diff options
author | Jaron Kent-Dobias <jaron@kent-dobias.com> | 2020-02-16 18:08:46 -0500 |
---|---|---|
committer | Jaron Kent-Dobias <jaron@kent-dobias.com> | 2020-02-16 18:08:46 -0500 |
commit | bf880a78ff48e24dd9e7dea688349ee2b480f431 (patch) | |
tree | cdd30142cc6ce1665bbc0ba481c0c88a9dacf777 | |
parent | 14875cd2fce75eb5454ffe6989f886d28bd2656b (diff) | |
download | mma-bf880a78ff48e24dd9e7dea688349ee2b480f431.tar.gz mma-bf880a78ff48e24dd9e7dea688349ee2b480f431.tar.bz2 mma-bf880a78ff48e24dd9e7dea688349ee2b480f431.zip |
Now using spline interpolation as the default for all specific heats, entropies.
-rw-r--r-- | tempering_analysis.nb | 3591 |
1 files changed, 1666 insertions, 1925 deletions
diff --git a/tempering_analysis.nb b/tempering_analysis.nb index 80e02b2..b5de990 100644 --- a/tempering_analysis.nb +++ b/tempering_analysis.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 379721, 7420] -NotebookOptionsPosition[ 372668, 7302] -NotebookOutlinePosition[ 373035, 7318] -CellTagsIndexPosition[ 372992, 7315] +NotebookDataLength[ 364620, 7161] +NotebookOptionsPosition[ 358256, 7055] +NotebookOutlinePosition[ 358619, 7071] +CellTagsIndexPosition[ 358576, 7068] WindowFrame->Normal*) (* Beginning of Notebook Content *) @@ -313,25 +313,27 @@ Cell[BoxData[ RowBox[{"Cf", "[", "dat_", "]"}], "[", "x_", "]"}], ":=", RowBox[{ RowBox[{"Interpolation", "[", - RowBox[{"Normal", "@", - RowBox[{"Prepend", "[", - RowBox[{ - RowBox[{"Thread", "[", - RowBox[{"{", - RowBox[{ - RowBox[{"Normal", "@", - RowBox[{"dat", "[", "\"\<\[Beta]s\>\"", "]"}]}], ",", + RowBox[{ + RowBox[{"Normal", "@", + RowBox[{"Prepend", "[", + RowBox[{ + RowBox[{"Thread", "[", + RowBox[{"{", RowBox[{ + RowBox[{"Normal", "@", + RowBox[{"dat", "[", "\"\<\[Beta]s\>\"", "]"}]}], ",", RowBox[{ - RowBox[{"Normal", "@", - RowBox[{"dat", "[", "\"\<Cs\>\"", "]"}]}], "/", - RowBox[{"Normal", "@", - RowBox[{"dat", "[", "\"\<\[Beta]s\>\"", "]"}]}]}], "/", - SuperscriptBox[ - RowBox[{"dat", "[", "\"\<n\>\"", "]"}], "2"]}]}], "}"}], "]"}], - ",", - RowBox[{"{", - RowBox[{"0", ",", "0"}], "}"}]}], "]"}]}], "]"}], "[", "x", + RowBox[{ + RowBox[{"Normal", "@", + RowBox[{"dat", "[", "\"\<Cs\>\"", "]"}]}], "/", + RowBox[{"Normal", "@", + RowBox[{"dat", "[", "\"\<\[Beta]s\>\"", "]"}]}]}], "/", + SuperscriptBox[ + RowBox[{"dat", "[", "\"\<n\>\"", "]"}], "2"]}]}], "}"}], "]"}], + ",", + RowBox[{"{", + RowBox[{"0", ",", "0"}], "}"}]}], "]"}]}], ",", + RowBox[{"Method", "->", "\"\<Spline\>\""}]}], "]"}], "[", "x", "]"}]}]], "Input", CellChangeTimes->{{3.78981937873456*^9, 3.789819402196154*^9}, 3.789819474816937*^9, {3.790681092801322*^9, 3.790681117801856*^9}, { @@ -340,9 +342,9 @@ Cell[BoxData[ 3.790681402002227*^9, 3.790681423050158*^9}, {3.790685542851465*^9, 3.790685542953432*^9}, {3.790685591570828*^9, 3.790685622587248*^9}, { 3.7906857070679502`*^9, 3.7906857098174353`*^9}, {3.790686466475259*^9, - 3.7906865000258904`*^9}, {3.790686531395797*^9, 3.790686531553914*^9}}, - CellLabel-> - "In[263]:=",ExpressionUUID->"9b0c3339-71cd-41f6-9ef3-ca7bd5b2e440"], + 3.7906865000258904`*^9}, {3.790686531395797*^9, 3.790686531553914*^9}, { + 3.790881720932847*^9, 3.7908817264181337`*^9}}, + CellLabel->"In[26]:=",ExpressionUUID->"9b0c3339-71cd-41f6-9ef3-ca7bd5b2e440"], Cell[BoxData[ RowBox[{ @@ -372,25 +374,42 @@ Cell[BoxData[ 3.784992167089695*^9}, {3.784992239922765*^9, 3.784992242761147*^9}, { 3.7849989835196743`*^9, 3.784998984447055*^9}, {3.785000974761281*^9, 3.785000975480179*^9}, {3.789830929032741*^9, 3.789830929207098*^9}}, - CellLabel-> - "In[114]:=",ExpressionUUID->"a1830ef0-911d-442d-b5d2-b62c202fce89"], + CellLabel->"In[10]:=",ExpressionUUID->"a1830ef0-911d-442d-b5d2-b62c202fce89"], Cell[BoxData[ RowBox[{ RowBox[{ RowBox[{"Sf", "[", "dat_", "]"}], "[", "x_", "]"}], ":=", - RowBox[{"Integrate", "[", + RowBox[{"Module", "[", RowBox[{ - RowBox[{ - RowBox[{"Cf", "[", "dat", "]"}], "[", "x", "]"}], ",", "x"}], - "]"}]}]], "Input", + RowBox[{"{", "y", "}"}], ",", + RowBox[{"With", "[", + RowBox[{ + RowBox[{"{", + RowBox[{"c", "=", + RowBox[{ + RowBox[{"Cf", "[", "dat", "]"}], "[", "y", "]"}]}], "}"}], ",", + RowBox[{ + RowBox[{"Interpolation", "[", + RowBox[{ + RowBox[{ + RowBox[{"{", + RowBox[{"#", ",", + RowBox[{"NIntegrate", "[", + RowBox[{"c", ",", + RowBox[{"{", + RowBox[{"y", ",", "0", ",", "#"}], "}"}]}], "]"}]}], "}"}], + "&"}], "/@", + RowBox[{"Normal", "[", + RowBox[{"dat", "[", "\"\<\[Beta]s\>\"", "]"}], "]"}]}], "]"}], "[", + "x", "]"}]}], "]"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.789817903707137*^9, 3.789817918665738*^9}, { 3.7898179830831623`*^9, 3.789818070963172*^9}, 3.789818128172594*^9, { 3.789818328048049*^9, 3.789818328991467*^9}, {3.78981865828652*^9, 3.789818665814815*^9}, {3.789819419187801*^9, 3.7898194204672337`*^9}, { - 3.789831192249136*^9, 3.789831192735342*^9}}, - CellLabel-> - "In[115]:=",ExpressionUUID->"c5d823f9-e85c-4b3b-b05c-3154ec28aa66"], + 3.789831192249136*^9, 3.789831192735342*^9}, {3.79088174691607*^9, + 3.790881879203828*^9}}, + CellLabel->"In[38]:=",ExpressionUUID->"c5d823f9-e85c-4b3b-b05c-3154ec28aa66"], Cell[BoxData[ RowBox[{ @@ -433,8 +452,7 @@ Cell[BoxData[ 3.7898315199939957`*^9, 3.789831522392721*^9}, {3.789831606978533*^9, 3.7898316137600183`*^9}, {3.789831690098496*^9, 3.789831713568328*^9}, { 3.790686819364822*^9, 3.790686924891573*^9}}, - CellLabel-> - "In[293]:=",ExpressionUUID->"b26da0ea-b484-4f10-9733-25392042ef58"], + CellLabel->"In[12]:=",ExpressionUUID->"b26da0ea-b484-4f10-9733-25392042ef58"], Cell[BoxData[ RowBox[{ @@ -446,8 +464,7 @@ Cell[BoxData[ 3.7795618755287123`*^9, 3.779561880399358*^9}, {3.785804692431429*^9, 3.785804692864304*^9}, {3.7858129014364243`*^9, 3.7858129030771227`*^9}, { 3.789743002867009*^9, 3.789743004777854*^9}}, - CellLabel-> - "In[117]:=",ExpressionUUID->"3b7ef50e-b362-4da3-b734-818bb17a7c2f"], + CellLabel->"In[15]:=",ExpressionUUID->"3b7ef50e-b362-4da3-b734-818bb17a7c2f"], Cell[CellGroupData[{ @@ -459,8 +476,7 @@ Cell[BoxData[ RowBox[{"#n", ",", "#N", ",", "#\[Beta]1"}], "}"}], "&"}]}], "]"}]], "Input", CellChangeTimes->{{3.790500857951195*^9, 3.790500873614827*^9}}, - CellLabel-> - "In[118]:=",ExpressionUUID->"1d9176bd-3b77-4ecc-9453-1c9a125a6eca"], + CellLabel->"In[16]:=",ExpressionUUID->"1d9176bd-3b77-4ecc-9453-1c9a125a6eca"], Cell[BoxData[ TemplateBox[{TagBox[ @@ -478,13 +494,13 @@ Cell[BoxData[ TypeSystem`PackageScope`AtomShape[34], TypeSystem`PackageScope`AtomShape[34], TypeSystem`PackageScope`AtomShape[60]}]], 8, {}], "InitialData" -> - TypeSystem`PackageScope`CacheHandle[2074065195], "Type" -> + TypeSystem`PackageScope`CacheHandle[1978936466], "Type" -> TypeSystem`Vector[ TypeSystem`Tuple[{ TypeSystem`Atom[Integer], TypeSystem`Atom[Integer], TypeSystem`Atom[Real]}], 8], "HandleQ" -> True, "RowTarget" -> 20, - "Data" -> TypeSystem`PackageScope`CacheHandle[2074065195]], + "Data" -> TypeSystem`PackageScope`CacheHandle[1978936466]], TypeSystem`NestedGrid`PackagePrivate`$path$$ = {}, TypeSystem`NestedGrid`PackagePrivate`$pos$$ = 1, TypeSystem`NestedGrid`PackagePrivate`$grid$$ = @@ -495,154 +511,154 @@ Cell[BoxData[ Pane[ Annotation[ RawBoxes["12"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[1, 1]], "Mouse"], ImageSize -> {{34, Full}, Automatic}, Alignment -> {Left, Baseline}], Pane[ Annotation[ RawBoxes["64"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[1, 2]], "Mouse"], ImageSize -> {{34, Full}, Automatic}, Alignment -> {Left, Baseline}], Pane[ Annotation[ RawBoxes["25.0"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[1, 3]], "Mouse"], ImageSize -> {{60, Full}, Automatic}, Alignment -> {Left, Baseline}]}, { Pane[ Annotation[ RawBoxes["12"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[2, 1]], "Mouse"], ImageSize -> {{34, Full}, Automatic}, Alignment -> {Left, Baseline}], Pane[ Annotation[ RawBoxes["128"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[2, 2]], "Mouse"], ImageSize -> {{34, Full}, Automatic}, Alignment -> {Left, Baseline}], Pane[ Annotation[ RawBoxes["50.0"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[2, 3]], "Mouse"], ImageSize -> {{60, Full}, Automatic}, Alignment -> {Left, Baseline}]}, { Pane[ Annotation[ RawBoxes["12"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[3, 1]], "Mouse"], ImageSize -> {{34, Full}, Automatic}, Alignment -> {Left, Baseline}], Pane[ Annotation[ RawBoxes["128"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[3, 2]], "Mouse"], ImageSize -> {{34, Full}, Automatic}, Alignment -> {Left, Baseline}], Pane[ Annotation[ RawBoxes["50.0"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[3, 3]], "Mouse"], ImageSize -> {{60, Full}, Automatic}, Alignment -> {Left, Baseline}]}, { Pane[ Annotation[ RawBoxes["16"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[4, 1]], "Mouse"], ImageSize -> {{34, Full}, Automatic}, Alignment -> {Left, Baseline}], Pane[ Annotation[ RawBoxes["64"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[4, 2]], "Mouse"], ImageSize -> {{34, Full}, Automatic}, Alignment -> {Left, Baseline}], Pane[ Annotation[ RawBoxes["25.0"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[4, 3]], "Mouse"], ImageSize -> {{60, Full}, Automatic}, Alignment -> {Left, Baseline}]}, { Pane[ Annotation[ RawBoxes["16"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[5, 1]], "Mouse"], ImageSize -> {{34, Full}, Automatic}, Alignment -> {Left, Baseline}], Pane[ Annotation[ RawBoxes["64"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[5, 2]], "Mouse"], ImageSize -> {{34, Full}, Automatic}, Alignment -> {Left, Baseline}], Pane[ Annotation[ RawBoxes["50.0"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[5, 3]], "Mouse"], ImageSize -> {{60, Full}, Automatic}, Alignment -> {Left, Baseline}]}, { Pane[ Annotation[ RawBoxes["20"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[6, 1]], "Mouse"], ImageSize -> {{34, Full}, Automatic}, Alignment -> {Left, Baseline}], Pane[ Annotation[ RawBoxes["64"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[6, 2]], "Mouse"], ImageSize -> {{34, Full}, Automatic}, Alignment -> {Left, Baseline}], Pane[ Annotation[ RawBoxes["25.0"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[6, 3]], "Mouse"], ImageSize -> {{60, Full}, Automatic}, Alignment -> {Left, Baseline}]}, { Pane[ Annotation[ RawBoxes["8"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[7, 1]], "Mouse"], ImageSize -> {{34, Full}, Automatic}, Alignment -> {Left, Baseline}], Pane[ Annotation[ RawBoxes["64"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[7, 2]], "Mouse"], ImageSize -> {{34, Full}, Automatic}, Alignment -> {Left, Baseline}], Pane[ Annotation[ RawBoxes["25.0"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[7, 3]], "Mouse"], ImageSize -> {{60, Full}, Automatic}, Alignment -> {Left, Baseline}]}, { Pane[ Annotation[ RawBoxes["8"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263] + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879] [ GeneralUtilities`Slice[8, 1]], "Mouse"], ImageSize -> {{34, Full}, Automatic}, @@ -650,14 +666,14 @@ Cell[BoxData[ Pane[ Annotation[ RawBoxes["128"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[8, 2]], "Mouse"], ImageSize -> {{34, Full}, Automatic}, Alignment -> {Left, Baseline}], Pane[ Annotation[ RawBoxes["50.0"], - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ GeneralUtilities`Slice[8, 3]], "Mouse"], ImageSize -> {{60, Full}, Automatic}, Alignment -> {Left, Baseline}]}}, BaseStyle -> {ContextMenu -> { @@ -707,7 +723,7 @@ Cell[BoxData[ TypeSystem`NestedGrid`PackagePrivate`$state$$, TypeSystem`NestedGrid`PackagePrivate`$path$$, TypeSystem`NestedGrid`PackagePrivate`$pos$$, - TypeSystem`NestedGrid`PackagePrivate`$grid$$, 1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$grid$$, 1776548879][ TypeSystem`NestedGrid`PackagePrivate`tmpData$]]; If[ Not[ FailureQ[TypeSystem`NestedGrid`PackagePrivate`tmpGrid$]], @@ -738,14 +754,14 @@ Cell[BoxData[ TypeSystem`NestedGrid`PackagePrivate`$state$$, TypeSystem`NestedGrid`PackagePrivate`$path$$, TypeSystem`NestedGrid`PackagePrivate`$pos$$, - TypeSystem`NestedGrid`PackagePrivate`$grid$$, 1451539263]]]], + TypeSystem`NestedGrid`PackagePrivate`$grid$$, 1776548879]]]], TrackedSymbols :> {TypeSystem`NestedGrid`PackagePrivate`$path$$}], TypeSystem`NestedGrid`PackagePrivate`$bottomBar$$ = Framed[ Dynamic[ Replace[ MouseAnnotation[Null], { - TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][Null] -> - "", TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1451539263][ + TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][Null] -> + "", TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][ Pattern[TypeSystem`NestedGrid`PackagePrivate`path, Blank[]]] :> ( TypeSystem`NestedGrid`PackagePrivate`$lastPath = @@ -779,7 +795,7 @@ Cell[BoxData[ TypeSystem`NestedGrid`PackagePrivate`$bottomBar$$]]}], Spacings -> If[TypeSystem`NestedGrid`PackagePrivate`$path$$ == {}, 0, {{}, {0, 0.05, 0}}]], StandardForm], - ImageSizeCache -> {157., {108.5, 115.5}}, + ImageSizeCache -> {153., {89., 94.}}, TrackedSymbols :> { TypeSystem`NestedGrid`PackagePrivate`$state$$, TypeSystem`NestedGrid`PackagePrivate`$grid$$}], @@ -793,9 +809,8 @@ Cell[BoxData[ DisplayFunction->(#& ), InterpretationFunction->("Dataset[<>]"& )]], "Output", CellChangeTimes->{3.790500873928317*^9, 3.790680744086668*^9, - 3.790681304959074*^9}, - CellLabel-> - "Out[118]=",ExpressionUUID->"305f9fe3-8a8d-4a5c-b42b-c23e67a6afbb"] + 3.790681304959074*^9, 3.790881552322233*^9, 3.790881662895382*^9}, + CellLabel->"Out[16]=",ExpressionUUID->"9128c202-555e-46aa-a242-5149ed47b853"] }, Open ]], Cell[BoxData[{ @@ -847,8 +862,7 @@ Cell[BoxData[{ 3.790500027298358*^9}, {3.790500832505785*^9, 3.7905008364464607`*^9}, { 3.7905008834877453`*^9, 3.790500908670889*^9}, {3.790680745136145*^9, 3.790680750622045*^9}}, - CellLabel-> - "In[187]:=",ExpressionUUID->"965aa541-441e-48ee-b9c7-6c04093a0d42"], + CellLabel->"In[17]:=",ExpressionUUID->"965aa541-441e-48ee-b9c7-6c04093a0d42"], Cell[BoxData[{ RowBox[{ @@ -886,8 +900,7 @@ Cell[BoxData[{ 3.7898650248002462`*^9}, {3.7898928173005323`*^9, 3.789892817580557*^9}, { 3.789896880637479*^9, 3.789896886211711*^9}, {3.789932613953886*^9, 3.78993261910413*^9}}, - CellLabel-> - "In[264]:=",ExpressionUUID->"0885a315-6bfe-4916-87e6-8a66c95472da"], + CellLabel->"In[27]:=",ExpressionUUID->"0885a315-6bfe-4916-87e6-8a66c95472da"], Cell[CellGroupData[{ @@ -896,6 +909,12 @@ Cell[BoxData[ RowBox[{ RowBox[{"{", RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{"1", "-", + RowBox[{"3", "/", "\[Pi]"}]}], ")"}], + SuperscriptBox["x", "2"]}], ",", + RowBox[{"1", "/", "4"}], ",", RowBox[{"x", " ", RowBox[{"c8", "[", "x", "]"}]}], ",", RowBox[{"x", " ", @@ -907,623 +926,630 @@ Cell[BoxData[ RowBox[{"AxesLabel", "\[Rule]", RowBox[{"{", RowBox[{"\[Beta]", ",", "\"\<c(\[Beta])\>\""}], "}"}]}], ",", - RowBox[{"PlotRange", "\[Rule]", "All"}], ",", + RowBox[{"PlotRange", "\[Rule]", + RowBox[{"{", + RowBox[{"All", ",", + RowBox[{"{", + RowBox[{"0", ",", "2"}], "}"}]}], "}"}]}], ",", RowBox[{"PlotLegends", "\[Rule]", RowBox[{"{", RowBox[{ + "\"\<High-\!\(\*StyleBox[\"T\",FontSlant->\"Italic\"]\) expansion\>\"", + ",", "\"\<Low-\!\(\*StyleBox[\"T\",FontSlant->\"Italic\"]\)\!\(\*\ +StyleBox[\" \",FontSlant->\"Italic\"]\)expansion\>\"", ",", RowBox[{"n", "\[Equal]", "8"}], ",", RowBox[{"n", "\[Equal]", "12"}], ",", - RowBox[{"n", "\[Equal]", "16"}]}], "}"}]}]}], "]"}]], "Input", + RowBox[{"n", "\[Equal]", "16"}]}], "}"}]}], ",", + RowBox[{"PlotStyle", "\[Rule]", + RowBox[{"Join", "[", + RowBox[{ + RowBox[{"{", + RowBox[{"Black", ",", + RowBox[{"{", + RowBox[{"Black", ",", "Dashed"}], "}"}]}], "}"}], ",", + RowBox[{ + RowBox[{"ColorData", "[", "97", "]"}], "/@", + RowBox[{"Range", "[", "3", "]"}]}]}], "]"}]}]}], "]"}]], "Input", CellChangeTimes->CompressedData[" -1:eJxTTMoPSmViYGCQAGIQveXA9HOxNm8cBbfxXwXRSRekHoDog4/DXoDoE1pT +1:eJxTTMoPSmViYGCQBGIQveXA9HOxNm8cBbfxXwXRSRekHoDog4/DXoDoE1pT 3oDoV4wb34PofheJryC6K6YUTC8s6ZGJA9LbCvrAtNi/5DAQvSqnNw5EL5Kt qGsA0gJh4Z0ges7/W+cagXTJx5MXQXRDcvmLdiDddqvlFYh+dHL/LxCtbPfg D4j+XLJBqgNIJ65YpgCiz0Zc1wDROh5huiDaIOj3ialA2s31H5hm0qz5Mx1I M//K+guib6wr5JgBpPc0rwLT+xM3z1oKsr93F5jWO1yyEkR/Llq5FkSzzXc8 DqLX6KicANE80frTlwNp7n99YFpUs2oOiD4WVAOmUxw3cO4E0jMthblA9LMN -/4VA9CvOkyIguo7zeMh52zeOQf7MYSC6oIU1CkTzKJ4H0wBokcHO +/4VA9CvOkyIguo7zeMh52zeOQf7MYSC6oIU1CkTzKJ4H01/Y7M932L1x5Ns1 +8waIBgDMHsn2 "], - CellLabel-> - "In[269]:=",ExpressionUUID->"b9af9737-77db-4699-8144-d484234a5c9a"], + CellLabel->"In[81]:=",ExpressionUUID->"b9af9737-77db-4699-8144-d484234a5c9a"], Cell[BoxData[ TemplateBox[{GraphicsBox[{{{{}, {}, TagBox[{ Directive[ Opacity[1.], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]], + AbsoluteThickness[1.6], + GrayLevel[0]], + LineBox[CompressedData[" +1:eJwlkXc41YsDh6WyUpFVZBy5GTfjKjfE+XxpyDWyUigdDmVmpIgKESrKISnX +zkqyyiyUUcgMJzujY4vTUGT8+j338zzv8z7v3x+SrZuJPSsLC4vPb/5vuWfp +S/cOCcONt+4LsWNN0/jH4vQK0xFssZPFDPNEcjBl64PpsMuwCuO6JkKtIOeP +8Ii6cAeBgwHmDcs2spiA8Hlbs5s4aJsR+WSqnxyus6vqZPxdMLj7Bv8NHiOv +aAiGSX+Jwni1SOIt+XnyPnpcvqTgfcwa7JunLH8nO7uJ94iqP0SodAmjLXeZ +nMqRtm6HdTx6pU3gKsmK7hQZOf7rSVAdvTpAPsOGsATzx+ymKRiuszYY2LwJ +u6YeaG5kpGLynK+OlBAPKv/ua2f1TkMIi4QxMbQNlkGiZ1k4M9CwJ7lGe0QA +tJ2pd37teQwNQml0KXIn9jh+klyszEYRn8TRbjEJ1BftLlkwyoGEsYBpBq8k +Vg2ffGR65cH5sQ5bvP5uNDUvlHkH5UOvNji35p4MhL8JBV/SL8CqjOJt60U5 +FBOW270GCzE3zphf2KSEDef8Rjwzn2Ej50d5psNfMImIz/Fwf44NrVs2/tGp +jNmeQcKNtRgvdLddV+tSgdQFqqPT7jKILGUVC1zXgOfD4L2Oc2Xw1T5R129E +xquq9JVzpeUYERIr+SxIwIp7gmb/z0uELJu9Pcypjah0l3LK+SocfcR1w+Dg +EcwzjlTnibyCqJXGxViqDgQvn5BWDHgFqv1N5dVbR2GX5MOU130NU4+L/JJz +/4BlpvzGn33VMHvWWG7DZgRp/3dT2agBb4/R+GKhEQy39R+TS6sBe5adrwTV +GPGqKztkXWuRpqXSub3FBPtvIHf3Wh1iqb7mxS3HcV6slk7a1QAX23sxab6n +INXieVQgsgEzSe4X4y6cRu9VUjnHSgOyz742q3S3hs7AtYQ5eiOYOkMc9Qco +kIhXs6u41YSErLjqp1a2eL8jj3nySyve6izLNKydRe2n3L8yFNvgnX+H/3nC +OSRrhEyJn21D4+m+tSJNB5jP7DvF19GGIyGPulaDHFGtF4WlnHY82zJ3NU3W +Bf9yGbDVUzpQeK1sKGnGHZdspaq0YjvA2m1mZqDvAZPyX94vmjuQZtqsw/bU +AxxO2ZO56p3oKDieG+fhCa8G9uYY/i5Mc9ZeNmD3gkFYdTS1ng52WSGuPjtv +rG1UJa0p9mJIMpbn/sQ1FAZpF/Tb9qJ9gr1zp40/7NYZaJXH9CLFf7E1vNcf +9cs2Nhd/9WLubp4qv0MAIr/eTpl+0wcXAWF5aWogJIY/krpPD8C2iNVWzi0I +EoMHad2Hh3BIV3I5fTAUizt1LXTODEG9fJxxRTYM760MScU+Q0iKnnWu9wpD +cM/JgugnQ3jhX65fwX0TE52u7Ya8w1DStLAR076F/HexvHX9w9hukE2vqA6H +Vtk0reDCKNwpzT9LN9Nwvr8sNTl8FArmOeIRajTErYU+u5s+ipT0TqOH9jR8 +OyzV5fphFHnG695bVNKQ8f7UdrkDn2A92HjMzzMKm2aaE1NZGdjaKKZGMKLR +JZb/JJo2hhdTDdXt3+6DVfvay+vZY7AS6lTOlI6Fgr1+s0fNGPISpJ8+t4xF +2JOJz8e+jyGwJPuV9+tYqKuSlLktxlEiTqIm0h4gyTiqNFhiAl7VLTGuGnFw +DPaqu5g3iQPG8oV8LxNQruDUE9g4iWny28WOpQRw9ZyZjWBMQns2VZmulohs +eT2BDJEpMG+L+ySXJmKGTrKnh07BuF3eRL8sCe6yrRv2U6axnnwsJWA0GT4t +sod+8swiVcaBa57zEQ6Fu9loqs0jbEW9qrQsEyNy+236D89jl/SRPwsGMxHQ +sErxM5mHf9SC4Zv1WXjJdodS5vy7FXQqjhhmYV9gzhmVxHkk+2WqJH/Kwq5L +k6fl1zNh4WQXUySYDVYK1VK0mYmKh608TpE5eL33hOkK5StIyUW/lmfyUVal +mH26aQHnuu0i2FxLIEWXEn4rvQSVNLHzyl2VWNXVX3HVXUGE84cMBbMayBkX +plqeYCFGF5XixbbVgzvnBIvo7DriLTWC7P2jCTL6t6dGfdcTlXtbCyyE2xFo +vZ/dT24jobghYPeqUieikq4MKFWwEU2vYryGDT5gyER9rNiDg/AL8tsi/7kX +DnohflpiXITL5heuNZWDyPR0bpx6uomoy+KcGT84DCnuBj27M5uJ6QcF9X97 +jOJkZ1XI8tctxIaqD5c1YxmwCxXyVT7OQ5BAOlW7aQJqOoI/HPbwEj0PWfjq +YqbglDjcpvCdlzgU+sWcxjv7+9/Jmv6WbUSTmv/ZpZE52JtX8AnH8RGH9eyG +TI2ZeJrc/djChp/wXr2qQin9An4pJYtANQEikSleW2jwDXSymb3qekGCTryJ +rad/R0nU81sfBgQJoyIpm9XIH1DhPLXg81yIoIpQ7gSYLmKrUFvl4yvbCfuf +i3ombL/Abh2QXH18BxHe/fNd6+wyrDRWBp0khIl2ZeaV3ppVWARoRRekCRMs +/434Hz4rlOc= + "]]}, + Annotation[#, "Charting`Private`Tag$114440#1"]& ], + TagBox[{ + Directive[ + Opacity[1.], + AbsoluteThickness[1.6], + GrayLevel[0], + Dashing[{Small, Small}]], LineBox[CompressedData[" -1:eJwV13k4VO8XAHApS5aMuWRnxqikJH1bKDlHaZE1qST7TrYkpI02IVtClCUp -kkpKouwizDCWZJ2RNZJIpIjf/P66z+d57vO+5z3n3HPvpdp7mzpxc3FxPVjG -xfX/q8qrR3/v6ErDG1L3bEXs0u7Dv/98+zflBhm4yO1amKp9zVbk7reb52BD -tFZJw7MS7bx+kpyH0FVYIzKy7XoQU1teXNrL3iwM7BgY85Xo1b51gFZmfj8a -jO6/GeNKHtb+p7X65rqft8F7R3OvxPZJ7a3tyXmKqxMgSCvM+9fijPYpb4VO -uZ1JYGa3+/nFzAXtDP7MZVLW92HCXEppD8ENHQ+UVcSupMFx3WWp/Tq8cDPl -2BO+Iw9g0ctm5FKvANDG7u7mGcqAAtqfD2eHRKB0e3czd0AmiCy6iMblksHi -qpwz18rHYDxJuv77njjEymZEzW98Ao8WnuXSpGVho9ug4p/SHBConq0+lK0A -HwvWFs6a5ILAtRl1twIqLBo9ZU/5vYC+SLcXq2rWAJ0xWxRwNQ/uXQ0WFJ9Z -B9K/JK75G7yEb3sK/At3q8AbtJD0Y+WDd5WPAMiowQqX8/2+Wa8geX0iMfF5 -M5hG3s897fMamjLfpVRu2gLfO1nozf0Gsu+cEStctg2Uzji4ua8tAqMBJ/mR -nbvAN+naf24/isCVmrzx0ogWlJc9+ufythheHnO+I5quDSeFvsY6HXoPPEwi -8ay0Dtx+5FFs61UGy2b90pkzujA5tL/yhUw5TBY9m1Se3werzx1fpxZcDjoF -rDFt3gPgmBY4papXAedOzvdfU9UDrvHi6xu6K6HZxrzpYZkhrLvcMJYDVaAV -sjBA/DQCI3KPsUpmFTRLrCjkFjeB+xr/pNZ7VkPXYCaf8tHDsOM6PF+79AGS -BuiVrJkj4CVf3U6l1YGsHIvF9eYEKDX6HhSPqYPl+5Y/0Qi3gK6L1GL+f3VA -FvQAT7uTcKD3UsqP9nrQGnuiUSJpBZT7mo4l4XR4unnL8P6jttAi9WLK/GcT -XNfOWvyywRGqB5+rP1ZjQvr5qGzeZ46QrnVjTMGZCYpLtZqRak5wbHyrJdHK -BJmp7MoiDWeo1L8Nf3ObIbPobJTTSVe4J2DI+9G2FeqEe+5U93mAv71SmU5i -K2Sulc8/FuAJpsXzAe8YrdB86oLKVhEv4HfPGX2+sw1eT+ScoO/xBr86Pka8 -2Cfg+3g8JbvHBwxvVsY5fGyHt7DJzfr0GVji0aAuqXWBstSZOVfSOci/uudl -j30X/Ce7Jo/mdg4clxnqFMd3gURB6IJ95Tn4uGBnd3a+C+7cC4r18g+CmOmI -B99qukHV9nTv68HzQPnCpnZY9YK09b5pVucloLD2xnbs64MFjxNvibgroFP0 -LfblmQFw9H2bM50ZBl49RRnptwagymjyb1ZfGCQvhb6KfjQA7aEbnqbKhsOv -fUqfPD8PgHZcS9+R+HB43GIpqbJrEES93Jr6wyJAcJyRmsE9BKXyy+6VXY6E -T/J5T+Nih8E5r2P58bcx4HbN78PZF6PwcIvKd6dvd0D3lrfdbs1JcLYejvwt -nQYV/x0/8s92GlrPq/b/oGdCUZlajhV9Fiz8L6elfs0BpXYl6dp1f2G4Mlr1 -fFoeLOoZ/PPU+wdxU8+PH3r1ClQO52dYHOdCgzCByO2qhSCUe5xL7vsy/MSr -PVOXUgzKBhFjA0HLMU91/IGaVimEWO/gO6/Cg6IqkjYqhhVw40wM68NmHnyj -LhHcd7QCwm+OFpB28CBxvcv7nnUF3M6/5/h4Lw+O7WjoUvCpgExerspmSx68 -9uN6kUNcBdQ8/3hBOZoHPXrbbrK6KkBg6cTPT9M8aEFTVe/0rITbaRd6N5fw -4qzaXudnj6rAJiFthruaF7VaXwzn51XBxshK4U/1vPj99fZ75e+qoDaIX/tc -By/aD5i3/GqugoWjd1IrpnmxvN3+c8ViFTgL5dqYqvChHG+/0Z8T1aB5rvvL -mUQ+3NgSdVpD4gP0me4cfnOaHwdD91go5dVA5ZVoklsgPx773BVqW1IDmfmD -O2Uu8+OvRO6GrPoacCVHR1++xY8xxJqa40M1MNU8oHEwix/PUFwXtWVqgftw -ZERnDz92ru7j2R5WC0rGfZsXDqxElZmhS0peH8FV/8Z5HXkBnG/n4Zu1qQee -vgpKsJIAVmiXGh7yrocMv38fSlUEcCI1pDTnUj30pPiRtHYIoPaf1N0xKfVg -Mmn/aLuJAJ6LHoia6K4HjXho2nBFAIPzyO5LFg3Az55TXD0sgKKmMgEv7OmQ -5XuqfuyZIHbzkJ1eJTeC0KhPXt5rQZyyeH+D9bwRfG38E/zfCaLlrKKIVFUj -aBuE2HPXCWKIX9jR998aoX1N4l+pQUF0TpareLe7CXg7K1X0pIVQbnS9Vc5g -EziDdETWDSG8GbfTTCyNCUpCdfqONsIY7K5/eCepBczbym4sTK/CEHudQ/58 -n8AxVCJoy1ESbkg54m18qgMcrgiaRZuTMKhY1+hGYAfYX1xSHT9JQotpJ52i -6x1gd2bkyyN7EgoFEExyegdY2xTqSfmQ8ABJ+0JMWwec2HFciiuChGc+6FLj -tTrBaCThLaOchCw7C4lZ3i4w6g+/rVJNQufSk0PHiS4w7L3kEVpLwiqdh6Ev -FbrAoNWZotNIwkMzMz36Gl2gV7b95utuEjKPvWyRcusC3cT24/dmSRh+cscM -d10XaB5Y/dt1oyiOzQiJHQjphgS/i6tuqYniqnvjec8juuHng8E1L7aI4sqL -D9cJJXRD7kK+2YyGKN5Wz/mUm9MNlHzj/JB9omjU1nDvbGs38MqFeSZbi6JP -hG/OnGIPtPycH2iIEcUac9engkU9oEZxmJ+IE8WTsRJcXJU9cMuwnkxOFMWH -F4iB4foe2Jd9V8c8RRTlE0jDET098NZqW9rgE1GM1J7oVlvqgdSPXhb/KkVx -k/HfHbU6veCe+oW5aYazH/kQ2764F56+f3Yzfk4U6x8aFPyo6IXxrnO4MC+K -/eVa+W51veAtQc6r4yZjqYvutFJHL/jF7Il2JJFRY/0F08JfvXDpykPD5A1k -fLBLKUxHhQVl6d48y9TIWHc6w+/eZhZwle0qcdlCxqEJL+aX7Sy4Ot+6cZsm -Gb1+7Xn6314W3PRbIcTcT0bK6PyzMQsW3HZ2quexJ2M6Ifn13g0WtF5Tv+Lh -RMYmmdrVryJYIPbwn2arKxn9p/xGH8ewIJEd/yTdm4xrZ0T6TZJZcN+85uau -i2Q8+aF7y/NcFvT638aMYDKGbhxdT37JAvl46zn+a2TsX/k1wa6ABQ+aZ13a -w8kYab21vbKEBY8PrTtw+i4Zz5rqrYhmsGDEdXrx8z0y/l42Um3UzALl0LI3 -2mlkvLHHaPnfNhY8rTq+VugxGV0GBRfJPSzI07rJk/WKjHYr1YSNR1kwZWFW -IlxIxqQjtb3u4yzYco5y1q+YjIpv1Lf7/mBBQcHbQZ0KMi53XXdt7wwLijeN -VvU0cuIx31A6ucSCE5eVi1a2kNGab2s2cLNhrsnl+fZPZIxW/1h9YQUbtp0e -vhvTTcZpZ9K9Cn42tFWsiSphkdGMHne8ToANvmSnq2NfyOhup2NQJsSGvFcD -nrpfyei2bPngWRIbjFbQHE5/48SbIRO+ncyG72b25qkTZFRLc/EaItigMtu3 -Z+4XGasFxn8LS7Chbj9FY80cGa/oW6eHSrLBNdFG1XSejP8iAiJ/SLHhkQZL -IncZgX79J7XCZdmgGyYn3LmCQD3ehGUlcmzo77Tk5uUnMGrfUTJLng0hKvd/ -bxEkcLTOzue7Ahso57vHbVYRGOQYLveNwobSBun+W6IE9kZmynymssFK1uJz -kRiBas63PF4qsjnv6ST6sASBywuUyEE0NiSXdFQQMgR6jh5bpa7EBs1VkoUo -T+CSFOHQznGH9fFcTyqBFStMyO5r2OD/IuFBshKBKCIoP86xOFd7Qu06Ai/u -P3jTci0bXpuI3/qlQuCiNfnIO45NH5iFUDcRuFfKo2SG46mpOH8jdQLZ2kks -8XVsiNnTeur8VgLj+li+ShxviiPbZe8g8KWpQSiVY8bA4WOfdhLYWr6oLMyx -x9ZYfW5tAvtUqU4jnPUErjNRTYdAIb/xg3kcP/kkst1Sl3O/btYXF44PrjXe -EHaAwH/Kj7VWcTzsH0V5c4jAlGB9l4ec+K/XMsQHDAkkX+XzXsexkqSwIOkw -gSvA3C6Zc/5KVwOu3WYEuiTX6S9w8mVXFDHjdpzA86Yzuww55hJoGEuwILBh -/gpEcvKbaiHQV2VFoAq3suN7Tv53P9X7NGlLYGF2VmEXpz5BBh/LDrkQaCkR -pjjEqadUCl9BgDuB65PfHG3m1Pvt9/05mZ4Exm859iOX0w8zUR/uLJ4h8PsJ -magt0my4w14RviGAwDGr8y96OP20ZbPuZfMgAjPsKr39Of3m01zplh9MYPpt -Mu85MTasUuS2YV8l0OhH9dwXTr8+89UxEwol8HpOXtVOUTaMEeXazpEE3uuW -l30vzAanYyWEdDKn/km13ks8bIiqEifvSCFQ9Iesw/RyTnybvUhm6QQOy3yF -jmWc/AsqCEc9JnD1G9EJv38seF4WzMv9ilPvuc7s+WkWfN7YuULhDYEtibln -Aqc48y1ZfblWEYFS3zOThidYYOrXv3S2jMCRuObNiZzn/7ey7p/RBgLPNPjS -9FksoCTc/83bRKDh7dPWZt0sOLR8ZobWQuCdzYFuxh2c+dX76KdVB4FnJ7k2 -yLSwAG/zjTcPcvrJ4eaiwAcWhM3Xs4r+ETh5LMz6bxYL8l1pve1cYti33ddE -NJMFPZ/Od08vF8Njb9JoMuks2JS3sUNVQAyH18k18t1lQYtjVPOD1WIYLPGl -80AoC2QaD1eHqYnhxLEIzUAHFjxL73hywk4MFd/dV9cjOPNoMf5gsaMYOge7 -mQUIs+Cj5ZERaVcx/JGp8z6JjwWDko1KPV5i2NqZ/OXdPOc7OrYqzfqCGK55 -Smw/N9ALN0KexzskiuHD+Z+TM3m9YGt/LcSTIYZ62a32qft6QUxp84kQTXE8 -37JWrO5ED1x+bbstW4tjr8RlgaY9MKYbK9oE4lh0ESWp+j1Q7vSzTna/OBrP -hfyw0+oBj6zXO9+aimPcq7JuR/keqFbRlP1xShxpJ/2Wb/vSDWfV97AtU8WR -q/SSlrlDN7RrmzlpLF+NgZ0p2wRsuqDw9uvwz72rsci4jKqp0wHbVlrOBr6W -wLtHC11cj7SDR+fFoqRCCWysDJVIN2iHzCdpF4qLJfC93IFj3fvagXxogHuh -XAIZCcWJlhrtMBnuLnKZIYG7S37Qw+XaIVfonPL1YQlkftktfe/rJ1AkJVjE -Skqi6oHz4UpXPoGIBLP0yQVJXBXccCW/qg1UOo4prgqWxCOF8qTQkjbYn9R7 -3feqJBp/MDtpW9gGl2S+GewKl8Tkn7uUqU/bYEKBt5ueKImxL/Zc777dBgxl -rd8/8iVR5lRu9BaHNojYma22fVQStdIc4hz42oDPOji98qgUnspVL3ls1QrB -h4N0vptLIeOac+qceSv81fXrl7CUwvj9TFsjs1YY3+Cq5GkvhQYNGtd49Fuh -5Y9xtoS3FP6wfEfN0GiF+/EKeR43Oett+HYnTqwV1BmlZavfSWHhg/QJw6YW -OKn1j+VOkcY1d16ypU1awNqAFHadJo2RILjZ26AF7C1p/6Wvlcb+CtfGmoMt -4H5BL/TTRmlMY6V+u6zTAkHv49VQUxpV4+86Sv3XAne1NgWLm0pjsmKg2sjq -FmjTsqGWX5XGsQueRT19zWCwu8JBfEQajVRK8zwvNsNWbc3nZ8ak8XVXjNWu -oGaQhZdzzd+lUcfLar1QQDN8xweRUb+kcS2RIVbo0wxRuiGFfNwy+N4leU7d -sRmY+jqCf2VlEIarhor0m8HMoiKfZSqD5dYU12VyzWAZULEsu1QGl0p2S3+p -ZUJGTm4YvUIGZTRIryM/MOFrb6LoVLUMfr0gFKBVxYQzul7UnQ0y6KVt451e -yoRwURkd+mcZ/NijOBpSwITCp37Bk5My6GTR/if7IRPIfeuWNGiy2L/N/dy+ -ECaYE0So1VpZPMWtGq5ymQkp+xdXXVkvi15qcSGiF5mg/KxNvkFNFvNybisM -BTIBgkK0rbRk8amP8u8MHyZ4iHVfDDkqixGLY3yBtkyoPRi1UBcqi/YHdCQv -6zDhpwdLaUuELFbUp5j5AxNkYzcZJkfJopW/Yar3bib4dDamuMfLItVT4Iir -JhMk3UVA8KEsGih4E77qTHCPiAkxKJVFjQWdgCEqE4Qab/M2/ZJF8mRVBaxg -wuEjiaQ2Ozm81PZ74NT9Juh4YuHP7SSHyrMx33yTmsCWS75ns6scLjXsrb2Q -0AQ+zzKzIr3kcCqUNn03pgmi+PK1D5yXQyO/gqGf15qg/h3do/iOHE7XlgRu -8GoCXSXuuvRaOTxzuUbhwZ4m2DHjEeKpKo9s0m8e5elGOOSqNxmxWR4/9C96 -sycbwbJ7jU3Of/IYGzm5KmmiEYIrWFojmvKY5Pu5nzzWCB8jTeZs98tjzb4j -jyhfGsF87VZvMxt5nLV8/CijqRECj89b7orlrFemQPBy/qfC6z83nLgjj62+ -H5Z+PW2E+7tf7wxMlEfJjnrG0JNGKKd5ShakyON62UF+xqNG4J9ktW7KkcfT -bTmfX6Y0wt2blYcUq+TxoLh/YWtkIxQVhWmsnJHnzCPJw97ejZAn13Dg1Jw8 -Dm05Iejj2QiPQ4SOM+blsb9lU73vqUa4oxd9NpZbAfmrYowuuTSCV+edfCmS -Atq0FeAzm0ZQ/JO2UWWDAj6VfbPTzYQTr8Ybir6dAprgXI3Bf41gUdjPH8lQ -wPYPT/TMFxnw3DDxaAFTASsV+X8PLTCAe1A/o7dVAXPOb1vwm2dADqlg16Yu -BQw2P8iXOMeAP26hXk3DCihqvn5q7CcDDFatHuPnoiA5JyOROcKA8fJiY30p -Cu7aIyMX2sKADWtXyDD1Kfjum+NeoxwGfByNEb1hSMHo+Bo29xMGOD6T49cy -puBpuPTybRYD7m/dMZNlSkE2xWRy3SMGCO11b7p8goLhxO9isXQGTNgwr6q5 -UFBFJOHi2gQG5CfdH4+6QsGw2eUWilcZoCm8rdSwiIJ5tPD5bbYMkLYxKpov -pmDQvI3SfzYMWMhzef3kPSfe3KMq6tYMKDVLzuEpp6Ds1tCPapYM0L2/lFBS -Q0F5g/UqO8wZYLKh3lu1jYJqqv6Jp0wY4KJnQxX+QUH/idxr8joMiL8edo2u -RMWRsFq3NiUGPPaxTLVaS0UN4/fPhTh+c1Lt7cQ6KtptFbizj8aAdvVP30gb -qOh1Vky7iMqA1SzKkaPqVFTaFLYiW54Bd7e/pbJ2U7Fzm85ShiQDkkeGS38c -o2K1FV+5oDAD0vR0/5DDqMhKksry/U0HxWd6Ax/CqajJTHtZPkuHTJIxI/AW -FfmHik6KcJz9+cQDVjQVr+dqRz7/RYd8J2+9nAQq0oYiT/6aokNNSHKSTiYV -TwR6maWM02G8aFLTp4yKghn5VPt+OmiopAQxZqgo07si5kETHUbXWl51+E3F -ndkpfXIcJ9Nkbv2Zo6KwRNrj5EY6LMgmpaxZoKJbzLnYeAYdKkTiyy9yK6J/ -IbMjpoEOh2Zu8W4SUUQH2mn2/Vo6WJZfuB2lrIjxIsXXJcrpcPmYZY7xSUXs -28LTqZtPB/8vWYW9lor4Slg8gPWSDh4e09WnrBVRcdfZU4Ecm18JZ4faKaLv -Su2jz/LosOX5W7FyF0Xc3ntTQeYFHQZ5xC9v9lPECNqCIm8uZ/8CxhHRSEVU -zZ8NXP2YDuJi8K+lVBGd7NN2rbhHh50TZZb1KjScKfZz8r1Gh+bw3+ZWG2lY -Y3CtisKx6zq1o5OqNAx+tcak6SodEm1TDVer0/CSb/rMRo5/tVzQtt9Bw0FH -3rNjIXR4UahJ+buXhudyyPZel+mgFPJqYL0VDbVWvOpIDqLDO7lv7PfWNDTY -yHPQmGPTYsUeY1savi+bG13Occh0bNtZBxqORe2r8TxHB5aTz4cKNxp6KS0N -7A2kw91Dqlkn/GmoP7eN+ecsHYTFstzDomnYGWBvGHmaDqnEF139WBqaRvUY -IMebCBkF4TgaUroCYqZ96GBCjm6NSaDh96TqQQuOb5MCtO6mcM7/PrFmozcd -JIUPrMp6SsOtM9SEXg9O/LwjL6traVicn1WU5kqHAh7qrRt1NCyivh625ng/ -z0nngw005Hr8/qg8xy4rmqTpjTTc639+LsWFDjnchVdbP9FQPeXtgXRnOmxe -unG0f4CGQcmd1XmOnH5ZLFfLHKLhi4Ll385wbLr4d6XzCA31cv4a7uD4zD+v -0tExGkqzFz6WOtDhzfyxdVNTNMx04A9n2nP2n49Z9mqahn7BJpHxHH/+W9/t -N0NDkY3v6y04nvujHTM3R8Negcc/h+zoEPYn0L34Lw2bCwJ6nnIs/Sdf98IC -DWXZxNJpjnPmxuW1F2lYR6dZaHC8a27tn6UlGlbHm3xftKXD/wAizQ8x +1:eJxTTMoPSmViYGAwAWIQrbV56a8pLlL2DGBwwV6lODkzS20nnJ8nd+SaovJJ +OP8/q4Xif/1bcL7jztcTNxY/hvMzW0qOlq5/Cee79OQn2lp+gPMPGocH/034 +DOfv3K+/KvbMN4T911Skjqv/gvP/efr8zfX8C+drBW5aFBXO4ADj86wJZ5B9 +ywjna/h0v3pcxQznN8aZs1drscL5k+bX3DXYywbnPwiyeratkAPOz/Buq3aU +44Lzlxdln3q1lhvOV+E56Z0SzwvnR1zZ3/bnMx+cn9IuXmUUKgDnW7qLfc/Q +EYTzs+Y9vKD3FcHfpffy8J1zQnB+atheYalZwnD+2gU3VkYmisD5IioGkY2W +onD+NbuQVAtmMTh/+6QtXdfvIvimnDHfKraIw/n84hf2rayRgPPZ4xoWHAqV +hPOjbf7ey1KQgvN9bA8miz5H8GPKDzKu2CcN5x/36Ptzsl0Gzg8Mni5wJVEW +zjf/mtOYqysH5+/c2WnB+RXBj9r+iKP3rDycr63GIn3BWwERfrym+3x3IvhT +WztbzqgowvnzPV1+CnUi+BZac6vOfkXw68NiVvlHK8H5oiL2fy/tQ/Ct3u2P +OaWlDOfziizP6uxH8FXYnm88chzBt/6h9vP/fwQfABTa6Dc= "]]}, - Annotation[#, "Charting`Private`Tag$67707#1"]& ], + Annotation[#, "Charting`Private`Tag$114440#2"]& ], TagBox[{ Directive[ Opacity[1.], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]], + AbsoluteThickness[1.6], + RGBColor[0.368417, 0.506779, 0.709798]], LineBox[CompressedData[" -1:eJwVl3c8198Xx41SiYzP8LHHR/FVZgmFc0SDNLRQQlaSUVGiZZSQFIUSQior -ycgoe5TxGWb23uSjJYX8Pr+/7uP5uO/3Oa/7uueex72ydh5HHLk4ODgmOTk4 -/j8q5b78+9hIDNYdT5zN7f+nZ/b7z/Tyt3Pgu6aCeI+QoH/bVuDJdLAPuKrY -0deLlOhnDwlKuvIFwkx7VLC6ElNfiiTmbncsBHp1bLclh/boh+2lllnEPYAt -jQoJcepj+su65GCF75FgWnQtV7CDpb+tPTZbjhwN1kXrVuye/dI/7yHdKbnj -KQQo7VCf2bikn7w2hVPUOg6q7C5UWNZwQkeSohIx4Dlc4vYgOI6shuD4E2lr -jiaBXJra1SQPXqBOPdFbPZoMW3y8/nvqJACl27ubuLxTAIIePjnvIAwnAyWd -ONa9AppWct4PExJESCSHL25JA7uw+W8WBeKw5dyI3J/SdPjUk/arSlcaPudv -Kpg/nAkjv3WnLa/Jwr+DGf3fvN7CD8uo7UmBG6GRNl/kHZgNJnN81KIsBRD7 -KXL7iuk7UN2/ZSb5x3/wHk9SvPpywJRX9a9/vQqsOntt6NLrXNCsj6yVyVKD -I/fjMi9eyIOTlvmEPG4N+NrZhx5c7+GHbNyh8tZtIO9pf85lUxHU/KfpxcW/ -Ey49vb31HKsIPuzWYwoW60J52cvls4XFMMB1y/28pz6c4puIcDT5CKSAxI5z -qw0g8qVrsa17GVSf21QfNmoEc6N7Kt+Kl4PVuz6TpzO7gexjrqDqVw6XGoe8 -nv3ZAw7Pr35TNq6A4B28Puc2GgPHTPGdzd2V4IwGP+5VHQCFWw1T6VAFT01M -RF7+OQgHhXsOKaVUwR7OLpMqscMQp70s+p9bNRgWCFfttDEDrTuQtWmlBkRt -F9OMeI+Bu1R1uyy1Dgo5jhicGbMEefqlfaSHdTCvqxmkWnYSum7IFq9drgNa -DU1Y+dkp2Nt7M57VXg+UULurqVanQSZOx6EktBHObD13MSnAFppF336z+M6A -yyMfF0mXHaB6JEv9lSoTLkof59b46wCJukFT0k5McOKw7G3wc4QTM9usCC1M -4Fnhm78U6QSV+yPhb2YTaM04dYV8coZnvAd4Ptu2gPArw0qqtxtcsZMvM4hp -gY55dVcfgjscKV70/kBrgbdK1a6a79xhrUv6ZNaOVsi7SMztmvMAr7o1tChi -G7RwZOy1xItwILjykf3nduicsFqTPecJK6u1ZVdUu4Cxrv9mPd0HcgJ3veux -64LpjHd2Vzb7ggPnAYPiqC4ISd60MTPYFz4vnTlzebEL/prvM8w1ugYPf9xL -mq7tBikKzy/ZqusgM9gv23G6Fz4G6dQSOm+BTJ9hRMfuAfCTTg5a0QgEg6Lp -iHeew7DBcfYe35VQcO8pSk4MG4bEZ91N8TmhELtyN/fBy2E48mBzhz0rFH7u -lm9z+zIMQ0G55++fuwevmq0oSjtHwDlO5YWZbRisn6ElJHONgkeL+fe75uHQ -JpWd8ShiDHZb8pbGaUbAudteNZffTgJHRt1ieHgUGIV5nNHTmYMDEyVujesS -oWKr+dFl2x+QtvLmb/Ctl1BUppp+unEeQM/tulp/Bsi3y4t9UvgLHA/+bhfU -ewf/jE2X3YyXget1N+eKex4omeUknzTnQE0l8e2jCwXAl2nOIfmVE2vGLXMy -zT6Aoum9qWFfblyzdPkQ/Vkp+FtrrbmmtBp7xHQOjBArIPL59V61Eh4cDesd -oRRVwsCRHWPvL67Fb2v+Gcr7VoPz/qBrBlK8mPVy4u/i5lp4fel8/dSb9Wj6 -0KYipeQTyPPV7Xew4ce+TN84hSt1YNFaFrT0YwNSBLdWVSs3wK6Iy4rtfzeg -gxAHX7pmA2w5uLn+LacAzpxrrn+s1wArn6L57QUE8N3gziXfAw3w6oPb4zol -ATz40dUtzK0BfiaLJ0efEUCf1935bVkN8PCid4kaQwCPfFJS27i9EXxVlG14 -2wWwOPX143r9RnCYHuIY6RFAgrea89W9jaDleNAoZkoAh7na5r9aNIJHZuTo -Py5B7BllfjO63gjkxHOujlKCuD9Nv6i6mv3/XRFfjeOCmKHtflLemgb2AeuP -PbAQxMC3r7/8OksDuxsryjOnBDHg3XOz1os0OOM5PvjSThC3aeV0F96hgbVN -gbHoBUG8Nxf7Rj6LBpZa5qIc9wQxQjd0PYmTDgfHowtp5YJI0ikhKueweSg0 -UqlaECskot16SuhwoPem691PgjiY4/X1eR0dTFucZAzognhknuXpMEgH47Lt -wXndgthEeSc7LcQAo5h282fzglgVZFq72ZsBOnvJv523CCG3qD70/seEaK8b -G8JUhTBpVVHqKzUmfE8a2fhWQwjv014J3tBiQuZSzrFf2kIoWen/wGw3E2Ry -DuX47xbCEKcp7YQz7L4gGeIWay2EfQ0OxNk4JtibzN0uOSOEix9qM+NSmFDu -bR434CCEDMfvUqcymeDTvLFh03khbJU/tn/tRybM3K1UzPUWQvU06qhiDxOa -vy8ONzwUws16O/wypZtAVcZ+cfaREF7yy2G4KzZB2IF6YeEYIfyo4DhnqN4E -u1OfGFjEC6HQMeWzCoZNUHha8/lImhDOpVhc7zjbBAmf3U8uV7LnhbuMIvKa -wCVhkKnySwjnuQr2FFg3Q8bHN8FRC0LobXusfeP5Zpjp8sGlRSGUsTSIzfVu -Bg8R4ew6LmH0CBuXVIloBq+Hux44CArjnV/HC1NrmuFmwIsDsZuFcZdG+Hou -zRYoS/RYzakqjC4WMe73DVuAo2xnyVkNYXzPvTpW70gLBC62bNHUEcain37v -+S+0QLDXKj7mHmGMGLg6aPqmBSKdHOtX2wljnm2pmIBqK7TcVg9wdRTGrS/4 -uFZhKxBfLOu0OAtjSZbvXnmzVojpj0pL9BDGseyHbyY8WyHOojZ45w1h5Nhp -svP+h1Z4ZaKw9+ITYayY2daXerQNilUmq3rowmh0+Gnd/vR2sLylWLSuWRj9 -pN89XyxrhwXG2aztbcLIGyO90NvWDpoXx5487BbGAB+o3sn1BbJzh92MJoSx -ee+XIafTX+Cldp9IJicB17w8/65VsgOMQiT5O1cR8HtSr0/P9g4Y6rTi4llL -wPrEOGXJwx0gc617xmYDAYkW1xZMAjsgtqSjgiBOQLeF5Aj7mQ54uKvl/LVt -BKwWv6oyWtcJKo+Ez6RqEVBh9Xqp2rFOoA2bnWjbQcCyokrxae4u4L3DRFUD -Ahq+cWr/od8Fdz7RSMMHCHjGc03AmsIu8DX9XGZyloB6/ZbNF993g+OJEoJY -LAG5px/rbh3rhfAqkrBWPAHXp3PNjPD2QaGau+CxRAJaP5UK6VLtA9710vzh -rwj4KiDqUYRvH2SV+fFw5RLQsdWaokroh9+KRn8mGwhYx3U54rHiAIQs1vcV -LRPw2SqVyy/8BiHHmdrbzkHEm5ZPivfFDEJP27XuH9xE5JAWENyQNQgq2Vs6 -lHmJaPa9h2+hexCaHcKbkshEPEQfUTPUGQJxull1iCoRec6NUUP+DMGbxI40 -yzNEPBZ3xbn4wQgU/4vaV+xARJ1XqQLUzBH4bHV0XMyZiOoa35pSPo/ACIUu -3+NOxB/br5/9xjkKYhFVz62vE/HPjHrv+8ujEOSfFWUfQ0S+xhfaO8+Mga3d -bX83GhEbfnle4jCYAPdyAxk6k4h+n3gDSTYTcE1qpVSllYiVzj3/yd+YgOgu -nyVWFxH3MrUTFIsmgHbEw/vSBBFnxh9xv1SbhB2GJ928uUmYfeP45B/xKSDK -q1n665DwtoLKcG3vNNzKs9VM1SXhaM7UPGN+GqaMIthdi4Qc45HUtwIzUO74 -vU5iDwklHC8OTOEMuL7O21F4hITOfRruKkkzUK2kI8E6T8KyeVLjovlXUP1w -boHkQcKGNWJtrW5fIXZ/bKvuJRIujnyVvxj4FS64LoaFXiXhmu0RjNk3X0Ei -q2R54x0S+lPEbL6sfIXL6rv6rRJIqM4F3ArRszBQcelDYBIJfQtvtgW/ngXT -Iy9i0lNI2CZ6aDK2cBbkPFcdXkgnoflQ/y5a5yzQ82rLHxWQ0PiEXLoFhQU6 -u3/HFReTcM+pI95KCixIaVPwGSwh4UjsosVrTRb4zgerq1aTMKMypeS5GQs2 -ae9PrmeSUGGXHly/w4KIz9dufmshIdX/PjUqggVLFpknKV9IqOpNzjsaz4Jm -H36CUy8JU/aFCJXlskCPV58VNkBCevhdH5dSFqTGujfkDpMw6Mx4VeFnFtz8 -wAjknCKhjUiIxs4eFkzu57BV/ErC0GI7ltsoC471qOkemiPhURdaGc6yQGk5 -4mfcPAkxNp/73T8WRN2vZFb9YfsVl5izmXsOOKR+ZE4tkXDBJ1yczjMH7frH -HLW5yZjDGztwi38ONpVPDibzkDH90FtDuuAcXDa4Zc3PS8Z1m+T8hghzUF1J -7PbmJ6Nf7OKpj+Q5IBqlmw8JkpH8Qj3+lOgcONRAqymRjBTp1+vKxecgd0/b -4QIRMrteSVcnJOeA67MLTVacjJvp+/QY0nNwxJjDJEyKjBalKixf2TlIro+q -nZcl4zvz4qxpuTn4tn+z4ZmNZOy9zR0vKz8HSCsva1Ak43rbvd0SG+fg4cET -utu3kPG7xkRoL5sHGNOFiapkbLniRrPfNAeqZv6a67eS8WprYPVbNt9sJudc -3k5GdfnliAo2049mqgzokLHLjWn+lM1SbQYZJnpkVA37T0WLzW4nvijkIxmV -qSMrsez4H7+4pkgbkfHZG2HNGrYePksu2dC9ZAzLIP7Mp86BVVdM/E8TMurI -X7R3Y+vPOKUsZnOQjMsv29OmZebgb09ldJ0ZGa32iM+qsddvYm1B2HacPZ+k -a67H9ie2/+uDBAsyvumx4RNi+zdpG8i3zoqM1klN2zIpc6A9RAnxtCGjghzP -wga2/8H2Wav77Mgovev7am32/nSMGAbscyJjoEFfK5W9fwpOnf9yzpGx+Lvy -+Be+Oah1XrVw9wIZcVtNYuzqOSBPPfX67knGfPu9Kumcc+B4XvWblTcZH/Ps -jlmzyIJV7ien1G+SUUZveb3KJLveWCynOH8yfsurFHnRz4IXF+4M89whYz9/ -xdjbNhbs8szu6b5HRvq/HT6Py1kQ+XO35Z4HZMzTlTp+IZ8Fg5e727Ijyah1 -/dfFiTQW+F3lYdx5SsZN7R+4stjnpfSGVYXqazJGlw0bvLRiwYaVb3qx6WSM -F89453mQBaf97havyiKj3ugunhFgn6+AnNzOPLae5waZb2RZsCN47avASjJq -CosvfhyYhYLIvNAvvWRsTVdrnzs4Cw/V7AU1Bsko5HJYq2jnLLjQhaLDRtj1 -p0J8q6s4C1K8HkkG02SslNOwS+GYZffb/wozFsgYJ/hY/U7WVzhxIWH0FkEE -e702Dbb/m4H5A8GoaCyC1+7sDfvmPQ2a66zmr+aJ4K7kbaddFCbAtfNG0dMC -ESxaVydgvWECUtKeXy8uFkFlut+pE7/GQdhkmGupnM0+CjzmVeMwF+oicIsm -gn7a6m9TbcYhk89H8c6YCO4T33FtQ+wYyAlGn4ygUDAuUvOcj9gonBwokMwR -p6Cg02ixOPcoRGR3DjRLUfBNelNR8/QIcJhJniVupOAfDYarX8kI9EakeMao -U/DC1Z0hY2dG4AkhNyzehIKHb+RdVMoeBgERZmnadQrybTkd6mMzBEodJ+Q2 -+FHw8oOOLTHGQ7Dnae+dS4EUXHsq7H3r1iG4KT5tujOUgnX5T4Wz1w7BrDRP -d2MMBaEn7sVg7iDQFHV/s3Io6NeUPb1PcBAmJitPHntPQRVBLjvnpQFYlWFc -WlhEwXFDn8+pEwOgq2x+x7+cgoaach1hFQOQqX6JQKBTsKmiizrqNQD3dqSq -bp+kIG+tQ/iGmn54tajyKHaGgtz9+yXbk/qh8mP+/D8WBb0CmMWDN/vhr35V -yad5Cqr++tlSpdMPLoZ9+y1XiSJHY8nh9Jw+MDYlOl+XFsWA+NLt77N7YY21 -X2LlcVHsKuSPN+7uBj8zX4OvFqK4d7faw5yKbvhr5DUkYiWKLy73nj2Q2g0z -m53l3exE0bZdvFbkSjc0/zmUKuIhiu2uH/QWCN0QFyWd7RosigK99aFvLbqA -FCJqFnNPFBeS0h9TdnVB+HXC94pwUYwmT3i93dwF/vZrtolEiaJ7mdxbx5VO -cFJnFVQkiSLPlp6ymdROUKeVlpE/iOL7J9svKq3qhPTyQluDUlG0eR15wWyu -A+TzcjhdK0QRh9P4k3s6gPzslWHFJ/b3qgT+svwOWHIO/3S+VRTtxbZbNJ3r -gNpV1ozyr6Kov1fIp7vjC5zSXe5zkRHDhPOn0mnN7WBtKhhyhyqG8iopqSNV -7WBnRd2auEkMux9d2iyR3w4u143vtm0RwzunjnRNx7SD78coVdQRw/XzeTFr -bNrhia6KH+mIGLoIP1xY/t4GcaYGSmrHxTDsrLIO11gbJFodazWxEMPX5aus -qZ1t8Pq6r6KftRjyzFec/VDWBu8/1jKnXMSQsbd5cWd4G7Tq2siWB4rh6cgs -y+eqbdBheqmhK0gMaXKp9xTk26DH6s7lXyFiOOqX+v0zpQ2Gr2fUKT0UQ70P -3SUnuNrg+8ffF6PixLC3Lb/9aXsrCOo9rHTJF0PZEBmN2MBWMNWrsCeNi2Hw -5/eFNrMtsE1fJ8tzSgylLu04wD3aAhLwbqHpqxjWXMk4U9rdAl8x6X74TzGU -I1tv8a1rgXAj/4I1XOIozCemxvWqBZj7Ddb/lRDHo927SuXsW6DQtOi4hYw4 -eqlN8MqfaoHEA+qJ76ni+PF5w2Gdoy1w8ZCspqeSOF65pDiUwH6PCB/ltJnR -EsdoZWLdoY0tcOxkRU7fEXG84JApQZ1qBt1TOsu6J8SxNa947+JQM8hbvdv7 -zFIcnxwmaY90N8Ov00k95rbseB8O/hynNUP0GX+eJjdxlFY0Ts3NaYYOZ4OT -VcHieFIxW3XXrWaw8q7gTC0Vx5YNJYnnqM2QnJ4Z0lghjnlvC5Z8pZphojdG -6Fu1OD5OncqIEW0GTyN32R0N4thRhAnfBZohVEjcoPGLODJGM9ZsWW6Cggwv -v7k5cXyD285FdzaB8IDCijZVAik/+RYsnjaBBYFw9/QmCby0vNLrENUE8Xv+ -bQj4TwK5Oe++uBrRBIpvWqUaVCWw5/RsQkFIE4Cvv/5pXQm8Xc4pFOnbBK7E -7hv+xyXwNHx8lnW6CT7tC1+quyuByXLfyjT+a4Lvrn3yGvckMMFMVWJoYxNI -RKgciA2XwFpO6V9P5JrgQic93iVKAlX/1fdKSDQBxUUA1r+QwMAZe9o1Afb7 -895Df9NSCbT0c5QJ/s0EPnokD+OnBGbyB0Q4NzJh+/chFa0FCdxx0Vpjoo4J -tuSt5s8X2fksLxm5fWJCnnXLaw8uSVQf87x6t5IJp1kEY0FBSfy4ysTwbyET -sgSj7pltlsREXqH78a+YYHY0RrD1jCRalNfMvwtgQkfayStcjpL4Zt318SI/ -dnwOqR41Z0ncpKx1qOYmEy68SXl9310Sv3657T7my4TwNTn6e69JomeopbmZ -JxPqPzS6Fj+WxMIT+6RrHJhgJM9Vl/hJEjXuHT31z5gJjb41Kox6dvxew7cu -+5hwtCn48TJNEvsKFus79zDB7qaA7clWSSTdoBiWGzLBv0PiN2FQEhOiK6Lf -6DGhNExr492/kvh8SvnzKg0maP1y9XdTlsIbCU4J1yWYYOJsPHdPTQq1ZHsp -euJMsOreaJO+VQpja3nCVkSZ4FfRpzuuI4XH0rxSgkSY8Pn+4QXbPVLY9zAq -8pwwEyw2bfM4ZiOFJ7iUDwetZcJV80WrnRFSuP3Klm7iDANC6780WD6WwmdC -+0wGJxkQp5e342qMFOYNXBvJHmdAOdWNkh8vhYmKUkGWwwxYO9fXopIuha7X -Tn1jdDHgSXCliVyVFHLm5v82rWdAUVGI9rpfUqi7EvTRPoMB2ZINe88vSOE9 -UcZn+zQGvPLnM6ctSuFIx9FGp9cMeGz84HIElzTusmiNv/yCAe6dj3NEBaVx -C1k9I/8ZA+T+PN+itFkaySYvzhaFsfVqv5fZf0YaR0YvuydcYIBf3G/VNw7S -qCHV+K7XnQHeHDog4CyNZ301T5DdGODw+cPpFndp3Fp7reH+OQboW1TEnrou -jdVH1qpF2THgu3cj0TVGGgWOukmtOs6AkwVDa+/TpDGCK3/7sZ0MyDoQczyf -KY21iivHhnUYwDWyP7m3RRorPyuv8dJmQLpg/k6VLmm0MgKZWE0G/Dl3150x -Jo2R7zf/XFBlgOkG8tRaDhncdzsvZkWeATPlxYf2i8pg22FVfXlBBpD5SFf6 -xWSQMVvqOLSBAWjuEecpIYNE25DxJH62P1+pk8+kZdA53vy7/HoG6IrdD5jZ -KIOdEbZzO3gYEOZpk39fQwZnL8iNpyzRYfOmVeLM/TIYP4oM8yk6fJ58KBR0 -QAaX1I6pyEzSweGN5FrdQzKYqNvZPTlOh7htWr9eH5HBLI5LEv6jdOAzdGHc -spTBVQV668sG6DBrwwxUPSuDHS+MzL2/0CHnadxMeIAMhj/7pcOooYMOv2bp -gSIZ1JZb/FDzkg7sy3rRYrEM/hsT39iVQoel7LN5aR9lcD3WXGC9oEPpsdj0 -1eUy6GBgmyaRTAejuJXokloZbIw/6OmfQIfDm+s9lFtl0Go3zyrPGDqcNbaR -5Wex9Vc2LX4KoUPUnZDbjfKyuMg4rfjFgw6vLlglnN4kizG9SS+k2fz+lGrh -rIIsbvmlkensTod29bZpwc2yGBWbbL/kSgdyn8zR4+qyaHPosq2SCx2ebC+U -7dOTxVjF+e2JDnSIHR8rZZ2QReWe8YtzlnR4bmz0RzhEFkVie4nr99BB7o3x -cE2oLPYWZjc57aZDiuAh2tUwWTxuIkCsMqJD6hfLpL4Hsvilnl/hhiHbL0cP -4/RoWeTeKpI7h3So9Y99apAiiy5adgOsnXSYKZrTuVAmi2bheR9MNeigrRTv -S/sli7u53/acl6HD5CarQPvfskj+lyPxVZqtjyoe9meBrV9b54M7m5cknsZv -XJJFbc5rwp5SdKgQiCq/wSWHdcnhMn4SdDD5FcajIiCH+o2yFzIodLAqvx4Z -riiHB3myrxkJ0eHWCav0Q6fkkOdHWoExNx2uDL4u6LWSQ457JKUBLjq4uv6o -Pm/N5mnZ0StstggI7b97Rg7jCh9te8lJB42sQmL5WTnkVidqruagw8hq0i01 -LzlUF2XFNy/RwCSfdlTovhxWvz5OTJ6nAYkIy82lckj087FZP02DmyIlXQHl -cvjPMsQ8Y4oGY2I7CzUq5XB1NuvpfjYXymp5RtbIoVLI9FLYJA1OqqpOmjXK -4Uu9Ok3CBA0STKTbmJ1yODY2bKg8SgNF/5VM+k85vHA77lB0Pw12zJZZ1StR -UZc3opDaRoOm0N8Wp7dQcVO11Z3OVho4K6gen1OmYr+q490HbI6xTThAVqfi -kWN3lZZaaPCz+bq+nRYVs86GTHxppsHbAh2Zv4ZUTHKbk3rKpIG8f+7wf6ep -+KhGZL9BIw34ia9dQh5Qkd9Cd16qmq2PMGi0P4KKQRdHAjqraKBCEJfmf0TF -cbUVw8dsPiz8oOVhNBV/P/C342VzpKC37pN4KjKl7Nf9qaABhX/vhtcZVIxo -sKzqL2Pn4xl/V/2Jimn6lEP1H2iQv1o2LKiOihpKvDtD2Lxn9SmnfQ1UNJJ+ -dHQfm8+uYog10tn5rxB5PxXTIJ2rILCljYr3Sr1Da4tooLYSdHxomIq3DINr -aAU0qPhXrpoySsWo5TcXHrD5yL+/65zGqbh19bq9Zmz2XHYvnZyi4jdd7stt -72nwfvGEwrdvVIws82vpz2fnX3zImfuDimUc9W3JbP7yt77b6xcVo5+Eczmx -eeGP/sOFBSrOcm/unsmjQcifqy7Ff6kYu70lKJvNYn9yjK4vUfHgzRgrLzan -L8xI6f9j+0OzsdJm886FTX9WVqi4j4MYtJRLg/8BEmgsng== +1:eJwV13k4VO8XAHApS0Jjxr7OGFHSprIUzuGrhSiE7GuislVSREiRJVuhRFQk +UiSyVNbIMsPY95kWbagsKVl/8/vrPp/nee997z3nvOe5h+LiY+bGycHB8WgV +B8f/r8ovcuZv6UvC6/kSzj+JK9qmf/+NL02dBIOeme5NZfd0rjqtvz1+PQBW +P7H52vj0jU7RR4KMJ384qBgaCS4FMnRkRSS9XcyjoIpGMf4sMqITe4BabZUe +D/blHeeG737RWdISva40nQRyLxzXfVOb1NnVm1YkL5oCgRzeRpSVWZ3TPnID +MnvuQLpP/rR+zqLOA97sVRIO6TB53GrvXxIn9N/fqCx8JRNOJr5sHdLjhusZ +lnk8R+8Dq5G+5zGTD6hjt7W5Pj8Av38Rr8q+rIcqtaEOzgvZoB0XEL/zKRFs +wmVOcKx9BNqJG05Fp4tAovSDuAWVPEg9vPuqv6Q0qJwclf9XlQ+n/+3W8X4s +B02limV/TArAYu/OdRalFFg+/IQ15VcIri5qy/YNG4BG/1NxIbwIfGqrLy/N +KIHkb7Gr/kbPYfRPxqqNWsrwEm3E/ZjFMN8e7hcjvg3WuF/6eDb3BRz6rSWg +07sdzG6kF5zxLYGm9yapL1RU4ccAE304X4JM20ZkLO8ChXOuJ08pVkCi3IX6 +yd174eydqztP/qoAPFry3/QHLaipzllyL6+ELUZ9UmN3dMCW/1uim+FroKx8 +z6gS1YWkHM9KJ+9q4NOcKa6e1IfJz/vrCqVqwNlHdGfN7D4QDTimtC20Bu78 +Vf12meMAHM+8OLXFoBYcS/KdJZUMgGOi8trmoTqYG3Q15ik3BqWQ1rF8qIcb +0r8uqY0dhsPE4SPK2fWwWvBG0R+CCaRrLEls8noL3Wv+BU+YmIL6NXimuNIA +oge7x4KnjoK37NteCrUZDDu28JcUW4NC29mDIgnNMHp4L0Ev0gYGgymVvEvN +0BZNUBpysIUDI5czfvW2wBS55qa8mD2Q0zWPv4mmQWdPHA5ZOEGnROGU1XQ7 +uMwZv7XccRzejj7b8WgbA2J/mKmZvzgOWVoRY3InGEB8GDBdq+YGlhO77Ehd +DHhXx0/+pnsC6g4lwXxBB5wXzEneddID7vIZczc5dcGXxJrVl+c9wd9FoVo3 +tQv2/ae4pjXJC8wqFy68onfButDBS74q3sB7Kv/7sz3dcLH/tVS1qw/4NfPQ +k4V7YMZBr5Ey5QvG1+tuujb1AsfabKOBuHOwwqVBWdk2CFvri6pO6gVAcbje +82GXQTjd3eHgmB4Ax1cZ61YmD4J53J7m/j8B0LTo7Hx+YRBc1g/yWDwNhISZ +mPvjjUMgIByT6UYOAvIHFqXffgSEm+JJwbIhQGb+l9i/7z3kcDPnn7y6AroV +44nPz30Caf1qKk9dFHgPVzzIiv0ETy90OCcuRkHaSuSL+JxP4KAf9ttYPRp+ +71Po8er7BDkZdHf7p9HwqNNOXHnvKGT+oL5l3I2BdRP0ew84P8PydIzgaNgN +6JEtenIz8QskRZS/aC9PgJNX/RrOF34H+Ri32ofjt0A/1sdZW3MSug9PlbtL +ZULtzmNHl5xmwNj5iuhvWjZUVG/Lt6f9AdvJ0NOF3/JBoVdB8p3SPOw3Kbpw +KbMIlg2MlrwMlmDgLd91yxcvQNm0+IHNMQ6sK1Q0oWwpA/6CYxwyP1Zhrqjs +t5aMSthoFDP2KXA1rlLd90tJqwrCHNR5Lilz4R+BJl1141qIOJfAbNjOhX+L +73z6YVEL0de/lxLUuZDToF8/z6EWkorvHn/0Hxe2/l57YqtvLWRzc9R12HEh +98k3POdu1kLjs6agjfFcyJ/1hvPHYC3wrVhP98xwYTX/SQLLqw6SMoNGtr/h +Ru4TrgVPcurBMSVzlvMtNxrZjJCfF9WDyo06gZ4WbvTpC2ipelUP7wJ5dQL6 +uXG3DvHXdEc9LFrculc7w42s9JSR6uV6OMFf4GimzIP5t0O8/lq/Bc2AoQ/n +Unnwp03STg2xBnhvtufLyzO8qCd0IXa6sBHqrsQTTl7kRYPx7tktbxohu3h0 +j1QIL1ovpkX5tTSCBzE+PiSWFw9GuLlTPzfCVMcnjYO5vCi2MHt5rdQ74DS9 +ETMwzIuuc+2mq6PegcKR99sXD6xFxqf09wTvJvA4FHFJV5YPHcY/KF50bAGu +97XkUAU+lM1WD2j1boEHfksNVcp8qH6HW3vz5RYYzvAjaKnzYWzpZm1CRguY +TLrkqJnwYbPAsvSZoRbQSIb2zVf4cLKWYpJi0wq8rDl50S98aAuzU09daJB7 +9nTL2NN1+HNZ60NBWhvwf/ctKipZhyK893QHnrXBWUf/FP9X61BwuuKvcH0b +6BiFuXA2r8Nf2aGWleNt0LshdV5idB1aCj4+/1q7HbgH6pQNJPnRy17rzd3R +djgBkjG5EfxoNvHC4cc9BijwNx867iiAOr3BhEfrO8GquzpicUYQrzfye7nw +9MDxSLFAVQsC3mw5s8HxdD+4XllnHm9FQO8O1+rbF/vBJXhly4QtAf9KNhi0 +XesH53NfP+S4ENAqddRPJasfHBzLDCR8Cdjl5sNR1N0P1urHJDhiCPhUfMI6 +X2sADn9NKafXEPCAlkaSKs8gHP4YnaT8loBVqz4IJ5MGwXjksmfkOwKOWX39 ++lNuEIy6TpB12wjY1je767rGIBhUq10vGSLgKplzLkdODoJ+au+xu38I+JFk +livXPAiaB0T/eqgI4bKld49e2BCk+AULxm4TwsNDX6OexAzB9P3RDYWqQpj+ +ipDBlzIEBYvF5rMaQtj45fG9J/lDQC4+Uhy2Twjna68p+XcNAbdMlFeagxB+ +jgquW08dhs7phU+tCUKoevM+y6ViGLaRXRd+3hRCq8q+auu6YYg1biESU4VQ +2MS/Xa91GPY9vq1rlSGEO2OeTIwND0O5/e7M0TwhTFjs3Bi/Mgz3mrxtluqE +cMC6oJRHbwRO3fvA2DorhKQlqz99lSPw5PXT68lzQvg0KWO9V90ITAwG4OKC +ENL7BBx+No+AjxixqJmTiIc26YaW9o+AX4Je/HECEbfWXaRazI7A5SsPjdM2 +E/FT9Ip2tzITqrN8uFZtI6KhtGnWph1M4Kje+8ZdlYjuejTGKXUmhC90qezW +JOK9HK7wov+YcN1vDT9jPxFpnM1BB22ZkHTCrYXLhYgcn63McyKY0HV1xxVP +NyJaxwYVlMQwQfjhkmaXBxGjtz7wKUxgQiorOS/Lh4jZdkWy7mlMSLdqvL43 +mIhfKnYFMguYMOKfhA9CiSjFUxZ78DkTZJMd5nivEjHMN+lrRikT7nf8ce+N +JiI5u+AcXxUTHhkqHThzm4hKwRHdY3QmfPWYWe67S8QjuS/ECzuYsDGy+qVO +Jvt+j+Ishx4mPKk/psj/iIgtducCQ4aZUKR1nSv3BRHvOwwYNn1nwpSN+RuB +MiJ+y9z58MsEE1QDyOf9KonIt6tBa/IXE0pLy0d1a4ko9qBLtWGWCZVbv9cP +txHRwVBVyZ+DBdYhGyvWdhKROL5HvYGTBXPt7s/Ueogo7Cu9g5OLBbvPfLmd +METEj6tvf9y3lgXdtRvi3jCJeCbnWJrROhacJbqFj30gYrPJXi1dARYUvfjk +pf+NiAzLeZ3fBBYcXkN1PTNOxFpZ5axiIgt+mLtY3ftJRN5WxQkHYRYo/3mv +N/ebiNfEfPeFibGgeT9ZY8McO/4rcPSvOAs8Uh23mC0Q0df2k5GtJAtyNJhi +BatIOHlqfM0PaRboR8kIDKwhYQ9yvpWUZcHHATtObl4Sqreb+KrJsSBMOf2v +6joSRrbq8CGZBeRLQxOOgiQMb9RMUqewoKpV8mOsEAl1VEp5ZeRZYC9t01ch +TEJxfWXvSbYXPe/QvoiRsHG7eP1zKgvS3vTXkqRIeGByNa+zAgs0BcXLUJaE +P20vai+z3e9wrMCLQkLHjdzHozawwL8w5X6aAgkTPv8XxKnIAhGO3pR3SiSs +X6ZHnGS7xEQk9rcyCRMr91+tYtvsvnkYZSsJK+o/+q9SYsHU1E3/wztIuFTZ +4K7KdoJe1+lLu0ioarLOxZTtrTeJzo/VSXh8esjXgW36J1PLnj0kjG/xzLRm +23NX4iFOHRI+eLUyp8c23zUGbtMlYYjLp+uSbOf1rFez0yfhosg5m/fs/Q8q +HtkcdYCEw19EA26x/cU/jvzSkIQjmf9NqrF97R1d5JMxCR82BLa+Y3+fgrjA +OoIpCdtSDEUPsF3nYcShbU7CX+sOD5ew4+FcETN78hgJw/pUNgmxzcHXOpZi +Q8I5t7u8dux43rPhe19vT8LqEZuIZHa8tZ8Y9Ew6kZAqp/nsDTs/gUZN1Ybu +7HxTmjcPsvMpkcFTeuEUCav2Wd5pY+e7/Mf+/GwvEnLMlb9/LsOC2biGW8vn +SCjTortlnxQLbrHWRG++QMIpqTzDWQkWqG7XD7EKJKGyk8fZW+z68u2oO1kc +yo4nZUkoS4QFgvKcjqxwEl7PDHjAz67Pp2d1zfkjSWhLSvf2YNfvGKlG58QN +Es4PFYz/EGSBm+UbkmQaCe3vv+7fwcOCuHoRonoGCYNHGiwU2OenfLs3wTyL +hE5vdovyrGbHf52cQNwjEj4/XJOYscyEZ9Wh3Jwv2PG2ONq8nn0++1QG1si9 +JKHkGmLZtWl2f0vbsVqrgoQzTZaGE+zzbOb3ceV8NQn7nzjfjBljwt+N+v++ +t5KQp/r2emEWE8gp6X+520kINaZRBHa/MFw9O0vtJKFuXpbAcj+7f43kTNv3 +k3DTBfeTBZ1MwCSeiY5RErrvXu471sCEqIUWZsUSCRcKX8bN5jKh2IM60ssh +jMKkjpNrs5kw3HNpaGa1MOoOvA9cn8WErUUq/Vv4hHH1imjjdCoTOo/HddwX +FUaFtbnlEpFMkGozfRu1TRiJ0hLSPK5MeJrVn2ftLIwlEh90LYjsfrScfLDy +uDDWldLeBvMzocnu6FdJD2HMtNTHu9xMGBVvUxj2FsbCR5wjpfMjIJlYn+kQ +JIzhojDo/XEEIsKeJbumCmNH/ZdSiaIRcHK5GuZFF0bOtsY1AfvY/90K263D +NEWw+/mF90zrYQgpcdr9WEsETYN6PWPMhmFMP1GoHURwRKPywI5Dw1DjNt0s +vV8Ep0ZvfPDQGgbP3JI95Wbs9VENvpGyw/BWWVP612kRHCZoJ137MATnd+ix +7O6JYGfQcoCT6xD06pi7aawWxb25L08tOwxCWVJJdN+IKHJstn/ggv2we63d +n4slYlhfZPVj09Fe8BwIrrhTJoaRt3+u2Bv1QnZeZlBlpRhOm0d8S97XC0TD +T5yLNWJ46OjCCSGNXpiMPrU+hC6G3zoKD2rI9EIBf8DGa1/E0OvM7s1HvvWA +PCHFJlFcHIUC3ae/h/XAejFGVV6QOEYMXzVZV98Nyv2W8oKh4uhxmDHx8XU3 +7L8zcu1suDj+2BAZX/2yGy5LjRvtjRbH0NJDPZH53fBTjnuIliqOPlP04aNJ +3UDfqPX3V7E48le4Puhx6YaYPY+3qX0Xx47xvdb2PN3A4xCaVWchgcoLSrfr +7Lsg1DRQ94eVBP5YO5xNsu6CeX2/j2J2EigovSfCw7wLJjZ7KHi5SGBEVFCj +zKEu6Px35LGYjwQGmqZovtTogvRkuSLP6xI4W2bTck+4C3bQq6pFX0lg4cyS +vXF7J9hqLTFPkSWxqkAvfOlIJzgYEaKuUSXxWv2jJVOjTnCxo+7MUpTEweyL +vXkHO+FUkEFkj4okSspwpLrqdkLg6+RtqCmJxV8tF5dVO+G21tZQETNJnFs5 +n9Ip2gndWo6UmnBJ3DyYH977vgOMtGtdRb5KIus8Iyc5uAN26Wg+OzcmiYm+ +jzU8AjtAGp7PdfyQRPn9v5q0L3TAD7x/I+63JGYebeuf8u2AOP2wMh5OKcw/ +FukffLwDGId0181LS2FUnFoe2agDzG1qi5lmUug2cTk0QqYD7C7UrnpcJYXx +or/09zcx4EF+QRStVgoPzlCUJxsY8G0kVWjqrRSGZsbLpdcz4Jy+N2VPqxQe +cNZRna9iQLSQlC6tTwrbD8SWt5UyoOyJX+jkpBQ2NW8z7XvInrvfK61oUKWR +kCZKPBbGACsSKdJeURovWqg16oQwIGP/suCVTdJoG/DCaGMwAzY+7ZZt3SaN +wHuHxhHAAAgM07HXYq+fzwl858sAT+Gh4DALafwjefN+vhN7jj8Yt9gcKY2V +ukGXanQZMO3JVFCNkcYwkRmZcmCAdOJW47Q4aXSd2PjquTYDfAfaMk4lS6Pe +lSlWviYDxE+th3UPpVFoV1JeyQ4GnIpJCDOqkkbWBMdPBXkG8Lclcbf/lkbH +DMGrXmsYoDb9cav6nDReG1eOv8/JACfRnccyF6RR9OEr1z4OBpQ4dOX6cMqg +i0pYQ8J8O9j/IhkQCDLYlHlFJGSiHZ4RkmNMN8sgT/A3KmdHO5geTSV0O8ug +4tXIyuj0dujPs/HndJPBoufEiFt32sGJQ3Z4u4cMUt18xO+ntIPv0+zcG94y +OP5ub1RdQjvE8RTrHLgkg3cXKU6K19qh5RXNs/KWDNqtMub29W4HfQXO5qx3 +MrinUHVlQa8d1Gc9w7y2yKKVZov4xZk2MPQwmIzZLou1YqbDW6bawG5og2P+ +TlkM01pb/flnG4TWMrW+asqipmNNv+1YGzTdMJlz2i+LjYofpZw/tIGV4i4f +c0dZjKdt76C3t8HFYwt2exNlMW9nzg459nxWURGlsXZWFn96t/wh+7ZBkUzr +gdNzsti05y1lg3cbPArjP0ZfkEXmc8ddmz3b4JZB/PlETjm8Y/ZgrbZHG3gP +3CqWIMghrVte/4JTG8j/y1RR3iyHc+MJ5/RN2yBa4yX5kLMcKhV/Nd29qw1s +yj7y3qDLoemwYN/aFTo8M061KGXIYfK/EPNbS3TgHD30YKRLDmP4jUjkRTrk +E0r3bh2Uw47zXof3/qPDv5OR3u1f5DDs8Y/Y0Bk6GAmKjvFykPFsSXG5/jc6 +TNRUHjkkQcbmdkfRx5102Ky4RopxiIwFL3bvS82nQ9P3BKEIYzIGTSt2GufR +4fhTGV6tI2QcPfM3hOsxHdJ3qc/mmpExjjSoeTGHDvz/nWoPsSZjssEcz+ks +Ovx0ZIRvcyejZECTyLUUOhTfSZ+Iu0LG+1dWk8LD6aApsLvKuIKM6YXLfG5O +dJB0PFyxUEnGRyoDGY6OdFgsci/Je01GeueZZRsHOlSZp+Vz1ZBx/y4BBXM7 +Ouinr6S8aSSjYTaJdcSKDiabW3y2dJPRNl1GzdOEDu4GjhSBX2QselfstVuX +DsnXoq7SFCgYHcdRMKtAh0e+dvfsFSm4w9khewvbL223lf9UouD3ij27T1Dp +0LujZ5ywmYIP56TkBih0EGWSj1rsoODE1y18jbJ0uK1WTmFqU/Awx5bpV+J0 +SPv6peqXJQXHr76+LyJAh0wD/X/EKApmb/lg6/WXBvJPDT41RFNwS+Rvzld/ +aJBNOEK/GEtBLqeyA2vZftxnfZ8ZT0Gf42l5ub9pUOzmY5CfQmHPQ1PN41M0 +aAxLu6ObTUHGpJBF4gQNJiomNX2rKZjiYHPI5CMNvGX+UKm1FKzxjDr8/AMN +pkIXBHrrKEj46/+dyPafA9wf9zZS0ESh9nMfiwYrPVLRPHQKqgX4THuM0IA4 +vX/w3iAFZey9t+b200BDOSOQPkvBzIdZZUntNPiuaBfu+peCTRVqaevZTqNK +xf6bo+C2cKWF2DYaLErfydiwSMGMATv1KDoNatcn1wRzyiPPjq83I1tpYDgb +y711vTzuHr7w4u47GtjVBCXFbZRHJ+2ODeQaGoRY2uUfsZVHR5fBLwHFNPD/ +kFs2YiePKXf8xETY9vSceXvaQR7xzM2Mouc0sLoSzYp0lsfjToK534pooPqs +XLjGXR4F1J6n2hXSYJRLJGS7nzyKHNHfdbSAvX8p/ajQDXl89Xit1/lHNBAR +hqXOKnnk8t1saH+XBnt+Vtu1KFPRruq3S/ZVGnRE/7WyV6Ei16pgPzO2PZS2 +WUxuoSLlYMIjDrZTne4Zi+6gouVoord9OA1+dwbpuKhT0Y0rM0P8Cg0KyzTJ +8/9RcSFOdzY5hAYKYS8+bbKn4hKNGVQUSINXMuOs1w5U9Hrs/9KVbbNK+eEj +TlT85lUgL8Z22Exi93lXKprpaSdfDqAB0823ofYkFT/H8s8cuUiD24Zbcq39 +qWjx6DZx6TwNBIRzT0XFU9H/lcn01TM0uEf6oH8okYraE/tvqrO9lSQlJ3CT +/byWtOgxXxqYEOO7ElKo+ORUTogp20mEC1q3M6j4VeVYGtWHBuICBwRzn1BR +Ie/EoQFP9vtzf33+9h0Vu1JbZWM9aFDKRYmNaKbivdB0I0O293PZnjjYSsXg +by4MXrbd17RL0tqouOpge2+EOw3yOcvCu3qo+PMCf0vECRpsX4mw+PiJihsu +bMxKPs6ul+WabdmfqchdernTim2z5fm1J75Ssary3mFpts8teVd9H6MiTWYD +JduVBi8XLJWmpqg4NZ0iUebC3n8hYdWLGSqKRUddDWK7b75lyG+Wim+nBHfq +sT33Tydhbo6KCZuKjrU50yDq38VTlfNUdBXfQ7vFtuS/Yv2gRSoqi+wMs2U7 +f25CVmeZimFmHefl2d47p/hvZYWK7/IN87470eB/LVE6Mw== "]]}, - Annotation[#, "Charting`Private`Tag$67707#2"]& ], + Annotation[#, "Charting`Private`Tag$114440#3"]& ], + TagBox[{ + Directive[ + Opacity[1.], + AbsoluteThickness[1.6], + RGBColor[0.880722, 0.611041, 0.142051]], + LineBox[CompressedData[" +1:eJwVl3k4lN8bxpGKNsOYwYxlxiCpbEkpeR4lfa2lZMuWpZClqJS0SLImlJRU +UkmSypItS8g+izX7XpZsaaPIb35/vdfnet/nOfe5zznvdW66k89BVz4eHp5J +Xh6e/z+Vsp/9ua1HAYdLzxuz+/7tMvs9/3XxmztcfHH6v0jiQ51rjkJ3v4ad +B547K+lrxIp13gwSpDzXBEOzcf5rNSWOjjSJ4u1kHg7HTu3TTYno1onaxyi1 +SroJr5Z+WyepfdFZ1CaHrZ+NAymVl6+F2qd1NNoS38iS74BGxkzJ0fs/dU74 +yHRI7bgH5lvD0sbkF3RSBJ7yStgnwQ/ddQGWH3mh/bGikujVR+BYuNP+6PBy +CHtg8WLlocfQe+7er/s+q4AxfnfX8s8poMUSjo89JgQlml2NfP5PYY2YT/Yx +FxGwCZY6xiOYCh4JewonDUkQK5kS/XfTC1C6sc7SLI8Km9yHZedL0qHdp1ni +vbYM1OQq5P06kAGcEmEliwt0+Gf6su/b6dfASEyUeRQsDw3MXwX+wW+gepzn +Y37meqD8ELt21vgtuNRuK0v9vgHeoY346d4siKjZ+epWnTLwH78w6Ps8GzwO +W8QqZ6rCwRtJGadO5oDYC6G56mXqMNnRiz587yBvQrdtqEUD5Pyc3T0UCmBB +cKhz/9qd4Hvv2hb36QIwGn75y71QG8pKny0ezy+EhA5eb46fDhxZMxrravge +OvZdbn2+XBfinnkWOnqXgkGiL6X7sx7MfNYvf00tg9TFmyXjE3uBfN5yvcqV +MrCtZFRNzuuDy6Nz3zYbfADJfdqN+fIGwDNRGLKxqxxuhcVnFFWYwPrL9ePp +UAH3Zs//+zhvCqYi3fuVnlZAt9WFtDrKAUjaviixwasSlPmv/NvqYAbbQiBT +YekjqL/Yrbp5lTl4S1e20Rm1MKWYIrbxizXIsXz/I8XUwu1nxht/ldhA50V6 +ocBiLQRo9nbOJB6BfT2XHky31cFPqfJnx23tgJak5VIc0QASpXqbLl91hCaJ +19+sZtlwRD3kyNJpF6gczlRLVeGAi5BDlvQfF0jWvj4uc4wD2S0xVu+vuILF +hIYtsZkDYZ2Ue55xx6DcKA7+ZDRCalzCW/9qN7i/ymRFjWMzlG+M5Eyc9YKz +TnKlugnNcEsg/woQveFg4V//ImYzOOskjsy98QYBj/SxzB0tMCQ8KJU44wOn +a1cy40VbAYrO79yGp8AkrPyWc00bbHJ0Lb014wdLy7fTl1Q6oTNcZ1856zxk +Be9+2+3UCce8KvM8NwaAC6+JbmF8J/hQ9MUfhwVAzcLRo2f+dnL3VUfaM70L +EPM98vHXqi648oOwgVARCLSBPnq7XQ8sfiosW2y/DLTePbHte/uBcoua90c9 +GHQLvsa+9RuCgTNlm36eiQDv7oKU5Kgh0KAEnQ/NioDEpdDsm8+G4BzTPdd0 +OgJ+7JVr9fo0BNcMbulfcI+E1CZbcaWdwyDnNDa1zzEKVk8wH6bwfQZXO3Wp +MMtoaJV+8/JW7BdoUvIfebI1Ftyvnf545vUY/Jip1QmNjge9KJ+ju7RmgCK2 +3IUpmAwftlgeWnT8Dke+w6lbl59BQalKul3DL4i/tTtgc99LkGuTo1Sv/wOP +1++9SNj1Fv4ZGC96GSzCvmLRhdU+OaBklpViY8mDKywanzTO5cGaDEseqUle +PGu+PirTrAgUjSPHhwKWYT9bgMW+XwJB9ttWXlBajjG96Sr9oh8g7lFgj2rx +CtztaxNDKSiH/oM7vrw7JYAa09dfKgZUgpvR9Qu60qtQ/95H8u+NVfDc90Td ++KvVuO66bVlRcTXIrak1cnFYi6mzKuZqZ2vBqqX0+sL3dfhMlhBJV66H3bFn +FNv+rEMR2bfRApr1sMl0Y91rXiF0DRzM/bGrHpaq76x1FhLCnzLH8rtN6iG1 +yOt2rZIQHtr9L27Sqx5+pFBT7hwVQkgr/i77uh5iTvkXq7KF8PVXjV4nzQYI +UN7ssKpNCAv7KouJ0AAuXwd5hruFULNnx7WGfQ2wzdVUL2FcCCNVVx2xsG4A +n4y4z//4CGgwUmzIDmwAcrK7p6s0AYOfnHP2/8itDxULUD9MQCM3E9ZreyY4 +X11tftOKgFVXxvafd2OC08WlzRNHCMgOodH3+zLhqN/IwDMnAvYITBrTrjPB +3iHPQOIkAVflPRS0y2SC9TZLCZ5IAr7ZmvHCmZcFpiN38pllBHxwQrBaLZvL +gxFxSpUEjGwR9flcwgKTnkueodUE/HRc2jqjjgXGzcdouiwCsjiL86cHWWBQ +qhmW00VAk88OaXMibNBLaLO8/4uAsXJfRfnPsUFrH/m32yZhLHy/OnO5Egfu +nL64LkpFGIPLclTaVTkw+3hY/rW6MFrZn9XI28aBjIUs85/bhfFbiFXA/b0c +oGXtzwraK4x3tlsO8TpxYIVUuFeivTCqSuQNez3ggLPhzLXio8K4Sb+cJfWM +A2X+lkn9LsLIEuYl9WRw4HyTfL3CCWHcIrrzZMR7DkyElitm+wtjdty7S8+6 +OdA0+3eoPkYYY1UWcQWtEVRozn+nbgmjiHjM3AfFRogyqRMRSRBGXfcnvDFq +jbA37a6u1QNhpOmfr3Xe0wj5dlsfDb8QxjCO6aXp443wsMbbZrFcGCNiAwor +cxrB4+EAR/mnMLa7bnms4NAEL9+/CoufE8YLmory8SeaYKLzPC78FcbG/lNH +ZM81gY+YyJtaPhFc02yFibFNcDpm900XgghKsxqTBaua4NLVJyaJG0XQorqX +unVrM5Qm+yznVRFB3MP3KH9PM/CU7iw+ri6C4YbFvo4HmyH4b/OmrVoi2ONM +uCB9shnCTvOv4eiLIHVh1zn7V80Qd8y1brmTCN47Hb3XWKUFmq+pXfV0FcGD +0hbv9bAFRJ8sajW7iaDAOeJ6N7MWSOiLf5HsI4KqO/MT1U63QJJVVdjOiyJY +vN/LuquoBVIN1+87dVcE63/QBKYOtUKh8lhFN0sE933eM74rvQ2sLysWCDaJ +4LMGl/7R0jaYYx/P1GwVwfdrm/WrWttg66kvd2O6RJBR/Z1O4fsEb7KHvPRG +RfB3zJCRut0neLa9VyyDl4hblFtXhkq1g1641NoOfiISF0Jf39Bsh8EOW74V +AkQc+yzeztzfDrQLXRMO64i4wVfx3MLVdkgsbv9ApBKRftk+QWaiHWJ2N5+4 +oEHEHdUDCkO1HaB8S+Ro2jYiBrESVuR/6QDmkJlF6w4iFrWt3ctc1gmrQjio +oktEL9LmwQKdTgipZpKGTIjo2KJVkpLXCQHGNaWGx4nonz17eCK3C1wtiomU +RCJS8x72bf7SA9EVJJFtD4jY6Z16krOqF/JVvQnmyURc3jK2PF+lF1atllkb +nUrEfDaPm0VAL2SWXlnBl83tb0PSaBTpg9+KevNj9UT0lrm2ykWxH8L/1vUW +LBIxaYX4vMeVAchyY/S08YjixxGzM2sTBqC79ULX92WiqO8yP8R5NQDKbza1 +b14livlzubkFXQPQ5BLd+JgsiqZilyfXaA0ClWVWGa4iij0Wp7eGzg/Cq+T2 +F9ZHRVH60yF6ws1hKPwX/1+hiyi658geXZYxDDW2h0YobqIYTBpwCK8ZhmFx +lly3tyiWrL2n38/7GSixFY/sA0VxtkOnKO3MZ7gelBnvnMDV9/roWZ6jX8DR +6VqQF1MUb2obEJfpjoJ3mS6NxeHqbXaiUR1G4YL0Uolyiyj+8bF32HRxFO50 +nl+Y7hRFb33dF1sKRoF50Mffd1QUH1WLFT5THYMde2y8/JeR0H7pqeY8dRxE +5VStg7RIGHxQTb2i5ytcznHcmqZNwjSVrB/MX19hXC9WmA0k7OTP9swUmoAy +19laSX0SbvW8OziOE+D5PGdH/kESEn7Feao8noBKJS3J6RMkrDF/Oj5nOQkq +Re5zJB8SPpcX9Gv2moREo8QWbV8SrlJ3Yp8KnoSTnn+jIs6RkDQadP3Hq0mQ +zCxelA/hjs96MjGyNAln1Hb32T4k4Y7B5bwad6ag/4NvUfBjEv5X/WE48fkU +GB98kpD+lIT7324VeJM/BbJ+/Afm0kn4wPFI9FDHFLByqspu5ZGQMlhGcBWf +Bq29v5MKC0mY62jquWX9NDxtXX9+oJiEe8v/43+1dRoCfoWpqVSS8P5DC9dk +s2lQ2G6UUschYemH71bnQ6YhtubCpW/NXL9eF3+Ki52GBasMG/FPJJyyZlof +fDANTefXEo/1kHDFO7FlZdnTsGuVznRUPwmd65fOepZMQ1qid332EAlZLmGh +RTXTcKmIHcw7TsKrKaeIOt3TMGbE46g4SUJVXtN2n8/TYN6tqr1/hoTzsmNM +nJoGpcXYH0m/SDgutKO7+N80xN8o51TMk9CsVClGY9kM8Eh/zxhfIKFWgU1b ++4oZaNMxd92+jIwKlhsvRa2dAYWysYGUFWT8GW7M6STMwBndy/ZrV5HRsvDx +piniDFSWi3b5ryWjaq/ZgSryDIjqpVsOEshoe/PEnJPEDLh8hBZjUTKmrf48 +UEGdgWz91gN5YmQ8Yr9QOyo1A3w1Hkw6lYy/zOzvNsrMwEEDHsMoaTK+CGkO +uUSfgZS6+KpfdDKqeJ5pmZadgW9GG/cclSejsk1ClbzcDCCzrLRekfv+etVD +mvwMxJhaaGtuImOyQN2jfi73s7/mJ6uQsb0rZc0xhRlQMQvaunoLGQndkYpv +uXypiZx1RpOMJ6rnNcu5zDqUodyvRcaJXfcv3OOydKvuS8NdZNzIY7JjG5e9 +LD6tz0UyKu1Oe3af2//9J8+nMnpkXKuSXlnF1bPGmo8esY+MXvPPEvIZM2Db +mfDghyEZ66f+SZ/i6n95ZDPFwZSMYf6KR2ZoM/Cnu/xOrRkZJ8mpxprc+Rva +WxE1DpNR7sTqH7u5/iT2Td58aEVGnc0LZmSuf2OOwWsEbcm4WW3T8TfiM7B9 +UDzcz4GMda4OGsJc/8OcM5f3OpGR0+JeuJ27Pu3De67+d4yM+U8Elq3nrt/6 +Yx3/stzJyO+fcrZ7zQxUufHPhZ4ko/8habdHy2eAPH7v9KwfGekbFjdl8s6A +6wmVb7b+ZBRSFDBf+3ca+L1txtUukVFsZX+J8hh3v01PH0sKIqNkeUPl475p +eHIyZGhFCBk1Vu93fdU6Dbv93nR3RZJRarN6+q2yaYj7sdda/yYZL59Z2Xcy +d5p7T+9qfRNHxhDzdO2vL6bhyrkV7JB7ZFTzM0zP556Xkou2H1Sec+fnbVxa +YjsN65a+7UpMJ+ONnzO5N0ynwe5KaCF/Jhnlm032LAD3fF3Nyu7IIWMFNc6u +gD4NO8IEUoPLyajlw7lR0T8FeXE5EZ96yHhrFU9up+kUxKg6E9QHyLjXI+B1 +2s4p8GAJ34kaJuP0Bo09mopTIL3K57HuVzKeV074eJdnivu/3ZD/co6MRaTL +7qGZk2Bx8uHny0QxnKxZue/rvwn4ZRKGigZiyBe53ajJ/ytsFbT9dS5HDD8O +bB/WXT8Knh0XC+7liWFeXmXrxnWj8PTFo8DCQjGc0KLclfw5AiKGQ3wLZWK4 +1YeyV7RiBGYiPIQuM8XwxjJVfTeHEchYc14x5Au3/yqVqmWJX0CWcMcmVlwc +BRrparson8GmP08qiyqOvBbXnQa4uSX2TUd/k7Q4HvCKeHr/6zDwmEkdF5UX +R8WVJYHmxcPQE/vUL0FNHMdu0wO/HB2Gu8TsqAeG4hiB7iuHXw+BkBin5EWg +OCrJpn3zdRgEpXYL2XVXxPFbZeaP2waDoH+vJ8Q3WBzLd7artW4ZhEvUr8Y7 +I8TxX6+F5RuBQZiSWdHVkCCO+VcEK9uyB4CpqP17Okscfx0nxVEIAzA6Vm5j +/k4cmxJT5jQX+oH/pUFJfoE46ooHE86M9oP2ZsuQoDJxnN58yczyQz9kqPkS +iSxxbFxfuqrodD9E7khT0RwTx2XZMclelX2Q+lf5VuKEOErHXi4nPe6D8ve5 +v/5Ni+OxJ15nV1zqgz86FcXVv8RRsDPkdOn2PvDY02tkzS+BkY8VPl152wsG +xqJugTISGERc61fzugdW2l9JLj8sgXY+f5diu7g51CxAd9JKAh19cpatK++C +P3qnB8VsJVCUMGhdmNYFExvd5LycJHBfob/8k7Nd0DS/P03MRwLJI27/vRbt +gqR4mTeeYRIYsDe/IMi6E0jhEmYJkRLY1Ih7xnZ3QnQgcfZDtAQWVVa8urip +E4KcV2qIxUvgNTnQ28TDzc1q03kfHkvgJYzSS3zRAWrMklJykQQ+C/odHMrf +Aell+Y66JRLIORXjnDLTDnI5WbyeHyQw9saBG1+624F8P3XPh2oJpJqebRnL +bYcFt+jqEy0SyJsaWNzq3g5V/PbsskkJVLo4nLyu4xMc0V7s9aBRUH3Q95Jp +cxvYGxPCQxgUnDpQtcGtsg2cbBlbkhUo2Bw4t/g4tw08Ag1CWzdRsC23RvHM +3TYIeB+vgloU1Nnz712cQxvc1Va+QjpIwQsFavl+31shyVhXSfUwBVuu0eN8 +v7RCsq15i6EVBcP3E57e6GiF54EBilfsKWjytdVbrKwV3r2v4ox7UHDELTXG +N7oVWrQd6GXBFNxuTiavU22FdmPf+s7rFKw32SacJdcK3bYhZ36GUzBnmHDI +W6IVhgJf1irFULDw3yK/yrJWmH3/+1R8EgWHa3/GNXxqAcKumHKPXApWyN+P +OxTSAsa7PjiTRigo9KSIeGymGTR0tDL9xilYNnti3/KRZpCEt3ONkxRk3PMp +Kuxphkl8fCP6BwXnFcSCjtc3Q7ReUN5KPioai2zRK3/eDBwj3dV/JKno7amz +z9ClGfKNCw5b0ajoVMeXoG7bDMkmasnvGFTcJfc6YrN5M5zaT9/qp0RFW0Ep +Xxu9ZhA5xOswsY2Kv9wTa8Llm8Hc5kNW70EqFt6Y3b36axNoH9Fa1Lagokm0 +2yzfcBPI2b7dd9+aikW7HlJX9TTBT7vH3ZaOVFxX1+Cpz26CO0eDVjR6UdFX +SZ73dE4TtLvp2lSEUfHrCx7fiKAmsPX/wJtWQsXjaf18PfJNkJKeEd7wgYoz +E8/7RmhNMNqTIPytkopz8gkSi9Qm8NPzpu+op3LznpOevkgTRAhTdRs+UZH/ +MIF9YKkR8l6evjIzQ8W+gA02al2NsNDrIED6QUW/pzkP29oaYbeIUYzWbyqa +ivvlX2tqBNY5evLVRSpecWGt/FvbCMN7WaWiqySxXVLU2qSgEUT61y9tZ0ji +LO/bHN97jWBFJIbaKUiigqDI1XvxjfBA/9+6qxskMUv7283q2EZQfNUiXa8i +iZWjqwS1IhoBAoJ07LQlsW1wQ5XPhUbwFO26GHRYEr0LXe7LOjRC9X/RC7Wh +ktg9LOVrurERZj175dQjJbH5Yd4sHzfPSsYqmyRGS2KdxymlErlGONnBeuAR +L4k73XcH/yfdCOIeQrD6iST6n3DXeCnMza+RMUHGJZIYtuuwwf15Dqxhxa1g +/5DEkXefZAuZHNCcHVTeNieJ+ws0W9fXc8CRvMXy0V9JfHTM2TSxhgM59s3P +ffik8G1vv/mNCg7YTRMNCAQppMq/mnpRwIFMQnyk2UYp3OufTH2dygGzQwmE +lqNSqCrM23w7mAPtL2zO8rlKYfS0QvfTIG5/HuluVTcpTL27cyrvMgdOvnr6 +/Ia3FIpWfaWOXOBA9MosnX0XpHCT2h+G+2kO1BU1eBbelkLBgMvEOVcO6Mnx +1SZXS6HHgL2lrBEHGgI+KrPrpDBiNXyPMODAocaw24tMKeyuNxL8tY8DTpeE +HG1apDAw4VRssx4HgtolfxMHpDD8CCnmpQ4HSqK2yYf+kUJOLkG1Xp0D2356 +BnltlsYcBXr1c0kOGLoZzESqSqPr+bU0OyoHbLvkHdK3SKMgTfE/UQoHrnzo +1R7RksaMarvvoWIcqLlxYM5RXxqfyKhsvSbCASsFDR9zB2ns1BiLZApw4Jzl +X9udsdJ40CjlKGOSDRF1n+qtb0ujWdP36z/H2ZC0K2fHuQRpDIv8HlM3yoYy +hpd47gPu9894dS4Os0FgprdZOV0aY/QH3Pi72XA3rNxQtkIa46RN7eLr2VBQ +EL5d8Kc0Luv1JSZlsOGNVP2+E3PS6LGyfc/ddDakBq2xZP6VRvHD+UIJaWy4 +bXDzTCyfDJr2n7JLesoG747bWRIEGfw9+kbgYxIbZOcfbVLaKINyt1LNwm5w +9W5/RzM6KoNTx0XCnpxkw5Wk3yqvXGRwx6lo8c/ebPDn0QIhNxkkdQYcUfRi +g0tNkV2ztwz2np2dzXZng47Vh8QjgTKIQ7dN+5zYMOvfIOqZIIMrM1tGQg6z +wSZvUOAGUwZzTWNmV2uzIdMk4XAuRwYPW7+QTdrBBr5ho5SeZhm0e9f5drMW +G9IJuTuVO2VwbeXOcXNNNsy7h3qzv8hgzYn6l9mqbDBeRx4X4KGh+g32u7fy +bJgoK9xvJEFD3f9ezr4gsIG8hnS2j0LDzZ2eTi5CbEBLnyQ/SRryx7BJtHVc +fyYZY/dlaOiaObDn/mo2aFNuXJ2Qp+Fv27knySvYEOXnkHtDncbNC/PPvyyw +YKMCP5VjREP7/KNoPc6CmrEY4esmNLwlbewmO8YCl1dSAtr7aaidzRidGGFB +ksa2n88P0jDzy9JIyGcWrNnjwb5sTcPAMz+zqvtZMOXACVY5TsMH64Orwj6x +IOte0kT0VRqmU+ZUvn9kgdbarSUmBTQcv1DE+f2MBdzLfsHfQhqOnL3zcjWX +F94cz3nxnoZ/iGfMaU9ZUGKemL68jIa8nrwCxiks0EtaulNcxa1fCHif8ZAF +BzbW+WxuoWGvyfuw2AQWHDdwoK+d5vo3WzPZEc6C+JDwaw1ydKz05ROUP8mC +1JO2D+0U6HhseSDLy4cF746o5E+tp+PJ2y+F8rxZ0KbW+pWwkY62UMFv5MUC +ci/t0GE1Om6JGH93zoMFdzXz6b276DimYMD46sKCxJEvJdMWdHTzGj+80YYF +jwz05kXC6bhgxOcros8C2VcGQx8j6Gh2+pCV514WPCXsZ56LomN5/I+qKj0W +pH2yftx7k46OR320L+7h+uXqY5B+h46fBOlXZ5AFVUGJ93Sf0jFPMkNiZicL +JgpmtE6W0jGZWCFxQJ0F25UeBDB/0nGEP/CAP40FYwq2wc6/6WhTupA9J8PV +x6BGzc/R0d9Jyy+AywuS9x7IL9Dx+wrassvSLPggFF92kU8WYwsUbaMkWWD4 +M2qFspAsli5FRueJs8C2LDAuWlEWi3RXVhgLs+CyhW36/iOyeLHA3dh6GQvO +DjzP67GVxYE8GbMZPhZ4en6vPGEvi4P98ndDuWx1NaIv9KgstkV8mXjHywL1 +zHzRsuOyaO1887U4DwuGl5Muq56WxbDG0cjRBSYY5jIPCd+QxSqMUSn4xQSS +KCw2lcjizU+DZpSvTLgkVtx5tUwWKy9mdxWMM+ELZWe+erksBt8/kmnN5Xz6 +Nr+4j7IYGFq7OXGMCTYqKmNmDbLYFbk9TnqUCQ8NZVo5HbLYEz3UofGZCYpB +SxmsH7K4TBBS7vQxYcdUqW2dEgN318hOKLQyoTHit5XdJgYqbFj3ubuFCW7r +VQ7PbGbgtbRS4i0uJzg+NCGrMVB5531hHi7/aArUcdrGQLKlVnh3ExNe52nR +/uxhYLY2e9sjDhPkgrKHNthx+8l0Cho2MGGt6HOP8JsMVI2qb1Ws5OojDugZ +xTJwsvjg7qEKJigTqTJrbzFwwDm97wGXD4jcbI65w8Ap2ZMviVyOI/hr333A +wMcWrIu85UwQX7tv3fOXDHxvtlD2uZQ73oqRt5XVDKyoFTzMKmJC7nJ61PVa +BvI1sbZEc1l/+ZFj/9UzMD+xTcuUy8f52ZQGFgMDLE8UsQqZkM6XF9zcysCa +dey4xgImqC5dPzw4xECDi87BvXlM+PCvTOXpZwZ67TRkJXP54L8/gsdGGHjE +wQ6cuey36F0yNs7ATu2yW6PvmPDur8X6b98YWKvpv+xnLnf8vzG82d+59all +F/O5/OlPXdfpnwycXf5EKpDLc/M6MXNzDFynOcJcxuXw+XMehX8YSKQxeqtz +mECZz9ILXGDgl00ZxCgup89NSOv8YyCPuo/3AS7vnFOYX1piYPOU1ZQol/8H +7JBLyg== + "]]}, Annotation[#, "Charting`Private`Tag$114440#4"]& ], TagBox[{ Directive[ Opacity[1.], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], + AbsoluteThickness[1.6], + RGBColor[0.560181, 0.691569, 0.194885]], LineBox[CompressedData[" -1:eJwVl3k4lG0XwKUkomRmzJgZM7ZKKrSK5JwKRUoIkVDWCiWlTfayJKWFiKKk -UN6SCpWIFDIGs9i3VPalRXbf8/0zc/2ueznrfZ5zlA4ft3AVFRER6SJ+/v+v -/vLRxC0DOmTpFNu9GJ/ZYv5vvG965AjoK0nMKVl9Tz/MafGdvohzUJt24Nz2 -Ne/1n3fKKHhKhUL+uqd3N+tw9VkUuvfhfZHQyVeYnJPerB+9Q+XD/qRr8OGo -7bvLO37oT+vJRSz/dQPi+l+9cx0b0l8vSHyuLBcHWyq4Fn0v/uofO85uUNBN -gLCVuyQkDab0HyxImyPvkASOhZ1pgvo5UJ+qpk4OuQ/HSvVWTkyJQUSydYa4 -ZSpcLB56NXtVElR672wR+/4ArObatJ+5shgKNzbViJ5Jg95Lfh3nzsuCXaiC -m4hEOlz68uicqCsFYpkPYiZXZYDFmRzRO40MWHWkS3m8MBMG7/4r1nZlw5dX -y96M7n0K7dpnO51vKMHMnqy2kVP/gT3d32c4ZSl8rRrNPxP6HI4LTzsFVi8H -+h9qmJ/pC1D/u3o9g6YOr9GOdqo1B4Yz69IW/9OAee4XOk8+fgm9//I4CWVa -YHE16anPiVzw/0dNuMhaCwMNrXhc9DVcVi6+f/nPelD1dT5ydFk+jKa9ldu4 -aTOcTAhbd2QoH4LaJPK8uvWg6MOjafe8AsiJDKuSeaQPB6S6Y11N3gGt/O6T -l0pb4cYjzwIn7w+wsdb/8kUJQxj+bvTxP0YRFN6vSEiQNQK5czbLNYOK4G9h -vkaB0g5wuX92ZLVxMey/KuAPmxuDSH/BpZVNH+Fos0/C1fHdsDywsjcTSkB7 -7qm5y9eawR7ZZjP1tBKgvrzGN9m0F5I2Tcuv8CqFFh+xOq9Ac9C+BNnLZj/B -bJia+QatfeDNKhUoqZSD0u411/bL24Eq5+ROyvVyoDrce0D6YweNF5UKFkyX -wwP6zwbx2gOwoyUgeUhQAVL5y4xi4g+CYpKOy/uor1AVYKx0IM0JauX/G9n/ -qxp2HGwc3ZPiAqVd2WvSNblAOm9e9mKZK6ToXe5lu3FB7IbWpfhsV7DuX29P -quNCpoHk5+8f3eDjrhsw8bQG3g3ez3Ke9oC7krvnf3GqA68u7/0peV7gd1j1 -w9b4Olg7YH85xNobLAomz7ytqoMCuUu53L/esOBoZk+2Lg8Ks1mNVswTcKpc -vOo2mQ/SE1WP7rr7wO6Ijzedvwhguu/ivO3sUzArtklpVrMR2q/eDPi66Dzk -hG570Xy4EVp1hGlJnufBZc7urQW3G+H05ZMSkxXn4cvUoUOnJxthTP5nr1Pk -Bbj++0pqX1kTRKiX8j5JXQTFjjal+oMtsO/kqh6OXBAotm6PrTdsh9XFO0Js -jobC1vy+2Be+3+DRl5SYni9R4N2c/yAl+hvUvSu94Tz/CiTOhr+89ugbiKS/ -30YyuAJ/DFX5XsJv8J/Vog7ZoiuQXmtPU9/cBc1WOwqvFkTDwv6qew9Ev0Oo -f1H9jvwY4LOeZ92M/QHlx0qdt3vHwpGwU59O/9cDt+4Xy5jV3waD6OOHtugM -w+Fnu1fpG6ZA8Toby2mn3/Dd+75ve+0jyP+gmXnw6yiE/8lNmzB7CqoCVfrn -5ROgK5v0YzbsBcwYm057GU9DT2vGHu1PuaBunvPAzkYETx8qlOA45YHUUxsR -hYE5uKsVVj6seAtqpld6v52fixnLo0fNl3+AYAdt8QvqYvi2/8ITT9diuHHf -v0Xr/XwM2pNq7EMugXYL3R+vfRbgkmap4OKOUvDYdfnCVpYkqh1xsGi8VwaP -Tx6r6H22EG03zur2b/gCqlLlu1wcpXH3w2fqG7+Xw37eh8tTvxdhltupvF1e -leASTj2/1koG19W8TpWXrAKdHXL/PFYtQZLePJbqLQ4cvdfB1fi7BNtuZW9o -7K+GrHfPIm6PLcEqy+Clz0aqob/xHE5NLkFdZnNh8Gg1HKfKPi8XlUWzmHXb -aCJcOHV92zUXGVlcNo76PAkuBIQ83J24Uha9TmuWxipw4Yaba4XYYVkcXXTJ -L8uIC3Vha0I8XWURe1YM7DPmAvnhtE6dB3HfjdysOaZciG+7nZFyXBYrLpyx -cDXnQtL+sojNF2Vx7ceEcBt7LqSbLN/hc0cWh71jSsdPcqFAo6ekmUPcPzZv -qvwhF2wD1fIlamWRYdJL56RzYazaPXsjXxb3VW51F2ZwYYPPjzvXm2Rxc+8N -7vh/XHj+8puXQbcs3n8n1xn4jguPNrVSn84hoXBvpliqgAsGkQrSDfNIGLNk -eZRIIxc6G+xF5y8gITtq5pBbCxcULzT1Oy4iodzfNGvDLi4kvq8vJjFIaADH -Dlv84sL1bXXHLqwnYfvN0cT8xTWgcVP20BNtEj44zVsTTqqBqm/m1nxdEq76 -z8XUnloDkpe4qLmVhM1b2XYK7Bq49LmK8m03CQeaG8emNGrgvOmXDybuJBRf -ecdz+94akE8Wf3XmKAlTD904cmNfDeQNGGWmeZGQ9ERsae/+Gvgb8+nWjC8J -K7f5Lc89VAMnaj4eyQkiIX1JytVc3xpYpCzq2BZK6MvSfbHrbA08O7l1n1Q4 -CQ9i4vp+/xroJRXpu10lYWaY/FPjyzUQ6TK77uZ1Eu5UkCiff6UG1F7pryi6 -SdjzxjG+6loNlIkFsAbiSJiedn/lvVs14Gr9nkRPJKFTmlXi2YQaiCmhyGon -k3DhjZjTuemEvlreMvtSSPjkxbuVWwtroCO5bJHPQxJGaYmGbOMT/ljIlo5J -J/ZfE1ta0FcD2R+C5ou+JGHb/Mf7bbEWhKsa5rFfk9A1dGepzr5aEElcM1cv -n4jHJt8Hie61YHGqc/b0B8I/rz9Ed0XXwj81g/GeShJevVGkW15TC4pxSf/m -V5PQofu2ZUtHLZjM/ftXpZaEWJefFThSC0ktj34drCdh3/L3VL/FdfDJZGb4 -fBMJWREJz6oU6mDwjfVQfCsJVxwtvFywsg7whnh/TRcJlZOPkQ8Y1cGRWcfe -wZ8khPGqfbKWdXDDM697YR8Jrw2sGnZ1rIMuoyPfDUdI+PaF6sEevzqInKxo -zZ8moV3hN9ubqXWQ46HSIhAh479An5eOWXXQzL/Q9HsuGXVDb9QKcutA4/mq -+tWSZHyZa5T9tawObBQuCUykyXh61S6yWXUdBEW18NxlyNh39tONUGEd1LrE -1KTKkfEOO0ZH8mcdTNb8qC6UJ6NSvTrFabAOVAE4TUwyiig3Hj/+tw785Icr -KCpknFJOlvsoygMGx7w0UpOMPRfG7x6j88Bgc+bH9LXE+mBVQzGbB95PRItL -NpDRuYd5v12VB0UhL99PbyZjcFDlgUANHvQMLXxHBzJ+z5dRnbuOB7IHXQq0 -t5Hxz8u7FBttHrhoU9747CTjLLtV5Qzw4Gqa16uYXWT02b6fsWM7D14vKXuZ -tYeMZ6KSRwaNeLCg3+/5931kLOq8N121mwfPUuozbA+RcWOvgoaIHQ8KZm7v -LHAh7BnQLRA5yIMv9pY/6R6Ev2T0MrocedBF46g2e5ORnWzw1cmVB/TYkvsO -/mSifl029TnOA7WhIP0PgYT+TT8leD482LBbv4UdSsbReTuvaZziwV6JfHpH -JBlzg+cZ8s/y4HJw9m3neDKKvVs8Z20ID261HVtfmkjGpeHk+LthPEjdsqJO -9R4ZJ3MCPi8J58G78YcyP9LIOCCxIlgjmgcVNof+M3pCxiOMYMvGGB7Uv2Lt -eZxFRjs7b4vkWB789km44pFDxlN6cy74xvNAhGutXv6KjLaGHpNXEnmwSINc -viKfjCt3/LQqS+aBem/M/L4PZFSWOWeblcaDTTtNH+0qIaPju1G3A094YJgu -YfC0jIyvVh6mbnrKA6fDYcFeVWQcW5WqF5JLxLNoqyKHS8hXiVT5m8eDC6zZ -Qg0eGfMehcfef8+DuMZzU0ONZDy3rGD80WcepG3Svru3lYwZC576ilfxICfu -j86LDjL66WudyqrlQZXF8TMnu8n44MJ6RlkrDxqfr5Kr6yOj+g+G2bbvPOhe -1Ju7boiMj4+6qEr182BepcuvP3/J2B/3vP3mBJEvK5RjrcbJuFnp02EbUT6w -w9s0X0+RMTzK/p2vJB90t9t5nZlLwT2cGf2PDD7sTKVK1c+nYJZkqcyEKh+s -ZnmZmyQpWNETtDBOgw8n3pp1j8tQUM+Z3S62nQ8B8tLhdmQKVre6nGjbzYfo -MxVL31IpmPbhSJyaLR8erzN09mdR8GnINhWKDx9yY0VFW5QoeO6Typ7Ci3z4 -OPQhZctSChZptMV1RvGBu/si3FOj4B23om9hd/jQmqXbOrOSguKGX5hP0vnQ -LzHm76hJwamapyvNXvFh3P0Vo2gtBc0NGyb9S/kwv+xkgeJGCi7gFA2kNvKB -rKplG6xDwS7fncO7RvgQmOu04YkeBa/uOL4zfb4Aeg1il1QDBfV13AI3MgVQ -5PqrnGlEwf+mPquL7xSA5+Nc3TwLChZazrfiPhCAUPu7XJsVBXmy4SexQADb -vlB+i9lS8P3G/p9zawVA6/HLsnQk7n+t9uGmqBBK1XWYQ8co+DrASQgeQtB8 -e2SMcpyCBmPLD74MEULirkSe3kkKXlA9tvlOshBOeE5GR52l4LBS34pPPCEw -s99PL71EQdm1sofkjOvh9Jptbfb3KKjsdefdiGkDtBeffBuaSsFPGeR+wxMN -YGrxMD4zjYKdxqULjW81gLLvvL1jmRQ8uPNz5bHWBuDklhXdfENB8sia27EX -GkHH8F9SQQFhT7ppQGVaI6Txl5/reE/BIeW3g3WcRjg/GrFGs5SI/yUHW6el -TbBs064HFVwKLtna5idsboLYLxcCRuoo+I/94+lfqWaY2v/Ujiak4GrNrghR -/WaoPSdNcmuh4MNzFkfHHjRDwNvq0Dm9FDR7cJhTdrYFBPr7XDfNlcNhBvaE -2bTBsqKejgfz5TBJb8+Xf8ltcHproIO0pBw21SzJ435vA7JBpk2njBxWFtxY -76LXDhbGIibRLDkMFPd/HMZrhwcVt8tGleRw/+jT7pqpdhjZtXL7oaVySDWK -50os64Dre6z1Nq4i9p8OmdxyoQM4lk812nUIVl2dLtDqBBZ/a5bJFjkcXZAq -esepE7yshctfoRzqZ1S3msZ2gpStqFLUDjmkrVhw5fbfTjBx2E9abyWHH6PT -JovLv0GZx7yx8BNyGOUY0B+S+h3kehNO/fKVw/7U4zzRju/gekxzxP6MHBau -rl3to/gD5nnb9a4JkMMj4joW1x78gG2+z5ubrsjhPAfx4xdf/YTCi/bFmo/l -0Jlzy2MFuRcWzY5sScyUw1c3jZYsc+2Fg0HhBfOyCX8k/dyEb3phKiTnZUOu -HP7K8/pY4tAHuhEL0kM/ymGy6YprZQX98OZGbpSwRQ5zx1bSnqYNwXUtZ5m1 -HXL4oEpcd4/oMBzlLImL7pLDaYOqyvdrh4EleTx1a58ccvqyt5nfHibq9Yq8 -rDE5FMOfc5scR8D6xL3vgSQqqu+wk6mY/xtGd0egmjEVH/5iis0LHgVu38ay -EFMqFjyhJM/JH4XMyO+7WsyoWNtZsK1peBQcPm2zuWFNxWePc/5b6vQPyvSm -vaacqWh1ZPuPxM1jkNKY9dvanYrLC7xKb/qMwfmzdudeHKUS9TykXeHxGGjk -vglz86FiOr/Q87bMOMStPHmXG0BFgwr/9vTmcThRrqi0MoSK69UwWG3RBJi4 -V6dfukTFy0Ynf4jCBMw8WJWjG03o7zD6ofHeBLjRf35JS6DilK1Z+32rScC8 -23tmk6h4tSVkSj54EujWBjzbFCp+8F1Xl5A1CZzY1LZFjwl9zY4O6ExPwgYJ -+9GzuVR8nnjlu+jNKfBsuJif8IaKHrqHf+x4OQVpGff9CwqoaFl0mRFcOwWy -Jt9Ep4qomFK/bFWD9DSY0MXKmKVUPFAc4ta0YhqCe5dFbvlMxV2Z5a/zDKZh -OOro4sAqKtKWhr/v8ZsGtQPRtfe5VAw9Mj2tGTMNjiuzbxfVEf586eWqkjYN -cZPV+zsEVDzZPW6RmzcNnMoRhmgjFb2Pvzg/WzkN85NIbcotVDwnSHWY2zoN -Wzw3PNjeTsXG0H1BhYPTcErPxtXlGxX3v+Y4ac5Mw1Opc2qXflBx5aXYoH1S -M9DVnNj3qIeKI20JjqvkZ4Dx7F12WT8Vw7pE3d6ozoDFxVafn0NU1PJ2Efml -MQNRu0U2LPhNRYjneDZqz0CxgvKY2igV3X6a/PKGGRgb2P7WeJyKFSu3CZ8Z -zoBWoWvA0Skqjvn5H7ptMgPuMeFbr8xSsVVRSaCyZwbuOWTMeypKwx7zYZbZ -3hkQaFR+/ipGw4WiIs8o5jMgPdsfNbCAhiNfZjlBxLpB9aI9i6RoONd30/Pr -xHn/+1pLNBfTsKzAzN9w1wy8PG7BM5OlIW/nTsf7RjPQC6fiT1Bo2P4y+NI9 -nAFlmTi7WBoNx7u76kFnBuza3yjkMGjYxj7U4KI1A7HPG9prWTT081aRXr9s -Br4ETT78rUTsr8yufEGfARFzBXfyUhpav5c83ik9A9pKoL5BjYY7rEosK2an -wXvEacBqJQ3XrO+p9xqehpbYNN/4NTQ8JDkumMOZBvLhso1562k4X3UjfbZg -GkzXdo/Xa9NwUImT/Dl9GgpqVwbR9Wm4+7lnXtn5afj1YPf2zVtp+IS57uJc -52lY4Xt8vr0BDfWX8lqoJtNwh/QyOtmEhgaPKjryydPA/cYzK9xNw7148LLB -2BSI547Ktu2loccT4/z8xinw26eboGhDw7NiFdsCk6Zg3+3iRw+daRikertE -kzwF0a7fPErdaPj4Z0LI56FJKNkgtur7ERr21bldC6mYhLWCnTnLTtDwXUh2 -Q/DFSVhM5RZm+NMwrGiu/vXGCVCvt1ZeFETDc1bW+5KfToBRQsulk6E0vN/d -OzlwcQICGH2mm6NoeEMhzf0MawIG2fObvsbTUHGq4cKwzThUqen9G8oh4k0a -XDqV8w+u6D7R3NhDwxUdH8a+7foD6ZMaNxP7afj7t4TfJ8of+Pju1ejMEA1L -aCrm3LbfMKFf8v7zKA3zu55XnDn1G45ub91lO08enUqYXp9TfoGxKdnDny2P -a+asdVi4cARcpO9WtivLY/aPhdbjDcMQxFHSNFwmjy8rON9MM4Yhb6/mqPRq -ebTMe22uYTwMalYmYfd15bFhb5z9ZuYQiDsEpXy0kkd3Ri7tzsF+CDI/v3Vg -vzxCRIBFz+J+mDA41Um1l8cx7/f9GiV90L/SQ9XrsDxq+BnvfryqD2rHzZ5Q -j8vjdp1HRckSvZB0m/3cM0IeTST9hpd0/wRKpLx5/BV5jFk2dLv88U+I8Sf9 -Ko6Rx12m6nOcPX5CsLP4eupteVym90IZ+n+A25qhN8Wp8tiUb3M2b+Y7rKkq -/CD3Vh7/+T3PumbWBZlFeU5bC+XRI+Ds3SaFLlDNzZnjWSyPJRWSB+UHvoHc -3fTtxZ/l8dPf/5y9Y77BlEfM52M8eVyR+L6dIuyE0/YRHnFCeZSJk/Gsz+iE -QbMQieJGebxUZtJvfLETOjb67ZLrkMfByynx65Z1Qtk8h+qiAXnsLFk1/Tew -A2DM5kTfsDzODzNLmLe/A/L6zJfI/ZFHhsrVrFdaHZBVa2h5bEIe3zZJdI59 -a4frKauFFHE68rUXrBOat8MBvenWo4p07PcbyKHfbAUHU5nISyp0HDU/6aVj -0wqH7VXWpSyjY3mI7XJHZisc9TcO56+iYx+7cefLjBY4/+62JurQMWi/y8vl -XKKf+fqkwU6PjpYlW74vT2qGkOa3oaeBjo8dak3kjjRD5FSHMNOQjvcrFVa9 -EGuGO3oaQRQLOraeL9kRbtwESaZb1bWs6Ji+MUAlldkEKfb7eCb76WhUR525 -NtwIj/3PqwU50DG/cMtoW2IjvH5Xxu09SscQo5SQobEG4Ok5KhWF0lE/1nDF -lLAe6k1PVjZepqOwu6S863U9NNtfOv03ko70ueUl3nH18M0/q1z9Oh3HXSJS -bW3q4Ud0oa/hTTrGL3wz9HJTPfQm1Sg4xdGxca2V5wN6Pfx698/ndhId/b9Y -P9jeJYTRr5LM5/fpuDROZeevSiFMNCuUVTwg9L0womSfK4Q509vpIhl0XNit -PH9/uBBktlz/ePQVHc+0RNtnbxACefdDz0t5xPl/SX5/lIVAO/haLuUtHYfP -MjidMkJgX2w+yi+mo/if/gfZgwJQvjpEHi6l4z3BP8vwVgEsSxb9IPmFjj9/ -t2fMcASg8V6NhBw6brtmce/DCwGsrdr83q6Gji7/cd3mpQlgY8se99M8Otrt -oam1xglgy/Spt5mNdPylHtZkFCAAlI5w/dRC7C9pGuCeFICBwt3F7e103Hnd -WeeHuwBMtxQ7U37SUenAbPYTSwGs19fJ9u0l4r+m2P2KsQCY8GKsZoCOThXm -W+ajAObhiu1aI3Rkn92yQE5bAAOYejXmDx1v3XW8/0ZDAIKt8vX9/4j1tE7h -z2UCKNwWq7xrko53F+Olh2wBxBgEvxEXZeB2s8nQ57IC8DMcn+MmxsBkd6Hv -pJQAHIx8TEsXMNDwWBTlk7gAjHb0xClLMfCaovx6ybkC0Nx5qCNoMQP32Avv -fJ7hA824YWWbLAMb5ngsnJjgg4iJud8WOQaKzH1vfu8fH7pNyovuyjOQ4kTV -evGHmL92bV04wSSa8eXiRzR/8SHPNN9qvyIDK88ce08Z5kPK7jUpr1UYGHnh -ZL/TIB8i9mT0kpcz8KRXwkvpAT74mClt8FVnoEXcUw6tnw92exMCa1Yz0G/3 -538BfXzYZr6kQnMNA5+MWf7UI1jdIpIcs56Ba6Sk9pkRLGs5x7Ffm4FNkmO/ -cgiesDyXYbKZgYOXjp9xIe7r3Dfy+4k+sV9B/qYTIa/C6oi++DYG9gX0/n1I -6PPSuiPC1ZCB7e5qe1YS+ibZ2NaV7GSg1UO3nb+J+S9sf42CsikDpRdGXBv7 -zQdPW2OPIDMG7gov/Ko9yod9dsU5rRYMrF505fGzMT7oHdCZ1rNmYHP6+0/W -k3xQtX+x464tAzWdT1dqEv79ezC12caJgcvbL1Bc5gmg1UF++WtnBpbK3ErI -I+JT5hjrQ3Zn4D3D0jDNhQKIOxQ8v8aLgSc2u077EfENODy+V9OHgQfaqe9R -TgBuzj53r55ioIe52042XQDaroe0TC4w0Gj2A0laWQD1HlvtSiIYaBlJst+1 -lphXj+SnKUUzUGWFmvOBjQJ4cnTNUOA1BuY05zxz0RXAOU+lML04Bpq//qtm -tU0Ah70SOIkJDNRn2jpvMBKAifcS+fEkBj6gRP4RMREA/cSc7FcPGSjeKck0 -NReAqM+5MdJjIh4eQdml+4h52Wdk28lMBtb2Slyn7xdA7ckjV7nPiPz5EaBr -ckAAb307hBovGGjyU2zZXgcBpJ2yVb6ay8A7keRytUMCiD5d49n3hoFpfsfv -cJ0FcMrP+I3xWwbGuqmLG7gJwP5M8ZwnhQycp/jkcqCHAB5kPo38WsxAmyXr -VjgeFUB3S/ySkVIGRicw6Qs8ife/JDSB8oWBL9OqfM54CcDXwFtJt5KBswvc -d2R6CyDvjG2GA4eB5ZeLnycfF8BMpsGa0BoGxnzx+rjnBPHeWzXzH/MYOHA4 -91oBwVFLGFu/ChmYxbut3kow12B++XAjA19crnj4mmDK2ZG9lFYGSn39KLmV -YLus5nqdDiI/O9K9zhP3p7R+dnLoYuDTIesGR0L+jyUvu0N+MvDD/GO2g4S+ -qwzvnXjcy8DPyuvGlI8J4OTZyLHKAQaGrXhTOEHY+ybrVNAwMQy39r7OPUn4 -Y6rVcQHlD5HPipnt4YS/tsnuuq7zj4Gvjxft0HYSQIThRprDBANfuXYMXLQX -AOesUkrINJHvF57y9xPxIT+VUnsswsQ1pHMin4j6Zdv277/KuUyUOG/t/WGP -ALoMOR/Ikkw8eJ4mbbldAOrn8nfoSDNxEb7U/qEngBNP06oPyjBReXXlnckN -Anjdds0mhMREGSVx9etEPZuUvdCWLsdE3++fvqUQ9QyN3Nwr5ZkopsF6r84S -wOVz5kNDTCam3WnNUqcIQLZ9+ewmFSbubT2SGDRHAPtJpPCDy5jIDz8SyCXe -X7LRzKKQFYQ+w7oGUcT7V3vGY1VqMrE78+EKzTo+eLd/SB9ay8TLTM2l5DI+ -5JKyNMgbmWgTfeq1dR4f4Hyw/kE9Jtq9mtranUi892eeZcHAxJ1tv6TWXCHq -RbvNnvRtTGzqllhceZ4P1js0HIZ2EvpGd+/6YUPUA3LTxWArJoZ2lLofluBD -zo4ysfT9TOSeoOa2/ObB2PkXVysOMDEgkqcX28KD0I7wZNJhJt6MbvC6lc2D -L2TfpZtcmchskv3ScpsHi3Y6PLP3YCJcSPho4c+DxOz17x95M3FLxP7BHCMe -tHewDSt8CH0zt36OV+fBUsrCqsFTTHwS0XDtrjQPnl/oaNa+wMSPvw+u+c2t -g887Y6bKw5kYKDu8MdK0Dn55tqquvcLE2u5PC8WW1QEzVmN3YgwTtUYEf21n -auFEAyf56G0merV0xAdk1ULiNKus9g4TKQ+jZI2CaqFU6figbhITTR2+LhdY -1gLt6GJY+JCJiw+I3IJ/NbAtxtHdN52J57LP3pf5XAOeOf9da8pgohojLjvh -dg3ECWbfbH/GRNkejXjB4RoonjBrz3rORIbRvtUlGjXQz0pZQM5lorfa9wPG -MjUgt31Yy/8NE1f3UY1OMmsA3dG2q4CJVzZP0T6q1cDRK9eDTQuZWLPFmrpp -Qw3c+q89I7eYkL8xKrRuaw0U1mnVMj8R+RyVdP/mnhqQZdYoD1QyMcUvZiDA -owbePl1SerWBiZYN0v/6k2tAinNjfvUfJl5UoukELKqFjb86NbTHmLgiMi5O -UqEWnOTW2dyfZGJ5jknsfytrIdeh7vFxUQXkRseYonEtHBwiGcvIKODH1SrG -7pdqIVvm9hXzlQrYfLD9lsKcOjC3jJfhHVLAyiU7UjJEeFCfYecn6qqAbXNv -8nIX88BJhNWs5aGA8W1pIR9YPDjxLO3xVW8FdHh58hFXjwcx4jn6Oy4o4HCs -pnv1WR5UvP3qWXBLAZ8Xf/n3ZIgHFrLXa7vjFVCn6kfGgRkeNHhYbqLeVcC9 -c5fS50oT329K49xTqQqobKvkv1qdD+InfiauzlZA1YK5ai3OfDBQFS1P+ayA -EmtuwSIeH76e/6RRXaGAyfcu3Cjo4INlTcSt6SoFPJ86fm/vEB8OByx2suMp -YHjTfXltSQEE1zP/kToUkHN2+F+DPtGvRGsvDZ8g7Aky9294QPQf3yaiXk0r -YOCGd/OqsgVQpVM4/E2EhTrkveP3CgTQ/MPgHYqzUJqTYtxUI4AJtLCcILFw -DS/nSOoM8X376xnstZqFS5NqOcV7hWDiYTx8RYuFyw2Nt8nZCcG+aalj5joW -eg9NmYGzEIKKW/V+6rAw7cDQaanTQvhyde+YkxEL3aRkgwLjhNAosto90JiF -5+7aHnC9J4R+XwlBsikLTc79t5WeTvSjdh9fNlqwkGs2dHiQ6Ff3L1t/fJ8j -C9fe69q7iiuEowkyrScPs3DJ5rttfgIh+EsNmMa6srA540BDVLMQUn49Uucc -Y+FHo7FNUt1CyHENSej3ZuF7yFp3dkAIpfUOCxaeZOHhFEpJ5i8hdBdSf+w4 -y8JHxxvKnKaIfnnNn31uF1goHBqs6hSpB6lH3JKwABZ2Tqy7piZWDyzas7UP -g1n4GBws10jUg9aVyNTiMBZ2UdoPT0nVw7YZV5n2cBaqBXSLRcrUwz6fbYEz -USxsV3IOE5Dqwa2LNciMYeEOy7GlXXL1cNZm0n5zLOEPaem1L+TrIapCWGl7 -i4WH/nwc0mPWQ9KWXN2z8Sws3Tf26DKrHrKfX8+IS2Qhqu68e1WxHopUvGiv -klloOEdSzly5HmrjjMPrUliosM7CnqtSD10Sy0ZHHrKwL2PkpeTSehj1F3WV -eczChzOnD88SvGC4tU4jk4VU3xXPni2rB7rz2227n7Gwe0S2gby8HlYJ4l8c -e87CW4tG1dcTrG98SjHqJQuPi1n+lCR477u91568ZuGDt24Wd4jzhzVXz5Tl -s1Djg/rzJuL+Uw8kvL6/I+QbWRnwVOvhMuVH09wiFkastbUIJvS7E/HRRLmE -hdGSbgqdSvWQOXkvH8tYuFfEo/svux7eeV9QcyxnoeSg+OhbhXrgdNjEX/xK -+MM6K2Idox7a962fn1TNwoNupzoP0Ih56LPM6YJaFt4Y2Wq4nlIP8zYPfKvn -s3Dw9H+/3i6pB7nscot/9SxslKes+iVdD2pK6cWUZhbGPg1fKyDiqXsrRGt9 -G5Hf6fVG7kS8TcUd71t0sjB8eVxGGpEPJwaoF691szAsVv+A0qgQQpz+9D3r -Y6H6gr8rHIeFcKuOa/d1kIWZyv8ZGfUKIT8/cpPEX2J/SrubdIsQnitU7jg2 -xsI5BfGrd/OFkB4sZVM1yUKtt8qWKlXEeeNrp2NF2fhOWNYc81YIUc+4Yb/F -2GhKFTFXzhFC8BLZW1YSbOy5vNtg5xMheDfcypGXYeNrrnPpjptCcNkiKL5A -YuMrSWcHdoQQDqRSa1rk2Oi0/lvsJX8h7DySOJSqwEb3JzVN48R7VR6/v0p9 -JRu5QyOhbqv/P+91bI7WYGPFYpnT8SwhLC5W3jW4ho0n5i1SMVsshKmIR0dy -NrHxd5ZX0Z4hYl6iZaXrGrGxzeqVtm+GAL76979KMibkSew3LiTmuZL21Z9m -TNl4zbJPJSJUAM+fPP/20ZKNWY0i624R/WjUpteKuw6x0feu2T0fMQEEJf3T -fObCRsrZY21xxLxwRkQHFnuw0SNKt3WtkA8uX94erPNmo72Xx4LKdD7o7y9O -PODPxpsJDQ8cgQ/r34lmvg9ko4jCL3eWKh9WKhrks0PZqGKx9suuBcS81V0m -/BZJ+LNlbOsghwe/znwle8azseTIN/sNVjzobpJW5SSyMXdcEk038KANzNZp -3WPj4VtBYeVkHnwVrzX/k8ZGva6L0r9r6iA9Xhjjn8PGOW6nZL4b1IHdm84F -V6vY+EVtocYBKeJ7tDve6hWXjfLXL11f/b0GRLt2PWipY+OblBWpx97XQKbM -q80ajWxsUgu2X+5ZAzPpRyKsW9gonLN7z8NtNWCxhcUPaGfjoh2+/uG0Ghg/ -Eu5d/YON1VV/aZc+csFURO/tvx42KsSv/5oUx4WUuGFxxQGCm28Yyh/lwp9V -j/btHCbyQaomfVyPCztLbFNP/GZjZIvHki2LuZBku2jwzigb8wLZYu2fqmF4 -6KNu8Tgby+7VT54srQaDy2fCe6bY+JIWcEC8pBpMF8n1LhBRRMnoEyrJxdXg -Z3tCJnmOIu4kyViuL6qGlLSKjWvmKmKTwbuer4XV8Ec3MNR2viKe8XxtLPqu -GpLcu5mZUooYt/fMx4uvq6G/qMBsl7wiftyYLv4mqxrkpCh+bXRFzFEKOuCS -WQ1oczzJl6mITqPyUqSMarg1oNJzl62InazuoFPp1aBHvxrSv5SQJzBN35Fa -DdG+jq+urlXEkR/njDXiq2HlsnkM7i5F3FN6UHEstBq+9Fxfcnm3Il7x+D71 -OqQaXJ4pLNAzU0Tzpq79Z4IJ/dZr/31soYizvXeuTAVUg9T2o9WBtoroIcsp -pp2vhkFHbqimuyLuG264F3+iGnISkvpjQhQxLDrq0BOHathzcMU3gzBFNGQY -WN0+WA29iq8bJi4pYoZRREaofTWoPKkuc4tUxDcqD4+72BH2vBZN1b+uiGO/ -kq02WhP+rPOwGkxWxAQd9Qf0PdWgI72hcHe+Iupq2XS16FcD3XFP/mSBIrap -lyiNb6mGqefuuRnvFLEn6vQNCsGF+xIzxYoU8ejnYAmLzUT8kmbj3pcpIseg -Q6tBuxr2rqw4vpqniM3vGs6w11SDu7GjkvSQIg7a99iHqVbDzrtnmW+HFXFh -2fmREpVqUB+IpR75pYj0Ezlx8wjuv14q/emvIt7RvbUoUqkaTtavmPCfUsRP -Medv3WNVQ4D7n9p+CSUs0fYen6BVw+1LkWFfVZXw+AK2pM+iakg/YX/v4DIl -1JpjodskXQ2vD2jmDS5XwsWFR7SNCBas4ffJrFTCTe8P3GJJEfnQqmhptUYJ -qXZv39dLVMOdjXlKrVuU8N2fvcM+YtWQ+PNH4ZC1EoKQU641zYH7xgbjspFK -mPPtonn6IAc2qSefr/pLsEXHvOQKDvQssw91/qeEc2/nTFMJTlRhRI+PKaHS -C1G7m+UcmGImJC+dUsKq6Vt6V75woHjx7aKLosq4u/v5o8AyDpj8jZ6vsVgZ -38VWdJ//yAH7Iv8bMWrKODRxcl1BAQcCre0zzQ4oY3pOorflUw74dTx+02Kv -jO5aGYbdWRzw9PxdesxBGc32zpy8SPD+kKi28EPK+KGtvvpJJgfWZueRi9yV -8fuc6qtzMzjQJUYJ1DpFrLdYjH55RMh/VWW55Koy9lzJMrtxnwMUMkzXFirj -kqoED8otDgRQ3zeGFCnjM1Yf481NDvygb85b+1EZ25fdWG5LcJ6Stu+NT8p4 -tf6H0b0bHLDT1Owx/6qMv6w/31sVy4F7Jmw+t4GQ/+bVBdsYDqgFzz7l/FFG -ddtbKr8iOKA7+MG+Ql0FK4PnHZYJ5IA0+fHRyGsqGGN27dQxb+I8qcNgV6wK -ppjNslkEa5AYbOmbKrj4bZlYjRcH9speq7sep4L3sxWDtAm+IXNG706yCvpm -HtQQ9+QATXrHosdZKjgmvO784ggHVOf/fFH6WQXb7YKKtFw58EpMKfpyuQpu -pB690+vCASOxA247K1VQJOjhkzSC3edV079yVFBs4r2PPMGZom9C6/gqOPj0 -TpqYMwe0Zi9bdX5TwX8VVf7dTkR8Z4o0076rYBRPueYRwRYzExJuP1UwcN59 -e2eCfae9C3t6VVDg8IHW5siB15PWy0dGVHDCxl+lwYGQP3l9zsvfKuiY+FPj -DsHCiYqmU38Je+KaT9gQPDauf31sTAVlNpDuCA5yIHL87NGCCRXUtll1MY5g -+niOgf+UCpqsDbhjTXDmWD9Lf0YF5xr/6ZEjePPYsvHZWRV8JnbeR2jPgf8B -vrCP3Q== +1:eJwVl3c81e/7x0uhlBJnOefg6MgsoxRlXJdoWA1lJKuikFBpKBWahFIfiZSR +EUlSmSUiM2fZe1Uifa2Sdfid31/vx/Pxvu/rel3XdT/ux/2SP+pj5Sa0aNGi +scWLFv3/V/Vtysx/JlTwXuuiVDg9b7D/3/Qv/pgHkMtbHmZteGZ4w2X14193 +/CHd5PQOgtZHw+w+CRmvldfhXeOV85JbOYayRKr30YMhMHqwMjo+pcMwbBfz +k13cPfi0YV2W4q4fhnx90h2l8QfAPhYcUvJvxFC7KTZ7LekRmG7Mp3u8+Wt4 +0keuVWZbDBzRfXXc1HjOMGlZ8mJppzg4F6Dct6dlMbQkKqsSguPh1rO0KaM5 +Ybjz1CZd9EAibDiddkQ8XAyYQ48NhL8ngf3vKYJR6Goo3tLOFbqQDAzz97W5 +/pJgf13m+KLlqRCv78pf40qESHpSxOz6dJj23JK7rZUG6z2+rZ0uzoBXEfGv +Y4/JQdV7xbzJfZkQtUcYzkTKw/yel91jfq9hrcv456z4dfC1brLgwvVsMBmv +zJFgKQH1D/nGeYs3cCHEflMASRVy0Z7i15UDryUzJUT+qsPSE5f7zqS9hYsS +239f+KIJVuFxmad934F9boqogcxG+N3ahT5CuRDzuHrF0gltUDh7zMNTsQAM +Hqmek92iB2dibmzyGCmARzH0rA0/9KHkUwr/RH4hHHiTbpKWZAiHV/6MdDP7 +AMGBJZMHGEbwIMWr0MX7E4iuLusqE90Bo993fn5NKwEVv4zZKomdQPK3VdII +LAGZXSfu8eR2gWv8xbENpqVwTJ93vH2vKSwaLryp1v4Zbo7N8uT+WYLStdqh +DCiDZjfv48kae2GPZMde1eQy2KRqf35hyz6I0+VLq5wqByPHh09WX90POjch +S3HhC1j239HLVz8I3rLlTfLMagg30yRUke1BgXVmN/F+NYi6W1y8NW4PbVfk +C5fxq+F85snia5zDsKvz6tORphrosPzyh/jIERhxW10/hn6F8GsxH4ueuwBP ++vWY3TgbvEK6ddUSXKH8W5ZWqgYHKA97l6YoukGC/q0hueMceB9i++J5lhvY +DGs7SNVz4Ist6ahK2XH4bP4AZjK5kMb5OKw27w5PxCxFqlzqQVuoWudj4Sk4 +f1Thk1F0PexYO/mBbecNVoWzF4rq6mF9ms+OvVPesMwzYzBrWwMUUJfzKmV8 +wa9atC6K0AiRMoSf5z1Og+Wdzw+PVTWB72zKvQl5P1gQ1pVf0GgDzc6z/72W +vAQ517e/6TjaBtbPFYdv+V4C18WWRoVRbbBx2w3WEOsSVM0dOXJutg3ce221 +bcIvw/2Ju4m/Ktoh8caj168krgCjt1u+xbETVoa+8fCnBAKjyziyZUcPZAdQ +9ph6Xgejgl+Rb872Q4/ywMqaylDw7ihISgjrB1213QogfBdiF26/vZfSD/e6 +ZRWGtt+FPzsUGk8198P0juvU3uK7kMpzoKjqfQNenmisZUEYrBiue5Yk9B28 +v7Tjv7wIaJTNfvkw8gc0fzGeTj4VCR43/L6cez0IYlYbzum2RIFJmM8Rg62j +IB1065D0jgQo3WR7gO8yAVc7ySnZvBQo+KSR4fh1EmLFLtr07c0EhSYFaqXS +DMya6UTO33gD86YW/FOmfFjJkNRmfnkHqvtzkuxtF6Glmn3EO5d8WJlpu0jm +92IsMEjwiK8pAmWLu0P9l5ZgkGqLpIXSJwhy0hG9rCqMJk4xFR5upfAgPqBT +86MIDuKGspOEMuix2vYj9/QyNKnd75zVWw7u5rcuG8mK4c4s+2Wtzyog7czJ +mqFXK/D721Vyo5urQGFltbmrszge3lQ5t+17Ndg1fLo1N7EKrXu+vLM6VQuu +t8mXNlpL4OWzqyZ0V9TB1l2kf+7r1yDDkU+5Gc0Cz2e9HPW/a/CLjcVw3CIO +FKoPlnWwJNEisNs6rJIDh64pFyznSeIDbZ9fUTUcmGKfyNrSKImc4WixxDoO +bD794/H9dkns/GA1XyQ4x9lv+0+Z/JRE790R7sI9HEjR7SJnLpZCRijp468p +DtzfXn/ysrYUHm56XLdxPRfUH0oeeaEjha9dmir9NbhQ17/fpnGbFC67+IBc +tpELYjc5qGEkhZF6/7gOW7lws7KO2G8pheqF1l6vdnLhkkXVJ7MTUqhcc1qy ++ggX3Gw+SlFjpdBfPqtGMZYLEWVESZ2nUujhYtZX8JQL+ZreEgcTpLB5m/DE +/kRB/BVy4hGpUkgfryA+eMGFrE+BIkJvpXAzx3GJfR4X/imbTA/WSuGh6jL5 +nU1cYDyK+yfClsKZmZT3pm1cMFvy9y+TJ4U9zNxXNl1ciOtMGXdskUKrwH9D +4T+4gA9Eh7nfpDAx4Mxt/39cCJmt6SrgS2FudAHcpPEgx53Z2bSIgHs3uKMR +gwcdjZfbJ5YQkD04sm3FOh6oZ69v2SBGwENjVbtr1HnAc43gJpIISBJJXZjb +zgMaa395iAYBNccWK17w5oGJXsbn1I0EHIkp2bDFjwfeL4RKyzYTkHAqfkT0 +Eg9Kgt9+5OsR8EhiUvO3mzxw1SHmnd5NQKuSg0Vhz3jwKqEl/dARAmZS+k+3 +1vOgcD5qd6ErAZ0dCJuvt/OgyuHAANWdgMyDhIbd/Tz4RmEpdHgT8Lr6N0OV +CR5QI8vinQIIGKBxQsSMUA+3grKijkUT0H91sdRxh3r4r/ukdnksAefEPojO +u9VDooFKvcIzAmrNNtrm+9TDh+nnEj+SCaiWGvwu6no9TJyOueueQ0C76Azh +hcx6cDl6I+hUHQELCTpTgyIN4F1ixGBxCPhwz4WOVskGuCy7UKzeQMBc7XUt +47IN8KjNf26kTdAvieyviToNUGflc+HMTwKCyfu8Bc8GaMteT6r/RUBXoemj +Jhcb4OeqoXebRgho9Ncv5v3NBlha6zr+5y8Bu1/4e8olNsA2Y/tTF5YQUeV9 +92Zsa4DdieSVLSJEPPxcWI0w2ADWCw0ZumJE3JqyQ11xqgF8i/b+nJYgonDw +SJEEuRHSNu04FiBLRMmRqZ82do1AUNA8FLSViK/7yRfdfjXCtXcum1/oEzHO +X7RQe74Rhkwi17CBiFeND79wW9MEJW7j1fSdRPyc9n1qUrcJvNLebcu3IuLE +5+xSRngTNOt8J3VbExGJle92Pm+C7VXECeFDRDS552zbX9AElMHzLw84E7El +VGv33Z9NUK66lT5ykohBm4zP9Zg3g0aRxxTRh4j1R9UviBxvhljz2Ab9M0TU +cQu+kx/YDL5es2GhF4noxe5Prs1rBnrWR/66m0QM2KudOr2+Bc5pbe92eEbE +UTI5tmVzK/SUnim6nkjE5zZ1J0XsW8HC6nl0RjIRF/+QYg5fbYW1Z5fum8og +4t7YGM+hmlZgvasoeZhHxBK/zKpFXm2wdce/uMJCIt53/qak/6gNkhuV/Hs/ +ElH11O++HaVtcGnyjpZGORHdRmXL2NLtoKhrnlTDIWKhdn/7ysZ2iKy6fHWs +noj53Uc+iYl0wJxdpj2lWZBPp4j7W6cDeP7iUsc7iZi1a9Uyn2cdcLWIfX3x +EBHT5jeys853QpPhQTfdJSQ0Ob3n5S3bblAsGexNEiGhgz1RSfRZN5wzuuYk +LkZCMzV43Pe9GwgmGbZ9EiSUPphe06vfA1ami8zCZEnI4Tm/8mntgaSaqIpJ +eRLW/rzn6ifUC2PmasZH1pFw3bjoAqzvhft7bPS3rCchUSv/rW5wL7AOZKr3 +bCXhpd837cR0+0C20eilmQEJY/sWDiWc6INTNs1K75GEjNpICvlxH6w8JCQf +uouElXeC29/O9oGZk52UtjUJRW5ZGomw+qHCfenUbV8SftG6fud34ncgDcX4 +jZ8lYfOG1V5rer+D20mNMYcLJNx7aXWmsfwPWOptP6R1lYSP9xQvb0n+AdvP +Zne03yXh4dDT7N78ASi+4lCqkUbCM+ODT28Th2DVwphBbAYJhafu5sgfHwLH +wNuFS7NIqDtz1b8zbwjmgnPetr4j4dTKFPWPTr9g251lqdc/k1Cc67bjd8Ew +5D14F9rcSUIdzYDB1ckjcF/zmMTGXhLejrqdQhUaBU/Wmkdh30goVn2gOn3j +KMiK+SQa/SIhyeOzjHbUqOC+Ucl/OUVCKbevBk+cx8DG99n3a1Jk/PvmzYY8 +kQmYtLyDyqZk3PGe8IgXOAmcX1sqgi3IeFWst7ArfxIyQr6bd+4l4+nVqVp1 +o5Pg9GW77QMbMhYlM+bVXf5BhT7/1NwxMuLYs/TPelOQ0PZywuYEGXsdu7/k +nZ6CSxft/d94kvH2X/qQdtoUqL/Lu3H8NBlfJU6fj5GYhkdqZ55wrpLxlP5E +wq2OafCtZsirBZPxWIbiLpFVM2B2gp168yYZP7nsOjdoOAPzSetztoWR0Xdw +QYj1bAaOUweqkmPIGF43/irLehYwP2rPQhwZTWroM+uDZoFqY9JwKIGMBywi +zqa+nAVWZGL3qjQyBp9ac3wffxY2L3eYvPiOjGMq00+XPpwDr9YrBTF5ZHT8 +Wauw4+0cJKfHBxQWklGc+noskDcHkmb9QnMlZGxKNbdqEeeDGVW4gl5OxrMH +Nof0qvAhaEgxxKCSjJShrPQKEz6MhnquvlZHRup2pa3883xQPhzGi+eQUWV7 +3rdtEXxwVsuKKqknI7s6mL4hmQ+PZtl2vU1kLMyGEVY+H1i1YzShNjLS1MtH +GF/5IBIn1b22k4yKXaILzC4+GHhtTjLuIeOeq8XzLf/jg5++rZtrPxnNftty +cZ4PmSv9lW/+IOMatUX2Divn4VtH7K+UQTJy7OID1kvPA+3Vh6yKYTK66Ic/ +faMwD1ZXuk4PjJBxiTanelB9HkItF21eNkHGsLdhTjydeSiVWTulPEnGVsF4 +3WEepn4bF5lOkzGr76hmxo550Cx2u+o5J9A/pL72P7N5OBFx2+juAhmj1Vq/ +M/fMwzOn9KWZQhQMXxPWZbNvHprUayu/ClPwWLzLCbX98yC+MBz6exkFNTtD +axIE/03Yq/asWknBCzu7DucK9gfEa67RWE1Bv2Gaz0nzeXjrY9WwV5KC5PPj +tp92zsMQ+EX7EilIZMx7vMF5WCvxyD6SQsHh3P4p3DoP9j15Mjk0CrKzKdXe +mvMQmd3aw5OloOySIXNUnIeqwNnnE/IUNHAsGyiizsOi/TInCOsoGHI5TeSn ++DzoyIPqZmUKuitpkmoX+OA95vLbWo2CWjoRt0+O8qEzMvlstBYFg8n1lvN1 +fCAcrdiSr03By5Jt3TOFfLDY+HO6RYeC31MysitS+VDIUwukGlJQb6h+C+cS +H8aTLI31jCgYM64uJHGMDypnfUQcTCgYsN1Ol2nGh8dSb8OemlHQKeriwyoC +Hzj9DXuLLSlY7Zc+cGRqDkTfTUp276PgHd0DGV1tc3D+4LYYhq2g3i9fPyXG +zcHBqNKU58comLKbL6JKmIMwt3738uMUPCnxQLloZBbKNguv/+5BQfOjRvK+ +NbOwsWl3jqIvBbvXHvnkfmUWVpM5xekBFKzK5RTdbZsB1RabtasCKWiUcDUw +KnMGdsZ03jxznYJhBnqUn1dm4Crtl4VeKAWfXDYJDZCdgf/JibR/jabghMyH +539sp6FOWf/fSA4FRZ9Lsvtz/sHdbS80tgwK9u9vLuGZ/4HUWfWHscMU/Bst +7/CS+Ac+f3g/OT9CwdeNHppZ3RMwY1j2sXJSUO/5Z48s/SbA07jL/NBSaYyn +n0t7kzAOphYE9wA5aXymqRYUIDYGruJPanvWSqNeq015QOsoBLLkNXYoSuPd +yE3kny9GIX+fxqT4Bmk8G5bMEDUdBWVrsxvx26RxZ+mueU2ZERB1Ckz4bC2N +F5ZdHldxGYbA/ZeMftsJ1ueckXeRHIYZE78+soM06j+WlT3z5RcMq7krnDoq +jbK5XA8N9V/Am977guwjjatXN9boig1BXJRcttcdaXxNIsfe/j0AxBDp/dF3 +pfHcvyr3yVcDEBEgNV4aIY1C96lpxj4DEHRMVJscJY0p9zXPn/7zA45rjeSV +JkrjcVndLX3LfoBWXfEnUpE0Fp2M0zhg9w0ySvJdjIqlcVI/fS533TdQeJez +2KtUGivzxEtbJvqB9CTVuLRSGqObNQYtH/TDnHtE5ckGaUx6LXu7vLkPzjnc +cX/ULI0fBiwHOjP64H97g5eXtknjp5A9D5Ov9kHvlvPmpF5plLj896iWch9U +LHVil/yWxqCGba/Er/cCTNn6/hqVxgOqd9HmcC/k/9q/hvRHGjvl6+z0tHvh +JW/HgZMz0hjeXLOrcaAH7idsaCaKUnHZ+K5fDJseOKzP7/JkUPHENVyT+6QL +nCwkQm4yqWh7sSn8vXMXHHVgbkpQpOK1t6FbchW6wDPA9Hbjeip+maSqZb/p +hEsfojRwKxVF1dYpbmsWvGe+vmi116filgqjh5NJHRDcUXT9HFCRONpl/Myn +A0LmepszdlDxnpeTc/KKDnisrx5ItKLi+k/+RQZ72iHOwkhV05qKKk+HQ0Xk +2yHB4WCDmR0VNxhr2Cb/aYO0gEvKgU5UtG7rTD3wrA1yP1RwhjypqK6SQtw4 +2woN+s7yJdepGHDf9I9vSwu0WJypbbtFxadnztE257VAh8PNc39DqLjOpik6 +4VEL9Ae8rFa9T0XLxV3jR2xbYPzDv9NRcVQMtjF5oN/TDJNfxejZ8VS8WJVY +N1jWDDMdMhU1SVTs0DPjK75ohsV8Y+qidCraXJE+teNMM0gY3P/s+Z6K6aSs +lE8rm4Fg+dzrZj4VJ6wzkmP+CN7DjrmkhCIqJlz/0/KrownkrnR4NpZS8e95 +kR/DWU2g/lFZCllUPJTa5ixu1wQWBqXHiANUnCUcOiX/oRG0DbdmnR0S5NPm +H4x40Qh0eDPF/S2Y57X3sDeqEX5jYnjEHyq+r5m3/ujTCBEmQXmiQjT8IkaL +aVdqBI650YoZOg2XH3wdoZLUAPkWBdZ2DBrmhEck7X7QAAmWWgm5TBoaHQyU +fRTcAKf3ym8+q0rD/d/2mxQdawDJA4udh3VoaGt/ZFJRuQEO2pfmdFnRUP/U +467dBfWgf3grX9+GhglD6wbUBf5JweHNrieHaLhtkxsN4uvhr2Nih60LDXdy +pMY7btbDoyNBItxTNDye8vyDiHU9tLgb2ZfdoaF/9HenxhmBf/QoSJYPo2GN +c5OtwSgPXnhqjVy7R8NjHunE2u888PeSv6H/iIYRuudKbLgCP+i7OOv9cxou +PtgwrJjBA4cLpYtfFNPw2onpH55HeZCUkRnytZSGvD/+kU/sefCzM3rNWDkN +/8p6KA1a8eCsibf8tloafj0bzGwz5kHoGprR12YaJt9bm7dSiQccE5Hq0TYa +bg+9RJEV+GfixbF9xC4aMj3br5hJ8yChq9LF6RsNZ5YlOU2s4EHeS7/A0VEa +Ttsk5l4d58Jcl/My4h8aPlYMvHBkmAvbJc3vb/1HQ1CfsnAU+HfWRfmEYD4N +JagxevECv/9tB+sTQYyOf2htpjvKuSDZo7Sgy6SjJPctr+8JF+ykpG47KtKx +tdbHfGs0F57unF8VrEJH+bLK3uQHXFB+1SBbq0HHX98V3QpDuACXggwd9elY +PRed3XyRCzdeeVUEAR0Lx8UWc/y4UNNjuyd1uyCeTdiJdl8u2OxSdxrZTccn +r+77qnpwwYvQfiXImo73Cs5gkj0XcnZVCKfa0dHeQVxivS0Xpi69Ca85TMfD +g7I/Kg5w4Xrv7adSRwV6V1x8om7Jhdgs7Y8p3nTkvM/pKEYuVO6OmKu+TUf+ +JtPONFUujHt1KWy8S8eX7vPTw0pcoEeqW8ZG0DFB5a6M0Tou+LaynnpG0fGD +TiGNyOACxXM1rHhOx5SpeIejJEE/I5xPnE2l47luf2kSQaA35/W99nQ6Pg+u +kGlaw4XSmb09L7PpeKW+IMZfnAued+8HWRTT0TXKKcFEmAv/ve5Jf1dKx0Na +h9v3LeFCcb0mj/6Fjo1R5g+PLxb0n85d+7uWjv2XA9a84nOgKHNNeXgrHVna +MUfiJjmwkvVAhP2Hjqqi7Q/eDXJgy3ifus4UHXfG8Bap/+SAC2mTbfwsHcMT +Tm9++YMD75zq03yEZFA+a9G11/0ccByRMpWQkMGw7YoujZ0cyJKIurtfTQY1 +TO17rHgc2H8gWqLhiAwOLNkz8qGIAy3p9ueF3GTQ8WCmqm+hIP4i2Q5Ndxn0 +SwscZhZwwPdVclq4tyDeoKpweC4HIkRzDHddlsG0/f1Rbm84UFP01avwPxmU +PNV4TzONAyYKQtUJlTL4a1fWR82HHND56xV0aoMsXh6urBj14oCZu+noXU1Z +/L0p8RnrJAcc2tc5Z2ySRS2LIolXnhwILO3SH9gqixwLvS8n3TlQFb5vymWn +LNZeWX9p9BgH7BS1fQ46y2LVh58e5MMcuGg766AXKYsBtbVrukw5UFAQorv8 +ryz2c/5JuKpwIFumdtfJKVnM9lW4bKPMgdSglbZ1s7KoatmYZ6rEgf9M752L +FJLDl3+KMjau44B363850hJymLXqxI1V8hxYOx2/XlVNDh0+h537H4UDobq5 +DPMjcmgdY/3ZarlAb9w/jVeuctgofea0yzIOXFi0FVa7y+E1ZquQjygHXKuK +HOu95VBOL5AVIcwBQ7vS2MMBcljbtZTcupgD4xe+Eryi5VD8o3Ce1l822Of1 +LQuvk8OMSPO9ka1syLKMtn7PkcPqrJpbS1rYIPTNPKmzXg6dCYtdLzSxIUPi +vZ56m0CvR62kaz0bpj1ue7N/yCG33cFufx0bLFaRhpYtYuB2G9gcUMqG4ZLC +vebSDFydavFgzUs2kFYSz3dTGfjjqX9Zfjob0NYn7iydgWsDpyOOvGDDf7+Z +g0/kGBimt2U0L4UN+tTw4OF1DHRWsS28kMCGsLPO78M3MgR+2cll+yM2qCku +pXHMGeilfNltNpgNVYP319yyZGDpuYbmwiA2uL6SWaa/l4Gk0DL+5UA2xGnr +/E2zYmCwX5/jkqtsWGnsyb52iIHVl92MFP3Z8D9nznWNEwycfqyuUOTDhpyY +uOGIYAZmtos/JjqxYY+jSr/JDQZerrMzXubIhiFGbuvMTQaGaBp4zR1mA/MF +u+J4CAPjH9VpDB4S1JMrlGh4n4EyqjkWDdZsOF/vbv2/pww0/m//3hFLNmwV +31xsWcDAMdMxthqwgeq8p2C2kIH/dYp93WPIhrnsE+/SPzBwonN64YwBG4oP +xmYIlzBQfH7Lsk96bDCJW3j0sYKBsv9Wu7vpsmGfWo3PhgYGLiOocAe12HDC +1FlefISBC2OLzpevY8PuJxfpRaMM5J578kNMwKq/I8ke4wysVFc/aKUgmNf9 +cvEvfxm41C5B9ttaNpxpUZkJmGNg6CVDPSkGG66e+MMbXi6P3Yv9vj2lsiHq +ZsiNrwry+OHnjIWtBBtSfR2eOSrKo/hu//Xlq9mQe1gj/39K8qh2Mu2NloCb +tBp/SajJo/Ht4NRVqwTnoYtxwFpLHg03U1ZyVrDh8ZZ8+S4DATsGHvARZUPs +wI/iERt59ImlSREWWBBvajItGSKPEXIG41EjLNBVfXqp7q881kjVVRpzWHDN +xiFj7+G1uLvw+y6HdywgEoDPK16L6s/PDbTHsmDb/z451KgycaRXOkUomAXc +0H92juuZKGVoeDoziAXuShrWoxuYeMXM87SNgKNdnlmStJhYNRy06mUgC/7w +AgyP6jBxa5JZic01FrzO28qYMWai7nK6Un4ACxSC3varODIxKj5COfkCC8QJ +aZ4h95h4pJfcq+LNgmdSvSbmkUyclRMLbT3FAnUpmpz4QyY6NtwICBHwPsl7 +9fcfCZh02WDIiwUPJC7oP37KRJ9yHbXXJ1lAEd+1Ku0lE9PMBh7u9BDkExl4 +U17JxMQXJcEZrix4LywfdquaiUvVbSWOCXin8OHju2uZyD/v20cT8ImlbOpX +FhM3JQYdiDjGggyhvOv1jUysHj/jev4oCzQXbln39TPxf+VfaAdcWFA6X6KR +/J2Jz286da4WsNX8zPLjA0y8/6as56szC87yvYsHh5joscQoc5eAc2dtlMbG +mAL/wtiPToL8s/cXv51gIjN9M33BkQXNMzXtfn+Z2Bj7WqlYwFPThvenppgY +t5y6oC/gkOmLnoUzTCwayKqZc2ABdTrHJGCOiWsHRhs/CDhjaljWcJ6JgX1v +GFcErDelOL2wIKjnQVmGgYD/D/4Bc78= "]]}, - Annotation[#, "Charting`Private`Tag$67707#3"]& ]}}, {}}, { + Annotation[#, "Charting`Private`Tag$114440#5"]& ]}}, {}}, { DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, - AxesOrigin -> {Automatic, Automatic}, FrameTicks -> {{Automatic, + AxesOrigin -> {Automatic, 0}, FrameTicks -> {{Automatic, Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, Charting`ScaledFrameTicks[{Identity, Identity}]}}, GridLines -> {None, None}, DisplayFunction -> Identity, PlotRangePadding -> {{ Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, PlotRangeClipping -> True, ImagePadding -> All, - DisplayFunction -> Identity, AspectRatio -> + Scaled[0.02]}, {0, 0}}, PlotRangeClipping -> True, ImagePadding -> + All, DisplayFunction -> Identity, AspectRatio -> NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {True, True}, AxesLabel -> { FormBox["\[Beta]", TraditionalForm], @@ -1551,11 +1577,15 @@ vrCP3Q== (Identity[#]& )[ Part[#, 1]], (Identity[#]& )[ - Part[#, 2]]}& )}}, PlotRange -> {All, All}, PlotRangeClipping -> + Part[#, 2]]}& )}}, PlotRange -> {All, {0, 2}}, PlotRangeClipping -> True, PlotRangePadding -> {{Automatic, Automatic}, { Automatic, Automatic}}, Ticks -> {Automatic, Automatic}}],FormBox[ FormBox[ TemplateBox[{ + "\"High-\\!\\(\\*StyleBox[\\\"T\\\",FontSlant->\\\"Italic\\\"]\\) \ +expansion\"", + "\"Low-\\!\\(\\*StyleBox[\\\"T\\\",FontSlant->\\\"Italic\\\"]\\)\\!\\(\ +\\*StyleBox[\\\" \\\",FontSlant->\\\"Italic\\\"]\\)expansion\"", RowBox[{"n", "\[LongEqual]", "8"}], RowBox[{"n", "\[LongEqual]", "12"}], RowBox[{"n", "\[LongEqual]", "16"}]}, "LineLegend", @@ -1575,9 +1605,9 @@ vrCP3Q== GrayLevel[0]]], PointSize[0.5], Opacity[1.], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]], { - LineBox[{{0, 10}, {20, 10}}]}}, { + AbsoluteThickness[1.6], + GrayLevel[0]], { + LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ @@ -1585,9 +1615,9 @@ vrCP3Q== GrayLevel[0]]], PointSize[0.5], Opacity[1.], - RGBColor[0.368417, 0.506779, 0.709798], - AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, - ImageSize -> {20, 10}, PlotRangePadding -> None, + AbsoluteThickness[1.6], + GrayLevel[0]], {}}}, AspectRatio -> Full, + ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, { GraphicsBox[{{ @@ -1598,9 +1628,10 @@ vrCP3Q== GrayLevel[0]]], PointSize[0.5], Opacity[1.], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]], { - LineBox[{{0, 10}, {20, 10}}]}}, { + AbsoluteThickness[1.6], + GrayLevel[0], + Dashing[{Small, Small}]], { + LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ @@ -1608,9 +1639,10 @@ vrCP3Q== GrayLevel[0]]], PointSize[0.5], Opacity[1.], - RGBColor[0.880722, 0.611041, 0.142051], - AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, - ImageSize -> {20, 10}, PlotRangePadding -> None, + AbsoluteThickness[1.6], + GrayLevel[0], + Dashing[{Small, Small}]], {}}}, AspectRatio -> Full, + ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, { GraphicsBox[{{ @@ -1621,9 +1653,9 @@ vrCP3Q== GrayLevel[0]]], PointSize[0.5], Opacity[1.], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], { - LineBox[{{0, 10}, {20, 10}}]}}, { + AbsoluteThickness[1.6], + RGBColor[0.368417, 0.506779, 0.709798]], { + LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ @@ -1631,11 +1663,57 @@ vrCP3Q== GrayLevel[0]]], PointSize[0.5], Opacity[1.], - RGBColor[0.560181, 0.691569, 0.194885], - AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full, - ImageSize -> {20, 10}, PlotRangePadding -> None, - ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}}, + AbsoluteThickness[1.6], + RGBColor[0.368417, 0.506779, 0.709798]], {}}}, + AspectRatio -> Full, ImageSize -> {40, 10}, + PlotRangePadding -> None, ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}, { + GraphicsBox[{{ + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + Opacity[1.], + AbsoluteThickness[1.6], + RGBColor[0.880722, 0.611041, 0.142051]], { + LineBox[{{0, 10}, {40, 10}}]}}, { + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + Opacity[1.], + AbsoluteThickness[1.6], + RGBColor[0.880722, 0.611041, 0.142051]], {}}}, + AspectRatio -> Full, ImageSize -> {40, 10}, + PlotRangePadding -> None, ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #4}, { + GraphicsBox[{{ + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + Opacity[1.], + AbsoluteThickness[1.6], + RGBColor[0.560181, 0.691569, 0.194885]], { + LineBox[{{0, 10}, {40, 10}}]}}, { + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + Opacity[1.], + AbsoluteThickness[1.6], + RGBColor[0.560181, 0.691569, 0.194885]], {}}}, + AspectRatio -> Full, ImageSize -> {40, 10}, + PlotRangePadding -> None, ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #5}}, GridBoxAlignment -> { "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, AutoDelete -> False, @@ -1661,6 +1739,97 @@ vrCP3Q== RowBox[{"Directive", "[", RowBox[{ RowBox[{"Opacity", "[", "1.`", "]"}], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + GrayLevel[0], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> GrayLevel[0.], FrameTicks -> None, + PlotRangePadding -> None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"GrayLevel", "[", "0", "]"}], NumberMarks -> + False]], Appearance -> None, BaseStyle -> {}, + BaselinePosition -> Baseline, DefaultBaseStyle -> {}, + ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + GrayLevel[0]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["GrayLevelColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + GrayLevel[0], Editable -> False, Selectable -> False]}], + "]"}], ",", + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"Opacity", "[", "1.`", "]"}], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { + GrayLevel[0], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> GrayLevel[0.], FrameTicks -> None, + PlotRangePadding -> None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"GrayLevel", "[", "0", "]"}], NumberMarks -> + False]], Appearance -> None, BaseStyle -> {}, + BaselinePosition -> Baseline, DefaultBaseStyle -> {}, + ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + GrayLevel[0]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["GrayLevelColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + GrayLevel[0], Editable -> False, Selectable -> False], + ",", + RowBox[{"Dashing", "[", + RowBox[{"{", + RowBox[{"Small", ",", "Small"}], "}"}], "]"}]}], "]"}], + ",", + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"Opacity", "[", "1.`", "]"}], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ @@ -1704,12 +1873,11 @@ vrCP3Q== "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.368417, 0.506779, 0.709798], Editable -> False, - Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", + Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"Opacity", "[", "1.`", "]"}], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ @@ -1752,12 +1920,11 @@ vrCP3Q== "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.880722, 0.611041, 0.142051], Editable -> False, - Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}], - ",", + Selectable -> False]}], "]"}], ",", RowBox[{"Directive", "[", RowBox[{ RowBox[{"Opacity", "[", "1.`", "]"}], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ @@ -1800,11 +1967,9 @@ vrCP3Q== "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> Automatic, Method -> "Preemptive"], RGBColor[0.560181, 0.691569, 0.194885], Editable -> False, - Selectable -> False], ",", - RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}]}], - "}"}], ",", + Selectable -> False]}], "]"}]}], "}"}], ",", RowBox[{"{", - RowBox[{#, ",", #2, ",", #3}], "}"}], ",", + RowBox[{#, ",", #2, ",", #3, ",", #4, ",", #5}], "}"}], ",", RowBox[{"LegendMarkers", "\[Rule]", "None"}], ",", RowBox[{"LabelStyle", "\[Rule]", RowBox[{"{", "}"}]}], ",", @@ -1827,18 +1992,8 @@ vrCP3Q== RowBox[{#, ",", RowBox[{"Placed", "[", RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output", - CellChangeTimes->{{3.789892956413993*^9, 3.7898929737838*^9}, { - 3.7898931796488657`*^9, 3.789893185478931*^9}, 3.789893717676383*^9, - 3.789896892805759*^9, 3.789896932602099*^9, {3.7899326251012287`*^9, - 3.78993264237978*^9}, {3.789932679168812*^9, 3.7899327107492943`*^9}, - 3.7905000315139427`*^9, 3.790500838648793*^9, 3.790500910351964*^9, { - 3.790502567475996*^9, 3.790502576644142*^9}, 3.7905026149063463`*^9, - 3.790680757682643*^9, {3.790681246578779*^9, 3.790681261868206*^9}, - 3.790681309259865*^9, 3.790681406243614*^9, 3.790685469194167*^9, - 3.790685547079666*^9, 3.790685601758918*^9, 3.790685715830799*^9, { - 3.790686478036804*^9, 3.790686534979245*^9}}, - CellLabel-> - "Out[269]=",ExpressionUUID->"e1f95041-b6aa-4781-9b15-f8e2c4b7aff3"] + CellChangeTimes->{{3.790882453336982*^9, 3.790882501867523*^9}}, + CellLabel->"Out[81]=",ExpressionUUID->"02cbb485-3ea1-448d-95e6-96047b6cc94c"] }, Open ]], Cell[CellGroupData[{ @@ -1853,11 +2008,14 @@ Cell[BoxData[ RowBox[{"(", RowBox[{"1", "-", RowBox[{"3", "/", "\[Pi]"}]}], ")"}], "x"}], ",", + RowBox[{"1", "/", + RowBox[{"(", + RowBox[{"4", "x"}], ")"}]}], ",", RowBox[{"c8", "[", "x", "]"}], ",", RowBox[{"c12", "[", "x", "]"}], ",", RowBox[{"c16", "[", "x", "]"}]}], "}"}], ",", RowBox[{"{", - RowBox[{"x", ",", "0.00001", ",", "25"}], "}"}], ",", + RowBox[{"x", ",", "0.00001", ",", "50"}], "}"}], ",", RowBox[{"AxesLabel", "\[Rule]", RowBox[{"{", RowBox[{"\[Beta]", ",", "\"\<c(\[Beta]) / \[Beta]\>\""}], "}"}]}], ",", @@ -1866,16 +2024,26 @@ Cell[BoxData[ RowBox[{"{", RowBox[{ "\"\<High-\!\(\*StyleBox[\"T\",FontSlant->\"Italic\"]\) expansion\>\"", - ",", + ",", "\"\<Low-\!\(\*StyleBox[\"T\",FontSlant->\"Italic\"]\)\!\(\*\ +StyleBox[\" \",FontSlant->\"Italic\"]\)expansion\>\"", ",", RowBox[{"n", "\[Equal]", "8"}], ",", RowBox[{"n", "\[Equal]", "12"}], ",", RowBox[{"n", "\[Equal]", "16"}]}], "}"}]}], ",", + RowBox[{"PlotRange", "\[Rule]", + RowBox[{"{", + RowBox[{"All", ",", + RowBox[{"{", + RowBox[{"Automatic", ",", "1"}], "}"}]}], "}"}]}], ",", RowBox[{"PlotStyle", "\[Rule]", - RowBox[{"Prepend", "[", + RowBox[{"Join", "[", RowBox[{ + RowBox[{"{", + RowBox[{"Black", ",", + RowBox[{"{", + RowBox[{"Black", ",", "Dashed"}], "}"}]}], "}"}], ",", RowBox[{ RowBox[{"ColorData", "[", "97", "]"}], "/@", - RowBox[{"Range", "[", "3", "]"}]}], ",", "Black"}], "]"}]}]}], "]"}], + RowBox[{"Range", "[", "3", "]"}]}]}], "]"}]}]}], "]"}], "]"}]], "Input", CellChangeTimes->{{3.7897457807422733`*^9, 3.789745832490975*^9}, { 3.7897459208379374`*^9, 3.789745986715302*^9}, {3.7897460206302223`*^9, @@ -1892,9 +2060,9 @@ Cell[BoxData[ 3.789893523416409*^9}, {3.789896909604662*^9, 3.7898969280516768`*^9}, { 3.78993271416635*^9, 3.7899327158509693`*^9}, {3.790501039529852*^9, 3.790501039713043*^9}, {3.790501336673828*^9, 3.7905013914221354`*^9}, - 3.790687109212183*^9}, - CellLabel-> - "In[303]:=",ExpressionUUID->"d80acc58-e355-49f5-8e82-b7a019a31499"], + 3.790687109212183*^9, {3.790882229195242*^9, 3.790882338816361*^9}, { + 3.790882392082082*^9, 3.790882410199548*^9}, 3.790882481218687*^9}, + CellLabel->"In[80]:=",ExpressionUUID->"d80acc58-e355-49f5-8e82-b7a019a31499"], Cell[BoxData[ TemplateBox[{GraphicsBox[{{{{}, {}, @@ -1904,330 +2072,336 @@ Cell[BoxData[ AbsoluteThickness[1.6], GrayLevel[0]], LineBox[CompressedData[" -1:eJwVxX8403kcAHATtm9+xCRrzY8xm5ZJCLXp+4lDPI8c1/VUK5wTS+L0zI8O -pyKL4VHrkFxy0iV3cX51fuT7vqVM5SrVaj3urKdMckhmuLTu7o/X82LGpUYd -NDQwMAj/z/97MUocL5pwYGycr5Rt4YGY3fw23IgD7PfRlwJ9edDuMdz+kcSB -hOUTSXPePPAOooUe+MgGjaVCH+XBA5+Uy2kMLRvebNnFoXJ44Ae98uqXbHgr -Tc4qX80D//ip+MpeNsxs/IFeOuMGIT/vbCw/yoalTH10YYMbdGtozFXDLpDc -qlAaGbtBsseExEPgAvbLVf7s1A1AvZl0OqCRBf2n6dv8Rrhgq53LVGMsGCTq -eUoBF4Rb83cz053B3MTLzPbqetBz6azpx07QohtUvTJZD99Hx0mbNjtBCJe6 -vU7kCofrWl6a/sgEuyOxlaSnHLhUZsJZJDEhal/nyJQ3B1ZL44SSZEe4s5tq -lVvLhsVzo1EW7Q7gXuEwumzGhkIRNuSSYQ/zed41lBQXOLMPd8kPt4MPWRE7 -bqhYsK+uQLhoyoAYxtFXs34sMEtxu73zIR1+Mwym2V1wBv5etdlk41qIWHQQ -TJKdwfV8vWdtEg2Cq0gRQSInkC0c9TmPbCE7ZOLzgMdM6L0WSWv6aAOWdc+3 -39vEhKFXZ3kXYTVU+R+7/5nMEfbz1Y7PqqwBhvESud4BGscF7zl7qGCeV3PA -us8exK0NdX1uVvA81Nj82lk74KxIK/AhW4K0+uEM8wgDPCIri0vOmMMy3tTy -q/s6sFDFK3xxU5hccTZCYkwH0cpIObWHAlWM0/fFt2ggCzF0bgkwAfcedU6g -xBa6fr+Hq7QrAGUFme6JXQPCsTaaZzoJqMVdmQWONjArFQl5SE/Edm+R6+at -4Y/4uajsX5aIqm8YKOwRFerLe+SuN7REabZFTYfMClJ92q9N2bwjDBrMlAmH -LeFg9BMblpOG+CrYeyRmlwW0SgJKfU+piL68REXusikU9FPPvSnvJf7uj1kX -3YIBs03SX1wxiFe0ZXBTPMkgyrlLSUwYxfmjDfPYqBE0T/ASjRUT+P72uZyn -ew1B65n2TKOcxWu45so78IlYu0DPbxPr8MyEr7n/OH0ggkWSTseMD3jYvE5X -wtQRRPNLP76VAbLSd/N902eJ4tru5nqhIdIJqDX3YYJQjYmTRp4ZocyQqLjH -taMEb2bNoaL1ZNS8lP9CybpLyNUtYa+9yEiofg2ueYPEnuEwN3wbGZEGgn76 -VqUgCjq+m9FGkRF+jiy2LxsgXmRr0mNzyOgvd6l5wkI/UUjpPOn7gIx8FKwT -b2UEoWZ+WTMmpiDDrfnVO3sbiAzrmVyUR0FZT0y8K1zqCVPjopgLRRTkn1o8 -9GfZJcLnTa9T5EUK0u1wJr2QVxCl11mNvQMU9GTSIKlTFEts5Ws7ZHQMFTEC -h3yb6/GHbmWV0ywMGZ8kvN4FXcEP2rseC92IoeBxfvXVkat4OWm/4FMghrBW -78S1K6/jmoFb8qQjGJI7y47nerbjOV0HLt/OxNDx3Y/aVLkduFXTwinHkxii -F60a3zzYiQvKNoQqKzBUOC0Nn47pwofzbnM31WEonHn3eFhTNy5KizEracLQ -0heU9iu6HlwftzSl6cDQrcLgccOAm7hsl+zBdsDQoa4CekxpH/4vcaxOKQ== - - "]]}, Annotation[#, "Charting`Private`Tag$77931#1"]& ], +1:eJwBcQOO/CFib1JlAgAAADYAAAACAAAAH5kSIJ4GJ8DRZMLVkzktwN5e/Qwy +BCfAkCqtwic3LcCcJOj5xQEnwE7wl6+7NC3AGrC90+38JsDMe22J4y8twBbH +aIc98ybAyJIYPTMmLcAM9b7u3N8mwL7AbqTSEi3A+lBrvRu5JsCsHBtzEews +wNQIxFqZaybAhtRzEI+eLMC8RvyDisMlwG4SrDmA9ivAOJssup4mJcDqZtxv +lFkrwHxDL/PGjCTALg/fqLy/KsDzubga5eUjwKWFaNDaGCrA/kY6TyZKI8Cw +EuoEHH0pwDyiQnJdoSLA7m3yJ1PUKMBDUR2YqPshwPUczU2eLijA3hbwyhZh +IcCQ4p+ADJQnwKyqSex6uSDAXnb5oXDsJsAOVZsaAh0gwMAgS9D3TybAcaZ+ +lzoHH8DrHm8Bk7YlwCs/1NZcuh3ASOsZISQQJcANBRowxYMcwDjOvE3YdCTA +VWdtZhkzG8Bcf+ZogswjwC9xZaKV6BnASYTihkAnI8AxqE34V7QYwMuf1rEh +jSLAmHtDKwZmF8B+iVHL+OUhwCd8KXj6LRbAxYnE8fJJIcAcGR2i2tsUwEBY +vgbjoCDAol210eKPE8AG9RQ9zvUfwFDPPRsxWhLAtGadhhzAHsBk3dNBawoR +wMh0M61WcB3APzG0BNehD8ADsLnt1jYcwNv2CZEnOw3A0ZLkM38DG8BC9XrX +T6AKwAUSHVcTthnA+E3MUQQyCMBgvkWU7X4YwHnfOIaQjwXAIQd8rrMtF8Af +wO7FbPkCwHT3Vs6h4hXAFPuEOdWPAMDuFCII1q0UwKjdbM4q5Pu/zs76HvZe +E8DIeZCRwwH3v9a1w09cJhLAL7RGa/w38r9wRDGG6vMQwFnAZnLJC+q/3t5Y +M8lOD8CTgcHdylngvy2PL45J4gzA5pckxqxcx79GeCGjoUEKwAhjblkdyr8/ +r7vz64XNB8BbBH+15DDbPz1OD0C6ZQXAzVTkIUII6D+UGUZOxskCwBffw4zw +4vA/PT9dkF5aAMAxIl+UECr2P147Hxmdbfu/BMdnhZBY+z+MlhYoHT/2v5zb +Vwf8FgBAWKbOnrVp8b/rmuAR2LUCQHRPehP7V+i/6f+I6CcoBUD4drFxdx3d +v8QV6LMnjgdAO5BxLfLaw7/ILr/W1ssIQAAAAAAAAAAABzanTg== + "]]}, + Annotation[#, "Charting`Private`Tag$113748#1"]& ], + TagBox[{ + Directive[ + Opacity[1.], + AbsoluteThickness[1.6], + GrayLevel[0], + Dashing[{Small, Small}]], + LineBox[CompressedData[" +1:eJwBgQJ+/SFib1JlAgAAACcAAAACAAAA7zn6/kIu9r8AAAAAAAAAAC+0Rmv8 +N/K//S2cnTSyz79ZwGZyyQvqv4SzjYu8UOK/k4HB3cpZ4L9K8jIguwLsv+aX +JMasXMe/86Y1Zq1C878IY25ZHcq/PyAgkdTkKvi/WwR/teQw2z8G+1ksfPr8 +v81U5CFCCOg/KzL2BzIZAcAX38OM8OLwP4MM38WZiAPAMSJflBAq9j8QrqzJ +KSwGwATHZ4WQWPs/egAxwmnDCMCc21cH/BYAQJT41IYdLgvA65rgEdi1AkDj +t12R+cwNwOn/iOgnKAVAcA4DtKQfEMDEFeizJ44HQF6ZspmkUhHA1PIrxU8o +CkDmh1SiuJ8SwJV1j6LrlQxARkkGkYbWE8Aa5zo+w6AMQAkC3F7y2xPAnljm +2ZqrDEDLurEsXuETwKg7PRFKwQxAUCxdyDXsE8C6Aet/qOwMQFkPtP/kARTA +4I1GXWVDDUBs1WFuQy0UwCum/Rff8A1AkWG9SwCEFMCwF6mztvsNQFQakxls +iRTANIlUT44GDkAW02jn144UwD5sq4Y9HA5Am0QUg6+ZFMBQMln1m0cOQKQn +a7perxTAdr600lieDkC37RgpvdoUwPsvYG4wqQ5Aeabu9ijgFMCAoQsKCLQO +QDxfxMSU5RTAiYRiQbfJDkDA0G9gbPAUwJxKELAV9Q5AyrPGlxsGFcAgvLtL +7f8OQIxsnGWHCxXApS1n58QKD0BOJXIz8xAVwK4Qvh50IA9A05Ydz8obFcAz +gmm6SysPQJVP85w2IRXAuPMUViM2D0BYCMlqoiYVwDxlwPH6QA9AGsGeOA4s +FcDB1muN0ksPQNx5dAZ6MRXAlJkh0w== + "]]}, + Annotation[#, "Charting`Private`Tag$113748#2"]& ], TagBox[{ Directive[ Opacity[1.], AbsoluteThickness[1.6], RGBColor[0.368417, 0.506779, 0.709798]], LineBox[CompressedData[" -1:eJwVlWk41PsbxvmNMTOWYcaayr6FKZTRQX1/kb2cLElKJWJoUQ5JaFMok6OQ -0marSEWJZH0snVS2KKIFJREaY5nF+vd/8Vz3db/5vLjv63pujf0hbgcwERGR -rqX7v65dwVa/I64HkW+5kp9MGBCmW/h7q5gepLHDu+LXMOC5cfvzeVE9SP81 -k23OYMA6W2VHn3ldcAuRsEjXZwDzSO6xFVO6wJqxYnmqMWA9VNZl9OtCex63 -4YMUAzb4j/mnV+rCDcMHp9//MgL7Ry75yaG6EFBVNvP2thGUDypryLTrgB1N -nuw0bwiHjIfjja104I3bN8NDgYZArwpOsM7XhpL/Pmud/mAASlOTEX0UbWj4 -ej1G1cwAdlnEemqEa8Hf4VHavpmrYMFARftPhybcaon713hRH9L27E8sMNOE -DobICe4+fTiYVdQvma0BKkdoZp7NepCZJK4nENWADvVnIw4MPZBP3L8r/pA6 -7OvFUF+6LghSe92oz9WAU5uUF0zUhTgWpVnnuCq4+Qz0XgjQgSveSCd260ow -Gsjg2bdrg3fW+V0CyRUw6NM2dMdEG6SOGL1yaVOB63keHZwULbDc2Sc1kr8M -XAsqfoyKaIH+jRzTu8HKkEBx/3DJVxNS+KHMG7gScJ1qhJ+bNKDyoatywbwC -KPmsiP9qqAHNP64y7oA8JCU+Cpq8rA67LfvUu67LgdU2B7X0aTXI/2U1oedF -h6OBcqPDpaoQ9uxeVrURDUyF+36/u7wS9AjHzjNJstDQ/yLpc/AKMHZNv8S+ -Ig1PTn2Sw42XA7Xbv9EcSUJ/KWeTs5QKsCRc6+gVZLgd5R4x8F4ZUuwxrSJr -cdi8dpA3fVcJXta+Q91TBKibKNtRfUERdv0sVjYNFwXy7PwpWy8F4CaydjHw -hZqTUeadQZvlocV/0i3qsbAmwPOY9VUrOchJrqjTfzFVI9EzI2eqR4cQ5vOH -YwrjNU0/On4VMGhwYM8HBW3NwRpJ1xEqT08WnsVbXza/0F2j1Zw3wj9IhfMN -9NSh5MoaMf/of+pBCjSK4xsuXXuDNHf+V3FLVRJY0W/JgQG9CPNIsv2nlQIN -tX3p0i96UVbEQLfFWwokx0bJ9RD6UH1a9TrxVxQYbbySfcajD6lJ79PPK6dA -rns1NE/3Id3QpP3K9ykgF6Q0H7j+O8rzxrVzYygwkfIm/FbVAErhUqfXr6FA -ZqlHFefnAFq26WzYfgMKuHT3itlQf6IUJc2jbB0KPFTlpQzv+Ym0GstY35ZT -wDdf8xlTZBC9cMo5cZZMgbbqqD9t1r+Q0p0d4hn9ZCgcZgQSG4fRZwOZootX -yJBZsSXhFmcYNRXPvjnLJkPy5YP5a5V+I9bx+o/h8WQINckf8Q34jV4/tHvh -HEMGZqT20WqxEeRsvs02m0WGavLyyIhNo8itsjsrecMSv+evDGrQKFJ7rGou -NF/iP/KquJc8ispC16V5mJLh3LZr8x29oyg8ZvFmvy4ZbK/TzhmfGkM2BwcF -tjJkaNIjJw6X/0GmvPuJVV9IUCXUfXTm+x+krn71b4VOEjx5Z9usJMFBzqQz -QZ6tJEgOiZWx28lBZY6Vp6/UksD9xUJKNp+DNJtT+z7kkiC7Iannlsw4Wn42 -V8b3NgkyGKoHWVrjKFG2Uq0tjQSJi1bsRadxxPrWXOAeR4LDOSdbGBnjSNbl -fv2XAyQIkJLYK3w8jnzyF+lBPiTYE36D01A7juyOvtR570ECF/sy2d3D44gk -E//J2IYExiPTbpfWc5Ed/5iqvCoJpkyPdQ12ctF+aevCc+/EQaxHTWLPMBe1 -Z34NUqkVB4WzLVYfZ7log761RVypODBbDbPr1SeQ/j7Gma5McThxcPBQZvAE -UvTueO7yjzjM5+zCvBcm0NcGL6tqqjhQnSXM3stOorfrXHe7iIqD6kRZoIPW -JCr+52DG40ki4LhiM9NhEh2YW3eku4sI5760pctdnUSReblycJsI4gp2jGad -KdT4bPlOWQ0iKFZO7d28fgqZrxZyX8kSQc8v52qF0xTyCeyc8xIhgsNTEUF+ -yBRKkrwfvrJXDBK3VtTFvZxCRkVrZbgZYiAbZ+yFb51GSr91QiOoYqDO6L30 -Yu80IsUJzHrnCGDy4XLV6tBpBNeywHWEAG6aI5or06fRJhLTy7+RAKnV98aE -fdPIYC1rITuWALkHPNSPTU6jyMsthY2hBCiRIrgPEXmoJbTrrvJ+AnR67yvr -NOChe077Wuw2EWAZXyW2OIyHvMLb84SiBPiWN2T+MoGHvGlj3WlcDLK9S0er -b/HQWy9Eut6PgVG1q+fbBh7C7GMOceswGA9Rk2z7xEMfVaiHTjzHoERjrObj -KA8d3+CocP4+BhsvJKzql+cjPmPtwAY2BgRzz2+D+nzk1JGUyTuNQeOQVsqo -FR/JpcdZOoZhwM7g2k9s46MPYRyWZRAGrltq5vj+fKQQdi6qZQ8Gigvsp/Mn -+Cg2QowouR2DnkLvAMJlPmIGba2accbgrq/+ckoWHxmfOi9xzwYDfzleK7WE -j/yh6TbNCoNVr+rPy7/ho1bF6pMOZhj8OX7lL5WvfHS9JX7RdQ0Gz/T3/lHj -8lHC40/CzQYYRPQY5egQBWjunVSTjS4GVuyZHYbLBOhmtO1qHS0MRDY2Spkw -BEi5j3VpRB2DV5y0WuYmAWq9WXv7hhoGl7L8jlttF6CTqbrRpkv+b3cTQ+sg -AcIeXih4ueTliYu99jECxBaKSXtqYPCptCl16xUBmh5asBha4t9mZTi63xOg -KSmHz0f1MNivwlrweilA5lOePeOGGOg2mRXvaRagUPvyg0EmGIzEEFj+/QI0 -9rlT4os5BkVr3q8InhagrZqcKCeEQXj/nfchFCGqnQ9vLrXHwCLlUFz4SiHi -5W5ZhlwxWNhsYRllIkRGijNl/bswqOeRxs/YChHL8GVEbCAGCXkfc+N2CtGa -Qr/Tmkt9bfHO2ck+LEQPOEGiVWcx6KzaWJ+eJkR1Rt2WX+9ikBEideJ2vhDR -3rnZ7i3CYK/GUqBVQvQ6QcgcrcVg6Hz4tSc/hShUxUOXMITBY6aN83OhEI1l -+voEzmEQOiQrUi49gxo/XfzrAY0As86Pgl6ZzSD3fL+I9I0EgPlI1XeOMyiT -+rN6nScBzhfad7T5zKCKkKOlfkcIQJX7YfXlwgzSVF+vn5hJAPWeZbKTH2dQ -60pjk0hpMbBjxZeqH59F7vf5gfIEImh5hUm3J8yi6dVLz0qdCCIOvv6xN2fR -EaPVg3c2EqFcz5I+CLNoYPuPbcMnicD49edwgeQckmVHOuLTRJAP8NRhZs2h -iOHQe3aj4sDdbhP9q3gOVY5GpHZKkKDF1rjj+n9z6JeF0RquPgkSdCTOzo7M -oaaurLk0fxLMDlR9AeY8yuIR9Oy7SfDdTyfVuWkexYg7uFwrIUONO31k7ts8 -UpSfHXvYSoZbNoubnnDnkcOg8xffYTJ4anVzZJUW0JV2dmft0r69+c527vRd -QFZyE+N20RQo8p3CfPkLaKGo40A7QwIuu/bvpEssopfTb/v/tZaA4E0tRfUr -FhHPxv/EgqcEaGvk7dG1XkTj2gmRq05LQHrfrvIR9iJ6krUy1LFJAmoK+9db -0kRwhbgdLo93SsIpuaoefxURPPemy4XfQZKwMeJ6dJKWCN6/+zBnJFISKjf+ -Df1mIriHWl8mfkMSypor7RO8RXDvrL74so+S8Gwk3fNjjghecTC/b6WdFOTq -uYSFMEXxBEvx8l6qNPglrlK8gUTx7Pqq7XdUpEGTI1ZW5yCK89p07trpSkNW -acWswi5RPJ79geyzQRru2K6KrTwtiu++ZiqaFiwN6X5iVylvRPGi0lpWYK00 -XLpbXrg0EXj/Dj7RPJAKOQn3rqYewPA0rvr2ZaFUqDyWHH4hBMOL1/RIjkdT -gWMTYBkYi+HrNBaYp65SwWOI9tqgAMN57OIU7yoqqJoEfXs6g+GFramN32ky -8KxOSRpuEPCs/IySkRcy0P0zLPhLlxiemrmj/GSMLDA4ikEXV5HwoyHvug49 -oEFdX5HTwFoSLlB4UXT1EQ282p2M0EYSXulbbVv7lAbnS05xptxI+DULtWKH -Shr0RA2G74sm4a5R9Zrr39Mgjlx6zryVhIv0kP7MC2nQp7H91s8wMl7tnNMo -s5UOx+U4MfhpMj7mp9Fl50YHSeLFvTcvkvFss5iAszvowByq1HS9Q8Y7lXPW -z/nS4fIT7fzK12S8XF5qc/NxOlhYTpWkqFBwlqKvvlkmHdqMktL/aFPwDn19 -Pc97dDigqh/puIaCf3U08b/5kA7JorutFm0ouEN7Lcu4hA6Dr+vrgg9T8GNC -y+nnb+gQ/dIn91UEBe87yiP+10IHWgH/gvo5Cq520/ZBdwcdrJIMHTuvUfCn -NuOqMt/o0H76lYFJFgXnHY29ZfKDDqxje6XYBRT8389U5u4hOizsF44NllDw -L6scbW+M0SHFI6V1E1Dwk/5lnK8TdPgfcMmHzg== +1:eJwVlnk41H0bxfmNWTHWsW9Ttuzhlcf2/RVJ5CkllBQKZWlXKlsIMWOPFglP +hahUVCRuWetFPYXKHrJF2Wfsr/ePc93Xua7733M+h+l5aq8XxsPD076u/1/F +W6JKWSQ1aM094da6WRt6Dq8I6POpgZTcF7vjutqQqTyyUMerBh+8LEyWtbRB +pvjtl4llVbA9JyOprK4NEg3HY8xnVGGlZOTTOQVtEJir/N3VqwoeLb1WYvza +sLjH761smSos1Nno7B3UglZK7cFbfqowOplC/pSuBRXWy5FxNSoweI7dXv1b +E4zvaJVnqapAg/ymH+0OmhBsqTtTz1KGa2MqhjyvNWCm7LXMz58bgYVvXlUU +0YBVa5PdqrYbwUbj0M6jgZvALHfbWbecDcCK7I2526QOlg7yN/OXmBBqozM8 +rqoOPRKTHyQ8mPC4r/CyO0sNih7tHL9cpgSV1tHpTYOqQN9/RwaTVwKa+fM5 +NxtVOPMwNMOErAiB6nnZpKcqoIla2w+Vy4OtIievkKICgkQZvbpIOcieK5G4 +FKAM+30CvKUNZKH/X49zNnUbQfeMV+6NEWlIvON/01hpI2zOt+c6l0iBWISk +n0v0Brh5xVKT5C0JgR+u+cf1MkEteFPQorYE2BSZic9ZMkFOWj63o1Mc9p0t +7I26owS5bqX/9ieKASZ8MurhuCLs+Wguu/mgKIxYfVapf60Ax7q/bPWjiUDY +tWXtU37ygDaX8H3NEYI0m5V344Zy0DlPTVYzFYSvbmPb04mysG3u8tfd2TTA +G0U3HaiUBq59kwOfPgX0c5eNdyZKwaVe4+ikRCKIHA9vVbKVBEX4Xee/gEGy +vuuolZAEiC9F/dWWyAP5Ol3GN36LQ363f4vG4FLVp6J/YkwqxKDxUlJyDS+n +itr6gOj/QBR0S6z9lrdMVwURXLNl74jAAfA++55/rKrFSkskLEoYUq9Wd384 +0Fd14zB/o6KsEAxlKNcXHWqoIuaU9xxREwTK0ZMH5D9UobpSVY51CD+48oWV +Dup1oiCqU0SqBA0mNV4bHI3qRF2eilyOMA2iHKae/fjaiXqvGrW489PgSdbR +Jz2hXYg3KuIg4qEB9pdN3rembsTYfllMZ4wKbS9jd3kb9qE167SM2koqhPxy +sDj4qR+5pDv+3e9LhcbQkyHSi/3o2mBEZL0XFURF4yu+bRxAL7pjbJ64UyHP +uNbE+eIAOrZanRHjRIV/rxltcVQYRPb7ctIObqOCipKs3t/+P9H1Skv2Dhkq +NDsOMrdRRtCjnwEewe8pcLb/3V1j3RFEdI2xKq6lgNTpHGldpxGE523801dF +gWPxh0Xk7o+gTSdadhq/pMBi9TeeeTSKHuXvb6zIpYCqbnNvwcUxtLOpt4B4 +hQJNFYWu2Vlj6Ca3h48bSIEztnFf0+vGkIXHeNXAaQpUeO34GCn2C4m1Zeg8 +8KbA3szqSrenv9Cxo/J7wIECodSXd0WGx1EqqVK7TYUCyhlp0hT6BErnP2gl +o0SB98rnbqwaTqDlVfaWPTIUEMf12L8iJtB57dEZFp0Cjy48Cq5T+I3CbSS2 +mM+ToX0gy/WS0x+kVfmBS3lHhuAzIV9PhfxBrBqnV4pvyMBcc93nff8POval +eEC+hAz+MtJ2+6b/IPSk2LT5ARmu5u+8K7FjErnFuJ3riyGDZG8Na7J/ErVt +21EraU0G5V39AoLcSUTwkP0aZkYGvTIe9ibBKRQX/zivXJ8MNqnmbM8tU2hV +2H7oHwUyXN7xit0aP4VCIwZSlGdJEF3SJjiVPYVE1SeOYaMkSGXOsgVfTiHW +l7ffC7pJULSkl2DdN4Uc58K2O9SToOfpo4TXhtOo8GEDDKSRYEzuPb1t5zQS +9jc2n4whAef6cMLU4Wl0znS14e1lEggfU07UuD6NMuV+bL55hARbpbISM7vX +vTXxlLkqCe6HJyeFR8+giv7RaIk8IhRPPBW+e2cGLbxX/cGfToS3B1uSyopn +kGFBgGFdFBHaDfmTpztmUMLjLVdYHkQgj0YlH9OdRa8GXgsVSBHB1yEoxebb +LAqqLFg2COWDC5Xpol4Ts6j49ds2XV8+iNQsTbmKzaH9sqtuYk58kEmcTinX +mkPfZ+x6i7X5oKXML1Xr6hx6npiTJ99NgM0bjqQJa8yj1DkVKu82AtRabUz7 +YDGP6nfd1/umSwAXn+HUqH3zqMQsSGpGngChRadSucHziMkbtENlCQPRjwap +z5PnUdxVjsb+MQweTHFS/B/Oo7Cf8tTF7xg0GYWn9H2cR/f+G+7QWo7BkQNW +KbcH51GdTkikQhEG01coKY4L8yj0WsUsbxYG0tVJyY0bOMhPvVonOxKDogHH +5IgtHBTfGaPlcREDnCSdbLaLg9yexX1r8MPA2y4nqTiQgwiljawMJwwWAryS +fOM4qLP4HUfEHgNW0qYk5XscdF761629VhgovZhI7HnBQTqlOYe9zDB40fYs +8WYjB+USdO86/QcDa25g4t5uDrJ7GKBqoItBh4xJosA0BzXrO/eTNTAIMF9N +qCdxkfJQhHCnCgY87u8SwmW5SDX8SNjjDRikRkQnmOhxkVv5ae1wJQxUH9gm +zFpxkQL1VqCjIgblDfSEJwe4SOB5vrDWurcf+8w+fpKLHtoclaSu//cJZLA3 +RHJRqT5xdYKJwXldV3ZXBhe1Frg3diljQN6ryE4v4qKQyPAf7eoY3D4/wNpT +zUU5NRlr3doYaGfksWjtXNTUJmUwa4ABlPmxase4qOhp6YisKQaOXbqs0DUu +Mlv69MvZEoPh1Zl4Y/EF9GbN+EThLgwuM1/HT6svIKPk8u9SzhjQrYLji8wX +0NY01xf3PDHI8cbjvfcuoMGuk7MWpzAwvM4Xr+SzgM4ZZpXPBWPQWNgY13Fl +AY0Lt5nXxGPg2sKKS0taQOk1Ux8e3sEgQowRRylfQFKxbpceV2LAMPp+/V3L +AvKwMxJo+heDfJe714MHFhDu9efhn58YfLyrcn1SYBGprpRxBEUI4AmjsY+Y +i+v9/c/AqBoB5vsfxx4zWkS1Hq8WWIgAcupGsd+OLCK2imfS0GkC+D63joHn +i8j80/BtiS4CrLTSYi43LCJqKl/aFy4Bkjgt0YZdi2igg8TwluCDV2bO0fnE +JRS1R9790z4+4GvwuZbksoTyz1tJ/27lg7oh1sYhvyXkPh/GvDvDB9Gk59Wm +YUto8czOm+6i63m1Xl4ZerCETgZtJejsIQKtLumC+cwSqm83lDBoXuduTZnP +GHsZZQ56ahc2keBzfw8Rz1lGFi7NzwLGSZCC8d2/UbKMWjbnec7zk0F82999 +eOcyKhr8OWFuSwap6n6XDPUVFBlzi5RWQwaFKn5bq5oVpLAodaYjnwK9PXoj +t9pXUGZ7rS5pnTfZq/uj/4yuoGfvE8paeijAtMh+d1t4FbWoyC/oi1FB+a2h +6ZTbKhooW/XyvEgFzTduWlncVRTdGfiGV5cG4x0RH2b415D0EaPDIVY0KFrM +O75TcQ090xN0eXSABjom0/dnt68hUnh9vFIkDfTLouXtUtdQCHkwK+YzDTI7 +ncnLEjw4LW5BqOUoP9xavXrxIpMHr1Z5+Y/+BX5IZxYNT2vy4InVKhfsY/kh +2YencRTnwcOMT6PiQn6InsmP/erLg/t85XW/8ocfTvMvUl9U8uD3rBzsB/wF +wMo0U8DXmxdf4iU/D7YThK2H64N/nubF2TIGNmdcBMHi6uS4+xVenBvC22Pr +JQh/NVg1Oyfx4kMaV4QehwqCzr4J9vZyXvz8mqP5f4oFQcrPQohJx/BsnhPq +dsJ0+HW7T+RbKYabSUfONzTSIdTM1CGnCsNpN1mHrL/QQbTnRpLvewy/Jrx4 +u7KbDiZMO6GVLgy/cNYsPn2aDnF5pQIb+Ai4kbthROX6/tEoiSP77yXg58wO +vnALEALfZsOVtd8EXOdQta8pWRhG12JH1NSJeH7guGXlA2GoZYy8UEsg4wNp +PrnMDhFondas261Ow9MuUzSi1MTgRmBi7q8bArj6tZL20MPiIDNsYlGTLYBX +SO8waj8qDlkuQ99vFwrg7yMVnXVOrO85U3MR22oBXC7Y0n7LeXEo5/0Vlj8u +gHfKLtsz4sShj23t5mUpiL88ErFbsVQcNB+uSPZOCuJif/kKiQowoFiy4MXL +JUG8OSlKw1+EsZ5/x90JJDruPM71eCrBAAv/wmhzOTr+iqZSZcpkwB79A3N3 +dtDxoB3D28q3MNZ5VfLZJYuOQ5q14mNPBizpup/UK6DjHc0dxWs+DAjP4adR +Suj4cmwHT3AAA65HeW599Z6OW5mLTcUGMSDTVriYMUfHHyeLzK2wGaBU8cZu +Yo2Od2qPSvmlMuCBts9wLU0I122hmFveYsAT4UqF80pCuORx/aeE+wwwiDhR +bqcphB8cOn/HsYABr2fEnTYaCeHHs5wujD5hgJkXTC3iQjgjP3XyQgkDqtv9 +2J/thHDs4pzEozIG/A8btXGo "]]}, - Annotation[#, "Charting`Private`Tag$77931#2"]& ], + Annotation[#, "Charting`Private`Tag$113748#3"]& ], TagBox[{ Directive[ Opacity[1.], AbsoluteThickness[1.6], RGBColor[0.880722, 0.611041, 0.142051]], LineBox[CompressedData[" -1:eJwVlmk8lP0Xxmcsc8+MsY01RXaylDZk+92RqCQSiaJCIk9SaENlyVqRsqVE -qyVaSNb7ZCmlUmTJ08Moa0jCWGbx9391Xpzr+n4+5825LpXDgbt9BEgkEoVM -Iv1/rl+RpHyHogX84m4da3N9CNYs+bVTSAtMvF/OTJvoQ6lBaymPrAVpE9fh -vrE+bLCW33aApwm7k+xdhDbog+Hx+0ErpjWhbb7lUr2OPhhDdV1WnyZcjeJ2 -bZbXB3Pvce/0ak0QjReMs5jSA5si+/zkk5pA0sVGjPL1oHJQXkW8VQNepaqW -vKTqQYDBSKyBmQakLvt1puukLjBr/OMs89XBwozB+dWrA3LTU6dZNHUwy9/7 -OB7XAXeTKBeVEDXw7xIJbS5cBXwdBfXfbaqwqSYnL5O+Cm56HE4s3KgKldap -LNcAbTiW+7RPJE8F8q6fuFzVpQV3r1K05sgqgOTTVhcaa4F04mH32ABlWPlV -Nd/inibM3ejdLVa6Emz7aeINEppw+Sjto0aoErhHvVnoDNKAFDekEbVTEV5v -rptK/k8d3HKj3edEVsC/kesLus3UgXFcr9H+swJ4Dz5arpCjBqb7WIzR/GUQ -tuz9QzJDDbQz763L8ZeHxfzUXxcDVCF19qRhJi4HMeI2n4o6VaC6wFG+kCcD -tL7TiecMVeDjz+v6d0AaFD+4OTlkKMN+U5ZyZ4YUFIeUP2MJKUP+kNlfLVcm -7HebiPF5rwTBzx/k1upJgtSmOdrju4qgJRgUbYhJgOa1mnf24SvAwDE9ISlF -FL4ewCtELZeD2DfvJiMkAr813TL7VijAUbpjHbOKChk3XMNyWfKQaiOg9tSS -Ap+xvZ90i+Sg4nUz+jYtCPer1lv+e1UW3AdeyK8LIYM7Lyvvv/0yMJl41F0f -5xMVIu+37LOShk/eU7vPP5knqNdrc4M3SMG95Ko67fJp4uwgZfc3GSYEGpYW -jMv8IQp8IvZNMyXBx+OrjLrqIDH7/mb2eooEPI+1vGIU841gJubxDNeJQXQD -88ZwcjVRXhA4qhTJAJUXsQ0Jae/QKf+fX4q76WA8XPXFS/c9Uvd99nrkKx3s -Ff/0mMF7pDusQ9FuoUNYrOv875FmpKt5MKO4ng4d7qtWO5l/QqaDzmv6i+iw -NXKgWfTkF/R4OPTJ9AU6cHViN3bId6DdWs7XnmvTIc5apdrSqwNdpFwrcFOj -g9TBKsuSJx2otbXEhqJEB52bE7viLDuRd/8e5aNSdNi7uNffJKALcYx2zbvw -afC8TTvnDtGNcIfrLYNfaXA07D3V90gvuvAju40XTYOG16x00fJelKY2X1x+ -gQbJUeelugVZSGwh/FrIORqMNaXkXdzDQqo/9w/zA2lw36kWPs6wEEcv/rit -Ow2k/OR4vsY/0IXcOX75Ohr8TX0Xkl3Tj3r2X0YeA1S4+3JPzcRAP2oTZ9XV -sqhg/61XyEpsAA02eqtpfKdCgRI7dcRjAD0/76ou2EaFQ/mqzw1Jg4gly8om -v6bC59rzvz9bDiHH8dW9/92mQsmIvq9w0wgKl06T+em+xK+yi8ueGEHXn0Wn -MVypkHzlWP56uV9oLPxBvvkeKpxcmz966MgvdDyzpPa5HRUMz6qfqBUaRc73 -uaQhcyrUUpefPb15DLnuag9zVVnid2/KEvMbQ2GvJv17FZf4Ra5VD5LHkPUf -aAxQoEKkQxqvrXcMHe9nHr4lRQXrDMlIg4hxdELpmNRuChU+aFETRyp/o7KB -HOa6cQxq5jWLLv74jWLsZlr1fmFQ3Gz9UY4+gQ7cEuvTHcIgOTBKfOu+CSTe -FOhg0oeBUzk/NW92Am1QfMd+3I7BP/fOfdLP+oNqzfdMswkMjjDonvNP/iB0 -217QuwYDj5DMiYbXf1DI42a9rkoM7G1eSewf+YPCkiPs2sswMBid2Z1gPIns -vyj5yxVhML0uqHOwYxIJ2TqJfMnEQKh7Jd1jZBI1XJgy+pyOgcylT2btnEn0 -1fjSufabGBi26ObVK/9FhdmUJ5MpGJw5Nhhw1/8v+qcn81xAAga8e+4Cbvy/ -yFzhZqRlGAZiO+gbv0hMoQO2D/ZcO4eB0t9XvrZqU8iuxPlh7xkMcFz2o6Ht -FJJ9oyOREIJB5PfP6VLXp9DKwIxd1EAMKDJb9T9qTKMihwf22w5jIFs97bnF -eBqdOchllR7EQMvr3vWq7dMo9PcO9gpPDGyfkebyA6dRNmfUq8cdg8SdVXWX -K6bRbO5ONuaMQfa03wyveRo9Sj1vYe6EQdEtee2QnmlE0NwCfRwx+DQScsVL -cAY1+nVwYndiIHHZwBXfOYO6gk91D2zBQFm/N6HccwbVNRxojbbEYO3XKzWr -T84gvfcwII1jsFt1VFUxfQa95da97TTB4PC7TOcb+TPokTMpVMgYg1MnbONE -qmdQvaj+e9pGDG7UPhifZ82gqkGpuJTVGNz32aMcNDWDumOtDovqYlDGEHQa -FmajjH78i7MWBm9ePIvxlGejHTnHnePVMOhwO/iqQ4eNWMeO9USsxGCILD66 -05yNUl2CNAyWYzD3uEaxcRcbbbvo8zFNFoNlswpRL4LZqFZJ1defgUHP42Gj -ijg2svGgOttRMMhzezlWm81GT9DqZeWLFPBlROc2PGUjS9WmgfI5CujVOrq8 -b2Cjr6svcZwmKfAncKXI5y42urqhUXDvCAXKVMaJ9jE28loelvKcRQGLmLhV -fdKzSIdzLGjTRwoIGrn0DGrPooOfnNk2dRRoGlZLHTObRd8FiYshLymQlDVp -89dhFkloeW7+kU8BRzuCO+s9i+iSr0x8sykgy096xjszi4pEn7JbrlCgu8Tt -iOCVWbRKLsqUEkEBbyl2i1jZLLpg0mIW40aBVY310dLvZpFhaWXx/a0U+B2a -sknhv1nkfbzI+9JaCjzX9vy9cnIW1SvladcoUOB0t949DeE5VGHe0m4qQAGz -pIW9usvm0PB8oEr/kDCQLJoYa/XnUEO/7LU7zcKQkOsVauY8h7gHZkZkrgjD -Lqe1upZ+c2htzzKswl8YpIUXe23C59DEZfOnsluF4fbRrG1OD+bQdivfX+Uz -QnBY4SjftWIOWZ1oHe55JwSaHza+8Pg4h56In3C5cksInq75ssJ/Zg69tjWk -7jUSgpC+O18CafPobSib+w9ZCExSAy6HKM6jCp758ZkmQahnY38uWs8jHbPJ -dHsHQeiosahPvzmPqAptNAdrAcgKZJy5nT+PQt4YPdrNJ4OnytLBNfMoYbxR -5EcZGYajQ9KKB+ZRn02BIE+VDJwdRX6NGxdQf/yMqwNvkQDeWaXmbQvogd+a -N+MnFonoEpu2zwcWEP3q3smTw3xi2yGZuI6gBSTDeuHt78MnxKR+mn2PWUBB -7wN3GI/wiNaGp5N9mQvoQk3QVEIwj0gPjXg49GRJf8RxcgTjEfu17dzHXy+g -/REqyeH3uYRy9zKJqfYFlK6qoWC1g0sMJA41zI0s+QdQuSKPQxSYl53l8xbQ -MiFyD7OKQxyfiFwtxOSgv0cEhPHLHGJ9rsNPmiYHpfR+ONPkwSHmditliJtw -kAA/aUbTmkNUC43ZydhzEGvwiKucCYe49LKCvPwwBzXwBT/Pm3OIrUdjXyqH -clD4N0njIQcOoeYaLNoax0GcawfsFgM5BMn2kHfULQ5iNEuv2JDNIf4zsq/a -ULy036o4sqmdQ1RqmTIHgYOYT+5vKlXgEuly2n7pbRxUY60SUxLAJYIxGbAd -XNK3xLS9fs8lHGbJcgtzHPRFy2Z7znoeoT/0+59CES4KKEcc3Uc8gt75b8N+ -JS6yr+KRWBp8YvBN03KxtVykGpz7/cMTPnH3Yd67Ey5ctG3c52Xi10UiPO2a -sqofF+2wSr91dhMJ3C6HnW47z0W+meL/JSeSQPqIi4ZhLhf53bHPuWFIhkln -q7ChF1w0eupVa95VMnyyNmjLeMNFHeMuH38NkSFOg36JM8pFuLVIXOwtAeD0 -13wHQx5ycVJ4EEESgq6vBetPbuOhtFh/nVIXIShtSE9Q289D90x+Vf0tEIKl -+m58+RIP5UVMuB/ZKQw/vDRu7PjAQxfMA+8MhVKAcGKOcnt4yOu4e9RUJQWy -rRY3F0/y0N13LrEBXAq4qH2bkJDjo0Pcf0XFT2OwXurN1rpVfNS1d1XlmqdL -/1rwxe1TZnyU9ynINGUQg3c/knZ0HOIjU/eVaZVLef+w9WxebDAf2fZZGU2c -X8rvuiPzxrF8dPqWy5a7j6lgloc/ulXER269ljE9C1RYdl2fb0fwUXB8oWGG -Cg3YlxSc+V/4iJboFF+0lQZPD00LHJrlo5Ntf0LUE2lwxbFvH5O+iBR5hfLF -BTTw3/zpaf2KRURkevxIaqKBuspjD03LRaSZ8OvYbRIdyJI3yzr3LKLo0+m5 -Acvp0EOKZMT7LqK4EZE+4Y10SGe5V44mLSJG5rBwizcdgj/bSt7OWURTwmSO -8nk6OMDGo/bPF1GR4BrFS8l0oN8Vl33WuYjGx8h3IyroQJT0GZtKkvD6hRuj -jsIiECFV0+2tQMI9LUZbgmRFwOJ0RthVNRI+oUD6KqklAtUWu6BvIwnfuvas -9z4bEXj1sdomzo2Ez7cV6vlEi8Dz0XSX9nsk3FtPVn3qrwgE7To1xy8i4fLL -5fsoJAYYvLDP0n5JwjtiaWf+MBhQfE6453wTCc/XSgl01GRAIe2Uj+o4Cbf+ -rrT+2V4G3NeyDw40JOMuaUHNRBkDvBJXyWYiMr5l03Yhg9cMUJ0QelVnS8YT -VgvlXPnAgNyXVRwZdzIumtVjIfWTAXesV0VVXyDjtopvS/3FRSHdS+g67R0Z -7xs7dC7GRxQScipLlioJzktN8uqkicG9uAfXb/gI4Gyb2eBSaTGoDkoOiQkU -wGc2W3TGrxSDCasjpr5RAvgpL46O0kYx2DMs+VanUACv3HJgOdtTDJTW+vU8 -WxDAI80SI8+WisHzOjlRyBTEQzL+9WvZJw7fBoL9v3cK4RydTQuR9hKgPyHr -F78Kw3OIhx/kzkhCHevp9v71GH5CeiZpe7gkuLZu10MWGH6tpbg9PFISossi -JqZ3Y/gtN3fBgSRJ6D4/GHIwDMOzPNpfP8qVhMvUl5FGLRje8CbihXSzJLBU -nLMHgqk4jX/tt5QSE0KlJsLxC1S8USIM26rGBBHheM9b8VTcoHmD5BltJhgO -V6s63qHir94qG3WtY8KVYvX86rdUPLXr4KsUGyaYmE6XpSrQ8Hp+1phsEBM+ -611N/61Ow0800RmWoUzwUdI+u20NDd/1YoVdwHkmJJP3my1a0fA03aAjRAwT -Bt/W1/n/Q8MH7a6WnMhiQljFgfuNp2k43/TJvns5TJAsnI1RjqThEdf4BR33 -mWB2VXdbRxoNT3nq/8e8hAmtFxp11ubS8L0pBeuCSplwNMiTkVRIwxnhIV15 -FUzgH54fHyyj4TdPs1taapmQuie1ZTPQcFFpGotTz4T/AdzNFUw= - "]]}, - Annotation[#, "Charting`Private`Tag$77931#3"]& ], +1:eJwVl2k4lP8Xxsc2zwxjbEO2QpaKbFEk+j4hFVJSCWmxZE1IvzYhWbIbkhaU +EoqiokLMkWRJ2lGypiwRjW024+//6ry4r+u+znXefD5HzePEHm9BAoEgJEAg +/H+qXJdWzSOuAvmYU2u3WuhC76EFyjrhVeB/V03xm5ku5GiMsBsFVkHow3bs +uKkuKJbXfp7gaYFqnM7PK0a6INfkG28xrQW+flPXh9boAmW27u+PPi1YwyrC +YuR0gbM7oFapSgskYzt+vppcC19Ir12vB2hB1Kszt/A7a+GlDe9SYoMmGBHC +lNdxdMD05trqPC1N2POIUGfjrgPhVvrTb5I14EdZeuyJBm2Yrnqh+OuXOpg7 +QVSqsjbwbcx2admqg8m+poYPUWvA/I5lqHv+SnCoo58ld60GK8fl14q5avBW +P6Jh/7rV0Cs31Sp3VA1wx97ypuxVUPpgx/i5KlWIVQnu15/SAuq+m4qCy1Vh +vYMw/tJJC0IKI7LNMBUo3Oi991C1JuigLx0Hq5dD1UtaKVtGE8RFFA0aLylD +tWbMUPUZDdjnc/yYgpES3ClX8T3zQR30Q7zvZI0ogO+F7OHdOupgWLyT5Vwh +Dw7/eIVO9JVw7byVDvHYMhCZ1M45OKYGq8LXnOHoysFbb/PIqw5qoKyw/M73 +bhqcGo4L+XVPFe64V34cTJMBK6mYDH+CKux+b6Fk6CoN9ANVmoFtK8Cr5/OW +AFEpIFru0UyNWA7IsEK4M18CShNbP1/Ypgzdc2T6qk3iMHE3+vWhZUpgOXuu +c9dtUaBT7Xor2hWAtbPNUXgdCZQ83CE7Vx7O9pnGpaeJgOKe7V/RvmWgAn8b +A9mCkBcJL6Tk5IDGjdn4NY0Ankx/XHOKBsU9ge3aQ1yGPcWscvCZDDSfTac3 +CMwzsmPAT/u6NOhX2ATwTJgMaxmKqVyCFLjAsdAWsTEG3C3l7zouCZkX63ta +XfoZRm4awfuGqPA7W+NN6cEmhivRMjJ8lAIkzyCX5a0MxPsYXtBqLgYD9uXZ +ApGAfh/UcrmxQQw2+96PnpGvR3UyjdbHDcRgPu/mge/2r9Bvj+gpZQ0x8KdE +CRdWvEbykSf/FoiJwe7h7QctYloQ4xPYH+kWhVSHCZFn9I/Ixqdxz7ULouAm +HFk5ZNCNuvp+1Kq+I8OU9gsjz5huFKLF4wQ0kSHG8d/jgc5u9O/4yI6X9WR4 +lOf5qDfiB2p1iKYEPiOD4MbtRV1tPShJYOtd7DYZvj67bH/MuB+1ZHhs0Q4j +w4U/jptdPwwikXG2FleFDM0RQRcUOINoPtUheUCRDNLSSS+71H+i8h3NFe9k +yVBk+trM+fRP9PM82eaFGBk+xm4w2btiCBWL9/n2zJNAU1XJwCHwFzIMtLCM ++kiCd3uH1CxJI2js/XgXMYEEoYOvck31R5CqqXwyO4YE8sH5Cvr7R9BlI0My +M4oEXkmHpJQLRpDTq6yymTMk4NR3EebQKJKPkOq19COBlv67vvunx1CJyfhN +aTsStL0scbudN4bsv0es8NtGghDbxM6rjWOI/fDk6UYrErz03vb+kswfZLb9 +21iqOQn25NTXuZf9QSMDwTaH9UgQQX6WKzU8jtxibtVxpEmgkX1FgUSdQHYj +WS4lEiRo0TiZxTeeQF5RermeFBLQcIOUP9ETiKDy0G9chAQP/nsQ3rjiL2L9 +la10Y2PQ8TPP7ez+STS5sdg0dACD8JALnScuTKJ2z7aM1F4M1BbdnI4VTKJ3 +nMsqj7sxCFRUsHNiTqL7eibyoh0YXCzekSu3bQp9dGnvor3FYFlfQ/LU4BQK +uMkJKXiGgYb9IEWcNYVWP3GTF6jAwKCKkLJG/B96GXLQ2esxBtszLVI8TP4h +amfYPYtSDM5te57yJekfejtwaLvVHQx6yx6kvjBmIpV7lVt60jAYU26hft3B +RHkTRR8qUzCYTxhO/XeIiUL5wWFZSRhIemmkaScwkYeg50bfeAy2yOel5fQw +0clb2WqOkRgURNHTo+KmkXvZoplwMAblE2WSuTenEbyDszpBGNS6tqdXlU8j +k4eFXvsCl+5jLEZnfl/KIwcry3wxwEZj6F76M2js81p6yFEMaPvvSl20nkEr +yKe9bx3GQLWhnp7rMoNcdwwym90xMM3l0zsuzaCNTzKFSa4Y+DueydjeNYO6 +arLrCHsw+K/uqrT3xAwKC4gw7tyFwSWdyoyLgrNoYlLb6fpODHJEmBnVa2eR +UvysWud2DIpDJWU6t8yiEB8lzk4bDCr79DKn988it9MqbwutMGivCshce3EW +eT7W0py2wOC7VqLMjquzqKKq06rPDIPhzOJM75JZZPBZz+iWCQYzhCaZaJhF +PHOvaj1jDAhBvzLzvs4i+0NuSQkGGFC6hWg1Y7MoIsTaqmQtBvLbV17pXJxF +SdkHA9JWY2C48vAVSe05JFBy1yFBBYPX1upXWjfPoVNr5m4XKmJwwGc4M8Zp +Dk1vagsNkMXgT0JJ5mbfOVQTtmWiXQKDiNITmazwOWS4yUG5mYyB9HujzCf0 +OeT8+SpzpxAG9/7NZwQWzqFlQZU7nXlEaNsQldH/fg79GR8cax4nwmEX64wb +Q3No4n3QhMwQEZjnSRl72XPo+sC7oZLvRIjLa6NTqfOooyzP5+IHIijUp9Ob +V86j9SZf5GIbiVD6cy892mQe2axyLS2qIgJOVKCb28+j6SJV+rdSIhyzy08v +PzWPQpx2TEulE4F93DvdP3EeDRuPHPgdSYTk9DXpGrfmkXRor7l/EBFUn06k +9T6dRzVE57lYNyI8/fo47VrzPPpr61WxchsRbFin0vb0zKNUpsyn1YZE+K5o +lkZhziMxjYGd5xSIQDjyKjVKiYV+Dwf5xQ+JQGZ0XKqZAQttDX/yVqxJBLTu +2abOWLNQRujV9ONFIlDdRE195MJCAmynoqxYEdg59inFN4iF9q6r/eN3VAT6 +KdkpKy+x0Itnfu0fzUQgTN8t5Uc2C6WgfIcXUiJwI+xn8u56FpqjrBhlPBcG +3eyiZNEOFmI4GEm/iRMGqApIfj3GQs7UdmNpJ2EY5k8nmdLYKOv8aPDRn0Jw +Tu1FEnM1G4lvffDVu0gIqNbhSaUWbCRs1VPY6CsExgnCSao+bHTG0T1Rb0gQ +mkuaE7+fZyN3R91HiXmC4NaenHglnY32jXuw2fsFIVpGNpFUzUaWMVnvaA0C +8D5XM2GKwkFcabrZ/gwCeMDo5QdqHIQfqFn8akOAucGHl702cBBhICFBkr3I +UF694XLXYQ5iH7Op+fmdzyi35cRnhHFQ8LlBWcG9fIbV8bp4+wQOMnBpZd3+ +ssDoSIuOJ+Zx0A0jBfyo+wLD/4lNPDzhIOFUFz/WXx5j4Yto/LkmDmrf5z1e +nshjpM+3xxn/4KDH+Rte5hryGBqKmXF/pzjokXzPrbIljj83d44rFuGi7Hbr +Nvwel2F7WCnOQ5GLBj9MuCiFcRm9F/tilfW56OyGPGt/Ry4jpOBubIcVFz0y +YNf0W3AZwk0+sekHuOhJ2QVbIzMuo/F3svrvAC5aVr/L/9BWLiOO+KR+UyQX +5b7a99vvEJdho9V5mJ7BRf6fa0e9YrkMzIa38PseF2EXDacOVHMZzd5qOeZV +S/sE3bIq53EZl2NtzDLauMhSYd1pD3seY8e9gK7hPi464+VU5XefxxBtTP/P +YpqL5uq7jjlLLzDeDlXSMok89H36zdaEuAVGsnD3kxEFHhpzGHWoI/IZVGvN +yUych1jFWNAljUXGe0/blFEnHorL6Qi9ylhkpF86oYN8eOiU8QefvYYEkGqo +8hlL4SGHhSySWw8BPg32iuD5PPQpNd64aYMAZAgKF2RV8JDlmN6laboA0Cwd ++vFuHmrtS7BaYycI8vWDB7JXL6CYGabln1oh+NaPzY9vWkBOj5dF35MXhhsE +3SzLXQvo3liuh2eIMCjhpz9OnFpAthvsysjKIrCCIWZr3bCAQpVL0rl7idDX +azByvWMBWajmCDzJIcJt/r64ydEF1LOrxShlgAhqm2+/uiHJR3452s5nPDAY +dG88MqXOR1Yz9hVxeRjcuTDG32rCR6brz5Q971ziXa3xpn/ufDQ81nBicgsJ +fv1w+WYTwkcDtCMRiidJUMiLOJ0Tw0cPCi541OaTYLV5y9NtJXzUfsmTPbbk +I6Nufx1z6/jonPTGgXdLfvPgvMwU8yMfGT5vu/J6Kxl0atzX5rH4KMzAaadB +MhnGv0e3TostIgXWV6EPpWQo5RT57lBZRLMbzxt2vyWDnhmzYGbrIrpf35AK +IqIw6bLMytZlEaWqfaF3q4pC+VnzgVuBiyinvL71k5korKuKW26XuYiO7NL5 +dzVAFKa7SmpuFy6iq+eFoxKjRaGC9cFlrmoR5X8NTCu6JgrrTZWu5vcvouvD +UwR4JQo53c4YT46Ab57pDCqSEIPr/IunT6sRcK/Dn6+JqIvBVbXSYaYOAc+1 +dPnRtV4M6D6E5lGcgN9dsgMpVzGImy6+3OlPwGsV2aLVuWIQLMYhP60j4Npi +HJ0WeQoc19M4p9dCwHVz0v1sVlGWeOowdv8zAc/Tl354ZT0FvLPvtN4eIeAm +s3KmZY4UcFW3S0qVFsC/pZ6MN7tMAetNORT/YwJ4yeDBk/1TFNhy6E34r2AB +3KkmqStjgQKbL06NHzkvgD8MyNpjICoOG5us3zmnC+Dlmo+sDdTFQc9pImVr +tQDu6bn7qOdecZAP2CyhRhXEt68z/7WiQhz+3OiX6qoUxKfuxnf4BlAhwnyT +Yz5DEMdD7YL7T1FBujcr3b9FEG9etS3JMYoKZmp2Egs/BPGYNkRTyaJCYlEl +ZaWwEC7kGll0tI4K2hWJWOAeIbwRPMSpkhLg/854YfGvEK7V82n9QLkEjC5e +Hlm1WgTnF3xiNP8nCa9lR56uSsVwSXUv9/gHUvCFqdO4a7UoXmvg84E7Lw1Z +p9Lu/Mmi4HVF5pbi+jRQHDbb3HCbgr81+5ly2pgGeQd+f7tRQsHFPxdeGdi4 +9J9sspCyrafg4byI3kprGlQL/IksHqfgHwipQt6uNOhPsXH3thLHKTeP3m+P +pYFO4cKyvilxfKrEUzX3Bw3Kl91/+owrjh9sG2ohDtKWeLB3VyqRiquE134M +HqbB5sCSOAtlKk78WPZrK5MGu9e5zN7cRsUfSklaTmOyS35U8elAHhUn15fM +OxnJAlf/SJDBfSpeww++wjCVhah8MVFSBRV/ckpKU2ezLCTEeGx53kLFSy9c +2y60QxZybCXLZWepeN2tnZO1h2RB9WWN3cQiFe+JOzqu6yUL93R9hl+LSuDX +miIKcv1k4ZFk3YowVQl8/zWvyHNhsmAU7VdtpyOB4+fxp7/PysKLadp+9Q0S +eNpn0uvdkbJg7g3/OLjEUj9H90WMLNR3BKR8spPA14yv8VVOlIX/ASxVALg= + + "]]}, Annotation[#, "Charting`Private`Tag$113748#4"]& ], TagBox[{ Directive[ Opacity[1.], AbsoluteThickness[1.6], RGBColor[0.560181, 0.691569, 0.194885]], LineBox[CompressedData[" -1:eJwVl3k4lF8bx8f6zDDRjDVJ9i2KZElynmghRbSJSpYKKRFaEEXIUqRCO1FJ -i7Ik29xkKylSFP2ylF2EMQsz433ev871ua5z39e9nXO+R80r0OWwMIlEMhAi -kf6/mignq94T14Hnxz84Z6wzhBDtl6PbRXVAxyZDectaQyg2+lLMF9KBM90+ -QywzQ1izSdH+AF8blA8JR+5ZbQhmJ3KDlJnawPmw+YmcniFYQGXtrT5tqJyZ -FaTLG8J6n78+GZXaMGnCfJY6ZQBbnjnmpwZrw2ubfMnExwZQPqioJv1FC8b8 -QpvJmAEEGI3EG1lpQWKXbYp+0AqgV/kn2ORrgsMdpuj6X/qgwJw53UvRBJsX -rJxua31wt4zZoxaqAfP2Rw8se6oHAn0lzYl2ddArLDk+RtaDGwe9kgpM1SGv -GS499deFY9mFfZI5avApb26e2qkDD66I63CE1MBt/e6DPDMdkE3yco8PUAXt -Ey3RV7OJvK73uEgVL4fs/edOyUprQ5wvpUUrTAU+U8pKdU5qQZob0orZvgy+ -qpV093Rrglt2rDtHUhm2VZ5x112nCdQTBvWOrUrQ92eV4ZG7GrBuXy91LH8J -jKjovXSQ0ADdrIer7/srgp6mH7fRXx3S2cFmWbgCWFRkLv/3TQ0qnzorFvDl -YLNrrk/ZGjVo+X3N8B7IgvLOh71xN1Vh/7pe1c5MGRCWddGQElGF/CGraR1X -OvAcRufzGlQg5HVedrUBDdLKtDIa7ywDHZGgWDNsMaQplFA3nlUGI+eMxOS0 -RZDQKVLdsH4pSP3waTJHkuC5cD/JWVEJfCWca+kVZKB/r54v6FaE9C3CGoU2 -4iB/yHPr20cK8LamGf1gigAvYPhhd4I8uA8UKa4OFYJUq/yPxnvkYCrJ190Q -FzDGq+dZNCtZ+OQz4xL+nMvIqFaevGogAw9TK2p13zAZoay1gaaL6BBoVvz0 -r9w/RqfikqgrFBocPvhVTlN9kPH9177J8llpeB1vk2J+6QcjnnIz+LiiFMTW -0a8Pp1YyGngt7s2HqaBWFF+XePM96nEanumokACL4Yo27xUfkGvMGm1KqQQ4 -Lvv3ywo+oCtL/zyyLpSAiHhX7sRIMyJ137hXlCsBHe56K3eu/4RIV/SL61Mk -YPPFgeZFwW3oXfyB5uRDEsDTjzftUOxA7UPSmXlkCUjYpFZp492B3jqB30YR -CZA5VGHz8nkH+vaofXCQTwH9G5NOCTadqO+w7rTZDAX2Luz1twz4jjYGl5eI -/KLA63bd+/cYXYj66K3azmIK+EZ8IB890oPy5Mta+rwpUFfTm7HoTQ/6770/ -fv0gBVJjwmW6RHqRO0Naaus+Cow3peVE7+pFlkFU7TpHCuTurIaW2V60Piaz -e3otBWT8FPhHLfqR8SmJdmsaBabT34feqfqD2B1rZV6/I8OD0l1VkwN/0DvJ -GgNxBhkcf/SI2koNIMVRpzyPcjI8VWGljxwcQMpvykiqr8jgma/+2ow0iAai -7/v9d48MrdXhE602Q2jU1VXOO5wML0cMj4o1jSCSxa5zjRaE/4ptCXcmR9CL -LbN6v9eQITXlWL6JwijaxPThihiTIdg4f8zzyChaNfrYd48eGczOap6sFh1D -v76O7LBVIkM1eenZ0xvGkbCpja8tH4OXXWtvSfmNo7HzlnEMLgYPnrlW5KWO -o3Qqn7OBhcHFHTf57T3j6PKNzax9kxhsyqRdNDr/F32gKvE7+jD4qENOGimf -QJGl0W6UJgyquNrPovsnkFJUtPHfOgxeNG9qUZCYRBfY8eWdNRikBsZIb943 -id7W9nGgAoOdbwTpOexJVH9kc8Wflxgcf3juk+Gtf2h7nG98aBYGR6gSHtzn -/5BNTWNbw00MDoZmTdbV/EMPdjyQX34dA8ctZYv3j/xDTjeZt/9cwcBobNYl -0WIKTT9ix9bEYsBcHdQ52DGFdsRJN9UHYSDatVzi4MgU0ktJl3keiIHchU9W -3+anULhtT+Gt4xiYfV6R8051GkWPmEwl+GFw5thgwAP/adQ+2TLzyhODBPqN -+wqR0+gqJ2DtRw8Mst7afrlydRqtavn5d/wABuVYtnlk8TTaPVPyYoMbBvyH -7sJugmm0z/TkrPlODKQcJEzbFs8gkSWHbWOdMVCZLjtqpzGDlt2vl+t0wgDH -5VvM7GbQl1maR+o2ov4/WzNkrs0g+zBnVZfNGIjLbTZs0WIim1zJr/LrMJCv -ZHpstGAilXZSb8taDHS8H16r2MpEu4IWVSdZYGD3isTJD2SiIr2NgqVmGCRt -r6iNe8tE6aZBDVeNMbjD9JvlNzPRSFFwbpQRBs9uK+qG/mIiv8CVh8NWYfBp -JDTFW2QWNVkHnz9jiMHiOCNXfPss0rAUif+kh4GqYU/iG49ZNOC9gcnUxcD4 -a0rVyuBZ9E2oUFGdYBf1MfVlGbPIIanfN1UbA6/3Wbuv58+in1udYtu0MDh1 -0i5BsnIWbT9ubraE4OvVeX+5vbPorYmqeaUGBrmHd6kGzcwipn5mkALBJVSR -ncNiLCTSFrzkrDoGDUWvLnkoslDFpgX1PjUMOtwOlXXos1Du5MwFJ4KHhKTH -tq9nocwYf706VQw4T6qW1TuxkKTrzW12BJN3BOyw8mKhwpWZGf3LMVjCVoop -CmGh/zSFOi4S/OvJsPnbBBZSurJnixrBOW6l49V3WKjWyIZRr4KBQbXzng91 -LFTUHZetQvC/wOWSrd9ZSH4q7F/bMiJetb+Mb+MsFO7PkrpMsPWlBL0+WTYq -/uzoQiJYxHzPr0FdNjrjs8acoYxB07BG+rgVGw12JR+LIth5G4PH9mGjhHtX -qUIEywuSX/HPsFHX9UO0mqUYdL10OyKSwkYabpU3ogi+76m7lJLNRt0xvt/X -Eewjw/osVcJGbdR8+qwSBnr172Jl37ORZ4L2macET4SlrVX6j41qip1HlxL7 -X+t6TCyfYqOC7MJzJkR8p7sMHmqJcdB0xftWWyJ/q+S5vSuWcFBKekqCDVFf -knUT1diQg05P6QxqEv2pn7xRY7aBgx5jFt96NDFIzPYOs9rNQUz1R8NHif47 -7TReYePHQUodOu6vdDCQFVvo2RLJQZmU2MWFxLx8L/14fXsaBw2mPsnYS8zX -Xd9b9jvzOCjgU47hbYK9lHwFrm85aFtUcs1xgrU/mhYdbOEgoakIbg1hPxYp -4uvTx0GPMlMsEgn/havalP1nOahg7UJeGTFfoX332gIpXEQKSzRFRLyW6QFx -ocu4KL3id6E0MQ+CjZbrwo25qFXsdO1Sot7vWNi/6E1cpPzVXWi3AnH+n3zL -jdvHRauokYJnNAy2uT3cl3yci9Lsx1zkJDGgUYOkrl3got9NqU4RH8Who8r6 -XcYNLnocfYj/KkMcbgVSz9zN56L1M4UK3ifFwUONKHAVFw3cnuN57RIHzfbH -fU/auOh6QH9W4wZxGI4NvfligItOu9hSW83E4bmZrUMxl4t8Z5zftBmLQ/Dw -YlL5ojlkl+U/qUew2a1fxQy1OcTu7ttkYiIO8w7P/OpN59BFN1VZa8Ie+GdV -mu3nkML48PZkC3GIfbmlvfXAHNroIDq0g2B7T7mEjqA5VGhtbV5E2EvJ/Lb6 -eWkOndE8V9ahKw5f6gqn+rLmUKP9hjVDcuKQEXb+0dDzObT9v72zulwx2K+7 -zf1vzRz6z+WO7ccaMVDtWrJ45tsc2k0d9vePFYOBpKE6zsgc8q/KiHJDYvB0 -fclZAX8ODY9Vd0f+E4UTkxdXitLn0TuysfDym6Jgkr3jN0V7HmXL8XuEVokC -x0UlU9pyHkVHXss6US4ClaLj2+Qc51GV81nZNRYicKH0rdBSr3nUP8p93FQg -DJt940tVw+aR0mSE2G9pYdBwDVn0JWEelavvPS8dLAQkO0+fmNvzKPHFKfdV -zSQo11lHH4R5dKZT8ff6bwJGhoKuX0b7PFofPr0h4wifEYLJgd3gPFIRjP6+ -yp5nGA5NHC+Q5CEVw7VJKfpchkRnd91+FR46x87etOYHmzHY0LRUypiHVG3/ -ir+6y2K8Ky0JZtjyUNtoL+1e1CzjwaOc9yf38JBT4/0B2XgmI/LmVVV1Px4y -K58JRm9mGG5xEafbw3koLlzkpa/CDMM8zO9T7BUe0iuPUcYLphmyR/ZomWXz -EG/fOcddp6cZU7ttI4aKeOh35fIwiYhpxqdNRu2ZDTwk6ZwxqVExzSgwXaa/ -9QcPPZZvofJWzzAStCQuzI/xEHfZ397G/hnGYTl25zMBD7X7FL/waGAybMT+ -rDxI46O+iYadlO+zDJXZ1kvSmnwUtG598w5ZNmP+T9VPMOOjftGUi1uDOYzv -X5+aBNvz0eOETPc1E1xGcV1GosZ+PrK0eyMYjp5nEN8bi7gLfHTBJPnkoc8C -Rr+31nWHj3ykEyNvovZKGBg76WO8X3yUSX3SDidF4I7twoYXU3zUhmkYFumJ -wlmT8UwPUQGyDuHV13aIwh6NH5OLFQQo3nb054YwMTCRadhcqydAdynHtUUx -cVgsUnT3lJUAmTGtKdcSxGF8+j5T00mAAh8vGnCZF4f3/ckOHZ4CZJG9ULCw -A4NHX87mxIcIkMakQ4hLGvH+1h7hWsQL0JOsgybe1Rh4vN65YzRLgBxuVUnH -dhH3YQ7++PYzAWoeoR5qGCbej2uGgm0MAbqfL2JdP44B64LSbkGbAK1vVzoQ -PIpBexD27OUfAdL/VtcyMUDcT55MYU+2ACUq0dtDf2OQ4ty3jy6xgKZyC7AD -Qxj4b/hU+E55AaFnWkIGhB7bYlyBha5aQFVtoys/y5JBU+3JQW2bBXTbWvjD -hB0ZhGg3Sjp3LaDna+BpZBYZfpEuUi8fXUABK0j2BdIUKP93wtvy3AJqOrnv -5K0yCmT0upePJS+gSrloVW0HCQhptaPdvb+AbBiB3GFFCdgBpr6OrxfQ5aT5 -e/P9FJB4IC3/qnMBhQ+8TzYKpsDQVV6A1+gCMu3JUFtmSejrqJF3MvwF5KWQ -6TEhQoFW82Mp/RgJl6m14De2koHxss9iHY2Eh9LwU+XZZDgvU9Xlo0TCWa15 -mSlnyGB9OjPiigYJfzD7can5bjLwu06plBmQ8CMKth9yCf1bae0EfaYkvOzc -j1MfNcgQnqPvJYlI+CEK+lqsQAZLcXFRUzsSfrVGdmu0HBm4fn15B51JeGRD -z9pzKmQoa6nckuBGwjd/1wvTJfTzaePMkVfeJDz6gHCLlyuhl2+cSuoOIOGr -rcYMQlLIwOI4GoqFkfDF7cYGDh1kKNmv/3llFAnvSPBTrTOjQAiIBbkmkHBX -tQP3lhP/jTWaffSLaST8EV2Q+GG3BMzEVxYX3CLyibAda9CWhNdjGXu+PSTh -w7PU0uXNkhDkdIojeEbCvUu4Ks7fJcGoyPGWbikJz9OK79o3IAkvzon9Cm8i -4Y1rlxhOCyShgHLqsPpfEs5TgVw7Iyrk6jiGBJoJ4Ypnxk5oJVPBO0lPPgsJ -4X2yFsG0DCqoT4qW1doJ4ckf7izrz6ZCdmnFvJy7EN45dGi1xRsq3NukF1MZ -JYTXb8l/ktNPhQxv0WuU90K4bZe66oTFIki8X/6SkLD4KSOviuafi+BhQt61 -64eF8YftBg1FQ4ugMig19FKgMK5aUj+WNr0IJm2PrDsaI4xP65h9MiJLwa5h -WqN+gTAeyC9X5a2WAhVjv1+v5oRxK4crLyTipeB1rcIiyBLBI36uWHHVQBp+ -DIT4/+wUxbfTlCT+mC8Gw0l5v8t6GO7G8uVe9aRBbW/h1j8mGK7RGVVSfYQG -rl+2GiBrDG/5XEL5e4wGsSXnJ5kuGL5j4GSIXRgNusIHQw9FYLh4DvjOJdIg -jlx60fwzhtO8btoeLaZBr9ruOwMhZPz2mFOfJUaHMJnJSDyKjPMT03v9qXSQ -FLvscfsyGXcICHp3i0YHs+FKded7ZFz+zQ/ZuaV0SHmhmV/ZSMZDp7eZlRrR -wXIdsyRdiYIfG1o6qOZGh1aDKxkTmhR82N7K1tGDDodVdM/ar6LgIRfoIed8 -6JAqtN9qwZaCl3hflf15gg6Dje9q/Y9T8MzQ2EMPYugQ8fZAbv1pCp58OILS -lkAHWgH7kupFCp6Xdvqc0BU6WF1ZYd9xk4J/f/rsvmcmHb5E1esbZ1PwMPFi -h7S7dPAN8qAmF1DwyOLgl5BDB4EX9+9gCQXX/Lru/eRjOqTvSv+8ASi4/p/g -TJXndPgf1VQfRw== +1:eJwV13k01N8bB/CxzWeMaSyZsmZfIlEpst2PbIUWS0UbyZatkr5liaRkHWNv +I1qUKIqKtnmELEm7lCUp2aWxjTEzfvP7657Xucs59557z30/aj5HXP2ECQSC +jBCB8P9W5ZKMaiFRBz5YWD7IMzeA3gM8ylpRHeC97irU22gAVzWH5huFdOCQ +fnTayw0GoFD54tM4VxvELjwP+LPGAJY1BV6wnNKGXyVbVmzQNQDKzMuJ7h/a +EH+SnvpF1gA4O4JfKNZqA53W6i87sQo+kxr2XArWBunbTqpZRavguT03IaVe +C3KyffMT2PpgemXV00JtLejP9V9zca8+xNgYTr1O04Tj6lMTUKcHU7U1CgMD +GhA4aNv1Q0EP+PZm27UdNaCn2ElCPW4lWFzfFL6/WB0Yp9pu7unQBRsX5Yt3 +FtQgKMO8+baRLvQum2xddlANSsLo5+TydKD87paxqFpV2L7RIvjMhDZQd15R +EFZWBeHFs6EUV204VhKbb4apgPfASuL9Gi3QR5879j1VhrKj+0o2y2jBEjEF +o8YEJVC/cG+adFITdgaE+suvUwSS2malxnYNMDzmdz13SB4erNtUf2WlBqy5 +s5W9u1oO1Nar6V3NUIeL0Tb6RP/l8Lg15VbxkBroxKw8xTFYBiYQpvDVWQ2U +5JWvf++ShRyz49EqN1Xh+v5HH/ozlkJQsv8JE54K7HhnqbhmjwxYxooI1zSv +AN+eT9bBZGkoeyclURulDGhNtejXYklorzOziLNRgq5Z8Uwd8yXgYI0H6i1V +hE0zUV+3F5FhffXn3HWt8sDe2uYiupYETd0+47UX5SDyh2kiI0MMvky5GA1s +Xw4qMNEYMi8MbQTrJG2pZSC7cG7jlwwCZM2FiRUOy8KdnpB2vd8LTC+979OZ +FUuhOZKRWS80xzQS+Xr6L0MGDKvtg7kmLObuWX5LRZw0eIJ/eIvECDOhMMI9 +2kcKsuPrelo9+5gT4ind3W+o8Cdf83X5vibm+7vdnkNvKUA6FOap3MpEir6X +7ONXSMBP58p8oThAS20+qzrKSYBVYOnZabk6pB0+Zb1MRgLmCq94fHd+hSLf +I/8aMQkIopwRLaluQAezxrM1x8mwY3DzPstzLejuAmX/tedkoG8bF3uc+QF9 +bJP3MT5Ahr2icY9+G3Wh6NUGgUnl4jCpV7Pu0LkuZPOO19JSIg7nXP49+Pm1 +C11YFUKVKhaH+4WH7vfGdiP9JTfcynLFQXjj5tudbT1oq9Clfcpx4vDlcZKz +v3Ef2vBkW+mUqzicHnWx2vO+HxXGCYek8knQHBt2Wp7Tj7R1FMrC50kgI5P6 +vFPjF2rI8w7wmibBbdMGs90nf6F4XnvAlhESfDi/wcR9xW+0OXH1jFcHCbRU +FY22hQygW0trXC5XkOCt+2+1TaQhpOBbPBzoT4Lw/lcFpoZDKCr2W7WbDwnk +jhbLG+4aQq69oWM2B0jgm3pAWunmEJqtE6k13kUCTl0nYRYNo+xDLUc87Emg +bfj2R+nJEaTflxR6T4cEbc/L9hYVjqAO3/SmfxokOOaY8jWvcQStXv/+r7kq +CZ77ObxLWDqK7Av1mn7KkcD1at3L/RWjyMPmklsEmQSx4o8LpAfHkFfqvvan +Exho5ufIk6jjyEripZXXKAYtmsdz+cbjyEaCNCQ+hIEsbpQ+enYcfTj4iXfs +JwZ3/7sb07hiAn313dCT/hmDjl+FeyN3/UXb5Xps559hsPxHfdpk/yQKCL3u +8SJDsL5zP2UJexKxvYRWcdMwMKolpK9c8g99rk/7vSkFg83Zluk+Jv/QXP0Z +8tA5DKIcnqR/Tv2HHqauf5AZhUFvxV16jTELXWg/pBsYgMGIUgv1yxYW2sam +PtLxw2AueZD+7wALtZ1Nj/nrg4GUr2aGXjILzRa/bss/gIG1XGHG1R4WarYu +7XDahcHNM5mMM4lT6JCvSpmdAwaV4xVSBVemEH7s7PZUOwxe7Gln1FZOocNe +n259sxHsz1gik/V9Cq03Y+UzcAyw4XOZvobTSEpL+lugmeB8dt2QjredRrvr +09xnTDFQra/LLPCcRgHC4z0pJhiYFvAzOxKm0YP7kXYfjDEIcjmVtblzGuWG +349qM8Tgv5d5Mn7j02gis8rj+moMEvQfZcULz6A3tZVe8QYYXBVjZT1dNYNO +4NyaPfoY3AmXWvrVegY9C9/3z10Pg0c/VmdP7ZpBX7+0rvBYiUF7bXD2qvgZ +tPc0VyFSB4Pv2ilLt+TNIHfjkOY8bQwGs+9k+5XNIDuqse4LLQwIYQPZhV9m +kNPMYKWGJgaULhHZZyMz6ABTv/KQBgZym9Vzvi7OoIhif2q5OgZr1L1ypPRm +0Urt9gs71TBosNXIabWaRXtPDdvUqmLgETCYfc5tFtGlbldoCjyaXJZtFTiL +skuzHuarYBBbfiSbHTOLSgY+W8gILPNuXfbDzFmk3DSAclZgcOvfXFZIySya +vLyvXFngtg1nsvrezaLSoG1x9soYeHnaZl3+PYu2//R4NaCEASualOU+P4sU +vb/rpAmcWNiWSaXOIbuI4isbBZavY2Q2q8+h5zvCSROKGJT/cs88ayLot1vc +XSowTpTPtHCeQw6kn+HBAn/S7WHMes8h+kc6biywv1Mxo/LEHPJ33nVbROD5 +UD9GUMoccnZyS/umgEEaYyVD89ocqvYK+PRIYNWq8YzeqjlktHaN10WBq748 +yLjYPIf8KkSk4wW2Z5/IcO2ZQ1uFe5qPCPxdwSyDwppDIa7hLr4Ch1ry6a+J +bORxLfnePoEJ3q/oZxTZSKO4j7xT4OyziXQzIzZ6/Pei3xaBtW850qdt2SiR +lXJ5vcBPm6j0+55stFPsuT9N4K0jH9MDw9goIGbY/7c8Bn2U/HT1BDaq/KG3 +vFDgCMO96d35bHTi472PlgJjrirpeeVsJLOR/umlHAaXI36l7ahjo1yHt2uV +BDbIv51G7hCM3xg0tGM5BlAbnNYwwkYFCdfe7F6GgXu3YVrsIhux9jtk69ME +940/lWoqO4/4iUEdr5cK3rdaTSpLdx4paXApmjIYUG1jUsst59EwvZFhKYVB +sT+e6u86j1RGzhUuoWJgnCyaqhowjzzcsxfSJDBoLmtO+R49j6xtn5jmkzDY +256WksOYR80NAQqjohhMTO5I2XZrHtUMKIzaEjA4u5SWQno6j+6tXdvhxSEC +bcO35Fft86inpc56lkWEOx4FyTG/5lER5ZP1q2EiWEQfTN7AnkeGcRzN2F4i +vCvQSp6kcNDVWlX5gfdE8IHhpLtqHHTrwcY/VUCE2f57Sb4bOOjAM+9npfeI +kCwWnrTCiYOSnE+LJ+cTQUl3Q1KnFwep5m31k4slQqUj50JWBAfdyc89rHGQ +CDahLy84J3PQM9OS3HCcCB0ZZy8QCznILb/izKACEYIe2l+Ahxz0yrFrW+SE +GPA+ky9ENXHQR5fNcqhWDBhz7YnG3RzUZ7DTnx4pBpoK2YkTkxyU/tdFeclq +MXhisTvxjtgCajwiZVf3RRQcvRQTfRQWED23ZlHxqCj0xv84r2S4gNpbMq7w +uCJw7OaN8x02C+jE9ZtDl2NEQLQp4DzDYwFVq9o9eDEhDI1/0jT+BC8guXTJ +NSsPCEMi8WGdedwC2u+oE6b1Sggwey7vz60FFGKVlRMQTIBmP7WrFrUL6Kj8 ++h03AheZSeftzbLaFtAdS/zE8CSPSW5k/Gc5tYBMOtr2Ci1wmG9+P5LNJnLR +M9HwwtvJ88w00a6HQ/JcRN08dqhTh83cqklwsTLgou3vGh8Ldc8yqbZaf7Nx +LposCzYvvDfDfHfIMX3YjYssz7MuHS6ZZjISjuijAC5S7FjF1WudYu64kdOS +E8VFJX4JydGqU0zp+tqAkXQumntS8fnTPRbzY3+vGF7MRVsKhrWdT7KYWcKi +N3OrueghyyFz42kW00195abRJi7y7Fi811bHYspu2taHd3GRfn3YsXebpphf +Dh6PzZvgIskIaW/G4hQzL/6i0pgQDzUWeDpWsKaZu4tfPLWm8VBxWZdZxrJZ +plxdv0e+Lg8deez+Z4f/HPNbHzY3Zs5DCzvf8m91spmXCQa5m7bzkPbXJOaj +wxymIn7yw/gJHkqPyGQFNfCYK5gSjrb1PPTjxycY2ioMP3qNhi518BA70LPT +SkEEivg7E/8O85C3vuub790i4L0iWtOOx0NOB/aYOOWIgppV0avLUny0/rw4 +4YaVGPTvb/Se1OCjexX66zS+i8H10yN8OxM+Gt7meu+6HxEOFUgWXHHkI1Ol +w/INfUTQfGFs/m8/H330NwxWccZgoNvzm/0xPtqAwukepRiUcGNPXj3HR0yr +ck31BQwClG7SWPl85BAepWNgRwJdi5YqhzI+kuBEkT1SSDC8d8Kl4CUf9def +oTS2kuBu9NJJ1gc+ivxzpdmNKA5BV0zpmwf4aGyq02faQhz0n+1fVcjmI3b4 +l8U7YeIw9v1s65TEIsrmkFoTr4hDOed24BaVRbQyjx75uF4cQhXeEq+tXUTN +cG1fxKA4rDZj3Zy2W0QV/waGJDEy/PVcbuPouYieL7caHFEnQ2Wkxc9rIYuo +jpLndsqcDMcuHYybiVtEczGpUuYuZFhbm6jslL2Igmy1sxp8yTDVWfasqGQR +VaVeuln1Hxmq2e89Z2sXEU17+njVBUHuN1XMK+5bRMO2IoO0UjJc7dqNcZcR +8J0K0rvIo2S4xI8/eVKNgMeZeO2t5JIhT618kKVPwB0OZ7aaUiUgM4DQPIwT +cNNOuYE/RhKQOHUn6WsQAddNVPIJjZCAoxIc8aqXBDzoE59x6Z8EhK7WjFrd +QsBp9Z2RugSKIH9sGyn9RMCX06vXR1Mp4Jd/vbVoiIBTY+aHjutRYI+GUypd +RghXzDE4OeNFAVvzq5QgfyGcZaxroNNAAesDr2MGjgrhC8YJm7zeU8AqfnLM +O1oIj4jUPZ/XTYGNTbZvdzOE8MDVMaeEZyiw2m083e6pEM5MUPnyUmsJyAVb +SapRhfH+luAmg8QlMHq5T7rzkTD+VJkeEmhFhVgLc5dipjC+grc2+81mKsj0 +5jKCWoTxIyGNoTpuVDBTc5LkdQvjt4r2C7UFUCHl9iOKuqgInrwxqLiXQQW9 +6hQsxFUE15gxUTzfT4Wgt8a8xQkRvDptsr01QRKGF5OGdHTF8N6lbauMvKWg +gTZUpUPH8OP6j4w6sqXhM0u/cbsuGS+3O0ha91MGck9kXB/NpeCmIgZ/9ORk +QWHQzKq+iIJvHLO9ka8sC4Uef75dLqPg9B1JrqIagnrM3FLasY6Ck+vUEnsM +ZOGp0GjcnTEKHvUfLSHDRhb60u33+9kswW/mqdXMhcmCfglv+Y/JJbi2Fm2s +qlEWKpeXVj1eWIK/KLroq/RGVvD/uW+nE6n4KaLv4XPvZcEqpCzRUomKv3ui +qeMmqFN3rPWcueJAxbWGzSzGJmUFebL6o0chFbf0aT8tr0SDBUPvMKNSKq4k +wjh6Ro0GZ4olyKRqKl4U2rJ8SJsGyed8rJ+0UPG3W5p0nq6hwVVHqUraDBXP +7KEmhznQQPX5M6fxRcH8VX/t+pxpcMsgYLCBLIkHjJnsc3elwX2plysiVCXx +8ZeiVbb7abDu7OGnTvqSuLTZTHqdDw1qpmR3aWyQxIvqzs9ZB9LAwg/+cXBJ +/Oh/Rlteh9KgriM4/aOTJB7nX/Vz23Ea/A/zulKG "]]}, - Annotation[#, "Charting`Private`Tag$77931#4"]& ]}}, {}}, { + Annotation[#, "Charting`Private`Tag$113748#5"]& ]}}, {}}, { DisplayFunction -> Identity, Method -> { "DefaultBoundaryStyle" -> Automatic, @@ -2243,7 +2417,7 @@ TJXndPgf1VQfRw== Ticks -> {Quiet[ Charting`ScaledTicks[{Log, Exp}][#, #2, {6, 6}]]& , Quiet[ Charting`ScaledTicks[{Log, Exp}][#, #2, {6, 6}]]& }, - AxesOrigin -> {-11.512925464970229`, -14.619668330378314`}, + AxesOrigin -> {-11.512925150175361`, -14.619668378205503`}, FrameTicks -> {{Quiet[ Charting`ScaledTicks[{Log, Exp}][#, #2, {6, 6}]]& , Charting`ScaledFrameTicks[{Log, Exp}]}, {Quiet[ @@ -2252,8 +2426,7 @@ TJXndPgf1VQfRw== DisplayFunction -> Identity, PlotRangePadding -> {{ Scaled[0.02], Scaled[0.02]}, { - Scaled[0.05], - Scaled[0.05]}}, PlotRangeClipping -> True, ImagePadding -> All, + Scaled[0.05], 0}}, PlotRangeClipping -> True, ImagePadding -> All, DisplayFunction -> Identity, Method -> { "DefaultBoundaryStyle" -> Automatic, @@ -2265,13 +2438,12 @@ TJXndPgf1VQfRw== "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, - "ClippingRange" -> {{{-11.512925164321222`, - 3.2188755242191944`}, {-14.619668330378314`, - 0.11934465787337491`}}, {{-11.512925164321222`, - 3.2188755242191944`}, {-14.619668330378314`, 0.11934465787337491`}}}}, - DisplayFunction -> Identity, AspectRatio -> - NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {True, True}, - AxesLabel -> { + "ClippingRange" -> {{{-11.512925150175361`, + 3.9120226906332793`}, {-14.619668378205503`, + 10.12663078905547}}, {{-11.512925150175361`, + 3.9120226906332793`}, {-14.619668378205503`, 0.}}}}, DisplayFunction -> + Identity, AspectRatio -> NCache[GoldenRatio^(-1), 0.6180339887498948], + Axes -> {True, True}, AxesLabel -> { FormBox["\[Beta]", TraditionalForm], FormBox["\"c(\[Beta]) / \[Beta]\"", TraditionalForm]}, AxesOrigin -> {0, 0}, CoordinatesToolOptions -> {"DisplayFunction" -> ({ @@ -2298,19 +2470,16 @@ TJXndPgf1VQfRw== "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> - None}, PlotRange -> NCache[{{-11.512925464970229`, - Log[25]}, {-14.619668330378314`, - 0.11934465787337491`}}, {{-11.512925464970229`, - 3.2188758248682006`}, {-14.619668330378314`, 0.11934465787337491`}}], - PlotRangeClipping -> True, PlotRangePadding -> {{ - Scaled[0.02], - Scaled[0.02]}, { - Scaled[0.02], - Scaled[0.02]}}, Ticks -> {Automatic, Automatic}}],FormBox[ + None}, PlotRange -> {All, {-14.619668378205503`, 0}}, + PlotRangeClipping -> True, + PlotRangePadding -> {{Automatic, Automatic}, { + Scaled[0.02], Automatic}}, Ticks -> {Automatic, Automatic}}],FormBox[ FormBox[ TemplateBox[{ "\"High-\\!\\(\\*StyleBox[\\\"T\\\",FontSlant->\\\"Italic\\\"]\\) \ expansion\"", + "\"Low-\\!\\(\\*StyleBox[\\\"T\\\",FontSlant->\\\"Italic\\\"]\\)\\!\\(\ +\\*StyleBox[\\\" \\\",FontSlant->\\\"Italic\\\"]\\)expansion\"", RowBox[{"n", "\[LongEqual]", "8"}], RowBox[{"n", "\[LongEqual]", "12"}], RowBox[{"n", "\[LongEqual]", "16"}]}, "LineLegend", @@ -2332,7 +2501,7 @@ expansion\"", Opacity[1.], AbsoluteThickness[1.6], GrayLevel[0]], { - LineBox[{{0, 10}, {20, 10}}]}}, { + LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ @@ -2342,7 +2511,7 @@ expansion\"", Opacity[1.], AbsoluteThickness[1.6], GrayLevel[0]], {}}}, AspectRatio -> Full, - ImageSize -> {20, 10}, PlotRangePadding -> None, + ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, { GraphicsBox[{{ @@ -2354,8 +2523,33 @@ expansion\"", PointSize[0.5], Opacity[1.], AbsoluteThickness[1.6], + GrayLevel[0], + Dashing[{Small, Small}]], { + LineBox[{{0, 10}, {40, 10}}]}}, { + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + Opacity[1.], + AbsoluteThickness[1.6], + GrayLevel[0], + Dashing[{Small, Small}]], {}}}, AspectRatio -> Full, + ImageSize -> {40, 10}, PlotRangePadding -> None, + ImagePadding -> Automatic, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, { + GraphicsBox[{{ + Directive[ + EdgeForm[ + Directive[ + Opacity[0.3], + GrayLevel[0]]], + PointSize[0.5], + Opacity[1.], + AbsoluteThickness[1.6], RGBColor[0.368417, 0.506779, 0.709798]], { - LineBox[{{0, 10}, {20, 10}}]}}, { + LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ @@ -2365,9 +2559,9 @@ expansion\"", Opacity[1.], AbsoluteThickness[1.6], RGBColor[0.368417, 0.506779, 0.709798]], {}}}, - AspectRatio -> Full, ImageSize -> {20, 10}, + AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, { + BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}, { GraphicsBox[{{ Directive[ EdgeForm[ @@ -2378,7 +2572,7 @@ expansion\"", Opacity[1.], AbsoluteThickness[1.6], RGBColor[0.880722, 0.611041, 0.142051]], { - LineBox[{{0, 10}, {20, 10}}]}}, { + LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ @@ -2388,9 +2582,9 @@ expansion\"", Opacity[1.], AbsoluteThickness[1.6], RGBColor[0.880722, 0.611041, 0.142051]], {}}}, - AspectRatio -> Full, ImageSize -> {20, 10}, + AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}, { + BaselinePosition -> (Scaled[0.1] -> Baseline)], #4}, { GraphicsBox[{{ Directive[ EdgeForm[ @@ -2401,7 +2595,7 @@ expansion\"", Opacity[1.], AbsoluteThickness[1.6], RGBColor[0.560181, 0.691569, 0.194885]], { - LineBox[{{0, 10}, {20, 10}}]}}, { + LineBox[{{0, 10}, {40, 10}}]}}, { Directive[ EdgeForm[ Directive[ @@ -2411,9 +2605,9 @@ expansion\"", Opacity[1.], AbsoluteThickness[1.6], RGBColor[0.560181, 0.691569, 0.194885]], {}}}, - AspectRatio -> Full, ImageSize -> {20, 10}, + AspectRatio -> Full, ImageSize -> {40, 10}, PlotRangePadding -> None, ImagePadding -> Automatic, - BaselinePosition -> (Scaled[0.1] -> Baseline)], #4}}, + BaselinePosition -> (Scaled[0.1] -> Baseline)], #5}}, GridBoxAlignment -> { "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}}, AutoDelete -> False, @@ -2491,6 +2685,53 @@ expansion\"", RectangleBox[{0, 0}]}, { GrayLevel[0], RectangleBox[{1, -1}]}, { + GrayLevel[0], + RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> + "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, + FrameStyle -> GrayLevel[0.], FrameTicks -> None, + PlotRangePadding -> None, ImageSize -> + Dynamic[{ + Automatic, 1.35 CurrentValue["FontCapHeight"]/ + AbsoluteCurrentValue[Magnification]}]], + StyleBox[ + RowBox[{"GrayLevel", "[", "0", "]"}], NumberMarks -> + False]], Appearance -> None, BaseStyle -> {}, + BaselinePosition -> Baseline, DefaultBaseStyle -> {}, + ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]}, + If[ + Not[ + AbsoluteCurrentValue["Deployed"]], + SelectionMove[Typeset`box$, All, Expression]; + FrontEnd`Private`$ColorSelectorInitialAlpha = 1; + FrontEnd`Private`$ColorSelectorInitialColor = + GrayLevel[0]; + FrontEnd`Private`$ColorSelectorUseMakeBoxes = True; + MathLink`CallFrontEnd[ + FrontEnd`AttachCell[Typeset`box$, + FrontEndResource["GrayLevelColorValueSelector"], { + 0, {Left, Bottom}}, {Left, Top}, + "ClosingActions" -> { + "SelectionDeparture", "ParentChanged", + "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator -> + Automatic, Method -> "Preemptive"], + GrayLevel[0], Editable -> False, Selectable -> False], + ",", + RowBox[{"Dashing", "[", + RowBox[{"{", + RowBox[{"Small", ",", "Small"}], "}"}], "]"}]}], "]"}], + ",", + RowBox[{"Directive", "[", + RowBox[{ + RowBox[{"Opacity", "[", "1.`", "]"}], ",", + RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", + InterpretationBox[ + ButtonBox[ + TooltipBox[ + GraphicsBox[{{ + GrayLevel[0], + RectangleBox[{0, 0}]}, { + GrayLevel[0], + RectangleBox[{1, -1}]}, { RGBColor[0.368417, 0.506779, 0.709798], RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle -> "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True, @@ -2622,7 +2863,7 @@ expansion\"", RGBColor[0.560181, 0.691569, 0.194885], Editable -> False, Selectable -> False]}], "]"}]}], "}"}], ",", RowBox[{"{", - RowBox[{#, ",", #2, ",", #3, ",", #4}], "}"}], ",", + RowBox[{#, ",", #2, ",", #3, ",", #4, ",", #5}], "}"}], ",", RowBox[{"LegendMarkers", "\[Rule]", "None"}], ",", RowBox[{"LabelStyle", "\[Rule]", RowBox[{"{", "}"}]}], ",", @@ -2650,9 +2891,10 @@ expansion\"", 3.7905010403939533`*^9, {3.790501365461398*^9, 3.790501391778983*^9}, 3.790680768133603*^9, {3.790681247430805*^9, 3.7906812623349133`*^9}, 3.79068130990163*^9, 3.7906856024308653`*^9, 3.7906857162813396`*^9, { - 3.790686478844146*^9, 3.7906865357958193`*^9}, 3.790687109731969*^9}, - CellLabel-> - "Out[303]=",ExpressionUUID->"8e44c7c9-5ce5-472b-9910-b5854ac7e6dc"] + 3.790686478844146*^9, 3.7906865357958193`*^9}, 3.790687109731969*^9, + 3.7908818555386677`*^9, {3.790882251610034*^9, 3.79088230753218*^9}, + 3.79088233976814*^9, 3.790882410673272*^9, 3.790882481813483*^9}, + CellLabel->"Out[80]=",ExpressionUUID->"927dd89d-4b73-4120-a692-bfd5bafde5d0"] }, Open ]], Cell[BoxData[{ @@ -2681,8 +2923,7 @@ Cell[BoxData[{ 3.7898320553038607`*^9}, {3.789864943007975*^9, 3.7898649514318943`*^9}, { 3.789892831115396*^9, 3.789892831435464*^9}, {3.789896963511537*^9, 3.7898969690204773`*^9}}, - CellLabel-> - "In[271]:=",ExpressionUUID->"09f155dc-a270-465f-83b4-5452a9d3c6a6"], + CellLabel->"In[39]:=",ExpressionUUID->"09f155dc-a270-465f-83b4-5452a9d3c6a6"], Cell[BoxData[{ RowBox[{ @@ -2708,8 +2949,7 @@ Cell[BoxData[{ 3.78983207936756*^9}, {3.7898624522781687`*^9, 3.789862458686954*^9}, { 3.7898649576818438`*^9, 3.7898649685188828`*^9}, {3.7898928388527813`*^9, 3.789892842756661*^9}, {3.789896975455278*^9, 3.789896979805492*^9}}, - CellLabel-> - "In[294]:=",ExpressionUUID->"faf27222-05ad-48db-b551-d6176fd5d567"], + CellLabel->"In[43]:=",ExpressionUUID->"faf27222-05ad-48db-b551-d6176fd5d567"], Cell[CellGroupData[{ @@ -2753,7 +2993,7 @@ Cell[BoxData[ RowBox[{"fit16", "[", RowBox[{"[", "1", "]"}], "]"}]}]}], "}"}], "]"}], ",", RowBox[{"{", - RowBox[{"x", ",", "1", ",", "25"}], "}"}], ",", + RowBox[{"x", ",", "1", ",", "10"}], "}"}], ",", RowBox[{"AxesLabel", "\[Rule]", RowBox[{"{", RowBox[{"\[Beta]", ",", @@ -2762,12 +3002,22 @@ Cell[BoxData[ RowBox[{"s", "[", "0", "]"}], "-", RowBox[{"s", "[", "\[Beta]", "]"}]}], ")"}]}], "}"}]}], ",", RowBox[{"PlotStyle", "\[Rule]", - RowBox[{ - RowBox[{"ColorData", "[", "97", "]"}], "/@", - RowBox[{"Riffle", "[", + RowBox[{"Thread", "[", + RowBox[{"{", RowBox[{ - RowBox[{"Range", "[", "3", "]"}], ",", - RowBox[{"Range", "[", "3", "]"}]}], "]"}]}]}], ",", + RowBox[{"Flatten", "[", + RowBox[{"ConstantArray", "[", + RowBox[{ + RowBox[{"{", + RowBox[{"None", ",", "Dashed"}], "}"}], ",", "3"}], "]"}], "]"}], + ",", + RowBox[{ + RowBox[{"ColorData", "[", "97", "]"}], "/@", + RowBox[{"Riffle", "[", + RowBox[{ + RowBox[{"Range", "[", "3", "]"}], ",", + RowBox[{"Range", "[", "3", "]"}]}], "]"}]}]}], "}"}], "]"}]}], ",", + RowBox[{"PlotLegends", "\[Rule]", RowBox[{"{", RowBox[{ @@ -2786,9 +3036,10 @@ Cell[BoxData[ 3.789892895301448*^9}, 3.789893744798514*^9, {3.789896988834631*^9, 3.789896988839439*^9}, {3.790501199339796*^9, 3.790501228605167*^9}, { 3.790501312814767*^9, 3.790501318389104*^9}, {3.790502626780437*^9, - 3.790502637745879*^9}, {3.790687415941184*^9, 3.790687512627081*^9}}, - CellLabel-> - "In[312]:=",ExpressionUUID->"511fd1ec-10b6-4e80-beb1-748a7f18c95e"], + 3.790502637745879*^9}, {3.790687415941184*^9, 3.790687512627081*^9}, { + 3.790882634773901*^9, 3.7908827218832617`*^9}, {3.790883013752141*^9, + 3.790883013839507*^9}}, + CellLabel->"In[85]:=",ExpressionUUID->"511fd1ec-10b6-4e80-beb1-748a7f18c95e"], Cell[BoxData[ TemplateBox[{GraphicsBox[{{{{}, {}, @@ -2798,298 +3049,299 @@ Cell[BoxData[ AbsoluteThickness[1.6], RGBColor[0.368417, 0.506779, 0.709798]], LineBox[CompressedData[" -1:eJwV0Gs81PkCx/Fx98+2ZFkWlVq7NTVli6Ny6PuzJ1TkkiSXibV5aVEZimrd -yy1tjKEcy6y1uWyLkB1E49ZOZBWRu1amfyQOGTMuyTl7Hnxe7+efTb7njvrJ -MxgMv7/7v5/nRbva5HP237yy9Icni4vcyWiL9ywnpB1fylUz5YIPyUIfywfM -oG9rhP/kYsNkiauIFYxdT6Nqd9pxcbIh+eoDVgzcKB0NswAuVpmL+rWsNOjI -OExxMRcO3nfHBaw8LKl9PNGwNR2ypWsdv7PKwTyllPJ4Nw/3y9WGBgcbIXf2 -k09jCzIRb7uGl7umDSLD5+lyu7IQ8FE8Iz+pE0F9/evEkmy0ffdEUVXcAyeP -uIOlNnyULUoC1CX9cKFyda8O5cFuxZfP9BhB1b7+Q9RUPjIcvuv16B1F+qry -sdHtBfhjT+oNzuAY5I0Z/ryIIrgMuZeuW0Mju1bw3MfqDm7f0oyM0xpH5KTl -AKVfisx8O/MSrTcoHVN0cfu0HGJ/5klv8hYaCWEHQqYqMG8t3S22mQZPyZ2f -1HUPPi/8zs5enIFS1kf3t+kJIPD9zc6zcxaNZnGqVj/VgD+WXVPY9Q7NZnW1 -123rUNUw3C+YmEO5zpJ69y0hPH5puN86NYeE/d3lZgVCMBLzcwZn5/BDYgcv -v1IIe4fTPquLc7hHPz/A6xBCPCwZt6YkmN3xu9uAQgM0l9cs9DAlKC5lZjFC -GhBsuk9bEiBBhlZKZsy2Rmz/NdPZeFoC41nVDWsNmmDTa22T9U6C3MAdOllG -TfBRkJnLySTQ/WQqlLmjCTfZx426VyUoCAm84L2/CQxNnYUwjXn0j7zx++yb -JvRczsoRmswjhjoT1l7UhCj7H8ePXJ5HxJh6rZd5Mzpn8iKDVKSQbfG9O3Gh -BUnrWa8a1aSYzRVzdWNaQOyqD2trSBFkPhXrdK0F5YUdOkJdKW5c3FbUz29B -Knu5Qn2bFC9to9sOt7bAod3ldaW9FE5VsTvrDR6ivVDZcYkrRfrE0KHl9ocQ -sYMMEwxkMGqLusiwFqHc331rmqEMBQ9co685ifBvjs1X2UYyjJm2/mjgJUJQ -vCEpY8lANxdvdA8VYV1pj3evhQxfe2RwTfJF8Fqx+OlLtgxJy2Vd5+QeYS57 -7YZHuTJox50fXit6hPX9ZfqqGxdwJ/wUL8K/Dfl3//XYYc8iIntSbmUe7UAS -z7Hrg8USUhdy9D/83IkGvr5jsuUyYnZNMtdffwYjFfOYAZf3kOMLpU2hPZj8 -/imV7raCerXBkP8wevHiSLWNOucDvha8G3oW2ofPbb2XT8evItroScTRyn60 -2Ucpb0/8LyIMc1ptGwfwtG9h7IQjg5wQOpo6PxtEgPrU2c4uBrmDL8/5PBpC -qQcxEzjLEc+y98ejK4aR2GPpFjUsRxrfVkzb/zaC9J6w28tsebI6W6+1wn0B -UwV3O/dJeRJ8clAYeO0vqNSEbQg6o0CSreu2N+0dRVzMPGt6WoG0ldRYNf86 -ioxw/UynS4qEo1E4YWL0En3zkczT7xWJ0utNp7xuvkRFXrKOb5IS6T68Gqas -OQYTHyl5rKlM9stbJPqmjOF1Qc7N1zxlwjE/9u2NlTF8pTdtTW9UIV3xI3/a -hItxR+vSpqx8FZLMNur8840YHZv99tZuViWCkVBLPY9XSPReLq4vVSV7fKvd -JrtfgbO53fq8MUUakpVd06xppPkHR1Tvokis5bMnKbY0ykq07y2bUAQpKwcS -D9GYNPMxjN1LkfPanC+ijtA4ZSdd/sGKIp3fBwoCXWkcP7+xvMiFIlea1nJs -/GhYiEL1hsIpssJl2364SsND7TPnDZcpohdPdS0m0LjkJEz8JoIiBw1KPOeT -aAgGVaXjMRQRH1wf+vY6DeOZ3KfzyRTxvDJaO5BBY7Nu69WPcyhyzKu6SnCb -BmGfqXPmU2RHnJ1XZSEN73zNuYw8itz/ZUGxrJhGDovtrV9AkS3Hzp0oKKGh -bTW3b2sZReyb+au8KhqmCbeCA8spkr4loSBVQONou0VRWSVFZhQaDqfU0Ljh -mqj1j2qKjA+cTo2rp1GSzbK7WEuRKufonVFCGu1/dcXW1VGE7bO7/VLj33+M -wmtWH1DEvPqE34VmGqoBBjNWjRQJqX+8EvyQxv8A18YT1w== +1:eJwVj2s0lAkAhseXiLJyqVTYLUNtum0kt7wfGg4rUtpcMg1hUNFSqVg6siUp +DWZKWZcmKWuzw0iuxeaykbbCmDQfUiIS49JYNdb+eM776znveVb5h+8OJGg0 +2s45/t/bmdevRFmG2NQtkJoJzThYZxZ4j013hL1Es9rEmoNJ7RMWW+n7UBGk +9FFoy4F3gly+ks6G5uVNLlUuHKhV1fmp06Ow/pS2drc/B/0iupYK/Tya+A83 +Hk/h4OW79qH59KuozOY96B/k4O/DGz0V6fkgPjTelfFT0VzkE/K93gOMM8O7 +9HalQ3y0wLxusBYB+kdbV9B4ePPzQbfz+Y0YSS44p9B0FfekmXu6e5+CiI0v +MJFkgGJfyxrofA5r/7NPfSdvwIG3WtV4tg2s7iQxn52Fcpkqypd2osYzJFUQ +lwOXCzlB2tOvsEhpeiatJRe1XlOK5csphLCb+wp38bGu8IszN74HpV8jpPL2 +WzjN2CAbH+1FNa1oNifsNirl1ayo2D58OOd6TdP5Dha55dn5jb3FhHtAWJVh +AVwfDneHn+3H0VP83AzXQnCd+vzo3wzAqPBk0hT3HoZDN/sidhDPFgUdvBL2 +J0wLJVpxakMIJqb1B2oFSE7otTeMH4bL5icbmEtL0B7D2DS6ZAR5oncrX/CF +MEjxnGXd/AS3UwK9JOf7sNX1o+smjcLJNn230lQZBmgNRtd3jyFvqObYlU/l +WPZDR2CzmhQsrYbB5VOVcBrZftWtXooEWlGv1ZoaRFbuNQpKHkewwdrsfvYj +GLbpSDc5TCCqzWqiuLUW/3y5uDJZfRKnR8McjiX9hV+Kf9pm1T6JOrYotTau +HsUlLSm/XZrCzYUpawK4jeh5LGWk7v0Mi/OHxDqrn4C36rG55WIZwr4ONjnW +tsBt4Ue9rY0y+JfU22lEPwNtfgOr7tI0xOMisSOew8LZuYdw/BedGeaXbbNe +IDQ7trpdfQZho5bzXhNtMCCZIp/mGSSe4fyxeks7uo9w+0zPfsHGsor8CpsO +pP8eszPH+StCPZiZvTtEeG6qPlGjKIdaYPaJ9QadUGp1l4W3ynHMUI+XpiCG +zcTQSGT6LFwafCMZrWLMFutwuEY00k6RbXIm4RW6ItO8KpJopPaQd/QJ+y5E +vzr4yHyARsYo7dFkjnUhU5mV02OvQBqf8zGWX3uNCmvTIvd8BfJClOR9mosE +mcuY+3UVCbLKccUSgVSCFZZ1gor5BLklwGtf+qQEGfuNlL2UCfLG2kcJUTIJ +eLkjAq4qQQa/98jdLpcgxThOWV2DIMcOv+5rUqEQj5xiBX2CNLnomdv1HQU2 ++82C99sIMv50wy2pK4X+Cw7MXy0IskJkdvKlO4WAwoISAyuCvL5YYiH0oMAa +i2CybOb+Z8jE494UvKPnCcU7CNInX+DxOZCCSwr9QIs7Qdql1S6UxVB4IkgU +hu6Z8z+4vhXFUXBqG1ZR2UuQIp3qwrJ4Cg7LS4UMT4I0c76kFpVIAXyG6kMm +Qf5CMjQm0yjU1N894MsiSI2Sbw+18ShYD6iVzvgR5GJ+QmlJBgXzDR0HzAMJ +8sdZR92IbAr33SxLO4LmevXbzN1vUtgakaV6PJggjxg4OGzOoyBMJ1haoXP9 +GaU71O9Q2FIWVCo4RJCVHpamIwUU/gPx+Uwz "]]}, - Annotation[#, "Charting`Private`Tag$84574#1"]& ], + Annotation[#, "Charting`Private`Tag$116802#1"]& ], TagBox[{ Directive[ Opacity[1.], AbsoluteThickness[1.6], + Dashing[{Small, Small}], RGBColor[0.368417, 0.506779, 0.709798]], LineBox[CompressedData[" -1:eJwV0H8803kcwPGVsX3lKm7KpZB0pdaDUvL7/dEd7tFqaOdHOo1F4iTKJcVC -xFwkFsqP1h6tkvlRMSRWDg8szc5EQzR9W4lUfsSSrvvj9Xj+/1rLOrYveDGB -QNj7vf9dxzvr5cqPcgqYFDbleuWLi0bPOnyheoCHju1u9ep8cTFMfu6lBoDv -+haZ/6s8sdGo0KuVGgk2PoPDZifyxAfFnOQGagIY1P/w7V5WrnjBfNawjpoF -w0kR9lIJV0xnVqhEVB546FlWkXZdEs/MpXdWUyuBxzpM+/hHsvhB5ZJ+heIR -EARGK4sE0ZDipp1TpN0OBltbSPNxORCmk0Lgp3WB6JjpDfdmHrSHPiWSR+Sw -qpu/OYl1G8pnJ8OWTfbBpowgo4vsCqDNs4rN/QahMdQqjn3lPnDpoc/8ng0D -e0UPuS6wBlp2XsyMUiiBG7FSMvzmATD695fpauPwREdNsH3YCDfy9OKTKCrY -UupkDRsew2U+zU5IeQtN3K76Q6omGAkxP8hE7yDo+rYzvM5mmHKZ3jbiOg7V -GsE9jJxWCHgRHPHh1ARQOCGhxmfbQMQqpR3o+gBODLvOscAOKFZerb0p+wiU -E4MSS7MnUCUe6BO9+QSz1R7EDJ2nsLnksqfF+CRw6NxeplwKXRO8+HDSNOhr -/n58/csuaPUPNzm/egbomq3DBd0yWNNXbkg2/gy+lrzCzup/gV/xSwd95yy8 -D2f9taS0G9Jy3GVfHebAW36hgJglB3GxoTvHUQ0/H7xWwo7sATOSXcJzxhdg -z12RE4OewegZKZbtMw9C8fweV7deeLG3xnVZ1FcIzHNT5jj2wTo3pvpIygLE -XzrNZFk8h/Y9bK3Nqd/gmEh/09hyBUh7Pyt93Qno7Vi+bpJmP4QtG4vokhGQ -LT3ZtfttP5T5IWuR5yL0XuZzSNA+AKlyRx/2wCJEDfmx6NzDQciWn7yh9l+M -YMNOszXXXsB2jf20/aOLkWJ2V1sTdwhItSeNwo9qoJun+wd0HYchKWGKOj6u -gXTTOe1JZcPAjTG87BFLRM780ubYDS+hdyre/MgXIhqQJh6mX3kJd3mclaw0 -TWSn9WRFCUUJVgHTqENPC3Xu1bZvzlDCa0Fh7uscLdR2Z16zYUEJlqvGXXBj -EkpffmjIPnYE7lBi1+bzSajq73hm/rsR6DQNtqkzJSM9gwuM6gOvIJWpvv2w -jIysy5Z6+/a8gihTiUu0BYaafFy+9bnikBUSGVezFUNOU/rS7t9wKBfq31db -Yag263Xx0904jFoHmCTaYEjYnurUTMchiDatznDGUK59R3yFNw7e0caVtxgY -CjN2n085jIND64lV/TEYoqh857adx8FvyU+eRqcxlHnOvH1LGg6xHo2pgXEY -0jZR529Mx0GkIE+rEjC04FtgY5SJg8VEkXSKg6E3HYMxWC4OpgZtyUsLMdRY -zpoZEuCA/I/WexZjyIZm1aq4hQOTr/eJy8PQPZVGbk8JDoVUf6ahAEO3TQQ7 -JGU46Dt/st1YjqHsbFW0qBqH7efzIv+sxNBSi9pf79bgsE/icKv8HobSJGkU -YR0OmV6plB01GIojbqq63oCD8CqVdqoOQzM89blCMQ6SIVlifT2GjjtKGHmP -v/8xi6ldaMDQ++cF67L/wYEctnrC+RGGjpwMn7zQgsN/6d5YjQ== +1:eJwVkms4lAkAhce3hCkN61bRlkx6Jkm15FbOJ0sPXTxEbmEQcslU2lWytVtJ +igiDJIko1maNS6F8mkjlEnJPH1IaJbmvYsfqx3nef+c9P46GF8/Oh2AwGHsW +8p05aalxocb+plWqFYcv70qh1m/1uefH3omL2gOHlmimUFNKvxnpsx3hhMUH +Y74lUy7nxWI1th9k/FxdYnOTKbmHQk8WOxTc0lnLBOlkarCDrSjLjoSMw7bV +15/wqVfv2z5JsZPBjX/UkmeSQD0P2ugkyb4D+RV/8BIdo6m6Ald/zsoHqFLR +UECcP9V1JM9QOPQYZJaj4qqt4Xh71Nsm8k4tUvKu5Wcsv4p742n7evsbILNb +XFQ+fx20X0q6qLMZRyK5i5qVs2CZtIapPd+KDKf4HTUpd1E2w0SZSidGJTmr +xBL3sDsqw1fpazemuQYtSyML8dh5WrJsOY0DocKedPNirM+fs+af7cNqlWyT +zOZShFnozEyM9sN/TfnHWrsyVIgfcUNPDyDd937/YeZDLLHJ3uE59g7aPy/R +iUyoxF5quJd3bhCN19ncuNwq8K0GPNlLRWi077EdIYQYDtjkhtND+NpMfZay +eAK9/DeKZ+Q+YVlg8t9umdWIPt9vvvbsMHyfparyRDVoC7fQHVUewW2z+Owq +q1poxjrNczO/IHcs0zXr9jOYqXuy1S+NosentwKi5xAxnmql2o1BYppFqu+s +g+rmdp86uXHYWwcFC67Uw2pke7JNzTgC2/qru142IKTCQcs3egLHw3fBbMNL +rG1dNq5rOYn2kNHNhYZNaJq7rBbNmkKggX57v6gJvwv2G5i0TcEr6cLS1/xm +CIrqY2/ETONox2e1zQYt6Kset4h3+BdhWjYm6wZbkKRRbWgsP4MUx6e6YVGv +YLP480r92hmsYFs/4HNawZB6yhXGfAVfXGtn29EKI2vrPmLnN6yrcBX6n2xD +wM3Tj9pYsxBEDJmv4bRDk3TvcK2bhf2WmFSDhnb0HuYP6J2bg1PY9gjl4A4k +/hW+J8P6P+xv+vBngnonmvVYk5WSYgTJ3N0XTHViUaPtDK9RjLC9XgZDvC6Y +Tn4aCUmcx7Aup2DDym7MC5Zd5WsxyOMTUnP1ld14HZLgXH6JQU5W97jIBb/G +qW7vKkMRg4w58fxKnkIP0qS5GX3mEmRkrXC/vKAH5dv0CmzvSJBh7NJNKtw3 +SFN1P6AuSZAXvKneEwSNFcbCwnIpghy4uXFqjxSNawe0pJ2lCdKs5wZTU4ZG +0q2RQj6TIGftw/Ub5GjEap+RZikQJM/S6LLGwk/PIkMg8RNBOnOKtr7QpeHn +91bmgwFBcr7kxKi50RiMsnSPMCLISG2VrFEPGgfz84o0TQjynV/EgxovGtyx +Y+5cU4K80ec9wDtEw+XUD8VdvxDkjy2rjapDaOyOZXvU2y74i1PfBV2i8aLw +YnHAPoJ0HJP9ZhZDw6p1WFbWgSBLdE6yVONoWC4vKbZwWtiX42j8mE8DWRZM +yn3Bl6wUp3yLRmVNrocblyB3tJ7L/phFY5tIrmTWkyBvyk+UUzk0DHXaPQx9 +Fvqjmt/759MotTEuafclyKIacta0gIb+sXTmr4cIUoH4R15JQKM4keAqBhDk +UdNVWkPFNLbc9y0pDCTI+rArJpX3afwPLXRHcA== "]]}, - Annotation[#, "Charting`Private`Tag$84574#2"]& ], + Annotation[#, "Charting`Private`Tag$116802#2"]& ], TagBox[{ Directive[ Opacity[1.], AbsoluteThickness[1.6], RGBColor[0.880722, 0.611041, 0.142051]], LineBox[CompressedData[" -1:eJwVkHc41YsDh5GLk5vGbd0UIpWckpbK+HxLRkaZcUhGJLIqSRnRNXJDkVBZ -SVJmxglFKOPYq6zI7MRNIjn7+PX7430+/73P53k3O3iaOAkJCAhk/eb/K5d2 -w1w7/aKGv9GMwqFnMUieuqHGIRshato4dGt+DFLwk9FDtoNqqp7aulcxkJrK -Ma8je8FARq5GqD4GZ95GhFSQg+AbG2UsRI8BX4EpWUa+C6m0xscZ22Jxwjaf -TiWngayaceBGdiwWWP+2lJALIOjzxKen4h7KC8QH+vurEObiF219LB6hOkvv -JS+lgbPLhGY8kQjXP0MF0m+1w++HuvalqkegubQKi411QyXCzEZOORV5zJ+u -y3/2ItggPzzE7jH0uQ4pClaD6Fm+6aBVyBPEnXD5aPVxGOZ+WaJhfU9Rq3In -+mL/KHhnznnrEVkwHaDkrlw6Ac25rg/m0tnISFgVcHM1Hay76plNq/JwP13/ -cM7qSTgk77+ek1KAMWeFM7bEf9iTIk89H1SIea1fe8a0p4HsRYqIWzHshpw8 -fvjOwLFwX9nwSyqoDtn61u0/QCbvm0ndXIaU0YelmR2zOFh01qA38TWK337q -pX6dw+XvybALrITi8/vGStM/Ufd4S8L5kiq0z6QFuIn+QoDTbaeGCzWos3GT -Cdu4gNwfpA/f8R6bevMkxaQZuLIOchkydfBXdDngIseAW6uwkJZCHfoD5Ywb -tzHw4Pnw4JRyHeLlE8MidzOQeRA1Wpp1kLgcPLviKAMRTHrVoXN14C8zq//b -6bdvVn3H1tw6DGuyLilmM7C202X+PuqhkVAUFZnPQJbtJ9aCbj2Sptyzpot+ -+6JhZ2tSD8uY0cH8Nww41Bwu0XaqR/tQk+6+VgZ8T+41vXS7HtXXUqTUZxmw -krB8btZXj/R8zcYTKkzsL6LpHvRvwJ7PtmFOqkzMmrskSoQ1oFrC/6g/mLj8 -3EBu5k4Dht2Ly5/rMOFmGRjU9qQB0mT5bGFLJh6Iq9ivbG5AUpZIZLkvE9uv -0jdXStFw/zHNcGs5E5M2nXzRVhq2dEyQ1CuZmNB0HvLro6FYQKjOtIaJbupd -GYEJGrptD2sENzIR0epRephLwyqp7F2f+plYMdhcGajYiOiHkctjOUzkBmy6 -5RfViFv3Tnbw1FgAhXfGyr4JJe+0FxcJFpKazkVt9GzC6E/1nUJaLOStr09i -+DdBzYwcIWLIQmdXHpWV2ISZ1aQjy21YOCN8JkSlswmn4msKZAJYkNjAiJs6 -3ox/6sqGZINZ0Ln5wN6J0oyChYI/5UNZ+M/cpY5/vhlLLVLPK0SxsKY7tyH6 -VjMq1vnL7Elm4fPdZ+t20Zqx5cH+u5oVLHz88p5ZZdQCYxq5UquahaOSj+pM -HFoQyJL7plPLgpN2616Sdwt6Kat0DVpYaDrbYD2R0ILbG2YWzQZZeKwcsMRp -pAVzj7I8z/FYsPGyr+z0a8XbFMmTEepsMFOVdGLa22C3fvjO6BE2tk82UI9P -tkEoNqNdVZsNjevK4hsF26EdutPk+wk2WtjVxdYb2tF8AeamdmwIHso2kT3R -jt6DZ603/cOGaaBvZFt5O+Y6Xzi/bGDDLX/ThGBWB+IMPLOWtrAx8SCoMOtV -B/bX7Z0828HGKCc/61x9B3zL3riu7WfD831czFZ6B/ipre5+/7Gh+0ji+4tt -nRB3n7usJcHBo10WZVY5ndgiejioz5SDop2loruqusA4befw1YID5rfybWHt -XWgsDDvGsObAI+T7k5HhLnid6RJb48iB0uKQfJpgNypK3GKMvDkwx9l3Cprd -OOWYml4fxwFlcP7kWG03wquFa0s+cCDmdKTmRe0HWK1TfPa+j4Nm8YvBGh8+ -YJe7cUTXIAdqF3Te1Ix/QPf6FMPZCQ6mhwqbHi75CBkvlY/kBQ6MN2aXBhAf -USrlSn+ylou9gpaXyqgfMeXXRoq14CIqKfGPttge7JF8x2dYc6FLcZUfSuvB -9XLqTxs7LtJ/SLxrz+sBiZU8qODChcbko3V2jT3Y7uP2svo6F0PVhXPyAr1w -9iJRZpO52B1/ytz0XC/ylvMMLdK5MLp6a8eDS71YyPtxtCKTC0etzu81gb0I -m+4hR+Rzkegm11oT34tM10yBzdVchEqeFPet7cW4o2aW0TgXq2QrVwxv6gNZ -WCWZ+pULZRtBlWvb++D9ZEfsxmkuPJdWObP29GHJ6Er/r7+44G3wpeXr9EHW -dvhkkCgPf7FSVdmefbCnBDDyd/DQ/0ovUO1NH4YMX2kvv8jDStR2WWr14910 -aK7dFR5s5D2UFA37kRVltrrwGg9nn9VHTJv141LL7IjZTR7i7udzjjr2Q8SQ -HPDwHg8JVxzjVG72Q8ngcZE8lYdlHTZtfq/7EaR3W0aNw8PkymKryS0DcJqi -hEct8hCuV5SxVXEAev9u/z60hA/T6dPeVsoDWN1Y+zr4Tz6ip24aZaoP4Plx -AYv6TXxod6142GU+gE7dK1EmBB8ap9dQskIGIKdjyz4fykei1lZrhcEBHH53 -R8grgo/xHF8/udEBGKFq6dUoPnxmIf43fQCBKpslQ+/zwefVdC/8GEDvtjHV -x0/5yNmSGX9D+BMixZwD+mr5OODr8axnxycs0DwE9EQWMb1Q4szx/gSaQaCI -YvgibmiMFLUKDqKthzFqeVKA+HJnhDImPQTX5d882jsECHIfMbdM+jNyrYgD -VGNBojj8zsZi0jDCu9UtAj8JEhpCBqcMI4cR2+2TwbYRIl7Hz2SyhEewbwlF -nzIlRNxIKqTwwkYgWuoj5ea+hOi40YjpxRHcDJonT08vIcb83g+r+owi7qrk -faNrwsRorve408IoeuYDFM5zhIkV305FT7qP4WVaxDqHW38QGfas0/YzY9hr -94toXCVCeDTpRlz2GMeXp0nxX+6JEL6ZBu8Z4+PYvWFaa0JalIhRSpG66jSB -F6uvbU5MFyUi6OOyFwYn0CLrdLBMVow4pu65WcD0C8Jt2VlvcsUI/WUbdtzp -/IKLsk1a3kokYkfY4Z7Y43Tcdfbyf6VMIu556Whk6tORl7OmiL2XRCjLtj8t -M6Rj6oCdTPBBEiGi6uszbEyHo/4vdtQREtGbMCC1y4qOU97SBc9MScSKztZI -misdanWXNwxcJRF2YqxwgUg6rMT/Npa6TiKcVqjP/xVNxzWjynB7fxIRQ31j -u+0uHdR+sV/0IBJRcpHYdyKODqWZ5Lb5iN9/jp3rfJREh+z6hhCJJBIRtffz -yIFcOggb99fGKSRid8NOQi+fDtv0VXNxaSRCbf9kss1LOpLINraST0mEA3ut -ZUgJHWuOzB3ankcilBosGjsq6NgXluB1oYBEtFMTtk68pcOkSe1ZXiGJ4Gs2 -32RW0xFtHr56/ysScRxGqtJ1dOQ8JOv7lpGIgM/lCXsa6Gj63BH8+jWJEL9n -NK/V+LvPlqul/AoSIdcgaUxppkPMdePMkSoSsb9UPs+tlY7/AUw6RCw= +1:eJwVj3k01IsDxflGKllaSOIVDYqnUrLG/UYRWcIjIkslFUrWSouHqPCsY4uS +6qG87IpCFNkalHVEM6VS9imaYYaf3x/33HPPuefc+5E7ds7aneDj47u9qP/7 +vxnpcUE6p/XzA9Xbt+fEQ1nD/YkHxRiFeXek+/PjMb02UHs35TD4HeRkbxTH +40j4/PwGigeyyuzMvlXFQ+RFnZsYJQiZDzpdKzvj8bWHsmY5JRKvspe/LSES +8P5L14ggJQXe1YOiv10S0OS1zV6AkoMF9Utn6RsT0VLgeHqr7DP0XzkYc60v +CX0+j7Tqvtdiy7F8zTMpyfh0/rhlZM4b8LpUM43OpuIJK8PmI/Mt2ktildyp +6Rj0SL0z3NuB5HxrG7WXGTBKll+hstAJg4NKCmkH7qKCvQIVkr148Iq2U4Kb +BbObWSfXcuiQnHjMFbXNRq3DjEDF+kE42vz0dPp2H8r5XFNqKAPcd0SIdPBD +XNqvyv45ycQj2nKvCfkcPJ+vcg26+hnLdgXfWS+eh5WWDw3cpoawsG3CwIL3 +CBY1ox/PhX1FUmDuMj6d/0A1+exGER2GWmOA/FBSAUbP7DiKq98xIBS2tGqm +EOr5A2uuiYzgeCSjzd26GNHhTEOF0FEcDvZNuZ5fgq7L+7dPSozjUeWEmfGe +MmyOtV9wzZ7AlquS9h8Hy7FXxo0ic2sS2b3yvwuvPMMwX4NiuvUUKmbyKpY4 +VmKdWrd7iwgL2wwELKJ2vYDJuF6KZT0LleX7HgzLVMPvua3iyeifuNgga7Ba +6SUUOqVY241+QfvynfE23Vq0c6M2RItNI2ClnN/4hTpcKbbT1O2ahnXSp2z/ +V69QXNIamxkzA/8UK0OecD0Yr1n7E2x/w4V64VRcTAOS5V5r6YizwRYZOiC1 +qRF69fYUyTVsJLnSNCoUGzF0akyMJcFGqaLYXWfVRuwslPyWt4GNPR8Slj/V +acRb/dPU9UpsmPG6Au7aNkLASZTF1mOjfuSxkX10I3yT7R8/9WTD1C7wXBiv +Eet1xpITz7KRPqHMqhdowsuBv0PPnWcj9vw0VXRlE0QVHjsoBbGRYO0XWizd +hLwSnlBKKBsaoRLVRlpNYLRnnwhMY+N5rZxXgX8TLIXHZHe/YaMp96vuCKsJ +GufY1pbNi3+MVre9nGuCzPslN06/ZWPD5iCrLIFm/EiXZmW+Z+Mfzt7bVySb +EaF8oGEpg42CNF50qU4zXpjcP9vLZiPm+Yp72643Y8sNh5pgZQ4cxhPcKJtb +IDZ64hdVlYPfGvcEfVVbMGPps7VwBweSr58UvtVswat1kYlDGhx4LgyXFZi1 +wDmn1MPckAP3ac8X8kEtSGoQE9/oxIE4y037G60FfIINrnUxHCRtSk4UiGqF +hOTrYzlxHBwfSFWNTm6FslLdiehEDrKrvl+gZLfiL5PqU3Zpi9l0pCSyohU5 +MeU+Px5wEBfNXy7zvRUWkjkhq19wcHCvGuffg2+RoXQj69gPDp436A/IbKSh +SCsi23hsce9Ooy+hSkODSfiDPyc5eJrQL8bToWHSMyR3ZnqRL/Zyh9phGgwL +LxTe4p9FgvDPmIw4Gn5onX5ZLDWLo0vXrI0TaoO2qSmDMJ6FROKmbceWtOOf +DTUqiqazCJB2TPVf2Y5Po7uCTMxnIR0cdokq0Y7oWFnROJtZyKUaJS7Z0g5G +56SurOssSpjxsjfN2xHhkpKieXEWEVRjQ93b7XjnP2Th9XgWTfJXAhT2duDM +3atVXWJz2HvrwSW/4nfYTDr3OLbMoa7m5sPSzC7QZWJ1dWlzSIkxftOd24U4 +Ts1d6Y452OdqjE6VdGG+WO5UX/ccxiqi01Y3L/YVvrDtPs1BXFthnD3dtcjp +JW3NmQOr4Ad3h1k3+HsuHj2gxEXThHet3VQ3npU8qlVS5qI/3MfFYq4bZ+P6 +FYRUuVCxk/DWEezBBxO98fqdXLRXzapNSPXg2Qu+a4b6XPSGUVTb0AOf7Mgs +fVsutP1qVRyjevDRm/pZPYyLdSK3yp3W96J7hV68dQQXle7mlVHyvWjNGdL3 +uckFf6L6xXyVXlQyd6U/juXiwiZ5/Vd6vUi2fXdIPoOLggHVa0ZuvTDTE6sW +K+PiF8GUz3642F95M/XHVy5uba8X3EbpQ1HeDqNlP7jwWOq4JVelD7lGvT8V +xrjQoJa/kdjVB2qIkqXbTy7iXcrbWvb2wedXvWDvAhdHuhQPPXTug9IHwq9e +ioea0jnzjcl9SHp82TzLlIfTRkO/P3D7UDEt2XjDnIeQ9E/bowg6BlFkcP4Q +D5mudUvUltGxpfOLpoEdD9Gcgubja+h4wbWQH3LjobbDYMRjKx2fzeV+K13k +wWX2euCcDR07J+uzCnJ4mLrp28G5T8dhHdcNqY948FYIFn6VS8fl8FlqyH88 +KAT5KkT8R0eD1PYoqxLeIv+C1mw5HUf2pgb8rOahctWDe7eb6AhNOGOq2c2D +rH/0+44xOjrUxX5VC8xD2Xb47tOd/dDApmdfhOax2WDXPU3NfqSbqF1eKTyP +ej7huGLdfpxwthE4smoeJX+w/NP29YMdmbJ2WnYeHUXKkqp2/fijf+NuFc15 +TOkvbb94oR9ef+8ITDk9DyeR635elf1YSrNin6PNI0qqJlV09wfo/xoZ90ta +QNx7DYNN4gNYKJaKpyrykVFDK18H0wbQ75foUHmLj+TrSPDRoA4imH78pdYw +H+lS6Wlz1vQjMoRcsxiG/GR3Gc/7FOcjKveoF1jl8JMVe3arxh9hIGOds5OM +AEF2RpxMOlfEgLROXVGlIEEyv+aAVcxAmpOikIMQQT6zG2T4lzKQfG+8iLqC +IPfUHxK89JSBWJVrQmKrCDKTdO0Jq2IgFFnF/H8QZC5hmEdtYsDD49Oyb5oE +Gf4k6K9iJgNfbxo5X9cmSPu/7r/f9ZmBE/mPSjbrEqRooJ5p2RADrlO+zq76 +BOkSOCP77BsDR4KXlPbtI8jygxJuVWMMmMVSXFqtCHJKy+l4A4eB5qIbpWds +CHKkoNrbeI4Bk87R5cttF/8d3RrQyGXAaH1Z6X57gpQQU/duXmAA9/evqHEm +yEFqK0ETZKK6Ps/lqCtBRh642mUhxMSeYZGyOTeCLPtdm9W2jAkt1W4XLXeC +jOJIy3UIM1FuqVPWfZIgQ3z0u61EmNjte2dFwCmC7PtTPPydKBOlSYTrmjME +WfBPirKNOBM7n54sK/IkyAiJD03vVzHxP/TbxQc= "]]}, - Annotation[#, "Charting`Private`Tag$84574#3"]& ], + Annotation[#, "Charting`Private`Tag$116802#3"]& ], TagBox[{ Directive[ Opacity[1.], AbsoluteThickness[1.6], + Dashing[{Small, Small}], RGBColor[0.880722, 0.611041, 0.142051]], LineBox[CompressedData[" -1:eJwV0Hk41HkAx/FxxY9tlfTYsIk8T6npUWklj3y+dpd2c5NCO44pctZ4oqJR -Y580hg4bylNMdp50OqZinOGpda+w5CbNZH4bO+u+S9v+8X5e/7+N2ac8gpQZ -DIbzl/53c85FLwdRlO1kupr51JY4ZI9etFlmukHW5CRgrj8PIabnu5kBeMNI -lwUrc7FxNM+rjskBL8Iks38gHn7VgksvmDws/n6XJ23gYcVswaCMmQoSW/mh -Of4SXPwLaQkzB9u2zlUI6RTMLSa3FDPFGH65Z6eIlYFysVZ/X18NetaI2Q6l -IiQe0EzL1mxECMcn5di+xwj7KpEhSmpDjLNeaUiTGI2hr1U1ZJ3QkhXKJ+qL -ULAwHaY93YPnbh6qzgmlcPzIFpr5DkJcZeIXl1yJdJfQLt+uYawTqGqFkBrU -7r1+LapPii4hd4i74SU8+33y12qO4FWRlluc/h+4d0sn/lddGiUSo7LAxVpk -iByt83Q/IPSJrfvg63rITpj5+ZMx2OdE8+3+bMSM/exumYMC2xLMi68/aEbA -UNDJiXPjsGYrJdQ9boGE/cTxaNsEVCyHzv92rxVC6e3S++2TGFsy2ru5qg1F -1QM9kr+nMOr7y+fJF+3Y/ijD3VwxDcXOo6+K8/5C23hOfIT6LFT4QV2RhR2o -Y0Vsumw4B+7hWQYnvxPf9hQYaBjNY/bOgS0nbr+BqPCHJpe9C0gMzM3yuNOF -pDTX9k82i9DLrl1tkdKNaqGBq2D/EiiP8JusMz0wVbfm9XouYw3f8CQ3phej -51upG0c+wnB3ql3qsT4MOZc4aEd9gg1L+3hmUD82H/BfCklcQbmSrnCUPYBG -pwurtvM/w9awv2OX6yBau+el3q4M0i3J9450HUKY9j8n29oZ5HT9973Ztm+R -70ssJe5KpORhgdUV3WHwO/cfuTCgRKrz7fJepQ3jRueZe0ssZdKgKM6O0XyH -PSo+jj6jymRQUSgxTnkH9dIzGyMiVcj01hTnn1Sk+JU3w1QoVEjZJrOJdbFS -pJ81yHCLVSXJPU7lvQtSdM/Em4UsqxJWs7uyPkeGpzkCPXaSGrG+MBB1aFIG -i4BZ0qSzitQrzBQWnPeQ52bdlKetIl6Z3vKr8vfYqa+wHzFSJ+PKq9WlwSN4 -rBtrnClSJ4KHolzx0AhaTIKsykw0SKfmsqvpITn4/ksPK/M1iNmOXuMbHXJE -mTTbR5tThJecGRV3kEbqCQ63ZBdFBijxsatONAry1j9fsqCIlaDeK8eFxqhl -wKYEK4r8y5/bV+dB47jj7NJVO4r4JR5S1jlK43C0kfiBJ0VseGvSHoXTsKk7 -rd9/liKLMUlFPVdo+GptcN8YRxGv2bv3x67RiHWr4gdyKfI0uiRzJZWGpE9j -luZRJPS0nGuaQcN8PLt1RkCRXs6P9pxsGibfNFz6OosiJeGMLvUCGoQVWeEu -pIjOmF6DvpiGv0hnKj2HIqfCzMt3PKORxWT5G+RSZEuon9BTQmO93dS+rQUU -uRlcGXy3isaey7c44WKKTI10eD+roeHRbPOg4BlFXILGDta+pHHNi6/7XQlF -1I7rm4/V0ci7zXQ8V0aRANku45UGGs1v2xMqKihSyf553drmL39Mz5auvKDI -BmmAmmkLDY0ww3G7GopEB56bt2yl8R8pvVUY +1:eJwVkHk4lAkAh8cXTSlNJYuiHhlqeehYMs7ft8nZYU1LdDC2RaxdlaJkKWnl +Sm2oRKvDkTyunIMYOQopZZzh+1iMxRCRsKz9433ef9/nVfnJm+tKMBiMg0v8 +75SE+Jt+Bh4mdtsCCE09f2jscc10Z1ugKOusoIvyx9QGX31d9hGs4Xhcvhl+ +CUdDFhY2sd1xw9J+YaorADKllS4sth+UPHfOVoQEYaCVLbuSHQoN+4kLmh7B ++NAvHJZi30Hj3ZTTgoJQvPbSdpBkp2LwBjN7evst1Gcd8/hWuQhNaZ3ca2kJ +aD+dzqkcEmD/qorCK7mP0XvmpE1oai0Gpk0K66fSkDmRcLiHfoOZDJ+1Fs8y +0e1+94GorQkXzC1lExdzYB63VVpzsRnP7u/an9Wbh+IZaRR/0waj/Tlz5kWF +OBCW5LbhaweqWcnhG0/wIXCclixW7EZosU/NcsMyaGTMW8cGU+BcKKC0ReXw +N9OamRyn8eRVrb7YVICShTKeX2AfGmofOtpmV2K1TfJel09/w7Mp/xRXsgqH +ykd6vK8OIO2gXmPPuWrEWvW5sNeIIPdl2XhWdw1GPHeeQOAQvqZLS2ze+Qo6 +GV2yQTLDCGgKPKXw4DUiQ2hTteAR+BFa5dmTdRAGmO0YlxNDJsXSS+jaANVo +h0XeozEIfbOERk1v8L2SC1spfBzy3B+097LfQsSoUY/nfsKsTZZ4yOod5He1 +uNbLTEA94EPZlal3sBIb37GpnsCQifIwP7EJPiV26m6Rk5jlJ5oa/Pgeas0K +EzvMP8PCqOT29YX3eDcfsSmSNYV+XxZLufADfs+11zMUTkHRMkzE9WpG7vOG +6MSoaYRtTio+IicEVTVh9qfdF1hljuY/ahAiTqWKY7B2BmambU9L/Vpgs2pU +Wbd2Bu2/ieb8trSCIVXDq4z6Cv7hHRcvCluhb21NERaz6DCWFVsFtcHzr8Ay +IWsOFrTWDZ5eO1RJp9Zj9XMYD+tXM+9rR8+vsX06V+ex63XlpjcRHYh5FnAw +yfpfCAQtRvF7O9Gkw/r8QnIBN8tD7faMdmJ5o+2Md+MC0n297ymkfITJ52Gx +T8winKoCDBOOdWExV+FWrDqDPCS/TSiW7Eanz21HfjiDjFRdER9a2o1LHScr +OCIGydT9w37MvQcJTF4SZSpBRopjOPNMCnwjnSzbVAnSeEtwp+pJCgnyTseV +JAky8r3x7O4iChsNKnP4UgR52SLkVWYxhXvH1ZmOTII8V1oXp1FCIe6hOCdW +miCPpxz5busLCtGaQUzWOoLU9D/jta6KQjCSciU2E2SdSnL32FsK7u69Kwb1 +CHL5mdUvMwYpDISZO13TJ8i5fu6t7UMUfs5If65qSJBjR+85P/mHAu/TWSee +CUEK96nP3x+lcPTSsrz2fQSZrEDqRkxSOBDNdm6wJUjTCp9Uj0UKdTnX8zwP +E+QeXf75fgYNq+aRlSvtlnrSGftcCBrmivl5Zg4EuT4minKQooHHZtLlTgTZ +656qaLmKxovqp84neATZ8nF08OVqGkYimfw5l6V+W50CrKHB0Wpx5rgSZI6h +gKu3jkaBjUF+ixtBPs5mqjxfT0P37APp86cI8q7aoTHtDTTyYgierCdBRsXH +lKXL0dhd6Jaf88vST1ZnhLo8jf8A/r9P+w== "]]}, - Annotation[#, "Charting`Private`Tag$84574#4"]& ], + Annotation[#, "Charting`Private`Tag$116802#4"]& ], TagBox[{ Directive[ Opacity[1.], AbsoluteThickness[1.6], RGBColor[0.560181, 0.691569, 0.194885]], LineBox[CompressedData[" -1:eJwVlnk01IsbxqdIDRUp5dpC3cIdtAklz1eiIoQiyRrpCulqoSJkTUq2SsiS -UkmoLCFS2YchWYZhUpYRSrbM5uf3x3ve857nnOdz3uevR8H5rIXrYhKJ1Lww -/98b0q4dNcw4pxvcVTNnxriDlJFrOhzKYQRHtEUeH7iDVEzOdlAcMRRpFnJ6 -7A7kRnKOVlO84VbRUX6Ldwf2FZEh5ZRAdPJ3nxaUiwVf+Y90CSUG1RLSHxMc -YmHq8HKokJKGyugLPJuBWMzM3aC+oeRBPWh29RtOHN7miXTT6ZWQ8N9/qzEq -EaH7heNShOvASi2L79t5H+7LQ0kZETTUHM5OVJVNRt2/TYLLvrWh/aC6csyD -h8j9M+kuOtmJDtXoe7+S02HMdU5VPs5AOnNCN64uE/Gm/7Yfb2ei/sjUyqtK -j/FJ8/atc/R+ZB6032R/PxuW3TYvVgkP4Lq5dkZ0yHM8uivuH7xmCHPFxUsK -Q3KRkGG8K2cNC9v7m6Zu9ubhm5uyvQPxAxkrvaqzawswZTC97ZvhGA6eU4wR -KH8Nx15Xr1++P1HZU6J/aUURCp2fG9vSfqGxIEN8PKIEqf1JxY9bJlCQnp3t -sbwMryt6OguHf2NJcpdAC6kC/zxNMFcfm4TP8j+df/MrQfuZ5u+xdBqr77I1 -A8qqUG3nIR8mM4PZ32GW5ISPkO3MlV62fhZjroZeoZ7VyHipX2+q+Qd6V8ws -HsTVIiLOrIWnMwfRiGuF2fn1ePPBcH6emMN8zWlZ7bf16J/co7rYYA49w6WU -pqp66ByhRAqZzEHBKb1fqK0eP9eQ9UTt5jDWfX5R0Uw9rBKr8uT956B/Z7l1 -9J4GbLyvEaNfPgcvPkxK2xtQkSptFrmHjQPa3wSmpKhwlGTe7tdj461ir4rw -JioWxz6i7TZkY1oxdEJhKxWGoaoW46ZsjD5SdLPeT0XjGRy1dGSDr6TW1+9D -RafWSVvZ62ywDftnuqlUXC7YnHwxnI3e60ZVu7qokKaM9jRHsSFp6vU64zsV -9usv2AfHs7FTMvdHDIeKgSXhTkNZbIjEf9blKjfhd+szt/xaNgrr4phDkU2I -P3Q2W5jKhmzc9bP7EpugUb2ddbKFjVg7Fb2SjCb4lpS5r6WzkV8k4/uztAn8 -h02eV36wsR1TDU9/NkHE87ePwUoO3IUujOy3a0bOYOHrVHEOrvtoch+faYap -45Xp2bUcZJnmJW653IxYS8FLz9ZzoOT8yrLubjMkd629LLqVg5eltJt7vjRj -49JdgV2WHJwol6G6qtIwe8LRediaA21/1/kiDRrqC8L2zdpyoOKz+byyLg3e -9p+XSbhwUP00aJO3GQ3lbzzuHD7PQYV5eu1rHxpiROJ8HHw5SKDrByj70+Di -VHLU6yoH8k71r2vDaBBeISR1M4SDfouJ8agkGqxcHmbUxHPgdkz3ndFHGpTf -fgppv8fBfvrZYq1mGriio6cGkjkQG9rAsKXTkFGq9Y9AFgfkHJEYwwkaxsVb -X+m+4YDpXri8T6EF4e8FP735wkHLlZDvD2+34Pi6f5587OLgx8rxuqzUFqh5 -mkd+ZnBwSPuCGOdFC9okU00mBjhI+83QTqK2QN5bs50ywwFkmuI6xVox+cmu -eDebg4vmk5QwxVZUS4ckGfE5eDVyT+n2jlZ41NDsTwtxcVpeRrvYphXFcu5D -mWu5GFQTlg/LbkXU+Zi6AikuqntIz1XLW2FfX/j8vRwXM01V0GptheBFAe++ -TVzkNAmM+/JaYU5N/iOlycXzRedO5Rz7jJErzeRYay78K35ouSu0YZv0B/6s -LRe+GgGCzrptuPy2cNLOkYvHq/xq39m2gTyXwlD+lwvHv5qCHtxtg9JFj/z3 -l7n4bq/GP7f6C9y8yTYTKVzslv3w3mhdO3JFeSbWGVzolyhM+Gm1Yyb3197y -xwu8x0ctymzaETbWQYl8yQWNfNjBMbkdj90fkxTecxHgl37DXaED3130sw9/ -50Keft2YtrETFEHNlMJhLhr3nk/atK8T5zNVYmXGuOiihXVSTnZCoH/V1eFp -LhS3mmFnWicUHZhmgUt52HTdSaxRogvu/M/7BkV4OBdjdV9tWxcKUmq0D4nx -kFlyIWuDaRf29uRukPyLhzn66ObSkC442fjPvlThwTL/jKDnaBey/3iPSqjz -wMw8MKS2hI5fd12+XtnOw03hLm9fWToC240b9uvwcFH9Pin9EB1pllIP+0wW -/Jpcsoyy6Bj+vSLewIKHri91xUZv6dgSuyjyuRUPhoM3TL400VFBG/7vkgMP -i5qdAmJm6Og1KTIUPbfgf2qmvJHoxoex0BeOF3iQauMd4Zl3Izv6yJoCPx4G -1ozE1Tl34z/qxNcjwQu6uEulzvVuCJlQ/JPieBDbm0SvrejGj1H2tx93eZAl -75oRa+oG7Wad0Z5kHnYwtrou6elGUuMpSeYjHkxHBXrYM91QP5T+6u9CHvY2 -q86YKfdgzehZqUtveRCfvC+xTaMH7CjdoNp3PKSfdR2lET342NBteqaGh4N6 -S7ebWvfgmPHakbxOHgL9ArnRQT0INIqS1+HwQL55TDihsQeuIzbh0fM8fLIS -tVP70gOjG0rjvQJ8lJ181vuQscCr/1QatJyPAGN+mNh4D54eJFnXyPLhuH3t -DuMVDLQeuBBtQfDxVl9lwy5DBoqG9acy9/GR1D1kOHqIgeQIcdvpA3zIsx2W -RVkycKr2pdI9cz5yj5Tti3dkgL1/5APDmY+1h1ZrjfoxsGG/A/t0KB+eCpJb -rz1jYNeH24u9I/kw5VbMk/MYOIxK4UvRfCh3DKTEvGEgQFNBOjSBjy39v5Pi -Khno3Pxtd3oWHxk1+2KvtTNwc5mbf9cnPhQsC2ctFvdips6LZCQ0j7MGVamJ -tr2oOxQg9E/4PE6IsTyzlvShuWO2/5gZiZClNO7pU2MiN3vze2dzEvGIkz20 -fhsTN/2sH3pYkgjfGB8VVw0mDkgX2QZak4h3QToa3N1MVNlfbHviQCK2F9Wq -WhxkonBg6tPMWRIRqC6hounCRHzhxkek/0jE7Sg/3HJjwif8SLDweRKxzlRm -6Ks7E1uUX+vK+ZKIohVCP66cY+Kph0+RQSCJcEwhM04GMBGxJzPBLJhEuEqF -fI4IYuLUys8+NiEkYi217mJmCBOKedu2eEaQCKE+tcw3N5hInpzIjo8hEbPr -doaoJTJx+aNCeGosiRDv0F/df48JmwRz1+x4EpGobicU/ICJtZr5CmX3SAQ5 -5sHToDQmYi57J31LIxEyqyZdjj1lwss4zXcsg0RImCg12z5nwkSGZjX7iETs -uCDZbPuCCeF36qtFni7oqmeWWuQzcX3Rz6ht+STiqIVXmVQJE+6io160lgVe -3rO2uYUeddeRLET7TCI4EbPunzqZ+Ji/KaX5C4mQPPq9KobOhNwRp4amLhLh -EJCjvbmXidZ77ZupX0lEtw6t0mqAid2K75l1Ewt59lwrp08ysVwj0eLDqkXE -yriSgb/Fv+LFcWJnofkioiPfP2XwyFeEt+2xDuhZRKwKXpfZ0P0VsW0XH7Ht -FhN6otOJctb92CFgY2wzsphQGxzNWdLTj6XFF+U8PAWIE9p9bU+tvyE4cIoy -NiZAGBWoaTygfUP8JemEw36CRGP+tasplt/RMeWvfJojSKidbvVupH5Hflrk -OueIJUTMBC1xk8UAtjtOE/XiQoTJaGf6yrYBDGYlJw7GCREnopzmtEwGsUVq -zGBg/VLiTnDC6wTaIJ6t8VO4l7GUuB+62EfTeAhURVetEsVlRKaYQbT3hyGE -O7Czy14sI1rGleP7DIZxTrHB4Lw6mRBcHjseVzGMGDfvq0VbycTh428dX70f -Rm6OxCv2djJxqkr6c+uHYYzsdJQP0iITDsnuRatqh+FiPM2O1iMTGX8G/G/T -hmF1fn3eE0syceJKwfyNr8PQqfaR6r5EJrYlKFUFCbBwXOQvc7nLZOLl5QKV -9CUs+B1+F+50lUzYmFfFVi5loZC+bHookEyECnk6zYuwoP4zpXkqkkyIqVT/ -ubrQgxUla0NWJpOJNyLvV/r+zQJh51lqnkomRN1Uzt7dzIJDhvjv+DQyIXxI -rLlQmYVkip2DdBaZmFxkFT2tyoKE3m9tpVwyIVczJeCzk4UdYXe9z+SRiX3x -Ho6xWixYNOg8yS0gE0Mi3mX5u1i4dTR8jUbRwl28yeeXLgs5SRRj3xIyoS/6 -lSqqx0JDX0tQaenC/1YaSur6LIxsvFTMLycTT35sDjY1YGGZu8xPvUoyQQ0s -7/bcz8L/AGXCdZQ= +1:eJwVV3c41o37fXrISvGWiqRklpZUiDgfGd8os0hINKQoI5KRrCQNo4y8RFMR +sl6rkooGj709w4OkQqHBsz6/fn/c1/nj3Pd1zrmu88+95oiP3XEqhUL58Xf+ +Hx9lZiQG6Z00FPZdE0BhJEFD+3jhCZX/Icw7TbluKAm/ZM7t2K5yAFTpqZvR +Y0lwihEI5FVOgEzWr1r4MwkLn792l1IJQmjDY2WdBckY7VFZIq5yGbL2C0eY +O5LR8anr23yVNCwVJYIvpSfjg/cmR2GVXPxQMjln4XwTjUXOJ9cpVMJJ+tb+ +SPkU9Pnm6b7+Ugej7oiQT6xUDPkdtb6c+w4jbj9EX71IR+F05j4Wmwbr1yrZ +uyYywDyRfmestw19X33MqhSzYJaqJLGe7ESiu8uivaXZqJqVQNWyXqS/z9ry +Qfsu9l7J8ZCZ6wfXvWa+Uco91B38LVwlx8TeyqWhKzc9gMZTnkVK1CBCVhwV +8n//ECGmG2dnfrDh5m3Zsy4oFzWCF25B4cNwfrD7q5/3E0haP9zlPjWCynBn ++8/u+bCqHWf5RI/CVW/+aYXHBUgxH3ZXWTSGf4QLnf8VeYbxU5qHEP4FH/u2 +npHRLca2p4wlFxd+Q0bwnub62yW4FsM2Vo0ah82SjS/JuVJ0hZlu/rF0EkXw +38lNLIdygiPpdu870vcY5W/Vr4DRSneVlfE/0Jo5l/6RXYkxSoNaht0UElmT +763eV2P5lu7jjQun4U7duWB53nOYTxqkWddP487l/jmrrJc4W2Ov5nFtBlYe +TPFJ71dQ7ZSd3mz2E2NHsvNWXa5DK++q/DWpX3h4W4ne9OE1LpQ46Oh3/UJh +VyhXRvYtSkqbErKu/8b/nu+XGzhcj8G306bJ9n+wSGtr4NquBqSueaurJz2L +dO0N+uq73sN6wYTC9nez+Ek3l/xW8QGU+Q1ur6/PoUlrz33joEbssLAYpP6P +g2My/dabNGi4IV+7Xs2CA9OPN2ibttAwNL41yNySA6WnKwy1dGm4lqCwKHEf +B1e22cHYjIbBzh/6Cm4caFzybEo9QkPs4bQ0nWAOZhbVZVtm0jCgKTnsFMZB +jkHZuQf3adCkRm4Kv8hBIK0lXiifhr4Hp+rfXuLgXMf1jwNVNGz4ajBjm8xB +m+J1V0EPDe0BI1be+RxQ9ub0OS1rhrrZwYyEQg5il7WmHl7VjLDlzZ9KijkI +0vXRSVFvhmp1RdhcBQfzVoo/XaTXjPNkfF7sWw5K93ikM12bsSp+i8hdBgeu +9PTiR4+bcSo7/EWXFBfD4dqqT3e1YEJhtOvNYi6endn3WXVvC3wzLSeLl3KR +VZs0r8S+Bedur1x9Q54LM42jW4RPtiDyZnWEmToXAaXzrB8mtiD98m/jCkMu +Lm39dC96pAXyIq4uD424MJ0NEbrwvQV3YuoDbppwYSxmOXKL04IHkbce+lhw +oXHowqMksVYUhWqJrnXgwvuOgrWwYisafM58TD/NxRc53uJAu9a/feoaivXl +okveXGrZwVY0eRtwA85y8ZtxyKzxcCvaT0pusA3mYtb9UVrA6VYwjuZdF7/E +xc3kMIv2K634eWDUJiSTi7UiPFL7XSuCui1PemZzobTy8e1DLa3g7C+PdLjH +hUnW6Ju7Pa2g2MWUaD3mYkVuveSlsVZI7lWS+VbKBbOCOPpuQRuUCdce50Yu +jOr9nzx3bEP/ygR9/WYuLuYNeNGOtCFxrjZ7RRsXrbW+cUKn2yAoWePZ182F +jdzSpUORf/dVP806DHEhywoOP1/QhuQF3ivs5rhgq5feTpFsh/lYZvgWHhe5 +a7ZZGcm1g1JPG5ImudAdoTetUGvHmfDN+S3CPNh+JUUPEu2wmJrWt5TmAQ9c +5JcHtWNeT/Ch3eo8vKZKbKubaEdlaV6dugYP5Y5JwUH8v/eJA6qiG3kwDg28 +fHhhB+jmBpP1WjxsXk8Xq9/YgcrnlIvGhjwYRfHWTfh2wPfe5RxDex64cn8S +rCidYJ1OGd4WzYO/5/I/uYZd6JYwSLKL5SH7rjHpZ9+FptwRQ98rPHgFdKsd +9O5CNXtrRn4CD1JZ3wqCMrqQat9uo5TJQzzlkU7lny7sNZB6KVXOw8yNts8W +Zd0w7v/Pa2MlD9p7npSxG7uhF+Qqt6eGh5ceblf9hruxtrggILbub94Yq3y/ +xT0QUt27nk/jQfdGLFnh04NqySvpX0d5+F7JFDmj2oviJ5pmYl952FP43u+K +fi8em/XOqE7w4Hsm6GmIbS9SItSt3Wd4OH9hIzEQ1gvfn/Xze0keikzuDfm0 +9UKdTj1bL8sHzSRv/kffPqwKzlMcludj8VDUn4roPsgss2umrObj1IkMpldq +H6g2d9ftVOVjJrjSaE1NH5hvMFiyhQ/H8VUGZfP6cSs/zDLHgg/3AM8d0dH9 +qPq17H2cJR+mC1xaC5L6wUTxLj8bPm5E2a16mN2PtZ2fdHY58HFx/yL12ep+ +POdZKY248zExrvhM73s/2GZfMpuO8dG86ntCK7cfIknRy8tP8PFTrcNSW2wA +NqqVkrGn+eDvnu90VnEAw5Zr/qgH8xFXqZZUZzUAsfQaP+kwPk4fj9YbOTiA +DUP247PhfKToy7/sPzaAc+fi2R9i+BB7VXnINGQAEtkzjV6JfCQL7h5ffX8A +Wj/qc4py+Yg59IKVNDGAA3pu8ul5fNzcd3bO8PcAwmI4KREFfMSGj+p+FAyg +QXbzVdtSPja15L+9IEWHk1F64MxLPgwLZkO9NtMRlXzKQqebj+nN9lHjJ+nI +pQvXr+7jQ5Mi87nal44mtWyI0fkoaSS6fYLoWFbTsa2PzUf1Sd17CTF05A3v +XB06wUc6xUavIouOtm1SP18KC7Dm1+ikRhMd2lCs/CQqwFB1mZdCOx0Z5lvC +JBcIEDKob8zvoeOY6z5hp38E2Lmhcl3cMB2zl9NkfikI4B/nqMCeo2PVwOrt +63UESI7aKm+vwkD0J805Wz0BdH2q2RfWMTD23ejFeQMBJnyv/XN3EwMlwsdM +G4wFCK9NXNKvy8ByqUDxCTMBHN9c+3fKgIEwuVjaEgsBpn57zooYM2C66bG9 +u40AgZ5vFJUtGcjTrZKL2yfANVumfKAtA4uMPzIKHQTwK0uor7BnoPfA+HGe +iwD1h79dlnZlwDtS81zaSQHcey6kyZ1hoO2qkd5LbwFsH+h3cPwY0E61E4z4 +COB11iOhJZABMi8gVuucAOaPDnL2X2AgubMylRYlQICSPq3vKgNV6kYVQpkC +SOdbnF+Vy4BIs+2sT/Nf/ZyIlyZ9DGRrbxCLaxPAOcvwkDGdAd1sEdmcTgGM +E+o/G7EYOOVbo9PaL4C+eKUD8YkB2mLVIM3PAlTrD3RYTjFw68Dsrx+kAHP5 +ZKKIBBMbX7XPFxciQb6IurxtIRMNawuWrhEhoapkxvGUZmJ2zn27rSSJJFEH +8c/LmHDObAwoliVRFGjTb6zChBL7zozfFhJpPosthggmasyDheK3kbCM7NR5 +asLE/pJ9S+7pkJgmFhdG72YiNlpsa7sBie9pt8QO2TDxRdXfX8uCxMc6tyMN +bkw8O2U6NX2ExBaO7it6DBPmHavnLfAgMXBGWrPiChND+hxp5ZMkXE9X/Pfo +BhMyC4s09/mQ0LHwFzSkM1EQeIXw8ifx7jy9ZjaLCTPmUZvoQBJf8t7EGd1n +IqhI1rc0lMT+rw+sVxQyIS07c7ExnISD7W6L/FImHkfQEoYjSUxYPLe3r2LC +6EtuNjeGxNKRkhnZWib6baOKlsSRuN7qt3jPWybOVrvUrr9K4tRs4G7Jd0xI +Kuu0GN8gkSJlyf74gQnDn98mz94iQR8QiiNamJgvUdXokEbi1cJLCh/amGha +Hft4RwaJb78zCq07mXDao3iEzCbhb9lBPdDHxLl7+7vi80mUyMZr2QwzUWjz +oubuaxKiHubDnN9MrCq4Edfyg8S9KI0/jxRY+PTa+XjJDImpt4VCUoosPO1d +uyvlNwnl7SHrgpRY0BN+w3XikXC8+a/4bnUW8gtCdWaEKETzCSuFSU0W3gk/ +ywuXohDmJmpMZxMWyBLZpBQ1CnFBPcLKxJsF6h09FbW1FEJbnZGzwIcFkSsu +Ff+toxDsP8fGu/xYkDycw+jZQCGCFw32ng1iYcWCtRortlKIbzLRMz1RLGgf +1XlzBxQixHnejGPGXz9WBx02G1EIpXHDCJcsFgx2hH6p3UUh9Krlnh/LYcFE +qlaKbUohah8bFEc/YsGuxsxFeS+FWHvRtFRQwsLpJQ6/ch0pxFDatgQqjQVf +QVCcrhOF8Mqnpbm2shDw5bb8B2cKEf65T7mug4WQWobRV1cKMdowjYx+FuK8 +jt/YcJxCaEXMDWWPsfDgTYB6sR+FmKoNlZQQGsTA2ZsHq+MpxL+y3PJXyoMI +7T/6SneMQgyeUL2pf3UQmaJuOYPG84ijOv3BHiODqN65rcg2dx4xNLq20cCE +jczlri4rhalEUbbm22VZbKzQe11cPZ9KtEbVjN+9w8ZtFzXRg6JUgi/6Qmxj +DhupdyeLUySoxISNt7zxfTYS1l8UlfqHSgg9iSg484SNKOSUzFtFJcQiTFLe +lLNx4sSQ2GcdKhFfE+Pm2czG6BUz10s7qERZV/fX6RY2jj3NK1XW/8s7E14X +2v7+PVP+rm6GVKJq4rhVcicbTqFCZX0mVKJe8cCdmn429iaoHG6ypRIx7os8 +JT+z8bE4ruzUPirhlxppnzrGhnnnuLi4PZU4qWqxQ/ErG2Zy5WWmjlTi2rvJ +4a0TbOC+qUStK5XwHpVpcJph42X9k8OH3KjE/tFXHiM/2dg5trCc604lRHeO +80//ZkN3Y/dh3eNUYplGr1TkHBv/WeuVd3tQichnD+IluGxs978jEehJJVae +FOPd5LFRdovqtuQUlfiTLn5MQcCGVoVHebEXlbj1oPD1I5KN/wPFS3Mq "]]}, - Annotation[#, "Charting`Private`Tag$84574#5"]& ], + Annotation[#, "Charting`Private`Tag$116802#5"]& ], TagBox[{ Directive[ Opacity[1.], AbsoluteThickness[1.6], + Dashing[{Small, Small}], RGBColor[0.560181, 0.691569, 0.194885]], LineBox[CompressedData[" -1:eJwVxXk4lHkAB3BXY161qzx6atMibEvNo0NKou9vtodqJ4SsTBhNeUSIzZOS -alhHamsLHVpmNUskVxK6kNWso2LsYNzMOOZVHpUro7S7f3yezyr+MTd/DTU1 -Naf//L9p5jkPR1H49qmWCt2D20XIGD1nN8faCxerJHmptwhCTMy0s/wgTPF6 -yDwtguFovoeYFQa3fSpucbkIvlVJcc9YAuS1brvzZf2fmLf4aPCIdQXesko7 -oWkWnHlFI2WsTLzqqQ3sYt7B9OyFVw9ZxRApm//y+OcuHhcv7OrsrEayd2C3 -eMF9xO/UScnQqQd5kGuyprsUQYvi1UTnm+GbYbN61x8VqA98rcVUSDF82L5B -u/QpCj9OBOlOyBDqpOaTyK4G5xNfaMHtgbHnyuwu1xqkOge2cdv6kZDXz7m0 -vxYvtvx2ObxTDjPruJt8OzHcu7wKlugMIcqS/5C5uw5ZN/TOxOqPgMEzOtmy -sQHXRBzbfH0auzvi0mb1XkIRYOHLI2/ArjG7+N7gNSYdpjYqHMew9b3rVYZ6 -M/x6/UPfnRxHfoXli2imBGX8e5wDze+gyuLlrlrYAqH8VsUdyXvIWQLf/Z9a -UFrVLStTfsD3b59Fz6hLsfbuNdd1YxPQ3vkmxHxaiubxzDPB2lNgd1j//Xy+ -FWKfYOOEldPwuiJtStJox7eyQgOm0QwoBf+eYrIdoqIdDc5bPmJZyNfj2XMy -nE9xkXy2m0Vl8t0FqncdqBIauCTZq8DuudkYPdAJM21bQYf7HIx52bMBw10Y -Pd1EJXt+wq3o26rBjm70OpU76oZ/xjHJ40MNAz0w3clTHYmfhxHHPLp3sBf1 -e84y1iZ+wVG/+IC4tj40tc/I97uokQtt53x2h/YjSPdtaLNEjeQ1lIalKftR -wCWby1zVia0kpUvgN4BEqb3n2W51cuJ4TFS6fADJ0hNZKh8NIlAMa6h7y7FJ -04vjNapBbMa5VWl9cmhXnDAMDtEklXWO/qe5CsQKJlljY5qkpLSbP9miQGqk -wbW9p7SIm11M6m2PQbRPnrE4MqdFqq9mFN1oGsT9zKRl/PMLSG9s3fxz9yFY -+U2RBj0GOZKQkf1L6xCGs9OvD6cwSKXnqPVl52GsXzHmMGSkTWprHVQvJcPI -0z+16qZIm1z/sjx3354RvDLxt3lkwiSyPdcLjteOIJGnyn1awCRia5MRsaMS -4SaNDhHrKBL79judQ9VKXAkIiy7fQBHnHr+vYmuUKMxf+kBlRZEVr39ffLtW -idHNfsYxNhQpKVqyrK9OicOcKdUlNkUGf/5sekCixE8RRsU57hTZNSu1d5cr -YSc+vqIrkiKLGXHhO7RocBd+42oYRZHu6coIPoPGqb2ViQejKZI7MhsZw6RR -1smcGhFQ5If6Y2erFtFYN57RNJlEkYhfD1zctpSGyfK6uK/TKSLTs8q2Wk2D -+IQ8cRVSJEszNNfNnAZPpPchNZMiYZO598LX0Ehn+fAMsimi02ZYUmRJYyn7 -w1bzQorYpulUrd1CY1PCjbCjxRRhXnCo+XErDbdGu5zCEopIowQvArfRuOyR -qG9dTpFg7+nGHNDIv8XinHxEERunDU1iNo3GPknMkycUYWwPbhnaQWPULLJi -/hlFWixzWrUcaTCDVo6zqykiNJLLTHfR+BdgwV0y +1:eJwV0/k/1HkAx/Hx3ZFMSS2FTmWattq240EY8f6EUVnlkSIURq6a8lBUrlKP +0sGySu4okXR40IjakYgy5Sgmxh3zpXXkihC5tv3h9Xj+Ba+Vh72s3CgGg7H7 +Z/97PzHhui/3qNGtPsWayd5YrNvqlunB3gGhgGvHV4/DiOoZfR32AbzqFLS8 +NomDffD09BK2B8ro8q7QhDgo5Rc7K7N9MSQNn1LfGY+OOraKIvsqthUsWKOT +moDqf6U98uxYlPytEeBpl4TS43/YMtnpGI9VnT9w+C7Ksw4eXbvsH7Q8qTi1 +1jQdDSce6RV3F8HwQojmvaIMtJ10sbya/ha3/Hq8xQuEyBxK3NdKv8fU8Y6c +FVNP0eIRd7urXoLEfJfF8c+ewSxmFWv9TA00duo4+T4SQTTGgmhRPY6yK5+E +Xc+HRUiyu+p4IwYP9qwuNi1Ekd0oU6TRgqzODYaZGkVYlzFpHn1RBnnLNf5z +/IoRwNsw9u0rjYKWYIPgytd4Mf2S7xvUDs+wMM+NpiWYa5lm7Dz4GSIPa+GX +O2LsKext9brUgRH+O9d69XeI3tXuzJ7XhfiLd27ToaXoFWxyQFA3GiW6X360 +l0E745PKeaUezENAmpl9BcKCaZPVF3vR1nDOO+X5e0jP8jZ+XdiPe5HrszZt +qYRWhO0MP2UAnaLl+n1WVdi+1Jm9NPQrLLZf0zJnSNDFEHMSrAbxoE7MI/kS +qG2udStXGoKU2XGi4NhH7Oo3jLUsGYK2ma5TmVo1fF5Yc9zDviE0xuGy18dq +rK5RH9poNozsc645iRdqUDX515Iw5RFIfMgSF0MpzmXb6BpIR8AO2sN7PipF +9tOKiKTwUfBWGPrdTK2F7M0QL9L6O/iVjPbZTnWIWflGjzt/DOaL0mxmzauH +5Zy+ZTpvx3DkZGD4DVE9GPJifnH4OIKaOJO5Pg3QNzeXUTt+wLU52+fwykYI +7gS9lCpPwLhXRevBp0ZoEce6g+UTGIi0bjod3oRWz+h27UuTqNxdaiPRb0bU +47O7k82n8FDtV5Z4uBkSbeXhAuY0rPwMxMapnzDrw94xrw/TGO7Uz7Plt8Bo +uKffJ2oGpccEJyc1WjGTrX4jmsMgnlcCN//2thVNPjft8kIZhFn/JOrMdhkC +G11e6XUxCFdPdeGyeBkSFfjJMhM5Epoy35c1IEPeNu2svelyxCbq+ylTCxqJ +ao6HljIpEirZ42ucSmMxt1iYJ08RmfBQp/gejfhDHAU7BYpsjRQc+PM+jZi7 +/cJoFkU+W13R3f+QRsT68wrKCyhiVPPyu1sWjYtIzpZbTpGh2t/9Ql7Q8PBo +m92pSxHbZpZ/VTWNjhAzx8v6FMnMV+/eL6XhmvHoqZYBRZhJHLuGWhr8QW9H +vhFFsh2M9dsaaNgH/pLTYEqRua3+499aaVhEsJ0q9lKkgO7yV+ulUSa8liPY +RxHV4tHuW300dtX0KipaU+R4CtNec4CGmUZuDs+WIuoumty1QzSQymMVOlLE ++/OBH9yxn9+UPHRy4FOk7I2boHCcxrYupdwJZ4popvk0mkzQ0NtQ66TnRpEK +t4g8i2kazyy5ubXuFFlllrROMkNDx/s26/QRivhxHidYy7UhJ4riqwgoUjVL +xGqk2rDluXuu8BhFOJ3iAEdmG/4D4bpUqQ== "]]}, - Annotation[#, "Charting`Private`Tag$84574#6"]& ]}}, {}}, { + Annotation[#, "Charting`Private`Tag$116802#6"]& ]}}, {}}, { DisplayFunction -> Identity, Method -> { "DefaultBoundaryStyle" -> Automatic, @@ -3124,10 +3376,10 @@ qG9dTpFg7+nGHNDIv8XinHxEERunDU1iNo3GPknMkycUYWwPbhnaQWPULLJi "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None, - "ClippingRange" -> {{{6.569134336465715*^-8, - 3.218875759176857}, {-0.023763995773367852`, 0.7900561557771544}}, {{ - 6.569134336465715*^-8, 3.218875759176857}, {-0.023763995773367852`, - 0.7900561557771544}}}}, DisplayFunction -> Identity, AspectRatio -> + "ClippingRange" -> {{{4.6991532510082564`*^-8, + 2.3025850460025135`}, {-0.02372567994350283, 0.5630333326327885}}, {{ + 4.6991532510082564`*^-8, 2.3025850460025135`}, {-0.02372567994350283, + 0.5630333326327885}}}}, DisplayFunction -> Identity, AspectRatio -> NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {True, True}, AxesLabel -> { FormBox["\[Beta]", TraditionalForm], @@ -3158,10 +3410,9 @@ qG9dTpFg7+nGHNDIv8XinHxEERunDU1iNo3GPknMkycUYWwPbhnaQWPULLJi "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None}, PlotRange -> NCache[{{0, - Log[25]}, {-0.023763995773367852`, 0.7900561557771544}}, {{ - 0, 3.2188758248682006`}, {-0.023763995773367852`, - 0.7900561557771544}}], PlotRangeClipping -> True, - PlotRangePadding -> {{ + Log[10]}, {-0.02372567994350283, 0.5630333326327885}}, {{ + 0, 2.302585092994046}, {-0.02372567994350283, 0.5630333326327885}}], + PlotRangeClipping -> True, PlotRangePadding -> {{ Scaled[0.02], Scaled[0.02]}, { Scaled[0.02], @@ -3322,6 +3573,9 @@ qG9dTpFg7+nGHNDIv8XinHxEERunDU1iNo3GPknMkycUYWwPbhnaQWPULLJi RowBox[{ RowBox[{"Opacity", "[", "1.`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", + RowBox[{"Dashing", "[", + RowBox[{"{", + RowBox[{"Small", ",", "Small"}], "}"}], "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ @@ -3417,6 +3671,9 @@ qG9dTpFg7+nGHNDIv8XinHxEERunDU1iNo3GPknMkycUYWwPbhnaQWPULLJi RowBox[{ RowBox[{"Opacity", "[", "1.`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", + RowBox[{"Dashing", "[", + RowBox[{"{", + RowBox[{"Small", ",", "Small"}], "}"}], "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ @@ -3511,6 +3768,9 @@ qG9dTpFg7+nGHNDIv8XinHxEERunDU1iNo3GPknMkycUYWwPbhnaQWPULLJi RowBox[{ RowBox[{"Opacity", "[", "1.`", "]"}], ",", RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",", + RowBox[{"Dashing", "[", + RowBox[{"{", + RowBox[{"Small", ",", "Small"}], "}"}], "]"}], ",", InterpretationBox[ ButtonBox[ TooltipBox[ @@ -3596,9 +3856,10 @@ qG9dTpFg7+nGHNDIv8XinHxEERunDU1iNo3GPknMkycUYWwPbhnaQWPULLJi 3.790501318999692*^9, 3.790502638211178*^9, 3.7906807712547293`*^9, 3.790681264559465*^9, 3.790681313682047*^9, 3.790685724380177*^9, { 3.790686481233158*^9, 3.7906865375867577`*^9}, {3.790687438279323*^9, - 3.790687513180407*^9}}, - CellLabel-> - "Out[312]=",ExpressionUUID->"79776383-7b0a-4c8c-96fb-ec0fcc44679e"] + 3.790687513180407*^9}, {3.790881893625595*^9, 3.790881903596817*^9}, { + 3.7908826353218327`*^9, 3.790882641285583*^9}, 3.7908827224551153`*^9, + 3.790883014282462*^9}, + CellLabel->"Out[85]=",ExpressionUUID->"65690007-8378-4fa0-a374-4d85aa664d2e"] }, Open ]], Cell[BoxData[ @@ -3615,8 +3876,7 @@ Cell[BoxData[ RowBox[{"2", ";;"}], ",", "2"}], "]"}], "]"}], "/", "2"}]}], ";"}]], "Input", CellChangeTimes->{{3.78982026538109*^9, 3.789820353900846*^9}}, - CellLabel-> - "In[278]:=",ExpressionUUID->"5a1efa6e-dfe2-4d60-ae14-3a6c7a1d321c"], + CellLabel->"In[47]:=",ExpressionUUID->"5a1efa6e-dfe2-4d60-ae14-3a6c7a1d321c"], Cell[CellGroupData[{ @@ -3642,10 +3902,9 @@ Cell[BoxData[ 3.789819050028948*^9}, {3.78981989295175*^9, 3.789819900229203*^9}, { 3.789820346352702*^9, 3.789820358949071*^9}, {3.789831035088595*^9, 3.789831035495175*^9}, {3.790686939117031*^9, 3.790686939521482*^9}}, - CellLabel-> - "In[313]:=",ExpressionUUID->"90d2bb91-ba31-44f8-b0ca-47994c701e88"], + CellLabel->"In[51]:=",ExpressionUUID->"90d2bb91-ba31-44f8-b0ca-47994c701e88"], -Cell[BoxData["0.011528892817073534`"], "Output", +Cell[BoxData["0.009051183090343628`"], "Output", CellChangeTimes->{{3.786034765393785*^9, 3.786034815805835*^9}, { 3.786034880548635*^9, 3.7860348931752234`*^9}, {3.7860349290857697`*^9, 3.78603493955373*^9}, 3.7860350281548758`*^9, 3.786035066093541*^9, @@ -3666,9 +3925,9 @@ Cell[BoxData["0.011528892817073534`"], "Output", 3.790500053288452*^9, 3.7905008466582413`*^9, 3.790500915366055*^9, 3.790680774016933*^9, 3.790681267181381*^9, 3.7906813151258707`*^9, 3.790685728199264*^9, {3.790686487552446*^9, 3.790686539072474*^9}, { - 3.7906869354035*^9, 3.790686939935053*^9}, 3.790687522332919*^9}, - CellLabel-> - "Out[313]=",ExpressionUUID->"c0e31b1c-6cff-4223-a724-2c5b4f4824e5"] + 3.7906869354035*^9, 3.790686939935053*^9}, 3.790687522332919*^9, + 3.79088196776464*^9}, + CellLabel->"Out[51]=",ExpressionUUID->"babae3f6-24e2-4dd7-b0ec-523f55cda669"] }, Open ]], Cell[CellGroupData[{ @@ -3689,10 +3948,9 @@ Cell[BoxData[ CellChangeTimes->{{3.789820082827054*^9, 3.789820111656827*^9}, { 3.78982037403331*^9, 3.78982038294141*^9}, {3.789831775865436*^9, 3.78983177611141*^9}, {3.790686943324568*^9, 3.79068694357749*^9}}, - CellLabel-> - "In[314]:=",ExpressionUUID->"24a1235a-0106-41db-84ea-024b7cb0822c"], + CellLabel->"In[52]:=",ExpressionUUID->"24a1235a-0106-41db-84ea-024b7cb0822c"], -Cell[BoxData["0.014621758308675504`"], "Output", +Cell[BoxData["0.012502362829926339`"], "Output", CellChangeTimes->{{3.789820091591922*^9, 3.789820112136485*^9}, 3.789820384157509*^9, {3.789820595407804*^9, 3.789820619979476*^9}, { 3.7898206520168953`*^9, 3.789820708977715*^9}, {3.789822464040449*^9, @@ -3702,9 +3960,9 @@ Cell[BoxData["0.014621758308675504`"], "Output", 3.789896995440785*^9, 3.790500053923429*^9, 3.790500846700687*^9, 3.790500915950795*^9, 3.7906807745707397`*^9, 3.7906812676631613`*^9, 3.790681315798389*^9, 3.790685728471385*^9, {3.7906864883651733`*^9, - 3.790686539448419*^9}, 3.790686943835453*^9, 3.790687522603384*^9}, - CellLabel-> - "Out[314]=",ExpressionUUID->"13476d45-5bbd-4649-8fa4-e986b06fb75c"] + 3.790686539448419*^9}, 3.790686943835453*^9, 3.790687522603384*^9, + 3.7908819681122227`*^9}, + CellLabel->"Out[52]=",ExpressionUUID->"7ad87dcb-73ba-4fdb-83b2-828491e5f2a6"] }, Open ]], Cell[CellGroupData[{ @@ -3724,96 +3982,15 @@ Cell[BoxData[ RowBox[{"[", "1", "]"}], "]"}]}]], "Input", CellChangeTimes->{{3.78986498754324*^9, 3.789864996472858*^9}, { 3.790686947012381*^9, 3.790686947257492*^9}}, - CellLabel-> - "In[315]:=",ExpressionUUID->"6c35788f-083e-448b-82aa-5d86bb96b55a"], + CellLabel->"In[53]:=",ExpressionUUID->"6c35788f-083e-448b-82aa-5d86bb96b55a"], Cell[BoxData[ - RowBox[{"-", "0.9584040342730118`"}]], "Output", + RowBox[{"-", "0.038587921004946416`"}]], "Output", CellChangeTimes->{3.78989699778589*^9, 3.790680775155786*^9, 3.790681268587042*^9, 3.790681316297798*^9, 3.790685728795175*^9, - 3.7906865399149313`*^9, 3.790686947637628*^9, 3.7906875228290997`*^9}, - CellLabel-> - "Out[315]=",ExpressionUUID->"df7c4f95-664c-4667-af1e-fe8e47cb5783"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"fit16New", "=", - RowBox[{"Solve", "[", - RowBox[{ - RowBox[{ - RowBox[{"NIntegrate", "[", - RowBox[{ - RowBox[{ - RowBox[{"Interpolation", "[", - RowBox[{ - RowBox[{"Prepend", "[", - RowBox[{ - RowBox[{"Normal", "[", - RowBox[{"sample16", "[", - RowBox[{ - RowBox[{"Thread", "[", - RowBox[{"{", - RowBox[{"#\[Beta]s", ",", - RowBox[{"#Cs", "/", "#\[Beta]s"}]}], "}"}], "]"}], "&"}], - "]"}], "]"}], ",", - RowBox[{"{", - RowBox[{"0", ",", "0"}], "}"}]}], "]"}], ",", - RowBox[{"Method", "\[Rule]", "\"\<Spline\>\""}]}], "]"}], "[", "x", - "]"}], ",", - RowBox[{"{", - RowBox[{"x", ",", "0", ",", "50"}], "}"}]}], "]"}], "==", - RowBox[{"(", - RowBox[{ - RowBox[{"logZ0", "[", "16", "]"}], "-", - RowBox[{ - RowBox[{"logZ", "[", "16", "]"}], "[", "50", "]"}]}], ")"}]}], ",", - RowBox[{"logN", "[", "16", "]"}]}], "]"}]}]], "Input", - CellChangeTimes->{{3.7906857384191933`*^9, 3.790685738688867*^9}, { - 3.790685770072997*^9, 3.7906858559293222`*^9}, {3.790685893260291*^9, - 3.790685977649507*^9}}, - CellLabel-> - "In[301]:=",ExpressionUUID->"c12fa5e5-5063-4b4c-9c3f-33314d3bf3a5"], - -Cell[BoxData[ - RowBox[{"{", - RowBox[{"{", - RowBox[{ - RowBox[{"logN", "[", "16", "]"}], "\[Rule]", "72.82835892655817`"}], - "}"}], "}"}]], "Output", - CellChangeTimes->{{3.7906857941792307`*^9, 3.7906858562074223`*^9}, - 3.790685909680387*^9, {3.7906859466224937`*^9, 3.790685978424323*^9}, - 3.7906865407791567`*^9, 3.790686951549755*^9}, - CellLabel-> - "Out[301]=",ExpressionUUID->"2914ae7c-4997-40c6-ae62-793d718e2cea"] -}, Open ]], - -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{ - RowBox[{ - RowBox[{"(", - RowBox[{ - RowBox[{"Exp", "[", - RowBox[{"logN", "[", "16", "]"}], "]"}], "-", - RowBox[{"ns", "[", - RowBox[{"[", "4", "]"}], "]"}]}], ")"}], "/", - RowBox[{"ns", "[", - RowBox[{"[", "4", "]"}], "]"}]}], "/.", - RowBox[{"fit16New", "[", - RowBox[{"[", "1", "]"}], "]"}]}]], "Input", - CellChangeTimes->{{3.7906859819371147`*^9, 3.790685988545287*^9}}, - CellLabel-> - "In[302]:=",ExpressionUUID->"999b2b2d-cb71-4e35-875f-2e890e432c80"], - -Cell[BoxData[ - RowBox[{"-", "0.038587921004973685`"}]], "Output", - CellChangeTimes->{3.790685988837531*^9, 3.790686541209792*^9, - 3.7906869521066313`*^9}, - CellLabel-> - "Out[302]=",ExpressionUUID->"6c8cbe80-6b6a-4d30-a4d8-b1258c4d2ceb"] + 3.7906865399149313`*^9, 3.790686947637628*^9, 3.7906875228290997`*^9, + 3.790881968518544*^9}, + CellLabel->"Out[53]=",ExpressionUUID->"907a5ab6-eb46-4356-afa7-5e2982b3c2f2"] }, Open ]], Cell[CellGroupData[{ @@ -3831,431 +4008,6 @@ Cell[BoxData["44263406458183601052293529600000"], "Output", "Out[226]=",ExpressionUUID->"0d50940b-c5f5-44ca-810a-714e1ad8f681"] }, Open ]], -Cell[CellGroupData[{ - -Cell[BoxData[ - RowBox[{"Plot", "[", - RowBox[{ - RowBox[{ - RowBox[{"tmp", "[", "x", "]"}], "x"}], ",", - RowBox[{"{", - RowBox[{"x", ",", "0", ",", "50"}], "}"}], ",", - RowBox[{"PlotRange", "\[Rule]", - RowBox[{"{", - RowBox[{ - RowBox[{"{", - RowBox[{"0", ",", "10"}], "}"}], ",", "All"}], "}"}]}]}], - "]"}]], "Input", - CellChangeTimes->{{3.7906858407227783`*^9, 3.790685870177423*^9}, { - 3.7906864361879272`*^9, 3.790686445075185*^9}}, - CellLabel-> - "In[227]:=",ExpressionUUID->"8272a1c8-4c17-4097-8634-a997066bf642"], - -Cell[BoxData[ - GraphicsBox[{{{}, {}, - TagBox[ - {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[ - 1.], LineBox[CompressedData[" -1:eJwl2Xc81d//AHApGkb23mSXdW3XfeFyb8q1JVuZoYyEkjSVkETJFiLJCn2M -FAlJKKRQWRkpskfrd87395fH8/E+zvuM1+t13u/7Fj9ywsqTno6OLmAbHR3+ -K3HjT16WSIV+uc7zY4UWxcQnO+REA3xukKTvJJQF//UkNYWX5sv6ZJP6lNJu -HvlwmXRLY8KJJaGQJJdZZejlm0pqVQ7yZvQpIzmE+3sqJBSQIrn//fcv5zEp -HPzE79eVk24nGev/jn9COnRV2yx97gmpbHfci/XT9STx6Hk7+33PSe1x76gr -3s9I53nU3b3+tZB+XmKeCi9uIg1zZ16N9u4gnX1RJreW84IUXvLv2phKD2kX -vbV/6J2XpINb5yYfh/eSbsNq6VJ8G+lH+176j4wDJMlzdxeCLr0ibTgVkrcM -DZLKn+oRfp5+TRI05v04ufSZ9ErnYu13726SW8i6+qW1cdJDPc4o9bIe0sy6 -H3eY9yRpYcgj+2TxW1JFXzo5YG2aFCWwY2wxp5f099y+ZO7QOVJL7eGtqhl9 -pLL7Vz73lv8k7Tr8UCroTj9J6ZpV01/1RdKdOzTv+fgB0syPY5rf/FZInzVy -ru679oGkxaCUJS20RpJ6v/Ag4NJH0ulm/dN6g+ukcq6U77Onh0ghMaKnfkf9 -JnXcHAqa9v5C0hw1qVBQpYerqbdf3VIZId3iob9wQn8rKPqQHNTKRkjnmf6J -11tsg+DtN88EF4+SuFbNvtHHMMJfY0Ljz5xxkqmllkW4JhPwvTht9CN+iiRk -6uUHrzigPkmyL45pmtQXrnC4M4ITXI50eihemyZFhB6qz1LkgvwtIlf8Ls2Q -bpafiZhP5QYVaGqfOT1LWg+1vKN8nQ9Mn26nTXrPk37RVI273oiAyr8jKzw/ -50mq5rTXo2WiECfm2iWp95MUIXmmbWO/GJw8Uhdq0/KTdOi9bPuysjiQJwNb -qvsWSFk16aM7dknC2I9P7uErS6TV5h2PYiakQezPk4w/GuukJY3ARAVhJXjD -orFzmzMdWMew6gz4a4HhDePnheY74LWQqcryUzJ4Km2yqLCwAeHPCYOTlw7C -waGYAj4RNpgMPDGvkn8QCDHcRDolNphdj0/+8uIgbPui7N9twQZ7ws5rM201 -g3sJ3h0ByWwwyCEedT/aDL786LtSLMgOLbZ09QwRNGi9e0QkSZEdiD9Gfnff -oUGp8c/qCCI7sJkUSsfV0CAqk+kr1ZUdtofe+zi4RAMhM0OjqXvscKl/MPN9 -gDkcLin7JynPAaGStu//KFkA2BPvMOlywBtNLqW9JAuQ3fZ639IBDhibVIvz -pVnAuuOkc3MAB1htuWzPE2ABt5mEG9wqOKChznw486EFRD0ptqY2c8CV5W/F -SfUW4HlUa1aplwMEbdgryl5bAKHeWuDfMgdQtfvfB363gN5jseGZWpxQXHxU -MUzZEup4+Ngu7+eEnZ/DmLgNLeFec0GhvwMnWFqzqGxYW0KwQNN73UhOKI0O -U84PtwSHVtpxyXhOuD8aOh5y3RIMgocZmLI4QZilkb00yxLYOtYIg884wY5h -/DxzmyWsh17ubOrhhGdb/R5fHbaEL+KcHg9GOeHW1QtBIkuW0Pom51fiIif4 -N1cL/9plBaUR+26Fb+WCVRoUH5Sygtt7GuTduLhgQ4clzYBkBVFv9zdT9nCB -Lf0Tup1OVmAm57nAQ+ECVf1wm650K9i8Hlr/yY4LxETofzY0WEHR3OXL+V5c -wErM+TL1xQrsLG+b+53igvW8/sIwBmvYVnWfX/UKFwRPT+mk7LWGSp4n4+sp -KO4Vv6z72luDa0Tbo2cFXGAkeqVM9Io11OlPG5i95ILKa4NHBr5Zg0/uOhNX -Pxd8Ev4mqiRhA9zbdr4fnOACpbsBdpzONtDsxZ+Tu8wFVN/f62XpNhD4Su6Y -zzZuyLv2QM7psw2IKOoQlLi4YU1cQ1ZC2hZeJ5j+XZHkhjnGzRziSVsIX3Bo -b1DjhqsqoV0/XtmCtI1f0kUjbvjVvT8iVNYO+mrOOJlac0Oisd66wE07OM8f -J81+lBta5NWUZRkOwb7IjJ8DwdxANtNM/nb5EAx/LqnLuoD6LwvZ85jLHmIN -nl7yTOKGulj1kPeV9qCV/4ameI8beky/p5W4H4ZJxs98SxXccD5JjnpTwgFu -+c6N1TZxg5F2btX4qgNA59+S6Lfc0HpArohxxBHm9u0Oo4xywzxTXbjbFyfI -uClqwLqAxrtD//jRVWcwXVZi6qfjgWVCRPV2GVdYt4P+dDYekHlDX/1B2w0K -ai2yj4jxgO/m9Y9e825Ady5I7SeJB95+PLaDP/4IlI6e/1NjzgNcnjcWa8OO -giM5qe2sKw/wZSZPxp/ygB2F926ST/DAtgw/vg+xnlCz87Ej0zkeWNwgG0dX -e4GH/4s97xJ4wDC5145+zRvYu3vnU7N44Kjng+995r7gn7x8UbqRB05bNB8V -3e8PAmvbaD/e8MBl3exj5jMB0HaYm6/qEw/4kwW2C+ecAAlRjRKDPzywbrVy -mnY/CD4+COtz0uMF/rFdF4KKQ+EK89UsyYO8wJVb2PKg8hQQTqT6fHPkBdeK -dhuT/8Jg7G2RaoUfLzAM8tzf9SQcEgm1v8PO8MIu+n/e14ojQP/Oq1b967xw -Y91bdzLxNMxufExkSOcFF8/roSXeZyDV6ZtDZzEv3O1q2piQjQSTZ5tSt+p4 -wTesRvNvTyQsizPNH+7ghaXkkC4Hl7OQe0mwVmyQF5J/vnAd6DwLtCmFi1Mz -vCD1UeyivEAU/N6vZ1a6wQv/LUbzOZpEQXHJQd7QnXyg32Id42URBYd2O4/q -8vPBidDDt89qRsG24ICH9HJ8oGUVn7r26yxU9p0NfaXFBwe3ezGdzjkLRZc9 -jozt5wM3YX8hQ8GzkKVxwPyXAx9M7PEOIZ6MhOQpFT0ufz7Qyc+ZmS47A7Gp -fHJ7z/LBFZV43rze0xC9/x+3SQIfvNEXEXafiIBTm1/pXbP54FNJLVHmazgc -dXo8nNjEB5klcd3cr06BA0vaqwfv+OCb7I89wjWhYNEYXdM8zgdpCWO6Ynkn -QU+MlrjMwA/VN555bMYEg+pbwlkWXn64ELC4neNKEMheEDwmLcsPpEH7cfmE -QOCamDayN+UHrcfTO+6dC4BdKd3KQY78UL7l6YhKvx/QmdQIx/rzA+uJxwrf -jY7B6mrGrryz/DAgH1X0pNMHvhdeXKtP4Af7s2natSe8Ycz+2ERfNj88OHsu -uV/BCz7stHz7o5wflgRX7Xv+ecBLP5GHor388Ie0w9Hp2xFoEGJI1ZrgB4al -8ynuf92h8s3sJcsVfkg/TVewd487FEW9CzrGKADnDf+w3nV2gyylWpeLvAKQ -d5ZN7JyZKySPZB/IkBWAg3efTl/45wyxN69oVWsLAKmhrC282wmiDQP2dJkK -QMdy24vb9Y5wasmaY8pRAA6cEUhnaXYA/3ydf//8BUCtcq55x+hhOGIr/p0v -SgBW9jzzLuU5DPaMOz6q3BAA8XjtAFF3e6A9mXtpmiMApu36x8MaDwHZp7/y -aIUA8I6NNXQqHgId/obsyGYB0N4dcES52A6UO+7FpfQKQHjpIdFSgh3InLkW -UTohAOlUC7+DHbaoPgZ6ta0IQGyiZiizry1wfbKzHmEUBLWj4pLfWG1hVwIR -NngFgWwjHM9dZwN0JKm9HHKCENAxRPnjawOr87sEFHQEgfdIk+E5ERv4nrPA -SD4gCC6al4UiBqzhA/2zkdAAQWhZONxEtbOGrscFbxKiBOHeSmnegKA1tHjE -1RXeEITsk8duWXy1gjrukMLnOYJwNIh/541KK6hoPZz8sUIQWC/C7uMX0XkT -BucXmwXhQL+jYfshK8iSlTnO1CcIFNkvPWFKVhAbu0whrqL+njTfIk5bQrTu -EMFuuxAMOIz8ZXhlCae+N4mf4BOCs50jqldLLME/s4j1qpwQ7H/MopWRZAlH -aDd+5egIgY9pURH/GUuw/xc6XXtACG65z5QPeFoCrdyp/52TEPx22rL7kZUl -kN2NmmcDhMBNnY8z0MASdDnky7adE4LFMLPsVRVL6Nri8OrNDSGYiBy4ai1l -CW4L18Zv5wjBoNjIb3Y+S1gcqf3jWiEEst4asztYLOFSzwyvXLMQqOgGfmLd -agk8z/lVF98JwbHAb6sbGxbwoGz/wfpxIbBvbl/OXrCAroQH0WYMwlCtKnkr -aMwC3KI+pvHwCMNFi1elJkMWsBiws/qLtDB8WU3/pNxnAbxmvjNBVGHQ4yh8 -tq8VtWeSs7p9XRhIseb8A8Wo/aa9v2uGMLgob5yTzreAS9+uXpF9JAwtQYOm -lzPR/V9N19V1CcPPO5y/gxJR+5giyS/sIqDmYWrLGobab5NdkUkVAdbum3ox -FAvgWT60e6FIBMQZnsxNG1hA0XiMXF2tCCTtHml21rOAN81TzgeHRCCgMrTp -vApqf76wNVBEFBY+BRfXCqH2gQMj2kqi0PnH6l8drwXoum3/RQ+icCtA+9Bb -DjR+krdSirsonAtg2KK/E43vj3Rqbb4oNC0nF+nOmYPeD7vKC9WicD2ysyL9 -qzl0DV/pPNAqCowCk5flPpnDYv0k3ecpUYjXoAvu6TQHEWIv4Ty3GPTWPnxj -XWoOU4TZpq/CYmBYXpgrW2gO5YpbzU2lxYDMue2CfI45GAqp+XJqikFsZvqd -yiRz8P6VlFlgLwZiX4pHn0WYQzLt+4sINzE4euae8sGT5vA81/ibmY8YTL/U -zts8bg581HWN1TAxSLw5f7zewxzak517TO6IwU43luw6S3NYnqpZFcgWgwnj -dW4TM3MQ02UTnr8vBmYJgxFzVHMIH232vVMjBqbrqQdugTnI7ZPdOt0vBi3q -F6/xq5iD3fnzcg2fxOBS2e6p8L3mcKFv0DzxqxhcP9B8bV7OHAZPx2dorYhB -vjj/A1FJc4htW1S/xiUOvYtbNU7xmEONwEEnZyFx0L2fWnaa0xzGAgouqEiJ -w27KYdtENnPQ4bLv/qgmDrMs+9dmd5nDrNtTH3lrcaAymM6b0aH5VfHc+Osg -DteXGFRe/qEBeXtg9bsj4vC6oIOL8osGGY8k6M8Ei8NqaoujN3ooPbgZk/76 -pji8qHlXveUHDR7dsury7xGHK7QGh/FBGpxonVIrM5MA0Q9zcfT/0eA5lPgp -2knAWf83F+qracBWH5j3wEUC9ufnvg97TIPysg2O/BMSwL8n4N9mKQ0WU5kW -U29KgEK5vey++zQ45adUfqFfApKEXQJcUtD7x9elqX+fJODkHl6nw7dowOv2 -n+jZSQmwsX9ufPgmDf6zMbgRtiYBMbnCQT7xNNggWh/355eEgfspm62XaRDJ -FqZo5ywJwY/z/dPDaNAZq+vR6ykJjrlrEouhNBBmoMuwOC4JM0o8QeYnadC4 -cZXpwDlJaHXN0xUJogHdeNo3Uq4kqD/3EWPxo4GFs6vE0weS4LPpcequLw1y -ByQddColwV+W3VzRhwaGnSWvCC8kIZrB1sDTkwYXqxuL5L5Kgn3fTRkJNxr0 -KV0cuf9DEj0ncd0acaGBVDGFT2pVEra6Js3mO9OgJasnRmS7FNgmEjlJjjRg -vDrmxSknBf8c/X7V2NEg1oFxzx9/KWDzdle+R6OBvjLz6sxJKeCut9v60owG -Cwwcbe8jpYAoI/Jm9iAN7CuEfcvjpIB5kHOFfIAGe3aoPzpaIgV3G5gcJKk0 -+PBJJ8qiSgroDGOKjlJoEPcYzIkNUjB9kZNaaIL2x+XgAk+nFDAGuEpqGaP9 -rT6q3jErBbs0iz+dNaTByeu+jE+WpOCKG/f+9wY0kHE/MZD3Swp0pRcsVZAT -mM9EnGXaA6+smT/PkWjgeDTpqbLCHuiZkTe8TKTBKluT8Z1je+B3Y8ftndro -JWiyledS8B7YuhzuEa1FA+eGzqnA03sg9MWs/romWh/vD9dMY/fAYbmqmW8a -NLjZOP/mz4M9oOybKD9MoIGiv4idx8we0MvME5lXpsHRtjNeKj7SEONxQXhQ -jgYeetK01RPSsP9nbmoIsldFj3p9mDR8ptjsZkX2Sd/DYBwjDXun3H4Yy9Lg -+InuPPv70rB4rt+hSZoGp3klR8+h9/RSlVaTSUkUX3Fv2snfpSFi5LTEDeSz -W8LLdy5LQ1ds8awWcvRs57lbW2XAk0fV4IYEDa48OyVSKCEDjUWcb03EaZDk -3eHY5SYDzHR+giMiNEgePml0y0cGnlpnc99BTrEUVbAPRP9fYTtGQ07VPbk5 -ek4Gqq60fXsuTIOs3SJ3V7LQdX3viFIhtH5Pgt4LfZKBEzragqUCNChRFGoc -nZCBR11/jgchP8ptLbj/XQYqM0aj1ZHLrwuGKv+WgbtyAcPP+GlQ4/qSkywo -C0Gv97l84qNB03Z+S7/DsvBUwqpdh5cGk3n7TD+6y8J2IWIoAzIzkI0ox9D1 -w4Y/e3hQvIWfUJc8Iwvhmaymx5Dnp1/yD2XIwvr1V473uWnAdXmIY3+BLFiL -b90fhqwjvsD05JEstH/rXaEiXzks9DepURYONy5cnuNC+dkRPGY6IgsDNE4j -Q2RDr6tD/03LQlmW008+ZB/6rD7pBVn44mFw4CcnDap0XrXS08vBaO7Avxzk -Aw9FH9ZJysEuLwbBXcgRcZ0h8t5yMHbc9N46O1o/2TH/1BNy4Doy8uUDckvL -midjuByYkisyapHZ/kjYj12Vg+SL569EIhcGROilFcuB2wP32u3I/TRphl1z -ciCwnnVEmY0Gm990/4atysHauvEYD7JYjOXa179yEFU5lv9nNw38n0XONO2W -B4mP1ROvkbcq976JUJGHOx5GVD9kFfbo2zMn5WFrgftyNSsN6nYMyLZFykN3 -X/hQLrIh3b76/EvyMNBO+xWPbDM/9MU1WR56bp756oV86o2m3PvH8vB4/0kP -QeSGa/P1zYvyEMD59G8CCw2Mz5vQcjblYfLs64Ao5K7wzJGz9ArAsLmL6zjy -F+8DDNocCqCzNreNhkxvUkgrU1GAHaYvjrMhU+ldR9MDFYBR2nlrNjMN3m5U -h0SEK0DHPa6am8gOC8yMh6IVoCggP/USst9InTxHogKc33j47RhyQiPPyatl -ChDbU1aqjdx3uosxdE4BnI4qMX5hQvkevOeu1aoC5NclOvYhT/pGKij/VYDr -1+/3vkJes5e3mGVRhNrRIZlqZAHNK3fd9yrCp+ksw3hktyWiIs1fEUSc2MAQ -mYWDrqfvpCIwe+tEaCHXKTeHOJ5VhJtzr1r2IXMdN6n3SVCEjSSmOEHk9mma -6cVyRdiV965oZRcNlD+7+vy3rAjpgaoND5E//RZnJv1RhPMhr6ruIccKTpS9 -ZNgL3j5S9XeRJ+x91t7x7IV3u/8uxiCn9gZe+aG1FxgTuAQ9kelenc+XOIuu -21umSyA/mjKiPri8F+ZHqJkCyA6MjN+VEvbCDJ98JQdylVGsGjF7L5RwU7i3 -Ivs0JjUfatoLO5KkWyZ20qDncd5IHMM+ILhodj1Ezs16KbQWvw9U1W59oSBn -OCkO2N7eB8wfn1ENkVMFbt2sytoHNeEjz/SQE267MQaX7QO5/fBeBfl0wq/5 -7z37QFvU7LYQslWUyosxTiVQENCZXdpBg20umb5dd5Vg2adFvQD5n+A2qb33 -lEDd/Z5SDvLmx2OfrxcrgTyNWyId+aetlvX+eiXwOm66lIg8bNar1zKsBFbt -jvaRyINZ23Z82q0MQVpSZVbIjxN0ht5ZKcN3dkWmLchH0lkZ6uyU4eo8x6nf -22nAUTS2L9dBGfLPP51aQw5sir1w4ogy9BtYjMwhKy4PyjEHK8PjiRTFT8j5 -h8+EG99UBvHJb471yNZe5vcUU5SBHLDrwBNk+hDJTs67ysCQ+MzoMbJb3GvR -sRxlyKPaWD1EFnom2BZVrgwbe25NpiMnSzVw/9etDNXyz9aikI1UEknZvcpQ -0KJw9QzyItHD98qAMvznMywRjmxxiPmpzRdl8L757VQQMnOsk8fCnDJcXPBO -9UC+NP+7Up5VBezmaGUHkdV+9wyzc6gA25mvQ/uRx3YUMG5wq8CX7QfYKcgg -YebQJqwC5QxDKQbIv20yt3jsVYEupr90msgn64gWmQdVwOxhm5IkcrVDG/1H -CxW4FMmfJYa8umlRzWWrAltKL3OIIEfoegjEOavAm1BpZn7kqIbYidPHVcCg -jqC5GzmmcSDcPlEFzMVlDH4zovxwcVdITkbj+Rq4toG869+3T92pKsCnfPzx -GnIc6a8hJVcFXtrmE5eQE59LsWhUqkBki/+9b8hpzUG5nH0q0MTVMjqIPHTk -l7X5BxXoef6A7SOy0NbLjNeHVUCKsZM6gJxllOpH/1UFcmed+nuR81oa1RdW -VODElM3RN8gTHtRpxU0VeEHp/fIaWZrhXZrPXxUgi1/06kAuMv767wujKije -bk9qQy5pZero4lWFuufFPs3IP7xSIncJqYII9ZJWE/K+7aJKJmKqYPVkg+M5 -cgVFNfmprCrMHWuZeoq8OFVvsqGoCk9tBcYakAlXjTcIKqqgGcoyVY9c027v -UqKtCgm9VWx1yGs+Y2zTRFWoOGavXoustdP/haShKvybDPP4D7lu/znZdFNV -MD25MFqD/Gtmx9B7miocviGnjK0XmxTPYa0K7/LuXq1GftZRsHjNURXqt7Qe -qkKu5OsJOuuqCr2icgOPkfO9Nn8GHlWF/lJBV+w7VVKBHt6qIJV1ab4SOZbe -fP6Qnyq0ae2/ih1pEXH8wAlVuL7HTA77RFbeD/0QVZjyCn5XgXzk+xt/1TBV -YHK8exHbRmd9ds8ZVXhfn6OHTbkq4cd/ThVGszz/lCPrvD/4jfmiKoSFvniJ -rSgV5ksXowp3mJNTsEWDc6eXYlVhKa7MH5vj+WvvqQRVWD393RR7G+vq5GCS -KtTWiCpjrzmKeXXdVgWWSCEh7G8PTL82palC+JEqVuzhtZMe1VmqoOL8ZDt2 -t3H2eNE9NN/6JUbs5luvjmTcV4UVaQ1m7KrRpdEbxaqwfn8/L3ahkoj7xVJV -0M5ck8FOO0sdOVWpCsFt2/Wx414Hux6rUQV+EhzGPsef+dm5ThWsIzwjsIO9 -25wtG1Vh00QnC9ujemGY3KwKuX3n2rAPbRVy0mpVhWvFK8vYppYmQwodqlBU -clgar59edqCDaJcqPBLwccRW+pH2keMdWo8bQ7ewua7ND2x8VAWX9l4WvD+M -A/yHfnxShedxL2nYG1Lk9yOjqrDmsHoT+/Pz1L62GVUQ2vFJGO//g3WDtykb -qtDjOGiI4yXDxN/i2h9VMMqbjcNOSL7dHblFDfwUct9jn1SefXN0pxo89I7z -xvHmFcVtdohFDeaqt5diH+4kdZqyq4FBROUitr5PcocKvxpIXNodiuNVpaZx -/x5hNYg22qzAlto2084nrgZXvC/PYvNYcVKZ96jBUfb94k+Qd+YQ2/7Jov6f -Dllh//7hbbKkqAZNxu/OYc/pJr2cVFYDgU/PCrFHrzWQBwlqsMGp0YHdNzD5 -4o2WGjC/b5nEbt3DbtSkpwY2Zzd/Y9eG6DZXgRqoiScy43wrafI0KCKrQblM -NTd21u7E5+lUNWgcfsiHfdO5jnTjoBoonPv/65ceTjResFCDMuBgwT61wap/ -ykYN3hhv+Yf796VoP/W1V4M/Bc9n/zdeWf6XFU5q4K1u8RY7eNdG54abGoQO -OVVgr81+6DPwVAMRX5U47Mg3/w1f81UDih7vEewtZakTbwPUoI9kp4Z9JTH8 -O38w2o9ZAh12orXW7wen1SBleDwerye3Ot+2xSg1sHunbY6dxrPOpHNRDarf -6rBg5318IthxXQ08nbWj8X7VuGrqfstQg9jEJ1S837oGvEaquWqgO/J3BcfL -c4k109MFamDu15yL/eprjcOuUjUwNLq+guNr2E/jtPwzNZDWP/6/+KQPV689 -NqoGXby7ukqRYw5zN1V+Rfv1Vigcm1l3pX1zRg1WvmpKYnP/rfoQu6gGpYFr -kY+QZS8R1ou3EuAvg7NBCfIjTy66pe0EiG04u/oQWZWyvF2XmQAbDe6PsPV2 -VfG+5iIA8Vq1GLZ5oprm7B4COBbuEC3G8RDESVKTJ0CLXMf4A2R76yWTM/sI -oCf5qBj7CM9jOyZNAtzaMauPPbWW5GKtS4DLggeZsf0/BnulkwhQujQ4VIT3 -O0P1lAKVALctos5j/zrLERVykABGHvGHsKNdFy/XWxBgi+MzJextBu/it9oS -4MUwyy7saxKVKQcOE8BPJGiyEJl1W1LmLWcCfB790oKd9DWoYMidACuh5gXY -GUUq1X7HCHCe+Z8fdvvHo+3ZxwnA8fG2FfbyrttDvcEE+MQ+qYMtptc+tz2M -AFdbh6SwDwRsbtE7QwCGUk827FNZityB5whwTTrwz33ke90usvkXCZCkPjmL -vanygsYch+4XVNeJLX10xR0SCdDwY6oR2ypZJvRkMgEUs0UrsYtXr6cPZxDA -KpCYjv1eprGULRf1xz+diE1/+GcTuYAAXEzSMdiH622mSx4RYHHn+5PYl75f -+TVSQYBdQ1v8scuFa1m5awjw9gzhKPaOaGH1s40EWB7nsMQmVJhTK5oJoP0g -gILtNnbe8WsrAbbp7CVix3FWHed/TYCoJ3tUsf8jT5436ybAzm9y0tgToXwp -53sJ4GzAxI/NVmhaVD1AAP++u7uw9T5E1s8MEeCUe/5mAbL3zrIu4REC/DFb -n8ZO0hkdtZwgQOt9937sRj/OlcvTBJgSffgM+1uG8Y667wQo48oqxObpChOc -+0mA+hj6eGzDfw/2SawQ4IdE9gns48rDBnYbKB40tc2x09xZbWP/ECD3abIC -dmsSesTfog6mtie3YS++CD6zyKAO9sZ3P+Yji6zkJ0jvUgemyBfF2KGHdlYn -cKhDZ50YYOdc1W1v5lGHx+OdW7E7awOGVgXUgS4lsDkPef1b9py8qDoc3PLy -DLaU0LstrpLqcJ7+ghK2hdk27lsy6tDG7/LpHq5PURqybQrqcOME62XsvpE0 -mhIBXW+ofZ6LTMfxxv2oljq8apGywVY0+nfyjp46LEZkjOQgXyw4mv6PrA49 -p+58zUYufZ9SqrZfHcyDr7tgD25vb/I2U4dzTgFvs3C+H1Oc7rZVh4u0dwWZ -yC7pLr+2OqDxVjVux47tTGTVclGHkhY/jwzksX0rhBwvdRC+3sOajuv30tPz -gWHqsP6ZZW8qXu93ie5OZ9RB63dU2B3kgxVHDajn1GHLcn7jbXyenti5RSxG -HWbH0oxS8Hy/2UR331aHnVMDCkn4/BudjdpXow6U46mJ13G8dPNHfl9Wh6ao -TpezyPyl3x0/rKvDZ1fyqUjk1bhnui2/1cH/UUT8GeQKU89f6ds04BeveX0E -zq/W8tMHuDRgnHmE+xQy+1NKRLGaBixLyncdR54sDj3lE6wBLOZeR92Q7YT/ -fi46pQEG/cnHXJFf3rhCmTmtAbmsTUEuyPkn7/Adu6gBp1VHzznh+qZfW+eX -rAFuBeV37ZE/v/3993iNBnDTZh5bINPIl73L6jQgQFbxsTny0xqWnvlGDYhv -0qyg4fqTLpIb2KYB4KTz4CCygycYBX/QgMfFZZepyP3rF2NCNzUgmkztJSGT -/Zh/Vv/VgLXbwuX6yFWfku1X6TXBkPHmNSLOn+YCuTAmTRD8XaCii+Mrru11 -uJAmBHdmWGrg8+avOaFWTBMGyVGs6shKQR8yNqQ0gcknrlUN10u7mYDTezVh -rPaojAqOZ1Emtkh9TVAR1LuvgPcj6VZ4g6Em+Ki0acgjP9wmNPrbRBP+cPU8 -l8XxMqNYedZcEx7dDXq+B5n6mGZzzk0TuFUcvEWRW0ySUi9c0IQS4W4iO/JX -r/o3p69oglZ2QfhuHB8xE/QhsZpATW1/xIL/v00j4GiSJry+mrJ9Fx4PZciA -fE8TXmpnnKVH7qVKzTI0a8LXYfvkRQYUn6Y1xGtbtEBgd4tjD/IW88GxG9Fa -8FDokMFVZDqDmi05EdpAvrL9JT2yA3mq48NZbfA/uPUuHXIVhS+Z/YI2HNpR -7v93G3r/p52WvhirDZVLzzg2kd866h/wSteGDz/YDi0g3zvVmqz4VBu0BbQf -fEEml7yXqaXTge22jBb1yFll2xcWtumAgnwdYy3yeqVWnfxOHTAVaXxag1xS -m3Ywg10HgH3f3kpk7jaXoHMSOjAhOcz1AHlydLLOmKwDf0YiRe8gX+VdM3sX -owMxB368Pomc3N4+3nxdB8Z+po4GI2dHpEU8vqEDB37zbAYi1wwRC5Lv6MBc -yjO1AOSv2Zd+2xXqgM4O6deeyIayHA+HWnWg3dc6+RAy7eM4dHbowLeIumFb -5MOx1e8bunRAaTJP1gY58Ls9fdZ7Hbh6Q+S1Bb5fefZht0kdkDS9omuK/Ftr -746vDLpQ41PcTUTe8e1vZv9OXRAcPWKth8yZ3qPWyqILAg6/BnWQ5f+EuBZy -68J06IcVTXy/proa3z264HfsioMqHv9+quccWRfuf6wfkUFu3uT/9ZmqC7RM -jTxp5DcPZxO7D+qCe1WG7x7kCZYbDeU2uui8lKCXxPd7188Z4qELhtJt7iJ4 -/A5Hm9cu6kJuwb8BbmTW7G8jeld1IZ+L0MyF92M86N/5OF2I+1Vazok85R+t -x5yiC0uM1mnsyC7nMmvE7uuCBZdmNgue7wupfs9iXZh1vlzMjJy2o2SpuFQX -5g1aapmQ+2/WKas/0QWHyJHxncgH8weK97frwuYhDk9G5G/TLq8SOnXBYK9P -AgPe372TU709urDVQa9+G/KLmmUpl4+6ECkvIroVWecVe3bwN10IGR1noUOW -nTtwK51ZD562Tpza3IrOM9XeihE2PZDmv9K9gewR5tCzh1sP1pj95bGz6XxZ -yoX1YGy8cHINmYfzSkzLPj3gfUE4tYK8Tev5mR8WejCvMTj4E3n0PMGDlKIH -ltYKEtPI0jysCYF39eC/6JWsKeRjxVNPcjP1IIrUIYS9/C6Nadt9PZCDbsFJ -5B1SWx631+hBh9ZH2Qlks/8Ghzfq9KBn6XrZOHLSwSpGhWd6oMNXq4ktGOrt -EN+mBxxDVQfHkPe1vtli9UEPInTPx44ghzgUKlwc1gO+g/Yi2P/NRdtWjejB -qzOMVV+QDXgJD3hm9ID9K9vXz8g2PmkWQxt6kPBxxuUT8t3fIaeZ/+oB3UoM -PfbnRLN8Ij0RPjabFA0je9fSrWfvIgLcNN4cQj69yzvbQ5AInL/YageRn2XB -qxRRInS8OHcce5uawFKrJBG+lhlLY8c7vjGRUyRCSuT3jI/I7+bvBzooE+H3 -kQFHbJ5L0WnXCURwD98rjJ1Tojb3Q48I3xcUCj8gfwUWPlEDIiSvDZ3Alu+f -NLAwJoLhCUZd7Ko/d1MqzYgw/Oj9hwHkjZshz8YtifC34vxDbH1psxkuOyKk -3quIxm6j0RHDXIjwOqJQFZt5/KNX0REi7NcO3I1tEfY48aMXEYTvvJh7j5zC -FF+3y48IHnCvB3sw22tC9wQRqlKYq7FFCcAaEEIE3of0Gdge7fxaWWFE4KZe -uoz9wGnJvfsMEQqnEoOw5352XqeLJoL2fzJu2GqX71erXEL9pVMsscP5o78c -uUqECJl5MnbDo8M7k+OIYJ0vpIu9xVBN7WUiEW6zdqlhm7xndl5NJsI/7i1K -2LHHJq/I3CVCu/BjRezuv8/K7TOJkK43+j9z3bo7eC2XCDl6V//Xflc/59vg -AiIIzGgRsOl4E9ocHxDh6c5d/7vfqv2ORvIjIhSYrxth/0i7ULW3ggiLKnTm -2BPDv4t5qtH6/xB2+t/6iITl/vuPCCVXzPywe9wW7kw3oP5exkZit97zS3j7 -nAjROm9v/G9+E18v1bWg+eoIFWBXSrudyWsngtaoVwN2kc9gUFwnEbzZSvqx -s4ttfEJ7iNB0YvIn9u3vXS4ufUTgCmBjxfsXt2+/LeUDEfT1pPZih1cSDflH -iLD+52cg9vHlJ1r0E2g/NDJTsD00VJVmp4jg+4a/AduyTlro6TwRVKV8WHF8 -UX/ncNxfQvN1UNDB1tcX3HljjQiKn3K9/xePzbtX3f4RwZJwrQ1bbFvs9/1b -9SGmfGYDm9dk27jqdn140zq8F8f3to717m279WEz6VAa9qe3ow+KRPSh4EnG -JZwvfZxOOTcl9OFVYWIzdoft+9unpfWhcrFjC86/mo8dFw/u04cUxemL2Imj -j51/EvVhKOFGCs5Xw4XL7FrO+lD2Q3oC5/t9NvmItnR9UFogduN6sm/y8Pq2 -HH0I7a2VxPXnSf21MMN8fVBtuReG3e41E/q0RB+Op7kJf0X+1lAU/PipPkxw -/XbG9Ss46cPCzybU/22rh9i/vHcE7WvVh/u3D61hM3P6nHjQpQ/F77dfx/Vv -r6+Mf/YXfRDUUsjC9bJG/9Ds8Lg+LDSIf8bW54o5JjCtD8qyy4IzyLRnkz4p -P/WhP+RpIvb7ZJ7pd8v6MPn9TBu26zETb7YNfag/W/ALO5D7vuf1LSSouP/S -8dtW/H7RP9HOQIJku/Mx2OefM3gw7iJBlZlqOfau2+rjRqwkyDGv68dO8vM8 -cp6DBO+7N9ewBQxSRht5SFC80Mczi5zH89LttwAJHK7KqWIrfl/+oi1Kgq28 -H/djVzVJuYZJklB1eOGMrXfH5nOVDAmEUl8FYL/0v+S8qEACDbqOCGyaYdWw -kjIJUg7kn8d+zzvhGEAgwXN/zcvYLj84h4q1SCDJeOQS9mSzkcO0HglYjtGf -wz6eGvJxjwEJAnr/nMReC8izP2pMgtwOFy/saKPegZz9JNjZq2uNvYN/66HP -ZiQIgYe62Ilzqu8FrUgQof5CFJuv5YjtYTsSXMu7+w/PP+duUt9tBxKMmJKH -sOVONFv3uaDrdR8qsSvJi+/Yj5LgiIX/FWwdAQkrc28S8Gtz2WE3z1u+jfMj -wZ7Ar+LYB16et+g4QYLBZ8szeL+cAkdpxuEkCBsWPYE9YczedSGSBNupHorY -AYIGZs+jSZC0U2sSx0dUa84B3Wsk+Fg6bI7NmNHTER5PgvrCvn84vm4E0ZnW -3CTBvFhxCXaOkBtVJY0E53K1/+B4bAoWNZZ5SILS0OUzOJ43V+YThcpI0DX1 -ThCbEPF8mP0xCVa0Q2tx/Bedcz/5u44ERQH6czhfEuPy8t52kEA82JeEz1+3 -+zL0kd9IEO08eB3nV5rculnQHIqvGFtW7L6S9rteiyRIOOJ9A5+n1Me+Kpab -JNj7Iioe5yffiK0yJwPAD9Wm0zi//32/4zrNBcBgZyiJ61nGvmiGcR4AfckT -yf3IWoE+Dz/xAeznG9mGHbyktfZOCMChoWq8F8fHxseEp1IAnUmKaW+RuxiF -GpMIyMIbC53IWWI5QkQbgMrNoAsvkJ9GbtL59ADsVlkvzMX1vWzy54V3APKe -TFLYyuPvRjL7AJY3gnJykPP3P3ze+wHgZKVUWjY+X3icokmjAIfHLydmItuV -P/3Hswggdrb14l3k+fHovy85DQBaZmk3kcUPbP8tecgAPHW3H4vC691v9E7g -sAGM25A6z+LzyzW6iN3RANS29u7FPhayYfPPxQD0jZXmz+D8Sp99NOhlAFyP -8v0icPvv3a43TxkARTDM6iRuH5/64m+KATD1LO88hhzJ23935Y4BqLNoe/ki -J+SyB36/awChU0+afZAfV8cKDWYawJHA05HeyL8/RYZWF6D//5u95IHjaZ+7 -jH+1AYSsnVt2xffvlrv+sc8A5BtaHO1wPEg2FWy+NwAtkKu3RfYLs38u+NEA -ZlSdBbElRGNWnD8ZQDeV+Nka93d8wnXsqwH0XRA8bonHy5JNmF01gCjjF08O -4vPiANfn33yGMP5jfNUIjyfr4bqwoCEMKlsFYw8sGnKShA3hy3935wzxfNKC -qOfFDWGRVjJjgOvvTFclg7wh7MvOnCHhenL1WgyrriFcH5dj1cPnYetfZTFn -Q4jp0+siIEPQpIqwqyFkxl73xF4W7FIVcDeE4Q/if9RwfgZlErg8DeHqs917 -sfcK6WntCDCEAHWbGyo4voIiSD8jDWF0t4H9PmQ24WWz5xmGcLtmZ6cMckvb -EO1pliE48X9wxQ4PfmFel2MI3YEsS9LII21JllX5hmDx6BovdkWwim1RiSFs -FXl9SArZqv24U2KDIZir730khvM9xM45vtEQnuqxqmHXCeu7xD7H/TU8EcXr -HcLidqnFEEL32D0VQV4ULjka3mkIJRKW/wkh3wqZOeY2bAimrzKP8uH6bnI6 -yPozWk/rnX28yPf4mMJNRgxBsSvbELvyqeJlxQlDsKKKCvAg92wPzF6fNYSg -WpEKTmTWjNXexF/IG1EnWZFvH48ZvPjHEOSE1ptYkIUN+EZP/TOELR9HmLEV -J7XnnLYagXiiWjoTrofKZ3fIMRlB+6Bz+g7kqy1biU0CRrAvLUWdHq/nnWSj -KiEjyFw56LYF+Y7vHtNCESP4Nku9RofPc1bKoXgJI0iwM3z/lx6dL/axQYfl -jeDwk1znX8j0P9juL2gbwfJL3r3LyJHcIrslDhuBkAWH1FfkNxU7HUiORmDH -cltgAlmEtpLv5GwEA4oDbOPIz6506txxNwJ7UsfvEdzf+mkv5mNG8GXn795h -5JjBgaerp42gjHDjeh9yUvZN/9cZRtAl7namBXlc9+yT6SzUn8e1iy+QCR98 -6BlzjWAr7I5vRu5ng1QoQP17u+Y/R+a7MPei+hHq77H11wbkLI8DgjmNyLZO -ddXI83SaXk+fG4G2e+anKmTIlKgYbDYC+Vvf6bFH+zdMuNuM4B7bF+tKZClK -UXBstxGsZqixlSE/kGPoODliBLJ3rH4VIb8TMvgVMGYEts/MLbB/7z6r6D1h -BDsmsgsLkWmrywmHp40gfNnO+T7ycvOEtf5PI6hI/fE1D69XjdhlzUUjSD9l -QcOmPHCqUV42gjc+UHsPOe1GH5/kuhFIhY7fzsXjdWr5tJ2ODBOU1aBs5GPm -dLu30JPh/cEL81nItwz1YHMrGXZUvD2BPSlbde/7djL0pfeFZyLHreR5v91N -hjvtwo/SkWumv6R2sJMh8F+YAfaXIcGOF5xkeMjZ/iENWbX5lmINLxlyF93Z -sD8kXFxIEyWDCJNEfirezwvPJJLFyWDE99YCWyH0l3W8JBkUqvLpsKMcQ2rO -yZCBvafb9w5yEa1sKlyODPQmqpLYbw1m+YIVyJCk0f3lNl5v2aNnPJTIoNv5 -5gg2TTC7xFmFDEU/tOWww1iHPtmpkcH1wspiCnLOFt7dFupkiLvH8By7Y9kK -9muSQfrQiUTspamEIENtMvy8q+mBLTTUcU9XlwznbY/qYpt0MfYRiGTY67nG -jX2iyZBhH4kMMinrS8nIqVVRGjIGZPC859eP3VxY5y1mRIYHOrZ12LNpq6n8 -xmS49Lv2HjZXgmoHB4UM9mFZCdj654//YtpPhgMK26OwvU8WKzIcIMPha+uB -2Inek85/D6L1WzrljV3nIHFjjUaGtPor7tgTZi7Pf1qQoX6Pois2i0HawowV -Gfo9/dywNQjvJcZtyDCUQ/XEdpPhsBm2I0Py97YA7FgB2uV+ezIkmP+IwH7M -ElvT5UAGuaaGa9jDdK1TbU5kSJTTycRmXN7C3+RChifuvlXY6+WpCRNuZOg9 -Uvv2f/MNUNq24yhaDxPf/63PZ/nWCAVPMvhXn+XH69cz5TRP8ybDktEvI+zm -/CWPYF8yMARNBmNXu8cOpviR4dl9o/vYaUNPXg6fIMNbP08BvL9xqTRdumAy -xHupOmKfs/1aLnmSDM/hQg62RzdHxrFwMnRcrNPC8WMX94A94TQZrMuLr2Pv -3w8xFZGovdHecex9LwKC16PJIArr2TgexaK3TQteJAPnSwrDXWROYroz6TIZ -FqY1T2Cv17RTr1wjw5TLdksc799CXBsfXCeD2Z4f7diflFfV3sSTwSQk2hjn -S3OxpChXEhn+FNYfzECu8q5L1kwmg4Oj7wB2oZTlLsfbZIhV6vH6X/5lRa3k -ppGB7UfvLZyfdkkfXyvlkSFv56Y0zm+qeaCBdQEZ9PKeDGDrMm9/cqqQDHT3 -DOJxPRC7Qrj39CEZfo01M+bj8UXcCD9QRQaCT6karjfDGtJzx2vIEPJ4KxOu -R91LDUeT/kP5fExtCrsq4BvtYwNqnyRTWozz0914j/dLMlQdvXSqFDlQZDgt -to0M2aTuk7jeHR0KZit9RYbXFn/CyvH4bHN+Lb8hg/oMQzyujxz7f7298J4M -u7Q/LNTg+SpXRGVNkeFvU819XI+Pcy9sPJkhQ6u90Y8mXL83lUPfzpIhvzFG -C9fz5y/K/bb9JANjlfqnl7i+2JXbH1tH+SPH4foaecfZMlWNncZgEPbdaAC5 -y33+kTmTMYw+v9b/ATnZREnOl8UY/q51+g3i9WErE81gN4Z8Zv37n5C18kqZ -6QWMYS4r2QqfTz6vHk2+kTeGgU3xmEUcH6U/3KcUjWH9jegRfL4tJ+39RKdk -DN5qWQaryNFOj3rV1ND9qthYN3E9mC95flfXGB4dPDmMz9N27pI0z4PG4PhU -7SAHfr85Ukz7E2AM+nmXHDXw9Uyd8sUTxlAwKXRbC9nrYwf7dJAxSCUp9ung -52GL2b53ocbgdzHHAT9viZEUHYvOGoO0kVMiFZlHqNTbOt4YdEP/pjki07+v -iH5QYgymbk07LiEP7a+ttJ01Bg/+yGX8PvAu7/ReUogJ+JxXNMK/d3PQ1dTq -hJrAmu9Z72pka6cFY40wE7iguhn7H3Ifl4/L3jMmcEjbuLsReeCy7Q3Bi8i3 -Gg+8Rh72Vl5YSzKBfTZrOybw79sKk1XllSZwdVJAk4uBBtJXxQ1KqkzgTP8p -GV5krwmnN4U1JjDwxpxbAHk6o/drVp0JXFnUnxFF/sbSxBPfbAKLZhGBCshz -8+nhvu9MgD3Rc94Aef2xpZ7EogkoOsqR/ZGZtTS6OJdN4JOxc91xZLEGATeG -VRPoXDdTDEKmtoxfnN4wgf8+y2w9hXy3L/R16RYKmGTuPHMOWWflroMuOwWG -r1VfvolMi4j6rshJgW3r9uW3kI/8ORIlwk2BDIv6/hTkWAbFe1v4KbDb9gxb -GvIQd+NMmxgFbqYIku8hR2qMhdsoU6DXwTilAjmxrnWXiSoFjsrt9niMnK// -MEOTQIGlmuuK1cidJiefC2hRIG+3ffF/yMKHGHeMkigwcvfQoWfIqkPf7r4z -oIBl4duF5wz4/aVbocWIAt/pQi43Ix/3TjUvpFAgqnvizkvkxjD5OwHmFGjT -SvJ+jfzuF6ucqyUFzh+zedWJPHluqc7CmgJyY6WSXcisVxs+qx2igAfbRBP+ -XuOSSpPedKGAk5HFvX7kYCG1/2bdKHBhvL/1PfKVHF7TT0cosKDkPj6AXFo0 -EvDciwLsQfrbBpH//RdcfeU4BYxnt49/Qh5mrLx+L5AC/3qvf/iMXGez4N4Y -TAE+ho0XX5BP/jzBunqKAu4reyNHkS31yybYIyhw7lMLdQx5X9xc3d4zFPjg -Or5rHMeLTIC35zkKCD20OTGB/DK0hHj+PAV8/4ayf0W+92KWM/MiBR7TNRRh -R7MrfPvvMgVyXrKoTyI7ux573hdDAQYzqxpsnUcPbv+8RoGJC4GKU8h8v6b9 -meMo4E8yv4O9QpU1kk2gwB+T/lXsd7e9+cmJFJA0nTGdRi6buD/vmkSB9K9B -t7DjVCdfnklG+3XPtgf7WPSejDu3KXB45fSWGWRKl0fw41QK/CK1S2NLCeVT -u9MoUN4tCdj0x8ZFZjPQ/D6HmGF/eSKxwpiN1vdmFg27geHIa4lcCsRtXjPC -vmudm6ufR4EWPiFF7FO5I2EOBaj9e50d2NbzorRThRSg39k5gMejTHSVSnqA -xneyOg2b5XrW5qOHFJhtHbbA/vbhU8+rRxT4mi6ziefbLi1c+LWMApdPn7mN -XXDS6eyWSgrA+6d7sC80p1sLV1GggbWvEK+nG9uQnHYNBTpO5AlhE10E6Gz/ -o8AxFfZLeD8ESg6/D6yjQGcY/We8f2sbqSVxDRSgWDvJY/dRPlwoaqRAyPOt -vni/E8btlEaaKTD0uasBx4efym2G3y1ofaQb3o7g/D7XP8TbRoHtCrEfcDxt -FbS5av6aAp+fOdTj+BvxueXi94YCuhTpO8M4P2reEWK6KaB4xsNjCDncynK0 -sZcCFX9evfuAbJuT+GSwnwLyBbUhOL5V57rjVwcowPiwhAHH/49rNJ19wxSo -eqD4+x1yx0A8m+lntF5O593eIhfteTPpOUKBveM+1d24fjQduJU5QYHWreeU -cf6Rdl/3rZ2kwGTtSbsOZCHnDlL/NFq/09f925Hfr1O/M/+ggPrpBz4tDPj9 -zcQ4coUCAw+iM+vx99P+/i0n1yjAsUA+VotcE+HZ6LeB2veckH2CLPHikqbj -HwrEa6SFVyJv2r6Q02GgQnpkvmcRcvmm1aTKdirYvaSrL8D1OHvsntxOKjCM -bN2Sh+N7eosQPwsVOmIzXTKRi88A6zoXFex9Tzrj+ugm1tMxz0MFkouzegIy -z0vXmCk+KsRkyv2JxfHAeo5uQIgK3/l3Ol3C33dzny5WS1Eh746iDa6/O9t0 -BkIIVGBq5eM7hPfDr+OWnwYVJj5Hj1nhesDmYHFUiwr0c9rpNLx/hyNeWelR -Qfqg1oAx8n/fn9SrkKkgZ5p8Sg3Zh0M9Z96aChfZdukxIYs8aXGasqVCrIPj -FwYcT442/F8OUWEvOJ3A35ehICSpy5EKTyPobVfQecWnVXnp0VEqFGcsq31G -bnNW8vULoYL4zs+yJfh8POpTnxlKBYOHci35+PujTy5LTxgVLPYZG2cirwZz -VhIiqSATb7Uejyx1dW3zzyU0v7hE4ePI0ZXP4hJvU2FpMd1QDrnzyfrn5lQq -/CholBVD5n2qorKSRoXmKINFHuTStrz+w9lUuHGhfR/+/vhpOEZEsogKesOR -+/HvezrbLcqra6lwJEVn7BryFeZr9NP1VHj04Nos/r3rLXuzjUAjFe73VvSH -IPsIETaimqnwN2T6gDN+v1fhM6S+psKCgHc9/j1l2XGkd3AY7R+f6AX8PAXu -/NIsX6iQG3/6ciPydS+rcNIoFQiP2bwrkCWCWoTyv1Kh39iwBT9vW14p8gyY -Q57eOeaKnHF99En2Typ8mYh9Z4k8nSiw690iFcay5rKN8PNSelypxhoVNFPL -e6SRO3Ne0vluUGG++YkaHzLv/b9W6b+o4HlhKXgn8pGHmgVv/qDxsmslbG5B -61MeuPbvHxWyUw5fnkX+PyeqAnM= - "]]}, - Annotation[#, "Charting`Private`Tag$62295#1"]& ]}, {}}, - AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], - Axes->{True, True}, - AxesLabel->{None, None}, - AxesOrigin->{0, Automatic}, - DisplayFunction->Identity, - Frame->{{False, False}, {False, False}}, - FrameLabel->{{None, None}, {None, None}}, - FrameTicks->{{Automatic, - Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic, - Charting`ScaledFrameTicks[{Identity, Identity}]}}, - GridLines->{None, None}, - GridLinesStyle->Directive[ - GrayLevel[0.5, 0.4]], - ImagePadding->All, - Method->{ - "DefaultBoundaryStyle" -> Automatic, - "DefaultGraphicsInteraction" -> { - "Version" -> 1.2, "TrackMousePosition" -> {True, False}, - "Effects" -> { - "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, - "Droplines" -> { - "freeformCursorMode" -> True, - "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> - AbsolutePointSize[6], "ScalingFunctions" -> None, - "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& ), "CopiedValueFunction" -> ({ - (Identity[#]& )[ - Part[#, 1]], - (Identity[#]& )[ - Part[#, 2]]}& )}}, - PlotRange->{{0, 10}, All}, - PlotRangeClipping->True, - PlotRangePadding->{{0, 0}, { - Scaled[0.05], - Scaled[0.05]}}, - Ticks->{Automatic, Automatic}]], "Output", - CellChangeTimes->{3.790686445298112*^9}, - CellLabel-> - "Out[227]=",ExpressionUUID->"6ff7dd61-33ec-4b7b-bbe0-cb1daa8344fc"] -}, Open ]], - Cell[BoxData[{ RowBox[{ RowBox[{"\[Rho]8", "=", @@ -4317,7 +4069,7 @@ Cell[BoxData[{ 3.790502002763351*^9, 3.790502012968639*^9}, {3.7905024679717703`*^9, 3.790502472800358*^9}, {3.790502738458009*^9, 3.790502748395129*^9}, { 3.7905028635862017`*^9, 3.7905028895420027`*^9}}, - CellLabel->"In[36]:=",ExpressionUUID->"49fe8588-a840-4740-82fd-06e6920b19de"], + CellLabel->"In[54]:=",ExpressionUUID->"49fe8588-a840-4740-82fd-06e6920b19de"], Cell[CellGroupData[{ @@ -4351,7 +4103,7 @@ Cell[BoxData[ 3.790502688930539*^9}, {3.79050273258263*^9, 3.790502736403462*^9}, { 3.790502791574119*^9, 3.790502816300976*^9}, {3.7905029000440617`*^9, 3.790502900230397*^9}}, - CellLabel->"In[40]:=",ExpressionUUID->"63c8922f-d24e-46ca-a537-602acfdc4822"], + CellLabel->"In[58]:=",ExpressionUUID->"63c8922f-d24e-46ca-a537-602acfdc4822"], Cell[BoxData[ TemplateBox[{GraphicsBox[{{}, {{{}, {}, { @@ -4794,8 +4546,9 @@ c98= CellChangeTimes->{{3.790501975959618*^9, 3.7905020568911247`*^9}, 3.79050247396424*^9, {3.790502647200412*^9, 3.790502689232744*^9}, 3.790502749273424*^9, {3.790502792035192*^9, 3.790502816523964*^9}, { - 3.790502872347569*^9, 3.790502900553187*^9}, 3.7906808091204977`*^9}, - CellLabel->"Out[40]=",ExpressionUUID->"e31e8467-ff32-46ec-80d5-174702afc3f4"] + 3.790502872347569*^9, 3.790502900553187*^9}, 3.7906808091204977`*^9, + 3.790881980395074*^9}, + CellLabel->"Out[58]=",ExpressionUUID->"3c60a760-b3ac-4d7b-9b04-c7d37b0d7684"] }, Open ]], Cell[BoxData[{ @@ -4842,7 +4595,7 @@ Cell[BoxData[{ CellChangeTimes->{{3.7905019043473682`*^9, 3.7905019700870667`*^9}, { 3.790502002763351*^9, 3.790502012968639*^9}, {3.7905021289101*^9, 3.7905021961735163`*^9}, {3.790502479326455*^9, 3.7905024854037313`*^9}}, - CellLabel->"In[41]:=",ExpressionUUID->"666e65f1-8d79-40dc-9b3a-fee9e9d2fc06"], + CellLabel->"In[59]:=",ExpressionUUID->"666e65f1-8d79-40dc-9b3a-fee9e9d2fc06"], Cell[CellGroupData[{ @@ -4871,7 +4624,7 @@ Cell[BoxData[ 3.790501974222625*^9, 3.7905020566343613`*^9}, {3.790502159523988*^9, 3.790502162452405*^9}, {3.7905026513955193`*^9, 3.790502656361638*^9}, { 3.790502718545635*^9, 3.79050272132894*^9}}, - CellLabel->"In[45]:=",ExpressionUUID->"fdefbdb5-3432-48a1-ab56-2911aa735797"], + CellLabel->"In[63]:=",ExpressionUUID->"fdefbdb5-3432-48a1-ab56-2911aa735797"], Cell[BoxData[ TemplateBox[{GraphicsBox[{{}, {{{}, {}, { @@ -5356,8 +5109,8 @@ Lq9ojMJ/AaQ1BE8= CellChangeTimes->{{3.790501975959618*^9, 3.7905020568911247`*^9}, { 3.790502162871426*^9, 3.790502197077286*^9}, 3.7905024866172*^9, { 3.790502652323476*^9, 3.7905026569786167`*^9}, 3.790502722784449*^9, - 3.790680810877782*^9}, - CellLabel->"Out[45]=",ExpressionUUID->"8893f64b-517b-443f-b85a-3a6f0281d005"] + 3.790680810877782*^9, 3.790881982342059*^9}, + CellLabel->"Out[63]=",ExpressionUUID->"995f7987-477c-4037-9f2a-a4db92542026"] }, Open ]], Cell[CellGroupData[{ @@ -7300,8 +7053,8 @@ Cell[BoxData[ CellLabel->"Out[55]=",ExpressionUUID->"3e2cba64-6d05-4547-852b-bb9117d96801"] }, Open ]] }, -WindowSize->{759, 1196}, -WindowMargins->{{Automatic, -1918}, {Automatic, 2}}, +WindowSize->{954, 1055}, +WindowMargins->{{3, Automatic}, {3, Automatic}}, Magnification:>0.8 Inherited, FrontEndVersion->"12.0 for Linux x86 (64-bit) (April 8, 2019)", StyleDefinitions->"Default.nb" @@ -7317,110 +7070,98 @@ CellTagsIndex->{} *) (*NotebookFileOutline Notebook[{ -Cell[558, 20, 3307, 78, 176, "Input",ExpressionUUID->"6ca216e4-4a7b-4e5f-a718-f4e70c77d6a2"], +Cell[558, 20, 3307, 78, 134, "Input",ExpressionUUID->"6ca216e4-4a7b-4e5f-a718-f4e70c77d6a2"], Cell[3868, 100, 668, 18, 49, "Input",ExpressionUUID->"f756d73a-4921-45d7-acd1-44fe21438a02"], Cell[4539, 120, 417, 7, 26, "Input",ExpressionUUID->"c91e85b2-f90e-40d7-bf19-7a03fd9499bb"], Cell[4959, 129, 819, 23, 26, "Input",ExpressionUUID->"1b068f0a-fa61-487d-893c-5b00f279e758"], -Cell[5781, 154, 1819, 48, 67, "Input",ExpressionUUID->"83b164e2-d1bf-4be5-bf92-d3645cb950ca"], +Cell[5781, 154, 1819, 48, 47, "Input",ExpressionUUID->"83b164e2-d1bf-4be5-bf92-d3645cb950ca"], Cell[7603, 204, 963, 26, 42, "Input",ExpressionUUID->"f81a2199-caac-407b-95bf-2211d7b265a5"], Cell[8569, 232, 756, 18, 43, "Input",ExpressionUUID->"a0e3da7a-9e7b-466f-bc4d-cb0b0d8819f4"], -Cell[9328, 252, 2200, 55, 99, "Input",ExpressionUUID->"cfeba3ce-dc48-40c8-b8b8-f34cf59a253d"], -Cell[11531, 309, 1525, 35, 93, "Input",ExpressionUUID->"9b0c3339-71cd-41f6-9ef3-ca7bd5b2e440"], -Cell[13059, 346, 1310, 29, 26, "Input",ExpressionUUID->"a1830ef0-911d-442d-b5d2-b62c202fce89"], -Cell[14372, 377, 660, 15, 26, "Input",ExpressionUUID->"c5d823f9-e85c-4b3b-b05c-3154ec28aa66"], -Cell[15035, 394, 1672, 42, 72, "Input",ExpressionUUID->"b26da0ea-b484-4f10-9733-25392042ef58"], -Cell[16710, 438, 506, 11, 26, "Input",ExpressionUUID->"3b7ef50e-b362-4da3-b734-818bb17a7c2f"], -Cell[CellGroupData[{ -Cell[17241, 453, 321, 9, 26, "Input",ExpressionUUID->"1d9176bd-3b77-4ecc-9453-1c9a125a6eca"], -Cell[17565, 464, 17018, 333, 199, "Output",ExpressionUUID->"305f9fe3-8a8d-4a5c-b42b-c23e67a6afbb"] -}, Open ]], -Cell[34598, 800, 1933, 50, 87, "Input",ExpressionUUID->"965aa541-441e-48ee-b9c7-6c04093a0d42"], -Cell[36534, 852, 1515, 37, 87, "Input",ExpressionUUID->"0885a315-6bfe-4916-87e6-8a66c95472da"], -Cell[CellGroupData[{ -Cell[38074, 893, 1315, 33, 47, "Input",ExpressionUUID->"b9af9737-77db-4699-8144-d484234a5c9a"], -Cell[39392, 928, 51099, 912, 202, "Output",ExpressionUUID->"e1f95041-b6aa-4781-9b15-f8e2c4b7aff3"] -}, Open ]], -Cell[CellGroupData[{ -Cell[90528, 1845, 2334, 51, 67, "Input",ExpressionUUID->"d80acc58-e355-49f5-8e82-b7a019a31499"], -Cell[92865, 1898, 39983, 756, 199, "Output",ExpressionUUID->"8e44c7c9-5ce5-472b-9910-b5854ac7e6dc"] -}, Open ]], -Cell[132863, 2657, 1054, 27, 67, "Input",ExpressionUUID->"09f155dc-a270-465f-83b4-5452a9d3c6a6"], -Cell[133920, 2686, 1187, 25, 67, "Input",ExpressionUUID->"faf27222-05ad-48db-b551-d6176fd5d567"], +Cell[9328, 252, 2200, 55, 71, "Input",ExpressionUUID->"cfeba3ce-dc48-40c8-b8b8-f34cf59a253d"], +Cell[11531, 309, 1662, 37, 71, "Input",ExpressionUUID->"9b0c3339-71cd-41f6-9ef3-ca7bd5b2e440"], +Cell[13196, 348, 1306, 28, 26, "Input",ExpressionUUID->"a1830ef0-911d-442d-b5d2-b62c202fce89"], +Cell[14505, 378, 1314, 33, 26, "Input",ExpressionUUID->"c5d823f9-e85c-4b3b-b05c-3154ec28aa66"], +Cell[15822, 413, 1668, 41, 72, "Input",ExpressionUUID->"b26da0ea-b484-4f10-9733-25392042ef58"], +Cell[17493, 456, 502, 10, 26, "Input",ExpressionUUID->"3b7ef50e-b362-4da3-b734-818bb17a7c2f"], Cell[CellGroupData[{ -Cell[135132, 2715, 3066, 75, 137, "Input",ExpressionUUID->"511fd1ec-10b6-4e80-beb1-748a7f18c95e"], -Cell[138201, 2792, 42678, 808, 196, "Output",ExpressionUUID->"79776383-7b0a-4c8c-96fb-ec0fcc44679e"] +Cell[18020, 470, 317, 8, 26, "Input",ExpressionUUID->"1d9176bd-3b77-4ecc-9453-1c9a125a6eca"], +Cell[18340, 480, 17054, 332, 199, "Output",ExpressionUUID->"9128c202-555e-46aa-a242-5149ed47b853"] }, Open ]], -Cell[180894, 3603, 482, 15, 26, "Input",ExpressionUUID->"5a1efa6e-dfe2-4d60-ae14-3a6c7a1d321c"], +Cell[35409, 815, 1929, 49, 87, "Input",ExpressionUUID->"965aa541-441e-48ee-b9c7-6c04093a0d42"], +Cell[37341, 866, 1511, 36, 87, "Input",ExpressionUUID->"0885a315-6bfe-4916-87e6-8a66c95472da"], Cell[CellGroupData[{ -Cell[181401, 3622, 1084, 23, 26, "Input",ExpressionUUID->"90d2bb91-ba31-44f8-b0ca-47994c701e88"], -Cell[182488, 3647, 1648, 23, 30, "Output",ExpressionUUID->"c0e31b1c-6cff-4223-a724-2c5b4f4824e5"] +Cell[38877, 906, 2174, 56, 71, "Input",ExpressionUUID->"b9af9737-77db-4699-8144-d484234a5c9a"], +Cell[41054, 964, 56296, 1031, 210, "Output",ExpressionUUID->"02cbb485-3ea1-448d-95e6-96047b6cc94c"] }, Open ]], Cell[CellGroupData[{ -Cell[184173, 3675, 650, 17, 26, "Input",ExpressionUUID->"24a1235a-0106-41db-84ea-024b7cb0822c"], -Cell[184826, 3694, 848, 12, 30, "Output",ExpressionUUID->"13476d45-5bbd-4649-8fa4-e986b06fb75c"] +Cell[97387, 2000, 2952, 64, 67, "Input",ExpressionUUID->"d80acc58-e355-49f5-8e82-b7a019a31499"], +Cell[100342, 2066, 43583, 830, 199, "Output",ExpressionUUID->"927dd89d-4b73-4120-a692-bfd5bafde5d0"] }, Open ]], +Cell[143940, 2899, 1050, 26, 67, "Input",ExpressionUUID->"09f155dc-a270-465f-83b4-5452a9d3c6a6"], +Cell[144993, 2927, 1183, 24, 67, "Input",ExpressionUUID->"faf27222-05ad-48db-b551-d6176fd5d567"], Cell[CellGroupData[{ -Cell[185711, 3711, 558, 16, 26, "Input",ExpressionUUID->"6c35788f-083e-448b-82aa-5d86bb96b55a"], -Cell[186272, 3729, 351, 6, 30, "Output",ExpressionUUID->"df7c4f95-664c-4667-af1e-fe8e47cb5783"] +Cell[146201, 2955, 3468, 86, 115, "Input",ExpressionUUID->"511fd1ec-10b6-4e80-beb1-748a7f18c95e"], +Cell[149672, 3043, 43252, 818, 194, "Output",ExpressionUUID->"65690007-8378-4fa0-a374-4d85aa664d2e"] }, Open ]], +Cell[192939, 3864, 478, 14, 26, "Input",ExpressionUUID->"5a1efa6e-dfe2-4d60-ae14-3a6c7a1d321c"], Cell[CellGroupData[{ -Cell[186660, 3740, 1347, 36, 87, "Input",ExpressionUUID->"c12fa5e5-5063-4b4c-9c3f-33314d3bf3a5"], -Cell[188010, 3778, 435, 10, 30, "Output",ExpressionUUID->"2914ae7c-4997-40c6-ae62-793d718e2cea"] +Cell[193442, 3882, 1080, 22, 26, "Input",ExpressionUUID->"90d2bb91-ba31-44f8-b0ca-47994c701e88"], +Cell[194525, 3906, 1669, 23, 30, "Output",ExpressionUUID->"babae3f6-24e2-4dd7-b0ec-523f55cda669"] }, Open ]], Cell[CellGroupData[{ -Cell[188482, 3793, 515, 15, 26, "Input",ExpressionUUID->"999b2b2d-cb71-4e35-875f-2e890e432c80"], -Cell[189000, 3810, 239, 5, 30, "Output",ExpressionUUID->"6c8cbe80-6b6a-4d30-a4d8-b1258c4d2ceb"] +Cell[196231, 3934, 646, 16, 26, "Input",ExpressionUUID->"24a1235a-0106-41db-84ea-024b7cb0822c"], +Cell[196880, 3952, 872, 12, 30, "Output",ExpressionUUID->"7ad87dcb-73ba-4fdb-83b2-828491e5f2a6"] }, Open ]], Cell[CellGroupData[{ -Cell[189276, 3820, 229, 5, 26, "Input",ExpressionUUID->"13f9cb8e-33ff-4686-bbb8-4d58374d239f"], -Cell[189508, 3827, 208, 3, 30, "Output",ExpressionUUID->"0d50940b-c5f5-44ca-810a-714e1ad8f681"] +Cell[197789, 3969, 554, 15, 26, "Input",ExpressionUUID->"6c35788f-083e-448b-82aa-5d86bb96b55a"], +Cell[198346, 3986, 374, 6, 30, "Output",ExpressionUUID->"907a5ab6-eb46-4356-afa7-5e2982b3c2f2"] }, Open ]], Cell[CellGroupData[{ -Cell[189753, 3835, 553, 16, 26, "Input",ExpressionUUID->"8272a1c8-4c17-4097-8634-a997066bf642"], -Cell[190309, 3853, 23348, 402, 185, "Output",ExpressionUUID->"6ff7dd61-33ec-4b7b-bbe0-cb1daa8344fc"] +Cell[198757, 3997, 229, 5, 26, "Input",ExpressionUUID->"13f9cb8e-33ff-4686-bbb8-4d58374d239f"], +Cell[198989, 4004, 208, 3, 30, "Output",ExpressionUUID->"0d50940b-c5f5-44ca-810a-714e1ad8f681"] }, Open ]], -Cell[213672, 4258, 2099, 61, 87, "Input",ExpressionUUID->"49fe8588-a840-4740-82fd-06e6920b19de"], +Cell[199212, 4010, 2099, 61, 87, "Input",ExpressionUUID->"49fe8588-a840-4740-82fd-06e6920b19de"], Cell[CellGroupData[{ -Cell[215796, 4323, 1206, 30, 47, "Input",ExpressionUUID->"63c8922f-d24e-46ca-a537-602acfdc4822"], -Cell[217005, 4355, 21683, 442, 200, "Output",ExpressionUUID->"e31e8467-ff32-46ec-80d5-174702afc3f4"] +Cell[201336, 4075, 1206, 30, 47, "Input",ExpressionUUID->"63c8922f-d24e-46ca-a537-602acfdc4822"], +Cell[202545, 4107, 21709, 443, 200, "Output",ExpressionUUID->"3c60a760-b3ac-4d7b-9b04-c7d37b0d7684"] }, Open ]], -Cell[238703, 4800, 1458, 44, 94, "Input",ExpressionUUID->"666e65f1-8d79-40dc-9b3a-fee9e9d2fc06"], +Cell[224269, 4553, 1458, 44, 94, "Input",ExpressionUUID->"666e65f1-8d79-40dc-9b3a-fee9e9d2fc06"], Cell[CellGroupData[{ -Cell[240186, 4848, 1042, 25, 47, "Input",ExpressionUUID->"fdefbdb5-3432-48a1-ab56-2911aa735797"], -Cell[241231, 4875, 24214, 484, 188, "Output",ExpressionUUID->"8893f64b-517b-443f-b85a-3a6f0281d005"] +Cell[225752, 4601, 1042, 25, 47, "Input",ExpressionUUID->"fdefbdb5-3432-48a1-ab56-2911aa735797"], +Cell[226797, 4628, 24236, 484, 188, "Output",ExpressionUUID->"995f7987-477c-4037-9f2a-a4db92542026"] }, Open ]], Cell[CellGroupData[{ -Cell[265482, 5364, 664, 18, 26, "Input",ExpressionUUID->"6bf8aea7-b7b9-4d5b-a161-210bee9bd86a"], -Cell[266149, 5384, 17301, 312, 198, "Output",ExpressionUUID->"79498c18-6a57-441c-9406-458e4e9973ff"] +Cell[251070, 5117, 664, 18, 26, "Input",ExpressionUUID->"6bf8aea7-b7b9-4d5b-a161-210bee9bd86a"], +Cell[251737, 5137, 17301, 312, 198, "Output",ExpressionUUID->"79498c18-6a57-441c-9406-458e4e9973ff"] }, Open ]], Cell[CellGroupData[{ -Cell[283487, 5701, 1167, 25, 26, "Input",ExpressionUUID->"57f24fa6-c961-417d-8040-d9f006e7bc42"], -Cell[284657, 5728, 76969, 1284, 190, "Output",ExpressionUUID->"765eacb6-1851-4d58-84e2-e2ed47100b2f"] +Cell[269075, 5454, 1167, 25, 26, "Input",ExpressionUUID->"57f24fa6-c961-417d-8040-d9f006e7bc42"], +Cell[270245, 5481, 76969, 1284, 190, "Output",ExpressionUUID->"765eacb6-1851-4d58-84e2-e2ed47100b2f"] }, Open ]], -Cell[361641, 7015, 1553, 40, 87, "Input",ExpressionUUID->"8f6a5438-be42-44f3-87d6-da2bc37c171f"], +Cell[347229, 6768, 1553, 40, 67, "Input",ExpressionUUID->"8f6a5438-be42-44f3-87d6-da2bc37c171f"], Cell[CellGroupData[{ -Cell[363219, 7059, 632, 15, 26, "Input",ExpressionUUID->"c4cbaaa3-d693-4c1c-b0a0-8724f52d4d94"], -Cell[363854, 7076, 1038, 28, 40, "Output",ExpressionUUID->"fa68dd36-a911-4b03-a5e1-774b6ced48f8"] +Cell[348807, 6812, 632, 15, 26, "Input",ExpressionUUID->"c4cbaaa3-d693-4c1c-b0a0-8724f52d4d94"], +Cell[349442, 6829, 1038, 28, 40, "Output",ExpressionUUID->"fa68dd36-a911-4b03-a5e1-774b6ced48f8"] }, Open ]], Cell[CellGroupData[{ -Cell[364929, 7109, 1030, 27, 47, "Input",ExpressionUUID->"ea17c51f-a1d7-41fd-a34c-228c2d4ab784"], -Cell[365962, 7138, 3907, 81, 193, "Output",ExpressionUUID->"734656d0-32f9-40e2-a69d-89571abd59bf"] +Cell[350517, 6862, 1030, 27, 47, "Input",ExpressionUUID->"ea17c51f-a1d7-41fd-a34c-228c2d4ab784"], +Cell[351550, 6891, 3907, 81, 193, "Output",ExpressionUUID->"734656d0-32f9-40e2-a69d-89571abd59bf"] }, Open ]], Cell[CellGroupData[{ -Cell[369906, 7224, 347, 6, 26, "Input",ExpressionUUID->"249cb54f-1c35-414f-8168-27f2195185e6"], -Cell[370256, 7232, 316, 4, 30, "Output",ExpressionUUID->"9b814a6a-324d-4cb2-98b4-7e298a5398a1"] +Cell[355494, 6977, 347, 6, 26, "Input",ExpressionUUID->"249cb54f-1c35-414f-8168-27f2195185e6"], +Cell[355844, 6985, 316, 4, 30, "Output",ExpressionUUID->"9b814a6a-324d-4cb2-98b4-7e298a5398a1"] }, Open ]], Cell[CellGroupData[{ -Cell[370609, 7241, 589, 15, 47, "Input",ExpressionUUID->"e66c9322-9282-4dd8-b7bf-4e72fb9ae72c"], -Cell[371201, 7258, 253, 5, 32, "Output",ExpressionUUID->"a4c4ccfb-7bb8-41fb-a9fe-42202dac8ba9"] +Cell[356197, 6994, 589, 15, 26, "Input",ExpressionUUID->"e66c9322-9282-4dd8-b7bf-4e72fb9ae72c"], +Cell[356789, 7011, 253, 5, 32, "Output",ExpressionUUID->"a4c4ccfb-7bb8-41fb-a9fe-42202dac8ba9"] }, Open ]], Cell[CellGroupData[{ -Cell[371491, 7268, 333, 7, 26, "Input",ExpressionUUID->"627962e9-b7e0-4522-91c1-a872c1829f1a"], -Cell[371827, 7277, 226, 4, 32, "Output",ExpressionUUID->"2ccc1fbf-388f-4931-a956-b768507e520d"] +Cell[357079, 7021, 333, 7, 26, "Input",ExpressionUUID->"627962e9-b7e0-4522-91c1-a872c1829f1a"], +Cell[357415, 7030, 226, 4, 32, "Output",ExpressionUUID->"2ccc1fbf-388f-4931-a956-b768507e520d"] }, Open ]], Cell[CellGroupData[{ -Cell[372090, 7286, 333, 7, 26, "Input",ExpressionUUID->"a8cc9c6c-6fc3-4b82-9191-4d7c4984dc2c"], -Cell[372426, 7295, 226, 4, 32, "Output",ExpressionUUID->"3e2cba64-6d05-4547-852b-bb9117d96801"] +Cell[357678, 7039, 333, 7, 26, "Input",ExpressionUUID->"a8cc9c6c-6fc3-4b82-9191-4d7c4984dc2c"], +Cell[358014, 7048, 226, 4, 32, "Output",ExpressionUUID->"3e2cba64-6d05-4547-852b-bb9117d96801"] }, Open ]] } ] |