvb2M4OdrKL3exhL/vYzwEOcojDHOEoxzjOCU5yitOc4SznOM8FLnKJ y1zhKte4zg1ucovb3OEu97jPAx7yE5xS/6E= "]]}}}], {}, {}, {{}, {}}}, {{}, {{}, {}, {RGBColor[0.5, 0, 0.5], PointSize[0.011111111111111112`], AbsoluteThickness[1.6], LineBox[CompressedData[" 1:eJw113lUzPv/B/Cxd61jlyVTlmuXKKTlWZEITUm0qGnfa1pmqZmmkfWqqJCl xVyUshYhCqPFtcWQpcUy9l2F6Irr1/f8Xu/+mfM4z3nO8/M6Z86ck75PpJN/ Zw6H09qJw/nf6///NVv+/6uWXjkQjHnv+ujZE7IOGjRXTO9VM3OR0SV68+sC 5kGYXnLPcFAK8zDcr2ob7B7JPBLGH1v1y52YecjP/2U224TZAK7DXBxu6DKP xd4u7layX4/J42FalNBu85R5Airr5geMr2aehLE7l4QYFDJPwURH2+bZqczT wM1r0wZEMRvC0sVy3PEVzDPQybRXPteU2QhuY32WJOsxz8TLu56dRndhnoWr zw2PXX/9iGyMimMjzdJvMJtguq1se2Qx82wscDunCshkngPzCR6LxTLmuTgQ +D0+V8BsirLZs0c+WcA8D/d7Nw6dM5nZDNqc0ysLuczmeHe7uNro20OyBa4c vWJ/t5HZEmqrXndTLzEDi3bm2HkdJCuBR7lnttmlstwKD0fl7V0Uw3IrSLOr XXxcWW6N8uUp+zMsWW6NnBFKYcM4lttghOu8grm9WW4D0YdQ46LPjZTPR9To 2s4W9WTlfBRuW9D+7CLLF+Cd4eE/9uazfAFOD/w9LDqV5ba4IHMY5BHLcltI zp1/5eHO8oUo1VfIYq1ZvhDSzw/O75vIcjtsth+3+zWX5XYIHVbbZt3WQPki mHC8r5Q8ISsXQeHs/cXsH5Yvhicnzr/xGMsXY6PEq2daJsvtsTrvcY2bguX2 mPrwTta8AJYvgX/VJIHRMpYvwSv7190tTVi+FIIdI+TeeixfiouvPxze3Z3l y5Cfk5H0+lM95cvw7yCXD4sfkDkOkOZm3Ku8yHIHBIafmuRUwHI+Fmw0r2tN I4OPrSfLrh2LY+/nQxV655Pch6zmY/014xkCe9Z3xE/5YcWqWazviIjinlX+ o1jfEZ11zD5t7M76jjiTNPfdhaY66jthl6hvXs96MpzQLH7QK7SCrHTCNoeK XtrDZLUTTN/3yQjewfrL8cauZ0qPRNZfDrfQYa/PBrH+cmQsOpSmdGL95XC/ aC12N2N9ZzQniNYvHs/6zjjy89XhpVzWd8bR4CUP/H48oL4zLuwJbd36gsxZ geH/Df968yYZK7As2eqS/lmycgVmltxfvGk/66/AmxXPFJ23sL4LtIVy+zQp 67uAM/tm7gxf1nfB+Yp+ga+Wsr4LvK03Zxybw/orYXMjs9/mMay/Erp/5d6Q 9mX9lR3fv+Gl8f/ep/5KHLHert76gsxZBfvgA3fP3CJjFXL//fLs8zmychXq c+Y1IJ/1V0FUZlP4dzrru+I/vxcWgxNY3xVq+26bs4JY3xXpxTlxs5xZ3xUH 3Up+PrFkfTfEJnp1zp3M+m7IulAVFzGU9d3wtK+uk2MX1neDRbEq3rbpHvXd 0Wxw/NnSRjLcsaPfwbjAf8hKd3ja/Ji27SRZ7Q67nImfNXtZ3wN+napP8FJY 3wPj7UMFSVLW98A1y2vvWv1Y3wPnlblWMkfWX41BipPOAyxYfzUGBD8fWDaJ 9Vfj/PihkaKhrL8aYmtbF6uurO8JlVZ8Vq/lLvU94Vl8flOfx2SlJxyem5f0 uU5We8JjyMQpo0vJHC9kLLuotcpjfS/ovF5WIcpgfS/Urpt16Vwi63uhU8/G Gm446wuQs6msTuJG5glw3Xj1naaF7PME+Oyx4rDUmCwQ4I7TQucBY9jnC1AT 9OJ8OZesEmCs9n2d5L9a2hNg6aNJmTYfyFoBFrjLX41uIHO8wRl99VzvK2Se N+4c6tG152kyvPFthtnJoQfIAm/0TZGeNc4gK71RPuFhDz8lWeUNdNm+dV8E 2/fGhMwGqxYPtu+N9pvf+/Ht2b4PunW2en9hLtv3wejHw6rNJ7B9HyQJmrbc GML2fVByxco0tBvb90Foyp5S3a93aN8HKfbp7Q+ekdU+mF517WvebbLWBwWX 23asVZM5vsif2KARHifzfMG/YLozPJcMXyTN/9IQl0oW+OKr59vUHXKy0hfJ G/vtU4eyfV8c7OL/R7sb2/eFqK711PzFbN8XXhcbdufMZft+iBo+92C3iWzf D8/eWGvkw9i+HyLLTHp00WH7fjAo9LLY9f027fvhis3gILPXZJUf9qSUiZvu k9V+aHpT4VF8mazt8JCC3kmnyRx/rDD4KvXOJ/P8YeVqtt0hkwx/9LYycFyy gSzwx7jk5ftWitm+Pzg9N8dHBbB9f/TKT76x24Xt+6PQaVKyxpbt+3d8P+YX Dp7N9gNgp6rQDf6T7QdA+DPr1rWhbD8AxVdvnzfVYfsB2Lkl6kFpm4b2AxCV tb3fgrdkVQAyfnu5PqknqwOwX9G1YOM1sjYA7esvfDIvI3MC8Vv/Pq/zETIv EKlfcmfczSYjENJx0kElqWRBIH563yj/W8H2A7HoSn+9nEi2H4ihz65Ozhew /UDY7l5TX+7I9gMhmXp7+FNrth+EyokezwfMYvtB8HW7Pd5pHNsPQk7Fu7rc IWw/CA4Z4R/berD9INTNdi5Sf75F+0HYvf277qF7ZHUQTKZm/D5aStYGIeZn 90U3ssicYCS2LHvcNZHMC8a3RunBlT5kBOPzysKUqgVkQTCMzw0X208kK4Ph 93Pkkg+92X4w+IWDv+c336T9YCy5muglu0vWBuPQzffhwaVkTghmJv3uGZVN 5oXgQpNodIaSjBBUOY3efsOPLOh4f5enjrxFZGUI9HxOWaVOJatCkH358JKB A9h+CM6HvHE/8a2G9kMQu+rAqpBGMicUR12mTpmnJvNCEXn/5cWxeWSEorN2 /q/xm8mCUMzj3K+xiiQrQ1FhPHeEyJmsCoXiscEt9VyyOhTd8txrx45m+6Hg Raj7/92V7YfB09Y61vjdDdoPg9rh1Yunt8gIQ/jx6qX5p8iCMEhkfXYnZZGV YThb8F+ReA1ZFYZzbR8TkwLJ6jDkvbZpzltK1obBbY/8g3YmmROONTf+9Jo5 nO2H4+SFN0Y5HLYfjqqxYie919dpPxytA/cUnK4hK8Ph3TKDF1BCVoXDVzDt wJQssjoc3WdsG90ziawNx75lkoT/gsicCEQe61r4B5/Mi8AkC2nq5NlkRODe Hf0hfnpsPwLKoX7TTnZj+xHQl5dcGvbxGu1HYM3YrLLtd8nqCEx9cKLHn+Vk bQT++lCQfms/mROJx+bmC7Ykk3mR2DDIuq9vDBmRmKCbXbfUnSyIxCdr67Rl NmRlJN5fNtf3n8z2IxHX45AkfSDbj0TO2pLE2vartB+Jg5ezx01+QeYIcWRl yYpdN8hcIf4s9Pw5/BSZJ0SNTv/uJ3PIhkJwtzp5CTaQ0eF+5V8NIsl8IWK7 t534sZIsEGJZasWG1yALhRhq+9bj7USyUojTS+0NOAPJaUJsn1xfOfnnFbpH iCuXtk8Le0kuEgLm6Q6XbpLVQvTo/mXg5FKyRogdx5uCCv8ma4UwelszzyyZ 3CyEa8TLuOexZE4UjL/ncvd6krlRmDIx9mOEHZkXBdnGpl9ORmTDKNT4Hplu P5KMKPy46SJc2Z3Mj0LFX4ePSpr/ofujsKdVcu9wA1kYhS3d9tz7UkVWRmHC dE62w3FyWhR83AuHXNxNVkXh4oMDM63XkYuiYLtwwNO6CLI6Cke26fdZ60rW RGHj4wH5mE/WRmFztMme/tPJzVGoLvnwoFWXzIlG9yH5Sz92JXOjYdr1+dvv TZfp/mhoGmdmDW4kG0Zjef0cvu1lMqLxtOe+738Vk/nRqLGartRmkwX/+7yi ukWbyMJoaBVdmqtjyMpolIuHnXL2IqdF46XpxyHfFpNV0QjK3Nr1kAm5KBrj K0aGCw3I6o7nc7lkuagvWdPxPBZnQ2f9qKb7o3G6wEE74xW5ORq72x6nWN0h c2Lw9ZxG4HuBzI2BNDPHfuchMq/DFjVmjzLJhjHg+n8bY7yWjBikH73QnBtJ 5sfgXW5DxnAPsiAGAzP7/DhoRxbGIKV04pCFxmRlDN6+6vfguz45LQZBx49P OdeXrOp4P3r02NJeRffHoN59jEvMG7I6Bsl2o3uG3CNrYuByeezA6AqyNgbg hHknHyc3xyAhcd7LU9lkTiy89N5safmLzI2Fe/vdZRYSMi8WZaExg7P9yIax mNpkXdvTiYxYrDe4Ld1sSebHov3E2W/Dp5IFsRA45puXDycLY7E8b5lFhA5Z GYttkL41/FZJ98diSca36V1fkFWxWNtwqPOb2+SiWMSMWuf08CJZHYveQxO5 T4+SNbGQTcuf+i2LrI3FweD+WSM2k5tjoRW8WuQoJXNEEBmtmrwzgMwVwV98 0PCjM5knwp9GBvbLbciGInjcGBN2dQYZIhRxBq934JH5IhyrDd34si9Z0JFv OOyX/KuC7hfhSrJfX6sPZKUIVXGzxN0byWkimHAupzZeJatEWNOosVWXkotE 6HRVd1vJQbJahKmyaL/STLJGBE3q2SPX15O1IljGN6z+FEtuFuFQck0wz4/M ESO2dmeF93IyV4yUUfZuJ6zJPDHUL7qNGWBENhTDa+GXvmv0yRBjR/ti7m8u mS9Gu42jbgqHLBDD5IXLyAnNl+h+MZIGn+1V+4SsFMNf9rQ+5RY5TQzBMNu4 FRfJKjEKrYMfTjlOLhLj66761gF7yWoxFnyfUdpjK1kjxtVQ3SG9EslaMc5N tuk8KpLcLIbTpohIcy8yR4LK5wH8MAcyVwLj/C67Ci3JPAneGE2Y2zqdbCjB tEeV4x14ZEiw99Ht5We4ZL4E8xe6npzaiSyQQP0zbM6JFjXdL8G+vMn35z8j KyXI2n8x8eUdcpoED3t4TdheSVZJINpkX8kvIRdJcEx0x2ZEHlktwZrjS3K+ 7CBrJOiTpVdZv4GslcBgWGlBjYTcLEGVeLvVrSAyR4qKMNM1j13JXCnsepm5 ty8m86SoLTGpHGdGNpQidEDtkdVTyZDi2B/VvfbrkflSbDhxvba1H1kgRcuS 4rYVndj9UpwPz3y44eVFul+KQVVf+PIr5DQpbm5zNEk5TFZJYVGbHXt6C7lI im++dV9+RJHVUrz/b2S26wqyRooU3u4Vd+aQtVJ8/pqm4z+S3CzF6PmeOf05 ZE4cXDyFPx88v0D3x0Ghs6Rv6T9kXhzSg5LLig+TDeNg/PnRh6qtZMRh0XKd 5JYYMj8OOwQvFLNXkQVxSOvsXZxpRhbGgWeQ1KufPlkZh007BGJVN3Jax/P0 mdS4+N15uj8Oqzvpj+l7i1wUh0c52bPfnSSr45BVpNP5yS6yJg4jM1+Gfkgg a+PQNP6K5wBfcnNcx/8DrlV8OzInHsMKV244OJXMjYcxd/uWIQPJvHiMefv1 ck5bOd0fDyOfWF3zx2TE4/ppnvBrJZnfkY8aeaqykCyIx4qS7DuHtpKF8TgR 9eFEoYisjIdFv2Co3clp8Qj6d63/JyuyKh5m5hW9Z00gF8XDW1zOS+9LVscj +LxeSrfWMro/Hl0yC+amN5K18XB8NGXQrApyczyWlaZ3/1RA5shgmqRpv7CV zJWBV9b6OF9M5sng+42XlbeabChD0NV1I8rmkyEDzgXYv55M5ssQMW30kEkD yQIZTrrqBq79cY7ul+HLlNqJX56SlTJMXPBoUdxVcpoMHg0NJwYXk1UynD22 hn9lF7lIhsO/dvdNV5LVMvQK/a8uMoiskUHwOSvLj0/WyjD2fpR15BxyswxT tqaf3cojc+T4o1zvY7UOmSvHOq7D1f4tZ+l+OaYvCDGNqScbytHU/dqUd5fI kKP4VX2K+BCZL8eQRUMXDttGFsgBl/52t2RkoRw5b4PkWX5kpRy312g08qXk NDkOGPY2ijEhq+Ro39ySohhNLpJ3/P4H3szVIavl+Lc64HltSyndL8cnTVvp qEayVo7A8jlm8ipysxxtF5zcmo6SOQlImrmOI9lJ5iYg868RIweuIfMS0NVE uqcyhGyYAMP9PYM3OZORgHJ9Z5G3BZmfAL36V0eWTSALEuBc6v/LYQBZmIAt Aeuc/X+eofsT8HtmD9WWV+S0BJzpWVlzXUNWJSDYK+f6yDJyUQLWGaRsXJNH VidgWPGOpn+3kjUJeFataVkfT9YmQBLiJx/nT25OwPI3GxPqHMgcBUaeS3qe a0rmKvBUfiRbOo7MUyD0adhOfy7ZUIEdOfMq/NtP0/0KlK9W9Yp7ReYrYHTa yGfvbbJAgcpBe0rqyslCBexOpLaMLSArFbBdd7fHum3kNAWypy141aogqxSY 2Votiw8hFylw6+iSM/1dyGoFnhQ/3lhmRdYo4KpJeyiZStYqUGC58YCtLrm5 w1tbb/7ZjcxJxNEsPfsRLafo/kSkyJ119B+ReYm4G9/WOucq2TARDRxZF99T ZCSiS6o7b+/fZH4idA5MMPuYesry/wDKH+wD "]]}}, {}, {}, {{}, {}}}}, 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->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotRange->{{0, 250}, {0, 0.5}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.02], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{ 3.78325643774625*^9, 3.783256646647476*^9, {3.783257512110964*^9, 3.783257549755107*^9}, 3.78333339534697*^9, 3.7833346819792223`*^9, 3.78333548926549*^9, 3.789322330577128*^9},ExpressionUUID->"4e2fd088-ce56-4e02-8833-\ e9c57872a06d"] }, Open ]], Cell[BoxData[""], "Input", CellChangeTimes->{{3.783256217329276*^9, 3.7832562173438683`*^9}},ExpressionUUID->"207ee0da-01f0-401e-83c0-\ ce1ae46188e8"] }, Closed]], Cell[CellGroupData[{ Cell["Heterozygosity Across Parameter Space", "Section", CellChangeTimes->{{3.781530730289331*^9, 3.781530744255126*^9}},ExpressionUUID->"e4fd58c5-e074-4cd3-a257-\ d48fdfb59ca0"], Cell[CellGroupData[{ Cell["LOESS Mean Smoothing", "Subsection", CellChangeTimes->{{3.7725462827399797`*^9, 3.7725462857144833`*^9}, { 3.781370516826412*^9, 3.781370518082349*^9}, {3.783868920387966*^9, 3.783868921509591*^9}},ExpressionUUID->"96c4a627-37e6-4243-8304-\ c3e23eb6a8c8"], Cell["Project data onto the X=Y line.", "Text", CellChangeTimes->{{3.772543825762044*^9, 3.772543837482449*^9}},ExpressionUUID->"c267d340-30f1-4e54-8fb7-\ 41a617b18948"], Cell[BoxData[{ RowBox[{"Clear", "[", "dataNew", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"dataNew", "[", "data_", "]"}], ":=", RowBox[{ RowBox[{"dataNew", "[", "data", "]"}], "=", RowBox[{ RowBox[{"Transpose", "[", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"Cos", "[", RowBox[{"Abs", "[", RowBox[{ RowBox[{"ArcTan", "[", FractionBox[ RowBox[{"data", "[", RowBox[{"[", RowBox[{";;", ",", "2"}], "]"}], "]"}], RowBox[{"data", "[", RowBox[{"[", RowBox[{";;", ",", "1"}], "]"}], "]"}]], "]"}], "-", FractionBox["\[Pi]", "4"]}], "]"}], "]"}], "*", RowBox[{"Sqrt", "[", RowBox[{"Total", "[", RowBox[{"Transpose", "[", SuperscriptBox["data", "2"], "]"}], "]"}], "]"}]}], ",", RowBox[{ RowBox[{"Sin", "[", RowBox[{ RowBox[{"ArcTan", "[", FractionBox[ RowBox[{"data", "[", RowBox[{"[", RowBox[{";;", ",", "2"}], "]"}], "]"}], RowBox[{"data", "[", RowBox[{"[", RowBox[{";;", ",", "1"}], "]"}], "]"}]], "]"}], "-", FractionBox["\[Pi]", "4"]}], "]"}], "*", RowBox[{"Sqrt", "[", RowBox[{"Total", "[", RowBox[{"Transpose", "[", SuperscriptBox["data", "2"], "]"}], "]"}], "]"}]}]}], "}"}], "]"}], "/.", RowBox[{"Indeterminate", "\[Rule]", "0"}]}]}]}], ";"}]}], "Input", CellChangeTimes->{{3.772540830188504*^9, 3.772540891121323*^9}, { 3.772540986954455*^9, 3.772541026274909*^9}, {3.772541060892934*^9, 3.772541092517693*^9}, {3.7725411264783583`*^9, 3.772541158846978*^9}, { 3.772541204319146*^9, 3.7725412445585403`*^9}, {3.772541298025029*^9, 3.7725413350317297`*^9}, {3.7725414099385777`*^9, 3.772541417377181*^9}, { 3.7725416137249823`*^9, 3.77254163456429*^9}, 3.7725438229756603`*^9, { 3.772546319925753*^9, 3.7725463589028187`*^9}, {3.772546469359681*^9, 3.7725464725182753`*^9}, {3.772546553921392*^9, 3.772546590007818*^9}, { 3.7821399696390953`*^9, 3.782139976358522*^9}},ExpressionUUID->"26eef27a-1946-4f4e-acd7-\ 4d0a437b443d"], Cell["\<\ A gaussian weighting of the data near the point xNew along the X=Y line\ \>", "Text", CellChangeTimes->{{3.772543841066382*^9, 3.772543857858799*^9}},ExpressionUUID->"8ceb0782-70e0-433c-8484-\ a2e3e93979d2"], Cell[BoxData[{ RowBox[{"Clear", "[", "weights", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"weights", "[", RowBox[{"xNew_", ",", "\[Alpha]W_", ",", "data_"}], "]"}], ":=", RowBox[{ RowBox[{"weights", "[", RowBox[{"xNew", ",", "\[Alpha]W", ",", "data"}], "]"}], "=", RowBox[{ RowBox[{"Exp", "[", RowBox[{"-", FractionBox[ SuperscriptBox[ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"dataNew", "[", "data", "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "1"}], "]"}], "]"}], "-", "xNew"}], ")"}], "2"], RowBox[{"2", " ", SuperscriptBox["\[Alpha]W", "2"]}]]}], "]"}], "//", "Chop"}]}]}], ";"}]}], "Input", CellChangeTimes->{{3.7725415603799477`*^9, 3.772541675750373*^9}, { 3.772541709829411*^9, 3.772541871528572*^9}, {3.772541979819172*^9, 3.7725419888252697`*^9}, {3.7725463642855453`*^9, 3.7725464360131207`*^9}, { 3.772546607496505*^9, 3.7725466154949627`*^9}, {3.781007951075444*^9, 3.781007951942072*^9}},ExpressionUUID->"4be1ea0e-c141-4b46-bde7-\ f6fb0202b2d9"], Cell["\<\ Find the weighted mean and standard deviation and standard error.\ \>", "Text", CellChangeTimes->{{3.772543841066382*^9, 3.772543882818983*^9}},ExpressionUUID->"42fefd9c-1067-4503-a32a-\ 216f114fd75b"], Cell[BoxData[{ RowBox[{"Clear", "[", "meanNew", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"meanNew", "[", RowBox[{"xNew_", ",", "\[Alpha]W_", ",", "data_"}], "]"}], ":=", RowBox[{ RowBox[{"meanNew", "[", RowBox[{"xNew", ",", "\[Alpha]W", ",", "data"}], "]"}], "=", RowBox[{ RowBox[{"Total", "[", RowBox[{ RowBox[{"weights", "[", RowBox[{"xNew", ",", "\[Alpha]W", ",", "data"}], "]"}], RowBox[{ RowBox[{"dataNew", "[", "data", "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "2"}], "]"}], "]"}]}], "]"}], "/", RowBox[{"Total", "[", RowBox[{"weights", "[", RowBox[{"xNew", ",", "\[Alpha]W", ",", "data"}], "]"}], "]"}]}]}]}]}], "Input", CellChangeTimes->{{3.772541953464869*^9, 3.7725420793706083`*^9}, { 3.77254213261339*^9, 3.7725421448595047`*^9}, {3.772546397166067*^9, 3.772546404580913*^9}, {3.772546440813725*^9, 3.772546463733979*^9}, { 3.7725466361288347`*^9, 3.7725466500556173`*^9}},ExpressionUUID->"5997b87d-f06d-431f-80dc-\ f78ab35e725d"], Cell[BoxData[ RowBox[{ RowBox[{"SDNew", "[", RowBox[{"xNew_", ",", "\[Alpha]W_", ",", "data_"}], "]"}], ":=", RowBox[{"Sqrt", "[", RowBox[{ RowBox[{"Total", "[", RowBox[{ RowBox[{"weights", "[", RowBox[{"xNew", ",", "\[Alpha]W", ",", "data"}], "]"}], "*", SuperscriptBox[ RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"dataNew", "[", "data", "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "2"}], "]"}], "]"}], "-", RowBox[{"meanNew", "[", RowBox[{"xNew", ",", "\[Alpha]W", ",", "data"}], "]"}]}], ")"}], "2"]}], "]"}], "/", RowBox[{"Total", "[", RowBox[{"weights", "[", RowBox[{"xNew", ",", "\[Alpha]W", ",", "data"}], "]"}], "]"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.772541953464869*^9, 3.772542238646038*^9}, { 3.772546407261053*^9, 3.772546414932948*^9}, {3.772546669307252*^9, 3.772546697952949*^9}},ExpressionUUID->"b7a2898c-aa81-4771-a509-\ 9db2636b4f5f"], Cell[BoxData[ RowBox[{ RowBox[{"SENew", "[", RowBox[{"xNew_", ",", "\[Alpha]W_", ",", "data_"}], "]"}], ":=", FractionBox[ RowBox[{"SDNew", "[", RowBox[{"xNew", ",", "\[Alpha]W", ",", "data"}], "]"}], RowBox[{"Sqrt", "[", RowBox[{"Total", "[", RowBox[{"weights", "[", RowBox[{"xNew", ",", "\[Alpha]W", ",", "data"}], "]"}], "]"}], "]"}]]}]], "Input", CellChangeTimes->{{3.772541953464869*^9, 3.772542252838546*^9}, { 3.7725423371912203`*^9, 3.772542338590526*^9}, {3.7725467017227907`*^9, 3.7725467194092293`*^9}},ExpressionUUID->"2e13bde9-69f4-42f0-84ff-\ b5e6ec936317"], Cell["The rolling average fit along the X+Y line (rotated plot)", "Text", CellChangeTimes->{{3.772543892036121*^9, 3.7725439043874207`*^9}},ExpressionUUID->"f8ab8a86-3229-42f4-8f7b-\ 24025a933795"], Cell[BoxData[{ RowBox[{"Clear", "[", "RollFit", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"RollFit", "[", RowBox[{"\[Alpha]W_", ",", "npts_", ",", "data_"}], "]"}], ":=", RowBox[{ RowBox[{"RollFit", "[", RowBox[{"\[Alpha]W", ",", "npts", ",", "data"}], "]"}], "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"x", ",", RowBox[{"meanNew", "[", RowBox[{"x", ",", "\[Alpha]W", ",", "data"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"x", ",", "0.001", ",", RowBox[{ RowBox[{"Sqrt", "[", RowBox[{"2", "*", SuperscriptBox["0.5", "2"]}], "]"}], "-", "0.001"}], ",", FractionBox[ RowBox[{"Sqrt", "[", RowBox[{"2", "*", SuperscriptBox["0.5", "2"]}], "]"}], "npts"]}], "}"}]}], "]"}]}]}], ";"}]}], "Input", CellChangeTimes->{{3.7725420853978453`*^9, 3.772542094906633*^9}, 3.772542255808097*^9, {3.772542342454916*^9, 3.772542586948271*^9}, { 3.772543214147562*^9, 3.772543297741371*^9}, {3.772546723882389*^9, 3.772546779258732*^9}, {3.775909375413747*^9, 3.775909378507722*^9}, { 3.779888067920014*^9, 3.779888075929234*^9}, {3.7821384936866703`*^9, 3.78213850490346*^9}},ExpressionUUID->"e8a52396-7064-4dc3-b76d-\ cc7feada1d63"], Cell["Projecting back into the original coordinates. ", "Text", CellChangeTimes->{{3.772543909428298*^9, 3.772543917891582*^9}},ExpressionUUID->"a5d68b2b-f5e2-4b3c-adba-\ 16f9eee54b34"], Cell[BoxData[ RowBox[{ RowBox[{"RollFitOld", "[", RowBox[{"\[Alpha]W_", ",", "npts_", ",", "data_"}], "]"}], ":=", RowBox[{"Transpose", "[", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"Cos", "[", RowBox[{ RowBox[{"ArcTan", "[", FractionBox[ RowBox[{ RowBox[{"RollFit", "[", RowBox[{"\[Alpha]W", ",", "npts", ",", "data"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "2"}], "]"}], "]"}], RowBox[{ RowBox[{"RollFit", "[", RowBox[{"\[Alpha]W", ",", "npts", ",", "data"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "1"}], "]"}], "]"}]], "]"}], "+", FractionBox["\[Pi]", "4"]}], "]"}], RowBox[{"Sqrt", "[", RowBox[{ SuperscriptBox[ RowBox[{ RowBox[{"RollFit", "[", RowBox[{"\[Alpha]W", ",", "npts", ",", "data"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "2"}], "]"}], "]"}], "2"], "+", SuperscriptBox[ RowBox[{ RowBox[{"RollFit", "[", RowBox[{"\[Alpha]W", ",", "npts", ",", "data"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "1"}], "]"}], "]"}], "2"]}], "]"}]}], ",", RowBox[{ RowBox[{"Sin", "[", RowBox[{ RowBox[{"ArcTan", "[", FractionBox[ RowBox[{ RowBox[{"RollFit", "[", RowBox[{"\[Alpha]W", ",", "npts", ",", "data"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "2"}], "]"}], "]"}], RowBox[{ RowBox[{"RollFit", "[", RowBox[{"\[Alpha]W", ",", "npts", ",", "data"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "1"}], "]"}], "]"}]], "]"}], "+", FractionBox["\[Pi]", "4"]}], "]"}], RowBox[{"Sqrt", "[", RowBox[{ SuperscriptBox[ RowBox[{ RowBox[{"RollFit", "[", RowBox[{"\[Alpha]W", ",", "npts", ",", "data"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "2"}], "]"}], "]"}], "2"], "+", SuperscriptBox[ RowBox[{ RowBox[{"RollFit", "[", RowBox[{"\[Alpha]W", ",", "npts", ",", "data"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "1"}], "]"}], "]"}], "2"]}], "]"}]}]}], "}"}], "]"}]}]], "Input", CellChangeTimes->{{3.772543073072583*^9, 3.772543079263632*^9}, { 3.77254339170245*^9, 3.772543436974678*^9}, {3.772543533847747*^9, 3.772543547311208*^9}, {3.7725437162845707`*^9, 3.7725437189952908`*^9}, { 3.7725467937869473`*^9, 3.772546879349451*^9}, {3.779887531214082*^9, 3.779887548043242*^9}},ExpressionUUID->"be9fd54d-af0e-486c-afb7-\ d1278b6bcb07"] }, Closed]], Cell[CellGroupData[{ Cell["Variation within versus across replicates", "Subsection", CellChangeTimes->{{3.783111585698121*^9, 3.7831116055617113`*^9}},ExpressionUUID->"6e8755b2-afd9-439c-b8df-\ 3f767bc1fb3c"], Cell[BoxData[ RowBox[{"Needs", "[", "\"\\"", "]"}]], "Input",ExpressionUUID->"ce3c3597-5ae5-47c8-aa87-1e28fddf8786"], Cell[BoxData[ RowBox[{ RowBox[{"VarVisual", "[", "rep_", "]"}], ":=", RowBox[{"Block", "[", RowBox[{ RowBox[{"{", "temp", "}"}], ",", RowBox[{ RowBox[{"temp", "=", RowBox[{"Sort", "[", RowBox[{ RowBox[{"Map", "[", RowBox[{ RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"#", "[", RowBox[{"[", "3", "]"}], "]"}], ",", RowBox[{"1.96", RowBox[{"#", "[", RowBox[{"[", "4", "]"}], "]"}]}]}], "}"}], "&"}], ",", RowBox[{"HetCompMtrx2", "[", RowBox[{"fileC", ",", "rep", ",", "250"}], "]"}]}], "]"}], ",", RowBox[{ RowBox[{ RowBox[{"#1", "[", RowBox[{"[", "1", "]"}], "]"}], "<", RowBox[{"#2", "[", RowBox[{"[", "1", "]"}], "]"}]}], "&"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"ErrorListPlot", "[", RowBox[{"temp", ",", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"Min", "[", RowBox[{"Map", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{"#", "[", RowBox[{"[", "1", "]"}], "]"}], "-", RowBox[{"#", "[", RowBox[{"[", "2", "]"}], "]"}]}], "&"}], ",", "temp"}], "]"}], "]"}], "0.95"}], ",", RowBox[{ RowBox[{"Max", "[", RowBox[{"Map", "[", RowBox[{ RowBox[{ RowBox[{ RowBox[{"#", "[", RowBox[{"[", "1", "]"}], "]"}], "+", RowBox[{"#", "[", RowBox[{"[", "2", "]"}], "]"}]}], "&"}], ",", "temp"}], "]"}], "]"}], "*", "1.05"}]}], "}"}]}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"FrameTicksStyle", "\[Rule]", RowBox[{"Directive", "[", RowBox[{"Black", ",", "12"}], "]"}]}], ",", RowBox[{"ImageSize", "\[Rule]", "Medium"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{ RowBox[{"ColorData", "[", "\"\\"", "]"}], "[", FractionBox[ RowBox[{"rep", "-", "1"}], "6"], "]"}]}]}], "]"}]}]}], "]"}]}]], "Input", CellChangeTimes->{{3.783111629424865*^9, 3.783111650507668*^9}, { 3.783111746636549*^9, 3.783111890205114*^9}, {3.783111921873249*^9, 3.783112031898172*^9}, {3.7831121798038282`*^9, 3.7831122693847237`*^9}, { 3.783159321700349*^9, 3.783159322822209*^9}, {3.783159861175641*^9, 3.783159878749054*^9}, {3.783168391155901*^9, 3.783168391568736*^9}},ExpressionUUID->"0876b85b-2e8c-4205-83b5-\ 86bcb53f832c"], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"Show", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"VarVisual", "[", "rep", "]"}], ",", RowBox[{"{", RowBox[{"rep", ",", "1", ",", "7"}], "}"}]}], "]"}], ",", RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Export", "[", RowBox[{ RowBox[{ RowBox[{"NotebookDirectory", "[", "]"}], "<>", "\"\\""}], ",", "%", ",", RowBox[{"ImageResolution", "\[Rule]", "300"}]}], "]"}], ";"}]}], "Input", CellChangeTimes->{{3.7831122574434233`*^9, 3.783112293934498*^9}, { 3.783159926118594*^9, 3.783159929811858*^9}, {3.783168416204893*^9, 3.783168416849655*^9}},ExpressionUUID->"09128f25-f133-486b-9808-\ 9d5c83b3dffd"], Cell[BoxData[ GraphicsBox[{{{}, {{}, {RGBColor[0.300725, 0.680491, 0.901701], PointSize[0.009166666666666668], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJxd0ltIk3EYx/E3M+siT+WFkaUzGytj2tRpnvZoppvHnTdP5amTqZvWhbjS gRWWYOQprVRkhpIlHezCElGs1MQLzWIqNOjgENIsPCd02tOFzx9eXj783u/V +2dlaKQnrRiGyfrz/H1bzryA2XhgI7cROxA7ETsTuxC7EbsTexCziTnEB4kP EXOJvYkPE/OIfYh9if2I+cT+xAHER4gDiYOIg4lDiEOJBcSw0XpiJozsxEw4 2YmZo2QnZiLITswcIzsxE0l2YiYKQnWfXxWW2lnutT4KdKW2C4ssJ7znQqje XlGpMjvjLoTcCybdkAMLdxH0V1d6PenwxF0E3DzDpu4tPNyjQdgnG6wp4uMe Dc8LJGVT64G4x8CeuWJtPVeAewxMNhUl+coA91joLBvJWeeG4R4LLxqMjZ3D 4bjHgdXT8Jtz5gjc42ByJdWdMyjCPR6abB4bh5OjcY8H3XzJ19t+cbgngGZ5 RH1DKcY9ATx3JWd69stwF8Pr4jRj+4TcYhDDpTpndkePAr8Xg8aUmJ/GUVrc K4Z9pnvj+z+psZfAl5bpdJUoCXsJeNnX/2C1ofUSaOe3LA24pWAvAVb5hP/d RjQjhdYm9ow4OBV7KWiWtr7J/Xkceyk4va29rLA5gb0UBmqv83rvoxkZVKWz 73TvyMBeBu+u2GmXOWi9DGbWEoQXA9C9Mlir/WAw9KEZOXhLzrfVrPzv5dAd ev59q0sm9nLoXPVwcR3Lwl4O1v/+B5pRQJ2g5ppj4SnsFfDN2MMfbUDrFbAw rX249Og09gpIXZziBU2jGSUIb82uitVnsFfCalekdrAdrVdCeeZQn6PoLPZK iDePm1Jss7FXgXVXkfXsy3PYq6ChOU/pw8rBXgXh5pLNLVG52KvA1dBmDNmr wV4NS9qdv/pG0aCG5uyFbP2YFns1fLf5ePXAVD72anhQVTEyY1uAfSIMPVvf be9YIPgNniocXw== "]], {{LineBox[{{1., 0.}, {1., 0.}}], LineBox[{Offset[{1.5, 0}, {1., 0.}], Offset[{-1.5, 0}, {1., 0.}]}], LineBox[{Offset[{1.5, 0}, {1., 0.}], Offset[{-1.5, 0}, {1., 0.}]}]}, { LineBox[{{2., 0.}, {2., 0.}}], LineBox[{Offset[{1.5, 0}, {2., 0.}], Offset[{-1.5, 0}, {2., 0.}]}], LineBox[{Offset[{1.5, 0}, {2., 0.}], Offset[{-1.5, 0}, {2., 0.}]}]}, { LineBox[{{3., 0.}, {3., 0.}}], LineBox[{Offset[{1.5, 0}, {3., 0.}], Offset[{-1.5, 0}, {3., 0.}]}], LineBox[{Offset[{1.5, 0}, {3., 0.}], Offset[{-1.5, 0}, {3., 0.}]}]}, { LineBox[{{4., 0.}, {4., 0.}}], LineBox[{Offset[{1.5, 0}, {4., 0.}], Offset[{-1.5, 0}, {4., 0.}]}], LineBox[{Offset[{1.5, 0}, {4., 0.}], Offset[{-1.5, 0}, {4., 0.}]}]}, { LineBox[{{5., 0.}, {5., 0.}}], LineBox[{Offset[{1.5, 0}, {5., 0.}], Offset[{-1.5, 0}, {5., 0.}]}], LineBox[{Offset[{1.5, 0}, {5., 0.}], Offset[{-1.5, 0}, {5., 0.}]}]}, { LineBox[{{6., 0.}, {6., 0.}}], LineBox[{Offset[{1.5, 0}, {6., 0.}], Offset[{-1.5, 0}, {6., 0.}]}], LineBox[{Offset[{1.5, 0}, {6., 0.}], Offset[{-1.5, 0}, {6., 0.}]}]}, { LineBox[{{7., 0.}, {7., 0.}}], LineBox[{Offset[{1.5, 0}, {7., 0.}], Offset[{-1.5, 0}, {7., 0.}]}], LineBox[{Offset[{1.5, 0}, {7., 0.}], Offset[{-1.5, 0}, {7., 0.}]}]}, { LineBox[{{8., 0.}, {8., 0.}}], LineBox[{Offset[{1.5, 0}, {8., 0.}], Offset[{-1.5, 0}, {8., 0.}]}], LineBox[{Offset[{1.5, 0}, {8., 0.}], Offset[{-1.5, 0}, {8., 0.}]}]}, { LineBox[{{9., 0.}, {9., 0.}}], LineBox[{Offset[{1.5, 0}, {9., 0.}], Offset[{-1.5, 0}, {9., 0.}]}], LineBox[{Offset[{1.5, 0}, {9., 0.}], Offset[{-1.5, 0}, {9., 0.}]}]}, { LineBox[{{10., 0.}, {10., 0.}}], LineBox[{Offset[{1.5, 0}, {10., 0.}], Offset[{-1.5, 0}, {10., 0.}]}], LineBox[{ Offset[{1.5, 0}, {10., 0.}], Offset[{-1.5, 0}, {10., 0.}]}]}, { LineBox[{{11., 0.}, {11., 0.}}], LineBox[{Offset[{1.5, 0}, {11., 0.}], Offset[{-1.5, 0}, {11., 0.}]}], LineBox[{ Offset[{1.5, 0}, {11., 0.}], Offset[{-1.5, 0}, {11., 0.}]}]}, { LineBox[{{12., 0.}, {12., 0.}}], LineBox[{Offset[{1.5, 0}, {12., 0.}], Offset[{-1.5, 0}, {12., 0.}]}], LineBox[{ Offset[{1.5, 0}, {12., 0.}], Offset[{-1.5, 0}, {12., 0.}]}]}, { LineBox[{{13., 0.}, {13., 0.}}], LineBox[{Offset[{1.5, 0}, {13., 0.}], Offset[{-1.5, 0}, {13., 0.}]}], LineBox[{ Offset[{1.5, 0}, {13., 0.}], Offset[{-1.5, 0}, {13., 0.}]}]}, { LineBox[{{14., 0.}, {14., 0.}}], LineBox[{Offset[{1.5, 0}, {14., 0.}], Offset[{-1.5, 0}, {14., 0.}]}], LineBox[{ Offset[{1.5, 0}, {14., 0.}], Offset[{-1.5, 0}, {14., 0.}]}]}, { LineBox[{{15., 0.}, {15., 0.}}], LineBox[{Offset[{1.5, 0}, {15., 0.}], Offset[{-1.5, 0}, {15., 0.}]}], LineBox[{ Offset[{1.5, 0}, {15., 0.}], Offset[{-1.5, 0}, {15., 0.}]}]}, { LineBox[{{16., 0.}, {16., 0.}}], LineBox[{Offset[{1.5, 0}, {16., 0.}], Offset[{-1.5, 0}, {16., 0.}]}], LineBox[{ Offset[{1.5, 0}, {16., 0.}], Offset[{-1.5, 0}, {16., 0.}]}]}, { LineBox[{{17., 0.}, {17., 0.}}], LineBox[{Offset[{1.5, 0}, {17., 0.}], Offset[{-1.5, 0}, {17., 0.}]}], LineBox[{ Offset[{1.5, 0}, {17., 0.}], Offset[{-1.5, 0}, {17., 0.}]}]}, { LineBox[{{18., 0.}, {18., 0.}}], LineBox[{Offset[{1.5, 0}, {18., 0.}], Offset[{-1.5, 0}, {18., 0.}]}], LineBox[{ Offset[{1.5, 0}, {18., 0.}], Offset[{-1.5, 0}, {18., 0.}]}]}, { LineBox[{{19., 0.}, {19., 0.}}], LineBox[{Offset[{1.5, 0}, {19., 0.}], Offset[{-1.5, 0}, {19., 0.}]}], LineBox[{ Offset[{1.5, 0}, {19., 0.}], Offset[{-1.5, 0}, {19., 0.}]}]}, { LineBox[{{20., 0.}, {20., 0.}}], LineBox[{Offset[{1.5, 0}, {20., 0.}], Offset[{-1.5, 0}, {20., 0.}]}], LineBox[{ Offset[{1.5, 0}, {20., 0.}], Offset[{-1.5, 0}, {20., 0.}]}]}, { LineBox[{{21., 0.}, {21., 0.}}], LineBox[{Offset[{1.5, 0}, {21., 0.}], Offset[{-1.5, 0}, {21., 0.}]}], LineBox[{ Offset[{1.5, 0}, {21., 0.}], Offset[{-1.5, 0}, {21., 0.}]}]}, { LineBox[{{22., 0.}, {22., 0.}}], LineBox[{Offset[{1.5, 0}, {22., 0.}], Offset[{-1.5, 0}, {22., 0.}]}], LineBox[{ Offset[{1.5, 0}, {22., 0.}], Offset[{-1.5, 0}, {22., 0.}]}]}, { LineBox[{{23., 0.}, {23., 0.}}], LineBox[{Offset[{1.5, 0}, {23., 0.}], Offset[{-1.5, 0}, {23., 0.}]}], LineBox[{ Offset[{1.5, 0}, {23., 0.}], Offset[{-1.5, 0}, {23., 0.}]}]}, { LineBox[{{24., 0.}, {24., 0.}}], LineBox[{Offset[{1.5, 0}, {24., 0.}], Offset[{-1.5, 0}, {24., 0.}]}], LineBox[{ Offset[{1.5, 0}, {24., 0.}], Offset[{-1.5, 0}, {24., 0.}]}]}, { LineBox[{{25., 0.}, {25., 0.}}], LineBox[{Offset[{1.5, 0}, {25., 0.}], Offset[{-1.5, 0}, {25., 0.}]}], LineBox[{ Offset[{1.5, 0}, {25., 0.}], Offset[{-1.5, 0}, {25., 0.}]}]}, { LineBox[{{26., 0.}, {26., 0.}}], LineBox[{Offset[{1.5, 0}, {26., 0.}], Offset[{-1.5, 0}, {26., 0.}]}], LineBox[{ Offset[{1.5, 0}, {26., 0.}], Offset[{-1.5, 0}, {26., 0.}]}]}, { LineBox[{{27., 0.}, {27., 0.}}], LineBox[{Offset[{1.5, 0}, {27., 0.}], Offset[{-1.5, 0}, {27., 0.}]}], LineBox[{ Offset[{1.5, 0}, {27., 0.}], Offset[{-1.5, 0}, {27., 0.}]}]}, { LineBox[{{28., 0.}, {28., 0.}}], LineBox[{Offset[{1.5, 0}, {28., 0.}], Offset[{-1.5, 0}, {28., 0.}]}], LineBox[{ Offset[{1.5, 0}, {28., 0.}], Offset[{-1.5, 0}, {28., 0.}]}]}, { LineBox[{{29., 0.}, {29., 0.}}], LineBox[{Offset[{1.5, 0}, {29., 0.}], Offset[{-1.5, 0}, {29., 0.}]}], LineBox[{ Offset[{1.5, 0}, {29., 0.}], Offset[{-1.5, 0}, {29., 0.}]}]}, { LineBox[{{30., 0.}, {30., 0.}}], LineBox[{Offset[{1.5, 0}, {30., 0.}], Offset[{-1.5, 0}, {30., 0.}]}], LineBox[{ Offset[{1.5, 0}, {30., 0.}], Offset[{-1.5, 0}, {30., 0.}]}]}, { LineBox[{{31., 0.}, {31., 0.}}], LineBox[{Offset[{1.5, 0}, {31., 0.}], Offset[{-1.5, 0}, {31., 0.}]}], LineBox[{ Offset[{1.5, 0}, {31., 0.}], Offset[{-1.5, 0}, {31., 0.}]}]}, { LineBox[{{32., 0.}, {32., 0.}}], LineBox[{Offset[{1.5, 0}, {32., 0.}], Offset[{-1.5, 0}, {32., 0.}]}], LineBox[{ Offset[{1.5, 0}, {32., 0.}], Offset[{-1.5, 0}, {32., 0.}]}]}, { LineBox[{{33., 0.}, {33., 0.}}], LineBox[{Offset[{1.5, 0}, {33., 0.}], Offset[{-1.5, 0}, {33., 0.}]}], LineBox[{ Offset[{1.5, 0}, {33., 0.}], Offset[{-1.5, 0}, {33., 0.}]}]}, { LineBox[{{34., 0.}, {34., 0.}}], LineBox[{Offset[{1.5, 0}, {34., 0.}], Offset[{-1.5, 0}, {34., 0.}]}], LineBox[{ Offset[{1.5, 0}, {34., 0.}], Offset[{-1.5, 0}, {34., 0.}]}]}, { LineBox[{{35., 0.}, {35., 0.}}], LineBox[{Offset[{1.5, 0}, {35., 0.}], Offset[{-1.5, 0}, {35., 0.}]}], LineBox[{ Offset[{1.5, 0}, {35., 0.}], Offset[{-1.5, 0}, {35., 0.}]}]}, { LineBox[{{36., 0.}, {36., 0.}}], LineBox[{Offset[{1.5, 0}, {36., 0.}], Offset[{-1.5, 0}, {36., 0.}]}], LineBox[{ Offset[{1.5, 0}, {36., 0.}], Offset[{-1.5, 0}, {36., 0.}]}]}, { LineBox[{{37., 0.}, {37., 0.}}], LineBox[{Offset[{1.5, 0}, {37., 0.}], Offset[{-1.5, 0}, {37., 0.}]}], LineBox[{ Offset[{1.5, 0}, {37., 0.}], Offset[{-1.5, 0}, {37., 0.}]}]}, { LineBox[{{38., 0.}, {38., 0.}}], LineBox[{Offset[{1.5, 0}, {38., 0.}], Offset[{-1.5, 0}, {38., 0.}]}], LineBox[{ Offset[{1.5, 0}, {38., 0.}], Offset[{-1.5, 0}, {38., 0.}]}]}, { LineBox[{{39., 0.}, {39., 0.}}], LineBox[{Offset[{1.5, 0}, {39., 0.}], Offset[{-1.5, 0}, {39., 0.}]}], LineBox[{ Offset[{1.5, 0}, {39., 0.}], Offset[{-1.5, 0}, {39., 0.}]}]}, { LineBox[{{40., 0.}, {40., 0.}}], LineBox[{Offset[{1.5, 0}, {40., 0.}], Offset[{-1.5, 0}, {40., 0.}]}], LineBox[{ Offset[{1.5, 0}, {40., 0.}], Offset[{-1.5, 0}, {40., 0.}]}]}, { LineBox[{{41., 0.}, {41., 0.}}], LineBox[{Offset[{1.5, 0}, {41., 0.}], Offset[{-1.5, 0}, {41., 0.}]}], LineBox[{ Offset[{1.5, 0}, {41., 0.}], Offset[{-1.5, 0}, {41., 0.}]}]}, { LineBox[{{42., 0.}, {42., 0.}}], LineBox[{Offset[{1.5, 0}, {42., 0.}], Offset[{-1.5, 0}, {42., 0.}]}], LineBox[{ Offset[{1.5, 0}, {42., 0.}], Offset[{-1.5, 0}, {42., 0.}]}]}, { LineBox[{{43., 0.}, {43., 0.}}], LineBox[{Offset[{1.5, 0}, {43., 0.}], Offset[{-1.5, 0}, {43., 0.}]}], LineBox[{ Offset[{1.5, 0}, {43., 0.}], Offset[{-1.5, 0}, {43., 0.}]}]}, { LineBox[{{44., 0.}, {44., 0.}}], LineBox[{Offset[{1.5, 0}, {44., 0.}], Offset[{-1.5, 0}, {44., 0.}]}], LineBox[{ Offset[{1.5, 0}, {44., 0.}], Offset[{-1.5, 0}, {44., 0.}]}]}, { LineBox[{{45., 0.}, {45., 0.}}], LineBox[{Offset[{1.5, 0}, {45., 0.}], Offset[{-1.5, 0}, {45., 0.}]}], LineBox[{ Offset[{1.5, 0}, {45., 0.}], Offset[{-1.5, 0}, {45., 0.}]}]}, { LineBox[{{46., 0.00017401571268207803`}, { 46., -0.00005761571268207805}}], LineBox[{ Offset[{1.5, 0}, {46., 0.00017401571268207803`}], Offset[{-1.5, 0}, {46., 0.00017401571268207803`}]}], LineBox[{ Offset[{1.5, 0}, {46., -0.00005761571268207805}], Offset[{-1.5, 0}, {46., -0.00005761571268207805}]}]}, { LineBox[{{47., 0.00022746166797913764`}, { 47., -0.0000738616679791375}}], LineBox[{ Offset[{1.5, 0}, {47., 0.00022746166797913764`}], Offset[{-1.5, 0}, {47., 0.00022746166797913764`}]}], LineBox[{ Offset[{1.5, 0}, {47., -0.0000738616679791375}], Offset[{-1.5, 0}, {47., -0.0000738616679791375}]}]}, { LineBox[{{48., 0.0002838934659545432}, { 48., -0.00009389346595454348}}], LineBox[{ Offset[{1.5, 0}, {48., 0.0002838934659545432}], Offset[{-1.5, 0}, {48., 0.0002838934659545432}]}], LineBox[{ Offset[{1.5, 0}, {48., -0.00009389346595454348}], Offset[{-1.5, 0}, {48., -0.00009389346595454348}]}]}, { LineBox[{{49., 0.0003850080290657906}, { 49., -0.00012460802906579077`}}], LineBox[{ Offset[{1.5, 0}, {49., 0.0003850080290657906}], Offset[{-1.5, 0}, {49., 0.0003850080290657906}]}], LineBox[{ Offset[{1.5, 0}, {49., -0.00012460802906579077`}], Offset[{-1.5, 0}, {49., -0.00012460802906579077`}]}]}, { LineBox[{{50., 0.0006446843591892257}, { 50., -0.00022228435918922575`}}], LineBox[{ Offset[{1.5, 0}, {50., 0.0006446843591892257}], Offset[{-1.5, 0}, {50., 0.0006446843591892257}]}], LineBox[{ Offset[{1.5, 0}, {50., -0.00022228435918922575`}], Offset[{-1.5, 0}, {50., -0.00022228435918922575`}]}]}, { LineBox[{{51., 0.0006653700092937415}, { 51., -0.00011537000929374167`}}], LineBox[{ Offset[{1.5, 0}, {51., 0.0006653700092937415}], Offset[{-1.5, 0}, {51., 0.0006653700092937415}]}], LineBox[{ Offset[{1.5, 0}, {51., -0.00011537000929374167`}], Offset[{-1.5, 0}, {51., -0.00011537000929374167`}]}]}, { LineBox[{{52., 0.0008312546721689478}, { 52., -0.00014525467216894782`}}], LineBox[{ Offset[{1.5, 0}, {52., 0.0008312546721689478}], Offset[{-1.5, 0}, {52., 0.0008312546721689478}]}], LineBox[{ Offset[{1.5, 0}, {52., -0.00014525467216894782`}], Offset[{-1.5, 0}, {52., -0.00014525467216894782`}]}]}, { LineBox[{{53., 0.0012248350184496885`}, { 53., -0.0004012350184496883}}], LineBox[{ Offset[{1.5, 0}, {53., 0.0012248350184496885`}], Offset[{-1.5, 0}, {53., 0.0012248350184496885`}]}], LineBox[{ Offset[{1.5, 0}, {53., -0.0004012350184496883}], Offset[{-1.5, 0}, {53., -0.0004012350184496883}]}]}, { LineBox[{{54., 0.0013760111368528098`}, { 54., -0.0004244111368528098}}], LineBox[{ Offset[{1.5, 0}, {54., 0.0013760111368528098`}], Offset[{-1.5, 0}, {54., 0.0013760111368528098`}]}], LineBox[{ Offset[{1.5, 0}, {54., -0.0004244111368528098}], Offset[{-1.5, 0}, {54., -0.0004244111368528098}]}]}, { LineBox[{{55., 0.001474527326764152}, {55., -0.0004781273267641517}}], LineBox[{ Offset[{1.5, 0}, {55., 0.001474527326764152}], Offset[{-1.5, 0}, {55., 0.001474527326764152}]}], LineBox[{ Offset[{1.5, 0}, {55., -0.0004781273267641517}], Offset[{-1.5, 0}, {55., -0.0004781273267641517}]}]}, { LineBox[{{56., 0.0013386749933148154`}, { 56., -0.00028987499331481546`}}], LineBox[{ Offset[{1.5, 0}, {56., 0.0013386749933148154`}], Offset[{-1.5, 0}, {56., 0.0013386749933148154`}]}], LineBox[{ Offset[{1.5, 0}, {56., -0.00028987499331481546`}], Offset[{-1.5, 0}, {56., -0.00028987499331481546`}]}]}, { LineBox[{{57., 0.0014964094215048282`}, { 57., -0.0003492094215048282}}], LineBox[{ Offset[{1.5, 0}, {57., 0.0014964094215048282`}], Offset[{-1.5, 0}, {57., 0.0014964094215048282`}]}], LineBox[{ Offset[{1.5, 0}, {57., -0.0003492094215048282}], Offset[{-1.5, 0}, {57., -0.0003492094215048282}]}]}, { LineBox[{{58., 0.0015593608027823598`}, { 58., -0.0002833608027823601}}], LineBox[{ Offset[{1.5, 0}, {58., 0.0015593608027823598`}], Offset[{-1.5, 0}, {58., 0.0015593608027823598`}]}], LineBox[{ Offset[{1.5, 0}, {58., -0.0002833608027823601}], Offset[{-1.5, 0}, {58., -0.0002833608027823601}]}]}, { LineBox[{{59., 0.0016984619165387271`}, { 59., -0.00012486191653872706`}}], LineBox[{ Offset[{1.5, 0}, {59., 0.0016984619165387271`}], Offset[{-1.5, 0}, {59., 0.0016984619165387271`}]}], LineBox[{ Offset[{1.5, 0}, {59., -0.00012486191653872706`}], Offset[{-1.5, 0}, {59., -0.00012486191653872706`}]}]}, { LineBox[{{60., 0.0018210292577563328`}, { 60., -0.00021222925775633242`}}], LineBox[{ Offset[{1.5, 0}, {60., 0.0018210292577563328`}], Offset[{-1.5, 0}, {60., 0.0018210292577563328`}]}], LineBox[{ Offset[{1.5, 0}, {60., -0.00021222925775633242`}], Offset[{-1.5, 0}, {60., -0.00021222925775633242`}]}]}, { LineBox[{{61., 0.0018453151480574952`}, { 61., -0.00006251514805749538}}], LineBox[{ Offset[{1.5, 0}, {61., 0.0018453151480574952`}], Offset[{-1.5, 0}, {61., 0.0018453151480574952`}]}], LineBox[{ Offset[{1.5, 0}, {61., -0.00006251514805749538}], Offset[{-1.5, 0}, {61., -0.00006251514805749538}]}]}, { LineBox[{{62., 0.002149887576201347}, {62., -0.0001554875762013472}}], LineBox[{ Offset[{1.5, 0}, {62., 0.002149887576201347}], Offset[{-1.5, 0}, {62., 0.002149887576201347}]}], LineBox[{ Offset[{1.5, 0}, {62., -0.0001554875762013472}], Offset[{-1.5, 0}, {62., -0.0001554875762013472}]}]}, { LineBox[{{63., 0.00249009468418287}, {63., -0.00007769468418287041}}], LineBox[{ Offset[{1.5, 0}, {63., 0.00249009468418287}], Offset[{-1.5, 0}, {63., 0.00249009468418287}]}], LineBox[{ Offset[{1.5, 0}, {63., -0.00007769468418287041}], Offset[{-1.5, 0}, {63., -0.00007769468418287041}]}]}, { LineBox[{{64., 0.0027231815963998703`}, { 64., -0.00017798159639987048`}}], LineBox[{ Offset[{1.5, 0}, {64., 0.0027231815963998703`}], Offset[{-1.5, 0}, {64., 0.0027231815963998703`}]}], LineBox[{ Offset[{1.5, 0}, {64., -0.00017798159639987048`}], Offset[{-1.5, 0}, {64., -0.00017798159639987048`}]}]}, { LineBox[{{65., 0.0026704717410920157`}, { 65., -0.000016071741092015543`}}], LineBox[{ Offset[{1.5, 0}, {65., 0.0026704717410920157`}], Offset[{-1.5, 0}, {65., 0.0026704717410920157`}]}], LineBox[{ Offset[{1.5, 0}, {65., -0.000016071741092015543`}], Offset[{-1.5, 0}, {65., -0.000016071741092015543`}]}]}, { LineBox[{{66., 0.002895501240656721}, { 66., -0.00019070124065672127`}}], LineBox[{ Offset[{1.5, 0}, {66., 0.002895501240656721}], Offset[{-1.5, 0}, {66., 0.002895501240656721}]}], LineBox[{ Offset[{1.5, 0}, {66., -0.00019070124065672127`}], Offset[{-1.5, 0}, {66., -0.00019070124065672127`}]}]}, { LineBox[{{67., 0.0031918286621239163`}, { 67., -0.00015382866212391598`}}], LineBox[{ Offset[{1.5, 0}, {67., 0.0031918286621239163`}], Offset[{-1.5, 0}, {67., 0.0031918286621239163`}]}], LineBox[{ Offset[{1.5, 0}, {67., -0.00015382866212391598`}], Offset[{-1.5, 0}, {67., -0.00015382866212391598`}]}]}, { LineBox[{{68., 0.003169951342253981}, {68., 0.000038848657746018856`}}], LineBox[{ Offset[{1.5, 0}, {68., 0.003169951342253981}], Offset[{-1.5, 0}, {68., 0.003169951342253981}]}], LineBox[{ Offset[{1.5, 0}, {68., 0.000038848657746018856`}], Offset[{-1.5, 0}, {68., 0.000038848657746018856`}]}]}, { LineBox[{{69., 0.0031067308778446965`}, {69., 0.00014726912215530324`}}], LineBox[{ Offset[{1.5, 0}, {69., 0.0031067308778446965`}], Offset[{-1.5, 0}, {69., 0.0031067308778446965`}]}], LineBox[{ Offset[{1.5, 0}, {69., 0.00014726912215530324`}], Offset[{-1.5, 0}, {69., 0.00014726912215530324`}]}]}, { LineBox[{{70., 0.0033382406091380015`}, {70., 0.00009535939086199852}}], LineBox[{ Offset[{1.5, 0}, {70., 0.0033382406091380015`}], Offset[{-1.5, 0}, {70., 0.0033382406091380015`}]}], LineBox[{ Offset[{1.5, 0}, {70., 0.00009535939086199852}], Offset[{-1.5, 0}, {70., 0.00009535939086199852}]}]}, { LineBox[{{71., 0.0032195432007811825`}, {71., 0.00027405679921881716`}}], LineBox[{ Offset[{1.5, 0}, {71., 0.0032195432007811825`}], Offset[{-1.5, 0}, {71., 0.0032195432007811825`}]}], LineBox[{ Offset[{1.5, 0}, {71., 0.00027405679921881716`}], Offset[{-1.5, 0}, {71., 0.00027405679921881716`}]}]}, { LineBox[{{72., 0.003438243992862411}, {72., 0.00013055600713758934`}}], LineBox[{ Offset[{1.5, 0}, {72., 0.003438243992862411}], Offset[{-1.5, 0}, {72., 0.003438243992862411}]}], LineBox[{ Offset[{1.5, 0}, {72., 0.00013055600713758934`}], Offset[{-1.5, 0}, {72., 0.00013055600713758934`}]}]}, { LineBox[{{73., 0.0035990875199143606`}, {73., 0.00018291248008563978`}}], LineBox[{ Offset[{1.5, 0}, {73., 0.0035990875199143606`}], Offset[{-1.5, 0}, {73., 0.0035990875199143606`}]}], LineBox[{ Offset[{1.5, 0}, {73., 0.00018291248008563978`}], Offset[{-1.5, 0}, {73., 0.00018291248008563978`}]}]}, { LineBox[{{74., 0.0036758595681516816`}, {74., 0.00011134043184831766`}}], LineBox[{ Offset[{1.5, 0}, {74., 0.0036758595681516816`}], Offset[{-1.5, 0}, {74., 0.0036758595681516816`}]}], LineBox[{ Offset[{1.5, 0}, {74., 0.00011134043184831766`}], Offset[{-1.5, 0}, {74., 0.00011134043184831766`}]}]}, { LineBox[{{75., 0.003650410743774609}, {75., 0.0002151892562253909}}], LineBox[{ Offset[{1.5, 0}, {75., 0.003650410743774609}], Offset[{-1.5, 0}, {75., 0.003650410743774609}]}], LineBox[{ Offset[{1.5, 0}, {75., 0.0002151892562253909}], Offset[{-1.5, 0}, {75., 0.0002151892562253909}]}]}, { LineBox[{{76., 0.00398662465708835}, {76., 0.00042577534291164936`}}], LineBox[{ Offset[{1.5, 0}, {76., 0.00398662465708835}], Offset[{-1.5, 0}, {76., 0.00398662465708835}]}], LineBox[{ Offset[{1.5, 0}, {76., 0.00042577534291164936`}], Offset[{-1.5, 0}, {76., 0.00042577534291164936`}]}]}, { LineBox[{{77., 0.004071696209434604}, {77., 0.00036190379056539614`}}], LineBox[{ Offset[{1.5, 0}, {77., 0.004071696209434604}], Offset[{-1.5, 0}, {77., 0.004071696209434604}]}], LineBox[{ Offset[{1.5, 0}, {77., 0.00036190379056539614`}], Offset[{-1.5, 0}, {77., 0.00036190379056539614`}]}]}, { LineBox[{{78., 0.0040435959744832255`}, {78., 0.00040480402551677373`}}], LineBox[{ Offset[{1.5, 0}, {78., 0.0040435959744832255`}], Offset[{-1.5, 0}, {78., 0.0040435959744832255`}]}], LineBox[{ Offset[{1.5, 0}, {78., 0.00040480402551677373`}], Offset[{-1.5, 0}, {78., 0.00040480402551677373`}]}]}, { LineBox[{{79., 0.0042465248550386196`}, {79., 0.0003326751449613803}}], LineBox[{ Offset[{1.5, 0}, {79., 0.0042465248550386196`}], Offset[{-1.5, 0}, {79., 0.0042465248550386196`}]}], LineBox[{ Offset[{1.5, 0}, {79., 0.0003326751449613803}], Offset[{-1.5, 0}, {79., 0.0003326751449613803}]}]}, { LineBox[{{80., 0.004281524340845219}, {80., 0.0003500756591547803}}], LineBox[{ Offset[{1.5, 0}, {80., 0.004281524340845219}], Offset[{-1.5, 0}, {80., 0.004281524340845219}]}], LineBox[{ Offset[{1.5, 0}, {80., 0.0003500756591547803}], Offset[{-1.5, 0}, {80., 0.0003500756591547803}]}]}, { LineBox[{{81., 0.0042923737139153}, {81., 0.00037362628608470037`}}], LineBox[{ Offset[{1.5, 0}, {81., 0.0042923737139153}], Offset[{-1.5, 0}, {81., 0.0042923737139153}]}], LineBox[{ Offset[{1.5, 0}, {81., 0.00037362628608470037`}], Offset[{-1.5, 0}, {81., 0.00037362628608470037`}]}]}, { LineBox[{{82., 0.00464949488389972}, {82., 0.00043370511610027994`}}], LineBox[{ Offset[{1.5, 0}, {82., 0.00464949488389972}], Offset[{-1.5, 0}, {82., 0.00464949488389972}]}], LineBox[{ Offset[{1.5, 0}, {82., 0.00043370511610027994`}], Offset[{-1.5, 0}, {82., 0.00043370511610027994`}]}]}, { LineBox[{{83., 0.004357042137764615}, {83., 0.0007469578622353857}}], LineBox[{ Offset[{1.5, 0}, {83., 0.004357042137764615}], Offset[{-1.5, 0}, {83., 0.004357042137764615}]}], LineBox[{ Offset[{1.5, 0}, {83., 0.0007469578622353857}], Offset[{-1.5, 0}, {83., 0.0007469578622353857}]}]}, { LineBox[{{84., 0.004785742609253482}, {84., 0.000699857390746518}}], LineBox[{ Offset[{1.5, 0}, {84., 0.004785742609253482}], Offset[{-1.5, 0}, {84., 0.004785742609253482}]}], LineBox[{ Offset[{1.5, 0}, {84., 0.000699857390746518}], Offset[{-1.5, 0}, {84., 0.000699857390746518}]}]}, { LineBox[{{85., 0.004684316750287983}, {85., 0.0008372832497120181}}], LineBox[{ Offset[{1.5, 0}, {85., 0.004684316750287983}], Offset[{-1.5, 0}, {85., 0.004684316750287983}]}], LineBox[{ Offset[{1.5, 0}, {85., 0.0008372832497120181}], Offset[{-1.5, 0}, {85., 0.0008372832497120181}]}]}, { LineBox[{{86., 0.005095713202984641}, {86., 0.0006882867970153602}}], LineBox[{ Offset[{1.5, 0}, {86., 0.005095713202984641}], Offset[{-1.5, 0}, {86., 0.005095713202984641}]}], LineBox[{ Offset[{1.5, 0}, {86., 0.0006882867970153602}], Offset[{-1.5, 0}, {86., 0.0006882867970153602}]}]}, { LineBox[{{87., 0.004973066239003497}, {87., 0.0008617337609965019}}], LineBox[{ Offset[{1.5, 0}, {87., 0.004973066239003497}], Offset[{-1.5, 0}, {87., 0.004973066239003497}]}], LineBox[{ Offset[{1.5, 0}, {87., 0.0008617337609965019}], Offset[{-1.5, 0}, {87., 0.0008617337609965019}]}]}, { LineBox[{{88., 0.005243474263978056}, {88., 0.0007001257360219446}}], LineBox[{ Offset[{1.5, 0}, {88., 0.005243474263978056}], Offset[{-1.5, 0}, {88., 0.005243474263978056}]}], LineBox[{ Offset[{1.5, 0}, {88., 0.0007001257360219446}], Offset[{-1.5, 0}, {88., 0.0007001257360219446}]}]}, { LineBox[{{89., 0.0050805837809718354`}, {89., 0.0009426162190281648}}], LineBox[{ Offset[{1.5, 0}, {89., 0.0050805837809718354`}], Offset[{-1.5, 0}, {89., 0.0050805837809718354`}]}], LineBox[{ Offset[{1.5, 0}, {89., 0.0009426162190281648}], Offset[{-1.5, 0}, {89., 0.0009426162190281648}]}]}, { LineBox[{{90., 0.005167953795387694}, {90., 0.001005246204612305}}], LineBox[{ Offset[{1.5, 0}, {90., 0.005167953795387694}], Offset[{-1.5, 0}, {90., 0.005167953795387694}]}], LineBox[{ Offset[{1.5, 0}, {90., 0.001005246204612305}], Offset[{-1.5, 0}, {90., 0.001005246204612305}]}]}, { LineBox[{{91., 0.005233547942765229}, {91., 0.0011268520572347714`}}], LineBox[{ Offset[{1.5, 0}, {91., 0.005233547942765229}], Offset[{-1.5, 0}, {91., 0.005233547942765229}]}], LineBox[{ Offset[{1.5, 0}, {91., 0.0011268520572347714`}], Offset[{-1.5, 0}, {91., 0.0011268520572347714`}]}]}, { LineBox[{{92., 0.005516774085360672}, {92., 0.0012628259146393287`}}], LineBox[{ Offset[{1.5, 0}, {92., 0.005516774085360672}], Offset[{-1.5, 0}, {92., 0.005516774085360672}]}], LineBox[{ Offset[{1.5, 0}, {92., 0.0012628259146393287`}], Offset[{-1.5, 0}, {92., 0.0012628259146393287`}]}]}, { LineBox[{{93., 0.005634804681825943}, {93., 0.0012327953181740558`}}], LineBox[{ Offset[{1.5, 0}, {93., 0.005634804681825943}], Offset[{-1.5, 0}, {93., 0.005634804681825943}]}], LineBox[{ Offset[{1.5, 0}, {93., 0.0012327953181740558`}], Offset[{-1.5, 0}, {93., 0.0012327953181740558`}]}]}, { LineBox[{{94., 0.0059304628307589495`}, {94., 0.0012179371692410514`}}], LineBox[{ Offset[{1.5, 0}, {94., 0.0059304628307589495`}], Offset[{-1.5, 0}, {94., 0.0059304628307589495`}]}], LineBox[{ Offset[{1.5, 0}, {94., 0.0012179371692410514`}], Offset[{-1.5, 0}, {94., 0.0012179371692410514`}]}]}, { LineBox[{{95., 0.006085676863073666}, {95., 0.0015115231369263317`}}], LineBox[{ Offset[{1.5, 0}, {95., 0.006085676863073666}], Offset[{-1.5, 0}, {95., 0.006085676863073666}]}], LineBox[{ Offset[{1.5, 0}, {95., 0.0015115231369263317`}], Offset[{-1.5, 0}, {95., 0.0015115231369263317`}]}]}, { LineBox[{{96., 0.006327615857804031}, {96., 0.0014407841421959686`}}], LineBox[{ Offset[{1.5, 0}, {96., 0.006327615857804031}], Offset[{-1.5, 0}, {96., 0.006327615857804031}]}], LineBox[{ Offset[{1.5, 0}, {96., 0.0014407841421959686`}], Offset[{-1.5, 0}, {96., 0.0014407841421959686`}]}]}, { LineBox[{{97., 0.0067536961624864045`}, {97., 0.0014603038375135958`}}], LineBox[{ Offset[{1.5, 0}, {97., 0.0067536961624864045`}], Offset[{-1.5, 0}, {97., 0.0067536961624864045`}]}], LineBox[{ Offset[{1.5, 0}, {97., 0.0014603038375135958`}], Offset[{-1.5, 0}, {97., 0.0014603038375135958`}]}]}, { LineBox[{{98., 0.007172686503312356}, {98., 0.0015461134966876446`}}], LineBox[{ Offset[{1.5, 0}, {98., 0.007172686503312356}], Offset[{-1.5, 0}, {98., 0.007172686503312356}]}], LineBox[{ Offset[{1.5, 0}, {98., 0.0015461134966876446`}], Offset[{-1.5, 0}, {98., 0.0015461134966876446`}]}]}, { LineBox[{{99., 0.007001244785903674}, {99., 0.0018143552140963259`}}], LineBox[{ Offset[{1.5, 0}, {99., 0.007001244785903674}], Offset[{-1.5, 0}, {99., 0.007001244785903674}]}], LineBox[{ Offset[{1.5, 0}, {99., 0.0018143552140963259`}], Offset[{-1.5, 0}, {99., 0.0018143552140963259`}]}]}, { LineBox[{{100., 0.006896054171819185}, {100., 0.0019255458281808155`}}], LineBox[{ Offset[{1.5, 0}, {100., 0.006896054171819185}], Offset[{-1.5, 0}, {100., 0.006896054171819185}]}], LineBox[{ Offset[{1.5, 0}, {100., 0.0019255458281808155`}], Offset[{-1.5, 0}, {100., 0.0019255458281808155`}]}]}}}, {}}, {}, {}, {{}, {}}}, {{}, {{}, {RGBColor[0.550366, 0.581752, 0.8226355000000001], PointSize[ 0.009166666666666668], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJxdzn9M1HUcx/FvKOAWJCmggpCSZHoH8iMO+XW8AI+fx3F3cD9iB1yoMFZQ hHqGIF9IjhAOOblOQYUDDAHNyvJHk+xrYoYjHQRpwaAsLdBWTKAt2ajG+/6Q z/bdZ489P6/tuz77TflOG4Zhdvz3/X8vnL8imacPnuayRXZaZOdFXr3Iaxd5 HUocV39SLP5buGAvGAZid2smefQfGzD8Z750Ksuf/BJ6OgYnbPMF5Jfxw7cW /ZjdVvJmOPruLHTaYTUfAxm5GxIrQsm+iHryZeZNtzCyH94NTx+fSYgg+0M2 Kp90UoAcgIAteVOykShyIHLbLmUOb44lv4JsSfMduU8SOQhq0RWz/nsxWQCz znN8b7+UHIxyoaTSe1JG3or0+DAbwzo1OQSNLvfuyBvTyaHoCfZKjj+cRQ7D 3ccXasofWh0Ogc8LcY/OackRaAmqeWh7OpssxI1rwWyY3XZyJIL4K4plb+eQ gfb6AJ75TO6CWeDqj0qVOiGPehTYVqVmOPN16lGYeY3nJhohM9FQ5BgN5ePW Hg3n+cfPCHoKqcfAUqIZf1ZURD0GGUbhUe0hMrMNKvFFCeexi/o2OCQ8V37L n8yI8FXGTZHHMWsXYYLrvZr5yx7qsXh0XzfjN6+jHouszi5Vtekd6nG43lul qh4js3HwbkfvyJ791OMx9CB6diKmjHo8vGyEmkYTmUmAn8Jrzr6QpZ4AzTdr Sj8dKqeeCMfpPtelERXUE/Hr+bpBbegB6klw3yUstjxfST0JjU0tb5WurKIu hiVHP1FpNSvGh0WB+R211p6MN5pTHLw9D1JPxrxnkazF20Bdgnbp7SnJHJmV gO8xm2ReX089Ben3vQMhJbMp2D3n+sUtNyN1KTYGl5kEV8iQ4kX9JZeVhxvo vRSd7S3teRfInBQnTK1lfMn7tJdhacF7X68qIUMGdfVt5+/qyKwM7uey15Qa yZwMGYaulF4HM+3l6LYZ5ZlDyZBjYq6mR55IZuXYN+bBv9FN5uQ4+dkpQ/9Z 6z4Vyz++Xp/20xHap0IYMvaEs22ifSpG+ps++qeWzKWirerk0OUzZCYN3aPu vE1jZKTh1HR633b5MdqnYaO49vIHe8lcGmJslqwq4MiMAnfPa6cHtcdpr0B3 tqBBWEtmFciqmJV83kDmFOgwtk0vGSAzSoRo7Fv/0J6gvRLLN11UOerIrBIx D5aFG38nc0rwt+jt543NtFfB1s53lA1uob0KurMHHX0KyKwK4UFr+3JHyJwK p0Wd9w6tsNBeDW20i5PpZzLUKAkJ37f/NzKrRp1rwbXj0a20VyOsy1Lke4DM vIr+AIXTrKIt8l9DyZzD "]], {{LineBox[{{1., 0.}, {1., 0.}}], LineBox[{Offset[{1.5, 0}, {1., 0.}], Offset[{-1.5, 0}, {1., 0.}]}], LineBox[{Offset[{1.5, 0}, {1., 0.}], Offset[{-1.5, 0}, {1., 0.}]}]}, { LineBox[{{2., 0.}, {2., 0.}}], LineBox[{Offset[{1.5, 0}, {2., 0.}], Offset[{-1.5, 0}, {2., 0.}]}], LineBox[{Offset[{1.5, 0}, {2., 0.}], Offset[{-1.5, 0}, {2., 0.}]}]}, { LineBox[{{3., 0.}, {3., 0.}}], LineBox[{Offset[{1.5, 0}, {3., 0.}], Offset[{-1.5, 0}, {3., 0.}]}], LineBox[{Offset[{1.5, 0}, {3., 0.}], Offset[{-1.5, 0}, {3., 0.}]}]}, { LineBox[{{4., 0.}, {4., 0.}}], LineBox[{Offset[{1.5, 0}, {4., 0.}], Offset[{-1.5, 0}, {4., 0.}]}], LineBox[{Offset[{1.5, 0}, {4., 0.}], Offset[{-1.5, 0}, {4., 0.}]}]}, { LineBox[{{5., 0.}, {5., 0.}}], LineBox[{Offset[{1.5, 0}, {5., 0.}], Offset[{-1.5, 0}, {5., 0.}]}], LineBox[{Offset[{1.5, 0}, {5., 0.}], Offset[{-1.5, 0}, {5., 0.}]}]}, { LineBox[{{6., 0.}, {6., 0.}}], LineBox[{Offset[{1.5, 0}, {6., 0.}], Offset[{-1.5, 0}, {6., 0.}]}], LineBox[{Offset[{1.5, 0}, {6., 0.}], Offset[{-1.5, 0}, {6., 0.}]}]}, { LineBox[{{7., 0.}, {7., 0.}}], LineBox[{Offset[{1.5, 0}, {7., 0.}], Offset[{-1.5, 0}, {7., 0.}]}], LineBox[{Offset[{1.5, 0}, {7., 0.}], Offset[{-1.5, 0}, {7., 0.}]}]}, { LineBox[{{8., 0.0000667120345774976}, { 8., -0.000022273201096876363`}}], LineBox[{ Offset[{1.5, 0}, {8., 0.0000667120345774976}], Offset[{-1.5, 0}, {8., 0.0000667120345774976}]}], LineBox[{ Offset[{1.5, 0}, {8., -0.000022273201096876363`}], Offset[{-1.5, 0}, {8., -0.000022273201096876363`}]}]}, { LineBox[{{9., 0.0005020861406781153}, {9., -0.00007612982203147956}}], LineBox[{ Offset[{1.5, 0}, {9., 0.0005020861406781153}], Offset[{-1.5, 0}, {9., 0.0005020861406781153}]}], LineBox[{ Offset[{1.5, 0}, {9., -0.00007612982203147956}], Offset[{-1.5, 0}, {9., -0.00007612982203147956}]}]}, { LineBox[{{10., 0.0007796571327821746}, { 10., -0.0002494210514793086}}], LineBox[{ Offset[{1.5, 0}, {10., 0.0007796571327821746}], Offset[{-1.5, 0}, {10., 0.0007796571327821746}]}], LineBox[{ Offset[{1.5, 0}, {10., -0.0002494210514793086}], Offset[{-1.5, 0}, {10., -0.0002494210514793086}]}]}, { LineBox[{{11., 0.0010271577496861642`}, { 11., -0.0003427744647473939}}], LineBox[{ Offset[{1.5, 0}, {11., 0.0010271577496861642`}], Offset[{-1.5, 0}, {11., 0.0010271577496861642`}]}], LineBox[{ Offset[{1.5, 0}, {11., -0.0003427744647473939}], Offset[{-1.5, 0}, {11., -0.0003427744647473939}]}]}, { LineBox[{{12., 0.0010130175045556429`}, { 12., -0.00027977675212539395`}}], LineBox[{ Offset[{1.5, 0}, {12., 0.0010130175045556429`}], Offset[{-1.5, 0}, {12., 0.0010130175045556429`}]}], LineBox[{ Offset[{1.5, 0}, {12., -0.00027977675212539395`}], Offset[{-1.5, 0}, {12., -0.00027977675212539395`}]}]}, { LineBox[{{13., 0.0010976115004149457`}, { 13., -0.00035326103961454174`}}], LineBox[{ Offset[{1.5, 0}, {13., 0.0010976115004149457`}], Offset[{-1.5, 0}, {13., 0.0010976115004149457`}]}], LineBox[{ Offset[{1.5, 0}, {13., -0.00035326103961454174`}], Offset[{-1.5, 0}, {13., -0.00035326103961454174`}]}]}, { LineBox[{{14., 0.0010865496385076413`}, { 14., -0.00027756087446269745`}}], LineBox[{ Offset[{1.5, 0}, {14., 0.0010865496385076413`}], Offset[{-1.5, 0}, {14., 0.0010865496385076413`}]}], LineBox[{ Offset[{1.5, 0}, {14., -0.00027756087446269745`}], Offset[{-1.5, 0}, {14., -0.00027756087446269745`}]}]}, { LineBox[{{15., 0.0012358891215619864`}, { 15., -0.0004087208347295156}}], LineBox[{ Offset[{1.5, 0}, {15., 0.0012358891215619864`}], Offset[{-1.5, 0}, {15., 0.0012358891215619864`}]}], LineBox[{ Offset[{1.5, 0}, {15., -0.0004087208347295156}], Offset[{-1.5, 0}, {15., -0.0004087208347295156}]}]}, { LineBox[{{16., 0.0013350972586809837`}, { 16., -0.0004412707216275812}}], LineBox[{ Offset[{1.5, 0}, {16., 0.0013350972586809837`}], Offset[{-1.5, 0}, {16., 0.0013350972586809837`}]}], LineBox[{ Offset[{1.5, 0}, {16., -0.0004412707216275812}], Offset[{-1.5, 0}, {16., -0.0004412707216275812}]}]}, { LineBox[{{17., 0.0015465092524823078`}, { 17., -0.0005496654196329203}}], LineBox[{ Offset[{1.5, 0}, {17., 0.0015465092524823078`}], Offset[{-1.5, 0}, {17., 0.0015465092524823078`}]}], LineBox[{ Offset[{1.5, 0}, {17., -0.0005496654196329203}], Offset[{-1.5, 0}, {17., -0.0005496654196329203}]}]}, { LineBox[{{18., 0.0013187816705297196`}, { 18., -0.00022889403008028136`}}], LineBox[{ Offset[{1.5, 0}, {18., 0.0013187816705297196`}], Offset[{-1.5, 0}, {18., 0.0013187816705297196`}]}], LineBox[{ Offset[{1.5, 0}, {18., -0.00022889403008028136`}], Offset[{-1.5, 0}, {18., -0.00022889403008028136`}]}]}, { LineBox[{{19., 0.0016942287237348892`}, { 19., -0.00034124298961041007`}}], LineBox[{ Offset[{1.5, 0}, {19., 0.0016942287237348892`}], Offset[{-1.5, 0}, {19., 0.0016942287237348892`}]}], LineBox[{ Offset[{1.5, 0}, {19., -0.00034124298961041007`}], Offset[{-1.5, 0}, {19., -0.00034124298961041007`}]}]}, { LineBox[{{20., 0.00196135845409313}, {20., -0.0003026032464173319}}], LineBox[{ Offset[{1.5, 0}, {20., 0.00196135845409313}], Offset[{-1.5, 0}, {20., 0.00196135845409313}]}], LineBox[{ Offset[{1.5, 0}, {20., -0.0003026032464173319}], Offset[{-1.5, 0}, {20., -0.0003026032464173319}]}]}, { LineBox[{{21., 0.0020679060956302706`}, { 21., -0.00030777479907680475`}}], LineBox[{ Offset[{1.5, 0}, {21., 0.0020679060956302706`}], Offset[{-1.5, 0}, {21., 0.0020679060956302706`}]}], LineBox[{ Offset[{1.5, 0}, {21., -0.00030777479907680475`}], Offset[{-1.5, 0}, {21., -0.00030777479907680475`}]}]}, { LineBox[{{22., 0.0023450377358164845`}, { 22., -0.0002944128147206633}}], LineBox[{ Offset[{1.5, 0}, {22., 0.0023450377358164845`}], Offset[{-1.5, 0}, {22., 0.0023450377358164845`}]}], LineBox[{ Offset[{1.5, 0}, {22., -0.0002944128147206633}], Offset[{-1.5, 0}, {22., -0.0002944128147206633}]}]}, { LineBox[{{23., 0.00243939696460793}, {23., -0.000252551869291682}}], LineBox[{ Offset[{1.5, 0}, {23., 0.00243939696460793}], Offset[{-1.5, 0}, {23., 0.00243939696460793}]}], LineBox[{ Offset[{1.5, 0}, {23., -0.000252551869291682}], Offset[{-1.5, 0}, {23., -0.000252551869291682}]}]}, { LineBox[{{24., 0.0029535690914563096`}, { 24., -8.360153190939325*^-6}}], LineBox[{ Offset[{1.5, 0}, {24., 0.0029535690914563096`}], Offset[{-1.5, 0}, {24., 0.0029535690914563096`}]}], LineBox[{ Offset[{1.5, 0}, {24., -8.360153190939325*^-6}], Offset[{-1.5, 0}, {24., -8.360153190939325*^-6}]}]}, { LineBox[{{25., 0.003057491310916231}, {25., 0.0001894472069476755}}], LineBox[{ Offset[{1.5, 0}, {25., 0.003057491310916231}], Offset[{-1.5, 0}, {25., 0.003057491310916231}]}], LineBox[{ Offset[{1.5, 0}, {25., 0.0001894472069476755}], Offset[{-1.5, 0}, {25., 0.0001894472069476755}]}]}, { LineBox[{{26., 0.0036720165185329563`}, {26., 0.00018191606573670673`}}], LineBox[{ Offset[{1.5, 0}, {26., 0.0036720165185329563`}], Offset[{-1.5, 0}, {26., 0.0036720165185329563`}]}], LineBox[{ Offset[{1.5, 0}, {26., 0.00018191606573670673`}], Offset[{-1.5, 0}, {26., 0.00018191606573670673`}]}]}, { LineBox[{{27., 0.003567346014398708}, {27., 0.00032913170306120916`}}], LineBox[{ Offset[{1.5, 0}, {27., 0.003567346014398708}], Offset[{-1.5, 0}, {27., 0.003567346014398708}]}], LineBox[{ Offset[{1.5, 0}, {27., 0.00032913170306120916`}], Offset[{-1.5, 0}, {27., 0.00032913170306120916`}]}]}, { LineBox[{{28., 0.003780402021722832}, {28., 0.0002964822100660837}}], LineBox[{ Offset[{1.5, 0}, {28., 0.003780402021722832}], Offset[{-1.5, 0}, {28., 0.003780402021722832}]}], LineBox[{ Offset[{1.5, 0}, {28., 0.0002964822100660837}], Offset[{-1.5, 0}, {28., 0.0002964822100660837}]}]}, { LineBox[{{29., 0.004146244325491418}, {29., 0.00041138728667876323`}}], LineBox[{ Offset[{1.5, 0}, {29., 0.004146244325491418}], Offset[{-1.5, 0}, {29., 0.004146244325491418}]}], LineBox[{ Offset[{1.5, 0}, {29., 0.00041138728667876323`}], Offset[{-1.5, 0}, {29., 0.00041138728667876323`}]}]}, { LineBox[{{30., 0.004362275220734536}, {30., 0.0002823403581065191}}], LineBox[{ Offset[{1.5, 0}, {30., 0.004362275220734536}], Offset[{-1.5, 0}, {30., 0.004362275220734536}]}], LineBox[{ Offset[{1.5, 0}, {30., 0.0002823403581065191}], Offset[{-1.5, 0}, {30., 0.0002823403581065191}]}]}, { LineBox[{{31., 0.004734455505731691}, {31., 0.0007456606412194525}}], LineBox[{ Offset[{1.5, 0}, {31., 0.004734455505731691}], Offset[{-1.5, 0}, {31., 0.004734455505731691}]}], LineBox[{ Offset[{1.5, 0}, {31., 0.0007456606412194525}], Offset[{-1.5, 0}, {31., 0.0007456606412194525}]}]}, { LineBox[{{32., 0.004985616913869055}, {32., 0.0007942088657042308}}], LineBox[{ Offset[{1.5, 0}, {32., 0.004985616913869055}], Offset[{-1.5, 0}, {32., 0.004985616913869055}]}], LineBox[{ Offset[{1.5, 0}, {32., 0.0007942088657042308}], Offset[{-1.5, 0}, {32., 0.0007942088657042308}]}]}, { LineBox[{{33., 0.005318637506326732}, {33., 0.0008548254402709213}}], LineBox[{ Offset[{1.5, 0}, {33., 0.005318637506326732}], Offset[{-1.5, 0}, {33., 0.005318637506326732}]}], LineBox[{ Offset[{1.5, 0}, {33., 0.0008548254402709213}], Offset[{-1.5, 0}, {33., 0.0008548254402709213}]}]}, { LineBox[{{34., 0.005624303879004394}, {34., 0.0010579332122719613`}}], LineBox[{ Offset[{1.5, 0}, {34., 0.005624303879004394}], Offset[{-1.5, 0}, {34., 0.005624303879004394}]}], LineBox[{ Offset[{1.5, 0}, {34., 0.0010579332122719613`}], Offset[{-1.5, 0}, {34., 0.0010579332122719613`}]}]}, { LineBox[{{35., 0.0054699499774056425`}, {35., 0.0013309589987337343`}}], LineBox[{ Offset[{1.5, 0}, {35., 0.0054699499774056425`}], Offset[{-1.5, 0}, {35., 0.0054699499774056425`}]}], LineBox[{ Offset[{1.5, 0}, {35., 0.0013309589987337343`}], Offset[{-1.5, 0}, {35., 0.0013309589987337343`}]}]}, { LineBox[{{36., 0.005644893390719495}, {36., 0.0011600554793726662`}}], LineBox[{ Offset[{1.5, 0}, {36., 0.005644893390719495}], Offset[{-1.5, 0}, {36., 0.005644893390719495}]}], LineBox[{ Offset[{1.5, 0}, {36., 0.0011600554793726662`}], Offset[{-1.5, 0}, {36., 0.0011600554793726662`}]}]}, { LineBox[{{37., 0.006679613971159463}, {37., 0.00198015121000453}}], LineBox[{ Offset[{1.5, 0}, {37., 0.006679613971159463}], Offset[{-1.5, 0}, {37., 0.006679613971159463}]}], LineBox[{ Offset[{1.5, 0}, {37., 0.00198015121000453}], Offset[{-1.5, 0}, {37., 0.00198015121000453}]}]}, { LineBox[{{38., 0.007350541134131345}, {38., 0.002058498128588009}}], LineBox[{ Offset[{1.5, 0}, {38., 0.007350541134131345}], Offset[{-1.5, 0}, {38., 0.007350541134131345}]}], LineBox[{ Offset[{1.5, 0}, {38., 0.002058498128588009}], Offset[{-1.5, 0}, {38., 0.002058498128588009}]}]}, { LineBox[{{39., 0.007260844649938317}, {39., 0.0022899696411865424`}}], LineBox[{ Offset[{1.5, 0}, {39., 0.007260844649938317}], Offset[{-1.5, 0}, {39., 0.007260844649938317}]}], LineBox[{ Offset[{1.5, 0}, {39., 0.0022899696411865424`}], Offset[{-1.5, 0}, {39., 0.0022899696411865424`}]}]}, { LineBox[{{40., 0.007646408169004316}, {40., 0.002175962743759225}}], LineBox[{ Offset[{1.5, 0}, {40., 0.007646408169004316}], Offset[{-1.5, 0}, {40., 0.007646408169004316}]}], LineBox[{ Offset[{1.5, 0}, {40., 0.002175962743759225}], Offset[{-1.5, 0}, {40., 0.002175962743759225}]}]}, { LineBox[{{41., 0.007710182324671475}, {41., 0.0021504413339574874`}}], LineBox[{ Offset[{1.5, 0}, {41., 0.007710182324671475}], Offset[{-1.5, 0}, {41., 0.007710182324671475}]}], LineBox[{ Offset[{1.5, 0}, {41., 0.0021504413339574874`}], Offset[{-1.5, 0}, {41., 0.0021504413339574874`}]}]}, { LineBox[{{42., 0.007707963503535046}, {42., 0.0023535186325588818`}}], LineBox[{ Offset[{1.5, 0}, {42., 0.007707963503535046}], Offset[{-1.5, 0}, {42., 0.007707963503535046}]}], LineBox[{ Offset[{1.5, 0}, {42., 0.0023535186325588818`}], Offset[{-1.5, 0}, {42., 0.0023535186325588818`}]}]}, { LineBox[{{43., 0.008537659545656901}, {43., 0.0026382020879752144`}}], LineBox[{ Offset[{1.5, 0}, {43., 0.008537659545656901}], Offset[{-1.5, 0}, {43., 0.008537659545656901}]}], LineBox[{ Offset[{1.5, 0}, {43., 0.0026382020879752144`}], Offset[{-1.5, 0}, {43., 0.0026382020879752144`}]}]}, { LineBox[{{44., 0.008839339823360028}, {44., 0.002877867599945113}}], LineBox[{ Offset[{1.5, 0}, {44., 0.008839339823360028}], Offset[{-1.5, 0}, {44., 0.008839339823360028}]}], LineBox[{ Offset[{1.5, 0}, {44., 0.002877867599945113}], Offset[{-1.5, 0}, {44., 0.002877867599945113}]}]}, { LineBox[{{45., 0.009339875889769193}, {45., 0.003150466238749932}}], LineBox[{ Offset[{1.5, 0}, {45., 0.009339875889769193}], Offset[{-1.5, 0}, {45., 0.009339875889769193}]}], LineBox[{ Offset[{1.5, 0}, {45., 0.003150466238749932}], Offset[{-1.5, 0}, {45., 0.003150466238749932}]}]}, { LineBox[{{46., 0.009402180550199424}, {46., 0.0032293053732950854`}}], LineBox[{ Offset[{1.5, 0}, {46., 0.009402180550199424}], Offset[{-1.5, 0}, {46., 0.009402180550199424}]}], LineBox[{ Offset[{1.5, 0}, {46., 0.0032293053732950854`}], Offset[{-1.5, 0}, {46., 0.0032293053732950854`}]}]}, { LineBox[{{47., 0.01073009806288801}, {47., 0.00414504396463377}}], LineBox[{ Offset[{1.5, 0}, {47., 0.01073009806288801}], Offset[{-1.5, 0}, {47., 0.01073009806288801}]}], LineBox[{ Offset[{1.5, 0}, {47., 0.00414504396463377}], Offset[{-1.5, 0}, {47., 0.00414504396463377}]}]}, { LineBox[{{48., 0.011017345249443573`}, {48., 0.00424890901138208}}], LineBox[{ Offset[{1.5, 0}, {48., 0.011017345249443573`}], Offset[{-1.5, 0}, {48., 0.011017345249443573`}]}], LineBox[{ Offset[{1.5, 0}, {48., 0.00424890901138208}], Offset[{-1.5, 0}, {48., 0.00424890901138208}]}]}, { LineBox[{{49., 0.011000872110917761`}, {49., 0.004419276860171751}}], LineBox[{ Offset[{1.5, 0}, {49., 0.011000872110917761`}], Offset[{-1.5, 0}, {49., 0.011000872110917761`}]}], LineBox[{ Offset[{1.5, 0}, {49., 0.004419276860171751}], Offset[{-1.5, 0}, {49., 0.004419276860171751}]}]}, { LineBox[{{50., 0.011466899010336361`}, {50., 0.004589280764944538}}], LineBox[{ Offset[{1.5, 0}, {50., 0.011466899010336361`}], Offset[{-1.5, 0}, {50., 0.011466899010336361`}]}], LineBox[{ Offset[{1.5, 0}, {50., 0.004589280764944538}], Offset[{-1.5, 0}, {50., 0.004589280764944538}]}]}, { LineBox[{{51., 0.01250960031696646}, {51., 0.0049033525930196505`}}], LineBox[{ Offset[{1.5, 0}, {51., 0.01250960031696646}], Offset[{-1.5, 0}, {51., 0.01250960031696646}]}], LineBox[{ Offset[{1.5, 0}, {51., 0.0049033525930196505`}], Offset[{-1.5, 0}, {51., 0.0049033525930196505`}]}]}, { LineBox[{{52., 0.01256279792141441}, {52., 0.005248084542920899}}], LineBox[{ Offset[{1.5, 0}, {52., 0.01256279792141441}], Offset[{-1.5, 0}, {52., 0.01256279792141441}]}], LineBox[{ Offset[{1.5, 0}, {52., 0.005248084542920899}], Offset[{-1.5, 0}, {52., 0.005248084542920899}]}]}, { LineBox[{{53., 0.01375910139852642}, {53., 0.005994843810411845}}], LineBox[{ Offset[{1.5, 0}, {53., 0.01375910139852642}], Offset[{-1.5, 0}, {53., 0.01375910139852642}]}], LineBox[{ Offset[{1.5, 0}, {53., 0.005994843810411845}], Offset[{-1.5, 0}, {53., 0.005994843810411845}]}]}, { LineBox[{{54., 0.014295760039801023`}, {54., 0.006279293615040539}}], LineBox[{ Offset[{1.5, 0}, {54., 0.014295760039801023`}], Offset[{-1.5, 0}, {54., 0.014295760039801023`}]}], LineBox[{ Offset[{1.5, 0}, {54., 0.006279293615040539}], Offset[{-1.5, 0}, {54., 0.006279293615040539}]}]}, { LineBox[{{55., 0.01526333125233601}, {55., 0.0072719546964078435`}}], LineBox[{ Offset[{1.5, 0}, {55., 0.01526333125233601}], Offset[{-1.5, 0}, {55., 0.01526333125233601}]}], LineBox[{ Offset[{1.5, 0}, {55., 0.0072719546964078435`}], Offset[{-1.5, 0}, {55., 0.0072719546964078435`}]}]}, { LineBox[{{56., 0.01554055940705791}, {56., 0.006994852788371962}}], LineBox[{ Offset[{1.5, 0}, {56., 0.01554055940705791}], Offset[{-1.5, 0}, {56., 0.01554055940705791}]}], LineBox[{ Offset[{1.5, 0}, {56., 0.006994852788371962}], Offset[{-1.5, 0}, {56., 0.006994852788371962}]}]}, { LineBox[{{57., 0.015450447308619164`}, {57., 0.007547027757660353}}], LineBox[{ Offset[{1.5, 0}, {57., 0.015450447308619164`}], Offset[{-1.5, 0}, {57., 0.015450447308619164`}]}], LineBox[{ Offset[{1.5, 0}, {57., 0.007547027757660353}], Offset[{-1.5, 0}, {57., 0.007547027757660353}]}]}, { LineBox[{{58., 0.016825814557927803`}, {58., 0.008679803419600276}}], LineBox[{ Offset[{1.5, 0}, {58., 0.016825814557927803`}], Offset[{-1.5, 0}, {58., 0.016825814557927803`}]}], LineBox[{ Offset[{1.5, 0}, {58., 0.008679803419600276}], Offset[{-1.5, 0}, {58., 0.008679803419600276}]}]}, { LineBox[{{59., 0.019026191121217968`}, {59., 0.009437639203236016}}], LineBox[{ Offset[{1.5, 0}, {59., 0.019026191121217968`}], Offset[{-1.5, 0}, {59., 0.019026191121217968`}]}], LineBox[{ Offset[{1.5, 0}, {59., 0.009437639203236016}], Offset[{-1.5, 0}, {59., 0.009437639203236016}]}]}, { LineBox[{{60., 0.019284620715013374`}, {60., 0.009998171861681497}}], LineBox[{ Offset[{1.5, 0}, {60., 0.019284620715013374`}], Offset[{-1.5, 0}, {60., 0.019284620715013374`}]}], LineBox[{ Offset[{1.5, 0}, {60., 0.009998171861681497}], Offset[{-1.5, 0}, {60., 0.009998171861681497}]}]}, { LineBox[{{61., 0.02061713640309317}, {61., 0.010889112807865038`}}], LineBox[{ Offset[{1.5, 0}, {61., 0.02061713640309317}], Offset[{-1.5, 0}, {61., 0.02061713640309317}]}], LineBox[{ Offset[{1.5, 0}, {61., 0.010889112807865038`}], Offset[{-1.5, 0}, {61., 0.010889112807865038`}]}]}, { LineBox[{{62., 0.020521693443618066`}, {62., 0.011340571421929223`}}], LineBox[{ Offset[{1.5, 0}, {62., 0.020521693443618066`}], Offset[{-1.5, 0}, {62., 0.020521693443618066`}]}], LineBox[{ Offset[{1.5, 0}, {62., 0.011340571421929223`}], Offset[{-1.5, 0}, {62., 0.011340571421929223`}]}]}, { LineBox[{{63., 0.021467201185981763`}, {63., 0.011940449363191325`}}], LineBox[{ Offset[{1.5, 0}, {63., 0.021467201185981763`}], Offset[{-1.5, 0}, {63., 0.021467201185981763`}]}], LineBox[{ Offset[{1.5, 0}, {63., 0.011940449363191325`}], Offset[{-1.5, 0}, {63., 0.011940449363191325`}]}]}, { LineBox[{{64., 0.02245305117613782}, {64., 0.012201285397527127`}}], LineBox[{ Offset[{1.5, 0}, {64., 0.02245305117613782}], Offset[{-1.5, 0}, {64., 0.02245305117613782}]}], LineBox[{ Offset[{1.5, 0}, {64., 0.012201285397527127`}], Offset[{-1.5, 0}, {64., 0.012201285397527127`}]}]}, { LineBox[{{65., 0.024492166478306366`}, {65., 0.013731668896015046`}}], LineBox[{ Offset[{1.5, 0}, {65., 0.024492166478306366`}], Offset[{-1.5, 0}, {65., 0.024492166478306366`}]}], LineBox[{ Offset[{1.5, 0}, {65., 0.013731668896015046`}], Offset[{-1.5, 0}, {65., 0.013731668896015046`}]}]}, { LineBox[{{66., 0.024328374623891858`}, {66., 0.014172698472939348`}}], LineBox[{ Offset[{1.5, 0}, {66., 0.024328374623891858`}], Offset[{-1.5, 0}, {66., 0.024328374623891858`}]}], LineBox[{ Offset[{1.5, 0}, {66., 0.014172698472939348`}], Offset[{-1.5, 0}, {66., 0.014172698472939348`}]}]}, { LineBox[{{67., 0.026256336499395024`}, {67., 0.015355707434451719`}}], LineBox[{ Offset[{1.5, 0}, {67., 0.026256336499395024`}], Offset[{-1.5, 0}, {67., 0.026256336499395024`}]}], LineBox[{ Offset[{1.5, 0}, {67., 0.015355707434451719`}], Offset[{-1.5, 0}, {67., 0.015355707434451719`}]}]}, { LineBox[{{68., 0.026360426812566472`}, {68., 0.015601951674998234`}}], LineBox[{ Offset[{1.5, 0}, {68., 0.026360426812566472`}], Offset[{-1.5, 0}, {68., 0.026360426812566472`}]}], LineBox[{ Offset[{1.5, 0}, {68., 0.015601951674998234`}], Offset[{-1.5, 0}, {68., 0.015601951674998234`}]}]}, { LineBox[{{69., 0.026196998256304022`}, {69., 0.01590829147984039}}], LineBox[{ Offset[{1.5, 0}, {69., 0.026196998256304022`}], Offset[{-1.5, 0}, {69., 0.026196998256304022`}]}], LineBox[{ Offset[{1.5, 0}, {69., 0.01590829147984039}], Offset[{-1.5, 0}, {69., 0.01590829147984039}]}]}, { LineBox[{{70., 0.02654569203649473}, {70., 0.015579923416099647`}}], LineBox[{ Offset[{1.5, 0}, {70., 0.02654569203649473}], Offset[{-1.5, 0}, {70., 0.02654569203649473}]}], LineBox[{ Offset[{1.5, 0}, {70., 0.015579923416099647`}], Offset[{-1.5, 0}, {70., 0.015579923416099647`}]}]}, { LineBox[{{71., 0.027089605473325083`}, {71., 0.015976547790151743`}}], LineBox[{ Offset[{1.5, 0}, {71., 0.027089605473325083`}], Offset[{-1.5, 0}, {71., 0.027089605473325083`}]}], LineBox[{ Offset[{1.5, 0}, {71., 0.015976547790151743`}], Offset[{-1.5, 0}, {71., 0.015976547790151743`}]}]}, { LineBox[{{72., 0.027367446481652277`}, {72., 0.016048283855426365`}}], LineBox[{ Offset[{1.5, 0}, {72., 0.027367446481652277`}], Offset[{-1.5, 0}, {72., 0.027367446481652277`}]}], LineBox[{ Offset[{1.5, 0}, {72., 0.016048283855426365`}], Offset[{-1.5, 0}, {72., 0.016048283855426365`}]}]}, { LineBox[{{73., 0.02743598810147477}, {73., 0.016099802834013164`}}], LineBox[{ Offset[{1.5, 0}, {73., 0.02743598810147477}], Offset[{-1.5, 0}, {73., 0.02743598810147477}]}], LineBox[{ Offset[{1.5, 0}, {73., 0.016099802834013164`}], Offset[{-1.5, 0}, {73., 0.016099802834013164`}]}]}, { LineBox[{{74., 0.0279690244603976}, {74., 0.01630265840792709}}], LineBox[{ Offset[{1.5, 0}, {74., 0.0279690244603976}], Offset[{-1.5, 0}, {74., 0.0279690244603976}]}], LineBox[{ Offset[{1.5, 0}, {74., 0.01630265840792709}], Offset[{-1.5, 0}, {74., 0.01630265840792709}]}]}, { LineBox[{{75., 0.027583183942021652`}, {75., 0.016719176871007005`}}], LineBox[{ Offset[{1.5, 0}, {75., 0.027583183942021652`}], Offset[{-1.5, 0}, {75., 0.027583183942021652`}]}], LineBox[{ Offset[{1.5, 0}, {75., 0.016719176871007005`}], Offset[{-1.5, 0}, {75., 0.016719176871007005`}]}]}, { LineBox[{{76., 0.028975006782227523`}, {76., 0.017658372841557357`}}], LineBox[{ Offset[{1.5, 0}, {76., 0.028975006782227523`}], Offset[{-1.5, 0}, {76., 0.028975006782227523`}]}], LineBox[{ Offset[{1.5, 0}, {76., 0.017658372841557357`}], Offset[{-1.5, 0}, {76., 0.017658372841557357`}]}]}, { LineBox[{{77., 0.031414936762486044`}, {77., 0.019410211577370017`}}], LineBox[{ Offset[{1.5, 0}, {77., 0.031414936762486044`}], Offset[{-1.5, 0}, {77., 0.031414936762486044`}]}], LineBox[{ Offset[{1.5, 0}, {77., 0.019410211577370017`}], Offset[{-1.5, 0}, {77., 0.019410211577370017`}]}]}, { LineBox[{{78., 0.031895451312239684`}, {78., 0.019961384945808548`}}], LineBox[{ Offset[{1.5, 0}, {78., 0.031895451312239684`}], Offset[{-1.5, 0}, {78., 0.031895451312239684`}]}], LineBox[{ Offset[{1.5, 0}, {78., 0.019961384945808548`}], Offset[{-1.5, 0}, {78., 0.019961384945808548`}]}]}, { LineBox[{{79., 0.0320240999693894}, {79., 0.020075003679139822`}}], LineBox[{ Offset[{1.5, 0}, {79., 0.0320240999693894}], Offset[{-1.5, 0}, {79., 0.0320240999693894}]}], LineBox[{ Offset[{1.5, 0}, {79., 0.020075003679139822`}], Offset[{-1.5, 0}, {79., 0.020075003679139822`}]}]}, { LineBox[{{80., 0.03260212796139925}, {80., 0.019874074538285137`}}], LineBox[{ Offset[{1.5, 0}, {80., 0.03260212796139925}], Offset[{-1.5, 0}, {80., 0.03260212796139925}]}], LineBox[{ Offset[{1.5, 0}, {80., 0.019874074538285137`}], Offset[{-1.5, 0}, {80., 0.019874074538285137`}]}]}, { LineBox[{{81., 0.03304996151808931}, {81., 0.020312997704231114`}}], LineBox[{ Offset[{1.5, 0}, {81., 0.03304996151808931}], Offset[{-1.5, 0}, {81., 0.03304996151808931}]}], LineBox[{ Offset[{1.5, 0}, {81., 0.020312997704231114`}], Offset[{-1.5, 0}, {81., 0.020312997704231114`}]}]}, { LineBox[{{82., 0.033096496219585506`}, {82., 0.02055834534082355}}], LineBox[{ Offset[{1.5, 0}, {82., 0.033096496219585506`}], Offset[{-1.5, 0}, {82., 0.033096496219585506`}]}], LineBox[{ Offset[{1.5, 0}, {82., 0.02055834534082355}], Offset[{-1.5, 0}, {82., 0.02055834534082355}]}]}, { LineBox[{{83., 0.033166101723319005`}, {83., 0.021036397961064303`}}], LineBox[{ Offset[{1.5, 0}, {83., 0.033166101723319005`}], Offset[{-1.5, 0}, {83., 0.033166101723319005`}]}], LineBox[{ Offset[{1.5, 0}, {83., 0.021036397961064303`}], Offset[{-1.5, 0}, {83., 0.021036397961064303`}]}]}, { LineBox[{{84., 0.03394632662176586}, {84., 0.02147988219025285}}], LineBox[{ Offset[{1.5, 0}, {84., 0.03394632662176586}], Offset[{-1.5, 0}, {84., 0.03394632662176586}]}], LineBox[{ Offset[{1.5, 0}, {84., 0.02147988219025285}], Offset[{-1.5, 0}, {84., 0.02147988219025285}]}]}, { LineBox[{{85., 0.03411526688526764}, {85., 0.021642213230879326`}}], LineBox[{ Offset[{1.5, 0}, {85., 0.03411526688526764}], Offset[{-1.5, 0}, {85., 0.03411526688526764}]}], LineBox[{ Offset[{1.5, 0}, {85., 0.021642213230879326`}], Offset[{-1.5, 0}, {85., 0.021642213230879326`}]}]}, { LineBox[{{86., 0.034155889566669345`}, {86., 0.021658654051560665`}}], LineBox[{ Offset[{1.5, 0}, {86., 0.034155889566669345`}], Offset[{-1.5, 0}, {86., 0.034155889566669345`}]}], LineBox[{ Offset[{1.5, 0}, {86., 0.021658654051560665`}], Offset[{-1.5, 0}, {86., 0.021658654051560665`}]}]}, { LineBox[{{87., 0.034465470652726024`}, {87., 0.02181669069053871}}], LineBox[{ Offset[{1.5, 0}, {87., 0.034465470652726024`}], Offset[{-1.5, 0}, {87., 0.034465470652726024`}]}], LineBox[{ Offset[{1.5, 0}, {87., 0.02181669069053871}], Offset[{-1.5, 0}, {87., 0.02181669069053871}]}]}, { LineBox[{{88., 0.03509071213890032}, {88., 0.022289416632719432`}}], LineBox[{ Offset[{1.5, 0}, {88., 0.03509071213890032}], Offset[{-1.5, 0}, {88., 0.03509071213890032}]}], LineBox[{ Offset[{1.5, 0}, {88., 0.022289416632719432`}], Offset[{-1.5, 0}, {88., 0.022289416632719432`}]}]}, { LineBox[{{89., 0.03500414256571091}, {89., 0.022544778025123575`}}], LineBox[{ Offset[{1.5, 0}, {89., 0.03500414256571091}], Offset[{-1.5, 0}, {89., 0.03500414256571091}]}], LineBox[{ Offset[{1.5, 0}, {89., 0.022544778025123575`}], Offset[{-1.5, 0}, {89., 0.022544778025123575`}]}]}, { LineBox[{{90., 0.03579049660693183}, {90., 0.022624476250030705`}}], LineBox[{ Offset[{1.5, 0}, {90., 0.03579049660693183}], Offset[{-1.5, 0}, {90., 0.03579049660693183}]}], LineBox[{ Offset[{1.5, 0}, {90., 0.022624476250030705`}], Offset[{-1.5, 0}, {90., 0.022624476250030705`}]}]}, { LineBox[{{91., 0.03640504487226086}, {91., 0.023302567802906442`}}], LineBox[{ Offset[{1.5, 0}, {91., 0.03640504487226086}], Offset[{-1.5, 0}, {91., 0.03640504487226086}]}], LineBox[{ Offset[{1.5, 0}, {91., 0.023302567802906442`}], Offset[{-1.5, 0}, {91., 0.023302567802906442`}]}]}, { LineBox[{{92., 0.03670030488837567}, {92., 0.02427002714040858}}], LineBox[{ Offset[{1.5, 0}, {92., 0.03670030488837567}], Offset[{-1.5, 0}, {92., 0.03670030488837567}]}], LineBox[{ Offset[{1.5, 0}, {92., 0.02427002714040858}], Offset[{-1.5, 0}, {92., 0.02427002714040858}]}]}, { LineBox[{{93., 0.03714118995291156}, {93., 0.024246261126497616`}}], LineBox[{ Offset[{1.5, 0}, {93., 0.03714118995291156}], Offset[{-1.5, 0}, {93., 0.03714118995291156}]}], LineBox[{ Offset[{1.5, 0}, {93., 0.024246261126497616`}], Offset[{-1.5, 0}, {93., 0.024246261126497616`}]}]}, { LineBox[{{94., 0.03801607689269868}, {94., 0.024204728561158177`}}], LineBox[{ Offset[{1.5, 0}, {94., 0.03801607689269868}], Offset[{-1.5, 0}, {94., 0.03801607689269868}]}], LineBox[{ Offset[{1.5, 0}, {94., 0.024204728561158177`}], Offset[{-1.5, 0}, {94., 0.024204728561158177`}]}]}, { LineBox[{{95., 0.03810728442650741}, {95., 0.024675950013588556`}}], LineBox[{ Offset[{1.5, 0}, {95., 0.03810728442650741}], Offset[{-1.5, 0}, {95., 0.03810728442650741}]}], LineBox[{ Offset[{1.5, 0}, {95., 0.024675950013588556`}], Offset[{-1.5, 0}, {95., 0.024675950013588556`}]}]}, { LineBox[{{96., 0.039736065559816354`}, {96., 0.026205987211298402`}}], LineBox[{ Offset[{1.5, 0}, {96., 0.039736065559816354`}], Offset[{-1.5, 0}, {96., 0.039736065559816354`}]}], LineBox[{ Offset[{1.5, 0}, {96., 0.026205987211298402`}], Offset[{-1.5, 0}, {96., 0.026205987211298402`}]}]}, { LineBox[{{97., 0.03940381199404872}, {97., 0.026628507157573554`}}], LineBox[{ Offset[{1.5, 0}, {97., 0.03940381199404872}], Offset[{-1.5, 0}, {97., 0.03940381199404872}]}], LineBox[{ Offset[{1.5, 0}, {97., 0.026628507157573554`}], Offset[{-1.5, 0}, {97., 0.026628507157573554`}]}]}, { LineBox[{{98., 0.040556888314429926`}, {98., 0.026865785590380095`}}], LineBox[{ Offset[{1.5, 0}, {98., 0.040556888314429926`}], Offset[{-1.5, 0}, {98., 0.040556888314429926`}]}], LineBox[{ Offset[{1.5, 0}, {98., 0.026865785590380095`}], Offset[{-1.5, 0}, {98., 0.026865785590380095`}]}]}, { LineBox[{{99., 0.04122492224085221}, {99., 0.02719825665070186}}], LineBox[{ Offset[{1.5, 0}, {99., 0.04122492224085221}], Offset[{-1.5, 0}, {99., 0.04122492224085221}]}], LineBox[{ Offset[{1.5, 0}, {99., 0.02719825665070186}], Offset[{-1.5, 0}, {99., 0.02719825665070186}]}]}, { LineBox[{{100., 0.04292348402773512}, {100., 0.028700679587969943`}}], LineBox[{ Offset[{1.5, 0}, {100., 0.04292348402773512}], Offset[{-1.5, 0}, {100., 0.04292348402773512}]}], LineBox[{ Offset[{1.5, 0}, {100., 0.028700679587969943`}], Offset[{-1.5, 0}, {100., 0.028700679587969943`}]}]}}}, {}}, {}, {}, {{}, {}}}, {{}, {{}, {RGBColor[0.778582, 0.417821, 0.644854], PointSize[0.009166666666666668], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJw1yw1M1HUcx/H/QTSeYkaowCgeRHkYqBdP8mD34eHgQB7uATjYJBB5RsNI Alu4/46UQ2ZwAhMTASEUgVAeDhARLiV1RGzYJoIgDKRIR6HlwGOTanz/v+23 316/9z62yTnSVB2GYVL+u/+/m2dF8KXYOlabJhHQB756mLi95W0CWR++8uQ5 F34qeQvK/Za3mSwdIZtBRzC+LjE5SjaH8UJu7taofLIV+uPLiprqONvAo+6Z 6Xx2IdkOjWvxr6+dP0W2x9jkXPBS82nyLnSrR9c3JovJjhBPdYQ19CjJzqjY olovjC8hu+BBrZEqV1FK3o1FM2cfmznOexGpGrKxsioj8zHloju8w6Oc/DG6 mhwzG/1UZDf8fnqxsj+Aszv2XX08OxTB2QN9perp1SzOnnD17v1m3eUc2QvH /nE93L2b8z74HDy7pJZz9oa9qDzvpU4F2QfWtiV/fL2Hsy++rQuqv2lXSfaD 1GiJPx5ynrwfYVnanmzpd+RP8Ew4z/plcBbA/Sf5cEbMRTLgtqit6F2t2TQL jG6LHpzzvkTdH32n8o+MZZBZf4gGKi9/b1BLPQDJ+QF8G+ll6gFIUJ5MEN4n M4HImTl0jk1soB6ISUHAiLGGzAThqGHDhOiDJupBKLSuSrrSRmaE+Kygv4M3 eYW6EK8sAjKb316jHoxLPjknfrFooR4MB9mAQh1IZkKQJ9COGrm1UQ/By9bQ 5kclZEYEu4RgpV7mD9RFmFH+bJX/I5kJxa8rA07777VTD4Vb444Mu+Dr1MNQ 2zh0sjGEzIaBbz8vrP/0BvUD2Li+JzA/hcwewPNa48oHvA7q4VhOuli4S4/M hqNjajVZ34HrEXg6suY72tdJPQKyvQflJjNkJhIOZbahC5Zd1CPBMhFDfC2Z iYJ1u+lGjaybehT8k3yH523U1MVI9/io4pGaDDEsB9e6bmvJrBjVJV5OvHd7 Nq0Rw+xvT6duJZmRwLF4kDleRYYE4TXBj/OGyawE/PdeHz5j2Et7CVSOxRNK IZmRovONedTOMDKkUHkae27NIrNSGKbdV+q1cnspOngR8S4WfbSXYbFgeSXN nwwZKuZ+S3UpJbMyNF2obntzg6yRwU33rmdVyE3aR2Nh1r1AN4qMaIw7fX4v RE5mo7FzsTnxYR1ZEw0jxV3z6jvcPgYK5y90b41x+xjYGz6Rr8xy+xhYFtm9 3/yC28eAd6xu7Z2/uH0sLAfWC3M4IxbPq0QnDBT9tI+FaZs6fWGQrImF4sXV 1qcjZEYOr/oPA33+JEOOiWzRq2n9W7SXIzM23en4IbJGjlmv8ejtBgO0j0OU rbVvfhAZcShK46U8kZDZOJwZuyO80EvWxEHsyrYnjHH7eKQbtEybdd4W/At8 vcgY "]], {{LineBox[{{1., 0.002364621384072801}, { 1., -0.00024032239352641356`}}], LineBox[{ Offset[{1.5, 0}, {1., 0.002364621384072801}], Offset[{-1.5, 0}, {1., 0.002364621384072801}]}], LineBox[{ Offset[{1.5, 0}, {1., -0.00024032239352641356`}], Offset[{-1.5, 0}, {1., -0.00024032239352641356`}]}]}, { LineBox[{{2., 0.003127842034717097}, {2., 0.0005336304857123211}}], LineBox[{ Offset[{1.5, 0}, {2., 0.003127842034717097}], Offset[{-1.5, 0}, {2., 0.003127842034717097}]}], LineBox[{ Offset[{1.5, 0}, {2., 0.0005336304857123211}], Offset[{-1.5, 0}, {2., 0.0005336304857123211}]}]}, { LineBox[{{3., 0.004642923878542306}, {3., 0.0005309264659537679}}], LineBox[{ Offset[{1.5, 0}, {3., 0.004642923878542306}], Offset[{-1.5, 0}, {3., 0.004642923878542306}]}], LineBox[{ Offset[{1.5, 0}, {3., 0.0005309264659537679}], Offset[{-1.5, 0}, {3., 0.0005309264659537679}]}]}, { LineBox[{{4., 0.0057094700266898755`}, {4., 0.0013477724024080263`}}], LineBox[{ Offset[{1.5, 0}, {4., 0.0057094700266898755`}], Offset[{-1.5, 0}, {4., 0.0057094700266898755`}]}], LineBox[{ Offset[{1.5, 0}, {4., 0.0013477724024080263`}], Offset[{-1.5, 0}, {4., 0.0013477724024080263`}]}]}, { LineBox[{{5., 0.0056911833196545795`}, {5., 0.0014025516587142712`}}], LineBox[{ Offset[{1.5, 0}, {5., 0.0056911833196545795`}], Offset[{-1.5, 0}, {5., 0.0056911833196545795`}]}], LineBox[{ Offset[{1.5, 0}, {5., 0.0014025516587142712`}], Offset[{-1.5, 0}, {5., 0.0014025516587142712`}]}]}, { LineBox[{{6., 0.008512349955335136}, {6., 0.0028689591297473872`}}], LineBox[{ Offset[{1.5, 0}, {6., 0.008512349955335136}], Offset[{-1.5, 0}, {6., 0.008512349955335136}]}], LineBox[{ Offset[{1.5, 0}, {6., 0.0028689591297473872`}], Offset[{-1.5, 0}, {6., 0.0028689591297473872`}]}]}, { LineBox[{{7., 0.008483523167733287}, {7., 0.0030514471895812466`}}], LineBox[{ Offset[{1.5, 0}, {7., 0.008483523167733287}], Offset[{-1.5, 0}, {7., 0.008483523167733287}]}], LineBox[{ Offset[{1.5, 0}, {7., 0.0030514471895812466`}], Offset[{-1.5, 0}, {7., 0.0030514471895812466`}]}]}, { LineBox[{{8., 0.010338698641147856`}, {8., 0.004027228293638236}}], LineBox[{ Offset[{1.5, 0}, {8., 0.010338698641147856`}], Offset[{-1.5, 0}, {8., 0.010338698641147856`}]}], LineBox[{ Offset[{1.5, 0}, {8., 0.004027228293638236}], Offset[{-1.5, 0}, {8., 0.004027228293638236}]}]}, { LineBox[{{9., 0.014383940096592112`}, {9., 0.006702424268093038}}], LineBox[{ Offset[{1.5, 0}, {9., 0.014383940096592112`}], Offset[{-1.5, 0}, {9., 0.014383940096592112`}]}], LineBox[{ Offset[{1.5, 0}, {9., 0.006702424268093038}], Offset[{-1.5, 0}, {9., 0.006702424268093038}]}]}, { LineBox[{{10., 0.015245920251752934`}, {10., 0.006882785083930456}}], LineBox[{ Offset[{1.5, 0}, {10., 0.015245920251752934`}], Offset[{-1.5, 0}, {10., 0.015245920251752934`}]}], LineBox[{ Offset[{1.5, 0}, {10., 0.006882785083930456}], Offset[{-1.5, 0}, {10., 0.006882785083930456}]}]}, { LineBox[{{11., 0.015524006621695}, {11., 0.007768534637718561}}], LineBox[{ Offset[{1.5, 0}, {11., 0.015524006621695}], Offset[{-1.5, 0}, {11., 0.015524006621695}]}], LineBox[{ Offset[{1.5, 0}, {11., 0.007768534637718561}], Offset[{-1.5, 0}, {11., 0.007768534637718561}]}]}, { LineBox[{{12., 0.016103336968203118`}, {12., 0.008030856270059984}}], LineBox[{ Offset[{1.5, 0}, {12., 0.016103336968203118`}], Offset[{-1.5, 0}, {12., 0.016103336968203118`}]}], LineBox[{ Offset[{1.5, 0}, {12., 0.008030856270059984}], Offset[{-1.5, 0}, {12., 0.008030856270059984}]}]}, { LineBox[{{13., 0.01674616211447184}, {13., 0.008009285730424809}}], LineBox[{ Offset[{1.5, 0}, {13., 0.01674616211447184}], Offset[{-1.5, 0}, {13., 0.01674616211447184}]}], LineBox[{ Offset[{1.5, 0}, {13., 0.008009285730424809}], Offset[{-1.5, 0}, {13., 0.008009285730424809}]}]}, { LineBox[{{14., 0.018073815802309587`}, {14., 0.008790989517350732}}], LineBox[{ Offset[{1.5, 0}, {14., 0.018073815802309587`}], Offset[{-1.5, 0}, {14., 0.018073815802309587`}]}], LineBox[{ Offset[{1.5, 0}, {14., 0.008790989517350732}], Offset[{-1.5, 0}, {14., 0.008790989517350732}]}]}, { LineBox[{{15., 0.017892467997552088`}, {15., 0.0093296919127187}}], LineBox[{ Offset[{1.5, 0}, {15., 0.017892467997552088`}], Offset[{-1.5, 0}, {15., 0.017892467997552088`}]}], LineBox[{ Offset[{1.5, 0}, {15., 0.0093296919127187}], Offset[{-1.5, 0}, {15., 0.0093296919127187}]}]}, { LineBox[{{16., 0.01990011579654048}, {16., 0.010480552365613027`}}], LineBox[{ Offset[{1.5, 0}, {16., 0.01990011579654048}], Offset[{-1.5, 0}, {16., 0.01990011579654048}]}], LineBox[{ Offset[{1.5, 0}, {16., 0.010480552365613027`}], Offset[{-1.5, 0}, {16., 0.010480552365613027`}]}]}, { LineBox[{{17., 0.020547181790904277`}, {17., 0.011108242019382533`}}], LineBox[{ Offset[{1.5, 0}, {17., 0.020547181790904277`}], Offset[{-1.5, 0}, {17., 0.020547181790904277`}]}], LineBox[{ Offset[{1.5, 0}, {17., 0.011108242019382533`}], Offset[{-1.5, 0}, {17., 0.011108242019382533`}]}]}, { LineBox[{{18., 0.021998176532281394`}, {18., 0.011667582160235826`}}], LineBox[{ Offset[{1.5, 0}, {18., 0.021998176532281394`}], Offset[{-1.5, 0}, {18., 0.021998176532281394`}]}], LineBox[{ Offset[{1.5, 0}, {18., 0.011667582160235826`}], Offset[{-1.5, 0}, {18., 0.011667582160235826`}]}]}, { LineBox[{{19., 0.021765359304492568`}, {19., 0.01194686630037845}}], LineBox[{ Offset[{1.5, 0}, {19., 0.021765359304492568`}], Offset[{-1.5, 0}, {19., 0.021765359304492568`}]}], LineBox[{ Offset[{1.5, 0}, {19., 0.01194686630037845}], Offset[{-1.5, 0}, {19., 0.01194686630037845}]}]}, { LineBox[{{20., 0.021854842777571368`}, {20., 0.011941463904050167`}}], LineBox[{ Offset[{1.5, 0}, {20., 0.021854842777571368`}], Offset[{-1.5, 0}, {20., 0.021854842777571368`}]}], LineBox[{ Offset[{1.5, 0}, {20., 0.011941463904050167`}], Offset[{-1.5, 0}, {20., 0.011941463904050167`}]}]}, { LineBox[{{21., 0.021918507758033744`}, {21., 0.012100719929836782`}}], LineBox[{ Offset[{1.5, 0}, {21., 0.021918507758033744`}], Offset[{-1.5, 0}, {21., 0.021918507758033744`}]}], LineBox[{ Offset[{1.5, 0}, {21., 0.012100719929836782`}], Offset[{-1.5, 0}, {21., 0.012100719929836782`}]}]}, { LineBox[{{22., 0.022989978676883516`}, {22., 0.012509460515553607`}}], LineBox[{ Offset[{1.5, 0}, {22., 0.022989978676883516`}], Offset[{-1.5, 0}, {22., 0.022989978676883516`}]}], LineBox[{ Offset[{1.5, 0}, {22., 0.012509460515553607`}], Offset[{-1.5, 0}, {22., 0.012509460515553607`}]}]}, { LineBox[{{23., 0.022871954238500147`}, {23., 0.012640623873981838`}}], LineBox[{ Offset[{1.5, 0}, {23., 0.022871954238500147`}], Offset[{-1.5, 0}, {23., 0.022871954238500147`}]}], LineBox[{ Offset[{1.5, 0}, {23., 0.012640623873981838`}], Offset[{-1.5, 0}, {23., 0.012640623873981838`}]}]}, { LineBox[{{24., 0.023088545467732546`}, {24., 0.012736883149476245`}}], LineBox[{ Offset[{1.5, 0}, {24., 0.023088545467732546`}], Offset[{-1.5, 0}, {24., 0.023088545467732546`}]}], LineBox[{ Offset[{1.5, 0}, {24., 0.012736883149476245`}], Offset[{-1.5, 0}, {24., 0.012736883149476245`}]}]}, { LineBox[{{25., 0.023358546140647845`}, {25., 0.01377328369431451}}], LineBox[{ Offset[{1.5, 0}, {25., 0.023358546140647845`}], Offset[{-1.5, 0}, {25., 0.023358546140647845`}]}], LineBox[{ Offset[{1.5, 0}, {25., 0.01377328369431451}], Offset[{-1.5, 0}, {25., 0.01377328369431451}]}]}, { LineBox[{{26., 0.02397376567463457}, {26., 0.01349791354343946}}], LineBox[{ Offset[{1.5, 0}, {26., 0.02397376567463457}], Offset[{-1.5, 0}, {26., 0.02397376567463457}]}], LineBox[{ Offset[{1.5, 0}, {26., 0.01349791354343946}], Offset[{-1.5, 0}, {26., 0.01349791354343946}]}]}, { LineBox[{{27., 0.025030837646980404`}, {27., 0.014296593854381558`}}], LineBox[{ Offset[{1.5, 0}, {27., 0.025030837646980404`}], Offset[{-1.5, 0}, {27., 0.025030837646980404`}]}], LineBox[{ Offset[{1.5, 0}, {27., 0.014296593854381558`}], Offset[{-1.5, 0}, {27., 0.014296593854381558`}]}]}, { LineBox[{{28., 0.0286388032017215}, {28., 0.01683099330524854}}], LineBox[{ Offset[{1.5, 0}, {28., 0.0286388032017215}], Offset[{-1.5, 0}, {28., 0.0286388032017215}]}], LineBox[{ Offset[{1.5, 0}, {28., 0.01683099330524854}], Offset[{-1.5, 0}, {28., 0.01683099330524854}]}]}, { LineBox[{{29., 0.03148152745361753}, {29., 0.019928543047904677`}}], LineBox[{ Offset[{1.5, 0}, {29., 0.03148152745361753}], Offset[{-1.5, 0}, {29., 0.03148152745361753}]}], LineBox[{ Offset[{1.5, 0}, {29., 0.019928543047904677`}], Offset[{-1.5, 0}, {29., 0.019928543047904677`}]}]}, { LineBox[{{30., 0.03183551647289977}, {30., 0.01974099370175174}}], LineBox[{ Offset[{1.5, 0}, {30., 0.03183551647289977}], Offset[{-1.5, 0}, {30., 0.03183551647289977}]}], LineBox[{ Offset[{1.5, 0}, {30., 0.01974099370175174}], Offset[{-1.5, 0}, {30., 0.01974099370175174}]}]}, { LineBox[{{31., 0.03252142303191102}, {31., 0.020864572802089948`}}], LineBox[{ Offset[{1.5, 0}, {31., 0.03252142303191102}], Offset[{-1.5, 0}, {31., 0.03252142303191102}]}], LineBox[{ Offset[{1.5, 0}, {31., 0.020864572802089948`}], Offset[{-1.5, 0}, {31., 0.020864572802089948`}]}]}, { LineBox[{{32., 0.03452461002490612}, {32., 0.02205282147645586}}], LineBox[{ Offset[{1.5, 0}, {32., 0.03452461002490612}], Offset[{-1.5, 0}, {32., 0.03452461002490612}]}], LineBox[{ Offset[{1.5, 0}, {32., 0.02205282147645586}], Offset[{-1.5, 0}, {32., 0.02205282147645586}]}]}, { LineBox[{{33., 0.03516545146562582}, {33., 0.021916746900020687`}}], LineBox[{ Offset[{1.5, 0}, {33., 0.03516545146562582}], Offset[{-1.5, 0}, {33., 0.03516545146562582}]}], LineBox[{ Offset[{1.5, 0}, {33., 0.021916746900020687`}], Offset[{-1.5, 0}, {33., 0.021916746900020687`}]}]}, { LineBox[{{34., 0.03483175067278199}, {34., 0.0226084832640871}}], LineBox[{ Offset[{1.5, 0}, {34., 0.03483175067278199}], Offset[{-1.5, 0}, {34., 0.03483175067278199}]}], LineBox[{ Offset[{1.5, 0}, {34., 0.0226084832640871}], Offset[{-1.5, 0}, {34., 0.0226084832640871}]}]}, { LineBox[{{35., 0.03579038254655375}, {35., 0.02287693839560296}}], LineBox[{ Offset[{1.5, 0}, {35., 0.03579038254655375}], Offset[{-1.5, 0}, {35., 0.03579038254655375}]}], LineBox[{ Offset[{1.5, 0}, {35., 0.02287693839560296}], Offset[{-1.5, 0}, {35., 0.02287693839560296}]}]}, { LineBox[{{36., 0.04084329869124287}, {36., 0.026816090829667263`}}], LineBox[{ Offset[{1.5, 0}, {36., 0.04084329869124287}], Offset[{-1.5, 0}, {36., 0.04084329869124287}]}], LineBox[{ Offset[{1.5, 0}, {36., 0.026816090829667263`}], Offset[{-1.5, 0}, {36., 0.026816090829667263`}]}]}, { LineBox[{{37., 0.04149238927800481}, {37., 0.027954494234252843`}}], LineBox[{ Offset[{1.5, 0}, {37., 0.04149238927800481}], Offset[{-1.5, 0}, {37., 0.04149238927800481}]}], LineBox[{ Offset[{1.5, 0}, {37., 0.027954494234252843`}], Offset[{-1.5, 0}, {37., 0.027954494234252843`}]}]}, { LineBox[{{38., 0.04264456784119926}, {38., 0.029125180596551142`}}], LineBox[{ Offset[{1.5, 0}, {38., 0.04264456784119926}], Offset[{-1.5, 0}, {38., 0.04264456784119926}]}], LineBox[{ Offset[{1.5, 0}, {38., 0.029125180596551142`}], Offset[{-1.5, 0}, {38., 0.029125180596551142`}]}]}, { LineBox[{{39., 0.04345806682097791}, {39., 0.0297848830268029}}], LineBox[{ Offset[{1.5, 0}, {39., 0.04345806682097791}], Offset[{-1.5, 0}, {39., 0.04345806682097791}]}], LineBox[{ Offset[{1.5, 0}, {39., 0.0297848830268029}], Offset[{-1.5, 0}, {39., 0.0297848830268029}]}]}, { LineBox[{{40., 0.0490075235207094}, {40., 0.03331798521186549}}], LineBox[{ Offset[{1.5, 0}, {40., 0.0490075235207094}], Offset[{-1.5, 0}, {40., 0.0490075235207094}]}], LineBox[{ Offset[{1.5, 0}, {40., 0.03331798521186549}], Offset[{-1.5, 0}, {40., 0.03331798521186549}]}]}, { LineBox[{{41., 0.05010623549081901}, {41., 0.034559443086332076`}}], LineBox[{ Offset[{1.5, 0}, {41., 0.05010623549081901}], Offset[{-1.5, 0}, {41., 0.05010623549081901}]}], LineBox[{ Offset[{1.5, 0}, {41., 0.034559443086332076`}], Offset[{-1.5, 0}, {41., 0.034559443086332076`}]}]}, { LineBox[{{42., 0.0524411187217453}, {42., 0.03680763949007977}}], LineBox[{ Offset[{1.5, 0}, {42., 0.0524411187217453}], Offset[{-1.5, 0}, {42., 0.0524411187217453}]}], LineBox[{ Offset[{1.5, 0}, {42., 0.03680763949007977}], Offset[{-1.5, 0}, {42., 0.03680763949007977}]}]}, { LineBox[{{43., 0.05878689884087604}, {43., 0.042755121668657636`}}], LineBox[{ Offset[{1.5, 0}, {43., 0.05878689884087604}], Offset[{-1.5, 0}, {43., 0.05878689884087604}]}], LineBox[{ Offset[{1.5, 0}, {43., 0.042755121668657636`}], Offset[{-1.5, 0}, {43., 0.042755121668657636`}]}]}, { LineBox[{{44., 0.05898533067064764}, {44., 0.04297088628176385}}], LineBox[{ Offset[{1.5, 0}, {44., 0.05898533067064764}], Offset[{-1.5, 0}, {44., 0.05898533067064764}]}], LineBox[{ Offset[{1.5, 0}, {44., 0.04297088628176385}], Offset[{-1.5, 0}, {44., 0.04297088628176385}]}]}, { LineBox[{{45., 0.059298882160759535`}, {45., 0.043296775586396406`}}], LineBox[{ Offset[{1.5, 0}, {45., 0.059298882160759535`}], Offset[{-1.5, 0}, {45., 0.059298882160759535`}]}], LineBox[{ Offset[{1.5, 0}, {45., 0.043296775586396406`}], Offset[{-1.5, 0}, {45., 0.043296775586396406`}]}]}, { LineBox[{{46., 0.0632706282363946}, {46., 0.046883273381935854`}}], LineBox[{ Offset[{1.5, 0}, {46., 0.0632706282363946}], Offset[{-1.5, 0}, {46., 0.0632706282363946}]}], LineBox[{ Offset[{1.5, 0}, {46., 0.046883273381935854`}], Offset[{-1.5, 0}, {46., 0.046883273381935854`}]}]}, { LineBox[{{47., 0.06415537833058606}, {47., 0.04732287034751048}}], LineBox[{ Offset[{1.5, 0}, {47., 0.06415537833058606}], Offset[{-1.5, 0}, {47., 0.06415537833058606}]}], LineBox[{ Offset[{1.5, 0}, {47., 0.04732287034751048}], Offset[{-1.5, 0}, {47., 0.04732287034751048}]}]}, { LineBox[{{48., 0.06590319962431962}, {48., 0.0489805529794298}}], LineBox[{ Offset[{1.5, 0}, {48., 0.06590319962431962}], Offset[{-1.5, 0}, {48., 0.06590319962431962}]}], LineBox[{ Offset[{1.5, 0}, {48., 0.0489805529794298}], Offset[{-1.5, 0}, {48., 0.0489805529794298}]}]}, { LineBox[{{49., 0.06640724001642273}, {49., 0.04982605592973973}}], LineBox[{ Offset[{1.5, 0}, {49., 0.06640724001642273}], Offset[{-1.5, 0}, {49., 0.06640724001642273}]}], LineBox[{ Offset[{1.5, 0}, {49., 0.04982605592973973}], Offset[{-1.5, 0}, {49., 0.04982605592973973}]}]}, { LineBox[{{50., 0.06855253684961873}, {50., 0.051659848985984545`}}], LineBox[{ Offset[{1.5, 0}, {50., 0.06855253684961873}], Offset[{-1.5, 0}, {50., 0.06855253684961873}]}], LineBox[{ Offset[{1.5, 0}, {50., 0.051659848985984545`}], Offset[{-1.5, 0}, {50., 0.051659848985984545`}]}]}, { LineBox[{{51., 0.06975608786862236}, {51., 0.052407828170474055`}}], LineBox[{ Offset[{1.5, 0}, {51., 0.06975608786862236}], Offset[{-1.5, 0}, {51., 0.06975608786862236}]}], LineBox[{ Offset[{1.5, 0}, {51., 0.052407828170474055`}], Offset[{-1.5, 0}, {51., 0.052407828170474055`}]}]}, { LineBox[{{52., 0.06989729203659042}, {52., 0.05228957705490134}}], LineBox[{ Offset[{1.5, 0}, {52., 0.06989729203659042}], Offset[{-1.5, 0}, {52., 0.06989729203659042}]}], LineBox[{ Offset[{1.5, 0}, {52., 0.05228957705490134}], Offset[{-1.5, 0}, {52., 0.05228957705490134}]}]}, { LineBox[{{53., 0.07307253308502329}, {53., 0.05481522528703243}}], LineBox[{ Offset[{1.5, 0}, {53., 0.07307253308502329}], Offset[{-1.5, 0}, {53., 0.07307253308502329}]}], LineBox[{ Offset[{1.5, 0}, {53., 0.05481522528703243}], Offset[{-1.5, 0}, {53., 0.05481522528703243}]}]}, { LineBox[{{54., 0.07316048953596484}, {54., 0.054905485468040985`}}], LineBox[{ Offset[{1.5, 0}, {54., 0.07316048953596484}], Offset[{-1.5, 0}, {54., 0.07316048953596484}]}], LineBox[{ Offset[{1.5, 0}, {54., 0.054905485468040985`}], Offset[{-1.5, 0}, {54., 0.054905485468040985`}]}]}, { LineBox[{{55., 0.07551800350762583}, {55., 0.05734892486923688}}], LineBox[{ Offset[{1.5, 0}, {55., 0.07551800350762583}], Offset[{-1.5, 0}, {55., 0.07551800350762583}]}], LineBox[{ Offset[{1.5, 0}, {55., 0.05734892486923688}], Offset[{-1.5, 0}, {55., 0.05734892486923688}]}]}, { LineBox[{{56., 0.07533321595499973}, {56., 0.05763646037892117}}], LineBox[{ Offset[{1.5, 0}, {56., 0.07533321595499973}], Offset[{-1.5, 0}, {56., 0.07533321595499973}]}], LineBox[{ Offset[{1.5, 0}, {56., 0.05763646037892117}], Offset[{-1.5, 0}, {56., 0.05763646037892117}]}]}, { LineBox[{{57., 0.07606105609920298}, {57., 0.05794262920763887}}], LineBox[{ Offset[{1.5, 0}, {57., 0.07606105609920298}], Offset[{-1.5, 0}, {57., 0.07606105609920298}]}], LineBox[{ Offset[{1.5, 0}, {57., 0.05794262920763887}], Offset[{-1.5, 0}, {57., 0.05794262920763887}]}]}, { LineBox[{{58., 0.0823226445039839}, {58., 0.06394193649265124}}], LineBox[{ Offset[{1.5, 0}, {58., 0.0823226445039839}], Offset[{-1.5, 0}, {58., 0.0823226445039839}]}], LineBox[{ Offset[{1.5, 0}, {58., 0.06394193649265124}], Offset[{-1.5, 0}, {58., 0.06394193649265124}]}]}, { LineBox[{{59., 0.08270776710146016}, {59., 0.06466332727444093}}], LineBox[{ Offset[{1.5, 0}, {59., 0.08270776710146016}], Offset[{-1.5, 0}, {59., 0.08270776710146016}]}], LineBox[{ Offset[{1.5, 0}, {59., 0.06466332727444093}], Offset[{-1.5, 0}, {59., 0.06466332727444093}]}]}, { LineBox[{{60., 0.08353016637908192}, {60., 0.06572788521521389}}], LineBox[{ Offset[{1.5, 0}, {60., 0.08353016637908192}], Offset[{-1.5, 0}, {60., 0.08353016637908192}]}], LineBox[{ Offset[{1.5, 0}, {60., 0.06572788521521389}], Offset[{-1.5, 0}, {60., 0.06572788521521389}]}]}, { LineBox[{{61., 0.08738895353634668}, {61., 0.06868387133146292}}], LineBox[{ Offset[{1.5, 0}, {61., 0.08738895353634668}], Offset[{-1.5, 0}, {61., 0.08738895353634668}]}], LineBox[{ Offset[{1.5, 0}, {61., 0.06868387133146292}], Offset[{-1.5, 0}, {61., 0.06868387133146292}]}]}, { LineBox[{{62., 0.08924860085094989}, {62., 0.06955307356020231}}], LineBox[{ Offset[{1.5, 0}, {62., 0.08924860085094989}], Offset[{-1.5, 0}, {62., 0.08924860085094989}]}], LineBox[{ Offset[{1.5, 0}, {62., 0.06955307356020231}], Offset[{-1.5, 0}, {62., 0.06955307356020231}]}]}, { LineBox[{{63., 0.09272413972959793}, {63., 0.07234195544745715}}], LineBox[{ Offset[{1.5, 0}, {63., 0.09272413972959793}], Offset[{-1.5, 0}, {63., 0.09272413972959793}]}], LineBox[{ Offset[{1.5, 0}, {63., 0.07234195544745715}], Offset[{-1.5, 0}, {63., 0.07234195544745715}]}]}, { LineBox[{{64., 0.09519466774732262}, {64., 0.07441709318842461}}], LineBox[{ Offset[{1.5, 0}, {64., 0.09519466774732262}], Offset[{-1.5, 0}, {64., 0.09519466774732262}]}], LineBox[{ Offset[{1.5, 0}, {64., 0.07441709318842461}], Offset[{-1.5, 0}, {64., 0.07441709318842461}]}]}, { LineBox[{{65., 0.09589357914735361}, {65., 0.07582092974545204}}], LineBox[{ Offset[{1.5, 0}, {65., 0.09589357914735361}], Offset[{-1.5, 0}, {65., 0.09589357914735361}]}], LineBox[{ Offset[{1.5, 0}, {65., 0.07582092974545204}], Offset[{-1.5, 0}, {65., 0.07582092974545204}]}]}, { LineBox[{{66., 0.09575918311277054}, {66., 0.07629906075840387}}], LineBox[{ Offset[{1.5, 0}, {66., 0.09575918311277054}], Offset[{-1.5, 0}, {66., 0.09575918311277054}]}], LineBox[{ Offset[{1.5, 0}, {66., 0.07629906075840387}], Offset[{-1.5, 0}, {66., 0.07629906075840387}]}]}, { LineBox[{{67., 0.0987052835667848}, {67., 0.07734158392239972}}], LineBox[{ Offset[{1.5, 0}, {67., 0.0987052835667848}], Offset[{-1.5, 0}, {67., 0.0987052835667848}]}], LineBox[{ Offset[{1.5, 0}, {67., 0.07734158392239972}], Offset[{-1.5, 0}, {67., 0.07734158392239972}]}]}, { LineBox[{{68., 0.09850711824396467}, {68., 0.07792882952081655}}], LineBox[{ Offset[{1.5, 0}, {68., 0.09850711824396467}], Offset[{-1.5, 0}, {68., 0.09850711824396467}]}], LineBox[{ Offset[{1.5, 0}, {68., 0.07792882952081655}], Offset[{-1.5, 0}, {68., 0.07792882952081655}]}]}, { LineBox[{{69., 0.09919739314141572}, {69., 0.07867310036923959}}], LineBox[{ Offset[{1.5, 0}, {69., 0.09919739314141572}], Offset[{-1.5, 0}, {69., 0.09919739314141572}]}], LineBox[{ Offset[{1.5, 0}, {69., 0.07867310036923959}], Offset[{-1.5, 0}, {69., 0.07867310036923959}]}]}, { LineBox[{{70., 0.10024892658968193`}, {70., 0.07976024661973966}}], LineBox[{ Offset[{1.5, 0}, {70., 0.10024892658968193`}], Offset[{-1.5, 0}, {70., 0.10024892658968193`}]}], LineBox[{ Offset[{1.5, 0}, {70., 0.07976024661973966}], Offset[{-1.5, 0}, {70., 0.07976024661973966}]}]}, { LineBox[{{71., 0.10076120216148197`}, {71., 0.08104832355555051}}], LineBox[{ Offset[{1.5, 0}, {71., 0.10076120216148197`}], Offset[{-1.5, 0}, {71., 0.10076120216148197`}]}], LineBox[{ Offset[{1.5, 0}, {71., 0.08104832355555051}], Offset[{-1.5, 0}, {71., 0.08104832355555051}]}]}, { LineBox[{{72., 0.10150599113723072`}, {72., 0.0804442572204043}}], LineBox[{ Offset[{1.5, 0}, {72., 0.10150599113723072`}], Offset[{-1.5, 0}, {72., 0.10150599113723072`}]}], LineBox[{ Offset[{1.5, 0}, {72., 0.0804442572204043}], Offset[{-1.5, 0}, {72., 0.0804442572204043}]}]}, { LineBox[{{73., 0.10182815924200611`}, {73., 0.08109673260224956}}], LineBox[{ Offset[{1.5, 0}, {73., 0.10182815924200611`}], Offset[{-1.5, 0}, {73., 0.10182815924200611`}]}], LineBox[{ Offset[{1.5, 0}, {73., 0.08109673260224956}], Offset[{-1.5, 0}, {73., 0.08109673260224956}]}]}, { LineBox[{{74., 0.10263720558547561`}, {74., 0.08226946001298614}}], LineBox[{ Offset[{1.5, 0}, {74., 0.10263720558547561`}], Offset[{-1.5, 0}, {74., 0.10263720558547561`}]}], LineBox[{ Offset[{1.5, 0}, {74., 0.08226946001298614}], Offset[{-1.5, 0}, {74., 0.08226946001298614}]}]}, { LineBox[{{75., 0.10473515523773531`}, {75., 0.08353307100805869}}], LineBox[{ Offset[{1.5, 0}, {75., 0.10473515523773531`}], Offset[{-1.5, 0}, {75., 0.10473515523773531`}]}], LineBox[{ Offset[{1.5, 0}, {75., 0.08353307100805869}], Offset[{-1.5, 0}, {75., 0.08353307100805869}]}]}, { LineBox[{{76., 0.10538777078057421`}, {76., 0.08410814333575342}}], LineBox[{ Offset[{1.5, 0}, {76., 0.10538777078057421`}], Offset[{-1.5, 0}, {76., 0.10538777078057421`}]}], LineBox[{ Offset[{1.5, 0}, {76., 0.08410814333575342}], Offset[{-1.5, 0}, {76., 0.08410814333575342}]}]}, { LineBox[{{77., 0.10625641423436456`}, {77., 0.08549082178550395}}], LineBox[{ Offset[{1.5, 0}, {77., 0.10625641423436456`}], Offset[{-1.5, 0}, {77., 0.10625641423436456`}]}], LineBox[{ Offset[{1.5, 0}, {77., 0.08549082178550395}], Offset[{-1.5, 0}, {77., 0.08549082178550395}]}]}, { LineBox[{{78., 0.10681376167969359`}, {78., 0.08608709555472407}}], LineBox[{ Offset[{1.5, 0}, {78., 0.10681376167969359`}], Offset[{-1.5, 0}, {78., 0.10681376167969359`}]}], LineBox[{ Offset[{1.5, 0}, {78., 0.08608709555472407}], Offset[{-1.5, 0}, {78., 0.08608709555472407}]}]}, { LineBox[{{79., 0.10953176763396143`}, {79., 0.08796526809749182}}], LineBox[{ Offset[{1.5, 0}, {79., 0.10953176763396143`}], Offset[{-1.5, 0}, {79., 0.10953176763396143`}]}], LineBox[{ Offset[{1.5, 0}, {79., 0.08796526809749182}], Offset[{-1.5, 0}, {79., 0.08796526809749182}]}]}, { LineBox[{{80., 0.10956138128671236`}, {80., 0.08816242098856403}}], LineBox[{ Offset[{1.5, 0}, {80., 0.10956138128671236`}], Offset[{-1.5, 0}, {80., 0.10956138128671236`}]}], LineBox[{ Offset[{1.5, 0}, {80., 0.08816242098856403}], Offset[{-1.5, 0}, {80., 0.08816242098856403}]}]}, { LineBox[{{81., 0.10969962664116209`}, {81., 0.08827645892204883}}], LineBox[{ Offset[{1.5, 0}, {81., 0.10969962664116209`}], Offset[{-1.5, 0}, {81., 0.10969962664116209`}]}], LineBox[{ Offset[{1.5, 0}, {81., 0.08827645892204883}], Offset[{-1.5, 0}, {81., 0.08827645892204883}]}]}, { LineBox[{{82., 0.11076064430230116`}, {82., 0.08942922911542019}}], LineBox[{ Offset[{1.5, 0}, {82., 0.11076064430230116`}], Offset[{-1.5, 0}, {82., 0.11076064430230116`}]}], LineBox[{ Offset[{1.5, 0}, {82., 0.08942922911542019}], Offset[{-1.5, 0}, {82., 0.08942922911542019}]}]}, { LineBox[{{83., 0.11164985016316538`}, {83., 0.08960119133659418}}], LineBox[{ Offset[{1.5, 0}, {83., 0.11164985016316538`}], Offset[{-1.5, 0}, {83., 0.11164985016316538`}]}], LineBox[{ Offset[{1.5, 0}, {83., 0.08960119133659418}], Offset[{-1.5, 0}, {83., 0.08960119133659418}]}]}, { LineBox[{{84., 0.11129188624662012`}, {84., 0.09032952859074556}}], LineBox[{ Offset[{1.5, 0}, {84., 0.11129188624662012`}], Offset[{-1.5, 0}, {84., 0.11129188624662012`}]}], LineBox[{ Offset[{1.5, 0}, {84., 0.09032952859074556}], Offset[{-1.5, 0}, {84., 0.09032952859074556}]}]}, { LineBox[{{85., 0.11141212404844855`}, {85., 0.09073444701388136}}], LineBox[{ Offset[{1.5, 0}, {85., 0.11141212404844855`}], Offset[{-1.5, 0}, {85., 0.11141212404844855`}]}], LineBox[{ Offset[{1.5, 0}, {85., 0.09073444701388136}], Offset[{-1.5, 0}, {85., 0.09073444701388136}]}]}, { LineBox[{{86., 0.11218682358281906`}, {86., 0.09031734241621953}}], LineBox[{ Offset[{1.5, 0}, {86., 0.11218682358281906`}], Offset[{-1.5, 0}, {86., 0.11218682358281906`}]}], LineBox[{ Offset[{1.5, 0}, {86., 0.09031734241621953}], Offset[{-1.5, 0}, {86., 0.09031734241621953}]}]}, { LineBox[{{87., 0.11177069701802697`}, {87., 0.09083609676502064}}], LineBox[{ Offset[{1.5, 0}, {87., 0.11177069701802697`}], Offset[{-1.5, 0}, {87., 0.11177069701802697`}]}], LineBox[{ Offset[{1.5, 0}, {87., 0.09083609676502064}], Offset[{-1.5, 0}, {87., 0.09083609676502064}]}]}, { LineBox[{{88., 0.11161221148360673`}, {88., 0.0910072805849722}}], LineBox[{ Offset[{1.5, 0}, {88., 0.11161221148360673`}], Offset[{-1.5, 0}, {88., 0.11161221148360673`}]}], LineBox[{ Offset[{1.5, 0}, {88., 0.0910072805849722}], Offset[{-1.5, 0}, {88., 0.0910072805849722}]}]}, { LineBox[{{89., 0.11440041979910073`}, {89., 0.09269299471780343}}], LineBox[{ Offset[{1.5, 0}, {89., 0.11440041979910073`}], Offset[{-1.5, 0}, {89., 0.11440041979910073`}]}], LineBox[{ Offset[{1.5, 0}, {89., 0.09269299471780343}], Offset[{-1.5, 0}, {89., 0.09269299471780343}]}]}, { LineBox[{{90., 0.1151934567874136}, {90., 0.09375699185863673}}], LineBox[{ Offset[{1.5, 0}, {90., 0.1151934567874136}], Offset[{-1.5, 0}, {90., 0.1151934567874136}]}], LineBox[{ Offset[{1.5, 0}, {90., 0.09375699185863673}], Offset[{-1.5, 0}, {90., 0.09375699185863673}]}]}, { LineBox[{{91., 0.11503555116960403`}, {91., 0.09428054400745099}}], LineBox[{ Offset[{1.5, 0}, {91., 0.11503555116960403`}], Offset[{-1.5, 0}, {91., 0.11503555116960403`}]}], LineBox[{ Offset[{1.5, 0}, {91., 0.09428054400745099}], Offset[{-1.5, 0}, {91., 0.09428054400745099}]}]}, { LineBox[{{92., 0.11629496819569361`}, {92., 0.09410016079004567}}], LineBox[{ Offset[{1.5, 0}, {92., 0.11629496819569361`}], Offset[{-1.5, 0}, {92., 0.11629496819569361`}]}], LineBox[{ Offset[{1.5, 0}, {92., 0.09410016079004567}], Offset[{-1.5, 0}, {92., 0.09410016079004567}]}]}, { LineBox[{{93., 0.11700429257210118`}, {93., 0.094203686918365}}], LineBox[{ Offset[{1.5, 0}, {93., 0.11700429257210118`}], Offset[{-1.5, 0}, {93., 0.11700429257210118`}]}], LineBox[{ Offset[{1.5, 0}, {93., 0.094203686918365}], Offset[{-1.5, 0}, {93., 0.094203686918365}]}]}, { LineBox[{{94., 0.11807814228529454`}, {94., 0.09583341035050102}}], LineBox[{ Offset[{1.5, 0}, {94., 0.11807814228529454`}], Offset[{-1.5, 0}, {94., 0.11807814228529454`}]}], LineBox[{ Offset[{1.5, 0}, {94., 0.09583341035050102}], Offset[{-1.5, 0}, {94., 0.09583341035050102}]}]}, { LineBox[{{95., 0.12027384967671326`}, {95., 0.09875358983618532}}], LineBox[{ Offset[{1.5, 0}, {95., 0.12027384967671326`}], Offset[{-1.5, 0}, {95., 0.12027384967671326`}]}], LineBox[{ Offset[{1.5, 0}, {95., 0.09875358983618532}], Offset[{-1.5, 0}, {95., 0.09875358983618532}]}]}, { LineBox[{{96., 0.12149561705773368`}, {96., 0.09934379169086416}}], LineBox[{ Offset[{1.5, 0}, {96., 0.12149561705773368`}], Offset[{-1.5, 0}, {96., 0.12149561705773368`}]}], LineBox[{ Offset[{1.5, 0}, {96., 0.09934379169086416}], Offset[{-1.5, 0}, {96., 0.09934379169086416}]}]}, { LineBox[{{97., 0.12168429542857234`}, {97., 0.09956378180264039}}], LineBox[{ Offset[{1.5, 0}, {97., 0.12168429542857234`}], Offset[{-1.5, 0}, {97., 0.12168429542857234`}]}], LineBox[{ Offset[{1.5, 0}, {97., 0.09956378180264039}], Offset[{-1.5, 0}, {97., 0.09956378180264039}]}]}, { LineBox[{{98., 0.12349009336206365`}, {98., 0.10086289494109293`}}], LineBox[{ Offset[{1.5, 0}, {98., 0.12349009336206365`}], Offset[{-1.5, 0}, {98., 0.12349009336206365`}]}], LineBox[{ Offset[{1.5, 0}, {98., 0.10086289494109293`}], Offset[{-1.5, 0}, {98., 0.10086289494109293`}]}]}, { LineBox[{{99., 0.12370801536091877`}, {99., 0.10133977345497605`}}], LineBox[{ Offset[{1.5, 0}, {99., 0.12370801536091877`}], Offset[{-1.5, 0}, {99., 0.12370801536091877`}]}], LineBox[{ Offset[{1.5, 0}, {99., 0.10133977345497605`}], Offset[{-1.5, 0}, {99., 0.10133977345497605`}]}]}, { LineBox[{{100., 0.12752786262320226`}, {100., 0.10446925322361696`}}], LineBox[{ Offset[{1.5, 0}, {100., 0.12752786262320226`}], Offset[{-1.5, 0}, {100., 0.12752786262320226`}]}], LineBox[{ Offset[{1.5, 0}, {100., 0.10446925322361696`}], Offset[{-1.5, 0}, {100., 0.10446925322361696`}]}]}}}, {}}, {}, {}, {{}, {}}}, {{}, {{}, {RGBColor[0.9112395, 0.6309425, 0.5195245], PointSize[ 0.009166666666666668], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJw1zwssnWccx/E3rUuDyVZCF7Ro1b2lq/vt53pQDs7FYas2irRu61lLxWXt aU21o5asgmRWLd2xsmK6um9o3RXLkJCyWtVcUiG1tTuUrk3/z5s8efN5v/nl yWt04rQgbhvHcbFvz7v3+2fVI1lJ07r89XUP+gD9yyqbPTfLyDsgGv9P/tG9 W+QPUdNhXZQcW07WhsSyPVdpjXkXggqaaqNQQdZH+qdG3iKhnGyIHgvHf1Sk d8jGWA4q/91mZzV5H7K+3krt1/uZvB9bxp9BeJvZDArdlr1+f9WTLaAVnTiU qvoL2QquuZXOH9gyH0CcRrakUchsA0mijrZUwmyLSG6s3uJz5kP4Uffps2vK DeRPML17pWzdpZF8GDyLDePuQGY76M6cencD2R7PfM6pxw0xOyC3JvxoWGwz 2RHGZ19Y3rrM7IRH6in8PSotZGe0lWaaezozuyCzyVlS4srsClHBsVP9ta1k N0Sc2PhSq6iN7A7Vzr3OiXXMHlA2mazYc58ZkKmqhxg++O29ZUCk6mNrHWkH dU9YFMYkWqp1UvdEToD00uFzZM4LtZ2+5hoZrHtB2Dw3aTfIujes+L1Fb56y 7o1Kx/aq+FnWffCsLvBqYfMD6j6QqpcpxwySOV9sutfrOs+y7oubA129XhEP qfshfefKXPETsswP6yX37PMXWedBoLSoOtXQRZ0H040LB3cNkDl/pPH63J7w uqn7w+G7pUvyIDIXgLN9VjGRd1gPQMFFlaX+56wHwiF7MVXJvId6IKaTR3mx vmTuCEo3su6rNbJ+BGIjvcJ9bawHwSztmH6XSS/1IFz/+8Bm9ByZC4bnV/HF HytYD8Yf6/b8GfM+6ny8zFt6k2FPlvGRUaW2/O8Z1kPwRfNI3otq1kNQHsyT 2G3vpx6Kq8dLfx3XIiMUExaWbt1eZFkoXp7RrOo6T+4IhfDGxamUArYPQ51m b4laNduH4cp2l+ThVrYPQ8Yan6fdyfZh8KiYtNFh5gQYPbr7J2X+AO0Fb//n sb6OlCwTQH3BxON0KrlDAPOENfxwg8wJociUZ5y8y/ZCOOUuZxl0sr0QDyXu 10zH2F6IbW2GK60TbC9C/v66itQFthehSin31fQrthchTTcpbtV0kPYitDSN 5q0eJHNi6NmOGSriyBDDbWS9OC2eLBNDXto9npDE9mKM/Lk+k5DC9uGYjzre 920m24fDX5FoEr3K9uH4PrP5vInTI9qHI0WpMnnqGzInwezt6GFpCxkSqG2k cHKNIdpL0F7lspBuRu6QoC4pf7g5isxFIP9ufXb5BTIiEDBvkHMoh+0jUPy6 wUBRw/YRmFSe2CprYftInNwhdp1/PuTxP/WJ1wU= "]], {{LineBox[{{1., 0.024748963804631683`}, {1., 0.01428785183853393}}], LineBox[{ Offset[{1.5, 0}, {1., 0.024748963804631683`}], Offset[{-1.5, 0}, {1., 0.024748963804631683`}]}], LineBox[{ Offset[{1.5, 0}, {1., 0.01428785183853393}], Offset[{-1.5, 0}, {1., 0.01428785183853393}]}]}, { LineBox[{{2., 0.03720048269048766}, {2., 0.024573025750388236`}}], LineBox[{ Offset[{1.5, 0}, {2., 0.03720048269048766}], Offset[{-1.5, 0}, {2., 0.03720048269048766}]}], LineBox[{ Offset[{1.5, 0}, {2., 0.024573025750388236`}], Offset[{-1.5, 0}, {2., 0.024573025750388236`}]}]}, { LineBox[{{3., 0.0412969968317344}, {3., 0.02784162856561371}}], LineBox[{ Offset[{1.5, 0}, {3., 0.0412969968317344}], Offset[{-1.5, 0}, {3., 0.0412969968317344}]}], LineBox[{ Offset[{1.5, 0}, {3., 0.02784162856561371}], Offset[{-1.5, 0}, {3., 0.02784162856561371}]}]}, { LineBox[{{4., 0.04321638516151689}, {4., 0.028628525617221966`}}], LineBox[{ Offset[{1.5, 0}, {4., 0.04321638516151689}], Offset[{-1.5, 0}, {4., 0.04321638516151689}]}], LineBox[{ Offset[{1.5, 0}, {4., 0.028628525617221966`}], Offset[{-1.5, 0}, {4., 0.028628525617221966`}]}]}, { LineBox[{{5., 0.043728267950323266`}, {5., 0.03029238781644769}}], LineBox[{ Offset[{1.5, 0}, {5., 0.043728267950323266`}], Offset[{-1.5, 0}, {5., 0.043728267950323266`}]}], LineBox[{ Offset[{1.5, 0}, {5., 0.03029238781644769}], Offset[{-1.5, 0}, {5., 0.03029238781644769}]}]}, { LineBox[{{6., 0.04457067362144663}, {6., 0.030630223023732688`}}], LineBox[{ Offset[{1.5, 0}, {6., 0.04457067362144663}], Offset[{-1.5, 0}, {6., 0.04457067362144663}]}], LineBox[{ Offset[{1.5, 0}, {6., 0.030630223023732688`}], Offset[{-1.5, 0}, {6., 0.030630223023732688`}]}]}, { LineBox[{{7., 0.051371116505542096`}, {7., 0.03583788540679441}}], LineBox[{ Offset[{1.5, 0}, {7., 0.051371116505542096`}], Offset[{-1.5, 0}, {7., 0.051371116505542096`}]}], LineBox[{ Offset[{1.5, 0}, {7., 0.03583788540679441}], Offset[{-1.5, 0}, {7., 0.03583788540679441}]}]}, { LineBox[{{8., 0.05744429960861835}, {8., 0.04192134925601102}}], LineBox[{ Offset[{1.5, 0}, {8., 0.05744429960861835}], Offset[{-1.5, 0}, {8., 0.05744429960861835}]}], LineBox[{ Offset[{1.5, 0}, {8., 0.04192134925601102}], Offset[{-1.5, 0}, {8., 0.04192134925601102}]}]}, { LineBox[{{9., 0.06142222177985961}, {9., 0.04432409602259992}}], LineBox[{ Offset[{1.5, 0}, {9., 0.06142222177985961}], Offset[{-1.5, 0}, {9., 0.06142222177985961}]}], LineBox[{ Offset[{1.5, 0}, {9., 0.04432409602259992}], Offset[{-1.5, 0}, {9., 0.04432409602259992}]}]}, { LineBox[{{10., 0.0763508867689088}, {10., 0.05730960385304381}}], LineBox[{ Offset[{1.5, 0}, {10., 0.0763508867689088}], Offset[{-1.5, 0}, {10., 0.0763508867689088}]}], LineBox[{ Offset[{1.5, 0}, {10., 0.05730960385304381}], Offset[{-1.5, 0}, {10., 0.05730960385304381}]}]}, { LineBox[{{11., 0.07847472834180931}, {11., 0.05935257880982246}}], LineBox[{ Offset[{1.5, 0}, {11., 0.07847472834180931}], Offset[{-1.5, 0}, {11., 0.07847472834180931}]}], LineBox[{ Offset[{1.5, 0}, {11., 0.05935257880982246}], Offset[{-1.5, 0}, {11., 0.05935257880982246}]}]}, { LineBox[{{12., 0.08299335024732886}, {12., 0.06450646611771212}}], LineBox[{ Offset[{1.5, 0}, {12., 0.08299335024732886}], Offset[{-1.5, 0}, {12., 0.08299335024732886}]}], LineBox[{ Offset[{1.5, 0}, {12., 0.06450646611771212}], Offset[{-1.5, 0}, {12., 0.06450646611771212}]}]}, { LineBox[{{13., 0.08815454887110233}, {13., 0.06832311731853563}}], LineBox[{ Offset[{1.5, 0}, {13., 0.08815454887110233}], Offset[{-1.5, 0}, {13., 0.08815454887110233}]}], LineBox[{ Offset[{1.5, 0}, {13., 0.06832311731853563}], Offset[{-1.5, 0}, {13., 0.06832311731853563}]}]}, { LineBox[{{14., 0.08857248263075607}, {14., 0.06917445573121989}}], LineBox[{ Offset[{1.5, 0}, {14., 0.08857248263075607}], Offset[{-1.5, 0}, {14., 0.08857248263075607}]}], LineBox[{ Offset[{1.5, 0}, {14., 0.06917445573121989}], Offset[{-1.5, 0}, {14., 0.06917445573121989}]}]}, { LineBox[{{15., 0.08929338317454032}, {15., 0.06951143186073015}}], LineBox[{ Offset[{1.5, 0}, {15., 0.08929338317454032}], Offset[{-1.5, 0}, {15., 0.08929338317454032}]}], LineBox[{ Offset[{1.5, 0}, {15., 0.06951143186073015}], Offset[{-1.5, 0}, {15., 0.06951143186073015}]}]}, { LineBox[{{16., 0.0891812930873036}, {16., 0.06973709700400729}}], LineBox[{ Offset[{1.5, 0}, {16., 0.0891812930873036}], Offset[{-1.5, 0}, {16., 0.0891812930873036}]}], LineBox[{ Offset[{1.5, 0}, {16., 0.06973709700400729}], Offset[{-1.5, 0}, {16., 0.06973709700400729}]}]}, { LineBox[{{17., 0.0895906234477485}, {17., 0.0700214002095}}], LineBox[{ Offset[{1.5, 0}, {17., 0.0895906234477485}], Offset[{-1.5, 0}, {17., 0.0895906234477485}]}], LineBox[{ Offset[{1.5, 0}, {17., 0.0700214002095}], Offset[{-1.5, 0}, {17., 0.0700214002095}]}]}, { LineBox[{{18., 0.09639326313174422}, {18., 0.07565123985074064}}], LineBox[{ Offset[{1.5, 0}, {18., 0.09639326313174422}], Offset[{-1.5, 0}, {18., 0.09639326313174422}]}], LineBox[{ Offset[{1.5, 0}, {18., 0.07565123985074064}], Offset[{-1.5, 0}, {18., 0.07565123985074064}]}]}, { LineBox[{{19., 0.10095981483913818`}, {19., 0.08055809906772696}}], LineBox[{ Offset[{1.5, 0}, {19., 0.10095981483913818`}], Offset[{-1.5, 0}, {19., 0.10095981483913818`}]}], LineBox[{ Offset[{1.5, 0}, {19., 0.08055809906772696}], Offset[{-1.5, 0}, {19., 0.08055809906772696}]}]}, { LineBox[{{20., 0.10108553263666657`}, {20., 0.08088376866397544}}], LineBox[{ Offset[{1.5, 0}, {20., 0.10108553263666657`}], Offset[{-1.5, 0}, {20., 0.10108553263666657`}]}], LineBox[{ Offset[{1.5, 0}, {20., 0.08088376866397544}], Offset[{-1.5, 0}, {20., 0.08088376866397544}]}]}, { LineBox[{{21., 0.10135487261454294`}, {21., 0.08100327887796581}}], LineBox[{ Offset[{1.5, 0}, {21., 0.10135487261454294`}], Offset[{-1.5, 0}, {21., 0.10135487261454294`}]}], LineBox[{ Offset[{1.5, 0}, {21., 0.08100327887796581}], Offset[{-1.5, 0}, {21., 0.08100327887796581}]}]}, { LineBox[{{22., 0.10319922770972868`}, {22., 0.08275642128154535}}], LineBox[{ Offset[{1.5, 0}, {22., 0.10319922770972868`}], Offset[{-1.5, 0}, {22., 0.10319922770972868`}]}], LineBox[{ Offset[{1.5, 0}, {22., 0.08275642128154535}], Offset[{-1.5, 0}, {22., 0.08275642128154535}]}]}, { LineBox[{{23., 0.1099453048121564}, {23., 0.08842865195130882}}], LineBox[{ Offset[{1.5, 0}, {23., 0.1099453048121564}], Offset[{-1.5, 0}, {23., 0.1099453048121564}]}], LineBox[{ Offset[{1.5, 0}, {23., 0.08842865195130882}], Offset[{-1.5, 0}, {23., 0.08842865195130882}]}]}, { LineBox[{{24., 0.11056625019805212`}, {24., 0.08885481843076441}}], LineBox[{ Offset[{1.5, 0}, {24., 0.11056625019805212`}], Offset[{-1.5, 0}, {24., 0.11056625019805212`}]}], LineBox[{ Offset[{1.5, 0}, {24., 0.08885481843076441}], Offset[{-1.5, 0}, {24., 0.08885481843076441}]}]}, { LineBox[{{25., 0.11271952968606293`}, {25., 0.09059230780333015}}], LineBox[{ Offset[{1.5, 0}, {25., 0.11271952968606293`}], Offset[{-1.5, 0}, {25., 0.11271952968606293`}]}], LineBox[{ Offset[{1.5, 0}, {25., 0.09059230780333015}], Offset[{-1.5, 0}, {25., 0.09059230780333015}]}]}, { LineBox[{{26., 0.11296329083801623`}, {26., 0.09193949661401671}}], LineBox[{ Offset[{1.5, 0}, {26., 0.11296329083801623`}], Offset[{-1.5, 0}, {26., 0.11296329083801623`}]}], LineBox[{ Offset[{1.5, 0}, {26., 0.09193949661401671}], Offset[{-1.5, 0}, {26., 0.09193949661401671}]}]}, { LineBox[{{27., 0.11354416409145904`}, {27., 0.09143005102739687}}], LineBox[{ Offset[{1.5, 0}, {27., 0.11354416409145904`}], Offset[{-1.5, 0}, {27., 0.11354416409145904`}]}], LineBox[{ Offset[{1.5, 0}, {27., 0.09143005102739687}], Offset[{-1.5, 0}, {27., 0.09143005102739687}]}]}, { LineBox[{{28., 0.11913941753721462`}, {28., 0.09716266830263028}}], LineBox[{ Offset[{1.5, 0}, {28., 0.11913941753721462`}], Offset[{-1.5, 0}, {28., 0.11913941753721462`}]}], LineBox[{ Offset[{1.5, 0}, {28., 0.09716266830263028}], Offset[{-1.5, 0}, {28., 0.09716266830263028}]}]}, { LineBox[{{29., 0.1224686923853046}, {29., 0.1008612679748729}}], LineBox[{ Offset[{1.5, 0}, {29., 0.1224686923853046}], Offset[{-1.5, 0}, {29., 0.1224686923853046}]}], LineBox[{ Offset[{1.5, 0}, {29., 0.1008612679748729}], Offset[{-1.5, 0}, {29., 0.1008612679748729}]}]}, { LineBox[{{30., 0.123288938313202}, {30., 0.10084493790417076`}}], LineBox[{ Offset[{1.5, 0}, {30., 0.123288938313202}], Offset[{-1.5, 0}, {30., 0.123288938313202}]}], LineBox[{ Offset[{1.5, 0}, {30., 0.10084493790417076`}], Offset[{-1.5, 0}, {30., 0.10084493790417076`}]}]}, { LineBox[{{31., 0.12330855399073148`}, {31., 0.10096889943564316`}}], LineBox[{ Offset[{1.5, 0}, {31., 0.12330855399073148`}], Offset[{-1.5, 0}, {31., 0.12330855399073148`}]}], LineBox[{ Offset[{1.5, 0}, {31., 0.10096889943564316`}], Offset[{-1.5, 0}, {31., 0.10096889943564316`}]}]}, { LineBox[{{32., 0.1318290624289346}, {32., 0.10847019923188489`}}], LineBox[{ Offset[{1.5, 0}, {32., 0.1318290624289346}], Offset[{-1.5, 0}, {32., 0.1318290624289346}]}], LineBox[{ Offset[{1.5, 0}, {32., 0.10847019923188489`}], Offset[{-1.5, 0}, {32., 0.10847019923188489`}]}]}, { LineBox[{{33., 0.1401312784277655}, {33., 0.11670994698731238`}}], LineBox[{ Offset[{1.5, 0}, {33., 0.1401312784277655}], Offset[{-1.5, 0}, {33., 0.1401312784277655}]}], LineBox[{ Offset[{1.5, 0}, {33., 0.11670994698731238`}], Offset[{-1.5, 0}, {33., 0.11670994698731238`}]}]}, { LineBox[{{34., 0.14470975742898382`}, {34., 0.12153594614619848`}}], LineBox[{ Offset[{1.5, 0}, {34., 0.14470975742898382`}], Offset[{-1.5, 0}, {34., 0.14470975742898382`}]}], LineBox[{ Offset[{1.5, 0}, {34., 0.12153594614619848`}], Offset[{-1.5, 0}, {34., 0.12153594614619848`}]}]}, { LineBox[{{35., 0.14809488849814834`}, {35., 0.12474477918589805`}}], LineBox[{ Offset[{1.5, 0}, {35., 0.14809488849814834`}], Offset[{-1.5, 0}, {35., 0.14809488849814834`}]}], LineBox[{ Offset[{1.5, 0}, {35., 0.12474477918589805`}], Offset[{-1.5, 0}, {35., 0.12474477918589805`}]}]}, { LineBox[{{36., 0.1481693315217788}, {36., 0.12490485700166892`}}], LineBox[{ Offset[{1.5, 0}, {36., 0.1481693315217788}], Offset[{-1.5, 0}, {36., 0.1481693315217788}]}], LineBox[{ Offset[{1.5, 0}, {36., 0.12490485700166892`}], Offset[{-1.5, 0}, {36., 0.12490485700166892`}]}]}, { LineBox[{{37., 0.15113370868100523`}, {37., 0.1268942671551666}}], LineBox[{ Offset[{1.5, 0}, {37., 0.15113370868100523`}], Offset[{-1.5, 0}, {37., 0.15113370868100523`}]}], LineBox[{ Offset[{1.5, 0}, {37., 0.1268942671551666}], Offset[{-1.5, 0}, {37., 0.1268942671551666}]}]}, { LineBox[{{38., 0.15129410338085644`}, {38., 0.12818577909276932`}}], LineBox[{ Offset[{1.5, 0}, {38., 0.15129410338085644`}], Offset[{-1.5, 0}, {38., 0.15129410338085644`}]}], LineBox[{ Offset[{1.5, 0}, {38., 0.12818577909276932`}], Offset[{-1.5, 0}, {38., 0.12818577909276932`}]}]}, { LineBox[{{39., 0.15156252322197417`}, {39., 0.1279426502180782}}], LineBox[{ Offset[{1.5, 0}, {39., 0.15156252322197417`}], Offset[{-1.5, 0}, {39., 0.15156252322197417`}]}], LineBox[{ Offset[{1.5, 0}, {39., 0.1279426502180782}], Offset[{-1.5, 0}, {39., 0.1279426502180782}]}]}, { LineBox[{{40., 0.1582702240526866}, {40., 0.13430669366618736`}}], LineBox[{ Offset[{1.5, 0}, {40., 0.1582702240526866}], Offset[{-1.5, 0}, {40., 0.1582702240526866}]}], LineBox[{ Offset[{1.5, 0}, {40., 0.13430669366618736`}], Offset[{-1.5, 0}, {40., 0.13430669366618736`}]}]}, { LineBox[{{41., 0.15865465638196444`}, {41., 0.13500908901133066`}}], LineBox[{ Offset[{1.5, 0}, {41., 0.15865465638196444`}], Offset[{-1.5, 0}, {41., 0.15865465638196444`}]}], LineBox[{ Offset[{1.5, 0}, {41., 0.13500908901133066`}], Offset[{-1.5, 0}, {41., 0.13500908901133066`}]}]}, { LineBox[{{42., 0.15964227422534077`}, {42., 0.13547655658987168`}}], LineBox[{ Offset[{1.5, 0}, {42., 0.15964227422534077`}], Offset[{-1.5, 0}, {42., 0.15964227422534077`}]}], LineBox[{ Offset[{1.5, 0}, {42., 0.13547655658987168`}], Offset[{-1.5, 0}, {42., 0.13547655658987168`}]}]}, { LineBox[{{43., 0.1631620696632125}, {43., 0.13909994576212387`}}], LineBox[{ Offset[{1.5, 0}, {43., 0.1631620696632125}], Offset[{-1.5, 0}, {43., 0.1631620696632125}]}], LineBox[{ Offset[{1.5, 0}, {43., 0.13909994576212387`}], Offset[{-1.5, 0}, {43., 0.13909994576212387`}]}]}, { LineBox[{{44., 0.16725690104538216`}, {44., 0.14326515414642121`}}], LineBox[{ Offset[{1.5, 0}, {44., 0.16725690104538216`}], Offset[{-1.5, 0}, {44., 0.16725690104538216`}]}], LineBox[{ Offset[{1.5, 0}, {44., 0.14326515414642121`}], Offset[{-1.5, 0}, {44., 0.14326515414642121`}]}]}, { LineBox[{{45., 0.16792973130047723`}, {45., 0.14319988965163816`}}], LineBox[{ Offset[{1.5, 0}, {45., 0.16792973130047723`}], Offset[{-1.5, 0}, {45., 0.16792973130047723`}]}], LineBox[{ Offset[{1.5, 0}, {45., 0.14319988965163816`}], Offset[{-1.5, 0}, {45., 0.14319988965163816`}]}]}, { LineBox[{{46., 0.17411280594060993`}, {46., 0.1495480519512609}}], LineBox[{ Offset[{1.5, 0}, {46., 0.17411280594060993`}], Offset[{-1.5, 0}, {46., 0.17411280594060993`}]}], LineBox[{ Offset[{1.5, 0}, {46., 0.1495480519512609}], Offset[{-1.5, 0}, {46., 0.1495480519512609}]}]}, { LineBox[{{47., 0.17433639303130866`}, {47., 0.15049847481484319`}}], LineBox[{ Offset[{1.5, 0}, {47., 0.17433639303130866`}], Offset[{-1.5, 0}, {47., 0.17433639303130866`}]}], LineBox[{ Offset[{1.5, 0}, {47., 0.15049847481484319`}], Offset[{-1.5, 0}, {47., 0.15049847481484319`}]}]}, { LineBox[{{48., 0.17850275113393396`}, {48., 0.15400896984224408`}}], LineBox[{ Offset[{1.5, 0}, {48., 0.17850275113393396`}], Offset[{-1.5, 0}, {48., 0.17850275113393396`}]}], LineBox[{ Offset[{1.5, 0}, {48., 0.15400896984224408`}], Offset[{-1.5, 0}, {48., 0.15400896984224408`}]}]}, { LineBox[{{49., 0.17838305578929536`}, {49., 0.15442031549526297`}}], LineBox[{ Offset[{1.5, 0}, {49., 0.17838305578929536`}], Offset[{-1.5, 0}, {49., 0.17838305578929536`}]}], LineBox[{ Offset[{1.5, 0}, {49., 0.15442031549526297`}], Offset[{-1.5, 0}, {49., 0.15442031549526297`}]}]}, { LineBox[{{50., 0.18118505237689056`}, {50., 0.157276200646754}}], LineBox[{ Offset[{1.5, 0}, {50., 0.18118505237689056`}], Offset[{-1.5, 0}, {50., 0.18118505237689056`}]}], LineBox[{ Offset[{1.5, 0}, {50., 0.157276200646754}], Offset[{-1.5, 0}, {50., 0.157276200646754}]}]}, { LineBox[{{51., 0.18353986375935355`}, {51., 0.15903757320319728`}}], LineBox[{ Offset[{1.5, 0}, {51., 0.18353986375935355`}], Offset[{-1.5, 0}, {51., 0.18353986375935355`}]}], LineBox[{ Offset[{1.5, 0}, {51., 0.15903757320319728`}], Offset[{-1.5, 0}, {51., 0.15903757320319728`}]}]}, { LineBox[{{52., 0.18528846494134327`}, {52., 0.1609650399534781}}], LineBox[{ Offset[{1.5, 0}, {52., 0.18528846494134327`}], Offset[{-1.5, 0}, {52., 0.18528846494134327`}]}], LineBox[{ Offset[{1.5, 0}, {52., 0.1609650399534781}], Offset[{-1.5, 0}, {52., 0.1609650399534781}]}]}, { LineBox[{{53., 0.1861412874181691}, {53., 0.16184404711406863`}}], LineBox[{ Offset[{1.5, 0}, {53., 0.1861412874181691}], Offset[{-1.5, 0}, {53., 0.1861412874181691}]}], LineBox[{ Offset[{1.5, 0}, {53., 0.16184404711406863`}], Offset[{-1.5, 0}, {53., 0.16184404711406863`}]}]}, { LineBox[{{54., 0.18953243346285562`}, {54., 0.16538955334075636`}}], LineBox[{ Offset[{1.5, 0}, {54., 0.18953243346285562`}], Offset[{-1.5, 0}, {54., 0.18953243346285562`}]}], LineBox[{ Offset[{1.5, 0}, {54., 0.16538955334075636`}], Offset[{-1.5, 0}, {54., 0.16538955334075636`}]}]}, { LineBox[{{55., 0.18986722114904558`}, {55., 0.16536610922924222`}}], LineBox[{ Offset[{1.5, 0}, {55., 0.18986722114904558`}], Offset[{-1.5, 0}, {55., 0.18986722114904558`}]}], LineBox[{ Offset[{1.5, 0}, {55., 0.16536610922924222`}], Offset[{-1.5, 0}, {55., 0.16536610922924222`}]}]}, { LineBox[{{56., 0.19269815192486822`}, {56., 0.1689819053185811}}], LineBox[{ Offset[{1.5, 0}, {56., 0.19269815192486822`}], Offset[{-1.5, 0}, {56., 0.19269815192486822`}]}], LineBox[{ Offset[{1.5, 0}, {56., 0.1689819053185811}], Offset[{-1.5, 0}, {56., 0.1689819053185811}]}]}, { LineBox[{{57., 0.19887689846388254`}, {57., 0.17449851471477537`}}], LineBox[{ Offset[{1.5, 0}, {57., 0.19887689846388254`}], Offset[{-1.5, 0}, {57., 0.19887689846388254`}]}], LineBox[{ Offset[{1.5, 0}, {57., 0.17449851471477537`}], Offset[{-1.5, 0}, {57., 0.17449851471477537`}]}]}, { LineBox[{{58., 0.19988051646807123`}, {58., 0.1746983389162323}}], LineBox[{ Offset[{1.5, 0}, {58., 0.19988051646807123`}], Offset[{-1.5, 0}, {58., 0.19988051646807123`}]}], LineBox[{ Offset[{1.5, 0}, {58., 0.1746983389162323}], Offset[{-1.5, 0}, {58., 0.1746983389162323}]}]}, { LineBox[{{59., 0.20114145848579457`}, {59., 0.17641446152535023`}}], LineBox[{ Offset[{1.5, 0}, {59., 0.20114145848579457`}], Offset[{-1.5, 0}, {59., 0.20114145848579457`}]}], LineBox[{ Offset[{1.5, 0}, {59., 0.17641446152535023`}], Offset[{-1.5, 0}, {59., 0.17641446152535023`}]}]}, { LineBox[{{60., 0.2019652620832733}, {60., 0.1763599617614096}}], LineBox[{ Offset[{1.5, 0}, {60., 0.2019652620832733}], Offset[{-1.5, 0}, {60., 0.2019652620832733}]}], LineBox[{ Offset[{1.5, 0}, {60., 0.1763599617614096}], Offset[{-1.5, 0}, {60., 0.1763599617614096}]}]}, { LineBox[{{61., 0.203405325543668}, {61., 0.17861131558296447`}}], LineBox[{ Offset[{1.5, 0}, {61., 0.203405325543668}], Offset[{-1.5, 0}, {61., 0.203405325543668}]}], LineBox[{ Offset[{1.5, 0}, {61., 0.17861131558296447`}], Offset[{-1.5, 0}, {61., 0.17861131558296447`}]}]}, { LineBox[{{62., 0.20545759994690277`}, {62., 0.18003723927752457`}}], LineBox[{ Offset[{1.5, 0}, {62., 0.20545759994690277`}], Offset[{-1.5, 0}, {62., 0.20545759994690277`}]}], LineBox[{ Offset[{1.5, 0}, {62., 0.18003723927752457`}], Offset[{-1.5, 0}, {62., 0.18003723927752457`}]}]}, { LineBox[{{63., 0.20783267781753537`}, {63., 0.18298814512037073`}}], LineBox[{ Offset[{1.5, 0}, {63., 0.20783267781753537`}], Offset[{-1.5, 0}, {63., 0.20783267781753537`}]}], LineBox[{ Offset[{1.5, 0}, {63., 0.18298814512037073`}], Offset[{-1.5, 0}, {63., 0.18298814512037073`}]}]}, { LineBox[{{64., 0.20844987704342327`}, {64., 0.1833857506715243}}], LineBox[{ Offset[{1.5, 0}, {64., 0.20844987704342327`}], Offset[{-1.5, 0}, {64., 0.20844987704342327`}]}], LineBox[{ Offset[{1.5, 0}, {64., 0.1833857506715243}], Offset[{-1.5, 0}, {64., 0.1833857506715243}]}]}, { LineBox[{{65., 0.2095378427501941}, {65., 0.1851625029901079}}], LineBox[{ Offset[{1.5, 0}, {65., 0.2095378427501941}], Offset[{-1.5, 0}, {65., 0.2095378427501941}]}], LineBox[{ Offset[{1.5, 0}, {65., 0.1851625029901079}], Offset[{-1.5, 0}, {65., 0.1851625029901079}]}]}, { LineBox[{{66., 0.2116433165404958}, {66., 0.18671900156591117`}}], LineBox[{ Offset[{1.5, 0}, {66., 0.2116433165404958}], Offset[{-1.5, 0}, {66., 0.2116433165404958}]}], LineBox[{ Offset[{1.5, 0}, {66., 0.18671900156591117`}], Offset[{-1.5, 0}, {66., 0.18671900156591117`}]}]}, { LineBox[{{67., 0.21159570182702664`}, {67., 0.18772415227816475`}}], LineBox[{ Offset[{1.5, 0}, {67., 0.21159570182702664`}], Offset[{-1.5, 0}, {67., 0.21159570182702664`}]}], LineBox[{ Offset[{1.5, 0}, {67., 0.18772415227816475`}], Offset[{-1.5, 0}, {67., 0.18772415227816475`}]}]}, { LineBox[{{68., 0.21333111876970406`}, {68., 0.1877334194200348}}], LineBox[{ Offset[{1.5, 0}, {68., 0.21333111876970406`}], Offset[{-1.5, 0}, {68., 0.21333111876970406`}]}], LineBox[{ Offset[{1.5, 0}, {68., 0.1877334194200348}], Offset[{-1.5, 0}, {68., 0.1877334194200348}]}]}, { LineBox[{{69., 0.2130947700817627}, {69., 0.1889930200931338}}], LineBox[{ Offset[{1.5, 0}, {69., 0.2130947700817627}], Offset[{-1.5, 0}, {69., 0.2130947700817627}]}], LineBox[{ Offset[{1.5, 0}, {69., 0.1889930200931338}], Offset[{-1.5, 0}, {69., 0.1889930200931338}]}]}, { LineBox[{{70., 0.21314073150904667`}, {70., 0.18926888842991052`}}], LineBox[{ Offset[{1.5, 0}, {70., 0.21314073150904667`}], Offset[{-1.5, 0}, {70., 0.21314073150904667`}]}], LineBox[{ Offset[{1.5, 0}, {70., 0.18926888842991052`}], Offset[{-1.5, 0}, {70., 0.18926888842991052`}]}]}, { LineBox[{{71., 0.21331078478316148`}, {71., 0.1890992910770736}}], LineBox[{ Offset[{1.5, 0}, {71., 0.21331078478316148`}], Offset[{-1.5, 0}, {71., 0.21331078478316148`}]}], LineBox[{ Offset[{1.5, 0}, {71., 0.1890992910770736}], Offset[{-1.5, 0}, {71., 0.1890992910770736}]}]}, { LineBox[{{72., 0.21788879421822657`}, {72., 0.19312330036011024`}}], LineBox[{ Offset[{1.5, 0}, {72., 0.21788879421822657`}], Offset[{-1.5, 0}, {72., 0.21788879421822657`}]}], LineBox[{ Offset[{1.5, 0}, {72., 0.19312330036011024`}], Offset[{-1.5, 0}, {72., 0.19312330036011024`}]}]}, { LineBox[{{73., 0.21858758972343806`}, {73., 0.1945036198610406}}], LineBox[{ Offset[{1.5, 0}, {73., 0.21858758972343806`}], Offset[{-1.5, 0}, {73., 0.21858758972343806`}]}], LineBox[{ Offset[{1.5, 0}, {73., 0.1945036198610406}], Offset[{-1.5, 0}, {73., 0.1945036198610406}]}]}, { LineBox[{{74., 0.21922742428853506`}, {74., 0.19419021226622016`}}], LineBox[{ Offset[{1.5, 0}, {74., 0.21922742428853506`}], Offset[{-1.5, 0}, {74., 0.21922742428853506`}]}], LineBox[{ Offset[{1.5, 0}, {74., 0.19419021226622016`}], Offset[{-1.5, 0}, {74., 0.19419021226622016`}]}]}, { LineBox[{{75., 0.22030239613159125`}, {75., 0.19563055811164276`}}], LineBox[{ Offset[{1.5, 0}, {75., 0.22030239613159125`}], Offset[{-1.5, 0}, {75., 0.22030239613159125`}]}], LineBox[{ Offset[{1.5, 0}, {75., 0.19563055811164276`}], Offset[{-1.5, 0}, {75., 0.19563055811164276`}]}]}, { LineBox[{{76., 0.22089133970750932`}, {76., 0.19594241366440848`}}], LineBox[{ Offset[{1.5, 0}, {76., 0.22089133970750932`}], Offset[{-1.5, 0}, {76., 0.22089133970750932`}]}], LineBox[{ Offset[{1.5, 0}, {76., 0.19594241366440848`}], Offset[{-1.5, 0}, {76., 0.19594241366440848`}]}]}, { LineBox[{{77., 0.22187792317496893`}, {77., 0.19615889246819687`}}], LineBox[{ Offset[{1.5, 0}, {77., 0.22187792317496893`}], Offset[{-1.5, 0}, {77., 0.22187792317496893`}]}], LineBox[{ Offset[{1.5, 0}, {77., 0.19615889246819687`}], Offset[{-1.5, 0}, {77., 0.19615889246819687`}]}]}, { LineBox[{{78., 0.22271868618593882`}, {78., 0.19648019680693102`}}], LineBox[{ Offset[{1.5, 0}, {78., 0.22271868618593882`}], Offset[{-1.5, 0}, {78., 0.22271868618593882`}]}], LineBox[{ Offset[{1.5, 0}, {78., 0.19648019680693102`}], Offset[{-1.5, 0}, {78., 0.19648019680693102`}]}]}, { LineBox[{{79., 0.2226343684898234}, {79., 0.196844032239651}}], LineBox[{ Offset[{1.5, 0}, {79., 0.2226343684898234}], Offset[{-1.5, 0}, {79., 0.2226343684898234}]}], LineBox[{ Offset[{1.5, 0}, {79., 0.196844032239651}], Offset[{-1.5, 0}, {79., 0.196844032239651}]}]}, { LineBox[{{80., 0.22283715763523063`}, {80., 0.19760104603493597`}}], LineBox[{ Offset[{1.5, 0}, {80., 0.22283715763523063`}], Offset[{-1.5, 0}, {80., 0.22283715763523063`}]}], LineBox[{ Offset[{1.5, 0}, {80., 0.19760104603493597`}], Offset[{-1.5, 0}, {80., 0.19760104603493597`}]}]}, { LineBox[{{81., 0.22334341983014722`}, {81., 0.19803518479745358`}}], LineBox[{ Offset[{1.5, 0}, {81., 0.22334341983014722`}], Offset[{-1.5, 0}, {81., 0.22334341983014722`}]}], LineBox[{ Offset[{1.5, 0}, {81., 0.19803518479745358`}], Offset[{-1.5, 0}, {81., 0.19803518479745358`}]}]}, { LineBox[{{82., 0.22404995981935052`}, {82., 0.20026272619019905`}}], LineBox[{ Offset[{1.5, 0}, {82., 0.22404995981935052`}], Offset[{-1.5, 0}, {82., 0.22404995981935052`}]}], LineBox[{ Offset[{1.5, 0}, {82., 0.20026272619019905`}], Offset[{-1.5, 0}, {82., 0.20026272619019905`}]}]}, { LineBox[{{83., 0.22469659675171394`}, {83., 0.20010440627509696`}}], LineBox[{ Offset[{1.5, 0}, {83., 0.22469659675171394`}], Offset[{-1.5, 0}, {83., 0.22469659675171394`}]}], LineBox[{ Offset[{1.5, 0}, {83., 0.20010440627509696`}], Offset[{-1.5, 0}, {83., 0.20010440627509696`}]}]}, { LineBox[{{84., 0.22631821949248698`}, {84., 0.20178072808923103`}}], LineBox[{ Offset[{1.5, 0}, {84., 0.22631821949248698`}], Offset[{-1.5, 0}, {84., 0.22631821949248698`}]}], LineBox[{ Offset[{1.5, 0}, {84., 0.20178072808923103`}], Offset[{-1.5, 0}, {84., 0.20178072808923103`}]}]}, { LineBox[{{85., 0.2269356442281434}, {85., 0.20137656053116818`}}], LineBox[{ Offset[{1.5, 0}, {85., 0.2269356442281434}], Offset[{-1.5, 0}, {85., 0.2269356442281434}]}], LineBox[{ Offset[{1.5, 0}, {85., 0.20137656053116818`}], Offset[{-1.5, 0}, {85., 0.20137656053116818`}]}]}, { LineBox[{{86., 0.22634454004016777`}, {86., 0.20214772829483332`}}], LineBox[{ Offset[{1.5, 0}, {86., 0.22634454004016777`}], Offset[{-1.5, 0}, {86., 0.22634454004016777`}]}], LineBox[{ Offset[{1.5, 0}, {86., 0.20214772829483332`}], Offset[{-1.5, 0}, {86., 0.20214772829483332`}]}]}, { LineBox[{{87., 0.2267383019485977}, {87., 0.20224225807470478`}}], LineBox[{ Offset[{1.5, 0}, {87., 0.2267383019485977}], Offset[{-1.5, 0}, {87., 0.2267383019485977}]}], LineBox[{ Offset[{1.5, 0}, {87., 0.20224225807470478`}], Offset[{-1.5, 0}, {87., 0.20224225807470478`}]}]}, { LineBox[{{88., 0.22646024146372354`}, {88., 0.20295707847903263`}}], LineBox[{ Offset[{1.5, 0}, {88., 0.22646024146372354`}], Offset[{-1.5, 0}, {88., 0.22646024146372354`}]}], LineBox[{ Offset[{1.5, 0}, {88., 0.20295707847903263`}], Offset[{-1.5, 0}, {88., 0.20295707847903263`}]}]}, { LineBox[{{89., 0.23054569203929784`}, {89., 0.2060009069146165}}], LineBox[{ Offset[{1.5, 0}, {89., 0.23054569203929784`}], Offset[{-1.5, 0}, {89., 0.23054569203929784`}]}], LineBox[{ Offset[{1.5, 0}, {89., 0.2060009069146165}], Offset[{-1.5, 0}, {89., 0.2060009069146165}]}]}, { LineBox[{{90., 0.2328148119839}, {90., 0.2081731314312039}}], LineBox[{ Offset[{1.5, 0}, {90., 0.2328148119839}], Offset[{-1.5, 0}, {90., 0.2328148119839}]}], LineBox[{ Offset[{1.5, 0}, {90., 0.2081731314312039}], Offset[{-1.5, 0}, {90., 0.2081731314312039}]}]}, { LineBox[{{91., 0.2356219425840511}, {91., 0.21065863896886763`}}], LineBox[{ Offset[{1.5, 0}, {91., 0.2356219425840511}], Offset[{-1.5, 0}, {91., 0.2356219425840511}]}], LineBox[{ Offset[{1.5, 0}, {91., 0.21065863896886763`}], Offset[{-1.5, 0}, {91., 0.21065863896886763`}]}]}, { LineBox[{{92., 0.23677172172763863`}, {92., 0.21210771242339824`}}], LineBox[{ Offset[{1.5, 0}, {92., 0.23677172172763863`}], Offset[{-1.5, 0}, {92., 0.23677172172763863`}]}], LineBox[{ Offset[{1.5, 0}, {92., 0.21210771242339824`}], Offset[{-1.5, 0}, {92., 0.21210771242339824`}]}]}, { LineBox[{{93., 0.23901740391510423`}, {93., 0.21487959586959965`}}], LineBox[{ Offset[{1.5, 0}, {93., 0.23901740391510423`}], Offset[{-1.5, 0}, {93., 0.23901740391510423`}]}], LineBox[{ Offset[{1.5, 0}, {93., 0.21487959586959965`}], Offset[{-1.5, 0}, {93., 0.21487959586959965`}]}]}, { LineBox[{{94., 0.2405092366988112}, {94., 0.2150862344831646}}], LineBox[{ Offset[{1.5, 0}, {94., 0.2405092366988112}], Offset[{-1.5, 0}, {94., 0.2405092366988112}]}], LineBox[{ Offset[{1.5, 0}, {94., 0.2150862344831646}], Offset[{-1.5, 0}, {94., 0.2150862344831646}]}]}, { LineBox[{{95., 0.24144982082739963`}, {95., 0.2173957485042961}}], LineBox[{ Offset[{1.5, 0}, {95., 0.24144982082739963`}], Offset[{-1.5, 0}, {95., 0.24144982082739963`}]}], LineBox[{ Offset[{1.5, 0}, {95., 0.2173957485042961}], Offset[{-1.5, 0}, {95., 0.2173957485042961}]}]}, { LineBox[{{96., 0.24272922675021216`}, {96., 0.21818598455663604`}}], LineBox[{ Offset[{1.5, 0}, {96., 0.24272922675021216`}], Offset[{-1.5, 0}, {96., 0.24272922675021216`}]}], LineBox[{ Offset[{1.5, 0}, {96., 0.21818598455663604`}], Offset[{-1.5, 0}, {96., 0.21818598455663604`}]}]}, { LineBox[{{97., 0.24303303576764573`}, {97., 0.21822168491724991`}}], LineBox[{ Offset[{1.5, 0}, {97., 0.24303303576764573`}], Offset[{-1.5, 0}, {97., 0.24303303576764573`}]}], LineBox[{ Offset[{1.5, 0}, {97., 0.21822168491724991`}], Offset[{-1.5, 0}, {97., 0.21822168491724991`}]}]}, { LineBox[{{98., 0.2435808244063498}, {98., 0.22022368668140282`}}], LineBox[{ Offset[{1.5, 0}, {98., 0.2435808244063498}], Offset[{-1.5, 0}, {98., 0.2435808244063498}]}], LineBox[{ Offset[{1.5, 0}, {98., 0.22022368668140282`}], Offset[{-1.5, 0}, {98., 0.22022368668140282`}]}]}, { LineBox[{{99., 0.24536551978886825`}, {99., 0.21915016516952937`}}], LineBox[{ Offset[{1.5, 0}, {99., 0.24536551978886825`}], Offset[{-1.5, 0}, {99., 0.24536551978886825`}]}], LineBox[{ Offset[{1.5, 0}, {99., 0.21915016516952937`}], Offset[{-1.5, 0}, {99., 0.21915016516952937`}]}]}, { LineBox[{{100., 0.24641286353697775`}, {100., 0.2211715642184968}}], LineBox[{ Offset[{1.5, 0}, {100., 0.24641286353697775`}], Offset[{-1.5, 0}, {100., 0.24641286353697775`}]}], LineBox[{ Offset[{1.5, 0}, {100., 0.2211715642184968}], Offset[{-1.5, 0}, {100., 0.2211715642184968}]}]}}}, {}}, {}, {}, {{}, {}}}, {{}, {{}, {RGBColor[0.936608, 0.84884, 0.493779], PointSize[0.009166666666666668], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJw1yw1Q03Ucx/EBoo4jRvLQ8BgWGCCRBGhaIPvggPE0ZM8rBDIfAik7CCRJ aKdOagFBqMSFhBAKBSRZcNxU2IAQKAkQqISVUQqX3vAuAkWxun7f/93v/vf6 vX+fp159U7bXmsPh7Pn3/Pf//5sTLgSkX+SlGYTsAkFH/ANu51xiXo1fAiWe 9pLLzI74zO+A793uTmZn5GRXNZSPk/mY/Gnspt+4idkd3TOTJ0xnepifhPC9 wAn7/b3MnljL759tcb3CvB5hC3nVvE1kb6iaY/Vml35mX8x0HdWf/obshwPu M1UPR8n+sDg9GhQ5DTBvhMmhJ82+kfwcbGW5tvWpg8yBOB17V3pYRw6CIf7S +F9F5GDozgnWNZ4kb0KpR+VcVA95M4rDV04be8nPY4NbsR2X+x3zFsSrTTYf v07eit03fHQtVt8zv4DpIpNdjzf5RSxZwmv/kJBDEL46aLZoiRyK165ftemz GmLehhqbV6YHwshh2NnuVZF8hCzEw137q/bU/cAM/H6+zUfQxKwF5BnWSY9/ TT0c1gtZhkyyNhzRMUspPXPUt+P+wJ8T79sNs74d/J+P1HW4MHNE8I3wzzYI qIvwdkl+jVhGPQLuhuX0NRrqEWhwXa7YlUo9Eic+UHTWaqlHwq1uLHh5lnoU rsW3pVVbqEdhcxF3eL3vCOti+J7U81pPMWvFuHLQY424kXo0VkQ7+Lh3UI9G XcqCV7CRegxKCoYzc69Sj0GF3xeL9UPUY9H/dH3G7BL1WIRVL37Ee0Q9DpFL jrXuvFHW42Dkl5pvezNz4mG2LCTVhFKPR6FjTtkYmSOBwUZuq46gLsG9rIzs B2LqCcg95SzaG009AaGpE54tcdR3QKkKLRUkU9+B8zbHhrhvUU9Es/OqrII8 ZiTCideEC+/S+0RormdENRQydyXizmh6SqGe9lKUOz44N1RJeynqVNyBxWba S7HiguYgp5f2UrT2SVe5DdJehrZGnXLfMO1lyL1zP6HsR9rLcCwkm8Ofor0M NyphP2KmvRwvG/u/2jJNezlMhzwDQmZpL0dla8E6yd+0l0NoTDqbx7nG9gpY 6ecr59cyQ4Eih3szx48zaxW4WWPpE5QxdynQnsTfFmmgvRJbO1zidg7QXgn/ w18qNozSXon65JKLcb/SXolCo0o39RvtVQjoe0wStXKM7VXI1E19MkLWqpDf mbWvjcvcpcLkoda2fAEzR43PpywCLxHt1RD7H5XfSqa9Gp92vNGd8CHt1Whu cRApy2mvwWXNmbNp87TX4NuZQPMTruNsr0H1LR5nowdzlwbPtlt4u59h5ryE IPM7+qbiceE/boXdhw== "]], {{LineBox[{{1., 0.1178295146957008}, {1., 0.09628368930429917}}], LineBox[{ Offset[{1.5, 0}, {1., 0.1178295146957008}], Offset[{-1.5, 0}, {1., 0.1178295146957008}]}], LineBox[{ Offset[{1.5, 0}, {1., 0.09628368930429917}], Offset[{-1.5, 0}, {1., 0.09628368930429917}]}]}, { LineBox[{{2., 0.1261798247338579}, {2., 0.10398138726614224`}}], LineBox[{ Offset[{1.5, 0}, {2., 0.1261798247338579}], Offset[{-1.5, 0}, {2., 0.1261798247338579}]}], LineBox[{ Offset[{1.5, 0}, {2., 0.10398138726614224`}], Offset[{-1.5, 0}, {2., 0.10398138726614224`}]}]}, { LineBox[{{3., 0.12900320860682835`}, {3., 0.10772309139317159`}}], LineBox[{ Offset[{1.5, 0}, {3., 0.12900320860682835`}], Offset[{-1.5, 0}, {3., 0.12900320860682835`}]}], LineBox[{ Offset[{1.5, 0}, {3., 0.10772309139317159`}], Offset[{-1.5, 0}, {3., 0.10772309139317159`}]}]}, { LineBox[{{4., 0.1355728066500708}, {4., 0.11259436934992924`}}], LineBox[{ Offset[{1.5, 0}, {4., 0.1355728066500708}], Offset[{-1.5, 0}, {4., 0.1355728066500708}]}], LineBox[{ Offset[{1.5, 0}, {4., 0.11259436934992924`}], Offset[{-1.5, 0}, {4., 0.11259436934992924`}]}]}, { LineBox[{{5., 0.13540774648292966`}, {5., 0.11332811751707039`}}], LineBox[{ Offset[{1.5, 0}, {5., 0.13540774648292966`}], Offset[{-1.5, 0}, {5., 0.13540774648292966`}]}], LineBox[{ Offset[{1.5, 0}, {5., 0.11332811751707039`}], Offset[{-1.5, 0}, {5., 0.11332811751707039`}]}]}, { LineBox[{{6., 0.15945564712032628`}, {6., 0.1348661048796736}}], LineBox[{ Offset[{1.5, 0}, {6., 0.15945564712032628`}], Offset[{-1.5, 0}, {6., 0.15945564712032628`}]}], LineBox[{ Offset[{1.5, 0}, {6., 0.1348661048796736}], Offset[{-1.5, 0}, {6., 0.1348661048796736}]}]}, { LineBox[{{7., 0.17375267325181928`}, {7., 0.14862037874818054`}}], LineBox[{ Offset[{1.5, 0}, {7., 0.17375267325181928`}], Offset[{-1.5, 0}, {7., 0.17375267325181928`}]}], LineBox[{ Offset[{1.5, 0}, {7., 0.14862037874818054`}], Offset[{-1.5, 0}, {7., 0.14862037874818054`}]}]}, { LineBox[{{8., 0.17945676321109885`}, {8., 0.15514102478890104`}}], LineBox[{ Offset[{1.5, 0}, {8., 0.17945676321109885`}], Offset[{-1.5, 0}, {8., 0.17945676321109885`}]}], LineBox[{ Offset[{1.5, 0}, {8., 0.15514102478890104`}], Offset[{-1.5, 0}, {8., 0.15514102478890104`}]}]}, { LineBox[{{9., 0.20061010733938733`}, {9., 0.17577436866061247`}}], LineBox[{ Offset[{1.5, 0}, {9., 0.20061010733938733`}], Offset[{-1.5, 0}, {9., 0.20061010733938733`}]}], LineBox[{ Offset[{1.5, 0}, {9., 0.17577436866061247`}], Offset[{-1.5, 0}, {9., 0.17577436866061247`}]}]}, { LineBox[{{10., 0.2014835442918439}, {10., 0.17669400770815635`}}], LineBox[{ Offset[{1.5, 0}, {10., 0.2014835442918439}], Offset[{-1.5, 0}, {10., 0.2014835442918439}]}], LineBox[{ Offset[{1.5, 0}, {10., 0.17669400770815635`}], Offset[{-1.5, 0}, {10., 0.17669400770815635`}]}]}, { LineBox[{{11., 0.2084131511527543}, {11., 0.18354664484724523`}}], LineBox[{ Offset[{1.5, 0}, {11., 0.2084131511527543}], Offset[{-1.5, 0}, {11., 0.2084131511527543}]}], LineBox[{ Offset[{1.5, 0}, {11., 0.18354664484724523`}], Offset[{-1.5, 0}, {11., 0.18354664484724523`}]}]}, { LineBox[{{12., 0.21299990818014292`}, {12., 0.1887100158198579}}], LineBox[{ Offset[{1.5, 0}, {12., 0.21299990818014292`}], Offset[{-1.5, 0}, {12., 0.21299990818014292`}]}], LineBox[{ Offset[{1.5, 0}, {12., 0.1887100158198579}], Offset[{-1.5, 0}, {12., 0.1887100158198579}]}]}, { LineBox[{{13., 0.21363718467388004`}, {13., 0.18992669932611939`}}], LineBox[{ Offset[{1.5, 0}, {13., 0.21363718467388004`}], Offset[{-1.5, 0}, {13., 0.21363718467388004`}]}], LineBox[{ Offset[{1.5, 0}, {13., 0.18992669932611939`}], Offset[{-1.5, 0}, {13., 0.18992669932611939`}]}]}, { LineBox[{{14., 0.21620619781111458`}, {14., 0.19121963418888574`}}], LineBox[{ Offset[{1.5, 0}, {14., 0.21620619781111458`}], Offset[{-1.5, 0}, {14., 0.21620619781111458`}]}], LineBox[{ Offset[{1.5, 0}, {14., 0.19121963418888574`}], Offset[{-1.5, 0}, {14., 0.19121963418888574`}]}]}, { LineBox[{{15., 0.22054469169532445`}, {15., 0.1960232083046761}}], LineBox[{ Offset[{1.5, 0}, {15., 0.22054469169532445`}], Offset[{-1.5, 0}, {15., 0.22054469169532445`}]}], LineBox[{ Offset[{1.5, 0}, {15., 0.1960232083046761}], Offset[{-1.5, 0}, {15., 0.1960232083046761}]}]}, { LineBox[{{16., 0.2260637179882255}, {16., 0.20164896601177418`}}], LineBox[{ Offset[{1.5, 0}, {16., 0.2260637179882255}], Offset[{-1.5, 0}, {16., 0.2260637179882255}]}], LineBox[{ Offset[{1.5, 0}, {16., 0.20164896601177418`}], Offset[{-1.5, 0}, {16., 0.20164896601177418`}]}]}, { LineBox[{{17., 0.22779409197277986`}, {17., 0.2022282240272205}}], LineBox[{ Offset[{1.5, 0}, {17., 0.22779409197277986`}], Offset[{-1.5, 0}, {17., 0.22779409197277986`}]}], LineBox[{ Offset[{1.5, 0}, {17., 0.2022282240272205}], Offset[{-1.5, 0}, {17., 0.2022282240272205}]}]}, { LineBox[{{18., 0.22781631854954829`}, {18., 0.20266197745045186`}}], LineBox[{ Offset[{1.5, 0}, {18., 0.22781631854954829`}], Offset[{-1.5, 0}, {18., 0.22781631854954829`}]}], LineBox[{ Offset[{1.5, 0}, {18., 0.20266197745045186`}], Offset[{-1.5, 0}, {18., 0.20266197745045186`}]}]}, { LineBox[{{19., 0.22814017864512964`}, {19., 0.20286938135487032`}}], LineBox[{ Offset[{1.5, 0}, {19., 0.22814017864512964`}], Offset[{-1.5, 0}, {19., 0.22814017864512964`}]}], LineBox[{ Offset[{1.5, 0}, {19., 0.20286938135487032`}], Offset[{-1.5, 0}, {19., 0.20286938135487032`}]}]}, { LineBox[{{20., 0.22941325789142086`}, {20., 0.20444154610857923`}}], LineBox[{ Offset[{1.5, 0}, {20., 0.22941325789142086`}], Offset[{-1.5, 0}, {20., 0.22941325789142086`}]}], LineBox[{ Offset[{1.5, 0}, {20., 0.20444154610857923`}], Offset[{-1.5, 0}, {20., 0.20444154610857923`}]}]}, { LineBox[{{21., 0.2290026795495254}, {21., 0.20494247245047503`}}], LineBox[{ Offset[{1.5, 0}, {21., 0.2290026795495254}], Offset[{-1.5, 0}, {21., 0.2290026795495254}]}], LineBox[{ Offset[{1.5, 0}, {21., 0.20494247245047503`}], Offset[{-1.5, 0}, {21., 0.20494247245047503`}]}]}, { LineBox[{{22., 0.23182375772659347`}, {22., 0.20622771427340675`}}], LineBox[{ Offset[{1.5, 0}, {22., 0.23182375772659347`}], Offset[{-1.5, 0}, {22., 0.23182375772659347`}]}], LineBox[{ Offset[{1.5, 0}, {22., 0.20622771427340675`}], Offset[{-1.5, 0}, {22., 0.20622771427340675`}]}]}, { LineBox[{{23., 0.2347484422009146}, {23., 0.20937959779908502`}}], LineBox[{ Offset[{1.5, 0}, {23., 0.2347484422009146}], Offset[{-1.5, 0}, {23., 0.2347484422009146}]}], LineBox[{ Offset[{1.5, 0}, {23., 0.20937959779908502`}], Offset[{-1.5, 0}, {23., 0.20937959779908502`}]}]}, { LineBox[{{24., 0.2394809689661921}, {24., 0.21374667503380812`}}], LineBox[{ Offset[{1.5, 0}, {24., 0.2394809689661921}], Offset[{-1.5, 0}, {24., 0.2394809689661921}]}], LineBox[{ Offset[{1.5, 0}, {24., 0.21374667503380812`}], Offset[{-1.5, 0}, {24., 0.21374667503380812`}]}]}, { LineBox[{{25., 0.239695437066846}, {25., 0.21579563893315365`}}], LineBox[{ Offset[{1.5, 0}, {25., 0.239695437066846}], Offset[{-1.5, 0}, {25., 0.239695437066846}]}], LineBox[{ Offset[{1.5, 0}, {25., 0.21579563893315365`}], Offset[{-1.5, 0}, {25., 0.21579563893315365`}]}]}, { LineBox[{{26., 0.2411513106588727}, {26., 0.2167281453411276}}], LineBox[{ Offset[{1.5, 0}, {26., 0.2411513106588727}], Offset[{-1.5, 0}, {26., 0.2411513106588727}]}], LineBox[{ Offset[{1.5, 0}, {26., 0.2167281453411276}], Offset[{-1.5, 0}, {26., 0.2167281453411276}]}]}, { LineBox[{{27., 0.24647401541389827`}, {27., 0.22200440458610207`}}], LineBox[{ Offset[{1.5, 0}, {27., 0.24647401541389827`}], Offset[{-1.5, 0}, {27., 0.24647401541389827`}]}], LineBox[{ Offset[{1.5, 0}, {27., 0.22200440458610207`}], Offset[{-1.5, 0}, {27., 0.22200440458610207`}]}]}, { LineBox[{{28., 0.2543443700261958}, {28., 0.23013911397380465`}}], LineBox[{ Offset[{1.5, 0}, {28., 0.2543443700261958}], Offset[{-1.5, 0}, {28., 0.2543443700261958}]}], LineBox[{ Offset[{1.5, 0}, {28., 0.23013911397380465`}], Offset[{-1.5, 0}, {28., 0.23013911397380465`}]}]}, { LineBox[{{29., 0.25622834894197427`}, {29., 0.2319792030580262}}], LineBox[{ Offset[{1.5, 0}, {29., 0.25622834894197427`}], Offset[{-1.5, 0}, {29., 0.25622834894197427`}]}], LineBox[{ Offset[{1.5, 0}, {29., 0.2319792030580262}], Offset[{-1.5, 0}, {29., 0.2319792030580262}]}]}, { LineBox[{{30., 0.25814290865575723`}, {30., 0.23418897534424293`}}], LineBox[{ Offset[{1.5, 0}, {30., 0.25814290865575723`}], Offset[{-1.5, 0}, {30., 0.25814290865575723`}]}], LineBox[{ Offset[{1.5, 0}, {30., 0.23418897534424293`}], Offset[{-1.5, 0}, {30., 0.23418897534424293`}]}]}, { LineBox[{{31., 0.2722920940253778}, {31., 0.2476533419746223}}], LineBox[{ Offset[{1.5, 0}, {31., 0.2722920940253778}], Offset[{-1.5, 0}, {31., 0.2722920940253778}]}], LineBox[{ Offset[{1.5, 0}, {31., 0.2476533419746223}], Offset[{-1.5, 0}, {31., 0.2476533419746223}]}]}, { LineBox[{{32., 0.27237784618796557`}, {32., 0.24863214981203496`}}], LineBox[{ Offset[{1.5, 0}, {32., 0.27237784618796557`}], Offset[{-1.5, 0}, {32., 0.27237784618796557`}]}], LineBox[{ Offset[{1.5, 0}, {32., 0.24863214981203496`}], Offset[{-1.5, 0}, {32., 0.24863214981203496`}]}]}, { LineBox[{{33., 0.2727263579163331}, {33., 0.2492545740836672}}], LineBox[{ Offset[{1.5, 0}, {33., 0.2727263579163331}], Offset[{-1.5, 0}, {33., 0.2727263579163331}]}], LineBox[{ Offset[{1.5, 0}, {33., 0.2492545740836672}], Offset[{-1.5, 0}, {33., 0.2492545740836672}]}]}, { LineBox[{{34., 0.2730897941160244}, {34., 0.24893709388397497`}}], LineBox[{ Offset[{1.5, 0}, {34., 0.2730897941160244}], Offset[{-1.5, 0}, {34., 0.2730897941160244}]}], LineBox[{ Offset[{1.5, 0}, {34., 0.24893709388397497`}], Offset[{-1.5, 0}, {34., 0.24893709388397497`}]}]}, { LineBox[{{35., 0.27638168501734}, {35., 0.25300882698266}}], LineBox[{ Offset[{1.5, 0}, {35., 0.27638168501734}], Offset[{-1.5, 0}, {35., 0.27638168501734}]}], LineBox[{ Offset[{1.5, 0}, {35., 0.25300882698266}], Offset[{-1.5, 0}, {35., 0.25300882698266}]}]}, { LineBox[{{36., 0.2780821355568079}, {36., 0.254454296443192}}], LineBox[{ Offset[{1.5, 0}, {36., 0.2780821355568079}], Offset[{-1.5, 0}, {36., 0.2780821355568079}]}], LineBox[{ Offset[{1.5, 0}, {36., 0.254454296443192}], Offset[{-1.5, 0}, {36., 0.254454296443192}]}]}, { LineBox[{{37., 0.2788315445941887}, {37., 0.2550704514058113}}], LineBox[{ Offset[{1.5, 0}, {37., 0.2788315445941887}], Offset[{-1.5, 0}, {37., 0.2788315445941887}]}], LineBox[{ Offset[{1.5, 0}, {37., 0.2550704514058113}], Offset[{-1.5, 0}, {37., 0.2550704514058113}]}]}, { LineBox[{{38., 0.279154255062117}, {38., 0.25572516893788355`}}], LineBox[{ Offset[{1.5, 0}, {38., 0.279154255062117}], Offset[{-1.5, 0}, {38., 0.279154255062117}]}], LineBox[{ Offset[{1.5, 0}, {38., 0.25572516893788355`}], Offset[{-1.5, 0}, {38., 0.25572516893788355`}]}]}, { LineBox[{{39., 0.2827599496263154}, {39., 0.2585339703736848}}], LineBox[{ Offset[{1.5, 0}, {39., 0.2827599496263154}], Offset[{-1.5, 0}, {39., 0.2827599496263154}]}], LineBox[{ Offset[{1.5, 0}, {39., 0.2585339703736848}], Offset[{-1.5, 0}, {39., 0.2585339703736848}]}]}, { LineBox[{{40., 0.28252749721479614`}, {40., 0.2594734707852034}}], LineBox[{ Offset[{1.5, 0}, {40., 0.28252749721479614`}], Offset[{-1.5, 0}, {40., 0.28252749721479614`}]}], LineBox[{ Offset[{1.5, 0}, {40., 0.2594734707852034}], Offset[{-1.5, 0}, {40., 0.2594734707852034}]}]}, { LineBox[{{41., 0.283493742462136}, {41., 0.2593994735378644}}], LineBox[{ Offset[{1.5, 0}, {41., 0.283493742462136}], Offset[{-1.5, 0}, {41., 0.283493742462136}]}], LineBox[{ Offset[{1.5, 0}, {41., 0.2593994735378644}], Offset[{-1.5, 0}, {41., 0.2593994735378644}]}]}, { LineBox[{{42., 0.2848664836044734}, {42., 0.2620861203955265}}], LineBox[{ Offset[{1.5, 0}, {42., 0.2848664836044734}], Offset[{-1.5, 0}, {42., 0.2848664836044734}]}], LineBox[{ Offset[{1.5, 0}, {42., 0.2620861203955265}], Offset[{-1.5, 0}, {42., 0.2620861203955265}]}]}, { LineBox[{{43., 0.29110751472963803`}, {43., 0.26870608127036266`}}], LineBox[{ Offset[{1.5, 0}, {43., 0.29110751472963803`}], Offset[{-1.5, 0}, {43., 0.29110751472963803`}]}], LineBox[{ Offset[{1.5, 0}, {43., 0.26870608127036266`}], Offset[{-1.5, 0}, {43., 0.26870608127036266`}]}]}, { LineBox[{{44., 0.2914602566000945}, {44., 0.269040083399905}}], LineBox[{ Offset[{1.5, 0}, {44., 0.2914602566000945}], Offset[{-1.5, 0}, {44., 0.2914602566000945}]}], LineBox[{ Offset[{1.5, 0}, {44., 0.269040083399905}], Offset[{-1.5, 0}, {44., 0.269040083399905}]}]}, { LineBox[{{45., 0.29517626110372125`}, {45., 0.2722241068962788}}], LineBox[{ Offset[{1.5, 0}, {45., 0.29517626110372125`}], Offset[{-1.5, 0}, {45., 0.29517626110372125`}]}], LineBox[{ Offset[{1.5, 0}, {45., 0.2722241068962788}], Offset[{-1.5, 0}, {45., 0.2722241068962788}]}]}, { LineBox[{{46., 0.301546545160718}, {46., 0.2793484308392826}}], LineBox[{ Offset[{1.5, 0}, {46., 0.301546545160718}], Offset[{-1.5, 0}, {46., 0.301546545160718}]}], LineBox[{ Offset[{1.5, 0}, {46., 0.2793484308392826}], Offset[{-1.5, 0}, {46., 0.2793484308392826}]}]}, { LineBox[{{47., 0.3027356660488039}, {47., 0.2804281059511959}}], LineBox[{ Offset[{1.5, 0}, {47., 0.3027356660488039}], Offset[{-1.5, 0}, {47., 0.3027356660488039}]}], LineBox[{ Offset[{1.5, 0}, {47., 0.2804281059511959}], Offset[{-1.5, 0}, {47., 0.2804281059511959}]}]}, { LineBox[{{48., 0.30393730113604234`}, {48., 0.2811591308639584}}], LineBox[{ Offset[{1.5, 0}, {48., 0.30393730113604234`}], Offset[{-1.5, 0}, {48., 0.30393730113604234`}]}], LineBox[{ Offset[{1.5, 0}, {48., 0.2811591308639584}], Offset[{-1.5, 0}, {48., 0.2811591308639584}]}]}, { LineBox[{{49., 0.30458674156533494`}, {49., 0.2814972144346649}}], LineBox[{ Offset[{1.5, 0}, {49., 0.30458674156533494`}], Offset[{-1.5, 0}, {49., 0.30458674156533494`}]}], LineBox[{ Offset[{1.5, 0}, {49., 0.2814972144346649}], Offset[{-1.5, 0}, {49., 0.2814972144346649}]}]}, { LineBox[{{50., 0.304966297914731}, {50., 0.28273714208526907`}}], LineBox[{ Offset[{1.5, 0}, {50., 0.304966297914731}], Offset[{-1.5, 0}, {50., 0.304966297914731}]}], LineBox[{ Offset[{1.5, 0}, {50., 0.28273714208526907`}], Offset[{-1.5, 0}, {50., 0.28273714208526907`}]}]}, { LineBox[{{51., 0.3053455539368439}, {51., 0.2825021420631558}}], LineBox[{ Offset[{1.5, 0}, {51., 0.3053455539368439}], Offset[{-1.5, 0}, {51., 0.3053455539368439}]}], LineBox[{ Offset[{1.5, 0}, {51., 0.2825021420631558}], Offset[{-1.5, 0}, {51., 0.2825021420631558}]}]}, { LineBox[{{52., 0.3073976425014653}, {52., 0.28585330949853394`}}], LineBox[{ Offset[{1.5, 0}, {52., 0.3073976425014653}], Offset[{-1.5, 0}, {52., 0.3073976425014653}]}], LineBox[{ Offset[{1.5, 0}, {52., 0.28585330949853394`}], Offset[{-1.5, 0}, {52., 0.28585330949853394`}]}]}, { LineBox[{{53., 0.30861393893476863`}, {53., 0.2850214170652312}}], LineBox[{ Offset[{1.5, 0}, {53., 0.30861393893476863`}], Offset[{-1.5, 0}, {53., 0.30861393893476863`}]}], LineBox[{ Offset[{1.5, 0}, {53., 0.2850214170652312}], Offset[{-1.5, 0}, {53., 0.2850214170652312}]}]}, { LineBox[{{54., 0.30896384209997696`}, {54., 0.28663086590002373`}}], LineBox[{ Offset[{1.5, 0}, {54., 0.30896384209997696`}], Offset[{-1.5, 0}, {54., 0.30896384209997696`}]}], LineBox[{ Offset[{1.5, 0}, {54., 0.28663086590002373`}], Offset[{-1.5, 0}, {54., 0.28663086590002373`}]}]}, { LineBox[{{55., 0.3099551458456812}, {55., 0.28854647415431933`}}], LineBox[{ Offset[{1.5, 0}, {55., 0.3099551458456812}], Offset[{-1.5, 0}, {55., 0.3099551458456812}]}], LineBox[{ Offset[{1.5, 0}, {55., 0.28854647415431933`}], Offset[{-1.5, 0}, {55., 0.28854647415431933`}]}]}, { LineBox[{{56., 0.31192505427089295`}, {56., 0.2892256297291071}}], LineBox[{ Offset[{1.5, 0}, {56., 0.31192505427089295`}], Offset[{-1.5, 0}, {56., 0.31192505427089295`}]}], LineBox[{ Offset[{1.5, 0}, {56., 0.2892256297291071}], Offset[{-1.5, 0}, {56., 0.2892256297291071}]}]}, { LineBox[{{57., 0.31163919509257565`}, {57., 0.28953686090742503`}}], LineBox[{ Offset[{1.5, 0}, {57., 0.31163919509257565`}], Offset[{-1.5, 0}, {57., 0.31163919509257565`}]}], LineBox[{ Offset[{1.5, 0}, {57., 0.28953686090742503`}], Offset[{-1.5, 0}, {57., 0.28953686090742503`}]}]}, { LineBox[{{58., 0.3120183769458287}, {58., 0.29007389905417125`}}], LineBox[{ Offset[{1.5, 0}, {58., 0.3120183769458287}], Offset[{-1.5, 0}, {58., 0.3120183769458287}]}], LineBox[{ Offset[{1.5, 0}, {58., 0.29007389905417125`}], Offset[{-1.5, 0}, {58., 0.29007389905417125`}]}]}, { LineBox[{{59., 0.3122484455780893}, {59., 0.2902889264219104}}], LineBox[{ Offset[{1.5, 0}, {59., 0.3122484455780893}], Offset[{-1.5, 0}, {59., 0.3122484455780893}]}], LineBox[{ Offset[{1.5, 0}, {59., 0.2902889264219104}], Offset[{-1.5, 0}, {59., 0.2902889264219104}]}]}, { LineBox[{{60., 0.3124277489175289}, {60., 0.29015959908247024`}}], LineBox[{ Offset[{1.5, 0}, {60., 0.3124277489175289}], Offset[{-1.5, 0}, {60., 0.3124277489175289}]}], LineBox[{ Offset[{1.5, 0}, {60., 0.29015959908247024`}], Offset[{-1.5, 0}, {60., 0.29015959908247024`}]}]}, { LineBox[{{61., 0.3128134626343215}, {61., 0.2901748453656785}}], LineBox[{ Offset[{1.5, 0}, {61., 0.3128134626343215}], Offset[{-1.5, 0}, {61., 0.3128134626343215}]}], LineBox[{ Offset[{1.5, 0}, {61., 0.2901748453656785}], Offset[{-1.5, 0}, {61., 0.2901748453656785}]}]}, { LineBox[{{62., 0.3134218962414122}, {62., 0.29169473975858834`}}], LineBox[{ Offset[{1.5, 0}, {62., 0.3134218962414122}], Offset[{-1.5, 0}, {62., 0.3134218962414122}]}], LineBox[{ Offset[{1.5, 0}, {62., 0.29169473975858834`}], Offset[{-1.5, 0}, {62., 0.29169473975858834`}]}]}, { LineBox[{{63., 0.3151363124190822}, {63., 0.29265645158091874`}}], LineBox[{ Offset[{1.5, 0}, {63., 0.3151363124190822}], Offset[{-1.5, 0}, {63., 0.3151363124190822}]}], LineBox[{ Offset[{1.5, 0}, {63., 0.29265645158091874`}], Offset[{-1.5, 0}, {63., 0.29265645158091874`}]}]}, { LineBox[{{64., 0.31533614014944555`}, {64., 0.2933667318505544}}], LineBox[{ Offset[{1.5, 0}, {64., 0.31533614014944555`}], Offset[{-1.5, 0}, {64., 0.31533614014944555`}]}], LineBox[{ Offset[{1.5, 0}, {64., 0.2933667318505544}], Offset[{-1.5, 0}, {64., 0.2933667318505544}]}]}, { LineBox[{{65., 0.3158606050342178}, {65., 0.29347779896578324`}}], LineBox[{ Offset[{1.5, 0}, {65., 0.3158606050342178}], Offset[{-1.5, 0}, {65., 0.3158606050342178}]}], LineBox[{ Offset[{1.5, 0}, {65., 0.29347779896578324`}], Offset[{-1.5, 0}, {65., 0.29347779896578324`}]}]}, { LineBox[{{66., 0.315778988043245}, {66., 0.29453074395675516`}}], LineBox[{ Offset[{1.5, 0}, {66., 0.315778988043245}], Offset[{-1.5, 0}, {66., 0.315778988043245}]}], LineBox[{ Offset[{1.5, 0}, {66., 0.29453074395675516`}], Offset[{-1.5, 0}, {66., 0.29453074395675516`}]}]}, { LineBox[{{67., 0.3164243912245317}, {67., 0.2942358607754686}}], LineBox[{ Offset[{1.5, 0}, {67., 0.3164243912245317}], Offset[{-1.5, 0}, {67., 0.3164243912245317}]}], LineBox[{ Offset[{1.5, 0}, {67., 0.2942358607754686}], Offset[{-1.5, 0}, {67., 0.2942358607754686}]}]}, { LineBox[{{68., 0.31698157038230546`}, {68., 0.2955442056176949}}], LineBox[{ Offset[{1.5, 0}, {68., 0.31698157038230546`}], Offset[{-1.5, 0}, {68., 0.31698157038230546`}]}], LineBox[{ Offset[{1.5, 0}, {68., 0.2955442056176949}], Offset[{-1.5, 0}, {68., 0.2955442056176949}]}]}, { LineBox[{{69., 0.3186878496883599}, {69., 0.2962989463116406}}], LineBox[{ Offset[{1.5, 0}, {69., 0.3186878496883599}], Offset[{-1.5, 0}, {69., 0.3186878496883599}]}], LineBox[{ Offset[{1.5, 0}, {69., 0.2962989463116406}], Offset[{-1.5, 0}, {69., 0.2962989463116406}]}]}, { LineBox[{{70., 0.31965633027743107`}, {70., 0.29814174172256874`}}], LineBox[{ Offset[{1.5, 0}, {70., 0.31965633027743107`}], Offset[{-1.5, 0}, {70., 0.31965633027743107`}]}], LineBox[{ Offset[{1.5, 0}, {70., 0.29814174172256874`}], Offset[{-1.5, 0}, {70., 0.29814174172256874`}]}]}, { LineBox[{{71., 0.3208302222184988}, {71., 0.2977119857815005}}], LineBox[{ Offset[{1.5, 0}, {71., 0.3208302222184988}], Offset[{-1.5, 0}, {71., 0.3208302222184988}]}], LineBox[{ Offset[{1.5, 0}, {71., 0.2977119857815005}], Offset[{-1.5, 0}, {71., 0.2977119857815005}]}]}, { LineBox[{{72., 0.32042367770281477`}, {72., 0.2988878142971855}}], LineBox[{ Offset[{1.5, 0}, {72., 0.32042367770281477`}], Offset[{-1.5, 0}, {72., 0.32042367770281477`}]}], LineBox[{ Offset[{1.5, 0}, {72., 0.2988878142971855}], Offset[{-1.5, 0}, {72., 0.2988878142971855}]}]}, { LineBox[{{73., 0.3202870115414821}, {73., 0.29989946445851756`}}], LineBox[{ Offset[{1.5, 0}, {73., 0.3202870115414821}], Offset[{-1.5, 0}, {73., 0.3202870115414821}]}], LineBox[{ Offset[{1.5, 0}, {73., 0.29989946445851756`}], Offset[{-1.5, 0}, {73., 0.29989946445851756`}]}]}, { LineBox[{{74., 0.3214609279279444}, {74., 0.2992780560720551}}], LineBox[{ Offset[{1.5, 0}, {74., 0.3214609279279444}], Offset[{-1.5, 0}, {74., 0.3214609279279444}]}], LineBox[{ Offset[{1.5, 0}, {74., 0.2992780560720551}], Offset[{-1.5, 0}, {74., 0.2992780560720551}]}]}, { LineBox[{{75., 0.3213012488666304}, {75., 0.2996485191333688}}], LineBox[{ Offset[{1.5, 0}, {75., 0.3213012488666304}], Offset[{-1.5, 0}, {75., 0.3213012488666304}]}], LineBox[{ Offset[{1.5, 0}, {75., 0.2996485191333688}], Offset[{-1.5, 0}, {75., 0.2996485191333688}]}]}, { LineBox[{{76., 0.3218904069306564}, {76., 0.2995961130693442}}], LineBox[{ Offset[{1.5, 0}, {76., 0.3218904069306564}], Offset[{-1.5, 0}, {76., 0.3218904069306564}]}], LineBox[{ Offset[{1.5, 0}, {76., 0.2995961130693442}], Offset[{-1.5, 0}, {76., 0.2995961130693442}]}]}, { LineBox[{{77., 0.3220792334528231}, {77., 0.30014137054717605`}}], LineBox[{ Offset[{1.5, 0}, {77., 0.3220792334528231}], Offset[{-1.5, 0}, {77., 0.3220792334528231}]}], LineBox[{ Offset[{1.5, 0}, {77., 0.30014137054717605`}], Offset[{-1.5, 0}, {77., 0.30014137054717605`}]}]}, { LineBox[{{78., 0.32253858202934027`}, {78., 0.3012774899706593}}], LineBox[{ Offset[{1.5, 0}, {78., 0.32253858202934027`}], Offset[{-1.5, 0}, {78., 0.32253858202934027`}]}], LineBox[{ Offset[{1.5, 0}, {78., 0.3012774899706593}], Offset[{-1.5, 0}, {78., 0.3012774899706593}]}]}, { LineBox[{{79., 0.32357400150247073`}, {79., 0.30148448249752935`}}], LineBox[{ Offset[{1.5, 0}, {79., 0.32357400150247073`}], Offset[{-1.5, 0}, {79., 0.32357400150247073`}]}], LineBox[{ Offset[{1.5, 0}, {79., 0.30148448249752935`}], Offset[{-1.5, 0}, {79., 0.30148448249752935`}]}]}, { LineBox[{{80., 0.3250756974872827}, {80., 0.3032152425127168}}], LineBox[{ Offset[{1.5, 0}, {80., 0.3250756974872827}], Offset[{-1.5, 0}, {80., 0.3250756974872827}]}], LineBox[{ Offset[{1.5, 0}, {80., 0.3032152425127168}], Offset[{-1.5, 0}, {80., 0.3032152425127168}]}]}, { LineBox[{{81., 0.33099296536070244`}, {81., 0.3104287866392983}}], LineBox[{ Offset[{1.5, 0}, {81., 0.33099296536070244`}], Offset[{-1.5, 0}, {81., 0.33099296536070244`}]}], LineBox[{ Offset[{1.5, 0}, {81., 0.3104287866392983}], Offset[{-1.5, 0}, {81., 0.3104287866392983}]}]}, { LineBox[{{82., 0.33174253890432265`}, {82., 0.3109718570956768}}], LineBox[{ Offset[{1.5, 0}, {82., 0.33174253890432265`}], Offset[{-1.5, 0}, {82., 0.33174253890432265`}]}], LineBox[{ Offset[{1.5, 0}, {82., 0.3109718570956768}], Offset[{-1.5, 0}, {82., 0.3109718570956768}]}]}, { LineBox[{{83., 0.3344387127736925}, {83., 0.31342145122630727`}}], LineBox[{ Offset[{1.5, 0}, {83., 0.3344387127736925}], Offset[{-1.5, 0}, {83., 0.3344387127736925}]}], LineBox[{ Offset[{1.5, 0}, {83., 0.31342145122630727`}], Offset[{-1.5, 0}, {83., 0.31342145122630727`}]}]}, { LineBox[{{84., 0.335003677030233}, {84., 0.31469853496976724`}}], LineBox[{ Offset[{1.5, 0}, {84., 0.335003677030233}], Offset[{-1.5, 0}, {84., 0.335003677030233}]}], LineBox[{ Offset[{1.5, 0}, {84., 0.31469853496976724`}], Offset[{-1.5, 0}, {84., 0.31469853496976724`}]}]}, { LineBox[{{85., 0.3357440276230077}, {85., 0.3150325163769929}}], LineBox[{ Offset[{1.5, 0}, {85., 0.3357440276230077}], Offset[{-1.5, 0}, {85., 0.3357440276230077}]}], LineBox[{ Offset[{1.5, 0}, {85., 0.3150325163769929}], Offset[{-1.5, 0}, {85., 0.3150325163769929}]}]}, { LineBox[{{86., 0.33724445384946944`}, {86., 0.31513541015053137`}}], LineBox[{ Offset[{1.5, 0}, {86., 0.33724445384946944`}], Offset[{-1.5, 0}, {86., 0.33724445384946944`}]}], LineBox[{ Offset[{1.5, 0}, {86., 0.31513541015053137`}], Offset[{-1.5, 0}, {86., 0.31513541015053137`}]}]}, { LineBox[{{87., 0.3367924980191068}, {87., 0.31590102198089365`}}], LineBox[{ Offset[{1.5, 0}, {87., 0.3367924980191068}], Offset[{-1.5, 0}, {87., 0.3367924980191068}]}], LineBox[{ Offset[{1.5, 0}, {87., 0.31590102198089365`}], Offset[{-1.5, 0}, {87., 0.31590102198089365`}]}]}, { LineBox[{{88., 0.33882813432024916`}, {88., 0.31818780967975013`}}], LineBox[{ Offset[{1.5, 0}, {88., 0.33882813432024916`}], Offset[{-1.5, 0}, {88., 0.33882813432024916`}]}], LineBox[{ Offset[{1.5, 0}, {88., 0.31818780967975013`}], Offset[{-1.5, 0}, {88., 0.31818780967975013`}]}]}, { LineBox[{{89., 0.33913563339048114`}, {89., 0.3179472146095189}}], LineBox[{ Offset[{1.5, 0}, {89., 0.33913563339048114`}], Offset[{-1.5, 0}, {89., 0.33913563339048114`}]}], LineBox[{ Offset[{1.5, 0}, {89., 0.3179472146095189}], Offset[{-1.5, 0}, {89., 0.3179472146095189}]}]}, { LineBox[{{90., 0.3389232084602969}, {90., 0.3185123995397029}}], LineBox[{ Offset[{1.5, 0}, {90., 0.3389232084602969}], Offset[{-1.5, 0}, {90., 0.3389232084602969}]}], LineBox[{ Offset[{1.5, 0}, {90., 0.3185123995397029}], Offset[{-1.5, 0}, {90., 0.3185123995397029}]}]}, { LineBox[{{91., 0.3399475524290738}, {91., 0.3199024315709267}}], LineBox[{ Offset[{1.5, 0}, {91., 0.3399475524290738}], Offset[{-1.5, 0}, {91., 0.3399475524290738}]}], LineBox[{ Offset[{1.5, 0}, {91., 0.3199024315709267}], Offset[{-1.5, 0}, {91., 0.3199024315709267}]}]}, { LineBox[{{92., 0.34212597820874335`}, {92., 0.322319477791257}}], LineBox[{ Offset[{1.5, 0}, {92., 0.34212597820874335`}], Offset[{-1.5, 0}, {92., 0.34212597820874335`}]}], LineBox[{ Offset[{1.5, 0}, {92., 0.322319477791257}], Offset[{-1.5, 0}, {92., 0.322319477791257}]}]}, { LineBox[{{93., 0.3439512763223047}, {93., 0.3237615676776965}}], LineBox[{ Offset[{1.5, 0}, {93., 0.3439512763223047}], Offset[{-1.5, 0}, {93., 0.3439512763223047}]}], LineBox[{ Offset[{1.5, 0}, {93., 0.3237615676776965}], Offset[{-1.5, 0}, {93., 0.3237615676776965}]}]}, { LineBox[{{94., 0.34694210352060045`}, {94., 0.32680150847939854`}}], LineBox[{ Offset[{1.5, 0}, {94., 0.34694210352060045`}], Offset[{-1.5, 0}, {94., 0.34694210352060045`}]}], LineBox[{ Offset[{1.5, 0}, {94., 0.32680150847939854`}], Offset[{-1.5, 0}, {94., 0.32680150847939854`}]}]}, { LineBox[{{95., 0.34720505323373296`}, {95., 0.3270299387662673}}], LineBox[{ Offset[{1.5, 0}, {95., 0.34720505323373296`}], Offset[{-1.5, 0}, {95., 0.34720505323373296`}]}], LineBox[{ Offset[{1.5, 0}, {95., 0.3270299387662673}], Offset[{-1.5, 0}, {95., 0.3270299387662673}]}]}, { LineBox[{{96., 0.35315352910639597`}, {96., 0.3330535988936033}}], LineBox[{ Offset[{1.5, 0}, {96., 0.35315352910639597`}], Offset[{-1.5, 0}, {96., 0.35315352910639597`}]}], LineBox[{ Offset[{1.5, 0}, {96., 0.3330535988936033}], Offset[{-1.5, 0}, {96., 0.3330535988936033}]}]}, { LineBox[{{97., 0.3552341609694042}, {97., 0.33496276703059535`}}], LineBox[{ Offset[{1.5, 0}, {97., 0.3552341609694042}], Offset[{-1.5, 0}, {97., 0.3552341609694042}]}], LineBox[{ Offset[{1.5, 0}, {97., 0.33496276703059535`}], Offset[{-1.5, 0}, {97., 0.33496276703059535`}]}]}, { LineBox[{{98., 0.3556320743677708}, {98., 0.3355519696322289}}], LineBox[{ Offset[{1.5, 0}, {98., 0.3556320743677708}], Offset[{-1.5, 0}, {98., 0.3556320743677708}]}], LineBox[{ Offset[{1.5, 0}, {98., 0.3355519696322289}], Offset[{-1.5, 0}, {98., 0.3355519696322289}]}]}, { LineBox[{{99., 0.3563649764365789}, {99., 0.3364312835634205}}], LineBox[{ Offset[{1.5, 0}, {99., 0.3563649764365789}], Offset[{-1.5, 0}, {99., 0.3563649764365789}]}], LineBox[{ Offset[{1.5, 0}, {99., 0.3364312835634205}], Offset[{-1.5, 0}, {99., 0.3364312835634205}]}]}, { LineBox[{{100., 0.3619361021399706}, {100., 0.3428580858600289}}], LineBox[{ Offset[{1.5, 0}, {100., 0.3619361021399706}], Offset[{-1.5, 0}, {100., 0.3619361021399706}]}], LineBox[{ Offset[{1.5, 0}, {100., 0.3428580858600289}], Offset[{-1.5, 0}, {100., 0.3428580858600289}]}]}}}, {}}, {}, {}, {{}, {}}}, {{}, {{}, {RGBColor[0.7345025000000001, 0.7180504999999999, 0.5630265000000001], PointSize[0.009166666666666668], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJw9yw1Q03Ucx/GFUDvJGMtAOmCC8SQQxMMEWewDjsdtsP942Hg0O7nDSw8f Eoy6boYpyBKljZAQM2EdhIBmJSqDsIMDhluAoJOTPDQ7CULKQw0qO//f/ne/ +9/r9/59PN4uUhbYcDicrU/Pf/9n37w4MbXdYUpjFrMXmB7edaIvxcKai191 /N/aG8k8uHd8Ev78NHk1TM71Gq7sJ9Zr8Nh6v1weNcLaFS5G+ZN4h1HWa9Fl e+tKv4jsiW2rvrzwXPQY69dw4FKyq5eE7A3HR9L5/SVkXwwY3aS3/iCvh99y 4SnVMjkAzMtLbTreNdav40iAwKbXkxyMjc3hf82LyG9gLmcqgCslh6D8zOIP XTvIoWgrumh10ZLDMLsz1q6yixyODHlH+4p+shDCMg+biv+9Abl3nI6+YyJH 4NiR9JnSOXIkDiT7+A65j7PeiHWRWX2uMnIULqsF5pdUZBFiKoRVLp3kNyG3 7ArzMZKjYYjILa8eIIux5yuJyDBMBr6Iu9hyJnjimTXAyqvnAy0Ma04MFi8F qUvyqcegr+mm6nYl9VisHWqvOH6CeixqPxZ2e5+kvgn8qz/62xuoP/WSg9PO r6lLsKDUhtaTNRLY88trxlupx+G7tIUJ527qcfjgnMLOsZd6PBp1Yy05A9Tj EfT36u1lJuoJ2Ny673roAvUE1EwGL2wjcxIxvG82s2jFdbYnwsPcet/2Bdac JLjb/2zMcqCehAd53ORuZ+rJeN/G+kqQgHoyLFEms96buhTB1Q3Ok77Upcg7 VLx4I5S6DOuTqh4XhlOXoeaR8tCpDdTl6Ou3ndemUJfjYexpxxmGegoefB+5 PV9NPQU1x9fpw/Kop6Iu92zTN1upp4JrWAruLKOuACP2GxUeZA0Ffi9xkYXo 6L0CIQWfi/l61j0K8EUFsukLtGewY7fvk5FO2jOondSVBXTTnkHdxNnAQQvt GdjVegYWTNBeCa9eczX/Lu2VOOx0Ln58jvZKMCPRHzavusHulZAcNLVUrmHN SUO7yePYiIA10iB2UPn8E8FakwbzlilFq4T2aXDnR7bopbRPx9JbEbxRGe3T YVejfTdBQft0uO0t3X+Z3JOO8wH1drcZ2mcg+9t63905tM9Ag3921d582mdA cOWza9zNtM/A3NFX77UV0D4TjXonG+8K2mfC53Rpc6GW9plo8tdvGdfRPhO2 m5YGl+/QXoXimx9VOd6jvQo8o0w486KV3avw5y9DiOKx7lGhY3GPxhDCmqNG HXOXNxjGGmp8ap11y46hvRqiQi8/bTHt1bA+nB1b+R7ts5BnbDtpbrCK/wVa DdxX "]], {{LineBox[{{1., 0.25777116710678627`}, {1., 0.23446951484396494`}}], LineBox[{ Offset[{1.5, 0}, {1., 0.25777116710678627`}], Offset[{-1.5, 0}, {1., 0.25777116710678627`}]}], LineBox[{ Offset[{1.5, 0}, {1., 0.23446951484396494`}], Offset[{-1.5, 0}, {1., 0.23446951484396494`}]}]}, { LineBox[{{2., 0.26665644311940945`}, {2., 0.24295974827623806`}}], LineBox[{ Offset[{1.5, 0}, {2., 0.26665644311940945`}], Offset[{-1.5, 0}, {2., 0.26665644311940945`}]}], LineBox[{ Offset[{1.5, 0}, {2., 0.24295974827623806`}], Offset[{-1.5, 0}, {2., 0.24295974827623806`}]}]}, { LineBox[{{3., 0.2719320202077543}, {3., 0.24817139726438583`}}], LineBox[{ Offset[{1.5, 0}, {3., 0.2719320202077543}], Offset[{-1.5, 0}, {3., 0.2719320202077543}]}], LineBox[{ Offset[{1.5, 0}, {3., 0.24817139726438583`}], Offset[{-1.5, 0}, {3., 0.24817139726438583`}]}]}, { LineBox[{{4., 0.27573831461813625`}, {4., 0.25197460709342145`}}], LineBox[{ Offset[{1.5, 0}, {4., 0.27573831461813625`}], Offset[{-1.5, 0}, {4., 0.27573831461813625`}]}], LineBox[{ Offset[{1.5, 0}, {4., 0.25197460709342145`}], Offset[{-1.5, 0}, {4., 0.25197460709342145`}]}]}, { LineBox[{{5., 0.2815703952481749}, {5., 0.25896100275339556`}}], LineBox[{ Offset[{1.5, 0}, {5., 0.2815703952481749}], Offset[{-1.5, 0}, {5., 0.2815703952481749}]}], LineBox[{ Offset[{1.5, 0}, {5., 0.25896100275339556`}], Offset[{-1.5, 0}, {5., 0.25896100275339556`}]}]}, { LineBox[{{6., 0.29658282867018}, {6., 0.2731562912570396}}], LineBox[{ Offset[{1.5, 0}, {6., 0.29658282867018}], Offset[{-1.5, 0}, {6., 0.29658282867018}]}], LineBox[{ Offset[{1.5, 0}, {6., 0.2731562912570396}], Offset[{-1.5, 0}, {6., 0.2731562912570396}]}]}, { LineBox[{{7., 0.30864381254706236`}, {7., 0.2869710869684508}}], LineBox[{ Offset[{1.5, 0}, {7., 0.30864381254706236`}], Offset[{-1.5, 0}, {7., 0.30864381254706236`}]}], LineBox[{ Offset[{1.5, 0}, {7., 0.2869710869684508}], Offset[{-1.5, 0}, {7., 0.2869710869684508}]}]}, { LineBox[{{8., 0.31199736505002273`}, {8., 0.28917210912566105`}}], LineBox[{ Offset[{1.5, 0}, {8., 0.31199736505002273`}], Offset[{-1.5, 0}, {8., 0.31199736505002273`}]}], LineBox[{ Offset[{1.5, 0}, {8., 0.28917210912566105`}], Offset[{-1.5, 0}, {8., 0.28917210912566105`}]}]}, { LineBox[{{9., 0.3268099859958267}, {9., 0.3057591941221252}}], LineBox[{ Offset[{1.5, 0}, {9., 0.3268099859958267}], Offset[{-1.5, 0}, {9., 0.3268099859958267}]}], LineBox[{ Offset[{1.5, 0}, {9., 0.3057591941221252}], Offset[{-1.5, 0}, {9., 0.3057591941221252}]}]}, { LineBox[{{10., 0.3270930315038391}, {10., 0.30622544541882896`}}], LineBox[{ Offset[{1.5, 0}, {10., 0.3270930315038391}], Offset[{-1.5, 0}, {10., 0.3270930315038391}]}], LineBox[{ Offset[{1.5, 0}, {10., 0.30622544541882896`}], Offset[{-1.5, 0}, {10., 0.30622544541882896`}]}]}, { LineBox[{{11., 0.3300779494533814}, {11., 0.3095103773151099}}], LineBox[{ Offset[{1.5, 0}, {11., 0.3300779494533814}], Offset[{-1.5, 0}, {11., 0.3300779494533814}]}], LineBox[{ Offset[{1.5, 0}, {11., 0.3095103773151099}], Offset[{-1.5, 0}, {11., 0.3095103773151099}]}]}, { LineBox[{{12., 0.33764420778450704`}, {12., 0.31712487591692545`}}], LineBox[{ Offset[{1.5, 0}, {12., 0.33764420778450704`}], Offset[{-1.5, 0}, {12., 0.33764420778450704`}]}], LineBox[{ Offset[{1.5, 0}, {12., 0.31712487591692545`}], Offset[{-1.5, 0}, {12., 0.31712487591692545`}]}]}, { LineBox[{{13., 0.33818038969806763`}, {13., 0.3177451848469599}}], LineBox[{ Offset[{1.5, 0}, {13., 0.33818038969806763`}], Offset[{-1.5, 0}, {13., 0.33818038969806763`}]}], LineBox[{ Offset[{1.5, 0}, {13., 0.3177451848469599}], Offset[{-1.5, 0}, {13., 0.3177451848469599}]}]}, { LineBox[{{14., 0.3394340719432037}, {14., 0.31883995089055667`}}], LineBox[{ Offset[{1.5, 0}, {14., 0.3394340719432037}], Offset[{-1.5, 0}, {14., 0.3394340719432037}]}], LineBox[{ Offset[{1.5, 0}, {14., 0.31883995089055667`}], Offset[{-1.5, 0}, {14., 0.31883995089055667`}]}]}, { LineBox[{{15., 0.3405666764135496}, {15., 0.3199262245722531}}], LineBox[{ Offset[{1.5, 0}, {15., 0.3405666764135496}], Offset[{-1.5, 0}, {15., 0.3405666764135496}]}], LineBox[{ Offset[{1.5, 0}, {15., 0.3199262245722531}], Offset[{-1.5, 0}, {15., 0.3199262245722531}]}]}, { LineBox[{{16., 0.3419117480762798}, {16., 0.3217773795060569}}], LineBox[{ Offset[{1.5, 0}, {16., 0.3419117480762798}], Offset[{-1.5, 0}, {16., 0.3419117480762798}]}], LineBox[{ Offset[{1.5, 0}, {16., 0.3217773795060569}], Offset[{-1.5, 0}, {16., 0.3217773795060569}]}]}, { LineBox[{{17., 0.34304242995735135`}, {17., 0.3223667417589522}}], LineBox[{ Offset[{1.5, 0}, {17., 0.34304242995735135`}], Offset[{-1.5, 0}, {17., 0.34304242995735135`}]}], LineBox[{ Offset[{1.5, 0}, {17., 0.3223667417589522}], Offset[{-1.5, 0}, {17., 0.3223667417589522}]}]}, { LineBox[{{18., 0.3449258235115969}, {18., 0.3247203240664109}}], LineBox[{ Offset[{1.5, 0}, {18., 0.3449258235115969}], Offset[{-1.5, 0}, {18., 0.3449258235115969}]}], LineBox[{ Offset[{1.5, 0}, {18., 0.3247203240664109}], Offset[{-1.5, 0}, {18., 0.3247203240664109}]}]}, { LineBox[{{19., 0.34691707275115197`}, {19., 0.3264350993409479}}], LineBox[{ Offset[{1.5, 0}, {19., 0.34691707275115197`}], Offset[{-1.5, 0}, {19., 0.34691707275115197`}]}], LineBox[{ Offset[{1.5, 0}, {19., 0.3264350993409479}], Offset[{-1.5, 0}, {19., 0.3264350993409479}]}]}, { LineBox[{{20., 0.3492889744809868}, {20., 0.33009860474315195`}}], LineBox[{ Offset[{1.5, 0}, {20., 0.3492889744809868}], Offset[{-1.5, 0}, {20., 0.3492889744809868}]}], LineBox[{ Offset[{1.5, 0}, {20., 0.33009860474315195`}], Offset[{-1.5, 0}, {20., 0.33009860474315195`}]}]}, { LineBox[{{21., 0.349898861656012}, {21., 0.3306448882886302}}], LineBox[{ Offset[{1.5, 0}, {21., 0.349898861656012}], Offset[{-1.5, 0}, {21., 0.349898861656012}]}], LineBox[{ Offset[{1.5, 0}, {21., 0.3306448882886302}], Offset[{-1.5, 0}, {21., 0.3306448882886302}]}]}, { LineBox[{{22., 0.35042826379188724`}, {22., 0.3301790590554127}}], LineBox[{ Offset[{1.5, 0}, {22., 0.35042826379188724`}], Offset[{-1.5, 0}, {22., 0.35042826379188724`}]}], LineBox[{ Offset[{1.5, 0}, {22., 0.3301790590554127}], Offset[{-1.5, 0}, {22., 0.3301790590554127}]}]}, { LineBox[{{23., 0.35016502160668816`}, {23., 0.3310386121067025}}], LineBox[{ Offset[{1.5, 0}, {23., 0.35016502160668816`}], Offset[{-1.5, 0}, {23., 0.35016502160668816`}]}], LineBox[{ Offset[{1.5, 0}, {23., 0.3310386121067025}], Offset[{-1.5, 0}, {23., 0.3310386121067025}]}]}, { LineBox[{{24., 0.35203700235486246`}, {24., 0.3333243444902808}}], LineBox[{ Offset[{1.5, 0}, {24., 0.35203700235486246`}], Offset[{-1.5, 0}, {24., 0.35203700235486246`}]}], LineBox[{ Offset[{1.5, 0}, {24., 0.3333243444902808}], Offset[{-1.5, 0}, {24., 0.3333243444902808}]}]}, { LineBox[{{25., 0.3555589731604724}, {25., 0.335700008949329}}], LineBox[{ Offset[{1.5, 0}, {25., 0.3555589731604724}], Offset[{-1.5, 0}, {25., 0.3555589731604724}]}], LineBox[{ Offset[{1.5, 0}, {25., 0.335700008949329}], Offset[{-1.5, 0}, {25., 0.335700008949329}]}]}, { LineBox[{{26., 0.3575890120866749}, {26., 0.3392020525566785}}], LineBox[{ Offset[{1.5, 0}, {26., 0.3575890120866749}], Offset[{-1.5, 0}, {26., 0.3575890120866749}]}], LineBox[{ Offset[{1.5, 0}, {26., 0.3392020525566785}], Offset[{-1.5, 0}, {26., 0.3392020525566785}]}]}, { LineBox[{{27., 0.3585226200672444}, {27., 0.339604558636093}}], LineBox[{ Offset[{1.5, 0}, {27., 0.3585226200672444}], Offset[{-1.5, 0}, {27., 0.3585226200672444}]}], LineBox[{ Offset[{1.5, 0}, {27., 0.339604558636093}], Offset[{-1.5, 0}, {27., 0.339604558636093}]}]}, { LineBox[{{28., 0.36401841953604924`}, {28., 0.3460767759604649}}], LineBox[{ Offset[{1.5, 0}, {28., 0.36401841953604924`}], Offset[{-1.5, 0}, {28., 0.36401841953604924`}]}], LineBox[{ Offset[{1.5, 0}, {28., 0.3460767759604649}], Offset[{-1.5, 0}, {28., 0.3460767759604649}]}]}, { LineBox[{{29., 0.3649764979025467}, {29., 0.34573555580727444`}}], LineBox[{ Offset[{1.5, 0}, {29., 0.3649764979025467}], Offset[{-1.5, 0}, {29., 0.3649764979025467}]}], LineBox[{ Offset[{1.5, 0}, {29., 0.34573555580727444`}], Offset[{-1.5, 0}, {29., 0.34573555580727444`}]}]}, { LineBox[{{30., 0.3652627266638856}, {30., 0.3468432783644505}}], LineBox[{ Offset[{1.5, 0}, {30., 0.3652627266638856}], Offset[{-1.5, 0}, {30., 0.3652627266638856}]}], LineBox[{ Offset[{1.5, 0}, {30., 0.3468432783644505}], Offset[{-1.5, 0}, {30., 0.3468432783644505}]}]}, { LineBox[{{31., 0.36570071147720523`}, {31., 0.34690296981178975`}}], LineBox[{ Offset[{1.5, 0}, {31., 0.36570071147720523`}], Offset[{-1.5, 0}, {31., 0.36570071147720523`}]}], LineBox[{ Offset[{1.5, 0}, {31., 0.34690296981178975`}], Offset[{-1.5, 0}, {31., 0.34690296981178975`}]}]}, { LineBox[{{32., 0.3714126376607553}, {32., 0.3532795481725962}}], LineBox[{ Offset[{1.5, 0}, {32., 0.3714126376607553}], Offset[{-1.5, 0}, {32., 0.3714126376607553}]}], LineBox[{ Offset[{1.5, 0}, {32., 0.3532795481725962}], Offset[{-1.5, 0}, {32., 0.3532795481725962}]}]}, { LineBox[{{33., 0.37336299006801}, {33., 0.3553739725079563}}], LineBox[{ Offset[{1.5, 0}, {33., 0.37336299006801}], Offset[{-1.5, 0}, {33., 0.37336299006801}]}], LineBox[{ Offset[{1.5, 0}, {33., 0.3553739725079563}], Offset[{-1.5, 0}, {33., 0.3553739725079563}]}]}, { LineBox[{{34., 0.37362552505636387`}, {34., 0.3566559922005477}}], LineBox[{ Offset[{1.5, 0}, {34., 0.37362552505636387`}], Offset[{-1.5, 0}, {34., 0.37362552505636387`}]}], LineBox[{ Offset[{1.5, 0}, {34., 0.3566559922005477}], Offset[{-1.5, 0}, {34., 0.3566559922005477}]}]}, { LineBox[{{35., 0.3762355582020225}, {35., 0.3595896672443475}}], LineBox[{ Offset[{1.5, 0}, {35., 0.3762355582020225}], Offset[{-1.5, 0}, {35., 0.3762355582020225}]}], LineBox[{ Offset[{1.5, 0}, {35., 0.3595896672443475}], Offset[{-1.5, 0}, {35., 0.3595896672443475}]}]}, { LineBox[{{36., 0.3777822839989298}, {36., 0.36020596761022644`}}], LineBox[{ Offset[{1.5, 0}, {36., 0.3777822839989298}], Offset[{-1.5, 0}, {36., 0.3777822839989298}]}], LineBox[{ Offset[{1.5, 0}, {36., 0.36020596761022644`}], Offset[{-1.5, 0}, {36., 0.36020596761022644`}]}]}, { LineBox[{{37., 0.3778997057098228}, {37., 0.3602779499516111}}], LineBox[{ Offset[{1.5, 0}, {37., 0.3778997057098228}], Offset[{-1.5, 0}, {37., 0.3778997057098228}]}], LineBox[{ Offset[{1.5, 0}, {37., 0.3602779499516111}], Offset[{-1.5, 0}, {37., 0.3602779499516111}]}]}, { LineBox[{{38., 0.3779639519179468}, {38., 0.3610550466914794}}], LineBox[{ Offset[{1.5, 0}, {38., 0.3779639519179468}], Offset[{-1.5, 0}, {38., 0.3779639519179468}]}], LineBox[{ Offset[{1.5, 0}, {38., 0.3610550466914794}], Offset[{-1.5, 0}, {38., 0.3610550466914794}]}]}, { LineBox[{{39., 0.37850158900792713`}, {39., 0.36117588128578854`}}], LineBox[{ Offset[{1.5, 0}, {39., 0.37850158900792713`}], Offset[{-1.5, 0}, {39., 0.37850158900792713`}]}], LineBox[{ Offset[{1.5, 0}, {39., 0.36117588128578854`}], Offset[{-1.5, 0}, {39., 0.36117588128578854`}]}]}, { LineBox[{{40., 0.37882041778840925`}, {40., 0.36087808826166456`}}], LineBox[{ Offset[{1.5, 0}, {40., 0.37882041778840925`}], Offset[{-1.5, 0}, {40., 0.37882041778840925`}]}], LineBox[{ Offset[{1.5, 0}, {40., 0.36087808826166456`}], Offset[{-1.5, 0}, {40., 0.36087808826166456`}]}]}, { LineBox[{{41., 0.3784146961653499}, {41., 0.361433721123321}}], LineBox[{ Offset[{1.5, 0}, {41., 0.3784146961653499}], Offset[{-1.5, 0}, {41., 0.3784146961653499}]}], LineBox[{ Offset[{1.5, 0}, {41., 0.361433721123321}], Offset[{-1.5, 0}, {41., 0.361433721123321}]}]}, { LineBox[{{42., 0.37932101784730404`}, {42., 0.36275578132670266`}}], LineBox[{ Offset[{1.5, 0}, {42., 0.37932101784730404`}], Offset[{-1.5, 0}, {42., 0.37932101784730404`}]}], LineBox[{ Offset[{1.5, 0}, {42., 0.36275578132670266`}], Offset[{-1.5, 0}, {42., 0.36275578132670266`}]}]}, { LineBox[{{43., 0.37944997471161}, {43., 0.3629897820454546}}], LineBox[{ Offset[{1.5, 0}, {43., 0.37944997471161}], Offset[{-1.5, 0}, {43., 0.37944997471161}]}], LineBox[{ Offset[{1.5, 0}, {43., 0.3629897820454546}], Offset[{-1.5, 0}, {43., 0.3629897820454546}]}]}, { LineBox[{{44., 0.37993167882649126`}, {44., 0.36339816436380823`}}], LineBox[{ Offset[{1.5, 0}, {44., 0.37993167882649126`}], Offset[{-1.5, 0}, {44., 0.37993167882649126`}]}], LineBox[{ Offset[{1.5, 0}, {44., 0.36339816436380823`}], Offset[{-1.5, 0}, {44., 0.36339816436380823`}]}]}, { LineBox[{{45., 0.38047782144088654`}, {45., 0.36323718929525767`}}], LineBox[{ Offset[{1.5, 0}, {45., 0.38047782144088654`}], Offset[{-1.5, 0}, {45., 0.38047782144088654`}]}], LineBox[{ Offset[{1.5, 0}, {45., 0.36323718929525767`}], Offset[{-1.5, 0}, {45., 0.36323718929525767`}]}]}, { LineBox[{{46., 0.38231291393546224`}, {46., 0.36600282359397235`}}], LineBox[{ Offset[{1.5, 0}, {46., 0.38231291393546224`}], Offset[{-1.5, 0}, {46., 0.38231291393546224`}]}], LineBox[{ Offset[{1.5, 0}, {46., 0.36600282359397235`}], Offset[{-1.5, 0}, {46., 0.36600282359397235`}]}]}, { LineBox[{{47., 0.3826542783822405}, {47., 0.36568725626001236`}}], LineBox[{ Offset[{1.5, 0}, {47., 0.3826542783822405}], Offset[{-1.5, 0}, {47., 0.3826542783822405}]}], LineBox[{ Offset[{1.5, 0}, {47., 0.36568725626001236`}], Offset[{-1.5, 0}, {47., 0.36568725626001236`}]}]}, { LineBox[{{48., 0.38343188775679343`}, {48., 0.36698741402058527`}}], LineBox[{ Offset[{1.5, 0}, {48., 0.38343188775679343`}], Offset[{-1.5, 0}, {48., 0.38343188775679343`}]}], LineBox[{ Offset[{1.5, 0}, {48., 0.36698741402058527`}], Offset[{-1.5, 0}, {48., 0.36698741402058527`}]}]}, { LineBox[{{49., 0.383671754960597}, {49., 0.3671850816918524}}], LineBox[{ Offset[{1.5, 0}, {49., 0.383671754960597}], Offset[{-1.5, 0}, {49., 0.383671754960597}]}], LineBox[{ Offset[{1.5, 0}, {49., 0.3671850816918524}], Offset[{-1.5, 0}, {49., 0.3671850816918524}]}]}, { LineBox[{{50., 0.38418951488555597`}, {50., 0.36768433384173294`}}], LineBox[{ Offset[{1.5, 0}, {50., 0.38418951488555597`}], Offset[{-1.5, 0}, {50., 0.38418951488555597`}]}], LineBox[{ Offset[{1.5, 0}, {50., 0.36768433384173294`}], Offset[{-1.5, 0}, {50., 0.36768433384173294`}]}]}, { LineBox[{{51., 0.38497778896750257`}, {51., 0.3679210420138329}}], LineBox[{ Offset[{1.5, 0}, {51., 0.38497778896750257`}], Offset[{-1.5, 0}, {51., 0.38497778896750257`}]}], LineBox[{ Offset[{1.5, 0}, {51., 0.3679210420138329}], Offset[{-1.5, 0}, {51., 0.3679210420138329}]}]}, { LineBox[{{52., 0.3850283858448846}, {52., 0.36877824589082836`}}], LineBox[{ Offset[{1.5, 0}, {52., 0.3850283858448846}], Offset[{-1.5, 0}, {52., 0.3850283858448846}]}], LineBox[{ Offset[{1.5, 0}, {52., 0.36877824589082836`}], Offset[{-1.5, 0}, {52., 0.36877824589082836`}]}]}, { LineBox[{{53., 0.3855157851702488}, {53., 0.36919432249486467`}}], LineBox[{ Offset[{1.5, 0}, {53., 0.3855157851702488}], Offset[{-1.5, 0}, {53., 0.3855157851702488}]}], LineBox[{ Offset[{1.5, 0}, {53., 0.36919432249486467`}], Offset[{-1.5, 0}, {53., 0.36919432249486467`}]}]}, { LineBox[{{54., 0.38570354447633814`}, {54., 0.3692842161930612}}], LineBox[{ Offset[{1.5, 0}, {54., 0.38570354447633814`}], Offset[{-1.5, 0}, {54., 0.38570354447633814`}]}], LineBox[{ Offset[{1.5, 0}, {54., 0.3692842161930612}], Offset[{-1.5, 0}, {54., 0.3692842161930612}]}]}, { LineBox[{{55., 0.3865470582715322}, {55., 0.36978246226506}}], LineBox[{ Offset[{1.5, 0}, {55., 0.3865470582715322}], Offset[{-1.5, 0}, {55., 0.3865470582715322}]}], LineBox[{ Offset[{1.5, 0}, {55., 0.36978246226506}], Offset[{-1.5, 0}, {55., 0.36978246226506}]}]}, { LineBox[{{56., 0.38604502971169297`}, {56., 0.3704747527564437}}], LineBox[{ Offset[{1.5, 0}, {56., 0.38604502971169297`}], Offset[{-1.5, 0}, {56., 0.38604502971169297`}]}], LineBox[{ Offset[{1.5, 0}, {56., 0.3704747527564437}], Offset[{-1.5, 0}, {56., 0.3704747527564437}]}]}, { LineBox[{{57., 0.38685540055444584`}, {57., 0.3699354894763138}}], LineBox[{ Offset[{1.5, 0}, {57., 0.38685540055444584`}], Offset[{-1.5, 0}, {57., 0.38685540055444584`}]}], LineBox[{ Offset[{1.5, 0}, {57., 0.3699354894763138}], Offset[{-1.5, 0}, {57., 0.3699354894763138}]}]}, { LineBox[{{58., 0.38804912224959615`}, {58., 0.37153956639716984`}}], LineBox[{ Offset[{1.5, 0}, {58., 0.38804912224959615`}], Offset[{-1.5, 0}, {58., 0.38804912224959615`}]}], LineBox[{ Offset[{1.5, 0}, {58., 0.37153956639716984`}], Offset[{-1.5, 0}, {58., 0.37153956639716984`}]}]}, { LineBox[{{59., 0.38815025349869187`}, {59., 0.37184953139883753`}}], LineBox[{ Offset[{1.5, 0}, {59., 0.38815025349869187`}], Offset[{-1.5, 0}, {59., 0.38815025349869187`}]}], LineBox[{ Offset[{1.5, 0}, {59., 0.37184953139883753`}], Offset[{-1.5, 0}, {59., 0.37184953139883753`}]}]}, { LineBox[{{60., 0.3884294808080858}, {60., 0.3723577309704189}}], LineBox[{ Offset[{1.5, 0}, {60., 0.3884294808080858}], Offset[{-1.5, 0}, {60., 0.3884294808080858}]}], LineBox[{ Offset[{1.5, 0}, {60., 0.3723577309704189}], Offset[{-1.5, 0}, {60., 0.3723577309704189}]}]}, { LineBox[{{61., 0.38881234007284793`}, {61., 0.37256527231502956`}}], LineBox[{ Offset[{1.5, 0}, {61., 0.38881234007284793`}], Offset[{-1.5, 0}, {61., 0.38881234007284793`}]}], LineBox[{ Offset[{1.5, 0}, {61., 0.37256527231502956`}], Offset[{-1.5, 0}, {61., 0.37256527231502956`}]}]}, { LineBox[{{62., 0.38894012415740603`}, {62., 0.37335256957083834`}}], LineBox[{ Offset[{1.5, 0}, {62., 0.38894012415740603`}], Offset[{-1.5, 0}, {62., 0.38894012415740603`}]}], LineBox[{ Offset[{1.5, 0}, {62., 0.37335256957083834`}], Offset[{-1.5, 0}, {62., 0.37335256957083834`}]}]}, { LineBox[{{63., 0.39088755440333134`}, {63., 0.3751919626536636}}], LineBox[{ Offset[{1.5, 0}, {63., 0.39088755440333134`}], Offset[{-1.5, 0}, {63., 0.39088755440333134`}]}], LineBox[{ Offset[{1.5, 0}, {63., 0.3751919626536636}], Offset[{-1.5, 0}, {63., 0.3751919626536636}]}]}, { LineBox[{{64., 0.39102301856295857`}, {64., 0.3753605458368247}}], LineBox[{ Offset[{1.5, 0}, {64., 0.39102301856295857`}], Offset[{-1.5, 0}, {64., 0.39102301856295857`}]}], LineBox[{ Offset[{1.5, 0}, {64., 0.3753605458368247}], Offset[{-1.5, 0}, {64., 0.3753605458368247}]}]}, { LineBox[{{65., 0.3917901908854045}, {65., 0.37630019896884465`}}], LineBox[{ Offset[{1.5, 0}, {65., 0.3917901908854045}], Offset[{-1.5, 0}, {65., 0.3917901908854045}]}], LineBox[{ Offset[{1.5, 0}, {65., 0.37630019896884465`}], Offset[{-1.5, 0}, {65., 0.37630019896884465`}]}]}, { LineBox[{{66., 0.392120800886529}, {66., 0.3760763772221126}}], LineBox[{ Offset[{1.5, 0}, {66., 0.392120800886529}], Offset[{-1.5, 0}, {66., 0.392120800886529}]}], LineBox[{ Offset[{1.5, 0}, {66., 0.3760763772221126}], Offset[{-1.5, 0}, {66., 0.3760763772221126}]}]}, { LineBox[{{67., 0.39459818882312747`}, {67., 0.377971133009395}}], LineBox[{ Offset[{1.5, 0}, {67., 0.39459818882312747`}], Offset[{-1.5, 0}, {67., 0.39459818882312747`}]}], LineBox[{ Offset[{1.5, 0}, {67., 0.377971133009395}], Offset[{-1.5, 0}, {67., 0.377971133009395}]}]}, { LineBox[{{68., 0.3940986077558308}, {68., 0.37858500181546967`}}], LineBox[{ Offset[{1.5, 0}, {68., 0.3940986077558308}], Offset[{-1.5, 0}, {68., 0.3940986077558308}]}], LineBox[{ Offset[{1.5, 0}, {68., 0.37858500181546967`}], Offset[{-1.5, 0}, {68., 0.37858500181546967`}]}]}, { LineBox[{{69., 0.3946484431474707}, {69., 0.37868821246461615`}}], LineBox[{ Offset[{1.5, 0}, {69., 0.3946484431474707}], Offset[{-1.5, 0}, {69., 0.3946484431474707}]}], LineBox[{ Offset[{1.5, 0}, {69., 0.37868821246461615`}], Offset[{-1.5, 0}, {69., 0.37868821246461615`}]}]}, { LineBox[{{70., 0.39568718743989084`}, {70., 0.37979984377907017`}}], LineBox[{ Offset[{1.5, 0}, {70., 0.39568718743989084`}], Offset[{-1.5, 0}, {70., 0.39568718743989084`}]}], LineBox[{ Offset[{1.5, 0}, {70., 0.37979984377907017`}], Offset[{-1.5, 0}, {70., 0.37979984377907017`}]}]}, { LineBox[{{71., 0.3957892861194231}, {71., 0.38050407569179034`}}], LineBox[{ Offset[{1.5, 0}, {71., 0.3957892861194231}], Offset[{-1.5, 0}, {71., 0.3957892861194231}]}], LineBox[{ Offset[{1.5, 0}, {71., 0.38050407569179034`}], Offset[{-1.5, 0}, {71., 0.38050407569179034`}]}]}, { LineBox[{{72., 0.396856438264954}, {72., 0.3811065198242266}}], LineBox[{ Offset[{1.5, 0}, {72., 0.396856438264954}], Offset[{-1.5, 0}, {72., 0.396856438264954}]}], LineBox[{ Offset[{1.5, 0}, {72., 0.3811065198242266}], Offset[{-1.5, 0}, {72., 0.3811065198242266}]}]}, { LineBox[{{73., 0.3972522510457354}, {73., 0.38190265816204155`}}], LineBox[{ Offset[{1.5, 0}, {73., 0.3972522510457354}], Offset[{-1.5, 0}, {73., 0.3972522510457354}]}], LineBox[{ Offset[{1.5, 0}, {73., 0.38190265816204155`}], Offset[{-1.5, 0}, {73., 0.38190265816204155`}]}]}, { LineBox[{{74., 0.39938673344215986`}, {74., 0.3835310012504522}}], LineBox[{ Offset[{1.5, 0}, {74., 0.39938673344215986`}], Offset[{-1.5, 0}, {74., 0.39938673344215986`}]}], LineBox[{ Offset[{1.5, 0}, {74., 0.3835310012504522}], Offset[{-1.5, 0}, {74., 0.3835310012504522}]}]}, { LineBox[{{75., 0.39997499336251535`}, {75., 0.38427129264026166`}}], LineBox[{ Offset[{1.5, 0}, {75., 0.39997499336251535`}], Offset[{-1.5, 0}, {75., 0.39997499336251535`}]}], LineBox[{ Offset[{1.5, 0}, {75., 0.38427129264026166`}], Offset[{-1.5, 0}, {75., 0.38427129264026166`}]}]}, { LineBox[{{76., 0.4000076724497703}, {76., 0.38512691337042304`}}], LineBox[{ Offset[{1.5, 0}, {76., 0.4000076724497703}], Offset[{-1.5, 0}, {76., 0.4000076724497703}]}], LineBox[{ Offset[{1.5, 0}, {76., 0.38512691337042304`}], Offset[{-1.5, 0}, {76., 0.38512691337042304`}]}]}, { LineBox[{{77., 0.4013753009125068}, {77., 0.38683230333943747`}}], LineBox[{ Offset[{1.5, 0}, {77., 0.4013753009125068}], Offset[{-1.5, 0}, {77., 0.4013753009125068}]}], LineBox[{ Offset[{1.5, 0}, {77., 0.38683230333943747`}], Offset[{-1.5, 0}, {77., 0.38683230333943747`}]}]}, { LineBox[{{78., 0.40216201956493886`}, {78., 0.38747092831320246`}}], LineBox[{ Offset[{1.5, 0}, {78., 0.40216201956493886`}], Offset[{-1.5, 0}, {78., 0.40216201956493886`}]}], LineBox[{ Offset[{1.5, 0}, {78., 0.38747092831320246`}], Offset[{-1.5, 0}, {78., 0.38747092831320246`}]}]}, { LineBox[{{79., 0.4028487622254858}, {79., 0.3876278770135063}}], LineBox[{ Offset[{1.5, 0}, {79., 0.4028487622254858}], Offset[{-1.5, 0}, {79., 0.4028487622254858}]}], LineBox[{ Offset[{1.5, 0}, {79., 0.3876278770135063}], Offset[{-1.5, 0}, {79., 0.3876278770135063}]}]}, { LineBox[{{80., 0.40278995799085965`}, {80., 0.3878380286120537}}], LineBox[{ Offset[{1.5, 0}, {80., 0.40278995799085965`}], Offset[{-1.5, 0}, {80., 0.40278995799085965`}]}], LineBox[{ Offset[{1.5, 0}, {80., 0.3878380286120537}], Offset[{-1.5, 0}, {80., 0.3878380286120537}]}]}, { LineBox[{{81., 0.4027482240895889}, {81., 0.38830147343837873`}}], LineBox[{ Offset[{1.5, 0}, {81., 0.4027482240895889}], Offset[{-1.5, 0}, {81., 0.4027482240895889}]}], LineBox[{ Offset[{1.5, 0}, {81., 0.38830147343837873`}], Offset[{-1.5, 0}, {81., 0.38830147343837873`}]}]}, { LineBox[{{82., 0.4027054397650762}, {82., 0.3884000717928856}}], LineBox[{ Offset[{1.5, 0}, {82., 0.4027054397650762}], Offset[{-1.5, 0}, {82., 0.4027054397650762}]}], LineBox[{ Offset[{1.5, 0}, {82., 0.3884000717928856}], Offset[{-1.5, 0}, {82., 0.3884000717928856}]}]}, { LineBox[{{83., 0.4031576121700806}, {83., 0.38808738195256076`}}], LineBox[{ Offset[{1.5, 0}, {83., 0.4031576121700806}], Offset[{-1.5, 0}, {83., 0.4031576121700806}]}], LineBox[{ Offset[{1.5, 0}, {83., 0.38808738195256076`}], Offset[{-1.5, 0}, {83., 0.38808738195256076`}]}]}, { LineBox[{{84., 0.40333642320735613`}, {84., 0.3890764103121887}}], LineBox[{ Offset[{1.5, 0}, {84., 0.40333642320735613`}], Offset[{-1.5, 0}, {84., 0.40333642320735613`}]}], LineBox[{ Offset[{1.5, 0}, {84., 0.3890764103121887}], Offset[{-1.5, 0}, {84., 0.3890764103121887}]}]}, { LineBox[{{85., 0.403319884704018}, {85., 0.389460781632824}}], LineBox[{ Offset[{1.5, 0}, {85., 0.403319884704018}], Offset[{-1.5, 0}, {85., 0.403319884704018}]}], LineBox[{ Offset[{1.5, 0}, {85., 0.389460781632824}], Offset[{-1.5, 0}, {85., 0.389460781632824}]}]}, { LineBox[{{86., 0.40377498850487276`}, {86., 0.38907590372752493`}}], LineBox[{ Offset[{1.5, 0}, {86., 0.40377498850487276`}], Offset[{-1.5, 0}, {86., 0.40377498850487276`}]}], LineBox[{ Offset[{1.5, 0}, {86., 0.38907590372752493`}], Offset[{-1.5, 0}, {86., 0.38907590372752493`}]}]}, { LineBox[{{87., 0.40384919316113055`}, {87., 0.3898133085312203}}], LineBox[{ Offset[{1.5, 0}, {87., 0.40384919316113055`}], Offset[{-1.5, 0}, {87., 0.40384919316113055`}]}], LineBox[{ Offset[{1.5, 0}, {87., 0.3898133085312203}], Offset[{-1.5, 0}, {87., 0.3898133085312203}]}]}, { LineBox[{{88., 0.40621873735071223`}, {88., 0.3917730191634139}}], LineBox[{ Offset[{1.5, 0}, {88., 0.40621873735071223`}], Offset[{-1.5, 0}, {88., 0.40621873735071223`}]}], LineBox[{ Offset[{1.5, 0}, {88., 0.3917730191634139}], Offset[{-1.5, 0}, {88., 0.3917730191634139}]}]}, { LineBox[{{89., 0.40642866076418227`}, {89., 0.391961089729605}}], LineBox[{ Offset[{1.5, 0}, {89., 0.40642866076418227`}], Offset[{-1.5, 0}, {89., 0.40642866076418227`}]}], LineBox[{ Offset[{1.5, 0}, {89., 0.391961089729605}], Offset[{-1.5, 0}, {89., 0.391961089729605}]}]}, { LineBox[{{90., 0.40700617886386004`}, {90., 0.39241245229993305`}}], LineBox[{ Offset[{1.5, 0}, {90., 0.40700617886386004`}], Offset[{-1.5, 0}, {90., 0.40700617886386004`}]}], LineBox[{ Offset[{1.5, 0}, {90., 0.39241245229993305`}], Offset[{-1.5, 0}, {90., 0.39241245229993305`}]}]}, { LineBox[{{91., 0.41170731718750514`}, {91., 0.3974957319532864}}], LineBox[{ Offset[{1.5, 0}, {91., 0.41170731718750514`}], Offset[{-1.5, 0}, {91., 0.41170731718750514`}]}], LineBox[{ Offset[{1.5, 0}, {91., 0.3974957319532864}], Offset[{-1.5, 0}, {91., 0.3974957319532864}]}]}, { LineBox[{{92., 0.41168241957310775`}, {92., 0.39777419615645}}], LineBox[{ Offset[{1.5, 0}, {92., 0.41168241957310775`}], Offset[{-1.5, 0}, {92., 0.41168241957310775`}]}], LineBox[{ Offset[{1.5, 0}, {92., 0.39777419615645}], Offset[{-1.5, 0}, {92., 0.39777419615645}]}]}, { LineBox[{{93., 0.4137192309289004}, {93., 0.4003577706944901}}], LineBox[{ Offset[{1.5, 0}, {93., 0.4137192309289004}], Offset[{-1.5, 0}, {93., 0.4137192309289004}]}], LineBox[{ Offset[{1.5, 0}, {93., 0.4003577706944901}], Offset[{-1.5, 0}, {93., 0.4003577706944901}]}]}, { LineBox[{{94., 0.41359337135144913`}, {94., 0.4008880077337579}}], LineBox[{ Offset[{1.5, 0}, {94., 0.41359337135144913`}], Offset[{-1.5, 0}, {94., 0.41359337135144913`}]}], LineBox[{ Offset[{1.5, 0}, {94., 0.4008880077337579}], Offset[{-1.5, 0}, {94., 0.4008880077337579}]}]}, { LineBox[{{95., 0.41607110962610994`}, {95., 0.4026118002295057}}], LineBox[{ Offset[{1.5, 0}, {95., 0.41607110962610994`}], Offset[{-1.5, 0}, {95., 0.41607110962610994`}]}], LineBox[{ Offset[{1.5, 0}, {95., 0.4026118002295057}], Offset[{-1.5, 0}, {95., 0.4026118002295057}]}]}, { LineBox[{{96., 0.41634478114079215`}, {96., 0.4025992276860008}}], LineBox[{ Offset[{1.5, 0}, {96., 0.41634478114079215`}], Offset[{-1.5, 0}, {96., 0.41634478114079215`}]}], LineBox[{ Offset[{1.5, 0}, {96., 0.4025992276860008}], Offset[{-1.5, 0}, {96., 0.4025992276860008}]}]}, { LineBox[{{97., 0.41659875027901216`}, {97., 0.40387879112504965`}}], LineBox[{ Offset[{1.5, 0}, {97., 0.41659875027901216`}], Offset[{-1.5, 0}, {97., 0.41659875027901216`}]}], LineBox[{ Offset[{1.5, 0}, {97., 0.40387879112504965`}], Offset[{-1.5, 0}, {97., 0.40387879112504965`}]}]}, { LineBox[{{98., 0.4196787419639941}, {98., 0.40729238875377843`}}], LineBox[{ Offset[{1.5, 0}, {98., 0.4196787419639941}], Offset[{-1.5, 0}, {98., 0.4196787419639941}]}], LineBox[{ Offset[{1.5, 0}, {98., 0.40729238875377843`}], Offset[{-1.5, 0}, {98., 0.40729238875377843`}]}]}, { LineBox[{{99., 0.4205887708645619}, {99., 0.4066869019316812}}], LineBox[{ Offset[{1.5, 0}, {99., 0.4205887708645619}], Offset[{-1.5, 0}, {99., 0.4205887708645619}]}], LineBox[{ Offset[{1.5, 0}, {99., 0.4066869019316812}], Offset[{-1.5, 0}, {99., 0.4066869019316812}]}]}, { LineBox[{{100., 0.4224525290764882}, {100., 0.4094335830222656}}], LineBox[{ Offset[{1.5, 0}, {100., 0.4224525290764882}], Offset[{-1.5, 0}, {100., 0.4224525290764882}]}], LineBox[{ Offset[{1.5, 0}, {100., 0.4094335830222656}], Offset[{-1.5, 0}, {100., 0.4094335830222656}]}]}}}, {}}, {}, {}, {{}, {}}}, {{}, {{}, {RGBColor[0.133532, 0.122103, 0.125444], PointSize[0.009166666666666668], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJw1ywlQlGUcx/GFJW8iOQRpK64BXVZaVgQRl/2JCywsx7IXKyxjXCIiOHKK IS6yg4jEWjQxZVxBUY4gI6IipsCkoGhAjKAImEVQakiGmGGYTe//nXnmnc/z e772cXvkicYsFivh1fnv//83I/L1z+JLXIdEzAXiBo2s1qjIS1BhOJ2eaDvM +A0YWYzHVAnIlsg+Uj+a1E62wYOB2ZnhKTIHO25YF10Kvc3YDtfzFwanPiQ7 oGKezbU0v8PYCTvYV1u/ANkZXbN108tTyWtwal1mkfZjMheeWYdT1J1kHlaf PdUydoXshtFBt5pvb5H5WGwI35k8R3bHuU6u10fPyQIcOHpEt5E9wng94tOr X1abkT2w3r/NPYND3oC2J3YH13qSPZHW+H533CayFwrqi8waAskbMRvzp2xS RvZGXKH5Y+NY8iZcS/jGpPcg2Qcq9tKI9/TkzcjUNKSIK8lClNXmH9M2kX0R uNdD2tpCFqHmM5fmPd1k4JNKH8cH44x1gH+ir2vYJO1b8K7B+dGJ32jfgm2a Nyccn9Duh8t8yV+uZJ0fCpY2+J22uMvsW6F3c49LtGSs2wojXqbc2op2MW4X tpVFraJdjGOKFyXzHNr9wZ1OHPJxot0fH9h6XOhzpz0AI76CQeMNtAcgzSv3 pVhIeyBSpc9OLhPRHoib7fbCeCXtEowsZN9qVNMugXjxZW0fmRWEQwIpXxhN exCGm2q/1CbRHoy51jO93Ttpf2XuO1P3d9EuxaSp4vMXu2mX4try0UXjabSH wMB+XpCWTnsIVumDp8vJrFCULIqyS9lHeyiyM74b+zuP9jBMTMpWTxbTHgbO OmePqFLaw1FYcd42r5z2cEynttvEVtEuA08w88P5asaQgVV3uKS1jt7LILbW 38k9w7hDhpvCT7sfdlEfgXPbF8wv9FAfgfzyuwdc+qiPQNBXfR3in6iPgP5R qdmvE9TLURRiUZszQ70cJo9PhD4l6+RI6jyaEWA0yvRyaJNztGFsxiwFTExc DLZLGEOBYpffY+9ZMdYpMJSb5Agb6hWYu7K9v4xDvRKcXMecZAfqlQguzXM4 yaNeCd8V14tjvKlXgq+r+scgoV6Fij9WlK0MoV6FuZ7dvXZknQrzqRObeeQO FQa+b1nWL6NejddinQ3eSurVGA5YOTUeT70anjcuCacTqFfD6fj9t0x3UR+J dm3W2ub91EfiIrsp3qeG+kiUhO8/G1lPfSQGpdGN+5qp16Dy7Z8fzl6kXgO/ /l/umV6lXoMf+fbs4z3Ua/Ds6V5R9AD12/D61/PSLvaY6F8CMt20 "]], {{LineBox[{{1., 0.35587161236035453`}, {1., 0.3369118336127583}}], LineBox[{ Offset[{1.5, 0}, {1., 0.35587161236035453`}], Offset[{-1.5, 0}, {1., 0.35587161236035453`}]}], LineBox[{ Offset[{1.5, 0}, {1., 0.3369118336127583}], Offset[{-1.5, 0}, {1., 0.3369118336127583}]}]}, { LineBox[{{2., 0.3579545643803444}, {2., 0.3399405247973157}}], LineBox[{ Offset[{1.5, 0}, {2., 0.3579545643803444}], Offset[{-1.5, 0}, {2., 0.3579545643803444}]}], LineBox[{ Offset[{1.5, 0}, {2., 0.3399405247973157}], Offset[{-1.5, 0}, {2., 0.3399405247973157}]}]}, { LineBox[{{3., 0.36982919363020084`}, {3., 0.3521430086885262}}], LineBox[{ Offset[{1.5, 0}, {3., 0.36982919363020084`}], Offset[{-1.5, 0}, {3., 0.36982919363020084`}]}], LineBox[{ Offset[{1.5, 0}, {3., 0.3521430086885262}], Offset[{-1.5, 0}, {3., 0.3521430086885262}]}]}, { LineBox[{{4., 0.37135029594225766`}, {4., 0.35357873479554003`}}], LineBox[{ Offset[{1.5, 0}, {4., 0.37135029594225766`}], Offset[{-1.5, 0}, {4., 0.37135029594225766`}]}], LineBox[{ Offset[{1.5, 0}, {4., 0.35357873479554003`}], Offset[{-1.5, 0}, {4., 0.35357873479554003`}]}]}, { LineBox[{{5., 0.3792354279906096}, {5., 0.36239124565328207`}}], LineBox[{ Offset[{1.5, 0}, {5., 0.3792354279906096}], Offset[{-1.5, 0}, {5., 0.3792354279906096}]}], LineBox[{ Offset[{1.5, 0}, {5., 0.36239124565328207`}], Offset[{-1.5, 0}, {5., 0.36239124565328207`}]}]}, { LineBox[{{6., 0.38184708130273937`}, {6., 0.3652041296899099}}], LineBox[{ Offset[{1.5, 0}, {6., 0.38184708130273937`}], Offset[{-1.5, 0}, {6., 0.38184708130273937`}]}], LineBox[{ Offset[{1.5, 0}, {6., 0.3652041296899099}], Offset[{-1.5, 0}, {6., 0.3652041296899099}]}]}, { LineBox[{{7., 0.387858537233652}, {7., 0.371631725656513}}], LineBox[{ Offset[{1.5, 0}, {7., 0.387858537233652}], Offset[{-1.5, 0}, {7., 0.387858537233652}]}], LineBox[{ Offset[{1.5, 0}, {7., 0.371631725656513}], Offset[{-1.5, 0}, {7., 0.371631725656513}]}]}, { LineBox[{{8., 0.39196016331489714`}, {8., 0.37585057625097107`}}], LineBox[{ Offset[{1.5, 0}, {8., 0.39196016331489714`}], Offset[{-1.5, 0}, {8., 0.39196016331489714`}]}], LineBox[{ Offset[{1.5, 0}, {8., 0.37585057625097107`}], Offset[{-1.5, 0}, {8., 0.37585057625097107`}]}]}, { LineBox[{{9., 0.39913261672404476`}, {9., 0.38432426390419405`}}], LineBox[{ Offset[{1.5, 0}, {9., 0.39913261672404476`}], Offset[{-1.5, 0}, {9., 0.39913261672404476`}]}], LineBox[{ Offset[{1.5, 0}, {9., 0.38432426390419405`}], Offset[{-1.5, 0}, {9., 0.38432426390419405`}]}]}, { LineBox[{{10., 0.40198046210003824`}, {10., 0.3871596240990989}}], LineBox[{ Offset[{1.5, 0}, {10., 0.40198046210003824`}], Offset[{-1.5, 0}, {10., 0.40198046210003824`}]}], LineBox[{ Offset[{1.5, 0}, {10., 0.3871596240990989}], Offset[{-1.5, 0}, {10., 0.3871596240990989}]}]}, { LineBox[{{11., 0.40474610642847686`}, {11., 0.3898152473452464}}], LineBox[{ Offset[{1.5, 0}, {11., 0.40474610642847686`}], Offset[{-1.5, 0}, {11., 0.40474610642847686`}]}], LineBox[{ Offset[{1.5, 0}, {11., 0.3898152473452464}], Offset[{-1.5, 0}, {11., 0.3898152473452464}]}]}, { LineBox[{{12., 0.4066741240436477}, {12., 0.39268640166466645`}}], LineBox[{ Offset[{1.5, 0}, {12., 0.4066741240436477}], Offset[{-1.5, 0}, {12., 0.4066741240436477}]}], LineBox[{ Offset[{1.5, 0}, {12., 0.39268640166466645`}], Offset[{-1.5, 0}, {12., 0.39268640166466645`}]}]}, { LineBox[{{13., 0.4090424252829571}, {13., 0.39580835331376496`}}], LineBox[{ Offset[{1.5, 0}, {13., 0.4090424252829571}], Offset[{-1.5, 0}, {13., 0.4090424252829571}]}], LineBox[{ Offset[{1.5, 0}, {13., 0.39580835331376496`}], Offset[{-1.5, 0}, {13., 0.39580835331376496`}]}]}, { LineBox[{{14., 0.40971001869682533`}, {14., 0.3956935485695874}}], LineBox[{ Offset[{1.5, 0}, {14., 0.40971001869682533`}], Offset[{-1.5, 0}, {14., 0.40971001869682533`}]}], LineBox[{ Offset[{1.5, 0}, {14., 0.3956935485695874}], Offset[{-1.5, 0}, {14., 0.3956935485695874}]}]}, { LineBox[{{15., 0.41042875240773113`}, {15., 0.3969126447416086}}], LineBox[{ Offset[{1.5, 0}, {15., 0.41042875240773113`}], Offset[{-1.5, 0}, {15., 0.41042875240773113`}]}], LineBox[{ Offset[{1.5, 0}, {15., 0.3969126447416086}], Offset[{-1.5, 0}, {15., 0.3969126447416086}]}]}, { LineBox[{{16., 0.4124815666677058}, {16., 0.3988479924028668}}], LineBox[{ Offset[{1.5, 0}, {16., 0.4124815666677058}], Offset[{-1.5, 0}, {16., 0.4124815666677058}]}], LineBox[{ Offset[{1.5, 0}, {16., 0.3988479924028668}], Offset[{-1.5, 0}, {16., 0.3988479924028668}]}]}, { LineBox[{{17., 0.4128053647272065}, {17., 0.39890986406697027`}}], LineBox[{ Offset[{1.5, 0}, {17., 0.4128053647272065}], Offset[{-1.5, 0}, {17., 0.4128053647272065}]}], LineBox[{ Offset[{1.5, 0}, {17., 0.39890986406697027`}], Offset[{-1.5, 0}, {17., 0.39890986406697027`}]}]}, { LineBox[{{18., 0.41327146133789316`}, {18., 0.399621691899816}}], LineBox[{ Offset[{1.5, 0}, {18., 0.41327146133789316`}], Offset[{-1.5, 0}, {18., 0.41327146133789316`}]}], LineBox[{ Offset[{1.5, 0}, {18., 0.399621691899816}], Offset[{-1.5, 0}, {18., 0.399621691899816}]}]}, { LineBox[{{19., 0.4138857713452634}, {19., 0.4005215765850323}}], LineBox[{ Offset[{1.5, 0}, {19., 0.4138857713452634}], Offset[{-1.5, 0}, {19., 0.4138857713452634}]}], LineBox[{ Offset[{1.5, 0}, {19., 0.4005215765850323}], Offset[{-1.5, 0}, {19., 0.4005215765850323}]}]}, { LineBox[{{20., 0.4144140043583525}, {20., 0.4015588932824721}}], LineBox[{ Offset[{1.5, 0}, {20., 0.4144140043583525}], Offset[{-1.5, 0}, {20., 0.4144140043583525}]}], LineBox[{ Offset[{1.5, 0}, {20., 0.4015588932824721}], Offset[{-1.5, 0}, {20., 0.4015588932824721}]}]}, { LineBox[{{21., 0.41590090789457773`}, {21., 0.4032106760995718}}], LineBox[{ Offset[{1.5, 0}, {21., 0.41590090789457773`}], Offset[{-1.5, 0}, {21., 0.41590090789457773`}]}], LineBox[{ Offset[{1.5, 0}, {21., 0.4032106760995718}], Offset[{-1.5, 0}, {21., 0.4032106760995718}]}]}, { LineBox[{{22., 0.41619883914407285`}, {22., 0.4034283405886877}}], LineBox[{ Offset[{1.5, 0}, {22., 0.41619883914407285`}], Offset[{-1.5, 0}, {22., 0.41619883914407285`}]}], LineBox[{ Offset[{1.5, 0}, {22., 0.4034283405886877}], Offset[{-1.5, 0}, {22., 0.4034283405886877}]}]}, { LineBox[{{23., 0.4168915773737429}, {23., 0.4043550755385081}}], LineBox[{ Offset[{1.5, 0}, {23., 0.4168915773737429}], Offset[{-1.5, 0}, {23., 0.4168915773737429}]}], LineBox[{ Offset[{1.5, 0}, {23., 0.4043550755385081}], Offset[{-1.5, 0}, {23., 0.4043550755385081}]}]}, { LineBox[{{24., 0.41780667241092956`}, {24., 0.4045687759177971}}], LineBox[{ Offset[{1.5, 0}, {24., 0.41780667241092956`}], Offset[{-1.5, 0}, {24., 0.41780667241092956`}]}], LineBox[{ Offset[{1.5, 0}, {24., 0.4045687759177971}], Offset[{-1.5, 0}, {24., 0.4045687759177971}]}]}, { LineBox[{{25., 0.4186117970850328}, {25., 0.4057304222086756}}], LineBox[{ Offset[{1.5, 0}, {25., 0.4186117970850328}], Offset[{-1.5, 0}, {25., 0.4186117970850328}]}], LineBox[{ Offset[{1.5, 0}, {25., 0.4057304222086756}], Offset[{-1.5, 0}, {25., 0.4057304222086756}]}]}, { LineBox[{{26., 0.42027626250150607`}, {26., 0.4078234738121911}}], LineBox[{ Offset[{1.5, 0}, {26., 0.42027626250150607`}], Offset[{-1.5, 0}, {26., 0.42027626250150607`}]}], LineBox[{ Offset[{1.5, 0}, {26., 0.4078234738121911}], Offset[{-1.5, 0}, {26., 0.4078234738121911}]}]}, { LineBox[{{27., 0.4204420668230269}, {27., 0.408217141733996}}], LineBox[{ Offset[{1.5, 0}, {27., 0.4204420668230269}], Offset[{-1.5, 0}, {27., 0.4204420668230269}]}], LineBox[{ Offset[{1.5, 0}, {27., 0.408217141733996}], Offset[{-1.5, 0}, {27., 0.408217141733996}]}]}, { LineBox[{{28., 0.42188381618481746`}, {28., 0.40981384832507023`}}], LineBox[{ Offset[{1.5, 0}, {28., 0.42188381618481746`}], Offset[{-1.5, 0}, {28., 0.42188381618481746`}]}], LineBox[{ Offset[{1.5, 0}, {28., 0.40981384832507023`}], Offset[{-1.5, 0}, {28., 0.40981384832507023`}]}]}, { LineBox[{{29., 0.4230552674994748}, {29., 0.4107291050363437}}], LineBox[{ Offset[{1.5, 0}, {29., 0.4230552674994748}], Offset[{-1.5, 0}, {29., 0.4230552674994748}]}], LineBox[{ Offset[{1.5, 0}, {29., 0.4107291050363437}], Offset[{-1.5, 0}, {29., 0.4107291050363437}]}]}, { LineBox[{{30., 0.42311361411291487`}, {30., 0.4113234194301754}}], LineBox[{ Offset[{1.5, 0}, {30., 0.42311361411291487`}], Offset[{-1.5, 0}, {30., 0.42311361411291487`}]}], LineBox[{ Offset[{1.5, 0}, {30., 0.4113234194301754}], Offset[{-1.5, 0}, {30., 0.4113234194301754}]}]}, { LineBox[{{31., 0.4244613858971396}, {31., 0.41238386332862426`}}], LineBox[{ Offset[{1.5, 0}, {31., 0.4244613858971396}], Offset[{-1.5, 0}, {31., 0.4244613858971396}]}], LineBox[{ Offset[{1.5, 0}, {31., 0.41238386332862426`}], Offset[{-1.5, 0}, {31., 0.41238386332862426`}]}]}, { LineBox[{{32., 0.4258963882420423}, {32., 0.4138148666543178}}], LineBox[{ Offset[{1.5, 0}, {32., 0.4258963882420423}], Offset[{-1.5, 0}, {32., 0.4258963882420423}]}], LineBox[{ Offset[{1.5, 0}, {32., 0.4138148666543178}], Offset[{-1.5, 0}, {32., 0.4138148666543178}]}]}, { LineBox[{{33., 0.4261445825182579}, {33., 0.414468863202811}}], LineBox[{ Offset[{1.5, 0}, {33., 0.4261445825182579}], Offset[{-1.5, 0}, {33., 0.4261445825182579}]}], LineBox[{ Offset[{1.5, 0}, {33., 0.414468863202811}], Offset[{-1.5, 0}, {33., 0.414468863202811}]}]}, { LineBox[{{34., 0.42614863728660046`}, {34., 0.4148752477076052}}], LineBox[{ Offset[{1.5, 0}, {34., 0.42614863728660046`}], Offset[{-1.5, 0}, {34., 0.42614863728660046`}]}], LineBox[{ Offset[{1.5, 0}, {34., 0.4148752477076052}], Offset[{-1.5, 0}, {34., 0.4148752477076052}]}]}, { LineBox[{{35., 0.42667548162012164`}, {35., 0.41538264818747134`}}], LineBox[{ Offset[{1.5, 0}, {35., 0.42667548162012164`}], Offset[{-1.5, 0}, {35., 0.42667548162012164`}]}], LineBox[{ Offset[{1.5, 0}, {35., 0.41538264818747134`}], Offset[{-1.5, 0}, {35., 0.41538264818747134`}]}]}, { LineBox[{{36., 0.42690894782576705`}, {36., 0.4151530342582871}}], LineBox[{ Offset[{1.5, 0}, {36., 0.42690894782576705`}], Offset[{-1.5, 0}, {36., 0.42690894782576705`}]}], LineBox[{ Offset[{1.5, 0}, {36., 0.4151530342582871}], Offset[{-1.5, 0}, {36., 0.4151530342582871}]}]}, { LineBox[{{37., 0.4285324219410859}, {37., 0.41762191516050917`}}], LineBox[{ Offset[{1.5, 0}, {37., 0.4285324219410859}], Offset[{-1.5, 0}, {37., 0.4285324219410859}]}], LineBox[{ Offset[{1.5, 0}, {37., 0.41762191516050917`}], Offset[{-1.5, 0}, {37., 0.41762191516050917`}]}]}, { LineBox[{{38., 0.42882735244386827`}, {38., 0.41741239725617885`}}], LineBox[{ Offset[{1.5, 0}, {38., 0.42882735244386827`}], Offset[{-1.5, 0}, {38., 0.42882735244386827`}]}], LineBox[{ Offset[{1.5, 0}, {38., 0.41741239725617885`}], Offset[{-1.5, 0}, {38., 0.41741239725617885`}]}]}, { LineBox[{{39., 0.4287946585054096}, {39., 0.41752993889389306`}}], LineBox[{ Offset[{1.5, 0}, {39., 0.4287946585054096}], Offset[{-1.5, 0}, {39., 0.4287946585054096}]}], LineBox[{ Offset[{1.5, 0}, {39., 0.41752993889389306`}], Offset[{-1.5, 0}, {39., 0.41752993889389306`}]}]}, { LineBox[{{40., 0.42885420904985216`}, {40., 0.4176245190147967}}], LineBox[{ Offset[{1.5, 0}, {40., 0.42885420904985216`}], Offset[{-1.5, 0}, {40., 0.42885420904985216`}]}], LineBox[{ Offset[{1.5, 0}, {40., 0.4176245190147967}], Offset[{-1.5, 0}, {40., 0.4176245190147967}]}]}, { LineBox[{{41., 0.4291408737543063}, {41., 0.41814704000334957`}}], LineBox[{ Offset[{1.5, 0}, {41., 0.4291408737543063}], Offset[{-1.5, 0}, {41., 0.4291408737543063}]}], LineBox[{ Offset[{1.5, 0}, {41., 0.41814704000334957`}], Offset[{-1.5, 0}, {41., 0.41814704000334957`}]}]}, { LineBox[{{42., 0.42985441877374075`}, {42., 0.4183186452162959}}], LineBox[{ Offset[{1.5, 0}, {42., 0.42985441877374075`}], Offset[{-1.5, 0}, {42., 0.42985441877374075`}]}], LineBox[{ Offset[{1.5, 0}, {42., 0.4183186452162959}], Offset[{-1.5, 0}, {42., 0.4183186452162959}]}]}, { LineBox[{{43., 0.4303064689643544}, {43., 0.4195240284709958}}], LineBox[{ Offset[{1.5, 0}, {43., 0.4303064689643544}], Offset[{-1.5, 0}, {43., 0.4303064689643544}]}], LineBox[{ Offset[{1.5, 0}, {43., 0.4195240284709958}], Offset[{-1.5, 0}, {43., 0.4195240284709958}]}]}, { LineBox[{{44., 0.43082179671298104`}, {44., 0.4193992769075461}}], LineBox[{ Offset[{1.5, 0}, {44., 0.43082179671298104`}], Offset[{-1.5, 0}, {44., 0.43082179671298104`}]}], LineBox[{ Offset[{1.5, 0}, {44., 0.4193992769075461}], Offset[{-1.5, 0}, {44., 0.4193992769075461}]}]}, { LineBox[{{45., 0.4311100487219598}, {45., 0.42011914112377735`}}], LineBox[{ Offset[{1.5, 0}, {45., 0.4311100487219598}], Offset[{-1.5, 0}, {45., 0.4311100487219598}]}], LineBox[{ Offset[{1.5, 0}, {45., 0.42011914112377735`}], Offset[{-1.5, 0}, {45., 0.42011914112377735`}]}]}, { LineBox[{{46., 0.43142383835438}, {46., 0.420021681878973}}], LineBox[{ Offset[{1.5, 0}, {46., 0.43142383835438}], Offset[{-1.5, 0}, {46., 0.43142383835438}]}], LineBox[{ Offset[{1.5, 0}, {46., 0.420021681878973}], Offset[{-1.5, 0}, {46., 0.420021681878973}]}]}, { LineBox[{{47., 0.4322314119137569}, {47., 0.4218198150817035}}], LineBox[{ Offset[{1.5, 0}, {47., 0.4322314119137569}], Offset[{-1.5, 0}, {47., 0.4322314119137569}]}], LineBox[{ Offset[{1.5, 0}, {47., 0.4218198150817035}], Offset[{-1.5, 0}, {47., 0.4218198150817035}]}]}, { LineBox[{{48., 0.43236277481151086`}, {48., 0.4219681625010814}}], LineBox[{ Offset[{1.5, 0}, {48., 0.43236277481151086`}], Offset[{-1.5, 0}, {48., 0.43236277481151086`}]}], LineBox[{ Offset[{1.5, 0}, {48., 0.4219681625010814}], Offset[{-1.5, 0}, {48., 0.4219681625010814}]}]}, { LineBox[{{49., 0.43265919869890856`}, {49., 0.4216877262211076}}], LineBox[{ Offset[{1.5, 0}, {49., 0.43265919869890856`}], Offset[{-1.5, 0}, {49., 0.43265919869890856`}]}], LineBox[{ Offset[{1.5, 0}, {49., 0.4216877262211076}], Offset[{-1.5, 0}, {49., 0.4216877262211076}]}]}, { LineBox[{{50., 0.4327653888678687}, {50., 0.4221221865903812}}], LineBox[{ Offset[{1.5, 0}, {50., 0.4327653888678687}], Offset[{-1.5, 0}, {50., 0.4327653888678687}]}], LineBox[{ Offset[{1.5, 0}, {50., 0.4221221865903812}], Offset[{-1.5, 0}, {50., 0.4221221865903812}]}]}, { LineBox[{{51., 0.43346670848560975`}, {51., 0.422900711233293}}], LineBox[{ Offset[{1.5, 0}, {51., 0.43346670848560975`}], Offset[{-1.5, 0}, {51., 0.43346670848560975`}]}], LineBox[{ Offset[{1.5, 0}, {51., 0.422900711233293}], Offset[{-1.5, 0}, {51., 0.422900711233293}]}]}, { LineBox[{{52., 0.43345361063387966`}, {52., 0.42308697189241207`}}], LineBox[{ Offset[{1.5, 0}, {52., 0.43345361063387966`}], Offset[{-1.5, 0}, {52., 0.43345361063387966`}]}], LineBox[{ Offset[{1.5, 0}, {52., 0.42308697189241207`}], Offset[{-1.5, 0}, {52., 0.42308697189241207`}]}]}, { LineBox[{{53., 0.4338762488605515}, {53., 0.4229209231228494}}], LineBox[{ Offset[{1.5, 0}, {53., 0.4338762488605515}], Offset[{-1.5, 0}, {53., 0.4338762488605515}]}], LineBox[{ Offset[{1.5, 0}, {53., 0.4229209231228494}], Offset[{-1.5, 0}, {53., 0.4229209231228494}]}]}, { LineBox[{{54., 0.43396617240022684`}, {54., 0.42308787549058313`}}], LineBox[{ Offset[{1.5, 0}, {54., 0.43396617240022684`}], Offset[{-1.5, 0}, {54., 0.43396617240022684`}]}], LineBox[{ Offset[{1.5, 0}, {54., 0.42308787549058313`}], Offset[{-1.5, 0}, {54., 0.42308787549058313`}]}]}, { LineBox[{{55., 0.4337118783004828}, {55., 0.4235717267005548}}], LineBox[{ Offset[{1.5, 0}, {55., 0.4337118783004828}], Offset[{-1.5, 0}, {55., 0.4337118783004828}]}], LineBox[{ Offset[{1.5, 0}, {55., 0.4235717267005548}], Offset[{-1.5, 0}, {55., 0.4235717267005548}]}]}, { LineBox[{{56., 0.43408003995223565`}, {56., 0.42363866985320553`}}], LineBox[{ Offset[{1.5, 0}, {56., 0.43408003995223565`}], Offset[{-1.5, 0}, {56., 0.43408003995223565`}]}], LineBox[{ Offset[{1.5, 0}, {56., 0.42363866985320553`}], Offset[{-1.5, 0}, {56., 0.42363866985320553`}]}]}, { LineBox[{{57., 0.43432686692621714`}, {57., 0.4234096876127592}}], LineBox[{ Offset[{1.5, 0}, {57., 0.43432686692621714`}], Offset[{-1.5, 0}, {57., 0.43432686692621714`}]}], LineBox[{ Offset[{1.5, 0}, {57., 0.4234096876127592}], Offset[{-1.5, 0}, {57., 0.4234096876127592}]}]}, { LineBox[{{58., 0.43403279024447616`}, {58., 0.4244167290911184}}], LineBox[{ Offset[{1.5, 0}, {58., 0.43403279024447616`}], Offset[{-1.5, 0}, {58., 0.43403279024447616`}]}], LineBox[{ Offset[{1.5, 0}, {58., 0.4244167290911184}], Offset[{-1.5, 0}, {58., 0.4244167290911184}]}]}, { LineBox[{{59., 0.43488734127060463`}, {59., 0.4241189998428934}}], LineBox[{ Offset[{1.5, 0}, {59., 0.43488734127060463`}], Offset[{-1.5, 0}, {59., 0.43488734127060463`}]}], LineBox[{ Offset[{1.5, 0}, {59., 0.4241189998428934}], Offset[{-1.5, 0}, {59., 0.4241189998428934}]}]}, { LineBox[{{60., 0.43574969007831577`}, {60., 0.4247115921228386}}], LineBox[{ Offset[{1.5, 0}, {60., 0.43574969007831577`}], Offset[{-1.5, 0}, {60., 0.43574969007831577`}]}], LineBox[{ Offset[{1.5, 0}, {60., 0.4247115921228386}], Offset[{-1.5, 0}, {60., 0.4247115921228386}]}]}, { LineBox[{{61., 0.4356822350883791}, {61., 0.4252006211411754}}], LineBox[{ Offset[{1.5, 0}, {61., 0.4356822350883791}], Offset[{-1.5, 0}, {61., 0.4356822350883791}]}], LineBox[{ Offset[{1.5, 0}, {61., 0.4252006211411754}], Offset[{-1.5, 0}, {61., 0.4252006211411754}]}]}, { LineBox[{{62., 0.4360042494025747}, {62., 0.4257492641143988}}], LineBox[{ Offset[{1.5, 0}, {62., 0.4360042494025747}], Offset[{-1.5, 0}, {62., 0.4360042494025747}]}], LineBox[{ Offset[{1.5, 0}, {62., 0.4257492641143988}], Offset[{-1.5, 0}, {62., 0.4257492641143988}]}]}, { LineBox[{{63., 0.4367633364321252}, {63., 0.4263200722144325}}], LineBox[{ Offset[{1.5, 0}, {63., 0.4367633364321252}], Offset[{-1.5, 0}, {63., 0.4367633364321252}]}], LineBox[{ Offset[{1.5, 0}, {63., 0.4263200722144325}], Offset[{-1.5, 0}, {63., 0.4263200722144325}]}]}, { LineBox[{{64., 0.4363039982974909}, {64., 0.4269433123302556}}], LineBox[{ Offset[{1.5, 0}, {64., 0.4363039982974909}], Offset[{-1.5, 0}, {64., 0.4363039982974909}]}], LineBox[{ Offset[{1.5, 0}, {64., 0.4269433123302556}], Offset[{-1.5, 0}, {64., 0.4269433123302556}]}]}, { LineBox[{{65., 0.4371619557812531}, {65., 0.42657207071379927`}}], LineBox[{ Offset[{1.5, 0}, {65., 0.4371619557812531}], Offset[{-1.5, 0}, {65., 0.4371619557812531}]}], LineBox[{ Offset[{1.5, 0}, {65., 0.42657207071379927`}], Offset[{-1.5, 0}, {65., 0.42657207071379927`}]}]}, { LineBox[{{66., 0.4377678245363201}, {66., 0.4280129341649075}}], LineBox[{ Offset[{1.5, 0}, {66., 0.4377678245363201}], Offset[{-1.5, 0}, {66., 0.4377678245363201}]}], LineBox[{ Offset[{1.5, 0}, {66., 0.4280129341649075}], Offset[{-1.5, 0}, {66., 0.4280129341649075}]}]}, { LineBox[{{67., 0.43880158427722454`}, {67., 0.4287424848613159}}], LineBox[{ Offset[{1.5, 0}, {67., 0.43880158427722454`}], Offset[{-1.5, 0}, {67., 0.43880158427722454`}]}], LineBox[{ Offset[{1.5, 0}, {67., 0.4287424848613159}], Offset[{-1.5, 0}, {67., 0.4287424848613159}]}]}, { LineBox[{{68., 0.43945959346484187`}, {68., 0.4287931961250102}}], LineBox[{ Offset[{1.5, 0}, {68., 0.43945959346484187`}], Offset[{-1.5, 0}, {68., 0.43945959346484187`}]}], LineBox[{ Offset[{1.5, 0}, {68., 0.4287931961250102}], Offset[{-1.5, 0}, {68., 0.4287931961250102}]}]}, { LineBox[{{69., 0.4392019973744768}, {69., 0.4298353883904635}}], LineBox[{ Offset[{1.5, 0}, {69., 0.4392019973744768}], Offset[{-1.5, 0}, {69., 0.4392019973744768}]}], LineBox[{ Offset[{1.5, 0}, {69., 0.4298353883904635}], Offset[{-1.5, 0}, {69., 0.4298353883904635}]}]}, { LineBox[{{70., 0.4405581419712783}, {70., 0.4308125327191975}}], LineBox[{ Offset[{1.5, 0}, {70., 0.4405581419712783}], Offset[{-1.5, 0}, {70., 0.4405581419712783}]}], LineBox[{ Offset[{1.5, 0}, {70., 0.4308125327191975}], Offset[{-1.5, 0}, {70., 0.4308125327191975}]}]}, { LineBox[{{71., 0.44064099894847464`}, {71., 0.43105168748726197`}}], LineBox[{ Offset[{1.5, 0}, {71., 0.44064099894847464`}], Offset[{-1.5, 0}, {71., 0.44064099894847464`}]}], LineBox[{ Offset[{1.5, 0}, {71., 0.43105168748726197`}], Offset[{-1.5, 0}, {71., 0.43105168748726197`}]}]}, { LineBox[{{72., 0.4415589216732615}, {72., 0.4315449969748518}}], LineBox[{ Offset[{1.5, 0}, {72., 0.4415589216732615}], Offset[{-1.5, 0}, {72., 0.4415589216732615}]}], LineBox[{ Offset[{1.5, 0}, {72., 0.4315449969748518}], Offset[{-1.5, 0}, {72., 0.4315449969748518}]}]}, { LineBox[{{73., 0.44139242014919544`}, {73., 0.43177142462194684`}}], LineBox[{ Offset[{1.5, 0}, {73., 0.44139242014919544`}], Offset[{-1.5, 0}, {73., 0.44139242014919544`}]}], LineBox[{ Offset[{1.5, 0}, {73., 0.43177142462194684`}], Offset[{-1.5, 0}, {73., 0.43177142462194684`}]}]}, { LineBox[{{74., 0.4423548312757178}, {74., 0.43280083285890353`}}], LineBox[{ Offset[{1.5, 0}, {74., 0.4423548312757178}], Offset[{-1.5, 0}, {74., 0.4423548312757178}]}], LineBox[{ Offset[{1.5, 0}, {74., 0.43280083285890353`}], Offset[{-1.5, 0}, {74., 0.43280083285890353`}]}]}, { LineBox[{{75., 0.4427060961336838}, {75., 0.43269748033434324`}}], LineBox[{ Offset[{1.5, 0}, {75., 0.4427060961336838}], Offset[{-1.5, 0}, {75., 0.4427060961336838}]}], LineBox[{ Offset[{1.5, 0}, {75., 0.43269748033434324`}], Offset[{-1.5, 0}, {75., 0.43269748033434324`}]}]}, { LineBox[{{76., 0.4428667290237674}, {76., 0.4331224978844787}}], LineBox[{ Offset[{1.5, 0}, {76., 0.4428667290237674}], Offset[{-1.5, 0}, {76., 0.4428667290237674}]}], LineBox[{ Offset[{1.5, 0}, {76., 0.4331224978844787}], Offset[{-1.5, 0}, {76., 0.4331224978844787}]}]}, { LineBox[{{77., 0.4435591119940739}, {77., 0.4341108816568104}}], LineBox[{ Offset[{1.5, 0}, {77., 0.4435591119940739}], Offset[{-1.5, 0}, {77., 0.4435591119940739}]}], LineBox[{ Offset[{1.5, 0}, {77., 0.4341108816568104}], Offset[{-1.5, 0}, {77., 0.4341108816568104}]}]}, { LineBox[{{78., 0.44369372792849654`}, {78., 0.4342665430950951}}], LineBox[{ Offset[{1.5, 0}, {78., 0.44369372792849654`}], Offset[{-1.5, 0}, {78., 0.44369372792849654`}]}], LineBox[{ Offset[{1.5, 0}, {78., 0.4342665430950951}], Offset[{-1.5, 0}, {78., 0.4342665430950951}]}]}, { LineBox[{{79., 0.4442389966643604}, {79., 0.43424707108913785`}}], LineBox[{ Offset[{1.5, 0}, {79., 0.4442389966643604}], Offset[{-1.5, 0}, {79., 0.4442389966643604}]}], LineBox[{ Offset[{1.5, 0}, {79., 0.43424707108913785`}], Offset[{-1.5, 0}, {79., 0.43424707108913785`}]}]}, { LineBox[{{80., 0.4440129916274055}, {80., 0.43518768881207925`}}], LineBox[{ Offset[{1.5, 0}, {80., 0.4440129916274055}], Offset[{-1.5, 0}, {80., 0.4440129916274055}]}], LineBox[{ Offset[{1.5, 0}, {80., 0.43518768881207925`}], Offset[{-1.5, 0}, {80., 0.43518768881207925`}]}]}, { LineBox[{{81., 0.44511436937003174`}, {81., 0.4353388046073203}}], LineBox[{ Offset[{1.5, 0}, {81., 0.44511436937003174`}], Offset[{-1.5, 0}, {81., 0.44511436937003174`}]}], LineBox[{ Offset[{1.5, 0}, {81., 0.4353388046073203}], Offset[{-1.5, 0}, {81., 0.4353388046073203}]}]}, { LineBox[{{82., 0.44501545098543654`}, {82., 0.436987157472608}}], LineBox[{ Offset[{1.5, 0}, {82., 0.44501545098543654`}], Offset[{-1.5, 0}, {82., 0.44501545098543654`}]}], LineBox[{ Offset[{1.5, 0}, {82., 0.436987157472608}], Offset[{-1.5, 0}, {82., 0.436987157472608}]}]}, { LineBox[{{83., 0.44655523444970174`}, {83., 0.43730248816638867`}}], LineBox[{ Offset[{1.5, 0}, {83., 0.44655523444970174`}], Offset[{-1.5, 0}, {83., 0.44655523444970174`}]}], LineBox[{ Offset[{1.5, 0}, {83., 0.43730248816638867`}], Offset[{-1.5, 0}, {83., 0.43730248816638867`}]}]}, { LineBox[{{84., 0.44675540665647695`}, {84., 0.4375303079150016}}], LineBox[{ Offset[{1.5, 0}, {84., 0.44675540665647695`}], Offset[{-1.5, 0}, {84., 0.44675540665647695`}]}], LineBox[{ Offset[{1.5, 0}, {84., 0.4375303079150016}], Offset[{-1.5, 0}, {84., 0.4375303079150016}]}]}, { LineBox[{{85., 0.4466063639249307}, {85., 0.4376866175226122}}], LineBox[{ Offset[{1.5, 0}, {85., 0.4466063639249307}], Offset[{-1.5, 0}, {85., 0.4466063639249307}]}], LineBox[{ Offset[{1.5, 0}, {85., 0.4376866175226122}], Offset[{-1.5, 0}, {85., 0.4376866175226122}]}]}, { LineBox[{{86., 0.4465748604565239}, {86., 0.43772357754919017`}}], LineBox[{ Offset[{1.5, 0}, {86., 0.4465748604565239}], Offset[{-1.5, 0}, {86., 0.4465748604565239}]}], LineBox[{ Offset[{1.5, 0}, {86., 0.43772357754919017`}], Offset[{-1.5, 0}, {86., 0.43772357754919017`}]}]}, { LineBox[{{87., 0.4465376754641215}, {87., 0.43832715159951074`}}], LineBox[{ Offset[{1.5, 0}, {87., 0.4465376754641215}], Offset[{-1.5, 0}, {87., 0.4465376754641215}]}], LineBox[{ Offset[{1.5, 0}, {87., 0.43832715159951074`}], Offset[{-1.5, 0}, {87., 0.43832715159951074`}]}]}, { LineBox[{{88., 0.4470038152771746}, {88., 0.4382775373283432}}], LineBox[{ Offset[{1.5, 0}, {88., 0.4470038152771746}], Offset[{-1.5, 0}, {88., 0.4470038152771746}]}], LineBox[{ Offset[{1.5, 0}, {88., 0.4382775373283432}], Offset[{-1.5, 0}, {88., 0.4382775373283432}]}]}, { LineBox[{{89., 0.44801662953399063`}, {89., 0.4391746196493646}}], LineBox[{ Offset[{1.5, 0}, {89., 0.44801662953399063`}], Offset[{-1.5, 0}, {89., 0.44801662953399063`}]}], LineBox[{ Offset[{1.5, 0}, {89., 0.4391746196493646}], Offset[{-1.5, 0}, {89., 0.4391746196493646}]}]}, { LineBox[{{90., 0.44813075170956973`}, {90., 0.4391898817936727}}], LineBox[{ Offset[{1.5, 0}, {90., 0.44813075170956973`}], Offset[{-1.5, 0}, {90., 0.44813075170956973`}]}], LineBox[{ Offset[{1.5, 0}, {90., 0.4391898817936727}], Offset[{-1.5, 0}, {90., 0.4391898817936727}]}]}, { LineBox[{{91., 0.44860825803142046`}, {91., 0.43933744963484533`}}], LineBox[{ Offset[{1.5, 0}, {91., 0.44860825803142046`}], Offset[{-1.5, 0}, {91., 0.44860825803142046`}]}], LineBox[{ Offset[{1.5, 0}, {91., 0.43933744963484533`}], Offset[{-1.5, 0}, {91., 0.43933744963484533`}]}]}, { LineBox[{{92., 0.4490835275468095}, {92., 0.44089305114040794`}}], LineBox[{ Offset[{1.5, 0}, {92., 0.4490835275468095}], Offset[{-1.5, 0}, {92., 0.4490835275468095}]}], LineBox[{ Offset[{1.5, 0}, {92., 0.44089305114040794`}], Offset[{-1.5, 0}, {92., 0.44089305114040794`}]}]}, { LineBox[{{93., 0.451414692452905}, {93., 0.4431448766074215}}], LineBox[{ Offset[{1.5, 0}, {93., 0.451414692452905}], Offset[{-1.5, 0}, {93., 0.451414692452905}]}], LineBox[{ Offset[{1.5, 0}, {93., 0.4431448766074215}], Offset[{-1.5, 0}, {93., 0.4431448766074215}]}]}, { LineBox[{{94., 0.4516091821307454}, {94., 0.4434521738433629}}], LineBox[{ Offset[{1.5, 0}, {94., 0.4516091821307454}], Offset[{-1.5, 0}, {94., 0.4516091821307454}]}], LineBox[{ Offset[{1.5, 0}, {94., 0.4434521738433629}], Offset[{-1.5, 0}, {94., 0.4434521738433629}]}]}, { LineBox[{{95., 0.4525639134310545}, {95., 0.4439780049298079}}], LineBox[{ Offset[{1.5, 0}, {95., 0.4525639134310545}], Offset[{-1.5, 0}, {95., 0.4525639134310545}]}], LineBox[{ Offset[{1.5, 0}, {95., 0.4439780049298079}], Offset[{-1.5, 0}, {95., 0.4439780049298079}]}]}, { LineBox[{{96., 0.45300299613536704`}, {96., 0.44506301025535705`}}], LineBox[{ Offset[{1.5, 0}, {96., 0.45300299613536704`}], Offset[{-1.5, 0}, {96., 0.45300299613536704`}]}], LineBox[{ Offset[{1.5, 0}, {96., 0.44506301025535705`}], Offset[{-1.5, 0}, {96., 0.44506301025535705`}]}]}, { LineBox[{{97., 0.45369524607943645`}, {97., 0.4454812917206018}}], LineBox[{ Offset[{1.5, 0}, {97., 0.45369524607943645`}], Offset[{-1.5, 0}, {97., 0.45369524607943645`}]}], LineBox[{ Offset[{1.5, 0}, {97., 0.4454812917206018}], Offset[{-1.5, 0}, {97., 0.4454812917206018}]}]}, { LineBox[{{98., 0.45378030049366275`}, {98., 0.4457076775952899}}], LineBox[{ Offset[{1.5, 0}, {98., 0.45378030049366275`}], Offset[{-1.5, 0}, {98., 0.45378030049366275`}]}], LineBox[{ Offset[{1.5, 0}, {98., 0.4457076775952899}], Offset[{-1.5, 0}, {98., 0.4457076775952899}]}]}, { LineBox[{{99., 0.4541779799809127}, {99., 0.44637822568880214`}}], LineBox[{ Offset[{1.5, 0}, {99., 0.4541779799809127}], Offset[{-1.5, 0}, {99., 0.4541779799809127}]}], LineBox[{ Offset[{1.5, 0}, {99., 0.44637822568880214`}], Offset[{-1.5, 0}, {99., 0.44637822568880214`}]}]}, { LineBox[{{100., 0.4569928595928045}, {100., 0.44971599928281486`}}], LineBox[{ Offset[{1.5, 0}, {100., 0.4569928595928045}], Offset[{-1.5, 0}, {100., 0.4569928595928045}]}], LineBox[{ Offset[{1.5, 0}, {100., 0.44971599928281486`}], Offset[{-1.5, 0}, {100., 0.44971599928281486`}]}]}}}, {}}, {}, {}, {{}, {}}}}, 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}}, FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, FrameTicksStyle->Directive[ GrayLevel[0], 12], GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->All, ImageSize->Medium, Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotRange->All, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, {0, 0}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.78311226083928*^9, 3.783112294855691*^9}, 3.783168360989386*^9, {3.78316841225919*^9, 3.7831684178225803`*^9}, 3.783185175591009*^9, 3.783334520815296*^9, 3.783334684622917*^9, 3.783335506757702*^9},ExpressionUUID->"7ba23992-4444-4201-a56d-\ ec05bf9708f3"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"VarWB", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"Round", "[", RowBox[{ RowBox[{"Mean", "[", RowBox[{ RowBox[{"HetCompMtrx2", "[", RowBox[{"fileC", ",", "rep", ",", "250"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "4"}], "]"}], "]"}], "]"}], ",", "0.0001"}], "]"}], ",", RowBox[{"Round", "[", RowBox[{ RowBox[{"StandardDeviation", "[", RowBox[{ RowBox[{"HetCompMtrx2", "[", RowBox[{"fileC", ",", "rep", ",", "250"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "3"}], "]"}], "]"}], "]"}], ",", "0.001"}], "]"}], ",", RowBox[{"Round", "[", RowBox[{ RowBox[{ RowBox[{"StandardDeviation", "[", RowBox[{ RowBox[{"HetCompMtrx2", "[", RowBox[{"fileC", ",", "rep", ",", "250"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "3"}], "]"}], "]"}], "]"}], "/", RowBox[{"Mean", "[", RowBox[{ RowBox[{"HetCompMtrx2", "[", RowBox[{"fileC", ",", "rep", ",", "250"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "4"}], "]"}], "]"}], "]"}]}], ",", "0.01"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"rep", ",", "1", ",", "7"}], "}"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.783184265904633*^9, 3.783184280994649*^9}, { 3.783184315285026*^9, 3.78318443218507*^9}, {3.783184588883604*^9, 3.783184591979772*^9}, {3.783185374668725*^9, 3.783185444824216*^9}},ExpressionUUID->"379662b5-4ba6-456d-8e6e-\ 67b789468eb0"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"0.0004`", ",", "0.001`", ",", "3.09`"}], "}"}], ",", RowBox[{"{", RowBox[{ "0.0018000000000000002`", ",", "0.012`", ",", "6.3500000000000005`"}], "}"}], ",", RowBox[{"{", RowBox[{"0.004`", ",", "0.037`", ",", "9.25`"}], "}"}], ",", RowBox[{"{", RowBox[{"0.0058000000000000005`", ",", "0.061`", ",", "10.5`"}], "}"}], ",", RowBox[{"{", RowBox[{ "0.0058000000000000005`", ",", "0.059000000000000004`", ",", "10.200000000000001`"}], "}"}], ",", RowBox[{"{", RowBox[{"0.0044`", ",", "0.037`", ",", "8.46`"}], "}"}], ",", RowBox[{"{", RowBox[{"0.0029000000000000002`", ",", "0.022`", ",", "7.65`"}], "}"}]}], "}"}]], "Output", CellChangeTimes->{3.783185445304093*^9, 3.783334523007169*^9, 3.7833346869218063`*^9, 3.783335515967499*^9},ExpressionUUID->"0d4d782b-c9bf-4830-97dd-\ 430f9c40233b"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Export", "[", RowBox[{ RowBox[{"fileC2", "<>", "\"\\""}], ",", "VarWB"}], "]"}]], "Input", CellChangeTimes->{{3.783184426289528*^9, 3.7831844922227488`*^9}, { 3.783184593476581*^9, 3.783184593779984*^9}},ExpressionUUID->"948ef0e4-d700-4086-aa53-\ 42c26c0b887e"], Cell[BoxData["\<\"/Users/ailenemacpherson/Desktop/EcoEpiDrift/sims_11_1/const_\ 11_20/VarWB.csv\"\>"], "Output", CellChangeTimes->{3.783184496379286*^9, 3.783184623358754*^9, 3.783185182563439*^9, 3.7831852203087053`*^9, 3.783185451801735*^9, 3.783334523077527*^9, 3.783334686988183*^9, 3.783335523083795*^9},ExpressionUUID->"45b2b034-4999-4a28-8fa0-\ 44d7b1ba452d"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"ErrorListPlot2", "[", RowBox[{"file_", ",", "rep_", ",", "\[Tau]_"}], "]"}], ":=", RowBox[{"Block", "[", RowBox[{ RowBox[{"{", "temp", "}"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"temp", "=", RowBox[{"Sort", "[", RowBox[{ RowBox[{"HetCompMtrx2", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}], ",", RowBox[{ RowBox[{ RowBox[{"#1", "[", RowBox[{"[", "3", "]"}], "]"}], "<", RowBox[{"#2", "[", RowBox[{"[", "3", "]"}], "]"}]}], "&"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"Show", "[", RowBox[{ RowBox[{"ListLinePlot", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"r", ",", RowBox[{ RowBox[{"temp", "[", RowBox[{"[", RowBox[{"r", ",", "3"}], "]"}], "]"}], "-", RowBox[{"2", RowBox[{"temp", "[", RowBox[{"[", RowBox[{"r", ",", "4"}], "]"}], "]"}]}]}]}], "}"}], ",", RowBox[{"{", RowBox[{"r", ",", RowBox[{ RowBox[{"temp", "[", RowBox[{"[", RowBox[{"r", ",", "3"}], "]"}], "]"}], "+", RowBox[{"2", RowBox[{"temp", "[", RowBox[{"[", RowBox[{"r", ",", "4"}], "]"}], "]"}]}]}]}], "}"}]}], "}"}], ",", RowBox[{"{", RowBox[{"r", ",", "1", ",", "100"}], "}"}]}], "]"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{"Directive", "[", RowBox[{"Lighter", "[", RowBox[{ RowBox[{"ColorData", "[", "\"\\"", "]"}], "[", FractionBox[ RowBox[{"rep", "-", "1"}], "6"], "]"}], "]"}], "]"}]}], ",", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{"0", ",", "0.5"}], "}"}]}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"ListPlot", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{"r", ",", RowBox[{"temp", "[", RowBox[{"[", RowBox[{"r", ",", "3"}], "]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"r", ",", "1", ",", "100"}], "}"}]}], "]"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{ RowBox[{"ColorData", "[", "\"\\"", "]"}], "[", FractionBox[ RowBox[{"rep", "-", "1"}], "6"], "]"}]}], ",", RowBox[{"PlotMarkers", "\[Rule]", RowBox[{"{", RowBox[{"\"\<\[FilledCircle]\>\"", ",", "4"}], "}"}]}]}], "]"}]}], "\[IndentingNewLine]", "]"}]}]}], "\[IndentingNewLine]", "]"}]}]], "Input", CellChangeTimes->{{3.7838800079040203`*^9, 3.783880308930901*^9}, { 3.7838804579628983`*^9, 3.783880545524727*^9}, 3.783880623768407*^9, { 3.7838807090896883`*^9, 3.7838807106827173`*^9}},ExpressionUUID->"cad9bb82-0e00-4727-9a6d-\ 433734475d63"], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"Show", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"ErrorListPlot2", "[", RowBox[{"fileC", ",", "rep", ",", "250"}], "]"}], ",", RowBox[{"{", RowBox[{"rep", ",", "1", ",", "7"}], "}"}]}], "]"}], ",", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{"0", ",", "0.5"}], "}"}]}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"FrameTicks", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"True", ",", "False"}], "}"}], ",", RowBox[{"{", RowBox[{"True", ",", "False"}], "}"}]}], "}"}]}], ",", RowBox[{"FrameTicksStyle", "\[Rule]", RowBox[{"Directive", "[", RowBox[{"Black", ",", "16"}], "]"}]}], ",", RowBox[{"ImageSize", "\[Rule]", "Medium"}]}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Export", "[", RowBox[{ RowBox[{ RowBox[{"NotebookDirectory", "[", "]"}], "<>", "\"\\""}], ",", "%", ",", RowBox[{"ImageResolution", "\[Rule]", "300"}]}], "]"}], ";"}]}], "Input", CellChangeTimes->{ 3.78388013469666*^9, {3.78388024172396*^9, 3.783880254706422*^9}, { 3.783880293930274*^9, 3.783880297915575*^9}, {3.783880390668754*^9, 3.7838804282656527`*^9}, {3.783880526726749*^9, 3.783880553073071*^9}, { 3.7838806010804996`*^9, 3.783880603099226*^9}, {3.783880662878586*^9, 3.783880669630021*^9}, 3.7838809200217524`*^9},ExpressionUUID->"62027143-ed9b-485d-9fa7-\ 4011ad70a133"], Cell[BoxData[ GraphicsBox[{{{{}, {{}, {}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{1., 0.}, {1., 0.}, {1., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{2., 0.}, {2., 0.}, {2., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{3., 0.}, {3., 0.}, {3., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{4., 0.}, {4., 0.}, {4., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{5., 0.}, {5., 0.}, {5., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{6., 0.}, {6., 0.}, {6., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{7., 0.}, {7., 0.}, {7., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{8., 0.}, {8., 0.}, {8., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{9., 0.}, {9., 0.}, {9., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{10., 0.}, {10., 0.}, {10., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{11., 0.}, {11., 0.}, {11., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{12., 0.}, {12., 0.}, {12., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{13., 0.}, {13., 0.}, {13., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{14., 0.}, {14., 0.}, {14., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{15., 0.}, {15., 0.}, {15., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{16., 0.}, {16., 0.}, {16., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{17., 0.}, {17., 0.}, {17., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{18., 0.}, {18., 0.}, {18., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{19., 0.}, {19., 0.}, {19., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{20., 0.}, {20., 0.}, {20., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{21., 0.}, {21., 0.}, {21., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{22., 0.}, {22., 0.}, {22., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{23., 0.}, {23., 0.}, {23., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{24., 0.}, {24., 0.}, {24., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{25., 0.}, {25., 0.}, {25., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{26., 0.}, {26., 0.}, {26., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{27., 0.}, {27., 0.}, {27., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{28., 0.}, {28., 0.}, {28., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{29., 0.}, {29., 0.}, {29., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{30., 0.}, {30., 0.}, {30., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{31., 0.}, {31., 0.}, {31., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{32., 0.}, {32., 0.}, {32., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{33., 0.}, {33., 0.}, {33., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{34., 0.}, {34., 0.}, {34., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{35., 0.}, {35., 0.}, {35., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{36., 0.}, {36., 0.}, {36., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{37., 0.}, {37., 0.}, {37., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{38., 0.}, {38., 0.}, {38., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{39., 0.}, {39., 0.}, {39., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{40., 0.}, {40., 0.}, {40., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{41., 0.}, {41., 0.}, {41., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{42., 0.}, {42., 0.}, {42., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{43., 0.}, {43., 0.}, {43., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{44., 0.}, {44., 0.}, {44., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{45., 0.}, {45., 0.}, {45., 0.}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{46., 0.}, {46., 0.00017637929865518167`}, {46., 0.00017637929865518167`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{47., 0.}, {47., 0.00023053639589707922`}, {47., 0.00023053639589707922`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{48., 0.}, {48., 0.0002877484346474931}, {48., 0.0002877484346474931}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{49., 0.}, {49., 0.00039020819292427623`}, {49., 0.00039020819292427623`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{50., 0.}, {50., 0.0006535309787645161}, {50., 0.0006535309787645161}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{51., 0.}, {51., 0.0006733367441772874}, {51., 0.0006733367441772874}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{52., 0.}, {52., 0.0008412190532336202}, {52., 0.0008412190532336202}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{53., 0.}, {53., 0.0012414275698466207`}, {53., 0.0012414275698466207`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{54., 0.}, {54., 0.001394382792706949}, {54., 0.001394382792706949}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{55., 0.}, {55., 0.0014944523742491346`}, {55., 0.0014944523742491346`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{56., 0.}, {56., 0.0013552928503212402`}, {56., 0.0013552928503212402`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{57., 0.}, {57., 0.0015152422668416614`}, {57., 0.0015152422668416614`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{58., 0.}, {58., 0.0015781640844717958`}, {58., 0.0015781640844717958`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{59., 0.}, {59., 0.0017170672617742113`}, {59., 0.0017170672617742113`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{60., 0.}, {60., 0.0018417767936289111`}, {60., 0.0018417767936289111`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{61., 0.}, {61., 0.0018647828041403014`}, {61., 0.0018647828041403014`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{62., 0.}, {62., 0.0021734118124503545`}, {62., 0.0021734118124503545`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{63., 0.}, {63., 0.002516296616513133}, {63., 0.002516296616513133}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{64., 0.}, {64., 0.0027527853024488474`}, {64., 0.0027527853024488474`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{65., 0.}, {65., 0.0026978854500938933`}, {65., 0.0026978854500938933`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{66., 0.}, {66., 0.0029269931027109397`}, {66., 0.0029269931027109397`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{67., 0.}, {67., 0.003225968022575425}, {67., 0.003225968022575425}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{68., 6.8986303530804705`*^-6}, {68., 0.0032019013696469195`}, {68., 0.0032019013696469195`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{69., 0.00011707053281153398`}, {69., 0.0031369294671884655`}, {69., 0.0031369294671884655`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{70., 0.00006226876618571284}, {70., 0.003371331233814287}, { 70., 0.003371331233814287}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{71., 0.00024400081552940515`}, {71., 0.0032495991844705948`}, {71., 0.0032495991844705948`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{72., 0.00009680408891590744}, {72., 0.0034719959110840926`}, {72., 0.0034719959110840926`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{73., 0.00014805355110779567`}, {73., 0.0036339464488922045`}, {73., 0.0036339464488922045`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{74., 0.00007496778760032415}, {74., 0.0037122322123996753`}, {74., 0.0037122322123996753`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{75., 0.0001801359757401947}, {75., 0.0036854640242598054`}, { 75., 0.0036854640242598054`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{76., 0.00038944014582821367`}, {76., 0.004022959854171786}, { 76., 0.004022959854171786}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{77., 0.00032404876588305724`}, {77., 0.004109551234116943}, { 77., 0.004109551234116943}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{78., 0.00036767349542527936`}, {78., 0.0040807265045747195`}, {78., 0.0040807265045747195`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{79., 0.00029273790302181656`}, {79., 0.004286462096978184}, { 79., 0.004286462096978184}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{80., 0.00030995883587222467`}, {80., 0.004321641164127775}, { 80., 0.004321641164127775}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{81., 0.00033363906743336764`}, {81., 0.004332360932566632}, { 81., 0.004332360932566632}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{82., 0.000390686853163551}, {82., 0.004692513146836448}, { 82., 0.004692513146836448}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{83., 0.0007101202675871281}, {83., 0.004393879732412873}, { 83., 0.004393879732412873}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{84., 0.0006581646844352222}, {84., 0.004827435315564778}, { 84., 0.004827435315564778}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{85., 0.0007980278058285898}, {85., 0.00472357219417141}, { 85., 0.00472357219417141}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{86., 0.0006433130581789391}, {86., 0.005140686941821062}, { 86., 0.005140686941821062}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{87., 0.0008197813887719408}, {87., 0.005015018611228057}, { 87., 0.005015018611228057}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{88., 0.0006537650367570863}, {88., 0.0052898349632429145`}, { 88., 0.0052898349632429145`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{89., 0.0009003920602328212}, {89., 0.005122807939767179}, { 89., 0.005122807939767179}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{90., 0.0009627695965431682}, {90., 0.005210430403456831}, { 90., 0.005210430403456831}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{91., 0.001084946997178338}, {91., 0.0052754530028216624`}, { 91., 0.0052754530028216624`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{92., 0.0012194182802442127`}, {92., 0.005560181719755787}, { 92., 0.005560181719755787}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{93., 0.0011878768552796488`}, {93., 0.00567972314472035}, { 93., 0.00567972314472035}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{94., 0.0011698501726949504`}, {94., 0.0059785498273050505`}, {94., 0.0059785498273050505`}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{95., 0.0014648480989044202`}, {95., 0.006132351901095578}, { 95., 0.006132351901095578}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{96., 0.0013909185124448657`}, {96., 0.006377481487555134}, { 96., 0.006377481487555134}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{97., 0.0014062896301159141`}, {97., 0.006807710369884087}, { 97., 0.006807710369884087}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{98., 0.001488699486415964}, {98., 0.007230100513584036}, { 98., 0.007230100513584036}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{99., 0.0017614277694860468`}, {99., 0.007054172230513953}, { 99., 0.007054172230513953}}]}, {RGBColor[0.5338166666666666, 0.786994, 0.9344673333333333], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{100., 0.0018748263552865463`}, {100., 0.006946773644713454}, {100., 0.006946773644713454}}]}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.300725, 0.680491, 0.901701], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[InsetBox[ StyleBox["\<\"\[FilledCircle]\"\>", StripOnInput->False, FontSize->4], {0., 0.}], CompressedData[" 1:eJxd0klI1GEYx/HXJeuQW3kwsnTMxDJGc89tHifTGdfZZ9zKrc3UGbWDaOmA FZZg5JZWKjKGkiUtdrBEFCs18aBZjAoNtChCmoV7Qkk+HnxeeA8fvv/f6f9y UtWSsyaMsfSNa7RxjdnWmeex7Qe2cxexFbENsS2xHbEDsSOxE7EzsQvxUeJj xFxid+LjxB7EnsRexN7EPsS+xH7EJ4j9iQOIA4mDiIOJecSw3VpiFkI6MeOT TsxOkk7MQkknZqdIJ2ZhpBOzcAgu/PY2v8Ri811rw6GwxHxhkWOD71wAVbvL K5TTttgFkHXZUDhoxcEuhL6qCrfn7a7YhcDN1hl17fDAHgGCXulAdYEP9gh4 lSsunVz3xx4JB+aKNHVcHvZImGgsiPeSAvYo6CgdzlznhmCPgtf1+oaOIT72 aDB+wb8zNx2KPRomVpIcXQaE2GOg0eyZfighAnsMFM4X/7jnHY09FtTLw6rb ChH2WHDdl5Dm2ifFLoJ3Rcn6tnHZpkEEV2ttndu75fi9CNSGuJxkF8Wme0Rw yPBw7PBXFe7F8L15KkUpjMe9GNws635zWtFaMbT5NC/1OyTiXgycsnHfBw1o JoGWRucZUWAS7iWgXtr5PuvPadxLwOZDzTW52RncS6C/5pZHzyM0k0JlivP9 rj2puJfCx+sWmmUXtFYKM2uxgit+6B4prNV81ul60UwG7uK81uqVrb0MuoLz PrXYpeFeBh2rTnb2o+m4l4Hp//+BZnKo5VXftM4/h3s5/NR3+4zUo7VyWJjS PFl6eh73ckhanPQImEIzBQjuzq6KVBdwr4DVzjDNQBtaq4CytMFea+FF3Csg ZnrMkGiegXslmHYWmM6+uYR7JdQ3ZSs8OZm4VwJ/utikOTwL90qw17Xqgw6q ca+CJc3ev70jaFBBU8ZChnZUg3sV/DL7cuPIZA7uVfC4snx4xjwX93Ew+HJ9 v6V1Lu8fswIcYQ== "]]}, {}}, {}, {}, {{}, {}}}}, {{{}, {{}, {}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{1., 0.}, {1., 0.}, {1., 0.}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{2., 0.}, {2., 0.}, {2., 0.}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{3., 0.}, {3., 0.}, {3., 0.}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{4., 0.}, {4., 0.}, {4., 0.}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{5., 0.}, {5., 0.}, {5., 0.}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{6., 0.}, {6., 0.}, {6., 0.}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{7., 0.}, {7., 0.}, {7., 0.}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{8., 0.}, {8., 0.00006762004718641979}, {8., 0.00006762004718641979}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{9., 0.}, {9., 0.0005079863035629071}, {9., 0.0005079863035629071}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{10., 0.}, {10., 0.0007901579305807612}, {10., 0.0007901579305807612}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{11., 0.}, {11., 0.0010411366498334455`}, {11., 0.0010411366498334455`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{12., 0.}, {12., 0.001026209282685041}, {12., 0.001026209282685041}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{13., 0.}, {13., 0.0011124163222519814`}, {13., 0.0011124163222519814`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{14., 0.}, {14., 0.0011004691335379508`}, {14., 0.0011004691335379508`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{15., 0.}, {15., 0.0012526708558098587`}, {15., 0.0012526708558098587`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{16., 0.}, {16., 0.0013532234625616834`}, {16., 0.0013532234625616834`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{17., 0.}, {17., 0.0015678987899528716`}, {17., 0.0015678987899528716`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{18., 0.}, {18., 0.0013345742797196175`}, {18., 0.0013345742797196175`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{19., 0.}, {19., 0.0017149988432588205`}, {19., 0.0017149988432588205`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{20., 0.}, {20., 0.0019844601040983393`}, {20., 0.0019844601040983393`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{21., 0.}, {21., 0.0020921477374129956`}, {21., 0.0020921477374129956`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{22., 0.}, {22., 0.002371970904699517}, {22., 0.002371970904699517}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{23., 0.}, {23., 0.002466865830259967}, {23., 0.002466865830259967}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{24., 0.}, {24., 0.0029837928592588324`}, {24., 0.0029837928592588324`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{25., 0.00016018145078473107`}, {25., 0.0030867570670791754`}, {25., 0.0030867570670791754`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{26., 0.00014630279581021445`}, {26., 0.0037076297884594484`}, {26., 0.0037076297884594484`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{27., 0.0002960886998842958}, {27., 0.003600389017575621}, { 27., 0.003600389017575621}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{28., 0.00026093200790632096`}, {28., 0.003815952223882595}, { 28., 0.003815952223882595}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{29., 0.0003732765005684299}, {29., 0.004184355111601751}, { 29., 0.004184355111601751}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{30., 0.00024070836971235585`}, {30., 0.004403907209128699}, { 30., 0.004403907209128699}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{31., 0.0007049586528060621}, {31., 0.004775157494145081}, { 31., 0.004775157494145081}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{32., 0.0007514393958249978}, {32., 0.005028386383748288}, { 32., 0.005028386383748288}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{33., 0.0008092763375560663}, {33., 0.005364186609041586}, { 33., 0.005364186609041586}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{34., 0.0010113375932236713`}, {34., 0.005670899498052684}, { 34., 0.005670899498052684}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{35., 0.0012887243969105515`}, {35., 0.0055121845792288245`}, {35., 0.0055121845792288245`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{36., 0.001114291827216066}, {36., 0.005690657042876095}, { 36., 0.005690657042876095}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{37., 0.001932197508360092}, {37., 0.006727567672803901}, { 37., 0.006727567672803901}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{38., 0.002004497689755934}, {38., 0.00740454157296342}, {38., 0.00740454157296342}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{39., 0.0022392464268115243`}, {39., 0.007311567864313336}, { 39., 0.007311567864313336}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{40., 0.0021201418720730504`}, {40., 0.007702229040690491}, { 40., 0.007702229040690491}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{41., 0.0020937092830318345`}, {41., 0.007766914375597128}, { 41., 0.007766914375597128}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{42., 0.0022988814399979005`}, {42., 0.007762600696096028}, { 42., 0.007762600696096028}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{43., 0.0025780035424886666`}, {43., 0.00859785809114345}, { 43., 0.00859785809114345}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{44., 0.0028170362507265933`}, {44., 0.008900171172578547}, { 44., 0.008900171172578547}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{45., 0.0030873089974130007`}, {45., 0.009403033131106124}, { 45., 0.009403033131106124}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{46., 0.003166316851081776}, {46., 0.009465169072412735}, { 46., 0.009465169072412735}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{47., 0.004077849535059747}, {47., 0.010797292492462033`}, { 47., 0.010797292492462033`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{48., 0.0041798433354834925`}, {48., 0.01108641092534216}, { 48., 0.01108641092534216}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{49., 0.004352117724960056}, {49., 0.011068031246129456`}, { 49., 0.011068031246129456`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{50., 0.004519100986930336}, {50., 0.011537078788350563`}, { 50., 0.011537078788350563`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{51., 0.004825737820326316}, {51., 0.012587215089659794`}, { 51., 0.012587215089659794`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{52., 0.005173444610487292}, {52., 0.012637437853848018`}, { 52., 0.012637437853848018`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{53., 0.005915616692165777}, {53., 0.013838328516772486`}, { 53., 0.013838328516772486`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{54., 0.006197492937236861}, {54., 0.014377560717604702`}, { 54., 0.014377560717604702`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{55., 0.007190410037673883}, {55., 0.01534487591106997}, {55., 0.01534487591106997}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{56., 0.0069076517004261866`}, {56., 0.015627760495003685`}, { 56., 0.015627760495003685`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{57., 0.0074663806193852635`}, {57., 0.015531094446894253`}, { 57., 0.015531094446894253`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{58., 0.00859668085696428}, {58., 0.0169089371205638}, {58., 0.0169089371205638}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{59., 0.009339796836725995}, {59., 0.01912403348772799}, {59., 0.01912403348772799}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{60., 0.00990341217950464}, {60., 0.01937938039719023}, {60., 0.01937938039719023}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{61., 0.010789847260974955`}, {61., 0.020716401949983254`}, { 61., 0.020716401949983254`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{62., 0.011246886503340561`}, {62., 0.020615378362206727`}, { 62., 0.020615378362206727`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{63., 0.011843237609897545`}, {63., 0.02156441293927554}, { 63., 0.02156441293927554}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{64., 0.012096675542643345`}, {64., 0.022557661031021605`}, { 64., 0.022557661031021605`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{65., 0.01362186790027738}, {65., 0.024601967474044032`}, { 65., 0.024601967474044032`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{66., 0.01406906912446024}, {66., 0.024432003972370966`}, { 66., 0.024432003972370966`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{67., 0.015244476525625767`}, {67., 0.02636756740822098}, { 67., 0.02636756740822098}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{68., 0.015492171316451617`}, {68., 0.026470207171113088`}, { 68., 0.026470207171113088`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{69., 0.015803304675998924`}, {69., 0.02630198506014549}, { 69., 0.02630198506014549}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{70., 0.01546802781793235}, {70., 0.026657587634662028`}, { 70., 0.026657587634662028`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{71., 0.01586314924236426}, {71., 0.027203004021112566`}, { 71., 0.027203004021112566`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{72., 0.01593278219597508}, {72., 0.027482948141103563`}, { 72., 0.027482948141103563`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{73., 0.01598412747414111}, {73., 0.027551663461346826`}, { 73., 0.027551663461346826`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{74., 0.016183613856371265`}, {74., 0.028088069011953425`}, { 74., 0.028088069011953425`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{75., 0.016608319655996653`}, {75., 0.027694041157032005`}, { 75., 0.027694041157032005`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{76., 0.017542896985019908`}, {76., 0.029090482638764972`}, { 76., 0.029090482638764972`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{77., 0.019287714381603527`}, {77., 0.03153743395825253}, { 77., 0.03153743395825253}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{78., 0.019839608758395987`}, {78., 0.032017227499652245`}, { 78., 0.032017227499652245`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{79., 0.019953074125157684`}, {79., 0.03214602952337154}, { 79., 0.03214602952337154}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{80., 0.019744196442130914`}, {80., 0.03273200605755348}, { 80., 0.03273200605755348}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{81., 0.020183028685722356`}, {81., 0.03317993053659807}, { 81., 0.03317993053659807}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{82., 0.020430405025734143`}, {82., 0.03322443653467491}, { 82., 0.03322443653467491}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{83., 0.02091262547369436}, {83., 0.03328987421068895}, {83., 0.03328987421068895}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{84., 0.021352673573604757`}, {84., 0.03407353523841395}, { 84., 0.03407353523841395}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{85., 0.021514937173181484`}, {85., 0.03424254294296548}, { 85., 0.03424254294296548}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{86., 0.021531131240182008`}, {86., 0.034283412378048}, {86., 0.034283412378048}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{87., 0.021687621507251086`}, {87., 0.03459453983601365}, { 87., 0.03459453983601365}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{88., 0.022158791168370644`}, {88., 0.0352213376032491}, {88., 0.0352213376032491}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{89., 0.02241764165226044}, {89., 0.03513127893857405}, {89., 0.03513127893857405}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{90., 0.022490129103531716`}, {90., 0.035924843753430816`}, { 90., 0.035924843753430816`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{91., 0.023168869057300784`}, {91., 0.03653874361786652}, { 91., 0.03653874361786652}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{92., 0.024143187571551775`}, {92., 0.03682714445723247}, { 92., 0.03682714445723247}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{93., 0.024114680220105635`}, {93., 0.03727277085930354}, { 93., 0.03727277085930354}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{94., 0.02406379643532613}, {94., 0.038157009018530724`}, { 94., 0.038157009018530724`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{95., 0.024538895580803667`}, {95., 0.0382443388592923}, {95., 0.0382443388592923}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{96., 0.026067925187333932`}, {96., 0.039874127583780825`}, { 96., 0.039874127583780825`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{97., 0.026498146904140134`}, {97., 0.03953417224748214}, { 97., 0.03953417224748214}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{98., 0.02672608046054285}, {98., 0.04069659344426717}, {98., 0.04069659344426717}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{99., 0.02705512740998604}, {99., 0.041368051481568024`}, { 99., 0.041368051481568024`}}]}, {RGBColor[0.700244, 0.721168, 0.881757], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{100., 0.02855554893042132}, {100., 0.043068614685283745`}, { 100., 0.043068614685283745`}}]}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.550366, 0.581752, 0.8226355000000001], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[InsetBox[ StyleBox["\<\"\[FilledCircle]\"\>", StripOnInput->False, FontSize->4], {0., 0.}], CompressedData[" 1:eJxdzn9M1HUcx/GvIOAWJCmggpCSZMqB/IhDfh0vwOPncdwd3I/YARcqjBUU oZ4hyBcSEOGQk+sKVDjAENCsLH80yb4mZjjSQZAWDMrSOrQVE2hLNnLzfX94 n+3zx2PPz2v7rM99S7bTlmGYHU/ukifXhrGcf6KZZw+e5TIrO1vZxcqrrbzW yutQ5rT6s1LRv4Kn9oZuOH63etqX/rEBY38XSmZyAskvo797xGxXyCe/gp++ N9VM2m8lb4aT/85i5x0W8zCclb8huSqc7I+Yx19n33CPIAfgvcjMqbmkKHIg pBOyaWc5yEEI2lIwIx2PIQcjv/Ni9tjmePKryBW33Zb5pZBDoBJeNtb8KCLz YdR6Te0dkpBDUSkQV/tMS8lbkZkYYaNbpyKHocX17m1ZSyY5HP2h3qmJR3LI Ebjz6Hx95QOLI8H3ezHh4VkNOQrtIfUP7E7lkgW4fjWUjbDfTo5GCG9FqfSd PDLQ1RTkazyd/9QscOVnhVKVVEA9BmyHQj2W/Qb1GMy97usuHCczsZDn6XWV U5YeC5fFR0v4/cXU42AqU089JyyhHocsveBDzWEysw1K0QUx57mL+jY4Jj1f eTOQzAjxTdYNoedRSxfCzA1cyf5tD/V4PLynnQtY1FKPR05Pr7LO8C71BFwb qFXWTZLZBPh0YWB8z37qiRi9HztvjqugnghvG4G6xUBmkhAg915wKGapJ0H9 3Zryz0crqSfDaXbQbWlUFfVk/H6ucUQTfoB6Cjx2CUpNL1RTT0FLa/vb5Str qYtgyqsxV1vMivBxSXBhd4Olp+LNtjRHH69D1FOx6FUibffRURejS3JrRrxA ZsXgec6nGNc3UU9D5j2fYEjIbBp2L7h9ddNdT12CjaEVBv5lMiR4qeai68oj zfRegp6u9q6C82ROguOGjgqe+H3aS7G06OC3q8rIkEJVd8vlh0YyK4XH2dw1 5XoyJ0WWrjdtwNFIexn6bCZ8jeFkyGBeqO+XJZNZGfZNevKu95E5GU58cVI3 dMayT8fyT681ZfzyAe3TIQibfMzZtdI+HeNDrZ/810Dm0tFZe2L00mkyk4G+ CQ/fTZNkZODkbObgdtlR2mdgo6jh0kd7yVwG4mxsVxVxZEaOO+c0syOaY7SX oy+X3yxoILNy5FTNi79sJnNydOs7Z22HyYwCYWqHjr80x2mvwPJNF5ROWjKr QNz9ZZH6P8mcArwtNQ6L+jbaK2Fn7z/BhrbTXgntmUNOfkVkVonIkLWD+eNk TolTwp67h1eYaK+CJtbV2fArGSqUhUXu2/8HmVWh0a3o6rHYDtqrENFrKvE/ QGZew1CQ3Hle3hn9P1ihnMU= "]]}, {}}, {}, {}, {{}, {}}}}, {{{}, {{}, {}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{1., 0.}, {1., 0.002391202443027895}, {1., 0.002391202443027895}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{2., 0.000507158939293905}, {2., 0.003154313581135513}, {2., 0.003154313581135513}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{3., 0.0004889673086824562}, {3., 0.004684883035813618}, {3., 0.004684883035813618}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{4., 0.0013032652837929055`}, {4., 0.005753977145304996}, {4., 0.005753977145304996}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{5., 0.0013587901111536556`}, {5., 0.005734944867215194}, {5., 0.005734944867215194}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{6., 0.0028113735090781245`}, {6., 0.0085699355760044}, {6., 0.0085699355760044}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{7., 0.0029960178428654095`}, {7., 0.008538952514449125}, {7., 0.008538952514449125}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{8., 0.003962825534990179}, {8., 0.010403101399795913`}, {8., 0.010403101399795913`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{9., 0.006624041453516517}, {9., 0.014462322911168633`}, {9., 0.014462322911168633`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{10., 0.006797446969973084}, {10., 0.015331258365710306`}, { 10., 0.015331258365710306`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{11., 0.007689397168494311}, {11., 0.015603144090919249`}, { 11., 0.015603144090919249`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{12., 0.007948484018038117}, {12., 0.016185709220224984`}, { 12., 0.016185709220224984`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{13., 0.007920133930587592}, {13., 0.016835313914309057`}, { 13., 0.016835313914309057`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{14., 0.008696266800157275}, {14., 0.018168538519503043`}, { 14., 0.018168538519503043`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{15., 0.009242316646546931}, {15., 0.017979843263723858`}, { 15., 0.017979843263723858`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{16., 0.01038443437141989}, {16., 0.019996233790733616`}, { 16., 0.019996233790733616`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{17., 0.01101192630742823}, {17., 0.02064349750285858}, {17., 0.02064349750285858}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{18., 0.011562167931949646`}, {18., 0.022103590760567574`}, { 18., 0.022103590760567574`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{19., 0.011846677596254837`}, {19., 0.021865548008616183`}, { 19., 0.021865548008616183`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{20., 0.01184030697676934}, {20., 0.021955999704852194`}, { 20., 0.021955999704852194`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{21., 0.012000538421385792`}, {21., 0.02201868926648473}, { 21., 0.02201868926648473}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{22., 0.012402516452682893`}, {22., 0.02309692273975423}, { 22., 0.02309692273975423}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{23., 0.012536222543731653`}, {23., 0.022976355568750332`}, { 23., 0.022976355568750332`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{24., 0.012631253942147098`}, {24., 0.023194174675061692`}, { 24., 0.023194174675061692`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{25., 0.01367547489384172}, {25., 0.023456354941120635`}, { 25., 0.023456354941120635`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{26., 0.013391017093121144`}, {26., 0.024080662124952888`}, { 26., 0.024080662124952888`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{27., 0.014187060754457081`}, {27., 0.02514037074690488}, { 27., 0.02514037074690488}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{28., 0.016710505449162083`}, {28., 0.02875929105780796}, { 28., 0.02875929105780796}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{29., 0.019810655451928012`}, {29., 0.03159941504959419}, { 29., 0.03159941504959419}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{30., 0.01961758020408696}, {30., 0.03195892997056455}, {30., 0.03195892997056455}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{31., 0.02074562535076524}, {31., 0.03264037048323573}, {31., 0.03264037048323573}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{32., 0.021925558328002286`}, {32., 0.034651873173359694`}, { 32., 0.034651873173359694`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{33., 0.02178155603710635}, {33., 0.03530064232854016}, {33., 0.03530064232854016}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{34., 0.02248375604563103}, {34., 0.034956477891238055`}, { 34., 0.034956477891238055`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{35., 0.022745168557327954`}, {35., 0.03592215238482876}, { 35., 0.03592215238482876}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{36., 0.026672956055569554`}, {36., 0.04098643346534058}, { 36., 0.04098643346534058}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{37., 0.02781635244809211}, {37., 0.041630531064165546`}, { 37., 0.041630531064165546`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{38., 0.028987227665483305`}, {38., 0.042782520772267095`}, { 38., 0.042782520772267095`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{39., 0.029645360743188867`}, {39., 0.04359758910459194}, { 39., 0.04359758910459194}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{40., 0.033157887882183414`}, {40., 0.04916762085039148}, { 40., 0.04916762085039148}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{41., 0.034400802347510785`}, {41., 0.0502648762296403}, {41., 0.0502648762296403}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{42., 0.03664811419179746}, {42., 0.052600644020027607`}, { 42., 0.052600644020027607`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{43., 0.04259153210567582}, {43., 0.05895048840385786}, {43., 0.05895048840385786}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{44., 0.04280747358391809}, {44., 0.05914874336849339}, {44., 0.05914874336849339}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{45., 0.04313348878461719}, {45., 0.05946216896253875}, {45., 0.05946216896253875}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{46., 0.04671605547525771}, {46., 0.06343784614307275}, {46., 0.06343784614307275}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{47., 0.04715111006196889}, {47., 0.06432713861612765}, {47., 0.06432713861612765}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{48., 0.0488078729116248}, {48., 0.06607587969212461}, {48., 0.06607587969212461}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{49., 0.04965686017375317}, {49., 0.06657643577240929}, {49., 0.06657643577240929}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{50., 0.051487474620029096`}, {50., 0.06872491121557418}, { 50., 0.06872491121557418}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{51., 0.052230805112329685`}, {51., 0.06993311092676674}, { 51., 0.06993311092676674}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{52., 0.05210990649386369}, {52., 0.07007696259762808}, {52., 0.07007696259762808}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{53., 0.05462892622786925}, {53., 0.07325883214418645}, {53., 0.07325883214418645}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{54., 0.05471920991632748}, {54., 0.07334676508767835}, {54., 0.07334676508767835}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{55., 0.05716352610762066}, {55., 0.07570340226924203}, {55., 0.07570340226924203}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{56., 0.05745588124038976}, {56., 0.07551379509353114}, {56., 0.07551379509353114}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{57., 0.057757747300582085`}, {57., 0.07624593800625976}, { 57., 0.07624593800625976}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{58., 0.06375437824763765}, {58., 0.0825102027489975}, {58., 0.0825102027489975}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{59., 0.06447920033743054}, {59., 0.08289189403847055}, {59., 0.08289189403847055}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{60., 0.06554622928497034}, {60., 0.08371182230932547}, {60., 0.08371182230932547}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{61., 0.0684930031456988}, {61., 0.0875798217221108}, {61., 0.0875798217221108}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{62., 0.06935209879192938}, {62., 0.08944957561922282}, {62., 0.08944957561922282}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{63., 0.07213397397519042}, {63., 0.09293212120186467}, {63., 0.09293212120186467}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{64., 0.07420507712149708}, {64., 0.09540668381425015}, {64., 0.09540668381425015}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{65., 0.07561610679237142}, {65., 0.09609840210043423}, {65., 0.09609840210043423}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{66., 0.0761004880813185}, {66., 0.09595775578985591}, {66., 0.09595775578985591}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{67., 0.07712358698725294}, {67., 0.09892328050193158}, {67., 0.09892328050193158}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{68., 0.07771884698282525}, {68., 0.09871710078195597}, {68., 0.09871710078195597}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{69., 0.07846366881033984}, {69., 0.09940682470031548}, {69., 0.09940682470031548}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{70., 0.07955117845678106}, {70., 0.10045799475264053`}, {70., 0.10045799475264053`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{71., 0.080847171733041}, {71., 0.10096235398399149`}, {71., 0.10096235398399149`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{72., 0.08022934156819178}, {72., 0.10172090678944323`}, {72., 0.10172090678944323`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{73., 0.08088518743245612}, {73., 0.10203970441179955`}, {73., 0.10203970441179955`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{74., 0.08206162587449135}, {74., 0.1028450397239704}, {74., 0.1028450397239704}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{75., 0.08331672320979669}, {75., 0.10495150303599732`}, {75., 0.10495150303599732`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{76., 0.08389100428019403}, {76., 0.1056049098361336}, {76., 0.1056049098361336}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{77., 0.08527892798500537}, {77., 0.10646830803486314`}, {77., 0.10646830803486314`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{78., 0.08587559896161215}, {78., 0.10702525827280551`}, {78., 0.10702525827280551`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{79., 0.08774520177569112}, {79., 0.10975183395576213`}, {79., 0.10975183395576213`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{80., 0.08794406425082782}, {80., 0.10977973802444857`}, {80., 0.10977973802444857`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{81., 0.08805785516981297}, {81., 0.10991823039339794`}, {81., 0.10991823039339794`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{82., 0.08921156161351323}, {82., 0.11097831180420811`}, {82., 0.11097831180420811`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{83., 0.08937620502203733}, {83., 0.11187483647772223`}, {83., 0.11187483647772223`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{84., 0.09011562698201214}, {84., 0.11150578785535353`}, {84., 0.11150578785535353`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{85., 0.090523450309447}, {85., 0.11162312075288292`}, {85., 0.11162312075288292`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{86., 0.09009418444513177}, {86., 0.11240998155390682`}, {86., 0.11240998155390682`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{87., 0.090622478395092}, {87., 0.11198431538795561`}, {87., 0.11198431538795561`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{88., 0.09079702618804736}, {88., 0.11182246588053157`}, {88., 0.11182246588053157`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{89., 0.09247149038023918}, {89., 0.11462192413666498`}, {89., 0.11462192413666498`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{90., 0.09353825242058798}, {90., 0.11541219622546235`}, {90., 0.11541219622546235`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{91., 0.09406875822008208}, {91., 0.11524733695697294`}, {91., 0.11524733695697294`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{92., 0.09387368316345743}, {92., 0.11652144582228185`}, {92., 0.11652144582228185`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{93., 0.09397102767700034}, {93., 0.11723695181346584`}, {93., 0.11723695181346584`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{94., 0.0956064232899419}, {94., 0.11830512934585366`}, {94., 0.11830512934585366`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{95., 0.09853399534801666}, {95., 0.12049344416488192`}, {95., 0.12049344416488192`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{96., 0.09911775265650835}, {96., 0.12172165609208949`}, {96., 0.12172165609208949`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{97., 0.09933806227584517}, {97., 0.12191001495536756`}, {97., 0.12191001495536756`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{98., 0.1006320051612871}, {98., 0.12372098314186948`}, {98., 0.12372098314186948`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{99., 0.10111152608858888`}, {99., 0.12393626272730594`}, { 99., 0.12393626272730594`}}]}, {RGBColor[0.852388, 0.6118806666666666, 0.763236], PointSize[ 0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{100., 0.10423396129096812`}, {100., 0.1277631545558511}, { 100., 0.1277631545558511}}]}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.778582, 0.417821, 0.644854], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[InsetBox[ StyleBox["\<\"\[FilledCircle]\"\>", StripOnInput->False, FontSize->4], {0., 0.}], CompressedData[" 1:eJw1y3lMk3ccx/GnMhauEcdQgbBxiHKkqB2XHK4fjtKCHL2gkMhA5EaHYzJw GeYJTCkSBwhEnAgIQxEYylFAROiUqWGMBJeIIAgB2ZiGDd0MWBKZid/nl3z/ eP3e+dglZsmT9RiGSXp7vLe3ieHeivBrqU20LkUmpA988yB+W8ubOLIBfFWJ c3xBMnkzyvyWt5ouHSabY5NwfF1meoRsAZOF7Owtkblka/THlhY21XG2hUfd U7P5zHyyPRrXYl9dPXeS7ICxybngpeZT5J3o1oyub0wWkZ0gneoIbehRk11Q sbl8PT+2mMzH/Vrj8uyCEvIuLJq7+NjOcd6DiPIhW2vrUrIAU3y94e0eZeRP 0dXklN7oV052w5+nFiv7Azi7Y++VR7ND4Zw90FeimV7N4OwJV+/e79b5Z8le OPqf66HuXZz3wufAmSWNirM3HCRlOS82VZB9YGNX/Ne3uzn74vu6oPob9pVk P8iNlwTj4nPkfQjN0PVkyn8gf4anonnWL42zEO6/qIbToi6QAbdFXUXvas07 s8DoVuXgnPdF6v7oO5l7eCyNzPpDMlB56UfDWuoBSMwNENjKL1EPQJz6RJzo HpkJRNbMwbNsfAP1QEwKA0ZMtGQmCEeMGiYkHzVRD0K+TVXC5TYyI8IXef0d vMnL1EV4aRmQ3vzmKvVgXPTJOv6bZQv1YDgqBgo0gWRGjByhbtTYrY26GC9a Q5ofFpMZCezjgtX66T9Rl2BG/at17s9kJgS/rww477vbTj0Ebo3b0+yDr1EP RW3j0IlGMZkNhcBhXlT/+XXq+7FxbXdgbhKZ3Y9ntSaV93kd1MOwnHAhf6c+ mQ1Dx9RqooEj18PxZGTNd7Svk3o4FHsOqExnyEwEHEvtQhasuqhHgGXChwQ6 MhMJm3azjRpFN/VI+Cf4Ds/baqhLkerxScVDDRlSWA2udd3SkVkpqou9nHnv 97yzVgrzfz2du9VkRganokHmWBUZMoTVBD/KGSazMgg+eHXotFEv7WUodyqa UIvIjBydry0id4SSIUe5p4nnlgwyK4dRyj21fiu3l6ODFx7Lt+yjvQKLecsr Kf5kKFAx90cyv4TMKtB0vrrt9XWyVgE3vTueVeIbtFdiYdY9Ty+SDCXGnb+8 K1aRWSV2LDbHP6gja5UwLrhjUX2b20ehwOUrvZtj3D4KDkaPVSuz3D4KVoX2 HzY/5/ZR4B2tW3vvH24fDauB9fwszojGsyrJccOCftpHw6xNk7owSNZGo+D5 ldYnI2RGBa/6jwN9/iZDhYlMyctpg5u0VyE9OtX52EGyVoVZr3HlNsMB2scg 0s7GNzeIjBgUpvCSHsvIbAxOj90Wne8la2MgdWXb48a4fSxSDVumzTtvCf8H kZXIGg== "]]}, {}}, {}, {}, {{}, {}}}}, {{{}, {{}, {}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{1., 0.014181105798063545`}, {1., 0.02485570984510207}, {1., 0.02485570984510207}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{2., 0.02444417414895865}, {2., 0.037329334291917246`}, {2., 0.037329334291917246`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{3., 0.027704328889428805`}, {3., 0.041434296507919306`}, {3., 0.041434296507919306`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{4., 0.028479669907586304`}, {4., 0.04336524087115256}, {4., 0.04336524087115256}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{5., 0.030155286998755082`}, {5., 0.043865368768015875`}, {5., 0.043865368768015875`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{6., 0.03048797352783765}, {6., 0.044712923117341666`}, {6., 0.044712923117341666`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{7., 0.03567938304864392}, {7., 0.05152961886369259}, {7., 0.05152961886369259}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{8., 0.041762951803433396`}, {8., 0.05760269706119597}, {8., 0.05760269706119597}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{9., 0.04414962535160748}, {9., 0.06159669245085206}, {9., 0.06159669245085206}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{10., 0.05711530504777988}, {10., 0.07654518557417274}, {10., 0.07654518557417274}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{11., 0.05915745483500627}, {11., 0.0786698523166255}, {11., 0.0786698523166255}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{12., 0.06431782444292011}, {12., 0.08318199192212086}, {12., 0.08318199192212086}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{13., 0.06812075577208088}, {13., 0.08835691041755708}, {13., 0.08835691041755708}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{14., 0.06897651668122462}, {14., 0.08877042168075133}, {14., 0.08877042168075133}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{15., 0.06930957521467086}, {15., 0.0894952398205996}, {15., 0.0894952398205996}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{16., 0.06953868683989202}, {16., 0.08937970325141888}, {16., 0.08937970325141888}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{17., 0.06982171425808929}, {17., 0.0897903093991592}, {17., 0.0897903093991592}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{18., 0.07543958655195489}, {18., 0.09660491643052997}, {18., 0.09660491643052997}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{19., 0.08034991829454928}, {19., 0.10116799561231586`}, {19., 0.10116799561231586`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{20., 0.08067762821527451}, {20., 0.1012916730853675}, {20., 0.1012916730853675}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{21., 0.08079560955412318}, {21., 0.10156254193838557`}, {21., 0.10156254193838557`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{22., 0.08254782121595164}, {22., 0.1034078277753224}, {22., 0.1034078277753224}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{23., 0.08820909426905527}, {23., 0.11016486249440996`}, {23., 0.11016486249440996`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{24., 0.08863327320864924}, {24., 0.1107877954201673}, {24., 0.1107877954201673}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{25., 0.09036651982493492}, {25., 0.11294531766445816`}, {25., 0.11294531766445816`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{26., 0.09172496810152692}, {26., 0.11317781935050603`}, {26., 0.11317781935050603`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{27., 0.09120439681245747}, {27., 0.11376981830639844`}, {27., 0.11376981830639844`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{28., 0.09693841575942024}, {28., 0.11936367008042466`}, {28., 0.11936367008042466`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{29., 0.10064078405231747`}, {29., 0.12268917630786003`}, { 29., 0.12268917630786003`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{30., 0.10061591749183371`}, {30., 0.12351795872553906`}, { 30., 0.12351795872553906`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{31., 0.10074094377691777`}, {31., 0.12353650964945688`}, { 31., 0.12353650964945688`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{32., 0.10823184348497622`}, {32., 0.13206741817584328`}, { 32., 0.13206741817584328`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{33., 0.11647095380934858`}, {33., 0.1403702716057293}, {33., 0.1403702716057293}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{34., 0.12129947868412924`}, {34., 0.14494622489105305`}, { 34., 0.14494622489105305`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{35., 0.12450651276434448`}, {35., 0.1483331549197019}, {35., 0.1483331549197019}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{36., 0.12466746440452495`}, {36., 0.14840672411892278`}, { 36., 0.14840672411892278`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{37., 0.12664692591510704`}, {37., 0.1513810499210648}, {37., 0.1513810499210648}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{38., 0.12794997986533987`}, {38., 0.1515299026082859}, {38., 0.1515299026082859}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{39., 0.12770163110579355`}, {39., 0.15180354233425883`}, { 39., 0.15180354233425883`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{40., 0.13406216784591696`}, {40., 0.158514749872957}, {40., 0.158514749872957}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{41., 0.1347678077116303}, {41., 0.1588959376816648}, {41., 0.1588959376816648}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{42., 0.1352299676344077}, {42., 0.15988886318080475`}, {42., 0.15988886318080475`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{43., 0.13885441388558215`}, {43., 0.16340760153975423`}, { 43., 0.16340760153975423`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{44., 0.14302034040255426`}, {44., 0.1675017147892491}, {44., 0.1675017147892491}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{45., 0.14294754432869083`}, {45., 0.16818207662342455`}, { 45., 0.16818207662342455`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{46., 0.14929739119626753`}, {46., 0.1743634666956033}, {46., 0.1743634666956033}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{47., 0.15025523075140987`}, {47., 0.17457963709474197`}, { 47., 0.17457963709474197`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{48., 0.15375903329845134`}, {48., 0.1787526876777267}, {48., 0.1787526876777267}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{49., 0.15417579773716059`}, {49., 0.17862757354739775`}, { 49., 0.17862757354739775`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{50., 0.1570322327719567}, {50., 0.18142902025168786`}, {50., 0.18142902025168786`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{51., 0.1587875498301753}, {51., 0.18378988713237554`}, {51., 0.18378988713237554`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{52., 0.16071684173931622`}, {52., 0.18553666315550515`}, { 52., 0.18553666315550515`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{53., 0.1615961160905574}, {53., 0.18638921844168033`}, {53., 0.18638921844168033`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{54., 0.16514319742114308`}, {54., 0.1897787893824689}, {54., 0.1897787893824689}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{55., 0.1651160978831218}, {55., 0.19011723249516602`}, {55., 0.19011723249516602`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{56., 0.16873990280219042`}, {56., 0.1929401544412589}, {56., 0.1929401544412589}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{57., 0.17424975569692736`}, {57., 0.19912565748173056`}, { 57., 0.19912565748173056`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{58., 0.17444137792080536`}, {58., 0.20013747746349816`}, { 58., 0.20013747746349816`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{59., 0.1761621452298355}, {59., 0.2013937747813093}, {59., 0.2013937747813093}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{60., 0.17609868318669672`}, {60., 0.2022265406579862}, {60., 0.2022265406579862}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{61., 0.17835831548132466`}, {61., 0.2036583256453078}, {61., 0.2036583256453078}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{62., 0.17977784784212275`}, {62., 0.2057169913823046}, {62., 0.2057169913823046}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{63., 0.18273462948060376`}, {63., 0.20808619345730234`}, { 63., 0.20808619345730234`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{64., 0.18312999427997428`}, {64., 0.20870563343497328`}, { 64., 0.20870563343497328`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{65., 0.18491377503337234`}, {65., 0.20978657070692966`}, { 65., 0.20978657070692966`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{66., 0.18646467182127255`}, {66., 0.21189764628513444`}, { 66., 0.21189764628513444`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{67., 0.18748056503787025`}, {67., 0.21183928906732113`}, { 67., 0.21183928906732113`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{68., 0.18747221840626266`}, {68., 0.2135923197834762}, {68., 0.2135923197834762}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{69., 0.18874708386876005`}, {69., 0.21334070630613644`}, { 69., 0.21334070630613644`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{70., 0.1890252981944091}, {70., 0.21338432174454808`}, {70., 0.21338432174454808`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{71., 0.1888522350188482}, {71., 0.21355784084138688`}, {71., 0.21355784084138688`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{72., 0.19287059123910907`}, {72., 0.21814150333922774`}, { 72., 0.21814150333922774`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{73., 0.19425786506652631`}, {73., 0.21883334451795233`}, { 73., 0.21883334451795233`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{74., 0.1939347305108904}, {74., 0.2194829060438648}, {74., 0.2194829060438648}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{75., 0.19537880466245963`}, {75., 0.22055414958077438`}, { 75., 0.22055414958077438`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{76., 0.19568783278641766`}, {76., 0.22114592058550014`}, { 76., 0.22114592058550014`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{77., 0.19589645337935224`}, {77., 0.22214036226381356`}, { 77., 0.22214036226381356`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{78., 0.19621245711939014`}, {78., 0.2229864258734797}, {78., 0.2229864258734797}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{79., 0.19658086554322066`}, {79., 0.22289753518625374`}, { 79., 0.22289753518625374`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{80., 0.19734353469207583`}, {80., 0.22309466897809077`}, { 80., 0.22309466897809077`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{81., 0.1977769375012016}, {81., 0.2236016671263992}, {81., 0.2236016671263992}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{82., 0.2000199993164322}, {82., 0.2242926866931174}, {82., 0.2242926866931174}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{83., 0.1998534655559478}, {83., 0.2249475374708631}, {83., 0.2249475374708631}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{84., 0.2015303455238917}, {84., 0.2265686020578263}, {84., 0.2265686020578263}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{85., 0.20111575355466843`}, {85., 0.22719645120464316`}, { 85., 0.22719645120464316`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{86., 0.20190082205253398`}, {86., 0.2265914462824671}, {86., 0.2265914462824671}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{87., 0.20199229844333852`}, {87., 0.22698826157996396`}, { 87., 0.22698826157996396`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{88., 0.20271725028531132`}, {88., 0.22670006965744485`}, { 88., 0.22670006965744485`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{89., 0.20575044992354832`}, {89., 0.23079614903036602`}, { 89., 0.23079614903036602`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{90., 0.20792168571127842`}, {90., 0.23306625770382547`}, { 90., 0.23306625770382547`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{91., 0.2104039113809576}, {91., 0.23587667017196112`}, {91., 0.23587667017196112`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{92., 0.21185603885906926`}, {92., 0.23702339529196761`}, { 92., 0.23702339529196761`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{93., 0.21463329170587003`}, {93., 0.23926370807883385`}, { 93., 0.23926370807883385`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{94., 0.21482681609320903`}, {94., 0.24076865508876677`}, { 94., 0.24076865508876677`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{95., 0.2171502987867134}, {95., 0.24169527054498233`}, {95., 0.24169527054498233`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{96., 0.2179355433097628}, {96., 0.2429796679970854}, {96., 0.2429796679970854}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{97., 0.21796850786775607`}, {97., 0.24328621281713958`}, { 97., 0.24328621281713958`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{98., 0.21998534854135235`}, {98., 0.24381916254640026`}, { 98., 0.24381916254640026`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{99., 0.2188826615509647}, {99., 0.24563302340743293`}, {99., 0.24563302340743293`}}]}, {RGBColor[0.9408263333333333, 0.7539616666666666, 0.6796829999999999], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{100., 0.2209139999397368}, {100., 0.24667042781573775`}, { 100., 0.24667042781573775`}}]}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.9112395, 0.6309425, 0.5195245], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[InsetBox[ StyleBox["\<\"\[FilledCircle]\"\>", StripOnInput->False, FontSize->4], {0., 0.}], CompressedData[" 1:eJw1z3ss3Wccx/Hf6qDBZCuhC1q0ioOWru63j+tBOS7ncNiqjSKt23rWUnFZ e1pT66glqyCZVUvHyorpioMNrbtiGRJSVivmkgqprR1KZ9n3eZLnj9fvnU+e /AxOnwuJVeA4LmbnvrNzd3HsrLom8dQtyt7cdKUP0L2mtNV9u5S8G+Kxfyre f3CH/B5q2i0Kk2LKyJqQmLXl8NaY98I/v6k2EuVkXaR9ZOAhFlWQ9dHNt/tL SXqPbIhl/7JfLfdUkw8i88vtlD6dH8mHsG34MUR3mU2wrt18wPuPejIfGlEJ gynKP5HN4ZRT6fCuFfNhxKplSRpFzJaQJGhpSiXMVojgRuv5nzAfxffaz2dv KDaQP8TUvpXSDcdG8jEI+JuGXX7M1tCePvvfC2QbzHpeVI0dZLZFTk3YieAY OdkOhhdemt25xmyPJ6rJwv1KzWQHtJZkmLo5MDsio8lBUuzE7ARx/smzfbUt ZGeEn978TKOwlewC5Y4DDgl1zK5QNJoo3/+QGZApqwbqP/rlf8uACOWnFlrS dupu4BdEJ5ipdFB3Q7av9Oqxi2TOHbUdXqZq6ay7QySfm7AeYN0D5sKewrfP WfdApV1bVdwM656YrfO7XiB/RN0TUtVSxegBMueFLZd6bYcZ1r1wu7+zxz38 MXVvpO1ZmSt6RpZ5Y6P4gU3eIusChPAWlScbOqkLYLx5+cjefjLng1RBr/Mz QRd1H9h+s3S1wp/M+eJCr3l0xD3WfZF/RWmp7wXrfrDNWkzhmXZT98NU0ogg xovMHUfJZuZDlUbWjyPUQKfgYCvr/jBJPanbadRD3R83/zy8FTVH5gLg9nlc 0QfrrAfgtw0b4bRpL3UhXuUuvU23IcuESK9SWf77POuB+FQ+nPuymvVAlAUI JNYKfdSDcP1Uyc9jGmQEYZxv5tzlTpYF4dV59arOS+T2IIhuXZlMzmf7YNSp 9xSrVLN9ML5QcEwaamH7YKSvCQWaHWwfDNfyCUstZi4EIyf2/aAo7Kd9yM7/ PNXVkpJlIVBdMHI9l0JuD4Fp/Bq+u0XmRFjPqEg/c5/tRbDPWc7U62B7ER5L XG4Yj7K9CLta9VdaxtlejLxDdeUpC2wvRhUv5/XUa7YXI1U7MXbVeID2YjQ3 jeSuHiFzodCxGtVfjyUjFM7DG0WpcWRZKCpKusbiE9k+FMO/b0zHJ7N9GOYj T/V+ncH2YfBZTzCKWmX7MHybIb9kZP+E9mFI5lUmTX5F5iSYuRs1JG0mQwKV zWSuQm2Q9hK0VTkupJmQ2yWoS8wbkkeSuXDk3a/PKrtMRjh85/Wyj2azfTiK 3jTordewfTgmFMe3S5vZPgJndoc6zb8YdP0XCnDXBw== "]]}, {}}, {}, {}, {{}, {}}}}, {{{}, {{}, {}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{1., 0.09606383394316242}, {1., 0.11804937005683755`}, {1., 0.11804937005683755`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{2., 0.10375487259810433`}, {2., 0.1264063394018958}, {2., 0.1264063394018958}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{3., 0.107505947339971}, {3., 0.1292203526600289}, {3., 0.1292203526600289}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{4., 0.1123598954999278}, {4., 0.13580728050007224`}, {4., 0.13580728050007224`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{5., 0.11310281518068407`}, {5., 0.13563304881931598`}, {5., 0.13563304881931598`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{6., 0.13461519118334042`}, {6., 0.15970656081665946`}, {6., 0.15970656081665946`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{7., 0.14836392676344953`}, {7., 0.1740091252365503}, {7., 0.1740091252365503}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{8., 0.1548929050090827}, {8., 0.1797048829909172}, {8., 0.1797048829909172}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{9., 0.175520942755727}, {9., 0.2008635332442728}, {9., 0.2008635332442728}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{10., 0.17644105325322076`}, {10., 0.20173649874677949`}, { 10., 0.20173649874677949`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{11., 0.18329290498698492`}, {11., 0.2086668910130146}, {11., 0.2086668910130146}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{12., 0.18846215977536523`}, {12., 0.2132477642246356}, {12., 0.2132477642246356}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{13., 0.189684755598081}, {13., 0.21387912840191842`}, {13., 0.21387912840191842`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{14., 0.19096466925396505`}, {14., 0.21646116274603527`}, { 14., 0.21646116274603527`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{15., 0.19577298908640417`}, {15., 0.22079491091359638`}, { 15., 0.22079491091359638`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{16., 0.2013998358895655}, {16., 0.22631284811043417`}, {16., 0.22631284811043417`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{17., 0.20196734782369435`}, {17., 0.228054968176306}, {17., 0.228054968176306}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{18., 0.2024053005004611}, {18., 0.22807299549953905`}, {18., 0.22807299549953905`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{19., 0.2026115160763983}, {19., 0.22839804392360166`}, {19., 0.22839804392360166`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{20., 0.20418673272304005`}, {20., 0.22966807127696004`}, { 20., 0.22966807127696004`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{21., 0.20469696013313776`}, {21., 0.22924819186686268`}, { 21., 0.22924819186686268`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{22., 0.2059665301565375}, {22., 0.23208494184346273`}, {22., 0.23208494184346273`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{23., 0.20912073203988266`}, {23., 0.23500730796011696`}, { 23., 0.23500730796011696`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{24., 0.21348408019776338`}, {24., 0.23974356380223683`}, { 24., 0.23974356380223683`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{25., 0.2155517634419935}, {25., 0.23993931255800616`}, {25., 0.23993931255800616`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{26., 0.21647892936849755`}, {26., 0.24140052663150274`}, { 26., 0.24140052663150274`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{27., 0.22175471467969599`}, {27., 0.24672370532030435`}, { 27., 0.24672370532030435`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{28., 0.22989212156510677`}, {28., 0.25459136243489366`}, { 28., 0.25459136243489366`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{29., 0.23173176279390426`}, {29., 0.25647578920609615`}, { 29., 0.25647578920609615`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{30., 0.23394454745330912`}, {30., 0.25838733654669105`}, { 30., 0.25838733654669105`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{31., 0.2474019261373697}, {31., 0.27254350986263043`}, {31., 0.27254350986263043`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{32., 0.24838984678779075`}, {32., 0.2726201492122098}, {32., 0.2726201492122098}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{33., 0.24901506608537466`}, {33., 0.2729658659146256}, {33., 0.2729658659146256}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{34., 0.24869063775915815`}, {34., 0.27333625024084124`}, { 34., 0.27333625024084124`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{35., 0.2527703284312857}, {35., 0.27662018356871426`}, {35., 0.27662018356871426`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{36., 0.2542131960440735}, {36., 0.2783232359559264}, {36., 0.2783232359559264}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{37., 0.254827991271236}, {37., 0.279074004728764}, {37., 0.279074004728764}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{38., 0.25548609663049343`}, {38., 0.2793933273695071}, {38., 0.2793933273695071}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{39., 0.25828676650376}, {39., 0.2830071534962402}, {39., 0.2830071534962402}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{40., 0.25923822561755444`}, {40., 0.2827627423824451}, {40., 0.2827627423824451}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{41., 0.259153613650882}, {41., 0.2837396023491184}, {41., 0.2837396023491184}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{42., 0.2618536677097209}, {42., 0.285098936290279}, {42., 0.285098936290279}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{43., 0.2684774952146558}, {43., 0.2913361007853449}, {43., 0.2913361007853449}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{44., 0.26881130612235205`}, {44., 0.29168903387764744`}, { 44., 0.29168903387764744`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{45., 0.2719899012411008}, {45., 0.29541046675889926`}, {45., 0.29541046675889926`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{46., 0.2791219194686558}, {46., 0.30177305653134484`}, {46., 0.30177305653134484`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{47., 0.2802004777869346}, {47., 0.3029632942130652}, {47., 0.3029632942130652}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{48., 0.2809267005550596}, {48., 0.30416973144494114`}, {48., 0.30416973144494114`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{49., 0.2812616070149642}, {49., 0.30482234898503563`}, {49., 0.30482234898503563`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{50., 0.2825103139645603}, {50., 0.3051931260354398}, {50., 0.3051931260354398}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{51., 0.28226904602362834`}, {51., 0.3055786499763714}, {51., 0.3055786499763714}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{52., 0.28563346936585093`}, {52., 0.3076174826341483}, {52., 0.3076174826341483}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{53., 0.2847806770461543}, {53., 0.30885467895384555`}, {53., 0.30885467895384555`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{54., 0.28640297838777934`}, {54., 0.30919172961222136`}, { 54., 0.30919172961222136`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{55., 0.288328018320734}, {55., 0.3101736016792665}, {55., 0.3101736016792665}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{56., 0.2889940029480685}, {56., 0.31215668105193156`}, {56., 0.31215668105193156`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{57., 0.28931132688512756`}, {57., 0.3118647291148731}, {57., 0.3118647291148731}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{58., 0.28984997581037886`}, {58., 0.31224230018962107`}, { 58., 0.31224230018962107`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{59., 0.29006484969582697`}, {59., 0.3124725223041727}, {59., 0.3124725223041727}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{60., 0.28993237306374514`}, {60., 0.312654974936254}, {60., 0.312654974936254}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{61., 0.28994383906701887`}, {61., 0.31304446893298116`}, { 61., 0.31304446893298116`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{62., 0.29147303408019215`}, {62., 0.3136436019198084}, {62., 0.3136436019198084}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{63., 0.29242706524583545`}, {63., 0.3153656987541655}, {63., 0.3153656987541655}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{64., 0.2931425542148514}, {64., 0.31556031778514854`}, {64., 0.31556031778514854`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{65., 0.29324940298549307`}, {65., 0.316089001014508}, {65., 0.316089001014508}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{66., 0.29431392513954613`}, {66., 0.31599580686045403`}, { 66., 0.31599580686045403`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{67., 0.29400944719945776`}, {67., 0.31665080480054253`}, { 67., 0.31665080480054253`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{68., 0.2953254569976479}, {68., 0.31720031900235246`}, {68., 0.31720031900235246`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{69., 0.296070488113919}, {69., 0.3189163078860815}, {69., 0.3189163078860815}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{70., 0.297922205104662}, {70., 0.3198758668953378}, {70., 0.3198758668953378}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{71., 0.2974760854096944}, {71., 0.32106612259030487`}, {71., 0.32106612259030487`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{72., 0.2986680605889648}, {72., 0.32064343141103546`}, {72., 0.32064343141103546`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{73., 0.29969142826379347`}, {73., 0.3204950477362062}, {73., 0.3204950477362062}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{74., 0.2990517002367909}, {74., 0.3216872837632086}, {74., 0.3216872837632086}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{75., 0.2994275729116008}, {75., 0.3215221950883984}, {75., 0.3215221950883984}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{76., 0.299368620274841}, {76., 0.3221178997251596}, {76., 0.3221178997251596}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{77., 0.29991751480324086`}, {77., 0.32230308919675826`}, { 77., 0.32230308919675826`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{78., 0.30106054005169314`}, {78., 0.3227555319483064}, {78., 0.3227555319483064}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{79., 0.3012590792423769}, {79., 0.3237994047576232}, {79., 0.3237994047576232}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{80., 0.30299217664562944`}, {80., 0.3252987633543701}, {80., 0.3252987633543701}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{81., 0.31021894808091666`}, {81., 0.3312028039190841}, {81., 0.3312028039190841}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{82., 0.3107599113629355}, {82., 0.33195448463706395`}, {82., 0.33195448463706395`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{83., 0.31320698937378294`}, {83., 0.33465317462621685`}, { 83., 0.33465317462621685`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{84., 0.3144913396426196}, {84., 0.3352108723573806}, {84., 0.3352108723573806}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{85., 0.314821174425503}, {85., 0.3359553695744976}, {85., 0.3359553695744976}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{86., 0.3149098076638075}, {86., 0.3374700563361933}, {86., 0.3374700563361933}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{87., 0.3156878436539731}, {87., 0.33700567634602735`}, {87., 0.33700567634602735`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{88., 0.317977194122194}, {88., 0.3390387498778053}, {88., 0.3390387498778053}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{89., 0.3177310062546111}, {89., 0.33935184174538896`}, {89., 0.33935184174538896`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{90., 0.3183041259792887}, {90., 0.3391314820207111}, {90., 0.3391314820207111}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{91., 0.31969788952135375`}, {91., 0.34015209447864675`}, { 91., 0.34015209447864675`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{92., 0.3221173706441398}, {92., 0.34232808535586057`}, {92., 0.34232808535586057`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{93., 0.3235555502425474}, {93., 0.3441572937574538}, {93., 0.3441572937574538}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{94., 0.3265959922034679}, {94., 0.3471476197965311}, {94., 0.3471476197965311}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{95., 0.3268240702512932}, {95., 0.3474109217487071}, {95., 0.3474109217487071}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{96., 0.33284849756490137`}, {96., 0.3533586304350979}, {96., 0.3533586304350979}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{97., 0.3347559160720361}, {97., 0.35544101192796346`}, {97., 0.35544101192796346`}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{98., 0.3353470706043152}, {98., 0.3558369733956845}, {98., 0.3558369733956845}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{99., 0.3362278785341026}, {99., 0.3565683814658968}, {99., 0.3565683814658968}}]}, {RGBColor[0.9577386666666666, 0.8992266666666667, 0.6625193333333333], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{100., 0.3426634122245193}, {100., 0.3621307757754802}, {100., 0.3621307757754802}}]}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.936608, 0.84884, 0.493779], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[InsetBox[ StyleBox["\<\"\[FilledCircle]\"\>", StripOnInput->False, FontSize->4], {0., 0.}], CompressedData[" 1:eJw1y2tQ1FUcxvE/rKgwxJJcWhwWEwyQSAI0LZB9kMtyW2TvWwhkXgIpGwgk SWhHXSkCglCJCQkhFApIsmCYVWEXCIGSAIFK2DJKYdJZnIlAUcwX53dmzovP +Z5n/RvvyPbxOI7b++RaPLmWHJ050YJf2iV+ql7EHhBw1NfvTvZl5tX43V/i biu5wmyPL30Oet/r7mR2RHZWVUP5OFmAyV/HbvmMG5ld0T0zedJ4tof5WYg+ 9J+wPdDL7I61gv7ZFuerzBsQspBbzd9M9oSqOabQ5NTP7I2ZrmOFZ74n++Cg 60zVo1GyL8wOjwfDHAaYN8Fo15Nq20h+EVayHKv6lEFmf5yJuSc9oiMHQB93 efzfInIgdOeF6xpPkTej1K1yLrKHvAXFoSunDb3kl7DRpdjG2vpH5q2IUxt5 n71F3oY9N710LRY/Mb+M6SKjTY8n+RUsmUNr/5aQgxC6OmC2aIkcjDdvXOP1 WQwxb0cN7/XpgRByCHa1e1QkHSWL8Gj3gaq9dT8zA39daPMSNjFrAXm6ZeLT 31EPheVCpj6DrA1FVPRScs8c9R14MPDPxEc2w6zvgOC3o3UdTsxcGLzDfbP0 QupheK8kr0Ysox4OV/1y2hoN9XA0OC9X7E6hHoGTHys6a7XUI+BSNxa4PEs9 Etfj2lKrzdQjsaXIeniD9wjrYnifKuS3nmbWinH1kNsacSP1KKyIsvNy7aAe hbrkBY9AA/VolOQPZ+Rcox6NCp+vF+uHqMeg/7n69Nkl6jEIqV78lP+Yeiwi luxrXfmjrMfCICg13fFk5uJgMi8k1gRTj0OBfXbZGJmTQM+TW6nDqUtwPzM9 66GYejxyTjuG7YuiHo/glAn3lljqO6FUBZcKk6jvxAXe8SHrd6knoNlxVWZ+ LjMS4MBvwsUP6H8CNDfSIxsKmLsScHc0LbmgkPZSlNs/PD9USXsp6lTWA4vN tJdixUXNIa6X9lK09klXuQzSXoa2Rp1y/zDtZci5+yC+7Bfay3A8KIsTTNFe hpuVsB0x0V6O1wz9326dpr0cxsPufkGztJejsjV/neQ/2sshMiSey+Wus70C FoXzlfNrmaFAkd39mRMnmLUK3Kox9wnLmLsUaE8UbI/Q016JbR1OsbsGaK+E 75FvFBtHaa9EfVLJpdg/aK9EgUGlm/qT9ir49T0liVw5xvYqZOimPh8ha1XI 68zc32bN3KXC5OHWtjwhM6fGV1NmoUcY7dUQ+x6T306ivRpfdLzdHf8J7dVo brELU5bTXoMrmrPnUudpr8EPM/6mZ5zH2V6D6tt8bpMbc5cGL7Sb+XueZ+Ze RYDp/cKm4nHR/4Nd3Yk= "]]}, {}}, {}, {}, {{}, {}}}}, {{{}, {{}, {}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{1., 0.23423174288209944`}, {1., 0.2580089390686518}, {1., 0.2580089390686518}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{2., 0.24271794526763427`}, {2., 0.2668982461280132}, {2., 0.2668982461280132}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{3., 0.247928941928229}, {3., 0.27217447554391117`}, {3., 0.27217447554391117`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{4., 0.2517321202819448}, {4., 0.2759808014296129}, {4., 0.2759808014296129}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{5., 0.25873029466671416`}, {5., 0.2818011033348563}, {5., 0.2818011033348563}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{6., 0.27291724495690556`}, {6., 0.29682187497031404`}, {6., 0.29682187497031404`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{7., 0.28674993670744453`}, {7., 0.30886496280806863`}, {7., 0.30886496280806863`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{8., 0.2889391983509227}, {8., 0.3122302758247611}, {8., 0.3122302758247611}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{9., 0.30554439012341394`}, {9., 0.327024789994538}, {9., 0.327024789994538}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{10., 0.3060125108669411}, {10., 0.327305966055727}, {10., 0.327305966055727}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{11., 0.3093005041300255}, {11., 0.3302878226384658}, {11., 0.3302878226384658}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{12., 0.3169154949795011}, {12., 0.3378535887219314}, {12., 0.3378535887219314}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{13., 0.3175366623484792}, {13., 0.3383889121965483}, {13., 0.3383889121965483}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{14., 0.3186298067981827}, {14., 0.33964421603557765`}, {14., 0.33964421603557765`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{15., 0.3197156077167297}, {15., 0.340777293269073}, {15., 0.340777293269073}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{16., 0.32157192676554447`}, {16., 0.3421172008167922}, {16., 0.3421172008167922}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{17., 0.32215576534876444`}, {17., 0.3432534063675391}, {17., 0.3432534063675391}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{18., 0.3245141455006437}, {18., 0.34513200207736405`}, {18., 0.34513200207736405`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{19., 0.32622609961227234`}, {19., 0.3471260724798275}, {19., 0.3471260724798275}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{20., 0.3299027846437863}, {20., 0.3494847945803524}, {20., 0.3494847945803524}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{21., 0.3304484191726365}, {21., 0.35009533077200566`}, {21., 0.35009533077200566`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{22., 0.3299724345172854}, {22., 0.35063488833001455`}, {22., 0.35063488833001455`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{23., 0.3308434446628251}, {23., 0.35036018905056554`}, {23., 0.35036018905056554`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{24., 0.33313339900186667`}, {24., 0.3522279478432766}, {24., 0.3522279478432766}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{25., 0.33549736645737854`}, {25., 0.35576161565242287`}, { 25., 0.35576161565242287`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{26., 0.33901443052065816`}, {26., 0.3577766341226952}, {26., 0.3577766341226952}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{27., 0.339411517192918}, {27., 0.3587156615104194}, {27., 0.3587156615104194}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{28., 0.34589369796479563`}, {28., 0.3642014975317185}, {28., 0.3642014975317185}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{29., 0.34553921966344514`}, {29., 0.365172834046376}, {29., 0.365172834046376}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{30., 0.34665532481037464`}, {30., 0.36545068021796145`}, { 30., 0.36545068021796145`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{31., 0.34671115612132636`}, {31., 0.3658925251676686}, {31., 0.3658925251676686}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{32., 0.3530945166472068}, {32., 0.3715976691861447}, {32., 0.3715976691861447}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{33., 0.3551904111042823}, {33., 0.37354655147168403`}, {33., 0.37354655147168403`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{34., 0.356482833702019}, {34., 0.3737986835548926}, {34., 0.3737986835548926}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{35., 0.35941981121416716`}, {35., 0.3764054142322028}, {35., 0.3764054142322028}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{36., 0.3600266174429948}, {36., 0.37796163416616146`}, {36., 0.37796163416616146`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{37., 0.36009813611734365`}, {37., 0.37807951954409025`}, { 37., 0.37807951954409025`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{38., 0.3608825068422297}, {38., 0.3781364917671965}, {38., 0.3781364917671965}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{39., 0.36099908834984834`}, {39., 0.3786783819438673}, {39., 0.3786783819438673}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{40., 0.36069500326649373`}, {40., 0.3790035027835801}, {40., 0.3790035027835801}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{41., 0.36126044586779005`}, {41., 0.37858797142088085`}, { 41., 0.37858797142088085`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{42., 0.36258674830098225`}, {42., 0.37949005087302445`}, { 42., 0.37949005087302445`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{43., 0.3628218208958}, {43., 0.37961793586126463`}, {43., 0.37961793586126463`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{44., 0.3632294550325563}, {44., 0.38010038815774316`}, {44., 0.38010038815774316`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{45., 0.36306126447744513`}, {45., 0.3806537462586991}, {45., 0.3806537462586991}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{46., 0.36583639410069185`}, {46., 0.38247934342874274`}, { 46., 0.38247934342874274`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{47., 0.3655141233812141}, {47., 0.38282741126103875`}, {47., 0.38282741126103875`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{48., 0.36681961326817497`}, {48., 0.38359968850920373`}, { 48., 0.38359968850920373`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{49., 0.36701685033196724`}, {49., 0.38383998632048216`}, { 49., 0.38383998632048216`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{50., 0.36751591362700003`}, {50., 0.38435793510028887`}, { 50., 0.38435793510028887`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{51., 0.36774699357553015`}, {51., 0.38515183740580533`}, { 51., 0.38515183740580533`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{52., 0.3686124281361951}, {52., 0.38519420359951784`}, {52., 0.38519420359951784`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{53., 0.3690277769573608}, {53., 0.3856823307077527}, {53., 0.3856823307077527}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{54., 0.3691166720269053}, {54., 0.38587108864249403`}, {54., 0.38587108864249403`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{55., 0.3696113949588715}, {55., 0.3867181255777207}, {55., 0.3867181255777207}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{56., 0.3703158723793493}, {56., 0.38620391008878735`}, {56., 0.38620391008878735`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{57., 0.3697628373224553}, {57., 0.3870280527083043}, {57., 0.3870280527083043}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{58., 0.3713711015415328}, {58., 0.3882175871052332}, {58., 0.3882175871052332}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{59., 0.3716831974998594}, {59., 0.38831658739767}, {59., 0.38831658739767}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{60., 0.37219373352309576`}, {60., 0.38859347825540896`}, { 60., 0.38859347825540896`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{61., 0.3723994859093375}, {61., 0.38897812647853997`}, {61., 0.38897812647853997`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{62., 0.3731935128913836}, {62., 0.3890991808368608}, {62., 0.3890991808368608}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{63., 0.3750318035541772}, {63., 0.39104771350281775`}, {63., 0.39104771350281775`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{64., 0.375200724686558}, {64., 0.39118283971322526`}, {64., 0.39118283971322526`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{65., 0.3761421378268389}, {65., 0.39194825202741024`}, {65., 0.39194825202741024`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{66., 0.37591265861329204`}, {66., 0.3922845194953496}, {66., 0.3922845194953496}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{67., 0.37780146917456103`}, {67., 0.39476785265796144`}, { 67., 0.39476785265796144`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{68., 0.3784266997140374}, {68., 0.394256909857263}, {68., 0.394256909857263}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{69., 0.37852535296785234`}, {69., 0.39481130264423453`}, { 69., 0.39481130264423453`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{70., 0.3796377280274292}, {70., 0.39584930319153183`}, {70., 0.39584930319153183`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{71., 0.3803481041568145}, {71., 0.3959452576543989}, {71., 0.3959452576543989}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{72., 0.3809458063707498}, {72., 0.39701715171843077`}, {72., 0.39701715171843077`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{73., 0.38174602966322835`}, {73., 0.3974088795445486}, {73., 0.3974088795445486}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{74., 0.3833692080648225}, {74., 0.39954852662778956`}, {74., 0.39954852662778956`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{75., 0.38411105079615704`}, {75., 0.40013523520662}, {75., 0.40013523520662}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{76., 0.38497506889002153`}, {76., 0.4001595169301718}, {76., 0.4001595169301718}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{77., 0.3866839054050184}, {77., 0.40152369884692585`}, {77., 0.40152369884692585`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{78., 0.38732101921879697`}, {78., 0.40231192865934434`}, { 78., 0.40231192865934434`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{79., 0.38747256185828205`}, {79., 0.4030040773807101}, {79., 0.4030040773807101}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{80., 0.3876854579041067}, {80., 0.40294252869880665`}, {80., 0.40294252869880665`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{81., 0.38815405761540717`}, {81., 0.40289563991256044`}, { 81., 0.40289563991256044`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{82., 0.38825409865031224`}, {82., 0.4028514129076496}, {82., 0.4028514129076496}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{83., 0.3879336040931983}, {83., 0.40331139002944305`}, {83., 0.40331139002944305`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{84., 0.3889308999765237}, {84., 0.40348193354302114`}, {84., 0.40348193354302114`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{85., 0.38931936221373015`}, {85., 0.4034613041231118}, {85., 0.4034613041231118}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{86., 0.3889259130665316}, {86., 0.40392497916586606`}, {86., 0.40392497916586606`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{87., 0.3896700852186702}, {87., 0.40399241647368067`}, {87., 0.40399241647368067`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{88., 0.3916256138757884}, {88., 0.4063661426383377}, {88., 0.4063661426383377}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{89., 0.39181346145374196`}, {89., 0.4065762890400453}, {89., 0.4065762890400453}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{90., 0.3922635367227501}, {90., 0.407155094441043}, {90., 0.407155094441043}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{91., 0.39735071577742703`}, {91., 0.4118523333633645}, {91., 0.4118523333633645}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{92., 0.3976322755093412}, {92., 0.4118243402202165}, {92., 0.4118243402202165}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{93., 0.4002214292635267}, {93., 0.41385557235986375`}, {93., 0.41385557235986375`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{94., 0.40075836116623037`}, {94., 0.41372301791897664`}, { 94., 0.41372301791897664`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{95., 0.4024744603377037}, {95., 0.41620844951791197`}, {95., 0.41620844951791197`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{96., 0.40245896693646216`}, {96., 0.4164850418903308}, {96., 0.4164850418903308}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{97., 0.40374899562347866`}, {97., 0.41672854578058316`}, { 97., 0.41672854578058316`}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{98., 0.4071659973944905}, {98., 0.419805133323282}, {98., 0.419805133323282}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{99., 0.40654504612624365`}, {99., 0.4207306266699995}, {99., 0.4207306266699995}}]}, {RGBColor[0.8230016666666667, 0.8120336666666667, 0.7086843333333334], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{100., 0.4093007366339573}, {100., 0.4225853754647966}, {100., 0.4225853754647966}}]}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.7345025000000001, 0.7180504999999999, 0.5630265000000001], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[InsetBox[ StyleBox["\<\"\[FilledCircle]\"\>", StripOnInput->False, FontSize->4], {0., 0.}], CompressedData[" 1:eJw9y39Q03Ucx/HJj9xJxlgG0vFDUGAIBPFjgiz2AsfPbbDv+LHx0+zkDi89 /JFg1HUzTCGWKG0LCTET6CAENCtRGYQdHDAcAYJOTvLQ7CQIKQ81qLjr++5z 9/nj8Xl+Xh5vFSrzrTkczs6Vu2rlWnHozIsTUtrspzRmMfuA6aF9p3uTh1lz 8auO/1tbPZkHt/ZPwl6YJq+DyalWw5X9xHo9nlkelckjR1i7wNkofx5nP8p6 Azpt7l7vE5E9sWvtl5dXRY2x3oQjV5NcvCRkbzg8lc4fLiYL0G90ld79g7wZ vssFZ1XLZH8wLy+16ng3Wb+G4/7uVj2e5CBsbQr7a15Efh1z2VP+XCk5GGXn F3/o3EMOQWvhFYuzlhyK2b0xthWd5DCky9vbrPvIQghLPazK//cW5Nx3PPG2 iRyOk8fTZkrmyBE4kuQjGHQbZ70VGyMye11k5EhcU7ubX1KRRYguF1Y6d5Df gHx4X6iPkRyFxvCcsqp+shgHvpKIGofIwBexV5rPB038Zw2w5salgGGGNSca i1cD1cV51KPR23BHda+Cegw2DLaVnzpNPQbVHwm7vM9Q3wb+jR/97Bqpr3jJ 3nHv19QlWFBqQ2rJGgns+GWG8RbqsfgudWHCqYt6LN6/qLB16KEeh3rdWHN2 P/U4BP69bnepiXo8trccuhWyQD0ehsmghV1kTgKGDs1mFFrfYnsCPMwtj2xW s+Ykws3uZ2OmPfVEPM7lJnU5UU/Ce1aWVwLdqSdhONJk1ntTlyKoqs5pUkBd itxjRYu3Q6jLsDmx8llBGHUZDE+Vx85uoS5Hb5/NvDaZuhxPYs45zDDUk/H4 +4jdeWrqyTCc2qgPzaWegpqcCw3f7KSeAm7jUlBHKXUFGLHvqPAoayjwe7Gz LFhH/xUIzv9czNez7laAL8qXTV+mPYM9+wXPRzpoz6B6Ulfq30V7BjUTFwIG hmnPwLbaMyB/gvZKePWYq/gPaK/Ex44X48bnaK8EMxL1QdPa2+xeCclRU3PF etacVLSZPE6OuLNGKsT2Kp9/wllrUmHeMaVokdA+FW78iGa9lPZpWHoznDcq o30abA3ad+IVtE+D68GSw9fI3Wm45F9re4+hfTqyvq0V7M+mfTrq/LIqD+bR Ph3u1z+7yd1O+3TMnXj1YWs+7TNQr3e08i6nfQZ8zpU0FWhpn4EGP/2OcR3t M2CzbWlg+T7tVSi682Glw0Paq8AzyoQzL1rYvQp//jKISB7rbhXaFw9oGoNZ c9SoYR7wBkJZQ41PLbOuWdG0V0NU4OWrLaK9GpYns2Nr3qV9JnKNrWfMdRbx v27l3Fk= "]]}, {}}, {}, {}, {{}, {}}}}, {{{}, {{}, {}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{1., 0.3367183664826808}, {1., 0.35606507949043203`}, {1., 0.35606507949043203`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{2., 0.3397567080668766}, {2., 0.3581383811107835}, {2., 0.3581383811107835}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{3., 0.35196253741361117`}, {3., 0.3700096649051159}, {3., 0.3700096649051159}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{4., 0.35339739233485923`}, {4., 0.37153163840293846`}, {4., 0.37153163840293846`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{5., 0.36221936624167667`}, {5., 0.379407307402215}, {5., 0.379407307402215}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{6., 0.3650343036530443}, {6., 0.38201690733960497`}, {6., 0.38201690733960497`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{7., 0.37146614594654215`}, {7., 0.3880241169436228}, {7., 0.3880241169436228}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{8., 0.37568619270950243`}, {8., 0.3921245468563658}, {8., 0.3921245468563658}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{9., 0.38417315826317516`}, {9., 0.39928372236506365`}, {9., 0.39928372236506365`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{10., 0.387008391058273}, {10., 0.4021316951408641}, {10., 0.4021316951408641}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{11., 0.3896628916403155}, {11., 0.4048984621334078}, {11., 0.4048984621334078}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{12., 0.39254366980365646`}, {12., 0.4068168559046577}, {12., 0.4068168559046577}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{13., 0.3956733117630589}, {13., 0.40917746683366313`}, {13., 0.40917746683366313`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{14., 0.3955505233642074}, {14., 0.40985304390220534`}, {14., 0.40985304390220534`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{15., 0.39677472527562774`}, {15., 0.410566671873712}, {15., 0.410566671873712}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{16., 0.3987088742981235}, {16., 0.41262068477244906`}, {16., 0.41262068477244906`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{17., 0.3987680732439067}, {17., 0.4129471555502701}, {17., 0.4129471555502701}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{18., 0.399482408538203}, {18., 0.41341074469950617`}, {18., 0.41341074469950617`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{19., 0.4003852072507442}, {19., 0.41402214067955145`}, {19., 0.41402214067955145`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{20., 0.401427718679657}, {20., 0.4145451789611676}, {20., 0.4145451789611676}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{21., 0.40308118393839826`}, {21., 0.41603040005575126`}, { 21., 0.41603040005575126`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{22., 0.4032980293789389}, {22., 0.4163291503538217}, {22., 0.4163291503538217}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{23., 0.40422715205039345`}, {23., 0.4170195008618575}, {23., 0.4170195008618575}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{24., 0.40443369534133655`}, {24., 0.4179417529873901}, {24., 0.4179417529873901}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{25., 0.4055989796078965}, {25., 0.41874323968581195`}, {25., 0.41874323968581195`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{26., 0.4076964045398511}, {26., 0.42040333177384603`}, {26., 0.42040333177384603`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{27., 0.4080923976004345}, {27., 0.42056681095658843`}, {27., 0.42056681095658843`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{28., 0.40969068538772585`}, {28., 0.42200697912216184`}, { 28., 0.42200697912216184`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{29., 0.4106033278683526}, {29., 0.4231810446674659}, {29., 0.4231810446674659}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{30., 0.4112031113211678}, {30., 0.42323392222192247`}, {30., 0.42323392222192247`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{31., 0.4122606233024149}, {31., 0.42458462592334895`}, {31., 0.42458462592334895`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{32., 0.41369158582179005`}, {32., 0.42601966907457006`}, { 32., 0.42601966907457006`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{33., 0.4143497232097963}, {33., 0.4262637225112726}, {33., 0.4262637225112726}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{34., 0.41476021312006445`}, {34., 0.4262636718741412}, {34., 0.4262636718741412}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{35., 0.4152674151932606}, {35., 0.4267907146143324}, {35., 0.4267907146143324}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{36., 0.41503307595657807`}, {36., 0.42702890612747607`}, { 36., 0.42702890612747607`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{37., 0.41751058345866654`}, {37., 0.4286437536429285}, {37., 0.4286437536429285}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{38., 0.4172959181216106}, {38., 0.4289438315784365}, {38., 0.4289438315784365}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{39., 0.41741499277540817`}, {39., 0.4289096046238945}, {39., 0.4289096046238945}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{40., 0.4175099303409696}, {40., 0.42896879772367924`}, {40., 0.42896879772367924`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{41., 0.418034858026299}, {41., 0.42925305573135686`}, {41., 0.42925305573135686`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{42., 0.41820093324121993`}, {42., 0.42997213074881674`}, { 42., 0.42997213074881674`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{43., 0.41941400356800235`}, {43., 0.43041649386734787`}, { 43., 0.43041649386734787`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{44., 0.4192827205830008}, {44., 0.4309383530375263}, {44., 0.4309383530375263}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{45., 0.4200069890054286}, {45., 0.43122220084030854`}, {45., 0.43122220084030854`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{46., 0.41990533334350966`}, {46., 0.4315401868898433}, {46., 0.4315401868898433}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{47., 0.42171357429770295`}, {47., 0.4323376526977575}, {47., 0.4323376526977575}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{48., 0.42186209502852595`}, {48., 0.4324688422840663}, {48., 0.4324688422840663}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{49., 0.4215757724203137}, {49., 0.4327711524997025}, {49., 0.4327711524997025}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{50., 0.42201358248550885`}, {50., 0.43287399297274104`}, { 50., 0.43287399297274104`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{51., 0.42279289493479993`}, {51., 0.4335745247841028}, {51., 0.4335745247841028}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{52., 0.4229811898644379}, {52., 0.43355939266185384`}, {52., 0.43355939266185384`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{53., 0.42280913408470955`}, {53., 0.43398803789869134`}, { 53., 0.43398803789869134`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{54., 0.4229768724608929}, {54., 0.4340771754299171}, {54., 0.4340771754299171}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{55., 0.42346825576586167`}, {55., 0.43381534923517595`}, { 55., 0.43381534923517595`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{56., 0.42353212526035827`}, {56., 0.4341865845450829}, {56., 0.4341865845450829}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{57., 0.4232982878238464}, {57., 0.43443826671513}, {57., 0.43443826671513}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{58., 0.42431860601812493`}, {58., 0.4341309133174696}, {58., 0.4341309133174696}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{59., 0.4240091188079168}, {59., 0.43499722230558124`}, {59., 0.43499722230558124`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{60., 0.42459895847023166`}, {60., 0.4358623237309227}, {60., 0.4358623237309227}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{61., 0.4250936658968162}, {61., 0.43578919033273833`}, {61., 0.43578919033273833`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{62., 0.42564462140737663`}, {62., 0.43610889210959686`}, { 62., 0.43610889210959686`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{63., 0.4262135082938438}, {63., 0.43686990035271395`}, {63., 0.43686990035271395`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{64., 0.4268477951265083}, {64., 0.43639951550123823`}, {64., 0.43639951550123823`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{65., 0.42646401066209055`}, {65., 0.4372700158329618}, {65., 0.4372700158329618}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{66., 0.42791339446724}, {66., 0.4378673642339876}, {66., 0.4378673642339876}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{67., 0.42863984098972496`}, {67., 0.43890422814881547`}, { 67., 0.43890422814881547`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{68., 0.42868435533582827`}, {68., 0.4395684342540238}, {68., 0.4395684342540238}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{69., 0.42973981074776946`}, {69., 0.4392975750171708}, {69., 0.4392975750171708}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{70., 0.4307130877268293}, {70., 0.4406575869636465}, {70., 0.4406575869636465}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{71., 0.4309538373703108}, {71., 0.4407388490654258}, {71., 0.4407388490654258}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{72., 0.431442814069766}, {72., 0.44166110457834734`}, {72., 0.44166110457834734`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{73., 0.4316732511981994}, {73., 0.4414905935729429}, {73., 0.4414905935729429}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{74., 0.4327033430791401}, {74., 0.4424523210554812}, {74., 0.4424523210554812}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{75., 0.4325953516016969}, {75., 0.44280822486633015`}, {75., 0.44280822486633015`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{76., 0.43302306695448595`}, {76., 0.44296615995376015`}, { 76., 0.44296615995376015`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{77., 0.4340144711431648}, {77., 0.44365552250771945`}, {77., 0.44365552250771945`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{78., 0.43417034733148896`}, {78., 0.4437899236921027}, {78., 0.4437899236921027}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{79., 0.4341451126649009}, {79., 0.44434095508859733`}, {79., 0.44434095508859733`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{80., 0.43509763470171875`}, {80., 0.444103045737766}, {80., 0.444103045737766}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{81., 0.43523905394647633`}, {81., 0.4452141200308757}, {81., 0.4452141200308757}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{82., 0.43690523611023224`}, {82., 0.4450973723478123}, {82., 0.4450973723478123}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{83., 0.4372080723879875}, {83., 0.44664965022810293`}, {83., 0.44664965022810293`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{84., 0.43743617425437425`}, {84., 0.4468495403171043}, {84., 0.4468495403171043}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{85., 0.43759559970218037`}, {85., 0.4466973817453625}, {85., 0.4466973817453625}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{86., 0.43763325833585004`}, {86., 0.446665179669864}, {86., 0.446665179669864}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{87., 0.4382433707437494}, {87., 0.4466214563198828}, {87., 0.4466214563198828}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{88., 0.4381884936758041}, {88., 0.4470928589297137}, {88., 0.4470928589297137}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{89., 0.43908439505870517`}, {89., 0.44810685412465007`}, { 89., 0.44810685412465007`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{90., 0.43909864842718394`}, {90., 0.4482219850760585}, {90., 0.4482219850760585}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{91., 0.439242849549166}, {91., 0.4487028581170998}, {91., 0.4487028581170998}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{92., 0.4408094748505467}, {92., 0.44916710383667074`}, {92., 0.44916710383667074`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{93., 0.44306049073144715`}, {93., 0.45149907832887937`}, { 93., 0.45149907832887937`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{94., 0.4433689390649202}, {94., 0.4516924169091881}, {94., 0.4516924169091881}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{95., 0.44389039361857063`}, {95., 0.45265152474229176`}, { 95., 0.45265152474229176`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{96., 0.4449819899912753}, {96., 0.4530840163994488}, {96., 0.4530840163994488}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{97., 0.4453974758597974}, {97., 0.45377906194024087`}, {97., 0.45377906194024087`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{98., 0.44562530389224525`}, {98., 0.4538626741967074}, {98., 0.4538626741967074}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{99., 0.4462986363592908}, {99., 0.45425756931042405`}, {99., 0.45425756931042405`}}]}, {RGBColor[ 0.42235466666666666`, 0.41473533333333334`, 0.41696266666666665`], PointSize[0.01388888888888889], AbsoluteThickness[1.6], LineBox[{{100., 0.4496417456061823}, {100., 0.45706711326943705`}, { 100., 0.45706711326943705`}}]}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.133532, 0.122103, 0.125444], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[InsetBox[ StyleBox["\<\"\[FilledCircle]\"\>", StripOnInput->False, FontSize->4], {0., 0.}], CompressedData[" 1:eJw1y2tQ1FUcxvGFJe9EchGkrbgNKKy0IIKIyz7iAgvLZdkbKyxj3EREcOQq hrjIDiISa9HElHELinIEGREVMQUmBUUD2hEUAbNoKTUkQ8wwjBf/35k5Lz7n ex77hH3SZDaLxUpavEaL15hFZ0bgH5jDE7kNC5gHJOiNrNYpyMtQpTubmWw7 wvgtGFlMxNV4ki2Re6xxLKWTbINHQ7MzI1NkDnbdsi65En6XsR1uFi7opz4m O6Bqnu1qaX6PsRN2sa+3fwWyM3pmG6ZXppPX4cyG7BL1p2RXeOccTVN2k7lY e/5M2/g1sjvG9O51398h87BUF7k7dY7sgQvdrj6fvCR74tDxY5rN7FHGG5GY Wfu61ozshY2BHR5ZHPImdDyzO7zem+yNjOYPexO2kH1Q1Fhi1hRM3ozZuL8l BgnZFwnF5k+N48lbcCPpO5P+w2Q/KNjLoz7QkrciW9WUJqwm81FRX3hC3UL2 R/B+L3F7G1mAui9cWvf1koHPqv0cH00w1gCByf5uEQbq2/C+zvnJqT+ob8MO 1duTjs+oB+AqT/SPG1kTgKLlTQFnLe4zfTu07h4JyZaMNdthxM2WWltRF+Ju cUdFzBrqQpyQvSqb51APhOt08rCfE/VAfGTrdWnAg3oQRv099cabqAchwyf/ tZBPPRjp4henVwioB+N2pz0/UU5dhNGF3DvNSuoiCJdeVQ+QWSE44inm8WOp h2Ckpf5rdQr1UMy1n+vv3U190a7vTT3cQ10Mg6nsy1d7qYtxY+XYkokM6mHQ sV8WZWRSD8Mabeh0JZkVjrIlMXZpB6iHIzfrh/F/C6hHYNIgWWsopR4BzgZn r5hy6pEorrpoW1BJPRLT6Z028TXUJeB6zvx0sZYxJGA1HC1rb6D/Egittffy zzHukuA2//Pexz20j8KFnQvml/poH4XCyvuHXAZoH4WQbwa6hL/QPgraJ+Vm v0/SXoqSMIv6vBnaS2Hy9FT4c7JGipTu41lBRmPMXgp1ap46gs2YJYOJiYvO dhljyFDq8mf8AyvGGhmG81McYUN7Geau7Rys4NBeDk6+Y16qA+3lCC0vcDjN pb0c/qtulsb50l4OnqbmP52I9gpU/bWqYnUY7RWY69vbb0fWKDCfPrmVS+5S YOjHthWDEtor8Ua8s85XTnslRoJWT00k0l4J71tX+NNJtFfC6eTDd0z30D4a neqc9a0HaR+Ny+yWRL862kejLPLg+ehG2kdDL45tPtBKexWq3/318exl2qsQ MPjbA9PrtFfhZ549+2Qf7VV48Xy/IHaI9jvw5rfz4h72uOB/Fwrdtg== "]]}, {}}, {}, {}, {{}, {}}}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Frame->True, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{True, False}, {True, False}}, FrameTicksStyle->Directive[ GrayLevel[0], 16], GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->All, ImageSize->Medium, Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotRange->{0, 0.5}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, {0, 0}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{ 3.783880135109683*^9, {3.783880168315531*^9, 3.783880181876123*^9}, { 3.783880234064477*^9, 3.783880311704524*^9}, 3.783880429440337*^9, 3.783880470353528*^9, {3.783880500819006*^9, 3.783880554453534*^9}, 3.783880627949037*^9, 3.783880681054019*^9, 3.7838807131592484`*^9, { 3.783880913822353*^9, 3.783880921050414*^9}},ExpressionUUID->"e99dc450-2383-4a38-9113-\ 00b27aa94d40"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["WF Diploid Over-dominance as a comparison", "Subsection", CellChangeTimes->{{3.7831885118231173`*^9, 3.783188536135254*^9}},ExpressionUUID->"4274aefc-fd97-4c4b-aba5-\ 996b2accaede"], Cell["transition probability of i copies to j copies of the allele", "Text", CellChangeTimes->{{3.783188576684999*^9, 3.7831885949177313`*^9}},ExpressionUUID->"8c70801a-6352-4fd9-bcb2-\ eb461e13af76"], Cell[BoxData[ RowBox[{ RowBox[{"w", "[", RowBox[{"i_", ",", "n_", ",", "s_"}], "]"}], ":=", RowBox[{ RowBox[{ RowBox[{ RowBox[{"(", FractionBox["i", "n"], ")"}], RowBox[{"(", RowBox[{"1", "-", "s"}], ")"}]}], "+", FractionBox[ RowBox[{"(", RowBox[{"n", "-", "i"}], ")"}], "n"], "-", RowBox[{"(", RowBox[{ RowBox[{ FractionBox[ RowBox[{"(", RowBox[{"n", "-", "i"}], ")"}], "n"], RowBox[{"(", RowBox[{"1", "-", "s"}], ")"}]}], "+", FractionBox["i", "n"]}], ")"}]}], "//", "Simplify"}]}]], "Input", CellChangeTimes->{{3.783189490825624*^9, 3.7831895200191174`*^9}, { 3.783189553598813*^9, 3.783189594311455*^9}},ExpressionUUID->"2bc278b0-50f9-4ddb-baeb-\ e8d95750a715"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"npSol", "=", RowBox[{"Flatten", "[", RowBox[{"NDSolve", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{ RowBox[{"D", "[", RowBox[{ RowBox[{"p", "[", "t", "]"}], ",", "t"}], "]"}], "\[Equal]", RowBox[{ RowBox[{"(", RowBox[{"w", "[", RowBox[{ RowBox[{ RowBox[{"p", "[", "t", "]"}], "n"}], ",", "n", ",", "s"}], "]"}], ")"}], RowBox[{"p", "[", "t", "]"}], RowBox[{"(", RowBox[{"1", "-", RowBox[{"p", "[", "t", "]"}]}], ")"}]}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"n", "\[Rule]", "100"}], ",", RowBox[{"s", "\[Rule]", "0.1"}]}], "}"}]}], ",", RowBox[{ RowBox[{"p", "[", "0", "]"}], "\[Equal]", "0.1"}]}], "}"}], ",", RowBox[{"p", "[", "t", "]"}], ",", RowBox[{"{", RowBox[{"t", ",", "0", ",", "100"}], "}"}]}], "]"}], "]"}]}]], "Input", CellChangeTimes->{{3.7831890931649942`*^9, 3.7831891853926973`*^9}, { 3.783189357085836*^9, 3.7831893651196127`*^9}, {3.783189480023925*^9, 3.7831894831296463`*^9}},ExpressionUUID->"b9705a9f-745d-437e-b103-\ de623694ab62"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"p", "[", "t", "]"}], "\[Rule]", RowBox[{ TagBox[ TemplateBox[{ RowBox[{ StyleBox[ TagBox["InterpolatingFunction", "SummaryHead"], "NonInterpretableSummary"], StyleBox["[", "NonInterpretableSummary"], DynamicModuleBox[{Typeset`open$$ = False}, PanelBox[ PaneSelectorBox[{False -> GridBox[{{ PaneBox[ ButtonBox[ DynamicBox[ FEPrivate`FrontEndResource[ "FEBitmaps", "SquarePlusIconMedium"]], ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, Evaluator -> Automatic, Method -> "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{ Automatic, 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], GraphicsBox[{{{{}, {}, TagBox[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1]], LineBox[CompressedData[" 1:eJwB0QMu/CFib1JlAgAAADwAAAACAAAAnIW2B5tvvD4BXwPOmZm5P0XRMWw0 Ffo/zVz68SG3vD8FZS60Bi4LQJh74UVPKsA/aslGZ8wwFECpXtASJfTBP8qC eNpvqRpAay8bBcDJwz8VebNxPtcgQO66NDHh2cU/IB09Xc4dJEDssa70otPH PykcpROTqidAZF5FFCwAyj9wLA79xCYrQDouHdRjJcw/EKmJTQBnLkAZD1VM UCPOP1jAcTS49jBA/R+p7Foi0D9V4qf19JsyQJbkmdFdG9E/8YxeUOg4NECJ di/sowjSPwxlhBD2+DVAK54bG/MA0z9VczOECJs3QEGzLRz/3tM/Hq9RXTVg OUA7YwT2TMTUP4Vz8M8YHTtA7NPm21OZ1T8Zbhj2ALw8QDP+WEHzVNY/LZav gQN+PkC/dJ6mVhTXPzj6Z2AFEUBAdKhlebm71z8ZwK8ylvRAQFeLUPkdZdg/ Scq3UQLUQUARZMOVs//YP49vhMpwpEJA7wYOAN+F2T+Vqwh2bIZDQHiAgN/o DNo/soJRe2pZREAMTzeDtYHaPx6eWs1DKEVAPIqZqAHs2j9KUBtSqghGQHhB k3qwVts/jZ2gMBPaRkBpCK3zprLbP4+B3UEJvUdA17UsjJsO3D/hqdqf2ptI QN8xbs+fYdw/SW2cV65rSUD1UGjOCancP3HHFUIPTUpA1rlZgGbw3D+wvFOG ch9LQBRlm/i4Ld0/PvZRF7HtS0CxmIukPmXdP4zGB9t8zUxApd5Ecruc3T/w MYL4Sp5NQBxJw/JfzN0/FDS0SKaATkBZPAeC3/vdP0/RqvIDVE9AbMOsnaEk 3j9t2bB0nhFQQPplsgJ8Sd4/khVoiQGCUEDP0yKIQG7eP0KfAcvl6lBAS879 UcuN3j9S9PalkFxRQPVDgwsyrd4/imtMJynMUUA1dBG/cMneP00whNVCNFJA sJGbyKrh3j9wwBcdI6VSQN6h6k/P+d4/H56NkYQOU0DPr2pCgw7fP/WdY6zT dVNAbrPS/jgh3z8raZVg6eVTQJqui4PjM98/7IGpQYBOVEC03X0P5UPfPw1m Gbzdv1RAKXNjpNRT3z9WbOncKC9VQLAL8KgpYt8/KsCbKvWWVUDWw3zZc27f P17fqRGIB1ZAe8cQErR63z8dTJolnHBWQHUs6cM0hd8/PITm0nbiVkClVz+z p4/fP4PekiY/UldA7RpRUQyZ3z9VhiGniLpXQD8GIjwaod8/h/kLwZgrWEDG ynzJH6nfP0W62AcqlVhADF0RTQCw3z8+GeT4//9YQAWlNxVott8/YsnAIA== "]]}, Annotation[#, "Charting`Private`Tag$238578#1"]& ]}}, {}, {}}, { DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, AxesOrigin -> {0, 0.10000001220339173`}, FrameTicks -> {{None, None}, {None, None}}, GridLines -> {None, None}, DisplayFunction -> Identity, PlotRangePadding -> {{ Scaled[0.1], Scaled[0.1]}, { Scaled[0.1], Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> All, DisplayFunction -> Identity, AspectRatio -> 1, Axes -> {False, False}, AxesLabel -> {None, None}, AxesOrigin -> {0, 0.10000001220339173`}, DisplayFunction :> Identity, Frame -> {{True, True}, {True, True}}, FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> Directive[ Opacity[0.5], Thickness[Tiny], RGBColor[0.368417, 0.506779, 0.709798]], FrameTicks -> {{None, None}, {None, None}}, GridLines -> {None, None}, GridLinesStyle -> Directive[ GrayLevel[0.5, 0.4]], ImageSize -> Dynamic[{ Automatic, 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], Method -> { "DefaultBoundaryStyle" -> Automatic, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ ( Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], ( Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ ( Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], ( Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotRange -> {{0., 100.}, {0.10000001220339173`, 0.49550821372993453`}}, PlotRangeClipping -> True, PlotRangePadding -> {{ Scaled[0.1], Scaled[0.1]}, { Scaled[0.1], Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], GridBox[{{ RowBox[{ TagBox["\"Domain: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"{", RowBox[{"0.`", ",", "100.`"}], "}"}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Output: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["\"scalar\"", "SummaryItem"]}]}}, GridBoxAlignment -> { "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings -> { "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, BaseStyle -> { ShowStringCharacters -> False, NumberMarks -> False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> {"Rows" -> {{Top}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], True -> GridBox[{{ PaneBox[ ButtonBox[ DynamicBox[ FEPrivate`FrontEndResource[ "FEBitmaps", "SquareMinusIconMedium"]], ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, Evaluator -> Automatic, Method -> "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{ Automatic, 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], GraphicsBox[{{{{}, {}, TagBox[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1]], LineBox[CompressedData[" 1:eJwB0QMu/CFib1JlAgAAADwAAAACAAAAnIW2B5tvvD4BXwPOmZm5P0XRMWw0 Ffo/zVz68SG3vD8FZS60Bi4LQJh74UVPKsA/aslGZ8wwFECpXtASJfTBP8qC eNpvqRpAay8bBcDJwz8VebNxPtcgQO66NDHh2cU/IB09Xc4dJEDssa70otPH PykcpROTqidAZF5FFCwAyj9wLA79xCYrQDouHdRjJcw/EKmJTQBnLkAZD1VM UCPOP1jAcTS49jBA/R+p7Foi0D9V4qf19JsyQJbkmdFdG9E/8YxeUOg4NECJ di/sowjSPwxlhBD2+DVAK54bG/MA0z9VczOECJs3QEGzLRz/3tM/Hq9RXTVg OUA7YwT2TMTUP4Vz8M8YHTtA7NPm21OZ1T8Zbhj2ALw8QDP+WEHzVNY/LZav gQN+PkC/dJ6mVhTXPzj6Z2AFEUBAdKhlebm71z8ZwK8ylvRAQFeLUPkdZdg/ Scq3UQLUQUARZMOVs//YP49vhMpwpEJA7wYOAN+F2T+Vqwh2bIZDQHiAgN/o DNo/soJRe2pZREAMTzeDtYHaPx6eWs1DKEVAPIqZqAHs2j9KUBtSqghGQHhB k3qwVts/jZ2gMBPaRkBpCK3zprLbP4+B3UEJvUdA17UsjJsO3D/hqdqf2ptI QN8xbs+fYdw/SW2cV65rSUD1UGjOCancP3HHFUIPTUpA1rlZgGbw3D+wvFOG ch9LQBRlm/i4Ld0/PvZRF7HtS0CxmIukPmXdP4zGB9t8zUxApd5Ecruc3T/w MYL4Sp5NQBxJw/JfzN0/FDS0SKaATkBZPAeC3/vdP0/RqvIDVE9AbMOsnaEk 3j9t2bB0nhFQQPplsgJ8Sd4/khVoiQGCUEDP0yKIQG7eP0KfAcvl6lBAS879 UcuN3j9S9PalkFxRQPVDgwsyrd4/imtMJynMUUA1dBG/cMneP00whNVCNFJA sJGbyKrh3j9wwBcdI6VSQN6h6k/P+d4/H56NkYQOU0DPr2pCgw7fP/WdY6zT dVNAbrPS/jgh3z8raZVg6eVTQJqui4PjM98/7IGpQYBOVEC03X0P5UPfPw1m Gbzdv1RAKXNjpNRT3z9WbOncKC9VQLAL8KgpYt8/KsCbKvWWVUDWw3zZc27f P17fqRGIB1ZAe8cQErR63z8dTJolnHBWQHUs6cM0hd8/PITm0nbiVkClVz+z p4/fP4PekiY/UldA7RpRUQyZ3z9VhiGniLpXQD8GIjwaod8/h/kLwZgrWEDG ynzJH6nfP0W62AcqlVhADF0RTQCw3z8+GeT4//9YQAWlNxVott8/YsnAIA== "]]}, Annotation[#, "Charting`Private`Tag$238578#1"]& ]}}, {}, {}}, { DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, AxesOrigin -> {0, 0.10000001220339173`}, FrameTicks -> {{None, None}, {None, None}}, GridLines -> {None, None}, DisplayFunction -> Identity, PlotRangePadding -> {{ Scaled[0.1], Scaled[0.1]}, { Scaled[0.1], Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> All, DisplayFunction -> Identity, AspectRatio -> 1, Axes -> {False, False}, AxesLabel -> {None, None}, AxesOrigin -> {0, 0.10000001220339173`}, DisplayFunction :> Identity, Frame -> {{True, True}, {True, True}}, FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> Directive[ Opacity[0.5], Thickness[Tiny], RGBColor[0.368417, 0.506779, 0.709798]], FrameTicks -> {{None, None}, {None, None}}, GridLines -> {None, None}, GridLinesStyle -> Directive[ GrayLevel[0.5, 0.4]], ImageSize -> Dynamic[{ Automatic, 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], Method -> { "DefaultBoundaryStyle" -> Automatic, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ ( Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], ( Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], ( Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotRange -> {{0., 100.}, {0.10000001220339173`, 0.49550821372993453`}}, PlotRangeClipping -> True, PlotRangePadding -> {{ Scaled[0.1], Scaled[0.1]}, { Scaled[0.1], Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], GridBox[{{ RowBox[{ TagBox["\"Domain: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"{", RowBox[{"0.`", ",", "100.`"}], "}"}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Output: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["\"scalar\"", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Order: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["3", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Method: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["\"Hermite\"", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Periodic: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["False", "SummaryItem"]}]}}, GridBoxAlignment -> { "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings -> { "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, BaseStyle -> { ShowStringCharacters -> False, NumberMarks -> False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> {"Rows" -> {{Top}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic], BaselinePosition -> Baseline], DynamicModuleValues :> {}], StyleBox["]", "NonInterpretableSummary"]}]}, "CopyTag", DisplayFunction->(#& ), InterpretationFunction->("InterpolatingFunction[{{0., 100.}}, <>]"& )], False, Editable->False, SelectWithContents->True, Selectable->False], "[", "t", "]"}]}], "}"}]], "Output", CellChangeTimes->{{3.7831891483644037`*^9, 3.7831891860190353`*^9}, 3.783189365647625*^9, 3.783189484385839*^9, 3.783189598456709*^9, 3.783189931164193*^9, 3.7831982867091713`*^9, 3.789322346717729*^9},ExpressionUUID->"502923df-809a-4eb6-a3e0-\ 8cd26863376d"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"p", "[", RowBox[{"i_", ",", "j_", ",", "n_", ",", "s_"}], "]"}], ":=", RowBox[{"If", "[", RowBox[{ RowBox[{"i", "\[Equal]", "0"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{"j", "\[Equal]", "0"}], ",", "1", ",", "0"}], "]"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{"i", "\[Equal]", "n"}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{"j", "\[Equal]", "n"}], ",", "1", ",", "0"}], "]"}], ",", RowBox[{ RowBox[{"Binomial", "[", " ", RowBox[{"n", ",", "j"}], "]"}], SuperscriptBox[ RowBox[{"(", FractionBox[ RowBox[{ FractionBox["i", "n"], " ", RowBox[{"(", RowBox[{"1", "+", RowBox[{"w", "[", RowBox[{"i", ",", "n", ",", "s"}], "]"}]}], ")"}]}], RowBox[{ RowBox[{ FractionBox["i", "n"], " ", RowBox[{"(", RowBox[{"1", "+", RowBox[{"w", "[", RowBox[{"i", ",", "n", ",", "s"}], "]"}]}], ")"}]}], "+", RowBox[{ FractionBox[ RowBox[{"n", "-", "i"}], "n"], " ", RowBox[{"(", RowBox[{"1", "+", RowBox[{"w", "[", RowBox[{ RowBox[{"n", "-", "i"}], ",", "n", ",", "s"}], "]"}]}], ")"}]}]}]], ")"}], "j"], SuperscriptBox[ RowBox[{"(", FractionBox[ RowBox[{ FractionBox[ RowBox[{"n", "-", "i"}], "n"], " ", RowBox[{"(", RowBox[{"1", "+", RowBox[{"w", "[", RowBox[{ RowBox[{"n", "-", "i"}], ",", "n", ",", "s"}], "]"}]}], ")"}]}], RowBox[{ RowBox[{ FractionBox["i", "n"], " ", RowBox[{"(", RowBox[{"1", "+", RowBox[{"w", "[", RowBox[{"i", ",", "n", ",", "s"}], "]"}]}], ")"}]}], "+", RowBox[{ FractionBox[ RowBox[{"n", "-", "i"}], "n"], " ", RowBox[{"(", RowBox[{"1", "+", RowBox[{"w", "[", RowBox[{ RowBox[{"n", "-", "i"}], ",", "n", ",", "s"}], "]"}]}], ")"}]}]}]], ")"}], RowBox[{"n", "-", "j"}]]}]}], "]"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.7831885644320583`*^9, 3.783188658043051*^9}, { 3.783188799894002*^9, 3.783188801099074*^9}, {3.78318895552542*^9, 3.783188957057474*^9}, {3.7831892412277308`*^9, 3.783189256794848*^9}, { 3.783189938686211*^9, 3.7831900070927973`*^9}, {3.783192615441354*^9, 3.783192680193089*^9}, {3.783192725041038*^9, 3.783192738382409*^9}, { 3.7831928087164288`*^9, 3.7831928145602903`*^9}},ExpressionUUID->"55a909a1-470f-4784-9642-\ 06200c2e1a97"], Cell[BoxData[ RowBox[{ RowBox[{"p0Vec", "[", "n_", "]"}], ":=", RowBox[{"Table", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{"i", "\[Equal]", FractionBox["n", "2"]}], ",", "1", ",", "0"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "0", ",", "n"}], "}"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.7831929042623043`*^9, 3.783192932113488*^9}},ExpressionUUID->"ee3d4645-39f8-4d71-a05c-\ 6041e6c4a79a"], Cell[BoxData[{ RowBox[{"Clear", "[", "tMtrx", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tMtrx", "[", RowBox[{"n_", ",", "s_"}], "]"}], ":=", RowBox[{ RowBox[{"tMtrx", "[", RowBox[{"n", ",", "s"}], "]"}], "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"i", ",", "j", ",", "n", ",", "s"}], "]"}], ",", RowBox[{"{", RowBox[{"j", ",", "0", ",", "n"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "0", ",", "n"}], "}"}]}], "]"}]}]}]}], "Input", CellChangeTimes->{{3.78319255902838*^9, 3.783192609690312*^9}, { 3.783192761076351*^9, 3.783192762288596*^9}, {3.783192796105064*^9, 3.783192797003765*^9}, {3.783192835170203*^9, 3.783192845290197*^9}},ExpressionUUID->"7b47e5ff-1b9c-4900-b381-\ 715ef0adeedd"], Cell[BoxData[{ RowBox[{"Clear", "[", "pOut", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"pOut", "[", RowBox[{"n_", ",", "s_", ",", "t_"}], "]"}], ":=", RowBox[{ RowBox[{"pOut", "[", RowBox[{"n", ",", "s", ",", "t"}], "]"}], "=", RowBox[{ RowBox[{"MatrixPower", "[", RowBox[{ RowBox[{"tMtrx", "[", RowBox[{"n", ",", "s"}], "]"}], ",", "t"}], "]"}], ".", RowBox[{"p0Vec", "[", "n", "]"}]}]}]}]}], "Input", CellChangeTimes->{{3.783192597770082*^9, 3.783192601376017*^9}, { 3.783192691324009*^9, 3.7831926931771727`*^9}, {3.7831928221015797`*^9, 3.783192830102656*^9}, {3.7831928635916357`*^9, 3.78319289947152*^9}, { 3.7831929539369593`*^9, 3.783192961155003*^9}, {3.783192998162766*^9, 3.783193027888485*^9}, {3.7831938741738243`*^9, 3.7831938866042624`*^9}},ExpressionUUID->"d5775aa6-af55-4ade-b4e6-\ 02c2b4962f5b"], Cell[BoxData[ RowBox[{ RowBox[{"hOver", "[", RowBox[{"n_", ",", "s_", ",", "t_"}], "]"}], ":=", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"2", FractionBox["i", "n"], RowBox[{"(", FractionBox[ RowBox[{"n", "-", "i"}], "n"], ")"}]}], ",", RowBox[{"{", RowBox[{"i", ",", "0", ",", "n"}], "}"}]}], "]"}], ".", RowBox[{"pOut", "[", RowBox[{"n", ",", "s", ",", "t"}], "]"}]}]}]], "Input", CellChangeTimes->{{3.78319297630223*^9, 3.7831929947723627`*^9}, { 3.783193044717936*^9, 3.7831930790335417`*^9}},ExpressionUUID->"fa649d7d-8d54-4a12-966c-\ 0297bfaea495"], Cell[BoxData[ RowBox[{ RowBox[{"hNeut", "[", RowBox[{"n_", ",", "t_"}], "]"}], ":=", RowBox[{ FractionBox["1", "2"], " ", RowBox[{"Exp", "[", FractionBox[ RowBox[{"-", "t"}], "n"], "]"}]}]}]], "Input", CellChangeTimes->{{3.783193120583886*^9, 3.783193127528207*^9}, { 3.783193173397644*^9, 3.783193188997768*^9}},ExpressionUUID->"2687ddda-59be-4e32-86ef-\ e19e1e7bbb80"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"temp", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"hNeut", "[", RowBox[{ RowBox[{"Round", "[", RowBox[{ SuperscriptBox["10", "npower"], ",", "2"}], "]"}], ",", "250"}], "]"}], ",", RowBox[{"hOver", "[", RowBox[{ RowBox[{"Round", "[", RowBox[{ SuperscriptBox["10", "npower"], ",", "2"}], "]"}], ",", "0.01", ",", "250"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"npower", ",", "2", ",", "2.75", ",", "0.25"}], "}"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.783193081126007*^9, 3.783193104517764*^9}, { 3.7831931954674587`*^9, 3.783193233607678*^9}, {3.783193769419408*^9, 3.7831938292817183`*^9}, {3.783193859430087*^9, 3.7831938623709993`*^9}, 3.7831938975545797`*^9, {3.783193992508952*^9, 3.78319399305145*^9}, 3.78319402779815*^9, {3.78319462184144*^9, 3.783194624813096*^9}, { 3.783196772873034*^9, 3.783196793553726*^9}},ExpressionUUID->"e170767a-7ed1-4c7b-9395-\ 67b4c1d0b96f"], Cell[BoxData["$Aborted"], "Output", CellChangeTimes->{{3.7831930861910067`*^9, 3.783193105964067*^9}, { 3.7831937669444857`*^9, 3.783193874886199*^9}, {3.7831939909741697`*^9, 3.7831939939868927`*^9}, 3.783194395501235*^9, {3.783196769204033*^9, 3.783196793925817*^9}, 3.783198294183267*^9, 3.789322442106089*^9},ExpressionUUID->"b6d50647-b48f-415f-a0c4-\ 043342b09640"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"temp", "=", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ FractionBox["1", RowBox[{"2", " ", SuperscriptBox["\[ExponentialE]", RowBox[{"5", "/", "2"}]]}]], ",", "0.08992571775402472`"}], "}"}], ",", RowBox[{"{", RowBox[{ FractionBox["1", RowBox[{"2", " ", SuperscriptBox["\[ExponentialE]", RowBox[{"125", "/", "89"}]]}]], ",", "0.23954849222376998`"}], "}"}], ",", RowBox[{"{", RowBox[{ FractionBox["1", RowBox[{"2", " ", SuperscriptBox["\[ExponentialE]", RowBox[{"125", "/", "158"}]]}]], ",", "0.3742022797759149`"}], "}"}], ",", RowBox[{"{", RowBox[{ FractionBox["1", RowBox[{"2", " ", SuperscriptBox["\[ExponentialE]", RowBox[{"125", "/", "281"}]]}]], ",", "0.443671355336855`"}], "}"}]}], "}"}]}], ";"}]], "Input", CellChangeTimes->{{3.7831982963949547`*^9, 3.7831982994486647`*^9}},ExpressionUUID->"f508162c-5d22-43fd-b964-\ a4c477d6001c"], Cell[BoxData[ RowBox[{ RowBox[{"HetOver", "=", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"{", RowBox[{"{", RowBox[{"0", ",", "0"}], "}"}], "}"}], ",", "temp", ",", RowBox[{"{", RowBox[{"{", RowBox[{"0.5", ",", "0.5"}], "}"}], "}"}]}], "]"}], "//", "N"}]}], ";"}]], "Input", CellChangeTimes->{{3.78319452433051*^9, 3.7831945410931664`*^9}, { 3.783196968501185*^9, 3.783196971545397*^9}},ExpressionUUID->"d33e69b9-1f73-4648-99e1-\ f911d3d62679"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"Show", "[", RowBox[{ RowBox[{"ListLinePlot", "[", RowBox[{"HetOver", ",", RowBox[{"PlotStyle", "\[Rule]", "Black"}]}], "]"}], ",", RowBox[{"ListPlot", "[", RowBox[{ RowBox[{"Map", "[", RowBox[{ RowBox[{ RowBox[{"{", "#", "}"}], "&"}], ",", "HetOver"}], "]"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{"Join", "[", RowBox[{ RowBox[{"{", "Black", "}"}], ",", RowBox[{"Table", "[", " ", RowBox[{ RowBox[{ RowBox[{"ColorData", "[", "\"\\"", "]"}], "[", FractionBox[ RowBox[{"rep", "-", "1"}], "6"], "]"}], ",", RowBox[{"{", RowBox[{"rep", ",", "1", ",", "4"}], "}"}]}], "]"}], ",", RowBox[{"{", "Black", "}"}]}], "]"}]}]}], "]"}]}], "]"}]], "Input", CellChangeTimes->{{3.783194589165186*^9, 3.783194617829239*^9}, { 3.783194672969214*^9, 3.783194729135522*^9}, {3.783194760142406*^9, 3.783194770529346*^9}, {3.783196799017329*^9, 3.783196819040449*^9}, { 3.783196976553616*^9, 3.7831969767795963`*^9}},ExpressionUUID->"3184c2f6-7a04-499d-a121-\ 52417147710a"], Cell[BoxData[ GraphicsBox[{{{}, {{}, {}, {GrayLevel[0], PointSize[0.019444444444444445`], AbsoluteThickness[1.6], LineBox[{{0., 0.}, {0.0410424993119494, 0.08992571775402472}, { 0.12274557490851813`, 0.23954849222376998`}, {0.22666402565585186`, 0.3742022797759149}, {0.32046345367730633`, 0.443671355336855}, {0.5, 0.5}}]}}, {}, {}, {{}, {}}}, {{}, {{}, {GrayLevel[0], PointSize[0.012833333333333334`], AbsoluteThickness[1.6], PointBox[{{0., 0.}, {0., 0.}}]}, {RGBColor[0.300725, 0.680491, 0.901701], PointSize[ 0.012833333333333334`], AbsoluteThickness[1.6], PointBox[{{0.0410424993119494, 0.08992571775402472}, { 0.0410424993119494, 0.08992571775402472}}]}, {RGBColor[0.550366, 0.581752, 0.8226355000000001], PointSize[ 0.012833333333333334`], AbsoluteThickness[1.6], PointBox[{{0.12274557490851813`, 0.23954849222376998`}, { 0.12274557490851813`, 0.23954849222376998`}}]}, {RGBColor[0.778582, 0.417821, 0.644854], PointSize[ 0.012833333333333334`], AbsoluteThickness[1.6], PointBox[{{0.22666402565585186`, 0.3742022797759149}, { 0.22666402565585186`, 0.3742022797759149}}]}, {RGBColor[0.9112395, 0.6309425, 0.5195245], PointSize[ 0.012833333333333334`], AbsoluteThickness[1.6], PointBox[{{0.32046345367730633`, 0.443671355336855}, { 0.32046345367730633`, 0.443671355336855}}]}, {GrayLevel[0], PointSize[0.012833333333333334`], AbsoluteThickness[1.6], PointBox[{{0.5, 0.5}, {0.5, 0.5}}]}, {}}, {}, {}, {{}, {}}}}, 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->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotRange->{{0, 0.5}, {0, 0.5}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.02], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.783194603838592*^9, 3.7831946145456057`*^9}, 3.783196799743432*^9, 3.7831969774564734`*^9, 3.7831983026530743`*^9},ExpressionUUID->"b3963a9c-877b-414e-bf34-\ d1f0db69d379"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["Moran Diploid Over-dominance as a comparison", "Subsection", CellChangeTimes->{{3.7831885118231173`*^9, 3.783188536135254*^9}, { 3.783279247915648*^9, 3.783279248464245*^9}},ExpressionUUID->"2070fbf5-6994-4bb6-a1f3-\ 4c6ad0a2e17c"], Cell["\<\ transition probability of i copies to j copies (out of n total copies) of the \ allele\ \>", "Text", CellChangeTimes->{{3.783188576684999*^9, 3.7831885949177313`*^9}, { 3.783279262410079*^9, 3.783279266659272*^9}},ExpressionUUID->"49d09239-9833-4b05-a657-\ aa7e81e6ee60"], Cell[BoxData[ RowBox[{ RowBox[{"w", "[", RowBox[{"i_", ",", "n_", ",", "s_"}], "]"}], ":=", RowBox[{ RowBox[{ RowBox[{ RowBox[{"(", FractionBox["i", "n"], ")"}], RowBox[{"(", RowBox[{"1", "-", "s"}], ")"}]}], "+", FractionBox[ RowBox[{"(", RowBox[{"n", "-", "i"}], ")"}], "n"], "-", RowBox[{"(", RowBox[{ RowBox[{ FractionBox[ RowBox[{"(", RowBox[{"n", "-", "i"}], ")"}], "n"], RowBox[{"(", RowBox[{"1", "-", "s"}], ")"}]}], "+", FractionBox["i", "n"]}], ")"}]}], "//", "Simplify"}]}]], "Input", CellChangeTimes->{{3.783189490825624*^9, 3.7831895200191174`*^9}, { 3.783189553598813*^9, 3.783189594311455*^9}},ExpressionUUID->"564f1684-cd1c-41c2-8cae-\ 6431b0e93214"], Cell[BoxData[ RowBox[{ RowBox[{"wA", "[", RowBox[{"i_", ",", "n_", ",", "s_"}], "]"}], ":=", FractionBox[ RowBox[{ RowBox[{ RowBox[{"(", FractionBox["i", "n"], ")"}], RowBox[{"(", RowBox[{"1", "-", "s"}], ")"}]}], "+", FractionBox[ RowBox[{"(", RowBox[{"n", "-", "i"}], ")"}], "n"]}], RowBox[{ RowBox[{ SuperscriptBox[ RowBox[{"(", FractionBox["i", "n"], ")"}], "2"], RowBox[{"(", RowBox[{"1", "-", "s"}], ")"}]}], "+", RowBox[{"2", FractionBox["i", "n"], FractionBox[ RowBox[{"(", RowBox[{"n", "-", "i"}], ")"}], "n"]}], "+", RowBox[{ SuperscriptBox[ RowBox[{"(", FractionBox[ RowBox[{"(", RowBox[{"n", "-", "i"}], ")"}], "n"], ")"}], "2"], RowBox[{"(", RowBox[{"1", "-", "s"}], ")"}]}]}]]}]], "Input", CellChangeTimes->{{3.783279387664301*^9, 3.7832794569522457`*^9}},ExpressionUUID->"5fc7cd1f-9ea9-4b9e-b022-\ 188dc3861273"], Cell[BoxData[ RowBox[{ RowBox[{"wa", "[", RowBox[{"i_", ",", "n_", ",", "s_"}], "]"}], ":=", FractionBox[ RowBox[{ RowBox[{ FractionBox[ RowBox[{"(", RowBox[{"n", "-", "i"}], ")"}], "n"], RowBox[{"(", RowBox[{"1", "-", "s"}], ")"}]}], "+", FractionBox["i", "n"]}], RowBox[{ RowBox[{ SuperscriptBox[ RowBox[{"(", FractionBox["i", "n"], ")"}], "2"], RowBox[{"(", RowBox[{"1", "-", "s"}], ")"}]}], "+", RowBox[{"2", FractionBox["i", "n"], FractionBox[ RowBox[{"(", RowBox[{"n", "-", "i"}], ")"}], "n"]}], "+", RowBox[{ SuperscriptBox[ RowBox[{"(", FractionBox[ RowBox[{"(", RowBox[{"n", "-", "i"}], ")"}], "n"], ")"}], "2"], RowBox[{"(", RowBox[{"1", "-", "s"}], ")"}]}]}]]}]], "Input", CellChangeTimes->{{3.783279387664301*^9, 3.7832794569522457`*^9}, { 3.783279688915455*^9, 3.7832797028242893`*^9}},ExpressionUUID->"6e639aaf-7f3b-49d8-b605-\ afc24eeed49b"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"npSol", "=", RowBox[{"Flatten", "[", RowBox[{"NDSolve", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{ RowBox[{"D", "[", RowBox[{ RowBox[{"p", "[", "t", "]"}], ",", "t"}], "]"}], "\[Equal]", RowBox[{ RowBox[{"(", RowBox[{"w", "[", RowBox[{ RowBox[{ RowBox[{"p", "[", "t", "]"}], "n"}], ",", "n", ",", "s"}], "]"}], ")"}], RowBox[{"p", "[", "t", "]"}], RowBox[{"(", RowBox[{"1", "-", RowBox[{"p", "[", "t", "]"}]}], ")"}]}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"n", "\[Rule]", "100"}], ",", RowBox[{"s", "\[Rule]", "0.1"}]}], "}"}]}], ",", RowBox[{ RowBox[{"p", "[", "0", "]"}], "\[Equal]", "0.1"}]}], "}"}], ",", RowBox[{"p", "[", "t", "]"}], ",", RowBox[{"{", RowBox[{"t", ",", "0", ",", "100"}], "}"}]}], "]"}], "]"}]}]], "Input", CellChangeTimes->{{3.7831890931649942`*^9, 3.7831891853926973`*^9}, { 3.783189357085836*^9, 3.7831893651196127`*^9}, {3.783189480023925*^9, 3.7831894831296463`*^9}},ExpressionUUID->"f2411d03-0351-4c89-9790-\ 8a98acdeb897"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"p", "[", "t", "]"}], "\[Rule]", RowBox[{ TagBox[ TemplateBox[{ RowBox[{ StyleBox[ TagBox["InterpolatingFunction", "SummaryHead"], "NonInterpretableSummary"], StyleBox["[", "NonInterpretableSummary"], DynamicModuleBox[{Typeset`open$$ = False}, PanelBox[ PaneSelectorBox[{False -> GridBox[{{ PaneBox[ ButtonBox[ DynamicBox[ FEPrivate`FrontEndResource[ "FEBitmaps", "SquarePlusIconMedium"]], ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, Evaluator -> Automatic, Method -> "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{ Automatic, 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], GraphicsBox[{{{{}, {}, TagBox[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1]], LineBox[CompressedData[" 1:eJwB0QMu/CFib1JlAgAAADwAAAACAAAAnIW2B5tvvD4BXwPOmZm5P0XRMWw0 Ffo/zVz68SG3vD8FZS60Bi4LQJh74UVPKsA/aslGZ8wwFECpXtASJfTBP8qC eNpvqRpAay8bBcDJwz8VebNxPtcgQO66NDHh2cU/IB09Xc4dJEDssa70otPH PykcpROTqidAZF5FFCwAyj9wLA79xCYrQDouHdRjJcw/EKmJTQBnLkAZD1VM UCPOP1jAcTS49jBA/R+p7Foi0D9V4qf19JsyQJbkmdFdG9E/8YxeUOg4NECJ di/sowjSPwxlhBD2+DVAK54bG/MA0z9VczOECJs3QEGzLRz/3tM/Hq9RXTVg OUA7YwT2TMTUP4Vz8M8YHTtA7NPm21OZ1T8Zbhj2ALw8QDP+WEHzVNY/LZav gQN+PkC/dJ6mVhTXPzj6Z2AFEUBAdKhlebm71z8ZwK8ylvRAQFeLUPkdZdg/ Scq3UQLUQUARZMOVs//YP49vhMpwpEJA7wYOAN+F2T+Vqwh2bIZDQHiAgN/o DNo/soJRe2pZREAMTzeDtYHaPx6eWs1DKEVAPIqZqAHs2j9KUBtSqghGQHhB k3qwVts/jZ2gMBPaRkBpCK3zprLbP4+B3UEJvUdA17UsjJsO3D/hqdqf2ptI QN8xbs+fYdw/SW2cV65rSUD1UGjOCancP3HHFUIPTUpA1rlZgGbw3D+wvFOG ch9LQBRlm/i4Ld0/PvZRF7HtS0CxmIukPmXdP4zGB9t8zUxApd5Ecruc3T/w MYL4Sp5NQBxJw/JfzN0/FDS0SKaATkBZPAeC3/vdP0/RqvIDVE9AbMOsnaEk 3j9t2bB0nhFQQPplsgJ8Sd4/khVoiQGCUEDP0yKIQG7eP0KfAcvl6lBAS879 UcuN3j9S9PalkFxRQPVDgwsyrd4/imtMJynMUUA1dBG/cMneP00whNVCNFJA sJGbyKrh3j9wwBcdI6VSQN6h6k/P+d4/H56NkYQOU0DPr2pCgw7fP/WdY6zT dVNAbrPS/jgh3z8raZVg6eVTQJqui4PjM98/7IGpQYBOVEC03X0P5UPfPw1m Gbzdv1RAKXNjpNRT3z9WbOncKC9VQLAL8KgpYt8/KsCbKvWWVUDWw3zZc27f P17fqRGIB1ZAe8cQErR63z8dTJolnHBWQHUs6cM0hd8/PITm0nbiVkClVz+z p4/fP4PekiY/UldA7RpRUQyZ3z9VhiGniLpXQD8GIjwaod8/h/kLwZgrWEDG ynzJH6nfP0W62AcqlVhADF0RTQCw3z8+GeT4//9YQAWlNxVott8/YsnAIA== "]]}, Annotation[#, "Charting`Private`Tag$238820#1"]& ]}}, {}, {}}, { DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, AxesOrigin -> {0, 0.10000001220339173`}, FrameTicks -> {{None, None}, {None, None}}, GridLines -> {None, None}, DisplayFunction -> Identity, PlotRangePadding -> {{ Scaled[0.1], Scaled[0.1]}, { Scaled[0.1], Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> All, DisplayFunction -> Identity, AspectRatio -> 1, Axes -> {False, False}, AxesLabel -> {None, None}, AxesOrigin -> {0, 0.10000001220339173`}, DisplayFunction :> Identity, Frame -> {{True, True}, {True, True}}, FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> Directive[ Opacity[0.5], Thickness[Tiny], RGBColor[0.368417, 0.506779, 0.709798]], FrameTicks -> {{None, None}, {None, None}}, GridLines -> {None, None}, GridLinesStyle -> Directive[ GrayLevel[0.5, 0.4]], ImageSize -> Dynamic[{ Automatic, 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], Method -> { "DefaultBoundaryStyle" -> Automatic, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ ( Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], ( Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ ( Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], ( Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotRange -> {{0., 100.}, {0.10000001220339173`, 0.49550821372993453`}}, PlotRangeClipping -> True, PlotRangePadding -> {{ Scaled[0.1], Scaled[0.1]}, { Scaled[0.1], Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], GridBox[{{ RowBox[{ TagBox["\"Domain: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"{", RowBox[{"0.`", ",", "100.`"}], "}"}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Output: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["\"scalar\"", "SummaryItem"]}]}}, GridBoxAlignment -> { "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings -> { "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, BaseStyle -> { ShowStringCharacters -> False, NumberMarks -> False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> {"Rows" -> {{Top}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], True -> GridBox[{{ PaneBox[ ButtonBox[ DynamicBox[ FEPrivate`FrontEndResource[ "FEBitmaps", "SquareMinusIconMedium"]], ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, Evaluator -> Automatic, Method -> "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{ Automatic, 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], GraphicsBox[{{{{}, {}, TagBox[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1]], LineBox[CompressedData[" 1:eJwB0QMu/CFib1JlAgAAADwAAAACAAAAnIW2B5tvvD4BXwPOmZm5P0XRMWw0 Ffo/zVz68SG3vD8FZS60Bi4LQJh74UVPKsA/aslGZ8wwFECpXtASJfTBP8qC eNpvqRpAay8bBcDJwz8VebNxPtcgQO66NDHh2cU/IB09Xc4dJEDssa70otPH PykcpROTqidAZF5FFCwAyj9wLA79xCYrQDouHdRjJcw/EKmJTQBnLkAZD1VM UCPOP1jAcTS49jBA/R+p7Foi0D9V4qf19JsyQJbkmdFdG9E/8YxeUOg4NECJ di/sowjSPwxlhBD2+DVAK54bG/MA0z9VczOECJs3QEGzLRz/3tM/Hq9RXTVg OUA7YwT2TMTUP4Vz8M8YHTtA7NPm21OZ1T8Zbhj2ALw8QDP+WEHzVNY/LZav gQN+PkC/dJ6mVhTXPzj6Z2AFEUBAdKhlebm71z8ZwK8ylvRAQFeLUPkdZdg/ Scq3UQLUQUARZMOVs//YP49vhMpwpEJA7wYOAN+F2T+Vqwh2bIZDQHiAgN/o DNo/soJRe2pZREAMTzeDtYHaPx6eWs1DKEVAPIqZqAHs2j9KUBtSqghGQHhB k3qwVts/jZ2gMBPaRkBpCK3zprLbP4+B3UEJvUdA17UsjJsO3D/hqdqf2ptI QN8xbs+fYdw/SW2cV65rSUD1UGjOCancP3HHFUIPTUpA1rlZgGbw3D+wvFOG ch9LQBRlm/i4Ld0/PvZRF7HtS0CxmIukPmXdP4zGB9t8zUxApd5Ecruc3T/w MYL4Sp5NQBxJw/JfzN0/FDS0SKaATkBZPAeC3/vdP0/RqvIDVE9AbMOsnaEk 3j9t2bB0nhFQQPplsgJ8Sd4/khVoiQGCUEDP0yKIQG7eP0KfAcvl6lBAS879 UcuN3j9S9PalkFxRQPVDgwsyrd4/imtMJynMUUA1dBG/cMneP00whNVCNFJA sJGbyKrh3j9wwBcdI6VSQN6h6k/P+d4/H56NkYQOU0DPr2pCgw7fP/WdY6zT dVNAbrPS/jgh3z8raZVg6eVTQJqui4PjM98/7IGpQYBOVEC03X0P5UPfPw1m Gbzdv1RAKXNjpNRT3z9WbOncKC9VQLAL8KgpYt8/KsCbKvWWVUDWw3zZc27f P17fqRGIB1ZAe8cQErR63z8dTJolnHBWQHUs6cM0hd8/PITm0nbiVkClVz+z p4/fP4PekiY/UldA7RpRUQyZ3z9VhiGniLpXQD8GIjwaod8/h/kLwZgrWEDG ynzJH6nfP0W62AcqlVhADF0RTQCw3z8+GeT4//9YQAWlNxVott8/YsnAIA== "]]}, Annotation[#, "Charting`Private`Tag$238820#1"]& ]}}, {}, {}}, { DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, AxesOrigin -> {0, 0.10000001220339173`}, FrameTicks -> {{None, None}, {None, None}}, GridLines -> {None, None}, DisplayFunction -> Identity, PlotRangePadding -> {{ Scaled[0.1], Scaled[0.1]}, { Scaled[0.1], Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> All, DisplayFunction -> Identity, AspectRatio -> 1, Axes -> {False, False}, AxesLabel -> {None, None}, AxesOrigin -> {0, 0.10000001220339173`}, DisplayFunction :> Identity, Frame -> {{True, True}, {True, True}}, FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> Directive[ Opacity[0.5], Thickness[Tiny], RGBColor[0.368417, 0.506779, 0.709798]], FrameTicks -> {{None, None}, {None, None}}, GridLines -> {None, None}, GridLinesStyle -> Directive[ GrayLevel[0.5, 0.4]], ImageSize -> Dynamic[{ Automatic, 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], Method -> { "DefaultBoundaryStyle" -> Automatic, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ ( Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], ( Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], ( Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotRange -> {{0., 100.}, {0.10000001220339173`, 0.49550821372993453`}}, PlotRangeClipping -> True, PlotRangePadding -> {{ Scaled[0.1], Scaled[0.1]}, { Scaled[0.1], Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], GridBox[{{ RowBox[{ TagBox["\"Domain: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"{", RowBox[{"0.`", ",", "100.`"}], "}"}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Output: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["\"scalar\"", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Order: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["3", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Method: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["\"Hermite\"", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Periodic: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["False", "SummaryItem"]}]}}, GridBoxAlignment -> { "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings -> { "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, BaseStyle -> { ShowStringCharacters -> False, NumberMarks -> False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> {"Rows" -> {{Top}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic], BaselinePosition -> Baseline], DynamicModuleValues :> {}], StyleBox["]", "NonInterpretableSummary"]}]}, "CopyTag", DisplayFunction->(#& ), InterpretationFunction->("InterpolatingFunction[{{0., 100.}}, <>]"& )], False, Editable->False, SelectWithContents->True, Selectable->False], "[", "t", "]"}]}], "}"}]], "Output", CellChangeTimes->{{3.7831891483644037`*^9, 3.7831891860190353`*^9}, 3.783189365647625*^9, 3.783189484385839*^9, 3.783189598456709*^9, 3.783189931164193*^9, 3.7832794672543364`*^9, 3.784291558752473*^9, 3.78932245244037*^9},ExpressionUUID->"e89c30e8-7a3c-4bdd-a328-\ b890f1977b1e"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"npSol", "=", RowBox[{"Flatten", "[", RowBox[{"NDSolve", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{ RowBox[{"D", "[", RowBox[{ RowBox[{"p", "[", "t", "]"}], ",", "t"}], "]"}], "\[Equal]", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"wA", "[", RowBox[{ RowBox[{ RowBox[{"p", "[", "t", "]"}], "n"}], ",", "n", ",", "s"}], "]"}], "-", "1"}], ")"}], RowBox[{"p", "[", "t", "]"}]}]}], "/.", RowBox[{"{", RowBox[{ RowBox[{"n", "\[Rule]", "100"}], ",", RowBox[{"s", "\[Rule]", "0.1"}]}], "}"}]}], ",", RowBox[{ RowBox[{"p", "[", "0", "]"}], "\[Equal]", "0.1"}]}], "}"}], ",", RowBox[{"p", "[", "t", "]"}], ",", RowBox[{"{", RowBox[{"t", ",", "0", ",", "100"}], "}"}]}], "]"}], "]"}]}]], "Input", CellChangeTimes->{{3.7831890931649942`*^9, 3.7831891853926973`*^9}, { 3.783189357085836*^9, 3.7831893651196127`*^9}, {3.783189480023925*^9, 3.7831894831296463`*^9}, {3.783279474852344*^9, 3.783279507766406*^9}, { 3.783279636728417*^9, 3.783279645059943*^9}},ExpressionUUID->"5c947649-ce2b-44e6-826c-\ af00db0944f9"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"p", "[", "t", "]"}], "\[Rule]", RowBox[{ TagBox[ TemplateBox[{ RowBox[{ StyleBox[ TagBox["InterpolatingFunction", "SummaryHead"], "NonInterpretableSummary"], StyleBox["[", "NonInterpretableSummary"], DynamicModuleBox[{Typeset`open$$ = False}, PanelBox[ PaneSelectorBox[{False -> GridBox[{{ PaneBox[ ButtonBox[ DynamicBox[ FEPrivate`FrontEndResource[ "FEBitmaps", "SquarePlusIconMedium"]], ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, Evaluator -> Automatic, Method -> "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{ Automatic, 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], GraphicsBox[{{{{}, {}, TagBox[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1]], LineBox[CompressedData[" 1:eJwB0QMu/CFib1JlAgAAADwAAAACAAAAnIW2B5tvvD6W6LHSmZm5P0XRMWw0 Ffo/hnY1JAsAvT8FZS60Bi4LQGXsguBVesA/aslGZ8wwFEBjUYBMem/CP8qC eNpvqRpADqJt0bVwxD8VebNxPtcgQDna0aXvr8Y/IB09Xc4dJEDuqnaABdTI PykcpROTqidAmkaOoDoryz9wLA79xCYrQFSVEGvsdc0/EKmJTQBnLkBuwXVk GJLPP1jAcTS49jBALE1x91Pn0D9V4qf19JsyQKEuZWxJ6tE/8YxeUOg4NEDn eNHHyN7SPwxlhBD2+DVApDgewD3c0z9VczOECJs3QL9pakTEvNQ/Hq9RXTVg OUDHyALKfqLVP4Vz8M8YHTtAhEz7ePN11j8Zbhj2ALw8QMmWIR2bLtc/LZav gQN+PkAvwXSra+nXPzj6Z2AFEUBAMX7IlYKL2D8ZwK8ylvRAQJPsvu5KLtk/ Scq3UQLUQUAII1smusHZP49vhMpwpEJASDWp285A2j+Vqwh2bIZDQB6PGSfc v9o/soJRe2pZRECafTUlCy3bPx6eWs1DKEVARu23ANKP2z9KUBtSqghGQBKd MFNe8ts/jZ2gMBPaRkDucPwe1EbcP4+B3UEJvUdAF4ZGfs6a3D/hqdqf2ptI QNYQy10x5tw/SW2cV65rSUA7yK1MsybdP3HHFUIPTUpAS2RPetNm3T+wvFOG ch9LQNOPLMulnd0/PvZRF7HtS0AeYzEcC8/dP4zGB9t8zUxADdG9OCsA3j/w MYL4Sp5NQEBhhmgkKt4/FDS0SKaATkBA45qAyVPeP0/RqvIDVE9AH3ab11l3 3j9t2bB0nhFQQE4F2hJcl94/khVoiQGCUEBPaeqTJbfeP0KfAcvl6lBA6Mo+ qUnS3j9S9PalkFxRQNHa/MMu7d4/imtMJynMUUDsl846QgXfP00whNVCNFJA waSwodAZ3z9wwBcdI6VSQKw8ZQY1Lt8/H56NkYQOU0BLrznznD/fP/WdY6zT dVNAiHDoiUZP3z8raZVg6eVTQIj71MHUXt8/7IGpQYBOVECZYK0HHGzfPw1m Gbzdv1RANlfnP0V53z9WbOncKC9VQCh3/x0Nhd8/KsCbKvWWVUBAZ2LqG4/f P17fqRGIB1ZA1ROx1haZ3z8dTJolnHBWQKvwX5abod8/PITm0nbiVkClW60f C6rfP4PekiY/UldAQg8Jo5ex3z9VhiGniLpXQIRwsCkJuN8/h/kLwZgrWECA 2nzJbL7fP0W62AcqlVhA+Oh/ouDD3z8+GeT4//9YQIJ5lx/vyN8/nePA5g== "]]}, Annotation[#, "Charting`Private`Tag$238876#1"]& ]}}, {}, {}}, { DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, AxesOrigin -> {0, 0.10000001329345518`}, FrameTicks -> {{None, None}, {None, None}}, GridLines -> {None, None}, DisplayFunction -> Identity, PlotRangePadding -> {{ Scaled[0.1], Scaled[0.1]}, { Scaled[0.1], Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> All, DisplayFunction -> Identity, AspectRatio -> 1, Axes -> {False, False}, AxesLabel -> {None, None}, AxesOrigin -> {0, 0.10000001329345518`}, DisplayFunction :> Identity, Frame -> {{True, True}, {True, True}}, FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> Directive[ Opacity[0.5], Thickness[Tiny], RGBColor[0.368417, 0.506779, 0.709798]], FrameTicks -> {{None, None}, {None, None}}, GridLines -> {None, None}, GridLinesStyle -> Directive[ GrayLevel[0.5, 0.4]], ImageSize -> Dynamic[{ Automatic, 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], Method -> { "DefaultBoundaryStyle" -> Automatic, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ ( Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], ( Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ ( Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], ( Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotRange -> {{0., 100.}, {0.10000001329345518`, 0.4966390427124666}}, PlotRangeClipping -> True, PlotRangePadding -> {{ Scaled[0.1], Scaled[0.1]}, { Scaled[0.1], Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], GridBox[{{ RowBox[{ TagBox["\"Domain: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"{", RowBox[{"0.`", ",", "100.`"}], "}"}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Output: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["\"scalar\"", "SummaryItem"]}]}}, GridBoxAlignment -> { "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings -> { "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, BaseStyle -> { ShowStringCharacters -> False, NumberMarks -> False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> {"Rows" -> {{Top}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}], True -> GridBox[{{ PaneBox[ ButtonBox[ DynamicBox[ FEPrivate`FrontEndResource[ "FEBitmaps", "SquareMinusIconMedium"]], ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, Evaluator -> Automatic, Method -> "Preemptive"], Alignment -> {Center, Center}, ImageSize -> Dynamic[{ Automatic, 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}]], GraphicsBox[{{{{}, {}, TagBox[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1]], LineBox[CompressedData[" 1:eJwB0QMu/CFib1JlAgAAADwAAAACAAAAnIW2B5tvvD6W6LHSmZm5P0XRMWw0 Ffo/hnY1JAsAvT8FZS60Bi4LQGXsguBVesA/aslGZ8wwFEBjUYBMem/CP8qC eNpvqRpADqJt0bVwxD8VebNxPtcgQDna0aXvr8Y/IB09Xc4dJEDuqnaABdTI PykcpROTqidAmkaOoDoryz9wLA79xCYrQFSVEGvsdc0/EKmJTQBnLkBuwXVk GJLPP1jAcTS49jBALE1x91Pn0D9V4qf19JsyQKEuZWxJ6tE/8YxeUOg4NEDn eNHHyN7SPwxlhBD2+DVApDgewD3c0z9VczOECJs3QL9pakTEvNQ/Hq9RXTVg OUDHyALKfqLVP4Vz8M8YHTtAhEz7ePN11j8Zbhj2ALw8QMmWIR2bLtc/LZav gQN+PkAvwXSra+nXPzj6Z2AFEUBAMX7IlYKL2D8ZwK8ylvRAQJPsvu5KLtk/ Scq3UQLUQUAII1smusHZP49vhMpwpEJASDWp285A2j+Vqwh2bIZDQB6PGSfc v9o/soJRe2pZRECafTUlCy3bPx6eWs1DKEVARu23ANKP2z9KUBtSqghGQBKd MFNe8ts/jZ2gMBPaRkDucPwe1EbcP4+B3UEJvUdAF4ZGfs6a3D/hqdqf2ptI QNYQy10x5tw/SW2cV65rSUA7yK1MsybdP3HHFUIPTUpAS2RPetNm3T+wvFOG ch9LQNOPLMulnd0/PvZRF7HtS0AeYzEcC8/dP4zGB9t8zUxADdG9OCsA3j/w MYL4Sp5NQEBhhmgkKt4/FDS0SKaATkBA45qAyVPeP0/RqvIDVE9AH3ab11l3 3j9t2bB0nhFQQE4F2hJcl94/khVoiQGCUEBPaeqTJbfeP0KfAcvl6lBA6Mo+ qUnS3j9S9PalkFxRQNHa/MMu7d4/imtMJynMUUDsl846QgXfP00whNVCNFJA waSwodAZ3z9wwBcdI6VSQKw8ZQY1Lt8/H56NkYQOU0BLrznznD/fP/WdY6zT dVNAiHDoiUZP3z8raZVg6eVTQIj71MHUXt8/7IGpQYBOVECZYK0HHGzfPw1m Gbzdv1RANlfnP0V53z9WbOncKC9VQCh3/x0Nhd8/KsCbKvWWVUBAZ2LqG4/f P17fqRGIB1ZA1ROx1haZ3z8dTJolnHBWQKvwX5abod8/PITm0nbiVkClW60f C6rfP4PekiY/UldAQg8Jo5ex3z9VhiGniLpXQIRwsCkJuN8/h/kLwZgrWECA 2nzJbL7fP0W62AcqlVhA+Oh/ouDD3z8+GeT4//9YQIJ5lx/vyN8/nePA5g== "]]}, Annotation[#, "Charting`Private`Tag$238876#1"]& ]}}, {}, {}}, { DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, AxesOrigin -> {0, 0.10000001329345518`}, FrameTicks -> {{None, None}, {None, None}}, GridLines -> {None, None}, DisplayFunction -> Identity, PlotRangePadding -> {{ Scaled[0.1], Scaled[0.1]}, { Scaled[0.1], Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> All, DisplayFunction -> Identity, AspectRatio -> 1, Axes -> {False, False}, AxesLabel -> {None, None}, AxesOrigin -> {0, 0.10000001329345518`}, DisplayFunction :> Identity, Frame -> {{True, True}, {True, True}}, FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> Directive[ Opacity[0.5], Thickness[Tiny], RGBColor[0.368417, 0.506779, 0.709798]], FrameTicks -> {{None, None}, {None, None}}, GridLines -> {None, None}, GridLinesStyle -> Directive[ GrayLevel[0.5, 0.4]], ImageSize -> Dynamic[{ Automatic, 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[ Magnification])}], Method -> { "DefaultBoundaryStyle" -> Automatic, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ ( Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], ( Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ ( Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], ( Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotRange -> {{0., 100.}, {0.10000001329345518`, 0.4966390427124666}}, PlotRangeClipping -> True, PlotRangePadding -> {{ Scaled[0.1], Scaled[0.1]}, { Scaled[0.1], Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], GridBox[{{ RowBox[{ TagBox["\"Domain: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox[ RowBox[{"{", RowBox[{"{", RowBox[{"0.`", ",", "100.`"}], "}"}], "}"}], "SummaryItem"]}]}, { RowBox[{ TagBox["\"Output: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["\"scalar\"", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Order: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["3", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Method: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["\"Hermite\"", "SummaryItem"]}]}, { RowBox[{ TagBox["\"Periodic: \"", "SummaryItemAnnotation"], "\[InvisibleSpace]", TagBox["False", "SummaryItem"]}]}}, GridBoxAlignment -> { "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, GridBoxSpacings -> { "Columns" -> {{2}}, "Rows" -> {{Automatic}}}, BaseStyle -> { ShowStringCharacters -> False, NumberMarks -> False, PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, GridBoxAlignment -> {"Rows" -> {{Top}}}, AutoDelete -> False, GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, BaselinePosition -> {1, 1}]}, Dynamic[Typeset`open$$], ImageSize -> Automatic], BaselinePosition -> Baseline], DynamicModuleValues :> {}], StyleBox["]", "NonInterpretableSummary"]}]}, "CopyTag", DisplayFunction->(#& ), InterpretationFunction->("InterpolatingFunction[{{0., 100.}}, <>]"& )], False, Editable->False, SelectWithContents->True, Selectable->False], "[", "t", "]"}]}], "}"}]], "Output", CellChangeTimes->{{3.7831891483644037`*^9, 3.7831891860190353`*^9}, 3.783189365647625*^9, 3.783189484385839*^9, 3.783189598456709*^9, 3.783189931164193*^9, {3.7832794672543364`*^9, 3.783279485967328*^9}, { 3.783279637336055*^9, 3.783279645563425*^9}, 3.784291560547192*^9, 3.789322452502811*^9},ExpressionUUID->"ce519720-a421-461d-97ca-\ 1c6cbf364cf7"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"p", "[", RowBox[{"i_", ",", "j_", ",", "n_", ",", "s_"}], "]"}], ":=", RowBox[{"If", "[", RowBox[{ RowBox[{"i", "\[Equal]", "j"}], ",", RowBox[{"1", "-", RowBox[{ RowBox[{"wA", "[", RowBox[{"i", ",", "n", ",", "s"}], "]"}], FractionBox["i", "n"], FractionBox[ RowBox[{"(", RowBox[{"n", "-", "i"}], ")"}], "n"]}], "-", RowBox[{ RowBox[{"wa", "[", RowBox[{"i", ",", "n", ",", "s"}], "]"}], FractionBox[ RowBox[{"(", RowBox[{"n", "-", "i"}], ")"}], "n"], FractionBox["i", "n"]}]}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{"j", "\[Equal]", RowBox[{"i", "+", "1"}]}], ",", RowBox[{ RowBox[{"wA", "[", RowBox[{"i", ",", "n", ",", "s"}], "]"}], FractionBox["i", "n"], FractionBox[ RowBox[{"(", RowBox[{"n", "-", "i"}], ")"}], "n"]}], ",", RowBox[{"If", "[", RowBox[{ RowBox[{"j", "\[Equal]", RowBox[{"i", "-", "1"}]}], ",", RowBox[{ RowBox[{"wa", "[", RowBox[{"i", ",", "n", ",", "s"}], "]"}], FractionBox[ RowBox[{"(", RowBox[{"n", "-", "i"}], ")"}], "n"], FractionBox["i", "n"]}], ",", "0"}], "]"}]}], "]"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.7831885644320583`*^9, 3.783188658043051*^9}, { 3.783188799894002*^9, 3.783188801099074*^9}, {3.78318895552542*^9, 3.783188957057474*^9}, {3.7831892412277308`*^9, 3.783189256794848*^9}, { 3.783189938686211*^9, 3.7831900070927973`*^9}, {3.783192615441354*^9, 3.783192680193089*^9}, {3.783192725041038*^9, 3.783192738382409*^9}, { 3.7831928087164288`*^9, 3.7831928145602903`*^9}, {3.783279285161881*^9, 3.783279302401759*^9}, {3.7832797094811068`*^9, 3.7832797196547947`*^9}, { 3.783280388918469*^9, 3.7832804003483047`*^9}, {3.7832804407058563`*^9, 3.783280507304961*^9}, {3.783280546648488*^9, 3.7832805892053623`*^9}, { 3.783281422603244*^9, 3.783281437332623*^9}, {3.783281542397139*^9, 3.7832815618404922`*^9}},ExpressionUUID->"236cc0b5-7ae9-46a7-904e-\ 979a4650f960"], Cell[BoxData[ RowBox[{ RowBox[{"p0Vec", "[", "n_", "]"}], ":=", RowBox[{"Table", "[", RowBox[{ RowBox[{"If", "[", RowBox[{ RowBox[{"i", "\[Equal]", FractionBox["n", "2"]}], ",", "1", ",", "0"}], "]"}], ",", RowBox[{"{", RowBox[{"i", ",", "0", ",", "n"}], "}"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.7831929042623043`*^9, 3.783192932113488*^9}},ExpressionUUID->"30795ae2-712b-4571-ad6e-\ 986418a60614"], Cell[BoxData[{ RowBox[{"Clear", "[", "tMtrx", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"tMtrx", "[", RowBox[{"n_", ",", "s_"}], "]"}], ":=", RowBox[{ RowBox[{"tMtrx", "[", RowBox[{"n", ",", "s"}], "]"}], "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"p", "[", RowBox[{"i", ",", "j", ",", "n", ",", "s"}], "]"}], ",", RowBox[{"{", RowBox[{"j", ",", "0", ",", "n"}], "}"}], ",", RowBox[{"{", RowBox[{"i", ",", "0", ",", "n"}], "}"}]}], "]"}]}]}]}], "Input", CellChangeTimes->{{3.78319255902838*^9, 3.783192609690312*^9}, { 3.783192761076351*^9, 3.783192762288596*^9}, {3.783192796105064*^9, 3.783192797003765*^9}, {3.783192835170203*^9, 3.783192845290197*^9}},ExpressionUUID->"940232dd-5ec1-4435-bd55-\ 544b1241bbea"], Cell[BoxData[{ RowBox[{"Clear", "[", "pOut", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"pOut", "[", RowBox[{"n_", ",", "s_", ",", "t_"}], "]"}], ":=", RowBox[{ RowBox[{"pOut", "[", RowBox[{"n", ",", "s", ",", "t"}], "]"}], "=", RowBox[{ RowBox[{"MatrixPower", "[", RowBox[{ RowBox[{"tMtrx", "[", RowBox[{"n", ",", "s"}], "]"}], ",", RowBox[{"t", " ", "n"}]}], "]"}], ".", RowBox[{"p0Vec", "[", "n", "]"}]}]}]}]}], "Input", CellChangeTimes->{{3.783192597770082*^9, 3.783192601376017*^9}, { 3.783192691324009*^9, 3.7831926931771727`*^9}, {3.7831928221015797`*^9, 3.783192830102656*^9}, {3.7831928635916357`*^9, 3.78319289947152*^9}, { 3.7831929539369593`*^9, 3.783192961155003*^9}, {3.783192998162766*^9, 3.783193027888485*^9}, {3.7831938741738243`*^9, 3.7831938866042624`*^9}, { 3.783280682913888*^9, 3.783280683144002*^9}},ExpressionUUID->"20c74573-1265-4f3a-a27b-\ b03f2cdfa0d8"], Cell[BoxData[ RowBox[{ RowBox[{"hOver", "[", RowBox[{"n_", ",", "s_", ",", "t_"}], "]"}], ":=", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"2", FractionBox["i", "n"], RowBox[{"(", FractionBox[ RowBox[{"n", "-", "i"}], "n"], ")"}]}], ",", RowBox[{"{", RowBox[{"i", ",", "0", ",", "n"}], "}"}]}], "]"}], ".", RowBox[{"pOut", "[", RowBox[{"n", ",", "s", ",", "t"}], "]"}]}]}]], "Input", CellChangeTimes->{{3.78319297630223*^9, 3.7831929947723627`*^9}, { 3.783193044717936*^9, 3.7831930790335417`*^9}, 3.783281318926153*^9, 3.78328177273245*^9},ExpressionUUID->"ff5da9f2-413f-4f6a-a7bc-\ 09c983ff64ad"], Cell[BoxData[ RowBox[{ RowBox[{"hNeut", "[", RowBox[{"n_", ",", "t_"}], "]"}], ":=", RowBox[{ RowBox[{ FractionBox["1", "2"], " ", SuperscriptBox[ RowBox[{"(", RowBox[{"1", "-", FractionBox["2", "n"]}], ")"}], "t"]}], "//", "N"}]}]], "Input", CellChangeTimes->{{3.783193120583886*^9, 3.783193127528207*^9}, { 3.783193173397644*^9, 3.783193188997768*^9}, {3.783281053056354*^9, 3.783281058085219*^9}, {3.7832811205526752`*^9, 3.7832811511094103`*^9}},ExpressionUUID->"0d0aa8b6-d746-4f9a-9eba-\ c521e8b105d4"], Cell[BoxData[{ RowBox[{"Clear", "[", "HetOver", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"HetOver", "[", RowBox[{"s_", ",", "\[Tau]_"}], "]"}], ":=", RowBox[{ RowBox[{"HetOver", "[", RowBox[{"s", ",", "\[Tau]"}], "]"}], "=", RowBox[{"Block", "[", RowBox[{ RowBox[{"{", "temp", "}"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{"temp", "=", RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"hNeut", "[", RowBox[{ RowBox[{"Round", "[", RowBox[{ SuperscriptBox["10", "npower"], ",", "2"}], "]"}], ",", "250"}], "]"}], ",", RowBox[{"hOver", "[", RowBox[{ RowBox[{"Round", "[", RowBox[{ SuperscriptBox["10", "npower"], ",", "2"}], "]"}], ",", "s", ",", "\[Tau]"}], "]"}]}], "}"}], ",", RowBox[{"{", RowBox[{"npower", ",", "2", ",", "3.25", ",", "0.25"}], "}"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"{", RowBox[{"{", RowBox[{"0", ",", "0"}], "}"}], "}"}], ",", "temp", ",", RowBox[{"{", RowBox[{"{", RowBox[{"0.5", ",", "0.5"}], "}"}], "}"}]}], "]"}], "//", "N"}]}]}], "]"}]}]}]}], "Input", CellChangeTimes->{{3.783193081126007*^9, 3.783193104517764*^9}, { 3.7831931954674587`*^9, 3.783193233607678*^9}, {3.783193769419408*^9, 3.7831938292817183`*^9}, {3.783193859430087*^9, 3.7831938623709993`*^9}, 3.7831938975545797`*^9, {3.783193992508952*^9, 3.78319399305145*^9}, 3.78319402779815*^9, {3.78319462184144*^9, 3.783194624813096*^9}, { 3.783196772873034*^9, 3.783196793553726*^9}, 3.783280817036672*^9, { 3.783280851118535*^9, 3.7832808514132442`*^9}, 3.783280982798654*^9, { 3.783281879376997*^9, 3.783281879690422*^9}, {3.783281950817505*^9, 3.783281965165127*^9}, 3.7832821827947273`*^9, {3.784291592386003*^9, 3.784291641002914*^9}, 3.7842917070484133`*^9, 3.784291815465467*^9},ExpressionUUID->"84b7c65f-7017-475c-be99-\ cc00bf031738"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"ListLinePlot", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"HetOver", "[", RowBox[{"0.01", ",", "250"}], "]"}], ",", RowBox[{"HetOver", "[", RowBox[{"0.05", ",", "250"}], "]"}], ",", RowBox[{"HetOver", "[", RowBox[{"0.1", ",", "250"}], "]"}]}], "}"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{"{", RowBox[{"Gray", ",", RowBox[{"Darker", "[", "Gray", "]"}], ",", "Black"}], "}"}]}]}], "]"}]], "Input", CellChangeTimes->{{3.783194589165186*^9, 3.783194617829239*^9}, { 3.783194672969214*^9, 3.783194729135522*^9}, {3.783194760142406*^9, 3.783194770529346*^9}, {3.783196799017329*^9, 3.783196819040449*^9}, { 3.783196976553616*^9, 3.7831969767795963`*^9}, {3.783280833262807*^9, 3.783280833683423*^9}, 3.7832809882241497`*^9, {3.783281864824143*^9, 3.783281899269086*^9}, 3.783281940688573*^9, {3.784291661572722*^9, 3.784291730305601*^9}, {3.784291787954337*^9, 3.784291788297477*^9}, { 3.784291858532736*^9, 3.784291861040064*^9}},ExpressionUUID->"697abe65-61d7-4c11-81f3-\ b21900ae577d"], Cell[BoxData[ GraphicsBox[{{}, {{}, {}, {GrayLevel[0.5], PointSize[0.019444444444444445`], AbsoluteThickness[1.6], LineBox[{{0., 0.}, {0.003202498444397459, 0.0053437657334149}, { 0.02965762575950639, 0.04665450085417036}, {0.10223776997855596`, 0.152403662120187}, {0.20506798479326102`, 0.28475124683966035`}, { 0.30311353271388214`, 0.3853577043103832}, {0.37737333199168016`, 0.4410263029164243}, {0.5, 0.5}}]}, {RGBColor[ 0.33333333333333337`, 0.33333333333333337`, 0.33333333333333337`], PointSize[0.019444444444444445`], AbsoluteThickness[1.6], LineBox[{{0., 0.}, {0.003202498444397459, 0.025927716365322172`}, { 0.02965762575950639, 0.16767464501547136`}, {0.10223776997855596`, 0.3641646335380534}, {0.20506798479326102`, 0.4545386906638181}, { 0.30311353271388214`, 0.4785704906303082}, {0.37737333199168016`, 0.4885014991639245}, {0.5, 0.5}}]}, {GrayLevel[0], PointSize[0.019444444444444445`], AbsoluteThickness[1.6], LineBox[{{0., 0.}, {0.003202498444397459, 0.10382848180565454`}, { 0.02965762575950639, 0.35300715458608944`}, {0.10223776997855596`, 0.46135521812800584`}, {0.20506798479326102`, 0.48174882126477064`}, { 0.30311353271388214`, 0.49011949136571636`}, {0.37737333199168016`, 0.4945423810311684}, {0.5, 0.5}}]}}, {}, {}, {{}, {}}}, 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->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotRange->{{0, 0.5}, {0, 0.5}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.02], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.783194603838592*^9, 3.7831946145456057`*^9}, 3.783196799743432*^9, 3.7831969774564734`*^9, {3.7832808285566597`*^9, 3.78328083400994*^9}, 3.7832809886422787`*^9, 3.783281115831514*^9, 3.783281155933514*^9, 3.7832811898851433`*^9, 3.78328188240609*^9, { 3.7832819309512157`*^9, 3.783281941195367*^9}, 3.7832820051973457`*^9, 3.7832822216808987`*^9, {3.784291771494582*^9, 3.78429178894173*^9}, 3.784291824282762*^9, 3.784291862028242*^9, 3.7893225058896837`*^9, 3.789322632649742*^9},ExpressionUUID->"d994419a-02aa-47a6-9eb0-\ 83dc2d591173"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["Comparison to the simulated neutral expectation", "Subsection", CellChangeTimes->{{3.7792893029568644`*^9, 3.779289303986216*^9}, { 3.781370487226101*^9, 3.781370488528829*^9}, {3.781869324443863*^9, 3.78186934030114*^9}},ExpressionUUID->"07b32169-63bb-4d30-8e1b-\ 8d804dc30194"], Cell[BoxData[{ RowBox[{"Clear", "[", RowBox[{"meanData", ",", "sigData", ",", "nonSigData"}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"meanData", "[", RowBox[{"file_", ",", "\[Tau]_"}], "]"}], ":=", RowBox[{ RowBox[{"meanData", "[", RowBox[{"file", ",", "\[Tau]"}], "]"}], "=", RowBox[{"Flatten", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{"HetCompMtrx2", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", RowBox[{"{", RowBox[{"1", ",", "3"}], "}"}]}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"rep", ",", "1", ",", "7"}], "}"}]}], "]"}], ",", "1"}], "]"}]}]}], ";"}], "\n", RowBox[{ RowBox[{ RowBox[{"sigData", "[", RowBox[{"file_", ",", "rep_", ",", "\[Tau]_"}], "]"}], ":=", RowBox[{ RowBox[{"sigData", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}], "=", RowBox[{"Select", "[", RowBox[{ RowBox[{"HetCompMtrx2", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}], ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"#", "[", RowBox[{"[", "3", "]"}], "]"}], "-", RowBox[{"2", " ", RowBox[{"#", "[", RowBox[{"[", "4", "]"}], "]"}]}]}], ")"}], ">", RowBox[{"(", RowBox[{ RowBox[{"#", "[", RowBox[{"[", "1", "]"}], "]"}], "+", RowBox[{"2", RowBox[{"#", "[", RowBox[{"[", "2", "]"}], "]"}]}]}], ")"}]}], "||", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"#", "[", RowBox[{"[", "3", "]"}], "]"}], "+", RowBox[{"2", " ", RowBox[{"#", "[", RowBox[{"[", "4", "]"}], "]"}]}]}], ")"}], "<", RowBox[{"(", RowBox[{ RowBox[{"#", "[", RowBox[{"[", "1", "]"}], "]"}], "-", RowBox[{"2", RowBox[{"#", "[", RowBox[{"[", "2", "]"}], "]"}]}]}], ")"}]}]}], "&"}]}], "]"}]}]}], ";"}], "\n", RowBox[{ RowBox[{ RowBox[{"nonSigData", "[", RowBox[{"file_", ",", "rep_", ",", "\[Tau]_"}], "]"}], ":=", RowBox[{ RowBox[{"nonSigData", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}], "=", RowBox[{"Complement", "[", RowBox[{ RowBox[{"HetCompMtrx2", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}], ",", RowBox[{"sigData", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}]}], "]"}]}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"PercentNeut", "[", RowBox[{"file_", ",", "rep_", ",", "\[Tau]_"}], "]"}], ":=", RowBox[{"Round", "[", RowBox[{ FractionBox[ RowBox[{"Length", "[", RowBox[{"nonSigData", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}], "]"}], RowBox[{ RowBox[{"Length", "[", RowBox[{"sigData", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}], "]"}], "+", RowBox[{"Length", "[", RowBox[{"nonSigData", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}], "]"}]}]], "*", "100"}], "]"}], " "}]}], "Input",ExpressionUUID->"2b71579d-d76c-4a12-a0bc-\ a7b147872bd8"], Cell[BoxData[ RowBox[{ RowBox[{"meanPlot", "[", RowBox[{"file_", ",", "\[Tau]_"}], "]"}], ":=", RowBox[{"Show", "[", "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"Plotting", " ", "Data", " ", "points"}], "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Table", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"ListPlot", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"sigData", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", RowBox[{"{", RowBox[{"1", ",", "3"}], "}"}]}], "]"}], "]"}], ",", RowBox[{ RowBox[{"Complement", "[", RowBox[{ RowBox[{"HetCompMtrx2", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}], ",", RowBox[{"sigData", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}]}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", RowBox[{"{", RowBox[{"1", ",", "3"}], "}"}]}], "]"}], "]"}]}], "}"}], ",", RowBox[{"PlotStyle", "\[Rule]", " ", RowBox[{ RowBox[{"ColorData", "[", "\"\\"", "]"}], "[", FractionBox[ RowBox[{"rep", "-", "1"}], "6"], "]"}]}], ",", RowBox[{"PlotMarkers", "\[Rule]", RowBox[{"{", RowBox[{"\[FilledCircle]", ",", "\[EmptyCircle]"}], "}"}]}]}], "]"}], ",", RowBox[{"{", RowBox[{"rep", ",", "1", ",", "7"}], "}"}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"Mean", " ", "Fit", " ", "and", " ", "bootstrap", " ", "fits"}], "*)"}], "\[IndentingNewLine]", RowBox[{"ListLinePlot", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"RollFitOld", "[", RowBox[{"0.05", ",", "40", ",", RowBox[{"Bootstrap", "[", RowBox[{ RowBox[{"meanData", "[", RowBox[{"file", ",", "\[Tau]"}], "]"}], ",", "x"}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"x", ",", "1", ",", "100"}], "}"}]}], "]"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{"Directive", "[", RowBox[{"Pink", " ", RowBox[{"(*", RowBox[{"Lighter", "[", RowBox[{"RGBColor", "[", RowBox[{"{", RowBox[{ FractionBox["163", "255"], ",", FractionBox["56", "255"], ",", FractionBox["75", "255"]}], "}"}], "]"}], "]"}], "*)"}], ",", RowBox[{"Opacity", "[", "0.1", "]"}]}], "]"}]}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"ListLinePlot", "[", RowBox[{ RowBox[{"RollFitOld", "[", RowBox[{"0.05", ",", "40", ",", RowBox[{"meanData", "[", RowBox[{"file", ",", "\[Tau]"}], "]"}]}], "]"}], ",", RowBox[{"PlotStyle", "\[Rule]", "Red"}]}], " ", RowBox[{"(*", RowBox[{"RGBColor", "[", RowBox[{"{", RowBox[{ FractionBox["163", "255"], ",", FractionBox["56", "255"], ",", FractionBox["75", "255"]}], "}"}], "]"}], "*)"}], "]"}], ",", RowBox[{"Plot", "[", RowBox[{"x", ",", RowBox[{"{", RowBox[{"x", ",", "0", ",", "0.5"}], "}"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{"{", RowBox[{"Black", ",", "Thick", ",", RowBox[{"Dashing", "[", "0.02", "]"}]}], "}"}]}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"Compariosn", " ", "to", " ", "Overdominance"}], "*)"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{ RowBox[{"ListLinePlot", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"HetOver", "[", RowBox[{"0.01", ",", "250"}], "]"}], ",", RowBox[{"HetOver", "[", RowBox[{"0.05", ",", "250"}], "]"}], ",", RowBox[{"HetOver", "[", RowBox[{"0.1", ",", "250"}], "]"}]}], "}"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{"{", RowBox[{"Gray", ",", RowBox[{"Darker", "[", "Gray", "]"}], ",", "Black"}], "}"}]}]}], "]"}], ","}], "*)"}], "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"Plot", " ", "Options"}], "*)"}], "\[IndentingNewLine]", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0.5"}], "}"}], ",", RowBox[{"{", RowBox[{"0", ",", "0.5"}], "}"}]}], "}"}]}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"FrameTicksStyle", "\[Rule]", RowBox[{"Directive", "[", RowBox[{"Black", ",", "16"}], "]"}]}], ",", RowBox[{"AspectRatio", "\[Rule]", "1"}], ",", RowBox[{"ImageSize", "\[Rule]", "Medium"}]}], RowBox[{"(*", RowBox[{",", RowBox[{"Epilog", "\[Rule]", RowBox[{"Table", "[", RowBox[{ RowBox[{"Text", "[", RowBox[{ RowBox[{"Style", "[", RowBox[{ RowBox[{"ToString", "[", RowBox[{"PercentNeut", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}], "]"}], ",", "14", ",", RowBox[{ RowBox[{"ColorData", "[", "\"\\"", "]"}], "[", FractionBox["rep", "6"], "]"}]}], "]"}], ",", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"neutExp", "[", RowBox[{ SuperscriptBox["10", RowBox[{"2", "+", RowBox[{"0.25", " ", "rep"}]}]], ",", "\[Tau]"}], "]"}], ",", RowBox[{ RowBox[{"neutExp", "[", RowBox[{ SuperscriptBox["10", RowBox[{"2", "+", RowBox[{"0.25", " ", "rep"}]}]], ",", "\[Tau]"}], "]"}], "+", "0.07"}]}], "}"}], "/.", RowBox[{"{", RowBox[{"fH", "\[Rule]", "1"}], "}"}]}]}], RowBox[{"(*", RowBox[{"Scaled", "[", RowBox[{"{", RowBox[{"0.1", ",", RowBox[{"0.1", "+", RowBox[{ FractionBox[ RowBox[{"0.6", "-", "0.1"}], "7"], RowBox[{"(", RowBox[{"6", "-", "rep"}], ")"}]}]}]}], "}"}], "]"}], "*)"}], "]"}], ",", RowBox[{"{", RowBox[{"rep", ",", "0", ",", "6"}], "}"}]}], "]"}]}]}], "*)"}], "]"}]}]], "Input", CellChangeTimes->{{3.7815479775564404`*^9, 3.7815480815201893`*^9}, { 3.781548114937945*^9, 3.781548286941231*^9}, {3.781548326739386*^9, 3.7815483440533*^9}, {3.781548590007028*^9, 3.7815488050970507`*^9}, { 3.781548857061934*^9, 3.781548877853692*^9}, {3.781548946302803*^9, 3.781549041741889*^9}, 3.782138766405452*^9, {3.783092697899581*^9, 3.783092702430881*^9}, {3.7830927376900043`*^9, 3.783092777437207*^9}, 3.783093746125778*^9, {3.7830937937951593`*^9, 3.783093851756616*^9}, { 3.783093885445149*^9, 3.783093955335184*^9}, {3.783093993185259*^9, 3.7830940501359777`*^9}, {3.783094085446631*^9, 3.7830941238758163`*^9}, { 3.783094164266892*^9, 3.783094174837631*^9}, {3.7830942131226482`*^9, 3.783094218018078*^9}, {3.783094249729402*^9, 3.783094269881111*^9}, { 3.783094426198278*^9, 3.783094478279904*^9}, {3.783094603532001*^9, 3.783094640397264*^9}, {3.783198330634038*^9, 3.783198341832837*^9}, 3.7833334434346037`*^9, 3.783335576626893*^9, 3.783335624184456*^9, { 3.78386896224512*^9, 3.783868968545434*^9}, {3.7838690203339167`*^9, 3.783869037495347*^9}, {3.7838691094361067`*^9, 3.783869141855503*^9}, { 3.783869995268608*^9, 3.783870012889769*^9}, {3.784292105559751*^9, 3.784292117309416*^9}, {3.789322648462582*^9, 3.789322793479495*^9}, { 3.792674320544322*^9, 3.792674331546349*^9}, {3.792674795456265*^9, 3.792674820297555*^9}, {3.792674851496167*^9, 3.792675046141247*^9}},ExpressionUUID->"547bef63-58b4-4a17-8de4-\ 5ca68f05512d"], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"meanPlot", "[", RowBox[{"fileC2", ",", "250"}], "]"}], "//", "Quiet"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Export", "[", RowBox[{ RowBox[{ RowBox[{"NotebookDirectory", "[", "]"}], "<>", "\"\\""}], ",", "%", ",", RowBox[{"ImageResolution", "\[Rule]", "300"}]}], "]"}], ";"}]}], "Input", CellChangeTimes->{{3.783093730816331*^9, 3.783093738158621*^9}, { 3.783093769404965*^9, 3.783093769704732*^9}, {3.783093870782346*^9, 3.783093872449938*^9}, {3.783094285966395*^9, 3.783094286958647*^9}, { 3.7831028687336063`*^9, 3.783102870040271*^9}, 3.7831983101692142`*^9, 3.783333462064765*^9, {3.7833355530757933`*^9, 3.783335570438878*^9}, 3.783869031080432*^9, 3.78429213760946*^9, 3.789322780285789*^9, { 3.792675038106421*^9, 3.792675048683599*^9}},ExpressionUUID->"477b545a-abe8-4326-baa4-\ 49fb5e27ef1c"], Cell[BoxData[ GraphicsBox[{{{}, { {RGBColor[0.300725, 0.680491, 0.901701], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[FilledCircle]", {0., 0.}], CompressedData[" 1:eJxTTMoPSmVmYGAwAmJGIGYCYvkz5m84PhbZM0CBWlyI42/3VDi/2lnbccLZ fDj/nfwG8fVyOXC+4r2WnolmCHnBtHpXZZc8OP+Py/qAreoI8zU1NzAs40Ho f3D3lNDc1DQ4n6fmt6ZLWQqc/70qqPGdWjGcb3mg6dXVbelwvuPi84suPUaY L/ZUd9OPFVlwvt76mPzZKwvg/CniXywvlRTC+a94nPQn6SDsv8hju3etf4r9 FJ6+SeHPJeylBA1P3ShFuEe5KjmoF8n8hcUnxP/JZsP5/u7RH/5mINz7ctOM GzUxCPmAVHZv7RKEeXXXeUQ7nKvt7aqfHK1o5rNP+6fz8XY2Inxcu2JO7/9Y YF/dzPvlq6KI/ceF81kmLkCYf7Am4+rcuwj/PWBc/+CELyL8dYVvJgl15sL5 u56crJ/kkwHn981XLM+Jr4bzVTYfEfn2D2GevPaP3I6PCP9uDHs7a8I1hH6O 3UXsvw8g4t9Y+WxmwtdCe9l3dQUz9ezt3yxJLq5qLrH3OBh8YmqVmX1PoNGU vGUI97TsF7Wv8UeEz6f1VzInVyLsk9y4aqe5FEK+/xSz+476aDj/fNzxk3zW CPNST2z8yvMQ4b5va7Y6mrsi4vsvx6aQs0kRcL7Arw6/Vr1yOL9RwaGtT7bE /vCUSfqb1mnbAwD/As4N "]]}, {RGBColor[0.300725, 0.680491, 0.901701], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[EmptyCircle]", {0., 0.}], CompressedData[" 1:eJw90Y1TiwEAx/FJ6jiZ4aLjzEgvEprE5eWncZjz0rCZVWZbL3trz7M1b6Fx vUihC01earKohNMpRCJvmQk1uVV35kQvRxiaph0653zvPn/BlyEm1sUNplAo zAGDBrgNaN65wWWjcUH5Fyc+dRVTwwNh26TeEsDDzbSuqhQDDzWLkl6VTJBA SnkSvt2bjz354/wu13JxJsq5LbqQj/fFHaKNbAGC0zkCk1WAyswGpWtGBHIp Otb+YUK4Vye79zxQYCvtS1XFFCEMHhVWc9RKZOiDNIuChCAcnk8S+zdjbd5K Sz9DhCm2cy+ntvNBuWFkJ20VIVFr22UaycBP/WujsU6MGSrjoJohTIjHu+Xm +EtwU8PJbHOFg85mU5eUS9BqSBaErl+MnV7cg2vsEtTrs5h3LwiRWZ/DMqbH we0qK/dT51J4W+ab31bGozys2FE/KRojF9TeVrxIACO7Ze7pwmh89KW9mH1R ilsF1sJKMwsGffO0K9ekMFW5xlNpGoylHtu70CxFTG8bc35HAlJ9+XVjsmS4 ePRwQ7eXBvp3REhvmQwlBr/uyAUxMLe86Q53yvAoZYu1vGUDhCGhXXkuGVid usHFyxNREHHoIF0rx64vuo8n56yG26lnZXeq5aAbS60LJxK4dBah397J8b2D vOS4koDj0lbqvR451nS+tEV7yaH15qjCKhT4bK0NayyIx/PY4tSTjxQYY9Gn cT2EeDXJv6QRSjjI0b/rGgks6w1JNglUcFYvIx+XS1GUIlqyL1MFu8fbjMA2 NSQffO6FmFVoTh9B/ggQw9nu2aejEzgq8jtVM0qMbP+nDwPTCOQj7wBtRzz6 xnF04qEkCopUvNkMJTzPHwj+NpwE8aOBn8OLhOW6etbi5SSK5N/le5tIMJsi Vrc3kP+/bv7lVFoOq+H+908s7Pl+tIzzalQ6fSfQm2Jh+MUP5o7QoLUvZnLA YzaylJ39ZXYNVhzvcUbypYg7xw7scmgQ5BMlCbq/Hqen/1Zk0ZLQ/XPtit3z xPAh9Ufe+2qRLTHV0dgy2IM9m0VvtJjFSSrN6xPDo0neM9m+HTOpJ74ySgX4 A3w1dTU= "]]}, {}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.550366, 0.581752, 0.8226355000000001], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[FilledCircle]", {0., 0.}], CompressedData[" 1:eJxFkXsw2wcAx9Wr00kv1XGq3pOrDfWad5ov2sQjWOiU05DUc14bTUqZV7Qo qaIeC5JffpFRa3W76bVsZ2111mGqYzVrVXUda4NbD8WuNeaPHd+7z1/f7x/f 730tYj8NS9BQU1Pz2WTHJuqbMKNPclmWUvS4WQb7X+TBcyZUYOtA4se+sojy JzkIOKDuHERIofa/nntLWcO/KNGQbTp1eoiD5HL3v8WjLQhPrKkUTaWixPwj tWB/KSzVGdzGukJMnM2ZbjNSQlntZNPQkQSh38bSRRcZ3tlY2uHak4lTg4aq SXUSTvbJC6ETPijgVuksm5E4Q4+aWg44hPwjDjlNPAUqR1inuLM20GzlX15d aUG7Uq5MvlGLYrEV35mqQOjjsFlquDfYj25F6rmQUN3u6435MwuL0mh2wyeK rf7nOBwT8l858iiG3+QGrTJmDairk2cUIBNLVSV7y0DVaXJpe0ViJDrJKrDY E+fpHQPPSQKNTfKM/E2/tkKb20UhcFXgnN52vgzce+H1X6hkOOBWWOd6swb0 5nKNUhaBIsUx7lhMKuhPNcLLuXK42pn5zXfycSVYkObhIEWUv5d6pXkkpAl8 8+LgZtCU3n0TWQVI7yVaI6Jk6H10LCIyIBnDd8OnOz+WIzaEGA+zY0Ni4NEa 4U7g96UbYtEcDz3v6r2OWyS39s0/3i0XfyWHi61ebujJRAxIBCfqPyAxff3C KN/zLAxr14eM+dt/hn0uqJLcIaAbsFs07ChE/88qSh4hQ1JLd8zY+yxYicX2 7INKLJ+wMWJOpGKST8+z7pZgv5CRS+4pQbb82187rsrQ0zaq0kp3RfvXWqfr 5whEzdCcvTnVOH58qLTvkgyN+s/GwxqjsP505pqOHYkNU0GonFaJtSnjmcXr MqQRH+rSTCvwLEFQqplC4OE9svSJtjvMUzKY53jb+5pEGhqRqQqIGCEltNlQ UNWSH3YflsHWZIXdYFENodQ0xvqzpq383rijbbP3CUQybzaU/hYEa9+iipc1 JB785buiOlwIehflhW6gAkrO/YWQtUq8CZOP7jOQ4U70INOkWYi7rO8ECGqB 3EU8p3UlFsJOJ07QH1JE1zAk/CoB/CouUd6zbwa3f1/+tQci0L4f/0dFNoLM 4069zRTAcdXDO713u79xhsiBq9+CsZfpnAWeI6xfv+hnsgn4vLkVM2jkhaPu bjvTGFLw2r+MKK/LwS7ft0ZWLxCYn8ledtjIBntXilhQ2wJZnaLQNqQe02Pd 8/GGcvz0g1uRl3YcNCxWVJVmBCgHEzKp8e4IjJes0/eQcAi3XNuZWQTby4HJ K/okIoK6Qm6bCJFVNFygv58E5dWAgeahYvwH9Iu/pA== "]]}, {RGBColor[0.550366, 0.581752, 0.8226355000000001], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[EmptyCircle]", {0., 0.}], CompressedData[" 1:eJwBRQK6/SFib1JlAwAAACMAAAABAAAAAgAAACu5NqyB9Jg/BQYu3IA3nz9o H1JorTSZP3euig0tbp8/BoSiuiF3mT91/Ba9zhqRP6iLkQkwG5s/zDJVEPZV oj8uo1q0FS6bP6oC3CuWOpY/WNIirfbwmz+ktKeNzK6WP/piduN9UJw/O6mg cy6EoT8SYKs4yUGdPzlcB6HtYJ0/+keu1XBonT+n9FrJY1KbP2T+ZIF4dJ0/ ooek1Lusmj+POk8l/4edPxuyYhl9kZU/eWWCaUScnT/YtWD00mCcP3M0c31w EZ4/qtwbKynemj/Nx3S3/2eePyOGuBUTkpM/lAiASG2wnj8PsMWQVOCXP2kN Nrv4NJ8/ppGi9APRnD/eWBjt1UefPwRuiMYXfJU/T1rvyVkOoD+OFm7DnEKh P5lmH/huM6A/6fyLvFJKlj/chseDUD+gPydMjLuleJs/c1xDIeldoD9djalP xAyWP7mM2LgkX6A/e94dLMeqlj8uoujdBXGgP1iJzxTTjpU/HuaiiEukoD8P KbdXDXedP5SnrBT+2qA/X4L2TrmTnD+SLcF6LfSgP9vMmq/6jJo/g85BDU4N oT9DAgMXbsCbP3JIldYGcKE/PDUcyWfbnz+neQBa9nihP2BCFRCU4aA/CT7r i1N5oT8+Od77wAWaP2HPfyjqkKE/Q+YIPJHonT/ImuYAdAiiP6tFqOKPEqA/ NiI0TCmaoj98OTx7fuegPyLCbBaECKM/qmI2kz6MnD/3a8Y9uhujPywvhgf/ kZ4/zmoGQA== "]]}, {}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.778582, 0.417821, 0.644854], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[FilledCircle]", {0., 0.}], CompressedData[" 1:eJwN0GkwnAcAxvFFaRwxjUYMY7qOJJKU2B0Vd56JuKcSV2JMHLGSZkUcY7Da hIg4R4JFukqca5O1riyW91i0g0hDNGijNFQcJVrNpUPsoPvh9/H/fHhMOfEB l9UYDMZJJRUlVSW3j3ZuIgcShTVutaRZGc7cG041DCDx3tA1WrzTiKqIuCSx jEKx89oB3ZVruMnc9jELozFtqTZgbluMm4JYo7w7JIhs3rVRbhWu079xHZV7 M3nDxryfWkBfEIYe+4fCV4PBA9xzlWjhNrx/ndSDNOa9iw+aRXDZkehxk2gk rFtFdR4vwVlJo33GdTl0FhIT9c/y0DP2i4UaiwTTNP/1DetSZMvK32rHUMhg +PaxtzpQsJmZdWqTgnR6g7PHQorsmgEjnW0SHaIj0UJnPswb4/ZOuhOocoz/ 9pmhBBZROTM/59KgQopui2p40Fzrf9E8SKBTNqLYncrFYsrw6oV+Cn7TUp/6 rjzkG/pFXOmmYCM055p5tMFZeyG+dpqERZGp94JRB1gtdYdyz1Pg8FzZJgF1 0BufbqXySQg3Q/5rFGSjcgzZUwkUFt3nM5y5FSj05ZbKI5V9oDxTdlqCXr9X X6SldsNmaau0e+M+XHoWbtj/oPyzQPZy4yoft0WDTE8DAgHaK+wxTwEk/ZwQ X1sStjWLevMxafheqFr4qSMNL3lZXYNmNbjwsqP9aVQL+9KFnm0Y3T71STaH Roof8/zWN/4wlU/8weORiEulpCpTDxBennVCrEXgDL/PxNi4COFUjFZWOYkp uD7V+bEe5yLF6xOPaaxW65Q9UZFCIKhMaRLJsbT/mKPJXAES4zQOMZkkAlmh wboz7XgTQyQMfNmD5ZylMsqVD99ZVUG1gsDs002nEaId3UPer+5uknhSrc1P zCzA1LZGOltAwymYM2fJvoxfx32DZTokrBy6sxSWJWjs9YhZPUJj7WJl2mF1 KU4aKKxbrhBQxZjCXzcW3kcbbnHtaNg//P3PPl8+1PnJQSc0abAPzrvXhj9C k5iMy/qLArNVb/d+YCdYHyXp+4ZJxM9ElmRE1MP438OFgpcEfK5udcUEVEDn w3PziXUKYXnpYe5Ddaj1WK5wZ1FIxtaItk0z3rg8a5n8mkSsVv2k1+ci+ARR dvoecnw3HmEg2QlDqoMk4dY+CqNTcx4r4hx0abhfSqwkUfoZX5EWko+H+vuX 5VYE3jV5i1/kN4PrFKrGIEjstlmf5l16BD/dYAdWFgXH0LsrsuASfOirb39+ nMRBr+Lkd6qlMPEq9bTcQ8EszCNPPboFe4ejdB3U5Rg5ENQ751AFxuzfQ4o7 BCbeyo+6PG7F/78p324= "]]}, {RGBColor[0.778582, 0.417821, 0.644854], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[EmptyCircle]", {0., 0.}], CompressedData[" 1:eJwBdQKK/SFib1JlAwAAACYAAAABAAAAAgAAAH9jLjHbUrc/sQFNWSwZuD8L pdqmG8O3P5Eoh9eIRbc/wkDi4YpzuD8LgsMYmMK5P8TmivHst7g/JeWoX9Kf uT/NSQZpEMi4Pxq8+31v77k/p53Z8S/zuD8KZseIBau3P0J06sGcC7k/g2YB ZNtRvD/soJOyFCu5P2lWZyl0Ybs/VLQRQE4zuT+YiTcpAQa2P7fkLz/OP7k/ k+DmZSyLuD9ELTrCY4u5PzegHUM67ro/edErnieeuT9BYDvE4iC1P8+oSRGu pbk/GoMiEajruT+osdR0/t+5Pxq++LO9+rU/lu2fNbL/uT8U8zYptIi2P8zA pAX6PLo/pZmYrPmwuD+F1Yg9akO6P5E2DDYVarc/tdT9+T1Luj9PIR87d0S8 P0ram5QLXro/AXCf+ATvuT8J1YJX0nS6PyiHvgB0lbY/KGc8Qgd4uj8SrLVn 4766P5rQrY+Go7o/MQ31Y4oKtz8JBTwSpai6PzMDwzaVR7k/3QVF9uOpuj+C 66er3sq6P/4cBYqHr7o/gipzA7vOuT8vISbBMey6P9drSPLcCLs/CGyaPHj3 uj/j3zR4A0+5P6Mk5zM9+bo/Zwmq3BSyvT9e45DdKPy6P2c1HpPWtbU/ADlO lyn9uj9MnEbYdcS2P0QJwHz1c7s/is7CRZm3vD+3ntiI1JK7P+V47fBmQbg/ E7ZkSEuiuz+y+RhPJUq3P60Oyb3Dpbs/3zfRVBcJvD9IEMTXrxu8PyQK21fw 37k/nqwviz2evD/qlUh5CYK6P3IE2n4h87w/0SlxxkdXuT92HBkZYSe9P1At gK5dzrw/mXkp0A== "]]}, {}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.9112395, 0.6309425, 0.5195245], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[FilledCircle]", {0., 0.}], CompressedData[" 1:eJwVkn0w1HkAxtGubbyzDpdc0UVIqEvdoidtcnWsYYlKNbeYYse1M96SaL2n F7rL0XU5b3dkibAscti1u/y+P5ru5CbTNc5LdzjRdebOy+H2/vj89cw888xn HlvBpeDoTVpaWp4atDXoaPAubAv+upQgr+FkRFBUB7ieyUWjqwQi/TJmJK3A RvlKbwSDYGuu7pq6vAz/nO7hjRYShBScu0g1PkHzz64s9/s0mDtHq7a1duFa 0s26ii9o+GTHlLy/3A/DA5GlLdcp7Ob1F29MyCFpXX4qOE6j5mCPJGZSjhW2 vYCjoOHntGqnOiFDft4Lto01jZTTttwQfjUu7xenqdMJLmwO9fp9bgj23+ro dYdSSG3nhN3z6sSeiVSnN2cJdiWf26rc2Y+6ohjJXSkFh9VrrlZECRN3Oy9z MYFXXg3H0F2KnPfeSngDFNYONVtyJhVwNKl5/jSL4I1/5TM3szoEpWyxGLah cPXGeiJl3QSmvfG7bp9B/H1zduOKxwBgfkeYoyBYtztzmP9dE75kGm8P+YHg QNZMIsNRDRuBXn1sAAG/4/XoflqOKnfTl4UjBGHOPXmMvyoR27/ZgcMkCBes prGLuxBg1n6+XOM3mDHD+qVNiTk6U7CeT4El38ERPu5C4O19M248goeWE1O3 mW2Yj4/Rrgkl6HqQ6ujD6UT6Hx7R4U0U1E4HF3VFtTAqtnpbp9mfc1yU+VGS HAE6JmXZjyi8ihv2i/JVg+vqtkqmKcQxjFwq/70L0dSL862HaJQTZf+R8D4c W/hTlnSDwPLXiwZZYTIEcivHii9RaJT7OhpckSP6t8aEbDaN6P9TvhQfl60n LKbQsIt/51yR2wHx1KxeL4dCj8RzOmXXEDrixeyf6mmwPxMOJbKkmPTj7gkw IGjodSmOi6oEd8kgQ3uN4NUHC2UrnjL8aPdV/fdKjc9vZjOr/VW4uv7Q6LIx jZCRpWrTlgqkKnX38poJBvUTeNt0OzE+Xu67yYpGqK110Yddaqwtpp1c/pRg 5V6Lx62ZPpRkWEcK52mcYr10sRD1wiNl395HRwiciiKFznpyeN95dv8oQ/M3 s4XXJWN98HwSoch0oDH1+ER+UYcCpp9Icktv0fAvaG88e7gKtXHjTcNKTZ/W 82anz6UYTGcvqs4QLFt27jg23ozqaaueLa0UCjJ0Z6k5FeYviA2jRmjED+yO PFWrQgN/3uvBEsHU0ST96CEZYmSxDlGcQYQJLcxFYVJUDzgH1nAIxCz9wO2K btBZEy1BoJHsN+A95qfCf0GSx2w= "]]}, {RGBColor[0.9112395, 0.6309425, 0.5195245], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[EmptyCircle]", {0., 0.}], CompressedData[" 1:eJwNkH9MzHEcxo9Tf1x2plQ2LjVCopypK8njR1tMsmHLpCwrJd1KLnS1yGnh ThLzM9SlpHM6tqMfuKUf7vP53I9RTenKbVKpRaRS0Xz/eP3xvLdnz/O8vQ6n 7kng83g8H45ZHLM5YmXxUz9VRuiE724JNATqW77SpNUEFcXN7ckpDJnntxR9 C+Xuu8KjAvgE8Uc/SpzCCRqjNl1e0Ubx0uBHhlMIrD1T9mQZg3D//NuOhQQX +CFSSz0BKbxeIn5IMPuV54/6Doo3e/zPRdQQFE9n6wUvWxDxIGKhvYHgXlZt jnewCU3+mvFZjQR77+faZAUEObcfe6SbCBaJ2zwnExhC/PrsLTaCLw/jLGl1 JjjnC+8kOlF8mAqMtPsY8X2zPGiQ0/0xh4xFWQyaXpN+0XKKU+4pCSMrGOSF 026S9RQo61zrxuU+PWI4ECShOF5rVf7SGLG7Wi0Ji6O4eKj4dbsLgZd48JLh LEVw/nC2qIFizZiu1zWfYvvkMe+4EYZoW+BM9Q2KuppW5Yg/w4Shen5pOcWO flHeujwzdkqHMpdqKDpW+YY2byV4L9mgqOH+dq3P71/c13ewKqL/am0UPsmj m8vvUwTsuxB89zOFfDQyfAHXT9DjeFI5RHHz7wvR5FMzugzdzskzFK0HPZ44 RFKsrywVavkMgmkZr2KuGSfmKWiTI7ezSjA8lm5EbNrGSpUzQ6h16uapowzh WouPrwuDarmuLGOAYoy/Uk5dGXQpKkttjBnPRt+63xAxjCu7FrulURSczta1 ejDI5jyS2q6YMB5Ttka8hPNrnyvUZ8x43Cn9/S+IodOhY+ZBnRl3DWpRbghD 1Zz8ie4Jrqc+uoq3jcFpwBupGRRhf5aVtCUxTGZVyBO1FJ/0bd7Kq1xeurCq KYfgPzvKVFU= "]]}, {}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.936608, 0.84884, 0.493779], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[FilledCircle]", {0., 0.}], CompressedData[" 1:eJwNknkwnAcYxi3DlBJFLRLHhKSWEkUyPUw8UeqKTSZoGlV1Jo6khFJS1SmZ nSSKtEOrSVFHN4442qkuZuPIEsKStft+30rFkWQp22uzTTo6FdLvj99/7zPv +3vn2Z2SE33SyMDAIICDx2HIod6Taf/nVULQc37ais0Z8CLWHo68SfAr8/L5 o2AQcacfy8IOE6RRg+onFXIE2Jzjd+lVWPlB4u7UOYuQa5r90hbCVnJWXVrL LHoULmZ3egiCEK98qZMSpZos+0mG8IXzlUehY3I47R04JM4l4KLvnHnWLTxf 2lwde5nQsGZpsM9ZjSLBWTVVq6CpkJmNvTSDXYpj8defqhAesfn+2KNZhL1o VFFSQNDZPJMH20xh75y21yudwERJMhp0SpwaH3fkiQmj6ws1sqYx/KV4esYy gLDTflLbzb+NA93R2mDu/r54+4NvSRm8KhHZLRcRsh3X67ZoEl8KiT/iSPhu 4IPRI5dZ9IdqQ2wtGNjPl7UM2CrR4xLuU2pDKMiva6tWD+OjFU8rk7OE9/rc ahPKFKjl+6dlyQgxpw3jrXpn0bQ8P5tep0LUOzKjb85Mw50X6O/gR2g0StJM BSrQOO+x63osIXDj4wbL/bchCunnxSgJhht50lwuX76w1cDn/r/hk3nDMkMK nUVrjdsVQmWQiebmLTlebxKsjXL+3n06y9SX1chZ8CgPzyaUDOedkpiySPGY sfr7iQr/Tf0+d8lMiXHn5P6DnK9sx1iGefsUnE/ea7LVEMK8zsesJbBY4QVX JccRckWL36pMWPymuto6kEoYOtF0LeMfFuPMxKD4CGFTF9S8KpxB2F2ziKNx DMbXfZfs+GrUv/DARy4hdHXvCH67mkWSxNjbxZ1w4eZx0eJDBunnInQJm4T1 kfPl9T9PYk/2j0eHBITvPbMF+tFhmP/U/PWnjwkeDpVmpqbTaD2kNGS5eb+l 4vLOSjVSHJgVoZ7g0ML6b2uVGO1Ia9XtJCz7Cl3NhUPw9lVEvutLMI4uNBYn ynHAtf6SYRJBnFB14/B9Bq8JpoP0iQSfCQthKOeX96zOuk2nQs3nscPNnynR vKlfFXP9KaoqaQyLVmJ1+N/zr3D5Nv52bXKiEqGdvcVtXN8dpduZ1ieUSLKq DcFdwsIv7K+eahkKpW8wHfsY1Efqj30i4va3a71signHuyLLl2wn8WEqWyy6 T+hY1Dm5BbOwLozMv9BNSH3gLurmzcBV3FI9f5EganVyaf9KDrvY3pzC3YT0 e3eMJngK/A8iMdtu "]]}, {RGBColor[0.936608, 0.84884, 0.493779], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[EmptyCircle]", {0., 0.}], CompressedData[" 1:eJwNkX0s1HEcxw+ZLHNXaJ6LPMaU0cNivTWFutjkMaIybHbaFSLKqU3EZB5G uzbyEIWThxuNlk2Yp2G+nzNFzqqtMEfzkPOw6vfHa5+99tne2+fztooRX4vT 4vF4jhwaHJoc89194v2NDMrVrcgqT8JOtUm07TKD581p63dCwvPAxuXpLYZS wd6bCSlhQpT7a0XNkKbaCSj+TBhTC66YORFqo7eOufUyuC9Y1ee4ED5oBWmH XSRYhCevdZwmoDeyPoOngEGLbegXH4KKEqJz8wlRmvKsDc63k0Qpe76EctfZ 6lp/gkb+pnTTVIGDTfqsM4Dws2p10KJYAe+e1gvjYQSHsnx+WznD9uq8S+F1 wj55eCpvgCCLKg+KjCCEz4p83uYS+l/v7czcInQ2PA2JnyTUBMasC+MJhZLJ e2njDD1LH6dKEwhp5YbecX7cbDSo0btDiOgdbj/zg2BqI9dKTydc2hXUmPMJ wmSjV30PCdkeKTzjOcLGSTGlZBJatbIndJMJtpLHPmOc14bqjqibCe1Kybzg CcH5UUuwIymQYW1Z4/6McL5SXcL/x5DoKR5S5hHaBgN1TEa5u5zsf597SfiU bn3CY5GQu3g0OKCKcKpAd9LGgWGw2TX2qoxQoL+9kJOjwPcNsfdfzpsNdZIk GYSS0YpKk3ZCSKhnkUUUQRqdkSXr4HIE94unuH59Sg/s3n5PGEq1POTbwNA0 ox3i1kc422UkvDGiwNDK5Z2ifsKwbZ1ocZehu2xpem6Yy2mTHPH/Q9Ct4A2s M0KvcZFy2Y77y12W70AEA77MS57F7Q8nlq0rCN+kXnpMSbBpVT3IUxG+prd1 ZlpMgb/b4xq7xvXlp29v3sVg5jxqJ9NT4MXxJnXdBMN/JwNSuw== "]]}, {}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.7345025000000001, 0.7180504999999999, 0.5630265000000001], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[FilledCircle]", {0., 0.}], CompressedData[" 1:eJwNkntUk3UYx7lNF04ZVqt5Bjg7NFHwUGcS4E5flak1xs2ggWFejheyY8gl TOgCQQqCiAQOpwIpF+EgTKULBOMEpQ1mG27v3t/7GnASDAJnRvPYkp16//j8 932+5zzP85Huzdy+39vDw+M1Dk8OL44T2TFzKUsI4ixZcpnBjqNd7pq05whM L1wo5KtHcS9epDZkEbwUlXZTorYjQfrr1NdagpxWpaLlth3L+K7o3AUavLMV udsSGei/HdWPuWiUXn3yQ/9hCiujByU8HY1+n/GhWworfhww5258nqCpVuT1 chmXz1Cd25VCUKKSrR4JtCNSs+iDuk8JzlQmz+U/pKD7OeFacTzBw3cmQvmx FAbflc2GpxOIDXH/bvWz4g9tY7TYys1/r5IEK2049uah9DorDefvIxs3CFkU yd/yXRNGEN22/ukjBYXFJfMKSRGB7HJ+W0YFg6hPPj5b5U8gNKgj5gQswgQF f2mHacBPI/svksG+VWF1dysJ3kjo8psoNCOxTeZU9BD4/tIdZknicuZsZ98U jaAhLcXfxcC8L/xB6mKCiGKpV9ktCsZgPSMOJTDvmUjsUDIY4zfKa500+lKD zMs0dqQNVK87coLgvaWXvvN83YYCjWFJ606C5rW1e+w1DEzO+N7cQoLJ21kX b8ZbMDt+8mT3aoIQd8ZXGrcNj5NFhfNBBDsNnQ3mehbtY7oD36wlCFwe1V4b yyBnxvgKj9tvYXek0KpmELJDWv+2ksD/n9hHRUdtmHmmK/xPFYFPzMKwe4pB ka65ePI+Df2TnMKWV1lkWw8eFkQRtESml1Yb7XCNMGotn4B97LD5HmNx/Xzm 8Ugu/yXrCNixicWoo+mnuT4a3aEXeL8lMfisJ2ZLWj+NpGcXOmuEFJLL6ksu cn4F6k+tXzRpwRezyoKBpzTy7n5+2n+agby7YXwN54vjyGZeeT+FKzdUB4bc NBQZwSEVeSwk0weXNosJZmqWP+hqsqD68mQvw9BInxJVvW+i4LDQ+Xlcn/K4 qb38RQbe+qtnfMZpBHyYX9TH+XmnvHXztXUELna2NG7DHUy4pI2CFQSVoUFe g6sofHRu2LOVu6fREBA7/rcNW6+cVw110NAl3RcOy1nsFdzoMG3hfKxaMd25 n0HDvdT5U0YaKXH6Lm/u393topXVXF9nZi8rrqBw6PqgrmM3waayiNPiHjv+ B/XEwPk= "]]}, {RGBColor[0.7345025000000001, 0.7180504999999999, 0.5630265000000001], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[EmptyCircle]", {0., 0.}], CompressedData[" 1:eJwNUW0sFHAcFleuMLlejvTiGB2Ri1JSHhOahoWG1CFjY6WivCyyySLR7G53 HdJVy8u8lCFKmmtSrdIxxf930cpUH2oSKb2Y+n94Pjzbb8/veZEknohINjEy MnLjWMRhzBG7U2jmHMEw6NM/oHYisNt606KjDNNy4T6dmODzaXKpcJihYkxV 6KojWP3UPmgYZUjLkP4Z6iJMzybFG79juLi6LWjkK0FRKxvezPmT2tHo8VIG kTzr0tZxhrlu95jsOIaCv/51flMMMqVWPCYlBNZPTgfMMLgEl/9O2UYYV86f OTLPYPeipaTyKsM/B0W6knPRruSQiXuEgE8HXeQmhCrW6vZ8kKBRSXdXLSHE N+eQJ9dZcfxPqPVygkfyFYjUBNtSveC8DUE0b7n6ZBPD6Wi5hXoN4fKYbCaV 3yc8yww5actz3PU+FhdDkPsOGibsCOFDvvkNFgaoHmV27pIQ3BdWHivsZ6i+ pkldak+QDDR/FpgS0nus9cscCWaiC5dHmnm+PsPjgo2ExRX2bsmMsHDU+7PN FkKu8ZtV7hsI+hqSRHMu0vdtMqtjcN1Wkp7AeV7b/sVWvbzXdUP9g7yHcDi/ 8ioinO3V5P3yJnRGzjCxjsHCaTkz9+H+Kx3UW+WE7siPoaa+hB/+N62+hBPE Wr/20T2EGtXrxkPPGKSt9bHFQYTrgfcbb8kYdnQrJWF7CRXnvXRO1xgsjXVO wn0EYd28rKuQMJfwcFYcxvV/RRTf2M73ETSh7gDhZc5k1Aneu03l24aOw4SW foliaIMBw6LSEUEcwbF3QCn6SLhftjaKEvk+h1tr25O4n17N954UwkxEmWc1 7z8o0D03JZXw5KngWxn/86ErTe2WSdBuii3PjDNAc6pgLqmE71CcNWfwJHwL Ts3NLyVMZduEeKi4n80TrecUhPVm73sOWhLumP+dXqMlxHZUSzMOGfAfk2xn sg== "]]}, {}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.133532, 0.122103, 0.125444], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[FilledCircle]", {0., 0.}], CompressedData[" 1:eJwVkn9Q03UYxwcLhYQQkCQhDwFF+RVDmz8I34jYoEFMfsgZbAILaebwQAZi ir9BaLHiuqs7Tga6ExMRlKDDXyd4sJ1pQhRj3+czQcCw8JBoWsZBff3j/efz vN/v1/OsyNmXnCsUCARiXna87HktXfxA8bSakCZ02p51koPjXGJ3WSnhG93V wtxlZpyN3OygTyPknHB/Zp/NYZPnlaHb/oQXpr0/+iYwGDqvNH6bRMhv/syY s4lDD2vVLgokxJ9/cDt2lNC8IEHVoSLsvre0/FbiEKSJikdNcsL1TM2a1oMM larRuHVqwkJd0ieqFxaoNefuv/I7/Hnl0Q1CDiuD3gywbCG81dHSZu2xwEG0 JypGQLhbNj8w8dUQ0o0yn7Ewfr+wt/1stAXedXM3Q/IIs+rx90L4fAMVxosX YgjKQv1/elcOvXeSHy/OJVQlHexINzB0z/wbcjyF7zdg57k6bRDHuGvm2A0E h+xVuo2pDE26qdpDxQSb/C/ZbzIOfuOzpl+8CTeEl5WR9QyNoe7x8wk8r1lh 0BJ3C0qz5r1SqgjVDWVfZl7mIHLcZaxIJ2zepgmPCx6EoWXY8Wo2gQ2E1d/8 1QLJu54jnRmEv58XIKOfob0p4L74CMH8vtvEQyVDg3y1fVUwof+nttf7ZAzl kjNd//B9WkKLyjO/tkC6Pix7Zyrv/6dztRvfV/lFsUgwyeED7SG/SyEM9L16 NH4HYSR8hbDWxOCVFXhN4UJ448KstFtoRep3TlaXUMKZ5WOTthsMcWUabTLP M6D20dsuexh2as2DEWsJa7d1ivb7cDh1Kn6//jihuNLA8q6bERA0Fxu1gBB+ tG5OF8eQEuGxbJjnf8xQ7too4WCjKetLnu+ANKP5QCuDt65EpcgnSArWSdvb OFScd6zfd4lg5/FQXhdhhnNNSf9Wfr5zxvfIGjEHh8kDu31dCeJ7t6KmPmaY FkUH5n9E8Cn1L1H5MdQc7rtjXUV47dnFxOfTPFfHhndGEwl/9NumzRNmnCj4 vUkpI/zQFbS+5qUFH3osn9PWELpt56YWqS1Y6GPM2P6Ew8mnWtcn44SEvaau kZX8vZzvnpZvZCgqKnSL3EqI6Xs87NLL4N9VJdny6v97dvVV+zAo9MFLnMR8 Pk3Fpzu6LKCfY0xjMxwGS/P8o70Y/gfmL62T "]]}, {RGBColor[0.133532, 0.122103, 0.125444], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[EmptyCircle]", {0., 0.}], CompressedData[" 1:eJwV0n0s1HEcB3CcHiQL5yHHhp25zTORzXU+Y5c8ROcxXTdCSMLWeQw1UUQ6 Y6MH5yEro1ORE67NMlGT56X6fX6uWbqGkmSVPPX1x+eP1x+ffT/f9+djGZsW Es9QU1NzIKVOSoNUTZqYObNJQTnLtXfMGUEpZgundRA+FPbcEhohOOX4iQP1 EVQ6obUbFxAMDnxmKFkISymKgzF1CINF42GLbAT+nj7RWARCSsC2T7s1QsNd ztO0IQqMym3cDtkjXHUJcOKdRhhY9bCSOiCM8O4MLfYjHJ2zqm51RXijTe9W piI8m6NlUzs+26I5fIWCBq7e/tzDCKnuOdt8HkKH2Wh4A3GBVrN3BxOBOSBX 53ogOEqsv7XOU+CSwLzvR9zn5PvXdoWCqEl6o4z4VKTpHJv4mCDJcc2LvK+w 5MWFIfRw89YqvREkjLWC1ItknsTCjWF/hGopl72gpKAN2WH8AAR1u/QQY0OE Iflo8b0ghPePGx+IEhE44vlAeTDpi/e0DVJRULF1o26TWK2puFTeRP77I071 NhxhTiUwUZUgtMi2eIJIhCIH59h4AwRTCz2uGcnlchXmc8YQpk0C+YXENkvx 01wrkkfwxIJIhJAe2ZzMl1JwaZWV1UT828b86+x5BIHuri7tqJ3c/8j2AcKv k7MzusTUVua7NrIP0cRPqRWxKClLFMSgYV3T8dpYNOmXdw4PnUNQyLJNaOLS 3UKL5GyEXEuh10gsQuLLMrGPOg3tr874nSD/rAjdKF03I3ustNXXykQws7d2 Fd5EkGdlBDByEAprull5VWTOkq5Ymvh59JZ+72uS60ptf0I+gqYmR8LaS4OJ jq+FHukr4XyP+WRIw5OIQR+FBMGoyH+piuRfrxh/KLmNkCkemPmXR/ZkvvhC RO7s+nFmY9YygizsiKf7IwQ7l+XJ7nqEpJ6ML4HElKfLlIYbwoKFstG6ndyj cdHHnE6E/97Dbgw= "]]}, {}}, {}, {}, {{}, {}}}, {{}, {{}, {}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAACGsDZ54gD88dFgLUyZ7vyUnD+Vk kZY/n5cp4rvrcT//6jp0vraiP1Gheh3hcI4/MsAh/Plvqj/bP4kYk1+ZP0v9 AAfFM7E/WjIxRwaFoT99DeegJju1P8XeMeAPQ6Y/oA2bCPk3uT9Hq5bdNxar PzmXBsN5Jr0/cTLGmgEDsD9i6rfMJo3AP0xbwyqUdbI/idKDOGqQwj9l8ZG5 c9W0P4l+7ZoWisQ/zP8kW4FItz/Kgp5nnUjGP7FdKSjaMbo/mO+4HxOhxz95 6loeVee9P20hyv6Hosg/nXZP42glwT+fw0aR0ovJP50HBoRRb8M/G44MuZmT yj9WcHOPvZrFPzQZHG1F0Ms/cRiXDkWRxz95mn5gYULNP2DKZ05cUsk/onqv sC/fzj9pHWoxwejKP/QpN6LrR9A/V3fe0ExrzD830VMynhjRPwVc2OMa/c0/ geshE+/T0T+eWm9VrLnPP2NvtSnbe9I/CcO9rYPO0D+z2ARxLB3TP1TzBwDM xtE/sfzHtNDC0z/taN5VwbrSP9qy+h6YcdQ/X0xFhZOl0z+aCn/H5inVPzmO WnbehtQ/5cR42Jzp1T+Ibfr+wWDVP8XPWLeCrdY/QfyzuXU21j93kYtX0XLX PyrUGrPACtc/IZf3qfw32D8YaEj6Lt/XP7BAeppV/Ng/JFhfo2+02D9bKboz fb/ZPxMJuaPhitk/VF1CCUuB2j+zbspnrWLaP/g282jvQds/qS6zoaI72z8s 8Nyb8gHcPw0PYwg5Fdw/fwR0Uf/B3D9TlGXsxe7cP+ZvQ5Olgt0/iMIvRLnH 3T9MUrTyPETeP7x5WH67n94/WASxDOcG3z9JYfX9qnbfP3UbQZg= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAwyuW1p56fD//XZbGta92v4XK+XIr dJU/Hgp/qqFgdj8c1ez6JCiiP3F8WYGjVZA/KmHKyhvYqT/r/Td7T4+aP2oI yMJv1LA/GRyjz7BDoj9cAqoN2qq0PwT1qwapY6c/zoxJOFpPuD/trDl+dees Pwi7+NV5xrs/ow7UhwFjsT/9cpvYeD+/Pxa9l+toULQ/U4wKC353wT/RfYQU TAe3P+dwQJNkbsM/Eht/auV/uT85lZRN+WPFP9Q4PVwi+7s/Z89i59Ajxz/f KgeP2eG+P8C7huqUk8g/SdyS91s0wT/se1iTcsrJP1BP9IGxMMM/p4vH/Gb1 yj/JcrhL8DjFP9Dx7rSXNcw/0z/ExvIrxz8GLZb0C5jNP9Q3ULqx/Mg/Gx+d Oj8azz/weHynsa3KP2bcm9ktVtA/chIVYshOzD+JlIws8hnRP2DVZu9y+s0/ ofdLUcrO0T9hQhvZ9cPPPwd0FznGeNI/Zb5bnpjR0D/MDHV3ciPTPzq/l/mF wNE/zVxQD+7V0z/SCFb7o6fSPzFgfi6mkNQ/CZ/BdYWG0z8h0XP/GVDVP7LH ZT6rYNQ/YOZTTq0P1j8OTB+JsTrVP8NHNXKCzNY/Q4TX/nUX1j/TAoPJK4fX P81iI0Fm9tY/+vd2IERC2D8+B8mD59TXPxSUJcjF/9g/wQS0df+w2D+4znhW DsDZP7Zj+oBQitk/Shp8MnmC2j+8sZA+f2HaP/I1ce00Rts/sC81HV032z+s tOcwsArcP45KWHN7DNw/i4rqGabP3D9HDu8jH+HcP0zyfMsBld0/I0D2C121 3T/I/sliwVrePz/NQg43id4/X4gmg+Ug3z9C3X+HrFzfP38YRxE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAJxN/jzq5fz9kRX9/Ue55vzsWeOwj AJY/RduFxL8wdD8dWs5tYj2iP25ylpsoK5A/f0CfERi1qT9FP47tVtWaP1aI HuhfrrA/Qhz2hNCPoj9ORIlHAoq0PyFx7ZJYpac/8j4RIXRbuD+kSKqsQc+s PytUKKk8Irw/gnWktD4HsT+ewx6AmfS/P3VsFERIm7M/+EoVuz7zwT+JAG+0 yg+2P8GJoq398cM/YOm6NbN4uD/00HcSw8/FP1vBdtKOI7s/X9UwtFFcxz/t Hmv113C+P/mpPL1ei8g/Ee7cJJI8wT8wUkAj8IfJPw95DPIzc8M/nnhCjj+Q yj/RhT26F57FP400BS/bzcs/Fv2tTK+Txz/Qrdonak3NPwm3C4dTR8k/kJtu 8QADzz95/Krw78TKP/3i/BsyZtA/RAVT3b8uzD8aBifp+z7RPz3yMXZfsM0/ u/93uej/0T8uMsMIuWHPPz7BaumcrdI/LnEI7sGc0D+ZQE2ZhFTTP26Lv9dz j9E/LtmMLXL+0z9xjBndH3/SP4G7F6k/r9Q/uEMo++tn0z8tHfAUmmXVP6d7 6SgrS9Q/QXtF51od1j8tty3wAy3VPyAZ7oU509Y/57Ie674Q1j/ceGawmIfX P8LsP1r59dY/m4esxm492D+gd5PdvNnXP3XZCbs699g/X7/Pgoq52D92eDNI mrXZP/m5P4/ElNk/P6C+lbl32j/IK07bPmzaPwpqA1RFPNs/mvuitkxB2z/3 Vj5aFwLcP0KoAUoUFdw/cbHMd3bI3D9i5wzGTujcP1iss9kLj90/GIa//VK7 3T/aBzAwvlXePyzE3EA6jt4/QTZDvJAc3z9fL2NOAWHfPykGPUM= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAcVS+weB5fT+thr6x9653v0bizW/7 SZU/HKsut2EJdz/t87Ukzc+hP80+xy1TBpE/bOeaLPY8qT9q8Za3msWbP6os u+jNdrA/m9O8g/T+oj9/CIlcrWa0P77o7WgC7Kc/Bl7YJJteuD98Chyl88is P+lznXliWrw/w1Uv5BjPsD8rDj6YIzPAP7wTt5OaKbM/E3DecWRFwj9SttxG f2u1PyspPef0V8Q/iaqFwsSstz/fs12bzUfGP4n7qsB5M7o/dWn40yzoxz/C 9tu1IVm9PzU7y5kvJsk/11xOSMGhwD/HlJ8yjR/KP3c2reKW28I/4zrdGswL yz+Ow6ItiyLFP4X+s42FF8w/IDP/7QRKxz93FaVOHVjNP2NPQWCgPMk/0H+g mKfPzj87GHlJSfjKP6KFo6fbNtA/+r8FxmyNzD+aEliSSwjRPz3ZzyPAHc4/ cPd61I7M0T/FQr3SbMjPP3zPsfiJgdI/8GLB3tTI0D9HsdUf1i/TP78aN1Ei tNE/jp7tEeff0z8Qx7j4qp3SP4fwA9zOlNQ/sQ48yFyC0z+b+vP9sEzVPzie 5T8UZNQ/XV/RxM8D1j8Q06ESj0bVP64JGPdnuNY/V8L0eZAr1j9PlQOoHmzX P1PQomJzEdc/tA1P0+wh2D+F8fDQPvXXP0w85vzE29g/iVzzQADV2D8m/r0M AJrZP0g0tcpesNk/JryAwN1b2j/fD4ywGojaP2TKrmAwINs/P5v3qWFd2z8d 8Y/F3+XbPx0OsN5LMdw/FdooGyus3D/AvrAimgTdPwWXg8+tct0/apvvB7HX 3T+qDNQPRDneP1y/OGG0qt4/0ncXoOv/3j/O7Y5qpn3fP2HOUKQ= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAALN9NRQ7SfD9pEU41JQd3v3epMTRq R5U/Wo6fpaYTdz/3c0DsqOehP7g+sp6b1pA/W++I0A5qqT+L4bpvaWubPw30 R7EoirA/1USj8j7Yoj9J34jnQVe0Pyo77lLZCqg/b2bVmI//tz+q+SG9Coet P6tREDjZgbs/AXi8JaKnsT/7MOVEdf++Pxj/TX9skLQ/TnenNpdRwT/ep0q9 GVO3P0S665+GPcM/WYgoUaHhuT928GUZlSzFP1uCmsTqabw/T+8V1pzzxj8N 66CxQUK/Pygenzm5fsg/43l6qDdJwT8LOJ4r7uTJPzKTruk1FsM/Z/W1quJJ yz8JCcqddOTEP+zSpsEpw8w/uF4MumCexj+zZRA9H1XOPyT/1XGeP8g/AtZW fF/1zz8IwsJlkdLJP/Cf7u1+xdA/YItvOSZwyz900VTrSHvRP4pb1nHFN80/ pBerjX0V0j9aAl1gjzbPP6/oVLTDntI/vEkeI5ur0D+nav36LynTP19hD3bI utE/r03fjfjA0z/wF8d8mbzSPxMPiUbHadQ/JfC2XWSt0z/TCM0DrSHVP/+P DDoYj9Q/DfSy2qnj1T9gPsD8tGbVPyccrKP3qdY/369gzQA61j9emBdzxnDX P0PNjpfLDNc/WjGj9x432D/fzZysDODXP26pkF9J/dg/Z+9I3nuz2D90fTfc TMPZP/q0O/sRh9k/THSHUsSI2j+7V4UeNFvaP2dvbidQTds/O/Y340Ew2z9L lpzL5BDcP/Boo9hGBtw/XNLImcjT3D95xhCk/NzcP8bZ/BRnlt0/p1h2wvez 3T9XARVgJlneP7DK9xDSit4/aF2amVEc3z84CAxxQGHfP7cKRt0= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA+ggVew+TfT8zOxVrJsh3v0XTMeEm dZU/H+ee8bNcdj8tDJSRkPihP0sOC1TMtJA/ObwX+MVwqT/QR50g+12bP0vn zlYWirA/Wl6Vp2PYoj+7pNepiF20P0WwUM5L/qc/Mn9gW2EeuD8kyAs4Z0mt Pz5drf+iz7s/bGwfXthZsT+JtQ+zO5K/P4p6IxGm/bM/0mS+b8HDwT/VzBxL xW62P2XmcqM/0sM/FDAaSi+4uD/CY7AN98/FP8ObBdwmI7s/40Iism6Qxz/n Q4j5nQi+P5xTRR+DBsk/bkTUwm3BwD+d6QOJnEzKP6DhSIyHrsI/x9N9vMKL yz+qKgKMlKLEP0R/yBPK5Mw/XrLqZ8B8xj/hIGY2TmfOP/dDgHhvLcg/VhpK t+sG0D9eY4VzGbrJP3+pynvm3dA/Q3i3HVc/yz83IM7apqPRPwO+45IJ58w/ K/ZtljlL0j9MRddOF8vOP7SnSb4C29I/t4opGVxv0D+UJM5OPWXTP3KnPiK7 ftE/grW8ecb40z8dsOmQy4TSP1ZiUGsem9Q/45zvOA180z9KruPChUrVP4nq 9Xo/ZtQ/cXD/GegB1j/+wXO9dkjVP3y857K1vNY/iw8lvkIn1j85UPTpWXnX P2YVsiA4BNc/k65eroA42D+lUOH1qt7XP7Z/d5nV+tg/HRlipO+12D+2f8ro +7/ZP7iyqO5iitk/wAANQuWG2j9Ey/8uE13aP4pfNPR7Tts/GAZyFhYv2z9v aTpTBxbcP8uVBVEkAdw/IDEXcTnd3D+zZ8LMi9PcP7Y/KMEOpN0/t/JKFlCm 3T/v2fVSp2rePxnyFh5Red4/nthG2Ssx3z8DjV8xZkzfP6XDPuk= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAM0DTQLCJfj9vctMwx754v6b7iBRV qpU/mUVCJPuHdT88lkzWygyiPy/6mcpXjJA/uh4KDAV9qT/Ogrj4fEWbPxH5 qKsMjLA/zTrh/XbUoj965d+a1Vq0P8suQOyxA6g/K4kOYjoRuD8wtK8qtWOt P3Ddmvkxprs/OuwxZEmDsT/df8zaQjG/PzawZumeXrQ/oOGJusttwT8304W1 sBq3P86vFF3AWMM/R53W1i2ruT+e+u7HsjvFPwtuiGevS7w/xAotZ0Lnxj8k tHKP9lq/P0eWkSDJT8g/xAGIwSd4wT/JV99+QpbJP3ZzbZbhZMM/+r6RZVLi yj91P+7iBEzFP3iyFaFrS8w/LH+d2h4Wxz879vzUJNjNP51u6dmYvMg/FuVt bUaAzz/2sqt0qkfKP+Y8M6P9ldA/c1HmzijPyz9cikjLQl3RP7jp7rHRc80/ oLKVms0M0j9jzIdG70fPP2H93RBJq9I/CzWVxhWf0D8atXnWi0fTP+wWk5ps nNE/gD3lwlvs0z8gKMFHNpHSP7YwGcq0nNQ/hM4m2nZ60z+xofHNvVXVPyL3 528HW9Q/6LV6F+wR1j+EfPi/cjjVP6/sng29zNY/WN9tYzsX1j+7FMyIX4XX P+dQ2oEy+NY/AHF50OM92D84jsbTR9nXP/zL3sCA+Ng/1sz6fES42D8dooCb CrbZP1CQ8jtUlNk/akEf6Rh22j+ciu2H323aP7MdhZjKN9s/7EchcsdF2z8Z dv50XfrbPyGJQS/OHNw/j7zQhGO93D9D3Ai5YfPcPwVpnRS2gN0/acnVwqjJ 3T9WHH1dVUTeP7OvjxOjn94/I8md9U4I3z9+nAgVQ3XfPyxHTvA= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA+Ir6lhG6gT8pSPUdOql9v/aegHYA NZc/tXDHOJu6bj9TD+pFhgWjPwEQvtbBNY0/FWHLgBayqj8X/jUPWtuYP+xZ VkuORrE/FXmGvnNfoT8dBfSsIja1P4TvF8gXTaY/d5JzVpQTuT+ZoeVBAV+r P+FmoNCg37w/yWIsjdpJsD/3FvGFNlnAPyQCUbh03bI/9WC4jKRPwj+O1CgR /1a1P2aDnT4yRsQ/FfbEE0rQtz+XiHE0VBTGPxhSg45smro/k7E8mw2Uxz+G ZlMnYAG+PzNa760Fy8g/1j0qNOv8wD8IpeuykOTJPzUmYWKTFsM/LiaL+iIK yz9B2PRNNCTFPwfKowtpUMw/nmcPcCERxz+vu6W907vNPyqpQPHp2Mg/CRWa DHtGzz8Bg3/VdYHKPwhEC4Eab9A/LkM2E+8czD+FSF6bqzHRP2ptwxEAy80/ yKpcZK/d0T8U3PmyK6bPP9jN7+RQdtI/lGSD8g3U0D9B2vqOugvTP8TxEeI9 2NE/YMmG6y+s0z8+nB8fYtHSP/1p2D9lXdQ/PJVnZMa50z/gQLkbWR3VP/NX ICJsk9Q/gB8a2RXl1T/sEln+SGXVPx5vRj4crdY/51zGMtw21j9CTZZWp3HX P14YELTqC9c/SnpyQiAz2D/whM1hC+TXP7IJqySb89g/IY8uGSq92D9CrW/f t7TZPyuFA/imldk/tPRABwl32j9T18tp72zaPwHUdeFjOts/oZEwKS5D2z+i fb/5YP7bP5iBgKrKGNw//YL71q7C3D/VFd5mFu7cP0Ctv4soh90/L4WzSzbD 3T9VCheQykveP7PB9eAtmN4/r+f466AQ3z/vfa0e8WzfP/EPOYo= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAIzbnkBgjgD+Dns4RSHt6v+p2/ab6 NJY/ilhw2mRdcz9tlWuSzGWiP533t6SotI8/xdc85wXwqT+3EFNCe1+aP/mv 4URr1LA//cxvy7lDoj9EglP2GLK0PzX1WDUrVac/tF7qcYV5uD8fCfgKH5Os P9AI2oy0Kbw/28Dy0Mb/sD+N1CXDWN6/P4dbDQGJsbM/jnfIO0HawT9cpwiz xUG2PxSkOgwj0cM/t7SKeGi6uD96iL+prrHFP1RS56O3X7s/NVWat0ZQxz8/ H5ju7Yi+P6sRZ6Jwocg/X4ayP4AmwT96k/U/zsXJP8Q3V9VVNcM/D830HUvr yj9hMYsqDEPFP/kDJAoMMsw/qi2PcX4vxz91NiEZ+qfNP2MuxZXD7Mg/UcCJ +7tKzz+614/mNH3KPwXsYWaPgtA/NPOISAX2yz+MKcGcqFfRP1mr/Q4Gf80/ zESep2oR0j8MqHYstT7PP0YJWxTwrNI/JSkYw26d0D+IsBY/ZDnTP34b9jGU qtE/sHWctBTK0z/v7wlWfbPSPwmFhnUha9Q/L3q5Lgqs0z/oBCFETh/VP+uT uPl2kdQ/f/vmdyji1T/uNoxfNmjVPyi0yDIFrNY/3hdEPvM31j87nlZ9sXbX P2XHT43gBtc/voioTaA/2D98dpdWi9fXP1mxZlLCBtk/fOdy6wKq2D+vWSMP q8zZP77YT8izfdk/ZBhzvb6R2j+is5mzOVLaP3zpeLAyVts/JXwtWl8n2z/e 7pUOPBrcP1sQqpXv/Ns/J6GO8h/e3D+s90pLpdLcP6z5W6Emot0/wzgXNjio 3T8GRpZTimbePwKGdh1ufd4/OJ40Tm8r3z9nx3G8IlLfP7FpPh8= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAgtKgX1t7fD+8BKFPcrB2v14ya280 EpU/uGq5uH3odz/892/WALWhP7A2U8rrO5E/3J6OkzEcqT+Jgq/pIwecPyEA ZGQgXbA/rixrjE8yoz+xvEaIETu0P12AchE6Q6g/bZxhH04YuD+wjQmwjVWt PzZQWran9Ls/dXlyp9M0sT80gQ1UieW/P+CuJXBYqrM/Snv/o2T/wT/jn5ri fve1P9ILExH2F8Q/POXZbsIsuD9bEt37vxnGP48+rP+Uj7o/ysYlemnXxz8Z PIFpqHq9P7jiwaIQQMk/U7VXP+CHwD++CkmhYXLKP4DAA3TCiMI/oXQ2rZ2f yz/OiUmbuY7EP9YVXJJw6Mw/0BtX6Rl5xj9eXEc3YFXOP3sIn3ddP8g/w19g DDzdzz9IOLnVtOrJP3pfgaqytNA/SQxKwL6Ryz9PwP6TFG7RP9N9giAuUs0/ /Qppz1cS0j+pG+Hc2jzPP3kggvx9qNI/8hHx2uCh0D/bImQWDkDTPyupqFrq o9E/MqZck6vj0z9uv0l35pnSP5VJwkvjlNQ/o7V9WEiC0z/SsiVM3U7VPwHm s/HnYdQ/dgPyuq8K1j/3LoEcrz/VP7J5m/wQxNY/U1JxdOcf1j8jwBZvnHvX P3ulj5v1Adc/cxCvc7Y02D/H7pAwdeLXP8kW2Y4y8tg/DYIAr5K+2D/40++j 47TZP3degzN7ldk/P3sUmet72j/IUPjXDGjaP8RnymqhRds/3v3bn/A32z8C q3tYYhDcPzdUxEvJBtw/tlUyawjb3D8dQ6fSvNXcP7N3eqcApd0/u7r4L16l 3T//Xy4aJ27ePwls3lbRdd4/ybzdS5U23z/VqMi+/EbfP6xJRhE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAEFAlshJegT9Z0kpUPPF8v9ubBu50 SZc/iomXfPcWbj9zFzrgpzajP4LvfW07cYw/6kRAQpQIqz9tNkyMXi6YP4/X uVpDfrE/0X2/nwnwoD/e5Bgg+2+1PwIwzuFm2aU/T7iOutlGuT/qVa95dviq P8n/smPXCr0/4ckZ+qMesD+qgH3Il23AP70uODOytLI/BNddA5dnwj9x6N0j Gie1P72iZe8cacQ/Z7c0snSKtz+K5m80BkzGPzOWho4IK7o/LqzrKETjxz9Q cfUL82K9P+hkOez6JMk/IzPg9fWiwD+y9AlF+jjKP4vWQtApwsI/KLJbuyNV yz9HTCSNM9nEP1XC6zRtmsw/Tm/HRh3Hxj+68dfzMBHOPx1zDruMg8g/0fCs ewKxzz86p2xm7hbKP7I1qFRmsdA/2l/8a1eYyz+y3npzAYLRPw9BimFUKs0/ fSbv3hE90j+q5NS9ZufOPw7GqzXn49I/XWzHoXdm0D+dc5y+HoLTP2hYcLLZ YdE/qkUPWOUh1D/0H5eyrFvSP4Pqq7ENx9Q/tRSU8h1Q0z/UZARIxHDVP/8z 1fUAQNQ/Fx9pSjgd1j9WEwqNJi3VP5NzHqo8zNY/cljuxrsX1j/b8/bnGH/X P8RxryJ5/tY/xlTu8NA22D9yqlGzWuDXP7nh2GJO89g/G7cA23a92D/2ferg pLPZP3i0iPa5ltk/7pUpXpt22j8bNuMSXW3aP1CmTZAVO9s/U79YenxC2z9b 0JgaTQDcP98up4neFtw/z/d7bdrF3D8HoV3Q6urcP5thVTWci90/09AdosK+ 3T9993L9lVHeP4rUmXNikt4/rdtNF9cX3z/0iVjzumXfP3uzSbI= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAthd+H+0kgD+kYfwu8X56v89FwjrX EJY/8hxdi/Ltcz/RxNRHRziiPwSdiedeNZA/jUPbdlqfqT8nORYj0gCbP4Tu Dfn0mrA/508XY6a2oj+26XC1om+0P08mHrcX2qc/IYCBXZQ7uD9GxskzAQ+t P6gqU3W7+7s/BJ956L8tsT+aeDIcDcW/P3m3AKjUyrM/ttWDvirWwT8M65Gt 8km2P5Yh9dTqzsM/tLkV59i+uD9gqBTkjqjFP4cSPS/3cbs/dMhwO2Q9xz/G OOvmsq6+P3Zs7WCWi8g/kyssgVo8wT92+L4C7LbJP8fSjRI4RMM/oTdr0vDo yj/QxhR2ZkXFP6kxbrPNO8w//f9EyLwlxz/eT6EYcrnNP/sURZZL28g/fP2u Vepdzz+QmmqMBmrKP+egyckeitA/cYm5gebmyz8AO52INlzRP3OIRTfqdc0/ 5XNFwHEX0j/aSSj7pjLPP6tpBnFQvtI/wMhsZg6M0D8h5X1KG17TP+Xmjibd hdE/LEFGFOEB1D9yJGD2sHvSP5AmIM5/rdQ/qdgf1qtp0z9fCigmN1/VP3WO sReOUdQ/E7GuNhQT1j9agcSgSjfVP0XXUhKUxtY/wfS5XmQd1j9qkuwrT3rX PzfTud5CA9c/PH/yLYcw2D/8f012pObXP4+xQaj46tg/ReeXlczF2D/IHwQD AqrZP6MSb9RcoNk/FOvt+OJs2j/x4B54FXfaP/rOLhJYMts/qZZ3+DlL2z8f hfbdKvnbPxp6ScYAHtw/47yGbYLA3D/x21LQQvDcP5EaBKTth90/3RdvM3HC 3T+fIyZERk/eP2mo5iyylN4/e2v6JY4W3z8l+qvkA2ffP+0aRdE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAW19FC81nfz+XkUX745x5vxRjwaQx GZY/4adg44jMcz/clEurVmyiP9n5N0GAmo8/T87TOzMXqj+hIyWZIBGaPzFL d3qpBbE/jpZEYD3hoT+JtTwKXxq1P6uOhg2fhKY/SMG4Dok8uT/4Q1vRFw2r P9RGOQvIab0/sAUnpWZ/rz+y/4ueZdbAP7AwG4cW47E/ivwWhbcAwz9jnWsg 2fSzPyONtIh4GcU/m+KWf70ptj8BZrd4evPGP0SX9wUg3Lg/VyFIGc1uyD/8 hjwr4Uu8PwEgdeiblMk/CXik+VQzwD+oSsTT45DKP5WAiEFAasI/SoGNTyWU yz8mffL4MZrEP07kJpD7vMw/V02M646kxj91jUwUMBXOP2XXmZqNf8g/D3Th vcOWzz/8IzgkLTHKP0is8IbsltA/r3JrB0vNyz+fCi/CAl7RPzTpIcRRcs0/ eKVC6+QU0j+15i2lwDfPPxqgVFDCvNI/UJIeh5yN0D+rd0Ky31/TP1xUyr4Y hNE/Zns1pPQG1D866nBmnXbSP2D7WxSXtNQ/2APkj5Ri0z822tXLYGbVP5y+ A3JkStQ/Pcjy0E4Y1j8xaoAGEDLVP7no3Tm3yNY/TeMuN0Eb1j+F6iv7o3nX Pxt7eg/uA9c/fj0WgzYu2D+8wSkh9ejXP2OPM+b159g/cQmmV8/I2D/bC6ie iabZP5AmyzjVo9k/gRJhEqlo2j+EuateT3vaP/G2cM/xLNs/sa41O6BQ2z9b h1yIVvLbP+F34xvVJNw/bpZxFTm43D9kAmgojPjcP/HrR/BTft0/f0Yr5wrM 3T9/Hh4JlkTeP4it7mdin94/siz8gwUL3z/tOKqGjHLfP2uQO5M= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA5K0rQx1lgD8Djld2Uf96v9JgqkZU d5Y/57C8W/5Tcj/zkRtdIpuiP4MF+HlR344/d+X5iRA9qj9V9dj8ZcWZPyAi 8UNWCrE/ruhQzePXoT9zLTVaWv+0P9eelW2ouqY/RmHj+irquD/8Awb507Gr P4iGEg7GyLw/I0O6T7VgsD9oQjP45FfAP0OrzNMX4LI/eg6h+dhXwj+GeVc3 lka1P0vTnh2wVsQ/SlbCVU6vtz96be5nZCvGP1OIiSdMbLo/mKLudfuqxz97 hO9xhNO9P5PhHbB51Mg/d7b7MXfzwD8zOfhE19fJPwySVNBMI8M/ZKaEoYrr yj8LWPumzELFP5+ASmt1LMw/BrFoEBU1xz94J5hicZ/NP189TkxM9cg/X3Ht z7c6zz+sJiwSOY3KP7U3DqpYc9A/1FswwXIUzD8TGZhacz/RP0vMT5Nwr80/ nhoxjMjz0T9n/FBj+XnPP5Vwbf2VlNI/18EF2si10D+4DCAPdDLTP02/7GGE sdE/GNmwKkTa0z+IjPXfTaPSP1cv61uzj9Q/4c9USHiH0z+n0r0fsE/VPy3G Gx4VYdQ/MzVwyuwT1j86/QINcjbVP8tKt26b1tY/PIFVAl0N1j83ecU6ZZXX P2fs4M8s6NY/ndDnwXFR2D+dLljiucXXP4WWHMg6Ddk/TgK9dYqj2D9ElEqu rsrZPyqeKCmwf9k/OwJ3KJSK2j/KyZVIZFnaPyIVcg/FTNs/gFA0+8ww2z+/ rPDprhDcP3tST7p8Btw/+vOhh7vV3D/ZpDe2CdvcPwTzhRmAm90/bT/tvd6u 3T9m4/ETwGHeP6LoGl04gt4/I2tJnl4o3z98+lxsM1XfPypbQtA= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAxuCj7/IYfj8CE6TfCU54v57V03wo s5U/ud0Wg61kdT/2u3ohZi6iP7yuPTQhSZA/jWvAmXfKqT8l6Uvdl6qaPyxp 0w0P07A/mFqMOXJGoj8j4LQT1NG0P3g5lvq0Fac/UTWDNyzQuD/lW8Z/0eWr P4+HctTvy7w/G0JaiYtdsD/Qzg7UlmrAP3OSFRy0urI/D5pwORJ5wj9ZYri3 IwS1P5lLQswmfsQ/rmV7+GBgtz/MzcmL2FHGP67H0t9jH7o/vxuDSiXVxz8u ksbIMH+9PzTI2AqmD8k/1c9A10q4wD8TUyWXYijKPyp4J37B0sI/NKRtNBxI yz88WhIUO+bEP7vRYS7oiMw/619RTaLYxj8jOvlNS/bNP7Qq7WBynsg/1dHC U0SOzz81xlaOrDnKP27qt110ntA/YfbcWTu+yz8I8Phkqm/RP2Eejn4CT80/ 57G9R88t0j/VzTfs6wXPP/i79uuc2tI/c3Z868Fv0D/jkvbf+IDTPyI5FpH/ YtE//lSYe0kq1D+iEA6PSFPSP8KydX0T2tQ/d0zKJhg90z8yk6jUo47VP6EF MWkhItQ/2dllJstD1j+TWA2xkwbVP2qota+I9tY/myNXwW/t1T/j/mN1W6fX P7tmQpU21tY/s9G5aCRZ2D+GLYY7B77XP+J8mEtrDtk/8RtB8lmi2D+bTyZd AcjZP9LiTHpdgtk/4PpEQliF2j8n0ccuoF7aP+NEDdNiRds/wCCZNy842z8S qezFMwfcPylWU973D9w/5p0r4TLK3D/r+q1ckubcP3bAYPAQjt0/+nES5028 3T/6kZt5qVLePw06cfdOkd4/s0wzpeoX3z/uGHNlp2XfPzUCRhE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAQ184Ae9pgD/A8HDy9Ah7vyR/4JRJ OJY/ojfkIilQcz9vJSjleE6iP8jb4qz7CJA/ZtXMo4K2qT93FTPJgdKaP34S ikkqpLA/8wcfwjukoj/Vr6Dx3HC0PxGavj6j16c/kbs8x5IvuD9oT1NgBCet Pxhu8nLB4rs/lVva6rlGsT/MI+zMGaW/P0QMR/fH6rM/va7KnRbIwT/+OATv Gma2PwLctUyTzcM/20SU94fBuD8JCCi9RcTFPzVTFn2JOrs/6XhNdVR+xz/b 1zFz0iy+P1VA4nJi5Mg/tVc3b47jwD9ONbueWBDKP/CVkXbL6sI/AUlcKyI2 yz9vtSMdNfjEPxiWv6I6fcw/jZvz2E/kxj+jWir5NvTNPzYKvLWGoMg/VBMH +x2Uzz+3hBLn0jPKP3mJrfVzodA/TbjxKTy4yz8+dukZsm3RP/gRrRTzUs0/ zrKDjZoi0j8HzKtgVRzPP8L0HTEKxNI/qj1VplSG0D81DWVf2l/TP9G+pxEe hNE/WSRmLucB1D9FQUDcqnvSP6Iunfwxr9Q/l9Cip/ln0z9KpgczsWbVP4ny 0QoUStQ/0apPM4Ej1j+dhyOk3SbVP2P6fb0i4NY/o9GOs9UD1j9GBmRMHZrX P1pfQr5049Y/MQZy7qdS2D8J+c21g8TXP6fej9waDNk/LLpJYaqk2D/abd2/ z8fZP5LElRePgtk/N4pWTeyF2j/QQbYjDF7aP0tbs5UDRts/WQrzdI432z8r nTpEmAfcPxFiBWCTD9w/Nb6XsU3K3D+e2kGMd+bcPwsnAB/pjd0/YwtzuHW8 3T/BIitrRVLeP0ap4QWzkd4//iPJp0gX3z+hQd1iSWbfPxb4PU8= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAoL4X0vTXfz/c8BfCCw16v85+IT8E CJY/9zjgeT4RdD9PFVmIZkCiPwf8gGYgJZA/hkRTfC+0qT80NyYYKNeaP12g 2jucqLA/Nux93Veboj+OKwDOYXm0P6Ci/4WZxqc/ai2p8Dg5uD+za3oNuBOt P4nZJ1+96Ls/JfCk/r1AsT8sXJKqV6K/P+XToBmK7bM/hEuENjjAwT9u/5C9 13W2P+p037LauMM/DRNBK/nquD+49+EDW5HFP9dzou9eoLs/BB/98uAZxz+j i9J3ufW+P9FNoe6mT8g/OEp480l4wT+dIomf7WDJP6Kow3U2msM/4gv58UeA yj+P8oZWD67FP7+xeIivycs/5X8689qXxz+HyO9bBUXNP1Cc9lK4T8k/Hom8 wdrszj/sDl0gFtvKP7t/cCvbVtA/ystrvm1NzD8NexWGUzLRP1cIVTywyc0/ DF+NiTL30T+Nc5hoJXPPPxSIRFj+odI/V6ouf2Co0D9q4Kpshj/TP53rYQRy pNE/MCdpwWHf0z9wPj1JMJ7SP2zJX59eidQ/zTXgBM2N0z9KsNfMuDzVP4jo AXEMdNQ/oSpMfz701T/MBydYIFbVP43Ciq3Cq9Y/eQmCwzU41j8pwc34F2PX P3ek2BF6Gtc/JdCPPH8c2D8SL7BnrPrXPyZzOXbR2dg/rSWgx/PW2D9jdBVB aZvZPwm+XZb1rtk/fQRfhnlg2j+Ix63qfoPaP5nzPcLBJ9s/B3JoSNBV2z97 PsiGHvDbP73Adx0NJ9w/wnE33c643D8TJ6Jg9vfcPyMzNjZ2gd0/Tf88oejI 3T+G5NGa/EneP4HnOtb7md4/WCi5L2wS3z9HPe3aJWvfP48+RWs= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAu4vDFflHgD+xSYcbCcV6v5aPCter c5Y/2vU7GqBicj9nJe0rVqGiP7K3sT6Cxo4/1ZjqzQpLqj+Yjvd0camZPyWw fDtLEbE/pMw53vnJoT+gBShr9Py0P3zur0t0v6Y/XF8+Q+TRuD/QB1BoYeKr PwBbuIoikbw/qm4U01iYsD9LNR6GFi3AP3/F9re0NbM/8coFXTwowj+XAI5w z6W1P7TMlCxAN8Q/eGPWNy7utz+uhdYWxTXGP+1XucmKV7o/rWN7Ag3xxz9S AtZYYUe9P+pHMVI4Vsk/IFDoj7hxwD8YHqh+G4XKPyWtpJYIdsI/gwzNXpqw yz/t8bLpvH3EP7W9Id92+8w/8XORnBNmxj9RVDxorW/OP4YQqkYQJcg/b/8N WWEB0D8smf0vLsXJPwzvbcalzNA/Ju1wiNhhyz8dCgoqG4jRPzrqa/QgHs0/ nHdaKHwq0j9oQv4qkgzPP/DpD61Vu9I/ekhjKgmP0D/EcRJhHkvTP0Ja+g/a mNE/zqJzu0fm0z/QwjJPSpfSPzbJ9WbekNQ/AjZKPU2G0z+DhKy3WEjVP08U LYZsaNQ/5Rc50+YG1j+HGjoEeEPVP4STev1Wx9Y/gTiSc6Ec1j8vqCUat4fX P2+9gPDa9dY/fOP4xaxI2D+8G0fefs7XP4zWhcE/C9k/R8JTfIWl2D+9Zroe o8/ZP7LLuLi7etk/yzU5JEKV2j86ltNMtk7aP+vsFVpKW9s/t3iQsEci2z9F pwj1ICHcP/RXN68K9ts/8poc6ozm3D/g/bxTOMrcP4TBcR6iq90/6nABubye 3T+Wk+/3lnDeP3I4HXlhc94/9T18NaM13z+sJyrV7kffP9S5Pys= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAYXfjUFQ1gT/9IMeRv598v65yQ3W0 tJY/e2lYoX1ecT/XB85yXZqiP/AtLiNl4o4/gphjXZwTqj88jwVWThiaPxKR 8P743rA/zApSV54uoj/vceCovb60P+EVP9DhO6c/FZHiWxyZuD9epAc38VOs P+RASpxGb7w/xoiCwTS6sD+jKA7ATS3AP8zeFkRGNbM/DhUrPWM4wj9bbEOw gYW1P8h9x5fiTMQ/TgFxYenCtz+6VTSLS0LGP9O3/eB9Pro/MU9ApN3pxz9L K0wVwFW9P67rb9UmM8k/XKypDMqUwD9UwecGZTrKP+kJZQ6/wMI/kLA48+Ey yz/hTUdVdfvEP5Yw2VYzScw/DQHaJFcYxz8qKK4uppXNP7E8OIAX/8g/uyOA OBwazz9QdJmp1K3KP4NSQKLAX9A/NybM0KI7zD8nRrJerizRPyRyG4v61M0/ 5/w4Yfjg0T/XN0G5mZ/PP5PRwDYxfdI/2GCyoC3N0D8ZWsND6hDTP+1xSS0O 09E/noA+svOq0z8A5WdYntLSPzXF9YBdUtQ/BDpKI87E0z/9attdjwfVP9Yt /t81qdQ/bFE0TdPG1T8B4T6Ki4PVP+MhWEwKi9Y/Iqq0JO5Y1j8tR2dyk1DX P3IeP5j+LNc/nuDXRWsW2D+bHmhewADYP1t/45IB3dg/eBn2qsPT2D/OrSQi wqTZP5+ETrWcpdk/sxP4mYht2j9UuBTXb3baP4BcYxzLNts/IQlD7sZG2z8F sWT+9//bPzVO26UzF9w/cH6lX7TI3D9jGjTeEOjcP3fVXUfnkN0/91wVkHe5 3T8mgCT6pFjeP+NL6HZTi94/rXeGwxQg3z/z7R9HfV3fP5PtPOE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAIjY/X50Jfj9caD9PtD54v72Px33k nZU/O/VHf725dT9+RwqSJheiP6qXHlOgd5A/bwuTM/WfqT9gqaapnP+aPwdc RD6VrLA/4HSq2GWToj8+g0ljnYm0P0HzbFsipqc/oQmZFSlKuD9Hs5rD1/Gs P5RPh8tv5bs/F3pFkgtEsT+87SzXyHO/P1ZCBu0YHLQ/tTNUYkqNwT8PL/Fl s9u2P+gcvQVycMM/D8OFhcp7uT+z4IJ0RUXFP+GhYA6KOLw/5+O7sbzbxj/e AVX6AXK/PyPPJ2qBJ8g/6Mjxd2+gwT+NXLhToE7JP69ulMGDrMM/7gKdLlZ/ yj+B++IZAa/FP7n5qvSk1Ms/6jcIh+WMxz/jeo6X91fNP/XpVxfGPMk/691B 2ZwFzz8dutcIVMLKP6YcToQSZdA/9JGwDP8wzD860oD3gUHRP/xZfllTq80/ KYsGI6EI0j9TG6Y1SFDPP9KuNXFYuNI/moM9ZgaS0D+oBwNS5lrTP17ECR8S idE/226tj9T80z/E9vh6vYDSP37fpiIyptQ/vB+Zgflw0z/kxjKm91jVP+/R ppfNV9Q/quTmDjkS1j/CTYzIJTjVP2P2gUehzdY/o9WKKVcW1j+FQerADInX PxskvEmF9NY/gALMavFE2D+4/HM5OtLXP6KqxgZ8Atk/Me4SN0mu2D8vcHtw NcLZPz/C92YpiNk/vKF1o96D2j9IKpfNGWDaP13bdSbcRts/RYow5LU22z8Q U/XanQrcPymsSsmNDNw/7exp8svO3D/oq29L+eHcP+4npLpCk90/gQrPHBy3 3T+1CzBu/FfeP1TA3AL8i94/OY5ONP4c3z9n11fWk2DfP6yNRUU= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAr31pFliTfD/qr2kGb8h2v5FLhWFP Q5U/7AVR8BEkdz9/wo6X5uuhP6ihFUggzpA/dWue0gV6qT9V6Y9re0ubP5eK Fe4IorA/wBcIeX6ooj/AuxWkFJW0PzyC1Nkzj6c/+JniZIaDuD+ZkgclHX+s P9AanqtMbbw/2a4usi68sD+ymisnvDTAP6z623VpJrM/hCIaREJEwj9xUWWi w221Pw8M16maV8Q/w+RRPXmttz8bOCNSKkfGPxDzH1PANLo/4YQx6+zkxz/r v2mHoV+9PzAZ6C8AIMk/2X4xsvCnwD9vNjrTuRfKP86UEkJq48I/5LyEvkUH yz+MQfuJESfFPxaSalihIcw/jp9II+k/xz+aEJr7AX/NPz9UTLO7Fck/A2ev 0RMbzz8HMWoQ3azKP572vbBQa9A/AN7Qs4IkzD/Zst4B2kDRP76YwkSjrM0/ he3328r80T+ZVsPD9GfPP0ZB0nQQodI/JvGgYk6p0D+P5nG3xjzTP3jlmrkx p9E/xm4tIQ/e0z/a9njpgp/SPzGeFfqBi9Q/B2EqqqmL0z8RkxHMbUTVP8IF yHFXbNQ/LjTqTFMD1j8//oiKC0fVP9Lb2gb7wdY/NPAxav0h1j9/6Afaj33X PyF9njACANc/DcYsBzA32D8sOROd+9/XP176+oFl8dg/dZ7eu1+/2D/bW5lY 9K3ZP5PW2X5qnNk/cMOcv01t2j+WCHCxqnbaPzo/ue38Lts/ZybtHJVO2z+9 M8fTQ/LbP37LeNDnJNw/V0Xj1YG23D99U/ZnQ/rcP1657KBTe90/D3mGNgvP 3T/9ixGuiEDePwpA+8Jvo94/++YPBg4G3z+mfpYEhHffP0rAQSo= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAnDnHFaWsfj/Xa8cFvOF4v3DQxe3s z5U/dfJOv5vxdD9G5GwNljGiPxpeWVzBQpA/vmFmS+WyqT/H/P95vNmaP8jN kX5iqrA/XZEPWMuXoj8D7pA2jHK0P7cd3rRE1Kc/CcnHfjMZuD93ND3xwlOt P9GQl9IDnrs/2Tg1i3eLsT+hPp5+MCC/P3LxlEWxb7Q/gxybB1NkwT9wXWMb oi23P7bFQmhXU8M/c3F6wP+1uT90lfHULkjFP144g023Mrw/B5WDVJgUxz+f n8W0SgC/P9YrJQY9mcg/NWz027MuwT9RpnGchOjJP+wk23ifEsM/XF7DVXsv yz8VoLzy2/7EP4uc7L6hj8w/GJXGvOjRxj8xLKAU+xTOP6c4RprCf8g/YSAa hbi5zz+od/9cOA7KP+kIsizZs9A/b7nou3GTyz+stwNhE3/RPxqPeIYwMM0/ 7tU3wywz0j/HhUP1MPvOP+HqYWAR09I/i0cRd0130D9i+PIoW2vTP6PTGUid eNE/LnN0EiUH1D9x8jH4bHbSP4c62qn0qtQ/ssRl+jZs0z/WhqdXxFXVP/4R MuYAW9Q/bGQYbDEE1j8BzlprLUbVPxhB9cr1s9Y/74oXpgIw1j9Ncebcs2XX P1L0vy3eF9c/RaoiO60b2D/1VB1pfvvXP+cgD2Bi19g/7XfK3WLZ2D8ekk36 l5jZP0+gJd3Gsdk/N2l+C81d2j/QYo5lK4baP1Eq2R4nJds/UTvN62pY2z80 YTBXKe3bPwaeD00CKtw/N8moB/m03D+azzA2zPvcPxFwaCxHfN0/XsIKqxfO 3T8DN/dEGEPePwSVFSzgoN4/kpZWrJMJ3z8Pz09e/nPfP5rNPoU= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA6RcN8HWhfD8kSg3gjNZ2v7HT8dGr BpU/buWeLqAWeD96lRHy2KGhP7L7D5M7YpE/2pdGrXr2qD+KkD+2kVKcPwY9 4XGTO7A/5LJwcWl1oz8izpJdrgC0P3hd2mYAuKg/NGjMWzS2tz8e9jM3wRmu P//tI/ZSWrs/rduoZyjPsT9T5Cq3+wW/P8BLCA3mibQ/ssMGKOxrwT8VD4za bx63P6TQyToGacM/mVtsG6KKuT/R01G/Q2DFP6W7wniNArw/SXj36Eskxz8b 2d2L4+C+P6ieXweOm8g/Yvm52mIswT8eLSkVoNzJPx+eIwCEHsM/iZmXhA4W yz/mZOjDSBjFP0fJfEqYasw/W2g2MfL2xj9qdJM1mufNP23wUnkjrcg/8GIz 0C2Izz8ZNeYRwz/KP3Xef9tPm9A/Uw5NXoTEyz9LQj5fP2nRP9x5A4rYW80/ /Z14YFwi0j+p9cG60RzPP6EE92DzyNI/yy18dmuB0D+Q2sa6XGnTP3XxRbab etE/4ZySIAQP1D/AyBPqjW7SP8xGT5IuvtQ/bbjwEf1Y0z9JHNU7LXTVP4l8 BAKYPNQ/CYlu3Ekr1j9lqQT7FB/VP3tskPay39Y/i198ekUE1j/fOVDPo5HX P8IrVjvu69Y/Ccsq9b1D2D8xNBWvbdPXPyTd3OiM+Ng/sLv8VDi42D+/0NZZ XbHZP69hnH0Bmdk/cTrWrDpu2j+WkTbEvXXaP4CGjjNlLts/Id8X1yxP2z+e QAdH3fDbP5++OF1OJtw/CH+2jce03D/LGSOw/fvcPxrWR5CSed0/VlwrR8zQ 3T/omdma7j7ePx4yM9YJpd4/dXwJJbYE3z8t6Zzl23jfP7AfQbs= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAxS5tWzR0gD/Hj9qmfx17v0LcjmBz aJY/K8Mq9IGPcj/6oR9wYYSiP2fF5y1VOo8/kAbPo4gSqj8fsy7JdRqaPwOb iih56LA/5/YdBJ4boj+jXIFK88y0P3ZA/Yx2H6c/jzfxNuGhuD9oV+qAZ0Ks P31xVHY3Zrw/L1h450PDsD8UOblVsxrAP+q9wBh7WrM/d9llU+0Wwj+K482D bci1P7s+mD6EIsQ/bH/PE6YXuD/tdpY12hnGP251OYxgj7o/uXnjza7Pxz88 1gXCHYq9P7lnLy8xNMk/UTDqsr+TwD+xAfwc02LKP4vJUPhQmMI/aoyz7oeJ yz8GcsxZz6TEP+u5mTRIy8w/uncZR0KWxj9CldSPPTXOP5fPER+AX8g/vY1L Kb6/zz9MCs64MgjKP9Yj8+eHqNA/kYNmRRSqyz8UXBe8y2PRP0tGUdC/Zs0/ huE1wzIJ0j+Zbkf1JE/PP7cHFeHcn9I/tCpe9oGq0D/lNceA0jXTPyKWRfAl rtE/s3YX4gbV0z/t7o4oi6jSP6ZFyNz2gNQ/lLl3xzSW0z8stqtZcDjVP6bi LeRUeNQ/lpSt6lf31T/XncXsBlPVP/f7t/jsuNY/D9BUeAsr1j96Cd8rbnrX PyZcx94jA9c/Aza9Ucs72D81yYJSYNvXP2AsVtYo/tg/dWyDZ5yy2D8KqHYY UcLZP2KK/L4NiNk/92UHri6I2j8QZgXDyVvaP59ISboPT9s/Ah1dUIIu2z/D 6nilKBbcP3YUx/4CAdw/Pyjxk/Hc3D+UcOip09PcP3KbaHg8o90//JYKXyKn 3T/GizkaG2neP0FA01bdet4/uXDa2rou3z/n9Msv107fP3zIQeE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAQv5Nmd2Ufj96ME6J9Ml4vwcqsRty zpU/FoyhB4f3dD+xIQHcvDmiP0fjML9zMpA/XLV4ssrUqT+KVdur8ZWaP6xw Jfqe2bA/l0voYFI5oj/P/QrPuNy0Px3+6YPr/6Y/JgjbiuniuD86thbZVsCr P4JAhnol67w/KIlG41U+sD9+OVijrYPAPxe9gn2GiLI/ztAyz1ifwj/Z9DOM lre0P7hksKETtMQ/bzOfTYf0tj9ejH5L/pTGP4pKaWAYmbk/s4QXC1UZyD9I wJ1H0fa8P0WK26ybQMk/xA0+NVWHwD9HDaAE1DbKP/W9rBBQxMI/eg1o2bA1 yz/38BdvpvjEP1dpJrzpZsw/TciMv6D6xj+UCBGfDtvNP0Vc1Q+vucg/hVFz 3mmKzz+GRqYDhz3KP+GeCmBuqtA/e403VUemyz88/jUaH4TRP/oBFBQZJs0/ ubGRYPY90j8yzo+6neXOP5bL0W8B2NI/1WahZ11y0D8BGS/iF2TTPwWz3Y7g f9E/E6K0Nnn10z+Mw/HTGIjSP1OGlOliltQ/53irusiA0z+DtPuflEfVP1Dk 3Z0wadQ/oVt+nMsD1j/N1vQ6k0bVP9vFYv9HxNY/KwaqcbAf1j8NHYA+yYTX P5NIJszI+NY/NIWqK3pE2D8DepV4sdLXP+cI+/kiBNk/7I/eQ6Ks2D8IfNrS ccTZP2W2mATthdk/elflpoqF2j+NdCfKbV7aP2wl/4VJR9s/M0CnhEg22z9J kfGvigncP+9tTvSgDdw/qtUFUULM3D8qw9PsguTcPwboBdl0j90/aUpt/um6 3T8SxP/ZKVPeP/UHDZfOkN4/IKqTs2QX3z+AuxJXLWbfP4/DSTw= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAQM9LA9wugT+70Jf2zpJ8v7UMbs5H 1ZY/XgGuPDDccD9btkJR47+iP+FzW6lNTI4/oSiLBjxMqj/9brYDD6eZP4mW GWVW/rA/3P//iuPvoT86RVyKOtO0P0hvRw3oEqc/Vrts9qWNuD/aT/MB3mqs P8gqAEkOKrw/5J7MFG3/sD8+oS6YLMK/P9SOBCy1zbM/sA/rxua6wT8Yd8Oc eoC2P01a6PkWoMM/SEgvnYAcuT/AKHRianHFP8YRfjJA4Ls/ZSKDFRoHxz/i hMYyRxu/P4iULi+BV8g/ggPrsm9wwT9p+L4axn/JP9TSjfpde8M/2XwKOX2o yj+XgXUP2oXFPz01VHkW78s/ZvxeAnRyxz8wQxPh7GHNP6gh083QMsk/wIic wOgAzz9JD30hCMfKP3U8gBHYXNA/U1JM8nNBzD8iWIGLezTRPy9OfTFgxc0/ AflRTXf40T+jPw/hm3DPPysVIpXKqNI/QR1RQpSh0D8qk0xXU1DTP9w4wBml k9E/dOkU+RP50z8sfJERfoTSP8kmqP0Xp9Q/cdiXphNw0z/a1XFTbVnVP/jC Z+pXV9Q/lIS2DzQN1j/ZrbzHKj3VP8oyZLL3wNY/PJmovgAj1j9HzVvZ4HXX P1iYSjGxB9c/ong4Neot2D+YhgdvQenXPwvMhYP76dg/x8xTusnG2D9l6RAR rqnZPwlJYsawoNk/d2B2zu5r2j+Pa5aiCXjaP8w+LhCgL9s/1iZ4+vFN2z/L y0EH+PPbP24z/pwzI9w/t3BtUZa43D8dKGzsLvjcPwfdNv5nfd0/Z1U82fbM 3T8fE22PfkLeP+m4n+F5od4/kui1TPIH3z8NffC9n3XfP2Y8PnY= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAb7/h1lajfD+q8eHGbdh2vzcRMx05 HpU/Uu+ZAWu4dz8GkgGJPr+hP5oCMGVwJ5E/+x12v6wxqT9KhOCRLdybP6uJ 7jqLdLA/mhlW33kDoz9fdw0RuGq0PwEL5f/s46c/EzJVZhRtuD9iYiIiAays PwgvECYIdbw/pZq8N3O0sD+oEGYcpEXAP8MOZ4uZBLM/Ji2S/n9awj8rPHUt SEG1P156D9PeacQ/Iwjh6vCItz+WWnZWbE7GPxuueUo8Jro/r9yAbmDixz9O EMuAumS9P8sEcMulIsk/P5OpFkulwD+bI8qMgDXKP6GngoijxcI/NkvMS9dL yz87s7P8f+LEP8gVUZqfhcw/3Bti4erbxj96ggyVQe3NP17i2Rl8p8g/9qHj 3JR7zz8T9jUFXEzKP9JsXqNhjNA/m/GPzmDiyz/nxiBL5lDRP6VwPrKKjM0/ 0zRuU7//0T/+x9bUC2LPP4vEBE9dndI/4W1uiAGt0D+/wPNCyzfTP0cLGS4t rNE/C17bkl3a0z+VB8t3NKPSP4dPcX2OidQ/sa/OJp2N0z87XXz7UUTVP5c7 XUJzbNQ/Nbl6W/8F1j85efh7X0TVP4QssjLVyNY/gJ9aPiMb1j/TQsvvL4nX P80i2xpi9NY/ikSXD9RG2D+vuqiUV9DXP2HvcZxiA9k/dKlnoWKt2D8M/K2p ZMDZP2E2xS36idk/jRMLqZN+2j97uAHIZGXaP4cYNHYKPts/GE1ylIc/2z8F LZ3hpP7bPzXSosKGGNw/Dx7FMznA3D/FehQKjPDcP+HBiEqpgt0/jHDqjLXH 3T8WXGsA4UXeP/JvoXAXnt4/e0qpLtEJ3z8nG/3bwHPfP3sNOcQ= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAG+XA1UwOgD9w/IGbsFF6vynW9+Hr T5Y/j9uG7p/xcj9gfD/snoOiP81baD1fPY8/c5cNjMoRqj9ckbH48RuaP3S5 65ou2rA/BbpbHzM4oj9WSXTh+5m0PxNnF19lhac/hK4M85swuD+BabMI8iSt P6JsuW5bpLs/C10T7x+FsT/Q866gfh6/P0M8hCNjcbQ/45W0zKNmwT+xajCR ACm3PwCRFflcW8M/4NrUnvSluT/+JYuLVE7FP0oXUOBrJrw/f2/otlsOxz+s 6vvvwwy/PwaEMlhdg8g/BBTniZNEwT/ytKXw/MHJP0wWpyQnOcM/8BhtUODz yj+B5RL4djrFP77pukAoPMw/50f4OmIlxz8zSgt0p63NP6Ua2zoW58g/ttdw MdNIzz9SwKiwHX/KP7Ab40uafNA/3ZOGfe8BzD8ggZ62X03RPzP8QtuXk80/ sfL7fCEJ0j9ATLuBR0/PPxcp+3b0sdI/VQl4YGqY0D85RFYgqFTTP82HtlBQ j9E/hZKpjYL80z8a0/x8D4HSP8UiPvXVrdQ/c9wBr1Vp0z/QSyLf5mbVPwJN t17eSdQ/iF2hEP0i1j/l1NHGYSfVP2CqScZI3tY/piHDqq8F1j/AoTSST5jX P+DDcXhC5dY/6FqRSstS2D9SpK5ZYMTXPzW3frQ6D9k/nuFaiYqh2D+5yMHs 6c3ZP7Npsep0fNk/o9i9LFWO2j9i805Eo1XaP+qvDqLQT9s/uLWXaMEt2z9I eyOS6RHcP/ODHBJCBdw/BwTI+nTU3D/NlBFDUNzcP8l4sjd0l90/pbnAn+qy 3T97uom39lreP4sRg7kBid4/2pD2wAgf3z/G1K9JiV7fP29oSlk= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAK7y+Qmmjfz9m7r4ygNh5v4YPlBO0 GZY/GvYVKH/Kcz8XJbF6JV+iP/K4oQNFz48/qTwh/sjsqT/wRooU9WWaP8E4 86pqz7A/brtM/7pNoj8BgeUg7aG0P7v3NOCCdac/6mUZ1S5YuD+0+plEzNWs PwrLZaMq97s/ov5mulAysT+1MgaxvZ6/P179LBMk8bM/AGaFRWy2wT94yo6f b4m2P5hm3ycPrcM/sS9BQZACuT9i5onkEJPFP4KWUi7znLs/9r3XacI7xz++ TR2K9rG+PwtOTpnPmcg/AErLSCEuwT8TOJvVYs/JPymTsT/BK8M/hNpTelkK yz/sIyzO/SPFP2fj6zChZcw/PU7HSun7xj80cJYH5+fNP6X0T6fWrMg/0626 Bk+Jzz846l7boT7KP7HBHfqDmdA/3EcRIRzIyz8qb2K13WDRPx4gu92bbM0/ Wpc1iQMO0j/vAkhpg0XPP6Huq17vpdI/ykPHeG+k0D848Q/KPjnTP83a/Ka5 qtE/JocXtyjV0z963o5TaajSP0H/DTCEftQ/+P8xdKeY0z+sa+U0QDTVPygt 9AiFfNQ/cE+8Rzfy1T/+4raPJ1jVPx1AmZ6Is9Y/6Ytz0m8w1j8IUYeD6XTX P5gUH4eoCNc/JrN0zXM12D8STMvWt+HXP5mDNd+S9dg/PBWkXjK72D+3+Y+U z7XZP7U440KPlNk/RUsAj3J22j/DgAzihW3aPyIZJhegN9s/f0yA8/FF2z/8 68zHdfnbP0ATc9y1Hdw/vyLA+Ay83D8TdhlFuPTcP1G8nyhzf90/HHbTruvK 3T+WWvT2pkPeP3BxGHpRoN4/lWbDHJsI3z8M/+Lt9nTfP0XnSB0= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAVciTtO4Igj/nwidZ9EZ+v3E699n1 PJc/15QSHfB6bj8YRNV1Te6iP+w8ERelko0/1q3RA8Rvqj+VZCkJ/1+ZP1a4 GawUBbE/RLz//GbioT9GoCdGTca0PzC5sJXCLKc/TpbclpJluD/rmRPBBLus P7VmX74j5rs/9mJtn1dDsT9lFsiKime/P64ZazlXKLQ/l16QyImGwT9J2XiZ NOm2P9weBBn1bsM/Kb/3XsR+uT9vZFmukFfFP2qas5rzE7w/plLEBo0Yxz9g JERQYfi+P/mOSxnnmcg/EQnOyAkuwT+KtB/2nezJP7QWLR+GDsM/iyqtx3I2 yz/k09KA5PfEP1OsXwoulMw/UoVTcVzNxj+B+gHDPBHOP1dq5OuAg8g/dr48 gYCnzz+T2dxgcCDKP3/5LPhKn9A/QdjyJI68yz+S3HVIUFzRP1FFlLe2dc0/ +lrXwzsG0j+vewT0ElXPP3h3RD8VpdI/9LoumEml0D+en5nAqEPTP2ksc7BP oNE/ojESJt3o0z/9M5TktJTSP9pBlWI8l9Q/X72qQe9/0z8Cj2D0JU7VP9EJ eUmfYtQ/L/MSiMIK1j89P2BPnD/VP9IFuiJjydY/MsZSTpUa1j+HmwlQlYfX PxnKnLr89dY/f3EVRyNF2D+7jSpdCNLXP4hqWa/+Atk/TC6Ajsat2D+9H08J 1sHZP68SJM6IiNk/WhvblbmB2j+rsDHbPmLaPx0vaGVwQts/hDY+pSE72z9Z mNxOywPcP+JmY1VgE9w/xDdw+LzF3D8OYWlFCOvcP4Y0mMRNiN0/6v3aEhHC 3T/wQWtvikvePxaKoQFumN4/NQDhPXoP3z9pZcXMF27fP7e5O9w= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAa4unJRK/gD8SSU87O7N7v00fMgf0 7ZY/AredWX95cD/d60/VdASjP9qdJpkHOo0/yIE+Ga/Uqj+yvE/eKJaYP8sG 7zQmZLE/Wh9V60MkoT+rRp/4dVS1P2ZswTBxEKY/NnqjT3MouT8e0oVPQzWr P+jxfsxU67w/xNdNkSY+sD8bkGbSu1/AP90PZh9q0LI/8EexUlVewj+XBjeF nTm1P7zuePp7aMQ/Zx8OnLaLtz/zSHafuVzGP2DRebihCbo/I5ZajRUQyD9m nRdDUAm9P6gVo2q3bMk/YoJ2dzlbwD8Te3vo4obKPypQ0SxBdMI/i7ljcLGQ yz/kRBzYpZ3EPyVCmSIYu8w/gO8ZWXKmxj9ueehknh/OP2rr/Ukfdcg/0KaY bty2zz888YBzFBHKP6QjnOlBrdA/9oMUQqCgyz8a4KXOEm/RPz8+NKsxUM0/ tSibX/MY0j894Hy8oy/PP9afmGM2s9I/lJLacyiX0D+Dfv7ZkkrTP4RNDpdl mdE/IYJJy6rn0z9+41w/55XSP4qD2qv3jdQ/rntl+DOJ0z8KbdeCbj3VP8kr ArtWc9Q//uP/JRv01T9xTnOxQ1bVP53uBFiYr9Y/aN0HGWA01j9hXO6NUm7X Pz4JuHw/D9c/9IWJvrAv2D9DebbleufXP8M24AJS89g/EGL5OnO92D+50dBA i7jZP7RgopbTkdk/itpUK39+2j968bdFeWXaP9WrfvtwRNs/zLknDyE52z98 9Sb4+QncP74JGawxDdw/e8KZsAnP3D9a1j+Nu+HcP1ljUr7Fk90/Fs8gGZm2 3T8UWqmHZljeP/RxY+mRi94/xpAEdSAd3z/c1KGVcWDfP+BQPdA= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA+8rGBnAafz83/cb2hk95v7Cu/7OB DZY/cXlnpkj7cz99jWD1B2SiP1oX5Bi7u48/1SIxC0L1qT+Vemr6AlWaP6N5 l8/ezLA/qTkEttJSoj+8buZjII60P0UcM1ocnac/sUpkIeQuuD8jMQSsYSit Pwa8CUlWwrs/pQ3DFCVnsT98Tge+vHe/P5bhKwYlGLQ/mgquXlW6wT9FgT1t nYG2PwgyPQFa1sM/z5iFjvqvuD+MQUgIjerFPzDg1eb67bo/zboxT0fGxz8S VGm/7Jy9PxhwRs3yUMk/8ifTFP52wD/vQgZM9pnKP0+IRsktYcI/MqPqAi/J yz89W5VFKGXEP6OPGeltBs0/AqKZkhxbxj+qkf0dtGnOPy3T6JAJK8g/3YXx FXLzzz8rEijMftTJP2ETI+AhxdA/fKQGVeBwyz8egZOfkIPRPzb8WAk2J80/ 0NtK1bEp0j8Deh3RJg7PP+i8SfE4vdI/g3Up5iWN0D9YGAHFuEzTP6yzC6w/ l9E/JzAafAjk0z95NYyOiZnSP97tPOmLiNQ/WxEDu5+O0z8eYhZFPjrVP7Y2 w/iGdtQ/TO/Mr0L11T8gQ6YnHFXVP/XeUFs6tNY/EO27Fb4v1j/LBs1hi3PX P9Ne2agGCtc/75TF07cy2D9LanrQc+TXP5BgF7za8tg/RTjCgeq92D+V1yAU 1bTZP9haUsOJldk/p1uzIrN42j9gcFlORWvaP6zreXHxPds/93ksmaA/2z/N HdWn8QPcP23havw5E9w/5gk9zEHK3D/ujpxxg+bcP/SVu1OqkN0/fJy3g7S5 3T+yx2nHHVfeP1UEo6najN4/ufQUsKMd3z/ocJFa7l/fP/i8Ptw= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAajm+6rxYfz+ma77a0415v1GKFtT8 O5Y/7AoMJlxBcz87n5RKRpCiP2LQE8TBCo8/a1acblJAqj9sE5Qz4r6ZP8SN /2vZCbE/ZRE0fd3YoT/lVxOsG+q0P/NJ2ckl5aY/MfGLdnmluD8n5LQBNzus P6ig3mtIOrw/Ainu8TLvsD9JVh1rH82/P8vZFVnCwrM/91a5jUbHwT+J6CYP u2e2P+6tPP9EwcM/BKGGkiTauD/pmvDocq7FP3YthSUvZrs/86eXBJNcxz/G eZ1UVXC+P2eMuCAKwsg/pAthweYFwT+FgQYuEwLKP7lJRucQ+cI/+/PCZR1H yz92Cr3iOefEP06AXaOgq8w/VrFV2Om1xj/9Pr2TDzjOP9wlKRuuXMg/Hz0l c8rjzz/pWvRuJuTJP/1FMlIFytA/Qz/ocBlnyz961+rZFpLRP31PqpQpCs0/ Mw1VijY/0j8/FwlnHePOP20QlFSi1tI//iHfgrxz0D9dZ8pdOWfTP6lkQhO/ fNE/G/eE1JH90z+EbiE2AIDSP/sRTjXhntQ/Pe3xbkp40z/KDl+VKErVPwmK eqicZtQ/23MAjnT71T+SvnJJ6k7VP4+2l310r9Y/dhV184M01j8xokh3o2XX P2/DXZPuF9c/gk9fWzQf2D+2r+BI9/fXP7MFWrLB3Ng/IJN/iwPU2D8VYhUD o53ZP1jQXdS7rNk/Z+ssf59g2j+e4N/xWIPaP2G0GYqpJNs/P7GMgOhY2z+8 fC6YJunbP32CEQwFLtw/vwnFaN+t3D8TjxTV5QLdPy96vULTct0/P7i1lIvX 3T+PD35fEzjeP3e8jhHlq94/gSyw/6/93j8fOfYK4n/fP5YAPvg= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA7bkzeIz4fj8m7DNooy15v200cFSh 2ZU/fWKlJMrKdD9W/6PmiTCiP/sn66nZRJA/OCC6f+OtqT/Sf1gRwOOaPxev onmDqbA/ws7tYYmZoj+vXdgDcXi0P18+Txp7yKc/2wqgdHQouD/RsIwFQTWt P2rNM3RstLs/QvyY6Q51sT9A+XSsIjq/P9M2vhe/VbQ/hyDEmRBywT9qVRH3 JhK3P94SHuf2X8M/JtfDwsCcuT/elkdGp07FP4o112rGJbw/pLFreZ4Oxz9g ZvVqPgy/P9hXYgKtgsg/MkC330NFwT8QCuAsHL/JPy3BbOgHPMM/lgl5x2fy yj/a9AaB7zvFP1DTxFu8P8w/VV7uH84hxz8nKnazTrPNP7M6cPtu4cg/Hits wGxFzz/rbK0hhILKP4AP7wKFbtA/PqxuDxoezD9sie6LaSzRP5jrojCE1c0/ jyuayGPV0T+H2n7qwrbPP4iNSd0sdNI/46Qp+jHW0D8P2bkoIhjTP/fyUkjW y9E/lBMRzCXI0z8KUpU+bLXSP1kF67v5gtQ/4flU6DGU0z/64pDnp0PVP9m1 SFYdbdQ/BxErb5YE1j9mIUhoyEXVP9jsaKg0wtY/Lt+jyMMh1j/QZfPh1HzX P9H/sii9ANc/yU/eEok32D9vr2GRot/XPx1CCnIZ9dg/t1bPy6u72D+5Lrsx WrbZP7MDuKUElNk/fvxpCod62j+Hz6JmcWnaP1OrD5FQQNs/TbqWeUE92z+t 3QhNoQbcP40hN1eKENw/qY/mNOHM3D8oCfMI5OPcP2a2K9Lhkt0/CHxHBX23 3T8ZOahLr1jeP+6SZCVJi94/tXzfPGoe3z/q6MbNJ1/fP6vgQn0= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAIUy2T5J0fT9cfrY/qal3v012QzQP lJU//VpYpRLhdT9HtSDplyOiPxq88aS9XpA/PdgyNdu/qT/GD2em0L+aP90M 8Firx7A/NBNTozldoj+eB95llba0P4DqQ1YyTKc/Km0ycsicuD827GcKmUys P7dZsHTLf7w/9G8c6a+psD8Mi1iT5DvAP/kZgp0YGLM/HjWE+ndIwj88LJE1 WGW1P5/sMMlzVcQ/oSOe/saxtz82eDKG7jrGP9xyAes3Tbo/794eEM3Rxz/O C4894YW9P6rkEOubF8k/YLMI91SwwD8q8PkgOjPKPxTbUvTpx8I/y3wqTXpV yz+lgVX73NjEP2FgyPqKnsw/Q9HqgP/Cxj9yB5hEehjOP2VdTmpDfMg/7k5r n7C4zz8eSa5CQA/KP0SG8g11sNA/uL5n+Tmayz+aGiw5lHXRP0DJJ9YuQ80/ k32p2xwj0j99NmDEUBvPP3+eVemgwdI/7JMd7r2I0D9qL94Z+l/TP5ycLlf+ g9E/FRalCRgH1D+KTwEBenbSP3OOESSwt9Q/xXAugHtf0z/1GKekP23VP91/ MpmFQ9Q/HHElwhUi1j9SwU0VSSjVP5JDoWVo09Y/dIhrC5AQ1j/kBHd9JYPX P7xgL41s+tY/wY+NKak12D94b7J6guHXP12MiDkd7tg/eAxRBKjC2D/MeNrx /qzZP6K5mOVfndk/ZZzrl9Jw2j+hLyHZJXPaPz5I7Gp6N9s/ZB26nxdG2z9R NxRLMf/bP+rHK1n6F9w/PIQwWOfG3D+VFKnl3encP9z4nCotjt0/kjnWrDG8 3T82D+x39lTeP9C8IPkBj94/s41lkmMb3z/u10B4LmLfP036PKE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAQVi3q0L+fz99irebWTN6v4fbtPa7 YZY/GcaSm1+qcj9UvGDRbqiiPwFc46gfqo4/P/K+34tpqj/A205Rb2yZP/um pl+OLrE/+N7llXOPoT/cO7wnFSi1PwSCh9IyaaY/KE3Rk04JuT84LCrHjHOr P63eR8PP0bw//eqEmqtXsD8W3xtqKE3AP+dx+++Q9bI/5e3IpdE8wj+tugff pHy1P/wHXi5QMMQ/5uxDNA78tz9QH+u92QXGP6gkkHtht7o/aAD2O8qXxz/b yODl5vm9P2OQ+fUJ5cg/pwcg7ObiwD8Ggi3OXBTKPzdJH0fH5sI/dfTJOyJQ yz/9CbYMNd7EP8B697VVr8w/5La7xTSyxj934/PtuTXOP2GB8sADX8g/1c9q 1qnWzz82yK4LR/HJP6bFPBWuutA/8j/T6seFyz+8qim5mnjRP/qoLNYhPc0/ DRIlLG0g0j+GDWkjsCDPPyBtcGFyvNI/TMUCduyN0D/UMub/5VnTPzOZJnES itE/mfo/Xoz/0z8Ga2asBX7SP3v/w0tRrdQ/vv97WNpp0z+QnpxzJF/VP0T6 PMqgUdQ/UX8B1GUQ1j8ds3ED+TnVP0Cjv0Ktv9Y/xShNLksk1j/NxhgNAHDX P9Oejf2RDdc/f1iykoEl2D+5po0RqvHXP0PdBEju4dg/j7vU9dbO2D8BJ31k U6TZP2wL9nILptk/ECGExYFq2j/2qoirdnnaP1y1sCtTMts/RbD13j5L2z95 BBaeSfrbP8H6KQbiHNw/4phDGanB3D/w/5UkHO/cP8Up7zRHiN0/qQiEohfC 3T9bhGiYSE7eP61HpNivld4/w72vPO0T3z/bp/bNpGnfP2a6Trc= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAWopD0osogT/tRoeULoZ8vx25QxEu t5Y/uk9XMZdUcT87Ni6oP6aiP2V0rU3cso4/pXLBM3wyqj/22kmpjtqZP+5f T0j3+7A/E22UxKH0oT9MYRTAH+y0PyU316Ed4aY/258Wa3zZuD/Shp8YMdOr P0mdvpwsxbw/YCwOwU5ksD+O9T/THGHAP/ZEsx2ozbI/BwYTktVswj9qinMG nRy1P/6HkqUkdcQ/4+zaRWVytz8mMTyPM1LGP/sA7titHro/NxHgDbDcxz89 pwxCG3C9Py/i+QczEsk/27Uf2r21wD+cw3uZDhvKP6AH0XsV4MI/yuCXdCQq yz+lHejTMgTFP0Pg9bOjYcw/YlG9x+b/xj/zTk8uBM/NP+QVl4C5xcg/ED12 d5Jtzz/6WqNqXlrKP8tXBuMcktA/qBtAT+rWyz8DLy115WTRP22gJV6MZM0/ 3BJaakIf0j/pC/+mBSPPPyvtSGIYwtI/QEUqdUaI0D/cLe27dFrTPyqeH7WD idE/18nT71j10z/Im9IaOYjSPxBRBIXEmdQ/KK47H2d90z91WCT0u0jVP15A tUkJaNQ/+oVJblj/1T90rClpBkvVPzGwEgrLudY/1Bv6Zi0q1j/jF9fIAHbX P71Nz0GRB9c/PVEjD8cz2D/8rRyVZOPXP4OWWxBO89g/UgJ+LXe92D/WsKwf S7TZP5eBxrcTltk/KXl6axp22j/gUpIF3m3aP5EFinosONs/D2AckGVF2z8P Q66JRPrbPyq8kRrnHNw/4FN4+XK83D/0RGFEUvTcP9st/4btft0/lAR0UHHL 3T9P39yZ6kHeP7nsL9cNot4/GxJZ6I4F3z+DU00iA3jfPw3TNmE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA6zc/Qrx7fj8maj8y07B4v+Ef+3sI 3JU/sbR5hi3BdD9f+BotGk2iP+s1/Ry5C5A/rQ/LRsfxqT/moDaD+FuaP2rO lr4c5bA/G5AF2FYioj8x7GFiRNW0P1ohPF3UDqc/wB4E6Qq0uD8JicQcFB6s P1O5hSyQgbw/WRBHMeunsD/cn+059ynAP1vwV1DzO7M/ja7DlnYewj9hORL9 Wrm1P+qZL3C8FMQ/D8mgsDUzuD/AqQHF/unFP8YPY20X77o/Bnp3PNx1xz+f 1d3kwj2+P/d5bXNWtcg/Ex6sbpoSwT9V/DvHxtTJP+jOEE5dJsM/YVVL8kwG yz8PqTRWCijFP/iALHcdY8w/rLCGBG3+xj/jbC/bDe3NP/T3ttOvp8g/Ge7Q fzWVzz/xqUhiuzLKPynWTZtnntA/7R6x3lS+yz95JVI3g1/RP3+z29lQb80/ g8IueOAF0j+crFWLyVXPP5GrmSQjmtI/24bZsjuw0D/gCyoqmSvTPyXA4kZf uNE/TaDAD5/F0z9SxeX68rfSP8Y8AwGFbdQ/c8I8o6ap0z8z6eDzzCPVP6Gv +En4jNQ/hCO+bOfk1T/pDrVqd2XVP/cYasvQqtY/D7OipSc51j9hZbPSpHDX Pz8A8zftDNc/vepwSdU02D98FM9aVuLXP+yddEME+Ng/6fpk+sC42D83nMIh EbvZPzWWsLVNj9k/KvAFYVh+2j/b2wYQoGXaPz/j3GbbQds/YYLJo7Y72z/R FkZgjgXcP2jo+UOdEdw//NJyZHrJ3D/XxWbZSufcPwcI1nC5jd0/ZyqdZqW8 3T/V1SZ7Z1LePzT25fWQkd4/nrSpZJgX3z8Dsfyl+WXfP+ymSeE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAANyr0TTAvgD+nhuiLd5N6v3Ihbf18 TJY/b66xgFv/cj8okq/ybnqiP7EEqCMfYo8/isPH76QKqj8rOT0xPSqaP/nr xWm94bA//VSngRUpoj+R3u/2VL20P5o8IDSzPqc/3wWVYbyGuD/KuqIrsXis PwO8AGOtR7w/pw3M+s3hsD89NZXOaRLAP5jFCCcOa7M/0Ugtwrgcwj/YBD+m 1ry1P14z9dHONcQ/JpYV7RDxtz+5JuJR+TLGP9QVolMiXbo/gtv2KDfnxz+o Et8LDVu9P7yYMpaCR8k/Tv/mS26AwD/gZsgKtXHKP1xkhApvicI/viCZS0aU yz+w3eb8EJrEP9E2785w1Mw/0/rDrBmNxj8lIcSk20LOP7RDIgriUcg/kRjv +lnZzz93fyrnlu7JPza1+retvdA/0WBXpch/yz9V4ENKcYDRP8k9+LN0Lc0/ G0lO8X4p0j9snxaZjA7PP5+VyY9jv9I/zZypR/uK0D+YSdMoSlLTP22COUiu kdE/evxkpqru0z8laUFk547SP2kT49HWmNQ/0Otc0lR+0z8O+KnYs07VP8Wg L2URYtQ/NwiNjI4K1j82KuZK0D/VP5JoSX6PxtY/dGPD8mgd1j+u+RtHYoDX P/JrisMv/dY/PbaEzMw52D/8SLvXXt3XP0hsraGm9dg/jCwsnB672D9aAldQ MbXZPxQwHIctldk/aBP7nuV32j+euBHSEmzaP+SUhGl9PNs/v9AhoRRB2z/q kmqJ1gHcP1Js1RpVFdw/IGAiDkjH3D+yOLcvfencP9Mw7TaVjN0/mwGGoMm9 3T89XDnOwFHeP81v06I3kt4/O5I8DecW3z9m02n9qmbfPwkhRb0= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA+Z1MYD0tgT8ubpmwkY98v/K4sDC+ EZc/z6BGZ63Ubz/vWqHZCwyjP5Hh4IerG40/dp3AqLPWqj9VhUu/H5KYPy3a kPd3abE/k3gRZqAZoT8kXjeS+2i1P3U9kf1l56U/3l8a/1pUuT/MBpjwc92q P17AELDFLr0/mBJ4W2v1rz9Zr1jJnYvAP2DRgTGmeLI/IieI8F2Twj8ySIlJ jM+0PyeOeQO/oMQ/k+AMijAbtz+gRwkpQ4fGPwbUU6WOtLk/2IwyCJAZyD/8 r2dNW/a8P4aGuH9dUMk/hRFhYpN3wD+T3pHpLFDKP6nsuiv3qsI/hRAzKh5N yz/r7UweOeHEPzY1CuImb8w/bfyomWPyxj/qPT8ascjNP+wmp5QMzMg/xXR8 QK9Xzz9HI52hQXDKP04M8ugEg9A/obJoQxr1yz+1HtXtklbRPwjB1Wwxgc0/ r4Cmm4IV0j9HMGZEhTbPPz4jJKPsvtI/LA9PNHKL0D/S7MnHMmDTPzTfQqnF g9E/bQWAl8wG1D8yYCZzxXbSP0W3WEItuNQ/9EfnYf5e0z/fvUbWdXLVP/Ta kmdPPtQ/w/Hy8iww1j+rQIDkMRrVP/bM541S7NY/D/8k46X31T/TA8npIqXX P85h3SBv2NY/sR2Ff95b2D+H4bokTbvXPy/u9muxEtk/pari0ROe2D/GhMxG KcvZP6atppA1f9k/GjQZi+iF2j/sl/PlD17aP9+5mdLzQts/wasMOJ462z9D uI5aCQLcP/dGsUkiFdw/6MCMGtbC3D/r10wj7+3cP6XW2J4Mhd0/yluaOFLF 3T+qOweWa0jeP1+QBduMm94/BEOG8b0M3z+dIiAZ1HDfP2ZXRg8= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAhtjc7b2ffj/ACt3d1NR4v2L99cfi 2JU/pT6OVsTNdD8BZkrNJT+iP6VantyhJ5A/ubzhKwXPqT/PRgm5fKGaP9b6 n7t6xLA/RDfz3Zpjoj9qITidcJ+0P+q2j+d7eqc/fvNf8eJfuD+N3wwMZMas PxfkRkUVA7w/lOWFGGYmsT89k1DqFaS/P9ac4tnL67M/Bx0BmsWywT9rXJf2 vJC2PweGSuuHpsM/0vBqup4PuT9JgxMG6ZPFP7VcP+tCm7s/Dx/SZltNxz+N iyiQxI6+PwI9jMPvucg/CFuNHgEOwT++btSKvvPJP31ceIplB8M/zPf8ybMt yz+iBoN+owDFP1StWQDCi8w/T4RZe8jVxj9iqxJ7axjOP3S50zNSfMg/rXmZ 4nfIzz9eHoD/eP/JP2jPrLLavtA/bizzr259yz9Dfq0hCYnRP+0BJQVFHM0/ tqRQ8qA40j836BGXSPDOPxcRXnDO09I/UyEVZ5B20D+YMLOvgWnTP26bWcF2 etE/U2lRVyYG1D9M/FSza3fSP3dammskr9Q/wqSlOAdo0z/MrtNTnmPVPwjq BeomTdQ/tlwOJBIf1j+31WSzTCvVP/7mOkvB3NY/B+XRJTcH1j+ubLr2N5rX P/H46xNa49Y/mw2R7l5X2D+e8a61zL/XP1FkpZEKFdk/gTQ0rLqb2D+BPHUS 2dPZP+31/cSFdtk/OZlUYuiT2j/NMrgOEFDaP0jz/rAGVds/WXKnWYso2z/O 0ce29BbcP2steO02ANw/NG+9m4jZ3D+gKRyiPNfcP2yhPLywnN0/AJE2G66t 3T9fL0noaGDeP6icw4iPg94/eBTfUbAk3z8oUce44VjfPwrORyE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAFRLH328dfT9PRMfPhlJ3v9+FPNaw RZU/thx0HYwadz+Tdpe16NihP4E5BAwc9JA/SlZ5aN1NqT+uE9o/zKObP58A xexie7A/sSupe8r1oj9p8bO0JVe0P+sWmLgRC6g/mGDcvLokuD9YBRR1tDyt Pzr2DqR54bs/cNO9uQFIsT9V+iEzGqO/P701EZHH7LM/eq8N0RzAwT+EN36I Dna2Pw1qWQj1tsM/xShNgMTuuD+9NNxg9pXFP875rTUol7s/R+JPQSIyxz8d BS3bNsW+PwYaxTXSf8g/BH5UrB5IwT+xoGpyJ6LJP40q4qL8WMM/Kf7N+fvH yj9FALJOW2bFP1wG93hkDcw/Ryu8AiZUxz86X0ga8XrNP6AFnpTMGck/7Aol BCUNzz8fjfTdy7rKP34pBeB6WtA/Q3hCVS5GzD+CkqRX/irRP27ZNpla2M0/ J2tSXrLq0T9VWw6/JYzPP3AlJBhumtI//QxPv/Cv0D93scwyukbTP48aQD4+ ndE/v441wQ350z/h1nBJhITSP2OZBpNAstQ/1mU5Eetk0z8hT6pEuW3VP7FJ L/kLQ9Q/Wa+qdXIm1j8Vg8hh7CPVP6LQJUoC29Y/ZPvmJvYI1j+/GR8HCI7X P+BLhwOK79Y/ptXSaT5D2D+UKW067dPXP05aflfk/Ng/hT5b5uCz2D/RH5UE QrvZP5wS3tIcj9k/PxdZEl592j/ItLNemmbaPxSHI/bYQds/jN6CFLk72z/5 SdgGhgfcP0K1Z52lD9w/vK6V/anN3D8Z6kNAG+PcPzxQsPrxk90/NOLC3Gy2 3T+gxnU7TFreP2gFlzWsid4/aVvbV8Mg3z82CsuyzlzfP7/vN1s= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAADjK74iJpfj9KZLvSOZ54v4RgQOG6 o5U/IrJk8WOidT+iuGNBOAyiP2K1a/R8jZA/Tu2buPmCqT+l5ZSfkzmbP6g/ mKzNlbA/oK0C/PTAoj/jvHuSDHK0P/Z/CP1D1ac/qwDmACFDuD8yxQDt5/+s P7SP8870Cbw/+DnZjoYfsT9+Dd3alOO/P5QiVulMrLM/XKR11Kz2wT++Ta6B 7gi2P3SVtQK4C8Q/+tGUiz5FuD9dUJpwswnGP43CMRaur7o/NJFW2vbCxz9D px+pjaO9P+KA0AS0LMk/KRdJ3TybwD+kdwsXdWbKP5lTQf6ulMI/fV/5KIWb yz/0noYf0pLEP5YshUzJ6Mw/DgUuL8F4xj96mVYhkFfOP17Lj40tPcg/FukQ oGXgzz/0rghCi+fJP/g/F8VrttA/T0sei0yOyz9RmXJqyG/RP8/LmnPGTs0/ C1ZxiycV0j+NhdBkOzfPP62LaIttrdI/vaYKTPGc0D+SQ2AKbkXTP3SIrGaK ntE/xjs93Nvl0z/ZKWkutpfSP7dfoV8NkdQ/gp+eRB6G0z+TlbjTyETVP0AD IWr8a9Q/I6IUaK381T9KkF5vsU3VP7AKrLs0tdY/V8FgtcMu1j+wS6iF223X P/AZ/oS2D9c/2TJJsEQo2D9fzPbz5u7XPwK49Lzt5dg/0uDkgNfK2D9CsbUU FafZPyuBvcJJo9k/5fEVj/Zq2j8h2vbhAXnaPywsgTx2MNs/dTklzhtN2z8t elfIpvbbPwyF6NuEINw/v8Fpsv283D8V12+Lx/PcP5SlrYxHg90/24zFShfH 3T9DV6K1hEneP8R0artzmt4/g8QLkcoP3z8eoZp5x23fP7DGTGM= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAUrRR787lgD/gmqPOtAB8v/nuiyfU qJY/Sng22P6NcT9SnSbTpKiiPwvYy6FHqY4/MsLvxTY7qj/eO+2EGcmZP/gq sfSK/7A//9bQa3rtoT/H1B2Jxee0Py9QxA/S6aY/o9MfwYHBuD9BH41sJgOs P33Ltieyirw/L/4VNsmesD9SGUNzxi3AP3D9rN1UNLM/GWivQ+Ilwj9Gxjqj g6q1PwZp60gvJcQ/0yop/08SuD+mTDL4ZgnGP/fJAQdHsLo/Sek61z6txz8Z 91av/c69Pxk1ozE6C8k/8mJ2sLa8wD8idhX5MUPKPxlVNxzyt8I/56J6AYZ+ yz+JWwVH0a/EP9fnhhM12Mw/zkksaFWJxj/3TVnM5lfOP+AWjeLWPMg/Ll8Z O+Hzzz/ZOACnD9TJP+LKG+wVydA/ejUVPfhoyz9AewGFhIjRP/QHfT5OHc0/ Whstpqsv0j/w+lgvMwLPPycLayjExtI/RScIr5qD0D9y96PlCF7TP5TUaIvv hdE/lmOpr3wA1D8JAv1aFX3SP/zb2yp2sNQ/PCNkebVm0z9+MzaNM2rVP1Vl o7CRRtQ/L12nACsn1j8/1cvWMyPVP78OfGLM4dY/R72QDiwC1j89WDkSm5jX P2ENbfj25NY/VVmP8tRN2D/hpbCxVsnXP0Aydl+CBNk/k2Zj3kKs2D9wmzyz Xb7ZP/6WNiQBjNk/xp6rAZ972j9ALWFvWWjaPxBYbNeqO9s/kw06M+dB2z+W Sm8yuv3bP6S00HFxGdw/ozDWCC/B3D8yaAM1lu/cP6FHtlKkhd0/zeq8hLrE 3T9TGOXD30reP7SzJ60Ymd4/OvXwk78Q3z9ncLV20mzfPy6EPv0= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAEXL85Bc3gT9cFvm5RqN8v6j/f0Rp 5JY/kjVmZKqfcD/1ZoACItCiP3uxZORSC44/f6ms2SJjqj9CbXNdQXmZPyb+ WDzDBbE/ojCB3AnhoT9MKRkP/8e0PyWnzQNfKac/lA1tmj5guD9hq/K5rMWs P/57/Lay0rs/rE3QpshWsT/YYWov0EK/PzvOyJQRTbQ/AJP/a0ZtwT92cJpS uxu3P1MHFh0dUsM/Ou7TVnS4uT9BewiPRjbFP8VsVdmHVrw/v9szju3sxj8t EmVBoE+/PxpRq4BxYcg/8EZuYX9mwT9YZ4i3FqvJP+ZjxF0NUMM/ipmRE07w yj/oZO40CT7FP8Wr8pWlS8w/34XA5eQVxz9H8HW7LsjNP5F0cPOOzMg/gtEA fGtkzz+JxhhmhWPKP2lylP9ciNA/a+YjFmrqyz+wvktWVljRPxCB6Juqfc0/ E5RnNK4W0j99CeQSLjTPP9mHnLPMxNI/k6rWI5KF0D/V5aLAIm3TPzHmabDV dtE/EZMnx6wY1D+P0n5D5WTSPwR+iRlyytQ/NIG2irlM0z+o/FThb4DVPyuc hFxVMNQ/dqcy45s21j/3ikD0whPVP01gdal16tY/uGuXx4L51T9J4rfjk5zX P1iD7ib+4NY/fU5mGyRP2D+8sNmIB8jXPw6uwHHzA9k/xOoYzNGs2D82J4Rl 2LvZPzcL73GGjtk/qiloHvR22j9doqRSBG3aP5fmCVICNds/CX+cuI9I2z+x x5YRjPXbP4o3qZKfIdw/THwPQwy43D+JHMr6uPjcP0jsIngJfN0/J0ZQX1XO 3T9FJntBIkHeP8KlkS/Wot4/u8vAbQ4H3z/kmeWcg3bfP8KCQYM= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAu9uKgx/wfz/3DYtzNiV6v5NaOrhk RJY/5sl8lbwfcz/PeI41/oOiPxJqLBjiO48/d+pfAIImqj9U6wwQg/KZP6Ss 2GYb+7A/pdOBh1n2oT+/9t45ZOG0P0AMQq6U9qY/O2/M3XuruD8S6DMzMi+s P7WPjrvDVbw/9zk+orfTsD98n545If2/P5iQlIrAkrM/5xkoV+jhwT+tYkl8 dzK2PwfK0OPz0sM/0Wheyca2uD/To7B5RLHFP58bBQSMYLs/9hRbCkBQxz++ nxZJ+4i+Pzbz/SsNo8g/06QbtuMkwT8hsoqlMMvJPxsZwm/zL8M/LtkbUNH1 yj9DJWT4hTjFPyohDmXsPcw/ehClFp4jxz8Bj3Vs0arNP9fVcELs6cg/Ec/R GVI2zz/5yEfInpHKP7XvBIvFZtA/1utC/5gtzD/i2gA30inRP6xIftqy2s0/ orW4hD3a0T9hxkFyD63PPyNLtiL5e9I/SOe8tGXO0D8woFF+yhvTP9cru/It yNE/wBUYEuLD0z/eT474r7nSPwEcsMzbd9Q/OOOP10+f0z/LgSC26TXVPwcX uYfbetQ/cdlvC+D41T/8WAPMflHVP9pnp+1Ku9Y/LGRlg60o1j9/deLevnrX PyLwwyvTAtc/yJX6QUM42D9xaUVi6N7XP5fQ6Y0B9tg/Psjvr8O62D+t3LR3 WLXZP8BVvl8Gldk//KF3E4R22j8JKpVddG3aPyom9UwbOds/dz+xvXZE2z8e 4Zv6mPzbPxsepKmSGtw/NLBcn6LA3D+f6HyeIvDcP23RZdMRhd0/A2ENBE3F 3T+P0OfG4UneP3n7JKoWmt4/QpgG/hoP3z9fzZ8Md27fP0EQS5A= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAaajboaARgD8Mg7czWFh6vzAA6hQ1 GJY/czO+InvQcz9cvskdGEeiP/Gpnzu9F5A/9Al+dwu3qT9YrNAhcNGaPyxn dUF6o7A/l15I0puloj9SvJIrG2S0PxiB2som8ac/b/BLijgIuD+t5TTauHWt PzqvIWR5lLs/cRqr+QGVsT/4QxyAryq/PxvsFkQyZbQ/xuQiY1F4wT/tzFNk pQW3P/Ni3L0adsM/+zZHFXlwuT+3WBNEpXPFP9exP2/K27s/BbCJ+zZAxz+h ablmDam+PwMKYg8wwMg/B4630sAHwT8p4CF0yArKPxXrKqFb8MI/If1XxgVP yz9PASiCUd/EP9rgWFmUrcw/y1BaIvazxj+WfDEaOi/OP0HotJSDZcg/Vup4 jZvJzz+zraBUVf7JP16m4/5HsdA/g36FF5SYyz+hlKgmF2zRPzHVLvsoVs0/ eVpjufUM0j+zfOwIn0fPP7CW4q0ontI/vJuQKTas0D8z0Tb3ITLTP9T61XnW sdE/gCZcSRDU0z8gP0rBganSP/bZF/ZkhdQ/QyUorsaR0z+mc4407UHVPy0l SwnYbtQ//hflXVED1j9uGo55DUfVP/ijMOElxNY/Dijcj9If1j+ynCORWILX P+/Ignk5+9Y/QeMODfo+2D/3GzGXMdjXP0Qj7yYL/Ng/kXXqFrq02D8ze1tu zrrZPzq3F2mQj9k/ch/T0HR72j+VrDmgg2jaP1qtXfaLPds/RrhIFAZA2z/G Fw1igwDcP3PnMkKoFtw/5LqR6PbD3D/x3UdVzuzcPy8wude6h90/QAK6/6PC 3T+4Qt94yUveP0+JLfgumN4//+4Egi0Q3z+idqGIZG3fPz+7O08= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAwkSvhfzAgD/Au177D7d7vzX67tHA u5Y/WUuqLkxCcT/ynorb/8uiP4bRO4DbG44/5SI2SnZ5qj94emB8mkyZP9jL iDlkJbE/PpUh4sehoT+GpcjJfga1P6+ubo5frKY/Jscwn3vNuD88OGuwMuur PyVBOTnphLw/h4iTJJKksD898zYSHyjAP5lJxZ+jP7M/o47s5j0lwj8wecBc zKu1P72oZ2ZgMMQ/aKswxO37tz8uGrVV1iLGP+ou/Etofbo/RgaEvqHMxz8e vcTgN5C9P8Hw1OxCG8k/SadE9a2swD/MdVa2vyrKP3FV9l5k0MI/Lsnvl0Yu yz9CNZCwEADFP41/E0EAUcw/F7KfOooQxz+/Q6kCjKnNPxkhPawx68g/wyND nxk5zz9IdNZC147KPzwD2JLSdNA/xcSc734RzD/6kigysUjRP37YLuT0nM0/ NWjSn6cF0j86YQ48O1bPPwV1udcbqtI/aL25/0Kg0D+B4P6q70LTP4TrDcYI odE/OWOX8+bd0z9nAg8Xq5/SP5YT13cxgtQ/o+toLPqU0z8q+Jl4xTDVP6mg P8X/f9Q/Kg8RiSnn1T9EI2JONWPVP+En3mpCotY/JKQuBrZB1j9a04HUOGDX P0aSJDZZHdc/nseMG5Yg2D+aN7OIlfbXPxizIwdE49g/vOW1NoHN2D9gU6rI 3qfZPwzfyA6Aotk/sgHHy7ht2j9TykWlP3baPzO5FzEpNNs/b6yO2WhJ2z/3 id8sxPrbP0J1YHdnHNw/KXxoJ2HB3D+pHHEWZO/cPyqVj9wCiN0/Rp3j+lvC 3T95Mr34vE7eP4+ZT3g7ld4/5QFNy6MV3z+6Y1k/7mffP7BlQRs= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAqdj9KM0IgT+N4/tBsUZ8vwxR01ro +pY/A/AYC65FcD9cWTwR9PyiP+LndKkKWI0/vvDT2YvAqj/G3iRdb76YP4v7 sOsbWLE/2DXRfVg8oT+lqRlwyE61P3OmzEHMG6Y/DZL3CG8wuT9uot3cSyWr P3VvyKy7AL0/NloEsb8osD+4o4DTI27AP6LoMR2as7I/PibXWWttwj/7Set2 cRu1Pwa1js7jcsQ/1pLi8+Z2tz+RagK9W1fGPyaOYX1dFLo/uyP6Hy7zxz83 gtgdH0O9P9X0+7GiQsk/NaMdME6FwD/biRPLQWfKP2JBOUrik8I/a4xpC2SK yz8FchY986PEP3KEBSEax8w/Ma2tWnCaxj9Da/569ibOP5b55zPHbcg/Npdt hCWlzz/TAKxdyyLKP0boW91Zl9A/svqUWnDMyz9jR8fgGVPRP6pv8YYjiM0/ 4Vkuyvf70T/hfVbnmmnPP2ghTWYJl9I/AxEmcVWz0D93RC5GBDLTP4+H3ir0 sdE/3aJV9K7W0z/CwlAW46bSPxCVSfNMh9Q/KWr2sN6P0z+z22cLxEDVPyC9 cTIBcNQ/zy32F4z91T+eBH2/0kzVPyZHE7FSudY/4oT5v6Uq1j8t371PkHPX P3OG6LoBCtc/geni010u2D+4FV3QzejXP+rMfqCx69g/68tanRPF2D+LcnGp KazZP+G/AS41ntk/GiPbcFRv2j/tqDEApHTaPwG2RCFaNNs/n69h6TdJ2z8j bgfWdvrbPxeROM60HNw/5SV06CrB3D/tcmVVmu/cP7ePa9s2iN0/t6IH/CfC 3T90eOGug0/eP5NTK8J0lN4/jwEDKA0X3z8RZKPihGbfP74ORDs= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA5nlveRqygD8GJt/iS5l7v5ZrSGma yZY/2YVE0eUKcT9ID3Bon9yiPy8Qpkxd2Y0/MLGYgg6Pqj/fXZsLaiGZP2nr TANvLrE/HFaZTrKPoT+koMmRLwi1P3W4bP79qKY/nsv3IXPAuD9NL92qQwWs P0FGqzckYLw/bIMhJlfJsD8mNoTa4QbAP8bDKg8egrM/suu/2Kf2wT8Tvxl5 +Ai2PwcNSgL++cM/0eJrjLJouD9xUavIquvFP2bAD2a/67o/E9M3NUSexz+F I13z8uy9P9awOjbOA8k/M+feqyLEwD9F0pTK+zfKP/r4t0oow8I/v4I0llVn yz+ze0uyAcfEP1ZnuSCMtcw/Tcr5Wv6rxj8ZevyKHDPOP7/q6SOhYcg/bcbP 8SLazz+d0Unwze3JP3PmCUaDxtA/Vf44iR1uyz83VRLDJpHRPwRUW8IJDM0/ RfkK17lB0j8ZP53NFt7OPyixlRlh39I/Q4Hdvf1q0D9Y/8QlQnrTP63MR0u2 adE/RT8c7FAe1D9bJooeQV/SP5wPkJ7KztQ/nu+vBWFI0z+f/383wofVPzOZ WQYDKdQ/zSZuotRB1j+hCwU1igjVP33w6Y9E99Y/idsi4bPs1T8Tfdsy2qfX P4/oyte31dY/Pj/s66tX2D/8v1O4f7/XP6pcVX7GCtk/KTyEv/6l2D8JR/VD v8LZP2brfZOfh9k/O0KaJhl/2j/KiXJK32TaP2+8y26QPts/ManamwE/2z85 MKEu///bPwLPnnUsF9w/4r8ApafC3D/y2NiYHe7cP29YHnMmht0/ANpUZDjE 3T/C1GsBTkreP0b3oG+qmd4/1PthpwkP3z/NaURjiG7fP8zFRMw= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA/wq3eVv6fD84Pbdpci93v6fJ1B+w IJU/kQ0T946udz+eLlQLs7ChP2zJimCHRJE/TJVJDMYIqT+olTn4+i2cP2wI WyUiSbA/GRx9Ckxaoz84zAYAKRe0P01h8iELi6g/y9McoszYtz/xHpOqkNSt P7a6GrVPh7s/9Q6yqCuisT/UwDpl1De/Pz9v+F4NWLQ/HkRg5VuEwT86Dtlf kO22Py6v/IalfsM/hZ4Gg2NfuT8/m4eDYnLFP8osV/BP3rs/t01hBMY2xz8/ LgpV77u+PwJkxQ8Ot8g/BzRU0uIQwT+WPm8TbQfKP6iM3QG388I/xf9wzidN yz+s/g56L+HEP6t7DsZ0osw/+LWktRW/xj/2zzv8+hDOP+OUqrLCg8g/jm0U qN6Uzz97KgU6EjPKP9Y7/G5/jtA/kVNUNyXeyz+OAGwkH0jRP1X9p/8Yns0/ Y+1IgSnx0T/eViF5N3/PP1mC02KqkNI/E7CfdLS50D/7vPCoeTLTPwsPHMh+ sdE/mAdormPd0z8IXj5cLqDSP94JlsTHkdQ/W/Wp32OF0z9IeZNS70vVP4sf RuvVZNQ/GUxO7cIG1j9U5iTqm0PVP8VQcp7pvtY/QHua0g4l1j8uUR6e3XTX P3IUiGy0CNc/Z6rubcgr2D/SVFE2Y+vXPwU/8kGS5tg/z1nn+zLK2D9FVYnb M6bZPyfd6fsqpNk/+qUTnOlp2j8NJvnUDnraPwK2BKoxMNs/na+hYGBN2z+f SEuBpvfbP5u29CKFH9w/J0b3tGC/3D+sUuKIZPHcP/bBA971ht0/eHBv+WjD 3T8RFe8HTk7eP/W2HWmqld4/m+QILXkV3z8EgZ3dGGjfP77LPPg= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAVbigc1CtgD/lokHXt497vw3S6+ez uJY//eu21n9OcT8okIAvbcyiP64MZDAmGo4/3Ex6S5x5qj+JJth5TkyZP2Sv RQffJLE/J86nRtKioT9yHNpr1ga1P9jAS0qwq6Y/6YypFDvRuD+3rHnFs+Or PyhzimkTjLw/hVZC9GedsD/mhVommirAP0gkfnetOrM/pCMMe4Uhwj8uT4E0 PbO1PxFD4lCUIcQ/vnY774UZuD9oisVUagbGP3lO201Atro/peIrMTGjxz9h BHX7GOO9P4lg50M568g/gDcynrfcwD+NMJ+vewDKP7CarWWo+sI/KqXzRE8T yz9HWYwDCBvFP3zgBUJsQ8w/KFGtOR4exz/80Txdd5zNP92SqVFG+Mg/ff4C 2SIczz+NmRYJzqvKPyXvIAhVWdA/9uwKBXpIzD9VyxsE9CHRP8VnSEBv6s0/ VIb57+fc0T/8JMCbuqfPPxCS53pMjNI/XKCLXBK+0D9EoFah/znTP8Irts/4 qdE/d4wDEffs0z8o2aL5mpDSPw7duwtCptQ/KiKEmOlw0z/OLjqN02LVPwRq n7DxTdQ/vo9RQXAe1j+woiGW7ivVP7b9dTTo1tY/T86WPBAN1j/WYWoRfI3X P8sDPPkV8NY/Pz6M3RRF2D/5wLPGFtLXP8NvVTi//9g/ESmEBQax2D+zxIpa 073ZP7ht6HyLjNk/opVWdYN+2j9jNrb7dGXaP805HCi3QNs/1CuK4to82z9c olMKnAPcP95c7JmPE9w/XyRZ0M3G3D91dIBt9+ncP6qlPLI6it0/w4w2JSTA 3T9Kzlge903eP779s1IBlt4/e1NEGh4S3z8lEmLwc2vfP5kSPRs= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAV0BAsi9UgD/ssoBUdt16v7W+9Utf YZY/XDmPRtKrcj/4C1zRU4iiP20d9qiLKo8/OUt0z4ogqj/NKeRxcf6ZPxjy bLR89LA/vkhZ7JYDoj96AFjYetu0P8v4T3FnAqc/L9xpm9+tuD8pDvm3aiqs PwescII9aLw/pB1c2z3BsD+E5SKD7RDAPw1l7b0GbrM/IX5XU5/6wT80muqD CQG2PzVXa9NZ7sM/eE4p6vp/uD8PrD8ceM/FPycL574kJLs/fI2fsO90xz+y ro38mz++P0yAHZxLzsg/vRf8RaX5wD/Dp9UagPfJP3sjd/qjA8M/q5+bfjYg yz/EXuTJIA7FP0Bv/kv2a8w/ZsK0L5T1xj+DQvY//+fNP1Ui8G6+rMg/Wxj2 H4mKzz+vfyPCZz3KP5fFc2DFmdA/EEBlVJnHyz9okeEhZV7RP6HbvASNcc0/ Mdce7IEL0j9Cg3WjhkrPP3NGvpWWqNI/+Ou0Qcih0D90fSYbZULTP5NO5lWT odE/6C6m7ovi0z+3NgAcBpvSP08FAQKXjdQ/6vk+opSJ0z94ezaCmUPVP1od o7srbdQ/+dSKiRkB1j90XehNRUnVPzMB5j03wdY/0somM8Ei1j+9F0h00IDX P+RNXpbB/NY/ZQuXpKQ/2D/U86j/htfXP1IgzX3T/tg/g3gMwPGx2D9MAf+n Nb/ZPyAxdC8pi9k/5kvEVeSA2j8fgEgbFGPaP8pBHTqEQ9s/1SOJ0A062z/d Kg2UrgbcP13UMhB9ENw/K3zefSnK3D+oHPu/m+bcP9go/Pbqjd0/lgl34HO8 3T8Gp1M3A1LePwAluTn1kd4/Gfu6nIcW3z+IauttCmffP6MYQBc= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAkQt1/sq0gD9cSersrJ57vzS4f2Rp fZY/Y1Nn5Kk7cj8kgSn+HoKiP75IwPVeQ48/Wkt4ROD6qT+KKdyHxkmaP4PJ 68Blz7A/65lb08RNoj/wsxhtoKq0P96RzkccZKc/j92c9GWFuD9qC5MFXnus P3Xtn5FZabw/NNwszCHAsD++pwzyAjnAP5XgGeDbHbM/Qc5PWSRUwj/1+fl3 /021P3Cb0M19bcQ/AcZe9bKBtz9d0iIgZ1XGP4q+ILdGGLo/PeLG18Lnxz8x BT+u9Vm9P8x/R126Kck/PhjShDaewD+kS2ZpskPKP5p/5qtxt8I/6xx3ipVk yz+E4Qi+wcnEP613GUGxrMw/9rmZOtm0xj8tM8/6ASjOP6sxF7S7bMg/Xxhd /FrOzz+sf7zllfnJP+Z+hF3zwdA/dM1DWj13yz+oozT7zJDRPyG3FlK9DM0/ fpieHRFG0j+pAHZAaNXOP3RmZLdG49I/98sOIBhn0D9WlYn/EHXTP682g3Hn btE/eU+gzFcI1D8mFgY+OnXSP/8z7etZpNQ/OstSuNFy0z/70KAnpkrVP9jH OBYfZtQ/MWJK3FD51T870Cj7DVHVP13O2qedrdY/qv0xyVo21j/8goG78WXX P6XiJE+gF9c/wzn7luMh2D92xUQNSPXXP7+1DqxB4dg/FePKkYPP2D9R4bBt gaPZPxtRwmndptk/RQW46Mdn2j/AxlSIMHzaPysQgyIwLds/d1Uj6GFQ2z9L dQ8GC/PbP+6JMJ4gJNw/zYaIWvi43D8HElHjzPfcP4ya3zLaft0/4ZeTpITL 3T+I+3zXuETeP3/Qj5k/n94/syivaaoK3z/qPPeg53LfP040TKI= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAFTi0ivnWez9QarR6EAx2v4E+lHSM 35Q/LjoVpB2zeD9Qim+BuJahPwYSVHR8eJE/QADaXif5qD/CvxhTOE2cP3O7 OlkgSbA/Cba9ok9aoz/Fi2r5SyO0PzHiKi/Fcqg//hqcAUT5tz+LkJTroZOt P//LV7noyLs/rP10pJJgsT/rv/8ylqe/PyhwM5FL6LM/xlKPyWjVwT/t8HqX dku2P55X8PIw4cM/pU0fq0yauD/IybKGqtLFP7bPAOq/Hbs/hBRnFGh8xz+m oP40qzC+P60tB/Uh08g/XGoS7c70wD8jUdChlfvJPxp6fHOO/8I/vI4nsbwo yz+yb1iXmgXFPxTn7/sMfMw/kErDf33lxj+SvowA2P/NP0amWa7llMg/YGIY b66qzz+qNQFzQh3KP50uD9Pkr9A/Am4ub1qbyz+zaxg/oXrRPwknT8oUOc0/ FQL6//0m0j94Lb97jhPPP3DpsEUOutI//EjCkVCQ0D8ciMP69UbTP+pDSXYC ndE/angJsU3e0z817ZxZRJ/SPyoiGD9fhtQ/Dt0nZcyQ0z9Qr8iT8zzVP4Hp EKrRc9Q/lySwNqL71T/WDcOgvE7VP5FbdTwtvNY/dXCXNMsn1j/bHWF7mXvX P8ZHRY/4Adc/ZIQhUys62D/Veh5RAN3XPyNiNtRG+dg/sTajaX632D+bnUo5 zLnZP9KUKJ6SkNk/2MObfcV72j8tCHHzMmjaP+2PySPIPts/tNXc5sk+2z96 6EEBZALcP8EW/qLHFNw/d8RDhVjG3D9c1JW4bOrcP1nPWKSUit0/F2MaM8q/ 3T/amEs5IU/ePy0zwTfXlN4/HNGFkA0U3z+GlCB6hGnfP7F7QWs= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA3phB+bgdfj8Yy0Hpz1J4v7B/ATLS 3JU/cTVgrga+dD/zD8DRzluiP4ENZqef3I8/++rQSOcOqj9K6ip/uCGaPxAv MfpE+bA/z87QYAb6oT/8o2mdnuq0P8OxLOcf5KY/0bydTNjCuD/lTJFVeQCs P7Dv40gChLw/+9noFHmlsD8NwLUGoyjAP/uvx7abPrM/hqzZUN0kwj9rPeaI jay1P+PchZY9KcQ/HEP0YzMKuD8Y+Y1sbQfGPxZxSh46tLo/fzmI/fmUxz+v Vrxih/+9P8SQU+qI08g/RQfG92f0wD+n6bAYy+rJP5bhm/xYEMM/yMfZEoAG yz+nNqY11yfFP+/KjlWmQsw/tWYkJuQexz9eCNFTfarNP3pcFVtA6sg/Zf/W eCo7zz+nmEJpxozKP+/Ls9/qcNA/XzPlVU4ZzD+p7umopz7RPyAhrPYHsc0/ kpowjkf50T9+/FFf+27PP5zOjosEotI/0GPkS1qo0D+Ptsv4tUTTP3cVQXhC n9E/R5dvXqvr0z9Yzjas5pHSP+lVAh2nmtQ/UKk9h4R80z87J8E3KVDVP5hx GAacYNQ/X7tlnGcI1j8Ndw0790HVP+KiG4yHwNY/JCnx5HAj1j/DxzJLc3jX P9+dc78eBdc/7275zc8x2D9MkEbWW+XXPyClfybm7dg/tPNZF9/C2D9luEwH 16zZPwp6JtCHndk/JTvPpQBu2j/hkD3L93XaP6oodGGcMNs/9jwyqfVM2z+m zQrHGPTbP5UxNd0SI9w/9ApBvym43D/ejZh+m/jcPy2PM1ezfN0/QaM/gKvN 3T9w+2YCsEHeP5nQpW5Iot4/NreAGiAH3z9priXwcXbfP9AwS78= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAwbkb65WFgD+8pTfGQkB7v9Wn/8Uo l5Y/3pRnXqzUcT+ddMABUrSiP9p6ZOeSeo4/Z332GEhbqj9yxd/e9oiZP/ni qHZeE7E//mbhZ9PFoT+WXLe8JvK0P49AkagP1aY/WIhRqNW1uD/atSmefhqs P5gXItG8Zrw/FbKqjL7CsD+HV4ca3BPAPwWBJI8paLM/+SpXE/4Iwj+GQOsD TOS1PyPNiB++BMQ/mmLuUTJTuD9OqMjdZtvFP6kS1TtHDLs/0sN1xb9kxz8J QuHS+1++P5Cn1bagpMg/evBDK1AjwT8w+PqpHMXJPwzTUWsHNsM/VVN1m3zx yj8dqwqt2jzFP+nghqB8Qsw/u1As2w0fxz/0FjfErr/NP+RNr+oO1cg//WmH nkBjzz8PLpJDsGTKP8tndlfki9A/qftfZlvjyz/wtud7Z1zRP5KQsFCIdc0/ Fm0uFZ0T0j94V1ZRUDrPP5jJsK6WstI/1GjCKMiX0D+ygtaUa0jTP1RJNtyM m9E/29mjRJfj0z/EiwLG+pnSP1BVcKKNitQ/6anPAZ6M0z8E0P0I2jzVP9DI 2zTrc9Q/OuwP9HD21T8zRmPj7VPVP6jtIncds9Y/Xt7p+dow1j/wTp/063DX P7AWBxamDNc/s43ljv0v2D+FcVoVLufXP9S+Aafi8Ng//tnXluK/2D+b9LIp nrPZP9A9wK3Altk/NhtpHaZ32j/PsKNTUmzaP1eXCQFHPNs/Sc6cCUtB2z/h v8yj+QDcP1k/cwAyFtw/2wddfoLF3D/4kHy/QuvcP8NVheziid0/rNzt6nvA 3T+Ucf0yOk7eP3RaDz6+ld4/SVU66awS3z9YEGwh5WrfP9irUJ0= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAa5k943fIgD8SZXu2BsZ7v2BP+Y4H 7ZY/tfaAOjF9cD8mgzdpAAKjP7dAiEnZQ40/rqIbmV7Wqj/kepXeyZKYP810 YKRCcLE/VkNyDAsMoT+xjS21CH21P13epLdLv6U/akwuT36BuT+zLXBQLYOq PzFZnRH5gb0/9+BemARPrz/l9C6w/crAP0hG1WPm+bE/14Ba9Kzlwj/LlORB 7iq0PyaT3L8TAsU/k9ZGEYdYtj9rz2FlhPnGP2/EoiwM0Lg/uQB90lmjyD84 yNK4x+K7P0ZODMG/9Mk/h5MaQmKmvz/wq2+zGQ3LP04f3WEK7sE/ah12SJUh zD8F4QkAwgzEPwiT1aLLXM0/mp7d2L4Exj+7qQo6xMzOPx6723T5x8c/bS8o 57ow0D8wOckTe2bJP/nc/Agq+tA/TRFTA9AGyz8IzbIVga7RP2FkGh1V0cw/ JGiYVJBH0j9bYYLSadLOPyRjoiW+0NI/SM/QsaB50D8U/fEm4FrTP/LOGkoY idE/5Su+jfjw0z+6Oeh8mYzSPy6RJgUXltQ/C24ZnxSB0z88tDnsgkfVP5jk n1FCadQ/awJZOpr/1T8CMBqdxErVP0tOolZrudY/un1qGo0q1j8WQmzXZXPX P4ojOjMsCtc/vEVSd7Au2D9+ue0se+jXP7HG7LzG7Ng/JNLsgP7D2D8SNokx Ja7ZP1r86aU5nNk/teEgCUpy2j9Q6utnrnHaPwYMXxY7ONs/mllH9FZF2z9h p6aCCP/bP9pXmSEjGNw/Zvz3ahPG3D9snOHSsercP8rpyqAUjd0/pEioNkq9 3T8ubHTKAFTeP9hfmKb3j94/IV/Akuga3z+ABuZ3qWLfP3IYPmA= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA8S29SGbVfT8rYL04fQp4v73XNhqr oJU/O9WKDaOudT96GUTQRSKiP7LzqtZhYZA/NcLKgWq4qT/VOzcNss6aP8ix sZu6w7A/X8nPHRtloj/EkmQnYrS0PzXUNtOYUKc/ofyGf8GXuD9Fzb7vplas P9UD0k9ybbw/1sX6DQm8sD+jwgmeMinAP86qH4h8PbM/DLxf95wvwj9fHto7 Dpe1PzKdhW2gPcQ/e8L0tW3htz+PsBpODivGPyoCMVv4bLo/aqgsy4bPxz/Z eHPHbYq9P6makMHjJck/Yf2IIA2iwD/0ijJAKk/KP0lAGtX5q8I/UKVU/S93 yz8fWStLJ7fEP8MvgeRtvcw/4gEylxykxj/n3MI+Qy7OP/GHI3B6Zsg/ED8/ XG3Czz/5WNqFgwXKP/oycedrr9A/SWVqRkycyz87kYzGcW/RP//bZrtzT80/ ahxA0LgX0j/P+DLbGDLPP/rGP+//rtI/cGsz6F6b0D9e7WiwREPTP6neo8Cz oNE/dEvy5G7e0z8sGrQlI5/SP0yVnoKpg9Q/7WmhIYKT0z8EDD1+kjHVP8+M nL8yf9Q/x/Mjzfzk1T+nPk8KYmXVP85qcIaLm9Y/OGGc6mxI1j+tagRDE1XX P/P6ocd+KNc/ikTSipES2D+vum0ZmgTYPxz20zJy1Ng/t6IFC1Pc2D/dPEBU DZrZP5H1MoNRsNk/14mSvBNi2j8wQnq05IHaP4H0vGgjK9s/IHHpoW5S2z9G he3vMPTbP/N5UrT6Itw/QaGNma683D+S90ukFvTcP69eySR6hN0/wNOpsuTF 3T/KmK3xsEvePz8zX39HmN4/o7TV6YcS3z/8sNAgCmvfP2f+SGE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAApxh3fjdIfz/iSnduTn15vynEC5KZ 65U/jyM3LumCdD+T/n4kljqiP4EpNS7BMJA/N2vmRQi9qT/T6f+EdsWaP59F B2CFt7A/sKEklYV9oj/T9hEYxZS0PxcM3PHSj6c/IzaBHZlhuD9DWsqz98Ks P5Vt+o0pHrw/FlzSz1ELsT9wtEMVrOW/P6R77641qrM/oYucdbfqwT82f2A/ 2SC2PzN3bM8j8sM/fQ4n8mZ4uD/wnk5+y+XFP2clyfp997o/bB9H7UWWxz/T ij6D7/y9P0IdXrSq8sg/yHq7LUbVwD+EbzuQhxfKP7pbEYWc48I/4zgctdYy yz+NxWOTgPvEP8ejfhj7Z8w/3o00Y4/5xj/JyJd3O8jNPxCcTjeCzMg/Cm7Z CZFSzz8AKkDYX3XKPzaCQQG0eNA/0cbJErwJzD9nh7edoUDRP6XvEA0Urc0/ i895lML10T+Pkr9SBXbPP2R7kY6KnNI/CLfhSNSt0D/yb8OSS0HTPxRcSd6s otE/Y8j/odPs0z89naZovpDSP5T+ckQLodQ/pADNXyB20z+sg2fDe1rVPyYV cnpJVtQ/jkUMU2sT1j/g7GaE8zbVPxP7RDAbyNY/9NDHQN0b1j/1DNgEnnnX P6pYzgX0A9c/Co3Xoj0s2D8ucmgB7urXP2SazPuy49g/bv4MQhLN2D8l/npu NqHZP0g0+Ggoqdk/2CS6BeFj2j8sp1JrF4DaPwCdEhvpKds/ociT76hT2z8G GzxJpvHbPzPkA1uFJdw/xd7ZQwG63D8Muv/5w/bcP+uLo+Rvgt0/gqbP8u7H 3T8HeE4fxErePwJUvlE0md4/uYA8bf0S3z/m5GmdlGrfP+61RRU= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAQlh5U7DsgD+/4vKWdw58v6ADKwpe opY/siW6TdencT+NT9cGDpyiPxcPCdOi244/Y/Mntk0eqj972Xyk6wKaPxf7 uJ475LA/vzbBFxkkoj9GQ0iNFbu0PzBzbwcyQ6c/A+l5AH+BuD+D9NjtK4Os P2WRUFZ4OLw/Rzh8BwPxsD+5CywYdvm/P1kkB6xrlrM/ISZwyezvwT81SrmX bha2P8e3jdfp8sM/UI3k4dp2uD+O9awUJOfFPyp4DM7M9Lo/Zv9+vEadxz/e ys7k7e69P8jdFRyl+8g/QroDxkvMwD/c4zOIthrKP1/nGI1t4MI/Xr6YVDUw yz8SQOfzIf7EPwBZ28ZPaMw/ptjXtDr5xj8c5RDGqdXNP71/1egTv8g/1v3c s65wzz8zmjwuQlfKP0ddTTvCjNA/rxCynp/hyz+s8zw4J1TRPxwXBtgIhs0/ oUasRu8F0j9ipFruq1XPPwu6b688qdI/YXgDKCKh0D+vujfZfkrTP1gR1Zd5 mdE/Kyx57FLy0z91OS0eP4vSPyak4KOXo9Q/E1tfAJRz0z+B7oE4j1zVP1Kq VwU2VNQ/jR2rmMQY1j/gFMg+mjHVP59cC0gV1NY/Z28BKeMP1j+uTkv6gI3X P/EWWxAR8NY/xcM66NtG2D91OwW8T9DXP6jRRCtLAtk/LceUEnqu2D/zO6hb s8DZP3j2ynuridk/Cqr2/sqB2j/8IRZyLWLaPyRPjPPKRNs/fRYaF8c42z8M sBF2+AjcPy5PLi4zDtw/u4PhYNnN3D8ZFfjc6+LcPy7RG0Qvk90/QGFXky+3 3T/6EI124FjePw27f/oXi94/PniNgeQe3z9j7RiJrV7fP5eCOwQ= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA76Y3PHLjfz8r2TcsiRh6v2dy5V+h Q5Y/kWrQ9skicz9pys1DuYOiP6sjL9/1PI8/0z6D/uMgqj+YQsYTv/2ZPzgQ Da267rA/gAwZ+xoPoj8tHvEha7+0P2K9Hd6GOqc/OBgDjopkuD8VlsbSFL2s PwaIDMBu27s/pEHAnQxOsT9je8LltEi/P7G0cN4sR7Q/yTMzv7dvwT/nLjOs 2Ba3P8ywzOYQWMM/Sptmw4ysuT8f5kUcLkHFPwiX2r64QLw/lTOtgwX5xj+C YnJWcDe/P2P9yiTVaMg/p5pOvRtfwT9wIXaEZqnJP8up1pC9UcM/8DFfvL/k yj+AzCCMl0nFPxEzlykcOcw/lP4bUm4oxz+xeRCldLLNPyjr1QlJ4sg/YhmJ 3xFLzz+pfpAC33zKP1jqt79lddA/jvbclVgQzD9Qw4iN5TfRP9J3bi2Mvs0/ hgeDT1jk0T+ZIq3c2ZjPP+4Ap2uugdI/fjHMa7DI0D/juLEYdx3TPyMTW1iB xtE/tizA/i7B0z/pOOYLY7zSPwJcdz4PcNQ/NqPIZRyn0z/5usRK6ijVP9rd FPPah9Q/yeZA/hzo1T+jSzLZQWLVP8bm6f6vqdY/QOUickg61j9cA22NemvX P0NiOX0XEtc/E5vXcn0t2D8mZGgxrunXPzKwF2KB8Ng/oejB20PA2D84i1sD 47TZPzWnF9R7ldk/BQ6PuVx62j8Cvn23m2naP2t2pKNgQNs/Nu8BZzE92z8O B6TgeAbcPyz4m8OyENw/2L3Qx2/M3D/72gh2VeTcP8kq4c9Fkt0/pQeSBxm4 3T8zgf2+FVjeP9RKD7Lii94/k5Cafv4d3z8P1QuMk1/fP36UQNc= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAGvfBnKW8fj9TKcKMvPF4v3LGg1tU 9JU/axpXCP5fdD+PIP8rUVuiPxPLaT6W3o8/gngL7sf9qT87z7U090OaP4ql D9m35rA/3OEToyAfoj+9GwXW2s20P0LC9XWnHac/ADrDGnicuD+FUka5OU2s P9r7hZsaUbw/0s1GwmDYsD+NlulhTgTAP/cCYABFh7M/hC/C4jbzwT9uNxVl 2g+2Pxpc3Rca9MM/rURFYXp0uD8MOz7DpeTFPy7t6XDJ+bo/URlgCtCXxz8I lwxJ2/m9P0DatJv5BMk/yr1kRvfCwD/NIaLaz0zKP2+pqjpUrsI/m1INzM2U yz/Wq3J8iZnEP4LRCCF18cw/I2CqWhVwxj/5I5vI7GbOP+BAS+bQLcg/EvO0 zADtzz/6pGQV8NrJPzKXgAHSt9A/25xLEoCLyz+0N++cdGrRPwyPoQ5uWc0/ Mcn/eAsJ0j9An7OJc0/PP6fBZli3nNI/xXAMf6et0D/3pI/NqDPTPw8nfaNP sNE//38AJMbV0z+g5aXmy6fSP5+V/w2Dg9Q/mGlAlqiT0z/VgEkyMjnVP/4X kAuTd9Q/M2ZWWSDy1T86zBx+PljVPxLu9x5pq9Y/9N0UUo841j8gssR7TGXX P4Cz4Y5FGNc/gJ3zw5kh2D+3YUzgkfXXPzrzn/hm4dg/mKU5RV7P2D9NncMJ a6TZPx6Vr83zpdk/k0Ae0Y5p2j90i+6faXraP+tZbhanL9s/uAs49OpN2z/z Am7d5fXbP0f80cZFIdw/TEpGlvO73D+HTpOn0fTcP8JVSGPOgd0/rNwqdJDI 3T/GkllXm0feP0A5sxldnN4/MygaF4UN3z9sPYzzDHDfP5jTSJ8= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAk3qq6wBBfD/OrKrbF3Z2v/oiKCGB LpU/S6jF8Up3dz9zcBarVuOhP8FFBiFA35A/C3TwnOd3qT8r2OvWt0+bP+O8 Bve+qbA/KbMlZxKZoj8qtY7BR7C0P2qP4p7NWKc/lXfqwxLAuD9d1/dmBAas P3khP9TV1Lw/MaiNiaVUsD+uwNS5pX3AP7euiVCWlLI/Ls6451Kawj8e+idb osG0P9zmrAZspsQ/KC+mg9YPtz/R1lPuZ3LGP6W1vhpF3rk/G3qDD+rhxz93 1cU+p2W9P0ZMkqkgCck/xEuHONC+wD8S02H9kRnKPyr46heS4cI/J82a46I+ yz9KMeVktO/EP8TYfRwFj8w/3lg1X4XSxj+YWgGXVQ/OP0EK5Rdohcg/RlT3 A1i1zz/GQyLemBLKP/SyBTdvs9A/VWVBp0WUyz9RsuEBlH/RP9GZvEQvL80/ pagJUw8z0j9W4J/Va/vOP1p8M2F80tI/EbY/duJ30D+pRdFtL23TP12GOwPJ dtE/LSWxGuUP1D9yQPXvrG3SP2NMA1vBvtQ/1bI8SWpY0z9jzR7nY3bVP3DL ulZhOtQ/fxC/Md8v1j/uIbSlfxrVP8XHT0f45dY/QQS9KQD+1T9JpR6NiZjX P1jAh30I5dY/ANvzKRtL2D85JEx6EMzXP9oWqiQ6Adk/+oEvGYuv2D9dBUJp c7zZPw8tMW7rjdk/W8gAVmx82j+qAwwbjGfaPyATGZ/WP9s/gFKNa7s92z9B +ZGnUAXcP/gFrvzaEdw/bGT9X9nL3D9oNNzd6+TcPxosioLhkt0/VAbpVH23 3T+qigJiLFreP11BCg/Mid4/fOc2J6oh3z8jfm/j51vfP9ZoO9o= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAqc3+p2TcgT+Ozf0/4O19v2bRrG2t HZc/N91lfzN1bz+mpJz3idqiP7a68w+z4Y0/F2Nt+Xxbqj8T+vEdjYiZPy3l 0+DQ/7A/lWKLk+7soT85UyTuSc+0P0tTt0XJGqc/PHVC5vKHuD8O3EciRHas P2p/j5VkKrw/QUo9yBb/sD9g7MSXVdK/P7RDbiyMvbM/2fwZ7eDOwT/FnGVQ hli2PxVqk/KEwsM/tijZq6TXuD+mmnDV2KTFP/wthUxjebs/d1nOW0JQxz++ FjCm9oi+Pziqgpe7vMg/0e2WSjULwT/kiD5kYgTKP1lCDrHB9sI/DNsjkOdI yz9iI1y4b+XEP3n41JWdoMw/Kzne5ezAxj97Uu9vVhTOP1wS9z5ngMg/lUkO Zbegzz90Tgt9OSfKP52nGC/xmdA/BXwbt0HHyz++/yxXc1jRP/X+JZpwfc0/ +gclH0wD0j+xIWk98lrPP3KDs+bIoNI/+q6/8JWp0D/9SlwI3j3TPwmBsGga ptE/YTA6MzTj0z8/NWzXXZrSPxQLoFkqk9Q/JvSfSgGE0z9wI0fJuUvVP2J1 knQLZdQ/hc0R6IsI1j/oZGHv0kHVP/UzCOyexdY/D5gEhVke1j8Sf4vjjYHX P4zmGicE/NY/C8dGkXI92D8uOPkSudnXP+s11dgF+9g/62IEZb+12D+saYxp LrvZP8HI5m0wj9k/MVGuBcB92j/Vel5rOGbaP8jcq0LyQds/2oj6x5872z/d 8nMm8QbcP1wMzH06ENw/jaXg5C7M3D9G8/hYluTcP96Qmydukd0/kKHXr/C4 3T+bYGvqp1beP21roYZQjd4/X8b67O0b3z8/n6sdpGHfP52dTPs= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAADiW3drxofz9KV7dm0515v3AqLXaU D5Y/cYqxnf3ycz98KBvixV6iP1+r+WXD0I8/6gJXP632qT9ruh6SLFKaPzJ+ j65a37A/jDAU+Notoj/T7DxSAsa0PxYghn1YLac/2XhylcWYuD/V1OfDnlSs P99CPRxnVbw/zYaPQRTUsD8JCycXdwnAPwAa5ZXzfLM/Xch9qrb0wT++BZ7V 2gy2PyLDxv8C5sM/nnZykaiQuD+Nvs4LE7rFPy7myN/uTrs/trZIGhhHxz8/ XDspS5u+P9JueLXTi8g/OSmhLB08wT+7ZMOozrPJP4NmiWxVR8M/Zgg6W9zr yj8J9kXtekLFP9zWr1RuScw/yVoDJxwYxz8Pw7FUz87NP8mhNFruxcg/3QLq ESRyzz8tlS/QzFXKP9p0XzSVjtA/ieGNrPndyz+F57ShAVfRP2kvFgVUgM0/ skJvXUgE0j8+rNTA+VjPP/8PVJvkl9I/bSIfPHqy0D+R3ElAPyHTP3XvwjC5 wtE/32/ouxCw0z/A9b1Ogc3SP5BKKG80TdQ/qbQXNffJ0z9hVoaqnPvUP3JC U5MotdQ/6i9rjdi51T+CAghKhpDVPxsKumaNgtY/7MFSCmth1j9AfH9bB0/X P2DpJq+KLtc/X/SQVv4a2D/ZCq9NLfzXP5g/4QxG5dg/Oln4MH/L2D/FLIE/ EK7ZP6kF8pdOnNk/FhCHK6x12j/yu4VFTG7aP/GpmNpKPNs/sLsNMEdB2z9e GqLZGwLcP9vkncoPFdw/RS/HwVzH3D+NaRJ8aOncP+1KIhNSjN0/gudQxAy+ 3T8bW55QOlHeP+5wbiC+kt4/7xXI/UUW3z+wT94MTGffPz2rPIg= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAActRGTZZsgT8f242KQw59v+KrTBI1 AZc/qYQzLXsscD+KUQNS59+iPygHWaY9zI0/j9K28C57qj8hG18vKUmZP7ct QPSgILE/gdGybE6roT+0lkgRVga1P1bMbv+wrKY/Yr8yQl3euD/FR2dqb8mr PwFTOUTmrbw/qnaTGZV7sD8raAjl30fAP7xfIvohALM/mxRO1u9Lwj9Cbf19 aF61P0ciXSbaWMQ/U7hFRPqqtz+cksds2krGPxA+1x1gLbo/RgWaBVD1xz8d v5hS2z69P7xCqlrvRck/TlVvhwGCwD8BahCUpFnKPz1hPIF/ocI/ktyWZhdn yz/gIenhP8fEP4f04vpTmcw/HT3QgDbIxj+4kCsYQADOPyHUupZ9lMg/5Nrk EhGUzz8nvTTP3zPKP0ZDLOlTndA/skT0QnzAyz9lDcxttmfRP6fj52zqXs0/ VWe/Yhgc0j/4YjS2WSnPP91FQZGsvNI/j+wxRrKN0D8qmV+cmFbTP9syrdRf jdE/u0bgFK310z/lHsb15IfSP39n5PS6ntQ/updbr3B40z//GcYvvlDVP9R+ Ew4HYNQ/rJ6u9Q8I1j/Ck8ThTkLVP89rxDitwdY/N2BIOEsi1j9UYj063HzX P0wDadC1ANc/LaMxzk462D8MXA7W3NzXPw2MKoiP+tg/xwyvtTW22D/NBKrx X73ZP54tyeX+jNk/Z9+4H/CB2j+h7FNRCGLaP5djpn5XR9s/CwIAjDo22z8o JeHZ7wzcPxLaXso7Ctw/2oE823DS3D/6Fp1iVN7cP6mRPKzZl90/xaA2K4Wy 3T9CJuURS13eP8alJ1+tht4/Ruwileoi3z9beYN1p1rfP7bnOjQ= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAk2LZAg0bgD9f97L1MGt6v4C05JOK n5Y/NGLTJiWzcT+vww13D9+iP5M+LxKdz40/IP3EcsWsqj8DxkIr/OWYP9du W/gpSbE/Pk98ZDxaoT8BK5GNICi1P7uj3QYcaaY/FpGz7S/cuD9bpGUTys2r P9AQEm/Cb7w/27i67ri5sD+0RY+/FwbAP6ykFEWyg7M/xN1y1bPrwT/x2rN/ 4B62Py0jx04U5sM/h7Zx84WQuD/Ih1Efh9TFP7dTw7gGGrs/OzEEw3mIxz81 Z8TXhxi+P68iZuAK68g/WnWzAebcwD/zOUgnlhHKP0uRBO6N6cI/bdnBg5Ap yz8EJb7ExgTFP9dccmuAWsw/zdRAEAoHxz9/LmvN37nNP1k2e+Hd2sg/o5RQ EFVJzz9mA8nRm37KPyKbiLuledA//JQ7ntgHzD+r2cZd6kfRPx1L8oyCns0/ NqDROnQA0j848Q8GomDPPzWoIGAlpdI/N4pSdzml0D+0nlmTZkLTP1Mts92R odE/mXPt9jfj0z8G8rgTWprSPzC3C/HvjNQ/CUg0szuK0z8cvS3ZN0DVP7fb q2SNcNQ/XKbRO9z61T8RjKGbgk/VPzyDYXeYudY/ykir+V8q1j89LOVo3HnX P2M5waG1A9c/CP44GY462D8xAQeLndzXPyFfPKh++9g/szmdlUa12D8LaElP sbzZP2PKKYitjdk/oYvhJCR+2j9mQCtM1GXaPyxsmL7gP9s/ePkNTLE92z/H o+gYBALcP3NbV4snFdw/BqKYKLHE3D/M9kAVFOzcP6BQBFcBiN0/zuFugF3C 3T+Eg09//kveP4NIvfH5l94/gS0GFKUQ3z8dOKD27GzfPyaYPE4= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA9m45LuzGgj8nEHNM78J/v4KG+qQ7 EJg/UjT4xMHgZz82KzpYBqGjP3egfY3Bx4o/gEOR+55tqz8/OaoZSWSXPz/e ofjCn7E/cnDvYwqtoD+RS41qW2m1P5xi5Uym5qU/eZkVfPz6uD+Vk6H2MJCr PxVITAcfW7w/loGAVlzOsD8GKl6x07C/PwsG1RIO37M/kHDqIIWWwT9XtcTo Pcm2P+ynUQhrcsM/Cq1cgNh3uT+wCV8XuFbFP+lPqMikFbw/mE5i8P0Vxz99 LAh9f/2+P6AFZLcFmMg/aZK1KusvwT8Qlr+B//HJPy01jZMkCcM/drtUA6hJ yz/4QitFr+TEP6u4LuTmt8w/+3iEl6Opxj+bXOqFiEPOPz0I/Cg1Ucg/trx8 V6Hjzz9U25yKT+TJP6Io9vlJwNA/+nlgIZB6yz/uZ5v6+n3RP5cuSVNhMs0/ hv+RFh4j0j+XMo9OThvPPwwbzEt3ttI/YReni+eT0D/F7nfUQUbTP0HdlJy2 ndE/ZRO1HaTd0z87UvHs7Z/SP1MTsk9jgdQ/5+uNVMiV0z/3erM6GzHVP9sd JgOqf9Q/Mbu0xhvp1T87d74QQ2HVP+qmjLMBpdY/GiWAvfY+1j+5xvrmcWLX P+ieqyMgG9c/hcjysHoh2D+yNk3zsPXXPxNInN/o4tg/w1A9XtzN2D/ISw5T 96bZP6bmZIRno9k/XUmMOh5t2j+qgoA22nbaP95AOgZ5NNs/xSRsBBlJ2z/I MNG/OPzbP3HObuTyGtw/ajaAOuDD3D9pYlkD5ezcP1WkO7JEi90/GI43JRq/ 3T9TUWXub1LeP7R6p4KIkd4/54GCFYEZ3z+44yP1EGTfP5b7RDo= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAmsbwgRD0fj/U+PBxJyl5vzhURY+V rpU/UuNQOfl2dT+wuZqUawCiP0ez/U0WpZA/DgioM5ZfqT8msHypWoCbP7x3 W3tVdLA/dz18XuUDoz9Ka5u1mju0PyojybYnQqg/DroHqHbxtz9rUr2ePKOt P6k9lIDJlbs/A4w43bGTsT+vI5wcNEO/P2QMl6etTLQ//VWw37+LwT9/6jhr yN62P4EaBrath8M/3MfzJFNNuT/P7S2gf3jFP6yHCrcV0rs/qHCDD90zxz9a 6MU+wcG+P0C9lofspsg/y9qCWgQhwT9p4/ADiefJP9XnWxGbE8M/ngsroBQe yz/R8lSoQhDFP6A4naeNa8w/BPkV1Pz1xj/icdAoyeDNP/jyFYb0s8g/z/es e0B8zz89oGxmsEvKP2QVYaW6k9A/d6CKyq7Tyz8hEBqiIGDRPy7eSwQWbs0/ DroxTqkZ0j+HvU/fNy7PP7MCrY5QxNI/uS/GSA6G0D9+OhsnuWnTP4mR8Uk/ etE/tx03sa0Q1D/oR29Z5GzSP3q6c683u9Q/v0TM9PNb0z9ktoN0XWjVP2/i VclnSNQ/YZcZ8AkX1j8Lm1nnVDPVP5I1xpdFyNY/dJZG2bIb1j+TK5kqa37X Pww6DeAm/9Y/orwn2bY62D+ZQhjLdNzXP4/PWO+E/Ng/RMmATkC02D9/SE5d IsLZP+/pJHo8iNk/JY5vR7GJ2j/gPZ0pR1raP0aD4lSyUds/WuLDtd8r2z/H MmDxQBncP3TM37Lq/ds/jM1dEw7g3D9Gy3sqt9DcP5cUws0vpt0/1R2xCS+k 3T9j1hzd6GveP6P175MPeN4/px+WqIAx3z/6RRBiEUzfP7vpQjs= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAaatICklFfj+k3Uj6X3p4v8Iys3OP pJU/LWmZpxGfdT+mAKzNahOiP10l29sXf5A/z0cOJ7SRqT+jMLDCHhybP5Ft CuCmn7A/zFEelUKtoj/wE9byjnq0P93RUzw/xKc/xT8uD1FEuD/+RnDQh/2s P2cldGwE/Ls/RKRY8XYtsT9a/UkIsru/P7cy6bsv1LM/mM62k+DPwT9H+SsD h1a2P9qf7X8G0MM/Kr0kkaG8uD8CZwTqcLzFP0GVXSMzSrs//tdAQBBlxz+v GUvdWl++Px6kdzBmtsg/7POhsYoRwT/55Xdfoc7JP0Tl1LWCLMM/zrDSF8Lg yj+kTa0wlU3FP8NBUg1AEsw/4u9gbkpPxz8uO1O/GnPNP6opk++iIck/1tuJ 9TICzz81vI/svcXKP61q7tPhVtA/5PVvbWBNzD/G0ggrhSrRP+dYbvJM2c0/ jVK8dXDt0T+JjDqQqYbPP9D/KYtSntI/nDJJTAys0D90Mu+l2UbTP5OZHcse ndE/vStA1yTx0z/iOWYzbYzSPwkuS8g1otQ/MNH02/V00z9g11wvyVnVP3PB fA78VtQ/BqlflTgU1j9miRNCJjbVPxPk0MbMzdY/8uc7qisW1j/W2LoI4YXX P8yM6wGx99Y/rg1F4po+2D+M8frBkNjXP5esDH0m+tg/PezMwJ622D+clRyP HLnZP9GcVkhCkdk/VsPdG9B62j+vCC9VKGnaP5qA/Z40Pts/BuWoa10/2z+v L85RdgLcP4vPcVK1FNw/KxkFPCLH3D+qf9QBo+ncPw3cCrcPjN0/YFZoIE++ 3T/BYi73PFHeP0Zp3nm7kt4/rTzpW7UW3z/0KL2u3GbfP93yRLU= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAz/SA5mj7gT/ZGwK96Ct+v8W2vkSV eZc/QbLWxvSVbD+Wf83hUDujP/ZOMGeXXow/6oCifZb3qj9tvocVWlCYP3Dg pZGsarE/DmznMTcXoT8qu8AHL1C1P2qDfhL/GKY/EghgB3EVuT9htgzgR1ur P7XUCnNivLw/9fTB6hhtsD9ZzqpX8jHAP2CT3RT9K7M/7Z+eGc0Wwj+eVlz3 rci1P8OENgL6B8Q/WfOSjLpMuD910EYD5t3FP13C2PBIB7s/27ZMuipqxz/0 WzPpJVW+P9OnBS3+qsg/N/ATtfIcwT+0q1uvhsvJP4kf8WWdL8M/gUT33UL4 yj/vuYhqFDbFP8JsbtT7R8w/48REp44Zxz+kPDYzKr/NPzUosHuT1cg/8Z6h t11Wzz8b+Xcqk3HKPw+f5FVdfdA/IY2DaWkAzD82zOVrM0jRPwZmtHDwnc0/ VJ6O20MB0j/79JXEAl/PP2jEq7geqtI/A27HHkCg0D/hKV1X8EzTPyWirxkI l9E/2+oyLSHz0z/EenPdcIrSP+m7fpEZodQ/UEPBEhJ20z8QoAY9iFbVP8L4 0gA9WtQ//lJczPAP1j9u3xYLbjrVP5YGvcxhydY/cMVPpJYa1j/OwuHPQoHX P9GixDpP/NY/64s6O5A42D9McwVpm97XP3Pz9J0I8dg/YKXkn7y/2D8O5yYq zqvZP15LTK2Qntk/iG5QjShp2j99Xbzjz3raP4fDcEPQKNs/G6I1x8FU2z/T O+EPSurbP2bDXpThLNw/atopAyOt3D9pvq86ogPdPyeM5Y4Gcd0/R6aNSFjZ 3T8+oMvOvDXeP8srQaI7rt4/smo8UiH73j/t+mm4cILfP7o9RzA= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA07mVxGc4fj8N7JW0fm14v0Rg+yym 4ZU/JLN4wraqdD/ndONUOluiP7B52Jrx3o8/RenU8wkHqj+37SIpczGaP3Mw 2pxr7bA/Ccx+G7kRoj90TyILls+0P9ZauwsxGqc/DP0fngOOuD9vzIyyImqs P+xPi5yPJrw/v3lBwesCsT+mDiXN37i/P2whDvcB17M/aZ7IwyG2wT+lWQij BIq2P38DWk7RosM/4PVL9AsXuT92WSZr5obFP1qwGSFItbs/cjTuo6U3xz/K YPAVMLq+PzlgcVQBo8g/0Teoje8kwT/t9u/9pODJP1DUXBd/GsM/4MxU0lgZ yz+PMSt2/hTFPxJEZu7lbMw/ku1MjaT0xj8n1sN8F+vNP7KOIjKmqcg/o7Xg PFWSzz9o4jilmzXKP34ZTi08pdA/Qpiwuquwyz/9IttNo3TRP3i4yawQRc0/ 7k2ZgEwo0j/IlYB68RDPP4rS5TVlxNI/4l+NofmF0D/M1QkWVFnTPzr2Aluk itE/Ti4/QhL10z9SN2fIf4jSP1I4dzULndQ/58bIbiB60z82tn9fVk/VP5zi Wd5uYdQ/5dS6XGUG1j+IXbh6+UPVP7kO4q5gvdY/Tb0qwpcm1j/dBkWEQ3PX P8NeYYZOCtc/1pGvvlsq2D9jbZDlz+zXP/XUm/dS5dg/3sM9RnLL2D/P13gh G6XZP51a+rVDpdk/caSENudo2j+VJ4g6EXvaP1b6+IYrL9s/S2utg2ZO2z/C GlGWg/bbP3fk7g2oINw/uRjBCBG+3D8ZgBg1tPLcP4NuPklyhd0/7MM0juzE 3T/cVdbLk0zePyx2NqVkl94/mjcf+4UT3z8GLocPDGrfP8nfQ5M= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA+CBwgrnxfT8yU3By0CZ4v0WHqkP6 bZU/HRe8Z2Z5dj9PlkfSGeChPwn6o9K55ZA/6JeTlg9DqT9xkKXjZ7mbP5L+ 2or/brA/yi99P5EOoz/JFwOk5020PyrK+dmNHag/wpDW6rkuuD8EpR8Ztiit P+2MjypmDbw/vDw9MxUcsT90ml6ZlPm/P5+V1CpNlrM/MHF3cN8Awj8XtKpJ ifS1P1jri5onCMQ/MSboW19MuD8wq3iAnO7FP+UMdfbb5bo/leXoq/mJxz+A /voFiBW+P7uf9bJ/0cg/TfgjL3H2wD/lDJ0f+OrJP1i+r/UrEMM/gnPSURMJ yz/uiq32QyXFP+oXo7jVS8w/uRkQw7QVxz9kEIZXnL3NP3ZUYFch18g/loFi TrpZzz9zFreTNm7KPwFWcQCxhtA/OR9qFMLtyz+A19M7p1zRP3JP2NAIdc0/ C/Jj/4Mh0j+LTet8gh7PPzm4QODT1NI/NHoy94p10D/Af1ucQIDTP0ZMsdS3 Y9E/HtJnfREt1D+Bkz6NgFDSP/m79fHu3tQ/P0NKsjw40z+KrUBKopTVP0nr mPMiHNQ/Khkq2y1L1j9DGUn8MP/UP/R4Kob+ANc/EVPi6vni1T81So1e07bX P20bGay+xtY/sRT02A5u2D+H6kvLHKnXP+ZOlCQvJ9k/7klFGZaJ2D9VfjCk 1+HZPxm0QjOHaNk/2Mt7nIed2j8tAJHUcEbaP7nvbkAMWts/6XU3yoUj2z8P hL2gfxfcPyt7ggOs/9s/mNnRyBLW3D87vwd1strcP9sbUD7jld0/kxYjmXu0 3T8GsQ1071bePwIb//wIjd4/5Ml9vR4Z3z+8myhNc2TfP64NQq8= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAPrGGu94jgT+2lA1n1Hx8v+o+5zET Bpc/jDjJrgIZcD/0zRifQP2iP38VA3LYVo0/1wxOxe20qj+SpjCGq9WYP92y s15kR7E/NMfLl8ddoT91MWY9Qyy1P9OWM6fWYKY/Ifr0lfHzuD9H0uLCRp6r P4YUMHbNorw/JLWc562GsD+hiU6X8SvAP9IclpX+N7M/4dJ7JwIYwj+z8KHb Q8a1P3AMUD8DD8Q//+NfEqg+uD98YYRfEOzFP0+gXTj06ro/BEV4ZSOBxz+m P9ySNCe+P5RLGgUGxcg/d0z/3OoCwT8x/vvhG+DJPw3NUDMIG8M/13p7yKIF yz+YgwSAtCjFP0NNCsuXU8w/YeSosPINxz8l7crVP9HNP7F3G9l9w8g/rbRS Dnx1zz9e48bTdFLKPwL2P1iNk9A/PN/MZAnUyz/iEMsSf2DRP67c6SJZbc0/ BGvxk4YU0j+cW9BTfTjPP1r3abIws9I/EjsJJS6X0D+3iObW+UrTP1BDJpr+ mNE/0YH7RHPo0z/O46rFHpXSPwR5RUk1kdQ/NYb6WvaF0z9MyDchAEXVP4fQ oRzFa9Q/sU3NeA0A1j+95KVeUUrVP9DwupnqvdY/NttR1w0m1j/kbpCXN3zX P7v2FXNaAdc/r9Jd2Ps62D+JLOLLL9zXPyGTtkn0+tg/sgUj9NC12D+DeGUG W7zZP+u5DdEDjtk/eY5gmN1+2j+MPazYGmXaPwKaqTkJQts/ncv80Ig72z+g WEHolgXcP5mm/ruUEdw/bAui8nbJ3D9njTdLTufcP/0xrIi5jd0/cgDHTqW8 3T/Sg6l9dVLePzNIY/OCkd4/LtTUn7oX3z9zkdFq12XfP1jJRzQ= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAYwOGKdMDgD8BOQxDvTx6v9b5//9Z K5Y/2kxmdueDcz9Wn3VwO2OiP/jPjyztvo8/U4W7Ok7tqT+btVWb6mSaP4KR Qs+l0rA/6wmutkRHoj/INVe0ZLS0PyuOUbmTUKc/e7HH1f6MuD+RYz1DLGys P3xus9hOY7w/L1sZhSzGsD9NQ2gfiCnAP3ipYoXRPLM/hhIZF741wj9scWf8 y4q1P0v4dVDcRMQ/SQwU8PXStz/dOkJx8SzGP43t4RQyabo/cxtLW0nIxz/D kjan6Ji9P4xxifzNFck/fiaQ5SKywD8K6HWYuDfKPzTj1nxrw8I/dlxtI0JX yz/7oRIlFdfEP1HV/Sv/j8w/U1y1T4vRxj+wTVRvJu3NPykXkj+Xp8g/gtDR 8iJtzz+Ix0fvzVrKP1ltj0fsgNA/i/Athkv5yz/nVYKxUUjRP6NSe+Wznc0/ 5qKHrxkA0j/W66McV2HPP3nqd+QfqNI/80f78j6i0D/CVIBWL0zTP0R3jBrJ l9E/Y71cGHv30z89qEnyFobSP5yE7eOOrdQ/nXpSwJxp0z9XCqEuR2vVP3uO OA9+RdQ/bFjYB4Yq1j8B2prP2B/VPxxBA8KG5tY/6YoJr3H91T+x/U0wp57X P/BnWNrq3tY/u0vLYYFV2D98s3RCqsHXP/5Q/aYGDtk/1Efclr6i2D+Rgrd8 scnZP9uvu1qtgNk/8Xx2d3eI2j8VT5b5gFvaPw9RBXqISds/kxShkAk02z9w uNU3AwzcP8pGamwoC9w/9DXL0UzP3D/eYg5seOHcP37k844Yk90/701/SEa3 3T/MwskjTVfePzwJQ02rjN4/00/42ugb3z/NFa4vqWHfP7baRpg= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAnJDfJZB4fz/Ywt8Vp615vxBygGNq fJY/82tk6KU/cj+r0FHAE9yiP6QKH+2L240/zkwFZXHFqj+iJsJGpLSYPxgM 01bVa7E/vBSNp+UUoT8hH9Q6N2q1P3q7V6zu5KU/89UnpA1FuT+hGn2mDvyq PxkznCQbA70/kpYwOWAmsD9ED5ZPDWXAP4gRByXHxbI/vAp7s3pdwj//gKPD Uju1P61XAUR/YcQ/hE39CLCZtz+BT1o6n0bGP0PEsYLWNbo/1/jqtyfcxz/8 1/btK3G9P/4pQICdFsk/DG7ZYVOxwD+pVO95NhrKP5J2XZvt4MI/W46sQPwb yz8UcNMHWxLFP/edQm7lQsw/rJNwDaUexz/IHIUT4J/NPxBIYZvd9Mg/LXBw 6Wgxzz/cJ6n4h5bKPwbhBS/ecdA/MQlBt2cXzD+KVCRuXkjRP15VN2yanc0/ I1cYTt0J0j9eg4Lfz03PPx1hNu6otNI/TtE86bWV0D+baCJE91XTP2tj6iwB jtE/+rCQhRX60z+mtBWFfIPSP0WX+fIBpdQ/9GdGsSly0z9Zc8iKxlTVP3kl EbP+W9Q/ECU2syYG1j9eDT0kOETVP2z4bp0ZuNY/m9Od094r1j8vm9TRL2zX P2/K0ThiEdc/rLu8WHck2D+MQ4NLtPLXP8CpMsLG4dg/FO+me/7O2D+PHfNW maPZP+AUgIDFptk/RyS4+alo2j/Ap1R3TnvaP1Y4X2yTL9s/TS1Hnv5N2z83 lgEJOvfbPwVpPpvxH9w/8Jrv7vG+3D/k/elO0/HcP8YP1ZRwht0/qiKeQu7D 3T94FMIJqU3eP5C3SmdPlt4/90d+easU3z+rHSiR5mjfP7eyPnY= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAmM8KffeIfj/VAQttDr54v+taDrwC vJU/hcgshkRBdT8s0mdM0h6iP02CY95IaJA/F6uhiUKUqT8Raon9ARebPyjx k7JSk7A/oUoL8OrFoj/Rn5pN8k+0Pxu6yoZ4Gag/ja+a1wLltz9vZ5c/JLyt P33IXt+OVLs/MAFufuzUsT8nUfmEV8S+P+zeOT+Ky7Q/aX9wGWIwwT+ll7j3 g5W3P5z0kvXIGsM/qhPapRwnuj8+xOuD9AjFP8zaju8rsbw/oPOm5lfNxj9s 4n6Qy46/P4HLKaQdT8g/iszvPdN4wT9F4PjQ0aHJP/jqU0RSWcM/Ln2/0LXq yj9AgcB3oUPFP9gYXa7ORMw/zhhWzbscxz8seWVW07zNP6zrgFjq18g/4QRQ VbpTzz8qk8mMNnTKPxbzFmzyfdA/EuUePT//yz/0CRi4PkzRP4vqT9jZlc0/ 2xcn8kYI0j/uAWWX/FDPPzP3MW/Ts9I/ODtBaIuW0D+aZlXTFFvTP21lt53j iNE/O3GRINQH1D9j9BTqvXXSP7T4OBNIvNQ/hAYHkeNa0z/oV/aaEXXVP+tA 46KzO9Q/dEieoVst1j/66dQ1Ax3VP7O1467g4tY/UxYpwhcB1j/LxVnmTZfX P9afTCRE5tY/Fe10Pu9N2D8lEstlPMnXP6INpKK7CNk/MYs1mwmo2D9BePuY mMfZPyy6dz7Ggtk/zpl4QUuJ2j84MpQvrVraP+UJR6mHTNs/vFtfYQox2z9v ZE63cRDcP82a8ey5Btw/7plMcKTU3D/l/ozNINzcP9gP38IHmd0/liKUFFex 3T9wxQkupl3eP5kGA0NSht4/1NH+j5Ii3z/Nk6d6/1rfP42MSGo= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAAuqjRRs+fz8+HKQ1MnN5vyFqcHIn BpY/roukrLEYdD9h8evM91uiP8+Htrr7248/x5tdrzj6qT+yiBGyFUuaP9Hp asGS6bA/TVld0moZoj+ZTDWu5OG0P4tglcWT9aY/inAHkUzTuD9z5b3MkN+r P7+h4GmLv7w/7Cfs8+9psD8q+nxkl1/AP787Ofuy0LI/RWoVVlNvwj/twW5+ oRe1P1ZNyaJ3e8Q/NWJtS79ltz96pU0T9FjGP1EYy9AsEbo/EV2JzBPixz+K D7rEU2W9P3MrpWGeFMk/l2x0gFKzwD86v5CceRPKPwQMvHiq58I/c2ec3G0P yz/8luNr6R7FP46Xp1YXMMw/FZoLJXMxxz+3ftVcvYnNPx/mEFIAC8k/fFAS jfMazz+ORwdV/azKP5Ubq29rZdA/E5T2NU0wzD/2Rj7ZZDfRP4dwA5aNv80/ M9rG7Djy0T8/fSWiGH3PPxzqQUzFldI/T0gxi5m00D98qRNZ0i7TP4si+Rcm tdE//zGYOn3K0z+gMw7QFLPSP3Vb01BdcNQ/w6NsU86m0z9klYvKtiLVP28D TnMOjtQ/BFuPVKjf1T9p1+OCtmrVP5aVNQDTotY/cDbXcCVB1j/70DKVNGjX P6WUc3VdFdc/UGlqsfst2D/pldXyL+nXPwhU003m89g/ykQG8N682D/5nR6f +LnZP3SUVDhmkNk/zyDqsv9/2j84qyK++GPaP1/h25K0Rds/Q4TKd9032z9I 1xTV9ArcP/MnK882DNw/FaEXs9HP3D++98GK8+DcPyBDcvl8lN0/Te8A3uG1 3T/H2PY3L1nePz/zFTnJit4/MabXORce3z9wv87Qel/fP1ofRYI= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAMwQiiZ19fz9sNiJ5tLJ5v6b6UpMO BJY/n0kaKRUhdD/3V8/ceUyiP7l2lL35DJA/aiS12oHWqT9sd2Jbg5KaP80o 72xyzLA/VdtUe6tToj+phFbK77u0P23wUo19Qac/M182/+SouD8iCGDwXzSs P8ET0sd4kbw/6LX6lQKYsD8r+7JFO0TAP7w5zThrB7M/vPh+B8JNwj//pJsb xFq1P/nlGVtJV8Q/8TDM2huutz88/EuydDrGP9BqzpIrTro/TyIMSjLQxz8N hbTJFom9P3OfhNxfFMk/l/iUBZGzwD+ySPjVbizKP4yCVD+1zsI/50mVm2hJ yz+ItOqs7uTEP5lXBBspjMw/DNquYGHVxj+eQ6fY5f/NPzohP9bXlMg/iPpB 9BKezz+Bndft3SnKP16l0fLMp9A/goCpL4qryz8hfw/MhXjRPy4AYbBLPc0/ +4KhfyAz0j+sK3B8SfvOP9Dhk8gL2NI/nFDfDlNy0D8tt84fWHPTP9oUPlGg cNE/1zmgc+sQ1D/HKwaXpmzSP1CjEJv1tdQ/6VsvCTZh0z8QT2JEZmHVP8NJ d/leT9Q/VhIvSZUP1j8XIESOyTrVPwpRfcl5vtY//HqPp34l1j+5zr6jNW/X P+iW52ZcDtc/FHb8Thsk2D8kiUNVEPPXP+6uyap23tg/5ekPk07S2D8jES/C EJ7ZP0whRBVOrNk/QbvZ6rdh2j/GEDOGQILaP1NxQbXuJ9s/T/RkVaNV2z9M LHCibe/bP+7SzwG+J9w/2Y1SLF233D/7CocRaPncP46oaTtRf90/4IkJnA3L 3T+ahFG/JkfeP21Hu7HRnN4/CC/hd+AO3z+YNsWSsW7fPy9WQBc= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAawNqhrwmgT8QOdT8j4J8v+8pGtC5 zpY/eYz9NWj2cD82DuXfT7+iP3YU0m6bTo4/GVcUTZ5Xqj8PEqR2SpCZPxsV dtN/E7E/uQJHrpDFoT9h9N0WBwm1P/oQRPROp6Y/bJThpyT+uD+xnQmf4Imr P8qcD1wz9Lw/4iy9AUg1sD9EuMXWvX/AP4u/pxZmkLI/WdAVIFyVwj/G9W3q j8u0P3XLXtK5pcQ/92VC7DoRtz/yINcMD4DGP2QhuN32wrk/4DpW02z+xz/q UyC3oSy9P0KzWhPSLck/yeS+zh6awD/+cG24gkLKPz5a31yhuMI/p0os47Ft yz/Hs1NlpcDEPyr92/tlx8w/ejTXfySaxj911LsN31DOP2SQKqHeQ8g/YknC e+76zz+pTldmAs3JP0OfQJrZ09A/uYzL4HBTyz/kpXRz45jRP6iylmGQ/Mw/ EDwDg1JC0j+Euax15dzOPxRvVWP119I/WcMddGly0D+9o//O0WrTP0koDaIm edE/S7B8pWoG1D9UtSllJ3fSP2ZLknrYrNQ/0rOtKVNq0z9KXXQwb1rVP4k7 ZQ1WVtQ/RqbGKYkK1j8njKyt1T/VPzv5ROlzu9Y/ytLHh4Qo1j9+ngf9IG/X PyPHng1xDtc/CoiYLR4o2D8wd6d2De/XPxNK3lQB59g/v0776MPJ2D+Th969 g6rZP9qqlBnbn9k/cJbRuLRw2j+WNTu4Q3PaP+3u7IfgN9s/s3a5grFF2z9q d7Wb8v7bP9CHigg5GNw/qSAPX3bF3D8seMreTuvcP+6LMKRli90/gKZCM/m+ 3T8QWCuL71DeP/hz4eUIk94/grS82k8W3z8esekvQmffP3Q8SUk= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA419piVMqgD8D8tICvol6v9Woe+NL WpY/4ZB36B/Icj+BsbEHGIuiP0eHn896H48/wvVv6d4jqj+81Ow9yfeZPwS3 J+3y7rA/6L7jeqoOoj9KzGXZOMG0PylhNG/rNqc/U5DhIzlsuD/jpQmnt62s P+WqqD3f67s/yB4kIJw9sT9L3QspkV+/P8hSJ5tQMLQ/IEALHhZ6wT82FoPu GwK3P+vlr/0+XMM/CjGglTCkuT8KQxCs5TzFPzLdRZ9JSbw/6Ftk2hXvxj/c EQSpT0u/P6YPlrV8Ycg/Y4iDLHRmwT/Ktxk7TK/JP3MTM9rXS8M/9tIYdPn+ yj96K2fUXS/FP2ptdLM5aMw/O8Q+yFD5xj/NFwxR3fHNPwtN2l3gosg/++wV btSTzz8OqwN0HDTKP3JxK8W6mtA/W+j1iq7Fyz++I8JrB1rRP/a2+3BIes0/ ltH8rhD/0T94jrkdaWPPP0RCL49bk9I/KPBDSAO30D8Jy5jVWCjTP/0AdJuf u9E/Y4BPQYrJ0z885VbJB7TSPx0QVigcetQ/HO/pew+d0z8c6Wgc6TfVP7ev cCHceNQ/Bus3J+X91T9nRzuweUzVP7fdG/FRxtY/T+7wf6Yd1j87gfU+Vo3X P2TksMs78NY/P9jhmf9R2D/6Jl4KLMXXP5/tt7oCFdk/NKshg8Kb2D/yYvW7 MdfZP3vPfRstc9k/DKXwyvCY2j/6JhymB0vaP4g61URfWts/GyvRxTIj2z+L wC5kmhvcP60+EUCR+9s/eY4laNXc3D9YCrTV79PcP13iuotOnt0/EVC4SxCs 3T8N27q1PGDeP/vwUbu7g94/dx+mY8Ui3z8nRgCnzFrfP49WQdw= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAb7DGrN+ZgD8Zk41J1mh7vxrsb68f sJY/y4OmuNBwcT933e3js8yiP3LXrl4LGY4/HrIvmQ+Hqj8EXG3eZzGZP3yF yNaaObE/9yGip1p5oT8zl+eqZTK1P1fLMMyRVKY/MSx0heYXuT8obuTjXFar PxbHAgcZ6Lw/lwLKVmJBsD9S3wpHWFzAP3BxHTYx17I/8hmX9vlOwj+UYms9 VFi1P4LPo21IQsQ/3F24tR3Ytz+K6z//DxHGPzKM5vj0oLo/ctjW1oeRxz/H GB+wawa+P3mwEYkJv8g/kOcHWecIwT9768OHRcLJP8LfiI3eOMM/5sqhldHO yj+LM96yhV/FP9hQLJ7NBsw/zOCG3bxaxz/51s8YZ3fNP9+NFpZWHck/10a2 90sczz8yUWPqpKvKPzirA+xEb9A/znRFPZoczD9QXX+sz0vRP9FDge+3ls0/ QyHDKzwT0j8c7ywkEjvPP3fksWm+w9I/9k3BbaCG0D8fEJq7hmjTP+a7crVx e9E/twQWIzEO1D/oYJDnYG/SP1e6FfNGu9Q/40QqseRb0z+luoZWrG/VPy7e UucYQdQ/LUnYrqkn1j9A6ZootSLVP9izX3vu39Y/Lhit9QkE1j+hBhJYyZfX PwBflLLI5dY/BnSHvWNQ2D80i7jmx8bXP6lq6dQBC9k/Ky7waMOl2D+UUJfh JMjZP9rh2/U5gtk/Tvy7a5WH2j+4z1AFY1zaP/MBztfDSNs/rWPYMs402z94 NzbfIAvcP8LHCcUKDNw/qKwwz0jO3D8r7KhufOLcP5NqsPUFkt0/3MfC4Vi4 3T8fhG4XQVbeP+hHnlm3jd4/eDSEufEa3z8nMSJRoGLfPwbDRo8= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAIwVC5LXqfz9fN0LUzB96v6Ii/CBY JZY/qql18u6bcz/NP6j+4V2iPxpOxfNS1I8/pgYe8xviqT/2spAqT3uaPx4/ TKI7yLA/tK6aEBlcoj/cS4DvGqK0PwRi/0Indac/Cd+gOFJruD9zCIt9ha+s PyNICj5UI7w/iYHCHycGsT+7Tdw1QuK/P1fiVo6frbM/W3sfd4vfwT/Dn1o8 MTe2PwKSLS+J08M/3NikMpy1uD+s8N3Rz6fFP++BqlN1c7s/faeWj3Y0xz+y ep8+jsC+P6JwZL6udsg/aCe1I0JRwT8OKNkK1ZLJPzCjcwpPaMM/sP8AsRaz yj++/n6XQHvFP3+js5vR8cs/JY7/37hvxz/8SVY2z1nNP9oakHjuOsk/kUcO sOHqzj95UAsyD93KP4/LpIoJTNA/HjQDABFjzD9i4vktOiLRP605jOzi6c0/ ipJSWtjo0T+PDA7H2Y/PP/R6XffTndI/d7cV4Iqs0D+bP/xJbUvTP2qMECeL mNE/ihHqZEH70z8WVLylUILSP3G/xIkqsNQ/yD97GgFn0z+EtI++x2fVP1Dk SX/9SNQ/PX5vNv4d1j8wtAOhYCzVPwMXh+Wq0NY/ArWFi00T1j8iZFtDj4HX P34BS8cC/NY/f+BSLXU02D+6Hu12tuLXP2jPAST369g/bMnXGc7E2D9G58nJ bajZPyZLqQ3xodk/X/laRcxo2j+p0rErLHvaP7cuDL+5K9s/6jaaS9hR2z/y s4yvKPDbP0hLs/QCJ9w/SXzToHa13D+NHAadTvvcP7G93q1Se90/vXSUKQzP 3T/cRZkrmkHePyyGc0Veot4/R6BCQz8I3z9axWPHUnXfPwZePzg= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAXkg65yQDgD/0wnS+YDt6v6lPUmgh TpY/jfUc1cn4cj/LT3i0R4yiPyQOhRy8Go8/vP3u+Hkzqj/LxO4ek9iZP4Di muIvBLE/7Wf9jzDkoT+gzVlEJu60P3xeTJkQ3aY/dUpjjBvCuD+fMQbW8gGs P4yG2r7phLw/HkPynpGksD+gINQldivAP9Duinj1OLM/naqrFUMowj89QUL/ waW1P78OtXOvK8Q/Yt+VqU8FuD9K0wPrNwzGP7K8XiGlqro/aqk2vZahxz/Y dl/jTea9P4IRyjSB68g/iIZPrW/cwD8/6LB0CBLKPwDjm6Ab6cI/bvtUAVJE yz8DAytHBerEP6z57YtBoMw/+DfF70jBxj+GsE55oy3OP1O0lzUaZ8g/RsCR S4fezz/C14eWaenJPwpSldtYyNA/KSciXnJqyz81LHYYMI7RPwimkxf3Ec0/ U5ooGEQ40j/9/GFLAvHOP/7U3XW9ztI/bV2VYaF70D82DOXWsmDTP9C/J5pF g9E/oS9Chnv50z//NWSEFoTSP9K3hwOhndQ/Zke4oIp50z9PVwApH0zVP4RB 2RSmZNQ/uYvfAb8A1j+zppPVn0nVP5UPYc6Yt9Y/cLyrol8s1j/B40+SA3DX P+GBVniODdc/Q50Kz7Qr2D/3YTXVduvXP0Tipujt69g/jrYyVdfE2D9CIZnU VbDZPysR2gIJmtk/sd6r9oZ32j9X7WB6cWzaP+/Ygzb3P9s/sIwi1Jo92z80 lhADiQjcPwRpL6GiDtw/RjV8OK3Q3D+NY10FGODcP2eZv11BmN0/CZmzeR2y 3T9f/WB2XV/eP6fOq/qahN4/wYY8rS0m3z/f3mldZFffP+uQQb8= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAA7Cyn7ohgT9AkmUvjHh8v5uTcB2s 2ZY/yuWjAJ/KcD9HJbBiKc2iPzO4pWM1F44/rv4Llqdpqj/jwrTkN2yZP5yg JHEiFbE/uOvpckvCoT+/qoUFsu60P0Ck9Bb526Y/b7F23xmruD+rY98v9i+s P7y38HnRTbw/7xHc46nbsD+Xk2TE2/e/P3yczv8FmLM//BT+S6XlwT9/bJ2S /Sq2PxVTDG3138M/uFbntsOcuD+ZmA2PMcbFPxUyS9mxNrs/ZeoPyM1pxz/i 9KzN31W+P/dTaB44wMg/E0Sxw7gHwT+J7+zBjevJP7PbX1OWD8M/yNe2Yu0X yz+oJsnlaRbFP4vt6eW5Ycw/F0TJldD/xj8zRBGnK9PNP6cg1QeSwcg/HmDZ 8wBnzz/tN0Du72DKP3FFpImEg9A/XUAEAhv0yz9J70sX/UjRP+Ef6BldnM0/ 8bXIAJb60T/AxSF6XmzPP+HjrjntntI/ik7EnXGr0D9K+qKIdkPTP73RaeiB oNE/Cw8TmQ/x0z+UVpNxgozSPwWlCEV0qdQ/M1o3X7dt0z/r6mUv3mjVP+et cw7nR9Q/aA8rVm8o1j8GI0iB7yHVP/z4YLc34tY/CtOrucAB1j9T4vHPc5XX P02DtDoe6NY/VcIUjnZG2D/lPCsWtdDXP6qAdupX+tg/LBhjU2222D/jW/Kx m7PZP4vWgCXDltk/6EPEyg9y2j8eiEim6HHaP6RF3zM7NNs//R/H1lZJ2z9e CXxvmPjbP9v1wzSTHtw/+dTjShi+3D/aw/XyrPLcP+gJmQsmhN0/iCjayzjG 3T/stLVzf0rePxsXV/14md4/0IHxEw4R3z/P47T2g2zfP2GUU+k= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAvMyL+kHcgD+1yxflmu17vz9mLItd 1pY/OJu0SdnXcD9eOW21Mt2iP9hnsRgQ140/XlrjnCmJqj+CCwbXMy2ZP4CV b431J7E/7wFUOqWcoT8kadZ8d/y0P3QnUyhuwKY/uCTjc/mquD8YfQYHNzCs P14uExkLObw/TJu5RHDwsD8ECZKmQsq/Pw0noR2fxbM/o8KUFdXCwT8wEXD/ nXC2Pwr/i9+vuMM/y/7n0U7ruD8NBoAjF63FPy5XZrDmaLs/R6iaCRB1xz8f eZdKWz++P3TayaAG+cg/lr1PQerOwD/bAuFuXEjKP2HIa6bHssI/tIOjyMmF yz+7etx/jajEPzJ+6YwNz8w/cbPJ7nySxj8tcSXnrTTOP63zwMcPYMg/3Sgf GLi3zz8ub/rJOBDKPyELYEzUotA/+7SMfHu1yz/XqcjZUF/RP8Oq7pS1b80/ m3FNnXAI0j9uThhBqVDPP8iacNSfpNI/pJcCA7+l0D8y+KWzs0DTP9XTZr1E o9E/5ovNX5/l0z+62diq8pfSP/Pu+vYUltQ/RhBFrRaB0z9mZV2P1k/VP20z fK7uYNQ/2Ab3690N1j+UK3zrgDzVPz4vYaxmy9Y/yJyrxJEY1j/371dOhYbX P6t1TrwM99Y/TyvZZDBA2D/r02Y/+9bXPyQsFLRj+tg/sWzFiWG22D8yXJoW jLbZPz3W2MDSk9k/X84dexF12j+n/e715m7aPxzSZc2fNds/g5NAPfJH2z/E Bbr0ovfbP3b5ha+IH9w/KWeaQZ263D+rMT/8J/bcP8nw175Cft0/pEGbGBzM 3T+ujPAdcELeP1k/HFOIod4/1eY0whgH3z/MfnFIeXbfP6j0TLs= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAgmHISYRlgD8+9ZCDHwB7v8pSpMRT qJY/COnUYwCQcT+bjNAcoc+iP+QaJHtWDY4/+2bk8OmIqj9K8gMvsy2ZPyBM 8IYKMrE/r5RSR3uIoT/nzt2fJxe1P+5bROINi6Y/30E5ZhLguD/IQloiBcar P6FQo2Y2lbw/DHkp90SUsD/d1gFyZyzAP1iCL+ASN7M/npaE2jQiwj86aZB1 3rG1P+NOhnfLIMQ/Gl/zoRcbuD+oJhz1DgHGP/cVLg33wLo/z6WVLr2Zxz8M fqEAAfa9Px6MRMcc5sg/7AvVGtThwD+9jRo2FAvKP4E9Mt8P8MI/FdeD/pM3 yz9bJ/xJw/bEP0YmDIbMisw/XQun9b3Wxj99EWvRTA/OP1lTe91whcg/zTlm a4y8zz8+XrN2ZAvKP0B7xdEpu9A/v9TBcdCEyz8uRelP9onRPxZ0rahqGs0/ fHkDtfg80j+tPqwRmefOPy4IqMHr19I/PirLFXNy0D+1x5E+7mnTP1IEezIK etE/BJMyLaEA1D+b0nPd8HzSP8moq0K+otQ/b1aUYW100z/K7aaRA1HVPwqr MqzBX9Q/jgdQzmcI1j/fKiMJ90HVP+Ul/wSaxNY/IaYNbF4f1j9plCRMk4LX PzbRgb7++tY/uLloR2dB2D+BRddcxNXXP65ZaCI4Adk/JD9xG42v2D8+zWV6 JsLZPy1lDV04iNk/TtW8kQqE2j+69k/f7V/aPx2w7WSdRts/grW4pfQ22z8Y U+b8pwncPyKsWaeDDdw/98MD9BLN3D/d1NVJsuPcP51OOeHdkN0/0eM59oC5 3T9xhpMsEVXeP5ZFeUTnjt4/ncI6jbQZ3z8Do2t93WPfP4dVO0g= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA3yhaCg4DfD8aW1r6JDh2v2jWYAAL +pQ/ldridCNJeD841+ANHLChPzd4cVu1RZE/EQJUwWYiqT8gvCSOufqbP29j C0WxZbA/D2Ycyy0hoz9/5+lrWES0P8EqLEqsMKg/92tYj3sYuD+b7hvQMlWt P0JdWXds4rs/aWxz5g5HsT9dkhTh7MC/P7SdHuP0zrM/J6aeDWHpwT8qSlwP hiO2P+wvKLI+BMQ/CJ2vLDFUuD9H/KVvYAvGP7ZqGhhUrLo/MvMgChXTxz9H 44pJUYO9PwpZLBTfTck/AD/tzRF6wD9gCOrZpJTKP97CYjt/ZsI/6px9bp/O yz+IYQLat1/EP9KCg0B4GM0/064vOxJJxj9/0FfiJXvOP1qUjsyXGcg/s6C6 xzDszz9W914awNvJP8peZq7aqNA/rQ2AuG6pyz9JOw1K6UjRP+CHZbSEnM0/ eCwidWXW0T+z2G6Rv7TPP4HRS2egX9I/62AncL7q0D/mebZnBfPSPyBSVgnz 8NE/eKsuUwyX0z8oune3hebSP59MCVBcTNQ/mrI2VM/K0z/cJK1KghDVP/hz LPNCoNQ/ZiXHRi/e1T8IDayQL2zVP86bk9ghrtY/NzB5mNY11j/F1bTaqHrX P9yP8S/pAtc/DpA8eilC2D8pbwMqAtXXP0v7is/0Bdk/iJ1ObtCq2D9tRPyj 78fZPwDudjNvgtk/Dr1fOW2J2j/5Dq03i1raPzarnYgfS9s/a7oIgnIy2z+8 N9W4WA3cP3/HauvSCdw/ArUUgT3Q3D/Q48S8h+DcP+tijT/ck90/gs/ll4K2 3T/9JymxNVjePwuk47/Ci94/TGcFVEEd3z9T/qC2UGDfPwG8OCI= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAIwQ1MHUAgj+COmpQATZ+vz7npvHg cZc/dS6VX5fTbD+vD+JFnzWjP5QO3tZddYw/19+/CCr7qj+RAE3/MkmYP/se X2eGfbE/++50hoPxoD8+H8YIyYi1P0C7cxDLp6U/28er43KOuT/RNnUnRGmq PwAl0/m+kL0/Vknzx3gxrz/7knUaNtLAPx4KSI9167E/nhvSjvvnwj89X/UM USa0P5xs/Ukw88Q/qiMF/U12tj+Wv/D7tcbGPxnkhP+oNbk/VqVp8eI+yD/9 fvl6tau8P3gabFywYck/kn2thUBmwD/3H06zP1vKP0ir/mHkn8I/hluq3BFe yz/sotVrRdDEP811Ddsoisw/1ruloGHXxj+ku8vZsOjNPzOpGtUMrMg/bWaC oTtwzz+eMZdAtVfKPy6vc1cmg9A/4GxlZtf0yz/jHRvfoULRP6zCSYoTqc0/ Ymo3eunq0T/fXESHt4vPP3ak5l92gtI/9Y2Md+jH0D+vo6os2xjTP1coYkQd y9E/QAEBvd640z9fZKVNs8TSP9xAIEf0ZdQ/Xb4fXTex0z+w9QqdHx/VPyKj zqClkdQ//fQ2htLg1T9wPTxRjGnVP/dL/SMVptY/EIAPTeM91j8rObArvmrX P3Qs9t7TEtc/vgskjVct2D988xsX1OnXP7VrIg6D7tg/IC23L0LC2D91AGm5 Pq/ZP/kxCh4gm9k/YPJhrxNw2j+m2arB5HPaP+Dvl04uMds/wHUOvGNM2z/u Kwo3pPLbP0zTNW2HJNw/Pqy7Q5K03D+U7B36MvzcP5lxRN8Yd90/1sAu+EXT 3T8Q97AHUTreP/jUW2mnqd4/3mRp9kb+3j/CAD0US3/fPxJkRsw= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA5IYWIENOfz8fuRYQWoN5v9NA3lNZ zpU/5jDtJur3dD+9yxXn2haiPy6PB6k3eJA/SN1yIk6DqT+zBefL6jibP1nZ ke/DlbA/PnoPdgjBoj82ST5I4n20P1Nng5GYvac/1/a+kyxsuD/Z2E7H0K2s PxNXvxzbXrw/mXINQaDKsD9tWlklqDLAPzl7gHmRKrM/LAx2EeRDwj8hfq0H gG61PwVjVukTUsQ/1jZTvoa4tz+JMCFZyTPGPzUCJEWCW7o/BKc2tBfBxz+k e1/1S6e9PyT5vQMC+cg/5p5b3u7OwD8WjBlUIQTKPyc/M8EC98I/UPxiruIS yz8hAh2adBvFPzLjuHfBQ8w/c076A8kdxz/0Vc7sGqHNP+IOGMKi88g/U8tG X5Imzz+2zNKCXqHKP+pExIflYNA/a0HEBVk5zD8iWkrR7inRPy5K66V52s0/ 1QMuUsPh0T/5KVfXA57PP73rfun+idI/r0b07V/A0D8WV2McWC7TP/F0qVSg tdE/LOvGsl3Y0z9zet9XNKXSPyM8a8sli9Q/FcPU2AWM0z9nhGCgDUXVP2sU eZ23a9Q/TiZ3PjMC1j8fDPyYK0jVP07dhzATv9Y/t+6EQOUk1j9vIzLi2XrX PzNCdCi4Atc/6iQuniQ32D9Q2hEGB+DXP/x8KYqk9dg/1xuwsyC72D9M22D4 ubbZPyFXEt+kk9k/fz3AwcN52j+FjkyvNGraP44VmeHoPds/E1ANKak/2z++ 3JHykALcP30irrGaFNw/r9Ugm3nH3D8lw7iiS+ncP+ePqUqajN0/h6LJjMS9 3T8C1II5AlLePwj4iTf2kd4/I+cL9MIX3z9+fpoWz2XfP9aBOg8= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAxiVnhZu1gD/Hfc76TaB7v5rxw0Ml ZJY/yG1WZ7qgcj8Nqbwmg2iiPxmpc1POqY8/dduGhQbXqT9ZCb8FepGaP3Lw lZEEurA/DUwHMod4oj9XoKtz55C0Pw65qDqOl6c/ZgLXrL1huD+8wR6VrsKs P1m6+zkBMbw/Ug/RI3r4sD/vj+hc+ArAPzMQYgrxebM/Ha7qI3wPwj8/OsTi T9e1PzlbhlOlGMQ/bkbz6WMruD+LwI7jy//FPzLiSDB9w7o/J+/FQJyZxz9g 60DcQva9P5REv/k03Mg/dlNa6LvrwD/j0DTK8erJP1r6F0syEMM/iHWXug35 yj/oiOiNSTXFPztlyrvoK8w/aczov6E1xz929ErC45PNP2Fwm+zZAMk/2fTY z1ouzz8xo0ASlpnKP0McLccwctA/t5LyhsIWzD94onPFPkfRP4G5mL3Zn80/ MZMxZmkG0j8/C1Cvt1TPP102T5IusNI/DvwjRTCa0D99m88HKlHTP4kwPWnO ktE/Muv1H1b10z9terDqO4jSP+cnLO0iotQ/U9cTtwh10z9W6XYtAFfVP3yv YhDFWdQ/WiEZs+EP1j8TEVokfTrVPz1HG+F5yNY/yITxj34b1j+lfYq+DX/X P/znG0yE/tY/Fs1h4PU02D8iMt7DNeLXPxvHJ3vb7Ng/udGxwunD2D9z4T6v tajZP/hQNCipodk/E1cjJOlo2j/xdOlMD3vaP/OXMvGTLNs/sM1zGf5Q2z8u J3WUX/LbPw3Yyg/MJNw/bsPBMyq53D9k1RcKm/fcPyKfnvlCgN0/TZPU3RvK 3T8ILHgiWkfeP/+flE6enN4/LzHUqVoO3z9xNNJgN2/fP3LLQ+I= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAtMh83/jygD+hw/muCBt8v6tmD0Te 2ZY/hpkoZtbJcD8mMSvKdtmiP7mIucX/5Y0/S5vT2L5+qj+siSVfCUKZP6WW /8B/ILE/pf8z05CroT+d4IdZTfe0P4E48G7CyqY/iVkpd8+vuD91E3oAiyas PykURAHkT7w/grWIXJfZsD+Kpus38ve/P4iJR4zvl7M/vXklwm/jwT/9ok6m aC+2P4bMkvKY2cM/1WPaq3ypuD/UYtTfH7vFP5+dvTfVTLs/5xXdLoxYxz/f nRIAY3i+P5Yl+iEro8g/dXIfwMUkwT9WkvRAFr7JP+c4WNQNPcM/AZqJiijc yj9uZPa9LlLFP3byzi7MHsw/Lj/kTL5Cxz8UYggEGpHNP8MC3qqjA8k/ICR3 0QMtzz/qc6IQ7ZrKP88Qey7EbdA/oalWuJsfzD+1ZAAyOTvRPwk1f+Tkt80/ qPupa2Xv0T9TOl+kv4LPP1sDElqjjdI/ES9hfbu80D8CbWI8nSfTPwRfqjRb vNE/B3uyc9nL0z+Z6vOWuLHSP/33zYm2ftQ/PAdyGnWY0z/VcSRz6TzVP/8m tcrbc9Q/bD2L4Jn/1T8B9ef2xErVP4pgJrKrwNY/fWvmvkwj1j+9Ujdf6X3X P+ESb6uo/9Y/aS1rIsg42D/O0dSBY97XP2OOmfzq89g/cQpAQdq82D9eo3Fc L7HZPw6PAXsvmdk/kjkt6CRx2j9ykt+I03LaP5GVmyFqM9s/DtAK6SdK2z9Q pYkcRvfbP+pZtoflH9w/L29XYBW83D+mKYLdr/TcP9A5XINvgd0/n/gWVO/I 3T8fyoriH0feP+kBgo7YnN4/V0fqrxEN3z9JHrxagHDfP4bCSUo= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAArn50F37zfT/qsHQHlSh4v0iIROld nJU/ERNU0de/dT+Ym82YxRSiP3fvl0VifJA/j6vWWfaVqT8jaR9dmhObP1QK Xg8KobA/Rhh3Nnyqoj/dHU6bYXi0PwK+Y+uZyKc/AI7hxGU7uD+HqgllXg+t P5bX1Jqs6bs/FvL3ws4/sT/rA+DdKJ+/PycsU+a48LM/xcVD7qS8wT/uChJO /ny2P2tc0XGktsM/C0RdrWXvuD9tY+/7MpvFP22ch/+ujLs/eAS9HthAxz+6 wFIgy6e+P7rYH5Aznsg/T7/5Ub0pwT9xBlIwetDJP8zE+uSpKsM/5sdweVT+ yj+KNg/PAjDFPxTVYjhHQsw/j1xQQ0Mfxz/fpsQHWqjNP/q9Iadj7Mg/4pC4 H/4vzz8rB2HC8pfKP9ZyxHrCZNA/k+XDH58xzD9qkzRf9CvRP57XFopu1s0/ 9135heLi0T+4dcBvxZvPP9hyToDBjNI/k78kV5290D/vW4OduTTTPxZwidM+ r9E/3zTjVgLj0z/AMMOzj5rSP56WbFiemdQ/mmjTS4190z+acVUJvlXVPzgn hDQHW9Q/jSxVX0ES1j/gBR54HTjVP/rzvNBIy9Y/DNhPoK8Y1j81wQvn/oDX P2ykmiOT/NY/Yr2K/pU22D/XQbWlleDXPy5HpEoR79g/p1E187PB2D9jv0Rm javZPwlzLnHRntk/N8fWCI9r2j/OBDZoaXjaP0TFoA38Lds/XaAF/ZVP2z8V AzML1fHbPyP8DJlWJdw/quTdwHq23D8rtPt8SvrcP5A/TWike90/3fIlb7rO 3T8ckTEAPEHeP+s623C8ot4/k9TxG0AH3z8NkbTuUXbfP/l+R6g= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAADOj698N2fD9JGvvn2qt2vwC0kTWY O5U/MGQfoO5Cdz+bapKZLuuhP3NRDkSQz5A/RlAk0Ih/qT+zH4RwdUCbPzNq xj6Fp7A/iFim14Wdoj81L9EdsJi0P1KbXeb8h6c/SAuBI/h5uD/7r8qnOZKs Pwk60z90Qrw/oo/5HQfnsD++jthV+QHAP5cSghjvi7M/yG1C36LrwT/puhRs Ah+2PyFzwWnx2cM/oBZ9vcuouD/QvfWRR6rFP6fnetOFbrs/vxjomdUxxz8t mPwp0MW+PzGP1ieqcMg/2QhDukZXwT/SdgzRbpXJP2tUQES1ZcM/tosBhILO yj+6cn7E1F/FPwFO402yMcw/oePPLdgvxz8Qx4J7f8HNP8adYzM+08g/1f/r tr9zzz81mC0rMVTKP2WvnR+zmNA/c2wR1r3Jyz91AxXzvWzRP4b3VWLbVM0/ 38gFZPcp0j/jn6ezmw3PP9ah/G0x09I/lpB2aS130D9HXxJA+HXTP8Bs+jAA btE/nRP1Lm0d1D8CUrHbJGDSPxM6cyIqzNQ/J8XMgQFL0z+nJ7XWbX7VPytx JGdXMtQ/QTOwQDcv1j8s/8KWJxvVP86y8bmk3NY/ORkbt1MH1j8EqWZFrYjX P528P8Xk9NY/vXGQfak22D97ja8mguDXP8rWBjwV6dg/C8LSAbDH2D94vX++ 8aDZP/V08xhtqdk/B/qsAgBe2j8A0l9u+IXaP4HIE3MzH9s/IJ2Sl15e2z/J rKroOOPbP3JSlbvyM9w/bvzYqeio3D9knACU3AfdP3GCjmF6b90//K/kdeTa 3T8vDJYXgDbeP9i/dll4rd4/HOP+Bcn93j+EgqcEyX/fPzz7R4E= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAmGZ6xhzTfj/TmHq2Mwh5v0vFbGov /5U/BB+zzJE0dD8PbvgGlWWiPxWVhNKGtY8/GvpQjrQOqj8NzCr0HSKaP+G7 GKs+8rA/LLUB/xIIoj9m2kFNfNq0P+9EfIdkBKc/yh16nbaouD/zitizvDSs P8RYIgOWX7w/5nCqWuXJsD+mlDXKRw/AP8YGyC9ScbM/I5/h3eQBwj8wWNZu fvK1P+OZaLWfAcQ/G8kuJm9ZuD9rFJyPqunFP3I6Lti/77o/cgIZ9z+Kxz/H xJpv+xS+P9HtTfWQ1Mg/OqrL7F/zwD+f660L6OrJP57fngk8EMM/8DzNpIoB yz9+wbKjzCzFPzp+IJCdPsw/arOS6+wixz/3zBOB0bHNP+KX0i3s4sg/ilg1 1BlVzz+AP+QN13LKP+/bUxnvhdA/XhOl4kXvyz8VDdc+tVXRP0jk0crsgs0/ eot5gJ0L0j+uGsB6T0rPP5l6m4J5q9I/07fXVOWe0D8ebrIdakTTP+ddWlOO n9E/cmDqZKLj0z8sBbyl75nSPxitBRDSjtQ/IVI6lFmI0z97Qx6980TVP1hV u4DRa9Q/OWKO1gkB1j810OQAVUnVPzCtWRfMvdY/1h6zWSwm1j9ECtRq43jX P1pb0p+uBNc/a613mDEz2D/OUcgL+uPXP7to2Yy47tg/GTAAsQzC2D8fxo29 0KzZP01s5RmOndk/CjS3srRt2j/8l1W+Q3baP3L6eVHfMNs/L2ssubJM2z/8 efy6lPXbPz6FQ+mWIdw/4TnNMjq73D/yXgwLi/XcP8psLfRugd0/pcVF4+/I 3T8cI10/AUjeP+uorzH3m94/Xt37T9sO3z9CiKq6tm7fP9IdSLg= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAzloCAuvXfT8IjQLyAQ14v8Kkq7YJ kZU/KKG3myjtdT/Wkl3VFQyiP/sAeMzBjZA/n0NCzgGLqT8EOUh0gymbPxZ5 CuilnbA/xDoehUSxoj8BSC9vEIC0P7tpoUM8uac/DX4N2WpduD9tyrE8VMus P8P9F2ZmNrw/6cu09xTzsD+pnydyJRDAP8Hw49+Wb7M/SCcKmeYWwj/oR4X4 esi1P/aNEWJcJcQ/9uDczPURuD/AOHrjxxTGP8rxcTCFmbo//19cl/+zxz+t CRQvfMG9P795qeIV9cg/Sx5w/9rSwD+ooNJ0EQLKP5MqeqAS+cI/hiCrRvQW yz/p3dQBYxfFPzUTHItMWMw/bx6X8D0Jxz8RfpHEpM3NP8fmVOoYx8g/oYea ov5pzz9pEH8/8l3KP/FycgKqh9A/W+VnENDryz9ZIQiKUEvRP8C7bzS2l80/ TH40AUb10T8LNUp5/nbPPwdApV6IjdI/ZfLNeNa80D+ltG2kCyXTP2EXn8zs vtE/6Aov8nPH0z+3WncYHrbSP6nOcn66d9Q/kDDNJXGf0z8KYykv/jLVP8k1 sA7HfdQ/LfkUZcXz1T9AOV5ymVbVP4s7I9NQtdY/e5Dpnacu1j+rBJvO/nXX P/ZgCzyTB9c/LLQCIsQ22D8OSz2CZ+DXP8lDpuv9+Ng/CVUzUse32D9H/ekI Ir3ZPyU1ic48jdk/Ea8A/LqC2j/0HAx1PWHaP+W42lTxSNs/uqzLtaA02z9d DkB4DQ/cP9zw/yseCNw/ozcF37PU3D8wYdReEdzcP0gZOo3emd0/Jhk5SoCw 3T/gVpf/t17ePyh1dXFAhd4/LCdbRHgj3z91PkvGGVrfP1jdOm4= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA2qvcUzc6gT/uibmXhal8vyDmyeev y5Y/r5s+148CcT/3VWeoOayiP3H1yEz0mo4/qBfvjw8bqj/xkO7wZwmaP19v msyYyrA/MU7+u15Xoj9p9eiNWXW0P+sOLgaqzqc/M6XcSkL9tz8hfBNZpYut P+vkoxlhb7s/weQoRBq6sT8Ae+xEJfe+PxS1Rn+8mLQ/Q6cqUftgwT/zR0SI UTS3P02uLAxra8M/RaCmeNiFuT9Tkn6T6XvFP6E+adBBy7s/vLQ0SrdYxz81 YGPJDHi+P8kTRq9i18g/QYTTMo7wwD+1QPYbswTKP4iKVvlw9sI/hKzn/NAY yz/uUZhLhhXFP2D4JfzNSsw/RTmNf7wWxz8ONL+g5rTNP8owJw7X38g/HCF4 WkZRzz/vdqGHqnbKPxuTuRzmf9A/CaXZ21f7yz8X7m4eV0rRP0Qiogupmc0/ MlKYYNn60T8+jYK612vPP42seme/ltI/3oX4b5+z0D9zAAnosC3TP5TLA4lH ttE/J8WXfj/M0z95oA6MUrHSP1/PjxhVd9Q/2S+wi9af0z9OKJqUDC7VP4Vw P6m4gtQ/68ga9nDs1T+CaVjh7V3VP2seLJMOrtY/mq3g3ek11j9CKyYHKXDX P106gANpDdc/5zuLSC8y2D9Rw7Rb/OTXP7Fxa/+D9Ng/IiduPkG82D92EVPO ZLfZP/ggIAn6ktk/NQmzx7d62j/TwlmpQGnaP9x4jf1NPts/xewYDUQ/2z9N YJ1IGQLcP+ueolsSFdw/p6U3/C/G3D8t86FBlercP5juWg22it0/10MYyqi/ 3T8UAlSkyE/eP/PJuMwvlN4/1Kz8F3YV3z/OuKnyG2jfP9BnRdk= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAARtr2ArsegD/F5u31jHJ6v3UAgvUS MJY/XDJeoANxcz9EtJr6zl2iPz98+wOf1I8/rKLZ1zbbqT/nehlhGYmaPwBx FPhKv7A/7koKZfptoj+NVNK5fI+0P6NQW65jmqc/VfGbqMVJuD/e45SdnvKs Pwvv29aW7rs/oNrwhuQ6sT909+KetZe/P6E4UCUs+LM/bZfcvBCwwT+eZ+Cw Jpa2P5u2YJcjoMM/qY8+YmccuT8dh+U3tHvFPwxVm4esy7s/GVKRIzMVxz97 JaoWFf++P5yMUXrGYMg/bQvIZypnwT/D1wdnEYbJP3zzRK4SdcM/n7e7Wme2 yj/SRsTt73fFPxZrh7MqC8w/jsYryF9Wxz8slPmEvIfNP63Q7CkBDck/GROC vHcizz/xhJcleaXKPzqrMDTgYtA/yXTrrGM1zD+M1yHl7CjRP1pPPH593M0/ IQz9HnLY0T9jGbk9prDPP86eVOZ9d9I/npMe8eDS0D9aHEpWoxbTP6yvwhpV zdE/th70bnfB0z/pRrKbGrzSP5sOJINQetQ/n/AbIduc0z8ahSe0mD3VP7gT soksc9Q/xYE2zEAF1j+osDwLHkXVP44lAeX6y9Y/eaYLjP0X1j8ElToN04/X P53Qa/2+7dY/mKPv+dlR2D+iW1CqUcXXP7L0e1W/E9k/IaRd6AWd2D+JObg+ TdbZP+P4upgRdNk/CM3ZQW6Z2j/+/jIvikraP59pG+jDXNs/A/yKIs4g2z9Y eCefEiDcP+GGGAUZ99s/8kpyHVvj3D/gTWcgas3cP0+5sXjDpt0/IXnBXpuj 3T9QaLAceWreP7hjXFR/ed4/RV+m854u3z9ZBgAX807fPzxYREg= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAFIE0tsLLfj9NszSm2QB5v2weTE3s zZU/hLo1QZ75dD922xEWAyqiP75vD0vnUZA/0D+6hNelqT+hQFgH2POaP7gg cns9pLA/gOtOXhWkoj9Y89f96XO0Pw4TUCaJ0ac/0T04NpcvuD/kSlyC+yat P2p3XWXg3bs/QFJv+JpLsT+pbXOxdp2/P2vCvxJr8rM/fbhVyqbEwT9+Je6V +my2P38JYAqxzMM/5Ok/fEzDuD+QGLBiLMjFPyUyBjK8Mrs/6ZJc0ICHxz/a oxO9eRq+P5whr+EI8Mg/bXZqAOjXwD86aqhWvxjKPwFhpL5k4sI/iVto6pkz yz/nohdevfrEPzpMLPuKZ8w/auWGgP/5xj+ZyoJJOMXNPz+aY2WFz8g/DYpB ij1Lzz/9DdhXs3zKP1R/rhrjc9A/lczv310TzD/V9cxHwT3RP8cS5rjUss0/ JVasmhn20T9ZhVpGV3XPPysq0kVYndI/QAihkQat0D8BZIo92j7TPwRogjMe pdE/CUABIarl0z+XJaXp55fSP8jJAWOdltQ/cDU+QY6A0z/g0bLql1DVP/TG JlMtYNQ/d3gqR/EO1j/3uUiQbTvVPwOcQM3gzNY/AjDMoxcX1j8YnpEbhojX P4bHFO8L9dY/wMwkLP9C2D95Mht4LNTXP8dAv+Y2/tg/DFgaV46y2D/fSlsY SbvZP47nF78Vj9k/TnfC8lh62j+4VEp+n2naP8QpficNO9s/3jso44RC2z8O 5/i3/vzbPywYR+wsGtw/5ijdNee/3D/sb/wH3vDcP4SSWtqgg90/6p8Y/b3G 3T985bmsF0jeP4zmUsTgm94/5BZDdT0N3z++TmOVVHDfP/V1QqA= "]]}}, {}, {}, {{}, {}}}, {{}, {{}, {}, {RGBColor[1, 0, 0], PointSize[0.019444444444444445`], AbsoluteThickness[ 1.6], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAYuBf+Zb9fz+eEmDprTJ6v/dKAkXU OZY/VAhdYv5Jcz9ncMVLLnWiP7OLUL8hd48/QToVRvgKqj+8S6KElimaP6N4 NCl+5bA/qDvKApQhoj99V9EKi8S0P8VKXQxHMKc/Mk4UyEuNuD8jKqRekmus P+0oy93zQbw/v6ABgIfnsD+bDK7OYADAP9wW1yYgj7M/JmI7vMDzwT8s0iKy xg62PwmTSusH9cM/ztZqup5yuD+so9Q47N/FP+0bvYU8A7s/uWczlwOHxz85 +mUvdBu+P3BMgmrp3cg/mkuXdwfqwD+DOIq/cQXKP7qSwlWy9cI/D5BGdpQs yz9ibjnSwgHFP0uOgamDc8w/WaMx0gbuxj9gGTq6AubNP3lLrPS6rsg/vi+q Lx1+zz9LaG+y00nKP0sjGRQSktA/q4Qa7f/Wyz+2rL6aNlrRPwWlAhPqec0/ N8HCkrUL0j81ry1WH0rPP87kEA0pq9I/nk1iyjWf0D//7xvPxUbTPwjc8KEy ndE/DhfcXLXp0z+QTsqt3JPSP0W+5qHSl9Q/80BZAll/0z/7N+xWSU/VP9hg 7eZ7YdQ/lHt9PF4L1j/ZtvWaAD/VPz9kUgu4x9Y/x2e6ZUAc1j8wcqE38ILX P2/zBNOh+tY/t24vFz0+2D+BkBCN7tjXP2BarUFE+9g/dD4s/IC12D9EiM2+ ubrZPymqpRilj9k/RmQAOFt82j/AZww5nWfaP2TTUjt7P9s/PpJTzxY+2z8a QYWBeQPcPyG+uiKyE9w/wwgOX/TH3D8QkMve0OjcPwmzZNfDjN0/Zn8OAJu9 3T+sYHJc4VHeP1prmhQXkt4/bjBf4lIX3z8zNUcoP2bfP2fiNo4= "]]}}, {}, {}, {{}, {}}}, {{{}, {}, TagBox[ {GrayLevel[0], Thickness[Large], Opacity[1.], Dashing[0.02], LineBox[CompressedData[" 1:eJxFxXss1AEcAPA7NMo6r8p+hJ1O5RWTlFQqijxqjibLa0K6XsgmraZrd5JH rN2kvB8p3TiPOzVOjJtKXufoqHNXlxkhbM6Nlqv+8P3+8dmHGnOTHqdFIpEC //m/X9y0uHPm1LGNdbzMEhUEzXPj/WWFxc2EK+zfL20qIbzh0Fh1+xMiBJ5w euiVS8TC5dvPZWQRKTBTr3nPI4IFXwir4C0ucWB9DTPcx7IMtgn6Nd2dXQ2n Drh7Fi7XwqZ8IzmZzINblF59g0ea4C5GiXnYHB9W7T5qUHf9Day1yjU0t2mF 3TTRLcH1QriP5TrQY9cBW+XPrtb+6oRn1Qr5qHMXXP2zrZfyuBumWLxcmJwU wTlXBPHltB545Th3MiH9PZziIuLv6P4AK+pF2WJqL/ybMVJke+cTbH9Cdz2+ rQ/2qaRebjQdgFMtoqy/hw/CDnPn9aWBQ7CJwaKeaA3X6Sji7SoWw1dd28Y3 +w/D3DMx5e9WcNWsmeFUgQQWBPtoc7xH4HRfdhl/CqdO+I1VsUfhwwdZHMLl MxxuObhKluCq3lxlIlMKF+pEptBpY7CJXFCpJcI33WOGuCeNw6TaSJ7S+Auc /JyXa9yFt9tn6hnd+Aob+SU7PKDIYJnjkCRNiDeUetImIyfgCJ6bkcU6fp9d wZS9lsN10xZFlAAFnFnCjpafxWPp8zb1QfhOobAhMBTPyrvYkxODJ7g9W9qS hluztvnq1uDrh+5ulb7Cx+d/DNdw8fzQ5ojTjbjGjn6LLcRl4rxSbQn+NkN9 STKKczyibKvGcP8X+/gn5Xjr7f6PzBm8wPFAXtAcnqQsDqEu4HsDrik6l3Ed 8kh1vhr/JvBgRK/hQkaVk/Mf/KmVvkqjwf8CjJ9wow== "]]}, Annotation[#, "Charting`Private`Tag$12952#1"]& ]}, {}, {}}}, AspectRatio->1, Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0.0012016750000000001`, 0}, DisplayFunction->Identity, Frame->True, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, FrameTicksStyle->Directive[ GrayLevel[0], 16], GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->All, ImageSize->Medium, Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotRange->{{0, 0.5}, {0, 0.5}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.02], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.783093738936595*^9, 3.783093774821692*^9}, 3.783093878107071*^9, {3.783093929998934*^9, 3.783093957606964*^9}, 3.78309418190202*^9, 3.783094233605898*^9, {3.783094275962943*^9, 3.783094288005521*^9}, {3.783094429377254*^9, 3.783094480863153*^9}, { 3.783094609263026*^9, 3.7830946437364607`*^9}, 3.7831027460967607`*^9, 3.783102870702271*^9, {3.783198343070449*^9, 3.783198347039291*^9}, 3.783198380361537*^9, 3.783333566696106*^9, 3.7833345501243753`*^9, { 3.783335546258546*^9, 3.783335556973914*^9}, {3.783335618538538*^9, 3.783335626246523*^9}, 3.783869046142885*^9, {3.783869138537161*^9, 3.783869144241859*^9}, {3.783870003408526*^9, 3.7838700153095407`*^9}, 3.784292140910841*^9, 3.789322694860395*^9, 3.789322788602504*^9, 3.792674767547257*^9, 3.7926748276037703`*^9, {3.792674859866843*^9, 3.79267498540736*^9}, {3.792675022192885*^9, 3.79267505161485*^9}},ExpressionUUID->"0a2541bc-bdde-43e8-ad99-\ 8870c97e5722"] }, Open ]], Cell[BoxData[ RowBox[{ RowBox[{"meanExport", "[", RowBox[{"file_", ",", "\[Tau]_"}], "]"}], ":=", RowBox[{"Transpose", "[", RowBox[{"Flatten", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"{", RowBox[{"Transpose", "[", RowBox[{"RollFitOld", "[", RowBox[{"0.1", ",", "50", ",", RowBox[{"meanData", "[", RowBox[{"file", ",", "\[Tau]"}], "]"}]}], "]"}], "]"}], "}"}], ",", RowBox[{"Table", "[", RowBox[{ RowBox[{"Transpose", "[", RowBox[{"RollFitOld", "[", RowBox[{"0.1", ",", "50", ",", RowBox[{"Bootstrap", "[", RowBox[{ RowBox[{"meanData", "[", RowBox[{"file", ",", "\[Tau]"}], "]"}], ",", "x"}], "]"}]}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"x", ",", "1", ",", "100"}], "}"}]}], "]"}]}], "]"}], ",", "1"}], "]"}], "]"}]}]], "Input", CellChangeTimes->{ 3.782137360327959*^9, {3.782137464007648*^9, 3.782137694650227*^9}, { 3.7821377277227497`*^9, 3.7821377398211527`*^9}, {3.7821377759685698`*^9, 3.7821378097509127`*^9}, {3.782138201537837*^9, 3.782138213568658*^9}, { 3.782138249163*^9, 3.7821383237513323`*^9}},ExpressionUUID->"46c69a94-cdba-4ca1-8bc3-\ bda13c33751e"] }, Closed]], Cell[CellGroupData[{ Cell["Comparison to the Moran neutral expectation", "Subsection", CellChangeTimes->{{3.7792893029568644`*^9, 3.779289303986216*^9}, { 3.781370487226101*^9, 3.781370488528829*^9}, {3.781869324443863*^9, 3.781869350300565*^9}, {3.781961973588887*^9, 3.781961974576989*^9}},ExpressionUUID->"e9c80fb2-dbeb-48bf-9667-\ 3329dd44b653"], Cell[BoxData[ RowBox[{ RowBox[{"meanPlot2", "[", RowBox[{"file_", ",", "\[Tau]_"}], "]"}], ":=", RowBox[{"Block", "[", RowBox[{ RowBox[{"{", RowBox[{"tempMtrx", ",", "sigData", ",", "meanData"}], "}"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"tempMtrx", "[", "rep_", "]"}], ":=", RowBox[{ RowBox[{"tempMtrx", "[", "rep", "]"}], "=", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"{", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{"MoranNeut", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "[", RowBox[{"[", "\[Tau]", "]"}], "]"}], ",", RowBox[{"{", RowBox[{"run", ",", "1", ",", "100"}], "}"}]}], "]"}], "}"}], ",", RowBox[{"{", RowBox[{"Table", "[", RowBox[{"0", ",", RowBox[{"{", RowBox[{"run", ",", "1", ",", "100"}], "}"}]}], "]"}], "}"}], ",", RowBox[{"Transpose", "[", RowBox[{ RowBox[{"HetCompMtrx2", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", RowBox[{"{", RowBox[{"3", ",", "4"}], "}"}]}], "]"}], "]"}], "]"}]}], "]"}], "//", "Transpose"}]}]}], ";", "\[IndentingNewLine]", RowBox[{"meanData", "=", RowBox[{"Flatten", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{"tempMtrx", "[", "rep", "]"}], "[", RowBox[{"[", RowBox[{";;", ",", RowBox[{"{", RowBox[{"1", ",", "3"}], "}"}]}], "]"}], "]"}], ",", RowBox[{"{", RowBox[{"rep", ",", "1", ",", "7"}], "}"}]}], "]"}], ",", "1"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{ RowBox[{"sigData", "[", "rep_", "]"}], ":=", RowBox[{ RowBox[{"sigData", "[", "rep", "]"}], "=", RowBox[{"Select", "[", RowBox[{ RowBox[{"tempMtrx", "[", "rep", "]"}], ",", RowBox[{ RowBox[{ RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"#", "[", RowBox[{"[", "3", "]"}], "]"}], "-", RowBox[{"2", " ", RowBox[{"#", "[", RowBox[{"[", "4", "]"}], "]"}]}]}], ")"}], ">", RowBox[{"(", RowBox[{ RowBox[{"#", "[", RowBox[{"[", "1", "]"}], "]"}], "+", RowBox[{"2", RowBox[{"#", "[", RowBox[{"[", "2", "]"}], "]"}]}]}], ")"}]}], "||", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"#", "[", RowBox[{"[", "3", "]"}], "]"}], "+", RowBox[{"2", " ", RowBox[{"#", "[", RowBox[{"[", "4", "]"}], "]"}]}]}], ")"}], "<", RowBox[{"(", RowBox[{ RowBox[{"#", "[", RowBox[{"[", "1", "]"}], "]"}], "-", RowBox[{"2", RowBox[{"#", "[", RowBox[{"[", "2", "]"}], "]"}]}]}], ")"}]}]}], "&"}]}], "]"}]}]}], ";", "\[IndentingNewLine]", RowBox[{"Show", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"Table", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"ListPlot", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"sigData", "[", "rep", "]"}], "[", RowBox[{"[", RowBox[{";;", ",", RowBox[{"{", RowBox[{"1", ",", "3"}], "}"}]}], "]"}], "]"}], ",", RowBox[{ RowBox[{"Complement", "[", RowBox[{ RowBox[{"tempMtrx", "[", "rep", "]"}], ",", RowBox[{"sigData", "[", "rep", "]"}]}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", RowBox[{"{", RowBox[{"1", ",", "3"}], "}"}]}], "]"}], "]"}]}], "}"}], ",", RowBox[{"PlotStyle", "\[Rule]", " ", RowBox[{ RowBox[{"ColorData", "[", "\"\\"", "]"}], "[", FractionBox[ RowBox[{"rep", "-", "1"}], "6"], "]"}]}], ",", RowBox[{"PlotMarkers", "\[Rule]", RowBox[{"{", RowBox[{"\[FilledCircle]", ",", "\[EmptyCircle]"}], "}"}]}]}], "]"}], ",", RowBox[{"{", RowBox[{"rep", ",", "1", ",", "7"}], "}"}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"ListLinePlot", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"RollFitOld", "[", RowBox[{"0.05", ",", "40", ",", RowBox[{"Bootstrap", "[", RowBox[{"meanData", ",", "x"}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"x", ",", "1", ",", "100"}], "}"}]}], "]"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{"Directive", "[", RowBox[{"Pink", ",", RowBox[{"Opacity", "[", "0.1", "]"}]}], "]"}]}]}], "]"}], ",", "\[IndentingNewLine]", RowBox[{"ListLinePlot", "[", RowBox[{ RowBox[{"RollFitOld", "[", RowBox[{"0.05", ",", "40", ",", "meanData"}], "]"}], ",", RowBox[{"PlotStyle", "\[Rule]", "Red"}]}], "]"}], ",", RowBox[{"Plot", "[", RowBox[{"x", ",", RowBox[{"{", RowBox[{"x", ",", "0", ",", "0.5"}], "}"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{"{", RowBox[{"Black", ",", "Thick", ",", "Dashed"}], "}"}]}]}], "]"}], ",", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0.5"}], "}"}], ",", RowBox[{"{", RowBox[{"0", ",", "0.5"}], "}"}]}], "}"}]}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"AspectRatio", "\[Rule]", "1"}]}], "]"}]}]}], "]"}]}]], "Input",\ CellChangeTimes->{ 3.781868698023097*^9, {3.781868820440695*^9, 3.781868903523082*^9}, { 3.7818690239321423`*^9, 3.78186902725093*^9}, 3.781869235081457*^9, { 3.781869807216968*^9, 3.781869808828937*^9}},ExpressionUUID->"7959d415-b284-4f6f-880d-\ aa2d6eb34282"], Cell[CellGroupData[{ Cell[BoxData[ RowBox[{"meanPlot2", "[", RowBox[{"fileC", ",", "250"}], "]"}]], "Input", CellChangeTimes->{{3.781868918472356*^9, 3.781868920647189*^9}, { 3.783335871782552*^9, 3.783335874267082*^9}},ExpressionUUID->"e08a9285-9967-4c08-aeb9-\ a34fe85ee826"], Cell[BoxData[ GraphicsBox[{{{}, { {RGBColor[0.300725, 0.680491, 0.901701], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[FilledCircle]", {0., 0.}], CompressedData[" 1:eJxTTMoPSmVmYGBwA2JGIGYC4vjOpdMNjmbZM0DBYOXf+hGrpHHC036wuGdL x9mcP3qOcPdM4embFP5cAs5n2uw08d1zFzj/6ZJnieGeUXB+/vezEf1hATj9 c2t+VZRJsANO+flsG2+cjvaiWnjYVT85WtHMh9O86mbeL18VRXDLf6h/M8vU Fy6v2H3TfM68GJzqdxUFdtz+Y4VTvnaGhNq6faFweW3J6GTtw8E41effjyxM 0AijWnjo88/8pLgiimjzZN/VFczUs4er9zgYfGJqlRnR+nNL7lefFFCkW/re PffGvC2nneD2Kd9fekX1cQTR9h+rS7ix+mYIXP3hKZP0N63ThvP18hYz7mE1 sgcA12Vk7Q== "]]}, {RGBColor[0.300725, 0.680491, 0.901701], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[EmptyCircle]", {0., 0.}], CompressedData[" 1:eJxTTMoPSmVmYGCQA2JGIGYC4vjOpdMNjmbZrzZb8u24Qow9jL98vtrLAJtY OD//G/up3N9xcL7I5WktoWzxcP7xaV1GB1Yh+JMT1WbvEUqC86+28hV810Dw X/7y96ixQPB/Tbu3ePFBBN8gsHjF1B8I/h674mvLZZLh/C0/VWTkL6XA+Syb nSa+e47gz7Cf2ilYkQbnv7+xz+ziXAT/y7OCtd82pMP5sV9vG1k/Q/A9pr/9 GRCRAef/3OlWcGI1gt+dfPKgoGcmnO/3/Mr9GN4shHt2VrG8PZIN589dmBdm rJgD5zs9r2de4p4L58svXnHDVi4fzv9WIPz/4EUEf2HWl6yGSwVw/ke2R22a twvh/DWT+86+5C2C809u/SPNL1hkDwC8bedU "]]}, {}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.550366, 0.581752, 0.8226355000000001], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[FilledCircle]", {0., 0.}], CompressedData[" 1:eJxTTMoPSmVmYGDwAWJGIGYC4rAHSny5C+fZ7zFX8vWYFG8P4x890h7eea8S zmeAAhh/Wrnc/YozAXD50LSJvY33s+F8JSa7mJlT6uH8xROMtKetSYfzRf5/ ZjTbUwjnG+lnfgy87QjnN9tE3f/qaQvn9150K415pQ3nK7ftEBWeNBnOX7F4 /uLMbQh+4J2gVwKhDnD+ywNHDsY9LsPpnxpeiY1VPt/tYPwFaW0vW4Xb4eov xqareDVZwfkzZ80vqEWSX1tsnLusB8FfsmV575l10+B8dfP6KWb7JsL5DQvD Yq7GIcKr9I/Y3nNSCHkzXXn3N5sS4PwoD2umXoUIOF91scOR22V1cP7BW2Hh EZ6ZcP4qpjva06wQ9if5zbsepOsN51ffk9U5vgohf+Pztu7G1/E4w8dUR6gq sCgNLv9ka9+lBKsWnOp5PPkazxmWwOXTF+2Iu6rlhoiPP917grwQ9n9N1JZy vY0ID+kSu6oFgq1w/p5ll16y5prB+bG9K/2P8CD0Rz1VNXYImIDQvylJsnbi VER8iT66HjQzCs7/L1ccOF+1F87PmefPoyrXBeffPLug7R6bBU7/seR1HBOv QZjPv+HohJAH0+H8Rju/VtVXgXC+juw372mKE3CaF+G6b1rbNR+4/JVnTt9e OiPln4DzH/3+INx7KPaUq+xsRPjON+1+zbo6CRE+E+1mJPQXw/kxJyRrN19p hPMX1MTc53Ytxumeq+9zAz7GG8LlHX/vjzslZQ3nx69YGd45BVE+vHla/tXg fzmcP3fKwnodP0T4RHSeF7nch+AfP2zeYM2WDOfz6qUWCqQgwtsgVOkPe2ED nB/us93vgCzCv7xfToqx2DbZAwAVT/Xa "]]}, {RGBColor[0.550366, 0.581752, 0.8226355000000001], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[EmptyCircle]", {0., 0.}], CompressedData[" 1:eJxTTMoPSmVmYGCQAGJGIGYC4rAHSny5C+fZ21ne+32AdZY9jH/7zKz1v3oQ /EXtS67sXoPgr7ojra15D8Ff/iXqZHLQbDhf3adn99IKBN+ZiVk87wCCf2Nr wpdLCXMQ5iWZTbbrQfDjm7757ZyM4C+buOgL80UE3zKGfeHbhLlwPr/m9nDe cgTf+RmHzcQXCL6Ofhv7/4nz4HxWNr07Debz4fzydV28unkIvo2pzMn02wj+ atcVj/qFFsD5CU6iAlMeIvg1ljbVdc8R/D6xvMNznBbC+dYrFxTrtSD4Z4xC Bb6FLrIHANhpqqc= "]]}, {}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.778582, 0.417821, 0.644854], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[FilledCircle]", {0., 0.}], CompressedData[" 1:eJxTTMoPSmVmYGDwBmJGIGYC4pKEOdlL43bZ9813WbBTaYo9jP9J0ilzxb+V cP4Em7difC9y4PxbOsxHlE0nwPk7WstzzmXMhfPvdpyWKT+4Fs43ORp+JCN0 NpxfKz81YdmapXB+wRfd5C16k+D8dM5Vd0Q27YXzeR4XFYn6l8P58oqdL2v0 J8P5DQy++w1/bYbzN976nsShvhHO37xUI3OxzUQ4f65VfuVZyVVw/q7I/ual 8xHmS+37sXnvr61w/patZ37/v9kO5xvyfk3u4toO52/6KeGv6oXgB9za6LVo Wwecb7xYOUPJbT2cr96v6PlYCuHepHInQ4WghQj/m8pNvrYVYf/iH5FfV05v hfOfuD5qsMmYhTAveE/TVmeEf4yf/pq8/fscRPx0b73zPQvh/yDuF4YX3afD +abznwg9yq6F8z32TFm4hHMenD9v8f66xe4I95cFyIf9SguE8/Mqdm1kvLkM zvebuF9BRqYfzp9oxmMmmoUIn5v2Tqd4DiyC81/N45lyghERX09FtKwUHnTD +T5z3G6UHtkG5wcbxITz3d2EMF+j/XqHK8L8521Pp+xyQvhXo30fQ8lUhP57 p35Yn9mB0H9iHvfEoiaEfdbhSQ90DFPhfMcE6yOPFBDxoWu5veW3DiK9vk2Y XavGinA/k/3F34F8uXC+xfIb9/f7ItxjqPLIdUHcBkR6Xif0f07wFjg//27i pIZ4RPh4Zf3alh2EiO/YjrpY1+OI9FJq/+sMt/EaOD+Xa9F1D2FE/qq6FC++ 6l8snM+VdryDdTUivM7dfOD2YkUbnD9ZYOLv2shOOP/jas8V1zoR5v9fr+9c noJwv8hnM80tHYjwndFprsnIhuBbxfS+2BqOCC8VjwmlH5kQ+Vcp1q2DNRNR XpwRC9n3wBJRnlz+sEfT9tg6ewAXIDzb "]]}, {RGBColor[0.778582, 0.417821, 0.644854], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[EmptyCircle]", {0., 0.}], CompressedData[" 1:eJxTTMoPSmVmYGCQBGJGIGYC4pKEOdlL43bZb2T0jdSR3GEP4z+tePshzRHB n/zgWapON4K/dOaMNT83IPjGzIfNprrvhPMf3zepYPZH8C9qFh5zD0fwVZ+u iL80H8HnbjosMeMQgt+kVcy8+xyCr8J1O/zDfQRfqllJcMVrBJ+xYP4PlvdI 8nt+1+Yj8V9N9ajkbNoF5wut2Zr+eB+C3/R6+ep7pxB88wWyzlbvEPzr2R6f 7nDshvMzw9I1SxIR/PvmF0PEOffA+f6K8tblLgh+cxpjyu1ABL/r3CHXmdsR /ADdhnWx5/bYAwB7isNi "]]}, {}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.9112395, 0.6309425, 0.5195245], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[FilledCircle]", {0., 0.}], CompressedData[" 1:eJxTTMoPSmVmYGDwBGJGIGYCYg3JOTd8o0/Zt68LiwlM2WkP4xdwz2dNPn0I zpdpY/t7bMF8OD+kLy7j5PrdcD6r6s3F8lv3wPmOLZnTJX8eh/N1/I5P+//o IJy/3GL/qszHCL671m+lo17b4fzHSxLPFew6A+dXRik6hwQvg/PTOUJtnr85 C+dX77AKn2GzC87XKI+TOaKKsF/9d72+xKkjcL5N+3IrXsMtcP5fu03iVo8R /n3rs+iCgdBqOL+m61/pSemNcP637lf/q8xOwPn/lKIdgpcg5M2bX5ayaB6D 86tWcb39WoRQH7zz6U3T0wj/h2vvb2f5vAjOj0j6XSs8DRGeQSwv2e9sQ7if /aCyVfYGhPz0P9tkf65DhMcK8UdPelm3wfk9azc1L6pHyO+ZU63paIUIr2Na Fl/YClbC+a2eBU0mZQj33c297J7iivBPLguf7qI/k+H8BaeOHHeKOAzniz/I 4GkOR8TnTdYb/+bvQti//qCrJk8VwvzJz/T+Jj5FxFcqSHcwIn64fpcwLONB 6Pd8Lttq1IrgKxV/0l7Yhki/+1dZv6jUQMhf+mXm90ATEf7CidlnS9kR5q87 oDstNwUR/nOrd9apWiLS31259/N/WSP8syGn59zOWIT55rNfNS3zOYrIH1d/ LBPcvBDOP8Nd4ifPhgjvUEXpKSp7EOFZuPN896fVCPf9mrHZrOclIjwj2W/r ihUcgPO1piRna3Mhwq9S6P3T6fcR6p9s8OqcshORnn36dqyPdViMMI/hyiat PIT/f4rvUnZ7uAnO72tke3XyDcI/xSd0kiNXIvglLMtz7/QjwueJSxl36llE +IRni4kUhCPMn/O7ZivXdoR/G9i5/RUO7YPzy91P2N53P2oPACfRFj8= "]]}, {RGBColor[0.9112395, 0.6309425, 0.5195245], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[EmptyCircle]", {0., 0.}], CompressedData[" 1:eJxTTMoPSmVmYGCQBmJGIGYCYg3JOTd8o0/ZL/J1DzdlPmkP43fGz9l7VRjB v6GlbXvUCcH/VsS36kgdgh88r/FOSR+Cv4Hv+Ayu1Qh+B7N17rndCH7VZz93 kYMIvv3imwZiSPzLMXJrWP1OIezrvi0jVoDgc79Qtc8vRfA1sz47LJ2H4P+s XlaVvhbBt2x/WyN7EME/HG7Xq34FwWfao/B+9w0Ev0dtw+LSFwj+Kpb273e/ I/jl4jmpH9RPw/m7dlzu/qCP4EsbXlH4mYrg257/Nb08E8FfNufo1awcBP/8 vV8PskoQ/Oex8ScmVSP4Hj+zVRM/nLYHAFMuzMc= "]]}, {}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.936608, 0.84884, 0.493779], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[FilledCircle]", {0., 0.}], CompressedData[" 1:eJxTTMoPSmVmYGBwBmJGIGYCYomsIEmtgsv2jhxGL3t+n7WH8Y2adPTflO6F 83f77L32pec0nP9kwzZ12TUX4Py/iVlzUhYj+BouOiW7ZS/C+RPkZn5wO4LQ b99heJ0n6yicP+85P4Oe3DU4/3HPIa4jagj3eHj+jjvyAWH+e+H/p52FT8H5 V3y2Zcx7j7Dv8Is7Uw4tPALnm/ZwXlTRuATnS0mcfLlO7AScvz1awtZ19xU4 P0/mxZy/l0/C+fN35h72678K50vcalq8UxRh37MF74/LTkToLy2Zs2Lytf1w fsx25emxTefh/BNlckLuKxHuCc5mihbcgvCfxU5R75hTCPN8wg8xz8g5A+ff qdy4rVYW4Z4FzAmPT9khzLf7XjWP3wThP6bvRbsLkcz/rp+5hz9jNyK+pnbx b5yGcE+vI9vjg0cR8aW7/T1/sjYifmr3F6Vt40TY/+vU6+udXIjwOMR3JINn JSJ+3HWag5/HItQXtt6dfYkNwd8XsXBZxlcE//d7x0VPfRHxf+yF4T1xMYT9 a9fxOYdORqhvPxjWevcRIrxeHGjumrsVEX9LtPI0Ph5GxIdOzfoQzcsI9ZqS vVycnIjwNbpX3bWmF2Gf5OKrxv9eIvx339BXicd3H5zPGlTOujQeEV5LY/v2 eD9AmK9/nNfXDcm/U7pD9i9qQJhX0Ve7wD0IwV8h9m96YjyC38P380VbG8I8 md3/MoUiEPJ3bl59pnXtEJw/1+tjYE0rwj1ha7267okiwmPV3feyys4I9yQ/ VG9dx4gI79blsvIrpyL0p98+x3yc8bw9ANvwvW8= "]]}, {RGBColor[0.936608, 0.84884, 0.493779], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[EmptyCircle]", {0., 0.}], CompressedData[" 1:eJxTTMoPSmVmYGBQBGJGIGYCYomsIEmtgsv2LB586jI7L9nD+IvjvisbH0Tw ++ouFpafQ/Cna63+sfQ8gn9SdWn2y98Ivt28H5P4/yP4rr8FFsnwX4bzD0pM uPdGDcG/9/579AIbBL9doHTiVST+buZg1nAXBP9nUXbJH3cEv3yaiHOqB4Jv E39daZ03gh8aZjNBNhbB38Dccp6zGMFfK8JeVFeF4Avzr3HYXI/gR9zOdlvR juC/vZwZ196F4E8W+LP8/EwEf3EY56kfaxF8ls0RZQxHEfyNxwPZJU8j+NtW toamXUTyz9tffhNvIPgt1iUMEncR/IczHXgu3UPwow6e3GT+GME/VKmkb/0S wZ+5sU7e9xuCb38welkVwxU4n7Hr68yvUlfsAWM62/Y= "]]}, {}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.7345025000000001, 0.7180504999999999, 0.5630265000000001], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[FilledCircle]", {0., 0.}], CompressedData[" 1:eJxTTMoPSmVmYGBwAWJGIGYC4sQ3M57I6d2w971QaKK+75o9jH9GfE4Dh89F OF/ZMvKYjA9Cvni5i82yswg+67SeEveAm3B+x9rvB/fmXoXzVQ+dnyT09Aac v5fl3uHjNpfh/CVTxZjUOhH6W7zUNU7LIcyfcWdKs85+hP6JfSGvq94hzH8X fV+HwxvBl9zn+8uNH2F+y24vGVWXK3D+l2enHawFbsH5VitNf3+wQehXX1y1 MqMH4Z5Z1zfqnrqAsF9gn4/Zax6E/mNLb4c/7L4O59vzh6v/t0Do9/Bfz3+/ 4Tycz3Vui+6FQIR61hlKuqnXEebLH55+lSMeod+sWZGp8zjCfecT7wescUHI 74mQP88XjgivTN5FOxjtEP5d4Lpr1VoDhH1LtacmXpuC0P/4bOHcY34X4HzN vxkLw/8i9MfuWzf//DyEf+WELFdN9Ubo/5NgIXDZB8EX/OH9obEcoZ/F+c+p v08Q8vO0o/pL4xD8Dd+LG5YZIcxfZhHTMekkwj+3vr69wlWJkJ98661slCOC v0VnDuvDQIR5gcJ/1k0RQISX3IZeU7bHCP+V3W7qF3yOUP+2wIm1ey9CvU2G qmZPGcL8F1OE3qxfgtAf80RsQvYZhHqXtjOruiUQ5smWVjXuQcoP33frR5TH IcK/S2yT27V3iPj+eetVh6/1JTi/T0ee6ZASwvyT+2S9731GhGfgJbu6lbwI 86O2ztEoikZKr4FPBU6ZINz/boLU83WpCPlQ3w3rmZHS07r8XbckexD89WcU J16SR6h37DTrl9yJiI/cIo1fl3besAcAxNsvSQ== "]]}, {RGBColor[0.7345025000000001, 0.7180504999999999, 0.5630265000000001], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[EmptyCircle]", {0., 0.}], CompressedData[" 1:eJxTTMoPSmVmYGBQAGJGIGYC4sQ3M57I6d2wVzi9vnPm3Ov2MP6MVrP9avMR fKFzR7S5lyHx//CLFaxG8D8F9RjPQeJzC3VMu7YGwd8W/Om6+H4Ev2ZTAKvg IQR/yZQrq6JPIvj6/0Ryms8g+PFrKm4Yf0Lwp90x+JSJxD9b8TYsn/kGnK94 fs0rFnYEX477wb5IfgT/YyyH135xBL+a6ZaovjyCf8H6zPmpagi+waR54nc0 EPzY9rLvN40RfC3P/p8Zpgj+tB9B7QvNEfxjx1k+9Pgh+F+dFgu+DkRyz3bL nLgIJP0zlaeaxCL4s2I2Lt2cguBzLPtjsLMZwQ+017xs1obgvy+X9DGaguAb pc62F5qK4AvZpPo83nHDHgAaxQZ2 "]]}, {}}, {}, {}, {{}, {}}}, {{}, { {RGBColor[0.133532, 0.122103, 0.125444], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[FilledCircle]", {0., 0.}], CompressedData[" 1:eJxTTMoPSmVmYGBwB2JGIGYC4mdl7H0sYbftQ5k5AxNabtnD+NP7NxWlSl2H 85Oahd4zJSLkv53IOa3gcwfOdxFvuVm55Tacn7e2+niSFUK957LzB1weIeTT zoi37fO9AefvjinV3FCFMI+93z8j89tNOL9u8u1a9fMI/bXdnQ0WzAjzJbet 33z3KEL9qbp/l59PRJjvmmqn7fcMoT6N+djWRQ4I9b9zn9joIPknuWj+//n8 CPUsLOr9UhwI+TYf4YXlHxDuST/YXezGiJDv8q/aFr4Ewe9Qf5t4XxTBT7rM KKoReg3OP2s78/jrQwjzIiOknyh/QtjPmqjWbxmC0P8l9nPAswCE/B7mdcnW CxDyJ1NWspyuR4rP38xaIkII//YtrJsQsw4hH5NZHuPHjNBv51pq4KGNcN+d y3oL9l5F6P/+tdA++iJC/XU3wef3khH8/QYeP7SR3H/x3GauCwEI+fW6JW0x UxDmTf/I0yeIFP5ePTVKa3QQ/AcGisyzTyD4C2apb8g/jjCfb8Vv70PMd+H8 uXKPX3/Zg1CvMvuhLG8Wgm/sutOwWAahv6xzyZ303Yj0btAw72+/B0J945I2 /uXuCPWXvaPXVmxAyLsXmnhv3YyQZxS+FzvPCGHezk8K9ZpmCHmzM/ts36Ug 9MtUKpdnKiH4LO9X+X5FSl+vLn75cP05wrxpc62VX91DmLf9oJb5pJ+I8Dz0 ZfE77lwEv+VND/+LJwjz7HhOdcRaIuxzuvD0Pu8xBP/b0fgLfTIIfknE8myX uUjuL23PDjuIMP9aZbqygwRCvX6/2ptVL5HcF/9PaNeJ2/YA4N0SXw== "]]}, {RGBColor[0.133532, 0.122103, 0.125444], AbsolutePointSize[6], AbsoluteThickness[1.6], GeometricTransformationBox[ InsetBox["\[EmptyCircle]", {0., 0.}], CompressedData[" 1:eJxTTMoPSmVmYGCQBWJGIGYC4mdl7H0sYbftGzmXO20Svm0P47foGSaliiD4 jDolQeKiCP6N5p19UWII/oTgP12/ZRB8rXep16xVEPxeKZNd5w0R/Ft2RpeZ TBH8PPPK/y62CH6u9/c1XPYI/tndirbJIUj6/5VdXRuG4Luw7485j8RvMvI2 sI1G8K+vW7g0Jh3B/7Z1y+njGUh8LfnnD7MQ/Ge8wXP+5CD4J7nvsN3LQ/D7 mX825hUh+GItXu8mI/G72KIUsisQ/LLiI3d/1SD4T54FSD7rQPBldNVMonoQ /ObpO6RqJiP473J3SyTOQ/B1jD5c2jEfwWdY3N61dfFtewAURNby "]]}, {}}, {}, {}, {{}, {}}}, {{}, {{}, {}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA0EuII0GXfj8LfogTWMx4v//Z2gyF 3pU/Ncz6Qju3dD+kmG+O/0qiP171U1ruD5A/k7rWfq3oqT8bSx8TLG6aP4sM alUA2LA/2BNfqo88oj9bQ5/HorW0PwZzwZIXTqc/VPf99QR2uD/i19ACIJqs PxjgyxFKILw/kukATDEJsT97x5b1Edm/P5donM7PtrM/9xtDPWXgwT+JXhOw fTW2P0whD4Bq58M/RrrhkNmNuD8scmbO6OHFP+5+mVpD/7o/8sqwfEqlxz/I M2tk5t69P/DU5ZqkH8k/GcMzR0yowD/v8uC/8mfKP1DYa1Uxk8I/Dq1T2BWn yz9hUSxwQYfEPyn5uCQm+8w/ejj6VmRmxj+eQUzHcm7OPz0jmudKJsg/6Y/D kxf5zz8hCFZO2c7JP2PJWKhywdA/ejibxD54yz8NoNNswHbRP1m+2G7WQM0/ zuephm8W0j8IYl9uqzTPP2ibo8ozqdI/ApfPDCuh0D+8QTED6DzTP0qK220Q p9E/2bWTze3a0z/HrxI9pKLSP829x+yIhtQ/bUF4t6KQ0z8nJSsdGj7VP61z riCrctQ/PoScgHD81T8urtZW7k3VP0bYJT2Pu9Y/wPPmM2ko1j+HnmfdRHjX PxvHPi1NBdc/59hKwx0z2D9SJvXgDeTXP6+XY+Zl7tg/JQF2V1/C2D+A85R5 B6zZP+0+3l1Xntk/+2NwTrNs2j8MaJwiRXfaPwfnbIsNMNs/mX45f4RN2z/9 ONvuQfXbPzvGZLXpIdw/UgERK4W73D+Bl8gSQPXcPyNk1oROgt0/Ss6cUhDI 3T8mMD99V0neP+KbzfOgmt4/F7hCLYUQ3z+KrWPdDG3fP+OqQm0= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAPuYs+CzLfz95GC3oQwB6v5KE76G+ JJY/6SGo7lSecz9OBhnu1WaiPxk0AjaDsI8/IULYyFb6qT/+Oxx/2UqaP8FD bTQ93bA/baVY7BUyoj/0RBIN/Ly0P9Zv2wdlP6c/Ju2wObGEuD887Gp7x3ys P5pAekAuM7w/D4lSHU32sD9I68rm3OO/P8tEaN0ErLM/d0sEpKLZwT+I/5Di AkO2P4PXYJCQy8M/2k0+cI3FuD/aPHYyN6bFP5LpeZKmdrs/G689Z/M/xz90 a1GPlKm+P6pay58okcg/YD1OQsg2wT+dRnKZDL7JP6CE2nsXPcM/KiYdLL3y yj9G2GIcmjvFP81Nr1fSR8w/2OMDJLgZxz/rYVNQH8LNP+wCk16e0sg/s91y qzFYzz9WuqY2v2/KP1AvbA9MedA/nWx09osIzD81TmMeRDnRPwdiuQvPu80/ ytn1tSPl0T8NfscPQ5fPPx+mtIojhdI/TYy+TDvF0D8vOD7NUybTP9eTzqOk vdE/I/NNoa/Q0z99clhp4qzSP4goM+1yhtQ/sdYMt7iQ0z83cSLILEbVP5wn t3WYatQ/4rO4JssL1j+Mfrqwkz7VP8Nza1Xv0dY/QlihGwkS1j8pqMNw2pTX P3a94pm36NY/yrTh/VhU2D9vSl6m0sLXPwXHsa5QEtk/0NEnj3Se2D/1ngTU a9DZP3eTbgPzedk/lUddHlqP2j9yhK9SnlTaPx3avi4xT9s/govn22Au2z9f AOc33w/cP9n+WGxMB9w/1nM4EFnR3D/9JKEtbN/cPy9+ndKbk90/QLTVBMO2 3T9Agzc9pFbeP8ZI1TNUjd4/efRr/mka3z8qcToMKGPfP3/rPo4= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAtbNVSKScfT/x5VU4u9F3vwg86HGX eZU/EkTFrvFKdj8LEMDBQAKiP5AGs/NroZA/DlfbGCePqT8nEhbfOCGbP5VH wQp2r7A/w52wP6SNoj9rRE1Vuqm0P+dwZXfoZac/4VzavIOfuD/GDBh1Ikes P8Of4U1ghLw/6SnrDxulsD+lw1OfVjHAP8ioi4U0LbM/iX7r/aIkwj9kmcIu Aq21P0+wG81ZEcQ/QpzI9vo5uD+BpveVGNPFP0MWd8vjHLs/kgQ1CTlJxz+I wGJLCZe+P3iCH/Yvfsg/khX668BJwT/ge9Quv57JP11PeOZkXMM/ggR7MCvT yj/u+QQYLFvFPzjB+wFVLsw/bXC3eTUzxz9cAyIUY7LNP3xhxJpa4sg/efog 6lJWzz+Snfj3nXHKP6WLjw2fgtA/9LMt+uX1yz9QeDtDoU/RP9MNCcIUj80/ TzBudaIF0j8F0daQRVbPPzhNlr+ip9I/M+XcF7yi0D8ZvtlO7UTTP+0NMyIL n9E/u9hBJdrq0z/ljGTlt5LSP1zAIQwlntQ/3D4emAZ50z/Wrn0kQFzVP/3p WxmFVNQ/9Amss8Ae1j95KMcjnivVP7X8SPCN39Y/Uc/DgGoE1j9mH31LEpzX PztGKb9/4dY/VoVPGi5V2D/kefCJ/cHXPy9N2CEoDdk/pUsBHJ2j2D/DdtbY EcbZP6q7nP5MhNk/HQvJnjKB2j/pwEPSxWLaP/tyhdwBP9s/pvIgLpA+2z86 KClzXf/bP//WFjHOF9w/eJRo4tXB3D9aBHFb7+7cP/8xYrjthd0/bgARH3HE 3T93cNq0OkveP49bMry9mN4/ZVyM8G0R3z87CRoaJGzfP3lBOzI= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA1Aar2VeZfz8OOavJbs55vyVY/Yzc LZY/nNNwQt15cz85XiL2TX6iP2nU3BWjUo8/jOEjIWIyqj8p/YTOwtqZP3tX th53FLE/+H3GF6LDoT+igNvAzx61P3r4SKC9e6Y/gW7xnJYiuT+F6em0/ECr PyR1Iyz+Gr0/iVSpMX0OsD+TMkqreYzAP+7Knm3udrI/i0zdsRaVwj9j/d7G Gsy0P/zI0IlNncQ/6WpefRMitz8td4n3lIfGP+t0Uwjrs7k/Hgk4K3szyD9w t1wHhcK8P9r4In/6mMk/L5/2YvYuwD8JU4+sdNPKPzN4vWivJ8I/Z6Rg62oN zD8JWh9d7CDEP2vpkOKUZM0/OkgimfX8xT8NXfxyxN7OP8sH6jv5tcc/+FAA g+w10D8a9hjcF1zJPzrzzBV19tA/y+Sy6TkOyz8XfROGI6PRP0MEWTwQ6Mw/ ihP/e5Q70j+OCrWDYerOP4WHGZeGzNI/5qpZQNh90D8lrvJ5Y2PTP+IdGveU gNE/Em+L6Y4G1D+N9hohA3fSP957lLrgtdQ/W4Or6Uph0z9KcG7pC23VP4ko a1S5Q9Q/j/6hhx0m1j/eM9FPQSTVP9f95+Hr3NY/L84kjwwH1j+uJjcnS5HX P/M+b+NG7NY/UKSaQ6xF2D/oWqVgf9HXP5AgVP9y/Ng/RXiFPlK02D+4mMbX u7bZP7WZrP+ik9k/oCbWHHl02j9lpTZUf2/aPyyTgTX9NNs/dtIk1ZRI2z8O qJxdeffbPy1Xo0ayH9w/dxpYfEe73D9cfoHBffXcP3W+epf9f90/+XP4P2HK 3T9v2xCqYUXeP5rw+8aWnt4/KM7zCFYL3z95l7IBPHLfP1y4SSw= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAVkzVoyJCfz+QftWTOXd5v6tPlHHJ 8ZU/h/UUsClqdD9A8MJYk0CiPyhGrcXGJJA/2Zh7OqfBqT+OjtWbOLyaP7gT EBJDtLA/fgUTMQqEoj+V8kxSw4O0P5UUZn3Wsac/mHPNdX85uD9b3zEDKxOt P0Tfhx3B2bs/aOpEQLpPsT8EIbKBK4e/Pw8PgUK2CLQ/1JB697mxwT/QdKQ7 1JK2P4egTItcssM/07tmevX3uD9kQHG0naHFP37ig47Zf7s/83sk8RdSxz/E 0YN7S4W+P7xkJaSDtsg/TjP0PW0RwT97IXhj8uvJP8Op1LExD8M/pmJPEyEb yz/KmzA1NhPFP+KeANOyXsw/w5KyqNcCxz9LchL/CMDNP47y06+01Mg/3TQN PLo7zz8sYwymNozKP93EF55TYdA/hUEd2Xw4zD+wy9ODsh7RPxFn2EDy8M0/ mvsH7/nO0T9xOqOdlsPPP1XirfzzdtI/F1DF2mrT0D/JAX7iTiDTPz7Kjo6p w9E/wbMjFejQ0z/fsYL1qazSP5/P/NG0idQ/mi9D0naN0z9PchlNiUjVP4Qm wPA7aNQ/nM6JPrkJ1j/RY+mYpUDVP7cwXhQqytY/TZuuXM4Z1j8559xrHonX P2h+yZ5z9NY/m2DRxMdH2D+dnm7fY8/XP9CxwtR8B9k/A+cWaUip2D92DX90 wcjZP/gk9GKdgdk/YEMU2GKL2j+oiPiYlVjaP2l/fxTqTts/OOYm9qcu2z+b 2Z4M8RLcP58loZc6BNw/NuCO/UDX3D+duEpAhNncP4pUVozLm90/4t0cS5Ou 3T/0QDi4l2DePxKL1Lhgg94/YpHMY7Il3z891Nmm31ffP4K3S6Q= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAFSgOVBDygD9mghyYNxl8v1uE30vk z5Y/wyLoRr7xcD8LncTWTNCiPyDZU5OnCo4/yaekHKZwqj+vcIPXOl6ZP8uK wSuTE7E/Vxew/WnFoT82CT/Midu0P1PngYlJAqc/QNnVduF3uD8IFCEBZ5as P8MhxSw/8Ls/56cHMTw5sT88xyDW6Gy/P9hoEu74IrQ//LHa97iLwT+AMuQ6 1t62P2eEo9EiecM/FPS47WhquT9Y8ytNf2DFP5R8Dl0WArw/TSYpYZ0Sxz8Q fXqbQAS/P54AI5vNecg/a5f2RiNOwT+j8B8WWLDJP5raLP/LSsM/cDkaF63l yj8AxWUxqkjFP5w1G74kPcw/CPyXvWUkxz8pLS8to8TNP643t4Ea0Mg/VUuQ eTN2zz+0TIlovVHKP2gaPXMAnNA/bpbSLiPDyz+3qfJZU3HRPwarmpSwS80/ SWgx5vQs0j8UYVCvoAfPP+7xdCa+0dI/fkD+sKB40D8OPzAKVm7TP/iM3Gai ddE/nNP2hxUQ1D8Ckq+CfG3SPyVpcwnnvNQ/FJbMmkRa0z94lsPy6HPVP1wC FkvcPNQ/G57npD0w1j9SlIsyIRrVPx1d7GXI7NY/6G4gCzD31T9IDcfAVKfX P1lY30k91tY/+MJOPcNg2D9APPFmaLbXP4ttWwj9Gtk/SSt+NciV2D9q7X6o TdfZPwNF9C4Rc9k//zLbMASW2j8ImTFA9E3aPz7H6KDMVts/Y569acUm2z8F ikOYIhncPzV1/AsJ/ts//6KdbZXc3D/W9TvQL9TcP4E7MZbaoN0/7vZBQYSp 3T+oBYGAxmXeP17Gi/Axft4/D/c0J0Ar3z+RbnHjUVLfPyOqNu4= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAaUVaD+9JgT8NvbQO9ch8v03ZFqNl A5c/+84K6rgjcD9FDBQO8e2iPz4cFrYWlI0/SUpTVBiPqj+wKyZoViGZP2/I qxBjHrE/EJzbM8qvoT9da2dRJtu0PwEjMX8QA6c/A4+T791puD+DqKUPbrKs P10PC79A2rs/T7rBnjpPsT8RtQItFVe/PwJ7MJfMOLQ/0FHdZX+DwT/W8t5e Se+2PxSD/38/d8M/tfYAkS9uuT8/qeJQE27FP8sQoVXu5rs/EUl2jeA6xz+J N+BCurO+P2CKkisWv8g/qQ2HttoIwT/dHOyj+gnKP2KuYHEp8cI/grTKXLhI yz/uSbXrnuXEP5fKAzfjocw/DWevRKe/xj9fx5K9XSXOP3mdU/Ffb8g/ONPd dKrLzz/QxDttRvzJP3lTw5/Pu9A/TSTG1YSDyz93aaYIEoHRP4UrMzczLM0/ q7gwmKkr0j9PwFFLNwrPP4GGjwD8w9I/7Kvj1mKG0D/nbceE8VrTPyBeRewG idE//ZU8kUP80z+iz2l5ToHSPxdi6ACuqtQ/IJ1Xo31s0z+C3ARTl2LVP1C8 1OotTtQ/uyZeZRwe1j+yCxVyQizVP0ogJLYM2dY/u6vouusK1j+Y8I/P2pLX Pwh1Fju36tY/VYz5Mj1N2D/kckZx7snXP9p/pnjMCdk/+xgzxfim2D+tLYD5 +sjZP8AE891jgdk/mSgL1lCK2j9sowGbp1naP6P3YAQGTds/AG5FBoww2z8g +lridBDcPxkF5cG2Btw/koWraULU3D9DEy7UgtzcP/k77xRRmN0/dfaDwg2y 3T8vPxR/o1zeP9eM+PFUh94/GM/Fw0Uh3z+JluBGTFzfP7haOwY= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAACNWqL1y0fD9FB6sfc+l2v3mlyi0O RJU/Tp47vxYhdz85hb1N5eihPzUcuNsi1JA/QC+1+OJyqT/CYWIfwVmbP6Rm ZLwZmbA/pl9q3Fy6oj9psewsjny0P+yWJshAwKc/wA6yAyFIuD8IqWjn5/Ws P2lScrVR97s/QndaqCkysT9HtP/mEae/P817M93P6LM/Ov1ZYUe8wT8DnOVn uX22PynAncBts8M/jnzED9P1uD/z6NiL4ZjFP2GRtN9Rkbs/RHRU1P8+xz8l 4SO1e6u+P43+oQ8Elsg/fJl30uwxwT99YZ38IMHJP8FprxgDOsM/eU2unpH1 yj/2sNGpxTjFPyhUstiWVcw/fN0Ao/MLxz+HV+oMW+nNP1EN/KFiq8g/gqVb k3yjzz+G8r1OdCTKP1jzsWLLsdA/jeToT42Xyz+cHxzBNIDRPzq/R8btLc0/ YqspaXcw0j/e2l+pmwDPPy1ee+vhxtI/P9T363yD0D8I5yXe2VLTP/7k5pIe kdE/EqdQd7zj0z+OvlWT1ZnSP6iNY+ojg9Q/kXHcuQeU0z9MlxmmuzPVP4YB wJcJfdQ/adEkeJXx1T8FYU5fyVjVP15nIosVtdY/qGTq5eIu1j8d7KJtO3jX P4R5A51WBdc/wAHNQVw52D93/XJiz93XP/iwheCa+dg/2+dTXSq32D/QlcT5 errZP56crt3jj9k/iD7iH8V82j9/jSpRM2faP8qFrzWHQNs/2N/21Ao92z/N YpkndAXcP2ycpny3Edw/AJT5KTPL3D/VBOATkuXcPzOxzOKBkd0/OoGm9Ny4 3T/f+QGPN1jePynSCuLAi94/BJJ1HD0f3z+c0zDuVF7fP3U1T7o= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAOy0LRKvDfj90Xws0wvh4vzrl5/6L xJU/Sp/Geh8fdT+hHBklJyiiP2TtAC2fVZA/wRkHitmzqT++jL7809eaPxq7 RunqvbA/ubalgrpwoj/AnN7Qsa20Pz7AQoD5Xac/RMnoh2+TuD8CNPveSl+s Pyrhx/Fja7w/gOgEbBe+sD8RjQpH4iTAP/AVHjYdRrM/+KqcAXchwj+IQGAn WrO1Pz1LX+XwI8Q/ZGZBxswUuD+wwQaS4QnGP+bfWNNRr7o/II1EoMGmxz9o r0Md+Nu9P/C8g03y7cg/GtuVlP7ZwD+gL7MwCQXKP6CbmeQa9sI/TtBI0doi yz8jLjd3fAvFP/AWVdHrasw/thpeqp72xj/RIIOr+uXNPwZEYwPDrsg//B7s rAKHzz8NeS017kDKPw/pbBMJl9A/H/ly7hHNyz81i/cTu1nRPwnokCDhes0/ kYuG0rkC0j+CGqbWFlzPP0NeJFvhm9I/KdROfH2u0D9Yog8IoDXTP68p/WhY rtE/lOxSs//Z0z8MeVNXkqPSP2OA+pksi9Q/1n5FCv+L0z/zGZJrm0bVP99+ R9IpatQ/7SoQ3ZgH1j+AB2P6xULVP63NgFKiydY/Wf6LHlYa1j+MHSQInYrX PxRIggL18tY/9WJr6PVK2D9DnNS7NczXP91eFgDOC9k/9jnDPfek2D9rlTIP os3ZPwSdQMi8fNk/oIvq6kGQ2j9nQCKGtlPaP/o7FDtOU9s/pymSz0Mq2z+D jbn+jxbcP7ZxhqWbANw/WT6e/Qba3D95WjtAvtbcP9QbnFbRnd0/mxbXgI2s 3T+Xkt/QEGLeP285LaDngd4/EOxsr9wm3z+QeTlbtVbfP5OtQsg= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAHKepyTaQgD90gFODhFV7v3ucEYb5 v5Y/S8IfXmkxcT+5m7wXBuOiP2fec4/Cv40/EUMbTTmtqj8fOpZ2FOWYPy49 2atMUbE/k7KA/fZJoT8LuffXiEW1P6eHEHJLLqY/6d9h9nobuT+2BgkCNE+r P+wD83wn2Lw/v8XZ4FNRsD99eEfjxE3APxk/pP1X9LI/8X8d64tAwj+Wll5U MHW1P/+fKVc7QMQ/4rys4jfctz9qxgSy/jDGP3PWXJMXYbo/OLsq54/pxz86 U3ePW1a9P9ARfDLKUck/OoadryZ2wD82ctH7ln7KPwhZexmNfMI/bYUe19Cj yz8EeWFxhorEP0zHERX568w/WGqhZpF1xj8jrvwahGTOP7a26ZM5MMg/JEM+ DhwA0D/EEZ3FuMfJP6hgJhzpztA/8AkA3VFdyz9wNt4UUovRP5KRwx6zF80/ SrTeWd4s0j8OyfXHzQfPPyxWlTWCvNI/QNzdodyN0D9MObpES0vTP7uSUiyt mNE/ntMUB2nm0z8CkpEDKZfSP4ZJjTW7ktQ/s7WybnCE0z9gIsSQVU3VP3N2 Fa1vY9Q/CgVDdpUO1j9iLTBhyTvVPwTA8bpkz9Y/AgwbtpMU1j+CcwCPGo3X Px7ypXt38NY/G/ARIvBI2D8dDy6CO87XP/LK+r45Bdk/4s3efour2D+21/Nf gcPZP7daf3fdhtk/icNQZByE2j9+CLwM3F/aP0VfLXaSRts/XgZ5lP822z83 mVhgMArcPwNm50P7DNw/YJq/8WjO3D91/hlMXOLcP5u5nTnwkt0/03jVnW63 3T9WvGXZrFfeP7EPp5dLjN4/mj7u3J8c3z8HJ7gt8mDfP263OlY= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAhANfd9ZOgD9BOb7ew9J6v41Bi2gx lpY//i051InYcT/BEckLDMeiP00GQr+qL44/5/B1zdSEqj9x3uB13TWZP+RD BUvwMbE/J6Uov6+IoT87qQqmPhK1P0en6tXflKY/7ailk+DEuD+udIHHaPyr P6VcmWm4R7w/Bm0z9MLhsD951zOcsLy/P5tY/ycx07M/LYjtclCnwT8ahr5E p6e2P5/Q0efxgMM/oVtcwcpauT8SJftJDUvFPyEZcGP6LLw//honZhDZxj+u k36RWne/P6cQUHr1Icg/Y4fJZ/ulwT+vjrJQe0fJP448msSos8M/xuGplsFy yj+qHNaxlbvFP52Jk4DZvcs/B6gf+7Cjxz99YDo2zzPNP1wErHjuYMk/xbKv 8abTzj9F5WnwSfTKPwytO01cRtA/JHHVemtuzD+bdDGitR7RPzwVHQTs8M0/ 1fbgwbXj0T/5Q/H3HprPPxTwXTA3ldI/V0IVpye10D9QKXpgyj7TP7eikhAu pdE/rf8ANDXr0z/yZaXWXJLSP0ESiq4qn9Q/+Oy19QB40z8puPr/IFrVP6rg 3j2kVtQ/VkywH2MY1j8Y5sK3+zHVP6Y9Be3v1dY/YI4HhAgO1j89YnuOdpHX P2EDK3wb7NY//10epG9M2D84oSEAvMrXP2renAW3CNk/a7o8OA6o2D9V+6BT CMfZPxo30oNWg9k/21HMqSaH2j8sekDH0VzaP08OdpmFSNs/UlcwcQw12z95 o01StQrcP79b8lF2DNw/+Duy+XzN3D/bXCdESOPcPxitBPTKkN0/VoVu45O5 3T+1CgafnlTeP1LBBtJZj94/1a6lBfoY3z/MtgAFmGTfP43IRZI= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAqkJl45Dgfj/ndGXTpxV5v0/JzJ7Q KZY/9Q4z+wyKcz/HBS30vZOiPy82sh3j/I4/du7gVbRTqj9X4wplHpiZP6P+ yVTqFrE/qi+fq7u+oT80/jlgYe20P1X9i2Ga3qY/N5cizfCPuD8YmIdUSGas P/lP6elvBbw/snnjcwsksT87mNVJBHq/P9iXXXrdFbQ/t2N9SsCOwT8Jz56V x9i2P9qCOv58e8M/LfeKlLRluT+39MlFamXFP9Z50mtA+Ls/j8G19ZAexz+O RmFyWey+P0mVRzOjk8g/wgLSrk00wT9Z31hdktvJP+Lr87eRH8M/eXcWjfQc yz/3hmm7YhHFP27tvQEudMw/NkT1eVztxj/1GJcdv+zNP+NLT5H+p8g/IBiR XESBzz/sf4iFrEbKPw8+C1A/jdA/H082daXgyz/eybzm/UvRP7VqBntbls0/ Q9c0Dq/10T8bg0lfLHbPPwg0Li5Ik9I/ZP5EqRa30D+pBhIOzTLTP13F+mIr sdE/npBoSTrc0z8C1T3BV6HSP8JpDK2zkNQ/d5Uz93eG0z/uKDQYPU3VP+Rv pSWIY9Q/xid18M0M1j+nCv7mkD3VP8P58rOzytY/QtIZvUQZ1j/JK21dfoXX P9c5Oa0T+NY/sy8BuXY/2D+Ezz7rtNfXPxCaRjzK+9g/w/6SAfu02D9F/RZG BbzZPyc1XJFZjtk/cYNN8dt/2j+WSL9/HGTaP3UiZEQmRts/LUNCxms32z9V 2EESwA3cP+Qm/pFrCdw/gDEJaubV3D9TZ9DT3trcPz3HXz83nt0/MGsTmCes 3T/D65muj2beP0PgcsJofd4/BULaK+wu3z+cI8zepU7fP8fBRYE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA7nKEMvBRfD8ppYQiB4d2v9/in8IC GZU/sqjma0TNdz+B1FhI3cuhP6R9geYyDpE/ihAkJL9WqT8sn4TICJKbP4A+ min2lrA/8a/+AaS+oj9VO4mSW520PxSD7fylfqc/QPc6zzusuD8I2FZQsi2s P4HYGWu+urw/LPGy8rxusD+KS8PosmjAP/6YrPJ7vrI/mWgRUrh6wj9FxXaG 1wC1P0TFsPsTg8Q/VnKemYZWtz8A1Kn/eFrGP0a7EvgiDro/4cRm3hPdxz/q P/+gU2+9P/3HFR5vEMk/DdADxIG3wD9owKZmFyLKP9UKpq4M2cI/sXp0aPhA yz++gwvgXu3EPznfal70hMw/a1JIHZbcxj+DXePKD/HNP1UHA+Sto8g/vljy o956zz9LPyc+Ek3KP09cmdL2hdA/oRIacDbvyz8wM4tIJ0PRPxKYabcIqM0/ JN9mySjt0T9bc+XoOIfPP3uxaOyti9I/8YAK67C+0D8ZZpwspCzTP+xlcERU t9E/trZGRz3Y0z/orl/DVKXSP6hx3o2Aj9Q/kY1hFquH0z99oUc9CE/VP1f3 kQC9YdQ/jXT72BgR1j/hvXf+RTnVP8RH1cdW0NY/Q4Q3qaET1j8zdv2LRYvX P23vqH5M8tY//rW2cZFE2D85SYkymtLXP4BslPKS/9g/VixFSzKx2D+I6cqL xr3ZP+ZIqEuYjNk/5MIs4ux+2j8iCeCOC2XaP9HpIh8aQts/0XuD63c72z/j /vLqcgbcP1cATbm4ENw/A+QX/GvL3D/PtMFBWeXcP5N3h3zCkN0/2rrrWpy5 3T8zHbABYFbeP9SuXG+Yjd4/BITXqEIc3z+b4c5hT2HfPyCfS28= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAj9Upd6EPgD9a3VPeWVR6v8jb2BtE OZY/E8UCBz9Mcz9BXm1laXCiP0bUsFg1io8/ZKLSNb0Dqj96eyelDDiaPxsH 0SMp47A/ux6RDT4moj/CdwXPyca0PzoK9YPJK6c/xAGiHf+VuD/9woizK1qs PwF5sRl0ULw/qVAbRAfZsD8/xXBY1wnAP5OlURMzfLM/miscaBj/wT9DP2Fa F/i1P1rTwXRQAcQ/K1Z8pw1auD+xQcFSmerFP+jf41Hi7bo/wbA4dFCMxz8p aFt12hC+P0yruTPy2Mg/vuxfrv7uwD+rfYgBAPHJP5NNxBMkCsM/SdjDEeEF yz8nJrw2dijFP/9wS1QYO8w/pcBnJ3Imxz9HVw0dw53NP5EN2ZH69sg/aYQC WbEnzz+hExeJP6DKP+xCLnuPYNA/Z0XwHgU6zD/o6w7yEiPRP6MmYmQx6M0/ KbazjGPP0T9SxUtiw8LPP949MD1Oa9I/jvRCmhDf0D+7jU3hFgfTP0o+v4/h 3NE/cHOCxfKu0z8w8iNFn87SP2BZN+kCZ9Q/2aUIuyiw0z+bcaIceS3VPzcn NyFMg9Q//A1a3J781T9yJBn7v03VP7mLEctJzdY/S0D7pa4W1j9mkX/IVprX PzrUJkI749Y/sgpzU2li2D+H9MxQwrTXP79820GnJtk/Fhz++x2K2D/XOyKy tOjZP5f2UCWqYdk/5r5e8sCp2j8eDa5+NzraPwRm5X9/ats/nf/AihIT2z8O caIFXyvcPyyOnZ7M69s/mWCPSars3D85OEr0GsTcPybpvOeQrt0/SUm2782b 3T/obAzqKXHePx5fAIfOct4/K+zLung03z92edpPGUnfP4/fNis= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAWWixs2KEfj+VmrGjebl4v5I71NNW zJU/7UUVJ/T/dD/ybXK6TjiiP8JKTgJQNZA/OikIkSrNqT/PbbzuMaWaP8JI Qmgpy7A/apuuhD1Woj+pwcRCeLW0P2p2dpxsTqc/YGpFvHaQuD/F8UF2PGWs P69ZoDpwXrw//G8sIwvLsD9rsEsvxB3APzzPm2VZVLM/mhWqfbsewj9Ha0Uv 0bi1P9iodekFKMQ/MKsUvqIMuD/XmCT/2xfGP5gxHflck7o/SLps58DHxz8d VfOO+Zm9P8bgnzGkKsk/RLd5sEydwD9YqYdJgVjKP+QhxcuiosI/e+Cdj3p7 yz/0HeK43LLEP2awa9l2tsw/QIFHohOrxj8t4LN6pBnOP62EMjQZe8g/clfW U1ygzz+YQEOOlCfKPx4tKQINmNA/AXH6EArLyz87CTze61DRP/rrB4x/jM0/ VxKKzrvw0T/0DJ/eEoDPP/nv7L33gNI/c0KGGWfJ0D9kb8zqExPTP6NcQIbk 0NE/4RVGEpey0z++T2D4+srSP+0CNdQEY9Q/TPwK0Ca00z+RZPTfViLVP0E0 5V1ujtQ/8pvt3Zfq1T97loX5xl/VPzYgbqxftNY/z6uexJgv1j+W6O9f8nrX Pwx9tqqfAtc/o4nBdPc92D+WdX4vNNnXP4UArqRj/9g/TJgrmWGx2D/v7NTr +8DZP35Fnutiidk/4/Q3KniD2j8j19RGgGDaPyqDCbzGRts/eOKcTss22z8b kaTGkArcPyBum92aDNw/kvlBe5DO3D9An5fCNOLcP8X20geqkt0/qTugz7S3 3T8nWM7T4VbeP+JzPp0Wjd4/ZzQh/kob3z84MYUMR2LfP/x2SZM= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAOMGpjXhFfj9z86l9j3p4v5p3KH8L 35U/zFXEeSG1dD9Nl+g29FiiPxzwwxIK6I8/yWYpz1IEqj+w8nly4TaaP6nI LFam6bA/n5vZqEMZoj+NrOJ4cMS0P6GgOjB8MKc/4b8I75R3uD/ERrsQAJes P0iC9UJ9Brw/Y0fXGv4isT/WPJpgmJS/Pz7zmGNJ+7M/uQAsN7+jwT8HlUG8 ya62P8yTJTpskMM/SdW0HNY7uT/bK+Tw3nPFP5ALnhVX27s/m4Z0uqAixz92 vOPoOeS+Pz9dlaGzjMg/yTqEQD07wT+QByl40M/JP67DI51TK8M/IcPYrlYX yz9OO6eZABfFP1iTzc3lfcw/TZ7lraTjxj9I4dzsqQnOP5CDCcITi8g/kVwm vW6wzz96O/MkghfKP7m8HRhjrNA/ylER5V2iyz+xvLN1+nDRPw+FGF1iTM0/ FW0c66wd0j97V3qlMCbPP80UPtGQudI/nx01Bs6Q0D/Ok5r+llLTPzg4cnJh kdE/v5Dv2DDy0z/h1LYxYYvSP4mvCr3ImtQ/sE8152J80z+r9q/xTErVPyei KUx4ZtQ/uU5eY2v91T+14xR080zVP4G/vt5zstY/hQxOkoQx1j+hMlVaL2rX P/8yUbBiE9c/yaafrxsm2D9vWKD0D/HXP3OlzpCy5tg/YPMKrRLK2D/j6cGH O6vZP4pIsU8jn9k/CB2Yh15y2j/+rnTpmXHaP7th+o+5Ots/6AOsethC2z9I Rpi8QwPcP/O4p+fnE9w/Ii4RmW/L3D+wasikVeXcPzVkvAIXk90/OM621Ee3 3T+iudcnUFreP2MSNUmoid4/LhTqmkch3z9xUbxvSlzfP4iDRTg= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAUuRpUnq4gT/f+tOUC6Z9v8dAvspn bJc/MGLalmD/bD+8jL5kEEOjP2EabFuZP4w/m4RKa0oKqz8Ltzc68iqYP6FR AmUbcLE/rIkui1kMoT9qJi9FfUG1P+isoZdiNqY/7eAx6bDluD+vBGkcyLqr P4Ftb9jza7w/K1xdhYe9sD/GLQDP/Py/P04CM/XkkrM/7uRV5U3dwT+bzO1f rDu2P1/JdWEN0MM/ImoUzpO8uD/xdp8isrjFP2R1J7KwUbs/7ilWz7tnxz/Q dSC/A1q+PwErOU2twMg/CW3glEMHwT+YWhi8c9jJP6ZwNFmwIsM/nRmb9/7j yj/S5ORQWErFP0pBtQEXEcw/WvD9eXNQxz8MRBzyYHXNP80gyrxcH8k/pZy3 oE0Ozz9m+2FBo7nKPyCMs8koYNA//rLlgdI6zD+ZEGxlKDDRP0Hdp30Gzs0/ J9uWfF/q0T9Ve4WCy4zPP/IJghlulNI/eijxvfC10D+CDB8O9DvTP4S/7WIE qNE/AX5SXKPq0z+e51Ou7pLSPzdeaN5go9Q/AqHXxcpz0z/EYBLxmmPVPw84 x0wqTdQ/gIq/GaEl1j/up7O9vSTVP4to69lD5NY/fGMhl7T/1T9OdkcSMJ7X P1HvXvhh39Y/PF/97NVV2D/8n0K3VcHXP6LSqaSEDtk/MsYvmUCi2D/vcESl LsrZP3/BLjIwgNk/AQUUrBSJ2j8Fx/jE41raP2mVxTF4Sts/OtDg2Bkz2z9z +3PUYw3cP8UDzM/HCdw/UnGePR/R3D+BJzsApt/cPyLvyBtJld0/TUOquxW1 3T9/7GJtwFneP4rfqQM4it4/ugsX4oQe3z/nWY8oDV/fP6lFQTk= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA0qIanqwcgD/hdzUscG56v5E1VWpd RJY/710Rzdkfcz9Y1Oyy+3uiP+77siLsW48/8N4uAagbqj9hAm8ONwiaP8zt g2ud+bA/V1ErflX5oT/9j/HaKuy0P8LZHGwH4aY/osE7HLbMuD9DQ1W2veyr P2suL/FZlrw/P5udbCGTsD+kaEDgLDDAP8tesgOIL7M/9kSuilEhwj+NDD0V pbO1P9beTMszFcQ/Mz9m+kYyuD/qZHzpXubFP3OZbSRX9ro/raGXVLtuxz9S hp20BEy+P0K5B7Usr8g/yd4RLcQYwT/nC7qOOc/JP1a/kobqK8M/M3wVnuP6 yj88gmqqczPFP4zC03fyTMw/F2/fA5gUxz/43vqdqs3NP9+F6xATx8g/j1NT eKt0zz99RMZpRVPKP9ZuCxZfk9A/ku016WXUyz8468otzV3RPwIo6uy8cs0/ a6DwNaoM0j/Q8NEPNkjPP8Tkr5m6pdI/p03DPaSk0D/q+paArTnTPxzRdfBK qtE/PwT0HAfW0z9gYbLtiqfSP9LsP4GugNQ/aBIAI32W0z/jI1zKpTnVP/B0 fXMfd9Q/xyRUaN/81T+mDR9vf03VP2Jo3MVCxNY/o2Mwq7Uf1j+iWEwW/YrX P/wMWvSU8tY/hk6U5nhP2D+ysKu9ssfXP1eAnvNBEtk/fhg7SoOe2D9QpWZ/ N9TZPxuNDFgndtk/z+I1Md6V2j836dY/Gk7aP3gt0d14V9s/KjjVLBkm2z/E +EpIORncP3YG9Vvy/ds/6bjuYU/b3D/q3+rbddXcP7C275rjnd0/v3uDPHus 3T9DiLALEGHeP8RDXGXogt4/+6SocN8k3z+lwP2ZsljfP7w/Src= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAdBeXaL7IfD+vSZdY1f12v4YRExPp ZJU/HO4ZKquddj+H+yAlgg6iP5gv8SzpiJA/f4cc6s6zqT9CsZM86deaP8BW Z7VMx7A/cH9k6vZdoj/eTF45nrS0PwBgQ68gUKc/IQ2x4SGFuD9HrGor5nus P79wzHgENrw/61gA5XbzsD9/TlP1TOS/P5Lh386Uq7M/Ns+HwRrYwT8J+Imn Eka2P0bj0HHUysM/VDZerQXHuD9cOd8n56rFP47wp6dGbbs/nm4WvKFJxz9y 7J/lN5a+P9ZrPqmIksg/MizbOGg1wT+kFM9VPaPJP5m2fb/mV8M/mRV+7uSx yj/Y6AFacnzFP8l7RrjJ6Ms/27Vsw8B4xz8lSZ3+pVnNP7IbSbAXO8k/egQC 9XT+zj+Qkxfte8nKP9lf/iz6XNA/jQtQuy9BzD+o0hlFUTDRPyJZTL60zc0/ OolJ2fzq0T8xHyDJkIvPP+h/G974kNI/hLJX+WW50D8c7J8OkTDTP+rfbGJn s9E/3L3rVX3V0z/Ep7q0FKjSP5Slma+phNQ/plmm9IGS0z8J/17zcj3VP8mZ ekpSc9Q/jgxp3cb71T/gJQr6l07VPyDaKEUXu9Y/5vHjK+Eo1j+Q3/joX3nX PxKGrSEyBNc/zzR72HE32D9pysTLud/XP1qHEbvr9tg/ehHIgtm52D8z15/9 qbjZPzpb09m0kdk/JArm44h82j/iwSaNb2faP8+Uw8nTQds/0dDiQL472z/t cvRFxwfcP02MS15kD9w/e5Oiat3N3D9ZBTfT5+LcPw/Y7g7bk90/YVqEyIO2 3T/AqozquVneP0YhgIY+it4/CCSpKY0f3z+XQf3gBF7fPxe5Ukw= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAWvgqJJergD/xIlY4RYx7v10SHq5T qJY/xOrtvQCQcT/4EWCzj72iP2sF5iCcVY4/hf1xP4Vqqj83xeiRfGqZPyRR WoeHI7E/p4p+RoGloT+InrgkQxG1P628jtjWlqY/AWEyXbLkuD+IBGg0xbyr Py5LXtKFm7w/fn5ui/WNsD8RvHKLnSjAP/C3Ta2mPrM/gb/hbz8Qwj93F9ZK ydW1P/c4so3n+8M/8oqbdd9kuD+SIFZJ08bFPyIiumRuNbs/g5Nxw2lKxz+l ounWp5S+P4G1oTrKhMg/i+J3pyZDwT8hmVAFxJvJPxwy/A9gX8M/QI6ZzYq9 yj8wcOZ6zHDFP50iM1pjCcw/Bg+AISdYxz+mZJwi/YvNPzMASozACMk/jPKo irZAzz99pXBXOofKPwj2YH2oh9A/Md+KGtPryz9oN0Jls2fRP6CP+33wXs0/ GI9hWLYv0j9xE/DKHQLPP11rdBi93tI/Dsf+vqFr0D+wMrlwnYDTP1aZUwBb Y9E/tOeXcb0h1D/qfQ6Z1FvSP97ZIw9cyNQ/WiUclc9O0z/z5YX0zXTVP+Ky U0n3O9Q/vrPVorAk1j+wfp00riXVP4EzPdxo1tY/hZjPlI8N1j8vyraXcorX P3Gb73If89Y/57EsEyhC2D9STRORA9XXP1pRH11P/tg/eke64HWy2D+MVyq8 sr7ZP9/aSBusi9k/h+kRoGOC2j9/4vrQlGHaP1o4UtAtSNs/SC1UOmQ12z/R ls0s/w7cP2VocncsCNw//f7azx/W3D/Ymf5tpdrcPyJa8qE0nd0/TdiANSqt 3T81koC2I2TeP9E5jLrUf94/k1+vAfUq3z8NBvcInVLfP0eUQpg= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAP3GN7ZImfz96o43dqVt5v4R741Ah 55U/IUbYMsqUdD8dMyg3jzyiP27A4gjPLJA/6ZNRhmTHqT9umCkEvrCaP2aY yudwxLA/Ifydha5joj8p/Y9RS620P2v/337GXqc/Gk3Yd8yFuD9ULBz/kHqs P6FssJrPRrw/DF0cw6visD/FzCHnLQPAP4mW7/WFibM/2c6JH2bwwT/I+IXr exW2P5Q0TeZ25sM/uJNlxMCPuD/SiiEnnsLFP6NNI6nYPbs/lHkFFJdaxz+F 1sE1TXS+P+dpg4Fcqcg/Iy6WYJQewT9TEcfza9XJP+q5hSG4JcM/BWBpJX4K yz9snhYj2SPFP/eUH2spYMw/rZyTEGEBxz9q/OFAfdvNP25oBG5Aucg/Dsi/ mWp1zz/7z1lIhlLKPz5GmRg/jdA/wD4a5KXgyz/++e5VPlXRP3QKopzag80/ 9EgyASQE0j+6n055QlnPP/JsJsVtmtI/esVMEvGv0D8AV5IQqyfTPwZ1emBN vNE/IDWOdGC80z+AMBiWMcHSP9+SLavhYNQ/WWwS+Um20z820KzZMBXVP53I LGSUm9Q/BesLywHU1T9oR2cMXXbVPwY1rz4Fl9Y//5ZdMvNM1j/uRbfluVrX P7If7yTYItc/D4Y6eL8e2D8seQUsbPjXP9fnsKbD49g//LAolwHN2D8FflYo AarZP2i0HK9doNk/ZBTq6whx2j+jtyKF73LaPzsLXSgqONs/ZlpJ4mdF2z/9 H4fD3P7bPz3fuOBOGNw/kk5hI+zE3D8/Snga2evcP6SV98Foit0/y5x7Ffa/ 3T/EqUPhhE/eP0QiyY9zlN4/mCrmyncU3z8HO8A/GmnfP65aPgc= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAALLJHpVcPfj9n5EeVbkR4v8OWcA3p mpU/J9mjQKvFdT9p1KRpThGiP9V96aNQg5A/av31h4qRqT9rxeAAchybP73y HYl0nbA/dUf3Qqexoj+s+srakm60P2MEamw33Kc/i0ToTTgluD90PfxSuTut PySZ+D3Mx7s/hzDUH69hsT+YvCyQdXy/P3lzBjRsE7Q/1WSm3YGzwT/OzExv RI+2P/wcdnSjwcM/6MITqGfZuD8loS5TaMvFP/sgCVFELLs/zbVd22+lxz8T XhGnm969P6jDHeJfNsk/YdT7/5CRwD+6/RLkwo3KP4PNOTFhbcI/zzjPnwHW yz+ixbCoVVjEP/U18AQ4NM0/rvvCdlItxj8Ca9JRDLbOP9X5E12x3sc/enZA Qwoo0D8Xq5hb3HfJPw+vZgsL8tA/H21//g0Xyz99pbl++qjRP3ezDEti3Mw/ Z6BaRhZI0j/V8P3uXdHOPyv0EqLN2NI/QD5gNZFx0D8+vXCz72jTP8kOnL0I e9E/8cz0cvIB1D+umLGXn3vSPwqgG9h4p9Q/Ll8kzLJv0z+oB+y9nljVPyyR 7X8mWNQ/iaJpjzcR1j/ljwlIJznVP4pO9PQDzNY/fH0YfPQX1j/Q7Qih1YXX P9F3nWm899Y/vJkeBcg+2D98ZSGfY9jXP0XNhpW8+Ng/j8tSqAi42D9biwXA X7XZPxSnbRf/lNk/6oMKNUR12j8dSAI8tG7aPyKccUYEONs/f8k0xI1F2z/x QPfxzvzbP0q+SLJcGtw/CQBOTt7C3D/KmIvv5u3cP6H3V4Woid0/zTobUrbA 3T++xYN43lDeP0oGifgZk94/yZxV11gY3z/ZyFAzOWXfP0d1Rzg= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAx7eCrhQqfz8D6oKeK195vxKpBjy+ D5Y/6o9Lhlbycz/0u28B52miP31dp+g+pI8/TTQ/DYwNqj+lV072biSaP7wd qUfv7bA/d/HgxbEQoj/u6K4wTdC0P98nosDCGKc/DQmYm5STuD9stJy3AF+s P78D7FouN7w/7cXgAk3ysD/Z+gBB7dq/Pzk1MoP0tLM/zBdE2CjRwT/fZhF6 9lO2P5Uboz1txMM/tcW5FdTTuD8T3IAni6fFPyOrZKj+c7s/hApoBt9Txz+j tPxQvYG+PwXjfZiFwcg/BbWbSWsGwT/jeWjbtgrKP1hR5Dlt8MI/oGzRRTBQ yz/Ska4CJ97EP9apyOABp8w/zofqmoi6xj9kMBZgExfOP3Q00E6qfcg/srjC 3Kaczz9X31YFSivKP9tQOXjQktA/iCnaJIPVyz+wYn80v0nRPxI5gd/Yms0/ 9zpMq+Tp0T+2uxolwY3PP98OTuIdfNI/jSMl9UDO0D90pjXlmhHTP5Ml14td 0tE/7a6G+fO00z+xth8RnsjSP7aHdHIfaNQ/g3fLMQyv0z8JvAa+vifVP8nc 0n8GidQ/WJOAVJrt1T8Wn/KCxFzVP60/flpts9Y/WYyOFosw1j9yHz47K3bX Py1GaM9mB9c/b/0p96Y22D/KARathODXP2zjcj4q99g/abVm/5q52D9hpDeL NLnZPwuOO0wqkdk//3BItwB92j8JW8S592baPz1QMK8RQts/YxV2W4A72z+u VHi8zwfcP4yqx+dbD9w/wYsKcdbN3D8UDc/M7uLcPxN3sMT8k90/WrvCEmK2 3T/nmCzAP1rePyAz4LC4id4/0JSrO6wg3z/P0PrO5VzfP16eRkQ= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAANMYFgoBGez9w+AVyl3t1v2Mtl3HW w5Q/pH4JsPUheT+s5Y5JYZKhP1BbFeQqgZE/KCLAm2IFqT/ye0zZwTScP/xz WuD9WbA/+ER+lJQ4oz+HwSHRETy0P652vH85Qag/YjxeSW0OuD/ETRBcT2mt PxHBAo87yLs/mwjKzj9hsT/MufJFqny/P0V2QH43E7Q/yEDpjgyhwT/nFMcM L7S2P/npbvfKhsM/7SgiohhPuT+z6g4WFlHFP+KNSMvoILw/Csyzk2rbxj+X MWU2pnK/P9XdVU9fI8g/NbrDkpGkwT+E7OLKME7JP7veaUrzrMM/39XlMTmE yj+QKJoWHqrFP8a0/TAm28s/3Xy1SmSGxz/UnN3vj1nNPwTICL8tO8k/Ikap la38zj/pUXBMQ8vKP5XiVE+8WtA/FAajdqtFzD9u0bSORDLRP5hbFivOyc0/ ImToV8r00T9gaeLL9XfPP1zip1zzoNI/EFDLemup0D+aQD5K+kPTP2yLzib+ n9E/MMPjJ1br0z9vosLiO5LSP0kYJcYCndQ/8eYa3ih60z8uprCjG1jVP6Xy KJqpWNQ/HbBuSZsX1j9QggSOwzLVP2W+QZXi1dY/oA3L2xUO1j9suDVqOZDX PzOtcKBY7dY/ooNwC7NH2D+Ye8+YeM/XP5bV6eMs/9g/P8PvWZix2D89I+nC /7jZPy8PihRfkdk/4aAbjBV22j8kK/Hk4m3aP3xv5d0wNts/JvbALGFH2z9t QwB6l/jbP827PyqUHtw/oy0hmZC83D8wa7ikNPTcP+cKmAWWgd0/iCfb0cjI 3T/zhNphVEfePxVHMg+knN4/z7OUkZsN3z/QsRF59m/fP2o9RGs= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA1gDQrUGbgT/pM6BLmmt9v04xQriq 6JY/+m5dlaSOcD8xMM3sm7miP4uMMTtrZY4/MIKEaYU6qj/hu8M9fMqZP4iv N7CI8rA/4M3D9H4Hoj+p5JO+QMa0P2sw2KTbLKc/WRmSTJiAuD/Vk6hV+YSs P3fwJhdeHrw/NdmlRh0LsT+O72XtLbi/P4VAzdaz17M/3VKems+2wT+98Fz1 qIi2P61Np76boMM/hGGxE3cbuT+VBXofHX7FPx9Ycrjaxrs/+h6wEsAjxz+5 i2w4++G+PytWAgK3g8g/3kEX4DlEwT9LHG5DTsDJP/Ku3tHVOsM/LNTTBbgF yz9DKqxCnyjFPxT+0A1na8w/jjPibSP2xj9O5MEMCPTNP4qAJKK1oMg/3az4 j6qSzz8t6yBSRjXKP67xJkjLldA/4uf+hI3Pyz+mE+u5X0/RPyXXqdSXj80/ hKZEdefw0T+c5CmRu3/PP7+xzVWAhNI/rIClgd7F0D8jPKqSUxjTP+SPYt6k y9E/jbfe+GG10z8SrscRMMjSP5KySG5zX9Q/pkz3Nbi30z/ehYg2ZhfVP/QS UQdfmdQ/vTTZr37b1T+w/Zkn4G7VP51syrHgptY/aF9Cvxc91j+fThgknnPX PwEXjubzCdc/iEGLrTQ+2D+yvbT29tjXP0QAxVolBtk/kJgU45+q2D//vEmL PszZP251KUwgftk/DhWGnlmR2j/3tobSnlLaP6ZlP5sMVts//P9mb4Un2z8h 6lHSuBrcPxgV7tFy/Ns/3HEnk53f3D/4JrKqJ9HcP8LvaRnhpN0/rEIJvn2l 3T/XVH4PlmrePzJ3jmFied4/GNzSFsEw3z+JidPz0EzfP/DTTrE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAhAzS+5wjfj+8PtLrs1h4v2mwbTBw 4ZU/jXKvtI6rdD/xgAChfGWiP4hJZGrotY8/hqO26pEqqj8yeV87Y+qZP5IK lGYNGbE/yxcLiHW6oT+Tn02nMym1P5W6ZNP1ZqY/Y52ALOQsuT/Bi8uVYSyr P990WbGyG70/zVRzrMgNsD+nFu+ltIHAP8UCVXh4jLI/QETf1zp2wj/3Ddt6 0gm1P+Hmb4QDWcQ/Hi8giKeqtz+IZ5sB/gDGPzeUL/QYwbo//F9XKqJRxz+1 CR4JN4a+PzMT7+4pXcg/1oQq88ZqwT+OsvgmB1XJP64YVO4cpsM/2raxl9lj yj+XR86wfcrFP3TktH+Rn8s/MU3++/jBxz+9S/P2bA/NPxsZ87dQhck/W3ib /1uwzj+wH37ilBfLP+5w/Aa5N9A/YulTB7KLzD9yPVtI4RLRP42DybeUCM4/ rIx0pE7X0T9MGMoy7bLPPxXbDkh3hNI/Vldkj+fF0D+a0NIciCjTP2z7OVRw u9E/csiN+EPR0z8tnRgSTqzSP6RQl2IYhdQ/lK6oQROS0z/ic+m4jEPVP/Ek 8IQ4bdQ/xoxysKQH1j+opQAnukLVP3Wu6Pany9Y/kB0kelAY1j9Aw0yPyIzX P1+iWXvJ8NY//lVb8o1L2D88qeSxncvXP3ZNLtO5Cdk/X0uragun2D/te7Ms lMjZP4C2v6rKgdk/TUtimYyI2j+8gKrXa1vaP9sCpAaPSds/x2ICBAM02z+R xJjQZgvcP6k6p9PEC9w/Tguo5O/N3D+FjTFZ1eLcP8W7+g8ckd0/rHZ4x0K5 3T8EY+De51TePwRpLJIQj94/U/Kd2VAZ3z9PcwgxQWTfP9egRfM= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAuR3vM3J3fz/1T+8jiax5vzEh/ZQ1 N5Y/b69xInlUcz/iI2jleouiP8W9xVjvHY8/ERi0N/RCqj8hkGShnrmZPyxp 54KcF7E/lVpkT1e9oT/fAEwQcRC1P//3ZwF7mKY/blFfyqjyuD+rIw5a2KCr P2Z3nc6Iu7w/RVIvj/JtsD8cuEbCDELAP9q/pT/IC7M/ZsJ5gQEywj+rEaYn RZK1P07SFk3cJcQ/RVjS9vUQuD//8l4NLfzFP0l9qNy6yro/7iUJUTmOxz/O fbq7CA2+P09f7let1sg/uzgrikPxwD/zT1pQkPvJP0t78sST/8I/tNjKDFQs yz+8JbU7AwLFP+BaSM6thMw/w9Zqrdzcxj8YWR+PYgrOP8ILxx9bisg/UVNg WJ+yzz+6RLmJURXKP7wh1sV9sdA/xIegiSiYyz8tuOwpPXzRPxWOpvTcNc0/ 36Smiuwv0j/l52VmsQHPPyWK1gNG09I/R6ic0xh30D9b0+xC1HTTP6z4Hy4k b9E/iHCUyIoe1D8X9RFCB1/SP1PHsBc10tQ/5TePjPZE0z/kT1ArfovVP+5I iRJHJdQ/WuuTE9VD1j8TR9/DiQbVP0I1JBRn99Y/xJboXJHs1T+QknT2vafX PxDTMRTU1dY/uSupez5Z2D+B05Yo7b3XP9pHPnYtD9k/+lCbx5eh2D+0HZJS R8rZP7oU4YQXgNk/hpIToIqJ2j+AOfnQbVraP1cqN2xxS9s/SztvniAy2z9g JvaSuA7cP9jYSRFzCNw/IwKULZ3S3D+ylkUQKN7cPzX9gBPIlt0/ODXyw5az 3T8XtCtPIlveP/AX4SHWiN4/FInbmbEf3z+M3Mpw4F3fP3b3Pco= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAARHyFG4NjfT+AroULmph3v8js3aFa ZpU/DoHu7uSXdj+1fzRMefChPzwnyt76xJA/oCqZh/JqqT8Ca5oBommbP/vi Ak2ni7A/+WYtu0HVoj8UCnbyUWi0P5PlEz256Kc/BV4obYk1uD9+CnwUFxut P/lVvz8e8bs/sXMNHl04sT/zeC1VN7W/PyC3BW+q2rM/NPWhKTTOwT8QrFXX 31m2P2mkp4D3y8M/D7Swj7/EuD/QJiRZlrDFP6cVHkXoYbs/4XisNvhTxz/o 13PwioG+P/DOqk5Kscg/Gcluk6YWwT+qqRcQ3+zJP5IhNQVFDsM/Ei2S/0cy yz9c0e1ID/zEP7EDuYcAm8w/8y3684nGxj/JTiD0MizOPxEWxrqKaMg/Lrgy D5rZzz/b3+bSVu7JP5q37sGgwtA/CVxvkeJ1yz9gSOhuyoPRP7Rtr2rCJs0/ 8II5VGsl0j/EK0DTsxbPPzb9nvkgsNI/NzXU3T2a0D+BcBYFdTfTP4Rb9muD rNE/EAZ1BtDK0z+PXzEEwrLSP62FuMRhcNQ/jHmH38mm0z9Yfvs6MSfVP3oa 3gKUidQ/R0KDvNHp1T8m8O8ajWDVP0U6KK0qsdY/wZHkw80y1j8NhM9493fX P5Xh1pGaBdc/Ih+/q4s82D8X4ID4n9rXP1Elza+F/9g/g3MMjj+x2D/nVovL 1cHZP4fb5wuJiNk/lKiQd/SD2j9xI3z5A2DaP02MyFgCRts/VdndsY832z/E oAITEwjcP3dePZEYD9w/oMw4CU3K3D8yzKA0eObcP+x5KpPhjN0/grhIRH29 3T8dbbN0+0/eP+peWfz8k94/wlLGSrUT3z/dEuC/3GnfP8MsRp0= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAmR5+BzfJfD/UUH73Tf52v9joXawI gZU/0JDuxCwtdj+OfJmxzi6iP4wtABRQSJA/naDpqhPmqT8Hf/m6X3OaPweu 80v85LA/4tBLvZcioj9A6hS0k860Pzwl1rk1HKc/hZr/gcOTuD+Akc3qol6s P9Ie94/PNrw/2qrVzavysD+M9BTbwdm/P4g7HukftrM/t+UV443PwT8Ky21k LFe2P5VCM/gswcM/t3eZoFTauD8EOmUWXaLFPz/vm8pafrs/851p+gtKxz/F jfloY5W+PwBUnd3Ursg/CkR8BBwZwT+yWq2/e+/JP41wn1WoC8M/Pzc/gvox yz8wx0DGXPzEP8yqBEYTjMw/2YauNXfVxj9sNYhAGgPOP20vXm6jkcg/ECRG KnyQzz/4c9O3dDfKPzvIbsYEkdA/yDpviBrZyz8KVmeBI0/RP1xSsUUQkM0/ U12SCrf70T/7do5mHGrPP2S0qOrgnNI/B37K7H2t0D+5bNBq0j7TP01fPAYm pdE/P8OlRhvq0z9gogDEdpPSP/gkWI9WodQ/QNrnFNV10z/J+euGPmLVPwmf 7baGTtQ/jBgRcgcn1j/hGWJlVyPVP4TItF9K6dY/gQNYEa761T+Cu234DabX PyCqOBKE19Y//XPKFtpe2D88i3WNUbjXP/6b7sYIF9k/1vzqdryZ2D+G1ujn ENHZP+hbiu9Nedk/E8fK6NGN2j/0BEKIJlbaPxQccDEdTds/j0k22XQw2z93 +2UoZg7cP8ID2nvFCNw/ErdT+ifR3D/B4YVDnd/cP5W98FMEld0/2nSCg1q1 3T8duNIrv1neP+oTOkU5it4/XEkcTDIf3z9EHIq+X17fP691Qvo= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAATC+d5cJTfj+IYZ3V2Yh4v72yyxO5 0pU/Pmk3J2vmdD/mN8zoUEqiP922mqVLEZA/6+xOgy/zqT9r5i4KKFmaP/t+ jjzi6LA/9y4W3Msaoj9ujpeYyNq0P+Pc0PDLA6c/tRgRT4q1uD8blapQFRus PxM9AMT6drw/mIzMmYCysD8JinALLhzAPwIcUq2FV7M/Ov4jsvMHwj8EmlHG YOa1P6BD/+xL9cM/onUBtxZyuD/Lsjn+YMDFP6/98vpSQrs/GyGZhadCxz91 h5pSLKS+P1DOMAv+e8g/usno1vJLwT8G0JXSwJbJPzf7tkJjZMM/LkmEfrjA yj9BtfvJnm3FP2fMSzhbEcw/PGVnQy9Qxz/PmJ/PIozNPwrMRt+aCMk/3LyA mYonzz8u25hIZqDKP+qujSZEZtA/aW0xyJsuzD+0Y6MSVyzRPww3OSOp1c0/ UpHBe5Lb0T/+DjCEZarPP5qKsvRJfNI/0qfA4hTO0D9xRbUYnR7TP5SGV1hb xdE/RLveiI3L0z9cqseBBLLSPwPIobXvg9Q/Njee7juT0z9hAihKK0TVP3OW sfOZbNQ/jyBmhMoG1j/fEQ1TlEPVP3yhQeU2x9Y/iirLi8Ec1j+iGrQScoTX P/9K8vcf+dY/tO660KxA2D+EEIXTftbXP4IDWUtW/tg/UpWA8m6y2D87vdPo Vr7ZPzN1n+4HjNk/peWa0EWA2j9i5nGgsmPaP5jmnxZEQ9s/Cn8G9E062z9n +jdjmwbcP9IECEGQENw/IfQCy/TJ3D+zpNZy0ObcP67zevdIjd0/wD743xW9 3T8VvqSYuFDeP/QNaNg/k94/DxDy7msU3z+SVbQbJmnfP9dlR9w= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAS0ge0YnvgD/PwjySKhR8v0XPUNXs Bpc/IPciIZwVcD9j3av7/BSjP8PXtv/m94w/IFJnqIzuqj8AHP6/bWKYPyij as/KeLE/n+Zdtvr6oD9Le4W2J3K1PygD9bQN1aU/Bp4X9JNKuT96ip0GAvGq PyhMNbEEBr0/g32XrHYjsD8Q0oeBVGPAP/SLI8E4ybI/aDKib+BVwj+pMVVL h0q1P8O0cPByU8Q/W5MesMi1tz8CD6wPqjfGP0NFDtjAU7o/qH5eEATXxz9b zA89c3u9P2CJ4mZaJMk/qg43e5ajwD8vdbH32T7KPw1Wmx1KvMI/h7jay/ZZ yz/qRaV8YNTEP7eF27ejncw/7KvXw+bDxj/AsbcxOhjOPxizLn2DfMg/hP3f N2a9zz+GmjmqigrKP75e94TytNA/xA1eCz+Ryz/+puwgA3rRP3SwpgZROs0/ v0Phxc4k0j8lqvDv7BfPPzNyUQC9vdI/OsAh16GM0D8H4GnVHVTTP//ropva j9E/SVbiCfXy0z9XD8QAnYrSP5/8/UxSntQ/mgJCV9l40z/NsLIB3VTVPwbo JjzoW9Q/qJjLLt0R1j/EmaeogTjVP0085Zog0NY/uY8n1tcT1j8/iO9tBY3X P2LdtpyM8NY/OGBUhd5I2D8Bn+seTc7XP6GaGw8QBdk/Mv69LrWr2D9eYggI lcLZPw/Qas/Jh9k/oIiud7eB2j9mQ175QGLaP4kcnDBVQts/GEkK2jw72z+U 2HUBKwTcP6UmyqIAE9w/AHU4ev3G3D/TI6HDx+ncP6M+bUKjit0/zfMFlbu/ 3T8Fo5n3AE/ePwIpc3n3lN4/dMBTuQIU3z8spVJRj2nfP5FAQPY= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAI2C6M0/bez9dkrojZhB2v+GdICep JJU/rrzj2aqedz/ASIF1Ae2hPyeVMIzqy5A/hUoHnu2TqT82K77UqxebP8pX i/Wou7A/Wn0caj51oj9Xluoli7S0PxDNKtZGUKc/mYCJ1n2duD9XxblBLkus P/MKpihcd7w/ub4mNR+ysD+sUWAtJS3AP7uMcmmXNbM/c7VvbaUrwj+RK7pP /Z61P0jc6Qm2K8Q/UUQsfUIFuD8t87x8cwjGP+t87P0tsro/lCN7SrGWxz+F gtbIGPy9PygdeUNezsg/43qgnpL5wD+x1CpPYdnJP4v2IcbCIcM/cVualMbu yj/+ouWzkD/FP4ATXK47L8w/Ih5XzU4yxz81o4apzKHNP6XBXwXx8sg/ZQVT dPc6zz+kksZt+YzKP2nW061Bb9A/bB6luaAczD/lNtx5AjTRP6iQx1RSxs0/ aplEQA7j0T/M/in7bZvPP4LbvO6EhNI/6la26NnF0D8RS8JHWibTP/aASime vdE/BSIQbyzR0z+aQ5abZazSPyKV2xYjh9Q/F2pkjQiQ0z8xsNKURkbVP6Ho Bql+atQ/xU3m+DIK1j+o5IzeK0DVP4hItwMpztY/foNVbc8V1j+ZwWrxsY/X PwakOxng7dY/FikxrTJP2D8j1g73+MfXP/31NisbDtk/2aKiEqqi2D8CzqPT YM3ZP21kzwP+fNk/KhcwFE6N2j/btNxcqlbaPwl7umzjTds/merrna4v2z84 nSFRIA/cPwBiHlMLCNw/RnaF9hLR3D+MIlRHst/cPwyg6kXMk90/Y5KIkZK2 3T9CAZUFVFfeP8TKd2ukjN4/1KmNzqUb3z/Muxg87GHfP8ICQAs= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAxlhSjxwLfj8Ai1J/M0B4v+kGs45f xpU/jBiaO9EXdT/CHKX+QkiiPyHt6HlnFZA/shsLmFX1qT/ciLbg21SaP9D1 Ex8P67A/TkELF3IWoj+1DDUfq9y0P1TgleMGAKc/EpQy8zy3uD9mnmcIsBes P4W2/7cEe7w/JRPNpXausD/kxFkTqyHAP0umf52LTLM/w568RWkUwj/xWCCf dc21P9nhnItcDcQ/LTnGefVBuD8fNGQ+pejFPwf7nXrK8bo/Yvh0CUd9xz/o 2OJK7S6+P0qcwv4Jxcg/wftW4+YCwT85r70So+TJPwUcjwKBFsM/goQjpyUM yz/teVyhMSLFPxWOgT1fXMw/jqMxPisFxz9303Je6ODNP2CRc1DVs8g/V4IF fBuPzz+zFRRm1TjKP7PHKizlotA/2Dv3vFm1yz9PX5FyrW7RP9Y/XWP8UM0/ 7aayqJEi0j/J400qZxzPP90E26csxdI/ji2YLzKF0D+yAWe9SWLTP1TKpbOu gdE/8+Zkb74C1D+sfkGb03rSP6POHKqkqtQ/lTAj+oZs0z812NzaNFrVP5zA /GKQVtQ/iyfx+CgP1j/hCoLeNTvVP2vWYSHtxtY/m/WqTwsd1j831GJHlYDX P2iRQ8P8/NY/mJpy3bA82D+fZM3GetrXP74XgXHl+9g/FYFYzN+02D8snX59 Jr7ZPz+V9Fk4jNk/X5/OLb+C2j+nLD5DOWHaPw4Js7uzSNs/k1zzTt402z+D +MZiJA/cP7YGeUEHCNw/K+lTCYTV3D+nr4U0QdvcP9he0omam90/mNOgTcSu 3T98pcc8aWHeP4smRTSPgt4/ZnG6Ugwn3z849Ou3hVbfP9xpP1A= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA1UQWh3J6gT/muyz++yl9vzTBJnbj FZc/wF6WO4Ozbz8PdCd/FfOiPxV9yPGEf40/dq5dPUmUqj9VYxGW9BaZP8aw kEUQKrE/Y8sRym+YoT/quJd4sgC1P+iH0DD4t6Y/+Xp3wpK4uD+W0N1pBBWs P1Jh+eSmVLw/WmjTeNTUsD8lcQxX5fO/P+2+Jm38m7M/06FTSBfcwT/SUvKZ GT62P/WCDC3tz8M/9fbmNtS8uD/kq0GCZ7fFP38L4/JFVLs/RPebRHZnxz8k 25TUjlq+P2lMysTH0Mg/oUtPHSn3wD/0WTXdKg/KP0txFzj568I/OiPBf11N yz82277I+eDEPw+mePETqcw/k4s6ina4xj/PnCWtyCzOPwnIwAH1Z8g/Rede 34HRzz/FsLoCb/bJPwUtHpkvv9A/M3EQ48R8yz9Q+AT054bRP9MNdmCHIM0/ f0HU9+Iy0j+jrgqMxPvOP3KZYCEpyNI/+pgStjWC0D+N38fR/FfTP3fsRJ/7 i9E/0P85S4Xw0z/PZWy/DI3SP6IW/36lltQ/l+hAJYaA0z+DwMa1NkjVP07Y EoiOaNQ/5ahUFvD/1T+HiR7BbkrVPxO1JxdLudY/8xblWa0q1j9SfcwbF3PX P0/o2e56Ctc/AGxYTqcu2D85k+dVhOjXPz2L66JK7dg/lg3umnrD2D9mTirz FK/ZPwfkSORJm9k/ysCiETJz2j89C2pfxnDaP8NG04efONs/3x7TgvJE2z/V xlcBoP7bP2c46KKLGNw/5o0y0tLE3D/sCqdr8uvcPwjvdHMai90/aEP+Y0S/ 3T/y8aVCe1HePxbaZi59kt4/1C04eQQY3z/MN26RjWXfP/0ZTes= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAATRv83G1fz87Zm/jiOp5v1jevE9c HpY/0bpyN963cz+WVO9pV2miP/n6qEZ9po8/Cc67TdQOqj8sJFV13iGaPxpW k3sC+rA/u4AMXov4oT90JdB4RPi0P9OuXzDUyKY/DoFyNevquD9qxOeDU7Cr P9Z8QWvdzbw/1EyL8p1bsD+7zFRmJVrAP5yWifeW27I/ttziXklWwj8K3dNs tUm1PySTFAnJTcQ/l9bWfhzBtz+ZtFHFfRvGPxP6wmwZjLo/BfOUyFmdxz+h 46LMx+69P6emZrMT18g/Y/GyLt3wwD8Vt5s35u/JPygUsd09C8M/Fok17GoS yz9YdUpc7BvFP8CiP6dtWMw/5I5z1BwJxz/nPLIxZ8rNP/EnNH1Wysg/zQRY Mplizz89k8GvV2XKP/vQKefyhdA/Ryn5Rj7vyz+yoBhx4VLRPxC9TmaUiM0/ VtKlYfEM0j/4jGe4p0fPP1YhvA5xt9I/FhG3yO2S0D/i6m/4/F3TPyThnHj7 hdE/YkJae5gJ1D89I0yP+XPSP9oVgxcHvdQ/Xum8jCRa0z8uBGDm8XXVP6aU eVfTOtQ/RWb35aUv1j8ozHvxuBrVPyZU8F3k5tY/4HccExT91T8cQtR7D5zX P4Mj0o6C4dY/65GuHKFR2D9NbZGHisXXP9FyRgWkCdk/ASaTOCGn2D+Zzy7x ycTZP9RiROaUhdk/qYJUOsaC2j9cSbg2MmHaP+xEn4zrQts/tiAHfqY62z9H FLHWlwTcP/Tqjs2TEtw/TUNxj1zH3D+GVWiuaOncP+JoBbn6it0/jsltHmS/ 3T+BMBuNUE/eP4ib8eOnlN4/YLeDB0oU3z9AriIDSGnfP3CTR/U= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAm104oIy4fz/YjziQo+15v7IH9Nbf CpY/ahWWGtAFdD9HDnpWIk2iPxcKP8qoC5A/339xkA7VqT+EwOnvaZWaPwRN bxGnyLA/55JUMkJboj9xQVHP/6y0P912XYNdX6c//blFEZp8uD+QUkHM9Yys P+WaigjhKrw/xi5CVZr+sD8vKIrQP8i/P+QHqfOhx7M//IPX9+m4wT9/juo6 dIS2P44sTO2wlMM/w6NntkwzuT9JPqDnJVvFP7PmJSjJDLw/gP7GDCPhxj+r zD5ENWe/P51RDwiEHMg/bEYK2myrwT8hPrM7GDXJPxyNmdkLxsM/Q7fzsrtb yj8sR4yVm9LFP5Cr9KMyq8s/FYa+11e2xz9vO/27MCrNP2kp6fKMask/QATN /z7Szj/Lk0zisfXKP/ZHVZC8RtA/Uzui9KptzD/xx40JuhvRP49uZDXj9s0/ oiXMCaLa0T9d5hpoRqzPPwWJG9rXhtI/ZqlX/YbD0D8bxw2Bjy3TP+sE/+9o ttE/Ggr5lMvY0z+FW611xqTSP3k0V1mri9Q/v8roSoCL0z9ipCxKXUTVP3H0 rPNnbNQ/nv3L9gr/1T/ONKfgU0vVP9pV3GQPudY/LHYwDOkq1j+w6KJns3LX P/J8A6PeCtc/drvIH80t2D/EQ3eEXunXP2uspgeW69g/aewyNi/F2D/mpl5j FKzZP4eLFHRKntk/7GIuJaFu2j8Zad5LV3XaP6UjnjuAMts//kEIzxFL2z8o rfpXLffbPxJSRUz+H9w/wJw9uWW83D8S/JuEX/TcP3QTGTMSgt0/+h5apEzI 3T/5AjaJLkjePw3J1ufJm94/gFeQQboO3z8iDhbJ127fPyF9RNk= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA2ov1NXPrgD/uSetb/Qt8v6DctjCS gpY/scGKswYncj9a2SzehXuiP+jnsnXDXY8/mjgHr1TvqT8NT76y3WCaPyJL fYTSyLA/q5Y4TOtaoj/zmWKzoaC0P9fFOrsZeKc/rf8rWx1tuD8tx3Q476us P1duqHnJL7w/VFsk5LH5sD/XQoepkwHAP2KqJHG6jLM/jBcEHN7+wT9fZ5Hy i/i1P9RQg0OTBMQ/PFv5CYhTuD+0tuy0UuzFP971jI1v6ro/4Cjl2euNxz/r dwKqow2+P+zFk/kd5Mg/HdKF6NLjwD9uK+MVPxHKP8+faf/k6cI/GwIB5z1C yz9V/H5hGezEP3bsSzHylcw/LUVnSpjLxj/XolK1RhfOPwLCk/l2fcg/u3ZZ RkK+zz9OIcCbrgnKPy7Wa4Skt9A/4x51DNuLyz+W0Cb44IDRP0RdMliVLM0/ M4HVJQcu0j88LwgwfAXPP5UlbrrpxdI/1gwFHXWE0D/8LKidIVrTPwqfZNPW idE/+hlMlTj30z+lS1p1WYbSP8mxZU5zoNQ/b03aVbh20z8QNWhIKFPVP8Nj cfWcXdQ/YQk337AK1j8MKTz4rT/VP5qiUeyhw9Y/aym7hFYg1j+NL2hnSH3X PxU2PqNJANc/neq56Jc42D+bFIa7k97XP5gclBhp9tg/O3xFJVy62D9XQZWF zLbZPxbx3VGSk9k/BHE7EkB52j8BW9FeuGraP8roBeEXPds/13ygKXpA2z/0 akDoxgHcP0iU/7tkFdw/aQ2wN/fG3D9qiykGzuncP1lDCD+BjN0/Fe9qmN29 3T8oW7OVWFLeP+BwWdufkd4/bd6HNXwY3z8zhx7VFWXfP/g3Qbc= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAASGPMmHynfD+ClcyIk9x2v5PMp5Zo TJU/5gHHG63/dj9ngtn6dvOhP9khgIH/vpA/awMBfCCCqT9sucoYRjubPwfv iPA2obA/4k4hdCKqoj8ov7L2/IO0P297mjRjsac/tM6UKmBPuD8gKaOZaees P9pt++ey/rs/z1vRdcgqsT9z5sgjkK6/P55JaqBR4bM/Kr1tY1LBwT8nHL5j o3O2PzsgRxKeusM/bLxxbHLnuD9KKJwfrZ7FP7MSLri6hbs/AtH+6f89xz+o J8+Je62+Py8F6yR9jcg/25IuvXM6wT+DGjyHALLJP7qwEI4jScM/Gwt417rb yj9U8wdxnFLFPxgW4jhVKMw/jRvRQjU5xz81lAeej6DNP6HQ3hAu9Mg/CkhT zSU+zz8CUMYUy4nKPwxlMIuLdtA/JQHs/gwOzD9oIwJKM0fRP6K3e7Twn80/ hL3Aeq8E0j+atjGGK1jPPyhNV7rJr9I/ROUbHZWa0D87xTymk1PTP8wG0Mpk kNE/c/5cEc360z8rZ0n5xILSP0p6wqGYqtQ/74R9ApNs0z/KsovdqGLVPwnm TWAcTtQ/xQ9DcCkf1j+oIjBnNSvVP0qrCjXf29Y/vSACPBkI1j9/B7MfLJfX PyBe8+pl5tY/oCNIgSZS2D+Y2/ciBcXXPy/X3u98Dtk/pcH6TUii2D+R9PTX /czZP9s9fv9gfdk///IlX36N2j8H2eYRelbaPyvN64teT9s/eJi6fjMu2z8V HfqwBBLcPyTiRfMmBdw/nR7NzBTV3D84egxxsNvcP4R+MotumN0/67NATPCx 3T8oKCtqFFzeP96j4Qbkh94/vT7x/hQg3z/jJrULfV3fP6RHPKw= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAATHMwO4rjfD+GpTAroRh3v+EMtA+J fJU/rQCWNys/dj+P03CggyCiP4l/UTbmZJA/mmwcmZrFqT8P55PeUbSaPwRS Ed4CzLA/5ogQmYpUoj8MU8xzhLO0P6VTZzpUUqc/+4Q0GZyBuD+WvGO88YKs Pw05f09lN7w/n5BNDhbysD/IWHZ1pPK/P0rXvE49nbM/98MocMznwT+JDkhK rya2PwLCWZD838M/33hMcLWcuD8cOSZuuL3FPwzxGRukR7s/L4B0IYlWxz9N yeMaaXy+P7CWZzt5o8g/WgGypnckwT8JImzRJsnJPzWp4EP9McM/1xbh4xP1 yj+Z555kQznFPz/2HXyiQsw/ZjuV/+cexz8N83sZtrnNP8pxapUH28g/Ukyw CCpUzz+4S2nZxnPKP12HjMHCftA/hLwzkp79yz+B3CaovEnRP3BFMvjdms0/ hgjgvY780T+WIPP/bGjPP2QATzdsmdI/BzIkoPKw0D+pi6rDPTDTP15AYq26 s9E/zzzXu3vP0z/QKM9OFq7SPw2lc95CfdQ/LFrMxeiZ0z+JXLaMijjVP0k8 I7E6eNQ/i3c2vp/71T/iujwZv07VP+8NuvyWv9Y/GL5SdGEk1j+XEc4phoDX PwhU2OAL/dY/fRSi8rE+2D+86p2xedjXP45KoAFC/Ng/R045PIO02D+FF6dd /rrZP+gazHlgj9k/QMMxCKB72j/HCNtoWGjaP38gow4UPts/IkUD/H0/2z9j zfpC8QHcP9gxRWE6Fdw/gqItIMrG3D9R9qsd++ncP3XR/aZNjN0/+2B1MBG+ 3T8KiqqISVLePwBCYuiukd4/bp4df6EY3z8wx4iL8GTfP7ZKPMg= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAqILMXVq5fz/htMxNce55v1l4ZxvL TJY/0FLICCP+cj9pQj4beZmiP6hDbYH25Y4/9TCEetFNqj9XXsQb5KOZP7N0 JjtaELE/iUPm3tvLoT/t1K2grOe0P+FPpOAD6qY/Y7c6mbKQuD/EV1e8xGSs P7SpxK22ELw/9x8IsMQYsT9bztkyB46/P7hhWZHaAbQ/mM/6FiqYwT9G96P8 88W2P7Jpl1YkfsM/eSnR42VguT/f+FRhyV7FP4pxvDSCBbw/HXdzNR8Pxz90 2+XyPAu/P0wFRMQvfMg/vpLVHcFLwT8RtI/HEMHJPy4XvU0TOsM/kOXOcqwJ yz/hGLHVqiTFPyRdKq+5csw/gNSIzNDuxj+HUFtC+gPOP1IUi2zDkMg/bLFs KyWzzz+e5qy2yxTKP7kfp6kistA/zYv+wd6Wyz8Erv3s8HjRP2qihG51PM0/ s/CWiVgj0j89UIVo2RrPP5rOrKEduNI/0mPGNUGS0D8TWh/Z1UfTP/Nx7Zci nNE/SVFqjirg0z9WFDx8Z53SP+RgNS0zh9Q/Vp4Kd/iP0z9+ADCZYTzVP1WY qaRjdNQ/FjF5Cav61T9YAfrNs0/VP5pQbUIKvNY/a3ufLu4n1j8Qc4MnGX3X P5DyIuN4ANc/hi9nUI092D+zz9hTntnXPycxAzVK/tg/rWfWCHuy2D/w9Pil 4b/ZP309ejF9itk/aFV8yEuC2j+edpCorGHaP6bypS43Rds/+3IA3Fo42z9d H0EyXQjcP9zf/nHODtw/nvdyM6PL3D82oWYKIuXcP/CUezoSj90/fp33nEy7 3T+pyfgLwlLeP14CFGU2kd4/oP3nxckW3z8BaL5EyGbfPx8sRSk= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAATFiskItHfz+HiqyAonx5vyyKdxgV BJY/gAuIFPsgdD8skG//7VaiP58MqPAi8I8/M7QkCSPoqT/ZV4P+QG+aP2L0 /GsZzrA/LEQ5fV1Qoj9CMRAzl560PzyX37sufKc/qJI4VopMuD87oVtCFe2s PzQtccox2rs/eJxbk0lPsT8OUei3rGi/PwXfSgw1J7Q/uydqSCyOwT8ER8WZ 79m2Pxp5D0/KesM/qwrh8hlnuT8WPzDGhVvFPxjlBWsJDLw/lgLnhl0Cxz9+ xP5PwCS/P251Ko/zYMg/nCLvUv1mwT+tSCicjZrJP4+CJHmWYMM/5Oc6h2Df yj+MFkXB9k7FPwsE/ajHTMw/my220sIUxz8iwdgtXOrNP7ajDYFhqsg/8Nb4 RgGuzz8awSCb7xnKP8EzvXYZvtA/vmPSJ/F+yz+64yhdT5fRPwE3Lo64/8w/ GxP76X5V0j9tC72njLbOP/qU0bCA+9I/cZ2hJt5O0D/AVAHiaJfTP0Z3C4+P TNE/hwtvR0w21D8XWjfDRUfSP5/jdnbg3dQ/mRvJLUs50z9ogGIw/ozVP2oY dw3HI9Q/puFjBlU/1j/HUA/RCQvVP2ISNJ+98dY/pLnY0Try1T+Zfd+VJqTX PwboxnRr2dY/L+UmWzlY2D8LGhlJ8r7XP1XW3eJbD9k/f8L7Wmmh2D9cptsP 88nZPxGMl8drgNk/QQqm1JqH2j/GwWacXVzaP9hI6q2cR9s/yRy8XPU12z8/ 3sxkSgncP/sgcz/hDdw/KScI5SXM3D+qcdFYn+TcP370vbvhj90/8T21G326 3T9s2ESaUVTeP5vzx9amj94/sqS+QFsZ3z/uwOfJNmTfP5hcPOY= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAArSUPbdlGfj/qVw9d8Ht4v4y0wBM7 spU/A2JjJ2NodT+kX5Po3SWiP2FnDKYxWpA/msM9/uCzqT8MOVEUxdeaP25x iDL+t7A/Ekoi8JN8oj9/AB5CsZS0P7/4w536j6c/Q0kWh2VWuD8ENKDgXtms P3QNR02p+rs/OLyFENIusT9MrgxTIZy/P8eBJnHA87M/fdD+4BmtwT989Zto FJy2P98DEldXmsM/H/Xb4v8nuT+Y/rLjHHnFPxZmADDb0Ls/a54E3mkbxz/X jMOhp/K+P7uoUePTbcg/Tu/H/hxawT+i4C7elJHJP5vqHTePacM/7ROJm1u8 yj+D6vas+3HFP+46a7C3Ecw/uPZHy9JPxz/+cVyDDpzNP9zyiSuv+Mg/qucw pllRzz9gsOg7l3bKP5b+VKuTidA/EM6ivvznyz8kqx8baVrRPymoQBKFec0/ s+XAvXYM0j8+ZjEAnUjPP/hCobD7pdI/cu/RJmOk0D+E3Ytl/znTP4LugAv5 qdE/CZ+9CdfX0z+VxugAu6XSPxz3TK1BhdQ/HQjz9umR0z//nji8VUDVP9T5 oIFvcNQ/r2A5HusC1j++0Tm5c0fVP8Z8waisxtY/P09LyEsd1j+mrfwzmIjX P/u3qdb59NY/lcyHFS1J2D+kMriO/s3XP8U9w7ATCtk/DlsWjbGm2D9j1PRE SszZPwhefpIUftk/AW9b9dKP2j8GXbF7JVTaP00T6i0qVNs/VlK83Gcp2z9G sQAayBjcP/RNP4pj/ts/hfgWE2Dd3D9PoMIqZdPcP9VQH1fiod0/muFTgHyo 3T/PAg7RYmbePzfJ/p+Vfd4/zKH6eQAr3z/Tw6uQkVLfPwLtTHM= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAkArLoA42fT/NPMuQJWt3vyUvfSRH WJU/mndx5DLQdj8D1ZPFsu2hP6F8C+yHypA/7LHyiF95qT9oXOf+x0ybPzA0 8nK7p7A/kcRObxmdoj+pnalKfay0P22+rIxiYKc/rMJql0W5uD8xQfe/nhOs P7aK5BSax7w/9z7oSOFhsD9BuhkXEHHAP4+7/5XBrbI/XtQqdmyGwj++7UM+ b+m0P2i7JpddksQ/EYayYvM3tz+wdH/wamzGP+Z5ZxY/6rk/jAS2I3Lpxz+U wGAWl1a9P3fG0eoWAck/k9FH99nGwD9kahjj/N3JP9hgNDInHcM/bTh5XQq/ yj8DxgbrTG/FPyeqQtboz8s/f4dwpaGRxz9SRO7r2R/NP4cg+MLjdMk/NWV2 1Xmqzj/WMqMMdx3LP+o9rDK9LdA/aU/0r6mfzD+0+DuStAfRPwkNCCTuHs4/ 02RSIMnS0T/9Zw47+LvPP37GJJrOjNI/7WtOPZC90D+YvN3FeD/TP24PL6t/ pNE/i/+rw1b00z8VZvpGO4nSP8G41jThrtQ/d0Zpb0po0z9U6iJW62zVP3+u tufZQ9Q/Nk3Fc8Up1j835a1jmSDVP0M/t+qN4tY/w4xVhmoB1j+DwN9De5jX Px2lxsYW5dY/2YT/iwpP2D9gekAYIcjXPxB8X1b+CNk/xRx658an2D9dAXCN KsfZPxExA0o0g9k/7XHGON+I2j8YWkY4GVvaP8bwJq/NTNs/2nR/W8Qw2z+d tFf5wBHcP55K6KpqBdw/HNMBGvPW3D+3xdcj0tncPyQIK4INnN0/SipIVVGu 3T83UDGPAmHeP9J72+H1gt4/uAwqJuYl3z/qWHzkq1ffP3VVRmE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA+UjnvsvGfz8ye+eu4vt5v27IzPsX QZY/fRIzh+8scz9PBa5NvImiPxI4rrfpJI8/hG2y43k2qj835WdJk9KZP4nr Wq4oB7E/3lV9+D7eoT/wX70oa+20P9s5hdCG3qY/sKg4bXCzuD8ndVsUSR+s P6vfK04uWLw/AeqgD03RsD9VGybuNPi/P78UDdasl7M/AV+qOLzZwT942ES5 z0K2Pzffq4H0w8M/cz6ojcXUuD/itCcJNpzFP4D5FuWoirs/EZACFT01xz+J qcczAb++P/9h9Qr6gsg/DDYk1/ZEwT9r9ACaFq3JP9LWS3sNTsM/KnYNKInl yj9HiHIgzkjFP3DEFs0IR8w/NG2croEaxz+vyJuFr9XNPyqcSikOv8g/3Jjy LMuFzz8t/ya1JULKP7Dk95QAntA/4AFd6yK/yz/nYw7JrmnRP6Q2Y7b5Ws0/ MOQR4oAb0j9EaY+3iCrPPyTVFErautI/SV1ejYSP0D+E+JiC4FfTP4LTc+4X jNE/a5J33L390z800y4u1H/SP0Q6uKYfr9Q/9sSH/Qto0z/l2D58zmjVP+6/ msH2R9Q/XmF4ngEl1j8P0fo4XSXVP7RI/wv03tY/UoMNZQQF1j8xeHM/sJXX P23tMsvh59Y/S1LOa6RL2D/trHE4h8vXP+pB2THXA9k/6lYADO6s2D9XeCGx 4r/ZPxW6USZ8itk/DI38Sbx/2j/5PhAnPGTaP2MKk+RrQts/P1sTJiY72z8w 82DI0AbcPwkM39taENw//lSlqxDM3D/UQzSStOTcP/eoTBqvkd0/eIkmva+4 3T8cHIfNdlfeP+yvhaOBjN4/EL9HjFod3z+Rpl5+N2DfP8RVQps= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAtj7BEs3HfT/wcMEC5Px3v9EWS76r wJU/79g5faAudT8+dXKx70qiPy48ThQOEJA/JNzaVVn7qT/4Bxdl1EiaPxzK sFth7bA/tpjRnc0Roj/ld1eS59q0P/AJUf2NA6c/gUp6bDmtuD+HMdgVtyus P7jNngPCZLw/8/stWrnEsD8oGFlr8w/AP8T/gO36b7M/Fakb2C//wT9PRGJ6 6Pe1P7EOVULq/MM/gd9VDNpiuD8mCRK+WerFP/5QQnth7ro/Ic02lOeexz9o L181rOu9P9GDL06MDck/ORTqk2S6wD+3aM7LcFLKP4ZifkmzqMI/+AE9onGY yz94/EKm5ZXEP0dQC+++/Mw/XOGnjMtkxj/wl7dhaYbOP+jMLk1UDsg/Z9fb eRwT0D896WHut6HJP0ENcv7B3NA/vLBoGKBByz9CrKqYFo/RP++lKhcqEM0/ 7H947gsp0j/LMcKecg/PP0aY/zBaudI/JppzpgSR0D9gtEiXRE/TP6YXxNmz lNE/lliQnivy0z8JDRZsZovSP7D708WLotQ/hwNs3p900z/+S11znlzVP9VM fMomVNQ/Txp4XW0a1j8dGPt58S/VP3DDfCrR1tY/lgiQRicN1j+lNPyUZZDX P/owqnUs7dY/igRWRjRJ2D+u+uld983XP5Ql0hLTA9k/P3MHK/Ks2D/Frfr2 esHZP6iEeODjiNk/hCnEqf6B2j+CokjH+WHaP2T38VmIRNs/PW60sAk52z+t 0be8PwjcP40tiOfrDtw/mRdKQJXM3D87gY/9L+TcP9OH3RBFkd0/naqVxhm5 3T/aoypRPFbePy0o4h+8jd4/Ov68U34b3z9mZ+m2E2LfP6VGSKo= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAMqrv59UefT9v3O/X7FN3v/sQjusb rJU/RvAtyN+AdT8eMWpxrlKiP2rEXpSQAJA/UxnspEMbqj+bjfTG/wiaP8aQ NAYTCbE/ZAvKSGraoT/xFvNln/y0P9vLGVYewKY/WYAVR1fNuD/WxaFge+ur P5zxqzb+f7w/ENggJ32psD+LAFB/gxvAP/0uk8XaWLM/wWwhF4MHwj/1vFb8 Qee1P8vZt+t1/MM/SkmQucJjuD8NXsZXudfFPy2n2UeiE7s/G1yNpllwxz93 EbIQyEi+P7LQvA4zvcg/V8dc070KwT8CU9W9s9/JPzt4d1dwG8M/C/mwcNEF yz9mBc/XhSjFP4uxY05/Tsw/GYBPLQsTxz9eMhl5XMXNP3syzTVhz8g/IALo gO5kzz/plTFhAmPKP3yyANQCitA/RmZLbR7nyz95ohOO21XRP3+5WCyggs0/ Q1RJ3m0K0j8diSC/rkzPP9R7nAQZrtI/l7bW0kWc0D8kxpLffk/TP+MFepF5 lNE/I/S7kQL50z97cep4j4TSP84MYg+grdQ/bPLdlItp0z/DKONbe2rVPw9w 9uFJRtQ/6lZHwagp1j+D2ysWtiDVP+6A9q4q5tY/GEsWws391T8PzQM0957X P5CYotaa3tY/GlnGiFNW2D8fpnkb2MDXP1ipMBYhD9k/fO+oJ6Sh2D8bZByu EsvZP1LOVilMf9k/Cw+Om2WK2j/7vH7VklnaPxuWrkFnTNs/hc/3yCox2z+o o22mHhDcP5Jb0v0MB9w/H2kAPr3U3D+0L9n/B9zcPweip1DDmd0/aZDLhpuw 3T8SABtA9F7eP/XL8TAEhd4/EvLe7Dwk3z+Pc8cdVVnfP4hbPiY= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAo8Q5bZFneT/e9jldqJxzv3FkNF5k T5Q/baKU/b3zej9e9QIKtVyhP+s7LWOD7JE/F3yXz8zWqD8RyJ1x7ZGcP2zb hv3URrA/FnYlWuZeoz9d8gZHaC20PwYV8pOMXqg/6JTFf3IGuD+4nEHvRHmt Pw/GLximzbs/mwOdRdVbsT/S77n0oJy/P0FAec9A87M/qemF3KnGwT8nw41x 9Gi2P7LRHvl8xsM/fVnCnrTPuD+i02MIjKXFPwW8nub8d7s/iRh3GA42xz+b mN4sX72+PwtI7a7eccg//08sMxJWwT8cDSIfioLJPyK+KvaZeMM/gfgyxpmb yj/uBU2CvZLFP1zKx7bP3Ms/R2frxLqExz9SxbzlMVDNP4WfKcmLRMk/5Qhl dzzwzj8lj7RqtNfKP0AcZq30U9A/vZKAujpTzD8UUVoBCSnRP0lcy0VF3M0/ VyDj027l0T/28OzTrJbPP6+M+5zjhtI/vKV3OnvD0D9o5gWmXBvTP57lBsub yNE/4JDThg+z0z+91NKDgsrSPycNQz2cV9Q/EvL8Zo+/0z9fbjHimAvVP3Qq qFsspdQ/PY1C5wvM1T8wpTDwUn7VP2jz9fXFktY/nNgWezJR1j/kLTn4bFrX P7w3bRIlI9c/L/EzmAsh2D8KDgwMIPbXP7yr+dsZ59g/F+3fYavJ2D9SISP8 b63ZPxsRUNvunNk/Y/tE0Up02j+j0MefrW/aP7nwIJ9dO9s/6HSFazRC2z/+ nzmiPALcPztfBgLvFNw/hj65r6fI3D9PWiCOHejcP2ZIqhWZjt0/COrIwcW7 3T8BUCfVMVTePwd85ZvGj94/sxCV16AZ3z/uVBEz8WPfP3s1SIQ= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAALwDLCkuNgD+ZMpYFrU97vz4o91lA V5Y/PJOJDk7Ucj9TEMXjGm2iPwIMUl9vl48/l7kGDnDyqT8VTb/0plqaP3RS Whiw2rA/Boh+JDA3oj/J5ME49Mq0PywwfLB0I6c/LYhHdlu1uD8vtj0Ccxus P6yKWVHUlLw//z5zDKeUsD/cvTywOj3AP1m0uWNsFbM/h4Y+XkA7wj9oiRxu x3+1P6wTa30WO8Q/itUploHmtz+gNAlJPRrGPwj6U2Wajro/wEPw6yavxz8r QuyFLcu9P06Hiqvd8cg/vBCPNhPWwD8FDPrKwAvKPzi/Ukpj78I/zuJc6xw1 yz+gGyNdOvnEP72uyVZgkMw/54LpJCrRxj8+26XvyyLOP5qJQL/xccg/NnZm RfjZzz/TIbOc+O3JP8o0qVC4yNA/rGH6c7Npyz/wnmw7zJDRP5PAptG+DM0/ 9/wrZWI90j+2N1uxxebOPzzxu1ji19I/MEG3fnxy0D9swjNR+2/TP5oJ2R/9 c9E/a4gS3JsP1D813ZMu9m3SPztSTRt9uNQ//qzyiK5e0z9Jml4AM2fVP4r+ ej2SSdQ/4PH18UYX1j+OQH3lFzPVP+oHQ3YGx9Y/G8TJ+vEc1j9xvn59enjX Py6nJ40XBdc/6HTSXYMu2D9Rim1GqOjXP5zPD4Ar6tg/N8nJvZnG2D/R96Jv pKrZP5060Ge6n9k/+XWsr2Bu2j8PVmDBl3XaP0YSX0/mM9s/XFNHu6tJ2z8N Z0lIKvrbPyuY9lsBHdw/x5Va8prA3D8MA39LKvDcPwpq4wUBh90/YsiP0V3D 3T+cslfNV03eP2oZtaOglt4/yBlT/q4T3z/XS1MM42nfP/6+PjY= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAj4M9wMOTfj/ItT2w2sh4v7saSHhY +pU/SslFle1HdD+gfvPLIGuiP9BSmL5Xn48/xjkR6ewdqj+zTKo+rQOaP1A7 05/P/bA/T7aMFfHwoT9jJiQKN+W0P/estw3v7qY/VV84BrWnuD/fB1zivzas Pz28WwP9Qbw/bg1xWn7nsD+V/nEUiNK/P38xwa9ZvbM/wtpsNem/wT/04L+/ dXa2P3RdtRnUp8M/+EGVXQYNuT9g+faFiYXFP4lweOsBuLs/zl68FUAsxz8Q DFQy+9C+P0CAamgXi8g/yRevedk8wT8sLpBw6MHJPxKdvKQ7OcM/ufYiXnf+ yj+3B13q3y/FP61RfOKjW8w/9982meYFxz9yz6eoAt/NP2iVPga7tcg/39oq vdl+zz8sve4kF0nKP0rtLiiQkdA/q/DuxAPYyz8NcG7SRlXRP1keo6PJg80/ 42W316oA0j/cZUTMNGDPPyIadV2wmtI/Shj+ea6v0D9nco4egTPTP6BZflJ3 sNE/niSUtcnW0z8BQRJVyKbSP/u1YfjXh9Q/Pkneq1OP0z/fj0DD50PVP/MI mXrdbNQ/R4zWPQIF1j8mppyZXEXVP7kxCTRsxdY/TpoDPYwe1j+7zIWc2ILX P+WYIG65+tY/kaHy5Hs+2D+mXU2/r9jXP9EsrKSW+tg/BGwtmS622D9JuJk9 lrjZPyV62ZnIkdk/v4hfTMR42j9GQ60kNGvaP4EN2ea8Ots/H1jNI9VC2z8k A1BS8/3bPxT871E4Gdw/20fUgvzB3D/3UAW7yO7cP2vuyH6eht0/BESqWMDD 3T8NU6THwUveP/p4aKk2mN4/1kGixV4R3z/LIwRFM2zfP/MQSj4= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAe8Ke4x9yfj+39J7TNqd4v86LSZvs 95U//QRACZ1RdD8eY3pcD26iP9jAfHydk48/sDM1yk8oqj/hWGJ85+6ZP7iv 3+o2C7E/fs1zfyLWoT8DOy8y8wO1P7iDob12saY/+2kSOpLluD+U8qd6Bbur P4YtMJSLrrw/JJycye96sD/eLFs/YDzAP1bWfEUhF7M/54zMj1Yuwj+qfAAL m5m1P4MFDY4OJsQ/2/HldJEQuD+pgma0lwLGP/VdmY7lvbo/NgldRsibxz8/ txLR6vG9P4Qod3Sb58g/hm+ibVXgwD/RhqkmOwnKP2tEo+7o8cI/WR23iGI1 yz8Y4ci/9PjEP2+ISNGBkcw/M6lqqgjQxj8Bp1ThiyjOP9i9kc0xbMg/xMcH HP3qzz9H0BHG89zJP8mw5gFk2dA/rWl/EVxIyz8JYmwQZKrRP2A6pyeP2cw/ zv2sbo9e0j8HNlmea6TOP1hcXeXV/NI/EtYV8ohN0D+rBWjUNpTTP1zGpJzB T9E/5W9A5x0x1D+69WUjdEzSP7jLrCQz2dQ/gTOTf/g90z9LSF2Iy4vVP4hQ fLX5JNQ/sIaBxERE1j+9q/ESGgbVP72IZJ7H/dY/SUOo0jDm1T9ynDGrarbX Py3JdF8nx9Y/dDp2Q/tu2D/FxMlgMKjXP6I3ZI7QKNk/MWF1r/SH2D/+67xh heTZP29GtnXZZdk/BFQ89vyh2j8CeNB6+0HaP8xChFnUYNs/1iIisb0c2z+S pGodtCDcP6ha1YZ39ts/5FHVDWnh3D/wRgQwXM/cPxci/hjcot0/VxB1voKn 3T+lbgJ8A2XeP2RdCvX0ft4/pic009gn3z/7PXI3uVXfPyLTR+Y= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAB2Zyr8FDfz9BmHKf2Hh5v6eXrHTJ 0ZU/l9WzoynqdD85ew2jKSKiPzQwGDGaYZA/sIU2yTOiqT/htF9+H/uaP7/8 J6iHtbA/bjPjBIGBoj9xcHg6sLS0P9oYD638T6c/ykPf+NG9uD/zPg79hQqs P09vvOj5x7w/XVoQdYFhsD+or5mHzGzAP8HQ/7RItrI/HT6FK8Z6wj88Go/T uwC1P4NTUTfafcQ/3FVdIvpgtz+4+Nfiq1HGP9dxtjG9H7o/l2iigWfXxz9+ +IdarHq9P171DGJ6Gck/qqIMgHauwD8cIeh7eEbKPyCqZJmrtMI/tnVYZnuJ yz+6iCfi26TEP9k0pXqG9cw/zfwNAQRsxj/RKIJWK4rOPwY8ZFiSCsg/Y9+N 0+wc0D9F2f06F47JP8Bqc7H09NA/vfVlsjoRyz/Rt5h2nbvRP9KOTlsct8w/ xaH9ZrVl0j8Z7retH5bOP/dp+qur+NI/dsh4K7NR0D+vdbzVcIXTP1dWUJuH XtE/eQEjt8ca1D8nZINTymLSPyoP8PFkvtQ/DvBPssZY0z8hLsMKBG7VP7Fq FjPBQtQ/LblkJd8j1j9BeQ6yfybVP3sqVPuS29Y/jKG4dWUI1j/aDrwcMpTX P8VW6u1f6dY/8KDkhsJO2D9JXlsdacjXP0itUF0gDNk/jOuI4KSk2D/R6z7f PczZP51GNPggftk/fhOLoGSO2j+IuIHQk1XaP4LvHo61Uds/H3aHfNwr2z8l 09EshhXcPxUsbnelAdw/KYIPqX/Z3D+rFsqURdfcPyarS3SOnd0/SIcnY9Cs 3T/CoQ79wWHeP0Uq/nM2gt4/mMS8/zIm3z8KoekKX1ffP4hCRi4= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAU8X7eFmLfj+M9/tocMB4v1alN9AG tZU/3J6HNTRddT/avbSO6xqiP/WqyVkWcJA/S3UFyuaXqT+p1cF8uQ+bPyJv iXXwoLA/qk4gaq+qoj9N7G/ao3a0PyYhIG0VzKc/3DUYwNk0uD/SWpxudhyt PyW7QIq42bs/iA6M08JPsT+pagh634G/P2vFKkoCDrQ/MMT/pm6nwT8WDprc aqe2PzUCThgnoMM/ePhjYGAcuT8WKfZSUY/FPxoRelFypLs/pFh00kJNxz9l GOS49Y6+P1pXETrfy8g/sEAIqBH8wD+yu+C+6yLKP4sPbFY42MI/Tk5/b9t1 yz8isADZe7jEP0TEKGAU3Mw/YW2KG3aFxj9d2s5q/1vOP3yKF0S+OMg/dk4b qZLrzz+TSf44XtzJP2b8po8zuNA/cNL+9byKyz8vciAfSmbRPxEaPwrDYc0/ 5g+Qk4H+0T/WEZNUh2TPP27oGtmJj9I//UlY/tS60D+gk7u3WSjTP2Y4Ubme u9E/tKAmlrrO0z/sxH90167SP2P+t0CZgdQ/1gCIY5KV0z/pFXOwsDzVP+mC Zo0UdNQ/IQB7T6X61T9MMviHuU/VP6EWNihZt9Y/ZrXWSJ8s1j8Mhu9T/HHX P5PftraVC9c/eGLOBXUs2D+/nHGeturXP9vWEkf06Ng/+sHG9tDH2D+OCt1v cqjZP94nlmfsodk/bR5ayKZq2j+brbKoUXnaPwpaj6ylLts/lgsXXuxO2z/u xo9IfvPbP0s4sFutI9w/Kpef65C43D+qATpSNPjcP9zJpROafd0/kmjNw8TM 3T8+b+8nlULeP8pcHUljod4/raYtXpoH3z/yvnis93XfP4DUSCw= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAzIy8FJaEfj8Fv7wErbl4v9GxejfU vZU/72x7mP45dT/JtGmCTCyiPxa9X3JUTZA/Lsi+gejDqT/mL08NtreaPzph 6biFz7A/fGpg44RNoj+/ogzmW860Pz+05lWlHKc/GHS+n5XIuD9Z3k+v/vSr P/ZO6yH0tbw/t3rhO4dzsD+HVgND4FHAPwSDLD4h7LI/aiSgo7lQwj+lTVnj 1FS1P2yTeTx9T8Q/C9YMGLS9tz+Amnkm3y3GP0Uuc6pWZ7o/a8F8N1LHxz/W RtPu1pq9Pz4JK7wWHMk/zI7uJdqrwD8z9PRbOVbKPwzXV7nqpMI/WaAlBYih yz8WXlpDz4zEPx58n4ydEc0/hbUT7+xPxj9YkZoHXKTOP37TS6dh8Mc/x32+ ITsk0D99nJyeen/JP1g8+n6D79A/j1JYFx0cyz/gljLawqLRP7LQGpTR6Mw/ 5Qite/o50j/aH1mEle3OP3+/GfMbxtI/7HJZ5EKE0D9ysrdYJVzTP5QZVRjT h9E/KYJa1H0E1D9240s2FHnSP4PQFKzFu9Q/tS4r+GVb0z830UqeqXnVP5zH jp8bN9Q/806mGFM21j9648y+CxTVP5DSJcQq7tY/dvnmrM311T+iUXzeeqLX P/wTKiwX29Y/2c4/p7VW2D9hMAD9dcDXP6ztQDeNDdk/J6uYBjij2D9HyW4r /cfZPyVpBKxhgtk/w+BWD7GF2j9D67VhR17aP8Wax8u7Rds/3MrePtY32z9c 2U1qKwfcP94l8jkAENw/JqQ1PFnJ3D+t9KMBbOfcP+gKo173i90/hyfQeGe+ 3T9T1Gow9k7eP7T3oUACld4/hSlmZmIS3z8aPECkL2vfP4z1RJU= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAK1k06PzlgD+Q5GjAEAF8v2GXeoLd 6ZY/sNZ7bNmJcD9oPOJh1/eiP7Bb3WZ9bI0/6SI0hETEqj9vemQI/raYP9lE bNj6YbE/PKNapJoooT+krfxhlWO1P3aeBl4y8qU/Yj6T3khPuT/ESaYxmOeq P8msap5lIb0/4xxivxUIsD9uIl31r3bAPzfreNmBorI/j1aO0iliwj9Y6XyF 9DG1P+NWkIJLR8Q/G0/fixfOtz9XIiYilP/FP5oeGrPsw7o/46sgXaRmxz/k cYujMly+P6XKcYWzhcg/Zs2nXD1CwT/L7O+TlI7JP3PeXIGPbMM/hbxzZUmw yj/sQQzjDX7FP+v+nMcQAsw/uTIWtHlfxz9lZPVZG4jNP3UA8VSiDMk/for3 Q5I4zz+MDSKeXo/KP9KSK8yxfNA/mKX1fMABzD952UU4hVHRP4JL9NdMi80/ r/+VD40L0j9EModccErPP7c4YX9mrNI/tPkRWPid0D9HPrVWwULTP76NVxo3 odE/6LMEkSbd0z+4saF5a6DSP4BkJNMfg9Q/uZob0QuU0z8AMmQhXTXVP9Jm dRxoe9Q/HxOua+nv1T9PH8VrdVrVPwWuTBeMrdY/Ah7AWWw21j+k5v/+fWvX P/t+pgsUEtc//HMTHyIq2D88iyyFCe3XPyxjXfvT6tg/qDV8QvHF2D9qo2Wn Ga7ZPwOPDTBFnNk/mVT8IXFz2j9rdxBPh3DaP5e7oRPrOds/DKoE96ZD2z/q 05S+uwDcP04rq+VvFtw/3Z8JmXPH3D/3+M+kUencPxkQSxTzjd0/ViIow2u8 3T89kd2mR1TeP8s6L8qwj94/wEtlx44a3z/gGUFDA2PfP2QVP0g= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAX3SZTE/EgT/7GjOJtb19v7hNJTkJ TJc/pPqhI1UCbj/fEkrDwB2jP9MBPuHX1Iw//hCEWz7Vqj9EnsRZCpWYP5ax lYNTVrE/wskHTuk/oT+0/Trx3jW1P1X+iT+fTaY/9sEKpe7zuD+aQrekTJ6r PwssFEZtlrw/n524Fw6TsD8h3nd4cR3AP9NzQ9P+VLM/umZ1hrX9wT8Hya4d 3fq1P2Yv4YLt5sM/E549i9OOuD9vOiBViLjFP2juJU0EUrs/HDbJtRhIxz9z XTrySZm+P0LA5wkNjsg/yNcx2OM5wT8FSaaw3LHJPzeCpmRHScM/KRoh5Hji yj9I5F5k3kvFP4SQ2506Ocw/IqHX3U8oxz/WNFxgKrvNPwQwik6T2cg/ztka Gqlfzz89vv7HR2jKPwzdspNBiNA/JxHn7aDqyz9C6HOJpFbRP+8tmDUOgc0/ +2v0IzAQ0j+rWcozKkHPP3kY3CA2udI/8xmXtiiR0D/4JPbFUl7TPw+nFqul hdE/4KhjXnEI1D/AvEKsIHXSP3cORp68udQ/wfD5BW9d0z+d+m1A82/VPzae a/3RQNQ/CPNbITAn1j9lPxe2LiPVP2iNydbH3NY/nT5DmjAH1j+GHpV3YpHX PxpHEZMv7NY/YZjx99hH2D/XZk6sUs/XPzIQcNUrAtk/pIhpaJmu2D/DY+XG ZMDZP6nOjRD6idk/G0TrBn6B2j/rhyFqemLaP1w+f1ZnRNs/RScntCo52z96 wBn2awjcP8A+Jq6/Dtw/Uh2H6y3N3D+Ce1JSl+PcPz5HnlWDkt0/L+vUgdu3 3T+IfHgNWljeP35PlGOei94//ijtLage3z+jPLnc6V7fPxIgPPM= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAADJZjAFj5fj9FyGPwbi55vyYbA+qb 4JU/msdZzt+udD/WBSfpQkCiP/ka5aRnJZA/U7F1zkHYqT+bXeFzA4+aP/5I gtMm1rA/9JourkJAoj/kzzvMScm0P/ZZiInJJqc/veSf6qWsuD8O/YwZ3iys P0c3JFKee7w/ZJKoC92tsD9pE9Ek/CbAP0IJkXrpQbM/2cAFFnIfwj/IFI7+ Y7e1P2hrZdDcI8Q/ESY18PQUuD9+FWeJmxbGP0s4mOTdlbo/qEtVqtvNxz9d MiIJxI29PxN4bL+tN8k/9h+tIkOQwD9V4YmR7G3KP+npwoM3jcI/dx9aCVif yz/53iU//47EP9eg6dVC7sw/zZDJpUdzxj/vKTLMwWTOP+c6tOL7L8g/u7Co 1WL3zz9O53AMjtDJP+s12N3RxNA/Z1+cWYBxyz95K1K+Y3zRP3+n28uPNc0/ kOD8vGca0j+EcLkBuyzPP4Elb7uAqNI/6wwEHN6h0D/KH059ZjjTPzysvvOR q9E/9gmKh8vV0z+pWxyDxqfSP7jOGqcFg9Q/gTAl/SWU0z/OZdzuQzzVPwUz /U6BdNQ/AGch1yv71T9ty1EAM0/VPxic9qt6utY/7i8WxX0p1j8dboPXqHjX P4T3IjPpBNc/je53nyo32D+rEMgEAeDXP2j1chPB99g/a6NmKgS52D9QPo6g 87rZPxz05DZrj9k/hjHIqyeA2j+BmkTF0GPaP7oLznxVRts/6VnYjTw32z+1 E6JnoAzcP4TrnTyLCtw/pjtGz5TS3D8rXZNuMN7cPxteJKscmN0/VdROLEKy 3T9QW24wV13eP7dwnkChht4/JKxlynQi3z96uUBAHVvfP3gvQ7o= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAqgQuc0WMgD+OO1zWoU17v82itNt8 k5Y//6iTB1zjcT/pN7SNZ6yiP69tlbc8mo4/hA6/VCBJqj83o05nRq2ZP7cy LsKVAbE/gsfW0GTpoT9mJIqCENC0P/Gw6xw8Gac/cr3q64tzuD+jS/cWEp+s PyRvn26i6rs/iFot79g+sT+r4ibTmVa/P2dNDPFHObQ/ohoNd9txwT81YX88 kRK3P6gF5el0UcM/j/E1vcS5uT95fxdG7DTFP1VkN2s8Wbw/YUxDazDxxj/q MEaHGke/P5WRW7vHb8g/dQa+JilYwT+61VJ8Z8bJP4L1+Zi8NMM/g2l8USAa yz/tlAP3NhTFPy6a349hgsw/d5fT6yjfxj/eBNOxtQXOP/hfE/0Hj8g/AizG 7zCezz8GbFPyvynKP7XqJ64PndA/0/X8uATByz+hog0YgF/RPzK5ZBhXb80/ gd1b904N0j+gdvuM7EbPP1d0oge2qtI/Fr7Qz6if0D92Yj209UTTP5Fpz7wC n9E/2aIo1mPn0z/Gwn00LpbSPwr491YHl9Q/LwdITSSA0z8fE4bAIFPVP7OF U32kXdQ/Z9SGVaEW1j8FXuyBvTPVPx/RQNMt29Y/5/rLncoI1j/Ods+f/5zX P9Pu1mqS4NY/QGnUjQNc2D/4lWsWKLvXP9vbR0/gGdk/+LyR7uSW2D9cNDai +NfZPxD+PDVmctk/FkJCnN6W2j/wicrUGU3aPycQ5bufVts/eFXBTvIm2z/N KGjtIxfcP27W17YHANw/VvHP4lnY3D98pwlba9jcP/HGDFI8mt0/f2tmhSKw 3T9m/ShjylzeP6HO4w0uh94/jPz3bQEg3z8Taa6ckF3fP0ZTRMw= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAOWoyhkk/gD+rBmX8qbN6vxe+LbyW W5Y/0zuvhfTCcj/1YfiAYouiP4DFhOpQHo8/wYNhbVEtqj++uAk25OSZP6Gw fE3fALE/rMs5utHqoT+o/P6L/O20P24AAgpk3aY/0/pbCDTGuD/i0BTewfmr PxJ9izhUhbw/mExBJSeksD8+wAzyQiDAP5WvGeBbT7M/Q8IuPUsIwj/xETyw seW1P7YZjwBl98M/d8nhj+RtuD9H2KfuVM/FP7myFhprJLs/zzvIh31mxz8N UjxOgFy+PwnmBvs/ssg/AbIS57AVwT/qFFIhQ9fJP1S2+vPgI8M/DHSX1gAI yz9kiuhxVibFPxfQCD7pZMw/jWGqPaH8xj8uVaYzxfbNP6oPQHv4ncg/zRv2 pbywzz89fCM8NBfKP9o5TkNnuNA/iVewjlWKyz/1BIIQooXRP4j0eycTI80/ 6wLjI6wz0j/NK+0zMvrOPwQv9aJcyNI/aAN+NAKC0D/1KBUWGFTTPxCj91rg j9E/s2W4D5/l0z/s/+368pfSP1unY7zzhNQ/31fc5zeS0z/drMCboDPVP/br GKIkfdQ/iRx/tELu1T/jFfQiHFzVP3I/2psRr9Y/lYwy1eY01j/S7+LJeHHX P851w0AZDNc/Q6s60eYz2D/2UwXTROPXP1mDZMCa9tg/exV1fSq62D9fmTV4 7bnZPw6ZPV9xkNk/2JbwTcV92j8uNRwjM2baP9rkUKTTQds/yYBVZr472z8I tQ1g4wXcPzBKMkRIEdw/P+UjpvDJ3D+Ts7WX1ObcP9tZkesXjt0/lNjh60a8 3T+DOeg0fVLeP4SSJDx7kd4/X/sLzjwX3z9Aapo8VWbfP4AlQ30= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAALL6ljCilfT9n8KV8P9p3v9xp+sVy XJU/wIx8XoS/dj8vNe8iitehP0q8VDHZ9pA/Th7Jm7U0qT+kgzrZG9abP6Iw SLlzW7A/rMui4qg1oz8ntTou8xm0P26PisV2hag/qJzzR+G8tz84jeVeZwyu P/XeR3fHQbs/tuqE5rPnsT9Iq3+s+cm+P8uEsxfoxbQ/dra92aVAwT+NKR53 /HS3Pxai9VXAOMM/tLgU5S3ruT8FATc5AzPFPzxh+IQOXbw/8IltGhoDxz/K tfEoRyO/P44c1svoksg/fHtDFgg1wT9f7i539/XJP93cHZ4sBcM/UoXtm09R yz8ceZKsB93EP0Vg3jpLwMw/X9HUQD+hxj8dwKhXikzOP7ykPVczSMg/FWqL wIztzz/0LY4hZNrJP0bbCNbGxNA/sRQ7aZZxyz8MRN7gB4HRP1t2w4ZHLM0/ /oT0AP0m0j+nJ8p5kBPPP5t6ZZkIwdI/0bcNPlaJ0D+zBf1ZhV3TP1LGDxdz htE/CMYM8b4E1D+Yn5kZ03jSP4eoZE6ot9Q/slbbVYNf0z8xHfHpUXLVP6N7 6FNzPtQ/SARFpPcu1j8kLi4zZxvVPy9wSbR76dY/11vDvHz61T+VMTZFgqHX Pwo0cMUP3NY/qL+ezkhZ2D+QP6HV4r3XP7IN40oaE9k/IYv28qqd2D/9psQh AdDZP2+LrrVdetk/5un0JtuP2j8f4hdKHVTaP+ZFgk7pUds/ux8kvKgr2z8S yT5ZVBXcPyg2AUvXAdw/MmEtn3rZ3D+gN6yeStfcPyHHiqsDnt0/TmvoK1us 3T9ECmxDz2LeP8TBoC0pgd4/jZSAFtsn3z8T0SX0tlXfPyN0P6k= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA3tN32uB/gD/22e+k2DR7v/ZNnJ/J wpY/WPz09ygmcT+E0VyE3+aiPz8H89xcsI0/XYbdp2epqj+FsxHBt+yYP1D3 gegpQLE/Tj4vhDxsoT/stKDDjBC1P+WPvppDmKY/55HoyEqkuD+7ovtclD2s P1WJP8iR/bs/WECNlekrsT8jpayg/km/P/GKhiPjRbQ/33T14IphwT+6rK5o MjO3PyWoMPxIP8M/lqyemBzeuT+lCLqYMyfFP/5R8sWtdLw/lGNMu1Psxj+D AjTn01C/P1g4BM5Hdcg/sl8VFKlSwT+1SQIsidLJP4iBSumaKMM/EztPivsn yz9cwzC+WwbFP2OAs++Rkcw/QrH/i/jPxj96r5iO4RrOP121TSDcecg/4Zu6 yWy+zz8p/F4YhAnKP8W7zGnKsdA/tFOzQY+Xyz+XA5ooRXLRP0T3S/fMSc0/ C3pyl9YU0j+LPc5M3TfPP7db/BNQodI/tNZ2ww6p0D8EPCaJqSvTPwKQ5udO uNE/o3jAzAvE0z/97OU9hrnSP2CyTpm+cNQ/2UzxCm2m0z92TfvauS/VP15L 3mILgdQ/4iRIfoj51T+LDStZ1lDVP5+TQzYuxdY/aDjJOsoe1j+EyC4CyIzX PxqddwjK8NY/4zWWXWxP2D9VyalGv8fXPwsF8Y8zD9k/yJPorZGh2D9jiTZX dM7ZPwipPIDqe9k/ffaROn2O2j+I1Xo2e1XaPyC9LRyjT9s/gah47u4t2z/1 mNswwBHcP0VmZHNrBdw/DGXge5fU3D/GM/nBLdzcP95d4yr+l90/kNSPrGCy 3T/fW7Ke31vePyZwWtIYiN4/uHjU+zQg3z/o7NEOXV3fP8VFUO8= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA9DjPj9H6gT8hpJ4Puip+v8tWhsPw WJc/CrKZ0BibbT/fIV2SLxajP9TF8aQc84w/pK7saCS2qj/5YvM+PtOYP3eI m1RtNLE/ARz8q7WDoT9/qxOed/e0P7+i2OVtyqY/o+zkW/KKuD9C7QI3RXCs P8JqfD1W+Ls/6F5QICUxsT+aRl/rWm2/P3np09iGIrQ/2s527wmMwT/F+KtL NN62P8Rn0piWe8M/Vy1bX4FluT8DkqpGQ2LFPz8/EWqO/rs/T90dnX0Qxz8O D5EjgAi/P2eX7mysdMg/pAArdURTwT9n0zZZl6jJP9b3FbyMUsM/93VH6prX yj96iDhevFbFP9VDrKRXJMw/zu0G1zI9xz8M0t7Ho5/NP8ySB+cZ9cg/Rd08 Cx1Gzz/FutzW04HKP/boEcakftA/Ufkoidr9yz9zXoEkRk7RP4tBff/Kkc0/ O8ahaJgF0j8rpW+qWVbPP84F4JOXqdI/nSyTQ8eg0D/NpMRM20fTPzknSCQd nNE/faPZoQDr0z8kwsxokZLSP6Xf9maQl9Q/kx9JPZt/0z/fwvxlaE3VP/XV 3NdcY9Q/qVdDGGMJ1j/E2i+/+0DVP6fc66pVx9Y/X+8gxqIc1j9MYoHzsoTX P1UDJRff+NY/ApHxiZBB2D84bk4am9XXP7klajs2/9g/GnNvAo+x2D/594XE g77ZP3M67RLbi9k/hPQ474h/2j+C19OBb2TaP6TD2YvaQds//qHMfrc72z8c bEaf/ATcPx+T+QQvEtw/SXsbfJvI3D+LHb7BKejcP8o43BWTjN0/ovmWwcu9 3T8DBxJ13lDePwTF+vsZk94/+XCjaIUV3z+n9AKiDGjfP9c+TTc= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAIOJUnZe7fz9aFFWNrvB5v9oPncDD KpY/zfTxc0CGcz8CYX67QHCiP0nJbADYio8/zAvt71YKqj+oqPIw2SqaP/YG Kb/o5rA/Ax/h1r4eoj/i7XTbPMS0P/gdFmvjMKc/RBOOTAaEuD8BoLBVHX6s P6WzAcBUJrw/BxbLnSYDsT90szQI18m/P598/rsKxrM/Kmug63zHwT8iwFhT Tme2P95/VNtrt8M/Jf1W2tbtuD87xRjeXZPFP9DYNDtZnLs/uPH8Wtguxz88 5tKnysu+P8yGAmU2fsg/PxEXfbpJwT/G5KOdo6XJP3rmqHeAVcM/+LWZCFzW yj93SOY/+1fFP3JI1FjyLsw/NOneIpgyxz/jr0AnfLfNP/S0pYdB3cg/7pFL 0jJmzz8dBs4PvmHKP/ymRljgj9A/Rn2/ZGPbyz/yFfqzPF7RP43Si+Ddcc0/ vxlCqmMQ0j8n/i4nw0DPP1904n+iqtI/DL6QV7yf0D8Akydttz3TPwU55QNB ptE/UDa/d23Y0z9PL+eSJKXSP/laIEhEgdQ/QaQfXOeV0z/pP8q0ODfVP+pY D4mMedQ/BuD/2Y301T9nUnP90FXVP7FO1toGs9Y/VX02lvEw1j+uw4Tn1m/X P/KhISO7Ddc/j73X2ugr2D+qQWjJQuvXPzqwlYxp6dg/m+hDsVvH2D+aMq5G y6nZP9L/xJCToNk/AzyCN0Ft2j8BkIo5t3baPwdZ3gQdM9s/mgzIBXVK2z/m ROLZZ/rbP1O6XcrDHNw/ETHm1VLC3D/BZ/Nncu7cP8w41ttfit0/pPmc+/6/ 3T+rtU61V1LeP10Wvrugkd4/3uYrQC8a3z/AfnrKYmPfP7G+TVE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA/lRgYtXMgD833MC0wc57v1dBy0JI spY/0y45ay5ocT+0IBlbIb+iP4HKAYJVT44/6X5VR5Rnqj9uwiGCXnCZP40t 6KM3HrE/1NFiDSGwoT8kMrlQfwa1P3WVjYBerKY/a8yA5rPVuD+yLcshwtqr P73vxQZcjLw/7tkGVx+dsD+CC7RvviHAPw0Zy+RkTLM/5cXZG6MIwj+tCuby AeW1P5Ns+o1T88M/uSMLdQd2uD9uB4NEW8DFP2tUYG5eQrs/gFYnxchHxz+r HH7T6Zm+PwT1K6Rvg8g/B6PtPYFEwT+ErX+265fJP7gdzV44Y8M/eNDIoVSy yj/4LbemAnzFP9WTQQnK7ss/zp1xcsByxz8KqsrwfVjNP866G74/PMk/U/YW AfXtzj+1oQLh+9nKPx4ihRGlTtA/AYdC8tldzD8JmwczlCHRP1/IcOIu680/ mQ64KLHg0T9zFEMqKKDPP56HEuvnjNI/zapg7Ha90D/n82UGgDLTPx/Ypmp4 sdE/XnzgdpXc0z9A6cWT/KDSPxqgUulNkNQ/Hl/tut2G0z9Jx8y4f03VP4rR DIVFY9Q/xGXx3mEQ1j+pzIH4/DnVP8mmebg11NY/PSWTuMIP1j/d+bMHLJbX P8Fr8gJm59Y/wR1TyBNW2D954ezbF8HXP5VtLAz7FNk/QCutMcqb2D/adz1E 5NPZP5O6NZN6dtk/Cei7XWCT2j/941ATmFDaP7TZkyKoU9s/7YsS6Okp2z+R ND2HyBTcP6nKAh1jAtw/qJY+xbzW3D8pApt4CNrcPw3Q0GZ4md0/Y2KicOaw 3T+y+dfV6lzeP1XSNJsNh94/x8D9jgEh3z/apKh7kFzfP9V5SPg= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAUPxJN79bfD+LLkon1pB2v4wTlCeN BpU/BeYV2BoXeD/PDquk67ChPwoJ3S0WRJE/MNm2jdcdqT/fDV/11wOcP0uy 2YMzYbA/Wch/TSkqoz91gPnCSz60P9L4DJzFPKg/y9slMs4PuD/zDoGKjWat PzjAnYC/z7s/dAkv3btZsT/aSgOii5O/PzflLyJW/LM/hJ0OmQC7wT9vW3z4 RoC2PzxXNBn2tsM/aU6XXsLuuD8ruV7N1JzFP+/wqFxribs/9/i2I+1Fxz/A 114WoZ2+P4VvS369rMg/hSjOYzMbwT8eGyZb2+/JPx6wJrpIC8M/0PtdyXoz yz+gAiJ/3PrEP4vEVxu+jcw/G21bYMzTxj8aCoD8rgXOP7xaZrIOj8g/3RsJ s5KVzz8tfBAvXjLKP7j8AMpvlNA/z9FKgUTSyz+KdNsDL0/RP10VyUD5j80/ oXbD0THw0T9gRCzYJoHPP4RVZIHxf9I/59wOVm3K0D85AuqXkxHTP87JItlk 0tE/igdpetOx0z8UXj2QvsvSP1ZylBl7Y9Q/4oyrirCz0z8MvtvCLCPVP8fa /XqYjdQ/ueKNcHPq1T+0T+Vm61/VP6GXEcmQstY/ZTT7p2cx1j8EtnRKkXfX P5yvMcAABtc/eT2Tljo52D+/wawN8d3XP5i5ISpJ+dg/Pd+3E3y32D98xHXf a7nZP/Ft/ffykNk/As4LEnl62j8G/gBff2naP1ANBbOPPNs/UVihVwJB2z9R w31re//bP+k7wjiwF9w/1k9CNv/C3D/9SJcHxu3cP0kfCsvyht0/JhNpDGzD 3T8EPJQcQ0vePwKQeFS1mN4/ziGPy+kP3z/TQxc/qG3fP/XKPec= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAARO1uU+2NfT+BH29DBMN3vzgg01tb ppU/U7MZB+KXdT/6Fn0yRzaiP7T4OBJfOZA/v8FTseHdqT/APCWuw4OaP9AH GUW32bA/Th0ByyE5oj+mFKy7VMK0P3LQp6qzNKc/H0yqVFaSuD9KLnhFfWGs P7VJ8kOKTrw/9n/aGfHasD/Aisx+PgvAP5IamsZkebM/0OeYFOMBwj/YxmcB gvK1P/001TyIAsQ/6JJVF55XuD/JA20IYenFP7VbjOZS8Lo/H3znximMxz9t 0f3PJxG+P3y4MeT44Mg/jt/n/ffmwD9+3V+46AnKP7/t7Fw78cI/iQ+DZQU3 yz/n7vziUffEP8QeN787icw/4RJ8vE7Yxj//mlK0agzOP9nJk/pSiMg/b18z Zdi5zz+bOOZ8GA7KP6x09FDmu9A/5uFjc1eDyz9OjFS6Uo/RP9bl1tOxD80/ aHst6NlH0j/VOlir1tHOP+5JeKuU5tI/fuj6K8pj0D/1CNY1SHrTPxDDNjuw adE/bCdbubgS1D8yPktR2WrSP+K7AO1cuNQ/WEM/t85e0z/pcpD3F2vVP+kl SUatRdQ/O8iAJuEk1j8yavKwfSXVPzQnrNLT3tY/0aRgniQF1j8oXu64wZXX P3cHuFHQ59Y/cKKir7xK2D/KXJ30bszXP6Qf8kuTANk/Mnnn8TGw2D/co23P g7nZP5COBQjbkNk/Okg88WB22j/Mg9B/l23aP3ysjx7JNts/JrkW7MhG2z/a KjFtzPnbP1/UDjdfHdw/4nwNeHy+3D/yG8zFSPLcP7j2ErMthN0/tjtgJDHG 3T/17BXEekrePxPf9qx9md4/iDvumy8R3z8WKrhuYmzfPwrPTSE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAI6heXUnIfj9f2l5NYP14v3C4zJEP 9JU/clIzLxFhdD/UWmrgtVqiP/7hvGwD4Y8/yPeAR0X+qT+y0MqB/EKaPz32 Qaz457A/ckCv/J4coj9zD3w0QM+0P9TaB7ncGqc/jwincUacuD9qtX4LnU2s PwgEg2SmULw/ocVJ+dTYsD9otazDPAfAP0PF2TxogbM/gy3w/C77wT9zO7kw 6v+1PysAwZaR+8M/i/x9Y4tluD/K0+ucJ9/FP7K7jr3FBLs/aqiGOw52xz/X eL/mXj2+PzkQ3Y2Ctcg/0Yc8VG4SwT9d4FQ9DMPJP+Dq99cXOMM/zNe9oFrT yj+jJsKn/FrFP6qVqEAyCsw/+psKO1hXxz86SesHS3TNP54b+6ZyIMk/IviG WzoMzz/nn5KGtrvKP6VYAeGZXdA/9BlKU/A/zD90bi325i3RP4chJVyJ0s0/ AQqCU8fn0T+hHa/U+5HPP6I5ne8EjNI/y/jV51m+0D+sAWVozyfTP1vKpwgp vNE/tiTf5hHI0z/qQMcjgLXSPyvyKSOfc9Q/Dg0WgYyj0z9OJvivpCvVP4Vy 4Y0ghdQ/9lsvNCXt1T931kOjOV3VP0BX5VXlstY/xXQnGxMx1j+q1AKulXjX P/OQo1z8BNc/zFiFvOY82D9tprrnRNrXPxKRPIyRANk/wgedsTOw2D+d8tHp bcTZP84/oe3whdk/RefkTLCI2j/C5CckSFvaP++mcQojTds/sr40AG8w2z94 5Vn2ixHcP8MZ5q2fBdw/f99/htvV3D9TuVm36drcP3rCpmAnmt0/9W/Mdjew 3T9hY6b1kl7eP6ZoZntlhd4/lm0gwD0j3z8L+IVKVFrfP739S8g= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAux4bjqewfz/3UBt+vuV5v1jXZuLd K5Y/2NbK7NeBcz9sJC1dA3WiP6K7sXnNd48/vtXLPMAWqj/DFDWXBhKaPwl8 yLKL87A/3jSi73gFoj/DB9g+Mdu0PzjqT6T6Aqc/9WSeJFequD+c/I+lezGs P/hFddVFYbw/tINXiDXIsD/5UPOSNw/APyGOTJ5ycbM/BsGpVZkBwj9tFEZ/ FfO1P6qRnPNXBsQ/jdnGqf5PuD/MxqEvCQDGP67VIpgCw7o/qiIm4SLExz9a hICbNaG9P2/RexwBQMk/m8adxe+HwD+56HtvzovKP4Xi0KVVb8I/31Y55OHS yz+Rp0ZkdVvEP3ILf5ojNM0/MiY04WYtxj+Gz3olQ7fOP1KVa4l63cc/o8sP Fv0m0D/DAPq19nnJP84KfqHX69A/orVQ0nQjyz/+NLe1XpjRP3aUEd2Z/cw/ XGFyvlko0j/rbs7+1hDPP1xk9zN4qtI/EM57o+af0D/qHy42jjLTPx2s3jpq sdE/nW1AN2fM0z8C+GXTKrHSPxrcwc0vetQ/HyN+1vuc0z/SJHLJZjfVPwF0 Z3ReedQ/Zb8GodP71T8Jc2w2i07VP7+RCC+Kv9Y/RzoEQm4k1j9o8S9Z6H7X Pzl0drGp/tY/cThdtgQ72D/IxuLtJtzXP/LZQsfp9tg/4b6Wdtu52D/Qhlbu +7TZP52rHOlildk/iklDyg922j99gsmm6G3aP858WSW9Ods/0uhM5dRD2z+p rBz/G//bP5JSI6UPGNw/+9hfB1jF3D/Yv3k2bevcP8BZfAzqi90/sNj2ynS+ 3T9wylAYklLeP5YBvFhmkd4/pMKJ0DwZ3z/7ohw6VWTfP8xrTHM= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAbppBtMf3ej+qzEGk3ix1v6vR0Eha 2ZQ/he0iU+bLeD+hmw0H3rihP2fvF2kxNJE/B3SXPQRJqT8z2J2Vfq2bP6B3 pQZdhLA/rz3oR9bjoj+KMUtKw2C0P6qWaY3W96c/tmKRP5MbuD8cAapvA0+t PydtBjYjsLs/hVzGJ1h5sT+lYGX2bjy/P3DPzc1yU7Q/Nai8TVJzwT8PRiCP ow+3PyppYA2nWcM/jio/dmCpuT+yiwfyljXFP+NLVxPnV7w/SUEXgZLdxj8a R55bVm6/P9qd6BGiQ8g/MPow0E6EwT/SprUaWoLJP2wkl/rJeMM//jGVlkjA yj9zzOqxDm7FPwAsZf7iGMw/pAVOfadIxz/6Dy0OGpnNP91UuaCj+8g/bYmb BEc+zz+dDn7dqYnKP+XsYG8LeNA/dfGKNg0LzD/x4eXFXkPRP486tLyZp80/ WG34znX20T/yVsLdnnTPP7P68/MZmtI/uTd/40Sw0D8vDhMJJz7TP9e9+WfR pdE/8afS8U7s0z+vvdMYQ5HSP8GPPZk+ptQ/d28CC+1w0z9zzHcpMGjVP1/M YRSVSNQ/JtlB1a8r1j9HWTECrx7VP3h7U0wr69Y/jFC5JM341T9XkXHqLqXX P0nUNCBj2NY/icbgATVc2D+vOF+i9rrXP0SuEeetE9k/kOrHVhed2D9BkWvK v83ZPyyhBw2ffNk/VM+cTvCK2j+y/G8iCFnaP+NydmjISts/vvIvosky2z8/ 3RSZhgzcP/whKwulCtw/gSFSc4XP3D9Td4fKP+HcP8XSBP5Yk90/q19u2QW3 3T/hf+KSxVfePylMKt4yjN4/I/R1Xq0c3z9+cTCs5GDfP3tKP6Q= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA/G51R25HgD8zEOt+88N6v8VvKTJu apY/IHXArZaHcj86LqHzb5aiP2SU4R8b8o4/W3RI+Ys2qj+L1zseb9KZP2se fUzD/rA/FvA4vAnvoT/ZfMteJdu0PwoAaWQSA6c/GA75snyVuD9XqtqIMFus P2d0d2epK7w/QlVV9tH9sD+3mjzA5bq/P1uV9gP81LM/wNSo2DmywT/57Ed5 1JG2P0qqiFwzksM/TKju10c4uT/1SOhtU17FP1zRlRtuBrw/XmmexDLuxj/v 9o/UFU2/P25tZyVvOcg/nCqyvIGOwT9bkRNRD2DJP+A5OcQUm8M/wZqpi1mK yj+uY9a8/aPFP6bJqAfD0cs//mcKdMePxz9/kRwEUkDNP1nTyaprVMk/+jIa pjrUzj8PZf87tvPKPzT+KhlvPtA/1c724kV+zD8u3TlhcgzRPxZEDIZyFc4/ T7z48IPF0T8FucGZgtbPP9w1rVXZa9I/jvzFgYXe0D/KQZUdpA3TPz2Kd1NU 1tE/DnURpDq20z+R8JRmV8fSPxH0Yg1+adQ/KQvdlq2t0z+azYzq+iXVPzfL TFPKitQ/sC4FRU/n1T+9A26SD2PVPyAD6I3aqNY/5cgk4x071j84v2mEpGjX P2emPIbtFNc/WgXzP7Yn2D/g+Uxkde/XP51lPxLe59g/NjOaK+fI2D+UyyC6 9KnZP9hmUh1qoNk/RN+4zsNt2j/C7FOiNHbaP3AImkmlMts/MF0MwexK2z8n K3LUB/jbPxPUzc8jH9w/ykxXlZ293D8KTIKoJ/PcP324SFlRg90/8Xkqfg3H 3T/juiOQK0nePyQR6eDMmt4/FaJlaT0P3z+Lw0ChVG7fP0mNQ3k= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA5swOU2+afD8i/w5Dhs92vzNlfz4I aJU/Zp9ofC6Rdj+l4oPjUhSiP1xhK7BHfZA/l7b4FvqxqT8UU9viktuaP49E SmwNt7A/0KOefHV+oj8cbod1xoa0P4Ud8TbQq6c/2jBOKYYuuD/VZDCcHSmt P/OzWIv+sLs/uBV00nx4sT/Oa8cHiS6/P0TEa7xYYbQ/qlBPldhlwT8j9fr/ liq3PxEXjPldSMM/vM7nnfLLuT/T8BPMQyjFP6CBPl+Ncrw/aus9TlLaxj/X 8lDB1nS/P+YijLpPRsg/JHWNJ6GBwT9FZQFW24TJP/hlS79IdsM/h+XS0qXD yj/pGK11sWrFP41haAv0IMw/FtBKcJZAxz/w1fr4KKbNP+mO67WU7sg//Nrw dOlMzz8OvShtB3vKP1C+2vk5f9A/oE6XIbD8yz9NWKs+yUvRP9dNKcvEls0/ k8oyJ7AA0j98nE0tKmDPPxPn2wBEo9I/V0uX1hqn0D/VhYPD00HTPzFGia0k otE/CsimwC3n0z+Vnf9JZJbSPzAUtjpzl9Q/COuJabh/0z9iGqQg5FHVP3B+ NR3hXtQ/eBW0AL4S1j/1HL/WoDfVP2l4Rdti1dY/nVPHlZUO1j/S7U479ZbX P813V8+c5tY/ZW53hkZX2D/RkMgd5b/XP+MEfB6CF9k/75NdH0OZ2D8loZlS odjZP0iR2YS9cdk/a5JP3Oqa2j+eOb2UDUnaP+73YJ4sXts/sm1FbGUf2z8V 0OT/FCLcPyMvW6QW9ds/TRH2Q2Xm3D+Fh+P5X8rcP5Bnmvz7qt0/4crY2mKf 3T//G2r8zG/ePwmwonQrdN4/wB6uytY03z/iRvg/u0jfP4YMTBg= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA7PpP2HUMgD8SKKCgAk56v0F7CaWE hZY/LkdA4jwbcj81IG9Zl8miP3fMqYh9JY4/RUJNtNaTqj+4OzKo2ReZP4+H 4MdLQLE/0B1yxfhroT+3U4OK7yq1P09S+Qx+Y6Y/K5Vfz4XzuD8ynA1QHp+r P2FqRhYvobw/S1+GR0yIsD80owArESvAP6vpMW6/ObM/veof7dYXwj/7wFlQ msa1P+z/OaxZD8Q/Cf2LOPs9uD8CcXh8K+vFP0OBdf697Lo/Sbhs0AV7xz8c WfO8bzO+P4MEu0Kossg/h5Nen0gVwT9PktS7ELrJP+04eFkTQcM/xgZqXg/J yj+p9xXqR2XFP7PcK86TA8w/8lSHrfZdxz+KzEaY1XTNP1CYnxboH8k/myLF X5UVzz9vdVSCW7LKPy7T5JFwZtA/4SSD8UIuzD8gwnKW+TnRPzN6mhtkus0/ cHBl/Ar30T/EUOiCdHPPPwBTi6xZoNI/a9/nKgWq0D8iIUQg50PTP+SqyFAR oNE/KzEAe6bt0z90NKaP64/SP12iL8dLotQ/3FwQ3d900z+dmQs+Y2DVPzb/ zf9hUNQ/e0hvL9Ai1j/x6QOojifVP1Sco6kv5NY/si9px8j/1T8l85BLI6LX P3pyFb9u29Y/HsudrsRd2D8dNKL1ZrnXP0MDbE50Gdk/j5Vt71CX2D9O8bxh 39bZPyBBtnV/c9k/n5IbhoGW2j9lOfHqdk3aP2DhQ+IOWNs/QYRiKIMl2z// 27Xy/xrcPzwjirEr/Ns/Wi1yZ+Pe3D96a2fW4dHcP406Rjtzo90/4fcsnOum 3T9Lklh0i2jeP7w5tPxse94/xNxJPRsu3z/aiFzNdk/fP6JPPyw= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA2F34qA/hez8UkPiYJhZ2v7JxKXPV 65Q/aW3AqfmBeD8VEY1DpKehP38EGfCkVpE/cWM7n2sdqT9h+VXSrwScP8xa G0NmarA/Vnf8zsMXoz8MnFvO5li0P6TBSIWPB6g/NCiWo2hEuD8hdqCnWP2s P+QKBRSeI7w/yL7HSd0FsT/NBfbBZwPAP3gkR0ASibM/dEznoD8Bwj+O/cro yPO1PxVHhvG/A8Q/t27zrS5VuD8BfpENAuvFP0NnQ9wQ7bo/USk2cu6Uxz8K d2B5nv+9P/sIGmoc/sg/D4//d9TJwD+/3nPN0UPKP3zs2EdSt8I/AfKEJEWI yz9wDPsjEqbEP6yEYCgM38w/+qxSU36Cxj888L0GMEzOP5p0KKiNSMg/im0f smnIzz+BKvovh//JP5F+AYY/odA/G85JCaW4yz84GeYI/1HRPwHMszZZis0/ Ue/9Syjy0T8BU7fjOX3PPxW/6dpSi9I/VnOJ/Au/0D/ymRiqBivTPxQy9Mbx uNE/oYjamX3X0z/+3MtwFKbSP/NCu5Gxj9Q/RryEEnqH0z/pGvGh3U7VP+p9 6JvnYdQ/CIHobTAP1j9lsYppLjvVPyMmIyGyzNY/46XpT0YX1j/S4FwlHofX P8+ESeVz9tY/LLSXUrxA2D8MS6hRb9bXP+6c7tfi+9g/5PvqZeK02D9ZL2+i oLnZPxUDBDW+kNk/NNtFxdB52j/S8MarJ2raPzdQtTu/O9s/ahXxztJB2z+O U+ktuf7bP6urVnZyGNw/o+ctLEzC3D8ysasRee7cP5QzZ+FEht0/2/4L9hnE 3T9IH78JlkreP8CsTWdimd4/P0OxFUIP3z9gIvX0T27fP5OdQ58= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAg9boWkvvfT+7COlKYiR4v90oUNb2 n5U/wZAlHXSxdT8W0CUG+h+iP3uG52r5ZZA/diYkRO+xqT9Uc4SIqNuaPwQF +kl0t7A/5iI/wad9oj+A1Lt554+0P71QiC6Omac/e64574BHuD+UaVkQKPes PyLqX0ca37s/id9sFmFKsT8S+phUVna/P/81mm+LGbQ/8vQjXwuYwT+SrFFs Mca2P+pshuulh8M/DSPzuWJNuT//ncV9QXDFP0gn2/uR4rs/7eHzqFAnxz/T BeUL2tq+P0S2PE+Xlsg/xuHcklkxwT/VFQXS/tLJP2i1R0MlKMM/gVed494G yz/wpuJkeCfFP/6VwdGxU8w/ppvxqdgNxz8CvCN60sfNP9WowjTrzMg/Maeq Ndldzz/Z8G6sF2rKP6MZ2oWNfdA/+peYCQkAzD+1hPZtrzzRPwn1kmz4tM0/ l4ArwBLk0T93MFz7ZJnPP+2nKu7cftI/fopI6YHL0D8IvwS4Sh3TP/8MCLmt xtE/T9rLy7nH0z9Qi9o+2LXSP603XvPSftQ/jMfhsFiY0z/fP9KEKT/VP/RY B7mbcdQ/ycLlaWkD1j+kb41t9UbVP1fSnOeWxtY/r/lviWEd1j+Y++sFuYbX PwlqugTZ9tY/sFTy+BFF2D+Jqk2rGdLXP778nXPAA9k/F5w7ygSt2D9O5hVS 98PZPx9MXYVnhtk/EfJ+CN6F2j/32Y1oGl7aP7DQrJQbSds/8ZT5dXY02z9U WaLeRg3cP+SlncXkCdw/drJomBTS3D9e5nClsN7cP8RLwaJal90/quaxNASz 3T8gFevsBF3eP+a2IYTzht4/9tTMhgoj3z+qkNmDh1rfP9dnVQA= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAX6CwhZ7efz+X0rB1tRN6v25B7/cC TpY/eC6plkP5cj9EBIt2TpeiP0A8OhSh7o4/W78ZmcxRqj+LQZne7ZuZP0WP fklkIrE/ZA42wsenoT+4YnEvHiK1P0w0HcMgdaY/kfejOh0RuT9m14R572Or P4gJ5zSH7Lw/IsDlKPQ8sD8ZAQfb/WTAP+MtJQ7mxbI/sr4K2Idewj8UGYR6 ODm1P30ovYRFWMQ/56uFhyOstz/y0TRwQCzGP2G//BaUaro/G6x+aXiwxz91 cc+Kisi9PyF8LrUR4cg/6BvrLN/mwD/iU54wmunJP1t3ruSJEcM/4Ys//zMA yz+PckBJIy7FP8rvjh9BRcw/2kEkXEkcxz9b5wKZjL/NP3994xUx1cg/CIe4 zHBizz8CEWEVgGXKP125iJVViNA/hFg76njqyz9vWF5MN1LRP5RNw6/oic0/ SIC2yuYD0j8TMUbmvFnPP1DB/AJoo9I/G3F21Pam0D/YiTmYoj/TPy9C09hV pNE/VkE+sYzj0z9JJGhZBZrSP6EPAMqNktQ/me8/2p2E0z+ZgZCdskrVPzkX SaASZtQ/8Bu3zX4H1j99FrwJ4ELVPxgN1W3sxNY/7743Awwf1j9xZnLluIHX PzD/MyXZ+9Y/2nihG9A+2D9ehp6IW9jXP2iukHct/dg/bOpIxpez2D8AM91O 8LzZP23/lYhujdk/ZDuCf7J92j+hkIrxRWbaP727+NkOP9s/5amtMIM+2z9o 9Bar2gDcP9EKKflQFtw/vLHndBzD3D8Z5/HIqO3cP4b3b5Dthd0/5zoDR3HE 3T97lpoDZEneP441cm2Umt4/zD4TSYoN3z/VJpPBB3DfP2THPbE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAbOLo4v7Ffz+pFOnSFft5v/42jQJL R5Y/OVgxbCMUcz98yekaLJOiP14nv4Iq/44/SwAMfEpLqj+ov7QY8qiZP6iR kDSWG7E/nwkS7GO1oT/JpTbTSxO1PyquknvFkqY/ILkAvx32uD9JVMtw7pmr P7lNtDJhxrw/8nsYKxpjsD+YTsXubVDAP+GSqOYF77I/q+/eXtNOwj8kt9ts oVi1P6MSn9flVMQ/m9fB4eKytz8ZYnMe3D3GPxaff7pcR7o/HK0BcJnexz9z b8l9SGy9PxvXWBQKLMk/78DAzeabwD9e3wy+KEnKP97rP1f7scI/hizD889q yz/q0bxUh8PEP384guL+tcw/JfkwmYurxj8oxRFucjTOP7Gf1EBLYMg/4H/k AhHWzz8qGDXf3/HJP82V430eutA/pZ+FGeeGyz9VtgJbv3DRP8iRepLYTM0/ eYb93jMG0j+uJLi9IlXPP5TsXSAJiNI/2EUVt1XC0D91wZ0rsAvTP5EKb0VI 2NE/uz+VG+ue0z/lJRHvpt7SP9/gNqX6RdQ/WR4J/zDR0z+HBXxohv/UP0yT XdU+sdQ/0Nvbsq/G1T+dVpckr4PVP+x1N0gTlNY/GFbVKOVP1j+RyoxV6mDX Pw+bGbWnHNc/5/bgs1sq2D9SCF/wz+zXPyt0U2QC8dg/qSSG2cK/2D8cJ3Ia V7bZP1MLAb0HlNk/Z5cJsDx72j+fNAPBu2jaP56qhub1P9s/BbsfJJw92z/d S5TpiATcP12zq7qiEtw/88KqNADJ3D/g1S4JxefcP0VUQgR4jd0/Kd4w0+a8 3T8DCkAyFFLePwXCzD7kkd4/BS+Jx/QW3z+aNh1DnWbfPxOSRFY= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAABF5qtu6Ufz9AkGqmBcp5v6hsvgbP UJY/lIFsWxPucj+Ym6qBa6KiP+/eu+cswo4/cenPtetdqj9f7Sylr4OZP4wp QQGyHbE/1tmwUiyxoT+UtGXmof+0P5aQNFUZuqY/tko7QNa6uD8cMVZufRCs PwQS4BP5Ubw/prfsSYLXsD+eVin/Iua/P3PZCcW+qbM/0Rwy9qXNwT/TXDU+ /Fq2P9PHl5LOusM/Om3QaxHnuD8IWsGUzKHFPziv4817f7s/C9614EdXxz+U DWGc63q+P6WY/x0fw8g/Zf8ZxNEEwT+8c72Oif7JP4FXj4aa/MI/mtSGpWI6 yz/VKfmi9PPEP5qZ9jAplsw/Cpi8SmHLxj/Y2nW3mBfOPwCKcPckfcg/kk6I Ya6yzz94SZGAQhXKP5axJcDnptA/EmgBlVStyz+rtorXX2TRPxyRapmXZc0/ OJ1StCgK0j8x9w0TOU3PPwctCXgootI/ZQVqXzao0D+Quq3CMj3TP3cRX67F ptE/nja+DbDk0z8BL+j84ZjSP9giyrenmNQ/YNx17IN+0z9tvKDlpFPVP2Xc OFggXdQ/ldm/tp4O1j/XWLMgwDvVPxdRP9smxdY/73rNldEe1j8QcqNNC3jX P5HzAr2GBdc/AgUzUIEr2D83+gxUquvXPx8fSwdI49g/tnmONn3N2D+OEoir vqDZP98f6yugqdk/ZqEDxzRj2j+gKgmqw4DaP28h1YQGKds/MUTRhYtU2z/C Un5zk/DbP3eswTCYJtw/LgySh7m43D+kjEe2C/jcP5di8s3hgN0/2M+ACX3J 3T8wQbgD2EjeP9aKVG0gm94/1tqxjJwQ3z/KivR99WzfP2wSR2A= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAApO6wTeZGfD/eILE9/Xt2v5gnjgVP WJU/0ZUtYBPQdj+E9GDc1RWiP549cb5BepA/mdAPTfnKqT8OH612lKmaP0oC f9Kx2rA/XCg1sCw3oj+jPrVCbM60P3l8lZyEHKc/Q0djhG2iuD8DOAbmTkGs P2w9OBXYUrw/QIyUSKPWsD+b5qfvP/6/P3lJi9ShkbM/ZbSMMbDjwT+tLYDH 5y62P+bR5v1g1MM/E1kyleyzuD+niO4GR7DFP/pRiemGYrs/NmnUM6hLxz8+ 9yP2KpK+P1CYvjuSmMg/uf9apl4vwT922eKF17TJP8jxaY9MRsM/l3OvEgDO yj/YitA1V2DFP1z1i5GKBcw/STwn6v9bxz/eACyaJWvNP/ljuhSYKck/AHZf C8b9zj8KIrrWKsrKP1QV4136U9A/l6CGWS9TzD9gLVG0vyLRP7Gj3d/X6M0/ E1zKRxTg0T99eR7sYaHPP+yJmu+nj9I/gKjY57a60D8FGpYw8jrTPwKydkAG qdE/Ld3IOmzo0z9ziN3PJZXSP72JPvQ6mtQ/e3UBsPB80z8VdNxUmU/VP74k /egrYdQ/smAfBo8G1j+60VPRz0PVP3h/m9ICvtY/jUxxnvUl1j9MchIv6HbX P1Pzk9upBtc/MDATWQEz2D8KzyxLKuTXP+ZT+70P89g/7UTef7W92D/8Tg22 hLbZP3DjZSHak9k/oqm9Qyx82j9lIk8tzGfaP5asJBfXQts/C7mB87o62z8F wxrRsgncPzY8JdN4Ddw/ZNEbrFfQ3D9vx72RbeDcP+eBprGslt0/iLDMJbKz 3T/RvkMmw1zePzcNyUo1h94/HS3t/boi3z+COLkM11rfP3UeRPQ= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAE90FKmiwfj9PDwYaf+V4vx1c1HLt 0JU/v8MUq5ntdD9QDIqd7jeiPwoOHzwQNpA/2jo+LlzLqT+LSlC0zqiaP+qQ NPDpybA/GwvKdLxYoj8Lldj7r7K0P6XPTir9U6c/Ju3kuZaHuD847AJ7/Has P3+4TIbBRrw/LBGA17nisD95PfXOEwbAPyG1SCa6g7M/MaprNMD6wT8WQsLB xwC2PwIxl5wI/MM/3JrRV51kuD+ay1KlO+bFPxHMwKyd9ro/ZWkl3fKKxz/k 9oGjlRO+P9FNPcsS3Mg/OErcFt7rwD+mBk7oDvvJP5nE/iwVAMM/QkGK1uEY yz8uvfVxdRXFP5payO3fVcw/CtfqjaoLxz8Vb8wkTLzNP8P1GYpx2Mg/WGIA cBVGzz+wNRly24HKP41aQu14b9A/IxbIOjIczD96DyQoGTTRP3zfN/gkxs0/ zwVZqFHm0T8IJgEr55TPPybY16AzitI/RVqbNivA0D8xG45zdSzTP9awfv2C t9E/jW0/HqDW0z8R+Gbs8abSP7dI/Vuki9Q/grZCSIeL0z/qGEXXjEnVP+l/ lGY4Z9Q/uL8FBIUL1j+1cm3T2T7VP+xcRi9czNY/Gm/GQZwX1j+jAPpzfonX P/5krJYT9NY/+HylUO9D2D9CgppTPNPXPyPU44R6/tg/sMT1uEqy2D9ojOAo brvZPwOmkq7wjtk/Nx7mDKR72j/PrSZkVGjaP3QWqtTBPts/LE/8NdA+2z+z R4fP6gPcP4W3uNRAE9w/IbtPj0vK3D+x3YmueebcP2N0a5dRkd0/C74HQA25 3T83b8r7qVjeP89cQnVOi94/yEqU0iwg3z/ZGhI4ZV3fP2IqQJ0= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAANPYWfNQ7gT+iHi7ov6x8vwGJ8neV mpY/LxCclvnGcT80/6QSL36iP3tQ0qMeU48/A5ut3NroqT88inFX0W2aP+lq ldblwbA/HlcIqMRooj8KZGB9bZe0P6gxPyeCiqc/JsXZyGRjuD88PBldYL+s PzqWLLyUJrw/cDOgoeYCsT+y453AKfi/P2BMlQO4l7M/eSlSTnj1wT+HQ/WN Vwu2PzDe7NKX88M/gEAm6351uD/uuuu9oc7FP2vtjnvRJbs/2kymWIpaxz/5 L4CsZnS+Pxbx6NvIj8g/9KYwBig4wT+ozSCsE5PJP5X9K2kQaMM/jUzlwpyV yj/jsZqFupjFPx29X9xiuss/iXRTnyenxz/Bq0TOZxLNPxe5oeBVgsk/hnvp veGgzj+EHDAkDyfLPzvWBMyiLNA/yh5Dfd6hzD9Inem3HA3RP+HDrNgdFM4/ UXHudi3e0T8BT9aNL6XPP8ov0o8nmtI/oQKhRzew0D/m8jjFgUvTPx/Z06t2 mNE/1qns+av+0z/Ju7kQ5n7SP7bm9vQAudQ/ghhJrype0z8Z8oWUrHjVP7qm U6kYONQ/gPzU1So41j/uNZ4BNBLVP3edEnP28tY/kC76/QHx1T9aX6mWuajX P0YG/XPY1NY/4xVTEoNc2D9W6eyRqLrXPw/ZOrTJEdk/x7+eifue2D/7WF8h hcrZP3LZE7bZf9k/A5H6Kg2H2j8DOxJG61zaP9rRqFrJRts/x5P9r8g22z+R XzaM3wjcP6ifCRhMDtw/5anuq5TM3D/u7uqRMOTcP8ZCQBVnkd0/qe8ywve4 3T9U6M29BVfeP7PjPrPyjN4/Vp+nYz8d3z9Kxv6mUmDfP+YHUAM= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA3eaZP7k7fD8WGZov0HB2v7jR53Ea 5pQ/U+3GruWYeD+X73atVJChP3pHRRxEhZE/pO8uCJ/rqD/54G4ASWicP1Xj HKcXQrA/Rmb5BmFooz8O+zDkjyC0P6EDnlk9eKg/XWv8pcj9tz/O79OimIqt P07wBIDn0rs/XdnH3ZNWsT+zLWdEVa+/P18CzH+M4LM/b3+dYb3RwT+Zl15n zVK2P+AyOtwqz8M/IZeL2Fi+uD8YYOadg6/FPxejmbsNZLs/Myy6FyZNxz9J cVguL4++P8c06ZOQosg/RGMwTmAlwT/jgYWXy9LJP1pJx31YKMM/4yckVEwJ yz+N1lv0CiXFPw4/1/wpYMw/mfLbfmABxz+aQTVRZd7NPz0jsV1Ytsg/kto5 c1t8zz94vd9ulUvKP9ZPrXXLkdA/kivyKY3Xyz9QIXSMN1nRP9S7ly/oe80/ s/p2agIJ0j89PMWmhU/PP93GkE1TptI/j2viiQuk0D9VxPDdrUDTP7IHHJNK o9E/cJTXJj/k0z8v0c7jUpnSP14ZkJRCldQ/2uWvD+mB0z9TSSalvlHVP4FP s5gGX9Q/nQMRzfkT1j/QLmIKZTbVPyTMiuHG1dY/4v+BjzEO1j9sRQ0RLpTX PzQgmflj6dY/SGo+rydQ2D/xlAH1A8fXP8h4MpdCDNk/DCCnpoKk2D+Vc0X1 YMrZP9i+LeL9f9k/EP1bbQyL2j/4zrAD7FjaP7ylYwHaTds/579CCbgv2z+C PdQiDRLcP7fBa4EeBdw/YpMvRwXX3D9xBar2v9ncP1FQwpRgnN0/HeKwQv6t 3T9QNo3Z8WHeP7eVf5cGgt4/k6JF56on3z8Nw2Aj51XfP2UaQMk= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAOlyOx2iJfz92jo63f755v0fXPv9K A5Y/EtdqeSMkdD8X3QDrcUqiP3xsMaEJEZA/J0yTPDDPqT/yJ6aXJqGaPyv0 +EibvrA/mURBw1lvoj/A9pJLjpK0Pz8M2opAlKc/vWvDITRKuD8O70WrwfGs P0pI6wf55Ls/YYHhVYJEsT8dHXRGFIK/P/cSv33NDbQ/xRNR666hwT/vbvdT 6rK2P+sHGWQYksM/Cu3NyH04uT/tUzWIfXLFP227++YZ3rs/BmGDPZYXxz+f B8biTvq+P4nPqNfXdcg/gshwChlSwT++bxSSY6/JP39bOIPAS8M/Iyxo/P3w yj9O0hdMWT3FP9VdmKejVMw/0NMa1OYMxz/cWRWo2N/NP/0K0QbltMg/6Uxz sN+Izz8gS6YxET/KP+gdbyBhm9A/cI9u1GHEyz9nqULoomLRP6Or+ncRac0/ zmjTKjEO0j8JYAwmKEXPP/vpCuF0pNI/ckho9uml0D8c1OWTyjfTP+n3Jt0t rNE/uH/7S+7W0z/o5aq+o6bSP6qCCKEih9Q/kHw3AwmQ0z9Hsp0J9kXVP4zm OzTPatQ/Q9OmSGAM1j8rX8yO/j3VP3zNLPjJ0tY/if7feC4R1j9jd3l/+pTX PzzuLIuX6NY/VoLX/tlS2D/jfGilUcTXPwGko2lWDtk/1PQ11G6i2D+GTUkN YsnZP+XkKcr8gNk/DVcePUGF2j/6dO4zt17aP60mShuaQts/9D5c7/c62z87 tPOeqQHcP/5KTAWCFdw/qST2FGzC3D8pdOMoWe7cP659u8O5hN0/wbS3E6XF 3T9oFg/lW0jeP6C1/Yucm94/v3NAURoN3z/g8WW5d3DfP3siR44= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAe2gsbwy8fT+2mixfI/F3v2S0qBfZ X5U/oWLDF+uxdj9CI2oecNuhPyPgXjoN75A/HPnG6cBCqT8Jzj49BbqbP3AE aYvfb7A/ESRhPtEMoz+VU5OEGUu0P5NS2RgqI6g/YlnBtjkhuD/DE0qBtkOt PzFWMwaU77s/e3OZV+c5sT8rgfZiYcq/P+auPGGAxbM/CWbD/JLjwT9lyhIx Ii+2P/T/2xNU7MM/9/xHaQaEuD+x91j8F97FP+RztP7kBrs/ApH2kDyNxz+o p987Ag++P10SOOtr68g/rYXh9oTcwD9Rycw4VhnKP+0BgNzN4cI/jfEG72dK yz/kDHlZ7+PEPx+y8rrnosw/hn/AwKK+xj9ANd9osC3OP5ovB0YNZ8g/cFTl Adbdzz+aQzTgGurJP0QbjQ7dyNA/t5Qy+Glpyz/lRXo7oJDRP6dyi9EWDc0/ IF7/Y5Y90j9ldbSzXebOP/lVaTMf2dI/ctwJpD9x0D/cyx6HlHPTPyoA7ulj cNE/BmcspLwX1D+a/nlm1WXSPw69Lrvfx9Q/KkIR6UtP0z9K5lI6T4DVP4my hgN2MNQ/3Qz4fBY71j+SJXtaSA/VPwurg8va89Y/+iCJpR3w1T+EwYyu/qnX PxukGVyT09Y/NDoFxodf2D8FxTreo7fXP30dn0K6Ftk/Vns6+wqa2D9gjOKP ztDZPw2mkEeQedk/iOetgOuN2j9+5F7wDFbaP1ipaICcTds/SLw9ivUv2z8t h8TQQg/cPwt4e9PoB9w/53kNv1bS3D/tHsx+bt7cP/pVWFZ6lt0/dNwageSz 3T/Ajy5PclveP0k83iGGiN4/a4cE0xgh3z833qE3eVzfP0OPP9s= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAjb9+8ieXfz/I8X7iPsx5v/K2uQLb RZY/aFh/a+MZcz/hC93uIJqiP8od8jJX444/0kKREVhcqj+bOqrt1oaZP5Fh n77lKbE/y2n018SYoT+4qqI6UCe1P02kuqy8aqY/OZWPcKAOuT8YnK0N6Wir P79T73vt37w/7nXd4Y1JsD9mTQJwSFrAP0aVLuRQ27I/6dCbLxZSwj+n9GHL G1K1PyYiHERqUsQ/lbjHCNq3tz/C6sGZ4z7GP8ON4sNNRbo/4A0ZwoDwxz/s rZrZeUi9PwYs8e/hVsk/BWwo8g5xwD8v1BM/B47KPxD3ONYcbcI/Drh/tZDI yz9iRgCTxmXEP4eqfh2VKs0/Hoc0XvU2xj/1YUYMYrvOP+MCoKJb2cc/oFOL EnU00D/K8AK9Bl/JPz9wJv3MB9E/wOr/Gorryj/eTGkAjMXRP7VkrUc/o8w/ Dn+3aW1n0j+HM0Sor5LOP0snotHa9tI/IAvRBYRT0D8UfUt6cIPTP/FOwfaH YNE/0kzdoLIY1D/OGMlp32TSPyU4kz7cutQ/E8esZU9c0z8M37fQD2jVP8e5 IW21SNQ/zwz0+h4b1j+fJX/cPy/VP2wXHwGNz9Y/mrTtb2sU1j/LM5GJhYTX P9QxFYEM+dY/9TuKQuw72D9Gw7VhP9vXPzO8iPd499g/otxQRky52D+ajo8e T7fZP9Gj47gPk9k/W41sTll62j+rPqAin2naP0vjrdcrP9s/V4L4MmY+2z/4 t4z1pgTcP0BHs66EEtw/2AUlGizK3D/7krQjmebcP1JRcGeIj90/G+ECcNa6 3T/8qwq8xlTePwogArUxj94/lFT0IQka3z8LEbLoiGPfP3LeQ3M= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAJAULmPthfz9gNwuIEpd5v82UKJ2A 0pU/AOHDAU3ndD8n9BwPaReiP1k++Vgbd5A/Gqgq6xp7qT8McHc6UUmbP0/H odeRgrA/Up7vpWznoj9AVQ1iXEW0PztP5V2kLqg/5F1iIPXstz/ACgiuP6yt P04z3MAddrs/XpbwnF2zsT/n0kxaIf++Pytd5mnAkLQ/sdJ0bppYwT8X8a9N E0W3P9A4ydWOTMM/QYtt5ZDDuT8gzEoenETFPwfL0LrcObw/MyLPU84Txz9G hS623gG/P5CO09kRoMg/eglGCN8nwT8MZAegPgDKPzJnRXXl+sI/sfo4K8Jh yz+/A0cdlczEP+Olkj+n4sw/wIsgPON+xj9rlZcJAIjOP2/PTqW9DMg/8SDv uBsh0D8oVjtwuYXJP5CAHMjc+NA/H8oThWoJyz/PZnwURbnRP9Uwhx/Nu8w/ bQSjOhla0j/JKG0GWK3OPxxCr2995NI/UPDDZ+Fl0D/QWu93FWvTPzZxHfni eNE/R+khFJ/80z9YfIT28oDSP8jw+CS5ntQ/cQ5Hf3J40z8sSQ8blU/VP6dP yiIwYdQ/3YUePzAJ1j+RrFSYLkHVP832nEopxdY/ONVvJs8e1j9KBuYgXIDX P1dfwOk1/dY/wvfFgEU72D92B3oj5tvXP2qRm7CT99g/aQc+jTG52D+cfHZM OrbZP9G1/IoklNk/6Sla2Cp32j8dorKYzWzaPyWxVFHVOds/fLRRubxD2z/Z yKkFo/3bP2E2lp6IGdw/I2ynFyzC3D+uLDImme7cP/XCxwc5h90/e2+rzyXD 3T+DcVZ1sUzeP4NatvtGl94/4chN2YsS3z+9nFgxBmvfP8x/OEs= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAQu4HCRo1fT99IAj5MGp3vz9LMClT l5U/NAel0QLUdT+cvzi6OjiiP2+nwQJ4NZA/v/ZSz7X1qT/F0iZyG1SaP+kY kMbt+7A/HPsSyLT0oT8cTjuo4wq1P4RdidGVo6Y/dq0GUF0PuT+ea79Ob2er PyasMpbgAr0/hR2ax5omsD/4oPL21XvAPyPuTdY1mLI/xobZlup+wj/qiOb8 cvi0P3/DEDxmfcQ/4HXeGOJhtz+MORTMzFDGPzHwPV97Ibo/wG9IkhnVxz8v 6js5SH+9PxXyZwuwDMk/9aWx1kC7wD87Cf5RJyHKPwDCTsP82cI/TzolcnRE yz8gxFrW4unEPzTD9EfKl8w/cW6+M8DJxj91TJ6yJiTOP2IYSPyWcMg/o5MK iOvZzz9mBA9aBe7JP0VEjtz6ydA/tEIwXC5nyz9r/PRd/ZPRP5sFloxcBs0/ ClkdwV9B0j+Qf3j5yt7OP3ZqHkm72dI/9cdUjqNw0D/SwNAkrWzTPzULPExL d9E/lh9BZJ0G1D8JRmWm9HbSP2RvyIfjrNQ/1I93HEhq0z/k5lfoy17VP+6x gVX5UdQ/SWog+90X1j8jyFLcgDLVP6xkH2v90tY/W2ftBfsQ1j+1kVeDcI3X P+vTToch8NY/ytF5p1VH2D9vLcb81c/XPzWEXeLtAdk/nhR8W9eu2D+6DRjS Mb7ZP7IkWwUtjNk/s4fYmnd82j9URDTWgGfaP82YspOgPNs/08zzdvFA2z8f zSnnWv7bPxsyFr3QGNw/7JrGK0/B3D/n/RISdu/cPxilPUA1hd0/Vo01lynF 3T+SxE5a2EneP3QHvhYgmt4/DHV0vhMP3z+W8DFMfm7fP+2wQiE= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAApICN52rWfT/dso3XgQt4vz7T2iaq sJU/O+f62qZudT+amFrFQTSiP3X1fexpPZA/kbLAnVLQqT8eW0vV4Z6aPzve DKPqybA/eXAZD7tYoj9iacgCuaS0P/cmbxzrb6c/rz0Do3ViuD8rS8aoPsGs P5abCHF9DLw/Fi7E7P0csT/BxqDXYMi/P1BpkuyAx7M/1+Ic/bbZwT/K0F8w 2kK2PxAk/S7i38M/v7QFM+qcuD/TQmll0dbFP6LdkyxyFbs/aPaMIpSYxz/d 3LIYU/i9P41fdaFvGMk/fDikQIGvwD+Q0Pvbr2zKP676UDl0jsI/RHFxJrS5 yz8ujQ4io3TEP3WSEFVAG80/MJ+iJkpGxj/yiriQ6pzOP+jZLR7T98c/TAkz Ww4d0D9zhbMr1I3JP2aFEiIu79A/dMAn0cccyz/b/CwUxLXRP7wEJiDPwsw/ 53mtcJhm0j/VPViaWZTOP4qoyA5MBNM/4ImqyBJG0D8EHqu/+ZnTPwOuYbH+ SdE/hCpti2Yx1D8dOzl/K0zSPyYuguiPztQ/E9G9u5tI0z8tRqR63HDVP6ZS NcPoP9Q/abRNWr4W1j8EfiV9oDPVP7aePr/YwNY/UC3OsR8j1j+nRSxYiXHX P/oferIIDNc/CbTV2SAq2D8wS2rKCu3XP3rNdrTS6dg/W8tiifLG2D8YVLcK kK7ZP1beu8zOm9k/Dl/sXRd22j/2bCAT4W3aP/Ix+geXPts/sTOsAvs+2z/R cgJP6wbcP2iMPVVAENw/5g6zPZPO3D/siSYAMuLcP60a9up9ld0/wBd97OC0 3T+BG/8G01veP4WwDWoliN4/rr6r9coh3z/0pvoUx1vfP6+sRY4= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAxtZyN5qSfD8BCXMnscd2v2ho7gf3 YZU/kZKsVnOpdj8gAhOAZhKiP2oiDXcggZA/UrM144m5qT+cWWFKc8yaP/5d MI1Lx7A/83DSOvldoj9cSam3f660PwVnrbJdXKc/Mv9T8OV6uD8kyCQOXpCs P5wxi8+GMLw/EJhBjvT4sD9ZP/npg++/P7rwOdpdoLM/0UkWbtzqwT/UAm1O jyC2P23YBLlG7MM/BUz2HiGEuD/Ipg+SCtnFP7cVR9P/ELs/tl0JNX6Axz8/ Drrzfii+PwOAEYwhzMg/BxgIVs/7wD+0CULLuNXJP4nBCkprJcM/bgAZXcLQ yj8B/mbrlF3FPz1iFmM06Ms/aM+cGFZ5xz8U7TUX5DDNP8N3sJfZY8k/HjZ6 7rOqzj/rYZ/zPB3LP65qEgCaINA/4fUnFfC5zD9qsXIE1OfQP5+bmj+vXs4/ EHDDCDqd0T/BKBY1ixPQPzG5RTYvRNI/O3ktoS8G0T8sgiXZxOnSP9tJ55cz +tE/j4y9DJuX0z8Q2ej99uXSP1GCCsvqUNQ/6Hw12UDG0z+A4GcMURTVP1S4 cTF0nNQ/cnQ/Y17d1T/7vTN0AG3VP8a4AgXaptY/QRMKbB491j+P72ds123X PxF2Pp66D9c/Xh8u1aMy2D/c3xHPh+TXP3t3SDjw9tg/WSGRBdW52D+hkWQj 67vZP8ygDrRzjtk/LCL0xLqB2j/aqRisPWLaP1VWRVHhR9s/Sw9hubA12z8w BjFPzg3cPwn5DlVdCdw/TTDzrzTT3D+FaOaNkN3cP3CPKuMUmN0//KJI9Emy 3T/+MMjNnVzePwqbRKNah94/Ac0xzwoh3z+fmHQ7h1zfP89GNu0= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAf/8P1JlOfT+5MRDEsIN3vxStLvb6 VJU/43+rnWPddj8M8ZKeNeShP5FEDTqC3ZA/M5y9xnphqT/dh1GDkXybP/cG iuo4jrA//x4fgB7Qoj9XrehWwHu0Pw+fLnTcwac/O9TrnRlouD8SHvWy9rWs P1P8JhhyU7w/WM2lRQnWsD+bbB6MkSjAP9tW9qu+PrM/BsizX1c2wj9rBjJr mYm1P9O3VQs9RsQ/PI1UejTQtz+j3cGTjzbGP/+n4s/1Vbo/SO3XiPbhxz8a 7xxMjmW9P9y+nt47Pck/L9l6A7WKwD+SaSn1/2PKP6thIyAkl8I/m3yvmIuE yz/XgdCvy6nEP6TM19TTw8w/AGXbpradxj+IteSeWzHOP1KvARBiY8g/yoZv 6QXGzz9BEar46gHKP7EDx1V5stA/3MO+aTGWyz9GP3m0tnPRP+l/jd/pRs0/ vVNYQKod0j8pigL7NSbPPzv+pmVvudI/MDTMce+Q0D9bjyEDvFbTP6o86208 jdE/fEl0COr+0z8jHDICqH7SP8cVbELJstQ/cenTYWJk0z/Qt7rgfm3VPwLh Hl1GQ9Q/Pop5keUn1j8vqPlFeSLVP2m5EkSx3NY/mxL6LEcH1j/GhaN/84vX P9vfAoue8dY/HTE4MD862D8ezgd07NzXP+lzxn5d7Ng/7SQTv2fE2D9utnnU eqTZP/97+QLkpdk/wkofKUJi2j9Ege1HtoHaP5Ofl2ktJNs/DsYOoWRZ2z/u f5kqoejbP0x/pnmKLtw/q7NI4XCu3D8m5ZBcVALdP4P27FrudN0/6TuGfHDV 3T9F68JpxjveP8LgSQcyqN4//dHb0dgC3z+jk8o4uXrfP+u6SzA= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAxwPOc1b7fz8CNs5jbTB6v7S8LZxM N5Y/YkGvBR1Ucz+rRMJoXnCiP6Q6XUthio8/X89+cqr7qT+EIc8rMkiaP5Gb dkfK0bA/z/VFxvtIoj/zO5AMypq0P9mB3wjJg6c/XOAwgMBCuD/OBWvuqACt P6fql/wvzrs/Bd80YUtbsT8GYQy2zF6/PwzPJg4VMbQ/MJc7kLCLwT8aaCIK 5962P5+0uepbesM/o5OMu/ZnuT+bBELCLlvFPxFa4nK3DLw/T+dCxOMAxz8O +0bVsye/P36FhxXTX8g/jBKSzB1owT+3WahknpvJP4hxpLCFX8M/QOMNr5fg yj8xG3KZv03FP8GV6f5SR8w/4pvJfDcaxz9qUh5PYNXNP28SyF9dv8g/X1+B pR6Dzz+qOJg80kTKP/pZlvOpndA/ShcgLtC/yz9QoKYQWG7RP9K9MienUc0/ Fn/Sj5Yl0j92Mw5cXRbPP0X9qWV3w9I/JzXJceeG0D+RxgpYxVTTP3UFAhkz j9E/CnV5aY7n0z+V8CyhA5bSP92JPvpThNQ/XHUBqteS0z+SjPFM6S3VP0AM 6PDbgtQ/5ex5V+7i1T+IRfl/cGfVP+Ef1Xt4n9Y/Jaw39X9E1j8mth/Zxl/X P3qvhjHLHdc/asC3LzYi2D/OPoh09fTXPyZ6/P2a5tg/rB7dPyrK2D/lOhKm y6zZP4f3YDGTndk/PI8dEyR02j/KPO9d1G/aPxnwv4DRO9s/h3XmicBB2z/T 8OT0MgPcP2YOW6/4E9w/d71fg/3J3D9b23m6x+bcP/9Kqd4skN0/bufJ+DG6 3T/Wz9794lXePzL8LXMVjt4/SJPjo00b3z9Y0sJmRGLfP9p4RWI= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAaJYAaQixfT+gyABZH+Z3vzRms84t aZU/YJuYO5iMdj9B/ppMDOuhPyYq/d3Uz5A/Qx75VvJmqT+7g9pionGbP73B OXdhlbA/cqm/Zs3Boj+U0jIVY5K0P5VUmveWlKc/Hnefi1WauD9M2I3XflGs P9LiKUSzo7w/2uaiGciFsD+Hlv1pN1rAPwIDOPBy27I/N4Q7KjRpwj8JjiLW 3yO1P4UW8m6nc8Q/2M8bs191tz8g7z8cB1zGPwWF5r4GC7o/+gMOu4gDyD+4 wbDnaSK9P90/WUjLZsk/LVjAmSVhwD9bjEwC9qPKP+M+ABMuV8I/TqzstQ7i yz8hUpOSSEzEP3qc6DHWOc0/KZXKSbQnxj/2eCZT+a/OP+Prv1vE5Mc/qG0e ttca0D+6vNx1QZLJP8iB/N4E1tA/rcdTVxpPyz87JreFSnvRP/6xET3CN80/ dOhHdYQL0j+8YCORgUrPP5bQ0JXJldI/1mGiQZW00D/rNoyiOCnTPxqVgM6/ utE/mX7T8SnN0z8G59IYaLDSP8wD0qAVgtQ/bfttAxaV0z+NlDrj2UPVP0YE n1rrbNQ/BeVk/2sL1j9oTQ7Y8j7VP9ESLUrC0dY/NLnfJjYS1j9MLHkwZpPX P1Y5Ldor6tY/dyLrMChR2D/C3FRzA8bXP4pCKcOkDdk/SlaweiCj2D9wG8VK 38rZP/0Wrox/f9k/lo+pGJqJ2j9wPGNYXlraP20g70LDSds/NEW3x84z2z8f vuTBBQvcPxxBW+IlDNw/eqjhZxnN3D9Y8PfVq+PcP69OLBbVj90/wONGwYm6 3T9/h1K3JVPeP4pEurnSkN4/GOElIAIX3z+HhIDqj2bfP65PPrs= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAMulXC41JgD+dBLAGMch6v74451+N PZY/PFHJ9hk7cz/ZwzsciWSiP+89d322uY8/5l4EBvrpqT90AsQEk2uaPzE6 haGJ0LA/jbgoEn1Loj/re425vbC0P+YB5a7hV6c/7fAqwNV/uD+r5HZufoas Py+ZH6ZqPbw/fDCttxDssD9fOFeEKgLAP1S/hLuMi7M/OdClX5z3wT8G9k1r Dwe2P5wICM4c+MM/qOvv9HRsuD85Hx3rqeDFP9IkLCHBAbs/Wr15JVyHxz/4 TtkSwxq+P6rUOdnl4Mg/X8PfCAvnwD/2YVDrmArKP0hp/CmL8MI/JIjEkv8w yz9Odru1V/3EP3P4mt5Bdsw/MTkYnUjrxj8rJQB7Y+nNP6s/5jNaq8g/ldPt JzGFzz92xCu6v0LKP5lI+YmXl9A/CzpaAfXLyz8WH8B12V/RP0XA/1ykbs0/ Ho3mV28P0j9nF+bLq0LPP9mKEAxHrdI/k6diyxed0D9bghLStUnTP6pJ+p5C mtE/7RnzAffv0z+zS7MIm43SPyqDAMOVotQ/Dnw/4ZV00z/T2RgUJ17VPwC/ wCmeUtQ/kkdMRMUc1j/b6iaTmS3VP3v7EfPX2dY/itD6fSAK1j8K/cQ+oZTX P5ho4cvw6NY/OzSqZ0FP2D/9ypU86sfXP0QG31TtC9k/kJL66Nek2D+70fL7 cMvZP7JggNvtftk/p6TZrV6N2j9hJzPDmVbaP4dw1TrUUNs/GvXQz70s2z/1 LNTcEBXcP0bSa8caAtw/dBJkk6nZ3D9fhnWqG9fcPzI3pnZ7nt0/PvvMYOOr 3T8nb196imPeP+NcrfZtgN4/isZAEOco3z8Xn2X6qlTfP8C+SSg= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAHfwK69SafT9VLgvb6893v4Eyp7cH UZU/L2rJlzDtdj9jglQHPdChP+EhimhzBZE/GhKmBc0zqT8NnIAF7debPxyL 5te4ZbA/thZmpR4hoz+RRGu4vjm0P5lwKbHfRag/6/+672T+tz+yxlYPYImt P0e7XTqirrs/Yw5vI9l6sT/bsp/3i2K/Pzh9k8xVLbQ/KoKXjUqbwT8kkmoP s7+2P5LdVrPzkcM/vUFSKsc4uT/O4H0n+HTFP6uhaqgk2bs/HcfTSDwXxz9x OyXMAvu+P+i9GIQGasg/IdoAXupdwT/IIf25c47JP3SpT1uwbMM/nDnQOim0 yj/VxK8NLnrFP2eClS+I+cs/PK8dTAJoxz8Io9n8ZWjNP9DBDLJXLMk/RqqA 7vD7zj/E7Zjz/8vKP8vtWSmCUNA/qe+Ywh9azD8xbWj82xvRPxAkr0+f9s0/ txqaEI/T0T82/H5abLrPP5LLa0hVetI/2WYHjwnQ0D/fMnd1ZR3TPyeZlfuS xtE/ymX37ADI0z/U/64dkbXSPyX3Wdr1ftQ/EwjmyTWY0z+zy5EIbEHVPyDN RzVZb9Q/V+sf3icK1j8WR1P5NkDVP5RJcYtT0tY/cYKb5aQR1j+jLJG0z5XX P/w4FVbC59Y/sWGUT9dU2D+InatUVMLXP1Br6EbeEdk/hi3x9uae2D9oenra F8/ZPwa4+PxGe9k/zZEIZJeN2j86OgQNYVbaP0klp8yNTds/V0D/PQQw2z/H AR7dxw7cP3X9IcdjCNw/Q5b9rQPR3D+PAtyPwd/cP88maHcQlN0/oAsLYE62 3T9vpS/5z1feP5km3XcojN4/DrrmIS8c3z+Sq7/oYmHfP018QqQ= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAAhgzXI2Kfj88SjNMpL94v/YzKKD3 tZU/XmTF9XBZdT8o0epLmhyiP1eEXd+4bJA/T6EqQlabqT+ifXeM2gibP5fI oz7PorA/v5vr1/Gmoj8vXUy6kHW0P2A/Z607zqc/cHA7i/gquD+n5VXYODCt P3ZBf4lMwLs/NohN1C5psT+SC7vVuVS/P4AkeO4nO7Q/mXeSzZWHwT9Fp3SP HOe2P8TBZzfmecM/V3kwIuJouT9bfnKObmTFP49mgdo3+rs/9pk7z70axz/C lVW///O+P946GqCMjMg/K13/QWQ7wT/VuiFe6tbJP2gQK7c5JMM/sxC3OU0l yz+77cgOCgnFP7dYgSLKk8w/7dgxWcDNxj+MLJvr6ijOP004S8PSa8g/KcVt riPXzz/j0qszzfDJP6dhglL/vtA/8QdIcCV9yz9XD/5JoHvRP8Xfg7QWN80/ EMA3In4a0j+DsUM3jizPPyciW98Vp9I/RBAY+Eij0D/2Ej+PMjPTPxC5zeHF sNE/x7wBrKbK0z/YqKRe67LSP8hydSSEcdQ/cIzKf6el0z8L+DbdhybVP8mg omA9itQ/+127FPXk1T9x1LfCaWXVP8AEVZnbptY/Rce31xw91j86+3O2WWjX P2dqMlQ4Fdc/x2GiFtwo2D9ynZ2NT+7XP20BiGR26dg/Z5dR2U7H2D911Hb1 FKvZP/ld/OFJn9k/+TNQLvdt2j8MmLxCAXbaPwbd6hDsMds/m4i7+aVL2z8e uTEwqPbbPxtGDnSDINw/zpoFnPS73D8G/tOh0PTcP+7XGe+2gd0/gVpZ6KfI 3T/b6P9O50fePy7jDCIRnN4//BlA94QO3z+jS2YTDW/fPz0VRyo= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAvcjEO9ibfz/5+sQr79B5v177P2Y2 75U/uEZm3XV0dD8NeeKeeTKiP440bjn6QJA/yVUHOlqsqT+uFL6c0uaaPxpu UwyVrbA/ulCMPGaRoj+qsY1tFo20P2qW5EYwn6c/TpBD/MReuD/qpUX2n8is P2kmY1ocILw/QqNpA18JsT/SMne/U+m/P0H9uwSOprM/HlTYJ2/pwT877uja aSO2P+6srU385sM/A6Ok9bWOuD/g5tgpPcrFP4aVtKOaLrs/BFMtO19pxz+k I3LnvFa+PxcdN+74usg/9Hri8/cMwT+FU8uZyt7JP7d3gXtZHMM/DrTTY6// yj9kSqzkpy7FP8LZiz1xOsw/4lcnPhknxz/avN+iYprNPwCoBgxb+sg/8Xer jZUczz8bIG5UW6vKPyOeB2pbV9A/+Y49QW1MzD+6QRvXZRnRP/56SZqL+80/ c98n/JzL0T+9cmODUMrPP/LNgh4PdNI/emTwuE/W0D8fNxNxeB7TP+iU+f9/ xdE/4nXvIPvR0z++77bplqvSP0jdiTLCj9Q/8yG2cWmH0z9pHLLZilTVP2l8 J2Q6XNQ/djEjhWga1j/3AFBS9i/VP1qA/OMe3NY/rEsQjdkH1j8zQQDhh5jX P20kpikK5dY/MLxmcD5S2D8IQ9kz7cTXP9GrRoWGDNk/A+2SuD6k2D9or2Zu OMnZPwaDDGkmgdk/RliiJJ6I2j/Ac2pMWlvaP9jBNwgrSts/y6NuAmcz2z9R rbHJKA3cP+lRjtoCCtw/+t2y2w3R3D/XuiZit9/cPxyTwPGLld0/U5+y5dK0 3T9ZwiTgflreP64J6JB5id4/QjxEVdgf3z9fKWK1uV3fP1wdRW4= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA5fUG6eYFgT8EHg7C5EB8v+gEmqc8 6JY/kyD+11yQcD/A+qBU9OiiP0li4psJqI0/AK1qLEKiqj9AZve3AvuYP6oc q12lRrE/nPPcmUVfoT95ru1TzUC1P8qcJHrCN6Y/6F45ghotuT+3CFrq9Cur PwQysOk/Dr0/qJccdDsbsD/10rJxgX7APyiKzeDekrI/vISAgoyEwj8BjZgl L+20P57ycrf+iMQ/pBcaIrFKtz8/CNziIWLGP8pSrjHR/rk/bpvrw5jpxz/P kvXVSVa9P8tQ46GsH8k/P0c2QESowD/DkCZ7PSzKP3s6JprmzsI/AcU/zhJA yz9uOUB6RO7EP15oXcIIfMw/RclVuYHlxj+q7vq/YuzNPy126+5aqMg/qxhk u82Lzz9ff7UmIzzKP0AQoNbModA/vqoMaIq3yz8YGAFdsHfRP0XOfY72Ps0/ UEczXYQ40j8Co0zBgfDOP8K8zE3L49I/qnWmiZNm0D+85e8vT4XTP0vmHEGp XtE/XPeWLnEp1D9Ebg/cIFTSP6GEc87i1dQ/mHrM1UhB0z+OeBNKMonVP0Yg xvOSJ9Q/Bm3YI0c+1j9oxZqzFwzVP/1jC/9y8dY/CWgBcoXy1T+nNpaEGaPX P/guEIZ42tY/1Lz+ZvFV2D9lQkE9OsHXP+p3VH8pDNk/6SCFvpuk2D/j8kWD XcbZP4k/LVQBhNk/41D1agOE2j8kexcG9V/aPwhv+AUrRNs/mvatBGc52z+s aEJv/wXcP4yW/TQsEdw/0/X5pvPI3D8Bo9+W0efcPzTowG+5jN0/OkqyZ6W9 3T/gjtNfKFHePyg9ORHQkt4/bJQc2ikW3z8z0YkwaGffP3TOQvo= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAL/P9Cp7dfT9qJf76tBJ4vxUvYjK0 l5U/33fdrH7SdT8wMjPfSBeiP0fCzLhbd5A/DvfAsGGjqT8m0kqvw/iaP98+ fDhCsLA/Mq865AuMoj9R9WbgMpG0PxkPMmH3lqc/Nyp5UaVZuD8actpL39Ks P69Gl6rfAbw/+4I1s5snsT/XdR74iaK/Pzy6FMxX7bM/AN/Qp/GvwT962Pfa ZJa2PyI/oJL3nsM/oH6/a78euT/MSsrtsYDFP6/N0Ruxwbs/J7kytXYoxz9d V2fzjdi+P+WHPHIzi8g/JhDdb708wT+r8g8bP87JP5HYPPrkLMM/UMNBCqke yz8gOz4+rg/FPxwVtTLDksw/hhz+SMfOxj8illRyoirOP7fOkTwbasg/6awx yifWzz8g6+cXyfHJP3f7WDmNu9A/UdSaogmEyz+8ZQQKHHbRP/sydzQfQs0/ sP62fwsW0j9DNEV8czXPP3YhBn0TqNI/9RBtWkui0D8EoSworz3TPwEr4EhJ ptE/JxbzrL/g0z94T7Nd0pzSP7UgIWp0ktQ/g94eOreE0z8qtqdXk07VP6ni MeYxYtQ/yw3l8mgO1j+jJI7k9TvVP49vpootzNY/dlxm5soX1j8B/exvXYbX P51ouZo099Y/c2aWJp0/2D/GmKl9jtfXP4w7B3VU+9g/SF3SyHC12D+C9hxG GbvZP+s7VpFFj9k/Ny77KIh+2j/RnRFIcGXaPxis7hJLRNs/irm390Y52z+1 EzPPDQvcP4brDNUdDNw/VTMtg/HR3D9/Zay6097cP1Y6W7WTmN0/GvgXIsux 3T/q5y5X5V7ePx7k3RkThd4/L8NkSv8k3z9wokHAkljfP68aP+g= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAtt2d1QdRfj/wD57FHoZ4v3Tfbr5I qpU/YraqfCyIdT/779pFaReiP7JGfesad5A/kpuyfxuVqT8diWcRUBWbP+Jy jHELn7A/K0cacnmuoj/vT4kVRHS0P95Z7fbU0Kc/iBIu778zuD96oXAQqh6t P3mmwOba27s/NCMMd6BNsT88XDWUkIa/P9bT/S9RCbQ/6a5ALtyowT+kOBjO j6S2P/oN70AOncM/7eAhD5IiuT8iFvTpGoPFPwQ3fiPfvLs/D9Z8Jx0zxz+N HdMOQcO+Pzn33pb/ocg/0KA6S/ElwT+pzda3LO3JP5b9dV33DcM/sZDrdSI7 yz/AbZTSNPPEP4EOSvjEosw/IyNpg8W+xj8/FzOo+CnOP5tNswbFasg/mIFI uhHJzz9xFtEn3/7JP7pcww0btdA/yhHG+e2Qyz/FtbYwUHfRP+iSEue2P80/ NofhEc0i0j82I/BX8BvPPyAbLCAFv9I/TBdHt1mL0D9xQ5YjzlrTP5aIdk0q idE/dTGd9gsA1D8rNAkUhn3SP0bci7HXsNQ/8iK08lNm0z+42nmk6WnVPxu+ X5nbRtQ/niQtoqol1j/QDUY1tCTVP50TCRGy39Y/argDYEYE1j9bt6fCU5fX P0Su/kc+5tY/gP1oyuZO2D+5AdfZRMjXP3TFlAYOCdk/YNNEN7en2D/VZSH2 AcfZP5nMUeFcg9k/1sHaR4WI2j8vCjIpc1vaP2Ms+RObTNs/Pjmt9vYw2z9M cGydNhLcP+2O0wb1BNw/i0Ul4pXY3D9HU7RbL9jcPxCUkTFOn90/Xp7hpRCr 3T9xc/KtM2beP5VYGsPEfd4/+YKbhDwt3z+m4gqGVVDfP2MdPUU= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAE5uMT2WnfD9PzYw/fNx2v1kTqwJT RpU/0ea5awMYdz9N4NJyC++hPw1mjZHWx5A/LSal6Q9+qT/lc4I9Z0ObP+xO cPuonrA/F49SXj6voj9LDHb40H20PybhEzG7vac/IxE5swxDuD9BpFqIEACt PwwegUeQ7bs/oKtLFus7sT922FprIJq/P55X2FjB9bM/8zRydSyzwT+SLLU/ 74+2P3p1kL6+o8M/7BHfEzEVuT85AfeNf3rFP9dgeNsVzrs/kCk0L0EJxz+N dmT/+Ba/P++VSaynR8g/GwLQNUmAwT8em7Sk3V7JPx4wmHBGnMM/+TzFbTOB yj94wbraI63FPw36TOPpy8s/lzdmmKCVxz+7eP5wkUfNPx/s5z0sTck/nbqD bk7uzj9t3ZVzotnKPypf9AsoVdA/6gxk/dNQzD+oINcSWCvRPyS90SKn180/ c+4wTAXr0T++VFHjf4vPP69tR0xiltI/vcQri/yz0D+oxfjlYDvTP18GFIuX qNE/ARu6htjl0z+fSuyDuZfSP1XJXes6mtQ/5DXiuPB80z/L0yuU5VbVPwnF ranfWdQ/+VIn/80W1j9130vYkDPVP6b6cLoc1dY/YNGbttsO1j98VnltaJDX PyQPLZ0p7dY/A4TVPnhK2D80e2pls8zXP4i9+6ifBdk/StvdlCWr2D/P+nox FsPZP543+KVIh9k/V5Io6+2C2j+vOeSFCmHaP/jEzrmkRNs/qKDXUO042z/G /jdmogfcP3UACD6JD9w/CZrq5nXL3D/K/u5WT+XcPycrjt3ej90/SAfl+X+6 3T94klGyv1TeP5A5u744j94/8SoJGA0a3z+uOp3yhGPfP5egRkI= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAslZj3TClfD/viGPNR9p2vzAhuGu/ ZpU/cK+Fx1GWdj9UE4c7kxeiP/7/JADHdpA/hrNgXg/LqT8yWQtUaKmaP6o5 elfK4bA/nLk+pvsooj8C450Oo+20P7kzxAQX3qY/QhM4PJHxuD8EoFx2B6Or P0OVBYE75rw/aTTH3D9DsD+cV+ROn23AP9qAaiajtLI/opkImZJvwj8yY4j4 Ihe1Px+c+50bbsQ/pcQIVXeAtz9QhgXWc0bGP6ZWW0stNro/qLx08BrSxz9c UON8RYW9P6YKfMUuDck/Y42dHMK6wD8zczWGlCHKPwtYF4+P2cI/5miYAiFE yz+JledFNurEP31UGDh4k8w/KN2aQxLOxj8nQxdLuhTOP7Ehz2MDgMg/7O3e W6W6zz8eqjqGSw3KP+ZDnbgQtNA/cEMSpAKTyz/Cgcie4XvRP+/67gqUNs0/ ku1F8Aoq0j9/ViebdA3PP2DccDO2xNI/ClYCpKiF0D9QOF/fPVvTP7aTrZG6 iNE/kVQDiM350z8PEaOCxIPSP8SmnPkmpdQ/dVijqgRy0z+OR5SH11vVP0VR RbbtVNQ/p+Ckv7kY1j/FUc4XpTHVP/A9oKSI1tY/F45szG8N1j+JZbXzFJPX PxcA8RZ96tY/KNQL7j5P2D8SKzS27MfXP+OCh3yhDNk/8BVSwSOk2D+yvEgA +MvZP7x1Ktdmftk/8fB4uwWN2j8U25O18lbaP5FRO2omT9s/ERRroGsu2z/5 kbIHzRHcP0JtjZxeBdw/qoJE27PU3D8pFpViEdzcPz1PBhbRl90/MeNswY2y 3T8/ZvVxOFveP8plF/+/iN4/qa/zPAMf3z/4tbLNjl7fPxJIOOA= "]]}, {RGBColor[1, 0.5, 0.5], PointSize[0.006944444444444445], AbsoluteThickness[1.6], Opacity[0.1], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAA49yrAJPrfT8fD6zwqSB4v6WLDkPT dJU/nAUsagJedj9w9Yyy4uyhP8c7GRIozJA/osWSwU5gqT/9NKeN6X6bPypu RgjuibA/nFCmRLTYoj9ALAc7Snm0Pz6h8avIxqc/KzMCP3NvuD80YMhwQ6es P8sChMUParw/4cZImGu/sD/hqEJfozvAP1DerQWbGLM/zdY9rJhNwj/f6B3S Flu1P/U8Rw1PV8Q/+IJxdhCutz9cPl4cSS/GP4zmqb6CZLo/dzpU012wxz+7 VCS3v8i9P4BaKLBO3Mg/iz3xMaLrwD8IWchFft3JPzVyhM+lHcM/NBFZCFfl yj887SZAAEnFPwYUXnWmEcw/nx1VBuRPxz+vshqijmrNPyqyywwvKsk/jQPj yzTpzj9+lDYWvN7KPxJIUVXyPNA/GDuqaj+BzD+ZSGRusP/QP0Ntt2v2Ls4/ ggPrBGCz0T+gKt1xyvrPP47X/oUIXdI/3lp0UVbt0D9HKmTdeAjTP7+hqJN/ 29E/Bga3mAe90z+ZX+9xisDSP4V4DGElfNQ/tYYzQwab0z9C7FBCwUPVP5Gs iPsDbdQ//w7LJ5oP1j9vI6ivxDrVP+2zajRh2tY/GhiiPJcJ1j9aSuK4M6DX P0QbxFFe3dY/e6aicLhg2D+9WJ0zc7bXP9Ounkc2Htk/Auo69o6S2D99+SYj F9vZP/A4TLRHb9k/T6TUs6uY2j+3Jzi9TEvaP2E+QqNaV9s/QCdkZzcm2z9f 7XlnJBfcP90RxjwHANw/ylkVavHX3D8KP8TT09jcPwytxuSqmd0/Y4Ws8rOw 3T/yBMdlPVzePxjHRQu7h94/ek76Apcf3z8nF6wH+13fP94lNVc= "]]}}, {}, {}, {{}, {}}}, {{}, {{}, {}, {RGBColor[1, 0, 0], PointSize[0.019444444444444445`], AbsoluteThickness[ 1.6], LineBox[CompressedData[" 1:eJwBkQJu/SFib1JlAgAAACgAAAACAAAAhajCpSQZfz+/2sKVO055v8+Iv9Wy /pU/8xBoH4Q2dD/ERfkZMFqiP0A2gYYa448/x895yAL4qT+yINl/gU+aP7pD q8D+4rA/fKXc05Imoj/up7IFicq0P+GpmhZLJKc/mGNyQlGauD9Y/+dph1Gs P0q4DB6/Ubw/YRHAP7zXsD+TRNiQqAbAP+umgqKQgrM/YxH7leX0wT+yc6P+ fAy2P4AS3XnS7cM/4NdFnQmBuD/jhAr7+87FP4FZUQEdJbs/ALOh/Ixtxz+s Y4lkYU6+P2/yKQL1vsg/m6Xv3/sIwT+plATn6eTJP5U2SC46FsM/XehEMF8O yz8UFjsY+B/FP7mkueeUWsw/6oz5k/UGxz9t1uXi6dPNP2qOAMzTwMg/6lBW IOJyzz8iR8PBDlXKP9s5I40Ej9A/iVcG+xrdyz+SLMrOFFjRP0+l66otfs0/ QH3qZ+0I0j8jN96rr0/PP5bRcL8bp9I/1WACGEOj0D9yrMCbukHTP5QfTNU9 otE/v5SWI2nk0z/g0A/nKJnSP1K23QVFk9Q/50hinuaD0z/fPJj3kEzVP/Rb QUY0ZNQ/GtJlvTYL1j9TYA0aKD/VP78CVT8NytY/Rsm3MesZ1j9lResV9obX Pzogu/Sb9tY/yPkwm/xC2D9vBQ8JL9TXPw8ujvEIANk/xmpLTLyw2D+9Xoaj Kr/ZP6/T7DM0i9k/aKk0g2OA2j+dItjtlGPaP0LcwpEoQ9s/XonjeGk62z9T ZQgJ4gbcP+iZN5tJENw/tfpmTSnL3D8gnnLwm+XcP0UB2eDNj90/KTGa9pC6 3T+HKakjwlTeP4KiY002j94/KkrWuwca3z92G9BOimPfP73MRJI= "]]}}, {}, {}, {{}, {}}}, {{{}, {}, TagBox[ {GrayLevel[0], Thickness[Large], Opacity[1.], Dashing[{Small, Small}], LineBox[CompressedData[" 1:eJxFxXss1AEcAPA7NMo6r8p+hJ1O5RWTlFQqijxqjibLa0K6XsgmraZrd5JH rN2kvB8p3TiPOzVOjJtKXufoqHNXlxkhbM6Nlqv+8P3+8dmHGnOTHqdFIpEC //m/X9y0uHPm1LGNdbzMEhUEzXPj/WWFxc2EK+zfL20qIbzh0Fh1+xMiBJ5w euiVS8TC5dvPZWQRKTBTr3nPI4IFXwir4C0ucWB9DTPcx7IMtgn6Nd2dXQ2n Drh7Fi7XwqZ8IzmZzINblF59g0ea4C5GiXnYHB9W7T5qUHf9Day1yjU0t2mF 3TTRLcH1QriP5TrQY9cBW+XPrtb+6oRn1Qr5qHMXXP2zrZfyuBumWLxcmJwU wTlXBPHltB545Th3MiH9PZziIuLv6P4AK+pF2WJqL/ybMVJke+cTbH9Cdz2+ rQ/2qaRebjQdgFMtoqy/hw/CDnPn9aWBQ7CJwaKeaA3X6Sji7SoWw1dd28Y3 +w/D3DMx5e9WcNWsmeFUgQQWBPtoc7xH4HRfdhl/CqdO+I1VsUfhwwdZHMLl MxxuObhKluCq3lxlIlMKF+pEptBpY7CJXFCpJcI33WOGuCeNw6TaSJ7S+Auc /JyXa9yFt9tn6hnd+Aob+SU7PKDIYJnjkCRNiDeUetImIyfgCJ6bkcU6fp9d wZS9lsN10xZFlAAFnFnCjpafxWPp8zb1QfhOobAhMBTPyrvYkxODJ7g9W9qS hluztvnq1uDrh+5ulb7Cx+d/DNdw8fzQ5ojTjbjGjn6LLcRl4rxSbQn+NkN9 STKKczyibKvGcP8X+/gn5Xjr7f6PzBm8wPFAXtAcnqQsDqEu4HsDrik6l3Ed 8kh1vhr/JvBgRK/hQkaVk/Mf/KmVvkqjwf8CjJ9wow== "]]}, Annotation[#, "Charting`Private`Tag$12824#1"]& ]}, {}, {}}}, AspectRatio->1, Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Frame->True, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->All, Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotRange->{{0, 0.5}, {0, 0.5}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.02], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{3.781868933022279*^9, 3.781869254420711*^9, 3.7818698427639236`*^9, 3.78333589220955*^9},ExpressionUUID->"bf3c374d-13d9-4f78-850f-fef6caff0584"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell["Explaining Variation", "Subsection", CellChangeTimes->{ 3.781869396881555*^9},ExpressionUUID->"0a7395e1-0dbd-44b4-afcd-\ 948e800711fc"], Cell[CellGroupData[{ Cell["Perturbations", "Subsubsection", CellChangeTimes->{{3.781883194199174*^9, 3.781883200368285*^9}},ExpressionUUID->"bcb63084-c207-47c7-86c8-\ af50c5f65098"], Cell[BoxData[ RowBox[{ RowBox[{"\[Gamma]\[Delta]Plot", "[", RowBox[{"file_", ",", "\[Tau]_"}], "]"}], ":=", RowBox[{"Block", "[", RowBox[{ RowBox[{"{", RowBox[{"data", ",", "plot", ",", "min", ",", "max", ",", "lm"}], "}"}], ",", "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"data", "[", "rep_", "]"}], ":=", RowBox[{"Transpose", "[", RowBox[{"{", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{"\[Delta]", "[", RowBox[{"file", ",", "run"}], "]"}], "-", RowBox[{"\[Gamma]", "[", RowBox[{"file", ",", "run"}], "]"}]}], ",", RowBox[{"{", RowBox[{"run", ",", "1", ",", "nRuns"}], "}"}]}], "]"}], ",", RowBox[{ RowBox[{ RowBox[{"HetCompMtrx2", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "3"}], "]"}], "]"}], "-", RowBox[{ RowBox[{"HetCompMtrx2", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "1"}], "]"}], "]"}]}]}], "}"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"min", "=", RowBox[{"Min", "[", RowBox[{ RowBox[{"data", "[", "1", "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "1"}], "]"}], "]"}], "]"}]}], ";", RowBox[{"max", "=", RowBox[{"Max", "[", RowBox[{ RowBox[{"data", "[", "1", "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "1"}], "]"}], "]"}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{ RowBox[{"lm", "[", RowBox[{"data_", ",", "x_"}], "]"}], ":=", RowBox[{ RowBox[{"LinearModelFit", "[", RowBox[{"data", ",", "y", ",", "y"}], "]"}], "[", "x", "]"}]}], ";", "\[IndentingNewLine]", RowBox[{ RowBox[{"plot", "[", "rep_", "]"}], ":=", RowBox[{"If", "[", RowBox[{ RowBox[{ RowBox[{"Sign", "[", RowBox[{ RowBox[{"lm", "[", RowBox[{ RowBox[{"data", "[", "rep", "]"}], ",", "\"\\""}], "]"}], "[", RowBox[{"[", RowBox[{"2", ",", "1"}], "]"}], "]"}], "]"}], "\[Equal]", RowBox[{"Sign", "[", RowBox[{ RowBox[{"lm", "[", RowBox[{ RowBox[{"data", "[", "rep", "]"}], ",", "\"\\""}], "]"}], "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}], "]"}]}], ",", RowBox[{"Show", "[", RowBox[{ RowBox[{"ListPlot", "[", RowBox[{ RowBox[{"data", "[", "rep", "]"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{ RowBox[{"ColorData", "[", "\"\\"", "]"}], "[", FractionBox[ RowBox[{"rep", "-", "1"}], "6"], "]"}]}]}], "]"}], ",", RowBox[{"Plot", "[", RowBox[{ RowBox[{"lm", "[", RowBox[{ RowBox[{"data", "[", "rep", "]"}], ",", "\[Xi]"}], "]"}], ",", RowBox[{"{", RowBox[{"\[Xi]", ",", "min", ",", "max"}], "}"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{ RowBox[{"ColorData", "[", "\"\\"", "]"}], "[", FractionBox[ RowBox[{"rep", "-", "1"}], "6"], "]"}]}]}], "]"}]}], "]"}], ",", RowBox[{"ListPlot", "[", RowBox[{ RowBox[{"data", "[", "rep", "]"}], ",", RowBox[{"PlotStyle", "\[Rule]", RowBox[{ RowBox[{"ColorData", "[", "\"\\"", "]"}], "[", FractionBox[ RowBox[{"rep", "-", "1"}], "6"], "]"}]}]}], "]"}]}], "\[IndentingNewLine]", "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{"R2", "[", "rep", "]"}], "=", RowBox[{"lm", "[", RowBox[{ RowBox[{"data", "[", "rep", "]"}], ",", "\"\\""}], "]"}]}], ",", RowBox[{"{", RowBox[{"rep", ",", "1", ",", "7"}], "}"}]}], "]"}], ";", "\[IndentingNewLine]", RowBox[{"Table", "[", RowBox[{ RowBox[{ RowBox[{"Slope", "[", "rep", "]"}], "=", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"lm", "[", RowBox[{ RowBox[{"data", "[", "rep", "]"}], ",", "\"\\""}], "]"}], "[", RowBox[{"[", "2", "]"}], "]"}], ",", RowBox[{ RowBox[{ RowBox[{"lm", "[", RowBox[{ RowBox[{"data", "[", "rep", "]"}], ",", "\"\\""}], "]"}], "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}], "-", RowBox[{ RowBox[{"lm", "[", RowBox[{ RowBox[{"data", "[", "rep", "]"}], ",", "\"\\""}], "]"}], "[", RowBox[{"[", "2", "]"}], "]"}]}]}], "}"}]}], ",", RowBox[{"{", RowBox[{"rep", ",", "1", ",", "7"}], "}"}]}], "]"}], ";", "\[IndentingNewLine]", RowBox[{"Show", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"plot", "[", "rep", "]"}], ",", RowBox[{"{", RowBox[{"rep", ",", "1", ",", "7"}], "}"}]}], "]"}], ",", RowBox[{"PlotRange", "\[Rule]", RowBox[{"{", RowBox[{"Automatic", ",", RowBox[{"{", RowBox[{ RowBox[{"-", "0.2"}], ",", "0.1"}], "}"}]}], "}"}]}], ",", RowBox[{"AxesOrigin", "\[Rule]", RowBox[{"{", RowBox[{"0", ",", "0"}], "}"}]}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"FrameTicks", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"-", "0.2"}], ",", RowBox[{"-", "0.1"}], ",", "0", ",", "0.1"}], "}"}], ",", "False"}], "}"}], ",", RowBox[{"{", RowBox[{"True", ",", "False"}], "}"}]}], "}"}]}], ",", RowBox[{"FrameTicksStyle", "\[Rule]", RowBox[{"Directive", "[", RowBox[{"Black", ",", "16"}], "]"}]}], ",", RowBox[{"ImageSize", "\[Rule]", "Medium"}]}], "]"}]}]}], "\[IndentingNewLine]", "]"}]}]], "Input", CellChangeTimes->{{3.781549148150442*^9, 3.781549206382389*^9}, { 3.781549241920863*^9, 3.781549261677647*^9}, {3.781549302801597*^9, 3.781549376289727*^9}, {3.781549408148224*^9, 3.781549607749558*^9}, { 3.781550052218398*^9, 3.78155040621765*^9}, 3.781550568907154*^9, { 3.781551134692627*^9, 3.781551414505829*^9}, {3.781617650646502*^9, 3.781617662372291*^9}, {3.781617706670273*^9, 3.781617716047868*^9}, { 3.781881710897697*^9, 3.781881720010298*^9}, {3.7831029192361794`*^9, 3.783102936226832*^9}, {3.7831030075420713`*^9, 3.7831030704053497`*^9}, { 3.7833359039989433`*^9, 3.783335911511265*^9}, {3.7838692363543262`*^9, 3.783869243050377*^9}, {3.7838693036406507`*^9, 3.783869318194193*^9}, { 3.783869386741547*^9, 3.7838694484690533`*^9}, {3.783870112620944*^9, 3.7838701520747223`*^9}, 3.78387167809657*^9},ExpressionUUID->"7fc9f008-f865-4e84-b49e-\ 2abfda74118e"], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"\[Gamma]\[Delta]Plot", "[", RowBox[{"fileC", ",", "250"}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Export", "[", RowBox[{ RowBox[{ RowBox[{"NotebookDirectory", "[", "]"}], "<>", "\"\\""}], ",", "%", ",", RowBox[{"ImageResolution", "\[Rule]", "300"}]}], "]"}], ";"}]}], "Input", CellChangeTimes->{{3.781551422159058*^9, 3.7815515071340857`*^9}, { 3.783102898594605*^9, 3.783102901698852*^9}, {3.7831050673257513`*^9, 3.7831050677724333`*^9}, {3.783105108271433*^9, 3.7831051089177723`*^9}},ExpressionUUID->"82e45c13-7f2b-4ff2-a433-\ 18dbd4490264"], Cell[BoxData[ GraphicsBox[{{{{}, {{}, {RGBColor[0.300725, 0.680491, 0.901701], PointSize[ 0.009166666666666668], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJwdk2s0FIgfhocoW9b586/BZMkquw6K1rIuuz9EY0PGrOYgt1xnGWZcE2rQ 6kguKWezJJfWbuQYl41R1m9EGpcphpnGyBhLbiWpSCtaux/e83x+z3ke/WAm NUyRQCCEbu1fumUl7w+48Qj1BqxeqCzHIRdTnrb6CsAwwMthnRyGiTO6Gh2n ZzH1iLHDZQETSwVTZsUoxJd6DZocXQby5v3b9Vrvob7sp9xCSyZOHgp3pTkP gno429nAKQbXygy/ktF4KDrj9WFC/QTyNReXHW248MGJQ7nzRRwOXsmPMyu9 BTM1ZNJTMQ0+iVwjivPEaGTUQPhNlYHyrgMPy6hTkLCPfm+t0AF2uf2euHdE irtXXWRF7k5IE+Ywv/wgR/l4n0ZZWDjGuxHf6WlPggqbRK2ojcZHrG3fQe4Q qqatGzklhaKaZxZ0lT6ALKO2M79o0tDF+frxJlE/2ltta/2+Qgerjur31smG 0SOgvqB4IQTfbQ8sdtvzBN+lUDNeGsbjN1zbqFb/BrDmZS6IWiLwb0P381Vn 5Ohw83GVcCoOJUftRgW5Pdi0s1ThID8cvRU6xtpjh5D4zLRp7VYkKsglzbOH hcC6GlzIivLD7lfq5gc0ZuEgx49ZWsPC1/u+dVZTF2GR5ltrYUIsEuyPF5uV CGBB1fHQFZNwXCFrbTdpE8Mwb8HA1YGK3pZ1NSY7BTBCOrbo/Ic/titr7Iae MWBcv0WIzw7BV0Vkq/tVV4BPghu/uwYhoSJnb2uxBChFI/X1HBI0P5fldCst II1SV3/jZQTudLWrYPR1IUndvE+SGIq0zAeTAxwpZDCHyzdcPHHwmO/yp1nD kL5rUN1rbrYjyHyHA/l2CdQq5zSfNTgBKtnfcy+T+eDpeGL5uUkg8ixU9dR/ aEGDlBBq3tZ/6b6rudeznqEfi6IqXfFD08sVa+YzEjDMv9bbv+KJ5zZTX0mr JcAfT7ScLrfGh6GxHwvnh4GmAgNtTHsMymueV5F3Y3HmdYe8XEDKWR9pTVsd WizWfaHUfhS9KJ4rxmUirIzna25+FoUfmAdsLRWloPRtjhG51QnsyoyPfdJ5 Hz3IJ19t0OPRx0r2mfZtKc43FUvS/KLQbmGOSxoVoBbHX8rytoGfxRMa6Wwh UsJ2uBonhGKw6XfKvGQhZKtlGGRsT8Upho0id1SO4Zsmy2NRDGScIkqtBX1g 5ZX7xqqShddmaCq3G0W4XFmuVFgRj30/evRam8vhnHP0ENcwBMPPux2OIz6F jy+qjtgq/oCEsUix9kQEdKbRRWXjLJSIpo1uz48DUboEcwWBeLFk7o1nz5bv Chw53z0G0xWXpodDWnHmcXSymRYVlzaTOb7acvCGS9UuHZ/jpYfOd7K/lELa 8vpi5VceMB36F81BVQYWHc8qbLb68n1Ctx48MoKm/x8N1rgYjb0+kmE19hTs +68/HVSortwqYgbSuaf6khJed6wtPudZG7QAISMYMwvsoKPGJatxy4e7073s K250tGfMD3l5DGB+uf5pRmAqliSZCxI4Qtzf3L17dZOFk4Mn7dpnR2FAqavt grYvusjF43aiP/H4+56eOIUAVL/o2H+XLUU947Xo7OVI3NlZm/K+bAqKz99f VyaeRN4fzJccXQ7a5HezSORYbJgTR6VQuHg6NqmHyvYG/+p7zxn8KWykLZZc FtORUqMRxjQaRpV7cTvWeUxsWfJk/3lfDp4WD4RJiixsSvO/8DFhCHT6ib8m OPng4MWkPdRzmSChy4hDe+ORsP1CXcwKA3M9DxfF/BaN9hMeeddiWvAn3ANp HlGotmTdoKMvAp4PjbKDrg/JrU1OEb90QRvvWWN4aBCa2R3as/dNFbzmjPx4 9Uwk5ttWn19hP0Xtxto2K1IU8nkKpv6dfMxZbcycuOCN6zasR9lCMRb0bSNz 2Sdxpfxr2KT+hY8DHvaq2UZjur/7jaaSYQjjN66oTtKRrPipZaJuP6zW3XGw co5FmU69SDdpFs5u+N46+j4E3xqce0A6+AhWf5bdvNnpiLKz+QXECAluqDR5 CYK9UXJ3RGXD7Qn+7+/s41kHT2MbLVWyS3kEBi1OrfdqBSJ9YP+CcnkLjl3q eqtlH4/p/M/d27cNgoVRrcGL9CD8B2CXRFE= "]]}, {}}, {}, {}, {{}, {}}}, {{{}, {}, TagBox[ {RGBColor[0.300725, 0.680491, 0.901701], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" 1:eJwVkms01Hkch8elzmJilKR2o0Vuq3ILZfMzKqui2foPZkKYmBmMUU2N2lCM nFxK2jLiFFGrG8eltLXxTZmwKBm1moZcxv8/47aWpXVZs/bF5zznefW8+XzL ij8YpUkikfyX9j9v9Y2dbtQeBn2Wxnr8Ph8YJ0cm+knD4PTQhbLzHh8ouiqO ekEFgTMcreIyPpxzVgRsn1bBzcw3KuZtPoSnyxwrh1Swuaawtv0GHzbYN6kK X6vAX9v1x8eX+VCcUMwUXFDBxV9iRGlCPhTpY9vMySogj0hV5t588GhJ1s9b JKCxRCrN6YiD3Oxfy3FNAnQ1Ms+K2HEw+nGHgzUZB/EF09qsRR4M1WQ0J5GG QO7Zp9N4kQf5eYN2VcsVUFXIMBNZ8kC1TLt07ssAeFovHjheHQtIHb/oPN4P K+UpBkLvWKBpDFvsnemDE27PL5FkMTBrFlA/2vkZchosvvuNGwNN+yebF+U9 4D5JzVhYjIbiXKuCiYlPYOPnefygOBoejxF5+p8+QmcX51S3VTTsCJZY48o/ QEfb12uojgsaA1sUqrb3MBsRsNHcjwsdiY6c9mdScFB5XRPIObDSlpYc0/YO ZowHX+87wYENPVMpHO5bOCGoXk3X4oBmVsqWuLOtkCJ0txq8zoaQWFuXVu8m 8Lk7gpVYs6FdoJYo174CTCuJLHwSBXs8vyZNHa2HcW1Jesf+KCBmY80ly2vB e+t20+CeSCiZYdrNBz4ESzI7gSdYcmfbjK7e6+BPPhp8RS8SdFuQlZ1rMtri URaiLDgCZ0i7NtmElaIiyjUzieMRmL/5QG5kUY2ajSrV74AFWWOMC8bxz5C7 972YKRoLbOZ//8vEuAG5GTPFhUQErPKn+e73laBxE9d+gTAC1iQWCinOLcj5 ZctoJzkCtEVP16zSbUcvrnqIfO6EQ92D3srDBR1oWZ7MddglHM6nNVLnsjpR 9Zlwhm1+GBjuWl8WXdaFWm3YSb2PDoPdJPOUWdEHRLL4uPFWXyi4Z6tTp7O7 UWP8V4psSijorjBhFd2Wobm1V+Tdm0MgOtGoPCdfjvwMMxhOIcGQ3Slqw2p7 kQFbpj+acAgO6Fas/CaqD7FWKGVvxEwoNSefdAztRx0aR+zgNQOCKkobHGIG UCXm/shAEQQHHDftwqIGUcXkTw1xlCDwsYsdPB+sQNsUpxV/ewXCjbwBXgl7 CG11llLlYQGwfW6f/UAYjmhvr5u/u0iH/PpyU49IHO0pf4WsM+kwk2pgeJWL o51ZYyFJ6XSo0ZNO7z6GI7cfqGLbs3SwX38I7qXiyAyUeqlH6WDqxT147A6O Jircpp0wOmilp50ijeAo99L7pqsmdGDtxWOYf+Iok6dWDBvR4YW+b2j1FI7S 9tpqUg3pkCjW845cwNHp5Unfj+ks9e9e0WteQaCIZMuq3fMYKFuLb+Y4EMiR LyiY6cHA57JmrtKFQPZ+N574yTC4TY8UUbcRS6dp6ir5gEFEjzV3ikqgdfg6 A9pbDGTjFY5BGIE0D78Ulb3AwL2GYlkZRKAFj9Hif59jkJdw3FgnhEBf1hrX Y08xwEiu888iCTT8PvofdRUG1Y3isVXRBFLU/Lw6sAIDSsbsZ14cgXpz65we 3seA7x/cKTlGoO54gqZZhkGbYV2jqZBAUn/DOEYpBv8BeQB+Eg== "]]}, Annotation[#, "Charting`Private`Tag$7016#1"]& ]}, {}, {}}}, {{{}, {{}, {RGBColor[0.550366, 0.581752, 0.8226355000000001], PointSize[ 0.009166666666666668], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJwVk/s7FPgCh1GssMQTIks2dKGQjnaY9qsQxeSSR1HkIAk1KhzlljQ9SGlR w5gxM3WItOu2iyQfUkjYcZnJTIyR3Gpb1q4na9Fxfvg87x/wvh/jYLr3aQU5 ObnQ1f2f7ox4k8CiHryi8N4Yb2ehHleG6vy7iaO45U7tVAFiJwy1mv4ziUNb FWzci9go7B6zykcfdtAepEQcfoDm6YBGo7qnWHvplDB3Ax+jlmFuvs4CssR1 KjMLycMCx8xG6tuM3hNtqcNcPjp0P/1xwK6eVLhcu8Roy4cg5/ZFq8JSMtv6 kWnpFELWRSzoiG6JEO1WcmA0jgtZq2k7x3uMrK9dEza+Lwyq7g9jNw1IUMqY 3dslToVvXyZ925IMKp58++edXFxy1/lspDdKXJsacuxYZ9ETveZ7ktWL8uUG g0pHPtS9GKS18CXxSYt3FJcz4OrMPlItfI09jgdtctel4f5B41ePpf0IKjGu YuzNwWelU/nu2m+g6ZBgMNLDw3f19pF1AZXk5HV1eVoVC4tmtLT7l2WYYwe4 3TvPx+BBqrg7qw1qkQrq9eGXcVy+6W3jhV4wVP670vWZC3nZYM3k7j6yNCo5 qjYegxezmtamWpPk+uLJvxeSmJjbvM9ZXVMIHzsvPh88yDkcybdidRMH+knN 7bq5mHfZqGTxREQaBVGmoS45OG77uMxCpZsI4n5LKlWORaOi1gbS9pZEWPwo P+Sbjtk8l73P7+cQtfaVY+USFuR4mZvq8gfJtxq6/xTXX0XNR2nmi7UfcHfR qMv8IAcqblReVGcrTAs82FY/seB77eVoV4WErF/U99atOwrBYf8/vmb0E9lU 2L5Dv3kjyPqr/S7lLKL8QF8gvJsM5fRD9XdcOkg/1dPydUUumveoGWkerYX2 RA3LwpoFyebcLDZjHLIa613xxmlk5x3egvXEIAm3GcaS6mWSvJIwKykeJAKv 8bH9gXS0h1748sN0P1l/bdF4pfsSgm7VTCvLXoB3M1njxx2R8Ezyk5Q9eYxw vdguWtZ5+Hh6zZtzhDgxkE9zzS7CEt3U3lZBQn6PNbu5dut1UDnmh9e1PIf/ w6QsLoUNv73Sb/TKJWjcorUYMscD9cNUvb64GyY2N8+qZsTgnmhE62pKH04z u+j7ZWwE7/xesTm+j/BEXL9Ft3sYi7JTqBfLsDF3pcsgiI2of+tIKN2dREPR asaktgDMCV/l8iohflH6K9j0ExudZz1eUaxlJJ/FCg6vDEJYmvvuizpDJId3 +owO5Trk3kaI9EbOEEXh1PC96NWehO+3l08PEy7NLrkyMAsZrKk/vdpkGPLR alw4ysFVhZn3/SF1mH1mrpE4coXMrMRX+OvJiNaxhvFNgQzcbHf+JX2bhLDz kPHI9hbeh77z3a8mJQLjaktlSQr834RTBI4DkLc74me5UohXfoP96iljxGH4 4mZL03DIF/NXHzFBEndrwbH9Byx8+thM2VJLqNR3eSvj8aSpzJVRtdpD2/r5 QFnJHThETff6eHSh/N1xtel1RWDFWXfHVPRhc0S0c/opHkYFJ6iNk2Lys9CI lshMg6tMNEwVPsOG4GlpsEMCNDMOvG5IkaBEQyxSGuJBpeXRlb85Y2SjtHBP iVEImn+m/15hWIGOl+P6zk6ZqJwSRV7xrIeTkqrVJ90YBBQ//RjVMYYYtmHg tgQWPMu0TtO392MqmnPBdpqD2hmvlGfPZaSwk858712A6sSAG19ieolZm82x ubu5EGTEaXsnXyOZTy1SvWeYkFO68fj8fBSicuW1s435cBjxuMU8X4tv1Lfs iFlmQn2GUmlgLCRyW5dOhJsYkfi6aqczBa1Er0Tf41enHFhRLbU3/XmfLHPk 5B/+mofb9sVp8ylDsP5McTjXwkNHs/zOgJYOmFCKdFPPJeEfu+ie9D4RqHky GnuOj3nuv8iK9zvYL57jSqSrvgNoRdWsfmLf4151SHwXLgpf28YavibZro9y zbPzITX4SWgYN0nmvoTuiq3Kxl9bkl/q7+ohynFrjlwouQFp0u1snTODiByu SuTUsTHYMKC87P4GbllWpcvPOHjimzCoqjhAljhGX+anmQjvMvmgyK3FgdTJ pkSTQlzt+JbWuEZAJpS+myvVZeJ/0bJM3g== "]]}, {}}, {}, {}, {{}, {}}}, {{{}, {}, TagBox[ {RGBColor[0.550366, 0.581752, 0.8226355000000001], AbsoluteThickness[ 1.6], Opacity[1.], LineBox[CompressedData[" 1:eJwVxX0803kcAPCFdOcpTNpdWhqvbLsV8nARfTfJiehEHqKrkyL0IK+y2qY8 pHnozNMMmV+45NJeqstJ6ZNj1/JwCT0jj7/fJnrymstDdnd/vF/vtZHHdh3U IpFIfv/5/8tDU6fbdCZAYcum6VhgEHry7Ydh0gQ4rnUZWboKA2M9VbRmQQWY 6cbKZd9icM5hbLerWgVctRVNn4LB/oxX9vXjKqDfXUYzNcPAkvVQVfaXCrK8 Hq+1NMAAS8LCEoUqEDfd8+B+roAKo0AXmoEKpCtm2crGCtj8KNlIvEjA9y+8 u81tKyAvp/E6rkXAZC0jNlomhcmX7nY2BjhkO37ltsVOCuO3MhUC0jj83tGM HagpB4l4lHlDdwzmEnSMr9mUg2qpTtXcPyOgsKaZcsovAdIcW3R4NwypIvcd e1dcgp1LJqx8ZoYgVH9CVCYug9k1u+9P9ryBxvwjMXTDMnjo/0mx2D8AGxmp Ps9zSgHLW1f64cNrkHALowyWl8LtKUJs9PolCPsEJqKMEnAPl9vgyudQgD4r nJaVwJIR2zFV51Ng/LGdzBRIoJtvH93V1Au1hKSoWl0MpoydybGdT2CbzWka J6kYLAemU6JjHkNcop0H650YtLJTbI+c7YC6v7nxLkfFEBHHcOzweAhcZwmj aLQIuhI1cuU3rbAh5DY1KbwItm9ZRZo+fh9IFw5Qef2FQMzG0eS6DRDRqqzv 2lUIlTNhzPngOugz0vh59BRApQMjs2+wBJzJZCv3oALQe4TWMZ2TkZX1YlZG Rz7wSJ7r6fuq0HeeZ7589M2Heem1fjOrm6j5eJdWXUseZE+FCs2PNSHXYCp7 0iUP6PPtHynmLajHhyT0vysCst9Ob39vOVL73onU2ItgJb/slLHDI3SoUVdU fSAXdNLurCTrdaFGH3F7cMwv0HxtsP6n0m5EnellXgm5COfT2zhz2T3oHjhg LmE5YOK5uuZwTR86WsnZHLstG5ifwrhrKp6h4KqEt4Nbs2BTjiZVnfMCmZmX 6+//IRP0DCmRFdWvEH75VECykxAO882u50r60XvfE3VDThcgpyetM7BhEBks t1g/ZJkBAXoyU4uDQ2iJZ8vqSePzUEUzOGm/dxixioVWbuR0CJFVtdjFjqA4 7UV/BikNAuzXewYeHEXDF4ty92hSwIsZN3o+fAyxsuhsiXYKlItH4isPjSMK 6mXhY2fBdc6XNbIPR15XSrStCQFI7l+nbo7CUZs5/TkaFMBM6nKTwhgcsS80 /Bb+VAC39HvV2xJwtCmmN6CgVQCs1XugNhVHdKYhpoUJgMqO2ZXwK470ZOfc hkMFoJ2RziW9xVH77eiT0nY+RPrgsWHvceS5bsa7qYUPD4y8996cxtEDcbrF s0Y+8Iv1PaIWcNSUdLnVsIYPM1fz9RWGBLrq8tpEkMYHZQcmzbUjUFazvyzc jQ9eIq08pSOBdDcMpCQ58KE6KCqN40KgdGnc7gImH34esImZ5hDozFnhQjuF D6/eyexDAgkUz/nTx1XNg023jK3rQwikvPEjNXiSB+KkE+ZfRxAoivbmY8Io DwJJzvNNUQSK0F6Q1D7hwc224inyYQI9S8yKlyt4YJw5+yb+CIGCxijsYeDB Ub/wHnkCgbqDashfGnjQadLcRj1FoB1yJ4Ii48G/Dtd7Sw== "]]}, Annotation[#, "Charting`Private`Tag$7365#1"]& ]}, {}, {}}}, {{{}, {{}, {RGBColor[0.778582, 0.417821, 0.644854], PointSize[ 0.009166666666666668], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJwVk3s4FIgehieWlTZPLNNSTbpw2FJ0UZjjN6tlJFYuzYmO1u6KOe2s28FK l5kuCrlMtrPVSDvJZSyiMWbGpX6DyKWZHXNrDI0R5dIJ7a7Nllj7x/d8/7/f +234OiH0mBGBQIhZyt8dmJm++egtGUb3OQ7+4SpAMWYMiiKl8POqQ1k5ZTxM fUGyevD9GIpnhcZ0WSMWSUdcr6MC/cPnI/qDRSiZiGpZL2pGS2EwM3wHH4e3 xx6g+crBdmpI8L6uFOeKHXfqaRKMP563RU4UYNfqV699PMUwpY1o+/EWH+WF +cmuRTxgdXuV6yg0XH58jqjJ0+CGs0N/No0L0dDu8Kg4dATsHVf73e/MhBWB FalrVDo0KxStmnXLAZoiJ8Fp3oCkU+eG802b8b+BxDfrbYdBvvlfwa9Tk0GW aOwNuX2Ymv3dq00xArQIyYT2og6wVm3roLffQH/fm1/w1b04XlUsfMc/CyV+ G7qr9UoUeBH3JZfcwTemX14PtHmCn6RlUEZqGnCv2OtbUVQdVK6Ov21IKse3 jkHnS04Y8PJ3QZm/rGxCrR+5X5rbiYk3h0xNPy3Aw8seDLQk9WEoLeAJo6cB lxm09WM7FOC/pjNq+FEuPpyxdHOwGoMLr7c9vxZ9BX+1/6evhaUaOV6pty9V i5BA+eK6K0cKQwWnaNVO5ThL/cR0a6MGwmdMin5f4OBh9+rKreZSYF2wd/a6 GostJlbW0DkA7G0RyLicgzNXqXvaSgqBmURY+X3NPSRwc9aIrmthUNTjvN/2 f1j/Up/z8INJXCjcntihEaL5ATKX0dOOGykfHuvR1CPtXMfw41odmKn92qX6 XJQHRL5emakEAi9go1sVGaLdPvyMWsUBSqHdYnnrETTL2i9mU7tglmpd2s7k oWTXR+stw4SYdO2ZR4FnHersf8i9mfkcWYrke5GnKeDC5s65vdBCdPhWNtkz Bc4snJzRlWmBbW0dr5xJgUcxSYtXJpTAbdhbwB1mYXRe/YSZ4SHaP8b2mnkG HDwdoatsrEbX7Xss6C5pEH4wZHZLsRqDI4WZGd4NOJ/g4OVupANWsLeCbctA cvGWgOWtbXi35IAy1JePEXv062yrdCg6sWtvwVERkifHxXb9UrR381989/Qs /qgZsmIxFXghpfjYLVE9fu3ibSJJV8COAfm04kgFjjA8jcT9BsxlTdhNrG1G xldEnYe0B1SL/zeZsqnGay9oZlX31LirnMHf/A8B9vwnuNvDzQDcN6NevJ6L GHs+cEcycRBYniFHl4tCgDBwXGM7FAfJnICy03vrUKseda6aeAqaC3taiTll mM0Z/y2k04Bvw2kJFc6NyDKaHlV+I8KDbYf9Ai9l4PRCem2krQHkyaR52TM2 Xn7k25DlpINTczz3fWY3cDTmGe2zj/TAIg2p6mO+xMgndA/5PhXuNmf22gyI sTtCq7RgjgAr0LztueowLCu7vfSIF2CWsFH469t8nHv1UuKxSQiSQvc/mGdC 4EGlf+a9JR9agpwY+1fcQApjoi88+DHqw5wKIEuInDQ3aUqtAte/NF7Ne9WE w/Ij5JaxfjA8bI37ePYK+hs0T8nq+xi9ji16vyoNLbN9epuYOsz+wD4t7awA zVt/zvizeAS43dZWV39ggkSQMFVLqsX0ZtrAJWop1o1rvs04KMbE5Db20jAY Vdb8ktE1gn55a7mezCUulVbHEpyVeHKxJntuRIjC6RDm/TYD8Pod1209VIb8 U1EXF1P6wHWy6EHxAQ7Ks9NsQs+cg3TzjN0hRXVIML1YHT/LwJwwOneeykfK UHDetXgh6u9aprpa8tFi2qNu7QY1UDqVxg49dEgX8T+Pu9EOvUEqOtOFh67k 7TZrfiuBpKS587EXazDfq+z8LHMQCep/F9jJmrFLsswlqrUL5Sc2XSk/l4Lv PBNlWQoNepNkcTFkEc7+tBsWQp9h6aii1CdRiKyooFt8jhKimHqHO313kGq0 0j2V1AsKYgTLsqIE9WvvqklpY7BKRf1mRnQZf990psNumwwMh/qE9OPZqD+d X0CM06KPaCf6TDWgtkll9j7wCU7WeB+yjhdgI+2kdoWJCkg7DaZhFeVIf7x5 0uQnIUZ2yPQSoQBZXRuDWozl4NJrF9sUVoJ/ASmyVbQ= "]]}, {}}, {}, {}, {{}, {}}}, {{{}, {}, TagBox[ {RGBColor[0.778582, 0.417821, 0.644854], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" 1:eJwVjH080wkcx4cenEmeouvOQ4g4Dul6UPmmnJM7D22VpBKtQ5aYK3XnYZ56 tXDFFdI1i7nUmtYmzOulbx0LRTlKJcSw3+apldpCZ+f++Lw+f3zen/fKyOOU I9okEilgPv/3tYGJ000LRlF6qV7Ho1qMe0+MKQdJo7gtEUnmQjEa6imiNJ8V yA1u+nfmthiZHsO7PT8qkEZ+ov6bJ8ZDZ3rcBSMKJJiDY5RyMVo7NyuuPFTg eKzuM0aBGDlJnNDEswpUee/hCuPFWGpA3Wijr0DdyXc+a1zEuKk11aBwjkD+ EPlkd0kd5ufW8WXaBO4zarzoYlyH46+2uDnoy1Ba/K16TW4tjohYLSmkEZQ3 JO/om6nB4sIhpzuLhlG9IprlmViDioULymfUUjyzbJ1488BdBM3xOY/JQZyM qXOeCLqLQVqjtv6qAQxXvcgLbq3Gaavd98Y732CQdU//3vXV2Bz4vmWutw9/ yDhtYXpbhJx8+xKl8jWu8GovTXEU4d0JotDg9SukF+kY5xYLcUuYxEEmf4EP V79ICDASopbUdVjR9hxLQ/IeiFLvYEeye1R7fRdSBtS7WiYFaOwYlHq07R80 uKZ5fj5agNZ9U+lR0U/x4lxX3if+bdTOSXc9lvYYV3wz5L+eXYX7Yx3XPt7W jKUFtQQm8bE9USORf9mIPfwP5Io9t3CH11ekqfh7uGojnaz04yExHWsjWVSD cZrK0Sy7m1imCnWanedavrOuSDO5gWUejqxn/Zex24pEdC+uRL1WsHdalwrD PhW6p0b+wt9IPi6rw8tBqydrYVp3Bc6yeb2mtkKwuOkofSrgYs7E3rNmx+vh rct635QL5bh69tG75WYPoGNlWvaFzDI0CQjyC/STgCA4lzsRfg3Nk6+cNPRo Bc7bLrYgiIMLMsXmJnrtkJOl681hsbGB1y84WNIBXaVTOom+f2J2VpP3TE4n bLpCTTFyKkEjH4vrMdefAUffq2b7QBE6vQ89ZVXaDfYHr1Z4N1zCDbmajI+5 L8HM/En5J+4fqLdkeWQptwd0fFkR28PzMSbZlH++uBdsbjJ4IubvmNuZ2Uat 6YcN1YSxrpyFO/WqjL8+MgB2eZqiJ7RsLLfRP+F+YBCC7bXOObumY0hV+QO3 o1JQ7nFVHd5yGne6u/hQjwxBy6Cr8GptPPo6xQ5lhw0D03SckiQ+hFcLpfSy n0eAxPOyHf/VHjxnfnSWhsugQ37LNokSCcX3+JabaDKw9m6eIrEjQZWx1Ohi tAyYlwcbzykiQUTu+vh9ggy2+pvR2MzD4GyxD29kyEDAS+NKqmhguTWaklAh A04cZZUpOQp0zmSdIo3N/z+o7e80xkKkv+xo6FsZKH8yVnsupcN9A78Dwql5 X4Vzc9M+OiQXkbfRPs/vuyOiXr6jg6qygNyyhABm7aPrGqs4kD/msM+7EeDW EGjq4BUPvhe08+VrCTikCPs8djgeuLtomd4bCTi7LGZYwIqHiD6H6ClvAuTH Mqs9n8dDz2SVewiVgErLul2B9ATYIDK0E4QQ0OEv2WxSkACFSQyzL/YTQErq tHtZmwBU0rrZetq8/+n4hwgdBgibiiZMYggonp3utXdkgCFr+g39GAH3HRZL xgIZEBcQ1ilJIEBJNeULfmFAm1FDk+VJApYzV146UcKA/wAB6Ivf "]]}, Annotation[#, "Charting`Private`Tag$7705#1"]& ]}, {}, {}}}, {{{}, {{}, {RGBColor[0.9112395, 0.6309425, 0.5195245], PointSize[ 0.009166666666666668], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJwVk/8/E4gfxxfxkSRcUYlWdH3jbnSnU7ve0olK+XLXrnQ7S4WEIST5snL2 2RQneYyIpHQWjyzftvmy93yfrzfWZqY0rfM1X7pyXOejT/fD6/H8A57P12Y/ uvd5LQKBcO7T/qV7coz1z/k9+I5uenhYUYsCjH3O9+mGR748iykaD6NGLE1E l0eRLD01fNCoFXO7NaRs7MOcbcSvx+lCFI9T6zbxa9GXxQxyTqzB4S/9j1Jc pDB7a/V9p+a7uJD3+e4hihh/eUDfIOU8QYnZ1FvnvQLQ/RDp9mdnOUoz0iJI ucXAoB5c3eRzAlcELZgqUhWoSCiW9m8Uo7ppa1uetwacqgYvekxxYKX7b1Hm z1Q4+0copaWXBZS+FPr2RTVOkoy03ZgteMnddH7T+mGIyXr0l054LvSEae+H m73Ym9RRpwkVoKFXMjTltgDp5GSYW8MddHO5e7xc3okEppwRZ0aDwkOb20uH ZGjk/2hyivsA53V9s93X9mNESE9+aoAYvxHsu8in8oDoM+/unVmCHz4/llR4 RY3TcQkFztiEykPkge6brci4aB5v4UPFk8tEg3XhvfjZV+anp38V4zK1smLU vg/ECzTR2L50aJ41tttqMgrkwAzJatsC/JP4rYuhsRzF1/06T882IMHpeDYp pxuCV3CK93sV4pzrOl0boQIk25omo/Mz8aRDKddGvxukV7hbwrLZUKdjsgZa B4F3gLeyMpMJs5muexoLMyDT6/DDC8ufIqEgxZyfrQTStuVdmmQmVkwOpTQv n8Bu/83CnnWtqH+UXBDc0YRxNqZSWiQfKddbhrvKVJBe0Tj20C0JpEd83q5K lgFBKPS3Lb+CNLv/HHAtyQHa/JufPpZFoR7rsCDdVQJv9pB9jfcUofgrg03G 31djr2I45dbZalQRb9+8m/wHEonS7z4jZIBtesGC3YgSeCs5VvSxa5iwdHVW VaQEQr18zYTmBLSdC/94a1wGge8Z34aYc4CWWjGup25GgsygkrrcFz3jT6m4 wlIknHnTf9MgGn/w9JrblSfHv7SSp2QcES7St+5z0FIBLy6Wl6J9G8h5u46s aGhE4tEfBwzCa/DUniGL9SUq7FJvL6acaELyxJhgw0A3Es3sh3Zz0pGjeGnC SOxDa/v71S/ynqCf7X4dcUwfMB68FmodyEVN8F4twYAaq0LTqhwutGHwGVOV Y3cHOAV40jrulGHWCEWv5Kkco5ZizwbV12PHBY92Rzs1MM54fW+0KhP8k9zt I0yfQ/rvXkusD0wgDAYp1r8MAIZuxMBORRkq5a93lIy/gFm2D6kyNgvZOWPv vFrVaE+blhSPi5GhNfNadpaPTnXTzPYxGs4sxZT5rFcDj5OT1uaaDjfaXKpY 21VAWzxXMKr4BV+fe0U5YDAE6XvDc28scsCnP9BRevAZenbqi1xD6rH9lFJm mKiBBTvmRE/IPVhWdP/TI0ZAbPPu7yMWDFiYmhQ7WlWD+PhVlqMkGEVct+Sn //bQHFMfuS4NnYLHe3/w6EJSU4eNGbcBc6LtuiPL+lDQz5fYXWrBYelpct3o ALBe+e/eVXMb3NSKF2R5Papv5FYYb78ExmznzppEFXJ7d/rpiUSo3/A49u88 DShdrB7EQgaIK+nTZZZlGGj5+NHiyyLkjSkuxnoKkCGQrEk95IPUotrJYIkG t7VPPKwobEVPrsl5+g4Z7oy/szb+51qsnvFKrG9UA0nLrDWWfh/L46jMj5G9 IJV9mP6pkoVSdvRa74TrYBC2I7GSzUWCLrM0dC4Y494zgh4vVqPTS4/UrNBq XNdxL1U7vBwNZxx5GzfLQczPmqmtOQ8x/PLvAu40gdF8sqw8oxRJ5C/Xmr8r hCdrrCOeD/IwbV9R0lzic0ywrtvArGtFiXiZLbVBgsSiHSPs4Wvwz96wHlaf AuNCLp8UpTbg3L2vYcn7FUojHF5tmfzkm3osvzxHBuJvbhcznfPRVWuVQ5Rl J7yJP87dySvGoY1P5JbRo0ATFffdMPovvLdKaNnwRQ/Q2L+XPQy5jEPxab+a Bigxxs8/VGYlQmXNM73/ufej6JqvRalhIwopV5UrdZ6BkTDjvKF+NgZ2WU/o 3KvGLra7xxcVVciQbDlWpy0Fz7eByvYXv+H/AZfGWfI= "]]}, {}}, {}, {}, {{}, {}}}, {{{}, {}, TagBox[ {RGBColor[0.9112395, 0.6309425, 0.5195245], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" 1:eJwVxXk4lAkcAOBxVGvInWoTZeRK4Rn1pNIvViqlKWJIrWOpQUKisTGVoVKz icdK5Jj5KlkpOQptfmEsQgdtclaO7zMkMpGjHbv7x/u8q/1CXQLkaTSa83/+ X/hhNFqsOIx7C37lLWKK0SNyZPwjbRi7UqNt1KzEqE6XHJv/LsHjPO5XHQsx nmMOuG2elOBvB6KCjNaK0edCp1XRoARffAt338EQ4yrzeknmXxJ0cQhcz9cS Y+7pXM+ISxL06GH3yqS1mKPqamOgIsEAtQ3bpkprcUsjTzVNRmGDCZPtZF6L yYLyQlKewnucuYWF92rwU4etpbEKifkyn6vXLGpwsCSxIZY2iF9200M78qox Pa3f7OHCAax4EktamlajZIEiMfutD5v7rB+P5jxDmA+VMT9/xGnvRO+1y58h S26Y4TT1AZ0W7bcd24g4o+9W9an1PW6q0D7hYlSF9fsmGmTdPWhUHtLcavwU c5ONMsbHu3D3L3KdB9f/iWWjVJpqVwfOc3UzhPpP0NarzpgcasfyrqaLyoxK lOuzGJA0/42K+fIm2zUq8FWM1bGWyjaMMzh1OkqxHDVNWbyg5teoIIn+2qj0 GFf1SM8f47zEZT8uMhyaKUP5K+ctQs42oUW6yXnG91I8HGxq3WRfj53nXl8z lZRgS8R83dDyWixfUsay6irG3dtW0KRhVZj+zXyr+/uHSM0EG9QtfIQqDuZd O14UoWjK02zO/R4qPjnLup39AEVM08Q3vTfQzVF3Z80fhUhvBCOzjTx4eaee OCUowDM0h3Um3gTsFWZ6+abk41x2Qbc2oxgmwnjc/pA8vDLqcUkntBL+SX8r 5bjeRpO551+W6VSDihf7uckRArWcWbv27aoD+wlyAW+rEJfGZEapMxthznGb zYpz2ajIr1iqRW8B20M3GHaZGfi0oLfo54xX8GKp5rtk3zRMiBfbzV5phaNK 3fbssBTUcFiZF5j3BnKdLo5dPShAswlPrn7OW4gfnq7z8IzHTYL5uEnBO5hu P2vuoxKN9MXL/HJudcL+H5RGItb4YGCMdmFSejesktXnBmh7g6CV3+z6qBem O8Kz7Ma5cIB+X1M34AOkcvmheYPxQBioRFod+QiGNwsIhxoBsO8T1ZZBfXB5 Q/Nqx1spcMBqnYNrQD9MccK3TGangaNZcH+C1wBkjKxNz0rIgKy0vuOio4Pw ubbBbEV1Nmye3WPe503CSuvLCpqHhJBeVai3xZ+EG16z0O8nhKk4NY1UDglL +EExpcFCKFFum9wRToJaq9Oke6wQzFcewvw4EhTClKnMXCHobee4hN8mQVIg eL6GEoLChXgubYSEMkZSss0pEfg5kUGeYyQw98y30GNF8Ex115FiKQkPTobS uxNEEHNd2d7/Own51Sw+77oIpu6mKDcspiDLWz2ytlIEQ0252UmWFPAzkz2c 5QhwvCafPGRNwXyN3O96dAJuHfTn29lQcGY4/PWYJgG+PcYcqR0FkTYuTimG BHR+vm/FdqUgsF1za/tOAjaVqBsWsSkYlMVx7+4nIO30SR2lwxT4GklLoz0J cKVtnKv0p8Arsm2dbjABxeLro1qBFHTc/CloNIIA9cSZ98dDKHATl9ypiiHg hLNXa104BW0jjP6kBAKaNZ6K9aIoYGml6vteJeBfCgl/4w== "]]}, Annotation[#, "Charting`Private`Tag$8045#1"]& ]}, {}, {}}}, {{{}, {{}, {RGBColor[0.936608, 0.84884, 0.493779], PointSize[0.009166666666666668], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJwVVGdU0wke/IOCFKkuHMWjCPr0LBRFQIK/WCgqagRlkVuEtWDjmYiCyAr8 jVKCUlZZiCAQIyBNwciGCFl+oQiRdqEkhAgxlKXYwHU5Wddy3Id58+bLvPkw M7ZH6f4n1AmCOL6A/7NfYoz9kYJulDGpGbkXeSjA2KHa4C4gaXQHp9FLEDVh ZdxwaRKnaW6PbrS3YV7XmCMbe/HdsoAjLsv4KJoOEVrX1qPAeFl0wjoujjiE 7wn0kgABES2NJqdgPn/VRmWgCN1WtDfXqJei+B9v32/fIgC3H+5WZWUWoeRW eqRjXimQm7WNmK8ZoH1m3lSWJsNx2mUyu70WVc0r2/L9x4Cqz/ve7FAM6Po9 iLLsVyCREixbItuJgb2p9NWfVfh3I7Xc83IjXvAz/WhtPgLsTWePdUQXQTdj 0Va42YMWKR4729SqUf9AIjTnPQNC1nDmckk4+Hrd3ceTdqBI5Xrm49brwPW2 fV6p7EP2hppR11AOftQMZfuZDODWNfrsc1VP0U3gcbY2pBoMi92ax2Ny8NOq vde4l1WoXVRdBKVNKPemDHbdbEUbaZQTm5mDQWoNL4Tne/C6wY+qlw1CVFPJ n0w694KqMCnpiz8TWmaNnFYaT4KNPJhiwrkLf9h4eukbSZHgeNtf9ahDgrqP 7ZjbBYRIO3lPgiHM+ZhprnsqA5KyjStbcQWCNleWrdPpApEgcX1LahwINYy/ g9YXwAjrOx6VdR9ms3xcm7i3gDixUXe47sGCb6plLVsOtBCDI/RVWfDktTK1 ZfErtNfYnirwaEWdPRRORHszUr3F6+qiH2Ig89lIZ5UCyBm99vuu4SDZHfxe L7EPqPtD2IsgCsOclmzzqcgFwoXxzu/PG6CVskuQ6SMGVVtP+qORTBRtWmpt FMBHm+DEXeLIUlTY3L55N/F3JK8HXK13icf1mZx5pwk5kKnhSdqxsRj/9adZ RfGC9mOz/IcvYtvx899+nu4DydSXsIzITAhLezKtpWpBUZOj8uehWKDFHVaU Pa1EMrl6/J79VTxIOzC3Nl+Kb/4z4UFnP8bP9JUem9UX8udRhnZ8uwWU/LW7 tRubUPCJvrTgl0o87Kr8p3mFAhdfeeyQ9kqIlFdTAovBLiSPWjhnfmJituyl MZnQi2YR/3LWmSzFo+u3aohieoEs6WswEF2AsYgt6oJBFZrZtoWuHBVjxI+m Cveudgize7azxC4FcyYCtSoeS5Fbk3FTZ5CP7af3P3d3UgGnys37r+UlEH7N zznSdAhUjuktw/w7QLw4IzN/eRLICZOCayUFKJeOr6mYHoYwvT2LoJwFrNyp DwdaVZgV8tlAmS5AUn1mvO9YLRIsw+4hMhFnvsZUBZurIDPyioXlwxy40eb1 a8pqBUjcSgcNB3Jh/Pho4LalSuBs2DR/Ka0IggdOuUt29OOKC3m8jgIePj8s 79NPGIPZJef9WZ15oFZ8b2ERE0CMDDrfE+fD/NvXInc7Pqis7/S//46FDWW+ iY8X+sDgGSb+Xp8H1IjpnoP7O7HzmFUphSnE3GinrotVvfjf1rW61+mtOCL5 N0U4OQicAe2AZNtfwFclG6ZIf0PSglEzBafRiLW9oy5Bgco7DK+p+lrUaSyP /St/DILeHPQUpheBqIb+rsqqCn15H5LjtnCwekp2NpYmQGoPV5CxjwEhxfWv I8RjmC3keh42aENamfEJ+po+LLfZZ2OtyUf+zIGE35pUQNQuc7i9mA28KyFJ 3y72AGPGvIZ2IhckrGgT/3gmqDyTNx2azUZCM6ny3FwE0k7fX/tHLhepL/en 5Zzj49QuaeglTQ7qz7hXL7eVAsfsDZvmcwNiank7T95pBqoZMXpUchsdKQ4m lh+4QGNVpVX/wMV0j+JrcwlDOO4bxA1QtKBYpLY+pFGMpF35wV05Yfj3FkZ3 Sq8MuUFaD3kLfzNX6AJf/Udx9W6jwgxRPZIhewt4uX1Q7ahbQWbdRh91vc1R Vh1AJFs6hUoOgXL5I6lV9CQw7j+wVazJhj/t4p9ZbOgGonpJ2VvhDlDGpWeY npQj01zRKuLXoLyuX+uL3wDGewUYms3z8WngT3JdjX6g2uvFZbux4FSn/SuN Qj4u33jyXOHih0iKV+wVLpIA1SX1lFlOLP4P+u84ZQ== "]]}, {}}, {}, {}, {{}, {}}}, {{{}, {}, TagBox[ {RGBColor[0.936608, 0.84884, 0.493779], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" 1:eJwVzXk4lAkcwPFxpDUk145syNLmbJlFpPRbV1k5Vq4k2yZqUFk8KUcSZVmj 6EFDyVm2NPM6ohJ+rpEJ1epachvva0jr2LRGy7Z/fJ/Pn9+vA8P3BUvSaDTX z/1v8chMTLv0FMoZuftYbWzF/aemZ0dpU7i5izm8Vb0VFemiY6ufRLgrTJWl q9aKiWZCb+sPIoys6ItRUGnFn1P6mZUTIuw3CioQ0ltR2/ix6FqHCO8Yxwgz xS1YdLrILypVhM7flkaK+lqwUMFzu468CNOYHy/lc1pwhyBBIXeFwknaQ2Oa XAtmsR9wSUkKHduG6J0pzfiuz8ZUT57EaXQf0VvTjBM1aZ1naRNI0mstGHNN yMkdN6ySEeJs3BWj4qlGFK2RLhV/HMOGhNLp7542IKyGr5i9H0WNRef8v+se obvElK7z4ghGe9YLYqvrcWmTd9O73mHMtgtoW8t5iI/d5jtXBgaxQq3Txi/z ARZlbcmfnX2LPocFt/oz7mPtDJWr8LYPW3eu9AWeqkMbf74eOfkGjVbEGUR4 LUqMmQhF3a/Q28NIXsrrHj6PZx7rqX+ByurzZ1JsalDZwD0htPsPfNKRePTp 9mrUHlw4f4z1DB1l7LU0tatQMv28yYlzXfjIqMfHVL0SD4YZmHfZPUaS/2VN 9j9c7Ila5U+qt2G8ZlOOvqACf9i1kbbwSxPK2i7GOOJtpJbCdPgydfhVas58 eFo5liz6GS773EWda+3HdWNuYomZQdrLoTz88ap2+7aoUqQLYIvhtgSQvD9O +NoWYxzNYav+oVLwcTxhLRV6A5dvVAyo6lYDcWTUJnIpD9Nn9qcywuvBy4tY LirIQf3lJ3MbGC1ADVxvGGVnoYqru5ObEx+k/apc4px+Q7X4a9GKZgJg6LO2 +K5LQunkh2oq9B5ItLwpCvoYhY0VQ5U/5T+HxDd5rrZl9njxQrutOL0Xnrcl qqi3h4GSg2Z5SPlL4IyJ88w558Bw3u/MpsLX0H3+rRtdKRWs2KtJH9h/wsCi 5EkbRibQ120ILCzrh84JQXp/XDaExKtyL3MGoGNnxK3gXA6we5O7PeuGoMnF mfPqiwLwoPOUNYJHwIwvpOxqiqBUR/4UM2AU1nNUJa80lIAvr7TFNHQMQvYM /vpirgw8mFsdPIPHocuQIc+WKIfdhmHjF/2FIPuNTo1Q5jYU5I4dLzk6AS3L HXwTqwqwFu81HjtEQrLMwOs5ey5wmrhaO4JIGFxrkKLqyoXFpPVK2SwSLGWj LSx9uFAj9+KDYwQJ03KK2fEsLhhrHsDbSSR4Kzl4rM3ggtb3rH0RN0nQ07jb pfGaC1IpF87QpknoYcY372HxINCZDPX7iwQDM0F4aAQPmhWcAqoXPv/NGZsy YnkQf1XOLugTCRaWlWd72TxY/P2KXOc6Cop3Cq0Dqngw2VV047IpBVF7XGoj xTzYnSmZNWlOQY9TXlCOFAFlXkHJttsp0HMmVR7IE3B4UI+1YEvBoEti5L9a BPS/5zF9PSlw3HfPJNWeAKsaxc2VvhQUekoM33EhIPd0JEP2IAVLXm6XerwJ 8KRtW64PooDwnXynzCKguv3qjEoIBbJ+FtctIghQTFsaPn6CgiMHkvbujyXg pKt/Lz+Cgkb/Z+LYZAK6lRrbtaIpUAvQuFPAJuA/uGR5QA== "]]}, Annotation[#, "Charting`Private`Tag$8385#1"]& ]}, {}, {}}}, {{{}, {{}, {RGBColor[0.7345025000000001, 0.7180504999999999, 0.5630265000000001], PointSize[0.009166666666666668], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJwVk/k/1AkfwL9mq0eFyhOt7IpH7XasMp3k+EyH2LCOapJ2airRQSY58zS+ 5TVCjaXDFTUYW6IVOcZRn2+URkyvMZeJGmPHOtulWku7jKfnh/fr/Q+83zZH w/2P0wiCCPrM/+3Fi11+6PYrFNguDRuR3UARnn9TGygBgtB7far6GqL6rUyf xAxg2aEkv502DXhLorPPRhlOPhi0M7IrQGqI1bistgGp/JiUvwV52Lsu2JPp JgVOj0POBpebMJn/zQYNk0KiKsnz3Sweipf8/n77VhGQUx1WPHUoSK+lRdjf ugekSQONOhqFc09Nmqv4KmT4SaNn2ELUNq94ke+vA2L4ZnJtLwnzve5GWSq6 kPqRZkkTcJEpSw1fOaXFq8r0Y+ORFXjOy3ximUUvEIfCFAGuWfCK84UrXO1A 9vsvU4qqCtDEjwfNt56DoE2z8aedfPBwy/uhUtmGhP4guyBkGxTusmkt08jR wS3N7B0pxIk5h7O9zDqRfTzR9o3lPXQQOZ2uZT0EQnN0Xb13JP79jXdiYZwW hZeC8e6GalTvcn4tudqCjDH6nqmKGAwweNLdeLYDb5zdHyd1qkQDrfrRwHoZ aIOC2FZuJD4bW0RfYToA6hEj2yW/FcAHaxc3k0VKdAh8Fyu+eBcJxg/Z9rkS YNMSAy1TL8O4+5dzvqtTAfHhorilKh0CNpeVfDdPAtRq/SnBgxRonG26GFq6 gWM8a7qk+g6M3XDf0lR4DagPsO+wPBIJQaplbbYarOkU61x/Jjwa0aQ+mzWM 5Ph9a3XeU5zn6SwIfdmM7Cq7kPboTGReet7bXt4FxJETYWHRTJTuDnxvzJMD Q7fJfeVlHrDp/9rmXpoLRJz45kWLSDBM/l6U7i4GkrN0KHSKB9RGo2WL9tQg abGmz9iYi13W16/m8X5Dcn/bA5EkFOzSBZP0fjWQz+rm9vz7CHD18WNdxWpg xJ0YNGjlwIugszMZQ3IgXH1MnwizgM1/NGSofYYEeWH1le5A9L1woKukrgyJ eOkwd9ZB3OvrN74mX4lioxjfBH0BToWvcNpM6wI29THi25QMcM5fs3vu0yZc SJsfEKzOwQNbNF9blH7u6UVTZ92KCnQeHhQtfS1BQV+YQYDwMmaqekzJBBmS IpU+l5WBR+1cZ1OxMhBsD2ONR1wHXehWmui1FmXe9Y4/HqMw9Ih5l6PkJWh1 Vhtd75CQ1c80LK1QoqHJgu8HAkvw5UmfVke6FhiezVODfxVBcKLX+gjzN8Bw 1zn+OZ0BRPcplUVPCDAO0LP910ahWtm3qnToLaQnD/S/bbwOKbmDH/1atEgt LD1THPwLkrTRPvmxWiQcBsuDgvfiqD62PNBCC1SGXDgkyIErL9yqk1d2AWNL msvMSj70Bf3K3GakgdihiP4lwYUQ2HnCUbpDgVRZne/tiUxsPaCWmyTowNCn gJGXWAQGxQWfj+gHw4n3DUa9hTD5+wjlaFsDjKaicidePD4p8eBVfO7B/o9z M3t8coAROtSx16cdOXSXyuXBxZgbTZdElstQHbTDmdXSiL3Sg86NA69h4YKe HTbVt8FDq3rrrHyMxNbRx826PbAoZXtbfUIXcjYqbk635uO8p/fPf8rXgUCo NN/VUgRUVfgf5VblSHaeb+KevIgPB1Wnz/uKkFpLZmfzU4FV3DASKtah1GMf TyF/jL4lpsfDV8nx4afjzLOnBVgz6pfwuEkLnH2eM/4dGVD5X1bSTGQHCPza p7hrskCaEm3mz70ERLhLJt8sCIk5SWVnxkORKLM26ZbHI6PHh591pgbZtop7 P+8n0WTU8eFXNkpIt5BFuk6nQ2xt5c6QnGYgEk8eVgz7ob3zOjPLj4VAVRxc tUrExTSn4sTxhDcY1PyhP01Si2LKwI71VIykx0Tvgpgz8M9WzqtkmQqTT5mP 7a2/i+N3NoHe/1eMVQZXux0qQZLlfbsyVw4kV8avyuaDO814c5RVG1CLNyn6 718GzVe/KK2iB0Cw23v9ZoYQ/rTlPl+69hVQHrE/2+ozQHMh7SfzEDX63t9p 5r9YgOp6heG0Vyfaq3tXN50TYh0zXj1/tgKoiKTBvGPJcKJ9+fDsOzWYfq1J ZB+Xi6T4P96NX0iBvLKu4tvnV+B/dVBDBQ== "]]}, {}}, {}, {}, {{}, {}}}, {{{}, {}, TagBox[ {RGBColor[0.7345025000000001, 0.7180504999999999, 0.5630265000000001], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" 1:eJwVzms0lAkYwPFJZTemiVw7SS5tIted2Va1etBU0mHCahJtZcm4VJQMrWyG xDblUo1LIwxqXsWKJDae7JqwQ2vpgijE+5qK1Ei5HLb98D+/r39j/2OegSo0 Gs3tS/9b0D8a07joNaZcSL1bbVyFe0++GR+gvUa+YOH816urUENNETQ/q8BA Pn/HPoMqPMMc8t70UYHOhw50zepW4cGkHrvyYQXOsmymnehVaGTZpLj6UIER vY8cWifvYD4/3+dEsgJ91jNk/fI7mMfw2mhCV6BFi7BzSdQd3NwSxxDNUTga PGTw5o9KTBfeKyVVKEzrae4zZlTi224HWzM6ieskcZ4NP1fgcGVK82naMA48 uqh8V3Ibs0SvLG6rDuEp+Xp65Fw5KhYvKpz+NIjfWZl6nNtajjB/bI45NoDN 8meXVPV/R86C16auk/040iuIJBpKcWq1d/3bjpfoem+wNMT9Fja5f2ie6+3D EKbf06fKEsxPX5szPv4cI/2iD2vnE1g1SokYz7vxT85OTriNFB18ZWbkyDNs H2Sa8Z9dxwWDNkOK1ido5NjJFfsXY3usXVBbbSf67tIZz5goxOXmnLiQ1n/R ezKcz8qToFGfMj6I9w9mhMZzJywLUOV8vM2RX+VosIDrVn89D/1CzVly5ybM Ru3c9hoxtp2Yl42s+AvHuvXun+3Jxp1bVtKU4fX4gOlek2aZidRUqIlM9S7q m4wFdbEvo2TSx2Jmzy0c4zRMnLyYjhKmecrjF9m4obKyIEx+AdVaYK3FhjjI fld9/7BqMv5CY1utO1AI0yUml+lFApy5drNX27QC5IYNYq44Bs+P7k3WPVYL E6VFYmf3MFw38/d7fd0G0AhOlGnV7kItN46Lu4sM2E+uWHvBQdCLvRqlwWwB XkCM9Zb3x2FRQo2ellobdB3NSN4hPA11N1+U/5TTDlmXBAybc4lwNrHRafp8 BzSHe4svDqeAJnvVjeAbj2FsjXdTZHUqWHzwiV6d9xTUrT7lcC9lgL1wXvBR 2AUtoXMqng5XQG2pvn9eUQ8s1BXXLDPOguBY7dLUrF6oO6Oawe/MAWFHQqvX 3Reg3PNVjQRzwUOtbLlBYD9IeYeSdTj5UGhCP2m3fwD0k76RlRUXALessME2 ZBDY3SzCfEUheNhZsb0CX0GF0OLa1Iki2G4R+uqs7xCwMk6v/9xUDLmiwTDJ 4WGIbFt5sMv+Bmya3mU5eICECV5+8dJ0KWTVlxpuDiBhRETlMDKlMClYpnmZ R0Jvo3XaslwpVKp3ftwWQcJDo7pTmoQULFftQ0JAgqirm6PTIAVDR55nRDEJ m1y0pg3eS2FhUmI07Q0JcWZJ7pYeBPi7kiE+70iI9G7basUl4AHDZX+FkgRe gvZG6/0ExGaqOwfMkrD7pcTUNpiASWmGevNSCkwy8TMznoARef61VFsKHqpO STbfJmB7mkr6CIuCWpZj1g/VBBT9GJDgtJGCW/7nLjjUEXCoz4yndKJAVK8T DS0E9IyV2XG9KOBFfeu2dYAA+0qNNeVcCvyKYpzZFAEi/nHdJX4U7O548P22 UQK8aBtmagMosLfmmOyYIqCiMXNUK5gCaz+Rnss8ARopUy/Djnz5+62PvnNx CRx18+2QRVCge2+Niqt6CbRq1jUaRlGgRoZ+ctUsgf8AXYp8Rg== "]]}, Annotation[#, "Charting`Private`Tag$8725#1"]& ]}, {}, {}}}, {{{}, {{}, {RGBColor[0.133532, 0.122103, 0.125444], PointSize[ 0.009166666666666668], AbsoluteThickness[1.6], PointBox[CompressedData[" 1:eJwVVH00lIkefrEsScVedukDt2jbqLHtJlG/YUMbFaq5aGUqYsKaJFmSVy4h acxwDZKPjrPECWMzU6nfK9QoozEYY0JjKaltaWvWx/Vx5/7xnOc8fz7n+bA+ Ee0Xqk0QRIgG/2fvtPgNx250oVUnc5Cq4qAIEwaFgRIguix/eB4fCOderzN5 eH4c2+5E7Q690IDFklEaH2VI6J9vv8TLQWoiqNlSeB+J0TYjA61gHNl6yovh LgXK+f7mpTQuzJTYbhtmUEjPWFM4mReD4i/ff3DbKQJCKtj6oPAbkHJzYmjF VUC8O7m77X0YGJyeMZNflSOzlalz7FAuqlptnpT4jQJJG0i1DbsMht6/nlvd q0RC3t9PmkUgQ5YV/fW8CnfIys3xZRWe9TabtjQfAWKanbJHmgtdbJ3dkN2N VlX2BrcjC3CFbxq0FrcDpbgukGonwV736wcEfc+Q2DFZKtnoDBUe1h21wz1I lN7ojrXNx2m9YL63aT9S9DA9IRbgDpFzhDCoHoiiojlrXwbM2e5PrfhFhYrc IK+emJuo8HAZkGQ/RjK+9ZZ4IAH9tR6+aD7TjaugNlxv7AZqqRSN49/KgHge MKJ3zR/apowdbEzGgZgfGJwszYa/rHa5rzDuQ+JfKYIsGg8J+gE+rUgCZVvc cn9hpIDa8ys9u7tyoG8xXHY3PRb8t9dW2y2TALmwzcP2eSo065r8Ax6/AHpz vEnUJx5M5Xk6PqrgArFqVra2xR+IsqzVQr4CVPtvfid2SoHGd8NZbZ+9RTJp LDh8thGXebmURT5tRZKfyTM4fxwZl9pHOuuUYGXdEdGbeQmk+wI/GKX1AGkf 6va0Jg6YDp+7etYUAT0z+GPTHBv1M34UcTzFQHAS4wqzWUB9t9zS+FAT0lOO 0fQsYlBpxcu+nvZKk1/+x6abEWjPKZtxeK0AYg1raS4qFi4uJk4pKzU6JKTa OnsXPgk5s5Q70QP0cFGcF+YC82rjhL6qDYn0CJHRaT/wSQpQVt+tRQJcp3Vi WHDYx1e9uaQP2asb60ICuDgfbeO8XVsJZbPWNSwPPriUbN5n0PII6QvReqbl 6RjgOLzWvEaJJOfMjE9/Obq8fSOyGJAg8cnSjqXvCv+RvzQhk2XIHJpe2X3x Cp6w361LxWvyIxqljpX/htHIndqiARV2Gv56dLH+N4w8bqZ0kjwF+gvD4hNs EgpeM/RrGvqQbDa64oF8fMo62OHkoALCsFNtGlgAp1K9v40xGwR6CG+XTn42 EC9Oy81fhgH1kyTm9OcxqOgb21QzMQTEF8IM5mEuZBa9+ej7WIXsklxB60QR ktqTYz0nhUjdHOa0cZNwcjG+LtBcBeSP/cW60zlw5Yn7nYyvlcD+M3gVWuTB WMjvDNflw+BDORqa2BRAYH+4k/SHXqRv++NOqPQ8dgQoelYkjwIzec9ap1Ol oFVZrlnEa+AcLnjPXuTDzPt3lNP6JiASjzAPzbLgYfXetAZNHyhJi1n1fR7Q Iye6Dx/sRGbMmO9cRC4WxTlIYutkGK/aeKfZ6TaOSI+6NI8PAMU0zdpskwd7 VfIhl74HSGzau7wj7ygaZ7o9u5esRKshcRWpw8VlLbcSZktGYWrh8d9/PMkH 6rfoP+vW1SF576R4/ZHLWP9GHpHgI0KiUJbovzEIgyrvv4sUj+JXB27pu483 oE+1SWj0ph6kqVk2lcY8bJr0TX7wSAWrvjgWO/RTPgguBKUvxXYD+Sp8nrWU AdLMOFO/i5eAmInUV13wBkIvvfZndSQSfx83vDrlCvSXB68W/NyERJMfZ+Gz MFgx6VS/xrpPs8cDzh/cMiFeKNgTVtgKxCPeUZF5FNBctpqu/lih6Ys7Xz7v gTnOlanq5EHkCI+rfWk1KKa07INaxEhF/OUbN5OA/93J7sqQyZGaf+v1ZVQ+ qku/h0W/35H5SXpW364cyaD9NwRFPVC28l68nHsNPLWNtp9b9wyslszZnY65 MLzmdt+6uHFQNX8/bmfPh0/rL7ZbbOkCZlGZRcOmazCclHPNLEyBqo3wauXo ZVTc69Vf8O5HssIt6xuvArzLSFQY6vZCffQ+QfsRLoR3bnirW6rx6yQ5qbsh FknxP/c362j+Xao2jhSehf8Bsm4rog== "]]}, {}}, {}, {}, {{}, {}}}, {{{}, {}, TagBox[ {RGBColor[0.133532, 0.122103, 0.125444], AbsoluteThickness[1.6], Opacity[1.], LineBox[CompressedData[" 1:eJwVzXk41AkYwPFpNp5nR4kILUm0NKLGo1PLu+OhpIdZZotJ1iY3raMSESFi 2RzVuCZ+g5gu69i0iDfbCGGbhg5XZYz5GUfNZilHbPvH9/n8+d3kHerqS6VQ KE5f+l/+26lo4cpxbMwJnsh3FKD7mQnFMGUcH+iGD7kfEKAaTe6/vCjH5rLI p9p2ArxgKT1sNSPHlrqE2mvWAvw5pd+ialSObf25MdkMARqYtckLH8uxx1Co kqYlQOIswTmVKseJGj2zKEkFFquy9xqukuM3Pd0hR85V4L6OOFXuEon8CKHL 5bxyzM74866MSuKkwOfSg9YbONlnzTBZJUM9VdfA1R/LcLQ2rf08ZRRPiXsq +7TKMI87YlqtLMUs82U7nn0pypVWls5/lGAv2WzT712CsBy6ZPluGBdFnVKr i3xkrRg3cpx9i+M/JA5k/0Hg3MbDzZPiN7jkVRDcXl6Mbc4f2pcGh7DqUFIL h1qERLZxgUIxgObXlMMYfjy8N0VyVQf6cJ5XM/q5vACtPVpNZGMvkSWuXryv lI8rJNul8q7nON3a1x/AzEVRrIV/d0MPHtfmqXslX8O1dFZcUNcz5HCr5Uzy ChoMTSf4BzxFoud9qq5xDlLTE7afjO/EMJuEjuHELDwWTN/RaduGek8jS6yj f8PuU8utY+sfoWJw4wnbz2l40EaXMh3WjL32oX4GTSlIzgUbtirXoftWtU8T u5KwZJZjunDkDva9rMzb1BePJZb0tN7X+bhNVF56wTcaaR1gbLorDrCF2dng G4ExFDvzLV6lMCZ2VTg3+uNC0e1BTaMayKKLlJu+ZWP6lHuqVmgDUCabc3hO TNiy8OQfHa0WSNTf9tcBx+Og4cRycHZohcuZfsYRnFDQji2MVLPsAPoT6sPC 7yJhZVK9tgatGzyfB9ACb8dC0+3XVT8ViODO9DqeeU8CJF8UMufTxcDd5BLW rZkM6nYbKgIrekEqtqqL56WC6QdO1MbiF2BAj6t3H0uHPRnLiTMZr+DxowyV CqNMoK3W8S4u6wdSUUYmuWZDYKzm3cy8QTjhyhAcmMmBDHFSF7vuNWTO5PA1 G6+CC61yrZ7vW3hv5WHLi+JCqeGqMxaew9DmKmLu1skDt8rSFkaQBFh39M4N 9OeDi4W5Hdt3BFiv1qlfiS+E/abBI8keUkgqP81S0rsO17mSkBK/UQiuu/X4 wkARWM0fMpN4yeBE1/6/L9kQkNd8V3+fjwwqIu6pmNkSMJu4Rv1qgAwmdDYf FNkTUKvSM2MfLoPTviuEOk4EmG04ijcTZZCy1Fh/04MA/e8DXMNvyOAmw+JG ZxQBX6VcjKJMyEBxVTd2TS0B3o6yIM57Gezc92t9bR0BD1UdPGumZRA9/GnW rYGA2FwVW59FGVC3vQgnWr78BTkq7atJ0GzL8rcQETDWSRRlMkjYPafEZk8R sD+Lmj22g4SY4tNZHxUElP3ok8TcSwLaj3QX/kvA8SGTgGkmCQdzHjpIFwjo f1dp4cYm4ejWGJszND7sqVXbXOVGQtEzecx6VT5wz0ZofX2MBMlZ9/omdT6w KbsWGnxICBHu3KG8ng81wtwpjUASqoPKwm/p8UEtbe5NyEkSZtQ0fnc24MMv Th7i1nAS9t5PmPxgxIcu9SahfiQJ5z0V9FwTPvwHte+Gfw== "]]}, Annotation[#, "Charting`Private`Tag$9065#1"]& ]}, {}, {}}}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, AxesOrigin->{0, 0}, DisplayFunction->Identity, Frame->True, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{{{-0.2, FormBox[ RowBox[{"-", "0.2`"}], TraditionalForm]}, {-0.1, FormBox[ RowBox[{"-", "0.1`"}], TraditionalForm]}, {0, FormBox["0", TraditionalForm]}, {0.1, FormBox["0.1`", TraditionalForm]}}, False}, {True, False}}, FrameTicksStyle->Directive[ GrayLevel[0], 16], GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImagePadding->All, ImageSize->Medium, Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (Part[{{Identity, Identity}, {Identity, Identity}}, 1, 2][#]& )[ Part[#, 1]], (Part[{{Identity, Identity}, {Identity, Identity}}, 2, 2][#]& )[ Part[#, 2]]}& )}}, PlotRange->{Automatic, {-0.2, 0.1}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.05], Scaled[0.05]}}, Ticks->{Automatic, Automatic}]], "Output", CellChangeTimes->{{3.781551426694727*^9, 3.7815515085035553`*^9}, 3.7816176734991837`*^9, 3.781617719458395*^9, 3.7831029036463423`*^9, 3.783102939905751*^9, {3.7831030439478083`*^9, 3.7831030736965427`*^9}, 3.783105110564034*^9, 3.783335915661601*^9, 3.78386932405119*^9, { 3.783869406914501*^9, 3.783869419217812*^9}, 3.783869451144476*^9, 3.783870158490247*^9, 3.783871701470793*^9},ExpressionUUID->"7e4e051f-8f04-4736-a67c-\ 1a73d2f5f691"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"Round", "[", RowBox[{ RowBox[{"{", RowBox[{"R2", "[", "rep", "]"}], "}"}], ",", "0.01"}], "]"}], ",", RowBox[{"Round", "[", RowBox[{ RowBox[{"Slope", "[", "rep", "]"}], ",", "0.001"}], "]"}]}], "]"}], ",", RowBox[{"{", RowBox[{"rep", ",", "1", ",", "7"}], "}"}]}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Export", "[", RowBox[{ RowBox[{ RowBox[{"NotebookDirectory", "[", "]"}], "<>", "\"\\""}], ",", "%"}], "]"}], ";"}]}], "Input",Express\ ionUUID->"a853a607-1def-44c5-aaa0-da496208527e"], Cell[BoxData[ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"0.12`", ",", "0.002`", ",", "0.001`"}], "}"}], ",", RowBox[{"{", RowBox[{"0.24`", ",", "0.016`", ",", "0.006`"}], "}"}], ",", RowBox[{"{", RowBox[{"0.45`", ",", "0.068`", ",", "0.015`"}], "}"}], ",", RowBox[{"{", RowBox[{"0.58`", ",", "0.127`", ",", "0.022`"}], "}"}], ",", RowBox[{"{", RowBox[{ "0.6900000000000001`", ",", "0.131`", ",", "0.018000000000000002`"}], "}"}], ",", RowBox[{"{", RowBox[{ "0.7000000000000001`", ",", "0.08600000000000001`", ",", "0.011`"}], "}"}], ",", RowBox[{"{", RowBox[{"0.72`", ",", "0.052000000000000005`", ",", "0.006`"}], "}"}]}], "}"}]], "Output", CellChangeTimes->{ 3.783871716417881*^9},ExpressionUUID->"4118d826-b774-4f51-9951-\ 2de09a497023"] }, Open ]] }, Closed]] }, Closed]] }, Open ]], Cell[CellGroupData[{ Cell["Fixation Order", "Section", CellChangeTimes->{{3.78199707327956*^9, 3.7819970757366333`*^9}},ExpressionUUID->"f1ae1e52-95f9-4014-aa1d-\ d85ca42c3503"], Cell[BoxData[ RowBox[{ RowBox[{"hostFixTime", "[", RowBox[{"file_", ",", "run_", ",", "rep_"}], "]"}], ":=", RowBox[{"Table", "[", RowBox[{ RowBox[{"FirstPosition", "[", RowBox[{ RowBox[{ RowBox[{"state", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "[", RowBox[{"[", RowBox[{ RowBox[{"{", RowBox[{"1", ",", "2"}], "}"}], ",", "d", ",", ";;"}], "]"}], "]"}], ",", "0."}], "]"}], ",", RowBox[{"{", RowBox[{"d", ",", "1", ",", "1000"}], "}"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.782479218740275*^9, 3.782479223657381*^9}, { 3.782479316946353*^9, 3.782479416945266*^9}, {3.782479485523223*^9, 3.782479506948956*^9}, {3.78247953785928*^9, 3.782479638962936*^9}, { 3.782479669452077*^9, 3.7824796772222233`*^9}, {3.7824797664802113`*^9, 3.782479802855198*^9}, {3.782479966593338*^9, 3.782479967968596*^9}, { 3.782480128525529*^9, 3.7824801528127613`*^9}, {3.782481468464641*^9, 3.782481474479424*^9}, {3.7824815240574408`*^9, 3.782481534328217*^9}, 3.782481571225667*^9, {3.78248160913673*^9, 3.782481612367488*^9}, 3.782482117657695*^9, {3.782482411278884*^9, 3.782482411637031*^9}, { 3.782483169009762*^9, 3.782483232810834*^9}, {3.782483332058622*^9, 3.782483333233253*^9}},ExpressionUUID->"1c405fe4-37df-435c-b2f7-\ 24c54f604b83"], Cell[BoxData[ RowBox[{ RowBox[{"pathFixTime", "[", RowBox[{"file_", ",", "run_", ",", "rep_"}], "]"}], ":=", RowBox[{"Table", "[", RowBox[{ RowBox[{"FirstPosition", "[", RowBox[{ RowBox[{ RowBox[{"state", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], "[", RowBox[{"[", RowBox[{ RowBox[{"{", RowBox[{"3", ",", "4"}], "}"}], ",", "d", ",", ";;"}], "]"}], "]"}], ",", "0."}], "]"}], ",", RowBox[{"{", RowBox[{"d", ",", "1", ",", "1000"}], "}"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.782479218740275*^9, 3.782479223657381*^9}, { 3.782479316946353*^9, 3.782479416945266*^9}, {3.782479485523223*^9, 3.782479506948956*^9}, {3.78247953785928*^9, 3.782479638962936*^9}, { 3.782479669452077*^9, 3.7824796772222233`*^9}, {3.782479708879199*^9, 3.7824797121415854`*^9}, 3.782479807153781*^9, {3.782480130530796*^9, 3.782480157590269*^9}, {3.782481470621483*^9, 3.782481475479014*^9}, { 3.7824815487766113`*^9, 3.782481572353272*^9}, 3.7824816135713463`*^9, 3.7824821199311247`*^9, 3.782482414050745*^9, 3.782483169880644*^9, { 3.782483320515883*^9, 3.78248333535293*^9}},ExpressionUUID->"db4a8374-8a07-4dba-9074-\ 4436cd198aa7"], Cell[BoxData[{ RowBox[{"Clear", "[", "fixOrder", "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"fixOrder", "[", RowBox[{"file_", ",", "rep_"}], "]"}], ":=", RowBox[{ RowBox[{"fixOrder", "[", RowBox[{"file", ",", "rep"}], "]"}], "=", RowBox[{"Block", "[", RowBox[{ RowBox[{"{", RowBox[{ "temp1", ",", "temp2", ",", "temp3", ",", "temp4", ",", "temp5", ",", "run", ",", "out"}], "}"}], ",", RowBox[{ RowBox[{"out", "=", RowBox[{"{", "}"}]}], ";", "\[IndentingNewLine]", RowBox[{"For", "[", RowBox[{ RowBox[{"run", "=", "1"}], ",", RowBox[{"run", "\[LessEqual]", "100"}], ",", RowBox[{"run", "++"}], ",", "\[IndentingNewLine]", RowBox[{"(*", RowBox[{"All", " ", "Data", " ", "Points"}], "*)"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"temp1", "=", RowBox[{"Transpose", "[", RowBox[{"{", RowBox[{ RowBox[{"hostFixTime", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}], ",", RowBox[{"pathFixTime", "[", RowBox[{"file", ",", "run", ",", "rep"}], "]"}]}], "}"}], "]"}]}], ";", "\n", RowBox[{"(*", RowBox[{"Host", " ", "Fixed"}], "*)"}], "\[IndentingNewLine]", RowBox[{"temp2", "=", RowBox[{"DeleteCases", "[", RowBox[{"temp1", ",", RowBox[{"_", "?", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"#", "[", RowBox[{"[", "1", "]"}], "]"}], "\[Equal]", RowBox[{"Missing", "[", "\"\\"", "]"}]}], "&"}], ")"}]}]}], "]"}]}], ";", "\n", RowBox[{"(*", RowBox[{ "Host", " ", "Fixed", " ", "and", " ", "Pathogen", " ", "Fixed"}], "*)"}], "\[IndentingNewLine]", RowBox[{"temp3", "=", RowBox[{"DeleteCases", "[", RowBox[{"temp2", ",", RowBox[{"_", "?", RowBox[{"(", RowBox[{ RowBox[{ RowBox[{"#", "[", RowBox[{"[", "2", "]"}], "]"}], "\[Equal]", RowBox[{"Missing", "[", "\"\\"", "]"}]}], "&"}], ")"}]}]}], "]"}]}], ";", "\n", RowBox[{"(*", RowBox[{ "Pathogen", " ", "Fixed", " ", "then", " ", "Host", " ", "fixed"}], "*)"}], "\[IndentingNewLine]", RowBox[{"temp4", "=", RowBox[{"Select", "[", RowBox[{"temp3", ",", RowBox[{ RowBox[{ RowBox[{"#", "[", RowBox[{"[", RowBox[{"1", ",", "2"}], "]"}], "]"}], ">", RowBox[{"#", "[", RowBox[{"[", RowBox[{"2", ",", "2"}], "]"}], "]"}]}], "&"}]}], "]"}]}], ";", "\[IndentingNewLine]", RowBox[{"AppendTo", "[", RowBox[{"out", ",", RowBox[{"{", RowBox[{ RowBox[{ RowBox[{"Length", "[", "temp1", "]"}], "-", RowBox[{"Length", "[", "temp2", "]"}]}], RowBox[{"(*", RowBox[{"Host", " ", "Polymorphic"}], "*)"}], ",", RowBox[{ RowBox[{"Length", "[", "temp2", "]"}], "-", RowBox[{"Length", "[", "temp3", "]"}]}], RowBox[{"(*", RowBox[{ RowBox[{"Host", " ", "Fixed"}], ",", " ", RowBox[{"Pathogen", " ", "Polymorphic"}]}], "*)"}], ",", RowBox[{ RowBox[{"Length", "[", "temp3", "]"}], "-", RowBox[{"Length", "[", "temp4", "]"}]}], RowBox[{"(*", RowBox[{"Host", " ", "Fixed", " ", "First"}], "*)"}], ",", RowBox[{"Length", "[", "temp4", "]"}]}], RowBox[{"(*", RowBox[{ "Pathogen", " ", "Fixed", " ", "then", " ", "Host", " ", "Fixed"}], "*)"}], "}"}]}], "]"}], ";"}]}], "\[IndentingNewLine]", "]"}], ";", "\[IndentingNewLine]", FractionBox["out", "1000."]}]}], "\[IndentingNewLine]", "]"}]}]}]}], "Input", CellChangeTimes->{{3.7824834169713373`*^9, 3.782483542998784*^9}, { 3.7824836400736094`*^9, 3.782483660120438*^9}, {3.782488284220945*^9, 3.782488319274365*^9}, {3.782488488937072*^9, 3.782488490331574*^9}, { 3.7824984127612667`*^9, 3.7824984189451723`*^9}},ExpressionUUID->"6f03685f-79cf-4f0b-a971-\ 9d1ab6a57484"], Cell[BoxData[ RowBox[{ RowBox[{"fixBarChart", "[", RowBox[{"file_", ",", "rep_", ",", "\[Tau]_"}], "]"}], ":=", RowBox[{"BarChart", "[", RowBox[{ RowBox[{ RowBox[{"fixOrder", "[", RowBox[{"file", ",", "rep"}], "]"}], "[", RowBox[{"[", RowBox[{"Ordering", "[", RowBox[{ RowBox[{"HetCompMtrx2", "[", RowBox[{"file", ",", "rep", ",", "\[Tau]"}], "]"}], "[", RowBox[{"[", RowBox[{";;", ",", "3"}], "]"}], "]"}], "]"}], "]"}], "]"}], ",", RowBox[{"ChartLayout", "\[Rule]", "\"\\""}], ",", RowBox[{"ChartStyle", "\[Rule]", RowBox[{"{", RowBox[{"Gray", ",", "Blue", ",", "Blue", ",", "Red"}], "}"}]}], ",", RowBox[{"Frame", "\[Rule]", "True"}], ",", RowBox[{"FrameTicks", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"0", ",", "0.25", ",", "0.5", ",", "0.75", ",", "1"}], "}"}], ",", "False"}], "}"}], ",", RowBox[{"{", RowBox[{"True", ",", "False"}], "}"}]}], "}"}]}], ",", RowBox[{"ImageSize", "\[Rule]", "Medium"}], ",", RowBox[{"FrameTicksStyle", "\[Rule]", RowBox[{"Directive", "[", RowBox[{"Black", ",", "16"}], "]"}]}]}], "]"}]}]], "Input", CellChangeTimes->{{3.782483028994709*^9, 3.7824830555502987`*^9}, { 3.78248309046472*^9, 3.78248313884839*^9}, {3.782483377987391*^9, 3.782483383666963*^9}, {3.782483567862851*^9, 3.782483583705632*^9}, 3.78248378876241*^9, {3.782483844563644*^9, 3.7824838794417753`*^9}, { 3.78248401578891*^9, 3.7824840181008167`*^9}, {3.782484215904112*^9, 3.782484217455126*^9}, {3.782484375196783*^9, 3.7824843804191313`*^9}, 3.782484988608129*^9, {3.782485166359334*^9, 3.782485207175653*^9}, { 3.782488515729372*^9, 3.782488522371973*^9}, {3.7824984595095882`*^9, 3.782498489077067*^9}, {3.782498533950982*^9, 3.782498544110929*^9}, { 3.782498606392408*^9, 3.782498637220196*^9}, {3.782498672169621*^9, 3.782498672708468*^9}, {3.782498939494014*^9, 3.782498954384727*^9}, { 3.78386954342745*^9, 3.783869543911574*^9}, {3.783869886489929*^9, 3.783869907356316*^9}},ExpressionUUID->"5c04726c-48c3-4a83-b702-\ fceaff76ca78"], Cell["\<\ Gray= Host and pathogen polymorphic at generation 250 Blue= Host fixed before pathogen Red= Pathogen fixes then host fixes Green= Pathogen fixes, pathogen goes extinct, then host fixes Runs (bars) are ordered in terms of increasing heterozygosity \ \>", "Text", CellChangeTimes->{{3.7824839519780493`*^9, 3.78248399802034*^9}, { 3.78248403334653*^9, 3.7824840670106773`*^9}, {3.7824841298996277`*^9, 3.782484183308675*^9}},ExpressionUUID->"ab248f31-9a8a-4c37-9a1d-\ cf2a36c50fd8"], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"fixBarChart", "[", RowBox[{"fileC", ",", "4", ",", "250"}], "]"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Export", "[", RowBox[{ RowBox[{ RowBox[{"NotebookDirectory", "[", "]"}], "<>", "\"\\""}], ",", "%", ",", RowBox[{"ImageResolution", "\[Rule]", " ", "300"}]}], "]"}], ";"}]}], "Input", CellChangeTimes->{{3.783335989899781*^9, 3.783335995120007*^9}, 3.7833366167708063`*^9},ExpressionUUID->"665656be-7f7e-466c-8ed8-\ 8b66800999ce"], Cell[BoxData[ GraphicsBox[{ {Opacity[0], PointBox[{-1.5, 0.}]}, {{}, {{{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{0.5, 0.}, {1.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{0.5, 0.004}, {1.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{0.5, 0.004}, {1.5, 0.23900000000000002}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{0.5, 0.23900000000000002}, {1.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{1.5, 0.}, {2.5, 0.005}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{1.5, 0.005}, {2.5, 0.005}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{1.5, 0.005}, {2.5, 0.26}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{1.5, 0.26}, {2.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{2.5, 0.}, {3.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{2.5, 0.003}, {3.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{2.5, 0.003}, {3.5, 0.264}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{2.5, 0.264}, {3.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{3.5, 0.}, {4.5, 0.005}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{3.5, 0.005}, {4.5, 0.005}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{3.5, 0.005}, {4.5, 0.28900000000000003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{3.5, 0.28900000000000003}, {4.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{4.5, 0.}, {5.5, 0.001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{4.5, 0.001}, {5.5, 0.001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{4.5, 0.001}, {5.5, 0.161}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{4.5, 0.161}, {5.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{5.5, 0.}, {6.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{5.5, 0.003}, {6.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{5.5, 0.003}, {6.5, 0.311}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{5.5, 0.311}, {6.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{6.5, 0.}, {7.5, 0.006}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{6.5, 0.006}, {7.5, 0.006}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{6.5, 0.006}, {7.5, 0.309}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{6.5, 0.309}, {7.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{7.5, 0.}, {8.5, 0.013000000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{7.5, 0.013000000000000001}, {8.5, 0.013000000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{7.5, 0.013000000000000001}, {8.5, 0.369}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{7.5, 0.369}, {8.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{8.5, 0.}, {9.5, 0.007}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{8.5, 0.007}, {9.5, 0.008}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{8.5, 0.008}, {9.5, 0.35200000000000004}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{8.5, 0.35200000000000004}, {9.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{9.5, 0.}, {10.5, 0.019}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{9.5, 0.019}, {10.5, 0.02}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{9.5, 0.02}, {10.5, 0.36800000000000005}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{9.5, 0.36800000000000005}, {10.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{10.5, 0.}, {11.5, 0.011}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{10.5, 0.011}, {11.5, 0.011}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{10.5, 0.011}, {11.5, 0.375}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{10.5, 0.375}, {11.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{11.5, 0.}, {12.5, 0.021}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{11.5, 0.021}, {12.5, 0.026000000000000002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{11.5, 0.026000000000000002}, {12.5, 0.379}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{11.5, 0.379}, {12.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{12.5, 0.}, {13.5, 0.024}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{12.5, 0.024}, {13.5, 0.026000000000000002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{12.5, 0.026000000000000002}, {13.5, 0.394}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{12.5, 0.394}, {13.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{13.5, 0.}, {14.5, 0.019}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{13.5, 0.019}, {14.5, 0.019}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{13.5, 0.019}, {14.5, 0.384}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{13.5, 0.384}, {14.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{14.5, 0.}, {15.5, 0.028}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{14.5, 0.028}, {15.5, 0.032}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{14.5, 0.032}, {15.5, 0.379}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{14.5, 0.379}, {15.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{15.5, 0.}, {16.5, 0.025}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{15.5, 0.025}, {16.5, 0.026000000000000002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{15.5, 0.026000000000000002}, {16.5, 0.42400000000000004}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{15.5, 0.42400000000000004}, {16.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{16.5, 0.}, {17.5, 0.022}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{16.5, 0.022}, {17.5, 0.023}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{16.5, 0.023}, {17.5, 0.37200000000000005}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{16.5, 0.37200000000000005}, {17.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{17.5, 0.}, {18.5, 0.031}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{17.5, 0.031}, {18.5, 0.035}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{17.5, 0.035}, {18.5, 0.41400000000000003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{17.5, 0.41400000000000003}, {18.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{18.5, 0.}, {19.5, 0.021}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{18.5, 0.021}, {19.5, 0.023}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{18.5, 0.023}, {19.5, 0.406}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{18.5, 0.406}, {19.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{19.5, 0.}, {20.5, 0.033}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{19.5, 0.033}, {20.5, 0.04}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{19.5, 0.04}, {20.5, 0.412}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{19.5, 0.412}, {20.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{20.5, 0.}, {21.5, 0.03}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{20.5, 0.03}, {21.5, 0.038}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{20.5, 0.038}, {21.5, 0.39099999999999996}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{20.5, 0.39099999999999996}, {21.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{21.5, 0.}, {22.5, 0.042}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{21.5, 0.042}, {22.5, 0.044000000000000004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{21.5, 0.044000000000000004}, {22.5, 0.438}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{21.5, 0.438}, {22.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{22.5, 0.}, {23.5, 0.031}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{22.5, 0.031}, {23.5, 0.033}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{22.5, 0.033}, {23.5, 0.47}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{22.5, 0.47}, {23.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{23.5, 0.}, {24.5, 0.05}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{23.5, 0.05}, {24.5, 0.055}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{23.5, 0.055}, {24.5, 0.47100000000000003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{23.5, 0.47100000000000003}, {24.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{24.5, 0.}, {25.5, 0.029}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{24.5, 0.029}, {25.5, 0.030000000000000002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{24.5, 0.030000000000000002}, {25.5, 0.466}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{24.5, 0.466}, {25.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{25.5, 0.}, {26.5, 0.037}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{25.5, 0.037}, {26.5, 0.04}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{25.5, 0.04}, {26.5, 0.448}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{25.5, 0.448}, {26.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{26.5, 0.}, {27.5, 0.036000000000000004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{26.5, 0.036000000000000004}, {27.5, 0.037000000000000005}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{26.5, 0.037000000000000005}, {27.5, 0.42100000000000004}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{26.5, 0.42100000000000004}, {27.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{27.5, 0.}, {28.5, 0.034}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{27.5, 0.034}, {28.5, 0.041}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{27.5, 0.041}, {28.5, 0.423}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{27.5, 0.423}, {28.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{28.5, 0.}, {29.5, 0.057}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{28.5, 0.057}, {29.5, 0.063}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{28.5, 0.063}, {29.5, 0.493}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{28.5, 0.493}, {29.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{29.5, 0.}, {30.5, 0.057}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{29.5, 0.057}, {30.5, 0.059000000000000004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{29.5, 0.059000000000000004}, {30.5, 0.536}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{29.5, 0.536}, {30.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{30.5, 0.}, {31.5, 0.062}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{30.5, 0.062}, {31.5, 0.064}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{30.5, 0.064}, {31.5, 0.482}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{30.5, 0.482}, {31.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{31.5, 0.}, {32.5, 0.067}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{31.5, 0.067}, {32.5, 0.068}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{31.5, 0.068}, {32.5, 0.511}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{31.5, 0.511}, {32.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{32.5, 0.}, {33.5, 0.067}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{32.5, 0.067}, {33.5, 0.07300000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{32.5, 0.07300000000000001}, {33.5, 0.528}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{32.5, 0.528}, {33.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{33.5, 0.}, {34.5, 0.067}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{33.5, 0.067}, {34.5, 0.082}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{33.5, 0.082}, {34.5, 0.553}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{33.5, 0.553}, {34.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{34.5, 0.}, {35.5, 0.052000000000000005}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{34.5, 0.052000000000000005}, {35.5, 0.066}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{34.5, 0.066}, {35.5, 0.465}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{34.5, 0.465}, {35.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{35.5, 0.}, {36.5, 0.06}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{35.5, 0.06}, {36.5, 0.06999999999999999}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{35.5, 0.06999999999999999}, {36.5, 0.54}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{35.5, 0.54}, {36.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{36.5, 0.}, {37.5, 0.076}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{36.5, 0.076}, {37.5, 0.083}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{36.5, 0.083}, {37.5, 0.581}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{36.5, 0.581}, {37.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{37.5, 0.}, {38.5, 0.081}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{37.5, 0.081}, {38.5, 0.093}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{37.5, 0.093}, {38.5, 0.521}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{37.5, 0.521}, {38.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{38.5, 0.}, {39.5, 0.068}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{38.5, 0.068}, {39.5, 0.07400000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{38.5, 0.07400000000000001}, {39.5, 0.532}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{38.5, 0.532}, {39.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{39.5, 0.}, {40.5, 0.081}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{39.5, 0.081}, {40.5, 0.085}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{39.5, 0.085}, {40.5, 0.572}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{39.5, 0.572}, {40.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{40.5, 0.}, {41.5, 0.09}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{40.5, 0.09}, {41.5, 0.10099999999999999}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{40.5, 0.10099999999999999}, {41.5, 0.614}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{40.5, 0.614}, {41.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{41.5, 0.}, {42.5, 0.07200000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{41.5, 0.07200000000000001}, {42.5, 0.096}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{41.5, 0.096}, {42.5, 0.599}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{41.5, 0.599}, {42.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{42.5, 0.}, {43.5, 0.11}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{42.5, 0.11}, {43.5, 0.117}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{42.5, 0.117}, {43.5, 0.622}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{42.5, 0.622}, {43.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{43.5, 0.}, {44.5, 0.11900000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{43.5, 0.11900000000000001}, {44.5, 0.131}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{43.5, 0.131}, {44.5, 0.583}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{43.5, 0.583}, {44.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{44.5, 0.}, {45.5, 0.059000000000000004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{44.5, 0.059000000000000004}, {45.5, 0.07500000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{44.5, 0.07500000000000001}, {45.5, 0.511}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{44.5, 0.511}, {45.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{45.5, 0.}, {46.5, 0.116}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{45.5, 0.116}, {46.5, 0.126}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{45.5, 0.126}, {46.5, 0.626}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{45.5, 0.626}, {46.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{46.5, 0.}, {47.5, 0.093}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{46.5, 0.093}, {47.5, 0.122}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{46.5, 0.122}, {47.5, 0.443}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{46.5, 0.443}, {47.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{47.5, 0.}, {48.5, 0.106}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{47.5, 0.106}, {48.5, 0.144}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{47.5, 0.144}, {48.5, 0.628}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{47.5, 0.628}, {48.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{48.5, 0.}, {49.5, 0.107}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{48.5, 0.107}, {49.5, 0.145}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{48.5, 0.145}, {49.5, 0.537}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{48.5, 0.537}, {49.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{49.5, 0.}, {50.5, 0.11900000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{49.5, 0.11900000000000001}, {50.5, 0.126}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{49.5, 0.126}, {50.5, 0.66}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{49.5, 0.66}, {50.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{50.5, 0.}, {51.5, 0.12}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{50.5, 0.12}, {51.5, 0.126}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{50.5, 0.126}, {51.5, 0.633}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{50.5, 0.633}, {51.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{51.5, 0.}, {52.5, 0.12}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{51.5, 0.12}, {52.5, 0.146}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{51.5, 0.146}, {52.5, 0.667}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{51.5, 0.667}, {52.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{52.5, 0.}, {53.5, 0.128}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{52.5, 0.128}, {53.5, 0.149}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{52.5, 0.149}, {53.5, 0.6960000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{52.5, 0.6960000000000001}, {53.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{53.5, 0.}, {54.5, 0.122}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{53.5, 0.122}, {54.5, 0.138}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{53.5, 0.138}, {54.5, 0.67}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{53.5, 0.67}, {54.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{54.5, 0.}, {55.5, 0.14300000000000002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{54.5, 0.14300000000000002}, {55.5, 0.15700000000000003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{54.5, 0.15700000000000003}, {55.5, 0.6960000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{54.5, 0.6960000000000001}, {55.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{55.5, 0.}, {56.5, 0.135}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{55.5, 0.135}, {56.5, 0.189}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{55.5, 0.189}, {56.5, 0.645}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{55.5, 0.645}, {56.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{56.5, 0.}, {57.5, 0.123}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{56.5, 0.123}, {57.5, 0.134}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{56.5, 0.134}, {57.5, 0.645}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{56.5, 0.645}, {57.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{57.5, 0.}, {58.5, 0.146}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{57.5, 0.146}, {58.5, 0.16199999999999998}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{57.5, 0.16199999999999998}, {58.5, 0.6930000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{57.5, 0.6930000000000001}, {58.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{58.5, 0.}, {59.5, 0.139}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{58.5, 0.139}, {59.5, 0.185}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{58.5, 0.185}, {59.5, 0.716}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{58.5, 0.716}, {59.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{59.5, 0.}, {60.5, 0.19}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{59.5, 0.19}, {60.5, 0.194}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{59.5, 0.194}, {60.5, 0.7450000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{59.5, 0.7450000000000001}, {60.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{60.5, 0.}, {61.5, 0.162}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{60.5, 0.162}, {61.5, 0.217}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{60.5, 0.217}, {61.5, 0.6950000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{60.5, 0.6950000000000001}, {61.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{61.5, 0.}, {62.5, 0.169}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{61.5, 0.169}, {62.5, 0.21900000000000003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{61.5, 0.21900000000000003}, {62.5, 0.7250000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{61.5, 0.7250000000000001}, {62.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{62.5, 0.}, {63.5, 0.182}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{62.5, 0.182}, {63.5, 0.259}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{62.5, 0.259}, {63.5, 0.5840000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{62.5, 0.5840000000000001}, {63.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{63.5, 0.}, {64.5, 0.156}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{63.5, 0.156}, {64.5, 0.209}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{63.5, 0.209}, {64.5, 0.721}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{63.5, 0.721}, {64.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{64.5, 0.}, {65.5, 0.163}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{64.5, 0.163}, {65.5, 0.242}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{64.5, 0.242}, {65.5, 0.702}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{64.5, 0.702}, {65.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{65.5, 0.}, {66.5, 0.189}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{65.5, 0.189}, {66.5, 0.239}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{65.5, 0.239}, {66.5, 0.498}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{65.5, 0.498}, {66.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{66.5, 0.}, {67.5, 0.257}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{66.5, 0.257}, {67.5, 0.371}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{66.5, 0.371}, {67.5, 0.671}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{66.5, 0.671}, {67.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{67.5, 0.}, {68.5, 0.242}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{67.5, 0.242}, {68.5, 0.356}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{67.5, 0.356}, {68.5, 0.637}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{67.5, 0.637}, {68.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{68.5, 0.}, {69.5, 0.241}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{68.5, 0.241}, {69.5, 0.62}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{68.5, 0.62}, {69.5, 0.862}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{68.5, 0.862}, {69.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{69.5, 0.}, {70.5, 0.229}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{69.5, 0.229}, {70.5, 0.683}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{69.5, 0.683}, {70.5, 0.915}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{69.5, 0.915}, {70.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{70.5, 0.}, {71.5, 0.23600000000000002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{70.5, 0.23600000000000002}, {71.5, 0.461}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{70.5, 0.461}, {71.5, 0.76}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{70.5, 0.76}, {71.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{71.5, 0.}, {72.5, 0.251}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{71.5, 0.251}, {72.5, 0.394}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{71.5, 0.394}, {72.5, 0.665}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{71.5, 0.665}, {72.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{72.5, 0.}, {73.5, 0.266}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{72.5, 0.266}, {73.5, 0.456}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{72.5, 0.456}, {73.5, 0.73}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{72.5, 0.73}, {73.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{73.5, 0.}, {74.5, 0.248}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{73.5, 0.248}, {74.5, 0.7130000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{73.5, 0.7130000000000001}, {74.5, 0.917}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{73.5, 0.917}, {74.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{74.5, 0.}, {75.5, 0.252}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{74.5, 0.252}, {75.5, 0.362}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{74.5, 0.362}, {75.5, 0.649}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{74.5, 0.649}, {75.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{75.5, 0.}, {76.5, 0.176}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{75.5, 0.176}, {76.5, 0.277}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{75.5, 0.277}, {76.5, 0.7030000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{75.5, 0.7030000000000001}, {76.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{76.5, 0.}, {77.5, 0.241}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{76.5, 0.241}, {77.5, 0.325}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{76.5, 0.325}, {77.5, 0.5940000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{76.5, 0.5940000000000001}, {77.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{77.5, 0.}, {78.5, 0.271}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{77.5, 0.271}, {78.5, 0.28900000000000003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{77.5, 0.28900000000000003}, {78.5, 0.47000000000000003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{77.5, 0.47000000000000003}, {78.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{78.5, 0.}, {79.5, 0.272}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{78.5, 0.272}, {79.5, 0.665}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{78.5, 0.665}, {79.5, 0.889}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{78.5, 0.889}, {79.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{79.5, 0.}, {80.5, 0.266}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{79.5, 0.266}, {80.5, 0.488}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{79.5, 0.488}, {80.5, 0.765}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{79.5, 0.765}, {80.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{80.5, 0.}, {81.5, 0.257}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{80.5, 0.257}, {81.5, 0.362}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{80.5, 0.362}, {81.5, 0.63}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{80.5, 0.63}, {81.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{81.5, 0.}, {82.5, 0.191}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{81.5, 0.191}, {82.5, 0.20400000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{81.5, 0.20400000000000001}, {82.5, 0.8069999999999999}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{81.5, 0.8069999999999999}, {82.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{82.5, 0.}, {83.5, 0.242}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{82.5, 0.242}, {83.5, 0.398}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{82.5, 0.398}, {83.5, 0.671}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{82.5, 0.671}, {83.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{83.5, 0.}, {84.5, 0.203}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{83.5, 0.203}, {84.5, 0.324}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{83.5, 0.324}, {84.5, 0.7090000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{83.5, 0.7090000000000001}, {84.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{84.5, 0.}, {85.5, 0.213}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{84.5, 0.213}, {85.5, 0.399}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{84.5, 0.399}, {85.5, 0.805}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{84.5, 0.805}, {85.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{85.5, 0.}, {86.5, 0.257}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{85.5, 0.257}, {86.5, 0.262}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{85.5, 0.262}, {86.5, 0.358}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{85.5, 0.358}, {86.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{86.5, 0.}, {87.5, 0.268}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{86.5, 0.268}, {87.5, 0.597}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{86.5, 0.597}, {87.5, 0.849}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{86.5, 0.849}, {87.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{87.5, 0.}, {88.5, 0.189}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{87.5, 0.189}, {88.5, 0.29100000000000004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{87.5, 0.29100000000000004}, {88.5, 0.781}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{87.5, 0.781}, {88.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{88.5, 0.}, {89.5, 0.189}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{88.5, 0.189}, {89.5, 0.216}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{88.5, 0.216}, {89.5, 0.7949999999999999}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{88.5, 0.7949999999999999}, {89.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{89.5, 0.}, {90.5, 0.202}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{89.5, 0.202}, {90.5, 0.324}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{89.5, 0.324}, {90.5, 0.7370000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{89.5, 0.7370000000000001}, {90.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{90.5, 0.}, {91.5, 0.197}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{90.5, 0.197}, {91.5, 0.246}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{90.5, 0.246}, {91.5, 0.781}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{90.5, 0.781}, {91.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{91.5, 0.}, {92.5, 0.293}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{91.5, 0.293}, {92.5, 0.6930000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{91.5, 0.6930000000000001}, {92.5, 0.937}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{91.5, 0.937}, {92.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{92.5, 0.}, {93.5, 0.216}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{92.5, 0.216}, {93.5, 0.34199999999999997}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{92.5, 0.34199999999999997}, {93.5, 0.788}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{92.5, 0.788}, {93.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{93.5, 0.}, {94.5, 0.28800000000000003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{93.5, 0.28800000000000003}, {94.5, 0.64}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{93.5, 0.64}, {94.5, 0.9710000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{93.5, 0.9710000000000001}, {94.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{94.5, 0.}, {95.5, 0.23700000000000002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{94.5, 0.23700000000000002}, {95.5, 0.321}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{94.5, 0.321}, {95.5, 0.843}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{94.5, 0.843}, {95.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{95.5, 0.}, {96.5, 0.212}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{95.5, 0.212}, {96.5, 0.328}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{95.5, 0.328}, {96.5, 0.8140000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{95.5, 0.8140000000000001}, {96.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{96.5, 0.}, {97.5, 0.23800000000000002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{96.5, 0.23800000000000002}, {97.5, 0.28700000000000003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{96.5, 0.28700000000000003}, {97.5, 0.8190000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{96.5, 0.8190000000000001}, {97.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{97.5, 0.}, {98.5, 0.222}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{97.5, 0.222}, {98.5, 0.344}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{97.5, 0.344}, {98.5, 0.7769999999999999}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{97.5, 0.7769999999999999}, {98.5, 0.9999999999999999}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{98.5, 0.}, {99.5, 0.199}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{98.5, 0.199}, {99.5, 0.24100000000000002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{98.5, 0.24100000000000002}, {99.5, 0.825}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{98.5, 0.825}, {99.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{99.5, 0.}, {100.5, 0.231}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{99.5, 0.231}, {100.5, 0.368}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{99.5, 0.368}, {100.5, 0.8160000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{99.5, 0.8160000000000001}, {100.5, 1.}, RoundingRadius->0]}}}, {}, {}}}, {}, {}}, {}, {}, {}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{False, False}, AxesLabel->{None, None}, AxesOrigin->{-1.5, 0.}, CoordinatesToolOptions:>{"DisplayFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& )}, Frame->True, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{{{0, FormBox["0", TraditionalForm]}, {0.25, FormBox["0.25`", TraditionalForm]}, {0.5, FormBox["0.5`", TraditionalForm]}, {0.75, FormBox["0.75`", TraditionalForm]}, {1, FormBox["1", TraditionalForm]}}, False}, {True, False}}, FrameTicksStyle->Directive[ GrayLevel[0], 16], GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImageSize->Medium, PlotRange->{{All, All}, {All, All}}, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, {None, Scaled[0.05]}}, Ticks->{None, Automatic}]], "Output", CellChangeTimes->{ 3.783336162218995*^9, {3.7833366068935747`*^9, 3.783336621014455*^9}, 3.783869748751766*^9, {3.783869899548586*^9, 3.783869910140201*^9}},ExpressionUUID->"c9336e7e-5f72-4b46-afd4-\ 01fa40efd550"] }, Open ]], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{"GraphicsRow", "[", RowBox[{"{", RowBox[{ RowBox[{"fixBarChart", "[", RowBox[{"fileC", ",", "2", ",", "250"}], "]"}], ",", RowBox[{"fixBarChart", "[", RowBox[{"fileC", ",", "4", ",", "250"}], "]"}]}], "}"}], "]"}], "\[IndentingNewLine]", RowBox[{"Export", "[", RowBox[{ RowBox[{ RowBox[{"NotebookDirectory", "[", "]"}], "<>", "\"\\""}], ",", "%", ",", RowBox[{"ImageResolution", "\[Rule]", " ", "300"}]}], "]"}]}], "Input", CellChangeTimes->{{3.782498496905958*^9, 3.7824985318970327`*^9}, { 3.782498681325403*^9, 3.7824986933806057`*^9}, {3.782498791695163*^9, 3.7824988388213987`*^9}, 3.7831051745572777`*^9, {3.78310527058477*^9, 3.78310527142282*^9}, {3.783106466614306*^9, 3.783106498424564*^9}},ExpressionUUID->"1ad9998c-5d3f-438c-86f9-\ 9a6de8a88509"], Cell[BoxData[ GraphicsBox[{{}, {InsetBox[ GraphicsBox[{ {Opacity[0], PointBox[{-1.5, 0.}]}, {{}, {{{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{0.5, 0.}, {1.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{0.5, 0.}, {1.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{0.5, 0.}, {1.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{0.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{1.5, 0.}, {2.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{1.5, 0.}, {2.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{1.5, 0.}, {2.5, 0.011}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{1.5, 0.011}, {2.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{2.5, 0.}, {3.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{2.5, 0.}, {3.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{2.5, 0.}, {3.5, 0.019}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{2.5, 0.019}, {3.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{3.5, 0.}, {4.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{3.5, 0.}, {4.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{3.5, 0.}, {4.5, 0.001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{3.5, 0.001}, {4.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{4.5, 0.}, {5.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{4.5, 0.}, {5.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{4.5, 0.}, {5.5, 0.199}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{4.5, 0.199}, {5.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{5.5, 0.}, {6.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{5.5, 0.}, {6.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{5.5, 0.}, {6.5, 0.002}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{5.5, 0.002}, {6.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{6.5, 0.}, {7.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{6.5, 0.}, {7.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{6.5, 0.}, {7.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{6.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{7.5, 0.}, {8.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{7.5, 0.}, {8.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{7.5, 0.}, {8.5, 0.023}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{7.5, 0.023}, {8.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{8.5, 0.}, {9.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{8.5, 0.}, {9.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{8.5, 0.}, {9.5, 0.012}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{8.5, 0.012}, {9.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{9.5, 0.}, {10.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{9.5, 0.}, {10.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{9.5, 0.}, {10.5, 0.001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{9.5, 0.001}, {10.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{10.5, 0.}, {11.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{10.5, 0.}, {11.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{10.5, 0.}, {11.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{10.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{11.5, 0.}, {12.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{11.5, 0.}, {12.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{11.5, 0.}, {12.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{11.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{12.5, 0.}, {13.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{12.5, 0.}, {13.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{12.5, 0.}, {13.5, 0.009000000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{12.5, 0.009000000000000001}, {13.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{13.5, 0.}, {14.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{13.5, 0.}, {14.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{13.5, 0.}, {14.5, 0.003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{13.5, 0.003}, {14.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{14.5, 0.}, {15.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{14.5, 0.}, {15.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{14.5, 0.}, {15.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{14.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{15.5, 0.}, {16.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{15.5, 0.}, {16.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{15.5, 0.}, {16.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{15.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{16.5, 0.}, {17.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{16.5, 0.}, {17.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{16.5, 0.}, {17.5, 0.006}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{16.5, 0.006}, {17.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{17.5, 0.}, {18.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{17.5, 0.}, {18.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{17.5, 0.}, {18.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{17.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{18.5, 0.}, {19.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{18.5, 0.}, {19.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{18.5, 0.}, {19.5, 0.003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{18.5, 0.003}, {19.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{19.5, 0.}, {20.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{19.5, 0.}, {20.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{19.5, 0.}, {20.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{19.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{20.5, 0.}, {21.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{20.5, 0.}, {21.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{20.5, 0.}, {21.5, 0.082}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{20.5, 0.082}, {21.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{21.5, 0.}, {22.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{21.5, 0.}, {22.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{21.5, 0.}, {22.5, 0.001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{21.5, 0.001}, {22.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{22.5, 0.}, {23.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{22.5, 0.}, {23.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{22.5, 0.}, {23.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{22.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{23.5, 0.}, {24.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{23.5, 0.}, {24.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{23.5, 0.}, {24.5, 0.03}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{23.5, 0.03}, {24.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{24.5, 0.}, {25.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{24.5, 0.}, {25.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{24.5, 0.}, {25.5, 0.003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{24.5, 0.003}, {25.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{25.5, 0.}, {26.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{25.5, 0.}, {26.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{25.5, 0.}, {26.5, 0.037}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{25.5, 0.037}, {26.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{26.5, 0.}, {27.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{26.5, 0.}, {27.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{26.5, 0.}, {27.5, 0.022}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{26.5, 0.022}, {27.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{27.5, 0.}, {28.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{27.5, 0.}, {28.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{27.5, 0.}, {28.5, 0.082}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{27.5, 0.082}, {28.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{28.5, 0.}, {29.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{28.5, 0.}, {29.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{28.5, 0.}, {29.5, 0.061}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{28.5, 0.061}, {29.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{29.5, 0.}, {30.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{29.5, 0.}, {30.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{29.5, 0.}, {30.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{29.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{30.5, 0.}, {31.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{30.5, 0.}, {31.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{30.5, 0.}, {31.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{30.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{31.5, 0.}, {32.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{31.5, 0.}, {32.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{31.5, 0.}, {32.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{31.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{32.5, 0.}, {33.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{32.5, 0.}, {33.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{32.5, 0.}, {33.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{32.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{33.5, 0.}, {34.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{33.5, 0.}, {34.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{33.5, 0.}, {34.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{33.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{34.5, 0.}, {35.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{34.5, 0.}, {35.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{34.5, 0.}, {35.5, 0.075}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{34.5, 0.075}, {35.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{35.5, 0.}, {36.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{35.5, 0.}, {36.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{35.5, 0.}, {36.5, 0.004}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{35.5, 0.004}, {36.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{36.5, 0.}, {37.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{36.5, 0.}, {37.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{36.5, 0.}, {37.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{36.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{37.5, 0.}, {38.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{37.5, 0.}, {38.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{37.5, 0.}, {38.5, 0.111}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{37.5, 0.111}, {38.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{38.5, 0.}, {39.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{38.5, 0.}, {39.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{38.5, 0.}, {39.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{38.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{39.5, 0.}, {40.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{39.5, 0.}, {40.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{39.5, 0.}, {40.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{39.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{40.5, 0.}, {41.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{40.5, 0.}, {41.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{40.5, 0.}, {41.5, 0.004}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{40.5, 0.004}, {41.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{41.5, 0.}, {42.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{41.5, 0.}, {42.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{41.5, 0.}, {42.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{41.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{42.5, 0.}, {43.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{42.5, 0.}, {43.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{42.5, 0.}, {43.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{42.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{43.5, 0.}, {44.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{43.5, 0.}, {44.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{43.5, 0.}, {44.5, 0.075}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{43.5, 0.075}, {44.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{44.5, 0.}, {45.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{44.5, 0.}, {45.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{44.5, 0.}, {45.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{44.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{45.5, 0.}, {46.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{45.5, 0.}, {46.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{45.5, 0.}, {46.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{45.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{46.5, 0.}, {47.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{46.5, 0.}, {47.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{46.5, 0.}, {47.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{46.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{47.5, 0.}, {48.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{47.5, 0.}, {48.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{47.5, 0.}, {48.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{47.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{48.5, 0.}, {49.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{48.5, 0.}, {49.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{48.5, 0.}, {49.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{48.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{49.5, 0.}, {50.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{49.5, 0.}, {50.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{49.5, 0.}, {50.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{49.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{50.5, 0.}, {51.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{50.5, 0.}, {51.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{50.5, 0.}, {51.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{50.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{51.5, 0.}, {52.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{51.5, 0.}, {52.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{51.5, 0.}, {52.5, 0.055}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{51.5, 0.055}, {52.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{52.5, 0.}, {53.5, 0.001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{52.5, 0.001}, {53.5, 0.001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{52.5, 0.001}, {53.5, 0.001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{52.5, 0.001}, {53.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{53.5, 0.}, {54.5, 0.001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{53.5, 0.001}, {54.5, 0.001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{53.5, 0.001}, {54.5, 0.001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{53.5, 0.001}, {54.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{54.5, 0.}, {55.5, 0.001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{54.5, 0.001}, {55.5, 0.001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{54.5, 0.001}, {55.5, 0.005}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{54.5, 0.005}, {55.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{55.5, 0.}, {56.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{55.5, 0.003}, {56.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{55.5, 0.003}, {56.5, 0.003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{55.5, 0.003}, {56.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{56.5, 0.}, {57.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{56.5, 0.004}, {57.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{56.5, 0.004}, {57.5, 0.004}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{56.5, 0.004}, {57.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{57.5, 0.}, {58.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{57.5, 0.004}, {58.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{57.5, 0.004}, {58.5, 0.004}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{57.5, 0.004}, {58.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{58.5, 0.}, {59.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{58.5, 0.004}, {59.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{58.5, 0.004}, {59.5, 0.004}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{58.5, 0.004}, {59.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{59.5, 0.}, {60.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{59.5, 0.004}, {60.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{59.5, 0.004}, {60.5, 0.07300000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{59.5, 0.07300000000000001}, {60.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{60.5, 0.}, {61.5, 0.001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{60.5, 0.001}, {61.5, 0.001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{60.5, 0.001}, {61.5, 0.007}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{60.5, 0.007}, {61.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{61.5, 0.}, {62.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{61.5, 0.004}, {62.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{61.5, 0.004}, {62.5, 0.021}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{61.5, 0.021}, {62.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{62.5, 0.}, {63.5, 0.008}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{62.5, 0.008}, {63.5, 0.008}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{62.5, 0.008}, {63.5, 0.008}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{62.5, 0.008}, {63.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{63.5, 0.}, {64.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{63.5, 0.004}, {64.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{63.5, 0.004}, {64.5, 0.004}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{63.5, 0.004}, {64.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{64.5, 0.}, {65.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{64.5, 0.003}, {65.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{64.5, 0.003}, {65.5, 0.003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{64.5, 0.003}, {65.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{65.5, 0.}, {66.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{65.5, 0.004}, {66.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{65.5, 0.004}, {66.5, 0.004}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{65.5, 0.004}, {66.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{66.5, 0.}, {67.5, 0.002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{66.5, 0.002}, {67.5, 0.002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{66.5, 0.002}, {67.5, 0.002}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{66.5, 0.002}, {67.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{67.5, 0.}, {68.5, 0.002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{67.5, 0.002}, {68.5, 0.002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{67.5, 0.002}, {68.5, 0.002}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{67.5, 0.002}, {68.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{68.5, 0.}, {69.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{68.5, 0.004}, {69.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{68.5, 0.004}, {69.5, 0.004}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{68.5, 0.004}, {69.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{69.5, 0.}, {70.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{69.5, 0.003}, {70.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{69.5, 0.003}, {70.5, 0.003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{69.5, 0.003}, {70.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{70.5, 0.}, {71.5, 0.006}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{70.5, 0.006}, {71.5, 0.006}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{70.5, 0.006}, {71.5, 0.006}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{70.5, 0.006}, {71.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{71.5, 0.}, {72.5, 0.009000000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{71.5, 0.009000000000000001}, {72.5, 0.009000000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{71.5, 0.009000000000000001}, {72.5, 0.009000000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{71.5, 0.009000000000000001}, {72.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{72.5, 0.}, {73.5, 0.006}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{72.5, 0.006}, {73.5, 0.006}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{72.5, 0.006}, {73.5, 0.054}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{72.5, 0.054}, {73.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{73.5, 0.}, {74.5, 0.005}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{73.5, 0.005}, {74.5, 0.005}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{73.5, 0.005}, {74.5, 0.026000000000000002}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{73.5, 0.026000000000000002}, {74.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{74.5, 0.}, {75.5, 0.007}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{74.5, 0.007}, {75.5, 0.007}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{74.5, 0.007}, {75.5, 0.007}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{74.5, 0.007}, {75.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{75.5, 0.}, {76.5, 0.008}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{75.5, 0.008}, {76.5, 0.008}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{75.5, 0.008}, {76.5, 0.008}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{75.5, 0.008}, {76.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{76.5, 0.}, {77.5, 0.005}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{76.5, 0.005}, {77.5, 0.005}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{76.5, 0.005}, {77.5, 0.005}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{76.5, 0.005}, {77.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{77.5, 0.}, {78.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{77.5, 0.003}, {78.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{77.5, 0.003}, {78.5, 0.003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{77.5, 0.003}, {78.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{78.5, 0.}, {79.5, 0.008}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{78.5, 0.008}, {79.5, 0.008}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{78.5, 0.008}, {79.5, 0.008}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{78.5, 0.008}, {79.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{79.5, 0.}, {80.5, 0.009000000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{79.5, 0.009000000000000001}, {80.5, 0.009000000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{79.5, 0.009000000000000001}, {80.5, 0.009000000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{79.5, 0.009000000000000001}, {80.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{80.5, 0.}, {81.5, 0.007}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{80.5, 0.007}, {81.5, 0.007}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{80.5, 0.007}, {81.5, 0.007}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{80.5, 0.007}, {81.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{81.5, 0.}, {82.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{81.5, 0.003}, {82.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{81.5, 0.003}, {82.5, 0.003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{81.5, 0.003}, {82.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{82.5, 0.}, {83.5, 0.007}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{82.5, 0.007}, {83.5, 0.007}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{82.5, 0.007}, {83.5, 0.007}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{82.5, 0.007}, {83.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{83.5, 0.}, {84.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{83.5, 0.004}, {84.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{83.5, 0.004}, {84.5, 0.004}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{83.5, 0.004}, {84.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{84.5, 0.}, {85.5, 0.006}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{84.5, 0.006}, {85.5, 0.006}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{84.5, 0.006}, {85.5, 0.006}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{84.5, 0.006}, {85.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{85.5, 0.}, {86.5, 0.005}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{85.5, 0.005}, {86.5, 0.005}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{85.5, 0.005}, {86.5, 0.005}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{85.5, 0.005}, {86.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{86.5, 0.}, {87.5, 0.007}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{86.5, 0.007}, {87.5, 0.007}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{86.5, 0.007}, {87.5, 0.007}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{86.5, 0.007}, {87.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{87.5, 0.}, {88.5, 0.012}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{87.5, 0.012}, {88.5, 0.012}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{87.5, 0.012}, {88.5, 0.013000000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{87.5, 0.013000000000000001}, {88.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{88.5, 0.}, {89.5, 0.007}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{88.5, 0.007}, {89.5, 0.007}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{88.5, 0.007}, {89.5, 0.007}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{88.5, 0.007}, {89.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{89.5, 0.}, {90.5, 0.006}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{89.5, 0.006}, {90.5, 0.006}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{89.5, 0.006}, {90.5, 0.006}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{89.5, 0.006}, {90.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{90.5, 0.}, {91.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{90.5, 0.003}, {91.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{90.5, 0.003}, {91.5, 0.003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{90.5, 0.003}, {91.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{91.5, 0.}, {92.5, 0.005}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{91.5, 0.005}, {92.5, 0.005}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{91.5, 0.005}, {92.5, 0.005}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{91.5, 0.005}, {92.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{92.5, 0.}, {93.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{92.5, 0.003}, {93.5, 0.003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{92.5, 0.003}, {93.5, 0.003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{92.5, 0.003}, {93.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{93.5, 0.}, {94.5, 0.006}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{93.5, 0.006}, {94.5, 0.006}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{93.5, 0.006}, {94.5, 0.006}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{93.5, 0.006}, {94.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{94.5, 0.}, {95.5, 0.008}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{94.5, 0.008}, {95.5, 0.008}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{94.5, 0.008}, {95.5, 0.008}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{94.5, 0.008}, {95.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{95.5, 0.}, {96.5, 0.008}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{95.5, 0.008}, {96.5, 0.008}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{95.5, 0.008}, {96.5, 0.008}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{95.5, 0.008}, {96.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{96.5, 0.}, {97.5, 0.008}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{96.5, 0.008}, {97.5, 0.008}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{96.5, 0.008}, {97.5, 0.008}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{96.5, 0.008}, {97.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{97.5, 0.}, {98.5, 0.008}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{97.5, 0.008}, {98.5, 0.008}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{97.5, 0.008}, {98.5, 0.008}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{97.5, 0.008}, {98.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{98.5, 0.}, {99.5, 0.008}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{98.5, 0.008}, {99.5, 0.008}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{98.5, 0.008}, {99.5, 0.008}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{98.5, 0.008}, {99.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{99.5, 0.}, {100.5, 0.006}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{99.5, 0.006}, {100.5, 0.006}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{99.5, 0.006}, {100.5, 0.006}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{99.5, 0.006}, {100.5, 1.}, RoundingRadius->0]}}}, {}, {}}}, {}, {}}, {}, {}, {}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{False, False}, AxesLabel->{None, None}, AxesOrigin->{-1.5, 0.}, CoordinatesToolOptions:>{"DisplayFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& )}, Frame->True, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{True, False}, {True, False}}, FrameTicksStyle->Directive[ GrayLevel[0], 14], GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImageSize->Medium, PlotRange->{{All, All}, {All, All}}, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, {None, Scaled[0.05]}}, Ticks->{None, Automatic}], {192., -116.80842387373012}, ImageScaled[{0.5, 0.5}], {360, 222.49223594996212}], InsetBox[ GraphicsBox[{ {Opacity[0], PointBox[{-1.5, 0.}]}, {{}, {{{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{0.5, 0.}, {1.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{0.5, 0.}, {1.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{0.5, 0.}, {1.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{0.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{1.5, 0.}, {2.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{1.5, 0.}, {2.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{1.5, 0.}, {2.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{1.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{2.5, 0.}, {3.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{2.5, 0.}, {3.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{2.5, 0.}, {3.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{2.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{3.5, 0.}, {4.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{3.5, 0.}, {4.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{3.5, 0.}, {4.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{3.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{4.5, 0.}, {5.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{4.5, 0.}, {5.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{4.5, 0.}, {5.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{4.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{5.5, 0.}, {6.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{5.5, 0.}, {6.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{5.5, 0.}, {6.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{5.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{6.5, 0.}, {7.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{6.5, 0.}, {7.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{6.5, 0.}, {7.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{6.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{7.5, 0.}, {8.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{7.5, 0.}, {8.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{7.5, 0.}, {8.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{7.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{8.5, 0.}, {9.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{8.5, 0.}, {9.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{8.5, 0.}, {9.5, 0.002}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{8.5, 0.002}, {9.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{9.5, 0.}, {10.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{9.5, 0.}, {10.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{9.5, 0.}, {10.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{9.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{10.5, 0.}, {11.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{10.5, 0.}, {11.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{10.5, 0.}, {11.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{10.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{11.5, 0.}, {12.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{11.5, 0.}, {12.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{11.5, 0.}, {12.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{11.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{12.5, 0.}, {13.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{12.5, 0.}, {13.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{12.5, 0.}, {13.5, 0.002}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{12.5, 0.002}, {13.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{13.5, 0.}, {14.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{13.5, 0.}, {14.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{13.5, 0.}, {14.5, 0.003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{13.5, 0.003}, {14.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{14.5, 0.}, {15.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{14.5, 0.}, {15.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{14.5, 0.}, {15.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{14.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{15.5, 0.}, {16.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{15.5, 0.}, {16.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{15.5, 0.}, {16.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{15.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{16.5, 0.}, {17.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{16.5, 0.}, {17.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{16.5, 0.}, {17.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{16.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{17.5, 0.}, {18.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{17.5, 0.}, {18.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{17.5, 0.}, {18.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{17.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{18.5, 0.}, {19.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{18.5, 0.}, {19.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{18.5, 0.}, {19.5, 0.001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{18.5, 0.001}, {19.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{19.5, 0.}, {20.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{19.5, 0.}, {20.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{19.5, 0.}, {20.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{19.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{20.5, 0.}, {21.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{20.5, 0.}, {21.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{20.5, 0.}, {21.5, 0.004}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{20.5, 0.004}, {21.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{21.5, 0.}, {22.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{21.5, 0.}, {22.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{21.5, 0.}, {22.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{21.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{22.5, 0.}, {23.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{22.5, 0.}, {23.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{22.5, 0.}, {23.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{22.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{23.5, 0.}, {24.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{23.5, 0.}, {24.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{23.5, 0.}, {24.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{23.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{24.5, 0.}, {25.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{24.5, 0.}, {25.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{24.5, 0.}, {25.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{24.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{25.5, 0.}, {26.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{25.5, 0.}, {26.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{25.5, 0.}, {26.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{25.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{26.5, 0.}, {27.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{26.5, 0.}, {27.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{26.5, 0.}, {27.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{26.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{27.5, 0.}, {28.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{27.5, 0.}, {28.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{27.5, 0.}, {28.5, 0.003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{27.5, 0.003}, {28.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{28.5, 0.}, {29.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{28.5, 0.}, {29.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{28.5, 0.}, {29.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{28.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{29.5, 0.}, {30.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{29.5, 0.}, {30.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{29.5, 0.}, {30.5, 0.009000000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{29.5, 0.009000000000000001}, {30.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{30.5, 0.}, {31.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{30.5, 0.}, {31.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{30.5, 0.}, {31.5, 0.008}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{30.5, 0.008}, {31.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{31.5, 0.}, {32.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{31.5, 0.}, {32.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{31.5, 0.}, {32.5, 0.006}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{31.5, 0.006}, {32.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{32.5, 0.}, {33.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{32.5, 0.}, {33.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{32.5, 0.}, {33.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{32.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{33.5, 0.}, {34.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{33.5, 0.}, {34.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{33.5, 0.}, {34.5, 0.009000000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{33.5, 0.009000000000000001}, {34.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{34.5, 0.}, {35.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{34.5, 0.}, {35.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{34.5, 0.}, {35.5, 0.007}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{34.5, 0.007}, {35.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{35.5, 0.}, {36.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{35.5, 0.}, {36.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{35.5, 0.}, {36.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{35.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{36.5, 0.}, {37.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{36.5, 0.}, {37.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{36.5, 0.}, {37.5, 0.003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{36.5, 0.003}, {37.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{37.5, 0.}, {38.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{37.5, 0.}, {38.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{37.5, 0.}, {38.5, 0.016}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{37.5, 0.016}, {38.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{38.5, 0.}, {39.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{38.5, 0.}, {39.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{38.5, 0.}, {39.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{38.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{39.5, 0.}, {40.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{39.5, 0.}, {40.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{39.5, 0.}, {40.5, 0.054}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{39.5, 0.054}, {40.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{40.5, 0.}, {41.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{40.5, 0.}, {41.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{40.5, 0.}, {41.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{40.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{41.5, 0.}, {42.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{41.5, 0.}, {42.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{41.5, 0.}, {42.5, 0.}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{41.5, 0.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{42.5, 0.}, {43.5, 0.002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{42.5, 0.002}, {43.5, 0.002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{42.5, 0.002}, {43.5, 0.002}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{42.5, 0.002}, {43.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{43.5, 0.}, {44.5, 0.001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{43.5, 0.001}, {44.5, 0.001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{43.5, 0.001}, {44.5, 0.001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{43.5, 0.001}, {44.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{44.5, 0.}, {45.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{44.5, 0.}, {45.5, 0.}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{44.5, 0.}, {45.5, 0.051000000000000004}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{44.5, 0.051000000000000004}, {45.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{45.5, 0.}, {46.5, 0.001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{45.5, 0.001}, {46.5, 0.001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{45.5, 0.001}, {46.5, 0.027000000000000003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{45.5, 0.027000000000000003}, {46.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{46.5, 0.}, {47.5, 0.001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{46.5, 0.001}, {47.5, 0.001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{46.5, 0.001}, {47.5, 0.069}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{46.5, 0.069}, {47.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{47.5, 0.}, {48.5, 0.002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{47.5, 0.002}, {48.5, 0.002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{47.5, 0.002}, {48.5, 0.047}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{47.5, 0.047}, {48.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{48.5, 0.}, {49.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{48.5, 0.004}, {49.5, 0.004}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{48.5, 0.004}, {49.5, 0.004}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{48.5, 0.004}, {49.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{49.5, 0.}, {50.5, 0.006}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{49.5, 0.006}, {50.5, 0.006}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{49.5, 0.006}, {50.5, 0.07600000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{49.5, 0.07600000000000001}, {50.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{50.5, 0.}, {51.5, 0.01}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{50.5, 0.01}, {51.5, 0.01}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{50.5, 0.01}, {51.5, 0.19}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{50.5, 0.19}, {51.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{51.5, 0.}, {52.5, 0.018000000000000002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{51.5, 0.018000000000000002}, {52.5, 0.018000000000000002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{51.5, 0.018000000000000002}, {52.5, 0.018000000000000002}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{51.5, 0.018000000000000002}, {52.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{52.5, 0.}, {53.5, 0.024}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{52.5, 0.024}, {53.5, 0.024}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{52.5, 0.024}, {53.5, 0.024}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{52.5, 0.024}, {53.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{53.5, 0.}, {54.5, 0.023}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{53.5, 0.023}, {54.5, 0.023}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{53.5, 0.023}, {54.5, 0.023}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{53.5, 0.023}, {54.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{54.5, 0.}, {55.5, 0.018000000000000002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{54.5, 0.018000000000000002}, {55.5, 0.018000000000000002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{54.5, 0.018000000000000002}, {55.5, 0.021}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{54.5, 0.021}, {55.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{55.5, 0.}, {56.5, 0.017}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{55.5, 0.017}, {56.5, 0.017}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{55.5, 0.017}, {56.5, 0.069}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{55.5, 0.069}, {56.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{56.5, 0.}, {57.5, 0.055}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{56.5, 0.055}, {57.5, 0.055}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{56.5, 0.055}, {57.5, 0.055}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{56.5, 0.055}, {57.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{57.5, 0.}, {58.5, 0.08}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{57.5, 0.08}, {58.5, 0.08}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{57.5, 0.08}, {58.5, 0.08}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{57.5, 0.08}, {58.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{58.5, 0.}, {59.5, 0.095}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{58.5, 0.095}, {59.5, 0.095}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{58.5, 0.095}, {59.5, 0.095}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{58.5, 0.095}, {59.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{59.5, 0.}, {60.5, 0.094}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{59.5, 0.094}, {60.5, 0.094}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{59.5, 0.094}, {60.5, 0.10200000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{59.5, 0.10200000000000001}, {60.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{60.5, 0.}, {61.5, 0.124}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{60.5, 0.124}, {61.5, 0.124}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{60.5, 0.124}, {61.5, 0.124}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{60.5, 0.124}, {61.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{61.5, 0.}, {62.5, 0.129}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{61.5, 0.129}, {62.5, 0.129}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{61.5, 0.129}, {62.5, 0.129}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{61.5, 0.129}, {62.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{62.5, 0.}, {63.5, 0.14}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{62.5, 0.14}, {63.5, 0.14}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{62.5, 0.14}, {63.5, 0.14}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{62.5, 0.14}, {63.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{63.5, 0.}, {64.5, 0.113}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{63.5, 0.113}, {64.5, 0.113}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{63.5, 0.113}, {64.5, 0.20700000000000002}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{63.5, 0.20700000000000002}, {64.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{64.5, 0.}, {65.5, 0.11800000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{64.5, 0.11800000000000001}, {65.5, 0.11800000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{64.5, 0.11800000000000001}, {65.5, 0.11800000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{64.5, 0.11800000000000001}, {65.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{65.5, 0.}, {66.5, 0.147}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{65.5, 0.147}, {66.5, 0.147}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{65.5, 0.147}, {66.5, 0.147}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{65.5, 0.147}, {66.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{66.5, 0.}, {67.5, 0.202}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{66.5, 0.202}, {67.5, 0.202}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{66.5, 0.202}, {67.5, 0.202}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{66.5, 0.202}, {67.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{67.5, 0.}, {68.5, 0.2}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{67.5, 0.2}, {68.5, 0.2}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{67.5, 0.2}, {68.5, 0.2}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{67.5, 0.2}, {68.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{68.5, 0.}, {69.5, 0.21}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{68.5, 0.21}, {69.5, 0.21}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{68.5, 0.21}, {69.5, 0.21}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{68.5, 0.21}, {69.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{69.5, 0.}, {70.5, 0.211}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{69.5, 0.211}, {70.5, 0.211}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{69.5, 0.211}, {70.5, 0.211}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{69.5, 0.211}, {70.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{70.5, 0.}, {71.5, 0.233}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{70.5, 0.233}, {71.5, 0.233}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{70.5, 0.233}, {71.5, 0.233}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{70.5, 0.233}, {71.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{71.5, 0.}, {72.5, 0.25}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{71.5, 0.25}, {72.5, 0.25}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{71.5, 0.25}, {72.5, 0.25}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{71.5, 0.25}, {72.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{72.5, 0.}, {73.5, 0.259}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{72.5, 0.259}, {73.5, 0.259}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{72.5, 0.259}, {73.5, 0.259}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{72.5, 0.259}, {73.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{73.5, 0.}, {74.5, 0.26}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{73.5, 0.26}, {74.5, 0.26}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{73.5, 0.26}, {74.5, 0.26}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{73.5, 0.26}, {74.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{74.5, 0.}, {75.5, 0.257}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{74.5, 0.257}, {75.5, 0.257}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{74.5, 0.257}, {75.5, 0.257}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{74.5, 0.257}, {75.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{75.5, 0.}, {76.5, 0.247}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{75.5, 0.247}, {76.5, 0.247}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{75.5, 0.247}, {76.5, 0.265}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{75.5, 0.265}, {76.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{76.5, 0.}, {77.5, 0.241}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{76.5, 0.241}, {77.5, 0.241}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{76.5, 0.241}, {77.5, 0.241}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{76.5, 0.241}, {77.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{77.5, 0.}, {78.5, 0.234}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{77.5, 0.234}, {78.5, 0.234}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{77.5, 0.234}, {78.5, 0.234}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{77.5, 0.234}, {78.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{78.5, 0.}, {79.5, 0.23500000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{78.5, 0.23500000000000001}, {79.5, 0.23500000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{78.5, 0.23500000000000001}, {79.5, 0.23500000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{78.5, 0.23500000000000001}, {79.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{79.5, 0.}, {80.5, 0.23600000000000002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{79.5, 0.23600000000000002}, {80.5, 0.23600000000000002}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{79.5, 0.23600000000000002}, {80.5, 0.23600000000000002}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{79.5, 0.23600000000000002}, {80.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{80.5, 0.}, {81.5, 0.241}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{80.5, 0.241}, {81.5, 0.241}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{80.5, 0.241}, {81.5, 0.241}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{80.5, 0.241}, {81.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{81.5, 0.}, {82.5, 0.255}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{81.5, 0.255}, {82.5, 0.255}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{81.5, 0.255}, {82.5, 0.255}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{81.5, 0.255}, {82.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{82.5, 0.}, {83.5, 0.255}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{82.5, 0.255}, {83.5, 0.255}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{82.5, 0.255}, {83.5, 0.255}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{82.5, 0.255}, {83.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{83.5, 0.}, {84.5, 0.255}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{83.5, 0.255}, {84.5, 0.255}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{83.5, 0.255}, {84.5, 0.255}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{83.5, 0.255}, {84.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{84.5, 0.}, {85.5, 0.241}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{84.5, 0.241}, {85.5, 0.241}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{84.5, 0.241}, {85.5, 0.241}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{84.5, 0.241}, {85.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{85.5, 0.}, {86.5, 0.262}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{85.5, 0.262}, {86.5, 0.262}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{85.5, 0.262}, {86.5, 0.262}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{85.5, 0.262}, {86.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{86.5, 0.}, {87.5, 0.23500000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{86.5, 0.23500000000000001}, {87.5, 0.23500000000000001}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{86.5, 0.23500000000000001}, {87.5, 0.23500000000000001}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{86.5, 0.23500000000000001}, {87.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{87.5, 0.}, {88.5, 0.245}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{87.5, 0.245}, {88.5, 0.245}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{87.5, 0.245}, {88.5, 0.245}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{87.5, 0.245}, {88.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{88.5, 0.}, {89.5, 0.278}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{88.5, 0.278}, {89.5, 0.278}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{88.5, 0.278}, {89.5, 0.29800000000000004}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{88.5, 0.29800000000000004}, {89.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{89.5, 0.}, {90.5, 0.257}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{89.5, 0.257}, {90.5, 0.257}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{89.5, 0.257}, {90.5, 0.257}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{89.5, 0.257}, {90.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{90.5, 0.}, {91.5, 0.253}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{90.5, 0.253}, {91.5, 0.253}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{90.5, 0.253}, {91.5, 0.253}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{90.5, 0.253}, {91.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{91.5, 0.}, {92.5, 0.27}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{91.5, 0.27}, {92.5, 0.27}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{91.5, 0.27}, {92.5, 0.27}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{91.5, 0.27}, {92.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{92.5, 0.}, {93.5, 0.263}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{92.5, 0.263}, {93.5, 0.263}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{92.5, 0.263}, {93.5, 0.263}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{92.5, 0.263}, {93.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{93.5, 0.}, {94.5, 0.274}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{93.5, 0.274}, {94.5, 0.274}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{93.5, 0.274}, {94.5, 0.274}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{93.5, 0.274}, {94.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{94.5, 0.}, {95.5, 0.261}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{94.5, 0.261}, {95.5, 0.261}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{94.5, 0.261}, {95.5, 0.261}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{94.5, 0.261}, {95.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{95.5, 0.}, {96.5, 0.273}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{95.5, 0.273}, {96.5, 0.273}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{95.5, 0.273}, {96.5, 0.315}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{95.5, 0.315}, {96.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{96.5, 0.}, {97.5, 0.269}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{96.5, 0.269}, {97.5, 0.269}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{96.5, 0.269}, {97.5, 0.269}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{96.5, 0.269}, {97.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{97.5, 0.}, {98.5, 0.265}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{97.5, 0.265}, {98.5, 0.265}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{97.5, 0.265}, {98.5, 0.265}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{97.5, 0.265}, {98.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{98.5, 0.}, {99.5, 0.246}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{98.5, 0.246}, {99.5, 0.246}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{98.5, 0.246}, {99.5, 0.246}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{98.5, 0.246}, {99.5, 1.}, RoundingRadius->0]}}}, {}, {}}, {{}, {{}, { {GrayLevel[0.5], EdgeForm[Opacity[0.]], RectangleBox[{99.5, 0.}, {100.5, 0.28200000000000003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{99.5, 0.28200000000000003}, {100.5, 0.28200000000000003}, RoundingRadius->0]}, {RGBColor[0, 0, 1], EdgeForm[Opacity[0.]], RectangleBox[{99.5, 0.28200000000000003}, {100.5, 0.28200000000000003}, RoundingRadius->0]}, {RGBColor[1, 0, 0], EdgeForm[Opacity[0.]], RectangleBox[{99.5, 0.28200000000000003}, {100.5, 1.}, RoundingRadius->0]}}}, {}, {}}}, {}, {}}, {}, {}, {}}, AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{False, False}, AxesLabel->{None, None}, AxesOrigin->{-1.5, 0.}, CoordinatesToolOptions:>{"DisplayFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ Identity[ Part[#, 1]], Identity[ Part[#, 2]]}& )}, Frame->True, FrameLabel->{{None, None}, {None, None}}, FrameTicks->{{True, False}, {True, False}}, FrameTicksStyle->Directive[ GrayLevel[0], 14], GridLines->{None, None}, GridLinesStyle->Directive[ GrayLevel[0.5, 0.4]], ImageSize->Medium, PlotRange->{{All, All}, {All, All}}, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, {None, Scaled[0.05]}}, Ticks->{None, Automatic}], {576., -116.80842387373012}, ImageScaled[{0.5, 0.5}], {360, 222.49223594996212}]}, {}}, ContentSelectable->True, ImageSize->{780., 245.61684774746024`}, PlotRangePadding->{6, 5}]], "Output", CellChangeTimes->{{3.7824985059712963`*^9, 3.782498521116724*^9}, { 3.782498631362554*^9, 3.78249864090685*^9}, 3.7824986756113777`*^9, 3.782498893108118*^9, 3.78249895758755*^9, 3.783105196599065*^9, 3.783105442105371*^9, 3.783106876257701*^9, 3.783337082969558*^9},ExpressionUUID->"53f93d57-ec03-4bef-bc73-\ 5ea5421e645d"], Cell[BoxData["\<\"/Users/ailenemacpherson/Desktop/EcoEpiDrift/Plots/Const_\ DirSel_Comp.pdf\"\>"], "Output", CellChangeTimes->{{3.7824985059712963`*^9, 3.782498521116724*^9}, { 3.782498631362554*^9, 3.78249864090685*^9}, 3.7824986756113777`*^9, 3.782498893108118*^9, 3.78249895758755*^9, 3.783105196599065*^9, 3.783105442105371*^9, 3.783106876257701*^9, 3.78333708518395*^9},ExpressionUUID->"e99208b1-3235-43ee-8261-\ 9d86503b8ce6"] }, Open ]] }, Closed]] }, Closed]] }, Open ]] }, Open ]] }, WindowSize->{Full, Full}, WindowMargins->{{Automatic, 165}, {Automatic, 4}}, Magnification:>1.5 Inherited, FrontEndVersion->"12.1 for Mac OS X x86 (64-bit) (June 19, 2020)", StyleDefinitions->"Default.nb", ExpressionUUID->"0e498338-8f72-432b-ab25-aa0e5c606631" ] (* End of Notebook Content *) (* Internal cache information *) (*CellTagsOutline CellTagsIndex->{} *) (*CellTagsIndex CellTagsIndex->{} *) (*NotebookFileOutline Notebook[{ Cell[CellGroupData[{ Cell[580, 22, 212, 4, 146, "Title",ExpressionUUID->"38cdaacf-c369-415b-be28-e676aade135f"], Cell[795, 28, 659, 14, 157, "Text",ExpressionUUID->"5137ea2b-910e-4b88-b457-1077a485bae3"], Cell[1457, 44, 128, 1, 46, "Input",ExpressionUUID->"0b92cff9-ab28-47d0-886f-2c471ebdc5ad"], Cell[1588, 47, 261, 6, 53, "Text",ExpressionUUID->"e0b17bde-6933-4bc8-95e5-110b857c4865"], Cell[1852, 55, 300, 8, 46, "Input",ExpressionUUID->"7cbd1092-8f97-4b56-ab83-5c39bf72d05e"], Cell[CellGroupData[{ Cell[2177, 67, 215, 4, 103, "Chapter",ExpressionUUID->"d7f51183-c5de-4e72-9346-ae035e3bb7b4"], Cell[CellGroupData[{ Cell[2417, 75, 221, 4, 97, "Subchapter",ExpressionUUID->"b28d1257-a9dd-4720-9023-7398b1b09810"], Cell[2641, 81, 3574, 94, 227, "Code",ExpressionUUID->"df611a8f-2feb-4064-bcb1-dd5151630e09"], Cell[6218, 177, 357, 10, 63, "Text",ExpressionUUID->"9fe91acf-fe93-497e-870b-316c8dca21d0"], Cell[6578, 189, 2708, 65, 99, "Code",ExpressionUUID->"1438407b-4032-4bf9-b417-a068c76ebf41"], Cell[CellGroupData[{ Cell[9311, 258, 411, 7, 46, "Input",ExpressionUUID->"1ea91100-62a3-4cbd-9054-17eb445a3fd7"], Cell[9725, 267, 946, 21, 70, "Output",ExpressionUUID->"a5e10f48-367c-48bd-b152-36371ef9947a"] }, Open ]], Cell[10686, 291, 359, 10, 63, "Text",ExpressionUUID->"6d967dd4-abd0-4119-90cd-e4bc13b89678"], Cell[11048, 303, 2749, 67, 99, "Code",ExpressionUUID->"e02c602f-2721-44fa-849f-7d29291cbd9a"], Cell[CellGroupData[{ Cell[13822, 374, 230, 4, 46, "Input",ExpressionUUID->"fa3dabc5-6a44-460f-a0d2-88acc5b09a75"], Cell[14055, 380, 819, 20, 70, "Output",ExpressionUUID->"065b1991-baa5-49f8-bd7a-dd10dd764498"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[14923, 406, 223, 4, 71, "Subchapter",ExpressionUUID->"bd002064-159a-462e-ab91-2dea50f6f0ee"], Cell[CellGroupData[{ Cell[15171, 414, 833, 21, 70, "Input",ExpressionUUID->"5ce713ce-eefb-4c07-97fc-20560fd3b7e3", InitializationCell->True], Cell[16007, 437, 4907, 89, 112, "Output",ExpressionUUID->"5006ca3c-c736-4d5b-8824-3900ccd6f850"] }, Open ]], Cell[20929, 529, 178, 3, 53, "Text",ExpressionUUID->"fd152d39-cfd5-408b-b38a-cf662b6c31f9"], Cell[CellGroupData[{ Cell[21132, 536, 972, 28, 46, "Input",ExpressionUUID->"52cdb099-1bd1-4f6d-85ea-ccc9adf40273"], Cell[22107, 566, 595, 18, 52, "Output",ExpressionUUID->"df412ac9-fb39-4d6c-abac-8c418ea66c41"] }, Open ]], Cell[CellGroupData[{ Cell[22739, 589, 252, 5, 46, "Input",ExpressionUUID->"d86d00c0-0a9e-453f-861a-79a7303e8d24"], Cell[22994, 596, 456, 12, 52, "Output",ExpressionUUID->"052e730f-d2b6-4f50-a23e-f6005fcfca95"] }, Open ]], Cell[23465, 611, 183, 3, 53, "Text",ExpressionUUID->"c51fd3e2-52e5-48ad-b920-4046dc160c61"] }, Closed]], Cell[CellGroupData[{ Cell[23685, 619, 169, 3, 71, "Subchapter",ExpressionUUID->"1376d227-5d8e-4ac9-a358-6940e7853630"], Cell[23857, 624, 2628, 70, 264, "Input",ExpressionUUID->"d6dad2ac-8dd4-4457-8aa6-c45662aa77f9"], Cell[26488, 696, 170, 3, 53, "Text",ExpressionUUID->"e99beb40-2d6f-40f6-9c5c-d246f8e0e983"], Cell[26661, 701, 3020, 60, 140, "Input",ExpressionUUID->"e84b98bd-1b8d-4ad0-b39b-e4a7ca92c6b7"], Cell[29684, 763, 196, 3, 53, "Text",ExpressionUUID->"84ccfe5f-2d93-4081-9598-5b53c0c9518b"], Cell[29883, 768, 3227, 75, 202, "Input",ExpressionUUID->"1384dc68-cb11-45a6-8dfc-863bb7507fcf"], Cell[33113, 845, 201, 3, 53, "Text",ExpressionUUID->"2a7c03c1-4966-432a-b03b-71f11de4cb38"], Cell[33317, 850, 2963, 67, 171, "Input",ExpressionUUID->"3a320717-adde-4aa3-bad3-a7ae969d79d9"], Cell[CellGroupData[{ Cell[36305, 921, 1431, 29, 140, "Input",ExpressionUUID->"f255afa0-983b-4e50-a4ac-738495606aca"], Cell[37739, 952, 15072, 273, 557, "Output",ExpressionUUID->"91db5e30-e9c7-45e0-ab29-a54bee1f79cc"] }, Open ]], Cell[CellGroupData[{ Cell[52848, 1230, 1095, 24, 109, "Input",ExpressionUUID->"5e836bc8-82c8-46de-9493-aa8b25d307f5"], Cell[53946, 1256, 43441, 736, 389, "Output",ExpressionUUID->"3c21e9f1-376e-401c-8e65-f74fef03e215"] }, Open ]] }, Open ]], Cell[CellGroupData[{ Cell[97436, 1998, 192, 3, 97, "Subchapter",ExpressionUUID->"bb436308-f930-4d94-b933-8bd537706e42"], Cell[97631, 2003, 5364, 94, 66, "Text",ExpressionUUID->"a79016d7-f4e8-43eb-90e6-b0c03404c067"], Cell[102998, 2099, 3247, 61, 137, "Input",ExpressionUUID->"0b182f5d-6210-4e48-af68-cd1740ddf092", InitializationCell->True], Cell[106248, 2162, 161, 3, 53, "Text",ExpressionUUID->"e1874fb4-755a-45af-875f-a20e6138c697"], Cell[CellGroupData[{ Cell[106434, 2169, 822, 26, 79, "Input",ExpressionUUID->"39215866-4c1b-4111-ad22-99f9876bff52"], Cell[107259, 2197, 430, 11, 70, "Output",ExpressionUUID->"ad08b954-f17c-40d4-9e9d-f205592b82c9"] }, Open ]] }, Closed]] }, Open ]], Cell[CellGroupData[{ Cell[107750, 2215, 162, 3, 103, "Chapter",ExpressionUUID->"37377e43-0d32-437d-990f-c1bfbf12abc7"], Cell[107915, 2220, 215, 5, 53, "Text",ExpressionUUID->"ba80878c-63fe-496e-819f-293b83465ba2"], Cell[CellGroupData[{ Cell[108155, 2229, 184, 3, 97, "Subchapter",ExpressionUUID->"b45ad4f9-8d78-4b94-9d07-e05b17f4fa4f"], Cell[CellGroupData[{ Cell[108364, 2236, 168, 3, 3639106, "Subsection",ExpressionUUID->"82cc9453-2804-4b0b-a3e7-fd1227987f54"], Cell[108535, 2241, 1068, 20, 2721885, "Input",ExpressionUUID->"d284d5e6-2a4e-4fdb-8ae6-78812ab7a695"], Cell[109606, 2263, 2932, 79, 12258208, "Input",ExpressionUUID->"178b2f6b-04e6-448c-a4fe-b349c544fa58"], Cell[112541, 2344, 4415, 118, 18493861, "Input",ExpressionUUID->"df4dc1a4-bd76-433d-a70e-44d3d56adc14"], Cell[116959, 2464, 5937, 156, 22487422, "Input",ExpressionUUID->"0b0c61cf-90c3-457d-8ec7-dbf0fa2b0c03"] }, Closed]], Cell[CellGroupData[{ Cell[122933, 2625, 162, 3, 2872626, "Subsection",ExpressionUUID->"70cff90d-024a-4ee5-9e4f-a236426275b9"], Cell[123098, 2630, 842, 24, 3949147, "Input",ExpressionUUID->"d0f7896f-bf60-45b1-9ef9-cb548c23872d"], Cell[123943, 2656, 800, 22, 2721885, "Input",ExpressionUUID->"5c1b647c-5ed7-4850-89bd-24ae7309173c"], Cell[124746, 2680, 164, 3, 2585380, "Text",ExpressionUUID->"db841d42-2687-45e8-a59c-e24d0ec1beba"], Cell[124913, 2685, 780, 21, 6224383, "Text",ExpressionUUID->"3d915a16-07c6-4eb0-97ca-2d6bdfd5a010"], Cell[125696, 2708, 817, 21, 3729766, "Input",ExpressionUUID->"4d9906e2-6ffe-4848-952f-0825072b3098"], Cell[126516, 2731, 1720, 38, 6153400, "Input",ExpressionUUID->"26ad188d-d7a4-4e81-9b44-f096b3d9b934"] }, Open ]], Cell[CellGroupData[{ Cell[128273, 2774, 161, 3, 3639106, "Subsection",ExpressionUUID->"b6b64cab-94eb-490a-b349-7e664b23b1c2"], Cell[128437, 2779, 386, 10, 2721885, "Input",ExpressionUUID->"c8d8044e-8c23-4e68-aa6d-b9d4529ca0f9"], Cell[128826, 2791, 444, 11, 2721885, "Input",ExpressionUUID->"ba76705c-a0e3-4fe2-8d0d-17a44f5d1f21"], Cell[129273, 2804, 691, 15, 2721885, "Input",ExpressionUUID->"842bdfe3-3b9c-412c-80c8-e08a4ff45a3b"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[130013, 2825, 176, 3, 71, "Subchapter",ExpressionUUID->"2b7e959e-3369-46e0-b2e5-6440271a89bc"], Cell[130192, 2830, 1233, 33, 238, "Input",ExpressionUUID->"e1aad1e6-f9b7-4848-b833-25ee8a2e08b6"], Cell[131428, 2865, 3425, 93, 1045, "Input",ExpressionUUID->"a444a5ca-9e81-48dc-9722-d8f0480eff25"], Cell[CellGroupData[{ Cell[134878, 2962, 2197, 63, 478, "Input",ExpressionUUID->"997d755c-d4d5-49d7-b231-c89e40fc580c"], Cell[137078, 3027, 1063, 20, 162, "Output",ExpressionUUID->"4940d3c1-c298-481a-bfe8-d8e02728be0c"] }, Open ]], Cell[CellGroupData[{ Cell[138178, 3052, 2192, 62, 478, "Input",ExpressionUUID->"74419f2a-ebda-46d0-bd3d-b381d2c762f6"], Cell[140373, 3116, 1220, 23, 162, "Output",ExpressionUUID->"c50e1896-8854-4798-900d-916c3f4b93ba"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[141642, 3145, 170, 3, 71, "Subchapter",ExpressionUUID->"7ee13ed0-4337-44c6-a288-2cef9e02c328"], Cell[CellGroupData[{ Cell[141837, 3152, 153, 3, 1642, "Subsection",ExpressionUUID->"860034a8-a9fc-4aa2-b181-211ba6383822"], Cell[141993, 3157, 1536, 41, 4416, "Input",ExpressionUUID->"3d5b3881-2862-45d2-ad8e-a8d24edf6281"], Cell[143532, 3200, 1817, 44, 4416, "Input",ExpressionUUID->"6d0ad57e-9e97-4104-8b38-815e20a95e9e"] }, Open ]], Cell[CellGroupData[{ Cell[145386, 3249, 157, 3, 1642, "Subsection",ExpressionUUID->"c4012c6d-dcb6-41b7-bf77-87021e911014"], Cell[145546, 3254, 3651, 90, 6246, "Input",ExpressionUUID->"b1eec42f-8f27-4353-80ea-d422f1adb8a4"], Cell[149200, 3346, 2015, 49, 4416, "Input",ExpressionUUID->"aa87063b-2e83-4f0c-abe7-5b186783a404"], Cell[151218, 3397, 2032, 49, 4509, "Input",ExpressionUUID->"4b836ceb-3022-439d-be02-c6a8f027f463"], Cell[153253, 3448, 2406, 59, 8039643, "Input",ExpressionUUID->"36e2923f-d084-4d19-916d-4ee84742fadb"] }, Open ]], Cell[CellGroupData[{ Cell[155696, 3512, 155, 3, 3639106, "Subsection",ExpressionUUID->"f055a7f2-a940-41be-820e-590e50dfe754"], Cell[155854, 3517, 1975, 48, 9994410, "Input",ExpressionUUID->"63af133d-b0a2-42fe-bb3c-50cad2387c21"], Cell[157832, 3567, 2084, 50, 9994410, "Input",ExpressionUUID->"45eed1e1-8825-4a81-9030-0584f2766222"], Cell[159919, 3619, 1886, 48, 9994410, "Input",ExpressionUUID->"ce35e916-7e2d-4b4a-a488-d8d20fe0cbca"], Cell[161808, 3669, 2111, 50, 4509, "Input",ExpressionUUID->"7bd589d4-4136-438b-8219-bb50b7a34276"], Cell[163922, 3721, 5705, 156, 13164, "Input",ExpressionUUID->"77b088a2-738b-485e-abc9-4f26cf423a28"] }, Open ]], Cell[CellGroupData[{ Cell[169664, 3882, 164, 3, 1642, "Subsection",ExpressionUUID->"3d1f487f-8e6b-4abb-9e4d-01b944e17dd0"], Cell[CellGroupData[{ Cell[169853, 3889, 689, 22, 1944, "Input",ExpressionUUID->"3217e108-5fc9-402f-9b61-297683908fc7"], Cell[170545, 3913, 954, 26, 1642, "Output",ExpressionUUID->"d98ec3cb-7068-483c-aa00-757ae6eedcdc"] }, Open ]], Cell[171514, 3942, 744, 22, 1957, "Input",ExpressionUUID->"dfc9a334-bce0-49df-8ab5-f8177701dc39"], Cell[172261, 3966, 2169, 59, 2776, "Input",ExpressionUUID->"6eb34983-fc7e-4fdd-9637-e62727dd25f6"], Cell[174433, 4027, 284, 6, 1167, "Text",ExpressionUUID->"d24237b0-fe43-41bc-8c8a-66ccc22d99f3"], Cell[CellGroupData[{ Cell[174742, 4037, 887, 23, 1804, "Input",ExpressionUUID->"57d84996-11f7-4299-bf73-10796c438034"], Cell[175632, 4062, 293, 7, 1579, "Output",ExpressionUUID->"6cc9e508-a29d-4315-badb-8479a2e3d381"] }, Open ]], Cell[CellGroupData[{ Cell[175962, 4074, 147, 3, 1228, "Input",ExpressionUUID->"c2fa450b-980c-4699-b48d-1a14c4f83d99"], Cell[176112, 4079, 408, 11, 1599, "Output",ExpressionUUID->"558fe5c5-0787-4cb6-b5b3-7bbef5b0db71"] }, Open ]], Cell[CellGroupData[{ Cell[176557, 4095, 1396, 33, 1804, "Input",ExpressionUUID->"4073e916-ba51-4b41-9c76-7ea3868ea92c"], Cell[177956, 4130, 897, 16, 1579, "Output",ExpressionUUID->"d44adae2-9ab8-49de-a9b5-31a351a18c9c"] }, Open ]] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[178914, 4153, 171, 3, 71, "Subchapter",ExpressionUUID->"1655571e-aa22-4810-82ca-bb806d0474cc"], Cell[CellGroupData[{ Cell[179110, 4160, 154, 3, 319, "Section",ExpressionUUID->"6d69ebf6-eaea-43ee-8ffa-ec2c25f6f968"], Cell[179267, 4165, 264, 5, 162, "Input",ExpressionUUID->"f38e55ee-87ce-45bd-a9e5-517657c692a1"], Cell[179534, 4172, 984, 20, 162, "Input",ExpressionUUID->"ef8865dc-9624-4297-bb39-aacaa58dc6b0"], Cell[180521, 4194, 1225, 33, 474, "Input",ExpressionUUID->"75db8375-910c-49d2-88cc-4a23ee3b7f09"], Cell[181749, 4229, 1329, 35, 474, "Input",ExpressionUUID->"41473e50-3517-4d26-b762-8fe4a23d8f0f"], Cell[183081, 4266, 2316, 60, 478, "Input",ExpressionUUID->"acae1cdb-d47b-4f43-8725-c4260609a8de"], Cell[185400, 4328, 673, 17, 162, "Input",ExpressionUUID->"c909412d-258c-4fc0-958f-9dc5f3a39cb0"], Cell[186076, 4347, 1032, 24, 373, "Input",ExpressionUUID->"22ddd7fd-facc-45fb-9b71-9e037768a519"], Cell[187111, 4373, 1021, 29, 256, "Input",ExpressionUUID->"d7fad000-23c8-483b-8e10-670f4513be43"] }, Closed]], Cell[CellGroupData[{ Cell[188169, 4407, 153, 3, 243, "Section",ExpressionUUID->"52d1885e-fd1f-43ec-936a-6315e5023647"], Cell[188325, 4412, 1153, 29, 279, "Input",ExpressionUUID->"e20f3e6a-c684-4c9f-a6ba-721c0c0d8269"], Cell[189481, 4443, 1617, 36, 270, "Input",ExpressionUUID->"0bef7cde-0d19-4ece-9a2e-781937d75c61"], Cell[191101, 4481, 2645, 57, 1018, "Input",ExpressionUUID->"49d2740c-db14-46b8-b6bb-190450134000"], Cell[CellGroupData[{ Cell[193771, 4542, 5161, 119, 1315, "Input",ExpressionUUID->"45773eaa-1800-44c3-848b-ed7e822f5ca4"], Cell[198935, 4663, 399, 9, 114, "Message",ExpressionUUID->"75b983f1-0104-413d-bb7d-28c3430c45e5"], Cell[199337, 4674, 8534, 157, 1593, "Output",ExpressionUUID->"235903d8-a9e9-4c47-832b-07e248ae55fa"] }, Open ]] }, Closed]] }, Closed]] }, Open ]], Cell[CellGroupData[{ Cell[207944, 4839, 173, 3, 103, "Chapter",ExpressionUUID->"d12942cf-b635-47b5-925d-0836a0748b79"], Cell[CellGroupData[{ Cell[208142, 4846, 168, 3, 97, "Subchapter",ExpressionUUID->"2c8482ac-421f-4d81-8e37-01dac5a86554"], Cell[CellGroupData[{ Cell[208335, 4853, 231, 4, 81, "Subsection",ExpressionUUID->"4bac73c3-714a-475c-b455-d86d2ad354d4"], Cell[208569, 4859, 216, 5, 53, "Text",ExpressionUUID->"9b2fcc9a-555e-4b42-a63c-1aa68c4806cf"], Cell[208788, 4866, 3120, 69, 388, "Input",ExpressionUUID->"5771855d-21b1-4842-a487-ce96ea78c19b"], Cell[211911, 4937, 583, 11, 46, "Input",ExpressionUUID->"e979fa31-7056-4bb3-af41-6d2ccba92122"] }, Closed]], Cell[CellGroupData[{ Cell[212531, 4953, 312, 5, 55, "Subsection",ExpressionUUID->"879dcdac-c7a4-4ae7-9fa7-c348cc7a6b39"], Cell[212846, 4960, 285, 6, 88, "Text",ExpressionUUID->"ac497f54-eccc-438b-8c66-4e7b4ea58b4f"], Cell[213134, 4968, 7538, 174, 727, "Input",ExpressionUUID->"357b8e31-34d5-48ff-8651-cb454e2bbf1a"] }, Closed]], Cell[CellGroupData[{ Cell[220709, 5147, 164, 3, 78, "Section",ExpressionUUID->"19bd2427-68d5-45e2-b684-e157130d23b1"], Cell[220876, 5152, 266, 6, 238959, "Input",ExpressionUUID->"bdf65b22-2278-44c7-82b6-7469dc0355db"], Cell[221145, 5160, 566, 16, 238959, "Input",ExpressionUUID->"d4f371b7-7148-4b17-bb92-d235784b3517"], Cell[221714, 5178, 420, 10, 550104, "Input",ExpressionUUID->"2bbdd8c5-0e30-4855-8d6c-0b93acc9d369"], Cell[222137, 5190, 2975, 64, 2754555, "Input",ExpressionUUID->"d4acdeee-d2c6-47b4-b693-6c4ce40ebc1e"], Cell[225115, 5256, 914, 21, 398265, "Input",ExpressionUUID->"1cb728ad-c542-4108-a01e-d31ea7e69c1a"] }, Closed]] }, Closed]], Cell[CellGroupData[{ Cell[226078, 5283, 162, 3, 71, "Subchapter",ExpressionUUID->"1e149f1d-82b5-48df-97d0-61fa11be6a1a"], Cell[CellGroupData[{ Cell[226265, 5290, 155, 3, 101, "Section",ExpressionUUID->"08690c1e-4dcc-46ec-ada3-54f43128e0f2"], Cell[226423, 5295, 237, 6, 53, "Text",ExpressionUUID->"cfdc5869-00ac-49e2-a666-84b818586d59"], Cell[226663, 5303, 1351, 30, 140, "Input",ExpressionUUID->"f40d1250-09be-4ba3-86d5-d6ccece7627d"], Cell[228017, 5335, 199, 3, 53, "Text",ExpressionUUID->"8b7efeed-048a-413d-9778-a79839b3ebda"], Cell[228219, 5340, 1173, 24, 140, "Input",ExpressionUUID->"9d09ee3e-942f-4099-b141-d0d9cbe12080"], Cell[CellGroupData[{ Cell[229417, 5368, 155, 3, 81, "Subsection",ExpressionUUID->"c67aa00e-2219-4c3b-9a1b-ea8bc5c34817"], Cell[229575, 5373, 666, 16, 78, "Input",ExpressionUUID->"54c956f4-7d88-4a61-abba-6ac1d649495a"], Cell[230244, 5391, 4299, 113, 388, "Input",ExpressionUUID->"dfadeeda-0b7a-4890-a78e-2ddc0fb97ede"], Cell[234546, 5506, 417, 8, 88, "Text",ExpressionUUID->"a58835ba-7983-4484-bcb0-08c3d7c00e12"], Cell[234966, 5516, 1875, 43, 78, "Input",ExpressionUUID->"f6664549-6c19-49b8-b7ff-3a912301b2ce"], Cell[236844, 5561, 1005, 17, 191, "Text",ExpressionUUID->"0f496a62-ed6f-42a8-93f9-f3e59231494f"], Cell[237852, 5580, 2815, 72, 357, "Input",ExpressionUUID->"6a71ff1d-b6ef-4f2d-9874-99ad79668cd4"], Cell[CellGroupData[{ Cell[240692, 5656, 262, 7, 46, "Input",ExpressionUUID->"420d32b1-01f1-44b8-88b1-5c28536d8e4b"], Cell[240957, 5665, 263, 6, 52, "Output",ExpressionUUID->"05b418e2-5e02-4601-9dab-2403782da08a"] }, Open ]], Cell[241235, 5674, 186, 3, 53, "Text",ExpressionUUID->"9ba19483-60e1-409f-a5a9-4b8062e8b53e"], Cell[241424, 5679, 1339, 32, 137, "Input",ExpressionUUID->"296759cb-3c7c-4f67-8428-eb858570a5cd"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[242812, 5717, 155, 3, 78, "Section",ExpressionUUID->"b315bc16-6ea5-4178-826b-fdf09c38b426"], Cell[CellGroupData[{ Cell[242992, 5724, 218, 4, 81, "Subsection",ExpressionUUID->"198298bc-d378-4886-bf4a-ff5f6ef3761b"], Cell[243213, 5730, 240, 6, 53, "Text",ExpressionUUID->"f09427b0-5bfb-4bd2-a288-f33bb72141bf"], Cell[243456, 5738, 1220, 31, 171, "Input",ExpressionUUID->"1f5475bb-e223-4788-a285-935de083f353"], Cell[244679, 5771, 198, 3, 53, "Text",ExpressionUUID->"80ae0e96-047d-4f41-bcf5-93e0881199a1"], Cell[244880, 5776, 497, 13, 46, "Input",ExpressionUUID->"7db11589-ee3f-4dde-993b-565d9fbe4b2d"] }, Open ]], Cell[CellGroupData[{ Cell[245414, 5794, 164, 3, 81, "Subsection",ExpressionUUID->"935a5955-647f-4179-8177-1a5d8de9b718"], Cell[245581, 5799, 345, 7, 88, "Text",ExpressionUUID->"e87a34e4-4416-453f-af72-bad32d839455"], Cell[245929, 5808, 1013, 26, 140, "Input",ExpressionUUID->"382d2694-7e19-49db-b112-9c2d585137c9"], Cell[CellGroupData[{ Cell[246967, 5838, 259, 7, 46, "Input",ExpressionUUID->"e9816ef2-1f93-4cad-95ca-3cbeaa56dc08"], Cell[247229, 5847, 253, 6, 52, "Output",ExpressionUUID->"05f66bc1-40f0-498d-98ef-20d8d9a9d830"] }, Open ]], Cell[247497, 5856, 347, 7, 88, "Text",ExpressionUUID->"ae6a685e-f10c-47a6-8557-3051351c7e09"], Cell[247847, 5865, 1067, 27, 140, "Input",ExpressionUUID->"ee1614f7-5975-4d3a-a0ed-4d9ddc4e40fd"] }, Closed]], Cell[CellGroupData[{ Cell[248951, 5897, 218, 4, 55, "Subsection",ExpressionUUID->"d4d69d9c-bdd4-4695-911a-1c56a767bdd0"], Cell[249172, 5903, 284, 6, 53, "Text",ExpressionUUID->"25152b49-f1b4-4596-a909-6b70e438b14a"], Cell[249459, 5911, 1540, 41, 171, "Input",ExpressionUUID->"b91dbb80-c603-4a88-85bf-fdeaa1b5c81a"], Cell[251002, 5954, 292, 6, 88, "Text",ExpressionUUID->"f2d8a33c-205f-4418-ae1d-db779eb9ec5c"], Cell[251297, 5962, 1924, 48, 233, "Input",ExpressionUUID->"63c7cc30-d59f-4bb4-b169-f62b81e2dd58"] }, Closed]], Cell[CellGroupData[{ Cell[253258, 6015, 159, 3, 55, "Subsection",ExpressionUUID->"e1282dfd-4760-425e-b5e6-25f1f6e70fd1"], Cell[253420, 6020, 607, 11, 157, "Text",ExpressionUUID->"a9f22d3f-f841-455f-b6a0-753a4ed5668c"], Cell[254030, 6033, 1170, 22, 140, "Input",ExpressionUUID->"800cdfb7-322d-4f14-a483-f163a704c48a"], Cell[CellGroupData[{ Cell[255225, 6059, 266, 7, 46, "Input",ExpressionUUID->"06dc795c-a499-4829-a317-ebfc56432cdf"], Cell[255494, 6068, 252, 6, 52, "Output",ExpressionUUID->"bcccd134-402b-47ad-8049-ac7e7dca4787"] }, Open ]] }, Closed]] }, Closed]] }, Closed]], Cell[CellGroupData[{ Cell[255819, 6082, 174, 3, 71, "Subchapter",ExpressionUUID->"94203088-6c24-4926-8177-9e70b55c7afa"], Cell[CellGroupData[{ Cell[256018, 6089, 324, 5, 145, "Subsection",ExpressionUUID->"72362f67-9e96-4465-be43-d57574ed0d6b"], Cell[256345, 6096, 612, 11, 454, "Text",ExpressionUUID->"6e230b02-70ec-48d2-bb72-7fe4dc27d767"], Cell[256960, 6109, 2094, 49, 688, "Input",ExpressionUUID->"521fd46d-a3de-490e-bf14-13f16af19b36"], Cell[259057, 6160, 1756, 37, 478, "Input",ExpressionUUID->"ec7d2446-dfc8-49a9-b453-91888510c592"] }, Closed]], Cell[CellGroupData[{ Cell[260850, 6202, 228, 4, 114, "Subsection",ExpressionUUID->"e4fc9093-105a-4b87-9a65-eb83a4248635"], Cell[261081, 6208, 247, 6, 154, "Text",ExpressionUUID->"da20c3e8-3001-4401-9fff-7fd2d76c866c"], Cell[261331, 6216, 2086, 49, 1072, "Input",ExpressionUUID->"db36b646-2652-42fd-846a-5c30c1f45ab7"], Cell[CellGroupData[{ Cell[263442, 6269, 166, 4, 162, "Input",ExpressionUUID->"bfe62e62-73a1-41c2-bc26-8e639e8d5a77"], Cell[263611, 6275, 238, 5, 162, "Output",ExpressionUUID->"1668226e-50a1-4619-9776-0602e6b5700b"] }, Open ]], Cell[263864, 6283, 205, 4, 162, "Input",ExpressionUUID->"f3484d76-4d48-41ff-ab9f-f10e6379d40a"], Cell[264072, 6289, 2609, 72, 730, "Input",ExpressionUUID->"6a8cae39-f12e-4825-bb94-a4fd569673ab"], Cell[CellGroupData[{ Cell[266706, 6365, 166, 4, 162, "Input",ExpressionUUID->"d272ba80-44e0-4ca0-ab73-5315e02b9b3e"], Cell[266875, 6371, 4651, 108, 2025, "Output",ExpressionUUID->"f900f98f-9140-44e1-ab5b-55ad8418a1e0"] }, Open ]], Cell[271541, 6482, 500, 9, 352, "Text",ExpressionUUID->"6927531f-e21e-45c6-80ff-7616b631f1ce"] }, Closed]] }, Closed]], Cell[CellGroupData[{ Cell[272090, 6497, 155, 3, 71, "Subchapter",ExpressionUUID->"9e4c1643-02fc-4dbd-b0f4-649745602904"], Cell[CellGroupData[{ Cell[272270, 6504, 169, 3, 101, "Section",ExpressionUUID->"4b48e781-1243-4c7e-a94e-60117582d0b9"], Cell[272442, 6509, 5598, 139, 1119, "Input",ExpressionUUID->"eb03f956-2aaf-465d-8e94-e04bf7138243"], Cell[CellGroupData[{ Cell[278065, 6652, 321, 6, 72, "Input",ExpressionUUID->"261c0ace-98fb-4752-8535-01b27f1a2912"], Cell[278389, 6660, 863, 17, 72, "Output",ExpressionUUID->"0f6a4b2d-b9a3-4314-a34d-7fd9efb75147"] }, Open ]], Cell[CellGroupData[{ Cell[279289, 6682, 1170, 18, 72, "Input",ExpressionUUID->"c63911ba-080f-4c22-8c0f-0f4291d39185"], Cell[280462, 6702, 58955, 991, 541, "Output",ExpressionUUID->"4e2fd088-ce56-4e02-8833-e9c57872a06d"] }, Open ]], Cell[339432, 7696, 154, 3, 72, "Input",ExpressionUUID->"207ee0da-01f0-401e-83c0-ce1ae46188e8"] }, Closed]], Cell[CellGroupData[{ Cell[339623, 7704, 182, 3, 78, "Section",ExpressionUUID->"e4fd58c5-e074-4cd3-a257-d48fdfb59ca0"], Cell[CellGroupData[{ Cell[339830, 7711, 267, 4, 81, "Subsection",ExpressionUUID->"96c4a627-37e6-4243-8304-c3e23eb6a8c8"], Cell[340100, 7717, 173, 3, 154, "Text",ExpressionUUID->"c267d340-30f1-4e54-8fb7-41a617b18948"], Cell[340276, 7722, 2344, 56, 796, "Input",ExpressionUUID->"26eef27a-1946-4f4e-acd7-4d0a437b443d"], Cell[342623, 7780, 222, 5, 154, "Text",ExpressionUUID->"8ceb0782-70e0-433c-8484-a2e3e93979d2"], Cell[342848, 7787, 1144, 29, 373, "Input",ExpressionUUID->"4be1ea0e-c141-4b46-bde7-f6fb0202b2d9"], Cell[343995, 7818, 215, 5, 154, "Text",ExpressionUUID->"42fefd9c-1067-4503-a32a-216f114fd75b"], Cell[344213, 7825, 1064, 26, 478, "Input",ExpressionUUID->"5997b87d-f06d-431f-80dc-f78ab35e725d"], Cell[345280, 7853, 1018, 27, 393, "Input",ExpressionUUID->"b7a2898c-aa81-4771-a509-9db2636b4f5f"], Cell[346301, 7882, 622, 15, 256, "Input",ExpressionUUID->"2e13bde9-69f4-42f0-84ff-b5e6ec936317"], Cell[346926, 7899, 201, 3, 154, "Text",ExpressionUUID->"f8ab8a86-3229-42f4-8f7b-24025a933795"], Cell[347130, 7904, 1335, 32, 492, "Input",ExpressionUUID->"e8a52396-7064-4dc3-b76d-cc7feada1d63"], Cell[348468, 7938, 190, 3, 154, "Text",ExpressionUUID->"a5d68b2b-f5e2-4b3c-adba-16f9eee54b34"], Cell[348661, 7943, 2801, 73, 1005, "Input",ExpressionUUID->"be9fd54d-af0e-486c-afb7-d1278b6bcb07"] }, Closed]], Cell[CellGroupData[{ Cell[351499, 8021, 191, 3, 55, "Subsection",ExpressionUUID->"6e8755b2-afd9-439c-b8df-3f767bc1fb3c"], Cell[351693, 8026, 134, 1, 108, "Input",ExpressionUUID->"ce3c3597-5ae5-47c8-aa87-1e28fddf8786"], Cell[351830, 8029, 2768, 73, 562, "Input",ExpressionUUID->"0876b85b-2e8c-4205-83b5-86bcb53f832c"], Cell[CellGroupData[{ Cell[354623, 8106, 774, 19, 180, "Input",ExpressionUUID->"09128f25-f133-486b-9808-9d5c83b3dffd"], Cell[355400, 8127, 249482, 5004, 811, "Output",ExpressionUUID->"7ba23992-4444-4201-a56d-ec05bf9708f3"] }, Open ]], Cell[CellGroupData[{ Cell[604919, 13136, 1729, 46, 319, "Input",ExpressionUUID->"379662b5-4ba6-456d-8e6e-67b789468eb0"], Cell[606651, 13184, 944, 26, 180, "Output",ExpressionUUID->"0d4d782b-c9bf-4830-97dd-430f9c40233b"] }, Open ]], Cell[CellGroupData[{ Cell[607632, 13215, 312, 8, 108, "Input",ExpressionUUID->"948ef0e4-d700-4086-aa53-42c26c0b887e"], Cell[607947, 13225, 376, 6, 108, "Output",ExpressionUUID->"45b2b034-4999-4a28-8fa0-44d7b1ba452d"] }, Open ]], Cell[608338, 13234, 3313, 87, 837, "Input",ExpressionUUID->"cad9bb82-0e00-4727-9a6d-433734475d63"], Cell[CellGroupData[{ Cell[611676, 13325, 1521, 38, 249, "Input",ExpressionUUID->"62027143-ed9b-485d-9fa7-4011ad70a133"], Cell[613200, 13365, 184015, 3081, 837, "Output",ExpressionUUID->"e99dc450-2383-4a38-9113-00b27aa94d40"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[797264, 16452, 191, 3, 55, "Subsection",ExpressionUUID->"4274aefc-fd97-4c4b-aba5-996b2accaede"], Cell[797458, 16457, 204, 3, 103, "Text",ExpressionUUID->"8c70801a-6352-4fd9-bcb2-eb461e13af76"], Cell[797665, 16462, 797, 26, 162, "Input",ExpressionUUID->"2bc278b0-50f9-4ddb-baeb-e8d95750a715"], Cell[CellGroupData[{ Cell[798487, 16492, 1271, 35, 180, "Input",ExpressionUUID->"b9705a9f-745d-437e-b103-de623694ab62"], Cell[799761, 16529, 14601, 290, 198, "Output",ExpressionUUID->"502923df-809a-4eb6-a3e0-8cd26863376d"] }, Open ]], Cell[814377, 16822, 2902, 80, 603, "Input",ExpressionUUID->"55a909a1-470f-4784-9642-06200c2e1a97"], Cell[817282, 16904, 455, 13, 150, "Input",ExpressionUUID->"ee3d4645-39f8-4d71-a05c-6041e6c4a79a"], Cell[817740, 16919, 795, 20, 180, "Input",ExpressionUUID->"7b47e5ff-1b9c-4900-b381-715ef0adeedd"], Cell[818538, 16941, 885, 20, 180, "Input",ExpressionUUID->"d5775aa6-af55-4ade-b4e6-02c2b4962f5b"], Cell[819426, 16963, 641, 19, 162, "Input",ExpressionUUID->"fa649d7d-8d54-4a12-966c-0297bfaea495"], Cell[820070, 16984, 403, 12, 157, "Input",ExpressionUUID->"2687ddda-59be-4e32-86ef-e19e1e7bbb80"], Cell[CellGroupData[{ Cell[820498, 17000, 1091, 28, 114, "Input",ExpressionUUID->"e170767a-7ed1-4c7b-9395-67b4c1d0b96f"], Cell[821592, 17030, 386, 6, 108, "Output",ExpressionUUID->"b6d50647-b48f-415f-a0c4-043342b09640"] }, Open ]], Cell[821993, 17039, 1116, 35, 298, "Input",ExpressionUUID->"f508162c-5d22-43fd-b964-a4c477d6001c"], Cell[823112, 17076, 521, 16, 108, "Input",ExpressionUUID->"d33e69b9-1f73-4648-99e1-f911d3d62679"], Cell[CellGroupData[{ Cell[823658, 17096, 1185, 30, 351, "Input",ExpressionUUID->"3184c2f6-7a04-499d-a121-52417147710a"], Cell[824846, 17128, 2898, 59, 814, "Output",ExpressionUUID->"b3963a9c-877b-414e-bf34-d1f0db69d379"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[827793, 17193, 243, 4, 55, "Subsection",ExpressionUUID->"2070fbf5-6994-4bb6-a1f3-4c6ad0a2e17c"], Cell[828039, 17199, 287, 7, 69, "Text",ExpressionUUID->"49d09239-9833-4b05-a657-aa7e81e6ee60"], Cell[828329, 17208, 797, 26, 108, "Input",ExpressionUUID->"564f1684-cd1c-41c2-8cae-6431b0e93214"], Cell[829129, 17236, 1016, 36, 150, "Input",ExpressionUUID->"5fc7cd1f-9ea9-4b9e-b022-188dc3861273"], Cell[830148, 17274, 1042, 36, 150, "Input",ExpressionUUID->"6e639aaf-7f3b-49d8-b605-afc24eeed49b"], Cell[CellGroupData[{ Cell[831215, 17314, 1271, 35, 120, "Input",ExpressionUUID->"f2411d03-0351-4c89-9790-8a98acdeb897"], Cell[832489, 17351, 14622, 290, 132, "Output",ExpressionUUID->"e89c30e8-7a3c-4bdd-a328-b890f1977b1e"] }, Open ]], Cell[CellGroupData[{ Cell[847148, 17646, 1301, 35, 120, "Input",ExpressionUUID->"5c947649-ce2b-44e6-826c-af00db0944f9"], Cell[848452, 17683, 14714, 292, 132, "Output",ExpressionUUID->"ce519720-a421-461d-97ca-1c6cbf364cf7"] }, Open ]], Cell[863181, 17978, 2188, 56, 196, "Input",ExpressionUUID->"236cc0b5-7ae9-46a7-904e-979a4650f960"], Cell[865372, 18036, 455, 13, 100, "Input",ExpressionUUID->"30795ae2-712b-4571-ad6e-986418a60614"], Cell[865830, 18051, 795, 20, 120, "Input",ExpressionUUID->"940232dd-5ec1-4435-bd55-544b1241bbea"], Cell[866628, 18073, 961, 22, 120, "Input",ExpressionUUID->"20c74573-1265-4f3a-a27b-b03f2cdfa0d8"], Cell[867592, 18097, 686, 19, 108, "Input",ExpressionUUID->"ff5da9f2-413f-4f6a-a7bc-09c983ff64ad"], Cell[868281, 18118, 558, 15, 105, "Input",ExpressionUUID->"0d0aa8b6-d746-4f9a-9eba-c521e8b105d4"], Cell[868842, 18135, 2214, 53, 228, "Input",ExpressionUUID->"84b7c65f-7017-475c-be99-cc00bf031738"], Cell[CellGroupData[{ Cell[871081, 18192, 1119, 25, 120, "Input",ExpressionUUID->"697abe65-61d7-4c11-81f3-b21900ae577d"], Cell[872203, 18219, 3082, 59, 543, "Output",ExpressionUUID->"d994419a-02aa-47a6-9eb0-83dc2d591173"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[875334, 18284, 291, 4, 55, "Subsection",ExpressionUUID->"07b32169-63bb-4d30-8e1b-8d804dc30194"], Cell[875628, 18290, 3432, 100, 326, "Input",ExpressionUUID->"2b71579d-d76c-4a12-a0bc-a7b147872bd8"], Cell[879063, 18392, 8190, 201, 759, "Input",ExpressionUUID->"547bef63-58b4-4a17-8de4-5ca68f05512d"], Cell[CellGroupData[{ Cell[887278, 18597, 935, 20, 78, "Input",ExpressionUUID->"477b545a-abe8-4326-baa4-49fb5e27ef1c"], Cell[888216, 18619, 128232, 2215, 554, "Output",ExpressionUUID->"0a2541bc-bdde-43e8-ad99-8870c97e5722"] }, Open ]], Cell[1016463, 20837, 1345, 35, 109, "Input",ExpressionUUID->"46c69a94-cdba-4ca1-8bc3-bda13c33751e"] }, Closed]], Cell[CellGroupData[{ Cell[1017845, 20877, 337, 5, 55, "Subsection",ExpressionUUID->"e9c80fb2-dbeb-48bf-9667-3329dd44b653"], Cell[1018185, 20884, 6571, 174, 1404, "Input",ExpressionUUID->"7959d415-b284-4f6f-880d-aa2d6eb34282"], Cell[CellGroupData[{ Cell[1024781, 21062, 266, 6, 108, "Input",ExpressionUUID->"e08a9285-9967-4c08-aeb9-a34fe85ee826"], Cell[1025050, 21070, 120481, 2087, 1255, "Output",ExpressionUUID->"bf3c374d-13d9-4f78-850f-fef6caff0584"] }, Open ]] }, Closed]], Cell[CellGroupData[{ Cell[1145580, 23163, 144, 3, 55, "Subsection",ExpressionUUID->"0a7395e1-0dbd-44b4-afcd-948e800711fc"], Cell[CellGroupData[{ Cell[1145749, 23170, 164, 3, 393, "Subsubsection",ExpressionUUID->"bcb63084-c207-47c7-86c8-af50c5f65098"], Cell[1145916, 23175, 7661, 196, 5530, "Input",ExpressionUUID->"7fc9f008-f865-4e84-b49e-2abfda74118e"], Cell[CellGroupData[{ Cell[1153602, 23375, 642, 14, 607, "Input",ExpressionUUID->"82e45c13-7f2b-4ff2-a433-18dbd4490264"], Cell[1154247, 23391, 32120, 565, 2692, "Output",ExpressionUUID->"7e4e051f-8f04-4736-a67c-1a73d2f5f691"] }, Open ]], Cell[CellGroupData[{ Cell[1186404, 23961, 699, 22, 607, "Input",ExpressionUUID->"a853a607-1def-44c5-aaa0-da496208527e"], Cell[1187106, 23985, 831, 24, 607, "Output",ExpressionUUID->"4118d826-b774-4f51-9951-2de09a497023"] }, Open ]] }, Closed]] }, Closed]] }, Open ]], Cell[CellGroupData[{ Cell[1188010, 24017, 160, 3, 101, "Section",ExpressionUUID->"f1ae1e52-95f9-4014-aa1d-d85ca42c3503"], Cell[1188173, 24022, 1383, 29, 270, "Input",ExpressionUUID->"1c405fe4-37df-435c-b2f7-24c54f604b83"], Cell[1189559, 24053, 1263, 28, 270, "Input",ExpressionUUID->"db4a8374-8a07-4dba-9074-4436cd198aa7"], Cell[1190825, 24083, 4594, 113, 1998, "Input",ExpressionUUID->"6f03685f-79cf-4f0b-a971-9d1ab6a57484"], Cell[1195422, 24198, 2258, 48, 582, "Input",ExpressionUUID->"5c04726c-48c3-4a83-b702-fceaff76ca78"], Cell[1197683, 24248, 497, 11, 654, "Text",ExpressionUUID->"ab248f31-9a8a-4c37-9a1d-cf2a36c50fd8"], Cell[CellGroupData[{ Cell[1198205, 24263, 531, 13, 270, "Input",ExpressionUUID->"665656be-7f7e-466c-8ed8-8b66800999ce"], Cell[1198739, 24278, 58910, 1253, 1188, "Output",ExpressionUUID->"c9336e7e-5f72-4b46-afd4-01fa40efd550"] }, Open ]], Cell[CellGroupData[{ Cell[1257686, 25536, 880, 20, 270, "Input",ExpressionUUID->"1ad9998c-5d3f-438c-86f9-9a6de8a88509"], Cell[1258569, 25558, 122729, 2489, 1315, "Output",ExpressionUUID->"53f93d57-ec03-4bef-bc73-5ea5421e645d"], Cell[1381301, 28049, 448, 7, 162, "Output",ExpressionUUID->"e99208b1-3235-43ee-8261-9d86503b8ce6"] }, Open ]] }, Closed]] }, Closed]] }, Open ]] }, Open ]] } ] *)