summaryrefslogtreecommitdiff
diff options
context:
space:
mode:
authorJaron Kent-Dobias <jaron@kent-dobias.com>2020-02-12 09:12:37 -0500
committerJaron Kent-Dobias <jaron@kent-dobias.com>2020-02-12 09:12:37 -0500
commitfbfe2db366a7b2fb13483a76e8032897c4a29f23 (patch)
tree6f284f7edbfb03f282951208c1ffe42e208c030c
parent283cfe209aceb6b14f54250f7aa7875519047af2 (diff)
downloadmma-fbfe2db366a7b2fb13483a76e8032897c4a29f23.tar.gz
mma-fbfe2db366a7b2fb13483a76e8032897c4a29f23.tar.bz2
mma-fbfe2db366a7b2fb13483a76e8032897c4a29f23.zip
analysis of new data
-rw-r--r--tempering_analysis.nb5195
1 files changed, 3464 insertions, 1731 deletions
diff --git a/tempering_analysis.nb b/tempering_analysis.nb
index b9596a4..c0b147a 100644
--- a/tempering_analysis.nb
+++ b/tempering_analysis.nb
@@ -10,10 +10,10 @@
NotebookFileLineBreakTest
NotebookFileLineBreakTest
NotebookDataPosition[ 158, 7]
-NotebookDataLength[ 269404, 5060]
-NotebookOptionsPosition[ 264188, 4973]
-NotebookOutlinePosition[ 264522, 4988]
-CellTagsIndexPosition[ 264479, 4985]
+NotebookDataLength[ 347061, 6793]
+NotebookOptionsPosition[ 340951, 6692]
+NotebookOutlinePosition[ 341285, 6707]
+CellTagsIndexPosition[ 341242, 6704]
WindowFrame->Normal*)
(* Beginning of Notebook Content *)
@@ -439,7 +439,335 @@ 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[96]:=",ExpressionUUID->"3b7ef50e-b362-4da3-b734-818bb17a7c2f"],
+ CellLabel->
+ "In[156]:=",ExpressionUUID->"3b7ef50e-b362-4da3-b734-818bb17a7c2f"],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"d", "[",
+ RowBox[{"All", ",",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"#n", ",", "#N", ",", "#\[Beta]1"}], "}"}], "&"}]}],
+ "]"}]], "Input",
+ CellChangeTimes->{{3.790500857951195*^9, 3.790500873614827*^9}},
+ CellLabel->
+ "In[198]:=",ExpressionUUID->"1d9176bd-3b77-4ecc-9453-1c9a125a6eca"],
+
+Cell[BoxData[
+ TemplateBox[{TagBox[
+ DynamicModuleBox[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$ =
+ Data`UnorderedAssociation[
+ "RowCount" -> 7, "Length" -> 7, "InitialType" -> TypeSystem`Vector[
+ TypeSystem`Tuple[{
+ TypeSystem`Atom[Integer],
+ TypeSystem`Atom[Integer],
+ TypeSystem`Atom[Real]}], 7], "Shape" ->
+ TypeSystem`PackageScope`Limited[
+ TypeSystem`PackageScope`ColumnShape[
+ TypeSystem`PackageScope`RowShape[{
+ TypeSystem`PackageScope`AtomShape[34],
+ TypeSystem`PackageScope`AtomShape[34],
+ TypeSystem`PackageScope`AtomShape[60]}]], 7, {}], "InitialData" ->
+ TypeSystem`PackageScope`CacheHandle[2088261021], "Type" ->
+ TypeSystem`Vector[
+ TypeSystem`Tuple[{
+ TypeSystem`Atom[Integer],
+ TypeSystem`Atom[Integer],
+ TypeSystem`Atom[Real]}], 7], "HandleQ" -> True, "RowTarget" -> 20,
+ "Data" -> TypeSystem`PackageScope`CacheHandle[2088261021]],
+ TypeSystem`NestedGrid`PackagePrivate`$path$$ = {},
+ TypeSystem`NestedGrid`PackagePrivate`$pos$$ = 1,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$ =
+ DynamicModule[{
+ TypeSystem`NestedGrid`PackagePrivate`renderedGrid = Deploy[
+ Style[
+ Grid[{{
+ Pane[
+ Annotation[
+ RawBoxes["12"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[1, 1]], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ Alignment -> {Left, Baseline}],
+ Pane[
+ Annotation[
+ RawBoxes["64"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[1, 2]], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ Alignment -> {Left, Baseline}],
+ Pane[
+ Annotation[
+ RawBoxes["25.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[1, 3]], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ Alignment -> {Left, Baseline}]}, {
+ Pane[
+ Annotation[
+ RawBoxes["12"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[2, 1]], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ Alignment -> {Left, Baseline}],
+ Pane[
+ Annotation[
+ RawBoxes["128"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[2, 2]], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ Alignment -> {Left, Baseline}],
+ Pane[
+ Annotation[
+ RawBoxes["50.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[2, 3]], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ Alignment -> {Left, Baseline}]}, {
+ Pane[
+ Annotation[
+ RawBoxes["12"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[3, 1]], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ Alignment -> {Left, Baseline}],
+ Pane[
+ Annotation[
+ RawBoxes["128"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[3, 2]], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ Alignment -> {Left, Baseline}],
+ Pane[
+ Annotation[
+ RawBoxes["50.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[3, 3]], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ Alignment -> {Left, Baseline}]}, {
+ Pane[
+ Annotation[
+ RawBoxes["16"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[4, 1]], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ Alignment -> {Left, Baseline}],
+ Pane[
+ Annotation[
+ RawBoxes["64"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[4, 2]], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ Alignment -> {Left, Baseline}],
+ Pane[
+ Annotation[
+ RawBoxes["25.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[4, 3]], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ Alignment -> {Left, Baseline}]}, {
+ Pane[
+ Annotation[
+ RawBoxes["20"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[5, 1]], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ Alignment -> {Left, Baseline}],
+ Pane[
+ Annotation[
+ RawBoxes["64"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[5, 2]], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ Alignment -> {Left, Baseline}],
+ Pane[
+ Annotation[
+ RawBoxes["25.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[5, 3]], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ Alignment -> {Left, Baseline}]}, {
+ Pane[
+ Annotation[
+ RawBoxes["8"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[6, 1]], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ Alignment -> {Left, Baseline}],
+ Pane[
+ Annotation[
+ RawBoxes["64"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[6, 2]], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ Alignment -> {Left, Baseline}],
+ Pane[
+ Annotation[
+ RawBoxes["25.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[6, 3]], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ Alignment -> {Left, Baseline}]}, {
+ Pane[
+ Annotation[
+ RawBoxes["8"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[7, 1]], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ Alignment -> {Left, Baseline}],
+ Pane[
+ Annotation[
+ RawBoxes["128"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[7, 2]], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ Alignment -> {Left, Baseline}],
+ Pane[
+ Annotation[
+ RawBoxes["50.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ GeneralUtilities`Slice[7, 3]], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ Alignment -> {Left, Baseline}]}}, BaseStyle -> {ContextMenu -> {
+ MenuItem["Copy position to clipboard",
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`toCurrentPosition[
+ TypeSystem`NestedGrid`PackagePrivate`copyClip]],
+ MenuEvaluator -> Automatic],
+ MenuItem["Copy data to clipboard",
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`toCurrentData[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`copyClip]],
+ MenuEvaluator -> Automatic], Delimiter,
+ MenuItem["Paste position in new cell",
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`toCurrentPosition[
+ TypeSystem`NestedGrid`PackagePrivate`cellPaste]],
+ MenuEvaluator -> Automatic],
+ MenuItem["Paste data in new cell",
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`toCurrentData[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`cellPaste]],
+ MenuEvaluator -> Automatic]}, FontFamily -> "Verdana",
+ FontSize -> 12}, Alignment -> Left, RowMinHeight -> 1.5,
+ Dividers -> All, FrameStyle -> GrayLevel[0.85],
+ BaseStyle -> {FontFamily -> "Verdana", FontSize -> 12}],
+ LineBreakWithin -> False, ContextMenu -> {}, NumberMarks -> False,
+ ShowAutoStyles -> False]],
+ TypeSystem`NestedGrid`PackagePrivate`initialQ = True,
+ TypeSystem`NestedGrid`PackagePrivate`self = $Failed},
+ Dynamic[
+ TypeSystem`NestedGrid`PackagePrivate`setupViewPath[
+ TypeSystem`NestedGrid`PackagePrivate`$path$$, If[
+ Not[TypeSystem`NestedGrid`PackagePrivate`initialQ],
+
+ Module[{TypeSystem`NestedGrid`PackagePrivate`tmpGrid$ = $Failed,
+ TypeSystem`NestedGrid`PackagePrivate`tmpData$ =
+ TypeSystem`NestedGrid`PackagePrivate`LookupCacheValue[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$["Data"]]},
+ TypeSystem`NestedGrid`PackagePrivate`tmpGrid$ =
+ If[
+ TypeSystem`NestedGrid`PackagePrivate`tmpData$ ===
+ TypeSystem`NestedGrid`PackagePrivate`$NotCached,
+ TypeSystem`NestedGrid`PackagePrivate`renderedGrid,
+ TypeSystem`NestedGrid`PackagePrivate`renderGrid[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$pos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$, 1336641171][
+ TypeSystem`NestedGrid`PackagePrivate`tmpData$]]; If[
+ Not[
+ FailureQ[TypeSystem`NestedGrid`PackagePrivate`tmpGrid$]],
+ TypeSystem`NestedGrid`PackagePrivate`renderedGrid =
+ TypeSystem`NestedGrid`PackagePrivate`tmpGrid$]; Null]];
+ TypeSystem`NestedGrid`PackagePrivate`initialQ = False;
+ TypeSystem`NestedGrid`PackagePrivate`$pos$$; If[
+ FailureQ[TypeSystem`NestedGrid`PackagePrivate`renderedGrid],
+ TypeSystem`SparseGrid[
+ TypeSystem`H["(data no longer present)"]],
+ If[GeneralUtilities`$DebugMode,
+ Row[{TypeSystem`NestedGrid`PackagePrivate`renderedGrid, " ",
+ TypeSystem`NestedGrid`PackagePrivate`formatState[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$pos$$]}],
+ TypeSystem`NestedGrid`PackagePrivate`renderedGrid]]],
+ TrackedSymbols :> {TypeSystem`NestedGrid`PackagePrivate`$pos$$}],
+ DynamicModuleValues :> {}],
+ TypeSystem`NestedGrid`PackagePrivate`$posCell$$,
+ TypeSystem`NestedGrid`PackagePrivate`$topBar$$ = Dynamic[
+ TypeSystem`NestedGrid`PackagePrivate`alignBar[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$][
+ TypeSystem`NestedGrid`PackagePrivate`makeFramedBar[
+ TypeSystem`PackageScope`Pathbar[
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`updateState[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$pos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$, 1336641171]]]],
+ TrackedSymbols :> {TypeSystem`NestedGrid`PackagePrivate`$path$$}],
+ TypeSystem`NestedGrid`PackagePrivate`$bottomBar$$ = Framed[
+ Dynamic[
+ Replace[
+ MouseAnnotation[Null], {
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][Null] ->
+ "", TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1336641171][
+ Pattern[TypeSystem`NestedGrid`PackagePrivate`path,
+ Blank[]]] :> (
+ TypeSystem`NestedGrid`PackagePrivate`$lastPath =
+ TypeSystem`NestedGrid`PackagePrivate`path;
+ TypeSystem`NestedGrid`PackagePrivate`makePathTrail[
+ TypeSystem`NestedGrid`PackagePrivate`path,
+ TypeSystem`NestedGrid`PackagePrivate`makePathElements]), Null :>
+ Spacer[10], Blank[] :> Spacer[10]}], TrackedSymbols :> {}],
+ FrameStyle -> None, ImageMargins -> 0, FrameMargins -> 0, Alignment ->
+ Top, ImageSize -> {Automatic, 14}]},
+ DynamicBox[
+ ToBoxes[
+ Column[
+ If[TypeSystem`NestedGrid`PackagePrivate`$path$$ == {}, {
+ TypeSystem`NestedGrid`PackagePrivate`displayScrollBar[
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$pos$$],
+ TypeSystem`NestedGrid`PackagePrivate`onDesktopShow[
+ TypeSystem`NestedGrid`PackagePrivate`alignBar[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$][
+ TypeSystem`NestedGrid`PackagePrivate`$bottomBar$$]]}, {
+ TypeSystem`NestedGrid`PackagePrivate`$topBar$$,
+ TypeSystem`NestedGrid`PackagePrivate`displayScrollBar[
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$pos$$],
+ TypeSystem`NestedGrid`PackagePrivate`onDesktopShow[
+ TypeSystem`NestedGrid`PackagePrivate`alignBar[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$][
+ TypeSystem`NestedGrid`PackagePrivate`$bottomBar$$]]}], Spacings ->
+ If[TypeSystem`NestedGrid`PackagePrivate`$path$$ == {},
+ 0, {{}, {0, 0.05, 0}}]], StandardForm],
+ ImageSizeCache -> {157., {95.5, 102.5}},
+ TrackedSymbols :> {
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$}],
+ BaseStyle -> {LineBreakWithin -> False}, Deinitialization :>
+ TypeSystem`NestedGrid`PackagePrivate`deleteState[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$],
+ DynamicModuleValues :> {}, Initialization :>
+ Block[{$ContextPath = $ContextPath},
+ Needs["TypeSystem`"]]], Deploy, DefaultBaseStyle -> "Deploy"]},
+ "CopyTag",
+ DisplayFunction->(#& ),
+ InterpretationFunction->("Dataset[<>]"& )]], "Output",
+ CellChangeTimes->{3.790500873928317*^9},
+ CellLabel->
+ "Out[198]=",ExpressionUUID->"94444a82-e2b3-4106-a108-782b27727f6c"]
+}, Open ]],
Cell[BoxData[{
RowBox[{
@@ -453,28 +781,43 @@ Cell[BoxData[{
";"}], "\[IndentingNewLine]",
RowBox[{
RowBox[{"sample12", "=",
+ RowBox[{
+ RowBox[{"d", "[",
+ RowBox[{"Select", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{"#n", "\[Equal]", "12"}], "&&",
+ RowBox[{"#N", "\[Equal]", "128"}], "&&",
+ RowBox[{"#\[Beta]1", "\[Equal]", "50"}]}], "&"}], "]"}], "]"}], "[",
+ RowBox[{"[", "2", "]"}], "]"}]}], ";"}], "\[IndentingNewLine]",
+ RowBox[{
+ RowBox[{"sample16", "=",
RowBox[{"d", "[",
RowBox[{"SelectFirst", "[",
RowBox[{
RowBox[{
- RowBox[{"#n", "\[Equal]", "12"}], "&&",
+ RowBox[{"#n", "\[Equal]", "16"}], "&&",
RowBox[{"#N", "\[Equal]", "64"}]}], "&"}], "]"}], "]"}]}],
";"}], "\[IndentingNewLine]",
RowBox[{
- RowBox[{"sample16", "=",
+ RowBox[{"sample20", "=",
RowBox[{"d", "[",
RowBox[{"SelectFirst", "[",
RowBox[{
RowBox[{
- RowBox[{"#n", "\[Equal]", "16"}], "&&",
+ RowBox[{"#n", "\[Equal]", "20"}], "&&",
RowBox[{"#N", "\[Equal]", "64"}]}], "&"}], "]"}], "]"}]}],
";"}]}], "Input",
CellChangeTimes->{{3.789831908881502*^9, 3.789831945703508*^9}, {
3.7898604011843967`*^9, 3.789860408737005*^9}, {3.789864913402884*^9,
3.789864920183464*^9}, {3.789865009416779*^9, 3.789865014802567*^9}, {
3.789892804356556*^9, 3.789892813604467*^9}, {3.789893714396906*^9,
- 3.789893716106145*^9}, {3.7898968668142767`*^9, 3.789896872979452*^9}},
- CellLabel->"In[97]:=",ExpressionUUID->"965aa541-441e-48ee-b9c7-6c04093a0d42"],
+ 3.789893716106145*^9}, {3.7898968668142767`*^9, 3.789896872979452*^9}, {
+ 3.789932602730394*^9, 3.789932608991914*^9}, {3.7905000270031652`*^9,
+ 3.790500027298358*^9}, {3.790500832505785*^9, 3.7905008364464607`*^9}, {
+ 3.7905008834877453`*^9, 3.790500908670889*^9}},
+ CellLabel->
+ "In[199]:=",ExpressionUUID->"965aa541-441e-48ee-b9c7-6c04093a0d42"],
Cell[BoxData[{
RowBox[{
@@ -493,7 +836,13 @@ Cell[BoxData[{
RowBox[{
RowBox[{"c16", "[", "x_", "]"}], "=",
RowBox[{
- RowBox[{"Cf", "[", "sample16", "]"}], "[", "x", "]"}]}], ";"}]}], "Input",\
+ RowBox[{"Cf", "[", "sample16", "]"}], "[", "x", "]"}]}],
+ ";"}], "\[IndentingNewLine]",
+ RowBox[{
+ RowBox[{
+ RowBox[{"c20", "[", "x_", "]"}], "=",
+ RowBox[{
+ RowBox[{"Cf", "[", "sample20", "]"}], "[", "x", "]"}]}], ";"}]}], "Input",\
CellChangeTimes->{{3.7860306193210077`*^9, 3.786030620479714*^9}, {
3.786030896792254*^9, 3.786030897100741*^9}, {3.786380888045945*^9,
@@ -504,9 +853,10 @@ Cell[BoxData[{
3.7898194634932632`*^9}, {3.7898319317305803`*^9, 3.789831978527664*^9}, {
3.7898649246393833`*^9, 3.789864928959545*^9}, {3.789865019225033*^9,
3.7898650248002462`*^9}, {3.7898928173005323`*^9, 3.789892817580557*^9}, {
- 3.789896880637479*^9, 3.789896886211711*^9}},
+ 3.789896880637479*^9, 3.789896886211711*^9}, {3.789932613953886*^9,
+ 3.78993261910413*^9}},
CellLabel->
- "In[100]:=",ExpressionUUID->"0885a315-6bfe-4916-87e6-8a66c95472da"],
+ "In[203]:=",ExpressionUUID->"0885a315-6bfe-4916-87e6-8a66c95472da"],
Cell[CellGroupData[{
@@ -522,1227 +872,941 @@ Cell[BoxData[
RowBox[{"x", " ",
RowBox[{"c16", "[", "x", "]"}]}]}], "}"}], ",",
RowBox[{"{",
- RowBox[{"x", ",", "0.0001", ",", "25"}], "}"}], ",",
+ RowBox[{"x", ",", "0.0001", ",", "10"}], "}"}], ",",
RowBox[{"AxesLabel", "\[Rule]",
RowBox[{"{",
- RowBox[{"\[Beta]", ",", "\"\<c(\[Beta]) / \[Beta]\>\""}], "}"}]}], ",",
- RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]], "Input",
+ RowBox[{"\[Beta]", ",", "\"\<c(\[Beta])\>\""}], "}"}]}], ",",
+ RowBox[{"PlotRange", "\[Rule]", "All"}], ",",
+ RowBox[{"PlotLegends", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"n", "\[Equal]", "8"}], ",",
+ RowBox[{"n", "\[Equal]", "12"}], ",",
+ RowBox[{"n", "\[Equal]", "16"}]}], "}"}]}]}], "]"}]], "Input",
CellChangeTimes->CompressedData["
-1:eJxTTMoPSmViYGAQAWIQveXA9HOxNm8cBbfxXwXRSRekHoDog4/DXoDoE1pT
+1:eJxTTMoPSmViYGCQAGIQveXA9HOxNm8cBbfxXwXRSRekHoDog4/DXoDoE1pT
3oDoV4wb34PofheJryC6K6YUTC8s6ZGJA9LbCvrAtNi/5DAQvSqnNw5EL5Kt
qGsA0gJh4Z0ges7/W+cagXTJx5MXQXRDcvmLdiDddqvlFYh+dHL/LxCtbPfg
D4j+XLJBqgNIJ65YpgCiz0Zc1wDROh5huiDaIOj3ialA2s31H5hm0qz5Mx1I
M//K+guib6wr5JgBpPc0rwLT+xM3z1oKsr93F5jWO1yyEkR/Llq5FkSzzXc8
-DqLX6KicANE80frTlwNp7n99YFpUs2oOiD4WVAOmAYmppFU=
+DqLX6KicANE80frTlwNp7n99YFpUs2oOiD4WVAOmUxw3cO4E0jMthblA9LMN
+/4VA9CvOkyIguo7zeMh52zeOQf7MYSC6oIU1CkTzKJ4H0wBokcHO
"],
CellLabel->
- "In[107]:=",ExpressionUUID->"b9af9737-77db-4699-8144-d484234a5c9a"],
+ "In[262]:=",ExpressionUUID->"b9af9737-77db-4699-8144-d484234a5c9a"],
Cell[BoxData[
- GraphicsBox[{{{}, {},
- TagBox[
- {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
- 1.], LineBox[CompressedData["
-1:eJwU2Xc4lmsYAHBklrIle8v+ls+oPHdSUUiSorKV7MhIyAppOCFKKkSKUMqK
-ZIXy2SOZkYQWhaRwnvevc/2ufM96n3Hf95Fx9LZwYWFiYppgZWIi/ssV6iYl
-bS2KwnzInVr1azvC0oS8ofMC2pJHS3RY16Qf/bpP41p6AnpwYXzVJG1Sf8KW
-T0D/YSoKkmnYbUn/o89xrGyTVuQ9pHeGnstrwI5u5GuwCRfeRyyfzufwGPOh
-B4+Yo/hu56K49CGdmhoRVJbbw7QxLh9dvjjy+2atNGrOyQ3j9C9CTy1C3dUb
-FdDXgztWmZ8+RSes1wdXuauihQ7FlxdynyHTPbxp6/pJaPUAb8jKnRLUbG81
-52VEQ+ztf/TOJ5chQcHRhxvZdRCP2cc/S/EVKElhl2sXz3Yk0sooD4ioROsM
-ra7YUAApt9yj+3q9QjsCY8Q/LxiiLTkNy4HFNej2cIoDx7W96I6z7kBpQS0y
-LjlUUWO8Dz34KHuLll2P7oS2dvILmSOV+6lBfvcaUFvEq+yFBwdRoSP30eK0
-16jpqIPgK+NDqGxsQZh0vQkpW504qFFrhbZnui16XWlGodkx+e43jqIa+9He
-gtg36KzQamX1ORvUPNqcrBrWgkS/Nlz9eMYWvR++za/k3o7+feCl/3fVCRWZ
-cf6hUDvQm5JS29ASZ3SmsM6160kH0v0Xx9Yw4YIWPLWN+B53olab72l81q5o
-9as0R0JWNypjOmzyMsUT1ZgMBmhI96Dx1VRaxG8vFPn4xmTrnR5kK7E/57Km
-D2L3WN/IfasX95N1emfmGcTz5Vd0fMI7VGx5ZiHk8VnUta9wXnljP9IUvHon
-INAfJee5Or+J70fUa4kv8nYHIBG34V2cMe/RHYUd8PRLIJKebmSJCRlEiarV
-1l0nziPy51vhEadH0WR/woCSRwR6e2sna/HcKBI+pPcsbiECUR7M75rb/gEN
-iPtEvQyPRC1H05tkXn9A0gm6hTnpUWj15Ze2yN4x5Mstdjxh5iJyiosfNlz8
-iODFYcXwD/FIXaJ5uVl7CrGL7g/cN5mIghdvbx87P4W0dTOvpBskocZ277A/
-r6bQG0tBg//uJSH7yM0sKkbTKNJ5wtPqWDJK/HyS6/LRGRRStO4WdeAGWnrK
-JmJ67ivyrnNsnf51Ezncz0xzPTGLXrgkF8gn3EOsrltlqKGzaHuX8vZHC/fQ
-Q7Wi3JX0WSSrdHjzHo0M9L2k6nni0CxaSs0PKb6RgYKb37VVHZtDLBqSaUkn
-M1Hyt43r+Gx+omzOde6DG++jZu1g9wqreVTBH1FjH/QAaTAstq83X0IHu6/f
-F68sQHLvruxx2MgE1d9JyDmxFBnwPH5vJMkEu0gHN9wvKUWOe1s8SJpM0JSx
-yLzYX4oyyriS1syZgON9Qt57qTIkfjNm9E4yEwxO9Q9nFOJzYh0eNCDGDJ60
-24UZHeWIfdAv75AKC7BtSbeMUqpECgJJO7ZtY4HHSzMrHaaVyHB/cYesCQuE
-7W58s+NsJYqsnF2c82QBwYa4iMDaSrR223PXf09ZgMRtvBR2ogotHT81xNBZ
-B28fFkRGpL9E0yM2m/bsZQUOGdYkdskaxB5l1MN9hBX8hCNenKTUIHklelr3
-SVbIjCq3H91Tg+y9+RQdYlhhbxbtjphPDepba9oR8poVjK0r1N7W16A6aS3P
-4l1scEGHkk3yqUVpjjwMSWAHKxGZJM6xOlTOvnL90wF2eJS4GGP8pw715s0c
-eWzHDk5TZN5ivnrE++v1R90L7DDDVaf+z6AexUSF/LWsZofZg7pD0bn1yDd7
-WuXydg7oieEv+BbUgPZP1l/6rcMJbi60waKdjaiBpunLu48T4vKd7uY4NqLt
-UWk2ysc44XPgbruxqEakJn1G9VgoJxyqTKJoNDWiTTaSrdW1+Pe/LnTRDjah
-rtYg3ph9XLDpV0lzmV8z2ic+sXT3GBfsJ/30PHurGdW7HRgr8+ACrz3X9WJe
-NaPnHIrF09e4wGHTUNwY9xt0Y2f3IdNuLhjY7v4nM/8NOlqinip4fD0Y7Psj
-2/vnLepYd+uCuud68EowD9ZRaEHGFqyue8LWg/GqV/Ef8xak92NAJyhjPbB8
-iTl081ELEleOGxicWA9i/iS3Y3YMNJo+LnHfcwN4dIhVGY20opPRqdnkC9zQ
-dP1q8VxiBzq4av9iOYEbhs1vypgUdqDtQSod9RncIPmQObfnTQfi93j593Ad
-N5y0Mj/qzdyJqg99tAhm2wgDI/obfvl2ImE5Teb6yxshX64/+YFdF2qqbTxh
-eXMTfLkVOnjzcA8q3vafn8SjTfC8f9V70b8H3S2xvjRZsQlO3uerdk/pQWcf
-fX0eNLgJlNYVN9x714Okr/Nz35HkAa1Ca32mY70oyN72xadsHngpvC7awrkP
-Ja8FX648ygvHnusvUM/1o0s/G4sS7HlB92Fe3ufUfhT2ib/HyZUXxqcXIbq0
-H51qyRPnDuIFxgLvU59f/UgvdaDgeCov1P57bT3u/h590NDrWOnlhfCviwne
-lgOoVyZmvnOYF95fKIqo8BlAbwW7RB584oX/zJhed10ZQM+WTzuYLfDCtW/q
-nZ4NAyim8dbPu4J8UPZz1xUp8iBSs/0jCIf4YDtX4ifrtUEkc3C3ruAxPqi4
-eZ9/efMQEja8fmLKkQ+4kydcLEhDaE1Z+cF/vnyQwd3MrWA/hLoWjmqPXecD
-T/+KRvmqIdQ0lX2s5BYfSIgX3T3aNYSqBmcvXMrkg8d3MiO0p4ZQTm1cM/kp
-H7yUay/+wT+Mgq6WW0d28MF4yilLUedh5BnOGmbVzwez9jlX3AOHkaOfeZbK
-Bz6oP3Tignj8MNpvPTXT9YMPIjmZ7Y4UDiNJBZEQOR5+4Ky36ZT5OYz4RZwz
-fgvzQ4ebyA4RlhHEseFJQ4skP8j7qRU/5BtBs7N7N57V4IdrT8Iu39AcQfVV
-gXcbTPnBCQW+Sjg5giajWXp2WvHDXrUppsNnRxCn6VWuV7b8sGGum3wnYgSZ
-DGedrfDmh7df2aP80kaQV456Hj2IHz6/Oym66cEI+s+zfPRZOD8oxvQWb306
-gnpWWvcVXueHql+bREdej6DF10fDVdP4wUesnu1c+wgSufax5GEWHv+7o2rJ
-/SNIz8rri0I+P2yzS7mnOTaCTkj+kb7/DI+v8obv/ukRFD4ZZSVdxQ9naxsq
-Ps+OoKzCTVfuNPDDP6FP8axLePz68r9Te/lhcPf9rTWso4iTo0hNaIQfTvud
-UrJbP4pU2nUdEyf5YTTptOAFnlFkktqQyvODH6YsN3FLC44ib7sDrVd+80MD
-ZZOagcgoSlQaYFnPJACWQf5Jn8RG0fMfzjqxnAKwGWU7rpcaRX1lPzxZ+QRA
-ydus8onMKFq6EHw/YosAwKvzNf1yo0jUiO39qowAlD2PTYlUGEXbef/bFKIi
-AFH3ZZwKFUeRbb+o4R+KAMif9CiRUhpF4Rk55wK2CUBPpfomDuwsV1LRr10C
-sEPLeasv/vsGUuWEj4kA+PKVMjvi9iaXdot+txQAHtsrae9wf1y1HQfcTwjA
-nt/8i914PGqXjl2ccsHtxeqIHsXjNTs4+cLFSwC4LhXyuIiPIp8tZ2bHAwSg
-1mB67C8x37G/CvYXBOBUi9Q9CSE830cxx4ZjBeA3h8nRFl483zN8123+E4CV
-fBUZdm48X930xnc3BeA/3W287ex4vixK/ywzBcCauUZfiRnP9+1TctcjAUiS
-rW7m+TuCbBO3nzpQLADMl1cYl+ZH0H1Ziy7jegFwnVNvpU+OoMaZIY6mFgGo
-6A4R9BgZQVPFp3YY9gjA4utmD+2+EaS2K/Sh/ic8/ihfthsNI8hsA+dI5TcB
-ePbAMFe5cgT5dCcK6C4KwFX/B+dJeP+VOD0Mo3IIguPk4dWZ2yNIP7rbcquy
-IGxZVeX/7jGC7E1s43PIgqClf2Szqf0IihScfiWrJwg5geK1hw/h8WSvqkjs
-F4TODmVWD50RdOC1MjO/pyCk9dWrf1odRj71Yh2rZwWBecOJPa2zwyixduO9
-LyGCcMfDwDhofBj1vJzb/vqKIJh7GC5IvB5GNqUVQUGPBSF8PH2kP3YYncw1
-nh35Igjqv7dlWLAPo5BLp0fz3YTAddcjA9OJQXQ39ljhTV8h4Dya29HdMYhe
-XTQNvRgsBPctFe9ufzmIWCLJYnbxQmC11eL7ixuDKDb4jxV/nhAMlBXeS96N
-40D3S21B00JQeBcuCmUNoEemj17udhWGq7NztRcd3qNoh3331/sIQ9i5sR3a
-Zu+Rrf+XuPZAYXAZJF+Z1XuPBO+oW1rHCoNPRs7X84LvUdjXpzMeD4RBp1Zv
-crWpH1lefrE5eUIY5MbC1tZI/YjpTcuZcfvNsG6Y91foxndocMjjSK7rZqgo
-GdXt/tuHSmc37vDw2Qyfq6xX9Gb6kLuIOefihc3wLmLUYldTH+o71XOX695m
-iB2ZLIbIPpTPPtxCGt4MXy+yLev960VWht8VLliLgMHiSlMNay+yVW8T/+Yg
-Aia2uziX53vQSeFCgWNuIvB9z0SF+aceFDDlyax9XgTWq9obWjX2oNQr34a+
-p+N/Z2rJq7nUg/p7vibZfhCBXe8f2XAI96APLxnxjCkRcCoyfsPH2YOmHjyO
-0JsTAWM/Tgfd5W60FOThLcyyBVg8frN/GOlGWyS+7muT2wJzdt/pEY+6kY3L
-F2b9U1uAW8XqNJNhN3I0a1nK994CgS3RxgztbuSmnf9jS9AWcFRWP/VMtRsF
-c7kPL8Th9jqKfncJdKPbBTPlBXlbIHG3Tbblpy40tDDtLfF9C4ykCPW4Xe1C
-djFTw//OioLG14XStNlOdDJH02sgRBQoy9HcmlOdyKshYLUsWhS4Fvla+0Y7
-UQgLm5Rfsih8LZ+YsGvvRGlhMvbTz0Rhct2e0kNFnagnwGa896co3PQMlLLE
-8cHQjUzfZ8ui8GpUwf6vWyf6+HyK5TqLGBic2+v6zKkT/fwZIGfCLwZ7Ip5Y
-HT7ciXi8k5zryGLw17b08AndTrTvFGOy0EcMPpq0nnRk7UQWMQKBV4LEQL2n
-/SrHageyzrHhcAsXAy3/G+GVvzuQ68cpJYX/xKCkwMHgwJcOdNGO7fTtIjFo
-OfcmSLa7A9Uc0f8S+10M7pXF/zua04HoRk9+2HuIg3TcBvetFh3IfTv9+uez
-4rCdUqb7xaQDZZCqKF6h4qDWaKBQubcDcW1p9j9/TRzuuUt+i9jRgYamR//e
-eCIOOUx17g+VO1DUZR7OlnlxsBbaPbSTtQOVX7jx6OCKONwSdcaxSzv66ie2
-v59NAgoOzWZVLrYjq+NK1z4JS8DXlC+iZp/akYo6EmTSlYBl9MzvfH076mjz
-ktYKlYDhR6cKKFHtiK1+vrbyogS0mlFZI8+3I72yYCeDaxKwLuHelk9+7ej+
-vZgHB+5JgHvuy4lPzu0owOeumlutBH6vkvJa97YjCf42nXtskvAqLsqfn68d
-uR1WP8h1TRLeBsiLKj5pQ0ftHLlcUyRhYOD8wVt5bWjP6dTaxruS0N2et1E0
-pw3JhjJTooskYa5KqXhXWhsazO7lX+uQBJYHDbO0i23IZD60Z15ACg5+SXwX
-dKIN6a0WXzkkLgUL7MH+5Ufb0FbOKcNieSkQDBv6s86yDbGKW5R4a0nBP189
-o+p9bahql2LKjJUU+Myfmq3SaUPqSW1HPtySggan1+FvhNuQ+J11vChLCvL4
-SUYv+NvQ+lyd5jt5UjAZMK9csqkNTb7I0jlWKQUev1F9M3sbujsesKVvSApO
-dfTOOf1uRRy3Er594pEG6UaPDrOBVhQ0pV00aCENf8w5zZhzWpEXJ3t/nZU0
-vPpP2Uw0qxW5bO1hyrORBoUN2YG691qRhauPRZCjNLhQ3m+Kv9WK1KceLgj6
-SoPNgHK977VWNP55y3az69KgOxX84PC5VmT6+W9zTbs08HmqaS5ZtCJDjrdz
-ud3SUFfBdK/CvBXpKd0UTXgnDWzKb875mbWiradoHidGpYGz6DFl3rgVsXz2
-4Fn+Lg22tBoR5Z2tqHxy+DB1kwyobn7acozUimQnX43nmMgAy7ENFpV8reiJ
-j3rymLkMCDhnVbzlaUU7/qbtljgsA2YkOYeRja3oKG/Aw+QTMtAnX2TKv74V
-XdVT84rykgFrr1trWSytaOnazT/2/8mAk/LdT+fmGShmC3t+erIMaLDo7278
-yUAC2X7H+2/KwM2/7QHCcwykUWH26kCmDPC7O+jWfWMgp4+sF/WLZeC52FL6
-ns8M1KZ9hle8B7fXylWzMsBAx+tGao/0y4Dw6lhs9HsGmjYx8UsakoEfJkL1
-m/oZiNVRqW/9Jxm4LHo6WL2XgXSvDN/+s4DH6+Wsl9TOQNkfjJXebZaFrNDz
-zasNDBR8SVY/8Zgs9MyrPaMWMxBH0a6qi3aywJNx3Ir0lIGSe5z1zjnJQgxv
-pozmEwYqlMql27vLgsr4V15qIQONl6hqapyXhQM/BM4eymOgfeM06bdpsvA9
-f6PujywGEt22l4VlQBbMC1QVj95goFx71/CFYVkIcm3uvZTMQLSYS6tTY7Kg
-Vky/V5XEQGadLcvt07JwM1HnmEIiA0WeMv91548szPI176i9xkAzSdYTulvk
-4B/V33tjHANVfHVvPHNUDm7kh/8Xdp6BhkLUWiuOy0Fyw77JomAGYtr4rZvZ
-QQ6Y97k+HT/HQEbqXmPXT8tB5XTzU5MgBurz9Pn3NFgOSJfpWRR/Bpr/fpby
-Mx23v7YcZOTNQCIXtHT1MvHfB8hYJnox0HaeRRSZIwdvEwRbhz0ZKEoz0JS/
-UA727vLOOufBQPw+51wpr+RA1bT84ehpBiLNhd71HZMD9Ckujs2FgSwj9HNe
-fJKDspTxcR9nBgriW8tnmZEDPt+ND4adGOgVObwi8accxP5XeKjSEa+Hb2RP
-8Tp5MIlJa4ixZyCPXzHrfynIQ1Lmk3zr43g9FxIC/NzkwcuXS7rakoEe8j6M
-y/WSB8ezW6r3EFatSRv0lYeAFF/ejkPYDrPVu87Lg6zG564JCwbKazXnELwi
-D87673qEDzLQ4xy+m88L5OGkzdjvdFPsGuW8qafy4HA34icJu2BwZ5V4qTyU
-VdhkvzbB+4HP90N0tTyYByGNuf0MVBTatfVwuzxs5tEZMd/HQMWHkyoWZuUh
-6JDma8pebJ/8FuUFeehj3wZdexjo2eX64RN/5KEw6pefL/bz2l/MjcwK4DyT
-xFaym4FK1C33pfArwCDDtsvAkIHK2YQG6TQF+NGWKRCxE1ta/ZubjgI+H9pi
-atgV23av3d2uAEfqfAffAQO9OOMvx7FbARKzBkq0sSuHe93fHVaAvenLtjyI
-gapLUv4FBipAxfxLiQ/bsd0dB53OK0A/nTkxk7CMxosDFxSAPBhy2Ynw1deB
-SrEKUJYjum56G7bL/M++FAXY1aRV9kcPW8hiWqtUAU706Fdq6jLQS/+Nfb/m
-FYBa0fTuvRYDVam+fz66pAC3Pyi4PCA8lp3U8k8BIOrHFj/CptsP3mdVBI0H
-Bt+4CSu4MywEFeHAicLxnTTsQXq+vogi+B/ddYiH8HWWeBVxRRDKm+0comKv
-3NrLIq8IH2qefg0k3Ntc95SqCJU9v7YXUrAvJ2fe0VaEibSY+vOEd9qHX9qm
-CIq3JfWNCf9WtfNHivDfT/dHwoQLfu9w2KUIJtViLBNkbKd6cdO9ipAn1m/4
-lPCWhL86+xVBZKuRVxjhdpsB+QOKYC52J0eW8EXFCt5DinBwpt+2hoS97Wfq
-PytFeFfo+8uO8NzLgCkbRairzLRlJnziMK3GURGumVzMMdbE1oou8vZVhBWX
-Gs8f6gx0yOqH8JMARUg9c8wqBXsmwCZsNlgRCnZ/0EXYm8tJpmei8HpxOvSn
-qDGQr97wjG+yIiw2TdQcV2UgzmNGFs9uKkJLaWYbP/a9888qfqUr4vyKL/ut
-CgMxqi7Fnc1RhMzqX5cRthKiKwaUKkJ5fV7qDmX8fe0yr5a+UASeB6KqzNiW
-4dwLi9WKMKLnfLBxK76vasfrA5sUwc7j9rbD2EO7EhzO9SuC7wZGc7QSA/k5
-LzdXDCnCqsdpLUvs9RddSMsfFEFlh/OqPLZ247a14GlFiHtadumtIgMlGk2l
-hywrwi81szp5bOXTh1hfrirCmGCo2aoCA9VcqnZfYVECliMzq/3Y394m64Vt
-UIJqrvmi69jRX9Yyq3mU8HnXy/LGFuV251oTUAITQf50M2wj0539F8SVoOh6
-5CUe7FHPx6hGWgkyIv/zmpNnoIBrm3OZFJSgcUpUvwf7fvs3/wh1JdjL2Hsh
-HXv1YJpAlL4S1IWxV9Kxb/iyna83UII3ASoKUthqST7j6/YqQYDGSX1ObOue
-PU+jDygBv9qi3ZAcPu9Wv8xi7JVgSrA+/jL2vkDb0kZnJUi4KnErCHss9Y0E
-x2klqEJxW05ib3p/72vsGSUo0L520AD79DGT+EuRShBt/q1+VRbf95vdqyNi
-lODT6Yi0H9gpXZd+notXgtNy1nc/YNcZN9m4JSpBismsQD22uI6B6v4sJdje
-68N0CbtNUIfBXacE7kadL9mxnTusmNgalaCylHXglwwDLV/2p628UYJUbdHF
-D9hK656lf+tUgpqAv+qV2OFz6p5tY0pA+jCd7o1NbZPb9B/zVrjGcTSoX5qB
-VuDv9ZTwrZCdVLzpvCS+n4aveD84pwxeC0HmpVsYqOFalvZoqDI8m/yrk4nd
-hsrXNkcqw9zSR5Ur2GOZHxMuxSvDqs8NNUdszpN6TzxuK8OYu+mzTdiHv3+e
-pbxUhq9vXqm6iTDQ7KqB7ysmFVDOUnikvhmPv+io3hKrCnx93XlZFJvVwYuF
-zKUCc1//RHNgb66/lZjFpwJM182rxoQZSD92tviirAoMenHtS8W+zHP3135D
-FVBodtfhwFaU/nO2P1YFxsrWr18RZCBNjzquN5dVQJ/FP+o7tk755bsVCSrg
-v2NJ9AP2fnPJ5rRUFWh5F5BTj+0TvkvsRK4KjB6OJV3BrvxwtXasEfff8s1O
-DrtB7YhV11sVeGTWPSyM3RYk/aWuTQV2GZ8JW4/9gfeZYHafCrAu/N76U4CB
-2Hf2nzo5qQIyHzep1mObZ8pu+sKmCvyRlTIe2NbfvmQNcqnC0/zHXx2wHXVL
-tBkbVeFd9+uRI9j+nXsdCoRUoevMRV1D7DAJvsU7W1ShXKQ0Sw877vRA/DUJ
-VdgtLUcjY6cxez73VlCFa/cbOiSx75vSje2VVcGpI2JICPvxrbVhc3VV2FJz
-hW8jdumnZt+dZFUwPKTswypAvPeJHBQtVajgd3db4Weg5tBj6bK6qmBmaBjz
-B7vrjTxZYIcqfHoQWLWAPeFQZjNvqAp3v+T4f8f+VhD+Y8JIFazun/89g734
-xzi610QVQNvh+mdsrsShglJLVYj2X79hDFujjpn5nLMqeDoFsPVi62xquXHa
-VRVY7vtod2HvtElWsfFQha29jSHt2JY/FS23nVWFxy+l0Vvsc7ImuStRqvBn
-7Nb1GmzR988bDOJU4dBskkQ19osEifHYK6qg3xL9ohJ7+d93cf4bqrDxrYx8
-GXbwu+uJig9UoaBn8V4h4SvvQg80q8JCx6Xoe0R7u+B2MgOvN2nXqztEe38e
-lr/vUIV1pZMrt4n2Tgb/cnqvClEpl6JuEr/fKXE6aEYVXBVtbl4nvOhomcmt
-Bu9yeBSjiPYKWs5M8qqBohyzTgTRnhMtQVVIDbiUZtAFor0OtrclEmow9Yhd
-4zx2WqzX52UZNcgZPs1/DltP/x0rKKpBKLP8dADRfv5D9FZDDY5k/jztS7Tv
-yHeCh6oGtlma/D5E+yLBwZbaahBzR/CRJ7ZN+3jqrW1qcDLlmbo70d/F/SUj
-SA0y9M5KnyL62/68S85QDcxOBnxyJPr7JT7raqQG56+s3LMl+rP/rvLLXA1M
-T5ouHib623zESOewGjh1eSUeJPprfeUSaq0G448a5U2J9vWuZ3A4qkGxf7Oa
-IfF7IZqwuJ8aCBxobyMTfnuOefcNNRj9unxhA7FfNuipBNxSg7NHUvPYsf1M
-ly1y76hB5Y/9bczYHh3B2VwP1IBtMpl5iY+B7PrO720rVYP3h6vEJrANx0Ov
-HulXgzjJE/qV2DzLEVvcxNTBflk21RP7yjYDg9tS6hBiw/7EFZszlMWdIacO
-Pb9CGp2wWZiiqjTU1KHvQv8Xa+x5tmi7X9vVIXOnkvAe7AG+mJwQW9yeI9M7
-Cexs5XhyQqY6XBzXOvWWl4Gk2VcVg3LUQUc51Pk1dvr4GXGHR+rwoJHvRA32
-jdvWHNSn6nCvth6VYsdsVB7uq1EHvtHM5kxs17mmOMkP6sC8VaMrEHuidVsY
-x4Q6VESmB/li2+cV+c1+VocA1WoRT2xrp1Tbuh/qoKT0eLcj9r7ek7STa+qw
-vEH0gAm2WgXbhwJJDbj0OYddCvvhjXO9KbIaEGFcqbcFW97329sLihrwiDnv
-pAC2hGpvyUENDZjQSc7hwE7jMM7Xo2iAWfCBcmZs4YmqDDm6BqSkONX95cHv
-353syws7NEBRQaDqB3b8OZGIkZ0aYGrjkT+NzW51JaBptwZsnL11/SN2JIXJ
-44mxBs73L/4ZwF7bdNbhlqkG1Fm8+NKIHfLls1XkQQ1gF2O2eIa91HTMxP2w
-BugKcahmYM+G79LecUIDbgewkM5je5woU1N00AA/BzPr09hTuqqyPC4acOUi
-++wR7LGf/BvHPDSgeuaEPR27y3l8PDpEA4aOTygubcL5zE6rfs9wDRBj6bkx
-jd0i8bbVKloDHF8eOzWI3dD3tHzrFQ2wFStTq8EuMYq4xritAW5CzKLXsJsT
-krnXZ2iAu3vChQjswb7c+L3ZGjD5cWq/PzazS1tM3WMN4NPo47PFFnw8xsr0
-VAOa5bs5DmEr/ZqP3FGiAaxxnieMsE0jxC6Uv9SAEV19aRq2fbPGykKtBkRz
-dF9SwfbjMThPbdSAWlS3Xwb71h3XwMI2Deg3tu3kwf5UUeKdPaoBTkXsT2Y3
-4vVjevNt7KMGfN/48+E09gajIXepKQ3Y8+PMl3Fsch+La9osXt9/xbv7sA0l
-hCffzWvA5+fF1h3YR5yVnYX+4P7XNxS9xQ79ecD+P2ZN8GGJF63B/k/XaaSV
-TRN6LvuqVmLfDw84vmG9JhwI7wkoxX6z6c7RGH5NCOg5UVKAPXT4SV+9sCbo
-+RdmP8L+kV5vySymCTvXtTTmYAupzpiHyGmCwOv823ext/qutFUoacJi0rV9
-t7G3VfCa/lbVhIMxwfI3sR32ahv70jTB9VT6wUTss9f2NRXp4Pb2T2YkYMf2
-ntj9bbsmtGx3ELiKXeAUvdN1tybMXltnE4ddk5f6Cgf2kKdPU4nB7p7L2/HR
-VBOs0h4KRWP/udCpa2ulCRcO2NPDsbmbJspu22iClEXWqTBsqU1LWu9tNWHe
-QuFxCPbudEmK5Snc/8rQyXPYRz+Sn1x314SxR2zvA7HdVXZrtHtrwqrNEasA
-7Ovl7ir7gjShVu2Amx/2cE+5LFzShIFi7WpP7FkxRkboVU0Q/3PU3AN7ndOo
-ZOV1TQj3oA67YSvPsYnR0zThTXbdyCls/42HBNTyNUH6aNMeB+y4H1tsZYo0
-4d3X6SQ77LTODw+Fn2nC6U8LrSeI+d/w0meu1ATnjx+ZbbC7ArUuLVZrwg0L
-86Uj2J+s/3V/qdME2p8XPYex10vGn+57qwkSWck6B7HFmQ4+b2nTBMOli1Vm
-2Jrjm9dqujThsnqwlAm25YOc5PwBTVj/yvn8HuyTcR6jGSOaoGHd67ML+5wb
-VSVlXBNMzXboA/ZdjdpX4TOaoJI7ZK2L/ZQ3bn3Ad02YosRka2E3/DQ77P5T
-E9JPb6ghY/f1CGXYL2qCd39Wnjr2dOnQzOFlTXjNFemojP3v5n2t/auaYHRx
-+JM8sR92aIE0Mwk+tU9RpIn9W3jzk+g6Erxx79srRqyP1L94ITYS7C7m2ypE
-7Of/7Ei8HCSI22C8sAH7MXN973ouEuxIK0hjwX718ZI000YSXOQxDPnBje/r
-3M2lM4Ik2Jc3vdqE/U3k/LFPwiSwTqmbe4m9eGmE6YMICWjxYe+fYXN55Ozv
-Fcf9eWxJuYetQaKOvZInwd20y8qB2DqZKTEvFElgMSSj7Im9k39ZtWQrCbgP
-VOg5YVvO1wTkqZHgV++trAPY58rNuG/QSHBcFH1Vxo5ULn6aQCdBhOrcuDT2
-lTShI/E6JKj9psIlgn03ZCjzwnYSuLza/Isd++E3tDdYnwSb11D16ga8/rb3
-v54FEkSZDzQtYjeAm7abIQl4gxxyPmO3Pm0dct5DghOXOsI/YPfJkiPtjEhQ
-Jlv66D32h6RkJZt9JBD1fyfXjT3NusSwNCHBgMXfnwzsn/7HfA+YkeCh5oxo
-E/a/yerN+8xJkCTtda8Wm+2o7EtDCxKsDVpEV2FvenPREVmSoLjCpbUMO2Yt
-eSPJigRHpJSSnmGvaGWXSx8lQYybd00R9lmPZ058NiTQk+k/+hj7a1bdJpbj
-JHi/75/dI2zn950VP0+QYKdP0PsH2EM8Y84f7Ujw4vZMcza25Z5Znh4HEqwe
-/Um+j90SsvaiwYkE2iUkkSxsg2ebTpa4kIAJGV3IxH4xLcH34BQJnNmH3QhT
-pNWrUk6TYCQ9eYRwntX2U7HuJDgqJDxC/F726n7+IE8SaLKu9yT6u1Vv89LV
-mwRqF0QTiPHwLp92tT5DgisSv/YS440jnRPY50eCf7/hNjEfplNx1Xr+JEh5
-WHzlCXbgndTTqoEkmNy3JFWC/b37gaD4ORLMnK8/+gL75PrSV9znSbDJpkmv
-BnsEXruthJBA42L5m0Zsq8Aeoe9hJEiVNOVqw24r+FgzEk4CjjfbV3qxd0/8
-dG+PJEH+Q3g0gl0lyrK5JpoEUk4CfFPYtIN8dU9iSOAndUbnJ/bjWGnPzDgS
-yMZsllvBlq/WFEmMJ4FE7eseTrzf0uf16yOvkKDm/PaDQtgCqmZeftfw/hjf
-kS6LzXLTo8EykQSjs7OPEXZw23nv3cl4fEEawcR+n2O9LEpPIYGD1yYFe+wP
-Zx75bE4jQdrCsGw09tGH5WKc6fj8+bmEpmJ3jDQ1Lt0hQbP2q4Z87Ff7J8UH
-MkmgtKKs/A6bHrnQ9PY+CaYXRky/YxeWs/pV5pBgRb7Qix2fd8UfApKPc0nQ
-7/slirgv7irIvUl/RALjhoJwBWzh45SzV/NJsO2dZYIm9tXEnVJhBSQ4MOpT
-SNxnIWt2/nZPSfAyzVCEuC/ntbylzZ+RoLpYxP4otodHWAuU4P1wKa3YEfvY
-+3QZ2QoSSLq+O0O8H3rP3rdO1JDgef1RUib275OHFN06SKA/9d1pHvuFRbHQ
-xS4SlI7EXVwj3mt9PraMHhJ0G9WmrsfxwTrh9o+9/fjvRWxjpLF5Xu/L3DlG
-ApPaHVb7sbuePPrv+EcSTOi9aTyMfSOdMzzwEx7vhUARe2yxs422BdMkyAg4
-feQsEb/IGYhv+YnvT/kM7tvYM5syN9DmSZDA2HMgG7tgeW3ZbJEEsZ6mTgXY
-1K6X76OXSfCIL/p3NfbiS/E39/6R4AJnqV8TdsWj8+UvVkkwNrq/oh0bReim
-zrKQIXAo7eYoNovnzZgNbGSQ5TXV+Iz9+uhvf0UOMuzZefjid+z9pBLL4xvI
-UBNq6v0Pe5O4oGHgRjIcKVZfZcHxXyeHHzWRhwxf6IZ7uLCPjJL4mwXI4Lx3
-6o8gtmhLAvNHITJYbT7hIIo9XPp9dmUzGY6/6jsnhZ2RZfpBRJQMI1v27JTH
-drr2uJ0qToa0ibSSrdiKwRtemUmS4WFNfY8a9rSLW+FpaTIEUwrTSdiPD765
-Ey1LhoHMPRto2N47tl69J0+Gr9ZBktrYFOXYkBeKZPz91Xt0sRcEJ917t5Ih
-aOcBle3Y5Uy7j82qkGEp8LWkPvb5r/f3bVAngx5bYBHC1u9n0VPUJINkjvEA
-YDM3OCjvJJNhfFHmzk7shqIakeNUMoiFflwgHHtbijNQiwxld3zGCe+LDft9
-XZsMTFl59oQ3+g1PPtYlw43SM15Eex222/uatpHB70s2F9Ff0r7br8d3kOE7
-VZa0A9uKvvx8BZHhYk7+Iyr2FlnrbBEDMpzxq7KTwx7aWJ5ENSRD1RXOSn7s
-e3+Eo8z2kAGuPahmxnb85O972giv54VCz1n8/RQ6exyi9+H5dOu2jGDnP0yE
-F2ZkKL+w9+4L7LIjm1YVjpBByjHurxf2Mm9Tt7g1GXg6gxuPY29/e+GRwDEy
-eLfx2u/Drts+Z8lsR4b1u524FLDbZHryh06Sget3eEg/Pi8TX25ZJwWQQZRP
-XEkPWynHQjM+iAxZs5F8ithuthvYIoLJEKH55xcfEb92hDzxCiPDOcvk/Gl8
-XyyX2HHsiyFDnMRuzVvYvOEKJUwpZEgsERpYxvffId2R+N+pZHhaXhlJvJ8p
-P1Psv98iQ2vbD9MebDEXTu6hO2T44N9kVYituO+LY1kOGS7c7Q11xj69Llun
-MJcM+7IvxlgQ92vV8U05j8jwTdWtCYj3RrOtIrGADH9sy/9JYPtPxSRcKiJD
-ZdzNRW7s8kzkEv6UDKzkNOq/9Xi8Nkt6gc/IQN9zvvQL9g7Bp7xeJWQI2PV4
-aBQ7vPX0pHMZ/h5droPD2HUxslXHKvD3zOyjD2GzweB1i0oyxCe8+DqAbfQn
-6ZTxSzLkH+lffo99udhkB7wiQ2fCT1vCbe5sAtq1ZNB49FaYMJ9C9ZR6PRmU
-Z6WlCVuOBFTLv8bn7crzIMKpqZrJYk1kuBW+S5Jof8B86jT/GzJM5cVvGsQW
-X5+JuFrIENWwey8xHrt6ayGmVjIMO2g2EuPNCuH/sthGhjs/mS4R85nQaqn5
-1kGGu7W+V8ewlX5EpUx0kWFuflvnR2y3h9s9Bnvw+b7KbzGJvSS8O+ZfHxma
-IgT3T2PHXDTNkHhPhgRjesxXon1H2x67YTIsOImV/cImdZ78Hj5Khr0tfx/8
-xq5G3pxZY2T4pElv/Ys9KB6+feITXt8XY09Y8fdwuxxnxTaF97+FkysX9tKf
-/3wUZ8iw9tZu3yZswXeZ2a7f8X782B8hgm1yvZ772yIZcrpH3TSwB9ZaFDf9
-IcN/uUdkadiuXj2g+ZcMlyzgqy72xf2fzp5ZI8NnhZ35u7Gr2TiGFzgoULX5
-WfgJbM3gfQWrIhRoZqt6f5n49ymLJikxCvBvGzO6TvR35NgYSFAg9zv1VgrR
-Ps1DKEqGAj+fvu/IwF7MOquZLUcBu1cTT3Owo/lCjV8rUCB+z9VTedgZ36+G
-cqhQIPGEkCERn2mcSEndqkYBY6MMZyJ+q2q5+9RYgwJejlKmldj79HJb3EgU
-iDvpvFyN/f5h0afLFArUBqPTdUT/m8vXHtMoMEW6kPKa6P9izZY2OgV8YmbD
-mon+55upP3SwJ2ylWrD5nTpNebdRIEMq+WwrMZ7O96fIOyjgGHT0fDsxHhiP
-sEAUKE/zJXUS4ymcue23kwLS/nf13hLjkfhVkryLAnLSBqPEePov/20v2U2B
-DXOWiJjPyeV1M3178Xo0fTyeix31TlByiwkFbrgU9F8j+t8joaNnRoGvxuzb
-Ion+nytYHDOnwHnvzU7+RH/X6TF3LClQc+gh9zHs+f1Hv8ucoICS3t01OWyW
-uBffJe0oIPqeo0qYiAcbxH+IOVDgUxSLJbFf1LaP/RBywd+zLFTiO95fzmpu
-c1yeFFgc9ttTit3DHTI/F0KBbR1tZwywx41G5r+HUeBbm00JFXs2Gha+hOP5
-1vLMymNzr7AufoqmwK3ncwc5sA2/Xf39/goFDHxzl1q4GOhZ673l2nQKrL+d
-fNwKu4aL5W/1XQroVVZ+2ovdttv5b2UGBebumEbqYs+83PqvJJsCh63f/xPn
-IvZ3/L/iBxRYeOo6sgmbnf7tX9FDCrC2Xh1gwpYtfLry6DEFdqW2KH/ixOdp
-RmD1QSEFsoQuhL/D1lcMWL3/hAIt8ytLb7BNHPtXM4opILZ7840qbJu7emt3
-nlOgrSbNqgjbdSB9La2UAryMoygLO0B4bS21HI83N5J2HzvawoHpxgsKPI3w
-MMnBTrxWz5RYRYGDZa5NudgZbxWYE6opoFPy734ediF7HPOVGgqUyhd8KMCu
-MphhvlRHgf1fVs4/xX4bZsIS00CBhyq+Z0uw+18UskQ1UqAQrjRXYE8u8q4L
-b6bAmabWgGpsFu/edcEMCpyuejPYjM2br80a2Ib34+WohDZsyc+3WM92UOD3
-VafUHmw9O1s2rx4KJEVduTOGbXS7hs29jwL/VbTdnMK2eifL7tpPgVe5yuM/
-sH0PfGZ3HKLApmYB6zXs7+YL3IdHKBA0OWXNgdfbzWKdgNEHCtyeWLrHg+10
-WEpKYwKfd2aWRWlsy2NHtJe/4PmWiWfuwe447rLj2zcKbHxFvm+ObWrrt+vD
-D7yfjD+M2GDvcUg40PgLn4921RVvbO1TTacS/1KgZ7fB43Ts5669nhdXKFC/
-/vvBh9gkt49+QWv4/njprPAce6vn2gXbdVRIpFYfYGCL+mnfVNlABfk3RnGr
-2P/CcpvrRKmwqP5A+zTen0HhJW0l4lToLx1iC8Sej6jveShJhVLLiulo7G/R
-ox+uyVKhaNjgawb2SPzmPzYqVCAtRjwl3pealFjlX7pUMNUtGTMh7svCU/Fy
-1lTgCl4d1MDvt4nL6x44RgV+vuMhO7AFxeWkbE9QYZrzxfJ+7OxLI89uOlDh
-c6zmJVfsOufDwxvdqJC+0FNM5PPxYs+UVD2oEH+Xl6sA26KL19fIiwqsAtlq
-L7DHEIM9ypcKX0Ldu7uxmcR2kZaCqfDKy9+ZFccXzZ0ZwUKheHz23jM82Alx
-qw2UC1T48fW9GpF/SC5WWHtGUUH5UfAICXvy8ebs+ItUuHjA3XgbdqGT//fc
-WCrEhe103Y29o5MUNX6ZCo6ZnBVEvsEad6117SoV0nQeTxL1Iob+180S/1Fh
-2720V0R9KXnB2FEvkQqfnuftJOpTxx/nPj6STAUTb+21IGx5J7bfZ1OoYFvZ
-TyHyky9bnHYm3qSC5u2zGv7YxR01l4vS8Hp2Hvrpix0cK9nHSKcCi+arMB9s
-A/0Q6Zm7VJhLWesm6l1cC+/dODKpcG75xE+i/4587RL5+1RgPiY3QNS3bjre
-WNuZQ4XyNzcvO2Pbb/llbJdLhaRTHBzE+Ld2mCeHPKLCAZdyE6K+VbaDW7ms
-gArbE9l1iPpV2Pxpv54iKjSfoY+YY+/Jb3o595QKM3xtB4h6VZ9IlIVaKRW0
-smxSDIj87Nef85nVVJAYWCxXw67KO9JYXUMFmpJvHREPRjuU8A7V4f6/ZN0i
-6kkC7T45wk1UMBszKRbApuR9brvcToV5hZHk30R8aL97y6NOvP+cpQVnsWs3
-33dq7KaCVN1ppyls84u2S0z9VBAc3ubXj+1t3ysT8IEK11g47EuxSyeuWHiP
-U+HdLn2WQuxVV8Mo1wkqnDJ7EpJD1HfOPJuwmaJCWKrO3yTsvMjruWiWCrIR
-sQre2D/Zjft1flLhEBj854Kte5mJizJPheNPpHuPYTcnebvJL1GBsrzj+17s
-yWxTdS4mGgxrFTtLEvUpZTZbFhYaLG01yBXA9i+ouvZ3HQ3uFo+9JvJ51lLV
-2W8cNOiw23OTyP9N9D5Kf+aigRd3rAkR7yZVpx38sIEGFQ5tw4NE/GJgEfl+
-Iw2UDWxMOoh6SBPXsy4e7HTXmw1EfLS/9mMLHw3a817vIuKFp+1Bgq8FaNDr
-E3WMeG+h/7N/2WYaPJ1zpsdi206/1kmXosH5/KvtRLzzwDP09A0ZGkQx3u7W
-wv42R0u7JkeDtj+PH8tjhyzf/xuuhOfHIWO5DjttQ2S1iyYNdDWoUIPvh151
-fUNNRIPnCbkGekS8WbxwdutOGnSe1StQJt5bekGOzC4aDIg1Km3B/qkvziG4
-F4+XUmK5hO8rXvPlN0tmNBj1vvm6DNvEt/RAnS0NNlyZrduOPZr/suGTPQ3k
-B55NqGH7fmrQ5XKiwftkTiSBnXq0W878FA1O1pfmruL7e1x/9vewNw3E3ROu
-N2D7B/32YPalwb4qqCnF5ixeHZM/SwPyfzu2P8LWUNjIcA/C7VEuKSZg19oK
-7kwIpsGkIn9aJLblTbHS4hAa7JqycQkg3qdOWdW+MBpcWmC57IZ9boNKxp9w
-Gpi+zttoh829mywkEUWDg6YnDK2x74bpxMNFGoiMHQw9hk0uR2tOsTSIkOXW
-s8VumNtzNvYSDQR2agQ5YB9RNZvOu4z3yz5rLRfsGefDtm1XaaCnqu59Gjv0
-7vHuuQQaGBYYyXkR72G/k5FQIp7/OeMDftj3+dxf6iTTIEGYMRuETd/vSzme
-QoP5aXe2C9jHqsPF76fRoFzKPewK8d79jr3emE6Db/f/Didhh5MT2Gfu4vXP
-2pB7G/tB9p1Z0n0a1AytuT/G1h3JdrHMoYGnOrcT8X4zNj8eCMylgYr0VAXx
-Xv+Mf9FQnU8DsUyL0C7sHWfe3TR5TgOLnCvCxPfpyBvZ6FNKA/7Y8iYu/P0c
-Jz5FJpXT4Bmn5Gsh7Lgj8x4DVXj/nC5J08Du2cG30/U1DWZLi92dsE8FipRe
-bqKBXKq57hns5SdSqkVvaLD6wBhdwJaS1xBabKXBdLrRzG3i/V6/fzqqjwYT
-flsC3mEzv4u+fu8zDX5VmWgcxvuRpU+bu2KaBqFzwOGCzdo7E9P1hQZXv/r9
-OIvN3m0ewjZLA56mvo/J2OvbxU+5L9FgSGaLSC/2hrb2sehlGrD/TVL8RMSH
-rZHH7/6jwYLLM9ICNk/L1MFOJi1IGVpVFyLylabn27W5tMB70CXWEluo8VSZ
-+QYt+E89T53IX4Vfi1LcNmrBr+sllX7YIvXhSnf4tOD6O8mLidhb6qhZpQJa
-8PlFUCVRLxWtnRTvENKC0ufX24n6psQrE/51ologbvcthqhPSlavXREX14KA
-h3IKw9jSL4s56JJa0KbLlPoFW6bKJfKAtBbc1l9+/4e4XypFVlxltYCVW/YG
-YbkXLYGR8loQ+e7QzBJRn6wI+3lbUQvOfn3ITFihnOxZslULNlzeMETUvxXL
-Jj63qeDf7z0ZvICtVJrqOKWmBfc4sod/YW8t2TfMrKkF2RxP2In7T/n5yhEx
-shY49fov/sBWefaki0bVgmKLsYJv2KrFTqZmWlow+3xEnRiv2lPh5lPaWsB0
-0SaQqKdqFoW8TNumBe3UCLdxbFKhps7zHVrw7zW78CiR7xeMF7ciLehTq7lG
-3Ke0fKOHTIZaoBcQ+4Wot2vl/ZUV3aMFbg99O4l8h/6o8A7VSAuSzUziiPxI
-J1cw6aSJFnxTu+RB5Fe6D5o2hptpwYo54/ZLbL2c4Lhb5lpQV/PyXjn29vsf
-QhmWWsDy00uZqE/svPfYlXJCC4omz9qmEvXwu3Yf99tpgZp7oimRPxre4bd1
-cdACcvI3ESK/3HM76NBNFy3Y+0zFKIzIr1IN9Vc98Xhj/eSciPq608F7v7y1
-YMSVcek48X6QbJmmz2gB7Lz37jC22ZvAum5/LQgp7VQzwrb4m7fnUagWeOQd
-6FbFtrbjO2B5VQtiVwprfhD1AlXJJ8YJWjhfav73GdtmSYUPXdeCJpV5tQ/Y
-x68bdivf0AJ6/BOPDmz7+sAja+lakE7nD3+C7ao0Ypf3WAt6Wb8/8sae/jVT
-c69QC9iVFWJPEfWCmt8yN55oAe+73S522B7WfBMXnmtBhXmk0gFsn8uGroer
-8P7kzR/QwJ47cvDNvmot6JSc7VXE9pW3VYEaLYiRy+qXxD77MvCrSgP+/kFJ
-vzcR8e2PPB8mhhYMLecU/8Dn+09lWedCK+6vaD/TFHZwXAPlSzseT8rcsQ/Y
-fy07kz504vNDdW/sxw6RGZnv7daCZamM+G7slW8zh1t6teD067zvndhhL36X
-1rzTgsE+iWMd2OGH+M7lD2rBsKPE/lbiPpGWHMgY1gLK0VutRP4X+VVlW8qo
-FggWHbd6ix190XAl/KMWGA/eCGrCji0LjLD6ogVUm5bZWiJ/0O1RDPimBcJp
-zudqsKUrSYwbP7SgccaA9RV2efW0cO8vfN6q1ktWEfni62OPD/3TgtCyo2al
-2KV7yw/6rWpBmF1hL5EfRL4R/J3IRAena+XWz7DFWlt3drHSIYpZ/PAT4n3t
-Qe/MN9Ih5uQptjxsEav0EB8eOpx7kW9L5BsT75Zk/uOjwyDvWuED7NDBpx7t
-QnQwbf5Dvo9dOC7HYiZJB2dJ/QLifg12Ds/1lKbD46t/825h750cMrkqSwfb
-8I1pqdgfpm+kMhTpIBuw3zgJm2+OQ32/Jh2yfk68u4Q94uvc5UamA0lkdX8s
-dt58TWA8lQ639qbnR2MbLJ2re6NNh2bGORXift8U3HdqWpcOlMM7jUKwB/9S
-NnJtp0OZyV2zc9hn174cMQI6GBxS4PfDhgijlVMGdEhd6Gkl8i3udTlZsYZ0
-yFVX8PbAzmG3/dZoRIewmUI7F+y+jR2Ruw/SoYI7/uNh7KwEta0uh+gwIeFU
-dhDbi+9Sa/RhOohbfXQzxeYQMhBpsKbDT+M+T0PivUq5+/LjMTp8edFYibAz
-RP46rrOlQ/ZL60k9bI+0I5xy9nRYsWn9qoWtI/68wMCRDvN77dpI2Kx3eQ85
-OuP5S/FxbsXulPJcijhJh67NIa6SxHsmp7ir1o0OCdxe8huwb6vc7Ed+dIgu
-F2ycwO/r1Dkz523+dKByGHwaxKa9YZ2lB9JB+kAOTzfxXp86w6Fxng5ul3Zc
-rcX+l72PLh5FB88OOdt7RL48z1S3+SLeH7/cuVKxk3eVmQrE0uFr/9G2a9hq
-43Iu6y/TISPE6XEY9gmplaSlRDqs36z5lYh/8ryeSc0n06FP4krqUU7i/1+c
-zv+Rgveflaz7Qexrx/vqJtPoUFJ3IHEX9kD+FbPxdDockUma3o6t+NdgYPgu
-Hfg4XX3o2NW3iuZ6suiQs11BUAV7/bRLaEc2HTzcqmnyRD6vI87FeEAH+Q/7
-rkhiZ8V2JTc9pMOumGzxLUR80xcnXZ9Hh6HBnM8CRH1AET2ufkwHL0nL/YLY
-Mf4L2i8K6SDFFXp9M3ZXQ359yRPskVokhi0l6HjgaTEdej7/sZDC9nASGXz8
-nA7xBn+b5LDLi9tOPizF+2co7fZWbPOD28LuvaBDWgaLBRU7PWOO63YVHVpr
-vDR0ie/zI/dGSjWeL3ftcUTEW9cEC67W0eG28KEsE+L7DL/VudRAh5c26s8O
-YYuoRzREN9KBqVeWi4gfn7R8Gzz/lg7d52MDifhzjLNpvVsXHSK+bWQl4jmN
-o6EpLj10EAzP+JiMHZxLlXXoo0P4iwvf73AS9bYM3aMDdNA8q3juCbZB1DnX
-PeN0KFz3kZ2oH91fUW2U/UmHV9mPFJXw/rLlv3ZEcJ4OdpQTTGTivlCanWJb
-pINRkHEnsZ+vmD/fMP2HDife7DUxww64v/1gEbM2mFavmZ0l6hfld8cz1mmD
-+Lfs+FDsLwyms4ls2hBTeiI7Btt+sSHFn0sbOHodXW5i7zM2HdrGpw0+Nl8a
-KojzYFvkqS6gDVxbXG4S9+UrX741SSFt8EqKJb3BpqX3yrBs0YahlH+ZRHz3
-/Yn2s1+i2rB86PPZEexHr28ZfhLXho1a+WsT2JI/TpxqlsZuG9ecw+5fV7NU
-IasNM8yTbYvYSSKy8fny2nD34JjIP2wz9WixO4racKP21npm/N5wGkw+vrZV
-G3RQdwYbUe+3MtIPV9GG6Qzzfi7sEPe89jNq2tBHbapgx6aHczs4aWhDnZ5I
-6Qpuby7Z66clCf+9zf3T89iPH3VE7aFoQ/hEc98M9slqipAODa/X3PQa8V4N
-fF7UFtPRhttTDxKIek+D3oXQMaQNOcU/P2dg3/yQwOl1QBsm427dAGwcIEnG
-emmD74miIQ/8PQ0XHeezfLThrZXqISLf2Fcj+LbaVxv8rtv2HiDOj2WQ/2KA
-NvwXd5OL2K9eIYjhckEbDMuPxC9z4Pt0z1xmRIQ2WB6OKvuKHcx7P/BOlDZs
-YR/hGsW+mM0u1xurDbE751QasOO9ypdmL2mDTK8gUxn2fzpubdxX8O+v7eDI
-w05hEc/eek0bSP93bObRVKdhHEe4NZZqjpBUSmkYLSp+T42j50yoRkO2mcbS
-iDlSzKlLVFKWbpZSpJhkF6W4iLFUqCyT7KRkG6ObNWFKpHDnfebPz3nv+d33
-Pr/7vr/3+3y/v8ybOxMYx9fVnzKO5LAqIKA4knFqjL+FUxSHe1y3PL/AOMNJ
-b63fNQ4DBwI9iLN1RJ//iOGwInvPUeL8iWtN+dfZ/eTxOoiLy0xvNd7gMDlO
-P/Mi47LQT6ffxrPxk/t6wxlXWt215CVxqDW/xfcy4xp1h3WaKRx+pbrVh76/
-qV9h1ugmhxqtY81RjF/mPmqxS+dQ+dmZ8GjGXb78DJ/bHL4W2aZdZ9xrrHk2
-6g6HlfwxlXjG/YovrLMzWf00nvQlMR55FaxdI+Rw8yzKpzH+5DHcKpnHodhO
-w1HIeM4g/u7yP9n/75WbII+xtKR5wLZCDn/y15uj+i2Mvvct/wGHImdFUQVj
-pV9dJC+VcLgvSdashrGa9pK2jDIOO6R2iZsYa5WeDPqnnMNJp4OmdH90Q3T2
-z1RyqOqo9rKf8WbLrvWqTzn0OdeeOcrYqG9Hu0Uth5reqzTFjG0VeJsePeew
-gFekRPubXVuxTOcLDrlGQYYuY6eUI52TbRw+bS30pv3ZQ78heEMXhw7Phgt+
-oH6xY3R3whtW3/y+ZG/GeULNi34fOdz7Y+F9ev6AycZdx6c4lI1WMe9hXNq1
-fZ7HNIctvNVzw4yr5axO28+y+jT1Z0qR/j8c4L5dBlBvrfTSLfT81uo2+6QE
-OLYsVZHOF1Glg7xxZcBjQ2WldD5RsZ2oGFAF7Alf6UXnndUCOcM2dUAJz+/f
-0n6x7fU23cI1gKlixbe0vstOmQwKtQD9lM1v0fo1XmyZlv4NYNfYuIMy433o
-ph6tC1gkGizcyNg1MUb++FbA9VdrPhxgPKKfWu1uADjaqj/pxphfLxS4AOCJ
-lRYjnrQfzFTOWBkCSvbG5QYzvmr3YUTPGPD0c7FASP1V5X31Y9aAnMLqIvLD
-TLPtwwZs2edtK+Mk6Lxvcsik52c2P0eD//2vl8fPljbYA6b1hRaoUV6nJUso
-dAFUOP9c3pD0YcSCy+5egLJG/tKn5Oh9spyeBG92PUX7jgDSM9U2ek0nACcn
-24JCKc8imdy61Q/Q+s3RXaRP+hNMtA6dBdQwO3QwkfzR7W9PxAYAFkQU7yH/
-6pqXwbI5AWDjpHpgHunDRV0em0IAq/UXNJD+ycsKLHMOA/S4KNlHflBzX93B
-p5cA+VsqPcgvcgryzJ+OALR0+K2T9Nb4ClUZ3SjAzt0lCyk/o7jfJSMyBrAi
-dnsV5WcSJuZ/Lr8OmHV5i7GI9N+VbLOPNwD3u4UJqF9Wst4mYV0C4ObDa86T
-PjSrmR79JQmw78iIMenJDtckDE8BPPB3dTnpzSPzTKLKbgLW1ibPkj6dThoW
-jacDJrbYTZCeDTWM1NfMAAzT7k7/wlilXT/E9i6rf6LCYsp73fLufBWSBZgT
-07xVgvIwXwfqPMgGjFVUXCTFuCpby28kF/B97O2UeZQ/M6urX5EPmOcSNChN
-+bcB/krLAsAlG4JEMoy9BCr8c0WAN6wuXKF8mdSq0vKC+4AzT878S3yl1Flp
-8CGgkfQOKR5jDbv5rmplbL6QW07juZPCor2PAZtk7D9IMt5x1XqBfzlgUo63
-6Qybb8PGabt7lez3jy03J31+oC4xS/QXoN07E7lx6u/JDFvsrgU0d+q5Q/pZ
-PjUixbceUPzY4BLp5Tgj/Q9ZjYAORe3a5L8/OBEQs7gVcHFVcxT1H6eGlLs7
-ugDfSew2orxWcHDJBoUetj7di2RjqZ+h6RywoxfwTPDSyAjS3w5CzbQ+QAE/
-Yug0Y8+GnUd+HwWml3a1WDKWdB96mDQOmNlvUWrKOJIXodDyHtDGR5b/HeMc
-7Mg1mAL0DXc2oP6kUbe/1OFpwFdtn/eQ/9twaq1N3BfA+TLrdMjPd1SuTa+f
-BVxo3NsmpvWad2xKLAbUVVljQ370f6AaHmQ=
- "]]},
- Annotation[#, "Charting`Private`Tag$89968#1"]& ],
- TagBox[
- {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[
- 1.], LineBox[CompressedData["
-1:eJwd2Hc8lV0cAHCUlMjee++Le41Lcn5ESYqEUpHICCEkySoyShTSMhJKEqUU
-hSSVcK89EkVG9oqSwnue968+38+99znP+a1zJOXsa+3KxMDA4L6egYH4d1OY
-p4SkvTB6eN/YY6vb323ht/l8oSUCveb/UrLIWGsY/b6TlJiehCz3yY4Mfhg0
-HHLk4jHMv4GqXnwxkSf9MmQ5/HKL9oUspHv+XtT403Xo+iMSM39RDrry7/RQ
-xLst6P5DxiiuOw+QQv83bgt5fvTyQTsDe9wjVNI3I1klL47q8h6EbzxdjIzS
-1PeHP5VBk/u2rTI+fYo4JX+KHpxSRIvN8pURD54h2eHIN9kfSGjVkjN0JaMU
-FRSFfgrOJKMNTX/0z6W+RNVJMyHfFHQQx97BP0uXylGT32V5zTU9JEhrLAs6
-/xpZVPw8zypriJQasnT8fd4gZlO7LoOC7Ugor3b5TEk1OnEjvTJMfQfKOK7X
-8+LxW9RvwLPk/8UM3R+UvqWV+w4lhXgO5ubuRco5N4IDsmqRSnMDd0q/FSpy
-ZjtYcvs9Wr/uzgOD89bo5cAiv8a1j+jfRb5rrH9skUG25y+fhDqUU2XG9bHp
-AKp2+tbxOPYT2udh0itaZo/qvtWlqoQ3oMUDbP73KhzQ57473ApeTYj74QmZ
-4R0uqHjvxj9kSjOib6/9wH76ODpVVOPR+qQZdZ99VTVa4IoWT+qacRW2oF0e
-y79Y1TzQ6qQkS9K9NlTX+OeJb8JJVG3xJYgk2Y4mrupfnvztgy4UXh+hZbQj
-lsNvyty1/dAGb9YPbLc60IcYK254dgpxTPyMvpTUhTSmrP3bPgeiVvOiBSX2
-bnQP2SnqFJ5GqQUexz9d6kbxZafjWS4EIUHPvu0bYz6jQ0fMt3bqBiPJsQ9M
-MaFfkJDLR4FdDeeQ5o9bkedPfENPf2//Gvv+PKq/ZbS+ZO4b2twr1By+/wIi
-31/YPmfQj15531rWHryAGg6mf5R6348kjsqIdrBEo9XKCfqFjgEUv3Gc5uUa
-g1ziLvWZ/BpEz6nyLkf9LiM1sbrlOt1R1PlqdecPuxQU8uuOwcC5URTYFnyv
-9kUK+tDkG/7nzShyeuRovlsgFTldEGBSNhtDc8eDXff2pKLkH26bLh8cR1GK
-7zmYPNLQ0lNmwT1nJxHHePH19Oxb6FhO9m0Ph1nkd9AvhgfdRes9FKUoYbNI
-d5d8ME/gXZSvWvxgJX0WkQJMTbc/vIumSyueJ/fOIqu5IHVN3mwUUtdFrzg8
-hyLlTlENJ7NR6hT7Oq5D8yjKpsR8NDcH1emGeJXbLSBdi8Aub70HiNRobcBq
-tYQ87BcTdjQXIZmuhB3H2Bmg91/kacmjL9HY10NbduxcD8Z71s6ekatGu0fe
-xf+mbgQVab3Bg6gWuUXfyNWMYIMdCd5rb6/WoX2rTq+Wk9hgr6nT8e7sOmQQ
-rNz87i4bPNCTer1QUoe4vSv/2tawwb9DOsEL7XWoav+gdQgzO5y4fqKXJPQJ
-8cuoM767zA43dvGz5Od8Qh/ffnCwubkFTjbPnTpbW49Ktl4NEHu4Be666bv0
-dNajzFL7+JHyLXBF+bj3gbF6FPhw8nnwly0gpb28o3BLA5K8xs2WIc4B8X09
-NjOHGlCwk+Or4VwOuHcogfvA3waUuhZy+fVBTsiwPhV0wZ2G4uc/FCc5ccKG
-BGf7Q2E0FD7M3e7iwQktbZRtoSk05N5QIMoWzAnh8vUKhdU0pH+j5/GRG5wg
-13f6taQEHalfkm/VyOKEthLWokJdOpIN8/+1/gEnDMXZhWdZ0RG7Cyt6/IIT
-Hl3PvlkXRUf9JP3mlQ5OEHlkpZg8Q0cdUjELLX2ckC7Va121uQnV87YK3h/m
-hAtCXmW+ik3o2fKJY3sXOcHn+ZGOUy5NKObDrflMXi5Iij7N5tzfhFQd//DC
-fi4wX3IYrwxtRlL7TPV4D3PB73rfc9NJzYjf5JrDqDMXtGgzmF3IaUZrSkr3
-r/pzwSrJQLa3oRm1Lh7UHbjGBfTERlkHyRb0cTT3cOktLujb8JrMoNOCKr7M
-RsRnc4H0LfJGSYsWlPc2rk7zKfbittKhsy0o+EqZ/YVmLtgxNfBn7EsLOhm5
-PtyumwuedDMxfFlsQc4BVveU+7lgV21SiRtnK9ptPzreOsMFpc7sZxx2tiJx
-OcFQGQ5uoKmzyWtXtiJuweN3f/Nzg30TncujtxWxbH5S2yDODR85xSdt/rWi
-2dmd7IEkbqCLSZ32NmxD7yrOZNbu4YahoYs71ze2oZFopnYjO25QK0goKlho
-Qxv3XNn0xpEb6uwn3zKKtyOLvnuB5b7ccFAkaFtiQDtqX6GZF13jBoXGmcxJ
-lQ706/3BSJXb+Pufmhhmj3QgwcTB0vx73MBVHuComtSBHMT/SOY844ZYHWlh
-798daMRQ9veNDm74MHBOit7ViTayFKvyfeWGGw1xD4/ydCHlJj3n5BFuuGxb
-b+Fi1YV8j1rSEn5zQ9dwPOUrvQstRYTknBfiAcOE81m3v3UjYTPmz6tSPDAh
-MPJeUPEzMuC8uiVUmQcOJq4b3ub/GUXezTsbtJUHsm7kPU3e3IM2vW229HLg
-gRTnDUfWrL8g1fjDF0ddeaDW+szCnodf0N59I69cfXjg8YtCH1/GXpQ88FfO
-KYIHynWM/Y1e9iJhJoV/Ntk88NNlbeGN3ldkUP9Us/UhDyhsgOLtWV+RY7KB
-u2UJD5iwFs0rs3xDOdLWrbve8cC7p5tUQ759Q6rbw/INh3nglsAG+Qtt/Wjv
-5o1fX0/xQH30skHDlgHk15bMo/eLB/5dqTRl2D2ASl3ywyksvPD3Wttm+Q8D
-yDC6zUZRiRdymQy+Hfj4HVm+V2LkPskLyu8uR3cuDiG/dyLNq4G84HTm5OcU
-vWGU/JY9ayKUFx58+2lXETaM2ivnDN4n8ML9uVP9Kiwj6NCL8uDgQl7IvHJe
-dEL8B3J7sGv26wQvrJum84VbjaG4vK1vGn7yQvVJ0rJc2hh6mKOWWPaXF9SP
-sbB4fxlDk1lcqsmb+WA4bel38PFxdOrmZ3dTFT7ou9109LzPBEpOa9AhU/jg
-kf/rsaGiCfQ8tZJZYisf3NPZlUeZnkC/rmbnLJnzwef4iofBJyZRaPyJb488
-+eCMVt8V8X1TKDP2cNFNfz74kzx/JCZ2Cr25uCfsYgj+ff1Zn50VU4jpgqbI
-0Ut84LUtMHNachrJRMqM707mg/2/ZZ69sJpGJuF85dTbfFDeXbKrLHwaxYb8
-seMu4IPBQTk+lY5plB88Ibf2lA9CSkzvh61Mo/qgvoWJcj7Qn399qlFmBk0E
-Nr3rfssHbu1R5wZ3ziC2gLfJ7z/xAcOTz0LFJ2YQ6dSzYyUtfLAsxpdqHT+D
-LH3zNLI+80Hv/Z/ytfdnkN/JG2uXB/jgddTl9ctvZ1CyVzw9eIwP1DJ324z3
-zKDnJ85luM7xAbr6l3x5bgZ1uJ/0tv7DB0atDvZjTLPol+vRrYiRHzZ4XTj5
-ZfMsEjy+j1V1Ez+YBroGHOGZRfrO2z8LcvFD88ltcneEZtFhJ+18ZiF+YO7x
-2ZYrPotCHRXOzEvyw2brhZxg6VmUeURoxzdFfvA5Nb9dSG4WVR/azNeowQ/8
-nS83x8rPooGDK4NlVH6wkKycrMFmOjBTkgf8UDGf+4WGvy9rO3A+2Ywf3vE9
-786SmUWm+9usIqz4YePIrq9UyVnktu+9hPdBfpC/e7UnT2QWxVm+nD7oxA9e
-bE4uY3yz6OGeh5WmHvywc+MCzwaOWRR9zDyH1Y8fqq91flJimUWOpyfims7w
-w7NGa2uffzNILz7BJzWCH7a1mHodG51BvBlqNvax/PDRaHRGs3UGTT+h64kn
-8UPUYFTn7fIZ9KnWV2IwjR9WL7GYZGTOoPDJp+Pe9/mB99WUWrrzDLJn2N+s
-WYTXL/u0+tJoBmnxLpT+KuWH0cDWmr/iM2hsq875yPf84NewoUu/fRrZXH4l
-kDrED5r7w6ITVKaRetbhlYOT/HBy6j3p48oUYn3277vYAj/olaOb9+m4PnsM
-ix6sE4Bk72SDRO8ppKz8zuS1tACEZrlfzLo9iRg+NZz67iQAQUo7pA7QxtGX
-Xu8DDzwE4G2a6krn1XH0YpZ9m7efAGh5mRwa3j+OvAStNv6KEAARkRjlfZ/H
-UKd7e+amLAHwIKWzjw6Mokcb+ho0+gTA9Sot7cfMCIoRDn+6OCQAe8vawuVL
-RpATSeLGq0kB+Bb5cjk3cATx2x1zNvknAI/7H1ZdXh5GkXnDSwdEBMFLy7lH
-Y/MwsjOZlouwF4T06yKmt3YNIkc1uujUMUGIFd175DrnIHLjL+I57CkI/k1c
-Sfbd31HQ6ElG3XOC8Ecnt4vq+R3dSJjqnU4XBImxMxFmNwbQ3dO0tiN5glD/
-tYT13PEBlO/4uL7+sSAc/T2f7U8eQGUaJ8vuVwlC6quwXcXN/ai7fTLFsV8Q
-tAVeuVvz96P+ysZLjaOCwPxJLc247RsavV94Xn9OEAZMPTxczn1DS8HevvxM
-QuB7NcNZufkrEhKbNKfLCIGT90UG28Q+dMh1gtHQXQiq9YOCb+z7gpz3Niw9
-8sXfrzRs1uT8gjx1H80IBQvB4XPRjhLNPShkk1ffYpwQ9FsbDw7u70F3Ho+X
-PS4QAs8Fif1Znp9Rblp9scgzIdgs9OWAE+UzKowouB//WgiSBEMc9q90o4p9
-nqmujULwI3bJpCq1G/UujvmKTQuBpmxsr1pLFxr6+snt8i8h2Ol0LIA5pwtN
-fnzo8GdVCLwu6K9NnO5CK7dO7O7gEAaHxINDbeJdSNxwTP6KpjAM6TXQEkM7
-kbzCJ7G/esIQfjRVydGuE5E4H/KeMBaGiQGVmwKancjwuweT6X5huGrG8VR7
-rAMdjRnt+xcoDO6X5PfcdOlAbnnqPj2hwuCr9qbAdEcH8qkNWn0ZLQybbue4
-Zyh1oFAmZomAVLye/u7OrfPt6Ha4lNPYM2HgOrZBo+ZSO8rO8Jj98FoY4v5O
-HLDyb0f5FcWRue+EIeI2/HM/1I5eLm/LPtomDLto81+lVfF9IejQ9455YUh5
-53NxtL0N9V7P9n+2LAzKr/WTg6va0ODzUaZrTCKgozP5ISy/Dc3PB8lYcIvA
-1ruH/b6HtSEO35TjNZoi8E7/aMOMWhviT+xZyNITAVXrdLX1Im1I/LHUxTAj
-EYj5a8oTtbENqU4U51H3iQCl/d3Mq6FWZO7eOFLkJwK+A8Iqk9mtyDqG50xC
-sAgI9rxZUEtuRfZ5h1g8I0VAAzyFmy60Io/BUQW5q3j9zdveKLm2ootHmU/c
-KcbvRzL/LkBqRQnhFn+CX4rAXs1edlWpVpSakRJv90YEtpuLT6TwtqJ7X6QK
-uJpEoPvQw6qD/1pQ9QHDidhpEQjs2BiQ0NSC6oIunnP9JQK9AXcGed63oKbr
-jZu3r4rApYzb3d9ftaCvbYdUV9lFwZDfkXvfgxb01/LMyUA1Udj+aTjHOKoF
-MflWrezTFoUbf4XlekJaEGsic6L6NlFI+HsppNC/BQk2phSNW4iCJ11G5q9z
-C9IxezLj5C0Kp/UGI7h3tCAvA51rPwJFYXTEiP7OsAXd1agg+4SJwuFF+aQC
-3RbULmvcvnBRFEIWtBkj1FvQJqG60+cSRYFd5sKyl3wL6h379vf6E1HgSwk+
-uriuBXF9dc0QLRcFMbXi3fV/m9GO1gnDnLei4LvfcbzhZzN68ur3+SetopBZ
-rLhgPdSMoi5zbGxYEAU1Fc/lox+bUVnE9Yf7VkRhq16u0aXqZjQZILK7m1kM
-RGxFEnvLm5HdEYXEYX4x+K0u1/SrsBkpqyFeBj0xGDpqPT6b2oyOSr0vjTES
-g392zofM8f09lW/3AXZzMXD4qzv2Ib4ZrazY3RY+LAY32pe/ykc0o2a6j6R2
-mBgcl6Ae9vNqRszvFt6+vigGyy5cS81uzUj/ZYiLcaIYbOVZSbF0bkY5WTH3
-LbPE4OAuLcVc+2YU5Jep6vlWDNTblJRv7mpGj47L0mc/iYFYeb9ap2kz6j9Y
-4HumVQw2Dr/qUjVuRuZGL0qiB8XAqdTFSWprMxLjplOzmMVBwGnbMA+pGVlv
-sOmR2yIOucos1etUmlHM8udzhfzi4K31qWiDYjN6PX1UjCIhDl1S++fOyjaj
-2e/DVeUK4tBH576dJNmMap+tmLTvEocDq8eNwriakaet2r5NieJwZ8jTVnyy
-CR086rzJI00cpIKNOnqHm9COEzfefsgUB465WabSb01IOoyRHF0sDp8OrjN4
-2taEvuR2cK81i8Pp41c+N1fgv6+KWBscPouDrVlbhM3LJlRWhqIqBsThfGu/
-38zTJpTa+PDn2XlxYNMI/nPiQROyWAhrX+CRgM4TAr89UpqQ/mpJwn5RCSDd
-Vt6VmdiEFDeOmpTISoDU/im30fgmtF7UutRXWwL+meZUlkc2oYrt8mnjdhLg
-H06t2+nbhNRS6Af6b0lAcryH60fLJiSasY4T3ZOAodM24tIWTYj1AbUuo0AC
-BnkeWSWYNaGRV/eoh19LQODJZ5VXjJpQ5vcgoc5eCZBudh/W12pCLLeSpoY5
-JMHuZagDs3ATCh7VLf5iLQnK5kJhZ4foyGfjhu4aO0n4yl6Zdm+AjlwV2xkK
-DknCQYldO9q+0pG1h591sLMkxHTMq+z+TEdqo/mLvP6SIPIk1ieFTkfffwgZ
-7L0mCVtPnvAJfkVHn1lGj2tflwSOd6qfeMroqFnhxRXRW5IQkr1SU1pKR5Xu
-1t/G70qCtc2yNftTOrr549KF2CeSUJpCF9qUT0d7fvytq26SBIcGSq7sDToy
-Yamfe9AmCeE7phSlr9ORvsJN4aQuSXDeC0guhY4U3bW8Hb5Jwjoe1LM1iY6Y
-fnhzLE/j5+270JUfS0dlI322lC1SMPGHg9f/LB1Jj7z5nmchBa43u49JO9DR
-Ez+11AEr7EmKhfVhOtr297apmK0UiNE+BsTY09FBzqD8VAcpeOF+/shfWzq6
-oq/qE+UjBUWa6VX8lnS0lHjzj9NVKXgZ1jXBZkxHMUIbHqWnSoG3JW1DGNAR
-T27Ake6bUpDxJKB/1pCOSOV731hmS8GSk03R4FY6chlcf9GwRAq2M/77sKBN
-R3TdU5yi7VLQf2x1f6UyHR2p+fr2QLcUDNuI7nNVoqMxC4uAlF4p0GVriORU
-pKP1zgqdrMNS8IHnt7WfHB3pJfTd+bOIf+9qV2kjSUe5/bsUugSk4dDC6v58
-fjoKiZc2TD4sDX9nK9i1memIpXh7xcWj0qDHdrzeaD0dpbYf1z/rIg26upJ6
-VuvoqEjigY6TlzQcXLLb5M+I812qok46Jw0qwz45R1doyPy7lmT9bWlYNZkc
-i1ukIeGtO5mYeqQh9ny9CecPGnrg5BG52CcNO80/tWiP0JBWTPzq6IA0zLq0
-fzkyTEN7WxqWm8akISBgzKF4kIYuuFv9zPgjDU9Z+D+79tPQeIr9kJ6QDIw9
-Kr/O30ND5ZNeH04dlIFHe8tun6bTUG+oKq38iAwsr/Z5vaTREAP7VBvjMRlY
-PfA4fbmRhszUfAaunZAB39nJLRcbaKjzpN+/pyEy0IRe292to6GF6UDyfLoM
-5M4ExXXX0JDGXFim/4AMUKyOvSOV0ZDNecO8V8MyYC+sKZX4koaCudYeMY3L
-wDvRV/enX9DQG83I8uR5GXjInyj3rBTvx/9Ce8k6WWixLf686xkNef+MYf0p
-Jwv8Pi57HhfheCwmBQV4yoJMPoOl6X0ayufMj3vgIwvCeqys9XnYKtW3v/jL
-wjYwqLEkfGy2avs5WeCU85FzzKWhApoVC2+CLDyeKr8ec4+GCvO4bj5/LAvF
-T1VZmbOwq5UKRp/KgnhWIOOtTBp6/MWoQvSFLLCVPmtSwy7i8u+PrpIFGykR
-6UMZNFQc1qpo2yQLK6W9wZV3aKjENqV8cVYW6pOOvHx8E9vvUYPSoizU/vgR
-Z4n97PK7Poc/stBA2qI2f4OGnr/9yfiBUQ6GrVV+6GGXqtmYp3HLwbPOjUut
-12mojJnvi46WHKzvECEpp9BQVWnavzNn5EClkup2LBHby/mLyzk5iMv6qSJB
-WIr0yjJCDpxvZ4f0XcG+8v6MQqwcfFBqLzxM2HVhvjNNDi5HbtJ3TMDmsx7T
-fiEHnAvH00Mu0VDlafbOnwty8HswQIc5loYqtKOLff3lgRqgV7YcQUP77Wb4
-nwTJQ/br57oV2ONBh8JnQ+Rh9eMIYzi2QJnGnlNR+PtdAsFM2P76feP+qfLQ
-vVHy95ZwGlJAOvJBL+ShaKDvpk4oDSWbjaaHLsuDa9705nfBNKR0Yv/6ylV5
-KBnNyU7Ero6v8lphUgAVr8Erh7Cn6lP1wzcrwKsOM6+fZ3B97jHqjhBVgEyP
-YGMl7NV9t3miDBWgTGLn/bzTNHTisMWl+AsKIH+rUn/QH9e3gFfV+RgFaLvI
-OFqBndYaP3/2kgLMkBxG07Brdn085JmsAEzlAoO7sUWpxiq77ykAY3jG+/JT
-NETnpTay1SjAX0vjhlI/GjrebMfA/EEB+EP4D93AXr58WmvlkwJUtdnpn8VW
-WPcsfapFARxWX0xtw46cUztJH1AASYU1vgZfGqLQZbZcZVSEA2Gswgs+NFQf
-b2wcx6wIc8MTKT3YTqbHgiI3KQL9lYH9W+yEisyvflyKkLd0pTYJe6RAqHif
-lCKwXXLl1sC+GcthxWOkCJvJj1TCT9IQaTsperOpImQ/Zlc+gV27alG2bpci
-MJ78522DPXf6kuSClSKonbxfpYJtfpx5rt1JEc6ycEb3edPQCvy9lhapCJ93
-OavswfaLPdUSEo3XC5m6YoD9nfaD82icIpAX+pVVsesOtScpXFWE9HR2bjbs
-1MDHV8qyFCFi88NYuhcNsbyWoaXnKMLzggfFb7BDGG+znX+A93uPe8tTbKfE
-mMu7ihXBs0fCOxVbNf9ofE+VIjiFxGU6YGdNd9RV1SjCszonLytsbm2LjTkf
-FMHDPNBzO/bSW2qsF10RYuJlV5Swa79wXfzXpwgibU6ufzxp6AhHbaT4iiII
-y5rW3sVustWvZmJUgr4/R/zTsI3Tn6yNrFeCU50/Dl3GVlTKCC9mU4LWnhfr
-ArEXjINCQVQJjH/mi+7EvhykGOy8VQkm8ixkF07g+qvIfLkDKYHZpX7ncWy/
-dXy/lbcrwRLr4Xf92HZXGYN+mivB3XX3RmnY0gU9AdGHlODRjvuvHmK/6kvw
-vX9WCTaHd6u4Y9cm3tP9FqYEVeyNpY7Y+EReE7igBLm91U522APZg0nxl5Rg
-rvi5wA7sjW76T7zvKMHGyTd/5bFtp3/MkiuVIKrSRGnag4Ycs1bKvN4qwQiH
-RswPbA8rnvO575VApoP2tx87tMSQi5+uBMJ+U6R27HtB1zX/fFWC3e4yea+x
-Z1eN/d8wKMNuh/x9idjLxQf1l9YrQ7Rqz2Ic9vpjPkyam5RB617cwyhsgXe3
-ku9xKcOX4GmDs9iGsbMlF6WVIYb7CZMr9mWOzJ+7TZSB/8/9MEPs1Opnr6PN
-lMF1dYWuh5156lNUpYUylPU9l9PGLmlb4FG3VYYdznf6VbC7b+zW4nZTBtKF
-+LNC2N/Njv0z91SG8gcyg7zYk3+CaqN8lGFjdpkFJ/ba4Xs2i0HK0OTGIcaC
-LS/5J7A7VhnExYcyF9xpSN27ZtOny8pQ8q/KZBabWnY5szxJGQy5Xg9PYBuv
-t6UUpCiD7x/j8z+wd1uJ192+oQzVOdX8g9g26T+OXL6jDCqKn5I/YzuOPpk7
-l6UMLROjb5qw/SK3izg8UIZcSymmCuyQRrYnex4pw+iZ6wIl2FGCnSaGxcrA
-OhYpl4+d9sTDR+KlMnjo+qukYr/uv/J24IMyBDdkD3lh16oesGutV4bNgqU1
-x7DpwZITNXRlaB+/d/sAdj/nM97cTmUI8X9N3Y69wajb3W1EGV5duEoWxrbK
-lt4ywawCYSNJRh/daOistMWDlSgVSNs9oHfaFd9HPj+vNY5TgRq/E5UnsF8l
-iX2PTVCBN5Lixo7Yy/+mRbmvq4C7UonlTuyQrmvJ8vdVwOvqrwghwgldYZZ1
-KvDP88yBquPYv5xtstlU4cRnyRFWbOHHDadGOFWB+yt8XnPBz3fRSlLhUwXS
-L9HWBezlZub6UjFV+Gsf0/EVO+RRPqonqcI/vTPyzwg7TSv/tFIFF2mTJjvC
-9WcZTa+rwqiJV1CuMw392qyvHHRLFW6tT/56Cztgz7L1gwxVyA5xtU7C9m4O
-yd10XxXsn4w7hGAf7Ty3k/5CFbi0drPuwzb5HnblQLcqMIWmjTBgv5UxfBHX
-qwrqMZ7Sv4/henZd/VrerwqO9eSTU9i6o+EaomOq8NrSU6MHW3k6oq3/jyq8
-ODTn/xybY/m8kKeIGoTLXeLxxk7Yamx8R0INnvsO2bpgbwxj8mqUUYPNQtsL
-DmEzMURVkFTVIIChPn4X9gJz9NGfBmqwaiakpIjdwxWTF+qoBpRdA5xjTni+
-7N9Bf+ysBnb9svED2G2pG35/dVMDUoYpfw92o0CsmZGvGpQo0HwbsN+IxU0w
-R6qBz9si2WLsXKVLmknZamB7vPtVCLbkhlX54Dw1+NcitBqInf79lOixh2qw
-0fGTrS/29Tv2LJSnauDhsGh8HJs7mPZPpFQNmIpKuh2xE22M5teXq0FS19Eo
-e+wYdqW+zmo14M3ZJGiJzTSe3vqmVg142kyZzLHDP3DW5ddhL80ymmIv34uu
-vNaoBlZ+ygKAfSZiqSSkWQ22b93Osg174bB3vku7GnRNRfrqY/tR+zMsutWA
-mztkWhfbY+5jnHi/GtAmGTQo2EO0reEsQ2pgtmI4r4HtVFAcMPtDDU5QbtWT
-sO1dbjjWzKjBLpe1CmXsTrTZ5tFPNag0Ku9UxLYWjdiV+lsNDDgmmBWwzTvc
-tNzW1CDo25ZcGewPT3uULNeRIH1fIbc0tnHiXgkqC/Y1wTRJ7CrPGl6pzSSI
-TlYkSWBv3anDyspBgldLT3rEsMtkCtbmuUmwIBRzRxRbi0F88Qs/CXasnPMT
-wVYtZ+5/LE4C2QxBOyHs/OtnO9KkSRD11dVNEFvWf6o+Qp4EWROSlwSw7+49
-Vu2hTIKtxqJv+bHFVDpK95FI4MelvJnwbZZdj/TJJHisJ+rBh80/VHFXRocE
-5Ra1XbzYydUaaWz6JCi+8tOe8JaM3MuL20iwfi5kmgf70lnB81+N8PqiKtcJ
-b7BLCPpoSsLnRfsewhfIDN5PdpGg/fMOQcJrWwKP3dpDgmk16wVu7NCJH3YX
-9pGggv5+gPDSx8MWXrY4Ht1+/YQDc5uMbOxJ8FpIepbwbOR23W0OJBjhzOck
-nuft8FJV/hgJKqebjQiP6qlIc7iSgPe6ZxTh4/xZAkseJBC+YdxBeGCem33A
-mwT79OR1if04NsUw1fuRIOXU93zCPY+Wf5cEkoDnx3ZlIh52cT5Td4JJYDvP
-/5pw6/Hv36NDcTwzFA4T8dtrZNd9MpIEv+8ZsRLxbhCrp9lFk4DfT6OOsNny
-tncojgQh0m9SifzUdj4tU0wgwZH4Ml8if/BMrojrKgnM5X4cFMauSLqVs5xC
-AlVFPisi36Vm5xMb7+D9ZKe5E/VRl5TKxnqXBOtUPe6KY3/pfHBpZy4Jmsse
-jhL1xOhKj6kpJMGhkWP3ifrjLRxYz/CUBGaru0RksRV+LlzYVkqCwA0XM+Ww
-95wXiSirJIGyUiudqG+nOtLK4lsSXLKxPkfUfwCH8TnKBxK0XWPUVsW+leFx
-pohOAoGXtXR17OHyUt/cbyQ4y12QQvTbEsOnqYFBEnSr+mfrYW826/WSGCWB
-ow77q63Ymp1MHrdnSeA5f5GV6OeweUunq4zq0GA8I7ELm09l3CpURh0kJ/M6
-j2Ar+q/QyxXUwSTIxfso0S/lnHt+q6hDOtc4izP2sZ26u/y11CFHltHSHfux
-S7SRh6k6PE1g5vXHri648SZvlzo88KykE/Orba5g2+Ae/P3MqwlnsP9EtOg5
-2qnDkoAyZxi2abo42cZdHaamg9XisA8Oaj655qUOTnyOvy9heymbkpp81aE7
-5/rbK9jXyryUzYPVodYnyTaFmJ9r4fmxoeqgaXdbPA375Y5k+feR6pD6N27k
-Jnb9lbxcpovq4Je7WngHu6+9TBri1eGsUuapTKK+RRrvhl1Rh+1bGiELe53L
-N/HX19Qhb+5YAfE5f8F8+tJ1dbhmcJCDsNIcs4jObXXIfPPaNwPbgCp0KyBT
-HWIEbzWkY1tGqAo8vYffp+SfNOHT7Pt5VB+pg4ZtbO1t7LgZIUepYnVw3r4m
-TPh2S38+/zN1+P24/OQtIn7XfQwZX6tDwBaRjcT7s4pfOtFZrw7Tcpe5rmNn
-kt6+iRxXB4G958ITsZ9yxrEGTasDqVgmg4hP7fxeW695dTB1v1aWgD32onfc
-dlkdlnd3DxPxvC3x7xIfswZEXmgQjiXm8wOBF+O8GqDScvFnOPaU4LnDw/wa
-kF/nOUDk51f8V4Z+QQ3Yf+BUYyj2Ju+83R2iGiC+bvEWcV6RNCgDb2Q1YG+2
-OU8Q9tmyvWzXtTTA7JnVBW9ifn266IxsNGDnkQnnA8R5tJbKrmGnAQf8hhnt
-sFe0c8skD2pAWu3RTBvsyXs1W5iOaMDX2ramfUR/h669qnXRgOKQB7wWRPw0
-zvKYB2hA9Km/skQ9M7jHVemf1gAr/4t3DInzKuPGCZUzGvBk9CwHcV65sb54
-w3ZOAyoHb8wQ/WE6NO/VdAGvx3zwKnE+Md30rrVJ1oCCaz+t5LFD6Od8TVM1
-4ENAXjrRv3PrLwvrpGmA3qG4YaK/+0899BO4rQHcSzQfov/f7B4R7cnWgKAN
-9Y7EvNG5sPixPkcD6ClBKcS8KipbH/A6TwNctii/J+ZdppzMp/SHGnBEOFGC
-i5jHa0dPH32K4z2eXryJOF+1fSWtnmnAHWp7Awsxb73DG6BUAzYHfBtiJvJ1
-70qQ5ksN8L31cnkd9uHP6VLS5RqQHmvLzkTMS47CRu7XGnBp6d6VtaP4vNzx
-+sy6Sg0oZ73P8Q9b/9ln2lC1BnxK9GRZxC4ZGw3uqNEAnkinsDlsJcklmQ+1
-GnDSN2ZmClvwCn/IgzoNGPeurxvB/u22X96zWQOKElisu7FfWZfwXWzF8SCX
-H2nHDjPkYr7brgH23IMuzdjr+JsGO7o14OBBKY86bI735tlGAxqg/5G+uwxb
-QcZYVGheAyYdPt25gX3gmwZ3HY8mPBE6p2uLLdyQxDjIpwm2Dzm27MPuezE9
-uyKgCR8f/xqywHZJLGyiiGoCXUkj1QTbd5vilSxZTUg7d+YvBTv2jsTGM9qa
-sOOZ5gYe7JcHtqzKHdAEFrELtFZHfN/h/Ngmaq8Jbe0XFZqwDeojHvIc1oTH
-t+ujG7BrDOZsGI9qgmqw565abLpU+6NeN00YYTBdKcUemrhlnxKkCdaialK3
-sRXyrNUvBWtCgHZHWRq2p+Nm5vMhmtAZz2ibgj3THPrEJ1wTrDq17iQQ65ce
-ZTGP0YSzbDLHIrA5I+VKGdI0IX/t7aAr9n69r5d+39CEi4x5jc7YafNpTtO3
-NGEqVf/1UWwR141svRmakKD64aE9trz5hPPLPPz80gP0Pdgn1uVSix5oQqFX
-3Yg5dmHFkS15DzVBYss5ZjNssjq9PPmxJqRSJ22NsbfxPuX0KdWEdeFDJrrY
-kbQTI8dfaoLc+d3XtIh4xEhXHC7H8bgePqSJbfYnxX1XpSY4BCVkqWJfLrHY
-Bm804UFrHIsyES8vZh7dt5og6JgapIBt8zWoSva9JvhvFfGUxr5xQz1V5KMm
-vD/9cloCu8dq9AT3J03gfJIbIoYtypqNNjVogq9ZjaYI9tF39nwMNE3Ia5h8
-J4R9L5R74hddE3ouWzgIEvnQbqieatYEm11fVviJ+OcbeH9p1wQk623Di73E
-bxrzrxPXQ93iNDd2zMU9d8U+a4K7WMs1LuJ5zo7tR/s0YbHcfnYL9hfRSIOh
-YU0QuPmMg5V43uU4O+ZRnN+6xomNxPP+XPWTH9eEz2JTTSzYvF3ZuR7TmnCw
-SfgJM7bFtXdsU780QVp7QxMjsb+1BvktfzQhOEN7nAHbw6cd1P9qwi8OAXbC
-F3cPB55a04QbLjUnVh3w815NJSYzksFg3emcFex7ir/yn60jA6vyo6F/2FXM
-LH2LLGS4UX4q7C+2RSDHb35WMqwmjrUvY/d8F+CispHhS+0zCuFfbxRNQzjJ
-UHaIjeUPdjRJ8+gdbjJc7Ig8t4TNnaF3toKXDI4jPL9/Y6uHmD9eFSSDubrT
-OsJVo9YfJUTIsEdjNeUXsd6BwwMgRgYj+2gVwj3vXf4ekyADW97Qp0VsDy1v
-vigpMhwY4vQl/OteoHquDBmuVi4LE47mCtv1Xo4M44UptAVi/ciLLiMKZHBY
-T4shfHf6ShiLMhlyJm7sIExySLuhqEoGcBpmI1zRkPl0F4kMZ7Xvf/6Jba7/
-oMFTgwwHeRsKCX/OLx6+TCbDo3MmMYQ9BMrWCrXIsKmayY3wr4vVQnQdMtRt
-/rWbcPRCHWWGSoYNR7dQCXO7tOzh3EqGB0lblQmT4Pt5a0QGL/YUyf/XE/tZ
-mrodx+/HGRLh7st/m0pNyUBW4zMk7La8brxzJxmKe533E17wYFu/tIsM23Mt
-fQhHdfGKC1mQYY6lPvH/9XaIUfX3kiH+WPVzwnefy1kftiJDer9k///ry5C8
-Q63JEHnpM+f/+7+mE5NhQ4a9+t3/x8ecAd2tsiPDj7usFwh3++x89e0gGWZN
-HGsIL+w+OC3lgPOfIG5NxJ8p7tW0+FEynOlfvUOYs1Z0RuQYGUwiBcYJqxoM
-zPC5kiHmZUkykV/94O2z3O5kCInjmyJs9jxvluMEjr/gqd1EfRxX9ZzbdJIM
-R2NbeIh68vdonNvgi/ObWRpGODKXNL/uFBlqR6wmCKeL/pxfCSRDqIBnC1GP
-7WyhC3OhZMhw3/2RqOfvZl8XpsPJwLRnyx6i3mejYXEikgzCsNZBmG1l/a/h
-aDJwHZGdI/rDZOrK788JZCiqjDIn+ukZLWv5bToZzjv7nSX6sXoT09+qTDKI
-yp9X2kDMJ9Pjf1/fxetlXP9CeLxS8V9pLhmkikJMif6WLnq68rCQDG/OMJM2
-Y2uM86zeLyLDYN/6ScKG8kGrOU/IUFnt9ogN+1Cm/lrGczJMrq6qEfPDoyd9
-7fYLMqhe3jxHOIh/be1GGRl+LsqXcmBHWx9juP6KDKdZDEI4sZMT3zEkV+D4
-uGsDMY/u1ssxJlWRoTdzZQMxr4o2xDEmVJNBLkzfknCF8ThjfA0ZCoySggnX
-h1swxdTietCTv0e4+1URU9QH3G9ffjcQHvnFuS6yjgy/L/5bJMzk27EupJEM
-gT8izHmI8+eR7vozdDJUdU0HEhb/cWt9YDMZrhufyiKsf9SR2aedDHm9SQuE
-/S1/bHDuJYP6+12ZxHydtlpks/1KBosfNz4S9rRex2PWTwbqjZezhF1sJSRI
-Q2R42bDLmI84Dw4f0F2eIINf0McBws1HXLdNTeH5lvlkIzG/9zgGbO+fIYO4
-vpw64R3Hkiw//MTr/b0cQljX/aN78l8yVFwzYxXAfu7RcfLiChm+LcaoEtbw
-HAwIXsPzo3T9XsKKJ9ciHNdR4GNAWiLhXB/2mH3MFNhokfaYsJSfSIIJCwUK
-KI8bCAsH6N5U3kyB2d5f64nzJS3QNFOMnQLny3glCXMH7c/l5KCAXZeEPuHN
-Z32f/OKmQBVrmyfhuJCwF2O8FLA663qe8PrQyxW9/BSQ+1aeRvhf+IO6GmEK
-PDQIrSQcHFlKLxWlgBu9jU544fy79nxxCly8XP2VsF9US88dSQpwMOtOEZ6K
-/tafKE0Bnucqy4Q9Y6ZGzstS4N6fZGbifByJ/TsZKE8BmvgxDsLO8Zt+uivi
-9WwuCRD+ekngzyFlCpg/ZxIn3HmFwmxEosD2vidyhJuuWnIpkClw+QKrPGGL
-ZAcBYS0K3Bw8KEO4LsVLjF2HAoLsj///vcn1szIMVAqo+i3///zqtFiln3oU
-+Ouq9f/6Bjevq49spUCh+t71hMtu5Wh/3kYBj1/6v4n317rzdGsjooB9w9QP
-wk/T3xi9MaJA8QP7TsKkTNrOku0UuO59qoZwQdaXPXmmFNg2qFBIWD57bP/N
-nRTorfBNIXzv3m/7y7sokJu8NZiweC6zU/huHI/hsEOE7+TxuJ3aQ4EkCaX/
-8yf4QMr7uCUFZK+pCxBOzVf3P7CPAnUBUXNEPXAWbAs230+B16P8nwgnPNod
-vs2WAgZ/vmQQvljkfknGngI/b9UYErZwfd8OhynwwWzbBsK8ojISjg4UCAyW
-ryfqNzf+67ObxyjgG7q8g7A3GKyWulCgckv1GtEPlN+3zNpcKTCc8fA54Zrj
-tn3snhQ4+Tadm/AlkWcKKt44/qyRr4n+sm7l9DfzoYBWmb4T4QHUuCHKnwL/
-0Gg60a8MIts1lkIocOXmcj8xX+pa7obwheHPk/zcCCfFrdaSIyjQGCX+g5hH
-4r/K7U9GUWBRq/kzMa9GCgVyL12kQHh8wW7CRS6npx/EUuDNRs8yYr5ta9GI
-+n6ZAj5mJhfYiXqPS6StXaGAbZrWN2I+NhpOCohdpcCQUqkO4SOFDwoPpFIg
-pYmzg7hfhcSKdzamU8DlKr2RuE8ZG4ZKjmdSQN/3619iPm9a/OzJkk2BI0l0
-WcI3na+vGeVRwEh40WU99sttbEovH1Ng/n1PKjH/wxdOBLQX4/0xnby6hs+H
-HY8+Vs49xfWurnCRuF91CkZZq76g4Pnw3J44TxZ+/jmXXYXrpz2tkDjPKgoO
-fKiqpoBkc4MPcd5FHyvl7K2hwLKwhxJxPloI8hz+U0sBRrb9vcT5zNPkl8f/
-kQLJ3QGx88R96CJ9hvKJAm2pT5XniPubgar+vgYKlFJ+vp/B9vwZH+1Dw/GN
-kbCfxiYX/KBfbqLAui0FBpPYy06mQg9bcH19WPP6gf1WIMflQxvOv/TI1e/Y
-Vhcdlxi6KVC2xFHRje3r1CEV1E8B4byL6bXYL4YSrH2/U0DJkN7+BnvVwyTK
-Y4gCCQcVmF9jJ5x6NnRoFM+z3ut7n2IXXLj2AM1SwJldPS4DeyR3j9omBi3o
-nc16HojtOPaemi6hBQFB1kPixP79X1jWOGoBrVJV1vMIDX17VFk77KQFlbH9
-iy7Y/sO1eptctOAiOlzngH3jYJuMlbsWGLlZ++3D/m44+7vPVwta1RlbqNhn
-Nyvf/ROphfMv+ZcF+35uxqxGjhYURqdIPDxMQ3pfc11t8rSg7na6Q85h4v/X
-C3vOPNCCKO/G7Azs+UuvaqseacF9jd3bkrG3neq6afFcC+J7/d6fw27fxmXk
-8V4LtB8VIits9zOCLy5/1IIf3FIL5tjLTyRUij9pwQsxt6em2BKyJL5fNC24
-zcq2cyu2J+vusahOLRAf9BqUx2bsir6W9UMLtoWlMDNgM3XqspWPacGngCy/
-v4dw/XeMx7ROaME49eXIL+wNbVahzLNaULS5YGEKm6V13W/xeS04sdqeMIa9
-seXFKeqCFkzFP9IYxmZtEnX3WtKCO2x/7/Rib6Y3DUQva4FCwzuXbmw22oUj
-mf+0YOvTLt127C2N2l0vV7UAbjkKNmNzNIzua2HQhiH7SOZGbM76O43jTNog
-/eH42kds7k97d65n1oatjykbarF56hhrxFi0oSp2Hf9bbN6Pzw10N2kDTWGI
-kzDfB/eXVpu14VDtfmHC/O+FyZ7s2uBL0iMTFqilFUZxaIOX0LmDhAXfRSpk
-cGnDRhGGK4SFaij3XvBog+WjoibCwm9HRJv5tOGe7EnJGmzR6ls3xgS04cU7
-qQjCYm8suNcJa8P1ByUThMWr1hJERfH3W5jd3mFLVpaw6Ihrw1U5xmnCUhWu
-Fywl8fonLkUR+5F+LbjiIa0NKaax8u+xZV41nLkgqw2VJn2dhGXLw+fvyGvD
-r7ZTqR+w5V8O/aAra4NTzYROHbbCixvOo6raYO1+R+QTtmKpeR+juja0KIiz
-12MrP3vSqkXRhlugwU/EV6XEZc9ebW3YMxenRsNWfcpf566Ln+ezcx8dW704
-tPL2Vm2QoMZWEvnRKFKnPt+mDd9mmplbscmPv5fQEM6POdehNmytR2b5DCba
-wB7ELN+JTX3Am+JmoQ1vRe+ZEfWgd/8je+RebXiqFDfVh62fFxJ3y0obTi1G
-ZnzDNsjpD2u00YauHB3xQWyjrEIPsoM2qHWHZ41jm98wMVw9qQ275C/GEvXa
-4LIv66evNii3aOevYFtoODKMncLxZJ9oXsPe++lMTdtpbQheWtVbj+vd+m/B
-jodh2IObPNix7Y9yWdpc0QaBxxZiUtgeCl+PFhRqQ0PxjNYe7LGf49VZRdoQ
-7rwsQ/SfZ/VvqetPtEHpY4XAfmxve66hiOfa4Kb0h80e2++yiYdthTZs+2eo
-4oodPFPgx9CoDR3nlMXDsWNfnjlvN6ENfTHG3CXYNnrt8kFTuB5CGPJLsSVf
-azRen8H5sf5nWI5dVjXG3/FTG5xVufyqscffHy7c/08b6mSP9dCxLdpRlxW7
-DjRqvS2cwBa0Sw/149AB/bfvt89gD3UtSV3l0oEK7rjP89hhX556N/HpgENV
-NsMydtF3Gaa94jrwJDyXuhHPL645FrXd6jrwZuGwiiz2V//jrZ6aOlBpVHFb
-AbtgofrMJYoO6Cls3aCCbbx0tuaTrg4UPh1t1sQOXJs4YAY6UPtspwbChvNm
-K+7GOmB25fs5Y2y2dXn3Yk104M87qDHF7o5mNHuwQweeH9dZtws7b4Pj1Acz
-HdjhcMPQgpjHca+SR8x14GSobqAltiGrAHXDHh3oPTWeY43NmhDQJ2eJ34ce
-RbPF7mRvvmC6TwfUXd89sMO+l6Sq6LpfB8491K8nPvfhiqdF2+rAdcXfwzbY
-LHzGgrX2OnBn6Pqm/dhU0eePjZ11AJ14t45Yb30m537n4zpwoqZyfg92i8TJ
-pfNuOvCsO/8L8X6eMvLb33rqwJnE+3fMse8o3+xGATpQxp3aSexv9Oze41tP
-68CQ5vtCE2ytT+tndc7ogA3VKHw7dqP7KRbSOR141eLIY4T9L9dcRzRKB4xE
-uTYaYDtIrKQsJesAw11zZSK+ErzOlk9LdCBi82SdILa3i+CXwuc6EDUXpiSA
-XVZCd8t/oQPsv4Nj+bCt9m0Nz3qlAxYrk1u5sSMTeR9fqdGB46aZcZuxBzZ+
-ZPVs1YFPGdlvVnA95KyofJCe14FSD0mBAWxH7sQDvAs6cMFpfs83or4UZkeZ
-f+mAx6JhdB92gtXzzWN/8PvcjZ75jB2UY7CvmFEXbF+fqGnFNt+1p3crly7M
-RzS41WLPpfrM22jowinVW9z52IUPm6N2kHUhzK3N9j62WxWZj6qlCz9KXW/n
-Yvf8+KUrQtUFYw2aQjZ2rX5E2ADShahJsL2NfbM/aaOPpS7M0oNZrmDjASYe
-66MLXZkGpEBsk1/OC/f8dEG7ffGmP/E+1bz1Vf66MChznOUUtp1N8OlfQbpw
-cmf+zElsn1DU6BqhCx/aP8y4YwfumMs+f14XOPSlQtywQzhzzmRE4f0kVW8k
-+vti7gaZjlhdcEzgozhjpzfSzppc1YXTDGxVR7DvpUVYOiXrgtTu896HsfOd
-NOVCU3VhYOaTxCHsZwupzc9u6sJmTtHrB7DrRY8oyGTjz0eeVlhjN4+wrxjm
-6MKY65OUfdidT960HsrThaKtHH7EPBowkQlPfqgLZ1coenuxl7zH2xlLdIFP
-aB0HcT9Y1UkvEHuuC3PPp7h3Ya9n3Bup90IX3HRrRc2wOa4/VTn1ShfKdocY
-78DmPerCeKVCF2TDQh2J+4SwEl9XfpUumLUXR5pgy1cGX+ivwZ8vTHcZY6vG
-Kh/8V6sLzSQxdsLkfb1qgh91QSLgrZkRtuEw+mzZoAtfK5+0ISIfxXNFXjRd
-eLhRXIaw+dmc6NgmXWgaNj1riG3LzqLxpk0X1LI36W/DPtRVxvylQxcU0j7m
-GmA7ZXt++dWlC6vm0fyE3bxEn3L36EJ7hVUScd/x1qbHkHp1QWBwGwdh/7WI
-I+ZfcX0VH0nTJ+bxJ02yW78u8GypkiUc7XC9L2NIF47yJRzQw76ksPNZ+Ygu
-5J4V/kfFvjq3FNcxqguUH6R8wmmvCxznxnXhqlrPYcJ3Lh7RYp/ShWv8agKE
-71puYVWa0QUbN2qPLvZ9oepvJnM4fl/Y8ggXDp4qdfqpC3Kk12cIlzyWuRy6
-iOuJy8aaMNVUfWfgb11waMjSIVzZq7/O+w9+P8VJKcLGgTveuPzVhbXCHbyE
-6zZbnzu8gn/fXcFOeG+Og+7+NV24qXBkC+F2/RM/zRmpwMRJ5id8qDWw2Hgd
-FcbXW8gR/nYi0kufmQqvAl9uJXycMUGBzEKFhE/n7QmP37wxqLSJCvInysIJ
-+2nkZEltpsLSc49HhH99LDosxE4FOda73wiHHn0lwMVBhdC3XiJEPBh/v2/b
-yEWFs+qfHQnHJLYkMfBQwSR38SFhNvm+3Uu8VHjpRf8/3smVoyyz/FSwpfn9
-nw8B24V3PwSpYMU2Xk44fXIt4pswfj/3nf/nTzp6s0GXKBVShdL+z2++iMAS
-XZwKeQcHOYn8k55JP/8gSYUHdgYphPW+66m+kKVCotGOJ0T9VJ01HX0sT4X7
-oVy7iXoz4dqXm6dIBQkesWnCVuAhel2VCvxvlPYQ9drZFdCdQKKCLoPpJsA+
-7BuRGq1BBcaFdhpht8w0tkAtKpiLxPoR/TCpfa/OS4cKXw6827sd+xTtcbQL
-lQpU+3xtop9C/9X+szagwkTCXTGi/5hSm8vMDalQnUcT34kdp9IbaAxUOGLV
-pUj0a8qhn5OaJlQ4tvTsANHfgvOr+Uo7qFBafjd0N3ZmPKurlBkV8lMzCiyw
-C8qk+jgtqPB6ZlnKErua34o2s58Kj0sKImywdxQdjv9hSwX7rvBpW+wGU3fT
-bweoMGT7yY2YR52B4ZX0w1RIIS0EEPNqsrXw8WMXKvitrmM6RvSXZ9mJPFf8
-++qpSmL+/Waslctwp8JHlmdRx4n9aH7JSPCiwqQnk5oHtlDSpkSvACrYePIs
-+RL5Uin+lnGaChElXUbEfKbW2Wg2n8HxkHK5ScxvO8a77Vqh+PfpvN5nsVMD
-dERWo/H+b9YWR2HLcPZ6a8RSwetr7rEYop8Kz1c5x1NhZaxDMh67Zbjx2Mcr
-+P2yfT4mYm856JJ/NY0KUTsOvCTOj4yFjcs1N6lwOON2B/H3mOq1ot2Lt6lw
-vuAFI3He7K7/M22fRYWbThVRD4h8GFzVlsnH9cjdoUHc15ikKmtKy3G+9Hq3
-tWFfq3TmHX1NBdWtF426iPvcoY1uwlVU+NPAZfOFOJ9S9m+KqKECn7vA/UEi
-/8zjlmYNuB/uZK0tEPEb4+/r6aXCi9KRNGF8PsfEVJDYv1GBLdPvqgQ2v4xz
-JBqgQi/1+y3ifqZ15LFM7jAVGnMqeknEfYm+3fPkNI5PPrsscd9g9Bp7nTVL
-hbnC1EzifnWVJYm9dZ4KO+cuKBH3m2LoeaLzmwoBke1+h4j7VV8E04k/+P0c
-D6g5YdPPytnc+UsFgezIZVfiPsLfkEdboYIgk1O3F/Zkid/vtTVc/xTmj6ew
-/wOyG02J
- "]]},
- Annotation[#, "Charting`Private`Tag$89968#2"]& ],
- TagBox[
- {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], Opacity[
- 1.], LineBox[CompressedData["
-1:eJwc2Hc81d8bAHCJlCJ7773Hda9L5DykJTIqUZEoFCGVldWyUkpGGUmISsjW
-sJIkrmuPECkZlZnwNX7n8/vrvt6vzzjnec5zzj3nI+noaXWGkYGB4QETAwPx
-uyXonLiErRBafxRyn2vX1M7gJF5PaA1BLikc3tOrpQY3PnSp3UmJQS+L4j41
-j3QZfLfn5DbISUSvmpcfCX0ZN2A5XsZOuZaG9GdNnxeK/zOIf6HGzJeXgWz3
-6SYmajCip882XOdMzkb3dmdyN55iRWXZHQxsES/QLpUlcXY+LtSQlR28+XI+
-suKr12Bv4ke/LHeubXj1CnkL9NeLHhVDf+ly70Kyi9BQlvO5ogEptGbOEbia
-WoJSj9w+dm1NDm1qWdpxJa4Mvd8ixMt4VxltPziytBhVgdo4HnULmGgggeam
-cp+rb9BDbTb/G5u0kOLnNG1vjypkzGpwm0zSRYJZdcu+hdXomBTnLfsMfZR6
-Wrev9GUNCokrrDikCOjpiNRDcuZ7dHu45koK1RgpZST6XUyrQ+q1Yv9kPPeg
-PMdtNoVJH1DP3hdGNz/uQ2XDf/k07n1EEaNKcVf7zZB++rkFj+gGJK5fm7hk
-aoGqHb52vgz/hKQtfn+be2uJGr42xCkHf0b32B4G+7UeRr0DyVzybi1I6yvz
-PfG24yj/4OYlkhYdDYdMeu+rtkMX8mpd2wroyJJxnEyqOYn+nqfu48xtRaOc
-s8f+Wz2FyptnygoU29BkzjtVbmEnFKCaK2+R3YbeV6kdHTI8jdZ+SbDEPGlH
-4YJH7k7kOqNq0y8+ahId6ES/1fmDMy7oWm78aHNqBxoQC9crQWfRJnfW+m0P
-O5E1DBp2LLuh7ZNzN6JiupGki7Cx6IIXajPJm1dk60Hi3Oy9ZjUXUNxz19Of
-onqQoIJETO09byRwbmDX5rBelBpdZRdvdAlJjNczhgV+QYlG2RWPvvuib/uu
-essuf0GhAnMyBX1+KDNH71udbz8yd2yt0e3yRwquBTUbLw4g7lrbXZ8HriDN
-nw9Dr579im792Largj8UNT40ZCqc+Ypyns1qQ0koIj2d3zWjP4QkXdNIPNZX
-0WeblI+SH4aQzfvjNrnp19Dau0natc5hZL19QqXD4SZyiogaMF4YQUrM7HfX
-lW8hVdGG5QbqGIpR+cj77tl9dCojPcnVbhqpONBzHyY+RkyuCpJaQdPIgDu9
-ZqHpMcpRyc9eTZlGD5W4owIZ09GfkrfFsf3T6ECwnuFGj3QU0NBNe3t8BrUi
-rb0je5+guN9sGzmPzaJSnoOPyzdlogZqgFuF9Tz6uItEHXySjdSarPRZLRYR
-237bvRKW+Ui6O3rPKTYGYNijZnqmtgyNDx5j37OXCd5buuVd9qxGB0bfR/7T
-2Qz5++cfRmfVIecbiZmaIdvArifckmPzJxS3HnDrjQ0HcLDvFKrgbkaRs/X5
-MQ4ckNd38bOhVDMK/sHV4eTKAT65NZofNZqRy+fnItv8OEDgdc/+BrNmtCOx
-7+WJRA7oO2fzPTO8GQ2p7aCvdnKA6H4ztrblZqRiv8QDhzghcESzj7mHhiQt
-d+vyHOeEF2eeuZT9oCE+43t2Y46c8FOr5uPZORpaV1R8etebE0y6uerb2FtQ
-218b6vA9TjhdwX6odncL8rtdbnuNzgm/Jc9vCCluQedDmYKtezjhF69J/KXa
-FuR40eKJ0hAnHFVg9PKmt6ADtmMTbVOcUF+cOBvxqwWJyQoESm/nAvts7dhE
-Ljp6/9b3UZ0ZF8xOzO89a0pHozcYOwytuYB9f++E02E62mx2e0uVPRccpEWa
-uJ6gI9OBJ5cqPLlAfKPdkxh3OvLIUn2u7ccF7Z7fTIsu0dHd8+Vfi0K5YCFo
-SeBbIB11rDab5N3D979ICXW8TUcLH2xClZO4QP7997bieDoSuDNSkvOEC9I8
-tIu5H9HRDmuPSdkXXLDK+Sx2MZuO7MSWJDKKuICNPdakvpqOQkevW0u85YId
-fPc0T/TQ0ZM89ujUOi4Y/hfn9v4P7r+BzL/ETi64ItbaqCTQijaz5KvwDnJB
-ZJpl0k7lVqTUousYO8oFJt4unHt3tiLTxLrE7VNcEMDsXmpxsBV5njRvjv7H
-BRPFLtKn7VtRrHwfIysDNwR+4tx063wrKp46rRO+mRuk/OniLVda0WJIQMZV
-QW4YlYpx6IpvRUL7mHvXJLnhoFK9+8v0VqTPcZc9UIkb7H+GBHzC65B9j5Dx
-Eokbzmnefkkua0Whj7P8ffS4oa/p/M6l6lb0xFUjf24XN8i6WVyWbGxFdRpv
-vnuZckPvc67isrZWtKWGbu5mxw3blPhlbL61IpXI4zfHznDDhn0hl33HW9FB
-y9HXZzy44UAdF7v6NO7/8H+yDiHckFZ3SzV2Bff/WdjxgXBuKIth9z7E2Ia6
-LnDeO3aXGwz3/vPrYWlDQozyK4fTuSFet0LyGFcb0m98pdn2jBs2ymSLnedv
-Q/ax+i7mhdygckwmzkukDWVIWbXtf88Nn3UCfH3k2lD9RD/Lx8/cELA0OBCj
-3IbGCl12Gndww3HtyZcfNdqQyq6gHIMf3PDfjYTDNXpt6ODWzYNvfnNDNL9u
-TZJhG/Jqj+XWXeCGefmo9zV721Bssuj+0jVuMP1YfdToYBsqccoJ1mLhgaq5
-2tsKR9pQj7JWccF2Hrj1QDYy9EQbWp57N64qwAMMd1SuWp9uQwY32g8rKOLr
-59OfvrzchhxM7aOyNHkg/dmGrL0hbegaz3iV1A4eONU3YXgvsg1l9l/8m2bE
-A1f8t/InxuF4MteURA/wQOLlUwwDWTge90iHpEM8QL4cy5Bc3YZYKTwJ/Cd4
-QNg7rsG8rw2Zf1DcwHWeB/Kn/A4pbW1HXu+F6WuXeCDwYUPdNsl2FFvDljYZ
-yAPbxmwTrmq3o453M/ofonkgpLC+PtGhHR0rrfDzy+WBe+deupUWt6PA4hd7
-zxTzQNqrTS/ONbaj1MJUPqu3PEDN39L+eKgdDeVdLVZu4gH2S6Vs7Ns7EOPL
-i9cFOnjAepRF5bp8B5J+ccaKuZ8HdM9YmSxAB3LO3j89OMkDFo53Hh727UAR
-WXpVn+d4YE+Wxt6QuA70LEP1Tvl/PHAiWPWPXFEHakwXt8vayAsMChrVbu0d
-6Fcap0rsVl74ss4k6vG3A7E92vhfMDcv2I0xPA8X7kRqKX8/uQnzwoGoQNZN
-BzrRhQe9LruVeSGC++KhlhedKDbhszZJixfM39RviRroRMVx75jF9XhhPVHz
-60WOLrRwNz1j0YQXNmtGc5YHdKHAyLNfX5zjBe8ryd0mLt3oUfjxvAfevBA4
-HhRWl9ONqm6aBd0M4IXIDlVO/d/diPGapvDJKF4ovMe/kyu0B0mHSk8ciMX9
-+9juMUbrQcbBvBU6SbxgaOiY+kKyF4UHLFlzPecFj97U8fX2XpTjNym7/ooX
-uooHRcnafajRZ2B+soIX4F0uCz2lD227WBP74RMvdM5VKtn5fUFqF4pOFbby
-ws2P4p6Dv78gc88sjbReXpjh2hvy07UfxbpF0vzGeeGN58X9JV4DqPjsldQz
-M7xguumiENvaAOp0Oe9utcQLf8XUfnDFDiKB05asKlv4YHJepN6q5Sva4bir
-V4CTDx7eigu5h/+3jztQcpgF+eBdLf2Nc/wQenRCcM9XBT5ginWneR0aRtXH
-tvI2afCBnNTDHxvLh9GwzepIuQ4fTH3330GS/IZkjgxfjd3HB2k3g5LVN46g
-3YfaLUIs+ECpeiVGMHAEOVt+EHe34YP31+tZ7ZZH0DOzZ+92u/KB5sivETmW
-H+jGKZMMVi8+COecifgV+wPZX56MaPHlg61RWtdYZUYRT6rqYdtwPnjUdOHA
-deuf6E8BTVcshg8ylvdLL/77iT7VeYqPJPDBcrjE7vlHYyj416sJ96d8IGsT
-4Fu6Oo5sGQ7RNfNwPK9nqp6WTCAyz3zJQgkfPOkSHnO4OInG9bSvhn7gAynL
-lCe8G36jw7de88d95wNDgd6VjaRppJ52fNXmFx8UKvkpVGRMI9ailW+i83xQ
-nKDwjMQ/g6r6DPKyN/LD+KlgkUqmWaSk9N74jRQ/hDnYFRmszSGGT58vfHPg
-B5Xy3jRgX0Rf+t2PZrvyQ467W6z3rUVUOs22092LH+6Kts1rbVpCbgIWmxdC
-+OG++pWwnNkltEdl5vfrcH44Ry4ICnJaRhIQ2x4Sww+OPMZNb1uWUZdLx6Mt
-afywGDJWejPpP1Rw5fIN2lN+vP4wmIYt/oduxfCdu5/HD1m5dy+HWa4g54wy
-c5tSfiiYS9nTk7mCoMyGIlrJDxLyF4B5dgUJf14S+vaBH6ouO5x8orOKFgaT
-GLKb+eHB/c3jFn6riD6rN+rWyQ9LeYys1wtW0YtNA581BviBL6Ajs3JoFYUJ
-Bb/6+50fFpj+JOSxrCEHNfHE17/4wWQfihaWW0N6RtWBIfP8UMwVrmGmv4b4
-rE85Gq/wA2v6t9JqkzU0fZZx3xYmARjmanYmW66hz0EZqrStAhAzo+d/2HwN
-Pb1nzH2fWwDspGO/PjFeQ6FZPxaPCgvAJ8vt7+U019DxirBBEWkB4PpnI3CK
-dw1pN8vXDSsJQN+irajPzCriGG549pQkACE36zNCP6yiyfmzMW47BGBOo35l
-S+wqqt+89bKGkQBcb3HJcTu6ih6L5B77u18AzL4/zTPiW0VXNMzgtaUAHAl4
-1naLtoKsjf/IhtgK4P3Vo9LzoSvIXpUm8vuUANxvDbxkJIPzzZfHffwcbt9n
-x4G+6v+Qz9j5DdQrArBc+m7ZZWwZJUb/7v+TIgDuP4W0NTcuoceXm9tPZAlA
-64DsZPnVRZRj/7Kx8aUAfOkynV1a/YfKNc6XP60UgPnA/15un11APR2/7tsP
-CQCFGqMp2TqPht41RTWNCYCqUIW+w/55NPY09+qOGQG4tUgb3PR+Di36uXvy
-MQpCQ0J+zO23s0hQ9JcJTVoQWAQFyA0N00hqU5OhvoogLPbVadItp5HS1Aud
-52RBCPQWSEt4PYV21LjJhe0WhMNB4zov/v1Gx85MbjBwEYTbVnOe7IUTyPHg
-58UXnoKwdsRLind6HJ2jvpgS9BOEiYFmnXzyOArY4jbwN0IQLnFKNMW2/UTX
-Zk06nO4J4v1H7sOjKj9R1Belz60PBYErfa/709ujKPnlRPnL54JAEpzr/OLy
-A2UmNOYLFwkCWTfgUdPX7yg35PnTyDeC0DKeELFo/R29tTwXd6ZJEP6ln09s
-OzyC+v+Oe4r+EYS2Cdde3ahh9H3wk/OtBUFgfX1bJF9qGP36+MxuaU0QitgW
-nxpXDaHVh2cPdG4XAvltuyJVmIbQpuv7jXYJCEHfn+k4G5uviN1dUfeVhBAY
-0nUPHMwfRGIG43K3NYVg2pAzzMd3AMnJfxL9T1cI7lTlbs8Y7UdqHM94zhoJ
-gdawtvnFE/3I4Jsr4+5DQjBDOfti+tgXtOfzvqXC40Lg4FBcxjvShw4WK0xL
-nBaCa6JkW5pXHzoZNjawcgm/T+WT9GhyL3LOUvfoCxSCltshHjqoF3nU+ayV
-3RCCAP6xdN/RHhTIyCx+MU4IXl2YeNGNetANSdN8ixQhSFjPMLo5041uwX2k
-likEHRrmRrpPu1FSsKTDeJEQPLrc/a2Rvxulp7pO178RAvETlxm1OrpQztv8
-0Mz3QlB/KyyiNLYLFXxZ4Lj2WQjYGjZGFx/pQmXLO9NPtgsBB4POgRzpLlQp
-eFNz5xch+Kt9O6duvhPV6zTVCI0IwXOob/ne0Ik6fI5965zF8UfeNkrx70T9
-8eneRctC8HsQrY4d6UQjxWOM9xiF4YWmmEMmuRNNtKvf92DFfh+Zl8PbiWZn
-faRNuYTB+tfZ1ZbFDrTEWVmkKCQM2wRVtOYHOhCDJrMxi5QwsDe/Z5mq60Db
-Pe+frtUUhrDdQzdoiR2I707ffJquMAgHTxSfud6BxF5K3gwyFAZ5uc5YHa8O
-pDKZn6VjKQzzqYKu86YdiMz6j8JnKwxC9xQv3tHvQHqKBvVzDsJwd0fYoXqV
-DmTi0jSa5yUM+8cOv/Vk70BWYdy+0X7CsLfq5fe76+3INusYy7lQ3L9ZCan8
-6XbkOjImL3tXGM5v+CkCbe3Ik1GjnPGBMPA7WG46VduOfCR99w2lCUO6GLPd
-l1ft6OZJ5rPJ+cIQUrDjhfaddhQdbLrkVyYMWiVMx+sC2lFc6v1I6yphuBaY
-M8bk3I6S3/YJkj8Kw68jgvo083b05Ivkc84WYWh5SmdfoLaj58uuO6a6hMFv
-onnSUqwdvRIsaGwaFAaZwgT1MsZ2VH3UYDL8jzCMhaDLs3VtqMHn5pUzC8Kw
-ke/TXu8nbaglvmnrrjWcL4sLUuZBbWiw/ZjKGpsIRNdoxV5QakM/ZtPffuEV
-AQUdhRsn8fngF+e4aYWoCHi3TlH/w+ePeQ2NgQRZEVB9eFnqZ0or+s/c9/wl
-VRFwvauhEfWoFTF6Vq5aUkTA48+KauvjVsR6h/mO+k4RUNdeyC7IaEWcL03F
-2HaLgOx4n4hodisSaLqfN2EqAofCt62xvmhFEpN9Bg2HRcA4JibfI78VybNK
-tWSdEIFtwVsj9Itbkfa+gikHdxEQX3394WdlK3LT177385II2Ibo3VD50Ioe
-a7wleQSJgM1xsdMln/H5SLDh8pU7ItCo9SzfurcVGbAd5GdMFIGaboarFkOt
-yHtDR3lEmgjclBFClj9bUf/41//iC0RA5xbDNcW/uL+DZ1JFKkTAN/dHz/B/
-rWhP26RBRo0IyNx8W+2Iz0tX6i8MKTaKQG/phUspm9tQwet/VwvaREBuKlgk
-hB3nMy9ImvpFBJJ+TtCWufF5KmPjh3cjIlB+Zn/MugA+7yRGOhv/EoH1HW8O
-Bom2oeu3tm/+PC8C48Z/Jp0k21B5SPwzy1URGHUX1cqQaUO/Lgof6GEWhdM5
-HINK8m1I0jX9lz27KHxcFImbUGhD1ifk7/zgEwVPN5mJVsU2dMvipbq7uCgU
-CSY40rGrjbVaZ+VFYVTB43wnvv+vToW3v4YoHG6kuNLxeU1JFfEw6IqCkd7G
-RwXSbeik5IeSMENRmKrz33tGvA3F8R44ymYiCvfffooaEMT1taV18b6VKDhe
-L7iyGce3umqdJHRcFMLC/IQ7WdsQabZfL91JFGTRkg1pQxtyHnUckHcXhZOk
-RI7tC60ouW8sOO+SKJjM7Np2DJ9X6TQPCUqQKCwLBG9k/NKKmN/P17y5KQpX
-rCyT/+L621EW4GR0RxToVtbO0hWtyOMFA/OnBFFY6yv87p/VijLSwp6ap4nC
-3zLBGz9jWlHP/W37urJF4WVtY9oxv1a0LSJ2/ESBKHAPxYbW4PO8j9cjlXM1
-onBOys5GWrYVvTgtQ5v+JAp8Zq9vLDO1oiGb556+baIwEP99KOgbHfGaaXCu
-9YlCpOg52+R3dGRiWFp4Y0QUhjmcGyCBjkIo+oe3/hKFjJzQv8fd6ahYsfbv
-vXlRqD9NCnJxo6Mx0X2JAquikCKvkhZyno5EuWg6acxi4M8f1FTqSUdWmw73
-ybKLgefZ229YvekobLn3Si6fGNi7s0n4X6Kj6W8/KivkxSDGMIw1xZ+O6opW
-jTv2i0HrnDFvxQ06OndE1XLLHTF47twbr59CRzYnHbe4JoiBzvnLodvT6GjP
-2cSa+kdi8NGKVao7nY6kgjaQbuSLQVd9oJxeNh1xhGtPfCsTgwtndVvbntHR
-2l23J4bVYrCX+2XtkVw6+pLZybVOF4M3ga9+c7+io8Y81s92vWJw2+TPMZMi
-OiovR9ffDovBBv0dPo4ldPS09pKe8IQYHHMWbrcto6O4pmdz/rNiIBR8j1Gt
-go6udQ2+6FkWg63dvPf7X9OR1xD3aepGcaCeTuZwektH9hP7RBK2isNE2R2m
-Kpxv0/mgjnlucSjd2PX3dyUd7VgrjD4kIg7nBVpdf1fRkcLmMeNCGXGQc7b9
-+rqajvi4RFc5VMVBf6Wm51ANHTGJWJV4UsRhf2R3awn2rGz4edpOcVA9PmQ8
-iD2k/lZWdY84bDuZ8qwRm6Y7M3DrIL5fcvdlP+y3u+QSJqzF4U7zbaEf+P3P
-zY4f3H9SHD6qZWxhx35w9O6mHBdxkMxXLpjG/Qs79aFyk5c4sNns9Y/C/b/k
-tuxzxk8coC2muecNHTleVlevCxWHwjMC3L04HxYhp39KRYpDytL5lxE4XwaR
-D9Ou3hOHQJ7E1e/FdKR6n3Z06KE4cPVzO07i/IukbuRAT8TBkXdQ+2EeHbFm
-6zSkPheHApmznZPP6WixAO9qC8Uhku1J3NBTOhp9/UTn+BtxKPOearj0hI46
-6rqnK97j+BI067JS6aiWtu2ZQJM4xNrWdno9oKNH33wEu/rFYcgh0b0xmo6i
-f71oJf8Qh57rU9cPhdFRwMJQ5P3f4uDBVNnpFkJH1qwHli3WxEGvWFwTeeH6
-YoXeoxslIPDt/fJ5FzoSjDlGCWeRAO8O5KN2ko5YHsb8/rFdAi6807skbYrr
-TfT5fl4eCXh0Sles15COFp7UZRkLSMD7N42tLFQ6+p67ZJchIQGKHAZsH8Rx
-PWryvG6TkYDM7qQJM246aitV42NUlIA7U6GBxpvoqLraieagKQGimzSTBjta
-UNnuYKW7FAn4c0s6Sa+sBeU1Pgir0pWApS6vlV8PW1CWedG3PzslgO+Vteho
-QgtK6Wg2EDOSgJvr5oE/7reg+7ZjSWZ7JOD0ZDb35N0WFDXI+C/QBLennTSw
-cLsF+Y1R879YScDw76kZiYgW5LF5U0+ttQTMzJPLvG62oDMKHQzPj0mAlAil
-6cO1FmTl6mXl5ygBTDcLWkOCWpDqWM5fHm8JSDTfWkm62IK+/RTUP3hPArj2
-tt6LOdmCelnGTlPiJWD0lOmkpl0LosuX3hZ5KAFOvaeg91gLeudi9XXisQQE
-97yp17ZuQQ9+Rl0LL8D9dUYZKmYtyOznfw3VLTh+o5Hza3otyJilcSa7XQJC
-3kjX/tZtQTvkHwjFdEvApWbtwmFqC1JwIbvbfZWAqn8mpt1aLYjxp/v25T8S
-cOpyX+GicgsqHx04osUuCSUP2/zYRVuQ1GjVtyxTSQjUMV07zNiCCrxU44Yt
-JEGGJHnyGUML2vlf0m7RI5JwefSRBOM6Ddlw+OTE2eHrmuGp1f/R0O0dKh7X
-PSThrKq8k9dfGlq882DJ4a4kDL9O2hI7TkM06gUOkQ5J0Fb36rjXQUMnagdr
-jvZIgtOhg0V27TQ0bmp68X6/JPyoe3lfpY2GmBzlu1h/SMJNo3aF9hYa0o0e
-SF76KwkK97p1rBtpKHNov3w3vxSQrmrMNFTRUECklEHscSm4eerEtfRcGmLJ
-3/X25kkp+BdLUk18QUNxHad3+DtJAW/D89k7z2koTzxb28FNCu6wztTcyKGh
-byXK6mpXpODZ81fikZk0ZPKNLNGYJAW5P1fIsyk01M1i/ejdI3y/S6X0ZuzT
-qr4ir55IgcI1lxXxZBoK9qsQePBcCsaqrtkfeUhDhewGnM6vpaCPWTmqK56G
-hPT2MjL2ScHBt+9j1GNoKNvBNfTvgBQwR7XddrxDQ+SwyLWxYSmQ0n6AEm/T
-0MHWz8st41KwpXklnzmahq65WMylLknB3K1x+4UIGpq4b/tdV1AaIqpsK6Sv
-01DFL7f6CzbScM+Dx/G+Hw31B6o0V5yQhjha38kxXxpiYPvdvuGUNPBRDjYa
-YO9T9Ri+d1Yazny50zJ1mYa6znutvAqQhqN7eBkdL9LQ/J9LpNkUaWDwONA2
-c56GNGaCHnkPS8OwrXomlxMNHb5qkPX6hzT4n4m09nCkIT/O9ReME9LgrZsr
-//kUDVVphlbEzkrDFoUH0hEOOB7vax2FG2WAFuLvsd2ehtznwljnZGXgmYX1
-cytbnI+/MT4Xz8kAZ7LqTJYFDeVw5ERke8jA49xRSznCytVJX7xloIB3ODfb
-HPvUdOWuKzKw68pzs5cHaeh5swULT7QMPPjqJlZnSkO5WZwPil/KgDHjcy7x
-/Xg8jtyv+DstAx82MLteM8L2evFZ8a8M+DA1/xXHLrr1fsBuCbfPSrKtNKSh
-4pq5DfUbZKHPIDJ5FWioRPWwSQKXLOzMahm7iWionJn3izZZFtKWj/kn6tNQ
-ZUnCiq+vLPhfd0gXomK7OX5xuiILTyNk9Gja2JJqr81DZIFuOuV+jfDtD77y
-4bLwV+xgwi8K9pn52a4EWRjQpE99JGPzWo1TSmWBmTRHSSJhfxZtkHwtC0sL
-BpuPEr46/pStUhacw8tceQj/Dj3944MsMDLeaL2rif0h/2tcpyyMsEeq39Wg
-oXeX2brm5mUhYOZAaI4aDb1V7i3+uigLkuU7v50nPJx5//MKjoeB8aMWYTN9
-ywwmOZhfXOCtUcWWdWuy4pGD/sfTRcMq2J0Nta+05EDzmpzBDmVsyo18T285
-SLo5lmukQEOHrKf4CnzkwP7TiBw39oTPseDpADnYZXFf6Ls8DfGXa5hduC4H
-0xI658KxvXcMTHjHyUHoxV0R7XI0JI+05XxK5SDW42dWqCwNxe4bSwlclgNn
-n3w1WWkaOnvcNCrymjwob35gj8RwffO7VV4NkwffVfJlQeyEtshZ/yh5qGVf
-eD8nSkO1+z8eOxcrD2wS9C3PsEV0jJQPPJEHmXg1bT5sGo9O07ZaeTi9kLXl
-P2Ea0qJJs9/doAD/pmnUP4I01BhpZBTBrADbC5n1W7Addp/yCd2iAE9fufsU
-YEe/fTToxakAl0rtb1/EHn0umG8pqQD7dhTBigANPQjfbsFtqADdZQPp/Nir
-8N+9hFAF+Dj6n/llPhryCr/QGnBDAUrR9kN22N+af3KcjFCA/paCm7uxG451
-xMjfVYC3LD/8+LDjLr28XZ6mAM5GX+695qUhlZyTkX2VCqA6SXLcin1ie12o
-2KoCxF+uWGnmpqGWIzuqGTcowtuKnFtvsI1SCtZHmRRBdir4z1NsBcXU4Pxt
-ivCrCd24gj1v5BMIIopw1KvxiBz2LR8FP0c9ReAdEI69xkVDrweiPZ/6K4Kg
-pqHDEU4aqrvzhPo1SBGkBaapRth4hqzzX1OE2q3BOurYw+kjMZFRikA5vl60
-BXuz844C92RFOJH7O7aag4aO/Pk5TXqH73fmHKZg26etlrvVKMJcZJeBLLar
-BffVzA+KYFtqWceDHVhowMlHUwSm2C175rfT0BOfeM2lQUWwcS2TLMGeXjPy
-rmJQguqpIkkD7OV8mx2LTErgf47yRx2b6ZQHo+YWJXAPfjwkic3//mHsE04l
-kFl7pr0J2yB8uvCmlBJQvDMz6Ow4/u2P5g4YK0Fk8tRJd+y46qI3N/YpQV1V
-ir8D9qMLn66/M1WCp4/flx7GLmyf51Y/ogRn9jcl7cTuSTxA5nJWArmDH5g4
-seUkli71hCsBR4aYdiUbDam71275dEsJmg0Qfwm2TvmtRxUxSnBiXxJPLvYB
-C7GGpEQlaKg3c0rC9grdJWyXrQQmhoUH/LDfDN2uGa5XAquNguK62HUqR63b
-GpVAqp8lTxOb5icxWUtTAqOrmtZK2EMcRTyZXTg+69MzwtibDHtcnEeVIJnP
-14wB2yJdin2SWRlcn2i6N2+jIdvfk0++bFGGfbyHLn/EdtQtoTaxKUNcrVZc
-Dfbl1r2nXvIqA++CEVcpdtKG88WesspA+/hn82Ps76fKjs0bK0NhevwzX+zf
-L0Onvu9TBg/mmBlv7IWl/Tc6TZXBTNLigAf2ltj+l6WHlWFzvpDWGWy12g0b
-/E8rQ4PxwaZD2Drsn+PPuirDvSnmZHNsw2NxSsfclYHMf9z/APbhWbnDepeU
-4U50ldMubDuD6TFlP2VQCzTwRNjOURVBIoHKEKiyI1IP26vrGhdbqDLE6Jx9
-RcX2lzLNXr2uDAwpWXUa2EK9xXVGEcpQQzaVVsB+HSP6LTxaGb4EPYkTx15e
-+SPCFY/jueiXz44d0H0vVu6pMpSeOVf/eyt2dHeQeYMy6N1jDsrHFtoFyXFN
-yrDW8mVzDvbrpZzyXroy+DY8zH6MvewcMOfUqwyV25pEY4nnDUXP+k0owxP5
-X78uE15wPJy+TQVmlBu4DYn3vfx8YZRDBWKuiDfvIN7nRI5R5lWBLwOKD8nE
-++jMjSWiKpDWoXdWgXj+RQ5qVFMB9WS/MQ7CDn+U5ixUwNqd8/gPVvw+/qP7
-dI6oQKqml94Q9uvmqjNBtiqgXDik+gV7ece9xyyOKqBUVLWvFTuAl8wnclEF
-7O9+OVxJuNF/w+54FaDMHi5Pxl7YukPJ56EKNIaLfEjEvmi2bJWdqgKBiSbf
-7mO70wMytzzF9xtFm0Vjn+y6spdWqgI3/T1+BGH38+t7rb9WAdejlIsB2Da2
-Kw80qlSAlPOWwxfbqj9wIvajCoRKFAZ4YRt/C7p9tEcFGBtyWE5j10gblEb0
-q8DX46Mcp7ANzqwNVgypwC1RWUV7bOpYsIbIuAqc2oLCbLCV/oS0Dy2pgGfY
-ypQZ9lN1WOFcU4FfB+09DmBLX2CQ3cWoCjtrx5b3YYvMh/pksapC0PhGA2Ps
-7ctXBc8Jq4LVD66zetjRekZGyeKqsNU78Igu9uYgRrcmaVV4MyZiTsVmZLj+
-Vk1FFXQo185qYc8z3zg5p68KMym7qSrYF/YaR8gYqoLPHXqkEvafCKZXR3ar
-wg638DEF7J9bbzKWm6nC67HJT7LYfZxhWYH2qmD++5GABLb1oT20l46qoPE3
-qUEMuz1u079BZ1UoePHouih2E3/4PkNPVfgRLi0kjL3fdu8F74uq0PXN+q8g
-dn0SS1KGryp8t17oE8A26v9Y23FFFXYx9jXyY1eJRkwyh+L3P+qt48PWP7mP
-h3oDx9/yl8yLXf54807XCFV4/3TLH05syreGMw+jVYFBcD2PHbtQOvJO411V
-uHl4yHcrdqZilGZMuiqkMdtNrm2hIYlNa3J+WarguNTOsYKd8u2CyKlnqvAp
-1X7nEnZ8si2L1itVCIj79GIOO4xNcaCrWhWKizIHx7BdZz5GiA2pwmwlKb0D
-+3uzXjDLd1VQ9rm/ow3b4Xn+xemfqhA+YvulBdvWKdG+dkoVlJhktT5jm3Q6
-k53XVUEtmkm/FlulgnnopZgaNDhWFL/Czon370yQUoMH/Hc/5GPLeP9uDJFT
-A/LTsYGX2KLKnSWWamrQ85+Y7HNs9tTMW393qsFz91i2DOwof4Grg4ZqMGDq
-diwde5N1tM/H3WrA8L0qLw17nf3SqYdmavBVtvN8CvZ06C7qTjs12FPqvTsB
-292uTEXulBrY3vzdHIc9pqsstf2MGmz2otvdxx6e5WIbdlcDWmP1/bvYbae/
-fbsRqAaJal+P3sI+aGjdcz5UDY7+UheOwv4s2thsfUMNJl99/BGBXdf1qlwh
-Wg2+N5bdDcMu2Xf1TlOyGshkr+lfw26IidvG+lgNVrtOylzF/tKVHbU3Uw1G
-UgR4QrE3nKGF1eaqQdPS+W3B2Dy5w0wMr9Rg3W6RJwhbfm7+2s4SNUieLZEN
-xDa7KhxS/k4NCrgzTgYQ49Ogtvq3Rg0UBSsj/LEvbje6olWvBmyGIxV+2A9T
-XX3zaDj+UnGyL3bu9yt/J9vU4L6CRJAPdpVyzEXFbjUY3LTafBn7R0WJZ+ZX
-NYgUFQ6/hL3I8On38IgaxMjtmrqIvXVfv5v4mBr80ec9SVgsZmr8xC88Xuw3
-uryxNbsYXZOm1QDWrx4hbCzKN9o9rwY58hv6L2AfPa14mncJ59N67izhoFlz
-h7sb1OHVrYVkL+y7uk6DzczqkPV6HBHOCPU5sZVVHc4Dz6QndunHyL597Oow
-7OOcSvgTe6pNGJc6mJ+nWxPuP1LQ9Z5PHa6OGfITnkp5f3iDsDq8c3w+6IHN
-+L2rzUBcHaq3LuUS5lWesAiUVof3DSLXCCt4r9Iq5NXBj8xkT1ivgsPsn7I6
-sKWlAuGDDDKfyRrqoMzerUj41F7qfm+yOszoPxIkHN5pt/u3vjqcsry1jfBL
-pxuGrrvV4d+3JgHC1c8Tq7L2q0NZgr4C4faZ5ztHzPDz5vU7CY/qVL6RsFIH
-keojtoSXQlp17a3VQfVgVwDhbR+/lyUfU4dYPq0nhMXZFym99upAmrRuIUw6
-srWYz0kdPA+pMBLx704RIx12UQe56NQdhG1GNAvuualDbnicH2E3pd1qLZ7q
-0P57+Q3h4As2udsuqcNP4ddMRP7vlbspmfipwwuZN1aEM9eDc8ID1eEkfTSL
-cNmeWLkPoTi/KbJrhAc6yqUgUh1qBYPeEeM7Ldz0OOi2OiDLMzJEPWx0+ir2
-5p46cJWtxxBWnGEW1k7C7/85eomop8tsh7hVXqjD1xuvvIl6jJgStJfMVwcx
-a4E5wkmtQzl8ReowrTziQ9RvdbyHwYY3uL2FAxFEfbf5UiIXKtVh88+3vET9
-/7BdaZ+sVQfnNupTwqxiUWe7GtXhptRUCzFfRBgsiz/T1KHr3YorMZ/Uv/Gv
-V7epw+maUqYr2EZ1g/tLu9SBQY85g/Dhp1lxL/rU4azvETHieecI96+PB9Xh
-oUNcJdE//3NaSgnf1CFxw64TRHyP1GqqQifUIdpy91037FccEaw+f9QhPf29
-nCuxfswePOI2qw5vJje9OY09Xto/cWRZHeL3aAzYEfGKr0TxMmvAf62WrBbE
-+pzNXzrBowFjOtcEydi/Ba4c/8GnAQsBX+M1sBciBxmGBDSgS8uIUxV7i3vW
-gU4RDYh77sQsh62moTVcJaMBo4MSP/iJ/pYf3BZP1gBBoXOx/23G6++nm47o
-sAa4pmSLvMcOW49j07DWAM7aOy+rsFcpmeUSNhqgxH4HvcX+9aSWnfGEBuQN
-bXMpwf4cuP66zkkD/und+pCNHaHhz21yUQMy7ss2RWMzPnCvOxyrAYc4zlvb
-YAfQrnjujtOA1q/i0kewZ5huCWknaECmquesJfbQhWde/EkasGVg68MD2FUH
-RkX60jWAm+cQC8IOXD95+eQrDTh3+5SXHPY/50Ny5+gaYM0SVfCPBe/PrAp5
-b7ZpwLTArqx57CADTubHHRogpGbyaAZ7I1/LSGePBrB8cEydxN7+wSTdcBi3
-L5pI/4otL20kIjirAS7iBzk/YU+wp28lz2sAc9Xxg/XYL5fXlw8uaMCObtm7
-77G12t713ljWgMtmzFKV2OiqbuI0oybskbgaUoR99KsGVwO3JmS+dpBNwxb6
-HLNhhFcTVsI9ClKwB0r/TK/ya8Ip5SBIwna6k9uiJaIJl01yPOOxPXcq3E6T
-0YS47YGs0djhyeKbfSma8LO+WisAu+wo+5rsUU3wTD1iewx7meNju4itJjxR
-/Jdlg63fGPKM+7gmzE+tLFhj1+rPHN5wUhOkbVSfHsKmSXa86HfWhNieER0z
-7O+TD23v+2iC4LqFqiGRjywr9Sg/TXjssaUKYZ+z38p8NUATumwWDxtgT9ED
-CzyCNWFL69nbekT7JSdZTMI0walaVkMbe6enwABEaELoYdERMnaoQmshNUoT
-3G8rJGlhMycb2cve0YQ8GWceTex9h//TErmrCQ0H73SrY0exFW/hjtUEcknJ
-IzVsjlDZEoYEfL/nLx0V7EO6g1H/EjXB4u70VmXshNkEhz8PNeF82MA3Reye
-F+baP5Jx/srveCtgC5/ZvK0/VROq0xSHZbHtxWqG29I0QSH2+iFp7Mfd/mWf
-0jWh99mTTxLYciaTjmVZmqCtuq9GmIiH5xWHR4kmXKAq6m0m8pGj7/6lQxMO
-iKbofN+E/z/5doetdOH277T+GcYOu2n2WLRXE+g8bM+/Yj9xtO84OYDbZ3qq
-/gX7i0io/vcfmhD9p863Ddv03vttvxc0QUXGba0Gu2/9sxz7kibE37q1qRrb
-1aMD1P/ThGL2Ie5K7JsHfly6sK4JPL+VDV5jVzKzDPxlIcHFwkuthdjqASYv
-1wRIIDcTMpdJXB+z+iguTII5mWPmGUR7R48PgygJ5Dd4F6QT7ye7816XJMEB
-QZtrj7Af/7kdxKJEgqjkkdMPsNXsEhIVVEgw+f3eRAL228+PXu1XI8GpqUuX
-47F7c/J/3CKRoEesLSkWm8up1YxDD1+n50nfJt7X2uuiuZMEGqyNbbeI98G3
-q1aIBGbrLOFR2CaicyVxu3B7TkNr4djXu3nEBE1JMM35TPk69vwBmz+SdiT4
-t9vKJwCbMeL1H7GTJGA0qA3zx+aoE5kSPkUC0fjLyX7YKvrDU7xnSCDgG9/q
-g31a5dzMlvMksEzc6XUR29u1aWaTJwmkuk2feGOHZqrNbrxAAvW2gJ4L2Cki
-c7Orl0gg+1DM0gu7Y1vg/EwgCcaKpr3PY3/bNzj/J5gEzL2nPrhjT9+Av5Oh
-JHgjVy9MeNsq08KPGyQocrLoOIdt/Pv2v95oElw4W3nRFdtKcfpf1x0SLCSJ
-/HDBdjhjtdh+lwTpF/WOEQ4c4FtqjiNBa2OauTN2UXPack0KCczbdjqfxq7e
-wvhf5SMS/Krun3fCpu0+/d+bxyTwHmUMJzzxTmGlJJMEOtvrSxyJ+lyKWil8
-it9/9pAV4U3av1fyc0iw/9m+2VPYUnmvVp/lkiD5iIk+YY0J7rWneSRI0Nsz
-6oBtIOezllFAAq+liPuEjz3asZ5aTAKbyup/J4n66UtZTyolQb9DZh5hH771
-9cRyEqhy5boSjr3zniH2LR6P7I2j9kQ9NMpuiKkkwcF9hs8I522K2BBdTYLb
-F4M9CTcGmzKG1eF4C1uZCPe8zmO8Xk+C+KyOdjvs0QWOjaENJHD7VpBFmNGz
-c2NAEwn0PzZbEuZ4QWXypZFA+sKyMmGxnw+ZLtHx/a49mwmrSK8wXWgjQZmr
-3dgJ7B0n7Zk9OnB9c4Y0Et6XXM3s1kUC8hgpn7B1t9Qm1x4SrB3ySCB8mvvm
-pjN9JGB4IhdK2Nv85ybHfhJobrR0J/zH4u+2I4Mk8FQnHyd8zmoj974hEoih
-E6aERw9xCup9w/0rqUSEnY6Ii6t9J0H9sgWF8JC1qqzkKAnyT25WJXzCRk+Z
-Z4wE44J9coR7bPdrskyQ4OvuN1KEDx8/Sl2eJIH96GMJwmb2F3cNTZGAi8Ps
-/9f3nIoxr58jwYaXN5QJ1zqmHqn4S4KAnT0kwganXxzP/UcCI91feoRfn6k4
-lbaE62+qeA9hqstHl9j/cPwJcocIF7t2nr+5iuM/QDlFWOPcyEW/dVzf7J1e
-hHPdZvzdNmiBWePSVcIK59dD7DdqwbRZYhzhTA+2MEtmLeAzT88hLOklHG3M
-ogXDZ7dWEha6SH2gtFULqvqbfxFOuLT7kSibFiz+2raJGD8un0OZHNu1QDTc
-X4LwVn/PggUuLXicn21DeCU4u6FWSAvY48Y6CPuFltBKRLQg9KzsAuH5q+87
-csS0IPeLrABRX79vfB26I6UFHeU77AmfC/s9elVGC3gua10jPBr+369Lclpw
-36v8KeHBKP6lY0pasCVPbYbwsWjZdTMVLTh4aSM/Ue9dt7WYDdW0wPOa8k7C
-VjGGW8kaWhB27IET4Za75pzyJC1gO6MXRdg01o5fiKwF36eZXxFuuO8myqat
-BXu0xrsJG8f7SzPoaMHVEk1Pov/VCeGKc7paYHFxIeYYtv6DePVRPS1w2W9T
-cBS7/GEGpXcnzv9BJ/ph7FcpVYZVhlqQ/Ddzuznxf/Tkn+2t/Tj/DDLRu4j/
-kzyXKGlbLRjbdyBchejPmQ8dcFwL4qqunFXE5hGRFre30wKmZElTOWL8IgeL
-HpzSgkCZTdwSRD2dPjLAdk4LPt9/ncONzSC8S2MxQAvUxFvWl5nx/i9crKsp
-RQuU/S+WN2IbGQRKTDzSggB9o/cfsbf87T3Hkq4Fs6sy9DrsB47x64ZZuH9M
-R6Yrsct2blMse6kFdzweHyjCnp9bupJeqQWbZ3N9U7A9HTolfYa0oJO/YsoL
-u/R7tJXnNy0IMngS7IG95mp83fU77s9iIIc7dvSFou/HxrQg+JPMThfs59fu
-ZaNpLbjMyvrGDns000x1CwMZWH/amh/AVlNktmdkJINocwnHfuzLL9/e+W8j
-Gcij3p17sJlKlad/s5AhPlTprBG21MctRW3byWCaBa91se3HP+ikiJNhqN1h
-syL20/NBZ+MlyVDgWcooj/17hpx0R5oME+HNDLLYgcsZ/4XKk0Fa3nqzJHbS
-1muVZ9TJcPyBy25B7E5VA2N1hNvP3xbIii1S+PeSgiEZlm7/Lt6MfVr7ZZbk
-LjKsfRma2YQ9ayDCwrMXtzfO4bcRm8Ni+dPiQTJ0unGVrjDh8fYuNa+1J0Ns
-+e6VKeyvL97V/XAgg2Asq80fbO8fdbpbnMhgs/K9/Bd2ok27tIULGdhzf0WO
-Y38zmP434EkG0r+asyPYl/3+uW/wJoPr2bw/w9ibC9eGZS6RIfRBm98Qtpos
-W5ObHxlCXrWmDGD7b1V6vBRKhojPXDI92Nt2a/KKXidDcolsexf2o2CdKLhJ
-hmWD2+Gd2HUzey6FR5LhN7sLQzs2R4/TPt5YMtiLJZNo2E8zU6c1Mshw6axb
-8gds3cHMM4ezyLDzmVh6HRPxvS+3zzebDAueFrnvsWejXtdVviBDgzy1vQZ7
-54XuB6bFuD9lhk6V2PTng2xepWQ4pysU/w7b8fuPa/fLyXBxb3DTW+yIo/Pu
-fW/JkL/4+8Ab7I6dnIauH8hgnhl5uxzbxVeg9NZHMsxtH5gsw14uEFfO/0QG
-3ffvzQmLy6jxLjST4dBo1XQJdqEdJUqQToZU6Q87CBsn6q/rt5GhNZcaVYx9
-jvXA+PUuMjyKPadbhL26y8o+u4cM/kWqDwux7wbZtjf2kaEmx2ntFXbptMs7
-zq9koJaq9BZg71fyJFGGyZD+u+Yg4X4nn2ybETLMUmmf8rE3dN+4l/aTDL0O
-5vQ8bMYu6raKcTJef3vsCDN1ToS1TZLhV++z6ZfYm9otApmnyTDeLC1HmKVt
-4z+xWTJ0PG5uyCXGv7X0gs48GY65V3sRZm0RcXFbJINi4VX6C+yttJbhG8tk
-YDppEUF4W/O1E49WyJB21nU3YfYmSnfZGhms33xiIbz985hlKwMFTildanlO
-jH9jctMEIwWa/V1SCHN9OriXiZkCfrYZHoS5GzbUirJQQNRZfg9hno/F+tQt
-FNirOCdFmLfepcxiKwWOC25iJsz3QYh0jo0C9x+e/PUMm7+uOff6dgqsLK31
-EBZ4HyqfykmBYN+RRsJCNaMidF4KRNr5VRIWrTLl2ihEgQdFfB8Ji1WuR4uI
-UGBnyZ52whLvClm0xSgwllfynbDk2zPXzCUocOSo43+Epd4IrLpKUUDA6gA/
-0R/p1599r8lQ4JG6pw5hmYrg2WQ5Csidb7InLFuueb5EgQINl05FEZYr+/6T
-pkTB50OVN4TlSxMdx1Qo8FVJZYawQonJwAZ1CuSZ2asQ+VQsXj0qrEkBU+ka
-d8JKRQVtZC0KrJZYFRJWLnQyO0ihwJcVjlXCKq/4GlyoFOj8smRKjKd6fuC7
-JD0KbI81WiGskaeuU7yTAidaU48T9UB6+a2wGVFgxE+omjD5xb4cBmMKjK6e
-f0DUE+X5f1JCeygg8RxtI+pP+1leqtY+CrCdULhJWCeb576zKQVeJGuFEfWq
-+/QjW+hBCjTaW7AT9b0jKyDioQUFfGL9kgnrZwwFNR2mQNDIYB0xHwzTcl1J
-dhQ4I51ziJhPRo9Ojhw4ifM39mFjKTG/Urnsz5yigPHxjnLCe5L9Dj04QwG7
-kGJNYv6aJBobrJ3H+ZnhtSfm92cny7Q5T5y/zEI5Yv6batgzjF+gQEBG6Bzh
-g598a9svU4Ah/slDYv2w+u/5nmdBOP6Eh/y12LYnOc0P36aA8sxa1yfsPmWx
-gv0xFAhxnB5qxD62qMSJ7lEgra3jz2fsE/eM2xXjKUCROMNHrG8O732PrqdQ
-oPiYbFwbtqv84MnnuThf6xv39GOPz01Up+VRwOnOYjSxvp6r/icZX0CBf6b3
-uwex3W05v4cUU4Bd4akvsT573TJ2PfKWAi19z76NYvtNPfdiaKJAzJudJ2ex
-w8t8r1pPYncbNmzF/x+HdTvkfH5TABz0U9mwJd5oNMVPUWDPuweXt2OXV47z
-dc7hesi20uDGnvhwPPfQCgXeVjQ0CWGbdqBuCzZt8GV1faiEzTnDonpAXRsO
-l2XvMMVOVnrQgy5qg0r0ikw89pj/wdN6l7Uha97FOhGb/IlpWttXG16v7Yp4
-iN3kcoFF7Yo23JeS+J2KvZJpoi1yXRv+hMi8foptJ756fzFWGwL2sh4txxbn
-cTR/VagNO4tj9nzBdncS+JJbrA106luPAaL/hTTnnFJtSM1ujv+KbWGpF5z2
-Whv0e84OjWCH3uF5ebtWGyLX2Jx/YQ9v/sh6rk0bmp1Z5FexM1aV66VmcXu9
-eSKieD9kz3XnKM+8NuzS+LIihi0gPz3GvKANH75CH7F/irYo3jq+hF0dHC1D
-nJ8y9C3zN1CB9E6tWZk4H+8369fjpMJhpuuFuthM9vnnVbmpQGk+e1IPu8qb
-c12MlwrW51M378Qmp3RKMgpiy+WZA3H+mbJzaZCgAse2j3l7sGfiPGYPa1DB
-bpWcYUXs15/Rr+8hUcHwbiYbsV90riTx6pCpkHXG+eIR4nvEzwWqsA4VZPY8
-1rDBrtsREjSMqMDcLOtF7EeDzYfZ2w2pcOeDQxGxH9Y9vetx3S4qMHm6zRD7
-17zbLO+z91LBO/SlHXH+fDAUs9nDnAoP9Dj/Eudbq78zD09aUkHz7cI24nzM
-xnpY2fIQFUy6ZcXPYl/TEjhIPkqFU/UiJDds97DH95ftqXCp8zaHJ7ZcMqPs
-Lwcq/Nc7tEh4OP906YAjFRoH5vqI87t1r0JvtTMVqKw80cR5Hy9gYuEeVPg4
-a/H4MrG/XnCcf+KF8+P7xon4XmBSzdNY6Y3zXygl7ks8f9jv8oIPFdRabgUR
-3xdOiCkd4PKngn3NSQni+4Pj2BcJtStU4LnV8ZqwRyBqOhNCBe2pXV3E94pL
-e2bSr16l4v3t9qNXsAM4MnxTr1Ohu0m8hXBo32GziptUMP1x3CCQ2I9nbpLu
-DMfPv8vNJBzlUb44HUmFldLlDUHYd3XO0bZFU+G6pJo14QRGkUyFO1TQ0FFP
-J5zS1OxvfJcKo1Kj3wg/SQgxd4ilwpaFHcLB2DkOmrKBcVQILOQ1IZynNLKc
-mECF9N32noSL5uPoRQ+oYBu5EkW4vHLP05YkPN7GPSmEKyMWr0ymUCFMoTeT
-cJ3Vc0uWNCrodo0+IdwockJeOp0KDL1jCYTpo2yrBhk4/8/qQwl3FVS1Hcui
-QuULFwfC/QEXcnyyqTClWUQhPGwsHRz7jAo5/ncZCI+ydx7Ke0GF3S9Hq4l4
-fvWEKTa+pMKTkRQfwrNPdNZ/5FNBQCJJkvCi+0THhkIqhFh9qCHyt6ad8ly0
-mArko8xHCTNtOBiqW0oF9n8wTOSf9fP6kSPlVDj9096B8Pb4V8oXXlNhe+Pu
-DmL8eE46bbj9Fl9X7dcnLKTI251TSQWd6M1JxHjLvfO7NlRLBb36t5r///4U
-rmSzUkeFexROd6J+SJb9qgIfqVDREJdE1JfBD9Rr/pkKB3Jr2i8R9Zc/k+fW
-TIWeee1B4vuUiX/GjfAWKoRaXuwn6vUIG4tGVTsVBh16ioh6PtZdzvylkwpF
-nk3RRL07pJ/7stBNhSETMVsPYn5QaGFq/VSY33vhMzFfvNdDTpgMUuGf4s4L
-xPcov0+aJOchKty0WdlCzK8bdvEDqd+p8Mt4nJuYj1Hye4sqRqnQJzd8g/je
-dHdmMaJzjApXUh3GiPmbfPMEme039uvIMGJ+F76UvhX4lwrvoiJEiPVBZ7f6
-3kv/8PzJMTG0xn7Xv2Oj+xKeHytxtsT60rDV6srxVSp0iruetsD+ejbUbQez
-DphtvjO0F/v0hmh5EosOZM/wp+3GnniQOKK4RQfcjC5ZEOfVhY95xwXZdOC9
-4L5bBtjb5AYOLPLoQKLD/yqu25AmAyAO4LgQZ2pBxLQZRDqJKKzFJjdZepiz
-gUmiTnOWkc9Q1gjmS0RNVGKsJNKpoZIsLSwnObXAJOYqZ4W0XCaWZckqNJ0N
-k5xO01z3fPzBfTqOu/t/yBeR621zQYs8wC6L5pGQHK7wDs1GAE5+46/EkqP0
-IdKJ3YDzewoVbL6V/JAcfCIANL2PVLP7uvBOY2iZCLA68Mgoh5038b1hTRzg
-wyaQ+Gm/F49Y9AwAZq18rl9n89rGy40MKaDi5o1wL7lBueQRJlP9jg1mmvyC
-lz7yOxOwSle8NEhO6c6rnlUAJo83KW1kh6xI5soBfM5728vep49lFTZnHuAD
-/tr+HrJnrMtiYagfsaYTLeRdtcE1mlLAXwaTlM275gM9LtNFwC+6jik1GYaz
-hKOXAOWfaooYcnZA27ioHNA7wIizybdK4yI39YDCmai+ePK2U4zZ2Ah4d8Io
-8NO9N3m5f+3NgK91giQf++/Vdacu3wZklpNS2HyY+mZtIbcV0N12PcDF5h+p
-URxtBjQqQ5DNR5y9NnvfU8DV0OPWMnKdrWDnnBUwPrT2kIb9f5XcQv4zQH7u
-6rVz5MSGzOBKO2BUdt10Grk8cP6k3AFYcbhaHkP2uXlTk18Bizs7mp1bnIkG
-w0BsmAtQlXFWOkTmRRdUJX4HlDn6B/vJotOW6PYZwFfuDm0bucR57PyFBfIm
-N09LDtC4ra2L1C9PapCKbAyqDRv7Azjx7mdDDrkHJ3vjfIDWjIq0BHLCVCVH
-vQaoNO+7IiQ7L8dktawDpudfNQjIZ3iO+yP/ALc3qkrCyZ7HWp/fDxihbD+6
-lfwfkjsADQ==
- "]]},
- Annotation[#, "Charting`Private`Tag$89968#3"]& ]}, {}},
- AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
- Axes->{True, True},
- AxesLabel->{
- FormBox["\[Beta]", TraditionalForm],
- FormBox["\"c(\[Beta]) / \[Beta]\"", TraditionalForm]},
- AxesOrigin->{Automatic, 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->{All, All},
- PlotRangeClipping->True,
- PlotRangePadding->{{
- Scaled[0.02],
- Scaled[0.02]}, {
- Scaled[0.05],
- Scaled[0.05]}},
- Ticks->{Automatic, Automatic}]], "Output",
+ TemplateBox[{GraphicsBox[{{{{}, {},
+ TagBox[{
+ Directive[
+ Opacity[1.],
+ RGBColor[0.368417, 0.506779, 0.709798],
+ AbsoluteThickness[1.6]],
+ LineBox[CompressedData["
+1:eJwV13k4VO8XAHApS5aMuWRnxqikJH1bKDlHaZE1qST7TrYkpI02IVtClCUp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+ "]]},
+ Annotation[#, "Charting`Private`Tag$1824223#1"]& ],
+ TagBox[{
+ Directive[
+ Opacity[1.],
+ RGBColor[0.880722, 0.611041, 0.142051],
+ AbsoluteThickness[1.6]],
+ LineBox[CompressedData["
+1:eJwVl3c8198Xx41SiYzP8LHHR/FVZgmFc0SDNLRQQlaSUVGiZZSQFIUSQior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+ "]]},
+ Annotation[#, "Charting`Private`Tag$1824223#2"]& ],
+ TagBox[{
+ Directive[
+ Opacity[1.],
+ RGBColor[0.560181, 0.691569, 0.194885],
+ AbsoluteThickness[1.6]],
+ LineBox[CompressedData["
+1:eJwVl3k8VO8Xx6VIRTFmDLOYsYQooiTrOUWLvZWSpSRJRZakKCRly5dKIhXS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+ "]]},
+ Annotation[#, "Charting`Private`Tag$1824223#3"]& ]}}, {}}, {
+ DisplayFunction -> Identity, Ticks -> {Automatic, Automatic},
+ AxesOrigin -> {Automatic, Automatic}, 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 ->
+ NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {True, True},
+ AxesLabel -> {
+ FormBox["\[Beta]", TraditionalForm],
+ FormBox["\"c(\[Beta])\"", TraditionalForm]}, AxesOrigin -> {0, 0},
+ DisplayFunction :> Identity, Frame -> {{False, False}, {False, False}},
+ FrameLabel -> {{None, None}, {None, None}},
+ FrameTicks -> {{Automatic, Automatic}, {Automatic, Automatic}},
+ GridLines -> {None, None}, GridLinesStyle -> Directive[
+ GrayLevel[0.5, 0.4]],
+ 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 -> {All, All}, PlotRangeClipping ->
+ True, PlotRangePadding -> {{Automatic, Automatic}, {
+ Automatic, Automatic}}, Ticks -> {Automatic, Automatic}}],FormBox[
+ FormBox[
+ TemplateBox[{
+ RowBox[{"n", "\[LongEqual]", "8"}],
+ RowBox[{"n", "\[LongEqual]", "12"}],
+ RowBox[{"n", "\[LongEqual]", "16"}]}, "LineLegend",
+ DisplayFunction -> (FormBox[
+ StyleBox[
+ StyleBox[
+ PaneBox[
+ TagBox[
+ GridBox[{{
+ TagBox[
+ GridBox[{{
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ Opacity[1.],
+ RGBColor[0.368417, 0.506779, 0.709798],
+ AbsoluteThickness[1.6]], {
+ LineBox[{{0, 10}, {20, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ Opacity[1.],
+ RGBColor[0.368417, 0.506779, 0.709798],
+ AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
+ ImageSize -> {20, 10}, PlotRangePadding -> None,
+ ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, {
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ Opacity[1.],
+ RGBColor[0.880722, 0.611041, 0.142051],
+ AbsoluteThickness[1.6]], {
+ LineBox[{{0, 10}, {20, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ Opacity[1.],
+ RGBColor[0.880722, 0.611041, 0.142051],
+ AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
+ ImageSize -> {20, 10}, PlotRangePadding -> None,
+ ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, {
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ Opacity[1.],
+ RGBColor[0.560181, 0.691569, 0.194885],
+ AbsoluteThickness[1.6]], {
+ LineBox[{{0, 10}, {20, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ 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}},
+ GridBoxAlignment -> {
+ "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}},
+ AutoDelete -> False,
+ GridBoxDividers -> {
+ "Columns" -> {{False}}, "Rows" -> {{False}}},
+ GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}},
+ GridBoxSpacings -> {
+ "Columns" -> {{0.5}}, "Rows" -> {{0.8}}}], "Grid"]}},
+ GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}},
+ AutoDelete -> False,
+ GridBoxItemSize -> {
+ "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}},
+ GridBoxSpacings -> {"Columns" -> {{1}}, "Rows" -> {{0}}}],
+ "Grid"], Alignment -> Left, AppearanceElements -> None,
+ ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction ->
+ "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], {
+ FontFamily -> "Arial"}, Background -> Automatic, StripOnInput ->
+ False], TraditionalForm]& ),
+ InterpretationFunction :> (RowBox[{"LineLegend", "[",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"Opacity", "[", "1.`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.368417, 0.506779, 0.709798],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.24561133333333335`, 0.3378526666666667,
+ 0.4731986666666667], FrameTicks -> None, PlotRangePadding ->
+ None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.368417`", ",", "0.506779`", ",", "0.709798`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.368417, 0.506779, 0.709798];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.368417, 0.506779, 0.709798], Editable -> False,
+ Selectable -> False], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}],
+ ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"Opacity", "[", "1.`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.880722, 0.611041, 0.142051],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.587148, 0.40736066666666665`, 0.09470066666666668],
+ FrameTicks -> None, PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.880722`", ",", "0.611041`", ",", "0.142051`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.880722, 0.611041, 0.142051];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.880722, 0.611041, 0.142051], Editable -> False,
+ Selectable -> False], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}],
+ ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"Opacity", "[", "1.`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.560181, 0.691569, 0.194885],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.37345400000000006`, 0.461046, 0.12992333333333334`],
+ FrameTicks -> None, PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.560181`", ",", "0.691569`", ",", "0.194885`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.560181, 0.691569, 0.194885];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.560181, 0.691569, 0.194885], Editable -> False,
+ Selectable -> False], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}]}],
+ "}"}], ",",
+ RowBox[{"{",
+ RowBox[{#, ",", #2, ",", #3}], "}"}], ",",
+ RowBox[{"LegendMarkers", "\[Rule]", "None"}], ",",
+ RowBox[{"LabelStyle", "\[Rule]",
+ RowBox[{"{", "}"}]}], ",",
+ RowBox[{"LegendLayout", "\[Rule]", "\"Column\""}]}], "]"}]& ),
+ Editable -> True], TraditionalForm], TraditionalForm]},
+ "Legended",
+ DisplayFunction->(GridBox[{{
+ TagBox[
+ ItemBox[
+ PaneBox[
+ TagBox[#, "SkipImageSizeLevel"], Alignment -> {Center, Baseline},
+ BaselinePosition -> Baseline], DefaultBaseStyle -> "Labeled"],
+ "SkipImageSizeLevel"],
+ ItemBox[#2, DefaultBaseStyle -> "LabeledLabel"]}},
+ GridBoxAlignment -> {"Columns" -> {{Center}}, "Rows" -> {{Center}}},
+ AutoDelete -> False, GridBoxItemSize -> Automatic,
+ BaselinePosition -> {1, 1}]& ),
+ Editable->True,
+ InterpretationFunction->(RowBox[{"Legended", "[",
+ RowBox[{#, ",",
+ RowBox[{"Placed", "[",
+ RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output",
CellChangeTimes->{{3.789892956413993*^9, 3.7898929737838*^9}, {
3.7898931796488657`*^9, 3.789893185478931*^9}, 3.789893717676383*^9,
- 3.789896892805759*^9, 3.789896932602099*^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},
CellLabel->
- "Out[107]=",ExpressionUUID->"13ee9bd2-20ec-4498-b04d-1e3aad07be9c"]
+ "Out[262]=",ExpressionUUID->"fcf23027-c302-44d1-9d27-16acc04f8948"]
}, Open ]],
Cell[CellGroupData[{
@@ -1773,30 +1837,33 @@ Cell[BoxData[
",",
RowBox[{"n", "\[Equal]", "8"}], ",",
RowBox[{"n", "\[Equal]", "12"}], ",",
- RowBox[{"n", "\[Equal]", "16"}]}], "}"}]}]}], "]"}], "]"}]], "Input",
- CellChangeTimes->{{3.7897457807422733`*^9, 3.789745832490975*^9}, {
- 3.7897459208379374`*^9, 3.789745986715302*^9}, {3.7897460206302223`*^9,
- 3.7897460455314837`*^9}, {3.789746088758369*^9, 3.7897460916675463`*^9}, {
- 3.789746404389237*^9, 3.7897464044512587`*^9}, {3.7897468671247663`*^9,
- 3.7897469324195147`*^9}, {3.7898168197536173`*^9, 3.7898169067292557`*^9}, {
- 3.7898195108437023`*^9, 3.7898195343107243`*^9}, {3.789832003730896*^9,
- 3.789832020151675*^9}, {3.789832149993394*^9, 3.789832167007585*^9}, {
- 3.789832405514276*^9, 3.789832453208054*^9}, {3.78983251872959*^9,
- 3.78983255469631*^9}, {3.7898604238537827`*^9, 3.789860423945956*^9}, {
- 3.789864931880006*^9, 3.789864939343019*^9}, {3.789865027552593*^9,
- 3.789865029328581*^9}, {3.789892821605682*^9, 3.789892821829767*^9}, {
- 3.789893469770935*^9, 3.789893523416409*^9}, {3.789896909604662*^9,
- 3.7898969280516768`*^9}},
+ RowBox[{"n", "\[Equal]", "16"}]}], "}"}]}], ",",
+ RowBox[{"PlotStyle", "\[Rule]",
+ RowBox[{"Prepend", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{"ColorData", "[", "97", "]"}], "/@",
+ RowBox[{"Range", "[", "3", "]"}]}], ",", "Black"}], "]"}]}]}], "]"}],
+ "]"}]], "Input",
+ CellChangeTimes->CompressedData["
+1:eJxTTMoPSmViYGAQBWIQveXA9HOxNm8cBbfxXwXRSRekHoDog4/DXoDoE1pT
+3oDoV4wb34PofheJryC6K6YUTC8s6ZGJA9LbCvrAtNi/5DAQvSqnNw5EL5Kt
+qGsA0gJh4Z0ges7/W+cagXTJx5MXQXRDcvmLdiDddqvlFYh+dHL/LxCtbPfg
+D4j+XLJBqgNIJ65YpgCiz0Zc1wDROh5huiDaIOj3ialA2s31H5hm0qz5Mx1I
+M//K+guib6wr5JgBpPc0rwLT+xM3z1oKsr93F5huWL3jNYi2DM79BKJTIjfP
+XA6kw5YzzgHRe4NcRXcCaRXrajDd8+XD1HO2bxwdLn4D0wwTRHeDaKWmtwdB
+NABGYa4s
+ "],
CellLabel->
- "In[106]:=",ExpressionUUID->"d80acc58-e355-49f5-8e82-b7a019a31499"],
+ "In[222]:=",ExpressionUUID->"d80acc58-e355-49f5-8e82-b7a019a31499"],
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:eJwB4QQe+yFib1JlAgAAAE0AAAACAAAAZm4ys7FrIsAYOuJop54owMKKYA2+
aSLAdFYQw7OcKMAep45nymciwNByPh3AmijA1t/qG+NjIsCIq5rR2JYowEdR
@@ -1827,12 +1894,12 @@ crE/vHkzdF16CUCJXomu09C1P9RIaQAagwlAhkFDNWXotj/rF5+M1osJQF0k
/bv2/7c/GrYKpU+dCUA76nDJGS+6PzKFQDEMpglARs0qUKtGuz9JVHa9yK4J
QByw5NY8Xrw/YCOsSYW3CUAIk55dznW9P3jy4dVBwAlACXZY5F+Nvj/Fc2Cm
- "]]}, Annotation[#, "Charting`Private`Tag$89383#1"]& ],
+ "]]}, Annotation[#, "Charting`Private`Tag$1818274#1"]& ],
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:eJwVV3k41PsXHt8Zs1jHWAdZpmKIkiREn28qW8p6s0SrrJXbppDbIlkSXVsq
u0jKlqV0xdGN69quCokohRBiZBbrz++P85znfZ6zP+d5z3PUjwU6nsAIBELX
@@ -1909,114 +1976,111 @@ AlxoeMf5gwZDtYxVftly3jOEhl/wf1oh0sFY/S/8CIrhNPxSS5yTcycDfshn
xnbfouH7LN11s3sYoFglkmeXTsO99/Zo7h5kgH4Evlksn4aPfey8mTbMAGvn
oFdNxTRcn2MauTzGgCNrn1pHPKfhZ1NcMwKmGHCJM9i1E2i4zIefnH4OA/4H
CbFrGw==
- "]]}, Annotation[#, "Charting`Private`Tag$89383#2"]& ],
+ "]]}, Annotation[#, "Charting`Private`Tag$1818274#2"]& ],
TagBox[{
Directive[
Opacity[1.],
- RGBColor[0.560181, 0.691569, 0.194885],
- AbsoluteThickness[1.6]],
+ AbsoluteThickness[1.6],
+ RGBColor[0.880722, 0.611041, 0.142051]],
LineBox[CompressedData["
-1:eJwVl3k01P8Xxscy85mxmyxZIqMyRItUIr0/rdZKKBFKZCkpbaK0kIpEq6Us
-kRaUPb4V5iZKqGzZG0uRPWHGmPXn99c99497znPPee5zXlfn8AmHI+IEAkFO
-jED4f/UJNC4qOEaDY67bClP76VAZfUi2wp8Gf399o+T00kHrRaxvrS8NMjv2
-eZYy6dDaM6Lxy4sGcSIPhYZOOljueXpNyY0G/hO7A8Wa6UA3UdoXbEeDSdVC
-fe+PdBiZY3E2GtGghnokVT+TDoGRbzfVTOjApqyhS8VH6NBiJZR099WBp8r2
-ZlZMPRi5xtQZHVoMdr+ylX8c1IOHrHfrZgIWg4/nlsTuX8vAbGm2zGy9NgRx
-/Uo83ZdBtr2yC6dRC2Sva77r6VkKrS08dfaHRbCGu3as03kpLK/srB8u0QRS
-LYtq37QEep9MLm8o1wDz8m1Py/cugT3tVwlFeerw6sm29S++6YKOmE34zSI1
-cOxLu3PTXhc07kvNOJYthP7Pevf7W2jQGLajSyNfFSravLaX7KLBoMvbE61v
-VGA866vRlUYdKI19EXL7uTK0uzM7wVoHCg1jT5slK0HrOlH02arFIFOWo975
-dAFM66bcXGS1GGiZ29afi6fCGS/nfUfDtSExTEmM+FgRPllL8UOua0Ft3kH8
-TrQCRHFsN7ieXQS28Tt6aEI58D/JqJDx14TKPPNEKWlZqH9BkH8UqAEFoXob
-R8elIF9jiPfHQx0O0q+aFcyQofG/pUFanmpw8GXdQi8iBv+9npS09VsI7R0y
-/bJjkrAbRv2jXFVBYeI9MZUtDuZ8PV3XgyoARZ5Kem0EWCWhZB5hrwzXEiaJ
-phECRmiZ/US5lRKQbs8ljKXNMU4unvUL3LcAQgb+iu75sRgZkoyXD5ypcFSi
-UlMy5B+jeCo1puy0IhBiRqeSzEYZDJrRTptkBZBpM9ov39XPyI5eXXErVB4M
-XXfvMlFpZbhtkTsQMiELklb98tsTixlnHC+rfD4gAwdx5sDXvdWo/7feOgpZ
-Gr4ie4Mrhp1IY2qxs3kPBTQnvgV9PtGJXq2wOX6vkwIByTvfyhV1otX1wV1j
-PyggNWdjlbKhC93Iuvs5p54CVoXbfd7t6EZWfRNUh3cUqFpinjFziImKAq4c
-tounAFNywe1imz50af2ekC/2FCC5Na3aH9CH1NfHP7xtR4EVRXdbeLf70OZA
-+zknKwqEeSpobm3sQ4V2KTHjaF5PhWxOo3M/CmSevrd9JQVcg8lfJrx/oaX6
-h/7uk6PAj2GBpP7lAZTz+K+tzncyNBxWcYxNHUBpe8qk79SRob5rRfp0+QDy
-CTbwEq8hQ9XXgxYV/AH0TOsT/x+Qobjgw1nH0EHUce1TFrGIDPdCIgfDzv5B
-br5bdacTyLCLIlvTdGwY0R9m5ed7k8EmfKmK6a1htPCYa1KKJxl28Cy8U7KH
-0SJiek+sBxksxgMJfsPD6PrRFuOw/WQwbGwwFfiMINHuucybdmSQSnqQpXd4
-FB3IDH/rspYMn+iaty7uH0d7dTdbllPIkL0u0iY8dBx9XlvQNkIiQ+y2CcrN
-5HG0HDNasEiSDM6H4Ob93nG0UtiSFyfEYCjB+3q23wRS3VMQnjuNgTT2+mr7
-+b9oF/39o04mBpNKKpuZj/6icvZqunM3Bi20y4TfZX/R99593PYODHalvWQE
-EybRrua98WMtGKi+D90UsW0Scb9FtzjVYfBySmvjo/pJFJYvxzR+i8GjkGaN
-lJ+TaNGXbWXkUgxiCDd5aROTiCb36NtwMQYn5f69e6bwD0VfTQytzMdgg8HH
-DQVO/5DY/Q6v0pcY1Hr6rq/p/ocWHWnTTEjCYKwhz5g9NoWGeyfvqlzCwK7R
-uyhLMIVYgf0Pr17EIKdRzcRdbhqJrV997m8oBkebItZWrZxG3Nm0a83B8/s3
-O5veOzWNfL9dPN0ZhMFAq8hiBWcaxaav7HDwwWBbW3FFH3kGaWg2POnxxiCz
-zR89VJtBIx+Vwo96YeDd3ozzzWbQgqmCmvOHMOjveLG1NmwGJUi1REW7YrCl
-060qLHYGLXdNqVdywSC9U3H76rQZFCRp8CnBGYNDXRd2JMIMcnz8SCHCCQNm
-925rHwkWmgleR6rficGmn5K1akosVJSquGLOFoOUn29tvi5hoR5aylclGwzc
-mLp2JjtYSN6kqlNxBwZlzPb6P/tYSKmDfWxyKwYaPbd3PvZlobA3oeFVmzHo
-7JndJR7FQoHBXmFJFhiY9b76/iaJha6SL651MccgqdfT3j+bhTTWCkSzphhw
-elUaNd+z0OcuUeipdRjs76vb01DHQgrGduuq18znWN+VpohuFjJoqCwaW4XB
-wv61juvHWWipbbvvgBEGbf1pTqlybERPkCBt1MNg3S+nH3u02cj91J7H93Qx
-iP9F2UdcxUY1pcaMHG0M9v0+7Rywh43O7lmUoKKKQclverv2YTaKSrd9eYiK
-gfLAz/3Np9hondRtSQ/ZeT8OWLqaPWCjGzpxYUESGJgM8jvHM9nIRdR695SQ
-BPcHCw6kv2EjgdDzrNwcCaYGfbqdPrGRZF9Ljvk0CRz+aLiT29gosfpp9uQY
-CQr/NPx8/4eNNLaqMXUHSaA4FOlxgsNGrpzu3DomCRqG/h5sVZtFlsd3/XT4
-RgL10MY3R/VnUUvtNLOymgRe0kXSItNZxOy7KJdURoJXyQ8871vNIo+jVX1f
-C0nANjpXqrd/Fq20dxl1eUkCnOEsW+Y7i7TmvHrXppAgyn6Dl33wLKKde5Pq
-epcEmqf5ciHxs0jCa4x5OJgEPpJMb9nns6hnr2v1Pn8S5D1kvEt/M4vopKiQ
-7QdIwFmWrrCuehYNyf9o3m5Hgi3/hfvUtsyiosbkANuNJIix9i7z+D2LlubG
-7LJZToLWzu3U6en5eZEzcb0aCfwF5AqNBRy01WKHIPcfEQpjRxbk0ziIWFvi
-vqybCHztev9txhwU+Vpp3KuaCHe2xCkf38NB+hMTBOoDInQ2nzwm5slBzi71
-a8JDiKB7xOHDw5McRF6TNDDqToSSG8rHK+I4qCJEO/ImjQgEtdlKhzQO+qzZ
-9jFHnAjW2e0L/+RyUMaJyWinPknorn9cJf+Ng9Y7uokvfSQJ4lSapqfMHLre
-lzvA4UiA3VOJUyyNOZR5NPL223oJeGgy8Dlq+RyqcF+YviBNAujOL08X2syh
-q4sboz4gCdidvKJOImoOpUuSvBqCxCHRSEEnMXEOuU727P5jJg79Ff/OGb6c
-Q1s4ZqssJcThXF8xbe/nOaQ4gj88dk8MkpeZhz4ncpGImnt2wSsCDJZqNpgp
-c9E+t20dDacIsNJauPT7Ei6KcppSRGYEqDz2oXF2KxdV+TelzsSLGDKCDL0Y
-Ry7adq3x4dPlIsbe2Gthi724KI0tFur3UcgYyrfUtw7nosc9uRPnBQKG8Rb9
-yz/vchHviar92ScCxoVmqR9B6VzUFy00drMSMKq8xwxIBVz0JuHX+WwWnyHH
-/nrlEXDRaZGCl1gWn7H/Rl7rigYuSu3M+RJzmM/IWHjX8GMPFznzFc7l0fiM
-saxT4c5/uSj937OakWEeY625U/uokIuu2bXb+/zHY0ypMH0a5HnINqMnZMct
-HiN/ypdVvJiHHBULQj758hiB3/5FJK3moQXGvaC9i8cwzL5AvbSFhy4Z3Pc6
-vonHGIkkph925CFRNk0mZgOP8dIzbqWlNw/xZj4kOCMew8dCrWL5WR4ivLId
-Dd3NYyxRe2qncJ2HBgvfONGP8hj9M4ZdM/E8ZKlk7GAex2M8aSjx73jBQ25Y
-+JfsCh7D4xXOKf+Ph4pTTm+1nOMxNG7WXs/4wkNbXa9rrdvEZ7R7OSnf6OSh
-TV64888YPiMeMZ8eG+Uh6fdHj2f/5jOcNPyM7fk8dCAySHHLdgGDOvsPTGT5
-yC5Gq94lV8BoaLqwW02LjwoXOt4/ry1kxOYSmYIVfJQ1Tt9DTxQypHzUeJ/s
-+agpa++Z8FQRQ+wHvtblAR+t+PbW9xKbABX5tR8tnvFRxy3D6p/bxeBijJMD
-rYSP6C3BdcXxYsDZ6nditI2PpE94vb4777/JwrisMA0BSrCptB4Mk4DcWDXT
-w4YCVOiuNxP8VQICjj79tMNCgGqcZlYgTUn4o1P6S/6gAKmrLJvwLJGETAF+
-auaEADHLxu/+IBDhcEctoeOKAAXeeLGg0JoIzDvMRRkZAlRaIazUbCVCcoDf
-q+tFAjSjurf96Pz9u1pNmR2rEqAXxyybM1zn80FE3G8yKEB5n5ZyTraS4EFX
-3ODCWQH6SPqo3a+AgUOp2lkBJkTjg9yTM1YYfA00uvdJX4hirF87/S3AINqm
-dHGOmRDlxy0b6+vHwGrZ5rw4WyE6IuWZHK04z1M/ner3HxciUaKTq7cfGcLf
-Ml0tLgmRmdFsRPcdMuAP/YZ14oRIWr334qa3ZCizu0gazReiqOqOjmISBULp
-pIffPwhR5YXfpe8MKGAqeUe3uEmIlMboAdPzfFj0/ikeNiNEzMM1FgtiKHAy
-wei7J1GELss5hchmzfPj6VL3HSoipI6t/HOoigLZBnWh8qYiFHDld4wHmwIO
-CVeZLZYidOCbl0S5tBRwJUy3PHIWIamdLQfmtKXA5mcmZWmwCMk3Ew+rWknB
-lPWB4yPXRWhDiIBr4i4Fj0oUG/PiRcjW2JkaHSQFw3GXEs1KROhIRVDjcIIU
-3OGb8EXVIrTRwWpakCUFpv6jB6t/iNAN04Fbbu+l4OaW/Xr2LBHinlEHpW4p
-eMBd2GWsTsDvDAWxPVSkYWjVTIwyjYAfL1fl5upKw0bf75s4+gR8p7enW8Zq
-afjdHJlRvoGAR8W3Yvq7pGHN6yl/KxcC/rwxzy8nQhqaDtZz3BMJeKTW2pYL
-/dKwLP5FNv6EgHcoyy0JGJeG0PpwN92XBJzy2TLnLEcaaBs2wFApAX+8K0me
-Li8Dp6jPb5xuI+BjBk2qOuYyoFh9WSVKRQz/bTju+ee2DNgbrDEpfiCGv2/G
-bjnQZcE1JXbdiWQxnBW0Ks99tSwcURgxNcgUw4lvHuh7mMlCKPuJxZOi+V4Q
-EbHZThaeVcpZxjSJ4RWn7yb3n5AFruuIi7eCOD4dsbnFtEQWMm+lX1aKEcct
-DEk7szfJAWdMvu5MhATuVz1kO7dFHuhC1rmNyUR8mdKXx7YFCpBkGFijdRfD
-e/EsKfIrRcjnPXXqSsJw1PbLyCdfEWpqO3oTMjBcPrPLp6pYEdh+2+cUijFc
-uWuv+dVyRXB6pmkg0YbhlANfowXfFEFBq+7WH00yPrt5GUVvShFuytN3578k
-40WlERUGplR4wnTvCigg4xeDdZ9EbKRC6ev7vvrvyDjNqcajG6fCoK3ockYd
-Ga/LKBi7bU2FbTdb8x9MkPFNf2c0iAeoQBCLpIaYUPBcxwciuUtUWNjwLnWt
-BQV3a9LmnQinwsq0SYOp7RScwjF63XCdCh4WbluPOVNwrkHC6J04KpSFrDnj
-HkrB36WlfpJKp87/+/4E9QgKvvpWRoDvMyqMqqbFtN6i4KriYsYfs6igXiL1
-bHcKBe9rI9YHF1LBOBJfLfOcgi82HjrfUEIFa6dz5TW5FLxM5wlL7z0VDum+
-so4speAbY6aMLjGocH6q78dmoOC+HyJkmz9S4X9NQnFl
- "]]},
- Annotation[#, "Charting`Private`Tag$89383#3"]& ],
+1:eJwVV3k01P0XHsvMd2YQxr5kS1mi3oQQfb5JSAtFWV6UJXu08lJSSvTaigiJ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+ "]]}, Annotation[#, "Charting`Private`Tag$1818274#3"]& ],
TagBox[{
Directive[
Opacity[1.],
- RGBColor[0.922526, 0.385626, 0.209179],
- AbsoluteThickness[1.6]],
+ AbsoluteThickness[1.6],
+ RGBColor[0.560181, 0.691569, 0.194885]],
LineBox[CompressedData["
1:eJwV13dcT98fB/BP6zP6fFqfipY0NCWaGnJuJGUkCSHSIBH5pkFJ0pSkhZAW
bdqKpPumkAZpaWgv7f1pf/p9fn/dx/Nxzr33nNfjnHvfR9rOxeICO4FAcGMj
@@ -2147,7 +2211,7 @@ CrQmfG/SWfWahttZLwqmtHlcnRhKh0YTJ4KYPwU7d9accTmcDqMbE8KaH1Cw
XMOr+35H0UGsiDvlyEsK5nHGWvLVCzqoB2JqtFQKllBevcibSAdTS49PldkU
LM7nCMHnNR3Oy74xDSymYIKpVnbj6XS4OdPTZAgU7DMh0Oz8Wzr8D056ceo=
- "]]}, Annotation[#, "Charting`Private`Tag$89383#4"]& ]}}, {}}, {
+ "]]}, Annotation[#, "Charting`Private`Tag$1818274#4"]& ]}}, {}}, {
DisplayFunction -> Identity,
Method -> {
"DefaultBoundaryStyle" -> Automatic,
@@ -2250,8 +2314,8 @@ expansion\"",
GrayLevel[0]]],
PointSize[0.5],
Opacity[1.],
- RGBColor[0.368417, 0.506779, 0.709798],
- AbsoluteThickness[1.6]], {
+ AbsoluteThickness[1.6],
+ GrayLevel[0]], {
LineBox[{{0, 10}, {20, 10}}]}}, {
Directive[
EdgeForm[
@@ -2260,8 +2324,8 @@ expansion\"",
GrayLevel[0]]],
PointSize[0.5],
Opacity[1.],
- RGBColor[0.368417, 0.506779, 0.709798],
- AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
+ AbsoluteThickness[1.6],
+ GrayLevel[0]], {}}}, AspectRatio -> Full,
ImageSize -> {20, 10}, PlotRangePadding -> None,
ImagePadding -> Automatic,
BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, {
@@ -2273,8 +2337,8 @@ expansion\"",
GrayLevel[0]]],
PointSize[0.5],
Opacity[1.],
- RGBColor[0.880722, 0.611041, 0.142051],
- AbsoluteThickness[1.6]], {
+ AbsoluteThickness[1.6],
+ RGBColor[0.368417, 0.506779, 0.709798]], {
LineBox[{{0, 10}, {20, 10}}]}}, {
Directive[
EdgeForm[
@@ -2283,10 +2347,10 @@ expansion\"",
GrayLevel[0]]],
PointSize[0.5],
Opacity[1.],
- RGBColor[0.880722, 0.611041, 0.142051],
- AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
- ImageSize -> {20, 10}, PlotRangePadding -> None,
- ImagePadding -> Automatic,
+ AbsoluteThickness[1.6],
+ RGBColor[0.368417, 0.506779, 0.709798]], {}}},
+ AspectRatio -> Full, ImageSize -> {20, 10},
+ PlotRangePadding -> None, ImagePadding -> Automatic,
BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, {
GraphicsBox[{{
Directive[
@@ -2296,8 +2360,8 @@ expansion\"",
GrayLevel[0]]],
PointSize[0.5],
Opacity[1.],
- RGBColor[0.560181, 0.691569, 0.194885],
- AbsoluteThickness[1.6]], {
+ AbsoluteThickness[1.6],
+ RGBColor[0.880722, 0.611041, 0.142051]], {
LineBox[{{0, 10}, {20, 10}}]}}, {
Directive[
EdgeForm[
@@ -2306,10 +2370,10 @@ expansion\"",
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,
+ AbsoluteThickness[1.6],
+ RGBColor[0.880722, 0.611041, 0.142051]], {}}},
+ AspectRatio -> Full, ImageSize -> {20, 10},
+ PlotRangePadding -> None, ImagePadding -> Automatic,
BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}, {
GraphicsBox[{{
Directive[
@@ -2319,8 +2383,8 @@ expansion\"",
GrayLevel[0]]],
PointSize[0.5],
Opacity[1.],
- RGBColor[0.922526, 0.385626, 0.209179],
- AbsoluteThickness[1.6]], {
+ AbsoluteThickness[1.6],
+ RGBColor[0.560181, 0.691569, 0.194885]], {
LineBox[{{0, 10}, {20, 10}}]}}, {
Directive[
EdgeForm[
@@ -2329,10 +2393,10 @@ expansion\"",
GrayLevel[0]]],
PointSize[0.5],
Opacity[1.],
- RGBColor[0.922526, 0.385626, 0.209179],
- AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
- ImageSize -> {20, 10}, PlotRangePadding -> None,
- ImagePadding -> Automatic,
+ AbsoluteThickness[1.6],
+ RGBColor[0.560181, 0.691569, 0.194885]], {}}},
+ AspectRatio -> Full, ImageSize -> {20, 10},
+ PlotRangePadding -> None, ImagePadding -> Automatic,
BaselinePosition -> (Scaled[0.1] -> Baseline)], #4}},
GridBoxAlignment -> {
"Columns" -> {Center, Left}, "Rows" -> {{Baseline}}},
@@ -2359,6 +2423,7 @@ expansion\"",
RowBox[{"Directive", "[",
RowBox[{
RowBox[{"Opacity", "[", "1.`", "]"}], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
InterpretationBox[
ButtonBox[
TooltipBox[
@@ -2367,47 +2432,41 @@ expansion\"",
RectangleBox[{0, 0}]}, {
GrayLevel[0],
RectangleBox[{1, -1}]}, {
- RGBColor[0.368417, 0.506779, 0.709798],
+ GrayLevel[0],
RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
"ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
- FrameStyle ->
- RGBColor[
- 0.24561133333333335`, 0.3378526666666667,
- 0.4731986666666667], FrameTicks -> None, PlotRangePadding ->
- None, ImageSize ->
+ FrameStyle -> GrayLevel[0.], FrameTicks -> None,
+ PlotRangePadding -> None, ImageSize ->
Dynamic[{
Automatic, 1.35 CurrentValue["FontCapHeight"]/
AbsoluteCurrentValue[Magnification]}]],
StyleBox[
- RowBox[{"RGBColor", "[",
- RowBox[{"0.368417`", ",", "0.506779`", ",", "0.709798`"}],
- "]"}], NumberMarks -> False]], Appearance -> None,
- BaseStyle -> {}, BaselinePosition -> Baseline,
- DefaultBaseStyle -> {}, ButtonFunction :>
- With[{Typeset`box$ = EvaluationBox[]},
+ 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`$ColorSelectorInitialColor =
- RGBColor[0.368417, 0.506779, 0.709798];
+ GrayLevel[0];
FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
MathLink`CallFrontEnd[
FrontEnd`AttachCell[Typeset`box$,
- FrontEndResource["RGBColorValueSelector"], {
+ FrontEndResource["GrayLevelColorValueSelector"], {
0, {Left, Bottom}}, {Left, Top},
"ClosingActions" -> {
"SelectionDeparture", "ParentChanged",
"EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
Automatic, Method -> "Preemptive"],
- RGBColor[0.368417, 0.506779, 0.709798], Editable -> False,
- Selectable -> False], ",",
- RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}],
- ",",
+ GrayLevel[0], Editable -> False, Selectable -> False]}],
+ "]"}], ",",
RowBox[{"Directive", "[",
RowBox[{
RowBox[{"Opacity", "[", "1.`", "]"}], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
InterpretationBox[
ButtonBox[
TooltipBox[
@@ -2416,19 +2475,20 @@ expansion\"",
RectangleBox[{0, 0}]}, {
GrayLevel[0],
RectangleBox[{1, -1}]}, {
- RGBColor[0.880722, 0.611041, 0.142051],
+ RGBColor[0.368417, 0.506779, 0.709798],
RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
"ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
FrameStyle ->
RGBColor[
- 0.587148, 0.40736066666666665`, 0.09470066666666668],
- FrameTicks -> None, PlotRangePadding -> None, ImageSize ->
+ 0.24561133333333335`, 0.3378526666666667,
+ 0.4731986666666667], FrameTicks -> None, PlotRangePadding ->
+ None, ImageSize ->
Dynamic[{
Automatic, 1.35 CurrentValue["FontCapHeight"]/
AbsoluteCurrentValue[Magnification]}]],
StyleBox[
RowBox[{"RGBColor", "[",
- RowBox[{"0.880722`", ",", "0.611041`", ",", "0.142051`"}],
+ RowBox[{"0.368417`", ",", "0.506779`", ",", "0.709798`"}],
"]"}], NumberMarks -> False]], Appearance -> None,
BaseStyle -> {}, BaselinePosition -> Baseline,
DefaultBaseStyle -> {}, ButtonFunction :>
@@ -2439,7 +2499,7 @@ expansion\"",
SelectionMove[Typeset`box$, All, Expression];
FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
FrontEnd`Private`$ColorSelectorInitialColor =
- RGBColor[0.880722, 0.611041, 0.142051];
+ RGBColor[0.368417, 0.506779, 0.709798];
FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
MathLink`CallFrontEnd[
FrontEnd`AttachCell[Typeset`box$,
@@ -2449,13 +2509,12 @@ expansion\"",
"SelectionDeparture", "ParentChanged",
"EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
Automatic, Method -> "Preemptive"],
- RGBColor[0.880722, 0.611041, 0.142051], Editable -> False,
- Selectable -> False], ",",
- RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}],
- ",",
+ RGBColor[0.368417, 0.506779, 0.709798], Editable -> False,
+ Selectable -> False]}], "]"}], ",",
RowBox[{"Directive", "[",
RowBox[{
RowBox[{"Opacity", "[", "1.`", "]"}], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
InterpretationBox[
ButtonBox[
TooltipBox[
@@ -2464,19 +2523,19 @@ expansion\"",
RectangleBox[{0, 0}]}, {
GrayLevel[0],
RectangleBox[{1, -1}]}, {
- RGBColor[0.560181, 0.691569, 0.194885],
+ RGBColor[0.880722, 0.611041, 0.142051],
RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
"ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
FrameStyle ->
RGBColor[
- 0.37345400000000006`, 0.461046, 0.12992333333333334`],
+ 0.587148, 0.40736066666666665`, 0.09470066666666668],
FrameTicks -> None, PlotRangePadding -> None, ImageSize ->
Dynamic[{
Automatic, 1.35 CurrentValue["FontCapHeight"]/
AbsoluteCurrentValue[Magnification]}]],
StyleBox[
RowBox[{"RGBColor", "[",
- RowBox[{"0.560181`", ",", "0.691569`", ",", "0.194885`"}],
+ RowBox[{"0.880722`", ",", "0.611041`", ",", "0.142051`"}],
"]"}], NumberMarks -> False]], Appearance -> None,
BaseStyle -> {}, BaselinePosition -> Baseline,
DefaultBaseStyle -> {}, ButtonFunction :>
@@ -2487,7 +2546,7 @@ expansion\"",
SelectionMove[Typeset`box$, All, Expression];
FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
FrontEnd`Private`$ColorSelectorInitialColor =
- RGBColor[0.560181, 0.691569, 0.194885];
+ RGBColor[0.880722, 0.611041, 0.142051];
FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
MathLink`CallFrontEnd[
FrontEnd`AttachCell[Typeset`box$,
@@ -2497,13 +2556,12 @@ expansion\"",
"SelectionDeparture", "ParentChanged",
"EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
Automatic, Method -> "Preemptive"],
- RGBColor[0.560181, 0.691569, 0.194885], Editable -> False,
- Selectable -> False], ",",
- RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}],
- ",",
+ RGBColor[0.880722, 0.611041, 0.142051], Editable -> False,
+ Selectable -> False]}], "]"}], ",",
RowBox[{"Directive", "[",
RowBox[{
RowBox[{"Opacity", "[", "1.`", "]"}], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
InterpretationBox[
ButtonBox[
TooltipBox[
@@ -2512,20 +2570,19 @@ expansion\"",
RectangleBox[{0, 0}]}, {
GrayLevel[0],
RectangleBox[{1, -1}]}, {
- RGBColor[0.922526, 0.385626, 0.209179],
+ RGBColor[0.560181, 0.691569, 0.194885],
RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
"ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
FrameStyle ->
RGBColor[
- 0.6150173333333333, 0.25708400000000003`,
- 0.13945266666666667`], FrameTicks -> None,
- PlotRangePadding -> None, ImageSize ->
+ 0.37345400000000006`, 0.461046, 0.12992333333333334`],
+ FrameTicks -> None, PlotRangePadding -> None, ImageSize ->
Dynamic[{
Automatic, 1.35 CurrentValue["FontCapHeight"]/
AbsoluteCurrentValue[Magnification]}]],
StyleBox[
RowBox[{"RGBColor", "[",
- RowBox[{"0.922526`", ",", "0.385626`", ",", "0.209179`"}],
+ RowBox[{"0.560181`", ",", "0.691569`", ",", "0.194885`"}],
"]"}], NumberMarks -> False]], Appearance -> None,
BaseStyle -> {}, BaselinePosition -> Baseline,
DefaultBaseStyle -> {}, ButtonFunction :>
@@ -2536,7 +2593,7 @@ expansion\"",
SelectionMove[Typeset`box$, All, Expression];
FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
FrontEnd`Private`$ColorSelectorInitialColor =
- RGBColor[0.922526, 0.385626, 0.209179];
+ RGBColor[0.560181, 0.691569, 0.194885];
FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
MathLink`CallFrontEnd[
FrontEnd`AttachCell[Typeset`box$,
@@ -2546,10 +2603,8 @@ expansion\"",
"SelectionDeparture", "ParentChanged",
"EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
Automatic, Method -> "Preemptive"],
- RGBColor[0.922526, 0.385626, 0.209179], Editable -> False,
- Selectable -> False], ",",
- RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}]}],
- "}"}], ",",
+ RGBColor[0.560181, 0.691569, 0.194885], Editable -> False,
+ Selectable -> False]}], "]"}]}], "}"}], ",",
RowBox[{"{",
RowBox[{#, ",", #2, ",", #3, ",", #4}], "}"}], ",",
RowBox[{"LegendMarkers", "\[Rule]", "None"}], ",",
@@ -2574,13 +2629,11 @@ expansion\"",
RowBox[{#, ",",
RowBox[{"Placed", "[",
RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output",
- CellChangeTimes->{{3.78983242832556*^9, 3.789832453466649*^9}, {
- 3.789832544222557*^9, 3.789832559707768*^9}, {3.7898604145225353`*^9,
- 3.789860424448118*^9}, 3.789892822291027*^9, {3.7898934888883047`*^9,
- 3.789893523797511*^9}, 3.789893718250922*^9, {3.7898969100539227`*^9,
- 3.789896928476939*^9}},
+ CellChangeTimes->{
+ 3.790500033011464*^9, 3.79050084055266*^9, 3.7905009114756613`*^9,
+ 3.7905010403939533`*^9, {3.790501365461398*^9, 3.790501391778983*^9}},
CellLabel->
- "Out[106]=",ExpressionUUID->"8b65d061-2ab5-4919-a8cb-68e186e6fd4b"]
+ "Out[222]=",ExpressionUUID->"f41cbe29-ba97-4889-a68f-a761c37c429b"]
}, Open ]],
Cell[BoxData[{
@@ -2610,7 +2663,7 @@ Cell[BoxData[{
3.789892831115396*^9, 3.789892831435464*^9}, {3.789896963511537*^9,
3.7898969690204773`*^9}},
CellLabel->
- "In[108]:=",ExpressionUUID->"09f155dc-a270-465f-83b4-5452a9d3c6a6"],
+ "In[209]:=",ExpressionUUID->"09f155dc-a270-465f-83b4-5452a9d3c6a6"],
Cell[BoxData[{
RowBox[{
@@ -2637,7 +2690,7 @@ Cell[BoxData[{
3.7898649576818438`*^9, 3.7898649685188828`*^9}, {3.7898928388527813`*^9,
3.789892842756661*^9}, {3.789896975455278*^9, 3.789896979805492*^9}},
CellLabel->
- "In[111]:=",ExpressionUUID->"faf27222-05ad-48db-b551-d6176fd5d567"],
+ "In[212]:=",ExpressionUUID->"faf27222-05ad-48db-b551-d6176fd5d567"],
Cell[CellGroupData[{
@@ -2661,7 +2714,20 @@ Cell[BoxData[
RowBox[{"(",
RowBox[{
RowBox[{"s", "[", "0", "]"}], "-",
- RowBox[{"s", "[", "\[Beta]", "]"}]}], ")"}]}], "}"}]}]}],
+ RowBox[{"s", "[", "\[Beta]", "]"}]}], ")"}]}], "}"}]}], ",",
+ RowBox[{"PlotStyle", "\[Rule]",
+ RowBox[{
+ RowBox[{"ColorData", "[", "97", "]"}], "/@",
+ RowBox[{"Riffle", "[",
+ RowBox[{
+ RowBox[{"Range", "[", "3", "]"}], ",",
+ RowBox[{"Range", "[", "3", "]"}]}], "]"}]}]}], ",",
+ RowBox[{"PlotLegends", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"n", "\[Equal]", "8"}], ",", "None", ",",
+ RowBox[{"n", "\[Equal]", "12"}], ",", "None", ",",
+ RowBox[{"n", "\[Equal]", "16"}], ",", "None"}], "}"}]}]}],
"]"}]], "Input",
CellChangeTimes->{{3.7898191382164*^9, 3.78981915322369*^9}, {
3.789819203381546*^9, 3.7898192055038*^9}, {3.789819326102756*^9,
@@ -2672,15 +2738,20 @@ Cell[BoxData[
3.789832728584391*^9}, {3.7898604327260637`*^9, 3.7898604328817043`*^9}, {
3.7898649731597443`*^9, 3.789864977151291*^9}, {3.7898928942783813`*^9,
3.789892895301448*^9}, 3.789893744798514*^9, {3.789896988834631*^9,
- 3.789896988839439*^9}},
+ 3.789896988839439*^9}, {3.790501199339796*^9, 3.790501228605167*^9}, {
+ 3.790501312814767*^9, 3.790501318389104*^9}, {3.790502626780437*^9,
+ 3.790502637745879*^9}},
CellLabel->
- "In[115]:=",ExpressionUUID->"511fd1ec-10b6-4e80-beb1-748a7f18c95e"],
+ "In[263]:=",ExpressionUUID->"511fd1ec-10b6-4e80-beb1-748a7f18c95e"],
Cell[BoxData[
- GraphicsBox[{{{}, {},
- TagBox[
- {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
- 1.], LineBox[CompressedData["
+ TemplateBox[{GraphicsBox[{{{{}, {},
+ TagBox[{
+ Directive[
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ RGBColor[0.368417, 0.506779, 0.709798]],
+ LineBox[CompressedData["
1:eJwV0Gs81PkCx/Fx98+2ZFkWlVq7NTVli6Ny6PuzJ1TkkiSXibV5aVEZimrd
yy1tjKEcy6y1uWyLkB1E49ZOZBWRu1amfyQOGTMuyTl7Hnxe7+efTb7njvrJ
MxgMv7/7v5/nRbva5HP237yy9Icni4vcyWiL9ywnpB1fylUz5YIPyUIfywfM
@@ -2717,11 +2788,14 @@ BmGfqXPmU2RHnJ1XZSEN73zNuYw8itz/ZUGxrJhGDovtrV9AkS3Hzp0oKKGh
bTW3b2sZReyb+au8KhqmCbeCA8spkr4loSBVQONou0VRWSVFZhQaDqfU0Ljh
mqj1j2qKjA+cTo2rp1GSzbK7WEuRKufonVFCGu1/dcXW1VGE7bO7/VLj33+M
wmtWH1DEvPqE34VmGqoBBjNWjRQJqX+8EvyQxv8A18YT1w==
- "]]},
- Annotation[#, "Charting`Private`Tag$91769#1"]& ],
- TagBox[
- {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[
- 1.], LineBox[CompressedData["
+ "]]},
+ Annotation[#, "Charting`Private`Tag$1824337#1"]& ],
+ TagBox[{
+ Directive[
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ RGBColor[0.368417, 0.506779, 0.709798]],
+ LineBox[CompressedData["
1:eJwVkX0803kcwEds+1WXTnO15DGvsrPXeahLdfT5qtC1WuQQjsnVVU4iIiVU
NFSSh1mlNXvlKLa5ipGHyZVXI9lkHkZP+NnS7RSTLOm6P96v9//vt03Ekd37
DQkEws6v/O+V/FR/L0HsJh/1hStKf670+liq2ye6DyAC1WaDBVfKg8npXno4
@@ -2750,108 +2824,116 @@ fHleigMKPVzvy8MQl5Hc2VeGA0tgOlHAx9ASzY4bz27hUEwPZZmXYohs8+8m
mRAHM4+JDfYiDE3kOaXcq8Zh7bmimD+qMBTtaMAUS3DY3e5WJrqDIU27wuJ2
HQ45/mzKjxIMDRrFNd5oxKHyKp1xvA5DASVbLl6V4tD+UnG6vh5DXe6U0MIH
X/vYJdbONWKIqRqh5/6NAzlyxbhHM4YeJ1TPZj/C4T82ClZQ
- "]]},
- Annotation[#, "Charting`Private`Tag$91769#2"]& ],
- TagBox[
- {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], Opacity[
- 1.], LineBox[CompressedData["
-1:eJwVkGk41IvDhkVhVIqkRckaMtV5tUip54dSkS1KlMiSbCWpVBTZ0iFRWsiu
-KGtE9kj2dULGjC1L03GOfRkzZsa/98Nz3df94f7yyNpeO+3Az8fHl/Zn/0/5
-hAdndJOuH8kWM4tsuB6B2NEHmotkYzxUMtH/dCcCcZhhdpFtMKDib5/oFwHp
-0YwzNWR3tATfLQ2MiMDFLyEBZWRfpN28pXj7YwR4KgtSReSnGPWMmuZORcDQ
-OptRQE5Axy5NrZSbkZhnPW7OJ+fAJa9SMib4GYpzVtJptAqYKgZm6Kx+gcDj
-Is9iRerhK1ZUbJL5Cs6rAvmSHrVBzVAj/FNwDOqdWpYLD3VA9KMXc4EZh6yF
-Gec1M1RMWMu4duskQp9jG6di2Quv0HarFMdkPDd0+mH5YwDeO90oNaVvUa0e
-/uQ6bRD7Gzpqr8qnwZRukSkmMoKKVEGKDX86Ul6K+zyUYOBj6vyqpblMRCXp
-H8yQ+AfOEhcVLjzNwZCjykVr4l8EyW+nynjkYvbYnNqQ7hjUv3Vq5ll9gk2f
-w9VJrwlse9dhFZBcgALbdP3zbZP46mLSa7CuCHGD0YXvKFNoeYIVQY9L8OlL
-D7Xg9/SfjlfPuFYO1fdRJrvHZtBtED+lmFWBtokEH1ehOawRoLQH2H9FjZWr
-TNCWeeTe/8DxPvANW6lZUsLbmHA6Iy/8YmMNvFWd9jvJM9Ei+c1xj2wNaPfl
-TRqUmFBaCuzvVKnBC8VXQaF/MaHZ42S841ANRG/4Ta3VZsJ8NrlZ/GINeKvN
-ajc5MNGqfPjqREoNBnRYHqrpTDSo1lkbqNfiyMu8sNBsJlaMrq/KIGrxZtQt
-bSyPidh2eaN1erU4FzHYm13KhMOkve38hVq09TWe2NvCxFqhMcGN/rWovBMn
-fXiKibtO4/G/2mqRlK3TYKi+gFIV10uZN+qg1m8d5HBoAXLaxlEPfepQKeqt
-7Y0FPG14vt42uA4Dbp+K3x9fwAEdo6dETB22kRXTl59bQGC5WOKDqjq8SRMM
-LfZaQItbaf4OyXpEJdYbbC9eAMWPMHOvrocCZYR0uHwBll15gUNt9fjEx19j
-+nUBCzQrAceeenRYHzzi17CAGLHNQ/Ez9RCXTt/VQ1tAv6i+84BcA55Eh66J
-XFwAmsYVaAENePTMiMLVZMEl1Gjm+7lG5FfpLi0RLCS/1zwcdbkRgzOHd/If
-Y+Hy+9pd7p6N0DQjhwgasPDSIcz5+tNGTEiQtNZYsTDPN308vb4RZ198zZHx
-YcFQyTHDWKsJ/jVFfXJ+LHxX0XxVb9yEnPmcVYqBLJQLx3y4ZNMEEfP4Kyph
-LGw21KuefNCEsg3eMmqxLCj4hclHVjRB4fW+pzplLJT0n3iqdKIZJvXk8mOV
-LDgdafxZaNGM+yz5/45Xs0C61VF41aUZVAvxE6eaWajcvPfvk+HN+HvzxJJZ
-Lwujp8721lCbMR2Tdu0ylwXBW3JUzRst+BInZRRymI1lfmMGKnWtsNk4ED6o
-xcbUq3HGyEAr+CNT2g7pspFxO+4uldUK3cCdp8cN2VDefnR+t2QbmlxwxtSG
-DQ2HaFXuyTZQD9id3+rPhsFqam5uQRumv39w/FjHxqqc2bRlKRQ8P3UtTaSZ
-jS2GGH6fR8G+mj3/2FHYGFAzUXKqosCrqNRZkvbHe1brqQ5RwItvcbv3LxuF
-SodjcuW/Y6Xb9I1jootQWf+5zDbtOxSEDvp2my6iXzmsSaO0HcwLNra/zRdh
-v01ufWRTOxpyg44yzy+CZ/AjdaynHe4X24XX2y+idP8VxQxuO8ryXSOMPRex
-rDDp6j504Kx9fFLt80X0nQ2unq7sQHDl8ur8zkUYnk92oVR2wnKDauq37kWo
-aVjtuUzpxC43k5D23kV4XbCN/negEx0b4wymRhaxt8z0Q81SJ2Tc1X+Q5xcx
-nmfPy9H8gUJpZ0ayJAd5453TS7k/MHqvlRRpzoHntW+fXcK7oCZVxWOe5yBc
-4WilX2wX7hYXzFjZcLDvjPiDe+ldILFie1WcOEhM0K7eVNsF5VuuHyvvcrAp
-ITJ/idMFR3eSxVQsByMhIq8c7ajIWsM1ME/iYLu6tHXeNSrmsya1y95x4B3N
-yBi8R0XQWBc5JJsD+bpw/f+eUfHO+R2fbCUHa0vsPLK/UjFsr5NmPMyBg6Xl
-TlmpbpCXq8cW/OaA3DtwoVixG57JOyK3jHEQlqZld/CvbggMinn/nuNAjR0r
-Pnm0G3LWA0a+QlyIJR1ha7h145KFDzN7BxerP0uygou60WfwWXfNdS5yO9Yl
-tGrTUDUWmGlzk4vXb/zDk/RoSAszk8i9w4W/2MBFh9M0eDRP/TR7yMVDUbHo
-kks0CBqQfaKfcTHZq3Lq4wMadp9KzFMs4ELHlX59rpAGX72/ZTQXuRB9ax1g
-LEeHw6hFcNgSF3s8ZsihynToPVYe7xPgITg51aZ8Fx0SDdUlfqt4sD+tsVXo
-EB3vT/KZ127lQdL59qddpnR8P3Ez7DTBgwpfdSLbjw7549bsK4E83AxUfRJA
-o+NgVTi/ewgPv6ojnvn202GMCpHbYTxo+IQJew3TcV9dViowiofi1/H+FuN0
-UJWGDiW+5cG7xPDO72U9CBV29Omu5mGUb263jnIP5uuv8ukJLiFhw4XzJzx6
-UH/qvqBq8BLaVU9uq+T1oLWLOXjOiI8o0tbbnrWlD85r/rvaRuEjuEvWnSVS
-/ci0JPYXmCwjHqyI+7IkNIDgjsPm93uWEf9aqfrHPB5AZMetFLYVP5GyKyHV
-QOAn9gpY6FuM8hPf4t3VjQJ/QqjwlrSrmwCRn+a8QYv3Ew99Z8ljYwJE9XNt
-mxDPQTy/LRVlfGc5wX9AVTxzdhBdsz4qVxaXE603jtH3uw7hY0LIBttHKwjF
-veldGWND2GMzRzSICxIDARlxJa7D+PX2zYtfzwQJ+aCVLK2hYfy1eezYyDYh
-QmDwg8MXuxF8kLgj+ypJiMg88jPkI30EzXIOB4rkhIk3+Wpuuia/EGzNTivN
-FCZilzV5Nbf9wnW5xmOeu0mEx+SRlZTjDDx1dPf+/H8kws24xXn4JANZGevz
-2HtIBN/q8XqmPgOj+21k/A6QCBdzmWBpYwbs9efYYVokQjbLd8nlHANnPbfl
-pJqSiM2+AjOCTgxo1tzYTL9NIuyO8io0HzNguXKTifRdEkG3n91qHMrAHePy
-4EveJOKJ57p7dk8YKKAJzzF8SYS+3T/7HkcysHsitnU2hES8u1Sf1RXNgNzG
-ugDRNyTC623UJ490BggrtxKTOBJhFd63ISiTAesk8ennCSRiOZd673U2A2/I
-VtZSb0lEWrOIbkUeA+u1pjWUs0hEllnw8OpSBvYGvXR3ySERj1R8DWXLGTjd
-qJmalUsimtf6Fu2tYODJmWCJfZ9JRMXZqsjz3xjIiCbrexWRiJ360suu1TDQ
-2E/xKykhEek+2e4P6/78o3C7kFdGIqR2+/+MamBA2HnLhFYFiShsfWv6vomB
-/wHV1EU8
- "]]},
- Annotation[#, "Charting`Private`Tag$91769#3"]& ],
- TagBox[
- {RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6], Opacity[
- 1.], LineBox[CompressedData["
-1:eJwV0Gs0lHkAx/GJwqM2sToJS+gsMuVWSml/fyldxm1yZpWNsZYTQpxKCRkV
-Q0Xk1rFMs3NqlRiiUC6pRS7J2LXRuFRuj9RQrjVJ2774ns/7r4Hv0f3+CgwG
-w/lb/2skjOU4isJ/yo0NODLeewp5Y7F2n5luSLlX3GDSEgkBpua6mD7gvZ3V
-/63iNPTGCjmNzDCs84jv7EqLhvfDpPM1TB5cVnUIfIx4WDD9qHOfmYrMcZny
-vu5zcOEW0+VMIXh5xlLdHRcx++lC2z1mCS7EOOO1aiYelCztkUrrsD7Ubmw4
-RYT43arpearNqG0b1lBcUYCgZfEMUaIEa6L7oirvlaA58NlilcFOlKtHFJCy
-uxB/nApSm+qGd6xWU25wJVjzvgJTzz54ykYNWk5UI8Ml8Lnn81cIFNLv1Gzq
-0LD5ckq4dABm5dy6tWqP4d5zsEhddRirn45bGq6ox/VsjZizmjSWPVP4nZpo
-QKaItbVQ8w1qHxtYx9c/weBhU28ueYucCo/AN4+aMb1rxmrQUQbeVY3szXmt
-8On3D31/agKpkUO+ocI2lPveZv0ieY8Dzo+8bHPaIRjIqfyz4wOyEtRN5iol
-uPuwt7t8dBKZI87vGyo7YHYrk20um8LVaqe7Sfl/QzIhjAlWnoFYw+OJfcE/
-aPQKXpOgOwvjgZEPDjc78UO3WEdFfw5CY1utbZn/QlTs0OKy+SMsZFnJP2Y9
-R2K6a8cXu094ZFKxoJTQhYcCHdek7XKU9R3iW4Z3Y63yVt4L9894oLGc6xb2
-AmNR7dQVj3k8qYmz8vOWot+5wlEt/AvoUQYn2KcHRru58oD4BfgnL7lc69WL
-ZqczSmb8rxjNf1q/ZF8f2rvmBg64Mkjcjmt77ff1I0jtXaikg0H03De2hNu+
-RJEnsSlnLyKXQo0tZ9Vfgd+53eNM7yKScezB9fVpr3ClM+K63EuB5JVtyHqp
-/BobFQ+yDo4pkNIyk+KLia+hXBmhFxyiSJrHFR1LGQM4y5tmymSK5PLIH6Mx
-EQPIOKmT6Ra5mPgIGkodZgfQNR1jGvB5MbFKa5GfCxnEHWHSKt/EJWTFTk5Q
-7fggrH1mSIuGEsktEw3nhQxh5EZu1ki6Elnn3dE/NzgEC23ZrmF9ZVLfFP+V
-5TeMAs1Ig6siZeIdqiPQ7h1Gm6H/lvuGKuSW5NieFPYI+Fz5zeoiFbIwydae
-l4wg3LB113FzinDc1IOGdtNIPRwWXWFJkTvtJofm9tIQF64sk1tT5DtX4qLq
-RGPMxmdN3BaK/OV81MrCjYYfa0aebE8Ra1abPOoAjZ+P65fku1NE3THp4veB
-NOwaj2n3nKRI+7ZFRTsu0PBcupqtd5oi66q0rnEu0Yh0q+X/Gk0R/laLtIAU
-GuVSlRmaRxHYck+kXKFhPpHXPp1EEbFNzXZpDg1Drabzy3Mpcsky8ln4bRrE
-K6SKLaDIaElq3fkiGlyRxmSGkCI7LW6WZhfTyGV6cXVuUGR+Q1dWTRmNlfaT
-tiZiihxhbuJS1TQ2JmSHHSmhSNNtJ7ZuLY39rXb54lKKGJn5OZjX0Ujh8DU3
-VVBEappuzKmnUZjDZJ26T5FNtwpWBzTSaH3ZEVdVRZE0k8dLo5q+/Vl7snKh
-hiLj+S++JLfQUAnSnbCvo8he4w8Twqc0/gNpSlTc
- "]]},
- Annotation[#, "Charting`Private`Tag$91769#4"]& ],
- TagBox[
- {RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[1.6], Opacity[
- 1.], LineBox[CompressedData["
+ "]]},
+ Annotation[#, "Charting`Private`Tag$1824337#2"]& ],
+ TagBox[{
+ Directive[
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ RGBColor[0.880722, 0.611041, 0.142051]],
+ LineBox[CompressedData["
+1:eJwVkHc41YsDh5GLk5vGbd0UIpWckpbK+HxLRkaZcUhGJLIqSRnRNXJDkVBZ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+ "]]},
+ Annotation[#, "Charting`Private`Tag$1824337#3"]& ],
+ TagBox[{
+ Directive[
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ RGBColor[0.880722, 0.611041, 0.142051]],
+ LineBox[CompressedData["
+1:eJwV0H881HcAx3E/qruvrIvphx9LKMtc+kH6Mbw/MayEUAvtOjEJZYxCIVpc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+ "]]},
+ Annotation[#, "Charting`Private`Tag$1824337#4"]& ],
+ TagBox[{
+ Directive[
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ RGBColor[0.560181, 0.691569, 0.194885]],
+ LineBox[CompressedData["
1:eJwVlXs41AkXxy2FoWWzIpSELmq6bdtqrfr+aKk3SgjR636LLkaUUqSWJqQm
idYikZJKyCUkrORuhqRhZsolTC7J3Vx+0+v94zznOf+c7/l8n+f7nNUeATbe
0lJSUqUL9f+ul37JzjwjcPfiMtkTcecZSB2+ZCyiHoJ7zgWrzMsMpGFq7gPV
@@ -2916,11 +2998,14 @@ yXLrNAqx2u1dXUIjH64ZKpMJ6RRC85dY/cJmPlKozq5aWRSimufPnmTxscxk
8vf1uRQiRr1uHa2Lj1+vJtGO51GIg0UqZ29y+LBpMn6UW0AhmPri6lweHzfs
6Ko7SijEW6NDNmO9fDxNplqcK6UQtMdxiUs+89H0qe1yeTmFSAhRYm8cXPBH
P+SlpIJCJA6XqVnw+ZD3XzFuUkUhXraH2vgP8/E/dMXfAQ==
- "]]},
- Annotation[#, "Charting`Private`Tag$91769#5"]& ],
- TagBox[
- {RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[1.6], Opacity[
- 1.], LineBox[CompressedData["
+ "]]},
+ Annotation[#, "Charting`Private`Tag$1824337#5"]& ],
+ TagBox[{
+ Directive[
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ RGBColor[0.560181, 0.691569, 0.194885]],
+ LineBox[CompressedData["
1:eJwVkHk41HkAh6dB40eLLG1FRIdV89AKSfh81UNb5GptsctYOylSy2ZDKKSG
LtaRSB5NUllEW46kbGm2KEdZx4gY18+UyIxG49i1f7zP+9/7x2vg/4vHPiaD
wdg1z/9elXfC05EfahcU3v7ydd0lXBGfsJlmu0HPKuJI1IIs5EIia2f74cHU
@@ -2949,130 +3034,497 @@ ULV7LkU2mPVZpNXT4PA1J9LzKDJjqLv5zgsaOWwfjs51ilxUTMV4Mw1t+4nN
X5dQRPB3jHNwJw3z05khB0spkl5Z6Xq2i4ZHg82NkjsU8bsl8SjspnHBk6dl
UUGRqTOBXnQfjaJstlNEFUXqovJ/ZA3QaHjbElddTZHU4LectUPzf1aHV87V
UMTXZ/nPDjQN5SDdMftaiqxz8Qzgimn8B5z7V54=
- "]]},
- Annotation[#, "Charting`Private`Tag$91769#6"]& ]}, {}},
- AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
- Axes->{True, True},
- AxesLabel->{
- FormBox["\[Beta]", TraditionalForm],
- FormBox[
- RowBox[{
- RowBox[{"s", "(", "0", ")"}], "-",
- RowBox[{"s", "(", "\[Beta]", ")"}]}], TraditionalForm]},
- AxesOrigin->{0., 0},
- CoordinatesToolOptions:>{"DisplayFunction" -> ({
- Exp[
- Part[#, 1]],
- Part[#, 2]}& ), "CopiedValueFunction" -> ({
- Exp[
- Part[#, 1]],
- Part[#, 2]}& )},
- DisplayFunction->Identity,
- Frame->{{False, False}, {False, False}},
- FrameLabel->{{None, None}, {None, None}},
- FrameTicks->{{Automatic,
- Charting`ScaledFrameTicks[{Identity, Identity}]}, {Quiet[
- Charting`ScaledTicks[{Log, Exp}][#, #2, {6, 6}]]& ,
- Charting`ScaledFrameTicks[{Log, Exp}]}},
- GridLines->{None, None},
- GridLinesStyle->Directive[
- GrayLevel[0.5, 0.4]],
- ImagePadding->All,
- ImageSize->{343., Automatic},
- Method->{
- "DefaultBoundaryStyle" -> Automatic,
- "DefaultGraphicsInteraction" -> {
- "Version" -> 1.2, "TrackMousePosition" -> {True, False},
- "Effects" -> {
- "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2},
- "Droplines" -> {
- "freeformCursorMode" -> True,
- "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" ->
- AbsolutePointSize[6], "ScalingFunctions" -> None},
- PlotRange->NCache[{{0,
- Log[25]}, {-0.023764932152722296`, 0.7786151514943276}}, {{
- 0, 3.2188758248682006`}, {-0.023764932152722296`, 0.7786151514943276}}],
- PlotRangeClipping->True,
- PlotRangePadding->{{
- Scaled[0.02],
- Scaled[0.02]}, {
- Scaled[0.05],
- Scaled[0.05]}},
- Ticks->FrontEndValueCache[{Quiet[
- Charting`ScaledTicks[{Log, Exp}][#, #2, {6, 6}]]& , Automatic}, {{{0.,
- FormBox["1", TraditionalForm], {0.01, 0.}, {
- AbsoluteThickness[0.1]}}, {0.6931471805599453,
- FormBox["2", TraditionalForm], {0.01, 0.}, {
- AbsoluteThickness[0.1]}}, {1.6094379124341003`,
- FormBox["5", TraditionalForm], {0.01, 0.}, {
- AbsoluteThickness[0.1]}}, {2.302585092994046,
- FormBox["10", TraditionalForm], {0.01, 0.}, {
- AbsoluteThickness[0.1]}}, {2.995732273553991,
- FormBox["20", TraditionalForm], {0.01, 0.}, {
- AbsoluteThickness[0.1]}}, {-0.6931471805599453,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {-0.5108256237659907,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {-0.35667494393873245`,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {-0.2231435513142097,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {-0.10536051565782628`,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {0.4054651081081644,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {1.0986122886681098`,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {1.3862943611198906`,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {1.791759469228055,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {1.9459101490553132`,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {2.0794415416798357`,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {2.1972245773362196`,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {2.70805020110221,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {3.4011973816621555`,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {3.6888794541139363`,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {3.912023005428146,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {4.0943445622221,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {4.248495242049359,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {4.382026634673881,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {4.499809670330265,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {4.605170185988092,
+ "]]},
+ Annotation[#, "Charting`Private`Tag$1824337#6"]& ]}}, {}}, {
+ DisplayFunction -> Identity,
+ 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}, DisplayFunction -> Identity, DisplayFunction -> Identity,
+ Ticks -> {Quiet[
+ Charting`ScaledTicks[{Log, Exp}][#, #2, {6, 6}]]& , Automatic},
+ AxesOrigin -> {0., 0}, FrameTicks -> {{Automatic,
+ Charting`ScaledFrameTicks[{Identity, Identity}]}, {Quiet[
+ Charting`ScaledTicks[{Log, Exp}][#, #2, {6, 6}]]& ,
+ Charting`ScaledFrameTicks[{Log, Exp}]}}, GridLines -> {None, None},
+ DisplayFunction -> Identity, PlotRangePadding -> {{
+ Scaled[0.02],
+ Scaled[0.02]}, {
+ Scaled[0.05],
+ Scaled[0.05]}}, PlotRangeClipping -> True, ImagePadding -> All,
+ DisplayFunction -> Identity,
+ 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,
+ "ClippingRange" -> {{{6.569134336465715*^-8,
+ 3.218875759176857}, {-0.023764932152722296`, 0.7786151514943276}}, {{
+ 6.569134336465715*^-8, 3.218875759176857}, {-0.023764932152722296`,
+ 0.7786151514943276}}}}, DisplayFunction -> Identity, AspectRatio ->
+ NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {True, True},
+ AxesLabel -> {
+ FormBox["\[Beta]", TraditionalForm],
FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}}, Automatic}]]], "Output",
+ RowBox[{
+ RowBox[{"s", "(", "0", ")"}], "-",
+ RowBox[{"s", "(", "\[Beta]", ")"}]}], TraditionalForm]},
+ AxesOrigin -> {0, 0}, CoordinatesToolOptions -> {"DisplayFunction" -> ({
+ Exp[
+ Part[#, 1]],
+ Part[#, 2]}& ), "CopiedValueFunction" -> ({
+ Exp[
+ Part[#, 1]],
+ Part[#, 2]}& )}, DisplayFunction :> Identity,
+ Frame -> {{False, False}, {False, False}},
+ FrameLabel -> {{None, None}, {None, None}},
+ FrameTicks -> {{Automatic, Automatic}, {Automatic, Automatic}},
+ GridLines -> {None, None}, GridLinesStyle -> Directive[
+ GrayLevel[0.5, 0.4]],
+ Method -> {
+ "DefaultBoundaryStyle" -> Automatic,
+ "DefaultGraphicsInteraction" -> {
+ "Version" -> 1.2, "TrackMousePosition" -> {True, False},
+ "Effects" -> {
+ "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2},
+ "Droplines" -> {
+ "freeformCursorMode" -> True,
+ "placement" -> {"x" -> "All", "y" -> "None"}}}},
+ "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" ->
+ None}, PlotRange -> NCache[{{0,
+ Log[25]}, {-0.023764932152722296`, 0.7786151514943276}}, {{
+ 0, 3.2188758248682006`}, {-0.023764932152722296`,
+ 0.7786151514943276}}], PlotRangeClipping -> True,
+ PlotRangePadding -> {{
+ Scaled[0.02],
+ Scaled[0.02]}, {
+ Scaled[0.02],
+ Scaled[0.02]}}, Ticks -> {Automatic, Automatic}}],FormBox[
+ FormBox[
+ TemplateBox[{
+ RowBox[{"n", "\[LongEqual]", "8"}], "None",
+ RowBox[{"n", "\[LongEqual]", "12"}], "None",
+ RowBox[{"n", "\[LongEqual]", "16"}], "None"}, "LineLegend",
+ DisplayFunction -> (FormBox[
+ StyleBox[
+ StyleBox[
+ PaneBox[
+ TagBox[
+ GridBox[{{
+ TagBox[
+ GridBox[{{
+ 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}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ RGBColor[0.368417, 0.506779, 0.709798]], {}}},
+ AspectRatio -> Full, ImageSize -> {20, 10},
+ PlotRangePadding -> None, ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, {
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ RGBColor[0.880722, 0.611041, 0.142051]], {
+ LineBox[{{0, 10}, {20, 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 -> {20, 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[0.560181, 0.691569, 0.194885]], {
+ LineBox[{{0, 10}, {20, 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 -> {20, 10},
+ PlotRangePadding -> None, ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #5}},
+ GridBoxAlignment -> {
+ "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}},
+ AutoDelete -> False,
+ GridBoxDividers -> {
+ "Columns" -> {{False}}, "Rows" -> {{False}}},
+ GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}},
+ GridBoxSpacings -> {
+ "Columns" -> {{0.5}}, "Rows" -> {{0.8}}}], "Grid"]}},
+ GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}},
+ AutoDelete -> False,
+ GridBoxItemSize -> {
+ "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}},
+ GridBoxSpacings -> {"Columns" -> {{1}}, "Rows" -> {{0}}}],
+ "Grid"], Alignment -> Left, AppearanceElements -> None,
+ ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction ->
+ "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], {
+ FontFamily -> "Arial"}, Background -> Automatic, StripOnInput ->
+ False], TraditionalForm]& ),
+ InterpretationFunction :> (RowBox[{"LineLegend", "[",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ 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,
+ FrameStyle ->
+ RGBColor[
+ 0.24561133333333335`, 0.3378526666666667,
+ 0.4731986666666667], FrameTicks -> None, PlotRangePadding ->
+ None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.368417`", ",", "0.506779`", ",", "0.709798`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.368417, 0.506779, 0.709798];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.368417, 0.506779, 0.709798], Editable -> False,
+ Selectable -> False]}], "]"}], ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"Opacity", "[", "1.`", "]"}], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.368417, 0.506779, 0.709798],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.24561133333333335`, 0.3378526666666667,
+ 0.4731986666666667], FrameTicks -> None, PlotRangePadding ->
+ None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.368417`", ",", "0.506779`", ",", "0.709798`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.368417, 0.506779, 0.709798];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.368417, 0.506779, 0.709798], Editable -> False,
+ Selectable -> False]}], "]"}], ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"Opacity", "[", "1.`", "]"}], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.880722, 0.611041, 0.142051],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.587148, 0.40736066666666665`, 0.09470066666666668],
+ FrameTicks -> None, PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.880722`", ",", "0.611041`", ",", "0.142051`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.880722, 0.611041, 0.142051];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.880722, 0.611041, 0.142051], Editable -> False,
+ Selectable -> False]}], "]"}], ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"Opacity", "[", "1.`", "]"}], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.880722, 0.611041, 0.142051],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.587148, 0.40736066666666665`, 0.09470066666666668],
+ FrameTicks -> None, PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.880722`", ",", "0.611041`", ",", "0.142051`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.880722, 0.611041, 0.142051];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.880722, 0.611041, 0.142051], Editable -> False,
+ Selectable -> False]}], "]"}], ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"Opacity", "[", "1.`", "]"}], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.560181, 0.691569, 0.194885],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.37345400000000006`, 0.461046, 0.12992333333333334`],
+ FrameTicks -> None, PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.560181`", ",", "0.691569`", ",", "0.194885`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.560181, 0.691569, 0.194885];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.560181, 0.691569, 0.194885], Editable -> False,
+ Selectable -> False]}], "]"}], ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"Opacity", "[", "1.`", "]"}], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.560181, 0.691569, 0.194885],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.37345400000000006`, 0.461046, 0.12992333333333334`],
+ FrameTicks -> None, PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.560181`", ",", "0.691569`", ",", "0.194885`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.560181, 0.691569, 0.194885];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.560181, 0.691569, 0.194885], Editable -> False,
+ Selectable -> False]}], "]"}]}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{#, ",", #2, ",", #3, ",", #4, ",", #5, ",", #6}], "}"}],
+ ",",
+ RowBox[{"LegendMarkers", "\[Rule]", "None"}], ",",
+ RowBox[{"LabelStyle", "\[Rule]",
+ RowBox[{"{", "}"}]}], ",",
+ RowBox[{"LegendLayout", "\[Rule]", "\"Column\""}]}], "]"}]& ),
+ Editable -> True], TraditionalForm], TraditionalForm]},
+ "Legended",
+ DisplayFunction->(GridBox[{{
+ TagBox[
+ ItemBox[
+ PaneBox[
+ TagBox[#, "SkipImageSizeLevel"], Alignment -> {Center, Baseline},
+ BaselinePosition -> Baseline], DefaultBaseStyle -> "Labeled"],
+ "SkipImageSizeLevel"],
+ ItemBox[#2, DefaultBaseStyle -> "LabeledLabel"]}},
+ GridBoxAlignment -> {"Columns" -> {{Center}}, "Rows" -> {{Center}}},
+ AutoDelete -> False, GridBoxItemSize -> Automatic,
+ BaselinePosition -> {1, 1}]& ),
+ Editable->True,
+ InterpretationFunction->(RowBox[{"Legended", "[",
+ RowBox[{#, ",",
+ RowBox[{"Placed", "[",
+ RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output",
CellChangeTimes->{
3.789819154559926*^9, 3.7898192058383102`*^9, {3.789819328973916*^9,
3.789819347233488*^9}, {3.789819586510404*^9, 3.789819601266243*^9}, {
@@ -3085,9 +3537,11 @@ UMTXZ/nPDjQN5SDdMftaiqxz8Qzgimn8B5z7V54=
3.7898326687007637`*^9, 3.7898327288395452`*^9}, {3.7898604293463984`*^9,
3.789860433244069*^9}, {3.789862454221322*^9, 3.789862459724276*^9},
3.78989284423855*^9, 3.789892895680129*^9, {3.7898937316741867`*^9,
- 3.7898937451922913`*^9}, {3.7898969827585917`*^9, 3.789896989637113*^9}},
+ 3.7898937451922913`*^9}, {3.7898969827585917`*^9, 3.789896989637113*^9},
+ 3.790500048307528*^9, 3.790500844463442*^9, 3.790500913757571*^9,
+ 3.790501318999692*^9, 3.790502638211178*^9},
CellLabel->
- "Out[115]=",ExpressionUUID->"784808be-8132-4273-9c01-63c62f8ba237"]
+ "Out[263]=",ExpressionUUID->"f62a50cd-fb60-4044-88c1-f71ceba66716"]
}, Open ]],
Cell[BoxData[
@@ -3105,7 +3559,7 @@ Cell[BoxData[
";"}]], "Input",
CellChangeTimes->{{3.78982026538109*^9, 3.789820353900846*^9}},
CellLabel->
- "In[116]:=",ExpressionUUID->"5a1efa6e-dfe2-4d60-ae14-3a6c7a1d321c"],
+ "In[216]:=",ExpressionUUID->"5a1efa6e-dfe2-4d60-ae14-3a6c7a1d321c"],
Cell[CellGroupData[{
@@ -3131,7 +3585,7 @@ Cell[BoxData[
3.789820346352702*^9, 3.789820358949071*^9}, {3.789831035088595*^9,
3.789831035495175*^9}},
CellLabel->
- "In[117]:=",ExpressionUUID->"90d2bb91-ba31-44f8-b0ca-47994c701e88"],
+ "In[217]:=",ExpressionUUID->"90d2bb91-ba31-44f8-b0ca-47994c701e88"],
Cell[BoxData["0.011589513818897623`"], "Output",
CellChangeTimes->{{3.786034765393785*^9, 3.786034815805835*^9}, {
@@ -3150,9 +3604,10 @@ Cell[BoxData["0.011589513818897623`"], "Output",
3.789831039712731*^9}, 3.7898311296448107`*^9, 3.789831173331883*^9, {
3.789831771607078*^9, 3.7898317882862673`*^9}, 3.7898321075130663`*^9,
3.789860441009506*^9, {3.789862455358055*^9, 3.7898624604158573`*^9},
- 3.7898928491271963`*^9, 3.789895378453265*^9, 3.78989699519963*^9},
+ 3.7898928491271963`*^9, 3.789895378453265*^9, 3.78989699519963*^9,
+ 3.790500053288452*^9, 3.7905008466582413`*^9, 3.790500915366055*^9},
CellLabel->
- "Out[117]=",ExpressionUUID->"d422b9b1-e083-4622-b62c-889a847d29e0"]
+ "Out[217]=",ExpressionUUID->"e1195010-cc94-47f8-88d9-a44426afb4c8"]
}, Open ]],
Cell[CellGroupData[{
@@ -3173,18 +3628,19 @@ Cell[BoxData[
3.78982037403331*^9, 3.78982038294141*^9}, {3.789831775865436*^9,
3.78983177611141*^9}},
CellLabel->
- "In[118]:=",ExpressionUUID->"24a1235a-0106-41db-84ea-024b7cb0822c"],
+ "In[218]:=",ExpressionUUID->"24a1235a-0106-41db-84ea-024b7cb0822c"],
-Cell[BoxData["0.06180877242384175`"], "Output",
+Cell[BoxData["0.014766150260207188`"], "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,
3.789822470632036*^9}, {3.789831772132658*^9, 3.789831789119802*^9},
3.789832108205226*^9, 3.78986044212982*^9, {3.789862456024865*^9,
3.7898624608924503`*^9}, 3.789892849403596*^9, 3.789895378722474*^9,
- 3.789896995440785*^9},
+ 3.789896995440785*^9, 3.790500053923429*^9, 3.790500846700687*^9,
+ 3.790500915950795*^9},
CellLabel->
- "Out[118]=",ExpressionUUID->"e138773f-eb29-4307-bd97-97b3125d625e"]
+ "Out[218]=",ExpressionUUID->"c8e8618e-dea4-4e8b-ba15-191c5ed897bf"]
}, Open ]],
Cell[CellGroupData[{
@@ -3212,6 +3668,1116 @@ Cell[BoxData[
"Out[119]=",ExpressionUUID->"8859f4d2-839c-4aad-be80-f128e6490cbc"]
}, Open ]],
+Cell[BoxData[{
+ RowBox[{
+ RowBox[{"\[Rho]8", "=",
+ RowBox[{"sample8", "[",
+ RowBox[{
+ RowBox[{"Thread", "[",
+ RowBox[{"{",
+ RowBox[{"#\[Beta]s", ",",
+ RowBox[{"5000",
+ RowBox[{
+ RowBox[{"#\[Rho]s", "[",
+ RowBox[{"[",
+ RowBox[{"All", ",", "5001"}], "]"}], "]"}], "/",
+ RowBox[{"Sqrt", "@", "#n"}]}]}]}], "}"}], "]"}], "&"}], "]"}]}],
+ ";"}], "\[IndentingNewLine]",
+ RowBox[{
+ RowBox[{"\[Rho]12", "=",
+ RowBox[{"sample12", "[",
+ RowBox[{
+ RowBox[{"Thread", "[",
+ RowBox[{"{",
+ RowBox[{"#\[Beta]s", ",",
+ RowBox[{"5000",
+ RowBox[{
+ RowBox[{"#\[Rho]s", "[",
+ RowBox[{"[",
+ RowBox[{"All", ",", "5001"}], "]"}], "]"}], "/",
+ RowBox[{"Sqrt", "@", "#n"}]}]}]}], "}"}], "]"}], "&"}], "]"}]}],
+ ";"}], "\[IndentingNewLine]",
+ RowBox[{
+ RowBox[{"\[Rho]16", "=",
+ RowBox[{"sample16", "[",
+ RowBox[{
+ RowBox[{"Thread", "[",
+ RowBox[{"{",
+ RowBox[{"#\[Beta]s", ",",
+ RowBox[{"5000",
+ RowBox[{
+ RowBox[{"#\[Rho]s", "[",
+ RowBox[{"[",
+ RowBox[{"All", ",", "5001"}], "]"}], "]"}], "/",
+ RowBox[{"Sqrt", "@", "#n"}]}]}]}], "}"}], "]"}], "&"}], "]"}]}],
+ ";"}], "\[IndentingNewLine]",
+ RowBox[{
+ RowBox[{"\[Rho]20", "=",
+ RowBox[{"sample20", "[",
+ RowBox[{
+ RowBox[{"Thread", "[",
+ RowBox[{"{",
+ RowBox[{"#\[Beta]s", ",",
+ RowBox[{"5000",
+ RowBox[{
+ RowBox[{"#\[Rho]s", "[",
+ RowBox[{"[",
+ RowBox[{"All", ",", "5001"}], "]"}], "]"}], "/",
+ RowBox[{"Sqrt", "@", "#n"}]}]}]}], "}"}], "]"}], "&"}], "]"}]}],
+ ";"}]}], "Input",
+ CellChangeTimes->{{3.7905019043473682`*^9, 3.7905019700870667`*^9}, {
+ 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[288]:=",ExpressionUUID->"49fe8588-a840-4740-82fd-06e6920b19de"],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"ListLogPlot", "[",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"\[Rho]8", ",", "\[Rho]12", ",", "\[Rho]16"}], "}"}], ",",
+ RowBox[{"PlotRange", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"0", ",", "10"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"0.0001", ",", "0.5"}], "}"}]}], "}"}]}], ",",
+ RowBox[{"Joined", "\[Rule]", "True"}], ",",
+ RowBox[{"PlotLegends", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"n", "\[Equal]", "8"}], ",",
+ RowBox[{"n", "\[Equal]", "12"}], ",",
+ RowBox[{"n", "\[Equal]", "16"}]}], "}"}]}], ",",
+ RowBox[{"AxesLabel", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"\[Beta]", ",",
+ RowBox[{
+ SubscriptBox["\[Rho]", "0"], "[", "\[Beta]", "]"}]}], "}"}]}]}],
+ "]"}]], "Input",
+ CellChangeTimes->{{3.790501877407139*^9, 3.790501891324082*^9}, {
+ 3.790501974222625*^9, 3.7905020566343613`*^9}, {3.7905026457917023`*^9,
+ 3.790502688930539*^9}, {3.79050273258263*^9, 3.790502736403462*^9}, {
+ 3.790502791574119*^9, 3.790502816300976*^9}, {3.7905029000440617`*^9,
+ 3.790502900230397*^9}},
+ CellLabel->
+ "In[293]:=",ExpressionUUID->"63c8922f-d24e-46ca-a537-602acfdc4822"],
+
+Cell[BoxData[
+ TemplateBox[{GraphicsBox[{{}, {{{}, {}, {
+ Hue[0.67, 0.6, 0.6],
+ Directive[
+ PointSize[0.009166666666666668],
+ RGBColor[0.368417, 0.506779, 0.709798],
+ AbsoluteThickness[1.6]],
+ LineBox[CompressedData["
+1:eJwBEQPu/CFib1JlAgAAADAAAAACAAAA/Knx0k1iUD9Kyvf2hGjwv6Hgvf5/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+ "]]}, {
+ Hue[0.9060679774997897, 0.6, 0.6],
+ Directive[
+ PointSize[0.009166666666666668],
+ RGBColor[0.880722, 0.611041, 0.142051],
+ AbsoluteThickness[1.6]],
+ LineBox[CompressedData["
+1:eJwBIQXe+iFib1JlAgAAAFEAAAACAAAA/Knx0k1iUD/IIVFX4Irvv5maqbXV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+ "]]}, {
+ Hue[0.1421359549995791, 0.6, 0.6],
+ Directive[
+ PointSize[0.009166666666666668],
+ RGBColor[0.560181, 0.691569, 0.194885],
+ AbsoluteThickness[1.6]],
+ LineBox[CompressedData["
+1:eJwBcQOO/CFib1JlAgAAADYAAAACAAAA/Knx0k1iUD8Ee/UOppr7v3c7sT1p
+l6E/S6OGJ/Cn+r/dPxaiQ+DiP8z5oCQ/0/O/l3FTA83n6T/LH63CtAb1v8vW
++iKhLfE/FWh0rnfB9r9RMc7fhEL1P9WY+lDacPi/lIeFWtM8+T/IiFVTiwH6
+v0BqEyf3u/0/DTnbIbDj+7+THRuBeJ0BQJ7Z6fchNP6/vyuC/61kBEBcA2ye
+YEUAwCzxgLIp1wZAwP1Kq1hRAcAc8PlhhHAJQGgYJMJgbQLAcXK/Q1FgDEB0
+08Hp77IDwFGlZg+0gg9ALXvLr78NBcAp6PaSxugQQAA6dpWDEAbA7ZklAWqq
+EkCSOoW0qZsHwPLvMy4cSBRAho7dr2YPCcBvL2mM1hEVQBbfgqJCzAnAfXkB
+9tGpFUCs9zq+wWcKwEHxY8xdKxZAy+zMTcQJC8CI1/ULdmMWQIwzl2vyWQvA
+FXR7SWOUFkCe1pC+T6kLwIlBYOXQwhZAs65OIXgHDMC536Eo0OcWQGhfnPBJ
+WAzAP5EnSdcMF0DqfDU/Q7IMwMxiYvNxLRdArew7gMMSDcDRrkLKT0oXQFOJ
+6oG6cg3AgCvZsRFoF0DsBxjn1uENwA6hSs0eiBdAdHH4kQFgDsDWHCCYo6cX
+QLgT59K/6Q7A2v6VlSbFF0CHLi1jz3APwHU8ZqAy3hdAMvAm3HnvD8AtQxzr
+4vYXQIKzB7GTOhDA5EnSNZMPGEBwas7wMYQQwGL4iJgSKRhASFwhmZLSEMDC
+UfLqHEMYQHBnamfiIRHABFYOLbJdGEAjDIV/lHgRwCmzQSYZeRhApdREVlbT
+EcAyA5Xx75MYQOcYZvSMLxLAAKlNnNyvGEDLTpC+zosSwHOdRloqzxhAydE3
+d7r1EsAeFmpN8+4YQE7Gpc72XxPA3UHsTKETGUAAZW4wy9gTwIGyKVd4NxlA
+qqMMj/ZCFMBqpKXydmQZQJALSvfKxRTANpNvtrmxGUDVCQwg948VwN3Sakjc
+IxpAAChyonp/FsBhVFInoMkaQNQc5SpsixfAMbYQ5KAkHED6Nz1goSYZwJT2
+Bl+Y7B1AdUV0HZP6GsC2EOSghDkgQCNNZpVHiB3AL4uJzcflIUBh6EkSom0g
+wO9yEd+JiSNA/AGdC04PIsDBP9pPwvMjQBVVtbuxayLAU2CVcQ==
+ "]]}}, {{
+ Directive[
+ PointSize[0.009166666666666668],
+ RGBColor[0.368417, 0.506779, 0.709798],
+ AbsoluteThickness[1.6]]}, {
+ Directive[
+ PointSize[0.009166666666666668],
+ RGBColor[0.880722, 0.611041, 0.142051],
+ AbsoluteThickness[1.6]]}, {
+ Directive[
+ PointSize[0.009166666666666668],
+ RGBColor[0.560181, 0.691569, 0.194885],
+ AbsoluteThickness[1.6]]}}, {{
+ Directive[
+ PointSize[0.009166666666666668],
+ RGBColor[0.368417, 0.506779, 0.709798],
+ AbsoluteThickness[1.6]]}, {
+ Directive[
+ PointSize[0.009166666666666668],
+ RGBColor[0.880722, 0.611041, 0.142051],
+ AbsoluteThickness[1.6]]}, {
+ Directive[
+ PointSize[0.009166666666666668],
+ RGBColor[0.560181, 0.691569, 0.194885],
+ AbsoluteThickness[1.6]]}, {}, {}, {}, {}, {}, {}, {}}, {{
+ Directive[
+ PointSize[0.009166666666666668],
+ RGBColor[0.368417, 0.506779, 0.709798],
+ AbsoluteThickness[1.6]]}, {
+ Directive[
+ PointSize[0.009166666666666668],
+ RGBColor[0.880722, 0.611041, 0.142051],
+ AbsoluteThickness[1.6]]}, {
+ Directive[
+ PointSize[0.009166666666666668],
+ RGBColor[0.560181, 0.691569, 0.194885],
+ AbsoluteThickness[1.6]]}, {}, {}, {}, {}, {}, {}, {}}}, {{}, {}}}, {
+ DisplayFunction -> Identity, GridLines -> {None, None}, DisplayFunction ->
+ Identity, DisplayFunction -> Identity, DisplayFunction -> Identity,
+ DisplayFunction -> Identity, AspectRatio ->
+ NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {True, True},
+ AxesLabel -> {
+ FormBox["\[Beta]", TraditionalForm],
+ FormBox[
+ RowBox[{
+ SubscriptBox["\[Rho]", "0"], "(", "\[Beta]", ")"}],
+ TraditionalForm]}, AxesOrigin -> {0, -9.210340371976182},
+ DisplayFunction :> Identity, Frame -> {{False, False}, {False, False}},
+ FrameLabel -> {{None, None}, {None, None}}, FrameTicks -> {{
+ Charting`ScaledTicks[{Log, Exp}],
+ Charting`ScaledFrameTicks[{Log, Exp}]}, {Automatic, Automatic}},
+ GridLines -> {None, None}, GridLinesStyle -> Directive[
+ GrayLevel[0.5, 0.4]],
+ Method -> {
+ "OptimizePlotMarkers" -> True,
+ "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Exp[#]& )[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Exp[#]& )[
+ Part[#, 2]]}& )}},
+ PlotRange -> {{0, 10}, {-9.210340371976182, -0.6931471805599453}},
+ PlotRangeClipping -> True, PlotRangePadding -> {{0, 0}, {0, 0}},
+ Ticks -> {Automatic,
+ Charting`ScaledTicks[{Log, Exp}]}}],FormBox[
+ FormBox[
+ TemplateBox[{
+ RowBox[{"n", "\[LongEqual]", "8"}],
+ RowBox[{"n", "\[LongEqual]", "12"}],
+ RowBox[{"n", "\[LongEqual]", "16"}]}, "PointLegend",
+ DisplayFunction -> (FormBox[
+ StyleBox[
+ StyleBox[
+ PaneBox[
+ TagBox[
+ GridBox[{{
+ TagBox[
+ GridBox[{{
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ RGBColor[0.368417, 0.506779, 0.709798],
+ AbsoluteThickness[1.6]], {
+ LineBox[{{0, 10}, {20, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ RGBColor[0.368417, 0.506779, 0.709798],
+ AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
+ ImageSize -> {20, 10}, PlotRangePadding -> None,
+ ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, {
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ RGBColor[0.880722, 0.611041, 0.142051],
+ AbsoluteThickness[1.6]], {
+ LineBox[{{0, 10}, {20, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ RGBColor[0.880722, 0.611041, 0.142051],
+ AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
+ ImageSize -> {20, 10}, PlotRangePadding -> None,
+ ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, {
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ RGBColor[0.560181, 0.691569, 0.194885],
+ AbsoluteThickness[1.6]], {
+ LineBox[{{0, 10}, {20, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ RGBColor[0.560181, 0.691569, 0.194885],
+ AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
+ ImageSize -> {20, 10}, PlotRangePadding -> None,
+ ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}},
+ GridBoxAlignment -> {
+ "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}},
+ AutoDelete -> False,
+ GridBoxDividers -> {
+ "Columns" -> {{False}}, "Rows" -> {{False}}},
+ GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}},
+ GridBoxSpacings -> {
+ "Columns" -> {{0.5}}, "Rows" -> {{0.8}}}], "Grid"]}},
+ GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}},
+ AutoDelete -> False,
+ GridBoxItemSize -> {
+ "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}},
+ GridBoxSpacings -> {"Columns" -> {{1}}, "Rows" -> {{0}}}],
+ "Grid"], Alignment -> Left, AppearanceElements -> None,
+ ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction ->
+ "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], {
+ FontFamily -> "Arial"}, Background -> Automatic, StripOnInput ->
+ False], TraditionalForm]& ),
+ InterpretationFunction :> (RowBox[{"PointLegend", "[",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}],
+ ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.368417, 0.506779, 0.709798],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.24561133333333335`, 0.3378526666666667,
+ 0.4731986666666667], FrameTicks -> None, PlotRangePadding ->
+ None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.368417`", ",", "0.506779`", ",", "0.709798`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.368417, 0.506779, 0.709798];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.368417, 0.506779, 0.709798], Editable -> False,
+ Selectable -> False], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}],
+ ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}],
+ ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.880722, 0.611041, 0.142051],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.587148, 0.40736066666666665`, 0.09470066666666668],
+ FrameTicks -> None, PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.880722`", ",", "0.611041`", ",", "0.142051`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.880722, 0.611041, 0.142051];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.880722, 0.611041, 0.142051], Editable -> False,
+ Selectable -> False], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}],
+ ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}],
+ ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.560181, 0.691569, 0.194885],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.37345400000000006`, 0.461046, 0.12992333333333334`],
+ FrameTicks -> None, PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.560181`", ",", "0.691569`", ",", "0.194885`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.560181, 0.691569, 0.194885];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.560181, 0.691569, 0.194885], Editable -> False,
+ Selectable -> False], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}]}],
+ "}"}], ",",
+ RowBox[{"{",
+ RowBox[{#, ",", #2, ",", #3}], "}"}], ",",
+ RowBox[{"LegendMarkers", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"False", ",", "Automatic"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"False", ",", "Automatic"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"False", ",", "Automatic"}], "}"}]}], "}"}]}], ",",
+ RowBox[{"Joined", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"True", ",", "True", ",", "True"}], "}"}]}], ",",
+ RowBox[{"LabelStyle", "\[Rule]",
+ RowBox[{"{", "}"}]}], ",",
+ RowBox[{"LegendLayout", "\[Rule]", "\"Column\""}]}], "]"}]& ),
+ Editable -> True], TraditionalForm], TraditionalForm]},
+ "Legended",
+ DisplayFunction->(GridBox[{{
+ TagBox[
+ ItemBox[
+ PaneBox[
+ TagBox[#, "SkipImageSizeLevel"], Alignment -> {Center, Baseline},
+ BaselinePosition -> Baseline], DefaultBaseStyle -> "Labeled"],
+ "SkipImageSizeLevel"],
+ ItemBox[#2, DefaultBaseStyle -> "LabeledLabel"]}},
+ GridBoxAlignment -> {"Columns" -> {{Center}}, "Rows" -> {{Center}}},
+ AutoDelete -> False, GridBoxItemSize -> Automatic,
+ BaselinePosition -> {1, 1}]& ),
+ Editable->True,
+ InterpretationFunction->(RowBox[{"Legended", "[",
+ RowBox[{#, ",",
+ RowBox[{"Placed", "[",
+ RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output",
+ CellChangeTimes->{{3.790501975959618*^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}},
+ CellLabel->
+ "Out[293]=",ExpressionUUID->"7ce3143a-014a-4c43-92bf-fb28b22193ae"]
+}, Open ]],
+
+Cell[BoxData[{
+ RowBox[{
+ RowBox[{"E8", "=",
+ RowBox[{"sample8", "[",
+ RowBox[{
+ RowBox[{"Thread", "[",
+ RowBox[{"{",
+ RowBox[{"#\[Beta]s", ",",
+ RowBox[{"#Es", "/",
+ SuperscriptBox["#n", "2"]}]}], "}"}], "]"}], "&"}], "]"}]}],
+ ";"}], "\[IndentingNewLine]",
+ RowBox[{
+ RowBox[{"E12", "=",
+ RowBox[{"sample12", "[",
+ RowBox[{
+ RowBox[{"Thread", "[",
+ RowBox[{"{",
+ RowBox[{"#\[Beta]s", ",",
+ RowBox[{"#Es", "/",
+ SuperscriptBox["#n", "2"]}]}], "}"}], "]"}], "&"}], "]"}]}],
+ ";"}], "\[IndentingNewLine]",
+ RowBox[{
+ RowBox[{"E16", "=",
+ RowBox[{"sample16", "[",
+ RowBox[{
+ RowBox[{"Thread", "[",
+ RowBox[{"{",
+ RowBox[{"#\[Beta]s", ",",
+ RowBox[{"#Es", "/",
+ SuperscriptBox["#n", "2"]}]}], "}"}], "]"}], "&"}], "]"}]}],
+ ";"}], "\[IndentingNewLine]",
+ RowBox[{
+ RowBox[{"E20", "=",
+ RowBox[{"sample20", "[",
+ RowBox[{
+ RowBox[{"Thread", "[",
+ RowBox[{"{",
+ RowBox[{"#\[Beta]s", ",",
+ RowBox[{"#Es", "/",
+ SuperscriptBox["#n", "2"]}]}], "}"}], "]"}], "&"}], "]"}]}],
+ ";"}]}], "Input",
+ 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[255]:=",ExpressionUUID->"666e65f1-8d79-40dc-9b3a-fee9e9d2fc06"],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"ListPlot", "[",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"E8", ",", "E12", ",", "E16"}], "}"}], ",",
+ RowBox[{"PlotRange", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"0", ",", "10"}], "}"}], ",", "All"}], "}"}]}], ",",
+ RowBox[{"Joined", "\[Rule]", "True"}], ",",
+ RowBox[{"PlotLegends", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"n", "\[Equal]", "8"}], ",",
+ RowBox[{"n", "\[Equal]", "12"}], ",",
+ RowBox[{"n", "\[Equal]", "16"}]}], "}"}]}], ",",
+ RowBox[{"AxesLabel", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"\[Beta]", ",",
+ RowBox[{"e", "[", "\[Beta]", "]"}]}], "}"}]}]}], "]"}]], "Input",
+ CellChangeTimes->{{3.790501877407139*^9, 3.790501891324082*^9}, {
+ 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[269]:=",ExpressionUUID->"fdefbdb5-3432-48a1-ab56-2911aa735797"],
+
+Cell[BoxData[
+ TemplateBox[{GraphicsBox[{{}, {{{}, {}, {
+ Hue[0.67, 0.6, 0.6],
+ Directive[
+ PointSize[0.007333333333333334],
+ RGBColor[0.368417, 0.506779, 0.709798],
+ AbsoluteThickness[1.6]],
+ LineBox[CompressedData["
+1:eJwtlQs0VfkXx2/+7vXI5JUQKSKh8kqJy91X3klGYZpQeUTGaKKH6jYqChlN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+ "]]}, {
+ Hue[0.9060679774997897, 0.6, 0.6],
+ Directive[
+ PointSize[0.007333333333333334],
+ RGBColor[0.880722, 0.611041, 0.142051],
+ AbsoluteThickness[1.6]],
+ LineBox[CompressedData["
+1:eJwtVAk01fsTvyJbZb+urZBe11L2bOEOcl2lovcqCU/on0opeaHFmld/T6EI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+ "]]}, {
+ Hue[0.1421359549995791, 0.6, 0.6],
+ Directive[
+ PointSize[0.007333333333333334],
+ RGBColor[0.560181, 0.691569, 0.194885],
+ AbsoluteThickness[1.6]],
+ LineBox[CompressedData["
+1:eJwdU3kw3HccXWep1BGxu1jiCGuLqEglgtmPbGJCqaOdECri2iANIRtXxhVM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+ "]]}}, {{
+ Directive[
+ PointSize[0.007333333333333334],
+ RGBColor[0.368417, 0.506779, 0.709798],
+ AbsoluteThickness[1.6]]}, {
+ Directive[
+ PointSize[0.007333333333333334],
+ RGBColor[0.880722, 0.611041, 0.142051],
+ AbsoluteThickness[1.6]]}, {
+ Directive[
+ PointSize[0.007333333333333334],
+ RGBColor[0.560181, 0.691569, 0.194885],
+ AbsoluteThickness[1.6]]}}, {{
+ Directive[
+ PointSize[0.007333333333333334],
+ RGBColor[0.368417, 0.506779, 0.709798],
+ AbsoluteThickness[1.6]]}, {
+ Directive[
+ PointSize[0.007333333333333334],
+ RGBColor[0.880722, 0.611041, 0.142051],
+ AbsoluteThickness[1.6]]}, {
+ Directive[
+ PointSize[0.007333333333333334],
+ RGBColor[0.560181, 0.691569, 0.194885],
+ AbsoluteThickness[1.6]]}, {}, {}, {}, {}, {}, {}, {}}, {{
+ Directive[
+ PointSize[0.007333333333333334],
+ RGBColor[0.368417, 0.506779, 0.709798],
+ AbsoluteThickness[1.6]]}, {
+ Directive[
+ PointSize[0.007333333333333334],
+ RGBColor[0.880722, 0.611041, 0.142051],
+ AbsoluteThickness[1.6]]}, {
+ Directive[
+ PointSize[0.007333333333333334],
+ RGBColor[0.560181, 0.691569, 0.194885],
+ AbsoluteThickness[1.6]]}, {}, {}, {}, {}, {}, {}, {}}}, {{}, {}}}, {
+ DisplayFunction -> Identity, DisplayFunction -> Identity, AspectRatio ->
+ NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {True, True},
+ AxesLabel -> {
+ FormBox["\[Beta]", TraditionalForm],
+ FormBox[
+ RowBox[{"e", "(", "\[Beta]", ")"}], TraditionalForm]},
+ AxesOrigin -> {0, -0.8046567982253087}, DisplayFunction :> Identity,
+ Frame -> {{False, False}, {False, False}},
+ FrameLabel -> {{None, None}, {None, None}},
+ FrameTicks -> {{Automatic, Automatic}, {Automatic, Automatic}},
+ GridLines -> {None, None}, GridLinesStyle -> Directive[
+ GrayLevel[0.5, 0.4]],
+ Method -> {
+ "OptimizePlotMarkers" -> True,
+ "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& )}},
+ PlotRange -> {{0, 10}, {-0.9956235625, -0.8147076805555554}},
+ PlotRangeClipping -> True, PlotRangePadding -> {{0, 0}, {
+ Scaled[0.05],
+ Scaled[0.05]}}, Ticks -> {Automatic, Automatic}}],FormBox[
+ FormBox[
+ TemplateBox[{
+ RowBox[{"n", "\[LongEqual]", "8"}],
+ RowBox[{"n", "\[LongEqual]", "12"}],
+ RowBox[{"n", "\[LongEqual]", "16"}]}, "PointLegend",
+ DisplayFunction -> (FormBox[
+ StyleBox[
+ StyleBox[
+ PaneBox[
+ TagBox[
+ GridBox[{{
+ TagBox[
+ GridBox[{{
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ RGBColor[0.368417, 0.506779, 0.709798],
+ AbsoluteThickness[1.6]], {
+ LineBox[{{0, 10}, {20, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ RGBColor[0.368417, 0.506779, 0.709798],
+ AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
+ ImageSize -> {20, 10}, PlotRangePadding -> None,
+ ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, {
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ RGBColor[0.880722, 0.611041, 0.142051],
+ AbsoluteThickness[1.6]], {
+ LineBox[{{0, 10}, {20, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ RGBColor[0.880722, 0.611041, 0.142051],
+ AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
+ ImageSize -> {20, 10}, PlotRangePadding -> None,
+ ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, {
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ RGBColor[0.560181, 0.691569, 0.194885],
+ AbsoluteThickness[1.6]], {
+ LineBox[{{0, 10}, {20, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ RGBColor[0.560181, 0.691569, 0.194885],
+ AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
+ ImageSize -> {20, 10}, PlotRangePadding -> None,
+ ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}},
+ GridBoxAlignment -> {
+ "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}},
+ AutoDelete -> False,
+ GridBoxDividers -> {
+ "Columns" -> {{False}}, "Rows" -> {{False}}},
+ GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}},
+ GridBoxSpacings -> {
+ "Columns" -> {{0.5}}, "Rows" -> {{0.8}}}], "Grid"]}},
+ GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}},
+ AutoDelete -> False,
+ GridBoxItemSize -> {
+ "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}},
+ GridBoxSpacings -> {"Columns" -> {{1}}, "Rows" -> {{0}}}],
+ "Grid"], Alignment -> Left, AppearanceElements -> None,
+ ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction ->
+ "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], {
+ FontFamily -> "Arial"}, Background -> Automatic, StripOnInput ->
+ False], TraditionalForm]& ),
+ InterpretationFunction :> (RowBox[{"PointLegend", "[",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"PointSize", "[", "0.007333333333333334`", "]"}],
+ ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.368417, 0.506779, 0.709798],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.24561133333333335`, 0.3378526666666667,
+ 0.4731986666666667], FrameTicks -> None, PlotRangePadding ->
+ None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.368417`", ",", "0.506779`", ",", "0.709798`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.368417, 0.506779, 0.709798];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.368417, 0.506779, 0.709798], Editable -> False,
+ Selectable -> False], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}],
+ ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"PointSize", "[", "0.007333333333333334`", "]"}],
+ ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.880722, 0.611041, 0.142051],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.587148, 0.40736066666666665`, 0.09470066666666668],
+ FrameTicks -> None, PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.880722`", ",", "0.611041`", ",", "0.142051`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.880722, 0.611041, 0.142051];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.880722, 0.611041, 0.142051], Editable -> False,
+ Selectable -> False], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}],
+ ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"PointSize", "[", "0.007333333333333334`", "]"}],
+ ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.560181, 0.691569, 0.194885],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.37345400000000006`, 0.461046, 0.12992333333333334`],
+ FrameTicks -> None, PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.560181`", ",", "0.691569`", ",", "0.194885`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.560181, 0.691569, 0.194885];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.560181, 0.691569, 0.194885], Editable -> False,
+ Selectable -> False], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}]}],
+ "}"}], ",",
+ RowBox[{"{",
+ RowBox[{#, ",", #2, ",", #3}], "}"}], ",",
+ RowBox[{"LegendMarkers", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"False", ",", "Automatic"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"False", ",", "Automatic"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"False", ",", "Automatic"}], "}"}]}], "}"}]}], ",",
+ RowBox[{"Joined", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"True", ",", "True", ",", "True"}], "}"}]}], ",",
+ RowBox[{"LabelStyle", "\[Rule]",
+ RowBox[{"{", "}"}]}], ",",
+ RowBox[{"LegendLayout", "\[Rule]", "\"Column\""}]}], "]"}]& ),
+ Editable -> True], TraditionalForm], TraditionalForm]},
+ "Legended",
+ DisplayFunction->(GridBox[{{
+ TagBox[
+ ItemBox[
+ PaneBox[
+ TagBox[#, "SkipImageSizeLevel"], Alignment -> {Center, Baseline},
+ BaselinePosition -> Baseline], DefaultBaseStyle -> "Labeled"],
+ "SkipImageSizeLevel"],
+ ItemBox[#2, DefaultBaseStyle -> "LabeledLabel"]}},
+ GridBoxAlignment -> {"Columns" -> {{Center}}, "Rows" -> {{Center}}},
+ AutoDelete -> False, GridBoxItemSize -> Automatic,
+ BaselinePosition -> {1, 1}]& ),
+ Editable->True,
+ InterpretationFunction->(RowBox[{"Legended", "[",
+ RowBox[{#, ",",
+ RowBox[{"Placed", "[",
+ RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output",
+ CellChangeTimes->{{3.790501975959618*^9, 3.7905020568911247`*^9}, {
+ 3.790502162871426*^9, 3.790502197077286*^9}, 3.7905024866172*^9, {
+ 3.790502652323476*^9, 3.7905026569786167`*^9}, 3.790502722784449*^9},
+ CellLabel->
+ "Out[269]=",ExpressionUUID->"011cfe76-5e46-4695-9c02-f9b1d9e2513f"]
+}, Open ]],
+
Cell[CellGroupData[{
Cell[BoxData[
@@ -3231,12 +4797,13 @@ Cell[BoxData[
CellChangeTimes->{{3.789860752342498*^9, 3.789860770758177*^9}, {
3.78986147356671*^9, 3.789861534004075*^9}, {3.7898617800836077`*^9,
3.789861835680109*^9}},
- CellLabel->"In[41]:=",ExpressionUUID->"6bf8aea7-b7b9-4d5b-a161-210bee9bd86a"],
+ CellLabel->
+ "In[177]:=",ExpressionUUID->"6bf8aea7-b7b9-4d5b-a161-210bee9bd86a"],
Cell[BoxData[
GraphicsBox[{{}, {{{}, {},
- {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.007333333333333334],
- AbsoluteThickness[1.6], LineBox[CompressedData["
+ {RGBColor[0.368417, 0.506779, 0.709798], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6], LineBox[CompressedData["
1:eJw10H0sFGAcwPFz3q5zzt1xx73fJVkiL5Fo8/xShLpIE2uNaLe1Wl6muKaF
scno0lg0yvrDy5lFm9goXUNbKUzFXX8Ihxk34ZByvUi/+23Pfvs833+ePfK0
jHgllUKhwPb5t82alVFFWhyh7IyWsPVn5vw0tegR0jM20dQyokXrSEX93QvB
@@ -3254,8 +4821,129 @@ H6r2wi6AUPeYvCJfb+xCeL/0ti/8gw92ISR3RzOoZb7YRbB0iwQld/thF0FN
OqdI+84fuxgkvCsKU28AdjFU+Of6yIcPYpeArjA7ssouCLsE1DeyhI5xh7BL
IbatSnmnMhi7FO9DcMvgL25oCW4=
"]]},
- {RGBColor[0.880722, 0.611041, 0.142051], PointSize[0.007333333333333334],
- AbsoluteThickness[1.6], LineBox[CompressedData["
+ {RGBColor[0.880722, 0.611041, 0.142051], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6], LineBox[CompressedData["
+1:eJwtlQs0Vfkex4/3I4/jvByv4zzlNUhRCvvrdTxK8opKV5cYRan0FsMSqcvF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+ "]]},
+ {RGBColor[0.560181, 0.691569, 0.194885], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6], LineBox[CompressedData["
+1:eJwtlAs4lPkex0fkfp0xM2YM5mJcYt3v4f0yjBG2dWkpdCS1ko4TbehGB1vr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+ "]]},
+ {RGBColor[0.922526, 0.385626, 0.209179], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6], LineBox[CompressedData["
+1:eJw1038s1GEcwPHvIXURd86d474O+dV1LqGY0Z7Pua1hSdSyNMWRcWsTlajV
+jrRYtVXnRivNFWtnq0bNZv2h2aoVCjWnRmfGqK64w4WJqM/zbM8+ez3v7fnv
+E6AuSj/hwDAMrN31uWy0DqSoDxDm33lJzsW17imsM6D7yAgRPVCNjqGHSF3x
+QcfeyW/oUdI9uLTVoLCix0laxHtzVcI8eorUXr2S+TF+EW0hoBGE/n7xBz1D
+dL6SirIGDvy3jXTKK1cf5zmh50iYVdsmMzmj7YSdWcypOsVFL5Dikk5VWrYr
+eomkNee7P690Ry8T2ZT99uspHnqF/LwTzNG0eKAZsE1H7WATPdEcKAovvD7I
+F6Id4GI5x95vpHYEpTW3J0suQjtBtWnepTSXegMIz1xIyq2ldoYaZfZEXxf1
+RugwG7b1TVJvAnIrNMnk6oXmQo9aPVusoN4M/U8S3qUmU7uAVv65lV9A7Qpu
+huReaTX1Fhhk/esfPqJ2gy8ren3IK2p3OBuf3xj5lZoHChX7Y8yO1vJgPGlg
+t85djJ0P6oXqeg8ZWsuHrjTbd1ZFuwc4HXZTtGXR7gGyZ8oQ73LaBRDpqLdO
+62gXAGNMuTf8lHZPON2wN3P7B9o9QSrSpMz+ol0II0rLPoPAG7sQKtpkGWUx
+aEYEmqZmW2ke7SKI1hW1d7TS7gUjA5rE4UAf7F6Qcyg9tPEtmhFDRDtvvDGI
+xS6GWrvz8XqLL3ZvWM9Vsf7YvSH8Wk3vm4kA7D4wXcI319QEYveBjKOtnRZp
+MHYJtKyv185Q7BIQ6z9xCxxk2FkwNu0HQYUcOwsny843h11WYPeFvDhz6g1T
+OHZfCKpbvXnpbgR2KQzNzCUfiY7CLgWu5P4xWfcu7H6w9puKdYnB7ofvsTj9
+4S/zzwJu
+ "]]},
+ {RGBColor[0.528488, 0.470624, 0.701351], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6], LineBox[CompressedData["
+1:eJw102tI01EYwOG/t9RpzrmbTp3loAUtSlNxlZ2XFBmFqGthUpKOIotihlQY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+ "]]},
+ {RGBColor[0.772079, 0.431554, 0.102387], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6], LineBox[CompressedData["
1:eJw10HtIU1EcwPHb8rGpmZubm3cPZ+lmvuZzKkr3p39IUpKJNUzC1BJF0VDC
QovCZ5aPkAhTQ1GTCUL5AIl8pAguksXMR8+Jq2E6U9cUJyOa+usHh8PnfP+4
51zPzMLk6zSCIMC69neLckuTmJlEEQczTk3WMsR5lhr0B8qw3TRfkapEL1Kc
@@ -3273,8 +4961,8 @@ u4/MMuxcEKwty8nGIOw8GIrYnbhGBmPnAV/2zcvuMZpwh9GgZl+ebQh2d9AQ
lySGYxdAalXk/NQImhAe/o84OXYhjOjYQtUcmhDBmf0HKyKwiyCgv22jR48m
POBnRsd8WGEkdg88j8JdDP8AlekKAA==
"]]},
- {RGBColor[0.560181, 0.691569, 0.194885], PointSize[0.007333333333333334],
- AbsoluteThickness[1.6], LineBox[CompressedData["
+ {RGBColor[0.363898, 0.618501, 0.782349], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6], LineBox[CompressedData["
1:eJwtkws41Okex8f9EhlmjBnjMldyOeuSEcL/O4wxKAnRFikq2vXoRFtZtqtc
ttqSk9LTytbZVEoit1Kp9rBK0WUrbStx1HFJUjoUOjNn3nmeeeaZ5/3/3/f3
fr+fDz9xfeQaTRqNtl35Vf1OnXn3YGFiBHV3/ra1pWV11C89V2e2/TeT/G+h
@@ -3314,24 +5002,54 @@ ia8iZI9VRXx7U44jIaGBUQZihCnxNZ2RE3/FCE6fNBmggpEn/3fTH0li3Hqo
POBgMPFZrPbzUTA2B271XHpNjGEXlZEK4rdYzXOoAmvBrnrGtkNl8MvvmbkK
4rsdjupzS1e0KbDEr9ohPsNOnR8thPhvh/8B+XFmqg==
"]]}}, {
- {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.007333333333333334],
- AbsoluteThickness[1.6]},
- {RGBColor[0.880722, 0.611041, 0.142051], PointSize[0.007333333333333334],
- AbsoluteThickness[1.6]},
- {RGBColor[0.560181, 0.691569, 0.194885], PointSize[0.007333333333333334],
- AbsoluteThickness[1.6]}}, {
- {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.007333333333333334],
- AbsoluteThickness[1.6]},
- {RGBColor[0.880722, 0.611041, 0.142051], PointSize[0.007333333333333334],
- AbsoluteThickness[1.6]},
- {RGBColor[0.560181, 0.691569, 0.194885], PointSize[0.007333333333333334],
- AbsoluteThickness[1.6]}, {}, {}, {}, {}, {}, {}, {}}, {
- {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.007333333333333334],
- AbsoluteThickness[1.6]},
- {RGBColor[0.880722, 0.611041, 0.142051], PointSize[0.007333333333333334],
- AbsoluteThickness[1.6]},
- {RGBColor[0.560181, 0.691569, 0.194885], PointSize[0.007333333333333334],
- AbsoluteThickness[1.6]}, {}, {}, {}, {}, {}, {}, {}}}, {{}, {}}},
+ {RGBColor[0.368417, 0.506779, 0.709798], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.880722, 0.611041, 0.142051], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.560181, 0.691569, 0.194885], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.922526, 0.385626, 0.209179], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.528488, 0.470624, 0.701351], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.772079, 0.431554, 0.102387], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.363898, 0.618501, 0.782349], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]}}, {
+ {RGBColor[0.368417, 0.506779, 0.709798], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.880722, 0.611041, 0.142051], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.560181, 0.691569, 0.194885], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.922526, 0.385626, 0.209179], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.528488, 0.470624, 0.701351], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.772079, 0.431554, 0.102387], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.363898, 0.618501, 0.782349], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[
+ 1.6]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \
+{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \
+{}, {}, {}, {}, {}, {}, {}, {}}, {
+ {RGBColor[0.368417, 0.506779, 0.709798], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.880722, 0.611041, 0.142051], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.560181, 0.691569, 0.194885], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.922526, 0.385626, 0.209179], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.528488, 0.470624, 0.701351], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.772079, 0.431554, 0.102387], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[1.6]},
+ {RGBColor[0.363898, 0.618501, 0.782349], PointSize[
+ 0.0055000000000000005`], AbsoluteThickness[
+ 1.6]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \
+{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \
+{}, {}, {}, {}, {}, {}, {}, {}}}, {{}, {}}},
AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
Axes->{True, True},
AxesLabel->{None, None},
@@ -3364,8 +5082,9 @@ POBgMPFZrPbzUTA2B271XHpNjGEXlZEK4rdYzXOoAmvBrnrGtkNl8MvvmbkK
Ticks->{Automatic, Automatic}]], "Output",
CellChangeTimes->{{3.789860765434984*^9, 3.78986077096467*^9},
3.789861476324353*^9, {3.78986152537943*^9, 3.789861534309346*^9}, {
- 3.789861781488509*^9, 3.789861835889407*^9}},
- CellLabel->"Out[41]=",ExpressionUUID->"9349688e-ff62-40aa-b822-eeec98049655"]
+ 3.789861781488509*^9, 3.789861835889407*^9}, 3.790500128363778*^9},
+ CellLabel->
+ "Out[177]=",ExpressionUUID->"34d6c5b9-6a15-4a71-8c30-e23185f77056"]
}, Open ]],
Cell[CellGroupData[{
@@ -4999,68 +6718,82 @@ Cell[11531, 309, 1026, 28, 39, "Input",ExpressionUUID->"9b0c3339-71cd-41f6-9ef3-
Cell[12560, 339, 1306, 28, 31, "Input",ExpressionUUID->"a1830ef0-911d-442d-b5d2-b62c202fce89"],
Cell[13869, 369, 656, 14, 31, "Input",ExpressionUUID->"c5d823f9-e85c-4b3b-b05c-3154ec28aa66"],
Cell[14528, 385, 1810, 44, 99, "Input",ExpressionUUID->"b26da0ea-b484-4f10-9733-25392042ef58"],
-Cell[16341, 431, 502, 10, 31, "Input",ExpressionUUID->"3b7ef50e-b362-4da3-b734-818bb17a7c2f"],
-Cell[16846, 443, 1247, 33, 78, "Input",ExpressionUUID->"965aa541-441e-48ee-b9c7-6c04093a0d42"],
-Cell[18096, 478, 1297, 30, 78, "Input",ExpressionUUID->"0885a315-6bfe-4916-87e6-8a66c95472da"],
+Cell[16341, 431, 506, 11, 31, "Input",ExpressionUUID->"3b7ef50e-b362-4da3-b734-818bb17a7c2f"],
+Cell[CellGroupData[{
+Cell[16872, 446, 321, 9, 31, "Input",ExpressionUUID->"1d9176bd-3b77-4ecc-9453-1c9a125a6eca"],
+Cell[17196, 457, 15983, 311, 217, "Output",ExpressionUUID->"94444a82-e2b3-4106-a108-782b27727f6c"]
+}, Open ]],
+Cell[33194, 771, 1829, 48, 101, "Input",ExpressionUUID->"965aa541-441e-48ee-b9c7-6c04093a0d42"],
+Cell[35026, 821, 1515, 37, 101, "Input",ExpressionUUID->"0885a315-6bfe-4916-87e6-8a66c95472da"],
+Cell[CellGroupData[{
+Cell[36566, 862, 1315, 33, 31, "Input",ExpressionUUID->"b9af9737-77db-4699-8144-d484234a5c9a"],
+Cell[37884, 897, 51062, 911, 251, "Output",ExpressionUUID->"fcf23027-c302-44d1-9d27-16acc04f8948"]
+}, Open ]],
+Cell[CellGroupData[{
+Cell[88983, 1813, 1654, 44, 55, "Input",ExpressionUUID->"d80acc58-e355-49f5-8e82-b7a019a31499"],
+Cell[90640, 1859, 41211, 776, 246, "Output",ExpressionUUID->"f41cbe29-ba97-4889-a68f-a761c37c429b"]
+}, Open ]],
+Cell[131866, 2638, 1054, 27, 78, "Input",ExpressionUUID->"09f155dc-a270-465f-83b4-5452a9d3c6a6"],
+Cell[132923, 2667, 1187, 25, 78, "Input",ExpressionUUID->"faf27222-05ad-48db-b551-d6176fd5d567"],
Cell[CellGroupData[{
-Cell[19418, 512, 1045, 26, 31, "Input",ExpressionUUID->"b9af9737-77db-4699-8144-d484234a5c9a"],
-Cell[20466, 540, 71869, 1204, 249, "Output",ExpressionUUID->"13ee9bd2-20ec-4498-b04d-1e3aad07be9c"]
+Cell[134135, 2696, 2141, 48, 55, "Input",ExpressionUUID->"511fd1ec-10b6-4e80-beb1-748a7f18c95e"],
+Cell[136279, 2746, 42042, 797, 242, "Output",ExpressionUUID->"f62a50cd-fb60-4044-88c1-f71ceba66716"]
}, Open ]],
+Cell[178336, 3546, 482, 15, 31, "Input",ExpressionUUID->"5a1efa6e-dfe2-4d60-ae14-3a6c7a1d321c"],
Cell[CellGroupData[{
-Cell[92372, 1749, 1916, 41, 55, "Input",ExpressionUUID->"d80acc58-e355-49f5-8e82-b7a019a31499"],
-Cell[94291, 1792, 41961, 790, 471, "Output",ExpressionUUID->"8b65d061-2ab5-4919-a8cb-68e186e6fd4b"]
+Cell[178843, 3565, 1038, 22, 31, "Input",ExpressionUUID->"90d2bb91-ba31-44f8-b0ca-47994c701e88"],
+Cell[179884, 3589, 1434, 20, 35, "Output",ExpressionUUID->"e1195010-cc94-47f8-88d9-a44426afb4c8"]
}, Open ]],
-Cell[136267, 2585, 1054, 27, 78, "Input",ExpressionUUID->"09f155dc-a270-465f-83b4-5452a9d3c6a6"],
-Cell[137324, 2614, 1187, 25, 78, "Input",ExpressionUUID->"faf27222-05ad-48db-b551-d6176fd5d567"],
Cell[CellGroupData[{
-Cell[138536, 2643, 1490, 33, 31, "Input",ExpressionUUID->"511fd1ec-10b6-4e80-beb1-748a7f18c95e"],
-Cell[140029, 2678, 22358, 411, 230, "Output",ExpressionUUID->"784808be-8132-4273-9c01-63c62f8ba237"]
+Cell[181355, 3614, 605, 16, 31, "Input",ExpressionUUID->"24a1235a-0106-41db-84ea-024b7cb0822c"],
+Cell[181963, 3632, 656, 10, 35, "Output",ExpressionUUID->"c8e8618e-dea4-4e8b-ba15-191c5ed897bf"]
}, Open ]],
-Cell[162402, 3092, 482, 15, 31, "Input",ExpressionUUID->"5a1efa6e-dfe2-4d60-ae14-3a6c7a1d321c"],
Cell[CellGroupData[{
-Cell[162909, 3111, 1038, 22, 31, "Input",ExpressionUUID->"90d2bb91-ba31-44f8-b0ca-47994c701e88"],
-Cell[163950, 3135, 1362, 19, 35, "Output",ExpressionUUID->"d422b9b1-e083-4622-b62c-889a847d29e0"]
+Cell[182656, 3647, 509, 14, 31, "Input",ExpressionUUID->"6c35788f-083e-448b-82aa-5d86bb96b55a"],
+Cell[183168, 3663, 188, 4, 35, "Output",ExpressionUUID->"8859f4d2-839c-4aad-be80-f128e6490cbc"]
}, Open ]],
+Cell[183371, 3670, 2103, 62, 101, "Input",ExpressionUUID->"49fe8588-a840-4740-82fd-06e6920b19de"],
Cell[CellGroupData[{
-Cell[165349, 3159, 605, 16, 31, "Input",ExpressionUUID->"24a1235a-0106-41db-84ea-024b7cb0822c"],
-Cell[165957, 3177, 585, 9, 35, "Output",ExpressionUUID->"e138773f-eb29-4307-bd97-97b3125d625e"]
+Cell[185499, 3736, 1210, 31, 55, "Input",ExpressionUUID->"63c8922f-d24e-46ca-a537-602acfdc4822"],
+Cell[186712, 3769, 21772, 444, 251, "Output",ExpressionUUID->"7ce3143a-014a-4c43-92bf-fb28b22193ae"]
}, Open ]],
+Cell[208499, 4216, 1462, 45, 129, "Input",ExpressionUUID->"666e65f1-8d79-40dc-9b3a-fee9e9d2fc06"],
Cell[CellGroupData[{
-Cell[166579, 3191, 509, 14, 31, "Input",ExpressionUUID->"6c35788f-083e-448b-82aa-5d86bb96b55a"],
-Cell[167091, 3207, 188, 4, 35, "Output",ExpressionUUID->"8859f4d2-839c-4aad-be80-f128e6490cbc"]
+Cell[209986, 4265, 1046, 26, 31, "Input",ExpressionUUID->"fdefbdb5-3432-48a1-ab56-2911aa735797"],
+Cell[211035, 4293, 24186, 484, 233, "Output",ExpressionUUID->"011cfe76-5e46-4695-9c02-f9b1d9e2513f"]
}, Open ]],
Cell[CellGroupData[{
-Cell[167316, 3216, 660, 17, 31, "Input",ExpressionUUID->"6bf8aea7-b7b9-4d5b-a161-210bee9bd86a"],
-Cell[167979, 3235, 6991, 132, 247, "Output",ExpressionUUID->"9349688e-ff62-40aa-b822-eeec98049655"]
+Cell[235258, 4782, 664, 18, 31, "Input",ExpressionUUID->"6bf8aea7-b7b9-4d5b-a161-210bee9bd86a"],
+Cell[235925, 4802, 15808, 284, 247, "Output",ExpressionUUID->"34d6c5b9-6a15-4a71-8c30-e23185f77056"]
}, Open ]],
Cell[CellGroupData[{
-Cell[175007, 3372, 1167, 25, 31, "Input",ExpressionUUID->"57f24fa6-c961-417d-8040-d9f006e7bc42"],
-Cell[176177, 3399, 76969, 1284, 238, "Output",ExpressionUUID->"765eacb6-1851-4d58-84e2-e2ed47100b2f"]
+Cell[251770, 5091, 1167, 25, 31, "Input",ExpressionUUID->"57f24fa6-c961-417d-8040-d9f006e7bc42"],
+Cell[252940, 5118, 76969, 1284, 238, "Output",ExpressionUUID->"765eacb6-1851-4d58-84e2-e2ed47100b2f"]
}, Open ]],
-Cell[253161, 4686, 1553, 40, 78, "Input",ExpressionUUID->"8f6a5438-be42-44f3-87d6-da2bc37c171f"],
+Cell[329924, 6405, 1553, 40, 78, "Input",ExpressionUUID->"8f6a5438-be42-44f3-87d6-da2bc37c171f"],
Cell[CellGroupData[{
-Cell[254739, 4730, 632, 15, 31, "Input",ExpressionUUID->"c4cbaaa3-d693-4c1c-b0a0-8724f52d4d94"],
-Cell[255374, 4747, 1038, 28, 46, "Output",ExpressionUUID->"fa68dd36-a911-4b03-a5e1-774b6ced48f8"]
+Cell[331502, 6449, 632, 15, 31, "Input",ExpressionUUID->"c4cbaaa3-d693-4c1c-b0a0-8724f52d4d94"],
+Cell[332137, 6466, 1038, 28, 46, "Output",ExpressionUUID->"fa68dd36-a911-4b03-a5e1-774b6ced48f8"]
}, Open ]],
Cell[CellGroupData[{
-Cell[256449, 4780, 1030, 27, 31, "Input",ExpressionUUID->"ea17c51f-a1d7-41fd-a34c-228c2d4ab784"],
-Cell[257482, 4809, 3907, 81, 240, "Output",ExpressionUUID->"734656d0-32f9-40e2-a69d-89571abd59bf"]
+Cell[333212, 6499, 1030, 27, 31, "Input",ExpressionUUID->"ea17c51f-a1d7-41fd-a34c-228c2d4ab784"],
+Cell[334245, 6528, 3907, 81, 240, "Output",ExpressionUUID->"734656d0-32f9-40e2-a69d-89571abd59bf"]
}, Open ]],
Cell[CellGroupData[{
-Cell[261426, 4895, 347, 6, 31, "Input",ExpressionUUID->"249cb54f-1c35-414f-8168-27f2195185e6"],
-Cell[261776, 4903, 316, 4, 35, "Output",ExpressionUUID->"9b814a6a-324d-4cb2-98b4-7e298a5398a1"]
+Cell[338189, 6614, 347, 6, 31, "Input",ExpressionUUID->"249cb54f-1c35-414f-8168-27f2195185e6"],
+Cell[338539, 6622, 316, 4, 35, "Output",ExpressionUUID->"9b814a6a-324d-4cb2-98b4-7e298a5398a1"]
}, Open ]],
Cell[CellGroupData[{
-Cell[262129, 4912, 589, 15, 31, "Input",ExpressionUUID->"e66c9322-9282-4dd8-b7bf-4e72fb9ae72c"],
-Cell[262721, 4929, 253, 5, 35, "Output",ExpressionUUID->"a4c4ccfb-7bb8-41fb-a9fe-42202dac8ba9"]
+Cell[338892, 6631, 589, 15, 31, "Input",ExpressionUUID->"e66c9322-9282-4dd8-b7bf-4e72fb9ae72c"],
+Cell[339484, 6648, 253, 5, 35, "Output",ExpressionUUID->"a4c4ccfb-7bb8-41fb-a9fe-42202dac8ba9"]
}, Open ]],
Cell[CellGroupData[{
-Cell[263011, 4939, 333, 7, 31, "Input",ExpressionUUID->"627962e9-b7e0-4522-91c1-a872c1829f1a"],
-Cell[263347, 4948, 226, 4, 35, "Output",ExpressionUUID->"2ccc1fbf-388f-4931-a956-b768507e520d"]
+Cell[339774, 6658, 333, 7, 31, "Input",ExpressionUUID->"627962e9-b7e0-4522-91c1-a872c1829f1a"],
+Cell[340110, 6667, 226, 4, 35, "Output",ExpressionUUID->"2ccc1fbf-388f-4931-a956-b768507e520d"]
}, Open ]],
Cell[CellGroupData[{
-Cell[263610, 4957, 333, 7, 31, "Input",ExpressionUUID->"a8cc9c6c-6fc3-4b82-9191-4d7c4984dc2c"],
-Cell[263946, 4966, 226, 4, 35, "Output",ExpressionUUID->"3e2cba64-6d05-4547-852b-bb9117d96801"]
+Cell[340373, 6676, 333, 7, 31, "Input",ExpressionUUID->"a8cc9c6c-6fc3-4b82-9191-4d7c4984dc2c"],
+Cell[340709, 6685, 226, 4, 35, "Output",ExpressionUUID->"3e2cba64-6d05-4547-852b-bb9117d96801"]
}, Open ]]
}
]