diff options
| author | Jaron Kent-Dobias <jaron@kent-dobias.com> | 2024-09-13 17:08:53 +0200 |
|---|---|---|
| committer | Jaron Kent-Dobias <jaron@kent-dobias.com> | 2024-09-13 17:08:53 +0200 |
| commit | b953eb189459b1756f630cf8c528c09227df9106 (patch) | |
| tree | fa36dc1c92769efcc6c6a65603584067e264ad23 /figures.nb | |
| parent | 28cfd58481308e5d670be280e91ab5d458b86c9b (diff) | |
| download | SciPostPhys_18_158-b953eb189459b1756f630cf8c528c09227df9106.tar.gz SciPostPhys_18_158-b953eb189459b1756f630cf8c528c09227df9106.tar.bz2 SciPostPhys_18_158-b953eb189459b1756f630cf8c528c09227df9106.zip | |
Some new writing.
Diffstat (limited to 'figures.nb')
| -rw-r--r-- | figures.nb | 9483 |
1 files changed, 5311 insertions, 4172 deletions
@@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 10555001, 193025] -NotebookOptionsPosition[ 10539747, 192780] -NotebookOutlinePosition[ 10540142, 192796] -CellTagsIndexPosition[ 10540099, 192793] +NotebookDataLength[ 10596956, 194164] +NotebookOptionsPosition[ 10579546, 193890] +NotebookOutlinePosition[ 10579944, 193906] +CellTagsIndexPosition[ 10579901, 193903] WindowFrame->Normal*) (* Beginning of Notebook Content *) @@ -25,15 +25,25 @@ Cell["Definitions", "Section", 3.9337634781959476`*^9}},ExpressionUUID->"bbc7c15f-5b7d-4690-8a22-\ e1e38c3edf32"], +Cell[CellGroupData[{ + +Cell[TextData[{ + "Extensive ", + StyleBox["M", + FontSlant->"Italic"] +}], "Subsection", + CellChangeTimes->{{3.934901810024063*^9, + 3.934901815164356*^9}},ExpressionUUID->"943941dd-b41b-40a0-98a8-\ +df3d9b12afe7"], + Cell[BoxData[{ RowBox[{ RowBox[{ - RowBox[{"Rs", "[", + RowBox[{"RsOverM", "[", RowBox[{"f_", ",", "\[Alpha]_", ",", "V0_"}], "]"}], "[", "m_", "]"}], ":=", RowBox[{ FractionBox[ - RowBox[{ - RowBox[{"-", "m"}], + RowBox[{"-", RowBox[{"(", RowBox[{"1", "-", SuperscriptBox["m", "2"]}], ")"}]}], @@ -67,42 +77,43 @@ Cell[BoxData[{ RowBox[{ RowBox[{"f", "'"}], "[", "1", "]"}]}], ")"}]}], "-", RowBox[{"\[Alpha]", " ", - SqrtBox[ - RowBox[{ + RowBox[{"\[Sqrt]", + RowBox[{"(", RowBox[{ - FractionBox[ - RowBox[{"4", - SuperscriptBox["V0", "2"]}], "\[Alpha]"], - RowBox[{"f", "[", "1", "]"}], RowBox[{ - RowBox[{"f", "'"}], "[", "1", "]"}], - RowBox[{"(", + FractionBox[ + RowBox[{"4", + SuperscriptBox["V0", "2"]}], "\[Alpha]"], + RowBox[{"f", "[", "1", "]"}], RowBox[{ - FractionBox[ - RowBox[{"f", "[", "1", "]"}], - RowBox[{"1", "-", - SuperscriptBox["m", "2"]}]], "-", + RowBox[{"f", "'"}], "[", "1", "]"}], + RowBox[{"(", RowBox[{ - RowBox[{"f", "'"}], "[", "1", "]"}]}], ")"}]}], "+", - SuperscriptBox[ - RowBox[{"(", - RowBox[{ - FractionBox[ - SuperscriptBox[ - RowBox[{"f", "[", "1", "]"}], "2"], - RowBox[{"1", "-", - SuperscriptBox["m", "2"]}]], "-", + FractionBox[ + RowBox[{"f", "[", "1", "]"}], + RowBox[{"1", "-", + SuperscriptBox["m", "2"]}]], "-", + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}]}], ")"}]}], "+", + SuperscriptBox[ + RowBox[{"(", RowBox[{ - RowBox[{"(", - RowBox[{ - SuperscriptBox["V0", "2"], "+", - RowBox[{"f", "[", "1", "]"}]}], ")"}], + FractionBox[ + SuperscriptBox[ + RowBox[{"f", "[", "1", "]"}], "2"], + RowBox[{"1", "-", + SuperscriptBox["m", "2"]}]], "-", RowBox[{ - RowBox[{"f", "'"}], "[", "1", "]"}]}]}], ")"}], "2"]}]]}]}], - ")"}]}]}], "\[IndentingNewLine]", + RowBox[{"(", + RowBox[{ + SuperscriptBox["V0", "2"], "+", + RowBox[{"f", "[", "1", "]"}]}], ")"}], + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}]}]}], ")"}], "2"]}], + ")"}]}]}]}], ")"}]}]}], "\[IndentingNewLine]", RowBox[{ RowBox[{ - RowBox[{"\[ScriptCapitalS]\[CapitalOmega]", "[", + RowBox[{"\[ScriptCapitalS]\[Chi]", "[", RowBox[{"f_", ",", "\[Alpha]_", ",", "V0_"}], "]"}], "[", "m_", "]"}], ":=", RowBox[{ RowBox[{ @@ -119,9 +130,9 @@ Cell[BoxData[{ RowBox[{"f", "'"}], "[", "1", "]"}]], FractionBox[ RowBox[{"1", "+", - RowBox[{"m", "/", + RowBox[{"1", "/", RowBox[{ - RowBox[{"Rs", "[", + RowBox[{"RsOverM", "[", RowBox[{"f", ",", "\[Alpha]", ",", "V0"}], "]"}], "[", "m", "]"}]}]}], RowBox[{"1", "-", @@ -142,9 +153,9 @@ Cell[BoxData[{ RowBox[{"1", "-", SuperscriptBox["m", "2"]}], RowBox[{"1", "+", - RowBox[{"m", "/", + RowBox[{"1", "/", RowBox[{ - RowBox[{"Rs", "[", + RowBox[{"RsOverM", "[", RowBox[{"f", ",", "\[Alpha]", ",", "V0"}], "]"}], "[", "m", "]"}]}]}]]}]}], ")"}], RowBox[{"-", "1"}]]}]}], ")"}]}], "+", @@ -152,15 +163,220 @@ Cell[BoxData[{ FractionBox["1", "2"], RowBox[{"Log", "[", FractionBox[ - RowBox[{"-", "m"}], + RowBox[{"-", "1"}], RowBox[{ - RowBox[{"Rs", "[", + RowBox[{"RsOverM", "[", RowBox[{"f", ",", "\[Alpha]", ",", "V0"}], "]"}], "[", "m", "]"}]], "]"}]}]}]}]}], "Input", CellChangeTimes->{{3.933763497888567*^9, 3.9337637273614*^9}, 3.933763933334261*^9, {3.933763989719284*^9, 3.933763990111755*^9}, { - 3.933843824345691*^9, 3.933843826804023*^9}, 3.933843897783396*^9}, - CellLabel->"In[1]:=",ExpressionUUID->"41b24844-1147-4d0a-b487-e8350b1d5c79"], + 3.933843824345691*^9, 3.933843826804023*^9}, 3.933843897783396*^9, + 3.934883663330576*^9, {3.9349017159500103`*^9, 3.934901736230404*^9}, { + 3.93490567599302*^9, 3.9349056999214354`*^9}}, + CellLabel-> + "In[234]:=",ExpressionUUID->"31cd432b-1c50-47cc-9bb0-3ac9263b140f"], + +Cell[BoxData[ + RowBox[{ + RowBox[{ + RowBox[{"\[ScriptCapitalS]\[ScriptCapitalN]s", "[", + RowBox[{"f_", ",", "\[Alpha]_", ",", "V0_"}], "]"}], "[", "m_", "]"}], ":=", + RowBox[{ + RowBox[{ + FractionBox["1", "2"], + RowBox[{"(", + RowBox[{"1", "-", "\[Alpha]"}], ")"}], + RowBox[{"Log", "[", + FractionBox[ + RowBox[{ + RowBox[{ + RowBox[{"f", "''"}], "[", "1", "]"}], + RowBox[{"(", + RowBox[{"1", "-", + SuperscriptBox["m", "2"]}], ")"}]}], + RowBox[{ + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}], + RowBox[{"(", + RowBox[{"1", "-", "\[Alpha]"}], ")"}]}]], "]"}]}], "-", + RowBox[{ + FractionBox["1", "2"], "\[Alpha]", " ", + RowBox[{"Log", "[", + FractionBox[ + RowBox[{"\[Alpha]", " ", + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}], + SuperscriptBox["V0", "2"]}], + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{"1", "-", + SuperscriptBox["m", "2"]}], ")"}], + RowBox[{"(", + RowBox[{ + RowBox[{ + RowBox[{ + RowBox[{"f", "''"}], "[", "1", "]"}], + RowBox[{"f", "[", "1", "]"}]}], "+", + SuperscriptBox[ + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}], "2"]}], ")"}]}], "-", + RowBox[{ + RowBox[{"f", "[", "1", "]"}], + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}]}]}]], "]"}]}], "-", + RowBox[{ + FractionBox["1", "2"], "\[Alpha]", + RowBox[{"(", + RowBox[{"1", "+", + FractionBox[ + RowBox[{ + SuperscriptBox["V0", "2"], + RowBox[{"(", + RowBox[{ + RowBox[{ + RowBox[{ + RowBox[{"f", "''"}], "[", "1", "]"}], + RowBox[{"(", + RowBox[{"1", "-", + SuperscriptBox["m", "2"]}], ")"}]}], "-", + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}]}], ")"}]}], + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{"1", "-", + SuperscriptBox["m", "2"]}], ")"}], + RowBox[{"(", + RowBox[{ + RowBox[{ + RowBox[{ + RowBox[{"f", "''"}], "[", "1", "]"}], + RowBox[{"f", "[", "1", "]"}]}], "+", + SuperscriptBox[ + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}], "2"]}], ")"}]}], "-", + RowBox[{ + RowBox[{"f", "[", "1", "]"}], + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}]}]}]]}], ")"}]}]}]}]], "Input", + CellChangeTimes->{{3.934791167012947*^9, 3.93479127487192*^9}, { + 3.934791557338196*^9, 3.934791583585374*^9}, 3.934791659917197*^9, { + 3.934884183406577*^9, 3.9348841896928988`*^9}, {3.934884328015819*^9, + 3.934884334647545*^9}, 3.934906287050675*^9}, + CellLabel-> + "In[289]:=",ExpressionUUID->"e0eb7bcc-50c7-441c-94b3-a9c5e4cbd683"], + +Cell[BoxData[{ + RowBox[{ + RowBox[{"mc", "[", + RowBox[{"f_", ",", "\[Alpha]_", ",", "V0_"}], "]"}], ":=", + RowBox[{"\[Sqrt]", + RowBox[{"(", + RowBox[{"1", "-", + FractionBox[ + RowBox[{"2", + RowBox[{"(", + RowBox[{"1", "-", "\[Alpha]"}], ")"}], + RowBox[{"f", "[", "1", "]"}], + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}]}], + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{"2", "-", "\[Alpha]"}], ")"}], + RowBox[{"f", "[", "1", "]"}], + RowBox[{ + RowBox[{"f", "''"}], "[", "1", "]"}]}], "+", + RowBox[{"2", + RowBox[{"(", + RowBox[{"1", "-", "\[Alpha]"}], ")"}], + SuperscriptBox[ + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}], "2"]}], "-", + RowBox[{ + SqrtBox[ + RowBox[{"\[Alpha]", " ", + RowBox[{ + RowBox[{"f", "''"}], "[", "1", "]"}]}]], + SqrtBox[ + RowBox[{ + RowBox[{"4", + SuperscriptBox["V0", "2"], + RowBox[{"(", + RowBox[{"1", "-", "\[Alpha]"}], ")"}], + SuperscriptBox[ + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}], "2"]}], "+", + RowBox[{"\[Alpha]", " ", + SuperscriptBox[ + RowBox[{"f", "[", "1", "]"}], "2"], + RowBox[{ + RowBox[{"f", "''"}], "[", "1", "]"}]}]}]]}]}]]}], + ")"}]}]}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{ + RowBox[{"\[ScriptCapitalS]\[ScriptCapitalN]", "[", + RowBox[{"f_", ",", "\[Alpha]_", ",", "V0_"}], "]"}], "[", "m_", "]"}], ":=", + RowBox[{"Piecewise", "[", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"\[ScriptCapitalS]\[Chi]", "[", + RowBox[{"f", ",", "\[Alpha]", ",", "V0"}], "]"}], "[", "m", "]"}], + ",", + RowBox[{ + SuperscriptBox["m", "2"], ">=", + SuperscriptBox[ + RowBox[{"mc", "[", + RowBox[{"f", ",", "\[Alpha]", ",", "V0"}], "]"}], "2"]}]}], "}"}], + ",", + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"\[ScriptCapitalS]\[ScriptCapitalN]s", "[", + RowBox[{"f", ",", "\[Alpha]", ",", "V0"}], "]"}], "[", "m", "]"}], + ",", + RowBox[{ + SuperscriptBox["m", "2"], "<", + SuperscriptBox[ + RowBox[{"mc", "[", + RowBox[{"f", ",", "\[Alpha]", ",", "V0"}], "]"}], "2"]}]}], "}"}]}], + "}"}], "]"}]}]}], "Input", + CellChangeTimes->{{3.934791284462268*^9, 3.934791420419561*^9}, { + 3.934791480175459*^9, 3.934791486287212*^9}, {3.934792503440939*^9, + 3.934792541163599*^9}, {3.934884246317961*^9, 3.9348842597657003`*^9}, + 3.934901775480381*^9, {3.934906292841454*^9, 3.934906294953874*^9}}, + CellLabel-> + "In[290]:=",ExpressionUUID->"4ef4fe63-f668-4d4f-9b70-6d607e6fc7d4"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"Von1", "[", + RowBox[{"f_", ",", "\[Alpha]_"}], "]"}], ":=", + SqrtBox[ + RowBox[{ + FractionBox["1", "\[Alpha]"], + RowBox[{"(", + RowBox[{ + RowBox[{ + RowBox[{"(", + RowBox[{"1", "-", "\[Alpha]"}], ")"}], + FractionBox[ + SuperscriptBox[ + RowBox[{ + SuperscriptBox["f", "\[Prime]", + MultilineFunction->None], "[", "1", "]"}], "2"], + RowBox[{ + SuperscriptBox["f", "\[Prime]\[Prime]", + MultilineFunction->None], "[", "1", "]"}]]}], "-", + RowBox[{"\[Alpha]", " ", + RowBox[{"f", "[", "1", "]"}]}]}], ")"}]}]]}]], "Input", + CellChangeTimes->{{3.934905010485401*^9, 3.9349051188008204`*^9}}, + CellLabel-> + "In[239]:=",ExpressionUUID->"8b37e6b8-e4b4-4e60-b3cf-5571a53a0977"], Cell[BoxData[{ RowBox[{ @@ -168,44 +384,90 @@ Cell[BoxData[{ RowBox[{"f_", ",", "\[Alpha]_"}], "]"}], ":=", SqrtBox[ RowBox[{ - FractionBox[ + FractionBox["1", "\[Alpha]"], + RowBox[{"(", RowBox[{"1", "-", "\[Alpha]", "+", SqrtBox[ - RowBox[{"1", "-", "\[Alpha]"}]]}], "\[Alpha]"], + RowBox[{"1", "-", "\[Alpha]"}]]}], ")"}], RowBox[{"f", "[", "1", "]"}]}]]}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Vsh", "[", RowBox[{"f_", ",", "\[Alpha]_"}], "]"}], ":=", SqrtBox[ RowBox[{ - FractionBox[ - RowBox[{ - RowBox[{"2", - RowBox[{"(", - RowBox[{"1", "+", - SqrtBox[ - RowBox[{"1", "-", "\[Alpha]"}]]}], ")"}]}], "-", "\[Alpha]"}], - "\[Alpha]"], + FractionBox["1", "\[Alpha]"], + SuperscriptBox[ + RowBox[{"(", + RowBox[{"1", "+", + SqrtBox[ + RowBox[{"1", "-", "\[Alpha]"}]]}], ")"}], "2"], RowBox[{"f", "[", "1", "]"}], RowBox[{"(", RowBox[{"1", "-", FractionBox[ RowBox[{"f", "[", "1", "]"}], RowBox[{ - RowBox[{"f", "'"}], "[", "1", "]"}]]}], - ")"}]}]]}], "\[IndentingNewLine]", + RowBox[{"f", "'"}], "[", "1", "]"}]]}], ")"}]}]]}]}], "Input", + CellChangeTimes->{{3.934904434375412*^9, 3.934904460247138*^9}, + 3.934904512432835*^9, {3.9349052229659452`*^9, 3.934905228933976*^9}}, + CellLabel-> + "In[240]:=",ExpressionUUID->"cc77e3a8-46c3-4857-9b76-a4773dcd2d50"], + +Cell[BoxData[ RowBox[{ - RowBox[{"Esh", "[", "f_", "]"}], ":=", + RowBox[{"Vth", "[", + RowBox[{"f_", ",", "\[Alpha]_"}], "]"}], ":=", SqrtBox[ - RowBox[{"4", - RowBox[{"f", "[", "1", "]"}], + RowBox[{ + FractionBox["1", "\[Alpha]"], + FractionBox[ + RowBox[{ + RowBox[{ + RowBox[{"f", "[", "1", "]"}], " ", + RowBox[{"(", + RowBox[{ + RowBox[{ + SuperscriptBox["f", "\[Prime]\[Prime]", + MultilineFunction->None], "[", "1", "]"}], "-", + RowBox[{ + SuperscriptBox["f", "\[Prime]", + MultilineFunction->None], "[", "1", "]"}]}], ")"}]}], "+", + SuperscriptBox[ + RowBox[{ + SuperscriptBox["f", "\[Prime]", + MultilineFunction->None], "[", "1", "]"}], "2"]}], + RowBox[{ + SuperscriptBox[ + RowBox[{ + SuperscriptBox["f", "\[Prime]", + MultilineFunction->None], "[", "1", "]"}], "2"], " ", + RowBox[{ + SuperscriptBox["f", "\[Prime]\[Prime]", + MultilineFunction->None], "[", "1", "]"}]}]], RowBox[{"(", - RowBox[{"1", "-", - FractionBox[ + RowBox[{ + RowBox[{ RowBox[{"f", "[", "1", "]"}], RowBox[{ - RowBox[{"f", "'"}], "[", "1", "]"}]]}], - ")"}]}]]}], "\[IndentingNewLine]", + SuperscriptBox["f", "\[Prime]\[Prime]", + MultilineFunction->None], "[", "1", "]"}]}], "+", + RowBox[{ + RowBox[{"(", + RowBox[{"1", "-", "\[Alpha]"}], ")"}], + RowBox[{ + SuperscriptBox["f", "\[Prime]", + MultilineFunction->None], "[", "1", "]"}], + RowBox[{"(", + RowBox[{ + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}], "-", + RowBox[{"f", "[", "1", "]"}]}], ")"}]}]}], ")"}]}]]}]], "Input", + CellChangeTimes->{{3.934904124561154*^9, 3.93490428228905*^9}, { + 3.934904624893012*^9, 3.934904651150135*^9}}, + CellLabel-> + "In[242]:=",ExpressionUUID->"bc277007-5ea8-4c84-b1f2-95863792943a"], + +Cell[BoxData[{ RowBox[{ RowBox[{"VSATs", "[", RowBox[{"f_", ",", "\[Alpha]_"}], "]"}], ":=", @@ -219,107 +481,25 @@ Cell[BoxData[{ RowBox[{"VSAT", "[", RowBox[{"f_", ",", RowBox[{"\[Alpha]_", "?", "NumericQ"}]}], "]"}], ":=", - RowBox[{"V0", "/.", - RowBox[{"FindRoot", "[", - RowBox[{ - RowBox[{ - RowBox[{"\[ScriptCapitalS]\[CapitalOmega]", "[", - RowBox[{"f", ",", "\[Alpha]", ",", "V0"}], "]"}], "[", - SuperscriptBox["10", - RowBox[{"-", "15"}]], "]"}], ",", - RowBox[{"{", - RowBox[{"V0", ",", - RowBox[{"VSATs", "[", - RowBox[{"f", ",", "\[Alpha]"}], "]"}]}], "}"}]}], "]"}]}]}]}], "Input",\ - - CellChangeTimes->{{3.9337642116352386`*^9, 3.933764290035758*^9}, { - 3.933764331668426*^9, 3.933764440182709*^9}, {3.9337652714948797`*^9, - 3.933765271654711*^9}, {3.934628931522331*^9, 3.934628982537657*^9}}, - CellLabel-> - "In[436]:=",ExpressionUUID->"b03bc860-b1c0-4e93-9060-8118f88e47e4"], - -Cell[BoxData[ - RowBox[{ - RowBox[{"mMin", "[", - RowBox[{"f_", ",", "\[Alpha]_", ",", "V0_"}], "]"}], ":=", - RowBox[{"\[Sqrt]", - RowBox[{"(", - RowBox[{ - RowBox[{"(", + RowBox[{"Block", "[", + RowBox[{ + RowBox[{"{", "V0", "}"}], ",", + RowBox[{"V0", "/.", + RowBox[{"FindRoot", "[", RowBox[{ RowBox[{ - RowBox[{"-", - SuperscriptBox["V0", "2"]}], " ", - RowBox[{"(", - RowBox[{ - RowBox[{"-", "2"}], "+", "\[Alpha]"}], ")"}], " ", - RowBox[{"f", "[", "1", "]"}], " ", - RowBox[{"(", - RowBox[{ - RowBox[{"f", "[", "1", "]"}], "-", - RowBox[{"2", " ", - RowBox[{ - SuperscriptBox["f", "\[Prime]", - MultilineFunction->None], "[", "1", "]"}]}]}], ")"}], " ", - RowBox[{ - SuperscriptBox["f", "\[Prime]", - MultilineFunction->None], "[", "1", "]"}]}], "+", - RowBox[{ - SuperscriptBox["V0", "4"], " ", "\[Alpha]", " ", - SuperscriptBox[ - RowBox[{ - SuperscriptBox["f", "\[Prime]", - MultilineFunction->None], "[", "1", "]"}], "2"]}], "+", - RowBox[{"2", " ", - SqrtBox[ - RowBox[{ - RowBox[{"-", - SuperscriptBox["V0", "4"]}], " ", - RowBox[{"(", - RowBox[{ - RowBox[{"-", "1"}], "+", "\[Alpha]"}], ")"}], " ", - SuperscriptBox[ - RowBox[{"f", "[", "1", "]"}], "4"], " ", - SuperscriptBox[ - RowBox[{ - SuperscriptBox["f", "\[Prime]", - MultilineFunction->None], "[", "1", "]"}], "2"]}]]}], "+", - RowBox[{"\[Alpha]", " ", - SuperscriptBox[ - RowBox[{"f", "[", "1", "]"}], "2"], " ", - RowBox[{ - SuperscriptBox["f", "\[Prime]", - MultilineFunction->None], "[", "1", "]"}], " ", - RowBox[{"(", - RowBox[{ - RowBox[{"-", - RowBox[{"f", "[", "1", "]"}]}], "+", - RowBox[{ - SuperscriptBox["f", "\[Prime]", - MultilineFunction->None], "[", "1", "]"}]}], ")"}]}]}], ")"}], - "/", - RowBox[{"(", - RowBox[{ - RowBox[{"(", - RowBox[{ - RowBox[{ - SuperscriptBox["V0", "4"], " ", "\[Alpha]"}], "+", - RowBox[{"2", " ", - SuperscriptBox["V0", "2"], " ", - RowBox[{"(", - RowBox[{ - RowBox[{"-", "2"}], "+", "\[Alpha]"}], ")"}], " ", - RowBox[{"f", "[", "1", "]"}]}], "+", - RowBox[{"\[Alpha]", " ", - SuperscriptBox[ - RowBox[{"f", "[", "1", "]"}], "2"]}]}], ")"}], " ", - SuperscriptBox[ - RowBox[{ - SuperscriptBox["f", "\[Prime]", - MultilineFunction->None], "[", "1", "]"}], "2"]}], ")"}]}], - ")"}]}]}]], "Input", - CellChangeTimes->{{3.933764707636427*^9, 3.933764736628632*^9}}, - CellLabel->"In[7]:=",ExpressionUUID->"b26718dc-2cea-4fdb-b7ee-88d00ee5b4db"], + RowBox[{"\[ScriptCapitalS]\[ScriptCapitalN]", "[", + RowBox[{"f", ",", "\[Alpha]", ",", "V0"}], "]"}], "[", "0", "]"}], + ",", + RowBox[{"{", + RowBox[{"V0", ",", + RowBox[{"VSATs", "[", + RowBox[{"f", ",", "\[Alpha]"}], "]"}]}], "}"}], ",", + RowBox[{"WorkingPrecision", "->", "20"}]}], "]"}]}]}], + "]"}]}]}], "Input", + CellChangeTimes->{{3.934905706345481*^9, 3.934905750290791*^9}}, + CellLabel-> + "In[292]:=",ExpressionUUID->"887923af-c2a5-4daf-a390-329ad8b0575f"], Cell[BoxData[ RowBox[{ @@ -340,8 +520,47 @@ Cell[BoxData[ RowBox[{ SuperscriptBox["f", "\[Prime]", MultilineFunction->None], "[", "1", "]"}]]]}]], "Input", - CellChangeTimes->{{3.933764828238638*^9, 3.933764852086349*^9}}, - CellLabel->"In[8]:=",ExpressionUUID->"08648c98-5e11-49e5-9ecf-4568bf068ad0"], + CellLabel-> + "In[245]:=",ExpressionUUID->"ae4b3868-2814-4b44-b4ff-31f08142beda"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"mMin", "[", + RowBox[{"f_", ",", "\[Alpha]_", ",", "V0_"}], "]"}], ":=", + SqrtBox[ + RowBox[{"1", "-", + RowBox[{ + FractionBox[ + SuperscriptBox[ + RowBox[{"f", "[", "1", "]"}], "2"], + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}]], + FractionBox[ + RowBox[{ + RowBox[{ + SuperscriptBox["V0", "2"], + SuperscriptBox[ + RowBox[{"(", + RowBox[{"1", "+", + SqrtBox[ + RowBox[{"1", "-", "\[Alpha]"}]]}], ")"}], "2"]}], "-", + RowBox[{"\[Alpha]", " ", + RowBox[{"f", "[", "1", "]"}]}]}], + RowBox[{ + RowBox[{"2", + SuperscriptBox["V0", "2"], + RowBox[{"f", "[", "1", "]"}], + RowBox[{"(", + RowBox[{"2", "-", "\[Alpha]"}], ")"}]}], "-", + RowBox[{"\[Alpha]", + RowBox[{"(", + RowBox[{ + SuperscriptBox["V0", "4"], "+", + SuperscriptBox[ + RowBox[{"f", "[", "1", "]"}], "2"]}], ")"}]}]}]]}]}]]}]], "Input", + CellChangeTimes->{{3.9349047205127287`*^9, 3.9349047432743053`*^9}}, + CellLabel-> + "In[246]:=",ExpressionUUID->"4f6920cf-cc07-42fa-a1f1-17510e8bf6d0"], Cell[BoxData[ RowBox[{ @@ -353,163 +572,428 @@ Cell[BoxData[ RowBox[{"FindRoot", "[", RowBox[{ RowBox[{ - RowBox[{"\[ScriptCapitalS]\[CapitalOmega]", "[", + RowBox[{"\[ScriptCapitalS]\[Chi]", "[", RowBox[{"f", ",", "\[Alpha]", ",", "V0"}], "]"}], "[", "m", "]"}], ",", RowBox[{"{", RowBox[{"m", ",", RowBox[{"ms", "[", RowBox[{"f", ",", "\[Alpha]", ",", "V0"}], "]"}]}], "}"}]}], "]"}]}]}]], "Input", - CellChangeTimes->{{3.933765005098021*^9, 3.9337650409542227`*^9}, { - 3.93376526778261*^9, 3.933765267958608*^9}}, - CellLabel->"In[9]:=",ExpressionUUID->"336506fe-ed5b-44be-8723-7d5b12b2b85d"], + CellLabel-> + "In[247]:=",ExpressionUUID->"1d42e2a7-edba-4126-9a6f-e244a68ca2fe"] +}, Closed]], -Cell[BoxData[ +Cell[CellGroupData[{ + +Cell[TextData[{ + StyleBox["M", + FontSlant->"Italic"], + " = 1 (Spherical spin glasses)" +}], "Subsection", + CellChangeTimes->{{3.9349018249451838`*^9, + 3.934901830882506*^9}},ExpressionUUID->"609c5f73-5486-4a56-bc9d-\ +ef27acb7df90"], + +Cell[BoxData[{ RowBox[{ RowBox[{ - RowBox[{"\[ScriptCapitalS]\[ScriptCapitalN]", "[", - RowBox[{"f_", ",", "\[Alpha]_", ",", "V0_", ",", "\[Epsilon]_"}], "]"}], - "[", - RowBox[{"m_", ",", "mh_", ",", "Ap_", ",", "Am_", ",", "D_", ",", "R_"}], - "]"}], ":=", - RowBox[{"mh", "+", - RowBox[{ - FractionBox["1", "2"], "\[ImaginaryI]", " ", "\[Epsilon]", " ", "Am"}], - "-", - RowBox[{"\[Alpha]", " ", - FractionBox["1", "2"], - RowBox[{"Log", "[", - FractionBox[ - RowBox[{ + RowBox[{"RsOverM", "[", + RowBox[{"f_", ",", "E_"}], "]"}], "[", "m_", "]"}], ":=", + RowBox[{ + FractionBox[ + RowBox[{"-", + RowBox[{"(", + RowBox[{"1", "-", + SuperscriptBox["m", "2"]}], ")"}]}], + RowBox[{"2", + SuperscriptBox[ + RowBox[{"(", RowBox[{ + RowBox[{"f", "[", "1", "]"}], "-", RowBox[{ - RowBox[{"f", "'"}], "[", "1", "]"}], - RowBox[{"(", + RowBox[{"(", + RowBox[{"1", "-", + SuperscriptBox["m", "2"]}], ")"}], RowBox[{ - RowBox[{"D", " ", - RowBox[{"f", "[", "1", "]"}]}], "+", - RowBox[{ - SuperscriptBox["R", "2"], - RowBox[{ - RowBox[{"f", "'"}], "[", "1", "]"}]}]}], ")"}]}], "-", + RowBox[{"f", "'"}], "[", "1", "]"}]}]}], ")"}], "2"]}]], + RowBox[{"(", + RowBox[{ + RowBox[{ + SuperscriptBox["E", "2"], + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}]}], "+", + RowBox[{"2", + RowBox[{"f", "[", "1", "]"}], + RowBox[{"(", RowBox[{ - FractionBox["1", "2"], - RowBox[{"(", - RowBox[{ - SuperscriptBox[ - RowBox[{"(", - RowBox[{"R", "-", - RowBox[{ - FractionBox["1", "2"], "Ap"}]}], ")"}], "2"], "+", - RowBox[{ - FractionBox["1", "2"], - SuperscriptBox["Am", "2"]}]}], ")"}], - RowBox[{"f", "[", "1", "]"}], + FractionBox[ + RowBox[{"f", "[", "1", "]"}], + RowBox[{"1", "-", + SuperscriptBox["m", "2"]}]], "-", RowBox[{ - RowBox[{"f", "''"}], "[", "1", "]"}]}]}], + RowBox[{"f", "'"}], "[", "1", "]"}]}], ")"}]}], "-", + SqrtBox[ RowBox[{ - FractionBox["1", "4"], - SuperscriptBox[ + RowBox[{"4", " ", + SuperscriptBox["E", "2"], " ", + RowBox[{"f", "[", "1", "]"}], " ", RowBox[{"(", - RowBox[{"R", "+", + RowBox[{ + FractionBox[ + RowBox[{"f", "[", "1", "]"}], + RowBox[{"1", "-", + SuperscriptBox["m", "2"]}]], "-", RowBox[{ - FractionBox["1", "2"], "Ap"}]}], ")"}], "2"], - SuperscriptBox[ - RowBox[{ - RowBox[{"f", "'"}], "[", "1", "]"}], "2"]}]], "]"}]}], "-", - RowBox[{"\[Alpha]", " ", - FractionBox["1", "2"], - RowBox[{"Log", "[", - FractionBox[ - RowBox[{ - SuperscriptBox["\[Epsilon]", "2"], "+", - RowBox[{"\[ImaginaryI]", " ", "\[Epsilon]", " ", + SuperscriptBox["f", "\[Prime]", + MultilineFunction->None], "[", "1", "]"}]}], ")"}], " ", RowBox[{ - RowBox[{"f", "'"}], "[", "1", "]"}], " ", "Am"}], "+", + SuperscriptBox["f", "\[Prime]", + MultilineFunction->None], "[", "1", "]"}]}], "+", RowBox[{ - FractionBox["1", "4"], - RowBox[{"(", - RowBox[{ - SuperscriptBox["Ap", "2"], "-", - SuperscriptBox["Am", "2"]}], ")"}], + SuperscriptBox["E", "4"], " ", SuperscriptBox[ RowBox[{ - RowBox[{"f", "'"}], "[", "1", "]"}], "2"]}]}], - RowBox[{ - FractionBox["1", "4"], - SuperscriptBox[ - RowBox[{"(", - RowBox[{"R", "+", - RowBox[{ - FractionBox["1", "2"], "Ap"}]}], ")"}], "2"], - SuperscriptBox[ - RowBox[{ - RowBox[{"f", "'"}], "[", "1", "]"}], "2"]}]], "]"}]}], "+", + SuperscriptBox["f", "\[Prime]", + MultilineFunction->None], "[", "1", "]"}], "2"]}]}]]}], + ")"}]}]}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{ + RowBox[{"\[ScriptCapitalS]\[Chi]", "[", + RowBox[{"f_", ",", "E_"}], "]"}], "[", "m_", "]"}], ":=", + RowBox[{ + RowBox[{ + RowBox[{"-", + FractionBox["1", "2"]}], + FractionBox[ + SuperscriptBox["E", "2"], + RowBox[{"f", "[", "1", "]"}]], + SuperscriptBox[ + RowBox[{"(", + RowBox[{"1", "-", + RowBox[{ + FractionBox[ + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}], + RowBox[{"f", "[", "1", "]"}]], + FractionBox[ + RowBox[{"1", "-", + SuperscriptBox["m", "2"]}], + RowBox[{"1", "+", + RowBox[{"1", "/", + RowBox[{ + RowBox[{"RsOverM", "[", + RowBox[{"f", ",", "E"}], "]"}], "[", "m", "]"}]}]}]]}]}], ")"}], + + RowBox[{"-", "1"}]]}], "+", RowBox[{ FractionBox["1", "2"], RowBox[{"Log", "[", FractionBox[ + RowBox[{"-", "1"}], RowBox[{ - RowBox[{"D", - RowBox[{"(", - RowBox[{"1", "-", - SuperscriptBox["m", "2"]}], ")"}]}], "+", - SuperscriptBox["R", "2"], "-", - RowBox[{"2", "R", " ", "m", " ", "mh"}], "+", - SuperscriptBox["mh", "2"]}], - RowBox[{ - FractionBox["1", "4"], - SuperscriptBox[ - RowBox[{"(", - RowBox[{"R", "+", - RowBox[{ - FractionBox["1", "2"], "Ap"}]}], ")"}], "2"]}]], "]"}]}], "+", + RowBox[{"RsOverM", "[", + RowBox[{"f", ",", "E"}], "]"}], "[", "m", "]"}]], + "]"}]}]}]}]}], "Input", + CellChangeTimes->{{3.9348836755635*^9, 3.934883865790575*^9}, { + 3.934905616703445*^9, 3.9349056624413013`*^9}, {3.9349063394283247`*^9, + 3.9349063483801413`*^9}}, + CellLabel-> + "In[294]:=",ExpressionUUID->"061b0d8b-a806-4ba3-99ce-b246670e2517"], + +Cell[BoxData[ + RowBox[{ + RowBox[{ + RowBox[{"\[ScriptCapitalS]\[ScriptCapitalN]s", "[", + RowBox[{"f_", ",", "E_"}], "]"}], "[", "m_", "]"}], ":=", + RowBox[{ RowBox[{ FractionBox["1", "2"], RowBox[{"Log", "[", FractionBox[ RowBox[{ - SuperscriptBox["Ap", "2"], "-", - SuperscriptBox["Am", "2"]}], - SuperscriptBox[ + RowBox[{ + RowBox[{"f", "''"}], "[", "1", "]"}], RowBox[{"(", - RowBox[{"R", "+", - RowBox[{ - FractionBox["1", "2"], "Ap"}]}], ")"}], "2"]], "]"}]}], "-", + RowBox[{"1", "-", + SuperscriptBox["m", "2"]}], ")"}]}], + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}]], "]"}]}], "-", RowBox[{ - FractionBox["1", "2"], "\[Alpha]", " ", - SuperscriptBox["V0", "2"], - SuperscriptBox[ - RowBox[{"(", + FractionBox["1", "2"], + FractionBox[ + RowBox[{ + SuperscriptBox["E", "2"], + RowBox[{"(", + RowBox[{ + RowBox[{ + RowBox[{ + RowBox[{"f", "''"}], "[", "1", "]"}], + RowBox[{"(", + RowBox[{"1", "-", + SuperscriptBox["m", "2"]}], ")"}]}], "-", + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}]}], ")"}]}], + RowBox[{ RowBox[{ - RowBox[{"f", "[", "1", "]"}], "+", - FractionBox[ + RowBox[{"(", + RowBox[{"1", "-", + SuperscriptBox["m", "2"]}], ")"}], + RowBox[{"(", RowBox[{ - SuperscriptBox["R", "2"], + RowBox[{ + RowBox[{ + RowBox[{"f", "''"}], "[", "1", "]"}], + RowBox[{"f", "[", "1", "]"}]}], "+", SuperscriptBox[ RowBox[{ - RowBox[{"f", "'"}], "[", "1", "]"}], "2"]}], + RowBox[{"f", "'"}], "[", "1", "]"}], "2"]}], ")"}]}], "-", + RowBox[{ + RowBox[{"f", "[", "1", "]"}], + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}]}]}]]}]}]}]], "Input", + CellChangeTimes->{{3.934791167012947*^9, 3.93479127487192*^9}, { + 3.934791557338196*^9, 3.934791583585374*^9}, 3.934791659917197*^9, { + 3.934884154412121*^9, 3.93488423339764*^9}, {3.934884289399638*^9, + 3.934884318519025*^9}, {3.93488448979454*^9, 3.934884502274577*^9}, { + 3.934906352500264*^9, 3.9349063535557747`*^9}}, + CellLabel-> + "In[296]:=",ExpressionUUID->"f9a8f68e-12c1-460f-9e19-b7703b29ffe4"], + +Cell[BoxData[{ + RowBox[{ + RowBox[{"mc", "[", + RowBox[{"f_", ",", "E_"}], "]"}], ":=", + SqrtBox[ + RowBox[{"1", "-", + FractionBox[ + RowBox[{ + RowBox[{"f", "[", "1", "]"}], + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}]}], + RowBox[{ + RowBox[{ + RowBox[{"f", "[", "1", "]"}], + RowBox[{ + RowBox[{"f", "''"}], "[", "1", "]"}]}], "+", + SuperscriptBox[ + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}], "2"], "-", + RowBox[{ + SqrtBox[ RowBox[{ - RowBox[{"D", " ", - RowBox[{ - RowBox[{"f", "'"}], "[", "1", "]"}]}], "-", - RowBox[{ - FractionBox["1", "2"], - RowBox[{"(", - RowBox[{ - SuperscriptBox[ - RowBox[{"(", - RowBox[{"R", "-", - RowBox[{ - FractionBox["1", "2"], "Ap"}]}], ")"}], "2"], "+", - RowBox[{ - FractionBox["1", "2"], - SuperscriptBox["Am", "2"]}]}], ")"}], + RowBox[{"f", "''"}], "[", "1", "]"}]], + SqrtBox[ + RowBox[{ + SuperscriptBox["E", "2"], + SuperscriptBox[ RowBox[{ - RowBox[{"f", "''"}], "[", "1", "]"}]}]}]]}], ")"}], - RowBox[{"-", "1"}]]}]}]}]], "Input", - CellChangeTimes->{{3.934536700056289*^9, 3.934536857209461*^9}}, - CellLabel->"In[10]:=",ExpressionUUID->"c1297907-e97f-4b0c-9644-ead31698af8d"], + RowBox[{"f", "'"}], "[", "1", "]"}], + "2"]}]]}]}]]}]]}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{ + RowBox[{"\[ScriptCapitalS]\[ScriptCapitalN]", "[", + RowBox[{"f_", ",", "E_"}], "]"}], "[", "m_", "]"}], ":=", + RowBox[{"Piecewise", "[", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"\[ScriptCapitalS]\[Chi]", "[", + RowBox[{"f", ",", "E"}], "]"}], "[", "m", "]"}], ",", + RowBox[{ + SuperscriptBox["m", "2"], ">=", + SuperscriptBox[ + RowBox[{"mc", "[", + RowBox[{"f", ",", "E"}], "]"}], "2"]}]}], "}"}], ",", + RowBox[{"{", + RowBox[{ + RowBox[{ + RowBox[{"\[ScriptCapitalS]\[ScriptCapitalN]s", "[", + RowBox[{"f", ",", "E"}], "]"}], "[", "m", "]"}], ",", + RowBox[{ + SuperscriptBox["m", "2"], "<", + SuperscriptBox[ + RowBox[{"mc", "[", + RowBox[{"f", ",", "E"}], "]"}], "2"]}]}], "}"}]}], "}"}], + "]"}]}]}], "Input", + CellChangeTimes->{{3.934791284462268*^9, 3.934791420419561*^9}, { + 3.934791480175459*^9, 3.934791486287212*^9}, {3.934792503440939*^9, + 3.934792541163599*^9}, {3.9348842366057663`*^9, 3.934884276831177*^9}, { + 3.934884346623869*^9, 3.934884424472877*^9}, {3.934905880820263*^9, + 3.934905885640099*^9}, {3.93490632040548*^9, 3.93490633703471*^9}}, + CellLabel-> + "In[297]:=",ExpressionUUID->"3de2de4d-cf28-41cc-82f9-e562d6ed39ce"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"\[Mu]m", "[", "f_", "]"}], ":=", + SqrtBox[ + RowBox[{"4", + RowBox[{ + RowBox[{"f", "''"}], "[", "1", "]"}]}]]}]], "Input", + CellChangeTimes->{{3.893505745813592*^9, 3.893505753575885*^9}}, + CellLabel-> + "In[253]:=",ExpressionUUID->"2f8d3dc8-dced-47d9-9a9f-8fe09be3d78f"], + +Cell[BoxData[{ + RowBox[{ + RowBox[{"Eon1", "[", "f_", "]"}], ":=", + SqrtBox[ + FractionBox[ + SuperscriptBox[ + RowBox[{ + SuperscriptBox["f", "\[Prime]", + MultilineFunction->None], "[", "1", "]"}], "2"], + RowBox[{ + SuperscriptBox["f", "\[Prime]\[Prime]", + MultilineFunction->None], "[", "1", "]"}]]]}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"Eon", "[", + RowBox[{"f_", ",", "\[Alpha]_"}], "]"}], ":=", + SqrtBox[ + RowBox[{"2", + RowBox[{"f", "[", "1", "]"}]}]]}]}], "Input", + CellChangeTimes->{{3.934905333514051*^9, 3.934905366434834*^9}}, + CellLabel-> + "In[302]:=",ExpressionUUID->"3eceb3f5-a87d-45e5-9f2c-9c19800751ec"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"Eth", "[", "f_", "]"}], ":=", + FractionBox[ + RowBox[{ + RowBox[{ + RowBox[{"f", "[", "1", "]"}], " ", + RowBox[{"(", + RowBox[{ + RowBox[{ + SuperscriptBox["f", "\[Prime]\[Prime]", + MultilineFunction->None], "[", "1", "]"}], "-", + RowBox[{ + SuperscriptBox["f", "\[Prime]", + MultilineFunction->None], "[", "1", "]"}]}], ")"}]}], "+", + SuperscriptBox[ + RowBox[{ + SuperscriptBox["f", "\[Prime]", + MultilineFunction->None], "[", "1", "]"}], "2"]}], + RowBox[{ + RowBox[{ + SuperscriptBox["f", "\[Prime]", + MultilineFunction->None], "[", "1", "]"}], " ", + SqrtBox[ + RowBox[{ + SuperscriptBox["f", "\[Prime]\[Prime]", + MultilineFunction->None], "[", "1", "]"}]]}]]}]], "Input", + CellChangeTimes->{{3.894975994833596*^9, 3.894976001740634*^9}, + 3.934875411121439*^9, {3.93490429661489*^9, 3.9349043290164824`*^9}}, + CellLabel-> + "In[256]:=",ExpressionUUID->"5054a1d1-5235-4140-a83c-29b4c9614c1f"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"Esh", "[", "f_", "]"}], ":=", + SqrtBox[ + RowBox[{"4", + RowBox[{"f", "[", "1", "]"}], + RowBox[{"(", + RowBox[{"1", "-", + FractionBox[ + RowBox[{"f", "[", "1", "]"}], + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}]]}], ")"}]}]]}]], "Input", + CellChangeTimes->{{3.9337642116352386`*^9, 3.933764290035758*^9}, { + 3.933764331668426*^9, 3.933764440182709*^9}, {3.9337652714948797`*^9, + 3.933765271654711*^9}, {3.934628931522331*^9, 3.934628982537657*^9}, + 3.9349017782559423`*^9, {3.93490185406778*^9, 3.934901863931283*^9}}, + CellLabel-> + "In[257]:=",ExpressionUUID->"5a0216e3-adef-4964-bbf9-08e450a06cdc"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"ESATs", "[", "f_", "]"}], ":=", + SqrtBox[ + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}]]}]], "Input", + CellChangeTimes->{{3.934905397324395*^9, 3.934905403131865*^9}}, + CellLabel-> + "In[258]:=",ExpressionUUID->"ca694e41-0c8a-4c02-9488-39accc3fcf96"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"ESAT", "[", "f_", "]"}], ":=", + RowBox[{"Block", "[", + RowBox[{ + RowBox[{"{", "e", "}"}], ",", + RowBox[{"e", "/.", + RowBox[{"FindRoot", "[", + RowBox[{ + RowBox[{ + RowBox[{"\[ScriptCapitalS]\[ScriptCapitalN]", "[", + RowBox[{"f", ",", "e"}], "]"}], "[", "0", "]"}], ",", + RowBox[{"{", + RowBox[{"e", ",", + RowBox[{"ESATs", "[", "f", "]"}]}], "}"}], ",", + RowBox[{"WorkingPrecision", "->", "20"}]}], "]"}]}]}], + "]"}]}]], "Input", + CellChangeTimes->{{3.934905427333538*^9, 3.934905462935669*^9}, { + 3.9349055722791*^9, 3.934905572597727*^9}, 3.934905646334741*^9, { + 3.934905764532222*^9, 3.9349057920605183`*^9}, {3.934906368804578*^9, + 3.934906369180567*^9}}, + CellLabel-> + "In[301]:=",ExpressionUUID->"44b1508c-998d-42b7-8f03-22008fe43d5b"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"mMin", "[", + RowBox[{"f_", ",", "E_"}], "]"}], ":=", + SqrtBox[ + RowBox[{"1", "-", + RowBox[{ + FractionBox[ + SuperscriptBox[ + RowBox[{"f", "[", "1", "]"}], "2"], + RowBox[{ + RowBox[{"f", "'"}], "[", "1", "]"}]], + FractionBox["4", + RowBox[{ + RowBox[{"4", + RowBox[{"f", "[", "1", "]"}]}], "-", + SuperscriptBox["E", "2"]}]]}]}]]}]], "Input", + CellChangeTimes->{{3.933764707636427*^9, 3.933764736628632*^9}, + 3.93480374008319*^9, {3.934818275987388*^9, 3.934818276764564*^9}, + 3.934818309627305*^9, {3.9348869334810243`*^9, 3.934887005290781*^9}, + 3.934887074092181*^9, {3.934901897237357*^9, 3.9349018990682297`*^9}, { + 3.934903208178445*^9, 3.9349032235229177`*^9}, {3.934905836390389*^9, + 3.9349058424184637`*^9}, {3.934906361788027*^9, 3.934906362164112*^9}}, + CellLabel-> + "In[300]:=",ExpressionUUID->"54e4850d-f259-4e0c-a784-4eeb03349208"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"ms", "[", + RowBox[{"f_", ",", "E_"}], "]"}], ":=", + SqrtBox[ + RowBox[{"1", "-", + FractionBox[ + SuperscriptBox["E", "2"], + RowBox[{ + SuperscriptBox["f", "\[Prime]", + MultilineFunction->None], "[", "1", "]"}]]}]]}]], "Input", + CellChangeTimes->{{3.933764828238638*^9, 3.933764852086349*^9}, { + 3.9348872310943336`*^9, 3.934887245390922*^9}, {3.9349018779880667`*^9, + 3.9349019064130774`*^9}, {3.934905810597476*^9, 3.934905827029511*^9}, { + 3.934906364555955*^9, 3.9349063648844147`*^9}}, + CellLabel-> + "In[299]:=",ExpressionUUID->"409057c5-6083-434c-aa2a-5e30f758175b"] +}, Closed]], + +Cell[CellGroupData[{ + +Cell["General", "Subsection", + CellChangeTimes->{{3.934902487575786*^9, + 3.9349024881094913`*^9}},ExpressionUUID->"fb09862d-269c-49ef-8e26-\ +172c318fc3b7"], Cell[BoxData[ RowBox[{ @@ -520,7 +1004,36 @@ Cell[BoxData[ FractionBox["1", "2"], SuperscriptBox["q", "3"]}]}], "]"}]}], ";"}]], "Input", CellChangeTimes->{{3.933764758981324*^9, 3.933764760532564*^9}}, - CellLabel->"In[11]:=",ExpressionUUID->"bc0c79a5-5d5f-41ea-a0ca-c421c1cc8550"] + CellLabel-> + "In[262]:=",ExpressionUUID->"9667f18c-9918-4567-b469-c4b4e50aa395"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"f34", "=", + RowBox[{"Function", "[", + RowBox[{"q", ",", + RowBox[{ + FractionBox["1", "2"], + RowBox[{"(", + RowBox[{ + SuperscriptBox["q", "3"], "+", + SuperscriptBox["q", "4"]}], ")"}]}]}], "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.934875120629967*^9, 3.934875131133002*^9}}, + CellLabel-> + "In[263]:=",ExpressionUUID->"c689e352-b164-45af-9267-c61188f5d6ec"], + +Cell[BoxData[ + RowBox[{ + RowBox[{"fp", "[", "p_", "]"}], ":=", + RowBox[{"Function", "[", + RowBox[{"q", ",", + RowBox[{ + FractionBox["1", "2"], + SuperscriptBox["q", "p"]}]}], "]"}]}]], "Input", + CellChangeTimes->{{3.9349024927739162`*^9, 3.934902501194688*^9}}, + CellLabel-> + "In[264]:=",ExpressionUUID->"c50d5710-c668-472d-8334-14adbb7f598f"] +}, Open ]] }, Open ]], Cell[CellGroupData[{ @@ -533,8 +1046,9 @@ Cell["Plots", "Section", Cell[CellGroupData[{ Cell["Action examples", "Subsection", - CellChangeTimes->{{3.933763767977631*^9, - 3.933763772321542*^9}},ExpressionUUID->"80e4596a-0f6c-482b-9d38-\ + CellChangeTimes->{{3.933763767977631*^9, 3.933763772321542*^9}, { + 3.934905947506899*^9, + 3.9349059482834473`*^9}},ExpressionUUID->"80e4596a-0f6c-482b-9d38-\ 4e3778e2b753"], Cell[CellGroupData[{ @@ -548,7 +1062,7 @@ Cell[BoxData[ RowBox[{"Function", "[", RowBox[{"V0", ",", RowBox[{ - RowBox[{"\[ScriptCapitalS]\[CapitalOmega]", "[", + RowBox[{"\[ScriptCapitalS]\[Chi]", "[", RowBox[{ RowBox[{"Function", "[", RowBox[{"q", ",", "q"}], "]"}], ",", @@ -686,10 +1200,11 @@ q\",FontSlant->\"Italic\"]\)) = \!\(\*StyleBox[\"q\",FontSlant->\"Italic\"]\)\ 3.933649406292515*^9, 3.933649406339818*^9}, {3.933649450189885*^9, 3.933649450306967*^9}, {3.933669603756253*^9, 3.93366960474959*^9}, { 3.933763782188147*^9, 3.933763853668864*^9}, {3.933763889963334*^9, - 3.9337638968932343`*^9}, {3.9346177266119347`*^9, 3.934617726812172*^9}, { - 3.934691358426899*^9, 3.934691402679966*^9}, 3.93469148334969*^9}, + 3.9337638968932343`*^9}, {3.934617726611935*^9, 3.934617726812172*^9}, { + 3.934691358426899*^9, 3.934691402679966*^9}, 3.93469148334969*^9, + 3.934901783253079*^9}, CellLabel-> - "In[472]:=",ExpressionUUID->"6c182b3c-b61b-4da5-97eb-545f093d6397"], + "In[271]:=",ExpressionUUID->"6c182b3c-b61b-4da5-97eb-545f093d6397"], Cell[BoxData[ GraphicsBox[ @@ -3821,16 +4336,17 @@ StyleBox[\\\"q\\\",FontSlant->\\\"Italic\\\"]\\)) = \\!\\(\\*StyleBox[\\\"q\\\ 3.9336460483347273`*^9, 3.933646068778495*^9}, {3.9336461086345*^9, 3.93364617560248*^9}, 3.933646386026937*^9, 3.933646430152437*^9, 3.93364665199582*^9, 3.933646682523655*^9, {3.933647827016654*^9, - 3.933647867664772*^9}, {3.933648131295436*^9, 3.9336481736311264`*^9}, { + 3.933647867664772*^9}, {3.933648131295436*^9, 3.933648173631126*^9}, { 3.9336482388073874`*^9, 3.933648280664535*^9}, 3.9336483174169083`*^9, { 3.933648511488976*^9, 3.933648513963965*^9}, {3.933648666423731*^9, 3.93364868051263*^9}, 3.933648724316554*^9, 3.933649364304496*^9, 3.933649407517312*^9, 3.93364945127024*^9, 3.933669606189589*^9, { - 3.933763814158901*^9, 3.933763845794353*^9}, 3.9337639997438083`*^9, - 3.9338438381602073`*^9, 3.933845140162109*^9, 3.934617728107791*^9, { - 3.934691363308331*^9, 3.934691404119993*^9}, 3.934691484594481*^9}, + 3.933763814158901*^9, 3.933763845794353*^9}, 3.933763999743808*^9, + 3.933843838160207*^9, 3.933845140162109*^9, 3.934617728107791*^9, { + 3.934691363308331*^9, 3.934691404119993*^9}, 3.934691484594481*^9, + 3.93490595038376*^9}, CellLabel-> - "Out[472]=",ExpressionUUID->"7f960138-517a-4f1a-b9e6-0eaf7b02798e"] + "Out[271]=",ExpressionUUID->"6517c44d-8e1b-4288-9884-3fce3d59ee8f"] }, Open ]], Cell[CellGroupData[{ @@ -3840,25 +4356,25 @@ Cell[BoxData[{ RowBox[{"es", "=", RowBox[{"{", RowBox[{"0", ",", - RowBox[{"2", - RowBox[{ - SqrtBox[ - RowBox[{ - FractionBox["1", "2"], "+", - FractionBox["1", - SqrtBox["2"]]}]], "/", "3"}]}], ",", - SqrtBox[ + RowBox[{ + FractionBox["2", "3"], + RowBox[{"Von", "[", + RowBox[{ + RowBox[{"fp", "[", "3", "]"}], ",", + RowBox[{"1", "/", "2"}]}], "]"}]}], ",", + RowBox[{"Von", "[", RowBox[{ - FractionBox["1", "2"], "+", - FractionBox["1", - SqrtBox["2"]]}]], ",", "1.25`", ",", "1.3250000000000002`", ",", + RowBox[{"fp", "[", "3", "]"}], ",", + RowBox[{"1", "/", "2"}]}], "]"}], ",", "1.25", ",", "1.325", ",", "1.375", ",", - SqrtBox[ - RowBox[{"1", "+", - FractionBox[ - RowBox[{"2", " ", - SqrtBox["2"]}], "3"]}]], ",", "1.42", ",", - "1.44042348655380148084529792564829760627`20.", ",", "1.46"}], "}"}]}], + RowBox[{"Vsh", "[", + RowBox[{ + RowBox[{"fp", "[", "3", "]"}], ",", + RowBox[{"1", "/", "2"}]}], "]"}], ",", "1.42", ",", + RowBox[{"VSAT", "[", + RowBox[{ + RowBox[{"fp", "[", "3", "]"}], ",", + RowBox[{"1", "/", "2"}]}], "]"}], ",", "1.46"}], "}"}]}], ";"}], "\[IndentingNewLine]", RowBox[{"actionPlot3", "=", RowBox[{"Plot", "[", @@ -3868,13 +4384,9 @@ Cell[BoxData[{ RowBox[{"Function", "[", RowBox[{"V0", ",", RowBox[{ - RowBox[{"\[ScriptCapitalS]\[CapitalOmega]", "[", + RowBox[{"\[ScriptCapitalS]\[Chi]", "[", RowBox[{ - RowBox[{"Function", "[", - RowBox[{"q", ",", - RowBox[{ - FractionBox["1", "2"], - SuperscriptBox["q", "3"]}]}], "]"}], ",", + RowBox[{"fp", "[", "3", "]"}], ",", RowBox[{"1", "/", "2"}], ",", "V0"}], "]"}], "[", "m", "]"}]}], "]"}], "/@", "es"}], "]"}], ",", RowBox[{"{", @@ -4019,9 +4531,10 @@ q\",FontSlant->\"Italic\"]\)) = \!\(\*FractionBox[\(1\), \ 3.9336494473909883`*^9, 3.933649447500427*^9}, {3.93366961091483*^9, 3.933669611694421*^9}, {3.933764016856601*^9, 3.933764023559519*^9}, { 3.934617731755888*^9, 3.934617731978382*^9}, 3.934691417570671*^9, { - 3.93469145016115*^9, 3.934691467707241*^9}}, + 3.93469145016115*^9, 3.934691467707241*^9}, 3.934901786719558*^9, { + 3.934906485251297*^9, 3.934906580629836*^9}}, CellLabel-> - "In[470]:=",ExpressionUUID->"987acbda-9443-4a50-9527-bdd438ec8a24"], + "In[325]:=",ExpressionUUID->"987acbda-9443-4a50-9527-bdd438ec8a24"], Cell[BoxData[ GraphicsBox[ @@ -4211,16 +4724,16 @@ dbu/DKRAw5xR5z/wj69bD7PAvy3JAf93Ieg/NCAVcpZRxL8nMQtsduPoP6yC TagBox[ {RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" -1:eJwBsQFO/iFib1JlAgAAABoAAAACAAAAzaEgN5m52T9AwdtHSQKLP/4LF2/6 -vtk/wKskK37Vij8YSUWt9MTZP2A6V4X+ooo/7TG3nsb02T8AlziMcAGJP5cD -m4FqVNo/wD/dC+yRhT/mZOqX5lraP6Cy2veYVIU/NsY5rmJh2j9AG7YEFBeF -P9SI2Npabto/wOXP93abhD8QDhY0S4jaP8A6Q33/oYM/iBiR5iu82j/AmtK2 -faaBP3kth0vtI9s/gFHgmKweez9bV3MVcPPbPwA6nXiMqGM/0DDcC7x23T8A -6j9u04t5v2EXjgp+Gt8/IH7q5JsXkb9jWNwmS1vgP8CLrqiWxJy/7ue5eXob -4T8gVjAc1WCkvwf+u9Dk6+E/wI2vfmWFq7/4VgZZcq7iPwCiA+TCa7G/VAmN -Aytt4z/QT3iU/1e1vz5COLIePOQ/6DLUHHkDur8AviuSNf3kPyBPinlXzb6/ -UMBDdofO5T8Yx0HZEEPCv3kFpIv8keY/uPR47o83xb8MpEDDnFHnP/BstqaT -a8i/LckB/3ch6D+omNeDZ0vMv46T/nhezOg/rBxaZDvfz7+309Ys +1:eJwBsQFO/iFib1JlAgAAABoAAAACAAAAzaEgN5m52T9gwdtHSQKLP/4LF2/6 +vtk/AKwkK37Vij8YSUWt9MTZP6A6V4X+ooo/7TG3nsb02T9AlziMcAGJP5cD +m4FqVNo/IEDdC+yRhT/mZOqX5lraPwCz2veYVIU/NsY5rmJh2j9gG7YEFBeF +P9SI2Npabto/AObP93abhD8QDhY0S4jaP+A6Q33/oYM/iBiR5iu82j/gmtK2 +faaBP3kth0vtI9s/gFHgmKweez9bV3MVcPPbPwA7nXiMqGM/0DDcC7x23T8A +6j9u04t5v2EXjgp+Gt8/wH3q5JsXkb9jWNwmS1vgP6CLrqiWxJy/7ue5eXob +4T8gVjAc1WCkvwf+u9Dk6+E/sI2vfmWFq7/4VgZZcq7iP/ChA+TCa7G/VAmN +Aytt4z/AT3iU/1e1vz5COLIePOQ/2DLUHHkDur8AviuSNf3kPxhPinlXzb6/ +UMBDdofO5T8Mx0HZEEPCv3kFpIv8keY/tPR47o83xb8MpEDDnFHnP+hstqaT +a8i/LckB/3ch6D+gmNeDZ0vMv46T/nhezOg/rBxaZDvfz78vqdWH "]]}, Annotation[#, "Charting`Private`Tag#5"]& ], TagBox[ @@ -4241,91 +4754,91 @@ AL4rkjX95D8M+1O3D8vEv1DAQ3aHzuU/OE+oJi7Ix795BaSL/JHmP+S4oGfP TagBox[ {RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" -1:eJwV1nk41N0XAPDJXoqkIpShjUJTUX6RM6VNypIWFE3JGi8iY62RJWtkJ2a+ -lBDKvsad7CQm2UnzWltkyfL2Vvjd94955vk85z5nvnO/95xz5W46XrDkIZFI -f/Dnv2/N/TyWiYnNiGryUzn0YDT0BgeLh4Q3I3Kq+eTKsWi4O7y+xtO3GXH9 -7VvtDaLhZbSs7DXbZkRqO7qo4hANsouafdv+14wYG3vELj2PBp5K+vlnvU2I -zCWcFCVioOnEd7VXEk2I23to8dePGLho3CtQH9uAiPpcVd/oOAiy2cpfENSA -yJaSnI2pcVDpfpOX5dWAqInffVkv40A+cXLF/UYDognYqyQ1x8FMH+lfJWW8 -fkPu+x0rcRB2VfFbTF09Ynyg0SNt4qHO3LP91lwdogkJ9rWoJoCqpUwCn2Et -4i7IXpYoTIQjs+cs2k/UImKzmU5FVSJQfXxUktRrEclwX82lpkQ4FztUt49c -i9jXG864fUyEW/XErOl0DaJOb2o0E0yCmJ07dfPDaxBxgv9Oo0kSzI0pL5u1 -vEEkoXH22n+ToMAKbpVqsxFJa8+NBLlkkFM+54MOsxH5Fb1YfU8yRM4ZxzXu -xXF7HcmOA8ngyLjT1CPORtQuyroZ7WQwUdU1mWlEiPGTr63XMhn0nkh8dRZC -iMhke5pnJoO6bZ7w3eAqRGR3fqcqpMDmxeajAc5ViG3vNsBHSYGFByOOsSZV -iDQzO//mcAoUJG/uLFasQuQp8Ve7T6eAMsc7ebH5NSLr65ikWqaA/GEdZfc1 -rxH7xTp9vdQUEOYf1vMKrUC00+a8seJMkFxFJ/s7VyBujtnPTdJM2LEk/CPs -Co6PrxWIkGeC1oJaLHN7BWLAH0fb/Uy4MxY88KayHBFnk1OQHhN66/fbCE2W -Ia65zNUfD5nwPNDXN/ZcKWKf2qniMc+EwgebjZgHShHpTL/Fyi8msO9l78iQ -LEXcH2NdPqtY0O/W1Vg2WoLIGrYuFiIsWGetKDLoXYLYt74XvN/NAtfT75Pk -c4sR27T5fxomLDguJFf0al0R4uqIrTtbwoL532GyrguFiPZX93avShY8n/4Z -ov6xEFE92LHpbBas7uHceJNTiNhVDx+Nt7CAk84Q/aCL48+9JyU/scBcm2u3 -GFyACD9NUTIvAV73WHJHBfIRR6RZs303AUp3hMNXTeWhvKfpRsuKBAxZ0n/W -d+UhSrTorj1KBBw/r9+ul44tfGaFTiFgjcyKN+1EHpqRcI6YVCeA4lKVJ8j/ -CuVtK3r4Px0CbL9obItdykZEZdeQpTUBe16tURVtzka0oCx1I1sCvrr26QTH -ZCPqaptWzdsE2JHod332ZqMZpe6nfI7YEgWtliYvEOVRq5y1G/ZJBa9DxZmI -sC3rpPvjfML/ROYxsEU/iygG4nyc+ud7zmUibkhtaPdDvP6aRce2kQxECs7V -3xWK7cJUFBTLQBzHRNHExwTcTt3Y22OfjriF27++TcH/33rku6F6OqLOJUUe -YxEwqVTA28qbjkhPPB8UEgTYl+nvYyc9Q8RC6tmwp9jtIYGZTU8Rg9brJZaF -vURS89iRhtiqsoN2hThfbfvZuelU5BSf4JlehPMFMWkOlamIFK3mMFiM12/U -DLtxIRWft9WGUEaAw176iA6DQHnGNPm+1wQMFPRvVytLQZSIbVZm9QQ8FzOt -FjdMQWShgVHjBgKcnPqMf3xJRpQ3MsMGjQQIqPSGv5JORkTpMdNDzQQcyOr6 -R/F+EiIoEfo9rQQsCV6KEpJMQjMCc5ySdwQ0WXUqTeQlItIBUldUGwHmOz7c -eDacgNbzKFpTOQSEsDhvt52KRwZ2h2ucPxBwaVnfamkoDq1/YmOt1kkA2ayd -NEiPQ9R2m+gF7BKpNrXErFgUmfnF93Y3AcOxb1ni62IQtcmtUbmPgNz5s0d+ -pEejyICs/C5sd6OWTo5WNMqb79jl2U+AiFjz6kdOUejzX9uKygYIOBLW4CLU -GYl6Xyjarh0igP/bSZEJ+0hEjnhanoDN0anPrOePRDYaWolynwhoFQmq5Hd8 -hM7UfRNU5BJwszVwpoYIR0IvVidkYP8MDtjJ6AhDVDvzcvm/CdjO7xfxSy0U -zYjW5osME1BW41tXah2CSNeHgu9j6zEY/7omBiP3a6cXJrE9f/tYTP95iNg1 -W4KqRgjomHU/PFrrj2aarHLUxgiweUW3T13wQ4zqWOVQ7GV7t1Tz3X6I7H/8 -1EfsPZ9dhPtCfJFBigqVPk4AO/0ONe41A61P95RH2NkNw1+fD95H7DEzJu8E -ATxVH6ufPPVGBtv5LB9gq6gPKGwW9EJUg86819imhb1RkXYeiL35csIcdqBK -9581bXREO7xeZvdnAvKzPlgF7HdD6/2CNa9gD+54z1mJcUVNA2d++WELEW1H -PH/eQTaqXZdysVWlW5/NX3VGvZHF+h+w2UrRW4fuOSKOgPPnBewSCQelUz72 -iGT+QF78C35entMaL71sEUWiyF4Zm/hOPrvZ0wo5rbg0nsCO6/1lfM/dAvXO -7jtogh1W22k97kZDQT2X8uywec3Mvid/NUWMDCPwwJ46ICbsMHERMazjuf7Y -RWIhhp5N5xFjb0RMOHZI1WyYVM0xRNmcdTUa2z/dUu7b1C4kZGJ0KA5bPvv3 -TPQeRaDMLO74zz+0eth8hsdBkj9y93/rpaMdA25d0QPKxaKj/+VLm+PdOaxy -CTg5C1b//V7pVgPBDQeuQt7kWJo79vj2tnkiiQYESWLWFntGfX5MPdkC2CNS -hsbYv85L9XBSrMCJ5Vejjc1nQW2yYdmCje7ICSVsUXerclKqPaiva+0Rw5YK -D3uRkOYIBpIcz3m8nxsM+85LXnAGbq6vcie2jNWKVp6RKySwD7FDsFOdog57 -d96FGZ7rrBvYu7x2Us5cooOx6b0wNez9kbpy3MuewL4x+agTv/+SpKEtOT1e -YKxFe8rC1kx33uBu7AOfgzbVWWNv//h2lZAyA5x0IhSm8Xmzurlp2eE7Awg9 -j9svsTMnzH99yPUFp0/TZXbYKj9mf7BU/GBGu825H59fJ7rGNP+0HyjwXRsM -xy784//t9it/4CjU6GthqwtKjh6mBAJ5zkI/bhTXS9gNbspMIAgN1fcfxa4S -yx7kzX8I1NJzDsO4fo7LaHW17w8GoYObn8tjn9t/q8H6YBgw7heb3sf1+agk -t+bdHPabq+Ki2O81/qk+WBQOMz/etD/B9Xz5VEjpimoEOJnKXMjB9Z+nbNyp -K/0YegtVnLM+EnBhxrvjntdjKEv/V0MOe64glZM/8BhI/XKCcYMEHFL/1iqR -HAUKRn3JbrjfVB6/Vz8iEwO0Y2IV4rg/PTtTfFI1IAby+KQ7LXvx+dWbrPf/ -HgNEgr9FUQ8B10xNG3ZWxwL1pQH3FO53y86HGq2vxwNtnn38GO6X43SH02WN -8UC+VvXTrYOANp9njUKUBKC4vpPNek8AK3hDUxYpERjavIgH91tq6lTTt9Qk -oH5mHwjF/VohY6eO5ponQJK/fPPZWwLEcq81h915AtSxouXyFtxfy1qalfE9 -i+vywqu/iQA/zvMWx9EUIE240WfqCBi5v2/cIxq/t7JXy454nvTy6O5Kw3OC -ILMq9Ctxvwywsmr5TQBXoKl/bwWut9CUcalbqcDuTDvZV4rrK154olI1DdiF -/iVCeJ7tejUxsdT1FNglx8LLM3G/G2J98ZXMAK61gOF1PE833Fm3eEAnAxgG -3uFjEQS85vfiGfXA8cZfsTaP8PMrX5Y+NZAB6zlGqy3xPK7wWnt+DTMTaFmn -HA4HELBui0de1PYXwBbNbDrmTkCB0QX6U5VcIIzOsr9cxfs9gfwuXs8Fg+sV -6UKmBAh6KUfyR+ZCZL2Wzg5jHE8TyrKezQVOXl2T4UU8L2ar+/cWvQTuiF9K -wDk8jxs3yfbL5AGD8VLDQJOAe7cePLiZlg8c3T+H/9pCAKOc5ECtyAf2WGXc -Pgm8nyL3r2zryAfuVGjD940EBJV5KfWvKgCuTGE8bT0BUWvvdhveKACanuu8 -rCAB6UXWe46RC4F7NN11zWcWtPKd75BlFgHts514WxwL2kzevl4qLgK2crCb -32MWvH+pkzHwrgi4f/2iHQhjQbfxKe/4pSJgZN9t8vZlATcHdomaFQObvrul -9ja+/1084LksXQIMrU/9W4AF0ukS8h8TS4G8rVmLy2XCTIiUQ00httu1Yuhn -Qp3T1rKMd6VASr3vEP+BCfaa2/XurCoD2kcx5r4GJrz+oOIpaFsGhF/a3zzZ -TDDnOdWxX70cCOXy3wddmJB23fVBYHcFsMmelWVLKaAg9X54n3g1MNoHC9f9 -ToYrQkvRJnuxNZb0heaSIXBR4aSfdjUQkUnTv78mw1gHI6PbBTs+TK2tPxnS -Qin2Pp3VQNIUrNlWkQwySxELLbEIyM2uaxzpySDktJvvYBgb2LI7S+snn8Cf -C+Ob20RqgGTVULKpJgm8o6pZ49I1QNsjW+9WmgRL7+MUVhRwPNPlUntOEiwb -nD5C0a4BMmNl0So+CUj6mWZRdOwsGSmKfRLw6do9u8ytAUazaK3CxiRYqz21 -/1N+LXDV8lJfmCXC1oOL52Yu1gNjtNc8ozseJtz/EUahTUCdpuvmO8aAeMuW -SKnQt0CyX4rZWxcJdLW2HTfftgHJd1LbxDkIZLsNQforB0hbQ+Ysi32AxQxw -/f2oA0iuToVR6SYwv+XA1H6lTmC0Rr1Nl3NBv6QcW17mduF+Fzw0VxmIZBQX -Xqbq9wC17WSS4JFoNP1aeLG/qxeI01N3a08/QfG8T3ztLvZDZNzAxIPZVHT1 -issmp7kBIJ59ixRYje+1lEHh124fwUBEVl3+UA66IfFozT2pTxA0mJD5XiEf -WRgP7tK9ygXSmFjUoEMRmpoo9/CU/hvUmZ2Nf6pKkeByJWf029+QJ/7w/Wx6 -Jfp5WcDkzsth+BxuVjOagtDF1eG8ex1GgOKI2gK/vUFax9ULtmmOQpGSOmXD -7TpEqt4bpbY0CmsL7Mkm/zQgA7a228O2MThTc29KdKUZefA/C/3zeBxyyj3+ -TMm8QwE8BcbC+yYgR8b0lsandvR/S8sAdw== +1:eJwV1nk8lOsXAPDJEqUsqQgxtFFoEuVXcrSnDa0omhZrXETGVo0sWWuyEzMv +JRQau0jPNLYhMWQnzZWlRYws163k99w/5vN+vp/zzJl3nvc557zqV9xO2YmQ +SKTf+PPf1WibiF1ycgOiW83pRG6Phe7wcPmI6AZETrcdW9gbCzcHZbl+gQ2I +E+zS5GIeC/mxamoXnXC8ec+srmssqM0a9aj+D39/ZZfc2aexIFJJO/Gkm4fI +AsJdSyEOeAe+G7xQwO7ZMfvzRxycsexeXBtfh4jaPP3A2AQIc1wrXhhWh0zs +FPkr0xOg0ueKKMu/DlGTvwey8hNAI3lswecy9mIX3ZSGBBD2kP7V1sHrV+S1 +rl9IgKgLWt/iamoR/T2VxnBMhBpbv5ZrUzWILinR06ifBPp2KkliFtVIMKN2 +TqEoGXZNHr/acqAaEattTCuqksHk1i3dFMNqRLLYyj3LS4bj8QM1W8nViHOp +7oj3h2S4VktMWk9wkcnEqnobiRSI27DhWEE0F3EOiN+ot0qBqWGdPzaNbxBJ +coSz7N8UKLSHa2X7OYhsvPlyknoqqOscv4V2cpDJC1qJ4eZUYExZJtRvwXEX +U8U2vVRwo9/gdcnjeAdluXB/KljpH7MS1iNEnxNr7rZLhZOPFL56SCLEyeb4 +2WangqETW+pmeBXiPG//bqKZBqtnG/aEeFQhgYt3nxglDWbufnKLt6pCZOHk +9JudaVCYurq9RAt7XP7FpsNpoMMPSJ1teIXIZqZW6XZpoLHTVMdn6SskeLbc +7GR6GkiJD570j6xA9MO2ovHyTFBcRCMHe1QgQa7N3CplJqyfl/oRdb4CmYws +W/xAgwnGMwbxzHUViIDfbk7bmHBjOLzvTeVLRBxNTUMnmdBdu81RcqwckS6p +XPhxjwlPQwMD44+XIcGhDbq+00wourv6NFOvDJGP9F5d+MkEzu3n67MUyxBp +arjj1iIW9Hp31JcPlSKT3U6eV6VZsNxBS7o/oBQJrn0vbN3EAq/DrSkaeSVI +YN3wv91WLNgnqV78YnkxEpjKLT9ayoLpX1FqXjNFiP5X5zr/ShY8nZiLMPxQ +hMi+nPhMDguWdPEvv8ktQpyqe/dHGlnAz6TLvD9WhKhPA8YUP7LAdr/AeTa8 +ELGDjGTIogT432ap71lcgPjSDUYtmwjQviEVvWicjTiPM0//0SJgwI42V9vB +RuRYmY2btQnYd8Ks5WQmG1GkjizQKAQsVVkIoB5gI6GCx4MxQwIonlVsCfEX +iK1afO9/pgQ4fdmtGj//HLErOwbsHAjY/GKpvkzDc0QNyzE87UTAV68e0/C4 +54iyxLHJ6DoBziTazVtbniOSTudjMTdshcImO6tnyOR+k7qDN/ZBTf8dJdmI +cCpvpwXjfFL/MNj0bMSW+SytFYrz8Wufbj6ejUiR1ZGd9/D6i1fbVD9lIWFY +ntnGSGxPppaEXBYSuCXLJD8k4Hr6yu4ul0zEL1r39W0a/v8On75bGGYi86kU +xl4WAWPahaJNoplI9pHf3SKCAJdys62clCeImEk/GvUYuyUiNJv3GLlTu/3l +crDnSQa+6zMQX1+t37kI56tuOTo1kY7oiUl+mcU4XxiT6lqZjkixBq79JXj9 +SqOoy6fSEQOWWEA5Aa5baJ9M6QTiW1I1el4R0FfYu86gPA2ZPFC1t6kl4Kmc +9Wt5izREluwbsqwjwN29x/LHl1Rk/kZl0LyegMW63dEvlFMRu2yv9Y4GAvRy +Ov7RupOCCMoDs64mAuYlzsZIKqYg4eIpfuk7Anj27dqj7GQkq0fqiGkmwHb9 ++8tPBpMQSUTLwYRPQASL/1b1UCKiOu/kerwn4OwfM/v5gQREfuToYNBOANmm +hdRPS0CUFsfYGexSpWaD5Jx4RGR/CbzeScBg/FuW/PI4ROV51+v0EJA3fXTX +j8xYRA/JKejA9jnd2M43jkWc6baNfr0ESMs1LLnvHoPm/lItLu8jYFdUnadk +OwPXs5bTsgECxL8dlB51YSDNB49fJmHzTWuza8UZyH23cbL6RwKapMMqxd3u +I8eabxJaAgKuNIUKuUQ0kn22JCkLey48ZAO9LQqZO9u+1PibgHXiQQ9+GkQi +oUx1gfQgAeXcwJoyhwhc3wPhd7BP0un/eiWHI/rFwzNj2H6/bl2d+H0P8bhr +wqo+EdA26bNzqDoYzfHscw2GCXB8QXNJnwlCYa/jdSKx/7h4p9tuCkKU4H2H +PmBv/uwp1RMRiMzTdE1oIwRwMm+YJLyiI3KmnwbCfl43+PVp/x3EG7Zhio4S +IFL14fWjxwHIfJ2Y3V1sXcM+zdUS/sjEvJ39Ctu6qDuG4eyLylefS5rCDtXt +/L20mYaoO2VVNn0moCDnvX3INm8kGxRudB67f30rfyHOC/H6jvwMwpYkmnf5 +zd1A7vodZ/Ow9ZWbnkxf8EACRonZe2yOduzagdtuqHuxx+cZ7FIFV+1Dt1yQ +rO1dDfkv+H5FDu/O93dCFIViFx1s4jv56Go/exS24Fl/ADuh+6flbZ+riD+5 +dbsVdlR1u8OINxX5dJ1lO2OL2th8T/1qjehZp8EXe1xPTsp19AyiOyQKgrGL +5SIs/HgnUNiWB3HR2BFVk1FK3L2IsjrnQix2cKad+rfxjUjW6vSOBGyN57+E +sZu1gCKcXf+ffxh3ccQs9gFFnLHpv/XKsW4h186fBMqZ4j3/5cuYEt0wqHsW +eLkz9v/9Xtlac4kVeheAPTac4YM9sq55mkihQjZJYdIJW2g4PWyYehX4n5Qs +LLF/nlDq4qfZA50VxN2PLXbVhOfIcgLqsU8HtLFlfOxfktJdwGR5U5cctlJ0 +1LOkDDewVOT7TeP9XGHRc0LxlAcI8wJ12rFV7BeM2ae9gMHZwYnATneP2RnQ +fhNIopdYl7E3+m+gHDlLA6r17SgD7G2MY+qCc35Qfnnsfjt+/qUpA2tyu/zB +3Jj6mIVtlOmxwsfyFnwOW1XjgL3uw9tFkjp0CDN9oDmBz5v9lVV/XL/TgTjp +ez0fO3vU9uf7vEDw+ThR7oyt+2PyB0s3CBQPNHv04vPrTts9IT4RBIZiF/uj +sYt+B3+7/iIYeJpcM2NsQwnFoZ2UUJCdumqWMITrJeqyIE0YCqSB2t492FVy +z/tFC+6BSdlx10FcP/tUjDtatoWD4vbVTzWwj2+7VuewPQrod0qs7+D6vF+a +x303FQXEmwvyMtitu/95vb04GuZ+vGl5hOv53KGIsgX9B+BorXIqF9c/W8ey +/ZjyQ+AX6XrkfCDglDCg7bb/Q2Bn/rtbHXuqMJ1f0PcQJHvVJRL6Cdhh+K1J +ITUGyKd7Ur1xv6ncd7v2k0ocUPfKVcjj/vTkSMlB/ZA4YIspt9t14/N7cqw2 ++HscEEnBV4u7CLhobV234XU8mOSbCw7hfvfHY0e9w6VEoE5z9u3F/XKE5nq4 +vD4RyBer5rzbCGi+9aRekpIEFK93ajmtBLDCV/BySMnA2C+KRHC/NUkf531L +TwGTzxy9SNyvNbM2mBotfQRC9XNXnrwlQC7vYkPUjUdgPlz852Uj7q/ljQ06 ++D1L4PnMv5dHQBD/aaPbUBqQRr1pwhoCPt3ZOuIbSwC9/MUfNzxPukWObczA +c4IgsyrMKnG/DLG3b/yFz/ViXu+WClxvkWkjStfSgd+ecbCnDNdXotRopX4G +sIuCSyXxPNv4YnR0vuMxcEr3Rr/Mxv1ugPUlUDELhA6LLS7hebrixvJZPdMs +YJgHRA8/IOCVuL/IkC+O1/+Md7yP71/nnPKhviyQ5Z9eYofncYX/shNLmdng +nnPIdWcIAcvX+LJj1j0Djkw2b68PAYWnT9Ee6+YBcfoo58sFvN+jKOjMpTyg +XqrIlLQmQMJfhyHOyAN2rbHpekscz5DMcZjMAz67hmdxBs+Lyde9W4rzQfgp +KC3kOJ7H9avUelXYQKfn7zY3IuD2tbt3r2QUAP/Y751/rcH79JLkalKBPVyZ +sFUB76f0nfOqbQUgHI+s+76SgLByf+3eRYUgUClKpMoSELPsZqfF5UJwP+k1 +rSZBQGaxw+a95CLg7Mn0WvqZBU1iJ9rUmMVA/+ws35zAgmart6/mS4qBoxPu +HfSQBa35pll974pB8NdPql4UCzotDwUkzhcD8fwmLyCQBYJc2ChjUwIEbVNj +9XX8/ndGz++PcilQjT/2rgEWKGcqaHxILgOyaoOxQMAEYYSSK7cI2/tiCfQy +ocZ9bXnWO+z0O66J75ngYrTu5I1F5UD9IMfcWseEV+91/SScyoEIyvhb5DkT +bEUOtW0zfAmEzstf2z2ZkHHJ625oZwUIyH6V5fNpoKnUOrhV/jVwWvqLlv9K +hfOS87FWW14DsXveTHIqFUJnNQ8G7cdxRsrEr6+pMNxGz+r0xPHEKIPm3lTI +iKS43Gp/DSQjCa5qRSqozD+YaYxHQG7wWupGSwVJ901i26M4IFDbUFY79gh+ +nxpZ3SzNBZJ9XekqbgoExLxmjShzgbpZrda7LAXmWxM0FzS5IMjyPNuSmwJ/ +zA/vouznApm+MGufmAIks2ybGBoXTHJUlCguKSB2zPnJOQEXiAaZas2VKbBs +//i2jwXVIDBgpz+zSYa122ePC8/UAjHUbZvVmQijPv9IoUgeUCdoxwrc4kC+ +cQ1DKfItkF3m47bUMIBm0Lz+yttmMAkc22/lEQZqnRag/JUPpLURU3Ylt4DF +DPH6db8NSN7uRTGZVjC9Rm98m3Y7kN7FvM1U90Q/ldwa8/M6gHMnfGCqMhSp +aM3kp5t1Abn5YIrErlg08UpqtrejG6iHx29WH36EEkUfBTqf6QVGQt/o3cl0 +dOG85yr3qT4gnnxjLF6ShfiUfqlX3h+ALK1mqLEjF11WuL/0ttJHCOtPym7V +LEBXLfs3HrsgANKwXEy/azEaH33p66f8N2gy2+t/V5UhiT+V/KFvfwNb/l7r +ZGYlmju32OpG/iB8jrbhDqUhdGZJtOgW10+g7YaaQ7+9Qcb7DAtVjYagWNuQ +suJ6DSK93hJjMD8EywpdyFb/1CFzzn7ve83DcIR7e1xmoQH5ij+J/P1wBHJf ++v4eV3mHQkQKLaW2jkKuivW13R9b0P8B87wD6g== "]]}, Annotation[#, "Charting`Private`Tag#7"]& ], TagBox[ @@ -4794,16 +5307,16 @@ dbu/DKRAw5xR5z/wj69bD7PAvy3JAf93Ieg/NCAVcpZRxL8nMQtsduPoP6yC RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwBsQFO/iFib1JlAgAAABoAAAACAAAAzaEgN5m52T9AwdtHSQKLP/4LF2/6 -vtk/wKskK37Vij8YSUWt9MTZP2A6V4X+ooo/7TG3nsb02T8AlziMcAGJP5cD -m4FqVNo/wD/dC+yRhT/mZOqX5lraP6Cy2veYVIU/NsY5rmJh2j9AG7YEFBeF -P9SI2Npabto/wOXP93abhD8QDhY0S4jaP8A6Q33/oYM/iBiR5iu82j/AmtK2 -faaBP3kth0vtI9s/gFHgmKweez9bV3MVcPPbPwA6nXiMqGM/0DDcC7x23T8A -6j9u04t5v2EXjgp+Gt8/IH7q5JsXkb9jWNwmS1vgP8CLrqiWxJy/7ue5eXob -4T8gVjAc1WCkvwf+u9Dk6+E/wI2vfmWFq7/4VgZZcq7iPwCiA+TCa7G/VAmN -Aytt4z/QT3iU/1e1vz5COLIePOQ/6DLUHHkDur8AviuSNf3kPyBPinlXzb6/ -UMBDdofO5T8Yx0HZEEPCv3kFpIv8keY/uPR47o83xb8MpEDDnFHnP/BstqaT -a8i/LckB/3ch6D+omNeDZ0vMv46T/nhezOg/rBxaZDvfz7+309Ys +1:eJwBsQFO/iFib1JlAgAAABoAAAACAAAAzaEgN5m52T9gwdtHSQKLP/4LF2/6 +vtk/AKwkK37Vij8YSUWt9MTZP6A6V4X+ooo/7TG3nsb02T9AlziMcAGJP5cD +m4FqVNo/IEDdC+yRhT/mZOqX5lraPwCz2veYVIU/NsY5rmJh2j9gG7YEFBeF +P9SI2Npabto/AObP93abhD8QDhY0S4jaP+A6Q33/oYM/iBiR5iu82j/gmtK2 +faaBP3kth0vtI9s/gFHgmKweez9bV3MVcPPbPwA7nXiMqGM/0DDcC7x23T8A +6j9u04t5v2EXjgp+Gt8/wH3q5JsXkb9jWNwmS1vgP6CLrqiWxJy/7ue5eXob +4T8gVjAc1WCkvwf+u9Dk6+E/sI2vfmWFq7/4VgZZcq7iP/ChA+TCa7G/VAmN +Aytt4z/AT3iU/1e1vz5COLIePOQ/2DLUHHkDur8AviuSNf3kPxhPinlXzb6/ +UMBDdofO5T8Mx0HZEEPCv3kFpIv8keY/tPR47o83xb8MpEDDnFHnP+hstqaT +a8i/LckB/3ch6D+gmNeDZ0vMv46T/nhezOg/rBxaZDvfz78vqdWH "]]}, "Charting`Private`Tag#5"], Annotation[{ Directive[ @@ -4828,91 +5341,91 @@ AL4rkjX95D8M+1O3D8vEv1DAQ3aHzuU/OE+oJi7Ix795BaSL/JHmP+S4oGfP RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwV1nk41N0XAPDJXoqkIpShjUJTUX6RM6VNypIWFE3JGi8iY62RJWtkJ2a+ -lBDKvsad7CQm2UnzWltkyfL2Vvjd94955vk85z5nvnO/95xz5W46XrDkIZFI -f/Dnv2/N/TyWiYnNiGryUzn0YDT0BgeLh4Q3I3Kq+eTKsWi4O7y+xtO3GXH9 -7VvtDaLhZbSs7DXbZkRqO7qo4hANsouafdv+14wYG3vELj2PBp5K+vlnvU2I -zCWcFCVioOnEd7VXEk2I23to8dePGLho3CtQH9uAiPpcVd/oOAiy2cpfENSA -yJaSnI2pcVDpfpOX5dWAqInffVkv40A+cXLF/UYDognYqyQ1x8FMH+lfJWW8 -fkPu+x0rcRB2VfFbTF09Ynyg0SNt4qHO3LP91lwdogkJ9rWoJoCqpUwCn2Et -4i7IXpYoTIQjs+cs2k/UImKzmU5FVSJQfXxUktRrEclwX82lpkQ4FztUt49c -i9jXG864fUyEW/XErOl0DaJOb2o0E0yCmJ07dfPDaxBxgv9Oo0kSzI0pL5u1 -vEEkoXH22n+ToMAKbpVqsxFJa8+NBLlkkFM+54MOsxH5Fb1YfU8yRM4ZxzXu -xXF7HcmOA8ngyLjT1CPORtQuyroZ7WQwUdU1mWlEiPGTr63XMhn0nkh8dRZC -iMhke5pnJoO6bZ7w3eAqRGR3fqcqpMDmxeajAc5ViG3vNsBHSYGFByOOsSZV -iDQzO//mcAoUJG/uLFasQuQp8Ve7T6eAMsc7ebH5NSLr65ikWqaA/GEdZfc1 -rxH7xTp9vdQUEOYf1vMKrUC00+a8seJMkFxFJ/s7VyBujtnPTdJM2LEk/CPs -Co6PrxWIkGeC1oJaLHN7BWLAH0fb/Uy4MxY88KayHBFnk1OQHhN66/fbCE2W -Ia65zNUfD5nwPNDXN/ZcKWKf2qniMc+EwgebjZgHShHpTL/Fyi8msO9l78iQ -LEXcH2NdPqtY0O/W1Vg2WoLIGrYuFiIsWGetKDLoXYLYt74XvN/NAtfT75Pk -c4sR27T5fxomLDguJFf0al0R4uqIrTtbwoL532GyrguFiPZX93avShY8n/4Z -ov6xEFE92LHpbBas7uHceJNTiNhVDx+Nt7CAk84Q/aCL48+9JyU/scBcm2u3 -GFyACD9NUTIvAV73WHJHBfIRR6RZs303AUp3hMNXTeWhvKfpRsuKBAxZ0n/W -d+UhSrTorj1KBBw/r9+ul44tfGaFTiFgjcyKN+1EHpqRcI6YVCeA4lKVJ8j/ -CuVtK3r4Px0CbL9obItdykZEZdeQpTUBe16tURVtzka0oCx1I1sCvrr26QTH -ZCPqaptWzdsE2JHod332ZqMZpe6nfI7YEgWtliYvEOVRq5y1G/ZJBa9DxZmI -sC3rpPvjfML/ROYxsEU/iygG4nyc+ud7zmUibkhtaPdDvP6aRce2kQxECs7V -3xWK7cJUFBTLQBzHRNHExwTcTt3Y22OfjriF27++TcH/33rku6F6OqLOJUUe -YxEwqVTA28qbjkhPPB8UEgTYl+nvYyc9Q8RC6tmwp9jtIYGZTU8Rg9brJZaF -vURS89iRhtiqsoN2hThfbfvZuelU5BSf4JlehPMFMWkOlamIFK3mMFiM12/U -DLtxIRWft9WGUEaAw176iA6DQHnGNPm+1wQMFPRvVytLQZSIbVZm9QQ8FzOt -FjdMQWShgVHjBgKcnPqMf3xJRpQ3MsMGjQQIqPSGv5JORkTpMdNDzQQcyOr6 -R/F+EiIoEfo9rQQsCV6KEpJMQjMCc5ySdwQ0WXUqTeQlItIBUldUGwHmOz7c -eDacgNbzKFpTOQSEsDhvt52KRwZ2h2ucPxBwaVnfamkoDq1/YmOt1kkA2ayd -NEiPQ9R2m+gF7BKpNrXErFgUmfnF93Y3AcOxb1ni62IQtcmtUbmPgNz5s0d+ -pEejyICs/C5sd6OWTo5WNMqb79jl2U+AiFjz6kdOUejzX9uKygYIOBLW4CLU -GYl6Xyjarh0igP/bSZEJ+0hEjnhanoDN0anPrOePRDYaWolynwhoFQmq5Hd8 -hM7UfRNU5BJwszVwpoYIR0IvVidkYP8MDtjJ6AhDVDvzcvm/CdjO7xfxSy0U -zYjW5osME1BW41tXah2CSNeHgu9j6zEY/7omBiP3a6cXJrE9f/tYTP95iNg1 -W4KqRgjomHU/PFrrj2aarHLUxgiweUW3T13wQ4zqWOVQ7GV7t1Tz3X6I7H/8 -1EfsPZ9dhPtCfJFBigqVPk4AO/0ONe41A61P95RH2NkNw1+fD95H7DEzJu8E -ATxVH6ufPPVGBtv5LB9gq6gPKGwW9EJUg86819imhb1RkXYeiL35csIcdqBK -9581bXREO7xeZvdnAvKzPlgF7HdD6/2CNa9gD+54z1mJcUVNA2d++WELEW1H -PH/eQTaqXZdysVWlW5/NX3VGvZHF+h+w2UrRW4fuOSKOgPPnBewSCQelUz72 -iGT+QF78C35entMaL71sEUWiyF4Zm/hOPrvZ0wo5rbg0nsCO6/1lfM/dAvXO -7jtogh1W22k97kZDQT2X8uywec3Mvid/NUWMDCPwwJ46ICbsMHERMazjuf7Y -RWIhhp5N5xFjb0RMOHZI1WyYVM0xRNmcdTUa2z/dUu7b1C4kZGJ0KA5bPvv3 -TPQeRaDMLO74zz+0eth8hsdBkj9y93/rpaMdA25d0QPKxaKj/+VLm+PdOaxy -CTg5C1b//V7pVgPBDQeuQt7kWJo79vj2tnkiiQYESWLWFntGfX5MPdkC2CNS -hsbYv85L9XBSrMCJ5Vejjc1nQW2yYdmCje7ICSVsUXerclKqPaiva+0Rw5YK -D3uRkOYIBpIcz3m8nxsM+85LXnAGbq6vcie2jNWKVp6RKySwD7FDsFOdog57 -d96FGZ7rrBvYu7x2Us5cooOx6b0wNez9kbpy3MuewL4x+agTv/+SpKEtOT1e -YKxFe8rC1kx33uBu7AOfgzbVWWNv//h2lZAyA5x0IhSm8Xmzurlp2eE7Awg9 -j9svsTMnzH99yPUFp0/TZXbYKj9mf7BU/GBGu825H59fJ7rGNP+0HyjwXRsM -xy784//t9it/4CjU6GthqwtKjh6mBAJ5zkI/bhTXS9gNbspMIAgN1fcfxa4S -yx7kzX8I1NJzDsO4fo7LaHW17w8GoYObn8tjn9t/q8H6YBgw7heb3sf1+agk -t+bdHPabq+Ki2O81/qk+WBQOMz/etD/B9Xz5VEjpimoEOJnKXMjB9Z+nbNyp -K/0YegtVnLM+EnBhxrvjntdjKEv/V0MOe64glZM/8BhI/XKCcYMEHFL/1iqR -HAUKRn3JbrjfVB6/Vz8iEwO0Y2IV4rg/PTtTfFI1IAby+KQ7LXvx+dWbrPf/ -HgNEgr9FUQ8B10xNG3ZWxwL1pQH3FO53y86HGq2vxwNtnn38GO6X43SH02WN -8UC+VvXTrYOANp9njUKUBKC4vpPNek8AK3hDUxYpERjavIgH91tq6lTTt9Qk -oH5mHwjF/VohY6eO5ponQJK/fPPZWwLEcq81h915AtSxouXyFtxfy1qalfE9 -i+vywqu/iQA/zvMWx9EUIE240WfqCBi5v2/cIxq/t7JXy454nvTy6O5Kw3OC -ILMq9Ctxvwywsmr5TQBXoKl/bwWut9CUcalbqcDuTDvZV4rrK154olI1DdiF -/iVCeJ7tejUxsdT1FNglx8LLM3G/G2J98ZXMAK61gOF1PE833Fm3eEAnAxgG -3uFjEQS85vfiGfXA8cZfsTaP8PMrX5Y+NZAB6zlGqy3xPK7wWnt+DTMTaFmn -HA4HELBui0de1PYXwBbNbDrmTkCB0QX6U5VcIIzOsr9cxfs9gfwuXs8Fg+sV -6UKmBAh6KUfyR+ZCZL2Wzg5jHE8TyrKezQVOXl2T4UU8L2ar+/cWvQTuiF9K -wDk8jxs3yfbL5AGD8VLDQJOAe7cePLiZlg8c3T+H/9pCAKOc5ECtyAf2WGXc -Pgm8nyL3r2zryAfuVGjD940EBJV5KfWvKgCuTGE8bT0BUWvvdhveKACanuu8 -rCAB6UXWe46RC4F7NN11zWcWtPKd75BlFgHts514WxwL2kzevl4qLgK2crCb -32MWvH+pkzHwrgi4f/2iHQhjQbfxKe/4pSJgZN9t8vZlATcHdomaFQObvrul -9ja+/1084LksXQIMrU/9W4AF0ukS8h8TS4G8rVmLy2XCTIiUQ00httu1Yuhn -Qp3T1rKMd6VASr3vEP+BCfaa2/XurCoD2kcx5r4GJrz+oOIpaFsGhF/a3zzZ -TDDnOdWxX70cCOXy3wddmJB23fVBYHcFsMmelWVLKaAg9X54n3g1MNoHC9f9 -ToYrQkvRJnuxNZb0heaSIXBR4aSfdjUQkUnTv78mw1gHI6PbBTs+TK2tPxnS -Qin2Pp3VQNIUrNlWkQwySxELLbEIyM2uaxzpySDktJvvYBgb2LI7S+snn8Cf -C+Ob20RqgGTVULKpJgm8o6pZ49I1QNsjW+9WmgRL7+MUVhRwPNPlUntOEiwb -nD5C0a4BMmNl0So+CUj6mWZRdOwsGSmKfRLw6do9u8ytAUazaK3CxiRYqz21 -/1N+LXDV8lJfmCXC1oOL52Yu1gNjtNc8ozseJtz/EUahTUCdpuvmO8aAeMuW -SKnQt0CyX4rZWxcJdLW2HTfftgHJd1LbxDkIZLsNQforB0hbQ+Ysi32AxQxw -/f2oA0iuToVR6SYwv+XA1H6lTmC0Rr1Nl3NBv6QcW17mduF+Fzw0VxmIZBQX -Xqbq9wC17WSS4JFoNP1aeLG/qxeI01N3a08/QfG8T3ztLvZDZNzAxIPZVHT1 -issmp7kBIJ59ixRYje+1lEHh124fwUBEVl3+UA66IfFozT2pTxA0mJD5XiEf -WRgP7tK9ygXSmFjUoEMRmpoo9/CU/hvUmZ2Nf6pKkeByJWf029+QJ/7w/Wx6 -Jfp5WcDkzsth+BxuVjOagtDF1eG8ex1GgOKI2gK/vUFax9ULtmmOQpGSOmXD -7TpEqt4bpbY0CmsL7Mkm/zQgA7a228O2MThTc29KdKUZefA/C/3zeBxyyj3+ -TMm8QwE8BcbC+yYgR8b0lsandvR/S8sAdw== +1:eJwV1nk8lOsXAPDJEqUsqQgxtFFoEuVXcrSnDa0omhZrXETGVo0sWWuyEzMv +JRQau0jPNLYhMWQnzZWlRYws163k99w/5vN+vp/zzJl3nvc557zqV9xO2YmQ +SKTf+PPf1WibiF1ycgOiW83pRG6Phe7wcPmI6AZETrcdW9gbCzcHZbl+gQ2I +E+zS5GIeC/mxamoXnXC8ec+srmssqM0a9aj+D39/ZZfc2aexIFJJO/Gkm4fI +AsJdSyEOeAe+G7xQwO7ZMfvzRxycsexeXBtfh4jaPP3A2AQIc1wrXhhWh0zs +FPkr0xOg0ueKKMu/DlGTvwey8hNAI3lswecy9mIX3ZSGBBD2kP7V1sHrV+S1 +rl9IgKgLWt/iamoR/T2VxnBMhBpbv5ZrUzWILinR06ifBPp2KkliFtVIMKN2 +TqEoGXZNHr/acqAaEattTCuqksHk1i3dFMNqRLLYyj3LS4bj8QM1W8nViHOp +7oj3h2S4VktMWk9wkcnEqnobiRSI27DhWEE0F3EOiN+ot0qBqWGdPzaNbxBJ +coSz7N8UKLSHa2X7OYhsvPlyknoqqOscv4V2cpDJC1qJ4eZUYExZJtRvwXEX +U8U2vVRwo9/gdcnjeAdluXB/KljpH7MS1iNEnxNr7rZLhZOPFL56SCLEyeb4 +2WangqETW+pmeBXiPG//bqKZBqtnG/aEeFQhgYt3nxglDWbufnKLt6pCZOHk +9JudaVCYurq9RAt7XP7FpsNpoMMPSJ1teIXIZqZW6XZpoLHTVMdn6SskeLbc +7GR6GkiJD570j6xA9MO2ovHyTFBcRCMHe1QgQa7N3CplJqyfl/oRdb4CmYws +W/xAgwnGMwbxzHUViIDfbk7bmHBjOLzvTeVLRBxNTUMnmdBdu81RcqwckS6p +XPhxjwlPQwMD44+XIcGhDbq+00wourv6NFOvDJGP9F5d+MkEzu3n67MUyxBp +arjj1iIW9Hp31JcPlSKT3U6eV6VZsNxBS7o/oBQJrn0vbN3EAq/DrSkaeSVI +YN3wv91WLNgnqV78YnkxEpjKLT9ayoLpX1FqXjNFiP5X5zr/ShY8nZiLMPxQ +hMi+nPhMDguWdPEvv8ktQpyqe/dHGlnAz6TLvD9WhKhPA8YUP7LAdr/AeTa8 +ELGDjGTIogT432ap71lcgPjSDUYtmwjQviEVvWicjTiPM0//0SJgwI42V9vB +RuRYmY2btQnYd8Ks5WQmG1GkjizQKAQsVVkIoB5gI6GCx4MxQwIonlVsCfEX +iK1afO9/pgQ4fdmtGj//HLErOwbsHAjY/GKpvkzDc0QNyzE87UTAV68e0/C4 +54iyxLHJ6DoBziTazVtbniOSTudjMTdshcImO6tnyOR+k7qDN/ZBTf8dJdmI +cCpvpwXjfFL/MNj0bMSW+SytFYrz8Wufbj6ejUiR1ZGd9/D6i1fbVD9lIWFY +ntnGSGxPppaEXBYSuCXLJD8k4Hr6yu4ul0zEL1r39W0a/v8On75bGGYi86kU +xl4WAWPahaJNoplI9pHf3SKCAJdys62clCeImEk/GvUYuyUiNJv3GLlTu/3l +crDnSQa+6zMQX1+t37kI56tuOTo1kY7oiUl+mcU4XxiT6lqZjkixBq79JXj9 +SqOoy6fSEQOWWEA5Aa5baJ9M6QTiW1I1el4R0FfYu86gPA2ZPFC1t6kl4Kmc +9Wt5izREluwbsqwjwN29x/LHl1Rk/kZl0LyegMW63dEvlFMRu2yv9Y4GAvRy +Ov7RupOCCMoDs64mAuYlzsZIKqYg4eIpfuk7Anj27dqj7GQkq0fqiGkmwHb9 ++8tPBpMQSUTLwYRPQASL/1b1UCKiOu/kerwn4OwfM/v5gQREfuToYNBOANmm +hdRPS0CUFsfYGexSpWaD5Jx4RGR/CbzeScBg/FuW/PI4ROV51+v0EJA3fXTX +j8xYRA/JKejA9jnd2M43jkWc6baNfr0ESMs1LLnvHoPm/lItLu8jYFdUnadk +OwPXs5bTsgECxL8dlB51YSDNB49fJmHzTWuza8UZyH23cbL6RwKapMMqxd3u +I8eabxJaAgKuNIUKuUQ0kn22JCkLey48ZAO9LQqZO9u+1PibgHXiQQ9+GkQi +oUx1gfQgAeXcwJoyhwhc3wPhd7BP0un/eiWHI/rFwzNj2H6/bl2d+H0P8bhr +wqo+EdA26bNzqDoYzfHscw2GCXB8QXNJnwlCYa/jdSKx/7h4p9tuCkKU4H2H +PmBv/uwp1RMRiMzTdE1oIwRwMm+YJLyiI3KmnwbCfl43+PVp/x3EG7Zhio4S +IFL14fWjxwHIfJ2Y3V1sXcM+zdUS/sjEvJ39Ctu6qDuG4eyLylefS5rCDtXt +/L20mYaoO2VVNn0moCDnvX3INm8kGxRudB67f30rfyHOC/H6jvwMwpYkmnf5 +zd1A7vodZ/Ow9ZWbnkxf8EACRonZe2yOduzagdtuqHuxx+cZ7FIFV+1Dt1yQ +rO1dDfkv+H5FDu/O93dCFIViFx1s4jv56Go/exS24Fl/ADuh+6flbZ+riD+5 +dbsVdlR1u8OINxX5dJ1lO2OL2th8T/1qjehZp8EXe1xPTsp19AyiOyQKgrGL +5SIs/HgnUNiWB3HR2BFVk1FK3L2IsjrnQix2cKad+rfxjUjW6vSOBGyN57+E +sZu1gCKcXf+ffxh3ccQs9gFFnLHpv/XKsW4h186fBMqZ4j3/5cuYEt0wqHsW +eLkz9v/9Xtlac4kVeheAPTac4YM9sq55mkihQjZJYdIJW2g4PWyYehX4n5Qs +LLF/nlDq4qfZA50VxN2PLXbVhOfIcgLqsU8HtLFlfOxfktJdwGR5U5cctlJ0 +1LOkDDewVOT7TeP9XGHRc0LxlAcI8wJ12rFV7BeM2ae9gMHZwYnATneP2RnQ +fhNIopdYl7E3+m+gHDlLA6r17SgD7G2MY+qCc35Qfnnsfjt+/qUpA2tyu/zB +3Jj6mIVtlOmxwsfyFnwOW1XjgL3uw9tFkjp0CDN9oDmBz5v9lVV/XL/TgTjp +ez0fO3vU9uf7vEDw+ThR7oyt+2PyB0s3CBQPNHv04vPrTts9IT4RBIZiF/uj +sYt+B3+7/iIYeJpcM2NsQwnFoZ2UUJCdumqWMITrJeqyIE0YCqSB2t492FVy +z/tFC+6BSdlx10FcP/tUjDtatoWD4vbVTzWwj2+7VuewPQrod0qs7+D6vF+a +x303FQXEmwvyMtitu/95vb04GuZ+vGl5hOv53KGIsgX9B+BorXIqF9c/W8ey +/ZjyQ+AX6XrkfCDglDCg7bb/Q2Bn/rtbHXuqMJ1f0PcQJHvVJRL6Cdhh+K1J +ITUGyKd7Ur1xv6ncd7v2k0ocUPfKVcjj/vTkSMlB/ZA4YIspt9t14/N7cqw2 ++HscEEnBV4u7CLhobV234XU8mOSbCw7hfvfHY0e9w6VEoE5z9u3F/XKE5nq4 +vD4RyBer5rzbCGi+9aRekpIEFK93ajmtBLDCV/BySMnA2C+KRHC/NUkf531L +TwGTzxy9SNyvNbM2mBotfQRC9XNXnrwlQC7vYkPUjUdgPlz852Uj7q/ljQ06 ++D1L4PnMv5dHQBD/aaPbUBqQRr1pwhoCPt3ZOuIbSwC9/MUfNzxPukWObczA +c4IgsyrMKnG/DLG3b/yFz/ViXu+WClxvkWkjStfSgd+ecbCnDNdXotRopX4G +sIuCSyXxPNv4YnR0vuMxcEr3Rr/Mxv1ugPUlUDELhA6LLS7hebrixvJZPdMs +YJgHRA8/IOCVuL/IkC+O1/+Md7yP71/nnPKhviyQ5Z9eYofncYX/shNLmdng +nnPIdWcIAcvX+LJj1j0Djkw2b68PAYWnT9Ee6+YBcfoo58sFvN+jKOjMpTyg +XqrIlLQmQMJfhyHOyAN2rbHpekscz5DMcZjMAz67hmdxBs+Lyde9W4rzQfgp +KC3kOJ7H9avUelXYQKfn7zY3IuD2tbt3r2QUAP/Y751/rcH79JLkalKBPVyZ +sFUB76f0nfOqbQUgHI+s+76SgLByf+3eRYUgUClKpMoSELPsZqfF5UJwP+k1 +rSZBQGaxw+a95CLg7Mn0WvqZBU1iJ9rUmMVA/+ws35zAgmart6/mS4qBoxPu +HfSQBa35pll974pB8NdPql4UCzotDwUkzhcD8fwmLyCQBYJc2ChjUwIEbVNj +9XX8/ndGz++PcilQjT/2rgEWKGcqaHxILgOyaoOxQMAEYYSSK7cI2/tiCfQy +ocZ9bXnWO+z0O66J75ngYrTu5I1F5UD9IMfcWseEV+91/SScyoEIyvhb5DkT +bEUOtW0zfAmEzstf2z2ZkHHJ625oZwUIyH6V5fNpoKnUOrhV/jVwWvqLlv9K +hfOS87FWW14DsXveTHIqFUJnNQ8G7cdxRsrEr6+pMNxGz+r0xPHEKIPm3lTI +iKS43Gp/DSQjCa5qRSqozD+YaYxHQG7wWupGSwVJ901i26M4IFDbUFY79gh+ +nxpZ3SzNBZJ9XekqbgoExLxmjShzgbpZrda7LAXmWxM0FzS5IMjyPNuSmwJ/ +zA/vouznApm+MGufmAIks2ybGBoXTHJUlCguKSB2zPnJOQEXiAaZas2VKbBs +//i2jwXVIDBgpz+zSYa122ePC8/UAjHUbZvVmQijPv9IoUgeUCdoxwrc4kC+ +cQ1DKfItkF3m47bUMIBm0Lz+yttmMAkc22/lEQZqnRag/JUPpLURU3Ylt4DF +DPH6db8NSN7uRTGZVjC9Rm98m3Y7kN7FvM1U90Q/ldwa8/M6gHMnfGCqMhSp +aM3kp5t1Abn5YIrErlg08UpqtrejG6iHx29WH36EEkUfBTqf6QVGQt/o3cl0 +dOG85yr3qT4gnnxjLF6ShfiUfqlX3h+ALK1mqLEjF11WuL/0ttJHCOtPym7V +LEBXLfs3HrsgANKwXEy/azEaH33p66f8N2gy2+t/V5UhiT+V/KFvfwNb/l7r +ZGYlmju32OpG/iB8jrbhDqUhdGZJtOgW10+g7YaaQ7+9Qcb7DAtVjYagWNuQ +suJ6DSK93hJjMD8EywpdyFb/1CFzzn7ve83DcIR7e1xmoQH5ij+J/P1wBHJf ++v4eV3mHQkQKLaW2jkKuivW13R9b0P8B87wD6g== "]]}, "Charting`Private`Tag#7"], Annotation[{ Directive[ @@ -5504,16 +6017,16 @@ dbu/DKRAw5xR5z/wj69bD7PAvy3JAf93Ieg/NCAVcpZRxL8nMQtsduPoP6yC RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwBsQFO/iFib1JlAgAAABoAAAACAAAAzaEgN5m52T9AwdtHSQKLP/4LF2/6 -vtk/wKskK37Vij8YSUWt9MTZP2A6V4X+ooo/7TG3nsb02T8AlziMcAGJP5cD -m4FqVNo/wD/dC+yRhT/mZOqX5lraP6Cy2veYVIU/NsY5rmJh2j9AG7YEFBeF -P9SI2Npabto/wOXP93abhD8QDhY0S4jaP8A6Q33/oYM/iBiR5iu82j/AmtK2 -faaBP3kth0vtI9s/gFHgmKweez9bV3MVcPPbPwA6nXiMqGM/0DDcC7x23T8A -6j9u04t5v2EXjgp+Gt8/IH7q5JsXkb9jWNwmS1vgP8CLrqiWxJy/7ue5eXob -4T8gVjAc1WCkvwf+u9Dk6+E/wI2vfmWFq7/4VgZZcq7iPwCiA+TCa7G/VAmN -Aytt4z/QT3iU/1e1vz5COLIePOQ/6DLUHHkDur8AviuSNf3kPyBPinlXzb6/ -UMBDdofO5T8Yx0HZEEPCv3kFpIv8keY/uPR47o83xb8MpEDDnFHnP/BstqaT -a8i/LckB/3ch6D+omNeDZ0vMv46T/nhezOg/rBxaZDvfz7+309Ys +1:eJwBsQFO/iFib1JlAgAAABoAAAACAAAAzaEgN5m52T9gwdtHSQKLP/4LF2/6 +vtk/AKwkK37Vij8YSUWt9MTZP6A6V4X+ooo/7TG3nsb02T9AlziMcAGJP5cD +m4FqVNo/IEDdC+yRhT/mZOqX5lraPwCz2veYVIU/NsY5rmJh2j9gG7YEFBeF +P9SI2Npabto/AObP93abhD8QDhY0S4jaP+A6Q33/oYM/iBiR5iu82j/gmtK2 +faaBP3kth0vtI9s/gFHgmKweez9bV3MVcPPbPwA7nXiMqGM/0DDcC7x23T8A +6j9u04t5v2EXjgp+Gt8/wH3q5JsXkb9jWNwmS1vgP6CLrqiWxJy/7ue5eXob +4T8gVjAc1WCkvwf+u9Dk6+E/sI2vfmWFq7/4VgZZcq7iP/ChA+TCa7G/VAmN +Aytt4z/AT3iU/1e1vz5COLIePOQ/2DLUHHkDur8AviuSNf3kPxhPinlXzb6/ +UMBDdofO5T8Mx0HZEEPCv3kFpIv8keY/tPR47o83xb8MpEDDnFHnP+hstqaT +a8i/LckB/3ch6D+gmNeDZ0vMv46T/nhezOg/rBxaZDvfz78vqdWH "]]}, "Charting`Private`Tag#5"], Annotation[{ Directive[ @@ -5538,91 +6051,91 @@ AL4rkjX95D8M+1O3D8vEv1DAQ3aHzuU/OE+oJi7Ix795BaSL/JHmP+S4oGfP RGBColor[0.363898, 0.618501, 0.782349], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwV1nk41N0XAPDJXoqkIpShjUJTUX6RM6VNypIWFE3JGi8iY62RJWtkJ2a+ -lBDKvsad7CQm2UnzWltkyfL2Vvjd94955vk85z5nvnO/95xz5W46XrDkIZFI -f/Dnv2/N/TyWiYnNiGryUzn0YDT0BgeLh4Q3I3Kq+eTKsWi4O7y+xtO3GXH9 -7VvtDaLhZbSs7DXbZkRqO7qo4hANsouafdv+14wYG3vELj2PBp5K+vlnvU2I -zCWcFCVioOnEd7VXEk2I23to8dePGLho3CtQH9uAiPpcVd/oOAiy2cpfENSA -yJaSnI2pcVDpfpOX5dWAqInffVkv40A+cXLF/UYDognYqyQ1x8FMH+lfJWW8 -fkPu+x0rcRB2VfFbTF09Ynyg0SNt4qHO3LP91lwdogkJ9rWoJoCqpUwCn2Et -4i7IXpYoTIQjs+cs2k/UImKzmU5FVSJQfXxUktRrEclwX82lpkQ4FztUt49c -i9jXG864fUyEW/XErOl0DaJOb2o0E0yCmJ07dfPDaxBxgv9Oo0kSzI0pL5u1 -vEEkoXH22n+ToMAKbpVqsxFJa8+NBLlkkFM+54MOsxH5Fb1YfU8yRM4ZxzXu -xXF7HcmOA8ngyLjT1CPORtQuyroZ7WQwUdU1mWlEiPGTr63XMhn0nkh8dRZC -iMhke5pnJoO6bZ7w3eAqRGR3fqcqpMDmxeajAc5ViG3vNsBHSYGFByOOsSZV -iDQzO//mcAoUJG/uLFasQuQp8Ve7T6eAMsc7ebH5NSLr65ikWqaA/GEdZfc1 -rxH7xTp9vdQUEOYf1vMKrUC00+a8seJMkFxFJ/s7VyBujtnPTdJM2LEk/CPs -Co6PrxWIkGeC1oJaLHN7BWLAH0fb/Uy4MxY88KayHBFnk1OQHhN66/fbCE2W -Ia65zNUfD5nwPNDXN/ZcKWKf2qniMc+EwgebjZgHShHpTL/Fyi8msO9l78iQ -LEXcH2NdPqtY0O/W1Vg2WoLIGrYuFiIsWGetKDLoXYLYt74XvN/NAtfT75Pk -c4sR27T5fxomLDguJFf0al0R4uqIrTtbwoL532GyrguFiPZX93avShY8n/4Z -ov6xEFE92LHpbBas7uHceJNTiNhVDx+Nt7CAk84Q/aCL48+9JyU/scBcm2u3 -GFyACD9NUTIvAV73WHJHBfIRR6RZs303AUp3hMNXTeWhvKfpRsuKBAxZ0n/W -d+UhSrTorj1KBBw/r9+ul44tfGaFTiFgjcyKN+1EHpqRcI6YVCeA4lKVJ8j/ -CuVtK3r4Px0CbL9obItdykZEZdeQpTUBe16tURVtzka0oCx1I1sCvrr26QTH -ZCPqaptWzdsE2JHod332ZqMZpe6nfI7YEgWtliYvEOVRq5y1G/ZJBa9DxZmI -sC3rpPvjfML/ROYxsEU/iygG4nyc+ud7zmUibkhtaPdDvP6aRce2kQxECs7V -3xWK7cJUFBTLQBzHRNHExwTcTt3Y22OfjriF27++TcH/33rku6F6OqLOJUUe -YxEwqVTA28qbjkhPPB8UEgTYl+nvYyc9Q8RC6tmwp9jtIYGZTU8Rg9brJZaF -vURS89iRhtiqsoN2hThfbfvZuelU5BSf4JlehPMFMWkOlamIFK3mMFiM12/U -DLtxIRWft9WGUEaAw176iA6DQHnGNPm+1wQMFPRvVytLQZSIbVZm9QQ8FzOt -FjdMQWShgVHjBgKcnPqMf3xJRpQ3MsMGjQQIqPSGv5JORkTpMdNDzQQcyOr6 -R/F+EiIoEfo9rQQsCV6KEpJMQjMCc5ySdwQ0WXUqTeQlItIBUldUGwHmOz7c -eDacgNbzKFpTOQSEsDhvt52KRwZ2h2ucPxBwaVnfamkoDq1/YmOt1kkA2ayd -NEiPQ9R2m+gF7BKpNrXErFgUmfnF93Y3AcOxb1ni62IQtcmtUbmPgNz5s0d+ -pEejyICs/C5sd6OWTo5WNMqb79jl2U+AiFjz6kdOUejzX9uKygYIOBLW4CLU -GYl6Xyjarh0igP/bSZEJ+0hEjnhanoDN0anPrOePRDYaWolynwhoFQmq5Hd8 -hM7UfRNU5BJwszVwpoYIR0IvVidkYP8MDtjJ6AhDVDvzcvm/CdjO7xfxSy0U -zYjW5osME1BW41tXah2CSNeHgu9j6zEY/7omBiP3a6cXJrE9f/tYTP95iNg1 -W4KqRgjomHU/PFrrj2aarHLUxgiweUW3T13wQ4zqWOVQ7GV7t1Tz3X6I7H/8 -1EfsPZ9dhPtCfJFBigqVPk4AO/0ONe41A61P95RH2NkNw1+fD95H7DEzJu8E -ATxVH6ufPPVGBtv5LB9gq6gPKGwW9EJUg86819imhb1RkXYeiL35csIcdqBK -9581bXREO7xeZvdnAvKzPlgF7HdD6/2CNa9gD+54z1mJcUVNA2d++WELEW1H -PH/eQTaqXZdysVWlW5/NX3VGvZHF+h+w2UrRW4fuOSKOgPPnBewSCQelUz72 -iGT+QF78C35entMaL71sEUWiyF4Zm/hOPrvZ0wo5rbg0nsCO6/1lfM/dAvXO -7jtogh1W22k97kZDQT2X8uywec3Mvid/NUWMDCPwwJ46ICbsMHERMazjuf7Y -RWIhhp5N5xFjb0RMOHZI1WyYVM0xRNmcdTUa2z/dUu7b1C4kZGJ0KA5bPvv3 -TPQeRaDMLO74zz+0eth8hsdBkj9y93/rpaMdA25d0QPKxaKj/+VLm+PdOaxy -CTg5C1b//V7pVgPBDQeuQt7kWJo79vj2tnkiiQYESWLWFntGfX5MPdkC2CNS -hsbYv85L9XBSrMCJ5Vejjc1nQW2yYdmCje7ICSVsUXerclKqPaiva+0Rw5YK -D3uRkOYIBpIcz3m8nxsM+85LXnAGbq6vcie2jNWKVp6RKySwD7FDsFOdog57 -d96FGZ7rrBvYu7x2Us5cooOx6b0wNez9kbpy3MuewL4x+agTv/+SpKEtOT1e -YKxFe8rC1kx33uBu7AOfgzbVWWNv//h2lZAyA5x0IhSm8Xmzurlp2eE7Awg9 -j9svsTMnzH99yPUFp0/TZXbYKj9mf7BU/GBGu825H59fJ7rGNP+0HyjwXRsM -xy784//t9it/4CjU6GthqwtKjh6mBAJ5zkI/bhTXS9gNbspMIAgN1fcfxa4S -yx7kzX8I1NJzDsO4fo7LaHW17w8GoYObn8tjn9t/q8H6YBgw7heb3sf1+agk -t+bdHPabq+Ki2O81/qk+WBQOMz/etD/B9Xz5VEjpimoEOJnKXMjB9Z+nbNyp -K/0YegtVnLM+EnBhxrvjntdjKEv/V0MOe64glZM/8BhI/XKCcYMEHFL/1iqR -HAUKRn3JbrjfVB6/Vz8iEwO0Y2IV4rg/PTtTfFI1IAby+KQ7LXvx+dWbrPf/ -HgNEgr9FUQ8B10xNG3ZWxwL1pQH3FO53y86HGq2vxwNtnn38GO6X43SH02WN -8UC+VvXTrYOANp9njUKUBKC4vpPNek8AK3hDUxYpERjavIgH91tq6lTTt9Qk -oH5mHwjF/VohY6eO5ponQJK/fPPZWwLEcq81h915AtSxouXyFtxfy1qalfE9 -i+vywqu/iQA/zvMWx9EUIE240WfqCBi5v2/cIxq/t7JXy454nvTy6O5Kw3OC -ILMq9Ctxvwywsmr5TQBXoKl/bwWut9CUcalbqcDuTDvZV4rrK154olI1DdiF -/iVCeJ7tejUxsdT1FNglx8LLM3G/G2J98ZXMAK61gOF1PE833Fm3eEAnAxgG -3uFjEQS85vfiGfXA8cZfsTaP8PMrX5Y+NZAB6zlGqy3xPK7wWnt+DTMTaFmn -HA4HELBui0de1PYXwBbNbDrmTkCB0QX6U5VcIIzOsr9cxfs9gfwuXs8Fg+sV -6UKmBAh6KUfyR+ZCZL2Wzg5jHE8TyrKezQVOXl2T4UU8L2ar+/cWvQTuiF9K -wDk8jxs3yfbL5AGD8VLDQJOAe7cePLiZlg8c3T+H/9pCAKOc5ECtyAf2WGXc -Pgm8nyL3r2zryAfuVGjD940EBJV5KfWvKgCuTGE8bT0BUWvvdhveKACanuu8 -rCAB6UXWe46RC4F7NN11zWcWtPKd75BlFgHts514WxwL2kzevl4qLgK2crCb -32MWvH+pkzHwrgi4f/2iHQhjQbfxKe/4pSJgZN9t8vZlATcHdomaFQObvrul -9ja+/1084LksXQIMrU/9W4AF0ukS8h8TS4G8rVmLy2XCTIiUQ00httu1Yuhn -Qp3T1rKMd6VASr3vEP+BCfaa2/XurCoD2kcx5r4GJrz+oOIpaFsGhF/a3zzZ -TDDnOdWxX70cCOXy3wddmJB23fVBYHcFsMmelWVLKaAg9X54n3g1MNoHC9f9 -ToYrQkvRJnuxNZb0heaSIXBR4aSfdjUQkUnTv78mw1gHI6PbBTs+TK2tPxnS -Qin2Pp3VQNIUrNlWkQwySxELLbEIyM2uaxzpySDktJvvYBgb2LI7S+snn8Cf -C+Ob20RqgGTVULKpJgm8o6pZ49I1QNsjW+9WmgRL7+MUVhRwPNPlUntOEiwb -nD5C0a4BMmNl0So+CUj6mWZRdOwsGSmKfRLw6do9u8ytAUazaK3CxiRYqz21 -/1N+LXDV8lJfmCXC1oOL52Yu1gNjtNc8ozseJtz/EUahTUCdpuvmO8aAeMuW -SKnQt0CyX4rZWxcJdLW2HTfftgHJd1LbxDkIZLsNQforB0hbQ+Ysi32AxQxw -/f2oA0iuToVR6SYwv+XA1H6lTmC0Rr1Nl3NBv6QcW17mduF+Fzw0VxmIZBQX -Xqbq9wC17WSS4JFoNP1aeLG/qxeI01N3a08/QfG8T3ztLvZDZNzAxIPZVHT1 -issmp7kBIJ59ixRYje+1lEHh124fwUBEVl3+UA66IfFozT2pTxA0mJD5XiEf -WRgP7tK9ygXSmFjUoEMRmpoo9/CU/hvUmZ2Nf6pKkeByJWf029+QJ/7w/Wx6 -Jfp5WcDkzsth+BxuVjOagtDF1eG8ex1GgOKI2gK/vUFax9ULtmmOQpGSOmXD -7TpEqt4bpbY0CmsL7Mkm/zQgA7a228O2MThTc29KdKUZefA/C/3zeBxyyj3+ -TMm8QwE8BcbC+yYgR8b0lsandvR/S8sAdw== +1:eJwV1nk8lOsXAPDJEqUsqQgxtFFoEuVXcrSnDa0omhZrXETGVo0sWWuyEzMv +JRQau0jPNLYhMWQnzZWlRYws163k99w/5vN+vp/zzJl3nvc557zqV9xO2YmQ +SKTf+PPf1WibiF1ycgOiW83pRG6Phe7wcPmI6AZETrcdW9gbCzcHZbl+gQ2I +E+zS5GIeC/mxamoXnXC8ec+srmssqM0a9aj+D39/ZZfc2aexIFJJO/Gkm4fI +AsJdSyEOeAe+G7xQwO7ZMfvzRxycsexeXBtfh4jaPP3A2AQIc1wrXhhWh0zs +FPkr0xOg0ueKKMu/DlGTvwey8hNAI3lswecy9mIX3ZSGBBD2kP7V1sHrV+S1 +rl9IgKgLWt/iamoR/T2VxnBMhBpbv5ZrUzWILinR06ifBPp2KkliFtVIMKN2 +TqEoGXZNHr/acqAaEattTCuqksHk1i3dFMNqRLLYyj3LS4bj8QM1W8nViHOp +7oj3h2S4VktMWk9wkcnEqnobiRSI27DhWEE0F3EOiN+ot0qBqWGdPzaNbxBJ +coSz7N8UKLSHa2X7OYhsvPlyknoqqOscv4V2cpDJC1qJ4eZUYExZJtRvwXEX +U8U2vVRwo9/gdcnjeAdluXB/KljpH7MS1iNEnxNr7rZLhZOPFL56SCLEyeb4 +2WangqETW+pmeBXiPG//bqKZBqtnG/aEeFQhgYt3nxglDWbufnKLt6pCZOHk +9JudaVCYurq9RAt7XP7FpsNpoMMPSJ1teIXIZqZW6XZpoLHTVMdn6SskeLbc +7GR6GkiJD570j6xA9MO2ovHyTFBcRCMHe1QgQa7N3CplJqyfl/oRdb4CmYws +W/xAgwnGMwbxzHUViIDfbk7bmHBjOLzvTeVLRBxNTUMnmdBdu81RcqwckS6p +XPhxjwlPQwMD44+XIcGhDbq+00wourv6NFOvDJGP9F5d+MkEzu3n67MUyxBp +arjj1iIW9Hp31JcPlSKT3U6eV6VZsNxBS7o/oBQJrn0vbN3EAq/DrSkaeSVI +YN3wv91WLNgnqV78YnkxEpjKLT9ayoLpX1FqXjNFiP5X5zr/ShY8nZiLMPxQ +hMi+nPhMDguWdPEvv8ktQpyqe/dHGlnAz6TLvD9WhKhPA8YUP7LAdr/AeTa8 +ELGDjGTIogT432ap71lcgPjSDUYtmwjQviEVvWicjTiPM0//0SJgwI42V9vB +RuRYmY2btQnYd8Ks5WQmG1GkjizQKAQsVVkIoB5gI6GCx4MxQwIonlVsCfEX +iK1afO9/pgQ4fdmtGj//HLErOwbsHAjY/GKpvkzDc0QNyzE87UTAV68e0/C4 +54iyxLHJ6DoBziTazVtbniOSTudjMTdshcImO6tnyOR+k7qDN/ZBTf8dJdmI +cCpvpwXjfFL/MNj0bMSW+SytFYrz8Wufbj6ejUiR1ZGd9/D6i1fbVD9lIWFY +ntnGSGxPppaEXBYSuCXLJD8k4Hr6yu4ul0zEL1r39W0a/v8On75bGGYi86kU +xl4WAWPahaJNoplI9pHf3SKCAJdys62clCeImEk/GvUYuyUiNJv3GLlTu/3l +crDnSQa+6zMQX1+t37kI56tuOTo1kY7oiUl+mcU4XxiT6lqZjkixBq79JXj9 +SqOoy6fSEQOWWEA5Aa5baJ9M6QTiW1I1el4R0FfYu86gPA2ZPFC1t6kl4Kmc +9Wt5izREluwbsqwjwN29x/LHl1Rk/kZl0LyegMW63dEvlFMRu2yv9Y4GAvRy +Ov7RupOCCMoDs64mAuYlzsZIKqYg4eIpfuk7Anj27dqj7GQkq0fqiGkmwHb9 ++8tPBpMQSUTLwYRPQASL/1b1UCKiOu/kerwn4OwfM/v5gQREfuToYNBOANmm +hdRPS0CUFsfYGexSpWaD5Jx4RGR/CbzeScBg/FuW/PI4ROV51+v0EJA3fXTX +j8xYRA/JKejA9jnd2M43jkWc6baNfr0ESMs1LLnvHoPm/lItLu8jYFdUnadk +OwPXs5bTsgECxL8dlB51YSDNB49fJmHzTWuza8UZyH23cbL6RwKapMMqxd3u +I8eabxJaAgKuNIUKuUQ0kn22JCkLey48ZAO9LQqZO9u+1PibgHXiQQ9+GkQi +oUx1gfQgAeXcwJoyhwhc3wPhd7BP0un/eiWHI/rFwzNj2H6/bl2d+H0P8bhr +wqo+EdA26bNzqDoYzfHscw2GCXB8QXNJnwlCYa/jdSKx/7h4p9tuCkKU4H2H +PmBv/uwp1RMRiMzTdE1oIwRwMm+YJLyiI3KmnwbCfl43+PVp/x3EG7Zhio4S +IFL14fWjxwHIfJ2Y3V1sXcM+zdUS/sjEvJ39Ctu6qDuG4eyLylefS5rCDtXt +/L20mYaoO2VVNn0moCDnvX3INm8kGxRudB67f30rfyHOC/H6jvwMwpYkmnf5 +zd1A7vodZ/Ow9ZWbnkxf8EACRonZe2yOduzagdtuqHuxx+cZ7FIFV+1Dt1yQ +rO1dDfkv+H5FDu/O93dCFIViFx1s4jv56Go/exS24Fl/ADuh+6flbZ+riD+5 +dbsVdlR1u8OINxX5dJ1lO2OL2th8T/1qjehZp8EXe1xPTsp19AyiOyQKgrGL +5SIs/HgnUNiWB3HR2BFVk1FK3L2IsjrnQix2cKad+rfxjUjW6vSOBGyN57+E +sZu1gCKcXf+ffxh3ccQs9gFFnLHpv/XKsW4h186fBMqZ4j3/5cuYEt0wqHsW +eLkz9v/9Xtlac4kVeheAPTac4YM9sq55mkihQjZJYdIJW2g4PWyYehX4n5Qs +LLF/nlDq4qfZA50VxN2PLXbVhOfIcgLqsU8HtLFlfOxfktJdwGR5U5cctlJ0 +1LOkDDewVOT7TeP9XGHRc0LxlAcI8wJ12rFV7BeM2ae9gMHZwYnATneP2RnQ +fhNIopdYl7E3+m+gHDlLA6r17SgD7G2MY+qCc35Qfnnsfjt+/qUpA2tyu/zB +3Jj6mIVtlOmxwsfyFnwOW1XjgL3uw9tFkjp0CDN9oDmBz5v9lVV/XL/TgTjp +ez0fO3vU9uf7vEDw+ThR7oyt+2PyB0s3CBQPNHv04vPrTts9IT4RBIZiF/uj +sYt+B3+7/iIYeJpcM2NsQwnFoZ2UUJCdumqWMITrJeqyIE0YCqSB2t492FVy +z/tFC+6BSdlx10FcP/tUjDtatoWD4vbVTzWwj2+7VuewPQrod0qs7+D6vF+a +x303FQXEmwvyMtitu/95vb04GuZ+vGl5hOv53KGIsgX9B+BorXIqF9c/W8ey +/ZjyQ+AX6XrkfCDglDCg7bb/Q2Bn/rtbHXuqMJ1f0PcQJHvVJRL6Cdhh+K1J +ITUGyKd7Ur1xv6ncd7v2k0ocUPfKVcjj/vTkSMlB/ZA4YIspt9t14/N7cqw2 ++HscEEnBV4u7CLhobV234XU8mOSbCw7hfvfHY0e9w6VEoE5z9u3F/XKE5nq4 +vD4RyBer5rzbCGi+9aRekpIEFK93ajmtBLDCV/BySMnA2C+KRHC/NUkf531L +TwGTzxy9SNyvNbM2mBotfQRC9XNXnrwlQC7vYkPUjUdgPlz852Uj7q/ljQ06 ++D1L4PnMv5dHQBD/aaPbUBqQRr1pwhoCPt3ZOuIbSwC9/MUfNzxPukWObczA +c4IgsyrMKnG/DLG3b/yFz/ViXu+WClxvkWkjStfSgd+ecbCnDNdXotRopX4G +sIuCSyXxPNv4YnR0vuMxcEr3Rr/Mxv1ugPUlUDELhA6LLS7hebrixvJZPdMs +YJgHRA8/IOCVuL/IkC+O1/+Md7yP71/nnPKhviyQ5Z9eYofncYX/shNLmdng +nnPIdWcIAcvX+LJj1j0Djkw2b68PAYWnT9Ee6+YBcfoo58sFvN+jKOjMpTyg +XqrIlLQmQMJfhyHOyAN2rbHpekscz5DMcZjMAz67hmdxBs+Lyde9W4rzQfgp +KC3kOJ7H9avUelXYQKfn7zY3IuD2tbt3r2QUAP/Y751/rcH79JLkalKBPVyZ +sFUB76f0nfOqbQUgHI+s+76SgLByf+3eRYUgUClKpMoSELPsZqfF5UJwP+k1 +rSZBQGaxw+a95CLg7Mn0WvqZBU1iJ9rUmMVA/+ws35zAgmart6/mS4qBoxPu +HfSQBa35pll974pB8NdPql4UCzotDwUkzhcD8fwmLyCQBYJc2ChjUwIEbVNj +9XX8/ndGz++PcilQjT/2rgEWKGcqaHxILgOyaoOxQMAEYYSSK7cI2/tiCfQy +ocZ9bXnWO+z0O66J75ngYrTu5I1F5UD9IMfcWseEV+91/SScyoEIyvhb5DkT +bEUOtW0zfAmEzstf2z2ZkHHJ625oZwUIyH6V5fNpoKnUOrhV/jVwWvqLlv9K +hfOS87FWW14DsXveTHIqFUJnNQ8G7cdxRsrEr6+pMNxGz+r0xPHEKIPm3lTI +iKS43Gp/DSQjCa5qRSqozD+YaYxHQG7wWupGSwVJ901i26M4IFDbUFY79gh+ +nxpZ3SzNBZJ9XekqbgoExLxmjShzgbpZrda7LAXmWxM0FzS5IMjyPNuSmwJ/ +zA/vouznApm+MGufmAIks2ybGBoXTHJUlCguKSB2zPnJOQEXiAaZas2VKbBs +//i2jwXVIDBgpz+zSYa122ePC8/UAjHUbZvVmQijPv9IoUgeUCdoxwrc4kC+ +cQ1DKfItkF3m47bUMIBm0Lz+yttmMAkc22/lEQZqnRag/JUPpLURU3Ylt4DF +DPH6db8NSN7uRTGZVjC9Rm98m3Y7kN7FvM1U90Q/ldwa8/M6gHMnfGCqMhSp +aM3kp5t1Abn5YIrErlg08UpqtrejG6iHx29WH36EEkUfBTqf6QVGQt/o3cl0 +dOG85yr3qT4gnnxjLF6ShfiUfqlX3h+ALK1mqLEjF11WuL/0ttJHCOtPym7V +LEBXLfs3HrsgANKwXEy/azEaH33p66f8N2gy2+t/V5UhiT+V/KFvfwNb/l7r +ZGYlmju32OpG/iB8jrbhDqUhdGZJtOgW10+g7YaaQ7+9Qcb7DAtVjYagWNuQ +suJ6DSK93hJjMD8EywpdyFb/1CFzzn7ve83DcIR7e1xmoQH5ij+J/P1wBHJf ++v4eV3mHQkQKLaW2jkKuivW13R9b0P8B87wD6g== "]]}, "Charting`Private`Tag#7"], Annotation[{ Directive[ @@ -5985,8 +6498,8 @@ P4Cy1OycNvz9DP4PZqoQVA== DirectedInfinity[1], 3}]& ], TagBox[ InterpretationBox[ - StyleBox["\"1.325\"", ShowStringCharacters -> False], - 1.3250000000000002`, AutoDelete -> True], NumberForm[#, { + StyleBox["\"1.325\"", ShowStringCharacters -> False], 1.325, + AutoDelete -> True], NumberForm[#, { DirectedInfinity[1], 3}]& ], TagBox[ InterpretationBox[ @@ -6425,9 +6938,10 @@ StyleBox[\\\"q\\\",FontSlant->\\\"Italic\\\"]\\)) = \\!\\(\\*FractionBox[\\(1\ 3.933648647064361*^9, 3.933648654341125*^9}, 3.93364871732869*^9, 3.933649370443953*^9, 3.933649402158951*^9, 3.933649452874392*^9, 3.933669613274262*^9, 3.9337640250881147`*^9, 3.934617733506632*^9, - 3.934691419259253*^9, {3.934691461328948*^9, 3.934691469599452*^9}}, + 3.934691419259253*^9, {3.934691461328948*^9, 3.934691469599452*^9}, + 3.934905956798574*^9, {3.9349065035114813`*^9, 3.934906581997859*^9}}, CellLabel-> - "Out[471]=",ExpressionUUID->"7b6f9e79-91f7-47eb-ba89-358c82ab5fdd"] + "Out[326]=",ExpressionUUID->"0cb7a892-92ce-4f3e-8a0f-e48a2d0bba50"] }, Open ]], Cell[BoxData[{ @@ -6446,7 +6960,7 @@ Cell[BoxData[{ CellChangeTimes->{{3.933648344039223*^9, 3.933648353137401*^9}, { 3.933764074071956*^9, 3.933764087224583*^9}}, CellLabel-> - "In[428]:=",ExpressionUUID->"718f433c-5ec4-4bac-860a-5bace6d1b65e"] + "In[473]:=",ExpressionUUID->"718f433c-5ec4-4bac-860a-5bace6d1b65e"] }, Open ]], Cell[CellGroupData[{ @@ -6465,7 +6979,7 @@ Cell[BoxData[{ RowBox[{"Plot", "[", RowBox[{ RowBox[{ - RowBox[{"\[ScriptCapitalS]\[CapitalOmega]", "[", + RowBox[{"\[ScriptCapitalS]\[Chi]", "[", RowBox[{"f3", ",", "es", ",", RowBox[{"1", "/", "2"}]}], "]"}], "[", "m", "]"}], ",", RowBox[{"{", @@ -6528,7 +7042,7 @@ Cell[BoxData[{ RowBox[{"f3", ",", RowBox[{"1", "/", "2"}], ",", "es"}], "]"}], ",", RowBox[{ - RowBox[{"\[ScriptCapitalS]\[CapitalOmega]", "[", + RowBox[{"\[ScriptCapitalS]\[Chi]", "[", RowBox[{"f3", ",", RowBox[{"1", "/", "2"}], ",", "es"}], "]"}], "[", RowBox[{"mMin", "[", @@ -6662,9 +7176,10 @@ Cell[BoxData[{ 3.933784296166341*^9, 3.933784298933405*^9}, {3.9337844106187143`*^9, 3.933784429085985*^9}, {3.933784466147958*^9, 3.933784466547345*^9}, { 3.9337845591925*^9, 3.933784559391575*^9}, {3.933784672620721*^9, - 3.9337846733082037`*^9}, {3.934617697627763*^9, 3.934617699098098*^9}}, + 3.9337846733082037`*^9}, {3.934617697627763*^9, 3.934617699098098*^9}, { + 3.934901789147999*^9, 3.934901791557835*^9}}, CellLabel-> - "In[412]:=",ExpressionUUID->"5506e17b-9ca1-45dd-9a22-41bf59df28ce"], + "In[274]:=",ExpressionUUID->"5506e17b-9ca1-45dd-9a22-41bf59df28ce"], Cell[BoxData[ GraphicsBox[ @@ -6673,77 +7188,77 @@ Cell[BoxData[ TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" -1:eJwVkHk0lHsYx8W9clxFUSiJZGuRCqHRbypRjT1pIcuUvbKclgmHuWNLZGts -N8ludC1jn0GeodJ0KYTi3pIryvsO03JTsnV//fGe3/mc5/s+3+/30aQHOXlL -SkhI0PH3813sc2/+73cCaejXqvrdaQeha61PQAyBzstYJF7RbQeW4lWbungC -OX8cbpcqEACla++uhRsEGupZM+6lJ4CvLAmVQ8kEMhQrGxWHAnDNHy3eTCMQ -R+uvPruiNgj4nPD2BZtA1ODBdrnR+zDipVjtd5tAAnVvUceVVshWHWLX5BEo -da29D+1ZCzj15YbNFRDosO70A8G2Fuik6lglcQj0kapoNTDPh+qNZq+rGwjE -sCn5FDHYBM+EcUEEj0AVWcKU5JNNIA4ZWKbVSqAk+5DKDW8aweBhkE5mB84/ -rnKSmGmAKr/SoIgeArW6OGwuP1QPz1Z9Wdb4nECee8KZ02/qQNy8n/1hkEC5 -z9K2MCPqYPuK1zz6KwJtizTeaNBaCxU1ipJHCAK5rVDrOXWsBrpPe7FZUwTi -mcSLqxa5MCVVrdP6gUA2hon59eVc2OpylLbjK4EufVl4mi3NhXtzTPYaKRJR -L3eQHcWVwDko1hlTI9FQf/yfLY7lIJzay1+vQaLRfetPDfVxYDIjgXZci0S8 -zZm3VZ05oDu5OVioTyIJD53Ql+5lUJrkyq8yIRHn5XzffGIJdBqX0ybNSBQ8 -fC74y/oSeDfy9bWmBeamBX1+ZTFo70yXzDiI/WVGw1kviqB4UEgLdyBRjIMC -X5dSCA8j147UH8P+oXG1acMFMK57LljsQiK9hu6JOEYBaIX9YHudIZHDlFXF -t+Z8KFQ3GbEOIJHG0ulvUYV5UOBbFKwUg/to1fDEETnQvbMxZW08iRSqBF29 -09kwOy+sUrmB82p10bo8s8EuVTyllkoiLmXsntgmC+Z4Zv7auSQyDE9zolhk -gHa0zXXduyT6SOq83d7GBgdbjzL9QhJNcqwvSu9nQ9m/MRPbOVj/yq7ExeYW -OMv2epnUkyh/pj5gjJEGUQNjTNMmEpn+5p13TSYN7uXN3DVvJpGKWXNCT04q -SOxeP7JPgO9x0NeeFp0Cla4+p627SZQ6WxW1nJYE0pULTifH8T24Y7Z7L8fB -zqvyoaffk+h6e9mvDGEsuO3flOZG4r4hnav46rFQN2jd4/kR52N6Z+wYiAbP -pXSa/wKJsk2X3h2h/w6JwpKAwB+479mGYamnTGhM5yVckBSh1HP+gWxzJsjp -jjwOkREhB83sgSOUSODb61uGKYlQ70zvxi9yYTCuSjkboYx5+afW+yuvgcK4 -HStynQgpzJIWk2sY4MO4JGBpiJAGh1liYXQFVhcAJXEb5nD5gl+4oWAR+Nz1 -5g4RCg40TBb/EwJ+xhNhKbtEiErnZ3yXCwF4Isu/ZSpCTK2quoqFi3D+83Hj -XEsRGnV8OvDC3B9q7a5R31iLkGfRFdumTl/4di+XtomG9xffoOq7+wDr7Fsv -jiOe78kyia0+C49B+oLIWYQkan2XHP3pIKe2hWFwEs9X5nVeNvCCrIHg5Hp3 -EcqXEL1SbjgDrwzZOd+8MA9Lzj5mucKmm03F5t6YjeQftfqcgopDS82CQPz/ -28C61SHH4XOBZqdUEOY8/z8ss47BniXLPqtQ7Hd7kefW7wgdjYnvuxmYU/hu -vaq2IKNY/Vk+QoQEnnM1dKWjYBv0fNEpCve9XNGiYm4N6V0zMpkszOsibbtu -WMKQrqrScCzeHw/eztIHYEMMZaNaAr6X7xNH9VMI6KMeWzySsL7nRHP1nDlw -KNHGhSmYZXu7lT+ZwHR2KXUiHfu9/DtakbIbds08oell4jyrWbIPG3cAw3Ha -JTAH6+XYRgl39OF+pQK9Khfv769zWNy6GSRljS58uov1rsZlLg/U4bDPCYZR -EdZTrXItI9bCzY6w6KuleG7GixqUkofn6nnJzeWYW9+Vi0ulQCW8PWexAvM7 -ijZLMNPm/nK8mMrFrCImN/HH2op2y3Cj6zC79N9Z9V3QtkqPcaDwJ3OOZGyx -hLb/AZeVQcE= +1:eJwVkXs0lHkYx8WurNWqSEQK5VahQqXRb4qoxj3JpcTkrnI5myYcphGSu0bY +pNyHdRl3I3mGStOSWxS7kpXK+w5T2ZSE9tcf73nP53zf5/l+nvOq0YMcvMXF +xMTo+PnxXup3b/nvCoEUdWqV/G63g8Ct1ifgKoHOSZkmhmm1A0vuklVdPIHs +Poy0S+TzgdK1f9fidQIN966b9NTmw2eWmOLhFAIZiNYbFoUCcE0eLSWnE4ij +8Ve/TWEbBMwmvH7OJhA1eKhdZvw+jHnKVfvdIhBf1VvYEdYK2UrD7Jo8AqUp +2PrQeu6BQ39u+EI+gY5ozTzgb78HnVRNiyQOgeapchaD33hQvWnfy+oGAjGs +ij9GDjVBjyAuiGgmUEWWIDXFuQlEIYMrNFoJlGQbUrnxVSPoPQzSvNlBIMdJ +RWdirgGq/EqCInsJ1Opkt6XscD30rPm0onGAQB57Ipgzr+pA1HKQ/X6IQNk9 +6brMyDrYseplM32UQNujjDbptdZCRY2c+FGCQF6rVHpdjtdAt6snmzVNoGbj +eFHVEhemJao1W98TyMog8W59GRe2OR2j6X/Gvp8Wn2ZLcqF8gcleJ0Ei6sUO +sqOoEjhmIs0JFRINP4v/8559GQim9/OUN5No/ICyy3A/B6YyE2gnNEjE33Lz +lpIjB7SmtgQLdEg0764Z+sK9FEqS3HhVxiTivPjW/y2xGDqNymhT+0gUPOIV +/Em5GN6OfX6pZoq5aVGHV1kEW3dmiGea4X6p8QjW80IoGhLQIuxIdM1uNU+L +UgAPoxTG6o/j/tC42vSRfJjU8goWOZFIu6H7TRwjHzTCv7M9T5PIedqi4kvL +XShQNR6zDCDR5mXXL9EFeZDvWxgsfxXfo1HTLIrMge6djakK8Tiv4nf1zWTD +/DdBleJ17KvRRevyyAabNNG0ShqJuJSJcpFVFiw07/Pfmov9ItIdKKaZsDXG +6prWHRJ9IDVf72hjg531mVKdAhJNcSwvSB5kQ+m/V9/s4JDIYNSm2MnqBjhK +93ka1+N9c/UBE4x0iB6cYO5twvmv3nmXpdKhPG/ujkkLicT2tST05qSB2G7l +sQN87Gfma0uLSYVKNx9Xy24SMeerolfSkkCyctHBeRL3cyes91+Mg52XZENd +35Eorb30Z4YgFk4dVE8/ReI8pHMNTzUW6oYsez0+4P/F9M7UH4wBj+UMmv8i +vnfv8tuj9CuQKCgOCPyO/c42jEg8ZUJjRnPCeXEhYnr5B7JNmCCjNfY4REqI +DNSyB49SooBnq2MeLi9EfXN9mz7JhMOkEuVs5HrMKz+23v/tMqyetGFFbRCi +1fOk6dQ6BvgwfuezNuN5DrPY1DAM1uYDJXE7ziNk83/ihoJp4IBbsr4QeQQa +pIj+CQE/ozfhqbuEiErnZX6VCQF4Is27sRf7aFTVVSxegHOzJ4xyzYXorv3T +wecm/lBrc5n6ylKINheGWTd1+sKX8lyaOk2IxIquU3XcfYB19rUnxx7v35Nl +HFt9Fh6D5HmhI/at8V2296eDjIouQ88Z+/2W13lRzxOyBoNT6t1xn5hwdH3D +aRg1YOd88cQ+I+Lzj1luoJ7cVGTijfsNZR+1+rhAxeHlFn4gzl8H1q0NOQGz ++WqdEkGY8/z/MM86DnuWzfstQvG+W0vNp57ZQ0dj4rtuBs5Teaf6lKxBSq56 +VjZSiPgeCzV0+WNgHTSw5BCN84sV9xRNLCGja07qJgv7b4iy7rpuDsNaSvIj +sbg/HrwdJQ/BxquUTSoJ+F6fJ/aqLgjo42d0zyThfT0nW6oXTIBDiTEqSMX7 +funrXv/RGGayS6hvMvD3w3/HyFF2w665JzTtm9hPliX9sFEfGPYzToE5mGXY +hgm3deB+5Wp6VS6ef1Znt7RtC4hLG57/eAfPuxmVOj1QhSM+JxmGhZgtLHLN +IxUguSM85lIJZrPm6CEJWRhQzUtpKcPc8bZMVCIBihHtOUsVmBcpW1n8uTb3 +F5NFVC5m4QypzptoK9wtxY2pw1w+cHvNV37bGm3GoYIf7HgkU9cc2v4HqThC +Xg== "]], LineBox[CompressedData[" -1:eJwVk3s01GkYx6fL7KqmiFGalEsqYbrfhH3IJdWkjU1T0kUuhSRhcWgJ1VZS -LnFmsKEydUZJ00TSM+WaBuOSZksokczv96O0Epn21x/vec/nfJ/n+36f55zX -yOuYq89EBoPhRZ+fN1eqZfmhVAWMPKaYm179+IRzSBOvnObGmGFdn97HJdfS -25NlNNuzXHxCRx6rGaUfmitUEPtidveYHxPtPds/69bQ+lDa2NNLWni29Mc4 -v47Wz2pNfFc8Gxt0F0zJqqc5WaUkWYaoE+LE7lSowPbQg7fCdybIbzhiYNxK -6/9Fh23cY4Y5ZklmPi9pP2rFyjbL5dh9umiN6JUKZAtyh90yVqFpd4ut6g1d -f8POI95xHQbB161L39JcLe52cbBCiZCz6/h7uj4gR5aXCvjtq42X5IMKDgQG -+krnbMSEooSIDZQKugJ2JM9cuQnrWKL4mE90v7hXFDm6GTWPPL8o+0L3x3Cq -GCoeCoy0rzuNqcBw8Y5Ai7wd2BWzpuhvNZ0/sED/srsbLnzFL5NPIMDwRIZ0 -fP5OLEr5p8lVg2ame4BKxceqSVz1Pl0CrmrqabLKDuCsON0r/noEXArQzrdp -Ooi+6nFu+FwCitI4seaDXqjxrcEzyYiA2ONt5eDsgzwquLyMS4DC7yIz8KA/ -Zgfs3lmznOYmjuBqeQBSfXZk8yoCDtg/T8oyPorJ3drz+i1pNvALipwUjM1K -SbSeE/3esmeCQv0TuMA9m22ymYAumzSKSZ3A0JZE8TIenXe6SF9eEYq6De7t -Tq4E/H6jJ1oUHY78ihGrsH20n5UwvXlBFHYUWo81hRNw+AE14ZVJHC4zX5j6 -JpIAfnSWw5G7cRgrmm7+MZrWxT15tran0Ci/Yw8jnvaDpG313vHonRn7cGny -zzzXK848S8T+U5WR5wsI6OtXxpMTz6MVo3Bmxi0CanMzw8sk5/FCTPrNvEKa -pTpnicMXkBvh+2/pPQKUaL0uVpmEwUc1LPvw5/7iZH/4X8LhXbwRByVdnyAK -js9NRXF1ubXdawIGv3xKfT8tDQ+tWRZn00Hv7zgnPebPNFRoa09d+56ePzck -aK9rOt6qfzl38SABegVvI4ZmZaCn/SGYokFC0dfNM563C5Bd3BrPnEaCbeuK -T24eQqwzdKqdMIOEkgStKIvXQlyrNt0xqkOCobB7V0tHFmqVUl4qAxIGGcaN -S4ZzsHJp1On6dSTExo3s3X4vF6OyVXXPNpBwoKrh5F/jubiC5alZbUNC7cPB -Ll/nPMz5CJmP7UmwlpQp9nflYcQ15q0720lY7pbvyJlzDc05l+sv+5HAnizm -yW7fwBSmiO2eQYKW0nfTnlAxev1i5pgqIMF7tfJgWJcYV/0qDlNk0349iyqy -txViq0ZR25ZrJDgolpQYmN/G2aySTLhLz6O7jW8xdAeztGv1lzwnQbBo5EVb -+108qrNlm28DCf2n3r/unVuMv7HlMflNJOS4r+pL8SjGTl1FxzwlCZ97s1yr -2ovReI7yqnYPCS7fPRplvfewwKDP5LuaBFbKa34mR4oRhv47LSdScC4xQ7Ha -W4rORkRiOJOCC2YPZ567LcV+48HewWkUmChmHvVzfIAWi0ZEPXoUcDyNvc2j -S7DYQoPbuJKCyrsXZg1oluEjS9M1eb4U8Cv8HmmEyDDT49jngiMU/V/3KhNy -ZRgaI71TGEjBLzePfYlqkqHFEwez0hAKNr67P7995RPMcj5ooDhJgT+v0eT6 -2BOM3iWYor5CAeUy5qFZUIH8yLfVkwQUtPs58HU6K3C10DRhSjYF60eFscWz -K5HokKrZ+RTUbWi9KD9XiXt9W4bM71DQNtA/tSyiCm3CWB27ayiQbsgPmhde -g5wMN+H+Ogpc1m29t7S0BodLBHyfegqa7S5ZTh+vwdvfTVuCWyhwVlsP2p2p -xfkJjrVnOilgnQm2Ytx4huqUk8X3v1Lg/oPXPaIlx1eSqmNloxSwcbvx5ENy -lLaxuE/GKZgqkVlxpXIM4ggL5JMGoFUiEQ7tr8eO3AdZ3ZoD0D/Kc5jztAE3 -JrPXy/UGQKy/x9uqsxH/B43AQ74= +1:eJwVUHs0lHkYni6zq5oil2JSmFTCpHsJ+5JLqkkbxZR0kUshSVgcWkK1lZRL +HIMNlakzSkwTSe+UXNJgXFazJZRI5vs+uqxEpv3643d+5znP+zzv8z5G3sdc +fSczGAxv+v38uRINy/cVSmAUMEXcjNpHJ5xDW3hVNF54ckTHt/9R+bWMzhQp +je1ZLr5ho49UjIr3rdVKiOuZ2zvuz0R7r85POnU0P5o+/uSSBp6t+DHBb6D5 +ZI3Jb0vnYpPOwmk5jTQ+p1SQLEPUCnXS7pYrwfbQ/TeCt8bIbzpiwGmn+f9i +wjfuMcU802RT3xe0H7ViZYflcuw9XbJG+JKe5+SPuGWuQpPeNlvlayVIi+w8 +ExzXYTB83brsDa2vFfW6OFihWMD2OP6O5gPzpAVpgN++2niL3yvhQFCQn0Rv +IyaWJEZuoJTQE7gjZfbKTdjAEibEfqT3FfcLo8Y2o/qR5xelX2h9LLuGoeRh +tpHmdadxWr9kR5B5wQ7siV1T8pfqp3+R/mV3N1z0kl8pm0SA4YlMycSCXViS ++neLqxqNme6BSiUfa6ZwVft0CLiqrqvOqjyAc+J1rgToEnApULPQpuUg+qkm +uBHzCChJZ8eZDXuj2rcmr2QjAqTHO6rA2Rd5VEhVJZeAYf+LzKCDAZgbuHtX +3XIat7Czr1YFIjVgR7auov3tnyfncI5iSq/m/EFLAkIM/IOjpoRgq0Ico+tE +77N4ll2sfwIXuudqG28moMcmnWJSJzCsLUlkwaPzzhTqy6rDUKfJvdPJlYDf +b/TFCGMikF89ahW+j/azEmS0LozGrmLr8ZYIAg7fpya9NI5HC7NFaa+jCODH +5DgcuRuPccKZZh9iaF7UV2BrewqNCrv2MBJoP0je1uiTgD5ZcQ+WpdB5La5X +n3mWhIOnnkadL6LzDCoSyMnn0YpRPDvzFgH1+VkRleLzeCE242ZBMY0lWmeJ +wxeQG+n3b0UZAQq0XhenSMaQo2qWA0iAMD1eujPgEo548EYdFHR/icKQhPw0 +FNVWWdu9ovv68jHt3Yx0PLTGIt6miwD5cXZG7B/pKNfUnL72HQEm+aHBe10z +8Fbji3lLhuk+it5Efp6TiV72h2CaGgklXzfPet6Zjdql7QnMGSTYtq/46OYp +wAZDp/pJs0goT9SINn8lwLUqkx1jWiQYCno92rpyUKOC8lYakDDM4DQvHcnD +p8uiTzeuIyEufnTv9rJ8jM5VNjzbQMKBmqaTf07k4wqWl3qtDQnSB8M9fs4F +mPcBsh7Zk7BeXCnf31OAkdeYt+5sJ2G5W6EjW+8amrEvN172J0F7qognvX0D +U5lCbfdMEnQVfpv2hInQ+xdTx7RsEnxWKw6G94hw1a+icHkuCdZ9i6tztxVj +u1pJx5Zr9D3ypeUGZrdxLqs8C+7S9+hs45t/voM5mvX6S5+TkL549J+Ozrt4 +VGvLNr8mEvpPvXvVP68Uf9OWxRa2kJDnvmog1bMUu3XkXfMVJHzqz3Gt6SxF +jp7iqmYfCS7fPZul/WVYZDBg/F1FAiv1FT+LLcFIw4BdlpMpSEzKlK/2kaCz +EZEUwaTggumD2eduS3CQM9w/PIMCjnz2UX/H+2i+eFTYp0uBoRfHxyymHEvN +1bjNKymovXthzpB6JT60NFlT4EcBv9r/oVqoFLM8j30qOkLBxqC9isR8KYbF +Su4UB1Hwy81jX6JbpGj+2MG0IpQC27f3FnSufIw5zgcN5CcpCOI1G18ff4wx +HtnTVFcooFzGPdWLqpEf9aZ2SjYFnf4OfK3ualwtMEmclkvB+jFBXOncp0h0 +SVTahRQ0bGi/KDv3FPf6tX02u0NBx9Dg9MrIGrQJZ3XtrqNAsqEweH5EHbIz +3QT7GyhwWbe1bFlFHY6UZ/N9Gylot7tkOXOiDm9/N2kLaaPAWWU9bHemHhck +Otaf6aaAdSbEinHjGapST5be+0rBzh+83lENGb4U1xyrHKNgDm7nTD0kQ0kH +i/t4goLpYqkVVyLDYLagSDZlCFrFYsHn/Y3YlX8/p1d9CAbGeA56T5rQPkV7 +vUx3CET6e3ysupvxf3UiQ/o= "]]}, Annotation[#, "Charting`Private`Tag#1"]& ], {}}, {}}, {"WolframDynamicHighlight", <| @@ -6760,78 +7275,78 @@ JrPXy/UGQKy/x9uqsxH/B43AQ74= RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwVkHk0lHsYx8W9clxFUSiJZGuRCqHRbypRjT1pIcuUvbKclgmHuWNLZGts -N8ludC1jn0GeodJ0KYTi3pIryvsO03JTsnV//fGe3/mc5/s+3+/30aQHOXlL -SkhI0PH3813sc2/+73cCaejXqvrdaQeha61PQAyBzstYJF7RbQeW4lWbungC -OX8cbpcqEACla++uhRsEGupZM+6lJ4CvLAmVQ8kEMhQrGxWHAnDNHy3eTCMQ -R+uvPruiNgj4nPD2BZtA1ODBdrnR+zDipVjtd5tAAnVvUceVVshWHWLX5BEo -da29D+1ZCzj15YbNFRDosO70A8G2Fuik6lglcQj0kapoNTDPh+qNZq+rGwjE -sCn5FDHYBM+EcUEEj0AVWcKU5JNNIA4ZWKbVSqAk+5DKDW8aweBhkE5mB84/ -rnKSmGmAKr/SoIgeArW6OGwuP1QPz1Z9Wdb4nECee8KZ02/qQNy8n/1hkEC5 -z9K2MCPqYPuK1zz6KwJtizTeaNBaCxU1ipJHCAK5rVDrOXWsBrpPe7FZUwTi -mcSLqxa5MCVVrdP6gUA2hon59eVc2OpylLbjK4EufVl4mi3NhXtzTPYaKRJR -L3eQHcWVwDko1hlTI9FQf/yfLY7lIJzay1+vQaLRfetPDfVxYDIjgXZci0S8 -zZm3VZ05oDu5OVioTyIJD53Ql+5lUJrkyq8yIRHn5XzffGIJdBqX0ybNSBQ8 -fC74y/oSeDfy9bWmBeamBX1+ZTFo70yXzDiI/WVGw1kviqB4UEgLdyBRjIMC -X5dSCA8j147UH8P+oXG1acMFMK57LljsQiK9hu6JOEYBaIX9YHudIZHDlFXF -t+Z8KFQ3GbEOIJHG0ulvUYV5UOBbFKwUg/to1fDEETnQvbMxZW08iRSqBF29 -09kwOy+sUrmB82p10bo8s8EuVTyllkoiLmXsntgmC+Z4Zv7auSQyDE9zolhk -gHa0zXXduyT6SOq83d7GBgdbjzL9QhJNcqwvSu9nQ9m/MRPbOVj/yq7ExeYW -OMv2epnUkyh/pj5gjJEGUQNjTNMmEpn+5p13TSYN7uXN3DVvJpGKWXNCT04q -SOxeP7JPgO9x0NeeFp0Cla4+p627SZQ6WxW1nJYE0pULTifH8T24Y7Z7L8fB -zqvyoaffk+h6e9mvDGEsuO3flOZG4r4hnav46rFQN2jd4/kR52N6Z+wYiAbP -pXSa/wKJsk2X3h2h/w6JwpKAwB+479mGYamnTGhM5yVckBSh1HP+gWxzJsjp -jjwOkREhB83sgSOUSODb61uGKYlQ70zvxi9yYTCuSjkboYx5+afW+yuvgcK4 -HStynQgpzJIWk2sY4MO4JGBpiJAGh1liYXQFVhcAJXEb5nD5gl+4oWAR+Nz1 -5g4RCg40TBb/EwJ+xhNhKbtEiErnZ3yXCwF4Isu/ZSpCTK2quoqFi3D+83Hj -XEsRGnV8OvDC3B9q7a5R31iLkGfRFdumTl/4di+XtomG9xffoOq7+wDr7Fsv -jiOe78kyia0+C49B+oLIWYQkan2XHP3pIKe2hWFwEs9X5nVeNvCCrIHg5Hp3 -EcqXEL1SbjgDrwzZOd+8MA9Lzj5mucKmm03F5t6YjeQftfqcgopDS82CQPz/ -28C61SHH4XOBZqdUEOY8/z8ss47BniXLPqtQ7Hd7kefW7wgdjYnvuxmYU/hu -vaq2IKNY/Vk+QoQEnnM1dKWjYBv0fNEpCve9XNGiYm4N6V0zMpkszOsibbtu -WMKQrqrScCzeHw/eztIHYEMMZaNaAr6X7xNH9VMI6KMeWzySsL7nRHP1nDlw -KNHGhSmYZXu7lT+ZwHR2KXUiHfu9/DtakbIbds08oell4jyrWbIPG3cAw3Ha -JTAH6+XYRgl39OF+pQK9Khfv769zWNy6GSRljS58uov1rsZlLg/U4bDPCYZR -EdZTrXItI9bCzY6w6KuleG7GixqUkofn6nnJzeWYW9+Vi0ulQCW8PWexAvM7 -ijZLMNPm/nK8mMrFrCImN/HH2op2y3Cj6zC79N9Z9V3QtkqPcaDwJ3OOZGyx -hLb/AZeVQcE= +1:eJwVkXs0lHkYx8WurNWqSEQK5VahQqXRb4qoxj3JpcTkrnI5myYcphGSu0bY +pNyHdRl3I3mGStOSWxS7kpXK+w5T2ZSE9tcf73nP53zf5/l+nvOq0YMcvMXF +xMTo+PnxXup3b/nvCoEUdWqV/G63g8Ct1ifgKoHOSZkmhmm1A0vuklVdPIHs +Poy0S+TzgdK1f9fidQIN966b9NTmw2eWmOLhFAIZiNYbFoUCcE0eLSWnE4ij +8Ve/TWEbBMwmvH7OJhA1eKhdZvw+jHnKVfvdIhBf1VvYEdYK2UrD7Jo8AqUp +2PrQeu6BQ39u+EI+gY5ozTzgb78HnVRNiyQOgeapchaD33hQvWnfy+oGAjGs +ij9GDjVBjyAuiGgmUEWWIDXFuQlEIYMrNFoJlGQbUrnxVSPoPQzSvNlBIMdJ +RWdirgGq/EqCInsJ1Opkt6XscD30rPm0onGAQB57Ipgzr+pA1HKQ/X6IQNk9 +6brMyDrYseplM32UQNujjDbptdZCRY2c+FGCQF6rVHpdjtdAt6snmzVNoGbj +eFHVEhemJao1W98TyMog8W59GRe2OR2j6X/Gvp8Wn2ZLcqF8gcleJ0Ei6sUO +sqOoEjhmIs0JFRINP4v/8559GQim9/OUN5No/ICyy3A/B6YyE2gnNEjE33Lz +lpIjB7SmtgQLdEg0764Z+sK9FEqS3HhVxiTivPjW/y2xGDqNymhT+0gUPOIV +/Em5GN6OfX6pZoq5aVGHV1kEW3dmiGea4X6p8QjW80IoGhLQIuxIdM1uNU+L +UgAPoxTG6o/j/tC42vSRfJjU8goWOZFIu6H7TRwjHzTCv7M9T5PIedqi4kvL +XShQNR6zDCDR5mXXL9EFeZDvWxgsfxXfo1HTLIrMge6djakK8Tiv4nf1zWTD +/DdBleJ17KvRRevyyAabNNG0ShqJuJSJcpFVFiw07/Pfmov9ItIdKKaZsDXG +6prWHRJ9IDVf72hjg531mVKdAhJNcSwvSB5kQ+m/V9/s4JDIYNSm2MnqBjhK +93ka1+N9c/UBE4x0iB6cYO5twvmv3nmXpdKhPG/ujkkLicT2tST05qSB2G7l +sQN87Gfma0uLSYVKNx9Xy24SMeerolfSkkCyctHBeRL3cyes91+Mg52XZENd +35Eorb30Z4YgFk4dVE8/ReI8pHMNTzUW6oYsez0+4P/F9M7UH4wBj+UMmv8i +vnfv8tuj9CuQKCgOCPyO/c42jEg8ZUJjRnPCeXEhYnr5B7JNmCCjNfY4REqI +DNSyB49SooBnq2MeLi9EfXN9mz7JhMOkEuVs5HrMKz+23v/tMqyetGFFbRCi +1fOk6dQ6BvgwfuezNuN5DrPY1DAM1uYDJXE7ziNk83/ihoJp4IBbsr4QeQQa +pIj+CQE/ozfhqbuEiErnZX6VCQF4Is27sRf7aFTVVSxegHOzJ4xyzYXorv3T +wecm/lBrc5n6ylKINheGWTd1+sKX8lyaOk2IxIquU3XcfYB19rUnxx7v35Nl +HFt9Fh6D5HmhI/at8V2296eDjIouQ88Z+/2W13lRzxOyBoNT6t1xn5hwdH3D +aRg1YOd88cQ+I+Lzj1luoJ7cVGTijfsNZR+1+rhAxeHlFn4gzl8H1q0NOQGz ++WqdEkGY8/z/MM86DnuWzfstQvG+W0vNp57ZQ0dj4rtuBs5Teaf6lKxBSq56 +VjZSiPgeCzV0+WNgHTSw5BCN84sV9xRNLCGja07qJgv7b4iy7rpuDsNaSvIj +sbg/HrwdJQ/BxquUTSoJ+F6fJ/aqLgjo42d0zyThfT0nW6oXTIBDiTEqSMX7 +funrXv/RGGayS6hvMvD3w3/HyFF2w665JzTtm9hPliX9sFEfGPYzToE5mGXY +hgm3deB+5Wp6VS6ef1Znt7RtC4hLG57/eAfPuxmVOj1QhSM+JxmGhZgtLHLN +IxUguSM85lIJZrPm6CEJWRhQzUtpKcPc8bZMVCIBihHtOUsVmBcpW1n8uTb3 +F5NFVC5m4QypzptoK9wtxY2pw1w+cHvNV37bGm3GoYIf7HgkU9cc2v4HqThC +Xg== "]], Line[CompressedData[" -1:eJwVk3s01GkYx6fL7KqmiFGalEsqYbrfhH3IJdWkjU1T0kUuhSRhcWgJ1VZS -LnFmsKEydUZJ00TSM+WaBuOSZksokczv96O0Epn21x/vec/nfJ/n+36f55zX -yOuYq89EBoPhRZ+fN1eqZfmhVAWMPKaYm179+IRzSBOvnObGmGFdn97HJdfS -25NlNNuzXHxCRx6rGaUfmitUEPtidveYHxPtPds/69bQ+lDa2NNLWni29Mc4 -v47Wz2pNfFc8Gxt0F0zJqqc5WaUkWYaoE+LE7lSowPbQg7fCdybIbzhiYNxK -6/9Fh23cY4Y5ZklmPi9pP2rFyjbL5dh9umiN6JUKZAtyh90yVqFpd4ut6g1d -f8POI95xHQbB161L39JcLe52cbBCiZCz6/h7uj4gR5aXCvjtq42X5IMKDgQG -+krnbMSEooSIDZQKugJ2JM9cuQnrWKL4mE90v7hXFDm6GTWPPL8o+0L3x3Cq -GCoeCoy0rzuNqcBw8Y5Ai7wd2BWzpuhvNZ0/sED/srsbLnzFL5NPIMDwRIZ0 -fP5OLEr5p8lVg2ame4BKxceqSVz1Pl0CrmrqabLKDuCsON0r/noEXArQzrdp -Ooi+6nFu+FwCitI4seaDXqjxrcEzyYiA2ONt5eDsgzwquLyMS4DC7yIz8KA/ -Zgfs3lmznOYmjuBqeQBSfXZk8yoCDtg/T8oyPorJ3drz+i1pNvALipwUjM1K -SbSeE/3esmeCQv0TuMA9m22ymYAumzSKSZ3A0JZE8TIenXe6SF9eEYq6De7t -Tq4E/H6jJ1oUHY78ihGrsH20n5UwvXlBFHYUWo81hRNw+AE14ZVJHC4zX5j6 -JpIAfnSWw5G7cRgrmm7+MZrWxT15tran0Ci/Yw8jnvaDpG313vHonRn7cGny -zzzXK848S8T+U5WR5wsI6OtXxpMTz6MVo3Bmxi0CanMzw8sk5/FCTPrNvEKa -pTpnicMXkBvh+2/pPQKUaL0uVpmEwUc1LPvw5/7iZH/4X8LhXbwRByVdnyAK -js9NRXF1ubXdawIGv3xKfT8tDQ+tWRZn00Hv7zgnPebPNFRoa09d+56ePzck -aK9rOt6qfzl38SABegVvI4ZmZaCn/SGYokFC0dfNM563C5Bd3BrPnEaCbeuK -T24eQqwzdKqdMIOEkgStKIvXQlyrNt0xqkOCobB7V0tHFmqVUl4qAxIGGcaN -S4ZzsHJp1On6dSTExo3s3X4vF6OyVXXPNpBwoKrh5F/jubiC5alZbUNC7cPB -Ll/nPMz5CJmP7UmwlpQp9nflYcQ15q0720lY7pbvyJlzDc05l+sv+5HAnizm -yW7fwBSmiO2eQYKW0nfTnlAxev1i5pgqIMF7tfJgWJcYV/0qDlNk0349iyqy -txViq0ZR25ZrJDgolpQYmN/G2aySTLhLz6O7jW8xdAeztGv1lzwnQbBo5EVb -+108qrNlm28DCf2n3r/unVuMv7HlMflNJOS4r+pL8SjGTl1FxzwlCZ97s1yr -2ovReI7yqnYPCS7fPRplvfewwKDP5LuaBFbKa34mR4oRhv47LSdScC4xQ7Ha -W4rORkRiOJOCC2YPZ567LcV+48HewWkUmChmHvVzfIAWi0ZEPXoUcDyNvc2j -S7DYQoPbuJKCyrsXZg1oluEjS9M1eb4U8Cv8HmmEyDDT49jngiMU/V/3KhNy -ZRgaI71TGEjBLzePfYlqkqHFEwez0hAKNr67P7995RPMcj5ooDhJgT+v0eT6 -2BOM3iWYor5CAeUy5qFZUIH8yLfVkwQUtPs58HU6K3C10DRhSjYF60eFscWz -K5HokKrZ+RTUbWi9KD9XiXt9W4bM71DQNtA/tSyiCm3CWB27ayiQbsgPmhde -g5wMN+H+Ogpc1m29t7S0BodLBHyfegqa7S5ZTh+vwdvfTVuCWyhwVlsP2p2p -xfkJjrVnOilgnQm2Ytx4huqUk8X3v1Lg/oPXPaIlx1eSqmNloxSwcbvx5ENy -lLaxuE/GKZgqkVlxpXIM4ggL5JMGoFUiEQ7tr8eO3AdZ3ZoD0D/Kc5jztAE3 -JrPXy/UGQKy/x9uqsxH/B43AQ74= +1:eJwVUHs0lHkYni6zq5oil2JSmFTCpHsJ+5JLqkkbxZR0kUshSVgcWkK1lZRL +HIMNlakzSkwTSe+UXNJgXFazJZRI5vs+uqxEpv3643d+5znP+zzv8z5G3sdc +fSczGAxv+v38uRINy/cVSmAUMEXcjNpHJ5xDW3hVNF54ckTHt/9R+bWMzhQp +je1ZLr5ho49UjIr3rdVKiOuZ2zvuz0R7r85POnU0P5o+/uSSBp6t+DHBb6D5 +ZI3Jb0vnYpPOwmk5jTQ+p1SQLEPUCnXS7pYrwfbQ/TeCt8bIbzpiwGmn+f9i +wjfuMcU802RT3xe0H7ViZYflcuw9XbJG+JKe5+SPuGWuQpPeNlvlayVIi+w8 +ExzXYTB83brsDa2vFfW6OFihWMD2OP6O5gPzpAVpgN++2niL3yvhQFCQn0Rv +IyaWJEZuoJTQE7gjZfbKTdjAEibEfqT3FfcLo8Y2o/qR5xelX2h9LLuGoeRh +tpHmdadxWr9kR5B5wQ7siV1T8pfqp3+R/mV3N1z0kl8pm0SA4YlMycSCXViS ++neLqxqNme6BSiUfa6ZwVft0CLiqrqvOqjyAc+J1rgToEnApULPQpuUg+qkm +uBHzCChJZ8eZDXuj2rcmr2QjAqTHO6rA2Rd5VEhVJZeAYf+LzKCDAZgbuHtX +3XIat7Czr1YFIjVgR7auov3tnyfncI5iSq/m/EFLAkIM/IOjpoRgq0Ico+tE +77N4ll2sfwIXuudqG28moMcmnWJSJzCsLUlkwaPzzhTqy6rDUKfJvdPJlYDf +b/TFCGMikF89ahW+j/azEmS0LozGrmLr8ZYIAg7fpya9NI5HC7NFaa+jCODH +5DgcuRuPccKZZh9iaF7UV2BrewqNCrv2MBJoP0je1uiTgD5ZcQ+WpdB5La5X +n3mWhIOnnkadL6LzDCoSyMnn0YpRPDvzFgH1+VkRleLzeCE242ZBMY0lWmeJ +wxeQG+n3b0UZAQq0XhenSMaQo2qWA0iAMD1eujPgEo548EYdFHR/icKQhPw0 +FNVWWdu9ovv68jHt3Yx0PLTGIt6miwD5cXZG7B/pKNfUnL72HQEm+aHBe10z +8Fbji3lLhuk+it5Efp6TiV72h2CaGgklXzfPet6Zjdql7QnMGSTYtq/46OYp +wAZDp/pJs0goT9SINn8lwLUqkx1jWiQYCno92rpyUKOC8lYakDDM4DQvHcnD +p8uiTzeuIyEufnTv9rJ8jM5VNjzbQMKBmqaTf07k4wqWl3qtDQnSB8M9fs4F +mPcBsh7Zk7BeXCnf31OAkdeYt+5sJ2G5W6EjW+8amrEvN172J0F7qognvX0D +U5lCbfdMEnQVfpv2hInQ+xdTx7RsEnxWKw6G94hw1a+icHkuCdZ9i6tztxVj +u1pJx5Zr9D3ypeUGZrdxLqs8C+7S9+hs45t/voM5mvX6S5+TkL549J+Ozrt4 +VGvLNr8mEvpPvXvVP68Uf9OWxRa2kJDnvmog1bMUu3XkXfMVJHzqz3Gt6SxF +jp7iqmYfCS7fPZul/WVYZDBg/F1FAiv1FT+LLcFIw4BdlpMpSEzKlK/2kaCz +EZEUwaTggumD2eduS3CQM9w/PIMCjnz2UX/H+2i+eFTYp0uBoRfHxyymHEvN +1bjNKymovXthzpB6JT60NFlT4EcBv9r/oVqoFLM8j30qOkLBxqC9isR8KYbF +Su4UB1Hwy81jX6JbpGj+2MG0IpQC27f3FnSufIw5zgcN5CcpCOI1G18ff4wx +HtnTVFcooFzGPdWLqpEf9aZ2SjYFnf4OfK3ualwtMEmclkvB+jFBXOncp0h0 +SVTahRQ0bGi/KDv3FPf6tX02u0NBx9Dg9MrIGrQJZ3XtrqNAsqEweH5EHbIz +3QT7GyhwWbe1bFlFHY6UZ/N9Gylot7tkOXOiDm9/N2kLaaPAWWU9bHemHhck +Otaf6aaAdSbEinHjGapST5be+0rBzh+83lENGb4U1xyrHKNgDm7nTD0kQ0kH +i/t4goLpYqkVVyLDYLagSDZlCFrFYsHn/Y3YlX8/p1d9CAbGeA56T5rQPkV7 +vUx3CET6e3ysupvxf3UiQ/o= "]]}, "Charting`Private`Tag#1"], {}}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, @@ -6893,78 +7408,78 @@ JrPXy/UGQKy/x9uqsxH/B43AQ74= RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwVkHk0lHsYx8W9clxFUSiJZGuRCqHRbypRjT1pIcuUvbKclgmHuWNLZGts -N8ludC1jn0GeodJ0KYTi3pIryvsO03JTsnV//fGe3/mc5/s+3+/30aQHOXlL -SkhI0PH3813sc2/+73cCaejXqvrdaQeha61PQAyBzstYJF7RbQeW4lWbungC -OX8cbpcqEACla++uhRsEGupZM+6lJ4CvLAmVQ8kEMhQrGxWHAnDNHy3eTCMQ -R+uvPruiNgj4nPD2BZtA1ODBdrnR+zDipVjtd5tAAnVvUceVVshWHWLX5BEo -da29D+1ZCzj15YbNFRDosO70A8G2Fuik6lglcQj0kapoNTDPh+qNZq+rGwjE -sCn5FDHYBM+EcUEEj0AVWcKU5JNNIA4ZWKbVSqAk+5DKDW8aweBhkE5mB84/ -rnKSmGmAKr/SoIgeArW6OGwuP1QPz1Z9Wdb4nECee8KZ02/qQNy8n/1hkEC5 -z9K2MCPqYPuK1zz6KwJtizTeaNBaCxU1ipJHCAK5rVDrOXWsBrpPe7FZUwTi -mcSLqxa5MCVVrdP6gUA2hon59eVc2OpylLbjK4EufVl4mi3NhXtzTPYaKRJR -L3eQHcWVwDko1hlTI9FQf/yfLY7lIJzay1+vQaLRfetPDfVxYDIjgXZci0S8 -zZm3VZ05oDu5OVioTyIJD53Ql+5lUJrkyq8yIRHn5XzffGIJdBqX0ybNSBQ8 -fC74y/oSeDfy9bWmBeamBX1+ZTFo70yXzDiI/WVGw1kviqB4UEgLdyBRjIMC -X5dSCA8j147UH8P+oXG1acMFMK57LljsQiK9hu6JOEYBaIX9YHudIZHDlFXF -t+Z8KFQ3GbEOIJHG0ulvUYV5UOBbFKwUg/to1fDEETnQvbMxZW08iRSqBF29 -09kwOy+sUrmB82p10bo8s8EuVTyllkoiLmXsntgmC+Z4Zv7auSQyDE9zolhk -gHa0zXXduyT6SOq83d7GBgdbjzL9QhJNcqwvSu9nQ9m/MRPbOVj/yq7ExeYW -OMv2epnUkyh/pj5gjJEGUQNjTNMmEpn+5p13TSYN7uXN3DVvJpGKWXNCT04q -SOxeP7JPgO9x0NeeFp0Cla4+p627SZQ6WxW1nJYE0pULTifH8T24Y7Z7L8fB -zqvyoaffk+h6e9mvDGEsuO3flOZG4r4hnav46rFQN2jd4/kR52N6Z+wYiAbP -pXSa/wKJsk2X3h2h/w6JwpKAwB+479mGYamnTGhM5yVckBSh1HP+gWxzJsjp -jjwOkREhB83sgSOUSODb61uGKYlQ70zvxi9yYTCuSjkboYx5+afW+yuvgcK4 -HStynQgpzJIWk2sY4MO4JGBpiJAGh1liYXQFVhcAJXEb5nD5gl+4oWAR+Nz1 -5g4RCg40TBb/EwJ+xhNhKbtEiErnZ3yXCwF4Isu/ZSpCTK2quoqFi3D+83Hj -XEsRGnV8OvDC3B9q7a5R31iLkGfRFdumTl/4di+XtomG9xffoOq7+wDr7Fsv -jiOe78kyia0+C49B+oLIWYQkan2XHP3pIKe2hWFwEs9X5nVeNvCCrIHg5Hp3 -EcqXEL1SbjgDrwzZOd+8MA9Lzj5mucKmm03F5t6YjeQftfqcgopDS82CQPz/ -28C61SHH4XOBZqdUEOY8/z8ss47BniXLPqtQ7Hd7kefW7wgdjYnvuxmYU/hu -vaq2IKNY/Vk+QoQEnnM1dKWjYBv0fNEpCve9XNGiYm4N6V0zMpkszOsibbtu -WMKQrqrScCzeHw/eztIHYEMMZaNaAr6X7xNH9VMI6KMeWzySsL7nRHP1nDlw -KNHGhSmYZXu7lT+ZwHR2KXUiHfu9/DtakbIbds08oell4jyrWbIPG3cAw3Ha -JTAH6+XYRgl39OF+pQK9Khfv769zWNy6GSRljS58uov1rsZlLg/U4bDPCYZR -EdZTrXItI9bCzY6w6KuleG7GixqUkofn6nnJzeWYW9+Vi0ulQCW8PWexAvM7 -ijZLMNPm/nK8mMrFrCImN/HH2op2y3Cj6zC79N9Z9V3QtkqPcaDwJ3OOZGyx -hLb/AZeVQcE= +1:eJwVkXs0lHkYx8WurNWqSEQK5VahQqXRb4qoxj3JpcTkrnI5myYcphGSu0bY +pNyHdRl3I3mGStOSWxS7kpXK+w5T2ZSE9tcf73nP53zf5/l+nvOq0YMcvMXF +xMTo+PnxXup3b/nvCoEUdWqV/G63g8Ct1ifgKoHOSZkmhmm1A0vuklVdPIHs +Poy0S+TzgdK1f9fidQIN966b9NTmw2eWmOLhFAIZiNYbFoUCcE0eLSWnE4ij +8Ve/TWEbBMwmvH7OJhA1eKhdZvw+jHnKVfvdIhBf1VvYEdYK2UrD7Jo8AqUp +2PrQeu6BQ39u+EI+gY5ozTzgb78HnVRNiyQOgeapchaD33hQvWnfy+oGAjGs +ij9GDjVBjyAuiGgmUEWWIDXFuQlEIYMrNFoJlGQbUrnxVSPoPQzSvNlBIMdJ +RWdirgGq/EqCInsJ1Opkt6XscD30rPm0onGAQB57Ipgzr+pA1HKQ/X6IQNk9 +6brMyDrYseplM32UQNujjDbptdZCRY2c+FGCQF6rVHpdjtdAt6snmzVNoGbj +eFHVEhemJao1W98TyMog8W59GRe2OR2j6X/Gvp8Wn2ZLcqF8gcleJ0Ei6sUO +sqOoEjhmIs0JFRINP4v/8559GQim9/OUN5No/ICyy3A/B6YyE2gnNEjE33Lz +lpIjB7SmtgQLdEg0764Z+sK9FEqS3HhVxiTivPjW/y2xGDqNymhT+0gUPOIV +/Em5GN6OfX6pZoq5aVGHV1kEW3dmiGea4X6p8QjW80IoGhLQIuxIdM1uNU+L +UgAPoxTG6o/j/tC42vSRfJjU8goWOZFIu6H7TRwjHzTCv7M9T5PIedqi4kvL +XShQNR6zDCDR5mXXL9EFeZDvWxgsfxXfo1HTLIrMge6djakK8Tiv4nf1zWTD +/DdBleJ17KvRRevyyAabNNG0ShqJuJSJcpFVFiw07/Pfmov9ItIdKKaZsDXG +6prWHRJ9IDVf72hjg531mVKdAhJNcSwvSB5kQ+m/V9/s4JDIYNSm2MnqBjhK +93ka1+N9c/UBE4x0iB6cYO5twvmv3nmXpdKhPG/ujkkLicT2tST05qSB2G7l +sQN87Gfma0uLSYVKNx9Xy24SMeerolfSkkCyctHBeRL3cyes91+Mg52XZENd +35Eorb30Z4YgFk4dVE8/ReI8pHMNTzUW6oYsez0+4P/F9M7UH4wBj+UMmv8i +vnfv8tuj9CuQKCgOCPyO/c42jEg8ZUJjRnPCeXEhYnr5B7JNmCCjNfY4REqI +DNSyB49SooBnq2MeLi9EfXN9mz7JhMOkEuVs5HrMKz+23v/tMqyetGFFbRCi +1fOk6dQ6BvgwfuezNuN5DrPY1DAM1uYDJXE7ziNk83/ihoJp4IBbsr4QeQQa +pIj+CQE/ozfhqbuEiErnZX6VCQF4Is27sRf7aFTVVSxegHOzJ4xyzYXorv3T +wecm/lBrc5n6ylKINheGWTd1+sKX8lyaOk2IxIquU3XcfYB19rUnxx7v35Nl +HFt9Fh6D5HmhI/at8V2296eDjIouQ88Z+/2W13lRzxOyBoNT6t1xn5hwdH3D +aRg1YOd88cQ+I+Lzj1luoJ7cVGTijfsNZR+1+rhAxeHlFn4gzl8H1q0NOQGz ++WqdEkGY8/z/MM86DnuWzfstQvG+W0vNp57ZQ0dj4rtuBs5Teaf6lKxBSq56 +VjZSiPgeCzV0+WNgHTSw5BCN84sV9xRNLCGja07qJgv7b4iy7rpuDsNaSvIj +sbg/HrwdJQ/BxquUTSoJ+F6fJ/aqLgjo42d0zyThfT0nW6oXTIBDiTEqSMX7 +funrXv/RGGayS6hvMvD3w3/HyFF2w665JzTtm9hPliX9sFEfGPYzToE5mGXY +hgm3deB+5Wp6VS6ef1Znt7RtC4hLG57/eAfPuxmVOj1QhSM+JxmGhZgtLHLN +IxUguSM85lIJZrPm6CEJWRhQzUtpKcPc8bZMVCIBihHtOUsVmBcpW1n8uTb3 +F5NFVC5m4QypzptoK9wtxY2pw1w+cHvNV37bGm3GoYIf7HgkU9cc2v4HqThC +Xg== "]], Line[CompressedData[" -1:eJwVk3s01GkYx6fL7KqmiFGalEsqYbrfhH3IJdWkjU1T0kUuhSRhcWgJ1VZS -LnFmsKEydUZJ00TSM+WaBuOSZksokczv96O0Epn21x/vec/nfJ/n+36f55zX -yOuYq89EBoPhRZ+fN1eqZfmhVAWMPKaYm179+IRzSBOvnObGmGFdn97HJdfS -25NlNNuzXHxCRx6rGaUfmitUEPtidveYHxPtPds/69bQ+lDa2NNLWni29Mc4 -v47Wz2pNfFc8Gxt0F0zJqqc5WaUkWYaoE+LE7lSowPbQg7fCdybIbzhiYNxK -6/9Fh23cY4Y5ZklmPi9pP2rFyjbL5dh9umiN6JUKZAtyh90yVqFpd4ut6g1d -f8POI95xHQbB161L39JcLe52cbBCiZCz6/h7uj4gR5aXCvjtq42X5IMKDgQG -+krnbMSEooSIDZQKugJ2JM9cuQnrWKL4mE90v7hXFDm6GTWPPL8o+0L3x3Cq -GCoeCoy0rzuNqcBw8Y5Ai7wd2BWzpuhvNZ0/sED/srsbLnzFL5NPIMDwRIZ0 -fP5OLEr5p8lVg2ame4BKxceqSVz1Pl0CrmrqabLKDuCsON0r/noEXArQzrdp -Ooi+6nFu+FwCitI4seaDXqjxrcEzyYiA2ONt5eDsgzwquLyMS4DC7yIz8KA/ -Zgfs3lmznOYmjuBqeQBSfXZk8yoCDtg/T8oyPorJ3drz+i1pNvALipwUjM1K -SbSeE/3esmeCQv0TuMA9m22ymYAumzSKSZ3A0JZE8TIenXe6SF9eEYq6De7t -Tq4E/H6jJ1oUHY78ihGrsH20n5UwvXlBFHYUWo81hRNw+AE14ZVJHC4zX5j6 -JpIAfnSWw5G7cRgrmm7+MZrWxT15tran0Ci/Yw8jnvaDpG313vHonRn7cGny -zzzXK848S8T+U5WR5wsI6OtXxpMTz6MVo3Bmxi0CanMzw8sk5/FCTPrNvEKa -pTpnicMXkBvh+2/pPQKUaL0uVpmEwUc1LPvw5/7iZH/4X8LhXbwRByVdnyAK -js9NRXF1ubXdawIGv3xKfT8tDQ+tWRZn00Hv7zgnPebPNFRoa09d+56ePzck -aK9rOt6qfzl38SABegVvI4ZmZaCn/SGYokFC0dfNM563C5Bd3BrPnEaCbeuK -T24eQqwzdKqdMIOEkgStKIvXQlyrNt0xqkOCobB7V0tHFmqVUl4qAxIGGcaN -S4ZzsHJp1On6dSTExo3s3X4vF6OyVXXPNpBwoKrh5F/jubiC5alZbUNC7cPB -Ll/nPMz5CJmP7UmwlpQp9nflYcQ15q0720lY7pbvyJlzDc05l+sv+5HAnizm -yW7fwBSmiO2eQYKW0nfTnlAxev1i5pgqIMF7tfJgWJcYV/0qDlNk0349iyqy -txViq0ZR25ZrJDgolpQYmN/G2aySTLhLz6O7jW8xdAeztGv1lzwnQbBo5EVb -+108qrNlm28DCf2n3r/unVuMv7HlMflNJOS4r+pL8SjGTl1FxzwlCZ97s1yr -2ovReI7yqnYPCS7fPRplvfewwKDP5LuaBFbKa34mR4oRhv47LSdScC4xQ7Ha -W4rORkRiOJOCC2YPZ567LcV+48HewWkUmChmHvVzfIAWi0ZEPXoUcDyNvc2j -S7DYQoPbuJKCyrsXZg1oluEjS9M1eb4U8Cv8HmmEyDDT49jngiMU/V/3KhNy -ZRgaI71TGEjBLzePfYlqkqHFEwez0hAKNr67P7995RPMcj5ooDhJgT+v0eT6 -2BOM3iWYor5CAeUy5qFZUIH8yLfVkwQUtPs58HU6K3C10DRhSjYF60eFscWz -K5HokKrZ+RTUbWi9KD9XiXt9W4bM71DQNtA/tSyiCm3CWB27ayiQbsgPmhde -g5wMN+H+Ogpc1m29t7S0BodLBHyfegqa7S5ZTh+vwdvfTVuCWyhwVlsP2p2p -xfkJjrVnOilgnQm2Ytx4huqUk8X3v1Lg/oPXPaIlx1eSqmNloxSwcbvx5ENy -lLaxuE/GKZgqkVlxpXIM4ggL5JMGoFUiEQ7tr8eO3AdZ3ZoD0D/Kc5jztAE3 -JrPXy/UGQKy/x9uqsxH/B43AQ74= +1:eJwVUHs0lHkYni6zq5oil2JSmFTCpHsJ+5JLqkkbxZR0kUshSVgcWkK1lZRL +HIMNlakzSkwTSe+UXNJgXFazJZRI5vs+uqxEpv3643d+5znP+zzv8z5G3sdc +fSczGAxv+v38uRINy/cVSmAUMEXcjNpHJ5xDW3hVNF54ckTHt/9R+bWMzhQp +je1ZLr5ho49UjIr3rdVKiOuZ2zvuz0R7r85POnU0P5o+/uSSBp6t+DHBb6D5 +ZI3Jb0vnYpPOwmk5jTQ+p1SQLEPUCnXS7pYrwfbQ/TeCt8bIbzpiwGmn+f9i +wjfuMcU802RT3xe0H7ViZYflcuw9XbJG+JKe5+SPuGWuQpPeNlvlayVIi+w8 +ExzXYTB83brsDa2vFfW6OFihWMD2OP6O5gPzpAVpgN++2niL3yvhQFCQn0Rv +IyaWJEZuoJTQE7gjZfbKTdjAEibEfqT3FfcLo8Y2o/qR5xelX2h9LLuGoeRh +tpHmdadxWr9kR5B5wQ7siV1T8pfqp3+R/mV3N1z0kl8pm0SA4YlMycSCXViS ++neLqxqNme6BSiUfa6ZwVft0CLiqrqvOqjyAc+J1rgToEnApULPQpuUg+qkm +uBHzCChJZ8eZDXuj2rcmr2QjAqTHO6rA2Rd5VEhVJZeAYf+LzKCDAZgbuHtX +3XIat7Czr1YFIjVgR7auov3tnyfncI5iSq/m/EFLAkIM/IOjpoRgq0Ico+tE +77N4ll2sfwIXuudqG28moMcmnWJSJzCsLUlkwaPzzhTqy6rDUKfJvdPJlYDf +b/TFCGMikF89ahW+j/azEmS0LozGrmLr8ZYIAg7fpya9NI5HC7NFaa+jCODH +5DgcuRuPccKZZh9iaF7UV2BrewqNCrv2MBJoP0je1uiTgD5ZcQ+WpdB5La5X +n3mWhIOnnkadL6LzDCoSyMnn0YpRPDvzFgH1+VkRleLzeCE242ZBMY0lWmeJ +wxeQG+n3b0UZAQq0XhenSMaQo2qWA0iAMD1eujPgEo548EYdFHR/icKQhPw0 +FNVWWdu9ovv68jHt3Yx0PLTGIt6miwD5cXZG7B/pKNfUnL72HQEm+aHBe10z +8Fbji3lLhuk+it5Efp6TiV72h2CaGgklXzfPet6Zjdql7QnMGSTYtq/46OYp +wAZDp/pJs0goT9SINn8lwLUqkx1jWiQYCno92rpyUKOC8lYakDDM4DQvHcnD +p8uiTzeuIyEufnTv9rJ8jM5VNjzbQMKBmqaTf07k4wqWl3qtDQnSB8M9fs4F +mPcBsh7Zk7BeXCnf31OAkdeYt+5sJ2G5W6EjW+8amrEvN172J0F7qognvX0D +U5lCbfdMEnQVfpv2hInQ+xdTx7RsEnxWKw6G94hw1a+icHkuCdZ9i6tztxVj +u1pJx5Zr9D3ypeUGZrdxLqs8C+7S9+hs45t/voM5mvX6S5+TkL549J+Ozrt4 +VGvLNr8mEvpPvXvVP68Uf9OWxRa2kJDnvmog1bMUu3XkXfMVJHzqz3Gt6SxF +jp7iqmYfCS7fPZul/WVYZDBg/F1FAiv1FT+LLcFIw4BdlpMpSEzKlK/2kaCz +EZEUwaTggumD2eduS3CQM9w/PIMCjnz2UX/H+2i+eFTYp0uBoRfHxyymHEvN +1bjNKymovXthzpB6JT60NFlT4EcBv9r/oVqoFLM8j30qOkLBxqC9isR8KYbF +Su4UB1Hwy81jX6JbpGj+2MG0IpQC27f3FnSufIw5zgcN5CcpCOI1G18ff4wx +HtnTVFcooFzGPdWLqpEf9aZ2SjYFnf4OfK3ualwtMEmclkvB+jFBXOncp0h0 +SVTahRQ0bGi/KDv3FPf6tX02u0NBx9Dg9MrIGrQJZ3XtrqNAsqEweH5EHbIz +3QT7GyhwWbe1bFlFHY6UZ/N9Gylot7tkOXOiDm9/N2kLaaPAWWU9bHemHhck +Otaf6aaAdSbEinHjGapST5be+0rBzh+83lENGb4U1xyrHKNgDm7nTD0kQ0kH +i/t4goLpYqkVVyLDYLagSDZlCFrFYsHn/Y3YlX8/p1d9CAbGeA56T5rQPkV7 +vUx3CET6e3ysupvxf3UiQ/o= "]]}, "Charting`Private`Tag#1"], {}}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, @@ -7120,9 +7635,10 @@ JrPXy/UGQKy/x9uqsxH/B43AQ74= 3.933765135446073*^9, 3.933784003695829*^9, {3.93378409651264*^9, 3.933784142748611*^9}, 3.933784299557036*^9, {3.933784411901557*^9, 3.93378442948652*^9}, 3.933784466996705*^9, 3.933784559943639*^9, - 3.933784673696732*^9, 3.934617699659974*^9}, + 3.933784673696732*^9, 3.934617699659974*^9, {3.934818299443438*^9, + 3.934818312826037*^9}, 3.934905960143859*^9}, CellLabel-> - "Out[413]=",ExpressionUUID->"f02fb6a6-e405-4836-80f0-e33cd4587ade"] + "Out[275]=",ExpressionUUID->"414e5d12-6859-4a23-91cd-821e1df5dc46"] }, Open ]], Cell[CellGroupData[{ @@ -7134,7 +7650,7 @@ Cell[BoxData[{ RowBox[{"Plot", "[", RowBox[{ RowBox[{ - RowBox[{"\[ScriptCapitalS]\[CapitalOmega]", "[", + RowBox[{"\[ScriptCapitalS]\[Chi]", "[", RowBox[{"f3", ",", RowBox[{"1", "/", "2"}], ",", "es"}], "]"}], "[", "m", "]"}], ",", RowBox[{"{", @@ -7199,7 +7715,7 @@ Cell[BoxData[{ RowBox[{"f3", ",", RowBox[{"1", "/", "2"}], ",", "es"}], "]"}], ",", RowBox[{ - RowBox[{"\[ScriptCapitalS]\[CapitalOmega]", "[", + RowBox[{"\[ScriptCapitalS]\[Chi]", "[", RowBox[{"f3", ",", RowBox[{"1", "/", "2"}], ",", "es"}], "]"}], "[", RowBox[{"mMin", "[", @@ -7337,9 +7853,10 @@ Cell[BoxData[{ 3.933784156855558*^9, 3.933784160447575*^9}, {3.933784257511009*^9, 3.933784279612458*^9}, {3.933784443966354*^9, 3.933784470564404*^9}, { 3.933784594590864*^9, 3.933784608066274*^9}, {3.933784669012691*^9, - 3.9337846690762157`*^9}, {3.9346177039305887`*^9, 3.934617704195477*^9}}, + 3.9337846690762157`*^9}, {3.9346177039305887`*^9, 3.934617704195477*^9}, { + 3.934901792618639*^9, 3.9349017926203117`*^9}}, CellLabel-> - "In[414]:=",ExpressionUUID->"92265c04-e236-4e0e-8f2d-85dfff966601"], + "In[276]:=",ExpressionUUID->"92265c04-e236-4e0e-8f2d-85dfff966601"], Cell[BoxData[ GraphicsBox[ @@ -7349,14 +7866,14 @@ Cell[BoxData[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" 1:eJwBgQF+/iFib1JlAgAAABcAAAACAAAADJb+LiIi0D9Az/cdCx+ZP2143Cjm -J9A/IML+kcMPmT8f1lE/G+rQP+AqEPUS6pY/n56FdPuO0j9AthIfGaeRP/QZ -Mu4xLNQ/QBjWZWiAhz/6Gm/Krq3VPwB21FfmVnY/HCn1rqFP1z8AijoXC4Nd +J9A/IML+kcMPmT8f1lE/G+rQP+AqEPUS6pY/n56FdPuO0j9gthIfGaeRP/QZ +Mu4xLNQ/ABjWZWiAhz/6Gm/Krq3VPwB21FfmVnY/HCn1rqFP1z8AiDoXC4Nd v++8C/ba1dg/gBSsUvsFg7+XA5uBalTaPyCkijDev5G/W1dzFXDz2z8ggETt -lYqbv9Aw3Au8dt0/UKoY6UPEor9hF44KfhrfP+CcQSE2rqi/Y1jcJktb4D/g +lYqbv9Aw3Au8dt0/UKoY6UPEor9hF44KfhrfP9CcQSE2rqi/Y1jcJktb4D/g Ofdr1wevv+7nuXl6G+E/uHQGOG+9sr8H/rvQ5OvhPzjbOwi/jLa/+FYGWXKu 4j/wbNsxeW26v1QJjQMrbeM/mJVl35GPvr8+QjiyHjzkP3iubFqXusG/AL4r -kjX95D88+LlatjrEv1DAQ3aHzuU/tAUob+A0x795BaSL/JHmP+j7Dh2qRcq/ -DKRAw5xR5z/4ug5iGJbNv+xa4itsyOc/rBxaZDvfz7/miLrX +kjX95D88+LlatjrEv1DAQ3aHzuU/tAUob+A0x795BaSL/JHmP+z7Dh2qRcq/ +DKRAw5xR5z/4ug5iGJbNv+xa4itsyOc/rBxaZDvfz7+2mrqp "]]}, Annotation[#, "Charting`Private`Tag#1"]& ]}, {}}, {"WolframDynamicHighlight", <| @@ -7374,14 +7891,14 @@ DKRAw5xR5z/4ug5iGJbNv+xa4itsyOc/rBxaZDvfz7/miLrX AbsoluteThickness[2]], Line[CompressedData[" 1:eJwBgQF+/iFib1JlAgAAABcAAAACAAAADJb+LiIi0D9Az/cdCx+ZP2143Cjm -J9A/IML+kcMPmT8f1lE/G+rQP+AqEPUS6pY/n56FdPuO0j9AthIfGaeRP/QZ -Mu4xLNQ/QBjWZWiAhz/6Gm/Krq3VPwB21FfmVnY/HCn1rqFP1z8AijoXC4Nd +J9A/IML+kcMPmT8f1lE/G+rQP+AqEPUS6pY/n56FdPuO0j9gthIfGaeRP/QZ +Mu4xLNQ/ABjWZWiAhz/6Gm/Krq3VPwB21FfmVnY/HCn1rqFP1z8AiDoXC4Nd v++8C/ba1dg/gBSsUvsFg7+XA5uBalTaPyCkijDev5G/W1dzFXDz2z8ggETt -lYqbv9Aw3Au8dt0/UKoY6UPEor9hF44KfhrfP+CcQSE2rqi/Y1jcJktb4D/g +lYqbv9Aw3Au8dt0/UKoY6UPEor9hF44KfhrfP9CcQSE2rqi/Y1jcJktb4D/g Ofdr1wevv+7nuXl6G+E/uHQGOG+9sr8H/rvQ5OvhPzjbOwi/jLa/+FYGWXKu 4j/wbNsxeW26v1QJjQMrbeM/mJVl35GPvr8+QjiyHjzkP3iubFqXusG/AL4r -kjX95D88+LlatjrEv1DAQ3aHzuU/tAUob+A0x795BaSL/JHmP+j7Dh2qRcq/ -DKRAw5xR5z/4ug5iGJbNv+xa4itsyOc/rBxaZDvfz7/miLrX +kjX95D88+LlatjrEv1DAQ3aHzuU/tAUob+A0x795BaSL/JHmP+z7Dh2qRcq/ +DKRAw5xR5z/4ug5iGJbNv+xa4itsyOc/rBxaZDvfz7+2mrqp "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, @@ -7444,14 +7961,14 @@ DKRAw5xR5z/4ug5iGJbNv+xa4itsyOc/rBxaZDvfz7/miLrX AbsoluteThickness[2]], Line[CompressedData[" 1:eJwBgQF+/iFib1JlAgAAABcAAAACAAAADJb+LiIi0D9Az/cdCx+ZP2143Cjm -J9A/IML+kcMPmT8f1lE/G+rQP+AqEPUS6pY/n56FdPuO0j9AthIfGaeRP/QZ -Mu4xLNQ/QBjWZWiAhz/6Gm/Krq3VPwB21FfmVnY/HCn1rqFP1z8AijoXC4Nd +J9A/IML+kcMPmT8f1lE/G+rQP+AqEPUS6pY/n56FdPuO0j9gthIfGaeRP/QZ +Mu4xLNQ/ABjWZWiAhz/6Gm/Krq3VPwB21FfmVnY/HCn1rqFP1z8AiDoXC4Nd v++8C/ba1dg/gBSsUvsFg7+XA5uBalTaPyCkijDev5G/W1dzFXDz2z8ggETt -lYqbv9Aw3Au8dt0/UKoY6UPEor9hF44KfhrfP+CcQSE2rqi/Y1jcJktb4D/g +lYqbv9Aw3Au8dt0/UKoY6UPEor9hF44KfhrfP9CcQSE2rqi/Y1jcJktb4D/g Ofdr1wevv+7nuXl6G+E/uHQGOG+9sr8H/rvQ5OvhPzjbOwi/jLa/+FYGWXKu 4j/wbNsxeW26v1QJjQMrbeM/mJVl35GPvr8+QjiyHjzkP3iubFqXusG/AL4r -kjX95D88+LlatjrEv1DAQ3aHzuU/tAUob+A0x795BaSL/JHmP+j7Dh2qRcq/ -DKRAw5xR5z/4ug5iGJbNv+xa4itsyOc/rBxaZDvfz7/miLrX +kjX95D88+LlatjrEv1DAQ3aHzuU/tAUob+A0x795BaSL/JHmP+z7Dh2qRcq/ +DKRAw5xR5z/4ug5iGJbNv+xa4itsyOc/rBxaZDvfz7+2mrqp "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, @@ -7555,10 +8072,9 @@ DKRAw5xR5z/4ug5iGJbNv+xa4itsyOc/rBxaZDvfz7/miLrX LineBox[{{1, -4}, {1, 1}}], { Dashing[{Small, Small}], LineBox[ - NCache[{{0.2520678575575901, -0.175}, {0.2520678575575901, - Complex[0.02453502823946002, -3.308722450212111*^-24]}}, {{ - 0.2520678575575901, -0.175}, {0.2520678575575901, - 0.02453502823946002}}]]}, { + NCache[{{0.2520678575575906, -0.175}, {0.2520678575575906, + Complex[0.02453502823946002, 0.]}}, {{0.2520678575575906, -0.175}, { + 0.2520678575575906, 0.02453502823946002}}]]}, { Dashing[{Small, Small}], LineBox[{{0.3581495072842138, -0.135}, {0.3581495072842138, 0}}]}, InsetBox[ @@ -7568,7 +8084,7 @@ DKRAw5xR5z/4ug5iGJbNv+xa4itsyOc/rBxaZDvfz7/miLrX TagBox["m", HoldForm], "min"], FontFamily -> "BitstreamCharter", FontSize -> 12, GrayLevel[0], StripOnInput -> False], TraditionalForm], { - 0.3220678575575901, -0.185}], + 0.3220678575575906, -0.185}], InsetBox[ FormBox[ StyleBox[ @@ -7608,12 +8124,13 @@ DKRAw5xR5z/4ug5iGJbNv+xa4itsyOc/rBxaZDvfz7/miLrX 3.933756538115137*^9, 3.9337565494292917`*^9}, 3.933756743087479*^9, { 3.933756829114779*^9, 3.933756854312562*^9}, 3.9337569222320957`*^9, { 3.93375709298357*^9, 3.9337571530035067`*^9}, 3.933765077370234*^9, - 3.9337652005245867`*^9, 3.933765275922225*^9, {3.9337841574614983`*^9, + 3.9337652005245867`*^9, 3.933765275922225*^9, {3.933784157461499*^9, 3.933784160879216*^9}, {3.933784257984647*^9, 3.933784279966932*^9}, { 3.933784446973759*^9, 3.933784474108399*^9}, {3.933784595774071*^9, - 3.933784608397269*^9}, 3.933784669425819*^9, 3.934617705031602*^9}, + 3.933784608397269*^9}, 3.933784669425819*^9, 3.934617705031602*^9, + 3.9349059628348303`*^9}, CellLabel-> - "Out[415]=",ExpressionUUID->"53525ec3-63aa-4102-8c66-00e0698a79ca"] + "Out[277]=",ExpressionUUID->"4ae05035-e56e-42c4-9cd2-2a708b052480"] }, Open ]], Cell[CellGroupData[{ @@ -7625,7 +8142,7 @@ Cell[BoxData[{ RowBox[{"Plot", "[", RowBox[{ RowBox[{ - RowBox[{"\[ScriptCapitalS]\[CapitalOmega]", "[", + RowBox[{"\[ScriptCapitalS]\[Chi]", "[", RowBox[{"f3", ",", RowBox[{"1", "/", "2"}], ",", "es"}], "]"}], "[", "m", "]"}], ",", RowBox[{"{", @@ -7786,10 +8303,11 @@ Cell[BoxData[{ 3.933757156853411*^9}, {3.933765215998708*^9, 3.933765249256858*^9}, { 3.93378417626397*^9, 3.933784180535683*^9}, {3.933784287950728*^9, 3.933784289628522*^9}, {3.933784477380589*^9, 3.933784484027956*^9}, { - 3.933784613469983*^9, 3.9337846136979327`*^9}, {3.933784665371888*^9, - 3.933784665491724*^9}, {3.934617707522828*^9, 3.934617707763233*^9}}, + 3.933784613469983*^9, 3.9337846136979337`*^9}, {3.933784665371888*^9, + 3.933784665491724*^9}, {3.934617707522828*^9, 3.934617707763233*^9}, + 3.93490179262473*^9}, CellLabel-> - "In[416]:=",ExpressionUUID->"2024fdeb-ff4f-4e26-834d-bece770e0a79"], + "In[278]:=",ExpressionUUID->"2024fdeb-ff4f-4e26-834d-bece770e0a79"], Cell[BoxData[ GraphicsBox[ @@ -7798,92 +8316,92 @@ Cell[BoxData[ TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" -1:eJwV13k4VN8bAPCbJSJJC0XLKIksyVLS8k6pJKkIodRUtoqviOy6kiJLImJm -7hi+JMmaLduZ7yBL9mSrNKVSSCQqS/3O74/73OfznHPfu5z3fZ9zFc+5mTsI -EQQxi4//n3duEXJISmpAxE5nQ5ORKOgJD196O6oB0fuSTF4siAav94v5fsF4 -XGASZ7IxGnLi1q49dQGP25JDC89Fw9qpnb1rtjcgUkPpd0dXNAiVe5um9dQj -YjGw/6m8A/X7vurlytUjBv/Rb18UAxbWPfNr458hgc6r8d4LsRDmvFq0IOwZ -4tqFIb53LJT7nBNO9n+GyESd5NTQWFiXNPLX5+wzRDh9TjJKiYWxXuK3uga+ -XvxCqnJPLESeVB2+V1OLBN39mwz2xUHNab9W+4kaRL44YMlbfg90HVYliphV -I166iOJdTjwYjB8+37qvGnGtlmpdz4wHemCgJlO/GgmMvCovFcbD4fj+ms20 -akST3nBCpTEe7Gu547bf+IhxqCLFaDIe7m3YYJIfxUdcfuE/aw8lwMRHjT92 -jf8h+q/WTIPRBChwBPsSQx4iVmectqAlgqLG4UC0jYd4OmdGdqsmQsyEdUKd -Gg/RCrMC1mknghvpUd+9lIfocicedhomgo2uic1YHULcZj3Dj46JcIQlN+Qu -jhB9hAelWYmgfyFP0iu8Egm4QqJqWkkgO9WwK9S9EtFKNPy36SfB5PUBt3ib -SsSb7ZbaRU+CArZsZ5FqJeIONUXoHEsCjbYA9lRDBeLGLCda3JJg3TZjDR+J -CkReKfF+mp0EkqLvj/hHlCFB9tlpNyUmrJjnTbvhXoboFpy9u9SZoDQn+T3y -RBkiVl6KFNJlwu5JvXjOeuwsdxUvQyZ4fAx/9V/5U8SzNGBPn2VCT+0WZ/GR -UsRYP0u/RTHhwc3g4PjDJYgWBe3Zi1jw5LrscY52CSJXXpYOXM4CXlCWUsaK -EiRYMHJp3yoW9F19WVf6oRjxDumElKuyQMpJddHrAGzF7r0m+1jgadTOXJdd -hOh08epxbxbsFVcszJUqRIw3R8MYvSz4MRO51nPyCSIgs7m9nwUPvv26rf/m -CaK1WB7e+YEFC7rbzv73GNt806/ZURa0pZPSL0zwfJnNChoibDhtKLg4FV6A -aPqGK4w12OAflKy4a34+ovWTqz392KDuIRk1bzQPMXL9n0pdY0O/g/ev2pd5 -SGDFT+GGsGGv6dHWI+l5iGBetCmIZIPEqr8BjH15iB4a5hnKYYPWlco8MdFc -JIiY7hjiseHClx1r4ueyEDG+r7uIoGBTroSudEMWIi/FuTWKUDDk2Wscfi8L -8UKO7ewWp+Ai4e0VqJaFBF5BXr2LseUKmhxsHiHC28SbpGHvV/HfWvQQcUdi -DWx243iSP2PyyIeIrjh7ZnwPjtdW+2DTYTxeI1wdvB/PP3W+Y81ABs4XuX0R -h7GvcFTFZDIQzWn3nj22FFxKWdbT7ZKOiEchrO2eFKg7DXw1009HjKikXktv -CkbUC4SbhNMRfSbQ7qIfBS6lRzfzmGmI1GbqB5DYrbdvPqz/F5EtBsaGkdhz -hJ6vUiriebltP5OK41W3Hpr4loJ4b89IEuk4XhiH4VqeggjLPZuSMvD8ZTsj -z5pjv/E9VviYAlc17wFjkou45A/j6GIKXhX0rdcrpRDNeOZAez0FD2Rsq5aa -UUhQxVD82kjB5cu91t+/sJHgKj9+XjMF8zV7onIV2IhuzDdd1k6BdubLn6rX -mIjh7yL8roeCOTHLWPEVTERc9yz+r4+CesdO9cG8JMT9OSzKek3BaaUXZ9Pe -JyK6yhH/bQIKbie3PV9z4D6ir02vkxukwPLPUce5/gRElE06VH6mgGbXSrz2 -TkB0jYHUk0MUFMu36CVlxiP6yYTfwV8peB//PHmp1D1E1KgpXp2gIPvHIYPv -6XFI0KxfLvhBgc/xxs623XGI0GmYNJyiYJFMw4Loy7GIK2lu+uMXBQaRz66I -d8Ygbk5XxOwcBaLD+xcNusQg+qbezep/KWgzrn1YKxqDBElzXhYEB5oWhZWL -ukUjYpnjl2ghDpxrujnG50YhYoOIXIowB36Fh24gOyIRqeczmCXCgfWiIXem -9SKQoDXcPWs+B0r5wTUlTrcRd7uPGleMA0dI8rdnUjgSnO0PixLngN9M4Plv -s7eQQDJD01yCAx3jPts+VN9A5NI51RApDjjnerukTIYgsuGG8K5FHPjjcjXl -9MYQxA2MCf6GvenzFcne28GIJpZ2afdiDvDSPegJFSSiSbzr7sPOevZ+6MHr -a4jhsPCLmwwHhCrfVLH+DUCM0ojpkCUc0NR/pSIr5o8YdyVnhJZywPZJT2zM -RV/EuNHO9cO+qdk1K9HijWhJY8ND2PmZLxxDt1xFvCy/18eXceC1Unvb33ue -iPyH9CjCFue2GPj98kCks0yO9HIO6Co0pf046Y54kzvunMPmqcet7g9yQ6SR -lGwOdrGcq/qBQBckKGd9/oqdJWS0I8f/AqJ1OVtulOUA9yvtkKyfI6JFBJyy -xU7ombYO8jmPaF/fzN3EjqzudPp0lYFoanHbs7GF7ey+sodsEXE3RboZe1Rb -RtJ10AIJwqTIT9iFMrfN/OpNkSCx7/Zv7NuV45Hy/D1IYC+pNV+OAzfSHRSH -R5URmZ3ithB7XdbMWNwmVeAe4xj/3993d/NEzPYC7+C8KlFshTi3UPsTR4Cb -3dD0C8dLnRDe8F7TEmiFk14fsUtWHxNbon0SaDnXnz7H/rS+5QeXyQBSwvV+ -FvaY/o+P+uzzQLPMkw7FnjaV726jHIG2zWidNbbIeXq9c/IFEFxVa1XClvZx -fEqkuIDgp6XsMP5e8lGRjxJT3UBQVvXzEfYSs17TFebuQPSfumKPvcrx7+68 -455APyazvQavT8rl2G0BnV4g+Ecm5CK2sv8GrYOW3kCLkneSwN4SY6IosPID -XrbM3Fa83sXM/pWPu/2B5/o+pxrny8509yU+1oHAfRg8bYy9/s3zeeIaJPCs -Bk8b4vxyPLf8j+tXEgjfcO9inH8PB09Pv8gOBrpXvup6bM3v49+TNUOA+5hu -+wXn72XvHd9Ev4Xg+wf07MV+Mntj+FLuDSDjBr/F4/zXF1vxYZvWTaAXDX1R -WYjrJfKsgBq7CQL3Y03OkhyolMl6LZx/C2j3SaNUXD97V+1+2bolHGioXUxo -AQcOb7F/5qQTCeQ6oWxPUQ5EF2fzmyciQfAuwjwY12v7jp9VOoVRQMscuXML -17PVgdslf3XvAE0hs52cx4E8DetOE4W7IKhY7qqM+4X5WEBHkP9d4E47NP+d -oWCiIKUt/9VdoDmeq+mYpmCr/nCTHDsWBESZlwPuN+V7g2oHVt0D2rDau124 -X6UdLNqvG3oPuBaHfJ6NUxB5ZKT2xlfsDV0hRmMUnLK1fbahKh4E+vBTG/e7 -P+5b65zO3AfucauDuZ8o+OTtalRadx945wb9Zz5Q0BKYVieulQhcok+RPkBB -cviS+kwiCeiTddUFbymgp4zWD6cwgcjhn9iF+7VKxgbjnRIsEBjYy5p2USCT -faoh0oMFXKbMfstO3F9LGxs0DNlAP3h0/EgbBSFtDxrd8H1oh44HDNZRMHBt -8yffOC6Qa0oWZxdR0CNkopxaxwXeMu2Hhk8oaAp1dGyc4QLxXPdRRx4FhRHU -J3n7FGDUGo/0ZlFw477kYLluKtC2I7uoFAqUcwcH517+Czz3MuatCAqc+5O/ -BK/IAOLVDZdnNhQs8ZCa0jbOAJ7zzESqFQUVov5CH3yxPYRf+BzHz69hpXDg -VQZwT65OWGxKQZn/QlMJzkPg7kpTGgMKpFb65sWufwQEMTrPTYmCguPm3v9q -ZgNp0BHt/JkNpwZRiMWZbPw9ptXcPrBBzF8jRjQGW21Wxk2Ax1PFM53Gscdu -Fdv2sEF0vKpPrTAHyCa34+/q8P6mbvnavlV5wJjqdspKZ0OQ/fXr51Lzge5x -V2fzKTaQTwlXelk+EAUB+ldPsCFk0bUTazry8fsHlRabsyGs1F+9b14Bzrc7 -G5WM2RC70KvL7Cz2tGVBnh4b0gudNu2hPQFa7IrZO1JsaBIx7VjLKQSGvqbZ -+VIWtNg8r5grKgT60lF2TwEL2nOMM141FwJPdLmZUTYLuqwPBNyfKwTa5bVj -i1Pxuj8GZWm7ImBIV/60iMD7Pwttvz8KxcAL38JNPsUChXS5dW+SSoB3V++l -wTQTxm7Lu/KflAD34wBhNsGEmsurSzOaS4Cs+cfszAgTXHauP+IxrxRIz3/t -7PuZUPFC00/sQinQk5UlFvOZcFroQMcW/acgWOk7OnKLCalnPK/f7CrD/dSa -VSzFBBX59vebl1YBPXzksOW8JDghPhdno1YFtCZPk/m/E+HmlMr+EMMqEHxH -u/PGEuFjB5nRdaUKiAFL4tvbREiN0HIJ7KwChvzFHrmqRFg1d2eyMR4BL3XT -OlnfRBC/vFFEJ5IHXEOvrejLfZg1/yTbsogP9PbtH2OLEiAgtir5kwIfiNM/ -RVIeJcBce4LKXxU+MA45sh8kJ8CfY0YGWoZ84P15oJEYngDE0Yd2sd58oNVX -lC6zSwARk4tpVgI+CJQrnTyEEmCh4eiWt/nVQJMb5JUciIfVOlOHxyxqQeBg -Y7OhKA4GfX5Kooh6IA9KpGzbHgNLG1fGyEc8B15dUN6PiTDw1mtROve8BUgb -lQdL7K/B2i4zUBhqAyLj0NyKZidI5oR6zkR3AGElw6jycUI/VmqPblHvBHLA -ut+m5TqalndrzMl+CbxMbR53cQxapTqZk3K0G3htlXV7hBLRtwrJqb6XPXCs -zZi/fAkX3RdmBV+06IOxyf6K1Atp6OSJK8svT7wC3pO3BVMRmahN67VkxdU3 -sDjiyFOD6hx0Vi5aIkj+Lfx6vc5h2LMAnbd+rWxyUgCfc7XqfVERGh186uun -8A7/J7/b2rbsKRL7U972YfgdrCiLqwoRqkS/rObbeOS8x/084c/UNR6yWBAl -rOY6AHlE6caDyXy0e69+wZqdH0Cgq8h9q1iLiCq1WL25D8BQuH9gWX4dOsYz -vHqr5SOuS3XlZRWNyFc0LWL27idwdqCrKL1pRtID5bpvhQfh8Spb+x1vW9H/ -AIACvSA= +1:eJwV13k0VW0XAPCTISJJE9FwFUVoUEoq+5RKkqIolLqVqeJVInMdocyJiHvv +uQ4vIRkzZXrueyVDCA2GpFsqFRWJylDf8/1x1lm/tffaZ9rPXs9RPeV20EGM +IIhJfPz/vHWdmENSUgMitjobmQ5GQWdY2NzwqAZEdieZPp0RDZ5vZwt9A3Fc +ZBpnujIacuOWLj12Bsdtqc8zT0XD0rGtXUs2NyBKR+13+4toEKvwMkvrrEfk +bOD9U3UD6nd+0ctTrEds4d3fPigGLK07p9fGP0KC9S+Hu87EQqjzYsnC0EeI +sgtFQq9YqPA+JZ7s9wgxieuTU0NiYVnS4F/vk4+QyPFjknFKLAx1Eb+1dbCl +z6Su6IyFyKOaA7ce1iJRR+8qg51x8PC47xP7kYeIerrbSjD/FmxwWJQoYVGD +BOkSqjf58WAwvO/0k501iH147tqrWfFABgSs5ujXIJGxZ9W5onjYF9/7cA2r +BpHy6kc0GuPBvpYZtv0mROy9lSnGo/FwS13dtCBKiBhh0T9L9ybAyHudP3aN +/yH2rydZBl8ToNAR7EuNBIhYnHHckpUIqjr7AtAmAX7eE4OGmokQM2KdUKcl +QGRRtv8y3URwo9zrO+ZiKx7JfGaUCDYbTG2G6hASNOsZvXdMhP1cxc8XpBEi +BwVQlp0I+mfyZT3DqpCAEZPUWpsEC8YatoVcqEKsUh2/TfpJMHq1zy3epgox +kx1y28gkKOQteFasifM/N0WsN08CnVZ/3lhDJRLEzCda3JJg2SYTHW+ZSkRd +LPV6kJMEspJv9/tFlCNRzslxNzUOKE3zYgVfKEekJX/HNm0OqE3Jfo88guNK +5yLFNnDAcFQvnr+8HLGyL2h4GnHA/X3Yy/8qHiCRlQFv/CQHOmvXOUsPliH2 +8knyOs2BO9cCA+P3lSIyCtpyZnHh/tUFh/i6pYhaeF4+YD4XBJez1TKUSpFo +xuC5nYu40H3peV3ZuxLE7F0fVKHJBTknzVk9/iVIoNqxw3QnFzyM2zjLcooR +SUrXDHtxYYe0alGeXBFivzoQyu7iwo+JyKUeo/cRC7Ka23q5cOfbr3D9V9gt +Vvu2vuPCjI7Wk//du4/Ig6t+TX7lQms6Jf/UFMcV1qjoSPDguJHo7FhYIWLp +GymZ6PDA73Ky6rbpBYjVSy328OWBtrts1LSv+Yid5/dA7goPeh28ftU+z0ei +w8IUJogHO8wOPNmfno9YnLM2hZE8kFn015+9Mx+RIaEeIXwerL1YlS8lmYdE +EePtnwU8OPNpy5L4qWwkGtrZUUzQsCpPZoN8QzaizsW5NUrQ8NmjyyTsVjYi +gs23dkjTcJbw8gzQwvmelz27ZmMrFjY52NxFhJepF8XC3qXht7E4E1GDsQY2 +hrie7M+YfCoTkaqTJ4a343qttXdW7ctEzEPxmsBdOP/Y6fYlfRm4XxR3RuzD +vsjXlFLIQIST4fbttjScS5nX2eGSjoi7QdzNHjRoO/V9sdBPR6yopC4rLxoG +tQvFm8SxJwLszvrS4FJ2YI2Ak4YoXY6+P4X9JPxaZv2/iN1iYGIUiT1F6Pmo +pSKBp9vmE6m4Xs2TvSPfUhD1+oQskY7rhfLZrhUpiLDaviopA+fP2xp58iD2 +Kx/zons0uGp59ZlQDGKoHybRJTS8LOxerldGI5bJxO62ehruKNhWz7WgkaCa +rfqlkYbz57usv3/i4fcjjJ/WTMP01Z1ReSrYJkKzeW006GY9/6l5hYMoPxfx +N500TElZxUorcRDrqkfJf9001Ds+0+7PT0LMzwFJbg8Nx9Wenkx7m4hIjf1+ +m0Q0hCe3Pl6y+zYil6bXKfbTYPXngONUbwIiykcdqj7SwLJ7QvR4JSCWTl/q +0c80lCi36CVlxSPyaMLvwC80vI1/nDxX7hYiHmqpXhqhIefHXoPv6XFI1Kxf +IfpBg/ehxmethnGIWN8wajRGwyyFhhnR52MRI3vQ7McvGgwiH12UfhaDmNwX +EZNTNEgO7JrV7xKDyFVda7T/0tBqUptZKxmDCM6UpyXBh6ZZoRWSbtGImOf4 +KVqMD6earg0JmShEqEsopojz4VdYiDrVHokoPe/+bAk+LJcMujGuF4EET8Iu +ZE/nQ5kw8GGpUzhiNntrMVJ82E9Rvz2SwpDoZG9olDQffCcCTn+bvI6ImRmr +D8rwoX3Ye9O7mmDEnjulGSTHB+c8L5eU0SBENQSLb5vFhz8ul1KOrwxCTEBM +4DfsVR8vynaFByJSKu2c4Ww+CNLdyYRKChEybzq6sbMfvf18p+cKIh1mfnJT +4INY1atq7r/+iCyLGA+aw4fV+i81Fkj5IfKm7ITYXD7Y3u+MjTnrg6jgNsYX ++9rqF5MyLV6IlTQ08Bm7IOupY8i6S0iQ7dtzaB4fetTaWv/e8kDUP5R7MbY0 +02Lg+8sdUc4KufLz+bBBpSntx9ELiBndcuMUtkA7bnHvZTdEGcstyMUuUXTV +3h3ggkQV3I9fsLPFjLfk+p1BrBfOVisX8IH5wtq7wNcRsSL8j9liJ3SOW1/2 +Po1YX15NXcOOrHnm9OESG4lWxW3OwRa3s/vC+2yLiJsp8s3YX3UVZF37LRET +Kkd9wC5SCLfwrTdDosTu8N/Y4VXDkcrC7UhkL7t2uiIfgtMdVAe+rkBMTorb +TOxl2RNDcas0gTLnm/zf3w07BBIWO0CwZ1q1JLZKnFuI/ZH9QOU0NP3C9VJH +xNXfrrYCVtGo53vs0sXmUnN0jwIr9+qDx9gflrf8YDhsYMu43s7GHtL/8V6f +dxpYVvnyIdjjZsodrbQjEJuMl1ljS5wm652Tz4DoktYTNWx5b8cHRIoLiH5a +LRjA70s5KvJuYqobiMqrf97FnmPRZaZ08AIQvccu2mMvcvxrmH/IA0hzhc0P +8fdJOR+7yf+ZJ4j+UQg6i73CT33tHisvYEUpO8lgr4sxVRUd9gUmR2FqI/7e +JZzehfc6/IBxfZtbg/tla/qFOd7WASDIDBw3wV7+6vE0aR0KmMP9x41wfzme +mv/H9QsFhE+YVwnuv8z+4+NPcwKB9CzQXI69+vvw9+TVQcDcI20/4f4977Xl +m+S3ICCj/Dt3YN+fDB44lxcMVFz/t3jc//pSSu82rb0GZPHnTxoz8XqJPCmi +h66B6IJ5k7MsH6oUsnvEC64DeZsyTsXrZ8ciw+dP1oUBgdqkxGbwYd86+0dO +6yOBWiaW4yHJh+iSHGHzSCQI3kQcDMTrtW3Lz+r1RVHAyhq8cR2v58O7w0v/ +brgBpEpWGzWND/k61s9MVW6CqHK+6wo8Lw4O+bdf9rsJzLhD898JGkYKU1oL +Xt4E0vHUw/ZxGjbqDzQp8mJBRJR7OuB5U7Hjcm3foltADmi92YbnVdqe4l0b +Qm4BZbnX+9EwDZH7B2uDv9wCRv1FkPEQDcdsbR+pV8eDSB9+6uJ59+fCxjqn +E7eBOXR4T94HGj54uRqX1d0Gwal+v4l3NLQEpNVJr00EhuhWJftoSA6bU59F +JAE5WldT+JoGMuVr/UAKB/ef8Mg2PK81MtRNtspwgdhiv8DsBQ0KOccaIt3x +voKjsMvqGZ6vZY0NOkY8YO05MLy/lYag1juNbvg6rL2H/PvraOi7suaDTxwD +7CWls3OKaegUM12RWscAM0830+g+DU0hjo6NEwywHm+4255PQ1EE/UHZPgXY +tSaDXdk0BN+W7a/YkAqszcguKoWGFXn9/VPP/wXBhXLO9QganHuTPwUqZQDx +MtjlkQ0Nc9zlxnRNMkDgPDGSepiGSkk/sXc+2O7iT70P4fvXOayy+2UGMEcX +J8w2o6Hcb6aZDD8TmG1pakNAg9xCn/zY5XdB9PfLNDc1GgoPHfT6d3UOsA3a +o50/8uBYPwqyPJEDjMG4lts7Hkj56cRIxuSASGtSwU2E46nSWU7D2EPXS2w7 +eSA5XN2tVZQL7Ca3Q2/q8P6mbv7S7kX5wB7rcMpO58Fl+6tXT6UWAOl+c/2a +YzygHhCuZHkBEIX++peO8CBo1pUjS9oL8PNfLis5yIPQMj/t7mmFQKjcWKlm +woPYmZ4vLE4WAmvcqjBfjwfpRU6rtrPuAytWafKGHA+aJMzal/KLgNJfbXG6 +jAstNo8rp4qLgDX3K6+zkAttuSYZL5uLQCA538I4hwsvrHf7357C8fNLh2an +ckF0D1bI2xUDKV/10zIC7/8sdX3/qJSAIGwdk3yMCyrpisteJZUCc1PvucE4 +B4bClV2F90uBet9HWIxw4OH5xWUZzdgP/7E4McgBl63L97tPKwPG4187+14O +VD5d7St1pgzYyStkZgs5cFxsd/s6/QfALPT5OnidA6knPK5ee1EOjLk1t0SO +AxrKbW/XzK0GVtjgPqtpSXBEeirORqsayCYP0+m/E+HamMauIKNqEHxHhvlD +ifC+ncp4cRHn91kR314nQmrEWpeAZ9XAVj7bqVidCIumbow2xiMQpK5atsAn +EaTPr5RYHykAyshzI/p0GyYPfljQMksI7LbN72OLE8A/tjr5g4oQRHY/JVLu +JsBUW4LGXw0c3+vIu5OcAH/MjQ3WGglB8OeOTmJYAhAHMu1ivYRA1leWzbNL +AAnTs2mHRUIgVlY5uYslwEyjr+teF9QAqdgvKN0dD4vXj+0bsqwFkYONjXpx +HPR7/5RFEfVA7ZFJ2bQ5BuY2LoxRjngMgrrL+T9GQsFLr0Xt1OMWoGw07syx +vwJLX1iAyudWIDL2Tik1O0EyP8RjIrodiMMK7GpvJ/Rjoe7XddrPgOqz7rVp +uYrGld0ac3OegyBLV8DMjkGLNEdzUw50gKC1qm67WCL6Vik71v28E8xbTYTz +5zDotjg38KxlNwyN9lamnklDR49cnH9+5CUI7r8uHIvIQq1re2QrL72C2RH7 +HxjU5KKTitEyl5Vfw6+eZQ4DHoXotHXPCtOjIviYt7beBxWjr/0PfHxV3uD/ +5DcbW+c9QFJ/KlrfDbwBpfK46iCxKvTr8HQb99y3eJ4n/Bm7IkCWM6LEtVz7 +IJ8oW7knWYgMd+gXLtn6Dno2qDKvVWsRUa0Vqzf1DuxVbu+eV1CHzAVGl663 +vAd2qvaKeZWNyEcyLWLy5gdwdiA11F41I/m+ig2vxfvh3iJb+y2vn6D/AVMd +vCM= "]]}, Annotation[#, "Charting`Private`Tag#1"]& ]}, {}}, {"WolframDynamicHighlight", <| @@ -7900,92 +8418,92 @@ AIACvSA= RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwV13k4VN8bAPCbJSJJC0XLKIksyVLS8k6pJKkIodRUtoqviOy6kiJLImJm -7hi+JMmaLduZ7yBL9mSrNKVSSCQqS/3O74/73OfznHPfu5z3fZ9zFc+5mTsI -EQQxi4//n3duEXJISmpAxE5nQ5ORKOgJD196O6oB0fuSTF4siAav94v5fsF4 -XGASZ7IxGnLi1q49dQGP25JDC89Fw9qpnb1rtjcgUkPpd0dXNAiVe5um9dQj -YjGw/6m8A/X7vurlytUjBv/Rb18UAxbWPfNr458hgc6r8d4LsRDmvFq0IOwZ -4tqFIb53LJT7nBNO9n+GyESd5NTQWFiXNPLX5+wzRDh9TjJKiYWxXuK3uga+ -XvxCqnJPLESeVB2+V1OLBN39mwz2xUHNab9W+4kaRL44YMlbfg90HVYliphV -I166iOJdTjwYjB8+37qvGnGtlmpdz4wHemCgJlO/GgmMvCovFcbD4fj+ms20 -akST3nBCpTEe7Gu547bf+IhxqCLFaDIe7m3YYJIfxUdcfuE/aw8lwMRHjT92 -jf8h+q/WTIPRBChwBPsSQx4iVmectqAlgqLG4UC0jYd4OmdGdqsmQsyEdUKd -Gg/RCrMC1mknghvpUd+9lIfocicedhomgo2uic1YHULcZj3Dj46JcIQlN+Qu -jhB9hAelWYmgfyFP0iu8Egm4QqJqWkkgO9WwK9S9EtFKNPy36SfB5PUBt3ib -SsSb7ZbaRU+CArZsZ5FqJeIONUXoHEsCjbYA9lRDBeLGLCda3JJg3TZjDR+J -CkReKfF+mp0EkqLvj/hHlCFB9tlpNyUmrJjnTbvhXoboFpy9u9SZoDQn+T3y -RBkiVl6KFNJlwu5JvXjOeuwsdxUvQyZ4fAx/9V/5U8SzNGBPn2VCT+0WZ/GR -UsRYP0u/RTHhwc3g4PjDJYgWBe3Zi1jw5LrscY52CSJXXpYOXM4CXlCWUsaK -EiRYMHJp3yoW9F19WVf6oRjxDumElKuyQMpJddHrAGzF7r0m+1jgadTOXJdd -hOh08epxbxbsFVcszJUqRIw3R8MYvSz4MRO51nPyCSIgs7m9nwUPvv26rf/m -CaK1WB7e+YEFC7rbzv73GNt806/ZURa0pZPSL0zwfJnNChoibDhtKLg4FV6A -aPqGK4w12OAflKy4a34+ovWTqz392KDuIRk1bzQPMXL9n0pdY0O/g/ev2pd5 -SGDFT+GGsGGv6dHWI+l5iGBetCmIZIPEqr8BjH15iB4a5hnKYYPWlco8MdFc -JIiY7hjiseHClx1r4ueyEDG+r7uIoGBTroSudEMWIi/FuTWKUDDk2Wscfi8L -8UKO7ewWp+Ai4e0VqJaFBF5BXr2LseUKmhxsHiHC28SbpGHvV/HfWvQQcUdi -DWx243iSP2PyyIeIrjh7ZnwPjtdW+2DTYTxeI1wdvB/PP3W+Y81ABs4XuX0R -h7GvcFTFZDIQzWn3nj22FFxKWdbT7ZKOiEchrO2eFKg7DXw1009HjKikXktv -CkbUC4SbhNMRfSbQ7qIfBS6lRzfzmGmI1GbqB5DYrbdvPqz/F5EtBsaGkdhz -hJ6vUiriebltP5OK41W3Hpr4loJ4b89IEuk4XhiH4VqeggjLPZuSMvD8ZTsj -z5pjv/E9VviYAlc17wFjkou45A/j6GIKXhX0rdcrpRDNeOZAez0FD2Rsq5aa -UUhQxVD82kjB5cu91t+/sJHgKj9+XjMF8zV7onIV2IhuzDdd1k6BdubLn6rX -mIjh7yL8roeCOTHLWPEVTERc9yz+r4+CesdO9cG8JMT9OSzKek3BaaUXZ9Pe -JyK6yhH/bQIKbie3PV9z4D6ir02vkxukwPLPUce5/gRElE06VH6mgGbXSrz2 -TkB0jYHUk0MUFMu36CVlxiP6yYTfwV8peB//PHmp1D1E1KgpXp2gIPvHIYPv -6XFI0KxfLvhBgc/xxs623XGI0GmYNJyiYJFMw4Loy7GIK2lu+uMXBQaRz66I -d8Ygbk5XxOwcBaLD+xcNusQg+qbezep/KWgzrn1YKxqDBElzXhYEB5oWhZWL -ukUjYpnjl2ghDpxrujnG50YhYoOIXIowB36Fh24gOyIRqeczmCXCgfWiIXem -9SKQoDXcPWs+B0r5wTUlTrcRd7uPGleMA0dI8rdnUjgSnO0PixLngN9M4Plv -s7eQQDJD01yCAx3jPts+VN9A5NI51RApDjjnerukTIYgsuGG8K5FHPjjcjXl -9MYQxA2MCf6GvenzFcne28GIJpZ2afdiDvDSPegJFSSiSbzr7sPOevZ+6MHr -a4jhsPCLmwwHhCrfVLH+DUCM0ojpkCUc0NR/pSIr5o8YdyVnhJZywPZJT2zM -RV/EuNHO9cO+qdk1K9HijWhJY8ND2PmZLxxDt1xFvCy/18eXceC1Unvb33ue -iPyH9CjCFue2GPj98kCks0yO9HIO6Co0pf046Y54kzvunMPmqcet7g9yQ6SR -lGwOdrGcq/qBQBckKGd9/oqdJWS0I8f/AqJ1OVtulOUA9yvtkKyfI6JFBJyy -xU7ombYO8jmPaF/fzN3EjqzudPp0lYFoanHbs7GF7ey+sodsEXE3RboZe1Rb -RtJ10AIJwqTIT9iFMrfN/OpNkSCx7/Zv7NuV45Hy/D1IYC+pNV+OAzfSHRSH -R5URmZ3ithB7XdbMWNwmVeAe4xj/3993d/NEzPYC7+C8KlFshTi3UPsTR4Cb -3dD0C8dLnRDe8F7TEmiFk14fsUtWHxNbon0SaDnXnz7H/rS+5QeXyQBSwvV+ -FvaY/o+P+uzzQLPMkw7FnjaV726jHIG2zWidNbbIeXq9c/IFEFxVa1XClvZx -fEqkuIDgp6XsMP5e8lGRjxJT3UBQVvXzEfYSs17TFebuQPSfumKPvcrx7+68 -455APyazvQavT8rl2G0BnV4g+Ecm5CK2sv8GrYOW3kCLkneSwN4SY6IosPID -XrbM3Fa83sXM/pWPu/2B5/o+pxrny8509yU+1oHAfRg8bYy9/s3zeeIaJPCs -Bk8b4vxyPLf8j+tXEgjfcO9inH8PB09Pv8gOBrpXvup6bM3v49+TNUOA+5hu -+wXn72XvHd9Ev4Xg+wf07MV+Mntj+FLuDSDjBr/F4/zXF1vxYZvWTaAXDX1R -WYjrJfKsgBq7CQL3Y03OkhyolMl6LZx/C2j3SaNUXD97V+1+2bolHGioXUxo -AQcOb7F/5qQTCeQ6oWxPUQ5EF2fzmyciQfAuwjwY12v7jp9VOoVRQMscuXML -17PVgdslf3XvAE0hs52cx4E8DetOE4W7IKhY7qqM+4X5WEBHkP9d4E47NP+d -oWCiIKUt/9VdoDmeq+mYpmCr/nCTHDsWBESZlwPuN+V7g2oHVt0D2rDau124 -X6UdLNqvG3oPuBaHfJ6NUxB5ZKT2xlfsDV0hRmMUnLK1fbahKh4E+vBTG/e7 -P+5b65zO3AfucauDuZ8o+OTtalRadx945wb9Zz5Q0BKYVieulQhcok+RPkBB -cviS+kwiCeiTddUFbymgp4zWD6cwgcjhn9iF+7VKxgbjnRIsEBjYy5p2USCT -faoh0oMFXKbMfstO3F9LGxs0DNlAP3h0/EgbBSFtDxrd8H1oh44HDNZRMHBt -8yffOC6Qa0oWZxdR0CNkopxaxwXeMu2Hhk8oaAp1dGyc4QLxXPdRRx4FhRHU -J3n7FGDUGo/0ZlFw477kYLluKtC2I7uoFAqUcwcH517+Czz3MuatCAqc+5O/ -BK/IAOLVDZdnNhQs8ZCa0jbOAJ7zzESqFQUVov5CH3yxPYRf+BzHz69hpXDg -VQZwT65OWGxKQZn/QlMJzkPg7kpTGgMKpFb65sWufwQEMTrPTYmCguPm3v9q -ZgNp0BHt/JkNpwZRiMWZbPw9ptXcPrBBzF8jRjQGW21Wxk2Ax1PFM53Gscdu -Fdv2sEF0vKpPrTAHyCa34+/q8P6mbvnavlV5wJjqdspKZ0OQ/fXr51Lzge5x -V2fzKTaQTwlXelk+EAUB+ldPsCFk0bUTazry8fsHlRabsyGs1F+9b14Bzrc7 -G5WM2RC70KvL7Cz2tGVBnh4b0gudNu2hPQFa7IrZO1JsaBIx7VjLKQSGvqbZ -+VIWtNg8r5grKgT60lF2TwEL2nOMM141FwJPdLmZUTYLuqwPBNyfKwTa5bVj -i1Pxuj8GZWm7ImBIV/60iMD7Pwttvz8KxcAL38JNPsUChXS5dW+SSoB3V++l -wTQTxm7Lu/KflAD34wBhNsGEmsurSzOaS4Cs+cfszAgTXHauP+IxrxRIz3/t -7PuZUPFC00/sQinQk5UlFvOZcFroQMcW/acgWOk7OnKLCalnPK/f7CrD/dSa -VSzFBBX59vebl1YBPXzksOW8JDghPhdno1YFtCZPk/m/E+HmlMr+EMMqEHxH -u/PGEuFjB5nRdaUKiAFL4tvbREiN0HIJ7KwChvzFHrmqRFg1d2eyMR4BL3XT -OlnfRBC/vFFEJ5IHXEOvrejLfZg1/yTbsogP9PbtH2OLEiAgtir5kwIfiNM/ -RVIeJcBce4LKXxU+MA45sh8kJ8CfY0YGWoZ84P15oJEYngDE0Yd2sd58oNVX -lC6zSwARk4tpVgI+CJQrnTyEEmCh4eiWt/nVQJMb5JUciIfVOlOHxyxqQeBg -Y7OhKA4GfX5Kooh6IA9KpGzbHgNLG1fGyEc8B15dUN6PiTDw1mtROve8BUgb -lQdL7K/B2i4zUBhqAyLj0NyKZidI5oR6zkR3AGElw6jycUI/VmqPblHvBHLA -ut+m5TqalndrzMl+CbxMbR53cQxapTqZk3K0G3htlXV7hBLRtwrJqb6XPXCs -zZi/fAkX3RdmBV+06IOxyf6K1Atp6OSJK8svT7wC3pO3BVMRmahN67VkxdU3 -sDjiyFOD6hx0Vi5aIkj+Lfx6vc5h2LMAnbd+rWxyUgCfc7XqfVERGh186uun -8A7/J7/b2rbsKRL7U972YfgdrCiLqwoRqkS/rObbeOS8x/084c/UNR6yWBAl -rOY6AHlE6caDyXy0e69+wZqdH0Cgq8h9q1iLiCq1WL25D8BQuH9gWX4dOsYz -vHqr5SOuS3XlZRWNyFc0LWL27idwdqCrKL1pRtID5bpvhQfh8Spb+x1vW9H/ -AIACvSA= +1:eJwV13k0VW0XAPCTISJJE9FwFUVoUEoq+5RKkqIolLqVqeJVInMdocyJiHvv +uQ4vIRkzZXrueyVDCA2GpFsqFRWJylDf8/1x1lm/tffaZ9rPXs9RPeV20EGM +IIhJfPz/vHWdmENSUgMitjobmQ5GQWdY2NzwqAZEdieZPp0RDZ5vZwt9A3Fc +ZBpnujIacuOWLj12Bsdtqc8zT0XD0rGtXUs2NyBKR+13+4toEKvwMkvrrEfk +bOD9U3UD6nd+0ctTrEds4d3fPigGLK07p9fGP0KC9S+Hu87EQqjzYsnC0EeI +sgtFQq9YqPA+JZ7s9wgxieuTU0NiYVnS4F/vk4+QyPFjknFKLAx1Eb+1dbCl +z6Su6IyFyKOaA7ce1iJRR+8qg51x8PC47xP7kYeIerrbSjD/FmxwWJQoYVGD +BOkSqjf58WAwvO/0k501iH147tqrWfFABgSs5ujXIJGxZ9W5onjYF9/7cA2r +BpHy6kc0GuPBvpYZtv0mROy9lSnGo/FwS13dtCBKiBhh0T9L9ybAyHudP3aN +/yH2rydZBl8ToNAR7EuNBIhYnHHckpUIqjr7AtAmAX7eE4OGmokQM2KdUKcl +QGRRtv8y3URwo9zrO+ZiKx7JfGaUCDYbTG2G6hASNOsZvXdMhP1cxc8XpBEi +BwVQlp0I+mfyZT3DqpCAEZPUWpsEC8YatoVcqEKsUh2/TfpJMHq1zy3epgox +kx1y28gkKOQteFasifM/N0WsN08CnVZ/3lhDJRLEzCda3JJg2SYTHW+ZSkRd +LPV6kJMEspJv9/tFlCNRzslxNzUOKE3zYgVfKEekJX/HNm0OqE3Jfo88guNK +5yLFNnDAcFQvnr+8HLGyL2h4GnHA/X3Yy/8qHiCRlQFv/CQHOmvXOUsPliH2 +8knyOs2BO9cCA+P3lSIyCtpyZnHh/tUFh/i6pYhaeF4+YD4XBJez1TKUSpFo +xuC5nYu40H3peV3ZuxLE7F0fVKHJBTknzVk9/iVIoNqxw3QnFzyM2zjLcooR +SUrXDHtxYYe0alGeXBFivzoQyu7iwo+JyKUeo/cRC7Ka23q5cOfbr3D9V9gt +Vvu2vuPCjI7Wk//du4/Ig6t+TX7lQms6Jf/UFMcV1qjoSPDguJHo7FhYIWLp +GymZ6PDA73Ky6rbpBYjVSy328OWBtrts1LSv+Yid5/dA7goPeh28ftU+z0ei +w8IUJogHO8wOPNmfno9YnLM2hZE8kFn015+9Mx+RIaEeIXwerL1YlS8lmYdE +EePtnwU8OPNpy5L4qWwkGtrZUUzQsCpPZoN8QzaizsW5NUrQ8NmjyyTsVjYi +gs23dkjTcJbw8gzQwvmelz27ZmMrFjY52NxFhJepF8XC3qXht7E4E1GDsQY2 +hrie7M+YfCoTkaqTJ4a343qttXdW7ctEzEPxmsBdOP/Y6fYlfRm4XxR3RuzD +vsjXlFLIQIST4fbttjScS5nX2eGSjoi7QdzNHjRoO/V9sdBPR6yopC4rLxoG +tQvFm8SxJwLszvrS4FJ2YI2Ak4YoXY6+P4X9JPxaZv2/iN1iYGIUiT1F6Pmo +pSKBp9vmE6m4Xs2TvSPfUhD1+oQskY7rhfLZrhUpiLDaviopA+fP2xp58iD2 +Kx/zons0uGp59ZlQDGKoHybRJTS8LOxerldGI5bJxO62ehruKNhWz7WgkaCa +rfqlkYbz57usv3/i4fcjjJ/WTMP01Z1ReSrYJkKzeW006GY9/6l5hYMoPxfx +N500TElZxUorcRDrqkfJf9001Ds+0+7PT0LMzwFJbg8Nx9Wenkx7m4hIjf1+ +m0Q0hCe3Pl6y+zYil6bXKfbTYPXngONUbwIiykcdqj7SwLJ7QvR4JSCWTl/q +0c80lCi36CVlxSPyaMLvwC80vI1/nDxX7hYiHmqpXhqhIefHXoPv6XFI1Kxf +IfpBg/ehxmethnGIWN8wajRGwyyFhhnR52MRI3vQ7McvGgwiH12UfhaDmNwX +EZNTNEgO7JrV7xKDyFVda7T/0tBqUptZKxmDCM6UpyXBh6ZZoRWSbtGImOf4 +KVqMD6earg0JmShEqEsopojz4VdYiDrVHokoPe/+bAk+LJcMujGuF4EET8Iu +ZE/nQ5kw8GGpUzhiNntrMVJ82E9Rvz2SwpDoZG9olDQffCcCTn+bvI6ImRmr +D8rwoX3Ye9O7mmDEnjulGSTHB+c8L5eU0SBENQSLb5vFhz8ul1KOrwxCTEBM +4DfsVR8vynaFByJSKu2c4Ww+CNLdyYRKChEybzq6sbMfvf18p+cKIh1mfnJT +4INY1atq7r/+iCyLGA+aw4fV+i81Fkj5IfKm7ITYXD7Y3u+MjTnrg6jgNsYX ++9rqF5MyLV6IlTQ08Bm7IOupY8i6S0iQ7dtzaB4fetTaWv/e8kDUP5R7MbY0 +02Lg+8sdUc4KufLz+bBBpSntx9ELiBndcuMUtkA7bnHvZTdEGcstyMUuUXTV +3h3ggkQV3I9fsLPFjLfk+p1BrBfOVisX8IH5wtq7wNcRsSL8j9liJ3SOW1/2 +Po1YX15NXcOOrHnm9OESG4lWxW3OwRa3s/vC+2yLiJsp8s3YX3UVZF37LRET +Kkd9wC5SCLfwrTdDosTu8N/Y4VXDkcrC7UhkL7t2uiIfgtMdVAe+rkBMTorb +TOxl2RNDcas0gTLnm/zf3w07BBIWO0CwZ1q1JLZKnFuI/ZH9QOU0NP3C9VJH +xNXfrrYCVtGo53vs0sXmUnN0jwIr9+qDx9gflrf8YDhsYMu43s7GHtL/8V6f +dxpYVvnyIdjjZsodrbQjEJuMl1ljS5wm652Tz4DoktYTNWx5b8cHRIoLiH5a +LRjA70s5KvJuYqobiMqrf97FnmPRZaZ08AIQvccu2mMvcvxrmH/IA0hzhc0P +8fdJOR+7yf+ZJ4j+UQg6i73CT33tHisvYEUpO8lgr4sxVRUd9gUmR2FqI/7e +JZzehfc6/IBxfZtbg/tla/qFOd7WASDIDBw3wV7+6vE0aR0KmMP9x41wfzme +mv/H9QsFhE+YVwnuv8z+4+NPcwKB9CzQXI69+vvw9+TVQcDcI20/4f4977Xl +m+S3ICCj/Dt3YN+fDB44lxcMVFz/t3jc//pSSu82rb0GZPHnTxoz8XqJPCmi +h66B6IJ5k7MsH6oUsnvEC64DeZsyTsXrZ8ciw+dP1oUBgdqkxGbwYd86+0dO +6yOBWiaW4yHJh+iSHGHzSCQI3kQcDMTrtW3Lz+r1RVHAyhq8cR2v58O7w0v/ +brgBpEpWGzWND/k61s9MVW6CqHK+6wo8Lw4O+bdf9rsJzLhD898JGkYKU1oL +Xt4E0vHUw/ZxGjbqDzQp8mJBRJR7OuB5U7Hjcm3foltADmi92YbnVdqe4l0b +Qm4BZbnX+9EwDZH7B2uDv9wCRv1FkPEQDcdsbR+pV8eDSB9+6uJ59+fCxjqn +E7eBOXR4T94HGj54uRqX1d0Gwal+v4l3NLQEpNVJr00EhuhWJftoSA6bU59F +JAE5WldT+JoGMuVr/UAKB/ef8Mg2PK81MtRNtspwgdhiv8DsBQ0KOccaIt3x +voKjsMvqGZ6vZY0NOkY8YO05MLy/lYag1juNbvg6rL2H/PvraOi7suaDTxwD +7CWls3OKaegUM12RWscAM0830+g+DU0hjo6NEwywHm+4255PQ1EE/UHZPgXY +tSaDXdk0BN+W7a/YkAqszcguKoWGFXn9/VPP/wXBhXLO9QganHuTPwUqZQDx +MtjlkQ0Nc9zlxnRNMkDgPDGSepiGSkk/sXc+2O7iT70P4fvXOayy+2UGMEcX +J8w2o6Hcb6aZDD8TmG1pakNAg9xCn/zY5XdB9PfLNDc1GgoPHfT6d3UOsA3a +o50/8uBYPwqyPJEDjMG4lts7Hkj56cRIxuSASGtSwU2E46nSWU7D2EPXS2w7 +eSA5XN2tVZQL7Ca3Q2/q8P6mbv7S7kX5wB7rcMpO58Fl+6tXT6UWAOl+c/2a +YzygHhCuZHkBEIX++peO8CBo1pUjS9oL8PNfLis5yIPQMj/t7mmFQKjcWKlm +woPYmZ4vLE4WAmvcqjBfjwfpRU6rtrPuAytWafKGHA+aJMzal/KLgNJfbXG6 +jAstNo8rp4qLgDX3K6+zkAttuSYZL5uLQCA538I4hwsvrHf7357C8fNLh2an +ckF0D1bI2xUDKV/10zIC7/8sdX3/qJSAIGwdk3yMCyrpisteJZUCc1PvucE4 +B4bClV2F90uBet9HWIxw4OH5xWUZzdgP/7E4McgBl63L97tPKwPG4187+14O +VD5d7St1pgzYyStkZgs5cFxsd/s6/QfALPT5OnidA6knPK5ee1EOjLk1t0SO +AxrKbW/XzK0GVtjgPqtpSXBEeirORqsayCYP0+m/E+HamMauIKNqEHxHhvlD +ifC+ncp4cRHn91kR314nQmrEWpeAZ9XAVj7bqVidCIumbow2xiMQpK5atsAn +EaTPr5RYHykAyshzI/p0GyYPfljQMksI7LbN72OLE8A/tjr5g4oQRHY/JVLu +JsBUW4LGXw0c3+vIu5OcAH/MjQ3WGglB8OeOTmJYAhAHMu1ivYRA1leWzbNL +AAnTs2mHRUIgVlY5uYslwEyjr+teF9QAqdgvKN0dD4vXj+0bsqwFkYONjXpx +HPR7/5RFEfVA7ZFJ2bQ5BuY2LoxRjngMgrrL+T9GQsFLr0Xt1OMWoGw07syx +vwJLX1iAyudWIDL2Tik1O0EyP8RjIrodiMMK7GpvJ/Rjoe7XddrPgOqz7rVp +uYrGld0ac3OegyBLV8DMjkGLNEdzUw50gKC1qm67WCL6Vik71v28E8xbTYTz +5zDotjg38KxlNwyN9lamnklDR49cnH9+5CUI7r8uHIvIQq1re2QrL72C2RH7 +HxjU5KKTitEyl5Vfw6+eZQ4DHoXotHXPCtOjIviYt7beBxWjr/0PfHxV3uD/ +5DcbW+c9QFJ/KlrfDbwBpfK46iCxKvTr8HQb99y3eJ4n/Bm7IkCWM6LEtVz7 +IJ8oW7knWYgMd+gXLtn6Dno2qDKvVWsRUa0Vqzf1DuxVbu+eV1CHzAVGl663 +vAd2qvaKeZWNyEcyLWLy5gdwdiA11F41I/m+ig2vxfvh3iJb+y2vn6D/AVMd +vCM= "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, @@ -8047,92 +8565,92 @@ AIACvSA= RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwV13k4VN8bAPCbJSJJC0XLKIksyVLS8k6pJKkIodRUtoqviOy6kiJLImJm -7hi+JMmaLduZ7yBL9mSrNKVSSCQqS/3O74/73OfznHPfu5z3fZ9zFc+5mTsI -EQQxi4//n3duEXJISmpAxE5nQ5ORKOgJD196O6oB0fuSTF4siAav94v5fsF4 -XGASZ7IxGnLi1q49dQGP25JDC89Fw9qpnb1rtjcgUkPpd0dXNAiVe5um9dQj -YjGw/6m8A/X7vurlytUjBv/Rb18UAxbWPfNr458hgc6r8d4LsRDmvFq0IOwZ -4tqFIb53LJT7nBNO9n+GyESd5NTQWFiXNPLX5+wzRDh9TjJKiYWxXuK3uga+ -XvxCqnJPLESeVB2+V1OLBN39mwz2xUHNab9W+4kaRL44YMlbfg90HVYliphV -I166iOJdTjwYjB8+37qvGnGtlmpdz4wHemCgJlO/GgmMvCovFcbD4fj+ms20 -akST3nBCpTEe7Gu547bf+IhxqCLFaDIe7m3YYJIfxUdcfuE/aw8lwMRHjT92 -jf8h+q/WTIPRBChwBPsSQx4iVmectqAlgqLG4UC0jYd4OmdGdqsmQsyEdUKd -Gg/RCrMC1mknghvpUd+9lIfocicedhomgo2uic1YHULcZj3Dj46JcIQlN+Qu -jhB9hAelWYmgfyFP0iu8Egm4QqJqWkkgO9WwK9S9EtFKNPy36SfB5PUBt3ib -SsSb7ZbaRU+CArZsZ5FqJeIONUXoHEsCjbYA9lRDBeLGLCda3JJg3TZjDR+J -CkReKfF+mp0EkqLvj/hHlCFB9tlpNyUmrJjnTbvhXoboFpy9u9SZoDQn+T3y -RBkiVl6KFNJlwu5JvXjOeuwsdxUvQyZ4fAx/9V/5U8SzNGBPn2VCT+0WZ/GR -UsRYP0u/RTHhwc3g4PjDJYgWBe3Zi1jw5LrscY52CSJXXpYOXM4CXlCWUsaK -EiRYMHJp3yoW9F19WVf6oRjxDumElKuyQMpJddHrAGzF7r0m+1jgadTOXJdd -hOh08epxbxbsFVcszJUqRIw3R8MYvSz4MRO51nPyCSIgs7m9nwUPvv26rf/m -CaK1WB7e+YEFC7rbzv73GNt806/ZURa0pZPSL0zwfJnNChoibDhtKLg4FV6A -aPqGK4w12OAflKy4a34+ovWTqz392KDuIRk1bzQPMXL9n0pdY0O/g/ev2pd5 -SGDFT+GGsGGv6dHWI+l5iGBetCmIZIPEqr8BjH15iB4a5hnKYYPWlco8MdFc -JIiY7hjiseHClx1r4ueyEDG+r7uIoGBTroSudEMWIi/FuTWKUDDk2Wscfi8L -8UKO7ewWp+Ai4e0VqJaFBF5BXr2LseUKmhxsHiHC28SbpGHvV/HfWvQQcUdi -DWx243iSP2PyyIeIrjh7ZnwPjtdW+2DTYTxeI1wdvB/PP3W+Y81ABs4XuX0R -h7GvcFTFZDIQzWn3nj22FFxKWdbT7ZKOiEchrO2eFKg7DXw1009HjKikXktv -CkbUC4SbhNMRfSbQ7qIfBS6lRzfzmGmI1GbqB5DYrbdvPqz/F5EtBsaGkdhz -hJ6vUiriebltP5OK41W3Hpr4loJ4b89IEuk4XhiH4VqeggjLPZuSMvD8ZTsj -z5pjv/E9VviYAlc17wFjkou45A/j6GIKXhX0rdcrpRDNeOZAez0FD2Rsq5aa -UUhQxVD82kjB5cu91t+/sJHgKj9+XjMF8zV7onIV2IhuzDdd1k6BdubLn6rX -mIjh7yL8roeCOTHLWPEVTERc9yz+r4+CesdO9cG8JMT9OSzKek3BaaUXZ9Pe -JyK6yhH/bQIKbie3PV9z4D6ir02vkxukwPLPUce5/gRElE06VH6mgGbXSrz2 -TkB0jYHUk0MUFMu36CVlxiP6yYTfwV8peB//PHmp1D1E1KgpXp2gIPvHIYPv -6XFI0KxfLvhBgc/xxs623XGI0GmYNJyiYJFMw4Loy7GIK2lu+uMXBQaRz66I -d8Ygbk5XxOwcBaLD+xcNusQg+qbezep/KWgzrn1YKxqDBElzXhYEB5oWhZWL -ukUjYpnjl2ghDpxrujnG50YhYoOIXIowB36Fh24gOyIRqeczmCXCgfWiIXem -9SKQoDXcPWs+B0r5wTUlTrcRd7uPGleMA0dI8rdnUjgSnO0PixLngN9M4Plv -s7eQQDJD01yCAx3jPts+VN9A5NI51RApDjjnerukTIYgsuGG8K5FHPjjcjXl -9MYQxA2MCf6GvenzFcne28GIJpZ2afdiDvDSPegJFSSiSbzr7sPOevZ+6MHr -a4jhsPCLmwwHhCrfVLH+DUCM0ojpkCUc0NR/pSIr5o8YdyVnhJZywPZJT2zM -RV/EuNHO9cO+qdk1K9HijWhJY8ND2PmZLxxDt1xFvCy/18eXceC1Unvb33ue -iPyH9CjCFue2GPj98kCks0yO9HIO6Co0pf046Y54kzvunMPmqcet7g9yQ6SR -lGwOdrGcq/qBQBckKGd9/oqdJWS0I8f/AqJ1OVtulOUA9yvtkKyfI6JFBJyy -xU7ombYO8jmPaF/fzN3EjqzudPp0lYFoanHbs7GF7ey+sodsEXE3RboZe1Rb -RtJ10AIJwqTIT9iFMrfN/OpNkSCx7/Zv7NuV45Hy/D1IYC+pNV+OAzfSHRSH -R5URmZ3ithB7XdbMWNwmVeAe4xj/3993d/NEzPYC7+C8KlFshTi3UPsTR4Cb -3dD0C8dLnRDe8F7TEmiFk14fsUtWHxNbon0SaDnXnz7H/rS+5QeXyQBSwvV+ -FvaY/o+P+uzzQLPMkw7FnjaV726jHIG2zWidNbbIeXq9c/IFEFxVa1XClvZx -fEqkuIDgp6XsMP5e8lGRjxJT3UBQVvXzEfYSs17TFebuQPSfumKPvcrx7+68 -455APyazvQavT8rl2G0BnV4g+Ecm5CK2sv8GrYOW3kCLkneSwN4SY6IosPID -XrbM3Fa83sXM/pWPu/2B5/o+pxrny8509yU+1oHAfRg8bYy9/s3zeeIaJPCs -Bk8b4vxyPLf8j+tXEgjfcO9inH8PB09Pv8gOBrpXvup6bM3v49+TNUOA+5hu -+wXn72XvHd9Ev4Xg+wf07MV+Mntj+FLuDSDjBr/F4/zXF1vxYZvWTaAXDX1R -WYjrJfKsgBq7CQL3Y03OkhyolMl6LZx/C2j3SaNUXD97V+1+2bolHGioXUxo -AQcOb7F/5qQTCeQ6oWxPUQ5EF2fzmyciQfAuwjwY12v7jp9VOoVRQMscuXML -17PVgdslf3XvAE0hs52cx4E8DetOE4W7IKhY7qqM+4X5WEBHkP9d4E47NP+d -oWCiIKUt/9VdoDmeq+mYpmCr/nCTHDsWBESZlwPuN+V7g2oHVt0D2rDau124 -X6UdLNqvG3oPuBaHfJ6NUxB5ZKT2xlfsDV0hRmMUnLK1fbahKh4E+vBTG/e7 -P+5b65zO3AfucauDuZ8o+OTtalRadx945wb9Zz5Q0BKYVieulQhcok+RPkBB -cviS+kwiCeiTddUFbymgp4zWD6cwgcjhn9iF+7VKxgbjnRIsEBjYy5p2USCT -faoh0oMFXKbMfstO3F9LGxs0DNlAP3h0/EgbBSFtDxrd8H1oh44HDNZRMHBt -8yffOC6Qa0oWZxdR0CNkopxaxwXeMu2Hhk8oaAp1dGyc4QLxXPdRRx4FhRHU -J3n7FGDUGo/0ZlFw477kYLluKtC2I7uoFAqUcwcH517+Czz3MuatCAqc+5O/ -BK/IAOLVDZdnNhQs8ZCa0jbOAJ7zzESqFQUVov5CH3yxPYRf+BzHz69hpXDg -VQZwT65OWGxKQZn/QlMJzkPg7kpTGgMKpFb65sWufwQEMTrPTYmCguPm3v9q -ZgNp0BHt/JkNpwZRiMWZbPw9ptXcPrBBzF8jRjQGW21Wxk2Ax1PFM53Gscdu -Fdv2sEF0vKpPrTAHyCa34+/q8P6mbvnavlV5wJjqdspKZ0OQ/fXr51Lzge5x -V2fzKTaQTwlXelk+EAUB+ldPsCFk0bUTazry8fsHlRabsyGs1F+9b14Bzrc7 -G5WM2RC70KvL7Cz2tGVBnh4b0gudNu2hPQFa7IrZO1JsaBIx7VjLKQSGvqbZ -+VIWtNg8r5grKgT60lF2TwEL2nOMM141FwJPdLmZUTYLuqwPBNyfKwTa5bVj -i1Pxuj8GZWm7ImBIV/60iMD7Pwttvz8KxcAL38JNPsUChXS5dW+SSoB3V++l -wTQTxm7Lu/KflAD34wBhNsGEmsurSzOaS4Cs+cfszAgTXHauP+IxrxRIz3/t -7PuZUPFC00/sQinQk5UlFvOZcFroQMcW/acgWOk7OnKLCalnPK/f7CrD/dSa -VSzFBBX59vebl1YBPXzksOW8JDghPhdno1YFtCZPk/m/E+HmlMr+EMMqEHxH -u/PGEuFjB5nRdaUKiAFL4tvbREiN0HIJ7KwChvzFHrmqRFg1d2eyMR4BL3XT -OlnfRBC/vFFEJ5IHXEOvrejLfZg1/yTbsogP9PbtH2OLEiAgtir5kwIfiNM/ -RVIeJcBce4LKXxU+MA45sh8kJ8CfY0YGWoZ84P15oJEYngDE0Yd2sd58oNVX -lC6zSwARk4tpVgI+CJQrnTyEEmCh4eiWt/nVQJMb5JUciIfVOlOHxyxqQeBg -Y7OhKA4GfX5Kooh6IA9KpGzbHgNLG1fGyEc8B15dUN6PiTDw1mtROve8BUgb -lQdL7K/B2i4zUBhqAyLj0NyKZidI5oR6zkR3AGElw6jycUI/VmqPblHvBHLA -ut+m5TqalndrzMl+CbxMbR53cQxapTqZk3K0G3htlXV7hBLRtwrJqb6XPXCs -zZi/fAkX3RdmBV+06IOxyf6K1Atp6OSJK8svT7wC3pO3BVMRmahN67VkxdU3 -sDjiyFOD6hx0Vi5aIkj+Lfx6vc5h2LMAnbd+rWxyUgCfc7XqfVERGh186uun -8A7/J7/b2rbsKRL7U972YfgdrCiLqwoRqkS/rObbeOS8x/084c/UNR6yWBAl -rOY6AHlE6caDyXy0e69+wZqdH0Cgq8h9q1iLiCq1WL25D8BQuH9gWX4dOsYz -vHqr5SOuS3XlZRWNyFc0LWL27idwdqCrKL1pRtID5bpvhQfh8Spb+x1vW9H/ -AIACvSA= +1:eJwV13k0VW0XAPCTISJJE9FwFUVoUEoq+5RKkqIolLqVqeJVInMdocyJiHvv +uQ4vIRkzZXrueyVDCA2GpFsqFRWJylDf8/1x1lm/tffaZ9rPXs9RPeV20EGM +IIhJfPz/vHWdmENSUgMitjobmQ5GQWdY2NzwqAZEdieZPp0RDZ5vZwt9A3Fc +ZBpnujIacuOWLj12Bsdtqc8zT0XD0rGtXUs2NyBKR+13+4toEKvwMkvrrEfk +bOD9U3UD6nd+0ctTrEds4d3fPigGLK07p9fGP0KC9S+Hu87EQqjzYsnC0EeI +sgtFQq9YqPA+JZ7s9wgxieuTU0NiYVnS4F/vk4+QyPFjknFKLAx1Eb+1dbCl +z6Su6IyFyKOaA7ce1iJRR+8qg51x8PC47xP7kYeIerrbSjD/FmxwWJQoYVGD +BOkSqjf58WAwvO/0k501iH147tqrWfFABgSs5ujXIJGxZ9W5onjYF9/7cA2r +BpHy6kc0GuPBvpYZtv0mROy9lSnGo/FwS13dtCBKiBhh0T9L9ybAyHudP3aN +/yH2rydZBl8ToNAR7EuNBIhYnHHckpUIqjr7AtAmAX7eE4OGmokQM2KdUKcl +QGRRtv8y3URwo9zrO+ZiKx7JfGaUCDYbTG2G6hASNOsZvXdMhP1cxc8XpBEi +BwVQlp0I+mfyZT3DqpCAEZPUWpsEC8YatoVcqEKsUh2/TfpJMHq1zy3epgox +kx1y28gkKOQteFasifM/N0WsN08CnVZ/3lhDJRLEzCda3JJg2SYTHW+ZSkRd +LPV6kJMEspJv9/tFlCNRzslxNzUOKE3zYgVfKEekJX/HNm0OqE3Jfo88guNK +5yLFNnDAcFQvnr+8HLGyL2h4GnHA/X3Yy/8qHiCRlQFv/CQHOmvXOUsPliH2 +8knyOs2BO9cCA+P3lSIyCtpyZnHh/tUFh/i6pYhaeF4+YD4XBJez1TKUSpFo +xuC5nYu40H3peV3ZuxLE7F0fVKHJBTknzVk9/iVIoNqxw3QnFzyM2zjLcooR +SUrXDHtxYYe0alGeXBFivzoQyu7iwo+JyKUeo/cRC7Ka23q5cOfbr3D9V9gt +Vvu2vuPCjI7Wk//du4/Ig6t+TX7lQms6Jf/UFMcV1qjoSPDguJHo7FhYIWLp +GymZ6PDA73Ky6rbpBYjVSy328OWBtrts1LSv+Yid5/dA7goPeh28ftU+z0ei +w8IUJogHO8wOPNmfno9YnLM2hZE8kFn015+9Mx+RIaEeIXwerL1YlS8lmYdE +EePtnwU8OPNpy5L4qWwkGtrZUUzQsCpPZoN8QzaizsW5NUrQ8NmjyyTsVjYi +gs23dkjTcJbw8gzQwvmelz27ZmMrFjY52NxFhJepF8XC3qXht7E4E1GDsQY2 +hrie7M+YfCoTkaqTJ4a343qttXdW7ctEzEPxmsBdOP/Y6fYlfRm4XxR3RuzD +vsjXlFLIQIST4fbttjScS5nX2eGSjoi7QdzNHjRoO/V9sdBPR6yopC4rLxoG +tQvFm8SxJwLszvrS4FJ2YI2Ak4YoXY6+P4X9JPxaZv2/iN1iYGIUiT1F6Pmo +pSKBp9vmE6m4Xs2TvSPfUhD1+oQskY7rhfLZrhUpiLDaviopA+fP2xp58iD2 +Kx/zons0uGp59ZlQDGKoHybRJTS8LOxerldGI5bJxO62ehruKNhWz7WgkaCa +rfqlkYbz57usv3/i4fcjjJ/WTMP01Z1ReSrYJkKzeW006GY9/6l5hYMoPxfx +N500TElZxUorcRDrqkfJf9001Ds+0+7PT0LMzwFJbg8Nx9Wenkx7m4hIjf1+ +m0Q0hCe3Pl6y+zYil6bXKfbTYPXngONUbwIiykcdqj7SwLJ7QvR4JSCWTl/q +0c80lCi36CVlxSPyaMLvwC80vI1/nDxX7hYiHmqpXhqhIefHXoPv6XFI1Kxf +IfpBg/ehxmethnGIWN8wajRGwyyFhhnR52MRI3vQ7McvGgwiH12UfhaDmNwX +EZNTNEgO7JrV7xKDyFVda7T/0tBqUptZKxmDCM6UpyXBh6ZZoRWSbtGImOf4 +KVqMD6earg0JmShEqEsopojz4VdYiDrVHokoPe/+bAk+LJcMujGuF4EET8Iu +ZE/nQ5kw8GGpUzhiNntrMVJ82E9Rvz2SwpDoZG9olDQffCcCTn+bvI6ImRmr +D8rwoX3Ye9O7mmDEnjulGSTHB+c8L5eU0SBENQSLb5vFhz8ul1KOrwxCTEBM +4DfsVR8vynaFByJSKu2c4Ww+CNLdyYRKChEybzq6sbMfvf18p+cKIh1mfnJT +4INY1atq7r/+iCyLGA+aw4fV+i81Fkj5IfKm7ITYXD7Y3u+MjTnrg6jgNsYX ++9rqF5MyLV6IlTQ08Bm7IOupY8i6S0iQ7dtzaB4fetTaWv/e8kDUP5R7MbY0 +02Lg+8sdUc4KufLz+bBBpSntx9ELiBndcuMUtkA7bnHvZTdEGcstyMUuUXTV +3h3ggkQV3I9fsLPFjLfk+p1BrBfOVisX8IH5wtq7wNcRsSL8j9liJ3SOW1/2 +Po1YX15NXcOOrHnm9OESG4lWxW3OwRa3s/vC+2yLiJsp8s3YX3UVZF37LRET +Kkd9wC5SCLfwrTdDosTu8N/Y4VXDkcrC7UhkL7t2uiIfgtMdVAe+rkBMTorb +TOxl2RNDcas0gTLnm/zf3w07BBIWO0CwZ1q1JLZKnFuI/ZH9QOU0NP3C9VJH +xNXfrrYCVtGo53vs0sXmUnN0jwIr9+qDx9gflrf8YDhsYMu43s7GHtL/8V6f +dxpYVvnyIdjjZsodrbQjEJuMl1ljS5wm652Tz4DoktYTNWx5b8cHRIoLiH5a +LRjA70s5KvJuYqobiMqrf97FnmPRZaZ08AIQvccu2mMvcvxrmH/IA0hzhc0P +8fdJOR+7yf+ZJ4j+UQg6i73CT33tHisvYEUpO8lgr4sxVRUd9gUmR2FqI/7e +JZzehfc6/IBxfZtbg/tla/qFOd7WASDIDBw3wV7+6vE0aR0KmMP9x41wfzme +mv/H9QsFhE+YVwnuv8z+4+NPcwKB9CzQXI69+vvw9+TVQcDcI20/4f4977Xl +m+S3ICCj/Dt3YN+fDB44lxcMVFz/t3jc//pSSu82rb0GZPHnTxoz8XqJPCmi +h66B6IJ5k7MsH6oUsnvEC64DeZsyTsXrZ8ciw+dP1oUBgdqkxGbwYd86+0dO +6yOBWiaW4yHJh+iSHGHzSCQI3kQcDMTrtW3Lz+r1RVHAyhq8cR2v58O7w0v/ +brgBpEpWGzWND/k61s9MVW6CqHK+6wo8Lw4O+bdf9rsJzLhD898JGkYKU1oL +Xt4E0vHUw/ZxGjbqDzQp8mJBRJR7OuB5U7Hjcm3foltADmi92YbnVdqe4l0b +Qm4BZbnX+9EwDZH7B2uDv9wCRv1FkPEQDcdsbR+pV8eDSB9+6uJ59+fCxjqn +E7eBOXR4T94HGj54uRqX1d0Gwal+v4l3NLQEpNVJr00EhuhWJftoSA6bU59F +JAE5WldT+JoGMuVr/UAKB/ef8Mg2PK81MtRNtspwgdhiv8DsBQ0KOccaIt3x +voKjsMvqGZ6vZY0NOkY8YO05MLy/lYag1juNbvg6rL2H/PvraOi7suaDTxwD +7CWls3OKaegUM12RWscAM0830+g+DU0hjo6NEwywHm+4255PQ1EE/UHZPgXY +tSaDXdk0BN+W7a/YkAqszcguKoWGFXn9/VPP/wXBhXLO9QganHuTPwUqZQDx +MtjlkQ0Nc9zlxnRNMkDgPDGSepiGSkk/sXc+2O7iT70P4fvXOayy+2UGMEcX +J8w2o6Hcb6aZDD8TmG1pakNAg9xCn/zY5XdB9PfLNDc1GgoPHfT6d3UOsA3a +o50/8uBYPwqyPJEDjMG4lts7Hkj56cRIxuSASGtSwU2E46nSWU7D2EPXS2w7 +eSA5XN2tVZQL7Ca3Q2/q8P6mbv7S7kX5wB7rcMpO58Fl+6tXT6UWAOl+c/2a +YzygHhCuZHkBEIX++peO8CBo1pUjS9oL8PNfLis5yIPQMj/t7mmFQKjcWKlm +woPYmZ4vLE4WAmvcqjBfjwfpRU6rtrPuAytWafKGHA+aJMzal/KLgNJfbXG6 +jAstNo8rp4qLgDX3K6+zkAttuSYZL5uLQCA538I4hwsvrHf7357C8fNLh2an +ckF0D1bI2xUDKV/10zIC7/8sdX3/qJSAIGwdk3yMCyrpisteJZUCc1PvucE4 +B4bClV2F90uBet9HWIxw4OH5xWUZzdgP/7E4McgBl63L97tPKwPG4187+14O +VD5d7St1pgzYyStkZgs5cFxsd/s6/QfALPT5OnidA6knPK5ee1EOjLk1t0SO +AxrKbW/XzK0GVtjgPqtpSXBEeirORqsayCYP0+m/E+HamMauIKNqEHxHhvlD +ifC+ncp4cRHn91kR314nQmrEWpeAZ9XAVj7bqVidCIumbow2xiMQpK5atsAn +EaTPr5RYHykAyshzI/p0GyYPfljQMksI7LbN72OLE8A/tjr5g4oQRHY/JVLu +JsBUW4LGXw0c3+vIu5OcAH/MjQ3WGglB8OeOTmJYAhAHMu1ivYRA1leWzbNL +AAnTs2mHRUIgVlY5uYslwEyjr+teF9QAqdgvKN0dD4vXj+0bsqwFkYONjXpx +HPR7/5RFEfVA7ZFJ2bQ5BuY2LoxRjngMgrrL+T9GQsFLr0Xt1OMWoGw07syx +vwJLX1iAyudWIDL2Tik1O0EyP8RjIrodiMMK7GpvJ/Rjoe7XddrPgOqz7rVp +uYrGld0ac3OegyBLV8DMjkGLNEdzUw50gKC1qm67WCL6Vik71v28E8xbTYTz +5zDotjg38KxlNwyN9lamnklDR49cnH9+5CUI7r8uHIvIQq1re2QrL72C2RH7 +HxjU5KKTitEyl5Vfw6+eZQ4DHoXotHXPCtOjIviYt7beBxWjr/0PfHxV3uD/ +5DcbW+c9QFJ/KlrfDbwBpfK46iCxKvTr8HQb99y3eJ4n/Bm7IkCWM6LEtVz7 +IJ8oW7knWYgMd+gXLtn6Dno2qDKvVWsRUa0Vqzf1DuxVbu+eV1CHzAVGl663 +vAd2qvaKeZWNyEcyLWLy5gdwdiA11F41I/m+ig2vxfvh3iJb+y2vn6D/AVMd +vCM= "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, @@ -8276,9 +8794,10 @@ AIACvSA= 3.933756917774147*^9}, {3.933757096109779*^9, 3.933757157279377*^9}, { 3.933765252731138*^9, 3.933765276684458*^9}, {3.933784177228798*^9, 3.933784180954748*^9}, 3.933784289949884*^9, 3.933784484480413*^9, - 3.933784614122253*^9, 3.933784665873393*^9, 3.934617708212726*^9}, + 3.933784614122253*^9, 3.933784665873393*^9, 3.934617708212726*^9, + 3.934905965004332*^9}, CellLabel-> - "Out[417]=",ExpressionUUID->"19c70bd8-82b7-4eb1-9dbb-9ea50e360376"] + "Out[279]=",ExpressionUUID->"eefb5fa6-2f94-48c8-854d-507e9a80d373"] }, Open ]], Cell[CellGroupData[{ @@ -8290,7 +8809,7 @@ Cell[BoxData[{ RowBox[{"Plot", "[", RowBox[{ RowBox[{ - RowBox[{"\[ScriptCapitalS]\[CapitalOmega]", "[", + RowBox[{"\[ScriptCapitalS]\[Chi]", "[", RowBox[{"f3", ",", RowBox[{"1", "/", "2"}], ",", "es"}], "]"}], "[", "m", "]"}], ",", RowBox[{"{", @@ -8420,11 +8939,11 @@ Cell[BoxData[{ 3.933757156853411*^9}, {3.933765215998708*^9, 3.933765249256858*^9}, { 3.93378417626397*^9, 3.933784229521571*^9}, {3.933784307258991*^9, 3.933784313101503*^9}, {3.9337844944861517`*^9, 3.933784502900514*^9}, { - 3.9337846602517776`*^9, 3.9337846611710596`*^9}, {3.934617483517872*^9, - 3.934617507378639*^9}, {3.9346175889111137`*^9, 3.934617608103231*^9}, { - 3.934617713348909*^9, 3.934617713619424*^9}}, + 3.9337846602517776`*^9, 3.93378466117106*^9}, {3.934617483517872*^9, + 3.934617507378639*^9}, {3.934617588911114*^9, 3.934617608103231*^9}, { + 3.934617713348909*^9, 3.934617713619424*^9}, 3.9349017926542788`*^9}, CellLabel-> - "In[418]:=",ExpressionUUID->"b3fc4f55-4c0b-4c22-9d55-e6dad1b1d50e"], + "In[280]:=",ExpressionUUID->"b3fc4f55-4c0b-4c22-9d55-e6dad1b1d50e"], Cell[BoxData[ GraphicsBox[ @@ -8433,88 +8952,89 @@ Cell[BoxData[ TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" -1:eJwV1nlYTO0bB/AjUm+JFtLKWCJtRAjxjDWppGxJGNrorbekPXGo0EbadGam -5kw1KtGmtKjuUaKFFtqQmjept6JFC6L8nt8f55rrc53neq4zz/2973OWnXOz -chAjCGIMX///NdIXc6CoGiB++Yp4xwXQHhqqEBaJ3dTPdbQQgFe3bIX/tRpg -urZE6BsLICtm6VLbCzXASlov3rxJAEsnjd4t2YIt+/CAqaIAxJ76mKe2VwMt -WV4u1poK1Xu+bsxeXA3kvyNS0dapcMS6fW5V3As49DRpobJzChg4qCXMsawE -sqyQ8ZvLh62jZnYNe7Czb2g1xfOBGRioxzbEHt9/4EEUH8ziOp+vZVQCI2dr -7flgPthX0aM2wxXQCH3PFF34EKuhYZobWQGidT07NxnxYeyz7syp2mcwEh6q -fq2LhjxHZF+4Wwg5R+I7N6ynYZmuWSBsFoIsc5CtoUtD1Jh1/EttITCKw9ap -atLgRnpUtykIIeqfyF65JTScMDA9MfISgKk26KUrRcNBzuKBi5IA9EGl2i0v -eGB4IUfaK7QMRLXWlk/W8kBxsmZ7yEXsPbPl76ziwcT1T25xJ7Bf23q6qfMg -j6vYXLCmDOgqdTVjaR7oNl7mTtaUAi0c77fsS4Llm010faVKQbjqkFwLnQTS -4t0HA8JLQNS43/C2chIozfJhBF8sAULxOiddNglWTkt/izheAgz+s746iSTY -MbExLmkFdrPMFt3JRPD4HPrh2dNiYLYpZNu8TYT2Kv3zkl+KQBhxx4V1JxHu -37h2Lc6sEIR5QxcU5ifC4+uKh5PWF4Jo0rzLZG4iCK9krkxTKgT6XapO6AwX -3nu3vCzqeQJ0zQ7z5cNckHFaM7/j8hMg5lxIKG/kgqdxE3v5owIgMx8MJMVx -YZfksvxsmXx8PnXbf2lwYfxXxFLPicfAbL1VVLaUC/eHf4QZfsSOP/7+pjIX -/mprPPvs4WNgTNfIbZDhQqOAXPDW9DEIVf32fR7nwOndIufJ0DwgdJZdLqri -QMAV3rLtc3OBeLu1fbErB3Q8pCNnDeWAKL84ut6JA50OPj+qWrCbVAYiznFg -l7lFw0EBdqjNPwxrDkip/bnM2pMDTM+Xz5N3c2DdpbIcCfFsII39nBeqceBC -/7YlcdOZQAzSRRlv2KCVLWWwoCYThD5fvky+ZsOA5zuT0NhMYMiqS5rXsMGZ -8PEK1MaO+zGqIMRenPfK4cQDYPYbh8/Lwt6rGbCpIB2E1Wkx6eF4P+nvUTlk -OpAr9isE38T7NVbd1zJLBwZs9zofhNfb2r1Z8ikNmAuVu0wDsC8lrZGQSwOR -5u7dgX+z4W/+wvY2FwGQx7sXhpmzQcfp01dLQ2xNA86YCRu+6OTNfjVbAISw -64/DPja4FFmsFbJTgaRO2Dkg7IawG+nVKbi/IyPq9bGniY1+K5NB9P3m5gNK -eL/KhgNjw3wgs1aH7lyE97uVxHJ9ygeRVXHBTnm8fqFRxFkr3LdRX5Js57HB -VdvnkwlJ4/ocePibYMOHvPcrNhYlAsvqStjnQQruy9mUK1gmgkhNbNKrnwJ3 -93fW3/q5IHRt6JvfR8FcvfbIbFUusBZlnbLppmB9Rsv3NVfZQLJcbx9/R8G0 -xNFoSfxcRLi2pk4bBdWOzTp9ORQIvy0w/quFgtMr355N7U4A1tdKhY+NFITx -GuuW7LsHhPfOzwPVFBydsXCc7owHVlF86uyXFDBONRAdPvHA+Cr738oqCp6o -1G+kMuKATJyeIp9R0B1Xx1OQiQWy4545r4SCR+MHtn4TxACzbETrdxEFvodr -mxt3xIBwy53ws4UUzJer+eu2ezQQrptb9+ZTsDXixSXJ5iigDcNve2ZRID64 -d36fSxQwy+2CFj2ioNGkKr1KPAoIz+dT5ZkUvJp/66m4221g1NS4a2dQcO7V -jZEKOhJE5/e6DaVR8CM0RIN8EwFMw+/DxfcpWCEedGdqYziIDHN9nFMpKKq4 -9rzQKQxoQewVixQKDpLkT08qFBgl9hLbkynw/xVoN/z7JtArbibp0xS8GfXd -3FMZDDRX6V+SS8H5bB8X/kQQMDfxJzI4FMy4ePNPr8Z+xQ3/wKZA679L0u/C -rgFzeck2awqfu8CDGV9KAtlYeTQlgYLMF90D9zuuAvOY7OjkPQrEyj6Wc1Iu -gzDWOLMwngI9ww+aihIBIPJaUrsS2+Zxe3SUsx/QV2Wd2XEU3NBr/S1V7wOk -0qJwJezcjLeOIfrewNBbqcuLpaBjZVPjn1hPEG3cdEgPW5Ku3+r/wwNYOnvG -q2IoMFB9lTp+8iLuP2NlR2yhTox65xU3YAZshfnYTxa76uwLdAGiwnfoeTR+ -XjHjbVkBF4D43Bx0HZv+yjig6O8ITHPTq8bY8e1T1ld87XA92kUK2BGVzU69 -3iygb/un992lYPapU1+5Aza4/nqtFdhD6+WkXfuOAPlq9IIAO18uzNK/2hy/ -vyrt7mCHlY1GqFTsxPM2uZLEDhY4LBscWgWE9O1QP+zlmb9GYrTWIPJISMH/ -/W1Hm3CO5S7EunvL+Bq2aoxbiP3xg0iolYCisJPHZmt06x1F5HB+4n3sQvVD -EvLrTyJ6kejsc+zeFfXjNJuFhIaqEf3YI4bjnw25dog8eV5NEf+fKXOVtsZE -R0T31sgfwJ5jx6w+z7uA6IxdbiHYC3wdiwm+CxK+a9GvxlaJjHiQkOyGaIWb -NvL4POUt35krWV1EzBM2/XbYao5/duQc9kRCeb8t6rg+fPfozZebvRAdXj8V -jL0qQGPd/qM+iFaxWT6OrR9lukx0zB+RX7RT/8P1fsLuVH7YFoBETldnXHE+ -jAQX5X2tA5HIeQVMYa/4WDdLUpdERFfAJS2cN8dzi2Zcv5KIWcp0eo2d3nd6 -6u2ja4j+6f3MB+dT79voN55eECLe2mZ04/y6+2wbFh8OQqL5jM0pON+PfwcP -/p0djOiBAO2/cf4NJZR6Nq+7gYSr1+yXS8L9EnFWlDhyAzFP3XUfxi6Ty+yY -nXsTnwf8aeZRsEttR0uDfigiivhWT/gUmOnbv3DaEIFYXV/rmgQU3H7yqOL1 -WAQSWU9pD+J+bdr2vXxDfiQikreNSadTcGxfWOEfgzuIDOIU2j2gIEfXutlU -9S5iKfOUXbIpsBq5/OZKwF3EbFMvEOI5N5bHb8z9cBeJ7p4oUsujYJPh4KvF -3GhE5B6eHMDz5umuK1Wf1GIRY9rfSoTnVer+gr0GIbGI1JrHjC7F+T34pSr4 -ayxiNrl/MiunwNbG5oVGeRwSlWqYdeB5N3Nx00unM/cQfd0r3a4G58fH1bjo -5T3EkGk1PllHQX1g6kvJdQmI1TOVePI1BbxQ+eoMgkIst4Vu3k0UMPlD1YN8 -NiKat6YvfE+BZpqGiZEUBwlLXWdZdVAg98i2JsKDg1hWfvIJnXi+FtXW6O7m -InJvtu2OTxQENd6vdetJRKyCF3FjXyj4dHVtr18MjZhPp8oIMTa0i5muSn5J -I6H4wbSaOWx4FeLoWPsLO1bGlCPBhvzwxF4Vez5i9odWWMuwIfiedN9Tg2Qk -usr3NlJmw6rsvr7plhQk3OaxJG09G8538vqvKaXh/Gh8knJhg7yHzOR6kzTE -OCS5J8ONDaXiAWI9fmmIbjDYZ3GJDXK6x1T3fUhDrMJta/P82VASMM9cKikd -MVfXUm9D2SCj7JcTveIBIsoSiJAMNuQdtvJJ0XuERI8n0lOG2GDbB0FHzjxC -5PcZ3qYxNkgE6EaJR+H7Pqmo6Tu+nyyZ4TT6CDH21/mpz+KA+Gj5e+38LMT8 -2SSSW4i/b14uWvpeLQeJDgQWOG/jwBX769fPJeci4fcW1847HCCLCVdmSS5i -cogFpnEcCJp/9fiSN7mIPqO4CNgcuFUUoPN+Vh5iXlxrWSbgQPQ8r1bLs3mI -4WB3V76UA4J8J62djMeIZR/kxRjgwKs55m+WJuUjxlL3P3WmXKg/UVc6XZCP -iI65bRpWXGjKMkn78Bo7M1v9pjUXWq33Xb43nY+Yqfd+nnHggughWrXgVAEi -h3wnnK/i778j6/1nVJ8ghiDBrDefC6qCxcs/UoWI3pI810sjEUbCVFwrHhci -IoRrbKubCM/d1YvSXmOv6jpmtjERXIxWHPSYVYSIsV3d+/YmQulbPX+JC0WI -8bquROCQCKfF9r3RNyxGdALRJ5WeCMlnPK/faC1BdKftoPeGJNBUaepeq1CO -CIPDYRP2PDguOR1zQrscsVyapJz+4cGNSc29QbvLkXBi8TGRDw8+vyHTWi/h -9ZSaxUAYD5LD17kENpcj0czYu5O5PFCbvjNRGwdImPG+ruAPDyTdV8/ZECFE -jBQrcqUlDb+tehXr51egnEWe7Bt/aLgcXc7rVa1AZH5tSYE4H6ab4jX/aFYg -WRNGSL80H2YOGW9dt7sCuTP/UT6jxAfCIv1UtE8FIi7pm13X58McU+fUYyK8 -3tfMMMOeD/N2D+l35Vbiei/VuVzPB/UNk2YjR6qQrPqHdIucZOjz/S4N4dUo -6syGjpCUVFCoVY5SCa9D7jKF7/YW3wefjfUrz9XVo6h189S79mfA0lZLpDrQ -iJhKJ9XR90zgJYV4/rr9Bh3SNys025AN48rrh/R1mhHjwAVN2jYXplTcarMe -taD/Gnp+jGg9BrU1E1l8izZE1toZdFgUwHCp9OT7lnbUbn/RKPJqIdybzbnm -fOQ98o1MEpv3thhOHr+0yH3sA/rxMye0OKoUGtd1SJd6f0S3Ph/uQMcBzi6+ -LXVFpQuZyXuoG5s/AzvrjlWmJ0WIgfaIDUpVwlBfsZ+/6r/IKCy/Qvb1c5CY -edrYM/gviqBCB3d1voAfx+ae8MjqRvPkXRZ6T1bDkb8iZ2u7fkJHgoUauWvr -YMcuw7wlRj2oNLNmQ0TDa2D1Tq3RaOpBD9Vs7Ld1NcD/APH4Ad0= +1:eJwV1nk4VN8fB/CbEl9SoWStaVGyRam0nmlVIdGGVFNEfPmS7FK3UGGUFLkz +Y+YOJqRskSV8JlKWspStEvOV8kWhLJXC7/z+uM99Xs/nPOe595z3+Txn8WlP +mzNSBEEM4+f/783GUmcoqhqGxgMkgqMiaIuIUI6MrgaisZfnbCUC36655UGX +q4Hp0cw2NhNB5u1Fixxcq4HFXy3dtE4Ei8Y2v124AXvug33mKiKQeuJvmdJW +BdmyZWVSLSlQtfPr2qwFVUD+OyQXa5sCh2zbZlbGPQfmE/48NbdkMDmjmTDD +ugLo0gLGH54QNn6zcKzfWQExWVd1G+OFwAwJMeSYVgBrZM+++zFCsIjreLaK +UQFG2RtrzoYJwamS/mY/WA5i6Hmq4i6EO9ra5jnR5SAx6t62brMQhj8ZTB6v +eQoEO0LrcicNuc7IqWCHGLIPxXesWU3DYgOLEFgvhrnMfo62AQ0xw7bxL/TE +wCiKNNLQocGT9K5qVRYD/U/0Z8WFNNiZmNsNvQAw0uz3NZCjYT93Qd85WQB6 +v2rNhucCMHXNlveNKAVJja3141UCUBmr3hJ+DnvndKWbywUweuWjZ5wd9isH +H08tAeTyVJryV5aCuFJL00xeAAYNF3hj1SVAi0d6rXv4sGT9XoMAuRIQLz+g +2EzzQV66a39wVDFIGvaY3lDjg+o0f0bYuWIgVK5w0+byYdmE/Hf20WJgCJ/2 +1MrwYevo2jj+UuwmhQ0GY4ng/Sni/dMnRcBsVc6yf5MIbZXGZ2W/FIKYfdOd +dTMR7l29fDnOogAkuQOuyrMT4dEVlYP81dhjlp17ZyaC+GLGslTVAiDfpuhH +TPLgnV/zi8Lux0BXb7VcMsgDBZeVs9svPAbJdNeEsgYe+Jg1cpY8zAcy434f +P44H22UX52Up5OH1qd3yW5sHI7/Zi3xGHwGz5Xph6SIe3Bv8GWn64REw4o++ +u6bGg79aG049fYA9Ua24RoEHDSJyzhvzRyDRCNz9aYQLJ3ZI3MYickGit/hC +YSUXgi8KFm+ZmQPEm41tCzy4oO8tHz1tIBskeUWxdS5c6Djj/7OyGbtRvY99 +mgvbLa3q94uyQRxh/w/DlgtymlMXWDuzgenz4lnSDi4YnS/NlpHOAtIs0G2e +JhdcezctjJvIAKKfLkx/zQHdLDmTOdUZIPb/8mXsFQf6fN7ujbiTAYy5WrKW +1RxwI/x9Q/Sw435+UxZjL8h9ecbuPjB7zaJmZWLv0glel58G4qrU22lReD75 +HzHZZBqwlu5RDruG52uovKdrkQaSsi2+Z0PxeAfH1ws/pgJrnlqneTD2ef5K +GcVUkOjs2BHyNwf+Fs5ra3UXAX20a16kJQf0XT5+tTYVAaljwh3ey4Ev+rnT +X04XASHunDqzmwPuhVarxJwUICk7xzMIuz7yalpVMpD8aHadMfYEsTZwWRJI +flxbv08Vz1dRv294UAiszBUR2+bj+a7zWR5PhEAcLMrfpoTHz9vMPmWDz23M +F77DLA546Pl/3EvSQOjve/CH4MD73HdL1xYmAtPmYuSnfgruKdqXKVsnAqEl +NebbS4GX11vb7708EHvU98zuoWCmYVt0lgYPWPMzj9t3UbA6vfnHykscYLA8 +bhx9S8GEzOFYWfxdRJSejn4rBVXOTfo92RSIv88x+6uZghPL3pxK6UoA1tcK +5Q8NFEQKGmoX7r4LhN+2T31VFByetHKe6IgHVmF8yvQXFDCO1xPt/vHA+Dr3 +v2WVFDxWr1tLpccBmTgxTj6loCuuVqCscAfI9ruWgmIKHo7s2/hddBuYpUO6 +fwopCDhY09Sw9TZINtyMOlVAwWzF6r9ueMWCxH19y648Cjayn5+XbYoBsWnU +DZ9MCqT7d83ucY8BRplj6PyHFDTsrUyrlI4BwufZeFkGBS9nX38i7XkDmNXV +XnrpFJx+eXWonI4GwnWX50AqBT8jwrXJ12xgmf4YLLpHwVLp0Jvja6NAYprj +75ZCQWH55WcFLpFAi+5ctEqmYD9J/vKhIoBR7CSzJYmCoN8hjoN/rgG99Brf +mKbg9beA9d0VYUDzVP8leRSczfJ3F46GAnOdcDSdS8Gku5/wxIpQYLzkRb3n +UKD733n5t5GXgbmkeJMthddd5M2MLyGBbKg4nJxAQcbzrr577ZeAeWTut7G7 +FEiVfijjJl8A8R2zjIJ4CgxN3+uoyASDxHdhzTJs+0dtsTFugUBfmuvGiaPg +qmHLH7k6f2Cpzo9Sxc5Jf+McbuwHDMNlBoI7FLQva2yYuuMDkrXrDhhiy9J1 +G4N+egNTf+dI5W0KTDRepowcOwdEnJmaM7ZY/7ZWx0VPYAZvhNnYjxd46O8O +cQfJ04CBZ7H4e6XMNmUGuwLzU1PoFWz6K2OfSpAzEJbml8yw49vGbS8GOAKj +uk2ijM2uaHL57McC+kZQWs8tCqYfP/6V12cP4g2GLeXYA6sV5T16DgH58pur +CDtPMdI6qMoSiOwKx5vYkaXf2Orl20Ccm1RBYoeJzizuH1gOhPyNiEDsJRm/ +h27rrkT0ofD8//v71lbxDOvtiLx13ewytsZtz3Cno/sRrZuAYrCThqdrdxke +RuRgXuI97AKtAzJKq48hcr7k1DPsz0vrRmgOC9GmGuxe7CHTkU+mPEdEHjur +qYL/Z9xSvbUh0RnRn6uV9mHPcGRWnRW4Ijp9u2c49pwA5yJC6I7ot83GVdjq +0ez7CUmeiFS+Zq+E11PJ+q2lqs05RNrZ9zpiazpPbc0+6IPESoEbtPD+CL1i +119o8kV0VN14GPbyYG2jPYf9kVjdfskItnGM+WLJkSBEftFL+Q/v92NOh9qD +1mAkcbk06YHzsVl0TinANgSJ3ZbCOPbSD7XTZA1IRHQGn9fFeXM+PX/S4yuJ +mCVMl1fYaT0nxt88vIzoX35P/XE+Db9/+y4wDEXEG4f0LpxfL/9Ng9KDoUgy +m7E+Gef70Z+w/r+zwhDdF6z3N86/qYxq93qjq0i8YuUeRT4+L+xTksShq4g4 +fstrELtUMaN9es41vB4w1SSgYLvm1uZ64wgkLhDaPBZSYGHs9NxlDRuxOr/W +NooouPH4YfmrYTYi7Mb1+vF5bdz0o2xNXjSSCDcNy6dRcGR3ZMGUyU1EhnIL +HO9TkG1g22SucQux1ARq7lkU2AxdeH0x+BZitmrli3GfG84VNuS8v4XEt+wK +NXMpWGfa/3IBLxYROQfH+nC/ebL9YuVHzTuIMRFkI8H9KmVP/i6T8DuIpTuL +GVuC87v/S2XYV1xv9PpoUUaBg739c+2yOCQp0bZox/1u8ty6Fy4n7yLyim+a +YzXOj7+HWeGLu4ih0GJ2rJaCupCUF7JGCYjZPZ547BUFggilqnSCQqTnPE+/ +RgqYwoGqfiEHEU0b0+a9o0AnVXvvZjkuEpd4TLNpp0DxoUM125uLWDaBSgkd +uL8W1lQb7OAhcleWw9aPFIQ23Kvx7E5ErPznccNfKPh4adXnwNs0Yj4ZLyWk +ONAmZb486QWNxNL7U6tncOBluLNzzW8aSe4omHNlOJAXlfhZ3UmIWL0R5bYK +HAi7K9/zxCQJEaTQb7MaB5Zn9fRMNCcj8SbvhamrOXC2Q9B7WTUV50f7o5w7 +B5S8FcZW701FjAOyO9M9OVAiHSzVHZiK6HqT3VbnOaBocERj9/tUxCrYtCo3 +iAPFwbMs5fhpiLmihnoTwQEFtcDs2KX3EVGaQISncyD3oI1/suFDJHk0mpY8 +wAGHHgg9dPIhIn9MCtYNc0Am2CBGOuYhIgJSUOMPXE+STXf5hr2nNlBrGhek +v5W908vLRMxfjRLFefh+82L+onea2YgwD8l328SFi05XrpxOykHiH80eHTe5 +QBYRHsziHMTgEnPM47gQOvvS0YWvcxB5UmU+cLhwvTBY/920XMQ6t8q6VMSF +2Fm+LdancpHEyfGWUgkXRHkuutsYjxDpFOrL6OPCyxmWrxfx8xBjkddUrTkP +6uxqSyby8xDRPrNV24YHjZl7U9+/wvWMLK1rtjxosd194e5EHmKm3P118gwP +JA/Q8jnH8xE5EDDqdgnf/w6tDprUeIyYogSLz3k80BAtWPKBKkD0hqSZvtqJ +MBSp7lH+qAAR4TwzB4NEeOalVZj6Cnt55xGLtYngvnnpfu9phYgY3t61e1ci +lLwxDJJxxX5VWyw6kwgnpHa/NjYtQnQC0SOXlghJJ32uXG0pRuIOh36/NXzQ +UW/sWqVchgiTg5GjTgI4Kjtx206vDLHcG+Vc/hHA1TGdXaE7ypBkdMERib8A +Pr0mU1vO4/GUplVfpACSoozcQ5pwfXL47bEcAWhO3BytiQMkTn9Xmz8lAFmv +FTPWsMWIkWxDLrOm4Y/NZ5W62eWInu/DuTpFw4XYMsFnjXJE5tUU50sLYaIx +XmdKpxzN3csI75UXwuQBs41GO8qRF/MftZOq+J5llXY81r8cEeeNLa4YC2GG +uVvKEQkeH2Bhmu4khFk7Bow7cyoQk7tI/0KdELTWjFkMHapEhNb7NKvsJOgJ ++CEPUVUo5uSa9vDkFFCuUYtRj6pFXgoFb3cV3QP/tXXLTtfWoRijWVqde9Jh +UYs10uhrQEzVY1roRwYI+OE+v2+8RkxjiwKLNVkworZ6wFi/CTH2uerQDjkw +ru5Zk/mwGf1X3/1zSPcRaK4czRRatSKyxtGk3SofBkvkx941t6E2p3Oboy8V +wN3p3Mtuh96hgGi+1Kw3RXDs6Pn5XsPv0c9f2RFFMSXQYNQuX+L3AV3/dLAd +HQU4teCG3EX1TmSh5K1lZvkUHG3bl5sfkyAG2inVL1cBAz1FgUEa/yJmZF75 +3FfPQGbySUN3/7+ITUX0b+94Dj+PzLTzzuxCs5Tc5/mNVcGhv6Kn63l8RIfC +xNo5q2ph63bT3IWbu1FJRvUadv0rOPl5fKV2Yzd6oGnvtKmzHv4HDJgBHw== + "]]}, Annotation[#, "Charting`Private`Tag#1"]& ]}, {}}, {"WolframDynamicHighlight", <| @@ -8531,88 +9051,89 @@ YMcuw7wlRj2oNLNmQ0TDa2D1Tq3RaOpBD9Vs7Ld1NcD/APH4Ad0= RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwV1nlYTO0bB/AjUm+JFtLKWCJtRAjxjDWppGxJGNrorbekPXGo0EbadGam -5kw1KtGmtKjuUaKFFtqQmjept6JFC6L8nt8f55rrc53neq4zz/2973OWnXOz -chAjCGIMX///NdIXc6CoGiB++Yp4xwXQHhqqEBaJ3dTPdbQQgFe3bIX/tRpg -urZE6BsLICtm6VLbCzXASlov3rxJAEsnjd4t2YIt+/CAqaIAxJ76mKe2VwMt -WV4u1poK1Xu+bsxeXA3kvyNS0dapcMS6fW5V3As49DRpobJzChg4qCXMsawE -sqyQ8ZvLh62jZnYNe7Czb2g1xfOBGRioxzbEHt9/4EEUH8ziOp+vZVQCI2dr -7flgPthX0aM2wxXQCH3PFF34EKuhYZobWQGidT07NxnxYeyz7syp2mcwEh6q -fq2LhjxHZF+4Wwg5R+I7N6ynYZmuWSBsFoIsc5CtoUtD1Jh1/EttITCKw9ap -atLgRnpUtykIIeqfyF65JTScMDA9MfISgKk26KUrRcNBzuKBi5IA9EGl2i0v -eGB4IUfaK7QMRLXWlk/W8kBxsmZ7yEXsPbPl76ziwcT1T25xJ7Bf23q6qfMg -j6vYXLCmDOgqdTVjaR7oNl7mTtaUAi0c77fsS4Llm010faVKQbjqkFwLnQTS -4t0HA8JLQNS43/C2chIozfJhBF8sAULxOiddNglWTkt/izheAgz+s746iSTY -MbExLmkFdrPMFt3JRPD4HPrh2dNiYLYpZNu8TYT2Kv3zkl+KQBhxx4V1JxHu -37h2Lc6sEIR5QxcU5ifC4+uKh5PWF4Jo0rzLZG4iCK9krkxTKgT6XapO6AwX -3nu3vCzqeQJ0zQ7z5cNckHFaM7/j8hMg5lxIKG/kgqdxE3v5owIgMx8MJMVx -YZfksvxsmXx8PnXbf2lwYfxXxFLPicfAbL1VVLaUC/eHf4QZfsSOP/7+pjIX -/mprPPvs4WNgTNfIbZDhQqOAXPDW9DEIVf32fR7nwOndIufJ0DwgdJZdLqri -QMAV3rLtc3OBeLu1fbErB3Q8pCNnDeWAKL84ut6JA50OPj+qWrCbVAYiznFg -l7lFw0EBdqjNPwxrDkip/bnM2pMDTM+Xz5N3c2DdpbIcCfFsII39nBeqceBC -/7YlcdOZQAzSRRlv2KCVLWWwoCYThD5fvky+ZsOA5zuT0NhMYMiqS5rXsMGZ -8PEK1MaO+zGqIMRenPfK4cQDYPYbh8/Lwt6rGbCpIB2E1Wkx6eF4P+nvUTlk -OpAr9isE38T7NVbd1zJLBwZs9zofhNfb2r1Z8ikNmAuVu0wDsC8lrZGQSwOR -5u7dgX+z4W/+wvY2FwGQx7sXhpmzQcfp01dLQ2xNA86YCRu+6OTNfjVbAISw -64/DPja4FFmsFbJTgaRO2Dkg7IawG+nVKbi/IyPq9bGniY1+K5NB9P3m5gNK -eL/KhgNjw3wgs1aH7lyE97uVxHJ9ygeRVXHBTnm8fqFRxFkr3LdRX5Js57HB -VdvnkwlJ4/ocePibYMOHvPcrNhYlAsvqStjnQQruy9mUK1gmgkhNbNKrnwJ3 -93fW3/q5IHRt6JvfR8FcvfbIbFUusBZlnbLppmB9Rsv3NVfZQLJcbx9/R8G0 -xNFoSfxcRLi2pk4bBdWOzTp9ORQIvy0w/quFgtMr355N7U4A1tdKhY+NFITx -GuuW7LsHhPfOzwPVFBydsXCc7owHVlF86uyXFDBONRAdPvHA+Cr738oqCp6o -1G+kMuKATJyeIp9R0B1Xx1OQiQWy4545r4SCR+MHtn4TxACzbETrdxEFvodr -mxt3xIBwy53ws4UUzJer+eu2ezQQrptb9+ZTsDXixSXJ5iigDcNve2ZRID64 -d36fSxQwy+2CFj2ioNGkKr1KPAoIz+dT5ZkUvJp/66m4221g1NS4a2dQcO7V -jZEKOhJE5/e6DaVR8CM0RIN8EwFMw+/DxfcpWCEedGdqYziIDHN9nFMpKKq4 -9rzQKQxoQewVixQKDpLkT08qFBgl9hLbkynw/xVoN/z7JtArbibp0xS8GfXd -3FMZDDRX6V+SS8H5bB8X/kQQMDfxJzI4FMy4ePNPr8Z+xQ3/wKZA679L0u/C -rgFzeck2awqfu8CDGV9KAtlYeTQlgYLMF90D9zuuAvOY7OjkPQrEyj6Wc1Iu -gzDWOLMwngI9ww+aihIBIPJaUrsS2+Zxe3SUsx/QV2Wd2XEU3NBr/S1V7wOk -0qJwJezcjLeOIfrewNBbqcuLpaBjZVPjn1hPEG3cdEgPW5Ku3+r/wwNYOnvG -q2IoMFB9lTp+8iLuP2NlR2yhTox65xU3YAZshfnYTxa76uwLdAGiwnfoeTR+ -XjHjbVkBF4D43Bx0HZv+yjig6O8ITHPTq8bY8e1T1ld87XA92kUK2BGVzU69 -3iygb/un992lYPapU1+5Aza4/nqtFdhD6+WkXfuOAPlq9IIAO18uzNK/2hy/ -vyrt7mCHlY1GqFTsxPM2uZLEDhY4LBscWgWE9O1QP+zlmb9GYrTWIPJISMH/ -/W1Hm3CO5S7EunvL+Bq2aoxbiP3xg0iolYCisJPHZmt06x1F5HB+4n3sQvVD -EvLrTyJ6kejsc+zeFfXjNJuFhIaqEf3YI4bjnw25dog8eV5NEf+fKXOVtsZE -R0T31sgfwJ5jx6w+z7uA6IxdbiHYC3wdiwm+CxK+a9GvxlaJjHiQkOyGaIWb -NvL4POUt35krWV1EzBM2/XbYao5/duQc9kRCeb8t6rg+fPfozZebvRAdXj8V -jL0qQGPd/qM+iFaxWT6OrR9lukx0zB+RX7RT/8P1fsLuVH7YFoBETldnXHE+ -jAQX5X2tA5HIeQVMYa/4WDdLUpdERFfAJS2cN8dzi2Zcv5KIWcp0eo2d3nd6 -6u2ja4j+6f3MB+dT79voN55eECLe2mZ04/y6+2wbFh8OQqL5jM0pON+PfwcP -/p0djOiBAO2/cf4NJZR6Nq+7gYSr1+yXS8L9EnFWlDhyAzFP3XUfxi6Ty+yY -nXsTnwf8aeZRsEttR0uDfigiivhWT/gUmOnbv3DaEIFYXV/rmgQU3H7yqOL1 -WAQSWU9pD+J+bdr2vXxDfiQikreNSadTcGxfWOEfgzuIDOIU2j2gIEfXutlU -9S5iKfOUXbIpsBq5/OZKwF3EbFMvEOI5N5bHb8z9cBeJ7p4oUsujYJPh4KvF -3GhE5B6eHMDz5umuK1Wf1GIRY9rfSoTnVer+gr0GIbGI1JrHjC7F+T34pSr4 -ayxiNrl/MiunwNbG5oVGeRwSlWqYdeB5N3Nx00unM/cQfd0r3a4G58fH1bjo -5T3EkGk1PllHQX1g6kvJdQmI1TOVePI1BbxQ+eoMgkIst4Vu3k0UMPlD1YN8 -NiKat6YvfE+BZpqGiZEUBwlLXWdZdVAg98i2JsKDg1hWfvIJnXi+FtXW6O7m -InJvtu2OTxQENd6vdetJRKyCF3FjXyj4dHVtr18MjZhPp8oIMTa0i5muSn5J -I6H4wbSaOWx4FeLoWPsLO1bGlCPBhvzwxF4Vez5i9odWWMuwIfiedN9Tg2Qk -usr3NlJmw6rsvr7plhQk3OaxJG09G8538vqvKaXh/Gh8knJhg7yHzOR6kzTE -OCS5J8ONDaXiAWI9fmmIbjDYZ3GJDXK6x1T3fUhDrMJta/P82VASMM9cKikd -MVfXUm9D2SCj7JcTveIBIsoSiJAMNuQdtvJJ0XuERI8n0lOG2GDbB0FHzjxC -5PcZ3qYxNkgE6EaJR+H7Pqmo6Tu+nyyZ4TT6CDH21/mpz+KA+Gj5e+38LMT8 -2SSSW4i/b14uWvpeLQeJDgQWOG/jwBX769fPJeci4fcW1847HCCLCVdmSS5i -cogFpnEcCJp/9fiSN7mIPqO4CNgcuFUUoPN+Vh5iXlxrWSbgQPQ8r1bLs3mI -4WB3V76UA4J8J62djMeIZR/kxRjgwKs55m+WJuUjxlL3P3WmXKg/UVc6XZCP -iI65bRpWXGjKMkn78Bo7M1v9pjUXWq33Xb43nY+Yqfd+nnHggughWrXgVAEi -h3wnnK/i778j6/1nVJ8ghiDBrDefC6qCxcs/UoWI3pI810sjEUbCVFwrHhci -IoRrbKubCM/d1YvSXmOv6jpmtjERXIxWHPSYVYSIsV3d+/YmQulbPX+JC0WI -8bquROCQCKfF9r3RNyxGdALRJ5WeCMlnPK/faC1BdKftoPeGJNBUaepeq1CO -CIPDYRP2PDguOR1zQrscsVyapJz+4cGNSc29QbvLkXBi8TGRDw8+vyHTWi/h -9ZSaxUAYD5LD17kENpcj0czYu5O5PFCbvjNRGwdImPG+ruAPDyTdV8/ZECFE -jBQrcqUlDb+tehXr51egnEWe7Bt/aLgcXc7rVa1AZH5tSYE4H6ab4jX/aFYg -WRNGSL80H2YOGW9dt7sCuTP/UT6jxAfCIv1UtE8FIi7pm13X58McU+fUYyK8 -3tfMMMOeD/N2D+l35Vbiei/VuVzPB/UNk2YjR6qQrPqHdIucZOjz/S4N4dUo -6syGjpCUVFCoVY5SCa9D7jKF7/YW3wefjfUrz9XVo6h189S79mfA0lZLpDrQ -iJhKJ9XR90zgJYV4/rr9Bh3SNys025AN48rrh/R1mhHjwAVN2jYXplTcarMe -taD/Gnp+jGg9BrU1E1l8izZE1toZdFgUwHCp9OT7lnbUbn/RKPJqIdybzbnm -fOQ98o1MEpv3thhOHr+0yH3sA/rxMye0OKoUGtd1SJd6f0S3Ph/uQMcBzi6+ -LXVFpQuZyXuoG5s/AzvrjlWmJ0WIgfaIDUpVwlBfsZ+/6r/IKCy/Qvb1c5CY -edrYM/gviqBCB3d1voAfx+ae8MjqRvPkXRZ6T1bDkb8iZ2u7fkJHgoUauWvr -YMcuw7wlRj2oNLNmQ0TDa2D1Tq3RaOpBD9Vs7Ld1NcD/APH4Ad0= +1:eJwV1nk4VN8fB/CbEl9SoWStaVGyRam0nmlVIdGGVFNEfPmS7FK3UGGUFLkz +Y+YOJqRskSV8JlKWspStEvOV8kWhLJXC7/z+uM99Xs/nPOe595z3+Txn8WlP +mzNSBEEM4+f/783GUmcoqhqGxgMkgqMiaIuIUI6MrgaisZfnbCUC36655UGX +q4Hp0cw2NhNB5u1Fixxcq4HFXy3dtE4Ei8Y2v124AXvug33mKiKQeuJvmdJW +BdmyZWVSLSlQtfPr2qwFVUD+OyQXa5sCh2zbZlbGPQfmE/48NbdkMDmjmTDD +ugLo0gLGH54QNn6zcKzfWQExWVd1G+OFwAwJMeSYVgBrZM+++zFCsIjreLaK +UQFG2RtrzoYJwamS/mY/WA5i6Hmq4i6EO9ra5jnR5SAx6t62brMQhj8ZTB6v +eQoEO0LrcicNuc7IqWCHGLIPxXesWU3DYgOLEFgvhrnMfo62AQ0xw7bxL/TE +wCiKNNLQocGT9K5qVRYD/U/0Z8WFNNiZmNsNvQAw0uz3NZCjYT93Qd85WQB6 +v2rNhucCMHXNlveNKAVJja3141UCUBmr3hJ+DnvndKWbywUweuWjZ5wd9isH +H08tAeTyVJryV5aCuFJL00xeAAYNF3hj1SVAi0d6rXv4sGT9XoMAuRIQLz+g +2EzzQV66a39wVDFIGvaY3lDjg+o0f0bYuWIgVK5w0+byYdmE/Hf20WJgCJ/2 +1MrwYevo2jj+UuwmhQ0GY4ng/Sni/dMnRcBsVc6yf5MIbZXGZ2W/FIKYfdOd +dTMR7l29fDnOogAkuQOuyrMT4dEVlYP81dhjlp17ZyaC+GLGslTVAiDfpuhH +TPLgnV/zi8Lux0BXb7VcMsgDBZeVs9svPAbJdNeEsgYe+Jg1cpY8zAcy434f +P44H22UX52Up5OH1qd3yW5sHI7/Zi3xGHwGz5Xph6SIe3Bv8GWn64REw4o++ +u6bGg79aG049fYA9Ua24RoEHDSJyzhvzRyDRCNz9aYQLJ3ZI3MYickGit/hC +YSUXgi8KFm+ZmQPEm41tCzy4oO8tHz1tIBskeUWxdS5c6Djj/7OyGbtRvY99 +mgvbLa3q94uyQRxh/w/DlgtymlMXWDuzgenz4lnSDi4YnS/NlpHOAtIs0G2e +JhdcezctjJvIAKKfLkx/zQHdLDmTOdUZIPb/8mXsFQf6fN7ujbiTAYy5WrKW +1RxwI/x9Q/Sw435+UxZjL8h9ecbuPjB7zaJmZWLv0glel58G4qrU22lReD75 +HzHZZBqwlu5RDruG52uovKdrkQaSsi2+Z0PxeAfH1ws/pgJrnlqneTD2ef5K +GcVUkOjs2BHyNwf+Fs5ra3UXAX20a16kJQf0XT5+tTYVAaljwh3ey4Ev+rnT +X04XASHunDqzmwPuhVarxJwUICk7xzMIuz7yalpVMpD8aHadMfYEsTZwWRJI +flxbv08Vz1dRv294UAiszBUR2+bj+a7zWR5PhEAcLMrfpoTHz9vMPmWDz23M +F77DLA546Pl/3EvSQOjve/CH4MD73HdL1xYmAtPmYuSnfgruKdqXKVsnAqEl +NebbS4GX11vb7708EHvU98zuoWCmYVt0lgYPWPMzj9t3UbA6vfnHykscYLA8 +bhx9S8GEzOFYWfxdRJSejn4rBVXOTfo92RSIv88x+6uZghPL3pxK6UoA1tcK +5Q8NFEQKGmoX7r4LhN+2T31VFByetHKe6IgHVmF8yvQXFDCO1xPt/vHA+Dr3 +v2WVFDxWr1tLpccBmTgxTj6loCuuVqCscAfI9ruWgmIKHo7s2/hddBuYpUO6 +fwopCDhY09Sw9TZINtyMOlVAwWzF6r9ueMWCxH19y648Cjayn5+XbYoBsWnU +DZ9MCqT7d83ucY8BRplj6PyHFDTsrUyrlI4BwufZeFkGBS9nX38i7XkDmNXV +XnrpFJx+eXWonI4GwnWX50AqBT8jwrXJ12xgmf4YLLpHwVLp0Jvja6NAYprj +75ZCQWH55WcFLpFAi+5ctEqmYD9J/vKhIoBR7CSzJYmCoN8hjoN/rgG99Brf +mKbg9beA9d0VYUDzVP8leRSczfJ3F46GAnOdcDSdS8Gku5/wxIpQYLzkRb3n +UKD733n5t5GXgbmkeJMthddd5M2MLyGBbKg4nJxAQcbzrr577ZeAeWTut7G7 +FEiVfijjJl8A8R2zjIJ4CgxN3+uoyASDxHdhzTJs+0dtsTFugUBfmuvGiaPg +qmHLH7k6f2Cpzo9Sxc5Jf+McbuwHDMNlBoI7FLQva2yYuuMDkrXrDhhiy9J1 +G4N+egNTf+dI5W0KTDRepowcOwdEnJmaM7ZY/7ZWx0VPYAZvhNnYjxd46O8O +cQfJ04CBZ7H4e6XMNmUGuwLzU1PoFWz6K2OfSpAzEJbml8yw49vGbS8GOAKj +uk2ijM2uaHL57McC+kZQWs8tCqYfP/6V12cP4g2GLeXYA6sV5T16DgH58pur +CDtPMdI6qMoSiOwKx5vYkaXf2Orl20Ccm1RBYoeJzizuH1gOhPyNiEDsJRm/ +h27rrkT0ofD8//v71lbxDOvtiLx13ewytsZtz3Cno/sRrZuAYrCThqdrdxke +RuRgXuI97AKtAzJKq48hcr7k1DPsz0vrRmgOC9GmGuxe7CHTkU+mPEdEHjur +qYL/Z9xSvbUh0RnRn6uV9mHPcGRWnRW4Ijp9u2c49pwA5yJC6I7ot83GVdjq +0ez7CUmeiFS+Zq+E11PJ+q2lqs05RNrZ9zpiazpPbc0+6IPESoEbtPD+CL1i +119o8kV0VN14GPbyYG2jPYf9kVjdfskItnGM+WLJkSBEftFL+Q/v92NOh9qD +1mAkcbk06YHzsVl0TinANgSJ3ZbCOPbSD7XTZA1IRHQGn9fFeXM+PX/S4yuJ +mCVMl1fYaT0nxt88vIzoX35P/XE+Db9/+y4wDEXEG4f0LpxfL/9Ng9KDoUgy +m7E+Gef70Z+w/r+zwhDdF6z3N86/qYxq93qjq0i8YuUeRT4+L+xTksShq4g4 +fstrELtUMaN9es41vB4w1SSgYLvm1uZ64wgkLhDaPBZSYGHs9NxlDRuxOr/W +NooouPH4YfmrYTYi7Mb1+vF5bdz0o2xNXjSSCDcNy6dRcGR3ZMGUyU1EhnIL +HO9TkG1g22SucQux1ARq7lkU2AxdeH0x+BZitmrli3GfG84VNuS8v4XEt+wK +NXMpWGfa/3IBLxYROQfH+nC/ebL9YuVHzTuIMRFkI8H9KmVP/i6T8DuIpTuL +GVuC87v/S2XYV1xv9PpoUUaBg739c+2yOCQp0bZox/1u8ty6Fy4n7yLyim+a +YzXOj7+HWeGLu4ih0GJ2rJaCupCUF7JGCYjZPZ547BUFggilqnSCQqTnPE+/ +RgqYwoGqfiEHEU0b0+a9o0AnVXvvZjkuEpd4TLNpp0DxoUM125uLWDaBSgkd +uL8W1lQb7OAhcleWw9aPFIQ23Kvx7E5ErPznccNfKPh4adXnwNs0Yj4ZLyWk +ONAmZb486QWNxNL7U6tncOBluLNzzW8aSe4omHNlOJAXlfhZ3UmIWL0R5bYK +HAi7K9/zxCQJEaTQb7MaB5Zn9fRMNCcj8SbvhamrOXC2Q9B7WTUV50f7o5w7 +B5S8FcZW701FjAOyO9M9OVAiHSzVHZiK6HqT3VbnOaBocERj9/tUxCrYtCo3 +iAPFwbMs5fhpiLmihnoTwQEFtcDs2KX3EVGaQISncyD3oI1/suFDJHk0mpY8 +wAGHHgg9dPIhIn9MCtYNc0Am2CBGOuYhIgJSUOMPXE+STXf5hr2nNlBrGhek +v5W908vLRMxfjRLFefh+82L+onea2YgwD8l328SFi05XrpxOykHiH80eHTe5 +QBYRHsziHMTgEnPM47gQOvvS0YWvcxB5UmU+cLhwvTBY/920XMQ6t8q6VMSF +2Fm+LdancpHEyfGWUgkXRHkuutsYjxDpFOrL6OPCyxmWrxfx8xBjkddUrTkP +6uxqSyby8xDRPrNV24YHjZl7U9+/wvWMLK1rtjxosd194e5EHmKm3P118gwP +JA/Q8jnH8xE5EDDqdgnf/w6tDprUeIyYogSLz3k80BAtWPKBKkD0hqSZvtqJ +MBSp7lH+qAAR4TwzB4NEeOalVZj6Cnt55xGLtYngvnnpfu9phYgY3t61e1ci +lLwxDJJxxX5VWyw6kwgnpHa/NjYtQnQC0SOXlghJJ32uXG0pRuIOh36/NXzQ +UW/sWqVchgiTg5GjTgI4Kjtx206vDLHcG+Vc/hHA1TGdXaE7ypBkdMERib8A +Pr0mU1vO4/GUplVfpACSoozcQ5pwfXL47bEcAWhO3BytiQMkTn9Xmz8lAFmv +FTPWsMWIkWxDLrOm4Y/NZ5W62eWInu/DuTpFw4XYMsFnjXJE5tUU50sLYaIx +XmdKpxzN3csI75UXwuQBs41GO8qRF/MftZOq+J5llXY81r8cEeeNLa4YC2GG +uVvKEQkeH2Bhmu4khFk7Bow7cyoQk7tI/0KdELTWjFkMHapEhNb7NKvsJOgJ ++CEPUVUo5uSa9vDkFFCuUYtRj6pFXgoFb3cV3QP/tXXLTtfWoRijWVqde9Jh +UYs10uhrQEzVY1roRwYI+OE+v2+8RkxjiwKLNVkworZ6wFi/CTH2uerQDjkw +ru5Zk/mwGf1X3/1zSPcRaK4czRRatSKyxtGk3SofBkvkx941t6E2p3Oboy8V +wN3p3Mtuh96hgGi+1Kw3RXDs6Pn5XsPv0c9f2RFFMSXQYNQuX+L3AV3/dLAd +HQU4teCG3EX1TmSh5K1lZvkUHG3bl5sfkyAG2inVL1cBAz1FgUEa/yJmZF75 +3FfPQGbySUN3/7+ITUX0b+94Dj+PzLTzzuxCs5Tc5/mNVcGhv6Kn63l8RIfC +xNo5q2ph63bT3IWbu1FJRvUadv0rOPl5fKV2Yzd6oGnvtKmzHv4HDJgBHw== + "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, @@ -8674,88 +9195,89 @@ YMcuw7wlRj2oNLNmQ0TDa2D1Tq3RaOpBD9Vs7Ld1NcD/APH4Ad0= RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwV1nlYTO0bB/AjUm+JFtLKWCJtRAjxjDWppGxJGNrorbekPXGo0EbadGam -5kw1KtGmtKjuUaKFFtqQmjept6JFC6L8nt8f55rrc53neq4zz/2973OWnXOz -chAjCGIMX///NdIXc6CoGiB++Yp4xwXQHhqqEBaJ3dTPdbQQgFe3bIX/tRpg -urZE6BsLICtm6VLbCzXASlov3rxJAEsnjd4t2YIt+/CAqaIAxJ76mKe2VwMt -WV4u1poK1Xu+bsxeXA3kvyNS0dapcMS6fW5V3As49DRpobJzChg4qCXMsawE -sqyQ8ZvLh62jZnYNe7Czb2g1xfOBGRioxzbEHt9/4EEUH8ziOp+vZVQCI2dr -7flgPthX0aM2wxXQCH3PFF34EKuhYZobWQGidT07NxnxYeyz7syp2mcwEh6q -fq2LhjxHZF+4Wwg5R+I7N6ynYZmuWSBsFoIsc5CtoUtD1Jh1/EttITCKw9ap -atLgRnpUtykIIeqfyF65JTScMDA9MfISgKk26KUrRcNBzuKBi5IA9EGl2i0v -eGB4IUfaK7QMRLXWlk/W8kBxsmZ7yEXsPbPl76ziwcT1T25xJ7Bf23q6qfMg -j6vYXLCmDOgqdTVjaR7oNl7mTtaUAi0c77fsS4Llm010faVKQbjqkFwLnQTS -4t0HA8JLQNS43/C2chIozfJhBF8sAULxOiddNglWTkt/izheAgz+s746iSTY -MbExLmkFdrPMFt3JRPD4HPrh2dNiYLYpZNu8TYT2Kv3zkl+KQBhxx4V1JxHu -37h2Lc6sEIR5QxcU5ifC4+uKh5PWF4Jo0rzLZG4iCK9krkxTKgT6XapO6AwX -3nu3vCzqeQJ0zQ7z5cNckHFaM7/j8hMg5lxIKG/kgqdxE3v5owIgMx8MJMVx -YZfksvxsmXx8PnXbf2lwYfxXxFLPicfAbL1VVLaUC/eHf4QZfsSOP/7+pjIX -/mprPPvs4WNgTNfIbZDhQqOAXPDW9DEIVf32fR7nwOndIufJ0DwgdJZdLqri -QMAV3rLtc3OBeLu1fbErB3Q8pCNnDeWAKL84ut6JA50OPj+qWrCbVAYiznFg -l7lFw0EBdqjNPwxrDkip/bnM2pMDTM+Xz5N3c2DdpbIcCfFsII39nBeqceBC -/7YlcdOZQAzSRRlv2KCVLWWwoCYThD5fvky+ZsOA5zuT0NhMYMiqS5rXsMGZ -8PEK1MaO+zGqIMRenPfK4cQDYPYbh8/Lwt6rGbCpIB2E1Wkx6eF4P+nvUTlk -OpAr9isE38T7NVbd1zJLBwZs9zofhNfb2r1Z8ikNmAuVu0wDsC8lrZGQSwOR -5u7dgX+z4W/+wvY2FwGQx7sXhpmzQcfp01dLQ2xNA86YCRu+6OTNfjVbAISw -64/DPja4FFmsFbJTgaRO2Dkg7IawG+nVKbi/IyPq9bGniY1+K5NB9P3m5gNK -eL/KhgNjw3wgs1aH7lyE97uVxHJ9ygeRVXHBTnm8fqFRxFkr3LdRX5Js57HB -VdvnkwlJ4/ocePibYMOHvPcrNhYlAsvqStjnQQruy9mUK1gmgkhNbNKrnwJ3 -93fW3/q5IHRt6JvfR8FcvfbIbFUusBZlnbLppmB9Rsv3NVfZQLJcbx9/R8G0 -xNFoSfxcRLi2pk4bBdWOzTp9ORQIvy0w/quFgtMr355N7U4A1tdKhY+NFITx -GuuW7LsHhPfOzwPVFBydsXCc7owHVlF86uyXFDBONRAdPvHA+Cr738oqCp6o -1G+kMuKATJyeIp9R0B1Xx1OQiQWy4545r4SCR+MHtn4TxACzbETrdxEFvodr -mxt3xIBwy53ws4UUzJer+eu2ezQQrptb9+ZTsDXixSXJ5iigDcNve2ZRID64 -d36fSxQwy+2CFj2ioNGkKr1KPAoIz+dT5ZkUvJp/66m4221g1NS4a2dQcO7V -jZEKOhJE5/e6DaVR8CM0RIN8EwFMw+/DxfcpWCEedGdqYziIDHN9nFMpKKq4 -9rzQKQxoQewVixQKDpLkT08qFBgl9hLbkynw/xVoN/z7JtArbibp0xS8GfXd -3FMZDDRX6V+SS8H5bB8X/kQQMDfxJzI4FMy4ePNPr8Z+xQ3/wKZA679L0u/C -rgFzeck2awqfu8CDGV9KAtlYeTQlgYLMF90D9zuuAvOY7OjkPQrEyj6Wc1Iu -gzDWOLMwngI9ww+aihIBIPJaUrsS2+Zxe3SUsx/QV2Wd2XEU3NBr/S1V7wOk -0qJwJezcjLeOIfrewNBbqcuLpaBjZVPjn1hPEG3cdEgPW5Ku3+r/wwNYOnvG -q2IoMFB9lTp+8iLuP2NlR2yhTox65xU3YAZshfnYTxa76uwLdAGiwnfoeTR+ -XjHjbVkBF4D43Bx0HZv+yjig6O8ITHPTq8bY8e1T1ld87XA92kUK2BGVzU69 -3iygb/un992lYPapU1+5Aza4/nqtFdhD6+WkXfuOAPlq9IIAO18uzNK/2hy/ -vyrt7mCHlY1GqFTsxPM2uZLEDhY4LBscWgWE9O1QP+zlmb9GYrTWIPJISMH/ -/W1Hm3CO5S7EunvL+Bq2aoxbiP3xg0iolYCisJPHZmt06x1F5HB+4n3sQvVD -EvLrTyJ6kejsc+zeFfXjNJuFhIaqEf3YI4bjnw25dog8eV5NEf+fKXOVtsZE -R0T31sgfwJ5jx6w+z7uA6IxdbiHYC3wdiwm+CxK+a9GvxlaJjHiQkOyGaIWb -NvL4POUt35krWV1EzBM2/XbYao5/duQc9kRCeb8t6rg+fPfozZebvRAdXj8V -jL0qQGPd/qM+iFaxWT6OrR9lukx0zB+RX7RT/8P1fsLuVH7YFoBETldnXHE+ -jAQX5X2tA5HIeQVMYa/4WDdLUpdERFfAJS2cN8dzi2Zcv5KIWcp0eo2d3nd6 -6u2ja4j+6f3MB+dT79voN55eECLe2mZ04/y6+2wbFh8OQqL5jM0pON+PfwcP -/p0djOiBAO2/cf4NJZR6Nq+7gYSr1+yXS8L9EnFWlDhyAzFP3XUfxi6Ty+yY -nXsTnwf8aeZRsEttR0uDfigiivhWT/gUmOnbv3DaEIFYXV/rmgQU3H7yqOL1 -WAQSWU9pD+J+bdr2vXxDfiQikreNSadTcGxfWOEfgzuIDOIU2j2gIEfXutlU -9S5iKfOUXbIpsBq5/OZKwF3EbFMvEOI5N5bHb8z9cBeJ7p4oUsujYJPh4KvF -3GhE5B6eHMDz5umuK1Wf1GIRY9rfSoTnVer+gr0GIbGI1JrHjC7F+T34pSr4 -ayxiNrl/MiunwNbG5oVGeRwSlWqYdeB5N3Nx00unM/cQfd0r3a4G58fH1bjo -5T3EkGk1PllHQX1g6kvJdQmI1TOVePI1BbxQ+eoMgkIst4Vu3k0UMPlD1YN8 -NiKat6YvfE+BZpqGiZEUBwlLXWdZdVAg98i2JsKDg1hWfvIJnXi+FtXW6O7m -InJvtu2OTxQENd6vdetJRKyCF3FjXyj4dHVtr18MjZhPp8oIMTa0i5muSn5J -I6H4wbSaOWx4FeLoWPsLO1bGlCPBhvzwxF4Vez5i9odWWMuwIfiedN9Tg2Qk -usr3NlJmw6rsvr7plhQk3OaxJG09G8538vqvKaXh/Gh8knJhg7yHzOR6kzTE -OCS5J8ONDaXiAWI9fmmIbjDYZ3GJDXK6x1T3fUhDrMJta/P82VASMM9cKikd -MVfXUm9D2SCj7JcTveIBIsoSiJAMNuQdtvJJ0XuERI8n0lOG2GDbB0FHzjxC -5PcZ3qYxNkgE6EaJR+H7Pqmo6Tu+nyyZ4TT6CDH21/mpz+KA+Gj5e+38LMT8 -2SSSW4i/b14uWvpeLQeJDgQWOG/jwBX769fPJeci4fcW1847HCCLCVdmSS5i -cogFpnEcCJp/9fiSN7mIPqO4CNgcuFUUoPN+Vh5iXlxrWSbgQPQ8r1bLs3mI -4WB3V76UA4J8J62djMeIZR/kxRjgwKs55m+WJuUjxlL3P3WmXKg/UVc6XZCP -iI65bRpWXGjKMkn78Bo7M1v9pjUXWq33Xb43nY+Yqfd+nnHggughWrXgVAEi -h3wnnK/i778j6/1nVJ8ghiDBrDefC6qCxcs/UoWI3pI810sjEUbCVFwrHhci -IoRrbKubCM/d1YvSXmOv6jpmtjERXIxWHPSYVYSIsV3d+/YmQulbPX+JC0WI -8bquROCQCKfF9r3RNyxGdALRJ5WeCMlnPK/faC1BdKftoPeGJNBUaepeq1CO -CIPDYRP2PDguOR1zQrscsVyapJz+4cGNSc29QbvLkXBi8TGRDw8+vyHTWi/h -9ZSaxUAYD5LD17kENpcj0czYu5O5PFCbvjNRGwdImPG+ruAPDyTdV8/ZECFE -jBQrcqUlDb+tehXr51egnEWe7Bt/aLgcXc7rVa1AZH5tSYE4H6ab4jX/aFYg -WRNGSL80H2YOGW9dt7sCuTP/UT6jxAfCIv1UtE8FIi7pm13X58McU+fUYyK8 -3tfMMMOeD/N2D+l35Vbiei/VuVzPB/UNk2YjR6qQrPqHdIucZOjz/S4N4dUo -6syGjpCUVFCoVY5SCa9D7jKF7/YW3wefjfUrz9XVo6h189S79mfA0lZLpDrQ -iJhKJ9XR90zgJYV4/rr9Bh3SNys025AN48rrh/R1mhHjwAVN2jYXplTcarMe -taD/Gnp+jGg9BrU1E1l8izZE1toZdFgUwHCp9OT7lnbUbn/RKPJqIdybzbnm -fOQ98o1MEpv3thhOHr+0yH3sA/rxMye0OKoUGtd1SJd6f0S3Ph/uQMcBzi6+ -LXVFpQuZyXuoG5s/AzvrjlWmJ0WIgfaIDUpVwlBfsZ+/6r/IKCy/Qvb1c5CY -edrYM/gviqBCB3d1voAfx+ae8MjqRvPkXRZ6T1bDkb8iZ2u7fkJHgoUauWvr -YMcuw7wlRj2oNLNmQ0TDa2D1Tq3RaOpBD9Vs7Ld1NcD/APH4Ad0= +1:eJwV1nk4VN8fB/CbEl9SoWStaVGyRam0nmlVIdGGVFNEfPmS7FK3UGGUFLkz +Y+YOJqRskSV8JlKWspStEvOV8kWhLJXC7/z+uM99Xs/nPOe595z3+Txn8WlP +mzNSBEEM4+f/783GUmcoqhqGxgMkgqMiaIuIUI6MrgaisZfnbCUC36655UGX +q4Hp0cw2NhNB5u1Fixxcq4HFXy3dtE4Ei8Y2v124AXvug33mKiKQeuJvmdJW +BdmyZWVSLSlQtfPr2qwFVUD+OyQXa5sCh2zbZlbGPQfmE/48NbdkMDmjmTDD +ugLo0gLGH54QNn6zcKzfWQExWVd1G+OFwAwJMeSYVgBrZM+++zFCsIjreLaK +UQFG2RtrzoYJwamS/mY/WA5i6Hmq4i6EO9ra5jnR5SAx6t62brMQhj8ZTB6v +eQoEO0LrcicNuc7IqWCHGLIPxXesWU3DYgOLEFgvhrnMfo62AQ0xw7bxL/TE +wCiKNNLQocGT9K5qVRYD/U/0Z8WFNNiZmNsNvQAw0uz3NZCjYT93Qd85WQB6 +v2rNhucCMHXNlveNKAVJja3141UCUBmr3hJ+DnvndKWbywUweuWjZ5wd9isH +H08tAeTyVJryV5aCuFJL00xeAAYNF3hj1SVAi0d6rXv4sGT9XoMAuRIQLz+g +2EzzQV66a39wVDFIGvaY3lDjg+o0f0bYuWIgVK5w0+byYdmE/Hf20WJgCJ/2 +1MrwYevo2jj+UuwmhQ0GY4ng/Sni/dMnRcBsVc6yf5MIbZXGZ2W/FIKYfdOd +dTMR7l29fDnOogAkuQOuyrMT4dEVlYP81dhjlp17ZyaC+GLGslTVAiDfpuhH +TPLgnV/zi8Lux0BXb7VcMsgDBZeVs9svPAbJdNeEsgYe+Jg1cpY8zAcy434f +P44H22UX52Up5OH1qd3yW5sHI7/Zi3xGHwGz5Xph6SIe3Bv8GWn64REw4o++ +u6bGg79aG049fYA9Ua24RoEHDSJyzhvzRyDRCNz9aYQLJ3ZI3MYickGit/hC +YSUXgi8KFm+ZmQPEm41tCzy4oO8tHz1tIBskeUWxdS5c6Djj/7OyGbtRvY99 +mgvbLa3q94uyQRxh/w/DlgtymlMXWDuzgenz4lnSDi4YnS/NlpHOAtIs0G2e +JhdcezctjJvIAKKfLkx/zQHdLDmTOdUZIPb/8mXsFQf6fN7ujbiTAYy5WrKW +1RxwI/x9Q/Sw435+UxZjL8h9ecbuPjB7zaJmZWLv0glel58G4qrU22lReD75 +HzHZZBqwlu5RDruG52uovKdrkQaSsi2+Z0PxeAfH1ws/pgJrnlqneTD2ef5K +GcVUkOjs2BHyNwf+Fs5ra3UXAX20a16kJQf0XT5+tTYVAaljwh3ey4Ev+rnT +X04XASHunDqzmwPuhVarxJwUICk7xzMIuz7yalpVMpD8aHadMfYEsTZwWRJI +flxbv08Vz1dRv294UAiszBUR2+bj+a7zWR5PhEAcLMrfpoTHz9vMPmWDz23M +F77DLA546Pl/3EvSQOjve/CH4MD73HdL1xYmAtPmYuSnfgruKdqXKVsnAqEl +NebbS4GX11vb7708EHvU98zuoWCmYVt0lgYPWPMzj9t3UbA6vfnHykscYLA8 +bhx9S8GEzOFYWfxdRJSejn4rBVXOTfo92RSIv88x+6uZghPL3pxK6UoA1tcK +5Q8NFEQKGmoX7r4LhN+2T31VFByetHKe6IgHVmF8yvQXFDCO1xPt/vHA+Dr3 +v2WVFDxWr1tLpccBmTgxTj6loCuuVqCscAfI9ruWgmIKHo7s2/hddBuYpUO6 +fwopCDhY09Sw9TZINtyMOlVAwWzF6r9ueMWCxH19y648Cjayn5+XbYoBsWnU +DZ9MCqT7d83ucY8BRplj6PyHFDTsrUyrlI4BwufZeFkGBS9nX38i7XkDmNXV +XnrpFJx+eXWonI4GwnWX50AqBT8jwrXJ12xgmf4YLLpHwVLp0Jvja6NAYprj +75ZCQWH55WcFLpFAi+5ctEqmYD9J/vKhIoBR7CSzJYmCoN8hjoN/rgG99Brf +mKbg9beA9d0VYUDzVP8leRSczfJ3F46GAnOdcDSdS8Gku5/wxIpQYLzkRb3n +UKD733n5t5GXgbmkeJMthddd5M2MLyGBbKg4nJxAQcbzrr577ZeAeWTut7G7 +FEiVfijjJl8A8R2zjIJ4CgxN3+uoyASDxHdhzTJs+0dtsTFugUBfmuvGiaPg +qmHLH7k6f2Cpzo9Sxc5Jf+McbuwHDMNlBoI7FLQva2yYuuMDkrXrDhhiy9J1 +G4N+egNTf+dI5W0KTDRepowcOwdEnJmaM7ZY/7ZWx0VPYAZvhNnYjxd46O8O +cQfJ04CBZ7H4e6XMNmUGuwLzU1PoFWz6K2OfSpAzEJbml8yw49vGbS8GOAKj +uk2ijM2uaHL57McC+kZQWs8tCqYfP/6V12cP4g2GLeXYA6sV5T16DgH58pur +CDtPMdI6qMoSiOwKx5vYkaXf2Orl20Ccm1RBYoeJzizuH1gOhPyNiEDsJRm/ +h27rrkT0ofD8//v71lbxDOvtiLx13ewytsZtz3Cno/sRrZuAYrCThqdrdxke +RuRgXuI97AKtAzJKq48hcr7k1DPsz0vrRmgOC9GmGuxe7CHTkU+mPEdEHjur +qYL/Z9xSvbUh0RnRn6uV9mHPcGRWnRW4Ijp9u2c49pwA5yJC6I7ot83GVdjq +0ez7CUmeiFS+Zq+E11PJ+q2lqs05RNrZ9zpiazpPbc0+6IPESoEbtPD+CL1i +119o8kV0VN14GPbyYG2jPYf9kVjdfskItnGM+WLJkSBEftFL+Q/v92NOh9qD +1mAkcbk06YHzsVl0TinANgSJ3ZbCOPbSD7XTZA1IRHQGn9fFeXM+PX/S4yuJ +mCVMl1fYaT0nxt88vIzoX35P/XE+Db9/+y4wDEXEG4f0LpxfL/9Ng9KDoUgy +m7E+Gef70Z+w/r+zwhDdF6z3N86/qYxq93qjq0i8YuUeRT4+L+xTksShq4g4 +fstrELtUMaN9es41vB4w1SSgYLvm1uZ64wgkLhDaPBZSYGHs9NxlDRuxOr/W +NooouPH4YfmrYTYi7Mb1+vF5bdz0o2xNXjSSCDcNy6dRcGR3ZMGUyU1EhnIL +HO9TkG1g22SucQux1ARq7lkU2AxdeH0x+BZitmrli3GfG84VNuS8v4XEt+wK +NXMpWGfa/3IBLxYROQfH+nC/ebL9YuVHzTuIMRFkI8H9KmVP/i6T8DuIpTuL +GVuC87v/S2XYV1xv9PpoUUaBg739c+2yOCQp0bZox/1u8ty6Fy4n7yLyim+a +YzXOj7+HWeGLu4ih0GJ2rJaCupCUF7JGCYjZPZ547BUFggilqnSCQqTnPE+/ +RgqYwoGqfiEHEU0b0+a9o0AnVXvvZjkuEpd4TLNpp0DxoUM125uLWDaBSgkd +uL8W1lQb7OAhcleWw9aPFIQ23Kvx7E5ErPznccNfKPh4adXnwNs0Yj4ZLyWk +ONAmZb486QWNxNL7U6tncOBluLNzzW8aSe4omHNlOJAXlfhZ3UmIWL0R5bYK +HAi7K9/zxCQJEaTQb7MaB5Zn9fRMNCcj8SbvhamrOXC2Q9B7WTUV50f7o5w7 +B5S8FcZW701FjAOyO9M9OVAiHSzVHZiK6HqT3VbnOaBocERj9/tUxCrYtCo3 +iAPFwbMs5fhpiLmihnoTwQEFtcDs2KX3EVGaQISncyD3oI1/suFDJHk0mpY8 +wAGHHgg9dPIhIn9MCtYNc0Am2CBGOuYhIgJSUOMPXE+STXf5hr2nNlBrGhek +v5W908vLRMxfjRLFefh+82L+onea2YgwD8l328SFi05XrpxOykHiH80eHTe5 +QBYRHsziHMTgEnPM47gQOvvS0YWvcxB5UmU+cLhwvTBY/920XMQ6t8q6VMSF +2Fm+LdancpHEyfGWUgkXRHkuutsYjxDpFOrL6OPCyxmWrxfx8xBjkddUrTkP +6uxqSyby8xDRPrNV24YHjZl7U9+/wvWMLK1rtjxosd194e5EHmKm3P118gwP +JA/Q8jnH8xE5EDDqdgnf/w6tDprUeIyYogSLz3k80BAtWPKBKkD0hqSZvtqJ +MBSp7lH+qAAR4TwzB4NEeOalVZj6Cnt55xGLtYngvnnpfu9phYgY3t61e1ci +lLwxDJJxxX5VWyw6kwgnpHa/NjYtQnQC0SOXlghJJ32uXG0pRuIOh36/NXzQ +UW/sWqVchgiTg5GjTgI4Kjtx206vDLHcG+Vc/hHA1TGdXaE7ypBkdMERib8A +Pr0mU1vO4/GUplVfpACSoozcQ5pwfXL47bEcAWhO3BytiQMkTn9Xmz8lAFmv +FTPWsMWIkWxDLrOm4Y/NZ5W62eWInu/DuTpFw4XYMsFnjXJE5tUU50sLYaIx +XmdKpxzN3csI75UXwuQBs41GO8qRF/MftZOq+J5llXY81r8cEeeNLa4YC2GG +uVvKEQkeH2Bhmu4khFk7Bow7cyoQk7tI/0KdELTWjFkMHapEhNb7NKvsJOgJ ++CEPUVUo5uSa9vDkFFCuUYtRj6pFXgoFb3cV3QP/tXXLTtfWoRijWVqde9Jh +UYs10uhrQEzVY1roRwYI+OE+v2+8RkxjiwKLNVkworZ6wFi/CTH2uerQDjkw +ru5Zk/mwGf1X3/1zSPcRaK4czRRatSKyxtGk3SofBkvkx941t6E2p3Oboy8V +wN3p3Mtuh96hgGi+1Kw3RXDs6Pn5XsPv0c9f2RFFMSXQYNQuX+L3AV3/dLAd +HQU4teCG3EX1TmSh5K1lZvkUHG3bl5sfkyAG2inVL1cBAz1FgUEa/yJmZF75 +3FfPQGbySUN3/7+ITUX0b+94Dj+PzLTzzuxCs5Tc5/mNVcGhv6Kn63l8RIfC +xNo5q2ph63bT3IWbu1FJRvUadv0rOPl5fKV2Yzd6oGnvtKmzHv4HDJgBHw== + "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, @@ -8889,9 +9411,10 @@ YMcuw7wlRj2oNLNmQ0TDa2D1Tq3RaOpBD9Vs7Ld1NcD/APH4Ad0= 3.933756917774147*^9}, {3.933757096109779*^9, 3.933757157279377*^9}, { 3.933765252731138*^9, 3.933765276684458*^9}, {3.933784177228798*^9, 3.933784229910527*^9}, 3.933784313690855*^9, 3.933784503398113*^9, - 3.933784661793009*^9, 3.934617614801477*^9, 3.934617714060598*^9}, + 3.933784661793009*^9, 3.934617614801477*^9, 3.934617714060598*^9, + 3.934905967356369*^9}, CellLabel-> - "Out[419]=",ExpressionUUID->"deb3543a-4d75-4574-bbae-98c342faea83"] + "Out[281]=",ExpressionUUID->"a76f9ad2-edc8-4350-9218-79404872aef6"] }, Open ]], Cell[BoxData[{ @@ -8922,7 +9445,7 @@ Cell[BoxData[{ 3.9337843190521803`*^9, 3.9337843234517*^9}}, CellLabel-> "In[420]:=",ExpressionUUID->"587076b9-908e-406a-9c46-ad3a25c086de"] -}, Closed]], +}, Open ]], Cell[CellGroupData[{ @@ -9105,7 +9628,8 @@ q\",FontSlant->\"Italic\"]\)) = \!\(\*StyleBox[\"q\",FontSlant->\"Italic\"]\)\ 3.9336110103187523`*^9}, {3.933613217396338*^9, 3.933613219360433*^9}, { 3.933645952631649*^9, 3.93364597175183*^9}, {3.933764474321073*^9, 3.933764485320884*^9}}, - CellLabel->"In[32]:=",ExpressionUUID->"6c065066-6bf9-4f3a-a1a0-0b9cba9f452c"], + CellLabel-> + "In[282]:=",ExpressionUUID->"6c065066-6bf9-4f3a-a1a0-0b9cba9f452c"], Cell[BoxData[ GraphicsBox[ @@ -10074,8 +10598,10 @@ StyleBox[\\\"q\\\",FontSlant->\\\"Italic\\\"]\\)) = \\!\\(\\*StyleBox[\\\"q\\\ 3.933607966394957*^9}, 3.933608023419306*^9, {3.933608180928298*^9, 3.93360824780241*^9}, {3.933608332144991*^9, 3.93360836452283*^9}, 3.933608397471643*^9, 3.933608443233274*^9, 3.933611248132639*^9, - 3.933613219811739*^9, 3.933645999601563*^9, 3.9337644865597*^9}, - CellLabel->"Out[32]=",ExpressionUUID->"7e82ffb6-84e7-4a29-8501-6c669630aa8e"] + 3.933613219811739*^9, 3.933645999601563*^9, 3.9337644865597*^9, + 3.934905970035034*^9}, + CellLabel-> + "Out[282]=",ExpressionUUID->"78e41091-1ac1-45ba-bbc9-5bf46f2457ad"] }, Open ]], Cell[CellGroupData[{ @@ -10200,7 +10726,7 @@ q\",FontSlant->\"Italic\"]\)) = \!\(\*FractionBox[\(1\), \ "]"}]}]], "Input", CellChangeTimes->{{3.933130807414353*^9, 3.933130962434251*^9}, { 3.933131005229073*^9, 3.933131018221747*^9}, {3.933131931462623*^9, - 3.933131931669272*^9}, {3.9331320528155007`*^9, 3.933132073576548*^9}, { + 3.933131931669272*^9}, {3.933132052815501*^9, 3.933132073576548*^9}, { 3.933132385070485*^9, 3.933132391238607*^9}, {3.933310215384925*^9, 3.933310244866306*^9}, {3.933310477573464*^9, 3.93331050385329*^9}, { 3.933310538394132*^9, 3.933310539489828*^9}, {3.93331836020802*^9, @@ -10227,60 +10753,21 @@ q\",FontSlant->\"Italic\"]\)) = \!\(\*FractionBox[\(1\), \ 3.933607961041189*^9}, {3.933608027387705*^9, 3.933608027467605*^9}, { 3.933608404229768*^9, 3.933608472461944*^9}, {3.933608532297432*^9, 3.933608532520257*^9}, {3.933611023638937*^9, 3.933611026774822*^9}, { - 3.933613162752092*^9, 3.9336131645574927`*^9}, {3.933613223875701*^9, + 3.933613162752092*^9, 3.933613164557493*^9}, {3.933613223875701*^9, 3.9336132255366488`*^9}, {3.933764494623168*^9, 3.9337645102881403`*^9}}, - CellLabel->"In[33]:=",ExpressionUUID->"b7835bf7-af7e-4043-ba65-56202b80be80"], + CellLabel-> + "In[283]:=",ExpressionUUID->"b7835bf7-af7e-4043-ba65-56202b80be80"], Cell[BoxData[ TemplateBox[{ "FindRoot", "precw", "\"The precision of the argument function \ -(\\!\\(\\*RowBox[{RowBox[{FractionBox[\\\"1\\\", \\\"2\\\"], \\\" \\\", \ -RowBox[{\\\"Log\\\", \\\"[\\\", \ -FractionBox[\\\"249999999999999999999999999999000000000000000000000000000001\\\ -\", RowBox[{\\\"499999999999999999999999999999500000000000000000000000000000\\\ -\", \\\" \\\", RowBox[{\\\"(\\\", RowBox[{RowBox[{\\\"-\\\", \ -\\\"0.4999948928571429`\\\"}], \\\"+\\\", \ -RowBox[{\\\"0.000020428571428571424`\\\", \\\" \\\", RowBox[{\\\"Power\\\", \ -\\\"[\\\", RowBox[{\\\"\[LeftSkeleton]\\\", \\\"2\\\", \\\"\[RightSkeleton]\\\ -\"}], \\\"]\\\"}]}], \\\"-\\\", RowBox[{\\\"0.000020428571428571424`\\\", \ -\\\" \\\", RowBox[{\\\"Power\\\", \\\"[\\\", RowBox[{\\\"\[LeftSkeleton]\\\", \ -\\\"2\\\", \\\"\[RightSkeleton]\\\"}], \\\"]\\\"}]}]}], \\\")\\\"}]}]], \\\"]\ -\\\"}]}], \\\"-\\\", RowBox[{\\\"0.000010214285714285712`\\\", \\\" \\\", \ -RowBox[{\\\"(\\\", RowBox[{FractionBox[RowBox[{\\\"2\\\", \\\" \\\", \ -SuperscriptBox[\\\"V0\\\", \\\"2\\\"]}], RowBox[{\\\"1\\\", \\\"-\\\", \ -FractionBox[RowBox[{\\\"999999999999999999999999999999\\\", \\\" \\\", \ -RowBox[{\\\"Power\\\", \\\"[\\\", RowBox[{\\\"\[LeftSkeleton]\\\", \\\"2\\\", \ -\\\"\[RightSkeleton]\\\"}], \\\"]\\\"}]}], \\\"500000000000000000000000000000\ -\\\"]}]], \\\"+\\\", RowBox[{\\\"Log\\\", \\\"[\\\", RowBox[{\\\"1\\\", \\\"-\ -\\\", FractionBox[RowBox[{\\\"500000000000000000000000000000\\\", \\\" \\\", \ -RowBox[{\\\"(\\\", RowBox[{\\\"1\\\", \\\"+\\\", RowBox[{\\\"Times\\\", \\\"[\ -\\\", RowBox[{\\\"\[LeftSkeleton]\\\", \\\"2\\\", \\\"\[RightSkeleton]\\\"}], \ -\\\"]\\\"}]}], \\\")\\\"}]}], \\\"999999999999999999999999999999\\\"]}], \ -\\\"]\\\"}]}], \\\")\\\"}]}]}]\\)) is less than WorkingPrecision \ -(\\!\\(\\*RowBox[{\\\"20.`\\\"}]\\)).\"", 2, 33, 4, 23918575073640290210, - "Local"}, - "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{ - 3.933606729572859*^9, {3.933606769673051*^9, 3.933606957865013*^9}, - 3.933606997960177*^9, {3.933607081535796*^9, 3.933607087449753*^9}, - 3.933607130244859*^9, 3.933607779136389*^9, {3.933607869545397*^9, - 3.933607884666913*^9}, {3.933607931542312*^9, 3.933607961289904*^9}, - 3.933608027846594*^9, {3.933608405381201*^9, 3.93360841956775*^9}, { - 3.9336084525235553`*^9, 3.9336084727059517`*^9}, 3.933608532849478*^9, - 3.93361125227866*^9, 3.933613164896912*^9, 3.933613225927831*^9, - 3.933764511124601*^9}, - CellLabel-> - "During evaluation of \ -In[33]:=",ExpressionUUID->"27f8d3a1-af00-43ff-a010-d91ea739ca18"], - -Cell[BoxData[ - TemplateBox[{ - "FindRoot", "bddir", - "\"The search direction \\!\\(\\*RowBox[{\\\"{\\\", RowBox[{\\\"-\\\", \ -\\\"1.9236496125117527383`20.*^-9\\\"}], \\\"}\\\"}]\\) is not a descent \ -direction for the merit function. The step will be taken without the line \ -search.\"", 2, 33, 5, 23918575073640290210, "Local"}, +(\\!\\(\\*RowBox[{RowBox[{\\\"-\\\", \\\"1.0433227975068199`*^-10\\\"}], \ +\\\"-\\\", RowBox[{\\\"0.000010214285714285712`\\\", \\\" \\\", \ +RowBox[{\\\"Log\\\", \\\"[\\\", RowBox[{\\\"0.000020428571428571424`\\\", \ +\\\" \\\", SuperscriptBox[\\\"V0\\\", \\\"2\\\"]}], \\\"]\\\"}]}]}]\\)) is \ +less than WorkingPrecision (\\!\\(\\*RowBox[{\\\"20.`\\\"}]\\)).\"", 2, 283, + 84, 23925886150880163000, "Local"}, "MessageTemplate"]], "Message", "MSG", CellChangeTimes->{ 3.933606729572859*^9, {3.933606769673051*^9, 3.933606957865013*^9}, @@ -10290,100 +10777,100 @@ search.\"", 2, 33, 5, 23918575073640290210, "Local"}, 3.933608027846594*^9, {3.933608405381201*^9, 3.93360841956775*^9}, { 3.9336084525235553`*^9, 3.9336084727059517`*^9}, 3.933608532849478*^9, 3.93361125227866*^9, 3.933613164896912*^9, 3.933613225927831*^9, - 3.933764511234015*^9}, + 3.933764511124601*^9, 3.9349059729495697`*^9}, CellLabel-> "During evaluation of \ -In[33]:=",ExpressionUUID->"eed8c3e0-eea5-4156-aeeb-895e7f9ef13f"], +In[283]:=",ExpressionUUID->"11c7d4d8-1dbf-4506-8e84-bb0b01ac18e3"], Cell[BoxData[ GraphicsBox[ InterpretationBox[{ TagBox[{GraphicsComplexBox[CompressedData[" -1:eJxd1nk0lV37B/BjKHoqU6MpCRWFRmO5QqKICskQEiXJY8jbQBlCUqJSkTmU -UigeDea5ZJ6HcM65j4Mz3RoeY3hPa/3su9+7/9lr/7H32mvt63t9tqzT38dc -eEkkkhkPifR7PuQy0lI2aqnTtYU2Mz+PQ5Bg3qZb4jFAOZh6ybEShxPWqTlj -39LhTG7C3HAgDkvng+wM1+WA5yRjl7QeDgpHOSOVt/Ph7sDMmR4+HC41akLs -zw+QzVged62UA2vyRQd4eEqhP2ztBfp1DhRQ9eub9lSA66jsNEmDAxVuiZLW -rCr4PJDaf/EbG/7duFf49YVaCJEJ2VqTzQbeqSwRSYU6CLMxKL3swga1eccC -8+x6eC4TaSK6ng31Ibsaa5SaoHApyWJlHwtkoplTLzjN4HZcU2tdFAuYE4MD -HdtaYa2q0J5NhixIZxTWCd1tg/LRsm/DE0wQkn6O02jtYC/AP1eXyYQ75/45 -kyLfCUmW4sG1J5kwvi+L5hrQBec3iGXzLGXCxR1V+asru6HHpjrapogBg9lV -t1tke2Ew5qtkmAsDZtza4xWv9oHm6B7dKCEGbNEVmDtT+BUu7AuuaywcBcOn -smffrBmAXfO7KnY7jsIlaYcNFLtBsD11L69ZcBS2siyXdh0mw+7GgXP734zA -CuExwappMgTGBfkLHRkB/tL4HLkECujdk7u19scwnN9V2LPEmAo3Tu1QLrg9 -DFkHnVJKxqmgVvTy13G5YfiXKSFCf4QBrtV9encpHf4xN+SL2U+DdLczpGNm -dAgwCk3Op9OgS+2D1HVsCGT7D3WnhQ7BFoN1Lkf+MwRa6iEx4jvoMNzYyI6c -oYHduqYpnjY67KiecI4MocG/dZFUz6BhWEmZj1g9h0Esv/3FY/IjcKvYUr/k -KgYrBv55yls1AkvUKtK//KDComtBFppeo1BDP2DqY00F0gv7HKoYA15lrC9/ -WUYB7yc5kWIVDDg57elYLEyB4i3hgqIeTJB9aVzIZ0EG0UPeW4OFWGB4Uwh3 -VxqEr8rNbVeKWBDsbz67w7EfcpNAnmbPBqcGha3v/frgZI6aqPQcGyp4fN9e -N++BwNDUoK8vOeCTvdo316MTXo9IxwuZ4BAqKFu+OasVHsss/fd3DsRyrL/a -mgVByiqzsAjxECiKrRKppuCweFPhk0BuXRqFJPcZ+vSCh4T7Z38LDnR+b0vS -muqC1e8c7vrOcCBDQp7eXNIOG0JWGgk8w8HC9C5jc30j9Kve1I8Uvwg7NFLe -DI/h0Od0zeFtGBsKsgblJaZ7ge58lG2iyAGNTW9euWd1g3ESSVCxjQN3GmQ0 -1VI6wFUt7ttfV3CYf6VYQtVogYmmsIxXARxoFSeVSWp3AbWpZGWFHA4+BVM5 -26rb4GtLVBJfGw7Fcn6x/Lc+g5XzRPF9cWdosTq03ncSh5rAAd0v3mxoWjUt -dFO7Dzb8tX8+fwUHgpvtD6SSeoAu2lLFy81xiMq9iLtLOiEiyrbmjhMO/Cum -E79Nt8AO3yvvVrpxQCT+VkZdfBf460e1xAvj4OdodumiQTvMKx3zCS3CIfrH -4rj9V+vBoL9T6lYUDhU0G06wQzN8vNzwOWgUh+WxgkZyutVg3ND1NlHcAuq3 -HiFr/cKhUFg4r8uVDcc4JatrbPugzG6v4KggB8pWeyucUOqBPGPNNDyfA+8r -n0Hynk6QKirKPWyFA8lq04FFlq3QXOtdZuTAgZ8mdkNDdV1w8NpETvgiHN7d -v6I+FtwO0VZ5Jw+8wWHlpe9HGG8aoHOJhsChEByexWsm321qBuMMlXy9ARwU -uxvIO5/XwpTTdN+XCzj0d36neCS0gMfcWHhVLQ4PvLwpclJfYLOJ+2DZTxzG -3u2Z/FlcDjuTYxPyxPfD9wNpwdJzOKhZPWf2n2bDa4/WlE/n+0Bo8cdlN/g4 -MHZPWG5WpweeuF4Qo+dwwJjMnKyx7ATnY2yF7KM4PP81PBsZ2AoyXngV1ZoD -Wswn4ZupXbDtyRaZABIODsnBO8VS26GHjbU+y8Kh4bxnlqFeI8ikuPq/vM59 -j13Cx+b5WyBG20ExrRuHZq2uB8bpn0BvSunoVlccyOm3lhnWt0BBjOycfAUO -X0KGoaz5C3hREyxkcRwepza9e1pQCUblwSNDBdz9sYIxOhINwCs8p0PFcIjr -uB2hElEDCq5lK5wbcAgLWxXuaVMH5H+03RyncRi6brPtUXYx8OtLeA6K7wJ9 -O5cqIW7Oflz9IXDqFBs6hcIrKnz6oMBmUqiZxIEak7Omegd7YPklgUOnXnPz -EOjiou/UCeGJoY4DpjisMqMfnnzYCjXVyrWqVhyYGYuJecfugrTM6uPTs9w8 -ijHLZnPaYU7Df3lXJve+iYpyv242wn4m6V2vHw6lkv1f18u0wPuwidNtHTgk -4Vi2lfhnOLO/8radCw69i4N6yrAW6B38oGFZisNmnVibuo318Eh5d9RRFg4x -PrUnBMKqwH2ZpNzqfBwyk/9etPxsA2y0eXRFjNsnmCUVy0yka+FQ3gnTmDoc -tB74J4sV1wE/T3t69AQO23RSOOmXy8BzrIbj3YcDS/fl4e2Kn8DkMb/Et2/c -8wqsEzLqK2Cg0oX/LR2He+fyArezqqHILU112ywOb1tOvSnqfw8Lfg/V6s3+ -6XfQ2j3suC7C73Ev84Mnsgi/2/RIbg+CCL9vbE9mbT9B+J1ZrjzSqIQjv2eu -hp6dmCf8Nov+0TLbTPi9ade6QZOnHOT3z6AwJ/X/cJDfPBoVpGYDDvL7/kmV -n0vWcpDfKWaixrEMNvLbWDH9avJ7NvJbyU3S6sQtNvI791NPhq0lG/nd6c4n -GyHLRn4fVnof5zfGQn7bK4t2e35kIb9F1z8OUr7JQn5fuznlmmvKQn6nXG1t -1lzNQn4/8uOXiCczkd9a1RsSTmUwkd+BvR2NpAtM5Hdw8oBs5i4m8jslJEdg -3zgD+R2Y8Kyn8CMD+e3RePtT0WUG8ruyJN7JXI2B/FYvE5hoHR9FfqvF0hxk -ckeR37p6SVK67qPI77+xaGrzplHkt9wH/1z1vhHkdxO/cP3xeyPIb4t9BkUW -OiPIb5Ogo1Pl7GHkt/jz+Pqb8cPIb+pZ8wsaOsPI77b865+zqXTkd+Cslnbd -FTryO91/U9vIUjryG6r7R/sSh5DfPhp6R6WkhpDfKXHF1pKPaMjvCzTpa1Qe -GvJbWuRwaq8+hvzu2tPyVNiBivzWlmR9eUgiI7+1RoOre5g48rqRZ6Iw/zmG -vE41iQ+53EtFXr+TVujWfU1BXr8ddhAe+xdHPrc2yte3d2DI5zNhzp0cEQz5 -vPej4czH5VTks5+v/WPVSxjyObsw8kB8MhX5THkgy76pSkE+u2uJtExy++aC -x290GQHiLAx57Pwif+0XJQx5fPR0cUSvOhV5PMzQb6iKwpDHm/9aOve8mIo8 -NhyXuVDqQ0Eep9Eod1mDFOSxq6LhitROMvL4k2l5nD+37yz4+zK0/eeyCQz5 -+7E6yuC8Oob8Pdsq0fCJW9cL/m49PZjYHI8hf6O1F9nurqcif38e/34n/B4F -+atmYaFtPUFB/vJ/eJbYv5iCvHUvVomzNacgb7dn8qpUPSYjb935FE6UcL1d -8LU8a+9Zv18Y8vVlNjAy92LI1xjtqXWBllTkq0RSSURtKoZ8Fam7iju0UZGv -zfbLnVOSKchXqarvui94qchXpRc8p9mSFOSpx9FDVOZpCvLUVacDG/xARn4e -HA9yG8fJyMu5jGXdR86TkZcu+78qO3DresFHDVNyn+o8hny85rAbKvdhyEed -5A1FJjZU5GM0q8OqNB1DPpb1XvfidFKRj9Fvm7YFPKMgHxcnrMvUFKQiH7et -U71BU6AgDwd5k7OZ5ynIQ7VSJ8+qT2Tk3yo38dJXM2TkXQupR+jvG2Tkm1el -ytzrF2TkmUEWLZRqTEae0f7HM/qH05Ypf3g2y+q4f/EPz8x9b7e3/uEZyWlG -6+kfnr1P1tUM3UJ4tjPApn6e+64Lns0ICDh6txKeYeKXJfalE55dNpFZlX+Z -8Cz+3F/zE0aEZ/RC0dFhScIz34AEPx2c8Mw/fXurRgnhmfjDtmOcKMKziZUF -J2RPEp5N6NgrPlEiPJOuMbAcmCY8exDSmHSmhvBMXNjcsDSG8Mzc+rifkj3h -2ZGCjO6yTYRnccqr8tV/Ep6NX9M7frGQ8Oy13XKDmFDCMwnbyF80M8KzAPU9 -5JSVTOTZl4fSeoe/Ep7Jb7b0FksiPGtdETuX50B4NrVeb+kReQby7KLX21N+ -VMKzpY14+OM0wjP3zcxgf2fCM43uhxyddaPIs2dJlIMjvYRnGzLXrymLIjyz -IhVnWRqOIM+k9DNu8M4RnlVisyWRWYRn3/kfhV63HUaemRtl+3aThpFn4zce -bYM0wjPm2I4rSwzpyDM/gxCx0K+EZ6p2Z8YsvYaQZxZHcimZc4Rn/Nqm4V3e -NOTZ/lf5H726MeRZrEzOzlfcvC54dlIl2K6P69mCX4p7DMXuKNKQXwmJjFdj -HhjyS+Rh6cXffi141cjfhZHMaMirKiPZMNNnhE9SfIMHtvDSkE/pBzYErlDF -kE9r9toxfvu04FHo2uPTkqdoyKMHzk86RksJfwTfiwjLrKYhf6w62gLcj2DI -n/I1aXputzHkj7OUc9SuJRjyp6FXLOW3PwvepM3r6C5yoyFvak5/vnq4nvCF -Pk6LHZKhIV8EbNcUTDlgyJfsJT5PlsRhyJfc8NOmmBSGfGkp3c2nzO2nC74c -k5SNU/pBRb5oaH2w/u3LgifVLufVvTxoyBP380VaZ1sJP5YnhpcWydOQH03v -HSLCzmLIj15X+fqCZAz5sY5v8qDcRgz5QTo5sdXFCEN+1I5KP74/R0V+BC16 -ssVgBYb82OgrpxlJpyI/RKX0VH77seAFRWVYLMOThry4cifP2qOD8OGcyTVH -hU005IPoimuf4TyGfFgWYWG4KA1DPkxaM1PSuf+RBR8+3LbP8DDBkA/Nk1Fm -k3wY8kHkQbO47FoM+ZD19NZlITYV+dC475zUr0kq8sH7wfMxj0EqjHj9fx/+ -d73gB+n/xkJ+Ftb/BQqv22c= +1:eJxd1Xk0lV37B/BDiiai8kYhyVOEVELEFZJCVBRpIBKPKFKPkjKEpNDgKTIX +EkVFyDzP0zEP4ZxzH+dwpluTefhp/V77tN79z177j/tee619fb8fadurJ+x5 +CQSCKQ+B8Hs3tB8mloyc1O7aQZ2en8fBVyBz2wOxcCAfSfCwKcfB8nRCxui3 +RLj0IXqO7oPDynnfswaSGeA6wVCR0MVB9jhnuPxhFoQOTF/qWYKDR9M+iPj5 +BdIZqyPvFHPgP1nCAzw8xdAfuMGFdpcD2RS9hub9ZeA4Ij1FUOdAmVPMxtOs +CqgdSOi//o0Nv/7SEnrvUg3+Uv4KVels4J1MW7NRtg4CrfSLb9qzQXXeJtss +vQHeSIUYC29mQ4O/SlOVfDPkrySYr+tjgdRj5uRbTgs4ndqnIRnGAub44ECH +cits2Cm4f5sBCxIZ+XWCoW1QOlLyjT7OBEGJNziV2g7n+fnm6lKY8Ojvz5fi +t3ZC7Ekxv+pzTBg7kEZ19O6Cy1tE0nlWMuH67oos0fJu6LGqfGxVwIDB9IqH +ROleGAz/ujHQngHTTu1Rcp59sG9kv06YIAN26PDPXcr/Ci4H/Oqa8kfA4JW0 +w8f/DIDKvErZXpsR8JCw3kI+OwhnLjzJbBEYAQXWyZVdR0mwt2ng74Mfh2Gt +0KhAxRQJfCJ9vQSPDQNfcVSGTDQZdJ/IPNjwgw6XVfJ7lhtR4N6F3YrZD+mQ +dsQ2vmiMAqoFqTOnZOjwiym+hvYcA1yj225vMQ0+mxksCT9IhUSnS4QTpjTw +PhwQl0WjQpfql013sSGQ7jfsfh0wBDv0Je2P/TMEGmr+4WK7aUBvamKHTFPh +rGTzJE8bDXZXjl8M8afCr7oQiqsvHdaR54NF5zCI4Dt//cTWYXhQeFKvyBOD +tQOfX/FWDMNy1bLE+h8UWHrH13yf2whU0Q6ZuJ+mAOHt+QyKCAPeJW0uTS0h +w7WXGSEiZQw4N+VqUyhEhsIdQQLCV5ggnWqUv8ScBMKG1xT8BFlgcF8Qd5Yf +hK+KLW23Cljg52U2u9umHz7EwlbqeTbYNsoq5N7ug3MZqsISc2wo47nx6a5Z +D/gEJPh+TeWAe7rojQ9XOuH9sESUoDEOAQLSpdvTWuGF1Mpfv3MgknH66xlT +X4hfbxoYLOYPBREVayrJOCzblv/SZ2EuD/vH9Rm498IVcedaL3MOdH5vi9WY +7ALRHOvQG9McSBLfSmspaoct/usO8yfjYG4Sytje0AT9O+/rhYhdh93q8R/p +ozj02d6x/hTIhuy0wa3iU71Au3icbSzHAfVtH985p3WDUSxBQK6NA48apfap +xneAo2rktxW3cJh/J1dEUSfCeHNg0jtvDrSKEUo2anYBpbloXZkMDu7ZkxnK +lW3wlRgWu6QNh0KZ2xF8D2rB4uJ44VOxi0C0MNx8YwKHKp8BnfprbGhePyV4 +X7MPtqw4OJ+1lgN+LecPJRB6gCZMrOBdyLG/0pPg0OWdEBx2puqRLQ58a6di +vk0RYfeNWznrnDiwJupBUl1UF3jphRGjhHC4bWPqcV2/HeblT7gHFODw+Mey +yIOeDaDf37npQRgOZVQrjp91C+TdbKz1HcFhdYTAYRmdSjBq7PoUI2YODQrH +SBozOOQLCWV2ObLhBKdItOpMH5Sc1RIYEeBAieg1WUv5Hsg02vcaz+JAbnky +xO3vhE0FBR+OWuBAsNh2aOnJVmipvlZy2JoDP43PDg3VdcGRO+MZQUtxyHl6 +S23Urx0eW2SeO/QRh3Ue348xPjZC53J1fkN/HJKj9sWFNreAUZJSlu4ADnLd +jaQ9b6ph0naqr94Fh/7O7+Qr0US4MjcaVFGNwzO3a2SZTfWw3dh5sOQnDqM5 ++yd+FpbCnriI6Eyxg/D90Gs/iTkcVC3eMPvt2PD+Smt8zeU+EFyWt+reEg6M +PhGSmdXugZeOLiK0DA4YkZgTVSc74eIJtmz6cRzezNBnQ3xaQcoNr6Cc5oAG +82XQdkoXKL/cIeVNwME6zm+PSEI79LCx1uQ0HBovu6YZ6DaBVLyjV+rdhfdQ +EToxz0eEcE1rudfdOLRodD0zSqwB3Un54wqOOJASH6wyaCBCdrj03NYyHOr9 +6VDSUg9ulGhzaRyHFwnNOa+yy+Fwqd/wUPbC9xEC4drijcArNKdNwXCI7HgY +rBRcBbKOJWsvNuIQGLg+yNWqDkifNZ1spnAYumul/Dy9EPj0xF0HxVRA76x9 +heBCzn54/uC/cIENnYJBZWXufZBtNSHYQuBAlbGDie6RHljtwW944f1CHnzs +7fVsOyEoJsBmwASH9aa0oxP/tkJVpWL1TgsOTI+Gh+ewu+B1SuWpqdmFPIow +S2Yz2mFO3Wt1V8rCfWPkZGbuN8FBJiGn9zYOxRv7v26WIkJu4LhdWwcOsTiW +biFWC5cOlj88a49D7zLfnhKMCL2DX9RPFuOwXTvCqu6vBniuuDfsOAuHcPdq +S/7ACnBetVFGNAuHlLirS1c7NMJfVs9viSz0BLOobJWxRDUYZlqahNfhoPHM +K06ksA74eNoTH4/joKwdz0m8WQKuo1Wca304sHRSj+6SqwHjF3zi374t/C/7 +dHRSQxkMlNvzfaLh8OTvTJ9drEoocHq9U3kWh0/ECx8L+nNh0e+hat3ZP/32 +3bCfHdnF9XvMzeyIZRrX7zZdgtMzX67f93bFsXZZcv1OKVUcbpLHkd/TngEO +4/Ncv00f/yDOtnD93qYiOWj8ioP8/ukbaKv2Dwf5zaNeRmjR5yC/n55T+rl8 +Awf5HW8qbBTBYCO/jeQSPeNy2chveaeNFpYP2MjvDzU9SWdOspHfnc5LpIOl +2cjvo/K5kbdHWcjv84rC3a55LOS38OYXvor3WcjvO/cnHT+YsJDfsZ6tLftE +Wcjv57f5xKNITOS3RuWW6AtJTOS3T29HE8GFifz2ixuQTlFhIr/j/TP4D4wx +kN8+0ck9+XkM5PeVpoc1BTcZyO/yoihbM1UG8luthH+8dWwE+a0aQbWW+jCC +/NbRjd2k4zyC/L6KPaa0bBtBfst88fqg1jeM/G7mE2o49WQY+W1+QL/AXHsY ++W3se3yylE1Hfou9iWq4H0VHflMczFzUtenI77asu7XpFBry22dWQ7PuFg35 +nei1rW14JQ35DZX9I30xQ8hvd3Xd45s2DSG/4yMLT298TkV+O1Ml7lB4qMhv +iTVHE3r1MOR3137iKyFrCvJbcyOr/l8CCfmtMeJX2cPEkddNPOP5WW8w5HWC +cZT/zV4K8jpHQrZb5z0Zef2Jbi00+gtHPrc2bW1o78CQz5cCL3Zy1mDIZ608 +g+m81RTks9eN8y92emDI5/T8kENRcRTkM/mZNPv+TjLy2VljDXFioTcXPf6o +w/AWY2HI44tvszbUy2PI4+N2hcG9ahTkMZ2h11gRhiGPt69YOfemkII8NhiT +cil2JyOPX1PJoaxBMvLYUc5gbUInCXlcY1Ia6bXQO4v+pga0/1w1jiF/8yrD +9C+rYchfh1bxxpqFuV70V8FuMKYlCkP+hmkuPbO3gYL8/Xnq+6OgJ2Tkr6q5 +uebpcTLyl+9Lckz/MjLy1rlQKfKMGRl5uyuFV6niBQl567xE1rJowdtFX0vT +tBxuz2DI19R0YKRoYcjXcM1JSZ+TFOSreGxRcHUChnxdU+eJW7dRkK8t51df +jI8jI183VXzXectLQb7Kv+WxY28kI0+vHDekMO3IyFMH7Q5s8AsJ+XlkzNdp +DCchL+eSVnUfu0xCXtof/KpovTDXiz6qm5D6ds5jyMc71nuh/ACGfNSO21Jg +bEVBPj5mdVgUJ2LIx5Leu26cTgry8fGnZmXvZDLycVm0ZMo+AQryUVly5z2q +LBl5OMgbl868TEYeqhbbulbUkJB/653Eit9Nk5B3REKP4NV7JOSbW7nS3Pu3 +JOSZfho1gGJEQp4pi2nO/OlZWp/4zVd/eFbkFUO4+4dnr65WjtP/8KyHE/i2 ++g/PtOKDZ0p3cD3LfTs4bMGDI8/mMtUCOK1cz15ZqLnRErmeyei93B10i+uZ +oNQGmaWGXM8epjRG7ZLgekbM8ayvG+V6NprcMbu+hOtZWl+/h9RTrmeFfkp2 +OdZczyRbnw/GKHI9MxLefvnEHNcz/sR2M5s6rmdKodv+0YnkeqZxhaxnYsf1 +LDVXQ/GpItczyRVmGl+muJ7dmqx+V1nG9czio0lcbgjXM11iqOOIJdczRXcx +zfeSTOTZgwstcvZ0rmfdV1tj7VO5nq0IJedaunA9G7w7udVoDwN5Vn9VkLni +B9ezVc+2C5Z/5nr2TLWh3vom1zODlastFFRGkGeMGicd1neuZ0oTM8a6qVzP +PMJmmE4Xh5FnE8e+rKBIDCPPaIbteEMT1zOtf2XlD/nRkWdZlWSzXzvoyLNU +wq6zWm1cz1wrHcoOe9GQZ6HLVMqvb6Ahz+43qF6ryBpCngk/O2cibjSEPDuQ +r0P6VU9Fnhm3+z2y0aUiz66366tlOmLIs+VhCtS+Bc8W/TpXasWrHkxFfj29 +UJCbT8OQX2Yywc9/+7XolcYJfeW8NCryCmr9EoJEqcind3+FiO51oCKf6q3V +LKM/YMgnw+G67799WvRITIHdPptPRR6dbqJE9ytQkT9afocEmDepyB/nDUp3 +cxow5E/wwb99NBb6bNGfA43TlipPMORPloDSq9/+LHozRnOZ4K2gIm8yNx8+ +laNGRb60Xd++PNaXinzxqq60+taDIV9mzyR/WLKSinxp3YPvcF/o+0Vf3N+4 +zU4WYcgX7+XnMnW9MeTLujGw+u3Loieb2/PezlVTkSdHtHxqhbWoyA/bmKJ1 +nAAq8iNa6bCbHQlDfiSlCho0raEiP3bv9Gra+hZDfuz9mZnHqMSQHzbejul+ +QRjyY3B4RvFOJIb84GHUyMvewJAfUtO2Sr/9WPRC7aFE21QtFXnh8d7hZR5Q +kQ/uztKNa4OoyIew1bUfn2IY8uGc55Or79dSkQ/Jq1NN6e8w5IOCqab9yVoM ++fBLYNSN8QhDPkwHjnn7xmDIBwF3PVFLTwz54DufPzB+D0M+/MK9t/hdxWCD +267UHws+dIj8vw//e170g/DftZifxfP/AQFy6zE= "], {{{}, {RGBColor[0.368417, 0.506779, 0.709798], Opacity[0.2], EdgeForm[ None], GraphicsGroupBox[PolygonBox[CompressedData[" @@ -10395,15 +10882,15 @@ hRSQTx655JBNFh/JJIN00kglhWQ+kEQiCbz9+Qv9jDHHJj/5D1ohIRk= "]]]}, {}, {}, {}, {}, {}, {}, {}, {RGBColor[0.880722, 0.611041, 0.142051], Opacity[0.2], EdgeForm[ None], GraphicsGroupBox[PolygonBox[CompressedData[" -1:eJwt09N3FwAABeBfdmvZtbZsm4vb0rJrWVv2yVpt2bZt27bt/ou+Tj18577c -t3tuSExcdGzSQCCQhN//cwAdiKAe1ajI314ykpOClKQiNWlISzrSk4GMBJGJ -YDKThaxkIzs5yEkucpOHvOQjPwUoSAiFCCWMwhShKMUoTglKUorSlGEgHYmk -PtWpRFkG0YkoGlCDygylKy1pRG3KMZjONCecmlQhlm60ojF1KM8QutCChoyg -F22pxTB6EE1TqhJHd1ozmj40YSQxtGMs/ajLcHoynjaMoS8TacYoejOB9oyj -P5OowIHAv93f8JP7/OIV37nCa35wlxd85TT3eMk3LnGbZ3zmCJe5w3O+cILz -3OAxH9jPKS5yi6d84jDHOcd1HvGefZzkAjd5wkcOcYyzXOMh79jLHnazi53s -YDvb2MoWNrOJjWxgPetYyxpWs4qVrGA5y1jKEhaziIUsIJEE5jOPeOYyh9nM -YiYzmM40pjKFyRzkKGe4ygPeEuWgfwDK/2zs +1:eJwt01N3FwAAxuF/NpZda9l2La/a0rJrWVu2tVZbtm3btm27PkVP53TxnN/N +e/sGR8VERicOBAKJ+PO/A+hAM+pSjYr82yUhKclITgpSkorUpCEt6UhPBjIS +RCYyk4WsZCM7OchJLnKTh7zkIz8FCKYgIRSiMEUoSjGKU4KSlKI0ZRhIR8Kp +R3UqUZZBdCKC+tSgMkPpSksaUZtyDKYzzWlATaoQTTda0Zg6lGcIXWhBQ0bQ +i7bUYhg9iKQJVYmhO60ZTR/CGEkU7RhLP0IZTk/G04Yx9GUiTRlFbybQnnH0 +ZxIVOMBv3vCT+/ziFd+5wmt+cJcXfOU093jJNy5xm2d85giXucNzvnCC89zg +MR/YzykucounfOIwxznHdR7xnn2c5AI3ecJHDnGMs1zjIe/Yyx52s4ud7GA7 +29jKFjaziY1sYD3rWMsaVrOKlaxgOctYyhIWs4iFLCCBeOYzjzjmEsscZjOL +mcxgOtOYyhQOcpQzXOUBb4lw0Mn6F4RtbWo= "]]]}, {}, {}, {}, {}, {RGBColor[0.560181, 0.691569, 0.194885], Opacity[0.2], EdgeForm[ None], GraphicsGroupBox[PolygonBox[{{234, 333, 332, 125}}]]}, @@ -10461,91 +10948,91 @@ jxVyjJPkgHXmmGSIfdaYZYIjNllglEM2mOeYPFmKbHHKIidsc8YAVTqgItY= Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", { GraphicsComplex[CompressedData[" -1:eJxd1nk0lV37B/BjKHoqU6MpCRWFRmO5QqKICskQEiXJY8jbQBlCUqJSkTmU -UigeDea5ZJ6HcM65j4Mz3RoeY3hPa/3su9+7/9lr/7H32mvt63t9tqzT38dc -eEkkkhkPifR7PuQy0lI2aqnTtYU2Mz+PQ5Bg3qZb4jFAOZh6ybEShxPWqTlj -39LhTG7C3HAgDkvng+wM1+WA5yRjl7QeDgpHOSOVt/Ph7sDMmR4+HC41akLs -zw+QzVged62UA2vyRQd4eEqhP2ztBfp1DhRQ9eub9lSA66jsNEmDAxVuiZLW -rCr4PJDaf/EbG/7duFf49YVaCJEJ2VqTzQbeqSwRSYU6CLMxKL3swga1eccC -8+x6eC4TaSK6ng31Ibsaa5SaoHApyWJlHwtkoplTLzjN4HZcU2tdFAuYE4MD -HdtaYa2q0J5NhixIZxTWCd1tg/LRsm/DE0wQkn6O02jtYC/AP1eXyYQ75/45 -kyLfCUmW4sG1J5kwvi+L5hrQBec3iGXzLGXCxR1V+asru6HHpjrapogBg9lV -t1tke2Ew5qtkmAsDZtza4xWv9oHm6B7dKCEGbNEVmDtT+BUu7AuuaywcBcOn -smffrBmAXfO7KnY7jsIlaYcNFLtBsD11L69ZcBS2siyXdh0mw+7GgXP734zA -CuExwappMgTGBfkLHRkB/tL4HLkECujdk7u19scwnN9V2LPEmAo3Tu1QLrg9 -DFkHnVJKxqmgVvTy13G5YfiXKSFCf4QBrtV9encpHf4xN+SL2U+DdLczpGNm -dAgwCk3Op9OgS+2D1HVsCGT7D3WnhQ7BFoN1Lkf+MwRa6iEx4jvoMNzYyI6c -oYHduqYpnjY67KiecI4MocG/dZFUz6BhWEmZj1g9h0Esv/3FY/IjcKvYUr/k -KgYrBv55yls1AkvUKtK//KDComtBFppeo1BDP2DqY00F0gv7HKoYA15lrC9/ -WUYB7yc5kWIVDDg57elYLEyB4i3hgqIeTJB9aVzIZ0EG0UPeW4OFWGB4Uwh3 -VxqEr8rNbVeKWBDsbz67w7EfcpNAnmbPBqcGha3v/frgZI6aqPQcGyp4fN9e -N++BwNDUoK8vOeCTvdo316MTXo9IxwuZ4BAqKFu+OasVHsss/fd3DsRyrL/a -mgVByiqzsAjxECiKrRKppuCweFPhk0BuXRqFJPcZ+vSCh4T7Z38LDnR+b0vS -muqC1e8c7vrOcCBDQp7eXNIOG0JWGgk8w8HC9C5jc30j9Kve1I8Uvwg7NFLe -DI/h0Od0zeFtGBsKsgblJaZ7ge58lG2iyAGNTW9euWd1g3ESSVCxjQN3GmQ0 -1VI6wFUt7ttfV3CYf6VYQtVogYmmsIxXARxoFSeVSWp3AbWpZGWFHA4+BVM5 -26rb4GtLVBJfGw7Fcn6x/Lc+g5XzRPF9cWdosTq03ncSh5rAAd0v3mxoWjUt -dFO7Dzb8tX8+fwUHgpvtD6SSeoAu2lLFy81xiMq9iLtLOiEiyrbmjhMO/Cum -E79Nt8AO3yvvVrpxQCT+VkZdfBf460e1xAvj4OdodumiQTvMKx3zCS3CIfrH -4rj9V+vBoL9T6lYUDhU0G06wQzN8vNzwOWgUh+WxgkZyutVg3ND1NlHcAuq3 -HiFr/cKhUFg4r8uVDcc4JatrbPugzG6v4KggB8pWeyucUOqBPGPNNDyfA+8r -n0Hynk6QKirKPWyFA8lq04FFlq3QXOtdZuTAgZ8mdkNDdV1w8NpETvgiHN7d -v6I+FtwO0VZ5Jw+8wWHlpe9HGG8aoHOJhsChEByexWsm321qBuMMlXy9ARwU -uxvIO5/XwpTTdN+XCzj0d36neCS0gMfcWHhVLQ4PvLwpclJfYLOJ+2DZTxzG -3u2Z/FlcDjuTYxPyxPfD9wNpwdJzOKhZPWf2n2bDa4/WlE/n+0Bo8cdlN/g4 -MHZPWG5WpweeuF4Qo+dwwJjMnKyx7ATnY2yF7KM4PP81PBsZ2AoyXngV1ZoD -Wswn4ZupXbDtyRaZABIODsnBO8VS26GHjbU+y8Kh4bxnlqFeI8ikuPq/vM59 -j13Cx+b5WyBG20ExrRuHZq2uB8bpn0BvSunoVlccyOm3lhnWt0BBjOycfAUO -X0KGoaz5C3hREyxkcRwepza9e1pQCUblwSNDBdz9sYIxOhINwCs8p0PFcIjr -uB2hElEDCq5lK5wbcAgLWxXuaVMH5H+03RyncRi6brPtUXYx8OtLeA6K7wJ9 -O5cqIW7Oflz9IXDqFBs6hcIrKnz6oMBmUqiZxIEak7Omegd7YPklgUOnXnPz -EOjiou/UCeGJoY4DpjisMqMfnnzYCjXVyrWqVhyYGYuJecfugrTM6uPTs9w8 -ijHLZnPaYU7Df3lXJve+iYpyv242wn4m6V2vHw6lkv1f18u0wPuwidNtHTgk -4Vi2lfhnOLO/8radCw69i4N6yrAW6B38oGFZisNmnVibuo318Eh5d9RRFg4x -PrUnBMKqwH2ZpNzqfBwyk/9etPxsA2y0eXRFjNsnmCUVy0yka+FQ3gnTmDoc -tB74J4sV1wE/T3t69AQO23RSOOmXy8BzrIbj3YcDS/fl4e2Kn8DkMb/Et2/c -8wqsEzLqK2Cg0oX/LR2He+fyArezqqHILU112ywOb1tOvSnqfw8Lfg/V6s3+ -6XfQ2j3suC7C73Ev84Mnsgi/2/RIbg+CCL9vbE9mbT9B+J1ZrjzSqIQjv2eu -hp6dmCf8Nov+0TLbTPi9ade6QZOnHOT3z6AwJ/X/cJDfPBoVpGYDDvL7/kmV -n0vWcpDfKWaixrEMNvLbWDH9avJ7NvJbyU3S6sQtNvI791NPhq0lG/nd6c4n -GyHLRn4fVnof5zfGQn7bK4t2e35kIb9F1z8OUr7JQn5fuznlmmvKQn6nXG1t -1lzNQn4/8uOXiCczkd9a1RsSTmUwkd+BvR2NpAtM5Hdw8oBs5i4m8jslJEdg -3zgD+R2Y8Kyn8CMD+e3RePtT0WUG8ruyJN7JXI2B/FYvE5hoHR9FfqvF0hxk -ckeR37p6SVK67qPI77+xaGrzplHkt9wH/1z1vhHkdxO/cP3xeyPIb4t9BkUW -OiPIb5Ogo1Pl7GHkt/jz+Pqb8cPIb+pZ8wsaOsPI77b865+zqXTkd+Cslnbd -FTryO91/U9vIUjryG6r7R/sSh5DfPhp6R6WkhpDfKXHF1pKPaMjvCzTpa1Qe -GvJbWuRwaq8+hvzu2tPyVNiBivzWlmR9eUgiI7+1RoOre5g48rqRZ6Iw/zmG -vE41iQ+53EtFXr+TVujWfU1BXr8ddhAe+xdHPrc2yte3d2DI5zNhzp0cEQz5 -vPej4czH5VTks5+v/WPVSxjyObsw8kB8MhX5THkgy76pSkE+u2uJtExy++aC -x290GQHiLAx57Pwif+0XJQx5fPR0cUSvOhV5PMzQb6iKwpDHm/9aOve8mIo8 -NhyXuVDqQ0Eep9Eod1mDFOSxq6LhitROMvL4k2l5nD+37yz4+zK0/eeyCQz5 -+7E6yuC8Oob8Pdsq0fCJW9cL/m49PZjYHI8hf6O1F9nurqcif38e/34n/B4F -+atmYaFtPUFB/vJ/eJbYv5iCvHUvVomzNacgb7dn8qpUPSYjb935FE6UcL1d -8LU8a+9Zv18Y8vVlNjAy92LI1xjtqXWBllTkq0RSSURtKoZ8Fam7iju0UZGv -zfbLnVOSKchXqarvui94qchXpRc8p9mSFOSpx9FDVOZpCvLUVacDG/xARn4e -HA9yG8fJyMu5jGXdR86TkZcu+78qO3DresFHDVNyn+o8hny85rAbKvdhyEed -5A1FJjZU5GM0q8OqNB1DPpb1XvfidFKRj9Fvm7YFPKMgHxcnrMvUFKQiH7et -U71BU6AgDwd5k7OZ5ynIQ7VSJ8+qT2Tk3yo38dJXM2TkXQupR+jvG2Tkm1el -ytzrF2TkmUEWLZRqTEae0f7HM/qH05Ypf3g2y+q4f/EPz8x9b7e3/uEZyWlG -6+kfnr1P1tUM3UJ4tjPApn6e+64Lns0ICDh6txKeYeKXJfalE55dNpFZlX+Z -8Cz+3F/zE0aEZ/RC0dFhScIz34AEPx2c8Mw/fXurRgnhmfjDtmOcKMKziZUF -J2RPEp5N6NgrPlEiPJOuMbAcmCY8exDSmHSmhvBMXNjcsDSG8Mzc+rifkj3h -2ZGCjO6yTYRnccqr8tV/Ep6NX9M7frGQ8Oy13XKDmFDCMwnbyF80M8KzAPU9 -5JSVTOTZl4fSeoe/Ep7Jb7b0FksiPGtdETuX50B4NrVeb+kReQby7KLX21N+ -VMKzpY14+OM0wjP3zcxgf2fCM43uhxyddaPIs2dJlIMjvYRnGzLXrymLIjyz -IhVnWRqOIM+k9DNu8M4RnlVisyWRWYRn3/kfhV63HUaemRtl+3aThpFn4zce -bYM0wjPm2I4rSwzpyDM/gxCx0K+EZ6p2Z8YsvYaQZxZHcimZc4Rn/Nqm4V3e -NOTZ/lf5H726MeRZrEzOzlfcvC54dlIl2K6P69mCX4p7DMXuKNKQXwmJjFdj -HhjyS+Rh6cXffi141cjfhZHMaMirKiPZMNNnhE9SfIMHtvDSkE/pBzYErlDF -kE9r9toxfvu04FHo2uPTkqdoyKMHzk86RksJfwTfiwjLrKYhf6w62gLcj2DI -n/I1aXputzHkj7OUc9SuJRjyp6FXLOW3PwvepM3r6C5yoyFvak5/vnq4nvCF -Pk6LHZKhIV8EbNcUTDlgyJfsJT5PlsRhyJfc8NOmmBSGfGkp3c2nzO2nC74c -k5SNU/pBRb5oaH2w/u3LgifVLufVvTxoyBP380VaZ1sJP5YnhpcWydOQH03v -HSLCzmLIj15X+fqCZAz5sY5v8qDcRgz5QTo5sdXFCEN+1I5KP74/R0V+BC16 -ssVgBYb82OgrpxlJpyI/RKX0VH77seAFRWVYLMOThry4cifP2qOD8OGcyTVH -hU005IPoimuf4TyGfFgWYWG4KA1DPkxaM1PSuf+RBR8+3LbP8DDBkA/Nk1Fm -k3wY8kHkQbO47FoM+ZD19NZlITYV+dC475zUr0kq8sH7wfMxj0EqjHj9fx/+ -d73gB+n/xkJ+Ftb/BQqv22c= +1:eJxd1Xk0lV37B/BDiiai8kYhyVOEVELEFZJCVBRpIBKPKFKPkjKEpNDgKTIX +EkVFyDzP0zEP4ZxzH+dwpluTefhp/V77tN79z177j/tee619fb8fadurJ+x5 +CQSCKQ+B8Hs3tB8mloyc1O7aQZ2en8fBVyBz2wOxcCAfSfCwKcfB8nRCxui3 +RLj0IXqO7oPDynnfswaSGeA6wVCR0MVB9jhnuPxhFoQOTF/qWYKDR9M+iPj5 +BdIZqyPvFHPgP1nCAzw8xdAfuMGFdpcD2RS9hub9ZeA4Ij1FUOdAmVPMxtOs +CqgdSOi//o0Nv/7SEnrvUg3+Uv4KVels4J1MW7NRtg4CrfSLb9qzQXXeJtss +vQHeSIUYC29mQ4O/SlOVfDPkrySYr+tjgdRj5uRbTgs4ndqnIRnGAub44ECH +cits2Cm4f5sBCxIZ+XWCoW1QOlLyjT7OBEGJNziV2g7n+fnm6lKY8Ojvz5fi +t3ZC7Ekxv+pzTBg7kEZ19O6Cy1tE0nlWMuH67oos0fJu6LGqfGxVwIDB9IqH +ROleGAz/ujHQngHTTu1Rcp59sG9kv06YIAN26PDPXcr/Ci4H/Oqa8kfA4JW0 +w8f/DIDKvErZXpsR8JCw3kI+OwhnLjzJbBEYAQXWyZVdR0mwt2ng74Mfh2Gt +0KhAxRQJfCJ9vQSPDQNfcVSGTDQZdJ/IPNjwgw6XVfJ7lhtR4N6F3YrZD+mQ +dsQ2vmiMAqoFqTOnZOjwiym+hvYcA1yj225vMQ0+mxksCT9IhUSnS4QTpjTw +PhwQl0WjQpfql013sSGQ7jfsfh0wBDv0Je2P/TMEGmr+4WK7aUBvamKHTFPh +rGTzJE8bDXZXjl8M8afCr7oQiqsvHdaR54NF5zCI4Dt//cTWYXhQeFKvyBOD +tQOfX/FWDMNy1bLE+h8UWHrH13yf2whU0Q6ZuJ+mAOHt+QyKCAPeJW0uTS0h +w7WXGSEiZQw4N+VqUyhEhsIdQQLCV5ggnWqUv8ScBMKG1xT8BFlgcF8Qd5Yf +hK+KLW23Cljg52U2u9umHz7EwlbqeTbYNsoq5N7ug3MZqsISc2wo47nx6a5Z +D/gEJPh+TeWAe7rojQ9XOuH9sESUoDEOAQLSpdvTWuGF1Mpfv3MgknH66xlT +X4hfbxoYLOYPBREVayrJOCzblv/SZ2EuD/vH9Rm498IVcedaL3MOdH5vi9WY +7ALRHOvQG9McSBLfSmspaoct/usO8yfjYG4Sytje0AT9O+/rhYhdh93q8R/p +ozj02d6x/hTIhuy0wa3iU71Au3icbSzHAfVtH985p3WDUSxBQK6NA48apfap +xneAo2rktxW3cJh/J1dEUSfCeHNg0jtvDrSKEUo2anYBpbloXZkMDu7ZkxnK +lW3wlRgWu6QNh0KZ2xF8D2rB4uJ44VOxi0C0MNx8YwKHKp8BnfprbGhePyV4 +X7MPtqw4OJ+1lgN+LecPJRB6gCZMrOBdyLG/0pPg0OWdEBx2puqRLQ58a6di +vk0RYfeNWznrnDiwJupBUl1UF3jphRGjhHC4bWPqcV2/HeblT7gHFODw+Mey +yIOeDaDf37npQRgOZVQrjp91C+TdbKz1HcFhdYTAYRmdSjBq7PoUI2YODQrH +SBozOOQLCWV2ObLhBKdItOpMH5Sc1RIYEeBAieg1WUv5Hsg02vcaz+JAbnky +xO3vhE0FBR+OWuBAsNh2aOnJVmipvlZy2JoDP43PDg3VdcGRO+MZQUtxyHl6 +S23Urx0eW2SeO/QRh3Ue348xPjZC53J1fkN/HJKj9sWFNreAUZJSlu4ADnLd +jaQ9b6ph0naqr94Fh/7O7+Qr0US4MjcaVFGNwzO3a2SZTfWw3dh5sOQnDqM5 ++yd+FpbCnriI6Eyxg/D90Gs/iTkcVC3eMPvt2PD+Smt8zeU+EFyWt+reEg6M +PhGSmdXugZeOLiK0DA4YkZgTVSc74eIJtmz6cRzezNBnQ3xaQcoNr6Cc5oAG +82XQdkoXKL/cIeVNwME6zm+PSEI79LCx1uQ0HBovu6YZ6DaBVLyjV+rdhfdQ +EToxz0eEcE1rudfdOLRodD0zSqwB3Un54wqOOJASH6wyaCBCdrj03NYyHOr9 +6VDSUg9ulGhzaRyHFwnNOa+yy+Fwqd/wUPbC9xEC4drijcArNKdNwXCI7HgY +rBRcBbKOJWsvNuIQGLg+yNWqDkifNZ1spnAYumul/Dy9EPj0xF0HxVRA76x9 +heBCzn54/uC/cIENnYJBZWXufZBtNSHYQuBAlbGDie6RHljtwW944f1CHnzs +7fVsOyEoJsBmwASH9aa0oxP/tkJVpWL1TgsOTI+Gh+ewu+B1SuWpqdmFPIow +S2Yz2mFO3Wt1V8rCfWPkZGbuN8FBJiGn9zYOxRv7v26WIkJu4LhdWwcOsTiW +biFWC5cOlj88a49D7zLfnhKMCL2DX9RPFuOwXTvCqu6vBniuuDfsOAuHcPdq +S/7ACnBetVFGNAuHlLirS1c7NMJfVs9viSz0BLOobJWxRDUYZlqahNfhoPHM +K06ksA74eNoTH4/joKwdz0m8WQKuo1Wca304sHRSj+6SqwHjF3zi374t/C/7 +dHRSQxkMlNvzfaLh8OTvTJ9drEoocHq9U3kWh0/ECx8L+nNh0e+hat3ZP/32 +3bCfHdnF9XvMzeyIZRrX7zZdgtMzX67f93bFsXZZcv1OKVUcbpLHkd/TngEO +4/Ncv00f/yDOtnD93qYiOWj8ioP8/ukbaKv2Dwf5zaNeRmjR5yC/n55T+rl8 +Awf5HW8qbBTBYCO/jeQSPeNy2chveaeNFpYP2MjvDzU9SWdOspHfnc5LpIOl +2cjvo/K5kbdHWcjv84rC3a55LOS38OYXvor3WcjvO/cnHT+YsJDfsZ6tLftE +Wcjv57f5xKNITOS3RuWW6AtJTOS3T29HE8GFifz2ixuQTlFhIr/j/TP4D4wx +kN8+0ck9+XkM5PeVpoc1BTcZyO/yoihbM1UG8luthH+8dWwE+a0aQbWW+jCC +/NbRjd2k4zyC/L6KPaa0bBtBfst88fqg1jeM/G7mE2o49WQY+W1+QL/AXHsY ++W3se3yylE1Hfou9iWq4H0VHflMczFzUtenI77asu7XpFBry22dWQ7PuFg35 +nei1rW14JQ35DZX9I30xQ8hvd3Xd45s2DSG/4yMLT298TkV+O1Ml7lB4qMhv +iTVHE3r1MOR3137iKyFrCvJbcyOr/l8CCfmtMeJX2cPEkddNPOP5WW8w5HWC +cZT/zV4K8jpHQrZb5z0Zef2Jbi00+gtHPrc2bW1o78CQz5cCL3Zy1mDIZ608 +g+m81RTks9eN8y92emDI5/T8kENRcRTkM/mZNPv+TjLy2VljDXFioTcXPf6o +w/AWY2HI44tvszbUy2PI4+N2hcG9ahTkMZ2h11gRhiGPt69YOfemkII8NhiT +cil2JyOPX1PJoaxBMvLYUc5gbUInCXlcY1Ia6bXQO4v+pga0/1w1jiF/8yrD +9C+rYchfh1bxxpqFuV70V8FuMKYlCkP+hmkuPbO3gYL8/Xnq+6OgJ2Tkr6q5 +uebpcTLyl+9Lckz/MjLy1rlQKfKMGRl5uyuFV6niBQl567xE1rJowdtFX0vT +tBxuz2DI19R0YKRoYcjXcM1JSZ+TFOSreGxRcHUChnxdU+eJW7dRkK8t51df +jI8jI183VXzXectLQb7Kv+WxY28kI0+vHDekMO3IyFMH7Q5s8AsJ+XlkzNdp +DCchL+eSVnUfu0xCXtof/KpovTDXiz6qm5D6ds5jyMc71nuh/ACGfNSO21Jg +bEVBPj5mdVgUJ2LIx5Leu26cTgry8fGnZmXvZDLycVm0ZMo+AQryUVly5z2q +LBl5OMgbl868TEYeqhbbulbUkJB/653Eit9Nk5B3REKP4NV7JOSbW7nS3Pu3 +JOSZfho1gGJEQp4pi2nO/OlZWp/4zVd/eFbkFUO4+4dnr65WjtP/8KyHE/i2 ++g/PtOKDZ0p3cD3LfTs4bMGDI8/mMtUCOK1cz15ZqLnRErmeyei93B10i+uZ +oNQGmaWGXM8epjRG7ZLgekbM8ayvG+V6NprcMbu+hOtZWl+/h9RTrmeFfkp2 +OdZczyRbnw/GKHI9MxLefvnEHNcz/sR2M5s6rmdKodv+0YnkeqZxhaxnYsf1 +LDVXQ/GpItczyRVmGl+muJ7dmqx+V1nG9czio0lcbgjXM11iqOOIJdczRXcx +zfeSTOTZgwstcvZ0rmfdV1tj7VO5nq0IJedaunA9G7w7udVoDwN5Vn9VkLni +B9ezVc+2C5Z/5nr2TLWh3vom1zODlastFFRGkGeMGicd1neuZ0oTM8a6qVzP +PMJmmE4Xh5FnE8e+rKBIDCPPaIbteEMT1zOtf2XlD/nRkWdZlWSzXzvoyLNU +wq6zWm1cz1wrHcoOe9GQZ6HLVMqvb6Ahz+43qF6ryBpCngk/O2cibjSEPDuQ +r0P6VU9Fnhm3+z2y0aUiz66366tlOmLIs+VhCtS+Bc8W/TpXasWrHkxFfj29 +UJCbT8OQX2Yywc9/+7XolcYJfeW8NCryCmr9EoJEqcind3+FiO51oCKf6q3V +LKM/YMgnw+G67799WvRITIHdPptPRR6dbqJE9ytQkT9afocEmDepyB/nDUp3 +cxow5E/wwb99NBb6bNGfA43TlipPMORPloDSq9/+LHozRnOZ4K2gIm8yNx8+ +laNGRb60Xd++PNaXinzxqq60+taDIV9mzyR/WLKSinxp3YPvcF/o+0Vf3N+4 +zU4WYcgX7+XnMnW9MeTLujGw+u3Loieb2/PezlVTkSdHtHxqhbWoyA/bmKJ1 +nAAq8iNa6bCbHQlDfiSlCho0raEiP3bv9Gra+hZDfuz9mZnHqMSQHzbejul+ +QRjyY3B4RvFOJIb84GHUyMvewJAfUtO2Sr/9WPRC7aFE21QtFXnh8d7hZR5Q +kQ/uztKNa4OoyIew1bUfn2IY8uGc55Or79dSkQ/Jq1NN6e8w5IOCqab9yVoM ++fBLYNSN8QhDPkwHjnn7xmDIBwF3PVFLTwz54DufPzB+D0M+/MK9t/hdxWCD +267UHws+dIj8vw//e170g/DftZifxfP/AQFy6zE= "], {{{}, { EdgeForm[], Directive[ @@ -10565,15 +11052,15 @@ hRSQTx655JBNFh/JJIN00kglhWQ+kEQiCbz9+Qv9jDHHJj/5D1ohIRk= Opacity[0.2]], GraphicsGroup[{ Polygon[CompressedData[" -1:eJwt09N3FwAABeBfdmvZtbZsm4vb0rJrWVv2yVpt2bZt27bt/ou+Tj18577c -t3tuSExcdGzSQCCQhN//cwAdiKAe1ajI314ykpOClKQiNWlISzrSk4GMBJGJ -YDKThaxkIzs5yEkucpOHvOQjPwUoSAiFCCWMwhShKMUoTglKUorSlGEgHYmk -PtWpRFkG0YkoGlCDygylKy1pRG3KMZjONCecmlQhlm60ojF1KM8QutCChoyg -F22pxTB6EE1TqhJHd1ozmj40YSQxtGMs/ajLcHoynjaMoS8TacYoejOB9oyj -P5OowIHAv93f8JP7/OIV37nCa35wlxd85TT3eMk3LnGbZ3zmCJe5w3O+cILz -3OAxH9jPKS5yi6d84jDHOcd1HvGefZzkAjd5wkcOcYyzXOMh79jLHnazi53s -YDvb2MoWNrOJjWxgPetYyxpWs4qVrGA5y1jKEhaziIUsIJEE5jOPeOYyh9nM -YiYzmM40pjKFyRzkKGe4ygPeEuWgfwDK/2zs +1:eJwt01N3FwAAxuF/NpZda9l2La/a0rJrWVu2tVZbtm3btm27PkVP53TxnN/N +e/sGR8VERicOBAKJ+PO/A+hAM+pSjYr82yUhKclITgpSkorUpCEt6UhPBjIS +RCYyk4WsZCM7OchJLnKTh7zkIz8FCKYgIRSiMEUoSjGKU4KSlKI0ZRhIR8Kp +R3UqUZZBdCKC+tSgMkPpSksaUZtyDKYzzWlATaoQTTda0Zg6lGcIXWhBQ0bQ +i7bUYhg9iKQJVYmhO60ZTR/CGEkU7RhLP0IZTk/G04Yx9GUiTRlFbybQnnH0 +ZxIVOMBv3vCT+/ziFd+5wmt+cJcXfOU093jJNy5xm2d85giXucNzvnCC89zg +MR/YzykucounfOIwxznHdR7xnn2c5AI3ecJHDnGMs1zjIe/Yyx52s4ud7GA7 +29jKFjaziY1sYD3rWMsaVrOKlaxgOctYyhIWs4iFLCCBeOYzjzjmEsscZjOL +mcxgOtOYyhQOcpQzXOUBb4lw0Mn6F4RtbWo= "]]}]}, {}, {}, {}, {}, { EdgeForm[], Directive[ @@ -10723,72 +11210,72 @@ kb1rKV34p/8DUtAShw== Opacity[0.2]], GraphicsGroup[{{ Polygon[CompressedData[" -1:eJxFl3k0VXsbxw8pupWpcjMlyRUl6kqG8mRKISVkqJAoV4jUW6FC5hLd3CJz -EVGGiMo8y3iOeXbOPsfhjFslQnjd9a7354+9ztpr7bP37/f8nuf7/Xxlna6d -ceElEAiMlevfX2OXSVIVw0qnbw9tYXkZBz59Ca8xcTXQP+9SJ7hy/2dKXGKh -uAF8O/YqSHoJB5O2vvdJ4pbQuvc0WesXDtbOs+V/izsDydp4x82fOIyohOlH -id+AAxqpBRNTOKRuPRUaKR4MZXF1wvUUHAIFChUixGOBciLtlmMtDja2aXlT -X9Phcn7i0kQADhuWA88bbc8Dr59MNWk9HOTNuZO1D4vg8ejC5YE1ONxq14S4 -6U+Qy9wUf7eSC78XiYzy8FTCSOg2D/o9LhRj+q0dh2vAlSE7T9DgQo1bkqQt -uw6+jKaN3PjKgR9/HBF659EIwTLBextyOcA7lyMsKd8MoXaGlbddOKC+7Fhs -kdsKmTJRpiI7ONAarNbeoNQBpRsIlluG2CATw5p7wyWC21lNre3RbGDNjo32 -qHbCNhXBwwpGbEhnljYLPu6CakbV14lZFghKZ+I0WjfY8/MtNWex4NFfHy6n -7uqFZCvxoMYLLJg5mkNzvd8HV3eK5vJsYMGNA3VFYrX9MGBXH2NXxoSx3LqH -JNlBGIsdlgx1YcKCW3eCou8QaDIO60YLMmGPLv/S5dJh8Dga1NxeygCjl7JX -Cn4fBbVltZqDjgy4Je2wk3J+DM5dfFJIFGDAXrbVhr6TZDjYPvqXQcEkbBaa -EqibJ0NAfKC/4OlJ4KtMyJNLpIDeE7mIbd8n4Kpa6cB6EwweXDygXPxwAnJO -OKVWzGCgXpb966zcBPxgSQjTn1EB1+q/dLCSDh8sjNbEGtAg3e0y4cwpOtw/ -HpJSRKdBn/onqXvUcZAdMe5/FTIOewy3u5z+zzhoHQqOFT9Ah4n2dk7UAg3O -b++Y4+miw4H6WeeoYBr8aI7CvAInYAtlOVJsiQpxfPY3zuyahIhyK/0KXyps -Hv3wkrduEtar16S3fMdg7d1AS01vBjTQj5n52GJAeGOfh4ky4W3GjursKgpc -f5EXJVrDhAvzXo7lQhQo3xMuIOLJAtlsk9I1lmQQMb6+N0iQDUZhgri70hgM -KxO77pSxIcjfYvGA4wjkJ8Mumj0HnNrk9370G4Lvvt/5L17kQK9geE2NzxCo -W2eyRi5x4J1nZ2rT1SEoFRIq7HPlwBluhVjDuSFoCBjVbbnOgY6t84Jh2kMw -5HTX4X0oB4pzxnZJzA/COoXSFwErfXk8OGXIyGcQLuSpi0gvcaCG5+b7exYD -UGz3U5BI4EKD6RUzvRMDILju88YHa7gw9URIblFnAKrOHxFgCHChSuy6vI3S -AOz8zWC5aDMXgoj2x9IIA0B3NueYKnJBQ6HgrXtOP3hKuH/xt+RC77euZK25 -PmioV25UsebCwlRsbAmnD2S88TrMlgtarBfhu7E+IDZerzruwIVp0/Pj4819 -cODmnZItblwQTojIaE7og9mO0Iy397nQKU6oktTug4CQtMDhbC745IrdzPfs -hU23+I0vvlv5foCLi75TL7xw9RCl53HBhMz62WDVC4Ummq/wIi58rH0NKYd7 -gS5CquNdmfPgfU8iH6/vBZNkgoBiFxcetcloqqf2gFiJw+ObC1zIkNhFJ1Z0 -w6us+rPziyv7EWVVLeZ1g+qLPTL3CTg4pAT9KZrWDSfuzuaFr8Wh5O87h6aC -usFfP5qUIISDn+OpWzcMuwHrqNhSI4eDT/Fcnmp9F7yblE4QNMUhREC2endO -J4QnhTiOmuGw9RT95M9/OsH5DEc+1xyHzF8Ti1EBnSBVVpZ/0hoHgrXCsbVW -nRAZfa7hkdOKrm6eT/o6T4LLBrUPz7vgMLgucKCKSgK9OSXzva44kNMjNhq1 -kmDOaX6oxWNFR3u/UTwTSeCqHv/1tzs4LL9VrMA0SGDAIpQM+uFQKTkyvEOG -BDKprv7Z91bWryZ0ZpmPBL3rNfiNg3F4naCZ8riDCIYjvVIR0TjU0Oy4QQ5E -2Bm85Tj/axwszR4zd7e2w5KG/6a+LByISYpyv8LaYYBD7Xydg0PbVa8cI712 -iLEuvHCsAIctt76dZha0gftGSTmxIhyyUq6t3XSlDY5XB02OF6/8P04gVkei -DZaVzviElOEQ831dvIFvKwyOfdKwqsRht06cXfMfrVAcK7u0qwaHluAJqCK2 -gOfSVHhdIw5Pva9T5KRawLjQxiy2GQetp/4pouXNIO9atdm5DYfQ0K3hXnbN -MEyKTl7ThUO5nF8cX8QX+Bg6e6mrB4dknJprLf4FYrUdFF/1r6xHq++pSXoT -eE01cK8P4cDWzT65X7EJTDL2FemN4qDY30b+M7MR/rB7dkd0xZdYFTUbTaUb -gVdoSQej4hDf8zByX2QDjNa68L2n4/Dkr8KA/ex6+Hy77UsgA4dNcQLH5XTr -4ZnywWhzNg6xPo02/KF14I0lWsriODxP6yh5WVwLps/5JL5+XalXsW1iRmsN -7DZ1H6uaxmGq5PDP6fJq4OPpTo+ZxUFVJ5WbfrsKyB+03RzncRi/Z6f6LLcc -ytxeqagu4vCedLGgbOQjPJfZ8ONfnxbNsx0+dyoQ3WtLslv+IZDR84Y5tBDM -hIzet5Sxsf/0VTL6HokwIHjtARmtZ38W776652S0Xu/afUvv3pDRflx1eqhj -n8hov+qVTl51TWRUD1dFo81pvWRUvxMzgW4zOBnVd6ubeOXbBTKqP9+n10kj -6yjovJTe8FziSFLQeapuV3lAk6eg86Y8leWEqVBQv7iX74s/Z0FB/eRpboyx -LlFQv43xpuSyrlJQPxrNyHhU+lBQP0+f/fYo/AkF9TvRfpNzagoFzUPM+w7V -+68paF5KpOX7dd9R0Dy9olEes8coaN7ULS21bWcpaB6l6r7pvuHF0LyuS9ye -pSmAoXk+8tlo4fMmDOmD+aXyyMFDGNKPK50SbU0rvvt/fYnVntseYIUh/dFJ -2Vlmaochfeo7THop5IAh/cotjTqWkIIhfdv924alzHIM6V+M9tpzB1sxpI/C -zb64QxeG9LNq8J43txdD+ppmmhB8exBD+ns51LmXK0xF+uz8pmhbixIV6ffn -+mjDq4eoSN+zc4GZdYSK9P+uw0GoPUpF/iAtfDJtUJ+K/MPvpv1zlVtU5C8T -TP22umgq8p+9l8aSiAlU5E8SyRWRjWlU5F8x7B7rynQq8rd2ntnSokwq8r/O -9l2t3T1U5I8Fusz74mwq8s/skO7pjbNU5K/VOUeu+P2iIv/VMCMPqSxTkT97 -0KTvYjw0xAep8eW2ks9oiB98NPTMpaTGEV9A/QhjKGkc8Ue6v0LX5AY64pOA -RS3t5jt0xC9dRfe+5GJ0xDfYFQsPDZ0JxD/imQmtYQkTiI9MA83nqjkTiJ8s -jxqWWepMIr7q4BNqPftkEvGX3Cf//ENDk4jPrlFjMKICA/Gbrl6ylK47A/Gd -ehzNQSafgfjvUBX/bOcMA/FhbUWCk4U6E/GjZ/vDprLbTMSXAYmvB0o/MxF/ -pgbn8R+dYSI+DUoZlc1SYyF+DRjsaSd4sBDfatXvTLyYwUL8+8yPTyKBzEJ8 -nOrbSdQUYyN+vhs255pvxkZ8LbLjeaByGBvxt72ySL/XZzbi85NKH+P9ptiI -33vd18hGynIQ3+c3DWScs+Ig/ldyk7S2ieCgfGCimO6b8nE1P6SeEjGJY67m -i78v7Jtev42L8gePRg2BaMhF+WQ6MNTp0H9W84uC2vYx05er+eZUzHfSInE1 -/yz4hlyZXeaifJRVrTzZrrSanx7sT2Hvt1nNV116BLengav5a8bb4oRNzmo+ -C9x2mBPft5rftBhB9QOs1Xz3fsJBaOrHav5z1xIm/ZxfzYdNZtXx/our+dF9 -jbxNxdJqvnQxGFZ2WPGtSe//5U9ao97ivz72X7/HmuQ= +1:eJxFl3k41OsbxocUncpWOdmTHFGijmQpT7YUUkKWCok4wiH1q6RC9hKdnCJ7 +EVGWiMq+yzpjG7vZDLN+VUoIv+mP8/pjrrne6/rOfN/3eZ/nvj+3guvfp935 +cTgck/f59W3mPk2oZdjqE3fTFldWMBAwkvKbkNQEo3PujcK89Z/piSklksbw +5eiLUNllDMw7iW9TJW2gY88pku5PDOzc5qr+kXQDgp3Z9ms/MBhTjzSKlbwK ++7UziqdmMMjYejIiRjIMKhMbRZvIGIQIlShHSyYA+XjmdZcGDOwdMgtnPmfB +paKU5algDDashJwzlSsEvx9MTVlDDJSsuNMN90vh4fjipaE1GFzv0oHE2Q9Q +wNyUdLuGC7+Xio3z8dXAWMQ2H/odLpRRjDq6D9WDJ0NhAafNhXqvVGkHdiN8 +Gs8cu/qZA9/+OCzyxqcFwuTD9jQXcIB/Pl9UWqkNIhxNam64c0BrxaXMuqAD +cuRjLcS2c6AjTLOrWbUbKjbgbLaMsEE+njX/iosHrzM6unJxbGDNTYz3a/TA +NnXhQ8qmbMhiVrQJP+yFOkbt56k5FgjL5mA0Wh84CQost+Wy4MFf7y5l7ByA +NFvJ0JbzLPh+JJ/meZcIl3eIF/BtYMHV/Y2lEg2DMOTYFO9YyYSJgsb7BIVh +mEgYlY5wZ8KiV1+ySuAI6DAOGcQJM2G3geDypYpR8DkS2tZVwQDT5woexb+P +g+aKZv0BFwZcl3XeQT43AWcvPCrBCzFgD9t2A/EECQ50jf9lXDwNm0VmhBoX +SBCcFBIkfGoaBGqSCxVTyGD4SDF629cpuKxZMbTenAL3LuxXK7s/BfnHXTOq +v1NAqzLv5xnFKfjGkhKlP6ECpjt48UANHd5Zm65JMKZBltcl3OmTdLh7LDy9 +lE4DotYHmTvUSVAYMxt8ET4Ju03k3E/9bxJ0D4YlSO6nw1RXFyd2kQbn5Lrn ++XrpsL9pzi02jAbf2mIpfiFTsIW8EiOxTIVEAaerp3dOQ3SVrVF1IBU2j797 +zt84Deu16rPav1Jg7e0QGx1/BjTTj1oGOFAA98qpkCLOhNfZ2+vyaslw5Vlh +rHg9E84v+LlUiZChaneUkJgvCxTyzCvW2JBAzOzKnlBhNphGCmPeqhMwqobv +vVnJhtAg66X9LmNQlAY7aU4ccO1U2vP+1gh8DfwqeOECBwaEo+rrA0ZAyy6H +NXaRA298ezJaL49AhYhICdGTA6e51RLNZ0egOXjcoP0KB7q3LghH6o3AiOtt +57cRHCjLn9gptTAM65QrngXz+vJYWPqIacAwnC/UEpNd5kA937W3d6yHoMzx +hzAex4VmCw9Lw+NDILzu48Z7a7gw80hEcUl/CGrPHRZiCHGhVuKKkr3qEOz4 +zXildDMXQvFORzNxQ0B3s+JYqHBBW7n4tXf+IPhKeX8KsuHCwJfeNN15IjQ3 +qbWo23FhcSYhoZxDBHl/rJHiwAVd1rOoXRQi4Fuu1B5z5sKsxbnJyTYi7L92 +s3yLFxdEk6Oz25KJMNcdkf36Lhd6JHG10npECA7PDBnN40JAgcS1It8B2HRd +0OzCG977g93djVwH4Jmnjzi9kAvmJNaPZtsBKDHXeYGVcuF9w0tIPzQAdDFC +Iz9vzsP2Pop5uH4AzNNwQiq9XHjQKa+jldEPEuXOD68tciFbaicdX90HL3Kb +ziws8c4jzqpdKuwDjWe75e/iMHBOD/1TPLMPjt+eK4xai0H5PzcPzoT2QZBR +HCFZBINbLievXzXpA0p39ZZ6RQwCyuYLNZp64c20bLKwBQbhQgp1u/J7ICo1 +3GXcEoOtJ+knfvzbA26nOUoFVhjk/Jxaig3uAZnKyqITdhjg7JSPrrXtgZi4 +s80PXHm6unkh9fMCAS4ZN9w/547B8LqQoVoqAQznVa32eGJAyoreaNpBgHnX +hZF2H56ODnwh+6YQwFMr6fNvNzFYea1STdEmgDELVz58C4Ma6bHR7fIEkM/w +DMq7w9u/psjpFQECDKzXFjQLw+Blsk76w248mIwNyETHYVBPc+SGOuNhR9iW +Y4IvMbCxfMjc1dEFy9pBm4i5GOBTVRR/RnbBEIfa8zIfg87Lfvmmhl0Qb1dy +/mgxBluufznFLO4E743SihKlGOSm/712k0cnHKsLnZ4s4/0+UShBX6oTVlRP +B4RXYhD/dV2ScWAHDE980LatwWCXfqJj2x8dUJagsLyzHoP2sCmoxbeD7/JM +VGMLBo/9r5AVZdrBrMTeMqENA93HQeniVW2g5Fm72a0Tg4iIrVF+jm0wSohL +W9OLQZXirUSB6E/wPmLuYm8/BmkYtcBO8hMk6DmrvBjk7UeX+Ng8qxX8Zpq5 +V0YwYBvkndin0grm2XtLDccxUBnsJP2Z0wJ/OD65Kc7zJVZ1/UYL2RbgF1nW +p1AxSOq/H7M3phnGG9wF3tIxePRXSfA+dhN8vNH5KYSBwaZEoWOKBk3wRO1A +nBUbg4SAFnvBiEbwp6TYKGAYPM3sLn9e1gAWTwWkPn/m1avMISW7ox52WXhP +1M5iMFN+6MdsVR0I8PVlxc9hoKGfwc26UQukd3peLgsYTN5x1HhSUAWVXi/U +NZYweEu4UFw59h6eym/49sunxQsdRs+eDEFrPWl2+784EnreJJ8WTjEnof9b +zt44eOoyCb2PgBsS/vseCe1nXy7/3sanJLRf/4a9y29ekdB5PPT7qRMfSOi8 +WjWufo2tJFQPTxXTzZkDJFS/499DvL5jJFTfrV6SNa8XSaj+Ah9epo6tI6P7 +Un3Fd5EjTUb3qSGnfo+mREb3TX6swIlUJ6N+8a7am3TWmoz6ydfKjMK6SEb9 +NsGfXsC6TEb9aPpd3qcmgIz6efbMlwdRj8io3/FOm9wy0sloHuLfdmvcfUlG +81IuqzRo8IaM5ukFjfyQPUFG86ZlY6PnMEdG8yjT+MXgFT8Fzeu6FLlcHSEK +mufDH00XP26iIH2wulgVM3yQgvTDo0eqs5Xnu//pS4LevFywLQXpj376jkoL +RwrSJ+IhwnMRZwrSr4KK2KPJ6RSkb7t+27CcU0VB+hent/bsgQ4K0kfRtkDM +uZeC9LN2+I4/d4CC9DXTIjnsxjAF6e+lCLcBrigV6bPbq9Jt7apUpN8fm+JM +Lh+kIn3PKwBm7mEq0v/bzgeg4QgV+YOs6InMYSMq8o+ga05P1a9Tkb9MMY06 +G+OoyH/2XJxIxSdTkT9JpVXHtGRSkX/Fs/vtarKoyN+6+OYqSnOoyP96unZ2 +9PVTkT8WGzDvSrKpyD/zwvtmN85Rkb/W5R/2uPWTivxX25I0or5CRf7sTZO9 +TeGjIT7ISKpykH5CQ/wQoG1oJSMzifgCmsYYI6mTiD+ygpR7pzfQEZ8EL+nq +td2kI37pLb3zqYBCR3xD8bD20dafQvwjmZPcEZk8hfjIIsRqvo4zhfjJ5ohJ +pY3+NOKrbgGRjjOPphF/KX4IKjo4Mo347G9qPAWvzED8ZmCYJmPgzUB8p5VI +c5YvYiD+O1grONfznYH4sKE62dVai4n40bfrfmvlDSbiy+CUl0MVH5mIPzPC +CgWPfGciPg1NH1fI1WQhfg0e7u/C+bAQ3+o27Ui5kM1C/PvkloBUMomF+Dgt +sAevI8FG/Hw7ct6zyJKN+Fps+9MQtUg24m8nNbFBv49sxOcnVN8n3ZphI34f +8F6jEKPAQXxf1DqUfdaWg/hf1Uvazj6ag/KBuUpWYPr71fyQcVLMPJG5mi/+ +Ob93dv02LsoffNr1OLwJF+WT2ZAI14P/W80vyppyExbPV/PNyfivhCX8av5Z +DAz3mFvhonyUW6c23aW6mp/u7Utn77NfzVe9hjivxyGr+eu7v/Vx+/zVfBay +7RAnibia33QZoU1DrNV893bKWWTm22r+89YVJfxYWM2HrZZ1SUFLq/nRe42S +ffXyar50Nx5Vc+b51jb/fXlfefmzX1zv5y8f+y+PTrYYLv1a/x+FKaNV "]]}}]}, {}, {}, {}, {}, { EdgeForm[], Directive[ @@ -10796,9 +11283,9 @@ jbxNxdJqvnQxGFZ2WPGtSe//5U9ao97ivz72X7/HmuQ= Opacity[0.2]], GraphicsGroup[{{ - Polygon[{{2.040816326530612*^-8, 0.999999994897959}, { - 2.0408163265316807`*^-8, 0.999999994897959}, { - 2.0408163265316807`*^-8, 0.999999994897959}, { + Polygon[{{2.040816326530612*^-8, 0.9999999929794168}, { + 2.0408885814289897`*^-8, 0.9999999929792361}, { + 2.0408885814289897`*^-8, 0.9999999929792361}, { 2.040816326530612*^-8, 0.9999999948979591}}]}}]}, { EdgeForm[], Directive[ @@ -10806,64 +11293,64 @@ jbxNxdJqvnQxGFZ2WPGtSe//5U9ao97ivz72X7/HmuQ= Opacity[0.2]], GraphicsGroup[{{ Polygon[CompressedData[" -1:eJxdl3s4VPkfx8elRcq127juiIpCtZVb+YREkRJCRKEI2YhfhDSFpCxbcr+V -S1qFLSl3FalWrrkkMXPOhDEz52hXhix2/OGc5/n9cZ7znGfmOef7/Xw/n/f7 -9aZ5/Hr0tDCFQmkXXIv3scCxzka2gzGrxXRuYQEHUTOF88PUHXB636C2u+D5 -l9y0rKfUfeAvouFUP4+D1Ye+J9lUe3hr8zI9Yg4HRy9+3W2qF/gbynRO/8Dh -i+51swRqMDwZdZee+I5D3urDsfHUaDBkX23+xMGBLv504w1qMtDX7eal9+Hg -5HyvbOJbAUwF2h1wKsFBcoHuaqFSBt2mFN87dBw0bLGx1zcr4Nq2XO42Jxwu -thlA2mQVFL/UHmvTwmFtheyQkFADzF6K8eYvYFCJmLW2734Fh5P+6ZzrwOCV -b7aiM7cJNu5QGba+j8H3DXukH59rgUl6rIfe/zAQnimRUdR4D0L6rygd5hjs -WjhZaVfaCrdP6ExKrMOgNXpH2xutdsg7LGuVNs4D1STOzEOsA6w0Cy7lvuAB -hz881LO1C7R8FR2dbvCgYLzmvdRv3VD+9lOhiwMPpJQf4CzWR+j1F6HF03hw -6+yzM3nqvXBI60V6+AQXpvaWsHyi+sBNW7b/fDUXgrc3Vax53Q+yP6fSta9z -Ybi06WYnbQAir8/4lNtwYdb3Y6bmpc+Qd6mrw2ANFzabiM2fqRmElHBRhUwG -Byzu07z/XDsEhs1qWacKOXBR2V2N6ToMVwZ62ijnOLCF6yDZd4gBV3OHaMU7 -OCAvPSHe9IMBedFlYnunxkG0IbNsfRYTrmQVfaqpHge/HTWfJKwQCGi7+bY2 -dBxKDnjk1U8h8Lo+08Nu1zh85yjIjKSgoNcoxu+aYsMzOwuR5H0s2JXGclct -Z0OUZUxuxQgLTExzlEz82UD7crA/P+Yr/IomIR0b2WCoF51M3T4C66siyvU+ -j4GrSvuMUPcItItKtx77fQy+v09AztNHwX6vea298RikiboFH1UfA2u67cxL -3ijIDz27L9w0BtQHma3XM0dhWSTd3iCQDYi33Tl941GgPHQrQ+TGobvi8rtS -ZASCMsoS5F6Nw5U5Q6P3YSNQtzlOXDaAAwURG7vHJEdA9mDQlqtSXIDmL+zP -2V9hULujO6yWCxf0TW2VlL5CeQ6os9x4kJde56yYwoITZbtkled5cI6lHIkI -saDy+LRUBwUDfRvGZ90FFKR+ql5xTQSDlyV7vMP/RaHRdY84WxyDP2I+Tq7g -o6C2fN9ChTwGf5qMR1G5KIx42fKsNTHoalNv/diDQoCC/7sIewzahPg1FQ9Q -eNOs3aLriEESt8exoQAF1UC8CXHGQCGnPr7lHgodLUGNlu4YbPEczu7IRGF7 -SNjzVb4YjI6bfWhKRIHfHlv4KAqD8BC3VN2LKFyJuUcf/AMDZZlD9wbMUFh5 -UezgqccYRLrvhNd7UcjwOSc3UiZYbymMF+9B4amVQT5egUF1c6K5n55gvbKd -TcINGHg9rFj3lxYKVjkUcc1uDM7EevViMiisee7+W8gsBvesM6NDBxDIL24+ -9mMOg8aBy4FYLwJbMzarRlFwkHl/CXfvRuBAJL8sbhkOSUbLXHa2IhBhltiZ -KY3DpuWS8w/qEEDa61e9Wo9DaU3C/sxcBB6PKWdKWePQt7vzvrQ7AnHZMSeH -bHAwzlWrtT6OgNdRnkapLQ7JRjMqVxwQUKqtLT/kiIN3l8KHt4K+jk90eXPL -Awdbz7r4AT0EfHalf1sehsOeaovZ6pUI7ONQng+E4/BTlkqxgTgCqnk+EX9c -xkGp6W+Th8II9Eroix2MxmGXvb2RM58J5l96lW4k4pDPYv7GHWaCWvQqS7Ei -HJ4ra/SbPGbCvH7Eyr5iwf6etG+NKmLCJx7aVSTQvQ63lV55uUxIcnx6Yv+f -OEwe+/tW3O9MWNA6eiGmFgeLKdVzDReYMDBcpe/QgMOwcG4px48Jlcm0efVX -OATYHkQ4nkwImJ+Ia2rBwb9OJ93FjgmDnYk5It04MO/QeNd1mfAilu/Z3YPD -VhXdaywNpqAu7pr5/ThoPRTy5CkywapQp8J0SOADVUXZX35iwobjKWFyTBxW -+1IbHs0yQFh63hhBcTgwRfedwhlQHfrhHZ2Ng4+mhfy9XgakaO9MtOUK6tHg -cb7pLQMCkSx7Gi743bgHHa5igHWqqMK3bzgEvtaZf/yQAZus/YcbJ3HYViys -05TKAFGhjwVJfBw6KZ+kfr3GAMYzI9+TAl+ZL1zRf8SPAbW++bpbBb5jXsKK -QawYkKoq+X3Rt4wUuX/dpZDPaaplvzwS9NfS/4PuPJgIGEaI920IWW+QMIIQ -3yu5fyNUiocQ6zmqSEvX+gch1tu296zSv9MIsZ8WtnLq7XmE2G/HdOLhaRGU -qIeXklfiDgmUqBd9WcZmc3mUqKfMnQ4qbR1K1Ls8ztMGVUKJ81ARmT6wfgNK -nNe0MyevQDBfS+dZsF/tirwuSpx3Z8NOEW3BvC71A+UEf8tpS5Tol6qbboUB -1ijRT4493VH+R1Ci38Rc1lbOuKNEP7a/cI+P9UaJfpWVj3wHfijRz1nZ448m -AlCi31+uzTf1vYkS81AqcSFDIh0l5mXAR721Mhcl5mlFvL3FsnyUmLcmS1qs -TRFKzOMdr4wedgNKzOsbz3eXDrWixDz7+9UaenehxLyH3XrqHCDQyyU92Peo -ojqwHyX0QklkeP9mYRahJ+IvZKRV17AIvRmZYqV9VWURerQyO66hVp1F6NVZ -68iTGhtZhJ5p7raQu6XJIvSuTbQPpRxmEXoYs+7YD8VTLEIv8xeMTZb5sgg9 -bT7tpxcYwCL0lqkzKld4nkXosaiRTVxfEOkv9kfKmcXzLMJ/dF3PTDgEkv4U -bh4tFzP4lfAvzsT2MAkL0t+mrqVshXzS/+wsS0P6KaQ//i2aEnPZhfTP1+hc -fUIJ6a9KZoXXhOdHCf91pNSVOFiQ/qxW/PPaxkTSv4tymAfGBsYIf9fvv4sZ -q5D+77+JczXCi+QDyTY8LjWf5IfgwCenwhE2wRczP5tKHlEn+aNLPm3+qTvJ -J+qbHILkckh++euusumhwXGCb6L0djPyVpH8o+CS8C/rMMlHj11XmifHkPw0 -FWl6LLiGQ/BVuvbqCr1JDsFfRyoL+xs3knxm53wsXMuN5DeqtJ1FQzLJd3ei -23LOvOES/Kf8xtxh6AeX4EO+sZtmhhbJj/xVlU60EyRfUu92H8USSf6MKNjW -pV/PI/g0JCor3BjnEfw6UiPLHlUk+Tbz7PIFviXJv6HWqqsrQkk+RqmhCnsL -SH6eFRM7GdSFEXz9S9Tx1gUKyd8vck0MYjaTfE7xmDW870Tyu13IzY9ddJLv -57g9t4NLSP4fqfJ0yOsj88EJnauunzlkfpC52xC8mB+W8sXaPa7ji/liKX98 -GJDLW8wfS/lE37DKeTGfLOUXWSVTncX88v/55j9oE7YW +1:eJxdl3k0Vvkfxx9SRLZqGhRGMUWWaoQYfUJSSCOKFik0jEhSI1I8QlKhZZTs +kixZGspOWca+78TzPPfesTzLvWpCEn6PP7r3nN8f99xzz7nn3u/38/183u/X +W8nJ6+h5QRqN1s6/lu8y3juz/ps8trd3rcG3pSUChEzkLjFkteH8/g8ajvzn +X5KexhfI7gePFSr2lYsEWLT2/50gawsNVu9jAxYIsHOZrXgo6wIe+lKdX74S +MKJ12+S+7BX4e9xRcmqagOQfjoRFyIaA/mRw3SCHALpIwdY7so+BLvMrL7af +APsTKXlTH9NgxtvmkH02AWJL9NNmCnnQbUxzf0QnQMUan6i5Wwi3diZxd9oT +4Nu2B55+LoGM9xoTbWoE/FgoPSogUAXz/qGus0s4vEVMWtp/rYYj0f91LnTg +UO2esPEEtxa2aiswLFNxmP7ZUDLHsx4+08OcdP/EQXAuW2qjShMI6FXTOkxx +0Fk6+9YmtwUeOmh+Xi2DQ0uIdts/au2QfETa4imbB4rRnLlMvAMsVNP8k4p5 +wJlljPbu6AI194129nd4kMYua5KI7Ib8hsEXp47xQEL+JYFhPdDnsUIpQokH +9/5483uych8cViuOvT7FhZl92ZhbYD+c0ZAeuFTKhSu7ags31AyA9E9P6Bq3 +ucDIrb3bqTQEN27PueVbcWHevSdO1X8YEv27OvZs4MJ2I+HF38s+QMx1Ibk4 +JgfMUpVcX/84Cvp1m+PPveCAr7zjZtZpBgQN9bbRPDmgzj0m1n+YCcFJo0oZ +2hxYJzklUvuVCckhecL7ZtggVBWXtyWeBUHx6YNlpWy4oF02uNoCgYttdxvK +r7Eh+5BTcuUMAjWVcU42OmyY5shJjcWgoPtOeLZrZhLe2JiteLwfA52nmKNi +/iQEHgxNKhzDwMg4cZORxyQojZgPPA/9F7zQaKRj6yTo64Y8lt01BltKAvJ1 +hyfgtEL7nED3GLQLSbYcfzAB0033kUv0cbDdZ1puu3cCngqduXJUeQIs6dZz +73njsG70Tapg7QTIvoxruR03Ditv0G33eE8C4mrjqbd3HGiZZ/KQtWzoLrzZ +mIuMweVneffXVrMhaEHfoMlvDCq2h4tIX+RAWsDW7gmxMZA2v6weLMEFqBuZ +HE74Fz5odHT7lXPBR8/YetOmfyE/EZSxMzxIjq04sTEGA4c8HWn5RR54YPI3 +EAEM3p78ItFBw0HPijmstYSCxKrSNbdW4PA+29D1+jcU3p02FJkUwSErtOfz +mlkUNovuXypch8NrI3agLBeFMRdrnqUqDl1tyi09vShclPNoDLDFoU1gtqzw +JQr/1GnUa9nhEM3ttatKQ0HRm6hFTuAgl1gZUZ+CQkf95XcHHXFQd2YkdMSh +sOuqX9F6dxzG2SattVEozLaHvXgViEPA1TNPtHxRCApNoX/IwkFe6nDKkAkK +4r7C5udycLjhuBtq9qHwzM1z7Vgef725wM4wRKHAYs9zohCH0roo0wu6/PVK +d9YKVuHgklko06yGgkUiTUS1G4ffw1z6cCkUNhQ5Rl6dxyHFMi7k2hACzzPq +jn9dwOHd0E1vvA+BHc+2KwbSCJBq8iccuxE4dGM2L3wlAVEGK0/tbkEgwCSq +M06SgG2iYosvKxBA2ivXV28hILfs/oG4JARyJuTjJCwJ6P+1M1XSEYHwhNCz +o1YE7E3aXG55EgGXozyVXGsCHhvMKQQdQ2BTeXn+YTsCXLvkWhv4fR0Rdeqf +e04EWDtXRAzpIuCmE/tR1I8Aw1Kz+VJxBPZzaEVD1wlYFa+QsUcEAcVkt4Cs +mwRsqv1klCmIQN9qPWHzEAJ0bG0NTsyywHSkb9OdKAKeY6xILoMFm0PWHxRO +J6BIXmXAKIcFi3oB4v0ZBET/3b4jMJ0Fgzy0K52vex1nxF2Sk1gQbVfgcOA1 +AZ+Pf7oX/oAFS2pHfULLCTCbUfSs8mHBEKNE71gVAQzBpFzOBRa8fay0qFxN +wEVrc4TjzIKLi1PhtfUEeFRoxp6yYcGHzqjEFd0EsB4p8W5rsaA4bNa5u5eA +HQpatzAVFr8ujqrPBwhQyxRw5m1kgcULzULjUb4PlKQnjKxiwc8nY/zWsgj4 +wV226tU8EwQlF/ciKAGHZujuMwQTSq+1NtInCXBTNVuX0seEGI3dUdZcfj2q +nC7VNjDBG4m3VSL49d7bizJKmGD5REju40cCvGs0F3MymbDN0oPx7jMBOzME +NWufMEFIoCctepaATtqghNctJjDfGLif5fvK4os1A79dYEK5+3OtHXzfMc3G +QhELJjxRFJte9i2Djdzmv2jU85UeU90CN5R8f5oI3BzshZLfE2A3qKlcRcn/ +ifiYbLD3R8n1BK52KDAORMn10pfKRmdvoeR+zga65QaHo+R+p0WmvNn3ULIe ++1rn7bUfoGS9GBPfNG7EomQ958NmAukJKFnvrl+I7T78+f1+Hru0AtqUM1Hy +vNLFs46Mv0LJ82x21LWPz0fJ8/Z56b0wV4mS/bD7c0Epuw4l+0X9iMH5Y40o +2U8eMpo3i1pQst8C6utOfhxEyX6M1zzo7cxEyX6NEm98/RBFyX5+eK68uGwM +Jfs9Yv8fQfp8vfs+Dwun0vNXiGHkvLzIkjBrk8LIeXLwf+CVsw4j5w0ag1PC +N2DkPJ5oQ+JH1DFyXgt+Oni8SBcj5/mQYVCjtCFGzrtvjuuzUsBIPbDsCb53 +1hgj9eLVz/c37HbFSD0xDD4gwrmGkXrTfWXb6kQ6RuqRU0LlejwUI/XKx0Op +dV04RuqZw/uTgnoRGKl3+kdNd5RmY6QeyqrzehbKMFIvZ8Y8vwjWYqSe/tRT +mrlYj5F6q3tXvvtrI0bq8b4yI+Z0M+Uv0o8crOQsKP+53aJzubaQ8qfIVdo1 +V2Qo/7pU51p9MIDytyzaztOG3ZT/FdaxbKa3U/5o+JeK2oFgyj/HzHuIljbK +X7/8ViKKyFP+6xv1jePuQvmz5pdvlsZZlH+zG9yNuJ8mSH83ExO3U9em/P+R +Tkuz4zWKD9Y82iZR84bih2YvCY7of5MkXzBuzilb/ELxh2gkq9jek+KTAa+u +xPNZFL/cOdehen6cTfKNho+sQY4CxT/GnZFuk/YUH9m9tkoqvk/xk99c/au6 +ag7JVwqiNvolXzkkf2UV62s81KD4TP8iy8TKmeI3zcitfxrFUnwnnNZjc7aJ +S/KfhfS2C0cXuSQfKnTFMBI0KH6sCNZ0LnKk+DJ7eMRX8SHFn1PpvQs/vOOR +fNpZ5N/cNMUj+fVuRmvcTnmKbyUUZbasNKf4d4vJs13hfhQfp9rpeo+lUfy8 +WKAbinfhJF8XZzIm7AQo/jZMjvj2fjvF54N4WGa9PcXvqV51s+N0iu8rAxJo +N7Mp/s8elruW2k/lg9VR6tgwh8oPNlsiYpbzw/d8YT7R9Gk5X3zPH4UimqnL ++eN7Plk/AyeX88n3/KI476S5nF/+P9/8DxRXx0o= "]]}}]}, {}, {}}, {{}, {}, {}, Annotation[{ Directive[ @@ -10921,45 +11408,45 @@ fOXZxafVMLHB8mwX4yvBaP7Oia9F7yEu1px6Z5xAyzCJSr3EQPebHZ5OUwT9 RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwtlXk81fkaxw8p2izVNB3rPZVpKFS3UOKT1ChUV0grjVSuUFpu2eIU0crM -uErHmiUyodJmT0eqkTVr5Zzz+504zvL71lyckYs587r3j+f1vD6v55/P83k9 -r+fN8Tu245A6i8UKUdVf3eWQpLV20MvhU8OG8clJAkno/7T4/1rDSf+4gL0K -hzZ+sPBV6b9n3kx7yN6IoCmmu6onCFzfdj1IZ3vi1bbnqZHjBN7+yqqf2f4I -Wqvb+sdXgo9W8U7X2KfwYMBX5/MwQdY32y9eZsdi7eD5+h4ZAVfr4ZJL7GRw -F6xTpHYR7NqdXfL5Sy5GQj227CoimDnJ3edsXIL2DazAX7gEpu6M5MWVMlxY -kSlfsYvgTNMa3Bx6hoLnFpImc4Jvy/T61NRqMBYed0Q5yeAx5dTYvK4O25P+ -0zrewqAuMN1gt5yPJauMBW63GQx/Z69zL7gBQ9yLfjb/YqA+WqRrYPoGarZ1 -rJZNDKwnDzz2KG7Ez/sth6YvYNAYu6rppXkzsrbrud6UKmCSJBstZFrgapYb -nvlUAZlS0NexvA3mgQbeuy4pkCuteKN9vR2lr3ry9nopoG10h4jF79AZNIVz -maPA1X8+Opy1uBNbzZ+mRnyWY2R9kTggugs+Fnrdx8vlOLWSXzb/RTf0/naD -axEvh6CYf6WV04uo+NGA0m1yjAW+45mFv0dWeFvLmvlyLHXUnDhc8QEpERr6 -PKEMzrc5R+5/24e19QvTfsyT4YyR70LRPgFiejuaWMEyLJN7zezaKsT5zD5O -wSoZ5up81uJ/FSIrtkRz/YgUGjW8kkVpIsSk5fdUlEtxdFVFz3RXCiFNV15V -npWiaItfVvUIhRfVPD8PaymGZfq6/Sk0bGo1lW0jg3jk4TwleaMY1jfFvial -g4jeHJdZ1i+G44YMQ8egQXA+unTnxH3CMTqJalkyiLU2scnslf1Y9Cyy1Oa9 -BPuMm0fV2vvRrKHTuPMnCYbfXKOOcwfguX5TpaeDBDc1fE7tWCyBG9d99Lli -AHP7Ht1W50vAvsNrjOcNYGoU13NN6CCoIx7Btg4DYBX6lFBzpGgvO/e6mOrH -iVsl1+bUSREzvtbuTVg/qpYmaOmFyJAbuaRdMrMfei4nlp3XlgP1Hwffp3/C -B4uW9rBKOU7abnA3NPyE0gwsFvsokJVatdsgRYz9JdZ6RhMKBIuNoig1MR7v -+UO7hcXAdpvwvdUkDe1p5bMuTGHwvMj+SMR/adTus9ca1GJwN+7d0CwljYUz -Nk6WzWVw31EazZbT6Pd3V7iZMWhrWtz4roNGiH7Q60hPBk1qyoqyOzRe1ls0 -WHkzSJJ3eNfk0jAJJXxqNwP9jOrLDdk0WhpO1G72ZbDsoCC9hUdj5emwJ/MC -GQxInd7yE2komy/m/RrNIOK0zw2rMzRi4rK5H+4yMNLdmt3rRGP2GU2XH+8x -iPJdjRfradwKCJ7TX6LyWwxpgT2Nh65rckgZg/L6xE1HbVR+9Vr56jUM/AvL -FvxmTsM1g6Vl1s7g8EX/TkaXxvwnvtdPjzHIduPFnu2lkFNQv/PrOIPa3nOh -TCeF5beWmkSzCHTfhBPfdgpbopQlCVMJkuym7l3dSCHSKbGVp0Pw/YyZE3eq -KFDN1fPqFhEUV1z7gZdJ4Z7EiKftRtC1rvW2ji+FhPS4A33bCBwyF1a67aHg -v0NhWuxOkGw3ahzjRcGwsrJ0qzfBkTb9t69Ud305ce/Lq34E7gerLvfaUAiw -Tv0yI4zAvtx5rHw2hY0y1pPeCIJpacYFa7QomGQFRN49R2DI/92xUJ1C53Rb -TZdYAmtPT7vdShE2few0vJRIkCMWXZcLRFgYO2+zZj7BEyPTbsd7IkzYRs7u -KlDt96B5eXS+CD0Kui1f9fdafGb7Z2WKkOT9cP8P9wmGdv5+NeEnESbNd5yM -qyRwHjEJrjkpQq/gma1XDYFAPbNYdlSEx8mcicV1BCHuLpTsoAghE58T+A0E -QVWWqXs9RPjQmpgxpZ1A9AtHEW8lwtOLyoPtHQTLja0uiE1Fqlx8zXK6CcwL -1Q4qDERwzbMs29Cn4sCz/PSP00T4bk9K2BwRwTeB7Jpfx4RQ15lwoGiCLSPc -wBEiRPnZt6+5gwQBZs5zszuFSLFYneguV+VR43ec/0qIUCrNk0NUc4cOWvBM -CLcbGvpfvhCEvrCcuFcoxPduQYLaIYIVBeqW/BtCaKi9y01SErSyerSPXRBC -+Mgu8ICKKxN5s7r/cVSIysAcq+Uq7mwqEsdRrkLcMJk5/Be37Azkv/2bJcSf -GCKeTw== +1:eJwVlXtYzHkbxqdEOXXAWtPxnWhtkbCpSN0SGxU2ReVQNlFvKnJ4nUqGcqZ2 +t1dlOiqUVoVx6KRkEjadz2hmfr9Rzen3ZTfNpjXt+OO5nuvz333d13M9H07I +3o27tFksVrRmvm7PXYMtNdJNru/rV34ZGyOYFbPo9l8a7pjm/M9X1nE33idk +22PXqre2wRr+ITst4z57FSLHWQU8URN4ve66l8n2w4v1T9NjvxD4h6qqfmWH +InKZYcvfnwne2Z11v8w+iHsDwQYfPhHkfLPhzAV2ApZJT9X1yAm4evfnnmen +gDtruTK9iyAgMLfkw8d8DMf4rg0oIpg8xt3mYV6CtpWsiN+4BFY+zOCzi3yc +XpStWBRAcLhxKdKGylDw1Haw0YbgW75Rn5ZWNUaPJYapxhg8pNwbmpbXYkPy +Xy1fmhnURmSaBCoEmGtvLvS+zuDTdy4Gd6LqMcQ9E+L4PwbaI0WGJlavoOVU +y2pezcBhbMdD3+IG/Lp9wdDEWQwaEuwbn9s0IWeDkVeaTAmLZPlIIdMML+v8 +Y9mPlZCrhH0dC1thE2HiH3BeiXxZxSv9K20ofdFzY+smJfTNbhGJpB2dkeM4 +FzhKXPrvg905czqxzuZx+vEPCgyvKJKEx3chyNaoe1+5AgcXC/gzn3XD6D+p +XNuzCgiLBRdbOL2IOzsSXrpegdGIdp71sTfIOtbavHSmAvPcdNW7K97i6nEd +Y55IDo/rnLC73/ZhWZ1lxs835DhsFmwp3ibEyd6ORlaUHPMVmyZ3rRPhVHYf +p8BejukGH/QEn0XISSjRXTEsg041r2R2hhgnM272VJTLsMe+omeiF4Xoxosv +Ko/IULQ2JOfJMIVnT3ghvg4yfJIbG/ZfpeFYo6tqHZbiga/HuJRVEjikSYIt +SqWIX5OYze+XwG1llqlbpBScd57deYnvsZdOpprnSrHMMSGFvbgfs8tiSx3f +DGKbedOIVls/mnQMGjb/MohPry5T+7gD8FuxutLPdRBpOkEHN84ZhDfXZ+Sp +cgDT+x5c1xYMgn2L13CWN4DxcVy/pTFSUGG+UU6uA2AVBpVQ02Ro4594WUz1 +Y/+1ksvTamU4+WWZ86uj/aiad07PKFqO/Ni5bYOT+2HkuX/+KX0FUPdO+ibz +Pd7aNrcdrVTggNNKH1PT9yjNwhxJkBI56VWBJlcl2F7iYGSmViJSYhZHaUnw +cMvf+s0sBk7rRW/sxmjoTyifcnocg6dFLmHH/6FRs81FT6rH4HZi+9AUFQ3L +SavG+NMZ3HWTxbMVNPpDfZTe1gxaG+c0tHfQiDaOfBnrx6BRS1XBv0XjeZ1t +vZ0/g2RFh391Pg2LGCKgAhkYZz25UJ9Lo7l+f82aYAbzdwozm3k0Fh86+mhG +BIMBmftrQRINVdOZG7/HM4g9FJRqd5jGycRc7tvbDMwM1+X2utOYeljX8+c7 +DOKCl+DZChrXwqOm9Zdo8hZDVuBC477X0jzCZ1Bel7R6j6Mmr1GLQLuaQWgh +f9YfNjS8slh61m0Mdp8J7WQMacx8FHzl0CiDXG9ewpFeCnkFdZs/f2FQ03si +humksPDaPIt4FoHhq2MkuI3C2jhVybnxBEnO47cuaaAQ657UwjMg+H7SZPWt +KgpU05MZtbMJiisu/8jLpnBn0Iyn703QtbzlukEwhXOZiTv61hO4ZltWem+h +ELpRaVXsQ5DiPGJ+chMF08rK0nX+BGGtxq9faO76QtLW55dCCHx2Vl3odaQQ +7pD+cdJRApdyj9HyqRRWyVmPeo8TTMgwL1iqR8EiJzz29gkCU8GfboXaFDon +Oul6JhA4+Pk5B6rEWP2u0/R8EkGeRHxFIRTDMmHGGt2bBI/MrLrd7oihdoqd +2lVAkHyvaWH8TTF6lHTrTc3faw6aGpqTLUay//3tP94lGNr856Vzv4gxZrPx +QGIlgcewRVT1ATF6hWVOm6oJhNrZxfI9YjxM4ajn1BJE+3hS8p1iRKs/nBPU +E0RWLUjf6ivG25akrHFtBOLfOMqzdmI8PqPa2dZBsNDc7rTESqzpJdg6r5vA +plBrp9JEDK8bC/gr+zQeKLuZ+W6CGN9tuXp0mpjgmwh29e+jImgbqF0pmmDt +MDdimIhQfuT1S66UINzaY3pupwhXbZck+Sg0fVSH7BO8ECGGyvDjEE3frh20 +sEwE71Qd448fCWKeLVDfKRThe+9IYc0QwaIC7QWCVBF0tNrzk1UELawe/b2n +RRA9cI7YofGK+saU7p/2iFAZkWe3UOOd1UWSRMpLhFSLyZ++esvZRPHH/1ki +/AuOP5wE "]]}, "Charting`Private`Tag#2"], Annotation[{ Directive[ @@ -10967,41 +11454,41 @@ GCKeTw== RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Line[CompressedData[" -1:eJxV1fs31HkcBvDJ5WBtLqPSuKQpXdBtqy2q9RSJ0M2lUm5FJbU2lhOLtcq0 -SnY6Jckt29BNmVqTsmRaWZ1aERJZkfl+G3P9frQbg9ZY++P+8Jz3ef6A9+vh -7v/G74AOi8WKmMx/1/uArPWxPNCVfuo2PjFBIIv9f9dztzrWx1kJcxu3JWGT -fcWVvMJKzkY4r6kOqtMS+Lzo/KWIE4AX3eySlHGCXZGaR+c5kbD8KlgxMkbw -dumP7tmceJhdFMcPDhGUTN926gwnAyFLTgT/qSRIN6xccJqTA2l1RGBJJ8Hu -oJ+Fgx9KMa7qOB9fTmA8kR7sOUsI/4SsV23pBPN2MLInWSKw9n9ac3U3wfFm -F+R9rMbDKxtceE4EliLz3ilTxFiRtqdpgkVQJXFvallXj08GBuFxbQzqo4us -g1QNoDiJVutLGQzN/8r0ztdPkehrN12UyEBntNzMet5zFBz+bELjxWDVRHiV -f0UTpDXm8gFrBk0ZK5sbHVuQkFaY7ErUsDunHL3JvERK6RdtznVqKDV9vR3L -2sC52O7H8NUoVdQ8N/mpHZppVbu5IWqY2F4nNP0KGtdQh3xHNc4evn+wxP41 -bBs9AnvHVBheX05HpXXiQkZz8cFGFeKXN4hmPOkCx9TfU5yjQl9FQ1Yrtxv+ -QTuTHUNV+BT9qsDhuz+xvaqs6/ECFZw2GGgP1vTg8uLpotUflfC8yj10z7IX -w6luO+NrlDhuGzanP7gPd4KneuTwlFikCjTu3PIOVnuz/6G3KWFhOmjYMPYO -aavXvSuZpoSeuEA4t7Aff1y0ddvSo8CRlTVvjHwksF8YGMcuVqB88/6SumEJ -2izytJVhCgwprcykuRRGZ7sZb7dX4L6/p27ORhrxsb/sS5bIkebFuyKS0jBu -JpmXBHJw33p3CXjvcXSh8kRKpBxrVmfkcJZL4dx1kXGdJUfwrJbRKe1SXCvu -3yzrlmHoebbkWPoA5tyYbfmYL0OeXmi8n70Mu1iPygM9ZbDovX9Vp0EGG/ey -kzraAeinpge4xMrxhBqvyy4fAOtmqFDCVuAvvVze93sHEJcvzGbXK+DvVZHQ -xRrAI6dMQ/MYJYZP5i6DQApz77hFJ0xUUA4uTzLylKJn8cv2pFoVkj0y2Lye -97hbDHs6VI2lwQcHA2PfI0S4ytxWq0bA9rv9N7Q0fuD9nN5zi4He2q2ZnXE0 -ph438N53h0H/kgF22TEa+VFfs6VCBr8fOLI6NoZGpY+LgIgYCCZcN+hH05Ca -tzboiBnwZu4cs95Hw6eYZejQzqBZr5NibaMx40HYTwmfGDis82SfdaAhuPH7 -zrFxBod9U8PnLaCxLN/JLm3yD6YWZYpr7WlsTtUIM/UJpMN03ns7Ginu/NYC -UwLDh2amdjNoSFrqptXPJbDR7dvkpEPjjsy2wMSXYONt0a+xXRQyi3jhvVsJ -ks5WBsV0UIj0U8+r2EFw9EjtmkNtFGxqa+9u2UXQGPHsuy1NFM7w9zae3U9w -ITK/Qy6mELXq8ofPkggavLintl6jsFHJetCdTPD5mQBPfQEFu5KolFvfE3RH -2TdVXaHw2sjZwDuDoMLo23yjyxQ83r62Oc0n+M1S4BadRWFOxjQvg2sEhUWK -24MxFLTOKVM7bxCYW6Q+wxEKb9RU27VJR1oehp05dYjCuV2VIZvuERjstawa -DaMw4ej3La920q2O9rSj2yl091U7B4oJqrNCy2J8KVTlcLX29QSsEM2iA14U -YrSDmQ1PCVrFX+ouXk+hp5VfrNtOULppzg8WSyk8PKWJaO8gGAlSlpQ6UshZ -G+Yg6CKYpTuyee58Cj5lS0RuvQR3MyO2UjYU5u/JTWL3E5hdeMnhzqSgY6p1 -lVCTLurnO3lYUPg18cWzdDlBpE0kf6URhdzFX/J3qAhejvC3jehSiJUUBnAJ -wVO57aXzWgl8L+lZffhA0Lz+sM0/IxIs9D3a9/gjgZ8197Lj3xLoTXlVek5D -UH71dKKJWoJ399dGh086PT9hrku2VILaaMHSZZOOx124PhjTJ8ElO+Oh/3Yg -z0644vZrCf4FGnUu7A== +1:eJwllXs81Pkax4d03Jai1jZ2sUJbuaQSxbGfoiJsnailNhHZrK0k9khHaRxa +KbRybLklrM1IamdESK3GWtfClG4M8/s1xty+7DbkNnb2df54Xp/X+6/n9fzx +eT+WYdH+EZoMBiNcPX+nT4S459Ho3s8dmW6z8/MEy2LWsv9U8zPj/7OWp+kJ +AdMJFjNhDiFqXn/9agGHuRVLJ7C/SUXg29X/SyFzD7g6DiWJcwSBhycfZDMP +w0fc/sf7aYKBNd97ZjDjEGCVnjumJCj+cNf5dGYKdLPs6NdSApYO57MLzBxU +vjY9VdJPELTvRvXYeBmaEgsZZysJ9OdZB7zMq1ES3TI5wiKw2a0QP77IxUvF ++YrWIIL47k24+u4+3IvTZ3+1JfiIazSoofEQdRUCcaAGwT2hZ+eTfzZDxXFJ +VfQq0BxV+PE+GQ8lgS4xojIFlCvcF1Uda4WVZ966tAQFNKcqF39s0w5Di2VW +C30UcJ4PvRdwuxMXb3blrzVToDPFqfu31U/QU3u6o31MDovL0qkKxVOMlT+b ++/CRHNJJweAzx171PQPxFtlylEka2g0z+/Ag2SG8NkQOQ7OfCU3zYd6bKyi0 +l+PSNzVfF1s/h6/Rym/9VTJMbK6kI5P6oV3GDwhtlyFuHY9r8vgFHDI/+/eW +azIIbvMu9li+guvxYc+d4TLMRPHzV51+DXadq322vQy2W7RVXze8gblegOv9 +aSm8SiyP3P1oEAlTrbdamqWINwtZPnxAgMC7O6/XZUhhJ9ur3//FEDx6MiNH +g6RYsmhMhzc9BPtYpluVuRRaD/OrrQqGceHQ01URIxJ869TwUtdXiBfRvUUR +bAkqd4QVN00IoZc5XBd0TAKl1HSxKJeC4OyUte96CWoCvBbkbKXREW0o1ftz +FEneqde5IhofXFlp+LhmFJYDPi9KU9/iinNnR8ipUbi6pOQw14ngpW8QaOc0 +igPmT6Y0+kSQ/B61RfaHGMr2DOEJ1ggc3s/6ebDFuKp1MM7fWoz4rFlp1GEx +lgzWlGjyxHj/r/t6QjMxFp5h7dkUMwqRD590do+AUXGwWmgsgfv/bFZvTx7B +ybzqDONmCbgtwwFK2xE8sE3TMTouBZux9oC7eq+Rz0m7ZEMZTrQcafZOFOGN +/dO+hEYZMv/h9DhumQh3imBNH5Tj+07nkzzuWwRXOxuZqeQwuhK809T3Lc6l +3mC9YSuwuWHLkLKDhkG8ts+hKgVcLpr1TbfRyIs8ZiyqVuBTfn2FqpUGx3dT +KeEqMCE69l6TR0Nk1MPTfKgA007On2ug4VvE0FnVp4Cr/zbH+koaJrUhmd/N +KBD8637Njek0Sm+2fDk9p0DsUcuuJWk0HPNsLZIYBGGFTUsVqTR2nJmsTltI +0Be3UreIRSPRM6snfxGBe/J2HekpGsInTUubrQhurcgw2XCERpXYLN/Qj8CP +n3wp1INGWmFq6OBOde+qjuTVg8Zhf7nN7d0EO9zPtRm50/iksfHOF4EEnE+9 +v6x1oZGe9dVvl8II9nULCwbsaEQ6XxvXSyBAW/KNNBMaW6WM2lf/IQg+/UN0 +1RIaFsWRieyzBD+xDb26F9N4rrtR2yeFYO6r8jsL9GlsG3j+yYUsgvSt35xz +naewPGWpt3Y5QfahxroGEQXVxkSD/psEWQZtd7MpCi/lVG+52iMFDt4x4UMU +LgdygrffJUhsbdk//pLC/Gr/2NRGgqPLHM7WdlJ4Jbi/ce9DArtdbhF72yjc +y7FUWTcTbHjHqZe0UDiuGkvjtRLE/hwzN9VE4U1PVtGCPoKOEJeggjsU6s5P +hvc9Iyg3YO8auUUhxy1kVekLgnVrErutKyj4/uTA9Rgk6F1PbGNvUFixPzfB +eJhg5vxEEquQguYi1edCikAgnrU/c41C/amuNtYoweaumSCnHyjk2m/I2i0j +UOqMxUguUYgRFuyxJAShSZG3k9Mo+P2oZTo+rvbqfMPg5H8prPQ7Knj0jiBJ +N5jjkURBS4NfdnmSQCfW0yToNIWhGreoULWnNSS/r7b5jkJjVOkaR7XHlSRp +eXI0hR8t9JV//4E4/jYXTiSFvwAASEEB "]]}, "Charting`Private`Tag#3"]}}, {}}, "GCFlag" -> True|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> @@ -11094,72 +11581,72 @@ kb1rKV34p/8DUtAShw== Opacity[0.2]], GraphicsGroup[{{ Polygon[CompressedData[" -1:eJxFl3k0VXsbxw8pupWpcjMlyRUl6kqG8mRKISVkqJAoV4jUW6FC5hLd3CJz -EVGGiMo8y3iOeXbOPsfhjFslQnjd9a7354+9ztpr7bP37/f8nuf7/Xxlna6d -ceElEAiMlevfX2OXSVIVw0qnbw9tYXkZBz59Ca8xcTXQP+9SJ7hy/2dKXGKh -uAF8O/YqSHoJB5O2vvdJ4pbQuvc0WesXDtbOs+V/izsDydp4x82fOIyohOlH -id+AAxqpBRNTOKRuPRUaKR4MZXF1wvUUHAIFChUixGOBciLtlmMtDja2aXlT -X9Phcn7i0kQADhuWA88bbc8Dr59MNWk9HOTNuZO1D4vg8ejC5YE1ONxq14S4 -6U+Qy9wUf7eSC78XiYzy8FTCSOg2D/o9LhRj+q0dh2vAlSE7T9DgQo1bkqQt -uw6+jKaN3PjKgR9/HBF659EIwTLBextyOcA7lyMsKd8MoXaGlbddOKC+7Fhs -kdsKmTJRpiI7ONAarNbeoNQBpRsIlluG2CATw5p7wyWC21lNre3RbGDNjo32 -qHbCNhXBwwpGbEhnljYLPu6CakbV14lZFghKZ+I0WjfY8/MtNWex4NFfHy6n -7uqFZCvxoMYLLJg5mkNzvd8HV3eK5vJsYMGNA3VFYrX9MGBXH2NXxoSx3LqH -JNlBGIsdlgx1YcKCW3eCou8QaDIO60YLMmGPLv/S5dJh8Dga1NxeygCjl7JX -Cn4fBbVltZqDjgy4Je2wk3J+DM5dfFJIFGDAXrbVhr6TZDjYPvqXQcEkbBaa -EqibJ0NAfKC/4OlJ4KtMyJNLpIDeE7mIbd8n4Kpa6cB6EwweXDygXPxwAnJO -OKVWzGCgXpb966zcBPxgSQjTn1EB1+q/dLCSDh8sjNbEGtAg3e0y4cwpOtw/ -HpJSRKdBn/onqXvUcZAdMe5/FTIOewy3u5z+zzhoHQqOFT9Ah4n2dk7UAg3O -b++Y4+miw4H6WeeoYBr8aI7CvAInYAtlOVJsiQpxfPY3zuyahIhyK/0KXyps -Hv3wkrduEtar16S3fMdg7d1AS01vBjTQj5n52GJAeGOfh4ky4W3GjursKgpc -f5EXJVrDhAvzXo7lQhQo3xMuIOLJAtlsk9I1lmQQMb6+N0iQDUZhgri70hgM -KxO77pSxIcjfYvGA4wjkJ8Mumj0HnNrk9370G4Lvvt/5L17kQK9geE2NzxCo -W2eyRi5x4J1nZ2rT1SEoFRIq7HPlwBluhVjDuSFoCBjVbbnOgY6t84Jh2kMw -5HTX4X0oB4pzxnZJzA/COoXSFwErfXk8OGXIyGcQLuSpi0gvcaCG5+b7exYD -UGz3U5BI4EKD6RUzvRMDILju88YHa7gw9URIblFnAKrOHxFgCHChSuy6vI3S -AOz8zWC5aDMXgoj2x9IIA0B3NueYKnJBQ6HgrXtOP3hKuH/xt+RC77euZK25 -PmioV25UsebCwlRsbAmnD2S88TrMlgtarBfhu7E+IDZerzruwIVp0/Pj4819 -cODmnZItblwQTojIaE7og9mO0Iy397nQKU6oktTug4CQtMDhbC745IrdzPfs -hU23+I0vvlv5foCLi75TL7xw9RCl53HBhMz62WDVC4Ummq/wIi58rH0NKYd7 -gS5CquNdmfPgfU8iH6/vBZNkgoBiFxcetcloqqf2gFiJw+ObC1zIkNhFJ1Z0 -w6us+rPziyv7EWVVLeZ1g+qLPTL3CTg4pAT9KZrWDSfuzuaFr8Wh5O87h6aC -usFfP5qUIISDn+OpWzcMuwHrqNhSI4eDT/Fcnmp9F7yblE4QNMUhREC2endO -J4QnhTiOmuGw9RT95M9/OsH5DEc+1xyHzF8Ti1EBnSBVVpZ/0hoHgrXCsbVW -nRAZfa7hkdOKrm6eT/o6T4LLBrUPz7vgMLgucKCKSgK9OSXzva44kNMjNhq1 -kmDOaX6oxWNFR3u/UTwTSeCqHv/1tzs4LL9VrMA0SGDAIpQM+uFQKTkyvEOG -BDKprv7Z91bWryZ0ZpmPBL3rNfiNg3F4naCZ8riDCIYjvVIR0TjU0Oy4QQ5E -2Bm85Tj/axwszR4zd7e2w5KG/6a+LByISYpyv8LaYYBD7Xydg0PbVa8cI712 -iLEuvHCsAIctt76dZha0gftGSTmxIhyyUq6t3XSlDY5XB02OF6/8P04gVkei -DZaVzviElOEQ831dvIFvKwyOfdKwqsRht06cXfMfrVAcK7u0qwaHluAJqCK2 -gOfSVHhdIw5Pva9T5KRawLjQxiy2GQetp/4pouXNIO9atdm5DYfQ0K3hXnbN -MEyKTl7ThUO5nF8cX8QX+Bg6e6mrB4dknJprLf4FYrUdFF/1r6xHq++pSXoT -eE01cK8P4cDWzT65X7EJTDL2FemN4qDY30b+M7MR/rB7dkd0xZdYFTUbTaUb -gVdoSQej4hDf8zByX2QDjNa68L2n4/Dkr8KA/ex6+Hy77UsgA4dNcQLH5XTr -4ZnywWhzNg6xPo02/KF14I0lWsriODxP6yh5WVwLps/5JL5+XalXsW1iRmsN -7DZ1H6uaxmGq5PDP6fJq4OPpTo+ZxUFVJ5WbfrsKyB+03RzncRi/Z6f6LLcc -ytxeqagu4vCedLGgbOQjPJfZ8ONfnxbNsx0+dyoQ3WtLslv+IZDR84Y5tBDM -hIzet5Sxsf/0VTL6HokwIHjtARmtZ38W776652S0Xu/afUvv3pDRflx1eqhj -n8hov+qVTl51TWRUD1dFo81pvWRUvxMzgW4zOBnVd6ubeOXbBTKqP9+n10kj -6yjovJTe8FziSFLQeapuV3lAk6eg86Y8leWEqVBQv7iX74s/Z0FB/eRpboyx -LlFQv43xpuSyrlJQPxrNyHhU+lBQP0+f/fYo/AkF9TvRfpNzagoFzUPM+w7V -+68paF5KpOX7dd9R0Dy9olEes8coaN7ULS21bWcpaB6l6r7pvuHF0LyuS9ye -pSmAoXk+8tlo4fMmDOmD+aXyyMFDGNKPK50SbU0rvvt/fYnVntseYIUh/dFJ -2Vlmaochfeo7THop5IAh/cotjTqWkIIhfdv924alzHIM6V+M9tpzB1sxpI/C -zb64QxeG9LNq8J43txdD+ppmmhB8exBD+ns51LmXK0xF+uz8pmhbixIV6ffn -+mjDq4eoSN+zc4GZdYSK9P+uw0GoPUpF/iAtfDJtUJ+K/MPvpv1zlVtU5C8T -TP22umgq8p+9l8aSiAlU5E8SyRWRjWlU5F8x7B7rynQq8rd2ntnSokwq8r/O -9l2t3T1U5I8Fusz74mwq8s/skO7pjbNU5K/VOUeu+P2iIv/VMCMPqSxTkT97 -0KTvYjw0xAep8eW2ks9oiB98NPTMpaTGEV9A/QhjKGkc8Ue6v0LX5AY64pOA -RS3t5jt0xC9dRfe+5GJ0xDfYFQsPDZ0JxD/imQmtYQkTiI9MA83nqjkTiJ8s -jxqWWepMIr7q4BNqPftkEvGX3Cf//ENDk4jPrlFjMKICA/Gbrl6ylK47A/Gd -ehzNQSafgfjvUBX/bOcMA/FhbUWCk4U6E/GjZ/vDprLbTMSXAYmvB0o/MxF/ -pgbn8R+dYSI+DUoZlc1SYyF+DRjsaSd4sBDfatXvTLyYwUL8+8yPTyKBzEJ8 -nOrbSdQUYyN+vhs255pvxkZ8LbLjeaByGBvxt72ySL/XZzbi85NKH+P9ptiI -33vd18hGynIQ3+c3DWScs+Ig/ldyk7S2ieCgfGCimO6b8nE1P6SeEjGJY67m -i78v7Jtev42L8gePRg2BaMhF+WQ6MNTp0H9W84uC2vYx05er+eZUzHfSInE1 -/yz4hlyZXeaifJRVrTzZrrSanx7sT2Hvt1nNV116BLengav5a8bb4oRNzmo+ -C9x2mBPft5rftBhB9QOs1Xz3fsJBaOrHav5z1xIm/ZxfzYdNZtXx/our+dF9 -jbxNxdJqvnQxGFZ2WPGtSe//5U9ao97ivz72X7/HmuQ= +1:eJxFl3k41OsbxocUncpWOdmTHFGijmQpT7YUUkKWCok4wiH1q6RC9hKdnCJ7 +EVGWiMq+yzpjG7vZDLN+VUoIv+mP8/pjrrne6/rOfN/3eZ/nvj+3guvfp935 +cTgck/f59W3mPk2oZdjqE3fTFldWMBAwkvKbkNQEo3PujcK89Z/piSklksbw +5eiLUNllDMw7iW9TJW2gY88pku5PDOzc5qr+kXQDgp3Z9ms/MBhTjzSKlbwK ++7UziqdmMMjYejIiRjIMKhMbRZvIGIQIlShHSyYA+XjmdZcGDOwdMgtnPmfB +paKU5algDDashJwzlSsEvx9MTVlDDJSsuNMN90vh4fjipaE1GFzv0oHE2Q9Q +wNyUdLuGC7+Xio3z8dXAWMQ2H/odLpRRjDq6D9WDJ0NhAafNhXqvVGkHdiN8 +Gs8cu/qZA9/+OCzyxqcFwuTD9jQXcIB/Pl9UWqkNIhxNam64c0BrxaXMuqAD +cuRjLcS2c6AjTLOrWbUbKjbgbLaMsEE+njX/iosHrzM6unJxbGDNTYz3a/TA +NnXhQ8qmbMhiVrQJP+yFOkbt56k5FgjL5mA0Wh84CQost+Wy4MFf7y5l7ByA +NFvJ0JbzLPh+JJ/meZcIl3eIF/BtYMHV/Y2lEg2DMOTYFO9YyYSJgsb7BIVh +mEgYlY5wZ8KiV1+ySuAI6DAOGcQJM2G3geDypYpR8DkS2tZVwQDT5woexb+P +g+aKZv0BFwZcl3XeQT43AWcvPCrBCzFgD9t2A/EECQ50jf9lXDwNm0VmhBoX +SBCcFBIkfGoaBGqSCxVTyGD4SDF629cpuKxZMbTenAL3LuxXK7s/BfnHXTOq +v1NAqzLv5xnFKfjGkhKlP6ECpjt48UANHd5Zm65JMKZBltcl3OmTdLh7LDy9 +lE4DotYHmTvUSVAYMxt8ET4Ju03k3E/9bxJ0D4YlSO6nw1RXFyd2kQbn5Lrn ++XrpsL9pzi02jAbf2mIpfiFTsIW8EiOxTIVEAaerp3dOQ3SVrVF1IBU2j797 +zt84Deu16rPav1Jg7e0QGx1/BjTTj1oGOFAA98qpkCLOhNfZ2+vyaslw5Vlh +rHg9E84v+LlUiZChaneUkJgvCxTyzCvW2JBAzOzKnlBhNphGCmPeqhMwqobv +vVnJhtAg66X9LmNQlAY7aU4ccO1U2vP+1gh8DfwqeOECBwaEo+rrA0ZAyy6H +NXaRA298ezJaL49AhYhICdGTA6e51RLNZ0egOXjcoP0KB7q3LghH6o3AiOtt +57cRHCjLn9gptTAM65QrngXz+vJYWPqIacAwnC/UEpNd5kA937W3d6yHoMzx +hzAex4VmCw9Lw+NDILzu48Z7a7gw80hEcUl/CGrPHRZiCHGhVuKKkr3qEOz4 +zXildDMXQvFORzNxQ0B3s+JYqHBBW7n4tXf+IPhKeX8KsuHCwJfeNN15IjQ3 +qbWo23FhcSYhoZxDBHl/rJHiwAVd1rOoXRQi4Fuu1B5z5sKsxbnJyTYi7L92 +s3yLFxdEk6Oz25KJMNcdkf36Lhd6JHG10npECA7PDBnN40JAgcS1It8B2HRd +0OzCG977g93djVwH4Jmnjzi9kAvmJNaPZtsBKDHXeYGVcuF9w0tIPzQAdDFC +Iz9vzsP2Pop5uH4AzNNwQiq9XHjQKa+jldEPEuXOD68tciFbaicdX90HL3Kb +ziws8c4jzqpdKuwDjWe75e/iMHBOD/1TPLMPjt+eK4xai0H5PzcPzoT2QZBR +HCFZBINbLievXzXpA0p39ZZ6RQwCyuYLNZp64c20bLKwBQbhQgp1u/J7ICo1 +3GXcEoOtJ+knfvzbA26nOUoFVhjk/Jxaig3uAZnKyqITdhjg7JSPrrXtgZi4 +s80PXHm6unkh9fMCAS4ZN9w/547B8LqQoVoqAQznVa32eGJAyoreaNpBgHnX +hZF2H56ODnwh+6YQwFMr6fNvNzFYea1STdEmgDELVz58C4Ma6bHR7fIEkM/w +DMq7w9u/psjpFQECDKzXFjQLw+Blsk76w248mIwNyETHYVBPc+SGOuNhR9iW +Y4IvMbCxfMjc1dEFy9pBm4i5GOBTVRR/RnbBEIfa8zIfg87Lfvmmhl0Qb1dy +/mgxBluufznFLO4E743SihKlGOSm/712k0cnHKsLnZ4s4/0+UShBX6oTVlRP +B4RXYhD/dV2ScWAHDE980LatwWCXfqJj2x8dUJagsLyzHoP2sCmoxbeD7/JM +VGMLBo/9r5AVZdrBrMTeMqENA93HQeniVW2g5Fm72a0Tg4iIrVF+jm0wSohL +W9OLQZXirUSB6E/wPmLuYm8/BmkYtcBO8hMk6DmrvBjk7UeX+Ng8qxX8Zpq5 +V0YwYBvkndin0grm2XtLDccxUBnsJP2Z0wJ/OD65Kc7zJVZ1/UYL2RbgF1nW +p1AxSOq/H7M3phnGG9wF3tIxePRXSfA+dhN8vNH5KYSBwaZEoWOKBk3wRO1A +nBUbg4SAFnvBiEbwp6TYKGAYPM3sLn9e1gAWTwWkPn/m1avMISW7ox52WXhP +1M5iMFN+6MdsVR0I8PVlxc9hoKGfwc26UQukd3peLgsYTN5x1HhSUAWVXi/U +NZYweEu4UFw59h6eym/49sunxQsdRs+eDEFrPWl2+784EnreJJ8WTjEnof9b +zt44eOoyCb2PgBsS/vseCe1nXy7/3sanJLRf/4a9y29ekdB5PPT7qRMfSOi8 +WjWufo2tJFQPTxXTzZkDJFS/499DvL5jJFTfrV6SNa8XSaj+Ah9epo6tI6P7 +Un3Fd5EjTUb3qSGnfo+mREb3TX6swIlUJ6N+8a7am3TWmoz6ydfKjMK6SEb9 +NsGfXsC6TEb9aPpd3qcmgIz6efbMlwdRj8io3/FOm9wy0sloHuLfdmvcfUlG +81IuqzRo8IaM5ukFjfyQPUFG86ZlY6PnMEdG8yjT+MXgFT8Fzeu6FLlcHSEK +mufDH00XP26iIH2wulgVM3yQgvTDo0eqs5Xnu//pS4LevFywLQXpj376jkoL +RwrSJ+IhwnMRZwrSr4KK2KPJ6RSkb7t+27CcU0VB+hent/bsgQ4K0kfRtkDM +uZeC9LN2+I4/d4CC9DXTIjnsxjAF6e+lCLcBrigV6bPbq9Jt7apUpN8fm+JM +Lh+kIn3PKwBm7mEq0v/bzgeg4QgV+YOs6InMYSMq8o+ga05P1a9Tkb9MMY06 +G+OoyH/2XJxIxSdTkT9JpVXHtGRSkX/Fs/vtarKoyN+6+OYqSnOoyP96unZ2 +9PVTkT8WGzDvSrKpyD/zwvtmN85Rkb/W5R/2uPWTivxX25I0or5CRf7sTZO9 +TeGjIT7ISKpykH5CQ/wQoG1oJSMzifgCmsYYI6mTiD+ygpR7pzfQEZ8EL+nq +td2kI37pLb3zqYBCR3xD8bD20dafQvwjmZPcEZk8hfjIIsRqvo4zhfjJ5ohJ +pY3+NOKrbgGRjjOPphF/KX4IKjo4Mo347G9qPAWvzED8ZmCYJmPgzUB8p5VI +c5YvYiD+O1grONfznYH4sKE62dVai4n40bfrfmvlDSbiy+CUl0MVH5mIPzPC +CgWPfGciPg1NH1fI1WQhfg0e7u/C+bAQ3+o27Ui5kM1C/PvkloBUMomF+Dgt +sAevI8FG/Hw7ct6zyJKN+Fps+9MQtUg24m8nNbFBv49sxOcnVN8n3ZphI34f +8F6jEKPAQXxf1DqUfdaWg/hf1Uvazj6ag/KBuUpWYPr71fyQcVLMPJG5mi/+ +Ob93dv02LsoffNr1OLwJF+WT2ZAI14P/W80vyppyExbPV/PNyfivhCX8av5Z +DAz3mFvhonyUW6c23aW6mp/u7Utn77NfzVe9hjivxyGr+eu7v/Vx+/zVfBay +7RAnibia33QZoU1DrNV893bKWWTm22r+89YVJfxYWM2HrZZ1SUFLq/nRe42S +ffXyar50Nx5Vc+b51jb/fXlfefmzX1zv5y8f+y+PTrYYLv1a/x+FKaNV "]]}}]}, {}, {}, {}, {}, { EdgeForm[], Directive[ @@ -11167,9 +11654,9 @@ jbxNxdJqvnQxGFZ2WPGtSe//5U9ao97ivz72X7/HmuQ= Opacity[0.2]], GraphicsGroup[{{ - Polygon[{{2.040816326530612*^-8, 0.999999994897959}, { - 2.0408163265316807`*^-8, 0.999999994897959}, { - 2.0408163265316807`*^-8, 0.999999994897959}, { + Polygon[{{2.040816326530612*^-8, 0.9999999929794168}, { + 2.0408885814289897`*^-8, 0.9999999929792361}, { + 2.0408885814289897`*^-8, 0.9999999929792361}, { 2.040816326530612*^-8, 0.9999999948979591}}]}}]}, { EdgeForm[], Directive[ @@ -11177,64 +11664,64 @@ jbxNxdJqvnQxGFZ2WPGtSe//5U9ao97ivz72X7/HmuQ= Opacity[0.2]], GraphicsGroup[{{ Polygon[CompressedData[" -1:eJxdl3s4VPkfx8elRcq127juiIpCtZVb+YREkRJCRKEI2YhfhDSFpCxbcr+V -S1qFLSl3FalWrrkkMXPOhDEz52hXhix2/OGc5/n9cZ7znGfmOef7/Xw/n/f7 -9aZ5/Hr0tDCFQmkXXIv3scCxzka2gzGrxXRuYQEHUTOF88PUHXB636C2u+D5 -l9y0rKfUfeAvouFUP4+D1Ye+J9lUe3hr8zI9Yg4HRy9+3W2qF/gbynRO/8Dh -i+51swRqMDwZdZee+I5D3urDsfHUaDBkX23+xMGBLv504w1qMtDX7eal9+Hg -5HyvbOJbAUwF2h1wKsFBcoHuaqFSBt2mFN87dBw0bLGx1zcr4Nq2XO42Jxwu -thlA2mQVFL/UHmvTwmFtheyQkFADzF6K8eYvYFCJmLW2734Fh5P+6ZzrwOCV -b7aiM7cJNu5QGba+j8H3DXukH59rgUl6rIfe/zAQnimRUdR4D0L6rygd5hjs -WjhZaVfaCrdP6ExKrMOgNXpH2xutdsg7LGuVNs4D1STOzEOsA6w0Cy7lvuAB -hz881LO1C7R8FR2dbvCgYLzmvdRv3VD+9lOhiwMPpJQf4CzWR+j1F6HF03hw -6+yzM3nqvXBI60V6+AQXpvaWsHyi+sBNW7b/fDUXgrc3Vax53Q+yP6fSta9z -Ybi06WYnbQAir8/4lNtwYdb3Y6bmpc+Qd6mrw2ANFzabiM2fqRmElHBRhUwG -Byzu07z/XDsEhs1qWacKOXBR2V2N6ToMVwZ62ijnOLCF6yDZd4gBV3OHaMU7 -OCAvPSHe9IMBedFlYnunxkG0IbNsfRYTrmQVfaqpHge/HTWfJKwQCGi7+bY2 -dBxKDnjk1U8h8Lo+08Nu1zh85yjIjKSgoNcoxu+aYsMzOwuR5H0s2JXGclct -Z0OUZUxuxQgLTExzlEz82UD7crA/P+Yr/IomIR0b2WCoF51M3T4C66siyvU+ -j4GrSvuMUPcItItKtx77fQy+v09AztNHwX6vea298RikiboFH1UfA2u67cxL -3ijIDz27L9w0BtQHma3XM0dhWSTd3iCQDYi33Tl941GgPHQrQ+TGobvi8rtS -ZASCMsoS5F6Nw5U5Q6P3YSNQtzlOXDaAAwURG7vHJEdA9mDQlqtSXIDmL+zP -2V9hULujO6yWCxf0TW2VlL5CeQ6os9x4kJde56yYwoITZbtkled5cI6lHIkI -saDy+LRUBwUDfRvGZ90FFKR+ql5xTQSDlyV7vMP/RaHRdY84WxyDP2I+Tq7g -o6C2fN9ChTwGf5qMR1G5KIx42fKsNTHoalNv/diDQoCC/7sIewzahPg1FQ9Q -eNOs3aLriEESt8exoQAF1UC8CXHGQCGnPr7lHgodLUGNlu4YbPEczu7IRGF7 -SNjzVb4YjI6bfWhKRIHfHlv4KAqD8BC3VN2LKFyJuUcf/AMDZZlD9wbMUFh5 -UezgqccYRLrvhNd7UcjwOSc3UiZYbymMF+9B4amVQT5egUF1c6K5n55gvbKd -TcINGHg9rFj3lxYKVjkUcc1uDM7EevViMiisee7+W8gsBvesM6NDBxDIL24+ -9mMOg8aBy4FYLwJbMzarRlFwkHl/CXfvRuBAJL8sbhkOSUbLXHa2IhBhltiZ -KY3DpuWS8w/qEEDa61e9Wo9DaU3C/sxcBB6PKWdKWePQt7vzvrQ7AnHZMSeH -bHAwzlWrtT6OgNdRnkapLQ7JRjMqVxwQUKqtLT/kiIN3l8KHt4K+jk90eXPL -Awdbz7r4AT0EfHalf1sehsOeaovZ6pUI7ONQng+E4/BTlkqxgTgCqnk+EX9c -xkGp6W+Th8II9Eroix2MxmGXvb2RM58J5l96lW4k4pDPYv7GHWaCWvQqS7Ei -HJ4ra/SbPGbCvH7Eyr5iwf6etG+NKmLCJx7aVSTQvQ63lV55uUxIcnx6Yv+f -OEwe+/tW3O9MWNA6eiGmFgeLKdVzDReYMDBcpe/QgMOwcG4px48Jlcm0efVX -OATYHkQ4nkwImJ+Ia2rBwb9OJ93FjgmDnYk5It04MO/QeNd1mfAilu/Z3YPD -VhXdaywNpqAu7pr5/ThoPRTy5CkywapQp8J0SOADVUXZX35iwobjKWFyTBxW -+1IbHs0yQFh63hhBcTgwRfedwhlQHfrhHZ2Ng4+mhfy9XgakaO9MtOUK6tHg -cb7pLQMCkSx7Gi743bgHHa5igHWqqMK3bzgEvtaZf/yQAZus/YcbJ3HYViys -05TKAFGhjwVJfBw6KZ+kfr3GAMYzI9+TAl+ZL1zRf8SPAbW++bpbBb5jXsKK -QawYkKoq+X3Rt4wUuX/dpZDPaaplvzwS9NfS/4PuPJgIGEaI920IWW+QMIIQ -3yu5fyNUiocQ6zmqSEvX+gch1tu296zSv9MIsZ8WtnLq7XmE2G/HdOLhaRGU -qIeXklfiDgmUqBd9WcZmc3mUqKfMnQ4qbR1K1Ls8ztMGVUKJ81ARmT6wfgNK -nNe0MyevQDBfS+dZsF/tirwuSpx3Z8NOEW3BvC71A+UEf8tpS5Tol6qbboUB -1ijRT4493VH+R1Ci38Rc1lbOuKNEP7a/cI+P9UaJfpWVj3wHfijRz1nZ448m -AlCi31+uzTf1vYkS81AqcSFDIh0l5mXAR721Mhcl5mlFvL3FsnyUmLcmS1qs -TRFKzOMdr4wedgNKzOsbz3eXDrWixDz7+9UaenehxLyH3XrqHCDQyyU92Peo -ojqwHyX0QklkeP9mYRahJ+IvZKRV17AIvRmZYqV9VWURerQyO66hVp1F6NVZ -68iTGhtZhJ5p7raQu6XJIvSuTbQPpRxmEXoYs+7YD8VTLEIv8xeMTZb5sgg9 -bT7tpxcYwCL0lqkzKld4nkXosaiRTVxfEOkv9kfKmcXzLMJ/dF3PTDgEkv4U -bh4tFzP4lfAvzsT2MAkL0t+mrqVshXzS/+wsS0P6KaQ//i2aEnPZhfTP1+hc -fUIJ6a9KZoXXhOdHCf91pNSVOFiQ/qxW/PPaxkTSv4tymAfGBsYIf9fvv4sZ -q5D+77+JczXCi+QDyTY8LjWf5IfgwCenwhE2wRczP5tKHlEn+aNLPm3+qTvJ -J+qbHILkckh++euusumhwXGCb6L0djPyVpH8o+CS8C/rMMlHj11XmifHkPw0 -FWl6LLiGQ/BVuvbqCr1JDsFfRyoL+xs3knxm53wsXMuN5DeqtJ1FQzLJd3ei -23LOvOES/Kf8xtxh6AeX4EO+sZtmhhbJj/xVlU60EyRfUu92H8USSf6MKNjW -pV/PI/g0JCor3BjnEfw6UiPLHlUk+Tbz7PIFviXJv6HWqqsrQkk+RqmhCnsL -SH6eFRM7GdSFEXz9S9Tx1gUKyd8vck0MYjaTfE7xmDW870Tyu13IzY9ddJLv -57g9t4NLSP4fqfJ0yOsj88EJnauunzlkfpC52xC8mB+W8sXaPa7ji/liKX98 -GJDLW8wfS/lE37DKeTGfLOUXWSVTncX88v/55j9oE7YW +1:eJxdl3k0Vvkfxx9SRLZqGhRGMUWWaoQYfUJSSCOKFik0jEhSI1I8QlKhZZTs +kixZGspOWca+78TzPPfesTzLvWpCEn6PP7r3nN8f99xzz7nn3u/38/183u/X +W8nJ6+h5QRqN1s6/lu8y3juz/ps8trd3rcG3pSUChEzkLjFkteH8/g8ajvzn +X5KexhfI7gePFSr2lYsEWLT2/50gawsNVu9jAxYIsHOZrXgo6wIe+lKdX74S +MKJ12+S+7BX4e9xRcmqagOQfjoRFyIaA/mRw3SCHALpIwdY7so+BLvMrL7af +APsTKXlTH9NgxtvmkH02AWJL9NNmCnnQbUxzf0QnQMUan6i5Wwi3diZxd9oT +4Nu2B55+LoGM9xoTbWoE/FgoPSogUAXz/qGus0s4vEVMWtp/rYYj0f91LnTg +UO2esPEEtxa2aiswLFNxmP7ZUDLHsx4+08OcdP/EQXAuW2qjShMI6FXTOkxx +0Fk6+9YmtwUeOmh+Xi2DQ0uIdts/au2QfETa4imbB4rRnLlMvAMsVNP8k4p5 +wJlljPbu6AI194129nd4kMYua5KI7Ib8hsEXp47xQEL+JYFhPdDnsUIpQokH +9/5483uych8cViuOvT7FhZl92ZhbYD+c0ZAeuFTKhSu7ags31AyA9E9P6Bq3 +ucDIrb3bqTQEN27PueVbcWHevSdO1X8YEv27OvZs4MJ2I+HF38s+QMx1Ibk4 +JgfMUpVcX/84Cvp1m+PPveCAr7zjZtZpBgQN9bbRPDmgzj0m1n+YCcFJo0oZ +2hxYJzklUvuVCckhecL7ZtggVBWXtyWeBUHx6YNlpWy4oF02uNoCgYttdxvK +r7Eh+5BTcuUMAjWVcU42OmyY5shJjcWgoPtOeLZrZhLe2JiteLwfA52nmKNi +/iQEHgxNKhzDwMg4cZORxyQojZgPPA/9F7zQaKRj6yTo64Y8lt01BltKAvJ1 +hyfgtEL7nED3GLQLSbYcfzAB0033kUv0cbDdZ1puu3cCngqduXJUeQIs6dZz +73njsG70Tapg7QTIvoxruR03Ditv0G33eE8C4mrjqbd3HGiZZ/KQtWzoLrzZ +mIuMweVneffXVrMhaEHfoMlvDCq2h4tIX+RAWsDW7gmxMZA2v6weLMEFqBuZ +HE74Fz5odHT7lXPBR8/YetOmfyE/EZSxMzxIjq04sTEGA4c8HWn5RR54YPI3 +EAEM3p78ItFBw0HPijmstYSCxKrSNbdW4PA+29D1+jcU3p02FJkUwSErtOfz +mlkUNovuXypch8NrI3agLBeFMRdrnqUqDl1tyi09vShclPNoDLDFoU1gtqzw +JQr/1GnUa9nhEM3ttatKQ0HRm6hFTuAgl1gZUZ+CQkf95XcHHXFQd2YkdMSh +sOuqX9F6dxzG2SattVEozLaHvXgViEPA1TNPtHxRCApNoX/IwkFe6nDKkAkK +4r7C5udycLjhuBtq9qHwzM1z7Vgef725wM4wRKHAYs9zohCH0roo0wu6/PVK +d9YKVuHgklko06yGgkUiTUS1G4ffw1z6cCkUNhQ5Rl6dxyHFMi7k2hACzzPq +jn9dwOHd0E1vvA+BHc+2KwbSCJBq8iccuxE4dGM2L3wlAVEGK0/tbkEgwCSq +M06SgG2iYosvKxBA2ivXV28hILfs/oG4JARyJuTjJCwJ6P+1M1XSEYHwhNCz +o1YE7E3aXG55EgGXozyVXGsCHhvMKQQdQ2BTeXn+YTsCXLvkWhv4fR0Rdeqf +e04EWDtXRAzpIuCmE/tR1I8Aw1Kz+VJxBPZzaEVD1wlYFa+QsUcEAcVkt4Cs +mwRsqv1klCmIQN9qPWHzEAJ0bG0NTsyywHSkb9OdKAKeY6xILoMFm0PWHxRO +J6BIXmXAKIcFi3oB4v0ZBET/3b4jMJ0Fgzy0K52vex1nxF2Sk1gQbVfgcOA1 +AZ+Pf7oX/oAFS2pHfULLCTCbUfSs8mHBEKNE71gVAQzBpFzOBRa8fay0qFxN +wEVrc4TjzIKLi1PhtfUEeFRoxp6yYcGHzqjEFd0EsB4p8W5rsaA4bNa5u5eA +HQpatzAVFr8ujqrPBwhQyxRw5m1kgcULzULjUb4PlKQnjKxiwc8nY/zWsgj4 +wV226tU8EwQlF/ciKAGHZujuMwQTSq+1NtInCXBTNVuX0seEGI3dUdZcfj2q +nC7VNjDBG4m3VSL49d7bizJKmGD5REju40cCvGs0F3MymbDN0oPx7jMBOzME +NWufMEFIoCctepaATtqghNctJjDfGLif5fvK4os1A79dYEK5+3OtHXzfMc3G +QhELJjxRFJte9i2Djdzmv2jU85UeU90CN5R8f5oI3BzshZLfE2A3qKlcRcn/ +ifiYbLD3R8n1BK52KDAORMn10pfKRmdvoeR+zga65QaHo+R+p0WmvNn3ULIe ++1rn7bUfoGS9GBPfNG7EomQ958NmAukJKFnvrl+I7T78+f1+Hru0AtqUM1Hy +vNLFs46Mv0LJ82x21LWPz0fJ8/Z56b0wV4mS/bD7c0Epuw4l+0X9iMH5Y40o +2U8eMpo3i1pQst8C6utOfhxEyX6M1zzo7cxEyX6NEm98/RBFyX5+eK68uGwM +Jfs9Yv8fQfp8vfs+Dwun0vNXiGHkvLzIkjBrk8LIeXLwf+CVsw4j5w0ag1PC +N2DkPJ5oQ+JH1DFyXgt+Oni8SBcj5/mQYVCjtCFGzrtvjuuzUsBIPbDsCb53 +1hgj9eLVz/c37HbFSD0xDD4gwrmGkXrTfWXb6kQ6RuqRU0LlejwUI/XKx0Op +dV04RuqZw/uTgnoRGKl3+kdNd5RmY6QeyqrzehbKMFIvZ8Y8vwjWYqSe/tRT +mrlYj5F6q3tXvvtrI0bq8b4yI+Z0M+Uv0o8crOQsKP+53aJzubaQ8qfIVdo1 +V2Qo/7pU51p9MIDytyzaztOG3ZT/FdaxbKa3U/5o+JeK2oFgyj/HzHuIljbK +X7/8ViKKyFP+6xv1jePuQvmz5pdvlsZZlH+zG9yNuJ8mSH83ExO3U9em/P+R +Tkuz4zWKD9Y82iZR84bih2YvCY7of5MkXzBuzilb/ELxh2gkq9jek+KTAa+u +xPNZFL/cOdehen6cTfKNho+sQY4CxT/GnZFuk/YUH9m9tkoqvk/xk99c/au6 +ag7JVwqiNvolXzkkf2UV62s81KD4TP8iy8TKmeI3zcitfxrFUnwnnNZjc7aJ +S/KfhfS2C0cXuSQfKnTFMBI0KH6sCNZ0LnKk+DJ7eMRX8SHFn1PpvQs/vOOR +fNpZ5N/cNMUj+fVuRmvcTnmKbyUUZbasNKf4d4vJs13hfhQfp9rpeo+lUfy8 +WKAbinfhJF8XZzIm7AQo/jZMjvj2fjvF54N4WGa9PcXvqV51s+N0iu8rAxJo +N7Mp/s8elruW2k/lg9VR6tgwh8oPNlsiYpbzw/d8YT7R9Gk5X3zPH4UimqnL ++eN7Plk/AyeX88n3/KI476S5nF/+P9/8DxRXx0o= "]]}}]}, {}, {}}, {{}, {}, {}, Annotation[{ Directive[ @@ -11292,45 +11779,45 @@ fOXZxafVMLHB8mwX4yvBaP7Oia9F7yEu1px6Z5xAyzCJSr3EQPebHZ5OUwT9 RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwtlXk81fkaxw8p2izVNB3rPZVpKFS3UOKT1ChUV0grjVSuUFpu2eIU0crM -uErHmiUyodJmT0eqkTVr5Zzz+504zvL71lyckYs587r3j+f1vD6v55/P83k9 -r+fN8Tu245A6i8UKUdVf3eWQpLV20MvhU8OG8clJAkno/7T4/1rDSf+4gL0K -hzZ+sPBV6b9n3kx7yN6IoCmmu6onCFzfdj1IZ3vi1bbnqZHjBN7+yqqf2f4I -Wqvb+sdXgo9W8U7X2KfwYMBX5/MwQdY32y9eZsdi7eD5+h4ZAVfr4ZJL7GRw -F6xTpHYR7NqdXfL5Sy5GQj227CoimDnJ3edsXIL2DazAX7gEpu6M5MWVMlxY -kSlfsYvgTNMa3Bx6hoLnFpImc4Jvy/T61NRqMBYed0Q5yeAx5dTYvK4O25P+ -0zrewqAuMN1gt5yPJauMBW63GQx/Z69zL7gBQ9yLfjb/YqA+WqRrYPoGarZ1 -rJZNDKwnDzz2KG7Ez/sth6YvYNAYu6rppXkzsrbrud6UKmCSJBstZFrgapYb -nvlUAZlS0NexvA3mgQbeuy4pkCuteKN9vR2lr3ry9nopoG10h4jF79AZNIVz -maPA1X8+Opy1uBNbzZ+mRnyWY2R9kTggugs+Fnrdx8vlOLWSXzb/RTf0/naD -axEvh6CYf6WV04uo+NGA0m1yjAW+45mFv0dWeFvLmvlyLHXUnDhc8QEpERr6 -PKEMzrc5R+5/24e19QvTfsyT4YyR70LRPgFiejuaWMEyLJN7zezaKsT5zD5O -wSoZ5up81uJ/FSIrtkRz/YgUGjW8kkVpIsSk5fdUlEtxdFVFz3RXCiFNV15V -npWiaItfVvUIhRfVPD8PaymGZfq6/Sk0bGo1lW0jg3jk4TwleaMY1jfFvial -g4jeHJdZ1i+G44YMQ8egQXA+unTnxH3CMTqJalkyiLU2scnslf1Y9Cyy1Oa9 -BPuMm0fV2vvRrKHTuPMnCYbfXKOOcwfguX5TpaeDBDc1fE7tWCyBG9d99Lli -AHP7Ht1W50vAvsNrjOcNYGoU13NN6CCoIx7Btg4DYBX6lFBzpGgvO/e6mOrH -iVsl1+bUSREzvtbuTVg/qpYmaOmFyJAbuaRdMrMfei4nlp3XlgP1Hwffp3/C -B4uW9rBKOU7abnA3NPyE0gwsFvsokJVatdsgRYz9JdZ6RhMKBIuNoig1MR7v -+UO7hcXAdpvwvdUkDe1p5bMuTGHwvMj+SMR/adTus9ca1GJwN+7d0CwljYUz -Nk6WzWVw31EazZbT6Pd3V7iZMWhrWtz4roNGiH7Q60hPBk1qyoqyOzRe1ls0 -WHkzSJJ3eNfk0jAJJXxqNwP9jOrLDdk0WhpO1G72ZbDsoCC9hUdj5emwJ/MC -GQxInd7yE2komy/m/RrNIOK0zw2rMzRi4rK5H+4yMNLdmt3rRGP2GU2XH+8x -iPJdjRfradwKCJ7TX6LyWwxpgT2Nh65rckgZg/L6xE1HbVR+9Vr56jUM/AvL -FvxmTsM1g6Vl1s7g8EX/TkaXxvwnvtdPjzHIduPFnu2lkFNQv/PrOIPa3nOh -TCeF5beWmkSzCHTfhBPfdgpbopQlCVMJkuym7l3dSCHSKbGVp0Pw/YyZE3eq -KFDN1fPqFhEUV1z7gZdJ4Z7EiKftRtC1rvW2ji+FhPS4A33bCBwyF1a67aHg -v0NhWuxOkGw3ahzjRcGwsrJ0qzfBkTb9t69Ud305ce/Lq34E7gerLvfaUAiw -Tv0yI4zAvtx5rHw2hY0y1pPeCIJpacYFa7QomGQFRN49R2DI/92xUJ1C53Rb -TZdYAmtPT7vdShE2few0vJRIkCMWXZcLRFgYO2+zZj7BEyPTbsd7IkzYRs7u -KlDt96B5eXS+CD0Kui1f9fdafGb7Z2WKkOT9cP8P9wmGdv5+NeEnESbNd5yM -qyRwHjEJrjkpQq/gma1XDYFAPbNYdlSEx8mcicV1BCHuLpTsoAghE58T+A0E -QVWWqXs9RPjQmpgxpZ1A9AtHEW8lwtOLyoPtHQTLja0uiE1Fqlx8zXK6CcwL -1Q4qDERwzbMs29Cn4sCz/PSP00T4bk9K2BwRwTeB7Jpfx4RQ15lwoGiCLSPc -wBEiRPnZt6+5gwQBZs5zszuFSLFYneguV+VR43ec/0qIUCrNk0NUc4cOWvBM -CLcbGvpfvhCEvrCcuFcoxPduQYLaIYIVBeqW/BtCaKi9y01SErSyerSPXRBC -+Mgu8ICKKxN5s7r/cVSIysAcq+Uq7mwqEsdRrkLcMJk5/Be37Azkv/2bJcSf -GCKeTw== +1:eJwVlXtYzHkbxqdEOXXAWtPxnWhtkbCpSN0SGxU2ReVQNlFvKnJ4nUqGcqZ2 +t1dlOiqUVoVx6KRkEjadz2hmfr9Rzen3ZTfNpjXt+OO5nuvz333d13M9H07I +3o27tFksVrRmvm7PXYMtNdJNru/rV34ZGyOYFbPo9l8a7pjm/M9X1nE33idk +22PXqre2wRr+ITst4z57FSLHWQU8URN4ve66l8n2w4v1T9NjvxD4h6qqfmWH +InKZYcvfnwne2Z11v8w+iHsDwQYfPhHkfLPhzAV2ApZJT9X1yAm4evfnnmen +gDtruTK9iyAgMLfkw8d8DMf4rg0oIpg8xt3mYV6CtpWsiN+4BFY+zOCzi3yc +XpStWBRAcLhxKdKGylDw1Haw0YbgW75Rn5ZWNUaPJYapxhg8pNwbmpbXYkPy +Xy1fmhnURmSaBCoEmGtvLvS+zuDTdy4Gd6LqMcQ9E+L4PwbaI0WGJlavoOVU +y2pezcBhbMdD3+IG/Lp9wdDEWQwaEuwbn9s0IWeDkVeaTAmLZPlIIdMML+v8 +Y9mPlZCrhH0dC1thE2HiH3BeiXxZxSv9K20ofdFzY+smJfTNbhGJpB2dkeM4 +FzhKXPrvg905czqxzuZx+vEPCgyvKJKEx3chyNaoe1+5AgcXC/gzn3XD6D+p +XNuzCgiLBRdbOL2IOzsSXrpegdGIdp71sTfIOtbavHSmAvPcdNW7K97i6nEd +Y55IDo/rnLC73/ZhWZ1lxs835DhsFmwp3ibEyd6ORlaUHPMVmyZ3rRPhVHYf +p8BejukGH/QEn0XISSjRXTEsg041r2R2hhgnM272VJTLsMe+omeiF4Xoxosv +Ko/IULQ2JOfJMIVnT3ghvg4yfJIbG/ZfpeFYo6tqHZbiga/HuJRVEjikSYIt +SqWIX5OYze+XwG1llqlbpBScd57deYnvsZdOpprnSrHMMSGFvbgfs8tiSx3f +DGKbedOIVls/mnQMGjb/MohPry5T+7gD8FuxutLPdRBpOkEHN84ZhDfXZ+Sp +cgDT+x5c1xYMgn2L13CWN4DxcVy/pTFSUGG+UU6uA2AVBpVQ02Ro4594WUz1 +Y/+1ksvTamU4+WWZ86uj/aiad07PKFqO/Ni5bYOT+2HkuX/+KX0FUPdO+ibz +Pd7aNrcdrVTggNNKH1PT9yjNwhxJkBI56VWBJlcl2F7iYGSmViJSYhZHaUnw +cMvf+s0sBk7rRW/sxmjoTyifcnocg6dFLmHH/6FRs81FT6rH4HZi+9AUFQ3L +SavG+NMZ3HWTxbMVNPpDfZTe1gxaG+c0tHfQiDaOfBnrx6BRS1XBv0XjeZ1t +vZ0/g2RFh391Pg2LGCKgAhkYZz25UJ9Lo7l+f82aYAbzdwozm3k0Fh86+mhG +BIMBmftrQRINVdOZG7/HM4g9FJRqd5jGycRc7tvbDMwM1+X2utOYeljX8+c7 +DOKCl+DZChrXwqOm9Zdo8hZDVuBC477X0jzCZ1Bel7R6j6Mmr1GLQLuaQWgh +f9YfNjS8slh61m0Mdp8J7WQMacx8FHzl0CiDXG9ewpFeCnkFdZs/f2FQ03si +humksPDaPIt4FoHhq2MkuI3C2jhVybnxBEnO47cuaaAQ657UwjMg+H7SZPWt +KgpU05MZtbMJiisu/8jLpnBn0Iyn703QtbzlukEwhXOZiTv61hO4ZltWem+h +ELpRaVXsQ5DiPGJ+chMF08rK0nX+BGGtxq9faO76QtLW55dCCHx2Vl3odaQQ +7pD+cdJRApdyj9HyqRRWyVmPeo8TTMgwL1iqR8EiJzz29gkCU8GfboXaFDon +Oul6JhA4+Pk5B6rEWP2u0/R8EkGeRHxFIRTDMmHGGt2bBI/MrLrd7oihdoqd +2lVAkHyvaWH8TTF6lHTrTc3faw6aGpqTLUay//3tP94lGNr856Vzv4gxZrPx +QGIlgcewRVT1ATF6hWVOm6oJhNrZxfI9YjxM4ajn1BJE+3hS8p1iRKs/nBPU +E0RWLUjf6ivG25akrHFtBOLfOMqzdmI8PqPa2dZBsNDc7rTESqzpJdg6r5vA +plBrp9JEDK8bC/gr+zQeKLuZ+W6CGN9tuXp0mpjgmwh29e+jImgbqF0pmmDt +MDdimIhQfuT1S66UINzaY3pupwhXbZck+Sg0fVSH7BO8ECGGyvDjEE3frh20 +sEwE71Qd448fCWKeLVDfKRThe+9IYc0QwaIC7QWCVBF0tNrzk1UELawe/b2n +RRA9cI7YofGK+saU7p/2iFAZkWe3UOOd1UWSRMpLhFSLyZ++esvZRPHH/1ki +/AuOP5wE "]]}, "Charting`Private`Tag#2"], Annotation[{ Directive[ @@ -11338,41 +11825,41 @@ GCKeTw== RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Line[CompressedData[" -1:eJxV1fs31HkcBvDJ5WBtLqPSuKQpXdBtqy2q9RSJ0M2lUm5FJbU2lhOLtcq0 -SnY6Jckt29BNmVqTsmRaWZ1aERJZkfl+G3P9frQbg9ZY++P+8Jz3ef6A9+vh -7v/G74AOi8WKmMx/1/uArPWxPNCVfuo2PjFBIIv9f9dztzrWx1kJcxu3JWGT -fcWVvMJKzkY4r6kOqtMS+Lzo/KWIE4AX3eySlHGCXZGaR+c5kbD8KlgxMkbw -dumP7tmceJhdFMcPDhGUTN926gwnAyFLTgT/qSRIN6xccJqTA2l1RGBJJ8Hu -oJ+Fgx9KMa7qOB9fTmA8kR7sOUsI/4SsV23pBPN2MLInWSKw9n9ac3U3wfFm -F+R9rMbDKxtceE4EliLz3ilTxFiRtqdpgkVQJXFvallXj08GBuFxbQzqo4us -g1QNoDiJVutLGQzN/8r0ztdPkehrN12UyEBntNzMet5zFBz+bELjxWDVRHiV -f0UTpDXm8gFrBk0ZK5sbHVuQkFaY7ErUsDunHL3JvERK6RdtznVqKDV9vR3L -2sC52O7H8NUoVdQ8N/mpHZppVbu5IWqY2F4nNP0KGtdQh3xHNc4evn+wxP41 -bBs9AnvHVBheX05HpXXiQkZz8cFGFeKXN4hmPOkCx9TfU5yjQl9FQ1Yrtxv+ -QTuTHUNV+BT9qsDhuz+xvaqs6/ECFZw2GGgP1vTg8uLpotUflfC8yj10z7IX -w6luO+NrlDhuGzanP7gPd4KneuTwlFikCjTu3PIOVnuz/6G3KWFhOmjYMPYO -aavXvSuZpoSeuEA4t7Aff1y0ddvSo8CRlTVvjHwksF8YGMcuVqB88/6SumEJ -2izytJVhCgwprcykuRRGZ7sZb7dX4L6/p27ORhrxsb/sS5bIkebFuyKS0jBu -JpmXBHJw33p3CXjvcXSh8kRKpBxrVmfkcJZL4dx1kXGdJUfwrJbRKe1SXCvu -3yzrlmHoebbkWPoA5tyYbfmYL0OeXmi8n70Mu1iPygM9ZbDovX9Vp0EGG/ey -kzraAeinpge4xMrxhBqvyy4fAOtmqFDCVuAvvVze93sHEJcvzGbXK+DvVZHQ -xRrAI6dMQ/MYJYZP5i6DQApz77hFJ0xUUA4uTzLylKJn8cv2pFoVkj0y2Lye -97hbDHs6VI2lwQcHA2PfI0S4ytxWq0bA9rv9N7Q0fuD9nN5zi4He2q2ZnXE0 -ph438N53h0H/kgF22TEa+VFfs6VCBr8fOLI6NoZGpY+LgIgYCCZcN+hH05Ca -tzboiBnwZu4cs95Hw6eYZejQzqBZr5NibaMx40HYTwmfGDis82SfdaAhuPH7 -zrFxBod9U8PnLaCxLN/JLm3yD6YWZYpr7WlsTtUIM/UJpMN03ns7Ginu/NYC -UwLDh2amdjNoSFrqptXPJbDR7dvkpEPjjsy2wMSXYONt0a+xXRQyi3jhvVsJ -ks5WBsV0UIj0U8+r2EFw9EjtmkNtFGxqa+9u2UXQGPHsuy1NFM7w9zae3U9w -ITK/Qy6mELXq8ofPkggavLintl6jsFHJetCdTPD5mQBPfQEFu5KolFvfE3RH -2TdVXaHw2sjZwDuDoMLo23yjyxQ83r62Oc0n+M1S4BadRWFOxjQvg2sEhUWK -24MxFLTOKVM7bxCYW6Q+wxEKb9RU27VJR1oehp05dYjCuV2VIZvuERjstawa -DaMw4ej3La920q2O9rSj2yl091U7B4oJqrNCy2J8KVTlcLX29QSsEM2iA14U -YrSDmQ1PCVrFX+ouXk+hp5VfrNtOULppzg8WSyk8PKWJaO8gGAlSlpQ6UshZ -G+Yg6CKYpTuyee58Cj5lS0RuvQR3MyO2UjYU5u/JTWL3E5hdeMnhzqSgY6p1 -lVCTLurnO3lYUPg18cWzdDlBpE0kf6URhdzFX/J3qAhejvC3jehSiJUUBnAJ -wVO57aXzWgl8L+lZffhA0Lz+sM0/IxIs9D3a9/gjgZ8197Lj3xLoTXlVek5D -UH71dKKJWoJ399dGh086PT9hrku2VILaaMHSZZOOx124PhjTJ8ElO+Oh/3Yg -z0644vZrCf4FGnUu7A== +1:eJwllXs81Pkax4d03Jai1jZ2sUJbuaQSxbGfoiJsnailNhHZrK0k9khHaRxa +KbRybLklrM1IamdESK3GWtfClG4M8/s1xty+7DbkNnb2df54Xp/X+6/n9fzx +eT+WYdH+EZoMBiNcPX+nT4S459Ho3s8dmW6z8/MEy2LWsv9U8zPj/7OWp+kJ +AdMJFjNhDiFqXn/9agGHuRVLJ7C/SUXg29X/SyFzD7g6DiWJcwSBhycfZDMP +w0fc/sf7aYKBNd97ZjDjEGCVnjumJCj+cNf5dGYKdLPs6NdSApYO57MLzBxU +vjY9VdJPELTvRvXYeBmaEgsZZysJ9OdZB7zMq1ES3TI5wiKw2a0QP77IxUvF ++YrWIIL47k24+u4+3IvTZ3+1JfiIazSoofEQdRUCcaAGwT2hZ+eTfzZDxXFJ +VfQq0BxV+PE+GQ8lgS4xojIFlCvcF1Uda4WVZ966tAQFNKcqF39s0w5Di2VW +C30UcJ4PvRdwuxMXb3blrzVToDPFqfu31U/QU3u6o31MDovL0qkKxVOMlT+b ++/CRHNJJweAzx171PQPxFtlylEka2g0z+/Ag2SG8NkQOQ7OfCU3zYd6bKyi0 +l+PSNzVfF1s/h6/Rym/9VTJMbK6kI5P6oV3GDwhtlyFuHY9r8vgFHDI/+/eW +azIIbvMu9li+guvxYc+d4TLMRPHzV51+DXadq322vQy2W7RVXze8gblegOv9 +aSm8SiyP3P1oEAlTrbdamqWINwtZPnxAgMC7O6/XZUhhJ9ur3//FEDx6MiNH +g6RYsmhMhzc9BPtYpluVuRRaD/OrrQqGceHQ01URIxJ869TwUtdXiBfRvUUR +bAkqd4QVN00IoZc5XBd0TAKl1HSxKJeC4OyUte96CWoCvBbkbKXREW0o1ftz +FEneqde5IhofXFlp+LhmFJYDPi9KU9/iinNnR8ipUbi6pOQw14ngpW8QaOc0 +igPmT6Y0+kSQ/B61RfaHGMr2DOEJ1ggc3s/6ebDFuKp1MM7fWoz4rFlp1GEx +lgzWlGjyxHj/r/t6QjMxFp5h7dkUMwqRD590do+AUXGwWmgsgfv/bFZvTx7B +ybzqDONmCbgtwwFK2xE8sE3TMTouBZux9oC7eq+Rz0m7ZEMZTrQcafZOFOGN +/dO+hEYZMv/h9DhumQh3imBNH5Tj+07nkzzuWwRXOxuZqeQwuhK809T3Lc6l +3mC9YSuwuWHLkLKDhkG8ts+hKgVcLpr1TbfRyIs8ZiyqVuBTfn2FqpUGx3dT +KeEqMCE69l6TR0Nk1MPTfKgA007On2ug4VvE0FnVp4Cr/zbH+koaJrUhmd/N +KBD8637Njek0Sm+2fDk9p0DsUcuuJWk0HPNsLZIYBGGFTUsVqTR2nJmsTltI +0Be3UreIRSPRM6snfxGBe/J2HekpGsInTUubrQhurcgw2XCERpXYLN/Qj8CP +n3wp1INGWmFq6OBOde+qjuTVg8Zhf7nN7d0EO9zPtRm50/iksfHOF4EEnE+9 +v6x1oZGe9dVvl8II9nULCwbsaEQ6XxvXSyBAW/KNNBMaW6WM2lf/IQg+/UN0 +1RIaFsWRieyzBD+xDb26F9N4rrtR2yeFYO6r8jsL9GlsG3j+yYUsgvSt35xz +naewPGWpt3Y5QfahxroGEQXVxkSD/psEWQZtd7MpCi/lVG+52iMFDt4x4UMU +LgdygrffJUhsbdk//pLC/Gr/2NRGgqPLHM7WdlJ4Jbi/ce9DArtdbhF72yjc +y7FUWTcTbHjHqZe0UDiuGkvjtRLE/hwzN9VE4U1PVtGCPoKOEJeggjsU6s5P +hvc9Iyg3YO8auUUhxy1kVekLgnVrErutKyj4/uTA9Rgk6F1PbGNvUFixPzfB +eJhg5vxEEquQguYi1edCikAgnrU/c41C/amuNtYoweaumSCnHyjk2m/I2i0j +UOqMxUguUYgRFuyxJAShSZG3k9Mo+P2oZTo+rvbqfMPg5H8prPQ7Knj0jiBJ +N5jjkURBS4NfdnmSQCfW0yToNIWhGreoULWnNSS/r7b5jkJjVOkaR7XHlSRp +eXI0hR8t9JV//4E4/jYXTiSFvwAASEEB "]]}, "Charting`Private`Tag#3"]}}, {}}, "GCFlag" -> True|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> @@ -11382,91 +11869,91 @@ z0644vZrCf4FGnUu7A== Selectable->False]}, Annotation[{ GraphicsComplex[CompressedData[" -1:eJxd1nk0lV37B/BjKHoqU6MpCRWFRmO5QqKICskQEiXJY8jbQBlCUqJSkTmU -UigeDea5ZJ6HcM65j4Mz3RoeY3hPa/3su9+7/9lr/7H32mvt63t9tqzT38dc -eEkkkhkPifR7PuQy0lI2aqnTtYU2Mz+PQ5Bg3qZb4jFAOZh6ybEShxPWqTlj -39LhTG7C3HAgDkvng+wM1+WA5yRjl7QeDgpHOSOVt/Ph7sDMmR4+HC41akLs -zw+QzVged62UA2vyRQd4eEqhP2ztBfp1DhRQ9eub9lSA66jsNEmDAxVuiZLW -rCr4PJDaf/EbG/7duFf49YVaCJEJ2VqTzQbeqSwRSYU6CLMxKL3swga1eccC -8+x6eC4TaSK6ng31Ibsaa5SaoHApyWJlHwtkoplTLzjN4HZcU2tdFAuYE4MD -HdtaYa2q0J5NhixIZxTWCd1tg/LRsm/DE0wQkn6O02jtYC/AP1eXyYQ75/45 -kyLfCUmW4sG1J5kwvi+L5hrQBec3iGXzLGXCxR1V+asru6HHpjrapogBg9lV -t1tke2Ew5qtkmAsDZtza4xWv9oHm6B7dKCEGbNEVmDtT+BUu7AuuaywcBcOn -smffrBmAXfO7KnY7jsIlaYcNFLtBsD11L69ZcBS2siyXdh0mw+7GgXP734zA -CuExwappMgTGBfkLHRkB/tL4HLkECujdk7u19scwnN9V2LPEmAo3Tu1QLrg9 -DFkHnVJKxqmgVvTy13G5YfiXKSFCf4QBrtV9encpHf4xN+SL2U+DdLczpGNm -dAgwCk3Op9OgS+2D1HVsCGT7D3WnhQ7BFoN1Lkf+MwRa6iEx4jvoMNzYyI6c -oYHduqYpnjY67KiecI4MocG/dZFUz6BhWEmZj1g9h0Esv/3FY/IjcKvYUr/k -KgYrBv55yls1AkvUKtK//KDComtBFppeo1BDP2DqY00F0gv7HKoYA15lrC9/ -WUYB7yc5kWIVDDg57elYLEyB4i3hgqIeTJB9aVzIZ0EG0UPeW4OFWGB4Uwh3 -VxqEr8rNbVeKWBDsbz67w7EfcpNAnmbPBqcGha3v/frgZI6aqPQcGyp4fN9e -N++BwNDUoK8vOeCTvdo316MTXo9IxwuZ4BAqKFu+OasVHsss/fd3DsRyrL/a -mgVByiqzsAjxECiKrRKppuCweFPhk0BuXRqFJPcZ+vSCh4T7Z38LDnR+b0vS -muqC1e8c7vrOcCBDQp7eXNIOG0JWGgk8w8HC9C5jc30j9Kve1I8Uvwg7NFLe -DI/h0Od0zeFtGBsKsgblJaZ7ge58lG2iyAGNTW9euWd1g3ESSVCxjQN3GmQ0 -1VI6wFUt7ttfV3CYf6VYQtVogYmmsIxXARxoFSeVSWp3AbWpZGWFHA4+BVM5 -26rb4GtLVBJfGw7Fcn6x/Lc+g5XzRPF9cWdosTq03ncSh5rAAd0v3mxoWjUt -dFO7Dzb8tX8+fwUHgpvtD6SSeoAu2lLFy81xiMq9iLtLOiEiyrbmjhMO/Cum -E79Nt8AO3yvvVrpxQCT+VkZdfBf460e1xAvj4OdodumiQTvMKx3zCS3CIfrH -4rj9V+vBoL9T6lYUDhU0G06wQzN8vNzwOWgUh+WxgkZyutVg3ND1NlHcAuq3 -HiFr/cKhUFg4r8uVDcc4JatrbPugzG6v4KggB8pWeyucUOqBPGPNNDyfA+8r -n0Hynk6QKirKPWyFA8lq04FFlq3QXOtdZuTAgZ8mdkNDdV1w8NpETvgiHN7d -v6I+FtwO0VZ5Jw+8wWHlpe9HGG8aoHOJhsChEByexWsm321qBuMMlXy9ARwU -uxvIO5/XwpTTdN+XCzj0d36neCS0gMfcWHhVLQ4PvLwpclJfYLOJ+2DZTxzG -3u2Z/FlcDjuTYxPyxPfD9wNpwdJzOKhZPWf2n2bDa4/WlE/n+0Bo8cdlN/g4 -MHZPWG5WpweeuF4Qo+dwwJjMnKyx7ATnY2yF7KM4PP81PBsZ2AoyXngV1ZoD -Wswn4ZupXbDtyRaZABIODsnBO8VS26GHjbU+y8Kh4bxnlqFeI8ikuPq/vM59 -j13Cx+b5WyBG20ExrRuHZq2uB8bpn0BvSunoVlccyOm3lhnWt0BBjOycfAUO -X0KGoaz5C3hREyxkcRwepza9e1pQCUblwSNDBdz9sYIxOhINwCs8p0PFcIjr -uB2hElEDCq5lK5wbcAgLWxXuaVMH5H+03RyncRi6brPtUXYx8OtLeA6K7wJ9 -O5cqIW7Oflz9IXDqFBs6hcIrKnz6oMBmUqiZxIEak7Omegd7YPklgUOnXnPz -EOjiou/UCeGJoY4DpjisMqMfnnzYCjXVyrWqVhyYGYuJecfugrTM6uPTs9w8 -ijHLZnPaYU7Df3lXJve+iYpyv242wn4m6V2vHw6lkv1f18u0wPuwidNtHTgk -4Vi2lfhnOLO/8radCw69i4N6yrAW6B38oGFZisNmnVibuo318Eh5d9RRFg4x -PrUnBMKqwH2ZpNzqfBwyk/9etPxsA2y0eXRFjNsnmCUVy0yka+FQ3gnTmDoc -tB74J4sV1wE/T3t69AQO23RSOOmXy8BzrIbj3YcDS/fl4e2Kn8DkMb/Et2/c -8wqsEzLqK2Cg0oX/LR2He+fyArezqqHILU112ywOb1tOvSnqfw8Lfg/V6s3+ -6XfQ2j3suC7C73Ev84Mnsgi/2/RIbg+CCL9vbE9mbT9B+J1ZrjzSqIQjv2eu -hp6dmCf8Nov+0TLbTPi9ade6QZOnHOT3z6AwJ/X/cJDfPBoVpGYDDvL7/kmV -n0vWcpDfKWaixrEMNvLbWDH9avJ7NvJbyU3S6sQtNvI791NPhq0lG/nd6c4n -GyHLRn4fVnof5zfGQn7bK4t2e35kIb9F1z8OUr7JQn5fuznlmmvKQn6nXG1t -1lzNQn4/8uOXiCczkd9a1RsSTmUwkd+BvR2NpAtM5Hdw8oBs5i4m8jslJEdg -3zgD+R2Y8Kyn8CMD+e3RePtT0WUG8ruyJN7JXI2B/FYvE5hoHR9FfqvF0hxk -ckeR37p6SVK67qPI77+xaGrzplHkt9wH/1z1vhHkdxO/cP3xeyPIb4t9BkUW -OiPIb5Ogo1Pl7GHkt/jz+Pqb8cPIb+pZ8wsaOsPI77b865+zqXTkd+Cslnbd -FTryO91/U9vIUjryG6r7R/sSh5DfPhp6R6WkhpDfKXHF1pKPaMjvCzTpa1Qe -GvJbWuRwaq8+hvzu2tPyVNiBivzWlmR9eUgiI7+1RoOre5g48rqRZ6Iw/zmG -vE41iQ+53EtFXr+TVujWfU1BXr8ddhAe+xdHPrc2yte3d2DI5zNhzp0cEQz5 -vPej4czH5VTks5+v/WPVSxjyObsw8kB8MhX5THkgy76pSkE+u2uJtExy++aC -x290GQHiLAx57Pwif+0XJQx5fPR0cUSvOhV5PMzQb6iKwpDHm/9aOve8mIo8 -NhyXuVDqQ0Eep9Eod1mDFOSxq6LhitROMvL4k2l5nD+37yz4+zK0/eeyCQz5 -+7E6yuC8Oob8Pdsq0fCJW9cL/m49PZjYHI8hf6O1F9nurqcif38e/34n/B4F -+atmYaFtPUFB/vJ/eJbYv5iCvHUvVomzNacgb7dn8qpUPSYjb935FE6UcL1d -8LU8a+9Zv18Y8vVlNjAy92LI1xjtqXWBllTkq0RSSURtKoZ8Fam7iju0UZGv -zfbLnVOSKchXqarvui94qchXpRc8p9mSFOSpx9FDVOZpCvLUVacDG/xARn4e -HA9yG8fJyMu5jGXdR86TkZcu+78qO3DresFHDVNyn+o8hny85rAbKvdhyEed -5A1FJjZU5GM0q8OqNB1DPpb1XvfidFKRj9Fvm7YFPKMgHxcnrMvUFKQiH7et -U71BU6AgDwd5k7OZ5ynIQ7VSJ8+qT2Tk3yo38dJXM2TkXQupR+jvG2Tkm1el -ytzrF2TkmUEWLZRqTEae0f7HM/qH05Ypf3g2y+q4f/EPz8x9b7e3/uEZyWlG -6+kfnr1P1tUM3UJ4tjPApn6e+64Lns0ICDh6txKeYeKXJfalE55dNpFZlX+Z -8Cz+3F/zE0aEZ/RC0dFhScIz34AEPx2c8Mw/fXurRgnhmfjDtmOcKMKziZUF -J2RPEp5N6NgrPlEiPJOuMbAcmCY8exDSmHSmhvBMXNjcsDSG8Mzc+rifkj3h -2ZGCjO6yTYRnccqr8tV/Ep6NX9M7frGQ8Oy13XKDmFDCMwnbyF80M8KzAPU9 -5JSVTOTZl4fSeoe/Ep7Jb7b0FksiPGtdETuX50B4NrVeb+kReQby7KLX21N+ -VMKzpY14+OM0wjP3zcxgf2fCM43uhxyddaPIs2dJlIMjvYRnGzLXrymLIjyz -IhVnWRqOIM+k9DNu8M4RnlVisyWRWYRn3/kfhV63HUaemRtl+3aThpFn4zce -bYM0wjPm2I4rSwzpyDM/gxCx0K+EZ6p2Z8YsvYaQZxZHcimZc4Rn/Nqm4V3e -NOTZ/lf5H726MeRZrEzOzlfcvC54dlIl2K6P69mCX4p7DMXuKNKQXwmJjFdj -HhjyS+Rh6cXffi141cjfhZHMaMirKiPZMNNnhE9SfIMHtvDSkE/pBzYErlDF -kE9r9toxfvu04FHo2uPTkqdoyKMHzk86RksJfwTfiwjLrKYhf6w62gLcj2DI -n/I1aXputzHkj7OUc9SuJRjyp6FXLOW3PwvepM3r6C5yoyFvak5/vnq4nvCF -Pk6LHZKhIV8EbNcUTDlgyJfsJT5PlsRhyJfc8NOmmBSGfGkp3c2nzO2nC74c -k5SNU/pBRb5oaH2w/u3LgifVLufVvTxoyBP380VaZ1sJP5YnhpcWydOQH03v -HSLCzmLIj15X+fqCZAz5sY5v8qDcRgz5QTo5sdXFCEN+1I5KP74/R0V+BC16 -ssVgBYb82OgrpxlJpyI/RKX0VH77seAFRWVYLMOThry4cifP2qOD8OGcyTVH -hU005IPoimuf4TyGfFgWYWG4KA1DPkxaM1PSuf+RBR8+3LbP8DDBkA/Nk1Fm -k3wY8kHkQbO47FoM+ZD19NZlITYV+dC475zUr0kq8sH7wfMxj0EqjHj9fx/+ -d73gB+n/xkJ+Ftb/BQqv22c= +1:eJxd1Xk0lV37B/BDiiai8kYhyVOEVELEFZJCVBRpIBKPKFKPkjKEpNDgKTIX +EkVFyDzP0zEP4ZxzH+dwpluTefhp/V77tN79z177j/tee619fb8fadurJ+x5 +CQSCKQ+B8Hs3tB8mloyc1O7aQZ2en8fBVyBz2wOxcCAfSfCwKcfB8nRCxui3 +RLj0IXqO7oPDynnfswaSGeA6wVCR0MVB9jhnuPxhFoQOTF/qWYKDR9M+iPj5 +BdIZqyPvFHPgP1nCAzw8xdAfuMGFdpcD2RS9hub9ZeA4Ij1FUOdAmVPMxtOs +CqgdSOi//o0Nv/7SEnrvUg3+Uv4KVels4J1MW7NRtg4CrfSLb9qzQXXeJtss +vQHeSIUYC29mQ4O/SlOVfDPkrySYr+tjgdRj5uRbTgs4ndqnIRnGAub44ECH +cits2Cm4f5sBCxIZ+XWCoW1QOlLyjT7OBEGJNziV2g7n+fnm6lKY8Ojvz5fi +t3ZC7Ekxv+pzTBg7kEZ19O6Cy1tE0nlWMuH67oos0fJu6LGqfGxVwIDB9IqH +ROleGAz/ujHQngHTTu1Rcp59sG9kv06YIAN26PDPXcr/Ci4H/Oqa8kfA4JW0 +w8f/DIDKvErZXpsR8JCw3kI+OwhnLjzJbBEYAQXWyZVdR0mwt2ng74Mfh2Gt +0KhAxRQJfCJ9vQSPDQNfcVSGTDQZdJ/IPNjwgw6XVfJ7lhtR4N6F3YrZD+mQ +dsQ2vmiMAqoFqTOnZOjwiym+hvYcA1yj225vMQ0+mxksCT9IhUSnS4QTpjTw +PhwQl0WjQpfql013sSGQ7jfsfh0wBDv0Je2P/TMEGmr+4WK7aUBvamKHTFPh +rGTzJE8bDXZXjl8M8afCr7oQiqsvHdaR54NF5zCI4Dt//cTWYXhQeFKvyBOD +tQOfX/FWDMNy1bLE+h8UWHrH13yf2whU0Q6ZuJ+mAOHt+QyKCAPeJW0uTS0h +w7WXGSEiZQw4N+VqUyhEhsIdQQLCV5ggnWqUv8ScBMKG1xT8BFlgcF8Qd5Yf +hK+KLW23Cljg52U2u9umHz7EwlbqeTbYNsoq5N7ug3MZqsISc2wo47nx6a5Z +D/gEJPh+TeWAe7rojQ9XOuH9sESUoDEOAQLSpdvTWuGF1Mpfv3MgknH66xlT +X4hfbxoYLOYPBREVayrJOCzblv/SZ2EuD/vH9Rm498IVcedaL3MOdH5vi9WY +7ALRHOvQG9McSBLfSmspaoct/usO8yfjYG4Sytje0AT9O+/rhYhdh93q8R/p +ozj02d6x/hTIhuy0wa3iU71Au3icbSzHAfVtH985p3WDUSxBQK6NA48apfap +xneAo2rktxW3cJh/J1dEUSfCeHNg0jtvDrSKEUo2anYBpbloXZkMDu7ZkxnK +lW3wlRgWu6QNh0KZ2xF8D2rB4uJ44VOxi0C0MNx8YwKHKp8BnfprbGhePyV4 +X7MPtqw4OJ+1lgN+LecPJRB6gCZMrOBdyLG/0pPg0OWdEBx2puqRLQ58a6di +vk0RYfeNWznrnDiwJupBUl1UF3jphRGjhHC4bWPqcV2/HeblT7gHFODw+Mey +yIOeDaDf37npQRgOZVQrjp91C+TdbKz1HcFhdYTAYRmdSjBq7PoUI2YODQrH +SBozOOQLCWV2ObLhBKdItOpMH5Sc1RIYEeBAieg1WUv5Hsg02vcaz+JAbnky +xO3vhE0FBR+OWuBAsNh2aOnJVmipvlZy2JoDP43PDg3VdcGRO+MZQUtxyHl6 +S23Urx0eW2SeO/QRh3Ue348xPjZC53J1fkN/HJKj9sWFNreAUZJSlu4ADnLd +jaQ9b6ph0naqr94Fh/7O7+Qr0US4MjcaVFGNwzO3a2SZTfWw3dh5sOQnDqM5 ++yd+FpbCnriI6Eyxg/D90Gs/iTkcVC3eMPvt2PD+Smt8zeU+EFyWt+reEg6M +PhGSmdXugZeOLiK0DA4YkZgTVSc74eIJtmz6cRzezNBnQ3xaQcoNr6Cc5oAG +82XQdkoXKL/cIeVNwME6zm+PSEI79LCx1uQ0HBovu6YZ6DaBVLyjV+rdhfdQ +EToxz0eEcE1rudfdOLRodD0zSqwB3Un54wqOOJASH6wyaCBCdrj03NYyHOr9 +6VDSUg9ulGhzaRyHFwnNOa+yy+Fwqd/wUPbC9xEC4drijcArNKdNwXCI7HgY +rBRcBbKOJWsvNuIQGLg+yNWqDkifNZ1spnAYumul/Dy9EPj0xF0HxVRA76x9 +heBCzn54/uC/cIENnYJBZWXufZBtNSHYQuBAlbGDie6RHljtwW944f1CHnzs +7fVsOyEoJsBmwASH9aa0oxP/tkJVpWL1TgsOTI+Gh+ewu+B1SuWpqdmFPIow +S2Yz2mFO3Wt1V8rCfWPkZGbuN8FBJiGn9zYOxRv7v26WIkJu4LhdWwcOsTiW +biFWC5cOlj88a49D7zLfnhKMCL2DX9RPFuOwXTvCqu6vBniuuDfsOAuHcPdq +S/7ACnBetVFGNAuHlLirS1c7NMJfVs9viSz0BLOobJWxRDUYZlqahNfhoPHM +K06ksA74eNoTH4/joKwdz0m8WQKuo1Wca304sHRSj+6SqwHjF3zi374t/C/7 +dHRSQxkMlNvzfaLh8OTvTJ9drEoocHq9U3kWh0/ECx8L+nNh0e+hat3ZP/32 +3bCfHdnF9XvMzeyIZRrX7zZdgtMzX67f93bFsXZZcv1OKVUcbpLHkd/TngEO +4/Ncv00f/yDOtnD93qYiOWj8ioP8/ukbaKv2Dwf5zaNeRmjR5yC/n55T+rl8 +Awf5HW8qbBTBYCO/jeQSPeNy2chveaeNFpYP2MjvDzU9SWdOspHfnc5LpIOl +2cjvo/K5kbdHWcjv84rC3a55LOS38OYXvor3WcjvO/cnHT+YsJDfsZ6tLftE +Wcjv57f5xKNITOS3RuWW6AtJTOS3T29HE8GFifz2ixuQTlFhIr/j/TP4D4wx +kN8+0ck9+XkM5PeVpoc1BTcZyO/yoihbM1UG8luthH+8dWwE+a0aQbWW+jCC +/NbRjd2k4zyC/L6KPaa0bBtBfst88fqg1jeM/G7mE2o49WQY+W1+QL/AXHsY ++W3se3yylE1Hfou9iWq4H0VHflMczFzUtenI77asu7XpFBry22dWQ7PuFg35 +nei1rW14JQ35DZX9I30xQ8hvd3Xd45s2DSG/4yMLT298TkV+O1Ml7lB4qMhv +iTVHE3r1MOR3137iKyFrCvJbcyOr/l8CCfmtMeJX2cPEkddNPOP5WW8w5HWC +cZT/zV4K8jpHQrZb5z0Zef2Jbi00+gtHPrc2bW1o78CQz5cCL3Zy1mDIZ608 +g+m81RTks9eN8y92emDI5/T8kENRcRTkM/mZNPv+TjLy2VljDXFioTcXPf6o +w/AWY2HI44tvszbUy2PI4+N2hcG9ahTkMZ2h11gRhiGPt69YOfemkII8NhiT +cil2JyOPX1PJoaxBMvLYUc5gbUInCXlcY1Ia6bXQO4v+pga0/1w1jiF/8yrD +9C+rYchfh1bxxpqFuV70V8FuMKYlCkP+hmkuPbO3gYL8/Xnq+6OgJ2Tkr6q5 +uebpcTLyl+9Lckz/MjLy1rlQKfKMGRl5uyuFV6niBQl567xE1rJowdtFX0vT +tBxuz2DI19R0YKRoYcjXcM1JSZ+TFOSreGxRcHUChnxdU+eJW7dRkK8t51df +jI8jI183VXzXectLQb7Kv+WxY28kI0+vHDekMO3IyFMH7Q5s8AsJ+XlkzNdp +DCchL+eSVnUfu0xCXtof/KpovTDXiz6qm5D6ds5jyMc71nuh/ACGfNSO21Jg +bEVBPj5mdVgUJ2LIx5Leu26cTgry8fGnZmXvZDLycVm0ZMo+AQryUVly5z2q +LBl5OMgbl868TEYeqhbbulbUkJB/653Eit9Nk5B3REKP4NV7JOSbW7nS3Pu3 +JOSZfho1gGJEQp4pi2nO/OlZWp/4zVd/eFbkFUO4+4dnr65WjtP/8KyHE/i2 ++g/PtOKDZ0p3cD3LfTs4bMGDI8/mMtUCOK1cz15ZqLnRErmeyei93B10i+uZ +oNQGmaWGXM8epjRG7ZLgekbM8ayvG+V6NprcMbu+hOtZWl+/h9RTrmeFfkp2 +OdZczyRbnw/GKHI9MxLefvnEHNcz/sR2M5s6rmdKodv+0YnkeqZxhaxnYsf1 +LDVXQ/GpItczyRVmGl+muJ7dmqx+V1nG9czio0lcbgjXM11iqOOIJdczRXcx +zfeSTOTZgwstcvZ0rmfdV1tj7VO5nq0IJedaunA9G7w7udVoDwN5Vn9VkLni +B9ezVc+2C5Z/5nr2TLWh3vom1zODlastFFRGkGeMGicd1neuZ0oTM8a6qVzP +PMJmmE4Xh5FnE8e+rKBIDCPPaIbteEMT1zOtf2XlD/nRkWdZlWSzXzvoyLNU +wq6zWm1cz1wrHcoOe9GQZ6HLVMqvb6Ahz+43qF6ryBpCngk/O2cibjSEPDuQ +r0P6VU9Fnhm3+z2y0aUiz66366tlOmLIs+VhCtS+Bc8W/TpXasWrHkxFfj29 +UJCbT8OQX2Yywc9/+7XolcYJfeW8NCryCmr9EoJEqcind3+FiO51oCKf6q3V +LKM/YMgnw+G67799WvRITIHdPptPRR6dbqJE9ytQkT9afocEmDepyB/nDUp3 +cxow5E/wwb99NBb6bNGfA43TlipPMORPloDSq9/+LHozRnOZ4K2gIm8yNx8+ +laNGRb60Xd++PNaXinzxqq60+taDIV9mzyR/WLKSinxp3YPvcF/o+0Vf3N+4 +zU4WYcgX7+XnMnW9MeTLujGw+u3Loieb2/PezlVTkSdHtHxqhbWoyA/bmKJ1 +nAAq8iNa6bCbHQlDfiSlCho0raEiP3bv9Gra+hZDfuz9mZnHqMSQHzbejul+ +QRjyY3B4RvFOJIb84GHUyMvewJAfUtO2Sr/9WPRC7aFE21QtFXnh8d7hZR5Q +kQ/uztKNa4OoyIew1bUfn2IY8uGc55Or79dSkQ/Jq1NN6e8w5IOCqab9yVoM ++fBLYNSN8QhDPkwHjnn7xmDIBwF3PVFLTwz54DufPzB+D0M+/MK9t/hdxWCD +267UHws+dIj8vw//e170g/DftZifxfP/AQFy6zE= "], {{{}, { EdgeForm[], Directive[ @@ -11486,15 +11973,15 @@ hRSQTx655JBNFh/JJIN00kglhWQ+kEQiCbz9+Qv9jDHHJj/5D1ohIRk= Opacity[0.2]], GraphicsGroup[{ Polygon[CompressedData[" -1:eJwt09N3FwAABeBfdmvZtbZsm4vb0rJrWVv2yVpt2bZt27bt/ou+Tj18577c -t3tuSExcdGzSQCCQhN//cwAdiKAe1ajI314ykpOClKQiNWlISzrSk4GMBJGJ -YDKThaxkIzs5yEkucpOHvOQjPwUoSAiFCCWMwhShKMUoTglKUorSlGEgHYmk -PtWpRFkG0YkoGlCDygylKy1pRG3KMZjONCecmlQhlm60ojF1KM8QutCChoyg -F22pxTB6EE1TqhJHd1ozmj40YSQxtGMs/ajLcHoynjaMoS8TacYoejOB9oyj -P5OowIHAv93f8JP7/OIV37nCa35wlxd85TT3eMk3LnGbZ3zmCJe5w3O+cILz -3OAxH9jPKS5yi6d84jDHOcd1HvGefZzkAjd5wkcOcYyzXOMh79jLHnazi53s -YDvb2MoWNrOJjWxgPetYyxpWs4qVrGA5y1jKEhaziIUsIJEE5jOPeOYyh9nM -YiYzmM40pjKFyRzkKGe4ygPeEuWgfwDK/2zs +1:eJwt01N3FwAAxuF/NpZda9l2La/a0rJrWVu2tVZbtm3btm27PkVP53TxnN/N +e/sGR8VERicOBAKJ+PO/A+hAM+pSjYr82yUhKclITgpSkorUpCEt6UhPBjIS +RCYyk4WsZCM7OchJLnKTh7zkIz8FCKYgIRSiMEUoSjGKU4KSlKI0ZRhIR8Kp +R3UqUZZBdCKC+tSgMkPpSksaUZtyDKYzzWlATaoQTTda0Zg6lGcIXWhBQ0bQ +i7bUYhg9iKQJVYmhO60ZTR/CGEkU7RhLP0IZTk/G04Yx9GUiTRlFbybQnnH0 +ZxIVOMBv3vCT+/ziFd+5wmt+cJcXfOU093jJNy5xm2d85giXucNzvnCC89zg +MR/YzykucounfOIwxznHdR7xnn2c5AI3ecJHDnGMs1zjIe/Yyx52s4ud7GA7 +29jKFjaziY1sYD3rWMsaVrOKlaxgOctYyhIWs4iFLCCBeOYzjzjmEsscZjOL +mcxgOtOYyhQOcpQzXOUBb4lw0Mn6F4RtbWo= "]]}]}, {}, {}, {}, {}, { EdgeForm[], Directive[ @@ -11644,72 +12131,72 @@ kb1rKV34p/8DUtAShw== Opacity[0.2]], GraphicsGroup[{{ Polygon[CompressedData[" -1:eJxFl3k0VXsbxw8pupWpcjMlyRUl6kqG8mRKISVkqJAoV4jUW6FC5hLd3CJz -EVGGiMo8y3iOeXbOPsfhjFslQnjd9a7354+9ztpr7bP37/f8nuf7/Xxlna6d -ceElEAiMlevfX2OXSVIVw0qnbw9tYXkZBz59Ca8xcTXQP+9SJ7hy/2dKXGKh -uAF8O/YqSHoJB5O2vvdJ4pbQuvc0WesXDtbOs+V/izsDydp4x82fOIyohOlH -id+AAxqpBRNTOKRuPRUaKR4MZXF1wvUUHAIFChUixGOBciLtlmMtDja2aXlT -X9Phcn7i0kQADhuWA88bbc8Dr59MNWk9HOTNuZO1D4vg8ejC5YE1ONxq14S4 -6U+Qy9wUf7eSC78XiYzy8FTCSOg2D/o9LhRj+q0dh2vAlSE7T9DgQo1bkqQt -uw6+jKaN3PjKgR9/HBF659EIwTLBextyOcA7lyMsKd8MoXaGlbddOKC+7Fhs -kdsKmTJRpiI7ONAarNbeoNQBpRsIlluG2CATw5p7wyWC21lNre3RbGDNjo32 -qHbCNhXBwwpGbEhnljYLPu6CakbV14lZFghKZ+I0WjfY8/MtNWex4NFfHy6n -7uqFZCvxoMYLLJg5mkNzvd8HV3eK5vJsYMGNA3VFYrX9MGBXH2NXxoSx3LqH -JNlBGIsdlgx1YcKCW3eCou8QaDIO60YLMmGPLv/S5dJh8Dga1NxeygCjl7JX -Cn4fBbVltZqDjgy4Je2wk3J+DM5dfFJIFGDAXrbVhr6TZDjYPvqXQcEkbBaa -EqibJ0NAfKC/4OlJ4KtMyJNLpIDeE7mIbd8n4Kpa6cB6EwweXDygXPxwAnJO -OKVWzGCgXpb966zcBPxgSQjTn1EB1+q/dLCSDh8sjNbEGtAg3e0y4cwpOtw/ -HpJSRKdBn/onqXvUcZAdMe5/FTIOewy3u5z+zzhoHQqOFT9Ah4n2dk7UAg3O -b++Y4+miw4H6WeeoYBr8aI7CvAInYAtlOVJsiQpxfPY3zuyahIhyK/0KXyps -Hv3wkrduEtar16S3fMdg7d1AS01vBjTQj5n52GJAeGOfh4ky4W3GjursKgpc -f5EXJVrDhAvzXo7lQhQo3xMuIOLJAtlsk9I1lmQQMb6+N0iQDUZhgri70hgM -KxO77pSxIcjfYvGA4wjkJ8Mumj0HnNrk9370G4Lvvt/5L17kQK9geE2NzxCo -W2eyRi5x4J1nZ2rT1SEoFRIq7HPlwBluhVjDuSFoCBjVbbnOgY6t84Jh2kMw -5HTX4X0oB4pzxnZJzA/COoXSFwErfXk8OGXIyGcQLuSpi0gvcaCG5+b7exYD -UGz3U5BI4EKD6RUzvRMDILju88YHa7gw9URIblFnAKrOHxFgCHChSuy6vI3S -AOz8zWC5aDMXgoj2x9IIA0B3NueYKnJBQ6HgrXtOP3hKuH/xt+RC77euZK25 -PmioV25UsebCwlRsbAmnD2S88TrMlgtarBfhu7E+IDZerzruwIVp0/Pj4819 -cODmnZItblwQTojIaE7og9mO0Iy397nQKU6oktTug4CQtMDhbC745IrdzPfs -hU23+I0vvlv5foCLi75TL7xw9RCl53HBhMz62WDVC4Ummq/wIi58rH0NKYd7 -gS5CquNdmfPgfU8iH6/vBZNkgoBiFxcetcloqqf2gFiJw+ObC1zIkNhFJ1Z0 -w6us+rPziyv7EWVVLeZ1g+qLPTL3CTg4pAT9KZrWDSfuzuaFr8Wh5O87h6aC -usFfP5qUIISDn+OpWzcMuwHrqNhSI4eDT/Fcnmp9F7yblE4QNMUhREC2endO -J4QnhTiOmuGw9RT95M9/OsH5DEc+1xyHzF8Ti1EBnSBVVpZ/0hoHgrXCsbVW -nRAZfa7hkdOKrm6eT/o6T4LLBrUPz7vgMLgucKCKSgK9OSXzva44kNMjNhq1 -kmDOaX6oxWNFR3u/UTwTSeCqHv/1tzs4LL9VrMA0SGDAIpQM+uFQKTkyvEOG -BDKprv7Z91bWryZ0ZpmPBL3rNfiNg3F4naCZ8riDCIYjvVIR0TjU0Oy4QQ5E -2Bm85Tj/axwszR4zd7e2w5KG/6a+LByISYpyv8LaYYBD7Xydg0PbVa8cI712 -iLEuvHCsAIctt76dZha0gftGSTmxIhyyUq6t3XSlDY5XB02OF6/8P04gVkei -DZaVzviElOEQ831dvIFvKwyOfdKwqsRht06cXfMfrVAcK7u0qwaHluAJqCK2 -gOfSVHhdIw5Pva9T5KRawLjQxiy2GQetp/4pouXNIO9atdm5DYfQ0K3hXnbN -MEyKTl7ThUO5nF8cX8QX+Bg6e6mrB4dknJprLf4FYrUdFF/1r6xHq++pSXoT -eE01cK8P4cDWzT65X7EJTDL2FemN4qDY30b+M7MR/rB7dkd0xZdYFTUbTaUb -gVdoSQej4hDf8zByX2QDjNa68L2n4/Dkr8KA/ex6+Hy77UsgA4dNcQLH5XTr -4ZnywWhzNg6xPo02/KF14I0lWsriODxP6yh5WVwLps/5JL5+XalXsW1iRmsN -7DZ1H6uaxmGq5PDP6fJq4OPpTo+ZxUFVJ5WbfrsKyB+03RzncRi/Z6f6LLcc -ytxeqagu4vCedLGgbOQjPJfZ8ONfnxbNsx0+dyoQ3WtLslv+IZDR84Y5tBDM -hIzet5Sxsf/0VTL6HokwIHjtARmtZ38W776652S0Xu/afUvv3pDRflx1eqhj -n8hov+qVTl51TWRUD1dFo81pvWRUvxMzgW4zOBnVd6ubeOXbBTKqP9+n10kj -6yjovJTe8FziSFLQeapuV3lAk6eg86Y8leWEqVBQv7iX74s/Z0FB/eRpboyx -LlFQv43xpuSyrlJQPxrNyHhU+lBQP0+f/fYo/AkF9TvRfpNzagoFzUPM+w7V -+68paF5KpOX7dd9R0Dy9olEes8coaN7ULS21bWcpaB6l6r7pvuHF0LyuS9ye -pSmAoXk+8tlo4fMmDOmD+aXyyMFDGNKPK50SbU0rvvt/fYnVntseYIUh/dFJ -2Vlmaochfeo7THop5IAh/cotjTqWkIIhfdv924alzHIM6V+M9tpzB1sxpI/C -zb64QxeG9LNq8J43txdD+ppmmhB8exBD+ns51LmXK0xF+uz8pmhbixIV6ffn -+mjDq4eoSN+zc4GZdYSK9P+uw0GoPUpF/iAtfDJtUJ+K/MPvpv1zlVtU5C8T -TP22umgq8p+9l8aSiAlU5E8SyRWRjWlU5F8x7B7rynQq8rd2ntnSokwq8r/O -9l2t3T1U5I8Fusz74mwq8s/skO7pjbNU5K/VOUeu+P2iIv/VMCMPqSxTkT97 -0KTvYjw0xAep8eW2ks9oiB98NPTMpaTGEV9A/QhjKGkc8Ue6v0LX5AY64pOA -RS3t5jt0xC9dRfe+5GJ0xDfYFQsPDZ0JxD/imQmtYQkTiI9MA83nqjkTiJ8s -jxqWWepMIr7q4BNqPftkEvGX3Cf//ENDk4jPrlFjMKICA/Gbrl6ylK47A/Gd -ehzNQSafgfjvUBX/bOcMA/FhbUWCk4U6E/GjZ/vDprLbTMSXAYmvB0o/MxF/ -pgbn8R+dYSI+DUoZlc1SYyF+DRjsaSd4sBDfatXvTLyYwUL8+8yPTyKBzEJ8 -nOrbSdQUYyN+vhs255pvxkZ8LbLjeaByGBvxt72ySL/XZzbi85NKH+P9ptiI -33vd18hGynIQ3+c3DWScs+Ig/ldyk7S2ieCgfGCimO6b8nE1P6SeEjGJY67m -i78v7Jtev42L8gePRg2BaMhF+WQ6MNTp0H9W84uC2vYx05er+eZUzHfSInE1 -/yz4hlyZXeaifJRVrTzZrrSanx7sT2Hvt1nNV116BLengav5a8bb4oRNzmo+ -C9x2mBPft5rftBhB9QOs1Xz3fsJBaOrHav5z1xIm/ZxfzYdNZtXx/our+dF9 -jbxNxdJqvnQxGFZ2WPGtSe//5U9ao97ivz72X7/HmuQ= +1:eJxFl3k41OsbxocUncpWOdmTHFGijmQpT7YUUkKWCok4wiH1q6RC9hKdnCJ7 +EVGWiMq+yzpjG7vZDLN+VUoIv+mP8/pjrrne6/rOfN/3eZ/nvj+3guvfp935 +cTgck/f59W3mPk2oZdjqE3fTFldWMBAwkvKbkNQEo3PujcK89Z/piSklksbw +5eiLUNllDMw7iW9TJW2gY88pku5PDOzc5qr+kXQDgp3Z9ms/MBhTjzSKlbwK ++7UziqdmMMjYejIiRjIMKhMbRZvIGIQIlShHSyYA+XjmdZcGDOwdMgtnPmfB +paKU5algDDashJwzlSsEvx9MTVlDDJSsuNMN90vh4fjipaE1GFzv0oHE2Q9Q +wNyUdLuGC7+Xio3z8dXAWMQ2H/odLpRRjDq6D9WDJ0NhAafNhXqvVGkHdiN8 +Gs8cu/qZA9/+OCzyxqcFwuTD9jQXcIB/Pl9UWqkNIhxNam64c0BrxaXMuqAD +cuRjLcS2c6AjTLOrWbUbKjbgbLaMsEE+njX/iosHrzM6unJxbGDNTYz3a/TA +NnXhQ8qmbMhiVrQJP+yFOkbt56k5FgjL5mA0Wh84CQost+Wy4MFf7y5l7ByA +NFvJ0JbzLPh+JJ/meZcIl3eIF/BtYMHV/Y2lEg2DMOTYFO9YyYSJgsb7BIVh +mEgYlY5wZ8KiV1+ySuAI6DAOGcQJM2G3geDypYpR8DkS2tZVwQDT5woexb+P +g+aKZv0BFwZcl3XeQT43AWcvPCrBCzFgD9t2A/EECQ50jf9lXDwNm0VmhBoX +SBCcFBIkfGoaBGqSCxVTyGD4SDF629cpuKxZMbTenAL3LuxXK7s/BfnHXTOq +v1NAqzLv5xnFKfjGkhKlP6ECpjt48UANHd5Zm65JMKZBltcl3OmTdLh7LDy9 +lE4DotYHmTvUSVAYMxt8ET4Ju03k3E/9bxJ0D4YlSO6nw1RXFyd2kQbn5Lrn ++XrpsL9pzi02jAbf2mIpfiFTsIW8EiOxTIVEAaerp3dOQ3SVrVF1IBU2j797 +zt84Deu16rPav1Jg7e0QGx1/BjTTj1oGOFAA98qpkCLOhNfZ2+vyaslw5Vlh +rHg9E84v+LlUiZChaneUkJgvCxTyzCvW2JBAzOzKnlBhNphGCmPeqhMwqobv +vVnJhtAg66X9LmNQlAY7aU4ccO1U2vP+1gh8DfwqeOECBwaEo+rrA0ZAyy6H +NXaRA298ezJaL49AhYhICdGTA6e51RLNZ0egOXjcoP0KB7q3LghH6o3AiOtt +57cRHCjLn9gptTAM65QrngXz+vJYWPqIacAwnC/UEpNd5kA937W3d6yHoMzx +hzAex4VmCw9Lw+NDILzu48Z7a7gw80hEcUl/CGrPHRZiCHGhVuKKkr3qEOz4 +zXildDMXQvFORzNxQ0B3s+JYqHBBW7n4tXf+IPhKeX8KsuHCwJfeNN15IjQ3 +qbWo23FhcSYhoZxDBHl/rJHiwAVd1rOoXRQi4Fuu1B5z5sKsxbnJyTYi7L92 +s3yLFxdEk6Oz25KJMNcdkf36Lhd6JHG10npECA7PDBnN40JAgcS1It8B2HRd +0OzCG977g93djVwH4Jmnjzi9kAvmJNaPZtsBKDHXeYGVcuF9w0tIPzQAdDFC +Iz9vzsP2Pop5uH4AzNNwQiq9XHjQKa+jldEPEuXOD68tciFbaicdX90HL3Kb +ziws8c4jzqpdKuwDjWe75e/iMHBOD/1TPLMPjt+eK4xai0H5PzcPzoT2QZBR +HCFZBINbLievXzXpA0p39ZZ6RQwCyuYLNZp64c20bLKwBQbhQgp1u/J7ICo1 +3GXcEoOtJ+knfvzbA26nOUoFVhjk/Jxaig3uAZnKyqITdhjg7JSPrrXtgZi4 +s80PXHm6unkh9fMCAS4ZN9w/547B8LqQoVoqAQznVa32eGJAyoreaNpBgHnX +hZF2H56ODnwh+6YQwFMr6fNvNzFYea1STdEmgDELVz58C4Ma6bHR7fIEkM/w +DMq7w9u/psjpFQECDKzXFjQLw+Blsk76w248mIwNyETHYVBPc+SGOuNhR9iW +Y4IvMbCxfMjc1dEFy9pBm4i5GOBTVRR/RnbBEIfa8zIfg87Lfvmmhl0Qb1dy +/mgxBluufznFLO4E743SihKlGOSm/712k0cnHKsLnZ4s4/0+UShBX6oTVlRP +B4RXYhD/dV2ScWAHDE980LatwWCXfqJj2x8dUJagsLyzHoP2sCmoxbeD7/JM +VGMLBo/9r5AVZdrBrMTeMqENA93HQeniVW2g5Fm72a0Tg4iIrVF+jm0wSohL +W9OLQZXirUSB6E/wPmLuYm8/BmkYtcBO8hMk6DmrvBjk7UeX+Ng8qxX8Zpq5 +V0YwYBvkndin0grm2XtLDccxUBnsJP2Z0wJ/OD65Kc7zJVZ1/UYL2RbgF1nW +p1AxSOq/H7M3phnGG9wF3tIxePRXSfA+dhN8vNH5KYSBwaZEoWOKBk3wRO1A +nBUbg4SAFnvBiEbwp6TYKGAYPM3sLn9e1gAWTwWkPn/m1avMISW7ox52WXhP +1M5iMFN+6MdsVR0I8PVlxc9hoKGfwc26UQukd3peLgsYTN5x1HhSUAWVXi/U +NZYweEu4UFw59h6eym/49sunxQsdRs+eDEFrPWl2+784EnreJJ8WTjEnof9b +zt44eOoyCb2PgBsS/vseCe1nXy7/3sanJLRf/4a9y29ekdB5PPT7qRMfSOi8 +WjWufo2tJFQPTxXTzZkDJFS/499DvL5jJFTfrV6SNa8XSaj+Ah9epo6tI6P7 +Un3Fd5EjTUb3qSGnfo+mREb3TX6swIlUJ6N+8a7am3TWmoz6ydfKjMK6SEb9 +NsGfXsC6TEb9aPpd3qcmgIz6efbMlwdRj8io3/FOm9wy0sloHuLfdmvcfUlG +81IuqzRo8IaM5ukFjfyQPUFG86ZlY6PnMEdG8yjT+MXgFT8Fzeu6FLlcHSEK +mufDH00XP26iIH2wulgVM3yQgvTDo0eqs5Xnu//pS4LevFywLQXpj376jkoL +RwrSJ+IhwnMRZwrSr4KK2KPJ6RSkb7t+27CcU0VB+hent/bsgQ4K0kfRtkDM +uZeC9LN2+I4/d4CC9DXTIjnsxjAF6e+lCLcBrigV6bPbq9Jt7apUpN8fm+JM +Lh+kIn3PKwBm7mEq0v/bzgeg4QgV+YOs6InMYSMq8o+ga05P1a9Tkb9MMY06 +G+OoyH/2XJxIxSdTkT9JpVXHtGRSkX/Fs/vtarKoyN+6+OYqSnOoyP96unZ2 +9PVTkT8WGzDvSrKpyD/zwvtmN85Rkb/W5R/2uPWTivxX25I0or5CRf7sTZO9 +TeGjIT7ISKpykH5CQ/wQoG1oJSMzifgCmsYYI6mTiD+ygpR7pzfQEZ8EL+nq +td2kI37pLb3zqYBCR3xD8bD20dafQvwjmZPcEZk8hfjIIsRqvo4zhfjJ5ohJ +pY3+NOKrbgGRjjOPphF/KX4IKjo4Mo347G9qPAWvzED8ZmCYJmPgzUB8p5VI +c5YvYiD+O1grONfznYH4sKE62dVai4n40bfrfmvlDSbiy+CUl0MVH5mIPzPC +CgWPfGciPg1NH1fI1WQhfg0e7u/C+bAQ3+o27Ui5kM1C/PvkloBUMomF+Dgt +sAevI8FG/Hw7ct6zyJKN+Fps+9MQtUg24m8nNbFBv49sxOcnVN8n3ZphI34f +8F6jEKPAQXxf1DqUfdaWg/hf1Uvazj6ag/KBuUpWYPr71fyQcVLMPJG5mi/+ +Ob93dv02LsoffNr1OLwJF+WT2ZAI14P/W80vyppyExbPV/PNyfivhCX8av5Z +DAz3mFvhonyUW6c23aW6mp/u7Utn77NfzVe9hjivxyGr+eu7v/Vx+/zVfBay +7RAnibia33QZoU1DrNV893bKWWTm22r+89YVJfxYWM2HrZZ1SUFLq/nRe42S +ffXyar50Nx5Vc+b51jb/fXlfefmzX1zv5y8f+y+PTrYYLv1a/x+FKaNV "]]}}]}, {}, {}, {}, {}, { EdgeForm[], Directive[ @@ -11717,9 +12204,9 @@ jbxNxdJqvnQxGFZ2WPGtSe//5U9ao97ivz72X7/HmuQ= Opacity[0.2]], GraphicsGroup[{{ - Polygon[{{2.040816326530612*^-8, 0.999999994897959}, { - 2.0408163265316807`*^-8, 0.999999994897959}, { - 2.0408163265316807`*^-8, 0.999999994897959}, { + Polygon[{{2.040816326530612*^-8, 0.9999999929794168}, { + 2.0408885814289897`*^-8, 0.9999999929792361}, { + 2.0408885814289897`*^-8, 0.9999999929792361}, { 2.040816326530612*^-8, 0.9999999948979591}}]}}]}, { EdgeForm[], Directive[ @@ -11727,64 +12214,64 @@ jbxNxdJqvnQxGFZ2WPGtSe//5U9ao97ivz72X7/HmuQ= Opacity[0.2]], GraphicsGroup[{{ Polygon[CompressedData[" -1:eJxdl3s4VPkfx8elRcq127juiIpCtZVb+YREkRJCRKEI2YhfhDSFpCxbcr+V -S1qFLSl3FalWrrkkMXPOhDEz52hXhix2/OGc5/n9cZ7znGfmOef7/Xw/n/f7 -9aZ5/Hr0tDCFQmkXXIv3scCxzka2gzGrxXRuYQEHUTOF88PUHXB636C2u+D5 -l9y0rKfUfeAvouFUP4+D1Ye+J9lUe3hr8zI9Yg4HRy9+3W2qF/gbynRO/8Dh -i+51swRqMDwZdZee+I5D3urDsfHUaDBkX23+xMGBLv504w1qMtDX7eal9+Hg -5HyvbOJbAUwF2h1wKsFBcoHuaqFSBt2mFN87dBw0bLGx1zcr4Nq2XO42Jxwu -thlA2mQVFL/UHmvTwmFtheyQkFADzF6K8eYvYFCJmLW2734Fh5P+6ZzrwOCV -b7aiM7cJNu5QGba+j8H3DXukH59rgUl6rIfe/zAQnimRUdR4D0L6rygd5hjs -WjhZaVfaCrdP6ExKrMOgNXpH2xutdsg7LGuVNs4D1STOzEOsA6w0Cy7lvuAB -hz881LO1C7R8FR2dbvCgYLzmvdRv3VD+9lOhiwMPpJQf4CzWR+j1F6HF03hw -6+yzM3nqvXBI60V6+AQXpvaWsHyi+sBNW7b/fDUXgrc3Vax53Q+yP6fSta9z -Ybi06WYnbQAir8/4lNtwYdb3Y6bmpc+Qd6mrw2ANFzabiM2fqRmElHBRhUwG -Byzu07z/XDsEhs1qWacKOXBR2V2N6ToMVwZ62ijnOLCF6yDZd4gBV3OHaMU7 -OCAvPSHe9IMBedFlYnunxkG0IbNsfRYTrmQVfaqpHge/HTWfJKwQCGi7+bY2 -dBxKDnjk1U8h8Lo+08Nu1zh85yjIjKSgoNcoxu+aYsMzOwuR5H0s2JXGclct -Z0OUZUxuxQgLTExzlEz82UD7crA/P+Yr/IomIR0b2WCoF51M3T4C66siyvU+ -j4GrSvuMUPcItItKtx77fQy+v09AztNHwX6vea298RikiboFH1UfA2u67cxL -3ijIDz27L9w0BtQHma3XM0dhWSTd3iCQDYi33Tl941GgPHQrQ+TGobvi8rtS -ZASCMsoS5F6Nw5U5Q6P3YSNQtzlOXDaAAwURG7vHJEdA9mDQlqtSXIDmL+zP -2V9hULujO6yWCxf0TW2VlL5CeQ6os9x4kJde56yYwoITZbtkled5cI6lHIkI -saDy+LRUBwUDfRvGZ90FFKR+ql5xTQSDlyV7vMP/RaHRdY84WxyDP2I+Tq7g -o6C2fN9ChTwGf5qMR1G5KIx42fKsNTHoalNv/diDQoCC/7sIewzahPg1FQ9Q -eNOs3aLriEESt8exoQAF1UC8CXHGQCGnPr7lHgodLUGNlu4YbPEczu7IRGF7 -SNjzVb4YjI6bfWhKRIHfHlv4KAqD8BC3VN2LKFyJuUcf/AMDZZlD9wbMUFh5 -UezgqccYRLrvhNd7UcjwOSc3UiZYbymMF+9B4amVQT5egUF1c6K5n55gvbKd -TcINGHg9rFj3lxYKVjkUcc1uDM7EevViMiisee7+W8gsBvesM6NDBxDIL24+ -9mMOg8aBy4FYLwJbMzarRlFwkHl/CXfvRuBAJL8sbhkOSUbLXHa2IhBhltiZ -KY3DpuWS8w/qEEDa61e9Wo9DaU3C/sxcBB6PKWdKWePQt7vzvrQ7AnHZMSeH -bHAwzlWrtT6OgNdRnkapLQ7JRjMqVxwQUKqtLT/kiIN3l8KHt4K+jk90eXPL -Awdbz7r4AT0EfHalf1sehsOeaovZ6pUI7ONQng+E4/BTlkqxgTgCqnk+EX9c -xkGp6W+Th8II9Eroix2MxmGXvb2RM58J5l96lW4k4pDPYv7GHWaCWvQqS7Ei -HJ4ra/SbPGbCvH7Eyr5iwf6etG+NKmLCJx7aVSTQvQ63lV55uUxIcnx6Yv+f -OEwe+/tW3O9MWNA6eiGmFgeLKdVzDReYMDBcpe/QgMOwcG4px48Jlcm0efVX -OATYHkQ4nkwImJ+Ia2rBwb9OJ93FjgmDnYk5It04MO/QeNd1mfAilu/Z3YPD -VhXdaywNpqAu7pr5/ThoPRTy5CkywapQp8J0SOADVUXZX35iwobjKWFyTBxW -+1IbHs0yQFh63hhBcTgwRfedwhlQHfrhHZ2Ng4+mhfy9XgakaO9MtOUK6tHg -cb7pLQMCkSx7Gi743bgHHa5igHWqqMK3bzgEvtaZf/yQAZus/YcbJ3HYViys -05TKAFGhjwVJfBw6KZ+kfr3GAMYzI9+TAl+ZL1zRf8SPAbW++bpbBb5jXsKK -QawYkKoq+X3Rt4wUuX/dpZDPaaplvzwS9NfS/4PuPJgIGEaI920IWW+QMIIQ -3yu5fyNUiocQ6zmqSEvX+gch1tu296zSv9MIsZ8WtnLq7XmE2G/HdOLhaRGU -qIeXklfiDgmUqBd9WcZmc3mUqKfMnQ4qbR1K1Ls8ztMGVUKJ81ARmT6wfgNK -nNe0MyevQDBfS+dZsF/tirwuSpx3Z8NOEW3BvC71A+UEf8tpS5Tol6qbboUB -1ijRT4493VH+R1Ci38Rc1lbOuKNEP7a/cI+P9UaJfpWVj3wHfijRz1nZ448m -AlCi31+uzTf1vYkS81AqcSFDIh0l5mXAR721Mhcl5mlFvL3FsnyUmLcmS1qs -TRFKzOMdr4wedgNKzOsbz3eXDrWixDz7+9UaenehxLyH3XrqHCDQyyU92Peo -ojqwHyX0QklkeP9mYRahJ+IvZKRV17AIvRmZYqV9VWURerQyO66hVp1F6NVZ -68iTGhtZhJ5p7raQu6XJIvSuTbQPpRxmEXoYs+7YD8VTLEIv8xeMTZb5sgg9 -bT7tpxcYwCL0lqkzKld4nkXosaiRTVxfEOkv9kfKmcXzLMJ/dF3PTDgEkv4U -bh4tFzP4lfAvzsT2MAkL0t+mrqVshXzS/+wsS0P6KaQ//i2aEnPZhfTP1+hc -fUIJ6a9KZoXXhOdHCf91pNSVOFiQ/qxW/PPaxkTSv4tymAfGBsYIf9fvv4sZ -q5D+77+JczXCi+QDyTY8LjWf5IfgwCenwhE2wRczP5tKHlEn+aNLPm3+qTvJ -J+qbHILkckh++euusumhwXGCb6L0djPyVpH8o+CS8C/rMMlHj11XmifHkPw0 -FWl6LLiGQ/BVuvbqCr1JDsFfRyoL+xs3knxm53wsXMuN5DeqtJ1FQzLJd3ei -23LOvOES/Kf8xtxh6AeX4EO+sZtmhhbJj/xVlU60EyRfUu92H8USSf6MKNjW -pV/PI/g0JCor3BjnEfw6UiPLHlUk+Tbz7PIFviXJv6HWqqsrQkk+RqmhCnsL -SH6eFRM7GdSFEXz9S9Tx1gUKyd8vck0MYjaTfE7xmDW870Tyu13IzY9ddJLv -57g9t4NLSP4fqfJ0yOsj88EJnauunzlkfpC52xC8mB+W8sXaPa7ji/liKX98 -GJDLW8wfS/lE37DKeTGfLOUXWSVTncX88v/55j9oE7YW +1:eJxdl3k0Vvkfxx9SRLZqGhRGMUWWaoQYfUJSSCOKFik0jEhSI1I8QlKhZZTs +kixZGspOWca+78TzPPfesTzLvWpCEn6PP7r3nN8f99xzz7nn3u/38/183u/X +W8nJ6+h5QRqN1s6/lu8y3juz/ps8trd3rcG3pSUChEzkLjFkteH8/g8ajvzn +X5KexhfI7gePFSr2lYsEWLT2/50gawsNVu9jAxYIsHOZrXgo6wIe+lKdX74S +MKJ12+S+7BX4e9xRcmqagOQfjoRFyIaA/mRw3SCHALpIwdY7so+BLvMrL7af +APsTKXlTH9NgxtvmkH02AWJL9NNmCnnQbUxzf0QnQMUan6i5Wwi3diZxd9oT +4Nu2B55+LoGM9xoTbWoE/FgoPSogUAXz/qGus0s4vEVMWtp/rYYj0f91LnTg +UO2esPEEtxa2aiswLFNxmP7ZUDLHsx4+08OcdP/EQXAuW2qjShMI6FXTOkxx +0Fk6+9YmtwUeOmh+Xi2DQ0uIdts/au2QfETa4imbB4rRnLlMvAMsVNP8k4p5 +wJlljPbu6AI194129nd4kMYua5KI7Ib8hsEXp47xQEL+JYFhPdDnsUIpQokH +9/5483uych8cViuOvT7FhZl92ZhbYD+c0ZAeuFTKhSu7ags31AyA9E9P6Bq3 +ucDIrb3bqTQEN27PueVbcWHevSdO1X8YEv27OvZs4MJ2I+HF38s+QMx1Ibk4 +JgfMUpVcX/84Cvp1m+PPveCAr7zjZtZpBgQN9bbRPDmgzj0m1n+YCcFJo0oZ +2hxYJzklUvuVCckhecL7ZtggVBWXtyWeBUHx6YNlpWy4oF02uNoCgYttdxvK +r7Eh+5BTcuUMAjWVcU42OmyY5shJjcWgoPtOeLZrZhLe2JiteLwfA52nmKNi +/iQEHgxNKhzDwMg4cZORxyQojZgPPA/9F7zQaKRj6yTo64Y8lt01BltKAvJ1 +hyfgtEL7nED3GLQLSbYcfzAB0033kUv0cbDdZ1puu3cCngqduXJUeQIs6dZz +73njsG70Tapg7QTIvoxruR03Ditv0G33eE8C4mrjqbd3HGiZZ/KQtWzoLrzZ +mIuMweVneffXVrMhaEHfoMlvDCq2h4tIX+RAWsDW7gmxMZA2v6weLMEFqBuZ +HE74Fz5odHT7lXPBR8/YetOmfyE/EZSxMzxIjq04sTEGA4c8HWn5RR54YPI3 +EAEM3p78ItFBw0HPijmstYSCxKrSNbdW4PA+29D1+jcU3p02FJkUwSErtOfz +mlkUNovuXypch8NrI3agLBeFMRdrnqUqDl1tyi09vShclPNoDLDFoU1gtqzw +JQr/1GnUa9nhEM3ttatKQ0HRm6hFTuAgl1gZUZ+CQkf95XcHHXFQd2YkdMSh +sOuqX9F6dxzG2SattVEozLaHvXgViEPA1TNPtHxRCApNoX/IwkFe6nDKkAkK +4r7C5udycLjhuBtq9qHwzM1z7Vgef725wM4wRKHAYs9zohCH0roo0wu6/PVK +d9YKVuHgklko06yGgkUiTUS1G4ffw1z6cCkUNhQ5Rl6dxyHFMi7k2hACzzPq +jn9dwOHd0E1vvA+BHc+2KwbSCJBq8iccuxE4dGM2L3wlAVEGK0/tbkEgwCSq +M06SgG2iYosvKxBA2ivXV28hILfs/oG4JARyJuTjJCwJ6P+1M1XSEYHwhNCz +o1YE7E3aXG55EgGXozyVXGsCHhvMKQQdQ2BTeXn+YTsCXLvkWhv4fR0Rdeqf +e04EWDtXRAzpIuCmE/tR1I8Aw1Kz+VJxBPZzaEVD1wlYFa+QsUcEAcVkt4Cs +mwRsqv1klCmIQN9qPWHzEAJ0bG0NTsyywHSkb9OdKAKeY6xILoMFm0PWHxRO +J6BIXmXAKIcFi3oB4v0ZBET/3b4jMJ0Fgzy0K52vex1nxF2Sk1gQbVfgcOA1 +AZ+Pf7oX/oAFS2pHfULLCTCbUfSs8mHBEKNE71gVAQzBpFzOBRa8fay0qFxN +wEVrc4TjzIKLi1PhtfUEeFRoxp6yYcGHzqjEFd0EsB4p8W5rsaA4bNa5u5eA +HQpatzAVFr8ujqrPBwhQyxRw5m1kgcULzULjUb4PlKQnjKxiwc8nY/zWsgj4 +wV226tU8EwQlF/ciKAGHZujuMwQTSq+1NtInCXBTNVuX0seEGI3dUdZcfj2q +nC7VNjDBG4m3VSL49d7bizJKmGD5REju40cCvGs0F3MymbDN0oPx7jMBOzME +NWufMEFIoCctepaATtqghNctJjDfGLif5fvK4os1A79dYEK5+3OtHXzfMc3G +QhELJjxRFJte9i2Djdzmv2jU85UeU90CN5R8f5oI3BzshZLfE2A3qKlcRcn/ +ifiYbLD3R8n1BK52KDAORMn10pfKRmdvoeR+zga65QaHo+R+p0WmvNn3ULIe ++1rn7bUfoGS9GBPfNG7EomQ958NmAukJKFnvrl+I7T78+f1+Hru0AtqUM1Hy +vNLFs46Mv0LJ82x21LWPz0fJ8/Z56b0wV4mS/bD7c0Epuw4l+0X9iMH5Y40o +2U8eMpo3i1pQst8C6utOfhxEyX6M1zzo7cxEyX6NEm98/RBFyX5+eK68uGwM +Jfs9Yv8fQfp8vfs+Dwun0vNXiGHkvLzIkjBrk8LIeXLwf+CVsw4j5w0ag1PC +N2DkPJ5oQ+JH1DFyXgt+Oni8SBcj5/mQYVCjtCFGzrtvjuuzUsBIPbDsCb53 +1hgj9eLVz/c37HbFSD0xDD4gwrmGkXrTfWXb6kQ6RuqRU0LlejwUI/XKx0Op +dV04RuqZw/uTgnoRGKl3+kdNd5RmY6QeyqrzehbKMFIvZ8Y8vwjWYqSe/tRT +mrlYj5F6q3tXvvtrI0bq8b4yI+Z0M+Uv0o8crOQsKP+53aJzubaQ8qfIVdo1 +V2Qo/7pU51p9MIDytyzaztOG3ZT/FdaxbKa3U/5o+JeK2oFgyj/HzHuIljbK +X7/8ViKKyFP+6xv1jePuQvmz5pdvlsZZlH+zG9yNuJ8mSH83ExO3U9em/P+R +Tkuz4zWKD9Y82iZR84bih2YvCY7of5MkXzBuzilb/ELxh2gkq9jek+KTAa+u +xPNZFL/cOdehen6cTfKNho+sQY4CxT/GnZFuk/YUH9m9tkoqvk/xk99c/au6 +ag7JVwqiNvolXzkkf2UV62s81KD4TP8iy8TKmeI3zcitfxrFUnwnnNZjc7aJ +S/KfhfS2C0cXuSQfKnTFMBI0KH6sCNZ0LnKk+DJ7eMRX8SHFn1PpvQs/vOOR +fNpZ5N/cNMUj+fVuRmvcTnmKbyUUZbasNKf4d4vJs13hfhQfp9rpeo+lUfy8 +WKAbinfhJF8XZzIm7AQo/jZMjvj2fjvF54N4WGa9PcXvqV51s+N0iu8rAxJo +N7Mp/s8elruW2k/lg9VR6tgwh8oPNlsiYpbzw/d8YT7R9Gk5X3zPH4UimqnL ++eN7Plk/AyeX88n3/KI476S5nF/+P9/8DxRXx0o= "]]}}]}, {}, {}}, {{}, {}, {}, Annotation[{ Directive[ @@ -11842,45 +12329,45 @@ fOXZxafVMLHB8mwX4yvBaP7Oia9F7yEu1px6Z5xAyzCJSr3EQPebHZ5OUwT9 RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwtlXk81fkaxw8p2izVNB3rPZVpKFS3UOKT1ChUV0grjVSuUFpu2eIU0crM -uErHmiUyodJmT0eqkTVr5Zzz+504zvL71lyckYs587r3j+f1vD6v55/P83k9 -r+fN8Tu245A6i8UKUdVf3eWQpLV20MvhU8OG8clJAkno/7T4/1rDSf+4gL0K -hzZ+sPBV6b9n3kx7yN6IoCmmu6onCFzfdj1IZ3vi1bbnqZHjBN7+yqqf2f4I -Wqvb+sdXgo9W8U7X2KfwYMBX5/MwQdY32y9eZsdi7eD5+h4ZAVfr4ZJL7GRw -F6xTpHYR7NqdXfL5Sy5GQj227CoimDnJ3edsXIL2DazAX7gEpu6M5MWVMlxY -kSlfsYvgTNMa3Bx6hoLnFpImc4Jvy/T61NRqMBYed0Q5yeAx5dTYvK4O25P+ -0zrewqAuMN1gt5yPJauMBW63GQx/Z69zL7gBQ9yLfjb/YqA+WqRrYPoGarZ1 -rJZNDKwnDzz2KG7Ez/sth6YvYNAYu6rppXkzsrbrud6UKmCSJBstZFrgapYb -nvlUAZlS0NexvA3mgQbeuy4pkCuteKN9vR2lr3ry9nopoG10h4jF79AZNIVz -maPA1X8+Opy1uBNbzZ+mRnyWY2R9kTggugs+Fnrdx8vlOLWSXzb/RTf0/naD -axEvh6CYf6WV04uo+NGA0m1yjAW+45mFv0dWeFvLmvlyLHXUnDhc8QEpERr6 -PKEMzrc5R+5/24e19QvTfsyT4YyR70LRPgFiejuaWMEyLJN7zezaKsT5zD5O -wSoZ5up81uJ/FSIrtkRz/YgUGjW8kkVpIsSk5fdUlEtxdFVFz3RXCiFNV15V -npWiaItfVvUIhRfVPD8PaymGZfq6/Sk0bGo1lW0jg3jk4TwleaMY1jfFvial -g4jeHJdZ1i+G44YMQ8egQXA+unTnxH3CMTqJalkyiLU2scnslf1Y9Cyy1Oa9 -BPuMm0fV2vvRrKHTuPMnCYbfXKOOcwfguX5TpaeDBDc1fE7tWCyBG9d99Lli -AHP7Ht1W50vAvsNrjOcNYGoU13NN6CCoIx7Btg4DYBX6lFBzpGgvO/e6mOrH -iVsl1+bUSREzvtbuTVg/qpYmaOmFyJAbuaRdMrMfei4nlp3XlgP1Hwffp3/C -B4uW9rBKOU7abnA3NPyE0gwsFvsokJVatdsgRYz9JdZ6RhMKBIuNoig1MR7v -+UO7hcXAdpvwvdUkDe1p5bMuTGHwvMj+SMR/adTus9ca1GJwN+7d0CwljYUz -Nk6WzWVw31EazZbT6Pd3V7iZMWhrWtz4roNGiH7Q60hPBk1qyoqyOzRe1ls0 -WHkzSJJ3eNfk0jAJJXxqNwP9jOrLDdk0WhpO1G72ZbDsoCC9hUdj5emwJ/MC -GQxInd7yE2komy/m/RrNIOK0zw2rMzRi4rK5H+4yMNLdmt3rRGP2GU2XH+8x -iPJdjRfradwKCJ7TX6LyWwxpgT2Nh65rckgZg/L6xE1HbVR+9Vr56jUM/AvL -FvxmTsM1g6Vl1s7g8EX/TkaXxvwnvtdPjzHIduPFnu2lkFNQv/PrOIPa3nOh -TCeF5beWmkSzCHTfhBPfdgpbopQlCVMJkuym7l3dSCHSKbGVp0Pw/YyZE3eq -KFDN1fPqFhEUV1z7gZdJ4Z7EiKftRtC1rvW2ji+FhPS4A33bCBwyF1a67aHg -v0NhWuxOkGw3ahzjRcGwsrJ0qzfBkTb9t69Ud305ce/Lq34E7gerLvfaUAiw -Tv0yI4zAvtx5rHw2hY0y1pPeCIJpacYFa7QomGQFRN49R2DI/92xUJ1C53Rb -TZdYAmtPT7vdShE2few0vJRIkCMWXZcLRFgYO2+zZj7BEyPTbsd7IkzYRs7u -KlDt96B5eXS+CD0Kui1f9fdafGb7Z2WKkOT9cP8P9wmGdv5+NeEnESbNd5yM -qyRwHjEJrjkpQq/gma1XDYFAPbNYdlSEx8mcicV1BCHuLpTsoAghE58T+A0E -QVWWqXs9RPjQmpgxpZ1A9AtHEW8lwtOLyoPtHQTLja0uiE1Fqlx8zXK6CcwL -1Q4qDERwzbMs29Cn4sCz/PSP00T4bk9K2BwRwTeB7Jpfx4RQ15lwoGiCLSPc -wBEiRPnZt6+5gwQBZs5zszuFSLFYneguV+VR43ec/0qIUCrNk0NUc4cOWvBM -CLcbGvpfvhCEvrCcuFcoxPduQYLaIYIVBeqW/BtCaKi9y01SErSyerSPXRBC -+Mgu8ICKKxN5s7r/cVSIysAcq+Uq7mwqEsdRrkLcMJk5/Be37Azkv/2bJcSf -GCKeTw== +1:eJwVlXtYzHkbxqdEOXXAWtPxnWhtkbCpSN0SGxU2ReVQNlFvKnJ4nUqGcqZ2 +t1dlOiqUVoVx6KRkEjadz2hmfr9Rzen3ZTfNpjXt+OO5nuvz333d13M9H07I +3o27tFksVrRmvm7PXYMtNdJNru/rV34ZGyOYFbPo9l8a7pjm/M9X1nE33idk +22PXqre2wRr+ITst4z57FSLHWQU8URN4ve66l8n2w4v1T9NjvxD4h6qqfmWH +InKZYcvfnwne2Z11v8w+iHsDwQYfPhHkfLPhzAV2ApZJT9X1yAm4evfnnmen +gDtruTK9iyAgMLfkw8d8DMf4rg0oIpg8xt3mYV6CtpWsiN+4BFY+zOCzi3yc +XpStWBRAcLhxKdKGylDw1Haw0YbgW75Rn5ZWNUaPJYapxhg8pNwbmpbXYkPy +Xy1fmhnURmSaBCoEmGtvLvS+zuDTdy4Gd6LqMcQ9E+L4PwbaI0WGJlavoOVU +y2pezcBhbMdD3+IG/Lp9wdDEWQwaEuwbn9s0IWeDkVeaTAmLZPlIIdMML+v8 +Y9mPlZCrhH0dC1thE2HiH3BeiXxZxSv9K20ofdFzY+smJfTNbhGJpB2dkeM4 +FzhKXPrvg905czqxzuZx+vEPCgyvKJKEx3chyNaoe1+5AgcXC/gzn3XD6D+p +XNuzCgiLBRdbOL2IOzsSXrpegdGIdp71sTfIOtbavHSmAvPcdNW7K97i6nEd +Y55IDo/rnLC73/ZhWZ1lxs835DhsFmwp3ibEyd6ORlaUHPMVmyZ3rRPhVHYf +p8BejukGH/QEn0XISSjRXTEsg041r2R2hhgnM272VJTLsMe+omeiF4Xoxosv +Ko/IULQ2JOfJMIVnT3ghvg4yfJIbG/ZfpeFYo6tqHZbiga/HuJRVEjikSYIt +SqWIX5OYze+XwG1llqlbpBScd57deYnvsZdOpprnSrHMMSGFvbgfs8tiSx3f +DGKbedOIVls/mnQMGjb/MohPry5T+7gD8FuxutLPdRBpOkEHN84ZhDfXZ+Sp +cgDT+x5c1xYMgn2L13CWN4DxcVy/pTFSUGG+UU6uA2AVBpVQ02Ro4594WUz1 +Y/+1ksvTamU4+WWZ86uj/aiad07PKFqO/Ni5bYOT+2HkuX/+KX0FUPdO+ibz +Pd7aNrcdrVTggNNKH1PT9yjNwhxJkBI56VWBJlcl2F7iYGSmViJSYhZHaUnw +cMvf+s0sBk7rRW/sxmjoTyifcnocg6dFLmHH/6FRs81FT6rH4HZi+9AUFQ3L +SavG+NMZ3HWTxbMVNPpDfZTe1gxaG+c0tHfQiDaOfBnrx6BRS1XBv0XjeZ1t +vZ0/g2RFh391Pg2LGCKgAhkYZz25UJ9Lo7l+f82aYAbzdwozm3k0Fh86+mhG +BIMBmftrQRINVdOZG7/HM4g9FJRqd5jGycRc7tvbDMwM1+X2utOYeljX8+c7 +DOKCl+DZChrXwqOm9Zdo8hZDVuBC477X0jzCZ1Bel7R6j6Mmr1GLQLuaQWgh +f9YfNjS8slh61m0Mdp8J7WQMacx8FHzl0CiDXG9ewpFeCnkFdZs/f2FQ03si +humksPDaPIt4FoHhq2MkuI3C2jhVybnxBEnO47cuaaAQ657UwjMg+H7SZPWt +KgpU05MZtbMJiisu/8jLpnBn0Iyn703QtbzlukEwhXOZiTv61hO4ZltWem+h +ELpRaVXsQ5DiPGJ+chMF08rK0nX+BGGtxq9faO76QtLW55dCCHx2Vl3odaQQ +7pD+cdJRApdyj9HyqRRWyVmPeo8TTMgwL1iqR8EiJzz29gkCU8GfboXaFDon +Oul6JhA4+Pk5B6rEWP2u0/R8EkGeRHxFIRTDMmHGGt2bBI/MrLrd7oihdoqd +2lVAkHyvaWH8TTF6lHTrTc3faw6aGpqTLUay//3tP94lGNr856Vzv4gxZrPx +QGIlgcewRVT1ATF6hWVOm6oJhNrZxfI9YjxM4ajn1BJE+3hS8p1iRKs/nBPU +E0RWLUjf6ivG25akrHFtBOLfOMqzdmI8PqPa2dZBsNDc7rTESqzpJdg6r5vA +plBrp9JEDK8bC/gr+zQeKLuZ+W6CGN9tuXp0mpjgmwh29e+jImgbqF0pmmDt +MDdimIhQfuT1S66UINzaY3pupwhXbZck+Sg0fVSH7BO8ECGGyvDjEE3frh20 +sEwE71Qd448fCWKeLVDfKRThe+9IYc0QwaIC7QWCVBF0tNrzk1UELawe/b2n +RRA9cI7YofGK+saU7p/2iFAZkWe3UOOd1UWSRMpLhFSLyZ++esvZRPHH/1ki +/AuOP5wE "]]}, "Charting`Private`Tag#2"], Annotation[{ Directive[ @@ -11888,41 +12375,41 @@ GCKeTw== RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Line[CompressedData[" -1:eJxV1fs31HkcBvDJ5WBtLqPSuKQpXdBtqy2q9RSJ0M2lUm5FJbU2lhOLtcq0 -SnY6Jckt29BNmVqTsmRaWZ1aERJZkfl+G3P9frQbg9ZY++P+8Jz3ef6A9+vh -7v/G74AOi8WKmMx/1/uArPWxPNCVfuo2PjFBIIv9f9dztzrWx1kJcxu3JWGT -fcWVvMJKzkY4r6kOqtMS+Lzo/KWIE4AX3eySlHGCXZGaR+c5kbD8KlgxMkbw -dumP7tmceJhdFMcPDhGUTN926gwnAyFLTgT/qSRIN6xccJqTA2l1RGBJJ8Hu -oJ+Fgx9KMa7qOB9fTmA8kR7sOUsI/4SsV23pBPN2MLInWSKw9n9ac3U3wfFm -F+R9rMbDKxtceE4EliLz3ilTxFiRtqdpgkVQJXFvallXj08GBuFxbQzqo4us -g1QNoDiJVutLGQzN/8r0ztdPkehrN12UyEBntNzMet5zFBz+bELjxWDVRHiV -f0UTpDXm8gFrBk0ZK5sbHVuQkFaY7ErUsDunHL3JvERK6RdtznVqKDV9vR3L -2sC52O7H8NUoVdQ8N/mpHZppVbu5IWqY2F4nNP0KGtdQh3xHNc4evn+wxP41 -bBs9AnvHVBheX05HpXXiQkZz8cFGFeKXN4hmPOkCx9TfU5yjQl9FQ1Yrtxv+ -QTuTHUNV+BT9qsDhuz+xvaqs6/ECFZw2GGgP1vTg8uLpotUflfC8yj10z7IX -w6luO+NrlDhuGzanP7gPd4KneuTwlFikCjTu3PIOVnuz/6G3KWFhOmjYMPYO -aavXvSuZpoSeuEA4t7Aff1y0ddvSo8CRlTVvjHwksF8YGMcuVqB88/6SumEJ -2izytJVhCgwprcykuRRGZ7sZb7dX4L6/p27ORhrxsb/sS5bIkebFuyKS0jBu -JpmXBHJw33p3CXjvcXSh8kRKpBxrVmfkcJZL4dx1kXGdJUfwrJbRKe1SXCvu -3yzrlmHoebbkWPoA5tyYbfmYL0OeXmi8n70Mu1iPygM9ZbDovX9Vp0EGG/ey -kzraAeinpge4xMrxhBqvyy4fAOtmqFDCVuAvvVze93sHEJcvzGbXK+DvVZHQ -xRrAI6dMQ/MYJYZP5i6DQApz77hFJ0xUUA4uTzLylKJn8cv2pFoVkj0y2Lye -97hbDHs6VI2lwQcHA2PfI0S4ytxWq0bA9rv9N7Q0fuD9nN5zi4He2q2ZnXE0 -ph438N53h0H/kgF22TEa+VFfs6VCBr8fOLI6NoZGpY+LgIgYCCZcN+hH05Ca -tzboiBnwZu4cs95Hw6eYZejQzqBZr5NibaMx40HYTwmfGDis82SfdaAhuPH7 -zrFxBod9U8PnLaCxLN/JLm3yD6YWZYpr7WlsTtUIM/UJpMN03ns7Ginu/NYC -UwLDh2amdjNoSFrqptXPJbDR7dvkpEPjjsy2wMSXYONt0a+xXRQyi3jhvVsJ -ks5WBsV0UIj0U8+r2EFw9EjtmkNtFGxqa+9u2UXQGPHsuy1NFM7w9zae3U9w -ITK/Qy6mELXq8ofPkggavLintl6jsFHJetCdTPD5mQBPfQEFu5KolFvfE3RH -2TdVXaHw2sjZwDuDoMLo23yjyxQ83r62Oc0n+M1S4BadRWFOxjQvg2sEhUWK -24MxFLTOKVM7bxCYW6Q+wxEKb9RU27VJR1oehp05dYjCuV2VIZvuERjstawa -DaMw4ej3La920q2O9rSj2yl091U7B4oJqrNCy2J8KVTlcLX29QSsEM2iA14U -YrSDmQ1PCVrFX+ouXk+hp5VfrNtOULppzg8WSyk8PKWJaO8gGAlSlpQ6UshZ -G+Yg6CKYpTuyee58Cj5lS0RuvQR3MyO2UjYU5u/JTWL3E5hdeMnhzqSgY6p1 -lVCTLurnO3lYUPg18cWzdDlBpE0kf6URhdzFX/J3qAhejvC3jehSiJUUBnAJ -wVO57aXzWgl8L+lZffhA0Lz+sM0/IxIs9D3a9/gjgZ8197Lj3xLoTXlVek5D -UH71dKKJWoJ399dGh086PT9hrku2VILaaMHSZZOOx124PhjTJ8ElO+Oh/3Yg -z0644vZrCf4FGnUu7A== +1:eJwllXs81Pkax4d03Jai1jZ2sUJbuaQSxbGfoiJsnailNhHZrK0k9khHaRxa +KbRybLklrM1IamdESK3GWtfClG4M8/s1xty+7DbkNnb2df54Xp/X+6/n9fzx +eT+WYdH+EZoMBiNcPX+nT4S459Ho3s8dmW6z8/MEy2LWsv9U8zPj/7OWp+kJ +AdMJFjNhDiFqXn/9agGHuRVLJ7C/SUXg29X/SyFzD7g6DiWJcwSBhycfZDMP +w0fc/sf7aYKBNd97ZjDjEGCVnjumJCj+cNf5dGYKdLPs6NdSApYO57MLzBxU +vjY9VdJPELTvRvXYeBmaEgsZZysJ9OdZB7zMq1ES3TI5wiKw2a0QP77IxUvF ++YrWIIL47k24+u4+3IvTZ3+1JfiIazSoofEQdRUCcaAGwT2hZ+eTfzZDxXFJ +VfQq0BxV+PE+GQ8lgS4xojIFlCvcF1Uda4WVZ966tAQFNKcqF39s0w5Di2VW +C30UcJ4PvRdwuxMXb3blrzVToDPFqfu31U/QU3u6o31MDovL0qkKxVOMlT+b ++/CRHNJJweAzx171PQPxFtlylEka2g0z+/Ag2SG8NkQOQ7OfCU3zYd6bKyi0 +l+PSNzVfF1s/h6/Rym/9VTJMbK6kI5P6oV3GDwhtlyFuHY9r8vgFHDI/+/eW +azIIbvMu9li+guvxYc+d4TLMRPHzV51+DXadq322vQy2W7RVXze8gblegOv9 +aSm8SiyP3P1oEAlTrbdamqWINwtZPnxAgMC7O6/XZUhhJ9ur3//FEDx6MiNH +g6RYsmhMhzc9BPtYpluVuRRaD/OrrQqGceHQ01URIxJ869TwUtdXiBfRvUUR +bAkqd4QVN00IoZc5XBd0TAKl1HSxKJeC4OyUte96CWoCvBbkbKXREW0o1ftz +FEneqde5IhofXFlp+LhmFJYDPi9KU9/iinNnR8ipUbi6pOQw14ngpW8QaOc0 +igPmT6Y0+kSQ/B61RfaHGMr2DOEJ1ggc3s/6ebDFuKp1MM7fWoz4rFlp1GEx +lgzWlGjyxHj/r/t6QjMxFp5h7dkUMwqRD590do+AUXGwWmgsgfv/bFZvTx7B +ybzqDONmCbgtwwFK2xE8sE3TMTouBZux9oC7eq+Rz0m7ZEMZTrQcafZOFOGN +/dO+hEYZMv/h9DhumQh3imBNH5Tj+07nkzzuWwRXOxuZqeQwuhK809T3Lc6l +3mC9YSuwuWHLkLKDhkG8ts+hKgVcLpr1TbfRyIs8ZiyqVuBTfn2FqpUGx3dT +KeEqMCE69l6TR0Nk1MPTfKgA007On2ug4VvE0FnVp4Cr/zbH+koaJrUhmd/N +KBD8637Njek0Sm+2fDk9p0DsUcuuJWk0HPNsLZIYBGGFTUsVqTR2nJmsTltI +0Be3UreIRSPRM6snfxGBe/J2HekpGsInTUubrQhurcgw2XCERpXYLN/Qj8CP +n3wp1INGWmFq6OBOde+qjuTVg8Zhf7nN7d0EO9zPtRm50/iksfHOF4EEnE+9 +v6x1oZGe9dVvl8II9nULCwbsaEQ6XxvXSyBAW/KNNBMaW6WM2lf/IQg+/UN0 +1RIaFsWRieyzBD+xDb26F9N4rrtR2yeFYO6r8jsL9GlsG3j+yYUsgvSt35xz +naewPGWpt3Y5QfahxroGEQXVxkSD/psEWQZtd7MpCi/lVG+52iMFDt4x4UMU +LgdygrffJUhsbdk//pLC/Gr/2NRGgqPLHM7WdlJ4Jbi/ce9DArtdbhF72yjc +y7FUWTcTbHjHqZe0UDiuGkvjtRLE/hwzN9VE4U1PVtGCPoKOEJeggjsU6s5P +hvc9Iyg3YO8auUUhxy1kVekLgnVrErutKyj4/uTA9Rgk6F1PbGNvUFixPzfB +eJhg5vxEEquQguYi1edCikAgnrU/c41C/amuNtYoweaumSCnHyjk2m/I2i0j +UOqMxUguUYgRFuyxJAShSZG3k9Mo+P2oZTo+rvbqfMPg5H8prPQ7Knj0jiBJ +N5jjkURBS4NfdnmSQCfW0yToNIWhGreoULWnNSS/r7b5jkJjVOkaR7XHlSRp +eXI0hR8t9JV//4E4/jYXTiSFvwAASEEB "]]}, "Charting`Private`Tag#3"]}}, {}}, "GCFlag" -> True|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> @@ -12002,8 +12489,9 @@ StyleBox[\\\"q\\\",FontSlant->\\\"Italic\\\"]\\)) = \\!\\(\\*FractionBox[\\(1\ 3.9336080281379437`*^9, {3.933608405648792*^9, 3.933608419823503*^9}, { 3.933608452793439*^9, 3.9336084729642363`*^9}, 3.9336085331002*^9, 3.933611252583295*^9, 3.933613165299885*^9, 3.933613226715407*^9, - 3.933764511454769*^9}, - CellLabel->"Out[33]=",ExpressionUUID->"0bb4ebbd-525a-40a9-8738-739ec949f19e"] + 3.933764511454769*^9, 3.934905973001485*^9}, + CellLabel-> + "Out[283]=",ExpressionUUID->"f20f3d20-7262-48bf-8381-2010c90a1199"] }, Open ]], Cell[CellGroupData[{ @@ -12020,9 +12508,13 @@ Cell[BoxData[ RowBox[{ RowBox[{"VSAT", "[", RowBox[{"f", ",", "\[Alpha]"}], "]"}], ",", + RowBox[{"Vth", "[", + RowBox[{"f", ",", "\[Alpha]"}], "]"}], ",", RowBox[{"Vsh", "[", RowBox[{"f", ",", "\[Alpha]"}], "]"}], ",", RowBox[{"Von", "[", + RowBox[{"f", ",", "\[Alpha]"}], "]"}], ",", + RowBox[{"Von1", "[", RowBox[{"f", ",", "\[Alpha]"}], "]"}]}], "}"}]}], "/", SuperscriptBox["\[Alpha]", RowBox[{ @@ -12217,230 +12709,249 @@ q\",FontSlant->\"Italic\"]\)) = \!\(\*FractionBox[\(1\), \ 3.933611034487768*^9}, {3.933613171834357*^9, 3.933613173918364*^9}, { 3.933613229602262*^9, 3.933613231296755*^9}, {3.933658996477151*^9, 3.933659027285872*^9}, {3.933764184016848*^9, 3.933764190652195*^9}, - 3.933764531548313*^9}, - CellLabel->"In[34]:=",ExpressionUUID->"60fc774e-789f-47e9-995f-80fba0589db7"], + 3.933764531548313*^9, {3.934740173697689*^9, 3.934740174168901*^9}, { + 3.934905980541583*^9, 3.934905983573635*^9}, {3.934906028360231*^9, + 3.934906030380548*^9}}, + CellLabel-> + "In[285]:=",ExpressionUUID->"60fc774e-789f-47e9-995f-80fba0589db7"], Cell[BoxData[ TemplateBox[{ "FindRoot", "precw", "\"The precision of the argument function \ -(\\!\\(\\*RowBox[{RowBox[{FractionBox[\\\"1\\\", \\\"2\\\"], \\\" \\\", \ -RowBox[{\\\"Log\\\", \\\"[\\\", \ -FractionBox[\\\"3999999999999999999999999999988000000000000000000000000000009\ -\\\", RowBox[{\\\"\ -1999999999999999999999999999998000000000000000000000000000000\\\", \\\" \\\", \ -RowBox[{\\\"(\\\", RowBox[{RowBox[{\\\"-\\\", \\\"0.9999897857142858`\\\"}], \ -\\\"+\\\", RowBox[{\\\"0.000030642857142857135`\\\", \\\" \\\", \ -RowBox[{\\\"Power\\\", \\\"[\\\", RowBox[{\\\"\[LeftSkeleton]\\\", \\\"2\\\", \ -\\\"\[RightSkeleton]\\\"}], \\\"]\\\"}]}], \\\"-\\\", \ -RowBox[{\\\"0.000020428571428571424`\\\", \\\" \\\", RowBox[{\\\"Power\\\", \ -\\\"[\\\", RowBox[{\\\"\[LeftSkeleton]\\\", \\\"2\\\", \\\"\[RightSkeleton]\\\ -\"}], \\\"]\\\"}]}]}], \\\")\\\"}]}]], \\\"]\\\"}]}], \\\"-\\\", \ -RowBox[{\\\"0.000010214285714285712`\\\", \\\" \\\", RowBox[{\\\"(\\\", \ -RowBox[{FractionBox[RowBox[{\\\"2\\\", \\\" \\\", SuperscriptBox[\\\"V0\\\", \ -\\\"2\\\"]}], RowBox[{\\\"1\\\", \\\"-\\\", \ -FractionBox[RowBox[{\\\"2999999999999999999999999999997\\\", \\\" \\\", \ -RowBox[{\\\"Power\\\", \\\"[\\\", RowBox[{\\\"\[LeftSkeleton]\\\", \\\"2\\\", \ -\\\"\[RightSkeleton]\\\"}], \\\"]\\\"}]}], \ -\\\"1000000000000000000000000000000\\\"]}]], \\\"+\\\", RowBox[{\\\"Log\\\", \ -\\\"[\\\", RowBox[{\\\"1\\\", \\\"-\\\", \ -FractionBox[RowBox[{\\\"1000000000000000000000000000000\\\", \\\" \\\", \ -RowBox[{\\\"(\\\", RowBox[{\\\"1\\\", \\\"+\\\", RowBox[{\\\"Times\\\", \\\"[\ -\\\", RowBox[{\\\"\[LeftSkeleton]\\\", \\\"2\\\", \\\"\[RightSkeleton]\\\"}], \ -\\\"]\\\"}]}], \\\")\\\"}]}], \\\"2999999999999999999999999999997\\\"]}], \ -\\\"]\\\"}]}], \\\")\\\"}]}]}]\\)) is less than WorkingPrecision \ -(\\!\\(\\*RowBox[{\\\"20.`\\\"}]\\)).\"", 2, 34, 6, 23918575073640290210, - "Local"}, +(\\!\\(\\*RowBox[{RowBox[{\\\"0.34657672445801024`\\\", \ +\\\"\[VeryThinSpace]\\\"}], \\\"-\\\", RowBox[{\\\"0.000010214285714285712`\\\ +\", \\\" \\\", RowBox[{\\\"(\\\", RowBox[{\\\"1\\\", \\\"+\\\", \ +FractionBox[SuperscriptBox[\\\"V0\\\", \\\"2\\\"], \\\"2\\\"]}], \ +\\\")\\\"}]}], \\\"-\\\", RowBox[{\\\"0.000010214285714285712`\\\", \\\" \ +\\\", RowBox[{\\\"Log\\\", \\\"[\\\", \ +RowBox[{\\\"0.00001021428571428571`\\\", \\\" \\\", \ +SuperscriptBox[\\\"V0\\\", \\\"2\\\"]}], \\\"]\\\"}]}]}]\\)) is less than \ +WorkingPrecision (\\!\\(\\*RowBox[{\\\"20.`\\\"}]\\)).\"", 2, 285, 86, + 23925886150880163000, "Local"}, "MessageTemplate"]], "Message", "MSG", - CellChangeTimes->{{3.933589817359097*^9, 3.933589921739397*^9}, { - 3.933589974414402*^9, 3.933589990276414*^9}, {3.933590046563787*^9, - 3.933590128753661*^9}, 3.9335901743737307`*^9, {3.9335902234007063`*^9, - 3.9335903265132933`*^9}, 3.933590400596642*^9, 3.933590484823896*^9, - 3.933593066530418*^9, {3.933593096618963*^9, 3.93359311962152*^9}, { - 3.9335931718922253`*^9, 3.933593193885065*^9}, {3.933593634713859*^9, - 3.933593657618232*^9}, {3.933593691839456*^9, 3.9335937315550222`*^9}, { - 3.9335939314436703`*^9, 3.9335939695173492`*^9}, 3.933595352112041*^9, { - 3.933602458238138*^9, 3.933602541152406*^9}, 3.933606134597458*^9, { - 3.933606169759362*^9, 3.933606225201994*^9}, 3.933606364469584*^9, - 3.933606401972956*^9, 3.933606435833246*^9, {3.9336065020498123`*^9, - 3.933606524830101*^9}, {3.933606923657182*^9, 3.933606968034886*^9}, - 3.933607005008314*^9, {3.933607092010663*^9, 3.933607122264621*^9}, { - 3.933607231288189*^9, 3.9336072573187447`*^9}, 3.933607807468174*^9, - 3.933607890027107*^9, 3.933607926885668*^9, 3.933607957829265*^9, - 3.933608031050617*^9, 3.933608093208263*^9, {3.933608486107229*^9, - 3.933608502753908*^9}, {3.933608534605852*^9, 3.933608717070709*^9}, { - 3.933608771075454*^9, 3.933608876062777*^9}, {3.933609204711622*^9, - 3.933609210024706*^9}, 3.9336112539398403`*^9, 3.933613174176502*^9, - 3.933613231620327*^9, {3.933658998593507*^9, 3.933659027812423*^9}, - 3.933764190931493*^9, 3.933764531880026*^9}, + CellChangeTimes->{3.9349059839063*^9, 3.9349060307799063`*^9}, CellLabel-> "During evaluation of \ -In[34]:=",ExpressionUUID->"3f1e63ad-98f0-4464-9bdf-6d9d8e725115"], +In[285]:=",ExpressionUUID->"e6724e1c-9d2c-410b-abf8-bb2a584a9d21"], Cell[BoxData[ GraphicsBox[ InterpretationBox[{ TagBox[{GraphicsComplexBox[CompressedData[" -1:eJxF1nk01dv7B/AjlGTIkDKTSKXSJCqeK4pMTUpUROkKRVIiDYSkKFIpEqVR -yJDqmmW4ZJ4OmZ3Zcc7nnKOuovj5rvXz2P/stf/Yez1r7f1+XlvTzWef+xwS -iWQrRCL9b7ZyZzaXsg6YkFdRJ6amCAgRy11+UzEeBnelBhz7QsAhx9QsHj8N -Tr5PmmRcI2DBVMgRC7Us8P05vFF1OwHae7nML7fyIKZv4mSXMAEBDUaQ8P0z -ZA5LPrpcwoXFeTJ9QkIl0Bux5DT9Chfyh8zqGreVgwdLc5xkyIVyzyfKjiMV -UNOX2uvP58APHWPpjNPVEKYepleVyYE5v9IXKmvXQoTTjpKL7hwwmDqWvz+z -Dl6pR9vIaHCgLmxjQ9XKRihYQLKX7x4B9bvsX2+4TeB50GiL2p0RYI/197Xr -t8CStVLblluMQNpwQa1UTCuUsUr5jDE2SKm+IqjUNnCeJzJZ+5oNt099OJmy -rAOSDyiGVh9lw39/pVM9rpLBa6lsptACNvivr8hT+NIJXU6Vd50Kh6E/s+JW -s+Y36I/vUY5wH4YJz7bEFUHdYMTaZnpHahhWmc6bPFnQA6f/Cq1tKGCBxTPN -v7MX98HGqY3lm46xIEDVZengkX447Bqb2yTGAr2RAwvItgOwqaHvlHk2E+Sk -eWIV4wNw7VFIsNQeJoiUJGZpJQ3C9litm0tGGeC1saBrvvUQXHddvzr/FgPS -d7mlFP83BAaFb38f1GLAD7bSQvoDChBbOo9vKqHDh/0WwvHmVEjzPEnat5sO -Vy3Dn+bRqUA2+KxyhUIDzV6rzufhNFi1Q819zwUabNkcFq+4ng6MhgZO9AQV -jqg1/hJqpcP6yrET0WFU+FEbPeQbwgD5wakohUkKJIg4++9bxoSbRQfMioMo -INf34dmcCibMNyhP+zo6BKKXQ+yNzrKgir7T7pzjEJDeOGcNyQ7DuxcaZW9L -B8HvcVa0bPkwHB33PVYkPQhFqyLFZM6wQfOtdYGw/QDIWPnphUqNgMUNKcJ7 -ZT/0rG5qDSwcgdDg/X/WH+uF98mwjOrMAbd6bb1Pl7rhaJaBjOokB8qFzudc -2d8F18JTQ3recuFcpsL592c6IIOpmihlQ0C4mGaZbnoLPFRf8ON/OZDNcuw5 -vDsEUhbtjohSDIPChIqFlYMEzF1e8Pja9Lu0DHvabXHuG5xR8q4JtudCh6A1 -ecsvMih8dIk5P8GFF0rL6E3FbbA0TN5y3ksC7O1ihnXrGqB37Q2zaEV/WG+Y -ks3gEdDtdtklJ4ID+en9y5TGvwH9xF6OzQouGC7Pfued3gnWySSxFa1cuF2v -bmSQ0g4eBo/44oEETL1bUTxk2AxjjREv3l3lQosiqVR5KxmGGovly7UIOJf/ -K0u/shV6mu8kC7cSUKR1KUHkZg04nBgrilM8Ac0OVhrnfxJQda3P9KsfBxoX -jUvd2NoNS8XNp/LkuBDa5LwzldQFdJnmijnTOQ5bExsVM78Dou4crrrtRoCI -3PgT/ngzrD8f+FHekwsLE2++qE0kQ7DZneZEaQIuHdsd4L+jDaZW7jsXXkjA -3dG5j8yD6mBHb4fKzTsElFOduKEuTfDPxfqaEBYBkglillqmlWBdT855omgP -dXp7Brb8JqBAWjqX7MGBfdxiharD3VB6xFiMJcaFUgU/7UMruyDX2ug5kceF -T19ewtNtHaBSWPje1oEAksPynaIHWqCp2q/U0oUL322O0Gi1ZNh1eSwrUpSA -j3GBm3mhbXDXIffozmwC5AMEe4az66FjvuE8qzACXiYaPY1pbALrF2vytvcR -sKKzfmDDq2r45Tbe/fU0Ab0dgsEzSc1wZpIXWVFNwL2zfoNaKl9B18a7v/Q7 -AbyP235+LyqDDU8TknIVzUGw83mo6iQBBg6v2L3HOZBxpiXlX69ukJr7j8R1 -YS7wYqW1/ph0wWOP07L0LC5YD7B/Vh3ogBP7ONqZewl49ZvxJ/paC6ifJSqG -HLmwhf04UneIDPqPV6lfJRHg8jR0g2xqG3RxKC0v0wmo9/JNt9jeAOopHsFv -r0zfx0bpfVMizRC/1WXF804CmraQ71mn/Qvbf63cq+dBwEDaTQmLumbIj9ec -XFZOwNcwBpQ2fYWzQ0n2mgQBD1MbPz7L/wKWZaFMWv70/gSxeBOlepgjPWky -RCHgUfutqDVRVaDtUSp3op6AiIhFkb5OtTDwYavnsXECaFec9B9kFoGImZJv -v+JGMDviXiE1nbPRoNF5rq4c6JCKLC8/1w35Tj+lmkhcqLL52277ri6QDJhn -5ZoxnYdr7u5mbh0Q+ST8WJ8dAYt2021/3m+BqsrV1WsduDDBi4//yCHD89eV -B8f/TOdRll36J6sNJg2DJcmvp+t9skLr940GMGeTPn67RECJcm+PhnozfIoY -O97aTkAyQcl0UKyBk+Zfbh1xJ+Db3JCuUkozfOv/bHighABdkwSnWp06eLB6 -0529IwTEn6s+NC+iArwllLUU8gh4/dRHVPLvetBxehAoO90n2MXlEjaq1WCV -e8guvpaALfeCn8oW1YKIUFva3TEC9E1SuGkXS8GXV8X16yZgxPSt7boV/4LN -QxElPn/6vHzHpBd15dD3xV0kh05A7Knca+tGKqHQ8/la/T8E5DS7Zhf2foIZ -v0sdJ8xeBQrQb+nIvh32bgL0205NU6naUoB+L3hVEvtGX4B+m2219KxcIkC/ -1xto6MVO8tHvCUu+fDuNj343zwlXzq/lo9/jbZUyZVl89JvnJXTC9gEf/e6L -lzc6HMRHvyeqe+o5Lnz0u0v0lHL2Dj76reOmoUfW5aPfWTLC3rck+ej3VZ2F -L24QPPS7fNPWr0nNPPTbtr1c3eoDD/02E09/qvCAh35X3vTtuXyRh35brrIu -HnDgod9rDTVcLTbz0G++2YDpviU89HvdwnWRptPvYMZvyQvlY8unczfjt2/x -5ZrFngT6bUW21xNbSqDfFOtPArteLvotkXBvo1IsF/0eqQnP9DTnot9uZmfd -Fk9w0O+D/SrV595w0G8XcfEPiw5z0G+K9I3F0hIc9Fv5ZZdDUu4I+p1jVP7E -1nkE/SadfqTrP8lGvwdLxU97prLR70jH5dUB29not5XzBpHPHcPod9X1OWvm -nh5Gv2N6mWGMURb67eN7NmjueRb6vVa8fcPoDyb6/UeqdKnmMSb6LWonrude -yUC/Y0y2GZooMdDvuIKO0CYTOvo95HU5OsWAhn4Lz+Ma2wcNod+dzjUrRc8I -0OuA5ToKqjl09Jof0d2nUUlDr/sXHVy69xQVvU40dJDsPCdAn/duXdDrwqCj -zz66YnIiInT02TYqipvfSUWfw3Xa3RSC6OjzRGeIh24IDX3e/O7m/GWdFPTZ -5MxH1dILAvR4cfXLAAUhBnrM0s+9PKBJR4+9XH7nO82noccB2v26gQ/o6PE/ -7abrup/T0OOqd146LB0qeuwX/sy75Tl11mNPQ9fgsxT0WFNNumHDRQH6u0S/ -MblAkoH+3np2Kctfn47+1n7rtHbWoKG/Rw+Qxd3S6Ohvqr5k/+s8Gvp7tvDJ -kO0uKvorG+ZS01dMRX9dxoVh7RsKekvK94wLFaKitxcfxzFouhT0tpK/5y5n -ut4ZX6NV76wSkmegr+zrq4PfbKajrwXkwb8frKKhr01zJdfuSKejr59KprYT -hTT0Nef3tp57jlT01crcso37lYq+/v5xRSOkjIKevkj83fZMnoqe5i4097Tc -Q0E/RTUeChXFUNBLx/fc1XE/htDLjT0/vaym+/uMj4YnS0o0FjPQx1Vl9rkm -W+noI+WCqYLmOhr6ePRefUROJh19pPmvTBEvo6GPZ3wdSkJdqeijWPKp+4db -qOhj3bIK1px6CnqY0fjDu1+VOuuhZ3BFkCsF/fPZIrfGLImC3sVt3nzbS4aC -vpm0/6V935iCnv1tkaRg0TyEnt0z1JdYUzLr2edF745Ev5n1bLH50UJq7Kxn -0r4/pB9dmvXM/snRL1Hus55Vy9rHHLcVoGeH3PQiUwwE6JlkMVktX1WAnl39 -b8GTPyIC9Oz2nTUq2ZxZz2SlW4x122Y9uztnMlCqcNazf4L6m/XSZj3r5rl+ -Hrs565nN97o2o7Ozng0LSdyWP8hHzy6rrXNU2MpHz5RZTcIJmnz0LE/Ozjde -lI+eGWgfvSrHnvVsE9P5/mj9rGfCDWXmnPeznrnRanb53Z/1LKD10kv9AB56 -9mH1oGSwEw89SyxZHkQ15qFntyihiQ5qPPSMnjBfxYXEQ8+WOASqxBQT6JnF -t8BN24MJ9Kz1+sGmlcYEenZsEVfecoyLntU0RBvETveVGc82a7erZJzlomcR -10wzdi3nome/TCPp4gMc9KzDzLYy6S4HPXM351zRM+egZ1VlG4cH/htBz+J/ -zWcsThlBz1zfZYdPWI+gZ9LJ0jWCETZ6dtFAYp/cLTZ6FnnqzRX+SjZ6diix -wW534TB6tn9v4Nh122H0bJV4OSWHzELPbOj+ax13sdCzpQFSHwMzmegZ0/iq -f9hHBnpmKGacfDxPgH59C8jWvTDFRL/CF+xRr9jJRL+afBVtaz8L0KvFtyQy -tLVZ6FWC5RBzOJiJPj27O9U+t5OJPr276KFuO5+JPoWBTVRwoQA9cjGx9fba -zEKP3iipOes9YKI/B0UC4ifYTPTH4fjgHuMVTPRndeUl3Ug3Jvrz1ELII47G -QH/ejj9xay8SoDdnjo+yvP9ioTeyYj3GPs+Y6EuIRJRP9fT/YsaXw6Q4PVND -JvrySuj10kEfJvrS+jC6SeonA33xefTlUqoiE315JnnbUKeZgb7EVhkXhRQL -0BO/+ROvaOYs9KRdZcnOS6+Z6MfqVP/Dz8aZ6Edw3ML4WGCiHzrCMn4+F5jo -h6Lo1T2NJCb6IVu5VCdMk4l+sEaTt2V0M9CPbRd6x6e4DPSjxrtsd9r0/2nG -j/BQPTp5ut4ZL36ZqMhoWLDQC6OGhhXB6Uz0Qa3uuJbkHyb68JLecm6NGRN9 -CPE9H5QVyEQf6BK874tEmejDn2KzDHdtJvpQ/UO+/f0AA32wq0qXjRtloA/P -5TaoxXxloA/X4gOqQjoY6EOo6H3YVsJAH0j/P2byMbP+P1dtoGQ= +1:eJxd2Xk0VH/cwHFlV5YkQmUrKbKkJMknW0SLioSyRSSV9WcphRBZSvVTSdna +VbIr+55939eZYWbMmLmWLKV4/M55fO9zHn+Mc8+ce893ztzv+/WZGSn7G2cc +17KwsHCuPPz338iR2lo6bqbVz+s24p9LhyCurJ0Rok9AUIB3m682Hc5bJKdP +Tr2GjY/XJ1uV0mDdctAFg23poBxlVvhQnwY7TjOpFZHZwBvqJzhfNw4+TQfh +2c9v4GPMmXRedxxEsjcMrVlTAmcFQWRXORVyiboNzZrlILtuvf42VSqUu7wU +t5iohOLoEA/HVArMyh7m/3ytBnTUtN4oiVFg7a80AfEddXC+4/K7nCAyqC3b +5p790gBz1GyBZGwMGkL2NVXvbgav+AttKRfGQOIh/dcHZgsQNfpa7uePAn1+ +eKhTuQ2OPZ11zRUbhde0gjq+mHbwKhER+3WFBHxb32Gjox3wfJO3iWQuEaKu +5FxO2t4FDioKvcJcRJg7kjbqfKcb3CeVj8fpEsBrb2W2cEUPXEhwqZy6OwLD +XyojW6X6ID/by55+dhgWXTpe7PLvB3cyQ/j2g0GQ1+ZculwwALZ74oWjmvvB +IEXKKUNkCOYET8Krml7w2WojTbgwDNs2pYjIfO8GhQmzdd0nRsDjnzsBkWGd +sJF/kqvy9wgkvmZUHOltA7aSF+kyCQR4WObLFUtuhqv7Cnq5jYmwuX6dmrvI +D0g7Zp9UPEeEVCfub+5x+TBLFxMgx5GA5X//kjadCrsvGgKH/bgrD9yiw3qK +/oCn8cr1rGUav3q3Qr5fWmXcDAFE7q5VsNFrgHUlfIdHk4jw8KuII7dkBbTE +a51vO4pfb1Dpnm60qBcUtf3JcH5OB4HF+GlxGQJYLbPODu1uA+sEGY3BGgJ0 +NavyBMo0QcEvh3Xz3kSIc5p/tqO0CrQ8TG792EYCpdulJd2PPwFX+2RVvScB +5qs5LXrzW0DQXPWUiQQRrmDamkq6dWAVkn+9tZ4Idq95rZ5uLAX7CoV9A9fx +9Zg7zBc9EnUASBF6MfuODoKhVX8xPgKk3v6gPhjcBhmfh71YMglQasSjo8nV +DBtFHnoE2hLhzv17NW4z1fDzokVMBQ8JzG5nd3eKZwPPRfHWRBsCsPEoDh7b +3AqOzliEJzcRaErB6rcN6yErmdRpuXLfFH7wXf/lYxmIpu8/2m2Jr+fSwMHX +1yKJkEdsChj2r4R7YQYujXtJ0PG63cyKcgdYnaI5DQlEMHJw3i6cWAifumWk +CcH4+caN3ZkvRU0hw9lP5WD6yuups2TtYyOAfOV35pEvbWCZe1hQ8B0Bquc0 +WOR9m6HkzQ7ZKjMi+Lma8andq4GW9osiZSwkEKLtWqzzzoV1KV+7IswIEBGa +6aFp0Ap87id2hi4RILAkRyWqph5slP0iEtOIEKIxGMF3pRx+btdo7jDB18N/ +tdk8M5AIpoGZxT8lqsD+j/FMnRwJeLKPP9/v9BrSZ6ULorqIIObFuajtVgz3 +TsilDfni54tSTdmrhUjg3/Gu2ss9A7QOqhT1OuDPfxLQJTRr4sctdhLPSVH4 +sWris4QsUT2IiqzT78ukwyPXHRzNyyMgRrDd3VjRBunfJ0bikwngy7pfNCa9 +GTZdm7zjZEKER6TA7tLmGijmG+kvWSTC+l2d3fpReRCld7P3tgkBZL+X7Ayz +boVL3n9meX8RIF7wg+IhjgbImdclab8lgir34WmXqnJw3BufYXqTCEfteOtS +3KrA5EBTXq0MCRIPUZw1O94DexFDSKl15X74nZbx7WQJcMh011byk6D6bqtj +UVsmEJ/1nylnJ0HM5pyObadzwKusVrFhDwk+pz2UuHv5JSh8bjtSI0qC0yPn +811I6cCmK+Y2LLoP1laeSvmYTYe2ovv3jv0dAYsAGY77TW3Qp6lnOPyKAHoP +qv8Rr2+G0pbOT/kniMDru9iTNVMD+xSktOAXEUKX9TPrBfOh4d8Ry18nCMDh +lWoq4dIKMfNnL56ZI4BAcMxZ6x0NYGu1S+BxKhF6SE/NJ6fLQSDuztAbXyII +elrWhj+rghpTfrFjUiTQO9R6tr/yI3yVbNcObCKCUtf3qk8FJRBwZLOCHu/K +6825SGbxz4Kzs5NBe1RJkPDPeyJxjzVY5G7J0WYlgZ3gnb8Xx3KAPsQTayxP +gvJHT19t/5EMKXUbU4+KkICd5KBCyvkKvaLRZkayJIgWJ1+z+fYWllLDG44r +k2BGsCH5yv1/YdWvbvnRxeVlDPlFOJbsY1uBIb8uf01YogRiyC+3Bdq+rToY +8itmaPFyLyuG/PpC430eUMJEfg2Gbb5Gvs1EfjmPS/1mUWciv2qHkge9phjI +rxCJEIXqLwzkV5ilfomvIwP59U4i+vgGSQbyq2Adi6lQ/wTyy+XcQY1tDyaQ +X5uV+DR3Gkwgv8rGS6co83TklzUn21Ldezry65WZaHDNRTry66q04Jc16+jI +r17LqoeWhTTk1/CTAfEwRxry6+C4pvYDPhry69qR4LqmgnHk177lfeX7bceR +X1Z2sVktXOPIr/1NQ1f0MqjIr8DnQbf4TKjIL51YmYjNMxTk1127vXtyIynI +L7XCj3/OyVCQX5hGz6X9JWTIOWvA+kRvxXGXyyxnTpHhjmFoYjZ5FLrVvm25 +TRoDqUGjntTQMZDX3+Zo8s8YaBwIeSK6lwyUpiZG9OIoXNjW/GtNOxn2Vs07 +RIeMwmxdNNEtiAJChOX7wkskeMZm7XVmOxUiisx0i/1JsHEoJ2VtJRW41cpf +188QgT0gyPSg+zhUk4+e9LQgAssH63SiIA0+vZEs+1hKAI/49GjBchpc/O1m +W8RPgCL5cK4N1+kg9dG4gNV0BDYYeSgE802AwT0+zHX3MAzsaWn3K5yA4Ftn +/+61HYSvr2D7qDUD7Bt3KOTf7IeL6Wobti4xoHyNd+bts70QGJocNPCRCZ5f +hL2/Xu+Cz9StL/iOYxDKJVUml9YGTyXWzf63DwTTLQasTgXBqveFzyoFqggY +cOwsiA9cuS8NQxL7DTz74LqYa+0tUyZ0Tbe/0vjVDcJ5NjHei0x4I7ad3FLc +AdIhQoacbzEwPRlDk2toglXv96onZVAmMei3D7DJDGNAbtrwdrHffUB2OM04 +vosJ6jszPrmm9YDxKxauXe1MiGqUOKiW1AnOas+nePwwWP60q5io3grzzWFv +Pt1hQpsoS6n4oW4gNhcLlctg4Jn7K125qh0GWh+8Ym3HoEjm5jO2iFpY9b3V +3EjSewGD6sAh7XoPBjRv+s1371A/SPPoLWdvZEJwi/XRZJZeIG9orVy7so9D +FGPvx3B3wf0HVtVR9hiwbfz9cup3K+z19ssTcmGCwIuIN3UvuuGW7oPWF/wY +3LQ95eOl3wHLu894hhZi8HCG47mefwPoD3ZtiXiAQfmoJTPYpgW++zbWBo1j +wPuMy1BGuwpWvW5QMBnR+INBAT9/VrczA84wi4Wrrfqh9MJhrnEuJpQKe+w4 +v7sXsowPpmLZTMiveAuJml2wpbDw6wlzDFjMdx5lN2uDlhqPUkMbJvw8fmFs +rK4bjgXMp4ezY5D3yO/AZHAHPDTPung0AwMhn2kTWkYjdHGrcxqFYPD2xcHE +mOYWMH6jmK0zhMGunsYR1Xc18Mv+d3/9NQwGu6YJ1xNa4frSZHhlDQaP3T0I +MlvqQe6463DpTwwm8zQXfhaVwaq300dTg7cuYaBm/o4+eIkBn6+3Jf242g98 +HN/X32VlwmQsv8xfrV6Id74mSE5ngvEIfaHabGWOPsPY8eU0Bu/+UP5GB7aB +hDtWSbRgggY9PlyO2A3K8fISd1gwsEkMVhVM7oBeBqntbRoGjVfd0gx0mkAi +yfnWx9sr78c+/jPLbK3w5JDNrtQeDFo0uh8bv/4BOr92n1ZwxmDkdcR6g4ZW +yH0itbS9HIP6EMqKhfXgTkwwlcIweJrcnJeSWwGGZcHUsdyV859xPdESa4S1 +/EtaRBIGzzsj7yver4YdzqUbHRoxCAvbFO5mWQcjOYdcbH9jMHbbUjnuSxHy +WPeCYyXfyj6b8Z/htLNjQBdfeHm5Zz/kWi7wtbAwofq400mdY73A68NpZPd5 +ZT8EOjrq2ndB+MtQ26GTGGw6RT6x8G8bVFftqVEyZ8Li5JMneYxuSH1fde73 +35X9KEgv/ZveAUvqt3i736+s9+UumT/3mkCPzpLXdxODEvHBAUmJlXk9bP5S +eycGrzDSF3PRWrisVxF5wRGDPo6g3lJSK/QNf1M3K8FATuuZZZ1sA8Tt2f/g +9AQGTzxrznOGVYLrenEZ4WwM3ifeYOd1agRZyzg/wZVO0IvL1x/fWgNGWedP +PqnDQOPxrUTBojpgW9Px+uE8BspaSczXvqXgNlnN9OjHYEL74wmVXT/g+FM2 +samplevlWiS8aSiHoQpHtkwyBrFXsgJVJqqg0CVVSfkvBpmtdhmFg/nI71KL +Rd13ftPIb/7wIX1T+2nk98ltUmI1htPI73XvSmI/KE8jv3UPGbpUbZ5Gfu9V +k1SIXZpCfi8aTgl1jk0hv1vXhorn1k0hv393VG0oS59Cfk9eXeNwIm4K+T30 +ROiglf8U8nuxZqCRYTOF/O5lvyKeoT+F/Ja1l1TolptCfqdvYHWN5J1Cft+R +FXhzD5tEfpfvP1Sf0DqJ/D7RWS5hlDOJ/NblSUsUjptEfldFuA0E+E4ivw3l +jYtHzCeR34rqknYGByaR31O6I9pnNk8iv1UEVMK1V+6DVb95/ymf37my71b9 +disOqBVxwZDfRt2mClzSGPKbZJw/fXKQifxe/+zxPrFYJvJ7ojb0i4seE/lt +r+tuL7LIQH6fG95S4/mBgfy24eHJ2WTFQH6T+O+J8K9nIL/F3/aaJ2RNIL8z +D5a/PGE9gfxmufZczmuJjvwmlPJcc0mmI7/DLXbW+OjQkd9G1qps37poyO/q +u2sVOa7RkN8xg9QQysw48vuGm7s/h/c48luJp1N1ZpaK/P7LVyotZUtFfrOf +5FFwrKIgv6O1NNW1xCjI70cFXcEtWmTkN+FqQHSS2hjym5WTedjUn4j87rGu +3c1+fRp57bNTVnhrJhl5PRXWPyRZNYa8Ht50Tvr0lVHk9Qt1c94ez2nk8+lD +6wZtKGTk8w05ro1sbGTk84n795m5PaPI5zDZTnthfzLyebEnyFkuaAz5fOBT +BPf2HhLyWet63tbSf6aRxyI1b32E11CQx+PKWQEjUmTk8VWbP7mW3GPIY58d +w3J+cWTk8fdObZX+1DHkcfWnq7LjsqPIY4/QFNe21FHcYxd1u1vuJOSx1Db+ +JlXfaeTvZuXmVwW8FORvZMrNdC9lMvK3rq/H2FpyDPl70aybx/41GfmbpMw7 +/D57DPnrXviSeOLYKPJXMMSmdqh4FPlr85sVlD6QkLcsuS6PgteMIm994x9R +xlY+R696WzVl8pCxst5VX6O3PpBfI0RBvtLv7rn14QAZ+VrQTXCKkx9DvrZw +8Crpp5GRr/klyzpY4RjyNfOP5sBji1Hkq5GeYQezfhT5+mf2tmRQGQl5+ubF +n44UoVHkaaaAnouhCQn5yS75dE1RDAl5afGVuefRLBF5uW9g4arRSt9XfVS/ +XFIiKUJBPsqXmWZpHSIjH0n/aAtLqYwhHy8+bgzL/EJGPo557U7iKRtDPl53 +My8JthtFPnK9uvKvVdso8rFhe+X42kYS8vBz86zr8NZR3EOXW5X+diTk3w2N +jYq6CSTk3aMDB6KubiAh37Q6j+z49zAJeeZkkCBssPK5f9Wzkv/nmbHD8w2X +/o9nh93qXLmO4Z7Rfpiu0VTBPbtQfjj/hyju2aPHfhvUWKbx71PTNl48QMU9 +07JTHNrQhHumyr2ecCQb9+zeLauf3Am4ZwcSC7VSgnDP2IYTI7udcc/Uf7Np +OZngnunddBgs2I97VsH3sT9rC+7Z/FCQivOaKeSZfTKbqzsZ96w36kj39kbc +M9K093x4Bu5Z2BVmePxT3LPMpI4jZ2/inqXlv9G1tcE9KzRv4JfWxz3Tjw/9 +HSA3iTzj+OQh+4h3EnlG6XUSZSXjntVJGLIvpuGeKe280e7hjSHP2D0tOBkH +MeSZlG+xOt8y7llu8I2hkhom8kzOJyzRNJKJPEubOhYWdIaJPHu5va/BQYyJ +PMNSI6x4BhnIs5OGin4WqQzkmXJwGZxyYCDPJgiWFXNyDORZT3g17TRzAnl2 +s5A5sefLBPJM56pXVJP7BPJM686ceIvSBPLM57IU5RqTjjx7PLuzfPQrHXn2 ++OmhFw+u0ZFnfQ8WQ7Yo0pFntQHpn8wxGvKsSZ+3IO4jDXm2RWGDU+MVGvLs +qE6oV5EkDXmWLpzdxbXi2apXc/U8Hdb6NOTVlrVe8/95tepRXDbtSoI5DXnz +Ypt0pJAqDXkjJS1z/j9vVj2Zy5nxy7WlIS++CScZHNKkIR/kHqm/oO2iIR/+ +/fB24D8fVvvPz/bJVMeRhvpOjEnxbDxCQz0PvN/y644iDfX7zRHmddMdNNTv +qOtzj//r92qfmaHEuXtONNTfcBPdw8K6NNRbb0fxC3XKNNTXKJ+WV4k7aain +rLYh67hlaKinSSpE1/96utrLCXaNnI/ONNTDJvs1DzT0aKh/Ejc4/DEVGupd +DeYhUyVHQ317tS2tQnE7DfVM44zvUZIUDfUseaKKmNaF92yPfV3F0VK8Z14D +gu217/CeYY7msfkP8Z5lTaVojvvhPQv8wfHPlC3esxSTsSTXlR6u9uxcUahi +htI06tkrunO0gvA06lnXU/Y86SW8Z7Viy02NJLxnr5N29M/V4T17x2K2/mIm +3jMzzk/Fdk/xnonIZoZPBOA9uyuq4rvWHu/ZjofDavpHp1DPFgy3VAorTKGe +Df/rlXyOfwr1rHLXpKrcT7xnrsstRqe68J55B299H5eP9+xrhUyMbwLeM/dn +0YyIALxnBRvKGw7Y4j374j9K4NadRD27U+ExNyQ9iXomeb1T5TzbJOrZdNpI +8PkqvGcdZtnXFoIw1LNXz2NiGNoY6llzfiOr0CLeM1ZZw5HwPLxnLeEztRRP +vGd2XB+9m+WYqGdvRUU/ryHgPQvskq/cHIv3zGluoeK8Ht4zW00DgbE5vGdR +/U9vSyfhPeNkHy3TPY73bCYgbVcNg456tvhEMrkhCu/Z5e5FAnkP3rOMWhKb +QhkN9WxdZBDboCkN9UySL+ixC3Ec9Ux2q5LMaYtx1DO9pRKDpSoq6tnepujt +gQQK6tluxQ/yd+qn0TxeKgYJ5YLjqG+zaW23Sx2oqG9Pxbt/C7dOo/k7Of5r +5le1cdQ7ys48gtVTKpq3WX7wfTjOoKL+NTbxmPTKU1H/YkWd6wnt02i+NleP +ebHTcBz1MMHqwKhwOhXN04s+KcuaLOOoj6KWmxXPHaOiebqw/ULq29tU1EsW +zh/l4uuoqJeCaarMo53TaH4+GrCQU2UyjvqZHxDBn/qdiubly+Zx96O4x1FP +F/pMa3XMqWheJvZZ+stEUlFfvYcGsLVbqGheZqfbzJM1qKi3VS1R5yMXKKi3 +k8U613+trGd1Pu7Qk8jnNRtH/TXbZPzoXCkVzcPPON593c03jnrsFDsRwGdN +RfNw3vnn7QaxVNRnhgXfd56V+3Z1Hp448MZRWYeKen3Kd25x81oqmodzU0UX +8jZSUb8VLJ0OyzIpqN/FabMfzqz0dHX+/eV1alnJfBz1/ITdthH5Ciqad00H +nl31ERhHfV8wOfnMxY6K5l1i3Nqes0+oqPdLYe7vF3ZS0bzbd+laRI0+FfU/ +Vjp+7j0HFc27D2IevCCLUJEHNkdKx27OUNC8K5Ll33j5LwX//kYjd+4SlYJ+ +37l6QvVUzF8y8mL197rV51eP/wfwR2u4 "], {{{}, {RGBColor[0.368417, 0.506779, 0.709798], Opacity[0.2], EdgeForm[ None], GraphicsGroupBox[PolygonBox[CompressedData[" -1:eJwt0VVTFAAUBeClpKUbgaUbQRqklGaJpRuXktqlFXT87X7M8PCde17P3GAk -Fo7GBwKBOP693wURokv/yzm/2eCVYx6Z5Q+nPLPKC0fcMcoZv1gnwgPTnPDE -CgfE6GOGMIfcMswaP7jnO4vsck0nI0yxzD5RehniGyF2uOIzX5lkiT1u6GGQ -ibf9bHNJB90MMM48W1zQThuttNBME400UE8dtdRQTZAqKqngE+WUUUoJxRRR -SAH55JFLDtlk8ZFMMkgnjVRSSOYDSSSSwNufv9DPGHNs8pP/UlkhFQ== - "]]]}, {}, {}, {}, {}, {}, {}, {}, +1:eJwt0EkvgwEUBdCPosZqUbOm1VC0oaYgZqGx0KLmmZqH8P93TpMuTu7Ny1vd +VOWv/FsfBEEdL7Vscgjzri/zwxWf7PHNWe1/kmu+2OeCN+a45INNjnggwQoF +znklxyI7nFAhzRK7nPLMBLNscMg9I2RZYJsyT4ySIc86Je4YZop5tjjmkRTj +zLBGkVuGGGSAfvroJU4P3XQRI0onETpop41WWmgmXN2XRhoIUd0/yRjTrHLA +Df/66xbh + "]]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {RGBColor[0.880722, 0.611041, 0.142051], Opacity[0.2], EdgeForm[ - None], GraphicsGroupBox[ - PolygonBox[{{1, 104, 87, 74, 64, 56, 51, 2, 3, 4, 5, 6, 7, 8, 9, - 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, - 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, - 42, 43, 44, 45, 46, 105, 88, 75, 65, 57, 52, 47, 106, 89, 76, 66, - 58, 53, 109, 92, 79, 69, 61, 48, 107, 90, 77, 67, 59, 54, 110, 93, - 80, 70, 62, 49, 108, 91, 78, 68, 114, 97, 84, 60, 112, 95, 82, - 72, 55, 111, 94, 81, 117, 100, 71, 115, 98, 85, 119, 102, 63, 113, - 96, 121, 83, 118, 101, 123, 73, 116, 99, 122, 86, 120, 103, 124, - 50, 174, 233, 218, 231, 205, 232, 216, 229, 194, 217, 230, 203, - 214, 227, 185, 204, 215, 228, 192, 201, 212, 225, 178, 193, 202, - 213, 226, 182, 189, 198, 209, 222, 173, 184, 191, 200, 211, 224, - 177, 181, 188, 197, 208, 221, 172, 183, 190, 199, 210, 223, 176, - 180, 187, 196, 207, 220, 171, 170, 169, 168, 167, 166, 165, 164, - 163, 162, 161, 160, 159, 158, 157, 156, 155, 154, 153, 152, 151, - 150, 149, 148, 147, 146, 145, 144, 143, 142, 141, 140, 139, 138, - 137, 136, 135, 134, 133, 132, 131, 130, 129, 128, 127, 126, 175, - 179, 186, 195, 206, 219, 125}}]]}, {}, {}, {}, {}, {}, + None], GraphicsGroupBox[PolygonBox[CompressedData[" +1:eJwt0UcyHgAABeAf0aJEjW6U0Y2IMhhJiMFYiN4SJUH03ksiWtRL2GSZtQu4 +ggP5zFh88zZv9V7u1FrfanAgEAji6iVH6aSRCgrI4bkXwitCCSOcCCJ5TRTR +xBDLG+KIJ4FEkkjmLSmkkkY6GYzxhQ+8o5BcftBLM9WUksk4XXykkiLymKSP +z9RQRhYTdPOJ9xQzzQCt1JHPFP20UEs5MwzRTgPZfKeHJuYZoYpZhulgkW+U +8JNBlmhjga8sU8/c877GvpU3XL98c8kFfznnjFNOOOYPR/zmF4ccsM8eu+yw +zRabbLDOGqvc8Y//3PPAIys8AU4JKa8= + "]]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {RGBColor[0.560181, 0.691569, 0.194885], Opacity[0.2], EdgeForm[ None], GraphicsGroupBox[PolygonBox[CompressedData[" -1:eJwt0tVSFQAUBdB7EcHEwFYU7O5CTCRU3vgEP0C/QFGxsLFb7EQMFBsbW+zu -DsRGxVoz8LBmP5yZM3Nmn5iRo1NHhQQCgSCXGcM9LnGCA+wmh7GkMY7xTCCd -iUxiMlOYSgbTmM4MZjKL2cwhk7nMYz4LWMgiFrOEpSxjOStYySqyWM0a1rKO -9WxgI5vYzBa2cr/8tpMcJJcdPOIqBRwhj208oJBTHGIPO3nMNc6Qzz6yecgV -TnOYvTzlBuc4xi6ecJ2zHOU5t7jAfp5xk/O85A7HecFtXnORV9zlDdtprLwU -BjKcHoygP8m0ZwDD6EY/EmlBd+JIoi1d6MtQmtKOrsSSQAyt6URvhtCI5rSh -M32IJ4poWtGRXgymIQ2oTz3qUodIalOLmtQggupUoypVqEwlwgmjIqFUIIRg -sOyh/4m//OE3pfziJz8o4Tvf+MoXPvOJjxTzgSLe844m9jajJR3oySDemv0H -LeJvLQ== - "]]]}, {}, {}}, {{}, {}, {}, +1:eJwl01N7FgAABeDvW3bLrrVs21q1uOoPdN+WbdturbZs27Zt2zbeni7e59yd +m/OcsPYxUdEhgUAgyDM6cJEDbGYlC5lHNDF0pBOd6UJXutGdHvSkF73pQ1/6 +0Z8BDGQQgxnCUIYxnBGMZBSjGcNYxjGeCUxkEpOZwlSmMZ0ZzGQWs7nEQbaw +ikXMZw6XOcRWVrOYeK5xlB2sYxmxXOEw21jDEhK4zjF2sp7lzOUqR9jOWm5z +ir0s5SYn2M1GFnCD4+ziHmfZwB1Os48HnGcFtzjJI/Zwn3M8YRN3OcNj9vOQ +CzwljhyGb0cj2lCVtjSgNaVoSBSVqUdLClKF+rSiBBWpQ3PyUJJK1KUF+SlK +OWrSlOwUoDgVqE0zchNGEcpSgyZkI5xilKcWkeQiH4UpQ3Uak5UsZCYTGclA +KOlJR1rSkJpUpCQFyUlGUpKQmESEEPx3GP6I3/ziJz/4zje+8oXPfOIjH3jP +O97yhte84iUveE5O3XkpRGmqERH8/9G/jxl5vg== + + "]]]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ +{}, {}}, {{}, {}, {}, TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2], Opacity[1.], - LineBox[{1, 104, 87, 74, 64, 56, 51, 2, 3, 4, 5, 6, 7, 8, 9, 10, - 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, - 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, - 43, 44, 45, 46, 105, 88, 75, 65, 57, 52, 47, 106, 89, 76, 66, 58, - 53, 109, 92, 79, 69, 61, 48, 107, 90, 77, 67, 59, 54, 110, 93, 80, - 70, 62, 49, 108, 91, 78, 68, 114, 97, 84, 60, 112, 95, 82, 72, - 55, 111, 94, 81, 117, 100, 71, 115, 98, 85, 119, 102, 63, 113, 96, - 121, 83, 118, 101, 123, 73, 116, 99, 122, 86, 120, 103, 124, - 50}]}, + LineBox[{1, 91, 76, 59, 46, 37, 32, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, + 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, + 92, 77, 60, 47, 38, 33, 96, 81, 64, 51, 42, 28, 93, 78, 61, 48, + 39, 34, 97, 82, 65, 52, 43, 29, 94, 79, 62, 49, 40, 99, 84, 68, + 55, 35, 98, 83, 66, 53, 44, 101, 86, 70, 57, 30, 95, 80, 63, 104, + 88, 50, 102, 87, 72, 106, 90, 41, 100, 85, 107, 69, 105, 89, 108, + 56, 103}]}, Annotation[#, "Charting`Private`Tag#1"]& ], TagBox[ {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2], - Opacity[1.], - LineBox[{125, 219, 206, 195, 186, 179, 175, 126, 127, 128, 129, - 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, - 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, - 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, - 169, 170, 171, 220, 207, 196, 187, 180, 176, 223, 210, 199, 190, - 183, 172, 221, 208, 197, 188, 181, 177, 224, 211, 200, 191, 184, - 173, 222, 209, 198, 189, 182, 226, 213, 202, 193, 178, 225, 212, - 201, 192, 228, 215, 204, 185, 227, 214, 203, 230, 217, 194, 229, - 216, 232, 205, 231, 218, 233, 174}]}, + Opacity[1.], LineBox[CompressedData[" +1:eJwtzEVWUAEAQNEP57AQtsQSmBPSiEhKIwoS0qXSHZLSDdLdvQzugME9b/bC +I2MiokOCIEgnikMWGaOHdpqIJoZYPhBHPAkkkkQyKaTykTQ+vb8/k0EmWWST +Qy5fyCOfAgopIiw0CIq1hFK+UsY3vlNOBT+opIpqavhJLUcsMU4vv2imjmOW ++Usfv2nhjDWmGKSTek5YYYJ+/tDKOetMM0QXDZyyyiQDXLPNHB1cssksI7Rx +wQYz3LHLMDfsMM8D+3RzxRZP/OOePV4Y5Zb/PLPAIwe80sgbw65Uzg== + "]]}, Annotation[#, "Charting`Private`Tag#2"]& ], TagBox[ {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" -1:eJwNzNc6wgEAxuF/9iqUTdJQyd5bIvvMJXQB3Le9idB78B78nu95vmTl+vIq -FARBhRuKYoVpMiQY49Z2xz0PPPLEMy+88sY7H3zyRZVvfqjxyx//BH5DNNBI -E8200Eob7XTQSRdhInTTQy9RYvTRzwCDDDHMPqvMMMkEcQ5YZ44cKUYoscYs -WZKU2WSBKcY5ZIN58hyzzRJpjthikVN2KXDCDucsc8YeF4xSB7WSIoc= +1:eJwNzMVSggEAhdEfuwvBDuwO7O7ARNAXcK8+N3Z3ncVZfHNnbuz0InUeCoLg +jAxbYpZhumihgUvbFdfccMsd9zzwyBPPvPDKG+988MkX3/zwyx+B7xBZZJND +LnnkU0AhRRRTQilllFNBJVWEqSZClBq2mWOEblppZJdFxuijnVoSzDNKDzGa +2GOJcfrpoI4dFojTSxsHrDDJIM3ss8wEAyRZY5pODlllihQbDHHEOsfMkGaT +E+r5B16MJqo= "]]}, - Annotation[#, "Charting`Private`Tag#3"]& ]}}], {}}, + Annotation[#, "Charting`Private`Tag#3"]& ], + TagBox[ + {RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[2], + Opacity[1.], LineBox[CompressedData[" +1:eJwVzss2QgEAQNHrU3xQE4OIJL1EpfKKEpVESYokUdGX2gZ7rTM864nixvFa +EAQhwuKbCSOe6fHIJltE2GaHKLvE2CPOPgmSpEiT4YAshxyRI0+B/4EiJcqc +cMoZ51xQ4ZIrqtS4ps4NtzRo0uKONvd0mPPBKwOe6LJgyhsv9FnyyZghP8x4 +55cvVjzwB8DpJ5o= + "]]}, + Annotation[#, "Charting`Private`Tag#4"]& ], + TagBox[ + {RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[2], + Opacity[1.], LineBox[CompressedData[" +1:eJwV0FVWAlAARdEHOhGn5BAYgA7KBLELRVHA7lbC7u7O7cde537fqlhtdU0k +hBCjznjjmiO22WKdehpopIlm4iRoIUkrbbTTQSdddNNDL330k2KAQdIMMUyG +EUbJkiPPGONMMMkU08wwyxzzLLDIEsus8M4Nx+xQYINP7jhljxKrfHDLCbsU ++eaBcw7Y5It7ztjnlycuKfPDIxdEoiG86OH/2fazVuiVRvVVK3VN/wACEE50 + + "]]}, + Annotation[#, "Charting`Private`Tag#5"]& ]}}], {}}, {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], StyleBox[ @@ -12450,91 +12961,137 @@ WZKU2WSBKcY5ZIN58hyzzRJpjthikVN2KXDCDucsc8YeF4xSB7WSIoc= Slot["Meta"], Charting`HighlightActionFunction["DynamicHighlight", { GraphicsComplex[CompressedData[" -1:eJxF1nk01dv7B/AjlGTIkDKTSKXSJCqeK4pMTUpUROkKRVIiDYSkKFIpEqVR -yJDqmmW4ZJ4OmZ3Zcc7nnKOuovj5rvXz2P/stf/Yez1r7f1+XlvTzWef+xwS -iWQrRCL9b7ZyZzaXsg6YkFdRJ6amCAgRy11+UzEeBnelBhz7QsAhx9QsHj8N -Tr5PmmRcI2DBVMgRC7Us8P05vFF1OwHae7nML7fyIKZv4mSXMAEBDUaQ8P0z -ZA5LPrpcwoXFeTJ9QkIl0Bux5DT9Chfyh8zqGreVgwdLc5xkyIVyzyfKjiMV -UNOX2uvP58APHWPpjNPVEKYepleVyYE5v9IXKmvXQoTTjpKL7hwwmDqWvz+z -Dl6pR9vIaHCgLmxjQ9XKRihYQLKX7x4B9bvsX2+4TeB50GiL2p0RYI/197Xr -t8CStVLblluMQNpwQa1UTCuUsUr5jDE2SKm+IqjUNnCeJzJZ+5oNt099OJmy -rAOSDyiGVh9lw39/pVM9rpLBa6lsptACNvivr8hT+NIJXU6Vd50Kh6E/s+JW -s+Y36I/vUY5wH4YJz7bEFUHdYMTaZnpHahhWmc6bPFnQA6f/Cq1tKGCBxTPN -v7MX98HGqY3lm46xIEDVZengkX447Bqb2yTGAr2RAwvItgOwqaHvlHk2E+Sk -eWIV4wNw7VFIsNQeJoiUJGZpJQ3C9litm0tGGeC1saBrvvUQXHddvzr/FgPS -d7mlFP83BAaFb38f1GLAD7bSQvoDChBbOo9vKqHDh/0WwvHmVEjzPEnat5sO -Vy3Dn+bRqUA2+KxyhUIDzV6rzufhNFi1Q819zwUabNkcFq+4ng6MhgZO9AQV -jqg1/hJqpcP6yrET0WFU+FEbPeQbwgD5wakohUkKJIg4++9bxoSbRQfMioMo -INf34dmcCibMNyhP+zo6BKKXQ+yNzrKgir7T7pzjEJDeOGcNyQ7DuxcaZW9L -B8HvcVa0bPkwHB33PVYkPQhFqyLFZM6wQfOtdYGw/QDIWPnphUqNgMUNKcJ7 -ZT/0rG5qDSwcgdDg/X/WH+uF98mwjOrMAbd6bb1Pl7rhaJaBjOokB8qFzudc -2d8F18JTQ3recuFcpsL592c6IIOpmihlQ0C4mGaZbnoLPFRf8ON/OZDNcuw5 -vDsEUhbtjohSDIPChIqFlYMEzF1e8Pja9Lu0DHvabXHuG5xR8q4JtudCh6A1 -ecsvMih8dIk5P8GFF0rL6E3FbbA0TN5y3ksC7O1ihnXrGqB37Q2zaEV/WG+Y -ks3gEdDtdtklJ4ID+en9y5TGvwH9xF6OzQouGC7Pfued3gnWySSxFa1cuF2v -bmSQ0g4eBo/44oEETL1bUTxk2AxjjREv3l3lQosiqVR5KxmGGovly7UIOJf/ -K0u/shV6mu8kC7cSUKR1KUHkZg04nBgrilM8Ac0OVhrnfxJQda3P9KsfBxoX -jUvd2NoNS8XNp/LkuBDa5LwzldQFdJnmijnTOQ5bExsVM78Dou4crrrtRoCI -3PgT/ngzrD8f+FHekwsLE2++qE0kQ7DZneZEaQIuHdsd4L+jDaZW7jsXXkjA -3dG5j8yD6mBHb4fKzTsElFOduKEuTfDPxfqaEBYBkglillqmlWBdT855omgP -dXp7Brb8JqBAWjqX7MGBfdxiharD3VB6xFiMJcaFUgU/7UMruyDX2ug5kceF -T19ewtNtHaBSWPje1oEAksPynaIHWqCp2q/U0oUL322O0Gi1ZNh1eSwrUpSA -j3GBm3mhbXDXIffozmwC5AMEe4az66FjvuE8qzACXiYaPY1pbALrF2vytvcR -sKKzfmDDq2r45Tbe/fU0Ab0dgsEzSc1wZpIXWVFNwL2zfoNaKl9B18a7v/Q7 -AbyP235+LyqDDU8TknIVzUGw83mo6iQBBg6v2L3HOZBxpiXlX69ukJr7j8R1 -YS7wYqW1/ph0wWOP07L0LC5YD7B/Vh3ogBP7ONqZewl49ZvxJ/paC6ifJSqG -HLmwhf04UneIDPqPV6lfJRHg8jR0g2xqG3RxKC0v0wmo9/JNt9jeAOopHsFv -r0zfx0bpfVMizRC/1WXF804CmraQ71mn/Qvbf63cq+dBwEDaTQmLumbIj9ec -XFZOwNcwBpQ2fYWzQ0n2mgQBD1MbPz7L/wKWZaFMWv70/gSxeBOlepgjPWky -RCHgUfutqDVRVaDtUSp3op6AiIhFkb5OtTDwYavnsXECaFec9B9kFoGImZJv -v+JGMDviXiE1nbPRoNF5rq4c6JCKLC8/1w35Tj+lmkhcqLL52277ri6QDJhn -5ZoxnYdr7u5mbh0Q+ST8WJ8dAYt2021/3m+BqsrV1WsduDDBi4//yCHD89eV -B8f/TOdRll36J6sNJg2DJcmvp+t9skLr940GMGeTPn67RECJcm+PhnozfIoY -O97aTkAyQcl0UKyBk+Zfbh1xJ+Db3JCuUkozfOv/bHighABdkwSnWp06eLB6 -0529IwTEn6s+NC+iArwllLUU8gh4/dRHVPLvetBxehAoO90n2MXlEjaq1WCV -e8guvpaALfeCn8oW1YKIUFva3TEC9E1SuGkXS8GXV8X16yZgxPSt7boV/4LN -QxElPn/6vHzHpBd15dD3xV0kh05A7Knca+tGKqHQ8/la/T8E5DS7Zhf2foIZ -v0sdJ8xeBQrQb+nIvh32bgL0205NU6naUoB+L3hVEvtGX4B+m2219KxcIkC/ -1xto6MVO8tHvCUu+fDuNj343zwlXzq/lo9/jbZUyZVl89JvnJXTC9gEf/e6L -lzc6HMRHvyeqe+o5Lnz0u0v0lHL2Dj76reOmoUfW5aPfWTLC3rck+ej3VZ2F -L24QPPS7fNPWr0nNPPTbtr1c3eoDD/02E09/qvCAh35X3vTtuXyRh35brrIu -HnDgod9rDTVcLTbz0G++2YDpviU89HvdwnWRptPvYMZvyQvlY8unczfjt2/x -5ZrFngT6bUW21xNbSqDfFOtPArteLvotkXBvo1IsF/0eqQnP9DTnot9uZmfd -Fk9w0O+D/SrV595w0G8XcfEPiw5z0G+K9I3F0hIc9Fv5ZZdDUu4I+p1jVP7E -1nkE/SadfqTrP8lGvwdLxU97prLR70jH5dUB29not5XzBpHPHcPod9X1OWvm -nh5Gv2N6mWGMURb67eN7NmjueRb6vVa8fcPoDyb6/UeqdKnmMSb6LWonrude -yUC/Y0y2GZooMdDvuIKO0CYTOvo95HU5OsWAhn4Lz+Ma2wcNod+dzjUrRc8I -0OuA5ToKqjl09Jof0d2nUUlDr/sXHVy69xQVvU40dJDsPCdAn/duXdDrwqCj -zz66YnIiInT02TYqipvfSUWfw3Xa3RSC6OjzRGeIh24IDX3e/O7m/GWdFPTZ -5MxH1dILAvR4cfXLAAUhBnrM0s+9PKBJR4+9XH7nO82noccB2v26gQ/o6PE/ -7abrup/T0OOqd146LB0qeuwX/sy75Tl11mNPQ9fgsxT0WFNNumHDRQH6u0S/ -MblAkoH+3np2Kctfn47+1n7rtHbWoKG/Rw+Qxd3S6Ohvqr5k/+s8Gvp7tvDJ -kO0uKvorG+ZS01dMRX9dxoVh7RsKekvK94wLFaKitxcfxzFouhT0tpK/5y5n -ut4ZX6NV76wSkmegr+zrq4PfbKajrwXkwb8frKKhr01zJdfuSKejr59KprYT -hTT0Nef3tp57jlT01crcso37lYq+/v5xRSOkjIKevkj83fZMnoqe5i4097Tc -Q0E/RTUeChXFUNBLx/fc1XE/htDLjT0/vaym+/uMj4YnS0o0FjPQx1Vl9rkm -W+noI+WCqYLmOhr6ePRefUROJh19pPmvTBEvo6GPZ3wdSkJdqeijWPKp+4db -qOhj3bIK1px6CnqY0fjDu1+VOuuhZ3BFkCsF/fPZIrfGLImC3sVt3nzbS4aC -vpm0/6V935iCnv1tkaRg0TyEnt0z1JdYUzLr2edF745Ev5n1bLH50UJq7Kxn -0r4/pB9dmvXM/snRL1Hus55Vy9rHHLcVoGeH3PQiUwwE6JlkMVktX1WAnl39 -b8GTPyIC9Oz2nTUq2ZxZz2SlW4x122Y9uztnMlCqcNazf4L6m/XSZj3r5rl+ -Hrs565nN97o2o7Ozng0LSdyWP8hHzy6rrXNU2MpHz5RZTcIJmnz0LE/Ozjde -lI+eGWgfvSrHnvVsE9P5/mj9rGfCDWXmnPeznrnRanb53Z/1LKD10kv9AB56 -9mH1oGSwEw89SyxZHkQ15qFntyihiQ5qPPSMnjBfxYXEQ8+WOASqxBQT6JnF -t8BN24MJ9Kz1+sGmlcYEenZsEVfecoyLntU0RBvETveVGc82a7erZJzlomcR -10wzdi3nome/TCPp4gMc9KzDzLYy6S4HPXM351zRM+egZ1VlG4cH/htBz+J/ -zWcsThlBz1zfZYdPWI+gZ9LJ0jWCETZ6dtFAYp/cLTZ6FnnqzRX+SjZ6diix -wW534TB6tn9v4Nh122H0bJV4OSWHzELPbOj+ax13sdCzpQFSHwMzmegZ0/iq -f9hHBnpmKGacfDxPgH59C8jWvTDFRL/CF+xRr9jJRL+afBVtaz8L0KvFtyQy -tLVZ6FWC5RBzOJiJPj27O9U+t5OJPr276KFuO5+JPoWBTVRwoQA9cjGx9fba -zEKP3iipOes9YKI/B0UC4ifYTPTH4fjgHuMVTPRndeUl3Ug3Jvrz1ELII47G -QH/ejj9xay8SoDdnjo+yvP9ioTeyYj3GPs+Y6EuIRJRP9fT/YsaXw6Q4PVND -JvrySuj10kEfJvrS+jC6SeonA33xefTlUqoiE315JnnbUKeZgb7EVhkXhRQL -0BO/+ROvaOYs9KRdZcnOS6+Z6MfqVP/Dz8aZ6Edw3ML4WGCiHzrCMn4+F5jo -h6Lo1T2NJCb6IVu5VCdMk4l+sEaTt2V0M9CPbRd6x6e4DPSjxrtsd9r0/2nG -j/BQPTp5ut4ZL36ZqMhoWLDQC6OGhhXB6Uz0Qa3uuJbkHyb68JLecm6NGRN9 -CPE9H5QVyEQf6BK874tEmejDn2KzDHdtJvpQ/UO+/f0AA32wq0qXjRtloA/P -5TaoxXxloA/X4gOqQjoY6EOo6H3YVsJAH0j/P2byMbP+P1dtoGQ= +1:eJxd2Xk0VH/cwHFlV5YkQmUrKbKkJMknW0SLioSyRSSV9WcphRBZSvVTSdna +VbIr+55939eZYWbMmLmWLKV4/M55fO9zHn+Mc8+ce893ztzv+/WZGSn7G2cc +17KwsHCuPPz338iR2lo6bqbVz+s24p9LhyCurJ0Rok9AUIB3m682Hc5bJKdP +Tr2GjY/XJ1uV0mDdctAFg23poBxlVvhQnwY7TjOpFZHZwBvqJzhfNw4+TQfh +2c9v4GPMmXRedxxEsjcMrVlTAmcFQWRXORVyiboNzZrlILtuvf42VSqUu7wU +t5iohOLoEA/HVArMyh7m/3ytBnTUtN4oiVFg7a80AfEddXC+4/K7nCAyqC3b +5p790gBz1GyBZGwMGkL2NVXvbgav+AttKRfGQOIh/dcHZgsQNfpa7uePAn1+ +eKhTuQ2OPZ11zRUbhde0gjq+mHbwKhER+3WFBHxb32Gjox3wfJO3iWQuEaKu +5FxO2t4FDioKvcJcRJg7kjbqfKcb3CeVj8fpEsBrb2W2cEUPXEhwqZy6OwLD +XyojW6X6ID/by55+dhgWXTpe7PLvB3cyQ/j2g0GQ1+ZculwwALZ74oWjmvvB +IEXKKUNkCOYET8Krml7w2WojTbgwDNs2pYjIfO8GhQmzdd0nRsDjnzsBkWGd +sJF/kqvy9wgkvmZUHOltA7aSF+kyCQR4WObLFUtuhqv7Cnq5jYmwuX6dmrvI +D0g7Zp9UPEeEVCfub+5x+TBLFxMgx5GA5X//kjadCrsvGgKH/bgrD9yiw3qK +/oCn8cr1rGUav3q3Qr5fWmXcDAFE7q5VsNFrgHUlfIdHk4jw8KuII7dkBbTE +a51vO4pfb1Dpnm60qBcUtf3JcH5OB4HF+GlxGQJYLbPODu1uA+sEGY3BGgJ0 +NavyBMo0QcEvh3Xz3kSIc5p/tqO0CrQ8TG792EYCpdulJd2PPwFX+2RVvScB +5qs5LXrzW0DQXPWUiQQRrmDamkq6dWAVkn+9tZ4Idq95rZ5uLAX7CoV9A9fx +9Zg7zBc9EnUASBF6MfuODoKhVX8xPgKk3v6gPhjcBhmfh71YMglQasSjo8nV +DBtFHnoE2hLhzv17NW4z1fDzokVMBQ8JzG5nd3eKZwPPRfHWRBsCsPEoDh7b +3AqOzliEJzcRaErB6rcN6yErmdRpuXLfFH7wXf/lYxmIpu8/2m2Jr+fSwMHX +1yKJkEdsChj2r4R7YQYujXtJ0PG63cyKcgdYnaI5DQlEMHJw3i6cWAifumWk +CcH4+caN3ZkvRU0hw9lP5WD6yuups2TtYyOAfOV35pEvbWCZe1hQ8B0Bquc0 +WOR9m6HkzQ7ZKjMi+Lma8andq4GW9osiZSwkEKLtWqzzzoV1KV+7IswIEBGa +6aFp0Ap87id2hi4RILAkRyWqph5slP0iEtOIEKIxGMF3pRx+btdo7jDB18N/ +tdk8M5AIpoGZxT8lqsD+j/FMnRwJeLKPP9/v9BrSZ6ULorqIIObFuajtVgz3 +TsilDfni54tSTdmrhUjg3/Gu2ss9A7QOqhT1OuDPfxLQJTRr4sctdhLPSVH4 +sWris4QsUT2IiqzT78ukwyPXHRzNyyMgRrDd3VjRBunfJ0bikwngy7pfNCa9 +GTZdm7zjZEKER6TA7tLmGijmG+kvWSTC+l2d3fpReRCld7P3tgkBZL+X7Ayz +boVL3n9meX8RIF7wg+IhjgbImdclab8lgir34WmXqnJw3BufYXqTCEfteOtS +3KrA5EBTXq0MCRIPUZw1O94DexFDSKl15X74nZbx7WQJcMh011byk6D6bqtj +UVsmEJ/1nylnJ0HM5pyObadzwKusVrFhDwk+pz2UuHv5JSh8bjtSI0qC0yPn +811I6cCmK+Y2LLoP1laeSvmYTYe2ovv3jv0dAYsAGY77TW3Qp6lnOPyKAHoP +qv8Rr2+G0pbOT/kniMDru9iTNVMD+xSktOAXEUKX9TPrBfOh4d8Ry18nCMDh +lWoq4dIKMfNnL56ZI4BAcMxZ6x0NYGu1S+BxKhF6SE/NJ6fLQSDuztAbXyII +elrWhj+rghpTfrFjUiTQO9R6tr/yI3yVbNcObCKCUtf3qk8FJRBwZLOCHu/K +6825SGbxz4Kzs5NBe1RJkPDPeyJxjzVY5G7J0WYlgZ3gnb8Xx3KAPsQTayxP +gvJHT19t/5EMKXUbU4+KkICd5KBCyvkKvaLRZkayJIgWJ1+z+fYWllLDG44r +k2BGsCH5yv1/YdWvbvnRxeVlDPlFOJbsY1uBIb8uf01YogRiyC+3Bdq+rToY +8itmaPFyLyuG/PpC430eUMJEfg2Gbb5Gvs1EfjmPS/1mUWciv2qHkge9phjI +rxCJEIXqLwzkV5ilfomvIwP59U4i+vgGSQbyq2Adi6lQ/wTyy+XcQY1tDyaQ +X5uV+DR3Gkwgv8rGS6co83TklzUn21Ldezry65WZaHDNRTry66q04Jc16+jI +r17LqoeWhTTk1/CTAfEwRxry6+C4pvYDPhry69qR4LqmgnHk177lfeX7bceR +X1Z2sVktXOPIr/1NQ1f0MqjIr8DnQbf4TKjIL51YmYjNMxTk1127vXtyIynI +L7XCj3/OyVCQX5hGz6X9JWTIOWvA+kRvxXGXyyxnTpHhjmFoYjZ5FLrVvm25 +TRoDqUGjntTQMZDX3+Zo8s8YaBwIeSK6lwyUpiZG9OIoXNjW/GtNOxn2Vs07 +RIeMwmxdNNEtiAJChOX7wkskeMZm7XVmOxUiisx0i/1JsHEoJ2VtJRW41cpf +188QgT0gyPSg+zhUk4+e9LQgAssH63SiIA0+vZEs+1hKAI/49GjBchpc/O1m +W8RPgCL5cK4N1+kg9dG4gNV0BDYYeSgE802AwT0+zHX3MAzsaWn3K5yA4Ftn +/+61HYSvr2D7qDUD7Bt3KOTf7IeL6Wobti4xoHyNd+bts70QGJocNPCRCZ5f +hL2/Xu+Cz9StL/iOYxDKJVUml9YGTyXWzf63DwTTLQasTgXBqveFzyoFqggY +cOwsiA9cuS8NQxL7DTz74LqYa+0tUyZ0Tbe/0vjVDcJ5NjHei0x4I7ad3FLc +AdIhQoacbzEwPRlDk2toglXv96onZVAmMei3D7DJDGNAbtrwdrHffUB2OM04 +vosJ6jszPrmm9YDxKxauXe1MiGqUOKiW1AnOas+nePwwWP60q5io3grzzWFv +Pt1hQpsoS6n4oW4gNhcLlctg4Jn7K125qh0GWh+8Ym3HoEjm5jO2iFpY9b3V +3EjSewGD6sAh7XoPBjRv+s1371A/SPPoLWdvZEJwi/XRZJZeIG9orVy7so9D +FGPvx3B3wf0HVtVR9hiwbfz9cup3K+z19ssTcmGCwIuIN3UvuuGW7oPWF/wY +3LQ95eOl3wHLu894hhZi8HCG47mefwPoD3ZtiXiAQfmoJTPYpgW++zbWBo1j +wPuMy1BGuwpWvW5QMBnR+INBAT9/VrczA84wi4Wrrfqh9MJhrnEuJpQKe+w4 +v7sXsowPpmLZTMiveAuJml2wpbDw6wlzDFjMdx5lN2uDlhqPUkMbJvw8fmFs +rK4bjgXMp4ezY5D3yO/AZHAHPDTPung0AwMhn2kTWkYjdHGrcxqFYPD2xcHE +mOYWMH6jmK0zhMGunsYR1Xc18Mv+d3/9NQwGu6YJ1xNa4frSZHhlDQaP3T0I +MlvqQe6463DpTwwm8zQXfhaVwaq300dTg7cuYaBm/o4+eIkBn6+3Jf242g98 +HN/X32VlwmQsv8xfrV6Id74mSE5ngvEIfaHabGWOPsPY8eU0Bu/+UP5GB7aB +hDtWSbRgggY9PlyO2A3K8fISd1gwsEkMVhVM7oBeBqntbRoGjVfd0gx0mkAi +yfnWx9sr78c+/jPLbK3w5JDNrtQeDFo0uh8bv/4BOr92n1ZwxmDkdcR6g4ZW +yH0itbS9HIP6EMqKhfXgTkwwlcIweJrcnJeSWwGGZcHUsdyV859xPdESa4S1 +/EtaRBIGzzsj7yver4YdzqUbHRoxCAvbFO5mWQcjOYdcbH9jMHbbUjnuSxHy +WPeCYyXfyj6b8Z/htLNjQBdfeHm5Zz/kWi7wtbAwofq400mdY73A68NpZPd5 +ZT8EOjrq2ndB+MtQ26GTGGw6RT6x8G8bVFftqVEyZ8Li5JMneYxuSH1fde73 +35X9KEgv/ZveAUvqt3i736+s9+UumT/3mkCPzpLXdxODEvHBAUmJlXk9bP5S +eycGrzDSF3PRWrisVxF5wRGDPo6g3lJSK/QNf1M3K8FATuuZZZ1sA8Tt2f/g +9AQGTzxrznOGVYLrenEZ4WwM3ifeYOd1agRZyzg/wZVO0IvL1x/fWgNGWedP +PqnDQOPxrUTBojpgW9Px+uE8BspaSczXvqXgNlnN9OjHYEL74wmVXT/g+FM2 +samplevlWiS8aSiHoQpHtkwyBrFXsgJVJqqg0CVVSfkvBpmtdhmFg/nI71KL +Rd13ftPIb/7wIX1T+2nk98ltUmI1htPI73XvSmI/KE8jv3UPGbpUbZ5Gfu9V +k1SIXZpCfi8aTgl1jk0hv1vXhorn1k0hv393VG0oS59Cfk9eXeNwIm4K+T30 +ROiglf8U8nuxZqCRYTOF/O5lvyKeoT+F/Ja1l1TolptCfqdvYHWN5J1Cft+R +FXhzD5tEfpfvP1Sf0DqJ/D7RWS5hlDOJ/NblSUsUjptEfldFuA0E+E4ivw3l +jYtHzCeR34rqknYGByaR31O6I9pnNk8iv1UEVMK1V+6DVb95/ymf37my71b9 +disOqBVxwZDfRt2mClzSGPKbZJw/fXKQifxe/+zxPrFYJvJ7ojb0i4seE/lt +r+tuL7LIQH6fG95S4/mBgfy24eHJ2WTFQH6T+O+J8K9nIL/F3/aaJ2RNIL8z +D5a/PGE9gfxmufZczmuJjvwmlPJcc0mmI7/DLXbW+OjQkd9G1qps37poyO/q +u2sVOa7RkN8xg9QQysw48vuGm7s/h/c48luJp1N1ZpaK/P7LVyotZUtFfrOf +5FFwrKIgv6O1NNW1xCjI70cFXcEtWmTkN+FqQHSS2hjym5WTedjUn4j87rGu +3c1+fRp57bNTVnhrJhl5PRXWPyRZNYa8Ht50Tvr0lVHk9Qt1c94ez2nk8+lD +6wZtKGTk8w05ro1sbGTk84n795m5PaPI5zDZTnthfzLyebEnyFkuaAz5fOBT +BPf2HhLyWet63tbSf6aRxyI1b32E11CQx+PKWQEjUmTk8VWbP7mW3GPIY58d +w3J+cWTk8fdObZX+1DHkcfWnq7LjsqPIY4/QFNe21FHcYxd1u1vuJOSx1Db+ +JlXfaeTvZuXmVwW8FORvZMrNdC9lMvK3rq/H2FpyDPl70aybx/41GfmbpMw7 +/D57DPnrXviSeOLYKPJXMMSmdqh4FPlr85sVlD6QkLcsuS6PgteMIm994x9R +xlY+R696WzVl8pCxst5VX6O3PpBfI0RBvtLv7rn14QAZ+VrQTXCKkx9DvrZw +8Crpp5GRr/klyzpY4RjyNfOP5sBji1Hkq5GeYQezfhT5+mf2tmRQGQl5+ubF +n44UoVHkaaaAnouhCQn5yS75dE1RDAl5afGVuefRLBF5uW9g4arRSt9XfVS/ +XFIiKUJBPsqXmWZpHSIjH0n/aAtLqYwhHy8+bgzL/EJGPo557U7iKRtDPl53 +My8JthtFPnK9uvKvVdso8rFhe+X42kYS8vBz86zr8NZR3EOXW5X+diTk3w2N +jYq6CSTk3aMDB6KubiAh37Q6j+z49zAJeeZkkCBssPK5f9Wzkv/nmbHD8w2X +/o9nh93qXLmO4Z7Rfpiu0VTBPbtQfjj/hyju2aPHfhvUWKbx71PTNl48QMU9 +07JTHNrQhHumyr2ecCQb9+zeLauf3Am4ZwcSC7VSgnDP2IYTI7udcc/Uf7Np +OZngnunddBgs2I97VsH3sT9rC+7Z/FCQivOaKeSZfTKbqzsZ96w36kj39kbc +M9K093x4Bu5Z2BVmePxT3LPMpI4jZ2/inqXlv9G1tcE9KzRv4JfWxz3Tjw/9 +HSA3iTzj+OQh+4h3EnlG6XUSZSXjntVJGLIvpuGeKe280e7hjSHP2D0tOBkH +MeSZlG+xOt8y7llu8I2hkhom8kzOJyzRNJKJPEubOhYWdIaJPHu5va/BQYyJ +PMNSI6x4BhnIs5OGin4WqQzkmXJwGZxyYCDPJgiWFXNyDORZT3g17TRzAnl2 +s5A5sefLBPJM56pXVJP7BPJM686ceIvSBPLM57IU5RqTjjx7PLuzfPQrHXn2 ++OmhFw+u0ZFnfQ8WQ7Yo0pFntQHpn8wxGvKsSZ+3IO4jDXm2RWGDU+MVGvLs +qE6oV5EkDXmWLpzdxbXi2apXc/U8Hdb6NOTVlrVe8/95tepRXDbtSoI5DXnz +Ypt0pJAqDXkjJS1z/j9vVj2Zy5nxy7WlIS++CScZHNKkIR/kHqm/oO2iIR/+ +/fB24D8fVvvPz/bJVMeRhvpOjEnxbDxCQz0PvN/y644iDfX7zRHmddMdNNTv +qOtzj//r92qfmaHEuXtONNTfcBPdw8K6NNRbb0fxC3XKNNTXKJ+WV4k7aain +rLYh67hlaKinSSpE1/96utrLCXaNnI/ONNTDJvs1DzT0aKh/Ejc4/DEVGupd +DeYhUyVHQ317tS2tQnE7DfVM44zvUZIUDfUseaKKmNaF92yPfV3F0VK8Z14D +gu217/CeYY7msfkP8Z5lTaVojvvhPQv8wfHPlC3esxSTsSTXlR6u9uxcUahi +htI06tkrunO0gvA06lnXU/Y86SW8Z7Viy02NJLxnr5N29M/V4T17x2K2/mIm +3jMzzk/Fdk/xnonIZoZPBOA9uyuq4rvWHu/ZjofDavpHp1DPFgy3VAorTKGe +Df/rlXyOfwr1rHLXpKrcT7xnrsstRqe68J55B299H5eP9+xrhUyMbwLeM/dn +0YyIALxnBRvKGw7Y4j374j9K4NadRD27U+ExNyQ9iXomeb1T5TzbJOrZdNpI +8PkqvGcdZtnXFoIw1LNXz2NiGNoY6llzfiOr0CLeM1ZZw5HwPLxnLeEztRRP +vGd2XB+9m+WYqGdvRUU/ryHgPQvskq/cHIv3zGluoeK8Ht4zW00DgbE5vGdR +/U9vSyfhPeNkHy3TPY73bCYgbVcNg456tvhEMrkhCu/Z5e5FAnkP3rOMWhKb +QhkN9WxdZBDboCkN9UySL+ixC3Ec9Ux2q5LMaYtx1DO9pRKDpSoq6tnepujt +gQQK6tluxQ/yd+qn0TxeKgYJ5YLjqG+zaW23Sx2oqG9Pxbt/C7dOo/k7Of5r +5le1cdQ7ys48gtVTKpq3WX7wfTjOoKL+NTbxmPTKU1H/YkWd6wnt02i+NleP +ebHTcBz1MMHqwKhwOhXN04s+KcuaLOOoj6KWmxXPHaOiebqw/ULq29tU1EsW +zh/l4uuoqJeCaarMo53TaH4+GrCQU2UyjvqZHxDBn/qdiubly+Zx96O4x1FP +F/pMa3XMqWheJvZZ+stEUlFfvYcGsLVbqGheZqfbzJM1qKi3VS1R5yMXKKi3 +k8U613+trGd1Pu7Qk8jnNRtH/TXbZPzoXCkVzcPPON593c03jnrsFDsRwGdN +RfNw3vnn7QaxVNRnhgXfd56V+3Z1Hp448MZRWYeKen3Kd25x81oqmodzU0UX +8jZSUb8VLJ0OyzIpqN/FabMfzqz0dHX+/eV1alnJfBz1/ITdthH5Ciqad00H +nl31ERhHfV8wOfnMxY6K5l1i3Nqes0+oqPdLYe7vF3ZS0bzbd+laRI0+FfU/ +Vjp+7j0HFc27D2IevCCLUJEHNkdKx27OUNC8K5Ll33j5LwX//kYjd+4SlYJ+ +37l6QvVUzF8y8mL197rV51eP/wfwR2u4 "], {{{}, { EdgeForm[], Directive[ @@ -12542,95 +13099,103 @@ CPE9H5QVyEQf6BK874tEmejDn2KzDHdtJvpQ/UO+/f0AA32wq0qXjRtloA/P Opacity[0.2]], GraphicsGroup[{ Polygon[CompressedData[" -1:eJwt0VVTFAAUBeClpKUbgaUbQRqklGaJpRuXktqlFXT87X7M8PCde17P3GAk -Fo7GBwKBOP693wURokv/yzm/2eCVYx6Z5Q+nPLPKC0fcMcoZv1gnwgPTnPDE -CgfE6GOGMIfcMswaP7jnO4vsck0nI0yxzD5RehniGyF2uOIzX5lkiT1u6GGQ -ibf9bHNJB90MMM48W1zQThuttNBME400UE8dtdRQTZAqKqngE+WUUUoJxRRR -SAH55JFLDtlk8ZFMMkgnjVRSSOYDSSSSwNufv9DPGHNs8pP/UlkhFQ== - "]]}]}, {}, {}, {}, {}, {}, {}, {}, { +1:eJwt0EkvgwEUBdCPosZqUbOm1VC0oaYgZqGx0KLmmZqH8P93TpMuTu7Ny1vd +VOWv/FsfBEEdL7Vscgjzri/zwxWf7PHNWe1/kmu+2OeCN+a45INNjnggwQoF +znklxyI7nFAhzRK7nPLMBLNscMg9I2RZYJsyT4ySIc86Je4YZop5tjjmkRTj +zLBGkVuGGGSAfvroJU4P3XQRI0onETpop41WWmgmXN2XRhoIUd0/yRjTrHLA +Df/66xbh + "]]}]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, { EdgeForm[], Directive[ RGBColor[0.880722, 0.611041, 0.142051], Opacity[0.2]], GraphicsGroup[{ - - Polygon[{{1, 104, 87, 74, 64, 56, 51, 2, 3, 4, 5, 6, 7, 8, 9, - 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, - 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, - 40, 41, 42, 43, 44, 45, 46, 105, 88, 75, 65, 57, 52, 47, 106, - 89, 76, 66, 58, 53, 109, 92, 79, 69, 61, 48, 107, 90, 77, 67, - 59, 54, 110, 93, 80, 70, 62, 49, 108, 91, 78, 68, 114, 97, 84, - 60, 112, 95, 82, 72, 55, 111, 94, 81, 117, 100, 71, 115, 98, - 85, 119, 102, 63, 113, 96, 121, 83, 118, 101, 123, 73, 116, - 99, 122, 86, 120, 103, 124, 50, 174, 233, 218, 231, 205, 232, - 216, 229, 194, 217, 230, 203, 214, 227, 185, 204, 215, 228, - 192, 201, 212, 225, 178, 193, 202, 213, 226, 182, 189, 198, - 209, 222, 173, 184, 191, 200, 211, 224, 177, 181, 188, 197, - 208, 221, 172, 183, 190, 199, 210, 223, 176, 180, 187, 196, - 207, 220, 171, 170, 169, 168, 167, 166, 165, 164, 163, 162, - 161, 160, 159, 158, 157, 156, 155, 154, 153, 152, 151, 150, - 149, 148, 147, 146, 145, 144, 143, 142, 141, 140, 139, 138, - 137, 136, 135, 134, 133, 132, 131, 130, 129, 128, 127, 126, - 175, 179, 186, 195, 206, 219, 125}}]}]}, {}, {}, {}, {}, {}, { - + Polygon[CompressedData[" +1:eJwt0UcyHgAABeAf0aJEjW6U0Y2IMhhJiMFYiN4SJUH03ksiWtRL2GSZtQu4 +ggP5zFh88zZv9V7u1FrfanAgEAji6iVH6aSRCgrI4bkXwitCCSOcCCJ5TRTR +xBDLG+KIJ4FEkkjmLSmkkkY6GYzxhQ+8o5BcftBLM9WUksk4XXykkiLymKSP +z9RQRhYTdPOJ9xQzzQCt1JHPFP20UEs5MwzRTgPZfKeHJuYZoYpZhulgkW+U +8JNBlmhjga8sU8/c877GvpU3XL98c8kFfznnjFNOOOYPR/zmF4ccsM8eu+yw +zRabbLDOGqvc8Y//3PPAIys8AU4JKa8= + "]]}]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, { EdgeForm[], Directive[ RGBColor[0.560181, 0.691569, 0.194885], Opacity[0.2]], GraphicsGroup[{ Polygon[CompressedData[" -1:eJwt0tVSFQAUBdB7EcHEwFYU7O5CTCRU3vgEP0C/QFGxsLFb7EQMFBsbW+zu -DsRGxVoz8LBmP5yZM3Nmn5iRo1NHhQQCgSCXGcM9LnGCA+wmh7GkMY7xTCCd -iUxiMlOYSgbTmM4MZjKL2cwhk7nMYz4LWMgiFrOEpSxjOStYySqyWM0a1rKO -9WxgI5vYzBa2cr/8tpMcJJcdPOIqBRwhj208oJBTHGIPO3nMNc6Qzz6yecgV -TnOYvTzlBuc4xi6ecJ2zHOU5t7jAfp5xk/O85A7HecFtXnORV9zlDdtprLwU -BjKcHoygP8m0ZwDD6EY/EmlBd+JIoi1d6MtQmtKOrsSSQAyt6URvhtCI5rSh -M32IJ4poWtGRXgymIQ2oTz3qUodIalOLmtQggupUoypVqEwlwgmjIqFUIIRg -sOyh/4m//OE3pfziJz8o4Tvf+MoXPvOJjxTzgSLe844m9jajJR3oySDemv0H -LeJvLQ== - "]]}]}, {}, {}}, {{}, {}, {}, +1:eJwl01N7FgAABeDvW3bLrrVs21q1uOoPdN+WbdturbZs27Zt2zbeni7e59yd +m/OcsPYxUdEhgUAgyDM6cJEDbGYlC5lHNDF0pBOd6UJXutGdHvSkF73pQ1/6 +0Z8BDGQQgxnCUIYxnBGMZBSjGcNYxjGeCUxkEpOZwlSmMZ0ZzGQWs7nEQbaw +ikXMZw6XOcRWVrOYeK5xlB2sYxmxXOEw21jDEhK4zjF2sp7lzOUqR9jOWm5z +ir0s5SYn2M1GFnCD4+ziHmfZwB1Os48HnGcFtzjJI/Zwn3M8YRN3OcNj9vOQ +CzwljhyGb0cj2lCVtjSgNaVoSBSVqUdLClKF+rSiBBWpQ3PyUJJK1KUF+SlK +OWrSlOwUoDgVqE0zchNGEcpSgyZkI5xilKcWkeQiH4UpQ3Uak5UsZCYTGclA +KOlJR1rSkJpUpCQFyUlGUpKQmESEEPx3GP6I3/ziJz/4zje+8oXPfOIjH3jP +O97yhte84iUveE5O3XkpRGmqERH8/9G/jxl5vg== + + "]]}]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ +{}, {}, {}}, {{}, {}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], - Line[{1, 104, 87, 74, 64, 56, 51, 2, 3, 4, 5, 6, 7, 8, 9, 10, - 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, - 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, - 42, 43, 44, 45, 46, 105, 88, 75, 65, 57, 52, 47, 106, 89, 76, - 66, 58, 53, 109, 92, 79, 69, 61, 48, 107, 90, 77, 67, 59, 54, - 110, 93, 80, 70, 62, 49, 108, 91, 78, 68, 114, 97, 84, 60, 112, - 95, 82, 72, 55, 111, 94, 81, 117, 100, 71, 115, 98, 85, 119, - 102, 63, 113, 96, 121, 83, 118, 101, 123, 73, 116, 99, 122, 86, - 120, 103, 124, 50}]}, "Charting`Private`Tag#1"], + Line[{1, 91, 76, 59, 46, 37, 32, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, + 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, + 27, 92, 77, 60, 47, 38, 33, 96, 81, 64, 51, 42, 28, 93, 78, 61, + 48, 39, 34, 97, 82, 65, 52, 43, 29, 94, 79, 62, 49, 40, 99, + 84, 68, 55, 35, 98, 83, 66, 53, 44, 101, 86, 70, 57, 30, 95, + 80, 63, 104, 88, 50, 102, 87, 72, 106, 90, 41, 100, 85, 107, + 69, 105, 89, 108, 56, 103}]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], - - Line[{125, 219, 206, 195, 186, 179, 175, 126, 127, 128, 129, - 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, - 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, - 154, 155, 156, 157, 158, 159, 160, 161, 162, 163, 164, 165, - 166, 167, 168, 169, 170, 171, 220, 207, 196, 187, 180, 176, - 223, 210, 199, 190, 183, 172, 221, 208, 197, 188, 181, 177, - 224, 211, 200, 191, 184, 173, 222, 209, 198, 189, 182, 226, - 213, 202, 193, 178, 225, 212, 201, 192, 228, 215, 204, 185, - 227, 214, 203, 230, 217, 194, 229, 216, 232, 205, 231, 218, - 233, 174}]}, "Charting`Private`Tag#2"], + Line[CompressedData[" +1:eJwtzEVWUAEAQNEP57AQtsQSmBPSiEhKIwoS0qXSHZLSDdLdvQzugME9b/bC +I2MiokOCIEgnikMWGaOHdpqIJoZYPhBHPAkkkkQyKaTykTQ+vb8/k0EmWWST +Qy5fyCOfAgopIiw0CIq1hFK+UsY3vlNOBT+opIpqavhJLUcsMU4vv2imjmOW ++Usfv2nhjDWmGKSTek5YYYJ+/tDKOetMM0QXDZyyyiQDXLPNHB1cssksI7Rx +wQYz3LHLMDfsMM8D+3RzxRZP/OOePV4Y5Zb/PLPAIwe80sgbw65Uzg== + "]]}, "Charting`Private`Tag#2"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwNzNc6wgEAxuF/9iqUTdJQyd5bIvvMJXQB3Le9idB78B78nu95vmTl+vIq -FARBhRuKYoVpMiQY49Z2xz0PPPLEMy+88sY7H3zyRZVvfqjxyx//BH5DNNBI -E8200Eob7XTQSRdhInTTQy9RYvTRzwCDDDHMPqvMMMkEcQ5YZ44cKUYoscYs -WZKU2WSBKcY5ZIN58hyzzRJpjthikVN2KXDCDucsc8YeF4xSB7WSIoc= - "]]}, "Charting`Private`Tag#3"]}}], {}}, <| +1:eJwNzMVSggEAhdEfuwvBDuwO7O7ARNAXcK8+N3Z3ncVZfHNnbuz0InUeCoLg +jAxbYpZhumihgUvbFdfccMsd9zzwyBPPvPDKG+988MkX3/zwyx+B7xBZZJND +LnnkU0AhRRRTQilllFNBJVWEqSZClBq2mWOEblppZJdFxuijnVoSzDNKDzGa +2GOJcfrpoI4dFojTSxsHrDDJIM3ss8wEAyRZY5pODlllihQbDHHEOsfMkGaT +E+r5B16MJqo= + "]]}, "Charting`Private`Tag#3"], + Annotation[{ + Directive[ + Opacity[1.], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[2]], + Line[CompressedData[" +1:eJwVzss2QgEAQNHrU3xQE4OIJL1EpfKKEpVESYokUdGX2gZ7rTM864nixvFa +EAQhwuKbCSOe6fHIJltE2GaHKLvE2CPOPgmSpEiT4YAshxyRI0+B/4EiJcqc +cMoZ51xQ4ZIrqtS4ps4NtzRo0uKONvd0mPPBKwOe6LJgyhsv9FnyyZghP8x4 +55cvVjzwB8DpJ5o= + "]]}, "Charting`Private`Tag#4"], + Annotation[{ + Directive[ + Opacity[1.], + RGBColor[0.528488, 0.470624, 0.701351], + AbsoluteThickness[2]], + Line[CompressedData[" +1:eJwV0FVWAlAARdEHOhGn5BAYgA7KBLELRVHA7lbC7u7O7cde537fqlhtdU0k +hBCjznjjmiO22WKdehpopIlm4iRoIUkrbbTTQSdddNNDL330k2KAQdIMMUyG +EUbJkiPPGONMMMkU08wwyxzzLLDIEsus8M4Nx+xQYINP7jhljxKrfHDLCbsU ++eaBcw7Y5It7ztjnlycuKfPDIxdEoiG86OH/2fazVuiVRvVVK3VN/wACEE50 + + "]]}, "Charting`Private`Tag#5"]}}], {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| @@ -12644,6 +13209,14 @@ WZKU2WSBKcY5ZIN58hyzzRJpjthikVN2KXDCDucsc8YeF4xSB7WSIoc= GrayLevel[0]}, "AspectRatio" -> 1, "DefaultStyle" -> { Directive[ Opacity[1.], + RGBColor[0.528488, 0.470624, 0.701351], + AbsoluteThickness[2]], + Directive[ + Opacity[1.], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[2]], + Directive[ + Opacity[1.], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ @@ -12667,239 +13240,208 @@ WZKU2WSBKcY5ZIN58hyzzRJpjthikVN2KXDCDucsc8YeF4xSB7WSIoc= Opacity[0.2]], GraphicsGroup[{{ Polygon[CompressedData[" -1:eJxdVXk41XkXv0rRVFckE5KESqmMZFDjM5YitIlEyhKSyoh6tUiYSyjU5C1F -llANRSJqbLdrK/tFrn25uJbr/r60jC28d57nff95z/Oc5zznPM95zuec53PO -UXL+zdJ1AY1G8xfqP9bMdYjNHLbW52zpn5mfJ/ifT/uvPFBc+u2f+P/7Upm2 -HccPBqLAI3m7xizBa7ZTVkHnW/S82eXhOE0w4G+ncT+jEKIiTSl3Jgg09BOp -lMtMbLI41838SjCWt3vya+F7WDwQlRsfJ3ieaxuXWs3CBW6clRIheJBUl/ck -twT3t+6MOjxKEO1TcUwspBR/Xa75GDhMsDxG3FTZoAxdJa6ir3kEd89kB/w0 -WoYFEnP63D6Ch59uhW8LL8cGu/tXpHoJ+EWsZRYKFTBP3ZZj2EWg1lLTs+NZ -BbzGyinvdoJRg7T9P6l9QPQuB7XkFoJ6Pc4985QPeBsycarxE0E86cuwkf2I -DnZU/MJGgkLlazGiYR+h6s5c6VJDEBKyKtTLrhJm2ccORFcS6N3zS5AqrITn -3FhoaQXBvQvevcprqpAbrTSnwiKoYgyCWV+Ftu53OtbFBJv0Y+wqN1RjfrOl -T3ABwZ0vix8aX62G6fugoYFcIZ4Y8Wh9uRqcWyavLJMjnFfCb4uWn67BHZvs -E3uzCKR9Px8ayapBq6Cv4Wk6Qc1Zr3QTw1rM6fgt5zwX5j9WU/5+sxbrGdKm -Yk8JrA5EjmyqrsWezuY1YVEErH47KsihHs1LdMTMGARPY3UTIuvqoZjo7pfm -T3BNS8JyXpQNYz4tr+0aQbF8Z8c6RTbctR+O/3CFYP6FWhFXh40p5+n2qvME -nc2fez3j2DCc2nxY3Z2gJyVsmUk1G27GJbfsXQnaFge2MvvYCI86Xn7bmUB0 -5fTj8Wk21hQUvNpvI+Sbzca9i6wb4GIpUM04TPDs++BsREADQh8HO3YdIFh1 -kLd/8t8NeDmkEEu3IAgWV3q/Kb0B3LoiaZYygU/uVKZGWSP8jKLYsRJC/I4H -fS/uacK+6xOZoYsI8v648vNYUBM0Hm1RvEEjcEgI2iGV1ITk52VHp2cpNEvx -mbOZTZDJc4i8NEMhVU6FV1/UBPN4mrhaI4XbNYq62omfwJNkly4opsDYdjc8 -ckkzss11k0kOhbclT5GwuxmP3M9L8TIpmPfwJ8utm7HcV8zM6SUFnQBXVyPn -ZgQEJwV2pFHwyZC59MqzGRN1IakvblBokKUx5XdxoHnpSp60B4UVsWGplbEc -1Fd4M00dKHy1sB8YqORA8QIp5dpS0OM/Ct3E5aC8bGvFdhsKM2PR0XkCDjzl -zn30sxL287kxXm+KA57LYYGFmrD+xqwX59JbsP4H4/mclRSC6k/uTaK1gmn/ -i/iwOAWmjLfqsc2toC/+a9nvCymM3ZVQntVvRa7dJL2eRqHc4vQBw32tOJGp -LakwJwBL5NJr/yOtWLwx/1FAhgCmjIR2E582tDtfd3gdIkBuereK3HQbygO6 -DKq8BahbNU2/uasd+RIS2Rx3ASypIpny4+3QtnnG7zwlwEvPhsQPZ9vx5eoX -MScnAZrpoSyWTztexUOl/6QAzjWq6m+vtaNja33jlYJRBPkdmdV07ISkmbd6 -EH0UJjfp5NzmbhRuCRWX9ORDKc08f6FVD7wfZUZIsUZwYtrLsVCiF7Q/T2Zy -pUbwInXd+zRmLxZdD7TSvTCMct7eAz62XKzsevNkQekQlmizUqq+cBEjevKi -pcoQwgqtjYqu9uFbZQTXK3AQ0r3z4TJzfbBfWzcl0siDZtmESwSjH3o/M6Jl -NXkYrK0VRMz0Q6nTrCU5eABb9qx1PfSvAdwwDU7I4fWDo/1ujX/fAN4cMVkY -bdyPFA83muVBHr7x5Vbw7veB6LWc2lnMQ/o+58Siv7nQLkj7flR5EGe18luX -mHPxu5Pm1txbgxAtjs1UjuuF4V3lsNVfBrFSYky8dLoHAQ8D/eiHhqA+ar2U -s78HO2u7zhhnDcFXwWF9r303jjvdza4XH4bJE6XTWT92QWtei7XTcRhbDMTm -3PI7cP7XoMra/GHMeDTFql1th+7wboMo+gi6M0pvsZXa0B3dIR/iOoKLmqU5 -MiUtaLUru2NXMIK/f03vd7/Bwdn1UhkiS/m4feaNW6JKM+KtZYMqTvBBV3hG -+vubcFJMdK7yOR8pI/mV9MhGvB9mjg9O8MGf6O76pNGA1dvpuzeajELxDn/q -T6oeHkd19dZGjaKaoVVbvrkO+UtpVtLto9Ced8w9klGNZ4oRFpLrBFgwlb5C -XrUSIXZ7ii+7CvBtwy8SL89XgKHIUC8X8pTl8VjedrQUH7uSOi+OC3nKNaqu -282C+7DSNE2Hwo85kl0iIsXoDFl9nudPwbdWFzFf3yFjZPnD68K9Vz1MDZXc -ykFk14xb60KCpfOB9iZrM+E1OaKlYEhwzDYpc2w8BW6v4uYGAwgCxbM3hslG -o3dfkq9jCUHiqoMh4bIMFMSUrigT/qnO7TeNImQvQlMnMWtwjMDGZaLwD1kX -sG3M1l2aJDCv4bx+LGuFavVDPXrfCXYkxMRlyxrj897kIIU54R01kvPqltWC -kb1rKV34p/8DUtAShw== - "]]}}]}, {}, {}, {}, {}, {}, {}, {}, { +1:eJxdk3s01IkCx23K+7WjTMNdsqJVitK2W9GXxZbUpphT3mrJY+teNAq7oSLr +ubbuSlKerS2V52giRsyYGpMx4zEhzO/3EzIVm3CsyrXn3PvP/Z7zPd/zOed7 +vv99TY/961DwMiUlpaAl/517g8clzS+Zuwa0I+RxdQr8j5X+K4+ZqXMbbSn8 +P+ef/oMkN/oj5eLu8KdbKHSXdjF9xhLwseRn0T4bCtM0UVFY2m9gPXqySbSR +wt3ybJMLx69DMaTxq9sGCi2XrtxY+7gIx967TQu/oKBRu+/qlyGl6GNkMvda +UMg0Gj0Z8OB3uH/Vcf+JGYWCnWOhdt1/QOCpa+hqSsF5p8RjgHcbu6Lcf3ps +TME6vpkru3wHVnelDgIGhYPyI5xwqgLFQv2Sb+kUVlBBmyl2JRjjnivaVlKI +6y5rY0VWQcVM9oSnS6HtgiS4UVqNsw6rrZy1l5jtN6oUV4N3fl5ZrRoUmPG1 +sh6jWpC5A4daVlDIWs3uNj7IhlfdP9iOyhSO0hI++L1go7PLj/5IicLKCcsF +YXQdmnTkA9wFElqWPTKXjPvYamW6C/MkkhddqttpHJS7HitsmiVREqL+IDKH +A+WQTNU9BIm9QaFrDQoeomLm84aMXhKGLNUFx4gmrGh8vdJaQuLhX+VVD77j +onJNl2NiBwnr3nr+nQYufJI4/5S0kzhaqu1zRb8ZNUVUj3fdUv9WjNa9248Q +YBObWlBOImnHYKpOWAvYc06U4+8kbNXt34bzWxDoY6l3uYTEM+rK4am3LdDk +6tiPFJLIrqQHq69pxffPt5eeTCdxn+w4OxzHg+4P4sPViSQ8E6ub3pnwEbwl +r8rzRxLfHtUWFkfwoZeTMHQzhgTtlPeTn3P5aJgP0pyLJpETMpdr3syHPj07 +KjGQREJaiiBiug3cm+YWfCaJ2BNMnW0pAqw6OZUQ4k7iEpUoaxYL0NzZc4ez +n4R2zMKzmmkBftja0KfuRmJ1u+a2SPpj0A7bHnA3IRE26Whn7SREcOhk6il1 +EhPW57+O39MOncj965I/EkjksjdnCNrxffT7Ge15Anm0W5t2qoiQNefhd2iW +gN75LA9/cxE4seW8nGkC9AvLrAKcRfDPN9sxKCDQK7bVSDTrQNXdYZZSNYHm +vRrf2KmJ4V1nT6OVEWib3aG0IUaMivpX8rwiAjHKXzKyKsTot3PeM3yDgPMv +baeN2sVYzr1WYZZPIPtRjNqvo2KodU3x208RmGtT9erjdELDz0hSEEBgucam +QdfVEmgWV/amMgmkJldH2e2WIMP5x754dwIW9dx1F/0lEP0m957fT0CFVeJp +Ei6B1pjL81NuS/v+Zk8royXQW8h7a2RGwGdReWZovRS0ZP6HSR0CJfG3vh48 +v8RCb+X+5QQ28OrfONyT4tIJcxXxohyGROD6p61SSBvTUlw/yOF11kwlrUMK +fd0pNd5fchSUvm516JPC6hVTU7ZfjqjTCWfTL/bgzGcBnxO+wzBeVUw3q5dh +d7FpSBV9CLO073BD0IcNjqofjzc8R+DGPIMM8QAWwruvWcYNIHL0tUH8L4MY +vsdLl5j2g1PLOqbwGAZrC6/WoPUZfPPDeX9ekGPWoXwkNEGGyCmbfTlOBDLC +2McL1/YiaLNVn4EaCZ3PyiZHRrpxdVW0+5qlH5RONAh1srrA4tIN58MoKOaG +h3pspHC9MnOiznAEJtmK+VtvOkHu6O9M44xAlLS1o229GKw8X2mx7wtsWwys +87gnwux4rV7R5Assmy/XMzIX4kj38TL2uVHMWNjr3j0pwDfbdt20NhxDS/h1 +I69XPDRlJkUFl4yhjnQSie1aYKGp5WJsOw567adDn3zChQcNdMuWcZzp2I7c +dw9wxk218IjTS5gffDPeml4L7eRY2pzwJTQXz/nuNq6ATQbzYbbLBI54FVVM +/VkK/ctaRT7NEzinVrMulfFv0PS0jWMcFShcdeBiGiMJ9rHqvK9+UmDQOsUp +k8FCo/R9VehVBQ4HzTVeYgQBxSuvzZQp4PZUVn2d4Ymq0NjN2ysUsC3Iza9h +OCMjXejSX63AcifDiGHGVizjHSi+XavAfwDZzRsj + "]]}}]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, { EdgeForm[], Directive[ RGBColor[0.880722, 0.611041, 0.142051], Opacity[0.2]], GraphicsGroup[{{ Polygon[CompressedData[" -1:eJxFl3k41OsbxgmRQiSFhOxRJAmV51iKbJVIVLaTki1bKVEIoZBypMgS2hRZ -Uh3bmCzHbmxD9lkxZr4zyk9R/Ob80Xv+mGuu97q+M9/3fd7nue/Preh52d5r -DQ8Pzwz38++3ldc0ATfjaEzUpCyvrmLAbyYTOCGtB2ZnvRpFueu9uZnZFdLm -MH+kIEZuBQPrTmL5U2kH6NA6Pmn0EwOn84u1D6TPA8HJSuHKdwzGtO+YJUuH -gq5BXhmdjUHe5mPxSdKxUJPZuLFpCoNooQq1ROl0mDqaH+b+GYPTzvmlbE4h -XHiXvUKPwmD9avRZi+2lEPh9Vk/OFAOVE6zpz3crIWV8+cIwHwZhXYaQ+e0T -lMyKPI6sZ8GWSvFxXt56GIvf6k+7yYIqkllH90E8eM8oLvEYsADv81TWea4R -Wsfzx0I5TFhQPST21r8FYuVjtZpLmLDmR/FGWZU2iHc5XH/Niwn6q+5VJ0s6 -4IV8so24AhM6YvW6mnd2Q/V6HgfJkTmQv8/48YrVAz6nDI22p84BY3FifECn -F7Zqix5Us5iDwtnqNtGUPmiYwXHoiwwQlXuBUSj94CrIv9L2kgH3Lr2/kKc8 -CDmO0jEt5xjwvz+KKd63iOC7Q6KEdz0DQnUbK6U+D8GwS9N9l5pZmChpvEtQ -/AIT6aOy8V6zsOzTn6URPgKGMwdNUkVnQdNEcOVC9Sj4/xHT1lU9AxbPFC+W -bRkHvVU9/D73GQiTc9sxdXYCznikVfQIzYDWnON6ou0k7Osav2ReNg2bxNhC -jUuTEPU4OkL0+DTw12eVKmVPgWmaUuLWr3Tw1aseXmdNgtseuruq7tKh+Khn -Xt3/SKBf8/rnKSU6LDBkNtIyyIAZDf25r54G709a8KWbU6DQ5wKP/TEa3LKM -y62kUYCo/2nbTTIVFMeshgriqKB5eLvX8atUMNofmy6tSwN6VxczeZkCZ7d3 -/+Dto4Fu0+L55FgKLLQlkwKj6SA5tZoktUKGTH7XUHvlaUisdTSrCyfDpvH3 -z9Y0TsM6fXxh+1cSCERGOxgGzUAz7YhdiDMJeF65lpIkZuFNkULDa9wUBD8p -TZbAz8K5pUD3WrEpqNVMEBIPYIDia+tqPodJELcK1ooRnQOLO6KY384JGN3V -03e9Zg5iIk7+0nUfg3c5oExxZYJnp4rWxxsj8DX8q6CHBxMGRRPw+JAR0Hd6 -wRj7kwlvA3rz/vEdgWoxsQqiNxPsWXVSzWdGoDlq3KQ9mAndm5dE7xwYgRHP -SLfyeCZUFU8oyyx9gbVq1U+iuH1pGZs7YhHyBc6V6ovLrTABz3ul/ObJYahy -+S7aw8OCZpuLdqZHh0F07d8bbvOxgJ0mpvTLeBhwZw8JzQixACcVrHJ65zDs -EDZfrdzEgpge1yP5PMNAO3+CaaPBAgO1sjd+xUMQIOPXGuHAgsH5vhyjH0Ro -btrVou3EgmV2evoHJhHkg7BGkjMLjBhPEtRJROhpCcZZurHgm81ZKrWNCLpX -rn+Q9GHBxqzEorYsIix2xxe9ucWCXmkenOwBIkTF5UePvmZBSInUlXcBgyAS -Jmjl8Zb7/igvLzPPQXji7S9BK2WB9STje7PjIFRYGxZglSz4+Pk55B4cBJo4 -oXENd85jd6clpawbBOscHiGNPhbc65Q31M8bAKkPbilXlllQJKNM66nrh4KX -TaeWfnHPI8HA/SrtB50nmvK3eDBwy43ZK5HfD0cjF0sTBDD48OD6fnZMP0SY -pRKyxDC44X4sLPRwP5C66yTxShiEVP0o1Wnqg7fTclmiNhjECSk2qBf3QsLT -OPdxOww2H6PZfv+rF87bM1VKTmDw4if9V3JUL2yrqXln64QBj5PaEQHHXkhK -PdN8z5Orq5uWnnKWCHDB/PPds14YfFkbPYwjE8D0x84TWt4YTBYmbrDoIMAP -z6WRdn+ujg7OTwVkE8Bb/zFH+DoGq2806kgGBDBn8Hz4cgODetmxUQV5Asjn -eUe8vsndv56Y/So/AQbXGQhaxWLwPMswN6W7Bw6PDW5LTMUAT3Fhxbj1wI5Y -SUvB5xg42KXMqnd0wYpBhAjxJQY9TzWUft7pgmEmufd5MQadvoHFFqZdcN+p -4tyRMgwkw+aPz5Z1gt8GWSWpSgxe5l4WELnYCZYNMdPUKu7vM4XSjWU6YXWn -fUhcDQb3v659bB7eAV8mPhk41mOgbpzp0qbaAVXpiivKeAzaY+mA62mHgBV2 -QmMLBg+DgqeUtrWDVcVpu/Q2DIweRuRK1LaBijdu0/lODOLjNycEurTBKCE1 -h68Pg1qlG5n8ia3wMX7xz74BDHIwcomTdCukH3DTKBji7seI+NC68B8IZDez -gkcwmDN5bbtH4x+wLtpdaTqOgcZQ5+TeFy2g6pJxXYLrS4w6/AYbuRZYI7Zi -TCJj8HjgbtLupGYY/+zFX07DIO1SRdSeuSb4+1pna/QMBiKZQpZKJk2QsWtf -6ok5DNJDWk4LxjdCECnbQRHD4FF+94dnVZ/B5hG/DIfDrVeVc3ZRBx7Ubfwm -cN8wYH84+P1bbQPw8/YX3l/EQMc4j1V4DQeT7w/4uC9hQL3popNRUgs1PgXa -Or8wKCd4lNWMfYRH8usX/vVpiVLn0TPHotGaT5B1yCGchJ6/aJEtZUEgof9z -fsfa9WCBhN73YP/+e77iZLSfa08e0KnqZLRf44E/VP46REbnqdho7mN5nPzf -eX0iGsM9yP/Vw8fAIyKIjOonoPCItzaFjOp72WjTbrNsMqq/2xIfaL8io/v6 -uXBTIbqBjO6zQ7lxZk0nGd33/jeJ65SHyKhfeKp8HsTwUlA/FWX97H8mSUH9 -9rZ7wW9CjoL6sfmNr+qMKgX1c1DNU5LtUQrq9/KfB0cfOlPQPAQEOtXHeFDQ -vExsPrXjxCUKmqfguGd+vQUUNG8SsW6t43UUNI9W5pb9rHYKmlehnEt/neml -oHm2TUpiVQ1RkD74uv2scllHRfrR9mXI2lWBivSlmjh1MUOTivSHfNVESnEP -FekTyTcyOU+fivRreSjaWz2aivTt7wGTPSMFVKR/+ToiEy8rqUgfP9avmmI1 -VKSf1NCdecINVKSvnPiRcYUmKtLfy+pCm/j5aUifZ3QqIicVaUi/7z67URqq -Q0P6zri9K+LVfhrSf80GhwrjAzTkDw+qB2N6jGnIP+JUBzylwmnIX8JUJtSv -Z9CQ/5xzJAp7FtKQP/WsFdE+XExD/nXuYWd8eQkN+VuYmqqUXDkN+d+JA+vH -3Og05I9bWp6HSfHSkX9u1enOqRahI39NlkvV5JWkI/81uFBfr7CFjvw5xfig -gbEMHfGBgJ2wllcTHfHDL1HcDkX3acQX2sIDe78uTCP+uBwYFL72ygzik5Sx -6Vj61xnEL8231+xe6z+L+MbKdS//p8FZxD8JzmotYaYMxEdTOGF/n3wG4ice -/8fqoSsMxFflhvintq5ziL9knw87ZVfMIT4ji93ZIraBifjNTVj4/eYzTMR3 -pya2tYS8YiL+8zQL8tyyzER8ONcaV+JjzkL8uCHzoZ5MGgvxJdn647zdGAvx -pxXRQUtoB4b4NLAusnWLD4b4VeQqflGNO6e/+XbPxj0JJlwd+s2/HLNJE/ut -bMTH2gYKHhb72YifLTWt6yad2IivmxIDRyOvsRF/mwkX50plsBGf2w7g5a3e -sxG/4/cdaM8msBHf31LdWHQHYyP+LxXn87srwkH5QNVTQYuozkH5YVjgkmzZ -YQ7KF8sto51MNw7KH+PpkoZnwjkon7B9ec/bZnBQflnqbxJvKOWgfENYEydb -1cZB+WfZkiM5QOWgfKSrr6CVtsJB+cnsgKVP09Z5lK/Wv6hPe6Uzj/KX3XZF -mRbLeZTPxBLGDzt4zqP8NuTaulMgYB7luywDJ5GhkHmU/4wDPsjhrs6jfKi4 -Xaxr77V5lB+bOMfvM7nr3/lSb/S7r9X1efidP3HOy2YvuOv/A96JdnM= - "]]}}]}, {}, {}, {}, {}, {}, { +1:eJw91ns8VPkfx3Glcstkp8sYfpGktlIqakvqTaikNoUt19S6l/1RFG0hiXVN +tVuScm1Vyp0UNWKGGpMxIkmYc47cBqOElWL9/vidP87jPD6Px3mcP87je17P +j9ax/x50mykjIxM5ff3vvsetR1TRa7u9VdlXfLZEglmmar4dbAPM5O5Pf1Ak +gX5KYnIh2wyxMXzz9wUSWL5uLrjNtkG+Z9D6LbkSHHIde3aV7QqkL7g1kiVB +m16kaRzbH88avuV73pQgdeH+iGh2OLYFKXB/OifBBfnCFVHsP8FUUdYINJHg +sF1a7tCnTMy/NjfNoaIPSlMXHHdp5GJdrG15gnkfdA4M9lTFFEH5UhBzjN+L +M3VbkPjlCc5YyqUeNu0Fq+iH9hkzOLBmgrWysgclpKlAaFSJ5UpzzTX0e1Dp +fVvdrp+L53HhJ90yujGyfNu8Rz412LFp+109tW7MHM9WUdfh43Cje1bxhS5s +mnIpsc4RYLSnSCVN+hGCcIO66lVC+Cc5NqQ7foRmgmT8/mA9SMP39dGlnZCM +dbQ3rWuAxY2REyVqncjsK+Mz4t/An8NSG/eiwFicJe3sbMTNhQFWS0pIxHoV +u6cuewvX9boti+RJjBpnd3qGNMNvaN3e66YE/DdwixZVvYNjsjf300UxOnK4 +MSKt9ygt8j8mse7AhHfjrZVnW+HXNbAo+HIbVpvITbqXfYDLmqRFscJW7ErX +8shntWOU+TPu1LTgzOIjSwnHDmgsTGdpP22Gbr+tUvM+MU6eDjkfE9GE+fOG +5LlfxUjJHKgybmlAw7PoSIvvYtid154TXdeAqyd05ginxFAjXFa9rmoAk28v ++34WgdXcp4PGOdPzJd53KYNARvD9zW1hDVCZSPqsrk3AYUp2pH1VA+Z2m384 +ZUkgwVn7dV6ACIK/xPbj+wjM8c+w0fQWIdbs95ZgKwLLn3JWRDiLoJSe9zbK +lkDUpYKTRrtEUHRSF6UcITBLcW2bhaoI8m+GeLWnCIxVy9m1lNZjFudWrnby +9PtfBMpf6RLivZHZ7o47BMwuV59WrxUi92m/OCmNQKDsRnZ8rhD2JduYzCwC +1aOGMqsDhch/1OEvU0CgYo/iDiN5IZyTtQ3bagi8FeorhmrXoTQom3t9mADr +4kzdI2YCxI9ZOx0cJaASFm/trCPArwHfRpTHCSQx76/dOkcAht++FZcmCYRy +itfH1tTCzVMadUqBRJ9e2Obg3bVgHtLfb6VJwktqYqRnysdxg7IWBUsSqrVK +m/xYL1FR3/SwdB8J5cCJd4XDNVjoMxTiYUXiKhXaXCGsAeeuznKeLYmgE7aM +TZE1mM9KOBnqQiIkOrLGd7gaZeOuSmMBJK57jCXqVPCgcj2k/W4gCeYp+1d/ +JPLgtiEp3+Z3EjuPKvPTfXmYd1x4qCCUhE1owfMvmjz8+mFLpk8Micdk3fmO +s1wocRjbOlNJJOSx3BSWVMHFYaXKtQwS76gbh4Y+V6J4zJQy+ZuEvsK2z968 +ShxZFxSVkk0i3LAtiuFVicI0qsl++tyX3w+cm/PgBRzCS38T1ZI4mqnscGN+ +BfKWvDEJrSOh9/Yp72EZB7OfDSzQE00//zU7/8nPHOSOLC2LfUtCzV9uwsT3 +OWQ94uR2EyT2uHouW5RSjmyLY6nPR0lkeCg88bteCgNdre0YJ3FpyrygllmK +5wxxK2eCxNyVTc3msY9R/8aJ9UKGwoK+lRP8gBLYlfyn2ESWwlFmyHenj8Ug +E1sPVs6mEK9a3KhxoBhfnOziqxQp2AYXNTepF+G8saqumTKF6mKnLpmzhZij +3fyKO296vihye9ZQAHaPzezqBRTONmZV+/vlI50/P2Mni8JsynU9VZwH3UcN +xjVsCgfEh0u9qVxsP2l17qUGBb3gCk7ztYeosZmnZqFFwWyryLqV+wBWP9U9 +fqVNIWVrt6dR4z20sONs9yynEKfe5XPkyd849s1ymP8jBcWivTc3emRC0q54 +xXI1hcqrN+4se5kG/xev1grWUHiUnaB50f02JjP+EOxdR2GYKUjziv4LkRG7 +vF9voNCY+cbWoTsE1iNDF9boU0g+fY8k1zjT8/F9+vvjv3fR33tT+YNvv2h3 +0+f34tENa0piuun/cccV7SjV4W66L6E3L5xjWPXQ/dlY1+5llt9D98nh6JXC +evleul8GUwaVG1166b75GIfx68p66f5t6TUyuczoo/vY8ecH9Qi3PrqfLfa8 +BPvyPrqvx5cyc2YoSej+3rFlh9U4Seg+O8vNmuTfk9D9ftFb8al7TEL3XVWP +YbRiVz/df+9fthhqXO6nfShTkrFZ0NpP+5GlGbf3hyUDtC8R9uacQLcB2p9w +zXDd6pwB2qdX7Wlt/p8GaL88e7W+ymwepH1ri1D16QoepP3L6VO+eZ4zSPsY +3z7h3iIrpf30/afPYPEOKe2re17yZHeolPaXsEg741IlpX0uT+Sq8Agp7feG +zan53UNS2nfRoT1LAv6R0v4LdK3Eht+k9H7weWdG2OJJKb0/mDq6cRlTUvx/ +v2he3TkxNT3/C3cNQWs= + "]]}}]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, { EdgeForm[], Directive[ RGBColor[0.560181, 0.691569, 0.194885], Opacity[0.2]], GraphicsGroup[{{ Polygon[CompressedData[" -1:eJxFl3k8Vfkbx61llyUi+0QK0WYZ8YxoyDZplNFCVDO6ZEvJlrmiEVmTlCXR -ZiSVpalky/LSlCVrZb3rua57zr23ZKL4+f3R9/xxXvf1fd17z/me5/t8Pp/3 -ox8Ytve4mIiISM/y9f9P1+NYXzNnn32z74Lj3RghSDhqhk9obINto/8Fuy6v -t94oKKrRcIJ2wZ5s3lkhuL0Zflys4Q36OordW5fXPsfmXuRqHAP70CfazWeE -MGb+l2OGRhQUWvvIj5wSQunqXy6kaSTDiF/XRslQIVClatZf1MgDxdTxXd6B -QvjN92Y1X3ALPHX0NTtdhCC7RD3krFMNsnebcioshGDohWMv02vB0daF0r5G -CNHdNlDw6SlssdQzzVkUgHqt0rioaBMsuAhUB5kCqKc5vu7Z0Qp9Yilr618J -oJVSvNZ3pg3mB9qVWqoFMGtkp1h1shP4waLHPPIFIPalctVaw1cwnqdqczBW -AJZLR+p/ffAaFjpH3/D8BfA6eVt3x8YeeCd5Yu2jXQLQzeZ+qcB7wShQz3TY -WADcuYnxQYu3UK0kHpIuL4Bb089fKWT2Q6LRqtt/EXxQ0L5LMBgD0Lrd9t+i -Pj5cOlH3e+m6IfAYbNV1rePD558qGUGJw+AoU3lDLZ8PUVvaatVejkD7xfDR -hLN8mHjQlt6n/x5cTNwaJ334sEAZKNwQ+wHMrfUCnK34YOKwcvH356MgcJx0 -2LuGD85l+n88Uh+Hzas2pzrMEBCt7W8wdWgC5M+0zq2vJMB0Zp/ssMckhDcm -dKlTCFBR5Eu1zU+C67C3qZQBARJNhdU/FE0B3e0foecYDsHbnr+TdqOBXMHl -bZo5OFTuDixt/EyDma6UBxQnHGa5mqtY+XQIdIwIVF/gQd2vzuJ5TgzYP6HV -eaqCB4kuKTdqWQzwl5GpW32QB/pjriPlKUygK/6lrijHgx+tkvM0trBg7Z13 -PkU1M3BIp+eLaD8LHtu0Fnv4zcDsqwxaOJUNIievGUctcqFAwi9q7zoMpppl -TlJuckFlvK5MrA2DVN/1ndE7uSCZQPW2ieCAq99WiadD0yBS4VdNU56GjvNi -m1acnIbI69UZyq3TkDmGJbM/cuCFSaqUUigXwsIjYlec5oCSa6RpksIMmMsM -bv04i8GoWW9/TMMMfFNoNtA/gsHDEljH8OOBpKeM6fF2NhyutlTSXuRBpv0O -a3tNNtQf+E+hVwQH69+bmvTU2aCw4pnceXEcMrSzTERV2dB8yE6KI4XDGoue -kufybDCQcVqqVcFBvfNOtJooG1jHvHjuG3DwspUd82ezIFQzpCveG4fo9UZq -2o9Z0NFu1mnug8Phy28uPH7AAt0Ioo3mi0PvCnnzXZUs6O2MbHbxX/5+37BM -4C0WbDkd80SVsvx/wwnjmHwWzPVcuH0/EYcUo8FAtVgW/Jlykzr6Nw65z4eS -eu1ZIB+90jWgCgeTFu8ae1sWXA86qcyqxoF73iy+wooFNW425UQtDullcdVR -FixgKfW1iTXhwLGoSZjUZ4FbiYjUhn4cwoylVCQkWKD2xD/z9AIOggsfxvXa -mVB+r33//DccmFEbS2VamGBx3UQ3UYSAf5qWdhINTNidMFedKknATQv5iXu1 -TIh3zOorVCTg2aDD5g/lTKD1NKq2/kDAwgg1yJjKhCpMu1DBnQBacEJGqSUT -UotTjox7EkA/46Cmv5kJx/byDB94EfB8eOqPfBMmaDU0PPTwIeDV+xE3Pz0m -pGUd7LgUSECw/9f6A9JMCLK8JpCJIcAjLQ2vH2GAE1fkyfs4AqRKTlw5+JYB -uqVB8X+fI8DVyWUA/5cBQ9LWK12TCVBO9u8ab2TArrEhrYtZBESmlIW8LWeA -QbKqy8o7BEys3m/gdYIBi9bx8sP3CAgN92lKCmDAOx797Z1lXT7+umP0si8D -sn1qDv/8iICIhmKax24GLG3ceyqlgYCO+8FGHCMGvJ94ar2viYCqntmQCW0G -1OfpL65rJeB24deBMlUGhC7yU9s6CRCpp+QmiTJgtC+rRLyfAKv7F6XXjdDh -nwtzR/sHCXi9ro0j9oYOebb+G8pHCPg6e06P2kIHt9ubaneOE+A/Lw7mFXQw -OpAfozxFQNiPKpsci+ggprhoT6MTIKl3VfRFJh2enX3TReUQIE+xDoiPoEO+ -2fYsr2XfyaPEt8UG0CGCVuStTxBQs8qJ4rKHDu5XJTQFAgLsB38yvGJHB2P3 -kInmTwScvZ7LZhrTQUJ04Fb2HAG5VlaXgpXoMFlnSzkyT4DvQ9wsd5YGDZRy -c4tvBPzhXKTm3EeDq7qys0tLBIivxO28Y8k1ZpcYlfyEjX6fJHkFdjSx0f26 -Qlp+ubWs3+/PK1fZqpP5Lxvtp0z+krVRHxvt98+86A7qEBu9D+djyY6qD2z0 -vp2zqoMPJ9moHjecRYNymWxUrx1nxuaXcDaqp2dHpXLuRzaqd//VjF6F/9jo -PDQkE/f0iGDovFhy/E+rJTF0nvfPBul6SGPovMOuvYy7qYGhflBuNzBK1sdQ -v3xrdKw6boihfvI5OrXHbgOG+u2gSK6pgzWG+jE+d1VeDmCoX++w3p7a5Iih -fk6R3aPb9jOG+t2sPc44NRBDergres9gKgxDejESV4oMO4MhPVHDT8dWx2BI -bwUuNGw6HkN6rNDU8TPNx5BelaVG7cLKMKTnQa01P8fdw5Debbq7N8RXYsgP -DKIVnsQ8wJBflGUvDa4YwZCf7JeIzlvgYshvqHJpYZ3Lfv/dj8xuRh0sm8eQ -X+m8PvqD/DcM+dn76EfGZ5Yw5Hfq6XJVhoYc5If+9h4hwVYc5JehRz9yQn7i -ID+NlF64y3TiIL/9Yq+lpOfMQX7szooy993NQfliItNKfzzMQfnzq1fM3HmP -aZRPvxV2e/7SMI3yK/VExTnBRi7Kt7OWcntV0rko/xRLFLuEM1yUjwH3H6Us -uM2g/Mz7Is1WL51B+drRsm168vMMyt/jTrxzpk48lM9Djh7tRdk8lN9fHFJZ -MpNkvl/406Fq93oc5b+V4aBWVQSO+KCrO8MyZ7lO3/nhyGpc1WWO5Iv+8/t7 -N9oRiD+c38ds3xlPID5Z4xOjldlI8gurQFrLX4SP+CadnlToo8NH/FPYtD6W -YcdHfFRnNiUff4Dkp+j+uDsW0SRfBTK7dkdeIflLvLvFifeQ5LPtmN+Vj29I -frM0PJyowiX5rlbFMzxPUoD4by2nV7xAX4D4MEFns6+aLcmP06Jyl1T3k3zp -/un1gE0EyZ8f+AFP5y6SfPosdqLP9BbJr9liizEKDSTfKiu+tTMeIPn3UtYm -rUc8ko8TP8sWf5MQIn6WbxzWqdcWIr7+LdA0tdSS5O9OZe/Mox4kn3sXH36Z -dpzkd8XwWcVrcSTfqzsdbmDkkPz/dPX9QxkV5HxgLWVXcrSWnB96wzU8Xj0l -54tkcE+LbyDnj7/niwMHX5DzSU6H3QtqIzm/pCSZsoaX19/nm8vWFnKbmoTw -P3TVkIo= - "]]}}]}, {}, {}}, {{}, {}, {}, +1:eJxFl3k41Osbxm1FCpEUErJHJUmW8hxLka0Sicp2UrJlKyUVQiikHCmyhDZF +lqhjG5PlkG1sQ/ZZMWa+M8pPIX5z/ug9f8w113td35nv+z7v89z351b0vGzv +xcfDwzPN/fz7beU1RcBNOxoTNSlLq6sYCJjJBI5L64LZWa9GUe56X05GVrm0 +OcwdyY+WW8HAuoNY9kzaAdq1jk8YLmPgdH6h9qH0eSA4WSlc+YHB6J67ZknS +oaCjn1tKZ2OQu/lYXKJ0DNRkNG5smsQgSqhcLUE6DSaP5oW5f8bgtHNeCZtT +ABfeZ63QIzFYvxp11mJ7CQT+mNGVM8VA5QRr6vO9CkgeW7owxI9BWKcBZHz/ +BMUzIk9u1rNgS4X4GC9vPYzGbfWn3WJBJcmsvesgHrynFRd59FmA93km6zzb +CK1jeaOhHCbMqx4Se+ffAjHyMVrNxUzg+1m0UValDeJcDtdf82KC3qp75cni +dngpn2QjrsCE9hjdzuadXVC9nsdBcngW5B8wfr5mdYPPKQPD7SmzwFgYH+vX +7oGte0QPqlnMQsFMdZtoci80TOM49AUGiMq9xCiUPnAVFFhpe8WA+5c+XMhV +HoBsR+nolnMM+N8fRRTv20Tw3SFRzLueAaE6jRVSnwdhyKXpgUvNDIwXN94j +KH6F8bQR2TivGVjy6cvUCB8Gg+mDJimiM6BpIrhyoXoE/P+IbuusngaL54oX +S7eMge6qLn6/+zSEybntmDw7Dmc8Usu7haZBa9ZxPdF2AvZ3jl0yL52CTWJs +ocbFCYh8EhUhenwKBOozS5SyJsE0VSlh6zc6+OpWD62zJsEdD51dlffoUHTU +M7fufyTQq3mzfEqJDvMMmY20dDJghoN/7q+nwYeTFvxp5hQo8LnAY3+MBrct +Y3MqaBQg6n3adotMBcVRq8H8WCpoHt7udfwqFQwPxKRJ69CA3tnJTFqiwNnt +XT95e2mg07RwPimGAvNtSaTAKDpITq4mSq2QIUPANdReeQoSah3N6sLJsGns +w3O+xilYp4cv+PKNBGtuRjkYBE1DM+2IXYgzCXheu5aQJGbgbaFCwxvcJAQ/ +LUmSwM/AucVA91qxSajVjBcSD2CA4hvran6HCRC3CtaKFp0Fi7uimN/OcRjZ +1d17vWYWoiNO/tJxH4X32aBMcWWCZ4eK1scbw/At/JughwcTBkTj8fiQYdBz +eskY/ZMJ7wJ6cv/xHYZqMbFyojcT7Fl1Us1nhqE5cszkSzATujYvit41GoZh +z5tuZXFMqCwaV5ZZ/Apr1aqfRnL70jImZ9gi5CucK9ETl1thAp73Stmtk0NQ +6fJDtJuHBc02F+1Mjw6B6Nq/N9zhZwE7VUzpl/EQ4M4eEpoWYgFOKljl9M4h +2CFsvlqxiQXR3a5H8niGgHb+BNNGgwX6aqVv/YoGIUDGrzXCgQUDc73Zhj+J +0Ny0q2WPEwuW2GlpVUwiyAdhjSRnFhgynsark4jQ3RKMs3RjwXebs1RqGxF0 +rlyvkvRhwcbMhMK2TCIsdMUVvr3Ngh5pHpysEREiY/OiRt6wIKRY6sr7gAEQ +CRO08njHfX+kl5eZ5wA89faXoJWwwHqC8aPZcQDKrQ3ysQoWfPz8AnIODgBN +nNDIx53zmN2picnrBsA6m0dIo5cF9zvkDfRy+0Gqyi35yhILCmWUad11fZD/ +qunU4i/ueSQYuF8lfaD9VFP+Ng8GbjnR+yTy+uDozYWS+DUYVD28foAd3QcR +ZimETDEMbrgfCws93AekrjpJvBIGIZU/S7SbeuHdlFymqA0GsUKKDepFPRD/ +LNZ9zA6Dzcdotj/+6oHz9kyV4hMYvFym/0qK7IFtNTXvbZ0w4HFSO7LGsQcS +U8403/fk6uqmxWecRQJcMP9876wXBl/XRg3hyAQw/bnzhJY3BhMFCRss2gnw +03Nx+Is/V0cH5iYDsgjgrfeEI3wdg9W3GnUkfQKYM3iqvt7AoF52dERBngDy +ud4Rb25x968rZr8qQICBdfqCVjEYvMg0yEnu6obDowPbElIwwFNcWNFu3bAj +RtJS8AUGDnbJM+rtnbCiHyFCfIVB9zMNpeW7nTDEJPe8KMKgwzewyMK0Ex44 +lZ87UoqBZNjc8ZnSDvDbIKskVYHBq5zLa0QudoBlQ/QUtZL7+wyhNGOZDljd +aR8SW4PBg29rn5iHt8PX8U/6jvUYqBtnuLSptkNlmuKKMh6DLzF0wHV/gYAV +dnxjCwaPgoInlbZ9Aavy03ZpbRgYPorIkahtAxVv3KbzHRjExW2OD3RpgxFC +SjZ/Lwa1SjcyBBJa4WPcwp+9/RhkY+RiJ+lWSDNy08gf5O7HkPjIuuAfCGQ3 +s4KHMZg1eWO7V+MfsC7cXWE6hoHGYMfEvpctoOqSfl2C60uMOvwGG7kW4BNb +MSaRMXjSfy9xd2IzjH32EiijYZB6qTxy72wT/H2tozVqGgORDCFLJZMmSN+1 +P+XELAZpIS2nBeMaIYiU5aCIYfA4r6vqeeVnsHksIMPhcOtV6ZxV2I4HdRu/ +cdx3DNhVB398r20AAd6+ggcLGGgb57IKruFg4oORj/siBtRbLtrpxbVQ45O/ +R/sXBmUEj9Ka0Y/wWH79/L8+LVHiPHLmWBRa8wuyDjmEk9DzFy2ypCwIJPR/ +zu9Zux7Ok9D7Hh44cN9XnIz2c+3pQzpVnYz2a9z/h8pfh8joPGUbzX0sj5P/ +O69PRGO4B/m/evjoe0QEkVH91ig85q1NJqP6XjbctNssi4zq77bID3tek9F9 +Lc/fUohqIKP7bFdunObrIKP7PvA2YZ3yIBn1C0+lz8NoXgrqp8LM5b7nkhTU +b++65v3G5SioH5vf+qpOq1JQPwfVPCPZHqWgfi9bPjjyyJmC5iEg0Kk+2oOC +5mV886kdJy5R0DwFxz7368mnoHmTiHFrHaujoHm0MrfsY32hoHkVyr7015ke +Cppn28REVuUgBemDr9typcs6KtKPtq+D1q4KVKQv1cTJi+maVKQ/5KsmUop7 +qUifJn1vJuXqUZF+LQ1GeatHUZG+/d1vsnc4n4r0L1dbZPxVBRXp48f6VVOs +hor0kxq6M1e4gYr0lRM3PKbQREX6e1ldaJOAAA3p87R2+c0JRRrS73vPb5SE +atOQvjPu7Ip4fYCG9F+zwaHc2IiG/OFh9UB0tzEN+Uecar+nVDgN+UuYyrj6 +9XQa8p9zjkRhzwIa8qfutSJ7DhfRkH+de9QRV1ZMQ/4WpqYqJVdGQ/53wmj9 +qBudhvxxS8uLMCleOvLPrdpd2dUidOSvSXIpmrySdOS/+hfq6xW20JE/Jxkf +1DeWoSM+WGMnrOXVREf88EsUt0PRfQrxxR7h/n3f5qcQf1wODApfe2Ua8Uny +6FQM/ds04pfmO3y71/rPIL6xct0n8GlgBvFPvLNaS5gpA/HRJE7Y3yePgfiJ +x/+JeugKA/FVmQH+ma3rLOIv2RdDTlnls4jPyGJ3t4htYCJ+cxMW/rD5DBPx +3anxbS0hr5mI/zzNgjy3LDERH862xhb7mLMQP27IeKQrk8pCfEm2/jhnN8pC +/GlFdNAS2oEhPg2su9m6xQdD/CpyFb+gxp3T33y7d+PeeBOuDv3mX47ZhIn9 +Vjbi4936Ch4WB9iIny01resmnNiIr5sSAkduXmMj/jYTLsqRSmcjPrftx8tb +fWAjfsfvN/qSRWAjvr+turHwLsZG/F8izu93T4SD8oGqp4IWUZ2D8sPQmkuy +pYc5KF8stYx0MN04KH+MpUkanAnnoHzC9uU9b5vOQfllsa9JvKGEg/INgS9W +trKNg/LPkiVHsp/KQflIR09BK3WFg/KTmZGlT9PWOZSv1r+sT32tPYfyl912 +RZkWyzmUz8Tixw47eM6h/Dbo2rpzTcAcyneZ+k4igyFzKP8ZB1TJ4a7OoXyo +uF2sc9+1OZQfmzjHHzC569/5Unfkh6/V9Tn4nT9xzktmL7nr/wPNuXZv + + "]]}}]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ +{}, {}, {}, {}}, {{}, {}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwVVXs81HkUHaVoqxHJhiShUiorWdQ6G4rQSyRSHiGprKjVQ4VFKNRmS5FH -qJYiEbVe03iV9yCDYTAYjzG/Lz3WK+zsH/dzP/eP+7nnns+956i4/GblNo9G -o/mL4v9s7jbIYgzZGLI39U3PzRGIGyt4d8nrwNjBrYwuqrclxsbnyJvg856U -IKVZAota9uvH8tao0TzYbfCdwNZ1vOhPeVewbM3XXJwg6Nx60zhS/gK09ZKy -B0YJklYcCI2QD0ZhbNmy8h6CQMmc9eHyMejZm+znVEpw1C45a3QsFe6v4mcH -AggWzwU6mK7OgvfEsI6SEYH6IWqw9FYuorjT7m3zCfzq9BH79R0yh5c+vFZC -4cdcaa6YWAk6Q1ee41+nkMczrqnfyYTHkMoUTY8C0/Oxot1IGT5ykzsvjAnx -bd0vUi/PVSJYOVizIlOIeZMZyxTVqxBqv7vkkpsQunNOeYcza/BMOdJSeo0Q -NcE6dRUb61GwmGYtyxmB8h3B5N9UAzyP6Busjh6BYLyL+0mrESu30neuNx1B -6nBBFT2qCe+HGGMD4wLQlZ6Rvr5mnJAQn616LsDt02/ck9RakGAjH1R5XIB/ -f83o87jBxpm1MpliiwW4oF2WK1faijb78jv2hcPoyiy7xVJpR1dMh2Ko2zCm -PZvjNK5woD+0c1c0fRibdknMuhd04NyvQVV1BUMwfaJyKvtHLnTmdJjbnYbg -p+S4tsehC8ec7+Y0SA5Bc8RmMXtfN7bXcU+bZA9iudSoZNlUNwIeBvrTDw5C -vCQuSzW+B0Z3VcNXfhnAGZ2CtkUWPPzhrL0579YAMva6JBX/y4NuYfr3I6oD -+CZQWMa/3wti0Hpyewkfbw6bzo8x6UOqpzvN6gAfN8xCEnP5fWDrvlt1vbcf -Kp3mrSkh/di0e7Xbwd/7YfBzcIy8Nh8DdXXCyOk+OKyunxRr4kO7fNw1MrgP -36oied6BA5DtmYuQm+1FrPiJC1ZqgwgvsjEuvtKL5dw3T+aVDWKRLjO1+gsP -C64FWuufH0IFf89+XzseaH+fyOLJDONF2pr36Ywe+DzKipRhDuP4lLdTkVQP -ijaFSUp7CaCSblEw37ob0uY+mkH0EZjepJOzG7vQsbmh6XLhCIL8D89oO3Xi -VQLU+k4I4VKrrvn2KgdfrnyRcHYWooUexmT6cqBr+0zQeVKIl16NSR/OcFAg -JZXD9hDCiiqWqzjGQUUAd1e1jxD1K6boN3dwwHG55vg6VIi8jC41hal2LFxf -8ChAdJdmwYkcU992HM/SlVaaFYIpdvH19cNtyLOfoDfQKFRYntpvtLcN9IX/ -LPljPoXRu1KqM4ZtYDj8IjkkSYEh56N+dGMb1v5gMpe7nEJQw4k9ybQ28F0P -CS01KOitz35xNqMVXgpnP/pbU2j53JRgMMlGRfnmyq22FKZHY2LyhWwonydl -PDsKBoJHYRt4bDRU+jDMHCl8tXTo769iQ/vi5XxZTwrL4sLTquLYGK8PTXtx -g0KjPI2huIONgJDkwI50Cr6ZchdfebVgqZ+EufNL0fwANzdjlxY88jgnw8+i -YNEtmKiwaUGOhX4KyaXwtvQpEne2gC/NKpsn+vPgLXcjoha1wCKBJqnRROF2 -rbK+btInyOU7Rl2cppCmoMZvKG5GyvPyI1Mzon1kBIyZrGZoPdqkfING4JgY -tE0muRl7r41nhS0gyP/z8s+jQc3wN45mxUkRXHU64HdhdzN49cWyTFUC37zJ -LK3yJrwcVIqjWxKESKq835DRiLDHIU7c/QQrDvD3TfzVCFcroXrmIYJn3wdm -IgMasaqw8NU+WwKa7fo9C2waERF9rOK2i0hXl089Hptiwd2k9JaDG0H7wsA2 -Ri8LRpMbD2l6EHSnhi8xrWFh0mWKU31OpKMtn3u84lnw0H049sNlgrkXGsU8 -PRZMBLT89qsEJYqdHWuUWVBO8vBPvy7CryNlNSfOQssiPQnzYIKncfqJUfUN -2N3Zsio8moDZZ08FOTZgbbCsmcRTAuv9UcMbauowq+e/lP2coOGxhur3m3Vo -E/Y2Ps0gqD3jnWFqVIc7tjnH92QTyPp9PjicXYuzSxRV5XIJnif+tmDpqVqY -vQ8a7M8T9cdKxhgq1GJuo5VvSCHBnS8LH5pcqUF71zs9mxKCDYax9lXrapAX -ozKrxiSoDh4Ao6EaXrOjYWWVBPfO+/SorqqGec7R/TFVBAb3/BNliqqg7sFY -7lpLEBq6IszbvgodrOiE+U0ERapXY8XDP+Jt6PjJpk8ECaQ301b+I2J2OGqk -tIrwGLDvWaR+gPdoBeXDIRjZlb7vJ40PsEjbkmvEJdBore3e9qwS6+zvX5YR -+ZKgmLnEUqkS86RmDXm9BA8/3YrYElEBbqmb+Gs+wd3TOQE/jZTjn0u1HwOH -CJbGSpqp7irH/c3bow+NEMT4Vh6VCC3DeV68tQoheJBcn/8krxSWD8QVxsZE -fOXZxafVMLHB8mwX4yvBaP7Oia9F7yEu1px6Z5xAyzCJSr3EQPebHZ5OUwT9 -1+217mcWodAzZavWDMFrlnN2YedbPFBe/O1/n5bJsus4diAQ/wFg7wj/ +1:eJwVkns0lAkDxm3K/bajTMO3ZCdapShtuxU9LLakNoVT7rLksvV9aBR2Q0XW +dW19K0m5trZUbjOaiBHD1JiMGZcJYd73FTIVm3Csyuf74znP+Z3zO89fj2nQ +f46ErFBSUgpazv97f8iEpPmV555B7Uh5fJ0CKx0NI0cY27GCf6jkDlsBm8K8 +glqGEzIzhM4DNQq4PpPV3GB4oDosbuvOSgWOBs83XmYEAyWrr8+WKzBkleqY +xWChUfqhOuyaAkVrDl1KZyTDLk6d/80vCpxXq92QxvgvaHraxrEOChzzKq6c +/rsM+le0in2aJ6G5dN53r3ElrDM9H+U4T8Ls8NuJ1gw2tFPiaPPCVzjbuRN5 +7x/irKtq0THHV6CzPx/+7DMe3GmgW7RMoI50FIltW2CuqeVsbDOBlogbRl6v ++WjKSo4OKR3HrLmd7r1TAny3Y88tK8NxrFio0DMyE+JYz4lyzvkx7FgKrHO/ +L8LcBFuveOolRMnbO9s3isHK95WW+L6ESY5i4fbbLpC7BrrSuaNQzI8M91pL +4XJ19mSd4SjKJhuEOtndYPHohgvhFHS+KJ8aHe3BtTUxbuvqSGSGc04Ure9D +8FbLfgM1EnP2FaNhiTJETVsfyHUkwNrGZxu0PodvQQT/74tyjNznZ0hMB8Bl +s4IU7iNYjOi5bhE/iKixNwYJvw1hk4PqpxMNLxC4Od8gUzyIvSWmodX0YczR +fsBNQT/OfhHwJeE7AuM1JXRmvQyWrz01ZQfliD6TeC7jUi/0dafV+P/IUVj2 +ptW+XwppY3qqy0c5vM4xVdI7pbh80kxFvCSHIRG48VmrFDSht/LASgKb+PVv +7e8vc0rbxykdAqUJt78duiCF3mL+OyMmAZ8l5dnhjVJojTu/OO1KIMef+awq +RgLRH3LvhYMEVFilHiYREmQ6/dyf4EbAvJ634ZK/BJolVX1pngTSUmqibfdK +oOFnJCkMILBSY8uQy1oJ1Lqn2zpOE5hvV/Xq53ZhJe96JbNgef9xrNrvY2IM +2DrtG7lJwOm39jNGHWJU1r+W5xcTiFX+mpFdKYZ3nR2NVk6gfW6X0qZYMarv +jbCUagg079f4zlZNDP8C5q4hAYE+sY1GErMT3LgKfu4MAfrFFZYBTiJkz7v7 +HZkjoHch293fTIQfYz7Mai8QyKfd3rJbRQSdqIMbUj4RSOJxtmYKOhASNpV2 +Wp3EpNWFbxP2dYB21OaQmwmJ8CkHWytHIX7a3tCv7kpibYfmjij6EzR39d7l +HiShHbv4vHZGgDWnphND3UhcppJkzWIBeLfMzNs8ScSd9NTZkSqAPj0nOimQ +RGJ6qiByph0NC8Ga8zEkckPn88ya26CXmzh8K5YE7bT301/z2hCyLb/a42cS +3x/XFpZEtkH3J/HRmiQSHkk1Te9N2vDji51lpzJIPCA7z43E86HJ07EbLSKR +U0UPUV/XikAfC70rpSSeU1ePTr9rAWfekXL4k4SNut27iLYWBFjHpRVWkEje +NZSmE96C2mKq13v5949ux2rdv/MYPsncf0s6SBwv0/a5qt+MqnXdDkmdJKz6 +6tvuNvCwqvHNaivJsv9PRfXDH3ionP2yIbOPhCFLddEhsgnKoVmq+wgS+4PD +1hsUPkKFS1BR0xyJ0lD1h1G5XGy3NN2DBRIpS841HTQumnTkg7xFEloWvTLn +zAfo6vajP1aisHrSYlEYUwevun9xHJQpHKclfvR7yQGZN3ikZRWF7LWcHuPD +HLz388pu1aDgmcCW9Rqxcc5+raWTNoV2jt+YUnwtVJiyp3zdZb4oCWmU1oAx +4bGqfTWF+J7ydlZUNUqE+qXf0ymsooK3UpwqWN6T2gsYFA7Lj3EjqErsiXb7 +5YkxBauEZp7syl0IPHQNXUwpOO2WuA/y78Dtm84HT5kUCnePh9n2/IV+Rpbn +fnMKWUZjpwIe/omgD64zwq8oaLAPXPs6tAyKYY3fXTdRaLl89eb6J8VgPX66 +RbSZwr2KHJOLJ27gU+mvogPWFGZoouLw9D+QemlvxLNtFHrKuj19xhPhPjt9 +frMNhYIzf5HkZn/8D4/WEkI= "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ @@ -12907,44 +13449,50 @@ fOXZxafVMLHB8mwX4yvBaP7Oia9F7yEu1px6Z5xAyzCJSr3EQPebHZ5OUwT9 RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwVlHk41XkDxa0R2UVIXIMUojKWUc6IXiK9wyijhRiVriVKiWG8CmlByajJ -kmgzyi1bCyFz8TAJWSvu5W7W+/vea8aYKMb7x3nO83nOc/48hxZ8wueIlISE -RMSy/u8eR8a7Gyf2OjX6L7g8iJuBjItuFFvHBjZD/4R5LPPW2zfzK3Vc0Sz+ -7qrw7Aw8OwYqCnR8QVun8nbrMvuFzL3K1gmBU+Qz/cYzMxi2uuCSoRODPHs/ -pcFTMyha/d+0SzopGAxo2ygbOYNk+cr1F3VyoJLO2ukbPIMf/O8wROK72LOO -ptvqPgPFpeSDbusYUHzQcK3UegYm3tT475er4OLoTm9eM4PYtw64+dcLbLE1 -tLi2KIZ2lRpLUrIBC+5izT6+GDUclzed25rQLZWqV9MuRhO9QM9/mon53ma1 -1wwxZk23qzyOaIUoTDLEK1cMqU9lqnom7WDlaDociBfDdulwzfflb7DQOtQh -DBTjTYrN25aNnXgve1zv6U4xDK5OfSqlumAabGgxYCbG1Byb1Wf9Dgw16fDL -SmLcnaxtV87sQZKp6r0LRARl/QeEx+tF09eOf+R3i3DlePXRIuN+ePU1GXhU -i/D3t2W80KQBuCiU3dbKFSFmC7NK6/dBNF+MGko8KwK7nHm5m/YB7uae9SN+ -IizQe/M2xH+Elb1hkJudCObOcotHa4cgdhlx9lkjglsx7dhTbRY2q25Od54m -iNUPNBo9yIbSmaa59WUEFtN7FQe8RhBVn9imTSfQUBHJM+dH4DHgayFvRCDT -kMf4Kn8UXM/nM3uGKYTZ1L5f6cnBqpvXbXSvUSjbFVxU/zcH022p5XRXCrNT -uqqCXC6CXaKDtReEqP7eTTrHlYd97LWtp0qFSHJPvV0l4CFQQaF69QEhaMMe -gyWpfHBVLmirrBLiG7uUHJ0tAujdf++XXzmNg+s6P0n2CFDh0FTgFTCN2fYM -TlTyGCQifjWLWZzCTZmAGB/jcYw2KkTQ70xBg1VdLMUcR7r/+tbYHVOQTUz2 -dYiegEfAVpkX/ZOQKA1gcNQn0XJeatOKiEmcvMXIUG+aRObweMrYnxN4ZZ4u -rxY5hRNR0fErTk9AzeOkxTnlaVgp9G39c3YcQ5ZdPXF10/ii3GhEOzyOJ4Uw -5gUIIbtHweJI8xgOMWzV9BeFyHTaZu+kO4aa/f8od0lQsD/a0GCoPQblFS9X -nZemkKGfZS6pOYbGg9vlJ+QprLHuLKxVGoORgutSlQYF7db7sVqSYxCEeAt3 -b6Dg7ag4HDgmQKRueFuCL4XY9aZa+hUCtDRbtlr5UTh0vSOtolwAg2jC5PhT -6FqhZLWzTICu1pON7oHL+d4BheC7Amw5HfdMk77cN2GbxeUKMNeZdu9REoVU -075grXgB/pd6J3noNwrZtf3nupwEUIqV8wh6TMH8tW+lk6MAt0Ij1AUMClPn -LRNK7QSo9HQoIVUULhf/xIixFkCg1s2UaqAwYV2ZOEITwLNQQn5DD4UTZvIa -MjICaD0LzDy9QEGc9pFl2MxHycPmffNfKPBjNhYpvObD+pa5QZIEwfOGpR2k -jo9diXOMdFmCO9ZK7IdVfCS4ZHXnqRC87HPe/LGED05nvWbTVwQLg8mhZsl8 -PB7Xz1PeTcAJS8wosuUjvSD1MGsPAfeMsxZtMx8hPkKTcm+C2oHRY7nmfKyt -q3vi5UfQ/mHQM8CQj0tZB1quBBOEBX6u2b+Sj1DbX8UKcQRely5RNYM8uE5J -PPvwE4F84fFfDrzjwaAoNOG3nwk8XN17qT946F9pL+eRQqCeEtjGqudh53D/ -2otZBCdTi8PflfBglKLpLnefgL16n5H3cR4W7ROUBh4SREb5NZwL4uG9kPvu -/vIuKz5vG7ruz8NVv8pD/3lKEF1XwPHaxcPSRp9TqXUELY/CTCdMefjAfmG/ -t4HgcedsOFufh5oc2qJxE8G9vM+9xZo8RC6K0pmtBBI19OxzkjwMdWcVSvcQ -2D26uNJ4kIvnaXM/9vQRvDFmTkh1cJHjGLihZJDg8+zPhsmvufC8t6lqB4sg -cF4aVqVcmO7PjVMfJTjxjcYml3wupFQWnThcAlnDG5KvMrl4ebajLXmCQIlu -H5QQzUWu5ddZ3su/k0NPYMYHcRHNyfelEYJKVVe6+3dc7L4hoysWEzj1fWvy -y3YuzHaHsxv/Ijh7K3uMb8aFjGTv3atzBNl2dlfC1LgYqXakH54n8H9CWWbP -clBHL7Gy/kJwzC1fy62bgxsGirNLSwTSctR233gO/gUCXG8i +1:eJwVVXs41PkXHqVoqxHJNiQJlVJZyaLWu6EIpUQi5RKSyor62UqFRSjUNr9S +5BKqpUhErds0buU+yLhfBuMy5vuhy7qFnf3jPOc5f5znvOd9znlfZZffrNwW +0Gi0a6L4L5u5DXFYwzYG3C39M/PzBOJG8t7dDG0YObiV0kX1joSYuGyGMT7v +Sw5SnCMwr+G+fsywRrXGoR797wS2rhOFfzJcwbE1W3dpkqBz+02jSMZFaOkm +Zg2OESSusgyNYASjIKZ0RVkvQaBk9sZwBhO9+5P8nEoIjtklZY6Np8D9Vdzc +YADB0vlAB5O1mfCeHNFWNCRQO0wNldzKQVTXjHvrQgK/Wj3EfH2HjJHlD68V +U/gxR7pLTKwYnaGrz/OvU8jlGVXX7WbDY1h5mqZLge35WMFutBQfu5I6L44L +8W3DL1Ivz1cgWClYozxDiAVT6SsU1CoRar+3+Hc3IXTmnXKPZFTjmVKkhfQ6 +IaqDtWvLN9chfynNWrZ9FEp3BFN/UfXwPKqnvzZ6FIKJ7q5Pmg1YvZ2+e6PJ +KFJG8ivpUY14P8waH5wQgK74jPT3N+GkhPhc5XMBbp95456o2ox4G0ZQxQkB +/vk1vd/jBhdn18tkiC0V4KJWaY5cSQta7cvu2BeMoDuj9BZHuQ3dzA6FULcR +zHg2xapfaYfe8O490fQRbNkjMeee34HzvwZV1uYPw+SJ8umsH7ugPa/N3uk0 +DD9Fx/W9Dt047nw3u15yGBqjNku5B3qws7brjHHWEFZKjUmWTvcg4GGgP/3Q +EMSLYzNV4npheFclfPWXQZzVzm9dYs7DH85aW3NvDSJ9v0ti0T886BSkfT+q +Mogj38YCt+7ow9kDOyyjZvn4JpBfwb/fB6LfcmpnMR9vjpgsZBr3I8XTnWZl +yccN05CEHH4/uDrv1lzvG4Byp1lLcsgAtuxd63bofwPQ/zmYydDiY7C2Vhg5 +0w+HtXVTYo18aJVNuEYG9+NbZSTPO3AQsr3zEXJzfYgRP3nRSnUI4YU2RkVX ++rCy682TBaVDWKLDTqn6wsOia4HWeheGUc7fd9DXjgfaXyczeTIjeJG67n0a +qxc+jzIjZdgjODHt7VQo1YvCLWGS0l4CKKeZ5y+07oG0mY9GEH0UJjfp5Nzm +bnRsrW+8XDCKIP8js1pOnXgVD9X+k0K41KhpvL3aji9Xvkg4OwvRTA9js33b +oWP7TNB5SoiXXg2JH862I19KKpvrIYQVVSRXfrwd5QFde6p8hKhbNU2/uasd +7S7XHF+HCpGb3q0qP92GxRvzHwWI7tQ0OKHdxLcNJzJ1pBXnhGCLXXp9/Ugr +cu0n6fU0CuUWpw8a7m8FffHfy/5YSGHsrpTKrEErWA6/SA5LUmDJ+agd29yK +9T8Yz+espBBUf3JfEq0VfNfDQgt1Crobs16cS2+Bl/y5j/7WFJo/N8brT3FR +Xra1YrsthZkxJjNPyIXSBVLKs6OgL3gUtonHRX2FD8vUkcJXC4eBgUoutC5d +zpP1pLAiNjy1MpaLibrQ1Bc3KDQwaCyFXVwEhCQFdqRR8M2Qu/TKqxnL/STM +nF+K5ge4uRm5NOORx3kZfiYF8x7BZLlNM7LN9ZJJDoW3JU+RsLsZfGlO6QLR +3wdvuxsRtaQZ5vE0SfVGCrdrlPR0Ej9BLs8x6tIMhVR5VX59UROSn5cdnZ4V +7SMjYM1mNkHz0RalGzQCx4SgHTJJTdh/bSIzbBFB3p+Xfx4LaoK/UTQnVorg +qpOl38W9TeDVFcmyVQh8c6cyNcsa8XJIMZZuQRAiqfx+U3oDwh6HOHUdJFhl +yT8w+f8GuFoJ1TIOEzz7PjgbGdCANQUFrw7YEtBsN+5bZNOAiOjj5bddRDq7 +cvrx+DQH7sYltxzcCNoWB7ay+jgwnNp8WMODoCclfJlJNQdTLtPtVedFutr8 +udcrjgMPnYfjP1wmmH+hXsTT5cBYQMtru0pQrNDZsU6JA6VED/+06yL82lJW +8+IcNC/RlTALJngaq5cQVVePvZ3Na8KjCdj99lSQYz3WB8uaSjwlsD4YNbKp +uhZzuv7Luc8J6h+rq3y/WYtWYV/D03SCmrPe6SaGtbhjm31iXxaBrN/nQyNZ +NTi3TEFFLofgecJvi5afroHp+6ChgVxRf4wk00C+BvObrXxDCgjufFn80PhK +Ndq63+naFBNsMoixr9xQjVym8pwqm6AqeBCs+ip4zY2FlVYQ3Lvg06uypgpm +2ccOMisJ9O/5J8gUVkLNg7XStYYgNHRVmLd9JTo40fELGwkKVa7GiId/xNvQ +iVONnwjiSV+GLeMjmLsc1ZNbRHj0uffMUz7Ae6yc8mknGN2TduAn9Q8wT92W +Y9hFoN5S07PjWQU22N+/LCPyKUERe5mFYgUWSM0Z8PoIHn66FbEtohxdJW7i +r/kEd89kB/w0Woa/f6/5GDhMsDxG0lRlTxnub90ZfXiUgOlbcUwitBQXeHHW +yoTgQVJd3pPcElg8EJcfHxfxlWsXl1rNxiaLc92srwRjebsnvxa+h7hYU8qd +CQJNg0Qq5XcWet7s8nSaJhi4bq95P6MQBZ7J2zVnCV5znLMKOt/igdLSb//5 +tkymXcdxy0D8Cw2rESU= "]]}, "Charting`Private`Tag#2"], Annotation[{ Directive[ @@ -12952,42 +13500,122 @@ clBHL7Gy/kJwzC1fy62bgxsGirNLSwTSctR233gO/gUCXG8i RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwVkXtcDPgCxafXVXqMHrRDj1sUEbq7pJZx1taVXh6JWCpKe1trlbaV0ZCx -5aa37iBSUl0kGa1iW6NWenyy6WF62KTHlJnfNM38Zoa01ae63T/O53zOf+d7 -jl1YVECENoPBCJvT/90ngrT/Ltuz+T9uLkZrajTQ9Vgc3c9ah6TzzpLuag2+ -uJlz4xHLE5ca2M94c9n3VfcveaxA3JvMC+t8pkHQkfFn2awjSIRfCleowbu1 -//ZIZ8WiLZrl/7JKg4KFOy6ksBLhps/OD6/QgKf/aPlFFh9VC+8fTC/RYN/+ -WwKVuhiWnsHC4UsaGM7yDnrZCMCMHmNei9fAYZeSvEitQGBe8IuUCA3iWtyR -87EKjWaBGeH+GlhWmPZpadVgX5hzcoGrBo/FHs2tm2phXN1t89hag9qjeUv2 -j9Yh4ZNh3rSuBmOObGbZD41Iy1xjVa5QQ3uidMESh5cwY75mr+hQw3X20OPd -D5qRpT3DMRGq0Zy4rqVhZSt+O93f7lyshm2WfKJE2Ya3qsNV4xfVkI/393W6 -vIbfx+YO9xNqFI88fWmSIcKIllGaxV41TKzv0OHhDpyx+cf+RRvVSPuu8tuC -ZV1YImvTybFT49NXpcORCd2oMN8ezddTI/bzuopFL97A1SE4wVyuQv+DutR2 -ux6sJyGXP7xSYepoR67T6bfQaXnuqXiowqot82a+fdqLsPdN3jGXVfAqtPtX -uWUf4kTxt13iVIizDrUfPNiPytWDxtxvVHAe3WPY7T+A3Jrlp4fZKpgzVfp1 -kwNIHTqfG2Sjgm5NrmDpjUFIcgysQhkqfL/u6Z8GvmJ8FsSxyqimKPUOK6j+ -JIZXD2f911yKMfniBZIrQxD9vLdtJZuicreXDt9zGIcWKi22jSuRsC3pZoVk -GE0t6a6XKpSwe+fzpijpPTY4dFqVnVDiyw2JfNbnElw4t6XMe7kSB21aJ7RE -EkxsSZbMH1Bg7GW6OJonRZeHf/2NLAVydENiA5YRRHgqzjp7KmDeV1moXUfQ -8HzdyMCnUeid4QW6n5CBP2EgtSwYBaMkRCA2G8Hh++VJU76jiLkuSDerHQEz -n9mkGZXj2apkfdPjcpxyNQowT5XD1CfG+bzJKJK/KzmrXilH7+o2EUc4in25 -Ldt3CEfwMB/LhkMU2L2LM/6z/wiCBa6m1jMKrJpfO/RLtwznkm7xeu8p4SeJ -XbvfWwbjuHk+h8uUmNhsZfp3LxmuR/5gJhEoEWMwdee9pwyPfN2L6Nwux8M/ -yI59JYPEtL1Ou0aJ0M3+x77fIINvPkPfSaSEZapRmYODDIuehGb8NKVET1z5 -ipOzBEV36/dOTith0xy+1HiawOX6KtsEBsXqW7EHCicJvM+MC5L1KHhGKVGN -YwRcj8z2XCbFXt04/pScQNxabVG7lKIwa7bzb28Iyoh1rokfhX2cyRPOA4Lk -vKRDfdsp3FtanLilBEcCFA4PdlF0Wn22Nf4ugZVQ+NA/iMJMv5cdVUiQknmg -IS2MomSxTYjzFYJI12vq+RyKnG1iMsIl8JQznvTEz/WJ/um0gENgWxDJvXeW -wlHHNCbqJEGXgds8n0SKO1p37QejCP75rsvqYuYcT338iuQwAvtEi23zblMk -Ge60rdtKMOPGNe6+S3Fb8vrHNR4EfyqGXt8upeBmL+BfAkFW0KPgreUUBxjZ -zlvcCGZXBvyYJKQICh/cyXYi6OmvcttTQzFd7VEW4UDwmG83s6x2jqfe3jHR -juD4jCq5rpEi6tqL+Fssgt72zHwdEcX9U5G2/gYEv14YDxd1UkiMVB8X6hHw -N4Y6Fb2hYOkl7GxlEPj+d03F130UoqvpbSZ/SeH4zRWO2SDF9oZSs+wPUmgz -ZzaLhyg2nXw3OauU4rdTr5p4MoqbXlqR2e+luLJ6feauUYrGMYvOhwNSnBDf -CLSjFLIP+ZvK3krhd1V3sVpNcY4f18DrkmKF37H+3z/O/Wmc5ubYLoWuVkdx -1jhFkfkXNhl/SDFQufHooUmKpmPPdxTXSyE8WrTWZZrivN5lbKqR4qqt4djs -LAVhJ8QmPpHif0H8IxY= - "]]}, "Charting`Private`Tag#3"]}}, {}}, "GCFlag" -> True|>, +1:eJwVVGk41XkDtUZkFyFxDVKIylhGOaOrl0jvMMpoIUala4lSYhivQlqkZNRk +SbQZ5ZathZC5eJiErBUud7Xd/+9eM8aUYrwfznOe85znfDgfzqGFHPM9JCMl +JRW5hP+z56Hx7saJ3S6NAfP0+/EzkKPrR7P17GA39E+455LefOtGfqWeG5ol +310RnZ6BV8dARYGeH2hr1N5sXtL+oXMvs/VC4RL11LDx1AyGbc7RM/Vikefo +rzJ4YgZFK/+bfkEvFYOBbevlo2aQoli59rxeDtQyRrb7hczgh4DbTLHkDnat +oem3esxAeTFlv/saJpTvN1wttZ2BmQ81/vvFKtCdPRjNq2YQ98YJN/56jk32 +xlZXFyTQrdIYkZZuwLyHRLuPL0ENh/66c0sTumXSDGraJWhiFBgETLPwqbdZ +4xVTglnzrWqPIlshDpcO9c6VQOZjmbqBWTtGcrSd9iVIYL94sOb78teYbx3q +EAVJ8DrV7k3L+k68kz9q8GS7BEZXpj6WUl0wDzG2GrCQYGqOPdJn+xZMDdmI +iyoS3JmsbVe93INkc/W754gYqob3CY/Xi6avnf/I7xbj0tHqw0Wm/fDuazLy +rBbj72/LeGHJA6Arld3SyRUjdhOrSuf3QTSfjx5KOi0Gu5x1sZv2Hh6WXvWj +/mLMM3rz1iV8wAZH42B3BzEsXRUWDtcOQUIfdfVdJYZ7Me3IE90RbFTfmOE6 +TRBnGGQytp8NlVNNc2vLCKymdysPeI8iuj6pTZdBoKUmVmR9GoXngJ+VogmB +XEMe86v8MXC9ns3sGqYQblf7brkXBytuXLPTv0qhbEdIUf3fHEy3pZUz3CjM +TumrC3K5CKHHhOjOi1D9vbtsjhsPe9irW0+UipDskXarSsBDkJJS9cp9ItCG +PQdL0vjgqp3TVVshwjcOqTl6mwQwuPfOP79yGvvXdH6U7hGgwqmpwDtwGrPt +mZzoFCGkIn+1iF2Ywg25wFhf03GMNSpFMm5PQWukuliGNY6MgLWtcdumIJ+U +4ucUMwHPwM1yz/snIVUayORoTqLlrMyGZZGTOH6TmanZNInLw+Opwj8n8NIy +Q1EjagrHomMSlp2cgIbncaszqtOwUerb/OfsOIasu3ri66bxRbXRhHZwHI8L +YcoLFEF+l5LVoWYhDjDtNQwXRMh02eLooi9Ezd5/VLukKDgebmgw1hVCddmL +FWdlKWQaZllKawvRuH+r4oQihVW2nYW1KkKYKLktVmlR0G29F6cjLYQg1Ee0 +cx0FH2fl4SChAFH6EW2JfhTi1prrGFYI0NJs3WrjT+HAtY70inIBjGIIixNA +oWuZis32MgG6Wo83egQt+bsHlELuCLDpZPxTbcZS3oxtEZ8rwFxn+t2HyRTS +zftCdBIE+F/a7ZSh3yhk1/af6XIRQCVOwTP4EQXLV36VLs4C3AyL1BQwKUyd +tU4sdRCg0suphFRRuFj8EzPWVgCBRjdLpoHChG1l0ihNAK9CKcV1PRSOWShq +yckJoPM06PLJeQqS9A8jxs18lDxo3vPpCwV+7PoipVd82N60NEqWInjWsLiN +1PGxI2mOmSFPUGSrwn5QxUciPas7T43gRZ/rxg8lfHA667WbviKYH0wJs0jh +49G4YZ7qToKx8KTMIns+MgrSDo7sIuCectWhbeQj1FdkVu5DUDswdiTXko/V +dXWPvf0J2t8PegUa83Eha1/LpRCC8KDPNXuX8xFm/6tEKZ7A+8IFqmaQB7cp +qafvfyJQLDz6y763PBgVhSX+9jOBp5tHL/UHD/3LHRU8Uwk0U4PaRup52D7c +v/p8FsHxtOKItyU8mKRqeyjcI2Cv3GPic5SHBcdElYEHBFHR/g1ngnl4J+K+ +vbe0y4rPW4auBfBwxb/ywH+eEMTUFXC8d/CwuN73RFodQcvDcPMJcx7es587 +7m4geNQ5G8E25KEmh7Zg2kRwN+9zb7E2D1EL4gxWK4FUDSP7jDQPQ91ZhbI9 +BA4Pzy83HeTiWfrcjz19BK9NWRMyHVzkOAetKxkk+Dz7s3HKKy687m6o2jZC +EPRJFjalXJjvzY3XHCM49o3WBno+FzJqCy4cLoG88XXpl5e5eHG6oy1lgkCF +4RicGMNFrvXXWT5Lv5PDSGQlBHMRw8n3o5GlfupuDI/vuNh5XU5fIiFw6fvW +7JetXFjsjGA3/kVw+ma2kG/BhZx0750rcwTZDg6XwjW4GK12Zhz8RBDwmLLO +nuWgjlFiY/uF4Ih7vo57NwfXjZRnFxcJZBWorX4JHPwL991vHg== + "]]}, "Charting`Private`Tag#3"], + Annotation[{ + Directive[ + Opacity[1.], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[2]], + Line[CompressedData[" +1:eJwV0Xk0FHgAB3DHKLKRavUm144juhwpifhaR0SXoyebZEWORI4WHU/TM1KU +nqwOZ3RspkxleLWmtNgOixSFYmRY6TfHb2Y2PLzN2j++7/s+7/vnlxWRGBCl +pqKisn0u/7dv1NibZ192uzaGzHjczlCC4bH8yCBzPSrsRPG+c7Yvv1JSy/RE +XsLEJWm6En7tPQ9LmUH49c6tfvs5B0dOPilgRoJlarbn2S9KDNic8TjPTIWh +Wupkb4oSFd/vzD7HzAJPn/9eM0EJtmat5VlmIfwir+odiFBiT8h1nlxxAy5H +WuM1tyqhPcsO9TbmgbwMUt1sp4SFv2ysOZeP0CaXRy+ZSqR1bMKVr49RcClD +z0FFiWV8PaGqaiMCuUv2bRxToF7k0fZ6cxNcf7YW6nUo0BRXahAiaYG91ndD +bnwFxle46N47/AJnTuz9qlWigNoUd5GBRSs2lgtcK9kKOMyG1wfWtIExWJ7b +E6NAW9b6juerXsNxmuEavUsBk4viqTuyTngejxxo2KCAeHJQ+M72LZp1qj/W +GipwgzS06lzowqSQbRejqoCO0W06MtKNiOuM+KRROfJi6w5WmL9HX55bj3m7 +HBNu3JGYzB4MK49O5jyQI3VdC1+/uRfZsbKca5flGKxpyX3D+oCHFd1ugcfl +mInrLl557CO4j256hO+XY/WP878dbOiHILhN19RLDu9KVvSDZUJ4XeNMn7SS +I81ov+lQ6CDm3U1eUbBQjjWS3do92z/hc180U32UYomuXLNl+hNaTXw0ZrgU +jMZinlnJEGwsE7uSj1IcWt/Qp+UngkZKyHzpJgru1oiKpxMisNKfOurMyjAu +Xr5otGgY9acThY0vZKgL9FYv9ByBVVp2eVCuDJk+nHL+6Ai4iq3Z7AAZWAO+ +vVWcv1Fq/qEtcrkMThuzCpnrRkGrzu5dMCBFqPHrKdWuUezwsc4IqZJivPW8 +6Aj7M2xP/4GdkVJcYYSlBpiPQTL0U/OElRRLhHWVai1j6M15TvxlEmicZAdt +SvqC4wKZZG2NBCp3wniixQTuh1LzOpIkSL7GO7+4icA1c8Kg00aCJ6tzNPUS +xEg7yPp8WCaGnm/ymtM6Elwat2wauS9G/9rOrgzBnC87F+cfFuN+GcxHwqT4 +kD+TZWgtxj6eg57RNyleneTdDaYEpzjX2f3VMnR4LWwoqia4N2ZUrLONwnCN +XnR7LEFOKSdcuINCouFUVx1DEBkgtajxp5BxRBNnogkMBYL724MpdBl3g9yj +CM7l732eF0ExUfdPRn04QYzDVcWCDIoiPoktCSYwzVrqM//W3P7Xgu4wL4Jv +jicW9vxG0RGhmu/kSdAnHX57a+7XnF0eLvoeBBeDa/dteUAhulCZ0u5GMLsq +IIUjoHisX+HtvJmg/01+mXoXRbGxae5Se4JH2ZMHut5RmCTOO0btCAqd96+s +6qU4GmUQ2mpL4HfTmu8upDh1rnMq05rg9/T2V+wvFFYFjsVkJUHR2g35/hKK +FzTZ7E8rgiRRSRCLUuSldZaVWxJYbYsffPaV4qabLCHIgoCh2n3j4iRFmTG3 +2dqc4FOdc1z4NIV6eJa2lhmBIK7KxvZfCqeA9C3DLILLJtrjs7MUW9w5qU9+ +IPgP3/V2bg== + "]]}, "Charting`Private`Tag#4"], + Annotation[{ + Directive[ + Opacity[1.], + RGBColor[0.528488, 0.470624, 0.701351], + AbsoluteThickness[2]], + Line[CompressedData[" +1:eJwVkns41PkCxsdElNOIWholuZYobXV02Xbf3QihreTW1aWStdXZWh3VJunQ +Ifc9DkLWpS2arZH7lrCMLda1ESVhxmR+Yy7fmSmDPM2cOX+8z/u8z+e/932t +wv7he5JOo9HCtPq/e52k+ppF/l8VS9r4rAEldF3NfxhlbkYja6rcV5s3/ZJb +UMV0g7xx59nZl0p4dw1W3mb6wYS1SeauzYEnpp/+zDyBTGbEXzyuEm+d/+2a +yoxCzvLBj6Z9ShR9tvfGTWY81q4vd4z9S4k4g6rVScwsrAvraHVvViLoYDFb +rriDqGETbvs9JQw1cUc8VrJBTgZm1mcoYbdfRrUmV6NKUbJDdEmJ6O5tyP3w +O649n/9PRYgSZtXGIzo6TSjZ967o9G4lavmunT07WhDwNGH9I2clWiJvLz8o +4aBQHJHqZKrElP2XRg/OPMNAjl6dtVoB+ixr8XK7DrSba7q7xhVw0YTUHnjY +iTtFdm9UHQp0xm/u/nNtD+7R/P92tFIBywzxbLmsF/76vzWG5iggnh4debnh +BczsKxMlMQrcmXzSwUjj4l/Mzy/SwxRgWNwjAkE/7DJGXXa5K5DyXU14ke0A +ZjxXcEydFFB9zRJExA5i9L9RxQFGCkRt5FSbtr4Cx0G+ac0HOUYfcpL7rIZw +WtPrtXdAjrnI/nyHy29w4bpFWXa9HI7f6KvDnwyjotUm7WKBHB4lVqcemY3g +XG6qNClGjmiLYGvekVE8MW7p3BIih5PE33BwzxgeXhbwFrjKscRIbsD5OIbY +1vOqEWs5dJvy2TYFPKw6+/LzIF05vt/85PUCbz6UrLHrQW0ErN1hRY0qPvr9 +q8/MxBFMic0XT2SPo/BWWpr0G4KaAx7zstwE6Knvmrd0ToZYz4RfqicEmGfv +OZZYJ4PVW69XpQnv0Jv4vl34owzbt8RnMTdOINTg/oWeNTIcWdkzq8OdwF0m +84EOT4qpjlT+D3FCXBtw5CzLlCJX91iUry2FU6qZ1iA3KZaM1JTQORRCdngs +fqeSQC8mzm/bORFS3uRctS6SgFZ+jM03mYS+nuAPVx8JzuexU01aJvE+huXw +TCrGU8dEA+OzYsxlrSruTBHD2Ou803WGBOGDc7yJdWIMr+vlXmqQ4FH7uK7T +H5OoKISt4JgUhslxum/9JnGU7WJsoZZiFSPuP5F8Ea4lFMcN35fB3sLZZv9B +ERZF63uFPpBhNmqvxjlQhLyIMyYTbBn63SzrF/mLUOW9rZRUy+AeM1PTtk+E +CeM+Dr1JhsCtafmrPUXwLqQZOHBlKM6rqKxwEcG0LjjtgrbXZnMUtJiIUFrW +FvDxkwx+w7nfRy8WYUOeo2UsjSB3/r2KtQwRdsdMsxP1CMIDs2+mLBDhimt6 +X74RwVx0iWYHTQR+T+PSFhsC2nNGuY+UwgPKIp/hQ+CmbvJQt1FIvJ0QMvIt +wZ7QlWOOrRRO+ErtHu4n8P/M++eAZgorGhoq9gQS1MckGZU+pnAz/fCfKWEE +BYe3CEzZFCJcbikWXiIQrq7jHc6h4Cam1Q39RMDPpr86kEXBsijiyv2rBHVB +t7gemRQGFmzV94rX8qFDl22SKex6O7AiKZ2ggXuk9O5VCtbxSz3172p/x3px +tfkEBfXWK4sGywhm9n2bGxlK4bV0/MVdFsGpTEkM4xiFjMCqo+6PtHzIr31n +IAXNWt8fExoImIeWrQ/YTWFo9Pet/k0EQ8fPJD3bRaE2y0pt20Ig2fLryQ07 +KZxVyxM5zwj0xMHTE9spDPelF87jEnR1L9z32pFC/Y3p49yXBOob58pmVlPI ++iLYofQVgfQg4/FC7U+9f11fvXOE4MLIMKGvoGB/KPuSCY8gPS09f8KMAt1I +/RV/nKC2lDlTt4TC44td7XEi7R76z1uWG1LIXvf39P0SgkzrPFXZfArn+AV+ +VoRg70XV3DI6BZ8cXXOFgsCs6nJX+Cch1vicHm3+QNDWmxKUPCOErk7/nYxp +guCvm9/99F6IsZovIkM+EjgdOvWlvUyIhshS5w2fCCq316qOU0LkWBpOaTQE +G7tTba/xhPgfZ3s4+g== + "]]}, "Charting`Private`Tag#5"]}}, {}}, "GCFlag" -> True|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>]]& )[<| @@ -13005,6 +13633,14 @@ LAVhJ8QmPpHif0H8IxY= GrayLevel[0]}, "AspectRatio" -> 1, "DefaultStyle" -> { Directive[ Opacity[1.], + RGBColor[0.528488, 0.470624, 0.701351], + AbsoluteThickness[2]], + Directive[ + Opacity[1.], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[2]], + Directive[ + Opacity[1.], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ @@ -13028,239 +13664,208 @@ LAVhJ8QmPpHif0H8IxY= Opacity[0.2]], GraphicsGroup[{{ Polygon[CompressedData[" -1:eJxdVXk41XkXv0rRVFckE5KESqmMZFDjM5YitIlEyhKSyoh6tUiYSyjU5C1F -llANRSJqbLdrK/tFrn25uJbr/r60jC28d57nff95z/Oc5zznPM95zuec53PO -UXL+zdJ1AY1G8xfqP9bMdYjNHLbW52zpn5mfJ/ifT/uvPFBc+u2f+P/7Upm2 -HccPBqLAI3m7xizBa7ZTVkHnW/S82eXhOE0w4G+ncT+jEKIiTSl3Jgg09BOp -lMtMbLI41838SjCWt3vya+F7WDwQlRsfJ3ieaxuXWs3CBW6clRIheJBUl/ck -twT3t+6MOjxKEO1TcUwspBR/Xa75GDhMsDxG3FTZoAxdJa6ir3kEd89kB/w0 -WoYFEnP63D6Ch59uhW8LL8cGu/tXpHoJ+EWsZRYKFTBP3ZZj2EWg1lLTs+NZ -BbzGyinvdoJRg7T9P6l9QPQuB7XkFoJ6Pc4985QPeBsycarxE0E86cuwkf2I -DnZU/MJGgkLlazGiYR+h6s5c6VJDEBKyKtTLrhJm2ccORFcS6N3zS5AqrITn -3FhoaQXBvQvevcprqpAbrTSnwiKoYgyCWV+Ftu53OtbFBJv0Y+wqN1RjfrOl -T3ABwZ0vix8aX62G6fugoYFcIZ4Y8Wh9uRqcWyavLJMjnFfCb4uWn67BHZvs -E3uzCKR9Px8ayapBq6Cv4Wk6Qc1Zr3QTw1rM6fgt5zwX5j9WU/5+sxbrGdKm -Yk8JrA5EjmyqrsWezuY1YVEErH47KsihHs1LdMTMGARPY3UTIuvqoZjo7pfm -T3BNS8JyXpQNYz4tr+0aQbF8Z8c6RTbctR+O/3CFYP6FWhFXh40p5+n2qvME -nc2fez3j2DCc2nxY3Z2gJyVsmUk1G27GJbfsXQnaFge2MvvYCI86Xn7bmUB0 -5fTj8Wk21hQUvNpvI+Sbzca9i6wb4GIpUM04TPDs++BsREADQh8HO3YdIFh1 -kLd/8t8NeDmkEEu3IAgWV3q/Kb0B3LoiaZYygU/uVKZGWSP8jKLYsRJC/I4H -fS/uacK+6xOZoYsI8v648vNYUBM0Hm1RvEEjcEgI2iGV1ITk52VHp2cpNEvx -mbOZTZDJc4i8NEMhVU6FV1/UBPN4mrhaI4XbNYq62omfwJNkly4opsDYdjc8 -ckkzss11k0kOhbclT5GwuxmP3M9L8TIpmPfwJ8utm7HcV8zM6SUFnQBXVyPn -ZgQEJwV2pFHwyZC59MqzGRN1IakvblBokKUx5XdxoHnpSp60B4UVsWGplbEc -1Fd4M00dKHy1sB8YqORA8QIp5dpS0OM/Ct3E5aC8bGvFdhsKM2PR0XkCDjzl -zn30sxL287kxXm+KA57LYYGFmrD+xqwX59JbsP4H4/mclRSC6k/uTaK1gmn/ -i/iwOAWmjLfqsc2toC/+a9nvCymM3ZVQntVvRa7dJL2eRqHc4vQBw32tOJGp -LakwJwBL5NJr/yOtWLwx/1FAhgCmjIR2E582tDtfd3gdIkBuereK3HQbygO6 -DKq8BahbNU2/uasd+RIS2Rx3ASypIpny4+3QtnnG7zwlwEvPhsQPZ9vx5eoX -MScnAZrpoSyWTztexUOl/6QAzjWq6m+vtaNja33jlYJRBPkdmdV07ISkmbd6 -EH0UJjfp5NzmbhRuCRWX9ORDKc08f6FVD7wfZUZIsUZwYtrLsVCiF7Q/T2Zy -pUbwInXd+zRmLxZdD7TSvTCMct7eAz62XKzsevNkQekQlmizUqq+cBEjevKi -pcoQwgqtjYqu9uFbZQTXK3AQ0r3z4TJzfbBfWzcl0siDZtmESwSjH3o/M6Jl -NXkYrK0VRMz0Q6nTrCU5eABb9qx1PfSvAdwwDU7I4fWDo/1ujX/fAN4cMVkY -bdyPFA83muVBHr7x5Vbw7veB6LWc2lnMQ/o+58Siv7nQLkj7flR5EGe18luX -mHPxu5Pm1txbgxAtjs1UjuuF4V3lsNVfBrFSYky8dLoHAQ8D/eiHhqA+ar2U -s78HO2u7zhhnDcFXwWF9r303jjvdza4XH4bJE6XTWT92QWtei7XTcRhbDMTm -3PI7cP7XoMra/GHMeDTFql1th+7wboMo+gi6M0pvsZXa0B3dIR/iOoKLmqU5 -MiUtaLUru2NXMIK/f03vd7/Bwdn1UhkiS/m4feaNW6JKM+KtZYMqTvBBV3hG -+vubcFJMdK7yOR8pI/mV9MhGvB9mjg9O8MGf6O76pNGA1dvpuzeajELxDn/q -T6oeHkd19dZGjaKaoVVbvrkO+UtpVtLto9Ced8w9klGNZ4oRFpLrBFgwlb5C -XrUSIXZ7ii+7CvBtwy8SL89XgKHIUC8X8pTl8VjedrQUH7uSOi+OC3nKNaqu -282C+7DSNE2Hwo85kl0iIsXoDFl9nudPwbdWFzFf3yFjZPnD68K9Vz1MDZXc -ykFk14xb60KCpfOB9iZrM+E1OaKlYEhwzDYpc2w8BW6v4uYGAwgCxbM3hslG -o3dfkq9jCUHiqoMh4bIMFMSUrigT/qnO7TeNImQvQlMnMWtwjMDGZaLwD1kX -sG3M1l2aJDCv4bx+LGuFavVDPXrfCXYkxMRlyxrj897kIIU54R01kvPqltWC -kb1rKV34p/8DUtAShw== - "]]}}]}, {}, {}, {}, {}, {}, {}, {}, { +1:eJxdk3s01IkCx23K+7WjTMNdsqJVitK2W9GXxZbUpphT3mrJY+teNAq7oSLr +ubbuSlKerS2V52giRsyYGpMx4zEhzO/3EzIVm3CsyrXn3PvP/Z7zPd/zOed7 +vv99TY/961DwMiUlpaAl/517g8clzS+Zuwa0I+RxdQr8j5X+K4+ZqXMbbSn8 +P+ef/oMkN/oj5eLu8KdbKHSXdjF9xhLwseRn0T4bCtM0UVFY2m9gPXqySbSR +wt3ybJMLx69DMaTxq9sGCi2XrtxY+7gIx967TQu/oKBRu+/qlyGl6GNkMvda +UMg0Gj0Z8OB3uH/Vcf+JGYWCnWOhdt1/QOCpa+hqSsF5p8RjgHcbu6Lcf3ps +TME6vpkru3wHVnelDgIGhYPyI5xwqgLFQv2Sb+kUVlBBmyl2JRjjnivaVlKI +6y5rY0VWQcVM9oSnS6HtgiS4UVqNsw6rrZy1l5jtN6oUV4N3fl5ZrRoUmPG1 +sh6jWpC5A4daVlDIWs3uNj7IhlfdP9iOyhSO0hI++L1go7PLj/5IicLKCcsF +YXQdmnTkA9wFElqWPTKXjPvYamW6C/MkkhddqttpHJS7HitsmiVREqL+IDKH +A+WQTNU9BIm9QaFrDQoeomLm84aMXhKGLNUFx4gmrGh8vdJaQuLhX+VVD77j +onJNl2NiBwnr3nr+nQYufJI4/5S0kzhaqu1zRb8ZNUVUj3fdUv9WjNa9248Q +YBObWlBOImnHYKpOWAvYc06U4+8kbNXt34bzWxDoY6l3uYTEM+rK4am3LdDk +6tiPFJLIrqQHq69pxffPt5eeTCdxn+w4OxzHg+4P4sPViSQ8E6ub3pnwEbwl +r8rzRxLfHtUWFkfwoZeTMHQzhgTtlPeTn3P5aJgP0pyLJpETMpdr3syHPj07 +KjGQREJaiiBiug3cm+YWfCaJ2BNMnW0pAqw6OZUQ4k7iEpUoaxYL0NzZc4ez +n4R2zMKzmmkBftja0KfuRmJ1u+a2SPpj0A7bHnA3IRE26Whn7SREcOhk6il1 +EhPW57+O39MOncj965I/EkjksjdnCNrxffT7Ge15Anm0W5t2qoiQNefhd2iW +gN75LA9/cxE4seW8nGkC9AvLrAKcRfDPN9sxKCDQK7bVSDTrQNXdYZZSNYHm +vRrf2KmJ4V1nT6OVEWib3aG0IUaMivpX8rwiAjHKXzKyKsTot3PeM3yDgPMv +baeN2sVYzr1WYZZPIPtRjNqvo2KodU3x208RmGtT9erjdELDz0hSEEBgucam +QdfVEmgWV/amMgmkJldH2e2WIMP5x754dwIW9dx1F/0lEP0m957fT0CFVeJp +Ei6B1pjL81NuS/v+Zk8royXQW8h7a2RGwGdReWZovRS0ZP6HSR0CJfG3vh48 +v8RCb+X+5QQ28OrfONyT4tIJcxXxohyGROD6p61SSBvTUlw/yOF11kwlrUMK +fd0pNd5fchSUvm516JPC6hVTU7ZfjqjTCWfTL/bgzGcBnxO+wzBeVUw3q5dh +d7FpSBV9CLO073BD0IcNjqofjzc8R+DGPIMM8QAWwruvWcYNIHL0tUH8L4MY +vsdLl5j2g1PLOqbwGAZrC6/WoPUZfPPDeX9ekGPWoXwkNEGGyCmbfTlOBDLC +2McL1/YiaLNVn4EaCZ3PyiZHRrpxdVW0+5qlH5RONAh1srrA4tIN58MoKOaG +h3pspHC9MnOiznAEJtmK+VtvOkHu6O9M44xAlLS1o229GKw8X2mx7wtsWwys +87gnwux4rV7R5Assmy/XMzIX4kj38TL2uVHMWNjr3j0pwDfbdt20NhxDS/h1 +I69XPDRlJkUFl4yhjnQSie1aYKGp5WJsOw567adDn3zChQcNdMuWcZzp2I7c +dw9wxk218IjTS5gffDPeml4L7eRY2pzwJTQXz/nuNq6ATQbzYbbLBI54FVVM +/VkK/ctaRT7NEzinVrMulfFv0PS0jWMcFShcdeBiGiMJ9rHqvK9+UmDQOsUp +k8FCo/R9VehVBQ4HzTVeYgQBxSuvzZQp4PZUVn2d4Ymq0NjN2ysUsC3Iza9h +OCMjXejSX63AcifDiGHGVizjHSi+XavAfwDZzRsj + "]]}}]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, { EdgeForm[], Directive[ RGBColor[0.880722, 0.611041, 0.142051], Opacity[0.2]], GraphicsGroup[{{ Polygon[CompressedData[" -1:eJxFl3k41OsbxgmRQiSFhOxRJAmV51iKbJVIVLaTki1bKVEIoZBypMgS2hRZ -Uh3bmCzHbmxD9lkxZr4zyk9R/Ob80Xv+mGuu97q+M9/3fd7nue/Preh52d5r -DQ8Pzwz38++3ldc0ATfjaEzUpCyvrmLAbyYTOCGtB2ZnvRpFueu9uZnZFdLm -MH+kIEZuBQPrTmL5U2kH6NA6Pmn0EwOn84u1D6TPA8HJSuHKdwzGtO+YJUuH -gq5BXhmdjUHe5mPxSdKxUJPZuLFpCoNooQq1ROl0mDqaH+b+GYPTzvmlbE4h -XHiXvUKPwmD9avRZi+2lEPh9Vk/OFAOVE6zpz3crIWV8+cIwHwZhXYaQ+e0T -lMyKPI6sZ8GWSvFxXt56GIvf6k+7yYIqkllH90E8eM8oLvEYsADv81TWea4R -Wsfzx0I5TFhQPST21r8FYuVjtZpLmLDmR/FGWZU2iHc5XH/Niwn6q+5VJ0s6 -4IV8so24AhM6YvW6mnd2Q/V6HgfJkTmQv8/48YrVAz6nDI22p84BY3FifECn -F7Zqix5Us5iDwtnqNtGUPmiYwXHoiwwQlXuBUSj94CrIv9L2kgH3Lr2/kKc8 -CDmO0jEt5xjwvz+KKd63iOC7Q6KEdz0DQnUbK6U+D8GwS9N9l5pZmChpvEtQ -/AIT6aOy8V6zsOzTn6URPgKGMwdNUkVnQdNEcOVC9Sj4/xHT1lU9AxbPFC+W -bRkHvVU9/D73GQiTc9sxdXYCznikVfQIzYDWnON6ou0k7Osav2ReNg2bxNhC -jUuTEPU4OkL0+DTw12eVKmVPgWmaUuLWr3Tw1aseXmdNgtseuruq7tKh+Khn -Xt3/SKBf8/rnKSU6LDBkNtIyyIAZDf25r54G709a8KWbU6DQ5wKP/TEa3LKM -y62kUYCo/2nbTTIVFMeshgriqKB5eLvX8atUMNofmy6tSwN6VxczeZkCZ7d3 -/+Dto4Fu0+L55FgKLLQlkwKj6SA5tZoktUKGTH7XUHvlaUisdTSrCyfDpvH3 -z9Y0TsM6fXxh+1cSCERGOxgGzUAz7YhdiDMJeF65lpIkZuFNkULDa9wUBD8p -TZbAz8K5pUD3WrEpqNVMEBIPYIDia+tqPodJELcK1ooRnQOLO6KY384JGN3V -03e9Zg5iIk7+0nUfg3c5oExxZYJnp4rWxxsj8DX8q6CHBxMGRRPw+JAR0Hd6 -wRj7kwlvA3rz/vEdgWoxsQqiNxPsWXVSzWdGoDlq3KQ9mAndm5dE7xwYgRHP -SLfyeCZUFU8oyyx9gbVq1U+iuH1pGZs7YhHyBc6V6ovLrTABz3ul/ObJYahy -+S7aw8OCZpuLdqZHh0F07d8bbvOxgJ0mpvTLeBhwZw8JzQixACcVrHJ65zDs -EDZfrdzEgpge1yP5PMNAO3+CaaPBAgO1sjd+xUMQIOPXGuHAgsH5vhyjH0Ro -btrVou3EgmV2evoHJhHkg7BGkjMLjBhPEtRJROhpCcZZurHgm81ZKrWNCLpX -rn+Q9GHBxqzEorYsIix2xxe9ucWCXmkenOwBIkTF5UePvmZBSInUlXcBgyAS -Jmjl8Zb7/igvLzPPQXji7S9BK2WB9STje7PjIFRYGxZglSz4+Pk55B4cBJo4 -oXENd85jd6clpawbBOscHiGNPhbc65Q31M8bAKkPbilXlllQJKNM66nrh4KX -TaeWfnHPI8HA/SrtB50nmvK3eDBwy43ZK5HfD0cjF0sTBDD48OD6fnZMP0SY -pRKyxDC44X4sLPRwP5C66yTxShiEVP0o1Wnqg7fTclmiNhjECSk2qBf3QsLT -OPdxOww2H6PZfv+rF87bM1VKTmDw4if9V3JUL2yrqXln64QBj5PaEQHHXkhK -PdN8z5Orq5uWnnKWCHDB/PPds14YfFkbPYwjE8D0x84TWt4YTBYmbrDoIMAP -z6WRdn+ujg7OTwVkE8Bb/zFH+DoGq2806kgGBDBn8Hz4cgODetmxUQV5Asjn -eUe8vsndv56Y/So/AQbXGQhaxWLwPMswN6W7Bw6PDW5LTMUAT3Fhxbj1wI5Y -SUvB5xg42KXMqnd0wYpBhAjxJQY9TzWUft7pgmEmufd5MQadvoHFFqZdcN+p -4tyRMgwkw+aPz5Z1gt8GWSWpSgxe5l4WELnYCZYNMdPUKu7vM4XSjWU6YXWn -fUhcDQb3v659bB7eAV8mPhk41mOgbpzp0qbaAVXpiivKeAzaY+mA62mHgBV2 -QmMLBg+DgqeUtrWDVcVpu/Q2DIweRuRK1LaBijdu0/lODOLjNycEurTBKCE1 -h68Pg1qlG5n8ia3wMX7xz74BDHIwcomTdCukH3DTKBji7seI+NC68B8IZDez -gkcwmDN5bbtH4x+wLtpdaTqOgcZQ5+TeFy2g6pJxXYLrS4w6/AYbuRZYI7Zi -TCJj8HjgbtLupGYY/+zFX07DIO1SRdSeuSb4+1pna/QMBiKZQpZKJk2QsWtf -6ok5DNJDWk4LxjdCECnbQRHD4FF+94dnVZ/B5hG/DIfDrVeVc3ZRBx7Ubfwm -cN8wYH84+P1bbQPw8/YX3l/EQMc4j1V4DQeT7w/4uC9hQL3popNRUgs1PgXa -Or8wKCd4lNWMfYRH8usX/vVpiVLn0TPHotGaT5B1yCGchJ6/aJEtZUEgof9z -fsfa9WCBhN73YP/+e77iZLSfa08e0KnqZLRf44E/VP46REbnqdho7mN5nPzf -eX0iGsM9yP/Vw8fAIyKIjOonoPCItzaFjOp72WjTbrNsMqq/2xIfaL8io/v6 -uXBTIbqBjO6zQ7lxZk0nGd33/jeJ65SHyKhfeKp8HsTwUlA/FWX97H8mSUH9 -9rZ7wW9CjoL6sfmNr+qMKgX1c1DNU5LtUQrq9/KfB0cfOlPQPAQEOtXHeFDQ -vExsPrXjxCUKmqfguGd+vQUUNG8SsW6t43UUNI9W5pb9rHYKmlehnEt/neml -oHm2TUpiVQ1RkD74uv2scllHRfrR9mXI2lWBivSlmjh1MUOTivSHfNVESnEP -FekTyTcyOU+fivRreSjaWz2aivTt7wGTPSMFVKR/+ToiEy8rqUgfP9avmmI1 -VKSf1NCdecINVKSvnPiRcYUmKtLfy+pCm/j5aUifZ3QqIicVaUi/7z67URqq -Q0P6zri9K+LVfhrSf80GhwrjAzTkDw+qB2N6jGnIP+JUBzylwmnIX8JUJtSv -Z9CQ/5xzJAp7FtKQP/WsFdE+XExD/nXuYWd8eQkN+VuYmqqUXDkN+d+JA+vH -3Og05I9bWp6HSfHSkX9u1enOqRahI39NlkvV5JWkI/81uFBfr7CFjvw5xfig -gbEMHfGBgJ2wllcTHfHDL1HcDkX3acQX2sIDe78uTCP+uBwYFL72ygzik5Sx -6Vj61xnEL8231+xe6z+L+MbKdS//p8FZxD8JzmotYaYMxEdTOGF/n3wG4ice -/8fqoSsMxFflhvintq5ziL9knw87ZVfMIT4ji93ZIraBifjNTVj4/eYzTMR3 -pya2tYS8YiL+8zQL8tyyzER8ONcaV+JjzkL8uCHzoZ5MGgvxJdn647zdGAvx -pxXRQUtoB4b4NLAusnWLD4b4VeQqflGNO6e/+XbPxj0JJlwd+s2/HLNJE/ut -bMTH2gYKHhb72YifLTWt6yad2IivmxIDRyOvsRF/mwkX50plsBGf2w7g5a3e -sxG/4/cdaM8msBHf31LdWHQHYyP+LxXn87srwkH5QNVTQYuozkH5YVjgkmzZ -YQ7KF8sto51MNw7KH+PpkoZnwjkon7B9ec/bZnBQflnqbxJvKOWgfENYEydb -1cZB+WfZkiM5QOWgfKSrr6CVtsJB+cnsgKVP09Z5lK/Wv6hPe6Uzj/KX3XZF -mRbLeZTPxBLGDzt4zqP8NuTaulMgYB7luywDJ5GhkHmU/4wDPsjhrs6jfKi4 -Xaxr77V5lB+bOMfvM7nr3/lSb/S7r9X1efidP3HOy2YvuOv/A96JdnM= - "]]}}]}, {}, {}, {}, {}, {}, { +1:eJw91ns8VPkfx3Glcstkp8sYfpGktlIqakvqTaikNoUt19S6l/1RFG0hiXVN +tVuScm1Vyp0UNWKGGpMxIkmYc47cBqOElWL9/vidP87jPD6Px3mcP87je17P +j9ax/x50mykjIxM5ff3vvsetR1TRa7u9VdlXfLZEglmmar4dbAPM5O5Pf1Ak +gX5KYnIh2wyxMXzz9wUSWL5uLrjNtkG+Z9D6LbkSHHIde3aV7QqkL7g1kiVB +m16kaRzbH88avuV73pQgdeH+iGh2OLYFKXB/OifBBfnCFVHsP8FUUdYINJHg +sF1a7tCnTMy/NjfNoaIPSlMXHHdp5GJdrG15gnkfdA4M9lTFFEH5UhBzjN+L +M3VbkPjlCc5YyqUeNu0Fq+iH9hkzOLBmgrWysgclpKlAaFSJ5UpzzTX0e1Dp +fVvdrp+L53HhJ90yujGyfNu8Rz412LFp+109tW7MHM9WUdfh43Cje1bxhS5s +mnIpsc4RYLSnSCVN+hGCcIO66lVC+Cc5NqQ7foRmgmT8/mA9SMP39dGlnZCM +dbQ3rWuAxY2REyVqncjsK+Mz4t/An8NSG/eiwFicJe3sbMTNhQFWS0pIxHoV +u6cuewvX9boti+RJjBpnd3qGNMNvaN3e66YE/DdwixZVvYNjsjf300UxOnK4 +MSKt9ygt8j8mse7AhHfjrZVnW+HXNbAo+HIbVpvITbqXfYDLmqRFscJW7ErX +8shntWOU+TPu1LTgzOIjSwnHDmgsTGdpP22Gbr+tUvM+MU6eDjkfE9GE+fOG +5LlfxUjJHKgybmlAw7PoSIvvYtid154TXdeAqyd05ginxFAjXFa9rmoAk28v ++34WgdXcp4PGOdPzJd53KYNARvD9zW1hDVCZSPqsrk3AYUp2pH1VA+Z2m384 +ZUkgwVn7dV6ACIK/xPbj+wjM8c+w0fQWIdbs95ZgKwLLn3JWRDiLoJSe9zbK +lkDUpYKTRrtEUHRSF6UcITBLcW2bhaoI8m+GeLWnCIxVy9m1lNZjFudWrnby +9PtfBMpf6RLivZHZ7o47BMwuV59WrxUi92m/OCmNQKDsRnZ8rhD2JduYzCwC +1aOGMqsDhch/1OEvU0CgYo/iDiN5IZyTtQ3bagi8FeorhmrXoTQom3t9mADr +4kzdI2YCxI9ZOx0cJaASFm/trCPArwHfRpTHCSQx76/dOkcAht++FZcmCYRy +itfH1tTCzVMadUqBRJ9e2Obg3bVgHtLfb6VJwktqYqRnysdxg7IWBUsSqrVK +m/xYL1FR3/SwdB8J5cCJd4XDNVjoMxTiYUXiKhXaXCGsAeeuznKeLYmgE7aM +TZE1mM9KOBnqQiIkOrLGd7gaZeOuSmMBJK57jCXqVPCgcj2k/W4gCeYp+1d/ +JPLgtiEp3+Z3EjuPKvPTfXmYd1x4qCCUhE1owfMvmjz8+mFLpk8Micdk3fmO +s1wocRjbOlNJJOSx3BSWVMHFYaXKtQwS76gbh4Y+V6J4zJQy+ZuEvsK2z968 +ShxZFxSVkk0i3LAtiuFVicI0qsl++tyX3w+cm/PgBRzCS38T1ZI4mqnscGN+ +BfKWvDEJrSOh9/Yp72EZB7OfDSzQE00//zU7/8nPHOSOLC2LfUtCzV9uwsT3 +OWQ94uR2EyT2uHouW5RSjmyLY6nPR0lkeCg88bteCgNdre0YJ3FpyrygllmK +5wxxK2eCxNyVTc3msY9R/8aJ9UKGwoK+lRP8gBLYlfyn2ESWwlFmyHenj8Ug +E1sPVs6mEK9a3KhxoBhfnOziqxQp2AYXNTepF+G8saqumTKF6mKnLpmzhZij +3fyKO296vihye9ZQAHaPzezqBRTONmZV+/vlI50/P2Mni8JsynU9VZwH3UcN +xjVsCgfEh0u9qVxsP2l17qUGBb3gCk7ztYeosZmnZqFFwWyryLqV+wBWP9U9 +fqVNIWVrt6dR4z20sONs9yynEKfe5XPkyd849s1ymP8jBcWivTc3emRC0q54 +xXI1hcqrN+4se5kG/xev1grWUHiUnaB50f02JjP+EOxdR2GYKUjziv4LkRG7 +vF9voNCY+cbWoTsE1iNDF9boU0g+fY8k1zjT8/F9+vvjv3fR33tT+YNvv2h3 +0+f34tENa0piuun/cccV7SjV4W66L6E3L5xjWPXQ/dlY1+5llt9D98nh6JXC +evleul8GUwaVG1166b75GIfx68p66f5t6TUyuczoo/vY8ecH9Qi3PrqfLfa8 +BPvyPrqvx5cyc2YoSej+3rFlh9U4Seg+O8vNmuTfk9D9ftFb8al7TEL3XVWP +YbRiVz/df+9fthhqXO6nfShTkrFZ0NpP+5GlGbf3hyUDtC8R9uacQLcB2p9w +zXDd6pwB2qdX7Wlt/p8GaL88e7W+ymwepH1ri1D16QoepP3L6VO+eZ4zSPsY +3z7h3iIrpf30/afPYPEOKe2re17yZHeolPaXsEg741IlpX0uT+Sq8Agp7feG +zan53UNS2nfRoT1LAv6R0v4LdK3Eht+k9H7weWdG2OJJKb0/mDq6cRlTUvx/ +v2he3TkxNT3/C3cNQWs= + "]]}}]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, { EdgeForm[], Directive[ RGBColor[0.560181, 0.691569, 0.194885], Opacity[0.2]], GraphicsGroup[{{ Polygon[CompressedData[" -1:eJxFl3k8Vfkbx61llyUi+0QK0WYZ8YxoyDZplNFCVDO6ZEvJlrmiEVmTlCXR -ZiSVpalky/LSlCVrZb3rua57zr23ZKL4+f3R9/xxXvf1fd17z/me5/t8Pp/3 -ox8Ytve4mIiISM/y9f9P1+NYXzNnn32z74Lj3RghSDhqhk9obINto/8Fuy6v -t94oKKrRcIJ2wZ5s3lkhuL0Zflys4Q36OordW5fXPsfmXuRqHAP70CfazWeE -MGb+l2OGRhQUWvvIj5wSQunqXy6kaSTDiF/XRslQIVClatZf1MgDxdTxXd6B -QvjN92Y1X3ALPHX0NTtdhCC7RD3krFMNsnebcioshGDohWMv02vB0daF0r5G -CNHdNlDw6SlssdQzzVkUgHqt0rioaBMsuAhUB5kCqKc5vu7Z0Qp9Yilr618J -oJVSvNZ3pg3mB9qVWqoFMGtkp1h1shP4waLHPPIFIPalctVaw1cwnqdqczBW -AJZLR+p/ffAaFjpH3/D8BfA6eVt3x8YeeCd5Yu2jXQLQzeZ+qcB7wShQz3TY -WADcuYnxQYu3UK0kHpIuL4Bb089fKWT2Q6LRqtt/EXxQ0L5LMBgD0Lrd9t+i -Pj5cOlH3e+m6IfAYbNV1rePD558qGUGJw+AoU3lDLZ8PUVvaatVejkD7xfDR -hLN8mHjQlt6n/x5cTNwaJ334sEAZKNwQ+wHMrfUCnK34YOKwcvH356MgcJx0 -2LuGD85l+n88Uh+Hzas2pzrMEBCt7W8wdWgC5M+0zq2vJMB0Zp/ssMckhDcm -dKlTCFBR5Eu1zU+C67C3qZQBARJNhdU/FE0B3e0foecYDsHbnr+TdqOBXMHl -bZo5OFTuDixt/EyDma6UBxQnHGa5mqtY+XQIdIwIVF/gQd2vzuJ5TgzYP6HV -eaqCB4kuKTdqWQzwl5GpW32QB/pjriPlKUygK/6lrijHgx+tkvM0trBg7Z13 -PkU1M3BIp+eLaD8LHtu0Fnv4zcDsqwxaOJUNIievGUctcqFAwi9q7zoMpppl -TlJuckFlvK5MrA2DVN/1ndE7uSCZQPW2ieCAq99WiadD0yBS4VdNU56GjvNi -m1acnIbI69UZyq3TkDmGJbM/cuCFSaqUUigXwsIjYlec5oCSa6RpksIMmMsM -bv04i8GoWW9/TMMMfFNoNtA/gsHDEljH8OOBpKeM6fF2NhyutlTSXuRBpv0O -a3tNNtQf+E+hVwQH69+bmvTU2aCw4pnceXEcMrSzTERV2dB8yE6KI4XDGoue -kufybDCQcVqqVcFBvfNOtJooG1jHvHjuG3DwspUd82ezIFQzpCveG4fo9UZq -2o9Z0NFu1mnug8Phy28uPH7AAt0Ioo3mi0PvCnnzXZUs6O2MbHbxX/5+37BM -4C0WbDkd80SVsvx/wwnjmHwWzPVcuH0/EYcUo8FAtVgW/Jlykzr6Nw65z4eS -eu1ZIB+90jWgCgeTFu8ae1sWXA86qcyqxoF73iy+wooFNW425UQtDullcdVR -FixgKfW1iTXhwLGoSZjUZ4FbiYjUhn4cwoylVCQkWKD2xD/z9AIOggsfxvXa -mVB+r33//DccmFEbS2VamGBx3UQ3UYSAf5qWdhINTNidMFedKknATQv5iXu1 -TIh3zOorVCTg2aDD5g/lTKD1NKq2/kDAwgg1yJjKhCpMu1DBnQBacEJGqSUT -UotTjox7EkA/46Cmv5kJx/byDB94EfB8eOqPfBMmaDU0PPTwIeDV+xE3Pz0m -pGUd7LgUSECw/9f6A9JMCLK8JpCJIcAjLQ2vH2GAE1fkyfs4AqRKTlw5+JYB -uqVB8X+fI8DVyWUA/5cBQ9LWK12TCVBO9u8ab2TArrEhrYtZBESmlIW8LWeA -QbKqy8o7BEys3m/gdYIBi9bx8sP3CAgN92lKCmDAOx797Z1lXT7+umP0si8D -sn1qDv/8iICIhmKax24GLG3ceyqlgYCO+8FGHCMGvJ94ar2viYCqntmQCW0G -1OfpL65rJeB24deBMlUGhC7yU9s6CRCpp+QmiTJgtC+rRLyfAKv7F6XXjdDh -nwtzR/sHCXi9ro0j9oYOebb+G8pHCPg6e06P2kIHt9ubaneOE+A/Lw7mFXQw -OpAfozxFQNiPKpsci+ggprhoT6MTIKl3VfRFJh2enX3TReUQIE+xDoiPoEO+ -2fYsr2XfyaPEt8UG0CGCVuStTxBQs8qJ4rKHDu5XJTQFAgLsB38yvGJHB2P3 -kInmTwScvZ7LZhrTQUJ04Fb2HAG5VlaXgpXoMFlnSzkyT4DvQ9wsd5YGDZRy -c4tvBPzhXKTm3EeDq7qys0tLBIivxO28Y8k1ZpcYlfyEjX6fJHkFdjSx0f26 -Qlp+ubWs3+/PK1fZqpP5Lxvtp0z+krVRHxvt98+86A7qEBu9D+djyY6qD2z0 -vp2zqoMPJ9moHjecRYNymWxUrx1nxuaXcDaqp2dHpXLuRzaqd//VjF6F/9jo -PDQkE/f0iGDovFhy/E+rJTF0nvfPBul6SGPovMOuvYy7qYGhflBuNzBK1sdQ -v3xrdKw6boihfvI5OrXHbgOG+u2gSK6pgzWG+jE+d1VeDmCoX++w3p7a5Iih -fk6R3aPb9jOG+t2sPc44NRBDergres9gKgxDejESV4oMO4MhPVHDT8dWx2BI -bwUuNGw6HkN6rNDU8TPNx5BelaVG7cLKMKTnQa01P8fdw5Debbq7N8RXYsgP -DKIVnsQ8wJBflGUvDa4YwZCf7JeIzlvgYshvqHJpYZ3Lfv/dj8xuRh0sm8eQ -X+m8PvqD/DcM+dn76EfGZ5Yw5Hfq6XJVhoYc5If+9h4hwVYc5JehRz9yQn7i -ID+NlF64y3TiIL/9Yq+lpOfMQX7szooy993NQfliItNKfzzMQfnzq1fM3HmP -aZRPvxV2e/7SMI3yK/VExTnBRi7Kt7OWcntV0rko/xRLFLuEM1yUjwH3H6Us -uM2g/Mz7Is1WL51B+drRsm168vMMyt/jTrxzpk48lM9Djh7tRdk8lN9fHFJZ -MpNkvl/406Fq93oc5b+V4aBWVQSO+KCrO8MyZ7lO3/nhyGpc1WWO5Iv+8/t7 -N9oRiD+c38ds3xlPID5Z4xOjldlI8gurQFrLX4SP+CadnlToo8NH/FPYtD6W -YcdHfFRnNiUff4Dkp+j+uDsW0SRfBTK7dkdeIflLvLvFifeQ5LPtmN+Vj29I -frM0PJyowiX5rlbFMzxPUoD4by2nV7xAX4D4MEFns6+aLcmP06Jyl1T3k3zp -/un1gE0EyZ8f+AFP5y6SfPosdqLP9BbJr9liizEKDSTfKiu+tTMeIPn3UtYm -rUc8ko8TP8sWf5MQIn6WbxzWqdcWIr7+LdA0tdSS5O9OZe/Mox4kn3sXH36Z -dpzkd8XwWcVrcSTfqzsdbmDkkPz/dPX9QxkV5HxgLWVXcrSWnB96wzU8Xj0l -54tkcE+LbyDnj7/niwMHX5DzSU6H3QtqIzm/pCSZsoaX19/nm8vWFnKbmoTw -P3TVkIo= - "]]}}]}, {}, {}}, {{}, {}, {}, +1:eJxFl3k41Osbxm1FCpEUErJHJUmW8hxLka0Sicp2UrJlKyUVQiikHCmyhDZF +lqhjG5PlkG1sQ/ZZMWa+M8pPIX5z/ug9f8w113td35nv+z7v89z351b0vGzv +xcfDwzPN/fz7beU1RcBNOxoTNSlLq6sYCJjJBI5L64LZWa9GUe56X05GVrm0 +OcwdyY+WW8HAuoNY9kzaAdq1jk8YLmPgdH6h9qH0eSA4WSlc+YHB6J67ZknS +oaCjn1tKZ2OQu/lYXKJ0DNRkNG5smsQgSqhcLUE6DSaP5oW5f8bgtHNeCZtT +ABfeZ63QIzFYvxp11mJ7CQT+mNGVM8VA5QRr6vO9CkgeW7owxI9BWKcBZHz/ +BMUzIk9u1rNgS4X4GC9vPYzGbfWn3WJBJcmsvesgHrynFRd59FmA93km6zzb +CK1jeaOhHCbMqx4Se+ffAjHyMVrNxUzg+1m0UValDeJcDtdf82KC3qp75cni +dngpn2QjrsCE9hjdzuadXVC9nsdBcngW5B8wfr5mdYPPKQPD7SmzwFgYH+vX +7oGte0QPqlnMQsFMdZtoci80TOM49AUGiMq9xCiUPnAVFFhpe8WA+5c+XMhV +HoBsR+nolnMM+N8fRRTv20Tw3SFRzLueAaE6jRVSnwdhyKXpgUvNDIwXN94j +KH6F8bQR2TivGVjy6cvUCB8Gg+mDJimiM6BpIrhyoXoE/P+IbuusngaL54oX +S7eMge6qLn6/+zSEybntmDw7Dmc8Usu7haZBa9ZxPdF2AvZ3jl0yL52CTWJs +ocbFCYh8EhUhenwKBOozS5SyJsE0VSlh6zc6+OpWD62zJsEdD51dlffoUHTU +M7fufyTQq3mzfEqJDvMMmY20dDJghoN/7q+nwYeTFvxp5hQo8LnAY3+MBrct +Y3MqaBQg6n3adotMBcVRq8H8WCpoHt7udfwqFQwPxKRJ69CA3tnJTFqiwNnt +XT95e2mg07RwPimGAvNtSaTAKDpITq4mSq2QIUPANdReeQoSah3N6sLJsGns +w3O+xilYp4cv+PKNBGtuRjkYBE1DM+2IXYgzCXheu5aQJGbgbaFCwxvcJAQ/ +LUmSwM/AucVA91qxSajVjBcSD2CA4hvran6HCRC3CtaKFp0Fi7uimN/OcRjZ +1d17vWYWoiNO/tJxH4X32aBMcWWCZ4eK1scbw/At/JughwcTBkTj8fiQYdBz +eskY/ZMJ7wJ6cv/xHYZqMbFyojcT7Fl1Us1nhqE5cszkSzATujYvit41GoZh +z5tuZXFMqCwaV5ZZ/Apr1aqfRnL70jImZ9gi5CucK9ETl1thAp73Stmtk0NQ +6fJDtJuHBc02F+1Mjw6B6Nq/N9zhZwE7VUzpl/EQ4M4eEpoWYgFOKljl9M4h +2CFsvlqxiQXR3a5H8niGgHb+BNNGgwX6aqVv/YoGIUDGrzXCgQUDc73Zhj+J +0Ny0q2WPEwuW2GlpVUwiyAdhjSRnFhgynsark4jQ3RKMs3RjwXebs1RqGxF0 +rlyvkvRhwcbMhMK2TCIsdMUVvr3Ngh5pHpysEREiY/OiRt6wIKRY6sr7gAEQ +CRO08njHfX+kl5eZ5wA89faXoJWwwHqC8aPZcQDKrQ3ysQoWfPz8AnIODgBN +nNDIx53zmN2picnrBsA6m0dIo5cF9zvkDfRy+0Gqyi35yhILCmWUad11fZD/ +qunU4i/ueSQYuF8lfaD9VFP+Ng8GbjnR+yTy+uDozYWS+DUYVD28foAd3QcR +ZimETDEMbrgfCws93AekrjpJvBIGIZU/S7SbeuHdlFymqA0GsUKKDepFPRD/ +LNZ9zA6Dzcdotj/+6oHz9kyV4hMYvFym/0qK7IFtNTXvbZ0w4HFSO7LGsQcS +U8403/fk6uqmxWecRQJcMP9876wXBl/XRg3hyAQw/bnzhJY3BhMFCRss2gnw +03Nx+Is/V0cH5iYDsgjgrfeEI3wdg9W3GnUkfQKYM3iqvt7AoF52dERBngDy +ud4Rb25x968rZr8qQICBdfqCVjEYvMg0yEnu6obDowPbElIwwFNcWNFu3bAj +RtJS8AUGDnbJM+rtnbCiHyFCfIVB9zMNpeW7nTDEJPe8KMKgwzewyMK0Ex44 +lZ87UoqBZNjc8ZnSDvDbIKskVYHBq5zLa0QudoBlQ/QUtZL7+wyhNGOZDljd +aR8SW4PBg29rn5iHt8PX8U/6jvUYqBtnuLSptkNlmuKKMh6DLzF0wHV/gYAV +dnxjCwaPgoInlbZ9Aavy03ZpbRgYPorIkahtAxVv3KbzHRjExW2OD3RpgxFC +SjZ/Lwa1SjcyBBJa4WPcwp+9/RhkY+RiJ+lWSDNy08gf5O7HkPjIuuAfCGQ3 +s4KHMZg1eWO7V+MfsC7cXWE6hoHGYMfEvpctoOqSfl2C60uMOvwGG7kW4BNb +MSaRMXjSfy9xd2IzjH32EiijYZB6qTxy72wT/H2tozVqGgORDCFLJZMmSN+1 +P+XELAZpIS2nBeMaIYiU5aCIYfA4r6vqeeVnsHksIMPhcOtV6ZxV2I4HdRu/ +cdx3DNhVB398r20AAd6+ggcLGGgb57IKruFg4oORj/siBtRbLtrpxbVQ45O/ +R/sXBmUEj9Ka0Y/wWH79/L8+LVHiPHLmWBRa8wuyDjmEk9DzFy2ypCwIJPR/ +zu9Zux7Ok9D7Hh44cN9XnIz2c+3pQzpVnYz2a9z/h8pfh8joPGUbzX0sj5P/ +O69PRGO4B/m/evjoe0QEkVH91ig85q1NJqP6XjbctNssi4zq77bID3tek9F9 +Lc/fUohqIKP7bFdunObrIKP7PvA2YZ3yIBn1C0+lz8NoXgrqp8LM5b7nkhTU +b++65v3G5SioH5vf+qpOq1JQPwfVPCPZHqWgfi9bPjjyyJmC5iEg0Kk+2oOC +5mV886kdJy5R0DwFxz7368mnoHmTiHFrHaujoHm0MrfsY32hoHkVyr7015ke +Cppn28REVuUgBemDr9typcs6KtKPtq+D1q4KVKQv1cTJi+maVKQ/5KsmUop7 +qUifJn1vJuXqUZF+LQ1GeatHUZG+/d1vsnc4n4r0L1dbZPxVBRXp48f6VVOs +hor0kxq6M1e4gYr0lRM3PKbQREX6e1ldaJOAAA3p87R2+c0JRRrS73vPb5SE +atOQvjPu7Ip4fYCG9F+zwaHc2IiG/OFh9UB0tzEN+Uecar+nVDgN+UuYyrj6 +9XQa8p9zjkRhzwIa8qfutSJ7DhfRkH+de9QRV1ZMQ/4WpqYqJVdGQ/53wmj9 +qBudhvxxS8uLMCleOvLPrdpd2dUidOSvSXIpmrySdOS/+hfq6xW20JE/Jxkf +1DeWoSM+WGMnrOXVREf88EsUt0PRfQrxxR7h/n3f5qcQf1wODApfe2Ua8Uny +6FQM/ds04pfmO3y71/rPIL6xct0n8GlgBvFPvLNaS5gpA/HRJE7Y3yePgfiJ +x/+JeugKA/FVmQH+ma3rLOIv2RdDTlnls4jPyGJ3t4htYCJ+cxMW/rD5DBPx +3anxbS0hr5mI/zzNgjy3LDERH862xhb7mLMQP27IeKQrk8pCfEm2/jhnN8pC +/GlFdNAS2oEhPg2su9m6xQdD/CpyFb+gxp3T33y7d+PeeBOuDv3mX47ZhIn9 +Vjbi4936Ch4WB9iIny01resmnNiIr5sSAkduXmMj/jYTLsqRSmcjPrftx8tb +fWAjfsfvN/qSRWAjvr+turHwLsZG/F8izu93T4SD8oGqp4IWUZ2D8sPQmkuy +pYc5KF8stYx0MN04KH+MpUkanAnnoHzC9uU9b5vOQfllsa9JvKGEg/INgS9W +trKNg/LPkiVHsp/KQflIR09BK3WFg/KTmZGlT9PWOZSv1r+sT32tPYfyl912 +RZkWyzmUz8Tixw47eM6h/Dbo2rpzTcAcyneZ+k4igyFzKP8ZB1TJ4a7OoXyo +uF2sc9+1OZQfmzjHHzC569/5Unfkh6/V9Tn4nT9xzktmL7nr/wPNuXZv + + "]]}}]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ +{}, {}, {}, {}}, {{}, {}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwVVXs81HkUHaVoqxHJhiShUiorWdQ6G4rQSyRSHiGprKjVQ4VFKNRmS5FH -qJYiEbVe03iV9yCDYTAYjzG/Lz3WK+zsH/dzP/eP+7nnns+956i4/GblNo9G -o/mL4v9s7jbIYgzZGLI39U3PzRGIGyt4d8nrwNjBrYwuqrclxsbnyJvg856U -IKVZAota9uvH8tao0TzYbfCdwNZ1vOhPeVewbM3XXJwg6Nx60zhS/gK09ZKy -B0YJklYcCI2QD0ZhbNmy8h6CQMmc9eHyMejZm+znVEpw1C45a3QsFe6v4mcH -AggWzwU6mK7OgvfEsI6SEYH6IWqw9FYuorjT7m3zCfzq9BH79R0yh5c+vFZC -4cdcaa6YWAk6Q1ee41+nkMczrqnfyYTHkMoUTY8C0/Oxot1IGT5ykzsvjAnx -bd0vUi/PVSJYOVizIlOIeZMZyxTVqxBqv7vkkpsQunNOeYcza/BMOdJSeo0Q -NcE6dRUb61GwmGYtyxmB8h3B5N9UAzyP6Busjh6BYLyL+0mrESu30neuNx1B -6nBBFT2qCe+HGGMD4wLQlZ6Rvr5mnJAQn616LsDt02/ck9RakGAjH1R5XIB/ -f83o87jBxpm1MpliiwW4oF2WK1faijb78jv2hcPoyiy7xVJpR1dMh2Ko2zCm -PZvjNK5woD+0c1c0fRibdknMuhd04NyvQVV1BUMwfaJyKvtHLnTmdJjbnYbg -p+S4tsehC8ec7+Y0SA5Bc8RmMXtfN7bXcU+bZA9iudSoZNlUNwIeBvrTDw5C -vCQuSzW+B0Z3VcNXfhnAGZ2CtkUWPPzhrL0579YAMva6JBX/y4NuYfr3I6oD -+CZQWMa/3wti0Hpyewkfbw6bzo8x6UOqpzvN6gAfN8xCEnP5fWDrvlt1vbcf -Kp3mrSkh/di0e7Xbwd/7YfBzcIy8Nh8DdXXCyOk+OKyunxRr4kO7fNw1MrgP -36oied6BA5DtmYuQm+1FrPiJC1ZqgwgvsjEuvtKL5dw3T+aVDWKRLjO1+gsP -C64FWuufH0IFf89+XzseaH+fyOLJDONF2pr36Ywe+DzKipRhDuP4lLdTkVQP -ijaFSUp7CaCSblEw37ob0uY+mkH0EZjepJOzG7vQsbmh6XLhCIL8D89oO3Xi -VQLU+k4I4VKrrvn2KgdfrnyRcHYWooUexmT6cqBr+0zQeVKIl16NSR/OcFAg -JZXD9hDCiiqWqzjGQUUAd1e1jxD1K6boN3dwwHG55vg6VIi8jC41hal2LFxf -8ChAdJdmwYkcU992HM/SlVaaFYIpdvH19cNtyLOfoDfQKFRYntpvtLcN9IX/ -LPljPoXRu1KqM4ZtYDj8IjkkSYEh56N+dGMb1v5gMpe7nEJQw4k9ybQ28F0P -CS01KOitz35xNqMVXgpnP/pbU2j53JRgMMlGRfnmyq22FKZHY2LyhWwonydl -PDsKBoJHYRt4bDRU+jDMHCl8tXTo769iQ/vi5XxZTwrL4sLTquLYGK8PTXtx -g0KjPI2huIONgJDkwI50Cr6ZchdfebVgqZ+EufNL0fwANzdjlxY88jgnw8+i -YNEtmKiwaUGOhX4KyaXwtvQpEne2gC/NKpsn+vPgLXcjoha1wCKBJqnRROF2 -rbK+btInyOU7Rl2cppCmoMZvKG5GyvPyI1Mzon1kBIyZrGZoPdqkfING4JgY -tE0muRl7r41nhS0gyP/z8s+jQc3wN45mxUkRXHU64HdhdzN49cWyTFUC37zJ -LK3yJrwcVIqjWxKESKq835DRiLDHIU7c/QQrDvD3TfzVCFcroXrmIYJn3wdm -IgMasaqw8NU+WwKa7fo9C2waERF9rOK2i0hXl089Hptiwd2k9JaDG0H7wsA2 -Ri8LRpMbD2l6EHSnhi8xrWFh0mWKU31OpKMtn3u84lnw0H049sNlgrkXGsU8 -PRZMBLT89qsEJYqdHWuUWVBO8vBPvy7CryNlNSfOQssiPQnzYIKncfqJUfUN -2N3Zsio8moDZZ08FOTZgbbCsmcRTAuv9UcMbauowq+e/lP2coOGxhur3m3Vo -E/Y2Ps0gqD3jnWFqVIc7tjnH92QTyPp9PjicXYuzSxRV5XIJnif+tmDpqVqY -vQ8a7M8T9cdKxhgq1GJuo5VvSCHBnS8LH5pcqUF71zs9mxKCDYax9lXrapAX -ozKrxiSoDh4Ao6EaXrOjYWWVBPfO+/SorqqGec7R/TFVBAb3/BNliqqg7sFY -7lpLEBq6IszbvgodrOiE+U0ERapXY8XDP+Jt6PjJpk8ECaQ301b+I2J2OGqk -tIrwGLDvWaR+gPdoBeXDIRjZlb7vJ40PsEjbkmvEJdBore3e9qwS6+zvX5YR -+ZKgmLnEUqkS86RmDXm9BA8/3YrYElEBbqmb+Gs+wd3TOQE/jZTjn0u1HwOH -CJbGSpqp7irH/c3bow+NEMT4Vh6VCC3DeV68tQoheJBcn/8krxSWD8QVxsZE -fOXZxafVMLHB8mwX4yvBaP7Oia9F7yEu1px6Z5xAyzCJSr3EQPebHZ5OUwT9 -1+217mcWodAzZavWDMFrlnN2YedbPFBe/O1/n5bJsus4diAQ/wFg7wj/ +1:eJwVkns0lAkDxm3K/bajTMO3ZCdapShtuxU9LLakNoVT7rLksvV9aBR2Q0XW +dW19K0m5trZUbjOaiBHD1JiMGZcJYd73FTIVm3Csyuf74znP+Z3zO89fj2nQ +f46ErFBSUgpazv97f8iEpPmV555B7Uh5fJ0CKx0NI0cY27GCf6jkDlsBm8K8 +glqGEzIzhM4DNQq4PpPV3GB4oDosbuvOSgWOBs83XmYEAyWrr8+WKzBkleqY +xWChUfqhOuyaAkVrDl1KZyTDLk6d/80vCpxXq92QxvgvaHraxrEOChzzKq6c +/rsM+le0in2aJ6G5dN53r3ElrDM9H+U4T8Ls8NuJ1gw2tFPiaPPCVzjbuRN5 +7x/irKtq0THHV6CzPx/+7DMe3GmgW7RMoI50FIltW2CuqeVsbDOBlogbRl6v ++WjKSo4OKR3HrLmd7r1TAny3Y88tK8NxrFio0DMyE+JYz4lyzvkx7FgKrHO/ +L8LcBFuveOolRMnbO9s3isHK95WW+L6ESY5i4fbbLpC7BrrSuaNQzI8M91pL +4XJ19mSd4SjKJhuEOtndYPHohgvhFHS+KJ8aHe3BtTUxbuvqSGSGc04Ure9D +8FbLfgM1EnP2FaNhiTJETVsfyHUkwNrGZxu0PodvQQT/74tyjNznZ0hMB8Bl +s4IU7iNYjOi5bhE/iKixNwYJvw1hk4PqpxMNLxC4Od8gUzyIvSWmodX0YczR +fsBNQT/OfhHwJeE7AuM1JXRmvQyWrz01ZQfliD6TeC7jUi/0dafV+P/IUVj2 +ptW+XwppY3qqy0c5vM4xVdI7pbh80kxFvCSHIRG48VmrFDSht/LASgKb+PVv +7e8vc0rbxykdAqUJt78duiCF3mL+OyMmAZ8l5dnhjVJojTu/OO1KIMef+awq +RgLRH3LvhYMEVFilHiYREmQ6/dyf4EbAvJ634ZK/BJolVX1pngTSUmqibfdK +oOFnJCkMILBSY8uQy1oJ1Lqn2zpOE5hvV/Xq53ZhJe96JbNgef9xrNrvY2IM +2DrtG7lJwOm39jNGHWJU1r+W5xcTiFX+mpFdKYZ3nR2NVk6gfW6X0qZYMarv +jbCUagg079f4zlZNDP8C5q4hAYE+sY1GErMT3LgKfu4MAfrFFZYBTiJkz7v7 +HZkjoHch293fTIQfYz7Mai8QyKfd3rJbRQSdqIMbUj4RSOJxtmYKOhASNpV2 +Wp3EpNWFbxP2dYB21OaQmwmJ8CkHWytHIX7a3tCv7kpibYfmjij6EzR39d7l +HiShHbv4vHZGgDWnphND3UhcppJkzWIBeLfMzNs8ScSd9NTZkSqAPj0nOimQ +RGJ6qiByph0NC8Ga8zEkckPn88ya26CXmzh8K5YE7bT301/z2hCyLb/a42cS +3x/XFpZEtkH3J/HRmiQSHkk1Te9N2vDji51lpzJIPCA7z43E86HJ07EbLSKR +U0UPUV/XikAfC70rpSSeU1ePTr9rAWfekXL4k4SNut27iLYWBFjHpRVWkEje +NZSmE96C2mKq13v5949ux2rdv/MYPsncf0s6SBwv0/a5qt+MqnXdDkmdJKz6 +6tvuNvCwqvHNaivJsv9PRfXDH3ionP2yIbOPhCFLddEhsgnKoVmq+wgS+4PD +1hsUPkKFS1BR0xyJ0lD1h1G5XGy3NN2DBRIpS841HTQumnTkg7xFEloWvTLn +zAfo6vajP1aisHrSYlEYUwevun9xHJQpHKclfvR7yQGZN3ikZRWF7LWcHuPD +HLz388pu1aDgmcCW9Rqxcc5+raWTNoV2jt+YUnwtVJiyp3zdZb4oCWmU1oAx +4bGqfTWF+J7ydlZUNUqE+qXf0ymsooK3UpwqWN6T2gsYFA7Lj3EjqErsiXb7 +5YkxBauEZp7syl0IPHQNXUwpOO2WuA/y78Dtm84HT5kUCnePh9n2/IV+Rpbn +fnMKWUZjpwIe/omgD64zwq8oaLAPXPs6tAyKYY3fXTdRaLl89eb6J8VgPX66 +RbSZwr2KHJOLJ27gU+mvogPWFGZoouLw9D+QemlvxLNtFHrKuj19xhPhPjt9 +frMNhYIzf5HkZn/8D4/WEkI= "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ @@ -13268,44 +13873,50 @@ fOXZxafVMLHB8mwX4yvBaP7Oia9F7yEu1px6Z5xAyzCJSr3EQPebHZ5OUwT9 RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwVlHk41XkDxa0R2UVIXIMUojKWUc6IXiK9wyijhRiVriVKiWG8CmlByajJ -kmgzyi1bCyFz8TAJWSvu5W7W+/vea8aYKMb7x3nO83nOc/48hxZ8wueIlISE -RMSy/u8eR8a7Gyf2OjX6L7g8iJuBjItuFFvHBjZD/4R5LPPW2zfzK3Vc0Sz+ -7qrw7Aw8OwYqCnR8QVun8nbrMvuFzL3K1gmBU+Qz/cYzMxi2uuCSoRODPHs/ -pcFTMyha/d+0SzopGAxo2ygbOYNk+cr1F3VyoJLO2ukbPIMf/O8wROK72LOO -ptvqPgPFpeSDbusYUHzQcK3UegYm3tT475er4OLoTm9eM4PYtw64+dcLbLE1 -tLi2KIZ2lRpLUrIBC+5izT6+GDUclzed25rQLZWqV9MuRhO9QM9/mon53ma1 -1wwxZk23qzyOaIUoTDLEK1cMqU9lqnom7WDlaDociBfDdulwzfflb7DQOtQh -DBTjTYrN25aNnXgve1zv6U4xDK5OfSqlumAabGgxYCbG1Byb1Wf9Dgw16fDL -SmLcnaxtV87sQZKp6r0LRARl/QeEx+tF09eOf+R3i3DlePXRIuN+ePU1GXhU -i/D3t2W80KQBuCiU3dbKFSFmC7NK6/dBNF+MGko8KwK7nHm5m/YB7uae9SN+ -IizQe/M2xH+Elb1hkJudCObOcotHa4cgdhlx9lkjglsx7dhTbRY2q25Od54m -iNUPNBo9yIbSmaa59WUEFtN7FQe8RhBVn9imTSfQUBHJM+dH4DHgayFvRCDT -kMf4Kn8UXM/nM3uGKYTZ1L5f6cnBqpvXbXSvUSjbFVxU/zcH022p5XRXCrNT -uqqCXC6CXaKDtReEqP7eTTrHlYd97LWtp0qFSHJPvV0l4CFQQaF69QEhaMMe -gyWpfHBVLmirrBLiG7uUHJ0tAujdf++XXzmNg+s6P0n2CFDh0FTgFTCN2fYM -TlTyGCQifjWLWZzCTZmAGB/jcYw2KkTQ70xBg1VdLMUcR7r/+tbYHVOQTUz2 -dYiegEfAVpkX/ZOQKA1gcNQn0XJeatOKiEmcvMXIUG+aRObweMrYnxN4ZZ4u -rxY5hRNR0fErTk9AzeOkxTnlaVgp9G39c3YcQ5ZdPXF10/ii3GhEOzyOJ4Uw -5gUIIbtHweJI8xgOMWzV9BeFyHTaZu+kO4aa/f8od0lQsD/a0GCoPQblFS9X -nZemkKGfZS6pOYbGg9vlJ+QprLHuLKxVGoORgutSlQYF7db7sVqSYxCEeAt3 -b6Dg7ag4HDgmQKRueFuCL4XY9aZa+hUCtDRbtlr5UTh0vSOtolwAg2jC5PhT -6FqhZLWzTICu1pON7oHL+d4BheC7Amw5HfdMk77cN2GbxeUKMNeZdu9REoVU -075grXgB/pd6J3noNwrZtf3nupwEUIqV8wh6TMH8tW+lk6MAt0Ij1AUMClPn -LRNK7QSo9HQoIVUULhf/xIixFkCg1s2UaqAwYV2ZOEITwLNQQn5DD4UTZvIa -MjICaD0LzDy9QEGc9pFl2MxHycPmffNfKPBjNhYpvObD+pa5QZIEwfOGpR2k -jo9diXOMdFmCO9ZK7IdVfCS4ZHXnqRC87HPe/LGED05nvWbTVwQLg8mhZsl8 -PB7Xz1PeTcAJS8wosuUjvSD1MGsPAfeMsxZtMx8hPkKTcm+C2oHRY7nmfKyt -q3vi5UfQ/mHQM8CQj0tZB1quBBOEBX6u2b+Sj1DbX8UKcQRely5RNYM8uE5J -PPvwE4F84fFfDrzjwaAoNOG3nwk8XN17qT946F9pL+eRQqCeEtjGqudh53D/ -2otZBCdTi8PflfBglKLpLnefgL16n5H3cR4W7ROUBh4SREb5NZwL4uG9kPvu -/vIuKz5vG7ruz8NVv8pD/3lKEF1XwPHaxcPSRp9TqXUELY/CTCdMefjAfmG/ -t4HgcedsOFufh5oc2qJxE8G9vM+9xZo8RC6K0pmtBBI19OxzkjwMdWcVSvcQ -2D26uNJ4kIvnaXM/9vQRvDFmTkh1cJHjGLihZJDg8+zPhsmvufC8t6lqB4sg -cF4aVqVcmO7PjVMfJTjxjcYml3wupFQWnThcAlnDG5KvMrl4ebajLXmCQIlu -H5QQzUWu5ddZ3su/k0NPYMYHcRHNyfelEYJKVVe6+3dc7L4hoysWEzj1fWvy -y3YuzHaHsxv/Ijh7K3uMb8aFjGTv3atzBNl2dlfC1LgYqXakH54n8H9CWWbP -clBHL7Gy/kJwzC1fy62bgxsGirNLSwTSctR233gO/gUCXG8i +1:eJwVVXs41PkXHqVoqxHJNiQJlVJZyaLWu6EIpUQi5RKSyor62UqFRSjUNr9S +5BKqpUhErds0buU+yLhfBuMy5vuhy7qFnf3jPOc5f5znvOd9znlfZZffrNwW +0Gi0a6L4L5u5DXFYwzYG3C39M/PzBOJG8t7dDG0YObiV0kX1joSYuGyGMT7v +Sw5SnCMwr+G+fsywRrXGoR797wS2rhOFfzJcwbE1W3dpkqBz+02jSMZFaOkm +Zg2OESSusgyNYASjIKZ0RVkvQaBk9sZwBhO9+5P8nEoIjtklZY6Np8D9Vdzc +YADB0vlAB5O1mfCeHNFWNCRQO0wNldzKQVTXjHvrQgK/Wj3EfH2HjJHlD68V +U/gxR7pLTKwYnaGrz/OvU8jlGVXX7WbDY1h5mqZLge35WMFutBQfu5I6L44L +8W3DL1Ivz1cgWClYozxDiAVT6SsU1CoRar+3+Hc3IXTmnXKPZFTjmVKkhfQ6 +IaqDtWvLN9chfynNWrZ9FEp3BFN/UfXwPKqnvzZ6FIKJ7q5Pmg1YvZ2+e6PJ +KFJG8ivpUY14P8waH5wQgK74jPT3N+GkhPhc5XMBbp95456o2ox4G0ZQxQkB +/vk1vd/jBhdn18tkiC0V4KJWaY5cSQta7cvu2BeMoDuj9BZHuQ3dzA6FULcR +zHg2xapfaYfe8O490fQRbNkjMeee34HzvwZV1uYPw+SJ8umsH7ugPa/N3uk0 +DD9Fx/W9Dt047nw3u15yGBqjNku5B3qws7brjHHWEFZKjUmWTvcg4GGgP/3Q +EMSLYzNV4npheFclfPWXQZzVzm9dYs7DH85aW3NvDSJ9v0ti0T886BSkfT+q +Mogj38YCt+7ow9kDOyyjZvn4JpBfwb/fB6LfcmpnMR9vjpgsZBr3I8XTnWZl +yccN05CEHH4/uDrv1lzvG4Byp1lLcsgAtuxd63bofwPQ/zmYydDiY7C2Vhg5 +0w+HtXVTYo18aJVNuEYG9+NbZSTPO3AQsr3zEXJzfYgRP3nRSnUI4YU2RkVX ++rCy682TBaVDWKLDTqn6wsOia4HWeheGUc7fd9DXjgfaXyczeTIjeJG67n0a +qxc+jzIjZdgjODHt7VQo1YvCLWGS0l4CKKeZ5y+07oG0mY9GEH0UJjfp5Nzm +bnRsrW+8XDCKIP8js1pOnXgVD9X+k0K41KhpvL3aji9Xvkg4OwvRTA9js33b +oWP7TNB5SoiXXg2JH862I19KKpvrIYQVVSRXfrwd5QFde6p8hKhbNU2/uasd +7S7XHF+HCpGb3q0qP92GxRvzHwWI7tQ0OKHdxLcNJzJ1pBXnhGCLXXp9/Ugr +cu0n6fU0CuUWpw8a7m8FffHfy/5YSGHsrpTKrEErWA6/SA5LUmDJ+agd29yK +9T8Yz+espBBUf3JfEq0VfNfDQgt1Crobs16cS2+Bl/y5j/7WFJo/N8brT3FR +Xra1YrsthZkxJjNPyIXSBVLKs6OgL3gUtonHRX2FD8vUkcJXC4eBgUoutC5d +zpP1pLAiNjy1MpaLibrQ1Bc3KDQwaCyFXVwEhCQFdqRR8M2Qu/TKqxnL/STM +nF+K5ge4uRm5NOORx3kZfiYF8x7BZLlNM7LN9ZJJDoW3JU+RsLsZfGlO6QLR +3wdvuxsRtaQZ5vE0SfVGCrdrlPR0Ej9BLs8x6tIMhVR5VX59UROSn5cdnZ4V +7SMjYM1mNkHz0RalGzQCx4SgHTJJTdh/bSIzbBFB3p+Xfx4LaoK/UTQnVorg +qpOl38W9TeDVFcmyVQh8c6cyNcsa8XJIMZZuQRAiqfx+U3oDwh6HOHUdJFhl +yT8w+f8GuFoJ1TIOEzz7PjgbGdCANQUFrw7YEtBsN+5bZNOAiOjj5bddRDq7 +cvrx+DQH7sYltxzcCNoWB7ay+jgwnNp8WMODoCclfJlJNQdTLtPtVedFutr8 +udcrjgMPnYfjP1wmmH+hXsTT5cBYQMtru0pQrNDZsU6JA6VED/+06yL82lJW +8+IcNC/RlTALJngaq5cQVVePvZ3Na8KjCdj99lSQYz3WB8uaSjwlsD4YNbKp +uhZzuv7Luc8J6h+rq3y/WYtWYV/D03SCmrPe6SaGtbhjm31iXxaBrN/nQyNZ +NTi3TEFFLofgecJvi5afroHp+6ChgVxRf4wk00C+BvObrXxDCgjufFn80PhK +Ndq63+naFBNsMoixr9xQjVym8pwqm6AqeBCs+ip4zY2FlVYQ3Lvg06uypgpm +2ccOMisJ9O/5J8gUVkLNg7XStYYgNHRVmLd9JTo40fELGwkKVa7GiId/xNvQ +iVONnwjiSV+GLeMjmLsc1ZNbRHj0uffMUz7Ae6yc8mknGN2TduAn9Q8wT92W +Y9hFoN5S07PjWQU22N+/LCPyKUERe5mFYgUWSM0Z8PoIHn66FbEtohxdJW7i +r/kEd89kB/w0Woa/f6/5GDhMsDxG0lRlTxnub90ZfXiUgOlbcUwitBQXeHHW +yoTgQVJd3pPcElg8EJcfHxfxlWsXl1rNxiaLc92srwRjebsnvxa+h7hYU8qd +CQJNg0Qq5XcWet7s8nSaJhi4bq95P6MQBZ7J2zVnCV5znLMKOt/igdLSb//5 +tkymXcdxy0D8Cw2rESU= "]]}, "Charting`Private`Tag#2"], Annotation[{ Directive[ @@ -13313,42 +13924,122 @@ clBHL7Gy/kJwzC1fy62bgxsGirNLSwTSctR233gO/gUCXG8i RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwVkXtcDPgCxafXVXqMHrRDj1sUEbq7pJZx1taVXh6JWCpKe1trlbaV0ZCx -5aa37iBSUl0kGa1iW6NWenyy6WF62KTHlJnfNM38Zoa01ae63T/O53zOf+d7 -jl1YVECENoPBCJvT/90ngrT/Ltuz+T9uLkZrajTQ9Vgc3c9ah6TzzpLuag2+ -uJlz4xHLE5ca2M94c9n3VfcveaxA3JvMC+t8pkHQkfFn2awjSIRfCleowbu1 -//ZIZ8WiLZrl/7JKg4KFOy6ksBLhps/OD6/QgKf/aPlFFh9VC+8fTC/RYN/+ -WwKVuhiWnsHC4UsaGM7yDnrZCMCMHmNei9fAYZeSvEitQGBe8IuUCA3iWtyR -87EKjWaBGeH+GlhWmPZpadVgX5hzcoGrBo/FHs2tm2phXN1t89hag9qjeUv2 -j9Yh4ZNh3rSuBmOObGbZD41Iy1xjVa5QQ3uidMESh5cwY75mr+hQw3X20OPd -D5qRpT3DMRGq0Zy4rqVhZSt+O93f7lyshm2WfKJE2Ya3qsNV4xfVkI/393W6 -vIbfx+YO9xNqFI88fWmSIcKIllGaxV41TKzv0OHhDpyx+cf+RRvVSPuu8tuC -ZV1YImvTybFT49NXpcORCd2oMN8ezddTI/bzuopFL97A1SE4wVyuQv+DutR2 -ux6sJyGXP7xSYepoR67T6bfQaXnuqXiowqot82a+fdqLsPdN3jGXVfAqtPtX -uWUf4kTxt13iVIizDrUfPNiPytWDxtxvVHAe3WPY7T+A3Jrlp4fZKpgzVfp1 -kwNIHTqfG2Sjgm5NrmDpjUFIcgysQhkqfL/u6Z8GvmJ8FsSxyqimKPUOK6j+ -JIZXD2f911yKMfniBZIrQxD9vLdtJZuicreXDt9zGIcWKi22jSuRsC3pZoVk -GE0t6a6XKpSwe+fzpijpPTY4dFqVnVDiyw2JfNbnElw4t6XMe7kSB21aJ7RE -EkxsSZbMH1Bg7GW6OJonRZeHf/2NLAVydENiA5YRRHgqzjp7KmDeV1moXUfQ -8HzdyMCnUeid4QW6n5CBP2EgtSwYBaMkRCA2G8Hh++VJU76jiLkuSDerHQEz -n9mkGZXj2apkfdPjcpxyNQowT5XD1CfG+bzJKJK/KzmrXilH7+o2EUc4in25 -Ldt3CEfwMB/LhkMU2L2LM/6z/wiCBa6m1jMKrJpfO/RLtwznkm7xeu8p4SeJ -XbvfWwbjuHk+h8uUmNhsZfp3LxmuR/5gJhEoEWMwdee9pwyPfN2L6Nwux8M/ -yI59JYPEtL1Ou0aJ0M3+x77fIINvPkPfSaSEZapRmYODDIuehGb8NKVET1z5 -ipOzBEV36/dOTith0xy+1HiawOX6KtsEBsXqW7EHCicJvM+MC5L1KHhGKVGN -YwRcj8z2XCbFXt04/pScQNxabVG7lKIwa7bzb28Iyoh1rokfhX2cyRPOA4Lk -vKRDfdsp3FtanLilBEcCFA4PdlF0Wn22Nf4ugZVQ+NA/iMJMv5cdVUiQknmg -IS2MomSxTYjzFYJI12vq+RyKnG1iMsIl8JQznvTEz/WJ/um0gENgWxDJvXeW -wlHHNCbqJEGXgds8n0SKO1p37QejCP75rsvqYuYcT338iuQwAvtEi23zblMk -Ge60rdtKMOPGNe6+S3Fb8vrHNR4EfyqGXt8upeBmL+BfAkFW0KPgreUUBxjZ -zlvcCGZXBvyYJKQICh/cyXYi6OmvcttTQzFd7VEW4UDwmG83s6x2jqfe3jHR -juD4jCq5rpEi6tqL+Fssgt72zHwdEcX9U5G2/gYEv14YDxd1UkiMVB8X6hHw -N4Y6Fb2hYOkl7GxlEPj+d03F130UoqvpbSZ/SeH4zRWO2SDF9oZSs+wPUmgz -ZzaLhyg2nXw3OauU4rdTr5p4MoqbXlqR2e+luLJ6feauUYrGMYvOhwNSnBDf -CLSjFLIP+ZvK3krhd1V3sVpNcY4f18DrkmKF37H+3z/O/Wmc5ubYLoWuVkdx -1jhFkfkXNhl/SDFQufHooUmKpmPPdxTXSyE8WrTWZZrivN5lbKqR4qqt4djs -LAVhJ8QmPpHif0H8IxY= - "]]}, "Charting`Private`Tag#3"]}}, {}}, "GCFlag" -> True|>, +1:eJwVVGk41XkDtUZkFyFxDVKIylhGOaOrl0jvMMpoIUala4lSYhivQlqkZNRk +SbQZ5ZathZC5eJiErBUud7Xd/+9eM8aUYrwfznOe85znfDgfzqGFHPM9JCMl +JRW5hP+z56Hx7saJ3S6NAfP0+/EzkKPrR7P17GA39E+455LefOtGfqWeG5ol +310RnZ6BV8dARYGeH2hr1N5sXtL+oXMvs/VC4RL11LDx1AyGbc7RM/Vikefo +rzJ4YgZFK/+bfkEvFYOBbevlo2aQoli59rxeDtQyRrb7hczgh4DbTLHkDnat +oem3esxAeTFlv/saJpTvN1wttZ2BmQ81/vvFKtCdPRjNq2YQ98YJN/56jk32 +xlZXFyTQrdIYkZZuwLyHRLuPL0ENh/66c0sTumXSDGraJWhiFBgETLPwqbdZ +4xVTglnzrWqPIlshDpcO9c6VQOZjmbqBWTtGcrSd9iVIYL94sOb78teYbx3q +EAVJ8DrV7k3L+k68kz9q8GS7BEZXpj6WUl0wDzG2GrCQYGqOPdJn+xZMDdmI +iyoS3JmsbVe93INkc/W754gYqob3CY/Xi6avnf/I7xbj0tHqw0Wm/fDuazLy +rBbj72/LeGHJA6Arld3SyRUjdhOrSuf3QTSfjx5KOi0Gu5x1sZv2Hh6WXvWj +/mLMM3rz1iV8wAZH42B3BzEsXRUWDtcOQUIfdfVdJYZ7Me3IE90RbFTfmOE6 +TRBnGGQytp8NlVNNc2vLCKymdysPeI8iuj6pTZdBoKUmVmR9GoXngJ+VogmB +XEMe86v8MXC9ns3sGqYQblf7brkXBytuXLPTv0qhbEdIUf3fHEy3pZUz3CjM +TumrC3K5CKHHhOjOi1D9vbtsjhsPe9irW0+UipDskXarSsBDkJJS9cp9ItCG +PQdL0vjgqp3TVVshwjcOqTl6mwQwuPfOP79yGvvXdH6U7hGgwqmpwDtwGrPt +mZzoFCGkIn+1iF2Ywg25wFhf03GMNSpFMm5PQWukuliGNY6MgLWtcdumIJ+U +4ucUMwHPwM1yz/snIVUayORoTqLlrMyGZZGTOH6TmanZNInLw+Opwj8n8NIy +Q1EjagrHomMSlp2cgIbncaszqtOwUerb/OfsOIasu3ri66bxRbXRhHZwHI8L +YcoLFEF+l5LVoWYhDjDtNQwXRMh02eLooi9Ezd5/VLukKDgebmgw1hVCddmL +FWdlKWQaZllKawvRuH+r4oQihVW2nYW1KkKYKLktVmlR0G29F6cjLYQg1Ee0 +cx0FH2fl4SChAFH6EW2JfhTi1prrGFYI0NJs3WrjT+HAtY70inIBjGIIixNA +oWuZis32MgG6Wo83egQt+bsHlELuCLDpZPxTbcZS3oxtEZ8rwFxn+t2HyRTS +zftCdBIE+F/a7ZSh3yhk1/af6XIRQCVOwTP4EQXLV36VLs4C3AyL1BQwKUyd +tU4sdRCg0suphFRRuFj8EzPWVgCBRjdLpoHChG1l0ihNAK9CKcV1PRSOWShq +yckJoPM06PLJeQqS9A8jxs18lDxo3vPpCwV+7PoipVd82N60NEqWInjWsLiN +1PGxI2mOmSFPUGSrwn5QxUciPas7T43gRZ/rxg8lfHA667WbviKYH0wJs0jh +49G4YZ7qToKx8KTMIns+MgrSDo7sIuCectWhbeQj1FdkVu5DUDswdiTXko/V +dXWPvf0J2t8PegUa83Eha1/LpRCC8KDPNXuX8xFm/6tEKZ7A+8IFqmaQB7cp +qafvfyJQLDz6y763PBgVhSX+9jOBp5tHL/UHD/3LHRU8Uwk0U4PaRup52D7c +v/p8FsHxtOKItyU8mKRqeyjcI2Cv3GPic5SHBcdElYEHBFHR/g1ngnl4J+K+ +vbe0y4rPW4auBfBwxb/ywH+eEMTUFXC8d/CwuN73RFodQcvDcPMJcx7es587 +7m4geNQ5G8E25KEmh7Zg2kRwN+9zb7E2D1EL4gxWK4FUDSP7jDQPQ91ZhbI9 +BA4Pzy83HeTiWfrcjz19BK9NWRMyHVzkOAetKxkk+Dz7s3HKKy687m6o2jZC +EPRJFjalXJjvzY3XHCM49o3WBno+FzJqCy4cLoG88XXpl5e5eHG6oy1lgkCF +4RicGMNFrvXXWT5Lv5PDSGQlBHMRw8n3o5GlfupuDI/vuNh5XU5fIiFw6fvW +7JetXFjsjGA3/kVw+ma2kG/BhZx0750rcwTZDg6XwjW4GK12Zhz8RBDwmLLO +nuWgjlFiY/uF4Ih7vo57NwfXjZRnFxcJZBWorX4JHPwL991vHg== + "]]}, "Charting`Private`Tag#3"], + Annotation[{ + Directive[ + Opacity[1.], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[2]], + Line[CompressedData[" +1:eJwV0Xk0FHgAB3DHKLKRavUm144juhwpifhaR0SXoyebZEWORI4WHU/TM1KU +nqwOZ3RspkxleLWmtNgOixSFYmRY6TfHb2Y2PLzN2j++7/s+7/vnlxWRGBCl +pqKisn0u/7dv1NibZ192uzaGzHjczlCC4bH8yCBzPSrsRPG+c7Yvv1JSy/RE +XsLEJWm6En7tPQ9LmUH49c6tfvs5B0dOPilgRoJlarbn2S9KDNic8TjPTIWh +Wupkb4oSFd/vzD7HzAJPn/9eM0EJtmat5VlmIfwir+odiFBiT8h1nlxxAy5H +WuM1tyqhPcsO9TbmgbwMUt1sp4SFv2ysOZeP0CaXRy+ZSqR1bMKVr49RcClD +z0FFiWV8PaGqaiMCuUv2bRxToF7k0fZ6cxNcf7YW6nUo0BRXahAiaYG91ndD +bnwFxle46N47/AJnTuz9qlWigNoUd5GBRSs2lgtcK9kKOMyG1wfWtIExWJ7b +E6NAW9b6juerXsNxmuEavUsBk4viqTuyTngejxxo2KCAeHJQ+M72LZp1qj/W +GipwgzS06lzowqSQbRejqoCO0W06MtKNiOuM+KRROfJi6w5WmL9HX55bj3m7 +HBNu3JGYzB4MK49O5jyQI3VdC1+/uRfZsbKca5flGKxpyX3D+oCHFd1ugcfl +mInrLl557CO4j256hO+XY/WP878dbOiHILhN19RLDu9KVvSDZUJ4XeNMn7SS +I81ov+lQ6CDm3U1eUbBQjjWS3do92z/hc180U32UYomuXLNl+hNaTXw0ZrgU +jMZinlnJEGwsE7uSj1IcWt/Qp+UngkZKyHzpJgru1oiKpxMisNKfOurMyjAu +Xr5otGgY9acThY0vZKgL9FYv9ByBVVp2eVCuDJk+nHL+6Ai4iq3Z7AAZWAO+ +vVWcv1Fq/qEtcrkMThuzCpnrRkGrzu5dMCBFqPHrKdWuUezwsc4IqZJivPW8 +6Aj7M2xP/4GdkVJcYYSlBpiPQTL0U/OElRRLhHWVai1j6M15TvxlEmicZAdt +SvqC4wKZZG2NBCp3wniixQTuh1LzOpIkSL7GO7+4icA1c8Kg00aCJ6tzNPUS +xEg7yPp8WCaGnm/ymtM6Elwat2wauS9G/9rOrgzBnC87F+cfFuN+GcxHwqT4 +kD+TZWgtxj6eg57RNyleneTdDaYEpzjX2f3VMnR4LWwoqia4N2ZUrLONwnCN +XnR7LEFOKSdcuINCouFUVx1DEBkgtajxp5BxRBNnogkMBYL724MpdBl3g9yj +CM7l732eF0ExUfdPRn04QYzDVcWCDIoiPoktCSYwzVrqM//W3P7Xgu4wL4Jv +jicW9vxG0RGhmu/kSdAnHX57a+7XnF0eLvoeBBeDa/dteUAhulCZ0u5GMLsq +IIUjoHisX+HtvJmg/01+mXoXRbGxae5Se4JH2ZMHut5RmCTOO0btCAqd96+s +6qU4GmUQ2mpL4HfTmu8upDh1rnMq05rg9/T2V+wvFFYFjsVkJUHR2g35/hKK +FzTZ7E8rgiRRSRCLUuSldZaVWxJYbYsffPaV4qabLCHIgoCh2n3j4iRFmTG3 +2dqc4FOdc1z4NIV6eJa2lhmBIK7KxvZfCqeA9C3DLILLJtrjs7MUW9w5qU9+ +IPgP3/V2bg== + "]]}, "Charting`Private`Tag#4"], + Annotation[{ + Directive[ + Opacity[1.], + RGBColor[0.528488, 0.470624, 0.701351], + AbsoluteThickness[2]], + Line[CompressedData[" +1:eJwVkns41PkCxsdElNOIWholuZYobXV02Xbf3QihreTW1aWStdXZWh3VJunQ +Ifc9DkLWpS2arZH7lrCMLda1ESVhxmR+Yy7fmSmDPM2cOX+8z/u8z+e/932t +wv7he5JOo9HCtPq/e52k+ppF/l8VS9r4rAEldF3NfxhlbkYja6rcV5s3/ZJb +UMV0g7xx59nZl0p4dw1W3mb6wYS1SeauzYEnpp/+zDyBTGbEXzyuEm+d/+2a +yoxCzvLBj6Z9ShR9tvfGTWY81q4vd4z9S4k4g6rVScwsrAvraHVvViLoYDFb +rriDqGETbvs9JQw1cUc8VrJBTgZm1mcoYbdfRrUmV6NKUbJDdEmJ6O5tyP3w +O649n/9PRYgSZtXGIzo6TSjZ967o9G4lavmunT07WhDwNGH9I2clWiJvLz8o +4aBQHJHqZKrElP2XRg/OPMNAjl6dtVoB+ixr8XK7DrSba7q7xhVw0YTUHnjY +iTtFdm9UHQp0xm/u/nNtD+7R/P92tFIBywzxbLmsF/76vzWG5iggnh4debnh +BczsKxMlMQrcmXzSwUjj4l/Mzy/SwxRgWNwjAkE/7DJGXXa5K5DyXU14ke0A +ZjxXcEydFFB9zRJExA5i9L9RxQFGCkRt5FSbtr4Cx0G+ac0HOUYfcpL7rIZw +WtPrtXdAjrnI/nyHy29w4bpFWXa9HI7f6KvDnwyjotUm7WKBHB4lVqcemY3g +XG6qNClGjmiLYGvekVE8MW7p3BIih5PE33BwzxgeXhbwFrjKscRIbsD5OIbY +1vOqEWs5dJvy2TYFPKw6+/LzIF05vt/85PUCbz6UrLHrQW0ErN1hRY0qPvr9 +q8/MxBFMic0XT2SPo/BWWpr0G4KaAx7zstwE6Knvmrd0ToZYz4RfqicEmGfv +OZZYJ4PVW69XpQnv0Jv4vl34owzbt8RnMTdOINTg/oWeNTIcWdkzq8OdwF0m +84EOT4qpjlT+D3FCXBtw5CzLlCJX91iUry2FU6qZ1iA3KZaM1JTQORRCdngs +fqeSQC8mzm/bORFS3uRctS6SgFZ+jM03mYS+nuAPVx8JzuexU01aJvE+huXw +TCrGU8dEA+OzYsxlrSruTBHD2Ou803WGBOGDc7yJdWIMr+vlXmqQ4FH7uK7T +H5OoKISt4JgUhslxum/9JnGU7WJsoZZiFSPuP5F8Ea4lFMcN35fB3sLZZv9B +ERZF63uFPpBhNmqvxjlQhLyIMyYTbBn63SzrF/mLUOW9rZRUy+AeM1PTtk+E +CeM+Dr1JhsCtafmrPUXwLqQZOHBlKM6rqKxwEcG0LjjtgrbXZnMUtJiIUFrW +FvDxkwx+w7nfRy8WYUOeo2UsjSB3/r2KtQwRdsdMsxP1CMIDs2+mLBDhimt6 +X74RwVx0iWYHTQR+T+PSFhsC2nNGuY+UwgPKIp/hQ+CmbvJQt1FIvJ0QMvIt +wZ7QlWOOrRRO+ErtHu4n8P/M++eAZgorGhoq9gQS1MckGZU+pnAz/fCfKWEE +BYe3CEzZFCJcbikWXiIQrq7jHc6h4Cam1Q39RMDPpr86kEXBsijiyv2rBHVB +t7gemRQGFmzV94rX8qFDl22SKex6O7AiKZ2ggXuk9O5VCtbxSz3172p/x3px +tfkEBfXWK4sGywhm9n2bGxlK4bV0/MVdFsGpTEkM4xiFjMCqo+6PtHzIr31n +IAXNWt8fExoImIeWrQ/YTWFo9Pet/k0EQ8fPJD3bRaE2y0pt20Ig2fLryQ07 +KZxVyxM5zwj0xMHTE9spDPelF87jEnR1L9z32pFC/Y3p49yXBOob58pmVlPI ++iLYofQVgfQg4/FC7U+9f11fvXOE4MLIMKGvoGB/KPuSCY8gPS09f8KMAt1I +/RV/nKC2lDlTt4TC44td7XEi7R76z1uWG1LIXvf39P0SgkzrPFXZfArn+AV+ +VoRg70XV3DI6BZ8cXXOFgsCs6nJX+Cch1vicHm3+QNDWmxKUPCOErk7/nYxp +guCvm9/99F6IsZovIkM+EjgdOvWlvUyIhshS5w2fCCq316qOU0LkWBpOaTQE +G7tTba/xhPgfZ3s4+g== + "]]}, "Charting`Private`Tag#5"]}}, {}}, "GCFlag" -> True|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>], @@ -13357,91 +14048,137 @@ LAVhJ8QmPpHif0H8IxY= Selectable->False]}, Annotation[{ GraphicsComplex[CompressedData[" -1:eJxF1nk01dv7B/AjlGTIkDKTSKXSJCqeK4pMTUpUROkKRVIiDYSkKFIpEqVR -yJDqmmW4ZJ4OmZ3Zcc7nnKOuovj5rvXz2P/stf/Yez1r7f1+XlvTzWef+xwS -iWQrRCL9b7ZyZzaXsg6YkFdRJ6amCAgRy11+UzEeBnelBhz7QsAhx9QsHj8N -Tr5PmmRcI2DBVMgRC7Us8P05vFF1OwHae7nML7fyIKZv4mSXMAEBDUaQ8P0z -ZA5LPrpcwoXFeTJ9QkIl0Bux5DT9Chfyh8zqGreVgwdLc5xkyIVyzyfKjiMV -UNOX2uvP58APHWPpjNPVEKYepleVyYE5v9IXKmvXQoTTjpKL7hwwmDqWvz+z -Dl6pR9vIaHCgLmxjQ9XKRihYQLKX7x4B9bvsX2+4TeB50GiL2p0RYI/197Xr -t8CStVLblluMQNpwQa1UTCuUsUr5jDE2SKm+IqjUNnCeJzJZ+5oNt099OJmy -rAOSDyiGVh9lw39/pVM9rpLBa6lsptACNvivr8hT+NIJXU6Vd50Kh6E/s+JW -s+Y36I/vUY5wH4YJz7bEFUHdYMTaZnpHahhWmc6bPFnQA6f/Cq1tKGCBxTPN -v7MX98HGqY3lm46xIEDVZengkX447Bqb2yTGAr2RAwvItgOwqaHvlHk2E+Sk -eWIV4wNw7VFIsNQeJoiUJGZpJQ3C9litm0tGGeC1saBrvvUQXHddvzr/FgPS -d7mlFP83BAaFb38f1GLAD7bSQvoDChBbOo9vKqHDh/0WwvHmVEjzPEnat5sO -Vy3Dn+bRqUA2+KxyhUIDzV6rzufhNFi1Q819zwUabNkcFq+4ng6MhgZO9AQV -jqg1/hJqpcP6yrET0WFU+FEbPeQbwgD5wakohUkKJIg4++9bxoSbRQfMioMo -INf34dmcCibMNyhP+zo6BKKXQ+yNzrKgir7T7pzjEJDeOGcNyQ7DuxcaZW9L -B8HvcVa0bPkwHB33PVYkPQhFqyLFZM6wQfOtdYGw/QDIWPnphUqNgMUNKcJ7 -ZT/0rG5qDSwcgdDg/X/WH+uF98mwjOrMAbd6bb1Pl7rhaJaBjOokB8qFzudc -2d8F18JTQ3recuFcpsL592c6IIOpmihlQ0C4mGaZbnoLPFRf8ON/OZDNcuw5 -vDsEUhbtjohSDIPChIqFlYMEzF1e8Pja9Lu0DHvabXHuG5xR8q4JtudCh6A1 -ecsvMih8dIk5P8GFF0rL6E3FbbA0TN5y3ksC7O1ihnXrGqB37Q2zaEV/WG+Y -ks3gEdDtdtklJ4ID+en9y5TGvwH9xF6OzQouGC7Pfued3gnWySSxFa1cuF2v -bmSQ0g4eBo/44oEETL1bUTxk2AxjjREv3l3lQosiqVR5KxmGGovly7UIOJf/ -K0u/shV6mu8kC7cSUKR1KUHkZg04nBgrilM8Ac0OVhrnfxJQda3P9KsfBxoX -jUvd2NoNS8XNp/LkuBDa5LwzldQFdJnmijnTOQ5bExsVM78Dou4crrrtRoCI -3PgT/ngzrD8f+FHekwsLE2++qE0kQ7DZneZEaQIuHdsd4L+jDaZW7jsXXkjA -3dG5j8yD6mBHb4fKzTsElFOduKEuTfDPxfqaEBYBkglillqmlWBdT855omgP -dXp7Brb8JqBAWjqX7MGBfdxiharD3VB6xFiMJcaFUgU/7UMruyDX2ug5kceF -T19ewtNtHaBSWPje1oEAksPynaIHWqCp2q/U0oUL322O0Gi1ZNh1eSwrUpSA -j3GBm3mhbXDXIffozmwC5AMEe4az66FjvuE8qzACXiYaPY1pbALrF2vytvcR -sKKzfmDDq2r45Tbe/fU0Ab0dgsEzSc1wZpIXWVFNwL2zfoNaKl9B18a7v/Q7 -AbyP235+LyqDDU8TknIVzUGw83mo6iQBBg6v2L3HOZBxpiXlX69ukJr7j8R1 -YS7wYqW1/ph0wWOP07L0LC5YD7B/Vh3ogBP7ONqZewl49ZvxJ/paC6ifJSqG -HLmwhf04UneIDPqPV6lfJRHg8jR0g2xqG3RxKC0v0wmo9/JNt9jeAOopHsFv -r0zfx0bpfVMizRC/1WXF804CmraQ71mn/Qvbf63cq+dBwEDaTQmLumbIj9ec -XFZOwNcwBpQ2fYWzQ0n2mgQBD1MbPz7L/wKWZaFMWv70/gSxeBOlepgjPWky -RCHgUfutqDVRVaDtUSp3op6AiIhFkb5OtTDwYavnsXECaFec9B9kFoGImZJv -v+JGMDviXiE1nbPRoNF5rq4c6JCKLC8/1w35Tj+lmkhcqLL52277ri6QDJhn -5ZoxnYdr7u5mbh0Q+ST8WJ8dAYt2021/3m+BqsrV1WsduDDBi4//yCHD89eV -B8f/TOdRll36J6sNJg2DJcmvp+t9skLr940GMGeTPn67RECJcm+PhnozfIoY -O97aTkAyQcl0UKyBk+Zfbh1xJ+Db3JCuUkozfOv/bHighABdkwSnWp06eLB6 -0529IwTEn6s+NC+iArwllLUU8gh4/dRHVPLvetBxehAoO90n2MXlEjaq1WCV -e8guvpaALfeCn8oW1YKIUFva3TEC9E1SuGkXS8GXV8X16yZgxPSt7boV/4LN -QxElPn/6vHzHpBd15dD3xV0kh05A7Knca+tGKqHQ8/la/T8E5DS7Zhf2foIZ -v0sdJ8xeBQrQb+nIvh32bgL0205NU6naUoB+L3hVEvtGX4B+m2219KxcIkC/ -1xto6MVO8tHvCUu+fDuNj343zwlXzq/lo9/jbZUyZVl89JvnJXTC9gEf/e6L -lzc6HMRHvyeqe+o5Lnz0u0v0lHL2Dj76reOmoUfW5aPfWTLC3rck+ej3VZ2F -L24QPPS7fNPWr0nNPPTbtr1c3eoDD/02E09/qvCAh35X3vTtuXyRh35brrIu -HnDgod9rDTVcLTbz0G++2YDpviU89HvdwnWRptPvYMZvyQvlY8unczfjt2/x -5ZrFngT6bUW21xNbSqDfFOtPArteLvotkXBvo1IsF/0eqQnP9DTnot9uZmfd -Fk9w0O+D/SrV595w0G8XcfEPiw5z0G+K9I3F0hIc9Fv5ZZdDUu4I+p1jVP7E -1nkE/SadfqTrP8lGvwdLxU97prLR70jH5dUB29not5XzBpHPHcPod9X1OWvm -nh5Gv2N6mWGMURb67eN7NmjueRb6vVa8fcPoDyb6/UeqdKnmMSb6LWonrude -yUC/Y0y2GZooMdDvuIKO0CYTOvo95HU5OsWAhn4Lz+Ma2wcNod+dzjUrRc8I -0OuA5ToKqjl09Jof0d2nUUlDr/sXHVy69xQVvU40dJDsPCdAn/duXdDrwqCj -zz66YnIiInT02TYqipvfSUWfw3Xa3RSC6OjzRGeIh24IDX3e/O7m/GWdFPTZ -5MxH1dILAvR4cfXLAAUhBnrM0s+9PKBJR4+9XH7nO82noccB2v26gQ/o6PE/ -7abrup/T0OOqd146LB0qeuwX/sy75Tl11mNPQ9fgsxT0WFNNumHDRQH6u0S/ -MblAkoH+3np2Kctfn47+1n7rtHbWoKG/Rw+Qxd3S6Ohvqr5k/+s8Gvp7tvDJ -kO0uKvorG+ZS01dMRX9dxoVh7RsKekvK94wLFaKitxcfxzFouhT0tpK/5y5n -ut4ZX6NV76wSkmegr+zrq4PfbKajrwXkwb8frKKhr01zJdfuSKejr59KprYT -hTT0Nef3tp57jlT01crcso37lYq+/v5xRSOkjIKevkj83fZMnoqe5i4097Tc -Q0E/RTUeChXFUNBLx/fc1XE/htDLjT0/vaym+/uMj4YnS0o0FjPQx1Vl9rkm -W+noI+WCqYLmOhr6ePRefUROJh19pPmvTBEvo6GPZ3wdSkJdqeijWPKp+4db -qOhj3bIK1px6CnqY0fjDu1+VOuuhZ3BFkCsF/fPZIrfGLImC3sVt3nzbS4aC -vpm0/6V935iCnv1tkaRg0TyEnt0z1JdYUzLr2edF745Ev5n1bLH50UJq7Kxn -0r4/pB9dmvXM/snRL1Hus55Vy9rHHLcVoGeH3PQiUwwE6JlkMVktX1WAnl39 -b8GTPyIC9Oz2nTUq2ZxZz2SlW4x122Y9uztnMlCqcNazf4L6m/XSZj3r5rl+ -Hrs565nN97o2o7Ozng0LSdyWP8hHzy6rrXNU2MpHz5RZTcIJmnz0LE/Ozjde -lI+eGWgfvSrHnvVsE9P5/mj9rGfCDWXmnPeznrnRanb53Z/1LKD10kv9AB56 -9mH1oGSwEw89SyxZHkQ15qFntyihiQ5qPPSMnjBfxYXEQ8+WOASqxBQT6JnF -t8BN24MJ9Kz1+sGmlcYEenZsEVfecoyLntU0RBvETveVGc82a7erZJzlomcR -10wzdi3nome/TCPp4gMc9KzDzLYy6S4HPXM351zRM+egZ1VlG4cH/htBz+J/ -zWcsThlBz1zfZYdPWI+gZ9LJ0jWCETZ6dtFAYp/cLTZ6FnnqzRX+SjZ6diix -wW534TB6tn9v4Nh122H0bJV4OSWHzELPbOj+ax13sdCzpQFSHwMzmegZ0/iq -f9hHBnpmKGacfDxPgH59C8jWvTDFRL/CF+xRr9jJRL+afBVtaz8L0KvFtyQy -tLVZ6FWC5RBzOJiJPj27O9U+t5OJPr276KFuO5+JPoWBTVRwoQA9cjGx9fba -zEKP3iipOes9YKI/B0UC4ifYTPTH4fjgHuMVTPRndeUl3Ug3Jvrz1ELII47G -QH/ejj9xay8SoDdnjo+yvP9ioTeyYj3GPs+Y6EuIRJRP9fT/YsaXw6Q4PVND -JvrySuj10kEfJvrS+jC6SeonA33xefTlUqoiE315JnnbUKeZgb7EVhkXhRQL -0BO/+ROvaOYs9KRdZcnOS6+Z6MfqVP/Dz8aZ6Edw3ML4WGCiHzrCMn4+F5jo -h6Lo1T2NJCb6IVu5VCdMk4l+sEaTt2V0M9CPbRd6x6e4DPSjxrtsd9r0/2nG -j/BQPTp5ut4ZL36ZqMhoWLDQC6OGhhXB6Uz0Qa3uuJbkHyb68JLecm6NGRN9 -CPE9H5QVyEQf6BK874tEmejDn2KzDHdtJvpQ/UO+/f0AA32wq0qXjRtloA/P -5TaoxXxloA/X4gOqQjoY6EOo6H3YVsJAH0j/P2byMbP+P1dtoGQ= +1:eJxd2Xk0VH/cwHFlV5YkQmUrKbKkJMknW0SLioSyRSSV9WcphRBZSvVTSdna +VbIr+55939eZYWbMmLmWLKV4/M55fO9zHn+Mc8+ce893ztzv+/WZGSn7G2cc +17KwsHCuPPz338iR2lo6bqbVz+s24p9LhyCurJ0Rok9AUIB3m682Hc5bJKdP +Tr2GjY/XJ1uV0mDdctAFg23poBxlVvhQnwY7TjOpFZHZwBvqJzhfNw4+TQfh +2c9v4GPMmXRedxxEsjcMrVlTAmcFQWRXORVyiboNzZrlILtuvf42VSqUu7wU +t5iohOLoEA/HVArMyh7m/3ytBnTUtN4oiVFg7a80AfEddXC+4/K7nCAyqC3b +5p790gBz1GyBZGwMGkL2NVXvbgav+AttKRfGQOIh/dcHZgsQNfpa7uePAn1+ +eKhTuQ2OPZ11zRUbhde0gjq+mHbwKhER+3WFBHxb32Gjox3wfJO3iWQuEaKu +5FxO2t4FDioKvcJcRJg7kjbqfKcb3CeVj8fpEsBrb2W2cEUPXEhwqZy6OwLD +XyojW6X6ID/by55+dhgWXTpe7PLvB3cyQ/j2g0GQ1+ZculwwALZ74oWjmvvB +IEXKKUNkCOYET8Krml7w2WojTbgwDNs2pYjIfO8GhQmzdd0nRsDjnzsBkWGd +sJF/kqvy9wgkvmZUHOltA7aSF+kyCQR4WObLFUtuhqv7Cnq5jYmwuX6dmrvI +D0g7Zp9UPEeEVCfub+5x+TBLFxMgx5GA5X//kjadCrsvGgKH/bgrD9yiw3qK +/oCn8cr1rGUav3q3Qr5fWmXcDAFE7q5VsNFrgHUlfIdHk4jw8KuII7dkBbTE +a51vO4pfb1Dpnm60qBcUtf3JcH5OB4HF+GlxGQJYLbPODu1uA+sEGY3BGgJ0 +NavyBMo0QcEvh3Xz3kSIc5p/tqO0CrQ8TG792EYCpdulJd2PPwFX+2RVvScB +5qs5LXrzW0DQXPWUiQQRrmDamkq6dWAVkn+9tZ4Idq95rZ5uLAX7CoV9A9fx +9Zg7zBc9EnUASBF6MfuODoKhVX8xPgKk3v6gPhjcBhmfh71YMglQasSjo8nV +DBtFHnoE2hLhzv17NW4z1fDzokVMBQ8JzG5nd3eKZwPPRfHWRBsCsPEoDh7b +3AqOzliEJzcRaErB6rcN6yErmdRpuXLfFH7wXf/lYxmIpu8/2m2Jr+fSwMHX +1yKJkEdsChj2r4R7YQYujXtJ0PG63cyKcgdYnaI5DQlEMHJw3i6cWAifumWk +CcH4+caN3ZkvRU0hw9lP5WD6yuups2TtYyOAfOV35pEvbWCZe1hQ8B0Bquc0 +WOR9m6HkzQ7ZKjMi+Lma8andq4GW9osiZSwkEKLtWqzzzoV1KV+7IswIEBGa +6aFp0Ap87id2hi4RILAkRyWqph5slP0iEtOIEKIxGMF3pRx+btdo7jDB18N/ +tdk8M5AIpoGZxT8lqsD+j/FMnRwJeLKPP9/v9BrSZ6ULorqIIObFuajtVgz3 +TsilDfni54tSTdmrhUjg3/Gu2ss9A7QOqhT1OuDPfxLQJTRr4sctdhLPSVH4 +sWris4QsUT2IiqzT78ukwyPXHRzNyyMgRrDd3VjRBunfJ0bikwngy7pfNCa9 +GTZdm7zjZEKER6TA7tLmGijmG+kvWSTC+l2d3fpReRCld7P3tgkBZL+X7Ayz +boVL3n9meX8RIF7wg+IhjgbImdclab8lgir34WmXqnJw3BufYXqTCEfteOtS +3KrA5EBTXq0MCRIPUZw1O94DexFDSKl15X74nZbx7WQJcMh011byk6D6bqtj +UVsmEJ/1nylnJ0HM5pyObadzwKusVrFhDwk+pz2UuHv5JSh8bjtSI0qC0yPn +811I6cCmK+Y2LLoP1laeSvmYTYe2ovv3jv0dAYsAGY77TW3Qp6lnOPyKAHoP +qv8Rr2+G0pbOT/kniMDru9iTNVMD+xSktOAXEUKX9TPrBfOh4d8Ry18nCMDh +lWoq4dIKMfNnL56ZI4BAcMxZ6x0NYGu1S+BxKhF6SE/NJ6fLQSDuztAbXyII +elrWhj+rghpTfrFjUiTQO9R6tr/yI3yVbNcObCKCUtf3qk8FJRBwZLOCHu/K +6825SGbxz4Kzs5NBe1RJkPDPeyJxjzVY5G7J0WYlgZ3gnb8Xx3KAPsQTayxP +gvJHT19t/5EMKXUbU4+KkICd5KBCyvkKvaLRZkayJIgWJ1+z+fYWllLDG44r +k2BGsCH5yv1/YdWvbvnRxeVlDPlFOJbsY1uBIb8uf01YogRiyC+3Bdq+rToY +8itmaPFyLyuG/PpC430eUMJEfg2Gbb5Gvs1EfjmPS/1mUWciv2qHkge9phjI +rxCJEIXqLwzkV5ilfomvIwP59U4i+vgGSQbyq2Adi6lQ/wTyy+XcQY1tDyaQ +X5uV+DR3Gkwgv8rGS6co83TklzUn21Ldezry65WZaHDNRTry66q04Jc16+jI +r17LqoeWhTTk1/CTAfEwRxry6+C4pvYDPhry69qR4LqmgnHk177lfeX7bceR +X1Z2sVktXOPIr/1NQ1f0MqjIr8DnQbf4TKjIL51YmYjNMxTk1127vXtyIynI +L7XCj3/OyVCQX5hGz6X9JWTIOWvA+kRvxXGXyyxnTpHhjmFoYjZ5FLrVvm25 +TRoDqUGjntTQMZDX3+Zo8s8YaBwIeSK6lwyUpiZG9OIoXNjW/GtNOxn2Vs07 +RIeMwmxdNNEtiAJChOX7wkskeMZm7XVmOxUiisx0i/1JsHEoJ2VtJRW41cpf +188QgT0gyPSg+zhUk4+e9LQgAssH63SiIA0+vZEs+1hKAI/49GjBchpc/O1m +W8RPgCL5cK4N1+kg9dG4gNV0BDYYeSgE802AwT0+zHX3MAzsaWn3K5yA4Ftn +/+61HYSvr2D7qDUD7Bt3KOTf7IeL6Wobti4xoHyNd+bts70QGJocNPCRCZ5f +hL2/Xu+Cz9StL/iOYxDKJVUml9YGTyXWzf63DwTTLQasTgXBqveFzyoFqggY +cOwsiA9cuS8NQxL7DTz74LqYa+0tUyZ0Tbe/0vjVDcJ5NjHei0x4I7ad3FLc +AdIhQoacbzEwPRlDk2toglXv96onZVAmMei3D7DJDGNAbtrwdrHffUB2OM04 +vosJ6jszPrmm9YDxKxauXe1MiGqUOKiW1AnOas+nePwwWP60q5io3grzzWFv +Pt1hQpsoS6n4oW4gNhcLlctg4Jn7K125qh0GWh+8Ym3HoEjm5jO2iFpY9b3V +3EjSewGD6sAh7XoPBjRv+s1371A/SPPoLWdvZEJwi/XRZJZeIG9orVy7so9D +FGPvx3B3wf0HVtVR9hiwbfz9cup3K+z19ssTcmGCwIuIN3UvuuGW7oPWF/wY +3LQ95eOl3wHLu894hhZi8HCG47mefwPoD3ZtiXiAQfmoJTPYpgW++zbWBo1j +wPuMy1BGuwpWvW5QMBnR+INBAT9/VrczA84wi4Wrrfqh9MJhrnEuJpQKe+w4 +v7sXsowPpmLZTMiveAuJml2wpbDw6wlzDFjMdx5lN2uDlhqPUkMbJvw8fmFs +rK4bjgXMp4ezY5D3yO/AZHAHPDTPung0AwMhn2kTWkYjdHGrcxqFYPD2xcHE +mOYWMH6jmK0zhMGunsYR1Xc18Mv+d3/9NQwGu6YJ1xNa4frSZHhlDQaP3T0I +MlvqQe6463DpTwwm8zQXfhaVwaq300dTg7cuYaBm/o4+eIkBn6+3Jf242g98 +HN/X32VlwmQsv8xfrV6Id74mSE5ngvEIfaHabGWOPsPY8eU0Bu/+UP5GB7aB +hDtWSbRgggY9PlyO2A3K8fISd1gwsEkMVhVM7oBeBqntbRoGjVfd0gx0mkAi +yfnWx9sr78c+/jPLbK3w5JDNrtQeDFo0uh8bv/4BOr92n1ZwxmDkdcR6g4ZW +yH0itbS9HIP6EMqKhfXgTkwwlcIweJrcnJeSWwGGZcHUsdyV859xPdESa4S1 +/EtaRBIGzzsj7yver4YdzqUbHRoxCAvbFO5mWQcjOYdcbH9jMHbbUjnuSxHy +WPeCYyXfyj6b8Z/htLNjQBdfeHm5Zz/kWi7wtbAwofq400mdY73A68NpZPd5 +ZT8EOjrq2ndB+MtQ26GTGGw6RT6x8G8bVFftqVEyZ8Li5JMneYxuSH1fde73 +35X9KEgv/ZveAUvqt3i736+s9+UumT/3mkCPzpLXdxODEvHBAUmJlXk9bP5S +eycGrzDSF3PRWrisVxF5wRGDPo6g3lJSK/QNf1M3K8FATuuZZZ1sA8Tt2f/g +9AQGTzxrznOGVYLrenEZ4WwM3ifeYOd1agRZyzg/wZVO0IvL1x/fWgNGWedP +PqnDQOPxrUTBojpgW9Px+uE8BspaSczXvqXgNlnN9OjHYEL74wmVXT/g+FM2 +samplevlWiS8aSiHoQpHtkwyBrFXsgJVJqqg0CVVSfkvBpmtdhmFg/nI71KL +Rd13ftPIb/7wIX1T+2nk98ltUmI1htPI73XvSmI/KE8jv3UPGbpUbZ5Gfu9V +k1SIXZpCfi8aTgl1jk0hv1vXhorn1k0hv393VG0oS59Cfk9eXeNwIm4K+T30 +ROiglf8U8nuxZqCRYTOF/O5lvyKeoT+F/Ja1l1TolptCfqdvYHWN5J1Cft+R +FXhzD5tEfpfvP1Sf0DqJ/D7RWS5hlDOJ/NblSUsUjptEfldFuA0E+E4ivw3l +jYtHzCeR34rqknYGByaR31O6I9pnNk8iv1UEVMK1V+6DVb95/ymf37my71b9 +disOqBVxwZDfRt2mClzSGPKbZJw/fXKQifxe/+zxPrFYJvJ7ojb0i4seE/lt +r+tuL7LIQH6fG95S4/mBgfy24eHJ2WTFQH6T+O+J8K9nIL/F3/aaJ2RNIL8z +D5a/PGE9gfxmufZczmuJjvwmlPJcc0mmI7/DLXbW+OjQkd9G1qps37poyO/q +u2sVOa7RkN8xg9QQysw48vuGm7s/h/c48luJp1N1ZpaK/P7LVyotZUtFfrOf +5FFwrKIgv6O1NNW1xCjI70cFXcEtWmTkN+FqQHSS2hjym5WTedjUn4j87rGu +3c1+fRp57bNTVnhrJhl5PRXWPyRZNYa8Ht50Tvr0lVHk9Qt1c94ez2nk8+lD +6wZtKGTk8w05ro1sbGTk84n795m5PaPI5zDZTnthfzLyebEnyFkuaAz5fOBT +BPf2HhLyWet63tbSf6aRxyI1b32E11CQx+PKWQEjUmTk8VWbP7mW3GPIY58d +w3J+cWTk8fdObZX+1DHkcfWnq7LjsqPIY4/QFNe21FHcYxd1u1vuJOSx1Db+ +JlXfaeTvZuXmVwW8FORvZMrNdC9lMvK3rq/H2FpyDPl70aybx/41GfmbpMw7 +/D57DPnrXviSeOLYKPJXMMSmdqh4FPlr85sVlD6QkLcsuS6PgteMIm994x9R +xlY+R696WzVl8pCxst5VX6O3PpBfI0RBvtLv7rn14QAZ+VrQTXCKkx9DvrZw +8Crpp5GRr/klyzpY4RjyNfOP5sBji1Hkq5GeYQezfhT5+mf2tmRQGQl5+ubF +n44UoVHkaaaAnouhCQn5yS75dE1RDAl5afGVuefRLBF5uW9g4arRSt9XfVS/ +XFIiKUJBPsqXmWZpHSIjH0n/aAtLqYwhHy8+bgzL/EJGPo557U7iKRtDPl53 +My8JthtFPnK9uvKvVdso8rFhe+X42kYS8vBz86zr8NZR3EOXW5X+diTk3w2N +jYq6CSTk3aMDB6KubiAh37Q6j+z49zAJeeZkkCBssPK5f9Wzkv/nmbHD8w2X +/o9nh93qXLmO4Z7Rfpiu0VTBPbtQfjj/hyju2aPHfhvUWKbx71PTNl48QMU9 +07JTHNrQhHumyr2ecCQb9+zeLauf3Am4ZwcSC7VSgnDP2IYTI7udcc/Uf7Np +OZngnunddBgs2I97VsH3sT9rC+7Z/FCQivOaKeSZfTKbqzsZ96w36kj39kbc +M9K093x4Bu5Z2BVmePxT3LPMpI4jZ2/inqXlv9G1tcE9KzRv4JfWxz3Tjw/9 +HSA3iTzj+OQh+4h3EnlG6XUSZSXjntVJGLIvpuGeKe280e7hjSHP2D0tOBkH +MeSZlG+xOt8y7llu8I2hkhom8kzOJyzRNJKJPEubOhYWdIaJPHu5va/BQYyJ +PMNSI6x4BhnIs5OGin4WqQzkmXJwGZxyYCDPJgiWFXNyDORZT3g17TRzAnl2 +s5A5sefLBPJM56pXVJP7BPJM686ceIvSBPLM57IU5RqTjjx7PLuzfPQrHXn2 ++OmhFw+u0ZFnfQ8WQ7Yo0pFntQHpn8wxGvKsSZ+3IO4jDXm2RWGDU+MVGvLs +qE6oV5EkDXmWLpzdxbXi2apXc/U8Hdb6NOTVlrVe8/95tepRXDbtSoI5DXnz +Ypt0pJAqDXkjJS1z/j9vVj2Zy5nxy7WlIS++CScZHNKkIR/kHqm/oO2iIR/+ +/fB24D8fVvvPz/bJVMeRhvpOjEnxbDxCQz0PvN/y644iDfX7zRHmddMdNNTv +qOtzj//r92qfmaHEuXtONNTfcBPdw8K6NNRbb0fxC3XKNNTXKJ+WV4k7aain +rLYh67hlaKinSSpE1/96utrLCXaNnI/ONNTDJvs1DzT0aKh/Ejc4/DEVGupd +DeYhUyVHQ317tS2tQnE7DfVM44zvUZIUDfUseaKKmNaF92yPfV3F0VK8Z14D +gu217/CeYY7msfkP8Z5lTaVojvvhPQv8wfHPlC3esxSTsSTXlR6u9uxcUahi +htI06tkrunO0gvA06lnXU/Y86SW8Z7Viy02NJLxnr5N29M/V4T17x2K2/mIm +3jMzzk/Fdk/xnonIZoZPBOA9uyuq4rvWHu/ZjofDavpHp1DPFgy3VAorTKGe +Df/rlXyOfwr1rHLXpKrcT7xnrsstRqe68J55B299H5eP9+xrhUyMbwLeM/dn +0YyIALxnBRvKGw7Y4j374j9K4NadRD27U+ExNyQ9iXomeb1T5TzbJOrZdNpI +8PkqvGcdZtnXFoIw1LNXz2NiGNoY6llzfiOr0CLeM1ZZw5HwPLxnLeEztRRP +vGd2XB+9m+WYqGdvRUU/ryHgPQvskq/cHIv3zGluoeK8Ht4zW00DgbE5vGdR +/U9vSyfhPeNkHy3TPY73bCYgbVcNg456tvhEMrkhCu/Z5e5FAnkP3rOMWhKb +QhkN9WxdZBDboCkN9UySL+ixC3Ec9Ux2q5LMaYtx1DO9pRKDpSoq6tnepujt +gQQK6tluxQ/yd+qn0TxeKgYJ5YLjqG+zaW23Sx2oqG9Pxbt/C7dOo/k7Of5r +5le1cdQ7ys48gtVTKpq3WX7wfTjOoKL+NTbxmPTKU1H/YkWd6wnt02i+NleP +ebHTcBz1MMHqwKhwOhXN04s+KcuaLOOoj6KWmxXPHaOiebqw/ULq29tU1EsW +zh/l4uuoqJeCaarMo53TaH4+GrCQU2UyjvqZHxDBn/qdiubly+Zx96O4x1FP +F/pMa3XMqWheJvZZ+stEUlFfvYcGsLVbqGheZqfbzJM1qKi3VS1R5yMXKKi3 +k8U613+trGd1Pu7Qk8jnNRtH/TXbZPzoXCkVzcPPON593c03jnrsFDsRwGdN +RfNw3vnn7QaxVNRnhgXfd56V+3Z1Hp448MZRWYeKen3Kd25x81oqmodzU0UX +8jZSUb8VLJ0OyzIpqN/FabMfzqz0dHX+/eV1alnJfBz1/ITdthH5Ciqad00H +nl31ERhHfV8wOfnMxY6K5l1i3Nqes0+oqPdLYe7vF3ZS0bzbd+laRI0+FfU/ +Vjp+7j0HFc27D2IevCCLUJEHNkdKx27OUNC8K5Ll33j5LwX//kYjd+4SlYJ+ +37l6QvVUzF8y8mL197rV51eP/wfwR2u4 "], {{{}, { EdgeForm[], Directive[ @@ -13449,92 +14186,103 @@ CPE9H5QVyEQf6BK874tEmejDn2KzDHdtJvpQ/UO+/f0AA32wq0qXjRtloA/P Opacity[0.2]], GraphicsGroup[{ Polygon[CompressedData[" -1:eJwt0VVTFAAUBeClpKUbgaUbQRqklGaJpRuXktqlFXT87X7M8PCde17P3GAk -Fo7GBwKBOP693wURokv/yzm/2eCVYx6Z5Q+nPLPKC0fcMcoZv1gnwgPTnPDE -CgfE6GOGMIfcMswaP7jnO4vsck0nI0yxzD5RehniGyF2uOIzX5lkiT1u6GGQ -ibf9bHNJB90MMM48W1zQThuttNBME400UE8dtdRQTZAqKqngE+WUUUoJxRRR -SAH55JFLDtlk8ZFMMkgnjVRSSOYDSSSSwNufv9DPGHNs8pP/UlkhFQ== - "]]}]}, {}, {}, {}, {}, {}, {}, {}, { +1:eJwt0EkvgwEUBdCPosZqUbOm1VC0oaYgZqGx0KLmmZqH8P93TpMuTu7Ny1vd +VOWv/FsfBEEdL7Vscgjzri/zwxWf7PHNWe1/kmu+2OeCN+a45INNjnggwQoF +znklxyI7nFAhzRK7nPLMBLNscMg9I2RZYJsyT4ySIc86Je4YZop5tjjmkRTj +zLBGkVuGGGSAfvroJU4P3XQRI0onETpop41WWmgmXN2XRhoIUd0/yRjTrHLA +Df/66xbh + "]]}]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, { EdgeForm[], Directive[ RGBColor[0.880722, 0.611041, 0.142051], Opacity[0.2]], GraphicsGroup[{ - - Polygon[{{1, 104, 87, 74, 64, 56, 51, 2, 3, 4, 5, 6, 7, 8, 9, 10, - 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, - 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, - 43, 44, 45, 46, 105, 88, 75, 65, 57, 52, 47, 106, 89, 76, 66, 58, - 53, 109, 92, 79, 69, 61, 48, 107, 90, 77, 67, 59, 54, 110, 93, 80, - 70, 62, 49, 108, 91, 78, 68, 114, 97, 84, 60, 112, 95, 82, 72, - 55, 111, 94, 81, 117, 100, 71, 115, 98, 85, 119, 102, 63, 113, 96, - 121, 83, 118, 101, 123, 73, 116, 99, 122, 86, 120, 103, 124, 50, - 174, 233, 218, 231, 205, 232, 216, 229, 194, 217, 230, 203, 214, - 227, 185, 204, 215, 228, 192, 201, 212, 225, 178, 193, 202, 213, - 226, 182, 189, 198, 209, 222, 173, 184, 191, 200, 211, 224, 177, - 181, 188, 197, 208, 221, 172, 183, 190, 199, 210, 223, 176, 180, - 187, 196, 207, 220, 171, 170, 169, 168, 167, 166, 165, 164, 163, - 162, 161, 160, 159, 158, 157, 156, 155, 154, 153, 152, 151, 150, - 149, 148, 147, 146, 145, 144, 143, 142, 141, 140, 139, 138, 137, - 136, 135, 134, 133, 132, 131, 130, 129, 128, 127, 126, 175, 179, - 186, 195, 206, 219, 125}}]}]}, {}, {}, {}, {}, {}, { + Polygon[CompressedData[" +1:eJwt0UcyHgAABeAf0aJEjW6U0Y2IMhhJiMFYiN4SJUH03ksiWtRL2GSZtQu4 +ggP5zFh88zZv9V7u1FrfanAgEAji6iVH6aSRCgrI4bkXwitCCSOcCCJ5TRTR +xBDLG+KIJ4FEkkjmLSmkkkY6GYzxhQ+8o5BcftBLM9WUksk4XXykkiLymKSP +z9RQRhYTdPOJ9xQzzQCt1JHPFP20UEs5MwzRTgPZfKeHJuYZoYpZhulgkW+U +8JNBlmhjga8sU8/c877GvpU3XL98c8kFfznnjFNOOOYPR/zmF4ccsM8eu+yw +zRabbLDOGqvc8Y//3PPAIys8AU4JKa8= + "]]}]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, { EdgeForm[], Directive[ RGBColor[0.560181, 0.691569, 0.194885], Opacity[0.2]], GraphicsGroup[{ Polygon[CompressedData[" -1:eJwt0tVSFQAUBdB7EcHEwFYU7O5CTCRU3vgEP0C/QFGxsLFb7EQMFBsbW+zu -DsRGxVoz8LBmP5yZM3Nmn5iRo1NHhQQCgSCXGcM9LnGCA+wmh7GkMY7xTCCd -iUxiMlOYSgbTmM4MZjKL2cwhk7nMYz4LWMgiFrOEpSxjOStYySqyWM0a1rKO -9WxgI5vYzBa2cr/8tpMcJJcdPOIqBRwhj208oJBTHGIPO3nMNc6Qzz6yecgV -TnOYvTzlBuc4xi6ecJ2zHOU5t7jAfp5xk/O85A7HecFtXnORV9zlDdtprLwU -BjKcHoygP8m0ZwDD6EY/EmlBd+JIoi1d6MtQmtKOrsSSQAyt6URvhtCI5rSh -M32IJ4poWtGRXgymIQ2oTz3qUodIalOLmtQggupUoypVqEwlwgmjIqFUIIRg -sOyh/4m//OE3pfziJz8o4Tvf+MoXPvOJjxTzgSLe844m9jajJR3oySDemv0H -LeJvLQ== - "]]}]}, {}, {}}, {{}, {}, {}, +1:eJwl01N7FgAABeDvW3bLrrVs21q1uOoPdN+WbdturbZs27Zt2zbeni7e59yd +m/OcsPYxUdEhgUAgyDM6cJEDbGYlC5lHNDF0pBOd6UJXutGdHvSkF73pQ1/6 +0Z8BDGQQgxnCUIYxnBGMZBSjGcNYxjGeCUxkEpOZwlSmMZ0ZzGQWs7nEQbaw +ikXMZw6XOcRWVrOYeK5xlB2sYxmxXOEw21jDEhK4zjF2sp7lzOUqR9jOWm5z +ir0s5SYn2M1GFnCD4+ziHmfZwB1Os48HnGcFtzjJI/Zwn3M8YRN3OcNj9vOQ +CzwljhyGb0cj2lCVtjSgNaVoSBSVqUdLClKF+rSiBBWpQ3PyUJJK1KUF+SlK +OWrSlOwUoDgVqE0zchNGEcpSgyZkI5xilKcWkeQiH4UpQ3Uak5UsZCYTGclA +KOlJR1rSkJpUpCQFyUlGUpKQmESEEPx3GP6I3/ziJz/4zje+8oXPfOIjH3jP +O97yhte84iUveE5O3XkpRGmqERH8/9G/jxl5vg== + + "]]}]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ +{}, {}}, {{}, {}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], - Line[{1, 104, 87, 74, 64, 56, 51, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, - 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, - 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, - 45, 46, 105, 88, 75, 65, 57, 52, 47, 106, 89, 76, 66, 58, 53, 109, - 92, 79, 69, 61, 48, 107, 90, 77, 67, 59, 54, 110, 93, 80, 70, 62, - 49, 108, 91, 78, 68, 114, 97, 84, 60, 112, 95, 82, 72, 55, 111, 94, - 81, 117, 100, 71, 115, 98, 85, 119, 102, 63, 113, 96, 121, 83, - 118, 101, 123, 73, 116, 99, 122, 86, 120, 103, 124, 50}]}, - "Charting`Private`Tag#1"], + Line[{1, 91, 76, 59, 46, 37, 32, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, + 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 92, + 77, 60, 47, 38, 33, 96, 81, 64, 51, 42, 28, 93, 78, 61, 48, 39, 34, + 97, 82, 65, 52, 43, 29, 94, 79, 62, 49, 40, 99, 84, 68, 55, 35, + 98, 83, 66, 53, 44, 101, 86, 70, 57, 30, 95, 80, 63, 104, 88, 50, + 102, 87, 72, 106, 90, 41, 100, 85, 107, 69, 105, 89, 108, 56, + 103}]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], - - Line[{125, 219, 206, 195, 186, 179, 175, 126, 127, 128, 129, 130, - 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, - 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 154, 155, 156, - 157, 158, 159, 160, 161, 162, 163, 164, 165, 166, 167, 168, 169, - 170, 171, 220, 207, 196, 187, 180, 176, 223, 210, 199, 190, 183, - 172, 221, 208, 197, 188, 181, 177, 224, 211, 200, 191, 184, 173, - 222, 209, 198, 189, 182, 226, 213, 202, 193, 178, 225, 212, 201, - 192, 228, 215, 204, 185, 227, 214, 203, 230, 217, 194, 229, 216, - 232, 205, 231, 218, 233, 174}]}, "Charting`Private`Tag#2"], + Line[CompressedData[" +1:eJwtzEVWUAEAQNEP57AQtsQSmBPSiEhKIwoS0qXSHZLSDdLdvQzugME9b/bC +I2MiokOCIEgnikMWGaOHdpqIJoZYPhBHPAkkkkQyKaTykTQ+vb8/k0EmWWST +Qy5fyCOfAgopIiw0CIq1hFK+UsY3vlNOBT+opIpqavhJLUcsMU4vv2imjmOW ++Usfv2nhjDWmGKSTek5YYYJ+/tDKOetMM0QXDZyyyiQDXLPNHB1cssksI7Rx +wQYz3LHLMDfsMM8D+3RzxRZP/OOePV4Y5Zb/PLPAIwe80sgbw65Uzg== + "]]}, "Charting`Private`Tag#2"], Annotation[{ Directive[ Opacity[1.], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwNzNc6wgEAxuF/9iqUTdJQyd5bIvvMJXQB3Le9idB78B78nu95vmTl+vIq -FARBhRuKYoVpMiQY49Z2xz0PPPLEMy+88sY7H3zyRZVvfqjxyx//BH5DNNBI -E8200Eob7XTQSRdhInTTQy9RYvTRzwCDDDHMPqvMMMkEcQ5YZ44cKUYoscYs -WZKU2WSBKcY5ZIN58hyzzRJpjthikVN2KXDCDucsc8YeF4xSB7WSIoc= - "]]}, "Charting`Private`Tag#3"]}}], {}}, <| +1:eJwNzMVSggEAhdEfuwvBDuwO7O7ARNAXcK8+N3Z3ncVZfHNnbuz0InUeCoLg +jAxbYpZhumihgUvbFdfccMsd9zzwyBPPvPDKG+988MkX3/zwyx+B7xBZZJND +LnnkU0AhRRRTQilllFNBJVWEqSZClBq2mWOEblppZJdFxuijnVoSzDNKDzGa +2GOJcfrpoI4dFojTSxsHrDDJIM3ss8wEAyRZY5pODlllihQbDHHEOsfMkGaT +E+r5B16MJqo= + "]]}, "Charting`Private`Tag#3"], + Annotation[{ + Directive[ + Opacity[1.], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[2]], + Line[CompressedData[" +1:eJwVzss2QgEAQNHrU3xQE4OIJL1EpfKKEpVESYokUdGX2gZ7rTM864nixvFa +EAQhwuKbCSOe6fHIJltE2GaHKLvE2CPOPgmSpEiT4YAshxyRI0+B/4EiJcqc +cMoZ51xQ4ZIrqtS4ps4NtzRo0uKONvd0mPPBKwOe6LJgyhsv9FnyyZghP8x4 +55cvVjzwB8DpJ5o= + "]]}, "Charting`Private`Tag#4"], + Annotation[{ + Directive[ + Opacity[1.], + RGBColor[0.528488, 0.470624, 0.701351], + AbsoluteThickness[2]], + Line[CompressedData[" +1:eJwV0FVWAlAARdEHOhGn5BAYgA7KBLELRVHA7lbC7u7O7cde537fqlhtdU0k +hBCjznjjmiO22WKdehpopIlm4iRoIUkrbbTTQSdddNNDL330k2KAQdIMMUyG +EUbJkiPPGONMMMkU08wwyxzzLLDIEsus8M4Nx+xQYINP7jhljxKrfHDLCbsU ++eaBcw7Y5It7ztjnlycuKfPDIxdEoiG86OH/2fazVuiVRvVVK3VN/wACEE50 + + "]]}, "Charting`Private`Tag#5"]}}], {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <| @@ -13548,6 +14296,14 @@ WZKU2WSBKcY5ZIN58hyzzRJpjthikVN2KXDCDucsc8YeF4xSB7WSIoc= GrayLevel[0]}, "AspectRatio" -> 1, "DefaultStyle" -> { Directive[ Opacity[1.], + RGBColor[0.528488, 0.470624, 0.701351], + AbsoluteThickness[2]], + Directive[ + Opacity[1.], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[2]], + Directive[ + Opacity[1.], RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Directive[ @@ -13571,239 +14327,208 @@ WZKU2WSBKcY5ZIN58hyzzRJpjthikVN2KXDCDucsc8YeF4xSB7WSIoc= Opacity[0.2]], GraphicsGroup[{{ Polygon[CompressedData[" -1:eJxdVXk41XkXv0rRVFckE5KESqmMZFDjM5YitIlEyhKSyoh6tUiYSyjU5C1F -llANRSJqbLdrK/tFrn25uJbr/r60jC28d57nff95z/Oc5zznPM95zuec53PO -UXL+zdJ1AY1G8xfqP9bMdYjNHLbW52zpn5mfJ/ifT/uvPFBc+u2f+P/7Upm2 -HccPBqLAI3m7xizBa7ZTVkHnW/S82eXhOE0w4G+ncT+jEKIiTSl3Jgg09BOp -lMtMbLI41838SjCWt3vya+F7WDwQlRsfJ3ieaxuXWs3CBW6clRIheJBUl/ck -twT3t+6MOjxKEO1TcUwspBR/Xa75GDhMsDxG3FTZoAxdJa6ir3kEd89kB/w0 -WoYFEnP63D6Ch59uhW8LL8cGu/tXpHoJ+EWsZRYKFTBP3ZZj2EWg1lLTs+NZ -BbzGyinvdoJRg7T9P6l9QPQuB7XkFoJ6Pc4985QPeBsycarxE0E86cuwkf2I -DnZU/MJGgkLlazGiYR+h6s5c6VJDEBKyKtTLrhJm2ccORFcS6N3zS5AqrITn -3FhoaQXBvQvevcprqpAbrTSnwiKoYgyCWV+Ftu53OtbFBJv0Y+wqN1RjfrOl -T3ABwZ0vix8aX62G6fugoYFcIZ4Y8Wh9uRqcWyavLJMjnFfCb4uWn67BHZvs -E3uzCKR9Px8ayapBq6Cv4Wk6Qc1Zr3QTw1rM6fgt5zwX5j9WU/5+sxbrGdKm -Yk8JrA5EjmyqrsWezuY1YVEErH47KsihHs1LdMTMGARPY3UTIuvqoZjo7pfm -T3BNS8JyXpQNYz4tr+0aQbF8Z8c6RTbctR+O/3CFYP6FWhFXh40p5+n2qvME -nc2fez3j2DCc2nxY3Z2gJyVsmUk1G27GJbfsXQnaFge2MvvYCI86Xn7bmUB0 -5fTj8Wk21hQUvNpvI+Sbzca9i6wb4GIpUM04TPDs++BsREADQh8HO3YdIFh1 -kLd/8t8NeDmkEEu3IAgWV3q/Kb0B3LoiaZYygU/uVKZGWSP8jKLYsRJC/I4H -fS/uacK+6xOZoYsI8v648vNYUBM0Hm1RvEEjcEgI2iGV1ITk52VHp2cpNEvx -mbOZTZDJc4i8NEMhVU6FV1/UBPN4mrhaI4XbNYq62omfwJNkly4opsDYdjc8 -ckkzss11k0kOhbclT5GwuxmP3M9L8TIpmPfwJ8utm7HcV8zM6SUFnQBXVyPn -ZgQEJwV2pFHwyZC59MqzGRN1IakvblBokKUx5XdxoHnpSp60B4UVsWGplbEc -1Fd4M00dKHy1sB8YqORA8QIp5dpS0OM/Ct3E5aC8bGvFdhsKM2PR0XkCDjzl -zn30sxL287kxXm+KA57LYYGFmrD+xqwX59JbsP4H4/mclRSC6k/uTaK1gmn/ -i/iwOAWmjLfqsc2toC/+a9nvCymM3ZVQntVvRa7dJL2eRqHc4vQBw32tOJGp -LakwJwBL5NJr/yOtWLwx/1FAhgCmjIR2E582tDtfd3gdIkBuereK3HQbygO6 -DKq8BahbNU2/uasd+RIS2Rx3ASypIpny4+3QtnnG7zwlwEvPhsQPZ9vx5eoX -MScnAZrpoSyWTztexUOl/6QAzjWq6m+vtaNja33jlYJRBPkdmdV07ISkmbd6 -EH0UJjfp5NzmbhRuCRWX9ORDKc08f6FVD7wfZUZIsUZwYtrLsVCiF7Q/T2Zy -pUbwInXd+zRmLxZdD7TSvTCMct7eAz62XKzsevNkQekQlmizUqq+cBEjevKi -pcoQwgqtjYqu9uFbZQTXK3AQ0r3z4TJzfbBfWzcl0siDZtmESwSjH3o/M6Jl -NXkYrK0VRMz0Q6nTrCU5eABb9qx1PfSvAdwwDU7I4fWDo/1ujX/fAN4cMVkY -bdyPFA83muVBHr7x5Vbw7veB6LWc2lnMQ/o+58Siv7nQLkj7flR5EGe18luX -mHPxu5Pm1txbgxAtjs1UjuuF4V3lsNVfBrFSYky8dLoHAQ8D/eiHhqA+ar2U -s78HO2u7zhhnDcFXwWF9r303jjvdza4XH4bJE6XTWT92QWtei7XTcRhbDMTm -3PI7cP7XoMra/GHMeDTFql1th+7wboMo+gi6M0pvsZXa0B3dIR/iOoKLmqU5 -MiUtaLUru2NXMIK/f03vd7/Bwdn1UhkiS/m4feaNW6JKM+KtZYMqTvBBV3hG -+vubcFJMdK7yOR8pI/mV9MhGvB9mjg9O8MGf6O76pNGA1dvpuzeajELxDn/q -T6oeHkd19dZGjaKaoVVbvrkO+UtpVtLto9Ced8w9klGNZ4oRFpLrBFgwlb5C -XrUSIXZ7ii+7CvBtwy8SL89XgKHIUC8X8pTl8VjedrQUH7uSOi+OC3nKNaqu -282C+7DSNE2Hwo85kl0iIsXoDFl9nudPwbdWFzFf3yFjZPnD68K9Vz1MDZXc -ykFk14xb60KCpfOB9iZrM+E1OaKlYEhwzDYpc2w8BW6v4uYGAwgCxbM3hslG -o3dfkq9jCUHiqoMh4bIMFMSUrigT/qnO7TeNImQvQlMnMWtwjMDGZaLwD1kX -sG3M1l2aJDCv4bx+LGuFavVDPXrfCXYkxMRlyxrj897kIIU54R01kvPqltWC -kb1rKV34p/8DUtAShw== - "]]}}]}, {}, {}, {}, {}, {}, {}, {}, { +1:eJxdk3s01IkCx23K+7WjTMNdsqJVitK2W9GXxZbUpphT3mrJY+teNAq7oSLr +ubbuSlKerS2V52giRsyYGpMx4zEhzO/3EzIVm3CsyrXn3PvP/Z7zPd/zOed7 +vv99TY/961DwMiUlpaAl/517g8clzS+Zuwa0I+RxdQr8j5X+K4+ZqXMbbSn8 +P+ef/oMkN/oj5eLu8KdbKHSXdjF9xhLwseRn0T4bCtM0UVFY2m9gPXqySbSR +wt3ybJMLx69DMaTxq9sGCi2XrtxY+7gIx967TQu/oKBRu+/qlyGl6GNkMvda +UMg0Gj0Z8OB3uH/Vcf+JGYWCnWOhdt1/QOCpa+hqSsF5p8RjgHcbu6Lcf3ps +TME6vpkru3wHVnelDgIGhYPyI5xwqgLFQv2Sb+kUVlBBmyl2JRjjnivaVlKI +6y5rY0VWQcVM9oSnS6HtgiS4UVqNsw6rrZy1l5jtN6oUV4N3fl5ZrRoUmPG1 +sh6jWpC5A4daVlDIWs3uNj7IhlfdP9iOyhSO0hI++L1go7PLj/5IicLKCcsF +YXQdmnTkA9wFElqWPTKXjPvYamW6C/MkkhddqttpHJS7HitsmiVREqL+IDKH +A+WQTNU9BIm9QaFrDQoeomLm84aMXhKGLNUFx4gmrGh8vdJaQuLhX+VVD77j +onJNl2NiBwnr3nr+nQYufJI4/5S0kzhaqu1zRb8ZNUVUj3fdUv9WjNa9248Q +YBObWlBOImnHYKpOWAvYc06U4+8kbNXt34bzWxDoY6l3uYTEM+rK4am3LdDk +6tiPFJLIrqQHq69pxffPt5eeTCdxn+w4OxzHg+4P4sPViSQ8E6ub3pnwEbwl +r8rzRxLfHtUWFkfwoZeTMHQzhgTtlPeTn3P5aJgP0pyLJpETMpdr3syHPj07 +KjGQREJaiiBiug3cm+YWfCaJ2BNMnW0pAqw6OZUQ4k7iEpUoaxYL0NzZc4ez +n4R2zMKzmmkBftja0KfuRmJ1u+a2SPpj0A7bHnA3IRE26Whn7SREcOhk6il1 +EhPW57+O39MOncj965I/EkjksjdnCNrxffT7Ge15Anm0W5t2qoiQNefhd2iW +gN75LA9/cxE4seW8nGkC9AvLrAKcRfDPN9sxKCDQK7bVSDTrQNXdYZZSNYHm +vRrf2KmJ4V1nT6OVEWib3aG0IUaMivpX8rwiAjHKXzKyKsTot3PeM3yDgPMv +baeN2sVYzr1WYZZPIPtRjNqvo2KodU3x208RmGtT9erjdELDz0hSEEBgucam +QdfVEmgWV/amMgmkJldH2e2WIMP5x754dwIW9dx1F/0lEP0m957fT0CFVeJp +Ei6B1pjL81NuS/v+Zk8royXQW8h7a2RGwGdReWZovRS0ZP6HSR0CJfG3vh48 +v8RCb+X+5QQ28OrfONyT4tIJcxXxohyGROD6p61SSBvTUlw/yOF11kwlrUMK +fd0pNd5fchSUvm516JPC6hVTU7ZfjqjTCWfTL/bgzGcBnxO+wzBeVUw3q5dh +d7FpSBV9CLO073BD0IcNjqofjzc8R+DGPIMM8QAWwruvWcYNIHL0tUH8L4MY +vsdLl5j2g1PLOqbwGAZrC6/WoPUZfPPDeX9ekGPWoXwkNEGGyCmbfTlOBDLC +2McL1/YiaLNVn4EaCZ3PyiZHRrpxdVW0+5qlH5RONAh1srrA4tIN58MoKOaG +h3pspHC9MnOiznAEJtmK+VtvOkHu6O9M44xAlLS1o229GKw8X2mx7wtsWwys +87gnwux4rV7R5Assmy/XMzIX4kj38TL2uVHMWNjr3j0pwDfbdt20NhxDS/h1 +I69XPDRlJkUFl4yhjnQSie1aYKGp5WJsOw567adDn3zChQcNdMuWcZzp2I7c +dw9wxk218IjTS5gffDPeml4L7eRY2pzwJTQXz/nuNq6ATQbzYbbLBI54FVVM +/VkK/ctaRT7NEzinVrMulfFv0PS0jWMcFShcdeBiGiMJ9rHqvK9+UmDQOsUp +k8FCo/R9VehVBQ4HzTVeYgQBxSuvzZQp4PZUVn2d4Ymq0NjN2ysUsC3Iza9h +OCMjXejSX63AcifDiGHGVizjHSi+XavAfwDZzRsj + "]]}}]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, { EdgeForm[], Directive[ RGBColor[0.880722, 0.611041, 0.142051], Opacity[0.2]], GraphicsGroup[{{ Polygon[CompressedData[" -1:eJxFl3k41OsbxgmRQiSFhOxRJAmV51iKbJVIVLaTki1bKVEIoZBypMgS2hRZ -Uh3bmCzHbmxD9lkxZr4zyk9R/Ob80Xv+mGuu97q+M9/3fd7nue/Preh52d5r -DQ8Pzwz38++3ldc0ATfjaEzUpCyvrmLAbyYTOCGtB2ZnvRpFueu9uZnZFdLm -MH+kIEZuBQPrTmL5U2kH6NA6Pmn0EwOn84u1D6TPA8HJSuHKdwzGtO+YJUuH -gq5BXhmdjUHe5mPxSdKxUJPZuLFpCoNooQq1ROl0mDqaH+b+GYPTzvmlbE4h -XHiXvUKPwmD9avRZi+2lEPh9Vk/OFAOVE6zpz3crIWV8+cIwHwZhXYaQ+e0T -lMyKPI6sZ8GWSvFxXt56GIvf6k+7yYIqkllH90E8eM8oLvEYsADv81TWea4R -Wsfzx0I5TFhQPST21r8FYuVjtZpLmLDmR/FGWZU2iHc5XH/Niwn6q+5VJ0s6 -4IV8so24AhM6YvW6mnd2Q/V6HgfJkTmQv8/48YrVAz6nDI22p84BY3FifECn -F7Zqix5Us5iDwtnqNtGUPmiYwXHoiwwQlXuBUSj94CrIv9L2kgH3Lr2/kKc8 -CDmO0jEt5xjwvz+KKd63iOC7Q6KEdz0DQnUbK6U+D8GwS9N9l5pZmChpvEtQ -/AIT6aOy8V6zsOzTn6URPgKGMwdNUkVnQdNEcOVC9Sj4/xHT1lU9AxbPFC+W -bRkHvVU9/D73GQiTc9sxdXYCznikVfQIzYDWnON6ou0k7Osav2ReNg2bxNhC -jUuTEPU4OkL0+DTw12eVKmVPgWmaUuLWr3Tw1aseXmdNgtseuruq7tKh+Khn -Xt3/SKBf8/rnKSU6LDBkNtIyyIAZDf25r54G709a8KWbU6DQ5wKP/TEa3LKM -y62kUYCo/2nbTTIVFMeshgriqKB5eLvX8atUMNofmy6tSwN6VxczeZkCZ7d3 -/+Dto4Fu0+L55FgKLLQlkwKj6SA5tZoktUKGTH7XUHvlaUisdTSrCyfDpvH3 -z9Y0TsM6fXxh+1cSCERGOxgGzUAz7YhdiDMJeF65lpIkZuFNkULDa9wUBD8p -TZbAz8K5pUD3WrEpqNVMEBIPYIDia+tqPodJELcK1ooRnQOLO6KY384JGN3V -03e9Zg5iIk7+0nUfg3c5oExxZYJnp4rWxxsj8DX8q6CHBxMGRRPw+JAR0Hd6 -wRj7kwlvA3rz/vEdgWoxsQqiNxPsWXVSzWdGoDlq3KQ9mAndm5dE7xwYgRHP -SLfyeCZUFU8oyyx9gbVq1U+iuH1pGZs7YhHyBc6V6ovLrTABz3ul/ObJYahy -+S7aw8OCZpuLdqZHh0F07d8bbvOxgJ0mpvTLeBhwZw8JzQixACcVrHJ65zDs -EDZfrdzEgpge1yP5PMNAO3+CaaPBAgO1sjd+xUMQIOPXGuHAgsH5vhyjH0Ro -btrVou3EgmV2evoHJhHkg7BGkjMLjBhPEtRJROhpCcZZurHgm81ZKrWNCLpX -rn+Q9GHBxqzEorYsIix2xxe9ucWCXmkenOwBIkTF5UePvmZBSInUlXcBgyAS -Jmjl8Zb7/igvLzPPQXji7S9BK2WB9STje7PjIFRYGxZglSz4+Pk55B4cBJo4 -oXENd85jd6clpawbBOscHiGNPhbc65Q31M8bAKkPbilXlllQJKNM66nrh4KX -TaeWfnHPI8HA/SrtB50nmvK3eDBwy43ZK5HfD0cjF0sTBDD48OD6fnZMP0SY -pRKyxDC44X4sLPRwP5C66yTxShiEVP0o1Wnqg7fTclmiNhjECSk2qBf3QsLT -OPdxOww2H6PZfv+rF87bM1VKTmDw4if9V3JUL2yrqXln64QBj5PaEQHHXkhK -PdN8z5Orq5uWnnKWCHDB/PPds14YfFkbPYwjE8D0x84TWt4YTBYmbrDoIMAP -z6WRdn+ujg7OTwVkE8Bb/zFH+DoGq2806kgGBDBn8Hz4cgODetmxUQV5Asjn -eUe8vsndv56Y/So/AQbXGQhaxWLwPMswN6W7Bw6PDW5LTMUAT3Fhxbj1wI5Y -SUvB5xg42KXMqnd0wYpBhAjxJQY9TzWUft7pgmEmufd5MQadvoHFFqZdcN+p -4tyRMgwkw+aPz5Z1gt8GWSWpSgxe5l4WELnYCZYNMdPUKu7vM4XSjWU6YXWn -fUhcDQb3v659bB7eAV8mPhk41mOgbpzp0qbaAVXpiivKeAzaY+mA62mHgBV2 -QmMLBg+DgqeUtrWDVcVpu/Q2DIweRuRK1LaBijdu0/lODOLjNycEurTBKCE1 -h68Pg1qlG5n8ia3wMX7xz74BDHIwcomTdCukH3DTKBji7seI+NC68B8IZDez -gkcwmDN5bbtH4x+wLtpdaTqOgcZQ5+TeFy2g6pJxXYLrS4w6/AYbuRZYI7Zi -TCJj8HjgbtLupGYY/+zFX07DIO1SRdSeuSb4+1pna/QMBiKZQpZKJk2QsWtf -6ok5DNJDWk4LxjdCECnbQRHD4FF+94dnVZ/B5hG/DIfDrVeVc3ZRBx7Ubfwm -cN8wYH84+P1bbQPw8/YX3l/EQMc4j1V4DQeT7w/4uC9hQL3popNRUgs1PgXa -Or8wKCd4lNWMfYRH8usX/vVpiVLn0TPHotGaT5B1yCGchJ6/aJEtZUEgof9z -fsfa9WCBhN73YP/+e77iZLSfa08e0KnqZLRf44E/VP46REbnqdho7mN5nPzf -eX0iGsM9yP/Vw8fAIyKIjOonoPCItzaFjOp72WjTbrNsMqq/2xIfaL8io/v6 -uXBTIbqBjO6zQ7lxZk0nGd33/jeJ65SHyKhfeKp8HsTwUlA/FWX97H8mSUH9 -9rZ7wW9CjoL6sfmNr+qMKgX1c1DNU5LtUQrq9/KfB0cfOlPQPAQEOtXHeFDQ -vExsPrXjxCUKmqfguGd+vQUUNG8SsW6t43UUNI9W5pb9rHYKmlehnEt/neml -oHm2TUpiVQ1RkD74uv2scllHRfrR9mXI2lWBivSlmjh1MUOTivSHfNVESnEP -FekTyTcyOU+fivRreSjaWz2aivTt7wGTPSMFVKR/+ToiEy8rqUgfP9avmmI1 -VKSf1NCdecINVKSvnPiRcYUmKtLfy+pCm/j5aUifZ3QqIicVaUi/7z67URqq -Q0P6zri9K+LVfhrSf80GhwrjAzTkDw+qB2N6jGnIP+JUBzylwmnIX8JUJtSv -Z9CQ/5xzJAp7FtKQP/WsFdE+XExD/nXuYWd8eQkN+VuYmqqUXDkN+d+JA+vH -3Og05I9bWp6HSfHSkX9u1enOqRahI39NlkvV5JWkI/81uFBfr7CFjvw5xfig -gbEMHfGBgJ2wllcTHfHDL1HcDkX3acQX2sIDe78uTCP+uBwYFL72ygzik5Sx -6Vj61xnEL8231+xe6z+L+MbKdS//p8FZxD8JzmotYaYMxEdTOGF/n3wG4ice -/8fqoSsMxFflhvintq5ziL9knw87ZVfMIT4ji93ZIraBifjNTVj4/eYzTMR3 -pya2tYS8YiL+8zQL8tyyzER8ONcaV+JjzkL8uCHzoZ5MGgvxJdn647zdGAvx -pxXRQUtoB4b4NLAusnWLD4b4VeQqflGNO6e/+XbPxj0JJlwd+s2/HLNJE/ut -bMTH2gYKHhb72YifLTWt6yad2IivmxIDRyOvsRF/mwkX50plsBGf2w7g5a3e -sxG/4/cdaM8msBHf31LdWHQHYyP+LxXn87srwkH5QNVTQYuozkH5YVjgkmzZ -YQ7KF8sto51MNw7KH+PpkoZnwjkon7B9ec/bZnBQflnqbxJvKOWgfENYEydb -1cZB+WfZkiM5QOWgfKSrr6CVtsJB+cnsgKVP09Z5lK/Wv6hPe6Uzj/KX3XZF -mRbLeZTPxBLGDzt4zqP8NuTaulMgYB7luywDJ5GhkHmU/4wDPsjhrs6jfKi4 -Xaxr77V5lB+bOMfvM7nr3/lSb/S7r9X1efidP3HOy2YvuOv/A96JdnM= - "]]}}]}, {}, {}, {}, {}, {}, { +1:eJw91ns8VPkfx3Glcstkp8sYfpGktlIqakvqTaikNoUt19S6l/1RFG0hiXVN +tVuScm1Vyp0UNWKGGpMxIkmYc47cBqOElWL9/vidP87jPD6Px3mcP87je17P +j9ax/x50mykjIxM5ff3vvsetR1TRa7u9VdlXfLZEglmmar4dbAPM5O5Pf1Ak +gX5KYnIh2wyxMXzz9wUSWL5uLrjNtkG+Z9D6LbkSHHIde3aV7QqkL7g1kiVB +m16kaRzbH88avuV73pQgdeH+iGh2OLYFKXB/OifBBfnCFVHsP8FUUdYINJHg +sF1a7tCnTMy/NjfNoaIPSlMXHHdp5GJdrG15gnkfdA4M9lTFFEH5UhBzjN+L +M3VbkPjlCc5YyqUeNu0Fq+iH9hkzOLBmgrWysgclpKlAaFSJ5UpzzTX0e1Dp +fVvdrp+L53HhJ90yujGyfNu8Rz412LFp+109tW7MHM9WUdfh43Cje1bxhS5s +mnIpsc4RYLSnSCVN+hGCcIO66lVC+Cc5NqQ7foRmgmT8/mA9SMP39dGlnZCM +dbQ3rWuAxY2REyVqncjsK+Mz4t/An8NSG/eiwFicJe3sbMTNhQFWS0pIxHoV +u6cuewvX9boti+RJjBpnd3qGNMNvaN3e66YE/DdwixZVvYNjsjf300UxOnK4 +MSKt9ygt8j8mse7AhHfjrZVnW+HXNbAo+HIbVpvITbqXfYDLmqRFscJW7ErX +8shntWOU+TPu1LTgzOIjSwnHDmgsTGdpP22Gbr+tUvM+MU6eDjkfE9GE+fOG +5LlfxUjJHKgybmlAw7PoSIvvYtid154TXdeAqyd05ginxFAjXFa9rmoAk28v ++34WgdXcp4PGOdPzJd53KYNARvD9zW1hDVCZSPqsrk3AYUp2pH1VA+Z2m384 +ZUkgwVn7dV6ACIK/xPbj+wjM8c+w0fQWIdbs95ZgKwLLn3JWRDiLoJSe9zbK +lkDUpYKTRrtEUHRSF6UcITBLcW2bhaoI8m+GeLWnCIxVy9m1lNZjFudWrnby +9PtfBMpf6RLivZHZ7o47BMwuV59WrxUi92m/OCmNQKDsRnZ8rhD2JduYzCwC +1aOGMqsDhch/1OEvU0CgYo/iDiN5IZyTtQ3bagi8FeorhmrXoTQom3t9mADr +4kzdI2YCxI9ZOx0cJaASFm/trCPArwHfRpTHCSQx76/dOkcAht++FZcmCYRy +itfH1tTCzVMadUqBRJ9e2Obg3bVgHtLfb6VJwktqYqRnysdxg7IWBUsSqrVK +m/xYL1FR3/SwdB8J5cCJd4XDNVjoMxTiYUXiKhXaXCGsAeeuznKeLYmgE7aM +TZE1mM9KOBnqQiIkOrLGd7gaZeOuSmMBJK57jCXqVPCgcj2k/W4gCeYp+1d/ +JPLgtiEp3+Z3EjuPKvPTfXmYd1x4qCCUhE1owfMvmjz8+mFLpk8Micdk3fmO +s1wocRjbOlNJJOSx3BSWVMHFYaXKtQwS76gbh4Y+V6J4zJQy+ZuEvsK2z968 +ShxZFxSVkk0i3LAtiuFVicI0qsl++tyX3w+cm/PgBRzCS38T1ZI4mqnscGN+ +BfKWvDEJrSOh9/Yp72EZB7OfDSzQE00//zU7/8nPHOSOLC2LfUtCzV9uwsT3 +OWQ94uR2EyT2uHouW5RSjmyLY6nPR0lkeCg88bteCgNdre0YJ3FpyrygllmK +5wxxK2eCxNyVTc3msY9R/8aJ9UKGwoK+lRP8gBLYlfyn2ESWwlFmyHenj8Ug +E1sPVs6mEK9a3KhxoBhfnOziqxQp2AYXNTepF+G8saqumTKF6mKnLpmzhZij +3fyKO296vihye9ZQAHaPzezqBRTONmZV+/vlI50/P2Mni8JsynU9VZwH3UcN +xjVsCgfEh0u9qVxsP2l17qUGBb3gCk7ztYeosZmnZqFFwWyryLqV+wBWP9U9 +fqVNIWVrt6dR4z20sONs9yynEKfe5XPkyd849s1ymP8jBcWivTc3emRC0q54 +xXI1hcqrN+4se5kG/xev1grWUHiUnaB50f02JjP+EOxdR2GYKUjziv4LkRG7 +vF9voNCY+cbWoTsE1iNDF9boU0g+fY8k1zjT8/F9+vvjv3fR33tT+YNvv2h3 +0+f34tENa0piuun/cccV7SjV4W66L6E3L5xjWPXQ/dlY1+5llt9D98nh6JXC +evleul8GUwaVG1166b75GIfx68p66f5t6TUyuczoo/vY8ecH9Qi3PrqfLfa8 +BPvyPrqvx5cyc2YoSej+3rFlh9U4Seg+O8vNmuTfk9D9ftFb8al7TEL3XVWP +YbRiVz/df+9fthhqXO6nfShTkrFZ0NpP+5GlGbf3hyUDtC8R9uacQLcB2p9w +zXDd6pwB2qdX7Wlt/p8GaL88e7W+ymwepH1ri1D16QoepP3L6VO+eZ4zSPsY +3z7h3iIrpf30/afPYPEOKe2re17yZHeolPaXsEg741IlpX0uT+Sq8Agp7feG +zan53UNS2nfRoT1LAv6R0v4LdK3Eht+k9H7weWdG2OJJKb0/mDq6cRlTUvx/ +v2he3TkxNT3/C3cNQWs= + "]]}}]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, { EdgeForm[], Directive[ RGBColor[0.560181, 0.691569, 0.194885], Opacity[0.2]], GraphicsGroup[{{ Polygon[CompressedData[" -1:eJxFl3k8Vfkbx61llyUi+0QK0WYZ8YxoyDZplNFCVDO6ZEvJlrmiEVmTlCXR -ZiSVpalky/LSlCVrZb3rua57zr23ZKL4+f3R9/xxXvf1fd17z/me5/t8Pp/3 -ox8Ytve4mIiISM/y9f9P1+NYXzNnn32z74Lj3RghSDhqhk9obINto/8Fuy6v -t94oKKrRcIJ2wZ5s3lkhuL0Zflys4Q36OordW5fXPsfmXuRqHAP70CfazWeE -MGb+l2OGRhQUWvvIj5wSQunqXy6kaSTDiF/XRslQIVClatZf1MgDxdTxXd6B -QvjN92Y1X3ALPHX0NTtdhCC7RD3krFMNsnebcioshGDohWMv02vB0daF0r5G -CNHdNlDw6SlssdQzzVkUgHqt0rioaBMsuAhUB5kCqKc5vu7Z0Qp9Yilr618J -oJVSvNZ3pg3mB9qVWqoFMGtkp1h1shP4waLHPPIFIPalctVaw1cwnqdqczBW -AJZLR+p/ffAaFjpH3/D8BfA6eVt3x8YeeCd5Yu2jXQLQzeZ+qcB7wShQz3TY -WADcuYnxQYu3UK0kHpIuL4Bb089fKWT2Q6LRqtt/EXxQ0L5LMBgD0Lrd9t+i -Pj5cOlH3e+m6IfAYbNV1rePD558qGUGJw+AoU3lDLZ8PUVvaatVejkD7xfDR -hLN8mHjQlt6n/x5cTNwaJ334sEAZKNwQ+wHMrfUCnK34YOKwcvH356MgcJx0 -2LuGD85l+n88Uh+Hzas2pzrMEBCt7W8wdWgC5M+0zq2vJMB0Zp/ssMckhDcm -dKlTCFBR5Eu1zU+C67C3qZQBARJNhdU/FE0B3e0foecYDsHbnr+TdqOBXMHl -bZo5OFTuDixt/EyDma6UBxQnHGa5mqtY+XQIdIwIVF/gQd2vzuJ5TgzYP6HV -eaqCB4kuKTdqWQzwl5GpW32QB/pjriPlKUygK/6lrijHgx+tkvM0trBg7Z13 -PkU1M3BIp+eLaD8LHtu0Fnv4zcDsqwxaOJUNIievGUctcqFAwi9q7zoMpppl -TlJuckFlvK5MrA2DVN/1ndE7uSCZQPW2ieCAq99WiadD0yBS4VdNU56GjvNi -m1acnIbI69UZyq3TkDmGJbM/cuCFSaqUUigXwsIjYlec5oCSa6RpksIMmMsM -bv04i8GoWW9/TMMMfFNoNtA/gsHDEljH8OOBpKeM6fF2NhyutlTSXuRBpv0O -a3tNNtQf+E+hVwQH69+bmvTU2aCw4pnceXEcMrSzTERV2dB8yE6KI4XDGoue -kufybDCQcVqqVcFBvfNOtJooG1jHvHjuG3DwspUd82ezIFQzpCveG4fo9UZq -2o9Z0NFu1mnug8Phy28uPH7AAt0Ioo3mi0PvCnnzXZUs6O2MbHbxX/5+37BM -4C0WbDkd80SVsvx/wwnjmHwWzPVcuH0/EYcUo8FAtVgW/Jlykzr6Nw65z4eS -eu1ZIB+90jWgCgeTFu8ae1sWXA86qcyqxoF73iy+wooFNW425UQtDullcdVR -FixgKfW1iTXhwLGoSZjUZ4FbiYjUhn4cwoylVCQkWKD2xD/z9AIOggsfxvXa -mVB+r33//DccmFEbS2VamGBx3UQ3UYSAf5qWdhINTNidMFedKknATQv5iXu1 -TIh3zOorVCTg2aDD5g/lTKD1NKq2/kDAwgg1yJjKhCpMu1DBnQBacEJGqSUT -UotTjox7EkA/46Cmv5kJx/byDB94EfB8eOqPfBMmaDU0PPTwIeDV+xE3Pz0m -pGUd7LgUSECw/9f6A9JMCLK8JpCJIcAjLQ2vH2GAE1fkyfs4AqRKTlw5+JYB -uqVB8X+fI8DVyWUA/5cBQ9LWK12TCVBO9u8ab2TArrEhrYtZBESmlIW8LWeA -QbKqy8o7BEys3m/gdYIBi9bx8sP3CAgN92lKCmDAOx797Z1lXT7+umP0si8D -sn1qDv/8iICIhmKax24GLG3ceyqlgYCO+8FGHCMGvJ94ar2viYCqntmQCW0G -1OfpL65rJeB24deBMlUGhC7yU9s6CRCpp+QmiTJgtC+rRLyfAKv7F6XXjdDh -nwtzR/sHCXi9ro0j9oYOebb+G8pHCPg6e06P2kIHt9ubaneOE+A/Lw7mFXQw -OpAfozxFQNiPKpsci+ggprhoT6MTIKl3VfRFJh2enX3TReUQIE+xDoiPoEO+ -2fYsr2XfyaPEt8UG0CGCVuStTxBQs8qJ4rKHDu5XJTQFAgLsB38yvGJHB2P3 -kInmTwScvZ7LZhrTQUJ04Fb2HAG5VlaXgpXoMFlnSzkyT4DvQ9wsd5YGDZRy -c4tvBPzhXKTm3EeDq7qys0tLBIivxO28Y8k1ZpcYlfyEjX6fJHkFdjSx0f26 -Qlp+ubWs3+/PK1fZqpP5Lxvtp0z+krVRHxvt98+86A7qEBu9D+djyY6qD2z0 -vp2zqoMPJ9moHjecRYNymWxUrx1nxuaXcDaqp2dHpXLuRzaqd//VjF6F/9jo -PDQkE/f0iGDovFhy/E+rJTF0nvfPBul6SGPovMOuvYy7qYGhflBuNzBK1sdQ -v3xrdKw6boihfvI5OrXHbgOG+u2gSK6pgzWG+jE+d1VeDmCoX++w3p7a5Iih -fk6R3aPb9jOG+t2sPc44NRBDergres9gKgxDejESV4oMO4MhPVHDT8dWx2BI -bwUuNGw6HkN6rNDU8TPNx5BelaVG7cLKMKTnQa01P8fdw5Debbq7N8RXYsgP -DKIVnsQ8wJBflGUvDa4YwZCf7JeIzlvgYshvqHJpYZ3Lfv/dj8xuRh0sm8eQ -X+m8PvqD/DcM+dn76EfGZ5Yw5Hfq6XJVhoYc5If+9h4hwVYc5JehRz9yQn7i -ID+NlF64y3TiIL/9Yq+lpOfMQX7szooy993NQfliItNKfzzMQfnzq1fM3HmP -aZRPvxV2e/7SMI3yK/VExTnBRi7Kt7OWcntV0rko/xRLFLuEM1yUjwH3H6Us -uM2g/Mz7Is1WL51B+drRsm168vMMyt/jTrxzpk48lM9Djh7tRdk8lN9fHFJZ -MpNkvl/406Fq93oc5b+V4aBWVQSO+KCrO8MyZ7lO3/nhyGpc1WWO5Iv+8/t7 -N9oRiD+c38ds3xlPID5Z4xOjldlI8gurQFrLX4SP+CadnlToo8NH/FPYtD6W -YcdHfFRnNiUff4Dkp+j+uDsW0SRfBTK7dkdeIflLvLvFifeQ5LPtmN+Vj29I -frM0PJyowiX5rlbFMzxPUoD4by2nV7xAX4D4MEFns6+aLcmP06Jyl1T3k3zp -/un1gE0EyZ8f+AFP5y6SfPosdqLP9BbJr9liizEKDSTfKiu+tTMeIPn3UtYm -rUc8ko8TP8sWf5MQIn6WbxzWqdcWIr7+LdA0tdSS5O9OZe/Mox4kn3sXH36Z -dpzkd8XwWcVrcSTfqzsdbmDkkPz/dPX9QxkV5HxgLWVXcrSWnB96wzU8Xj0l -54tkcE+LbyDnj7/niwMHX5DzSU6H3QtqIzm/pCSZsoaX19/nm8vWFnKbmoTw -P3TVkIo= - "]]}}]}, {}, {}}, {{}, {}, {}, +1:eJxFl3k41Osbxm1FCpEUErJHJUmW8hxLka0Sicp2UrJlKyUVQiikHCmyhDZF +lqhjG5PlkG1sQ/ZZMWa+M8pPIX5z/ug9f8w113td35nv+z7v89z351b0vGzv +xcfDwzPN/fz7beU1RcBNOxoTNSlLq6sYCJjJBI5L64LZWa9GUe56X05GVrm0 +OcwdyY+WW8HAuoNY9kzaAdq1jk8YLmPgdH6h9qH0eSA4WSlc+YHB6J67ZknS +oaCjn1tKZ2OQu/lYXKJ0DNRkNG5smsQgSqhcLUE6DSaP5oW5f8bgtHNeCZtT +ABfeZ63QIzFYvxp11mJ7CQT+mNGVM8VA5QRr6vO9CkgeW7owxI9BWKcBZHz/ +BMUzIk9u1rNgS4X4GC9vPYzGbfWn3WJBJcmsvesgHrynFRd59FmA93km6zzb +CK1jeaOhHCbMqx4Se+ffAjHyMVrNxUzg+1m0UValDeJcDtdf82KC3qp75cni +dngpn2QjrsCE9hjdzuadXVC9nsdBcngW5B8wfr5mdYPPKQPD7SmzwFgYH+vX +7oGte0QPqlnMQsFMdZtoci80TOM49AUGiMq9xCiUPnAVFFhpe8WA+5c+XMhV +HoBsR+nolnMM+N8fRRTv20Tw3SFRzLueAaE6jRVSnwdhyKXpgUvNDIwXN94j +KH6F8bQR2TivGVjy6cvUCB8Gg+mDJimiM6BpIrhyoXoE/P+IbuusngaL54oX +S7eMge6qLn6/+zSEybntmDw7Dmc8Usu7haZBa9ZxPdF2AvZ3jl0yL52CTWJs +ocbFCYh8EhUhenwKBOozS5SyJsE0VSlh6zc6+OpWD62zJsEdD51dlffoUHTU +M7fufyTQq3mzfEqJDvMMmY20dDJghoN/7q+nwYeTFvxp5hQo8LnAY3+MBrct +Y3MqaBQg6n3adotMBcVRq8H8WCpoHt7udfwqFQwPxKRJ69CA3tnJTFqiwNnt +XT95e2mg07RwPimGAvNtSaTAKDpITq4mSq2QIUPANdReeQoSah3N6sLJsGns +w3O+xilYp4cv+PKNBGtuRjkYBE1DM+2IXYgzCXheu5aQJGbgbaFCwxvcJAQ/ +LUmSwM/AucVA91qxSajVjBcSD2CA4hvran6HCRC3CtaKFp0Fi7uimN/OcRjZ +1d17vWYWoiNO/tJxH4X32aBMcWWCZ4eK1scbw/At/JughwcTBkTj8fiQYdBz +eskY/ZMJ7wJ6cv/xHYZqMbFyojcT7Fl1Us1nhqE5cszkSzATujYvit41GoZh +z5tuZXFMqCwaV5ZZ/Apr1aqfRnL70jImZ9gi5CucK9ETl1thAp73Stmtk0NQ +6fJDtJuHBc02F+1Mjw6B6Nq/N9zhZwE7VUzpl/EQ4M4eEpoWYgFOKljl9M4h +2CFsvlqxiQXR3a5H8niGgHb+BNNGgwX6aqVv/YoGIUDGrzXCgQUDc73Zhj+J +0Ny0q2WPEwuW2GlpVUwiyAdhjSRnFhgynsark4jQ3RKMs3RjwXebs1RqGxF0 +rlyvkvRhwcbMhMK2TCIsdMUVvr3Ngh5pHpysEREiY/OiRt6wIKRY6sr7gAEQ +CRO08njHfX+kl5eZ5wA89faXoJWwwHqC8aPZcQDKrQ3ysQoWfPz8AnIODgBN +nNDIx53zmN2picnrBsA6m0dIo5cF9zvkDfRy+0Gqyi35yhILCmWUad11fZD/ +qunU4i/ueSQYuF8lfaD9VFP+Ng8GbjnR+yTy+uDozYWS+DUYVD28foAd3QcR +ZimETDEMbrgfCws93AekrjpJvBIGIZU/S7SbeuHdlFymqA0GsUKKDepFPRD/ +LNZ9zA6Dzcdotj/+6oHz9kyV4hMYvFym/0qK7IFtNTXvbZ0w4HFSO7LGsQcS +U8403/fk6uqmxWecRQJcMP9876wXBl/XRg3hyAQw/bnzhJY3BhMFCRss2gnw +03Nx+Is/V0cH5iYDsgjgrfeEI3wdg9W3GnUkfQKYM3iqvt7AoF52dERBngDy +ud4Rb25x968rZr8qQICBdfqCVjEYvMg0yEnu6obDowPbElIwwFNcWNFu3bAj +RtJS8AUGDnbJM+rtnbCiHyFCfIVB9zMNpeW7nTDEJPe8KMKgwzewyMK0Ex44 +lZ87UoqBZNjc8ZnSDvDbIKskVYHBq5zLa0QudoBlQ/QUtZL7+wyhNGOZDljd +aR8SW4PBg29rn5iHt8PX8U/6jvUYqBtnuLSptkNlmuKKMh6DLzF0wHV/gYAV +dnxjCwaPgoInlbZ9Aavy03ZpbRgYPorIkahtAxVv3KbzHRjExW2OD3RpgxFC +SjZ/Lwa1SjcyBBJa4WPcwp+9/RhkY+RiJ+lWSDNy08gf5O7HkPjIuuAfCGQ3 +s4KHMZg1eWO7V+MfsC7cXWE6hoHGYMfEvpctoOqSfl2C60uMOvwGG7kW4BNb +MSaRMXjSfy9xd2IzjH32EiijYZB6qTxy72wT/H2tozVqGgORDCFLJZMmSN+1 +P+XELAZpIS2nBeMaIYiU5aCIYfA4r6vqeeVnsHksIMPhcOtV6ZxV2I4HdRu/ +cdx3DNhVB398r20AAd6+ggcLGGgb57IKruFg4oORj/siBtRbLtrpxbVQ45O/ +R/sXBmUEj9Ka0Y/wWH79/L8+LVHiPHLmWBRa8wuyDjmEk9DzFy2ypCwIJPR/ +zu9Zux7Ok9D7Hh44cN9XnIz2c+3pQzpVnYz2a9z/h8pfh8joPGUbzX0sj5P/ +O69PRGO4B/m/evjoe0QEkVH91ig85q1NJqP6XjbctNssi4zq77bID3tek9F9 +Lc/fUohqIKP7bFdunObrIKP7PvA2YZ3yIBn1C0+lz8NoXgrqp8LM5b7nkhTU +b++65v3G5SioH5vf+qpOq1JQPwfVPCPZHqWgfi9bPjjyyJmC5iEg0Kk+2oOC +5mV886kdJy5R0DwFxz7368mnoHmTiHFrHaujoHm0MrfsY32hoHkVyr7015ke +Cppn28REVuUgBemDr9typcs6KtKPtq+D1q4KVKQv1cTJi+maVKQ/5KsmUop7 +qUifJn1vJuXqUZF+LQ1GeatHUZG+/d1vsnc4n4r0L1dbZPxVBRXp48f6VVOs +hor0kxq6M1e4gYr0lRM3PKbQREX6e1ldaJOAAA3p87R2+c0JRRrS73vPb5SE +atOQvjPu7Ip4fYCG9F+zwaHc2IiG/OFh9UB0tzEN+Uecar+nVDgN+UuYyrj6 +9XQa8p9zjkRhzwIa8qfutSJ7DhfRkH+de9QRV1ZMQ/4WpqYqJVdGQ/53wmj9 +qBudhvxxS8uLMCleOvLPrdpd2dUidOSvSXIpmrySdOS/+hfq6xW20JE/Jxkf +1DeWoSM+WGMnrOXVREf88EsUt0PRfQrxxR7h/n3f5qcQf1wODApfe2Ua8Uny +6FQM/ds04pfmO3y71/rPIL6xct0n8GlgBvFPvLNaS5gpA/HRJE7Y3yePgfiJ +x/+JeugKA/FVmQH+ma3rLOIv2RdDTlnls4jPyGJ3t4htYCJ+cxMW/rD5DBPx +3anxbS0hr5mI/zzNgjy3LDERH862xhb7mLMQP27IeKQrk8pCfEm2/jhnN8pC +/GlFdNAS2oEhPg2su9m6xQdD/CpyFb+gxp3T33y7d+PeeBOuDv3mX47ZhIn9 +Vjbi4936Ch4WB9iIny01resmnNiIr5sSAkduXmMj/jYTLsqRSmcjPrftx8tb +fWAjfsfvN/qSRWAjvr+turHwLsZG/F8izu93T4SD8oGqp4IWUZ2D8sPQmkuy +pYc5KF8stYx0MN04KH+MpUkanAnnoHzC9uU9b5vOQfllsa9JvKGEg/INgS9W +trKNg/LPkiVHsp/KQflIR09BK3WFg/KTmZGlT9PWOZSv1r+sT32tPYfyl912 +RZkWyzmUz8Tixw47eM6h/Dbo2rpzTcAcyneZ+k4igyFzKP8ZB1TJ4a7OoXyo +uF2sc9+1OZQfmzjHHzC569/5Unfkh6/V9Tn4nT9xzktmL7nr/wPNuXZv + + "]]}}]}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ +{}, {}, {}}, {{}, {}, {}, Annotation[{ Directive[ Opacity[1.], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwVVXs81HkUHaVoqxHJhiShUiorWdQ6G4rQSyRSHiGprKjVQ4VFKNRmS5FH -qJYiEbVe03iV9yCDYTAYjzG/Lz3WK+zsH/dzP/eP+7nnns+956i4/GblNo9G -o/mL4v9s7jbIYgzZGLI39U3PzRGIGyt4d8nrwNjBrYwuqrclxsbnyJvg856U -IKVZAota9uvH8tao0TzYbfCdwNZ1vOhPeVewbM3XXJwg6Nx60zhS/gK09ZKy -B0YJklYcCI2QD0ZhbNmy8h6CQMmc9eHyMejZm+znVEpw1C45a3QsFe6v4mcH -AggWzwU6mK7OgvfEsI6SEYH6IWqw9FYuorjT7m3zCfzq9BH79R0yh5c+vFZC -4cdcaa6YWAk6Q1ee41+nkMczrqnfyYTHkMoUTY8C0/Oxot1IGT5ykzsvjAnx -bd0vUi/PVSJYOVizIlOIeZMZyxTVqxBqv7vkkpsQunNOeYcza/BMOdJSeo0Q -NcE6dRUb61GwmGYtyxmB8h3B5N9UAzyP6Busjh6BYLyL+0mrESu30neuNx1B -6nBBFT2qCe+HGGMD4wLQlZ6Rvr5mnJAQn616LsDt02/ck9RakGAjH1R5XIB/ -f83o87jBxpm1MpliiwW4oF2WK1faijb78jv2hcPoyiy7xVJpR1dMh2Ko2zCm -PZvjNK5woD+0c1c0fRibdknMuhd04NyvQVV1BUMwfaJyKvtHLnTmdJjbnYbg -p+S4tsehC8ec7+Y0SA5Bc8RmMXtfN7bXcU+bZA9iudSoZNlUNwIeBvrTDw5C -vCQuSzW+B0Z3VcNXfhnAGZ2CtkUWPPzhrL0579YAMva6JBX/y4NuYfr3I6oD -+CZQWMa/3wti0Hpyewkfbw6bzo8x6UOqpzvN6gAfN8xCEnP5fWDrvlt1vbcf -Kp3mrSkh/di0e7Xbwd/7YfBzcIy8Nh8DdXXCyOk+OKyunxRr4kO7fNw1MrgP -36oied6BA5DtmYuQm+1FrPiJC1ZqgwgvsjEuvtKL5dw3T+aVDWKRLjO1+gsP -C64FWuufH0IFf89+XzseaH+fyOLJDONF2pr36Ywe+DzKipRhDuP4lLdTkVQP -ijaFSUp7CaCSblEw37ob0uY+mkH0EZjepJOzG7vQsbmh6XLhCIL8D89oO3Xi -VQLU+k4I4VKrrvn2KgdfrnyRcHYWooUexmT6cqBr+0zQeVKIl16NSR/OcFAg -JZXD9hDCiiqWqzjGQUUAd1e1jxD1K6boN3dwwHG55vg6VIi8jC41hal2LFxf -8ChAdJdmwYkcU992HM/SlVaaFYIpdvH19cNtyLOfoDfQKFRYntpvtLcN9IX/ -LPljPoXRu1KqM4ZtYDj8IjkkSYEh56N+dGMb1v5gMpe7nEJQw4k9ybQ28F0P -CS01KOitz35xNqMVXgpnP/pbU2j53JRgMMlGRfnmyq22FKZHY2LyhWwonydl -PDsKBoJHYRt4bDRU+jDMHCl8tXTo769iQ/vi5XxZTwrL4sLTquLYGK8PTXtx -g0KjPI2huIONgJDkwI50Cr6ZchdfebVgqZ+EufNL0fwANzdjlxY88jgnw8+i -YNEtmKiwaUGOhX4KyaXwtvQpEne2gC/NKpsn+vPgLXcjoha1wCKBJqnRROF2 -rbK+btInyOU7Rl2cppCmoMZvKG5GyvPyI1Mzon1kBIyZrGZoPdqkfING4JgY -tE0muRl7r41nhS0gyP/z8s+jQc3wN45mxUkRXHU64HdhdzN49cWyTFUC37zJ -LK3yJrwcVIqjWxKESKq835DRiLDHIU7c/QQrDvD3TfzVCFcroXrmIYJn3wdm -IgMasaqw8NU+WwKa7fo9C2waERF9rOK2i0hXl089Hptiwd2k9JaDG0H7wsA2 -Ri8LRpMbD2l6EHSnhi8xrWFh0mWKU31OpKMtn3u84lnw0H049sNlgrkXGsU8 -PRZMBLT89qsEJYqdHWuUWVBO8vBPvy7CryNlNSfOQssiPQnzYIKncfqJUfUN -2N3Zsio8moDZZ08FOTZgbbCsmcRTAuv9UcMbauowq+e/lP2coOGxhur3m3Vo -E/Y2Ps0gqD3jnWFqVIc7tjnH92QTyPp9PjicXYuzSxRV5XIJnif+tmDpqVqY -vQ8a7M8T9cdKxhgq1GJuo5VvSCHBnS8LH5pcqUF71zs9mxKCDYax9lXrapAX -ozKrxiSoDh4Ao6EaXrOjYWWVBPfO+/SorqqGec7R/TFVBAb3/BNliqqg7sFY -7lpLEBq6IszbvgodrOiE+U0ERapXY8XDP+Jt6PjJpk8ECaQ301b+I2J2OGqk -tIrwGLDvWaR+gPdoBeXDIRjZlb7vJ40PsEjbkmvEJdBore3e9qwS6+zvX5YR -+ZKgmLnEUqkS86RmDXm9BA8/3YrYElEBbqmb+Gs+wd3TOQE/jZTjn0u1HwOH -CJbGSpqp7irH/c3bow+NEMT4Vh6VCC3DeV68tQoheJBcn/8krxSWD8QVxsZE -fOXZxafVMLHB8mwX4yvBaP7Oia9F7yEu1px6Z5xAyzCJSr3EQPebHZ5OUwT9 -1+217mcWodAzZavWDMFrlnN2YedbPFBe/O1/n5bJsus4diAQ/wFg7wj/ +1:eJwVkns0lAkDxm3K/bajTMO3ZCdapShtuxU9LLakNoVT7rLksvV9aBR2Q0XW +dW19K0m5trZUbjOaiBHD1JiMGZcJYd73FTIVm3Csyuf74znP+Z3zO89fj2nQ +f46ErFBSUgpazv97f8iEpPmV555B7Uh5fJ0CKx0NI0cY27GCf6jkDlsBm8K8 +glqGEzIzhM4DNQq4PpPV3GB4oDosbuvOSgWOBs83XmYEAyWrr8+WKzBkleqY +xWChUfqhOuyaAkVrDl1KZyTDLk6d/80vCpxXq92QxvgvaHraxrEOChzzKq6c +/rsM+le0in2aJ6G5dN53r3ElrDM9H+U4T8Ls8NuJ1gw2tFPiaPPCVzjbuRN5 +7x/irKtq0THHV6CzPx/+7DMe3GmgW7RMoI50FIltW2CuqeVsbDOBlogbRl6v ++WjKSo4OKR3HrLmd7r1TAny3Y88tK8NxrFio0DMyE+JYz4lyzvkx7FgKrHO/ +L8LcBFuveOolRMnbO9s3isHK95WW+L6ESY5i4fbbLpC7BrrSuaNQzI8M91pL +4XJ19mSd4SjKJhuEOtndYPHohgvhFHS+KJ8aHe3BtTUxbuvqSGSGc04Ure9D +8FbLfgM1EnP2FaNhiTJETVsfyHUkwNrGZxu0PodvQQT/74tyjNznZ0hMB8Bl +s4IU7iNYjOi5bhE/iKixNwYJvw1hk4PqpxMNLxC4Od8gUzyIvSWmodX0YczR +fsBNQT/OfhHwJeE7AuM1JXRmvQyWrz01ZQfliD6TeC7jUi/0dafV+P/IUVj2 +ptW+XwppY3qqy0c5vM4xVdI7pbh80kxFvCSHIRG48VmrFDSht/LASgKb+PVv +7e8vc0rbxykdAqUJt78duiCF3mL+OyMmAZ8l5dnhjVJojTu/OO1KIMef+awq +RgLRH3LvhYMEVFilHiYREmQ6/dyf4EbAvJ634ZK/BJolVX1pngTSUmqibfdK +oOFnJCkMILBSY8uQy1oJ1Lqn2zpOE5hvV/Xq53ZhJe96JbNgef9xrNrvY2IM +2DrtG7lJwOm39jNGHWJU1r+W5xcTiFX+mpFdKYZ3nR2NVk6gfW6X0qZYMarv +jbCUagg079f4zlZNDP8C5q4hAYE+sY1GErMT3LgKfu4MAfrFFZYBTiJkz7v7 +HZkjoHch293fTIQfYz7Mai8QyKfd3rJbRQSdqIMbUj4RSOJxtmYKOhASNpV2 +Wp3EpNWFbxP2dYB21OaQmwmJ8CkHWytHIX7a3tCv7kpibYfmjij6EzR39d7l +HiShHbv4vHZGgDWnphND3UhcppJkzWIBeLfMzNs8ScSd9NTZkSqAPj0nOimQ +RGJ6qiByph0NC8Ga8zEkckPn88ya26CXmzh8K5YE7bT301/z2hCyLb/a42cS +3x/XFpZEtkH3J/HRmiQSHkk1Te9N2vDji51lpzJIPCA7z43E86HJ07EbLSKR +U0UPUV/XikAfC70rpSSeU1ePTr9rAWfekXL4k4SNut27iLYWBFjHpRVWkEje +NZSmE96C2mKq13v5949ux2rdv/MYPsncf0s6SBwv0/a5qt+MqnXdDkmdJKz6 +6tvuNvCwqvHNaivJsv9PRfXDH3ionP2yIbOPhCFLddEhsgnKoVmq+wgS+4PD +1hsUPkKFS1BR0xyJ0lD1h1G5XGy3NN2DBRIpS841HTQumnTkg7xFEloWvTLn +zAfo6vajP1aisHrSYlEYUwevun9xHJQpHKclfvR7yQGZN3ikZRWF7LWcHuPD +HLz388pu1aDgmcCW9Rqxcc5+raWTNoV2jt+YUnwtVJiyp3zdZb4oCWmU1oAx +4bGqfTWF+J7ydlZUNUqE+qXf0ymsooK3UpwqWN6T2gsYFA7Lj3EjqErsiXb7 +5YkxBauEZp7syl0IPHQNXUwpOO2WuA/y78Dtm84HT5kUCnePh9n2/IV+Rpbn +fnMKWUZjpwIe/omgD64zwq8oaLAPXPs6tAyKYY3fXTdRaLl89eb6J8VgPX66 +RbSZwr2KHJOLJ27gU+mvogPWFGZoouLw9D+QemlvxLNtFHrKuj19xhPhPjt9 +frMNhYIzf5HkZn/8D4/WEkI= "]]}, "Charting`Private`Tag#1"], Annotation[{ Directive[ @@ -13811,44 +14536,50 @@ fOXZxafVMLHB8mwX4yvBaP7Oia9F7yEu1px6Z5xAyzCJSr3EQPebHZ5OUwT9 RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwVlHk41XkDxa0R2UVIXIMUojKWUc6IXiK9wyijhRiVriVKiWG8CmlByajJ -kmgzyi1bCyFz8TAJWSvu5W7W+/vea8aYKMb7x3nO83nOc/48hxZ8wueIlISE -RMSy/u8eR8a7Gyf2OjX6L7g8iJuBjItuFFvHBjZD/4R5LPPW2zfzK3Vc0Sz+ -7qrw7Aw8OwYqCnR8QVun8nbrMvuFzL3K1gmBU+Qz/cYzMxi2uuCSoRODPHs/ -pcFTMyha/d+0SzopGAxo2ygbOYNk+cr1F3VyoJLO2ukbPIMf/O8wROK72LOO -ptvqPgPFpeSDbusYUHzQcK3UegYm3tT475er4OLoTm9eM4PYtw64+dcLbLE1 -tLi2KIZ2lRpLUrIBC+5izT6+GDUclzed25rQLZWqV9MuRhO9QM9/mon53ma1 -1wwxZk23qzyOaIUoTDLEK1cMqU9lqnom7WDlaDociBfDdulwzfflb7DQOtQh -DBTjTYrN25aNnXgve1zv6U4xDK5OfSqlumAabGgxYCbG1Byb1Wf9Dgw16fDL -SmLcnaxtV87sQZKp6r0LRARl/QeEx+tF09eOf+R3i3DlePXRIuN+ePU1GXhU -i/D3t2W80KQBuCiU3dbKFSFmC7NK6/dBNF+MGko8KwK7nHm5m/YB7uae9SN+ -IizQe/M2xH+Elb1hkJudCObOcotHa4cgdhlx9lkjglsx7dhTbRY2q25Od54m -iNUPNBo9yIbSmaa59WUEFtN7FQe8RhBVn9imTSfQUBHJM+dH4DHgayFvRCDT -kMf4Kn8UXM/nM3uGKYTZ1L5f6cnBqpvXbXSvUSjbFVxU/zcH022p5XRXCrNT -uqqCXC6CXaKDtReEqP7eTTrHlYd97LWtp0qFSHJPvV0l4CFQQaF69QEhaMMe -gyWpfHBVLmirrBLiG7uUHJ0tAujdf++XXzmNg+s6P0n2CFDh0FTgFTCN2fYM -TlTyGCQifjWLWZzCTZmAGB/jcYw2KkTQ70xBg1VdLMUcR7r/+tbYHVOQTUz2 -dYiegEfAVpkX/ZOQKA1gcNQn0XJeatOKiEmcvMXIUG+aRObweMrYnxN4ZZ4u -rxY5hRNR0fErTk9AzeOkxTnlaVgp9G39c3YcQ5ZdPXF10/ii3GhEOzyOJ4Uw -5gUIIbtHweJI8xgOMWzV9BeFyHTaZu+kO4aa/f8od0lQsD/a0GCoPQblFS9X -nZemkKGfZS6pOYbGg9vlJ+QprLHuLKxVGoORgutSlQYF7db7sVqSYxCEeAt3 -b6Dg7ag4HDgmQKRueFuCL4XY9aZa+hUCtDRbtlr5UTh0vSOtolwAg2jC5PhT -6FqhZLWzTICu1pON7oHL+d4BheC7Amw5HfdMk77cN2GbxeUKMNeZdu9REoVU -075grXgB/pd6J3noNwrZtf3nupwEUIqV8wh6TMH8tW+lk6MAt0Ij1AUMClPn -LRNK7QSo9HQoIVUULhf/xIixFkCg1s2UaqAwYV2ZOEITwLNQQn5DD4UTZvIa -MjICaD0LzDy9QEGc9pFl2MxHycPmffNfKPBjNhYpvObD+pa5QZIEwfOGpR2k -jo9diXOMdFmCO9ZK7IdVfCS4ZHXnqRC87HPe/LGED05nvWbTVwQLg8mhZsl8 -PB7Xz1PeTcAJS8wosuUjvSD1MGsPAfeMsxZtMx8hPkKTcm+C2oHRY7nmfKyt -q3vi5UfQ/mHQM8CQj0tZB1quBBOEBX6u2b+Sj1DbX8UKcQRely5RNYM8uE5J -PPvwE4F84fFfDrzjwaAoNOG3nwk8XN17qT946F9pL+eRQqCeEtjGqudh53D/ -2otZBCdTi8PflfBglKLpLnefgL16n5H3cR4W7ROUBh4SREb5NZwL4uG9kPvu -/vIuKz5vG7ruz8NVv8pD/3lKEF1XwPHaxcPSRp9TqXUELY/CTCdMefjAfmG/ -t4HgcedsOFufh5oc2qJxE8G9vM+9xZo8RC6K0pmtBBI19OxzkjwMdWcVSvcQ -2D26uNJ4kIvnaXM/9vQRvDFmTkh1cJHjGLihZJDg8+zPhsmvufC8t6lqB4sg -cF4aVqVcmO7PjVMfJTjxjcYml3wupFQWnThcAlnDG5KvMrl4ebajLXmCQIlu -H5QQzUWu5ddZ3su/k0NPYMYHcRHNyfelEYJKVVe6+3dc7L4hoysWEzj1fWvy -y3YuzHaHsxv/Ijh7K3uMb8aFjGTv3atzBNl2dlfC1LgYqXakH54n8H9CWWbP -clBHL7Gy/kJwzC1fy62bgxsGirNLSwTSctR233gO/gUCXG8i +1:eJwVVXs41PkXHqVoqxHJNiQJlVJZyaLWu6EIpUQi5RKSyor62UqFRSjUNr9S +5BKqpUhErds0buU+yLhfBuMy5vuhy7qFnf3jPOc5f5znvOd9znlfZZffrNwW +0Gi0a6L4L5u5DXFYwzYG3C39M/PzBOJG8t7dDG0YObiV0kX1joSYuGyGMT7v +Sw5SnCMwr+G+fsywRrXGoR797wS2rhOFfzJcwbE1W3dpkqBz+02jSMZFaOkm +Zg2OESSusgyNYASjIKZ0RVkvQaBk9sZwBhO9+5P8nEoIjtklZY6Np8D9Vdzc +YADB0vlAB5O1mfCeHNFWNCRQO0wNldzKQVTXjHvrQgK/Wj3EfH2HjJHlD68V +U/gxR7pLTKwYnaGrz/OvU8jlGVXX7WbDY1h5mqZLge35WMFutBQfu5I6L44L +8W3DL1Ivz1cgWClYozxDiAVT6SsU1CoRar+3+Hc3IXTmnXKPZFTjmVKkhfQ6 +IaqDtWvLN9chfynNWrZ9FEp3BFN/UfXwPKqnvzZ6FIKJ7q5Pmg1YvZ2+e6PJ +KFJG8ivpUY14P8waH5wQgK74jPT3N+GkhPhc5XMBbp95456o2ox4G0ZQxQkB +/vk1vd/jBhdn18tkiC0V4KJWaY5cSQta7cvu2BeMoDuj9BZHuQ3dzA6FULcR +zHg2xapfaYfe8O490fQRbNkjMeee34HzvwZV1uYPw+SJ8umsH7ugPa/N3uk0 +DD9Fx/W9Dt047nw3u15yGBqjNku5B3qws7brjHHWEFZKjUmWTvcg4GGgP/3Q +EMSLYzNV4npheFclfPWXQZzVzm9dYs7DH85aW3NvDSJ9v0ti0T886BSkfT+q +Mogj38YCt+7ow9kDOyyjZvn4JpBfwb/fB6LfcmpnMR9vjpgsZBr3I8XTnWZl +yccN05CEHH4/uDrv1lzvG4Byp1lLcsgAtuxd63bofwPQ/zmYydDiY7C2Vhg5 +0w+HtXVTYo18aJVNuEYG9+NbZSTPO3AQsr3zEXJzfYgRP3nRSnUI4YU2RkVX ++rCy682TBaVDWKLDTqn6wsOia4HWeheGUc7fd9DXjgfaXyczeTIjeJG67n0a +qxc+jzIjZdgjODHt7VQo1YvCLWGS0l4CKKeZ5y+07oG0mY9GEH0UJjfp5Nzm +bnRsrW+8XDCKIP8js1pOnXgVD9X+k0K41KhpvL3aji9Xvkg4OwvRTA9js33b +oWP7TNB5SoiXXg2JH862I19KKpvrIYQVVSRXfrwd5QFde6p8hKhbNU2/uasd +7S7XHF+HCpGb3q0qP92GxRvzHwWI7tQ0OKHdxLcNJzJ1pBXnhGCLXXp9/Ugr +cu0n6fU0CuUWpw8a7m8FffHfy/5YSGHsrpTKrEErWA6/SA5LUmDJ+agd29yK +9T8Yz+espBBUf3JfEq0VfNfDQgt1Crobs16cS2+Bl/y5j/7WFJo/N8brT3FR +Xra1YrsthZkxJjNPyIXSBVLKs6OgL3gUtonHRX2FD8vUkcJXC4eBgUoutC5d +zpP1pLAiNjy1MpaLibrQ1Bc3KDQwaCyFXVwEhCQFdqRR8M2Qu/TKqxnL/STM +nF+K5ge4uRm5NOORx3kZfiYF8x7BZLlNM7LN9ZJJDoW3JU+RsLsZfGlO6QLR +3wdvuxsRtaQZ5vE0SfVGCrdrlPR0Ej9BLs8x6tIMhVR5VX59UROSn5cdnZ4V +7SMjYM1mNkHz0RalGzQCx4SgHTJJTdh/bSIzbBFB3p+Xfx4LaoK/UTQnVorg +qpOl38W9TeDVFcmyVQh8c6cyNcsa8XJIMZZuQRAiqfx+U3oDwh6HOHUdJFhl +yT8w+f8GuFoJ1TIOEzz7PjgbGdCANQUFrw7YEtBsN+5bZNOAiOjj5bddRDq7 +cvrx+DQH7sYltxzcCNoWB7ay+jgwnNp8WMODoCclfJlJNQdTLtPtVedFutr8 +udcrjgMPnYfjP1wmmH+hXsTT5cBYQMtru0pQrNDZsU6JA6VED/+06yL82lJW +8+IcNC/RlTALJngaq5cQVVePvZ3Na8KjCdj99lSQYz3WB8uaSjwlsD4YNbKp +uhZzuv7Luc8J6h+rq3y/WYtWYV/D03SCmrPe6SaGtbhjm31iXxaBrN/nQyNZ +NTi3TEFFLofgecJvi5afroHp+6ChgVxRf4wk00C+BvObrXxDCgjufFn80PhK +Ndq63+naFBNsMoixr9xQjVym8pwqm6AqeBCs+ip4zY2FlVYQ3Lvg06uypgpm +2ccOMisJ9O/5J8gUVkLNg7XStYYgNHRVmLd9JTo40fELGwkKVa7GiId/xNvQ +iVONnwjiSV+GLeMjmLsc1ZNbRHj0uffMUz7Ae6yc8mknGN2TduAn9Q8wT92W +Y9hFoN5S07PjWQU22N+/LCPyKUERe5mFYgUWSM0Z8PoIHn66FbEtohxdJW7i +r/kEd89kB/w0Woa/f6/5GDhMsDxG0lRlTxnub90ZfXiUgOlbcUwitBQXeHHW +yoTgQVJd3pPcElg8EJcfHxfxlWsXl1rNxiaLc92srwRjebsnvxa+h7hYU8qd +CQJNg0Qq5XcWet7s8nSaJhi4bq95P6MQBZ7J2zVnCV5znLMKOt/igdLSb//5 +tkymXcdxy0D8Cw2rESU= "]]}, "Charting`Private`Tag#2"], Annotation[{ Directive[ @@ -13856,42 +14587,122 @@ clBHL7Gy/kJwzC1fy62bgxsGirNLSwTSctR233gO/gUCXG8i RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[2]], Line[CompressedData[" -1:eJwVkXtcDPgCxafXVXqMHrRDj1sUEbq7pJZx1taVXh6JWCpKe1trlbaV0ZCx -5aa37iBSUl0kGa1iW6NWenyy6WF62KTHlJnfNM38Zoa01ae63T/O53zOf+d7 -jl1YVECENoPBCJvT/90ngrT/Ltuz+T9uLkZrajTQ9Vgc3c9ah6TzzpLuag2+ -uJlz4xHLE5ca2M94c9n3VfcveaxA3JvMC+t8pkHQkfFn2awjSIRfCleowbu1 -//ZIZ8WiLZrl/7JKg4KFOy6ksBLhps/OD6/QgKf/aPlFFh9VC+8fTC/RYN/+ -WwKVuhiWnsHC4UsaGM7yDnrZCMCMHmNei9fAYZeSvEitQGBe8IuUCA3iWtyR -87EKjWaBGeH+GlhWmPZpadVgX5hzcoGrBo/FHs2tm2phXN1t89hag9qjeUv2 -j9Yh4ZNh3rSuBmOObGbZD41Iy1xjVa5QQ3uidMESh5cwY75mr+hQw3X20OPd -D5qRpT3DMRGq0Zy4rqVhZSt+O93f7lyshm2WfKJE2Ya3qsNV4xfVkI/393W6 -vIbfx+YO9xNqFI88fWmSIcKIllGaxV41TKzv0OHhDpyx+cf+RRvVSPuu8tuC -ZV1YImvTybFT49NXpcORCd2oMN8ezddTI/bzuopFL97A1SE4wVyuQv+DutR2 -ux6sJyGXP7xSYepoR67T6bfQaXnuqXiowqot82a+fdqLsPdN3jGXVfAqtPtX -uWUf4kTxt13iVIizDrUfPNiPytWDxtxvVHAe3WPY7T+A3Jrlp4fZKpgzVfp1 -kwNIHTqfG2Sjgm5NrmDpjUFIcgysQhkqfL/u6Z8GvmJ8FsSxyqimKPUOK6j+ -JIZXD2f911yKMfniBZIrQxD9vLdtJZuicreXDt9zGIcWKi22jSuRsC3pZoVk -GE0t6a6XKpSwe+fzpijpPTY4dFqVnVDiyw2JfNbnElw4t6XMe7kSB21aJ7RE -EkxsSZbMH1Bg7GW6OJonRZeHf/2NLAVydENiA5YRRHgqzjp7KmDeV1moXUfQ -8HzdyMCnUeid4QW6n5CBP2EgtSwYBaMkRCA2G8Hh++VJU76jiLkuSDerHQEz -n9mkGZXj2apkfdPjcpxyNQowT5XD1CfG+bzJKJK/KzmrXilH7+o2EUc4in25 -Ldt3CEfwMB/LhkMU2L2LM/6z/wiCBa6m1jMKrJpfO/RLtwznkm7xeu8p4SeJ -XbvfWwbjuHk+h8uUmNhsZfp3LxmuR/5gJhEoEWMwdee9pwyPfN2L6Nwux8M/ -yI59JYPEtL1Ou0aJ0M3+x77fIINvPkPfSaSEZapRmYODDIuehGb8NKVET1z5 -ipOzBEV36/dOTith0xy+1HiawOX6KtsEBsXqW7EHCicJvM+MC5L1KHhGKVGN -YwRcj8z2XCbFXt04/pScQNxabVG7lKIwa7bzb28Iyoh1rokfhX2cyRPOA4Lk -vKRDfdsp3FtanLilBEcCFA4PdlF0Wn22Nf4ugZVQ+NA/iMJMv5cdVUiQknmg -IS2MomSxTYjzFYJI12vq+RyKnG1iMsIl8JQznvTEz/WJ/um0gENgWxDJvXeW -wlHHNCbqJEGXgds8n0SKO1p37QejCP75rsvqYuYcT338iuQwAvtEi23zblMk -Ge60rdtKMOPGNe6+S3Fb8vrHNR4EfyqGXt8upeBmL+BfAkFW0KPgreUUBxjZ -zlvcCGZXBvyYJKQICh/cyXYi6OmvcttTQzFd7VEW4UDwmG83s6x2jqfe3jHR -juD4jCq5rpEi6tqL+Fssgt72zHwdEcX9U5G2/gYEv14YDxd1UkiMVB8X6hHw -N4Y6Fb2hYOkl7GxlEPj+d03F130UoqvpbSZ/SeH4zRWO2SDF9oZSs+wPUmgz -ZzaLhyg2nXw3OauU4rdTr5p4MoqbXlqR2e+luLJ6feauUYrGMYvOhwNSnBDf -CLSjFLIP+ZvK3krhd1V3sVpNcY4f18DrkmKF37H+3z/O/Wmc5ubYLoWuVkdx -1jhFkfkXNhl/SDFQufHooUmKpmPPdxTXSyE8WrTWZZrivN5lbKqR4qqt4djs -LAVhJ8QmPpHif0H8IxY= - "]]}, "Charting`Private`Tag#3"]}}, {}}, "GCFlag" -> True|>, +1:eJwVVGk41XkDtUZkFyFxDVKIylhGOaOrl0jvMMpoIUala4lSYhivQlqkZNRk +SbQZ5ZathZC5eJiErBUud7Xd/+9eM8aUYrwfznOe85znfDgfzqGFHPM9JCMl +JRW5hP+z56Hx7saJ3S6NAfP0+/EzkKPrR7P17GA39E+455LefOtGfqWeG5ol +310RnZ6BV8dARYGeH2hr1N5sXtL+oXMvs/VC4RL11LDx1AyGbc7RM/Vikefo +rzJ4YgZFK/+bfkEvFYOBbevlo2aQoli59rxeDtQyRrb7hczgh4DbTLHkDnat +oem3esxAeTFlv/saJpTvN1wttZ2BmQ81/vvFKtCdPRjNq2YQ98YJN/56jk32 +xlZXFyTQrdIYkZZuwLyHRLuPL0ENh/66c0sTumXSDGraJWhiFBgETLPwqbdZ +4xVTglnzrWqPIlshDpcO9c6VQOZjmbqBWTtGcrSd9iVIYL94sOb78teYbx3q +EAVJ8DrV7k3L+k68kz9q8GS7BEZXpj6WUl0wDzG2GrCQYGqOPdJn+xZMDdmI +iyoS3JmsbVe93INkc/W754gYqob3CY/Xi6avnf/I7xbj0tHqw0Wm/fDuazLy +rBbj72/LeGHJA6Arld3SyRUjdhOrSuf3QTSfjx5KOi0Gu5x1sZv2Hh6WXvWj +/mLMM3rz1iV8wAZH42B3BzEsXRUWDtcOQUIfdfVdJYZ7Me3IE90RbFTfmOE6 +TRBnGGQytp8NlVNNc2vLCKymdysPeI8iuj6pTZdBoKUmVmR9GoXngJ+VogmB +XEMe86v8MXC9ns3sGqYQblf7brkXBytuXLPTv0qhbEdIUf3fHEy3pZUz3CjM +TumrC3K5CKHHhOjOi1D9vbtsjhsPe9irW0+UipDskXarSsBDkJJS9cp9ItCG +PQdL0vjgqp3TVVshwjcOqTl6mwQwuPfOP79yGvvXdH6U7hGgwqmpwDtwGrPt +mZzoFCGkIn+1iF2Ywg25wFhf03GMNSpFMm5PQWukuliGNY6MgLWtcdumIJ+U +4ucUMwHPwM1yz/snIVUayORoTqLlrMyGZZGTOH6TmanZNInLw+Opwj8n8NIy +Q1EjagrHomMSlp2cgIbncaszqtOwUerb/OfsOIasu3ri66bxRbXRhHZwHI8L +YcoLFEF+l5LVoWYhDjDtNQwXRMh02eLooi9Ezd5/VLukKDgebmgw1hVCddmL +FWdlKWQaZllKawvRuH+r4oQihVW2nYW1KkKYKLktVmlR0G29F6cjLYQg1Ee0 +cx0FH2fl4SChAFH6EW2JfhTi1prrGFYI0NJs3WrjT+HAtY70inIBjGIIixNA +oWuZis32MgG6Wo83egQt+bsHlELuCLDpZPxTbcZS3oxtEZ8rwFxn+t2HyRTS +zftCdBIE+F/a7ZSh3yhk1/af6XIRQCVOwTP4EQXLV36VLs4C3AyL1BQwKUyd +tU4sdRCg0suphFRRuFj8EzPWVgCBRjdLpoHChG1l0ihNAK9CKcV1PRSOWShq +yckJoPM06PLJeQqS9A8jxs18lDxo3vPpCwV+7PoipVd82N60NEqWInjWsLiN +1PGxI2mOmSFPUGSrwn5QxUciPas7T43gRZ/rxg8lfHA667WbviKYH0wJs0jh +49G4YZ7qToKx8KTMIns+MgrSDo7sIuCectWhbeQj1FdkVu5DUDswdiTXko/V +dXWPvf0J2t8PegUa83Eha1/LpRCC8KDPNXuX8xFm/6tEKZ7A+8IFqmaQB7cp +qafvfyJQLDz6y763PBgVhSX+9jOBp5tHL/UHD/3LHRU8Uwk0U4PaRup52D7c +v/p8FsHxtOKItyU8mKRqeyjcI2Cv3GPic5SHBcdElYEHBFHR/g1ngnl4J+K+ +vbe0y4rPW4auBfBwxb/ywH+eEMTUFXC8d/CwuN73RFodQcvDcPMJcx7es587 +7m4geNQ5G8E25KEmh7Zg2kRwN+9zb7E2D1EL4gxWK4FUDSP7jDQPQ91ZhbI9 +BA4Pzy83HeTiWfrcjz19BK9NWRMyHVzkOAetKxkk+Dz7s3HKKy687m6o2jZC +EPRJFjalXJjvzY3XHCM49o3WBno+FzJqCy4cLoG88XXpl5e5eHG6oy1lgkCF +4RicGMNFrvXXWT5Lv5PDSGQlBHMRw8n3o5GlfupuDI/vuNh5XU5fIiFw6fvW +7JetXFjsjGA3/kVw+ma2kG/BhZx0750rcwTZDg6XwjW4GK12Zhz8RBDwmLLO +nuWgjlFiY/uF4Ih7vo57NwfXjZRnFxcJZBWorX4JHPwL991vHg== + "]]}, "Charting`Private`Tag#3"], + Annotation[{ + Directive[ + Opacity[1.], + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[2]], + Line[CompressedData[" +1:eJwV0Xk0FHgAB3DHKLKRavUm144juhwpifhaR0SXoyebZEWORI4WHU/TM1KU +nqwOZ3RspkxleLWmtNgOixSFYmRY6TfHb2Y2PLzN2j++7/s+7/vnlxWRGBCl +pqKisn0u/7dv1NibZ192uzaGzHjczlCC4bH8yCBzPSrsRPG+c7Yvv1JSy/RE +XsLEJWm6En7tPQ9LmUH49c6tfvs5B0dOPilgRoJlarbn2S9KDNic8TjPTIWh +Wupkb4oSFd/vzD7HzAJPn/9eM0EJtmat5VlmIfwir+odiFBiT8h1nlxxAy5H +WuM1tyqhPcsO9TbmgbwMUt1sp4SFv2ysOZeP0CaXRy+ZSqR1bMKVr49RcClD +z0FFiWV8PaGqaiMCuUv2bRxToF7k0fZ6cxNcf7YW6nUo0BRXahAiaYG91ndD +bnwFxle46N47/AJnTuz9qlWigNoUd5GBRSs2lgtcK9kKOMyG1wfWtIExWJ7b +E6NAW9b6juerXsNxmuEavUsBk4viqTuyTngejxxo2KCAeHJQ+M72LZp1qj/W +GipwgzS06lzowqSQbRejqoCO0W06MtKNiOuM+KRROfJi6w5WmL9HX55bj3m7 +HBNu3JGYzB4MK49O5jyQI3VdC1+/uRfZsbKca5flGKxpyX3D+oCHFd1ugcfl +mInrLl557CO4j256hO+XY/WP878dbOiHILhN19RLDu9KVvSDZUJ4XeNMn7SS +I81ov+lQ6CDm3U1eUbBQjjWS3do92z/hc180U32UYomuXLNl+hNaTXw0ZrgU +jMZinlnJEGwsE7uSj1IcWt/Qp+UngkZKyHzpJgru1oiKpxMisNKfOurMyjAu +Xr5otGgY9acThY0vZKgL9FYv9ByBVVp2eVCuDJk+nHL+6Ai4iq3Z7AAZWAO+ +vVWcv1Fq/qEtcrkMThuzCpnrRkGrzu5dMCBFqPHrKdWuUezwsc4IqZJivPW8 +6Aj7M2xP/4GdkVJcYYSlBpiPQTL0U/OElRRLhHWVai1j6M15TvxlEmicZAdt +SvqC4wKZZG2NBCp3wniixQTuh1LzOpIkSL7GO7+4icA1c8Kg00aCJ6tzNPUS +xEg7yPp8WCaGnm/ymtM6Elwat2wauS9G/9rOrgzBnC87F+cfFuN+GcxHwqT4 +kD+TZWgtxj6eg57RNyleneTdDaYEpzjX2f3VMnR4LWwoqia4N2ZUrLONwnCN +XnR7LEFOKSdcuINCouFUVx1DEBkgtajxp5BxRBNnogkMBYL724MpdBl3g9yj +CM7l732eF0ExUfdPRn04QYzDVcWCDIoiPoktCSYwzVrqM//W3P7Xgu4wL4Jv +jicW9vxG0RGhmu/kSdAnHX57a+7XnF0eLvoeBBeDa/dteUAhulCZ0u5GMLsq +IIUjoHisX+HtvJmg/01+mXoXRbGxae5Se4JH2ZMHut5RmCTOO0btCAqd96+s +6qU4GmUQ2mpL4HfTmu8upDh1rnMq05rg9/T2V+wvFFYFjsVkJUHR2g35/hKK +FzTZ7E8rgiRRSRCLUuSldZaVWxJYbYsffPaV4qabLCHIgoCh2n3j4iRFmTG3 +2dqc4FOdc1z4NIV6eJa2lhmBIK7KxvZfCqeA9C3DLILLJtrjs7MUW9w5qU9+ +IPgP3/V2bg== + "]]}, "Charting`Private`Tag#4"], + Annotation[{ + Directive[ + Opacity[1.], + RGBColor[0.528488, 0.470624, 0.701351], + AbsoluteThickness[2]], + Line[CompressedData[" +1:eJwVkns41PkCxsdElNOIWholuZYobXV02Xbf3QihreTW1aWStdXZWh3VJunQ +Ifc9DkLWpS2arZH7lrCMLda1ESVhxmR+Yy7fmSmDPM2cOX+8z/u8z+e/932t +wv7he5JOo9HCtPq/e52k+ppF/l8VS9r4rAEldF3NfxhlbkYja6rcV5s3/ZJb +UMV0g7xx59nZl0p4dw1W3mb6wYS1SeauzYEnpp/+zDyBTGbEXzyuEm+d/+2a +yoxCzvLBj6Z9ShR9tvfGTWY81q4vd4z9S4k4g6rVScwsrAvraHVvViLoYDFb +rriDqGETbvs9JQw1cUc8VrJBTgZm1mcoYbdfRrUmV6NKUbJDdEmJ6O5tyP3w +O649n/9PRYgSZtXGIzo6TSjZ967o9G4lavmunT07WhDwNGH9I2clWiJvLz8o +4aBQHJHqZKrElP2XRg/OPMNAjl6dtVoB+ixr8XK7DrSba7q7xhVw0YTUHnjY +iTtFdm9UHQp0xm/u/nNtD+7R/P92tFIBywzxbLmsF/76vzWG5iggnh4debnh +BczsKxMlMQrcmXzSwUjj4l/Mzy/SwxRgWNwjAkE/7DJGXXa5K5DyXU14ke0A +ZjxXcEydFFB9zRJExA5i9L9RxQFGCkRt5FSbtr4Cx0G+ac0HOUYfcpL7rIZw +WtPrtXdAjrnI/nyHy29w4bpFWXa9HI7f6KvDnwyjotUm7WKBHB4lVqcemY3g +XG6qNClGjmiLYGvekVE8MW7p3BIih5PE33BwzxgeXhbwFrjKscRIbsD5OIbY +1vOqEWs5dJvy2TYFPKw6+/LzIF05vt/85PUCbz6UrLHrQW0ErN1hRY0qPvr9 +q8/MxBFMic0XT2SPo/BWWpr0G4KaAx7zstwE6Knvmrd0ToZYz4RfqicEmGfv +OZZYJ4PVW69XpQnv0Jv4vl34owzbt8RnMTdOINTg/oWeNTIcWdkzq8OdwF0m +84EOT4qpjlT+D3FCXBtw5CzLlCJX91iUry2FU6qZ1iA3KZaM1JTQORRCdngs +fqeSQC8mzm/bORFS3uRctS6SgFZ+jM03mYS+nuAPVx8JzuexU01aJvE+huXw +TCrGU8dEA+OzYsxlrSruTBHD2Ou803WGBOGDc7yJdWIMr+vlXmqQ4FH7uK7T +H5OoKISt4JgUhslxum/9JnGU7WJsoZZiFSPuP5F8Ea4lFMcN35fB3sLZZv9B +ERZF63uFPpBhNmqvxjlQhLyIMyYTbBn63SzrF/mLUOW9rZRUy+AeM1PTtk+E +CeM+Dr1JhsCtafmrPUXwLqQZOHBlKM6rqKxwEcG0LjjtgrbXZnMUtJiIUFrW +FvDxkwx+w7nfRy8WYUOeo2UsjSB3/r2KtQwRdsdMsxP1CMIDs2+mLBDhimt6 +X74RwVx0iWYHTQR+T+PSFhsC2nNGuY+UwgPKIp/hQ+CmbvJQt1FIvJ0QMvIt +wZ7QlWOOrRRO+ErtHu4n8P/M++eAZgorGhoq9gQS1MckGZU+pnAz/fCfKWEE +BYe3CEzZFCJcbikWXiIQrq7jHc6h4Cam1Q39RMDPpr86kEXBsijiyv2rBHVB +t7gemRQGFmzV94rX8qFDl22SKex6O7AiKZ2ggXuk9O5VCtbxSz3172p/x3px +tfkEBfXWK4sGywhm9n2bGxlK4bV0/MVdFsGpTEkM4xiFjMCqo+6PtHzIr31n +IAXNWt8fExoImIeWrQ/YTWFo9Pet/k0EQ8fPJD3bRaE2y0pt20Ig2fLryQ07 +KZxVyxM5zwj0xMHTE9spDPelF87jEnR1L9z32pFC/Y3p49yXBOob58pmVlPI ++iLYofQVgfQg4/FC7U+9f11fvXOE4MLIMKGvoGB/KPuSCY8gPS09f8KMAt1I +/RV/nKC2lDlTt4TC44td7XEi7R76z1uWG1LIXvf39P0SgkzrPFXZfArn+AV+ +VoRg70XV3DI6BZ8cXXOFgsCs6nJX+Cch1vicHm3+QNDWmxKUPCOErk7/nYxp +guCvm9/99F6IsZovIkM+EjgdOvWlvUyIhshS5w2fCCq316qOU0LkWBpOaTQE +G7tTba/xhPgfZ3s4+g== + "]]}, "Charting`Private`Tag#5"]}}, {}}, "GCFlag" -> True|>, "Meta" -> <| "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> Plot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]], @@ -14010,8 +14821,10 @@ StyleBox[\\\"q\\\",FontSlant->\\\"Italic\\\"]\\)) = \\!\\(\\*FractionBox[\\(1\ 3.93360877133377*^9, 3.9336088763278103`*^9}, {3.933609204975422*^9, 3.933609210311354*^9}, 3.93361125421931*^9, 3.933613174505416*^9, 3.933613231933786*^9, {3.933659000734425*^9, 3.933659029853593*^9}, - 3.933764191090105*^9, 3.933764532041539*^9}, - CellLabel->"Out[34]=",ExpressionUUID->"d21fb0df-419f-4363-bb7f-617faf904692"] + 3.933764191090105*^9, 3.933764532041539*^9, 3.934740176662066*^9, + 3.93490598402827*^9, 3.934906030914598*^9}, + CellLabel-> + "Out[285]=",ExpressionUUID->"681904a0-194c-48db-be2a-38be241d1062"] }, Open ]], Cell[BoxData[{ @@ -14036,7 +14849,7 @@ Cell[BoxData[{ 3.933607821113494*^9, 3.933607827714554*^9}, {3.933764562833202*^9, 3.93376457473697*^9}}, CellLabel->"In[35]:=",ExpressionUUID->"1b485599-abd1-4bc0-967d-165fc92d833b"] -}, Closed]], +}, Open ]], Cell[CellGroupData[{ @@ -15450,7 +16263,7 @@ HTtw 3.93368416064683*^9, 3.933684163137246*^9}, 3.933882090999606*^9, 3.934453803143113*^9, {3.934454116958088*^9, 3.934454123705853*^9}, { 3.934535155417897*^9, 3.934535271566082*^9}, {3.934538649918092*^9, - 3.9345387188203506`*^9}, {3.934538789890613*^9, 3.934538950390564*^9}, + 3.934538718820351*^9}, {3.934538789890613*^9, 3.934538950390564*^9}, 3.934539057804737*^9, {3.934539103926716*^9, 3.934539159190048*^9}, { 3.934610421894578*^9, 3.934610438091379*^9}, 3.934610552919631*^9, { 3.93461069316348*^9, 3.934610746853601*^9}, 3.934610848286223*^9, { @@ -17237,12 +18050,12 @@ HTtw 3.93368416064683*^9, 3.933684163137246*^9}, 3.933882090999606*^9, 3.934453803143113*^9, {3.934454116958088*^9, 3.934454123705853*^9}, { 3.934535155417897*^9, 3.934535271566082*^9}, {3.934538649918092*^9, - 3.9345387188203506`*^9}, {3.934538789890613*^9, 3.934538950390564*^9}, + 3.934538718820351*^9}, {3.934538789890613*^9, 3.934538950390564*^9}, 3.934539057804737*^9, {3.934539103926716*^9, 3.934539159190048*^9}, { 3.934610446634845*^9, 3.934610491300397*^9}, 3.934610535548587*^9, - 3.934610613709237*^9, {3.9346106487949333`*^9, 3.934610663395049*^9}, - 3.934610759486027*^9, {3.9346108708413687`*^9, 3.934610903824512*^9}, { - 3.9346109864294453`*^9, 3.9346110077317047`*^9}, {3.9346111447523737`*^9, + 3.934610613709237*^9, {3.934610648794934*^9, 3.934610663395049*^9}, + 3.934610759486027*^9, {3.934610870841369*^9, 3.934610903824512*^9}, { + 3.934610986429445*^9, 3.9346110077317047`*^9}, {3.934611144752374*^9, 3.934611257037695*^9}, 3.93461154574551*^9, 3.934614652411812*^9}, CellLabel-> "Out[354]=",ExpressionUUID->"50b8d242-2452-4ef9-ade0-89cad39074e7"] @@ -17379,7 +18192,7 @@ nb8BQ7BpS7mvIC6e2Q6gotdkVBHvKi6oTj1rlmh5RvS2Q3VPxRVJiZoLOTUs ZSPuyFao/+IE4IE= "], CellLabel-> - "In[441]:=",ExpressionUUID->"b7c04588-51c4-46ba-b43a-323e54fb82c5"], + "In[534]:=",ExpressionUUID->"b7c04588-51c4-46ba-b43a-323e54fb82c5"], Cell[BoxData[ GraphicsBox[{ @@ -17525,31 +18338,31 @@ Cell[BoxData[ RoundingRadius->0]}, {}, {}}, {{}, {RGBColor[0.922526, 0.385626, 0.209179], Opacity[0.5], EdgeForm[{Opacity[ 0.371], Thickness[Small]}], - RectangleBox[{0.51, -7.97166860472579}, {0.52, -6.53813982376767}, + RectangleBox[{0.51, -7.97166860472579}, {0.52, -6.5722825426940075}, RoundingRadius->0], - RectangleBox[{0.52, -7.97166860472579}, {0.53, -6.53813982376767}, + RectangleBox[{0.52, -7.97166860472579}, {0.53, -6.5722825426940075}, RoundingRadius->0], - RectangleBox[{0.53, -7.97166860472579}, {0.54, -5.844992643207725}, + RectangleBox[{0.53, -7.97166860472579}, {0.54, -5.879135362134062}, RoundingRadius->0], - RectangleBox[{0.54, -7.97166860472579}, {0.55, -2.8745781776380235}, + RectangleBox[{0.54, -7.97166860472579}, {0.55, -2.8587104759897}, RoundingRadius->0], - RectangleBox[{0.55, -7.97166860472579}, {0.56, -1.3906453469542168}, + RectangleBox[{0.55, -7.97166860472579}, {0.56, -1.4074965687704935}, RoundingRadius->0], - RectangleBox[{0.56, -7.97166860472579}, {0.57, -0.9546435149859708}, + RectangleBox[{0.56, -7.97166860472579}, {0.57, -0.9555114450274363}, RoundingRadius->0], - RectangleBox[{0.57, -7.97166860472579}, {0.58, -1.5011872213540407}, + RectangleBox[{0.57, -7.97166860472579}, {0.58, -1.4908781777095446}, RoundingRadius->0], - RectangleBox[{0.58, -7.97166860472579}, {0.59, -2.666938812859779}, + RectangleBox[{0.58, -7.97166860472579}, {0.59, -2.640456909969682}, RoundingRadius->0], - RectangleBox[{0.59, -7.97166860472579}, {0.6, -4.458698282087834}, + RectangleBox[{0.59, -7.97166860472579}, {0.6, -4.492841001014172}, RoundingRadius->0]}, {}, {}}, {{}, {RGBColor[0.528488, 0.470624, 0.701351], Opacity[0.5], EdgeForm[{Opacity[ 0.371], Thickness[Small]}], - RectangleBox[{0.55, -7.97166860472579}, {0.56, -2.159484249353372}, + RectangleBox[{0.55, -7.97166860472579}, {0.56, -2.268683541318364}, RoundingRadius->0], - RectangleBox[{0.56, -7.97166860472579}, {0.57, -0.6931471805599453}, + RectangleBox[{0.56, -7.97166860472579}, {0.57, -0.7282385003712154}, RoundingRadius->0], - RectangleBox[{0.57, -7.97166860472579}, {0.58, -0.9555114450274363}, + RectangleBox[{0.57, -7.97166860472579}, {0.58, -0.8823891801984737}, RoundingRadius-> 0]}, {}, {}}}, {{{{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ @@ -17763,9 +18576,293 @@ Cell[BoxData[ 3.934534392268108*^9, 3.9345353078480988`*^9, {3.934539300731804*^9, 3.9345393184029303`*^9}, 3.934540129597991*^9, 3.9345597400455647`*^9, 3.934562350814537*^9, 3.9346034075597*^9, 3.9346079981461897`*^9, - 3.934611965218227*^9, 3.934615228943548*^9, 3.9346897823417997`*^9}, + 3.934611965218227*^9, 3.934615228943548*^9, 3.9346897823417997`*^9, + 3.934707365635561*^9, 3.9347183967461767`*^9, 3.934723701753332*^9}, + CellLabel-> + "Out[542]=",ExpressionUUID->"a000bd61-7139-4d7a-9ee0-d01f708b299c"] +}, Open ]], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Histogram", "[", + RowBox[{ + RowBox[{"{", + RowBox[{ + RowBox[{"Abs", "@", + RowBox[{"testdat8", "[", + RowBox[{"[", + RowBox[{";;", "20"}], "]"}], "]"}]}], ",", + RowBox[{"Abs", "@", + RowBox[{"testdat8", "[", + RowBox[{"[", + RowBox[{"21", ";;"}], "]"}], "]"}]}]}], "}"}], ",", "Automatic", ",", + "\"\<Probability\>\"", ",", + RowBox[{"Prolog", "->", + RowBox[{"{", + RowBox[{ + RowBox[{"Line", "[", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{"mMax1", ",", + RowBox[{"-", "10"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"mMax1", ",", "10"}], "}"}]}], "}"}], "]"}], ",", + RowBox[{"Line", "[", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{"mMax2", ",", + RowBox[{"-", "10"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"mMax2", ",", "10"}], "}"}]}], "}"}], "]"}], ",", + RowBox[{"Line", "[", + RowBox[{"{", + RowBox[{ + RowBox[{"{", + RowBox[{"mMax3", ",", + RowBox[{"-", "10"}]}], "}"}], ",", + RowBox[{"{", + RowBox[{"mMax3", ",", "10"}], "}"}]}], "}"}], "]"}]}], "}"}]}]}], + "]"}]], "Input", + CellChangeTimes->{{3.934718492975411*^9, 3.934718511521751*^9}}, + CellLabel-> + "In[557]:=",ExpressionUUID->"d9cda07c-d634-4a28-a432-736d372a2183"], + +Cell[BoxData[ + GraphicsBox[{ + {RGBColor[0.987148, 0.8073604000000001, 0.49470040000000004`], EdgeForm[{ + Opacity[0.644], Thickness[Small]}], {{}, + {RGBColor[0.97858, 0.678934, 0.157834], Opacity[0.5], EdgeForm[{Opacity[ + 0.644], Thickness[Small]}], + TagBox[ + TooltipBox[ + TagBox[ + TagBox[ + DynamicBox[{ + FEPrivate`If[ + CurrentValue["MouseOver"], + EdgeForm[{ + GrayLevel[0.5], + AbsoluteThickness[1.5], + Opacity[0.66]}], {}, {}], + RectangleBox[{0.55, 0.}, {0.555, 0.05}, "RoundingRadius" -> 0]}, + + ImageSizeCache->{{18.786420036764866`, 59.21101409313815}, { + 52.64653697391351, 69.20703125}}], + "DelayedMouseEffectStyle"], + StatusArea[#, 0.05]& , + TagBoxNote->"0.05"], + StyleBox["0.05`", {}, StripOnInput -> False]], + Annotation[#, + Style[0.05, {}], "Tooltip"]& ], + TagBox[ + TooltipBox[ + TagBox[ + TagBox[ + DynamicBox[{ + FEPrivate`If[ + CurrentValue["MouseOver"], + EdgeForm[{ + GrayLevel[0.5], + AbsoluteThickness[1.5], + Opacity[0.66]}], {}, {}], + RectangleBox[{0.555, 0.}, {0.56, 0.1}, "RoundingRadius" -> 0]}, + + ImageSizeCache->{{58.83601409313815, 99.26060814951052}, { + 36.46104269782703, 69.20703125}}], + "DelayedMouseEffectStyle"], + StatusArea[#, 0.1]& , + TagBoxNote->"0.1"], + StyleBox["0.1`", {}, StripOnInput -> False]], + Annotation[#, + Style[0.1, {}], "Tooltip"]& ], + TagBox[ + TooltipBox[ + TagBox[ + TagBox[ + DynamicBox[{ + FEPrivate`If[ + CurrentValue["MouseOver"], + EdgeForm[{ + GrayLevel[0.5], + AbsoluteThickness[1.5], + Opacity[0.66]}], {}, {}], + RectangleBox[{0.56, 0.}, {0.565, 0.4}, "RoundingRadius" -> 0]}, + + ImageSizeCache->{{98.88560814951052, + 139.31020220588198`}, {-60.65192295869187, 69.20703125}}], + "DelayedMouseEffectStyle"], + StatusArea[#, 0.4]& , + TagBoxNote->"0.4"], + StyleBox["0.4`", {}, StripOnInput -> False]], + Annotation[#, + Style[0.4, {}], "Tooltip"]& ], + TagBox[ + TooltipBox[ + TagBox[ + TagBox[ + DynamicBox[{ + FEPrivate`If[ + CurrentValue["MouseOver"], + EdgeForm[{ + GrayLevel[0.5], + AbsoluteThickness[1.5], + Opacity[0.66]}], {}, {}], + RectangleBox[{0.565, 0.}, {0.57, 0.15}, "RoundingRadius" -> 0]}, + + ImageSizeCache->{{138.93520220588198`, 179.35979626225526`}, { + 20.27554842174056, 69.20703125}}], + "DelayedMouseEffectStyle"], + StatusArea[#, 0.15]& , + TagBoxNote->"0.15"], + StyleBox["0.15`", {}, StripOnInput -> False]], + Annotation[#, + Style[0.15, {}], "Tooltip"]& ], + TagBox[ + TooltipBox[ + TagBox[ + TagBox[ + DynamicBox[{ + FEPrivate`If[ + CurrentValue["MouseOver"], + EdgeForm[{ + GrayLevel[0.5], + AbsoluteThickness[1.5], + Opacity[0.66]}], {}, {}], + RectangleBox[{0.57, 0.}, {0.575, 0.3}, "RoundingRadius" -> 0]}, + + ImageSizeCache->{{178.98479626225526`, + 219.40939031862763`}, {-28.28093440651888, 69.20703125}}], + "DelayedMouseEffectStyle"], + StatusArea[#, 0.3]& , + TagBoxNote->"0.3"], + StyleBox["0.3`", {}, StripOnInput -> False]], + Annotation[#, + Style[0.3, {}], "Tooltip"]& ]}, {}, {}}, {{}, + {RGBColor[0.368417, 0.506779, 0.709798], Opacity[0.5], EdgeForm[{Opacity[ + 0.644], Thickness[Small]}], + TagBox[ + TooltipBox[ + TagBox[ + TagBox[ + DynamicBox[{ + FEPrivate`If[ + CurrentValue["MouseOver"], + EdgeForm[{ + GrayLevel[0.5], + AbsoluteThickness[1.5], + Opacity[0.66]}], {}, {}], + + RectangleBox[{0.56, 0.}, {0.565, 0.1111111111111111}, + "RoundingRadius" -> 0]}, + + ImageSizeCache->{{98.88560814951052, 139.31020220588198`}, { + 32.864266192030044`, 69.20703125}}], + "DelayedMouseEffectStyle"], + StatusArea[#, 0.1111111111111111]& , + TagBoxNote->"0.1111111111111111"], + StyleBox["0.1111111111111111`", {}, StripOnInput -> False]], + Annotation[#, + Style[0.1111111111111111, {}], "Tooltip"]& ], + TagBox[ + TooltipBox[ + TagBox[ + TagBox[ + DynamicBox[{ + FEPrivate`If[ + CurrentValue["MouseOver"], + EdgeForm[{ + GrayLevel[0.5], + AbsoluteThickness[1.5], + Opacity[0.66]}], {}, {}], + + RectangleBox[{0.565, 0.}, {0.57, 0.2222222222222222}, + "RoundingRadius" -> 0]}, + + ImageSizeCache->{{138.93520220588198`, + 179.35979626225526`}, {-3.103498865939912, 69.20703125}}], + "DelayedMouseEffectStyle"], + StatusArea[#, 0.2222222222222222]& , + TagBoxNote->"0.2222222222222222"], + StyleBox["0.2222222222222222`", {}, StripOnInput -> False]], + Annotation[#, + Style[0.2222222222222222, {}], "Tooltip"]& ], + TagBox[ + TooltipBox[ + TagBox[ + TagBox[ + DynamicBox[{ + FEPrivate`If[ + CurrentValue["MouseOver"], + EdgeForm[{ + GrayLevel[0.5], + AbsoluteThickness[1.5], + Opacity[0.66]}], {}, {}], + + RectangleBox[{0.57, 0.}, {0.575, 0.4444444444444444}, + "RoundingRadius" -> 0]}, + + ImageSizeCache->{{178.98479626225526`, + 219.40939031862763`}, {-75.03902898187982, 69.20703125}}], + "DelayedMouseEffectStyle"], + StatusArea[#, 0.4444444444444444]& , + TagBoxNote->"0.4444444444444444"], + StyleBox["0.4444444444444444`", {}, StripOnInput -> False]], + Annotation[#, + Style[0.4444444444444444, {}], "Tooltip"]& ], + TagBox[ + TooltipBox[ + TagBox[ + TagBox[ + DynamicBox[{ + FEPrivate`If[ + CurrentValue["MouseOver"], + EdgeForm[{ + GrayLevel[0.5], + AbsoluteThickness[1.5], + Opacity[0.66]}], {}, {}], + + RectangleBox[{0.575, 0.}, {0.58, 0.2222222222222222}, + "RoundingRadius" -> 0]}, + + ImageSizeCache->{{219.03439031862763`, + 259.458984375}, {-3.103498865939912, 69.20703125}}], + "DelayedMouseEffectStyle"], + StatusArea[#, 0.2222222222222222]& , + TagBoxNote->"0.2222222222222222"], + StyleBox["0.2222222222222222`", {}, StripOnInput -> False]], + Annotation[#, + Style[0.2222222222222222, {}], + "Tooltip"]& ]}, {}, {}}}, {{{{}, {}, {}, {}, {}}, {}}, {{{}, {}, {}, \ +{}}, {}}}}, + AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], + Axes->{True, True}, + AxesLabel->{None, None}, + AxesOrigin->{0.5494, 0.}, + FrameLabel->{{None, None}, {None, None}}, + FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, + GridLines->{None, None}, + GridLinesStyle->Directive[ + GrayLevel[0.5, 0.4]], + PlotRange->{{0.55, 0.58}, {All, All}}, + PlotRangePadding->{{ + Scaled[0.02], + Scaled[0.02]}, { + Scaled[0.02], + Scaled[0.05]}}, + Prolog->{ + LineBox[ + NCache[{{3^Rational[-1, 2], -10}, {3^Rational[-1, 2], 10}}, {{ + 0.5773502691896258, -10}, {0.5773502691896258, 10}}]], + LineBox[{{0.5628847987495565, -10}, {0.5628847987495565, 10}}], + LineBox[{{0.5658210450298273, -10}, {0.5658210450298273, 10}}]}, + Ticks->{Automatic, Automatic}]], "Output", + CellChangeTimes->{{3.934718503274841*^9, 3.934718511838439*^9}, + 3.934723702388526*^9, 3.934723774972779*^9}, CellLabel-> - "Out[449]=",ExpressionUUID->"1bfc257b-9094-4610-bb24-5027a2b1163b"] + "Out[557]=",ExpressionUUID->"835845d3-8083-4484-bec4-283cf770897a"] }, Open ]], Cell[CellGroupData[{ @@ -17810,7 +18907,7 @@ Cell[BoxData[ 3.93445667139495*^9, 3.934456673780755*^9}, {3.9345393217278957`*^9, 3.9345393239916487`*^9}}, CellLabel-> - "In[450]:=",ExpressionUUID->"d5c71612-e41c-40a0-8f22-153b347f934a"], + "In[544]:=",ExpressionUUID->"d5c71612-e41c-40a0-8f22-153b347f934a"], Cell[BoxData[ GraphicsBox[{ @@ -17818,93 +18915,93 @@ Cell[BoxData[ Opacity[0.392], Thickness[Small]}], {{}, {RGBColor[0.97858, 0.678934, 0.157834], Opacity[0.5], EdgeForm[{Opacity[ 0.392], Thickness[Small]}], - RectangleBox[{0.512, 0.}, {0.514, 0.001447178002894356}, + RectangleBox[{0.512, 0.}, {0.514, 0.0013986013986013986}, RoundingRadius->0], - RectangleBox[{0.526, 0.}, {0.528, 0.001447178002894356}, + RectangleBox[{0.526, 0.}, {0.528, 0.0013986013986013986}, RoundingRadius->0], - RectangleBox[{0.534, 0.}, {0.536, 0.001447178002894356}, + RectangleBox[{0.534, 0.}, {0.536, 0.0013986013986013986}, RoundingRadius->0], - RectangleBox[{0.538, 0.}, {0.54, 0.001447178002894356}, + RectangleBox[{0.538, 0.}, {0.54, 0.0013986013986013986}, RoundingRadius->0], - RectangleBox[{0.54, 0.}, {0.542, 0.005788712011577424}, + RectangleBox[{0.54, 0.}, {0.542, 0.005594405594405594}, RoundingRadius->0], - RectangleBox[{0.542, 0.}, {0.544, 0.00723589001447178}, + RectangleBox[{0.542, 0.}, {0.544, 0.006993006993006993}, RoundingRadius->0], - RectangleBox[{0.544, 0.}, {0.546, 0.008683068017366137}, + RectangleBox[{0.544, 0.}, {0.546, 0.009790209790209791}, RoundingRadius->0], - RectangleBox[{0.546, 0.}, {0.548, 0.01881331403762663}, + RectangleBox[{0.546, 0.}, {0.548, 0.019580419580419582}, RoundingRadius->0], - RectangleBox[{0.548, 0.}, {0.55, 0.015918958031837915}, + RectangleBox[{0.548, 0.}, {0.55, 0.015384615384615385}, RoundingRadius->0], - RectangleBox[{0.55, 0.}, {0.552, 0.030390738060781478}, + RectangleBox[{0.55, 0.}, {0.552, 0.03076923076923077}, RoundingRadius->0], - RectangleBox[{0.552, 0.}, {0.554, 0.03328509406657019}, + RectangleBox[{0.552, 0.}, {0.554, 0.032167832167832165}, RoundingRadius->0], - RectangleBox[{0.554, 0.}, {0.556, 0.06367583212735166}, + RectangleBox[{0.554, 0.}, {0.556, 0.06293706293706294}, RoundingRadius->0], - RectangleBox[{0.556, 0.}, {0.558, 0.049204052098408106}, + RectangleBox[{0.556, 0.}, {0.558, 0.04755244755244755}, RoundingRadius->0], - RectangleBox[{0.558, 0.}, {0.56, 0.0723589001447178}, + RectangleBox[{0.558, 0.}, {0.56, 0.07132867132867132}, RoundingRadius->0], - RectangleBox[{0.56, 0.}, {0.562, 0.06801736613603473}, + RectangleBox[{0.56, 0.}, {0.562, 0.06853146853146853}, RoundingRadius->0], - RectangleBox[{0.562, 0.}, {0.564, 0.07814761215629522}, + RectangleBox[{0.562, 0.}, {0.564, 0.08111888111888112}, RoundingRadius->0], - RectangleBox[{0.564, 0.}, {0.566, 0.07380607814761216}, + RectangleBox[{0.564, 0.}, {0.566, 0.07272727272727272}, RoundingRadius->0], - RectangleBox[{0.566, 0.}, {0.568, 0.08683068017366136}, + RectangleBox[{0.566, 0.}, {0.568, 0.08531468531468532}, RoundingRadius->0], - RectangleBox[{0.568, 0.}, {0.57, 0.07814761215629522}, + RectangleBox[{0.568, 0.}, {0.57, 0.07692307692307693}, RoundingRadius->0], - RectangleBox[{0.57, 0.}, {0.572, 0.04630969609261939}, + RectangleBox[{0.57, 0.}, {0.572, 0.044755244755244755}, RoundingRadius->0], - RectangleBox[{0.572, 0.}, {0.574, 0.06657018813314038}, + RectangleBox[{0.572, 0.}, {0.574, 0.07132867132867132}, RoundingRadius->0], - RectangleBox[{0.574, 0.}, {0.576, 0.04341534008683068}, + RectangleBox[{0.574, 0.}, {0.576, 0.044755244755244755}, RoundingRadius->0], - RectangleBox[{0.576, 0.}, {0.578, 0.03907380607814761}, + RectangleBox[{0.576, 0.}, {0.578, 0.03776223776223776}, RoundingRadius->0], - RectangleBox[{0.578, 0.}, {0.58, 0.027496382054992764}, + RectangleBox[{0.578, 0.}, {0.58, 0.026573426573426574}, RoundingRadius->0], - RectangleBox[{0.58, 0.}, {0.582, 0.027496382054992764}, + RectangleBox[{0.58, 0.}, {0.582, 0.03076923076923077}, RoundingRadius->0], - RectangleBox[{0.582, 0.}, {0.584, 0.017366136034732273}, + RectangleBox[{0.582, 0.}, {0.584, 0.016783216783216783}, RoundingRadius->0], - RectangleBox[{0.584, 0.}, {0.586, 0.013024602026049204}, + RectangleBox[{0.584, 0.}, {0.586, 0.012587412587412588}, RoundingRadius->0], - RectangleBox[{0.586, 0.}, {0.588, 0.005788712011577424}, + RectangleBox[{0.586, 0.}, {0.588, 0.005594405594405594}, RoundingRadius->0], - RectangleBox[{0.588, 0.}, {0.59, 0.005788712011577424}, + RectangleBox[{0.588, 0.}, {0.59, 0.005594405594405594}, RoundingRadius->0], - RectangleBox[{0.59, 0.}, {0.592, 0.002894356005788712}, + RectangleBox[{0.59, 0.}, {0.592, 0.002797202797202797}, RoundingRadius->0], - RectangleBox[{0.592, 0.}, {0.594, 0.005788712011577424}, + RectangleBox[{0.592, 0.}, {0.594, 0.005594405594405594}, RoundingRadius->0], - RectangleBox[{0.594, 0.}, {0.596, 0.002894356005788712}, + RectangleBox[{0.594, 0.}, {0.596, 0.002797202797202797}, RoundingRadius->0]}, {}, {}}, {{}, {RGBColor[0.368417, 0.506779, 0.709798], Opacity[0.5], EdgeForm[{Opacity[ 0.392], Thickness[Small]}], - RectangleBox[{0.552, 0.}, {0.554, 0.038461538461538464}, + RectangleBox[{0.552, 0.}, {0.554, 0.034482758620689655}, RoundingRadius->0], - RectangleBox[{0.558, 0.}, {0.56, 0.07692307692307693}, + RectangleBox[{0.558, 0.}, {0.56, 0.06896551724137931}, RoundingRadius->0], - RectangleBox[{0.56, 0.}, {0.562, 0.11538461538461539}, + RectangleBox[{0.56, 0.}, {0.562, 0.10344827586206896}, RoundingRadius->0], - RectangleBox[{0.562, 0.}, {0.564, 0.07692307692307693}, + RectangleBox[{0.562, 0.}, {0.564, 0.10344827586206896}, RoundingRadius->0], - RectangleBox[{0.564, 0.}, {0.566, 0.15384615384615385}, + RectangleBox[{0.564, 0.}, {0.566, 0.13793103448275862}, RoundingRadius->0], - RectangleBox[{0.566, 0.}, {0.568, 0.038461538461538464}, + RectangleBox[{0.566, 0.}, {0.568, 0.034482758620689655}, RoundingRadius->0], - RectangleBox[{0.568, 0.}, {0.57, 0.11538461538461539}, + RectangleBox[{0.568, 0.}, {0.57, 0.10344827586206896}, RoundingRadius->0], - RectangleBox[{0.57, 0.}, {0.572, 0.11538461538461539}, + RectangleBox[{0.57, 0.}, {0.572, 0.1724137931034483}, RoundingRadius->0], - RectangleBox[{0.572, 0.}, {0.574, 0.11538461538461539}, + RectangleBox[{0.572, 0.}, {0.574, 0.10344827586206896}, RoundingRadius->0], - RectangleBox[{0.574, 0.}, {0.576, 0.11538461538461539}, + RectangleBox[{0.574, 0.}, {0.576, 0.10344827586206896}, RoundingRadius->0], - RectangleBox[{0.576, 0.}, {0.578, 0.038461538461538464}, + RectangleBox[{0.576, 0.}, {0.578, 0.034482758620689655}, RoundingRadius-> 0]}, {}, {}}}, {{{{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \ {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}, \ @@ -17936,9 +19033,10 @@ Cell[BoxData[ 3.934534357206147*^9, 3.93453439358037*^9, 3.934535308706031*^9, 3.934539324478046*^9, 3.934540130218936*^9, 3.9345597410078707`*^9, 3.934562352107854*^9, 3.934603408431879*^9, 3.934607998784039*^9, - 3.9346119659144297`*^9, 3.93461522964292*^9, 3.93468978336204*^9}, + 3.9346119659144297`*^9, 3.93461522964292*^9, 3.93468978336204*^9, + 3.934707366476015*^9, 3.934718397129697*^9, 3.934723703659197*^9}, CellLabel-> - "Out[450]=",ExpressionUUID->"2e8593a7-6b89-4dfb-aa2f-8e4c57e92656"] + "Out[544]=",ExpressionUUID->"caa50a86-bb7f-4b9d-92ea-f66a3a136213"] }, Open ]], Cell[CellGroupData[{ @@ -17953,13 +19051,13 @@ Cell[BoxData[ 3.933323187989256*^9, 3.933323188934312*^9}, {3.934456311887268*^9, 3.934456312895072*^9}}, CellLabel-> - "In[451]:=",ExpressionUUID->"6729ea2e-916f-4c77-ad4d-d272adeb529e"], + "In[545]:=",ExpressionUUID->"6729ea2e-916f-4c77-ad4d-d272adeb529e"], Cell[BoxData[ RowBox[{"{", RowBox[{ - "977", ",", "1000", ",", "1065", ",", "1000", ",", "1066", ",", "691", ",", - "26"}], "}"}]], "Output", + "977", ",", "1000", ",", "1065", ",", "1000", ",", "1066", ",", "715", ",", + "29"}], "}"}]], "Output", CellChangeTimes->{{3.93331583257968*^9, 3.933315839260758*^9}, 3.9333183200470448`*^9, 3.933319442564992*^9, {3.933319906042847*^9, 3.933319910736731*^9}, 3.93332085758463*^9, 3.933322926674952*^9, @@ -17983,9 +19081,10 @@ Cell[BoxData[ 3.934534395511795*^9, 3.934535309339665*^9, 3.934539328160946*^9, 3.9345401314132566`*^9, 3.934559741980297*^9, 3.934562354422721*^9, 3.934603410326893*^9, 3.93460799943266*^9, 3.934611967006476*^9, - 3.934615230533216*^9, 3.934689787534449*^9}, + 3.934615230533216*^9, 3.934689787534449*^9, 3.9347073672646627`*^9, + 3.934718397958926*^9, 3.934723705454166*^9}, CellLabel-> - "Out[451]=",ExpressionUUID->"253a859e-233a-494e-aa84-1c06d206b33f"] + "Out[545]=",ExpressionUUID->"48e051eb-c4ff-498a-9b99-6dfb381ea559"] }, Open ]], Cell[CellGroupData[{ @@ -18015,7 +19114,7 @@ Cell[BoxData[ 3.934454359966218*^9, 3.934454364454646*^9}, {3.934454611704898*^9, 3.934454635096731*^9}, {3.934454768798436*^9, 3.934454777390574*^9}}, CellLabel-> - "In[452]:=",ExpressionUUID->"04e6644b-90a9-4b4e-90ba-9f54a0b030a5"], + "In[546]:=",ExpressionUUID->"04e6644b-90a9-4b4e-90ba-9f54a0b030a5"], Cell[BoxData[ InterpretationBox[ @@ -18097,9 +19196,10 @@ Cell[BoxData[ 3.934458330594358*^9, 3.934515570211307*^9, 3.934534400495366*^9, 3.934535310079324*^9, 3.9345393326235657`*^9, 3.9345597430706587`*^9, 3.9345623554283743`*^9, 3.934603411439204*^9, 3.934608002835271*^9, - 3.9346119677265577`*^9, 3.934615231220584*^9, 3.934689789265394*^9}, + 3.9346119677265577`*^9, 3.934615231220584*^9, 3.934689789265394*^9, + 3.93470736861357*^9, 3.934718398812133*^9, 3.934723710471121*^9}, CellLabel-> - "Out[452]=",ExpressionUUID->"6695f125-8140-4a0f-bfd8-fbe609a847bf"] + "Out[546]=",ExpressionUUID->"bdf9c97f-1c76-4663-a20c-44fd17f55b96"] }, Open ]], Cell[CellGroupData[{ @@ -18151,7 +19251,7 @@ Cell[BoxData[ 3.934611618706479*^9, 3.934611724453783*^9}, {3.9346118815735826`*^9, 3.9346118827153683`*^9}, {3.934611951062459*^9, 3.934611960719027*^9}}, CellLabel-> - "In[453]:=",ExpressionUUID->"4f6ec33b-2722-4715-8283-2253119f6e1c"], + "In[547]:=",ExpressionUUID->"4f6ec33b-2722-4715-8283-2253119f6e1c"], Cell[BoxData[ GraphicsBox[{{{{ @@ -18199,10 +19299,10 @@ Cell[BoxData[ Antialiasing->False]}, {RGBColor[0.368417, 0.506779, 0.709798], StyleBox[{{}, { - LineBox[{{6.931471805599453, -8.420652295905239}, { - 6.931471805599453, -7.3914977318129065`}}], - LineBox[{{6.931471805599453, -7.3914977318129065`}, { - 6.931471805599453, -6.895161929118611}}]}}, + LineBox[{{6.931471805599453, -8.557129718683015}, { + 6.931471805599453, -7.450551508849813}}], + LineBox[{{6.931471805599453, -7.450551508849813}, { + 6.931471805599453, -6.938140287349564}}]}}, Antialiasing->False]}, {}}, {}}, InterpretationBox[{ TagBox[ @@ -18215,7 +19315,7 @@ Cell[BoxData[ 4.852030263919617, -3.034622703287792}, { 5.545177444479562, -3.7335071428557325`}, { 6.238324625039508, -4.608976087567104}, { - 6.931471805599453, -7.3914977318129065`}}]}, + 6.931471805599453, -7.450551508849813}}]}, Annotation[#, "Charting`Private`Tag#1"]& ], {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>}], @@ -18237,16 +19337,16 @@ Cell[BoxData[ 4.852030263919617, -3.034622703287792}, { 5.545177444479562, -3.7335071428557325`}, { 6.238324625039508, -4.608976087567104}, { - 6.931471805599453, -7.3914977318129065`}}]}, + 6.931471805599453, -7.450551508849813}}]}, "Charting`Private`Tag#1"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{2.597496856317093, - 6.931471805599453}, {-8.9824359517431, -1.241829090770801}}, + 6.931471805599453}, {-9.12959350736669, -1.241829090770801}}, "Frame" -> {{False, False}, {False, False}}, - "AxesOrigin" -> {2.597496856317093, -8.9824359517431}, + "AxesOrigin" -> {2.597496856317093, -9.12959350736669}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { @@ -18269,9 +19369,9 @@ Cell[BoxData[ "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{2.597496856317093, - 6.931471805599453}, {-8.9824359517431, -1.241829090770801}}, + 6.931471805599453}, {-9.12959350736669, -1.241829090770801}}, "Frame" -> {{False, False}, {False, False}}, - "AxesOrigin" -> {2.597496856317093, -8.9824359517431}, + "AxesOrigin" -> {2.597496856317093, -9.12959350736669}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { @@ -18305,16 +19405,16 @@ Cell[BoxData[ 4.852030263919617, -3.034622703287792}, { 5.545177444479562, -3.7335071428557325`}, { 6.238324625039508, -4.608976087567104}, { - 6.931471805599453, -7.3914977318129065`}}]}, + 6.931471805599453, -7.450551508849813}}]}, "Charting`Private`Tag#1"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{2.597496856317093, - 6.931471805599453}, {-8.9824359517431, -1.241829090770801}}, + 6.931471805599453}, {-9.12959350736669, -1.241829090770801}}, "Frame" -> {{False, False}, {False, False}}, - "AxesOrigin" -> {2.597496856317093, -8.9824359517431}, + "AxesOrigin" -> {2.597496856317093, -9.12959350736669}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { @@ -18530,7 +19630,7 @@ QESKr8zjExrAlsEyxgoCIEB7GHcNmRYawGyBXpdCAyBAsqY+Tk4ZGsAFh0Yj AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, - AxesOrigin->{2.597496856317093, -8.9824359517431}, + AxesOrigin->{2.597496856317093, -9.12959350736669}, DisplayFunction->Identity, Frame->{{False, False}, {False, False}}, FrameLabel->{{None, None}, {None, None}}, @@ -18613,7 +19713,7 @@ QESKr8zjExrAlsEyxgoCIEB7GHcNmRYawGyBXpdCAyBAsqY+Tk4ZGsAFh0Yj Exp[ Part[#, 2]]}& )}}, PlotRange->{{2.597496856317093, - 6.931471805599453}, {-8.9824359517431, -1.241829090770801}}, + 6.931471805599453}, {-9.12959350736669, -1.241829090770801}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], @@ -18727,7 +19827,13 @@ QESKr8zjExrAlsEyxgoCIEB7GHcNmRYawGyBXpdCAyBAsqY+Tk4ZGsAFh0Yj 9.210340371976184, FormBox[ TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], {0.005, - 0.}}}, {{-7.600902459542082, + 0.}}}, {{-9.210340371976182, + FormBox[ + TemplateBox[{"\[Times]", "\"\[Times]\"", "1", + TemplateBox[{"10", + RowBox[{"-", "4"}]}, "Superscript", SyntaxForm -> + SuperscriptBox]}, "RowWithSeparators"], TraditionalForm], {0.01, + 0.}}, {-7.600902459542082, FormBox[ TemplateBox[{"\[Times]", "\"\[Times]\"", "5", TemplateBox[{"10", @@ -18789,9 +19895,6 @@ QESKr8zjExrAlsEyxgoCIEB7GHcNmRYawGyBXpdCAyBAsqY+Tk4ZGsAFh0Yj 0.}}, {-9.315700887634009, FormBox[ TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], {0.005, - 0.}}, {-9.210340371976182, - FormBox[ - TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], {0.005, 0.}}, {-8.517193191416238, FormBox[ TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], {0.005, @@ -18896,11 +19999,12 @@ QESKr8zjExrAlsEyxgoCIEB7GHcNmRYawGyBXpdCAyBAsqY+Tk4ZGsAFh0Yj 3.934515571386568*^9, 3.934535311076537*^9, {3.934539338569912*^9, 3.934539347348751*^9}, 3.93455975009373*^9, 3.934562356410948*^9, 3.934603413351125*^9, 3.934608003457206*^9, {3.934611619964244*^9, - 3.9346116410521917`*^9}, {3.9346117086880283`*^9, - 3.9346117355749197`*^9}, {3.934611944095132*^9, 3.934611968368557*^9}, - 3.934615232173963*^9, 3.934689791519289*^9}, + 3.934611641052192*^9}, {3.9346117086880283`*^9, 3.93461173557492*^9}, { + 3.934611944095132*^9, 3.934611968368557*^9}, 3.934615232173963*^9, + 3.934689791519289*^9, 3.934707369520544*^9, 3.934718399689316*^9, + 3.934723711404341*^9}, CellLabel-> - "Out[453]=",ExpressionUUID->"06d43c26-a733-490d-bb9e-b4aa610ca532"] + "Out[547]=",ExpressionUUID->"340cddc0-854e-42e2-b249-d7e082eafe53"] }, Open ]], Cell[CellGroupData[{ @@ -18930,7 +20034,7 @@ Cell[BoxData[ 3.933732473373189*^9, 3.933732474553158*^9}, {3.934454791353747*^9, 3.93445479184977*^9}, 3.9345393542247753`*^9}, CellLabel-> - "In[454]:=",ExpressionUUID->"c699da20-b8e1-4d8d-b830-d061605f160c"], + "In[548]:=",ExpressionUUID->"c699da20-b8e1-4d8d-b830-d061605f160c"], Cell[BoxData[ InterpretationBox[ @@ -18945,8 +20049,8 @@ Cell[BoxData[ TagBox[ TagBox[ RowBox[{ - RowBox[{"-", "2.8233955692243256`"}], "-", - RowBox[{"0.5151657004528558`", " ", "x"}]}], Short], + RowBox[{"-", "2.8233843157128264`"}], "-", + RowBox[{"0.5154674620581644`", " ", "x"}]}], Short], "SummaryItem"]}}, GridBoxAlignment -> { "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> @@ -18965,8 +20069,8 @@ Cell[BoxData[ TagBox[ TagBox[ RowBox[{ - RowBox[{"-", "2.8233955692243256`"}], "-", - RowBox[{"0.5151657004528558`", " ", "x"}]}], Short], + RowBox[{"-", "2.8233843157128264`"}], "-", + RowBox[{"0.5154674620581644`", " ", "x"}]}], Short], "SummaryItem"]}}, GridBoxAlignment -> { "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> @@ -18985,13 +20089,13 @@ Cell[BoxData[ "SummaryPanel"], DynamicModuleValues:>{}], "]"}], FittedModel[{ - "Linear", {-2.8233955692243256`, -0.5151657004528558}, {{$CellContext`x}, { + "Linear", {-2.8233843157128264`, -0.5154674620581644}, {{$CellContext`x}, { 1, $CellContext`x}}, {0, 0}}, {{1412.6878464872914`, 1664.4504186974987`, - 939.7527939989117, 67.46484019519293}}, {{1, + 969.4454614369885, 77.91679651040374}}, {{1, Around[-3.3399688647329566`, 0.026605835131095847`]}, {2, Around[-3.8401099861489447`, 0.02451119971810141]}, {3, - Around[-4.410780401425112, 0.032620693312989335`]}, {4, - Around[-4.607057643271122, 0.12174783639180374`]}}, {{1., 1.}, {1., + Around[-4.413695217264551, 0.03211724680808908]}, {4, + Around[-4.6222247684108115`, 0.11328814241328876`]}}, {{1., 1.}, {1., 2.}, {1., 3.}, {1., 4.}}, Function[Null, Internal`LocalizedBlock[{$CellContext`x}, #], {HoldAll}]], @@ -19019,9 +20123,10 @@ Cell[BoxData[ 3.9345155741595078`*^9, 3.9345344031359*^9, 3.9345353119237757`*^9, 3.9345393548221207`*^9, 3.934559751642457*^9, 3.934562358110663*^9, 3.934603414272962*^9, 3.93460800414159*^9, 3.934611968924135*^9, - 3.934615233333233*^9, 3.93468979315462*^9}, + 3.934615233333233*^9, 3.93468979315462*^9, 3.9347073704389753`*^9, + 3.934718400196443*^9, 3.93472371211928*^9}, CellLabel-> - "Out[454]=",ExpressionUUID->"8ed04a05-f9b3-48a2-b9ab-bc73d7dbc5f4"] + "Out[548]=",ExpressionUUID->"3fd1b910-f976-48e4-8f6e-184ea17efd2e"] }, Open ]], Cell[CellGroupData[{ @@ -19046,7 +20151,7 @@ Cell[BoxData[ ")"}]}]], "Input", CellChangeTimes->{{3.9345393573682117`*^9, 3.9345393592962923`*^9}}, CellLabel-> - "In[455]:=",ExpressionUUID->"a50d66f9-04d2-4491-ae90-63cb096c85d3"], + "In[549]:=",ExpressionUUID->"a50d66f9-04d2-4491-ae90-63cb096c85d3"], Cell[BoxData[ RowBox[{"{", @@ -19074,19 +20179,19 @@ Cell[BoxData[ InterpretationBox[ TemplateBox[{"0.0121", "0.0004"}, "Around"], - Around[0.012145696111873265`, 0.0003962010279381848]], ",", + Around[0.012110345190207464`, 0.0003889509454050476]], ",", InterpretationBox[ - TemplateBox[{"0.0100", "0.0012"}, + TemplateBox[{"0.0098", "0.0011"}, "Around"], - Around[0.009981143228443191, 0.0012151825927796615`]]}], "}"}]], "Output",\ - + Around[0.009830900237352048, 0.001113724426139973]]}], "}"}]], "Output", CellChangeTimes->{3.934455765670926*^9, 3.934458333336471*^9, 3.934515574888485*^9, 3.934534403844996*^9, 3.9345353124851313`*^9, 3.9345393595288467`*^9, 3.9345597523032093`*^9, 3.934562359014784*^9, 3.934603415145192*^9, 3.9346080052677193`*^9, 3.934611969552739*^9, - 3.93461523416987*^9, 3.934689794161952*^9}, + 3.93461523416987*^9, 3.934689794161952*^9, 3.934707371390106*^9, + 3.9347184008412733`*^9, 3.934723713049464*^9}, CellLabel-> - "Out[455]=",ExpressionUUID->"a1a21893-024e-4fe0-8571-380027b787e2"] + "Out[549]=",ExpressionUUID->"9ec2f1d4-2ca9-4456-9aab-57f32213e1c9"] }, Open ]], Cell[CellGroupData[{ @@ -19193,7 +20298,7 @@ Cell[BoxData[ 3.934611988008995*^9}, {3.934612083452138*^9, 3.934612085166892*^9}, { 3.934614657222783*^9, 3.934614675854508*^9}}, CellLabel-> - "In[456]:=",ExpressionUUID->"e5d2c2e9-65d2-42b6-87d6-57bf360d129a"], + "In[550]:=",ExpressionUUID->"e5d2c2e9-65d2-42b6-87d6-57bf360d129a"], Cell[BoxData[ GraphicsBox[{ @@ -19202,34 +20307,34 @@ Cell[BoxData[ TagBox[ {GrayLevel[0], AbsoluteThickness[2], Opacity[1.], LineBox[CompressedData[" -1:eJwVx3s0lAkYgPFpZlxnhpn5vnE3XyzRJsYIp83atyIpEjEpQpaliFpFyKac -TajWJqU4Ll2Qrkq0mvrePSOREopUkkopug3K7Ext2/7xnN95rKKTg2KZDAbD -/1v/W7ErpcPoKQtCUZXxm7aS7vtBFLhpmAX9mvlHMzhKmvu+sa9jhAUy94L2 -VL6Szlipfpr97tuftTRJNlPSwfY7VKMaFqwoW3Ap0lFJ69/cZ0sbsSFg6573 -IFPSqby67XF+bPCRTI9hVStpvwNDLpeb2DCn0sd/t/c4LSlyDoqr1IL31RGi -+IoJ2qlAR+dUujbMNFW7hz+bpL90Olw4tUwHGEO/F6nFn2gm241odtWFptsP -hpNSp2hraYv+Gp4evJ1xoXCqUUWnB7pd5k3pAasmSCoTqukK+VRY5oA+NGU+ -50bGaeih6Z4Hsy5wYOSKav62E5/p0NT4XXuPcEFt3ZeY/O8XeqzFmCdN4cHu -j+7jqfCV9o80yi/yMYAwA+9Q0pOBL0dVcqajIUS7BklDXzPwtrtkYQ6TD3b7 -q+bOyJuGivFeJjeNDxHM3nmRbkysXHHsx5TXfBguy169YYiJHOeLCptgAdht -SKrW2s5Cgc4lm8c3BDCwHN7qzmLjiVX/dD1xEULA+uC1BzvYeO+4U+jrWiFI -D/l17UvXwrHivau7zQmIfScPC7fRxj9YjrWsXAJCMpPJBoU23lmHXR4aAprM -tdtSN+pgmV+xF8aRcF85WKsQ6GJg758u1j0kLBp3qn5xTherZNlf8r1FYKsd -W/5rmB5uD64XetaLQBEwoMjT6KFqyT2mytYIek67D3NO6uOqEXFSYYkROM3h -WP28goM+jNM2KSxjWKKcXuA1zsFuwazG8DRjuP+32YfCci6+qnizv/C5MVi3 -yXbG/cTDkbu9o0f9TUCu0ncmHvNwB6PeUo4m0Opx7OHM3QZ48mRnKeVgCoWN -WfU37QwxcengZF6lKbQt9Mjpu2eIV9dJDnvyzCAqRzzfbR4fP86uu9ydZgYs -9cPOhHw+to+KLiaMmUFkht5D2RAfv7dpUQWsNIcjogeaXRIB2sliTOfdMod9 -zWalibkC5Dg6XGL/ZAG1m0va5AMCzNrpVmZSZwFHfZu4QQ5CzL8jjXARW0Kw -/eLOsp1CtD28KaEk3xJeWmVUO9wVYo1u/8SjSUuokLzi2lkTeH2jZOWMeDHw -fds+9KURuDGkQ+vKXTFEbfMd67hB4F8lW2JKe8Ww+m2UUtJOIHOAUmTeF0NQ -xNap4psEFkVvzvZ4JAYvqGFF3SawMdlSc/WZGOzZWhaTPQR+zkv+gEoxvCtA -P4tBAnOvEY9aDSnYVup+NnGSwK5p1+bWCCjYwg1o6P5IoIl3fEkuQcGGrF+a -3aYIrOuQhyw2piAqsriVoSbwVn9sV7uYggXfTQwe+EqgcKLp+q3ZFOidOmt4 -VZ/EMLdomzNOFDAtWkXWXBKPp3Nz9jpToNnz2DyXR6IrYy0sc6XgTRLXPpBP -YihP/8odDwq6pOvhhYjEquUNpuc9KWg/tmPREmMSR4sithYCBQrysN85ExIz -zS66BnpR0PDpRmi6OYkta9YccF5EwZm4JxGDFiRyq3QmBIspqO7/FLNQTGLI -cH3guC8F5b4GCbUUieV24ed7llJwqNl2E8+KxP8A/hwmHg== +1:eJwVzHk4lAkcwPFpZhjGDGbe1zGDeaNRS+5ZU9uhX09SQq0i5OhJCtVGTZH1 +2KQtYdsVHY4eV7Xl2MqZ3eT9FW1p5AolKsoSnRNlNkfb/vF9Pv99zUOj1m9j +MhgMr6/9b/5RhdJwgAWb74qNFzFVdPciA+89gyzYYXVzRs5R0bx3Nd3KYRbs +Sw3/R8ZT0T/6fR5IfMuCXzyrKmwNVbTPN4fUo5MsqG3z8jK3VtHce79a0oZs +EPYkJmmtV9Ex/JKD4Z5suDMy9Lq7UEV7nuyX1V5jg71O5U3F8g+0Q6bj+vAC +DRgLhfDk3DHaPo3DKY3TBOb8vROlT8fp6RabitK1HBh23Xo/zuQTzWTLib+c +teCWwj3fXDFBWzg1coP52jAk7Ax8XKmm47zltfwJbWDc2UD+oPeZzq+bCIzv +44KqOUNYHDZJ9892OZ1QoQNWK2ImPxZN0f4xEUeP5/BgU8vaftOpafpVoxHf +ScGHjiblFR+XL7TXZsPUzFW6kKHz83PxUgYOjarrmHZ6UFVnuvPASwbeX+Cw +4jBTHyYvcCJDjs3Chg9dTF6sPtSL3oSVOzOxYMO5pYoRfdglr2D1PGOijmNl +g9RHAC5pTUYpP7FQwKmWPrkjgLQdvVa/W7PxQsC/bc9kQpg5tKzcQ8nGzvP2 +/iOXhDA6J08eEqeBr04d39RuQkDD7r6QlVJN/I1ld4mVTACt2jVV1aCJrZHY +tmSSgAVfJs6ciObgWc9TrhhOwgPXrkufBFro3XVCZtFBQqAsI8jhqhYWbkyc +Tl1pAMFl7roPA7XxoE+50KXcAI4Eb3DWnNJG9ZpOptrSEOZm+20qKuZiwLBk +d3qWIVQmLLYgfHRwFaNMqmAZwfacPZt5YzrYLphfExRrBBnLi3L25vPwZf7r +jPQXRjA429JjC/Bx+EHXaJGXMZgXJ+dJn/LxEKPcrA6Noef64DufFF0sLm7J +pWxEUKN5soZvpYe7PJ6OpxSIgNe3NF7WrYc3Ih2yXfhiaBw/+/j9Yn38aFtS +2x4rholWrrtTmj42jRpU7nwlhoj3++XWA/poLW1Ur/Mzgdc2qSHbHQU4b2OY +aHGzCZRdztUIOCZAHTubavYyU3jBNpupfiLAhCT5WeMSU7CJXeXoZyvE1Fan +EJnEDMrtol5cPixEy+w9O7NSzcCDCW1rOoV4UevRWO+4GQSUJOp6zyHwdrSD +39wICZw/U6/kxxEY7avUuP5AAszCCw26TQT+mbU/LLdLAm/S3L4o7hHI7KMa +4h9KoDtmeFGPksDM0H2JS3olUOJpVXGuhcCaKLPJG88l4KMuK1jYSeBUStR7 +VH39r6tKCH1GYHI90fu3HgVuM7cW1HwksG1W/XcXBRQ4jGxVmEwQaLwyIiuZ +oEDUyb6SqCawRFnnu9qIgrfFbnM9JglsfrStrUlCwWnfe2Q/g0Th2LXbzbYU +DJW1q7R5JAbKQ6V/2FPQcWavbRSfxPNxvMPHHSmoSyIiO3VJdGZsgbXOFKT7 ++/bnCUj053Ovty6hYCG7p0VmRGLh91Wiqy4UWLyL42YbkziaGXIgHSjgPxa7 +zYhIjBdXOnu7UjBwJejGXVMSG4ODTzq6UaDMmVbbSkjkFXLGBKspqD6S920m +RaLvYLn3B3cK8qOXRatnk5g3L+hqhwcFKYH9pcEWJP4HYJAuTA== "]]}, Annotation[#, "Charting`Private`Tag#1"]& ]}, {}}, {"WolframDynamicHighlight", <| @@ -19246,42 +20351,42 @@ cH3guC8F5b4GCbUUieV24ed7llJwqNl2E8+KxP8A/hwmHg== AbsoluteThickness[2], GrayLevel[0]], Line[CompressedData[" -1:eJwVx3s0lAkYgPFpZlxnhpn5vnE3XyzRJsYIp83atyIpEjEpQpaliFpFyKac -TajWJqU4Ll2Qrkq0mvrePSOREopUkkopug3K7Ext2/7xnN95rKKTg2KZDAbD -/1v/W7ErpcPoKQtCUZXxm7aS7vtBFLhpmAX9mvlHMzhKmvu+sa9jhAUy94L2 -VL6Szlipfpr97tuftTRJNlPSwfY7VKMaFqwoW3Ap0lFJ69/cZ0sbsSFg6573 -IFPSqby67XF+bPCRTI9hVStpvwNDLpeb2DCn0sd/t/c4LSlyDoqr1IL31RGi -+IoJ2qlAR+dUujbMNFW7hz+bpL90Olw4tUwHGEO/F6nFn2gm241odtWFptsP -hpNSp2hraYv+Gp4evJ1xoXCqUUWnB7pd5k3pAasmSCoTqukK+VRY5oA+NGU+ -50bGaeih6Z4Hsy5wYOSKav62E5/p0NT4XXuPcEFt3ZeY/O8XeqzFmCdN4cHu -j+7jqfCV9o80yi/yMYAwA+9Q0pOBL0dVcqajIUS7BklDXzPwtrtkYQ6TD3b7 -q+bOyJuGivFeJjeNDxHM3nmRbkysXHHsx5TXfBguy169YYiJHOeLCptgAdht -SKrW2s5Cgc4lm8c3BDCwHN7qzmLjiVX/dD1xEULA+uC1BzvYeO+4U+jrWiFI -D/l17UvXwrHivau7zQmIfScPC7fRxj9YjrWsXAJCMpPJBoU23lmHXR4aAprM -tdtSN+pgmV+xF8aRcF85WKsQ6GJg758u1j0kLBp3qn5xTherZNlf8r1FYKsd -W/5rmB5uD64XetaLQBEwoMjT6KFqyT2mytYIek67D3NO6uOqEXFSYYkROM3h -WP28goM+jNM2KSxjWKKcXuA1zsFuwazG8DRjuP+32YfCci6+qnizv/C5MVi3 -yXbG/cTDkbu9o0f9TUCu0ncmHvNwB6PeUo4m0Opx7OHM3QZ48mRnKeVgCoWN -WfU37QwxcengZF6lKbQt9Mjpu2eIV9dJDnvyzCAqRzzfbR4fP86uu9ydZgYs -9cPOhHw+to+KLiaMmUFkht5D2RAfv7dpUQWsNIcjogeaXRIB2sliTOfdMod9 -zWalibkC5Dg6XGL/ZAG1m0va5AMCzNrpVmZSZwFHfZu4QQ5CzL8jjXARW0Kw -/eLOsp1CtD28KaEk3xJeWmVUO9wVYo1u/8SjSUuokLzi2lkTeH2jZOWMeDHw -fds+9KURuDGkQ+vKXTFEbfMd67hB4F8lW2JKe8Ww+m2UUtJOIHOAUmTeF0NQ -xNap4psEFkVvzvZ4JAYvqGFF3SawMdlSc/WZGOzZWhaTPQR+zkv+gEoxvCtA -P4tBAnOvEY9aDSnYVup+NnGSwK5p1+bWCCjYwg1o6P5IoIl3fEkuQcGGrF+a -3aYIrOuQhyw2piAqsriVoSbwVn9sV7uYggXfTQwe+EqgcKLp+q3ZFOidOmt4 -VZ/EMLdomzNOFDAtWkXWXBKPp3Nz9jpToNnz2DyXR6IrYy0sc6XgTRLXPpBP -YihP/8odDwq6pOvhhYjEquUNpuc9KWg/tmPREmMSR4sithYCBQrysN85ExIz -zS66BnpR0PDpRmi6OYkta9YccF5EwZm4JxGDFiRyq3QmBIspqO7/FLNQTGLI -cH3guC8F5b4GCbUUieV24ed7llJwqNl2E8+KxP8A/hwmHg== +1:eJwVzHk4lAkcwPFpZhjGDGbe1zGDeaNRS+5ZU9uhX09SQq0i5OhJCtVGTZH1 +2KQtYdsVHY4eV7Xl2MqZ3eT9FW1p5AolKsoSnRNlNkfb/vF9Pv99zUOj1m9j +MhgMr6/9b/5RhdJwgAWb74qNFzFVdPciA+89gyzYYXVzRs5R0bx3Nd3KYRbs +Sw3/R8ZT0T/6fR5IfMuCXzyrKmwNVbTPN4fUo5MsqG3z8jK3VtHce79a0oZs +EPYkJmmtV9Ex/JKD4Z5suDMy9Lq7UEV7nuyX1V5jg71O5U3F8g+0Q6bj+vAC +DRgLhfDk3DHaPo3DKY3TBOb8vROlT8fp6RabitK1HBh23Xo/zuQTzWTLib+c +teCWwj3fXDFBWzg1coP52jAk7Ax8XKmm47zltfwJbWDc2UD+oPeZzq+bCIzv +44KqOUNYHDZJ9892OZ1QoQNWK2ImPxZN0f4xEUeP5/BgU8vaftOpafpVoxHf +ScGHjiblFR+XL7TXZsPUzFW6kKHz83PxUgYOjarrmHZ6UFVnuvPASwbeX+Cw +4jBTHyYvcCJDjs3Chg9dTF6sPtSL3oSVOzOxYMO5pYoRfdglr2D1PGOijmNl +g9RHAC5pTUYpP7FQwKmWPrkjgLQdvVa/W7PxQsC/bc9kQpg5tKzcQ8nGzvP2 +/iOXhDA6J08eEqeBr04d39RuQkDD7r6QlVJN/I1ld4mVTACt2jVV1aCJrZHY +tmSSgAVfJs6ciObgWc9TrhhOwgPXrkufBFro3XVCZtFBQqAsI8jhqhYWbkyc +Tl1pAMFl7roPA7XxoE+50KXcAI4Eb3DWnNJG9ZpOptrSEOZm+20qKuZiwLBk +d3qWIVQmLLYgfHRwFaNMqmAZwfacPZt5YzrYLphfExRrBBnLi3L25vPwZf7r +jPQXRjA429JjC/Bx+EHXaJGXMZgXJ+dJn/LxEKPcrA6Noef64DufFF0sLm7J +pWxEUKN5soZvpYe7PJ6OpxSIgNe3NF7WrYc3Ih2yXfhiaBw/+/j9Yn38aFtS +2x4rholWrrtTmj42jRpU7nwlhoj3++XWA/poLW1Ur/Mzgdc2qSHbHQU4b2OY +aHGzCZRdztUIOCZAHTubavYyU3jBNpupfiLAhCT5WeMSU7CJXeXoZyvE1Fan +EJnEDMrtol5cPixEy+w9O7NSzcCDCW1rOoV4UevRWO+4GQSUJOp6zyHwdrSD +39wICZw/U6/kxxEY7avUuP5AAszCCw26TQT+mbU/LLdLAm/S3L4o7hHI7KMa +4h9KoDtmeFGPksDM0H2JS3olUOJpVXGuhcCaKLPJG88l4KMuK1jYSeBUStR7 +VH39r6tKCH1GYHI90fu3HgVuM7cW1HwksG1W/XcXBRQ4jGxVmEwQaLwyIiuZ +oEDUyb6SqCawRFnnu9qIgrfFbnM9JglsfrStrUlCwWnfe2Q/g0Th2LXbzbYU +DJW1q7R5JAbKQ6V/2FPQcWavbRSfxPNxvMPHHSmoSyIiO3VJdGZsgbXOFKT7 ++/bnCUj053Ovty6hYCG7p0VmRGLh91Wiqy4UWLyL42YbkziaGXIgHSjgPxa7 +zYhIjBdXOnu7UjBwJejGXVMSG4ODTzq6UaDMmVbbSkjkFXLGBKspqD6S920m +RaLvYLn3B3cK8qOXRatnk5g3L+hqhwcFKYH9pcEWJP4HYJAuTA== "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <|"PanelPlotLayout" -> <||>, "PlotRange" -> {{ Log[12], - Log[2500]}, {-5.032277839591777, -1.064085464819092}}, + Log[2500]}, {-5.033560453003596, -1.0630436841570583`}}, "Frame" -> {{True, True}, {True, True}}, - "AxesOrigin" -> {2.4849066497880057`, -5.0322778395917656`}, + "AxesOrigin" -> {2.4849066497880057`, -5.0335604530035845`}, "ImageSize" -> {280, 280/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> { FontFamily -> "Bitstream Charter", FontSize -> 12, @@ -19305,9 +20410,9 @@ cH3guC8F5b4GCbUUieV24ed7llJwqNl2E8+KxP8A/hwmHg== "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <|"PanelPlotLayout" -> <||>, "PlotRange" -> {{ Log[12], - Log[2500]}, {-5.032277839591777, -1.064085464819092}}, + Log[2500]}, {-5.033560453003596, -1.0630436841570583`}}, "Frame" -> {{True, True}, {True, True}}, - "AxesOrigin" -> {2.4849066497880057`, -5.0322778395917656`}, + "AxesOrigin" -> {2.4849066497880057`, -5.0335604530035845`}, "ImageSize" -> {280, 280/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Bitstream Charter", FontSize -> 12, GrayLevel[0]}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { @@ -19335,42 +20440,42 @@ cH3guC8F5b4GCbUUieV24ed7llJwqNl2E8+KxP8A/hwmHg== AbsoluteThickness[2], GrayLevel[0]], Line[CompressedData[" -1:eJwVx3s0lAkYgPFpZlxnhpn5vnE3XyzRJsYIp83atyIpEjEpQpaliFpFyKac -TajWJqU4Ll2Qrkq0mvrePSOREopUkkopug3K7Ext2/7xnN95rKKTg2KZDAbD -/1v/W7ErpcPoKQtCUZXxm7aS7vtBFLhpmAX9mvlHMzhKmvu+sa9jhAUy94L2 -VL6Szlipfpr97tuftTRJNlPSwfY7VKMaFqwoW3Ap0lFJ69/cZ0sbsSFg6573 -IFPSqby67XF+bPCRTI9hVStpvwNDLpeb2DCn0sd/t/c4LSlyDoqr1IL31RGi -+IoJ2qlAR+dUujbMNFW7hz+bpL90Olw4tUwHGEO/F6nFn2gm241odtWFptsP -hpNSp2hraYv+Gp4evJ1xoXCqUUWnB7pd5k3pAasmSCoTqukK+VRY5oA+NGU+ -50bGaeih6Z4Hsy5wYOSKav62E5/p0NT4XXuPcEFt3ZeY/O8XeqzFmCdN4cHu -j+7jqfCV9o80yi/yMYAwA+9Q0pOBL0dVcqajIUS7BklDXzPwtrtkYQ6TD3b7 -q+bOyJuGivFeJjeNDxHM3nmRbkysXHHsx5TXfBguy169YYiJHOeLCptgAdht -SKrW2s5Cgc4lm8c3BDCwHN7qzmLjiVX/dD1xEULA+uC1BzvYeO+4U+jrWiFI -D/l17UvXwrHivau7zQmIfScPC7fRxj9YjrWsXAJCMpPJBoU23lmHXR4aAprM -tdtSN+pgmV+xF8aRcF85WKsQ6GJg758u1j0kLBp3qn5xTherZNlf8r1FYKsd -W/5rmB5uD64XetaLQBEwoMjT6KFqyT2mytYIek67D3NO6uOqEXFSYYkROM3h -WP28goM+jNM2KSxjWKKcXuA1zsFuwazG8DRjuP+32YfCci6+qnizv/C5MVi3 -yXbG/cTDkbu9o0f9TUCu0ncmHvNwB6PeUo4m0Opx7OHM3QZ48mRnKeVgCoWN -WfU37QwxcengZF6lKbQt9Mjpu2eIV9dJDnvyzCAqRzzfbR4fP86uu9ydZgYs -9cPOhHw+to+KLiaMmUFkht5D2RAfv7dpUQWsNIcjogeaXRIB2sliTOfdMod9 -zWalibkC5Dg6XGL/ZAG1m0va5AMCzNrpVmZSZwFHfZu4QQ5CzL8jjXARW0Kw -/eLOsp1CtD28KaEk3xJeWmVUO9wVYo1u/8SjSUuokLzi2lkTeH2jZOWMeDHw -fds+9KURuDGkQ+vKXTFEbfMd67hB4F8lW2JKe8Ww+m2UUtJOIHOAUmTeF0NQ -xNap4psEFkVvzvZ4JAYvqGFF3SawMdlSc/WZGOzZWhaTPQR+zkv+gEoxvCtA -P4tBAnOvEY9aDSnYVup+NnGSwK5p1+bWCCjYwg1o6P5IoIl3fEkuQcGGrF+a -3aYIrOuQhyw2piAqsriVoSbwVn9sV7uYggXfTQwe+EqgcKLp+q3ZFOidOmt4 -VZ/EMLdomzNOFDAtWkXWXBKPp3Nz9jpToNnz2DyXR6IrYy0sc6XgTRLXPpBP -YihP/8odDwq6pOvhhYjEquUNpuc9KWg/tmPREmMSR4sithYCBQrysN85ExIz -zS66BnpR0PDpRmi6OYkta9YccF5EwZm4JxGDFiRyq3QmBIspqO7/FLNQTGLI -cH3guC8F5b4GCbUUieV24ed7llJwqNl2E8+KxP8A/hwmHg== +1:eJwVzHk4lAkcwPFpZhjGDGbe1zGDeaNRS+5ZU9uhX09SQq0i5OhJCtVGTZH1 +2KQtYdsVHY4eV7Xl2MqZ3eT9FW1p5AolKsoSnRNlNkfb/vF9Pv99zUOj1m9j +MhgMr6/9b/5RhdJwgAWb74qNFzFVdPciA+89gyzYYXVzRs5R0bx3Nd3KYRbs +Sw3/R8ZT0T/6fR5IfMuCXzyrKmwNVbTPN4fUo5MsqG3z8jK3VtHce79a0oZs +EPYkJmmtV9Ex/JKD4Z5suDMy9Lq7UEV7nuyX1V5jg71O5U3F8g+0Q6bj+vAC +DRgLhfDk3DHaPo3DKY3TBOb8vROlT8fp6RabitK1HBh23Xo/zuQTzWTLib+c +teCWwj3fXDFBWzg1coP52jAk7Ax8XKmm47zltfwJbWDc2UD+oPeZzq+bCIzv +44KqOUNYHDZJ9892OZ1QoQNWK2ImPxZN0f4xEUeP5/BgU8vaftOpafpVoxHf +ScGHjiblFR+XL7TXZsPUzFW6kKHz83PxUgYOjarrmHZ6UFVnuvPASwbeX+Cw +4jBTHyYvcCJDjs3Chg9dTF6sPtSL3oSVOzOxYMO5pYoRfdglr2D1PGOijmNl +g9RHAC5pTUYpP7FQwKmWPrkjgLQdvVa/W7PxQsC/bc9kQpg5tKzcQ8nGzvP2 +/iOXhDA6J08eEqeBr04d39RuQkDD7r6QlVJN/I1ld4mVTACt2jVV1aCJrZHY +tmSSgAVfJs6ciObgWc9TrhhOwgPXrkufBFro3XVCZtFBQqAsI8jhqhYWbkyc +Tl1pAMFl7roPA7XxoE+50KXcAI4Eb3DWnNJG9ZpOptrSEOZm+20qKuZiwLBk +d3qWIVQmLLYgfHRwFaNMqmAZwfacPZt5YzrYLphfExRrBBnLi3L25vPwZf7r +jPQXRjA429JjC/Bx+EHXaJGXMZgXJ+dJn/LxEKPcrA6Noef64DufFF0sLm7J +pWxEUKN5soZvpYe7PJ6OpxSIgNe3NF7WrYc3Ih2yXfhiaBw/+/j9Yn38aFtS +2x4rholWrrtTmj42jRpU7nwlhoj3++XWA/poLW1Ur/Mzgdc2qSHbHQU4b2OY +aHGzCZRdztUIOCZAHTubavYyU3jBNpupfiLAhCT5WeMSU7CJXeXoZyvE1Fan +EJnEDMrtol5cPixEy+w9O7NSzcCDCW1rOoV4UevRWO+4GQSUJOp6zyHwdrSD +39wICZw/U6/kxxEY7avUuP5AAszCCw26TQT+mbU/LLdLAm/S3L4o7hHI7KMa +4h9KoDtmeFGPksDM0H2JS3olUOJpVXGuhcCaKLPJG88l4KMuK1jYSeBUStR7 +VH39r6tKCH1GYHI90fu3HgVuM7cW1HwksG1W/XcXBRQ4jGxVmEwQaLwyIiuZ +oEDUyb6SqCawRFnnu9qIgrfFbnM9JglsfrStrUlCwWnfe2Q/g0Th2LXbzbYU +DJW1q7R5JAbKQ6V/2FPQcWavbRSfxPNxvMPHHSmoSyIiO3VJdGZsgbXOFKT7 ++/bnCUj053Ovty6hYCG7p0VmRGLh91Wiqy4UWLyL42YbkziaGXIgHSjgPxa7 +zYhIjBdXOnu7UjBwJejGXVMSG4ODTzq6UaDMmVbbSkjkFXLGBKspqD6S920m +RaLvYLn3B3cK8qOXRatnk5g3L+hqhwcFKYH9pcEWJP4HYJAuTA== "]]}, "Charting`Private`Tag#1"]}}, {}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, "LayoutOptions" -> <|"PanelPlotLayout" -> <||>, "PlotRange" -> {{ Log[12], - Log[2500]}, {-5.032277839591777, -1.064085464819092}}, + Log[2500]}, {-5.033560453003596, -1.0630436841570583`}}, "Frame" -> {{True, True}, {True, True}}, - "AxesOrigin" -> {2.4849066497880057`, -5.0322778395917656`}, + "AxesOrigin" -> {2.4849066497880057`, -5.0335604530035845`}, "ImageSize" -> {280, 280/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {FontFamily -> "Bitstream Charter", FontSize -> 12, GrayLevel[0]}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { @@ -19432,17 +20537,17 @@ cH3guC8F5b4GCbUUieV24ed7llJwqNl2E8+KxP8A/hwmHg== Antialiasing->False]}, {RGBColor[0.368417, 0.506779, 0.709798], StyleBox[{{}, { - LineBox[{{6.931471805599453, -4.443945010895267}, { - 6.931471805599453, -4.410780401425112}}], - LineBox[{{6.931471805599453, -4.410780401425112}, { - 6.931471805599453, -4.378680468153793}}]}}, + LineBox[{{6.931471805599453, -4.446339539041691}, { + 6.931471805599453, -4.413695217264551}}], + LineBox[{{6.931471805599453, -4.413695217264551}, { + 6.931471805599453, -4.382082945410301}}]}}, Antialiasing->False]}, {RGBColor[0.368417, 0.506779, 0.709798], StyleBox[{{}, { - LineBox[{{7.6246189861593985`, -4.736879167565585}, { - 7.6246189861593985`, -4.607057643271122}}], - LineBox[{{7.6246189861593985`, -4.607057643271122}, { - 7.6246189861593985`, -4.492169606178341}}]}}, + LineBox[{{7.6246189861593985`, -4.74245996838104}, { + 7.6246189861593985`, -4.6222247684108115`}}], + LineBox[{{7.6246189861593985`, -4.6222247684108115`}, { + 7.6246189861593985`, -4.514906841560881}}]}}, Antialiasing->False]}}, { {RGBColor[0.368417, 0.506779, 0.709798], StyleBox[{ @@ -19544,14 +20649,14 @@ cH3guC8F5b4GCbUUieV24ed7llJwqNl2E8+KxP8A/hwmHg== GeometricTransformationBox[ LineBox[{}], {{{1., 0.}, {0., 1.}}, {0., 0.}}], GeometricTransformationBox[ - LineBox[{{{6.931471805599453, -4.378680468153793}, - Offset[{3, 0}, {6.931471805599453, -4.378680468153793}]}, {{ - 6.931471805599453, -4.378680468153793}, - Offset[{-3, 0}, {6.931471805599453, -4.378680468153793}]}, {{ - 6.931471805599453, -4.443945010895267}, - Offset[{3, 0}, {6.931471805599453, -4.443945010895267}]}, {{ - 6.931471805599453, -4.443945010895267}, - Offset[{-3, 0}, {6.931471805599453, -4.443945010895267}]}}], {{{ + LineBox[{{{6.931471805599453, -4.382082945410301}, + Offset[{3, 0}, {6.931471805599453, -4.382082945410301}]}, {{ + 6.931471805599453, -4.382082945410301}, + Offset[{-3, 0}, {6.931471805599453, -4.382082945410301}]}, {{ + 6.931471805599453, -4.446339539041691}, + Offset[{3, 0}, {6.931471805599453, -4.446339539041691}]}, {{ + 6.931471805599453, -4.446339539041691}, + Offset[{-3, 0}, {6.931471805599453, -4.446339539041691}]}}], {{{ 1., 0.}, {0., 1.}}, {0., 0.}}]}, Antialiasing->False]}, {RGBColor[0.368417, 0.506779, 0.709798], @@ -19559,16 +20664,15 @@ cH3guC8F5b4GCbUUieV24ed7llJwqNl2E8+KxP8A/hwmHg== GeometricTransformationBox[ LineBox[{}], {{{1., 0.}, {0., 1.}}, {0., 0.}}], GeometricTransformationBox[ - LineBox[{{{7.6246189861593985`, -4.492169606178341}, - Offset[{3, 0}, {7.6246189861593985`, -4.492169606178341}]}, {{ - 7.6246189861593985`, -4.492169606178341}, - Offset[{-3, 0}, {7.6246189861593985`, -4.492169606178341}]}, {{ - 7.6246189861593985`, -4.736879167565585}, - Offset[{3, 0}, {7.6246189861593985`, -4.736879167565585}]}, {{ - 7.6246189861593985`, -4.736879167565585}, - Offset[{-3, 0}, { - 7.6246189861593985`, -4.736879167565585}]}}], {{{1., 0.}, {0., - 1.}}, {0., 0.}}]}, + LineBox[{{{7.6246189861593985`, -4.514906841560881}, + Offset[{3, 0}, {7.6246189861593985`, -4.514906841560881}]}, {{ + 7.6246189861593985`, -4.514906841560881}, + Offset[{-3, 0}, {7.6246189861593985`, -4.514906841560881}]}, {{ + 7.6246189861593985`, -4.74245996838104}, + Offset[{3, 0}, {7.6246189861593985`, -4.74245996838104}]}, {{ + 7.6246189861593985`, -4.74245996838104}, + Offset[{-3, 0}, {7.6246189861593985`, -4.74245996838104}]}}], {{{ + 1., 0.}, {0., 1.}}, {0., 0.}}]}, Antialiasing->False]}}}, InterpretationBox[{ TagBox[ @@ -19581,8 +20685,8 @@ cH3guC8F5b4GCbUUieV24ed7llJwqNl2E8+KxP8A/hwmHg== 4.852030263919617, -2.8197301612902668`}, { 5.545177444479562, -3.3399688647329566`}, { 6.238324625039508, -3.8401099861489447`}, { - 6.931471805599453, -4.410780401425112}, { - 7.6246189861593985`, -4.607057643271122}}]}, + 6.931471805599453, -4.413695217264551}, { + 7.6246189861593985`, -4.6222247684108115`}}]}, Annotation[#, "Charting`Private`Tag#1"]& ], {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>}], @@ -19604,17 +20708,17 @@ cH3guC8F5b4GCbUUieV24ed7llJwqNl2E8+KxP8A/hwmHg== 4.852030263919617, -2.8197301612902668`}, { 5.545177444479562, -3.3399688647329566`}, { 6.238324625039508, -3.8401099861489447`}, { - 6.931471805599453, -4.410780401425112}, { - 7.6246189861593985`, -4.607057643271122}}]}, + 6.931471805599453, -4.413695217264551}, { + 7.6246189861593985`, -4.6222247684108115`}}]}, "Charting`Private`Tag#1"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{2.5683148786633105`, - 7.6246189861593985`}, {-5.013449403497898, -1.202691572522}}, + 7.6246189861593985`}, {-5.019466933648373, -1.202691572522}}, "Frame" -> {{False, False}, {False, False}}, - "AxesOrigin" -> {2.5683148786633105`, -5.013449403497898}, + "AxesOrigin" -> {2.5683148786633105`, -5.019466933648373}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { @@ -19637,9 +20741,9 @@ cH3guC8F5b4GCbUUieV24ed7llJwqNl2E8+KxP8A/hwmHg== "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{2.5683148786633105`, - 7.6246189861593985`}, {-5.013449403497898, -1.202691572522}}, + 7.6246189861593985`}, {-5.019466933648373, -1.202691572522}}, "Frame" -> {{False, False}, {False, False}}, - "AxesOrigin" -> {2.5683148786633105`, -5.013449403497898}, + "AxesOrigin" -> {2.5683148786633105`, -5.019466933648373}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { @@ -19673,17 +20777,17 @@ cH3guC8F5b4GCbUUieV24ed7llJwqNl2E8+KxP8A/hwmHg== 4.852030263919617, -2.8197301612902668`}, { 5.545177444479562, -3.3399688647329566`}, { 6.238324625039508, -3.8401099861489447`}, { - 6.931471805599453, -4.410780401425112}, { - 7.6246189861593985`, -4.607057643271122}}]}, + 6.931471805599453, -4.413695217264551}, { + 7.6246189861593985`, -4.6222247684108115`}}]}, "Charting`Private`Tag#1"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, "PlotRange" -> {{2.5683148786633105`, - 7.6246189861593985`}, {-5.013449403497898, -1.202691572522}}, + 7.6246189861593985`}, {-5.019466933648373, -1.202691572522}}, "Frame" -> {{False, False}, {False, False}}, - "AxesOrigin" -> {2.5683148786633105`, -5.013449403497898}, + "AxesOrigin" -> {2.5683148786633105`, -5.019466933648373}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { @@ -19705,7 +20809,7 @@ cH3guC8F5b4GCbUUieV24ed7llJwqNl2E8+KxP8A/hwmHg== AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], Axes->{True, True}, AxesLabel->{None, None}, - AxesOrigin->{2.4849066497880057`, -5.0322778395917656`}, + AxesOrigin->{2.4849066497880057`, -5.0335604530035845`}, DisplayFunction->Identity, Epilog->{ LineBox[{{0, -4.235990818437241}, {100, -4.235990818437241}}], { @@ -20147,9 +21251,9 @@ cH3guC8F5b4GCbUUieV24ed7llJwqNl2E8+KxP8A/hwmHg== Part[#, 2]]}& )}}, PlotRange->NCache[{{ Log[12], - Log[2500]}, {-5.032277839591777, -1.064085464819092}}, {{ + Log[2500]}, {-5.033560453003596, -1.0630436841570583`}}, {{ 2.4849066497880004`, - 7.824046010856292}, {-5.032277839591777, -1.064085464819092}}], + 7.824046010856292}, {-5.033560453003596, -1.0630436841570583`}}], PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], @@ -20188,12 +21292,13 @@ cH3guC8F5b4GCbUUieV24ed7llJwqNl2E8+KxP8A/hwmHg== 3.934454878683254*^9}, 3.9344555826454353`*^9, 3.934458335159677*^9, 3.934515577508449*^9, 3.9345344051730213`*^9, 3.934535314283834*^9, 3.934539378731186*^9, 3.9345597529798813`*^9, 3.934562360076745*^9, - 3.934603418964913*^9, 3.934608006365135*^9, {3.9346117725099497`*^9, - 3.9346119322474327`*^9}, {3.9346119701780243`*^9, 3.9346119883637733`*^9}, + 3.934603418964913*^9, 3.934608006365135*^9, {3.93461177250995*^9, + 3.934611932247433*^9}, {3.934611970178024*^9, 3.9346119883637733`*^9}, 3.934612085480156*^9, 3.934614676086709*^9, 3.934615235007635*^9, - 3.934689795835146*^9}, + 3.934689795835146*^9, 3.93470737263392*^9, 3.934718401605303*^9, + 3.934723713992305*^9}, CellLabel-> - "Out[456]=",ExpressionUUID->"dc4c2d53-39e1-468a-a5d6-44eb961caf69"] + "Out[550]=",ExpressionUUID->"dee0af71-7016-49bd-8022-9a89569f7935"] }, Open ]], Cell[BoxData[{ @@ -20211,7 +21316,7 @@ Cell[BoxData[{ ";"}]}], "Input", CellChangeTimes->{{3.934612026561737*^9, 3.934612089179641*^9}}, CellLabel-> - "In[375]:=",ExpressionUUID->"8abd0066-58cc-4935-be9c-3bede175f9cf"], + "In[551]:=",ExpressionUUID->"8abd0066-58cc-4935-be9c-3bede175f9cf"], Cell[CellGroupData[{ @@ -20254,22 +21359,24 @@ Cell[BoxData[{ 3.9345620108963537`*^9, 3.93456203180792*^9}, {3.93456290528482*^9, 3.934562911596554*^9}}, CellLabel-> - "In[457]:=",ExpressionUUID->"c455b4ff-c06e-4670-8c0b-a6b83b146cb8"], + "In[554]:=",ExpressionUUID->"c455b4ff-c06e-4670-8c0b-a6b83b146cb8"], -Cell[BoxData["1.311357794508008`"], "Output", +Cell[BoxData["1.3975905130643076`"], "Output", CellChangeTimes->{3.934562032031098*^9, 3.934562363090907*^9, 3.9345629119112453`*^9, 3.934603423849854*^9, 3.93460800775655*^9, - 3.934611971515953*^9, 3.934615238823287*^9, 3.934689806654533*^9}, + 3.934611971515953*^9, 3.934615238823287*^9, 3.934689806654533*^9, + 3.934707375401824*^9, 3.934718404047768*^9, 3.9347237172310057`*^9}, CellLabel-> - "Out[457]=",ExpressionUUID->"32dbbbde-6b6b-4274-b442-6fe9479060cc"], + "Out[554]=",ExpressionUUID->"e1241601-5d25-4a0d-8b94-71cf6da8f0e6"], Cell[BoxData[ - RowBox[{"-", "1.987271903509797`"}]], "Output", + RowBox[{"-", "2.0415261033415697`"}]], "Output", CellChangeTimes->{3.934562032031098*^9, 3.934562363090907*^9, 3.9345629119112453`*^9, 3.934603423849854*^9, 3.93460800775655*^9, - 3.934611971515953*^9, 3.934615238823287*^9, 3.934689806655532*^9}, + 3.934611971515953*^9, 3.934615238823287*^9, 3.934689806654533*^9, + 3.934707375401824*^9, 3.934718404047768*^9, 3.934723717231934*^9}, CellLabel-> - "Out[458]=",ExpressionUUID->"050c3262-fa28-4245-9911-6553474af8d4"] + "Out[555]=",ExpressionUUID->"a749d59b-d4bc-4c14-b0a9-0a53158cbb61"] }, Open ]], Cell[CellGroupData[{ @@ -20309,7 +21416,7 @@ Cell[BoxData[ 3.933378846662936*^9, 3.9333788765328608`*^9}, {3.933732493147313*^9, 3.933732494154268*^9}}, CellLabel-> - "In[380]:=",ExpressionUUID->"5d1f916c-a784-49e1-8c0c-4c3c76f0c816"], + "In[556]:=",ExpressionUUID->"5d1f916c-a784-49e1-8c0c-4c3c76f0c816"], Cell[BoxData[ InterpretationBox[ @@ -20323,10 +21430,10 @@ Cell[BoxData[ GridBox[{{ TagBox[ TagBox[ - RowBox[{"0.5779530014026065`", "\[VeryThinSpace]", "-", + RowBox[{"0.5780434199246749`", "\[VeryThinSpace]", "-", SuperscriptBox["\[ExponentialE]", RowBox[{ - RowBox[{"-", "2.8231393354894005`"}], "-", + RowBox[{"-", "2.8218690090745717`"}], "-", FractionBox["x", "2"]}]]}], Short], "SummaryItem"]}}, AutoDelete -> False, BaseStyle -> { @@ -20347,10 +21454,10 @@ Cell[BoxData[ TagBox[ TagBox[ RowBox[{ - RowBox[{"0.5779530014026065`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.5780434199246749`", "\[VeryThinSpace]"}], "-", SuperscriptBox["\[ExponentialE]", RowBox[{ - RowBox[{"-", "2.8231393354894005`"}], "-", + RowBox[{"-", "2.8218690090745717`"}], "-", FractionBox["x", "2"]}]]}], Short], "SummaryItem"]}}, AutoDelete -> False, BaseStyle -> { @@ -20371,13 +21478,13 @@ Cell[BoxData[ DynamicModuleValues:>{}], "]"}], FittedModel[{ "Nonlinear", {$CellContext`m0 -> - 0.5779530014026065, $CellContext`b -> -2.8231393354894005`}, \ + 0.5780434199246749, $CellContext`b -> -2.8218690090745717`}, \ {{$CellContext`x}, - E^($CellContext`b + Rational[-1, 2] $CellContext`x) + $CellContext`m0}}, {{ - 1.12488028239348*^6, 3.6036949114419185`*^6, 5.912622559939294*^6, - 596547.0621193402}}, {{1, 0.5419122081117088}, {2, 0.5558590317129761}, { - 3, 0.5650753273332443}, {4, 0.5675614107327034}}, + 1.12488028239348*^6, 3.6036949114419185`*^6, 6.610135119575985*^6, + 806203.1869950376}}, {{1, 0.5419122081117088}, {2, 0.5558590317129761}, { + 3, 0.5652399239994184}, {4, 0.5675193689522737}}, Function[Null, Internal`LocalizedBlock[{$CellContext`b, $CellContext`m0, \ $CellContext`x}, #], {HoldAll}]], @@ -20400,9 +21507,10 @@ $CellContext`x}, #], {HoldAll}]], 3.934458337358016*^9, 3.93451559163221*^9, 3.934534413203937*^9, 3.934535318372383*^9, 3.9345393909689207`*^9, 3.934559755515049*^9, 3.9345623647904253`*^9, 3.934603441640403*^9, 3.934608008838635*^9, - 3.934611972726202*^9, 3.9346152429510202`*^9}, + 3.934611972726202*^9, 3.9346152429510202`*^9, 3.934718405370042*^9, + 3.93472371904592*^9}, CellLabel-> - "Out[380]=",ExpressionUUID->"c7d9eb4d-1411-4062-aab8-29af2cad1024"] + "Out[556]=",ExpressionUUID->"c769cde6-a10b-4542-b791-8a65b0f91922"] }, Open ]], Cell[CellGroupData[{ @@ -20441,7 +21549,7 @@ Cell[BoxData[ 3.933378846662936*^9, 3.9333788765328608`*^9}, {3.933588494183367*^9, 3.933588513480479*^9}, {3.933732501558835*^9, 3.933732503555507*^9}}, CellLabel-> - "In[381]:=",ExpressionUUID->"a04437e1-ad3b-4721-b631-2e920551efc0"], + "In[530]:=",ExpressionUUID->"a04437e1-ad3b-4721-b631-2e920551efc0"], Cell[BoxData[ InterpretationBox[ @@ -20455,13 +21563,14 @@ Cell[BoxData[ GridBox[{{ TagBox[ TagBox[ - RowBox[{"0.5767480732574`", "\[VeryThinSpace]", "-", + RowBox[{"0.5766053387055828`", "\[VeryThinSpace]", "-", SuperscriptBox["\[ExponentialE]", RowBox[{ - RowBox[{"-", "2.296840368566451`"}], "-", - RowBox[{"0.5297640558237073`", " ", "x"}]}]]}], Short], - "SummaryItem"]}}, AutoDelete -> False, - BaseStyle -> { + RowBox[{"-", "2.2910144255310407`"}], "-", + RowBox[{ + RowBox[{"\[LeftSkeleton]", "19", "\[RightSkeleton]"}], + " ", "x"}]}]]}], Short], "SummaryItem"]}}, AutoDelete -> + False, BaseStyle -> { ShowStringCharacters -> False, NumberMarks -> False, PrintPrecision -> 3, ShowSyntaxStyles -> False}, GridBoxAlignment -> { @@ -20479,13 +21588,14 @@ Cell[BoxData[ TagBox[ TagBox[ RowBox[{ - RowBox[{"0.5767480732574`", "\[VeryThinSpace]"}], "-", + RowBox[{"0.5766053387055828`", "\[VeryThinSpace]"}], "-", SuperscriptBox["\[ExponentialE]", RowBox[{ - RowBox[{"-", "2.296840368566451`"}], "-", - RowBox[{"0.5297640558237073`", " ", "x"}]}]]}], Short], - "SummaryItem"]}}, AutoDelete -> False, - BaseStyle -> { + RowBox[{"-", "2.2910144255310407`"}], "-", + RowBox[{ + RowBox[{"\[LeftSkeleton]", "19", "\[RightSkeleton]"}], + " ", "x"}]}]]}], Short], "SummaryItem"]}}, AutoDelete -> + False, BaseStyle -> { ShowStringCharacters -> False, NumberMarks -> False, PrintPrecision -> 3, ShowSyntaxStyles -> False}, GridBoxAlignment -> { @@ -20503,13 +21613,14 @@ Cell[BoxData[ DynamicModuleValues:>{}], "]"}], FittedModel[{ "Nonlinear", {$CellContext`m0 -> - 0.5767480732574, $CellContext`b -> -2.296840368566451, $CellContext`c -> - 0.5297640558237073}, {{$CellContext`x}, - + 0.5766053387055828, $CellContext`b -> -2.2910144255310407`, \ +$CellContext`c -> + 0.5358641939777011}, {{$CellContext`x}, - E^($CellContext`b - $CellContext`c $CellContext`x) + $CellContext`m0}}, \ {{469005.4805095802, 1.12488028239348*^6, 3.6036949114419185`*^6, - 5.912622559939294*^6, - 596547.0621193402}}, {{1, 0.5177282403197767}, {2, 0.5419122081117088}, { - 3, 0.5558590317129761}, {4, 0.5650753273332443}, {5, 0.5675614107327034}}, + 6.573367214653001*^6, + 765925.4356755959}}, {{1, 0.5177282403197767}, {2, 0.5419122081117088}, { + 3, 0.5558590317129761}, {4, 0.5652595855311962}, {5, 0.5673618441777076}}, Function[Null, Internal`LocalizedBlock[{$CellContext`b, $CellContext`c, $CellContext`m0, \ $CellContext`x}, #], {HoldAll}]], @@ -20533,9 +21644,9 @@ $CellContext`x}, #], {HoldAll}]], 3.93451559205169*^9, 3.934534413698538*^9, 3.934535320540882*^9, 3.934539391220738*^9, 3.934559757750969*^9, 3.934562367101603*^9, 3.934603442594289*^9, 3.934608016121573*^9, 3.934611973549817*^9, - 3.934615244376927*^9}, + 3.934615244376927*^9, 3.934718407439128*^9}, CellLabel-> - "Out[381]=",ExpressionUUID->"c9130ad0-7626-4136-aa61-d83624a05169"] + "Out[530]=",ExpressionUUID->"140e4c9e-b686-4362-9ffe-6f7940ca5b96"] }, Open ]], Cell[CellGroupData[{ @@ -20599,56 +21710,55 @@ Cell[BoxData[ 3.934454958359186*^9, 3.93445499078004*^9}, {3.934539394009294*^9, 3.9345393957851963`*^9}}, CellLabel-> - "In[382]:=",ExpressionUUID->"fe010fe0-3f0c-4ab4-be57-676536c7b785"], + "In[531]:=",ExpressionUUID->"fe010fe0-3f0c-4ab4-be57-676536c7b785"], Cell[BoxData[ GraphicsBox[{{{ {RGBColor[0.368417, 0.506779, 0.709798], StyleBox[{{}, { - LineBox[{{1., -0.0005581967775445426}, {1., 0.0006027322129806834}}], - LineBox[{{1., 0.0006027322129806834}, {1., - 0.0017636612035059093`}}]}}, + LineBox[{{1., -0.0007200509972959024}, {1., 0.0007085343823765022}}], + LineBox[{{1., 0.0007085343823765022}, {1., 0.002137119762048907}}]}}, Antialiasing->False]}, {RGBColor[0.368417, 0.506779, 0.709798], StyleBox[{{}, { - LineBox[{{2., -0.0036530452233904005`}, { - 2., -0.0006021959322258796}}], - LineBox[{{2., -0.0006021959322258796}, {2., - 0.0024486533589386413`}}]}}, + LineBox[{{2., -0.0044086092848609005`}, { + 2., -0.0007449304840430049}}], + LineBox[{{2., -0.0007449304840430049}, {2., + 0.0029187483167748907`}}]}}, Antialiasing->False]}, {RGBColor[0.368417, 0.506779, 0.709798], StyleBox[{{}, { - LineBox[{{3., 0.013907273662524752`}, {3., 0.015068202653049978`}}], - LineBox[{{3., 0.015068202653049978`}, {3., 0.016229131643575204`}}]}}, + LineBox[{{3., 0.013745419442773393`}, {3., 0.015174004822445797`}}], + LineBox[{{3., 0.015174004822445797`}, {3., 0.0166025902021182}}]}}, Antialiasing->False]}, {RGBColor[0.368417, 0.506779, 0.709798], StyleBox[{{}, { - LineBox[{{4., 0.010812425216678894`}, {4., 0.013863274507843415`}}], - LineBox[{{4., 0.013863274507843415`}, {4., 0.016914123799007936`}}]}}, + LineBox[{{4., 0.010056861155208395`}, {4., 0.01372053995602629}}], + LineBox[{{4., 0.01372053995602629}, {4., 0.017384218756844184`}}]}}, Antialiasing->False]}, {RGBColor[0.368417, 0.506779, 0.709798], StyleBox[{{}, { - LineBox[{{5., 0.01097102738225397}, {5., 0.012131956372779196`}}], - LineBox[{{5., 0.012131956372779196`}, {5., 0.013292885363304422`}}]}}, + LineBox[{{5., 0.01080917316250261}, {5., 0.012237758542175015`}}], + LineBox[{{5., 0.012237758542175015`}, {5., 0.013666343921847419`}}]}}, Antialiasing->False]}, {RGBColor[0.368417, 0.506779, 0.709798], StyleBox[{{}, { - LineBox[{{6., 0.007876178936408112}, {6., 0.010927028227572633`}}], - LineBox[{{6., 0.010927028227572633`}, {6., 0.013977877518737154`}}]}}, + LineBox[{{6., 0.007120614874937612}, {6., 0.010784293675755507`}}], + LineBox[{{6., 0.010784293675755507`}, {6., 0.014447972476573402`}}]}}, Antialiasing->False]}}, { {RGBColor[0.368417, 0.506779, 0.709798], StyleBox[{ GeometricTransformationBox[ LineBox[{}], {{{1., 0.}, {0., 1.}}, {0., 0.}}], GeometricTransformationBox[ - LineBox[{{{1., 0.0017636612035059093`}, - Offset[{3, 0}, {1., 0.0017636612035059093`}]}, {{1., - 0.0017636612035059093`}, - Offset[{-3, 0}, {1., 0.0017636612035059093`}]}, {{ - 1., -0.0005581967775445426}, - Offset[{3, 0}, {1., -0.0005581967775445426}]}, {{ - 1., -0.0005581967775445426}, - Offset[{-3, 0}, {1., -0.0005581967775445426}]}}], {{{1., 0.}, {0., + LineBox[{{{1., 0.002137119762048907}, + Offset[{3, 0}, {1., 0.002137119762048907}]}, {{1., + 0.002137119762048907}, + Offset[{-3, 0}, {1., 0.002137119762048907}]}, {{ + 1., -0.0007200509972959024}, + Offset[{3, 0}, {1., -0.0007200509972959024}]}, {{ + 1., -0.0007200509972959024}, + Offset[{-3, 0}, {1., -0.0007200509972959024}]}}], {{{1., 0.}, {0., 1.}}, {0., 0.}}]}, Antialiasing->False]}, {RGBColor[0.368417, 0.506779, 0.709798], @@ -20656,14 +21766,14 @@ Cell[BoxData[ GeometricTransformationBox[ LineBox[{}], {{{1., 0.}, {0., 1.}}, {0., 0.}}], GeometricTransformationBox[ - LineBox[{{{2., 0.0024486533589386413`}, - Offset[{3, 0}, {2., 0.0024486533589386413`}]}, {{2., - 0.0024486533589386413`}, - Offset[{-3, 0}, {2., 0.0024486533589386413`}]}, {{ - 2., -0.0036530452233904005`}, - Offset[{3, 0}, {2., -0.0036530452233904005`}]}, {{ - 2., -0.0036530452233904005`}, - Offset[{-3, 0}, {2., -0.0036530452233904005`}]}}], {{{1., 0.}, { + LineBox[{{{2., 0.0029187483167748907`}, + Offset[{3, 0}, {2., 0.0029187483167748907`}]}, {{2., + 0.0029187483167748907`}, + Offset[{-3, 0}, {2., 0.0029187483167748907`}]}, {{ + 2., -0.0044086092848609005`}, + Offset[{3, 0}, {2., -0.0044086092848609005`}]}, {{ + 2., -0.0044086092848609005`}, + Offset[{-3, 0}, {2., -0.0044086092848609005`}]}}], {{{1., 0.}, { 0., 1.}}, {0., 0.}}]}, Antialiasing->False]}, {RGBColor[0.368417, 0.506779, 0.709798], @@ -20671,14 +21781,14 @@ Cell[BoxData[ GeometricTransformationBox[ LineBox[{}], {{{1., 0.}, {0., 1.}}, {0., 0.}}], GeometricTransformationBox[ - LineBox[{{{3., 0.016229131643575204`}, - Offset[{3, 0}, {3., 0.016229131643575204`}]}, {{3., - 0.016229131643575204`}, - Offset[{-3, 0}, {3., 0.016229131643575204`}]}, {{3., - 0.013907273662524752`}, - Offset[{3, 0}, {3., 0.013907273662524752`}]}, {{3., - 0.013907273662524752`}, - Offset[{-3, 0}, {3., 0.013907273662524752`}]}}], {{{1., 0.}, {0., + LineBox[{{{3., 0.0166025902021182}, + Offset[{3, 0}, {3., 0.0166025902021182}]}, {{3., + 0.0166025902021182}, + Offset[{-3, 0}, {3., 0.0166025902021182}]}, {{3., + 0.013745419442773393`}, + Offset[{3, 0}, {3., 0.013745419442773393`}]}, {{3., + 0.013745419442773393`}, + Offset[{-3, 0}, {3., 0.013745419442773393`}]}}], {{{1., 0.}, {0., 1.}}, {0., 0.}}]}, Antialiasing->False]}, {RGBColor[0.368417, 0.506779, 0.709798], @@ -20686,14 +21796,14 @@ Cell[BoxData[ GeometricTransformationBox[ LineBox[{}], {{{1., 0.}, {0., 1.}}, {0., 0.}}], GeometricTransformationBox[ - LineBox[{{{4., 0.016914123799007936`}, - Offset[{3, 0}, {4., 0.016914123799007936`}]}, {{4., - 0.016914123799007936`}, - Offset[{-3, 0}, {4., 0.016914123799007936`}]}, {{4., - 0.010812425216678894`}, - Offset[{3, 0}, {4., 0.010812425216678894`}]}, {{4., - 0.010812425216678894`}, - Offset[{-3, 0}, {4., 0.010812425216678894`}]}}], {{{1., 0.}, {0., + LineBox[{{{4., 0.017384218756844184`}, + Offset[{3, 0}, {4., 0.017384218756844184`}]}, {{4., + 0.017384218756844184`}, + Offset[{-3, 0}, {4., 0.017384218756844184`}]}, {{4., + 0.010056861155208395`}, + Offset[{3, 0}, {4., 0.010056861155208395`}]}, {{4., + 0.010056861155208395`}, + Offset[{-3, 0}, {4., 0.010056861155208395`}]}}], {{{1., 0.}, {0., 1.}}, {0., 0.}}]}, Antialiasing->False]}, {RGBColor[0.368417, 0.506779, 0.709798], @@ -20701,14 +21811,14 @@ Cell[BoxData[ GeometricTransformationBox[ LineBox[{}], {{{1., 0.}, {0., 1.}}, {0., 0.}}], GeometricTransformationBox[ - LineBox[{{{5., 0.013292885363304422`}, - Offset[{3, 0}, {5., 0.013292885363304422`}]}, {{5., - 0.013292885363304422`}, - Offset[{-3, 0}, {5., 0.013292885363304422`}]}, {{5., - 0.01097102738225397}, - Offset[{3, 0}, {5., 0.01097102738225397}]}, {{5., - 0.01097102738225397}, - Offset[{-3, 0}, {5., 0.01097102738225397}]}}], {{{1., 0.}, {0., + LineBox[{{{5., 0.013666343921847419`}, + Offset[{3, 0}, {5., 0.013666343921847419`}]}, {{5., + 0.013666343921847419`}, + Offset[{-3, 0}, {5., 0.013666343921847419`}]}, {{5., + 0.01080917316250261}, + Offset[{3, 0}, {5., 0.01080917316250261}]}, {{5., + 0.01080917316250261}, + Offset[{-3, 0}, {5., 0.01080917316250261}]}}], {{{1., 0.}, {0., 1.}}, {0., 0.}}]}, Antialiasing->False]}, {RGBColor[0.368417, 0.506779, 0.709798], @@ -20716,14 +21826,14 @@ Cell[BoxData[ GeometricTransformationBox[ LineBox[{}], {{{1., 0.}, {0., 1.}}, {0., 0.}}], GeometricTransformationBox[ - LineBox[{{{6., 0.013977877518737154`}, - Offset[{3, 0}, {6., 0.013977877518737154`}]}, {{6., - 0.013977877518737154`}, - Offset[{-3, 0}, {6., 0.013977877518737154`}]}, {{6., - 0.007876178936408112}, - Offset[{3, 0}, {6., 0.007876178936408112}]}, {{6., - 0.007876178936408112}, - Offset[{-3, 0}, {6., 0.007876178936408112}]}}], {{{1., 0.}, {0., + LineBox[{{{6., 0.014447972476573402`}, + Offset[{3, 0}, {6., 0.014447972476573402`}]}, {{6., + 0.014447972476573402`}, + Offset[{-3, 0}, {6., 0.014447972476573402`}]}, {{6., + 0.007120614874937612}, + Offset[{3, 0}, {6., 0.007120614874937612}]}, {{6., + 0.007120614874937612}, + Offset[{-3, 0}, {6., 0.007120614874937612}]}}], {{{1., 0.}, {0., 1.}}, {0., 0.}}]}, Antialiasing->False]}}}, InterpretationBox[{ @@ -20731,9 +21841,9 @@ Cell[BoxData[ TagBox[ {RGBColor[0.368417, 0.506779, 0.709798], PointSize[ 0.012833333333333334`], AbsoluteThickness[2], - PointBox[{{1., 0.0006027322129806834}, {2., -0.0006021959322258796}, { - 3., 0.015068202653049978`}, {4., 0.013863274507843415`}, {5., - 0.012131956372779196`}, {6., 0.010927028227572633`}}]}, + PointBox[{{1., 0.0007085343823765022}, {2., -0.0007449304840430049}, { + 3., 0.015174004822445797`}, {4., 0.01372053995602629}, {5., + 0.012237758542175015`}, {6., 0.010784293675755507`}}]}, Annotation[#, "Charting`Private`Tag#1"]& ], {"WolframDynamicHighlight", <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>}], @@ -20749,16 +21859,16 @@ Cell[BoxData[ RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], - Point[{{1., 0.0006027322129806834}, { - 2., -0.0006021959322258796}, {3., 0.015068202653049978`}, {4., - 0.013863274507843415`}, {5., 0.012131956372779196`}, {6., - 0.010927028227572633`}}]}, "Charting`Private`Tag#1"]}}, <| + Point[{{1., 0.0007085343823765022}, { + 2., -0.0007449304840430049}, {3., 0.015174004822445797`}, {4., + 0.01372053995602629}, {5., 0.012237758542175015`}, {6., + 0.010784293675755507`}}]}, "Charting`Private`Tag#1"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, - "PlotRange" -> {{0., 6.}, {-0.0036530452233904005`, - 0.016914123799007936`}}, + "PlotRange" -> {{0., 6.}, {-0.0044086092848609005`, + 0.017384218756844184`}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0., 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> @@ -20782,8 +21892,8 @@ Cell[BoxData[ "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, - "PlotRange" -> {{0., 6.}, {-0.0036530452233904005`, - 0.016914123799007936`}}, + "PlotRange" -> {{0., 6.}, {-0.0044086092848609005`, + 0.017384218756844184`}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0., 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> @@ -20812,16 +21922,16 @@ Cell[BoxData[ PointSize[0.012833333333333334`], RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[2]], - Point[{{1., 0.0006027322129806834}, {2., -0.0006021959322258796}, { - 3., 0.015068202653049978`}, {4., 0.013863274507843415`}, {5., - 0.012131956372779196`}, {6., 0.010927028227572633`}}]}, + Point[{{1., 0.0007085343823765022}, {2., -0.0007449304840430049}, { + 3., 0.015174004822445797`}, {4., 0.01372053995602629}, {5., + 0.012237758542175015`}, {6., 0.010784293675755507`}}]}, "Charting`Private`Tag#1"]}}, <| "HighlightElements" -> <| "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, "LayoutOptions" -> <| "PanelPlotLayout" -> <||>, - "PlotRange" -> {{0., 6.}, {-0.0036530452233904005`, - 0.016914123799007936`}}, "Frame" -> {{False, False}, {False, False}}, + "PlotRange" -> {{0., 6.}, {-0.0044086092848609005`, + 0.017384218756844184`}}, "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0., 0}, "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { @@ -20918,7 +22028,7 @@ Cell[BoxData[ Part[#, 1]], Identity[ Part[#, 2]]}& )}}, - PlotRange->{{0., 6.}, {-0.0036530452233904005`, 0.016914123799007936`}}, + PlotRange->{{0., 6.}, {-0.0044086092848609005`, 0.017384218756844184`}}, PlotRangeClipping->True, PlotRangePadding->{{ Scaled[0.02], @@ -20934,13 +22044,13 @@ Cell[BoxData[ 3.933882653206609*^9, 3.93445385181068*^9, 3.934454056980402*^9, { 3.934454982492132*^9, 3.934454990993188*^9}, 3.934455587699979*^9, 3.934515593157281*^9, 3.934534414474315*^9, 3.934535321250602*^9, - 3.934539396074054*^9, 3.9345597589333677`*^9, 3.9345623678683147`*^9, + 3.934539396074054*^9, 3.934559758933368*^9, 3.934562367868315*^9, 3.934603443607697*^9, 3.934608017121633*^9, 3.934611974270258*^9, - 3.934615245321353*^9}, + 3.934615245321353*^9, 3.93470740640666*^9, 3.934718408069932*^9}, CellLabel-> - "Out[382]=",ExpressionUUID->"e8003fd8-91d5-43e7-8f54-b5e982139cb4"] + "Out[531]=",ExpressionUUID->"ab392159-73ae-4e54-80d3-160b19aa027d"] }, Open ]] -}, Closed]], +}, Open ]], Cell[CellGroupData[{ @@ -192778,7 +193888,7 @@ e9ede64c5cca"] }, Open ]] }, Open ]] }, -WindowSize->{609, 503.25}, +WindowSize->{608.25, 503.25}, WindowMargins->{{0, Automatic}, {Automatic, 0}}, FrontEndVersion->"14.0 for Linux x86 (64-bit) (December 12, 2023)", StyleDefinitions->"Default.nb", @@ -192797,234 +193907,263 @@ CellTagsIndex->{} Notebook[{ Cell[CellGroupData[{ Cell[580, 22, 158, 3, 50, "Section",ExpressionUUID->"bbc7c15f-5b7d-4690-8a22-e1e38c3edf32"], -Cell[741, 27, 4315, 135, 221, "Input",ExpressionUUID->"41b24844-1147-4d0a-b487-e8350b1d5c79"], -Cell[5059, 164, 2294, 74, 185, "Input",ExpressionUUID->"b03bc860-b1c0-4e93-9060-8118f88e47e4"], -Cell[7356, 240, 2814, 81, 66, "Input",ExpressionUUID->"b26718dc-2cea-4fdb-b7ee-88d00ee5b4db"], -Cell[10173, 323, 693, 20, 47, "Input",ExpressionUUID->"08648c98-5e11-49e5-9ecf-4568bf068ad0"], -Cell[10869, 345, 748, 19, 22, "Input",ExpressionUUID->"336506fe-ed5b-44be-8723-7d5b12b2b85d"], -Cell[11620, 366, 4547, 145, 167, "Input",ExpressionUUID->"c1297907-e97f-4b0c-9644-ead31698af8d"], -Cell[16170, 513, 348, 9, 35, "Input",ExpressionUUID->"bc0c79a5-5d5f-41ea-a0ca-c421c1cc8550"] +Cell[CellGroupData[{ +Cell[763, 29, 212, 7, 41, "Subsection",ExpressionUUID->"943941dd-b41b-40a0-98a8-df3d9b12afe7"], +Cell[978, 38, 4510, 138, 221, "Input",ExpressionUUID->"31cd432b-1c50-47cc-9bb0-3ac9263b140f"], +Cell[5491, 178, 2878, 89, 105, "Input",ExpressionUUID->"e0eb7bcc-50c7-441c-94b3-a9c5e4cbd683"], +Cell[8372, 269, 2844, 83, 150, "Input",ExpressionUUID->"4ef4fe63-f668-4d4f-9b70-6d607e6fc7d4"], +Cell[11219, 354, 811, 24, 44, "Input",ExpressionUUID->"8b37e6b8-e4b4-4e60-b3cf-5571a53a0977"], +Cell[12033, 380, 1066, 33, 79, "Input",ExpressionUUID->"cc77e3a8-46c3-4857-9b76-a4773dcd2d50"], +Cell[13102, 415, 1735, 52, 49, "Input",ExpressionUUID->"bc277007-5ea8-4c84-b1f2-95863792943a"], +Cell[14840, 469, 1086, 32, 74, "Input",ExpressionUUID->"887923af-c2a5-4daf-a390-329ad8b0575f"], +Cell[15929, 503, 632, 20, 47, "Input",ExpressionUUID->"ae4b3868-2814-4b44-b4ff-31f08142beda"], +Cell[16564, 525, 1183, 37, 51, "Input",ExpressionUUID->"4f6920cf-cc07-42fa-a1f1-17510e8bf6d0"], +Cell[17750, 564, 628, 18, 22, "Input",ExpressionUUID->"1d42e2a7-edba-4126-9a6f-e244a68ca2fe"] +}, Closed]], +Cell[CellGroupData[{ +Cell[18415, 587, 233, 7, 30, "Subsection",ExpressionUUID->"609c5f73-5486-4a56-bc9d-ef27acb7df90"], +Cell[18651, 596, 3161, 104, 136, "Input",ExpressionUUID->"061b0d8b-a806-4ba3-99ce-b246670e2517"], +Cell[21815, 702, 1861, 57, 45, "Input",ExpressionUUID->"f9a8f68e-12c1-460f-9e19-b7703b29ffe4"], +Cell[23679, 761, 2146, 64, 85, "Input",ExpressionUUID->"3de2de4d-cf28-41cc-82f9-e562d6ed39ce"], +Cell[25828, 827, 316, 9, 27, "Input",ExpressionUUID->"2f8d3dc8-dced-47d9-9a9f-8fe09be3d78f"], +Cell[26147, 838, 669, 20, 69, "Input",ExpressionUUID->"3eceb3f5-a87d-45e5-9f2c-9c19800751ec"], +Cell[26819, 860, 1036, 30, 44, "Input",ExpressionUUID->"5054a1d1-5235-4140-a83c-29b4c9614c1f"], +Cell[27858, 892, 685, 17, 43, "Input",ExpressionUUID->"5a0216e3-adef-4964-bbf9-08e450a06cdc"], +Cell[28546, 911, 293, 8, 24, "Input",ExpressionUUID->"ca694e41-0c8a-4c02-9488-39accc3fcf96"], +Cell[28842, 921, 860, 22, 22, "Input",ExpressionUUID->"44b1508c-998d-42b7-8f03-22008fe43d5b"], +Cell[29705, 945, 958, 24, 47, "Input",ExpressionUUID->"54e4850d-f259-4e0c-a784-4eeb03349208"], +Cell[30666, 971, 639, 16, 44, "Input",ExpressionUUID->"409057c5-6083-434c-aa2a-5e30f758175b"] +}, Closed]], +Cell[CellGroupData[{ +Cell[31342, 992, 157, 3, 30, "Subsection",ExpressionUUID->"fb09862d-269c-49ef-8e26-172c318fc3b7"], +Cell[31502, 997, 352, 10, 35, "Input",ExpressionUUID->"9667f18c-9918-4567-b469-c4b4e50aa395"], +Cell[31857, 1009, 440, 13, 35, "Input",ExpressionUUID->"c689e352-b164-45af-9267-c61188f5d6ec"], +Cell[32300, 1024, 361, 10, 35, "Input",ExpressionUUID->"c50d5710-c668-472d-8334-14adbb7f598f"] +}, Open ]] }, Open ]], Cell[CellGroupData[{ -Cell[16555, 527, 150, 3, 50, "Section",ExpressionUUID->"f6acd268-0983-4ccc-b375-6fb0a5032805"], +Cell[32710, 1040, 150, 3, 50, "Section",ExpressionUUID->"f6acd268-0983-4ccc-b375-6fb0a5032805"], Cell[CellGroupData[{ -Cell[16730, 534, 163, 3, 41, "Subsection",ExpressionUUID->"80e4596a-0f6c-482b-9d38-4e3778e2b753"], +Cell[32885, 1047, 214, 4, 41, "Subsection",ExpressionUUID->"80e4596a-0f6c-482b-9d38-4e3778e2b753"], Cell[CellGroupData[{ -Cell[16918, 541, 6096, 150, 246, "Input",ExpressionUUID->"6c182b3c-b61b-4da5-97eb-545f093d6397"], -Cell[23017, 693, 179253, 3139, 227, "Output",ExpressionUUID->"7f960138-517a-4f1a-b9e6-0eaf7b02798e"] +Cell[33124, 1055, 6111, 151, 246, "Input",ExpressionUUID->"6c182b3c-b61b-4da5-97eb-545f093d6397"], +Cell[39238, 1208, 179272, 3140, 227, "Output",ExpressionUUID->"6517c44d-8e1b-4288-9884-3fce3d59ee8f"] }, Open ]], Cell[CellGroupData[{ -Cell[202307, 3837, 7490, 186, 362, "Input",ExpressionUUID->"987acbda-9443-4a50-9527-bdd438ec8a24"], -Cell[209800, 4025, 128792, 2404, 227, "Output",ExpressionUUID->"7b6f9e79-91f7-47eb-ba89-358c82ab5fdd"] +Cell[218547, 4353, 7493, 183, 322, "Input",ExpressionUUID->"987acbda-9443-4a50-9527-bdd438ec8a24"], +Cell[226043, 4538, 128864, 2405, 227, "Output",ExpressionUUID->"0cb7a892-92ce-4f3e-8a0f-e48a2d0bba50"] }, Open ]], -Cell[338607, 6432, 604, 16, 53, "Input",ExpressionUUID->"718f433c-5ec4-4bac-860a-5bace6d1b65e"] +Cell[354922, 6946, 604, 16, 53, "Input",ExpressionUUID->"718f433c-5ec4-4bac-860a-5bace6d1b65e"] }, Open ]], Cell[CellGroupData[{ -Cell[339248, 6453, 175, 3, 41, "Subsection",ExpressionUUID->"5df07bd5-2097-4030-81f4-b69a40cb15f6"], +Cell[355563, 6967, 175, 3, 41, "Subsection",ExpressionUUID->"5df07bd5-2097-4030-81f4-b69a40cb15f6"], Cell[CellGroupData[{ -Cell[339448, 6460, 8992, 206, 283, "Input",ExpressionUUID->"5506e17b-9ca1-45dd-9a22-41bf59df28ce"], -Cell[348443, 6668, 23297, 456, 159, "Output",ExpressionUUID->"f02fb6a6-e405-4836-80f0-e33cd4587ade"] +Cell[355763, 6974, 9024, 207, 283, "Input",ExpressionUUID->"5506e17b-9ca1-45dd-9a22-41bf59df28ce"], +Cell[364790, 7183, 23333, 457, 159, "Output",ExpressionUUID->"414e5d12-6859-4a23-91cd-821e1df5dc46"] }, Open ]], Cell[CellGroupData[{ -Cell[371777, 7129, 9013, 212, 299, "Input",ExpressionUUID->"92265c04-e236-4e0e-8f2d-85dfff966601"], -Cell[380793, 7343, 12422, 272, 159, "Output",ExpressionUUID->"53525ec3-63aa-4102-8c66-00e0698a79ca"] +Cell[388160, 7645, 9047, 213, 299, "Input",ExpressionUUID->"92265c04-e236-4e0e-8f2d-85dfff966601"], +Cell[397210, 7860, 12419, 272, 159, "Output",ExpressionUUID->"4ae05035-e56e-42c4-9cd2-2a708b052480"] }, Open ]], Cell[CellGroupData[{ -Cell[393252, 7620, 7294, 171, 237, "Input",ExpressionUUID->"2024fdeb-ff4f-4e26-834d-bece770e0a79"], -Cell[400549, 7793, 25704, 487, 159, "Output",ExpressionUUID->"19c70bd8-82b7-4eb1-9dbb-9ea50e360376"] +Cell[409666, 8137, 7310, 172, 237, "Input",ExpressionUUID->"2024fdeb-ff4f-4e26-834d-bece770e0a79"], +Cell[416979, 8311, 25718, 488, 159, "Output",ExpressionUUID->"eefb5fa6-2f94-48c8-854d-507e9a80d373"] }, Open ]], Cell[CellGroupData[{ -Cell[426290, 8285, 6178, 141, 207, "Input",ExpressionUUID->"b3fc4f55-4c0b-4c22-9d55-e6dad1b1d50e"], -Cell[432471, 8428, 24732, 465, 159, "Output",ExpressionUUID->"deb3543a-4d75-4574-bbae-98c342faea83"] +Cell[442734, 8804, 6188, 141, 207, "Input",ExpressionUUID->"b3fc4f55-4c0b-4c22-9d55-e6dad1b1d50e"], +Cell[448925, 8947, 24785, 469, 159, "Output",ExpressionUUID->"a76f9ad2-edc8-4350-9218-79404872aef6"] +}, Open ]], +Cell[473725, 9419, 1101, 27, 84, "Input",ExpressionUUID->"587076b9-908e-406a-9c46-ad3a25c086de"] }, Open ]], -Cell[457218, 8896, 1101, 27, 84, "Input",ExpressionUUID->"587076b9-908e-406a-9c46-ad3a25c086de"] -}, Closed]], Cell[CellGroupData[{ -Cell[458356, 8928, 162, 3, 30, "Subsection",ExpressionUUID->"5159d821-004a-42df-9d4c-fa83e8d77495"], +Cell[474863, 9451, 162, 3, 41, "Subsection",ExpressionUUID->"5159d821-004a-42df-9d4c-fa83e8d77495"], Cell[CellGroupData[{ -Cell[458543, 8935, 7382, 172, 267, "Input",ExpressionUUID->"6c065066-6bf9-4f3a-a1a0-0b9cba9f452c"], -Cell[465928, 9109, 51249, 968, 177, "Output",ExpressionUUID->"7e82ffb6-84e7-4a29-8501-6c669630aa8e"] +Cell[475050, 9458, 7386, 173, 267, "Input",ExpressionUUID->"6c065066-6bf9-4f3a-a1a0-0b9cba9f452c"], +Cell[482439, 9633, 51279, 970, 188, "Output",ExpressionUUID->"78e41091-1ac1-45ba-bbc9-5bf46f2457ad"] }, Open ]], Cell[CellGroupData[{ -Cell[517214, 10082, 6421, 149, 253, "Input",ExpressionUUID->"b7835bf7-af7e-4043-ba65-56202b80be80"], -Cell[523638, 10233, 2560, 41, 186, "Message",ExpressionUUID->"27f8d3a1-af00-43ff-a010-d91ea739ca18"], -Cell[526201, 10276, 1028, 19, 34, "Message",ExpressionUUID->"eed8c3e0-eea5-4156-aeeb-895e7f9ef13f"], -Cell[527232, 10297, 93525, 1708, 177, "Output",ExpressionUUID->"0bb4ebbd-525a-40a9-8738-739ec949f19e"] +Cell[533755, 10608, 6421, 150, 253, "Input",ExpressionUUID->"b7835bf7-af7e-4043-ba65-56202b80be80"], +Cell[540179, 10760, 1230, 22, 36, "Message",ExpressionUUID->"11c7d4d8-1dbf-4506-8e84-bb0b01ac18e3"], +Cell[541412, 10784, 93668, 1709, 188, "Output",ExpressionUUID->"f20f3d20-7262-48bf-8381-2010c90a1199"] }, Open ]], Cell[CellGroupData[{ -Cell[620794, 12010, 8597, 210, 362, "Input",ExpressionUUID->"60fc774e-789f-47e9-995f-80fba0589db7"], -Cell[629394, 12222, 3522, 55, 186, "Message",ExpressionUUID->"3f1e63ad-98f0-4464-9bdf-6d9d8e725115"], -Cell[632919, 12279, 97618, 1734, 177, "Output",ExpressionUUID->"d21fb0df-419f-4363-bb7f-617faf904692"] +Cell[635117, 12498, 8922, 217, 383, "Input",ExpressionUUID->"60fc774e-789f-47e9-995f-80fba0589db7"], +Cell[644042, 12717, 932, 18, 53, "Message",ExpressionUUID->"e6724e1c-9d2c-410b-abf8-bb2a584a9d21"], +Cell[644977, 12737, 114512, 2089, 188, "Output",ExpressionUUID->"681904a0-194c-48db-be2a-38be241d1062"] +}, Open ]], +Cell[759504, 14829, 861, 21, 68, "Input",ExpressionUUID->"1b485599-abd1-4bc0-967d-165fc92d833b"] }, Open ]], -Cell[730552, 14016, 861, 21, 68, "Input",ExpressionUUID->"1b485599-abd1-4bc0-967d-165fc92d833b"] -}, Closed]], Cell[CellGroupData[{ -Cell[731450, 14042, 168, 3, 30, "Subsection",ExpressionUUID->"b535800b-9d38-4d4f-9e23-c69cf4d429fb"], -Cell[731621, 14047, 633, 15, 24, "Input",ExpressionUUID->"f9bfb54c-f8f3-4525-abeb-233750cee79a"], -Cell[732257, 14064, 1328, 26, 24, "Input",ExpressionUUID->"7618c6de-8d4a-471b-b096-c27a59d6c675"], +Cell[760402, 14855, 168, 3, 41, "Subsection",ExpressionUUID->"b535800b-9d38-4d4f-9e23-c69cf4d429fb"], +Cell[760573, 14860, 633, 15, 24, "Input",ExpressionUUID->"f9bfb54c-f8f3-4525-abeb-233750cee79a"], +Cell[761209, 14877, 1328, 26, 24, "Input",ExpressionUUID->"7618c6de-8d4a-471b-b096-c27a59d6c675"], Cell[CellGroupData[{ -Cell[733610, 14094, 369, 8, 22, "Input",ExpressionUUID->"f0210815-94c5-4cb1-80fe-bd2530af8882"], -Cell[733982, 14104, 1159, 23, 42, "Output",ExpressionUUID->"fe6a90df-8284-4593-ad95-18776dee12ba"] +Cell[762562, 14907, 369, 8, 22, "Input",ExpressionUUID->"f0210815-94c5-4cb1-80fe-bd2530af8882"], +Cell[762934, 14917, 1159, 23, 42, "Output",ExpressionUUID->"fe6a90df-8284-4593-ad95-18776dee12ba"] }, Open ]], Cell[CellGroupData[{ -Cell[735178, 14132, 1477, 42, 98, "Input",ExpressionUUID->"94b6c17c-655e-47eb-9104-1a3e8efc5930"], -Cell[736658, 14176, 2609, 78, 94, "Output",ExpressionUUID->"a47fe3af-36d2-4287-bd83-2a93e3914f03"] +Cell[764130, 14945, 1477, 42, 98, "Input",ExpressionUUID->"94b6c17c-655e-47eb-9104-1a3e8efc5930"], +Cell[765610, 14989, 2609, 78, 54, "Output",ExpressionUUID->"a47fe3af-36d2-4287-bd83-2a93e3914f03"] }, Open ]], -Cell[739282, 14257, 2817, 65, 106, "Input",ExpressionUUID->"baaf63c8-5be4-4d2a-a22b-7dc91aa7910c"], +Cell[768234, 15070, 2817, 65, 39, "Input",ExpressionUUID->"baaf63c8-5be4-4d2a-a22b-7dc91aa7910c"], Cell[CellGroupData[{ -Cell[742124, 14326, 676, 19, 35, "Input",ExpressionUUID->"f413f90a-2bbe-4119-afe0-c4eeb6f72ad3"], -Cell[742803, 14347, 1383, 37, 56, "Output",ExpressionUUID->"88b56873-7ab9-4829-8db3-a20d0df14d25"] +Cell[771076, 15139, 676, 19, 35, "Input",ExpressionUUID->"f413f90a-2bbe-4119-afe0-c4eeb6f72ad3"], +Cell[771755, 15160, 1383, 37, 25, "Output",ExpressionUUID->"88b56873-7ab9-4829-8db3-a20d0df14d25"] }, Open ]], Cell[CellGroupData[{ -Cell[744223, 14389, 632, 16, 35, "Input",ExpressionUUID->"f4199132-776b-444e-905f-98463bad3266"], -Cell[744858, 14407, 396, 7, 42, "Output",ExpressionUUID->"c3a6a8d3-f6e2-4820-ad3e-241c8716142b"] +Cell[773175, 15202, 632, 16, 35, "Input",ExpressionUUID->"f4199132-776b-444e-905f-98463bad3266"], +Cell[773810, 15220, 396, 7, 42, "Output",ExpressionUUID->"c3a6a8d3-f6e2-4820-ad3e-241c8716142b"] }, Open ]], Cell[CellGroupData[{ -Cell[745291, 14419, 1520, 37, 86, "Input",ExpressionUUID->"a2bdf3e3-eab7-4136-8b03-4eb31b271821"], -Cell[746814, 14458, 1838, 26, 25, "Output",ExpressionUUID->"d0a3d4a6-34ba-40f2-a7d0-f233befe2a26"] +Cell[774243, 15232, 1520, 37, 35, "Input",ExpressionUUID->"a2bdf3e3-eab7-4136-8b03-4eb31b271821"], +Cell[775766, 15271, 1838, 26, 25, "Output",ExpressionUUID->"d0a3d4a6-34ba-40f2-a7d0-f233befe2a26"] }, Open ]], Cell[CellGroupData[{ -Cell[748689, 14489, 1391, 36, 86, "Input",ExpressionUUID->"bdc90b67-e81a-4882-976a-f1ebbb721caf"], -Cell[750083, 14527, 388, 6, 25, "Output",ExpressionUUID->"542b581b-e106-4e4d-9ba9-cf5b96db734b"] +Cell[777641, 15302, 1391, 36, 35, "Input",ExpressionUUID->"bdc90b67-e81a-4882-976a-f1ebbb721caf"], +Cell[779035, 15340, 388, 6, 25, "Output",ExpressionUUID->"542b581b-e106-4e4d-9ba9-cf5b96db734b"] }, Open ]], Cell[CellGroupData[{ -Cell[750508, 14538, 5042, 119, 220, "Input",ExpressionUUID->"aa7e3288-606c-43dd-b026-af18071365ea"], -Cell[755553, 14659, 43675, 801, 78, "Output",ExpressionUUID->"8869033b-708a-43fd-adfb-83f0ccfdf27e"] +Cell[779460, 15351, 5042, 119, 72, "Input",ExpressionUUID->"aa7e3288-606c-43dd-b026-af18071365ea"], +Cell[784505, 15472, 43673, 801, 78, "Output",ExpressionUUID->"8869033b-708a-43fd-adfb-83f0ccfdf27e"] }, Open ]], Cell[CellGroupData[{ -Cell[799265, 15465, 4059, 92, 156, "Input",ExpressionUUID->"dcf47297-6e73-48db-95c6-2be317bfb5b5"], -Cell[803327, 15559, 92270, 1688, 156, "Output",ExpressionUUID->"50b8d242-2452-4ef9-ade0-89cad39074e7"] +Cell[828215, 16278, 4059, 92, 56, "Input",ExpressionUUID->"dcf47297-6e73-48db-95c6-2be317bfb5b5"], +Cell[832277, 16372, 92260, 1688, 156, "Output",ExpressionUUID->"50b8d242-2452-4ef9-ade0-89cad39074e7"] }, Open ]], Cell[CellGroupData[{ -Cell[895634, 17252, 4471, 129, 452, "Input",ExpressionUUID->"b7c04588-51c4-46ba-b43a-323e54fb82c5"], -Cell[900108, 17383, 19260, 384, 178, "Output",ExpressionUUID->"1bfc257b-9094-4610-bb24-5027a2b1163b"] +Cell[924574, 18065, 4471, 129, 145, "Input",ExpressionUUID->"b7c04588-51c4-46ba-b43a-323e54fb82c5"], +Cell[929048, 18196, 19333, 385, 178, "Output",ExpressionUUID->"a000bd61-7139-4d7a-9ee0-d01f708b299c"] }, Open ]], Cell[CellGroupData[{ -Cell[919405, 17772, 1344, 40, 53, "Input",ExpressionUUID->"d5c71612-e41c-40a0-8f22-153b347f934a"], -Cell[920752, 17814, 5790, 126, 186, "Output",ExpressionUUID->"2e8593a7-6b89-4dfb-aa2f-8e4c57e92656"] +Cell[948418, 18586, 1422, 44, 22, "Input",ExpressionUUID->"d9cda07c-d634-4a28-a432-736d372a2183"], +Cell[949843, 18632, 8342, 232, 186, "Output",ExpressionUUID->"835845d3-8083-4484-bec4-283cf770897a"] }, Open ]], Cell[CellGroupData[{ -Cell[926579, 17945, 457, 10, 22, "Input",ExpressionUUID->"6729ea2e-916f-4c77-ad4d-d272adeb529e"], -Cell[927039, 17957, 1896, 30, 35, "Output",ExpressionUUID->"253a859e-233a-494e-aa84-1c06d206b33f"] +Cell[958222, 18869, 1344, 40, 22, "Input",ExpressionUUID->"d5c71612-e41c-40a0-8f22-153b347f934a"], +Cell[959569, 18911, 5865, 127, 186, "Output",ExpressionUUID->"caa50a86-bb7f-4b9d-92ea-f66a3a136213"] }, Open ]], Cell[CellGroupData[{ -Cell[928972, 17992, 961, 25, 57, "Input",ExpressionUUID->"04e6644b-90a9-4b4e-90ba-9f54a0b030a5"], -Cell[929936, 18019, 4119, 82, 49, "Output",ExpressionUUID->"6695f125-8140-4a0f-bfd8-fbe609a847bf"] +Cell[965471, 19043, 457, 10, 22, "Input",ExpressionUUID->"6729ea2e-916f-4c77-ad4d-d272adeb529e"], +Cell[965931, 19055, 1968, 31, 35, "Output",ExpressionUUID->"48e051eb-c4ff-498a-9b99-6dfb381ea559"] }, Open ]], Cell[CellGroupData[{ -Cell[934092, 18106, 1971, 47, 91, "Input",ExpressionUUID->"4f6ec33b-2722-4715-8283-2253119f6e1c"], -Cell[936066, 18155, 34340, 747, 148, "Output",ExpressionUUID->"06d43c26-a733-490d-bb9e-b4aa610ca532"] +Cell[967936, 19091, 961, 25, 25, "Input",ExpressionUUID->"04e6644b-90a9-4b4e-90ba-9f54a0b030a5"], +Cell[968900, 19118, 4188, 83, 49, "Output",ExpressionUUID->"bdf9c97f-1c76-4663-a20c-44fd17f55b96"] }, Open ]], Cell[CellGroupData[{ -Cell[970443, 18907, 941, 25, 57, "Input",ExpressionUUID->"c699da20-b8e1-4d8d-b830-d061605f160c"], -Cell[971387, 18934, 4617, 89, 49, "Output",ExpressionUUID->"8ed04a05-f9b3-48a2-b9ab-bc73d7dbc5f4"] +Cell[973125, 19206, 1971, 47, 25, "Input",ExpressionUUID->"4f6ec33b-2722-4715-8283-2253119f6e1c"], +Cell[975099, 19255, 34561, 751, 148, "Output",ExpressionUUID->"340cddc0-854e-42e2-b249-d7e082eafe53"] }, Open ]], Cell[CellGroupData[{ -Cell[976041, 19028, 691, 20, 41, "Input",ExpressionUUID->"a50d66f9-04d2-4491-ae90-63cb096c85d3"], -Cell[976735, 19050, 1441, 38, 54, "Output",ExpressionUUID->"a1a21893-024e-4fe0-8571-380027b787e2"] +Cell[1009697, 20011, 941, 25, 25, "Input",ExpressionUUID->"c699da20-b8e1-4d8d-b830-d061605f160c"], +Cell[1010641, 20038, 4688, 90, 49, "Output",ExpressionUUID->"3fd1b910-f976-48e4-8f6e-184ea17efd2e"] }, Open ]], Cell[CellGroupData[{ -Cell[978213, 19093, 4121, 102, 188, "Input",ExpressionUUID->"e5d2c2e9-65d2-42b6-87d6-57bf360d129a"], -Cell[982337, 19197, 46309, 998, 161, "Output",ExpressionUUID->"dc4c2d53-39e1-468a-a5d6-44eb961caf69"] +Cell[1015366, 20133, 691, 20, 25, "Input",ExpressionUUID->"a50d66f9-04d2-4491-ae90-63cb096c85d3"], +Cell[1016060, 20155, 1508, 38, 37, "Output",ExpressionUUID->"9ec2f1d4-2ca9-4456-9aab-57f32213e1c9"] }, Open ]], -Cell[1028661, 20198, 556, 15, 53, "Input",ExpressionUUID->"8abd0066-58cc-4935-be9c-3bede175f9cf"], Cell[CellGroupData[{ -Cell[1029242, 20217, 1285, 39, 74, "Input",ExpressionUUID->"c455b4ff-c06e-4670-8c0b-a6b83b146cb8"], -Cell[1030530, 20258, 331, 5, 35, "Output",ExpressionUUID->"32dbbbde-6b6b-4274-b442-6fe9479060cc"], -Cell[1030864, 20265, 348, 6, 35, "Output",ExpressionUUID->"050c3262-fa28-4245-9911-6553474af8d4"] +Cell[1017605, 20198, 4121, 102, 58, "Input",ExpressionUUID->"e5d2c2e9-65d2-42b6-87d6-57bf360d129a"], +Cell[1021729, 20302, 46383, 998, 161, "Output",ExpressionUUID->"dee0af71-7016-49bd-8022-9a89569f7935"] }, Open ]], +Cell[1068127, 21303, 556, 15, 53, "Input",ExpressionUUID->"8abd0066-58cc-4935-be9c-3bede175f9cf"], Cell[CellGroupData[{ -Cell[1031249, 20276, 1276, 35, 59, "Input",ExpressionUUID->"5d1f916c-a784-49e1-8c0c-4c3c76f0c816"], -Cell[1032528, 20313, 4497, 91, 55, "Output",ExpressionUUID->"c7d9eb4d-1411-4062-aab8-29af2cad1024"] +Cell[1068708, 21322, 1285, 39, 43, "Input",ExpressionUUID->"c455b4ff-c06e-4670-8c0b-a6b83b146cb8"], +Cell[1069996, 21363, 403, 6, 35, "Output",ExpressionUUID->"e1241601-5d25-4a0d-8b94-71cf6da8f0e6"], +Cell[1070402, 21371, 418, 7, 35, "Output",ExpressionUUID->"a749d59b-d4bc-4c14-b0a9-0a53158cbb61"] }, Open ]], Cell[CellGroupData[{ -Cell[1037062, 20409, 1324, 34, 59, "Input",ExpressionUUID->"a04437e1-ad3b-4721-b631-2e920551efc0"], -Cell[1038389, 20445, 4671, 92, 51, "Output",ExpressionUUID->"c9130ad0-7626-4136-aa61-d83624a05169"] +Cell[1070857, 21383, 1276, 35, 25, "Input",ExpressionUUID->"5d1f916c-a784-49e1-8c0c-4c3c76f0c816"], +Cell[1072136, 21420, 4544, 92, 55, "Output",ExpressionUUID->"c769cde6-a10b-4542-b791-8a65b0f91922"] }, Open ]], Cell[CellGroupData[{ -Cell[1043097, 20542, 2183, 59, 99, "Input",ExpressionUUID->"fe010fe0-3f0c-4ab4-be57-676536c7b785"], -Cell[1045283, 20603, 15118, 337, 179, "Output",ExpressionUUID->"e8003fd8-91d5-43e7-8f54-b5e982139cb4"] +Cell[1076717, 21517, 1324, 34, 25, "Input",ExpressionUUID->"a04437e1-ad3b-4721-b631-2e920551efc0"], +Cell[1078044, 21553, 4822, 95, 51, "Output",ExpressionUUID->"140e4c9e-b686-4362-9ffe-6f7940ca5b96"] +}, Open ]], +Cell[CellGroupData[{ +Cell[1082903, 21653, 2183, 59, 38, "Input",ExpressionUUID->"fe010fe0-3f0c-4ab4-be57-676536c7b785"], +Cell[1085089, 21714, 15111, 336, 176, "Output",ExpressionUUID->"ab392159-73ae-4e54-80d3-160b19aa027d"] }, Open ]] -}, Closed]], +}, Open ]], Cell[CellGroupData[{ -Cell[1060450, 20946, 206, 4, 30, "Subsection",ExpressionUUID->"ff39082a-03fc-42e8-9724-cba9e881655b"], -Cell[1060659, 20952, 1704, 46, 109, "Input",ExpressionUUID->"872cc790-4f13-4d2d-99a7-abdf4436fa2c"], -Cell[1062366, 21000, 1015, 17, 22, "Input",ExpressionUUID->"f17e49ae-1bb3-48f1-9b75-bbeb65878fdc"], -Cell[1063384, 21019, 1246, 23, 24, "Input",ExpressionUUID->"b398376c-4a37-4baa-8263-1a3b2b0d511d"], -Cell[1064633, 21044, 718, 20, 24, "Input",ExpressionUUID->"2b59e2ea-3c03-4c5d-ba00-f9025a081a2f"], +Cell[1100249, 22056, 206, 4, 41, "Subsection",ExpressionUUID->"ff39082a-03fc-42e8-9724-cba9e881655b"], +Cell[1100458, 22062, 1704, 46, 39, "Input",ExpressionUUID->"872cc790-4f13-4d2d-99a7-abdf4436fa2c"], +Cell[1102165, 22110, 1015, 17, 22, "Input",ExpressionUUID->"f17e49ae-1bb3-48f1-9b75-bbeb65878fdc"], +Cell[1103183, 22129, 1246, 23, 24, "Input",ExpressionUUID->"b398376c-4a37-4baa-8263-1a3b2b0d511d"], +Cell[1104432, 22154, 718, 20, 24, "Input",ExpressionUUID->"2b59e2ea-3c03-4c5d-ba00-f9025a081a2f"], Cell[CellGroupData[{ -Cell[1065376, 21068, 1667, 37, 74, "Input",ExpressionUUID->"915061c0-7ec9-48b1-a951-8e51348a9795"], -Cell[1067046, 21107, 55327, 1054, 336, "Output",ExpressionUUID->"93b1d9e1-547b-4a56-9209-648c8c715d70"] +Cell[1105175, 22178, 1667, 37, 24, "Input",ExpressionUUID->"915061c0-7ec9-48b1-a951-8e51348a9795"], +Cell[1106845, 22217, 55327, 1054, 336, "Output",ExpressionUUID->"93b1d9e1-547b-4a56-9209-648c8c715d70"] }, Open ]], -Cell[1122388, 22164, 317, 8, 22, "Input",ExpressionUUID->"86708862-7b81-4d16-95d3-4da6365a6038"], -Cell[1122708, 22174, 2191, 49, 41, "Input",ExpressionUUID->"9de20adc-add5-4dad-bd65-1e8498717078"], +Cell[1162187, 23274, 317, 8, 22, "Input",ExpressionUUID->"86708862-7b81-4d16-95d3-4da6365a6038"], +Cell[1162507, 23284, 2191, 49, 41, "Input",ExpressionUUID->"9de20adc-add5-4dad-bd65-1e8498717078"], Cell[CellGroupData[{ -Cell[1124924, 22227, 2279, 53, 41, "Input",ExpressionUUID->"e528bc83-fedd-4cb7-a7e2-7fb607978acf"], -Cell[1127206, 22282, 64299, 1232, 336, "Output",ExpressionUUID->"6bbbb0ed-a433-4420-8afa-bfa6f4669dd0"] +Cell[1164723, 23337, 2279, 53, 41, "Input",ExpressionUUID->"e528bc83-fedd-4cb7-a7e2-7fb607978acf"], +Cell[1167005, 23392, 64299, 1232, 336, "Output",ExpressionUUID->"6bbbb0ed-a433-4420-8afa-bfa6f4669dd0"] }, Open ]], -Cell[1191520, 23517, 848, 17, 22, "Input",ExpressionUUID->"ef6f487a-9ee3-4aa0-b539-506a622a13b7"], +Cell[1231319, 24627, 848, 17, 22, "Input",ExpressionUUID->"ef6f487a-9ee3-4aa0-b539-506a622a13b7"], Cell[CellGroupData[{ -Cell[1192393, 23538, 1354, 26, 24, "Input",ExpressionUUID->"0db98d0e-b92d-4ab8-bb66-61f53b411000"], -Cell[1193750, 23566, 328445, 5397, 296, 269006, 4425, "CachedBoxData", "BoxData", "Output",ExpressionUUID->"05ce0ab7-c150-4319-bc8c-f6fbbda4fda7"] +Cell[1232192, 24648, 1354, 26, 24, "Input",ExpressionUUID->"0db98d0e-b92d-4ab8-bb66-61f53b411000"], +Cell[1233549, 24676, 328445, 5397, 296, 269006, 4425, "CachedBoxData", "BoxData", "Output",ExpressionUUID->"05ce0ab7-c150-4319-bc8c-f6fbbda4fda7"] }, Open ]], -Cell[1522210, 28966, 815, 23, 40, "Input",ExpressionUUID->"40263386-cd9f-4a8d-b927-488a1cae2843"], +Cell[1562009, 30076, 815, 23, 40, "Input",ExpressionUUID->"40263386-cd9f-4a8d-b927-488a1cae2843"], Cell[CellGroupData[{ -Cell[1523050, 28993, 2207, 42, 38, "Input",ExpressionUUID->"994154ba-91be-43cc-9ca0-50745729e383"], -Cell[1525260, 29037, 269883, 4439, 161, "Output",ExpressionUUID->"148e4c1a-652b-4992-8055-5b38b2e33f1c"] +Cell[1562849, 30103, 2207, 42, 38, "Input",ExpressionUUID->"994154ba-91be-43cc-9ca0-50745729e383"], +Cell[1565059, 30147, 269883, 4439, 161, "Output",ExpressionUUID->"148e4c1a-652b-4992-8055-5b38b2e33f1c"] }, Open ]], -Cell[1795158, 33479, 1065, 17, 22, "Input",ExpressionUUID->"1ac93f6b-d483-4656-bc4e-cafae8d64928"], -Cell[1796226, 33498, 1419, 30, 24, "Input",ExpressionUUID->"e5032b08-7a83-444c-b31e-b851a96b69c9"], -Cell[1797648, 33530, 1086, 30, 24, "Input",ExpressionUUID->"4360d156-0917-4230-ba20-5153b91f78dd"], +Cell[1834957, 34589, 1065, 17, 22, "Input",ExpressionUUID->"1ac93f6b-d483-4656-bc4e-cafae8d64928"], +Cell[1836025, 34608, 1419, 30, 24, "Input",ExpressionUUID->"e5032b08-7a83-444c-b31e-b851a96b69c9"], +Cell[1837447, 34640, 1086, 30, 24, "Input",ExpressionUUID->"4360d156-0917-4230-ba20-5153b91f78dd"], Cell[CellGroupData[{ -Cell[1798759, 33564, 1765, 39, 41, "Input",ExpressionUUID->"24bd308d-c1c0-418c-9278-e1cef4b12f0f"], -Cell[1800527, 33605, 492466, 9337, 336, "Output",ExpressionUUID->"c7e54478-684c-4d40-af44-a66ef70233cc"] +Cell[1838558, 34674, 1765, 39, 41, "Input",ExpressionUUID->"24bd308d-c1c0-418c-9278-e1cef4b12f0f"], +Cell[1840326, 34715, 492466, 9337, 336, "Output",ExpressionUUID->"c7e54478-684c-4d40-af44-a66ef70233cc"] }, Open ]], -Cell[2293008, 42945, 317, 8, 22, "Input",ExpressionUUID->"f7d8a0e0-db54-4a86-97a2-09b9bb47639b"], -Cell[2293328, 42955, 2391, 56, 41, "Input",ExpressionUUID->"670190eb-97cf-48ad-b575-b3100869cb93"], +Cell[2332807, 44055, 317, 8, 22, "Input",ExpressionUUID->"f7d8a0e0-db54-4a86-97a2-09b9bb47639b"], +Cell[2333127, 44065, 2391, 56, 41, "Input",ExpressionUUID->"670190eb-97cf-48ad-b575-b3100869cb93"], Cell[CellGroupData[{ -Cell[2295744, 43015, 2348, 56, 41, "Input",ExpressionUUID->"578ccac6-7b17-4583-9281-66874ba9b897"], -Cell[2298095, 43073, 795623, 14282, 336, "Output",ExpressionUUID->"b80ff946-be74-415d-8de2-ab145714ebf3"] +Cell[2335543, 44125, 2348, 56, 41, "Input",ExpressionUUID->"578ccac6-7b17-4583-9281-66874ba9b897"], +Cell[2337894, 44183, 795623, 14282, 336, "Output",ExpressionUUID->"b80ff946-be74-415d-8de2-ab145714ebf3"] }, Open ]], -Cell[3093733, 57358, 848, 17, 22, "Input",ExpressionUUID->"a515cac5-2419-4e69-aff7-acf2ed64e535"], +Cell[3133532, 58468, 848, 17, 22, "Input",ExpressionUUID->"a515cac5-2419-4e69-aff7-acf2ed64e535"], Cell[CellGroupData[{ -Cell[3094606, 57379, 1354, 26, 24, "Input",ExpressionUUID->"f89589c3-3d58-45c8-9cc4-1a567916cd3b"], -Cell[3095963, 57407, 560902, 9207, 296, "Output",ExpressionUUID->"7542bad6-cea8-486a-ad70-240e327e482d"] +Cell[3134405, 58489, 1354, 26, 24, "Input",ExpressionUUID->"f89589c3-3d58-45c8-9cc4-1a567916cd3b"], +Cell[3135762, 58517, 560902, 9207, 296, "Output",ExpressionUUID->"7542bad6-cea8-486a-ad70-240e327e482d"] }, Open ]], -Cell[3656880, 66617, 815, 23, 40, "Input",ExpressionUUID->"584b6c8b-947f-4280-9a9c-7ab2728cd4b7"], +Cell[3696679, 67727, 815, 23, 40, "Input",ExpressionUUID->"584b6c8b-947f-4280-9a9c-7ab2728cd4b7"], Cell[CellGroupData[{ -Cell[3657720, 66644, 2201, 42, 38, "Input",ExpressionUUID->"7a622b9e-63d1-4073-8620-2e390e4d56bd"], -Cell[3659924, 66688, 560220, 9198, 161, "Output",ExpressionUUID->"cc529c41-089a-4275-8426-a2014dd26b11"] +Cell[3697519, 67754, 2201, 42, 38, "Input",ExpressionUUID->"7a622b9e-63d1-4073-8620-2e390e4d56bd"], +Cell[3699723, 67798, 560220, 9198, 161, "Output",ExpressionUUID->"cc529c41-089a-4275-8426-a2014dd26b11"] }, Open ]], -Cell[4220159, 75889, 1627, 36, 38, "Input",ExpressionUUID->"b4b2f41d-2e37-47da-9ba6-562bb35857f8"], -Cell[4221789, 75927, 577, 16, 24, "Input",ExpressionUUID->"94331b49-df2d-48dc-9c78-a542603df328"], +Cell[4259958, 76999, 1627, 36, 38, "Input",ExpressionUUID->"b4b2f41d-2e37-47da-9ba6-562bb35857f8"], +Cell[4261588, 77037, 577, 16, 24, "Input",ExpressionUUID->"94331b49-df2d-48dc-9c78-a542603df328"], Cell[CellGroupData[{ -Cell[4222391, 75947, 1258, 33, 24, "Input",ExpressionUUID->"fa6551ed-ab50-40f7-9b77-8b6ae3f11f33"], -Cell[4223652, 75982, 2522980, 48064, 286, "Output",ExpressionUUID->"1168ec66-8687-4c95-8f7b-591acb738b27"] +Cell[4262190, 77057, 1258, 33, 24, "Input",ExpressionUUID->"fa6551ed-ab50-40f7-9b77-8b6ae3f11f33"], +Cell[4263451, 77092, 2522980, 48064, 286, "Output",ExpressionUUID->"1168ec66-8687-4c95-8f7b-591acb738b27"] }, Open ]], -Cell[6746647, 124049, 254, 7, 22, "Input",ExpressionUUID->"c0e2215b-6c8a-4d76-b692-b351b0f9c2ee"], -Cell[6746904, 124058, 2061, 49, 41, "Input",ExpressionUUID->"e1ec0204-d79b-43d2-91be-5ef87bf83dbf"], +Cell[6786446, 125159, 254, 7, 22, "Input",ExpressionUUID->"c0e2215b-6c8a-4d76-b692-b351b0f9c2ee"], +Cell[6786703, 125168, 2061, 49, 41, "Input",ExpressionUUID->"e1ec0204-d79b-43d2-91be-5ef87bf83dbf"], Cell[CellGroupData[{ -Cell[6748990, 124111, 1617, 33, 22, "Input",ExpressionUUID->"d982051e-8a3f-46b8-b9a6-c5fd1fb15b3c"], -Cell[6750610, 124146, 2568146, 48452, 336, "Output",ExpressionUUID->"8a79898f-8c41-4f2b-b502-795be7e4aa6b"] +Cell[6788789, 125221, 1617, 33, 22, "Input",ExpressionUUID->"d982051e-8a3f-46b8-b9a6-c5fd1fb15b3c"], +Cell[6790409, 125256, 2568146, 48452, 336, "Output",ExpressionUUID->"8a79898f-8c41-4f2b-b502-795be7e4aa6b"] }, Open ]], -Cell[9318771, 172601, 795, 16, 22, "Input",ExpressionUUID->"655b3958-406c-4270-9fe9-daeb72feaa1a"], +Cell[9358570, 173711, 795, 16, 22, "Input",ExpressionUUID->"655b3958-406c-4270-9fe9-daeb72feaa1a"], Cell[CellGroupData[{ -Cell[9319591, 172621, 1355, 26, 24, "Input",ExpressionUUID->"64a83c48-1333-4bf5-8046-beea10bc8ca9"], -Cell[9320949, 172649, 584911, 9603, 296, "Output",ExpressionUUID->"7e5f1c92-bf6a-4096-ad54-d323bfc1730a"] +Cell[9359390, 173731, 1355, 26, 24, "Input",ExpressionUUID->"64a83c48-1333-4bf5-8046-beea10bc8ca9"], +Cell[9360748, 173759, 584911, 9603, 296, "Output",ExpressionUUID->"7e5f1c92-bf6a-4096-ad54-d323bfc1730a"] }, Open ]], Cell[CellGroupData[{ -Cell[9905897, 182257, 1801, 36, 38, "Input",ExpressionUUID->"4af7039e-624b-403a-a217-39596557d073"], -Cell[9907701, 182295, 622812, 10226, 138, 583952, 9589, "CachedBoxData", "BoxData", "Output",ExpressionUUID->"1b72ff84-f8dd-4c43-882c-d391e6753a71"] +Cell[9945696, 183367, 1801, 36, 38, "Input",ExpressionUUID->"4af7039e-624b-403a-a217-39596557d073"], +Cell[9947500, 183405, 622812, 10226, 138, 583952, 9589, "CachedBoxData", "BoxData", "Output",ExpressionUUID->"1b72ff84-f8dd-4c43-882c-d391e6753a71"] }, Open ]], Cell[CellGroupData[{ -Cell[10530550, 192526, 950, 25, 38, "Input",ExpressionUUID->"b138cba4-9273-4e2b-a292-61ce9cfdc73c"], -Cell[10531503, 192553, 627, 15, 138, "Output",ExpressionUUID->"5fadd0a3-c66f-4348-b0f3-af515a92cba2"] +Cell[10570349, 193636, 950, 25, 38, "Input",ExpressionUUID->"b138cba4-9273-4e2b-a292-61ce9cfdc73c"], +Cell[10571302, 193663, 627, 15, 138, "Output",ExpressionUUID->"5fadd0a3-c66f-4348-b0f3-af515a92cba2"] }, Open ]], Cell[CellGroupData[{ -Cell[10532167, 192573, 4013, 107, 92, "Input",ExpressionUUID->"9edd1e7c-f2f3-43e3-9815-eefb0715d66a"], -Cell[10536183, 192682, 2374, 61, 48, "Output",ExpressionUUID->"d4dfa7f2-94fe-4ea7-be34-a9f88e32595a"] +Cell[10571966, 193683, 4013, 107, 92, "Input",ExpressionUUID->"9edd1e7c-f2f3-43e3-9815-eefb0715d66a"], +Cell[10575982, 193792, 2374, 61, 48, "Output",ExpressionUUID->"d4dfa7f2-94fe-4ea7-be34-a9f88e32595a"] }, Open ]], -Cell[10538572, 192746, 1147, 30, 99, "Input",ExpressionUUID->"812cdae8-d5de-418f-b2d9-e9ede64c5cca"] +Cell[10578371, 193856, 1147, 30, 99, "Input",ExpressionUUID->"812cdae8-d5de-418f-b2d9-e9ede64c5cca"] }, Open ]] }, Open ]] } |