summaryrefslogtreecommitdiff
path: root/tempering_analysis.nb
diff options
context:
space:
mode:
authorJaron Kent-Dobias <jaron@kent-dobias.com>2020-07-20 13:26:21 -0400
committerJaron Kent-Dobias <jaron@kent-dobias.com>2020-07-20 13:26:21 -0400
commit179ab936289b0a601ca8b64b14add8ad9058a675 (patch)
tree31b4bb44d19a5da5654c1e41614b8c50d6a7f455 /tempering_analysis.nb
parentbf880a78ff48e24dd9e7dea688349ee2b480f431 (diff)
downloadmma-179ab936289b0a601ca8b64b14add8ad9058a675.tar.gz
mma-179ab936289b0a601ca8b64b14add8ad9058a675.tar.bz2
mma-179ab936289b0a601ca8b64b14add8ad9058a675.zip
Much work.
Diffstat (limited to 'tempering_analysis.nb')
-rw-r--r--tempering_analysis.nb8644
1 files changed, 5175 insertions, 3469 deletions
diff --git a/tempering_analysis.nb b/tempering_analysis.nb
index b5de990..7daba64 100644
--- a/tempering_analysis.nb
+++ b/tempering_analysis.nb
@@ -10,10 +10,10 @@
NotebookFileLineBreakTest
NotebookFileLineBreakTest
NotebookDataPosition[ 158, 7]
-NotebookDataLength[ 364620, 7161]
-NotebookOptionsPosition[ 358256, 7055]
-NotebookOutlinePosition[ 358619, 7071]
-CellTagsIndexPosition[ 358576, 7068]
+NotebookDataLength[ 453791, 8867]
+NotebookOptionsPosition[ 448043, 8772]
+NotebookOutlinePosition[ 448463, 8789]
+CellTagsIndexPosition[ 448420, 8786]
WindowFrame->Normal*)
(* Beginning of Notebook Content *)
@@ -247,7 +247,9 @@ Cell[BoxData[
CellChangeTimes->{{3.7860366301695232`*^9, 3.78603671133499*^9}, {
3.7860405792534246`*^9, 3.786040612454341*^9}, {3.786040708688937*^9,
3.7860407113402042`*^9}, {3.789830910073181*^9, 3.789830910887369*^9}, {
- 3.789831116169219*^9, 3.789831161489019*^9}},
+ 3.789831116169219*^9, 3.789831161489019*^9}, {3.802427601491159*^9,
+ 3.8024276275718613`*^9}, {3.80255411623153*^9, 3.802554136732387*^9}, {
+ 3.802554309395567*^9, 3.802554327528305*^9}},
CellLabel->"In[7]:=",ExpressionUUID->"a0e3da7a-9e7b-466f-bc4d-cb0b0d8819f4"],
Cell[BoxData[
@@ -320,14 +322,14 @@ Cell[BoxData[
RowBox[{"Thread", "[",
RowBox[{"{",
RowBox[{
- RowBox[{"Normal", "@",
- RowBox[{"dat", "[", "\"\<\[Beta]s\>\"", "]"}]}], ",",
+ RowBox[{"Normal", "[",
+ RowBox[{"dat", "[", "\"\<\[Beta]s\>\"", "]"}], "]"}], ",",
RowBox[{
RowBox[{
- RowBox[{"Normal", "@",
- RowBox[{"dat", "[", "\"\<Cs\>\"", "]"}]}], "/",
- RowBox[{"Normal", "@",
- RowBox[{"dat", "[", "\"\<\[Beta]s\>\"", "]"}]}]}], "/",
+ RowBox[{"Normal", "[",
+ RowBox[{"dat", "[", "\"\<Cs\>\"", "]"}], "]"}], "/",
+ RowBox[{"Normal", "[",
+ RowBox[{"dat", "[", "\"\<\[Beta]s\>\"", "]"}], "]"}]}], "/",
SuperscriptBox[
RowBox[{"dat", "[", "\"\<n\>\"", "]"}], "2"]}]}], "}"}], "]"}],
",",
@@ -343,8 +345,16 @@ Cell[BoxData[
3.790685542953432*^9}, {3.790685591570828*^9, 3.790685622587248*^9}, {
3.7906857070679502`*^9, 3.7906857098174353`*^9}, {3.790686466475259*^9,
3.7906865000258904`*^9}, {3.790686531395797*^9, 3.790686531553914*^9}, {
- 3.790881720932847*^9, 3.7908817264181337`*^9}},
- CellLabel->"In[26]:=",ExpressionUUID->"9b0c3339-71cd-41f6-9ef3-ca7bd5b2e440"],
+ 3.790881720932847*^9, 3.7908817264181337`*^9}, {3.7923749537341022`*^9,
+ 3.792375130677185*^9}, {3.7924029511957493`*^9, 3.792402985526917*^9}, {
+ 3.7924030254849777`*^9, 3.792403084016642*^9}, {3.792403114379051*^9,
+ 3.7924031279076014`*^9}, 3.792403261936502*^9, {3.792404599160046*^9,
+ 3.792404604084053*^9}, {3.8020866648177557`*^9, 3.802086709879932*^9}, {
+ 3.802166142883629*^9, 3.802166150569436*^9}, {3.802166213474002*^9,
+ 3.8021662967565603`*^9}, {3.802419515484016*^9, 3.802419528552248*^9}, {
+ 3.802419566209362*^9, 3.8024195904623747`*^9}, {3.802419634366872*^9,
+ 3.802419638891492*^9}},
+ CellLabel->"In[9]:=",ExpressionUUID->"9b0c3339-71cd-41f6-9ef3-ca7bd5b2e440"],
Cell[BoxData[
RowBox[{
@@ -409,7 +419,7 @@ Cell[BoxData[
3.789818665814815*^9}, {3.789819419187801*^9, 3.7898194204672337`*^9}, {
3.789831192249136*^9, 3.789831192735342*^9}, {3.79088174691607*^9,
3.790881879203828*^9}},
- CellLabel->"In[38]:=",ExpressionUUID->"c5d823f9-e85c-4b3b-b05c-3154ec28aa66"],
+ CellLabel->"In[11]:=",ExpressionUUID->"c5d823f9-e85c-4b3b-b05c-3154ec28aa66"],
Cell[BoxData[
RowBox[{
@@ -456,15 +466,31 @@ Cell[BoxData[
Cell[BoxData[
RowBox[{
- RowBox[{"d", "=",
+ RowBox[{"ns", "=",
RowBox[{
- "getData", "[", "\"\<~/doc/research/hadamard/code/monte_carlo\>\"",
- "]"}]}], ";"}]], "Input",
+ RowBox[{
+ RowBox[{"Import", "[",
+ RowBox[{
+ "\"\<https://oeis.org/A206711/b206711.txt\>\"", ",", "\"\<Table\>\""}],
+ "]"}], "[",
+ RowBox[{"[",
+ RowBox[{
+ RowBox[{"2", ";;"}], ",", "2"}], "]"}], "]"}], "/", "2"}]}],
+ ";"}]], "Input",
+ CellChangeTimes->{{3.78982026538109*^9, 3.789820353900846*^9}},
+ CellLabel->"In[13]:=",ExpressionUUID->"5a1efa6e-dfe2-4d60-ae14-3a6c7a1d321c"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"d", "=",
+ RowBox[{"getData", "[", "\"\<~/doc/research/hadamard/data\>\"", "]"}]}],
+ ";"}]], "Input",
CellChangeTimes->{{3.778948447393362*^9, 3.778948476191824*^9}, {
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[15]:=",ExpressionUUID->"3b7ef50e-b362-4da3-b734-818bb17a7c2f"],
+ 3.789743002867009*^9, 3.789743004777854*^9}, {3.792404552519981*^9,
+ 3.7924045542821417`*^9}},
+ CellLabel->"In[14]:=",ExpressionUUID->"3b7ef50e-b362-4da3-b734-818bb17a7c2f"],
Cell[CellGroupData[{
@@ -476,341 +502,869 @@ Cell[BoxData[
RowBox[{"#n", ",", "#N", ",", "#\[Beta]1"}], "}"}], "&"}]}],
"]"}]], "Input",
CellChangeTimes->{{3.790500857951195*^9, 3.790500873614827*^9}},
- CellLabel->"In[16]:=",ExpressionUUID->"1d9176bd-3b77-4ecc-9453-1c9a125a6eca"],
+ CellLabel->"In[15]:=",ExpressionUUID->"1d9176bd-3b77-4ecc-9453-1c9a125a6eca"],
Cell[BoxData[
- TemplateBox[{TagBox[
- DynamicModuleBox[{
- TypeSystem`NestedGrid`PackagePrivate`$state$$ =
- Data`UnorderedAssociation[
- "RowCount" -> 8, "Length" -> 8, "InitialType" -> TypeSystem`Vector[
- TypeSystem`Tuple[{
- TypeSystem`Atom[Integer],
- TypeSystem`Atom[Integer],
- TypeSystem`Atom[Real]}], 8], "Shape" ->
+ TagBox[
+ TagBox[
+ DynamicModuleBox[{TypeSystem`NestedGrid`PackagePrivate`$state$$ =
+ Association[
+ "InitialData" -> {{12, 64, 25.}, {12, 128, 50.}, {12, 128, 50.}, {
+ 16, 64, 25.}, {16, 128, 50.}, {16, 64, 50.}, {20, 64, 25.}, {
+ 20, 128, 50.}, {20, 256, 50.}, {20, 256, 50.}, {20, 256, 50.}, {
+ 20, 256, 50.}, {24, 128, 50.}, {8, 64, 25.}, {8, 128, 50.}},
+ "InitialShape" -> TypeSystem`PackageScope`Limited[
+ TypeSystem`PackageScope`ColumnShape[
TypeSystem`PackageScope`Limited[
- TypeSystem`PackageScope`ColumnShape[
- TypeSystem`PackageScope`RowShape[{
- TypeSystem`PackageScope`AtomShape[34],
- TypeSystem`PackageScope`AtomShape[34],
- TypeSystem`PackageScope`AtomShape[60]}]], 8, {}], "InitialData" ->
- TypeSystem`PackageScope`CacheHandle[1978936466], "Type" ->
- TypeSystem`Vector[
- TypeSystem`Tuple[{
- TypeSystem`Atom[Integer],
- TypeSystem`Atom[Integer],
- TypeSystem`Atom[Real]}], 8], "HandleQ" -> True, "RowTarget" -> 20,
- "Data" -> TypeSystem`PackageScope`CacheHandle[1978936466]],
- 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[1776548879][
- GeneralUtilities`Slice[1, 1]], "Mouse"],
- ImageSize -> {{34, Full}, Automatic},
- Alignment -> {Left, Baseline}],
- Pane[
- Annotation[
- RawBoxes["64"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[1, 2]], "Mouse"],
- ImageSize -> {{34, Full}, Automatic},
- Alignment -> {Left, Baseline}],
- Pane[
- Annotation[
- RawBoxes["25.0"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[1, 3]], "Mouse"],
- ImageSize -> {{60, Full}, Automatic},
- Alignment -> {Left, Baseline}]}, {
- Pane[
- Annotation[
- RawBoxes["12"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[2, 1]], "Mouse"],
- ImageSize -> {{34, Full}, Automatic},
- Alignment -> {Left, Baseline}],
- Pane[
- Annotation[
- RawBoxes["128"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[2, 2]], "Mouse"],
- ImageSize -> {{34, Full}, Automatic},
- Alignment -> {Left, Baseline}],
- Pane[
- Annotation[
- RawBoxes["50.0"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[2, 3]], "Mouse"],
- ImageSize -> {{60, Full}, Automatic},
- Alignment -> {Left, Baseline}]}, {
- Pane[
- Annotation[
- RawBoxes["12"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[3, 1]], "Mouse"],
- ImageSize -> {{34, Full}, Automatic},
- Alignment -> {Left, Baseline}],
- Pane[
- Annotation[
- RawBoxes["128"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[3, 2]], "Mouse"],
- ImageSize -> {{34, Full}, Automatic},
- Alignment -> {Left, Baseline}],
- Pane[
- Annotation[
- RawBoxes["50.0"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[3, 3]], "Mouse"],
- ImageSize -> {{60, Full}, Automatic},
- Alignment -> {Left, Baseline}]}, {
- Pane[
- Annotation[
- RawBoxes["16"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[4, 1]], "Mouse"],
- ImageSize -> {{34, Full}, Automatic},
- Alignment -> {Left, Baseline}],
- Pane[
- Annotation[
- RawBoxes["64"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[4, 2]], "Mouse"],
- ImageSize -> {{34, Full}, Automatic},
- Alignment -> {Left, Baseline}],
- Pane[
- Annotation[
- RawBoxes["25.0"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[4, 3]], "Mouse"],
- ImageSize -> {{60, Full}, Automatic},
- Alignment -> {Left, Baseline}]}, {
- Pane[
- Annotation[
- RawBoxes["16"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[5, 1]], "Mouse"],
- ImageSize -> {{34, Full}, Automatic},
- Alignment -> {Left, Baseline}],
- Pane[
- Annotation[
- RawBoxes["64"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[5, 2]], "Mouse"],
- ImageSize -> {{34, Full}, Automatic},
- Alignment -> {Left, Baseline}],
- Pane[
- Annotation[
- RawBoxes["50.0"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[5, 3]], "Mouse"],
- ImageSize -> {{60, Full}, Automatic},
- Alignment -> {Left, Baseline}]}, {
- Pane[
- Annotation[
- RawBoxes["20"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[6, 1]], "Mouse"],
- ImageSize -> {{34, Full}, Automatic},
- Alignment -> {Left, Baseline}],
- Pane[
- Annotation[
- RawBoxes["64"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[6, 2]], "Mouse"],
- ImageSize -> {{34, Full}, Automatic},
- Alignment -> {Left, Baseline}],
- Pane[
- Annotation[
- RawBoxes["25.0"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[6, 3]], "Mouse"],
- ImageSize -> {{60, Full}, Automatic},
- Alignment -> {Left, Baseline}]}, {
- Pane[
- Annotation[
- RawBoxes["8"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[7, 1]], "Mouse"],
- ImageSize -> {{34, Full}, Automatic},
- Alignment -> {Left, Baseline}],
- Pane[
- Annotation[
- RawBoxes["64"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[7, 2]], "Mouse"],
- ImageSize -> {{34, Full}, Automatic},
- Alignment -> {Left, Baseline}],
- Pane[
- Annotation[
- RawBoxes["25.0"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[7, 3]], "Mouse"],
- ImageSize -> {{60, Full}, Automatic},
- Alignment -> {Left, Baseline}]}, {
- Pane[
- Annotation[
- RawBoxes["8"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879]
- [
- GeneralUtilities`Slice[8, 1]], "Mouse"],
- ImageSize -> {{34, Full}, Automatic},
- Alignment -> {Left, Baseline}],
- Pane[
- Annotation[
- RawBoxes["128"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[8, 2]], "Mouse"],
- ImageSize -> {{34, Full}, Automatic},
- Alignment -> {Left, Baseline}],
- Pane[
- Annotation[
- RawBoxes["50.0"],
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- GeneralUtilities`Slice[8, 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`PackageScope`RowShape[{
+ TypeSystem`PackageScope`AtomShape[34],
+ TypeSystem`PackageScope`AtomShape[34],
+ TypeSystem`PackageScope`AtomShape[60]}],
+ DirectedInfinity[1], 3, {All}]], 15,
+ DirectedInfinity[1], {}], "InitialType" -> TypeSystem`Vector[
+ TypeSystem`Tuple[{
+ TypeSystem`Atom[Integer],
+ TypeSystem`Atom[Integer],
+ TypeSystem`Atom[Real]}], 15], "Meta" ->
+ Association["ID" -> 163174602661232], "RowTarget" -> 20, "ColumnTarget" ->
+ 20, "Shape" -> TypeSystem`PackageScope`Limited[
+ TypeSystem`PackageScope`ColumnShape[
+ TypeSystem`PackageScope`Limited[
+ TypeSystem`PackageScope`RowShape[{
+ TypeSystem`PackageScope`AtomShape[34],
+ TypeSystem`PackageScope`AtomShape[34],
+ TypeSystem`PackageScope`AtomShape[60]}],
+ DirectedInfinity[1], 3, {All}]], 15,
+ DirectedInfinity[1], {}], "Type" -> TypeSystem`Vector[
+ TypeSystem`Tuple[{
+ TypeSystem`Atom[Integer],
+ TypeSystem`Atom[Integer],
+ TypeSystem`Atom[Real]}], 15], "Path" -> {}, "BaseIndices" -> {},
+ "DisplayedRowCount" -> 15, "DisplayedColumnCount" -> 3, "DataRowCount" ->
+ 15, "DataColumnCount" -> 3, "SortPaths" -> {}, "SortDirections" -> {},
+ "HiddenItemsMap" -> Null, "UpdateType" -> 1],
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$ = {},
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$ = 1,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$ = 1,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$ =
+ DynamicModule[{
+ TypeSystem`NestedGrid`PackagePrivate`renderedGrid = Deploy[
+ Style[
+ Grid[{{
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["12"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{1, 1},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["64"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{1, 2},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["25.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{1, 3},
+ "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["12"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{2, 1},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["128"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{2, 2},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["50.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{2, 3},
+ "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["12"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{3, 1},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["128"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{3, 2},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["50.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{3, 3},
+ "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["16"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{4, 1},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["64"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{4, 2},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["25.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{4, 3},
+ "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["16"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{5, 1},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["128"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{5, 2},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["50.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{5, 3},
+ "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["16"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{6, 1},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["64"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{6, 2},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["50.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{6, 3},
+ "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["20"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{7, 1},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["64"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{7, 2},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["25.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{7, 3},
+ "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["20"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{8, 1},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["128"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{8, 2},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["50.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{8, 3},
+ "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["20"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{9, 1},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["256"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{9, 2},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["50.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{9, 3},
+ "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["20"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{10, 1},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["256"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{10, 2},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["50.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{10, 3},
+ "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["20"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{11, 1},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["256"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{11, 2},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["50.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{11, 3},
+ "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["20"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{12, 1},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["256"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{12, 2},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["50.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{12, 3},
+ "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["24"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{13, 1},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["128"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{13, 2},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["50.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{13, 3},
+ "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["8"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{14, 1},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["64"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{14, 2},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["25.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{14, 3},
+ "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["8"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{15, 1},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["128"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{15, 2},
+ "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["50.0"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{15, 3},
+ "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}},
+ BaseStyle -> {
+ ContextMenu ->
+ Dynamic[TypeSystem`NestedGrid`PackagePrivate`$contextMenuTrigger;
+ Which[TypeSystem`NestedGrid`PackagePrivate`$lastOutputID =!=
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$], {},
+ TypeSystem`NestedGrid`PackagePrivate`$contextMenuTrigger ===
+ TypeSystem`NestedGrid`PackagePrivate`$lastContextMenuTrigger,
+ TypeSystem`NestedGrid`PackagePrivate`$lastContextMenu, True,
+ TypeSystem`NestedGrid`PackagePrivate`$lastContextMenuTrigger =
+ TypeSystem`NestedGrid`PackagePrivate`$contextMenuTrigger;
+ TypeSystem`NestedGrid`PackagePrivate`$lastContextMenu =
+ Block[{TypeSystem`NestedGrid`PackagePrivate`$globalScrollPos = \
+{TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$}},
+
+ With[{TypeSystem`NestedGrid`PackagePrivate`lastPath$ =
+ TypeSystem`NestedGrid`PackagePrivate`$lastPath,
+ TypeSystem`NestedGrid`PackagePrivate`lastPathType$ =
+ TypeSystem`NestedGrid`PackagePrivate`$lastPathType,
+ TypeSystem`NestedGrid`PackagePrivate`isLeafHeader$ =
+ TypeSystem`NestedGrid`PackagePrivate`$\
+lastPathIsLeafHeader, TypeSystem`NestedGrid`PackagePrivate`allHidden$ =
+ TypeSystem`NestedGrid`PackagePrivate`allHiddenQ[
+ TypeSystem`NestedGrid`PackagePrivate`$lastPath,
+ TypeSystem`NestedGrid`PackagePrivate`$state$$],
+ TypeSystem`NestedGrid`PackagePrivate`anyHidden$ =
+ TypeSystem`NestedGrid`PackagePrivate`anyHiddenQ[
+ TypeSystem`NestedGrid`PackagePrivate`$lastPath,
+ TypeSystem`NestedGrid`PackagePrivate`$state$$],
+ TypeSystem`NestedGrid`PackagePrivate`sortDirection$ =
+ TypeSystem`NestedGrid`PackagePrivate`columnSortDirection[
+ TypeSystem`NestedGrid`PackagePrivate`$lastPath,
+ TypeSystem`NestedGrid`PackagePrivate`$state$$[
+ "SortPaths"],
+ TypeSystem`NestedGrid`PackagePrivate`$state$$[
+ "SortDirections"]],
+ TypeSystem`NestedGrid`PackagePrivate`haveData$ = Not[
+ FailureQ[
+ TypeSystem`NestedGrid`PackagePrivate`datasetInitialData[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$]]],
+ TypeSystem`NestedGrid`PackagePrivate`isKeyDummy$ = Not[
+ FreeQ[
+ TypeSystem`NestedGrid`PackagePrivate`$lastPath, Keys]]},
+ Join[{
+ If[
+ Or[
+ Not[TypeSystem`NestedGrid`PackagePrivate`haveData$],
+ Not[TypeSystem`NestedGrid`PackagePrivate`anyHidden$],
+ TypeSystem`NestedGrid`PackagePrivate`isKeyDummy$],
+ Nothing,
+ MenuItem[
+ StringJoin["Show ",
+ Which[
+ TypeSystem`NestedGrid`PackagePrivate`lastPathType$ ==
+ "Item", "",
+ TypeSystem`NestedGrid`PackagePrivate`allHidden$,
+ ToString[
+ ReplaceAll[
+ Last[TypeSystem`NestedGrid`PackagePrivate`lastPath$],
+ Key[
+ Pattern[TypeSystem`NestedGrid`PackagePrivate`x,
+ Blank[]]] :> TypeSystem`NestedGrid`PackagePrivate`x]],
+ TypeSystem`NestedGrid`PackagePrivate`lastPathType$ ==
+ "RowHeader", "Row",
+ TypeSystem`NestedGrid`PackagePrivate`lastPathType$ ==
+ "ColumnHeader", "Column", True, ""]],
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`updateHiddenItems[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]]][
+ TypeSystem`NestedGrid`PackagePrivate`lastPath$,
+ "remove"]], MenuEvaluator -> Automatic]],
+ If[
+ Or[
+ Not[TypeSystem`NestedGrid`PackagePrivate`haveData$],
+ TypeSystem`NestedGrid`PackagePrivate`pathEmptyQ[
+ TypeSystem`NestedGrid`PackagePrivate`$lastPath,
+ TypeSystem`NestedGrid`PackagePrivate`$state$$],
+ TypeSystem`NestedGrid`PackagePrivate`allHidden$,
+ TypeSystem`NestedGrid`PackagePrivate`isKeyDummy$],
+ Nothing,
+ MenuItem[
+ StringJoin["Hide ",
+ Which[
+ TypeSystem`NestedGrid`PackagePrivate`lastPathType$ ==
+ "Item", "",
+ TypeSystem`NestedGrid`PackagePrivate`allHidden$,
+ ToString[
+ ReplaceAll[
+ Last[TypeSystem`NestedGrid`PackagePrivate`lastPath$],
+ Key[
+ Pattern[TypeSystem`NestedGrid`PackagePrivate`x,
+ Blank[]]] :> TypeSystem`NestedGrid`PackagePrivate`x]],
+ TypeSystem`NestedGrid`PackagePrivate`lastPathType$ ==
+ "RowHeader", "Row",
+ TypeSystem`NestedGrid`PackagePrivate`lastPathType$ ==
+ "ColumnHeader", "Column", True, ""]],
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`updateHiddenItems[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]]][
+ TypeSystem`NestedGrid`PackagePrivate`lastPath$, "add"]],
+ MenuEvaluator -> Automatic]], Delimiter},
+ If[
+ And[TypeSystem`NestedGrid`PackagePrivate`haveData$,
+ MatchQ[TypeSystem`NestedGrid`PackagePrivate`lastPathType$,
+ Alternatives["ColumnHeader", "KeyDummy"]],
+ TypeSystem`NestedGrid`PackagePrivate`isLeafHeader$,
+ Not[TypeSystem`NestedGrid`PackagePrivate`allHidden$]], {
+ If[
+ TypeSystem`NestedGrid`PackagePrivate`sortDirection$ =!=
+ "Ascending",
+ MenuItem["Sort",
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`updateSort[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][
+ TypeSystem`NestedGrid`PackagePrivate`lastPath$,
+ "Ascending"]], MenuEvaluator -> Automatic], Nothing],
+ If[
+ TypeSystem`NestedGrid`PackagePrivate`sortDirection$ =!=
+ "Descending",
+ MenuItem["Reverse Sort",
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`updateSort[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][
+ TypeSystem`NestedGrid`PackagePrivate`lastPath$,
+ "Descending"]], MenuEvaluator -> Automatic], Nothing],
+ If[
+ TypeSystem`NestedGrid`PackagePrivate`sortDirection$ =!=
+ None,
+ MenuItem["Unsort",
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`updateSort[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][
+ TypeSystem`NestedGrid`PackagePrivate`lastPath$, None]],
+ MenuEvaluator -> Automatic], Nothing], Delimiter}, {}], {
+ MenuItem["Copy Position to Clipboard",
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`toCurrentPosition[
TypeSystem`NestedGrid`PackagePrivate`copyClip]],
- MenuEvaluator -> Automatic], Delimiter,
- MenuItem["Paste position in new cell",
- KernelExecute[
- TypeSystem`NestedGrid`PackagePrivate`toCurrentPosition[
- TypeSystem`NestedGrid`PackagePrivate`cellPaste]],
- MenuEvaluator -> Automatic],
- MenuItem["Paste data in new cell",
- KernelExecute[
- TypeSystem`NestedGrid`PackagePrivate`toCurrentData[
- TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ 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$$,
- TypeSystem`NestedGrid`PackagePrivate`$grid$$, 1776548879][
- 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$$, 1776548879]]]],
- TrackedSymbols :> {TypeSystem`NestedGrid`PackagePrivate`$path$$}],
- TypeSystem`NestedGrid`PackagePrivate`$bottomBar$$ = Framed[
- Dynamic[
- Replace[
- MouseAnnotation[Null], {
- TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][Null] ->
- "", TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[1776548879][
- Pattern[TypeSystem`NestedGrid`PackagePrivate`path,
- Blank[]]] :> (
- TypeSystem`NestedGrid`PackagePrivate`$lastPath =
- TypeSystem`NestedGrid`PackagePrivate`path;
- TypeSystem`NestedGrid`PackagePrivate`makePathTrail[
- TypeSystem`NestedGrid`PackagePrivate`path,
- TypeSystem`NestedGrid`PackagePrivate`makePathElements]), Null :>
- Spacer[10], Blank[] :> Spacer[10]}], TrackedSymbols :> {}],
- FrameStyle -> None, ImageMargins -> 0, FrameMargins -> 0, Alignment ->
- Top, ImageSize -> {Automatic, 14}]},
- DynamicBox[
- ToBoxes[
- Column[
- If[TypeSystem`NestedGrid`PackagePrivate`$path$$ == {}, {
- 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 -> {153., {89., 94.}},
+ MenuEvaluator -> Automatic]}]]]]], FontFamily ->
+ "Verdana", FontSize -> 12}, Spacings -> {0, 0}, Alignment -> Left,
+ Dividers -> All, FrameStyle -> GrayLevel[0.7490196078431373],
+ BaseStyle -> {FontFamily -> "Verdana", FontSize -> 12}],
+ LineBreakWithin -> False, ContextMenu -> {}, NumberMarks -> False,
+ ShowAutoStyles -> False]],
+ TypeSystem`NestedGrid`PackagePrivate`initialQ = True},
+ Dynamic[
+ TypeSystem`NestedGrid`PackagePrivate`setupViewPath[
+ TypeSystem`NestedGrid`PackagePrivate`$path$$, If[
+ Not[TypeSystem`NestedGrid`PackagePrivate`initialQ],
+ Module[{
+ TypeSystem`NestedGrid`PackagePrivate`tmpGrid$ = $Failed,
+ TypeSystem`NestedGrid`PackagePrivate`tmpData$ =
+ TypeSystem`NestedGrid`PackagePrivate`datasetData[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$]},
+ TypeSystem`NestedGrid`PackagePrivate`tmpGrid$ = If[
+ FailureQ[TypeSystem`NestedGrid`PackagePrivate`tmpData$],
+ TypeSystem`NestedGrid`PackagePrivate`renderedGrid,
+ TypeSystem`NestedGrid`PackagePrivate`renderGrid[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][
+ TypeSystem`NestedGrid`PackagePrivate`tmpData$]]; If[
+ Not[
+ FailureQ[TypeSystem`NestedGrid`PackagePrivate`tmpGrid$]],
+ TypeSystem`NestedGrid`PackagePrivate`renderedGrid =
+ TypeSystem`NestedGrid`PackagePrivate`tmpGrid$]; Null]];
+ TypeSystem`NestedGrid`PackagePrivate`initialQ = False;
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$;
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$; 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`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$]}],
+ TypeSystem`NestedGrid`PackagePrivate`renderedGrid]]],
TrackedSymbols :> {
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$}],
+ DynamicModuleValues :> {}],
+ TypeSystem`NestedGrid`PackagePrivate`$topBar$$ = Dynamic[
+ TypeSystem`NestedGrid`PackagePrivate`makeFramedBar[
+ TypeSystem`PackageScope`Pathbar[
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`updateState[
TypeSystem`NestedGrid`PackagePrivate`$state$$,
- TypeSystem`NestedGrid`PackagePrivate`$grid$$}],
- BaseStyle -> {LineBreakWithin -> False}, Deinitialization :>
- TypeSystem`NestedGrid`PackagePrivate`deleteState[
- TypeSystem`NestedGrid`PackagePrivate`$state$$],
- DynamicModuleValues :> {}, Initialization :>
- Block[{$ContextPath = $ContextPath},
- Needs["TypeSystem`"]]], Deploy, DefaultBaseStyle -> "Deploy"]},
- "CopyTag",
- DisplayFunction->(#& ),
- InterpretationFunction->("Dataset[<>]"& )]], "Output",
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]]]],
+ TrackedSymbols :> {TypeSystem`NestedGrid`PackagePrivate`$path$$}],
+ TypeSystem`NestedGrid`PackagePrivate`$bottomBar$$ = Style[
+ Framed[
+ Dynamic[
+ Replace[
+ MouseAnnotation[Null], {
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][Null,
+ Blank[]] -> "", TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][
+ Pattern[TypeSystem`NestedGrid`PackagePrivate`path$,
+ Blank[]],
+ Pattern[TypeSystem`NestedGrid`PackagePrivate`pathType$,
+ Blank[]],
+ Pattern[TypeSystem`NestedGrid`PackagePrivate`isLeafHeader$,
+ Blank[]]] :> (
+ Increment[TypeSystem`NestedGrid`PackagePrivate`$contextMenuTrigger];
+ TypeSystem`NestedGrid`PackagePrivate`$lastPath =
+ TypeSystem`NestedGrid`PackagePrivate`path$;
+ TypeSystem`NestedGrid`PackagePrivate`$lastPathType =
+ TypeSystem`NestedGrid`PackagePrivate`pathType$;
+ TypeSystem`NestedGrid`PackagePrivate`$lastPathIsLeafHeader =
+ TypeSystem`NestedGrid`PackagePrivate`isLeafHeader$;
+ TypeSystem`NestedGrid`PackagePrivate`$lastOutputID =
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$];
+ TypeSystem`NestedGrid`PackagePrivate`makePathTrail[
+ TypeSystem`NestedGrid`PackagePrivate`path$,
+ TypeSystem`NestedGrid`PackagePrivate`makePathElements]), Null :>
+ Spacer[10], Blank[] :> Spacer[10]}], TrackedSymbols :> {}],
+ FrameStyle -> None, ImageMargins -> 0, FrameMargins -> 0, Alignment ->
+ Top, ImageSize -> {Automatic, 15}], FontSize -> 1]},
+ DynamicBox[ToBoxes[
+ Dataset`DatasetContent[
+ 1, "Path" -> TypeSystem`NestedGrid`PackagePrivate`$path$$, "Grid" ->
+ TypeSystem`NestedGrid`PackagePrivate`releaseLocalHold[
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$], "State" ->
+ TypeSystem`NestedGrid`PackagePrivate`$state$$, "VPos" ->
+ Hold[TypeSystem`NestedGrid`PackagePrivate`$vPos$$], "HPos" ->
+ Hold[TypeSystem`NestedGrid`PackagePrivate`$hPos$$], "TopBar" ->
+ TypeSystem`NestedGrid`PackagePrivate`$topBar$$, "BottomBar" ->
+ TypeSystem`NestedGrid`PackagePrivate`releaseLocalHold[
+ TypeSystem`NestedGrid`PackagePrivate`$bottomBar$$]], StandardForm],
+ ImageSizeCache->{163., {155.296875, 159.703125}},
+ TrackedSymbols:>{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$}],
+ BaseStyle->{LineBreakWithin -> False},
+ DynamicModuleValues:>{},
+ Initialization:>
+ Block[{$ContextPath = $ContextPath}, Needs["TypeSystem`"];
+ Needs["Dataset`"];
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$ = CreateUUID[]],
+ UnsavedVariables:>{TypeSystem`NestedGrid`PackagePrivate`$outputID$$}],
+ Deploy,
+ DefaultBaseStyle->"Deploy"],
+ Dataset`InterpretDataset[1],
+ Editable->False,
+ SelectWithContents->True,
+ Selectable->False]], "Output",
CellChangeTimes->{3.790500873928317*^9, 3.790680744086668*^9,
- 3.790681304959074*^9, 3.790881552322233*^9, 3.790881662895382*^9},
- CellLabel->"Out[16]=",ExpressionUUID->"9128c202-555e-46aa-a242-5149ed47b853"]
+ 3.790681304959074*^9, 3.790881552322233*^9, 3.790881662895382*^9,
+ 3.7923746610938683`*^9, 3.792404584560915*^9, 3.793457947950061*^9,
+ 3.801993488439518*^9, 3.8021659380229473`*^9, 3.802177639203734*^9,
+ 3.8023535290439157`*^9, 3.8025515944029284`*^9, 3.802689200114045*^9},
+ CellLabel->"Out[15]=",ExpressionUUID->"50478f07-ce1f-4ccf-b25f-71f47b0f2386"]
}, Open ]],
Cell[BoxData[{
@@ -841,28 +1395,35 @@ Cell[BoxData[{
RowBox[{
RowBox[{
RowBox[{"#n", "\[Equal]", "16"}], "&&",
- RowBox[{"#N", "\[Equal]", "64"}], "&&",
+ RowBox[{"#N", "\[Equal]", "128"}], "&&",
RowBox[{"#\[Beta]1", "\[Equal]", "50"}]}], "&"}], "]"}], "]"}]}],
";"}], "\[IndentingNewLine]",
RowBox[{
RowBox[{"sample20", "=",
- RowBox[{"d", "[",
- RowBox[{"SelectFirst", "[",
- RowBox[{
+ RowBox[{
+ RowBox[{"d", "[",
+ RowBox[{"Select", "[",
RowBox[{
- RowBox[{"#n", "\[Equal]", "20"}], "&&",
- RowBox[{"#N", "\[Equal]", "64"}]}], "&"}], "]"}], "]"}]}],
- ";"}]}], "Input",
+ RowBox[{
+ RowBox[{"#n", "\[Equal]", "20"}], "&&",
+ RowBox[{"#N", "\[Equal]", "256"}]}], "&"}], "]"}], "]"}], "[",
+ RowBox[{"[", "3", "]"}], "]"}]}], ";"}]}], "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}, {
- 3.789932602730394*^9, 3.789932608991914*^9}, {3.7905000270031652`*^9,
- 3.790500027298358*^9}, {3.790500832505785*^9, 3.7905008364464607`*^9}, {
- 3.7905008834877453`*^9, 3.790500908670889*^9}, {3.790680745136145*^9,
- 3.790680750622045*^9}},
- CellLabel->"In[17]:=",ExpressionUUID->"965aa541-441e-48ee-b9c7-6c04093a0d42"],
+ 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}, {
+ 3.789932602730394*^9, 3.789932608991914*^9}, {3.7905000270031652`*^9,
+ 3.790500027298358*^9}, {3.790500832505785*^9, 3.7905008364464607`*^9}, {
+ 3.7905008834877453`*^9, 3.790500908670889*^9}, {3.790680745136145*^9,
+ 3.790680750622045*^9}, {3.792374662080278*^9, 3.7923746621818542`*^9}, {
+ 3.792404618078377*^9, 3.792404618278862*^9}, {3.79240470105615*^9,
+ 3.792404701157148*^9}, {3.792404764681065*^9, 3.7924047648849792`*^9}, {
+ 3.792404827458228*^9, 3.792404849799734*^9}, {3.8019935044318123`*^9,
+ 3.801993504950218*^9}, {3.802165933059615*^9, 3.802165951654866*^9},
+ 3.802166521639855*^9, 3.80235352882937*^9, {3.8026891863603067`*^9,
+ 3.8026892468326187`*^9}, {3.802701602078568*^9, 3.802701602206174*^9}},
+ CellLabel->"In[80]:=",ExpressionUUID->"965aa541-441e-48ee-b9c7-6c04093a0d42"],
Cell[BoxData[{
RowBox[{
@@ -889,18 +1450,16 @@ Cell[BoxData[{
RowBox[{
RowBox[{"Cf", "[", "sample20", "]"}], "[", "x", "]"}]}], ";"}]}], "Input",\
- CellChangeTimes->{{3.7860306193210077`*^9, 3.786030620479714*^9}, {
- 3.786030896792254*^9, 3.786030897100741*^9}, {3.786380888045945*^9,
- 3.786380925007681*^9}, {3.786381157019925*^9, 3.786381157479299*^9}, {
- 3.789745775534863*^9, 3.789745775611329*^9}, {3.7897469477345467`*^9,
- 3.789746974292004*^9}, {3.7897497620872917`*^9, 3.78974976216495*^9}, {
- 3.789816756139023*^9, 3.789816807097396*^9}, {3.789819433657423*^9,
- 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}, {3.789932613953886*^9,
- 3.78993261910413*^9}},
- CellLabel->"In[27]:=",ExpressionUUID->"0885a315-6bfe-4916-87e6-8a66c95472da"],
+ CellChangeTimes->CompressedData["
+1:eJxTTMoPSmViYGAQBWIQvck167C76RvHi5H9YFo1SvIZiHa1VAbTSRWMpz8B
+6Td2C86DaKvFC96A6Oyw9WB6puzHs7E2bxyZJnwG0xmN5QlxQFoy4mQyiJY4
+7XQgHki7uruC6QdFLWUNQPqe7OMaED2H0/RoI5C+cOL9CRD9KqH8fjuQXvAo
+4CmIvlI65fd0ID1ji9wfEF1hnM4+A0jPmy3JAaK/zdWctRRIv5lsBKat0kSm
+LQfSYceOgWmbtn0cO4E0R2gyJ4i2+Sybke/4xlHayxpMtyk8FyoA0kWdFcIg
+Wj++Qh9Ex6VbG4DonFL79CJnoD+feoLpG9v1fHcFA83Pfwem9warG3aFvHGc
+4mgLpgEOPaQr
+ "],
+ CellLabel->"In[84]:=",ExpressionUUID->"0885a315-6bfe-4916-87e6-8a66c95472da"],
Cell[CellGroupData[{
@@ -920,9 +1479,13 @@ Cell[BoxData[
RowBox[{"x", " ",
RowBox[{"c12", "[", "x", "]"}]}], ",",
RowBox[{"x", " ",
- RowBox[{"c16", "[", "x", "]"}]}]}], "}"}], ",",
+ RowBox[{"c16", "[", "x", "]"}]}], ",",
+ RowBox[{"x", " ",
+ RowBox[{"c20", "[", "x", "]"}]}], ",",
+ RowBox[{"x", " ",
+ RowBox[{"c24", "[", "x", "]"}]}]}], "}"}], ",",
RowBox[{"{",
- RowBox[{"x", ",", "0.0001", ",", "10"}], "}"}], ",",
+ RowBox[{"x", ",", "0.0001", ",", "8"}], "}"}], ",",
RowBox[{"AxesLabel", "\[Rule]",
RowBox[{"{",
RowBox[{"\[Beta]", ",", "\"\<c(\[Beta])\>\""}], "}"}]}], ",",
@@ -930,7 +1493,7 @@ Cell[BoxData[
RowBox[{"{",
RowBox[{"All", ",",
RowBox[{"{",
- RowBox[{"0", ",", "2"}], "}"}]}], "}"}]}], ",",
+ RowBox[{"0", ",", "3.8"}], "}"}]}], "}"}]}], ",",
RowBox[{"PlotLegends", "\[Rule]",
RowBox[{"{",
RowBox[{
@@ -939,7 +1502,8 @@ Cell[BoxData[
StyleBox[\" \",FontSlant->\"Italic\"]\)expansion\>\"", ",",
RowBox[{"n", "\[Equal]", "8"}], ",",
RowBox[{"n", "\[Equal]", "12"}], ",",
- RowBox[{"n", "\[Equal]", "16"}]}], "}"}]}], ",",
+ RowBox[{"n", "\[Equal]", "16"}], ",",
+ RowBox[{"n", "\[Equal]", "20"}]}], "}"}]}], ",",
RowBox[{"PlotStyle", "\[Rule]",
RowBox[{"Join", "[",
RowBox[{
@@ -949,72 +1513,86 @@ StyleBox[\" \",FontSlant->\"Italic\"]\)expansion\>\"", ",",
RowBox[{"Black", ",", "Dashed"}], "}"}]}], "}"}], ",",
RowBox[{
RowBox[{"ColorData", "[", "97", "]"}], "/@",
- RowBox[{"Range", "[", "3", "]"}]}]}], "]"}]}]}], "]"}]], "Input",
+ RowBox[{"Range", "[", "5", "]"}]}]}], "]"}]}]}], "]"}]], "Input",
CellChangeTimes->CompressedData["
-1:eJxTTMoPSmViYGCQBGIQveXA9HOxNm8cBbfxXwXRSRekHoDog4/DXoDoE1pT
+1:eJxTTMoPSmViYGCQB2IQveXA9HOxNm8cBbfxXwXRSRekHoDog4/DXoDoE1pT
3oDoV4wb34PofheJryC6K6YUTC8s6ZGJA9LbCvrAtNi/5DAQvSqnNw5EL5Kt
qGsA0gJh4Z0ges7/W+cagXTJx5MXQXRDcvmLdiDddqvlFYh+dHL/LxCtbPfg
D4j+XLJBqgNIJ65YpgCiz0Zc1wDROh5huiDaIOj3ialA2s31H5hm0qz5Mx1I
M//K+guib6wr5JgBpPc0rwLT+xM3z1oKsr93F5jWO1yyEkR/Llq5FkSzzXc8
DqLX6KicANE80frTlwNp7n99YFpUs2oOiD4WVAOmUxw3cO4E0jMthblA9LMN
/4VA9CvOkyIguo7zeMh52zeOQf7MYSC6oIU1CkTzKJ4H01/Y7M932L1x5Ns1
-8waIBgDMHsn2
+8waI/qbBXZTo+MbRjsmtBET3nVatBtELFqWBaZGoRwYFQDp4qqMRiLY5bxhb
+5PzG0eqcahyI/vD116O9wW8cnX78fgKiZULPr34OpKXDroFpANzG+Wc=
"],
- CellLabel->"In[81]:=",ExpressionUUID->"b9af9737-77db-4699-8144-d484234a5c9a"],
+ CellLabel->"In[88]:=",ExpressionUUID->"b9af9737-77db-4699-8144-d484234a5c9a"],
Cell[BoxData[
- TemplateBox[{GraphicsBox[{{{{}, {},
+ TemplateBox[{
+ GraphicsBox[{{{{}, {},
TagBox[{
Directive[
Opacity[1.],
AbsoluteThickness[1.6],
GrayLevel[0]],
LineBox[CompressedData["
-1:eJwlkXc41YsDh6WyUpFVZBy5GTfjKjfE+XxpyDWyUigdDmVmpIgKESrKISnX
-zkqyyiyUUcgMJzujY4vTUGT8+j338zzv8z7v3x+SrZuJPSsLC4vPb/5vuWfp
-S/cOCcONt+4LsWNN0/jH4vQK0xFssZPFDPNEcjBl64PpsMuwCuO6JkKtIOeP
-8Ii6cAeBgwHmDcs2spiA8Hlbs5s4aJsR+WSqnxyus6vqZPxdMLj7Bv8NHiOv
-aAiGSX+Jwni1SOIt+XnyPnpcvqTgfcwa7JunLH8nO7uJ94iqP0SodAmjLXeZ
-nMqRtm6HdTx6pU3gKsmK7hQZOf7rSVAdvTpAPsOGsATzx+ymKRiuszYY2LwJ
-u6YeaG5kpGLynK+OlBAPKv/ua2f1TkMIi4QxMbQNlkGiZ1k4M9CwJ7lGe0QA
-tJ2pd37teQwNQml0KXIn9jh+klyszEYRn8TRbjEJ1BftLlkwyoGEsYBpBq8k
-Vg2ffGR65cH5sQ5bvP5uNDUvlHkH5UOvNji35p4MhL8JBV/SL8CqjOJt60U5
-FBOW270GCzE3zphf2KSEDef8Rjwzn2Ej50d5psNfMImIz/Fwf44NrVs2/tGp
-jNmeQcKNtRgvdLddV+tSgdQFqqPT7jKILGUVC1zXgOfD4L2Oc2Xw1T5R129E
-xquq9JVzpeUYERIr+SxIwIp7gmb/z0uELJu9Pcypjah0l3LK+SocfcR1w+Dg
-EcwzjlTnibyCqJXGxViqDgQvn5BWDHgFqv1N5dVbR2GX5MOU130NU4+L/JJz
-/4BlpvzGn33VMHvWWG7DZgRp/3dT2agBb4/R+GKhEQy39R+TS6sBe5adrwTV
-GPGqKztkXWuRpqXSub3FBPtvIHf3Wh1iqb7mxS3HcV6slk7a1QAX23sxab6n
-INXieVQgsgEzSe4X4y6cRu9VUjnHSgOyz742q3S3hs7AtYQ5eiOYOkMc9Qco
-kIhXs6u41YSErLjqp1a2eL8jj3nySyve6izLNKydRe2n3L8yFNvgnX+H/3nC
-OSRrhEyJn21D4+m+tSJNB5jP7DvF19GGIyGPulaDHFGtF4WlnHY82zJ3NU3W
-Bf9yGbDVUzpQeK1sKGnGHZdspaq0YjvA2m1mZqDvAZPyX94vmjuQZtqsw/bU
-AxxO2ZO56p3oKDieG+fhCa8G9uYY/i5Mc9ZeNmD3gkFYdTS1ng52WSGuPjtv
-rG1UJa0p9mJIMpbn/sQ1FAZpF/Tb9qJ9gr1zp40/7NYZaJXH9CLFf7E1vNcf
-9cs2Nhd/9WLubp4qv0MAIr/eTpl+0wcXAWF5aWogJIY/krpPD8C2iNVWzi0I
-EoMHad2Hh3BIV3I5fTAUizt1LXTODEG9fJxxRTYM760MScU+Q0iKnnWu9wpD
-cM/JgugnQ3jhX65fwX0TE52u7Ya8w1DStLAR076F/HexvHX9w9hukE2vqA6H
-Vtk0reDCKNwpzT9LN9Nwvr8sNTl8FArmOeIRajTErYU+u5s+ipT0TqOH9jR8
-OyzV5fphFHnG695bVNKQ8f7UdrkDn2A92HjMzzMKm2aaE1NZGdjaKKZGMKLR
-JZb/JJo2hhdTDdXt3+6DVfvay+vZY7AS6lTOlI6Fgr1+s0fNGPISpJ8+t4xF
-2JOJz8e+jyGwJPuV9+tYqKuSlLktxlEiTqIm0h4gyTiqNFhiAl7VLTGuGnFw
-DPaqu5g3iQPG8oV8LxNQruDUE9g4iWny28WOpQRw9ZyZjWBMQns2VZmulohs
-eT2BDJEpMG+L+ySXJmKGTrKnh07BuF3eRL8sCe6yrRv2U6axnnwsJWA0GT4t
-sod+8swiVcaBa57zEQ6Fu9loqs0jbEW9qrQsEyNy+236D89jl/SRPwsGMxHQ
-sErxM5mHf9SC4Zv1WXjJdodS5vy7FXQqjhhmYV9gzhmVxHkk+2WqJH/Kwq5L
-k6fl1zNh4WQXUySYDVYK1VK0mYmKh608TpE5eL33hOkK5StIyUW/lmfyUVal
-mH26aQHnuu0i2FxLIEWXEn4rvQSVNLHzyl2VWNXVX3HVXUGE84cMBbMayBkX
-plqeYCFGF5XixbbVgzvnBIvo7DriLTWC7P2jCTL6t6dGfdcTlXtbCyyE2xFo
-vZ/dT24jobghYPeqUieikq4MKFWwEU2vYryGDT5gyER9rNiDg/AL8tsi/7kX
-DnohflpiXITL5heuNZWDyPR0bpx6uomoy+KcGT84DCnuBj27M5uJ6QcF9X97
-jOJkZ1XI8tctxIaqD5c1YxmwCxXyVT7OQ5BAOlW7aQJqOoI/HPbwEj0PWfjq
-YqbglDjcpvCdlzgU+sWcxjv7+9/Jmv6WbUSTmv/ZpZE52JtX8AnH8RGH9eyG
-TI2ZeJrc/djChp/wXr2qQin9An4pJYtANQEikSleW2jwDXSymb3qekGCTryJ
-rad/R0nU81sfBgQJoyIpm9XIH1DhPLXg81yIoIpQ7gSYLmKrUFvl4yvbCfuf
-i3ombL/Abh2QXH18BxHe/fNd6+wyrDRWBp0khIl2ZeaV3ppVWARoRRekCRMs
-/434Hz4rlOc=
+1:eJwV0Hc8FXofwHHzEG726BgnqyibrHK+P0pG9oiEiwhlRilEQ0fIynii49gu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"]]},
- Annotation[#, "Charting`Private`Tag$114440#1"]& ],
+ Annotation[#, "Charting`Private`Tag$208435#1"]& ],
TagBox[{
Directive[
Opacity[1.],
@@ -1022,529 +1600,676 @@ i3ombL/Abh2QXH18BxHe/fNd6+wyrDRWBp0khIl2ZeaV3ppVWARoRRekCRMs
GrayLevel[0],
Dashing[{Small, Small}]],
LineBox[CompressedData["
-1:eJxTTMoPSmViYGAwAWIQrbV56a8pLlL2DGBwwV6lODkzS20nnJ8nd+SaovJJ
-OP8/q4Xif/1bcL7jztcTNxY/hvMzW0qOlq5/Cee79OQn2lp+gPMPGocH/034
-DOfv3K+/KvbMN4T911Skjqv/gvP/efr8zfX8C+drBW5aFBXO4ADj86wJZ5B9
-ywjna/h0v3pcxQznN8aZs1drscL5k+bX3DXYywbnPwiyeratkAPOz/Buq3aU
-44Lzlxdln3q1lhvOV+E56Z0SzwvnR1zZ3/bnMx+cn9IuXmUUKgDnW7qLfc/Q
-EYTzs+Y9vKD3FcHfpffy8J1zQnB+atheYalZwnD+2gU3VkYmisD5IioGkY2W
-onD+NbuQVAtmMTh/+6QtXdfvIvimnDHfKraIw/n84hf2rayRgPPZ4xoWHAqV
-hPOjbf7ey1KQgvN9bA8miz5H8GPKDzKu2CcN5x/36Ptzsl0Gzg8Mni5wJVEW
-zjf/mtOYqysH5+/c2WnB+RXBj9r+iKP3rDycr63GIn3BWwERfrym+3x3IvhT
-WztbzqgowvnzPV1+CnUi+BZac6vOfkXw68NiVvlHK8H5oiL2fy/tQ/Ct3u2P
-OaWlDOfziizP6uxH8FXYnm88chzBt/6h9vP/fwQfABTa6Dc=
+1:eJxTTMoPSmViYGAwAWIQLVfWfei6o5Q9AxhcsN+39vxxdoUtcL5/zPWe/TJH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"]]},
- Annotation[#, "Charting`Private`Tag$114440#2"]& ],
+ Annotation[#, "Charting`Private`Tag$208435#2"]& ],
TagBox[{
Directive[
Opacity[1.],
AbsoluteThickness[1.6],
RGBColor[0.368417, 0.506779, 0.709798]],
LineBox[CompressedData["
-1:eJwV13k4VO8XAHApS0Jjxr7OGFHSprIUzuGrhSiE7GuislVSREiRJVuhRFQk
-UiSyVNbIMsPY95kWbagsKVl/8/vrPp/nee997z3nvOe5h+LiY+bGycHB8WgV
-B8f/r8ovcuZv6UvC6/kSzj+JK9qmf/+NL02dBIOeme5NZfd0rjqtvz1+PQBW
-P7H52vj0jU7RR4KMJ384qBgaCS4FMnRkRSS9XcyjoIpGMf4sMqITe4BabZUe
-D/blHeeG737RWdISva40nQRyLxzXfVOb1NnVm1YkL5oCgRzeRpSVWZ3TPnID
-MnvuQLpP/rR+zqLOA97sVRIO6TB53GrvXxIn9N/fqCx8JRNOJr5sHdLjhusZ
-lnk8R+8Dq5G+5zGTD6hjt7W5Pj8Av38Rr8q+rIcqtaEOzgvZoB0XEL/zKRFs
-wmVOcKx9BNqJG05Fp4tAovSDuAWVPEg9vPuqv6Q0qJwclf9XlQ+n/+3W8X4s
-B02limV/TArAYu/OdRalFFg+/IQ15VcIri5qy/YNG4BG/1NxIbwIfGqrLy/N
-KIHkb7Gr/kbPYfRPxqqNWsrwEm3E/ZjFMN8e7hcjvg3WuF/6eDb3BRz6rSWg
-07sdzG6kF5zxLYGm9yapL1RU4ccAE304X4JM20ZkLO8ChXOuJ08pVkCi3IX6
-yd174eydqztP/qoAPFry3/QHLaipzllyL6+ELUZ9UmN3dMCW/1uim+FroKx8
-z6gS1YWkHM9KJ+9q4NOcKa6e1IfJz/vrCqVqwNlHdGfN7D4QDTimtC20Bu78
-Vf12meMAHM+8OLXFoBYcS/KdJZUMgGOi8trmoTqYG3Q15ik3BqWQ1rF8qIcb
-0r8uqY0dhsPE4SPK2fWwWvBG0R+CCaRrLEls8noL3Wv+BU+YmIL6NXimuNIA
-oge7x4KnjoK37NteCrUZDDu28JcUW4NC29mDIgnNMHp4L0Ev0gYGgymVvEvN
-0BZNUBpysIUDI5czfvW2wBS55qa8mD2Q0zWPv4mmQWdPHA5ZOEGnROGU1XQ7
-uMwZv7XccRzejj7b8WgbA2J/mKmZvzgOWVoRY3InGEB8GDBdq+YGlhO77Ehd
-DHhXx0/+pnsC6g4lwXxBB5wXzEneddID7vIZczc5dcGXxJrVl+c9wd9FoVo3
-tQv2/ae4pjXJC8wqFy68onfButDBS74q3sB7Kv/7sz3dcLH/tVS1qw/4NfPQ
-k4V7YMZBr5Ey5QvG1+tuujb1AsfabKOBuHOwwqVBWdk2CFvri6pO6gVAcbje
-82GXQTjd3eHgmB4Ax1cZ61YmD4J53J7m/j8B0LTo7Hx+YRBc1g/yWDwNhISZ
-mPvjjUMgIByT6UYOAvIHFqXffgSEm+JJwbIhQGb+l9i/7z3kcDPnn7y6AroV
-44nPz30Caf1qKk9dFHgPVzzIiv0ETy90OCcuRkHaSuSL+JxP4KAf9ttYPRp+
-71Po8er7BDkZdHf7p9HwqNNOXHnvKGT+oL5l3I2BdRP0ew84P8PydIzgaNgN
-6JEtenIz8QskRZS/aC9PgJNX/RrOF34H+Ri32ofjt0A/1sdZW3MSug9PlbtL
-ZULtzmNHl5xmwNj5iuhvWjZUVG/Lt6f9AdvJ0NOF3/JBoVdB8p3SPOw3Kbpw
-KbMIlg2MlrwMlmDgLd91yxcvQNm0+IHNMQ6sK1Q0oWwpA/6CYxwyP1Zhrqjs
-t5aMSthoFDP2KXA1rlLd90tJqwrCHNR5Lilz4R+BJl1141qIOJfAbNjOhX+L
-73z6YVEL0de/lxLUuZDToF8/z6EWkorvHn/0Hxe2/l57YqtvLWRzc9R12HEh
-98k3POdu1kLjs6agjfFcyJ/1hvPHYC3wrVhP98xwYTX/SQLLqw6SMoNGtr/h
-Ru4TrgVPcurBMSVzlvMtNxrZjJCfF9WDyo06gZ4WbvTpC2ipelUP7wJ5dQL6
-uXG3DvHXdEc9LFrculc7w42s9JSR6uV6OMFf4GimzIP5t0O8/lq/Bc2AoQ/n
-Unnwp03STg2xBnhvtufLyzO8qCd0IXa6sBHqrsQTTl7kRYPx7tktbxohu3h0
-j1QIL1ovpkX5tTSCBzE+PiSWFw9GuLlTPzfCVMcnjYO5vCi2MHt5rdQ74DS9
-ETMwzIuuc+2mq6PegcKR99sXD6xFxqf09wTvJvA4FHFJV5YPHcY/KF50bAGu
-97XkUAU+lM1WD2j1boEHfksNVcp8qH6HW3vz5RYYzvAjaKnzYWzpZm1CRguY
-TLrkqJnwYbPAsvSZoRbQSIb2zVf4cLKWYpJi0wq8rDl50S98aAuzU09daJB7
-9nTL2NN1+HNZ60NBWhvwf/ctKipZhyK893QHnrXBWUf/FP9X61BwuuKvcH0b
-6BiFuXA2r8Nf2aGWleNt0LshdV5idB1aCj4+/1q7HbgH6pQNJPnRy17rzd3R
-djgBkjG5EfxoNvHC4cc9BijwNx867iiAOr3BhEfrO8GquzpicUYQrzfye7nw
-9MDxSLFAVQsC3mw5s8HxdD+4XllnHm9FQO8O1+rbF/vBJXhly4QtAf9KNhi0
-XesH53NfP+S4ENAqddRPJasfHBzLDCR8Cdjl5sNR1N0P1urHJDhiCPhUfMI6
-X2sADn9NKafXEPCAlkaSKs8gHP4YnaT8loBVqz4IJ5MGwXjksmfkOwKOWX39
-+lNuEIy6TpB12wjY1je767rGIBhUq10vGSLgKplzLkdODoJ+au+xu38I+JFk
-livXPAiaB0T/eqgI4bKld49e2BCk+AULxm4TwsNDX6OexAzB9P3RDYWqQpj+
-ipDBlzIEBYvF5rMaQtj45fG9J/lDQC4+Uhy2Twjna68p+XcNAbdMlFeagxB+
-jgquW08dhs7phU+tCUKoevM+y6ViGLaRXRd+3hRCq8q+auu6YYg1biESU4VQ
-2MS/Xa91GPY9vq1rlSGEO2OeTIwND0O5/e7M0TwhTFjs3Bi/Mgz3mrxtluqE
-cMC6oJRHbwRO3fvA2DorhKQlqz99lSPw5PXT68lzQvg0KWO9V90ITAwG4OKC
-ENL7BBx+No+AjxixqJmTiIc26YaW9o+AX4Je/HECEbfWXaRazI7A5SsPjdM2
-E/FT9Ip2tzITqrN8uFZtI6KhtGnWph1M4Kje+8ZdlYjuejTGKXUmhC90qezW
-JOK9HK7wov+YcN1vDT9jPxFpnM1BB22ZkHTCrYXLhYgcn63McyKY0HV1xxVP
-NyJaxwYVlMQwQfjhkmaXBxGjtz7wKUxgQiorOS/Lh4jZdkWy7mlMSLdqvL43
-mIhfKnYFMguYMOKfhA9CiSjFUxZ78DkTZJMd5nivEjHMN+lrRikT7nf8ce+N
-JiI5u+AcXxUTHhkqHThzm4hKwRHdY3QmfPWYWe67S8QjuS/ECzuYsDGy+qVO
-Jvt+j+Ishx4mPKk/psj/iIgtducCQ4aZUKR1nSv3BRHvOwwYNn1nwpSN+RuB
-MiJ+y9z58MsEE1QDyOf9KonIt6tBa/IXE0pLy0d1a4ko9qBLtWGWCZVbv9cP
-txHRwVBVyZ+DBdYhGyvWdhKROL5HvYGTBXPt7s/Ueogo7Cu9g5OLBbvPfLmd
-METEj6tvf9y3lgXdtRvi3jCJeCbnWJrROhacJbqFj30gYrPJXi1dARYUvfjk
-pf+NiAzLeZ3fBBYcXkN1PTNOxFpZ5axiIgt+mLtY3ftJRN5WxQkHYRYo/3mv
-N/ebiNfEfPeFibGgeT9ZY8McO/4rcPSvOAs8Uh23mC0Q0df2k5GtJAtyNJhi
-BatIOHlqfM0PaRboR8kIDKwhYQ9yvpWUZcHHATtObl4Sqreb+KrJsSBMOf2v
-6joSRrbq8CGZBeRLQxOOgiQMb9RMUqewoKpV8mOsEAl1VEp5ZeRZYC9t01ch
-TEJxfWXvSbYXPe/QvoiRsHG7eP1zKgvS3vTXkqRIeGByNa+zAgs0BcXLUJaE
-P20vai+z3e9wrMCLQkLHjdzHozawwL8w5X6aAgkTPv8XxKnIAhGO3pR3SiSs
-X6ZHnGS7xEQk9rcyCRMr91+tYtvsvnkYZSsJK+o/+q9SYsHU1E3/wztIuFTZ
-4K7KdoJe1+lLu0ioarLOxZTtrTeJzo/VSXh8esjXgW36J1PLnj0kjG/xzLRm
-23NX4iFOHRI+eLUyp8c23zUGbtMlYYjLp+uSbOf1rFez0yfhosg5m/fs/Q8q
-HtkcdYCEw19EA26x/cU/jvzSkIQjmf9NqrF97R1d5JMxCR82BLa+Y3+fgrjA
-OoIpCdtSDEUPsF3nYcShbU7CX+sOD5ew4+FcETN78hgJw/pUNgmxzcHXOpZi
-Q8I5t7u8dux43rPhe19vT8LqEZuIZHa8tZ8Y9Ew6kZAqp/nsDTs/gUZN1Ybu
-7HxTmjcPsvMpkcFTeuEUCav2Wd5pY+e7/Mf+/GwvEnLMlb9/LsOC2biGW8vn
-SCjTortlnxQLbrHWRG++QMIpqTzDWQkWqG7XD7EKJKGyk8fZW+z68u2oO1kc
-yo4nZUkoS4QFgvKcjqxwEl7PDHjAz67Pp2d1zfkjSWhLSvf2YNfvGKlG58QN
-Es4PFYz/EGSBm+UbkmQaCe3vv+7fwcOCuHoRonoGCYNHGiwU2OenfLs3wTyL
-hE5vdovyrGbHf52cQNwjEj4/XJOYscyEZ9Wh3Jwv2PG2ONq8nn0++1QG1si9
-JKHkGmLZtWl2f0vbsVqrgoQzTZaGE+zzbOb3ceV8NQn7nzjfjBljwt+N+v++
-t5KQp/r2emEWE8gp6X+520kINaZRBHa/MFw9O0vtJKFuXpbAcj+7f43kTNv3
-k3DTBfeTBZ1MwCSeiY5RErrvXu471sCEqIUWZsUSCRcKX8bN5jKh2IM60ssh
-jMKkjpNrs5kw3HNpaGa1MOoOvA9cn8WErUUq/Vv4hHH1imjjdCoTOo/HddwX
-FUaFtbnlEpFMkGozfRu1TRiJ0hLSPK5MeJrVn2ftLIwlEh90LYjsfrScfLDy
-uDDWldLeBvMzocnu6FdJD2HMtNTHu9xMGBVvUxj2FsbCR5wjpfMjIJlYn+kQ
-JIzhojDo/XEEIsKeJbumCmNH/ZdSiaIRcHK5GuZFF0bOtsY1AfvY/90K263D
-NEWw+/mF90zrYQgpcdr9WEsETYN6PWPMhmFMP1GoHURwRKPywI5Dw1DjNt0s
-vV8Ep0ZvfPDQGgbP3JI95Wbs9VENvpGyw/BWWVP612kRHCZoJ137MATnd+ix
-7O6JYGfQcoCT6xD06pi7aawWxb25L08tOwxCWVJJdN+IKHJstn/ggv2we63d
-n4slYlhfZPVj09Fe8BwIrrhTJoaRt3+u2Bv1QnZeZlBlpRhOm0d8S97XC0TD
-T5yLNWJ46OjCCSGNXpiMPrU+hC6G3zoKD2rI9EIBf8DGa1/E0OvM7s1HvvWA
-PCHFJlFcHIUC3ae/h/XAejFGVV6QOEYMXzVZV98Nyv2W8oKh4uhxmDHx8XU3
-7L8zcu1suDj+2BAZX/2yGy5LjRvtjRbH0NJDPZH53fBTjnuIliqOPlP04aNJ
-3UDfqPX3V7E48le4Puhx6YaYPY+3qX0Xx47xvdb2PN3A4xCaVWchgcoLSrfr
-7Lsg1DRQ94eVBP5YO5xNsu6CeX2/j2J2EigovSfCw7wLJjZ7KHi5SGBEVFCj
-zKEu6Px35LGYjwQGmqZovtTogvRkuSLP6xI4W2bTck+4C3bQq6pFX0lg4cyS
-vXF7J9hqLTFPkSWxqkAvfOlIJzgYEaKuUSXxWv2jJVOjTnCxo+7MUpTEweyL
-vXkHO+FUkEFkj4okSspwpLrqdkLg6+RtqCmJxV8tF5dVO+G21tZQETNJnFs5
-n9Ip2gndWo6UmnBJ3DyYH977vgOMtGtdRb5KIus8Iyc5uAN26Wg+OzcmiYm+
-jzU8AjtAGp7PdfyQRPn9v5q0L3TAD7x/I+63JGYebeuf8u2AOP2wMh5OKcw/
-FukffLwDGId0181LS2FUnFoe2agDzG1qi5lmUug2cTk0QqYD7C7UrnpcJYXx
-or/09zcx4EF+QRStVgoPzlCUJxsY8G0kVWjqrRSGZsbLpdcz4Jy+N2VPqxQe
-cNZRna9iQLSQlC6tTwrbD8SWt5UyoOyJX+jkpBQ2NW8z7XvInrvfK61oUKWR
-kCZKPBbGACsSKdJeURovWqg16oQwIGP/suCVTdJoG/DCaGMwAzY+7ZZt3SaN
-wHuHxhHAAAgM07HXYq+fzwl858sAT+Gh4DALafwjefN+vhN7jj8Yt9gcKY2V
-ukGXanQZMO3JVFCNkcYwkRmZcmCAdOJW47Q4aXSd2PjquTYDfAfaMk4lS6Pe
-lSlWviYDxE+th3UPpVFoV1JeyQ4GnIpJCDOqkkbWBMdPBXkG8Lclcbf/lkbH
-DMGrXmsYoDb9cav6nDReG1eOv8/JACfRnccyF6RR9OEr1z4OBpQ4dOX6cMqg
-i0pYQ8J8O9j/IhkQCDLYlHlFJGSiHZ4RkmNMN8sgT/A3KmdHO5geTSV0O8ug
-4tXIyuj0dujPs/HndJPBoufEiFt32sGJQ3Z4u4cMUt18xO+ntIPv0+zcG94y
-OP5ub1RdQjvE8RTrHLgkg3cXKU6K19qh5RXNs/KWDNqtMub29W4HfQXO5qx3
-MrinUHVlQa8d1Gc9w7y2yKKVZov4xZk2MPQwmIzZLou1YqbDW6bawG5og2P+
-TlkM01pb/flnG4TWMrW+asqipmNNv+1YGzTdMJlz2i+LjYofpZw/tIGV4i4f
-c0dZjKdt76C3t8HFYwt2exNlMW9nzg459nxWURGlsXZWFn96t/wh+7ZBkUzr
-gdNzsti05y1lg3cbPArjP0ZfkEXmc8ddmz3b4JZB/PlETjm8Y/ZgrbZHG3gP
-3CqWIMghrVte/4JTG8j/y1RR3iyHc+MJ5/RN2yBa4yX5kLMcKhV/Nd29qw1s
-yj7y3qDLoemwYN/aFTo8M061KGXIYfK/EPNbS3TgHD30YKRLDmP4jUjkRTrk
-E0r3bh2Uw47zXof3/qPDv5OR3u1f5DDs8Y/Y0Bk6GAmKjvFykPFsSXG5/jc6
-TNRUHjkkQcbmdkfRx5102Ky4RopxiIwFL3bvS82nQ9P3BKEIYzIGTSt2GufR
-4fhTGV6tI2QcPfM3hOsxHdJ3qc/mmpExjjSoeTGHDvz/nWoPsSZjssEcz+ks
-Ovx0ZIRvcyejZECTyLUUOhTfSZ+Iu0LG+1dWk8LD6aApsLvKuIKM6YXLfG5O
-dJB0PFyxUEnGRyoDGY6OdFgsci/Je01GeueZZRsHOlSZp+Vz1ZBx/y4BBXM7
-Ouinr6S8aSSjYTaJdcSKDiabW3y2dJPRNl1GzdOEDu4GjhSBX2QselfstVuX
-DsnXoq7SFCgYHcdRMKtAh0e+dvfsFSm4w9khewvbL223lf9UouD3ij27T1Dp
-0LujZ5ywmYIP56TkBih0EGWSj1rsoODE1y18jbJ0uK1WTmFqU/Awx5bpV+J0
-SPv6peqXJQXHr76+LyJAh0wD/X/EKApmb/lg6/WXBvJPDT41RFNwS+Rvzld/
-aJBNOEK/GEtBLqeyA2vZftxnfZ8ZT0Gf42l5ub9pUOzmY5CfQmHPQ1PN41M0
-aAxLu6ObTUHGpJBF4gQNJiomNX2rKZjiYHPI5CMNvGX+UKm1FKzxjDr8/AMN
-pkIXBHrrKEj46/+dyPafA9wf9zZS0ESh9nMfiwYrPVLRPHQKqgX4THuM0IA4
-vX/w3iAFZey9t+b200BDOSOQPkvBzIdZZUntNPiuaBfu+peCTRVqaevZTqNK
-xf6bo+C2cKWF2DYaLErfydiwSMGMATv1KDoNatcn1wRzyiPPjq83I1tpYDgb
-y711vTzuHr7w4u47GtjVBCXFbZRHJ+2ODeQaGoRY2uUfsZVHR5fBLwHFNPD/
-kFs2YiePKXf8xETY9vSceXvaQR7xzM2Mouc0sLoSzYp0lsfjToK534pooPqs
-XLjGXR4F1J6n2hXSYJRLJGS7nzyKHNHfdbSAvX8p/ajQDXl89Xit1/lHNBAR
-hqXOKnnk8t1saH+XBnt+Vtu1KFPRruq3S/ZVGnRE/7WyV6Ei16pgPzO2PZS2
-WUxuoSLlYMIjDrZTne4Zi+6gouVoord9OA1+dwbpuKhT0Y0rM0P8Cg0KyzTJ
-8/9RcSFOdzY5hAYKYS8+bbKn4hKNGVQUSINXMuOs1w5U9Hrs/9KVbbNK+eEj
-TlT85lUgL8Z22Exi93lXKprpaSdfDqAB0823ofYkFT/H8s8cuUiD24Zbcq39
-qWjx6DZx6TwNBIRzT0XFU9H/lcn01TM0uEf6oH8okYraE/tvqrO9lSQlJ3CT
-/byWtOgxXxqYEOO7ElKo+ORUTogp20mEC1q3M6j4VeVYGtWHBuICBwRzn1BR
-Ie/EoQFP9vtzf33+9h0Vu1JbZWM9aFDKRYmNaKbivdB0I0O293PZnjjYSsXg
-by4MXrbd17RL0tqouOpge2+EOw3yOcvCu3qo+PMCf0vECRpsX4mw+PiJihsu
-bMxKPs6ul+WabdmfqchdernTim2z5fm1J75Ssary3mFpts8teVd9H6MiTWYD
-JduVBi8XLJWmpqg4NZ0iUebC3n8hYdWLGSqKRUddDWK7b75lyG+Wim+nBHfq
-sT33Tydhbo6KCZuKjrU50yDq38VTlfNUdBXfQ7vFtuS/Yv2gRSoqi+wMs2U7
-f25CVmeZimFmHefl2d47p/hvZYWK7/IN87470eB/LVE6Mw==
- "]]},
- Annotation[#, "Charting`Private`Tag$114440#3"]& ],
+1:eJwVl3k8lN8Xx4VKEWYe+zKDtGiPEsI5JEJJhayFECUprUiIhBbpS4kKoaI0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+ "]]}, Annotation[#, "Charting`Private`Tag$208435#3"]& ],
TagBox[{
Directive[
Opacity[1.],
AbsoluteThickness[1.6],
RGBColor[0.880722, 0.611041, 0.142051]],
LineBox[CompressedData["
-1:eJwVl3k4lN8bxpGKNsOYwYxlxiCpbEkpeR4lfa2lZMuWpZClqJS0SLImlJRU
-UkmSypItS8g+izX7XpZsaaPIb35/vdfnet/nOfe5zznvdW66k89BVz4eHp5J
-Xh6e/z+Vsp/9ua1HAYdLzxuz+/7tMvs9/3XxmztcfHH6v0jiQ51rjkJ3v4ad
-B547K+lrxIp13gwSpDzXBEOzcf5rNSWOjjSJ4u1kHg7HTu3TTYno1onaxyi1
-SroJr5Z+WyepfdFZ1CaHrZ+NAymVl6+F2qd1NNoS38iS74BGxkzJ0fs/dU74
-yHRI7bgH5lvD0sbkF3RSBJ7yStgnwQ/ddQGWH3mh/bGikujVR+BYuNP+6PBy
-CHtg8WLlocfQe+7er/s+q4AxfnfX8s8poMUSjo89JgQlml2NfP5PYY2YT/Yx
-FxGwCZY6xiOYCh4JewonDUkQK5kS/XfTC1C6sc7SLI8Km9yHZedL0qHdp1ni
-vbYM1OQq5P06kAGcEmEliwt0+Gf6su/b6dfASEyUeRQsDw3MXwX+wW+gepzn
-Y37meqD8ELt21vgtuNRuK0v9vgHeoY346d4siKjZ+epWnTLwH78w6Ps8GzwO
-W8QqZ6rCwRtJGadO5oDYC6G56mXqMNnRiz587yBvQrdtqEUD5Pyc3T0UCmBB
-cKhz/9qd4Hvv2hb36QIwGn75y71QG8pKny0ezy+EhA5eb46fDhxZMxrravge
-OvZdbn2+XBfinnkWOnqXgkGiL6X7sx7MfNYvf00tg9TFmyXjE3uBfN5yvcqV
-MrCtZFRNzuuDy6Nz3zYbfADJfdqN+fIGwDNRGLKxqxxuhcVnFFWYwPrL9ePp
-UAH3Zs//+zhvCqYi3fuVnlZAt9WFtDrKAUjaviixwasSlPmv/NvqYAbbQiBT
-YekjqL/Yrbp5lTl4S1e20Rm1MKWYIrbxizXIsXz/I8XUwu1nxht/ldhA50V6
-ocBiLQRo9nbOJB6BfT2XHky31cFPqfJnx23tgJak5VIc0QASpXqbLl91hCaJ
-19+sZtlwRD3kyNJpF6gczlRLVeGAi5BDlvQfF0jWvj4uc4wD2S0xVu+vuILF
-hIYtsZkDYZ2Ue55xx6DcKA7+ZDRCalzCW/9qN7i/ymRFjWMzlG+M5Eyc9YKz
-TnKlugnNcEsg/woQveFg4V//ImYzOOskjsy98QYBj/SxzB0tMCQ8KJU44wOn
-a1cy40VbAYrO79yGp8AkrPyWc00bbHJ0Lb014wdLy7fTl1Q6oTNcZ1856zxk
-Be9+2+3UCce8KvM8NwaAC6+JbmF8J/hQ9MUfhwVAzcLRo2f+dnL3VUfaM70L
-EPM98vHXqi648oOwgVARCLSBPnq7XQ8sfiosW2y/DLTePbHte/uBcoua90c9
-GHQLvsa+9RuCgTNlm36eiQDv7oKU5Kgh0KAEnQ/NioDEpdDsm8+G4BzTPdd0
-OgJ+7JVr9fo0BNcMbulfcI+E1CZbcaWdwyDnNDa1zzEKVk8wH6bwfQZXO3Wp
-MMtoaJV+8/JW7BdoUvIfebI1Ftyvnf545vUY/Jip1QmNjge9KJ+ju7RmgCK2
-3IUpmAwftlgeWnT8Dke+w6lbl59BQalKul3DL4i/tTtgc99LkGuTo1Sv/wOP
-1++9SNj1Fv4ZGC96GSzCvmLRhdU+OaBklpViY8mDKywanzTO5cGaDEseqUle
-PGu+PirTrAgUjSPHhwKWYT9bgMW+XwJB9ttWXlBajjG96Sr9oh8g7lFgj2rx
-CtztaxNDKSiH/oM7vrw7JYAa09dfKgZUgpvR9Qu60qtQ/95H8u+NVfDc90Td
-+KvVuO66bVlRcTXIrak1cnFYi6mzKuZqZ2vBqqX0+sL3dfhMlhBJV66H3bFn
-FNv+rEMR2bfRApr1sMl0Y91rXiF0DRzM/bGrHpaq76x1FhLCnzLH8rtN6iG1
-yOt2rZIQHtr9L27Sqx5+pFBT7hwVQkgr/i77uh5iTvkXq7KF8PVXjV4nzQYI
-UN7ssKpNCAv7KouJ0AAuXwd5hruFULNnx7WGfQ2wzdVUL2FcCCNVVx2xsG4A
-n4y4z//4CGgwUmzIDmwAcrK7p6s0AYOfnHP2/8itDxULUD9MQCM3E9ZreyY4
-X11tftOKgFVXxvafd2OC08WlzRNHCMgOodH3+zLhqN/IwDMnAvYITBrTrjPB
-3iHPQOIkAVflPRS0y2SC9TZLCZ5IAr7ZmvHCmZcFpiN38pllBHxwQrBaLZvL
-gxFxSpUEjGwR9flcwgKTnkueodUE/HRc2jqjjgXGzcdouiwCsjiL86cHWWBQ
-qhmW00VAk88OaXMibNBLaLO8/4uAsXJfRfnPsUFrH/m32yZhLHy/OnO5Egfu
-nL64LkpFGIPLclTaVTkw+3hY/rW6MFrZn9XI28aBjIUs85/bhfFbiFXA/b0c
-oGXtzwraK4x3tlsO8TpxYIVUuFeivTCqSuQNez3ggLPhzLXio8K4Sb+cJfWM
-A2X+lkn9LsLIEuYl9WRw4HyTfL3CCWHcIrrzZMR7DkyElitm+wtjdty7S8+6
-OdA0+3eoPkYYY1UWcQWtEVRozn+nbgmjiHjM3AfFRogyqRMRSRBGXfcnvDFq
-jbA37a6u1QNhpOmfr3Xe0wj5dlsfDb8QxjCO6aXp443wsMbbZrFcGCNiAwor
-cxrB4+EAR/mnMLa7bnms4NAEL9+/CoufE8YLmory8SeaYKLzPC78FcbG/lNH
-ZM81gY+YyJtaPhFc02yFibFNcDpm900XgghKsxqTBaua4NLVJyaJG0XQorqX
-unVrM5Qm+yznVRFB3MP3KH9PM/CU7iw+ri6C4YbFvo4HmyH4b/OmrVoi2ONM
-uCB9shnCTvOv4eiLIHVh1zn7V80Qd8y1brmTCN47Hb3XWKUFmq+pXfV0FcGD
-0hbv9bAFRJ8sajW7iaDAOeJ6N7MWSOiLf5HsI4KqO/MT1U63QJJVVdjOiyJY
-vN/LuquoBVIN1+87dVcE63/QBKYOtUKh8lhFN0sE933eM74rvQ2sLysWCDaJ
-4LMGl/7R0jaYYx/P1GwVwfdrm/WrWttg66kvd2O6RJBR/Z1O4fsEb7KHvPRG
-RfB3zJCRut0neLa9VyyDl4hblFtXhkq1g1641NoOfiISF0Jf39Bsh8EOW74V
-AkQc+yzeztzfDrQLXRMO64i4wVfx3MLVdkgsbv9ApBKRftk+QWaiHWJ2N5+4
-oEHEHdUDCkO1HaB8S+Ro2jYiBrESVuR/6QDmkJlF6w4iFrWt3ctc1gmrQjio
-oktEL9LmwQKdTgipZpKGTIjo2KJVkpLXCQHGNaWGx4nonz17eCK3C1wtiomU
-RCJS8x72bf7SA9EVJJFtD4jY6Z16krOqF/JVvQnmyURc3jK2PF+lF1atllkb
-nUrEfDaPm0VAL2SWXlnBl83tb0PSaBTpg9+KevNj9UT0lrm2ykWxH8L/1vUW
-LBIxaYX4vMeVAchyY/S08YjixxGzM2sTBqC79ULX92WiqO8yP8R5NQDKbza1
-b14livlzubkFXQPQ5BLd+JgsiqZilyfXaA0ClWVWGa4iij0Wp7eGzg/Cq+T2
-F9ZHRVH60yF6ws1hKPwX/1+hiyi658geXZYxDDW2h0YobqIYTBpwCK8ZhmFx
-lly3tyiWrL2n38/7GSixFY/sA0VxtkOnKO3MZ7gelBnvnMDV9/roWZ6jX8DR
-6VqQF1MUb2obEJfpjoJ3mS6NxeHqbXaiUR1G4YL0Uolyiyj+8bF32HRxFO50
-nl+Y7hRFb33dF1sKRoF50Mffd1QUH1WLFT5THYMde2y8/JeR0H7pqeY8dRxE
-5VStg7RIGHxQTb2i5ytcznHcmqZNwjSVrB/MX19hXC9WmA0k7OTP9swUmoAy
-19laSX0SbvW8OziOE+D5PGdH/kESEn7Feao8noBKJS3J6RMkrDF/Oj5nOQkq
-Re5zJB8SPpcX9Gv2moREo8QWbV8SrlJ3Yp8KnoSTnn+jIs6RkDQadP3Hq0mQ
-zCxelA/hjs96MjGyNAln1Hb32T4k4Y7B5bwad6ag/4NvUfBjEv5X/WE48fkU
-GB98kpD+lIT7324VeJM/BbJ+/Afm0kn4wPFI9FDHFLByqspu5ZGQMlhGcBWf
-Bq29v5MKC0mY62jquWX9NDxtXX9+oJiEe8v/43+1dRoCfoWpqVSS8P5DC9dk
-s2lQ2G6UUschYemH71bnQ6YhtubCpW/NXL9eF3+Ki52GBasMG/FPJJyyZlof
-fDANTefXEo/1kHDFO7FlZdnTsGuVznRUPwmd65fOepZMQ1qid332EAlZLmGh
-RTXTcKmIHcw7TsKrKaeIOt3TMGbE46g4SUJVXtN2n8/TYN6tqr1/hoTzsmNM
-nJoGpcXYH0m/SDgutKO7+N80xN8o51TMk9CsVClGY9kM8Eh/zxhfIKFWgU1b
-+4oZaNMxd92+jIwKlhsvRa2dAYWysYGUFWT8GW7M6STMwBndy/ZrV5HRsvDx
-piniDFSWi3b5ryWjaq/ZgSryDIjqpVsOEshoe/PEnJPEDLh8hBZjUTKmrf48
-UEGdgWz91gN5YmQ8Yr9QOyo1A3w1Hkw6lYy/zOzvNsrMwEEDHsMoaTK+CGkO
-uUSfgZS6+KpfdDKqeJ5pmZadgW9GG/cclSejsk1ClbzcDCCzrLRekfv+etVD
-mvwMxJhaaGtuImOyQN2jfi73s7/mJ6uQsb0rZc0xhRlQMQvaunoLGQndkYpv
-uXypiZx1RpOMJ6rnNcu5zDqUodyvRcaJXfcv3OOydKvuS8NdZNzIY7JjG5e9
-LD6tz0UyKu1Oe3af2//9J8+nMnpkXKuSXlnF1bPGmo8esY+MXvPPEvIZM2Db
-mfDghyEZ66f+SZ/i6n95ZDPFwZSMYf6KR2ZoM/Cnu/xOrRkZJ8mpxprc+Rva
-WxE1DpNR7sTqH7u5/iT2Td58aEVGnc0LZmSuf2OOwWsEbcm4WW3T8TfiM7B9
-UDzcz4GMda4OGsJc/8OcM5f3OpGR0+JeuJ27Pu3De67+d4yM+U8Elq3nrt/6
-Yx3/stzJyO+fcrZ7zQxUufHPhZ4ko/8habdHy2eAPH7v9KwfGekbFjdl8s6A
-6wmVb7b+ZBRSFDBf+3ca+L1txtUukVFsZX+J8hh3v01PH0sKIqNkeUPl475p
-eHIyZGhFCBk1Vu93fdU6Dbv93nR3RZJRarN6+q2yaYj7sdda/yYZL59Z2Xcy
-d5p7T+9qfRNHxhDzdO2vL6bhyrkV7JB7ZFTzM0zP556Xkou2H1Sec+fnbVxa
-YjsN65a+7UpMJ+ONnzO5N0ynwe5KaCF/Jhnlm032LAD3fF3Nyu7IIWMFNc6u
-gD4NO8IEUoPLyajlw7lR0T8FeXE5EZ96yHhrFU9up+kUxKg6E9QHyLjXI+B1
-2s4p8GAJ34kaJuP0Bo09mopTIL3K57HuVzKeV074eJdnivu/3ZD/co6MRaTL
-7qGZk2Bx8uHny0QxnKxZue/rvwn4ZRKGigZiyBe53ajJ/ytsFbT9dS5HDD8O
-bB/WXT8Knh0XC+7liWFeXmXrxnWj8PTFo8DCQjGc0KLclfw5AiKGQ3wLZWK4
-1YeyV7RiBGYiPIQuM8XwxjJVfTeHEchYc14x5Au3/yqVqmWJX0CWcMcmVlwc
-BRrparson8GmP08qiyqOvBbXnQa4uSX2TUd/k7Q4HvCKeHr/6zDwmEkdF5UX
-R8WVJYHmxcPQE/vUL0FNHMdu0wO/HB2Gu8TsqAeG4hiB7iuHXw+BkBin5EWg
-OCrJpn3zdRgEpXYL2XVXxPFbZeaP2waDoH+vJ8Q3WBzLd7artW4ZhEvUr8Y7
-I8TxX6+F5RuBQZiSWdHVkCCO+VcEK9uyB4CpqP17Okscfx0nxVEIAzA6Vm5j
-/k4cmxJT5jQX+oH/pUFJfoE46ooHE86M9oP2ZsuQoDJxnN58yczyQz9kqPkS
-iSxxbFxfuqrodD9E7khT0RwTx2XZMclelX2Q+lf5VuKEOErHXi4nPe6D8ve5
-v/5Ni+OxJ15nV1zqgz86FcXVv8RRsDPkdOn2PvDY02tkzS+BkY8VPl152wsG
-xqJugTISGERc61fzugdW2l9JLj8sgXY+f5diu7g51CxAd9JKAh19cpatK++C
-P3qnB8VsJVCUMGhdmNYFExvd5LycJHBfob/8k7Nd0DS/P03MRwLJI27/vRbt
-gqR4mTeeYRIYsDe/IMi6E0jhEmYJkRLY1Ih7xnZ3QnQgcfZDtAQWVVa8urip
-E4KcV2qIxUvgNTnQ28TDzc1q03kfHkvgJYzSS3zRAWrMklJykQQ+C/odHMrf
-Aell+Y66JRLIORXjnDLTDnI5WbyeHyQw9saBG1+624F8P3XPh2oJpJqebRnL
-bYcFt+jqEy0SyJsaWNzq3g5V/PbsskkJVLo4nLyu4xMc0V7s9aBRUH3Q95Jp
-cxvYGxPCQxgUnDpQtcGtsg2cbBlbkhUo2Bw4t/g4tw08Ag1CWzdRsC23RvHM
-3TYIeB+vgloU1Nnz712cQxvc1Va+QjpIwQsFavl+31shyVhXSfUwBVuu0eN8
-v7RCsq15i6EVBcP3E57e6GiF54EBilfsKWjytdVbrKwV3r2v4ox7UHDELTXG
-N7oVWrQd6GXBFNxuTiavU22FdmPf+s7rFKw32SacJdcK3bYhZ36GUzBnmHDI
-W6IVhgJf1irFULDw3yK/yrJWmH3/+1R8EgWHa3/GNXxqAcKumHKPXApWyN+P
-OxTSAsa7PjiTRigo9KSIeGymGTR0tDL9xilYNnti3/KRZpCEt3ONkxRk3PMp
-Kuxphkl8fCP6BwXnFcSCjtc3Q7ReUN5KPioai2zRK3/eDBwj3dV/JKno7amz
-z9ClGfKNCw5b0ajoVMeXoG7bDMkmasnvGFTcJfc6YrN5M5zaT9/qp0RFW0Ep
-Xxu9ZhA5xOswsY2Kv9wTa8Llm8Hc5kNW70EqFt6Y3b36axNoH9Fa1Lagokm0
-2yzfcBPI2b7dd9+aikW7HlJX9TTBT7vH3ZaOVFxX1+Cpz26CO0eDVjR6UdFX
-SZ73dE4TtLvp2lSEUfHrCx7fiKAmsPX/wJtWQsXjaf18PfJNkJKeEd7wgYoz
-E8/7RmhNMNqTIPytkopz8gkSi9Qm8NPzpu+op3LznpOevkgTRAhTdRs+UZH/
-MIF9YKkR8l6evjIzQ8W+gA02al2NsNDrIED6QUW/pzkP29oaYbeIUYzWbyqa
-ivvlX2tqBNY5evLVRSpecWGt/FvbCMN7WaWiqySxXVLU2qSgEUT61y9tZ0ji
-LO/bHN97jWBFJIbaKUiigqDI1XvxjfBA/9+6qxskMUv7283q2EZQfNUiXa8i
-iZWjqwS1IhoBAoJ07LQlsW1wQ5XPhUbwFO26GHRYEr0LXe7LOjRC9X/RC7Wh
-ktg9LOVrurERZj175dQjJbH5Yd4sHzfPSsYqmyRGS2KdxymlErlGONnBeuAR
-L4k73XcH/yfdCOIeQrD6iST6n3DXeCnMza+RMUHGJZIYtuuwwf15Dqxhxa1g
-/5DEkXefZAuZHNCcHVTeNieJ+ws0W9fXc8CRvMXy0V9JfHTM2TSxhgM59s3P
-ffik8G1vv/mNCg7YTRMNCAQppMq/mnpRwIFMQnyk2UYp3OufTH2dygGzQwmE
-lqNSqCrM23w7mAPtL2zO8rlKYfS0QvfTIG5/HuluVTcpTL27cyrvMgdOvnr6
-/Ia3FIpWfaWOXOBA9MosnX0XpHCT2h+G+2kO1BU1eBbelkLBgMvEOVcO6Mnx
-1SZXS6HHgL2lrBEHGgI+KrPrpDBiNXyPMODAocaw24tMKeyuNxL8tY8DTpeE
-HG1apDAw4VRssx4HgtolfxMHpDD8CCnmpQ4HSqK2yYf+kUJOLkG1Xp0D2356
-BnltlsYcBXr1c0kOGLoZzESqSqPr+bU0OyoHbLvkHdK3SKMgTfE/UQoHrnzo
-1R7RksaMarvvoWIcqLlxYM5RXxqfyKhsvSbCASsFDR9zB2ns1BiLZApw4Jzl
-X9udsdJ40CjlKGOSDRF1n+qtb0ujWdP36z/H2ZC0K2fHuQRpDIv8HlM3yoYy
-hpd47gPu9894dS4Os0FgprdZOV0aY/QH3Pi72XA3rNxQtkIa46RN7eLr2VBQ
-EL5d8Kc0Luv1JSZlsOGNVP2+E3PS6LGyfc/ddDakBq2xZP6VRvHD+UIJaWy4
-bXDzTCyfDJr2n7JLesoG747bWRIEGfw9+kbgYxIbZOcfbVLaKINyt1LNwm5w
-9W5/RzM6KoNTx0XCnpxkw5Wk3yqvXGRwx6lo8c/ebPDn0QIhNxkkdQYcUfRi
-g0tNkV2ztwz2np2dzXZng47Vh8QjgTKIQ7dN+5zYMOvfIOqZIIMrM1tGQg6z
-wSZvUOAGUwZzTWNmV2uzIdMk4XAuRwYPW7+QTdrBBr5ho5SeZhm0e9f5drMW
-G9IJuTuVO2VwbeXOcXNNNsy7h3qzv8hgzYn6l9mqbDBeRx4X4KGh+g32u7fy
-bJgoK9xvJEFD3f9ezr4gsIG8hnS2j0LDzZ2eTi5CbEBLnyQ/SRryx7BJtHVc
-fyYZY/dlaOiaObDn/mo2aFNuXJ2Qp+Fv27knySvYEOXnkHtDncbNC/PPvyyw
-YKMCP5VjREP7/KNoPc6CmrEY4esmNLwlbewmO8YCl1dSAtr7aaidzRidGGFB
-ksa2n88P0jDzy9JIyGcWrNnjwb5sTcPAMz+zqvtZMOXACVY5TsMH64Orwj6x
-IOte0kT0VRqmU+ZUvn9kgdbarSUmBTQcv1DE+f2MBdzLfsHfQhqOnL3zcjWX
-F94cz3nxnoZ/iGfMaU9ZUGKemL68jIa8nrwCxiks0EtaulNcxa1fCHif8ZAF
-BzbW+WxuoWGvyfuw2AQWHDdwoK+d5vo3WzPZEc6C+JDwaw1ydKz05ROUP8mC
-1JO2D+0U6HhseSDLy4cF746o5E+tp+PJ2y+F8rxZ0KbW+pWwkY62UMFv5MUC
-ci/t0GE1Om6JGH93zoMFdzXz6b276DimYMD46sKCxJEvJdMWdHTzGj+80YYF
-jwz05kXC6bhgxOcros8C2VcGQx8j6Gh2+pCV514WPCXsZ56LomN5/I+qKj0W
-pH2yftx7k46OR320L+7h+uXqY5B+h46fBOlXZ5AFVUGJ93Sf0jFPMkNiZicL
-JgpmtE6W0jGZWCFxQJ0F25UeBDB/0nGEP/CAP40FYwq2wc6/6WhTupA9J8PV
-x6BGzc/R0d9Jyy+AywuS9x7IL9Dx+wrassvSLPggFF92kU8WYwsUbaMkWWD4
-M2qFspAsli5FRueJs8C2LDAuWlEWi3RXVhgLs+CyhW36/iOyeLHA3dh6GQvO
-DjzP67GVxYE8GbMZPhZ4en6vPGEvi4P98ndDuWx1NaIv9KgstkV8mXjHywL1
-zHzRsuOyaO1887U4DwuGl5Muq56WxbDG0cjRBSYY5jIPCd+QxSqMUSn4xQSS
-KCw2lcjizU+DZpSvTLgkVtx5tUwWKy9mdxWMM+ELZWe+erksBt8/kmnN5Xz6
-Nr+4j7IYGFq7OXGMCTYqKmNmDbLYFbk9TnqUCQ8NZVo5HbLYEz3UofGZCYpB
-SxmsH7K4TBBS7vQxYcdUqW2dEgN318hOKLQyoTHit5XdJgYqbFj3ubuFCW7r
-VQ7PbGbgtbRS4i0uJzg+NCGrMVB5531hHi7/aArUcdrGQLKlVnh3ExNe52nR
-/uxhYLY2e9sjDhPkgrKHNthx+8l0Cho2MGGt6HOP8JsMVI2qb1Ws5OojDugZ
-xTJwsvjg7qEKJigTqTJrbzFwwDm97wGXD4jcbI65w8Ap2ZMviVyOI/hr333A
-wMcWrIu85UwQX7tv3fOXDHxvtlD2uZQ73oqRt5XVDKyoFTzMKmJC7nJ61PVa
-BvI1sbZEc1l/+ZFj/9UzMD+xTcuUy8f52ZQGFgMDLE8UsQqZkM6XF9zcysCa
-dey4xgImqC5dPzw4xECDi87BvXlM+PCvTOXpZwZ67TRkJXP54L8/gsdGGHjE
-wQ6cuey36F0yNs7ATu2yW6PvmPDur8X6b98YWKvpv+xnLnf8vzG82d+59all
-F/O5/OlPXdfpnwycXf5EKpDLc/M6MXNzDFynOcJcxuXw+XMehX8YSKQxeqtz
-mECZz9ILXGDgl00ZxCgup89NSOv8YyCPuo/3AS7vnFOYX1piYPOU1ZQol/8H
-7JBLyg==
- "]]}, Annotation[#, "Charting`Private`Tag$114440#4"]& ],
+1:eJwVV3k4lG8XFsoaZpgZBoNCKUIqS3FORUL6IUpFISRFRWSJSlJRlooUlb1F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+ "]]},
+ Annotation[#, "Charting`Private`Tag$208435#4"]& ],
TagBox[{
Directive[
Opacity[1.],
AbsoluteThickness[1.6],
RGBColor[0.560181, 0.691569, 0.194885]],
LineBox[CompressedData["
-1:eJwVl3c81e/7x0uhlBJnOefg6MgsoxRlXJdoWA1lJKuikFBpKBWahFIfiZSR
-EUlSmSUiM2fZe1Uifa2Sdfid31/vx/Pxvu/rel3XdT/ux/2SP+pj5Sa0aNGi
-scWLFv3/V/Vtysx/JlTwXuuiVDg9b7D/3/Qv/pgHkMtbHmZteGZ4w2X14193
-/CHd5PQOgtZHw+w+CRmvldfhXeOV85JbOYayRKr30YMhMHqwMjo+pcMwbBfz
-k13cPfi0YV2W4q4fhnx90h2l8QfAPhYcUvJvxFC7KTZ7LekRmG7Mp3u8+Wt4
-0keuVWZbDBzRfXXc1HjOMGlZ8mJppzg4F6Dct6dlMbQkKqsSguPh1rO0KaM5
-Ybjz1CZd9EAibDiddkQ8XAyYQ48NhL8ngf3vKYJR6Goo3tLOFbqQDAzz97W5
-/pJgf13m+KLlqRCv78pf40qESHpSxOz6dJj23JK7rZUG6z2+rZ0uzoBXEfGv
-Y4/JQdV7xbzJfZkQtUcYzkTKw/yel91jfq9hrcv456z4dfC1brLgwvVsMBmv
-zJFgKQH1D/nGeYs3cCHEflMASRVy0Z7i15UDryUzJUT+qsPSE5f7zqS9hYsS
-239f+KIJVuFxmad934F9boqogcxG+N3ahT5CuRDzuHrF0gltUDh7zMNTsQAM
-Hqmek92iB2dibmzyGCmARzH0rA0/9KHkUwr/RH4hHHiTbpKWZAiHV/6MdDP7
-AMGBJZMHGEbwIMWr0MX7E4iuLusqE90Bo993fn5NKwEVv4zZKomdQPK3VdII
-LAGZXSfu8eR2gWv8xbENpqVwTJ93vH2vKSwaLryp1v4Zbo7N8uT+WYLStdqh
-DCiDZjfv48kae2GPZMde1eQy2KRqf35hyz6I0+VLq5wqByPHh09WX90POjch
-S3HhC1j239HLVz8I3rLlTfLMagg30yRUke1BgXVmN/F+NYi6W1y8NW4PbVfk
-C5fxq+F85snia5zDsKvz6tORphrosPzyh/jIERhxW10/hn6F8GsxH4ueuwBP
-+vWY3TgbvEK6ddUSXKH8W5ZWqgYHKA97l6YoukGC/q0hueMceB9i++J5lhvY
-DGs7SNVz4Ist6ahK2XH4bP4AZjK5kMb5OKw27w5PxCxFqlzqQVuoWudj4Sk4
-f1Thk1F0PexYO/mBbecNVoWzF4rq6mF9ms+OvVPesMwzYzBrWwMUUJfzKmV8
-wa9atC6K0AiRMoSf5z1Og+Wdzw+PVTWB72zKvQl5P1gQ1pVf0GgDzc6z/72W
-vAQ517e/6TjaBtbPFYdv+V4C18WWRoVRbbBx2w3WEOsSVM0dOXJutg3ce221
-bcIvw/2Ju4m/Ktoh8caj168krgCjt1u+xbETVoa+8fCnBAKjyziyZUcPZAdQ
-9ph6Xgejgl+Rb872Q4/ywMqaylDw7ihISgjrB1213QogfBdiF26/vZfSD/e6
-ZRWGtt+FPzsUGk8198P0juvU3uK7kMpzoKjqfQNenmisZUEYrBiue5Yk9B28
-v7Tjv7wIaJTNfvkw8gc0fzGeTj4VCR43/L6cez0IYlYbzum2RIFJmM8Rg62j
-IB1065D0jgQo3WR7gO8yAVc7ySnZvBQo+KSR4fh1EmLFLtr07c0EhSYFaqXS
-DMya6UTO33gD86YW/FOmfFjJkNRmfnkHqvtzkuxtF6Glmn3EO5d8WJlpu0jm
-92IsMEjwiK8pAmWLu0P9l5ZgkGqLpIXSJwhy0hG9rCqMJk4xFR5upfAgPqBT
-86MIDuKGspOEMuix2vYj9/QyNKnd75zVWw7u5rcuG8mK4c4s+2Wtzyog7czJ
-mqFXK/D721Vyo5urQGFltbmrszge3lQ5t+17Ndg1fLo1N7EKrXu+vLM6VQuu
-t8mXNlpL4OWzqyZ0V9TB1l2kf+7r1yDDkU+5Gc0Cz2e9HPW/a/CLjcVw3CIO
-FKoPlnWwJNEisNs6rJIDh64pFyznSeIDbZ9fUTUcmGKfyNrSKImc4WixxDoO
-bD794/H9dkns/GA1XyQ4x9lv+0+Z/JRE790R7sI9HEjR7SJnLpZCRijp468p
-DtzfXn/ysrYUHm56XLdxPRfUH0oeeaEjha9dmir9NbhQ17/fpnGbFC67+IBc
-tpELYjc5qGEkhZF6/7gOW7lws7KO2G8pheqF1l6vdnLhkkXVJ7MTUqhcc1qy
-+ggX3Gw+SlFjpdBfPqtGMZYLEWVESZ2nUujhYtZX8JQL+ZreEgcTpLB5m/DE
-/kRB/BVy4hGpUkgfryA+eMGFrE+BIkJvpXAzx3GJfR4X/imbTA/WSuGh6jL5
-nU1cYDyK+yfClsKZmZT3pm1cMFvy9y+TJ4U9zNxXNl1ciOtMGXdskUKrwH9D
-4T+4gA9Eh7nfpDAx4Mxt/39cCJmt6SrgS2FudAHcpPEgx53Z2bSIgHs3uKMR
-gwcdjZfbJ5YQkD04sm3FOh6oZ69v2SBGwENjVbtr1HnAc43gJpIISBJJXZjb
-zgMaa395iAYBNccWK17w5oGJXsbn1I0EHIkp2bDFjwfeL4RKyzYTkHAqfkT0
-Eg9Kgt9+5OsR8EhiUvO3mzxw1SHmnd5NQKuSg0Vhz3jwKqEl/dARAmZS+k+3
-1vOgcD5qd6ErAZ0dCJuvt/OgyuHAANWdgMyDhIbd/Tz4RmEpdHgT8Lr6N0OV
-CR5QI8vinQIIGKBxQsSMUA+3grKijkUT0H91sdRxh3r4r/ukdnksAefEPojO
-u9VDooFKvcIzAmrNNtrm+9TDh+nnEj+SCaiWGvwu6no9TJyOueueQ0C76Azh
-hcx6cDl6I+hUHQELCTpTgyIN4F1ixGBxCPhwz4WOVskGuCy7UKzeQMBc7XUt
-47IN8KjNf26kTdAvieyviToNUGflc+HMTwKCyfu8Bc8GaMteT6r/RUBXoemj
-Jhcb4OeqoXebRgho9Ncv5v3NBlha6zr+5y8Bu1/4e8olNsA2Y/tTF5YQUeV9
-92Zsa4DdieSVLSJEPPxcWI0w2ADWCw0ZumJE3JqyQ11xqgF8i/b+nJYgonDw
-SJEEuRHSNu04FiBLRMmRqZ82do1AUNA8FLSViK/7yRfdfjXCtXcum1/oEzHO
-X7RQe74Rhkwi17CBiFeND79wW9MEJW7j1fSdRPyc9n1qUrcJvNLebcu3IuLE
-5+xSRngTNOt8J3VbExGJle92Pm+C7VXECeFDRDS552zbX9AElMHzLw84E7El
-VGv33Z9NUK66lT5ykohBm4zP9Zg3g0aRxxTRh4j1R9UviBxvhljz2Ab9M0TU
-cQu+kx/YDL5es2GhF4noxe5Prs1rBnrWR/66m0QM2KudOr2+Bc5pbe92eEbE
-UTI5tmVzK/SUnim6nkjE5zZ1J0XsW8HC6nl0RjIRF/+QYg5fbYW1Z5fum8og
-4t7YGM+hmlZgvasoeZhHxBK/zKpFXm2wdce/uMJCIt53/qak/6gNkhuV/Hs/
-ElH11O++HaVtcGnyjpZGORHdRmXL2NLtoKhrnlTDIWKhdn/7ysZ2iKy6fHWs
-noj53Uc+iYl0wJxdpj2lWZBPp4j7W6cDeP7iUsc7iZi1a9Uyn2cdcLWIfX3x
-EBHT5jeys853QpPhQTfdJSQ0Ob3n5S3bblAsGexNEiGhgz1RSfRZN5wzuuYk
-LkZCMzV43Pe9GwgmGbZ9EiSUPphe06vfA1ami8zCZEnI4Tm/8mntgaSaqIpJ
-eRLW/rzn6ifUC2PmasZH1pFw3bjoAqzvhft7bPS3rCchUSv/rW5wL7AOZKr3
-bCXhpd837cR0+0C20eilmQEJY/sWDiWc6INTNs1K75GEjNpICvlxH6w8JCQf
-uouElXeC29/O9oGZk52UtjUJRW5ZGomw+qHCfenUbV8SftG6fud34ncgDcX4
-jZ8lYfOG1V5rer+D20mNMYcLJNx7aXWmsfwPWOptP6R1lYSP9xQvb0n+AdvP
-Zne03yXh4dDT7N78ASi+4lCqkUbCM+ODT28Th2DVwphBbAYJhafu5sgfHwLH
-wNuFS7NIqDtz1b8zbwjmgnPetr4j4dTKFPWPTr9g251lqdc/k1Cc67bjd8Ew
-5D14F9rcSUIdzYDB1ckjcF/zmMTGXhLejrqdQhUaBU/Wmkdh30goVn2gOn3j
-KMiK+SQa/SIhyeOzjHbUqOC+Ucl/OUVCKbevBk+cx8DG99n3a1Jk/PvmzYY8
-kQmYtLyDyqZk3PGe8IgXOAmcX1sqgi3IeFWst7ArfxIyQr6bd+4l4+nVqVp1
-o5Pg9GW77QMbMhYlM+bVXf5BhT7/1NwxMuLYs/TPelOQ0PZywuYEGXsdu7/k
-nZ6CSxft/d94kvH2X/qQdtoUqL/Lu3H8NBlfJU6fj5GYhkdqZ55wrpLxlP5E
-wq2OafCtZsirBZPxWIbiLpFVM2B2gp168yYZP7nsOjdoOAPzSetztoWR0Xdw
-QYj1bAaOUweqkmPIGF43/irLehYwP2rPQhwZTWroM+uDZoFqY9JwKIGMBywi
-zqa+nAVWZGL3qjQyBp9ac3wffxY2L3eYvPiOjGMq00+XPpwDr9YrBTF5ZHT8
-Wauw4+0cJKfHBxQWklGc+noskDcHkmb9QnMlZGxKNbdqEeeDGVW4gl5OxrMH
-Nof0qvAhaEgxxKCSjJShrPQKEz6MhnquvlZHRup2pa3883xQPhzGi+eQUWV7
-3rdtEXxwVsuKKqknI7s6mL4hmQ+PZtl2vU1kLMyGEVY+H1i1YzShNjLS1MtH
-GF/5IBIn1b22k4yKXaILzC4+GHhtTjLuIeOeq8XzLf/jg5++rZtrPxnNftty
-cZ4PmSv9lW/+IOMatUX2Divn4VtH7K+UQTJy7OID1kvPA+3Vh6yKYTK66Ic/
-faMwD1ZXuk4PjJBxiTanelB9HkItF21eNkHGsLdhTjydeSiVWTulPEnGVsF4
-3WEepn4bF5lOkzGr76hmxo550Cx2u+o5J9A/pL72P7N5OBFx2+juAhmj1Vq/
-M/fMwzOn9KWZQhQMXxPWZbNvHprUayu/ClPwWLzLCbX98yC+MBz6exkFNTtD
-axIE/03Yq/asWknBCzu7DucK9gfEa67RWE1Bv2Gaz0nzeXjrY9WwV5KC5PPj
-tp92zsMQ+EX7EilIZMx7vMF5WCvxyD6SQsHh3P4p3DoP9j15Mjk0CrKzKdXe
-mvMQmd3aw5OloOySIXNUnIeqwNnnE/IUNHAsGyiizsOi/TInCOsoGHI5TeSn
-+DzoyIPqZmUKuitpkmoX+OA95vLbWo2CWjoRt0+O8qEzMvlstBYFg8n1lvN1
-fCAcrdiSr03By5Jt3TOFfLDY+HO6RYeC31MysitS+VDIUwukGlJQb6h+C+cS
-H8aTLI31jCgYM64uJHGMDypnfUQcTCgYsN1Ol2nGh8dSb8OemlHQKeriwyoC
-Hzj9DXuLLSlY7Zc+cGRqDkTfTUp276PgHd0DGV1tc3D+4LYYhq2g3i9fPyXG
-zcHBqNKU58comLKbL6JKmIMwt3738uMUPCnxQLloZBbKNguv/+5BQfOjRvK+
-NbOwsWl3jqIvBbvXHvnkfmUWVpM5xekBFKzK5RTdbZsB1RabtasCKWiUcDUw
-KnMGdsZ03jxznYJhBnqUn1dm4Crtl4VeKAWfXDYJDZCdgf/JibR/jabghMyH
-539sp6FOWf/fSA4FRZ9Lsvtz/sHdbS80tgwK9u9vLuGZ/4HUWfWHscMU/Bst
-7/CS+Ac+f3g/OT9CwdeNHppZ3RMwY1j2sXJSUO/5Z48s/SbA07jL/NBSaYyn
-n0t7kzAOphYE9wA5aXymqRYUIDYGruJPanvWSqNeq015QOsoBLLkNXYoSuPd
-yE3kny9GIX+fxqT4Bmk8G5bMEDUdBWVrsxvx26RxZ+mueU2ZERB1Ckz4bC2N
-F5ZdHldxGYbA/ZeMftsJ1ueckXeRHIYZE78+soM06j+WlT3z5RcMq7krnDoq
-jbK5XA8N9V/Am977guwjjatXN9boig1BXJRcttcdaXxNIsfe/j0AxBDp/dF3
-pfHcvyr3yVcDEBEgNV4aIY1C96lpxj4DEHRMVJscJY0p9zXPn/7zA45rjeSV
-JkrjcVndLX3LfoBWXfEnUpE0Fp2M0zhg9w0ySvJdjIqlcVI/fS533TdQeJez
-2KtUGivzxEtbJvqB9CTVuLRSGqObNQYtH/TDnHtE5ckGaUx6LXu7vLkPzjnc
-cX/ULI0fBiwHOjP64H97g5eXtknjp5A9D5Ov9kHvlvPmpF5plLj896iWch9U
-LHVil/yWxqCGba/Er/cCTNn6/hqVxgOqd9HmcC/k/9q/hvRHGjvl6+z0tHvh
-JW/HgZMz0hjeXLOrcaAH7idsaCaKUnHZ+K5fDJseOKzP7/JkUPHENVyT+6QL
-nCwkQm4yqWh7sSn8vXMXHHVgbkpQpOK1t6FbchW6wDPA9Hbjeip+maSqZb/p
-hEsfojRwKxVF1dYpbmsWvGe+vmi116filgqjh5NJHRDcUXT9HFCRONpl/Myn
-A0LmepszdlDxnpeTc/KKDnisrx5ItKLi+k/+RQZ72iHOwkhV05qKKk+HQ0Xk
-2yHB4WCDmR0VNxhr2Cb/aYO0gEvKgU5UtG7rTD3wrA1yP1RwhjypqK6SQtw4
-2woN+s7yJdepGHDf9I9vSwu0WJypbbtFxadnztE257VAh8PNc39DqLjOpik6
-4VEL9Ae8rFa9T0XLxV3jR2xbYPzDv9NRcVQMtjF5oN/TDJNfxejZ8VS8WJVY
-N1jWDDMdMhU1SVTs0DPjK75ohsV8Y+qidCraXJE+teNMM0gY3P/s+Z6K6aSs
-lE8rm4Fg+dzrZj4VJ6wzkmP+CN7DjrmkhCIqJlz/0/KrownkrnR4NpZS8e95
-kR/DWU2g/lFZCllUPJTa5ixu1wQWBqXHiANUnCUcOiX/oRG0DbdmnR0S5NPm
-H4x40Qh0eDPF/S2Y57X3sDeqEX5jYnjEHyq+r5m3/ujTCBEmQXmiQjT8IkaL
-aVdqBI650YoZOg2XH3wdoZLUAPkWBdZ2DBrmhEck7X7QAAmWWgm5TBoaHQyU
-fRTcAKf3ym8+q0rD/d/2mxQdawDJA4udh3VoaGt/ZFJRuQEO2pfmdFnRUP/U
-467dBfWgf3grX9+GhglD6wbUBf5JweHNrieHaLhtkxsN4uvhr2Nih60LDXdy
-pMY7btbDoyNBItxTNDye8vyDiHU9tLgb2ZfdoaF/9HenxhmBf/QoSJYPo2GN
-c5OtwSgPXnhqjVy7R8NjHunE2u888PeSv6H/iIYRuudKbLgCP+i7OOv9cxou
-PtgwrJjBA4cLpYtfFNPw2onpH55HeZCUkRnytZSGvD/+kU/sefCzM3rNWDkN
-/8p6KA1a8eCsibf8tloafj0bzGwz5kHoGprR12YaJt9bm7dSiQccE5Hq0TYa
-bg+9RJEV+GfixbF9xC4aMj3br5hJ8yChq9LF6RsNZ5YlOU2s4EHeS7/A0VEa
-Ttsk5l4d58Jcl/My4h8aPlYMvHBkmAvbJc3vb/1HQ1CfsnAU+HfWRfmEYD4N
-JagxevECv/9tB+sTQYyOf2htpjvKuSDZo7Sgy6SjJPctr+8JF+ykpG47KtKx
-tdbHfGs0F57unF8VrEJH+bLK3uQHXFB+1SBbq0HHX98V3QpDuACXggwd9elY
-PRed3XyRCzdeeVUEAR0Lx8UWc/y4UNNjuyd1uyCeTdiJdl8u2OxSdxrZTccn
-r+77qnpwwYvQfiXImo73Cs5gkj0XcnZVCKfa0dHeQVxivS0Xpi69Ca85TMfD
-g7I/Kg5w4Xrv7adSRwV6V1x8om7Jhdgs7Y8p3nTkvM/pKEYuVO6OmKu+TUf+
-JtPONFUujHt1KWy8S8eX7vPTw0pcoEeqW8ZG0DFB5a6M0Tou+LaynnpG0fGD
-TiGNyOACxXM1rHhOx5SpeIejJEE/I5xPnE2l47luf2kSQaA35/W99nQ6Pg+u
-kGlaw4XSmb09L7PpeKW+IMZfnAued+8HWRTT0TXKKcFEmAv/ve5Jf1dKx0Na
-h9v3LeFCcb0mj/6Fjo1R5g+PLxb0n85d+7uWjv2XA9a84nOgKHNNeXgrHVna
-MUfiJjmwkvVAhP2Hjqqi7Q/eDXJgy3ifus4UHXfG8Bap/+SAC2mTbfwsHcMT
-Tm9++YMD75zq03yEZFA+a9G11/0ccByRMpWQkMGw7YoujZ0cyJKIurtfTQY1
-TO17rHgc2H8gWqLhiAwOLNkz8qGIAy3p9ueF3GTQ8WCmqm+hIP4i2Q5Ndxn0
-SwscZhZwwPdVclq4tyDeoKpweC4HIkRzDHddlsG0/f1Rbm84UFP01avwPxmU
-PNV4TzONAyYKQtUJlTL4a1fWR82HHND56xV0aoMsXh6urBj14oCZu+noXU1Z
-/L0p8RnrJAcc2tc5Z2ySRS2LIolXnhwILO3SH9gqixwLvS8n3TlQFb5vymWn
-LNZeWX9p9BgH7BS1fQ46y2LVh58e5MMcuGg766AXKYsBtbVrukw5UFAQorv8
-ryz2c/5JuKpwIFumdtfJKVnM9lW4bKPMgdSglbZ1s7KoatmYZ6rEgf9M752L
-FJLDl3+KMjau44B363850hJymLXqxI1V8hxYOx2/XlVNDh0+h537H4UDobq5
-DPMjcmgdY/3ZarlAb9w/jVeuctgofea0yzIOXFi0FVa7y+E1ZquQjygHXKuK
-HOu95VBOL5AVIcwBQ7vS2MMBcljbtZTcupgD4xe+Eryi5VD8o3Ce1l822Of1
-LQuvk8OMSPO9ka1syLKMtn7PkcPqrJpbS1rYIPTNPKmzXg6dCYtdLzSxIUPi
-vZ56m0CvR62kaz0bpj1ue7N/yCG33cFufx0bLFaRhpYtYuB2G9gcUMqG4ZLC
-vebSDFydavFgzUs2kFYSz3dTGfjjqX9Zfjob0NYn7iydgWsDpyOOvGDDf7+Z
-g0/kGBimt2U0L4UN+tTw4OF1DHRWsS28kMCGsLPO78M3MgR+2cll+yM2qCku
-pXHMGeilfNltNpgNVYP319yyZGDpuYbmwiA2uL6SWaa/l4Gk0DL+5UA2xGnr
-/E2zYmCwX5/jkqtsWGnsyb52iIHVl92MFP3Z8D9nznWNEwycfqyuUOTDhpyY
-uOGIYAZmtos/JjqxYY+jSr/JDQZerrMzXubIhiFGbuvMTQaGaBp4zR1mA/MF
-u+J4CAPjH9VpDB4S1JMrlGh4n4EyqjkWDdZsOF/vbv2/pww0/m//3hFLNmwV
-31xsWcDAMdMxthqwgeq8p2C2kIH/dYp93WPIhrnsE+/SPzBwonN64YwBG4oP
-xmYIlzBQfH7Lsk96bDCJW3j0sYKBsv9Wu7vpsmGfWo3PhgYGLiOocAe12HDC
-1FlefISBC2OLzpevY8PuJxfpRaMM5J578kNMwKq/I8ke4wysVFc/aKUgmNf9
-cvEvfxm41C5B9ttaNpxpUZkJmGNg6CVDPSkGG66e+MMbXi6P3Yv9vj2lsiHq
-ZsiNrwry+OHnjIWtBBtSfR2eOSrKo/hu//Xlq9mQe1gj/39K8qh2Mu2NloCb
-tBp/SajJo/Ht4NRVqwTnoYtxwFpLHg03U1ZyVrDh8ZZ8+S4DATsGHvARZUPs
-wI/iERt59ImlSREWWBBvajItGSKPEXIG41EjLNBVfXqp7q881kjVVRpzWHDN
-xiFj7+G1uLvw+y6HdywgEoDPK16L6s/PDbTHsmDb/z451KgycaRXOkUomAXc
-0H92juuZKGVoeDoziAXuShrWoxuYeMXM87SNgKNdnlmStJhYNRy06mUgC/7w
-AgyP6jBxa5JZic01FrzO28qYMWai7nK6Un4ACxSC3varODIxKj5COfkCC8QJ
-aZ4h95h4pJfcq+LNgmdSvSbmkUyclRMLbT3FAnUpmpz4QyY6NtwICBHwPsl7
-9fcfCZh02WDIiwUPJC7oP37KRJ9yHbXXJ1lAEd+1Ku0lE9PMBh7u9BDkExl4
-U17JxMQXJcEZrix4LywfdquaiUvVbSWOCXin8OHju2uZyD/v20cT8ImlbOpX
-FhM3JQYdiDjGggyhvOv1jUysHj/jev4oCzQXbln39TPxf+VfaAdcWFA6X6KR
-/J2Jz286da4WsNX8zPLjA0y8/6as56szC87yvYsHh5joscQoc5eAc2dtlMbG
-mAL/wtiPToL8s/cXv51gIjN9M33BkQXNMzXtfn+Z2Bj7WqlYwFPThvenppgY
-t5y6oC/gkOmLnoUzTCwayKqZc2ABdTrHJGCOiWsHRhs/CDhjaljWcJ6JgX1v
-GFcErDelOL2wIKjnQVmGgYD/D/4Bc78=
+1:eJwVl3c8Ff73x4VUSsXd17UyUkayKuucRMMK+ZaEJIRKIVLSUCkqo09EURlF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"]]},
- Annotation[#, "Charting`Private`Tag$114440#5"]& ]}}, {}}, {
+ Annotation[#, "Charting`Private`Tag$208435#5"]& ],
+ TagBox[{
+ Directive[
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ RGBColor[0.922526, 0.385626, 0.209179]],
+ LineBox[CompressedData["
+1:eJwVl3k8VV8XxolShjKUO98bGSoSElKsRRkSKkkqlAxpMkspQ0JSpIlMRVKS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+ "]]},
+ Annotation[#, "Charting`Private`Tag$208435#6"]& ]}}, {}}, {
DisplayFunction -> Identity, Ticks -> {Automatic, Automatic},
- AxesOrigin -> {Automatic, 0}, FrameTicks -> {{Automatic,
- Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic,
- Charting`ScaledFrameTicks[{Identity, Identity}]}},
+ AxesOrigin -> {0, 0},
+ FrameTicks -> {{Automatic, Automatic}, {Automatic, Automatic}},
GridLines -> {None, None}, DisplayFunction -> Identity,
PlotRangePadding -> {{
Scaled[0.02],
@@ -1577,9 +2302,11 @@ GFcErDelOL2wIKjnQVmGgYD/D/4Bc78=
(Identity[#]& )[
Part[#, 1]],
(Identity[#]& )[
- Part[#, 2]]}& )}}, PlotRange -> {All, {0, 2}}, PlotRangeClipping ->
- True, PlotRangePadding -> {{Automatic, Automatic}, {
- Automatic, Automatic}}, Ticks -> {Automatic, Automatic}}],FormBox[
+ Part[#, 2]]}& )}}, PlotRange -> {All, {0, 3.8}},
+ PlotRangeClipping -> True,
+ PlotRangePadding -> {{Automatic, Automatic}, {Automatic, Automatic}},
+ Ticks -> {Automatic, Automatic}}],
+ FormBox[
FormBox[
TemplateBox[{
"\"High-\\!\\(\\*StyleBox[\\\"T\\\",FontSlant->\\\"Italic\\\"]\\) \
@@ -1588,7 +2315,8 @@ expansion\"",
\\*StyleBox[\\\" \\\",FontSlant->\\\"Italic\\\"]\\)expansion\"",
RowBox[{"n", "\[LongEqual]", "8"}],
RowBox[{"n", "\[LongEqual]", "12"}],
- RowBox[{"n", "\[LongEqual]", "16"}]}, "LineLegend",
+ RowBox[{"n", "\[LongEqual]", "16"}],
+ RowBox[{"n", "\[LongEqual]", "20"}]}, "LineLegend",
DisplayFunction -> (FormBox[
StyleBox[
StyleBox[
@@ -1713,7 +2441,30 @@ expansion\"",
RGBColor[0.560181, 0.691569, 0.194885]], {}}},
AspectRatio -> Full, ImageSize -> {40, 10},
PlotRangePadding -> None, ImagePadding -> Automatic,
- BaselinePosition -> (Scaled[0.1] -> Baseline)], #5}},
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #5}, {
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ RGBColor[0.922526, 0.385626, 0.209179]], {
+ LineBox[{{0, 10}, {40, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ RGBColor[0.922526, 0.385626, 0.209179]], {}}},
+ AspectRatio -> Full, ImageSize -> {40, 10},
+ PlotRangePadding -> None, ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #6}},
GridBoxAlignment -> {
"Columns" -> {Center, Left}, "Rows" -> {{Baseline}}},
AutoDelete -> False,
@@ -1967,9 +2718,106 @@ expansion\"",
"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[0.922526, 0.385626, 0.209179],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.6150173333333333, 0.25708400000000003`,
+ 0.13945266666666667`], FrameTicks -> None,
+ PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.922526`", ",", "0.385626`", ",", "0.209179`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.922526, 0.385626, 0.209179];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.922526, 0.385626, 0.209179], Editable -> False,
+ Selectable -> False]}], "]"}], ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"Opacity", "[", "1.`", "]"}], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.528488, 0.470624, 0.701351],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.3523253333333333, 0.3137493333333333,
+ 0.46756733333333333`], FrameTicks -> None,
+ PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.528488`", ",", "0.470624`", ",", "0.701351`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.528488, 0.470624, 0.701351];
+ FrontEnd`Private`$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[0.528488, 0.470624, 0.701351], Editable -> False,
Selectable -> False]}], "]"}]}], "}"}], ",",
RowBox[{"{",
- RowBox[{#, ",", #2, ",", #3, ",", #4, ",", #5}], "}"}], ",",
+ RowBox[{#, ",", #2, ",", #3, ",", #4, ",", #5, ",", #6}], "}"}],
+ ",",
RowBox[{"LegendMarkers", "\[Rule]", "None"}], ",",
RowBox[{"LabelStyle", "\[Rule]",
RowBox[{"{", "}"}]}], ",",
@@ -1992,8 +2840,23 @@ expansion\"",
RowBox[{#, ",",
RowBox[{"Placed", "[",
RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output",
- CellChangeTimes->{{3.790882453336982*^9, 3.790882501867523*^9}},
- CellLabel->"Out[81]=",ExpressionUUID->"02cbb485-3ea1-448d-95e6-96047b6cc94c"]
+ CellChangeTimes->{{3.790882453336982*^9, 3.790882501867523*^9}, {
+ 3.792374664527342*^9, 3.7923746907782507`*^9}, 3.79237474803944*^9,
+ 3.79237499411572*^9, {3.792375026306861*^9, 3.792375134052556*^9}, {
+ 3.7924029902370977`*^9, 3.7924030406404753`*^9}, 3.792403090008027*^9, {
+ 3.79240312149918*^9, 3.792403131515787*^9}, 3.792403267420866*^9,
+ 3.792404636833185*^9, 3.792404705061488*^9, 3.792404770664214*^9,
+ 3.792404832025153*^9, {3.7924048760483913`*^9, 3.792404882613935*^9},
+ 3.792406490904468*^9, 3.792406637758203*^9, 3.792407145350552*^9, {
+ 3.793457972918446*^9, 3.793457981677313*^9}, 3.801993531088336*^9,
+ 3.801993840422288*^9, {3.80200117688089*^9, 3.8020011925311527`*^9},
+ 3.8020866850937223`*^9, 3.802086716606737*^9, 3.802086751096583*^9, {
+ 3.802165942532137*^9, 3.802165953078238*^9}, 3.8021661564482603`*^9, {
+ 3.802166275396001*^9, 3.802166302092602*^9}, 3.802166522900576*^9,
+ 3.802177643344718*^9, 3.802353533774496*^9, {3.802419573869814*^9,
+ 3.802419600668242*^9}, 3.802419642563301*^9, 3.8025515949663277`*^9, {
+ 3.8026892051075783`*^9, 3.802689248070465*^9}, 3.802701603517775*^9},
+ CellLabel->"Out[88]=",ExpressionUUID->"addcb650-971c-447d-9e45-ff6aab4a2549"]
}, Open ]],
Cell[CellGroupData[{
@@ -2013,7 +2876,9 @@ Cell[BoxData[
RowBox[{"4", "x"}], ")"}]}], ",",
RowBox[{"c8", "[", "x", "]"}], ",",
RowBox[{"c12", "[", "x", "]"}], ",",
- RowBox[{"c16", "[", "x", "]"}]}], "}"}], ",",
+ RowBox[{"c16", "[", "x", "]"}], ",",
+ RowBox[{"c20", "[", "x", "]"}], ",",
+ RowBox[{"c24", "[", "x", "]"}]}], "}"}], ",",
RowBox[{"{",
RowBox[{"x", ",", "0.00001", ",", "50"}], "}"}], ",",
RowBox[{"AxesLabel", "\[Rule]",
@@ -2028,7 +2893,8 @@ Cell[BoxData[
StyleBox[\" \",FontSlant->\"Italic\"]\)expansion\>\"", ",",
RowBox[{"n", "\[Equal]", "8"}], ",",
RowBox[{"n", "\[Equal]", "12"}], ",",
- RowBox[{"n", "\[Equal]", "16"}]}], "}"}]}], ",",
+ RowBox[{"n", "\[Equal]", "16"}], ",",
+ RowBox[{"n", "\[Equal]", "20"}]}], "}"}]}], ",",
RowBox[{"PlotRange", "\[Rule]",
RowBox[{"{",
RowBox[{"All", ",",
@@ -2043,7 +2909,7 @@ StyleBox[\" \",FontSlant->\"Italic\"]\)expansion\>\"", ",",
RowBox[{"Black", ",", "Dashed"}], "}"}]}], "}"}], ",",
RowBox[{
RowBox[{"ColorData", "[", "97", "]"}], "/@",
- RowBox[{"Range", "[", "3", "]"}]}]}], "]"}]}]}], "]"}],
+ RowBox[{"Range", "[", "5", "]"}]}]}], "]"}]}]}], "]"}],
"]"}]], "Input",
CellChangeTimes->{{3.7897457807422733`*^9, 3.789745832490975*^9}, {
3.7897459208379374`*^9, 3.789745986715302*^9}, {3.7897460206302223`*^9,
@@ -2061,11 +2927,16 @@ StyleBox[\" \",FontSlant->\"Italic\"]\)expansion\>\"", ",",
3.78993271416635*^9, 3.7899327158509693`*^9}, {3.790501039529852*^9,
3.790501039713043*^9}, {3.790501336673828*^9, 3.7905013914221354`*^9},
3.790687109212183*^9, {3.790882229195242*^9, 3.790882338816361*^9}, {
- 3.790882392082082*^9, 3.790882410199548*^9}, 3.790882481218687*^9},
- CellLabel->"In[80]:=",ExpressionUUID->"d80acc58-e355-49f5-8e82-b7a019a31499"],
+ 3.790882392082082*^9, 3.790882410199548*^9}, 3.790882481218687*^9, {
+ 3.792374703041896*^9, 3.79237470544767*^9}, {3.792374752269224*^9,
+ 3.7923747523930387`*^9}, {3.792404902068869*^9, 3.7924049086980267`*^9}, {
+ 3.802086743964109*^9, 3.8020867457475*^9}, {3.8024195819822483`*^9,
+ 3.8024195828431683`*^9}, {3.802419647305911*^9, 3.802419647693857*^9}},
+ CellLabel->"In[89]:=",ExpressionUUID->"d80acc58-e355-49f5-8e82-b7a019a31499"],
Cell[BoxData[
- TemplateBox[{GraphicsBox[{{{{}, {},
+ TemplateBox[{
+ GraphicsBox[{{{{}, {},
TagBox[{
Directive[
Opacity[1.],
@@ -2093,7 +2964,7 @@ r7vz64XNB8BbBH+15DDbPz1OD0C6ZQXAzVTkIUII6D+UGUZOxskCwBffw4zw
Vwf8FgBAWKbOnrVp8b/rmuAR2LUCQHRPehP7V+i/6f+I6CcoBUD4drFxdx3d
v8QV6LMnjgdAO5BxLfLaw7/ILr/W1ssIQAAAAAAAAAAABzanTg==
"]]},
- Annotation[#, "Charting`Private`Tag$113748#1"]& ],
+ Annotation[#, "Charting`Private`Tag$208552#1"]& ],
TagBox[{
Directive[
Opacity[1.],
@@ -2117,7 +2988,7 @@ QDxfxMSU5RTAiYRiQbfJDkDA0G9gbPAUwJxKELAV9Q5AyrPGlxsGFcAgvLtL
gmm6SysPQJVP85w2IRXAuPMUViM2D0BYCMlqoiYVwDxlwPH6QA9AGsGeOA4s
FcDB1muN0ksPQNx5dAZ6MRXAlJkh0w==
"]]},
- Annotation[#, "Charting`Private`Tag$113748#2"]& ],
+ Annotation[#, "Charting`Private`Tag$208552#2"]& ],
TagBox[{
Directive[
Opacity[1.],
@@ -2200,7 +3071,7 @@ Yo2Od2qPSvmlMuCBts9wLU0I122hmFveYsAT4UqF80pCuORx/aeE+wwwiDhR
bqcphB8cOn/HsYABr2fEnTYaCeHHs5wujD5hgJkXTC3iQjgjP3XyQgkDqtv9
2J/thHDs4pzEozIG/A8btXGo
"]]},
- Annotation[#, "Charting`Private`Tag$113748#3"]& ],
+ Annotation[#, "Charting`Private`Tag$208552#3"]& ],
TagBox[{
Directive[
Opacity[1.],
@@ -2298,110 +3169,211 @@ OxnJAlf/SJDBfSpeww++wjCVhah8MVFSBRV/ckpKU2ezLCTEeGx53kLFSy9c
miIKcv1k4ZFk3YowVQl8/zWvyHNhsmAU7VdtpyOB4+fxp7/PysKLadp+9Q0S
eNpn0uvdkbJg7g3/OLjEUj9H90WMLNR3BKR8spPA14yv8VVOlIX/ASxVALg=
- "]]}, Annotation[#, "Charting`Private`Tag$113748#4"]& ],
+ "]]}, Annotation[#, "Charting`Private`Tag$208552#4"]& ],
TagBox[{
Directive[
Opacity[1.],
AbsoluteThickness[1.6],
RGBColor[0.560181, 0.691569, 0.194885]],
LineBox[CompressedData["
-1:eJwV13k01N8bB/CxzWeMaSyZsmZfIlEpst2PbIUWS0UbyZatkr5liaRkHWNv
-I1qUKIqKtnmELEm7lCUp2aWxjTEzfvP7657Xucs59557z30/aj5HXP2ECQSC
-jBCB8P9W5ZKMaiFRBz5YWD7IMzeA3gM8ylpRHeC97irU22gAVzWH5huFdOCQ
-fnTayw0GoFD54tM4VxvELjwP+LPGAJY1BV6wnNKGXyVbVmzQNQDKzMuJ7h/a
-EH+SnvpF1gA4O4JfKNZqA53W6i87sQo+kxr2XArWBunbTqpZRavguT03IaVe
-C3KyffMT2PpgemXV00JtLejP9V9zca8+xNgYTr1O04Tj6lMTUKcHU7U1CgMD
-GhA4aNv1Q0EP+PZm27UdNaCn2ElCPW4lWFzfFL6/WB0Yp9pu7unQBRsX5Yt3
-FtQgKMO8+baRLvQum2xddlANSsLo5+TydKD87paxqFpV2L7RIvjMhDZQd15R
-EFZWBeHFs6EUV204VhKbb4apgPfASuL9Gi3QR5879j1VhrKj+0o2y2jBEjEF
-o8YEJVC/cG+adFITdgaE+suvUwSS2malxnYNMDzmdz13SB4erNtUf2WlBqy5
-s5W9u1oO1Nar6V3NUIeL0Tb6RP/l8Lg15VbxkBroxKw8xTFYBiYQpvDVWQ2U
-5JWvf++ShRyz49EqN1Xh+v5HH/ozlkJQsv8JE54K7HhnqbhmjwxYxooI1zSv
-AN+eT9bBZGkoeyclURulDGhNtejXYklorzOziLNRgq5Z8Uwd8yXgYI0H6i1V
-hE0zUV+3F5FhffXn3HWt8sDe2uYiupYETd0+47UX5SDyh2kiI0MMvky5GA1s
-Xw4qMNEYMi8MbQTrJG2pZSC7cG7jlwwCZM2FiRUOy8KdnpB2vd8LTC+979OZ
-FUuhOZKRWS80xzQS+Xr6L0MGDKvtg7kmLObuWX5LRZw0eIJ/eIvECDOhMMI9
-2kcKsuPrelo9+5gT4ind3W+o8Cdf83X5vibm+7vdnkNvKUA6FOap3MpEir6X
-7ONXSMBP58p8oThAS20+qzrKSYBVYOnZabk6pB0+Zb1MRgLmCq94fHd+hSLf
-I/8aMQkIopwRLaluQAezxrM1x8mwY3DzPstzLejuAmX/tedkoG8bF3uc+QF9
-bJP3MT5Ahr2icY9+G3Wh6NUGgUnl4jCpV7Pu0LkuZPOO19JSIg7nXP49+Pm1
-C11YFUKVKhaH+4WH7vfGdiP9JTfcynLFQXjj5tudbT1oq9Clfcpx4vDlcZKz
-v3Ef2vBkW+mUqzicHnWx2vO+HxXGCYek8knQHBt2Wp7Tj7R1FMrC50kgI5P6
-vFPjF2rI8w7wmibBbdMGs90nf6F4XnvAlhESfDi/wcR9xW+0OXH1jFcHCbRU
-FY22hQygW0trXC5XkOCt+2+1TaQhpOBbPBzoT4Lw/lcFpoZDKCr2W7WbDwnk
-jhbLG+4aQq69oWM2B0jgm3pAWunmEJqtE6k13kUCTl0nYRYNo+xDLUc87Emg
-bfj2R+nJEaTflxR6T4cEbc/L9hYVjqAO3/SmfxokOOaY8jWvcQStXv/+r7kq
-CZ77ObxLWDqK7Av1mn7KkcD1at3L/RWjyMPmklsEmQSx4o8LpAfHkFfqvvan
-Exho5ufIk6jjyEripZXXKAYtmsdz+cbjyEaCNCQ+hIEsbpQ+enYcfTj4iXfs
-JwZ3/7sb07hiAn313dCT/hmDjl+FeyN3/UXb5Xps559hsPxHfdpk/yQKCL3u
-8SJDsL5zP2UJexKxvYRWcdMwMKolpK9c8g99rk/7vSkFg83Zluk+Jv/QXP0Z
-8tA5DKIcnqR/Tv2HHqauf5AZhUFvxV16jTELXWg/pBsYgMGIUgv1yxYW2sam
-PtLxw2AueZD+7wALtZ1Nj/nrg4GUr2aGXjILzRa/bss/gIG1XGHG1R4WarYu
-7XDahcHNM5mMM4lT6JCvSpmdAwaV4xVSBVemEH7s7PZUOwxe7Gln1FZOocNe
-n259sxHsz1gik/V9Cq03Y+UzcAyw4XOZvobTSEpL+lugmeB8dt2QjredRrvr
-09xnTDFQra/LLPCcRgHC4z0pJhiYFvAzOxKm0YP7kXYfjDEIcjmVtblzGuWG
-349qM8Tgv5d5Mn7j02gis8rj+moMEvQfZcULz6A3tZVe8QYYXBVjZT1dNYNO
-4NyaPfoY3AmXWvrVegY9C9/3z10Pg0c/VmdP7ZpBX7+0rvBYiUF7bXD2qvgZ
-tPc0VyFSB4Pv2ilLt+TNIHfjkOY8bQwGs+9k+5XNIDuqse4LLQwIYQPZhV9m
-kNPMYKWGJgaULhHZZyMz6ABTv/KQBgZym9Vzvi7OoIhif2q5OgZr1L1ypPRm
-0Urt9gs71TBosNXIabWaRXtPDdvUqmLgETCYfc5tFtGlbldoCjyaXJZtFTiL
-skuzHuarYBBbfiSbHTOLSgY+W8gILPNuXfbDzFmk3DSAclZgcOvfXFZIySya
-vLyvXFngtg1nsvrezaLSoG1x9soYeHnaZl3+PYu2//R4NaCEASualOU+P4sU
-vb/rpAmcWNiWSaXOIbuI4isbBZavY2Q2q8+h5zvCSROKGJT/cs88ayLot1vc
-XSowTpTPtHCeQw6kn+HBAn/S7WHMes8h+kc6biywv1Mxo/LEHPJ33nVbROD5
-UD9GUMoccnZyS/umgEEaYyVD89ocqvYK+PRIYNWq8YzeqjlktHaN10WBq748
-yLjYPIf8KkSk4wW2Z5/IcO2ZQ1uFe5qPCPxdwSyDwppDIa7hLr4Ch1ry6a+J
-bORxLfnePoEJ3q/oZxTZSKO4j7xT4OyziXQzIzZ6/Pei3xaBtW850qdt2SiR
-lXJ5vcBPm6j0+55stFPsuT9N4K0jH9MDw9goIGbY/7c8Bn2U/HT1BDaq/KG3
-vFDgCMO96d35bHTi472PlgJjrirpeeVsJLOR/umlHAaXI36l7ahjo1yHt2uV
-BDbIv51G7hCM3xg0tGM5BlAbnNYwwkYFCdfe7F6GgXu3YVrsIhux9jtk69ME
-940/lWoqO4/4iUEdr5cK3rdaTSpLdx4paXApmjIYUG1jUsst59EwvZFhKYVB
-sT+e6u86j1RGzhUuoWJgnCyaqhowjzzcsxfSJDBoLmtO+R49j6xtn5jmkzDY
-256WksOYR80NAQqjohhMTO5I2XZrHtUMKIzaEjA4u5SWQno6j+6tXdvhxSEC
-bcO35Fft86inpc56lkWEOx4FyTG/5lER5ZP1q2EiWEQfTN7AnkeGcRzN2F4i
-vCvQSp6kcNDVWlX5gfdE8IHhpLtqHHTrwcY/VUCE2f57Sb4bOOjAM+9npfeI
-kCwWnrTCiYOSnE+LJ+cTQUl3Q1KnFwep5m31k4slQqUj50JWBAfdyc89rHGQ
-CDahLy84J3PQM9OS3HCcCB0ZZy8QCznILb/izKACEYIe2l+Ahxz0yrFrW+SE
-GPA+ky9ENXHQR5fNcqhWDBhz7YnG3RzUZ7DTnx4pBpoK2YkTkxyU/tdFeclq
-MXhisTvxjtgCajwiZVf3RRQcvRQTfRQWED23ZlHxqCj0xv84r2S4gNpbMq7w
-uCJw7OaN8x02C+jE9ZtDl2NEQLQp4DzDYwFVq9o9eDEhDI1/0jT+BC8guXTJ
-NSsPCEMi8WGdedwC2u+oE6b1Sggwey7vz60FFGKVlRMQTIBmP7WrFrUL6Kj8
-+h03AheZSeftzbLaFtAdS/zE8CSPSW5k/Gc5tYBMOtr2Ci1wmG9+P5LNJnLR
-M9HwwtvJ88w00a6HQ/JcRN08dqhTh83cqklwsTLgou3vGh8Ldc8yqbZaf7Nx
-LposCzYvvDfDfHfIMX3YjYssz7MuHS6ZZjISjuijAC5S7FjF1WudYu64kdOS
-E8VFJX4JydGqU0zp+tqAkXQumntS8fnTPRbzY3+vGF7MRVsKhrWdT7KYWcKi
-N3OrueghyyFz42kW00195abRJi7y7Fi811bHYspu2taHd3GRfn3YsXebpphf
-Dh6PzZvgIskIaW/G4hQzL/6i0pgQDzUWeDpWsKaZu4tfPLWm8VBxWZdZxrJZ
-plxdv0e+Lg8deez+Z4f/HPNbHzY3Zs5DCzvf8m91spmXCQa5m7bzkPbXJOaj
-wxymIn7yw/gJHkqPyGQFNfCYK5gSjrb1PPTjxycY2ioMP3qNhi518BA70LPT
-SkEEivg7E/8O85C3vuub790i4L0iWtOOx0NOB/aYOOWIgppV0avLUny0/rw4
-4YaVGPTvb/Se1OCjexX66zS+i8H10yN8OxM+Gt7meu+6HxEOFUgWXHHkI1Ol
-w/INfUTQfGFs/m8/H330NwxWccZgoNvzm/0xPtqAwukepRiUcGNPXj3HR0yr
-ck31BQwClG7SWPl85BAepWNgRwJdi5YqhzI+kuBEkT1SSDC8d8Kl4CUf9def
-oTS2kuBu9NJJ1gc+ivxzpdmNKA5BV0zpmwf4aGyq02faQhz0n+1fVcjmI3b4
-l8U7YeIw9v1s65TEIsrmkFoTr4hDOed24BaVRbQyjx75uF4cQhXeEq+tXUTN
-cG1fxKA4rDZj3Zy2W0QV/waGJDEy/PVcbuPouYieL7caHFEnQ2Wkxc9rIYuo
-jpLndsqcDMcuHYybiVtEczGpUuYuZFhbm6jslL2Igmy1sxp8yTDVWfasqGQR
-VaVeuln1Hxmq2e89Z2sXEU17+njVBUHuN1XMK+5bRMO2IoO0UjJc7dqNcZcR
-8J0K0rvIo2S4xI8/eVKNgMeZeO2t5JIhT618kKVPwB0OZ7aaUiUgM4DQPIwT
-cNNOuYE/RhKQOHUn6WsQAddNVPIJjZCAoxIc8aqXBDzoE59x6Z8EhK7WjFrd
-QsBp9Z2RugSKIH9sGyn9RMCX06vXR1Mp4Jd/vbVoiIBTY+aHjutRYI+GUypd
-RghXzDE4OeNFAVvzq5QgfyGcZaxroNNAAesDr2MGjgrhC8YJm7zeU8AqfnLM
-O1oIj4jUPZ/XTYGNTbZvdzOE8MDVMaeEZyiw2m083e6pEM5MUPnyUmsJyAVb
-SapRhfH+luAmg8QlMHq5T7rzkTD+VJkeEmhFhVgLc5dipjC+grc2+81mKsj0
-5jKCWoTxIyGNoTpuVDBTc5LkdQvjt4r2C7UFUCHl9iOKuqgInrwxqLiXQQW9
-6hQsxFUE15gxUTzfT4Wgt8a8xQkRvDptsr01QRKGF5OGdHTF8N6lbauMvKWg
-gTZUpUPH8OP6j4w6sqXhM0u/cbsuGS+3O0ha91MGck9kXB/NpeCmIgZ/9ORk
-QWHQzKq+iIJvHLO9ka8sC4Uef75dLqPg9B1JrqIagnrM3FLasY6Ck+vUEnsM
-ZOGp0GjcnTEKHvUfLSHDRhb60u33+9kswW/mqdXMhcmCfglv+Y/JJbi2Fm2s
-qlEWKpeXVj1eWIK/KLroq/RGVvD/uW+nE6n4KaLv4XPvZcEqpCzRUomKv3ui
-qeMmqFN3rPWcueJAxbWGzSzGJmUFebL6o0chFbf0aT8tr0SDBUPvMKNSKq4k
-wjh6Ro0GZ4olyKRqKl4U2rJ8SJsGyed8rJ+0UPG3W5p0nq6hwVVHqUraDBXP
-7KEmhznQQPX5M6fxRcH8VX/t+pxpcMsgYLCBLIkHjJnsc3elwX2plysiVCXx
-8ZeiVbb7abDu7OGnTvqSuLTZTHqdDw1qpmR3aWyQxIvqzs9ZB9LAwg/+cXBJ
-/Oh/Rlteh9KgriM4/aOTJB7nX/Vz23Ea/A/zulKG
+1:eJwV12k41O0XB3Dr/AZjbGOn7GuWJHls9y9EabGEsqQi9FCppEWiItmXZCuE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"]]},
- Annotation[#, "Charting`Private`Tag$113748#5"]& ]}}, {}}, {
+ Annotation[#, "Charting`Private`Tag$208552#5"]& ],
+ TagBox[{
+ Directive[
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ RGBColor[0.922526, 0.385626, 0.209179]],
+ LineBox[CompressedData["
+1:eJwV1nc8Vf8bAPBrnuu6rnXJ3qskkkrW5xQpo0FUiHxDykxDQzLzzcwqM9Gg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+ "]]},
+ Annotation[#, "Charting`Private`Tag$208552#6"]& ]}}, {}}, {
DisplayFunction -> Identity,
Method -> {
"DefaultBoundaryStyle" -> Automatic,
@@ -2417,7 +3389,7 @@ wjh6Ro0GZ4olyKRqKl4U2rJ8SJsGyed8rJ+0UPG3W5p0nq6hwVVHqUraDBXP
Ticks -> {Quiet[
Charting`ScaledTicks[{Log, Exp}][#, #2, {6, 6}]]& , Quiet[
Charting`ScaledTicks[{Log, Exp}][#, #2, {6, 6}]]& },
- AxesOrigin -> {-11.512925150175361`, -14.619668378205503`},
+ AxesOrigin -> {-11.512925150175361`, -14.815407399112459`},
FrameTicks -> {{Quiet[
Charting`ScaledTicks[{Log, Exp}][#, #2, {6, 6}]]& ,
Charting`ScaledFrameTicks[{Log, Exp}]}, {Quiet[
@@ -2439,9 +3411,9 @@ wjh6Ro0GZ4olyKRqKl4U2rJ8SJsGyed8rJ+0UPG3W5p0nq6hwVVHqUraDBXP
"placement" -> {"x" -> "All", "y" -> "None"}}}},
"DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None,
"ClippingRange" -> {{{-11.512925150175361`,
- 3.9120226906332793`}, {-14.619668378205503`,
+ 3.9120226906332793`}, {-14.815407399112459`,
10.12663078905547}}, {{-11.512925150175361`,
- 3.9120226906332793`}, {-14.619668378205503`, 0.}}}}, DisplayFunction ->
+ 3.9120226906332793`}, {-14.815407399112459`, 0.}}}}, DisplayFunction ->
Identity, AspectRatio -> NCache[GoldenRatio^(-1), 0.6180339887498948],
Axes -> {True, True}, AxesLabel -> {
FormBox["\[Beta]", TraditionalForm],
@@ -2470,10 +3442,11 @@ wjh6Ro0GZ4olyKRqKl4U2rJ8SJsGyed8rJ+0UPG3W5p0nq6hwVVHqUraDBXP
"freeformCursorMode" -> True,
"placement" -> {"x" -> "All", "y" -> "None"}}}},
"DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" ->
- None}, PlotRange -> {All, {-14.619668378205503`, 0}},
+ None}, PlotRange -> {All, {-14.815407399112459`, 0}},
PlotRangeClipping -> True,
PlotRangePadding -> {{Automatic, Automatic}, {
- Scaled[0.02], Automatic}}, Ticks -> {Automatic, Automatic}}],FormBox[
+ Scaled[0.02], Automatic}}, Ticks -> {Automatic, Automatic}}],
+ FormBox[
FormBox[
TemplateBox[{
"\"High-\\!\\(\\*StyleBox[\\\"T\\\",FontSlant->\\\"Italic\\\"]\\) \
@@ -2482,7 +3455,8 @@ expansion\"",
\\*StyleBox[\\\" \\\",FontSlant->\\\"Italic\\\"]\\)expansion\"",
RowBox[{"n", "\[LongEqual]", "8"}],
RowBox[{"n", "\[LongEqual]", "12"}],
- RowBox[{"n", "\[LongEqual]", "16"}]}, "LineLegend",
+ RowBox[{"n", "\[LongEqual]", "16"}],
+ RowBox[{"n", "\[LongEqual]", "20"}]}, "LineLegend",
DisplayFunction -> (FormBox[
StyleBox[
StyleBox[
@@ -2607,7 +3581,30 @@ expansion\"",
RGBColor[0.560181, 0.691569, 0.194885]], {}}},
AspectRatio -> Full, ImageSize -> {40, 10},
PlotRangePadding -> None, ImagePadding -> Automatic,
- BaselinePosition -> (Scaled[0.1] -> Baseline)], #5}},
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #5}, {
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ RGBColor[0.922526, 0.385626, 0.209179]], {
+ LineBox[{{0, 10}, {40, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ RGBColor[0.922526, 0.385626, 0.209179]], {}}},
+ AspectRatio -> Full, ImageSize -> {40, 10},
+ PlotRangePadding -> None, ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #6}},
GridBoxAlignment -> {
"Columns" -> {Center, Left}, "Rows" -> {{Baseline}}},
AutoDelete -> False,
@@ -2861,9 +3858,106 @@ expansion\"",
"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[0.922526, 0.385626, 0.209179],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.6150173333333333, 0.25708400000000003`,
+ 0.13945266666666667`], FrameTicks -> None,
+ PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.922526`", ",", "0.385626`", ",", "0.209179`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.922526, 0.385626, 0.209179];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.922526, 0.385626, 0.209179], Editable -> False,
+ Selectable -> False]}], "]"}], ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"Opacity", "[", "1.`", "]"}], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.528488, 0.470624, 0.701351],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.3523253333333333, 0.3137493333333333,
+ 0.46756733333333333`], FrameTicks -> None,
+ PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.528488`", ",", "0.470624`", ",", "0.701351`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.528488, 0.470624, 0.701351];
+ FrontEnd`Private`$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[0.528488, 0.470624, 0.701351], Editable -> False,
Selectable -> False]}], "]"}]}], "}"}], ",",
RowBox[{"{",
- RowBox[{#, ",", #2, ",", #3, ",", #4, ",", #5}], "}"}], ",",
+ RowBox[{#, ",", #2, ",", #3, ",", #4, ",", #5, ",", #6}], "}"}],
+ ",",
RowBox[{"LegendMarkers", "\[Rule]", "None"}], ",",
RowBox[{"LabelStyle", "\[Rule]",
RowBox[{"{", "}"}]}], ",",
@@ -2893,8 +3987,20 @@ expansion\"",
3.79068130990163*^9, 3.7906856024308653`*^9, 3.7906857162813396`*^9, {
3.790686478844146*^9, 3.7906865357958193`*^9}, 3.790687109731969*^9,
3.7908818555386677`*^9, {3.790882251610034*^9, 3.79088230753218*^9},
- 3.79088233976814*^9, 3.790882410673272*^9, 3.790882481813483*^9},
- CellLabel->"Out[80]=",ExpressionUUID->"927dd89d-4b73-4120-a692-bfd5bafde5d0"]
+ 3.79088233976814*^9, 3.790882410673272*^9, 3.790882481813483*^9,
+ 3.792374706008803*^9, 3.792374752964991*^9, 3.7923749956929092`*^9, {
+ 3.7923750272817097`*^9, 3.792375134900605*^9}, 3.792403136221466*^9,
+ 3.792403269523156*^9, 3.792404639923942*^9, 3.792404706203754*^9,
+ 3.79240477113796*^9, {3.792404905237535*^9, 3.7924049091758623`*^9},
+ 3.7924064956964693`*^9, 3.792406640845828*^9, 3.792407146166306*^9,
+ 3.793457995015514*^9, 3.801993539213942*^9, 3.801993854444618*^9,
+ 3.80208668565763*^9, {3.802086717197608*^9, 3.802086752921731*^9}, {
+ 3.8021659444702873`*^9, 3.802165953601725*^9}, 3.8021661569732447`*^9, {
+ 3.802166276010775*^9, 3.802166303583931*^9}, 3.8021665232773647`*^9,
+ 3.8021776440699177`*^9, 3.802353534336429*^9, {3.802419574160919*^9,
+ 3.802419601097328*^9}, {3.80241964290504*^9, 3.802419648188257*^9},
+ 3.8026892489469557`*^9, 3.8027016044600782`*^9},
+ CellLabel->"Out[89]=",ExpressionUUID->"8f31c4e7-3f9e-4970-8ffa-82ae946fa101"]
}, Open ]],
Cell[BoxData[{
@@ -2914,7 +4020,13 @@ Cell[BoxData[{
RowBox[{
RowBox[{"s16", "[", "x_", "]"}], "=",
RowBox[{
- RowBox[{"Sf", "[", "sample16", "]"}], "[", "x", "]"}]}], ";"}]}], "Input",\
+ RowBox[{"Sf", "[", "sample16", "]"}], "[", "x", "]"}]}],
+ ";"}], "\[IndentingNewLine]",
+ RowBox[{
+ RowBox[{
+ RowBox[{"s20", "[", "x_", "]"}], "=",
+ RowBox[{
+ RowBox[{"Sf", "[", "sample20", "]"}], "[", "x", "]"}]}], ";"}]}], "Input",\
CellChangeTimes->{{3.789818072879238*^9, 3.78981807590705*^9}, {
3.789818340608953*^9, 3.7898183589082117`*^9}, {3.7898187403625097`*^9,
@@ -2922,8 +4034,10 @@ Cell[BoxData[{
3.789831546161499*^9, 3.789831546839629*^9}, {3.7898320404262114`*^9,
3.7898320553038607`*^9}, {3.789864943007975*^9, 3.7898649514318943`*^9}, {
3.789892831115396*^9, 3.789892831435464*^9}, {3.789896963511537*^9,
- 3.7898969690204773`*^9}},
- CellLabel->"In[39]:=",ExpressionUUID->"09f155dc-a270-465f-83b4-5452a9d3c6a6"],
+ 3.7898969690204773`*^9}, {3.7924031541862164`*^9, 3.7924031725229*^9}, {
+ 3.7934580243954144`*^9, 3.7934580247386847`*^9}, {3.801993872175102*^9,
+ 3.80199387669166*^9}},
+ CellLabel->"In[90]:=",ExpressionUUID->"09f155dc-a270-465f-83b4-5452a9d3c6a6"],
Cell[BoxData[{
RowBox[{
@@ -2939,7 +4053,12 @@ Cell[BoxData[{
RowBox[{
RowBox[{"fit16", "=",
RowBox[{"ff", "[",
- RowBox[{"sample16", ",", "1", ",", "0.01"}], "]"}]}], ";"}]}], "Input",
+ RowBox[{"sample16", ",", "1", ",", "0.01"}], "]"}]}],
+ ";"}], "\[IndentingNewLine]",
+ RowBox[{
+ RowBox[{"fit20", "=",
+ RowBox[{"ff", "[",
+ RowBox[{"sample20", ",", "1", ",", "0.01"}], "]"}]}], ";"}]}], "Input",
CellChangeTimes->{{3.789818955879264*^9, 3.7898190417484913`*^9}, {
3.789819085394668*^9, 3.789819091758133*^9}, {3.789819628723962*^9,
3.7898196362971153`*^9}, {3.7898199879787416`*^9, 3.789820000838752*^9}, {
@@ -2948,8 +4067,10 @@ Cell[BoxData[{
3.7898317830894527`*^9, 3.789831783399386*^9}, {3.789832066674664*^9,
3.78983207936756*^9}, {3.7898624522781687`*^9, 3.789862458686954*^9}, {
3.7898649576818438`*^9, 3.7898649685188828`*^9}, {3.7898928388527813`*^9,
- 3.789892842756661*^9}, {3.789896975455278*^9, 3.789896979805492*^9}},
- CellLabel->"In[43]:=",ExpressionUUID->"faf27222-05ad-48db-b551-d6176fd5d567"],
+ 3.789892842756661*^9}, {3.789896975455278*^9, 3.789896979805492*^9}, {
+ 3.792403162844507*^9, 3.792403169274756*^9}, {3.7934580282594843`*^9,
+ 3.79345802877892*^9}, {3.801993883164137*^9, 3.801993888363929*^9}},
+ CellLabel->"In[94]:=",ExpressionUUID->"faf27222-05ad-48db-b551-d6176fd5d567"],
Cell[CellGroupData[{
@@ -2991,6 +4112,17 @@ Cell[BoxData[
RowBox[{"logZ", "[", "16", "]"}], "[", "x", "]"}]}], ")"}], "/",
SuperscriptBox["16", "2"]}], "/.",
RowBox[{"fit16", "[",
+ RowBox[{"[", "1", "]"}], "]"}]}], ",",
+ RowBox[{"s20", "[", "x", "]"}], ",",
+ RowBox[{
+ RowBox[{
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"logZ0", "[", "20", "]"}], "-",
+ RowBox[{
+ RowBox[{"logZ", "[", "20", "]"}], "[", "x", "]"}]}], ")"}], "/",
+ SuperscriptBox["20", "2"]}], "/.",
+ RowBox[{"fit20", "[",
RowBox[{"[", "1", "]"}], "]"}]}]}], "}"}], "]"}], ",",
RowBox[{"{",
RowBox[{"x", ",", "1", ",", "10"}], "}"}], ",",
@@ -3009,22 +4141,22 @@ Cell[BoxData[
RowBox[{"ConstantArray", "[",
RowBox[{
RowBox[{"{",
- RowBox[{"None", ",", "Dashed"}], "}"}], ",", "3"}], "]"}], "]"}],
+ RowBox[{"None", ",", "Dashed"}], "}"}], ",", "4"}], "]"}], "]"}],
",",
RowBox[{
RowBox[{"ColorData", "[", "97", "]"}], "/@",
RowBox[{"Riffle", "[",
RowBox[{
- RowBox[{"Range", "[", "3", "]"}], ",",
- RowBox[{"Range", "[", "3", "]"}]}], "]"}]}]}], "}"}], "]"}]}], ",",
+ RowBox[{"Range", "[", "4", "]"}], ",",
+ RowBox[{"Range", "[", "4", "]"}]}], "]"}]}]}], "}"}], "]"}]}], ",",
RowBox[{"PlotLegends", "\[Rule]",
RowBox[{"{",
RowBox[{
RowBox[{"n", "\[Equal]", "8"}], ",", "None", ",",
RowBox[{"n", "\[Equal]", "12"}], ",", "None", ",",
- RowBox[{"n", "\[Equal]", "16"}], ",", "None"}], "}"}]}]}],
- "]"}]], "Input",
+ RowBox[{"n", "\[Equal]", "16"}], ",", "None", ",",
+ RowBox[{"n", "\[Equal]", "20"}]}], "}"}]}]}], "]"}]], "Input",
CellChangeTimes->{{3.7898191382164*^9, 3.78981915322369*^9}, {
3.789819203381546*^9, 3.7898192055038*^9}, {3.789819326102756*^9,
3.789819347009884*^9}, {3.789819591195232*^9, 3.789819600655766*^9}, {
@@ -3038,11 +4170,15 @@ Cell[BoxData[
3.790501312814767*^9, 3.790501318389104*^9}, {3.790502626780437*^9,
3.790502637745879*^9}, {3.790687415941184*^9, 3.790687512627081*^9}, {
3.790882634773901*^9, 3.7908827218832617`*^9}, {3.790883013752141*^9,
- 3.790883013839507*^9}},
- CellLabel->"In[85]:=",ExpressionUUID->"511fd1ec-10b6-4e80-beb1-748a7f18c95e"],
+ 3.790883013839507*^9}, {3.792406738076473*^9, 3.79240674231993*^9}, {
+ 3.792407225415324*^9, 3.792407275163086*^9}, {3.792407389924787*^9,
+ 3.792407391131912*^9}, {3.8020868653471622`*^9, 3.8020868811244707`*^9}, {
+ 3.8025540559940042`*^9, 3.8025540630900307`*^9}},
+ CellLabel->"In[98]:=",ExpressionUUID->"511fd1ec-10b6-4e80-beb1-748a7f18c95e"],
Cell[BoxData[
- TemplateBox[{GraphicsBox[{{{{}, {},
+ TemplateBox[{
+ GraphicsBox[{{{{}, {},
TagBox[{
Directive[
Opacity[1.],
@@ -3078,7 +4214,7 @@ Qf5CMjQm0yjU1N894MsiSI2Sbw+18ShYD6iVzvgR5GJ+QmlJBgXzDR0HzAMJ
8sdZR92IbAr33SxLO4LmevXbzN1vUtgakaV6PJggjxg4OGzOoyBMJ1haoXP9
GaU71O9Q2FIWVCo4RJCVHpamIwUU/gPx+Uwz
"]]},
- Annotation[#, "Charting`Private`Tag$116802#1"]& ],
+ Annotation[#, "Charting`Private`Tag$363079#1"]& ],
TagBox[{
Directive[
Opacity[1.],
@@ -3115,7 +4251,7 @@ yn3Bl6wUp3yLRmVNrocblyB3tJ7L/phFY5tIrmTWkyBvyk+UUzk0DHXaPQx9
Fvqjmt/759MotTEuafclyKIacta0gIb+sXTmr4cIUoH4R15JQKM4keAqBhDk
UdNVWkPFNLbc9y0pDCTI+rArJpX3afwPLXRHcA==
"]]},
- Annotation[#, "Charting`Private`Tag$116802#2"]& ],
+ Annotation[#, "Charting`Private`Tag$363079#2"]& ],
TagBox[{
Directive[
Opacity[1.],
@@ -3177,7 +4313,7 @@ yEFqK0ETZKK6Ps/lqCtBRh642mUhxMSeYZGyOTeCLPtdm9W2jAkt1W4XLXeC
jOJIy3UIM1FuqVPWfZIgQ3z0u61EmNjte2dFwCmC7PtTPPydKBOlSYTrmjME
WfBPirKNOBM7n54sK/IkyAiJD03vVzHxP/TbxQc=
"]]},
- Annotation[#, "Charting`Private`Tag$116802#3"]& ],
+ Annotation[#, "Charting`Private`Tag$363079#3"]& ],
TagBox[{
Directive[
Opacity[1.],
@@ -3214,97 +4350,79 @@ E+QeXf75fgYNq+aRlSvtlnrSGftcCBrmivl5Zg4EuT4minKQooHHZtLlTgTZ
gKu3jkaBjUF+ixtBPs5mqjxfT0P37APp86cI8q7aoTHtDTTyYgierCdBRsXH
lKXL0dhd6Jaf88vST1ZnhLo8jf8A/r9P+w==
"]]},
- Annotation[#, "Charting`Private`Tag$116802#4"]& ],
+ Annotation[#, "Charting`Private`Tag$363079#4"]& ],
TagBox[{
Directive[
Opacity[1.],
AbsoluteThickness[1.6],
RGBColor[0.560181, 0.691569, 0.194885]],
LineBox[CompressedData["
-1:eJwVV3c41o37fXrISvGWiqRklpZUiDgfGd8os0hINKQoI5KRrCQNo4y8RFMR
-sl6rkooGj709w4OkQqHBsz6/fn/c1/nj3Pd1zrmu88+95oiP3XEqhUL58Xf+
-Hx9lZiQG6Z00FPZdE0BhJEFD+3jhCZX/Icw7TbluKAm/ZM7t2K5yAFTpqZvR
-Y0lwihEI5FVOgEzWr1r4MwkLn792l1IJQmjDY2WdBckY7VFZIq5yGbL2C0eY
-O5LR8anr23yVNCwVJYIvpSfjg/cmR2GVXPxQMjln4XwTjUXOJ9cpVMJJ+tb+
-SPkU9Pnm6b7+Ugej7oiQT6xUDPkdtb6c+w4jbj9EX71IR+F05j4Wmwbr1yrZ
-uyYywDyRfmestw19X33MqhSzYJaqJLGe7ESiu8uivaXZqJqVQNWyXqS/z9ry
-Qfsu9l7J8ZCZ6wfXvWa+Uco91B38LVwlx8TeyqWhKzc9gMZTnkVK1CBCVhwV
-8n//ECGmG2dnfrDh5m3Zsy4oFzWCF25B4cNwfrD7q5/3E0haP9zlPjWCynBn
-+8/u+bCqHWf5RI/CVW/+aYXHBUgxH3ZXWTSGf4QLnf8VeYbxU5qHEP4FH/u2
-npHRLca2p4wlFxd+Q0bwnub62yW4FsM2Vo0ah82SjS/JuVJ0hZlu/rF0EkXw
-38lNLIdygiPpdu870vcY5W/Vr4DRSneVlfE/0Jo5l/6RXYkxSoNaht0UElmT
-763eV2P5lu7jjQun4U7duWB53nOYTxqkWddP487l/jmrrJc4W2Ov5nFtBlYe
-TPFJ71dQ7ZSd3mz2E2NHsvNWXa5DK++q/DWpX3h4W4ne9OE1LpQ46Oh3/UJh
-VyhXRvYtSkqbErKu/8b/nu+XGzhcj8G306bJ9n+wSGtr4NquBqSueaurJz2L
-dO0N+uq73sN6wYTC9nez+Ek3l/xW8QGU+Q1ur6/PoUlrz33joEbssLAYpP6P
-g2My/dabNGi4IV+7Xs2CA9OPN2ibttAwNL41yNySA6WnKwy1dGm4lqCwKHEf
-B1e22cHYjIbBzh/6Cm4caFzybEo9QkPs4bQ0nWAOZhbVZVtm0jCgKTnsFMZB
-jkHZuQf3adCkRm4Kv8hBIK0lXiifhr4Hp+rfXuLgXMf1jwNVNGz4ajBjm8xB
-m+J1V0EPDe0BI1be+RxQ9ub0OS1rhrrZwYyEQg5il7WmHl7VjLDlzZ9KijkI
-0vXRSVFvhmp1RdhcBQfzVoo/XaTXjPNkfF7sWw5K93ikM12bsSp+i8hdBgeu
-9PTiR4+bcSo7/EWXFBfD4dqqT3e1YEJhtOvNYi6endn3WXVvC3wzLSeLl3KR
-VZs0r8S+Bedur1x9Q54LM42jW4RPtiDyZnWEmToXAaXzrB8mtiD98m/jCkMu
-Lm39dC96pAXyIq4uD424MJ0NEbrwvQV3YuoDbppwYSxmOXKL04IHkbce+lhw
-oXHowqMksVYUhWqJrnXgwvuOgrWwYisafM58TD/NxRc53uJAu9a/feoaivXl
-okveXGrZwVY0eRtwA85y8ZtxyKzxcCvaT0pusA3mYtb9UVrA6VYwjuZdF7/E
-xc3kMIv2K634eWDUJiSTi7UiPFL7XSuCui1PemZzobTy8e1DLa3g7C+PdLjH
-hUnW6Ju7Pa2g2MWUaD3mYkVuveSlsVZI7lWS+VbKBbOCOPpuQRuUCdce50Yu
-jOr9nzx3bEP/ygR9/WYuLuYNeNGOtCFxrjZ7RRsXrbW+cUKn2yAoWePZ182F
-jdzSpUORf/dVP806DHEhywoOP1/QhuQF3ivs5rhgq5feTpFsh/lYZvgWHhe5
-a7ZZGcm1g1JPG5ImudAdoTetUGvHmfDN+S3CPNh+JUUPEu2wmJrWt5TmAQ9c
-5JcHtWNeT/Ch3eo8vKZKbKubaEdlaV6dugYP5Y5JwUH8v/eJA6qiG3kwDg28
-fHhhB+jmBpP1WjxsXk8Xq9/YgcrnlIvGhjwYRfHWTfh2wPfe5RxDex64cn8S
-rCidYJ1OGd4WzYO/5/I/uYZd6JYwSLKL5SH7rjHpZ9+FptwRQ98rPHgFdKsd
-9O5CNXtrRn4CD1JZ3wqCMrqQat9uo5TJQzzlkU7lny7sNZB6KVXOw8yNts8W
-Zd0w7v/Pa2MlD9p7npSxG7uhF+Qqt6eGh5ceblf9hruxtrggILbub94Yq3y/
-xT0QUt27nk/jQfdGLFnh04NqySvpX0d5+F7JFDmj2oviJ5pmYl952FP43u+K
-fi8em/XOqE7w4Hsm6GmIbS9SItSt3Wd4OH9hIzEQ1gvfn/Xze0keikzuDfm0
-9UKdTj1bL8sHzSRv/kffPqwKzlMcludj8VDUn4roPsgss2umrObj1IkMpldq
-H6g2d9ftVOVjJrjSaE1NH5hvMFiyhQ/H8VUGZfP6cSs/zDLHgg/3AM8d0dH9
-qPq17H2cJR+mC1xaC5L6wUTxLj8bPm5E2a16mN2PtZ2fdHY58HFx/yL12ep+
-POdZKY248zExrvhM73s/2GZfMpuO8dG86ntCK7cfIknRy8tP8PFTrcNSW2wA
-NqqVkrGn+eDvnu90VnEAw5Zr/qgH8xFXqZZUZzUAsfQaP+kwPk4fj9YbOTiA
-DUP247PhfKToy7/sPzaAc+fi2R9i+BB7VXnINGQAEtkzjV6JfCQL7h5ffX8A
-Wj/qc4py+Yg59IKVNDGAA3pu8ul5fNzcd3bO8PcAwmI4KREFfMSGj+p+FAyg
-QXbzVdtSPja15L+9IEWHk1F64MxLPgwLZkO9NtMRlXzKQqebj+nN9lHjJ+nI
-pQvXr+7jQ5Mi87nal44mtWyI0fkoaSS6fYLoWFbTsa2PzUf1Sd17CTF05A3v
-XB06wUc6xUavIouOtm1SP18KC7Dm1+ikRhMd2lCs/CQqwFB1mZdCOx0Z5lvC
-JBcIEDKob8zvoeOY6z5hp38E2Lmhcl3cMB2zl9NkfikI4B/nqMCeo2PVwOrt
-63UESI7aKm+vwkD0J805Wz0BdH2q2RfWMTD23ejFeQMBJnyv/XN3EwMlwsdM
-G4wFCK9NXNKvy8ByqUDxCTMBHN9c+3fKgIEwuVjaEgsBpn57zooYM2C66bG9
-u40AgZ5vFJUtGcjTrZKL2yfANVumfKAtA4uMPzIKHQTwK0uor7BnoPfA+HGe
-iwD1h79dlnZlwDtS81zaSQHcey6kyZ1hoO2qkd5LbwFsH+h3cPwY0E61E4z4
-COB11iOhJZABMi8gVuucAOaPDnL2X2AgubMylRYlQICSPq3vKgNV6kYVQpkC
-SOdbnF+Vy4BIs+2sT/Nf/ZyIlyZ9DGRrbxCLaxPAOcvwkDGdAd1sEdmcTgGM
-E+o/G7EYOOVbo9PaL4C+eKUD8YkB2mLVIM3PAlTrD3RYTjFw68Dsrx+kAHP5
-ZKKIBBMbX7XPFxciQb6IurxtIRMNawuWrhEhoapkxvGUZmJ2zn27rSSJJFEH
-8c/LmHDObAwoliVRFGjTb6zChBL7zozfFhJpPosthggmasyDheK3kbCM7NR5
-asLE/pJ9S+7pkJgmFhdG72YiNlpsa7sBie9pt8QO2TDxRdXfX8uCxMc6tyMN
-bkw8O2U6NX2ExBaO7it6DBPmHavnLfAgMXBGWrPiChND+hxp5ZMkXE9X/Pfo
-BhMyC4s09/mQ0LHwFzSkM1EQeIXw8ifx7jy9ZjaLCTPmUZvoQBJf8t7EGd1n
-IqhI1rc0lMT+rw+sVxQyIS07c7ExnISD7W6L/FImHkfQEoYjSUxYPLe3r2LC
-6EtuNjeGxNKRkhnZWib6baOKlsSRuN7qt3jPWybOVrvUrr9K4tRs4G7Jd0xI
-Kuu0GN8gkSJlyf74gQnDn98mz94iQR8QiiNamJgvUdXokEbi1cJLCh/amGha
-Hft4RwaJb78zCq07mXDao3iEzCbhb9lBPdDHxLl7+7vi80mUyMZr2QwzUWjz
-oubuaxKiHubDnN9MrCq4Edfyg8S9KI0/jxRY+PTa+XjJDImpt4VCUoosPO1d
-uyvlNwnl7SHrgpRY0BN+w3XikXC8+a/4bnUW8gtCdWaEKETzCSuFSU0W3gk/
-ywuXohDmJmpMZxMWyBLZpBQ1CnFBPcLKxJsF6h09FbW1FEJbnZGzwIcFkSsu
-Ff+toxDsP8fGu/xYkDycw+jZQCGCFw32ng1iYcWCtRortlKIbzLRMz1RLGgf
-1XlzBxQixHnejGPGXz9WBx02G1EIpXHDCJcsFgx2hH6p3UUh9Krlnh/LYcFE
-qlaKbUohah8bFEc/YsGuxsxFeS+FWHvRtFRQwsLpJQ6/ch0pxFDatgQqjQVf
-QVCcrhOF8Mqnpbm2shDw5bb8B2cKEf65T7mug4WQWobRV1cKMdowjYx+FuK8
-jt/YcJxCaEXMDWWPsfDgTYB6sR+FmKoNlZQQGsTA2ZsHq+MpxL+y3PJXyoMI
-7T/6SneMQgyeUL2pf3UQmaJuOYPG84ijOv3BHiODqN65rcg2dx4xNLq20cCE
-jczlri4rhalEUbbm22VZbKzQe11cPZ9KtEbVjN+9w8ZtFzXRg6JUgi/6Qmxj
-DhupdyeLUySoxISNt7zxfTYS1l8UlfqHSgg9iSg484SNKOSUzFtFJcQiTFLe
-lLNx4sSQ2GcdKhFfE+Pm2czG6BUz10s7qERZV/fX6RY2jj3NK1XW/8s7E14X
-2v7+PVP+rm6GVKJq4rhVcicbTqFCZX0mVKJe8cCdmn429iaoHG6ypRIx7os8
-JT+z8bE4ruzUPirhlxppnzrGhnnnuLi4PZU4qWqxQ/ErG2Zy5WWmjlTi2rvJ
-4a0TbOC+qUStK5XwHpVpcJph42X9k8OH3KjE/tFXHiM/2dg5trCc604lRHeO
-80//ZkN3Y/dh3eNUYplGr1TkHBv/WeuVd3tQichnD+IluGxs978jEehJJVae
-FOPd5LFRdovqtuQUlfiTLn5MQcCGVoVHebEXlbj1oPD1I5KN/wPFS3Mq
- "]]},
- Annotation[#, "Charting`Private`Tag$116802#5"]& ],
+1:eJwVknk4lIsfxcckJKUiuaGuZWi9JEXIGZQuNwqptDCUlHSNFJErIZVkzZLI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+
+ "]]}, Annotation[#, "Charting`Private`Tag$363079#5"]& ],
TagBox[{
Directive[
Opacity[1.],
@@ -3312,36 +4430,146 @@ FOPd5LFRdovqtuQUlfiTLn5MQcCGVoVHebEXlbj1oPD1I5KN/wPFS3Mq
Dashing[{Small, Small}],
RGBColor[0.560181, 0.691569, 0.194885]],
LineBox[CompressedData["
-1:eJwV0/k/1HkAx/Hx3ZFMSS2FTmWattq240EY8f6EUVnlkSIURq6a8lBUrlKP
-0sGySu4okXR40IjakYgy5Sgmxh3zpXXkihC5tv3h9Xj+Ba+Vh72s3CgGg7H7
-Z/97PzHhui/3qNGtPsWayd5YrNvqlunB3gGhgGvHV4/DiOoZfR32AbzqFLS8
-NomDffD09BK2B8ro8q7QhDgo5Rc7K7N9MSQNn1LfGY+OOraKIvsqthUsWKOT
-moDqf6U98uxYlPytEeBpl4TS43/YMtnpGI9VnT9w+C7Ksw4eXbvsH7Q8qTi1
-1jQdDSce6RV3F8HwQojmvaIMtJ10sbya/ha3/Hq8xQuEyBxK3NdKv8fU8Y6c
-FVNP0eIRd7urXoLEfJfF8c+ewSxmFWv9TA00duo4+T4SQTTGgmhRPY6yK5+E
-Xc+HRUiyu+p4IwYP9qwuNi1Ekd0oU6TRgqzODYaZGkVYlzFpHn1RBnnLNf5z
-/IoRwNsw9u0rjYKWYIPgytd4Mf2S7xvUDs+wMM+NpiWYa5lm7Dz4GSIPa+GX
-O2LsKext9brUgRH+O9d69XeI3tXuzJ7XhfiLd27ToaXoFWxyQFA3GiW6X360
-l0E745PKeaUezENAmpl9BcKCaZPVF3vR1nDOO+X5e0jP8jZ+XdiPe5HrszZt
-qYRWhO0MP2UAnaLl+n1WVdi+1Jm9NPQrLLZf0zJnSNDFEHMSrAbxoE7MI/kS
-qG2udStXGoKU2XGi4NhH7Oo3jLUsGYK2ma5TmVo1fF5Yc9zDviE0xuGy18dq
-rK5RH9poNozsc645iRdqUDX515Iw5RFIfMgSF0MpzmXb6BpIR8AO2sN7PipF
-9tOKiKTwUfBWGPrdTK2F7M0QL9L6O/iVjPbZTnWIWflGjzt/DOaL0mxmzauH
-5Zy+ZTpvx3DkZGD4DVE9GPJifnH4OIKaOJO5Pg3QNzeXUTt+wLU52+fwykYI
-7gS9lCpPwLhXRevBp0ZoEce6g+UTGIi0bjod3oRWz+h27UuTqNxdaiPRb0bU
-47O7k82n8FDtV5Z4uBkSbeXhAuY0rPwMxMapnzDrw94xrw/TGO7Uz7Plt8Bo
-uKffJ2oGpccEJyc1WjGTrX4jmsMgnlcCN//2thVNPjft8kIZhFn/JOrMdhkC
-G11e6XUxCFdPdeGyeBkSFfjJMhM5Epoy35c1IEPeNu2svelyxCbq+ylTCxqJ
-ao6HljIpEirZ42ucSmMxt1iYJ08RmfBQp/gejfhDHAU7BYpsjRQc+PM+jZi7
-/cJoFkU+W13R3f+QRsT68wrKCyhiVPPyu1sWjYtIzpZbTpGh2t/9Ql7Q8PBo
-m92pSxHbZpZ/VTWNjhAzx8v6FMnMV+/eL6XhmvHoqZYBRZhJHLuGWhr8QW9H
-vhFFsh2M9dsaaNgH/pLTYEqRua3+499aaVhEsJ0q9lKkgO7yV+ulUSa8liPY
-RxHV4tHuW300dtX0KipaU+R4CtNec4CGmUZuDs+WIuoumty1QzSQymMVOlLE
-+/OBH9yxn9+UPHRy4FOk7I2boHCcxrYupdwJZ4popvk0mkzQ0NtQ66TnRpEK
-t4g8i2kazyy5ubXuFFlllrROMkNDx/s26/QRivhxHidYy7UhJ4riqwgoUjVL
-xGqk2rDluXuu8BhFOJ3iAEdmG/4D4bpUqQ==
+1:eJwVxWs01GkAB+DxxlqD2CQp6shkV2WLQw2V39sFO45ypLZc0ii31K5UclZW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"]]},
- Annotation[#, "Charting`Private`Tag$116802#6"]& ]}}, {}}, {
+ Annotation[#, "Charting`Private`Tag$363079#6"]& ],
+ TagBox[{
+ Directive[
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ RGBColor[0.922526, 0.385626, 0.209179]],
+ LineBox[CompressedData["
+1:eJwVlXk4lAsDxTWmSCQRSglZihYpWcJ5EUUqlCxFg6Koayt9lduCShEhKteN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+ "]]},
+ Annotation[#, "Charting`Private`Tag$363079#7"]& ],
+ TagBox[{
+ Directive[
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ Dashing[{Small, Small}],
+ RGBColor[0.922526, 0.385626, 0.209179]],
+ LineBox[CompressedData["
+1:eJwV0Hk41HkAx/Hx27EWaerRQXSa7KZDinLl86UoOiwe5ZiYqRAdUlt6XO1W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+ "]]},
+ Annotation[#, "Charting`Private`Tag$363079#8"]& ]}}, {}}, {
DisplayFunction -> Identity,
Method -> {
"DefaultBoundaryStyle" -> Automatic,
@@ -3356,8 +4584,7 @@ xGqk2rDluXuu8BhFOJ3iAEdmG/4D4bpUqQ==
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[
+ AxesOrigin -> {0., 0}, FrameTicks -> {{Automatic, Automatic}, {Quiet[
Charting`ScaledTicks[{Log, Exp}][#, #2, {6, 6}]]& ,
Charting`ScaledFrameTicks[{Log, Exp}]}}, GridLines -> {None, None},
DisplayFunction -> Identity, PlotRangePadding -> {{
@@ -3377,9 +4604,9 @@ xGqk2rDluXuu8BhFOJ3iAEdmG/4D4bpUqQ==
"placement" -> {"x" -> "All", "y" -> "None"}}}},
"DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None,
"ClippingRange" -> {{{4.6991532510082564`*^-8,
- 2.3025850460025135`}, {-0.02372567994350283, 0.5630333326327885}}, {{
+ 2.3025850460025135`}, {-0.02372567994350283, 0.5930196265360393}}, {{
4.6991532510082564`*^-8, 2.3025850460025135`}, {-0.02372567994350283,
- 0.5630333326327885}}}}, DisplayFunction -> Identity, AspectRatio ->
+ 0.5930196265360393}}}}, DisplayFunction -> Identity, AspectRatio ->
NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {True, True},
AxesLabel -> {
FormBox["\[Beta]", TraditionalForm],
@@ -3410,18 +4637,20 @@ xGqk2rDluXuu8BhFOJ3iAEdmG/4D4bpUqQ==
"placement" -> {"x" -> "All", "y" -> "None"}}}},
"DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" ->
None}, PlotRange -> NCache[{{0,
- Log[10]}, {-0.02372567994350283, 0.5630333326327885}}, {{
- 0, 2.302585092994046}, {-0.02372567994350283, 0.5630333326327885}}],
+ Log[10]}, {-0.02372567994350283, 0.5930196265360393}}, {{
+ 0, 2.302585092994046}, {-0.02372567994350283, 0.5930196265360393}}],
PlotRangeClipping -> True, PlotRangePadding -> {{
Scaled[0.02],
Scaled[0.02]}, {
Scaled[0.02],
- Scaled[0.02]}}, Ticks -> {Automatic, Automatic}}],FormBox[
+ 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",
+ RowBox[{"n", "\[LongEqual]", "16"}], "None",
+ RowBox[{"n", "\[LongEqual]", "20"}]}, "LineLegend",
DisplayFunction -> (FormBox[
StyleBox[
StyleBox[
@@ -3498,7 +4727,30 @@ xGqk2rDluXuu8BhFOJ3iAEdmG/4D4bpUqQ==
RGBColor[0.560181, 0.691569, 0.194885]], {}}},
AspectRatio -> Full, ImageSize -> {20, 10},
PlotRangePadding -> None, ImagePadding -> Automatic,
- BaselinePosition -> (Scaled[0.1] -> Baseline)], #5}},
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #5}, {
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ RGBColor[0.922526, 0.385626, 0.209179]], {
+ LineBox[{{0, 10}, {20, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ RGBColor[0.922526, 0.385626, 0.209179]], {}}},
+ AspectRatio -> Full, ImageSize -> {20, 10},
+ PlotRangePadding -> None, ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #7}},
GridBoxAlignment -> {
"Columns" -> {Center, Left}, "Rows" -> {{Baseline}}},
AutoDelete -> False,
@@ -3813,10 +5065,110 @@ xGqk2rDluXuu8BhFOJ3iAEdmG/4D4bpUqQ==
"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[0.922526, 0.385626, 0.209179],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.6150173333333333, 0.25708400000000003`,
+ 0.13945266666666667`], FrameTicks -> None,
+ PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.922526`", ",", "0.385626`", ",", "0.209179`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.922526, 0.385626, 0.209179];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.922526, 0.385626, 0.209179], Editable -> False,
+ Selectable -> False]}], "]"}], ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"Opacity", "[", "1.`", "]"}], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ RowBox[{"Dashing", "[",
+ RowBox[{"{",
+ RowBox[{"Small", ",", "Small"}], "}"}], "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.922526, 0.385626, 0.209179],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.6150173333333333, 0.25708400000000003`,
+ 0.13945266666666667`], FrameTicks -> None,
+ PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.922526`", ",", "0.385626`", ",", "0.209179`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.922526, 0.385626, 0.209179];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.922526, 0.385626, 0.209179], Editable -> False,
Selectable -> False]}], "]"}]}], "}"}], ",",
RowBox[{"{",
- RowBox[{#, ",", #2, ",", #3, ",", #4, ",", #5, ",", #6}], "}"}],
- ",",
+
+ RowBox[{#, ",", #2, ",", #3, ",", #4, ",", #5, ",", #6,
+ ",", #7}], "}"}], ",",
RowBox[{"LegendMarkers", "\[Rule]", "None"}], ",",
RowBox[{"LabelStyle", "\[Rule]",
RowBox[{"{", "}"}]}], ",",
@@ -3858,37 +5210,26 @@ xGqk2rDluXuu8BhFOJ3iAEdmG/4D4bpUqQ==
3.790686481233158*^9, 3.7906865375867577`*^9}, {3.790687438279323*^9,
3.790687513180407*^9}, {3.790881893625595*^9, 3.790881903596817*^9}, {
3.7908826353218327`*^9, 3.790882641285583*^9}, 3.7908827224551153`*^9,
- 3.790883014282462*^9},
- CellLabel->"Out[85]=",ExpressionUUID->"65690007-8378-4fa0-a374-4d85aa664d2e"]
+ 3.790883014282462*^9, 3.7924032178994417`*^9, 3.7924046676549397`*^9,
+ 3.792404725732418*^9, 3.7924047967098846`*^9, 3.7924067452244263`*^9,
+ 3.792406942354463*^9, {3.7924072707485237`*^9, 3.792407275615801*^9},
+ 3.792407391544647*^9, {3.792407480674727*^9, 3.792407492098131*^9},
+ 3.792408564773666*^9, 3.7924088574397087`*^9, 3.79345805394835*^9,
+ 3.801993606684061*^9, 3.801993935183337*^9, {3.802086861425941*^9,
+ 3.802086881569778*^9}, 3.802166355135913*^9, 3.802166568488834*^9,
+ 3.8023535815627623`*^9, 3.802554007075569*^9, {3.8025540586202183`*^9,
+ 3.802554063614998*^9}, 3.8025541639955463`*^9, 3.802554388630266*^9,
+ 3.802689292305612*^9, 3.8027016491069317`*^9},
+ CellLabel->"Out[98]=",ExpressionUUID->"9963b39a-253f-470a-8961-9edebd6507c7"]
}, Open ]],
-Cell[BoxData[
- RowBox[{
- RowBox[{"ns", "=",
- RowBox[{
- RowBox[{
- RowBox[{"Import", "[",
- RowBox[{
- "\"\<https://oeis.org/A206711/b206711.txt\>\"", ",", "\"\<Table\>\""}],
- "]"}], "[",
- RowBox[{"[",
- RowBox[{
- RowBox[{"2", ";;"}], ",", "2"}], "]"}], "]"}], "/", "2"}]}],
- ";"}]], "Input",
- CellChangeTimes->{{3.78982026538109*^9, 3.789820353900846*^9}},
- CellLabel->"In[47]:=",ExpressionUUID->"5a1efa6e-dfe2-4d60-ae14-3a6c7a1d321c"],
-
Cell[CellGroupData[{
Cell[BoxData[
RowBox[{
RowBox[{
- RowBox[{"(",
- RowBox[{
- RowBox[{"Exp", "[",
- RowBox[{"logN", "[", "8", "]"}], "]"}], "-",
- RowBox[{"ns", "[",
- RowBox[{"[", "2", "]"}], "]"}]}], ")"}], "/",
+ RowBox[{"Exp", "[",
+ RowBox[{"logN", "[", "8", "]"}], "]"}], "/",
RowBox[{"ns", "[",
RowBox[{"[", "2", "]"}], "]"}]}], "/.",
RowBox[{"fit8", "[",
@@ -3901,10 +5242,11 @@ Cell[BoxData[
3.789817322122814*^9, 3.78981734350443*^9}, {3.78981904967447*^9,
3.789819050028948*^9}, {3.78981989295175*^9, 3.789819900229203*^9}, {
3.789820346352702*^9, 3.789820358949071*^9}, {3.789831035088595*^9,
- 3.789831035495175*^9}, {3.790686939117031*^9, 3.790686939521482*^9}},
- CellLabel->"In[51]:=",ExpressionUUID->"90d2bb91-ba31-44f8-b0ca-47994c701e88"],
+ 3.789831035495175*^9}, {3.790686939117031*^9, 3.790686939521482*^9}, {
+ 3.7934580054599047`*^9, 3.7934580068511267`*^9}},
+ CellLabel->"In[99]:=",ExpressionUUID->"90d2bb91-ba31-44f8-b0ca-47994c701e88"],
-Cell[BoxData["0.009051183090343628`"], "Output",
+Cell[BoxData["1.0090511830903437`"], "Output",
CellChangeTimes->{{3.786034765393785*^9, 3.786034815805835*^9}, {
3.786034880548635*^9, 3.7860348931752234`*^9}, {3.7860349290857697`*^9,
3.78603493955373*^9}, 3.7860350281548758`*^9, 3.786035066093541*^9,
@@ -3926,8 +5268,13 @@ Cell[BoxData["0.009051183090343628`"], "Output",
3.790680774016933*^9, 3.790681267181381*^9, 3.7906813151258707`*^9,
3.790685728199264*^9, {3.790686487552446*^9, 3.790686539072474*^9}, {
3.7906869354035*^9, 3.790686939935053*^9}, 3.790687522332919*^9,
- 3.79088196776464*^9},
- CellLabel->"Out[51]=",ExpressionUUID->"babae3f6-24e2-4dd7-b0ec-523f55cda669"]
+ 3.79088196776464*^9, 3.792403224556333*^9, 3.792404677038349*^9,
+ 3.792404725798419*^9, 3.7924047967695627`*^9, 3.793458010300988*^9,
+ 3.793458057319188*^9, 3.801993610026066*^9, 3.801993937627986*^9,
+ 3.80208690202335*^9, 3.802166355203932*^9, 3.802166568555097*^9,
+ 3.8023535816447983`*^9, 3.802554394967621*^9, 3.802689292377997*^9,
+ 3.802701649157143*^9},
+ CellLabel->"Out[99]=",ExpressionUUID->"d6eb8147-5336-4f0a-af98-2c7f67894dec"]
}, Open ]],
Cell[CellGroupData[{
@@ -3935,22 +5282,20 @@ Cell[CellGroupData[{
Cell[BoxData[
RowBox[{
RowBox[{
- RowBox[{"(",
- RowBox[{
- RowBox[{"Exp", "[",
- RowBox[{"logN", "[", "12", "]"}], "]"}], "-",
- RowBox[{"ns", "[",
- RowBox[{"[", "3", "]"}], "]"}]}], ")"}], "/",
+ RowBox[{"Exp", "[",
+ RowBox[{"logN", "[", "12", "]"}], "]"}], "/",
RowBox[{"ns", "[",
RowBox[{"[", "3", "]"}], "]"}]}], "/.",
RowBox[{"fit12", "[",
RowBox[{"[", "1", "]"}], "]"}]}]], "Input",
CellChangeTimes->{{3.789820082827054*^9, 3.789820111656827*^9}, {
3.78982037403331*^9, 3.78982038294141*^9}, {3.789831775865436*^9,
- 3.78983177611141*^9}, {3.790686943324568*^9, 3.79068694357749*^9}},
- CellLabel->"In[52]:=",ExpressionUUID->"24a1235a-0106-41db-84ea-024b7cb0822c"],
+ 3.78983177611141*^9}, {3.790686943324568*^9, 3.79068694357749*^9}, {
+ 3.7934580631993933`*^9, 3.793458065692689*^9}},
+ CellLabel->
+ "In[100]:=",ExpressionUUID->"24a1235a-0106-41db-84ea-024b7cb0822c"],
-Cell[BoxData["0.012502362829926339`"], "Output",
+Cell[BoxData["1.0125023628299263`"], "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,
@@ -3961,8 +5306,13 @@ Cell[BoxData["0.012502362829926339`"], "Output",
3.790500915950795*^9, 3.7906807745707397`*^9, 3.7906812676631613`*^9,
3.790681315798389*^9, 3.790685728471385*^9, {3.7906864883651733`*^9,
3.790686539448419*^9}, 3.790686943835453*^9, 3.790687522603384*^9,
- 3.7908819681122227`*^9},
- CellLabel->"Out[52]=",ExpressionUUID->"7ad87dcb-73ba-4fdb-83b2-828491e5f2a6"]
+ 3.7908819681122227`*^9, 3.792403225338358*^9, 3.7924046779366083`*^9,
+ 3.792404725843038*^9, 3.792404796806484*^9, 3.793458066147029*^9,
+ 3.801993610528057*^9, 3.8019939378480263`*^9, 3.802086902436619*^9,
+ 3.80216635525252*^9, 3.802166568605502*^9, 3.8023535816944637`*^9,
+ 3.802554395477442*^9, 3.802689292421947*^9, 3.8027016491860857`*^9},
+ CellLabel->
+ "Out[100]=",ExpressionUUID->"f74d6f02-720c-446d-9c38-444a61f1ed7e"]
}, Open ]],
Cell[CellGroupData[{
@@ -3970,57 +5320,125 @@ Cell[CellGroupData[{
Cell[BoxData[
RowBox[{
RowBox[{
- RowBox[{"(",
- RowBox[{
- RowBox[{"Exp", "[",
- RowBox[{"logN", "[", "16", "]"}], "]"}], "-",
- RowBox[{"ns", "[",
- RowBox[{"[", "4", "]"}], "]"}]}], ")"}], "/",
+ RowBox[{"Exp", "[",
+ RowBox[{"logN", "[", "16", "]"}], "]"}], "/",
RowBox[{"ns", "[",
RowBox[{"[", "4", "]"}], "]"}]}], "/.",
RowBox[{"fit16", "[",
RowBox[{"[", "1", "]"}], "]"}]}]], "Input",
CellChangeTimes->{{3.78986498754324*^9, 3.789864996472858*^9}, {
- 3.790686947012381*^9, 3.790686947257492*^9}},
- CellLabel->"In[53]:=",ExpressionUUID->"6c35788f-083e-448b-82aa-5d86bb96b55a"],
+ 3.790686947012381*^9, 3.790686947257492*^9}, {3.793458069037771*^9,
+ 3.793458072163686*^9}},
+ CellLabel->
+ "In[101]:=",ExpressionUUID->"6c35788f-083e-448b-82aa-5d86bb96b55a"],
-Cell[BoxData[
- RowBox[{"-", "0.038587921004946416`"}]], "Output",
+Cell[BoxData["1.0325392834736038`"], "Output",
CellChangeTimes->{3.78989699778589*^9, 3.790680775155786*^9,
3.790681268587042*^9, 3.790681316297798*^9, 3.790685728795175*^9,
3.7906865399149313`*^9, 3.790686947637628*^9, 3.7906875228290997`*^9,
- 3.790881968518544*^9},
- CellLabel->"Out[53]=",ExpressionUUID->"907a5ab6-eb46-4356-afa7-5e2982b3c2f2"]
+ 3.790881968518544*^9, 3.792403226396414*^9, 3.792404678984394*^9,
+ 3.792404725889168*^9, 3.7924047968419724`*^9, 3.79345807241748*^9,
+ 3.801993611036623*^9, 3.801993938056158*^9, 3.8020869029109364`*^9,
+ 3.802166355296812*^9, 3.802166568655848*^9, 3.802353581745173*^9,
+ 3.802554470825571*^9, 3.802689292471705*^9, 3.80270164921527*^9},
+ CellLabel->
+ "Out[101]=",ExpressionUUID->"fab803c0-6c8a-4f51-ad3c-a478c5fdbd88"]
}, Open ]],
Cell[CellGroupData[{
Cell[BoxData[
- RowBox[{"ns", "[",
- RowBox[{"[", "4", "]"}], "]"}]], "Input",
- CellChangeTimes->{{3.790686194939144*^9, 3.7906862275450993`*^9}},
+ RowBox[{
+ RowBox[{
+ RowBox[{"ns", "[",
+ RowBox[{"[", "5", "]"}], "]"}], "/",
+ RowBox[{"Exp", "[",
+ RowBox[{"logN", "[", "20", "]"}], "]"}]}], "/.",
+ RowBox[{"fit20", "[",
+ RowBox[{"[", "1", "]"}], "]"}]}]], "Input",
+ CellChangeTimes->{{3.792403234355908*^9, 3.7924032407627687`*^9}, {
+ 3.7934580759027643`*^9, 3.793458078997445*^9}, {3.802170148074904*^9,
+ 3.802170153391099*^9}},
CellLabel->
- "In[226]:=",ExpressionUUID->"13f9cb8e-33ff-4686-bbb8-4d58374d239f"],
+ "In[102]:=",ExpressionUUID->"03139c62-638d-4c12-b522-98250958257e"],
-Cell[BoxData["44263406458183601052293529600000"], "Output",
- CellChangeTimes->{{3.790686196185197*^9, 3.790686228175531*^9}},
+Cell[BoxData["1.2815918959240733`"], "Output",
+ CellChangeTimes->{
+ 3.792403241270093*^9, 3.792403288655431*^9, 3.792407028286045*^9,
+ 3.7924071620036097`*^9, 3.792407303664468*^9, 3.792408542078228*^9,
+ 3.792408586893564*^9, 3.7924088327510757`*^9, 3.792409519590407*^9,
+ 3.7934580794048443`*^9, 3.801993611470645*^9, 3.801993938230275*^9, {
+ 3.802086903264731*^9, 3.802086930875636*^9}, 3.8021663553437243`*^9,
+ 3.8021665687075777`*^9, 3.8021701537550087`*^9, 3.802353581796845*^9,
+ 3.802554471751316*^9, 3.802689292515863*^9, 3.802701649241859*^9},
CellLabel->
- "Out[226]=",ExpressionUUID->"0d50940b-c5f5-44ca-810a-714e1ad8f681"]
+ "Out[102]=",ExpressionUUID->"834849b1-c68a-4110-8710-d6ab56b9cfdb"]
+}, Open ]],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{
+ RowBox[{"Sf", "[", "sample20", "]"}], "[", "50", "]"}], "-",
+ RowBox[{
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"logZ0", "[", "20", "]"}], "-",
+ RowBox[{
+ RowBox[{"logZ", "[", "20", "]"}], "[", "50", "]"}]}], ")"}], "/",
+ SuperscriptBox["20", "2"]}]}], ")"}], "/",
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"logZ0", "[", "20", "]"}], "-",
+ RowBox[{
+ RowBox[{"logZ", "[", "20", "]"}], "[", "50", "]"}]}], ")"}], "/",
+ SuperscriptBox["20", "2"]}], ")"}]}], "/.",
+ RowBox[{
+ RowBox[{"logN", "[", "20", "]"}], "\[Rule]",
+ RowBox[{"Log", "[",
+ RowBox[{"ns", "[",
+ RowBox[{"[", "5", "]"}], "]"}], "]"}]}]}]], "Input",
+ CellChangeTimes->{{3.8021761889474773`*^9, 3.80217620160071*^9}, {
+ 3.8023536321071033`*^9, 3.802353659958747*^9}, {3.802553848993369*^9,
+ 3.8025538642868547`*^9}, {3.80255389437457*^9, 3.8025539020877542`*^9},
+ 3.8025544487830257`*^9, {3.802554494130415*^9, 3.802554503538479*^9}},
+ CellLabel->"In[68]:=",ExpressionUUID->"c2dc46a6-3d44-49a2-a86b-2bc8d34ad4a2"],
+
+Cell[BoxData["0.0006969425642958542`"], "Output",
+ CellChangeTimes->{3.802176202806409*^9, 3.802353593729126*^9,
+ 3.802353683597536*^9, 3.802554515526149*^9, 3.802689304101239*^9},
+ CellLabel->"Out[68]=",ExpressionUUID->"b65d9eb6-d781-4a0a-a70a-d4eab4091d42"]
}, Open ]],
Cell[BoxData[{
RowBox[{
+ RowBox[{"\[Rho]n", "=", "0"}], ";"}], "\[IndentingNewLine]",
+ RowBox[{
RowBox[{"\[Rho]8", "=",
RowBox[{"sample8", "[",
RowBox[{
RowBox[{"Thread", "[",
RowBox[{"{",
RowBox[{"#\[Beta]s", ",",
- RowBox[{"5000",
+ RowBox[{
+ RowBox[{"5000", "/",
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"2", "\[Rho]n"}], "+", "1"}], ")"}]}],
RowBox[{
- RowBox[{"#\[Rho]s", "[",
- RowBox[{"[",
- RowBox[{"All", ",", "5001"}], "]"}], "]"}], "/",
+ RowBox[{"Total", "/@",
+ RowBox[{"#\[Rho]s", "[",
+ RowBox[{"[",
+ RowBox[{"All", ",",
+ RowBox[{
+ RowBox[{"5001", "-", "\[Rho]n"}], ";;",
+ RowBox[{"5001", "+", "\[Rho]n"}]}]}], "]"}], "]"}]}], "/",
RowBox[{"Sqrt", "@", "#n"}]}]}]}], "}"}], "]"}], "&"}], "]"}]}],
";"}], "\[IndentingNewLine]",
RowBox[{
@@ -4030,11 +5448,19 @@ Cell[BoxData[{
RowBox[{"Thread", "[",
RowBox[{"{",
RowBox[{"#\[Beta]s", ",",
- RowBox[{"5000",
+ RowBox[{
+ RowBox[{"5000", "/",
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"2", "\[Rho]n"}], "+", "1"}], ")"}]}],
RowBox[{
- RowBox[{"#\[Rho]s", "[",
- RowBox[{"[",
- RowBox[{"All", ",", "5001"}], "]"}], "]"}], "/",
+ RowBox[{"Total", "/@",
+ RowBox[{"#\[Rho]s", "[",
+ RowBox[{"[",
+ RowBox[{"All", ",",
+ RowBox[{
+ RowBox[{"5001", "-", "\[Rho]n"}], ";;",
+ RowBox[{"5001", "+", "\[Rho]n"}]}]}], "]"}], "]"}]}], "/",
RowBox[{"Sqrt", "@", "#n"}]}]}]}], "}"}], "]"}], "&"}], "]"}]}],
";"}], "\[IndentingNewLine]",
RowBox[{
@@ -4044,11 +5470,19 @@ Cell[BoxData[{
RowBox[{"Thread", "[",
RowBox[{"{",
RowBox[{"#\[Beta]s", ",",
- RowBox[{"5000",
+ RowBox[{
+ RowBox[{"5000", "/",
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"2", "\[Rho]n"}], "+", "1"}], ")"}]}],
RowBox[{
- RowBox[{"#\[Rho]s", "[",
- RowBox[{"[",
- RowBox[{"All", ",", "5001"}], "]"}], "]"}], "/",
+ RowBox[{"Total", "/@",
+ RowBox[{"#\[Rho]s", "[",
+ RowBox[{"[",
+ RowBox[{"All", ",",
+ RowBox[{
+ RowBox[{"5001", "-", "\[Rho]n"}], ";;",
+ RowBox[{"5001", "+", "\[Rho]n"}]}]}], "]"}], "]"}]}], "/",
RowBox[{"Sqrt", "@", "#n"}]}]}]}], "}"}], "]"}], "&"}], "]"}]}],
";"}], "\[IndentingNewLine]",
RowBox[{
@@ -4058,62 +5492,125 @@ Cell[BoxData[{
RowBox[{"Thread", "[",
RowBox[{"{",
RowBox[{"#\[Beta]s", ",",
- RowBox[{"5000",
+ RowBox[{
+ RowBox[{"5000", "/",
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"2", "\[Rho]n"}], "+", "1"}], ")"}]}],
RowBox[{
- RowBox[{"#\[Rho]s", "[",
- RowBox[{"[",
- RowBox[{"All", ",", "5001"}], "]"}], "]"}], "/",
+ RowBox[{"Total", "/@",
+ RowBox[{"#\[Rho]s", "[",
+ RowBox[{"[",
+ RowBox[{"All", ",",
+ RowBox[{
+ RowBox[{"5001", "-", "\[Rho]n"}], ";;",
+ RowBox[{"5001", "+", "\[Rho]n"}]}]}], "]"}], "]"}]}], "/",
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[54]:=",ExpressionUUID->"49fe8588-a840-4740-82fd-06e6920b19de"],
+ 3.7905028635862017`*^9, 3.7905028895420027`*^9}, {3.793461158972835*^9,
+ 3.793461163896308*^9}, {3.8019956674153423`*^9, 3.801995667797414*^9}, {
+ 3.802123697463352*^9, 3.802123877415626*^9}, {3.8021693040538177`*^9,
+ 3.802169447751336*^9}, {3.802170593845665*^9, 3.8021705939372873`*^9}, {
+ 3.80217148950497*^9, 3.8021715258895893`*^9}, {3.802353599970759*^9,
+ 3.8023536001673613`*^9}},
+ CellLabel->"In[69]:=",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[{"\[Rho]PlotOld", "=",
+ RowBox[{"Show", "[",
+ RowBox[{
+ RowBox[{"ListLogPlot", "[",
RowBox[{
RowBox[{"{",
- RowBox[{"0", ",", "10"}], "}"}], ",",
- RowBox[{"{",
- RowBox[{"0.0001", ",", "0.5"}], "}"}]}], "}"}]}], ",",
- RowBox[{"Joined", "\[Rule]", "True"}], ",",
- RowBox[{"PlotLegends", "\[Rule]",
- RowBox[{"{",
+ RowBox[{
+ "\[Rho]8", ",", "\[Rho]12", ",", "\[Rho]16", ",", "\[Rho]20", ",",
+ RowBox[{"{",
+ RowBox[{"{",
+ RowBox[{"0", ",", "0"}], "}"}], "}"}]}], "}"}], ",",
+ RowBox[{"PlotRange", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"0", ",", "24"}], "}"}], ",", "Automatic"}], "}"}]}], ",",
+ RowBox[{"Joined", "\[Rule]", "True"}], ",",
+ RowBox[{"PlotLegends", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"N", "\[Equal]", "8"}], ",",
+ RowBox[{"N", "\[Equal]", "12"}], ",",
+ RowBox[{"N", "\[Equal]", "16"}], ",",
+ RowBox[{"N", "\[Equal]", "20"}], ",",
+ "\"\<\!\(\*SqrtBox[\(\[Beta]/\[Pi]\)]\)\!\(\*SuperscriptBox[\(\
+\[ExponentialE]\), \(-\[Beta]\)]\)\>\""}], "}"}]}], ",",
+ RowBox[{"PlotStyle", "\[Rule]",
+ RowBox[{"Join", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{"ColorData", "[", "97", "]"}], "/@",
+ RowBox[{"Range", "[", "4", "]"}]}], ",",
+ RowBox[{"{",
+ RowBox[{"{",
+ RowBox[{"Black", ",", "Dashed"}], "}"}], "}"}]}], "]"}]}], ",",
+ RowBox[{"AxesLabel", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ "\[Beta]", ",",
+ "\"\<\!\(\*SubscriptBox[\(\[Rho]\), \(0\)]\)(\[Beta]) \
+/\!\(\*SqrtBox[\(N\)]\)\>\""}], "}"}]}]}], "]"}], ",", "\[IndentingNewLine]",
+
+ RowBox[{"LogPlot", "[",
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",
+ RowBox[{"{", " ",
+ RowBox[{
+ RowBox[{"Exp", "[",
+ RowBox[{"-", "\[Beta]"}], "]"}],
+ SqrtBox[
+ RowBox[{"\[Beta]", "/", "\[Pi]"}]]}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"\[Beta]", ",", "0", ",", "25"}], "}"}], ",",
+ RowBox[{"PlotStyle", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"Black", ",", "Dashed"}], "}"}]}]}], "]"}]}],
+ "]"}]}]], "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[58]:=",ExpressionUUID->"63c8922f-d24e-46ca-a537-602acfdc4822"],
+ 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}, {3.79346111660496*^9, 3.793461171994597*^9}, {
+ 3.793462039441681*^9, 3.793462057865758*^9}, {3.7934625448030577`*^9,
+ 3.793462557481504*^9}, {3.793463868489814*^9, 3.793463886376687*^9}, {
+ 3.793464001191711*^9, 3.793464012808115*^9}, {3.801995680724104*^9,
+ 3.801995685414912*^9}, {3.802088044271686*^9, 3.802088143824456*^9}, {
+ 3.8020882136260347`*^9, 3.802088369761056*^9}, {3.8020885427596397`*^9,
+ 3.8020886330439043`*^9}, {3.802088666259138*^9, 3.8020886692165737`*^9},
+ 3.8020887903319807`*^9, {3.802107154674386*^9, 3.802107220497456*^9}, {
+ 3.802107467370481*^9, 3.8021074715983543`*^9}, {3.8021145075699663`*^9,
+ 3.802114510857387*^9}, {3.8021151115319757`*^9, 3.8021151251524754`*^9}, {
+ 3.802119993324555*^9, 3.802119994017742*^9}, {3.802120304178557*^9,
+ 3.802120309718081*^9}, {3.8021205412757673`*^9, 3.802120579192766*^9}, {
+ 3.802120942530304*^9, 3.802120946371635*^9}, {3.8021214142463408`*^9,
+ 3.80212142310493*^9}, {3.8021218825568123`*^9, 3.802121922087904*^9}, {
+ 3.8021236760749817`*^9, 3.802123683898315*^9}, {3.8021238427254877`*^9,
+ 3.80212384295257*^9}, {3.802123892359234*^9, 3.802123896945738*^9}, {
+ 3.80212443436276*^9, 3.8021244537138844`*^9}, {3.802177584222899*^9,
+ 3.802177584426332*^9}},
+ CellLabel->"In[74]:=",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/
+ TemplateBox[{
+ GraphicsBox[{{{}, {{{}, {}, {
+ Hue[0.67, 0.6, 0.6],
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ RGBColor[0.368417, 0.506779, 0.709798]],
+ LineBox[CompressedData["
+1:eJwB8QMO/CFib1JlAgAAAD4AAAACAAAA/Knx0k1iUD9Kyvf2hGjwv6Hgvf5/
93k/3c6Hn95Y8L8P4hRnVgCVPwpTQ4mjVvC/qCEFqtrJqz9+kLwr7Zfwv80E
w7mGGeU/7qsDbTHg9L8xlumXiLfqPwT5xGavIfa/AcCxZ8/l7T+XPElapcf2
v64q+64IfvE//m8yLmvn97+GG/D5YQT0P4B0B43RGPm/+kSeJF2z9j+zftQX
@@ -4130,107 +5627,319 @@ qEkVQE6E3J08WhHAoUrNHmgFFkCLdtXiTEwSwErvG197BhdAJX8r0/mEE8B8
FsBZbmk1JM4aQL9g6nUFDhjAqrcGtkoQHEDir/GpHoMZwBqLprOTQR1AJZux
3WLHGsAUP8bctYQeQFJI3FzRIhzAboYb8PkhIEBBkhtulA0ewIguqG+Z0yBA
SISkrWWOH8AWwf9WsmMhQH/Lb4ezMiDAVMa/z7gQIkBUwbiNvQYhwOlg/Z/D
-7CJAoYOhh4nLIcBWrJ6aaYAjQBVVtbuxayLAA9F1xQ==
- "]]}, {
- 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
-UYo/aSTMNV2077+l7D4R1aWwP9tpUHvCM/C/zM8NTdnpwz8HAJW54dLwv9RJ
-trqcEtE/ass6VvyS8b9UOlj/5zDZP510jK4vbvK/t+7mqQ654D+3cHSZSE3z
-vz3VITfDjeQ/zi2tbSUc9L+wjXiymxnoPwP5EUCW2vS/JH1aRX9o6z/8ffLT
-cY71v0DbatYZ3+4/45lnZstI9r8GnnsPlxzxP0lquVi5/fa/veMUHcnl8j9E
-jtkf1rv3vwZM4NbdvPQ/xHWGz/iE+L9DxTh/E4r2PxrsJyboRvm/XI/C9Shc
-+D+frJG2gwz6v2wJ+aBnM/o/sUd5FSzW+r9EozuInSn8P+Hk4dasqPu/vOgr
-SDMW/j/nlKv/MHz8v8U9lj50AQBAkP8rywZN/b8PKJtyhfcAQCXN+SbWHv6/
-bTmX4qryAUBT3Geo9vT+v6A3Fakw9gJA81b0wd/Q/786kst/SP8DQNsp73JA
-WwDACAPPvYcLBUB5cp5NCs8AwDygbMoVHgZAM/CkvtFEAcBgWWlSCjoHQOjN
-nfJNvwHAJEVkWMVbCED6w2XLgzwCwNmUK7zLhQlA00vUjmu+AsDmXIqryr4K
-QCc2VimNRQPAkGtDxTj/C0C3UUMTh9EDwBzw+WGEMA1APXiSmAtXBMBHA3gL
-JGgOQNVQpNHa4QTAraOqCaKuD0CYTqhblXEFwJM16iEafRBAlH2tH8wGBsDH
-155ZEiARQOHqd1+4nQbAOKEQAYewEUDOV36M7CcHwOXQItv5PhJA8C+Ey7G1
-B8BM/bypSMUSQJ+3qNgaSAjAokW28/00E0CeCpFXBswIwJs90AoMmRNAkdVh
-S7xPCcBqMA3DR+QTQM/jdfXbvgnAO1PovMYuFEAPbPUQzTcKwA/W/znMdxRA
-2n7Bkaa8CsDDKt7IPLIUQGHNXGSsMAvAgPEMGvrnFEDB1djFdaYLwPJetTLh
-FxVApd4iXEoXDMD1LXO6LEYVQIWiqwlxjQzAG0zD8BFxFUAR5Ulo0wUNwGGJ
-B5RNmRVAb3UG0G95DcBoXDgQksUVQGo3jod6/g3AqvHSTWLwFUBiK3Y8uIkO
-wIE+kSdJFxZAGTfsXioLD8DN6bKY2DwWQAPQgcEGkg/A4IRCBBxiFkAxYJ5v
-bgsQwAYv+grSjBZACjONPdBaEMDVlc/yPLgWQEjSfpNzrhDALlbUYBrmFkCr
-biY4rwkRwA/uztptFxdADoFWmfRqEcAVkWEVb0QXQJAbel/7xRHAEsKjjSN2
-F0DVXnvqAywSwHkB9tGpqxdA4Zl6KUWWEsCYwK27eeoXQKlm9kC1EhPAqOMx
-A5UxGEDtdngWT5wTwOCEQgQcghhA2tjR6Sw1FMBcPSe9b9wYQLheRhIm0hTA
-s++K4H9LGUDquJ7GgIwVwBlW8Ubm0RlA8lLn9HpaFsCcM6K0N3gaQFORvIxW
-QhfA6LzGLlE9G0AshVfDKD0YwACuZMdGIBxAM3k5dyxBGcAr3sg88icdQBdw
-xhmoYBrAKCfaVUg5HkCaH+TFO4EbwN8yp8tiYh9ATj1yIB2rHMBGsdzSakgg
-QBqekmbn3x3AZcdGIF7nIEB3zxAqWhMfwHKKjuTyjyFAylNHypozIMAgY+5a
-Qj4iQOorNxRj3SDA9RCN7iD2IkCjWbQYjo8hwKm8HeG0wCNAEWoDTRdYIsBL
-+Q/akNQjQBVVtbuxayLAmSZp0Q==
- "]]}, {
- Hue[0.1421359549995791, 0.6, 0.6],
- Directive[
- PointSize[0.009166666666666668],
- RGBColor[0.560181, 0.691569, 0.194885],
- AbsoluteThickness[1.6]],
- LineBox[CompressedData["
-1:eJwBIQPe/CFib1JlAgAAADEAAAACAAAA/Knx0k1iUD99aEmv8fvuvxLZB1kW
-TNA/4zJxec0v8b+KBFPNrCXgPxVsGrbe2fK/5KCEmbb/6T+jJVkzA+b0v6Z+
-3lSkQvE/raiftFir9r/PLAlQU8v1P9jH80spkPi/UBn/PuNC+j99H2hdLW36
-v7gBnx9GCP8/fSD6WS5u/L+fdvhrsgYCQEd8sr1yi/6/NGjon+CiBEC0/0SL
-22AAwE/MejGUUwdAYHNx5/qGAcANcayL2ygKQAz62yJyvQLAgPEMGvonDUDd
-io/z+QcEwLQ8D+7OGhBA+t0opitcBcAeG4F4Xb8RQL087Qg7zAbA6xwDsteb
-E0AhhPUwDXIIwPsioS3nMhVABuUIi1frCcDIDFTGvw8WQFKQ7Qnt4ArAhnKi
-XYV0FkB+6BbB4nQLwL/Uz5uKtBZAxhmnfQTpC8ARje4gduYWQNzgav+GVgzA
-dCmuKvsOF0BItfQAZ70MwG7dzVMdMhdA4+Q/N98jDcDhfyvZsVEXQHxo3jbI
-jA3AkiIyrOJtF0AlD5cG//ENwGL4iJgSiRdAC1UqH9NeDsBRa5p3nKIXQPoI
-0REzzQ7Al4v4Tsy6F0BXVWgCiz8PwBjshm2L0hdAODIccwi0D8BE3QcgtekX
-QP+yfy/sFxDAxY8xdy0BGEDUqlA0plkQwH+8V61MGBhAN7k0ab6dEMDImLuW
-kC8YQBa8ecXk5BDA1SZO7ndIGEB+c3FvVTMRwDgyj/zBYBhAycDkD9GCEcC0
-dtuF5noYQJoPof/82RHALc+Du7OWGECJxti9VzkSwGR1q+ektxhArNXTwt6m
-EsAkC5jArdsYQHtIiUPKIBPANKK0N/gCGUDnWTfNJqATwMZQTrSrMBlAREYE
-3TguFMALKT+p9mkZQAfuukXY1hTAdR+A1CbOGUC67vi/j9AVwJrrNNJSmRpA
-aPd4amVGF8DecYqO5LIcQP0/tV0NxBnAgzRj0XT2H0CsXEXcJQcdwOCEQgQc
-oiFAhRJHC7UnIMCsyr4rgm8jQLoynnFe6iHAI0+HMozzI0AVVbW7sWsiwDeW
-c98=
- "]]}}, {{
- 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]]}, {}, {}, {}, {}, {}, {}, {}}}, {{}, {}}}, {
+7CJAoYOhh4nLIcCnrnyW57EjQIC1fRxhoSLApU5AE2FjJECSg4uBPBMjwFMF
+o5I6QSVAKfkomb4aJMDOiNLe4EsmQFfC0xVQaiXAmnecoiMZJ0C1DZVtSicm
+wBPyQc9mtSdA/xQWRDd2JsC9UpYhjhUoQFmnXYSQ0ybAzTtO0ZE8KUApPW4Y
+ILAnwPmgZ7PqMytAGgN/tErPKcAkufyH9DssQNz/5NPjnirAXkvIBz3bLECf
+/ErzfG4rwLfRAN4CSS5A3UMqU0U0LsCneccpOnIvQN1DKlNFNC7AMZkqGJUE
+MEA+oDojYdEswHWTGARWPjBA3UMqU0U0LsCzXNRG
+ "]]}, {
+ Hue[0.9060679774997897, 0.6, 0.6],
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ RGBColor[0.880722, 0.611041, 0.142051]],
+ LineBox[CompressedData["
+1:eJwlU3s81IkepdEwg8wMM8Mg45HxmGVQURm/b200Fluyl0IWvURlsxWy1bZx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+ "]]}, {
+ Hue[0.1421359549995791, 0.6, 0.6],
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ RGBColor[0.560181, 0.691569, 0.194885]],
+ LineBox[CompressedData["
+1:eJwllHs41IkexsewrmPMYOb3G3ZcxqRc0lCRtP2+KQ6plUuunV2DYtkit1aU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+ "]]}, {
+ Hue[0.37820393249936934`, 0.6, 0.6],
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ RGBColor[0.922526, 0.385626, 0.209179]],
+ LineBox[CompressedData["
+1:eJwlV3k41W0TtmSNw+Fwzm87hySkopKyTylpka2FaDlS2lC9hIr2bAnthYgi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+ "]]}}, {{
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ RGBColor[0.368417, 0.506779, 0.709798]]}, {
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ RGBColor[0.880722, 0.611041, 0.142051]]}, {
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ RGBColor[0.560181, 0.691569, 0.194885]]}, {
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ RGBColor[0.922526, 0.385626, 0.209179]]}, {}}, {{
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ RGBColor[0.368417, 0.506779, 0.709798]]}, {
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ RGBColor[0.880722, 0.611041, 0.142051]]}, {
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ RGBColor[0.560181, 0.691569, 0.194885]]}, {
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ RGBColor[
+ 0.922526, 0.385626,
+ 0.209179]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \
+{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ RGBColor[0.368417, 0.506779, 0.709798]]}, {
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ RGBColor[0.880722, 0.611041, 0.142051]]}, {
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ RGBColor[0.560181, 0.691569, 0.194885]]}, {
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ RGBColor[
+ 0.922526, 0.385626,
+ 0.209179]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \
+{}, {}, {}, {}, {}, {}, {}, {}, {}}}, {{}, {}}}, {{{{}, {},
+ TagBox[{
+ Directive[
+ Opacity[1.],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{Small, Small}]],
+ LineBox[CompressedData["
+1:eJwVlnk01e0Wx5ExZBauaybzzPkp9TzXkFdFht6raJDIMWUICUW9JVPGV/Im
+UYZQFGlQPI+SoglJImPmqGP6/c7B4bp/7PVde+219v581157ra3sFeziw8XB
+wVGxEf9XlXT2nQKFol1+3jHzhjaK+Am/lmIQPQ58DGPXXFTkx01RVcWa9HQg
+6dDHjvTjwdnmo4eF03JBe7ln3sq3TbjFMNSXl34LCBy7MCD3igvHSq0/XS+8
+AySLb83t/8WJr2XZ7lq9WgZKBdYpZ2tOXC2S+ooZXQlmHLzLdOs48NvUzj+W
+fKvB3V71CDVLDsy4JDQRVfEQmO4UETlbuo7OvarWogprAWMoUEru1xrazOUa
+GJFbB0rk1hyd9qyha5CsWrj6BOhUxoZefsJGqnF5c6GXngG1lUQlDhM2etBg
+acqIfg7yXBT33K5fRZarg5GnQhvAhKuHeeO+VdS6/a9nM74IHOIRiWZNrKBK
+S4nzZtUYdBRteUGkrKC5Pu9b4RVNwDWGssk0W0FEzGNcW/ISRLaUnNk1vozO
+y/GPzBe+AuHnhtl5+cuo+dmhTcb5zUAox3VA6uAy2nyoUi009zW4HMe9QJNZ
+Rrm5jr6/r74BUZM9X7uKWWjAvDBRP+ktuO2UvP92CAupdc+VB11qBfTAYMcn
+gIX8I6zf3YtrA3cVQFiXGAs9kMyZ+Rn9Djh0llo3jTMRWTsurBP5HuTw5O3c
+28hEO10JA//QD6D1SOuazXUmasvsC530/QSktghJTrowUeL1a63ZRu1APTCt
+bY8JE+nSgbtJdTvIEXinlS7FRJ9ok9Oduh1AqkTRJo9FoTC+zJiwig6wbrk7
+cf8ghaS+WgiJa3aCj9aScf+0UOhp6Uj+w5JOoKEsmuVdTaE1W9NGRuFnUFhb
+x9h2mUJFUv2OGQpdYNO7pU/sUArZjF0eNMjvAn2aDyoEPSk0+Ug/5JPsFxBa
+NtZhtZ9CKZe+cgTnfgHew0N5OYBC+gfiM7dIdYOpg+NWlCGFOlW1VKqyukHM
+9fBRD1UKybyKtp69+hXciFM05xKk0PMs1a5UwR6go2N6z4CDQke93nvrJvUA
+2c6kZBpJIk7jiKV3vN9A0It0bbFZEhVzKiQEXPoGbvvWn3w0SiK7jhZpQa5e
+4HqrKkO2n0TThcFlFXG9wLbXjW7RTaK0EBliD7sXCC5+khBuJ5ERbHo7Fd0H
+7tzilElrI1GXiP+hJGYf2NQ45/z4NYmiBsWnNSO/gyy9AkZcE4n+Vf08+u3C
+d0A0eAWPNZCo8by3ID20H9x73p0xXE+i447C+Xy/+wHU3eoe/JRE3AqPdcsC
+B4A/3+ktyY9JVDZ7tGH39AAYkQ/R0asj0Z4GPsdx30Gwj6bkc+DRBs+615I0
+YxBEtpYPs2pJlKp07KOq5RBQ+tutz3CjHt8kpGIZPwQE2hNzFzfycK/6iAPN
+Q8CXpyYHbvSnb6K3BvIPg6kPj1JEN+YfLpb69+V9w+CnSryX5wafk+2rkJsZ
+w0Ake95Yd4PfZjykua5rGNQFMa1CMImIKwoyH2VGgE/GEJdWM4l0Nd8HjB8e
+AWeEf2x2fUsipdazaK1wBPQc/SLz8z2JJPy3SWwdGwHvbPi3/OogEa/gl5MG
+Wj/AYMfe2YNfSbRcebHeLugHuBIj/U1zYx8js/3Ho5Z+gDddqoszUyTqTkup
+y7AYBcfGS6g+BonaDCwEys+Ngjjm7vvqTBLVhP794BvPGFAI4p9GfBQqFbfi
+nrcfA/zjLbxCohT6p/a32+a0MWBVVLJWLkOhC0t71rdLjwOjsr3Jn7UpFH6N
+6eLqPg6mIzSdPUwpRKeVlgYUjIN2Zrab3i4KOZ3ldMzXmACxepWw3IVCSuwn
++WzzScDfEZ3y+TyFJAt8GFIxkyDHoXk4LplC/EDCRh9NAvnMmwr+1yj0O/7U
+z6N2U0CU00NwoYpCjdzq27HbNKA8VfUfjVDoiFDW14tRM2A03IdguzKR032g
+c+PFDIiXe/2J7cVENo6z52s5ZoHYf51cdcI27jnjD43RxFmg+rj8u0AmE61K
+rIfb5v0CCQFFh1E7E30QNhfgPsIAbgM3/wx2Y6HOveLXP8YywOUjxmsNvizU
+k/RLIy+fAbgvHPbRjmKhUZ4yG/3vDMD4DO+557HQKntr/EGPOeCd1+wo3M9C
+2r9Y5L1D86CqxaPthN8ySvzYMPrnfxfBDZWW+LjsFWSVbovL9jPBqHFAt73i
+GvIxWBY2EuaA5WLKPc49nNhBy2dO2o4b2pVpqI+q8OCarnMRrQQ/zDAXVM49
+yo93iGtXc8cJQbOdyWO+a4LYdyXrZslBUXjheWklZ7EIDm6ZMKl2EIcREbQk
+1atiONmdV50dKAkH83/L7g6XwCfexJw0oktDaz71dQkohZv4ZJ0DDslAieNB
+aw28W7GRWPy1qXA5mLz5UvQLSgZ7LuzUdQyUh/nTLbsC2+RwUcFreeqqAhQ/
+8IpX5I08rk3b3tfpogRXnHltP79QwOH1O51u7lOGFx0abdzslTBqK5lP8lCB
+KtYWiaL2ytjPzqLB76AqvHLwTsplQgXn3zWqC/BXg4XecfaNlqo4c6HhQsgZ
+dZh2v6duylINj1dERNLDNODoU0fR07rquHl31vWLF7fBhzu8DOsMNTDn/t6R
+9HhNKIZ1R3TVtmGO/zzmLDyrBbU9tyvYSmjixK2UQ+cVbbj7fcac+FYtHOJ+
+4iX1lw6s6nc6/UNAGw9fMPUGObpw/KZhfqCYDpbMzutNKtKD99Z6teIkdXGp
+qPbZNzf04alUidogXj3cFKZou63SAGbxvbGQFtbHBUqF8jsPGML2ZOeniVwG
+uCF2mYPebgiV/0kx81wwwMp7+VZV3Yyg5GCFYnSsIX70SSvlW5cRPPMzqjif
+NMSpLWuGSkeM4bTFo2OKMUY4+/SUv+d3Y2hyRypwkTTa+B8URFQOmUD7Tf0a
+YSHGuFyLpy18yAR+Dm0rcV40xryLnLJNR01hq6JpZnSwCS4zfHi+YMIUAlgl
+wLdkgrW8KhzZQWbwHLS2sogyxX32z2r+/GkGUxJkvO7Pm+LOO9F64LQ5bNyh
+XJpwxgwza50tVebNYZDsLuWCBTO8/jSsLuEUDXaKu8+5BpnjvYa7bWOXaPBU
+5GJwyJw5fnPEwC/gNAEHIrxzXwfSsPgJ+vObEQTUeOHlP3OKho/Si4TbzxDQ
+2s5vl0QoDZNhEjWmsQSEp9KmPCNoWC2RWmZfIqB0p8m+1XM0HF+DUjOuETDg
+YZOVSToNb+dzelD3jIDz3rcXih7ScIJQEtfkcwJaOTlOvK2l4Q6xlwfkGgn4
+uGK173cdDdPlTVnnXxIwe+nY2531NJxrJGP1xzsCpg/vuP/tJQ0vegx97v1O
+wHo95TKxLhqGx2U1hAcJmFQ8UEF003DKSZcoMExAxZob1cd6aFgltFm+eIyA
+xv0SL+5/p2HnhLs+Qb8IGJFADdmP0XB+yvCTWwwCPmy5NxMyQcOTGXKbO+cJ
+yG/uycqd2vBzI7XKnCKg2G8sNT5Lw+8LX3P4sQjoMxikLsyg4a2lay43Vggo
+u0/G3HSehr0qaSUf2ATM58d2Hos0XPUghFpfJ6D/pLf7RZKG/wdAk2OP
+ "]]},
+ Annotation[#, "Charting`Private`Tag$205849#1"]& ]}}, {}}}, {
DisplayFunction -> Identity, GridLines -> {None, None}, DisplayFunction ->
Identity, DisplayFunction -> Identity, DisplayFunction -> Identity,
DisplayFunction -> Identity, AspectRatio ->
@@ -4238,35 +5947,41 @@ c98=
AxesLabel -> {
FormBox["\[Beta]", TraditionalForm],
FormBox[
- RowBox[{
- SubscriptBox["\[Rho]", "0"], "(", "\[Beta]", ")"}],
- TraditionalForm]}, AxesOrigin -> {0, -9.210340371976182},
- DisplayFunction :> Identity, Frame -> {{False, False}, {False, False}},
+ "\"\\!\\(\\*SubscriptBox[\\(\[Rho]\\), \\(0\\)]\\)(\[Beta]) \
+/\\!\\(\\*SqrtBox[\\(N\\)]\\)\"", TraditionalForm]},
+ AxesOrigin -> {0, -20.559377287217877`}, 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[
+ Charting`ScaledFrameTicks[{Identity, Identity}]}, {
+ Automatic, Automatic}}, GridLines -> {None, None}, GridLinesStyle ->
+ Directive[
GrayLevel[0.5, 0.4]],
Method -> {
- "OptimizePlotMarkers" -> True,
+ "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True,
"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
- (Identity[#]& )[
+ Identity[
Part[#, 1]],
- (Exp[#]& )[
+ Exp[
Part[#, 2]]}& ), "CopiedValueFunction" -> ({
- (Identity[#]& )[
+ Identity[
Part[#, 1]],
- (Exp[#]& )[
+ Exp[
Part[#, 2]]}& )}},
- PlotRange -> {{0, 10}, {-9.210340371976182, -0.6931471805599453}},
- PlotRangeClipping -> True, PlotRangePadding -> {{0, 0}, {0, 0}},
- Ticks -> {Automatic,
- Charting`ScaledTicks[{Log, Exp}]}}],FormBox[
+ PlotRange -> {{0, 24}, {-20.559377287217877`, -0.9684744693607217}},
+ PlotRangeClipping -> True, PlotRangePadding -> {{0, 0}, {
+ Scaled[0.02],
+ Scaled[0.05]}}, Ticks -> {Automatic,
+ Charting`ScaledTicks[{Log, Exp}]}}],
+ FormBox[
FormBox[
TemplateBox[{
- RowBox[{"n", "\[LongEqual]", "8"}],
- RowBox[{"n", "\[LongEqual]", "12"}],
- RowBox[{"n", "\[LongEqual]", "16"}]}, "PointLegend",
+ RowBox[{"N", "\[LongEqual]", "8"}],
+ RowBox[{"N", "\[LongEqual]", "12"}],
+ RowBox[{"N", "\[LongEqual]", "16"}],
+ RowBox[{"N", "\[LongEqual]", "20"}],
+ "\"\\!\\(\\*SqrtBox[\\(\[Beta]/\[Pi]\\)]\\)\\!\\(\\*SuperscriptBox[\\(\
+\[ExponentialE]\\), \\(-\[Beta]\\)]\\)\""}, "PointLegend",
DisplayFunction -> (FormBox[
StyleBox[
StyleBox[
@@ -4282,19 +5997,19 @@ c98=
Opacity[0.3],
GrayLevel[0]]],
PointSize[0.5],
- RGBColor[0.368417, 0.506779, 0.709798],
- AbsoluteThickness[1.6]], {
- LineBox[{{0, 10}, {20, 10}}]}}, {
+ AbsoluteThickness[1.6],
+ RGBColor[0.368417, 0.506779, 0.709798]], {
+ LineBox[{{0, 10}, {40, 10}}]}}, {
Directive[
EdgeForm[
Directive[
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,
+ AbsoluteThickness[1.6],
+ RGBColor[0.368417, 0.506779, 0.709798]], {}}},
+ AspectRatio -> Full, ImageSize -> {40, 10},
+ PlotRangePadding -> None, ImagePadding -> Automatic,
BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, {
GraphicsBox[{{
Directive[
@@ -4303,19 +6018,19 @@ c98=
Opacity[0.3],
GrayLevel[0]]],
PointSize[0.5],
- RGBColor[0.880722, 0.611041, 0.142051],
- AbsoluteThickness[1.6]], {
- LineBox[{{0, 10}, {20, 10}}]}}, {
+ AbsoluteThickness[1.6],
+ RGBColor[0.880722, 0.611041, 0.142051]], {
+ LineBox[{{0, 10}, {40, 10}}]}}, {
Directive[
EdgeForm[
Directive[
Opacity[0.3],
GrayLevel[0]]],
PointSize[0.5],
- RGBColor[0.880722, 0.611041, 0.142051],
- 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 -> {40, 10},
+ PlotRangePadding -> None, ImagePadding -> Automatic,
BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, {
GraphicsBox[{{
Directive[
@@ -4324,20 +6039,64 @@ c98=
Opacity[0.3],
GrayLevel[0]]],
PointSize[0.5],
- RGBColor[0.560181, 0.691569, 0.194885],
- AbsoluteThickness[1.6]], {
- LineBox[{{0, 10}, {20, 10}}]}}, {
+ AbsoluteThickness[1.6],
+ RGBColor[0.560181, 0.691569, 0.194885]], {
+ LineBox[{{0, 10}, {40, 10}}]}}, {
Directive[
EdgeForm[
Directive[
Opacity[0.3],
GrayLevel[0]]],
PointSize[0.5],
- RGBColor[0.560181, 0.691569, 0.194885],
- AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
- ImageSize -> {20, 10}, PlotRangePadding -> None,
+ AbsoluteThickness[1.6],
+ RGBColor[0.560181, 0.691569, 0.194885]], {}}},
+ AspectRatio -> Full, ImageSize -> {40, 10},
+ PlotRangePadding -> None, ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}, {
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ AbsoluteThickness[1.6],
+ RGBColor[0.922526, 0.385626, 0.209179]], {
+ LineBox[{{0, 10}, {40, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ AbsoluteThickness[1.6],
+ RGBColor[0.922526, 0.385626, 0.209179]], {}}},
+ AspectRatio -> Full, ImageSize -> {40, 10},
+ PlotRangePadding -> None, ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #4}, {
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{Small, Small}]], {
+ LineBox[{{0, 10}, {40, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.5],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{Small, Small}]], {}}}, AspectRatio -> Full,
+ ImageSize -> {40, 10}, PlotRangePadding -> None,
ImagePadding -> Automatic,
- BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}},
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #5}},
GridBoxAlignment -> {
"Columns" -> {Center, Left}, "Rows" -> {{Baseline}}},
AutoDelete -> False,
@@ -4362,8 +6121,9 @@ c98=
RowBox[{
RowBox[{"Directive", "[",
RowBox[{
- RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}],
+ RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}],
",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
InterpretationBox[
ButtonBox[
TooltipBox[
@@ -4407,13 +6167,12 @@ c98=
"EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
Automatic, Method -> "Preemptive"],
RGBColor[0.368417, 0.506779, 0.709798], Editable -> False,
- Selectable -> False], ",",
- RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}],
- ",",
+ Selectable -> False]}], "]"}], ",",
RowBox[{"Directive", "[",
RowBox[{
- RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}],
+ RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}],
",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
InterpretationBox[
ButtonBox[
TooltipBox[
@@ -4456,13 +6215,12 @@ c98=
"EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
Automatic, Method -> "Preemptive"],
RGBColor[0.880722, 0.611041, 0.142051], Editable -> False,
- Selectable -> False], ",",
- RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}],
- ",",
+ Selectable -> False]}], "]"}], ",",
RowBox[{"Directive", "[",
RowBox[{
- RowBox[{"PointSize", "[", "0.009166666666666668`", "]"}],
+ RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}],
",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
InterpretationBox[
ButtonBox[
TooltipBox[
@@ -4505,11 +6263,106 @@ c98=
"EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
Automatic, Method -> "Preemptive"],
RGBColor[0.560181, 0.691569, 0.194885], Editable -> False,
- Selectable -> False], ",",
- RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}]}],
- "}"}], ",",
+ Selectable -> False]}], "]"}], ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}],
+ ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.922526, 0.385626, 0.209179],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.6150173333333333, 0.25708400000000003`,
+ 0.13945266666666667`], FrameTicks -> None,
+ PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.922526`", ",", "0.385626`", ",", "0.209179`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.922526, 0.385626, 0.209179];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.922526, 0.385626, 0.209179], Editable -> False,
+ Selectable -> False]}], "]"}], ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}],
+ ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ GrayLevel[0],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle -> GrayLevel[0.], FrameTicks -> None,
+ PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"GrayLevel", "[", "0", "]"}], NumberMarks ->
+ False]], Appearance -> None, BaseStyle -> {},
+ BaselinePosition -> Baseline, DefaultBaseStyle -> {},
+ ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ GrayLevel[0];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["GrayLevelColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ GrayLevel[0], Editable -> False, Selectable -> False],
+ ",",
+ RowBox[{"Dashing", "[",
+ RowBox[{"{",
+ RowBox[{"Small", ",", "Small"}], "}"}], "]"}]}], "]"}]}],
+ "}"}], ",",
RowBox[{"{",
- RowBox[{#, ",", #2, ",", #3}], "}"}], ",",
+ RowBox[{#, ",", #2, ",", #3, ",", #4, ",", #5}], "}"}], ",",
RowBox[{"LegendMarkers", "\[Rule]",
RowBox[{"{",
RowBox[{
@@ -4518,10 +6371,17 @@ c98=
RowBox[{"{",
RowBox[{"False", ",", "Automatic"}], "}"}], ",",
RowBox[{"{",
+ RowBox[{"False", ",", "Automatic"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"False", ",", "Automatic"}], "}"}], ",",
+ RowBox[{"{",
RowBox[{"False", ",", "Automatic"}], "}"}]}], "}"}]}], ",",
RowBox[{"Joined", "\[Rule]",
RowBox[{"{",
- RowBox[{"True", ",", "True", ",", "True"}], "}"}]}], ",",
+
+ RowBox[{
+ "True", ",", "True", ",", "True", ",", "True", ",", "True"}],
+ "}"}]}], ",",
RowBox[{"LabelStyle", "\[Rule]",
RowBox[{"{", "}"}]}], ",",
RowBox[{"LegendLayout", "\[Rule]", "\"Column\""}]}], "]"}]& ),
@@ -4543,12 +6403,26 @@ c98=
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}, 3.7906808091204977`*^9,
- 3.790881980395074*^9},
- CellLabel->"Out[58]=",ExpressionUUID->"3c60a760-b3ac-4d7b-9b04-c7d37b0d7684"]
+ CellChangeTimes->{
+ 3.793463886647957*^9, {3.793464003662573*^9, 3.793464013272131*^9}, {
+ 3.8019956706275787`*^9, 3.801995685949774*^9}, {3.8020869242774353`*^9,
+ 3.802086931839355*^9}, {3.802088045447991*^9, 3.8020881442540092`*^9}, {
+ 3.802088215172125*^9, 3.8020882865276203`*^9}, {3.8020883178701353`*^9,
+ 3.802088345595327*^9}, 3.802088376774427*^9, 3.802088568224568*^9, {
+ 3.802088611121944*^9, 3.8020886335692797`*^9}, 3.8020886695878983`*^9, {
+ 3.802107156099215*^9, 3.802107220950468*^9}, 3.8021074720514717`*^9,
+ 3.802114511289742*^9, {3.802115112859208*^9, 3.8021151255889063`*^9},
+ 3.80211999439322*^9, 3.802120310466969*^9, {3.802120543130497*^9,
+ 3.8021205794894*^9}, 3.802120946841928*^9, {3.802121415333844*^9,
+ 3.802121423777544*^9}, {3.8021218830618753`*^9, 3.8021219225127363`*^9},
+ 3.8021236775727243`*^9, 3.80212378629697*^9, {3.8021238283177013`*^9,
+ 3.802123843360074*^9}, {3.80212387819786*^9, 3.8021238976263657`*^9}, {
+ 3.802124436596198*^9, 3.802124454173592*^9}, 3.802166592314657*^9, {
+ 3.8021693743024073`*^9, 3.802169448910295*^9}, 3.8021705948196583`*^9, {
+ 3.802171490421248*^9, 3.80217152672799*^9}, 3.802177584736429*^9,
+ 3.802177649426807*^9, {3.8023535952950277`*^9, 3.802353601047291*^9},
+ 3.802554524900489*^9, 3.802689328826398*^9},
+ CellLabel->"Out[74]=",ExpressionUUID->"13b84951-cc38-4f71-953f-0adb0f741a41"]
}, Open ]],
Cell[BoxData[{
@@ -4594,8 +6468,10 @@ Cell[BoxData[{
";"}]}], "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[59]:=",ExpressionUUID->"666e65f1-8d79-40dc-9b3a-fee9e9d2fc06"],
+ 3.7905021961735163`*^9}, {3.790502479326455*^9, 3.7905024854037313`*^9}, {
+ 3.793461179649745*^9, 3.793461184768985*^9}, {3.80199572501341*^9,
+ 3.8019957253343067`*^9}},
+ CellLabel->"In[75]:=",ExpressionUUID->"666e65f1-8d79-40dc-9b3a-fee9e9d2fc06"],
Cell[CellGroupData[{
@@ -4603,7 +6479,7 @@ Cell[BoxData[
RowBox[{"ListPlot", "[",
RowBox[{
RowBox[{"{",
- RowBox[{"E8", ",", "E12", ",", "E16"}], "}"}], ",",
+ RowBox[{"E8", ",", "E12", ",", "E16", ",", "E20"}], "}"}], ",",
RowBox[{"PlotRange", "\[Rule]",
RowBox[{"{",
RowBox[{
@@ -4623,14 +6499,16 @@ Cell[BoxData[
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[63]:=",ExpressionUUID->"fdefbdb5-3432-48a1-ab56-2911aa735797"],
+ 3.790502718545635*^9, 3.79050272132894*^9}, {3.793461186910082*^9,
+ 3.79346118901049*^9}, {3.801995729798863*^9, 3.801995730008172*^9}},
+ CellLabel->"In[79]:=",ExpressionUUID->"fdefbdb5-3432-48a1-ab56-2911aa735797"],
Cell[BoxData[
- TemplateBox[{GraphicsBox[{{}, {{{}, {}, {
+ TemplateBox[{
+ GraphicsBox[{{}, {{{}, {}, {
Hue[0.67, 0.6, 0.6],
Directive[
- PointSize[0.007333333333333334],
+ PointSize[0.0055000000000000005`],
RGBColor[0.368417, 0.506779, 0.709798],
AbsoluteThickness[1.6]],
LineBox[CompressedData["
@@ -4681,7 +6559,7 @@ K2nu2zn9aE5wTE5sVKeb4L/nUiX8
"]]}, {
Hue[0.9060679774997897, 0.6, 0.6],
Directive[
- PointSize[0.007333333333333334],
+ PointSize[0.0055000000000000005`],
RGBColor[0.880722, 0.611041, 0.142051],
AbsoluteThickness[1.6]],
LineBox[CompressedData["
@@ -4733,98 +6611,226 @@ pP1fnMHQs18quIfgP7J2EnM=
"]]}, {
Hue[0.1421359549995791, 0.6, 0.6],
Directive[
- PointSize[0.007333333333333334],
+ PointSize[0.0055000000000000005`],
RGBColor[0.560181, 0.691569, 0.194885],
AbsoluteThickness[1.6]],
LineBox[CompressedData["
-1:eJwdkHs41XccgF3Ok/tEnIs09yMkcxyzNnU+Dk/Oyp0eLG1GWlGK5LYNJSp3
-4bhtD05CbotQTy6fLksekkhDxhhjnHO+P/ZIFmNb7/O8z/v/axB01itETkZG
-Bv7z/27cWh5yDfLg/aoeG5hELaDmmII/3eUF70DMpX9GnBcxjebdX28yxSs+
-XNtWKlzE2fLLxW1bCzwjawe1r8giViVM+lTyl3m27J8DvGzEOLBHycO77w3v
-tv/enT9Gi9GDtXVghv+O95OYIUm9I8Z7smV6BxW3eKlRsYrBlBjLotfCmrfJ
-wVh/RgLXTILck3+WTYloYJHm6380UILuz+Kt870VQPCxb//5fAmqRdSnj+9W
-hqb1rOmmbgkmLavqvDNVg6ualnH2byXYYq9OnutsBxXhotyXxlL8cOfF2GOo
-AdsE3IsiDymKdeWbR0p3gKsgTPXTBCmuG1ZYznO0QV75zUruDSn2qPp0ozod
-egri6bQOKaZGio6lRNEhYbrA2L1Pijg8UJrWQgfK+8jJ8hEpamQS/eg5OqiU
-CP1YM1KMMms0X/+AAUoTJhG/SKUYPtHvvYvDAMXPntQ6rElxOtFirMmTAaYV
-Kyk5cgSvG3Lqfz/DAJU2DfdoVYJBa1eLNK8xwH9cKzudTtAzrCTmBxEDOLez
-Zq7oEyxMX3N7dp8BPtXy/u7mBJmS1DPpQwwQFrBv6nMJOk0o6LcuMGBVGNk1
-up/gk2zrGEtZJrzcIYx94EwwscO3wYXJBF1HmXOnPQn2FLULc6yYIDhnFKJy
-lOArthuJETDhBL1iVDmE4Cec7I2HgUyoy7PRigkn2BI9njIXz4SeuC0901iC
-lgPJ7XeETPg+TnZ18CLB4xfq5ivvMuGen2fyqQyCxipFDxrGmRD6TdHrISFB
-rqjFbk2OBXYb4ff/KCfY7eHWUvcRC7wEnLq3tQRVzHi3Vk+xoE/QWR3ZSvCC
-XtIw+zkLJucy8/iPCZaIuUNexTow2VhYpfiK4GREWtZssy6kR2yytZYIJnOD
-B6NW9UDVqLNmQo3Cqct8mq7IABznesu/MKGwvrfL4tJZI1hY/rZ0cx+F7/cG
-m4BflNh2vwuF2hmHFmn5pmA+rdS5GUDhC6fRpZVFM5jPzHvUEUbhoOH43wlp
-e4DWWxXwdRyFzXvDb8h+ZwU02vmVtRQKD6nKWVw5YQ3bhU0VpbkUNrYFJY5Z
-2gBbNjR0rJTCIw9rKt30bWHk9bqP9k0KM3dL1bo87CBlsP50WQOFyVYuVcpt
-+yAlLtvGtZXCx8drA3049mBQEOQ8007hb+6ZheF8Hvg2BxvlPKKwpvuw3TUD
-Bxi8/vTlX08pXGBbK9bP8oFv7Jhl2U/hcMncruolJ7jL98s0GaJQ5j2fg/Nc
-Lq9ojMJ/AaQ1BE8=
+1:eJwtVAk01QsTty8vT9Z7/5eQJaKyR+S540Zo8wgllS2Rihfy6slyU/KkhYqo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+ "]]}, {
+ Hue[0.37820393249936934`, 0.6, 0.6],
+ Directive[
+ PointSize[0.0055000000000000005`],
+ RGBColor[0.922526, 0.385626, 0.209179],
+ AbsoluteThickness[1.6]],
+ LineBox[CompressedData["
+1:eJwt13k4lN37AHCUUFKWMDPPzFAU7Ul25halklBUihAlFZWS6i1LkeVFSVTo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"]]}}, {{
Directive[
- PointSize[0.007333333333333334],
+ PointSize[0.0055000000000000005`],
RGBColor[0.368417, 0.506779, 0.709798],
AbsoluteThickness[1.6]]}, {
Directive[
- PointSize[0.007333333333333334],
+ PointSize[0.0055000000000000005`],
RGBColor[0.880722, 0.611041, 0.142051],
AbsoluteThickness[1.6]]}, {
Directive[
- PointSize[0.007333333333333334],
+ PointSize[0.0055000000000000005`],
RGBColor[0.560181, 0.691569, 0.194885],
+ AbsoluteThickness[1.6]]}, {
+ Directive[
+ PointSize[0.0055000000000000005`],
+ RGBColor[0.922526, 0.385626, 0.209179],
AbsoluteThickness[1.6]]}}, {{
Directive[
- PointSize[0.007333333333333334],
+ PointSize[0.0055000000000000005`],
RGBColor[0.368417, 0.506779, 0.709798],
AbsoluteThickness[1.6]]}, {
Directive[
- PointSize[0.007333333333333334],
+ PointSize[0.0055000000000000005`],
RGBColor[0.880722, 0.611041, 0.142051],
AbsoluteThickness[1.6]]}, {
Directive[
- PointSize[0.007333333333333334],
+ PointSize[0.0055000000000000005`],
RGBColor[0.560181, 0.691569, 0.194885],
- AbsoluteThickness[1.6]]}, {}, {}, {}, {}, {}, {}, {}}, {{
+ AbsoluteThickness[1.6]]}, {
Directive[
- PointSize[0.007333333333333334],
+ PointSize[0.0055000000000000005`],
+ RGBColor[0.922526, 0.385626, 0.209179],
+ AbsoluteThickness[
+ 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}, {{
+ Directive[
+ PointSize[0.0055000000000000005`],
RGBColor[0.368417, 0.506779, 0.709798],
AbsoluteThickness[1.6]]}, {
Directive[
- PointSize[0.007333333333333334],
+ PointSize[0.0055000000000000005`],
RGBColor[0.880722, 0.611041, 0.142051],
AbsoluteThickness[1.6]]}, {
Directive[
- PointSize[0.007333333333333334],
+ PointSize[0.0055000000000000005`],
RGBColor[0.560181, 0.691569, 0.194885],
- AbsoluteThickness[1.6]]}, {}, {}, {}, {}, {}, {}, {}}}, {{}, {}}}, {
- DisplayFunction -> Identity, DisplayFunction -> Identity, AspectRatio ->
+ AbsoluteThickness[1.6]]}, {
+ Directive[
+ PointSize[0.0055000000000000005`],
+ RGBColor[0.922526, 0.385626, 0.209179],
+ AbsoluteThickness[
+ 1.6]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}}, {{}, \
+{}}}, {DisplayFunction -> Identity, DisplayFunction -> Identity, AspectRatio ->
NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {True, True},
AxesLabel -> {
FormBox["\[Beta]", TraditionalForm],
FormBox[
RowBox[{"e", "(", "\[Beta]", ")"}], TraditionalForm]},
- AxesOrigin -> {0, -0.8002006004774308}, DisplayFunction :> Identity,
+ AxesOrigin -> {0, -0.7973564197222224}, 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,
+ "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True,
"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
- (Identity[#]& )[
+ Identity[
Part[#, 1]],
- (Identity[#]& )[
+ Identity[
Part[#, 2]]}& ), "CopiedValueFunction" -> ({
- (Identity[#]& )[
+ Identity[
Part[#, 1]],
- (Identity[#]& )[
+ Identity[
Part[#, 2]]}& )}},
- PlotRange -> {{0, 10}, {-0.9956235625, -0.81048601953125}},
+ PlotRange -> {{0, 10}, {-0.9956235625, -0.8077915324999999}},
PlotRangeClipping -> True, PlotRangePadding -> {{0, 0}, {
Scaled[0.05],
- Scaled[0.05]}}, Ticks -> {Automatic, Automatic}}],FormBox[
+ Scaled[0.05]}}, Ticks -> {Automatic, Automatic}}],
+ FormBox[
FormBox[
TemplateBox[{
RowBox[{"n", "\[LongEqual]", "8"}],
@@ -4925,7 +6931,7 @@ Lq9ojMJ/AaQ1BE8=
RowBox[{
RowBox[{"Directive", "[",
RowBox[{
- RowBox[{"PointSize", "[", "0.007333333333333334`", "]"}],
+ RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}],
",",
InterpretationBox[
ButtonBox[
@@ -4975,7 +6981,7 @@ Lq9ojMJ/AaQ1BE8=
",",
RowBox[{"Directive", "[",
RowBox[{
- RowBox[{"PointSize", "[", "0.007333333333333334`", "]"}],
+ RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}],
",",
InterpretationBox[
ButtonBox[
@@ -5024,7 +7030,7 @@ Lq9ojMJ/AaQ1BE8=
",",
RowBox[{"Directive", "[",
RowBox[{
- RowBox[{"PointSize", "[", "0.007333333333333334`", "]"}],
+ RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}],
",",
InterpretationBox[
ButtonBox[
@@ -5069,6 +7075,56 @@ Lq9ojMJ/AaQ1BE8=
Automatic, Method -> "Preemptive"],
RGBColor[0.560181, 0.691569, 0.194885], Editable -> False,
Selectable -> False], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}],
+ ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}],
+ ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ RGBColor[0.922526, 0.385626, 0.209179],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle ->
+ RGBColor[
+ 0.6150173333333333, 0.25708400000000003`,
+ 0.13945266666666667`], FrameTicks -> None,
+ PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic, 1.35 CurrentValue["FontCapHeight"]/
+ AbsoluteCurrentValue[Magnification]}]],
+ StyleBox[
+ RowBox[{"RGBColor", "[",
+ RowBox[{"0.922526`", ",", "0.385626`", ",", "0.209179`"}],
+ "]"}], NumberMarks -> False]], Appearance -> None,
+ BaseStyle -> {}, BaselinePosition -> Baseline,
+ DefaultBaseStyle -> {}, ButtonFunction :>
+ With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ RGBColor[0.922526, 0.385626, 0.209179];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["RGBColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ RGBColor[0.922526, 0.385626, 0.209179], Editable -> False,
+ Selectable -> False], ",",
RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}]}],
"}"}], ",",
RowBox[{"{",
@@ -5081,10 +7137,13 @@ Lq9ojMJ/AaQ1BE8=
RowBox[{"{",
RowBox[{"False", ",", "Automatic"}], "}"}], ",",
RowBox[{"{",
+ RowBox[{"False", ",", "Automatic"}], "}"}], ",",
+ RowBox[{"{",
RowBox[{"False", ",", "Automatic"}], "}"}]}], "}"}]}], ",",
RowBox[{"Joined", "\[Rule]",
RowBox[{"{",
- RowBox[{"True", ",", "True", ",", "True"}], "}"}]}], ",",
+ RowBox[{"True", ",", "True", ",", "True", ",", "True"}],
+ "}"}]}], ",",
RowBox[{"LabelStyle", "\[Rule]",
RowBox[{"{", "}"}]}], ",",
RowBox[{"LegendLayout", "\[Rule]", "\"Column\""}]}], "]"}]& ),
@@ -5109,1955 +7168,1614 @@ Lq9ojMJ/AaQ1BE8=
CellChangeTimes->{{3.790501975959618*^9, 3.7905020568911247`*^9}, {
3.790502162871426*^9, 3.790502197077286*^9}, 3.7905024866172*^9, {
3.790502652323476*^9, 3.7905026569786167`*^9}, 3.790502722784449*^9,
- 3.790680810877782*^9, 3.790881982342059*^9},
- CellLabel->"Out[63]=",ExpressionUUID->"995f7987-477c-4037-9f2a-a4db92542026"]
+ 3.790680810877782*^9, 3.790881982342059*^9, 3.79346118959251*^9, {
+ 3.801995726426937*^9, 3.801995732420045*^9}, 3.8020869421384163`*^9,
+ 3.802087954618482*^9, 3.802166607229807*^9, 3.80217765154186*^9,
+ 3.802353605171362*^9, 3.802554527026136*^9, 3.802689331153693*^9},
+ CellLabel->"Out[79]=",ExpressionUUID->"930a1ab6-cd4c-4165-9216-6f31dd6f1d71"]
}, Open ]],
-Cell[CellGroupData[{
-
Cell[BoxData[
- RowBox[{"ListPlot", "[",
- RowBox[{
- RowBox[{"d", "[",
- RowBox[{"All", ",",
- RowBox[{
- RowBox[{"Thread", "[",
- RowBox[{"{",
- RowBox[{"#\[Beta]s", ",",
- RowBox[{
- RowBox[{"Range", "[", "#N", "]"}], "/",
- RowBox[{"Sqrt", "[", "#N", "]"}]}]}], "}"}], "]"}], "&"}]}], "]"}],
- ",",
- RowBox[{"Joined", "\[Rule]", "True"}]}], "]"}]], "Input",
- CellChangeTimes->{{3.789860752342498*^9, 3.789860770758177*^9}, {
- 3.78986147356671*^9, 3.789861534004075*^9}, {3.7898617800836077`*^9,
- 3.789861835680109*^9}},
- CellLabel->
- "In[306]:=",ExpressionUUID->"6bf8aea7-b7b9-4d5b-a161-210bee9bd86a"],
-
-Cell[BoxData[
- GraphicsBox[{{}, {{{}, {},
- {RGBColor[0.368417, 0.506779, 0.709798], PointSize[
- 0.0055000000000000005`], AbsoluteThickness[1.6], LineBox[CompressedData["
-1:eJw10H0sFGAcwPFz3q5zzt1xx73fJVkiL5Fo8/xShLpIE2uNaLe1Wl6muKaF
-scno0lg0yvrDy5lFm9goXUNbKUzFXX8Ihxk34ZByvUi/+23Pfvs833+ePfK0
-jHgllUKhwPb5t82alVFFWhyh7IyWsPVn5vw0tegR0jM20dQyokXrSEX93QvB
-DaPoScK+1z/4McSAniED1+Xn8osX0fMk8di05KR0GW0kJMMrPtW4il4m4rlB
-h3anDfQqCZDlvdwybKLXSL5irLnkshm9QaJ+RD+Ptd95/vZsElbboqvxjRX6
-Jylez2ealNZoMymt4USvBdiifxNVR1b/ebMdmgKPxnUeLV00tBWEh83rW7vp
-aCr01DaFzjQy0NZQL42k3cthom3glPpIQ1ECC20LUdemZ26XsNF2kOYTZqtN
-4qDtgck1mBU0ZzQN1PDiaUq7xbtgPPDb4QhPFzQdpAdClqrUFjuAqrps87TR
-Ygas1631rgRx0Y4waeqjTWVZzISkAeHDE70WO8HXRrJ1n8pDs0DBLY9ZOI4u
-YMEDm2aNsszS2eAlbv2TrbN0Nmw45PR1erhi58Cl6uYJgQpdwAF9bsTyq8+W
-7gzeXR0CTqIbdmegszNpCXQ+dheYTX0yFjiMLnABzetAhnRFgJ0LUx2TESmF
-Iuxc8PSntYoEEuw8+CKrLK+zlWHn/f8Prhy7KyymP16ouLobuyvUz97MzM1x
-x+4GmSn2Q/xne7C7gX7o+1mDx17sfOg0/fqk0nhi50Pp0YuzI9R92AWwv4Sn
-H6r2wi6AUPeYvCJfb+xCeL/0ti/8gw92ISR3RzOoZb7YRbB0iwQld/thF0FN
-OqdI+84fuxgkvCsKU28AdjFU+Of6yIcPYpeArjA7ssouCLsE1DeyhI5xh7BL
-IbatSnmnMhi7FO9DcMvgL25oCW4=
- "]]},
- {RGBColor[0.880722, 0.611041, 0.142051], PointSize[
- 0.0055000000000000005`], AbsoluteThickness[1.6], LineBox[CompressedData["
-1:eJwtlQs0Vfkex4/3I4/jvByv4zzlNUhRCvvrdTxK8opKV5cYRan0FsMSqcvF
-FTPKpBmzZkZJHimkUc3KTRQNalHjelQ35arERMfj0vnvtfba67/2//H7fb+f
-796CqMSgGEUajZa2eC89Zys+/OEftYl6uO6b2AsXr1P1QeovGN6pZNxKWX1S
-rHMv+JHqS/hPx+HpLqqlseX48xtN5P0TSnaYoTfv9YC6rWlKa/V5TgmHX4XY
-03rJ/EFqLm5NzN7fBqjgkKslZzpGqCDPrNBmvRdk/Suqn1+YU6rympKKAlbW
-Hhylwlx28OxfviH7jVERbf/MhfM45TQx3tFn/I46pHhO3ejCe7L/e2r1/gMt
-HoETVPEO77q0qAnKiPEp/POmSXLeR6or9adsLau/KLqPftpZxynqp0saP44r
-TZPz/6I0nzed/6Vphjpt+98Nv2pOU9JIt3M1cbOknhmKr+X8iWczTynp3zBo
-HvhM5S5Tc69No0Fe3yzlZmW381C8Ak7MZ73qrJ2jOravv6+Wogh5vQtUmlVf
-jV62EmQHLvft96BBGFLRp3RFGfL6ach8FD/G6FVBQyzzdvIVBdj+mljS/VIV
-8n4UwTyfF+9xTw2Htib/nKmvhNSKstVsCw3I+1NCPVvWPn5aEys2juTkpSvj
-2ySLKsubyyDvVwU5P5TGhQ1pYdxtfVLJWxWssjFWb1PUgbx/VeTHWp97tFEX
-lx3qtpSHquH+dzeL8xPpkOuhDuEg/VKPtR7iLIxwpUUdFxMesAfu6UGujwYM
-Nn+QvgpkQGKSYXbDQhMTf6u3H7rBgFwvTWzVPp1sbcLEEP2t1p3CZUjv1BWd
-PMUk+mnBZUJNqXOOiQvKwR8fzGlBRd9qt50/i+ipDafHVe4P8ljYNt3U1/O1
-DmQqN//+7C6L6KuLopQw5QUZC9wx4e2Bx7po/zg4XmnCJnrTcfDd0L9GNrLx
-JtErePJ7Osx7XU3yjrGJ/nT8w3DD7+9r2GjbdUw6E6SH+JSCruJuNvFDD1un
-GvvPzLHxS/QVp3m1xb5cqRw6j0P8YYBb1KMRF8VB5vYha6VbDNDXBb9uzuIQ
-v5jYV9Ids6KGg51hbL76ASaaYiceOj7lEP+YKB1SPZE6zYF7oC9TezkLjs63
-gooF+sRPFpJvyUZu+elDsD5FlfF8UYdI8bWXpfrEXzZm+leuV+zRx4JnzQyn
-gI3y0bGd+1hc4jcbr8sGo7z2cPGn68sxIykHrCVDr3GJ/xw4FiZeb9QzQPMa
-g0G+jIN5Ha901wIDwsPiOeFO1+5zDHHO3r9bUq2PI0sNzhoSPriozJ8o3N1i
-hGPW6a2WMVyE2llWMLuMCS9c7Mp5Etgr5iHMrL7R1tAAfKl6nqONKeHHALZL
-E9h8OPBHK1d1GuB0/TSLVs4nPBkCsgKhvbMALEOTi04nF8d9Z62a3woIX4b4
-MOm3JStbiAlmYKGrkxH+FKumF4lEhDcjjN12EvnJRHisnZnlMW4k92tYTPgz
-BjvH743yNQmuqjUe8yk3RlFMdvT2UjPCozH6Kz9H7MlcjlyF/yX4h5tgablw
-gznh0wQiv+QMW2sLJMj4O4K0eagZGi2qtbYkvPKIn1bwmwoJDrvLg96/mxpy
-zawJv6bw/T7N7K70K5i/y5ZGHDHFQfG3C/mpNoRnU1w/eaKrrsQWGQcHSu04
-fJSLGmdPedoRvvmo8h46zhq3Q9L+o5y6fXxQYdtqWkpXEN75+PK5dLVH1F5G
-vkM7Hz9rSiWHhu0J/3wc+UpgOpmzEoHxlRoNEgEm53qOjkpXkTwIcHO57rJ6
-VQcgTpqxNk2AM9WLDf7hQPIhwNolAa46wjZmcLa5XwDbveUKzZmrSV6EuPTl
-97IGplHHD1MOQvRFHg7gqTqR/AihE3D1bEyDE3QiWe/v5AlRYrnoUMVakich
-JhM2p1S1rsPctqpdnm/IuNiZ5EsEWcSee/NBLhgL9xlp9RSh79Gn4BEvV5I3
-ES539m4ei6TwLHQ4wrdMhCV1ZfYg+RNBSeOMaXQV0B504kn7jAgLtckT1eZu
-JI9iKPif1A4oc0NTAGfTxhAxpp49TU+ycSf5FOPpqndrvDrdUbGhuq2rSowX
-GRceXgrzIHkVI0Fj5uLXMg985+vnEawhQcd42+/uuZ4kvxJ0+0fRwzW8cEr6
-ork3WoKUrrotUz94kTxL0GMVYzBsLsURj1TH8N8kCGrgZb69IyX5liBOmHD0
-eKg3YsGt7ueaIYDH2e3/zJvk3QzqLudDy6J9EOpSa7E9yQy0L5cvyb8Z/g9r
-T2rQ
- "]]},
- {RGBColor[0.560181, 0.691569, 0.194885], PointSize[
- 0.0055000000000000005`], AbsoluteThickness[1.6], LineBox[CompressedData["
-1:eJwtlAs4lPkex0fkfp0xM2YM5mJcYt3v4f0yjBG2dWkpdCS1ko4TbehGB1vr
-yVGbLrodJ9u2EolVaVU2D7tFK53YJRWRkCOmZanksPN/n+d93uf//v/v7//7
-f7/fzytITIvYtIxGo+Uu3kvPDxVTj8ISP6MerMzZfK7sGlV6qqK+K7yQjFup
-C+O+Bl0Xaqie1OftO2cfUu0dOmE9o81kvpt6HHzt5hl6J9WkaUZrlfVRUV4x
-C68cesj6fur6xHCFbkM/FRl1pbSwfZDy6RK4NxcNke+HqZqirNrTnBFKKlrt
-XLtjlDLfuy4wJ/k1qTdO4UlKN+f5BOUpn2jv4b2hVM/t1jvBmyL1J6lbg4Ym
-917KqeMJQXW5iXJKNbS/+2njH2S/t5SkxSOHUThD6cvYuSVu01Rc8d1pq7hZ
-sv8MlaoxV/aF8zvqa/tXod9rzlIB5SsPnrX+QPqZoxpHbGTOrI+UMvs6p/HZ
-O6rF57jvDiUaFP19oPSsTqcX/EnDno9fDXfUzlPbPE+8uCRXgqLfBarMnVnh
-MLMM79Mre7ZLaPD6pi1HtqAMRf80qCt33DqgtRw3NjOadlcpwbss9T7TVBWK
-8yxDwtotEZpeavhy3e7vCtjKMA9MimmJVYfifIt1Smwa2wo04Pjp4KHi/SoY
-jiusvH9bE4rzLsfhrYsKLGhhwi8ko/T1cvAm5zbkO+hAcX5VBClnaZkn66LS
-tW5t+Ro1VJVf0jhfrQeFHuo46jom4O7VR7K1MaruqOPn386tpfMNoNBHAx7/
-0Vc6UGMAsUmexXVrTbx8KHwy50uHQi9NhM43Vsha6BjQf63901EtnA+89nbe
-hUH008Zpn4ea2qUMnFOJfHt/XhspDjrNQUMMoqcOVkaONLbaGSJ29mbP4y90
-ode94NmeaUj01UPzime/eNcawmhc2PSsUw+5U9rcd68Mid76kK+vdxpgMzGW
-Fhj5x1l9TH+ScdNWyiT668M4tHnSYDsT97ZkS+ciDLDha7WSsFIm8cMAyXEe
-+t+0MHFxY5XnRzU6Li3hMskk/tCx3/eIZTCbhYL4AVvlW3Q8GK09+bs3i/jF
-QH++vwovkYWkaCZfPZ0BVft3mo8OsYh/DHQd65B732DBPzyYoWNpCLvPHydw
-h1nET0PoTfzau43NhiBkryq9zxDMIxuYaQFs4i8T9LvlRaKdbCwEXJ1jHWEi
-W2mms6KSTfxm4mRT1Y/ZY2w89X05bixl4ftBR+VjjkbEf5aiv38aodGD089/
-z0Kcj+WttD4jkgc26t4U9ueEcHDKKey/4ho2OJ9PSYc7OSQfRjjjfP4H9ywu
-sm33t67YZIQlt8J9jElejECrTvpZyuch2qK+wZ7Lgc2iXXJLE5IfDqwse9fI
-PE3hyh+97NLBwXOni22JiWYkT1xIr/Y9SpHxYcg1KfPM52LTYrX1r/gkX1yk
-F/5rSF4sgJwRftTX0xj8jRPr/H2FJG/GmNYvmuDPCNGpU/CVZMIYFY0mAz80
-iUj+eJja2B4fctAcV9QasmXlPPxGl/t1SMUkjzzYLQjmZ5gWKFL6X2pYjAkK
-awZGj8ktSD5NMKbiYuDWZ4nU9/yECB1TdGkkC1N/tyJ5NYXpxRGZ3XNrrJqO
-ioy+awq3St/o2M4VJL9mCF7aoNsGVm8OSuMyzcBtiuX7TdmSPC+Ow3uN9yjZ
-IW/HszMOLD6aky4lRNHtSb75KB6Smz0yc0DG9ixW3T/4yNdZfaWkxYHknY/w
-racyzyQ6IvHv9MOubXzMRg5eOK3iRPLPx6rdefah15wW113WuCEWgIqOvXon
-1ZnwIIDNzImnR9kuQLI0zytXgJGUxTcPXAgfAryIYV/vPOwK+039Hxp7Bdgh
-LZlRXe1GeBFC9GRuX4q2O8wSd+2kXIXI2nXBVtLnTvgR4o1HYFB6gwd0/2Y4
-+VOxENZLP+iTnoQnIRx+tNTT+tIL87HVWwLGhEiK75Mqx6wkfImwhZa2XyXQ
-G+MxssHWABGO6O1yq7TzIbyJ8CtnUUBbXzxZ8yIu+N8i/PX7t6cIfyIcdsz8
-RGAGtEXs6W6bE8GxdIXRsW9BeDSH1b5DDVut/XBzNeuzT6PMsTT9+Kof4dMc
-dWMZ9UyJPypCa+49rDbHHd1FItr9Ca/maO2rz9+TLMHJ4FWSSA0x1C/z1iW9
-lxB+xcgLDz6bezwAB6RDjV0bxVgf8ouaj00g4VmMMq79U/PbgciU7HOLuS1G
-/LaWj7WxUsK3WJH/P6XYDKOaXiMLDFeLh/KOBxHeLSDhvX7h5i/DGp9a6/gM
-C9D+uoIJ/xb4PzQkayU=
- "]]},
- {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:eJw10HlIE3AUwPFtLucx06mbc25uWl7psi3DAun3GhJlNucR0R+CqEUhKoZH
-SOjKo5yZEeIZWEtMcwqtZZHhQSRS3hgpoq0S70TDZKlkZe/34PH48P3veSWm
-x1xkMRgM+Lv/7nbz2ujZRA1h7E43cZ7gXBBEDqOHiY4dO2DwMaPHyczDwpr2
-nQW0mTTmTcc1qNbQM2QoyFYT++Enep5o3HeOf1NtopfJK2a99KTNDnqV1Gdb
-UozWLPjvHyTk8ny9Wc9Gr5Oo/lxFRSwHvUEcMgylk/52aAvRrnFFm34O6E1i
-CnNcGRQ5obeJp8eNa/FdPPRvsiS2Mn6qc0EzYMv7kXxOyUczoY8b19vlKECz
-oPiqPr4ok9oKusaG6nQmajbwylZk2bPUeyAzoO3A1l43tDWkTQ3ESpTUHPiS
-HzjxLJraBu57Kw1fU6ltIdFyu9q5hNoOolNqcx7oqe2hqtSi7n9NzQXhcnFq
-6Si1A4RPcWQvFqj3wrtyRY6cKUQ7Qv6b862RQmon6KvuqLwXjNY6wUdf9UrO
-Kdp5cFRZvt2TQDsPTNmTRbO5tDuDfKig43kl7c6QnNUy1/CSdhfYb1/d3TpJ
-uwuE6E2hFpY7dlfo1ahNLYfQWlewDyDNG1do50OWVDvmO0g7H2qXQkZjakTY
-BTCdobs7YxRjF0BBSNJI5oYUuxuYC1Vssd4LuxsY3ncG3kzfh10Iu+9N8sEu
-BP6diEV2hR92dxgOH19dXwzA7g4j3pO/8nRB2EVgPJj2mHk9GLsIIriswFuX
-FNg9oK09MX9Cfhi7B5zraWpQy45gF0OZ/3eHTk0odjEUBEc22rUfwy6Bt8lP
-E+KUYdgl8DmqrCpNRbB7QlPvmdASrxPYPWHBV2FjmFFhl8JY7azkyWo4dvqX
-03hl8AeS0wb/
- "]]},
- {RGBColor[0.772079, 0.431554, 0.102387], PointSize[
- 0.0055000000000000005`], AbsoluteThickness[1.6], LineBox[CompressedData["
-1:eJw102tI01EYwOG/t9RpzrmbTp3loAUtSlNxlZ2XFBmFqGthUpKOIotihlQY
-4mUomJofiggrbaNZaoYDMZrT0Eyx1BSjYXhJJW0yNW+ZDpXUznvg8PKc37fD
-OXvVGuVlR4ZhYGtvz/WahYE4dQJhdlYreSmVLeSFTlH3E70+V1vCX6QeJM4T
-tza0I07w32Pk/FuL0P0Nm/onqU1VKaWpXGorSWwJN54N5lHPELWlRP/Mip4n
-Ut0943gNn3qRKN+JC22JAuplMtz09NVRA3qFqPWWsN+r6FUiN/3Q708QUttJ
-eaXxo1Mtep0cNkvZHt/QmyQqR/P1+QiagWYXHx6ZQjtA0onupbE5tCMoiruM
-xX/RTnAzcum1nPGldob5tbSCeTe0C1QHbj6p46B3QaNqtCxDhHYF+6ytVS5B
-u0HW9L4QNxnaHeJWq3JGw9AsSL6qZDVFoT3APHsysyIW7QmZhXdMRfHo3RD7
-5UPl7XNoLygdSmc0aWg2sE4f112/hvaGtoCtG8mkzvOGXget/G42dg4csrMG
-Sguxc+Czqq3aUIbdByo4VS1tj7H7QOd4T/2UDjsXojsic7m12LkgbLYeUDRg
-54GE3ynQNmPnQUH+r9H2Dux8ECdETLL6sPPBK/RTV/IgdgEodx4QdgH05xiK
-PG3YhfBieuZSxjJ2IXRfyRIPb2D3BZniiCDO1Y92X5g4FmLr8KZm/GBu+7pF
-2P0gPmVN1ifBLgLr9zr7hYPYRbAsMsf8icDuD5HvV3oeAHZ/aGy/+DD8FPYA
-MNyXWCbOYA+AbhMv6VEK9kCoL89u6L2BPRBSJ/uDh0zYxZAfXa1scBXRLobt
-75WeRM0EgedkjJlVgz2Insvp3AP/AOc0BmI=
- "]]},
- {RGBColor[0.363898, 0.618501, 0.782349], PointSize[
- 0.0055000000000000005`], AbsoluteThickness[1.6], LineBox[CompressedData["
-1:eJw10HtIU1EcwPHb8rGpmZubm3cPZ+lmvuZzKkr3p39IUpKJNUzC1BJF0VDC
-QovCZ5aPkAhTQ1GTCUL5AIl8pAguksXMR8+Jq2E6U9cUJyOa+usHh8PnfP+4
-51zPzMLk6zSCIMC69neLckuTmJlEEQczTk3WMsR5lhr0B8qw3TRfkapEL1Kc
-aLJ674oevURxW99qZfp19A/qRtl6s/d9I3qFUlydXr2k3kYbqJ3ByfSmcDN6
-kyrZzeuPH7GgjZQ6YYOfHn1wPeuYqE9xjeUsCQ29Q5k/h56lsW3Qu5RqOnVx
-1tkOvUe99pfIPRbs0RYqX6LNL9Yx0H+ptFdjhucxTmgCwhZyu7qLnNFHYOYm
-masUuKBpYM5u4c/++e+jYHQi96TDTLQNdOdZPzDAQtuChtfX2at0RdtBPL1B
-Xn+LjbaHrMH6XkkOB02HvoLtVtOoG5oBYx/VLbUmLtoBapgTnXU6HtoRKnzD
-S9uf8NFOcFv0tW3oiwB9DO4MzNT9UonQzmB9zRuhpxh9HAKXo4PXKj3RLuDj
-YHoQE3Xi0PdcgK5f2Sr1O4mdCcZYdfacvRd2JlT3KN6F2HhjZ0FGSrK0PUGC
-nQVT4pdFOUwpdlfI+n057jTdB7sr6OTkeNoSmmCDdKKqR7F6CjsbtOfrnhb0
-+2LnQFlGyMWgXj/sHCgtl517UeuP3Q0MF4ZFlQ8DsLtBkoVXvKAJxM4FRy+f
-u4/MMuxcEKwty8nGIOw8GIrYnbhGBmPnAV/2zcvuMZpwh9GgZl+ebQh2d9AQ
-32mMZ2iCBOjSjjoLQrGTULhZqUrpQBN8mHlvHf8w7HwYTxPHbg2gCQHYTjUE
-lySGYxdAalXk/NQImhAe/o84OXYhjOjYQtUcmhDBmf0HKyKwiyCgv22jR48m
-POBnRsd8WGEkdg88j8JdDP8AlekKAA==
- "]]},
- {RGBColor[1, 0.75, 0], PointSize[0.0055000000000000005`],
- AbsoluteThickness[1.6], LineBox[CompressedData["
-1:eJwtkws41Okex8f9EhlmjBnjMldyOeuSEcL/O4wxKAnRFikq2vXoRFtZtqtc
-ttqSk9LTytbZVEoit1Kp9rBK0WUrbStx1HFJUjoUOjNn3nmeeeaZ5/3/3/f3
-fr+fDz9xfeQaTRqNtl35Vf1OnXn3YGFiBHV3/ra1pWV11C89V2e2/TeT/G+h
-THqZyTG0Q1RX6ov2TROd1Gm+ztlnbRVk/TF1V/tWYy6nn2o2tKW1KJ5TbsUD
-h/PrB8nzPZRG88Xkjv43VFT0hZIf2/uoSsfPlfpb35H3X1G53NHJVdofKLlw
-0dzqjQPUJ1mpKL7mI9lvmNpq7ZUsG5ikvMdG2rus3lLBbRUZRr9Pkf1Hqd+G
-PulceTlDFa8MrtmeOEY97o2i7S2nQX3ee2roXxHhl4Y0QFdYbP+H5ziV9+OG
-GbtoLajP/0jt8C+0D3mijQKX1wtOG05QHin/Od4j0IV6nknKK8dRklWmBy2L
-ek5T9ycqc8DOTT/VAOr5pqgbX2Kqk/oMkT2T+6qjepraucdcckTXCOp5v1Au
-ewruto4b4XN6RdeGQBrivOgHddpnQz0/DYryyuxiPToa1jKas85rIGlbl1/m
-ETrU99HEtY/tB2kSU3y3LOvUbgstlGaZHLZ6Ykrup4Vv2P6CU6vN4Bbet3f/
-Dm1Um+Y/GXdikPvq4MuWC8tKRhkYkYZllAzpYPPjtCudTUxyf13UJRdrnw4x
-R4Wk5uuTS/TwS+hdmxQdFslDH6FvuQlZuhZIceDi/HV9ZP9xOyfBkE3yMcDX
-aeskohE2xNa77OodDFG1Pzx+sp1D8jJUr9+zxEv6kNGNolk4W69bF0q3IvkZ
-wXLPqZoiqTVKtaPe3542ApNqeV6bY0PyNEaaChA+D8snLnc9Sp6N/K9Ory95
-yCP5moD1/wL4YA8LmrvvmyC65XpHA11A8qZjYOX08VvDAgyuD4r68DMdqrhf
-XxSS/On4NRyMVUkitK3LlE9GKnPVOXnQRyomfZjiXv6D7p4wO5Qnnfee0TPD
-0c3HTgg59qQfMzDGpB1ra+2xO/6ls9ZVM1yNLOb/ZD6H9MVQ5hx+v9DXAatj
-zXn66QxMliXXDM51Iv0xIGqcyvsw3xkBi0MYxvZMrAj7Xc/vT2fSJxP192nd
-miFfgR/2g67ZcybKM1sdfNJdSL/mcCtxZB/SdsUX2cVJVqE5vitia8f4u5K+
-zXE5xEjTqdwVf/n3D3PlLLT1U/984e9G+mfB1fEMo/OSG5q8OD28zyy0Xm7Y
-pwt3woMFrtibzKqtc8dR94UPxVUW+Ks2J7uzaC7hg43egUPVRqYeyHTe0eK4
-hq2eb6cH4YUNq+xV7kt4EsTa1Ta6WHIQse9wmtlDCeGHgxc9s4rOJHpCwhs4
-59HBgf45q2WrKzwJT5aQvktqj3eaB6aldZl3jiX2hg5qexTOI3xZIu2kRpOO
-uxfGGIuL/L258FXGHXfNi/DGRcmV4gMmPt64b7w7N3CEiyl2xhOzm96EPytI
-VigTOuGDC3qNmYqTVkjQu8dZbDmf8GiFjJTCN9nb5mOfxpvUhUutYXJs7olL
-er6ET2vUvZ9+tKXAF6mfeSsjjW1Q+TRh06IRX8KrDTSd8lhdaX4IHY+Oir1p
-g+uzlRv85kf4tUUDdva2Kvwx522+PG6zLQqUuM3q8yc826Jxn+4oy4vCro3d
-x1xZPJj9evWGRR1F+OZBNc48NpCxYQur5u/KdZVAfiC88/BN08Yi9kYgMc3s
-gOQODz+bKjfoAOGfB08VoAZSLP72nEGDmI+88tjb7gukxAc+5lk2L+cVSIEU
-+S6f7Xw0D5f6OjdJiR989PztQNkEJwAua3qmmp7x8SE15ofKmADiiwC3xufE
-7T8RANvE7zdREgEq/GOXX3wdQPwRwFoFpH0gZicwR2/sFyDB4Q69NT2Q+CRQ
-99kSiOnlletkgwLQVB+6jPglxBpO71ILSobhpYq+FpkQNYMZteZ7ZMQ3IfrH
-bB+sb5XhzyW9cSHHhbB3UxJmGET8E8JXJWxMEO5EZj++MynEK6Ue134KIj6K
-oLRD9vRpEC4vYkWER4vwyEl54hw58VMErrEygZVynFlQ1dZZKYLXxM3VZw/I
-ia8iZI9VRXx7U44jIaGBUQZihCnxNZ2RE3/FCE6fNBmggpEn/3fTH0li3Hqo
-POBgMPFZrPbzUTA2B271XHpNjGEXlZEK4rdYzXOoAmvBrnrGtkNl8MvvmbkK
-4rsdjupzS1e0KbDEr9ohPsNOnR8thPhvh/8B+XFmqg==
- "]]}}, {
- {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[1, 0.75, 0], 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[1, 0.75, 0], 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[1, 0.75, 0], PointSize[0.0055000000000000005`],
- AbsoluteThickness[
- 1.6]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \
-{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \
-{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \
-{}, {}, {}}}, {{}, {}}},
- AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
- Axes->{True, True},
- AxesLabel->{None, None},
- AxesOrigin->{0, 0},
- DisplayFunction->Identity,
- Frame->{{False, False}, {False, False}},
- FrameLabel->{{None, None}, {None, None}},
- FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
- GridLines->{None, None},
- GridLinesStyle->Directive[
- GrayLevel[0.5, 0.4]],
- Method->{
- "OptimizePlotMarkers" -> True,
- "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
- (Identity[#]& )[
- Part[#, 1]],
- (Identity[#]& )[
- Part[#, 2]]}& ), "CopiedValueFunction" -> ({
- (Identity[#]& )[
- Part[#, 1]],
- (Identity[#]& )[
- Part[#, 2]]}& )}},
- PlotRange->{{0, 50.}, {0, 11.313708498984761`}},
- PlotRangeClipping->True,
- PlotRangePadding->{{
- Scaled[0.02],
- Scaled[0.02]}, {
- Scaled[0.02],
- Scaled[0.05]}},
- 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}, 3.790500128363778*^9,
- 3.790687277934268*^9},
- CellLabel->
- "Out[306]=",ExpressionUUID->"79498c18-6a57-441c-9406-458e4e9973ff"]
-}, Open ]],
+ RowBox[{
+ RowBox[{"colors", "=",
+ RowBox[{"{",
+ RowBox[{"Blue", ",", "Magenta", ",", "Red"}], "}"}]}], ";"}]], "Input",
+ CellChangeTimes->{{3.802104179964892*^9, 3.8021042187751007`*^9}},
+ CellLabel->"In[77]:=",ExpressionUUID->"7f334b13-fb8f-476f-af9f-ccaaaff3658d"],
Cell[CellGroupData[{
Cell[BoxData[
- RowBox[{"ListLogPlot", "[",
- RowBox[{
- RowBox[{"d", "[",
- RowBox[{
- RowBox[{"SelectFirst", "[",
- RowBox[{
- RowBox[{"#n", "\[Equal]", "8"}], "&"}], "]"}], ",",
+ RowBox[{"cPlot", "=",
+ RowBox[{"LogPlot", "[",
+ RowBox[{
+ RowBox[{"{",
RowBox[{
+ RowBox[{"x", " ",
+ RowBox[{"c12", "[", "x", "]"}]}], ",",
+ RowBox[{"x", " ",
+ RowBox[{"c16", "[", "x", "]"}]}], ",",
+ RowBox[{"x", " ",
+ RowBox[{"c20", "[", "x", "]"}]}]}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"x", ",", "0.0001", ",", "8"}], "}"}], ",",
+ RowBox[{"Frame", "\[Rule]", "True"}], ",",
+ RowBox[{"FrameStyle", "\[Rule]", "Black"}], ",",
+ RowBox[{"FrameLabel", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"None", ",",
+ RowBox[{"Style", "[",
+ RowBox[{"c", ",", "16"}], "]"}]}], "}"}]}], ",",
+ RowBox[{"RotateLabel", "\[Rule]", "False"}], ",",
+ RowBox[{"PlotStyle", "\[Rule]", "colors"}], ",",
+ RowBox[{"PlotRange", "\[Rule]",
+ RowBox[{"{",
RowBox[{
- RowBox[{"10000", "/", "2"}],
- RowBox[{"#\[Rho]s", "[",
- RowBox[{"[",
- RowBox[{"-", "4"}], "]"}], "]"}]}], "&"}]}], "]"}], ",",
- RowBox[{"Joined", "\[Rule]", "True"}]}], "]"}]], "Input",
- CellChangeTimes->{{3.78500344089928*^9, 3.7850035247242117`*^9}, {
- 3.78500355492629*^9, 3.785003581869154*^9}, {3.7850037263212214`*^9,
- 3.785003801241189*^9}, {3.785003858875341*^9, 3.785003870148059*^9}, {
- 3.7850040155105553`*^9, 3.7850040423493967`*^9}, {3.785006116081827*^9,
- 3.785006116167615*^9}, {3.78505689009816*^9, 3.785056917277814*^9}, {
- 3.785057246856258*^9, 3.785057285467389*^9}, {3.7850576509576273`*^9,
- 3.785057656673394*^9}, {3.785057728644764*^9, 3.785057728875795*^9}, {
- 3.785063505099409*^9, 3.7850635055000563`*^9}, 3.785064629891938*^9, {
- 3.789820922779374*^9, 3.7898209507203293`*^9}},
- CellLabel->
- "In[215]:=",ExpressionUUID->"57f24fa6-c961-417d-8040-d9f006e7bc42"],
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"-", "0.2"}], ",", "8.2"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{".05", ",", "4"}], "}"}]}], "}"}]}], ",",
+ RowBox[{"FrameTicks", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{".1", ",", "1"}], "}"}], ",", "None"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"0", ",", "2", ",", "4", ",", "6", ",", "8"}], "}"}], ",",
+ "None"}], "}"}]}], "}"}]}]}], "]"}]}]], "Input",
+ CellChangeTimes->CompressedData["
+1:eJwdzV1IU2EAh/E1SZpKqdtElkGioxmW5oVgrcnbh3gT0mZH0TnYpl5E0BxH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+ "],
+ CellLabel->"In[78]:=",ExpressionUUID->"afd9fdc2-8f88-464e-964a-ee3b58355b95"],
Cell[BoxData[
- GraphicsBox[{{}, {{{}, {},
- {RGBColor[0.368417, 0.506779, 0.709798], PointSize[
- NCache[
- Rational[1, 360], 0.002777777777777778]], AbsoluteThickness[1.6],
- LineBox[{{1907., -14.0623706358958}, {1908., -14.0623706358958}}],
- LineBox[{{1944., -12.96375834722769}, {1945., -13.369223455335854`}}],
- LineBox[{{1951., -14.0623706358958}, {1952., -14.0623706358958}}],
- LineBox[{{1954., -14.0623706358958}, {1955., -13.369223455335854`}, {
- 1956., -14.0623706358958}}],
- LineBox[{{1964., -14.0623706358958}, {1965., -14.0623706358958}}],
- LineBox[{{1967., -14.0623706358958}, {1968., -14.0623706358958}}],
- LineBox[{{1970., -13.369223455335854`}, {1971., -12.96375834722769}}],
- LineBox[{{1973., -13.369223455335854`}, {1974., -12.96375834722769}, {
- 1975., -14.0623706358958}}],
- LineBox[{{1977., -14.0623706358958}, {1978., -14.0623706358958}, {
- 1979., -14.0623706358958}, {1980., -14.0623706358958}}],
- LineBox[{{1984., -14.0623706358958}, {1985., -14.0623706358958}, {
- 1986., -14.0623706358958}, {1987., -14.0623706358958}, {
- 1988., -14.0623706358958}}],
- LineBox[{{1990., -14.0623706358958}, {1991., -14.0623706358958}}],
- LineBox[{{1993., -14.0623706358958}, {1994., -14.0623706358958}}],
- LineBox[{{1996., -12.96375834722769}, {1997., -14.0623706358958}}],
- LineBox[{{2003., -14.0623706358958}, {2004., -14.0623706358958}, {
- 2005., -13.369223455335854`}, {2006., -12.96375834722769}, {
- 2007., -14.0623706358958}, {2008., -12.96375834722769}, {
- 2009., -14.0623706358958}, {2010., -12.676076274775909`}, {
- 2011., -12.96375834722769}, {2012., -12.96375834722769}, {
- 2013., -13.369223455335854`}, {2014., -14.0623706358958}, {
- 2015., -13.369223455335854`}, {2016., -12.96375834722769}, {
- 2017., -13.369223455335854`}, {2018., -12.4529327234617}, {
- 2019., -12.676076274775909`}}], LineBox[CompressedData["
-1:eJxc3Hs4Fd/7OHxJklSSJFFIkiRJQuKuHEoISZK8kZBKJSRJSJKIJEnSPp+3
-KJWQJCEhRZIkCUk5JJWQnvl9972f6/rs/ul6XWtmzazjbWbW2mreh532iYuJ
-if2aJib2//7/v38ZN2GGbl/R0b5lpf/nLBGTbkJg3cbpA4t0BKbdBL1ze7ma
-bpjOEknniaTnijifOD7h74WkBC2BC0SuVyxyfKnI8eU3YfGZiLukdeiqm1Cl
-bFnT/RldI3J+/U14ob39nfRDbYEbRe63WeT8VpH820Xur1PEPSLX+3YTeElX
-Dw4XLhV4UOT6wyLXGxHx+E1YdmJHlvhZPF+M9L/p4qT/zV+C9L/1IyliKZHz
-pUlw6dOxkxt/4/kypP+9/5kix8uS/vf+5USOlyf97/0qiFxfUSRdSSR/ZZHy
-LBQ5XlXkeHWRdA2RdE2RdC3i/rtnuLOXorVF7l+HBG4HQsVyJjQF1iXBkHns
-Vo80tB4JZvQyTWVd0foixxuI1KchCajkx+e9TDHdiAS+EQMR+++iTURsSvrf
-/mZGgutie1UMnTE/IEGKbrmScwgev1EkfwuR8lqRIPZD4tniZkzfLHI9G5H8
-bEXS7UXqy0EkfyeR851F6sNFpL5cRY53E7meOwmCvOouJLcsEdiDBGUdmr6L
-p2G6p8jx3iLl9xFpL1+R/PxF0gNEzj9I9IdNC3WeluPxgSLlOSJSn0Ek+Gy/
-rbl9Lx4fLHK/oSQYdz/W5/gd08NEHC5yfgQJiirj6p9dR0eK3F+USH3GiJwf
-S4LK5n+2Z53QcSTIOLPwRNEGdDwJTr2MDM2YjE4ggU3fBpXj8ehEYrxaFcjo
-/NQQ+KLI8SkkUDtgndR2C50qkp4mcv10kfJkkEBi4uWuU28x/0wSfE9o7D0s
-h+lZIs4WMYkEU1qvrfgWg+dTSGDiOaOuQA3TaSL3zxA5nkWMz5u64+1eaA4J
-Tivnv9D4jOaJ1GeOSHouCb6uCjU1eYS+TYLdiz88uHIbnS9S/nsi5S0gwcZJ
-B006p6ELRdKLSfCnWjVPrwZdQoI9D848PHQRXSriMhL4Zzy4ov15scDlJHD6
-3Fl44Ra6ggQ/7fe1rVDG46tIwN3i1Je6BF0tkl5DAmWNq6QuI3QdCbw2vlRg
-NGF+9STYZG7yXWMlpr8ScSMxXxWrZDeW4PFNJMh/EPaYXoFuJsr3QXfLmzZ0
-i0j+rSSY/TjMVI6FbhMpXzsJHO5mVX4+jO4QOb6TBCVz05LOL0d3k+CL7bfa
-PzvQPSTY59ax7FooupcY30tXRdvuR38jwfOB2tf2a9H9xHxjxPk7VRU9SOQX
-UfFu63r0EAlWuF8qj9iCHiaBcVrFysBhdYF/keBszp/4vaswfUTk/FGR88dJ
-cFX7udeda3j+hEh+YmSgX7d5DDVocTKUyixri+GiJcjwdXFZ3q+HaEkyUPdE
-SIsx0VJk+BNzPkAxCi0tki5Dhg/fpfSWm6BnkiHhkmpfcSJalgzPhp/ts4pF
-y5Hh5IMt9k3H0fJkGFfUDRzcjVYgg6vL2Oo5rmhFkfyVyNC1eS3/5Aa0Mhnm
-pB9u23kFvZAMev+aeXtXolXJcPyqp+xrDbS6yPkaZKjtU4zYJYvWJAO/N731
-6B81gbXI8Kjj8+6zn9DaZLBhj9+Y+wOtQ4aO7E4ycxytK5KuRwZj9Ufe650x
-f30yWElxfh58j+kGZHgbt4hmV4g2FLm+ERmaA+6lKN9Cm4jYlAyTt55e1M5A
-m5Fh0Cr5wMxTaCCD5IjbJff96I1kaIhtd6lOR1uQ4T/trP5PNmgrMtgZuS4+
-tAe9mQz5Rz+GJ4WjbcgwEvdu1QtDtC0Z4luPJNZJo+2J+s57eqFWCu1ABo2Z
-NOPuCVWBnchgf8Pv5pJOtDMZcuYsvvRSBo93IYNEYWLLAgu0Kxm0HVvWeKuh
-3cjgMTEp2v4Bnu9OBtlmRR/rOrQHGa5vCxx79xLtSdQ33frU1Ta0Nxm++Gx+
-dbgd7SOSny8ZHIt6sxXfov3JkPRtYJrEMXQAUd4H0++0k9EHifrJ/++ggTE6
-kAy7ZXeqz4hAHyHDTGsmLykdHUQcf/uWq/whdDAxvq5/eRayBR1KhsS+weyL
-gegw4vqs/pC4o+hwMjB9Cp/Gh6MjyODDTB4Y24SOJMPL5nqbq87oKCL/H8eu
-N9mgY8hQHq2UY/VqkcCxRH2FNS88tgzT48iwnZRnrjOO6fFkOMe5fDZ4NqYn
-kKFyN4W96hmmJxLjrUrnhvhn9EUycG6o/l14E51ChqLZlqWSHHQqGXgRifMo
-Geg0MjzcXvrbhoxOJ8OtBbz7r7aiM0TyyyTqI2qJB1sdnUWGz+cv5s2fj84m
-g8FQdVLDQjSJDOc747tap6MpZEiLybOYN7ZQYBoxfv2d/Cua0AwyHDSbuuPB
-DzSLDBbi0z9+IaE5ZLDVyL5nqonmEf0rYfPOle7oHDL4zT2T//ocOpcMwRW+
-vtqZ6NtE/y+c412qjc4nxuMNR953T/Q9MuTONTpkEIwuIO5/QZzFtL8qAhcS
-/SM19vxEC7qYDFHrlvj/HUKXkGFV3qZbydPx/FIyeKVEPb4QjellZDj7Lqvx
-ZQa6nJif/5RH6JxEVxDzy9H3na890VVEe5/W+pawHl1NpLfLmzFWoWvIMLen
-2NZHHV1HhlOJ+brvHdD1ZNjH2VSdIIF+RYZqs+OT5KehG4n5v+FwXX+5ssBN
-ZGg7Pzn87g90Mxm8r7/QsxhAt4gc30rEN418Od0QdBsZLlcHrvcvQreTAXqG
-FU7R0B1k2CmrbycXie4k4qEx5Y10LLqbDA+unCntWozuIcPUawU2NevQvWQo
-jrj20XEm+hsRnzRUHOgDCwTuJ+pzrerTBBlMHyTD7Bmyfz0+YPoQEd8e7+iL
-eYYeJsOW+TWO32+ifxHjNbVngJOHHiED6V/ytQQyepQMMZnrgt1j0eNkMPFS
-O264Gz1BBsP9+me0E9FiFHB401Bq4ooWp4Bs8QeDxAElgSUo4LVmu2z9P7Qk
-BZZtsX6X8wctRYEFT1XlJwktTYHDIUWupeVoGQr8CdIskx5Dz6RAxrX1Cj1c
-tCwFlpZwVy2vRctRYPEWsteTIrQ8BU6UkRzdI9EKFHgz+8fp60fQihSQlmo4
-8UuYrkSBwJzAE0P6aGUK9N8z9nxgj15IgZNfF3t9nodWJcr7NdFvQhGtTpQ3
-teWEvSxag0KMd4uU/ZPRmhSQOyM9R6p5vsBaRP5r+/89LkVrE+eT3rAON6B1
-KPB17InUs0q0LgVmD/lmK15F61GAHf3eN+skWp8CVreGOE1H0QYUmMFICuG7
-og0pkL4uaedlB7QRBY6QSj41maBNiPLb/LnVOgttSoGnP2amjU9Dm1GAuvuk
-0ZTPigIDBVYNPDEPHkZvpMBQyMG7N7rRFhR4FXHAovoT2ooCegtSpF2r0Jsp
-sBIo2ebFaBsKvJOMNzRPQtsSjtWav+oy2p4ChecLH286jXagQNrpB/GVLmgn
-CvSennPvlRnamQJ+blurxjahXSiwuj46jGaLdqXAdAeXeQFL0W4UmGbXJr9h
-BtqdAuHyQd+Up6A9iPqOb5XI+jRPYE8KuNz82FD7Fe1NAe6m2X/gJdqHAmPS
-l20kaGhfCsyp7O3+7z7anwJid+Pa+46iAyjw88pty75Y9EEKVJvbJBqeRQdS
-QHnvrQuyW9FHKBDxu9xQbRs6iALP3Peu7jZGB1PgEuOG54kV6FAKFKWeG26R
-RodRgPKdlbZNBR1OpL+fXG38R0HgCAo8qpM+196DjqRAec4a8pxv6CgK1Fy2
-rPovBx1DgQ+ZKhuP0tCxFNDaEHRlfwo6jhgPL6ZuunkIHU+BO2dDnUfS0QkU
-eFDts6H0IDqRaK+Y2z+b9qAvUuDA5RqtlhXoFArs4tbEam1CpxL3P1hl9XIz
-Oo1oX77hi0kz0ekUcGxTt5SUQWcQ9zdv7fcLo3MFziTmm9V1Ph860FlE/diN
-Ru5tQGdT4Ebmp4MZtWgSMX69dsd/y0dTiPruynRUYaBpFPjcuS9m7QU0g2i/
-sAsXks+gWRQIU1Y4mRCE5hDz0dhnU+sNaB7R/pbhlsc80DkUSIX/eKPm6FwK
-SK20lkleib5NHO/bslRDHp1PAW1DmSPUyeh7FNh4ar/Y1X55gQso8Pru39as
-VnQhBczoPxwLy9DFFJhQjWzpf4YuIcZDY27YNhq6lAIKal/LS6noMgrktZS5
-SF1Gl1OA5Nx3mRhEAldQwNnPyVwmBF1FgUXH+7+vcURXUwBqN/5YvQNdQwHX
-+Ozcd+vRdRTQOUAdvj4PXU8B+12fvs+QQr+igI2tcvcpGXQjBRpyFWNC/s4R
-uIkCpd6XjFe3oZspEBd+vu3TK3QLBdYVbM2cW4hupcAa9eUfxbjoNgrssDHN
-78hHt1MgWybIP/gyuoMCS3YkrZeORndSYO6HvH+RJ9HdRLyqLQ4L3o3uocCt
-35aHFO3RvRSI1jKfM98O/Y0Cda9/tNgtQfdTYEX5lKrNauhBCmS27LS+oYwe
-osC+fzwp9+noYWK8lGeJOX+VE/gXBWj73Qxzv6FHiOtPhD7JbUePUkAj6dnY
-ssfocQr803o4voWDniDKe5uiMTcDLUaFyeYDD8VT0OJUSG6OPVWViJagwiOG
-QXHEXrQkFYwveoT/CUBLUcFboWVytQtamgrn3MeuKK5By1ChMtGPmQvomVT4
-PiTmKqaElqXCn/5Nh5YsRMtR4dZYUNqSP7MFlqcCxVA7vK4NrUAFan1d5c9O
-tCIVHF6rnf3XgVaiQuC17CzTSrQyFY4P24Wo5aIXUiF45O0etTy0KhVO/Zc2
-6dB1tDoVHjSxL9gkozWoUBA3Q2P2cbQmFbxO3v/5dT9aiwpWK5WejHigtamQ
-0EFeEr4FrUOFrGXXYlauRutS4Wqv7Z3A5Wg9KkgtIEWPKaD1qbDpT4nzRxm0
-ARVqXtLFH/fKCmxIhX/knHV+39BGVFBV8Sk1a0abUGHqUZ2Kyy/RplQYi+6K
-UX6KNqPC8oXP1EapaKDC54ASCVcWeiMVwhZWuHrEoS2oMBKS+dTnFNqKqL8/
-bkX9gejNVMgYahqQdEfbUOFTg9SCRTvQtlRoVgg58MMSbU+FFz3f0xpWox2o
-MEh9FmOhhXaiQrxH8BhvBtqZCtv0p+pwxdEuVMjcGvqxp3uWwK5UUFnRdSij
-Hu1GhaRJ523Gc9DuVLB+ui6JnoL2oALvEmjlhqA9qVAk53Rp6060N1G+JSED
-3mvQPlTIk2iw89dD+1JB48irPIuxmQL7E/c3/eDX7NfoACo4uxw4P6kMfZCo
-v6Ru6Vk56EAqHNUZThxPRh+hwvllOp0fPNBBVMgdf0N9COhgoj94JRnn66JD
-qdDOC4i7L4sOo4LJUbW5MT0zBA6nwnTjQku/Z+gIoj6Zar2NJehIKtQpxF9T
-uYmOosKOn68cXc6gY6ggnv47l+mOjiX6b6mv3MO16Dii/k/tLCTpouOJ8UCu
-XRo6BZ1AlF8xx3tkQkbgRCpYhpyRWFWGvkiMl2XrTyRz0ClEe7Uuy8i/iU6l
-wpMsztS/J9FpRPmWvDszzwedToUQ+/xfJbboDCp0DFhd3L8CnUnMF/9evqHN
-QGdRYUNak8Ol79MFzqaCHXPyuornaBIVmCdaGIevoymEl4oZKl1F06iw/XyB
-U1QImkEFnT2xeWKuaBYxfrKvL7u4Cc2hwke7z/s6VqJ5VLh5dvq9IwvROVT4
-MC1ucEWrtMC5VFh0ztqx4Qv6NnH9K87QSkfnE/XnvtXueRr6HhUka1v7IBxd
-QAXdr32JGe7oQirs7TR5QHJFF1Ph64Vy6RUa6BIquO/1+JMniS4l7vfDzmqL
-vmkClxH1pzTi/PUzupwK75UXTx0vRFdQIf2dgWEjHV1FhfXHu90/pqGrif5u
-vPi0yw50DRVIOdGOH+zQdVR4ZnAgvcAAXU+FnfN1eJIy6FdEfJg4JflWDN1I
-BXrQPrflbVICN1Hhr4vfDsX36GYifx/H13fy0C3EfGAwrvPqPLqVCifczWB9
-ELqNCvc7mtcEe6HbiXgSP+bLXo3uoILm8a6j99TQnUT5km+tipVEd1Mh/Pep
-oK1fpwrcQwV23ay6rXXoXip4XjOY9oKP/kaFqB89Z/beQPdTIWb/o6yEU+hB
-KshfeXqP640eooKbqs6+FDP0MBUaszSTFVeif1Fh5t/JjgEa6BFi/uTaNm76
-JCnwKHH9AHib1I4ep8KRld/37XiInqDCuxXM/jQ+WowGFncfqoklo8VpsJ9b
-y8qKQUvQ4P3hA2qDHmhJGqiYKG6jGKOlaJBXO2vBA3W0NA1W7F9dtFAcLUOD
-tKUOXMuhKQLPpMHAvhXbLF6jZYn8OJaXU+6h5Wjw97rG1oUUtDwN5s7aMXzh
-PFqBBttW6jdZB6IVabBznnefmxtaiQbyG8RcX5qhlWkQ/POS3hp19EIazLt+
-QqNHAq1Kg5UG3u5GXyQEVqeB8c21K8Vb0Bo06OJYS6cVoTVp0PprNvNuNlqL
-BiPDW0LyzqK1aVAUct26wQ+tQ4PdqaWDP7ahdYn6rnKQu2mO1qOBek+Gc9Q8
-tD4NaCW+ybZT0QY02GzkWf3j12SBDWmwvqTVO+wD2ogGB1csmKt1B21CA73t
-EWIL6GhTGjzeNi2qNhVtRoNpRc/nfwxCAw0quGkrqqzQG2lQv+vd0XgjtAVR
-3+L7b79ZjLYirqf6NZQ8G72ZBjKaYffsfooLbEOD35dbTI61oW1psMAuJm1t
-FdqeBpUT7w7Np6MdaER8ytzYcxHtRAPP9C/lp0+inWlwyWrTuUpPtAvRHwZa
-nx5Yj3algX2j94sNumg3Gqw5tvV6y2y0Ow3Wvld/rvRnksAeRH84XquyuBPt
-SYOpJ6e9dHuJ9qZB9xeDua+L0T40yN9sqTz/BtqXBuUOjFmFZ9H+NMh1HDJp
-OYgOoAFJmdQ03R59kAYp5DMNu0zRgTTi77nE7GwN9BEaPJDpYh2cig6iwfdS
-g5dzhsQEDqZB6tXnTpR36FAaBO26eeBPJTqMBlkFxuXpPHQ4DValHD3Wm46O
-oMGvG4soXufRkTS4V7/15SJ/dBQNxnZlLlCzRscQ7cE4tm3WWnQs0b+/HDdS
-VUHH0UB29GIUfTI6nqhfyhwx1Zf/Hv2fE2jw1u9k3xUqOpEG96O5WUWn0BeJ
-9lW5YG3rgk6hwU+djRWeGuhU4nqxc05Ej04InEYDqx+5G31q0enE+DVZ9yc7
-Hp1BA0b6pEFfP3QmDSJevNRcuxadRQO+UTyfN/RX4GwaXGNvbU3sRZOI/rXs
-yxbje2gKcf5p26D3p9A0Gli7/vhxyxrNoAE37KXZZ200iwaTE0s3O42PC8wh
-xtcVSbWUCjSPuN6qLde1b6JzaPAvKT/uxV50Lg02/e5wJluhbxPz5UhYF3ke
-Op8GTGqw+a7uMYHv0UBuys++jaXoAhocCmG8+BGFLqTBfO9XDE0fdDENlj5R
-fZ+ujS6hwYGNdTf9JqFLaeASsfurQf+owGXEfHRUTS2NjS6nweKWysjCZHQF
-DZaMO3Fc3dFVNNAP1IOg1ehqGjT9q1huIY2uoYG71mCy9/s/AtfRwHlrViEp
-D11PzFdhU8QMT6Jf0eDDz6Cy4c3oRho8WTj0sUgd3USDrema0Xl/RgRuJsav
-hUq7bCW6hQa3Zm14rs1Et9Lg5fziinMR6DYa7H3/KcRrD7qdBvvuRzibL0B3
-0MDxjx952b/fAnfS4PXvmzfyytHdRH9VE38RmonuoYEtmB+oCUL3Ev3h89zJ
-jtvQ32iwWjv66PRZ6H4aTJq17sDYyC+BB4n5/Vf+qedV6CEafNK7H6eZjR6m
-wcLmw14XgtG/aPC5K1+SYYoeocGprqJJtUroUaL+Ff8dedn1U+BxGlj6+EVV
-PEVPEOWrvL367HW0GB3shmMTn/uixenw9UW8mP8utAQdlLq/ujStQkvSgbeQ
-97trYlhgKTpY9ry0+q8KLU2HjoJ5GwNJaBk6nDadcTXmJHomHdZvjo7X3YmW
-pUNEwpm3KkvQcnT4oDYr33waWp4ON9R+MJXe/BBYgQ78RysP++WhFelw3+py
-94ezaCU6HA/lNh7fjVamQ5X1+blua9EL6SD+wEe8RgytSoeYAw/LJb8OCaxO
-BzPdX9xXhWgNOuyYmNg46zxakw4lvokfV4egtejw7M9as5EtaG06eJlNSelf
-gNahwwGjEzu/934XWJcOW2SX+QQ+ROsRlpBQ5N5A69PBcPEK44oQtAEd5k22
-PW9qhzakw9y4ec/rNdBGdLg9uGr5m+FBgU3osPvYrxDFWrQpHWb6DkQn30eb
-0cFnxpLslktoINpfInX/3X3ojXT4snMa7LNCW9DB/fiDpHkz0FZ0+HvOSdWk
-bUDgzXRoeHf9gvN1tA0dTEctuaFr0bZ0uPt3i7vut36B7emgUr+uvPg22oEO
-TS/ak+Xc0E50uDnt2p/n0mhnwg8cJK/d6RPYhQ7hje5M7YNoVzpELdvZGq2P
-dqNDD0w97/Pqm8DudCDXbz8afB7tQQcWJX5/uQXakw7jG7f66cxEe9NB7rmE
-nRTrq8A+dFBrNrD7fAztS4eBWWtTxRXQ/nRQ/eAfMu9xr8ABRP/eqjljLAh9
-kA5tCuU2s1aiA+ngPWQR/qnti8BHiPvbHbWJzEAH0cEzsezKdVt0MB2MppWU
-s6agQ+ng4uh4mMfrETiMDr0SH+9FHEKHE+0rFz7UqIWOoMO2xUpd4/WfBY6k
-g4Hd/tnUaHQUHQIVtFPSDNAxdDhUoJ/1cTY6lg4VMsyj/g+6BY4j+qOWxNDC
-EHQ8HWyPyYfmq6IT6BC596H9kvYujP90CLWNo27IRF+kw7L+8AfLNqBT6JB5
-cpxU8LcT4z8dwiyPeRU+QafRoWxgKIvqi04n5qNrfkcHjdEZdFB4+D5HsfUT
-xn86aCxP+RCQhc6iw4nI7KrtW9DZdJih+CPo5xw0iQ4XVnVWmz3uwPhPB4ud
-Ry3nH0HTiPF46Zzz8XVoBh3+hKeMZXZ+xPhP3M/1Pb0RPDSHDk89Lz0P9UXz
-6BC/x+GryyJ0Dh1a75i/v/2zHeM/HZ7fq0jeEou+Tcy/B6Qlp1qh8+mQMjYi
-lzEDfY8O1d12pjLJHzD+E/W1r9J/3Rx0IR30+xM8S6LaMP7TodD491Let/cY
-/4n2Sp8yrc8HXUqMlwmZJ/KvWjH+0+Fyvt9GCX90OR3YZpl7/GvfYfwn+oe4
-Q4OtIbqKmN+SSh41ZLdg/KeD7seywPPr0DXEfMGf2/qm+C3Gf6K/7zJdOqqD
-rqfD1XfGvTueNmP8p0Pw/XcFKrPQjUR9zvPPWn/hDcZ/or/cnHWKroxupkOu
-PPu+3dkmjP9Ef/87x/vYFHQrMb7h5PtzZ19j/Cf670Jv8fjhRoz/dNjX/SvK
-ex+6g5g/p3XfqR1swPhPh8c/tpxzcER3E/1B9rNRozi6hw5rKoIrOh1eYfyn
-g82JaQ8ju15i/KdDZ81pzx1e6H46cLw9Yk631GP8p0Ocb/NM8yD0EFG+msym
-k/kvMP7TYRG/wDKlqA7jPx2ObL0WXVpVi/GfDn5NXL1ieg3Gfzq8kN+xeojz
-HOM/Haz1VobZxVZj/KfDydZnG++/e4bxnwFFCTHNiiVVGP8ZMLnsiuqysUqM
-/wzYQapc/PhuBcZ/Bqx6d/b0ffZTjP8MsN/eSDedipZmwHzjd8FVOU8w/jNg
-ffiJ2sqqMoz/DDD9YcFO/PkY4z8DJPIrT6xRRssxQEnyavD4jFKM/wzgK/M4
-pJMlGP8Z8EFC6099QDHGfwa0z9/8c21QIcZ/Btj8Z/vOM6gA4z9Rvh8amhM7
-72H8Z8DQlWqX0jv5GP8ZUF7OCCxuvo3xnwENEm1Wx7JzMf4z4P70gN6Hs3Iw
-/jMgZp525OB7NsZ/BtTm3/thMJOB8Z8B7j++GR89R8b4zwCjCzzPocAbGP8Z
-4DGcrPR+4jLGfwbRHxgab1QTMf4T13+zc/K1pCiM/wwo289Vdyh3Mv8/GzLg
-TvsdsyOt0QIbMaDvKdP7oXSywCYMuOz33Pet/1WBTRkwRb2a/DHvhsBmDDj4
-n8HlU24UgYEB3NgGjr4vQ+CNDHi022RqazZbYAsGnK2xnz64OEdgK6K9nJ+p
-mLJzBd7MAMewDfOdom8LbMOAhPrHltuN8gW2ZYBF8fs1yb/uCmzPgD3f/eR2
-Pb8vsAMDdJO3eTVnPxDYiQFzuxdOHoorEtiZAT6OK3/Xqz4U2IUB22I574LX
-lgjsygCNSXqhxzRLBXZjQNX+siD5aY8FdieuZ7DU9p1GmcAeRH++m8u4+Brt
-yYBRvcr01Z+eCOzNgDoL6+piarnAPgzo33+peTTiqcC+DHgum8L661UhsD8D
-Ihq6cludKwUOYICbqXZivXqVwAcZABPi5o+UnwkcyIB1d4utB1+jjzDgVk/x
-md/V1QIHMcAkTZJblvpc4GAGnH+eFXzbrUbgUOL+ND94m8+pFTiMAWndkYvT
-teoEDmfA07pIMcUedAQDaId91PSYLwSOJM6/0fPkk2G9wFEMmJ1vvSzoCTqG
-AfOah5M3K70UOJYBTa3Jt5ZEouMY0B3JNZb6hI4n+vfesZJ9/q8ETmDASLJh
-y+cqdCIxX9yxb7bc0CDwRQa8f5GtlHkTncKAa98te81+o1MZUHF+g668b6PA
-acT97hDTetqMTmeAmPTphZPVXwucQYz/ByvFmenoTAa83hS8bt93dBYDZP9W
-nbfzaBI4myhPnbJMWR2aRNS/x6ZPvUZvBKYw4MCN6Pm5J9A0BnRNe2U1bWqz
-wAwGbPI9lTpzD5rFgEOr9hour0JziP63lMfM03srMI+YD6eU0v4mo3OI828o
-tG7vQucS/Xsrbcnd/S0C32bA9rcXxE2K0fkM+H7uSpOh+juB7zEgUjYyiH0c
-XcCAYiiuOfccXciAN8kXnN3MWgUuJuYT3i/NoHh0CQNujA1WDP1BlzJA67yK
-xfSD7wUuY4DUoJ+Ywl10OQMuuTwOGtRoE7iCAaTKhXcPRaKriPk1bpb6tc/o
-agak5++8lG32QeAaBvjP9M57RkHXEfNN4N2/xzvR9Qx4mxOgJqvTLvAroj9M
-8grp80I3MmCpNHOVbAq6iQF71e8y/hahmxnE37PPnlD60S3E/BR+eWWVwkeB
-W4n5bCDch74F3Ub0D5WKG18D0O0McLC51vvjJrqDASEqDVWV1ehOIp4MPDTM
-/YnuJubfrbfiZizuELiHAUlr9zUscUX3MuCvzo1Rn/PobwzQs1+ypywf3c+A
-sRiJGc+a0YMMkP5r5XtY8pPAQwyotEw/ZWiIHibiZ9hBmrMH+hfRv84orOhK
-Q48w4Gjy3NneBehRBjwJnuld9Qk9zoDkHK2InBmdAk8wYJKJl8lZa7QYE9J2
-211090WLM8HGdwvp0hW0BBMeRIjr3nuElmRCYmaUQ0A3WooJTn1KG+aodAks
-zYRtlpwXmZvQMkygeDmMrTiAnsmEFc+szlReQcsy4eros+AVD9FyTDgfdPXy
-pu9oeSZ474n1LJ3bLbACE1xvjo38NkErMiHhjaT1Mj+0EhNGwXrb/mS0MhN8
-1TekhReiFzLh4uLahyu70KpMCOmfeWParM8CqzPBY3VwcOUatAYTGjpsyXre
-aE0mSLHgpsU5tBYTDuy5/bqUh9Zmwubb+o+XtKB1mPCqwZ2nP4HWZcLnhvP7
-ivV6BNZjglU+Vb15B1qfCb8UmqwHjqMNmPDhY6X+CibakAmDEwl95MdoIyK/
-O7UylV/RJkxIXXQsepXcF4z/TFD8InbYzxRtxoQlDcsk9DzQwASDVRt6zeLR
-G5kw3pT480kO2oIJjA9vKLof0FZEe+gP714p3ovxnwnZy7eptqihbZhwt/a9
-9jYrtC0TuqYUB/44iLZnAstG/l9WGtqBaH8b07+jj9BOTAj//P3sqXdoZ6L+
-NH7VyE39ivGfCfoLydprl6JdifP/cabut0O7MUEz/Amv7ijanQndu+q3ZWah
-PZgQoPGRff8R2pMJL52sM3w60d5E++32tuv7h/ZhwvwBT9JNnW8Y/5nwODJX
-dv52tD8TOFPCjgYcRgcQ5T01abNZAvogE3xKpbRmlKADmXDmatYs6iv0ESbI
-ThvpNBPvw/jPhJHv43sV1dDBxHjce9c4eiM6lAnrZ0Wotvihw4j7nR4/4JeE
-DmeCkYH+CRsGOoLIL1O+Uus5OpIJ7xxfzkjoQ0cxgf2oYfMkmX6M/0z4EWRt
-L6uPjiX6X+vVksUO6DgmmLQtG608ho5nQlN19dzkNHQCE5pDdi1py0cnMkHL
-YlPA9Ab0RSYYP/I7lzyITmFCX6VHxNsFAxj/mUB6Hlg1yRCdxoSbkjfFvXeh
-05kwrXTEnnUcncGErcPqd21I6Mz/l944ciUXnUXUR574v/JP6GwmPB+J/k9u
-BE1iQknbYPjRWYMY/5lQFfB4z/RFaBoTxPTF3ntroRlM+E935bl569EsIv8Y
-nkK9NZrDBDn66nYzdzSPCV4PC01rfNA5TDhy3HJDWRg6lwn3QpJdXZLQt4ny
-rG04Zp6JzmfC/SclBTuY6HtM2BJceeriHXQBE7K+Hdv07zG6kJhvmXanyK/R
-xUR901WP/2lHlzDhS9n257sG0aXE/OlhNvvFX3QZE4IG/50hT/+O8Z8J4s2B
-X8uU0BVM6BH3XnV6GbqKCbR91otdDdHVxHwS3X3zuSW6hgkuWWXP1rmg64j4
-4Dfbss0bXU+09+/Ee9+OoV8xwf23kmF9FLqRCZu+7gyfkohuYoLZQefM4uvo
-ZiZ0vLrQp81EtzBhjKzYzryNbmVC/LbYsluP0G1McKM+usF7hW5nwnCA196z
-79AdxPUf1d9f2Y/uJOLbgv3iKSPobibMPHUru0Z8COM/Ey5Vz2t8Og/dywQd
-0hh540L0N6L9m1V2duii+5lwyKXasM8YPUjcX9eGz24b0UNMmFOTrp++HT3M
-hIXzH562dUf/ItpjbeKsWwHoESYUJn9j7AhDjzLBds/zB+fOoMeJ8Tynrlsr
-GT1B1GdxkkLldbQYC6hNXY3H2GhxFjyiLNWZuIOWYMEzDdfJyqVoSRbUnZ/+
-m/MCTQTDZU7vo0ab0dIsiFdetCepAy3DgtWpVncm9aNnssDU5cecyHG0LAsO
-XlzWUjTtB8Z/FsjPC75zUg4tz4ILK2MNFi9CK7DgjVLPUfPlaEUWbFt6K/m2
-IVqJBdI33qWs3YhWZkG443nvdVvRC1nA1i5vrNmFVmWB2dVKla69aHXifmJW
-3dh4EK3Bgr3KNq6Gx9GaLDCpfj7V5SxaiwUczYmW6EtobRbwz25dLpuB1mGB
-pe3Y6890tC4L0umT7g1z0HosqLKvF58oQOuz4G2Y/bY7j9EGLLCjnbBm1KAN
-WaByLKTs+Wu0EQtekA7XTWtHm7Dgnu2kUO9vaFMW7L+a7/PpN9qMBRefSe9f
-O2kY4z8LArt9/1ZMRW9kwUKtEt39s9EWLGjcZ33NfBHaigUnM5v1/LTQm1nw
-p2KyfPoqtA0L0tRGljSuQ9uywF55ntRMc7Q9C/yXZ078tkU7sOCsZKbBkZ1o
-J+KPKymJdy570M5Efdfzv0n4ol1YMKPz2vTIY2hXFvwNWdvrcBLtxgJlf+eB
-yjNodxZ0NR5h519Ae7CA1XL1+7FUtCcL5MKf/v51He1NuH4sdoKO9iH6g9Tv
-YAoX7cuCPUFxtw/dRfuzIObwNrWmh+gAFliN3Sy5UoU+yIJ9+U9dXF6gA1nQ
-fixJZ1Yz+ggLOtzuH5/xER3EAqkeVdtlvehgor9snsdwH0CHEuVfvyzH5Tc6
-jAXuJXUjuv/Q4SyQbFu19OG0nxj/ifb5Sz1rIouOZEF08BKKmQI6igU6OSvm
-ctTQMSzQWva9/JMmOpYF3f2pa4qXo+NYkBmcLn93DTqeBQVTHE7amaITWFCt
-nNh5zQKdyAJFKx3xDlv0RRY013aH3HZEp7Ag9VhXd+QudCoLCiVtots80Gks
-UHCMf+Pvg05ngVGJs3vsIXQGC3IOtJo/DkNnsuBdj+vO4XB0FgtapLQ/fjmN
-zmbBcmnTqcnxaBIxn72oWF99EU1hQVi8z6GHV9E0FoRqda4ez0IzWDBnEvWk
-NAnNYkFIsdULIzaaw4LZOacy5/LRPBb0frWRLs5F5xDz067rq3j30bkskPCT
-Grz5BH2bBby1pOaLT9H5LFCbrKP+thp9jwUlOy0e6b9AFxD9bULvdUoDupAY
-n/JRl0Za0MVE/yrdUrr6I7qEBb7b1urd6UGXsuCy+PnS773oMhaQy3du2DOE
-Lifau+M3V+w3uoIFP/K6v9waRVcRXmqnrjSBrmZBv9P673sm/cL4z4LFYec6
-adPQdSzYoLS10WgWup4Fq3wNNw4ooF8R5YsxS41WQjcS/V9e/XC9MrqJKO+c
-qz0bFqGbiXgVfn2vpBa6hWjvOPsIJ210Kwvm7rO9vk8X3caC916rjtutRrcT
-4ynHPn6WIbqDBSnsO1/eG6M7WfB8fvPJ9SbobiL/FZIRjzaie4j53fTCvjxL
-dC8Lzn/oWeJkjf7Ggq1i7y+a26D7WXDiauPSPCf0IAtuLBnyCBR6iJiPnanD
-LbvQwyyICP/TPO6K/kXk9+bz/gce6BEWOMosl2Z7o0eJeJRYsclpL3qcON9a
-4XZ4AHqCBX4p7h6pB9BibHhwTmYF5zBanA3rtj7oOn0ULcEGHwmxJ29C0ZJs
-UOuNPzlxHC3Fhvued1+7nURLs2Gg0KhWIwItw4bpV95stI9Cz2SD48iW48wz
-aFk2sA5EOyucR8ux4aGS6526s2h5NvSpvMqdGY9WYMPycvcPmxPRimzQXDdt
-eV8yWokNJ/I2/bkrtDIbqs8WXVyZgl7IhmfnuSWqqWhVNuTf2ccLuIxWZ8PK
-DZ/O3b+C1mBD3Oj09S6ZaE02WP5b6nhGaC02qKyfTSUJrc2Gtldrw/yvo3XY
-4NY1r/5HNlqXDSE6fxbIkNB6bFhmsv3bdjJanw2vch4WLRbagA2/LXVqvWho
-QzYccdx75bbQRmyIn3g896bQJmxo75JzbRfalA1N1gNfbjHRZmzITJhin81A
-AxuUG3ZtD2ajN7KB7+RypoKDtmDD1rK1e4uEtmJDQUMyb43Qm9ngH51rU5uD
-tmHD0xerDljz0bZscNnZ2th3C23PhpS5KuvzhOkObEglv3hjIkx3YsOZjAWz
-snhoZ6I/tp1dWMtFuxD9sThyTanQrmzoT9x87ZjwfDc2LJa42OouzN+dDV5G
-SRXZQnuwITx6Taq+0J5E+3v+fnxEmJ83G65Rt6z7Iby+DxtiTh2/2iwsry8b
-dm+bfWSZ8Hx/NsyaavedJzw/gA3OE/o2C4T1eZAN7qrpOUeF9R/IBkWbj7Qy
-FvoIG1aX1H5IE6YHscEm/PebDmF6MBuMh1/eSBC2VygbpB67pj4U9p8woj/w
-mRdyKOhwNvgqP4n///tPBBum+h63nC7sf5FsSC6w/fNVeH4UGzquvnwbKOyv
-McR4eeCm8kHoWGJ8Bc7rol9DxxHHR5kpsIWOZ0PZ0SUHg9PRCWxQZdv9fiUc
-T4ls6D7T2P4kDX2RDTqjq84xhOMxhQ3ky09Gai+gU9nQWP2deSQJncaGruuz
-DHfGodPZUOm6dXGCcH7IYAOts8l9gzA9kw2nfczfM4TzSxYb7K98brU+jc5m
-w6d+RXKL0CQ2bFu0L/VsOJrCho2UfSabhfMbjQ0378SHmp9AM9igm6s1tTMI
-zWLDridrHXYdQXPYoG/0aM2pQDSPDRfUxTz3+aNziPtpp5bN80PnsuHsv5+/
-lviib7Oh2blYqlQ4f+cT/Y0z45i9G/oeMZ86tb75vRtdwIZ9pzyXnd2BLmTD
-0NANlzU70cXE+Jxp02dliy4h+s8i91dyduhSNjCnkv0ebUGXsaFkYd22kA3o
-cjaYM496925CV7DB9Knsv4Nm6Co2PMob4DoZoavZ8GeR/LPl+sL4z4bJ/BWV
-2wyE8Z+YD3uulMetEMZ/NjQELrEZF8bvV2zYM/VSmZuGMP4T/dcr5k+mmjD+
-s+Hu3zXGqguE8Z8Ntoqm6yTnC+M/Gx43vk1ZN1sY/9mwyamI3iMrjP9s+DnH
-a2m7lDD+s8F1m92RpZOF8Z8NM6qi45jiwvjPhqVt3ZJHRvDvm26iftmLIhcK
-/z7qIfJXc158YhDdS8SLR+c2ln5Ff2PDbNLsTPsudD8b1m60yS9sRw8S/atO
-/65/M3qIDdEGlQUuQg+zwc/r+K5rL9G/2ODRUXr2aAV6hA01T2Yb0ivRo2yQ
-VpzsmF2KHmfDFr16l30P0BNsyL7yfJFtPlqMAwXU7ydO5KDFOdBZ3ze5nYGW
-4MC8A/KB94R/70pywKvTco5xBlqKA1vd68yL0tHSHFC9QMn6lISW4cCM73eO
-Bwo9kwPvr9U43YlGy3Jg44+J6XeFf7/LccB55c5LPcfQ8hzIWPpYd/9htAIH
-FqvXXE/wRyty4Ey5jjTVE63EgdKm0UvKu9HKHFAeWJJ8Rvi8sZC4/oPmTlPh
-84gqB6LKZE/kWqLVOXBlbcIhdzO0Bgeo7+eJFa5Fa3LAx/WixEx9tBYHDDOd
-31toobU5YLT0XcjFRWgdIv97WxPaldG6HCh5Irb65Ry0HgfKaz7W6s1A63Mg
-adYYmEigDThw6kkbgzaOz3eGHNB/fzB6x0+0EeHUXoWP39AmhCnPJb53oU05
-8O9erK1UG9qMA991NLn7Xwuf/znAHIiZeFkjfP7nwMqnX3fOfSx8/ueAZ8RB
-k/JC4fM/ByiPTZftyxc+/3PgidXqwjTh87ENB25Vaj0PJwuf/zmga6d3TSFL
-+PzPgbR1soqxl4TP/xw4HvuZuu2c8PmfA3P0wntORAmf/zmgww3UfSJ83nfh
-gLq51ErHI8Lnfw7kODLqScL3A24cmBwuu/mHm/D5nwN/O64nPHMWPv9zIEty
-yrYAe+HzPwfePSraSV0vfP7nwJfkncsPrBE+/3PAKsmye5mu8PmfA+x/czwf
-qgmf/zlg5jtoFCB8PxLAgZDsx2ts5gqf/4nxUHlw+Nc04fM/B6bVTL5D+4fv
-Y45w4GZmzdtY4fuZIA5I/7KLXdaPDuZAhf0mi5w2dCgH4r3Yxieb0GEcOOvb
-eeznC3Q4B9rOZ9LrnqIjOLBgQcbTPuH7pUgO6IVVDuy9hY4i+nP49KBOGjqG
-A4e1fRIibqBjOeAr2xUnfxEdx4E9H6013ITvv+I5YJDHeRcZiU4g6ndVvwcr
-CJ3IgeeR5+XeeaMvcoDzwvD7mT3oFA4o7SlKYjiiUzlAC1DMK7REp3Hgz3q7
-lfnG6HQOqF08cWClATqDaJ+K7gCKOjqTA4p39U63zkdnccCiV7Z89nR0Ngdm
-rRyfGSyOJnEg87Tki9XC95EUon0qjyiNCt9X0jgQNtN21PgTmsGBH1/VZFya
-0CxiPC1JfKLyDM0h6id7x0Xph2geB+zc5x+LFr5PzeHA2+ZhxRwaOpcD1s4t
-yblZ6Nsc+Lkgfm93AjqfKH/rp32KZ9H3OKB9c0H73lB0AQceHUjee1T4PriQ
-A6ll08OP/4cuJsbznkMyEtvQJcR4sisz+2mNLuXA3OlHY+yE76PLOOAQ+3R4
-SA9dzoHTKspxW1TRFRywyf+hpjgHXcWBvj/DjSxJdDUxH+bmtxSOCt//c6BX
-PnW1t/B9eh0HPDYvdUr6KHz/zwGFG0yrskbh+3+i/eZ7OdyvFL7/5wD9qgf3
-RaHw/T8H9n1SkffhCd//cyBG6+eZWzeE7/+J+eO+pWl3ivD9PwfyKe/flp8R
-vv/nQIBeZBE5VPj+nwOW8c9S1f2F7/+J9tl9c3P/buH7fyL+TE4+9sle+P6f
-A79ox/jzLNA9HNjGLG1J1Ef3cqBnexnlhgb6G9F/3JqndM1F9xPtW2cz+kIK
-PUjEz0GJsJ5x/P4yxIFVvKv1P4TfZ4aJ+1mTvPfFR/QvYvz38ww6XqJHOBDx
-PWSry1P0KBE/Z3W82HgXPc6B0J2bKtJY6AkOrBdbubItAy3GhdEcP6P98Whx
-Luw9dCFvvfD7lAQXrjrPXC0RiJbkwr9yJ83//kNLcWFNvZKYhR1amgvJ54y4
-FYCW4cKOEdZA9yr0TC54X1068kAVLcuFXYNTpw7Ko+W4MJLut/zBZLQ8F1wn
-npYf7sfvdQpc+Lx/a1zUE7QiF95u2H6t/xZaiQvbf/5d/CgWrcyFtQGy/6hB
-6IVceHeUz/pmi1blwpK8PlMLY7Q6F6YsvqRQpIjW4EKB3PPEa9/xe6UmF4rd
-dyaG1aG1uNDi42i6Ow+tzYU90e3VqcloHS6IfQ2v+3YIrcuFOw4vNhwVfk/V
-I/I30TZ7qInW50K2bMBCxzloAy78Lewg3fmE32sNuXBKOaCqox5txIWagtUJ
-DA7ahGgfi58/+1LRplyIO9rapHgQbUZcX/tKBc0SDVw4x0nbr7oMvZELWmYm
-7JopaAsucOfV7U3qwu/VVlwIyGptfFKE3syFOt4p1VIa2oYLFZaLBp5FoW25
-cNHtqvo9T7Q9F6grPkdpm6AduDB39adfs1TQTlxIlTv7Yv4Ifn935kKh5Irc
-3tfC7/9cqNydIlGcK/z+z4XJ6pduTU8Qfv/nQkLRfv/f+4Xf/4n2vQPhZlbC
-7/9csBHPF/dXFH7/58L6MoneRgnh938ujO2dfHLNR1x/4EPU51eTpW6laF8u
-7Jx/d6QoA+1P9MflRx/aH0UHcMHunN7jEmv0QS6odajJztRCB3JhXtDuai1p
-9BEuHHogLze9HddXBBHtuZiizS5ABxP9RzH34OVr6FAuUHJmX/M5gg7jgiN3
-8PWybehwLti7L5PwX4SO4MLDP7eqyX9xfUgkF15W6TXEvEFHcUHj0Fr94AJ0
-DBcuKJNCZlxCx3LBSl3lsJ4vOo4LKsMqDeKW6HgugLLM1hFtdAIxnt/nyB/+
-jetdErlAO2i73eMl+iIXNH9vX6bORqcQ/U9tfsuiGHQqF4p2NHT27kSnEfNB
-z931q83Q6VwIVJE9vUMOnUGUL2SWa8s3XM+TyQVLv/4C8WJ0FhfUk8zb86+j
-s7mgcPLXg+9haBIXTHYHWl43R1OI/pDqczFMDU0j+p93hlPAT1yPxOBC57Cr
-8bxXaBbRX7euVH3ARXOI/t0utc0iFs0j2j8zZFKKMzqHC+WTK5mLddG5XJCb
-Q9kgNhN9m7ifSK2tcR9wfVU+F3wlI+O+FKDvceF4YNnci+fRBVzQKV39aE8A
-upALrY1KX5+sRRdz4Wks1ztPHl1CzJcKt+bf/Yzrw0q5YGFBp0+UoMu4MHWB
-UbjvdXQ5Fwx6Ex5fDURXEOd/MjWWNUZXEfPF/MDXrbPR1UT8+J397HIPrm+r
-4YJPrYqeQjm6jgvM7Q2cliR0PdEerHtfVvuhX3Hh2ru11TMM0I1c6GUkNloo
-oJu44FwfJcX9hOvxmon4NMW8LLES3cKF8XWVpseThev/uHB3WMvuspdw/R/R
-n1zzju+yFK7/40JXbe6zQ9LC9X9c4FTKOZ3qw/WEnVxwcTjZz7+L7uaCjIzV
-213n0D1E/+CeY/S5oXu5sHzquownmuhvXPgTLQbOUuh+LryKVT7PYuH6x0Eu
-fDk+PvPuLvQQF2Lfmvs5/sX1lMNcKMv54n8gF/2LC57Ll9YP7ECPcOGTzL+9
-jAFcrznKhaTz5l0HzqHHudD0U7ncWh89wQV605WllK+4/lOMB3unREurnUCL
-8+Dy3h9mtbpoCR5MOWydoPYI15dK8mBWy5WcbRFoKR6suV/f6yGJlubB+h9+
-cwLu4vpVGR4oXte+LLcGPZMHjyc2HKd/xfWvsjxoIVOlNK+h5Xiw64wWeakF
-Wp4HLnOcNaNacX2tAg90p9SuKkpEK/KANW3J88PT0Eo82MRWIy/OwfW7yjww
-jhkeeWCDXsiDlUuCi6N+NmH858FZ64XKv2lodR4U7tde0rsKrcGD53q66kXV
-uJ5Ykwf/TUv8FhCI1uJBz43t8s8l0do8cPSc9OctH9cr6/DgM2nDbqY5WpcH
-ewYyltz4iuud9XhwY5uXX3YUWp8H/hHXZ/PWoA14sK3XX1PhPq6nNuTBH0Zq
-1zcvtBEPhoqjSVGT0CZEfYcOjkyi4/psUx5cc2AeubIWbcaDrkxadcEHXO8N
-PDjlc1Lu6RH0Rh5IhQwO+cxDW/DgTtlu2vdAXD9uxYOjS+ctMAjF9eWbeRAi
-1duWcRvXo9vw4N/n6i1ZX3G9ui1xP9OnX2Kqou158Oz5U79Twbi+3YGo/78h
-ycfScf27Ew8ibx0erS7E9fHOPEhJMR81GMD19C48aHyfQHFYjnblgQR7zfSV
-9rj+3o2o75Tw8PMXcX2+Ow/mSAyfJD/E9fsePHCfqLFI+4Hr+z158OnL+Mpi
-HbQ3D5ySlijaOeF+AB8eVFd5hilcw/0Cvjx4p7Jwpnkc7i/wJ/rv5mrZun7c
-fxDAgxnWDM6KykcY/3nQWnC+ZdpK3K8QyINccx/fjnPFGP95cCQ186OKLO53
-CCL6H//QJSfA/RDBPNDiv/sTuBX3S4TyYJrsR8m4ftxPEcaDtO8X/ZRdcb9F
-ONH/502bMXgC92NE8MC0Z/OUjCHcrxHJgwMFdi1b5XE/RxQxXsXtnvsPcjD+
-8yBpbOLKMmcmxn8ehF6hpZ7+S8X4zwPav5fGi9JJGP95cGl1u6ab0nWM/zz4
-ZaV2u7UpDeM/cf/5Y67Rthcw/vNA9XAYZ87RYIz/xP3f3r4hXGLXo/9zKg+Y
-7mL9J85FC5zGg+vr5xxLl7oocDoxvgzGw24VpAucwYOxP1UV6xbi/ppMHniL
-HVLIeIX7b7J4cDromtnSO3SBs3lQcvfa0cO/WQKTeJB/WlqxsIUnMIWoryXX
-tdlJuN+HRsxvUU1Vb+rzBGbwINNr27vSiTsCs3iwc6ZZ2PAQ7ifi8MD1qv2y
-XsX7AvN4ANm1y3/fxP1IOTx4oL7tVs8m3K+UywMxtdAEj124n+k2D97Siz40
-O+B+p3xifO3qz7/07ZHA94j+FFO57qAq7pcq4EHDv8vmTyLRhcT97p/S/iQa
-91sVE/OfpXXGuhu4H6uEKP9vudAPJ8sFLuUBZ3HgKN0V92+VEePLw0r9y27c
-71XOA/FK7eNTZXE/WAUP2lvb80Im4X6xKh7wcj/aFGvjfrJqHmRkzYCl39E1
-PNAoDLQT68D9Z3U8OGguMz/6G+5PqyfG55mAiU3luH/tFQ+ir2RXnCnF/W2N
-xHzQqaLedxr3vzXxQJ8Ur8gOxv1xzcR4C9xTq6qH++daiPbTn9X3oBzdSrSv
-+2OPQEPcf9fGgwvZn7b2UdDtPOCeerV1wuSVwB086Nh+U/04Hd1JzP/LW+x+
-Txbu/yPyP/Wso+SYcP8fD5pnfBBb9RPdywP6Kcr9GzG4n/AbMf8GJ6wqnIP7
-D/uJ+YSiPs4/iR4k5vfo9SFfJuF+xSEeBG9Taax2RA/zYMmZNIOEb+hfPIiN
-Nxh8eQ73P47wYLlHlvnjr+hRon5YLy8Ee+H+yXEeHG5YteLVAHqCB8k2Sz59
-+A/3X4rxwdrMLk/mNVqcD56ScROhK3D/pgQfdngGrzR/gpbkA33/GN/cAvd/
-SvHhYAPn0MbPaGk+pO4KTfA0xv2jMnz4TN3/n2kOeiYffNf2JkVuwf2nsnyw
-X+8k5pyHluPD06lWf8W34f5VeT6UH1i24HoTWoEPMbJQU22B+10V+XAib8B4
-RgVaiQ8PX3e6By/C/bLKfHDxfrEqaj96IR+Kf50m/85Cq/LhlEPG2voetDof
-mKY7lXiGuF9Xgw9dRjuKKgPRmnwwpd43YtLQWnyQX/UrR60Lrc2HUMMbgaeU
-cb+wDh9GdSf9zHRD6/JhztcOeRILrceHfa6zrsSOofX5YFexx5G9AvcnG/BB
-brigweEQ2pAPrwfMnq0hoY344OQm/ZveiTbhA2PrvbLLG3B/tCkfunXMNW8H
-o834MPP26fmNd9HABw/DC4b0f+iNfFBJcoo4sBb3Z1vw4eWLRc0xF9FWfHhV
-I9nkW4LezActteWn3Cbj/m8bPriJhy1esQFty4eCjopni6LR9sT96FWX/a1F
-OxDpz47fmr8Y95s78eFZ6X9Fq+zRzsT1a0P2bU5Du/BByiRvQ1Yf2pUP4gVF
-y1pm4353Nz6UhSlNG/BCu/Oh9lDGrbwctAcfBp6y+Jtb0J580HmmULjbEvfX
-e/Ph9FK/5OzDaB8+1C0eIAU9QvvyQcnHStVlDO1P9B/fE0Yu5sL9/3z4UP04
-1j5JuP+fSP/QsTSgWrj/nw9pL1eMMofRR/gwOLbUUdIPf08giA9F8yY9r6Gj
-g/kQ1qPZ/2oEHcqHkv2QnaCHv1cQRuR/4Khy5zF0OB8mfB+H++SjI4jxZvmf
-ca8s/j5CJNHfHs+QmbQZHcUHh007G29fQcfwgb34jpZyCzqW6F928lI0Nfw9
-hjg+8A4oLMrwQscT41PpuMOeBHQCMZ55s+9KDaIT+XDm6n8/Q8zw9yAu8qHB
-yaFU2gudQrT38dNNTXXoVD48njHhcmoa/t5EGh+u1f47PbYCnc4HUmlDUq4N
-OoMoj8lj3ocgdCYfKlcY7GtLR2fxwXm0SIpchM7mQ+7UFVudOtAkYj7YUzXp
-ziiawod22ZPDh1bh72vQiPY4HJzWZYtmEONngXz5f8Lf52DxwVHzc418BppD
-9K+ZMwLHStE8ory08xNSregcIn/ju8afx9C5fPjVOfesnOoQxn8+VOyWY961
-R+cT9Ul59HN9EPoeH9JzdudLXkUX8EHT+smjayXoQj6Y/H9d3Wk0Vt/bB3Dp
-VyEaVDQgCUmlNBHKRXOaSJpDaRRCaaRZg1QkKpoHDZyzT0kThQpJaUBSSZKh
-REWDkp69Vt97Pet/Xn7WHu599tnDud9c14Kh3ba9hpPiyahDp7O3/kO8k1u8
-f+0omxIjOCWeTj0tSfsyGk7j60Fl+ovCAPguP08fuJ+YfQJOjye1/VamyTfg
-zHiatSLUM6sSzoqn2+0XdknXQPyW7Hj6c94yfrE5/IiPzy7P+/N0+HE8Rfeu
-tx63EX7K1+/xuYHzj8C5fLwVCwPeP4bz42nT4dfdZpTDBfGUeLxxypuuiE9T
-yOfLWa1nwAj4VTw9Fj5lLHSFi+Jpq+j44VswXBxPQWEHv/pehEviabhhdcyk
-Z3Apr/9n3pRvjXAZf57Wt7x8DRFvpyKeVPOyvviPgD/E097IP63beMJV/Pzu
-k+G4MBSujqei57rrMpMU8X/4+3dr4VD3VhH/J57+1j1c+FwD8YLq+HiUmr+9
-Mgj+Hk/PAwTD/AXwz3jqmnGizZ1N8C8+vykhJcYi3MDPL81j9otuwo3xdNre
-vIOeGuIdKQlkeady/nddWFmgL84nXZZbwP8JdHitR/f2q+DmAn074/TZPhJW
-EWhcylVPu8uwmkCfctMPXiyH1QVaFfI2c01TxG9qJdCHisE5TgPhNgKVN+yo
-rnCANQVqmm1dPCUUbi+Q59LYinYirCVQeGzNzNKncEeBfK+kLm6jhHhTnQUq
-W1z2O00f1uH1T43R8LWD9QSq7Z5aa7cW1hdIv/Hgn+oo2ECgS9eevPmUBRsK
-5E7+Xr+/wcYCtTyqLYqdED/LRCDtlfNb5djApgIFxmh+MJkG9xaou3JF5osd
-sJlAL7V9Xi8S4H4Cba50bJhQBPcXaMur3CwrXcT/GijQ7DKn0vc94cEC/dGa
-Ed11JmwpkIGOcZHnWtiKv8/clA+vzsM2Ar12bqFS/ggeJlBR4SHJrQ4mgRLu
-Hz5q2Q7xzOwFcrEse1SgiHc2gpdnW09J9oFHCVTq2c3aNRYew+dz67nAKc/g
-cQKlBNuWK1XB4/n7u3u6pHdXxGObKNBgrYNtNg6BJwu0v3DK3LjZsJNA22uf
-VNfshJ0FGm3xii7ehV0E2lftYJBQCU8XaNmX86rb2iN+3EyBLi/e92aBEzyb
-z8cLP0FzFTxXINtD959YnoTdBOq9MPzm2nR4nkCPP4X4vPoEewg0N1K39Ggb
-xLtbKFDiicSbggm8WKD1h9cpH+sHLxXoiMHWZ+Pt4WUCPf/q9cDIA/YWKLvS
-2L3pCni5QJtOhg4dsQv2E6jFI8Fo6QFF/D8+/53XCpNuK+L/8edzdrbq9VAR
-/0+g5NDAloeLFfH/BOq5oqSm5Lsi/p9A75uUWC9XQ3zBIIHGn+vx53I3eCPf
-P45JqpP7wpsFOtP74aVMRfzCrQKNXdxmyDxPOJi//1+OPnab4B18v7ibXQ3e
-A+8SqP1RsdE1Bt4tUISXy5+B1+E9/PmclKxIEW9xHx+vlUfwixI4XKCM80dq
-1RrhCIFC+9gP7dgO8RwjBbJXGTRnpyLe40GBriZ0CGpqAx8WqLJW/+mzqXAM
-X1+TFq367Qkf5c8f0MkmLQg+LpDddev65ZHwSYEqtq28pXMaPs33V9vjR/rf
-hs8KFNkQIhbnwucEStUJmdz0C3yB93ep8r62CuJjxgnk0WpExYsOsCBQ/oZ+
-gQfMYCbQqZhrpbUT4Et8f+RE/Jk4C04QqHhTmdbxxXAin08qiNy7Hb4m0Mi1
-w+uzz8E3BHp4L6vfhWtwkkAdi3Kae+bAtwRy1hTMRpXDKfw8Pjl5TYgivmia
-QG0T2xXs7Yb4o3cFCukY1krJFE4XaJfGiUOeivilmQLNn/dky6CpcJZAQ79r
-/cp0h7MFcnV1i/UNgR8J5Deizrc0Fn7M75NHEwwLb8BPBRpCpW1S7sG5Ault
-+5jUowTO5/vRsejA4t9wAd//O03rdndEPNdCgWqeu6k36wG/4vtnUknBDHu4
-SKA0f7WdVY5wsUBr3+i6//WESwSqC8kM1dsMlwqk6bq51Y+jcJlA9QNSCzPj
-4AqBxLYm+jOfwh8Emp6pMlDpI1wl0NRsWyPtcrhaoB2uyfMDtZr/82eBzvmW
-DLnZCf4q0B2906vaWMJ1fP02vh61eir8nc/vO5Mnh5fDP/n6tHx1oXAN/Ivv
-B1//0pX74QZ+HodUDFt5EW4UaEChwamSPFhJpLkHLre6lg8ri9SY8ya1+1/4
-P5FW5bH2AVqIN9xcpC8V04P29oRVRIqek+plYA+riaQXtePHRWdYXSTdWYkq
-2xfBrUTaMTMuJG433EakUs2vk3ROwpoiDXj8a9/Di3B7kT63Lb106AGsJVJJ
-vYW30Ru4o0gqGj9mqH2GO4skLOl4dZwa4jXriHR6pauhen9YT6Qp3YyaPbGD
-9UWKXTlq+r7xsIFIm19fW5q8ATYU6Yi/sofDHthYpI1ud29anIZN+POaTVNb
-kAqbinS32/ib957BvUX6m5vRtKASNhPpj39MpWFTxLfuJ9L+9AtDNYzh/iIt
-i4m44j0GHijSs/XxvVqNgweLdLVtJnvjBluKlLRtdNylENhKpKlH7vyoj4Jt
-RFoebdxaugAPE2l7syTR4ClM/H228R9wuRS2F+l2t4tRrRvhESIFHBDbRrZE
-vPBRIrG6cWH3h8JjRHKx2D7n1CB4nEg55a8f5LrB40Va+6jV1O7r4YkirUxd
-Yly5G54sUljmrUtTBdhJpKwZs4OSr8HOIvVpWTSlZwnsIlLa1msJYTXwdJG+
-t8iZe1cd8dVniuRxcmiBbx94tkjqb7Y6/7GA54rkHzJtWM4M2I27RXlD4hp4
-nkj/hRW82rwV9hDpp4lzfJOz8EK+Hu712zwxHV4sUrukEtP8EnipSHNqe/W5
-VwovE+lyysdeweqIR+8tUtyy0QdjdeHlIq3P3/S30Ab2E2mPkoV+ox28gs/f
-13hfF084gLdf3jlZNxReLZJjZUjdBEX8/LUiRWn2qMpIgteLlOlZ/tXlHhwk
-0tazu1dWFcIbRfrRNGVFTEtF/H+Rwos80nRbK+L/i2Snu/Buibki/r9IEa6x
-thZjFPH/+fp82r/wka8i/r9ILQ6ax708Be8WyevXkVvOl+E9IvW6ENlFvAHv
-48+frnngfBYcLpLV81i3td/hCJFsdu0NdlBGvoNIkd6T1/q/uvBBkZz8kgIq
-BsKHRdq7TWfPhKFwjEjXB1qXJ82Gj4pkeCw20jcCPi5ShfcSzQGn4JMine8U
-v0b3KnxapKpFa7L1s+GzIm0LH72+uhQ+J1JwUcPK/Yp8EBdESt6/weiMHvJF
-xIm0bn/AyRJrWBDp7Y5m0TGzYSbSYjGj2mstfEkkg7f5Tc5uhxP4+q1d6jIv
-Dk4UqWWtilpjBnyN9xc/av3M1/ANvv5nmFg718FJIuV3fW/fVhP5M26JZLL6
-6Vv1DnCKSNoeZapVZnCaSGvytarLTeG7IvX4al32zg5OF2m38fN0xylwJt+v
-WxYuvDgZzuLzVXDBPHYOnC1SkyHnc4RV8CM+3oPre83eCD/mz5/qsvdWOPxU
-pOfZ/TuEx8C5/Py0iVHSuQ7ni9TXu7XrLgEu4Odb1eq7/W/BhXz9jJJSjufD
-r0SKV//YPeElXMTLE3NXtK+Di0W6v1xzuJcy8q2UiGQ9bXungJZwqUjNqwJW
-aLeFy0TSuFe9e7EeXCGS6YCsln37wx/4+3v0oO8BW7iKj1dLz1xlDFzN53vE
-cvcDjvBnfv9NVtF4twD+KtLBvKpfH/3hOn4/f3tf8Xg9/F0kW4fElJSD8E+R
-XJV2uoyKgX+JtGjZkCkBZ+AGkfr1fHUjUZEPp5GP/+8a/aLLsBKj7J1ayWn3
-4SaMrOe3+b6+HFZmNOzjlx77v8NNGZV7+2VO6KjID8To7vzSTtFqcDNGn1f/
-OZrRSZEviNH7MvW0rWZwC0Zi7rXIneaK/EGMnM2V1mUMhVUZBWxpEHwmKvIJ
-MVqaoDpr5xK4JaPdcfNcShT5iNQZufTMiI5dBmswsp+UnfDDX5FviFG+T/Nj
-7aPg1oxmXB+fuu+iIv8Qo58hNZrKN+G2jGJ+jn1cG6/IR8Trzw5+4J8Ht2P0
-YF3u6L4v4PaM5tWP1rZR5GPqwCjFPvxHTAWsxeiXw4/e6U2Qz0mbUXPTZltr
-W8MdGekoU6VjD7gToxMXFr+vGwp3ZpSW1Pt3mQPchZGuhadL0CRYh9GLIVWT
-PrjAuowOn/QPHrcc1mO08eWQmRM3wl0Z+fY88LnDXlifkVn5fxu9wuBujGJr
-fjb0j4INGB1/euZ56B24O7fnfh/vRNiQkYNlvv7pJ7AR77/i50SN17AxX1/L
-V8zWqYF7MJqbFVD64QtswmhPpmWf4XVwT0YvvzjUG2sh/5cpozvpUQfmmsK9
-GGk0CJZhA+HejIJeBdkdnQD3YXTNvk+m6jjYjFFp//Il72fCfRmNrHY2KJgN
-92OU+7pv4a4g2JzRbJVSq9u74f6MqDhgoP4OeACjBmNrvUciPJCR7fwlxUY3
-4EGMRtxqWPwyGR7M34fnggFdcmELPt+7L3RI/wFb8vFq1Kca1MNDGHU3q+o2
-oQ62YhQ4b4+3hwryv1kzOvkz6kKJDmzDy0cUmR4yhIcyOsAmes3oCQ/j+2Ve
-xmsHd9iWkaZLyhyXyTAxOt1ujmb1MtiO0dC8AeUjvGB7Rublx2qb+MLDGSX1
-9PRoeQAewfezyY2ui8LhkYxU71yO/XEUHsUofv+t6aqKfHujGSlN/usYfxMe
-w2jN9OFjrzyHxzKyu1UcvrcWHsdojLt/gf4H2IHRWPHwlVd/4PF8fwx9q5yj
-gXyAExgZv/5T62ICT2QUXuw2sWwwPInR0zEvPocNgycz+m9+/3PldrAjo+vd
-tyd2nwc7Mfo0svKZgwc8hVG/RUtL+qyAnRktOfT6tlYYPJXRINVPEWPjYBf+
-frwbQyeI8DRGbslu8/Zfh6fz8QUvWrUoD57B30+73q9r78AzGY2+bKui+xie
-xc+Hfq0OD/kFz2Z0o+W00Jz2yP84h5Gl6uPjER3guXw+3LyCunaFXfl5+mxV
-y0/GivyXjIyiZpr62cPu/Hk1enRcO0qRD5NR241GFTQOns9oVPZDyddLkR+T
-0UyX1hMHRsMLGA1fu7HEOECRL5PRqsh7O21PwosYVf+qVX57TZE/U+YljBYf
-DDecnqrIp8nPkxVN73yrgD35ermoPHpJc+TzXMbP+wOtPhR+QLkX30+T28yz
-aoJyb74fcoIF7U6wD6POl7YPvqcNL2fUosfa1v3MYV9+v41Y7WjhAfvx/RZh
-syXOGfZn1OR4go7LdngFo+l5t3T3boZXMnriXFjw8RAcwOffd5VVrwB4FaOI
-2nzPa6fg1fx+qJ++fsIReA0/D42Uzzx6Aq9lNK31/iq3PHgdv3+WRNb8LoHX
-8/Px1xnHdcqd/jmQkc/k/JK6GpQH8fN6knZuVXuUb2D/mz92I6Op9V/ehnaF
-N7H/zSe7ma/f+8Oez3WCtzB6bWZyYtAueCuj2yPDnjf4wNsYraw655y8Hw7m
-62mHmtGVTfB2Rom33tpkHIN3MLr3qon+xkPwTkaD0zvU/boA72L0MLjxXF42
-HMLo6PGgw1QM7+bn5c8TF5xq4FB+fnxueJqviny9exiFZAUtcFOD9/L30St8
-uJsJvI/Pb3ajZ+MYOIyf/+qZh3r0g8P5/Nkbdv7UB97P1/dL2019nOAIRlWf
-9u7z9IEPMApWsXCcshiO5Otl4RqNJtvgKEaOrbJGmQTCBxkJia5zvAT4ED9f
-3qWWxebBhxldlVYYb30HRzNSvqOmFfYFjmH0bPzgcUG9kb/5CL/fvGf4/PyO
-8qP8+8vSIfhGV5Qf4/u95d5rv5rBxxkVd3wQZN8KPsGodonHpIyR8ElGUaNu
-/BzrBJ/iz2Pn03q8F3ya37964uKBc+EzjJrNP+TwZxF8ln9/lLhH2O2AYxkd
-qjAao70PPsff7+fI+ovtkA/7PKNO/WcZmMSi/AK/b8zfb151E77IaEifhcpW
-qXAco1sOwyobVdA+ntFZk/ZW3hqwwOibk3rXK99QX2TUeHPZvj26KGeMdo7L
-/Rs2EZb4eZFR2XHjIvgSo25xbTbcsIEv8/sof+SSYFs4gX8fXyk2/zgLvsLn
-0/BM1NKlcCJfz4sHUIkIX+X7zYH6G6+Cr/HzpbrXMHYBvs6o5O34m0V34BuM
-Pv7NUHf7DN9k5OHne8qkGk7i++vsYINyPeRLT+b3cZ83UW3aKvK98/MxfY2u
-hRp8m39v+pUNjzCFU/j6fvXmyqp+cCr733zuaYx6rVOubnoSvsOo9c73zd7P
-UuSH5+vN5+3w7nbwPUYL/rpq7/ZW5Itn9Pf2EWFiLJzBqEtliWNhB+Sfz+Tf
-C5+PjH2Sj/L7vP/bT9KUEhX55BnVN08N/9Ya9R8wUkm3GOVZp8gvz2jRmwUx
-Zi1Q/pDR877Nzr2ZCj/i+7tdeUGqHpzDqMxywtgJzvBjRoX7lYucteEnfL2G
-ZSTb94afMpo/9ndlB4Kf8fXW065OdSKcy/dfL8vm9YFwHv8+X9Ygel2B8/n9
-+cZ44Ito+Dmfr4Kry3duhQv4/w2laOu+wfALft/9UGtY1K7rPxfy75O4Uj/9
-bJS/ZDTwa1boMz2Uv2LkWltTtFkZfs2oZW7cu/7acBHfbwsii7e0hd8w8s+w
-bWtnBhczOhbstvTdWvgtozy/nJ0ZIXAJ73+Dt+/HGfA7RjfbjkxpfgEuZZQ8
-JeXHuBPwe/5/afuCqBFX4TJGGzRmBP7NgcsZZfW2muqTBlcw+r6mRH/1KbiS
-z3+ShlWIuv4/f+DrN7p6zxdd+CO//5RuaXZRg6sYnXm14+EEQ/gTn+/AAclM
-E67m923qpOi6vnCNrL/PjBISXJcNHAJ/4ffZudIP+4bBXxn9UBs2OG4WXMu/
-n1qv+6O6HK5jZPWu74ol0+BvfD06r9C67wh/59/fnz4f3eMN/+D33ZVhIcoB
-8E8+v7tCE+si4Hp+Xqnpu2YHw78Y1bS/5JGwBf7NzzdTizrzBLhB5j+8/ybD
-D6WHwY18f/s5jHSLhv8yKqhdXvw5FVaSyGxcz/Er4+EmEqWW3XQxEGFliSYe
-WXTMqBRuKlF4RYd+w2vh/yTyzLfSP/sRbiZRdhdH6dwzuLlEAX6H3F8rdfvn
-FhLl2fsXprxCuYpElR5jnvoUw6oSHU23a/zcAKtJFBg4vbhME+1bSnS42I2O
-D4TVJVrxdYPg3x/WkLmVRD+DX5rnDIZbS3QurTC1diHcRqI+6m91TtnCbSVS
-dXx0r9cEWFOiz6P2erYKhNtJZOpYOGheN7i9rP8OEo3f+HST5ixYS6Kufqfn
-nMmEtSUy2F6bF+oBd5TIqVN3P5MIuJNEQ3uYXfU5BHeWKNmttHf0ebiLRH9P
-rMswOQ3ryKwrUZTti/oZcbCeRAcC/v4ukeCuEhUsTdynI8L6Eu1JUvpRvQfu
-JpH0btt/NTWwgUTxHyJf+dbD3SXaL7TeyyphQ9nzGUnUQ0tlsN132FiikY+M
-DbW0Df65h0Tdeii3CuwMm0j0/se0/IBi1O8pEWUNemDQFOWmEtnuOqb1eCjc
-S6LLw7/tih0P9+br7za93T0Y7iPR+RbLV3c8Cpvx+TB94H75ENyXj+fdn7vN
-wuB+EqUdfVuW6g+b8+dvGx/VVAPuL9FMG9tOtevgAbL2AyU6bT2iyHsyPEjW
-32CJXL4k/PhTCltIlNl/S9/AHbClRCmm75r5ZcBDZO2tZO2tJRr8LrPnsNbd
-/9lGogc1D/MmWsBDJTo1Z72aUizqD5PoTPS4VMqGbSVSPzsvWUiDSeLfH96T
-7qqivZ1EX38Py25oRLm9RHs/BEV/fQMPl2ibUL9jvjnqj5Bo8pWYjHIfeKSs
-fJREV74tTU+fB4+WaGDnml4Z7eExEtW/MRv7vAgey+e7h/mm8UvgcXx+sr4M
-dQ+EHWQeL2s/QaLi1XeP0VZ4okRJG2p2SpPgSbLyyRK1TV1to3kOdpRozEXX
-cw1Khv/sJKs/RSJ3+ydaZ/NhZ4kSrq9OPZMOT5WVu0ikNr9fW99D8DSJwo6Z
-NRS7o//pEm3OmDbn13h4hkSjDsYb1WnCM2W/P0tWPlv2+3Mk2qCTkGNYjvK5
-EukYRh1/bwm78v1vkejqNA12k8gufO6Gc8tgd4mG21p9MewLz5Oou63FYNuz
-8HzZ83nI+l8gG99CWf+LJLo41ulTuBG8mN8/e7wf5NvDS2Tzs1Qi+ybLrEpV
-YU9+HzwJCjjY1Oifl0m0dH9yswGHUe4ls7dsPnwk8h51Tb33N3g5P3+sj0wt
-WIn+fCWaEhPRZa057CfRs+SiWRdXob6/rP0KiQ5u0Vtz0w71V8raB0j0ZVfu
-Bx9NeJVsfldLZOWm8ehaN5SvkXmtrP06Wfl6iTIK/o7f5gQHSnQzI/jx/Wg4
-SFa+QaLyiZMKiufDG2XlmyT6aB5gY3Ub49ssm58tEo37ZKe7age8VVa+Tfb7
-wbLf2y7RrrwFy/QMjP95h0T9huv1vncX5Ttl9Xfx+8JzdGiRCIfI+t/Nz8sS
-44XdVdFfqEQL19esX3IF3iPR1je7tyUVwHtl9ffx8/JE6k53GzhMoobZ/p8c
-v6D/cNl498vqR0jk5/4oZG8h6h+QOVKifWZ3OzuvRP0omQ/KfEg2vsOy34+W
-lcdIFK00X3ewc49/PsLPb9utDnMjUH5UIo0PsTZtpsPHZD4um58TEsWFRi2r
-u4H+TsrKT/H7S2dkdlm5yT+flpWfkbU/K3sfsbLxnpO1Py+rf4HfB54BSkIj
-fFFWHifrL17WnyBRzzVTY5S3oVyUKKdMY/b5HjCTWZL5kqy/y7L3lSCrf0Xm
-RH6evfNfZ/8Dviqbn2v8fN2y/spxa8zndX6+7PoTEroLviF7/puy50+StU+W
-/d4t2fhvy95fisypfD9un3/ReGbPf06TjfeObHx3Zf3fk7VPl40nQ9Y+U1b/
-vmw8WbL6D2TOltV/yOffdMpLtWTTf34km58cWfvHst9/Iit/Kuvvmex5cmX1
-82T95fP9Zvbppu8n+LmsvEDW/oVsvIWy9i//v/7/AW3m3sE=
- "]],
+ GraphicsBox[{{{}, {},
+ TagBox[
+ {RGBColor[0, 0, 1], AbsoluteThickness[1.6], Opacity[1.],
+ LineBox[CompressedData["
+1:eJwVV3k41O/XlpRQGMxnMGYmQhJFVFKZU1mylaRNWVIolUKpUJas+fKjIqEI
+SbaEJMmxaxEiu1RSiGyz2MI771/Pda5znfvc932e88eRd7ho6cjPx8dnu4SP
+7//f1PJDzh6pHGb0Tw/v3VOC5bv5brzmd51i9h5+VOcysbycnLbN31VplrlR
+YXdTRuyycjNpiuST3H/MhX8iB7uuCZTTr4bJE+sXmTvOed0/cHNpuZdXaWjT
+KB+YzUHn+dv85XGPqx3nNPhhcnhee7Z0SbnO0XAtrcilMMUKKiax+MqVAhOZ
+K34JgJOy/doNTL5yA+myvErF5RBjp6241nQRB7Y/krjtKwif1Y6/zpJZwNK6
+yM4tVStgTe/Mfm+JeZT8uTN6XF4YhrIcsryE/+Erj60hRl4icN9Yp0tZeg4j
+z+/qu/VmJdTGLz+YtGsWB9hCGz5RROF68LPUlzYz6P6rr3fuhBj8uDVX9j1g
+GoU9kkSnTooBOcZ3tYvvND7mO6E36SQGqzyFrCe9p7GJ2vpw8JIYPOzpMlq8
+PI3qlnUnWgPFgGrm8ULYeRoHy7K6crPFQGvvz45+k2m0jbvcdvKfGAjaGtFC
+SNP4RGnpwE9zcfiq7yMn+WAKo4Yq4+5biMNAjM3PlntT6JUTYGJ6UBx2zO6P
+iY6aQovN/Ln5R8XBAmjxS0OncFZ/yRX/U+Lwxy7esMKTlz+9yM+4Lg79Yobb
+Eg9O4b+UObp1mjiUSxxWiRCewgGnN02rnorD3h1ZBzqXTWGzqndAxTNevyMp
+YvJLpvBp/uwvlefi8NnlnVTqFBctK2eyp16LQ+S37taL/Vx8+mNKN6ZRHBw/
+9w6vfsvLr2Yfbprl8bHJ5oa5cHHVspsth+bF4V5pd2e4IxffDQladC+Kg8wC
+KzzUnot6BVTj3wIk2Nj+a6v7YS6uN9yz/Z8oCX6qfcldtpuLAufvMFTWkMAk
+JJpfSZqLRa80Bn1NSdBQEiXQjxx0Syw5vWwfCTxPd8SrlHBQzV//x20LEuwM
+WWrpVMjBFJOjXTGHSLD5su9AfQYH//fVtz7LjgT8Dd8lDaI5eGZpY167Bwl+
+FBF/v9hzUGb/hesbE0nwd32CgNQsG9l5HWLDj0hwtkC+9vMkGxsk9NPTH5NA
+pPGgf9AwGwPaZFtoT3l8X/FnNfSw8Y/NO7WV+ST4rWsCv8vY+Ob8mu+DdSRY
+rRZgK+vPRpvbnYYpLBJI4q71S+ZZqDOi/9WGS4JnlNjXx9gslNiX5yEzQ4J7
+9pu/PRlmYS0pJDlqgQTegptzpLtYuOGB9uxNIQkgzj+McCpi4eLT/+UcZ0hA
+rfQjydjzLHxcYyBFNpWAzV0rpwcaJtGpVP1XlbkEhGUmi76rnkTVAnKRu4UE
+mNgIBcaXTGJh8q8jTYckYOYR4xCRPom13kEJ4fYS4PZ939ozPpM4olmjwO8p
+AU2t0dYuypOo80hfcyxZAuw/FS5/dnEC5++p8T9KlYCS1+v5Kk5NYGW4VItZ
+ugTwvY42/nBkAk2v91/OzJKArMyM8jzmBNpaBRY7FknALcnGJZ9EJzBQuJrZ
+81ECaJ0N53ZljmOj555977kS8Pi689ZV2WN4OpIzZDzD03szLObUnTGcffI0
+6MOcBGxjJZCTr42hYqvI2498ktB0NSbio/4YXtP6sr5BWBIG53ynRrpHUX78
+tFALXRK6cpap2S8bRY+zwdU9hpLQwnoT5mAwgpQT73XHYyXBRJhfVjNgEFeH
+5SY91JeCqpa+msQ93zBNb+VqZSNefMq7MoHvG65jn03ONZYCxbNmTzLe9uIm
+O6XHuE8KYjLXPBnb2ov6mxNTfhyVAq3jpeEm6l/xzI+wJ0oXpCCj4s29IWo3
+vtjmmJUTIwUhb9q9t4m245axyvVb4qTAUXbEJLihDUvSVmeXxUvBqZEj4bOR
+bVgt1pPdmCQF5jGWeifE27Dtl2XuxDMpKLnbMkAht+JsNLzYXCYFqsKpGXJr
+W3D3H+qrt7+l4Eqo/jvXvw34Qpvrtm1ICgyNys/uuNmAq32b1F4OS0Hou3Tn
+RLEGXJAMSskel4KFNhEfsvYnfLNzNCJhVgoE56o6Zm59RO3o8tPXRcmwhp9y
+hMt8h6nd8QyOOBlCJ6s+rumqQwnlK12XJMnQeeTyhuHLdThess7ijDQZ3L4+
+u22cXYs5/Xe2H1Egg6Im6Dor1KCyjqPE5i1keKEdq/ZZvRJjApif8nTIILjG
+4Pb+5goU+CQTqradDE/lL/gHXK3AvpMN82uADKsTOO6rqssxKXzrkIQJGX7R
+tS82fSxD6W9C5eM2ZOAfKnb2SniNIev6vc7bk6HnV6Pe8X/FyPUo2zzoQIZT
+exZV622LsXWFR9Y3Zx6+VuiMo8orvLOpJ7bBjQzqoSJNzxsKUSQ490J2EBk+
+l2vmkFzyMN7cZbdtKBnEfuoJdRU8RxWyMkU8nAwnxzruvLifi/ppD8s9osjw
+apl1xNC5bPSp/E9yewIZiGMCb28bZaDw7b2DIw/J8G3WRt3S+CnGHRB4+yiZ
+DG8r1cSu70/Hl9+9nfjTyTC17/eunjNpOLrg8vp9HhmcLZq0yxuT0adWOdK7
+gAx7ZS5evTeYhMKRfQ7qRWQQT9O6ZKz7CJVp1iuj35Ah78VfzfCpeLTbbmx3
+tJYM1jGwU73zHo7yL9MWfs+rL+hfKeJ8F30+lK8o/UiG4y8uCoXMR2PcMZ18
+xmeeP5VTo+zQSGy6unbZQDcZvnfxe/p6BqIt82dnXC8ZKtaHpv+jBeDI8qRc
+kx9kOGTh2Ruc64srYomjub/J4FnSbz214ImxNs1q9kNkCFO00FT96o6KSpFL
+JEbIYLf1y/rVeAF3FS7LujJBhs3Hv2Y6G9pgk3eF71o273/sO8efKrIPbffc
+sOrkkuGxX/V8nhcZvZrZ8zv+8fi1982XmB1lrojPax5dIMON4MZHlvIOzNiT
+558mLyFAzUkwoKTZmZk//tNCQJCAzMhy4R1qbkwoTlIqEiKAUaXWbhzrwWzw
+PT7rvJKADz3M4cPdV5gnjCiNMmIE0NxS91nOXWUOi7akfiQR4CWDIqrc60yv
+tshrN6QI8Ngjs+HjR2/mikcm5hspBDxL8amV97nBjHVcrvBDhoC2JDigIujL
+VFSv5N6RI8B01aKe/xY/Zj77xkd9BgFlNzmSf9v8mFC6LZkrT0AeqURm5LQ/
+s+EW53KGIgHECdbeO9/9mSdMXxhbryUgX85PgWUcwPwjcYG+UpWA+T+bXsg/
+DmBe61JhvVUj4HK7f7jG7wDm8pT+uosbCThoq9qqKXOLGXM2OVF+EwHx/e9h
+q+4tJvuA8o4n2gTA+gNCvXtvMS11s7tVthLwtmbfuxmjW8wXCpu8s7cRYDMi
+33V/6y2muEixrMYOAmw3NRrXUG4xXVk7Swr0eHwVA6ojBnnL2l11bOsuAg5v
+KdrLfhbAVKs2ninZw9P3qsJ/6ngA83Z2Y5yeIQHrvtLLYhb8mYP3DulU7uXh
+KT7g1Ef7M41udLcbmBJQV6n8Pp7sz0x3PHn1vTkBh8LfBPwL82MK7BsgzC14
+/r9XVe396st02HKhqMmSN68DAlt7Q28yK+isQ1aHCNCa2lkwIXWDeXNs4d5x
+awK0+1zTNZuuM3vaA7W/nSDg88+c16aLV5nby4W/ONjx+Lr5eFiJeTKnowhJ
+l9MERHwgfJc1uzEPX0/M/+vE838x+uN+oYvMlycVLN3OEjC3/KFjloYL033T
+huhrrgRMzrKo1yLtmE2yhRr/LvH8dp2gebhaMTcu1W3y9SCg0tzR0DtrF3Ok
+xUAs5BoBFZI/po4H7UenKzYRMQEEbDuziT/ukRtW2/xUkwkigN67MSzH8gqu
+MTxbnxhCwETWMfuLa67jd+KKSNp/BJi7CTbTI/zQuvi/sPxYAoro56om1cKw
+OFli3ZYHBITu9ydWXwtHSljcu9cJvPmpkfrOfY7AL8fSBCuSCTARFXHVORKN
+++feBDVmEqDQMhtgGxaLuT93KR3MIYAsrX+9cOA+rqyvq257ztuXWIrcRvMH
++CGxZWlvIQEL4dp5SeqJqK837D9SRsCbvrlwM4XHqOMve1OohYDY4OVa9N6n
+WPTbf2tVK08f19v1cXsGapkNjft0EJAmKHWt4ssz3EApPjX+lYDlVkcOPejM
+QsWcQ8btgwTc2ltI4S7LQ1JnlNSTBQIS383dkg8pxEi96U+2SyhQPX//7Ff6
+S1yZZhciLUABvwmVYKvil7ji4obZcCEKKP26NBAwXoQLAvXf3KUo8J/ZRcLY
+8zX+0RDMAlUKvDGQ2sbfXoZnYl1Pz6pRYFHHVeDibcRfc620wo0UyFJNnMli
+lOP32rSotZspYP5vG39xWzm2ndjtKQoUAH31gCKzSqwKvbGr5xAFYkKcdD4c
+rMHE76z2q/4U4Ish8rI+fsQ/TkonlgZSwDeQw1ejUY86fw9/jwymAMZxkq1i
+6/HLzOvBJ+EUcNCyq693+IQrJf1mWmIokNn5/H4HXyP6GKykamRS4K/4fKvP
+2s94PFPRdrCZAs9C81WNo7+g7OVD/UcVpaH6reoZbl436u3u+d+KamnwCl+9
+itPVj7Fd5868rZWGQBXhHR7T/fjXfQ7c30uDeTW55gf5Fyamyk52N0hDW7ZU
+e4TFL5wVOGb1vFMaCtSbd0vW/MJXda3Sh8ekgfhhf8Q+8zdqmDc+TpWVAcev
+0yaNpwdxzdHKAj03GViBxqETccNoQpI7UuMhA2n9xvN3nw+j+4crs6aeMvCF
+HcJcUzuMlTvW7TrmLQODsnU/BFnD6CAf1eARJAPDQ7rpA6YjmPLHZijjgQz0
+7e47Pjkzggo3ZuiSlTLgI5p76pPhKJpsOVj5oFoGpFYKiA5bj6L7WLbj6joZ
+KHp2o4blOoqVJ+2z1etlILhliW5t7Cg6GNZt29smA9G1Yiddf41iiliM1Y0/
+MpBvf+dA7c0xVEjRuD0gIQuCtIz7VRbjeLbjnFEaWRa+1m5h6FqPY57oU4GT
+0rIgYUDSTzs1jnreNN8umix4fU7xPOg5jtZWwpc/qcjC0vZvgvSEcbyzvN+m
+QE8WdGfjN5ztG0f+c/c1fV1kgVx4yU7yzAQaP24e3X5BFq6Q04dFLk1gVPuq
+7OmLsuAX6bxj5uoE0vUDld2vyMK5lx+c8kMmUJfmRnX0k4UVwf+LSk6fQPdG
+k2WmsbLQaB6YcrVvAvu0FjqISlmIqTe+wbScRKnFl0211bLQer8jouboJBp8
+uPDOs47Hd0atf5fdJGbYf33VVi8L2klnQmjnJ/FiRGlsbLssDOxOKj4ZNIn/
+fntZEX9lwSGlf0q5aBLJ8VONZGkqiA5oGc2Is9DQ8XldjSwVRvlWLrUlWHhN
+wxmv0KiwZpfk3RIqC3tq23JbFaggIsR38bgyC1NYLyNi1Kng3HWzZ+d23n1i
+ftmUvIcKDh3gcO8UC/fyTdRKuVLhStyk40guC01G3MNiL1GhTn2qQraAhWYd
+bFNpDyo4yWvp73nFQou86SbqNSpUzlY1BiALj9rzdSsEUKFm5npsaSMLz5SL
+jWnEUsE1QaGYMcbCUL8NFPMyKghIahU1rGPj7fN5nQ3lVJDgKsmaq7Pxv6Ob
+Ei2qqGDNCnep1WBjlMYWeat3VDD+QB19tpWNcd93rj/eTAU+X9aBzQZszABz
+5tnfVGjaaHfgtB0b6/jOOweJysF5Nyw9EcXGwbONe3aS5CAlQm8h+C4bhVs2
+reZIysG6zLSA7Fg2mj2Z6TgtIweTQ6KBQ4lsbDIOMdFXlIMnrgffqj1jY8ed
+FPWlunLAf/2lbl85D0+xk+XnKAd3hK7TtP+yUShyR5POGTkoGmyyax9jo+pU
+Uva4ixwMjn+q9OTdn+ffOznaX5KDI3fPLTybYuP4BXYb01sOrjUZdvQt4eB0
+kVjJQpQcJLb2x6aQObjC2NDPp1QOzj5z3uKny8HZZo+1y1EOpm/nJv63g4PD
+Jx43/K9CDn6sL9seq8fBhkv/5FJr5eC3rZDO490cvBuX//p9kxwktPu9jDXh
+IH2QziJ+yQFrnrFdwJqDm0OmHF+sosHx5gkf0ascVCYprdouToPncfPi9dc4
+KJ1gWVgtwcv3ZYeGePH65+bwd1BowGc6sW36BgfL204lLcjTYJqy07AikINm
+yk0dpltosAft/3B597lDTYbpb1sabHZ8tMCfxUG9fkv1Uydp0Potm3Qjm4Oy
+S+dFv5+igcr3ndc4ORxshgPNnWdocM570eBHHgd3l84c/eROA6YpVexJEQcV
+CkycCoNpsD5a5VVvBQf7kkf8AnJpoB82WanUzsEyjHVYzKNB2399dhc6OBjf
+C/o+BTw99j8DCzo5aCkXI+hZTAP3ofWu23s4WHl/Z+TZSho013we2/aDgymR
+kQkWbTSYZzsbsP7w+PtoFNEXaHBB54vJ6XkO2kiXvvjMRwdqZ3hU3AIHjxYa
+5QQupcPTL3UOHxc5uG/ENu3PCjqUSAu8UuPnou6JiDtFknTQ8Ypz6l3ORYkd
+f1z3raPDMc3zqnziXKyaS11704oO3ZSg7P3yXCy7v3GN5hFeverUNWsFLpZo
+vaH3H6ODzXio3Ok1XMw710w2saODpWb6qIcSFxO7+QQIFzoYTuz7HbSOi5ff
+2HzP8aXDwxek05c1uajoTXnwNZMORUkrfgcBF8e3XrBzyKGDUYFXn+0uLr5h
+VyoNPKdD2dWHy7bu5qKlq2v+eCEdlFVW1fTv4aLfyZqPS5EOj65eNttixMVu
+I4+FdS10kPaPSMo35+IdqcZTnnN06BN6Gi9jzcXFnOANYmYM2DDqRoxe4uIf
+TJ7o3ccAcrDhzeduXPzyuaQw9wAD0s31DS+5czGDM6q77wgD3GKpi2MevP47
+jxhFODAgR115/6AnF9Pq19qLXOfhVbniWx8u7h1+Fy2YzoCO2EmthRAubprv
+s2rPYMBPKe+7OaFclBObpzzNYkD2E9KZE2FcnNik+cjwBQPMWAZuxbe5GO/1
+IDOolAFvyb+FXCK4OCLkUrW0hQE3vT4FFdzhYhs1MLillQEuKYUW1ne5WK7+
+yDi1gwGpDOY9vntcjDnQ3Li7lwHJPurBpjFc1Hug2+M/xICiWyJy3fe5qJJl
+lXRghAFqxNP8G3FclHzr6iA/xgC/rfVVjAdcHPyeMljOZoB+YdZhh3guNk+W
+ZkVNMeDUqp8d/AlcLBVod7WfZUDm+MO2FF6cTkxoaswzIP8u1WJ3IhejVUQ4
+i4sMULiSYPCDF/8fLPi+Og==
+ "]]},
+ Annotation[#, "Charting`Private`Tag$451837#1"]& ],
+ TagBox[
+ {RGBColor[1, 0, 1], AbsoluteThickness[1.6], Opacity[1.],
LineBox[CompressedData["
-1:eJxTTMoPSmViYGCQAWIQDQZ3NzooN9dsXWCtcQDMv7fR4bxW8G2uvVoQ/n00
-/oONDidkXM88ew5V/3Cjg0F78mq1KE0I/xGa+sdo8k/Q9D/d6DDxcXG103d1
-CP8ZmvzzjQ68em93F76F6n+x0SHvnBP3e3kdCP8lmvmv0PS/RjP/DZr+t0B+
-19/u3i6o+ndo8u/R+B/Q7PuI5r5PaOZ9RpP/gqb/K5p7v6Gp/44Wnj8QfADb
-0aSM
- "]],
- LineBox[{{4602., -13.369223455335854`}, {4603., -12.676076274775909`}}],
- LineBox[{{4605., -13.369223455335854`}, {4606., -12.96375834722769}}],
- LineBox[{{4608., -12.96375834722769}, {4609., -13.369223455335854`}, {
- 4610., -14.0623706358958}, {4611., -12.676076274775909`}, {
- 4612., -13.369223455335854`}, {4613., -14.0623706358958}, {
- 4614., -13.369223455335854`}, {4615., -12.96375834722769}, {
- 4616., -14.0623706358958}, {4617., -13.369223455335854`}}],
- LineBox[{{4620., -13.369223455335854`}, {4621., -13.369223455335854`}, {
- 4622., -14.0623706358958}, {4623., -13.369223455335854`}, {
- 4624., -13.369223455335854`}, {4625., -12.96375834722769}, {
- 4626., -13.369223455335854`}, {4627., -14.0623706358958}, {
- 4628., -12.96375834722769}, {4629., -14.0623706358958}, {
- 4630., -14.0623706358958}, {4631., -13.369223455335854`}, {
- 4632., -13.369223455335854`}, {4633., -14.0623706358958}}],
- LineBox[{{4635., -13.369223455335854`}, {4636., -14.0623706358958}, {
- 4637., -13.369223455335854`}, {4638., -12.96375834722769}, {
- 4639., -14.0623706358958}, {4640., -13.369223455335854`}, {
- 4641., -14.0623706358958}}],
- LineBox[{{4645., -14.0623706358958}, {4646., -14.0623706358958}, {
- 4647., -14.0623706358958}, {4648., -14.0623706358958}, {
- 4649., -14.0623706358958}}],
- LineBox[{{4660., -14.0623706358958}, {4661., -14.0623706358958}, {
- 4662., -14.0623706358958}}],
- LineBox[{{4664., -14.0623706358958}, {4665., -14.0623706358958}}],
- LineBox[{{4667., -14.0623706358958}, {4668., -14.0623706358958}}],
- LineBox[{{4678., -13.369223455335854`}, {4679., -14.0623706358958}, {
- 4680., -14.0623706358958}}],
- LineBox[{{4688., -14.0623706358958}, {4689., -14.0623706358958}}],
- LineBox[{{4695., -13.369223455335854`}, {4696., -14.0623706358958}}],
- LineBox[{{4725., -14.0623706358958}, {4726., -14.0623706358958}, {
- 4727., -14.0623706358958}}],
- LineBox[{{5295., -14.0623706358958}, {5296., -14.0623706358958}}],
- LineBox[{{5306., -13.369223455335854`}, {5307., -14.0623706358958}}],
- LineBox[{{5309., -14.0623706358958}, {5310., -14.0623706358958}}],
- LineBox[{{5315., -14.0623706358958}, {5316., -14.0623706358958}, {
- 5317., -13.369223455335854`}}],
- LineBox[{{5322., -12.96375834722769}, {5323., -13.369223455335854`}, {
- 5324., -13.369223455335854`}, {5325., -14.0623706358958}, {
- 5326., -13.369223455335854`}, {5327., -13.369223455335854`}, {
- 5328., -14.0623706358958}}],
- LineBox[{{5332., -14.0623706358958}, {5333., -14.0623706358958}, {
- 5334., -14.0623706358958}, {5335., -13.369223455335854`}}],
- LineBox[{{5337., -14.0623706358958}, {5338., -14.0623706358958}, {
- 5339., -12.676076274775909`}, {5340., -13.369223455335854`}}],
- LineBox[{{5346., -14.0623706358958}, {5347., -13.369223455335854`}, {
- 5348., -14.0623706358958}}],
- LineBox[{{5350., -14.0623706358958}, {5351., -14.0623706358958}, {
- 5352., -13.369223455335854`}, {5353., -13.369223455335854`}}],
- LineBox[{{5356., -14.0623706358958}, {5357., -13.369223455335854`}, {
- 5358., -14.0623706358958}, {5359., -14.0623706358958}, {
- 5360., -13.369223455335854`}, {5361., -13.369223455335854`}, {
- 5362., -14.0623706358958}}],
- LineBox[{{5364., -14.0623706358958}, {5365., -13.369223455335854`}}],
- LineBox[{{5369., -14.0623706358958}, {5370., -14.0623706358958}, {
- 5371., -14.0623706358958}, {5372., -13.369223455335854`}, {
- 5373., -13.369223455335854`}, {5374., -12.676076274775909`}, {
- 5375., -12.96375834722769}}],
- LineBox[{{5377., -12.96375834722769}, {5378., -14.0623706358958}, {
- 5379., -12.676076274775909`}, {5380., -14.0623706358958}, {
- 5381., -12.96375834722769}, {5382., -14.0623706358958}}],
- LineBox[{{5384., -14.0623706358958}, {5385., -12.676076274775909`}, {
- 5386., -14.0623706358958}, {5387., -12.96375834722769}, {
- 5388., -14.0623706358958}, {5389., -14.0623706358958}, {
- 5390., -12.676076274775909`}, {5391., -13.369223455335854`}, {
- 5392., -13.369223455335854`}, {5393., -12.96375834722769}, {
- 5394., -13.369223455335854`}, {5395., -12.96375834722769}}],
+1:eJwVl3k4lN8bxm1Jy7fFzHhfs5bQIpIK2d6HRIoWCaFSUokQ0kKkKC1ERUQh
+KZVESbacibJU9ixFlpmJSAyzWBK/+f11rs91znPu+3qe88e5lx7ysXWXkZKS
+OiotJfX/lWca0GXmJSJiuf5BZmOz2WZS5wtlvMcI+2v5F1Y2yLMpjzaGeatN
+EhTjtrK7p2axrXGMlJE9RWyKZW7wcpBjM09fXaqkMUPwousHbF1k2efOlUTW
+D0nBGfFF34GjMuyEtA/uf7VlIP/dy5y2RGm2vuP1deuiZeGB5/mzc+uk2Grh
+yYTCTzmISGz6SKVKsTfjpTllqvJgxS6Zqz0zjfoMHyheC50NLzQYDQs//0Ml
+ldHfdMsVgNp2nJXzfgqRuMax/KVz4Ug3u/FowV/01l/viuW5eVAZSn90qXIS
+RXuZci4Vzwdz9/x+N/EE6hPO0arBFsDZ/Q7bTZdNIL+fnM6/LgvBbk162WPP
+cZShJtvHtVkE+06eNvhaNoZslwjt6ycXQYAabXy50hhS3nHi7JrkxTAks3eR
+YYgYpX3cTKZsUwRSp8Hium4RqgvctL1arAjnOrRfr7UUocPRon6rCUXwq5+j
+O2AuQpMZTyI+/VWEiOuFxg/NREi1ed67z1IkeDf9ommRiQidWfdVo3YuCdR6
+753rWy9CS/mH5zQxSRBj5DJ9UkWE/D0uf+iwIMF1WWevvCkhUgjTd91nRQK3
+i+E+1pNC9CBh4O+PbSTgPVxTxRkToqrK7eu6dpIgMCR211yBENHVsYc9TiSo
+wmKebuoXoo+cJ6G93iQoDepOtm8WIsyl2oAfT4JlgcGBb58L0Re+C/9xIglM
+3pw49iVTiC5E8DP2JZOAaBj8/SNDiH5lY4s/p5Eg9XvcKXGKEBVIH+nLyCLB
+R71i3anbQuT0ROaOcxkJ9mx5nLQjSIiSRw3/VPwhQe+RqK1sCyHaeaXu4Xk+
+CZhv72M7NgmRHN3Ncb2ABE3s8KA2Qoi8Nl8rTxsnAeek5tbv+kJknNCWGCxL
+hgKWedudVULUaXzKQkeZDG7m3LyS+UK05Gp2yn1zMgT8XhUT90mAHpnMX6Ju
+SYbVlwvaPSoEaKXQIzXbigxPzs8KWl8mQDoH1NLQdjKseCK9MqtQgMw3JD/s
+cSSDuNTxzNJMATrWczVD7QQZCOfPS+QvCdBgfJ9atg8ZdsxEJ68JEaCT1psf
+6/qRodX15E6bswJ07q3UE8vTZGiatug+7CNAN6JOZ3qEkWHr/QWrpJ0FKHej
++/MXcWQI3TPm27RGgHSHyzR0E8jw5i6lfe0qASp6tCSr9B4ZKrgH4y+qCtCH
+hR1ZdSlk0DVwuTmJC1DLT9vskadkiJuuCTOVFqDJWMjdUEoGg/SN+ovqRlGI
+5YO1pWwyWDlXWFyqGkWy//7mWpSToe7OYZWf70fR/GNvXzlUkeF7dp+rf94o
+Yppo5Z1tJEPUyJ25LxJGkdkA7e27XjIsqn5zSXvfKMpdLz65sZ8MP/aZl4Tt
+GUVLQutXv/kt6TdzLLXYZhRNkyIeZvHJcH/tqZ99xqOo2HgoKmlSMp+YTS0Y
+YxStj2UfPruAAivtHcbCW0ZQevs9lmgRBXbGfNfZUDOCFNVPffclUWDjwtag
+qvIRxC9aufMYToGuU52T8Tkj6AXvlqGDCgVGGcj5c+QIUtd3V9ygSwEpp+zu
+3etGUNxFoiZHnwKUR+/GFVeMILka5cjVhhRoe2PyPYc+gjgHa/8tAwpE337C
+jJw1glKu6/UrbqWASaLD/JRmPsK75rD5+ygQ99wLzHz46MpK3jkvVwr81rhC
+bjrIR2L/0g2/DlHA+WL7K2M7PmpW8H/edZQCV+IH5R/o89EtnY742pMUuDFi
++nRsehjNu5x9IiuCAgqDIcuD5g6jezbHzfZHUmBtgWdwUt8QWkFRxxZdp4C3
+/JGZHR+GkPmj+2z/GAq0qF2Q9wseQsFlN0iGSRT488kx/VLfHzQ0fbywOocC
+sncDZ1lnDqLgCvXooNcUuP3eWOAUMojmRnMOaeZTQLo4JFe4exCpM5zmxxZT
+QFPsV1j57zc6YGh1wLGCAmFqt4b7tv1G9aeXz+prp0CM51JxbUM/2k9wvyV0
+UiC8senN8dR+NCifkr21R9Kv5+fNbnj3I4V4JcfsXgrcTyPTXOf0I9O8Wc9P
+jVCg5pWKtNXGX+gVn7tTbrYSCD9GjGy82IviPFKTl+ooAVfVL82pmIOEu9SN
+MtYrgULBsTUBoRxka5DVvkJPCdLWKk5obuKgRfMKqNpGSqBdeVkhoroHXcuq
+SzCxUAJflWiploZuFDI8fcfZSQlYt+ydctN/oCOn9kXFXVSClIG952e0m5F+
+GDVkTpMSSC8eTlEtfYrye8P0ypuVYPqw9J19Xx6hddb9/OA2JVB/zHOmvU1B
+WliBG/+HEpw6UqGePnYFqb7YY9X6SwnMGoPbwCaJWPwthpwxrQT5oZNfRgyL
+iGiT8Zr90hgEXV1nmZRWQsx/dOAKLoeBU91oSYkcIhR8tCavz8Hg/aoMjQU9
+74lpuS9dfmTJ+T0nShKvVhAD2rOfwyoMxre6q3TdrSOOxXsfnlyNQc/HoMBL
+e+uJn3+bGXlrMFBecnaRQm890V3xKGb5BgxM80Ij7/9tIFpczAIXAAYTWO1k
+NvUrUR553rRjDwYXK7S4OSptBAzxJuMcMTDknJ2aSmojSndb5+1wxmBDhuz5
+YdI3oohJW17uioFR1L3bXVLfiZy8gvnPPDFYVqpfE17XTiR3C1pPh2HwYO9g
+wAytixg4ouYiG47BJw0FwZozXYT+H/vu6MsYuC0vPMxv7CK+ThT+yriOQWdl
+VWyraTcxn3RhoikOgyit9okTv7oJp8Tc8wcSJPsHnt0ZX9hDZLK40r/vYZCQ
+JxX6UreHMF9tMVcmFQOOiffTgrAeInjzfJr2MwyGjFz4DxZwiE+fjVOKszAI
+JG/p+LCGQ+C2PsssX2IQfvtJsWAHh8jb36ixPw+DmbDeLIMoDiHzUzanPx+D
+Dw1fDx95xiF2em5Yf6pQUs/1Lc6p4BCDpxOMbpRi0BaFMfunOITBdDUbe4+B
+VGL4da4Sl4gM/2ueXo6Br6nHpoXaXEI1dr9NURUG5z1cd1cf4BJ+WEzD5s8Y
+xNgmxJgFcgn2/fd7GmowqM4vf/bpOpdwfqa6/1cjBm9/mD6dncclMrXtOf7N
+GFxJs9ItqeAS4vwrR2ZaMfBWLZ4KauMS5saFA9e+S+Z9bUOaaT+XuFU+4K30
+QzLP4d2vZ09wiW4ruiCtS9JPx8H8qtk8Qqve5rQmB4OTVTf9LlF4xKeOnFDz
+Pgy+OaZYL9TiEbgbR7a+HwO7JAW3MX0ecaSfFOk8iEGJrI6G3CYekeezeX7f
+EAYkXtFRHWseISMOjPEbwYA/xbsQaMcjdgZnkqcFGNDqdF59cOYRD2S+J1wV
+Y6CXvm7N4kM8YjByHoMyIdEPl7e2P8ojDBYap6X+xaD0Y7BisiePiIzzVls9
+jcFHkmDHoDePaKGlPn0rhcONZZuKd57kEaoPGzQ3yeKwbOEPmUY/HuG3QvZV
+7Swc1q4oW+HrzyPY2et1nRRwkBvsjFKX8IINR4p+zsVBN3+RP19S71J81+Tk
+fziEn6+Vq/bhEc9Mq8umFuKwaVlFTJYXjxivnLSIVMRBp2RDYeIxHmGxffVn
+EgWHp4UOtjfdeMSdr/t2pGA4TNWvUr6xj0dwnG42raLiYBu7jRttzyO0e9gO
++XQcpA+yR+9u5xEhR0fbTVk49HfIrcnczCO+/FnmWrMUBxmGiRfbkEdQA/bw
+HFVxGKoN8O3R5hG2N2XTW9Vx0P7CctqmxiOuP8s9aL8SB69Bg8lanEdMdf/X
+tVsLh9SywPX6/7jE+qni+43aOOTssDu4fIhLnMCOu+xah8OqN+UvDDu5RKdN
+xbft+jjEh/hPvi7mEkoeAQk1Bjjw8lXezH7KJXaEqzhYG+Ow+rDPDvc4yXss
+CvlqZYZDraMN+7Qnl0hfrldnbo3DtmUxT28v4BIdZj+jyrfjMK4TIgwScQjy
+/tvWZrtweBDae+l6O4e4fGe4mrDHwe3xnNOiRxzimHTmBwNXHIrkRHNpmhwi
+lW5/qfAQDtE9ZCP5/zjENz05M313HLrjMqw0B3uIrd6uaMNxHOoPqb93y+wh
+VrfjRdoBOMifrTQzVO4hDosrzrwMxMEpSpFUJ+gm7i8+pad1Fodzsz0Kcmu6
+iQVbGvI0QnA4k3JcSzu0m+DnXX2pHonDbNmnv/972UW8iZ58RE/GwYOiTWr+
+0kEMPc10S3qAw+PZD/tjPTsI9Y/2KtQ0HEwafZNGFTqIhL+vUrDHOPj013/p
+JtqJc8c87ynmSPy0Og4sT/tGmJh13FT4gMO72/evH13dQsR/9zz2rgKHxQJk
+4pndTPzx+wt+1TgMGnMDHq9pJpLTqaPttRK/vGFWgfZXYlJur93Lbzj8YpG6
+ZTUaibeVzbj9MA4hyY5FqR2fCW2burR0qjKsLCm967s4j1jmWPba5KQy4PfZ
+vQe9PqOti+kOH/2VQep0/TrrsC/I79OpyW2BynDVOWZqOK4GlRmtNN0bpAyF
+voH9fqV16NDSmFr/CGWoJ0zkjeQb0cOBff2ZicowYjj94s+WFqRyfoJJKlOG
+/delw7x9OtFW3d1liR+UoS1C5mTPYCfyG85yX1KpDJ8slcc+eHShsoOuWZpf
+lKFWxyBkVLsbHbKo3LilRRlam8KTetR60MOFcXbnB5Sh4KZxTYcMF6k81L7W
+p0iFPqz3fUBoL/Jo87R8RKHCqycfcsIKelHOgidyB3EJ+2e+UxrpRSZBjNDv
+DCqoZM/raXXtQ052cwNqVlBhyvecb47BL3RLnrfvtQkV6sbi7pS29qNvRiya
+rykVUvVF8y3mDKAl/k5tq82pMPRjOMLBYABld9XbPraigo3fJoKWNIA+Fbyz
+TLSjgt2e8JXGDr+RjOfdtaHHqYC54jqcokFkldY4ZHiCCmNb+I0Xfw6imNb/
+ssZ9qPA1M6OfvfAPYpqHq/udokJLEz2M7vYHGTBO0twvUOHSxW+DzrOGkF/d
+1lnb4qlgciXX/4feMCqcdblsdiIVlH1T6eddhpGU0fvQD0lU2B4+3lFyYRhF
+Z+pNGqdR4aePuimjahg9C1Md1s6igo5dRd26lXzEWTfdplQmuV/q0rP8Z3xE
+nnlTX/GBCsyT0s4NhXy0+dOJqsBKKrzTE75nV/FRpuuPty1fqLDWOniU2ctH
+PlEl8fGtVKhccOEEhzmCpnrP2Sn9oUKeTm1qp+Q/rPVKx7pimAoRZl/5J+NG
+0IHzA5sCR6mw1CPhSXfaCCojOa1rGaNCg37rKduiERQJGxXjZWigv4R8627/
+CKLcG6uj4DQoW1y0RstsFFm4v6z8SKUBgz81XmQ9is5oH0WnGDTovFfus8ph
+FHVUtGQ3q9Dg0r8nb3I9R9FDwZuoOE0adPmW4YdvjyItm4BtlE008PcMxXx/
+jCJXfPWmj5tpEHP3Vd663lEUy+UanNpCg+2i/Ib2oVEkPLt7VbMNDTY239f4
+PiPJD4915sQ50sCpcbX8nSUCtEVqpILsTQMHv5pQtX0CtHXQ72q8Lw0EgUfu
+fnETIOs24TbcnwYftqw7vP+4AO3MGa+nnaGBZ/pEu9lpAXJ0lWpXuUiDdVvd
+MskxkjzHXjisHU+D4NMzgXNKBeh4VmzuqwSJ3jtfjn+5AHklkALWJ9Ggeypv
+75cqAfL1xSb0UmkQIa503tIkQGeWsGSJZzSgfC5z9+8ToMgLWphNKQ00xzTC
+ayT585pXzrdaNg3MFTX1dBcL0Q1HneSd5TQYqGiUjaUIUYy27lK7Khp4FRyS
+ZTKFKKHbWMO5kQZtvSKv+1pClAk2hEcvDe43O5n62QhRpZTX0YgFdLCTmTgX
+GS7J2x51m4wX06HyJlNXPlKI5jbpLBGR6MA6K3obfF2IrDMm2g4r0+HjVbaW
+3S0hqre6stVclQ7nVfZWvpDk87ZbDzVlDehQmBbep1goRBN/Z80tNqLD8vRL
+nCUlQkR19+j1I+hAfrhCYwUSIhc97RSOOR0KinZ9UvkoRN3t7xaV7aCDnM8N
+y+p6iR/Vb4IL7nTAzvW85/YK0Zxoo3r9Y3RQi1urfL1fiFaNpWTxj9OBrs91
+Xj0oyfPVR9xdfSX+LD/VuIwIEf+EsIUIosOL8YqYwL9CNJ6/sGg6hg63evkm
+dxeIkIKVxYXgEjqUVW6M79QWoclG/+XyiA62xaTmtzoi9NslrfbmezqYfrVa
+ELVehGp9p+jpFXSAVl6ihr4I3U54VVhdT4eGtt2EASFCzF9MgdJPOihEPtd7
+Yi1CG66Muef+x4AITvXof+4ipL5Y7T/DRQw4ukaxMuiICOFJtnkfFBlgZE78
+6z0q0c9+IdOGMYCBLUFvjosQu8UtZXopA7J0VAc2+IqQtXp92zZdBpByfK58
+PidChz5mbuvdz4C7Lgdtk6NFyIRnq+l2kAEOVknSFTdFiCr7b0G3GwPqVfCN
+QzEi1Ai7Gr8dY0BFK9nS4LYImZVMONb4McB97uJ57++KkMrrrUfyLjOA7mSb
+cC1VhDipgxcuZjMgPneelXKuCJWi+EMzOQyYu8VbFXslQvc6wTz4NQO+LVn0
+jvRahGzpcbMDCxhADWBoznkjQmV3jaM9yhiQv2OOwc8CEXoYHZ20s4UB4s+3
+E93YEv/B2vnMaQb8qVLafblWhPbhJbkNUkwIZnSxT9aJkGOe5YtwWSbEFL4d
+d64Xoe2D+x8NKDBBtjGmfnWjCBm4RN3KJzHhz07SUXazCCkaDXhvX8kEr8a9
+R3M7RKj8b/ryEDsm6D6u/P6lX4RUg7DEH8+YIC8r8/OCtBjx9U4cOPSCCRlD
+qoXLZcSoWFim1veSCXKsP0q1Erb19n7Fz2PC2wtyZ5XlxOjCwY+fZRETXK4W
+UZ/Li1G7pf/0yiYmzLrjkV88T4xukevcAv8ywX7XPZt4ihjNvListdCaBZ6O
+6/U3rhCjAZQ60rmdBUcT3xt8k/DXhqK87F0sOOBXVX9mpRhlioYMtjuw4ARZ
+uyB/lUTf2MEy6hALBo+OnNPUFKNHX5a7zjvLAqMXbrNm64jRlt9VsbMfs6Ah
+KJLnaShGOv84dq2ZLGgL4NdMS5i+8B/25DkLbuTk28YaidGIztoHFrksyD/s
+ueaNsRjdO5f4LKKEBTPjPUbjhBgNzjleLtvEgslSPZ6nuRi10MIvNzWzoHp9
+cvq4hNmaD6zS21hgV54rE7FZjOJ2NdaZdbIgMum/tGQLMTJJNOgI62dBs+Hh
+I5VbxGjFc7uUXYMsyC7R0NhlJUakd96Hlg6zwDn7Z+x3Cf/qfviLLWRBlKW9
+xeBWMWocLXkeM8aCXUTqnYBtYlQi1+rtOskCxy2yl6ck/FhpZK32PxboPK2m
+hluLUeyKeaKZGRaU9BnvnmcjRv8DCRgJag==
+ "]]},
+ Annotation[#, "Charting`Private`Tag$451837#2"]& ],
+ TagBox[
+ {RGBColor[1, 0, 0], AbsoluteThickness[1.6], Opacity[1.],
LineBox[CompressedData["
-1:eJxc23lcTc//OPBUdqJIKCoSLVKWSNRLVNp4yxLSYklRRFmiRFlKZCtCRUoi
-S5R71puE9pKokIRUIqmQUuQ338953T9+1z8ez8fMOWfOLK+Z6Z7RXOfr6CEr
-IyOjNEBG5v/+/98/ZRGU6i59MyBT9+H/PELKKiLY+tRiYIu6vuCRUh4llX+0
-lFVFYBi2/qb2ah3BalLpY0Qw2KCZ396M6WOl0tVFkK9mWdzwaZJgDan8mlLp
-46SeN16qvFrEEX+PRUZg/glS6dpSz58o5UlS99eRsq7U/fWk0vWl7jdZBOMP
-BokSTDG/gVT6FKn7GUq9v5HU/adKeZpU/ukiOP3RP9CiY6LgGVL1ZyyVf6YI
-bkXG+PzkMP8sqfKaSD1vtpRNpfLPkUqfK/V8M6l0cymDCGJl1o8xXoblmSd1
-fwup/POl0hdIvY+l1P2spOrbWqp8C6XSbaTubyuV306qPPZS+R2k0heJ4NC7
-44fFr7QFL5Z63n9S1y+RsqNU+y0l/alh8JobE/H9lkl5uVR9rJCqDyep8qyU
-yr9KBElXso+unYPpq0Ww2nuXzJ0etLNUf1sjZRep/K4i2BjUErRJhHYTgc6e
-5XGyhzG/u5TXSl2/TgSnDJ6MXrYTvV7qfTZIXe8hlX+j1P08pfJ7SdXHJqny
-bhZBRIWHz9hxaG+p9/WRun6LVH1uFcGfNf7NS9omCPaVut82ETyq1d44vj96
-u1S6n1R5/aXae4fU++4UwXfzQ3au0ehdUs/fLZU/QOr5e6TKv1fq/QKl6jNI
-qj/vE0G9afzyVzvxecFSz9svVZ4DUvUdIgLb5nljdodjeqhUfRwUQVtE+Rdf
-JUw/RMbHl5Q5Q1di+mEy/uaP1c95gulHRKDpbR1Zk4YOEwGfd+RZQSw6XCr/
-UannR0j5mFR5jku9T6TU+58g9WPFDNJv1xJ8Uur5p6Sef1rqeWek0qOk0qOl
-6uOsCPJe/bM/7Ig+J4LzB8fu4eehY0TQZLRrzuwsLM95qfQLIvhdqHHPsBjT
-L0q9T6wIXNiDmVtOYHqcCOadcd1/3QcdL1WeS1LXX5a6PkEEvasvTP4air4i
-5USp+yWJYLb74KeMJvqqCPar3S/V+oT5k0XQvsijZrIa+poIXmTWON/cjU6R
-Ku91EWyOyuw97SL6hlR7pYpgvvnsNq0p6JsiuGnj2HxmAvqWCNJN3BTmdI4X
-fFsq/x0RWPTymV3XH51G4rv5TGPza+i7Us+/J4KXOXfOaNJ4v3Sp6zNIPJgx
-dMyVFky/LwKv8+xZ3U9oEWm/dwY2L2vQlFQ6LXV/RgQLb7pd/yOD92elzJF4
-Kx5zqfwB5udFYHBia1GlBaaLRaCYHTBH6TqmZ4ogNM/Jpcse0x+I4H7n1aaz
-TzE9S6p8D6XqL1sEDwvb5q7dh34k9f6PpdKfiOB9wJPLcAidIwKP1bU6F3ah
-c6Xy50k5XwTGH/N1zIagC0RQM/mk1f0EdKEI/hPF5X3yRRdJ5S8WwRCNu6lu
-o9ElUvmfiuBHuPf+hxPQpSJI+ZnZPuTuOMHPpO5XJlW+5yJQNdKZqFqG+V+I
-4G/LY9tV8pheLnW/CnK97sfefnnoSqnrX0pd/0rKr8n87xI0QCYF81eJIEa3
-aG3GBfQbEaxou9/xtw5dLYJB19Zl3nmEfiuCgp8FHlaH0DVk/C+ceTtwHvqd
-CAIWnHv1owr9XgTDzvnWOJ1FfxBBLvX99/1h6FryPoN0akJvoj9K3b9OBBoK
-rxw+LUTXiwAKZxSNk0M3iCCQtVlUuRv9iYz/inLfNZroRpI/fsmFV3rozyK4
-p3g7Rm4w+osIqpUeZS+dhG4SQcb89ogUe/RXEYyp/req5Kum4GYS3w/OW+LV
-B9O/icDyqbbWCBV0iwj0Tr9/6leG+VtFUHup7krKH3Qbef7Hw/ItLejvIsiq
-/eR8+CP6B+nv7iOaNr5E/yTjQ7dbticL3U7i06ddPY+Oon+JYOnKxXEj49Ad
-ItgXadJhvBXdSfrrhf5ZD3LQv0XgOGq836RodBdpf/PXv1fdQneLINO9Tj/2
-BvqPCPp0rre6fR/9V+r+PSK42Fr57+hp9D8RtFqd9FbYh5ahILCoY8iwZehe
-FDjMWjl+iwtalgJ57niV6gK0nJTlKbj43h0SpqN7U7B0ufJuG0N0H+r/L09f
-CsJvnQsOGo/uR0HI5sYxcg0agvtT0Pv8sjsRzegBFLzYc6HaphY9kIJEo3rz
-gAfoQVLpgym48nvtpp/5aAWp/EMouJQ7r6f1D3ooBSpX4eiu62hFCgb3CwyN
-P4FWosDAVsd+5230MArUF3ak1YnQw8n7+I3s4xKFViZmB2a8v4IeQUGF/P30
-KUvRKhQ8OmnXOCkZPZKCluHpG+4fRI+i4H562srhW9CjKbg541Pgwd1oVQqs
-PUfrxHqj1ShIbx91smodeoxU/rFS91OnwO+7+N17U7QGBbEBr8b666A1KRh6
-syeGLVEXPI6CJUmXTXVHY/p4CrrtP5UmG6C1KDA3yR9qMhQ9gYLk6vASBy20
-NgXP20JV6/qhJ0rdbxIFa3TKGhTb8Xk6FBTJPFBSHYDpuhR4LvNeG9AHrSdV
-Pn0KYpqvnrQ/iJ4sVR4Dkt/1SukxP0yfQsGb8L/j3s1DG0qlG1HwtTFjpLsu
-eioFZYqL4g1D0NNI+w2z8+ylip5OwQWPc+8PKqJnkPp3r23/2DZWsDEF9Uft
-ZR5oYPpMCu511PVkZGD6LArGMBUr/vTHdBMKVrc+kj36AdNnU7Ajd+NG3Yto
-UwoU32lPfx2LniPluRTkZlmu2XQDbUbBWKs0I3oB2pyCH9WmgfOt0ECB6ufa
-JVXK6HkUKKleX/xcFm1BwZPQ8m+r3dDzKVjEDVv3UBe9gIIR9m/nu/VCW1LA
-TYjf3mcw2oqCaUbbRs44N0awNQWn3ga6z2xAL6TAeY65m1UZ2oaCiL6wf8oj
-tC0FpMLo/zLQdmQ8GRfbyReg7Ul/W2u4PD0B7UDBybUd6yZZoxdRYLSu3KRr
-BXoxGd8ZidoTTdH/kfYfx983nYReQsHPKb41W1ehHSn4za9cnzgYvZSCvPn3
-4271Ri+j4OHxYgXb32qCl5P6EplZHn+KXkFB6PafJUPy0E4kHhZ6uJvVoVdS
-EOzzXWbuRfQqCia7lryZ8BG9mjyvWdHasxjtTOLt0pTfLe3oNaR+dqmMH3If
-7ULBIK+5J2LM0K4UmBjuFL28g3Yj7XFXL+6yA9qdxPNxXO+XLui1/zc+1QNr
-FdHrKOh7gbEtNkWvp0C7cURwgjZ6A+k/bbtaRv9QFexBQXW/M04PX6I3UuDl
-PKvDqRDtScrzctuk2X3xei8KXFn+zcaHmL6JPO/0q6HZD9CbKTDeNPWg7nG0
-NwVH2cpPP2PRPhTobara65SI3kL6t8Xu0Pgg9FYK+KwPUyfbon1J/FJSXvXf
-HPQ2ClwaDwTd0kJvJ/E+8Eby09FoPwp0nr8eY/drtGB/CugkHTPNf+gdpD/e
-+t26ZCzm30nBXw+rlMmNmL6LArV7YgjPRu+mQP9444BrqeiA/5uvVBd/LUDv
-oWDig5tGeiXovRT0vz7W1fEuOpCM58T+Xm/XooMosPA2KZ/gid5HQf7r4NLn
-R9DBJJ7oLVH0/w+9n4Ih1r3ltKzQB0i8vbtN5tskdAiZj7PdLFpM0aGk/nel
-bpaxRB8k5a/csqJMDX2IgnJGrBAojz5Mxv/b6651z0YJPvJ/8bvfvcYydBgF
-w/Yvyp3yFR1OwfWraWWf7qCPkvl4qZP56nR0BAV2cu2XC8LRx0i8+77x0sgY
-9HEK5hwpP7jXDR1JQdXKGVcD96FPkP5662fDYz/0SQqYieeDNzijT5HxlRv9
-froL+jQFlUaDR/fRR5+hQK5u/3/d6ugoCg7dcVTXUERHk/VEdnpHh8RnKehx
-2qL39udIweco+L7TRxTfgI6hoNcQbyXNAvR5CuJjnR2VH6EvkPYZv+PCr0T0
-RQoebLvnMS4FHUvmm2Nj3E2PoOMoWBh7tjbgJDqegrA2h/Xvj6MvkXiTYhMQ
-ao6+TEH0fjY8bwU6gYLs1KgBx6air5D+Y7s30GcOOpG8T+evWUPV0UkU7LYx
-y/FUQ18lz7fIixvSF51MwZlVx2QmDUNfoyCNLR9p8kVFcApp34Z/3r2foa+T
-9ZI7N+17MfoGBW+NmLLnuehUMr9M7lwRlY6+SeKV1uodLlfQt0h8/XLLY9sp
-9G2yPnOLDDuyDX2HgsdP3KF4DTqNjGeX3+NuBKHvkutLfYL7LkPfI/N90nr/
-Aw7odDJ+Zl/+0DgPnUGB/6SwuikT0fdJ/yyrjdo5FC2ioN1S4fyerhGCKQrm
-T3WKkv2Opin4fNnp8+wONEOeF/yrn0kWmqVg5TC3d3Oq0BwFE+Sqd55MR/MU
-KOuN7mq8jRZT8F/iw/i7x9CZZP2yyrTW/SL6AQVXbzQ+GnEAnUXmm6jeejP8
-0A8pcHMas+6JNTqbgrNDN1xYvRj9iMTzz0eNb5iiH1OwljmjNVsD/YSC0R/q
-U3KV0TmkfLsO10UroXNJPKjyf3xBBp1Hwex7d3o6e6HzyfsvsVc3L1QWXECe
-X7fTwvM1upCsX6Nf3XnyDF1E6iOp17+Qm+hiYtvq7ua76BIyXlROpm9JQj8l
-64HQgOLxkehSEs9ePPUrPIB+Rp4XObE23xVdRoHZYO30OGf0czLeqR+9NFag
-X1BgyI5fpGKBLqeAtajXLDNHV5Dx8GPX05F66EoynrUmurzQQb+kwHt+4vKM
-AehXFBSknc3N+zBc8GvSn8I7jelf6Coyv4j+VsdVo99QsKrv5w30U3Q1Bf3u
-1swb+hz9lqxPe10v2Maga8h69MTdoq0c+h0pbyLruCAa/Z6CaxcrBvlGoD9Q
-sF1W//IUf3Qt6a8rE8oNN6M/kvLvW3hA1xNdR8EdVctR0yzR9SQezo6ezOqj
-GyjItEqbozgD/YkCyqEq7usEdCMFNWlmV7/Loz9TYGuv1rBvEPoLBUGf9StE
-zcMEN5HxUWRw/eFn9FcKvn0Z7mf2Ct1M3seS+9CnHP2NlMd2y2/ZDHQLGR/y
-vHz1NXQrWQ+yn/zCJW6jYPrZR4plSejvFFgq+p7sdxj9g8Rzfnar3SH0T7L+
-Wm/+3Nsd3U5BZO23F+JV6F8U2HzuVJZZhu4g7SPW726wQ3dSMKm//SGVOejf
-FGj29Rs5RgndRUGhxp1nB4eiuykoSR+t8UfiPyS+9dP4XteuJPgvBbKZn3cv
-/4HuIeuZ978zDGrQ/8j68cXnjmMFaBkaWr+W9HuUj+5Fw9K1f7f7JKFlabhg
-k/LjfCxajoaDTxYYXjqOlqehqnJI9r8z6N40VDx4frPvRnQfGpocuEVDfNF9
-aTj3PAMsdqL70WBxIKFkpCO6Pw17Cluyk0zRA2hoeTjXxns2eiANdcctZ9XP
-Qg+i4VjYNo/TSujBxI93mKj0RivQcJvNnfb8n6LgITQs6998d0MLeigNY5dM
-kX1eiVYk15+x7t3rKVqJhn5z7wdtzUIPoyF8FJiUF6CH07Bg36ZhF9LQyjQ4
-dfea5puIHkHD3T1Wtz5EoVVoaJhtH6sZhh5Jw/mKr11N/uhRNIQMOumr4Yke
-TZ6vp23vbINWpSE6PmNZ0X9oNRq+qRfG75qNHkND7Ax7h/NG6LE03CwqPT5x
-CFqdhshxHoWKmmgNGlISa5u9+6M1aRhsO8rYvBd6HA3jjX4r93wbKng8DZOq
-tLjDNWgtGo5vvLRxVwF6Asl/z2v3sly0Ng0yTo8nJNPoiTTM7WiwvX8dPYmG
-5dqr7jQkonVo0HTbWPv5OFqXBlX9dKvMULQeDWZ9Oit3+6L1yf1GxXZ+2ISe
-TNrPzEsu3h5tQOpn2vjpRxejp9Dw1K1z3UwLtCENJqWeMHkS2ogGWev9xlpj
-0VNpyPca/LhiEHoaDT5ZXjb/VNDTaahPKy/s82OI4Bk0bJwf+3RoJdqYBh31
-uy0BFHomDVZeTxX6nUPPomHzpbGNK2PRJjTce72sI2sXejYNlQpNmwpd0aY0
-DDfedT5+NnoODQ/+eTrlTUDPJe9zvmTZgR4FwWY0aP+cY1bXiDanwVnNY0JQ
-ExpomJyc4LWDQc8j9afpqjMvAW1Bw4arVSO2HEDPJ/2/TeOJ61r0Ahrc8w9+
-yFiOtqTh/llu0RRdtBUNq0pr/H6poa1pmJF/fkiZPHohDWvC1iuVNw8WbEPD
-y+9PTV1eoG1pEKmavU2+graj4YDGtzdnrqLtaehoTBrfGYF2IO39vmDL/rXo
-RTRsD/zYP2QpejENz80MRry2Qv9Hw/rKBepT+qCXkOcv6w7TUkI7kvfv3O7y
-tmqQ4KU0DK3/c/BMA3oZDX5n67Pfs+jlNDzWGqtdegq9goZZVu2vT0WjnWiw
-nrHgGuOHXklDWpnavjgn9CpS3si0yy8s0atp2LVX9ZnRBLQzDf09/Vyr5NBr
-aLD768CybQMFu9Bw4vjaVzLlaFfSfy20x/y4jnajwai47ID7XbQ7DbXyvc7K
-HkavpeHVmaMhZz3R60g8KL4/4Istej0NCzc6fr04E72BhsCNs5umj0F7kPj3
-7mDdmtHojeR920X9VjYPEOxJ+meSEz/rI9qLxP/zewoDH6A3kf78n16gMYXe
-TPpv3ce1zdFobxLPE1qsD+1H+9DQvUm/gFqJ3kLD9chBhwvM0VtJvNBb0+ms
-i/aloXhDGkQPRm+j4axSsk1Wa3/B28n7JT7oSf6A9iP9++XTYa0P0f40VJs8
-G1Z1B72DhqtlDX8yL6B30mBp8CVKJwi9iwa5uF4pJ9eid9OQ0SJ+89YaHUBD
-+yHFx+HT0XtIfP9sMOP6aPRe0j5axpo1fdCBNDxqqrUo+9VPcBCZT/6DuTcq
-0ftoGJHW/ELtATqYBso18e3jJPR+Gm5cDL7lcRJ9gIY+75aETQlCh9Aw4Vq3
-wl53dCgN744nOlw0QR8k42NsjG2+LvoQaY+OVx7LR6EP05BZPHnuBjn0ERr2
-yiSN7KjuKziMzD+d2rc+V6HDaVCq/dE0IB19lLTH3D2fNK6gI8h4bu/pSj+M
-PkZDV3m5pcJO9HHS3yaNWH/aFR1Jg5ZzUuxEM/QJGlYobmyIG4k+SYPixOXM
-yhHoUzSIw8Rvstr7CD5NQ0lG/OPNZegzNCQ01hkMe4COoqFT3OBlK0ZH0xC/
-/Npj60T0WRo8UmNOFEagz5F4uPG9UfIWdAyJ9+FDTB3c0edJ+x8vPXRsDvoC
-iZc2Px7/VkdfpGEIDJt/bBA6loa4ny7BD5p6C46jYefrv8bsG3Q8DaO22qeO
-LUJfomFJ2pOmH7fQl2lYPcq62jkVnUCDuk/VjXk70FdIf750SufibnQimb/v
-hxeuW4VOomFer0ld+4zQV2mgS7lRL9TQyTRcuzozuX0g+hqZD6cpJYk65AWn
-0HBKbuTomGr0dRrGJGam2uegb9Cw47LxNPMb6FSyHgpR5B0uoG+S93+n2z8u
-An2LhqBRR342b0PfJvFjSk1FxQr0HTLfbstu0gJ0Gnm+99l5R7XQd0l8Hhc5
-qFgFfY+GmMbnGitk0ek0uLkvsEuqlxOcQQM/dNFhuhh9n/SnF8VX5qSjRaT/
-Q+28l7FoioaAiW/fTj6Opkl/D4o4dXQnmqGheaF6mtk6NEvay7rlQ48VmiPx
-4qP+6iNGaJ6GgsIXnQaaaDENDx9ayyzoh86kwSF+aDX7TVbwAxo2jd+iolyN
-zqLhR0vnppmP0A9p+Pwz5n7pNXQ2DTZn6OL7Z9GPyHpbX3F//xD0YxIPLjvn
-hnujn9BwJEs/13opOoeG9HNparss0blk/T45YvUTfXQeDScv33Z8rIDOp6Fn
-2HerjS29BBfQoB/r1s29RBeS57/reGf/FF1Eg+6MZr0KCl1MQ1haWHFrMrqE
-jLdp/oc2H0c/Je2tHRPSvh1dSuLx5wqHR67oZ2Q9YJuzY9l/6DJSHsrUPdgI
-/ZzMH0EWgw+pol+Q+T/48F75gehyMp49qCVv22QEV5D651b6+1ShK2kwDmkb
-nZWDfkmDa+Cdr9NZ9CsaBuo3L/qbhH5Nw+xVV2XmRaCraIjo/qN+Zy/6DanP
-Gr2utGXoahq8K28Ulc5DvyXzf0Pmj2QTdA0N28y3Wi4ag35H1tc2WU+ch6Lf
-k/X74C4znR//sv7nDzR8/eW2oDwXXUuDwk8vk6uX0B9J+31J0vX3RteR8n0v
-3DRwDrqehlLX3qlt49ANNOhNGazh+q1H8CfSvpMzPG7noxtpKOv66Hr7Kvoz
-WQ/NG234bCv6C1mP9kkOz1iIbiL7U4VXzyu00F9J+4bvvazV+FdwM1kv9x0f
-vegJ+hsZ3wPTo2dcR7fQoNZnyqignehWGkKjGr6eWoduI/vhdxcTeiajv5P1
-RHTa9kHdfwT/IPNRit3j8BfonzR4Lu5dIHcT3U6DL/Vww8Kd6F80TPfpdfrN
-anQHDTlpUcqDTdCdJP/CU6HbZdG/aai5k2UbV9ctuIsG+QOxbYtvobvJ80Xz
-1dTPov+Q8RwZk5/nhf5L2juv6GjLVHQPDRo+8mW9hqH/kf2h06ymH++6BMsw
-4PHoxtfbueheDDznet3OOYWWZUDuksaYyh1oOQY0Z/iFzHFEyzOwpX+S3/ox
-6N4MmH8ZE3v692/BfRjQ9asuYCrQfYnt/4UOEKH7MWAWovw0NRDdn4ExHr/M
-73qhBzDQ8fs3NdoQPZCBog/bKPf+6EEMpCx5ppZe0il4MAPD9t3iB99DKzDg
-2pH7wes4eggDhod0Cm57oIcy4Gje+MvdDK3IwOpPm23S1dFKDCTrv3RL7e4Q
-PIyBWclRNkweejgD47eXOnVwaGUGFuo8DdoSgB7BwAarzO/Dl6JVGFBz3by0
-cCp6JAPhH8NWvhyEHsXAtwFTTq+o+iV4NAM2M87admSgVRk4OHCqw9SjaDUG
-sn5dHZ60AT2GgUcG/g6wED2WAf9T7IqXY9HqDPzR3NKvpLNdsAYD+b5ntS3K
-0JoMDArWMXWh0eMYEE/rkzsyEj2egeIRX2VcXdFaDITKJhaWmaEnMBCrYXgj
-XAmtzUCE6rKWHV9/Cp7IwND8A3/qytGTSHt9PbS73zW0DgOZK/nrj7ajdRmw
-PPkofZErWo/cf/z9TcWGaH0G3gTwh36NRk8m/SuK+pLx6YdgAwZumn6qmfQY
-PYW0T07ukI7LaEPSv2r9o1v2oY0Y8LywzzfcAT2Vgbdxbmu3TUBPY0DlkHrc
-mZ7vgqczsMuAVZZ9h57BwN5fl3a9zUAbk/7Vq3H/8lj0TNK+et3/XvqjZzEw
-XNHhTJgj2oSBw9ErH+bPRM9moFl/xqaif22CTRnYd2Jq248m9BwyHs79DtvL
-oOcyoBGj8UcnCm3GQPb9IaOKtqHNGXh48u+fxzZoIF5yIMdWGz2PgR+znnid
-k0dbMLCxZ6RKak2r4PkMXKSv+OwqRC9ggDYs1Q+/gLZkYN3cA9fag9FWDAR6
-ZD5a/x/amsSPN6+yOgzQC0l82fpzSfBgtA0DQ44siJZlWwTbMvCxuIh/G4a2
-Y2B0x/aiJH20PRkPm8VZhZ++CXZg4L+artO2WehFDCxdtTN5oit6MenPfSdH
-GWug/2OAP236tv5ls+AlDFQfXe+rEoF2ZMAuI2ttsCN6KQMxo32Ltw1EL2Og
-8ZeHWuqrr4KXk/fvqi9/7IVewYBszQk1WR20EwOn5DUuP/vUJHglAwNeduXf
-PYleReLFuu5PakvRqxno9LDf3KqBdmbgjGNEwoPXXwSvYUBRdvaYPhfRLgy8
-fsDu0DFBuzLgc6lXvflQtBsDK+Q891RmfxbszkDuwIzAB/7otQzMmHZo2XJN
-9DoGep2ef6Xfj0bB6xnoor4p5ojQGxh4bGu60TwI7UH657dUC1Nt9EYG/h5j
-PfbVfxLsycC83xvDpyWivRg4l2iq4u6C3kTi//6sC6vHojcz8K6nx/F5SYNg
-bwbW3uMNohPQPgxEy+4NMJ6D3sLAlIEXxkfKorcysFP+WXZxfr1gX9K+SZPl
-zoaitzHQFla6vmMmejsD8T7Dcrd31gn2Y6D15tG31Y/R/gxEtpYvX30YvYOB
-UfPzTIwnoncyELY5JEHc+FHwLgYO3D25SS4TvZsBq4WVtIk3OoDEX82B7MEp
-6D0MTHrGt0XX1Qrey8CIglPjxtxEB5L4Kb4/+PthdBADDv2zLZuGo/cx4L4y
-f33uyw+Cg0n79i9ojU1C72dg7M0+YWFO6ANkvDsp/NHXRIcwoJ3XLRK1vBcc
-SuKrfbjCzQT0QRLfChalrF2LPsTAPffu0l6T0IdJPFu88NzHu+8EHyH94fL7
-4Wumo8NIvJTJXlXI1AgOJ/1b7lk0uwR9lNT/Ys9pnZVvBUcw4LKDe/fPDH2M
-xLf/umbPeFwt+DgDAd/1HOQXoyNJf9lg55ld/EbwCQa88rYvs3FAnyTtqbr/
-rhVfJfgUA0YuM8xWuqJPM/Bg9dTCxW9fCz5D5gPd4gqXZegoBqzf6xiX/nkl
-OJrED/vlBcvc0WcZCJK9fLXs30vB5xgIHlVnM9gLHUPi9Y6xybNaKwWfJ/Nf
-qFGu4Rr0BQaOVmQpKdVXCL7IQL9Zuwfs24qOZeB3TG9rqw/lguMYWLXjeuK2
-QHQ8qd/cAP2w3y8EX2LAIL970rVj6Msk3o9MKeuYjk5g4JKJd5TZueeCrzAQ
-1dj9/fkodCIpv/FSi5yCMsFJZD7bvr/6xlj0VQZyxi2f1VXyTHAymX+dW0VK
-c9HXGBi3ijJPjygVnEKeP1TLbdCVp4KvM6Az37J9aXyJ4BtkPdU4pjCjqFhw
-KgPdtqb3jpYUCb5J+r9a9JtdnYWCbzGglyNrHd5dIPg2A++XD1y6sSJf8B0G
-rm1s6v/HCp1GxueOBzbN0/ME3yXr17a582eo5wq+R+afvsql20NzBKeT8Rq1
-/GJfuyeCMxhY9lPXSGnvY8H3GfjnvGr2+vePBIvI+tAzZpTX9WzBFJm/e4Vr
-qLU/FEwzkFbiSzV8zhLMMPAlsiGl3vKBYJb098K8qJBEsWCOgcRqjqYdOcE8
-WX9N3rlQpocRLCbr24ClI8xbKcGZDPheuqap5ywS/IDMP90r1C+FZQjOIutP
-Ly/jJeJ7gh+S+WZr5LdBv9IEZ5P+ZhTXz3j6LcGPGLiit+TJ/gvXBT8m67HR
-Cl7iEcmCnzCwe9L+Dlr1iuAcUp/fRiosMY8XnEv6u8mLbSv1zgrOI+Nn35eo
-c1eOC84n/X34y4pz3/cILiD9YUSJzuapqwUXkvnHbshAw487zP/nIrKe2OsQ
-2LYqQnAxAz2xi96+tI8SXELi13HD6GWqFwU/JfH/kkLut+wEwaWkfBXjj90x
-uir4GQNrXMyMfJenCC4j/WO7o8smtZuCnzNQ+CF320KPO4JfkPpPeB9g9uCu
-4HKyfvnUnOHpmS64goH2bIO9YVvuC64k68W4QabZN0WCX5L9xN5DXM5OWvAr
-Ei9U6vf7LGIFv2Zgf/y5flOH8IKrGDi7tNnl/Gex4DekPr6uLgmweSC4mgFb
-nQWjK+qzBL8l42ur/u6tLx4KrmFg8MdxQ2yiswW/Y+CT7uSO4V6PBL8n6wmm
-ou/+2Y8Ff2DgevfOZ/zoJ4JrGeizuGbSyJfojwxMDz5QrBWZI7iO7N/UIsZ5
-Hc0VXE/a40+Th+ruPMENJD73zmjZPT9f8CfSvqHMX5+v6EayHllns2R1RYHg
-zwx8L3j9ftzOQsFfGNhsuq554oIiwU0MNG1J80oyLBb8lazn7s556apUIriZ
-rA+HJ+q/z0F/Y2CHXc98H9+nglsY2LOk1VTLvVRwKwOUwvePq4c+E9xG1qc+
-e7/dCkJ/J/194MiuW/noHwysF6V5T5pbJvgnmS9ULni0paLbSf1lH25p6PNc
-8C8GZK4EvDfeiu4g+6FYeerEO3QnA1O1bYdc03gh+DcD6QoJ40NuorvI+ntD
-QFF7I7qbgaf7Y38eXVEu+A/Zv2u4WK9g0H9J/nVx/FbNCsE9ZP3c6PpY7I/+
-R94nJHew9Ru0DAt7YjbOvTulUnAvFn5ddxxudB4ty8KVJNfe3b1eCpZjoTVJ
-YclXD7Q8CxHqz4JOcOjeLMS55ueEjH0luA8LmhMHBNwIRPdlYVlq24ODL9D9
-WJjYYd8nafJrwf1ZuJ5c3lp8CD2ABZn+Iyt216AHsqCeWTYo1rFK8CAWDv1p
-+fKaRg9m4bnJn2uacm8EK7DwoHhPez839BAWnm46+9PxJXooC9THbxNnqVcL
-ViTPv306tjYQrcRC//dVDcWf0cNYKKtI/jjb+K3g4Sx06s807H0crcxC7wh1
-iz/16BEsnO/tbB1jVSNYhYULT7On6yahR7IwOnRw/rAf6FEsbNRzOvLd4p3g
-0SwoB38dncSjVVnwCJ5d81P2vWA1FqxO7Zp80RA9hoWSjRRZk6HHsjDUwulC
-XQhanYWGxNvVk++hNVg4teBA7I86tCa535CRu936fxA8joWb8rLBywE9noV9
-kQtnVq1Ba7HwxzRvzu6T6AksvI+e/47i0doseGn3Wefbgp7Igp183KQno2sF
-T2IhKqiv59I5aB0WTNwqloz3ROuS+1usfy93DK3Hgt9nnTR5Cq3PgtaIc2u0
-fqInk/K2Oll+Uf8o2ICFgffXL1MxR09hoVynPsXGE23IwtXkpotVUWgjFp7o
-xUXI8OippH1Oeie0fUZPY+HzPD/jrQp1gqezcGSV7vkPs9AzWJh74V1JmSfa
-mAXjCZ55VifQM1nwHOjdOuo+ehYLBft3ppx9hzZhoc5E1HBLpl7wbBbCJuU2
-VxqiTVmgw478M1iOnsOC89azB9YdRc9lYXyBhdOVW2gzFtI3qw6gS9HmLGxw
-v7SouhsNLLgP3xWXNaFB8DwWttZfVGs0R1uwkHZSdHSlD3o+eR9ze1nTKPQC
-Ul+3J6Za5KItWVjlJT/r9he0FQvTqEdKzkqfBFuzkDCja0KHIXohGU9/tAxD
-PdA2pD4b7F5NO4S2ZeHT3GaDmttoOxYmJac0fipF27OwNK+zfkcX2oGF/FP7
-Z9sMaxS8iIVUz+gJdXPRi1n4uvr12RWb0f+xMKOgf1VrBHoJC9aa+2Ou30M7
-slCcG7m1uBy9lAXtpLmpnT3oZSR+Jr/pe2LiZ8HLWbjfabe6ZjF6BQs5sT8r
-R/minUh9nHO36xuHXkna33D61shM9CoW7uTdK658i17NQn2/mSpqf9HOLKje
-P67eNvGL4DUstAwSly5ejHZhYTLjOGv9TrQrCzcGXe7zMA7tRuKDo3xGM412
-Z+Huk+SxLrXotWQ87Dw29KpMk+B1LKyPCdcI10OvJ+lvZ7UHWqE3kHh/VV72
-nBfag4XG7iOqKZHojSxMdUw130ShPVlY8m3iyF1laC9SXw5tDgbf0ZtY0HiR
-/lth+FfBm0k8aZwDz2eivVnwN53466Qr2ocF1+ft0XkH0VtIvLffa7Y3Fb2V
-hWH+LamFj9C+pP9mhD448Am9jbT3Sv11B/o3C97OQtuz0Svjx6H9WLgnK76f
-uxDtz8Ilxbi7+V7oHWR+DF4oLjyG3kni/SiNZcb30LtY2JTs819VJXo3C2sO
-+ar1+ooOYCHafueXucO+Cd5DxtPTmrt7DdF7SX3xY0r7LkUHkv4WPrhF2Rsd
-xMJbFZ+kzOPofSwE1NQW7biLDmahZ2tIyPsy9H4WkkojTLVb0QfIeMm4md7Z
-t0VwCInPbjdumxmgQ1kIvqS1wuI/9EEWYmZc3hjpiz7Egt6RrdTnMPRhMh+f
-VTSMuo4+Qvqzd1RDexE6jIVBudO81zWgw8l4kF2UOqwHfZSF17vNleWGtgqO
-ION/eF6y9jj0MRYWB8vcGDMFfZzEMz+P8zfmoiNJfbko5DvZoU+Q+rr4qtTY
-DX2SxLdRJ4ds90afYmFC6sPnkwPRp1m4Nqy4PDscfYaFiotREW0x6CiyfqmH
-E5Ep6Giy3lh7xed3GvosC11rg70XZKPPkfhyNacyoRQdQ/qr1i0Tk3fo8yws
-f/IyJe4b+gJZf3W8M8zpQV9kIT7nwsjFg9sEx7KQGZA8dYAyOo6F+a/e6p7S
-QseTeJ9P/1MyQl9iYdRNudkD56Mvk/mwovBaoQM6gYXm3GmliW7oKyysMx80
-+5o3OpHUn7Ki2jM/dBJZDx3IKT50FH2VBQvF0pbaM+hkMt+zc6a6XkFfY0E0
-wGGI8210CgtBs79NXc+hr7OQZze19Gs++gYLHZYZV0Xl6FQWFn04NyzhA/om
-C4YfGpr9WtG3SDz+ODi+uQd9m9x/w8BTFXLfBd9hwcynMnzTCHQaaU8jyt1n
-HPouCwudVw/bZoi+x0KtRdTIkNnodBZeyGj/W2GJzmCh1+/Egu1L0PdZGK65
-crePO1pExrv7g1ehXmiKhQHpp/f82ImmyXyeUdHf6hCaIfVt+UW1JBLNkvXa
-mg+9G8+jOVKeA29fL76B5lmYt6/gTmsGWsyCr+aUoL5idCYLTbY7otaXoB+w
-8Gy3ZsyUl+gssn4+llzU9AH9kMRvR+O3/q3obBLv1LYvcuxCPyL9deDfkE65
-H4IfszDO1XFc9SD0ExbYP91HjFXROSxwvT8Nl5uIzmXhv0mh2V8no/NI+4hb
-b56Yjc4n98+3DB2xEF3AwgnP+Q1p/6ELSf86+WqFjgu6iMwHCSmn921CF7NQ
-HTxvr/x2dAlZ38ftLD0QhH7KgqJ2femlcHQpC7rjPIqHnEY/Y6F96WPvkXHo
-MhZ2TxNp3ktGP2ehtPRljFM6+gVZD/q+sHjAo8vJeD2hvSkrB11B5ptN+bm9
-StCVJF5drPFvrEC/ZOFvwpPstFr0KxK/PhX9ev0F/ZqFPsb2my3b0VUkHj03
-ubfgH/oNKf/Js8cj+v4UXM3CwennW04MR79l4bBijYunBrqGlH/H6dNaE9Hv
-WJC3LdwzYCr6PYlnhW1XLs9Cf2AhVokbf3MeupYFo9VBs81t0R9ZkNM3CxMv
-RdeR+aSqa7+SM7qelHdCj5GjJ7qB9Jf1b1cP8EV/IuvX/IcaBjvRjSwYXI2y
-23MQ/ZmsL+YvHX31GPoLC2fkM7zGn0M3kfngSNcWi1j0V1L+hFu3tiahm8n7
-/jPt9+cm+huZn7OW1TdnoFtYeNhjq27GoVvJfHZs5pHCR+g2FvbmildrlKC/
-s+AkpxoSU4n+wULfDykfbGrQP0k8yL72n0stup2sZwotRvb9iv7FQuDj9tLE
-H+gOFpR2scp9/6A7WYDNK+fYyLYL/s3Cv7xzwe6D0V1kP7Ou91y14ehuMt9/
-Up7EqaD/sPCGPmI3Uwv9l6xXLQLG5Oqie1i4HVBlvmoa+h/Zb8/+uqXvLLQM
-B78UrjTFmaF7cWBAOYz4uQAty8EpgxURhYvRchwETeibb7AULc/Bhg3sPfNV
-6N4cQFuvvTPd0H04YH/PdEz0RvflQG2i8b+VW9D9ONhSFn/DaRe6PwcO85Nj
-DgWhB3AwsVX9t9VB9EAOjsv/uFQbjh7EQV3GsYaDJ9GDOXjot6Gm4QxagYMk
-xc4I+Tj0EA6W1dRVv7uMHkrKJz8k+3AqWpFc/3vzLItbaCUOxl1WdF0tQg/j
-wKzwRfVvBj2cg8tFVppxmWhlDlQt/n6VyUWP4KDB+MgEcRFahQNr/ZdDF5ah
-R3IwZuaEitOV6FEcpDq7OchUo0eT+y+CMQvfo1U5KEx4MuxbPVqNg9HR8jKj
-vqDHcPDo4NW0h9/QYzmo0h7x9Eg7Wp2DjpVPzz3vRGtwsHzCztNOMr8Ea5L3
-X9B3g7Y8ehwHowandof0RY/nwFv15NPowWgtDnwi6/xXDkVP4GCGbmr7rBFo
-bQ6i2v+Ir6uhJ5L385cvTdJAT+Jg0JPPvyImoHU4sPPt5xyjh9blgIFu15OT
-0XocdLIpHkWGaH0OZiWufhM1Az2Zg13P5e9Wm6ANOLjkn91nBqCnkPI+FtkF
-maENOdDocJ9w3hJtxMHwyuwphTboqRxkfq2PPOaAnsaBe9HvsWkSTyf94cGi
-EmYpegZ536LKAEMntDEHI4a6L3Nbg55J0oMUQ+66oWdxMDdEFOkgsQkHP5Kv
-NQWtR88m9eO1t+aOF9qUg7P5T5S3+6DncJC9bkVzzhb0XHJ9f/OLj/3QZhzY
-ZHkc+b4dbc6BzMC2LQm70MCB4pJOtYK96HkcdA9SVGaC0BYcuO3ZtfDAfvR8
-Dp4o5v47FYJewEHuVNnPeqFoSw6ixzdtcTmMtuLgQavlz44jaGsOEssqwq8e
-Qy/kIGfo9Jx/EWgbDnb4Zis4n0bbkv7qvLpt+ym0HQcj7x3I+yJJtyfjM7jL
-O/As2oG0X8eLCbrn0ItI+x2xZw7GoBdzcHdkWHReHPo/DvSWJA77JPESDpZA
-tXzLRbQjB7sNzurZXEEvJe3N9usMTkQvI+1rmDX0rMTLOQg5/Ekj8yp6BXmf
-Pa9KlCR2Iu0RN1LzUjJ6JQcDfzefsr+GXkXqX1M1Y7rEq0l8XS63MeUG2pmD
-6TrvYupT0GtIff7x69RORbuQ9lAx/rxHcr0rB8Y3oHDkLbQbBx+2T/zASu7n
-zkHNC7PicZLr13LwcssF12WS/Os4iHs2TfbqHfR6DhIGOv1TuoneQN53lPKJ
-K7fRHhyMvfIwrEiSvpGDnnUaK7ol13ty8GYT9zcyDe3Fgd9PG81oSfomDlZl
-J49slly/mYOY12z0X4m9SX9s9HBwkjzPh/TfNVGWnpLrt3AgZ/Ki65Gk/Fs5
-eH6uw3SM5P18SftPOPy2XHK/bRz8Xdj70V9JfW3noOKh5X8+kvr142D9fAOt
-8RL7cyA/wkDvexJ6Bwcb414sHyC5fieJ5+yCVf8k3sXB16Md8VaS/Ls5SD+d
-GfpW0p8CSDwNSeS0JN5Dnv9tj9lXifdycDN1qEfOZXQgBxbTFHJ2SdKDODg9
-1SM/V9J/93GwwEAz6pjEwWR+j9Mx1rqA3k/mE9Z6806JD3AQH1c+/7JkfIRw
-oAMR9CeJQznIO5Bz6XIU+iAHd0z3HXA9gz5E2tcw+lCuZHwe5qD3J+PJG0+i
-j5B4kGL3blc4OowD9ZCdPcqS8R9OxltWL5VASXw4SsazmmNW+QF0BAfF61K8
-0iXpxzhoX+umuVaSfpyDP87Fj17vQ0dykHVGYwUXgD7BwfdniZXFEp8k65ff
-AYtsJfHvFAcq2prcCEl8PE3i8c2iqW8l8fUMiTcDUw//lMTfKBKPtmwLc5c4
-moOPQ/03iDaiz5L2X7mvM8oVfY7EnzpHxd4Sx3CQX3hcbZEz+jwZzy6DA3pW
-oi9wYNR32MktjuiLpL62eFnMWIyO5UBpYxhtYoeOI+PXab7ojy06noMpxpcf
-yVqjL3HADQx2eLUAfZmD140hbfvN0Qkk/iXIyz6ahb5C+t+M4fu/SpzIwUxz
-A+WUKegkDkx+tTqHGqGvcjD7yz7240R0MgeHn9/ItZfM59dI+gsuynccOoXE
-i/+qdxmpo6+T8e32Mb5bsl64wcG9mQmBJUroVA6SVUKff5KsL25yoODY5Llg
-APoWB+P/ZqlX/8P1zG0Snw1Gp/+QxfQ7HEx4v0tp0B9MT+MgzH/fQrlu9F0O
-aocwuyO/o+9xUF8+zijtKzqdvG+WnMKmBnQGiRfrdu5XqkPfJ/095vmwsjdo
-EWlv7eSQ8HI0ReKnudY6s2domvSfMSp3/ArQDInfbX3CXz9Gs2Q85L+69j0L
-zXGgvUe79AaH5jkI8L868M8dtJjMrztsOoMlziT9x+m0X+g19AMOtu42urfv
-CjqLgyZbeYfQePRDDoY01I0oikJnczC1K31Ql2Q9/Yi0V6+R51OPoR+T9Uug
-64rpoegnZP5++GLj/D3oHNIeyt8tIrejc0n9pGxfeWsrOo+DZr20Bde90Pkc
-eMptWdhbsl8o4GBh7KSQPc7oQg4eFxxQSXFEF3EQycRMb7VFF3MweXiIdb4V
-uoSML+ty89Xm6Kdk/aoz9fVkY3QpB6ZBb7kv+uhnHGza1yRjq40u48Bpufnc
-qZro5xy8OK3S1l8V/YKst43ubNUegi4n+RV8ZOne6AoO3lWsDrskg67k4ELf
-Bal/f+N+7yUH/6JGxHm0ol9xsDjp7TGvevRrsr609+bc3qGrONDP25j0/BX6
-DanvKzJWy59K9v8kXi9q212TJ9n/k/brOfwk/6Fk/8/B5lF//l4WSfb/JH6X
-7h824I5k/89B6PLxU/WuSvb/HDxdNKsr+JJk/0/m087CGSvPSvb/HJTEV3+4
-eVyy/yf1oTZR55xk/15P5rc9x39+2CPZ/3Nw9EtumLpkv/+J7CdDjnXv9ZLs
-/0n/+DXl4QE3yf6fgxsPqZVayyX7fxLPXa3DAmwk+3/SXtyZ35vmS/b/HBxb
-FKQ6aY5k/0/WH/cenZ9qJNn/cxARenbQMV3J/p8DZcMRp4PGSPb/ZD95bsPk
-cyMk+38yHuPfL3/SR7L/58DKZZlsvIxk/0/mG4OMrUE/8e8xP4kHZFrfbka3
-c3Bo30nPfZK/7/ziwPx6lP6K1+gOsh/ZPDPL7Cm6k4PzG4fmmOSif3OwzXuH
-dV8K3UX2Pwutx665g+7m4HPSPpOWBPQf0p5X2Uw2Bv2XrN+OaDyrjUT3kPlo
-MeO/+RD6H9mfnnBeM2APWoaH0OmGVXe90b14KD5zf+bndWhZHj4pH9x0ZhVa
-jocTwbMPxzmg5XmImCS36JolujcPQ9/MXxVmgu7Dwy/LvGwVHXRfnoy3Q9en
-jUX346EuTzetYAS6Pw/Hu67sPd0fPYAHt8GXVwf+xb9HDuRhS3Bq57/v6EE8
-VKi2jhtWjx7MQ5zy6oSM12gFHuhoW6OkZ+ghPJiG9E+VzUYP5eG7cnDvOSK0
-Ig+zP7h6a6WglXg4O8UzpX8cehgP2hvfVd85jR7OQ1dBlN3QI2hlHu4YxMJm
-yd97R5Dn//zm4uKDVuFhlOZE8S5X9EgePuipHt4n+XvyKB70Ezat2Sb5e/No
-HsL8ml1TZ6FVyftnTHpwSh+txoOM3Iy4iDHoMTzkeSoZT1RCj+VhSerqe3xv
-tDoPn21rzBPb8e/lGuT+/lVJtl/QmjxMP+P3JakGPY6H9IRZu1xK0eN5WB5V
-pGOSg9biIdp/8ILt99ETeLgh/+SG3g20Ng+3pn48szIWPZHUT/rBWsVT6Ek8
-OL2bLrcwGK3DwxrljP3+vmhdHjaGTKu8uA6tR/J/3bulbClan4cnS3ovHbIA
-PZmHQ+KX7W7GaAMeMruo2NmT0FN40HVZdLxFFW3Iw0DflT97BqKNeDjFJf2r
-/Iu/v0zlYYar1saBbehpPOzZ0yUfVYuezkNBaUDJ8BfoGTykVg0wi3yENibt
-uePZiGwReiYPHwsfV1hLfj+axUNsZ+MyJ8nvSyY8TDN605F8CD2bh5amqYNu
-7EWbkvqLXuRweDN6Dg/jC9rHsSvRc3nYqaqbwdijzXj4GdDQeswYbc5D49Ws
-GQf00MDD18Avl13U0PN42LY2xrJmINqCB4XqNUN2/sLf5+bzcNewlXOvRS/g
-YW7OtLuhDNqSjNe/hwx849BWPAQoFB6sC0Bbk/dfcPuK/TL0QjJ+d8z69mY+
-2oaHw8VTe89TRdvysLXEe5HGX/y90o4HK+fFlYmv0PY8XAvxbKx8gHbgweFI
-6HmnC+hFPFyfsOBg+h70Yh4u5A5cav0f+j8eyjYX6G2Yhl7Cw8TmBSNHK6Ad
-eXiw4PbYK9/x99qlpH33X22YXoBeRuLfHmOHoXfQy3n452iR/eYMegWJpztM
-68u90U4kHna1mA6X/J68ktTHa4XoTjX0KjKedcp/XJBBrybjab1P4tsK/L3a
-mYeruuX/3bmHXsPD/UGxvQ6cQruQ8XHI78zrDWhXHtRiku2MF6PdeDizJH7R
-E320Ow+ewRPXBMqg1/Kw+Ilen5I3kt//ecjZVvIlKF3y+z8PXFFzry1HJb//
-k/7U1Gyh7iv5/Z8HL3vfXt/+k/z+z8OOC9dS9LUlv//zsPtMa/8v//B7Ay8e
-3hX16dhcg97Eg52xeWUCg97Mw3qvJv+Qs2hvEv/muGYq+qJ9SPu+y6lcYofe
-wsM3Vf8++ZrorTz82brlx+HeaF8eLPtPUx4r+b5iGw8+5UUfFTLQ23koV/ba
-MjcM7cdD0djxm7zXov15iIq8yC1fgN5BymdnW/lBGb2TBxNmk+urZvw+ZBcP
-4/6L6dmUjd7Ng7uxuF9HMjqAzH/hCn82BqH38DB1YNaZPkvRe3kY42/T9moM
-OpCM94+D1iv24PcuQTzc3tppl/QKvY+MlzuRkyvvoYN5MPP+I8efQu8n5QOd
-646e6AM8tH/2NF42Cx3Cw/bX5g/O90eHkv6VHtvvkeR7noMk/k3+W2ZJow/x
-0J35jh8n+R7oMGm/UZH9fm1GHyHzzZ7dGoPN0GE8WKS8W6Q3BB3OQ/PGot2i
-Nvwe6SiJ9+surX6ah44g8aEybd79ePQxHoapv7lm6ok+Tuan309nNsxFR/IQ
-GBZ8umcU+gQPWrOa9ul8w++rTvJwOqN+s0ke+hSp3/3HYk6fR5/mIVetzK3F
-G32GB+sYvc3dZugoUh/rPxQqS77/iuZBx0R7UOAn/D7sLA9/G+7cTuLQ58j1
-D+Nn9TmFjuFhc/zxu6ku6PPkeS/P3dSaib7Ag8EOleyAXuiLPOxbcMpb/Aa/
-b4sl8Vgn8KPKHXQcD/IWy46qhKHjeSjJnOT/dzX6Eg9T1o9e5jAFfZmUzx9U
-Gnrwe7wEHmxumUPRM/QV0l5h7a7yF9CJPLyc02SycCc6iYfKcXqiGTboqzwc
-PGz96vIIdDIP/TPHys59h98TXuNhwBv7Q6lidAqJR2vYhImn0NfJ/JD0vuaY
-M/oG6b+bPVOspqFTeZDt4/79wkD0TRKfFmee90zC7yFvkfXcjvwRU63Rt8n6
-ccCX8Q8y8XvKOzxkK34wPBGJTiPr1x+FuRbj0XfJ+m1LUy3k4fea93j4McrU
-w9wZnU7Wb71M53G90BkkPsg/zvkcht+D3uch0m7VEA1TtIiHLAX10OYa/L6U
-4qFpht1p711omsxfgduVMoejGZL/gs8Ok5v4/SpLxudfN1fRejTHg9EoSzau
-Cb9/5Ul8m37/6PAQtJi01+NTKy4YojNJfBidf/F6Fn5f+4CMx4Y1QfdXoLPI
-ePWh+iz5i9/rPiT5N3zxVU5CZ5P+WkVHXNVAP+IhqJ/TD6WqSsGPeXAZcXvx
-puXoJ2Q+6O3atec7fk+cw8PRII24rXfQuTw8d4y1XGuGzuOBeVIWXFuJ3yvn
-k/KceLLXfwe6gIfWkr51anLoQjLfBS/RaUrD75+LSLymLRd3zEAX86BSfuqA
-WgZ+T13CQ1W1d7npUvRT8jy/2pEu7fh9dikPMz31usqPoJ/xsEoc+dJiLLqM
-9O/2193nzuP33s95GGsXdnanKfoFiaeXDXVUXuH34+WkPVcb139tx+/LK8h4
-PnlQZZgxupLM/1cfVb5Zgd+jvyTrUVcr0dPt+P36Kx5+Hxl++YA3ft/+moyX
-gDOtKsfw+/cqHjbIOIFWEX4f/4aH/RcddGoU0dVkPXYhP/XxAPye/i0PNf1d
-dq6Zg9/f1/Cwru9ySPfH7/Pf8XB+YXhl0kX8fv896b9yUQr9z+P3/R94SNi/
-2u4rhecBasn6NbTy+oJGPC/wkYfwJbtUt//B8wR1PFxsW9xwaBq6noxv3sB3
-sQmeP2jg4dV8i9kuNXhe4RNZHwV/Syj3yxTcSNbja/+tiHfC8w6fyfNarf2O
-HcfzEF948E6IuJ2UjOclmsj69t+43x42lOCvPAw33dAY25ohuJmHcwsXhkW4
-4HmMbyS+PAos/1uD5zVaSP0+bRPFbL8tuJWHA1VvCrmpqYLbyPqzdmbhh+5r
-gr+T8s74ETPQNknwDzJf9S2ar/4zXvBPsr+Sje8f6HxOcDspz8mFJ7Krjgn+
-xcMj5bD0lUNCBHeQ+Tp+ufXgy7qCO8n46Gk/8+fVrqz/+TeZf68Gfr9yL1xw
-Fw/5X5fPG1IXLbibrA8KW3wqTfB8zR+yfr/S58ug+ETBf8l+JvFXgt6qa4J7
-eFjxuEA2s+iG4H9kvayuXD137W3BMmL48vBetJz4ruBeYvh5IjJOxyZdsKwY
-Ahddr3aquS9YTgxUn2UZ3YfwvJG8GDpkC6t8NPE8Um8xaGY2psqY4nmlPmIw
-vNc+uqyJF9xXDHqKixdEL8bzTv3EoNpy2yf6I56H6i+G4tlGyjua8bzUADFU
-fL/CdmfheaqBYji3/6913Rc8bzVIDGO392QcLMDzWIPFcMCNeflGEc9vKYjh
-xzyXuYc08HzXEDEEN/wu7XiHHkruN3DnsCWVeB5MUQyv3ujve1+P58WUxDBg
-gs32jJN4vmyYGF4na9WZluP5s+FiuH3wm5/VNTyfpiyGuPwPl7Rr8fzaCDG8
-7BV3bN9xPN+mIobUrJNV3x/g+beRYrjRz177GoPn40aR939hcdx5PZ6fGy2G
-xQrLAq68QauKoSz9cvzPlXj+Tk0MpmZ3b7j8Qo8Rw/RJE9eOWvRc8FgxrJ+v
-VjxoFJ73UxdD5YhnvSfsQGuIYU/R4BXPP6E1xaCSLWf3LADPE44TQ+KjPzOP
-f0OPJ+/7qm9W9j48j6glhjHpxd9G9MbzixPEoF57JKrgPFpbDAsuarTnjsXz
-jxPF4Ddh9wWbM+hJYtBe1T5n5QA8P6kjhsHMjynzItC6YjjxxLTopCaev9QT
-Q/odx2jXWLS+GEINn+mazsHzm5PFsErx0T0lMdpADGlLt83zm4fnP6eI4aDu
-7kO+BWhDMfQ3SQks34znR43EYBFQrHX1I3qqGDbYOx+7vA/Pn04Tgw2Vsuhh
-J3q6GLbduuc8bweeX50hhu7ovX/DW9DGpP9x+criFDz/OlMMnVtzR8yRwfOy
-s8RgF7kr9eNytIkYzrwoKdeIRc8m9zcNOT+oFG0qhqfTu86vGYPndeeIQfRq
-WVb9FvRcMeiye5o8JOd9zcTQmjIvoOsb2lwMzbc69ZWt8bwwiKH6yOWcnmD0
-PDGsqaivN65EW4jBcpbvuykyeD55vhh6qelq7Z+HXiCGkj2NZ++dRFuKYeHW
-5Ekzq9FWYjgr993Ecxqej7Ym7eukvu5NAHqhGEbeMftrwaBtxKDGpPXzlcXz
-2LYkPr2cw1gtRtuJ4Vid3ObcY2h7MSxqGPiBe4B2EMPbTXZxF9Xw/PciMj4y
-lzwYshW9mMS3PetS1qeh/yP99ZdaVKMMnjdfIoa6PY+9GFO0I2l/WuG1///r
-6s7DcnreP4BbyhIhkSXSQoQoRUS6y5pdyhY+yFYhKiVFQpESUokKiSwlSyVx
-ZrJUyC5Lm7Kv0SJLqH7zvbyf63c5f76uOTNnnnNm7pnzx3PPXniaRLrlmwYM
-fAXbSRR7fVzsxZ74v7u9mG/uKe2aOsPTJVI/uCu+PhmeIRH3UAsIaIP/18+U
-aMR02w+J9vAsiWbPHNbiQDg8WyKPK/GRbd/DDmK+DBywzcdY8f9/ifruG/rU
-0k3x/3+JPoyLeVRwV/H/f4neU7hTeFPkD/hPoqz4tbl5tvB8iexPF06+egxe
-IOLni0mJKj/hhRL1kDxsCsYgf4GjRNGJNktGRsKLRHya2+7ZoKfwYol2LW8e
-v7Yd8iMskWi0cqm/1wp4qURX7FLaV6bCyyTKm/Pzg7ca8jE4SdSrcGLncdNh
-Z4nCDV+90oyAXcR4dIyvvl0DL5dI+efHonQz5INYIZHd0lML+u+CV0rUKbDK
-NjgPdpWoNMXWxaQD8k2skui68+LxU83g1eJ5PXJPrF8Iu0nUfZbHm1nBsLuI
-j/rqFm7JsIdEL1JzXjTPh9eI+TBkU1lMQ+TP8BTtTdWe+FIT9hLxoyraabgd
-vFaibz/Wmc11g70l8nqesWt4DLxOIqdtZzqMyIV9xPv7uLRxk2rYV8ynAbxO
-U7fqr9dL/8uX1CR4GLxB3N+m+m3z+bCfREVbK1p+3A9vlEh7hf2k3edgf4lS
-v+6xGFwMb5KobEaEq2cL5D/ZLNGZaR99WhrCWyQ6tMpl38q5cICIL+YZJeZb
-4UCJxpVrdQw6C2+VKGP8RpXEp/A2iTyHhuz8/RsOEvc7bNWy1gD5XLZLpGR0
-M2qBLRwsUdMc8xkz/eAQMf4M9y6algLvkMi9fe3+wbfhUDGfBsXcm1cJ75SI
-2WXfrNJDfppdIv52PNgwczy8W6wngcdvJHnCYWI9Ng2pjouF90h0uTBW/cIt
-OFyipfEOK1IbIL9OhFhfAzxXdekOR4r9yyfSrbGG90q0xNrYNngJHCXRkGLv
-yZcj4X0SJUR+7L0uC94vxntEZJOMP3C0eP/ui1Ketka+oBiJ+rXvfefZcDhW
-xEP6XOq3BD4gnqf/9iK7vfBB0Z+QxNaqOfAhsV41fPpSvQKOk2hQfHLQyw7I
-f3RYxIOuhW/OT4bjJbr0ZOwmt+XwEYniglL6DT8OH5Xo6JaRLtPy4QSJnsf9
-PjHtK3xMxPP3g+7ZmiJ/03GJahJKx16dBZ+Q6L8jNT+NFfmgTkp0YOrYN8ZJ
-cKJEex2K59Rmw0kSPdo4rk2PRsg/dUqi+w+q8jvrwcli/gbsD/zoCJ+W6G3n
-tlGtQ+AzEi34pPk2MBE+K9qbUPxL7Rl8TiKHSKe7v5ojf1aK8PrQbt0Hw6kS
-verp/ruZIv9WmhifBZt8VfbA58X4zvo1sNFtOF3Mx2+xP4NL4Quivc+H1N+o
-If9Xhthvqr1VSR8MXxTjK+XFj9Mb4Uti/HyK1T8dBktifXtmTGeyYCbRTM2Y
-Xa+UkL+Mi/nomLv17EA4UyKTn0d970+GL0vU835ZxWl/+IoY38f7XXp4Dr4q
-nufMJTUXy+BrEqU8HdPgqyryr2WJ9WDWZet2E+Fs4cuT6y5Mh3PE74k7sHNJ
-FHxdomPRr/xsHsI3xP3d8h4f/Q7fFPvzuPApFxT543LFfueB7gb/sfAtiRbO
-bT3bfyN8W6zfDcqNzY/Cd8T+9OEm56RC+K6YL9Ptsia0QL67e2J+3Xwc/EwL
-vi9RuxnZV2Mt4AcS+S+620d3CvxQovl0fUaTZXCemN+r7xhErYcfSbTYN6qt
-6g5F/j+x/y6w9H2drMj/J9Z/m342TbMU+f8kqlW7sMzkmSL/n1jf7jkVLKpW
-5P+TyGK937ObKsgvWCiRRpJrybDucJHY3zQ/9m4UwcUSWTWa+r1gIvxMookn
-jpaNdYFLxPqgsXSdhh9cKvrPWVBBPPxcuHvrZLt0+IVYn1q6TR52C34pvud6
-tpxfWgS/kihKa0dGXRPkb3wtUYhRqrprR/iNeN+ju1bUK/I9vpVoWLstF76N
-gd+J+TdVQ3PwUvi9WN86b+gydQ38QXwvzGtk2mYX/FGiN3YNi9+dhj+J8Wtm
-oWWaBZeJ8fY6bnfaI/iz2M9YtFqfVwN/EfHosa+LRifkxywX9d9pWhn1givE
-+1p6QLfDMLhSohuXVy+ocYCrJFrrmnX+5mr4q0SZFqlbQ0PhavH8vzd65RMP
-f5No3ca7Mwyvwd/F/LHt7x35BP4h0XTTTc7pn+GfEtVpZXs0aYp8ozVif3mw
-ze2V2vAviQztjMaeHQj/FuNVq3bBkSnwHxHPF37xuuUE14rr43RuNNoM10nU
-X/9h76/JcL3YH12wbFRxEW7AyMPgt+Pp+3BDRuP2JM0eWAk3YlT10z8wvTny
-uTZmNHLvbc86XViJ0WkbT29vM1iZ0ahnC39NV+SLbcKogXXGqssL4aaM5m+7
-+XRCKNyM0eh85V7q8XBzRss2dNyumgOrMDLy4w8TSuAWjAbvGeJbUAm3ZPQj
-MSHHrXGTv1ZlFNqmpGaLIdyKUaq+Uv5UK7g1owH3z5iMnAi3YbRV19jUzBFW
-YxQ4xX7XfkX+3raMKieVze6VCqszumUdV2usyA/cjpGJlpJTj2K4PaP7Kg9K
-jv2GNRh9W7h9Xlpb5BvuwOhFUUq7sT3gjozabjT/EWoJd2LUzLXZ3tolcGdG
-S8zaH1rjBWsyyk83ahEVAXdhdKLq/RxrRf7krkzs3xu5RxfBWoxeB7r55r+F
-uzFqcz4w3LYZ8jNrM3r8fcauie1hHUYqOsE2AyxhXUYxI/NHH14I6zFaunfp
-1rDlcHdGPKa0rfkOuAcjaVnsT5MTsD4jZYcXsSa34J7i965Y+ufkQ7gXo7Gj
-+/df9Bw2YKSlrF2dVw/3Fu9Lp6vp5j7If92H0bVIz+Y2lnBfRrFDBtwdsxI2
-ZGS355FaUz+4H6PZkmfv3eFwf0YTlCvmreGwEaM4twd7ay/Axoz2N/meGfoD
-HiCe96hlZuqtkS/chNHvG4Wh5/RhU0bvi375Xh0AD2Rk0X7UtQEr4EGMinZ9
-81XeBJsx+pnkWzozCh7MqPW9+64Vd+AhYvx39Hmgfx02F+9j6KGVfm/hoWI8
-nGtr4/8HHsZoZt/vTsH9kG/dgtGgtIZmg4bCw8X4DSkdenU+bMnoQp1qwzmK
-fO/EaJ51G8dHB2ErMV4tw10/HoatxfP8+dSg6XV4BKO0RXd0n9fDIxl5xsQ9
-sW6EfPSjxHwaF5zm0w0eLeLLl7DjLxT57McwSs9arp/mAI8V8eLIE1WnDbAN
-I+PurcJ09sLjGHUds9Hq0hl4PKP+ycWDBl2GJzAKGdxeKfEjPJGRdjPzglNK
-ivz/jN6cOa2UZ6zI/88oe1+V9MJKkf+f0bFY5/i8mYr8/4zW6MY6P1+hyP/P
-aGq/nsUbI+Fp4nmZzdirymA7RhObz811K4XtGVntanrQtCHON5jOqGPboJfG
-LeEZjIpP99Pe0RGeyejPtCLbd5PgWYxKXt89pu4BzxbjS80w1jICdmD0y88r
-Q/8gPEeMf8rQvFYIz2UUEDbG98treB4jt5EjGx5XxfkQ/4n2VCMDjujD8xmV
-3dB22qXwAkYNRx+PHT4fXijG+76ebpFusKPoX89xBXah8CJRbqZ/fX8UvJjR
-ArtPfb8WwksY2Zu478/+Ay8V4+91VEUTJZyfsUzEIz3dBfbNYCdGp+r8hw/X
-hZ0Z9Qr99FbPEHZh1K56fnN3xfkdyxk5Lz6l1W0cvILR5ZiqsFYL4JWMXJ92
-GcAWwq5iPWnXaWdTd3gVoyYaj2Yr74RXM9qxda2/zhHYjVHT6JwCp6Owu1hP
-PDVHTM2CPRg5/GqyfHsBvIZRyskJphV5sKeYfzlz8l8ozk/xYnSgJONgwHd4
-LaP12lv7ta6HvUV7+ef/G6WC81fWMbqblO2sbQL7iPWv/TDlCMV5L76M/J9n
-d+4zGl7PiK3Yqjl4KrxBxOcCNzUVN9hPPH//A+89t8MbRXyfGdj3WgTsz8gv
-P883W3E+zSZGNlfvVdunwpsZrTtbm5B2Ed4i5l9pxAvzDDhAxOdDuePnlsKB
-jBp97tx21WN4K6MPxS/vfvkGbxPzp+7u6twaOEi8z17BN7QV5/lsZ7S5YN4s
-HwM4mNHH3s9MYwfBIWJ8b1ib9dEa3sGopnO3xrlz4VBGs1L1txUvhXcyuh2a
-e8E4EN4l4r/tmzqT9fBuRtHlR/urKM43ChPtf+1Vm7Qf3sNoTLBSdPdzcDgj
-2j53zjMGRzAamuj9y+8OHMnI8rH/DvMX8F4RXzVnrb5eBkeJeBQ+4VR0I5zn
-tI+RuUpJ6jTF+U77hXMN5i42g6MZZeRt+SQNhGMY6a1f6XnCAo5l5NNr0o1O
-ivOmDjAq99KqsPOCD4p4ZrG5i9Eq+BCjHn10Nb7th+PEfqFxWoDJRvjw/+bv
-xaefzsDxYr/hY3D/50X4iNi/ae/qHnIbPsooOKfdvG2ZcILYjzU4bmP4BT7G
-aFJRafaiP/BxRm+DuNqpGviEGP+qVTr/Kc7/OsmoVbv+5pWmcKLoz439d55b
-wkli/dt24EyRBXxK7DfPNjfJmg0nM9qgc3bfTTf4tJjPs85b7dwIn2F0bmP8
-+tqt8FlGLY4o9xgQD58T99/QOKo7h1MYXfU+GrcmDU5ltOpgbW7De3CamP9X
-F6nOrYfPM3K/0vlUzHs4ndGZ7BndU5rh/LcLYr9j2D+qUgPOYORy697yH3rw
-RUaTz16q7zoAvsTo69s/Uf2HwBKjcEOdNb8dYSbWk4q7UsxsmIt4auBzuovi
-PLtMRga3sl69c4cvi/X2QzR98YCviP2s4+AHO8/BV0V8Nz29bupN+Bojxwsm
-mW8y4SxGSlNa5bcog7MZvWv5zmZMBZzDaN/mE49y2inO/2MU9rZZiktLxfl/
-jLYtN0xa3Bq+KZ7/pGud7rSCc8X+qM8099V28C0R/4sDQlRGwbcZedmOuO4z
-D74j4nP92OFHFecb3mU0MFPP8c0x+J74nonL7T0uEr7PyMznu+v4q/AD8T1j
-1Se77BL8kNHhNNNRq9/AeYw+EZ1e9Qh+JOLFC8soz9fwY0Z7JiZMmdMD50E+
-YeQbebNOswX8VMSv6SpHrk6B88V+P3ta02MD4QIxn8f/7hQ4Di4U86Ol2uoU
-R7iI0ZfQ0O/NZsDFoj83Z645tg1+JvYb3g67vcLgEvE+P+daeafApYzOOuxI
-rk2Gn4vvua+vQjbWwC8YLS5zGG73Hn4p4uXD3Nn7SuBXjGaUGE8Y1grne75m
-VD9B51a4KvyGUZ9+D26sMIDfivUj4IZ0URd+x+hByNI9v83g94zigza/zLCH
-P4j9po3r16eK80w/MlKNeF9dvgf+xGiY/46lt6PhMkY5eR0SVx6AP4vvhQth
-Jg6Z8BexP3repk/gZbhcrHeT/1htqoUrGAV5OKkvrIErxX42eISReZNOf10l
-1rfypzqjv6H8q3h/PuWdQnugvFrst6ynLXPpCn8T41Gj9KTLdPi72F95prc6
-sAz+Ifaz3Xz73zKCfzLq98vkqdZRuIaR+nftU80Xwb8YefdsOHrWbvg3I52G
-+oN+PIL/iO+35UPz7+XCtYzmKCvtkUrhOkY919k9CVHG+bz14vu18X+jqxrD
-DTht73S0S1Uerm/I6Y1HeOtleihvxOl9J1Pb4eZwY06BzcymTlsGK3GacbvO
-pW4srMz/PZ+4CafJQYfWGnjBTTmdrHU4z0PhZpzOv9+5IWEP3JxTyfWKAKVD
-sAqnkFOhT75zuAWnofQkKv813JKTp59z1qASWJWTUqFetEUV3IrTo1CPwg9d
-cD5za05jdatDojXgNpzMw8q3BC2H1cTve+lhbWUPt+VUVNx6sKcjrM7/PX+6
-HSdNy+drYiLg9pz2+j6Zau4Fa3CKmO42wUBxfQdOtrGLV5e9gDtymjdJs0Dp
-OtyJU5NLffx1iuDO/N/ztTU5jf+8/PEaLZyf3YXT2YBUm3wbuCsnhyUOO/d8
-x/VanGr+SBNLzFHejdOhk9v8Ls6HtTmdyLMMXO0E6/B/zyPX5bQnd6XFskuw
-HqdJRwJWZF6Bu3PqrOEsBb2De3Ba2qaNV8QxWJ9Th+2dwx5Wwz059R7oWmEy
-EOen9+L0n2dPByVT2IBTn2qW4qAO95aV9+FEfc5eOTEb7stp5sWY7BWTYENO
-x5wL2+cFw/04Zb3O7Kq5Be7PKX/1s9eP58NGnCJp9Hf7eNiYUyH1t/i2FR7A
-/z1v3oRTnbeViV4FbCp+37v1vY1K4YGcfqvvGH7HSOuvB3Hq9nHIzwg32IxT
-xyxz3/2z4cGcXjv5TY76jfpDxPuVEh5mzUW5OacnmTWLek+Fh3LKi52aVDkf
-HsZpVH76qqAtsIV4X6HW84KT4eHifaZ1P/woCbYU4+XH67qUFJg4nYqd5lg1
-tNtfW3EyGxlzKqEBbC3m8/ItPwYYwSNkHinmx7Za3VIreBSnb2mZyh+7wKM5
-aRv01TwWBI8Rdox87JIMj+VUG3e7vfFl2IaT+4vqpF5L4HGcPnvwH/lP4PGc
-Wp4IsVd9Dk/gdElt1OUmJ+GJnJImPXrhoqn915M4bZRUzYNbwpM5lXdUu67S
-F57CaY7Bg7dq31B/Kqen/k7ql3VQbsvJOvpLaGVXeJoY752q62aOgu04Fd8s
-KplhCNvL6k/nZMX0L23ygGeI+RFm+LzeHp4pxvfyvFBlb3gWp1fWx9dsmwfP
-FuPVg5o9mgk7cMpuOGJfzm54jnhfvrubJi2D53LaUVbeXMkdnsdp0+a2JVHp
-8H+cEnqbVRunwvPFePLeV2zzEl7AafTRMev3lsALOSUXnE2s/QU7cnJ5Yq6d
-8AleJOJXXUP/SRnwYk6tVw9p6vUYXiLuZ9kqQqefzl8v5aT3u/L8szbwMk77
-n8+nQ6awEyePKr9k9wGwM6d92bfqHEbDLqI/6nq7H7SEl3PScRqSfGAsvILT
-+h1DfgxaCa/klN40cMPi6bArp4JDCcdbr4VXybxaZjcxXtqNWetsAbtzOqOt
-9zl8Dewhu98aTjGNgzaF+cGeYv528zfbdQv24jSu4Eni0kJ4LadVvpfX+aTD
-3pzs3vhMLr4Kr5OV+4h44nZk7tEbsC+nO587+s5qo/vX68V4KTS99aErvEHM
-d7VTexurwn6cNGx9Il/Wo/5GTkb1+UmO/VHuL+Jr7sBbuo3hTWI/MNbslI8V
-vFmM58ePXOfowFs4dS2un3WnDO0FcCqtbGbUxxzlgbL2t3I6MnRkycop8Dax
-Xva+tSBlHxwk4vn03ybqM+HtYv3aFOTccSMcLPYru7U/SyFwCCfL7Qc17lvA
-O2Tth3JSj3QtmREB7+Q0Mb3tlTRXeJeIJwkLWfJVeLeIb77zNh5LhcM4Hf6y
-cnJWc72/3sPJrdf9wOQalIeL9dnYoKfmAziC086PG6KrSuFITh8mlN2psUf9
-vZwu51ZaLFgPR4nxlpm+YWg5rt8n5r/eMkONj/B+Ud83p2i8Ba6P5hSQXLPN
-0RiO4bQlekwThxFwLKdBr24YDG8NH+Dkc/5spVkwfJDTlLSY6+9c4UNiP/Lu
-9cXg03Acp3uHbxSPCYMPc0r75pyTsxCOl/XnCKfna7MO0hb4qIgfUad6VLft
-/tcJnBZYP9BIeILyY5xSM9ZeOZoDH+ek4miktnoffIJTv9CVt55Yo/5JTgYD
-23SNK0d5ooiv2clhOulwkux+p2T9SZaVn+aUaGP7OawHfEbEI0uzQZYJ8FlZ
-f86J+Hl9xtxfE1CeIqufyumTsecw80w4Tdb/85xGWJpXdu8Pp4t4y0ocEr3g
-CzJncFIu3mdYtgm+KPan81XvXtDp8deXxHwcGmufvwaWRPx5sMEzqjHMZPW5
-rD+ZnJz3MGWT/fBlWf+vcPLrknqv+zv4qph/udpnjW7D1zjNzdjMVoTCWSKe
-fbbq6rUN98/m9G7S5PznjnCOrH/XZeU3OE2LCddcZwzfFPNrwd3gnYVwLqfr
-+fUTAmzhW7L73ZaV35E9n7uy+9+T1b8v9g/XA+/fjIYfcPozx/3z1Er4oez6
-PE7xcVeCFgzT/+tHsv4+5nT1pf4SveYofyLi3witvtlZKH8qay+f0xLfcl+n
-NFxfIOLb48XLtXThQk5Rm7W8L1nh+iJZ/4plfibWQ5cxO0pOwyWcVD8eG9Zm
-JtorlfX3OafoBo5dB9n1/OsXIp6UhgRI+bj+paz/r2R+LWv/Dacqyy3j54XD
-bznt6pfV2W4N/E7m97L7fRDx563qnBM90Z+PnGa7eDZIrkP5JxEPvO1jGgWg
-vEzs93bsXV59Ef4sq/9F9nzLZe1VyFwp63+VrH9fZfevlt3/m3g+Wx0T9Wcb
-/PV32fP9IeLNZt+0Q0N7/fVPTiu31wbv2A7XyPrzS1b/t+x+f2Tt1cr6Vyd7
-HvWy+g0y/71/w0za/crdx/oHyhtl/nt948x/21fK/Pf3KsvKm2T+27+mmXSj
-y6jbb9/BzWT1m8v6oyJzC1n9lpn/Ph9VWX9byX5Pa1n/2mSSar/Pl1Z/xv3V
-xP3uWrco79b3r9vK6qvLytvJ7tdedr2G7Pd3kNXvKOt/J1l/OsusKXteXWTt
-d5W1ryWr3032/LRl7enInreurD092fXdM+le72lFKqz3X/eQ3U///8v/D+G7
-5oM=
- "]],
- LineBox[{{7976., -12.676076274775909`}, {7977., -12.676076274775909`}, {
- 7978., -12.96375834722769}, {7979., -12.4529327234617}, {
- 7980., -13.369223455335854`}, {7981., -14.0623706358958}, {
- 7982., -12.676076274775909`}, {7983., -13.369223455335854`}, {
- 7984., -13.369223455335854`}, {7985., -14.0623706358958}, {
- 7986., -14.0623706358958}}],
- LineBox[{{7988., -13.369223455335854`}, {7989., -12.96375834722769}, {
- 7990., -13.369223455335854`}, {7991., -14.0623706358958}, {
- 7992., -13.369223455335854`}, {7993., -13.369223455335854`}, {
- 7994., -12.96375834722769}}],
- LineBox[{{7996., -12.96375834722769}, {7997., -14.0623706358958}, {
- 7998., -14.0623706358958}}],
- LineBox[{{8001., -13.369223455335854`}, {8002., -13.369223455335854`}, {
- 8003., -13.369223455335854`}, {8004., -12.96375834722769}, {
- 8005., -12.676076274775909`}}],
- LineBox[{{8007., -14.0623706358958}, {8008., -13.369223455335854`}, {
- 8009., -14.0623706358958}}],
- LineBox[{{8011., -14.0623706358958}, {8012., -14.0623706358958}, {
- 8013., -13.369223455335854`}, {8014., -13.369223455335854`}, {
- 8015., -14.0623706358958}, {8016., -13.369223455335854`}, {
- 8017., -14.0623706358958}, {8018., -14.0623706358958}}],
- LineBox[{{8025., -14.0623706358958}, {8026., -13.369223455335854`}, {
- 8027., -14.0623706358958}}],
- LineBox[{{8032., -13.369223455335854`}, {8033., -14.0623706358958}}],
- LineBox[{{8035., -14.0623706358958}, {8036., -14.0623706358958}, {
- 8037., -14.0623706358958}}],
- LineBox[{{8042., -14.0623706358958}, {8043., -14.0623706358958}}],
- LineBox[{{8081., -14.0623706358958}, {8082., -14.0623706358958}, {
- 8083., -14.0623706358958}}]}},
- {RGBColor[0.368417, 0.506779, 0.709798], PointSize[
- NCache[
- Rational[1, 360], 0.002777777777777778]], AbsoluteThickness[1.6]}, {
- {RGBColor[0.368417, 0.506779, 0.709798], PointSize[
- NCache[
- Rational[1, 360], 0.002777777777777778]], AbsoluteThickness[
- 1.6]}, {}}, {
- {RGBColor[0.368417, 0.506779, 0.709798], PointSize[
- NCache[
- Rational[1, 360], 0.002777777777777778]], AbsoluteThickness[
- 1.6]}, {}}}, {{}, {}}},
+1:eJwVl3k4Fm8Xx8lWSrI+6zxP1gpJqxLNSSK7kCQViSRbtkqFhKTS8gvJElFJ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+ "]]},
+ Annotation[#, "Charting`Private`Tag$451837#3"]& ]}, {}},
AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
Axes->{True, True},
AxesLabel->{None, None},
- AxesOrigin->{0., -15.273793688306661`},
+ AxesOrigin->{0, -2.995732273553991},
+ CoordinatesToolOptions:>{"DisplayFunction" -> ({
+ Part[#, 1],
+ Exp[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ Part[#, 1],
+ Exp[
+ Part[#, 2]]}& )},
DisplayFunction->Identity,
- Frame->{{False, False}, {False, False}},
- FrameLabel->{{None, None}, {None, None}},
- FrameTicks->{{
- Charting`ScaledTicks[{Log, Exp}],
- Charting`ScaledFrameTicks[{Log, Exp}]}, {Automatic, Automatic}},
+ Frame->{{True, True}, {True, True}},
+ FrameLabel->{{
+ FormBox[
+ StyleBox["c", 16, StripOnInput -> False], TraditionalForm], None}, {
+ None, None}},
+ FrameStyle->GrayLevel[0],
+ FrameTicks->{{{{-2.3025850929940455`,
+ FormBox["0.1`", TraditionalForm]}, {0,
+ FormBox["1", TraditionalForm]}}, {}}, {{{0,
+ FormBox["0", TraditionalForm]}, {2,
+ FormBox["2", TraditionalForm]}, {4,
+ FormBox["4", TraditionalForm]}, {6,
+ FormBox["6", TraditionalForm]}, {8,
+ FormBox["8", TraditionalForm]}}, {}}},
GridLines->{None, None},
GridLinesStyle->Directive[
GrayLevel[0.5, 0.4]],
+ ImagePadding->All,
+ ImageSize->{371.24999999996305`, Automatic},
Method->{
- "OptimizePlotMarkers" -> True,
- "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
- (Identity[#]& )[
- Part[#, 1]],
- (Exp[#]& )[
- Part[#, 2]]}& ), "CopiedValueFunction" -> ({
- (Identity[#]& )[
- Part[#, 1]],
- (Exp[#]& )[
- Part[#, 2]]}& )}},
- PlotRange->{{0., 8142}, {-15.273793688306661`, 1.4179514231559174`}},
+ "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[{{-0.2, 8.2}, {-2.995732273553991,
+ Log[4]}}, {{-0.2, 8.2}, {-2.995732273553991, 1.3862943611198906`}}],
PlotRangeClipping->True,
- PlotRangePadding->{{
- Scaled[0.02],
- Scaled[0.02]}, {
- Scaled[0.02],
- Scaled[0.05]}},
- Ticks->FrontEndValueCache[{Automatic,
- Charting`ScaledTicks[{Log, Exp}]}, {Automatic, {{-13.815510557964274`,
- FormBox[
- TemplateBox[{"10",
- RowBox[{"-", "6"}]}, "Superscript", SyntaxForm -> SuperscriptBox],
- TraditionalForm], {0.01, 0.}, {
- AbsoluteThickness[0.1]}}, {-9.210340371976182,
- FormBox[
- TemplateBox[{"10",
- RowBox[{"-", "4"}]}, "Superscript", SyntaxForm -> SuperscriptBox],
- TraditionalForm], {0.01, 0.}, {
- AbsoluteThickness[0.1]}}, {-4.605170185988091,
- FormBox[
- TagBox[
- InterpretationBox["\"0.01\"", 0.01, AutoDelete -> True],
- NumberForm[#, {
- DirectedInfinity[1], 2}]& ], TraditionalForm], {0.01, 0.}, {
- AbsoluteThickness[0.1]}}, {0.,
- FormBox["1", TraditionalForm], {0.01, 0.}, {
- AbsoluteThickness[0.1]}}, {-11.512925464970229`,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {-6.907755278982137,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {-2.3025850929940455`,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {2.302585092994046,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}, {4.605170185988092,
- FormBox[
- TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
- AbsoluteThickness[0.1]}}}}]]], "Output",
- CellChangeTimes->{{3.785003466427495*^9, 3.7850034763522387`*^9}, {
- 3.785003506656761*^9, 3.7850035279403973`*^9}, {3.785003558770405*^9,
- 3.785003582849557*^9}, 3.7850036590215187`*^9, {3.78500372032237*^9,
- 3.785003755582879*^9}, {3.785003794389751*^9, 3.785003801551887*^9}, {
- 3.7850038600098743`*^9, 3.7850039066366453`*^9}, {3.785003995477704*^9,
- 3.7850040433445587`*^9}, 3.78500482809217*^9, 3.7850053303088083`*^9,
- 3.785006116816091*^9, {3.785056891624435*^9, 3.785056917777589*^9}, {
- 3.7850572794770412`*^9, 3.7850572903202963`*^9}, 3.7850576616058693`*^9,
- 3.785057733942786*^9, 3.785063510525573*^9, 3.7850646381587*^9, {
- 3.789820924287415*^9, 3.7898209511296062`*^9}},
- CellLabel->
- "Out[215]=",ExpressionUUID->"765eacb6-1851-4d58-84e2-e2ed47100b2f"]
+ PlotRangePadding->{{0, 0}, {0, 0}},
+ RotateLabel->False,
+ Ticks->{Automatic, Quiet[
+ Charting`ScaledTicks[{Log, Exp}][#, #2, {6, 6}]]& }]], "Output",
+ CellChangeTimes->{
+ 3.802176471458942*^9, {3.802176537825046*^9, 3.8021765812592583`*^9},
+ 3.802177653040785*^9, 3.802177720093027*^9, 3.8023536087086897`*^9,
+ 3.80235375947283*^9, 3.8025545288135567`*^9},
+ CellLabel->"Out[78]=",ExpressionUUID->"418904c2-3867-4abc-9f50-70af35b92fcd"]
}, Open ]],
-Cell[BoxData[
- RowBox[{
- RowBox[{"tData", "=",
- RowBox[{"{",
- RowBox[{
- RowBox[{"{",
- RowBox[{"4", ",",
- RowBox[{
- RowBox[{"Quantity", "[",
- RowBox[{"13", ",", "\"\<Minutes\>\""}], "]"}], "+",
- RowBox[{"Quantity", "[",
- RowBox[{"32.95", ",", "\"\<Seconds\>\""}], "]"}]}]}], "}"}], ",",
- RowBox[{"{",
- RowBox[{"8", ",",
- RowBox[{
- RowBox[{"Quantity", "[",
- RowBox[{"42", ",", "\"\<Minutes\>\""}], "]"}], "+",
- RowBox[{"Quantity", "[",
- RowBox[{"21.57", ",", "\"\<Seconds\>\""}], "]"}]}]}], "}"}], ",",
- RowBox[{"{",
- RowBox[{"16", ",",
- RowBox[{
- RowBox[{"Quantity", "[",
- RowBox[{"2", ",", "\"\<Hours\>\""}], "]"}], "+",
- RowBox[{"Quantity", "[",
- RowBox[{"55", ",", "\"\<Minutes\>\""}], "]"}], "+",
- RowBox[{"Quantity", "[",
- RowBox[{"5.77", ",", "\"\<Seconds\>\""}], "]"}]}]}], "}"}], ",",
- RowBox[{"{",
- RowBox[{"32", ",",
- RowBox[{
- RowBox[{"Quantity", "[",
- RowBox[{"14", ",", "\"\<Hours\>\""}], "]"}], "+",
- RowBox[{"Quantity", "[",
- RowBox[{"31", ",", "\"\<Minutes\>\""}], "]"}], "+",
- RowBox[{"Quantity", "[",
- RowBox[{"15.87", ",", "\"\<Seconds\>\""}], "]"}]}]}], "}"}]}],
- "}"}]}], ";"}]], "Input",
- CellChangeTimes->{{3.7850582222461777`*^9, 3.785058233197236*^9}, {
- 3.785091499131219*^9, 3.785091529298004*^9}},
- CellLabel->"In[22]:=",ExpressionUUID->"8f6a5438-be42-44f3-87d6-da2bc37c171f"],
-
Cell[CellGroupData[{
Cell[BoxData[
- RowBox[{"tFit", "=",
- RowBox[{"LinearModelFit", "[",
+ RowBox[{"\[Rho]Plot", "=",
+ RowBox[{"ListLogPlot", "[",
RowBox[{
- RowBox[{"Log2", "[",
- RowBox[{
- RowBox[{
- RowBox[{"{",
- RowBox[{"#1", ",",
- RowBox[{"#2", "/",
- RowBox[{"Quantity", "[", "\"\<Days\>\"", "]"}]}]}], "}"}], "&"}], "@@@",
- "tData"}], "]"}], ",", "x", ",", "x"}], "]"}]}]], "Input",
- CellChangeTimes->{{3.785058234789083*^9, 3.785058316373475*^9}, {
- 3.785058353021956*^9, 3.785058353982479*^9}, 3.7850583994503117`*^9, {
- 3.78505845364515*^9, 3.785058453928129*^9}},
- CellLabel->"In[23]:=",ExpressionUUID->"c4cbaaa3-d693-4c1c-b0a0-8724f52d4d94"],
-
-Cell[BoxData[
- TagBox[
- RowBox[{"FittedModel", "[",
- TagBox[
- PanelBox[
- TagBox[
+ RowBox[{"{",
+ RowBox[{"\[Rho]12", ",", "\[Rho]16", ",", "\[Rho]20"}], "}"}], ",",
+ RowBox[{"Joined", "->", "True"}], ",",
+ RowBox[{"Frame", "\[Rule]", "True"}], ",",
+ RowBox[{"FrameStyle", "\[Rule]", "Black"}], ",",
+ RowBox[{"FrameLabel", "\[Rule]",
+ RowBox[{"{",
RowBox[{
- RowBox[{"-", "10.919686950725108`"}], "+",
- RowBox[{"2.006789423582779`", " ", "x"}]}],
- Short[#, 2]& ],
- FrameMargins->5],
- Editable -> False], "]"}],
- InterpretTemplate[
- FittedModel[{
- "Linear", {-10.919686950725108`,
- 2.006789423582779}, {{$CellContext`x}, {1, $CellContext`x}}, {0, 0}}, {{
- 1., 1., 1.,
- 1.}}, {{2, -6.731720879223929}, {3, -5.0872394411908575`}, {
- 4, -3.0398494069726665`}, {5, -0.7248861453540679}}, {{1., 2.}, {1.,
- 3.}, {1., 4.}, {1., 5.}},
- Function[Null,
- Internal`LocalizedBlock[{$CellContext`x}, #], {HoldAll}]]& ],
- Editable->False,
- SelectWithContents->True,
- Selectable->True]], "Output",
- CellChangeTimes->{{3.785058261893118*^9, 3.7850583167277937`*^9},
- 3.7850583541983747`*^9, 3.7850584046666822`*^9, 3.785058454267872*^9,
- 3.785091533090296*^9},
- CellLabel->"Out[23]=",ExpressionUUID->"fa68dd36-a911-4b03-a5e1-774b6ced48f8"]
-}, Open ]],
-
-Cell[CellGroupData[{
-
-Cell[BoxData[
- RowBox[{"Show", "[",
- RowBox[{
- RowBox[{"ListPlot", "[",
- RowBox[{
- RowBox[{"Log2", "[",
+ RowBox[{"Style", "[",
+ RowBox[{"\[Beta]", ",", "16"}], "]"}], ",",
+ RowBox[{"Style", "[",
+ RowBox[{
+ SubscriptBox["\[Rho]", "0"], ",", "16"}], "]"}]}], "}"}]}], ",",
+ RowBox[{"RotateLabel", "\[Rule]", "False"}], ",",
+ RowBox[{"PlotStyle", "\[Rule]", "colors"}], ",",
+ RowBox[{"FrameTicks", "\[Rule]",
+ RowBox[{"{",
RowBox[{
- RowBox[{
- RowBox[{"{",
- RowBox[{"#1", ",",
- RowBox[{"#2", "/",
- RowBox[{"Quantity", "[", "\"\<Days\>\"", "]"}]}]}], "}"}], "&"}], "@@@",
- "tData"}], "]"}], ",",
- RowBox[{"Joined", "\[Rule]", "True"}]}], "]"}], ",",
- RowBox[{"Plot", "[",
- RowBox[{
- RowBox[{"tFit", "[", "x", "]"}], ",",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{".001", ",", ".01", ",", ".1"}], "}"}], ",", "None"}],
+ "}"}], ",",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"0", ",", "2", ",", "4", ",", "6", ",", "8"}], "}"}], ",",
+ "None"}], "}"}]}], "}"}]}], ",",
+ RowBox[{"PlotRange", "\[Rule]",
RowBox[{"{",
- RowBox[{"x", ",", "0", ",", "5"}], "}"}], ",",
- RowBox[{"PlotStyle", "\[Rule]",
RowBox[{
- RowBox[{"ColorData", "[", "97", "]"}], "[", "2", "]"}]}]}], "]"}]}],
- "]"}]], "Input",
- CellChangeTimes->{{3.785057971969727*^9, 3.7850580830023727`*^9},
- 3.785058221488821*^9, {3.7850583313816633`*^9, 3.785058407210636*^9}, {
- 3.7850584584440813`*^9, 3.785058458720736*^9}, {3.785098280897551*^9,
- 3.785098288548439*^9}},
- CellLabel->"In[91]:=",ExpressionUUID->"ea17c51f-a1d7-41fd-a34c-228c2d4ab784"],
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"-", "0.2"}], ",", "8.2"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"0.0005", ",", "0.5"}], "}"}]}], "}"}]}]}], "]"}]}]], "Input",\
-Cell[BoxData[
- GraphicsBox[{{{}, {{{}, {},
- {RGBColor[0.368417, 0.506779, 0.709798], PointSize[
- 0.012833333333333334`], AbsoluteThickness[1.6],
- LineBox[{{2., -6.731720879223929}, {3., -5.0872394411908575`}, {
- 4., -3.0398494069726665`}, {5., -0.7248861453540679}}]}},
- {RGBColor[0.368417, 0.506779, 0.709798], PointSize[
- 0.012833333333333334`], AbsoluteThickness[1.6]}, {
- {RGBColor[0.368417, 0.506779, 0.709798], PointSize[
- 0.012833333333333334`], AbsoluteThickness[1.6]}, {}}, {
- {RGBColor[0.368417, 0.506779, 0.709798], PointSize[
- 0.012833333333333334`], AbsoluteThickness[
- 1.6]}, {}}}, {{}, {}}}, {{{}, {},
- TagBox[
- {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6],
- Opacity[1.], LineBox[CompressedData["
-1:eJwB4QQe+yFib1JlAgAAAE0AAAACAAAAnX5iBjFkez582GAu4dYlwMTTIExX
-IFk/gA9r0k3VJcD/xr6DICBpP4VGdXa60yXAncCNHwUgeT+OtIm+k9AlwGw9
-dW33H4k/oZCyTkbKJcDT+2iU8B+ZP8ZIBG+rvSXAB9viJ+0fqT8QuaevdaQl
-wKHKn3HrH7k/pZnuMApyJcCur4nbbC7KP3eEpsi3BCXAZz/Rmexy0z9Y1P38
-o54kwG7lKeO0rtk/JSB4y5A6JMAKIYQn3zjgP5qVHC8CziPAjhDLKqFg4z8f
-cGAvsmgjwGLbVL8DzOY/S3TOxOb6IsBxxYRibyfqP2R0X/QbjyLAsXAMUxhJ
-7T+M2Y/AjyoiwKF7a+owV/A/XGjqIYi9IcCCn/xR9OzxPztc5B+/VyHAANPg
-QLx68z8HTAG49vMgwCZ0ZnhUKvU/emVI5bKHIMDk9ZdWC732P/7jLq+tIiDA
-SuVqfZJx+D9QGH8cWmofwE7kkCseHvo/f2DmDlqTHsDqw2KAyK37P8xyjDrX
-yh3ALhHWHUNf/T9p2IaQXfEcwAo/9WHc8/4/JAjAH2EmHMBH7Vr3IlUAQDCL
-TdltShvA2MJkAVosAUAUBiHHe3IawLWIxF4g9QFAFksz7gapGcBmBXXgzs4C
-QGnjmT+bzhjAY3J7tQyaA0DaRT/KrAIYwC9nK85MYQRAJKAqib86F8DPEiwL
-dTkFQL1NanLbYRbAu66CmywDBkB2xeiUdJcVwHsBKlDM3QZAfpC74Ra8FMAK
-3HpIbrQHQF9T1GK65BPA5aYhlJ98CEBe4Csd2xsTwJQoGQS5VQlArsDXAQVC
-EsCQmmbHYSAKQBprwh+sdhHAWpRdzgznCkBhDfNxVK8QwPhEpfmfvgtA8AXw
-3AuuD8Dj5UJ4wocMQFiFd0hpGg7Aoj0xG81hDUBgq6cI2WQMwK2FdRFnLQ5A
-pGVVO0PMCsCHVWNLA/UOQJoPj9avOwnANdyhqYfND0AyYHHGLokHwJgpm63N
-SxBABEXRKKjzBcB/wI2YS7kQQHTQ2d8zPATATRtVpcokEUCcS27/wYwCwEFu
-x1sRiRFAAFuAkUr6AMCfHGIkzPURQAgidvDKi/6/JMOnlk5bEkCAtuai9Vz7
-v5AtwirSvhJAYCpvJiU++L9m8wTRySoTQIDrSFN52/S/YrHyIImPE0AY1R1l
-wrLxv2yCU/xKkRNA0OmEUqek8b91U7TXDJMTQIj+6z+MlvG/iPV1jpCWE0Dw
-J7oaVnrxv645+fuXnRNAyHpW0OlB8b/5wf/WpqsTQIAgjzsR0fC/kNIMjcTH
-E0DQ1wAkwN7vv5qjbWiGyRNAMAHP/onC77+jdM5DSMsTQKAqndlTpu+/thaQ
-+svOE0CAfTmP523vv9xaE2jT1RNAICNy+g797r8n4xlD4uMTQJBu49BdG+6/
-MLR6HqTlE0AAmLGrJ//tvzqF2/ll5xNAcMF/hvHi7b9MJ52w6eoTQFAUHDyF
-qu2/cmsgHvHxE0AAulSnrDntv3w8gfmy8xNAYOMignYd7b+FDeLUdPUTQNAM
-8VxAAe2/mK+ji/j4E0CwX40S1Mjsv6KABGe6+hNAEIlb7Z2s7L+rUWVCfPwT
-QICyKchnkOy/tCLGHT7+E0AA3PeiMXTsv77zJvn//xNAYAXGfftX7L+8GFpU
+ 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}, {3.79346111660496*^9, 3.793461171994597*^9}, {
+ 3.793462039441681*^9, 3.793462057865758*^9}, {3.7934625448030577`*^9,
+ 3.793462557481504*^9}, {3.793463868489814*^9, 3.793463886376687*^9}, {
+ 3.793464001191711*^9, 3.793464012808115*^9}, {3.801995680724104*^9,
+ 3.801995685414912*^9}, {3.802088044271686*^9, 3.802088143824456*^9}, {
+ 3.8020882136260347`*^9, 3.802088369761056*^9}, {3.8020885427596397`*^9,
+ 3.8020886330439043`*^9}, {3.802088666259138*^9, 3.8020886692165737`*^9},
+ 3.8020887903319807`*^9, {3.802107154674386*^9, 3.802107220497456*^9}, {
+ 3.802107467370481*^9, 3.8021074715983543`*^9}, {3.8021145075699663`*^9,
+ 3.802114510857387*^9}, {3.8021151115319757`*^9, 3.8021151251524754`*^9}, {
+ 3.802119993324555*^9, 3.802119994017742*^9}, {3.802120304178557*^9,
+ 3.802120309718081*^9}, {3.8021205412757673`*^9, 3.802120579192766*^9}, {
+ 3.802120942530304*^9, 3.802120946371635*^9}, {3.8021214142463408`*^9,
+ 3.80212142310493*^9}, {3.8021218825568123`*^9, 3.802121922087904*^9}, {
+ 3.8021236760749817`*^9, 3.802123683898315*^9}, {3.8021238427254877`*^9,
+ 3.80212384295257*^9}, {3.802123892359234*^9, 3.802123896945738*^9}, {
+ 3.80212443436276*^9, 3.8021244537138844`*^9}, {3.8021709261303883`*^9,
+ 3.802171066377483*^9}, {3.802175860037815*^9, 3.802175862027673*^9}, {
+ 3.8021763298857193`*^9, 3.802176374541358*^9}, {3.802176436859355*^9,
+ 3.8021764416394053`*^9}, {3.802176487694611*^9, 3.8021764909031878`*^9}, {
+ 3.802176588015765*^9, 3.8021765911996098`*^9}, {3.802177462202373*^9,
+ 3.8021775233109207`*^9}, {3.80217767767203*^9, 3.802177699668241*^9}},
+ CellLabel->"In[79]:=",ExpressionUUID->"19ba1574-8da8-420d-80f7-17a4f14ec9e1"],
- "]]},
- Annotation[#, "Charting`Private`Tag$141775#1"]& ]}, {}}},
+Cell[BoxData[
+ GraphicsBox[{{}, {{{}, {},
+ {RGBColor[0, 0, 1], PointSize[0.007333333333333334], AbsoluteThickness[
+ 1.6], LineBox[CompressedData["
+1:eJwB0QQu+yFib1JlAgAAAEwAAAACAAAA/Knx0k1iUD/IIVFX4Irvv5maqbXV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+ "]]},
+ {RGBColor[1, 0, 1], PointSize[0.007333333333333334], AbsoluteThickness[
+ 1.6], LineBox[CompressedData["
+1:eJwlkmlUUwcahkOgoGRPSO5NaFhiSiuiBaqgYr0fKlS0FCXIah0CKhRGQUGs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+ "]]},
+ {RGBColor[1, 0, 0], PointSize[0.007333333333333334], AbsoluteThickness[
+ 1.6], LineBox[CompressedData["
+1:eJwlV3k41G0XlrJUZhjGzPy2GZSQyitLKDkpSyHeitKmtCBrSqVFC4pCaQ8V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+ "]]}}, {
+ {RGBColor[0, 0, 1], PointSize[0.007333333333333334], AbsoluteThickness[
+ 1.6]},
+ {RGBColor[1, 0, 1], PointSize[0.007333333333333334], AbsoluteThickness[
+ 1.6]},
+ {RGBColor[1, 0, 0], PointSize[0.007333333333333334], AbsoluteThickness[
+ 1.6]}}, {
+ {RGBColor[0, 0, 1], PointSize[0.007333333333333334], AbsoluteThickness[
+ 1.6]},
+ {RGBColor[1, 0, 1], PointSize[0.007333333333333334], AbsoluteThickness[
+ 1.6]},
+ {RGBColor[1, 0, 0], PointSize[0.007333333333333334], AbsoluteThickness[
+ 1.6]}, {}, {}, {}, {}, {}, {}, {}}, {
+ {RGBColor[0, 0, 1], PointSize[0.007333333333333334], AbsoluteThickness[
+ 1.6]},
+ {RGBColor[1, 0, 1], PointSize[0.007333333333333334], AbsoluteThickness[
+ 1.6]},
+ {RGBColor[1, 0, 0], PointSize[0.007333333333333334], AbsoluteThickness[
+ 1.6]}, {}, {}, {}, {}, {}, {}, {}}}, {{}, {}}},
AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
Axes->{True, True},
AxesLabel->{None, None},
- AxesOrigin->{1.9375000000000002`, 0},
+ AxesOrigin->{0, -7.600902459542082},
DisplayFunction->Identity,
- Frame->{{False, False}, {False, False}},
- FrameLabel->{{None, None}, {None, None}},
- FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
+ Frame->{{True, True}, {True, True}},
+ FrameLabel->{{
+ FormBox[
+ StyleBox[
+ SubscriptBox["\[Rho]", "0"], 16, StripOnInput -> False],
+ TraditionalForm], None}, {
+ FormBox[
+ StyleBox["\[Beta]", 16, StripOnInput -> False], TraditionalForm], None}},
+ FrameStyle->GrayLevel[0],
+ FrameTicks->{{{{-6.907755278982137,
+ FormBox["0.001`", TraditionalForm]}, {-4.605170185988091,
+ FormBox["0.01`", TraditionalForm]}, {-2.3025850929940455`,
+ FormBox["0.1`", TraditionalForm]}}, {}}, {{{0,
+ FormBox["0", TraditionalForm]}, {2,
+ FormBox["2", TraditionalForm]}, {4,
+ FormBox["4", TraditionalForm]}, {6,
+ FormBox["6", TraditionalForm]}, {8,
+ FormBox["8", TraditionalForm]}}, None}},
GridLines->{None, None},
GridLinesStyle->Directive[
GrayLevel[0.5, 0.4]],
Method->{
- "OptimizePlotMarkers" -> True,
+ "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True,
"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
- (Identity[#]& )[
+ Identity[
Part[#, 1]],
- (Identity[#]& )[
+ Exp[
Part[#, 2]]}& ), "CopiedValueFunction" -> ({
- (Identity[#]& )[
+ Identity[
Part[#, 1]],
- (Identity[#]& )[
+ Exp[
Part[#, 2]]}& )}},
- PlotRange->{{1.9375000000000002`, 5.}, {-6.731720879223929, 0}},
+ PlotRange->{{-0.2, 8.2}, {-7.600902459542082, -0.6931471805599453}},
PlotRangeClipping->True,
- PlotRangePadding->{{
- Scaled[0.02],
- Scaled[0.02]}, {
- Scaled[0.05],
- Scaled[0.02]}},
- Ticks->{Automatic, Automatic}]], "Output",
+ PlotRangePadding->{{0, 0}, {0, 0}},
+ RotateLabel->False,
+ Ticks->{Automatic,
+ Charting`ScaledTicks[{Log, Exp}]}]], "Output",
CellChangeTimes->{
- 3.785058012185809*^9, {3.785058062951374*^9, 3.7850580832349863`*^9}, {
- 3.7850583426184177`*^9, 3.785058408046142*^9}, {3.785058455108177*^9,
- 3.785058459228675*^9}, 3.785091533739656*^9, 3.785098295086089*^9},
- CellLabel->"Out[91]=",ExpressionUUID->"734656d0-32f9-40e2-a69d-89571abd59bf"]
+ 3.793463886647957*^9, {3.793464003662573*^9, 3.793464013272131*^9}, {
+ 3.8019956706275787`*^9, 3.801995685949774*^9}, {3.8020869242774353`*^9,
+ 3.802086931839355*^9}, {3.802088045447991*^9, 3.8020881442540092`*^9}, {
+ 3.802088215172125*^9, 3.8020882865276203`*^9}, {3.8020883178701353`*^9,
+ 3.802088345595327*^9}, 3.802088376774427*^9, 3.802088568224568*^9, {
+ 3.802088611121944*^9, 3.8020886335692797`*^9}, 3.8020886695878983`*^9, {
+ 3.802107156099215*^9, 3.802107220950468*^9}, 3.8021074720514717`*^9,
+ 3.802114511289742*^9, {3.802115112859208*^9, 3.8021151255889063`*^9},
+ 3.80211999439322*^9, 3.802120310466969*^9, {3.802120543130497*^9,
+ 3.8021205794894*^9}, 3.802120946841928*^9, {3.802121415333844*^9,
+ 3.802121423777544*^9}, {3.8021218830618753`*^9, 3.8021219225127363`*^9},
+ 3.8021236775727243`*^9, 3.80212378629697*^9, {3.8021238283177013`*^9,
+ 3.802123843360074*^9}, {3.80212387819786*^9, 3.8021238976263657`*^9}, {
+ 3.802124436596198*^9, 3.802124454173592*^9}, 3.802166592314657*^9, {
+ 3.8021693743024073`*^9, 3.802169448910295*^9}, 3.8021705948196583`*^9,
+ 3.8021709696284227`*^9, {3.8021710300512323`*^9, 3.80217106689748*^9},
+ 3.802171099437634*^9, {3.8021714947434587`*^9, 3.802171532277275*^9},
+ 3.802175862524061*^9, {3.802176337883368*^9, 3.8021763749160337`*^9},
+ 3.8021764911718273`*^9, 3.802176592312737*^9, {3.8021774825132113`*^9,
+ 3.802177523649211*^9}, 3.8021776536990023`*^9, {3.802177690861484*^9,
+ 3.80217772250681*^9}, 3.802353609246464*^9, 3.802353759926162*^9,
+ 3.802554529328253*^9},
+ CellLabel->"Out[79]=",ExpressionUUID->"703b6729-885f-4b8d-996f-7370b4d419ef"]
}, Open ]],
Cell[CellGroupData[{
Cell[BoxData[
- RowBox[{"2", "^",
- RowBox[{"tFit", "[", "7", "]"}]}]], "Input",
- CellChangeTimes->{{3.785058386832859*^9, 3.785058477063302*^9},
- 3.78506383677318*^9, {3.7850915410821342`*^9, 3.785091541656537*^9}, {
- 3.78509844755682*^9, 3.785098483105493*^9}},
- CellLabel->"In[97]:=",ExpressionUUID->"249cb54f-1c35-414f-8168-27f2195185e6"],
-
-Cell[BoxData["8.741246451133405`"], "Output",
- CellChangeTimes->{{3.785058395254241*^9, 3.7850584775526667`*^9},
- 3.785063837484005*^9, {3.785091534969634*^9, 3.785091541930415*^9}, {
- 3.7850984450125093`*^9, 3.785098483493142*^9}},
- CellLabel->"Out[97]=",ExpressionUUID->"9b814a6a-324d-4cb2-98b4-7e298a5398a1"]
-}, Open ]],
-
-Cell[CellGroupData[{
-
-Cell[BoxData[
- RowBox[{"UnitConvert", "[",
- RowBox[{
- RowBox[{
- RowBox[{"(",
- RowBox[{
- RowBox[{"Quantity", "[",
- RowBox[{"2", ",", "\"\<Hours\>\""}], "]"}], "+",
- RowBox[{"Quantity", "[",
- RowBox[{"55", ",", "\"\<Minutes\>\""}], "]"}], "+",
- RowBox[{"Quantity", "[",
- RowBox[{"5.77", ",", "\"\<Seconds\>\""}], "]"}]}], ")"}], "16", " ",
- "2"}], ",", "\"\<Hours\>\""}], "]"}]], "Input",
- CellChangeTimes->{{3.785098739458117*^9, 3.785098761159773*^9}},
- CellLabel->
- "In[100]:=",ExpressionUUID->"e66c9322-9282-4dd8-b7bf-4e72fb9ae72c"],
-
-Cell[BoxData[
- TemplateBox[{"93.38462222222222`","\"h\"","hours","\"Hours\""},
- "Quantity"]], "Output",
- CellChangeTimes->{{3.785098744320797*^9, 3.785098762761623*^9}},
- CellLabel->
- "Out[100]=",ExpressionUUID->"a4c4ccfb-7bb8-41fb-a9fe-42202dac8ba9"]
-}, Open ]],
-
-Cell[CellGroupData[{
-
-Cell[BoxData[
- RowBox[{"UnitConvert", "[",
- RowBox[{
- RowBox[{"Quantity", "[",
- RowBox[{"415330.76", ",", "\"\<Seconds\>\""}], "]"}], ",",
- "\"\<Hours\>\""}], "]"}]], "Input",
- CellChangeTimes->{{3.789864568431135*^9, 3.7898646115539017`*^9}},
- CellLabel->"In[54]:=",ExpressionUUID->"627962e9-b7e0-4522-91c1-a872c1829f1a"],
+ RowBox[{"c\[Rho]Plot", "=",
+ RowBox[{"GraphicsColumn", "[",
+ RowBox[{"{",
+ RowBox[{"cPlot", ",", "\[Rho]Plot"}], "}"}], "]"}]}]], "Input",
+ CellChangeTimes->{{3.80217113290844*^9, 3.802171146562332*^9}, {
+ 3.8021757593645*^9, 3.80217576096896*^9}},
+ CellLabel->"In[80]:=",ExpressionUUID->"84e35e5b-7f3e-4788-809f-e1b50bd74ed2"],
Cell[BoxData[
- TemplateBox[{"115.36965555555555`","\"h\"","hours","\"Hours\""},
- "Quantity"]], "Output",
- CellChangeTimes->{3.789864611844674*^9},
- CellLabel->"Out[54]=",ExpressionUUID->"2ccc1fbf-388f-4931-a956-b768507e520d"]
+ GraphicsBox[{{}, {InsetBox[
+ GraphicsBox[{{{}, {},
+ TagBox[
+ {RGBColor[0, 0, 1], AbsoluteThickness[1.6], Opacity[1.],
+ LineBox[CompressedData["
+1:eJwVV3k41O/XlpRQGMxnMGYmQhJFVFKZU1mylaRNWVIolUKpUJas+fKjIqEI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+ "]]},
+ Annotation[#, "Charting`Private`Tag$451837#1"]& ],
+ TagBox[
+ {RGBColor[1, 0, 1], AbsoluteThickness[1.6], Opacity[1.],
+ LineBox[CompressedData["
+1:eJwVl3k4lN8bxm1Jy7fFzHhfs5bQIpIK2d6HRIoWCaFSUokQ0kKkKC1ERUQh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+ "]]},
+ Annotation[#, "Charting`Private`Tag$451837#2"]& ],
+ TagBox[
+ {RGBColor[1, 0, 0], AbsoluteThickness[1.6], Opacity[1.],
+ LineBox[CompressedData["
+1:eJwVl3k4Fm8Xx8lWSrI+6zxP1gpJqxLNSSK7kCQViSRbtkqFhKTS8gvJElFJ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+ "]]},
+ Annotation[#, "Charting`Private`Tag$451837#3"]& ]}, {}},
+ AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
+ Axes->{True, True},
+ AxesLabel->{None, None},
+ AxesOrigin->{0, -2.995732273553991},
+ CoordinatesToolOptions:>{"DisplayFunction" -> ({
+ Part[#, 1],
+ Exp[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ Part[#, 1],
+ Exp[
+ Part[#, 2]]}& )},
+ DisplayFunction->Identity,
+ Frame->{{True, True}, {True, True}},
+ FrameLabel->{{
+ FormBox[
+ StyleBox["c", 16, StripOnInput -> False], TraditionalForm], None}, {
+ None, None}},
+ FrameStyle->GrayLevel[0],
+ FrameTicks->{{{{-2.3025850929940455`,
+ FormBox["0.1`", TraditionalForm]}, {0,
+ FormBox["1", TraditionalForm]}}, {}}, {{{0,
+ FormBox["0", TraditionalForm]}, {2,
+ FormBox["2", TraditionalForm]}, {4,
+ FormBox["4", TraditionalForm]}, {6,
+ FormBox["6", TraditionalForm]}, {8,
+ FormBox["8", TraditionalForm]}}, {}}},
+ GridLines->{None, None},
+ GridLinesStyle->Directive[
+ GrayLevel[0.5, 0.4]],
+ ImagePadding->{{56., 1.5}, {17., 0.5000000000000142}},
+ 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[{{-0.2, 8.2}, {-2.995732273553991,
+ Log[4]}}, {{-0.2, 8.2}, {-2.995732273553991, 1.3862943611198906`}}],
+
+ PlotRangeClipping->True,
+ PlotRangePadding->{{0, 0}, {0, 0}},
+ RotateLabel->False,
+ Ticks->{Automatic, Quiet[
+ Charting`ScaledTicks[{Log, Exp}][#, #2, {6, 6}]]& }], {189., -109.45948351831635},
+ ImageScaled[{0.5, 0.5}], {360, 204.45528159684318}], InsetBox[
+ GraphicsBox[{{}, {{{}, {},
+ {RGBColor[0, 0, 1], PointSize[0.007333333333333334],
+ AbsoluteThickness[1.6], LineBox[CompressedData["
+1:eJwB0QQu+yFib1JlAgAAAEwAAAACAAAA/Knx0k1iUD/IIVFX4Irvv5maqbXV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+ "]]},
+ {RGBColor[1, 0, 1], PointSize[0.007333333333333334],
+ AbsoluteThickness[1.6], LineBox[CompressedData["
+1:eJwlkmlUUwcahkOgoGRPSO5NaFhiSiuiBaqgYr0fKlS0FCXIah0CKhRGQUGs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+ "]]},
+ {RGBColor[1, 0, 0], PointSize[0.007333333333333334],
+ AbsoluteThickness[1.6], LineBox[CompressedData["
+1:eJwlV3k41G0XlrJUZhjGzPy2GZSQyitLKDkpSyHeitKmtCBrSqVFC4pCaQ8V
+RSSkaFWcUERRRCq0ML1EliwJ8U1ffzzXcz1/PNc55z7n3Ofc6u7+SzZJS0lJ
+9UjOn3v4eneVg7uThXGHHWdpckeBXLzZ8aOjtRZ37wSQerndBdvPFbtyjD5b
+aE3ixpW3/ygwtw7+Ks4WW0SpPa92/9BT4HTtdbN7VJtFY8rdsUFSfQUzn5e6
+1lX3WVTGqnKGXQYKnB2UgkQwBk63FIWcvPi7YChWY2bGl/HwZurjqbuCpLF1
+ir58Rj0bvOjvBS8vjMM209Z9Tboc8DJM2ZdEy6L2/RX/hl5XhpesARfvTXLo
+O1q26FSVCmxxECtlessjW7Vp2EFeFeJqNBI/BY9HkySlMUe6eLBSc49x87SJ
+yPvn4Kqd1XxQWq1le/nnREz5GX3TXEUARMyBaZ91FXAWiavU5gnAuW3ybfEK
+BeRvMi6dvEEAXsxRK7ldCpj+pv2gywEBJIqbuVJnFPD18hObp8UJ4KR8SvW6
+6wqYGnu27MMtAazqvWJcVaiAa47eKMsvF4D9qeyuX+8UsH8/u0csFoDyxplW
+t3oUUPrNm9t3RgQwX11u+cEJLOQ0J4Zd4BFw3MbX5KAmC09FJYSbTyegpz0r
+ecFcFiYX1lmemE+A35rLC7Y5s1Dh26qv210J0N+7qo7nw8Js85zJ4EtAx5VG
+E+cIFrp6LZnwcB8BdHVlVFQCC0+2bOKWRxOgY1lfHJXNQh2L6/2t5wmwnGlp
+bVjMwogNa+qtrxKgLl6So1DLQvU5703cMwm46hlm7/OJhQd3rSlYd4+A4cW/
+qbAeFo7cO8lQTwjY+rP1RqgMG6cYi94eLiNA5J0RPcRlY8O8dvukagLmtzow
+flpsvFU8tuxaPQGl+gpql4zZ+D5jcLWvmICHsMa+3ZaN5QM/CX4HAeGpFyc3
+rmPjZVflxGv9BPw+/ciUG8RG6UcyytxRAt7tMCzcGMVGSTZ7lsmRcGD+44nK
+l9h447/kn9GKJExOkl/QnMPGBxGdxRl8EnbcCVBcXsbGwHodJkNEwnv9xtEb
+YjbapmbtPatFAg3JFc9/spEx8VjgpUfCsur8XieOIr5tmFOjPouEDwG7jDbO
+UMTZARURVXNJGKnQSu5epIiPgtPn+1mTcKFbw0GwRRFdB1/J9DmQsHZFRBAe
+U0RPmcMZfs4k7KxwN/95TRGzTRJ+1awmYZKo+WJdmSJeXeHnZbSRhLtp233i
+2hQxp/Pop/3eJGiNWn1QHa+EhhzjOY8DSVBbZzcxkVbCjpWWc1uCSeh5o6ya
+OkMJZ33qKZI/SILNxnGyMqCEPzoNZtARJBzcr5nNc1VCs9kErXmchC4D6NXy
+VcLE37Yc4iwJuYP/mS0IVcKdi+TaRhNIiPLYa56SoIQNVVts66+SkJixaNbB
+W0r43eZoaXa6JB5nR/VF5Uq49Kx6TNAtEr6Hmb3Z1qyEU/1tTKbfJyE1eo/M
+jWElfC62SP6YT8KhrqJ/cggO6g1OqIp6SkKQlMZZFwMOwp+GfyHBT8EtTWkp
+Bz/Oyu9/UUVC1ufNo/I+HOwc2XVz5TsSNIel0q8e5WDJBtmpTR9JmC7d8uNb
+JgdD+ftkvL6S4JPapFFezkENUlJh7STo3nTLTvzGQZ/xvxI9eki4sm6r29OJ
+ynh3gCvV9EtijxMw67SuMsZMqv2yVIqCAQX5TCN7ZZze7nWkQJaC+HKjyM5t
+ynhqyavvmiwK2JVTU3bHKuMTl/G8IyoUkDVeGgG5ylh1XfeymKAgIcrnRP47
+Zdxq0nPDVI2CTp/ltocHlbFuY/TuiCkUmBYpXY8XqaDsHwCmUVByt0e7wkoF
+h86aruEZUDBk7XRw5mYVvJdgt9XZlIJ9TO3565EqaAb/2By3oKBjmeVUUZYK
+er56ZfHEioKQtpVWO+tUEBymr2qzo+AH18jFfFgFibLIHapLKJA5MM/WUMTF
+buuvsRYrJP7cO/f+GHAxKHukcv1aChzNlLPHenCx3lPK/+BGCtyaN2/3PMpF
+typB5tUtFFAh24dOp3IxWvs7Kz+AgilXI2OSKriYF/LEr24HBWf2q1OxP7jY
++uZM5Y+9FET5xesU81RxKHhp7IRQCgxYLUUuZqpY/aiJy0RSEKbWtmHUVRUz
+Rred1ztOgebXkPVSe1XRM/b7XoszkniL9hzQuqyK8oFOhfbxFHSL4yPHoSqm
+LcmRW5lEQb/N2Kc+YlWcdmg0c2MqBUExyrUWo6q4w1HI25JJwcv3xm4MzcMn
+tHmIfw4FpX20i7UhDztNrGwCH1Cwxz6u74sbD8ckG28NLKDgrZP71fZdPFRR
+1I4PfErBjbiEhfbxPNTcTTwNLJfgt/i7u/AuD0nDXseA1xQ020nfPf6Ghz1z
+7s/2fksBP+79AKeFhy+s9mptbqCg/rLMSwNZPqYsBpX1TRTciR730FCNj3cf
+6Juvb6Vgx7Ha90/N+CiuMZXd2EnBalNdpUJHPqr8mFe5uY+C1z8qutvW87Fy
+YSflNiTxpw5X54XwMSopwXP5GBrudIS7RZ7lo+2vhXcc5WjYVf7fzUmpfFSX
+ZictYtEQJv+roiifj3/ay0qFBhY1K6W9mo9dErabT9BApPEViHaJ/ZAjV0BE
+Q1vUibdeA3zMP2IXM1uThkot67T7HAHmzJtCmOrS0J/bNjVUJMCnku+m+jT8
+OjKQzjMS4Fv+eF/TWTTU9Gvb+VkKsOXQ4FlTcxqmxfP8YpcLcPB7G5rOp4Ht
+ZvvP3k0CVHBt+Ga6kIbOIp+Gmj0CNAsS58xxpOHHgkLV4mjB3/w703BiU/fI
+3DMC3D3ceM1iFQ3ZgStlHycLME3wn7/lehrMuUfSxuYK8GFo3QVLDxrsajSq
+bUsFf+P3peG4BvtHeY0AIw7MT1uyjYZj0cGB3Y2Cv/wRTMO9YMPzNu0CPP7x
+Q6/Hfom/Ghn2Sb8EqIdzzYLCaVgR3T7grEBg+7/3heHHaJiQOnjOhCEwrUl/
+7JlYGuLkq8p81Im/8+OcBN/RurA5OgS2NBZpllykofu2h6HmLAIXn3ta/PUq
+DTMWPOv4bENglVSj9Ph0GsZ6TjjmsIhA0wcfk7SzaQidY3LoiyuBddXs/Q53
+abAOYW94uo7AW07ecTsf0XA4Z7P4sT+B10IalyUX0vAsX5jmFUTgvTWeWdWl
+NORO5xq/CiVQ+rLIWr6ShuL38utSYoi/eNZIppepUdhIFIHyX1u693ygoUHv
+22f1NAKL2wZl8j7T0PVCzNJOJjDhyqQHw/9J8v/SPXZlFoFZeZIB1kFDim9v
+u1MBgR/Cv5pF99LgcoBzX6aIQMvbB8bXD9Lg6T11zbxSAke6196ZOYaBUYPt
+Pf2vCew5teVyjBwD+c9GLkS9JVDt/NWSThYDVoaWbd7NBF69qfZyBZeBBP/M
+amgn0E2nXKmEZOD+cXFEUAeBUR4SglNnQFbhjbNgHIm1Lu16eVoMbAotinkk
+RWKQq73P3BkMLGhLmaQ1gUQv/67w54YMOE5esi+HT/7tn9kMFNdcr5pNkeh3
+mOr6NY+BkDzFsTc0SbTWDJKOs2Ugp5U9gNoknojQiV3gyEDk1gMlSUYkeqx3
+nD3szIBe+/1VTQYknnZ4UJi3moHsFeHnL9uQyHPw0ArdwIBmWaX9HScS7/zW
+1XXYwsD6oa1N9stJfBpod0N9KwMRJQtf960gUXcoS35kJwNGF1SfGXiRmOnX
+l9AbwsDd4xz7Cn8SE6+dzewLZ2DHtQSrkd0ktnbviR+JYsDtUGF+bjCJizt2
+ak84zYBv0qf0wEMkat6s0FeLZ6AnuvVjYSSJn/LZCQZXGLgS5aWuH0Oi9gJU
+X3adAW+HE+Ipl0jcOnauRVQ2A2G3lY2srpB4UTJe3t1jILMjfM2+dBK3PZw2
+xbhAguelwvSQPBIXbsiNSX8miZ9ntPhSAYmuknVkcgUDWrt+Pi58TKLev4+N
+smsk/ljd4g6Vkqgu6vVxaWDArtl2X+5rEu0dV3wZI2bAcCCOqGkgUePaAuXH
+7QyIBCymqZ5EbotK8MleBmwu9D1a1EriyzGHTHcPM2AaXRcxdZBEh56YpdvH
+CcFo96SPun0k3vL9d3OoghBU+a7aM8ZReGVN+OnLXMnbtWvuF1kKd9b65b2i
+hVBq/el3gDKF9kVdHH1NIbDLaxcHCSlsedLgmjddCEPTPrXbMxT2hWkKnYyF
+MOFs7lR9DQrFrzQ+/JorhNHMANXEmRRenHEs8qWNEFo81yLfhsJo9wcpNU5C
+ONQ7EDa4hMKJfwpopRD0FtlExEve/+e7DUJw10+U93Sj8HS/rNt5HyF06Gee
+3+pN4aMst2xqhxCK1n7+phtIYYmO2cny/UIozHphs8WfwvUxwoJ7kUKIaKid
+eSmawv/ro1NCuPlqtKY9jMKsS6caZ10SwvNBWd1TpynUWX28sC9NCNR8Orn7
+IoXe3TpSz3KEEP7xwsrftyjMNNSRacgXgsvNpC/4lMLXWZZljmVC0NnjOuNl
+CYV238YZcmqFcMWaKG0oo/D/+u6LEOIXbtezaqRQuvthyJMOISStu+2p+JHC
+ti/GJA4JYVew67mL3RS6h3V5NsmLIB+yK2Es/Xcf5ovAd9GltXvG0ZjvsL9/
+kqYI6is54r0aNP6hV7GBCN6NUaUPzqBRIu6iX8wXgWkYyy3AhEbJNtyXsEwE
+le+aNpbZ0cgpeXg/erMIduV83W7tTmPn1+vsB8Ei6LCNPmcURCNteSbO/IQI
+nL3TbE+E03/1RboIlowKfP6JozGhvtOJWyqCwAOngmse0Ph6tUSBfRNBl3JR
+7oVmGpV2G9+YK6cGv133B9VJMSi68popFqqBXeO+/nR9BrUVJ965ZqoGAe5a
+O0o2MDg8FDVRzl0NUrrrFN/fYnCN08eZqfFqwHufMS1VT4hWl7bsC8tTg0Zr
+/19LPIT4P3az6PY=
+ "]]}}, {
+ {RGBColor[0, 0, 1], PointSize[0.007333333333333334],
+ AbsoluteThickness[1.6]},
+ {RGBColor[1, 0, 1], PointSize[0.007333333333333334],
+ AbsoluteThickness[1.6]},
+ {RGBColor[1, 0, 0], PointSize[0.007333333333333334],
+ AbsoluteThickness[1.6]}}, {
+ {RGBColor[0, 0, 1], PointSize[0.007333333333333334],
+ AbsoluteThickness[1.6]},
+ {RGBColor[1, 0, 1], PointSize[0.007333333333333334],
+ AbsoluteThickness[1.6]},
+ {RGBColor[1, 0, 0], PointSize[0.007333333333333334],
+ AbsoluteThickness[1.6]}, {}, {}, {}, {}, {}, {}, {}}, {
+ {RGBColor[0, 0, 1], PointSize[0.007333333333333334],
+ AbsoluteThickness[1.6]},
+ {RGBColor[1, 0, 1], PointSize[0.007333333333333334],
+ AbsoluteThickness[1.6]},
+ {RGBColor[1, 0, 0], PointSize[0.007333333333333334],
+ AbsoluteThickness[1.6]}, {}, {}, {}, {}, {}, {}, {}}}, {{}, {}}},
+ AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
+ Axes->{True, True},
+ AxesLabel->{None, None},
+ AxesOrigin->{0, -7.600902459542082},
+ DisplayFunction->Identity,
+ Frame->{{True, True}, {True, True}},
+ FrameLabel->{{
+ FormBox[
+ StyleBox[
+ SubscriptBox["\[Rho]", "0"], 16, StripOnInput -> False],
+ TraditionalForm], None}, {
+ FormBox[
+ StyleBox["\[Beta]", 16, StripOnInput -> False], TraditionalForm],
+ None}},
+ FrameStyle->GrayLevel[0],
+ FrameTicks->{{{{-6.907755278982137,
+ FormBox["0.001`", TraditionalForm]}, {-4.605170185988091,
+ FormBox["0.01`", TraditionalForm]}, {-2.3025850929940455`,
+ FormBox["0.1`", TraditionalForm]}}, {}}, {{{0,
+ FormBox["0", TraditionalForm]}, {2,
+ FormBox["2", TraditionalForm]}, {4,
+ FormBox["4", TraditionalForm]}, {6,
+ FormBox["6", TraditionalForm]}, {8,
+ FormBox["8", TraditionalForm]}}, None}},
+ GridLines->{None, None},
+ GridLinesStyle->Directive[
+ GrayLevel[0.5, 0.4]],
+ ImagePadding->{{56., 1.5}, {41.99999999999997, 0.5000000000000426}},
+ Method->{
+ "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True,
+ "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ Identity[
+ Part[#, 1]],
+ Exp[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ Identity[
+ Part[#, 1]],
+ Exp[
+ Part[#, 2]]}& )}},
+ PlotRange->{{-0.2, 8.2}, {-7.600902459542082, -0.6931471805599453}},
+ PlotRangeClipping->True,
+ PlotRangePadding->{{0, 0}, {0, 0}},
+ RotateLabel->False,
+ Ticks->{Automatic,
+ Charting`ScaledTicks[{Log, Exp}]}], {189., -340.8784505549491},
+ ImageScaled[{0.5, 0.5}], {360, 229.45528159684318}]}, {}},
+ ImageSize->{
+ UpTo[360],
+ UpTo[445]},
+ PlotRange->{{0, 378.}, {-462.83793407326544`, 0}},
+ PlotRangePadding->{6, 5}]], "Output",
+ CellChangeTimes->{
+ 3.802175761479096*^9, 3.802175863775364*^9, {3.802176338770213*^9,
+ 3.8021763755995083`*^9}, 3.8021765932282*^9, 3.802177501048196*^9,
+ 3.80217753253866*^9, 3.802177654285932*^9, {3.802177701112014*^9,
+ 3.802177722830563*^9}, 3.802353760449629*^9, 3.802554530020987*^9},
+ CellLabel->"Out[80]=",ExpressionUUID->"6183abe4-1482-48d4-b438-3be515fa5caf"]
}, Open ]],
Cell[CellGroupData[{
Cell[BoxData[
- RowBox[{"UnitConvert", "[",
+ RowBox[{"Export", "[",
RowBox[{
- RowBox[{"Quantity", "[",
- RowBox[{"528330.62", ",", "\"\<Seconds\>\""}], "]"}], ",",
- "\"\<Hours\>\""}], "]"}]], "Input",
- CellChangeTimes->{{3.789864620940146*^9, 3.7898646325142736`*^9}},
- CellLabel->"In[55]:=",ExpressionUUID->"a8cc9c6c-6fc3-4b82-9191-4d7c4984dc2c"],
+ "\"\<~/doc/research/hadamard/paper/equivert.eps\>\"", ",", "c\[Rho]Plot"}],
+ "]"}]], "Input",
+ CellChangeTimes->{{3.802175767579317*^9, 3.802175836385655*^9}, {
+ 3.8021758677098*^9, 3.802175868234004*^9}, {3.8021766423740883`*^9,
+ 3.802176642761888*^9}, {3.802177544143303*^9, 3.802177601792076*^9},
+ 3.802177663313095*^9},
+ CellLabel->"In[73]:=",ExpressionUUID->"c19fc7ad-2f20-4408-ae77-f80f7c794d03"],
-Cell[BoxData[
- TemplateBox[{"146.75850555555556`","\"h\"","hours","\"Hours\""},
- "Quantity"]], "Output",
- CellChangeTimes->{3.789864632797861*^9},
- CellLabel->"Out[55]=",ExpressionUUID->"3e2cba64-6d05-4547-852b-bb9117d96801"]
+Cell[BoxData["\<\"~/doc/research/hadamard/paper/equivert.eps\"\>"], "Output",
+ CellChangeTimes->{{3.8021758144847*^9, 3.802175868789843*^9}, {
+ 3.802176340222908*^9, 3.802176376145843*^9}, 3.802176594528945*^9,
+ 3.80217665251313*^9, 3.8021775016591873`*^9, {3.802177532816225*^9,
+ 3.802177602515102*^9}, {3.802177660372542*^9, 3.8021776664299707`*^9},
+ 3.802177702601185*^9, 3.802177733014504*^9, 3.8023537672333927`*^9},
+ CellLabel->"Out[73]=",ExpressionUUID->"9d6eec3f-fb1b-4010-8b5a-96f35f52fd2d"]
}, Open ]]
},
-WindowSize->{954, 1055},
-WindowMargins->{{3, Automatic}, {3, Automatic}},
+WindowSize->{956, 1056},
+WindowMargins->{{2, Automatic}, {2, Automatic}},
Magnification:>0.8 Inherited,
-FrontEndVersion->"12.0 for Linux x86 (64-bit) (April 8, 2019)",
-StyleDefinitions->"Default.nb"
+FrontEndVersion->"12.1 for Linux x86 (64-bit) (March 14, 2020)",
+StyleDefinitions->"Default.nb",
+ExpressionUUID->"7dd147f2-d824-4b69-9ff8-d008132a0184"
]
(* End of Notebook Content *)
@@ -7070,98 +8788,86 @@ CellTagsIndex->{}
*)
(*NotebookFileOutline
Notebook[{
-Cell[558, 20, 3307, 78, 134, "Input",ExpressionUUID->"6ca216e4-4a7b-4e5f-a718-f4e70c77d6a2"],
-Cell[3868, 100, 668, 18, 49, "Input",ExpressionUUID->"f756d73a-4921-45d7-acd1-44fe21438a02"],
-Cell[4539, 120, 417, 7, 26, "Input",ExpressionUUID->"c91e85b2-f90e-40d7-bf19-7a03fd9499bb"],
-Cell[4959, 129, 819, 23, 26, "Input",ExpressionUUID->"1b068f0a-fa61-487d-893c-5b00f279e758"],
-Cell[5781, 154, 1819, 48, 47, "Input",ExpressionUUID->"83b164e2-d1bf-4be5-bf92-d3645cb950ca"],
-Cell[7603, 204, 963, 26, 42, "Input",ExpressionUUID->"f81a2199-caac-407b-95bf-2211d7b265a5"],
-Cell[8569, 232, 756, 18, 43, "Input",ExpressionUUID->"a0e3da7a-9e7b-466f-bc4d-cb0b0d8819f4"],
-Cell[9328, 252, 2200, 55, 71, "Input",ExpressionUUID->"cfeba3ce-dc48-40c8-b8b8-f34cf59a253d"],
-Cell[11531, 309, 1662, 37, 71, "Input",ExpressionUUID->"9b0c3339-71cd-41f6-9ef3-ca7bd5b2e440"],
-Cell[13196, 348, 1306, 28, 26, "Input",ExpressionUUID->"a1830ef0-911d-442d-b5d2-b62c202fce89"],
-Cell[14505, 378, 1314, 33, 26, "Input",ExpressionUUID->"c5d823f9-e85c-4b3b-b05c-3154ec28aa66"],
-Cell[15822, 413, 1668, 41, 72, "Input",ExpressionUUID->"b26da0ea-b484-4f10-9733-25392042ef58"],
-Cell[17493, 456, 502, 10, 26, "Input",ExpressionUUID->"3b7ef50e-b362-4da3-b734-818bb17a7c2f"],
-Cell[CellGroupData[{
-Cell[18020, 470, 317, 8, 26, "Input",ExpressionUUID->"1d9176bd-3b77-4ecc-9453-1c9a125a6eca"],
-Cell[18340, 480, 17054, 332, 199, "Output",ExpressionUUID->"9128c202-555e-46aa-a242-5149ed47b853"]
-}, Open ]],
-Cell[35409, 815, 1929, 49, 87, "Input",ExpressionUUID->"965aa541-441e-48ee-b9c7-6c04093a0d42"],
-Cell[37341, 866, 1511, 36, 87, "Input",ExpressionUUID->"0885a315-6bfe-4916-87e6-8a66c95472da"],
-Cell[CellGroupData[{
-Cell[38877, 906, 2174, 56, 71, "Input",ExpressionUUID->"b9af9737-77db-4699-8144-d484234a5c9a"],
-Cell[41054, 964, 56296, 1031, 210, "Output",ExpressionUUID->"02cbb485-3ea1-448d-95e6-96047b6cc94c"]
-}, Open ]],
-Cell[CellGroupData[{
-Cell[97387, 2000, 2952, 64, 67, "Input",ExpressionUUID->"d80acc58-e355-49f5-8e82-b7a019a31499"],
-Cell[100342, 2066, 43583, 830, 199, "Output",ExpressionUUID->"927dd89d-4b73-4120-a692-bfd5bafde5d0"]
-}, Open ]],
-Cell[143940, 2899, 1050, 26, 67, "Input",ExpressionUUID->"09f155dc-a270-465f-83b4-5452a9d3c6a6"],
-Cell[144993, 2927, 1183, 24, 67, "Input",ExpressionUUID->"faf27222-05ad-48db-b551-d6176fd5d567"],
+Cell[558, 20, 3307, 78, 97, "Input",ExpressionUUID->"6ca216e4-4a7b-4e5f-a718-f4e70c77d6a2"],
+Cell[3868, 100, 668, 18, 48, "Input",ExpressionUUID->"f756d73a-4921-45d7-acd1-44fe21438a02"],
+Cell[4539, 120, 417, 7, 23, "Input",ExpressionUUID->"c91e85b2-f90e-40d7-bf19-7a03fd9499bb"],
+Cell[4959, 129, 819, 23, 23, "Input",ExpressionUUID->"1b068f0a-fa61-487d-893c-5b00f279e758"],
+Cell[5781, 154, 1819, 48, 61, "Input",ExpressionUUID->"83b164e2-d1bf-4be5-bf92-d3645cb950ca"],
+Cell[7603, 204, 963, 26, 37, "Input",ExpressionUUID->"f81a2199-caac-407b-95bf-2211d7b265a5"],
+Cell[8569, 232, 901, 20, 39, "Input",ExpressionUUID->"a0e3da7a-9e7b-466f-bc4d-cb0b0d8819f4"],
+Cell[9473, 254, 2200, 55, 79, "Input",ExpressionUUID->"cfeba3ce-dc48-40c8-b8b8-f34cf59a253d"],
+Cell[11676, 311, 2250, 45, 43, "Input",ExpressionUUID->"9b0c3339-71cd-41f6-9ef3-ca7bd5b2e440"],
+Cell[13929, 358, 1306, 28, 23, "Input",ExpressionUUID->"a1830ef0-911d-442d-b5d2-b62c202fce89"],
+Cell[15238, 388, 1314, 33, 26, "Input",ExpressionUUID->"c5d823f9-e85c-4b3b-b05c-3154ec28aa66"],
+Cell[16555, 423, 1668, 41, 62, "Input",ExpressionUUID->"b26da0ea-b484-4f10-9733-25392042ef58"],
+Cell[18226, 466, 478, 14, 26, "Input",ExpressionUUID->"5a1efa6e-dfe2-4d60-ae14-3a6c7a1d321c"],
+Cell[18707, 482, 535, 10, 23, "Input",ExpressionUUID->"3b7ef50e-b362-4da3-b734-818bb17a7c2f"],
Cell[CellGroupData[{
-Cell[146201, 2955, 3468, 86, 115, "Input",ExpressionUUID->"511fd1ec-10b6-4e80-beb1-748a7f18c95e"],
-Cell[149672, 3043, 43252, 818, 194, "Output",ExpressionUUID->"65690007-8378-4fa0-a374-4d85aa664d2e"]
+Cell[19267, 496, 317, 8, 23, "Input",ExpressionUUID->"1d9176bd-3b77-4ecc-9453-1c9a125a6eca"],
+Cell[19587, 506, 43127, 860, 331, "Output",ExpressionUUID->"50478f07-ce1f-4ccf-b25f-71f47b0f2386"]
}, Open ]],
-Cell[192939, 3864, 478, 14, 26, "Input",ExpressionUUID->"5a1efa6e-dfe2-4d60-ae14-3a6c7a1d321c"],
+Cell[62729, 1369, 2481, 56, 77, "Input",ExpressionUUID->"965aa541-441e-48ee-b9c7-6c04093a0d42"],
+Cell[65213, 1427, 1179, 34, 75, "Input",ExpressionUUID->"0885a315-6bfe-4916-87e6-8a66c95472da"],
Cell[CellGroupData[{
-Cell[193442, 3882, 1080, 22, 26, "Input",ExpressionUUID->"90d2bb91-ba31-44f8-b0ca-47994c701e88"],
-Cell[194525, 3906, 1669, 23, 30, "Output",ExpressionUUID->"babae3f6-24e2-4dd7-b0ec-523f55cda669"]
+Cell[66417, 1465, 2465, 62, 62, "Input",ExpressionUUID->"b9af9737-77db-4699-8144-d484234a5c9a"],
+Cell[68885, 1529, 73084, 1329, 208, "Output",ExpressionUUID->"addcb650-971c-447d-9e45-ff6aab4a2549"]
}, Open ]],
Cell[CellGroupData[{
-Cell[196231, 3934, 646, 16, 26, "Input",ExpressionUUID->"24a1235a-0106-41db-84ea-024b7cb0822c"],
-Cell[196880, 3952, 872, 12, 30, "Output",ExpressionUUID->"7ad87dcb-73ba-4fdb-83b2-828491e5f2a6"]
+Cell[142006, 2863, 3383, 71, 62, "Input",ExpressionUUID->"d80acc58-e355-49f5-8e82-b7a019a31499"],
+Cell[145392, 2936, 56549, 1066, 196, "Output",ExpressionUUID->"8f31c4e7-3f9e-4970-8ffa-82ae946fa101"]
}, Open ]],
+Cell[201956, 4005, 1367, 34, 75, "Input",ExpressionUUID->"09f155dc-a270-465f-83b4-5452a9d3c6a6"],
+Cell[203326, 4041, 1478, 31, 75, "Input",ExpressionUUID->"faf27222-05ad-48db-b551-d6176fd5d567"],
Cell[CellGroupData[{
-Cell[197789, 3969, 554, 15, 26, "Input",ExpressionUUID->"6c35788f-083e-448b-82aa-5d86bb96b55a"],
-Cell[198346, 3986, 374, 6, 30, "Output",ExpressionUUID->"907a5ab6-eb46-4356-afa7-5e2982b3c2f2"]
+Cell[204829, 4076, 4143, 100, 98, "Input",ExpressionUUID->"511fd1ec-10b6-4e80-beb1-748a7f18c95e"],
+Cell[208975, 4178, 55346, 1044, 194, "Output",ExpressionUUID->"9963b39a-253f-470a-8961-9edebd6507c7"]
}, Open ]],
Cell[CellGroupData[{
-Cell[198757, 3997, 229, 5, 26, "Input",ExpressionUUID->"13f9cb8e-33ff-4686-bbb8-4d58374d239f"],
-Cell[198989, 4004, 208, 3, 30, "Output",ExpressionUUID->"0d50940b-c5f5-44ca-810a-714e1ad8f681"]
+Cell[264358, 5227, 1021, 19, 23, "Input",ExpressionUUID->"90d2bb91-ba31-44f8-b0ca-47994c701e88"],
+Cell[265382, 5248, 2020, 28, 27, "Output",ExpressionUUID->"d6eb8147-5336-4f0a-af98-2c7f67894dec"]
}, Open ]],
-Cell[199212, 4010, 2099, 61, 87, "Input",ExpressionUUID->"49fe8588-a840-4740-82fd-06e6920b19de"],
Cell[CellGroupData[{
-Cell[201336, 4075, 1206, 30, 47, "Input",ExpressionUUID->"63c8922f-d24e-46ca-a537-602acfdc4822"],
-Cell[202545, 4107, 21709, 443, 200, "Output",ExpressionUUID->"3c60a760-b3ac-4d7b-9b04-c7d37b0d7684"]
+Cell[267439, 5281, 589, 14, 23, "Input",ExpressionUUID->"24a1235a-0106-41db-84ea-024b7cb0822c"],
+Cell[268031, 5297, 1205, 17, 27, "Output",ExpressionUUID->"f74d6f02-720c-446d-9c38-444a61f1ed7e"]
}, Open ]],
-Cell[224269, 4553, 1458, 44, 94, "Input",ExpressionUUID->"666e65f1-8d79-40dc-9b3a-fee9e9d2fc06"],
Cell[CellGroupData[{
-Cell[225752, 4601, 1042, 25, 47, "Input",ExpressionUUID->"fdefbdb5-3432-48a1-ab56-2911aa735797"],
-Cell[226797, 4628, 24236, 484, 188, "Output",ExpressionUUID->"995f7987-477c-4037-9f2a-a4db92542026"]
+Cell[269273, 5319, 495, 13, 23, "Input",ExpressionUUID->"6c35788f-083e-448b-82aa-5d86bb96b55a"],
+Cell[269771, 5334, 681, 10, 27, "Output",ExpressionUUID->"fab803c0-6c8a-4f51-ad3c-a478c5fdbd88"]
}, Open ]],
Cell[CellGroupData[{
-Cell[251070, 5117, 664, 18, 26, "Input",ExpressionUUID->"6bf8aea7-b7b9-4d5b-a161-210bee9bd86a"],
-Cell[251737, 5137, 17301, 312, 198, "Output",ExpressionUUID->"79498c18-6a57-441c-9406-458e4e9973ff"]
+Cell[270489, 5349, 500, 13, 23, "Input",ExpressionUUID->"03139c62-638d-4c12-b522-98250958257e"],
+Cell[270992, 5364, 652, 10, 27, "Output",ExpressionUUID->"834849b1-c68a-4110-8710-d6ab56b9cfdb"]
}, Open ]],
Cell[CellGroupData[{
-Cell[269075, 5454, 1167, 25, 26, "Input",ExpressionUUID->"57f24fa6-c961-417d-8040-d9f006e7bc42"],
-Cell[270245, 5481, 76969, 1284, 190, "Output",ExpressionUUID->"765eacb6-1851-4d58-84e2-e2ed47100b2f"]
+Cell[271681, 5379, 1178, 31, 26, "Input",ExpressionUUID->"c2dc46a6-3d44-49a2-a86b-2bc8d34ad4a2"],
+Cell[272862, 5412, 261, 3, 27, "Output",ExpressionUUID->"b65d9eb6-d781-4a0a-a70a-d4eab4091d42"]
}, Open ]],
-Cell[347229, 6768, 1553, 40, 67, "Input",ExpressionUUID->"8f6a5438-be42-44f3-87d6-da2bc37c171f"],
+Cell[273138, 5418, 3675, 100, 92, "Input",ExpressionUUID->"49fe8588-a840-4740-82fd-06e6920b19de"],
Cell[CellGroupData[{
-Cell[348807, 6812, 632, 15, 26, "Input",ExpressionUUID->"c4cbaaa3-d693-4c1c-b0a0-8724f52d4d94"],
-Cell[349442, 6829, 1038, 28, 40, "Output",ExpressionUUID->"fa68dd36-a911-4b03-a5e1-774b6ced48f8"]
+Cell[276838, 5522, 3687, 79, 95, "Input",ExpressionUUID->"63c8922f-d24e-46ca-a537-602acfdc4822"],
+Cell[280528, 5603, 42346, 821, 200, "Output",ExpressionUUID->"13b84951-cc38-4f71-953f-0adb0f741a41"]
}, Open ]],
+Cell[322889, 6427, 1557, 46, 80, "Input",ExpressionUUID->"666e65f1-8d79-40dc-9b3a-fee9e9d2fc06"],
Cell[CellGroupData[{
-Cell[350517, 6862, 1030, 27, 47, "Input",ExpressionUUID->"ea17c51f-a1d7-41fd-a34c-228c2d4ab784"],
-Cell[351550, 6891, 3907, 81, 193, "Output",ExpressionUUID->"734656d0-32f9-40e2-a69d-89571abd59bf"]
+Cell[324471, 6477, 1148, 26, 26, "Input",ExpressionUUID->"fdefbdb5-3432-48a1-ab56-2911aa735797"],
+Cell[325622, 6505, 34479, 669, 187, "Output",ExpressionUUID->"930a1ab6-cd4c-4165-9216-6f31dd6f1d71"]
}, Open ]],
+Cell[360116, 7177, 289, 6, 23, "Input",ExpressionUUID->"7f334b13-fb8f-476f-af9f-ccaaaff3658d"],
Cell[CellGroupData[{
-Cell[355494, 6977, 347, 6, 26, "Input",ExpressionUUID->"249cb54f-1c35-414f-8168-27f2195185e6"],
-Cell[355844, 6985, 316, 4, 30, "Output",ExpressionUUID->"9b814a6a-324d-4cb2-98b4-7e298a5398a1"]
+Cell[360430, 7187, 2198, 56, 44, "Input",ExpressionUUID->"afd9fdc2-8f88-464e-964a-ee3b58355b95"],
+Cell[362631, 7245, 27242, 473, 193, "Output",ExpressionUUID->"418904c2-3867-4abc-9f50-70af35b92fcd"]
}, Open ]],
Cell[CellGroupData[{
-Cell[356197, 6994, 589, 15, 26, "Input",ExpressionUUID->"e66c9322-9282-4dd8-b7bf-4e72fb9ae72c"],
-Cell[356789, 7011, 253, 5, 32, "Output",ExpressionUUID->"a4c4ccfb-7bb8-41fb-a9fe-42202dac8ba9"]
+Cell[389910, 7723, 3401, 67, 44, "Input",ExpressionUUID->"19ba1574-8da8-420d-80f7-17a4f14ec9e1"],
+Cell[393314, 7792, 13350, 240, 198, "Output",ExpressionUUID->"703b6729-885f-4b8d-996f-7370b4d419ef"]
}, Open ]],
Cell[CellGroupData[{
-Cell[357079, 7021, 333, 7, 26, "Input",ExpressionUUID->"627962e9-b7e0-4522-91c1-a872c1829f1a"],
-Cell[357415, 7030, 226, 4, 32, "Output",ExpressionUUID->"2ccc1fbf-388f-4931-a956-b768507e520d"]
+Cell[406701, 8037, 352, 7, 23, "Input",ExpressionUUID->"84e35e5b-7f3e-4788-809f-e1b50bd74ed2"],
+Cell[407056, 8046, 39956, 701, 363, "Output",ExpressionUUID->"6183abe4-1482-48d4-b438-3be515fa5caf"]
}, Open ]],
Cell[CellGroupData[{
-Cell[357678, 7039, 333, 7, 26, "Input",ExpressionUUID->"a8cc9c6c-6fc3-4b82-9191-4d7c4984dc2c"],
-Cell[358014, 7048, 226, 4, 32, "Output",ExpressionUUID->"3e2cba64-6d05-4547-852b-bb9117d96801"]
+Cell[447049, 8752, 464, 9, 26, "Input",ExpressionUUID->"c19fc7ad-2f20-4408-ae77-f80f7c794d03"],
+Cell[447516, 8763, 511, 6, 27, "Output",ExpressionUUID->"9d6eec3f-fb1b-4010-8b5a-96f35f52fd2d"]
}, Open ]]
}
]