summaryrefslogtreecommitdiff
path: root/translating_crazy_field_theory.nb
diff options
context:
space:
mode:
Diffstat (limited to 'translating_crazy_field_theory.nb')
-rw-r--r--translating_crazy_field_theory.nb13817
1 files changed, 13817 insertions, 0 deletions
diff --git a/translating_crazy_field_theory.nb b/translating_crazy_field_theory.nb
new file mode 100644
index 0000000..077db56
--- /dev/null
+++ b/translating_crazy_field_theory.nb
@@ -0,0 +1,13817 @@
+(* Content-type: application/vnd.wolfram.mathematica *)
+
+(*** Wolfram Notebook File ***)
+(* http://www.wolfram.com/nb *)
+
+(* CreatedBy='Mathematica 11.3' *)
+
+(*CacheID: 234*)
+(* Internal cache information:
+NotebookFileLineBreakTest
+NotebookFileLineBreakTest
+NotebookDataPosition[ 158, 7]
+NotebookDataLength[ 726666, 13809]
+NotebookOptionsPosition[ 719298, 13693]
+NotebookOutlinePosition[ 719688, 13709]
+CellTagsIndexPosition[ 719645, 13706]
+WindowFrame->Normal*)
+
+(* Beginning of Notebook Content *)
+Notebook[{
+Cell[BoxData[
+ RowBox[{"Needs", "[", "\"\<ErrorBarPlots`\>\"", "]"}]], "Input",
+ CellChangeTimes->{{3.735476423697866*^9, 3.735476429550506*^9}},
+ CellLabel->
+ "In[136]:=",ExpressionUUID->"dc59e0f2-6c03-4b47-a6cd-099f63d926e3"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"(*", " ",
+ RowBox[{
+ RowBox[{
+ "Constants", " ", "fixed", " ", "for", " ", "the", " ", "2", "D", " ",
+ "square"}], "-",
+ RowBox[{"lattice", " ", "Ising", " ", "model"}]}], " ", "*)"}],
+ "\[IndentingNewLine]",
+ RowBox[{
+ RowBox[{"\[CapitalDelta]", ":=",
+ RowBox[{"15", "/", "8"}]}], "\[IndentingNewLine]",
+ RowBox[{"\[Gamma]", ":=",
+ RowBox[{"7", "/", "4"}]}], "\[IndentingNewLine]",
+ RowBox[{"\[Beta]", ":=",
+ RowBox[{"1", "/", "8"}]}], "\[IndentingNewLine]",
+ RowBox[{"\[ScriptCapitalM]0", ":=",
+ SuperscriptBox[
+ RowBox[{"(",
+ RowBox[{
+ SuperscriptBox["2",
+ RowBox[{"5", "/", "2"}]],
+ RowBox[{"ArcSinh", "[", "1", "]"}]}], ")"}], "\[Beta]"]}],
+ "\[IndentingNewLine]",
+ RowBox[{"Tc", ":=",
+ RowBox[{"2", "/",
+ RowBox[{"Log", "[",
+ RowBox[{"1", "+",
+ RowBox[{"Sqrt", "[", "2", "]"}]}], "]"}]}]}], "\[IndentingNewLine]",
+ RowBox[{"B", ":=",
+ RowBox[{
+ SuperscriptBox["Tc", "2"],
+ RowBox[{"\[ScriptCapitalM]0", "/",
+ RowBox[{"(",
+ RowBox[{"16", " ", "\[Pi]"}], ")"}]}]}]}], "\[IndentingNewLine]",
+ RowBox[{"Ch", ":=", "0.838677624411"}]}]}]], "Input",
+ CellChangeTimes->{{3.7138208469838247`*^9, 3.713820849646833*^9}, {
+ 3.71383052920462*^9, 3.7138305296005993`*^9}, {3.7142151732571373`*^9,
+ 3.7142152150054703`*^9}, {3.735473882592992*^9, 3.735473882950074*^9}, {
+ 3.7991845670536213`*^9, 3.799184567262645*^9}, {3.7991856689639482`*^9,
+ 3.799185669419427*^9}},
+ CellLabel->"In[82]:=",ExpressionUUID->"88bbcafc-07b4-47c6-9dc4-f61c55c9a4c0"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"Dmeta", "[", "y_", "]"}], ":=",
+ RowBox[{"Piecewise", "[",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{
+ RowBox[{"Dmetal", "[", "7", "]"}], "[", "y", "]"}], ",",
+ RowBox[{"0", "<", "y", "<", "1.1"}]}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{
+ RowBox[{"Dmetai", "[",
+ RowBox[{"5", ",", "1.1"}], "]"}], "[", "y", "]"}], ",",
+ RowBox[{"1.1", "<", "y", "<", "2.72"}]}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"Dmetag", "[", "y", "]"}], ",",
+ RowBox[{"2.72", "<", "y"}]}], "}"}]}], "}"}], "]"}]}]], "Input",
+ CellChangeTimes->{{3.7323003651000767`*^9, 3.732300487529364*^9}},
+ CellLabel->"In[8]:=",ExpressionUUID->"756c9b77-281b-48ee-a8e2-ac562ba398b6"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{
+ RowBox[{"Dmetal", "[", "n_", "]"}], "[", "y_", "]"}], ":=",
+ RowBox[{"Total", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{
+ RowBox[{"Dcoeff", "[", "#", "]"}],
+ SuperscriptBox["y", "#"]}], "&"}], "/@",
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"Range", "[",
+ RowBox[{"n", "+", "1"}], "]"}], "-", "1"}], ")"}]}], "]"}]}]], "Input",\
+
+ CellChangeTimes->{{3.732299389045732*^9, 3.73229939583962*^9}, {
+ 3.732299469924542*^9, 3.732299509518149*^9}, {3.7322996061954308`*^9,
+ 3.732299615093811*^9}, {3.732299649743054*^9, 3.732299652064363*^9}},
+ CellLabel->"In[9]:=",ExpressionUUID->"8e8b8a78-93db-4569-b4f5-040db9077417"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"Dmetag", "[", "y_", "]"}], ":=",
+ RowBox[{
+ RowBox[{"(",
+ RowBox[{"0.2161", "-",
+ RowBox[{"0.136",
+ SuperscriptBox["y",
+ RowBox[{
+ RowBox[{"-", "15"}], "/", "8"}]]}]}], ")"}],
+ RowBox[{"V", "[", "y", "]"}]}]}]], "Input",
+ CellChangeTimes->{{3.732299462092041*^9, 3.732299466676399*^9}, {
+ 3.732299515271728*^9, 3.73229953765336*^9}},
+ CellLabel->"In[10]:=",ExpressionUUID->"efcc0a14-dd1c-4765-956c-a2b7aacacbe6"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{
+ RowBox[{"Dmetai", "[",
+ RowBox[{"n_", ",", "y1_"}], "]"}], "[", "y_", "]"}], ":=",
+ RowBox[{
+ RowBox[{"Total", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{
+ RowBox[{"Pcoeff", "[", "#", "]"}],
+ SuperscriptBox[
+ RowBox[{"(",
+ RowBox[{"y", "-", "y1"}], ")"}], "#"]}], "&"}], "/@",
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"Range", "[",
+ RowBox[{"n", "+", "1"}], "]"}], "-", "1"}], ")"}]}], "]"}],
+ RowBox[{"V", "[", "y", "]"}]}]}]], "Input",
+ CellChangeTimes->{{3.732299555760887*^9, 3.732299657204495*^9}},
+ CellLabel->"In[11]:=",ExpressionUUID->"fb547712-91cc-435d-be32-fbc662e224f7"],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"MapIndexed", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{"Set", "[",
+ RowBox[{
+ RowBox[{"Pcoeff", "[",
+ RowBox[{
+ RowBox[{"#2", "[",
+ RowBox[{"[", "1", "]"}], "]"}], "-", "1"}], "]"}], ",", "#1"}],
+ "]"}], "&"}], ",",
+ RowBox[{"{",
+ RowBox[{"0.1532863", ",", "0.0002611", ",", "0.0499557", ",",
+ RowBox[{"-", "0.0209331"}], ",",
+ RowBox[{"-", "0.004408"}], ",", "0.002672"}], "}"}]}], "]"}]], "Input",
+ CellChangeTimes->{{3.732299687906131*^9, 3.7322998133754*^9}},
+ CellLabel->"In[12]:=",ExpressionUUID->"f158f92f-1952-44e3-90fc-ef2b4534471f"],
+
+Cell[BoxData[
+ RowBox[{"{",
+ RowBox[{"0.1532863`", ",", "0.0002611`", ",", "0.0499557`", ",",
+ RowBox[{"-", "0.0209331`"}], ",",
+ RowBox[{"-", "0.004408`"}], ",", "0.002672`"}], "}"}]], "Output",
+ CellChangeTimes->{3.732299816918182*^9, 3.73504239334686*^9,
+ 3.735473929080925*^9, 3.799175457725889*^9, 3.799184137901368*^9,
+ 3.79918457013096*^9},
+ CellLabel->"Out[12]=",ExpressionUUID->"0c300fb5-6c2e-46e1-b832-8dfff078cf3b"]
+}, Open ]],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"V", "[", "y_", "]"}], ":=",
+ RowBox[{
+ SuperscriptBox["y",
+ RowBox[{"1", "/", "8"}]],
+ RowBox[{"Exp", "[",
+ RowBox[{
+ RowBox[{"-", "\[Pi]"}], " ",
+ RowBox[{
+ SuperscriptBox["y",
+ RowBox[{"15", "/", "8"}]], "/",
+ RowBox[{"(",
+ RowBox[{"2", " ", "1.35783834"}], ")"}]}]}], "]"}]}]}]], "Input",
+ CellChangeTimes->{{3.732299862344988*^9, 3.732299865271035*^9}, {
+ 3.732299910655395*^9, 3.732299931678735*^9}, {3.732300009482747*^9,
+ 3.7323000214675713`*^9}, {3.735047789214669*^9, 3.7350477894602823`*^9},
+ 3.735049167613459*^9},
+ CellLabel->"In[13]:=",ExpressionUUID->"e43d1470-e294-47b3-b1e0-e3d0d501c6fd"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"Dcoeff", "[", "2", "]"}], ":=",
+ RowBox[{"2", "/", "15"}]}]], "Input",
+ CellChangeTimes->{{3.732300187510915*^9, 3.732300192072277*^9}},
+ CellLabel->"In[14]:=",ExpressionUUID->"5f3bb45b-b161-4b95-8818-a31c5109ab77"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"Dcoeff", "[", "n_", "]"}], ":=",
+ RowBox[{
+ RowBox[{
+ RowBox[{"\[CapitalPhi]", "[", "n", "]"}],
+ RowBox[{"Sin", "[",
+ RowBox[{"8", "\[Pi]",
+ RowBox[{
+ RowBox[{"(",
+ RowBox[{"2", "-", "n"}], ")"}], "/", "15"}]}], "]"}]}], "/;",
+ RowBox[{"n", "\[NotEqual]", "2"}]}]}]], "Input",
+ CellChangeTimes->{{3.7323001074502897`*^9, 3.732300108320776*^9}, {
+ 3.7323001595639067`*^9, 3.732300198831355*^9}},
+ CellLabel->"In[15]:=",ExpressionUUID->"32812681-5727-44a1-b9aa-ff0663c00132"],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"MapIndexed", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{"Set", "[",
+ RowBox[{
+ RowBox[{"\[CapitalPhi]", "[",
+ RowBox[{
+ RowBox[{"#2", "[",
+ RowBox[{"[", "1", "]"}], "]"}], "-", "1"}], "]"}], ",", "#1"}],
+ "]"}], "&"}], ",",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"\[Minus]", "1.1977320"}], ",",
+ RowBox[{"\[Minus]", "0.3188192"}], ",", "0.1108915", ",", "0.0164252",
+ ",",
+ RowBox[{
+ RowBox[{"\[Minus]", "2.64"}], " ",
+ SuperscriptBox["10",
+ RowBox[{"-", "4"}]]}], ",",
+ RowBox[{
+ RowBox[{"\[Minus]", "5.14"}], " ",
+ SuperscriptBox["10",
+ RowBox[{"-", "4"}]]}], ",",
+ RowBox[{"2.09", " ",
+ SuperscriptBox["10",
+ RowBox[{"-", "4"}]]}], ",",
+ RowBox[{
+ RowBox[{"-", "4.48"}], " ",
+ SuperscriptBox["10",
+ RowBox[{"-", "5"}]]}], ",",
+ RowBox[{"3.16", " ",
+ SuperscriptBox["10",
+ RowBox[{"-", "7"}]]}], ",",
+ RowBox[{"4.31", " ",
+ SuperscriptBox["10",
+ RowBox[{"-", "6"}]]}], ",",
+ RowBox[{
+ RowBox[{"\[Minus]", "1.99"}], " ",
+ SuperscriptBox["10",
+ RowBox[{"-", "6"}]]}]}], "}"}]}], "]"}]], "Input",
+ CellChangeTimes->{{3.732300209222858*^9, 3.732300335903146*^9}},
+ CellLabel->"In[16]:=",ExpressionUUID->"61ebfd43-9632-4f8e-aedb-831102389842"],
+
+Cell[BoxData[
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"-", "1.197732`"}], ",",
+ RowBox[{"-", "0.3188192`"}], ",", "0.1108915`", ",", "0.0164252`", ",",
+ RowBox[{"-", "0.000264`"}], ",",
+ RowBox[{"-", "0.000514`"}], ",", "0.00020899999999999998`", ",",
+ RowBox[{"-", "0.000044800000000000005`"}], ",", "3.16`*^-7", ",",
+ "4.309999999999999`*^-6", ",",
+ RowBox[{"-", "1.99`*^-6"}]}], "}"}]], "Output",
+ CellChangeTimes->{3.732300343366514*^9, 3.7350423972858143`*^9,
+ 3.7354739321770487`*^9, 3.799175459279611*^9, 3.7991841392189627`*^9,
+ 3.7991845710246058`*^9},
+ CellLabel->"Out[16]=",ExpressionUUID->"50ee4608-98d7-40b9-aa3d-91b8bd399183"]
+}, Open ]],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"MapIndexed", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{"Set", "[",
+ RowBox[{
+ RowBox[{"tG", "[",
+ RowBox[{"#2", "[",
+ RowBox[{"[", "1", "]"}], "]"}], "]"}], ",", "#1"}], "]"}], "&"}], ",",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"\[Minus]", "1.35783835"}], ",",
+ RowBox[{"\[Minus]", "0.0489589"}], ",", "0.0388954", ",",
+ RowBox[{"\[Minus]", "0.0685060"}], ",", "0.18453", ",",
+ RowBox[{"\[Minus]", "0.66215"}], ",", "2.952", ",",
+ RowBox[{"\[Minus]", "15.69"}], ",", "96.76", ",",
+ RowBox[{
+ RowBox[{"\[Minus]", "6.79"}], "\[Times]",
+ SuperscriptBox["10", "2"]}], ",",
+ RowBox[{"5.34", "\[Times]",
+ SuperscriptBox[
+ RowBox[{"10", " "}], "3"]}], ",",
+ RowBox[{
+ RowBox[{"\[Minus]", "4.66"}], "\[Times]",
+ SuperscriptBox["10", "4"]}], ",",
+ RowBox[{"4.46", "\[Times]",
+ SuperscriptBox["10", "5"]}], ",",
+ RowBox[{
+ RowBox[{"\[Minus]", "4.66"}], "\[Times]",
+ SuperscriptBox["10", "6"]}]}], "}"}]}], "]"}]], "Input",
+ CellChangeTimes->{{3.735048222902399*^9, 3.735048329376738*^9}},
+ CellLabel->"In[17]:=",ExpressionUUID->"1b7ce5c4-1937-42aa-ab23-3a125094058d"],
+
+Cell[BoxData[
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"-", "1.35783835`"}], ",",
+ RowBox[{"-", "0.0489589`"}], ",", "0.0388954`", ",",
+ RowBox[{"-", "0.068506`"}], ",", "0.18453`", ",",
+ RowBox[{"-", "0.66215`"}], ",", "2.952`", ",",
+ RowBox[{"-", "15.69`"}], ",", "96.76`", ",",
+ RowBox[{"-", "679.`"}], ",", "5340.`", ",",
+ RowBox[{"-", "46600.`"}], ",", "446000.`", ",",
+ RowBox[{"-", "4.66`*^6"}]}], "}"}]], "Output",
+ CellChangeTimes->{3.7350483345694036`*^9, 3.735473933343582*^9,
+ 3.7991754598847847`*^9, 3.799184140368947*^9, 3.799184571232275*^9},
+ CellLabel->"Out[17]=",ExpressionUUID->"b1ac92fd-5942-4797-8304-1c343d217257"]
+}, Open ]],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"(*", " ",
+ RowBox[{
+ "Translation", " ", "between", " ", "the", " ", "variables", " ", "of",
+ " ", "Mangazeev", " ", "et", " ", "al", " ", "and", " ", "our", " ",
+ "own"}], " ", "*)"}], "\[IndentingNewLine]",
+ RowBox[{
+ RowBox[{
+ RowBox[{"G2C", "[", "n_", "]"}], ":=",
+ RowBox[{
+ SuperscriptBox[
+ RowBox[{"(",
+ RowBox[{"2",
+ RowBox[{"ArcSinh", "[", "1", "]"}]}], ")"}], "2"],
+ SuperscriptBox[
+ RowBox[{"(",
+ RowBox[{"Ch", " ",
+ SuperscriptBox[
+ RowBox[{"(",
+ RowBox[{"2",
+ RowBox[{"ArcSinh", "[", "1", "]"}]}], ")"}],
+ RowBox[{"-", "\[CapitalDelta]"}]]}], ")"}], "n"],
+ RowBox[{"tG", "[", "n", "]"}]}]}], "\[IndentingNewLine]",
+ RowBox[{
+ RowBox[{"\[CapitalPhi]2C", "[", "n_", "]"}], ":=",
+ RowBox[{
+ SuperscriptBox["Ch",
+ RowBox[{"2", "/", "\[CapitalDelta]"}]],
+ SuperscriptBox[
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"-", "2"}],
+ RowBox[{"ArcSinh", "[", "1", "]"}],
+ SuperscriptBox["Ch",
+ RowBox[{
+ RowBox[{"-", "1"}], "/", "\[CapitalDelta]"}]]}], ")"}], "n"],
+ RowBox[{"\[CapitalPhi]", "[", "n", "]"}]}]}]}]}]], "Input",
+ CellChangeTimes->{{3.713827868779071*^9, 3.713827879618968*^9}, {
+ 3.71421549365316*^9, 3.714215517441435*^9}, {3.714954898310052*^9,
+ 3.714954900421039*^9}, {3.7149918381457376`*^9, 3.714991877261487*^9},
+ 3.715359927206863*^9, {3.735473861495529*^9, 3.7354738620233803`*^9}, {
+ 3.73547391285156*^9, 3.7354739495564623`*^9}},
+ CellLabel->"In[18]:=",ExpressionUUID->"fc188488-01bb-4a37-864d-3cf9d5f65f10"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"Gmeta", "[", "X_", "]"}], ":=",
+ RowBox[{"With", "[",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"y", "=",
+ SuperscriptBox["X",
+ RowBox[{
+ RowBox[{"-", "8"}], "/", "15"}]]}], "}"}], ",",
+ RowBox[{
+ RowBox[{"Dmeta", "[", "y", "]"}], "/",
+ SuperscriptBox["y", "2"]}]}], "]"}]}]], "Input",
+ CellChangeTimes->{{3.7354740715858517`*^9, 3.7354741111881742`*^9}, {
+ 3.735474180077985*^9, 3.735474211857955*^9}, 3.735474280490807*^9, {
+ 3.7354750888063793`*^9, 3.735475092512439*^9}, {3.735475265647152*^9,
+ 3.735475291891361*^9}, {3.735475333696309*^9, 3.73547534978825*^9}, {
+ 3.735475407489142*^9, 3.7354754309413843`*^9}, {3.7354754764156637`*^9,
+ 3.735475506677053*^9}, {3.735475661302894*^9, 3.735475662961297*^9}, {
+ 3.735475816955674*^9, 3.7354758515480843`*^9}, {3.735476025160799*^9,
+ 3.73547605195147*^9}, {3.735476160190283*^9, 3.7354761974260397`*^9}},
+ CellLabel->"In[20]:=",ExpressionUUID->"61923e6a-8e73-4a20-8e90-f982ad478075"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"Gscaled", "[", "X_", "]"}], ":=",
+ RowBox[{
+ SuperscriptBox[
+ RowBox[{"(",
+ RowBox[{"2",
+ RowBox[{"ArcSinh", "[", "1", "]"}]}], ")"}], "2"],
+ RowBox[{"Gmeta", "[",
+ RowBox[{
+ RowBox[{"(",
+ RowBox[{"Ch", " ",
+ SuperscriptBox[
+ RowBox[{"(",
+ RowBox[{"2",
+ RowBox[{"ArcSinh", "[", "1", "]"}]}], ")"}],
+ RowBox[{"-", "\[CapitalDelta]"}]]}], ")"}], "X"}], "]"}]}]}]], "Input",\
+
+ CellChangeTimes->{{3.735476077183214*^9, 3.735476094611019*^9}, {
+ 3.73547625633527*^9, 3.7354762571697607`*^9}, {3.735476288685944*^9,
+ 3.73547628957281*^9}},
+ CellLabel->"In[21]:=",ExpressionUUID->"4f6d4745-11b8-49d7-9c37-d0d1e40972e9"],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"\[Chi]exp", "=",
+ RowBox[{"-",
+ RowBox[{"Total", "@",
+ RowBox[{"MapIndexed", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{
+ RowBox[{"#2", "[",
+ RowBox[{"[", "1", "]"}], "]"}],
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"#2", "[",
+ RowBox[{"[", "1", "]"}], "]"}], "-", "1"}], ")"}], "#1", " ",
+ SuperscriptBox["X",
+ RowBox[{
+ RowBox[{"#2", "[",
+ RowBox[{"[", "1", "]"}], "]"}], "-", "2"}]]}], "&"}], ",",
+ RowBox[{"G2C", "/@",
+ RowBox[{"Range", "[", "14", "]"}]}]}], "]"}]}]}]}]], "Input",
+ CellChangeTimes->{{3.735048422432526*^9, 3.735048472039266*^9}, {
+ 3.7350485074147863`*^9, 3.735048589915848*^9}, {3.735473974144342*^9,
+ 3.7354739852541647`*^9}},
+ CellLabel->"In[46]:=",ExpressionUUID->"891538ee-f57b-4f92-a245-7ab7419d4919"],
+
+Cell[BoxData[
+ RowBox[{"0.0255399011807052`", "\[VeryThinSpace]", "-",
+ RowBox[{"0.01763582632660643`", " ", "X"}], "+",
+ RowBox[{"0.01799885725335094`", " ",
+ SuperscriptBox["X", "2"]}], "-",
+ RowBox[{"0.02341104551575937`", " ",
+ SuperscriptBox["X", "3"]}], "+",
+ RowBox[{"0.0365081835685834`", " ",
+ SuperscriptBox["X", "4"]}], "-",
+ RowBox[{"0.0660187027859558`", " ",
+ SuperscriptBox["X", "5"]}], "+",
+ RowBox[{"0.13555048290924687`", " ",
+ SuperscriptBox["X", "6"]}], "-",
+ RowBox[{"0.3113918274300183`", " ",
+ SuperscriptBox["X", "7"]}], "+",
+ RowBox[{"0.791370566223586`", " ",
+ SuperscriptBox["X", "8"]}], "-",
+ RowBox[{"2.203891994420519`", " ",
+ SuperscriptBox["X", "9"]}], "+",
+ RowBox[{"6.68659422019822`", " ",
+ SuperscriptBox["X", "10"]}], "-",
+ RowBox[{"21.912570849528134`", " ",
+ SuperscriptBox["X", "11"]}], "+",
+ RowBox[{"77.38912501987645`", " ",
+ SuperscriptBox["X", "12"]}]}]], "Output",
+ CellChangeTimes->{{3.7350485852098417`*^9, 3.735048590157269*^9}, {
+ 3.7354739778963003`*^9, 3.735473985546255*^9}},
+ CellLabel->"Out[46]=",ExpressionUUID->"d2fd2686-35ed-4c7c-ada2-6a73ed02fbf8"]
+}, Open ]],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"Plot", "[",
+ RowBox[{
+ RowBox[{"Gmeta", "[", "y", "]"}], ",",
+ RowBox[{"{",
+ RowBox[{"y", ",", "0", ",", "1"}], "}"}]}], "]"}]], "Input",
+ CellChangeTimes->{{3.732300494750759*^9, 3.732300532692375*^9}, {
+ 3.732300671573184*^9, 3.7323006731960278`*^9}, {3.7323007550545588`*^9,
+ 3.732300788586424*^9}, {3.735474868933514*^9, 3.735474869441819*^9}, {
+ 3.735475511102434*^9, 3.735475521463299*^9}},
+ CellLabel->
+ "In[117]:=",ExpressionUUID->"42e5ea73-e2c3-4e09-9c11-177c84b6e40b"],
+
+Cell[BoxData[
+ TemplateBox[{
+ "General", "munfl",
+ "\"\\!\\(\\*RowBox[{\\\"Exp\\\", \\\"[\\\", RowBox[{\\\"-\\\", \
+\\\"56628.33757151448`\\\"}], \\\"]\\\"}]\\) is too small to represent as a \
+normalized machine number; precision may be lost.\"", 2, 117, 11,
+ 32973153435121128671, "Local"},
+ "MessageTemplate"]], "Message", "MSG",
+ CellChangeTimes->{{3.732300757937181*^9, 3.7323007889622507`*^9},
+ 3.735042400615883*^9, 3.735473989501828*^9, 3.7354748697261143`*^9, {
+ 3.7354755150590763`*^9, 3.735475521797591*^9}, 3.7354756681072474`*^9,
+ 3.735475856863406*^9, 3.735476099411593*^9, 3.735476262454563*^9},
+ CellLabel->
+ "During evaluation of \
+In[117]:=",ExpressionUUID->"fc63e91c-58ec-4754-907a-56cf2b9ba741"],
+
+Cell[BoxData[
+ GraphicsBox[{{{{}, {},
+ TagBox[
+ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6],
+ Opacity[1.], LineBox[CompressedData["
+1:eJw9lGk01X3fxVEyz7MQUVKSyNj5/76mkCQqZMglYxkiU1QyJcqYWUnmeTyH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+ "]], LineBox[CompressedData["
+1:eJwVkmk0FAoDhu0p1UiyxFSWW+5VRMNcYt4xJksiMZTySUKyREQUiVJOGRQp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+ "]],
+ LineBox[CompressedData["
+1:eJwB4QEe/iFib1JlAgAAAB0AAAACAAAAFhWWcwDG6j+hzz1bqXigPxFKciyC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+ "]]},
+ Annotation[#,
+ "Charting`Private`Tag$105225#1"]& ], {}}, {{}, {}, {}}}, {}, {}},
+ AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
+ Axes->{True, True},
+ AxesLabel->{None, None},
+ AxesOrigin->{0, 0},
+ DisplayFunction->Identity,
+ Frame->{{False, False}, {False, False}},
+ FrameLabel->{{None, None}, {None, None}},
+ FrameTicks->{{Automatic,
+ Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic,
+ Charting`ScaledFrameTicks[{Identity, Identity}]}},
+ GridLines->{None, None},
+ GridLinesStyle->Directive[
+ GrayLevel[0.5, 0.4]],
+ ImagePadding->All,
+ Method->{
+ "DefaultBoundaryStyle" -> Automatic, "DefaultMeshStyle" ->
+ AbsolutePointSize[6], "ScalingFunctions" -> None,
+ "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& )}},
+ PlotRange->{{0, 1}, {0., 0.048357978577893916`}},
+ PlotRangeClipping->True,
+ PlotRangePadding->{{
+ Scaled[0.02],
+ Scaled[0.02]}, {
+ Scaled[0.05],
+ Scaled[0.05]}},
+ Ticks->{Automatic, Automatic}]], "Output",
+ CellChangeTimes->{{3.732300504287171*^9, 3.732300533475685*^9}, {
+ 3.732300758015069*^9, 3.732300789028244*^9}, 3.735042400718461*^9,
+ 3.735473989603856*^9, 3.735474869823008*^9, {3.735475515218421*^9,
+ 3.735475522052848*^9}, 3.7354756683525476`*^9, 3.7354758569829073`*^9,
+ 3.735476099516472*^9, 3.735476262557805*^9},
+ CellLabel->
+ "Out[117]=",ExpressionUUID->"962135e4-1a64-4081-8909-c68f1d2ce789"]
+}, Open ]],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"test1", "=",
+ RowBox[{"Table", "[",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"y", ",",
+ RowBox[{
+ RowBox[{"2", "/", "\[Pi]"}], " ",
+ RowBox[{"NIntegrate", "[",
+ RowBox[{
+ RowBox[{
+ FractionBox["1",
+ SuperscriptBox[
+ RowBox[{"(",
+ RowBox[{"y", "+", "yp"}], ")"}], "3"]],
+ RowBox[{"Gscaled", "[", "yp", "]"}]}], ",",
+ RowBox[{"{",
+ RowBox[{"yp", ",", "0", ",", "\[Infinity]"}], "}"}]}], "]"}]}]}],
+ "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"y", ",", "0", ",", "1", ",", "0.01"}], "}"}]}], "]"}]}],
+ ";"}]], "Input",
+ CellChangeTimes->{{3.735045758981304*^9, 3.735045797898448*^9}, {
+ 3.7350483790227947`*^9, 3.735048387820962*^9}, {3.735049383124003*^9,
+ 3.735049397610465*^9}, {3.7354741167512217`*^9, 3.735474117218575*^9}, {
+ 3.735475097764318*^9, 3.735475106744933*^9}, {3.735475529149962*^9,
+ 3.735475541015222*^9}, {3.7354762840881643`*^9, 3.735476284708509*^9}, {
+ 3.735476397061404*^9, 3.73547639775776*^9}},
+ CellLabel->
+ "In[227]:=",ExpressionUUID->"2001b72a-6422-468c-bdc8-a55c1c2ee621"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"data", "=",
+ RowBox[{
+ "Import", "[",
+ "\"\<~/doc/research/sethna/doc/monte-carlo_doc/data/metastable_raw.dat\>\"\
+", "]"}]}], ";"}]], "Input",
+ CellChangeTimes->{{3.7354731980160007`*^9, 3.7354732315346107`*^9}, {
+ 3.735473297748446*^9, 3.735473298688377*^9}},
+ CellLabel->"In[7]:=",ExpressionUUID->"200343f7-2e85-421a-9129-5c474d0c5963"],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"pp", "=",
+ RowBox[{"Show", "[",
+ RowBox[{
+ RowBox[{"ErrorListPlot", "[",
+ RowBox[{
+ RowBox[{"Map", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"#", "[",
+ RowBox[{"[", "2", "]"}], "]"}], ",",
+ RowBox[{"#", "[",
+ RowBox[{"[", "3", "]"}], "]"}]}], "}"}], ",",
+ RowBox[{"ErrorBar", "[",
+ RowBox[{"#", "[",
+ RowBox[{"[", "4", "]"}], "]"}], "]"}]}], "}"}], "&"}], ",",
+ RowBox[{"GatherBy", "[",
+ RowBox[{"data", ",",
+ RowBox[{
+ RowBox[{"#", "[",
+ RowBox[{"[", "1", "]"}], "]"}], "&"}]}], "]"}], ",",
+ RowBox[{"{", "2", "}"}]}], "]"}], ",",
+ RowBox[{"PlotRange", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"-", "0.5"}], ",", "0.5"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"0", ",", "0.04"}], "}"}]}], "}"}]}]}], "]"}], ",",
+ RowBox[{"Plot", "[",
+ RowBox[{"\[Chi]exp", ",",
+ RowBox[{"{",
+ RowBox[{"X", ",",
+ RowBox[{"-", "1"}], ",", "1"}], "}"}], ",",
+ RowBox[{"PlotStyle", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"Black", ",", "Dashed"}], "}"}]}]}], "]"}], ",",
+ RowBox[{"ListPlot", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"#", "[",
+ RowBox[{"[", "1", "]"}], "]"}], ",",
+ RowBox[{"#", "[",
+ RowBox[{"[", "2", "]"}], "]"}]}], "}"}], "&"}], "/@", "test1"}],
+ ",",
+ RowBox[{"Joined", "\[Rule]", "True"}], ",",
+ RowBox[{"PlotStyle", "\[Rule]", "Black"}]}], "]"}], ",",
+ RowBox[{"AxesLabel", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ "\"\<\!\(\*StyleBox[\"h\",FontSlant->\"Italic\"]\) \
+\!\(\*SuperscriptBox[StyleBox[\"t\",FontSlant->\"Italic\"], \
+RowBox[{RowBox[{\"-\", \"\[Beta]\"}], \" \", \"\[Delta]\"}]]\)\>\"", ",",
+ "\"\<\[LeftAngleBracket]\[Chi]\!\(\*SubscriptBox[\(\[RightAngleBracket]\
+\), \(>\)]\)\!\(\*SuperscriptBox[StyleBox[\"t\",FontSlant->\"Italic\"], \"\
+\[Gamma]\"]\)\>\""}], "}"}]}], ",",
+ RowBox[{"ImageSize", "\[Rule]", "246"}], ",",
+ RowBox[{"LabelStyle", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"FontSize", "\[Rule]", "8"}], "}"}]}]}], "]"}]}]], "Input",
+ CellChangeTimes->{{3.735473235452385*^9, 3.735473279372325*^9}, {
+ 3.735473318413456*^9, 3.735473326147155*^9}, {3.7354733635185127`*^9,
+ 3.7354733666665773`*^9}, {3.735474001404573*^9, 3.7354740471451883`*^9}, {
+ 3.735474315695862*^9, 3.735474376428494*^9}, {3.7354751327054787`*^9,
+ 3.735475134204886*^9}, 3.735475191500716*^9, 3.735475568089576*^9, {
+ 3.7354759062772493`*^9, 3.7354759094262877`*^9}, {3.73547612825426*^9,
+ 3.735476134010029*^9}, {3.735476302244996*^9, 3.735476342003593*^9}, {
+ 3.735476386006631*^9, 3.7354766718463497`*^9}, {3.735476735571919*^9,
+ 3.735476751278366*^9}, {3.735476794093566*^9, 3.735476847473673*^9}},
+ CellLabel->
+ "In[228]:=",ExpressionUUID->"7c658eaf-c604-4987-81c4-3b0960584d41"],
+
+Cell[BoxData[
+ TemplateBox[{
+ "Show", "gcomb",
+ "\"Could not combine the graphics objects in \
+\\!\\(\\*RowBox[{\\\"Show\\\", \\\"[\\\", RowBox[{RowBox[{\\\"ErrorListPlot\\\
+\", \\\"[\\\", RowBox[{RowBox[{\\\"Dataset\\\", RowBox[{\\\"[\\\", RowBox[{\\\
+\"\[LeftSkeleton]\\\", \\\"21\\\", \\\"\[RightSkeleton]\\\"}], \\\"]\\\"}]}], \
+\\\",\\\", RowBox[{\\\"PlotRange\\\", \\\"\[Rule]\\\", RowBox[{\\\"{\\\", \
+RowBox[{RowBox[{\\\"{\\\", RowBox[{RowBox[{\\\"-\\\", \\\"0.5`\\\"}], \\\",\\\
+\", \\\"0.5`\\\"}], \\\"}\\\"}], \\\",\\\", RowBox[{\\\"{\\\", \
+RowBox[{\\\"0\\\", \\\",\\\", \\\"0.04`\\\"}], \\\"}\\\"}]}], \
+\\\"}\\\"}]}]}], \\\"]\\\"}], \\\",\\\", GraphicsBox[List[List[], List[]], \
+List[Rule[DisplayFunction, Identity], Rule[Ticks, List[Automatic, \
+Automatic]], Rule[AxesOrigin, List[0, 0]], Rule[FrameTicks, \
+List[List[Automatic, Automatic], List[Automatic, Automatic]]], \
+Rule[GridLines, List[None, None]], Rule[DisplayFunction, Identity], \
+Rule[PlotRangePadding, List[List[Scaled[0.02`], Scaled[0.02`]], \
+List[Scaled[0.05`], Scaled[0.05`]]]], Rule[PlotRangeClipping, True], \
+Rule[ImagePadding, All], Rule[DisplayFunction, Identity], Rule[AspectRatio, \
+NCache[Power[GoldenRatio, -1], 0.6180339887498948`]], Rule[Axes, List[True, \
+True]], Rule[AxesLabel, List[None, None]], Rule[AxesOrigin, List[0, 0]], \
+RuleDelayed[DisplayFunction, Identity], Rule[Frame, List[List[False, False], \
+List[False, False]]], Rule[FrameLabel, List[List[None, None], List[None, \
+None]]], Rule[FrameTicks, List[List[Automatic, Automatic], List[Automatic, \
+Automatic]]], Rule[GridLines, List[None, None]], Rule[GridLinesStyle, \
+Directive[GrayLevel[0.5`, 0.4`]]], Rule[Method, \
+List[Rule[\\\"DefaultBoundaryStyle\\\", Automatic], \
+Rule[\\\"DefaultGraphicsInteraction\\\", List[Rule[Skeleton[2]], \
+Rule[Skeleton[2]], Rule[Skeleton[2]]]], Rule[\\\"DefaultMeshStyle\\\", \
+AbsolutePointSize[6]], Rule[\\\"ScalingFunctions\\\", None], \
+Rule[\\\"CoordinatesToolOptions\\\", List[Rule[Skeleton[2]], \
+Rule[Skeleton[2]]]]]], Rule[PlotRange, List[List[-1, 1], List[0.`, 0.`]]], \
+Rule[PlotRangeClipping, True], Rule[PlotRangePadding, \
+List[List[Scaled[0.02`], Scaled[0.02`]], List[Scaled[0.02`], \
+Scaled[0.02`]]]], Rule[Ticks, List[Automatic, Automatic]]]], \\\",\\\", \
+GraphicsBox[List[List[], List[List[List[], List[], List[Hue[0.67`, 0.6`, \
+0.6`], Directive[PointSize[Skeleton[1]], AbsoluteThickness[Skeleton[1]], \
+GrayLevel[Skeleton[1]]], LineBox[List[Skeleton[101]]]]], \
+List[List[Directive[PointSize[Skeleton[1]], AbsoluteThickness[Skeleton[1]], \
+GrayLevel[Skeleton[1]]]]], List[List[Directive[PointSize[Skeleton[1]], \
+AbsoluteThickness[Skeleton[1]], GrayLevel[Skeleton[1]]]], List[]], \
+List[List[Directive[PointSize[Skeleton[1]], AbsoluteThickness[Skeleton[1]], \
+GrayLevel[Skeleton[1]]]], List[]]], List[List[], List[]]], \
+List[Rule[DisplayFunction, Identity], Rule[DisplayFunction, Identity], \
+Rule[AspectRatio, NCache[Power[GoldenRatio, -1], 0.6180339887498948`]], \
+Rule[Axes, List[True, True]], Rule[AxesLabel, List[None, None]], \
+Rule[AxesOrigin, List[0, 0.01569955915638117`]], RuleDelayed[DisplayFunction, \
+Identity], Rule[Frame, List[List[False, False], List[False, False]]], \
+Rule[FrameLabel, List[List[None, None], List[None, None]]], Rule[FrameTicks, \
+List[List[Automatic, Automatic], List[Automatic, Automatic]]], \
+Rule[GridLines, List[None, None]], Rule[GridLinesStyle, \
+Directive[GrayLevel[0.5`, 0.4`]]], Rule[Method, \
+List[Rule[\\\"OptimizePlotMarkers\\\", True], \
+Rule[\\\"OptimizePlotMarkers\\\", True], Rule[\\\"CoordinatesToolOptions\\\", \
+List[Rule[Skeleton[2]], Rule[Skeleton[2]]]]]], Rule[PlotRange, List[List[0, \
+1.`], List[0.01569955915638117`, 0.025538578235253146`]]], \
+Rule[PlotRangeClipping, True], Rule[PlotRangePadding, \
+List[List[Scaled[0.02`], Scaled[0.02`]], List[Scaled[0.05`], \
+Scaled[0.05`]]]], Rule[Ticks, List[Automatic, Automatic]]]], \\\",\\\", \
+RowBox[{\\\"AxesLabel\\\", \\\"\[Rule]\\\", RowBox[{\\\"{\\\", \
+RowBox[{RowBox[{\\\"\[LeftSkeleton]\\\", \\\"157\\\", \
+\\\"\[RightSkeleton]\\\"}], \\\",\\\", \
+\\\"\\\\\\\"\[LeftAngleBracket]\[Chi]\\\\\\\\!\\\\\\\\(\\\\\\\\*SubscriptBox[\
+\\\\\\\\(\[RightAngleBracket]\\\\\\\\), \
+\\\\\\\\(>\\\\\\\\)]\\\\\\\\)\\\\\\\\!\\\\\\\\(\\\\\\\\*SuperscriptBox[\
+StyleBox[\\\\\\\\\\\\\\\"t\\\\\\\\\\\\\\\",FontSlant->\\\\\\\\\\\\\\\"Italic\\\
+\\\\\\\\\\\\\"], \\\\\\\\\\\\\\\"\[Gamma]\\\\\\\\\\\\\\\"]\\\\\\\\)\\\\\\\"\\\
+\"}], \\\"}\\\"}]}], \\\",\\\", RowBox[{\\\"ImageSize\\\", \\\"\[Rule]\\\", \
+\\\"246\\\"}], \\\",\\\", RowBox[{\\\"LabelStyle\\\", \\\"\[Rule]\\\", \
+RowBox[{\\\"{\\\", RowBox[{\\\"FontSize\\\", \\\"\[Rule]\\\", \\\"8\\\"}], \\\
+\"}\\\"}]}]}], \\\"]\\\"}]\\).\"", 2, 228, 150, 31359055772247025090, "Local"},
+ "MessageTemplate"]], "Message", "MSG",
+ CellChangeTimes->{3.799175554183176*^9},
+ CellLabel->
+ "During evaluation of \
+In[228]:=",ExpressionUUID->"6ce9bccf-f85a-46b3-a8c7-16668b465d21"],
+
+Cell[BoxData[
+ RowBox[{"Show", "[",
+ RowBox[{
+ RowBox[{"ErrorListPlot", "[",
+ RowBox[{
+ TagBox[
+ TagBox[
+ DynamicModuleBox[{TypeSystem`NestedGrid`PackagePrivate`$state$$ =
+ Association["InitialData" -> {{{{1024,
+ Around[1.12813, 0.0013374]},
+ $CellContext`ErrorBar[
+ Around[1.62355, 0.00708451]]}, {{1048576,
+ Around[1.12994, 0.0000433233]},
+ $CellContext`ErrorBar[
+ Around[1.74175, 0.00128989]]}, {{128,
+ Around[1.12413, 0.0036593]},
+ $CellContext`ErrorBar[
+ Around[1.52472, 0.0108086]]}, {{131072,
+ Around[1.12992, 0.000122113]},
+ $CellContext`ErrorBar[
+ Around[1.72977, 0.00247961]]}, {{16384,
+ Around[1.12985, 0.000341925]},
+ $CellContext`ErrorBar[
+ Around[1.69537, 0.00360294]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.10072, 0.00964354]},
+ $CellContext`ErrorBar[
+ Around[1.35182, 0.0167523]]}, {{2048,
+ Around[1.12947, 0.00095302]},
+ $CellContext`ErrorBar[
+ Around[1.64687, 0.00566294]]}, {{2097152,
+ Around[1.12993, 0.0000306622]},
+ $CellContext`ErrorBar[
+ Around[1.74495, 0.00121755]]}, {{256,
+ Around[1.12616, 0.00262578]},
+ $CellContext`ErrorBar[
+ Around[1.56733, 0.00959137]]}, {{262144,
+ Around[1.12996, 0.0000864274]},
+ $CellContext`ErrorBar[
+ Around[1.73293, 0.00186786]]}, {{32768,
+ Around[1.12987, 0.000242998]},
+ $CellContext`ErrorBar[
+ Around[1.71248, 0.00321509]]}, {{32,
+ Around[1.11405, 0.00705963]},
+ $CellContext`ErrorBar[
+ Around[1.43156, 0.0149279]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.12959, 0.000677901]},
+ $CellContext`ErrorBar[
+ Around[1.66637, 0.00502099]]}, {{4194304,
+ Around[1.12994, 0.0000216998]},
+ $CellContext`ErrorBar[
+ Around[1.7479, 0.000832985]]}, {{512,
+ Around[1.12718, 0.00187644]},
+ $CellContext`ErrorBar[
+ Around[1.59935, 0.00821816]]}, {{524288,
+ Around[1.12997, 0.0000612313]},
+ $CellContext`ErrorBar[
+ Around[1.73961, 0.0016179]]}, {{64,
+ Around[1.12008, 0.00510573]},
+ $CellContext`ErrorBar[
+ Around[1.48953, 0.0131192]]}, {{65536,
+ Around[1.12992, 0.000172139]},
+ $CellContext`ErrorBar[
+ Around[1.71866, 0.00267836]]}, {{8192,
+ Around[1.1294, 0.000482028]},
+ $CellContext`ErrorBar[
+ Around[1.68534, 0.00443166]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.1293, 0.0013414]},
+ $CellContext`ErrorBar[
+ Around[1.63158, 0.00720313]]}, {{1048576,
+ Around[1.13122, 0.0000436084]},
+ $CellContext`ErrorBar[
+ Around[1.76277, 0.00150706]]}, {{128,
+ Around[1.1242, 0.00366294]},
+ $CellContext`ErrorBar[
+ Around[1.52766, 0.0107938]]}, {{131072,
+ Around[1.13114, 0.000122574]},
+ $CellContext`ErrorBar[
+ Around[1.74097, 0.0023584]]}, {{16384,
+ Around[1.13112, 0.000343681]},
+ $CellContext`ErrorBar[
+ Around[1.71089, 0.00374892]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.09642, 0.00956668]},
+ $CellContext`ErrorBar[
+ Around[1.33557, 0.0163882]]}, {{2048,
+ Around[1.1308, 0.000958639]},
+ $CellContext`ErrorBar[
+ Around[1.66438, 0.0062736]]}, {{2097152,
+ Around[1.1312, 0.0000308523]},
+ $CellContext`ErrorBar[
+ Around[1.76467, 0.00114637]]}, {{256,
+ Around[1.12922, 0.00264682]},
+ $CellContext`ErrorBar[
+ Around[1.58822, 0.00979792]]}, {{262144,
+ Around[1.13125, 0.0000869199]},
+ $CellContext`ErrorBar[
+ Around[1.75073, 0.002004]]}, {{32768,
+ Around[1.13107, 0.000243637]},
+ $CellContext`ErrorBar[
+ Around[1.71969, 0.00290728]]}, {{32,
+ Around[1.10969, 0.00699235]},
+ $CellContext`ErrorBar[
+ Around[1.40992, 0.0145041]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.13089, 0.000682939]},
+ $CellContext`ErrorBar[
+ Around[1.68928, 0.00574972]]}, {{4194304,
+ Around[1.13122, 0.0000218329]},
+ $CellContext`ErrorBar[
+ Around[1.7674, 0.000959502]]}, {{512,
+ Around[1.12886, 0.00188442]},
+ $CellContext`ErrorBar[
+ Around[1.61059, 0.00817209]]}, {{524288,
+ Around[1.13121, 0.0000615535]},
+ $CellContext`ErrorBar[
+ Around[1.75603, 0.00173435]]}, {{64,
+ Around[1.12006, 0.0050908]},
+ $CellContext`ErrorBar[
+ Around[1.48085, 0.0130675]]}, {{65536,
+ Around[1.13121, 0.000173145]},
+ $CellContext`ErrorBar[
+ Around[1.73683, 0.00283565]]}, {{8192,
+ Around[1.13064, 0.000483915]},
+ $CellContext`ErrorBar[
+ Around[1.69669, 0.00439387]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.13111, 0.00134881]},
+ $CellContext`ErrorBar[
+ Around[1.64702, 0.00722579]]}, {{1048576,
+ Around[1.13251, 0.0000438326]},
+ $CellContext`ErrorBar[
+ Around[1.7789, 0.00154708]]}, {{128,
+ Around[1.12475, 0.00367348]},
+ $CellContext`ErrorBar[
+ Around[1.53571, 0.0110187]]}, {{131072,
+ Around[1.13253, 0.000123364]},
+ $CellContext`ErrorBar[
+ Around[1.76132, 0.00251207]]}, {{16384,
+ Around[1.13254, 0.000345606]},
+ $CellContext`ErrorBar[
+ Around[1.72795, 0.00389702]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.09951, 0.00962705]},
+ $CellContext`ErrorBar[
+ Around[1.34868, 0.0169559]]}, {{2048,
+ Around[1.13161, 0.000960906]},
+ $CellContext`ErrorBar[
+ Around[1.67107, 0.00634341]]}, {{2097152,
+ Around[1.13252, 0.0000310539]},
+ $CellContext`ErrorBar[
+ Around[1.78574, 0.00130855]]}, {{256,
+ Around[1.12807, 0.00263214]},
+ $CellContext`ErrorBar[
+ Around[1.57226, 0.00976869]]}, {{262144,
+ Around[1.1325, 0.0000874093]},
+ $CellContext`ErrorBar[
+ Around[1.76856, 0.00220009]]}, {{32768,
+ Around[1.1324, 0.000245143]},
+ $CellContext`ErrorBar[
+ Around[1.73896, 0.00326677]]}, {{32,
+ Around[1.10922, 0.00700095]},
+ $CellContext`ErrorBar[
+ Around[1.41398, 0.0149578]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.13213, 0.000683805]},
+ $CellContext`ErrorBar[
+ Around[1.69172, 0.00523497]]}, {{4194304,
+ Around[1.1325, 0.0000219662]},
+ $CellContext`ErrorBar[
+ Around[1.78704, 0.00112317]]}, {{512,
+ Around[1.1304, 0.00188522]},
+ $CellContext`ErrorBar[
+ Around[1.60976, 0.00806374]]}, {{524288,
+ Around[1.1325, 0.000061923]},
+ $CellContext`ErrorBar[
+ Around[1.77515, 0.0018171]]}, {{64,
+ Around[1.12281, 0.00512743]},
+ $CellContext`ErrorBar[
+ Around[1.49856, 0.0131766]]}, {{65536,
+ Around[1.13244, 0.000173829]},
+ $CellContext`ErrorBar[
+ Around[1.74866, 0.00280471]]}, {{8192,
+ Around[1.13241, 0.00048641]},
+ $CellContext`ErrorBar[
+ Around[1.71156, 0.00450962]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.13276, 0.00135518]},
+ $CellContext`ErrorBar[
+ Around[1.66019, 0.00749119]]}, {{1048576,
+ Around[1.13377, 0.0000441151]},
+ $CellContext`ErrorBar[
+ Around[1.7999, 0.00172576]]}, {{128,
+ Around[1.12712, 0.00369976]},
+ $CellContext`ErrorBar[
+ Around[1.55449, 0.0121218]]}, {{131072,
+ Around[1.1337, 0.000124048]},
+ $CellContext`ErrorBar[
+ Around[1.77905, 0.00276407]]}, {{16384,
+ Around[1.13368, 0.000347793]},
+ $CellContext`ErrorBar[
+ Around[1.74812, 0.00433863]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.10147, 0.00967617]},
+ $CellContext`ErrorBar[
+ Around[1.36004, 0.0178544]]}, {{2048,
+ Around[1.13319, 0.000965636]},
+ $CellContext`ErrorBar[
+ Around[1.6852, 0.00628164]]}, {{2097152,
+ Around[1.13378, 0.0000312307]},
+ $CellContext`ErrorBar[
+ Around[1.80411, 0.00138453]]}, {{256,
+ Around[1.12919, 0.00264024]},
+ $CellContext`ErrorBar[
+ Around[1.58038, 0.00955415]]}, {{262144,
+ Around[1.13377, 0.0000878392]},
+ $CellContext`ErrorBar[
+ Around[1.78398, 0.00217156]]}, {{32768,
+ Around[1.13358, 0.00024656]},
+ $CellContext`ErrorBar[
+ Around[1.75728, 0.00383461]]}, {{32,
+ Around[1.10942, 0.00698755]},
+ $CellContext`ErrorBar[
+ Around[1.40833, 0.0143647]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.13349, 0.00068765]},
+ $CellContext`ErrorBar[
+ Around[1.70874, 0.00555556]]}, {{4194304,
+ Around[1.13379, 0.0000221156]},
+ $CellContext`ErrorBar[
+ Around[1.80936, 0.00122997]]}, {{512,
+ Around[1.13089, 0.00188865]},
+ $CellContext`ErrorBar[
+ Around[1.61494, 0.00823773]]}, {{524288,
+ Around[1.13377, 0.0000622868]},
+ $CellContext`ErrorBar[
+ Around[1.79406, 0.00207311]]}, {{64,
+ Around[1.11843, 0.00507536]},
+ $CellContext`ErrorBar[
+ Around[1.47402, 0.0126313]]}, {{65536,
+ Around[1.13373, 0.000174766]},
+ $CellContext`ErrorBar[
+ Around[1.76556, 0.00309327]]}, {{8192,
+ Around[1.13345, 0.00048889]},
+ $CellContext`ErrorBar[
+ Around[1.72747, 0.00484049]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.1332, 0.00135744]},
+ $CellContext`ErrorBar[
+ Around[1.66507, 0.00764677]]}, {{1048576,
+ Around[1.13509, 0.0000443676]},
+ $CellContext`ErrorBar[
+ Around[1.81846, 0.00168948]]}, {{128,
+ Around[1.12794, 0.00368997]},
+ $CellContext`ErrorBar[
+ Around[1.54514, 0.0111285]]}, {{131072,
+ Around[1.13508, 0.000124768]},
+ $CellContext`ErrorBar[
+ Around[1.79759, 0.00290891]]}, {{16384,
+ Around[1.13486, 0.000349042]},
+ $CellContext`ErrorBar[
+ Around[1.75888, 0.00460177]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.10162, 0.00965494]},
+ $CellContext`ErrorBar[
+ Around[1.3539, 0.0167376]]}, {{2048,
+ Around[1.13385, 0.000970311]},
+ $CellContext`ErrorBar[
+ Around[1.70057, 0.00720966]]}, {{2097152,
+ Around[1.13507, 0.0000314445]},
+ $CellContext`ErrorBar[
+ Around[1.82682, 0.00158708]]}, {{256,
+ Around[1.12993, 0.00264791]},
+ $CellContext`ErrorBar[
+ Around[1.58853, 0.0097473]]}, {{262144,
+ Around[1.13509, 0.0000884189]},
+ $CellContext`ErrorBar[
+ Around[1.80552, 0.0024938]]}, {{32768,
+ Around[1.13502, 0.000247936]},
+ $CellContext`ErrorBar[
+ Around[1.77471, 0.00372281]]}, {{32,
+ Around[1.11343, 0.00704075]},
+ $CellContext`ErrorBar[
+ Around[1.4247, 0.0146471]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.13475, 0.00068974]},
+ $CellContext`ErrorBar[
+ Around[1.71724, 0.00567517]]}, {{4194304,
+ Around[1.13507, 0.0000222733]},
+ $CellContext`ErrorBar[
+ Around[1.83319, 0.00138974]]}, {{512,
+ Around[1.13197, 0.00190111]},
+ $CellContext`ErrorBar[
+ Around[1.63475, 0.00885985]]}, {{524288,
+ Around[1.13509, 0.0000626528]},
+ $CellContext`ErrorBar[
+ Around[1.81309, 0.002115]]}, {{64,
+ Around[1.12169, 0.00511601]},
+ $CellContext`ErrorBar[
+ Around[1.49338, 0.012965]]}, {{65536,
+ Around[1.1351, 0.000175868]},
+ $CellContext`ErrorBar[
+ Around[1.78574, 0.00337583]]}, {{67108864,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{8192,
+ Around[1.13468, 0.000490997]},
+ $CellContext`ErrorBar[
+ Around[1.7405, 0.00500018]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.13542, 0.00136799]},
+ $CellContext`ErrorBar[
+ Around[1.68775, 0.00807051]]}, {{1048576,
+ Around[1.13636, 0.0000446767]},
+ $CellContext`ErrorBar[
+ Around[1.84182, 0.00207052]]}, {{128,
+ Around[1.12649, 0.00367853]},
+ $CellContext`ErrorBar[
+ Around[1.53756, 0.0107968]]}, {{131072,
+ Around[1.13635, 0.000125477]},
+ $CellContext`ErrorBar[
+ Around[1.81605, 0.00318434]]}, {{16384,
+ Around[1.13623, 0.000350977]},
+ $CellContext`ErrorBar[
+ Around[1.77627, 0.00486909]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.10413, 0.00972993]},
+ $CellContext`ErrorBar[
+ Around[1.37189, 0.0183661]]}, {{2048,
+ Around[1.13552, 0.000973914]},
+ $CellContext`ErrorBar[
+ Around[1.71072, 0.00704077]]}, {{2097152,
+ Around[1.13636, 0.0000316692]},
+ $CellContext`ErrorBar[
+ Around[1.85092, 0.00181963]]}, {{256,
+ Around[1.13272, 0.00266361]},
+ $CellContext`ErrorBar[
+ Around[1.60346, 0.0100299]]}, {{262144,
+ Around[1.13639, 0.0000889721]},
+ $CellContext`ErrorBar[
+ Around[1.82608, 0.00254981]]}, {{32768,
+ Around[1.13627, 0.000249134]},
+ $CellContext`ErrorBar[
+ Around[1.78992, 0.00420999]]}, {{32,
+ Around[1.11359, 0.00705239]},
+ $CellContext`ErrorBar[
+ Around[1.42922, 0.0152805]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.136, 0.000693597]},
+ $CellContext`ErrorBar[
+ Around[1.73459, 0.00602963]]}, {{4194304,
+ Around[1.13637, 0.00002243]},
+ $CellContext`ErrorBar[
+ Around[1.85694, 0.00157468]]}, {{512,
+ Around[1.13324, 0.00190792]},
+ $CellContext`ErrorBar[
+ Around[1.64464, 0.00887161]]}, {{524288,
+ Around[1.1364, 0.0000630916]},
+ $CellContext`ErrorBar[
+ Around[1.83646, 0.0025108]]}, {{64,
+ Around[1.12646, 0.00516408]},
+ $CellContext`ErrorBar[
+ Around[1.51513, 0.0131649]]}, {{65536,
+ Around[1.13636, 0.000176782]},
+ $CellContext`ErrorBar[
+ Around[1.80236, 0.00348798]]}, {{67108864,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{8192,
+ Around[1.13617, 0.000493117]},
+ $CellContext`ErrorBar[
+ Around[1.75326, 0.00522464]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.13558, 0.00136895]},
+ $CellContext`ErrorBar[
+ Around[1.68989, 0.00854686]]}, {{1048576,
+ Around[1.13766, 0.0000450228]},
+ $CellContext`ErrorBar[
+ Around[1.86833, 0.00234798]]}, {{128,
+ Around[1.1297, 0.00370938]},
+ $CellContext`ErrorBar[
+ Around[1.55901, 0.01144]]}, {{131072,
+ Around[1.1377, 0.000126219]},
+ $CellContext`ErrorBar[
+ Around[1.8354, 0.00316867]]}, {{16384,
+ Around[1.13744, 0.000352688]},
+ $CellContext`ErrorBar[
+ Around[1.79173, 0.00520452]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.10261, 0.00969303]},
+ $CellContext`ErrorBar[
+ Around[1.36338, 0.017485]]}, {{2048,
+ Around[1.13696, 0.000978373]},
+ $CellContext`ErrorBar[
+ Around[1.72423, 0.007238]]}, {{2097152,
+ Around[1.13765, 0.0000318681]},
+ $CellContext`ErrorBar[
+ Around[1.87213, 0.00194751]]}, {{256,
+ Around[1.13364, 0.00267499]},
+ $CellContext`ErrorBar[
+ Around[1.61588, 0.0103833]]}, {{262144,
+ Around[1.13767, 0.0000895612]},
+ $CellContext`ErrorBar[
+ Around[1.84826, 0.00291871]]}, {{32768,
+ Around[1.13762, 0.000250745]},
+ $CellContext`ErrorBar[
+ Around[1.811, 0.0042157]]}, {{32,
+ Around[1.11312, 0.00705356]},
+ $CellContext`ErrorBar[
+ Around[1.43029, 0.0151692]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.13699, 0.000695739]},
+ $CellContext`ErrorBar[
+ Around[1.7438, 0.00634325]]}, {{4194304,
+ Around[1.13765, 0.0000225885]},
+ $CellContext`ErrorBar[
+ Around[1.88117, 0.00177385]]}, {{512,
+ Around[1.13508, 0.00191835]},
+ $CellContext`ErrorBar[
+ Around[1.65996, 0.00910979]]}, {{524288,
+ Around[1.13764, 0.0000634651]},
+ $CellContext`ErrorBar[
+ Around[1.85624, 0.00255213]]}, {{64,
+ Around[1.12395, 0.005135]},
+ $CellContext`ErrorBar[
+ Around[1.50146, 0.0132497]]}, {{65536,
+ Around[1.13764, 0.000177922]},
+ $CellContext`ErrorBar[
+ Around[1.82362, 0.00389094]]}, {{67108864,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{8192,
+ Around[1.13735, 0.000495713]},
+ $CellContext`ErrorBar[
+ Around[1.76993, 0.00554919]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.13743, 0.00137867]},
+ $CellContext`ErrorBar[
+ Around[1.71117, 0.00879492]]}, {{1048576,
+ Around[1.13893, 0.0000453563]},
+ $CellContext`ErrorBar[
+ Around[1.89399, 0.00262653]]}, {{128,
+ Around[1.13165, 0.00374079]},
+ $CellContext`ErrorBar[
+ Around[1.58279, 0.0124296]]}, {{131072,
+ Around[1.13892, 0.000127187]},
+ $CellContext`ErrorBar[
+ Around[1.86165, 0.00396468]]}, {{16384,
+ Around[1.13878, 0.000353765]},
+ $CellContext`ErrorBar[
+ Around[1.80058, 0.0048169]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.10261, 0.00968911]},
+ $CellContext`ErrorBar[
+ Around[1.36228, 0.0173404]]}, {{2048,
+ Around[1.13837, 0.000983154]},
+ $CellContext`ErrorBar[
+ Around[1.73896, 0.00750644]]}, {{2097152,
+ Around[1.13896, 0.0000321345]},
+ $CellContext`ErrorBar[
+ Around[1.90136, 0.00238635]]}, {{256,
+ Around[1.13345, 0.0026773]},
+ $CellContext`ErrorBar[
+ Around[1.61895, 0.0104753]]}, {{262144,
+ Around[1.13892, 0.0000900991]},
+ $CellContext`ErrorBar[
+ Around[1.86848, 0.00302725]]}, {{32768,
+ Around[1.13881, 0.000252102]},
+ $CellContext`ErrorBar[
+ Around[1.82874, 0.00467716]]}, {{32,
+ Around[1.11452, 0.00706069]},
+ $CellContext`ErrorBar[
+ Around[1.43139, 0.0147538]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.13875, 0.000701538]},
+ $CellContext`ErrorBar[
+ Around[1.77024, 0.00666699]]}, {{4194304,
+ Around[1.13896, 0.0000227756]},
+ $CellContext`ErrorBar[
+ Around[1.91026, 0.00211922]]}, {{512,
+ Around[1.13733, 0.00193053]},
+ $CellContext`ErrorBar[
+ Around[1.67778, 0.00986511]]}, {{524288,
+ Around[1.13897, 0.0000639852]},
+ $CellContext`ErrorBar[
+ Around[1.88459, 0.00281697]]}, {{64,
+ Around[1.12508, 0.00515749]},
+ $CellContext`ErrorBar[
+ Around[1.51312, 0.0138702]]}, {{65536,
+ Around[1.13885, 0.000179]},
+ $CellContext`ErrorBar[
+ Around[1.84384, 0.00416899]]}, {{8192,
+ Around[1.13836, 0.000498026]},
+ $CellContext`ErrorBar[
+ Around[1.7849, 0.00592817]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.13808, 0.000973794]},
+ $CellContext`ErrorBar[
+ Around[1.70644, 0.0058437]]}, {{1048576,
+ Around[1.14024, 0.0000456537]},
+ $CellContext`ErrorBar[
+ Around[1.91669, 0.00275644]]}, {{128,
+ Around[1.13185, 0.00264253]},
+ $CellContext`ErrorBar[
+ Around[1.5794, 0.00859833]]}, {{131072,
+ Around[1.14026, 0.000090461]},
+ $CellContext`ErrorBar[
+ Around[1.8813, 0.00280022]]}, {{16384,
+ Around[1.14013, 0.000252098]},
+ $CellContext`ErrorBar[
+ Around[1.82656, 0.00386353]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.1088, 0.00693486]},
+ $CellContext`ErrorBar[
+ Around[1.38794, 0.0129417]]}, {{2048,
+ Around[1.13961, 0.000698006]},
+ $CellContext`ErrorBar[
+ Around[1.75114, 0.0054197]]}, {{2097152,
+ Around[1.14025, 0.0000323947]},
+ $CellContext`ErrorBar[
+ Around[1.9301, 0.0026727]]}, {{256,
+ Around[1.13584, 0.00190162]},
+ $CellContext`ErrorBar[
+ Around[1.63005, 0.00752145]]}, {{262144,
+ Around[1.14024, 0.0000907684]},
+ $CellContext`ErrorBar[
+ Around[1.89414, 0.00341628]]}, {{32768,
+ Around[1.14017, 0.000179181]},
+ $CellContext`ErrorBar[
+ Around[1.84542, 0.00330912]]}, {{32,
+ Around[1.11898, 0.0050402]},
+ $CellContext`ErrorBar[
+ Around[1.45296, 0.0108996]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.13963, 0.000497081]},
+ $CellContext`ErrorBar[
+ Around[1.77615, 0.00474433]]}, {{4194304,
+ Around[1.14025, 0.0000229667]},
+ $CellContext`ErrorBar[
+ Around[1.94025, 0.00242914]]}, {{512,
+ Around[1.13802, 0.00137036]},
+ $CellContext`ErrorBar[
+ Around[1.68973, 0.0074598]]}, {{524288,
+ Around[1.14026, 0.0000643852]},
+ $CellContext`ErrorBar[
+ Around[1.90606, 0.00317115]]}, {{64,
+ Around[1.12672, 0.00365434]},
+ $CellContext`ErrorBar[
+ Around[1.51709, 0.00946045]]}, {{65536,
+ Around[1.14022, 0.000127442]},
+ $CellContext`ErrorBar[
+ Around[1.867, 0.00310911]]}, {{8192,
+ Around[1.13996, 0.000354485]},
+ $CellContext`ErrorBar[
+ Around[1.80603, 0.00440626]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.14041, 0.000983035]},
+ $CellContext`ErrorBar[
+ Around[1.73543, 0.00633497]]}, {{1048576,
+ Around[1.14157, 0.00004599]},
+ $CellContext`ErrorBar[
+ Around[1.94279, 0.00295633]]}, {{128,
+ Around[1.13342, 0.00265074]},
+ $CellContext`ErrorBar[
+ Around[1.58703, 0.00863363]]}, {{131072,
+ Around[1.14151, 0.0000910197]},
+ $CellContext`ErrorBar[
+ Around[1.90253, 0.00296967]]}, {{16384,
+ Around[1.14143, 0.000253807]},
+ $CellContext`ErrorBar[
+ Around[1.84932, 0.00432269]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.10185, 0.00683439]},
+ $CellContext`ErrorBar[
+ Around[1.35652, 0.0120737]]}, {{2048,
+ Around[1.14097, 0.000701562]},
+ $CellContext`ErrorBar[
+ Around[1.76692, 0.00586241]]}, {{2097152,
+ Around[1.14154, 0.0000326264]},
+ $CellContext`ErrorBar[
+ Around[1.95559, 0.00272769]]}, {{256,
+ Around[1.138, 0.0019135]},
+ $CellContext`ErrorBar[
+ Around[1.64735, 0.00780147]]}, {{262144,
+ Around[1.14155, 0.0000646741]},
+ $CellContext`ErrorBar[
+ Around[1.92104, 0.00282468]]}, {{32768,
+ Around[1.1414, 0.000180226]},
+ $CellContext`ErrorBar[
+ Around[1.86498, 0.00355371]]}, {{32,
+ Around[1.11931, 0.00504558]},
+ $CellContext`ErrorBar[
+ Around[1.45563, 0.0109984]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.14098, 0.000499621]},
+ $CellContext`ErrorBar[
+ Around[1.79223, 0.0050815]]}, {{4194304,
+ Around[1.14156, 0.0000231497]},
+ $CellContext`ErrorBar[
+ Around[1.96903, 0.00268603]]}, {{512,
+ Around[1.13916, 0.00137048]},
+ $CellContext`ErrorBar[
+ Around[1.68835, 0.00689158]]}, {{524288,
+ Around[1.14155, 0.0000647978]},
+ $CellContext`ErrorBar[
+ Around[1.92839, 0.00311817]]}, {{64,
+ Around[1.1275, 0.00365941]},
+ $CellContext`ErrorBar[
+ Around[1.52025, 0.00963775]]}, {{65536,
+ Around[1.14154, 0.000128216]},
+ $CellContext`ErrorBar[
+ Around[1.88757, 0.00331773]]}, {{67108864,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{8192,
+ Around[1.14125, 0.00035687]},
+ $CellContext`ErrorBar[
+ Around[1.82835, 0.00496129]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{10000000,
+ Around[1.14284, 0.000048024]},
+ $CellContext`ErrorBar[
+ Around[2.01804, 0.00912344]]}, {{1000000,
+ Around[1.14286, 0.000150275]},
+ $CellContext`ErrorBar[
+ Around[1.97598, 0.0104001]]}, {{100000,
+ Around[1.14284, 0.0000463508]},
+ $CellContext`ErrorBar[
+ Around[1.91935, 0.00145676]]}, {{10000,
+ Around[1.14266, 0.000145299]},
+ $CellContext`ErrorBar[
+ Around[1.8476, 0.00212359]]}, {{1000,
+ Around[1.14127, 0.000134314]},
+ $CellContext`ErrorBar[
+ Around[1.73879, 0.000865802]]}, {{100,
+ Around[1.1331, 0.000127363]},
+ $CellContext`ErrorBar[
+ Around[1.57474, 0.000394571]]}, {{1024,
+ Around[1.14156, 0.00040237]},
+ $CellContext`ErrorBar[
+ Around[1.74275, 0.00265127]]}, {{1048576,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{10,
+ Around[1.09466, 0.000380049]},
+ $CellContext`ErrorBar[
+ Around[1.31947, 0.000617888]]}, {{128,
+ Around[1.1347, 0.00108608]},
+ $CellContext`ErrorBar[
+ Around[1.59673, 0.00363152]]}, {{131072,
+ Around[1.14284, 0.0000374326]},
+ $CellContext`ErrorBar[
+ Around[1.92844, 0.00133796]]}, {{134217728,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16000000,
+ Around[1.14285, 0.0000758523]},
+ $CellContext`ErrorBar[
+ Around[2.01377, 0.0142165]]}, {{16384,
+ Around[1.14269, 0.000104079]},
+ $CellContext`ErrorBar[
+ Around[1.86381, 0.00177396]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.10648, 0.00281602]},
+ $CellContext`ErrorBar[
+ Around[1.37604, 0.00510282]]}, {{2048,
+ Around[1.14193, 0.000287353]},
+ $CellContext`ErrorBar[
+ Around[1.77707, 0.00236042]]}, {{2097152,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{256,
+ Around[1.13815, 0.000782612]},
+ $CellContext`ErrorBar[
+ Around[1.65316, 0.0032969]]}, {{262144,
+ Around[1.14284, 0.0000265729]},
+ $CellContext`ErrorBar[
+ Around[1.94364, 0.00120387]]}, {{32768,
+ Around[1.14274, 0.0000741061]},
+ $CellContext`ErrorBar[
+ Around[1.88969, 0.00163489]]}, {{32,
+ Around[1.11897, 0.00205949]},
+ $CellContext`ErrorBar[
+ Around[1.45557, 0.00452098]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.14233, 0.000205047]},
+ $CellContext`ErrorBar[
+ Around[1.80908, 0.00213921]]}, {{4194304,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{512,
+ Around[1.14001, 0.000561127]},
+ $CellContext`ErrorBar[
+ Around[1.69694, 0.00289904]]}, {{524288,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{64,
+ Around[1.12974, 0.00150337]},
+ $CellContext`ErrorBar[
+ Around[1.53644, 0.00411479]]}, {{65536,
+ Around[1.14279, 0.0000526508]},
+ $CellContext`ErrorBar[
+ Around[1.90768, 0.00143832]]}, {{67108864,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{8192,
+ Around[1.14253, 0.000146124]},
+ $CellContext`ErrorBar[
+ Around[1.83716, 0.00192703]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.14317, 0.00139914]},
+ $CellContext`ErrorBar[
+ Around[1.75353, 0.00971026]]}, {{1048576,
+ Around[1.14415, 0.0000468039]},
+ $CellContext`ErrorBar[
+ Around[2.00762, 0.00410267]]}, {{128,
+ Around[1.13663, 0.00378402]},
+ $CellContext`ErrorBar[
+ Around[1.6125, 0.0130278]]}, {{131072,
+ Around[1.14415, 0.000130604]},
+ $CellContext`ErrorBar[
+ Around[1.95407, 0.0049619]]}, {{134217728,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16384,
+ Around[1.14407, 0.000362978]},
+ $CellContext`ErrorBar[
+ Around[1.8868, 0.00725831]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.1088, 0.00978433]},
+ $CellContext`ErrorBar[
+ Around[1.38143, 0.0176036]]}, {{2048,
+ Around[1.14328, 0.00100023]},
+ $CellContext`ErrorBar[
+ Around[1.79217, 0.00846442]]}, {{2097152,
+ Around[1.14416, 0.0000332386]},
+ $CellContext`ErrorBar[
+ Around[2.02502, 0.0039077]]}, {{256,
+ Around[1.13973, 0.0027273]},
+ $CellContext`ErrorBar[
+ Around[1.67073, 0.0122221]]}, {{262144,
+ Around[1.14417, 0.0000926108]},
+ $CellContext`ErrorBar[
+ Around[1.96505, 0.0042726]]}, {{32768,
+ Around[1.14409, 0.000257909]},
+ $CellContext`ErrorBar[
+ Around[1.90512, 0.00578156]]}, {{32,
+ Around[1.11347, 0.00704925]},
+ $CellContext`ErrorBar[
+ Around[1.42809, 0.0148133]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.14391, 0.00071443]},
+ $CellContext`ErrorBar[
+ Around[1.82763, 0.00756432]]}, {{4194304,
+ Around[1.14418, 0.0000235636]},
+ $CellContext`ErrorBar[
+ Around[2.03539, 0.00334731]]}, {{512,
+ Around[1.14174, 0.00194852]},
+ $CellContext`ErrorBar[
+ Around[1.7026, 0.0101221]]}, {{524288,
+ Around[1.14417, 0.000065849]},
+ $CellContext`ErrorBar[
+ Around[1.98691, 0.00387899]]}, {{64,
+ Around[1.1269, 0.00515719]},
+ $CellContext`ErrorBar[
+ Around[1.5105, 0.0127763]]}, {{65536,
+ Around[1.14417, 0.000183645]},
+ $CellContext`ErrorBar[
+ Around[1.93172, 0.00517463]]}, {{67108864,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{8192,
+ Around[1.14385, 0.000509085]},
+ $CellContext`ErrorBar[
+ Around[1.8561, 0.00703236]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.14425, 0.00140742]},
+ $CellContext`ErrorBar[
+ Around[1.77265, 0.0098745]]}, {{1048576,
+ Around[1.14547, 0.0000472383]},
+ $CellContext`ErrorBar[
+ Around[2.0427, 0.00445573]]}, {{128,
+ Around[1.13713, 0.0037837]},
+ $CellContext`ErrorBar[
+ Around[1.61151, 0.0128793]]}, {{131072,
+ Around[1.14537, 0.000131545]},
+ $CellContext`ErrorBar[
+ Around[1.98021, 0.00547243]]}, {{134217728,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16384,
+ Around[1.1452, 0.0003651]},
+ $CellContext`ErrorBar[
+ Around[1.90706, 0.00704786]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.10734, 0.00979203]},
+ $CellContext`ErrorBar[
+ Around[1.38542, 0.0182305]]}, {{2048,
+ Around[1.14484, 0.00100553]},
+ $CellContext`ErrorBar[
+ Around[1.80876, 0.00916444]]}, {{2097152,
+ Around[1.14549, 0.0000335146]},
+ $CellContext`ErrorBar[
+ Around[2.05641, 0.00418481]]}, {{256,
+ Around[1.14243, 0.00273802]},
+ $CellContext`ErrorBar[
+ Around[1.67991, 0.011886]]}, {{262144,
+ Around[1.14549, 0.0000936272]},
+ $CellContext`ErrorBar[
+ Around[2.0061, 0.00542363]]}, {{32768,
+ Around[1.14536, 0.000260465]},
+ $CellContext`ErrorBar[
+ Around[1.9409, 0.00714142]]}, {{32,
+ Around[1.1232, 0.00720158]},
+ $CellContext`ErrorBar[
+ Around[1.47757, 0.0165076]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.14524, 0.000717708]},
+ $CellContext`ErrorBar[
+ Around[1.84229, 0.00778189]]}, {{4194304,
+ Around[1.14548, 0.0000237942]},
+ $CellContext`ErrorBar[
+ Around[2.07308, 0.00402195]]}, {{512,
+ Around[1.14338, 0.00196441]},
+ $CellContext`ErrorBar[
+ Around[1.72799, 0.0108602]]}, {{524288,
+ Around[1.14545, 0.0000664096]},
+ $CellContext`ErrorBar[
+ Around[2.01862, 0.0045333]]}, {{64,
+ Around[1.1313, 0.00521343]},
+ $CellContext`ErrorBar[
+ Around[1.53762, 0.0137201]]}, {{65536,
+ Around[1.14545, 0.000184825]},
+ $CellContext`ErrorBar[
+ Around[1.95446, 0.00566393]]}, {{67108864,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{8192,
+ Around[1.1453, 0.000510919]},
+ $CellContext`ErrorBar[
+ Around[1.86713, 0.0068118]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.14521, 0.0014082]},
+ $CellContext`ErrorBar[
+ Around[1.77314, 0.00932144]]}, {{1048576,
+ Around[1.14678, 0.0000476244]},
+ $CellContext`ErrorBar[
+ Around[2.07385, 0.00477512]]}, {{128,
+ Around[1.13934, 0.00380394]},
+ $CellContext`ErrorBar[
+ Around[1.62564, 0.0134377]]}, {{131072,
+ Around[1.14677, 0.00013247]},
+ $CellContext`ErrorBar[
+ Around[2.00572, 0.00573075]]}, {{134217728,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16384,
+ Around[1.14671, 0.000366897]},
+ $CellContext`ErrorBar[
+ Around[1.92334, 0.00713413]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.10238, 0.00967927]},
+ $CellContext`ErrorBar[
+ Around[1.35979, 0.0174781]]}, {{2048,
+ Around[1.14594, 0.00101028]},
+ $CellContext`ErrorBar[
+ Around[1.8241, 0.00920518]]}, {{2097152,
+ Around[1.14677, 0.0000338419]},
+ $CellContext`ErrorBar[
+ Around[2.09441, 0.00460359]]}, {{256,
+ Around[1.14162, 0.0027369]},
+ $CellContext`ErrorBar[
+ Around[1.67971, 0.0121436]]}, {{262144,
+ Around[1.14677, 0.0000941717]},
+ $CellContext`ErrorBar[
+ Around[2.02724, 0.0054574]]}, {{32768,
+ Around[1.14666, 0.000261339]},
+ $CellContext`ErrorBar[
+ Around[1.95175, 0.00632096]]}, {{32,
+ Around[1.12648, 0.00725532]},
+ $CellContext`ErrorBar[
+ Around[1.49534, 0.0173248]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.14618, 0.000719978]},
+ $CellContext`ErrorBar[
+ Around[1.85244, 0.00823049]]}, {{4194304,
+ Around[1.14679, 0.0000240663]},
+ $CellContext`ErrorBar[
+ Around[2.11833, 0.00446004]]}, {{512,
+ Around[1.14322, 0.00196358]},
+ $CellContext`ErrorBar[
+ Around[1.72678, 0.0106456]]}, {{524288,
+ Around[1.14681, 0.000066992]},
+ $CellContext`ErrorBar[
+ Around[2.05174, 0.00499734]]}, {{64,
+ Around[1.1329, 0.005245]},
+ $CellContext`ErrorBar[
+ Around[1.5541, 0.0144669]]}, {{65536,
+ Around[1.14674, 0.000186139]},
+ $CellContext`ErrorBar[
+ Around[1.98012, 0.00606749]]}, {{67108864,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{8192,
+ Around[1.14644, 0.000513989]},
+ $CellContext`ErrorBar[
+ Around[1.88775, 0.00768867]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.14701, 0.00141541]},
+ $CellContext`ErrorBar[
+ Around[1.78854, 0.00994976]]}, {{1048576,
+ Around[1.14813, 0.0000480584]},
+ $CellContext`ErrorBar[
+ Around[2.10934, 0.00545167]]}, {{128,
+ Around[1.14203, 0.00383431]},
+ $CellContext`ErrorBar[
+ Around[1.64781, 0.014419]]}, {{131072,
+ Around[1.1481, 0.000133588]},
+ $CellContext`ErrorBar[
+ Around[2.03734, 0.00621768]]}, {{134217728,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16384,
+ Around[1.14796, 0.00036946]},
+ $CellContext`ErrorBar[
+ Around[1.94818, 0.00773242]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.11374, 0.00990991]},
+ $CellContext`ErrorBar[
+ Around[1.41083, 0.0190204]]}, {{2048,
+ Around[1.14636, 0.0010122]},
+ $CellContext`ErrorBar[
+ Around[1.8304, 0.00917746]]}, {{2097152,
+ Around[1.14812, 0.0000342068]},
+ $CellContext`ErrorBar[
+ Around[2.13732, 0.00509318]]}, {{256,
+ Around[1.1431, 0.00275386]},
+ $CellContext`ErrorBar[
+ Around[1.69839, 0.0134658]]}, {{262144,
+ Around[1.14813, 0.0000950945]},
+ $CellContext`ErrorBar[
+ Around[2.06472, 0.006081]]}, {{32768,
+ Around[1.14797, 0.000262789]},
+ $CellContext`ErrorBar[
+ Around[1.97121, 0.0069786]]}, {{32,
+ Around[1.12708, 0.00725043]},
+ $CellContext`ErrorBar[
+ Around[1.49253, 0.0168578]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.14766, 0.000724613]},
+ $CellContext`ErrorBar[
+ Around[1.87395, 0.00856865]]}, {{4194304,
+ Around[1.1481, 0.0000243554]},
+ $CellContext`ErrorBar[
+ Around[2.16706, 0.00521688]]}, {{512,
+ Around[1.14567, 0.00198117]},
+ $CellContext`ErrorBar[
+ Around[1.75411, 0.0115214]]}, {{524288,
+ Around[1.1481, 0.0000675669]},
+ $CellContext`ErrorBar[
+ Around[2.08477, 0.00550655]]}, {{64,
+ Around[1.13451, 0.00526176]},
+ $CellContext`ErrorBar[
+ Around[1.56183, 0.0149197]]}, {{65536,
+ Around[1.148, 0.00018737]},
+ $CellContext`ErrorBar[
+ Around[2.00418, 0.00644403]]}, {{67108864,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{8192,
+ Around[1.14782, 0.000518553]},
+ $CellContext`ErrorBar[
+ Around[1.91912, 0.00845462]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.14844, 0.00142962]},
+ $CellContext`ErrorBar[
+ Around[1.82235, 0.0113834]]}, {{1048576,
+ Around[1.14942, 0.0000486608]},
+ $CellContext`ErrorBar[
+ Around[2.16014, 0.00663899]]}, {{128,
+ Around[1.14126, 0.00382818]},
+ $CellContext`ErrorBar[
+ Around[1.64366, 0.0143078]]}, {{131072,
+ Around[1.14937, 0.000134703]},
+ $CellContext`ErrorBar[
+ Around[2.0692, 0.0068881]]}, {{134217728,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16384,
+ Around[1.14942, 0.000372233]},
+ $CellContext`ErrorBar[
+ Around[1.97501, 0.00838619]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.11498, 0.00992585]},
+ $CellContext`ErrorBar[
+ Around[1.4138, 0.018946]]}, {{2048,
+ Around[1.1487, 0.00101958]},
+ $CellContext`ErrorBar[
+ Around[1.85339, 0.00977142]]}, {{2097152,
+ Around[1.1494, 0.0000346283]},
+ $CellContext`ErrorBar[
+ Around[2.18786, 0.00637066]]}, {{256,
+ Around[1.14485, 0.0027533]},
+ $CellContext`ErrorBar[
+ Around[1.69511, 0.0120713]]}, {{262144,
+ Around[1.14939, 0.0000958936]},
+ $CellContext`ErrorBar[
+ Around[2.09725, 0.00700051]]}, {{32768,
+ Around[1.14939, 0.000264743]},
+ $CellContext`ErrorBar[
+ Around[1.99817, 0.00668945]]}, {{32,
+ Around[1.1232, 0.00719028]},
+ $CellContext`ErrorBar[
+ Around[1.47294, 0.0158469]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.14918, 0.000730448]},
+ $CellContext`ErrorBar[
+ Around[1.90173, 0.00950979]]}, {{4194304,
+ Around[1.14943, 0.0000246839]},
+ $CellContext`ErrorBar[
+ Around[2.22334, 0.0066347]]}, {{512,
+ Around[1.1467, 0.00198625]},
+ $CellContext`ErrorBar[
+ Around[1.76152, 0.0124386]]}, {{524288,
+ Around[1.14941, 0.0000682466]},
+ $CellContext`ErrorBar[
+ Around[2.12449, 0.00610933]]}, {{64,
+ Around[1.13142, 0.0052144]},
+ $CellContext`ErrorBar[
+ Around[1.53803, 0.0136786]]}, {{65536,
+ Around[1.14951, 0.000189226]},
+ $CellContext`ErrorBar[
+ Around[2.0414, 0.00724719]]}, {{67108864,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{8192,
+ Around[1.1493, 0.000521228]},
+ $CellContext`ErrorBar[
+ Around[1.93647, 0.00852698]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.14926, 0.00142821]},
+ $CellContext`ErrorBar[
+ Around[1.81746, 0.0112303]]}, {{1048576,
+ Around[1.15075, 0.000049165]},
+ $CellContext`ErrorBar[
+ Around[2.20259, 0.00712115]]}, {{128,
+ Around[1.14159, 0.00382374]},
+ $CellContext`ErrorBar[
+ Around[1.63936, 0.0132653]]}, {{131072,
+ Around[1.15077, 0.000135865]},
+ $CellContext`ErrorBar[
+ Around[2.1025, 0.00689983]]}, {{134217728,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16384,
+ Around[1.1506, 0.000374377]},
+ $CellContext`ErrorBar[
+ Around[1.99579, 0.00830346]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.11428, 0.00992403]},
+ $CellContext`ErrorBar[
+ Around[1.41417, 0.0196883]]}, {{2048,
+ Around[1.14977, 0.00102387]},
+ $CellContext`ErrorBar[
+ Around[1.86726, 0.0101162]]}, {{2097152,
+ Around[1.15076, 0.0000350322]},
+ $CellContext`ErrorBar[
+ Around[2.23655, 0.00710259]]}, {{256,
+ Around[1.14618, 0.00276818]},
+ $CellContext`ErrorBar[
+ Around[1.71149, 0.0125184]]}, {{262144,
+ Around[1.15073, 0.0000970894]},
+ $CellContext`ErrorBar[
+ Around[2.14738, 0.00797712]]}, {{32768,
+ Around[1.15063, 0.000267181]},
+ $CellContext`ErrorBar[
+ Around[2.03295, 0.00792611]]}, {{32,
+ Around[1.12577, 0.00723021]},
+ $CellContext`ErrorBar[
+ Around[1.48595, 0.0162322]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.15042, 0.000733357]},
+ $CellContext`ErrorBar[
+ Around[1.91485, 0.00923549]]}, {{4194304,
+ Around[1.15074, 0.0000249794]},
+ $CellContext`ErrorBar[
+ Around[2.27429, 0.00713991]]}, {{512,
+ Around[1.14827, 0.00199263]},
+ $CellContext`ErrorBar[
+ Around[1.77044, 0.0114041]]}, {{524288,
+ Around[1.15077, 0.0000689791]},
+ $CellContext`ErrorBar[
+ Around[2.16779, 0.00704985]]}, {{64,
+ Around[1.13355, 0.00525407]},
+ $CellContext`ErrorBar[
+ Around[1.55859, 0.0147712]]}, {{65536,
+ Around[1.15075, 0.00019003]},
+ $CellContext`ErrorBar[
+ Around[2.05657, 0.0072371]]}, {{67108864,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{8192,
+ Around[1.15054, 0.00052254]},
+ $CellContext`ErrorBar[
+ Around[1.94415, 0.00824583]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.1507, 0.0014355]},
+ $CellContext`ErrorBar[
+ Around[1.83377, 0.011372]]}, {{1048576,
+ Around[1.15205, 0.000049721]},
+ $CellContext`ErrorBar[
+ Around[2.25013, 0.00770116]]}, {{128,
+ Around[1.14349, 0.00384253]},
+ $CellContext`ErrorBar[
+ Around[1.65277, 0.0138337]]}, {{131072,
+ Around[1.15209, 0.000137153]},
+ $CellContext`ErrorBar[
+ Around[2.14009, 0.00807528]]}, {{134217728,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16384,
+ Around[1.1521, 0.000376508]},
+ $CellContext`ErrorBar[
+ Around[2.01594, 0.00882923]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.11165, 0.00986835]},
+ $CellContext`ErrorBar[
+ Around[1.40165, 0.0185825]]}, {{2048,
+ Around[1.15071, 0.00102535]},
+ $CellContext`ErrorBar[
+ Around[1.87115, 0.00984906]]}, {{2097152,
+ Around[1.15207, 0.0000354599]},
+ $CellContext`ErrorBar[
+ Around[2.28889, 0.00780232]]}, {{256,
+ Around[1.14738, 0.00278387]},
+ $CellContext`ErrorBar[
+ Around[1.72914, 0.0132455]]}, {{262144,
+ Around[1.15207, 0.0000976676]},
+ $CellContext`ErrorBar[
+ Around[2.17051, 0.00800846]]}, {{32768,
+ Around[1.15192, 0.000269337]},
+ $CellContext`ErrorBar[
+ Around[2.06357, 0.00927223]]}, {{32,
+ Around[1.12931, 0.00729487]},
+ $CellContext`ErrorBar[
+ Around[1.50791, 0.01735]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.15158, 0.00073808]},
+ $CellContext`ErrorBar[
+ Around[1.93765, 0.00991945]]}, {{4194304,
+ Around[1.15208, 0.0000252396]},
+ $CellContext`ErrorBar[
+ Around[2.31922, 0.00748572]]}, {{512,
+ Around[1.14888, 0.00199195]},
+ $CellContext`ErrorBar[
+ Around[1.7683, 0.0116622]]}, {{524288,
+ Around[1.15206, 0.000069691]},
+ $CellContext`ErrorBar[
+ Around[2.21028, 0.00811997]]}, {{64,
+ Around[1.1363, 0.00527946]},
+ $CellContext`ErrorBar[
+ Around[1.56987, 0.0147514]]}, {{65536,
+ Around[1.1521, 0.000191932]},
+ $CellContext`ErrorBar[
+ Around[2.09548, 0.00783549]]}, {{67108864,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{8192,
+ Around[1.15156, 0.000525699]},
+ $CellContext`ErrorBar[
+ Around[1.96597, 0.00858909]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.15195, 0.00144136]},
+ $CellContext`ErrorBar[
+ Around[1.84677, 0.0115781]]}, {{1048576,
+ Around[1.15341, 0.0000503403]},
+ $CellContext`ErrorBar[
+ Around[2.30382, 0.00929957]]}, {{128,
+ Around[1.14455, 0.00385429]},
+ $CellContext`ErrorBar[
+ Around[1.66136, 0.0140176]]}, {{131072,
+ Around[1.15337, 0.000137993]},
+ $CellContext`ErrorBar[
+ Around[2.16399, 0.00862823]]}, {{134217728,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16384,
+ Around[1.15308, 0.000379005]},
+ $CellContext`ErrorBar[
+ Around[2.04102, 0.00917135]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.11685, 0.00996059]},
+ $CellContext`ErrorBar[
+ Around[1.42133, 0.0192806]]}, {{2048,
+ Around[1.15263, 0.00103677]},
+ $CellContext`ErrorBar[
+ Around[1.90987, 0.0108233]]}, {{2097152,
+ Around[1.15341, 0.0000358918]},
+ $CellContext`ErrorBar[
+ Around[2.34226, 0.00822226]]}, {{256,
+ Around[1.14759, 0.00277277]},
+ $CellContext`ErrorBar[
+ Around[1.71507, 0.0124863]]}, {{262144,
+ Around[1.15339, 0.0000988263]},
+ $CellContext`ErrorBar[
+ Around[2.21978, 0.00902953]]}, {{32768,
+ Around[1.15325, 0.000271435]},
+ $CellContext`ErrorBar[
+ Around[2.09342, 0.0094452]]}, {{32,
+ Around[1.12565, 0.00723647]},
+ $CellContext`ErrorBar[
+ Around[1.48867, 0.0164019]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.15275, 0.000739699]},
+ $CellContext`ErrorBar[
+ Around[1.94418, 0.00984727]]}, {{4194304,
+ Around[1.15341, 0.0000257048]},
+ $CellContext`ErrorBar[
+ Around[2.40274, 0.00963447]]}, {{512,
+ Around[1.14975, 0.00200092]},
+ $CellContext`ErrorBar[
+ Around[1.7829, 0.0117989]]}, {{524288,
+ Around[1.15339, 0.000070565]},
+ $CellContext`ErrorBar[
+ Around[2.26345, 0.00986742]]}, {{64,
+ Around[1.13796, 0.00530524]},
+ $CellContext`ErrorBar[
+ Around[1.58294, 0.0153114]]}, {{65536,
+ Around[1.15335, 0.000193764]},
+ $CellContext`ErrorBar[
+ Around[2.13337, 0.00905313]]}, {{67108864,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{8192,
+ Around[1.15313, 0.000530626]},
+ $CellContext`ErrorBar[
+ Around[2.00027, 0.00987707]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.15258, 0.00144163]},
+ $CellContext`ErrorBar[
+ Around[1.84644, 0.0110972]]}, {{1048576,
+ Around[1.15472, 0.0000508754]},
+ $CellContext`ErrorBar[
+ Around[2.35039, 0.00964809]]}, {{128,
+ Around[1.14416, 0.00385868]},
+ $CellContext`ErrorBar[
+ Around[1.66571, 0.0153231]]}, {{131072,
+ Around[1.15471, 0.000139364]},
+ $CellContext`ErrorBar[
+ Around[2.20465, 0.00904489]]}, {{134217728,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16384,
+ Around[1.15466, 0.000383644]},
+ $CellContext`ErrorBar[
+ Around[2.08844, 0.0104155]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.11281, 0.00987669]},
+ $CellContext`ErrorBar[
+ Around[1.40256, 0.018408]]}, {{2048,
+ Around[1.15351, 0.00103818]},
+ $CellContext`ErrorBar[
+ Around[1.91363, 0.0107739]]}, {{2097152,
+ Around[1.15476, 0.0000365235]},
+ $CellContext`ErrorBar[
+ Around[2.4226, 0.0113373]]}, {{256,
+ Around[1.14946, 0.00279269]},
+ $CellContext`ErrorBar[
+ Around[1.73697, 0.013025]]}, {{262144,
+ Around[1.15473, 0.0000998215]},
+ $CellContext`ErrorBar[
+ Around[2.26208, 0.0100644]]}, {{32768,
+ Around[1.15461, 0.000271977]},
+ $CellContext`ErrorBar[
+ Around[2.09932, 0.00892152]]}, {{32,
+ Around[1.13174, 0.00732138]},
+ $CellContext`ErrorBar[
+ Around[1.51561, 0.0173747]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.1538, 0.000744635]},
+ $CellContext`ErrorBar[
+ Around[1.96841, 0.0101186]]}, {{4194304,
+ Around[1.15472, 0.000026092]},
+ $CellContext`ErrorBar[
+ Around[2.47286, 0.0118421]]}, {{512,
+ Around[1.15252, 0.00201671]},
+ $CellContext`ErrorBar[
+ Around[1.80679, 0.0121126]]}, {{524288,
+ Around[1.15474, 0.0000713298]},
+ $CellContext`ErrorBar[
+ Around[2.31008, 0.0104166]]}, {{64,
+ Around[1.13873, 0.00530877]},
+ $CellContext`ErrorBar[
+ Around[1.58397, 0.0153011]]}, {{65536,
+ Around[1.1547, 0.00019549]},
+ $CellContext`ErrorBar[
+ Around[2.169, 0.00979978]]}, {{67108864,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{8192,
+ Around[1.15446, 0.000532438]},
+ $CellContext`ErrorBar[
+ Around[2.01162, 0.0102186]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}, {{{1024,
+ Around[1.15464, 0.00145687]},
+ $CellContext`ErrorBar[
+ Around[1.88233, 0.0123204]]}, {{1048576,
+ Around[1.15607, 0.0000516156]},
+ $CellContext`ErrorBar[
+ Around[2.41645, 0.0112277]]}, {{128,
+ Around[1.14591, 0.00386911]},
+ $CellContext`ErrorBar[
+ Around[1.67218, 0.0147571]]}, {{131072,
+ Around[1.15602, 0.000141208]},
+ $CellContext`ErrorBar[
+ Around[2.2608, 0.0116506]]}, {{134217728,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16384,
+ Around[1.15589, 0.000384196]},
+ $CellContext`ErrorBar[
+ Around[2.09223, 0.0101285]]}, {{16777216,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{16,
+ Around[1.11335, 0.00989619]},
+ $CellContext`ErrorBar[
+ Around[1.40742, 0.0186645]]}, {{2048,
+ Around[1.15478, 0.00104321]},
+ $CellContext`ErrorBar[
+ Around[1.93007, 0.0109572]]}, {{2097152,
+ Around[1.15607, 0.0000370124]},
+ $CellContext`ErrorBar[
+ Around[2.48507, 0.0121663]]}, {{256,
+ Around[1.14934, 0.00279215]},
+ $CellContext`ErrorBar[
+ Around[1.73648, 0.0130995]]}, {{262144,
+ Around[1.15606, 0.000100711]},
+ $CellContext`ErrorBar[
+ Around[2.29993, 0.0102778]]}, {{32768,
+ Around[1.15588, 0.000274912]},
+ $CellContext`ErrorBar[
+ Around[2.14252, 0.00986559]]}, {{32,
+ Around[1.12851, 0.00726187]},
+ $CellContext`ErrorBar[
+ Around[1.49534, 0.0164743]]}, {{33554432,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{4096,
+ Around[1.15566, 0.000749959]},
+ $CellContext`ErrorBar[
+ Around[1.99345, 0.0111159]]}, {{4194304,
+ Around[1.15605, 0.0000265566]},
+ $CellContext`ErrorBar[
+ Around[2.55875, 0.0129402]]}, {{512,
+ Around[1.15371, 0.00202446]},
+ $CellContext`ErrorBar[
+ Around[1.81884, 0.0123377]]}, {{524288,
+ Around[1.15607, 0.0000720161]},
+ $CellContext`ErrorBar[
+ Around[2.35204, 0.0100375]]}, {{64,
+ Around[1.14047, 0.00534241]},
+ $CellContext`ErrorBar[
+ Around[1.60165, 0.0159717]]}, {{65536,
+ Around[1.15593, 0.00019718]},
+ $CellContext`ErrorBar[
+ Around[2.2043, 0.0105552]]}, {{67108864,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}, {{8192,
+ Around[1.15587, 0.000536661]},
+ $CellContext`ErrorBar[
+ Around[2.04118, 0.0100675]]}, {{8388608,
+ Around["-nan", "-nan"]},
+ $CellContext`ErrorBar[
+ Around["-nan", "-nan"]]}}}, "InitialShape" ->
+ TypeSystem`PackageScope`Limited[
+ TypeSystem`PackageScope`ColumnShape[
+ TypeSystem`PackageScope`Limited[
+ TypeSystem`PackageScope`ColumnShape[
+ TypeSystem`PackageScope`Limited[
+ TypeSystem`PackageScope`RowShape[{
+ TypeSystem`PackageScope`Limited[
+ TypeSystem`PackageScope`RowShape[{
+ TypeSystem`PackageScope`AtomShape[34],
+ TypeSystem`PackageScope`UnknownShape[False]}],
+ DirectedInfinity[1], 2, {All, All, 1}],
+ TypeSystem`PackageScope`UnknownShape[False]}],
+ DirectedInfinity[1], 2, {All, All}]], 2,
+ DirectedInfinity[1], {All}]], 10,
+ DirectedInfinity[1], {}], "InitialType" -> TypeSystem`Vector[
+ TypeSystem`Vector[
+ TypeSystem`Tuple[{
+ TypeSystem`Tuple[{
+ TypeSystem`Atom[Integer], TypeSystem`AnyType}],
+ TypeSystem`AnyType}], TypeSystem`AnyLength], 21], "Meta" ->
+ Association["ID" -> 71485637312578], "RowTarget" -> 20,
+ "ColumnTarget" -> 20, "Shape" -> TypeSystem`PackageScope`Limited[
+ TypeSystem`PackageScope`ColumnShape[
+ TypeSystem`PackageScope`Limited[
+ TypeSystem`PackageScope`ColumnShape[
+ TypeSystem`PackageScope`Limited[
+ TypeSystem`PackageScope`RowShape[{
+ TypeSystem`PackageScope`Limited[
+ TypeSystem`PackageScope`RowShape[{
+ TypeSystem`PackageScope`AtomShape[34],
+ TypeSystem`PackageScope`UnknownShape[False]}],
+ DirectedInfinity[1], 2, {All, All, 1}],
+ TypeSystem`PackageScope`UnknownShape[False]}],
+ DirectedInfinity[1], 2, {All, All}]], 2,
+ DirectedInfinity[1], {All}]], 10,
+ DirectedInfinity[1], {}], "Type" -> TypeSystem`Vector[
+ TypeSystem`Vector[
+ TypeSystem`Tuple[{
+ TypeSystem`Tuple[{
+ TypeSystem`Atom[Integer], TypeSystem`AnyType}],
+ TypeSystem`AnyType}], TypeSystem`AnyLength], 21], "Path" -> {},
+ "BaseIndices" -> {}, "DisplayedRowCount" -> 10,
+ "DisplayedColumnCount" -> 2, "DataRowCount" -> 21, "DataColumnCount" ->
+ 2, "SortPaths" -> {}, "SortDirections" -> {}, "HiddenItemsMap" ->
+ Null, "UpdateType" -> 1],
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$ = {},
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$ = 1,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$ = 1,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$ =
+ DynamicModule[{
+ TypeSystem`NestedGrid`PackagePrivate`renderedGrid = Deploy[
+ Style[
+ Grid[{{
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1024"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{1, 1,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.1281", "0.0013"}, "Around"],
+ Around[1.12813, 0.0013374]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{1, 1,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.624", "0.007"}, "Around"],
+ Around[1.62355, 0.00708451]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{1, 1,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1048576"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{1, 2,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.12994", "0.00004"}, "Around"],
+ Around[1.12994, 0.0000433233]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{1, 2,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.7418", "0.0013"}, "Around"],
+ Around[1.74175, 0.00128989]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{1, 2,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ EventHandler[
+ MouseAppearance[
+ Mouseover[
+ Superscript["22 total \:203a ", ""],
+ Style[
+ Superscript["22 total \:203a ", ""], FontColor ->
+ RGBColor[
+ 0.27450980392156865`, 0.5372549019607843,
+ 0.792156862745098]]], "LinkHand"], {"MouseClicked", 1} :>
+ TypeSystem`NestedGrid`PackagePrivate`updateState[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]]][{1},
+ 2]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{1},
+ "Item", False], "Mouse"],
+ ImageMargins -> {{5, 3}, {4, 5}}], BaseStyle -> {{
+ RGBColor[
+ 0.5098039215686274, 0.5098039215686274,
+ 0.5098039215686274], 8}, ContextMenu -> {
+ MenuItem["Show 1 More Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 1]& , {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 More Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 5]& , {All}]], MenuEvaluator -> Automatic], Delimiter,
+ MenuItem["Show 1 Fewer Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -1]& \
+, {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 Fewer Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -5]& \
+, {All}]], MenuEvaluator -> Automatic]}}, Alignment -> {Left, Baseline},
+ Background -> GrayLevel[0.98]], SpanFromLeft, SpanFromLeft}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1024"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{2, 1,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.1293", "0.0013"}, "Around"],
+ Around[1.1293, 0.0013414]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{2, 1,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.632", "0.007"}, "Around"],
+ Around[1.63158, 0.00720313]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{2, 1,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1048576"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{2, 2,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.13122", "0.00004"}, "Around"],
+ Around[1.13122, 0.0000436084]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{2, 2,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.7628", "0.0015"}, "Around"],
+ Around[1.76277, 0.00150706]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{2, 2,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ EventHandler[
+ MouseAppearance[
+ Mouseover[
+ Superscript["22 total \:203a ", ""],
+ Style[
+ Superscript["22 total \:203a ", ""], FontColor ->
+ RGBColor[
+ 0.27450980392156865`, 0.5372549019607843,
+ 0.792156862745098]]], "LinkHand"], {"MouseClicked", 1} :>
+ TypeSystem`NestedGrid`PackagePrivate`updateState[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]]][{2},
+ 2]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{2},
+ "Item", False], "Mouse"],
+ ImageMargins -> {{5, 3}, {4, 5}}], BaseStyle -> {{
+ RGBColor[
+ 0.5098039215686274, 0.5098039215686274,
+ 0.5098039215686274], 8}, ContextMenu -> {
+ MenuItem["Show 1 More Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 1]& , {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 More Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 5]& , {All}]], MenuEvaluator -> Automatic], Delimiter,
+ MenuItem["Show 1 Fewer Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -1]& \
+, {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 Fewer Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -5]& \
+, {All}]], MenuEvaluator -> Automatic]}}, Alignment -> {Left, Baseline},
+ Background -> GrayLevel[0.98]], SpanFromLeft, SpanFromLeft}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1024"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{3, 1,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.1311", "0.0013"}, "Around"],
+ Around[1.13111, 0.00134881]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{3, 1,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.647", "0.007"}, "Around"],
+ Around[1.64702, 0.00722579]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{3, 1,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1048576"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{3, 2,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.13251", "0.00004"}, "Around"],
+ Around[1.13251, 0.0000438326]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{3, 2,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.7789", "0.0015"}, "Around"],
+ Around[1.7789, 0.00154708]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{3, 2,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ EventHandler[
+ MouseAppearance[
+ Mouseover[
+ Superscript["22 total \:203a ", ""],
+ Style[
+ Superscript["22 total \:203a ", ""], FontColor ->
+ RGBColor[
+ 0.27450980392156865`, 0.5372549019607843,
+ 0.792156862745098]]], "LinkHand"], {"MouseClicked", 1} :>
+ TypeSystem`NestedGrid`PackagePrivate`updateState[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]]][{3},
+ 2]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{3},
+ "Item", False], "Mouse"],
+ ImageMargins -> {{5, 3}, {4, 5}}], BaseStyle -> {{
+ RGBColor[
+ 0.5098039215686274, 0.5098039215686274,
+ 0.5098039215686274], 8}, ContextMenu -> {
+ MenuItem["Show 1 More Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 1]& , {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 More Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 5]& , {All}]], MenuEvaluator -> Automatic], Delimiter,
+ MenuItem["Show 1 Fewer Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -1]& \
+, {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 Fewer Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -5]& \
+, {All}]], MenuEvaluator -> Automatic]}}, Alignment -> {Left, Baseline},
+ Background -> GrayLevel[0.98]], SpanFromLeft, SpanFromLeft}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1024"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{4, 1,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.1328", "0.0014"}, "Around"],
+ Around[1.13276, 0.00135518]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{4, 1,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.660", "0.007"}, "Around"],
+ Around[1.66019, 0.00749119]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{4, 1,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1048576"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{4, 2,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.13377", "0.00004"}, "Around"],
+ Around[1.13377, 0.0000441151]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{4, 2,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.7999", "0.0017"}, "Around"],
+ Around[1.7999, 0.00172576]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{4, 2,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ EventHandler[
+ MouseAppearance[
+ Mouseover[
+ Superscript["22 total \:203a ", ""],
+ Style[
+ Superscript["22 total \:203a ", ""], FontColor ->
+ RGBColor[
+ 0.27450980392156865`, 0.5372549019607843,
+ 0.792156862745098]]], "LinkHand"], {"MouseClicked", 1} :>
+ TypeSystem`NestedGrid`PackagePrivate`updateState[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]]][{4},
+ 2]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{4},
+ "Item", False], "Mouse"],
+ ImageMargins -> {{5, 3}, {4, 5}}], BaseStyle -> {{
+ RGBColor[
+ 0.5098039215686274, 0.5098039215686274,
+ 0.5098039215686274], 8}, ContextMenu -> {
+ MenuItem["Show 1 More Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 1]& , {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 More Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 5]& , {All}]], MenuEvaluator -> Automatic], Delimiter,
+ MenuItem["Show 1 Fewer Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -1]& \
+, {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 Fewer Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -5]& \
+, {All}]], MenuEvaluator -> Automatic]}}, Alignment -> {Left, Baseline},
+ Background -> GrayLevel[0.98]], SpanFromLeft, SpanFromLeft}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1024"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{5, 1,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.1332", "0.0014"}, "Around"],
+ Around[1.1332, 0.00135744]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{5, 1,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.665", "0.008"}, "Around"],
+ Around[1.66507, 0.00764677]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{5, 1,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1048576"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{5, 2,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.13509", "0.00004"}, "Around"],
+ Around[1.13509, 0.0000443676]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{5, 2,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.8185", "0.0017"}, "Around"],
+ Around[1.81846, 0.00168948]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{5, 2,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ EventHandler[
+ MouseAppearance[
+ Mouseover[
+ Superscript["23 total \:203a ", ""],
+ Style[
+ Superscript["23 total \:203a ", ""], FontColor ->
+ RGBColor[
+ 0.27450980392156865`, 0.5372549019607843,
+ 0.792156862745098]]], "LinkHand"], {"MouseClicked", 1} :>
+ TypeSystem`NestedGrid`PackagePrivate`updateState[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]]][{5},
+ 2]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{5},
+ "Item", False], "Mouse"],
+ ImageMargins -> {{5, 3}, {4, 5}}], BaseStyle -> {{
+ RGBColor[
+ 0.5098039215686274, 0.5098039215686274,
+ 0.5098039215686274], 8}, ContextMenu -> {
+ MenuItem["Show 1 More Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 1]& , {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 More Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 5]& , {All}]], MenuEvaluator -> Automatic], Delimiter,
+ MenuItem["Show 1 Fewer Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -1]& \
+, {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 Fewer Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -5]& \
+, {All}]], MenuEvaluator -> Automatic]}}, Alignment -> {Left, Baseline},
+ Background -> GrayLevel[0.98]], SpanFromLeft, SpanFromLeft}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1024"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{6, 1,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.1354", "0.0014"}, "Around"],
+ Around[1.13542, 0.00136799]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{6, 1,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.688", "0.008"}, "Around"],
+ Around[1.68775, 0.00807051]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{6, 1,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1048576"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{6, 2,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.13636", "0.00004"}, "Around"],
+ Around[1.13636, 0.0000446767]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{6, 2,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.8418", "0.0021"}, "Around"],
+ Around[1.84182, 0.00207052]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{6, 2,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ EventHandler[
+ MouseAppearance[
+ Mouseover[
+ Superscript["23 total \:203a ", ""],
+ Style[
+ Superscript["23 total \:203a ", ""], FontColor ->
+ RGBColor[
+ 0.27450980392156865`, 0.5372549019607843,
+ 0.792156862745098]]], "LinkHand"], {"MouseClicked", 1} :>
+ TypeSystem`NestedGrid`PackagePrivate`updateState[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]]][{6},
+ 2]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{6},
+ "Item", False], "Mouse"],
+ ImageMargins -> {{5, 3}, {4, 5}}], BaseStyle -> {{
+ RGBColor[
+ 0.5098039215686274, 0.5098039215686274,
+ 0.5098039215686274], 8}, ContextMenu -> {
+ MenuItem["Show 1 More Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 1]& , {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 More Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 5]& , {All}]], MenuEvaluator -> Automatic], Delimiter,
+ MenuItem["Show 1 Fewer Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -1]& \
+, {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 Fewer Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -5]& \
+, {All}]], MenuEvaluator -> Automatic]}}, Alignment -> {Left, Baseline},
+ Background -> GrayLevel[0.98]], SpanFromLeft, SpanFromLeft}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1024"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{7, 1,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.1356", "0.0014"}, "Around"],
+ Around[1.13558, 0.00136895]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{7, 1,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.690", "0.009"}, "Around"],
+ Around[1.68989, 0.00854686]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{7, 1,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1048576"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{7, 2,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.13766", "0.00005"}, "Around"],
+ Around[1.13766, 0.0000450228]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{7, 2,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.8683", "0.0023"}, "Around"],
+ Around[1.86833, 0.00234798]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{7, 2,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ EventHandler[
+ MouseAppearance[
+ Mouseover[
+ Superscript["23 total \:203a ", ""],
+ Style[
+ Superscript["23 total \:203a ", ""], FontColor ->
+ RGBColor[
+ 0.27450980392156865`, 0.5372549019607843,
+ 0.792156862745098]]], "LinkHand"], {"MouseClicked", 1} :>
+ TypeSystem`NestedGrid`PackagePrivate`updateState[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]]][{7},
+ 2]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{7},
+ "Item", False], "Mouse"],
+ ImageMargins -> {{5, 3}, {4, 5}}], BaseStyle -> {{
+ RGBColor[
+ 0.5098039215686274, 0.5098039215686274,
+ 0.5098039215686274], 8}, ContextMenu -> {
+ MenuItem["Show 1 More Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 1]& , {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 More Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 5]& , {All}]], MenuEvaluator -> Automatic], Delimiter,
+ MenuItem["Show 1 Fewer Row at This Level",
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -1]& \
+, {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 Fewer Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -5]& \
+, {All}]], MenuEvaluator -> Automatic]}}, Alignment -> {Left, Baseline},
+ Background -> GrayLevel[0.98]], SpanFromLeft, SpanFromLeft}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1024"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{8, 1,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.1374", "0.0014"}, "Around"],
+ Around[1.13743, 0.00137867]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{8, 1,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.711", "0.009"}, "Around"],
+ Around[1.71117, 0.00879492]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{8, 1,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1048576"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{8, 2,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.13893", "0.00005"}, "Around"],
+ Around[1.13893, 0.0000453563]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{8, 2,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.8940", "0.0026"}, "Around"],
+ Around[1.89399, 0.00262653]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{8, 2,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ EventHandler[
+ MouseAppearance[
+ Mouseover[
+ Superscript["22 total \:203a ", ""],
+ Style[
+ Superscript["22 total \:203a ", ""], FontColor ->
+ RGBColor[
+ 0.27450980392156865`, 0.5372549019607843,
+ 0.792156862745098]]], "LinkHand"], {"MouseClicked", 1} :>
+ TypeSystem`NestedGrid`PackagePrivate`updateState[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]]][{8},
+ 2]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{8},
+ "Item", False], "Mouse"],
+ ImageMargins -> {{5, 3}, {4, 5}}], BaseStyle -> {{
+ RGBColor[
+ 0.5098039215686274, 0.5098039215686274,
+ 0.5098039215686274], 8}, ContextMenu -> {
+ MenuItem["Show 1 More Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 1]& , {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 More Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 5]& , {All}]], MenuEvaluator -> Automatic], Delimiter,
+ MenuItem["Show 1 Fewer Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -1]& \
+, {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 Fewer Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -5]& \
+, {All}]], MenuEvaluator -> Automatic]}}, Alignment -> {Left, Baseline},
+ Background -> GrayLevel[0.98]], SpanFromLeft, SpanFromLeft}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1024"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{9, 1,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.1381", "0.0010"}, "Around"],
+ Around[1.13808, 0.000973794]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{9, 1,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.706", "0.006"}, "Around"],
+ Around[1.70644, 0.0058437]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{9, 1,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1048576"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{9, 2,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.14024", "0.00005"}, "Around"],
+ Around[1.14024, 0.0000456537]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{9, 2,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.9167", "0.0028"}, "Around"],
+ Around[1.91669, 0.00275644]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{9, 2,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ EventHandler[
+ MouseAppearance[
+ Mouseover[
+ Superscript["22 total \:203a ", ""],
+ Style[
+ Superscript["22 total \:203a ", ""], FontColor ->
+ RGBColor[
+ 0.27450980392156865`, 0.5372549019607843,
+ 0.792156862745098]]], "LinkHand"], {"MouseClicked", 1} :>
+ TypeSystem`NestedGrid`PackagePrivate`updateState[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]]][{9},
+ 2]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{9},
+ "Item", False], "Mouse"],
+ ImageMargins -> {{5, 3}, {4, 5}}], BaseStyle -> {{
+ RGBColor[
+ 0.5098039215686274, 0.5098039215686274,
+ 0.5098039215686274], 8}, ContextMenu -> {
+ MenuItem["Show 1 More Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 1]& , {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 More Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 5]& , {All}]], MenuEvaluator -> Automatic], Delimiter,
+ MenuItem["Show 1 Fewer Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -1]& \
+, {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 Fewer Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -5]& \
+, {All}]], MenuEvaluator -> Automatic]}}, Alignment -> {Left, Baseline},
+ Background -> GrayLevel[0.98]], SpanFromLeft, SpanFromLeft}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1024"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{10, 1,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.1404", "0.0010"}, "Around"],
+ Around[1.14041, 0.000983035]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{10, 1,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.735", "0.006"}, "Around"],
+ Around[1.73543, 0.00633497]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{10, 1,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes["1048576"],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{10, 2,
+ 1, 1}, "Item", False], "Mouse"],
+ ImageSize -> {{34, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ InterpretationBox[
+ TemplateBox[{"1.14157", "0.00005"}, "Around"],
+ Around[1.14157, 0.00004599]], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{10, 2,
+ 1, 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}],
+ Item[
+ Pane[
+ Annotation[
+ RawBoxes[
+ StyleBox[
+ RowBox[{"ErrorBar", "[",
+ InterpretationBox[
+ TemplateBox[{"1.9428", "0.0030"}, "Around"],
+ Around[1.94279, 0.00295633]], "]"}], FontFamily ->
+ "Source Code Pro", ShowStringCharacters -> True]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{10, 2,
+ 2}, "Item", False], "Mouse"],
+ ImageSize -> {{60, Full}, Automatic},
+ ImageMargins -> {{5, 3}, {4, 5}}],
+ ItemSize -> {Full, Automatic}]}, {
+ Item[
+ Pane[
+ Annotation[
+ EventHandler[
+ MouseAppearance[
+ Mouseover[
+ Superscript["23 total \:203a ", ""],
+ Style[
+ Superscript["23 total \:203a ", ""], FontColor ->
+ RGBColor[
+ 0.27450980392156865`, 0.5372549019607843,
+ 0.792156862745098]]], "LinkHand"], {"MouseClicked", 1} :>
+ TypeSystem`NestedGrid`PackagePrivate`updateState[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]]][{10},
+ 2]],
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][{10},
+ "Item", False], "Mouse"],
+ ImageMargins -> {{5, 3}, {4, 5}}], BaseStyle -> {{
+ RGBColor[
+ 0.5098039215686274, 0.5098039215686274,
+ 0.5098039215686274], 8}, ContextMenu -> {
+ MenuItem["Show 1 More Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 1]& , {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 More Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#,
+ 5]& , {All}]], MenuEvaluator -> Automatic], Delimiter,
+ MenuItem["Show 1 Fewer Row at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -1]& \
+, {All}]], MenuEvaluator -> Automatic],
+ MenuItem["Show 5 Fewer Rows at This Level",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows",
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimitBy[#, -5]& \
+, {All}]], MenuEvaluator -> Automatic]}}, Alignment -> {Left, Baseline},
+ Background -> GrayLevel[0.98]], SpanFromLeft, SpanFromLeft}, {
+ Item[
+ Deploy[
+ Pane[
+ Row[{
+ Spacer[2],
+ Style[
+ Row[{
+ Button[
+ MouseAppearance[
+ Mouseover[
+ Graphics[{{
+ EdgeForm[None],
+ FaceForm[None],
+ Rectangle[{0, 0}, {18, 18}, RoundingRadius -> 2]},
+ Rotate[
+ Translate[{
+ CapForm[Round],
+ RGBColor[
+ 0.5372549019607843, 0.5372549019607843,
+ 0.5372549019607843],
+ Line[{{0, 0}, {4, 5}, {8, 0}}],
+ Line[{{0, 5}, {8, 5}}]}, {5, 6.5}], 0, {9, 9}]},
+ ImageSize -> (1 -> 1), ImagePadding -> {{0, 1}, {1, 0}},
+ BaselinePosition -> Scaled[0.35]],
+ Graphics[{{
+ EdgeForm[
+ RGBColor[
+ 0.27450980392156865`, 0.5411764705882353,
+ 0.796078431372549]],
+ FaceForm[None],
+ Rectangle[{0, 0}, {18, 18}, RoundingRadius -> 2]},
+ Rotate[
+ Translate[{
+ CapForm[Round],
+ RGBColor[
+ 0.27450980392156865`, 0.5411764705882353,
+ 0.796078431372549],
+ Line[{{0, 0}, {4, 5}, {8, 0}}],
+ Line[{{0, 5}, {8, 5}}]}, {5, 6.5}], 0, {9, 9}]},
+ ImageSize -> (1 -> 1), ImagePadding -> {{0, 1}, {1, 0}},
+ BaselinePosition -> Scaled[0.35]]], "LinkHand"],
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$ =
+ Clip[TypeSystem`NestedGrid`PackagePrivate`$vPos$$ - 10
+ If[True, 21, 1], {1, 21 - -10 + 1}], Appearance -> None],
+
+ Button[
+ MouseAppearance[
+ Mouseover[
+ Graphics[{{
+ EdgeForm[None],
+ FaceForm[None],
+ Rectangle[{0, 0}, {18, 18}, RoundingRadius -> 2]},
+ Rotate[
+ Translate[{
+ CapForm[Round],
+ RGBColor[
+ 0.5372549019607843, 0.5372549019607843,
+ 0.5372549019607843],
+ Line[{{0, 0}, {4, 5}, {8, 0}}]}, {5, 6.5}], 0, {9, 9}]},
+ ImageSize -> (1 -> 1), ImagePadding -> {{0, 1}, {1, 0}},
+ BaselinePosition -> Scaled[0.35]],
+ Graphics[{{
+ EdgeForm[
+ RGBColor[
+ 0.27450980392156865`, 0.5411764705882353,
+ 0.796078431372549]],
+ FaceForm[None],
+ Rectangle[{0, 0}, {18, 18}, RoundingRadius -> 2]},
+ Rotate[
+ Translate[{
+ CapForm[Round],
+ RGBColor[
+ 0.27450980392156865`, 0.5411764705882353,
+ 0.796078431372549],
+ Line[{{0, 0}, {4, 5}, {8, 0}}]}, {5, 6.5}], 0, {9, 9}]},
+ ImageSize -> (1 -> 1), ImagePadding -> {{0, 1}, {1, 0}},
+ BaselinePosition -> Scaled[0.35]]], "LinkHand"],
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$ =
+ Clip[TypeSystem`NestedGrid`PackagePrivate`$vPos$$ - 10
+ If[False, 21, 1], {1, 21 - -10 + 1}], Appearance -> None],
+ " ",
+ Style[
+ Mouseover[
+ Row[{"rows ", 1, "\[Dash]", 10, " of ",
+ Style[
+ 21, FontColor -> GrayLevel[0], FontWeight -> "Medium"]},
+ BaseStyle -> {
+ FontSize -> 8., FontColor ->
+ RGBColor[0.5098039215686274, 0.5098039215686274,
+ 0.5098039215686274]}],
+ Row[{"rows ", 1, "\[Dash]", 10, " of ",
+ Style[
+ 21, FontColor -> GrayLevel[0], FontWeight -> "Medium"]},
+ BaseStyle -> {
+ FontSize -> 8., FontColor ->
+ RGBColor[0.5098039215686274, 0.5098039215686274,
+ 0.5098039215686274]}]], ContextMenu -> {
+ MenuItem["Hide",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows", 1, {}]], MenuEvaluator -> Automatic],
+ MenuItem["Show up to 10 Rows",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows", 10, {}]], MenuEvaluator -> Automatic],
+ MenuItem["Show up to 30 Rows",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows", 30, {}]], MenuEvaluator -> Automatic],
+ MenuItem["Show up to 100 Rows",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows", 100, {}]], MenuEvaluator -> Automatic],
+ MenuItem["Show All",
+ KernelExecute[
+
+ TypeSystem`NestedGrid`PackagePrivate`adjustLimits[{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]},
+ "Rows", 100000000, {}]], MenuEvaluator -> Automatic]}],
+ " ",
+ Button[
+ MouseAppearance[
+ Mouseover[
+ Graphics[{{
+ EdgeForm[None],
+ FaceForm[None],
+ Rectangle[{0, 0}, {18, 18}, RoundingRadius -> 2]},
+ Rotate[
+ Translate[{
+ CapForm[Round],
+ RGBColor[
+ 0.5372549019607843, 0.5372549019607843,
+ 0.5372549019607843],
+ Line[{{0, 0}, {4, 5}, {8, 0}}]}, {5, 6.5}], 180 Degree, {
+ 9, 9}]}, ImageSize -> (1 -> 1),
+ ImagePadding -> {{0, 1}, {1, 0}}, BaselinePosition ->
+ Scaled[0.35]],
+ Graphics[{{
+ EdgeForm[
+ RGBColor[
+ 0.27450980392156865`, 0.5411764705882353,
+ 0.796078431372549]],
+ FaceForm[None],
+ Rectangle[{0, 0}, {18, 18}, RoundingRadius -> 2]},
+ Rotate[
+ Translate[{
+ CapForm[Round],
+ RGBColor[
+ 0.27450980392156865`, 0.5411764705882353,
+ 0.796078431372549],
+ Line[{{0, 0}, {4, 5}, {8, 0}}]}, {5, 6.5}], 180 Degree, {
+ 9, 9}]}, ImageSize -> (1 -> 1),
+ ImagePadding -> {{0, 1}, {1, 0}}, BaselinePosition ->
+ Scaled[0.35]]], "LinkHand"],
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$ =
+ Clip[TypeSystem`NestedGrid`PackagePrivate`$vPos$$ +
+ 10 If[False, 21, 1], {1, 21 - 10 + 1}], Appearance ->
+ None],
+ Button[
+ MouseAppearance[
+ Mouseover[
+ Graphics[{{
+ EdgeForm[None],
+ FaceForm[None],
+ Rectangle[{0, 0}, {18, 18}, RoundingRadius -> 2]},
+ Rotate[
+ Translate[{
+ CapForm[Round],
+ RGBColor[
+ 0.5372549019607843, 0.5372549019607843,
+ 0.5372549019607843],
+ Line[{{0, 0}, {4, 5}, {8, 0}}],
+ Line[{{0, 5}, {8, 5}}]}, {5, 6.5}], 180 Degree, {9, 9}]},
+ ImageSize -> (1 -> 1), ImagePadding -> {{0, 1}, {1, 0}},
+ BaselinePosition -> Scaled[0.35]],
+ Graphics[{{
+ EdgeForm[
+ RGBColor[
+ 0.27450980392156865`, 0.5411764705882353,
+ 0.796078431372549]],
+ FaceForm[None],
+ Rectangle[{0, 0}, {18, 18}, RoundingRadius -> 2]},
+ Rotate[
+ Translate[{
+ CapForm[Round],
+ RGBColor[
+ 0.27450980392156865`, 0.5411764705882353,
+ 0.796078431372549],
+ Line[{{0, 0}, {4, 5}, {8, 0}}],
+ Line[{{0, 5}, {8, 5}}]}, {5, 6.5}], 180 Degree, {9, 9}]},
+ ImageSize -> (1 -> 1), ImagePadding -> {{0, 1}, {1, 0}},
+ BaselinePosition -> Scaled[0.35]]], "LinkHand"],
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$ =
+ Clip[TypeSystem`NestedGrid`PackagePrivate`$vPos$$ +
+ 10 If[True, 21, 1], {1, 21 - 10 + 1}], Appearance ->
+ None]}], ContextMenu -> {}],
+ Graphics[{
+ RGBColor[
+ 0.8196078431372549, 0.8196078431372549,
+ 0.8196078431372549],
+ Line[{{0, 0}, {0, 19}}]}, ImageSize -> (1 -> 1),
+ ImagePadding -> {{0, 0}, {0, 0}}, BaselinePosition ->
+ Scaled[0.35]]}], ImageMargins -> {{0, -1}, {-1, 1}}]],
+ Background ->
+ RGBColor[
+ 0.9764705882352941, 0.9764705882352941, 0.9764705882352941],
+ Alignment -> {Left, Top}], SpanFromLeft, SpanFromLeft}},
+ BaseStyle -> {
+ ContextMenu ->
+ Dynamic[
+ TypeSystem`NestedGrid`PackagePrivate`$contextMenuTrigger;
+ Which[TypeSystem`NestedGrid`PackagePrivate`$lastOutputID =!=
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$], {},
+ TypeSystem`NestedGrid`PackagePrivate`$contextMenuTrigger ===
+ TypeSystem`NestedGrid`PackagePrivate`$\
+lastContextMenuTrigger, TypeSystem`NestedGrid`PackagePrivate`$lastContextMenu,
+ True, TypeSystem`NestedGrid`PackagePrivate`$\
+lastContextMenuTrigger =
+ TypeSystem`NestedGrid`PackagePrivate`$contextMenuTrigger;
+ TypeSystem`NestedGrid`PackagePrivate`$lastContextMenu =
+ Block[{TypeSystem`NestedGrid`PackagePrivate`$\
+globalScrollPos = {TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$}},
+
+ With[{TypeSystem`NestedGrid`PackagePrivate`lastPath$ =
+ TypeSystem`NestedGrid`PackagePrivate`$lastPath,
+ TypeSystem`NestedGrid`PackagePrivate`lastPathType$ =
+ TypeSystem`NestedGrid`PackagePrivate`$lastPathType,
+ TypeSystem`NestedGrid`PackagePrivate`isLeafHeader$ =
+ TypeSystem`NestedGrid`PackagePrivate`$\
+lastPathIsLeafHeader, TypeSystem`NestedGrid`PackagePrivate`allHidden$ =
+ TypeSystem`NestedGrid`PackagePrivate`allHiddenQ[
+ TypeSystem`NestedGrid`PackagePrivate`$lastPath,
+ TypeSystem`NestedGrid`PackagePrivate`$state$$],
+ TypeSystem`NestedGrid`PackagePrivate`anyHidden$ =
+ TypeSystem`NestedGrid`PackagePrivate`anyHiddenQ[
+ TypeSystem`NestedGrid`PackagePrivate`$lastPath,
+ TypeSystem`NestedGrid`PackagePrivate`$state$$],
+ TypeSystem`NestedGrid`PackagePrivate`sortDirection$ =
+ TypeSystem`NestedGrid`PackagePrivate`columnSortDirection[
+ TypeSystem`NestedGrid`PackagePrivate`$lastPath,
+ TypeSystem`NestedGrid`PackagePrivate`$state$$[
+ "SortPaths"],
+ TypeSystem`NestedGrid`PackagePrivate`$state$$[
+ "SortDirections"]],
+ TypeSystem`NestedGrid`PackagePrivate`haveData$ = Not[
+ FailureQ[
+ TypeSystem`NestedGrid`PackagePrivate`datasetInitialData[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$]]],
+ TypeSystem`NestedGrid`PackagePrivate`isKeyDummy$ = Not[
+ FreeQ[
+ TypeSystem`NestedGrid`PackagePrivate`$lastPath, Keys]]},
+ Join[{
+ If[
+ Or[
+ Not[TypeSystem`NestedGrid`PackagePrivate`haveData$],
+ Not[TypeSystem`NestedGrid`PackagePrivate`anyHidden$],
+ TypeSystem`NestedGrid`PackagePrivate`isKeyDummy$],
+ Nothing,
+ MenuItem[
+ StringJoin["Show ",
+ Which[
+ TypeSystem`NestedGrid`PackagePrivate`lastPathType$ ==
+ "Item", "",
+ TypeSystem`NestedGrid`PackagePrivate`allHidden$,
+ ToString[
+ ReplaceAll[
+ Last[TypeSystem`NestedGrid`PackagePrivate`lastPath$],
+ Key[
+ Pattern[TypeSystem`NestedGrid`PackagePrivate`x,
+ Blank[]]] :> TypeSystem`NestedGrid`PackagePrivate`x]],
+ TypeSystem`NestedGrid`PackagePrivate`lastPathType$ ==
+ "RowHeader", "Row",
+ TypeSystem`NestedGrid`PackagePrivate`lastPathType$ ==
+ "ColumnHeader", "Column", True, ""]],
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`updateHiddenItems[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]]][
+ TypeSystem`NestedGrid`PackagePrivate`lastPath$,
+ "remove"]], MenuEvaluator -> Automatic]],
+ If[
+ Or[
+ Not[TypeSystem`NestedGrid`PackagePrivate`haveData$],
+ TypeSystem`NestedGrid`PackagePrivate`pathEmptyQ[
+ TypeSystem`NestedGrid`PackagePrivate`$lastPath,
+ TypeSystem`NestedGrid`PackagePrivate`$state$$],
+ TypeSystem`NestedGrid`PackagePrivate`allHidden$,
+ TypeSystem`NestedGrid`PackagePrivate`isKeyDummy$],
+ Nothing,
+ MenuItem[
+ StringJoin["Hide ",
+ Which[
+ TypeSystem`NestedGrid`PackagePrivate`lastPathType$ ==
+ "Item", "",
+ TypeSystem`NestedGrid`PackagePrivate`allHidden$,
+ ToString[
+ ReplaceAll[
+ Last[TypeSystem`NestedGrid`PackagePrivate`lastPath$],
+ Key[
+ Pattern[TypeSystem`NestedGrid`PackagePrivate`x,
+ Blank[]]] :> TypeSystem`NestedGrid`PackagePrivate`x]],
+ TypeSystem`NestedGrid`PackagePrivate`lastPathType$ ==
+ "RowHeader", "Row",
+ TypeSystem`NestedGrid`PackagePrivate`lastPathType$ ==
+ "ColumnHeader", "Column", True, ""]],
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`updateHiddenItems[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]]][
+ TypeSystem`NestedGrid`PackagePrivate`lastPath$, "add"]],
+ MenuEvaluator -> Automatic]], Delimiter},
+ If[
+ And[TypeSystem`NestedGrid`PackagePrivate`haveData$,
+ MatchQ[TypeSystem`NestedGrid`PackagePrivate`lastPathType$,
+ Alternatives["ColumnHeader", "KeyDummy"]],
+ TypeSystem`NestedGrid`PackagePrivate`isLeafHeader$,
+ Not[TypeSystem`NestedGrid`PackagePrivate`allHidden$]], {
+ If[
+ TypeSystem`NestedGrid`PackagePrivate`sortDirection$ =!=
+ "Ascending",
+ MenuItem["Sort",
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`updateSort[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][
+ TypeSystem`NestedGrid`PackagePrivate`lastPath$,
+ "Ascending"]], MenuEvaluator -> Automatic], Nothing],
+ If[
+ TypeSystem`NestedGrid`PackagePrivate`sortDirection$ =!=
+ "Descending",
+ MenuItem["Reverse Sort",
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`updateSort[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][
+ TypeSystem`NestedGrid`PackagePrivate`lastPath$,
+ "Descending"]], MenuEvaluator -> Automatic], Nothing],
+ If[
+ TypeSystem`NestedGrid`PackagePrivate`sortDirection$ =!=
+ None,
+ MenuItem["Unsort",
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`updateSort[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][
+ TypeSystem`NestedGrid`PackagePrivate`lastPath$, None]],
+ MenuEvaluator -> Automatic], Nothing], Delimiter}, {}], {
+ MenuItem["Copy Position to Clipboard",
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`toCurrentPosition[
+ TypeSystem`NestedGrid`PackagePrivate`copyClip]],
+ MenuEvaluator -> Automatic],
+ MenuItem["Copy Data to Clipboard",
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`toCurrentData[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`copyClip]],
+ MenuEvaluator -> Automatic], Delimiter,
+ MenuItem["Paste Position in New Cell",
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`toCurrentPosition[
+ TypeSystem`NestedGrid`PackagePrivate`cellPaste]],
+ MenuEvaluator -> Automatic],
+ MenuItem["Paste Data in New Cell",
+ KernelExecute[
+ TypeSystem`NestedGrid`PackagePrivate`toCurrentData[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`cellPaste]],
+ MenuEvaluator -> Automatic]}]]]]], FontFamily ->
+ "Verdana", FontSize -> 12}, Spacings -> {0, 0}, Alignment ->
+ Left, Dividers -> All, FrameStyle ->
+ GrayLevel[0.7490196078431373],
+ BaseStyle -> {FontFamily -> "Verdana", FontSize -> 12}],
+ LineBreakWithin -> False, ContextMenu -> {}, NumberMarks ->
+ False, ShowAutoStyles -> False]],
+ TypeSystem`NestedGrid`PackagePrivate`initialQ = True},
+ Dynamic[
+ TypeSystem`NestedGrid`PackagePrivate`setupViewPath[
+ TypeSystem`NestedGrid`PackagePrivate`$path$$, If[
+ Not[TypeSystem`NestedGrid`PackagePrivate`initialQ],
+
+ Module[{TypeSystem`NestedGrid`PackagePrivate`tmpGrid$ = $Failed,
+ TypeSystem`NestedGrid`PackagePrivate`tmpData$ =
+ TypeSystem`NestedGrid`PackagePrivate`datasetData[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$]},
+ TypeSystem`NestedGrid`PackagePrivate`tmpGrid$ = If[
+ FailureQ[TypeSystem`NestedGrid`PackagePrivate`tmpData$],
+ TypeSystem`NestedGrid`PackagePrivate`renderedGrid,
+ TypeSystem`NestedGrid`PackagePrivate`renderGrid[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][
+ TypeSystem`NestedGrid`PackagePrivate`tmpData$]]; If[
+ Not[
+ FailureQ[TypeSystem`NestedGrid`PackagePrivate`tmpGrid$]],
+ TypeSystem`NestedGrid`PackagePrivate`renderedGrid =
+ TypeSystem`NestedGrid`PackagePrivate`tmpGrid$]; Null]];
+ TypeSystem`NestedGrid`PackagePrivate`initialQ = False;
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$;
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$; If[
+ FailureQ[TypeSystem`NestedGrid`PackagePrivate`renderedGrid],
+ TypeSystem`SparseGrid[
+ TypeSystem`H["(data no longer present)"]],
+ If[GeneralUtilities`$DebugMode,
+ Row[{TypeSystem`NestedGrid`PackagePrivate`renderedGrid, " ",
+ TypeSystem`NestedGrid`PackagePrivate`formatState[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$]}],
+ TypeSystem`NestedGrid`PackagePrivate`renderedGrid]]],
+ TrackedSymbols :> {
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$}],
+ DynamicModuleValues :> {}],
+ TypeSystem`NestedGrid`PackagePrivate`$topBar$$ = Dynamic[
+ TypeSystem`NestedGrid`PackagePrivate`makeFramedBar[
+ TypeSystem`PackageScope`Pathbar[
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`updateState[
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$path$$,
+ TypeSystem`NestedGrid`PackagePrivate`$vPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$hPos$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$,
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]]]],
+ TrackedSymbols :> {TypeSystem`NestedGrid`PackagePrivate`$path$$}],
+ TypeSystem`NestedGrid`PackagePrivate`$bottomBar$$ = Style[
+ Framed[
+ Dynamic[
+ Replace[
+ MouseAnnotation[Null], {
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][Null,
+ Blank[]] -> "",
+ TypeSystem`NestedGrid`PackagePrivate`$SliceMarker[
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$]][
+ Pattern[TypeSystem`NestedGrid`PackagePrivate`path$,
+ Blank[]],
+ Pattern[TypeSystem`NestedGrid`PackagePrivate`pathType$,
+ Blank[]],
+ Pattern[TypeSystem`NestedGrid`PackagePrivate`isLeafHeader$,
+ Blank[]]] :> (
+ Increment[
+ TypeSystem`NestedGrid`PackagePrivate`$contextMenuTrigger];
+ TypeSystem`NestedGrid`PackagePrivate`$lastPath =
+ TypeSystem`NestedGrid`PackagePrivate`path$;
+ TypeSystem`NestedGrid`PackagePrivate`$lastPathType =
+ TypeSystem`NestedGrid`PackagePrivate`pathType$;
+ TypeSystem`NestedGrid`PackagePrivate`$lastPathIsLeafHeader =
+ TypeSystem`NestedGrid`PackagePrivate`isLeafHeader$;
+ TypeSystem`NestedGrid`PackagePrivate`$lastOutputID =
+ TypeSystem`NestedGrid`PackagePrivate`localHold[
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$];
+ TypeSystem`NestedGrid`PackagePrivate`makePathTrail[
+ TypeSystem`NestedGrid`PackagePrivate`path$,
+ TypeSystem`NestedGrid`PackagePrivate`makePathElements]), Null :>
+ Spacer[10], Blank[] :> Spacer[10]}], TrackedSymbols :> {}],
+ FrameStyle -> None, ImageMargins -> 0, FrameMargins -> 0, Alignment ->
+ Top, ImageSize -> {Automatic, 15}], FontSize -> 1]},
+ DynamicBox[ToBoxes[
+ Dataset`DatasetContent[
+ 1, "Path" -> TypeSystem`NestedGrid`PackagePrivate`$path$$, "Grid" ->
+ TypeSystem`NestedGrid`PackagePrivate`releaseLocalHold[
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$], "State" ->
+ TypeSystem`NestedGrid`PackagePrivate`$state$$, "VPos" ->
+ Hold[TypeSystem`NestedGrid`PackagePrivate`$vPos$$], "HPos" ->
+ Hold[TypeSystem`NestedGrid`PackagePrivate`$hPos$$], "TopBar" ->
+ TypeSystem`NestedGrid`PackagePrivate`$topBar$$, "BottomBar" ->
+ TypeSystem`NestedGrid`PackagePrivate`releaseLocalHold[
+ TypeSystem`NestedGrid`PackagePrivate`$bottomBar$$]], StandardForm],
+ ImageSizeCache->{373., {375.6328125, 381.3671875}},
+ TrackedSymbols:>{
+ TypeSystem`NestedGrid`PackagePrivate`$state$$,
+ TypeSystem`NestedGrid`PackagePrivate`$grid$$}],
+ BaseStyle->{LineBreakWithin -> False},
+ DynamicModuleValues:>{},
+ Initialization:>
+ Block[{$ContextPath = $ContextPath}, Needs["TypeSystem`"];
+ Needs["Dataset`"];
+ TypeSystem`NestedGrid`PackagePrivate`$outputID$$ = CreateUUID[]],
+ UnsavedVariables:>{TypeSystem`NestedGrid`PackagePrivate`$outputID$$}],
+
+ Deploy,
+ DefaultBaseStyle->"Deploy"],
+ Dataset`InterpretDataset[1],
+ Editable->False,
+ SelectWithContents->True,
+ Selectable->False], ",",
+ RowBox[{"PlotRange", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"-", "0.5`"}], ",", "0.5`"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"0", ",", "0.04`"}], "}"}]}], "}"}]}]}], "]"}], ",",
+ GraphicsBox[{{}, {}},
+ AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
+ Axes->{True, True},
+ AxesLabel->{None, None},
+ AxesOrigin->{0, 0},
+ DisplayFunction->Identity,
+ Frame->{{False, False}, {False, False}},
+ FrameLabel->{{None, None}, {None, None}},
+ FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
+ GridLines->{None, None},
+ GridLinesStyle->Directive[
+ GrayLevel[0.5, 0.4]],
+ ImagePadding->All,
+ Method->{
+ "DefaultBoundaryStyle" -> Automatic,
+ "DefaultGraphicsInteraction" -> {
+ "Version" -> 1.2, "TrackMousePosition" -> {True, False},
+ "Effects" -> {
+ "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2},
+ "Droplines" -> {
+ "freeformCursorMode" -> True,
+ "placement" -> {"x" -> "All", "y" -> "None"}}}},
+ "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None,
+ "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& )}},
+ PlotRange->{{-1, 1}, {0., 0.}},
+ PlotRangeClipping->True,
+ PlotRangePadding->{{
+ Scaled[0.02],
+ Scaled[0.02]}, {
+ Scaled[0.05],
+ Scaled[0.05]}},
+ Ticks->{Automatic, Automatic}], ",",
+ GraphicsBox[{{}, {{{}, {},
+ {GrayLevel[0], PointSize[0.009166666666666668], AbsoluteThickness[1.6],
+ LineBox[CompressedData["
+1:eJw1kgtQVHUUxmkRTGTAEbUCAhdmTMEW8IkpfYqPKGdQSEVkw9JAsVJoiBBT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+ "]]}},
+ {GrayLevel[0], PointSize[0.009166666666666668], AbsoluteThickness[
+ 1.6]}, {
+ {GrayLevel[0], PointSize[0.009166666666666668], AbsoluteThickness[
+ 1.6]}, {}}, {
+ {GrayLevel[0], PointSize[0.009166666666666668], AbsoluteThickness[
+ 1.6]}, {}}}, {{}, {}}},
+ AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
+ Axes->{True, True},
+ AxesLabel->{None, None},
+ AxesOrigin->{0, 0.01569955915638117},
+ DisplayFunction->Identity,
+ Frame->{{False, False}, {False, False}},
+ FrameLabel->{{None, None}, {None, None}},
+ FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
+ GridLines->{None, None},
+ GridLinesStyle->Directive[
+ GrayLevel[0.5, 0.4]],
+ Method->{
+ "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True,
+ "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ Identity[
+ Part[#, 1]],
+ Identity[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ Identity[
+ Part[#, 1]],
+ Identity[
+ Part[#, 2]]}& )}},
+ PlotRange->{{0, 1.}, {0.01569955915638117, 0.025538578235253146`}},
+ PlotRangeClipping->True,
+ PlotRangePadding->{{
+ Scaled[0.02],
+ Scaled[0.02]}, {
+ Scaled[0.05],
+ Scaled[0.05]}},
+ Ticks->{Automatic, Automatic}], ",",
+ RowBox[{"AxesLabel", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"\<\"\\!\\(\\*StyleBox[\\\"h\\\",FontSlant->\\\"Italic\\\"]\\) \
+\\!\\(\\*SuperscriptBox[StyleBox[\\\"t\\\",FontSlant->\\\"Italic\\\"], \
+RowBox[{RowBox[{\\\"-\\\", \\\"\[Beta]\\\"}], \\\" \\\", \
+\\\"\[Delta]\\\"}]]\\)\"\>",
+ ",", "\<\"\[LeftAngleBracket]\[Chi]\\!\\(\\*SubscriptBox[\\(\
+\[RightAngleBracket]\\), \
+\\(>\\)]\\)\\!\\(\\*SuperscriptBox[StyleBox[\\\"t\\\",FontSlant->\\\"Italic\\\
+\"], \\\"\[Gamma]\\\"]\\)\"\>"}], "}"}]}], ",",
+ RowBox[{"ImageSize", "\[Rule]", "246"}], ",",
+ RowBox[{"LabelStyle", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"FontSize", "\[Rule]", "8"}], "}"}]}]}], "]"}]], "Output",
+ CellChangeTimes->{
+ 3.735476672568328*^9, {3.735476739333827*^9, 3.7354767530231667`*^9}, {
+ 3.735476821654398*^9, 3.73547684813183*^9}, 3.799175554357436*^9},
+ CellLabel->
+ "Out[228]=",ExpressionUUID->"fc014623-0342-4638-9293-e8bd1d308e0a"]
+}, Open ]],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"Export", "[",
+ RowBox[{
+ "\"\<~/doc/research/sethna/doc/metastable_doc/figs/scaling_function.pdf\>\"\
+", ",", "pp"}], "]"}], ";"}]], "Input",
+ CellChangeTimes->{{3.7350774976826878`*^9, 3.735077529812201*^9}, {
+ 3.735476862880093*^9, 3.7354768707987757`*^9}},
+ CellLabel->
+ "In[149]:=",ExpressionUUID->"325bf08e-722e-4a5e-b017-2eecc63e98da"],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"Show", "[",
+ RowBox[{
+ RowBox[{"ListPlot", "[",
+ RowBox[{"test1", ",",
+ RowBox[{"Joined", "\[Rule]", "True"}], ",",
+ RowBox[{"PlotRange", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"-", "1"}], ",", "1"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"0", ",", "0.3"}], "}"}]}], "}"}]}]}], "]"}], ",",
+ RowBox[{"Plot", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{"-", "1.6"}], "\[Chi]exp"}], ",",
+ RowBox[{"{",
+ RowBox[{"X", ",",
+ RowBox[{"-", "1"}], ",", "1"}], "}"}], ",",
+ RowBox[{"PlotStyle", "\[Rule]", "Dashed"}]}], "]"}]}], "]"}]], "Input",
+ CellChangeTimes->{{3.735042541148856*^9, 3.735042542806053*^9}, {
+ 3.73504259001409*^9, 3.735042590248733*^9}, 3.7350457939930773`*^9, {
+ 3.735046714361549*^9, 3.735046720846187*^9}, {3.735047715919981*^9,
+ 3.735047737877514*^9}, {3.7350485983580837`*^9, 3.735048644071485*^9}, {
+ 3.73504887210461*^9, 3.735048921184843*^9}, {3.7350490091612597`*^9,
+ 3.735049020123115*^9}, 3.735049192283065*^9, {3.73504941883956*^9,
+ 3.735049432262545*^9}, {3.73504952194312*^9, 3.7350495542838163`*^9}, {
+ 3.735049587562704*^9, 3.7350496214535427`*^9}},
+ CellLabel->
+ "In[134]:=",ExpressionUUID->"5e78b69c-b135-4541-8f32-f547cec0b25a"],
+
+Cell[BoxData[
+ GraphicsBox[{{{}, {{}, {},
+ {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.009166666666666668],
+ AbsoluteThickness[1.6], LineBox[CompressedData["
+1:eJw1kgtMU3cUxhGFISFiN3AqEzHDSHFmohFBxE8xiiMCASZsiCNO1DkHAhp0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+ "]]}}, {}, {}, {}, {}}, {{{}, {},
+
+ TagBox[
+ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6],
+ Opacity[1.], Dashing[{Small, Small}], LineBox[CompressedData["
+1:eJwUV3c8l98XVyGj8FVCVEZGkpAR0blXihaS7EQoUVZIdsooJTtRRlIiIykj
+3I+99957C4WU0M/vn+d5vV/vc973Offec85zeK/baJpvpaKiEqCmovr/m2uX
+rK3C6VnCI6865CuThfdRbHbLcs+SXfEBBZe6M3Etq7SDPPss+adb/Tw9MxO7
+mK+2KLLOkuZ7f5r0AjJxO4NPqDLdLDng4hUYrJiJg65EsWouzZC19s+2nomf
+8LaZUpY7tTPkR5dF2Yh3Bs5UfGJrWzFDuqmiPWuuZWDjIPXGu8UzxDP6XdKK
+QgbOl+5+7pIzQ2Q32ktlFtKxk9c8k//bGSIUFZJLO5KGp9j27kxwmyED/5Rk
++wc/4kiLgdvv7s2QTtO6X7VvPuIz397WfrDfxG5KHDLmH/Eb46NPMyxmyPcP
+XLsdZlKwYYoyY6HWDEl/v67kt56MG5ANfZfoDBG/S/fkkuwH/MWqlIa5b5oE
+WhRQfv5NxMd5rCXedUyTTomJlccViTivlf2qYvM0Udm9tSk0NBFTFK2yrCqm
+iW3lru6/oom4mpnVtPLTNFnQqsumNn+LBz9fozzwnSZ7jPhOyk+9wdct6Gc5
+HkwTgbBTLGHf3uAx7s/sGa7TxPmH5ppm4Bs87UNr0287TaosvyytSb3Byzqp
++04YTJMzdsh5xjceM6ytuiwdnSZbPDaW/RTi8LOMt+8CRKbJsa7wjfbdcZjF
+XK2ZT2CaCHuIcG10x2K2+vhDl/ZOE9bU5OY0iMU8caqdqdTT5LbI7d2H/4vB
+0soR0je7poh9U4aRUUs0Nn4qsdDlPUVaLlFxf6x5gV2yQnzr3KdIZ56F3WLo
+Cxzeu8hd5DxFgo4NuGcavsDVol/PJllPEctHd9nC5iPwsTr5BCf9KbJvABhr
+90ZgWiZl7V2SU8T0ofeLc75hmEcmcZb2yBRh6fm7L+FKGD5hRPtwVWiKUP+q
+cjIXCMO2aZXpQ/umiF2jgMHB8lDcpXaRPoN+itjIa1x32BGKPz7Xzr8wNEnM
+JeLSU1OCcXl2tibqnSTnPSs1lB8E46EBjqljHZNEUdVT57hOMN4j3sPGVTdJ
+SgU0k6Wpg7Fn4zWbqZxJ8sLuP2R3PQhr/neLzzdokjiEm9vEGAXi3yGu/gQm
+CYRlSv9jfIInuIumz8hPko6oE/OPyx/j9ne0F+ulJslQtVNM4YPH+HNe8H99
+hybJzDGBlQOr/th6+H3U6q5JwnRZfvzlTz88ItH6UXpyghxPP9kmtsUXN3/j
+ZC4Y3sThL7tTy3ww5fQ1O+W+CaJN1+VLeeKDY/SmpS83TxCu//7FRe/xwboP
+qIht/gRZ6GBmoJF+hOsbRZtSgibIze9bgwMDvHG+vv2xYwETZFD7ldknXW+c
+MpodnuczQc6s71LQEvTG/r+V9KtcJsjtGwJmbCUP8CkevZFxswky3TO798bW
+BzjHxmeZV26CWGi5O7wU88QJTP2ckUPjhC1S4OS6gAsOMYDtcr3jZG/Ov6gH
+ffexd1LcUlf7OImNu61bGH4fX1cybeCqHSdLzYcu6tPdx3xOk49iv27y6Z9V
+55bv4Td9P+ffBYyT7+uW3/l+OOIQEa0+Fd9xElSqn3b7syP2vveletJrnLxu
+Yv96xckRX//POVHEaZx8dQsu/bfugHlPr+unGY+T2ysRnwN2O+C4j9vLv0iP
+ExpfPZPzV+1x0B+Lz9ri4+TejGbNoLA99jpTHbciMk7wr2Kvf0t22Hjwqasc
+zzh59Pn155ZAO3xgN6tEAcM4ma5b58iqtMUxrtyvSgfGiJ/TNdnHSdb41TkJ
++5bHYyStN0tL3ecWPsh4rrrx0Rh5vmjerQS3cErNdb56zzHCE5fYOP7HAudd
+CGuudBwj3NpAkbOz2LyvK5KFJmNE6pPaicGbN/GeywWLSXJj5Gllr2f/XXMc
+s6v9/DupMXKJttOW77g5FmidS0g4OkYoB8po/q2ZYakrPFoxAmPkuqh9iJu/
+GdbUeZgV+t8Y6doTwGn6zhQ/Nzjr6DE1Sjx0VSW+rpngPdzX61xHR8klWTqJ
+0SoTHNPrInB/YJRUGXL/Cn9hgtOufmy72zZK+vdtW/GUMsG115hlbhWNkhar
+d/YXHIwxnVnbr8svRwnVtN6GP5sR9r5t4nzo7CjhuPK67ii7Hu4PNHqVd2qU
+6E/l1tBW6mL5TwaU8ydHiVrit20l93Xxz+UrdNbHRklnzJmvQwM62MTzXGTm
+vlFS5ppjfe+rNkYhx3JO/BwhGm8X5VkCtPCrLPHe2tlNzDcZdPisFv7dfoTK
+aGKEvIr9b4yOTgtncAmrevWOkK1hNne2+F/GBxK5O0vLR8iLy3FamUGaeCOb
+5vfF6BFydjE427xEA+t3b+UeCB8huUz0n7KfauCva//ANmiE6PkWGadqa2Br
+vOoX4jNC/Mp29P3pVMd91XPsHTYjJId2ZdvqSTWc39cha6w8QoSOeO/mPXUe
+c1C1Gfw4OUIGtrLlp0yeww58zZ7eciOkYX/92Nnn57DozdqKt2IjJH+hsCNr
+4Cx+tUDRmeIYIaZsDa6LT1Wx67bke/bfh4kCy2zA6z1nsPVLI1rjyWHyQ4fN
+baXxNL5+dFf4xZFhYsIuT8X19DQ+Z+CWKdw1TNbkBdy/Up/GHJ/VvveXDhMJ
+v9abtP9O4azri9fPvxomFnkLgZp7lHDS7/c/jr8YJhvnBy/o9GIcHWjoJRgy
+TPDrF+9oEzD2zit7vcV/mBT3lew0ksT4EmtkZ/bdYdJhLVhQqIvwXJGC2sHz
+w6SNb1dqtI8iHtb50fvfmWHi6ffzuZGAIm77nmj1Dw0Tqrm0O7hcAedzMj/u
+lhkme7fbDOgzKuAAu6GSIL5hYt8YkOj/Rh4L8/rKrf8ZIujU0U6Vrccxd7Z8
+5fTSEKGbTf6cnCmLmS/Oa3fOD5GmW6rj/0xl8S9nXYfPY0PEk+Vil1OVDC5t
+FEm/1TREahKnudVjpbGJV8PB9qQhwrLLbLunwzGs3RV7si9hiCz30HPySx3D
+5yRtdUdjhsh1a5PoJ0uSWGqU5enPsCGSyifnG31PEtOpai4yPRgiXiEbBwN8
+JXAac1uRit4Quanarl8RcBQnWCT2qGkNEU39cauXvEdxZJHj8hX1IcK3fV/w
+5xwx/ODunkNmp4fI8cDYL5+mj2CtDp0gL4khcnDPl0/2V0Xx35huo1z6ITLd
+lfyJyfUQXlhJdqZQD5Etc6zdpfyH8KiGa0jFv0EyXqTt86xOGNdv5S5vWx4k
+r8+6Hjx3UBi/uXH1yM+hQUIdIunO3S+IVcUG/4rkDZKO/BrjGK+DWNEvg03y
+yyAJrpXl2Sd3EEsOeh2VyxgkC0GjzV4/+TFXCK+pyrtBcieYN2X2Jj+eW75e
+bRoySIr9pFqYrvLh8IKxyFeWg4SxyWibrjUPNnKO8pA1HyS0K8P2TEd5sPAx
+dbPma4NE3mr91tmhAzgvKeco3ZVBYmG6PlM9ux/3hwaU34VBIhwdJdjOvg8L
+WUosnds9SERaX5vczeXECwfHu8aYBknZdSZ7PS1OnDsQRbzoB4nV3+NGHxc4
+8Itkuj131geI4bIrl+8RDjzolXZKuXmAlNIx3nycvQfbH1mN+ek6QB4rjZat
+0e3G1AmmlsJ2AyRoan0oOmcXjuCokza6MUBEPiVxm97ahb9ti6ut0hggedyB
+d/XrWTF19+nVOIEBMu/O1OOd+B+O8A2+ot7QT0rf2jHwMTJj4bVVHp/SfnI9
+sUP7ZwATzrMzm83L7Se2xZKi8UxMeMBQ9qHg236yspA27sW5c3M/+jLWnfuJ
+DbsaW5QyI84bEN7xka+fvFpjVFif3o7dFLakRnH0k9t3hxR9n23Hii+7Lj5m
+6ic7gPWdkcR2TNF88vzGah+h/1UZPutGiyvKZlh5m/sIlU4kPx0/DW5NSeOM
+eNBH7lYdFiTvt+IIOr+8R/f6SI86l6PO1a1Yx/yawd07fSRP3PYC1e6tuHs/
+y2sNvT4ycdHe0vHRFjwUbMfDKNFHhGY7Ap/aUeG5e1JCXoO9ZLvD7i+si2so
+o3VHpXV7LzFP7lY44r6G7CTGLK7W9hJ2OcFvVPRraGk6PFk+p5c06LyR+ibw
+F/29unJk+XkvEb7Geqzf/g/Kz2uoH/HpJZknOWh5GP4gD/Ykm2bXXhJvBrXf
+3/xGW5t0P6Xf7CUXjxgus3etIDrlPClL6CW1Ni/esen8QtVxIW260r2k1RD7
+C6wuo6frlk4qh3sJrXCnX2TMMmLO5so5yN5L6DIgLmxmCe0RcT8xMNdDzihq
+55qELyJ+FqSkFdNDVNue8Jke/IECxYdcLEN7iJ3/jz82bQvot4b3Zy//HpL2
+nr672m8B1QaXHky17yE29S7qqYPzyGHX2e20Kj3ERWWt0TXuO+o/Ng3cCj1E
+SnlqznTPd6SqFeAsKdFD5nszTKIDZ9G+8LopI64eIu/xQ6/VZwaV79GszZ7v
+Jm9S6dbuB04hcdlF6vrRbmI7qKs8wTaFonTCFEe7uomBUKrotdhJZBPZnsZS
+2k0+Fj3LU8uZQBx7DYJvRXYTZ7soRs0t48hyn5k2F+4mNeYXlm5PDaNWRZrn
+EjLdZH/TKP+fZ8PopNG7CpXD3WRoIi+ZS2oY7YqdPO7AtrleuDkvg88Qyue5
+w1U31UWO5f3n2n98EAliJq2R/i5y/aw8fV/zAAoySX/6p6WLzH8X+lshM4DM
+3/xYFyjsIq/fL3U10vYjpoNOgx4hXURlp7Cic3kPclZm5wz36yKP9sw1Ziv0
+oGGznEspbl2ERkX2qNWXbpSduFrccaOLHBjqzqJO60LGQp6J4ie6SPbf+W3z
+eR0oU8Tfcnikk2hU7TvifKIVHWgyzj3c1Un8X4bSGra3oKf35Ogc6zf5A62K
+LHdbkHnpdOL23E7S9l7hUc2nZsRhdHFINLCTBGi/aSenmtAjakFxp4edZPtM
+uIzubCP6kbzhQZw7ye2aodN+EY2oeiWdW9O0k7zIMpXaN9CA3INZde8d7yQ8
+S1ye7Dfr0LTszDvKkU4S+YaF6XRjLdLuL1mm5+8kp7cmZcgp1CLxw46hr3Z2
+ktJfbPGq3DVouLSjvmi4g3hGFinm/a1Eqr9fnd7xrIPw0VhdNBMrQ19iHMOu
+eHeQ2lNL32oKSxHfabWRmHsdxHzc4Z36pVL0N/ifl8T1DiIfgGr93EpQ2uHr
++dqyHaQlOe9mwXQR4mqWZ4wT7SBnnGqyGQOKkL/zLv0p3s31nvuNHz1ShEzK
+Sldcd3SQ+qKig11OFLT7mtCx+KF24hOoZvBGsRA9oKHynm5vJ490P3ENvCxA
+cymdjcdq2wnz0lWZ83/yUcXvx9blX9vJWxIwfK/oG3IJmf0wE9BOfv2ezHzl
+mIsGyj7xyMi0k/cnl5kjTb4gt8t/lI+LthOu7c8r7H9mIY4hdEuer514XdTO
+N/bJQhprDZ9OMrWT755JVzQ/fUYUyTkllfE2YtHKUPCCJxMZUqRvnu1tI6Gj
+x1r3FH1Cvy+6B5xvbiM9QTFRZqafkPitHa3qhW0kvO7ijQupGSguVsRcN6KN
+/N6lbjidnIYUjtg/1n/aRuiWzh/g256GOvNyUw2920iYxrHzHjdSEUu76i9j
+6zYiLKhcZyX2ET3YcdPv1pk2ojNufT526AO6fj/hg8uvVjJo+C1SpjoRbdDO
+1LnNtpJEmTGpUM1EFBUm+dNjuJU4v61jutD3FjWnF8k/rG8l97sGRd//SUCn
+xgdqAt61krL0yfd9F96gwbtCC89etRKhoUDv5fF45LbFZndQSCthVNlty/4w
+HmVxbxiGebQS24Y3gZeL4tDBy9xzr7RbSZLRcKzOhxhEGTRljb3QSpS8YkUP
+rr1GhtYpMvFKm/ZRQYsOmq9R2GN5z0SxVjL98HClMf0rRE3RZUmjbSXFGR/Y
+4mJeojHRcEnytYXEnlW480wvHIl4JM5NprQQu+xOnn/NYci64Usya3wLeW+5
+7umuHoZ+27Xz3QhoIRSW5tVrl0IRQzb7rp3Gm/6NnKEM94KROp1wg8yVFmIh
++F5AbHswCtM7HmB8roV4BmTfHHsZhPat6W7LkmohKnckHqc/e47EcdSiPn0L
++bm0vSnd5SlyDElOf7TRTDRC2o6cKQpAeSN5VmmLzeTgmNMZqR0B6JRvz8iW
+/maS99CBJTftMdKu4W5NymwmHOX1TJP8fiiK+0hQ8/tmkn+q9t+3J75o4I7i
+hbVXzeRYv+8v6WUfZMFiVKru10yk0nP217Q+Qq5XYrN+GTQTvmfhtvr53ojy
+Lt2W51IzubCjrvjESW9E/ZuInjvTTDpgxPJwyQMUGDX49rV4MzFMt+leaPNC
+cQO84co0zeSfpMP+J/IeaExc8pL1ahOhUberD7RyRyLeSjsj55tIbAbnj9R4
+N/T5oKnPTFcToSo86VnO7YrKb711DElrIkLMcYpq550R47csifyEJrI3OSKF
++c09pLGj7PtYZBM5eOuxGcu6E+pKGzOXe9hE5OK2Pb1NHNHsoqD2oE4TMX/J
+NbJsfxeJn5ZlZbjYRHoUHnHvnrJHjhEq9ceUmkiBxxXxnOv2aOO4xRk/0SaS
+PZoicNLYDv3n8UFGbEsTsfl2vmo/tQ3y/SpcybLSSLxEWBXpj1mj1bn3eouz
+jaQ1+WwE3c07aPjaO7eczkZinnhga0ufFcrECcVKGY1kNuTKSPC2W0jQhU9L
+4F0jGb7tfnevrgWKyowf2/6qkYxcsHEbzLiJvPnj6Or8GomoWYt+ifUNpEnz
+Wk3nWiPJuXnOT4vTDJUrcg/KXWkk86Vx96WfmSJ5p2g77vONxOCwvvhralPE
+N/EybEimkWRFCaikrZugxcqIbiumRiJhs2b0cY8xurllz2016kayUu0hdvjs
+NfT1rshfk6UG4q98Tazd0gj5XhHCszUNxGEo1kiEGCIhTt46KtcGEtRjO8Kf
+pIdYnhxYKLvRQA72KNftnNdFv1f37QrQbCAfZI+118jrosrevXpsIg3kM+vO
+WbVBbWQRt3vsUFc9iSq9mWFkrIU0/ttFN19aT17mHXFrrr6Mjnv/dzgro56w
+8F2KALnLiN6Mye6kfz251pSskcCriZKF6NY1ZeuJhZLw2vo+DRQSScvDwV9P
+dGQUq8+dV0cu9DSn+pjqyRtnjrJ9Jmro3MyWxzfH64j/+a3lKbEX0Eza391u
+4XVkN51vHZfZWdR6YFUWP6gjvy0KtsglqKL8oN/6tHfqSMgl/RdJEyroqf1y
+XJByHZHfHbe+7HkGicrMiyYu1hKa/8YDvk6fQjfEPD1z+2pJknb4G37lUyhW
+kLm5rqKWuE1x0yS8UUKs7Efv/YquJewf9qSrWmN0nplUMfjWEruKLQqHehB6
+tF2d+4BtLbEKlgsPuoDQyop1kYpyLRGGOJ8R55NIfGFjl6FYLTk6d9hCz1ER
+WU4G3rDl2NRbCzk1dF8B9XamMb6crSEf31CIQpQ8Ks6duzIdVkN4Ijz3MkvK
+orVPHkkbHjVk2zuh+WULGSSdzPSX9VYNcRMQ2YfeSaOkKLG4E4o1ZCnk9U58
+TAoNhRT+VBeqIZw/1I+98j6G9gaonTb7r4bM3Sm7ldAhiZ65Wk8/Hasm8g8Y
+pxlDJFD53Q2F+IZq8teSd3Xvijiiuh34/EtuNVl5/falhIk4sjdMk+p/Vk0i
+Q/8u5PqJIV3FOY+jMtUkvLxHzN5DBIVIezSd4qkmtlt5m3cFH0I1R5gO6jJU
+EzWe+3HhKcLo5H6xKq/+KuKac0jn9IogurenkCu8soqopOacWhcSRBlMatYf
+MqtIWqKJ2odrAoj/351dzb5V5KCziN22EX5kuLJuPm5bRdZCFyRVxfhRxPyz
+nFX9KjLN9VgzzZMP0Q2mXuU/WkXaZkWWuKR40Rzl+3uHjkoyIN13bSZ/HxLK
+dV/1L6okGrnxkhYp3Mj4086Lr1MqSQE9m7FJAhdqiT/ys8yzkgifCDsXlsaJ
+dkQVKHffqiQf43mM5Io40JmQiy/mLm/i6BADiV52lON9R4FduJKw9NvvpRPZ
+g366rAceZq0k7+mejF03ZEOH7z4bgrUK8pk7O4QuYjeKMU31tWisIPu9GuLx
+/l3oofL3xlznCsKczmV/yI0FFavOqkuZVpDOzM/ZL6qZEdXFmfq0ixUE3eWe
+jnrPhNyuTNUm8FUQkX1YysFrB8rTmzy/f2cFCdnS9f2VKyP6c3WiOnKlnFQK
+fT94yIsBOd0Yq3xWW06CzjpaHXlLh7IsR1XosssJz4kKqR0l29FP65Fy7/hy
+Aiov6rimaZHNvaHSe07lhM7uC2OWOg2y8O+jmPCUk+pkA+ZAu63o3dNe6GUo
+J9yXzIOSqreg0aCeQu3lMpIQfzXh16EtyORlV/756jJy8LKnyrulfxD3uvNE
+eVYZ+enNfP1H2wb0x3fkodgyolw/+/1f0TroJ7flSDuUEfWuE/ETOX8hMq1V
+NsOojNB4cUbQlaxCe2bLV5GzZSRjYOGWW/sfuPytKevA/jLyPHpp/w6O33Ch
+ti6DvrKUqMXFFBxZX4InjbVHH2WWkgvOruePnV2CytaatI1XpWSkNG3iyKtF
+ON1X9XHRrpSsth+qptL+CY+GKg9bG5aSpKaq5Kv5P6B4rCJ58kwp6Wl/mJoj
+/ANOzpUl9XGVkmSRFg9/1gVw+1kqpEtbSm5btTrzH5iHvF8l75oXSsij/kO5
+D/nnQPZf0duKshJyzaTJ9d3ZWRBnKYz7ZFNCzvM1urpumQLr3QUHRPVLyHS5
+mtvUqUn4yJEf8065hPBoHn049WwCDvHmvYrmLCFBt58y35cdBwuBXK491CUk
+4EhzqWvEGLw7lBMVNFdMemubvvz6Owp8kl8jfUo2cU2khXbXCBjLfGGnSism
+Zjs1LYo0RiBWPivCJbKYmFygX82oGwbuU5lhNneKyReR90W4YwjYtNKC9NiL
+iaRWZH4I/yBkCgbknd5WTNavK3IOPR8AjT83RyXmi8jN4D6N0IF+eBLDe5yh
+oohkuAl+agrpAyG7DZNfmUUkfbXka/9yL5Se6gkYjikiItxOkyNGvbAxGTaQ
+51REqguorBZwD0R/s6N/f72IRA1dev34WzccD1Q7Fqq2yV9Wf31Svhvsj9H5
+WQkWEYVzDoVSZ7pg3N1VjLudQm5/bjZEoR3wUENXl66YQhwc71q9FO8AHn5p
+76VUCmF8FOGY0tQO+pVzbbU+FGKs8EDtxv52WImq+Zdjt+kvgO9UVrVB2J2k
+Q4lXKaTs124Wbec2qGe97u4uTSG1+ZYPHPpbwWrs5PtbvBQime4bURneCnQ5
+XE1XdlLIju2KSfXqreCTl3zWsJqQf99n3R/WtIC1enBkwSFC+lR+Jdb0N0PS
+0rnZ8C2E/D25138kqRmGX1Ij665Cst8md++sQzNoj96b2P+4kGzXOmPjydoM
+QY8lTqwYF5JTFVFHR0eaoFpsJrDheCHxkt71/PvXJoD7RjJekwWkRWL3nmST
+JnDZz/FEl1JAUo1q+xXkmiCrpKlPPLKATD6PdTvG2gTCTKd9hlQKiIJVswZr
+ZSOwJBxuVXqfTw4pWkTyKDXCOdUxIS7PfHKg5sCEDn8jPPoe47qonU+K7ier
+PKNphN+yrPxvafPJ6hUB5eCXDSDZV+Pk1v+N+O8ezHM0bYDb3j7VWl+/kbBb
++ee2H22AodrfdjQ3vhG3ILfrM9X1wG2fWdan+I1YxAsFc0fXgzb7bc6vbN9I
+lsEhjpzb9VBtMkC5UZZHQqLFB3/uqofMX2XMlQfzSLFyLsOqbR0EJr8pPvkn
+l4TnPpxsVakDKyNPxy91uWQlUGKo/0AdHCw/3vPGKZd0dhTRnm+phYjwlHfu
+lTlkh9SzIokztWB/1l9v6VUOKfjef1VMoBbU1812WNnlEP+PQ1Eb1LVAZ77f
+XndvDpE0+Fu2XF4DLlLBisduZ5OGvC/pupdrQHvyzsIHlE1sFXI76Y7XwLFX
+5xJ42LLJ9s/mDmr7amB2GzU9U+FX8mWJ4cGDqWowanFqnWT+Su58eSA941cN
+SvaGVjGfs4jwJ70X3zqrYL+g3H42/yyy07J69lZpFfztYmsKMMwiCiv0Kjcz
+qiALN8jcp8kit1MTek89rgLB/5S2aul8Jj8/eLkonqwChgyhl/R/PxEvuxep
+Vz5Xwrgp9QWvhk9EWybIbuhNJZSwD238SvhETkgVTUaHVIKbZ5TZ6IVPhNH3
+wNcX9pUwp7ZTnMRkkPCet5cfS1VCYs/Ys6lHaSTEUS/XllRAt9ue2NfH0kjt
+4zsZmpkVwLRfJePScCqR6n/Xr55YAU7GSc25kEoenGPJfhlQAWfGLNmfrKYQ
+r+RudFWvAibn5uNEbD+QSg05H/SnHES2rn62MnhLOr1Gtm5TLQejBJGyAwxv
+iUDZ3u+PFMshRNmgvSUngazW3WZgP1YOq775v0/sSSCbT3qr/eVQw+ipuKMp
+nrwyb/KtXS6DThG6QL1nMaQyINL7wvsyuHqJO6vHNIzYOh9OE9xdBrOLy3KO
+paEknnq/pS9jGbhFNBAmgVAy/ePa34WtZfCqx7sGjweTrgoPyfEfpZBV01ym
+3hRImmhCuNQaSyF96Tb/ZPcj4jI7ab4RWApercKtXCWKxEXHUVZlVymIMvdZ
+0hw5CBn+UaGtjKXQ/sM7luW3KrQ2HNttSV0KrqFnqq2kjOEfrxykLpdACc9j
+v9cs9mB7p9kmpLMEbt4UufF1wxvIkJtndWwJ5DK4thU7hgJ3OKJ5dqwE4o6w
+taTzhUGN9s6tDqIl4KuR3viqIQw8R4O9rguUgFbESI3ToQhQj9hReYW9BBZ4
+LxSL9EWC0sm786F/i0FQbl96iHIMWJ+Oi7leVgxVn68pf3r8FlReTyr/uFoM
+CmWiJUKDm7jz+1qaTjFktP/BMTKJ0Kabmmx/qRgi/oRCwEgigFhfIePpYjCD
+SnlzxfcQMk739aFoMfyrFpfg/PEB2l+9y/VeKwLp4S37H+imQ7bOM0nfuCIQ
+y9P5If4hHYyYrsZdii4CwZDU0sE/6cCXzvuAN6IIGOM/SsddzIDTd5Zf1QcU
+wZqGbu+/uQyYGjC3NbpXBH0Z6YeIRCYU/35zWE+9CLpf6e9i18+E5P0aNXfO
+FUG7P826tXcmpLVm6fidLoJ6Y4PG/S2Z8Nmb7XHViSIoZNl+z8PhM/Tk7WR9
+JlwEsbZGpYrZWXAppNhFfFsRvDKkTwsfyIL1XeRqwgYFIlWzXnzf/gVq9+gP
+7lulQBAPg9Vr3S9ANZG64/APCng1fvlv/c8X6FjMsMsYoIBbvvFfLb6vcDL8
+Z7RlDwWckxjHPp77Cmu3bD8d7aCArZdJjmH0V7i85/RYbz0FTMR3XstXyAap
+MjpKWyEFjLhzVHebZ4NjzRHtP3kU0Kczlbz9LBu8WLxDj2RTQHMwh4a7Pxvm
+65xGatIpoFZrOn+XNgdeDhxhPv6RAudymLpqxHKAzkdgT24SBZSCzD66euZA
+7CfNzI14Cpx0Y45oeZ8DtQ0H/pTFUEDeIs/zcGMOCL947/U+mgKSiOVyD08u
+9Nff2iwCFBAT/aZw7GwunKfzrvgTQgERjhuCAXa5IHut9Z9WEAX4F779kS/O
+BaEzxpNOAZvx1516tPQ9FxwfvnPY/ZgC7ck1TGmcebCtnsN0xJcC4v6XX948
+nQc8TGdmxh9R4Il5Dz+vXR4kzfLe53tIgVEl07TuV3lwU/Zn+ssHFFDkmTke
+VpkHuyqM72h4USBi3b7k4lIesFh9rj3nSYGF7tWL23m+waE7h0Weefw/fu9O
+yvlvkHkhUJB7E78NZzB1ufcNNoy6ktfcKbBhH/L9WMI3sPuPb/bYJq+jsdf5
+e/03CIt8a1OxiTOOvNn6fvUbhI5vZS7Y1GdgFHlmLJgPuS1f1vZufo/Z5Cf2
+vZr5cPhuZuWENwUKy+TetLjnA3/saXMRHwpwJBSJPvuQDx86hUSn/Shg73U2
++0xbPlxKqhkR29yf2qtNmGpLAVwjk6VUzykgcEKvNle0AE4fPuNlEUoBD44h
+7bu6BdD8r0zZJpICncsWQ6KPCkB2Iats/+Z5SbYsWI2nF4D1dWP84C0FnmY4
+/4rtKQCa18t+8SkUGH9G9UBveyEwl37cGvCZAsjKn3HXsUJQsVH6djafAlGq
+LBG1RoVwJLfYdLqMAosCkTy+TwrBuSDJyKWRAhe28aTA10KoCb1Ssb2XAu8G
+30v/GSoEo5khl/jJzfsYnX3uthyBJ13MsnI0RZDlDG0C5gTu2e5k12MrAibt
+imsDQQRKzi1TVwkWgcUx9enIfAKnhBmOv5IrgiKWDgfNSQKm6gbj4xeLYOe9
+9H80DBQ4mm2rUWhaBHnmi6XDBygw4Gddd9y1CHafclV/dZ4C9HSrnE7pm/4S
+ZPd9EwrcvLvsZlVbBNY827qv3KOAVf8D6VszRcDFrBIr+WzzXCX1WgJ2FEPl
++hMz5gQKGFYbavw4WgyOs/WHZnMo8G3WgSf3SjHw9bDOV27mYeQTRiVqj2Jw
+zYm6772Z5+/sRJ9ntBeD8Pv+k9dYisByTIXecHsJtIbzUStsxjUcF/DiwIkS
+ePDoRhWHQhE8uU5ZPWhfAmJ3kwOXLxWBpsvi3IuPJdBjMne5+eYmVi1H76ZL
+wF9DkjPdvQhoQnxGPEVLYfhIXoLFhyI48OWJlHF+KTzn3rA4TYpglGrL1WaG
+MlBgVBLjayuCn08b18avlkHEZFVOD1UxsFG3tUyzlsOpjp0eOXuK4XtqQKS+
+YzkslF06Fb5Zh10WRA5Z95XD2YSuOjXdYviYmtH3ZrN/L/ik3Si7Uwz68uIK
+LMcrIdLi4b8TDzfrdmGW2q7sSpg8ckTiUFox1D17n8hTXQVBLFs321AxWGgV
+F7UbVcPxxfbre7qKYcfCgo/L32rwz/EK20ZdAvtW+ox3qNWCePSVIy6cJVDd
+ckGvjLoOOt1FyhfESiCrwpxxa1kdCJ9qXenTKwFqxp1vajf/DxsFPgRp2ZTA
+evbDlLe8jeBM53Go5lEJcG9NHtj1ohEq64QMctJL4KNI0iPmsCawzVhbFCsr
+gRbaK9zC3M3AEdr0NLG7BNJPJO5kSGkGC13XwhCaUpBfkrW43t8CLCc0dOi5
+Nvt4bHmv28NWyNknsOApXgptu+6uJom3Ad1IPe8dg1IQGzeVSHjbDhllCXkj
+tqVQt+BQJX67A3STnC/r+5bC1uOWquqKnZB0h89H5VMpFIxbX5hc7wINjZV9
+heWlwGL+sgLPdcNvydqvUr2lQHecx2h6qgdUfjtO8m4vg0wtDxl2mn6Y6z73
+IJK7DH4bLFjGCAxARMGBvcySZZB0OdS54NAgjHtXnV8zLIMr+M/znNtDEGge
+M2pvXwZ8+1bNDTiHQUb1rvuUXxkMiTeztW3OZ74796W3Z5aBYVKJd6T6KIgt
+/FC5WFkGBiWiCc/3jUF7c/lgSV8ZODTRvshZGgPBSFvWT3TlMOF/+cl+ygSU
+85U6BhiVw97yhhSn9hmwpnnJtNWhHJZpBzj4/szCnsk7750fl4PmtpMzBsJz
+cCOVvcs8qxwClfQd5HUWgClo1q63qhxKkp7zi237AV/tixguD5TD7ZaDhnZf
+fwDtcSsFxFABj88kvKCTWoS0vajt64EK8GoZ+r24sQja67utj0hXQF6cT8XV
+5iV4V1wYu9e4Aszv38j5HfoLTl9k3bb8pQIol8xfb3m6CoEm9D/+VFUAOcEg
+eS74L3Q6Ug1s9FWAu3eMl2PcGljGzOXR0VaCZtbulKa+DficOZa0c+8m3vf8
+jwEtFVor741gFasEWRffP44JVChwvtqeW7sSch1WI03nt6CObcXGvJaVcFi/
+3v11zFbEw5GrJuhRCX8H5/rOaW1Dn9F7EfF3leAu+ni1r4UadQY/HD71qxJY
+fgx2XxGhQ7zvXBpVGarAlbl9KmgXPbLMsyu8uL8K/BzyU4RpGNDa8LUonTNV
+wHz34T3frTvQ6RVtf0P9Klgvc8rpY9qJAhnVnEysq2Dng2TprINMiFdKQdMq
+ogpKcsUe7pBlQZaqx5BtchUwGR1kFGhiQVmGImKOhVUQ3+C+Fmv7Hzrjw8Hg
+OV4FUnuDF29TWJFl+1JRiEw1vIjhMLufxIY+T8+kvzhXDbvMth75bL8HrW0M
+v361mdfnW/T4mk6xo0ChpvvvfKuBhsblv/C/HKjjROXNlKhqWFqpif44zIl4
+NMiVjLRqoNzo9Q1o2os+O6dK5LVXw9sDzIphFdxo7enbA2S6Gqr5ZaIVGvah
+M/HRO0s3quHZIFv4h4H9qLPq8VSdYA3kaJb8XHjGg9b23ogfcqqBiboUy1Zq
+fnT66NXn409q4Faj8LWEdH4UeErLfSamBk4sEbRx7SDiva2k9/85LK/mHj9V
+swCy9JJTWe2ugSqTsb0boYIoK0xc+t9cDfCI2P6RNhRCZwr2/0fPXgsUulMS
+TFSH0PMmtn87D9eCT+HtNabeQ6hzbMd3VqgFHQeqeAYigiyZ/lZy36yFjrwm
+66IoUfT8WoeXeHYt3PMT3xqsI458ZxVgvLYWGq1onQMWxJHH/Tfr0cO14Nzv
+dP9joASyDr3jsp2pDiYbeBSpeyTRDZ6W4wX8dYAMr3UEPj6GjFKPr9jL1cHr
+e/zfJhSlkFrFNod+szpo+SM8mZMjjc5o3ZIMc6kD6ozrvoGeMujkUP3C2aBN
+fkhY6PsFWST29+WdL9/q4LtlpzzT2nHEdFT85lPWegg5LpP34ZMCos0PF1AS
+rof5YqFo/0xFtKH6d2RFsR5iw1ZfvPt2Es1dLzc2vVUPN68fSKu5i9D4/OED
+nJ71YK8b8suBBqN+t+C++rB64Ny1M64gGqP6CEN9eUo9CI2dkPraroTK+Ys5
+Ftrqod/yyfhH11OoMEOoI3GmHroaH4U2CiijtOqfl/9jb4DO6wfeyjw5jQI3
+/C9O3mmAQaJwsueFKvINmGOMedgAbUrCK0GWZ5EHh1b15ZcNsHbA3afg1Dlk
+LXlAhZQ2QJhuvrMUwwV0gzyicexuAAdSZNO/cgEZXZguEVloAIu48DuFsxeR
+0Gd9npqdjXBRJfzX7Kw6Srj/7F8ixybeb+Og6aaBDiBKvxd/Ixhg6QFJ2kuI
+vU7gtYxcI4Qt13yxE9RE2ycWON+YbfadIi8V/lda6GEq/x83m0Ywzfq2V//0
+FfTvrnanjksjDHREXn28eAWtUOVH7AxqhOJtDHF613TQxF6/Xfe/NYKj4K4H
+yc76yHQo9+fl8kZYd6+s9b9ogAbezzaJNTWCyqsCZ19hQ9QhpRk0Ot4IdcUd
+ro9+XEUVavt2arA2wc1m9yGeaWO0W2xojz13E/irlNZa3jBBxjsTecIEm8Bs
+r/eP32MmaLVGVKpTvgleyphzSM5fR6JnFQyMTZvg923xMBNRc+QsTGXufacJ
+lkxED+4uM0dl20ut395rAsZXxUNfTW4go/Lz3pMBTeAy51h6+P1NFHTK4INt
+VhNwnAgL8DO3RL18Bz6HFDYB97pp+G0eK3Ro60h+VmUTUNuxrewYtELFFMvG
+371N8IRf8938nTtoWdFlxYumGe69ndf7amqLlPad3JLA3AwGprTqH9tsUeDa
+FsYyzma4y/858t45OyT87fF+erFmeIjeLjYo2CP94y9PB2s3Q6fcgvTNMw7o
+HftV9c/GzeD6w3bLWKMDWvzFo9dm2QyONzg/lho5oqdfkm5zejZvzm9nSn49
+ckJEMic0/v2mv7wE0Vl3RjtY3V6XfGqG6pMqX3cl3ke6P+D92Ldm8OTEQu0a
+LuhnekXeocZmyPiZkVKZ5YoOHukY+vS7GXLcTb8sZXgg2x3RMy1bW2DtdvFf
+O1dPVDBjtLy8owWMDQf+6Qt4Ie3kcTp53hagGRfNW//rhfyFfh0tPtsCExNT
+oQqV3qiVNk9u9HILfEmUod2l9BDxjrufojVqAZSI2/ILH6K8tzQ65+w39e5/
+zK2gPELfedk8mqNaQDj716V7U77ouGu8XdHbFvh1bfRCnrMf8m49Yp6R1gL0
+u7UOSTD6oz1+Zy4EFrdATn6V0brcY3Ry9t7ec9MtYMl1bGKJEoD8T1MzyS21
+gLv1D8Y8q6eoOSZoi/BGCxzRCZlFe5+hG5c+TNKwtsLNN1r0Q96B6PnX7q9F
+cq1wrYVV4mJxEOpmvpmccaoV3soymNQJBaODtxZfx15sBaHlG3Jez4NRDtcO
+H3eTVhgYkriUbB6CBr0UL8s9boX/3E7Ja4qFIYnzcfMZna1g6P+a/tOJSOT2
+VnQkdrgVHuw7NrZeFYnK13PaA2dbQXfn1VAVg5dIP6Op4DZVG2wHiSVGvyjk
+zbbtqbBwG5jbHG6monmNaq2fe7JLtsEFJtPo7o+v0Z5Krru0Cm0Q9egyzRHd
+GJTsIqU/qt4G8mdT8z1yY1HLgLlw3L02eNQUZXxVKx7tl/vJ9fxBG6RrZ+rs
+z45HFiEezB4BbeBlHXNzmOsNWlN+8csgtg1ufclki5p5gw4mV5ayV7RB3s7X
+j3rfvkWODodNnu9pB/PZguUhvyS0h2E+X5u3HQ7Pj1zU5vqAcmIzOfaLtsM0
+85nW5U8f0Fq1XONH3A6nVd7+XZ5MRt68qlB9ux3OqZ2/VeGZig5mM0YH32sH
+hpR2WmOxNFR2oeGXrnc7DOq33EgeTEN0ztppEy/aQfzAcKaacAYKrDfbR1PS
+DrdSVlxpMz4hcTPh+7V17WDg/ZmFlz0TNf2ZaQ3tbIfHMY5ZJl6ZaLfA3ad8
+c5v65a+XPPQ+oyjXB3+BswMOXlT5pSP0Bb0TjulysemAU4aski9O5CLVQhNp
+JZcOuOeoo2FQnYumLgsE0/t0gNDh+cKthnlI1POjamRUB4hf+MMq6f8NZbbl
+ZX8p64AvD+hWX9EUIi0rj13ujR2wls9znzq1EC1TKdko93TAM8YF7WIdgo6L
+Vgm2LHRAhqZ7AjGgoELvjvAFrk6wcSx0HGgsQsYc0T+yBTvhi9mUWq1kMdqS
+ZnTRU6ITDFhH6hMjipFy1xg1k0onOPznyqRkVoKqjy7dPWzfCb7UltH7OcpQ
+Ry+L5o3KTsg337mlf7oSnQsw73Ro7gTSZjJGe7MK5cvlGT3s7QS3VxF8N8aq
+UFyEqVXcQifEcfLazE5WIwuNr4+6Obogkyb2Mu+OOtS9wcA4xdcFV9gcOWmi
+69CF1GvBK6JdwBxSpn1btB5JMNDH7MZd4FYY6zyn3YBWSwyy1W51wbbHqieX
+xxrRbfsMxat3u+CvFTML/fEm1M9DU2rl3gX5Mj/bHwc0oWL3tEb/4C7Y+f2Y
+0ZRMMwqQ3TJdnNsFP6fXP5THtiDulHfcsgzdcL9HWNSRtKNAvb9vTu/uhof5
+Bn7yhzsQFZ3GIa393fBtQ069JbIDjZr9kbaT7IYunw2qV/c7Uer+C+op+t0w
+zB4cqqfZjXjq4tpyzbpB6K/+xcd13SjEddmg0robOjJPt1Se60FOnTEWY97d
+YFN3wuHF+V50MuTHgwMp3Ztz2v1w/Zv9KAOdoRP70g1Khu9c5xf7Ed98VKAC
+6QZ5pyHXDu8BRHtBOVqvpRs8aSQuD18eRA00L7JC/3bDy3i6wid+Q8j4vsLE
+9gs9cInpjQyN2CgSMatsm9PugfowXq++oFG0qKZV2mbSAwql8f9sl0eR78Hb
+8Qn3eoBXQH5mrGQMfWyINoCEHmhXU5ducZpATnlC5wTTekDVyA80JicQJH4+
+vjO3BzLuzJaVGEyiZpcatp76HoibEFhMVZ1CfwT+Njit9sDe/YIt9idmUDGL
+X+FVml44xyhE5Vcwg57+ZU1VZumFnSnhqy14FvE0iTxhFewFpV2Z5MSl7+iM
+m75y2qVe2H5TyAA/nUchzbk5Y0m9EL3vEHOp4k9kWHD6fe3nXtAS2/ehKuQn
+EkhqCv9c2AsNVTI75Kd+ohz3KfsHrb1Q1VwgYxe1iPqFOY/so+oDS/2+iA6m
+ZZS0K5GLmrEP9imcsGuyWUZ2G+IMM2x94PA76aBZ8zKiblWdyDncB/S0SbG3
+X/1CIp7O8Vo6fRD/tfdCnvJvtHSLOujE9T4ofJJfLvL5NyrQCvLgu9MHfLRp
+hjf5/yANkSSDBe8+cPwdLGBMv4qc2jrYnqb1wSNeypnds39RyWHZJyWbcymb
+4WKSKz0VNjqqlfCDuR+0uj5q0Fygwr8l7fIP7O2Hm9uq8gOeU2FR+ZQ5V7F+
+qPpk9/QV5xYcpnrgspROPzSeuLpdXH4rvmG+nTsxqR92BPhFa2ZQY6pbB6Vb
+MvuBGZ8/qkdNg6NuY7UtBf2QNHrtRKQeDa6/6+p1takfhKo/nm7cTotlvedH
+2Vb74bDI+fcxd7djutiOVN/zA+DDw5MS+pQBv3mzVJ51ZQCoGSOyRH8xYIV3
+/w0OXxuAWOk3mmdMGLFt6nlWcBgA9t2V8swKO3DXN+K08moAvDX2P/SlZsLJ
+ne/BYm4AYKf5RNdPFny6t1Q34vcARO8wGhiT+g8vzC8cv75lED79G/fuu/cf
+frK4UzOIcRBmChdKoqlYceGqyqPZA4NwP8i698O+XViQPn/yreogxPz+GNXh
+z4Z/VohZvrk4CJ4Pjpo6d7HhQt/4mVjNQaAW+hF15PAerE3tNxdlOAhNo7da
+h5v2YJ9/l5aCbAehlX1mslOUA48uT/xzixyE77G8QezcXDgjS/+By+tBODLH
+viXJkwu73a3b6vxmEHQ5A875jXLh3T8yae5+HITX4R9vK2Vy41Oz7oy3KIOg
+RWfrvc9oP34zvIv9yuQgbP9u4Re0zoOt430jNb8Pwi06i4gaeV4sb/yHU+Pn
+IPheeJjd6MyLm/v6uc+vDYLD2s+PSiu8eEvXBz7MMgQ1bJdk6Tf4sHEDiB05
+PgQKt6oOXJEWwKKBmekiikNw6FNamIGXAP59QUBCWGkIlK9uZ7tSK4CfVzNI
+8V8YAqqnmVaiNwVxYVmbHKfxEPjsG3HNTxLC+/KtTtP4b+rtlfj096oI3s25
+umr9bAgKMjZWTYpE8A4n/4zOkCFoNT1ldkDwMF47msj18fUQhFh42mQsHsbd
+Cf0/ND8PgZeI10ZC7BEcEXApJq5/CB48Sd11LVYcB04OXGYYHQJXvysfW3vF
+sc9pa3qHqSFYm3fQ28slgR3+PXFQWRqCgLrdKweiJLDm3dJzc/TD4Cd1dsHg
+jSRmMpBdOSE9DFfVWn/N9Elh2pyyj4nyw1CwnKIZc0gar+/Wus6MhsG94irf
+BSdpPFtvWzd8bhj+rEb/S2SVwdVKyQmPjYehOmri/XsdWewnsk+jI2AYWq/q
+NyWyyWMPvxQaHDwMs8bxB3zs5bHTqNy35IhN+4Gv8qGN8vhGjLagR/wwFIv9
+Gj4bdAIrswatHcweBio5Q0Of/YqYanXrB/vhYXC4pDD8TQFh45GuRc+JYRD3
+iO1Jt0OYUptx8tnsMIju3r+G3yPsFWvU+v7XMARtf26pshvjf8p5/3oZRqDt
+9bbvtL8w3nhup61ybATO23XNjHWdwkb3VeO1jo/A8LpBfCCnMi68fmDWRHEE
+WC56Xvipp4w9pOseuKmMAPW7Q5d/9irj9W7h1E8GI8AYbNu+Y/Y0XhMY3Mb9
+aAQe6R46fl9cFRsyZ6sdejwCXi76z8rcVHH+72cvZQJHIGX0wbm5KlXsVnPi
+6KXIEci8KsvYf+Ms/mv7Qt/34wh05JLj91LO4dVvap8WWkcgL9/1xzuTi1g/
+UWBtvWsEJPMXm1vzL+K8wLUzjAMjIMKR2kXDqYbvmyT3CkyNgHf4cKNrqxr+
+TUtLZ7A+Aur+xvRbRDXwyqUCozKBURgv3jK/UHUJe3el9508PApvZPs4O6g1
+MZPJG8Mc8VHY+t6n1wZpYkFbP/2UE6OgoqnWR8nVxFqBl7SDL43Cq/mJMvYv
+l3FG9djFq+6jULv832GTxitYQbOztt17FKgWyX/X2bVxRVf1eQ3/UXhEVxEr
+c00b90+mnz0VOgqiO26lmP7Qxju2u5w+9GEU/A3t/Xby6OJbp5gUl1tHQeq6
+1o7PSfp4qZoq37p7FFq3lZzavqGPvTQX5ScHRiGrVCD6ipYBjjTpPN4zPQo7
+m9LZZ7YZ4nLPN1JFVGNwsLIh6ZTNVcyXLyP6THQMUqIjUh8rGOO0U4dSaCXH
+oKE/pue9jTGWq+ES8ZIdg+F+uzt6CcZYo5tK+K7SGPxeXqlw22GCPX5X8+vp
+jkHkQ2e7+TET3CN1jUvg0Rj0xMjfnvpqim/8kWb2eTwGo+q9p3t/muKFgh3b
+xgLHoCiBfrfTUTNMrZI3/fblGMh47jqcmGyGxfTY8g6mjwFlitaU54M59nKv
+0T3YPQa7vCJSWSpvYgalNxceDYwB65XfkpjZAofT3kejo2MQ/01rTErHAic/
+FxR+Oz8GKxzX7tyZssAt8Q9W+GnGQfO8NtZjt8SC5bIR/OLj8OrjXvbezeaT
+8YTpyUPpcai7uFwlOn8by6uPuY/Ij4PxNTMuE+U7WL0zxDzh9DioPzTTcf9x
+BztPf5fiNxgH5/FftsXaNriG6W0Ln+84PD9zKY0iZIdtdVj+4+sdBzr7trsu
+Pg74etLRKIGhcbhw0qFYKt8BX/mjxn9ofByUt/hRHBYdsHz0M2nxhXHgbp+y
+eWLqiGkGGPRPUk/AkYeScUfOOeGoGzQJ+qITULyjVd5U0hk/zT4oaiQxAYZH
+ZPPo7J2xJ53yFxOZCchYWAxWyXTGZsneFRZoAgJ9fQIipO7jo3P/Zpy0JoCG
+q+1fDHLBpY6rUqFum/pBjJbP7rnhr+WchREPJsDsjIevVZEb/sAupxLlOwH/
+prul/jC648Dce3rxQZv2pV4yhxLcsd76knv62wnIrxr8Q9PtgecezZfX1E7A
+V3qFWt8vXpgzbFSXet8kmE0qT0+EPMTHHx7Y48A3CSc8B7ieVT7E2vb6LSNC
+k+CTLb2Ss/EQh2g0XiyRnIRe+8r7H24/wjt25it5q06CrIfgILO6D97wCRWl
+cpiE0lAt5h1H/TC3Y/2Uzf1JoLoUfPHTHT98woz+/YDHJISkJb748dEPOyt5
+8pLHk1AReL1U9Yg//rFhuccjdhI4/laqOUs/xqP3lKjWqifBNiluiss8AG+9
+6V5g1TgJe3Ve3uVKC8A82jkuPW2ToPl7TahuJQBflRJbzhuchLGQ/XDx2VPc
+vsA5ff/XJPjrruybpTzDVbd+tKzwTsF34ear2wWDcJpB3PtF5ylwKin89XMj
+BEt18K/SekxB4qyS/7RoKP6m+f7C3odT0JD8c13FIBRXnk37gZ5NQdvR9RrZ
+3FA8Ipt/IjB+Cp6zvSVbXMIwx+7OBuHqKVD7JquxyhyBY54b8Ck0TMFl+3PP
+PytHYAHGAQf11ingiso/Png/AktuHed06p+CyhS76y/GIvDFhUXTkp9TINhi
+EBxR/AJ71zL/vso1DfcKYso+hL7EdKqh5+x4psHTqrGNrvElfl6y5/UjgWkw
+lOqxnt4RhV/l7VNKOToNUiqDJ+X8o3B20uGnv09NQ+pRjmZen2g8+0iFJ/T2
+NHz5XwDnARj+P8SVCJmdQVc9f0jIveo/NoIGC28YoUHc9eYPwsLqP2NqH3AK
+P6FBYq5O17vH6j9PMYuz9WWhQWwfHmav0eo/pebHLr60oUGCAb2DluXqP0LH
+oqAnVqJBrsX6vmQN6z9WRZgV5aijQTR+YoZeEus/10eg8sbUo0G5NspNWBfr
+P/a99okCAaRBxKeZ3Esh6z/pcl+DiVqkQdmJOPoyNes/WwEZIekRpUEETnY1
+AV3rP4D4PbCGkqZBigbe/Pph6z/2m8fAVMSmQQ+/RcT0Zus/NU+pfIf2pkEa
+MBVT6HDrPy0FGdsdXKdBLxK0cM+E6z8y8FK2IiyoQVrW8audrOs/gGqzBTXg
+qUGxXm0iOvzrP1CQonj/na1BYrXwHaAB7D9it1Y5VOOtQRQMdBkGB+w/orxi
+pT0prkF2uXoQ0hHsP7Rd8wfTtq5BOhSI/mkn7D/1QbohKNmvQcLJotqZUuw/
+Dz/21MEdsUFzICbW/1fsP5jmCadXRbFBJHep0WVd7D9HQxBWQW2xQYYksMgx
+aOw/Qn6r0RK+sUFLf722yX3sP3exlCvAY7JB1DTYkvmo7D/jgBp617+zQYWL
+W45fruw/fVI6M/nss0E24t6JxbPsPwyAe2Z5GrRBq5VoOw+37D8gOkjhhja0
+QeXxdrw=
+ "]]},
+ Annotation[#, "Charting`Private`Tag$771451#1"]& ]}, {}, {}}},
+ AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
+ Axes->{True, True},
+ AxesLabel->{None, None},
+ AxesOrigin->{0, 0},
+ DisplayFunction->Identity,
+ Frame->{{False, False}, {False, False}},
+ FrameLabel->{{None, None}, {None, None}},
+ FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
+ GridLines->{None, None},
+ GridLinesStyle->Directive[
+ GrayLevel[0.5, 0.4]],
+ ImagePadding->All,
+ Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& )}},
+ PlotRange->{{-1, 1}, {0, 0.3}},
+ PlotRangeClipping->True,
+ PlotRangePadding->{{0, 0}, {0, 0}},
+ Ticks->{Automatic, Automatic}]], "Output",
+ CellChangeTimes->{{3.735049538568778*^9, 3.735049554678554*^9}, {
+ 3.7350495884876757`*^9, 3.7350496217947893`*^9}},
+ CellLabel->
+ "Out[134]=",ExpressionUUID->"984f732b-7abb-4ea2-a609-7fc73cdbe02a"]
+}, Open ]],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"int1", "=",
+ RowBox[{"Integrate", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{
+ RowBox[{"Dmetal", "[", "7", "]"}], "[",
+ SuperscriptBox["yp",
+ RowBox[{
+ RowBox[{"-", "8"}], "/", "15"}]], "]"}], "/",
+ SuperscriptBox[
+ RowBox[{"(",
+ RowBox[{"y", "+", "yp"}], ")"}], "3"]}], ",",
+ RowBox[{"{",
+ RowBox[{"yp", ",",
+ SuperscriptBox["1.1",
+ RowBox[{
+ RowBox[{"-", "15"}], "/", "8"}]], ",", "\[Infinity]"}], "}"}], ",",
+ RowBox[{"Assumptions", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"y", ">", "0"}], "}"}]}]}], "]"}]}], ";"}]], "Input",
+ CellChangeTimes->{{3.7323012492018213`*^9, 3.732301272531068*^9}, {
+ 3.732301324121891*^9, 3.7323013733145103`*^9}, {3.732301412113603*^9,
+ 3.732301419671618*^9}, {3.7323014640799313`*^9, 3.732301475047072*^9}, {
+ 3.7323015484385967`*^9, 3.7323015522553864`*^9}, {3.735046108146287*^9,
+ 3.735046123535598*^9}, {3.735046210495461*^9, 3.735046245459502*^9}, {
+ 3.73504630306701*^9, 3.7350463308529987`*^9}},
+ CellLabel->"In[56]:=",ExpressionUUID->"0d3201e1-995e-4b8a-a0a4-1eeed262a7af"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{
+ RowBox[{"int2", "[", "y_", "]"}], ":=",
+ RowBox[{"NIntegrate", "[",
+ RowBox[{
+ FractionBox[
+ RowBox[{
+ RowBox[{"Dmeta", "[",
+ SuperscriptBox["yp",
+ RowBox[{
+ RowBox[{"-", "8"}], "/", "15"}]], "]"}], "[",
+ RowBox[{"[",
+ RowBox[{"1", ",", "2", ",", "1"}], "]"}], "]"}],
+ SuperscriptBox[
+ RowBox[{"(",
+ RowBox[{"y", "+", "yp"}], ")"}], "3"]], ",",
+ RowBox[{"{",
+ RowBox[{"yp", ",",
+ SuperscriptBox["2.72",
+ RowBox[{
+ RowBox[{"-", "15"}], "/", "8"}]], ",",
+ SuperscriptBox["1.1",
+ RowBox[{
+ RowBox[{"-", "15"}], "/", "8"}]]}], "}"}]}], "]"}]}], ";"}]], "Input",\
+
+ CellChangeTimes->{{3.7323012492018213`*^9, 3.732301272531068*^9}, {
+ 3.732301324121891*^9, 3.7323013733145103`*^9}, {3.732301412113603*^9,
+ 3.732301419671618*^9}, {3.7323014640799313`*^9, 3.732301475047072*^9}, {
+ 3.7323015484385967`*^9, 3.732301567023038*^9}, {3.732301631476391*^9,
+ 3.732301641288233*^9}, {3.732302276551043*^9, 3.732302287259849*^9}},
+ CellLabel->"In[42]:=",ExpressionUUID->"fb684a70-4c6a-4a27-804b-192031497bc1"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"int3", "=",
+ RowBox[{"Integrate", "[",
+ RowBox[{
+ FractionBox[
+ RowBox[{
+ RowBox[{"Dmetag", "[",
+ SuperscriptBox["yp",
+ RowBox[{
+ RowBox[{"-", "8"}], "/", "15"}]], "]"}], "/",
+ SuperscriptBox["yp",
+ RowBox[{
+ RowBox[{"-", "2"}], " ",
+ RowBox[{"8", "/", "15"}]}]]}],
+ SuperscriptBox[
+ RowBox[{"(",
+ RowBox[{"y", "+", "yp"}], ")"}], "3"]], ",",
+ RowBox[{"{",
+ RowBox[{"yp", ",", "0", ",",
+ SuperscriptBox["2.72",
+ RowBox[{
+ RowBox[{"-", "15"}], "/", "8"}]]}], "}"}], ",",
+ RowBox[{"Assumptions", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"y", ">", "0"}], "}"}]}]}], "]"}]}], ";"}]], "Input",
+ CellChangeTimes->{{3.732302409450449*^9, 3.732302502803492*^9}, {
+ 3.7350462923435993`*^9, 3.735046337971587*^9}, {3.7350494931237173`*^9,
+ 3.735049498358923*^9}},
+ CellLabel->
+ "In[124]:=",ExpressionUUID->"d9bf4e3e-7a52-4bfb-8df9-78978553f2e6"],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"Dmeta", "[", "y", "]"}], "[",
+ RowBox[{"[",
+ RowBox[{"1", ",", "3"}], "]"}], "]"}]], "Input",
+ CellChangeTimes->{{3.732302368123579*^9, 3.732302403248723*^9}},
+ CellLabel->"In[46]:=",ExpressionUUID->"4339ec32-ea6d-4bc0-9ae2-7fcee5310c9b"],
+
+Cell[BoxData[
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{
+ SuperscriptBox["\[ExponentialE]",
+ RowBox[{
+ RowBox[{"-", "1.156836038960939`"}], " ",
+ SuperscriptBox["y",
+ RowBox[{"15", "/", "8"}]]}]], " ",
+ RowBox[{"(",
+ RowBox[{"0.2161`", "\[VeryThinSpace]", "-",
+ FractionBox["0.136`",
+ SuperscriptBox["y",
+ RowBox[{"15", "/", "8"}]]]}], ")"}], " ",
+ SuperscriptBox["y",
+ RowBox[{"1", "/", "8"}]]}], ",",
+ RowBox[{"2.72`", "<", "y"}]}], "}"}]], "Output",
+ CellChangeTimes->{{3.732302376099196*^9, 3.73230240348674*^9}},
+ CellLabel->"Out[46]=",ExpressionUUID->"79e89bcd-cf1a-4158-907c-a6c69f4d4e0c"]
+}, Open ]],
+
+Cell[CellGroupData[{
+
+Cell[BoxData["int3"], "Input",
+ CellChangeTimes->{{3.735046468378478*^9, 3.7350464686541986`*^9}},
+ CellLabel->
+ "In[125]:=",ExpressionUUID->"319c8a91-11da-4814-a216-1f0816fcfd43"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"y", " ",
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"-", "1.5391145780219368`*^-6"}], "-",
+ RowBox[{"9.686357479562192`*^-6", " ", "y"}], "-",
+ RowBox[{"4.009866315614795`*^-6", " ",
+ SuperscriptBox["y", "2"]}], "+",
+ RowBox[{"8.34652771433178`*^-6", " ",
+ SuperscriptBox["y", "3"]}], "-",
+ RowBox[{"8.44218575316931`*^-6", " ",
+ SuperscriptBox["y", "4"]}]}], ")"}]}], "+",
+ RowBox[{
+ SuperscriptBox["\[ExponentialE]",
+ RowBox[{"1.156836038960939`", "/", "y"}]], " ",
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"-", "0.0033926183018259445`"}], "-",
+ RowBox[{"0.046432856928810974`", " ", "y"}], "-",
+ RowBox[{"0.16878702050623706`", " ",
+ SuperscriptBox["y", "2"]}], "-",
+ RowBox[{"0.04599573257873979`", " ",
+ SuperscriptBox["y", "3"]}], "+",
+ RowBox[{"0.1156665410642852`", " ",
+ SuperscriptBox["y", "4"]}], "-",
+ RowBox[{"0.136`", " ",
+ SuperscriptBox["y", "5"]}]}], ")"}], " ",
+ RowBox[{"ExpIntegralEi", "[",
+ RowBox[{
+ RowBox[{"-", "7.552461234986965`"}], "-",
+ FractionBox["1.156836038960939`", "y"]}], "]"}]}]}], ")"}], "/",
+ RowBox[{"(",
+ RowBox[{
+ SuperscriptBox["y", "3"], " ",
+ SuperscriptBox[
+ RowBox[{"(",
+ RowBox[{"0.1531733832147151`", "\[VeryThinSpace]", "+", "y"}], ")"}],
+ "2"]}], ")"}]}]], "Output",
+ CellChangeTimes->{3.735046468985963*^9, 3.735049506072782*^9},
+ CellLabel->
+ "Out[125]=",ExpressionUUID->"3d06d3cd-d06f-44c6-941e-6bc4c607ce62"]
+}, Open ]],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"LogPlot", "[",
+ RowBox[{
+ RowBox[{"Re", "@", "int3"}], ",",
+ RowBox[{"{",
+ RowBox[{"y", ",",
+ RowBox[{"-", "0.5"}], ",", "0.5"}], "}"}], ",",
+ RowBox[{"PlotRange", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"0.00001", ",", "1"}], "}"}]}]}], "]"}]], "Input",
+ CellChangeTimes->{{3.7323022954747877`*^9, 3.7323023148813763`*^9}, {
+ 3.7350461469337*^9, 3.735046178032201*^9}, {3.735046251175106*^9,
+ 3.735046261552388*^9}, {3.735047813636751*^9, 3.735047873544877*^9}},
+ CellLabel->
+ "In[126]:=",ExpressionUUID->"ba650858-8f6e-43ef-956f-420adf44acd3"],
+
+Cell[BoxData[
+ GraphicsBox[{{{{}, {},
+ TagBox[
+ {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6],
+ Opacity[1.], LineBox[CompressedData["
+1:eJwVUns41HkfFT0qRdKa71wYRkUh2ly2tlxWRr0bptxKyVYq0SQrt91K2vVK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+ "]],
+ LineBox[{{0.03061105485582712, -9.930176404775953}, {
+ 0.050309985146640444`, -10.264198476600281`}, {
+ 0.07165997052801489, -10.587822150838194`}, {
+ 0.09262019467341982, -10.87433336336854}, {
+ 0.11217024941958996`, -11.118665101517418`}, {
+ 0.13337135925632124`, -11.362694271956668`}, {
+ 0.14746080905737383`, -11.512925464970229`}}]},
+ Annotation[#,
+ "Charting`Private`Tag$770282#1"]& ]}, {{}, {}, {}}}, {}, {}},
+ AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
+ Axes->{True, True},
+ AxesLabel->{None, None},
+ AxesOrigin->{0, -11.512925464970229`},
+ CoordinatesToolOptions:>{"DisplayFunction" -> ({
+ Part[#, 1],
+ Exp[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ Part[#, 1],
+ Exp[
+ Part[#, 2]]}& )},
+ DisplayFunction->Identity,
+ Frame->{{False, False}, {False, False}},
+ FrameLabel->{{None, None}, {None, None}},
+ FrameTicks->{{
+ Charting`ScaledTicks[{Log, Exp}],
+ Charting`ScaledFrameTicks[{Log, Exp}]}, {Automatic, Automatic}},
+ GridLines->{None, None},
+ GridLinesStyle->Directive[
+ GrayLevel[0.5, 0.4]],
+ ImagePadding->All,
+ Method->{
+ "DefaultBoundaryStyle" -> Automatic, "DefaultMeshStyle" ->
+ AbsolutePointSize[6], "ScalingFunctions" -> None},
+ PlotRange->{{-0.11659629786236628`,
+ 0.49999997959183673`}, {-11.512925464970229`, 0}},
+ PlotRangeClipping->True,
+ PlotRangePadding->{{
+ Scaled[0.02],
+ Scaled[0.02]}, {0, 0}},
+ Ticks->FrontEndValueCache[{Automatic,
+ Charting`ScaledTicks[{Log, Exp}]}, {Automatic, {{-11.512925464970229`,
+ FormBox[
+ TemplateBox[{"10",
+ RowBox[{"-", "5"}]}, "Superscript", SyntaxForm -> SuperscriptBox],
+ TraditionalForm], {0.01, 0.}, {
+ AbsoluteThickness[0.1]}}, {-9.210340371976182,
+ FormBox[
+ TemplateBox[{"10",
+ RowBox[{"-", "4"}]}, "Superscript", SyntaxForm -> SuperscriptBox],
+ TraditionalForm], {0.01, 0.}, {
+ AbsoluteThickness[0.1]}}, {-6.907755278982137,
+ FormBox["0.001`", TraditionalForm], {0.01, 0.}, {
+ AbsoluteThickness[0.1]}}, {-4.605170185988091,
+ FormBox[
+ TagBox[
+ InterpretationBox["\"0.010\"", 0.01, AutoDelete -> True],
+ NumberForm[#, {
+ DirectedInfinity[1], 3}]& ], TraditionalForm], {0.01, 0.}, {
+ AbsoluteThickness[0.1]}}, {-2.3025850929940455`,
+ FormBox[
+ TagBox[
+ InterpretationBox["\"0.100\"", 0.1, AutoDelete -> True],
+ NumberForm[#, {
+ DirectedInfinity[1], 3}]& ], TraditionalForm], {0.01, 0.}, {
+ AbsoluteThickness[0.1]}}, {0.,
+ FormBox["1", TraditionalForm], {0.01, 0.}, {
+ AbsoluteThickness[0.1]}}, {-10.819778284410283`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-10.41431317630212,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-10.126631103850338`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-9.903487552536127,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-9.721165995742174,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-9.567015315914915,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-9.433483923290392,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-9.315700887634009,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-8.517193191416238,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-8.111728083308073,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-7.824046010856292,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-7.600902459542082,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-7.418580902748128,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-7.264430222920869,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-7.1308988302963465`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-7.013115794639964,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-6.214608098422191,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-5.809142990314028,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-5.521460917862246,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-5.298317366548036,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-5.115995809754082,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-4.961845129926823,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-4.8283137373023015`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-4.710530701645918,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-3.912023005428146,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-3.506557897319982,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-3.2188758248682006`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-2.995732273553991,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-2.8134107167600364`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-2.659260036932778,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-2.5257286443082556`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-2.4079456086518722`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-1.6094379124341003`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-1.2039728043259361`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-0.916290731874155,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-0.6931471805599453,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-0.5108256237659907,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-0.35667494393873245`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-0.2231435513142097,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {-0.10536051565782628`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {0.6931471805599453,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {1.0986122886681098`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {1.3862943611198906`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {1.6094379124341003`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {1.791759469228055,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {1.9459101490553132`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {2.0794415416798357`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {2.1972245773362196`,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}, {2.302585092994046,
+ FormBox[
+ TemplateBox[{0., 0.}, "Spacer2"], TraditionalForm], {0.005, 0.}, {
+ AbsoluteThickness[0.1]}}}}]]], "Output",
+ CellChangeTimes->{{3.732302305279499*^9, 3.73230231911549*^9}, {
+ 3.7350461480004177`*^9, 3.7350461783754053`*^9}, {3.735046248840376*^9,
+ 3.735046261851366*^9}, 3.735046340531131*^9, {3.735047814917954*^9,
+ 3.735047874018038*^9}, 3.735049507896327*^9},
+ CellLabel->
+ "Out[126]=",ExpressionUUID->"ce1dc184-85eb-400c-aca1-d1aaffbecfd6"]
+}, Open ]],
+
+Cell[BoxData["R"], "Input",
+ CellChangeTimes->{
+ 3.735047837784527*^9},ExpressionUUID->"a6729de2-4059-40d6-b2eb-\
+b9acd4557939"],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"test", "=",
+ RowBox[{"Integrate", "[",
+ RowBox[{
+ FractionBox[
+ RowBox[{"Dmeta", "[",
+ SuperscriptBox["yp",
+ RowBox[{
+ RowBox[{"-", "8"}], "/", "15"}]], "]"}],
+ RowBox[{"y", "+", "yp"}]], ",",
+ RowBox[{"{",
+ RowBox[{"yp", ",", "0", ",", "\[Infinity]"}], "}"}], ",",
+ RowBox[{"Assumptions", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"y", ">", "0"}], "}"}]}]}], "]"}]}]], "Input",
+ CellChangeTimes->{{3.732300807192849*^9, 3.732300870510931*^9}},
+ CellLabel->"In[26]:=",ExpressionUUID->"1082cb67-b644-488e-860f-c27e2bb2b8fe"],
+
+Cell[BoxData[
+ RowBox[{"Integrate", "[",
+ RowBox[{
+ RowBox[{
+ FractionBox["1",
+ RowBox[{"y", "+", "yp"}]],
+ TagBox[GridBox[{
+ {"\[Piecewise]", GridBox[{
+ {
+ RowBox[{"0.2490224852665365`", "\[VeryThinSpace]", "+",
+ FractionBox["0.000038797938089542855`",
+ SuperscriptBox["yp",
+ RowBox[{"56", "/", "15"}]]], "-",
+ FractionBox["0.00008500795840284223`",
+ SuperscriptBox["yp",
+ RowBox[{"16", "/", "5"}]]], "-",
+ FractionBox["0.0004888430493757089`",
+ SuperscriptBox["yp",
+ RowBox[{"8", "/", "3"}]]], "-",
+ FractionBox["0.000054888686375888465`",
+ SuperscriptBox["yp",
+ RowBox[{"32", "/", "15"}]]], "-",
+ FractionBox["0.016335221035802962`",
+ SuperscriptBox["yp",
+ RowBox[{"8", "/", "5"}]]], "+",
+ FractionBox["2",
+ RowBox[{"15", " ",
+ SuperscriptBox["yp",
+ RowBox[{"16", "/", "15"}]]}]], "-",
+ FractionBox["0.3170726750637966`",
+ SuperscriptBox["yp",
+ RowBox[{"8", "/", "15"}]]]}],
+ RowBox[{"0", "<",
+ FractionBox["1",
+ SuperscriptBox["yp",
+ RowBox[{"8", "/", "15"}]]], "<", "1.1`"}]},
+ {
+ RowBox[{
+ FractionBox["1",
+ SuperscriptBox["yp",
+ RowBox[{"1", "/", "15"}]]],
+ SuperscriptBox["\[ExponentialE]",
+ RowBox[{
+ RowBox[{"-", "1.156836038960939`"}], "/", "yp"}]], " ",
+ RowBox[{"(",
+ RowBox[{"0.1532863`", "\[VeryThinSpace]", "+",
+ RowBox[{"0.0002611`", " ",
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"-", "1.1`"}], "+",
+ FractionBox["1",
+ SuperscriptBox["yp",
+ RowBox[{"8", "/", "15"}]]]}], ")"}]}], "+",
+ RowBox[{"0.0499557`", " ",
+ SuperscriptBox[
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"-", "1.1`"}], "+",
+ FractionBox["1",
+ SuperscriptBox["yp",
+ RowBox[{"8", "/", "15"}]]]}], ")"}], "2"]}], "-",
+ RowBox[{"0.0209331`", " ",
+ SuperscriptBox[
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"-", "1.1`"}], "+",
+ FractionBox["1",
+ SuperscriptBox["yp",
+ RowBox[{"8", "/", "15"}]]]}], ")"}], "3"]}], "-",
+ RowBox[{"0.004408`", " ",
+ SuperscriptBox[
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"-", "1.1`"}], "+",
+ FractionBox["1",
+ SuperscriptBox["yp",
+ RowBox[{"8", "/", "15"}]]]}], ")"}], "4"]}], "+",
+ RowBox[{"0.002672`", " ",
+ SuperscriptBox[
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"-", "1.1`"}], "+",
+ FractionBox["1",
+ SuperscriptBox["yp",
+ RowBox[{"8", "/", "15"}]]]}], ")"}], "5"]}]}], ")"}]}],
+ RowBox[{"1.1`", "<",
+ FractionBox["1",
+ SuperscriptBox["yp",
+ RowBox[{"8", "/", "15"}]]], "<", "2.72`"}]},
+ {
+ FractionBox[
+ RowBox[{
+ SuperscriptBox["\[ExponentialE]",
+ RowBox[{
+ RowBox[{"-", "1.156836038960939`"}], "/", "yp"}]], " ",
+ RowBox[{"(",
+ RowBox[{"0.2161`", "\[VeryThinSpace]", "-",
+ RowBox[{"0.136`", " ", "yp"}]}], ")"}]}],
+ SuperscriptBox["yp",
+ RowBox[{"1", "/", "15"}]]],
+ RowBox[{"2.72`", "<",
+ FractionBox["1",
+ SuperscriptBox["yp",
+ RowBox[{"8", "/", "15"}]]]}]},
+ {"0",
+ TagBox["True",
+ "PiecewiseDefault",
+ AutoDelete->True]}
+ },
+ AllowedDimensions->{2, Automatic},
+ Editable->True,
+ GridBoxAlignment->{
+ "Columns" -> {{Left}}, "ColumnsIndexed" -> {},
+ "Rows" -> {{Baseline}}, "RowsIndexed" -> {}},
+ GridBoxItemSize->{
+ "Columns" -> {{Automatic}}, "ColumnsIndexed" -> {},
+ "Rows" -> {{1.}}, "RowsIndexed" -> {}},
+ GridBoxSpacings->{"Columns" -> {
+ Offset[0.27999999999999997`], {
+ Offset[0.84]},
+ Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> {
+ Offset[0.2], {
+ Offset[0.4]},
+ Offset[0.2]}, "RowsIndexed" -> {}},
+ Selectable->True]}
+ },
+ GridBoxAlignment->{
+ "Columns" -> {{Left}}, "ColumnsIndexed" -> {}, "Rows" -> {{Baseline}},
+ "RowsIndexed" -> {}},
+ GridBoxItemSize->{
+ "Columns" -> {{Automatic}}, "ColumnsIndexed" -> {}, "Rows" -> {{1.}},
+ "RowsIndexed" -> {}},
+ GridBoxSpacings->{"Columns" -> {
+ Offset[0.27999999999999997`], {
+ Offset[0.35]},
+ Offset[0.27999999999999997`]}, "ColumnsIndexed" -> {}, "Rows" -> {
+ Offset[0.2], {
+ Offset[0.4]},
+ Offset[0.2]}, "RowsIndexed" -> {}}],
+ "Piecewise",
+ DeleteWithContents->True,
+ Editable->False,
+ SelectWithContents->True,
+ Selectable->False]}], ",",
+ RowBox[{"{",
+ RowBox[{"yp", ",", "0", ",", "\[Infinity]"}], "}"}], ",",
+ RowBox[{"Assumptions", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"y", ">", "0"}], "}"}]}]}], "]"}]], "Output",
+ CellChangeTimes->{3.732301217999838*^9},
+ CellLabel->"Out[26]=",ExpressionUUID->"babd15bf-56f1-4fbc-bb11-6205795c6158"]
+}, Open ]],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"d1", "=",
+ RowBox[{"Import", "[",
+ RowBox[{"\"\</tmp/dl/ising-data.txt\>\"", ",", "\"\<CSV\>\"", ",",
+ RowBox[{"HeaderLines", "\[Rule]", "1"}]}], "]"}]}], ";"}]], "Input",
+ CellChangeTimes->{{3.7350767019219933`*^9, 3.735076862574895*^9}, {
+ 3.735076908993175*^9, 3.7350769331400833`*^9}, {3.735086766068824*^9,
+ 3.73508676641039*^9}},
+ CellLabel->
+ "In[283]:=",ExpressionUUID->"57f5ee97-2b87-42c8-b78b-d7cbd55ecee0"],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"p1", "=",
+ RowBox[{"ListPlot", "[",
+ RowBox[{
+ RowBox[{"d1", "[",
+ RowBox[{"[",
+ RowBox[{"All", ",",
+ RowBox[{"{",
+ RowBox[{"1", ",", "3"}], "}"}]}], "]"}], "]"}], ",",
+ RowBox[{"Joined", "\[Rule]", "True"}], ",",
+ RowBox[{"PlotRange", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"0", ",", "100"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"-", "1"}], ",", "1"}], "}"}]}], "}"}]}], ",",
+ RowBox[{"AspectRatio", "\[Rule]",
+ RowBox[{
+ RowBox[{"1", "/", "GoldenRatio"}], "/", "2"}]}], ",",
+ RowBox[{"LabelStyle", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"FontSize", "\[Rule]", "8"}], "}"}]}], ",",
+ RowBox[{"PlotStyle", "\[Rule]", "Black"}]}], "]"}]}]], "Input",
+ CellChangeTimes->{{3.735076940405777*^9, 3.7350769614549303`*^9}, {
+ 3.735076999571247*^9, 3.7350770022065*^9}, {3.735077142658697*^9,
+ 3.735077150506631*^9}, {3.7350772231199503`*^9, 3.735077223423154*^9}, {
+ 3.735077270755279*^9, 3.735077289749969*^9}, {3.735077320000855*^9,
+ 3.735077331003846*^9}, {3.735077379682331*^9, 3.735077381444714*^9}, {
+ 3.735077671492136*^9, 3.7350776728701897`*^9}, {3.7353029883002663`*^9,
+ 3.7353029971811438`*^9}},
+ CellLabel->
+ "In[447]:=",ExpressionUUID->"1b097d06-6a08-48ee-aec0-5591c925f878"],
+
+Cell[BoxData[
+ GraphicsBox[{{}, {{}, {},
+ {GrayLevel[0], PointSize[0.009166666666666668], AbsoluteThickness[1.6],
+ LineBox[CompressedData["
+1:eJxV1X9o1HUcx/Fv66gJoftjwVGjrrI4beZ3deW3lvrNlp067TJdtxpxhYMR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+
+ "]]}}, {}, {}, {}, {}},
+ AspectRatio->NCache[Rational[1, 2]/GoldenRatio, 0.3090169943749474],
+ Axes->{True, True},
+ AxesLabel->{None, None},
+ AxesOrigin->{0, 0},
+ DisplayFunction->Identity,
+ Frame->{{False, False}, {False, False}},
+ FrameLabel->{{None, None}, {None, None}},
+ FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
+ GridLines->{None, None},
+ GridLinesStyle->Directive[
+ GrayLevel[0.5, 0.4]],
+ ImagePadding->All,
+ LabelStyle->{FontSize -> 8},
+ Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& )}},
+ PlotRange->{{0, 100}, {-1, 1}},
+ PlotRangeClipping->True,
+ PlotRangePadding->{{0, 0}, {0, 0}},
+ Ticks->{Automatic, Automatic}]], "Output",
+ CellChangeTimes->{{3.735076953946973*^9, 3.735076961748568*^9},
+ 3.735077002487687*^9, 3.73507715083358*^9, 3.735077223982463*^9, {
+ 3.735077274329385*^9, 3.735077290144291*^9}, 3.735077331385674*^9,
+ 3.735077381726019*^9, 3.735077673158692*^9, 3.7350867680130453`*^9,
+ 3.735087120253188*^9, 3.735302997693471*^9},
+ CellLabel->
+ "Out[447]=",ExpressionUUID->"8396a4e0-8c25-42d4-9873-36b9262f50f5"]
+}, Open ]],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"d2", "=",
+ RowBox[{"Import", "[",
+ RowBox[{"\"\</tmp/dl/ising-data(2).txt\>\"", ",", "\"\<CSV\>\"", ",",
+ RowBox[{"HeaderLines", "\[Rule]", "1"}]}], "]"}]}], ";"}]], "Input",
+ CellChangeTimes->{{3.7350767019219933`*^9, 3.735076862574895*^9}, {
+ 3.735076908993175*^9, 3.7350769331400833`*^9}, {3.7350769759783907`*^9,
+ 3.735076978315968*^9}, {3.7350867708415737`*^9, 3.735086782434245*^9}, {
+ 3.735087154874813*^9, 3.735087155020206*^9}},
+ CellLabel->
+ "In[448]:=",ExpressionUUID->"4c510c8b-8819-4424-9fb6-15a7c7f54caf"],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"p2", "=",
+ RowBox[{"ListPlot", "[",
+ RowBox[{
+ RowBox[{"d2", "[",
+ RowBox[{"[",
+ RowBox[{"All", ",",
+ RowBox[{"{",
+ RowBox[{"1", ",", "3"}], "}"}]}], "]"}], "]"}], ",",
+ RowBox[{"Joined", "\[Rule]", "True"}], ",",
+ RowBox[{"PlotRange", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"0", ",", "100"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"-", "1"}], ",", "1"}], "}"}]}], "}"}]}], ",",
+ RowBox[{"AspectRatio", "\[Rule]",
+ RowBox[{
+ RowBox[{"1", "/", "GoldenRatio"}], "/", "2"}]}], ",",
+ RowBox[{"LabelStyle", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"FontSize", "\[Rule]", "8"}], "}"}]}], ",",
+ RowBox[{"PlotStyle", "\[Rule]", "Black"}]}], "]"}]}]], "Input",
+ CellChangeTimes->{{3.735076940405777*^9, 3.735076991691235*^9}, {
+ 3.7350771546408777`*^9, 3.7350771596880903`*^9}, {3.7350772258147917`*^9,
+ 3.735077226099834*^9}, {3.735077297258168*^9, 3.735077297653325*^9}, {
+ 3.7350773388702497`*^9, 3.735077364570188*^9}, {3.735077663585301*^9,
+ 3.735077665731662*^9}, {3.735302979858659*^9, 3.735302985165278*^9}},
+ CellLabel->
+ "In[449]:=",ExpressionUUID->"ce3a6da9-240d-4b07-b4e5-e1bb36fa60cc"],
+
+Cell[BoxData[
+ GraphicsBox[{{}, {{}, {},
+ {GrayLevel[0], PointSize[0.009166666666666668], AbsoluteThickness[1.6],
+ LineBox[CompressedData["
+1:eJxd1V1IU3EYx/GDWMzsQugiA0GTYUNGWY6yWni0t2VWy8xW7mK9wSyh1wuh
+gtFFeGE06G1CFwskFr0gvYB0kYt2YV0ZCRlKTZu2apCVxS4iqvP97UIH48+H
+5zz/5/k/O+ds8YFjTYfzDMM49e/7f53xSX2stdbySVZ/ivXSD9aqEWsNOfNN
+y0Mf+6314Dyc/GTFTd8C7GI/88oi7CceainFvWOW4yNluJl6prMc903g93Zs
+sF90TQX2cX2gVk7j0LUlOEt+wFOJf1Mv8NqJ7ap3fRnu5NyDruU4Q72yxyuw
+h3hRW7XOy/5FL13KT2PPSlyFjxeuwj2Kh2twbNKaX/jbauxm/6nqtTj1gfMU
+uLGT+fVeXocHcXRpLc7/bNnWauIazStnO3b8kqNJy8Vb6mb0l7wtN3J9xF+P
+g/STta2fcf6ao/K0zrt0g+aFO77Ko7q/tm/Eflx0R3Zo/s2bcLHq/5E9SWte
+ngObsW2IeRke3Ec9M+6Zke+d5eiZLcrn+sAbeYjz2CobsJvzxi7IMfoLpmQ7
++cb5rTjK8+HIOabnpTsXf2D1bz7NxfV8HW3EIepPPZenqWcr3Ya7sGNcPkT9
+4g3blY+nbslBHC3YgTM4/UIOMY9wvReniEdOyFH6MbrlBM9PMC5H6N+xcCfu
+xJE6OUX+2Yuy963lzD05wXyN+/IAHp7TpP24v+MBOUvcGZfb9Twt2IU9nMd1
+Un7EvCJR+S7x+Cu5Q++rvGacT9w3ywP75Xb26w3LXuq7v8t+4ncbduOuccvT
+N+X5zKP5p9xIvreiRf1h1wU5zX6j47KXfjI567zBtXtwhvnbgnIv8cRVOU39
+4Wdyme6nT3LVmHV/Zub6sIPfK+mTh8lvfyhrvmbhXhzU+6VNNunnxhH5EPnh
+63KX5puVE5y/x7cPdxDvfCKf5vca/SLrfRIqacVuvU/OySXs135fdpHf807W
+/4lvjR876XcwLBsT1jy8E3Iw1f8X/DNoUg==
+ "]]}}, {}, {}, {}, {}},
+ AspectRatio->NCache[Rational[1, 2]/GoldenRatio, 0.3090169943749474],
+ Axes->{True, True},
+ AxesLabel->{None, None},
+ AxesOrigin->{0, 0},
+ DisplayFunction->Identity,
+ Frame->{{False, False}, {False, False}},
+ FrameLabel->{{None, None}, {None, None}},
+ FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
+ GridLines->{None, None},
+ GridLinesStyle->Directive[
+ GrayLevel[0.5, 0.4]],
+ ImagePadding->All,
+ LabelStyle->{FontSize -> 8},
+ Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& )}},
+ PlotRange->{{0, 100}, {-1, 1}},
+ PlotRangeClipping->True,
+ PlotRangePadding->{{0, 0}, {0, 0}},
+ Ticks->{Automatic, Automatic}]], "Output",
+ CellChangeTimes->{{3.735076953946973*^9, 3.735076992100857*^9},
+ 3.735077159952373*^9, 3.7350772263670387`*^9, 3.735077298082313*^9, {
+ 3.7350773450622463`*^9, 3.735077383094152*^9}, {3.735077666126358*^9,
+ 3.735077674961712*^9}, {3.735086772687028*^9, 3.735086783521926*^9}, {
+ 3.7350871155490227`*^9, 3.735087121834997*^9}, 3.7350871561216373`*^9, {
+ 3.73530298550825*^9, 3.735303000399589*^9}},
+ CellLabel->
+ "Out[449]=",ExpressionUUID->"ccaa290a-06f7-4975-938e-b71cff669d8b"]
+}, Open ]],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"p12", "=",
+ RowBox[{"GraphicsColumn", "[",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"p1", ",", "p2"}], "}"}], ",",
+ RowBox[{"ImageSize", "\[Rule]", "246"}]}], "]"}]}]], "Input",
+ CellChangeTimes->{{3.735077214842461*^9, 3.7350772662428837`*^9}, {
+ 3.735077492047076*^9, 3.7350774938801203`*^9}, {3.735077578354664*^9,
+ 3.735077585095422*^9}, {3.735077628305882*^9, 3.735077661114664*^9}},
+ CellLabel->
+ "In[450]:=",ExpressionUUID->"1761f8d4-d5e2-46c1-8d79-1ff4acc97538"],
+
+Cell[BoxData[
+ GraphicsBox[{{}, {InsetBox[
+ GraphicsBox[{{}, {{}, {},
+ {GrayLevel[0], PointSize[0.009166666666666668], AbsoluteThickness[
+ 1.6], LineBox[CompressedData["
+1:eJxV1X9o1HUcx/Fv66gJoftjwVGjrrI4beZ3deW3lvrNlp067TJdtxpxhYMR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+
+ "]]}}, {}, {}, {}, {}},
+ AspectRatio->NCache[Rational[1, 2]/GoldenRatio, 0.3090169943749474],
+ Axes->{True, True},
+ AxesLabel->{None, None},
+ AxesOrigin->{0, 0},
+ DisplayFunction->Identity,
+ Frame->{{False, False}, {False, False}},
+ FrameLabel->{{None, None}, {None, None}},
+ FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
+ GridLines->{None, None},
+ GridLinesStyle->Directive[
+ GrayLevel[0.5, 0.4]],
+ ImagePadding->All,
+ LabelStyle->{FontSize -> 8},
+ Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& )}},
+ PlotRange->{{0, 100}, {-1, 1}},
+ PlotRangeClipping->True,
+ PlotRangePadding->{{0, 0}, {0, 0}},
+ Ticks->{Automatic, Automatic}], {189., -59.331262919989896},
+ ImageScaled[{0.5, 0.5}], {360., 111.24611797498105}], InsetBox[
+ GraphicsBox[{{}, {{}, {},
+ {GrayLevel[0], PointSize[0.009166666666666668], AbsoluteThickness[
+ 1.6], LineBox[CompressedData["
+1:eJxd1V1IU3EYx/GDWMzsQugiA0GTYUNGWY6yWni0t2VWy8xW7mK9wSyh1wuh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+ "]]}}, {}, {}, {}, {}},
+ AspectRatio->NCache[Rational[1, 2]/GoldenRatio, 0.3090169943749474],
+ Axes->{True, True},
+ AxesLabel->{None, None},
+ AxesOrigin->{0, 0},
+ DisplayFunction->Identity,
+ Frame->{{False, False}, {False, False}},
+ FrameLabel->{{None, None}, {None, None}},
+ FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
+ GridLines->{None, None},
+ GridLinesStyle->Directive[
+ GrayLevel[0.5, 0.4]],
+ ImagePadding->All,
+ LabelStyle->{FontSize -> 8},
+ Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& )}},
+ PlotRange->{{0, 100}, {-1, 1}},
+ PlotRangeClipping->True,
+ PlotRangePadding->{{0, 0}, {0, 0}},
+ Ticks->{Automatic, Automatic}], {189., -177.99378875996968},
+ ImageScaled[{0.5, 0.5}], {360., 111.24611797498105}]}, {}},
+ ContentSelectable->True,
+ ImageSize->246,
+ PlotRangePadding->{6, 5}]], "Output",
+ CellChangeTimes->{{3.735077231519554*^9, 3.735077262471221*^9},
+ 3.735077300539659*^9, {3.735077346590741*^9, 3.7350773836942472`*^9},
+ 3.735077494300374*^9, 3.735077585368141*^9, {3.735077638890686*^9,
+ 3.7350776754717293`*^9}, {3.735086773622737*^9, 3.735086784306634*^9}, {
+ 3.735087116754932*^9, 3.73508712257892*^9}, 3.735087169954257*^9,
+ 3.735303002335342*^9},
+ CellLabel->
+ "Out[450]=",ExpressionUUID->"76101a74-5eb1-4b2f-9055-720c56443ba4"]
+}, Open ]],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"Export", "[",
+ RowBox[{
+ "\"\<~/doc/research/sethna/doc/metastable_doc/figs/timeseries.pdf\>\"",
+ ",", "p12"}], "]"}], ";"}]], "Input",
+ CellChangeTimes->{{3.7350774976826878`*^9, 3.735077529812201*^9}},
+ CellLabel->
+ "In[451]:=",ExpressionUUID->"542db0a0-2fa7-4a6b-9cac-a36eb27d4cac"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"data", "=",
+ RowBox[{"ToExpression", "/@",
+ RowBox[{
+ RowBox[{"Import", "[",
+ RowBox[{
+ "\"\<~/doc/research/sethna/code/wolff/build/out.m\>\"", ",",
+ "\"\<Table\>\""}], "]"}], "[",
+ RowBox[{"[",
+ RowBox[{"All", ",", "1"}], "]"}], "]"}]}]}], ";"}]], "Input",
+ CellChangeTimes->{{3.735080209744266*^9, 3.7350802788089657`*^9}, {
+ 3.735080318587225*^9, 3.7350803223929367`*^9}},
+ CellLabel->
+ "In[312]:=",ExpressionUUID->"8ea0cb47-d3eb-4faf-8b08-0038103af384"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"a1", "=",
+ RowBox[{"Thread", "[",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"2",
+ RowBox[{
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"Range", "[",
+ RowBox[{
+ SuperscriptBox[
+ RowBox[{
+ RowBox[{"data", "[",
+ RowBox[{"[",
+ RowBox[{"-", "1"}], "]"}], "]"}], "[", "L", "]"}], "2"], "+",
+ "1"}], "]"}], "-",
+ RowBox[{
+ SuperscriptBox[
+ RowBox[{
+ RowBox[{"data", "[",
+ RowBox[{"[",
+ RowBox[{"-", "1"}], "]"}], "]"}], "[", "L", "]"}], "2"], "/",
+ "2"}], "-", "1"}], ")"}], "/",
+ SuperscriptBox[
+ RowBox[{
+ RowBox[{"data", "[",
+ RowBox[{"[",
+ RowBox[{"-", "1"}], "]"}], "]"}], "[", "L", "]"}], "2"]}]}], ",",
+
+ RowBox[{
+ RowBox[{
+ SuperscriptBox[
+ RowBox[{
+ RowBox[{"data", "[",
+ RowBox[{"[",
+ RowBox[{"-", "1"}], "]"}], "]"}], "[", "L", "]"}], "2"], "/",
+ "2"}],
+ RowBox[{
+ RowBox[{
+ RowBox[{"data", "[",
+ RowBox[{"[",
+ RowBox[{"-", "1"}], "]"}], "]"}], "[", "S", "]"}], "/",
+ RowBox[{"Total", "[",
+ RowBox[{
+ RowBox[{"data", "[",
+ RowBox[{"[",
+ RowBox[{"-", "1"}], "]"}], "]"}], "[", "S", "]"}], "]"}]}]}]}],
+ "}"}], "]"}]}], ";"}]], "Input",
+ CellChangeTimes->{{3.735080482653479*^9, 3.7350804870851517`*^9}, {
+ 3.735080570509996*^9, 3.735080570608944*^9}, {3.735080601229638*^9,
+ 3.7350806146435204`*^9}, {3.735080866157557*^9, 3.7350808738670197`*^9}, {
+ 3.735084986050418*^9, 3.7350849897719593`*^9}, {3.735087993067008*^9,
+ 3.735088053514392*^9}, 3.7350881986782417`*^9},
+ CellLabel->
+ "In[315]:=",ExpressionUUID->"874882b3-ffb6-45fd-a30d-d7a33f834dda"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"a2", "=",
+ RowBox[{"Thread", "[",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"2",
+ RowBox[{
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{"Range", "[",
+ RowBox[{
+ SuperscriptBox[
+ RowBox[{
+ RowBox[{"data", "[",
+ RowBox[{"[",
+ RowBox[{"-", "2"}], "]"}], "]"}], "[", "L", "]"}], "2"], "+",
+ "1"}], "]"}], "-",
+ RowBox[{
+ SuperscriptBox[
+ RowBox[{
+ RowBox[{"data", "[",
+ RowBox[{"[",
+ RowBox[{"-", "2"}], "]"}], "]"}], "[", "L", "]"}], "2"], "/",
+ "2"}], "-", "1"}], ")"}], "/",
+ SuperscriptBox[
+ RowBox[{
+ RowBox[{"data", "[",
+ RowBox[{"[",
+ RowBox[{"-", "2"}], "]"}], "]"}], "[", "L", "]"}], "2"]}]}], ",",
+
+ RowBox[{
+ RowBox[{
+ SuperscriptBox[
+ RowBox[{
+ RowBox[{"data", "[",
+ RowBox[{"[",
+ RowBox[{"-", "2"}], "]"}], "]"}], "[", "L", "]"}], "2"], "/",
+ "2"}],
+ RowBox[{
+ RowBox[{
+ RowBox[{"data", "[",
+ RowBox[{"[",
+ RowBox[{"-", "2"}], "]"}], "]"}], "[", "S", "]"}], "/",
+ RowBox[{"Total", "[",
+ RowBox[{
+ RowBox[{"data", "[",
+ RowBox[{"[",
+ RowBox[{"-", "2"}], "]"}], "]"}], "[", "S", "]"}], "]"}]}]}]}],
+ "}"}], "]"}]}], ";"}]], "Input",
+ CellChangeTimes->{{3.735080482653479*^9, 3.7350804870851517`*^9}, {
+ 3.735080570509996*^9, 3.735080570608944*^9}, {3.735080601229638*^9,
+ 3.7350806146435204`*^9}, {3.735080866157557*^9, 3.7350808738670197`*^9}, {
+ 3.735084986050418*^9, 3.7350849897719593`*^9}, {3.735087993067008*^9,
+ 3.735088053514392*^9}, {3.7350881986782417`*^9, 3.735088231869804*^9}},
+ CellLabel->
+ "In[318]:=",ExpressionUUID->"e9d11d25-8a34-45b3-9f5e-2a66119ff33e"],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"pd1", "=",
+ RowBox[{"ListLinePlot", "[",
+ RowBox[{
+ RowBox[{"Evaluate", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{"MovingAverage", "[",
+ RowBox[{"#", ",", "32"}], "]"}], "&"}], "/@",
+ RowBox[{"{",
+ RowBox[{"a1", ",", "a2"}], "}"}]}], "]"}], ",",
+ RowBox[{"PlotRange", "\[Rule]", "All"}], ",",
+ RowBox[{"Filling", "\[Rule]", "Axis"}], ",",
+ RowBox[{"AspectRatio", "\[Rule]",
+ RowBox[{
+ RowBox[{"1", "/", "GoldenRatio"}], "/", "2"}]}], ",",
+ RowBox[{"LabelStyle", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"FontSize", "\[Rule]", "10"}], "}"}]}], ",",
+ RowBox[{"PlotStyle", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"Black", ",", "Gray"}], "}"}]}], ",",
+ RowBox[{"PlotLegends", "\[Rule]",
+ RowBox[{"Placed", "[",
+ RowBox[{
+ RowBox[{"LineLegend", "[",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ "\"\<\!\(\*StyleBox[\"p\",FontSlant->\"Italic\"]\)(\!\(\*StyleBox[\"\
+M\",FontSlant->\"Italic\"]\)\!\(\*StyleBox[\" \",FontSlant->\"Italic\"]\)| \!\
+\(\*StyleBox[\"H\",FontSlant->\"Italic\"]\)\!\(\*StyleBox[\" \
+\",FontSlant->\"Italic\"]\)= 0)\>\"", ",",
+ "\"\<\!\(\*StyleBox[\"p\",FontSlant->\"Italic\"]\)(\!\(\*StyleBox[\
+\"M\",FontSlant->\"Italic\"]\)\!\(\*StyleBox[\" \",FontSlant->\"Italic\"]\)| \
+\!\(\*StyleBox[\"H\",FontSlant->\"Italic\"]\)\!\(\*StyleBox[\" \",FontSlant->\
+\"Italic\"]\)= 0.001)\>\""}], "}"}], ",",
+ RowBox[{"LegendLayout", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"\"\<Row\>\"", ",", "2"}], "}"}]}]}], "]"}], ",",
+ RowBox[{"{",
+ RowBox[{"0.22", ",", "0.75"}], "}"}]}], "]"}]}], ",",
+ RowBox[{"ImageSize", "\[Rule]", "320"}]}], "]"}]}]], "Input",
+ CellChangeTimes->{{3.735080623273353*^9, 3.735080631164504*^9},
+ 3.735088202452429*^9, {3.735088234250793*^9, 3.735088236562234*^9}, {
+ 3.735088859172226*^9, 3.735088880279194*^9}, {3.7350889177906857`*^9,
+ 3.735088976445044*^9}, {3.7350890347762337`*^9, 3.735089035661417*^9}, {
+ 3.735303029823312*^9, 3.73530310510955*^9}, {3.73530396972404*^9,
+ 3.735304047390464*^9}, {3.735304235929493*^9, 3.7353042397033987`*^9}},
+ CellLabel->
+ "In[505]:=",ExpressionUUID->"d14ade23-c322-45a8-af5a-a39cc4566174"],
+
+Cell[BoxData[
+ TagBox[
+ GraphicsBox[{{{}, GraphicsComplexBox[CompressedData["
+1:eJxc3XlcTN//OPBkyx7vkJAQsvcmSeImW7xDQkJIQpKEEJJsSZIkSZIkJEmb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+ "], {{{},
+ {GrayLevel[0], Opacity[0.2], EdgeForm[None],
+ GraphicsGroupBox[PolygonBox[CompressedData["
+1:eJwl2zMQIAASRcG1bdu2bdu2bdu2bdu2bdu29/b66oKuH034wknYqH2ldoEC
+BAgQkPDhAgR4Zr/Yz3ziIx94zzve8obXvOIlL3j+v1ue8oTHPOIhD7jPPe5y
+h9vc4iY3uM41rnKFy1ziIhc4zznOcobTnOIkJzjOMY5yhMMc4iAH2M8+9rKH
+3exiJzvYzja2soXNbGIjG1jPOtayhtWsYiUrWM4ylrKExSxiIQuYzzzmMofZ
+zGImM5jONKYyhclMYiITGM84xjKG0YxiJCMYzjCGMoTBDGIgA+hPP/rSh970
+oic96E43utKFznSiIx1oTzva0obWtKIlLWhOM5rShMY0oiENqE896lKH2tSi
+JjWoTjWqUoXKVKIiFShPOcpShtKUoiQlKE4xilKEwhSiIAXITz7ykofc5CIn
+OchONrKShcxkIiMZSE860pKG1KQiJSlITjKSkoTEJCIhCYhPPOISh9jEIiYx
+iE40ohKFyEQiIhHC/b/NcIQlDKEJRUhCEJxgBCUIgQlEQALwL2yAAP/hL3/4
+zS9+8oPvfOMrX/jMJz7ygfe84y1veM0rXvKC5zzjKU94zCMe8oD73OMud7jN
+LW5yg+tc4ypXuMwlLnKB85zjLGc4zSlOcoLjHOMoRzjMIQ5ygP3sYy972M0u
+drKD7WxjK1vYzCY2soH1rGMta1jNKlayguUsYylLWMwiFrKA+cxjLnOYzSxm
+MoPpTGMqU5jMJCYygfGMYyxjGM0oRjKC4QxjKEMYzCAGMoD+9KMvfehNL3rS
+g+50oytd6EwnOtKB9rSjLW1oTSta0oLmNKMpTWhMIxrSgPrUoy51qE0talKD
+6lSjKlWoTCUqUoHylKMsZShNKUpSguIUoyhFKEwhClKA/OQjL3nITS5ykoPs
+ZCMrWchMJjKSgfSkIy1pSE0qUpKC5CQjKUlITCISkoD4xCMucYhNLGISg+hE
+IypRiEwkIhKB8IQjLGEITShCEoLgBCMoQQhMIAISgH9h9M9f/vCbX/zkB9/5
+xle+8JlPfOQD73nHW97wmle85AXPecZTnvCYRzzkAfe5x13ucJtb3OQG17nG
+Va5wmUtc5ALnOcdZznCaU5zkBMc5xlGOcJhDHOQA+9nHXvawm13sZAfb2cZW
+trCZTWxkA+tZx1rWsJpVrGQFy1nGUpawmEUsZAHzmcdc5jCbWcxkBtOZxlSm
+MJlJTGQC4xnHWMYwmlGMZATDGcZQhjCYQQxkAP3pR1/60Jte9KQH3elGV7rQ
+mU50pAPtaUdb2tCaVrSkBc1pRlOa0JhGNKQB9alHXepQm1rUpAbVqUZVqlCZ
+SlSkAuUpR1nKUJpSlKQExSlGUYpQmEIUpAD5yUde8pCbXOQkB9nJRlaykJlM
+ZCQD6UlHWtKQmlSkJAXJSUZSkpCYRCQkAfGJR1ziEJtYxCQG0YlGVKIQmUhE
+JALhCUdYwhCaUIQkBMEJRlCCEJhABCQA/0Lrn7/84Te/+MkPvvONr3zhM5/4
+yAfe8463vOE1r3jJC57zjKc84TGPeMgD7nOPu9zhNre4yQ2uc42rXOEyl7jI
+Bc5zjrOc4TSnOMkJjnOMoxzhMIc4yAH2s4+97GE3u9jJDrazja1sYTOb2MgG
+1rOOtaxhNatYyQqWs4ylLGExi1jIAuYzj7nMYTazmMkMpjONqUxhMpOYyATG
+M46xjGE0oxjJCIYzjKEMYTCDGMgA+tOPvvShN73oSQ+6042udKEznehIB9rT
+jra0oTWtaEkLmtOMpjShMY1oSAPqU4+61KE2tahJDapTjapUoTKVqEgFylOO
+spShNKUoSQmKU4yiFKEwhShIAfKTj7zkITe5yEkOspONrGQhM5nISAbSk460
+pCE1qUhJCpKTjKQkITGJSEgC4hOPuMQhNrGISQyiE42oRCEykYhIBMITjrCE
+ITShCEkIghOMoAQhMIEISAD+hdI/f/nDb37xkx985xtf+cJnPvGRD7znHW95
+w2te8ZIXPOcZT3nCYx7xkAfc5x53ucNtbnGTG1znGle5wmUucZELnOccZznD
+aU5xkhMc5xhHOcJhDnGQA+xnH3vZw252sZMdbGcbW9nCZjaxkQ2sZx1rWcNq
+VrGSFSxnGUtZwmIWsZAFzGcec5nDbGYxkxlMZxpTmcJkJjGRCYxnHGMZw2hG
+MZIRDGcYQxnCYAYxkAH0px996UNvetGTHnSnG13pQmc60ZEOtKcdbWlDa1rR
+khY0pxlNaUJjGtGQBtSnHnWpQ21qUZMaVKcaValCZSpRkQqUpxxlKUNpSlGS
+EhSnGEUpQmEKUZAC5CcfeclDbnKRkxxkJxtZyUJmMpGRDKQnHWlJQ2pSkZIU
+JCcZSUlCYhKRkATEJx5xiUNsYhGTGEQnGlGJQmQiEZEIhCccYQlDaEIRkhAE
+JxhBCUJgAhGQAPwLqX/+8off/OInP/jON77yhc984iMfeM873vKG17ziJS94
+zjOe8oTHPOIhD7jPPe5yh9vc4iY3uM41rnKFy1ziIhc4zznOcobTnOIkJzjO
+MY5yhMMc4iAH2M8+9rKH3exiJzvYzja2soXNbGIjG1jPOtayhtWsYiUrWM4y
+lrKExSxiIQuYzzzmMofZzGImM5jONKYyhclMYiITGM84xjKG0YxiJCMYzjCG
+MoTBDGIgA+hPP/rSh970oic96E43utKFznSiIx1oTzva0obWtKIlLWhOM5rS
+hMY0oiENqE896lKH2tSiJjWoTjWqUoXKVKIiFShPOcpShtKUoiQlKE4xilKE
+whSiIAXITz7ykofc5CInOchONrKShcxkIiMZSE860pKG1KQiJSlITjKSkoTE
+JCIhCYhPPOISh9jEIiYxiE40ohKFyEQiIhEITzjCEobQhCIkIQhOMIIShMAE
+IiAB+BdC//zlD7/5xU9+8J1vfOULn/nERz7wnne85Q2vecVLXvCcZzzlCY95
+xEMecJ973OUOt7nFTW5wnWtc5QqXucRFLnCec5zlDKc5xUlOcJxjHOUIhznE
+QQ6wn33sZQ+72cVOdrCdbWxlC5vZxEY2sJ51rGUNq1nFSlawnGUsZQmLWcRC
+FjCfecxlDrOZxUxmMJ1pTGUKk5nERCYwnnGMZQyjGcVIRjCcYQxlCIMZxEAG
+0J9+9KUPvelFT3rQnW50pQud6URHOtCedrSlDa1pRUta0JxmNKUJjWlEQxpQ
+n3rUpQ61qUVNalCdalSlCpWpREUqUJ5ylKUMpSlFSUpQnGIUpQiFKURBCpCf
+fOQlD7nJRU5ykJ1sZCULmclERjKQnnSkJQ2pSUVKUpCcZCQlCYlJREISEJ94
+xCUOsYlFTGIQnWhEJQqRiUREIhCecIQlDKEJRUhCEJxgBCUIgQlEQALwL7j+
++csffvOLn/zgO9/4yhc+84mPfOA973jLG17zipe84DnPeMoTHvOIhzzgPve4
+yx1uc4ub3OA617jKFS5ziYtc4DznOMsZTnOKk5zgOMc4yhEOc4iDHGA/+9jL
+Hnazi53sYDvb2MoWNrOJjWxgPetYyxpWs4qVrGA5y1jKEhaziIUsYD7zmMsc
+ZjOLmcxgOtOYyhQmM4mJTGA84xjLGEYzipGMYDjDGMoQBjOIgQygP/3oSx96
+04ue9KA73ehKFzrTiY50oD3taEsbWtOKlrSgOc1oShMa04iGNKA+9ahLHWpT
+i5rUoDrVqEoVKlOJilSgPOUoSxlKU4qSlKA4xShKEQpTiIIUID/5yEsecpOL
+nOQgO9nIShYyk4mMZCA96UhLGlKTipSkIDnJSEoSEpOIhCQgPvGISxxiE4uY
+xCA60YhKFCITiYhEIDzhCEsYQhOKkIQgOMEIShACE4iABOBfMP3zlz/85hc/
++cF3vvGVL3zmEx/5wHve8ZY3vOYVL3nBc57xlCc85hEPecB97nGXO9zmFje5
+wXWucZUrXOYSF7nAec5xljOc5hQnOcFxjnGUIxzmEAc5wH72sZc97GYXO9nB
+draxlS1sZhMb2cB61rGWNaxmFStZwXKWsZQlLGYRC1nAfOYxlznMZhYzmcF0
+pjGVKUxmEhOZwHjGMZYxjGYUIxnBcIYxlCEMZhADGUB/+tGXPvSmFz3pQXe6
+0ZUudKYTHelAe9rRlja0phUtaUFzmtGUJjSmEQ1pQH3qUZc61KYWNalBdapR
+lSpUphIVqUB5ylGWMpSmFCUpQXGKUZQiFKYQBSlAfvKRlzzkJhc5yUF2spGV
+LGQmExnJQHrSkZY0pCYVKUlBcpKRlCQkJhEJSUB84hGXOMQmFjGJQXSiEZUo
+RCYSEYlAeMIRljCEJhQhCUFwghGUIAQmEAEJwL+g+ucvf/jNL37yg+984ytf
++MwnPvKB97zjLW94zSte8oLnPOMpT3jMIx7ygPvc4y53uM0tbnKD61zjKle4
+zCUucoHznOMsZzjNKU5yguMc4yhHOMwhDnKA/exjL3vYzS52soPtbGMrW9jM
+JjaygfWsYy1rWM0qVrKC5SxjKUtYzCIWsoD5zGMuc5jNLGYyg+lMYypTmMwk
+JjKB8YxjLGMYzShGMoLhDGMoQxjMIAYygP70oy996E0vetKD7nSjK13oTCc6
+0oH2tKMtbWhNK1rSguY0oylNaEwjGtKA+tSjLnWoTS1qUoPqVKMqVahMJSpS
+gfKUoyxlKE0pSlKC4hSjKEUoTCEKUoD85CMvechNLnKSg+xkIytZyEwmMpKB
+9KQjLWlITSpSkoLkJCMpSUhMIhKSgPjEIy5xiE0sYhKD6EQjKlGITCQiEoHw
+hCMsYQhNKEISguAEIyhBCEwgAhKAf0H0z1/+8Jtf/OQH3/nGV77wmU985APv
+ecdb3vCaV7zkBc95xlOe8JhHPOQB97nHXe5wm1vc5AbXucZVrnCZS1zkAuc5
+x1nOcJpTnOQExznGUY5wmEMc5AD72cde9rCbXexkB9vZxla2sJlNbGQD61nH
+WtawmlWsZAXLWcZSlrCYRSxkAfOZx1zmMJtZzGQG05nGVKYwmUlMZALjGcdY
+xjCaUYxkBMMZxlCGMJhBDGQA/elHX/rQm170pAfd6UZXutCZTnSkA+1pR1va
+0JpWtKQFzWlGU5rQmEY0pAH1qUdd6lCbWtSkBtWpRlWqUJlKVKQC5SlHWcpQ
+mlKUpATFKUZRilCYQhSkAPnJR17ykJtc5CQH2clGVrKQmUxkJAPpSUda0pCa
+VKQkBclJRlKSkJhEJCQB8YlHXOIQm1jEJAbRiUZUohCZSEQkAuEJR1jCEJpQ
+hCQEwQlGUIIQmEAEJAD/Auufv/zhN7/4yQ++842vfOEzn/jIB97zjre84TWv
+eMkLnvOMpzzhMY94yAPuc4+73OE2t7jJDa5zjatc4TKXuMgFznOOs5zhNKc4
+yQmOc4yjHOEwhzjIAfazj73sYTe72MkOtrONrWxhM5vYyAbWs461rGE1q1jJ
+CpazjKUsYTGLWMgC5jOPucxhNrOYyQymM42pTGEyk5jIBMYzjrGMYTSjGMkI
+hjOMoQxhMIMYyAD604++9KE3vehJD7rTja50oTOd6EgH2tOOtrShNa1oSQua
+04ymNKExjWhIA+pTj7rUoTa1qEkNqlONqlShMpWoSAXKU46ylKE0pShJCYpT
+jKIUoTCFKEgB8pOPvOQhN7nISQ6yk42sZCEzmchIBtKTjrSkITWpSEkKkpOM
+pCQhMYlISALiE4+4xCE2sYhJDKITjahEITKRiEgEwhOOsIQhNKEISQiCE4yg
+BCEwgQhIAP4F0j9/+cNvfvGTH3znG1/5wmc+8ZEPvOcdb3nDa17xkhc85xlP
+ecJjHvGQB9znHne5w21ucZMbXOcaV7nCZS5xkQuc5xxnOcNpTnGSExznGEc5
+wmEOcZAD7Gcfe9nDbnaxkx1sZxtb2cJmNrGRDaxnHWtZw2pWsZIVLGcZS1nC
+YhaxkAXMZx5zmcNsZjGTGUxnGlOZwmQmMZEJjGccYxnDaEYxkhEMZxhDGcJg
+BjGQAfSnH33pQ2960ZMedKcbXelCZzrRkQ6053+PIm1pQ2ta0ZIWNKcZTWlC
+YxrRkAbUpx51qUNtalGTGlSnGlWpQmUqUZEKlKccZSlDaUpRkhIUpxhFKUJh
+ClGQAuQnH3nJQ25ykZMcZCcbWclCZjKRkQykJx1pSUNqUpGSFCQnGUlJQmIS
+kZAExCcecYlDbGIRkxhEJxpRiUJkIhGRCIQnHGEJQ2hCEZIQBCcYQQlCYAIR
+kAD8C6h//vKH3/ziJz/4zje+8oXPfOIjH3jPO97yhte84iUveM4znvKExzzi
+IQ+4zz3ucofb3OImN7jONa5yhctc4iIXOM85znKG05ziJCc4zjGOcoTDHOIg
+B9jPPvayh93sYic72M42trKFzWxiIxtYzzrWsobVrGIlK1jOMpayhMUsYiEL
+mM885jKH2cxiJjOYzjSmMoXJTGIiExjPOMYyhtGMYiQjGM4whjKEwQxiIAPo
+Tz/60ofe9KInPehON7rShc50oiMdaE872tKG1rSiJS1oTjOa0oTGNKIhDahP
+PepSh9rUoiY1qE41qlKFylSiIhUoTznKUobSlKIkJShOMYpShMIUoiAFyE8+
+8pKH3OQiJznITjaykoXMZCIjGUhPOtKShtSkIiUpSE4ykpKExCQiIQmITzzi
+EofYxCImMYhONKIShchEIiIRCE84whKG0IQiJCEITjCCEoTABCJgwP8/9/0z
+/+Evf/jNL37yg+984+v//v/4zCc+8oH3vOMtb3jNK17yguf8F0BIcYU=
+ "]]]}, {},
+ {GrayLevel[0.5], Opacity[0.2], EdgeForm[None],
+ GraphicsGroupBox[PolygonBox[CompressedData["
+1:eJwN00OiGAoCALBX27Zt27Zt27Zt27Zt27b7axvTySJHSKLGHSq3DxwQEBCI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+ "]]]}, {}, {}, {}, {}, {}, {}}, {{}, {},
+ {GrayLevel[0], PointSize[
+ NCache[
+ Rational[1, 360], 0.002777777777777778]], AbsoluteThickness[1.6],
+ LineBox[CompressedData["
+1:eJwl20MUIMqSBcDftm3btm3btm3btm3btm3b9uuJPrOIU6talrJuJmjYrmLb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+ "]]},
+ {GrayLevel[0.5], PointSize[
+ NCache[
+ Rational[1, 360], 0.002777777777777778]], AbsoluteThickness[1.6],
+ LineBox[CompressedData["
+1:eJwN00OCIAgCALDatm3btm3btm3btm3btm1P2zY3hzwhCRu1r9TufwEBAQ/D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+
+ "]]}}}], {}, {}, {}, {}}, InsetBox[
+ TemplateBox[{
+ "\"\\!\\(\\*StyleBox[\\\"p\\\",FontSlant->\\\"Italic\\\"]\\)(\\!\\(\\*\
+StyleBox[\\\"M\\\",FontSlant->\\\"Italic\\\"]\\)\\!\\(\\*StyleBox[\\\" \
+\\\",FontSlant->\\\"Italic\\\"]\\)| \\!\\(\\*StyleBox[\\\"H\\\",FontSlant->\\\
+\"Italic\\\"]\\)\\!\\(\\*StyleBox[\\\" \\\",FontSlant->\\\"Italic\\\"]\\)= 0)\
+\"", "\"\\!\\(\\*StyleBox[\\\"p\\\",FontSlant->\\\"Italic\\\"]\\)(\\!\\(\\*\
+StyleBox[\\\"M\\\",FontSlant->\\\"Italic\\\"]\\)\\!\\(\\*StyleBox[\\\" \
+\\\",FontSlant->\\\"Italic\\\"]\\)| \\!\\(\\*StyleBox[\\\"H\\\",FontSlant->\\\
+\"Italic\\\"]\\)\\!\\(\\*StyleBox[\\\" \\\",FontSlant->\\\"Italic\\\"]\\)= \
+0.001)\""},
+ "LineLegend",
+ DisplayFunction->(FormBox[
+ StyleBox[
+ StyleBox[
+ PaneBox[
+ TagBox[
+ GridBox[{{
+ TagBox[
+ GridBox[{{
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[
+ NCache[
+ Rational[1, 20], 0.05]],
+ AbsoluteThickness[1.6],
+ GrayLevel[0]], {
+ LineBox[{{0, 10}, {20, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[
+ NCache[
+ Rational[1, 20], 0.05]],
+ AbsoluteThickness[1.6],
+ GrayLevel[0]], {}}}, AspectRatio -> Full,
+ ImageSize -> {20, 10}, PlotRangePadding -> None,
+ ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #}},
+ GridBoxAlignment -> {
+ "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}},
+ AutoDelete -> False,
+ GridBoxDividers -> {
+ "Columns" -> {{False}}, "Rows" -> {{False}}},
+ GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}},
+ GridBoxSpacings -> {"Columns" -> {{0.8, 0.5}}}], "Grid"]}, {
+
+ TagBox[
+ GridBox[{{
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[
+ NCache[
+ Rational[1, 20], 0.05]],
+ AbsoluteThickness[1.6],
+ GrayLevel[0.5]], {
+ LineBox[{{0, 10}, {20, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[
+ NCache[
+ Rational[1, 20], 0.05]],
+ AbsoluteThickness[1.6],
+ GrayLevel[0.5]], {}}}, AspectRatio -> Full,
+ ImageSize -> {20, 10}, PlotRangePadding -> None,
+ ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}},
+ GridBoxAlignment -> {
+ "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}},
+ AutoDelete -> False,
+ GridBoxDividers -> {
+ "Columns" -> {{False}}, "Rows" -> {{False}}},
+ GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}},
+ GridBoxSpacings -> {"Columns" -> {{0.8, 0.5}}}], "Grid"]}},
+ GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}},
+ AutoDelete -> False,
+ GridBoxDividers -> {"Columns" -> {{None}}, "Rows" -> {{None}}},
+ GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}},
+ GridBoxSpacings -> {"Columns" -> {{0}}, "Rows" -> {{1}}}],
+ "Grid"], Alignment -> Left, AppearanceElements -> None,
+ ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction ->
+ "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], {
+ FontSize -> 10, FontFamily -> "Arial"}, Background -> Automatic,
+ StripOnInput -> False], TraditionalForm]& ),
+ Editable->True,
+ InterpretationFunction:>(RowBox[{"LineLegend", "[",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"PointSize", "[",
+ FractionBox["1", "360"], "]"}], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ GrayLevel[0],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle -> GrayLevel[0.], FrameTicks -> None,
+ PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic,
+ 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
+ Magnification])}]],
+ StyleBox[
+ RowBox[{"GrayLevel", "[", "0", "]"}], NumberMarks ->
+ False]], Appearance -> None, BaseStyle -> {},
+ BaselinePosition -> Baseline, DefaultBaseStyle -> {},
+ ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ GrayLevel[0];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["GrayLevelColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ GrayLevel[0], Editable -> False, Selectable -> False]}],
+ "]"}], ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"PointSize", "[",
+ FractionBox["1", "360"], "]"}], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ GrayLevel[0.5],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle -> GrayLevel[0.33333333333333337`], FrameTicks ->
+ None, PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic,
+ 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
+ Magnification])}]],
+ StyleBox[
+ RowBox[{"GrayLevel", "[", "0.5`", "]"}], NumberMarks ->
+ False]], Appearance -> None, BaseStyle -> {},
+ BaselinePosition -> Baseline, DefaultBaseStyle -> {},
+ ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ GrayLevel[0.5];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["GrayLevelColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ GrayLevel[0.5], Editable -> False, Selectable -> False]}],
+ "]"}]}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{#, ",", #2}], "}"}], ",",
+ RowBox[{"LegendMarkers", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"False", ",", "Automatic"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"False", ",", "Automatic"}], "}"}]}], "}"}]}], ",",
+ RowBox[{"Joined", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"True", ",", "True"}], "}"}]}], ",",
+ RowBox[{"LabelStyle", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"FontSize", "\[Rule]", "10"}], "}"}]}], ",",
+ RowBox[{"LegendLayout", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"\"Row\"", ",", "2"}], "}"}]}]}], "]"}]& )],
+ Scaled[{0.22, 0.75}], ImageScaled[{0.5, 0.5}],
+ BaseStyle->{FontSize -> Larger},
+ FormatType->StandardForm]},
+ AspectRatio->NCache[Rational[1, 2]/GoldenRatio, 0.3090169943749474],
+ Axes->{True, True},
+ AxesLabel->{None, None},
+ AxesOrigin->{0, 0},
+ DisplayFunction->Identity,
+ Frame->{{False, False}, {False, False}},
+ FrameLabel->{{None, None}, {None, None}},
+ FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
+ GridLines->{None, None},
+ GridLinesStyle->Directive[
+ GrayLevel[0.5, 0.4]],
+ ImagePadding->All,
+ ImageSize->320,
+ LabelStyle->{FontSize -> 10},
+ Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& )}},
+ PlotRange->{{-0.992431640625, 0.992431640625}, {0, 5.182545545066143}},
+ PlotRangeClipping->True,
+ PlotRangePadding->{{
+ Scaled[0.02],
+ Scaled[0.02]}, {
+ Scaled[0.02],
+ Scaled[0.05]}},
+ Ticks->{Automatic, Automatic}],
+ InterpretTemplate[Legended[
+ Graphics[{{},
+ GraphicsComplex[CompressedData["
+1:eJxc3XlcTN//OPBkyx7vkJAQsvcmSeImW7xDQkJIQpKEEJJsSZIkSZIkJEmb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+ "], {{{}, {
+ EdgeForm[],
+ Directive[
+ GrayLevel[0],
+ Opacity[0.2]],
+ GraphicsGroup[{
+ Polygon[CompressedData["
+1:eJwl2zMQIAASRcG1bdu2bdu2bdu2bdu2bdu29/b66oKuH034wknYqH2ldoEC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+
+ "]]}]}, {}, {
+ EdgeForm[],
+ Directive[
+ GrayLevel[0.5],
+ Opacity[0.2]],
+ GraphicsGroup[{
+ Polygon[CompressedData["
+1:eJwN00OiGAoCALBX27Zt27Zt27Zt27Zt27b7axvTySJHSKLGHSq3DxwQEBCI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+ "]]}]}, {}, {}, {}, {}, {}, {}}, {{}, {}, {
+ Hue[0.67, 0.6, 0.6],
+ Directive[
+ PointSize[
+ Rational[1, 360]],
+ AbsoluteThickness[1.6],
+ GrayLevel[0]],
+ Line[CompressedData["
+1:eJwl20MUIMqSBcDftm3btm3btm3btm3btm3b9uuJPrOIU6talrJuJmjYrmLb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+ "]]}, {
+ Hue[0.9060679774997897, 0.6, 0.6],
+ Directive[
+ PointSize[
+ Rational[1, 360]],
+ AbsoluteThickness[1.6],
+ GrayLevel[0.5]],
+ Line[CompressedData["
+1:eJwN00OCIAgCALDatm3btm3btm3btm3btm1P2zY3hzwhCRu1r9TufwEBAQ/D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+
+ "]]}}}], {}, {}, {}, {}}, {
+ DisplayFunction -> Identity, PlotRangePadding -> {{
+ Scaled[0.02],
+ Scaled[0.02]}, {
+ Scaled[0.02],
+ Scaled[0.05]}}, AxesOrigin -> {0, 0},
+ PlotRange -> {{-0.992431640625, 0.992431640625}, {
+ 0, 5.182545545066143}}, PlotRangeClipping -> True, ImagePadding ->
+ All, DisplayFunction -> Identity, AspectRatio ->
+ Rational[1, 2]/GoldenRatio, Axes -> {True, True},
+ AxesLabel -> {None, None}, AxesOrigin -> {0, 0}, DisplayFunction :>
+ Identity, Frame -> {{False, False}, {False, False}},
+ FrameLabel -> {{None, None}, {None, None}},
+ FrameTicks -> {{Automatic, Automatic}, {Automatic, Automatic}},
+ GridLines -> {None, None}, GridLinesStyle -> Directive[
+ GrayLevel[0.5, 0.4]], ImageSize -> 320,
+ LabelStyle -> {FontSize -> 10},
+ Method -> {"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& )}},
+ PlotRange -> {{-0.992431640625, 0.992431640625}, {
+ 0, 5.182545545066143}}, PlotRangeClipping -> True,
+ PlotRangePadding -> {{
+ Scaled[0.02],
+ Scaled[0.02]}, {
+ Scaled[0.02],
+ Scaled[0.05]}}, Ticks -> {Automatic, Automatic}}],
+ Placed[
+ Unevaluated[
+ LineLegend[{
+ Directive[
+ PointSize[
+ Rational[1, 360]],
+ AbsoluteThickness[1.6],
+ GrayLevel[0]],
+ Directive[
+ PointSize[
+ Rational[1, 360]],
+ AbsoluteThickness[1.6],
+ GrayLevel[0.5]]}, {
+ "\!\(\*StyleBox[\"p\",FontSlant->\"Italic\"]\)(\!\(\*StyleBox[\"M\",\
+FontSlant->\"Italic\"]\)\!\(\*StyleBox[\" \",FontSlant->\"Italic\"]\)| \
+\!\(\*StyleBox[\"H\",FontSlant->\"Italic\"]\)\!\(\*StyleBox[\" \",FontSlant->\
+\"Italic\"]\)= 0)",
+ "\!\(\*StyleBox[\"p\",FontSlant->\"Italic\"]\)(\!\(\*StyleBox[\"M\",\
+FontSlant->\"Italic\"]\)\!\(\*StyleBox[\" \",FontSlant->\"Italic\"]\)| \
+\!\(\*StyleBox[\"H\",FontSlant->\"Italic\"]\)\!\(\*StyleBox[\" \",FontSlant->\
+\"Italic\"]\)= 0.001)"},
+ LegendMarkers -> {{False, Automatic}, {False, Automatic}},
+ Joined -> {True, True}, LabelStyle -> {FontSize -> 10},
+ LegendLayout -> {"Row", 2}]], {0.22, 0.75}, Identity]]& ],
+ AutoDelete->True,
+ Editable->True,
+ SelectWithContents->False,
+ Selectable->True]], "Output",
+ CellChangeTimes->{{3.7350806248297253`*^9, 3.7350806314927053`*^9}, {
+ 3.7350809090088863`*^9, 3.735080911678865*^9}, {3.735081360041217*^9,
+ 3.735081366013352*^9}, 3.735084991272419*^9, 3.735085248529291*^9,
+ 3.735086031086214*^9, 3.735086108025319*^9, 3.7350861737210903`*^9,
+ 3.735086341982736*^9, 3.7350864126336393`*^9, 3.735086927165709*^9,
+ 3.735087245513928*^9, 3.735087791002431*^9, {3.7350880211772633`*^9,
+ 3.735088055852603*^9}, {3.735088196657494*^9, 3.73508820310223*^9},
+ 3.735088237884672*^9, {3.7350888754986134`*^9, 3.735088881353846*^9}, {
+ 3.735088919488701*^9, 3.735088978341021*^9}, 3.7350890372678413`*^9, {
+ 3.7353030380791492`*^9, 3.735303106321574*^9}, {3.7353040124527493`*^9,
+ 3.7353040487488403`*^9}, 3.735304241218109*^9},
+ CellLabel->
+ "Out[505]=",ExpressionUUID->"2f4872c4-1018-4be4-8e22-8a25a25adfe7"]
+}, Open ]],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"pd2", "=",
+ RowBox[{"ListLinePlot", "[",
+ RowBox[{
+ RowBox[{"Evaluate", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{"MovingAverage", "[",
+ RowBox[{"#", ",", "32"}], "]"}], "&"}], "/@",
+ RowBox[{"{",
+ RowBox[{"(*",
+ RowBox[{
+ RowBox[{
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"#1", ",",
+ RowBox[{"2", "#2"}]}], "}"}], "&"}], "@@@",
+ RowBox[{"a1", "[",
+ RowBox[{"[",
+ RowBox[{
+ RowBox[{
+ SuperscriptBox["64", "2"], "/", "2"}], ";;"}], "]"}], "]"}]}],
+ ","}], "*)"}],
+ RowBox[{
+ RowBox[{
+ RowBox[{
+ RowBox[{"Map", "[",
+ RowBox[{
+ RowBox[{"x", "\[Function]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"x", "[",
+ RowBox[{"[", "1", "]"}], "]"}], ",",
+ RowBox[{
+ RowBox[{
+ SuperscriptBox["64", "2"], "/", "2"}],
+ RowBox[{
+ RowBox[{"x", "[",
+ RowBox[{"[", "2", "]"}], "]"}], "/",
+ RowBox[{"Total", "[",
+ RowBox[{"#", "[",
+ RowBox[{"[",
+ RowBox[{"All", ",", "2"}], "]"}], "]"}], "]"}]}]}]}],
+ "}"}]}], ",", "#"}], "]"}], "&"}], "@",
+ RowBox[{"a2", "[",
+ RowBox[{"[",
+ RowBox[{
+ RowBox[{
+ SuperscriptBox["64", "2"], "/", "2"}], ";;"}], "]"}], "]"}]}],
+ ",",
+ RowBox[{
+ RowBox[{
+ RowBox[{"Map", "[",
+ RowBox[{
+ RowBox[{"x", "\[Function]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"x", "[",
+ RowBox[{"[", "1", "]"}], "]"}], ",",
+ RowBox[{
+ RowBox[{
+ SuperscriptBox["64", "2"], "/", "2"}],
+ RowBox[{
+ RowBox[{"x", "[",
+ RowBox[{"[", "2", "]"}], "]"}], "/",
+ RowBox[{"Total", "[",
+ RowBox[{"#", "[",
+ RowBox[{"[",
+ RowBox[{"All", ",", "2"}], "]"}], "]"}], "]"}]}]}]}],
+ "}"}]}], ",", "#"}], "]"}], "&"}], "@",
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"-", "#1"}], ",", "#2"}], "}"}], "&"}], "@@@",
+ RowBox[{"(",
+ RowBox[{"a2", "[",
+ RowBox[{"[",
+ RowBox[{";;",
+ RowBox[{
+ RowBox[{
+ SuperscriptBox["64", "2"], "/", "2"}], "+", "1"}]}], "]"}],
+ "]"}], ")"}]}], ")"}]}]}], "}"}]}], "]"}], ",",
+ RowBox[{"Filling", "\[Rule]", "Axis"}], ",",
+ RowBox[{"AspectRatio", "\[Rule]",
+ RowBox[{
+ RowBox[{"1", "/", "GoldenRatio"}], "/", "2"}]}], ",",
+ RowBox[{"LabelStyle", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"FontSize", "\[Rule]", "10"}], "}"}]}], ",",
+ RowBox[{"PlotStyle", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"Black", ",", "Dashed"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"Black", ",", "Dotted"}], "}"}]}], "}"}]}], ",",
+ RowBox[{"PlotLegends", "\[Rule]",
+ RowBox[{"Placed", "[",
+ RowBox[{
+ RowBox[{"LineLegend", "[",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ "\"\<\!\(\*StyleBox[\"p\",FontSlant->\"Italic\"]\)(\!\(\*StyleBox[\"\
+M\",FontSlant->\"Italic\"]\)\!\(\*StyleBox[\" \",FontSlant->\"Italic\"]\)| \!\
+\(\*StyleBox[\"H\",FontSlant->\"Italic\"]\) = 0.001, \
+\!\(\*StyleBox[\"M\",FontSlant->\"Italic\"]\)\!\(\*StyleBox[\" \",FontSlant->\
+\"Italic\"]\)> 0)\>\"", ",",
+
+ "\"\<\!\(\*StyleBox[\"p\",FontSlant->\"Italic\"]\)(\!\(\*StyleBox[\
+\"M\",FontSlant->\"Italic\"]\)\!\(\*StyleBox[\" \",FontSlant->\"Italic\"]\)| \
+\!\(\*StyleBox[\"H\",FontSlant->\"Italic\"]\) = 0.001, \
+\!\(\*StyleBox[\"M\",FontSlant->\"Italic\"]\)\!\(\*StyleBox[\" \",FontSlant->\
+\"Italic\"]\)< 0)\>\""}], "}"}], ",",
+ RowBox[{"LegendLayout", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"\"\<Row\>\"", ",", "2"}], "}"}]}]}], "]"}], ",",
+ RowBox[{"{",
+ RowBox[{"0.32", ",", "0.7"}], "}"}]}], "]"}]}], ",",
+ RowBox[{"ImageSize", "\[Rule]", "320"}]}], "]"}]}]], "Input",
+ CellChangeTimes->{{3.735080623273353*^9, 3.735080631164504*^9}, {
+ 3.7350809875300303`*^9, 3.7350811857874317`*^9}, {3.735085710097179*^9,
+ 3.7350857103271713`*^9}, {3.7350857946808567`*^9,
+ 3.7350858022689133`*^9}, {3.735086060358623*^9, 3.735086064925577*^9}, {
+ 3.735086934425165*^9, 3.735086937206398*^9}, {3.735087282221162*^9,
+ 3.735087320101632*^9}, {3.735088030055049*^9, 3.7350880337711678`*^9}, {
+ 3.7350880994095078`*^9, 3.73508810350694*^9}, {3.73508825712724*^9,
+ 3.735088313840908*^9}, {3.735088378517724*^9, 3.735088378730277*^9}, {
+ 3.735088409755825*^9, 3.735088474192775*^9}, {3.735088526699552*^9,
+ 3.73508855037358*^9}, {3.735088655762841*^9, 3.735088657455531*^9}, {
+ 3.735088720619684*^9, 3.735088724254202*^9}, {3.735088762331586*^9,
+ 3.735088776282649*^9}, {3.7350888122437468`*^9, 3.735088840790021*^9}, {
+ 3.73508889060876*^9, 3.735088890665861*^9}, {3.7350889803140173`*^9,
+ 3.735088980781728*^9}, 3.735089040595834*^9, {3.7352990310202513`*^9,
+ 3.735299037207549*^9}, {3.735303117201762*^9, 3.7353031343302402`*^9}, {
+ 3.735303399586635*^9, 3.735303553551091*^9}, {3.73530359704538*^9,
+ 3.735303651427395*^9}, {3.735303694373331*^9, 3.73530372341462*^9}, {
+ 3.735303811046755*^9, 3.7353038189699163`*^9}, {3.735303867738065*^9,
+ 3.735303915518791*^9}, {3.73530406758846*^9, 3.735304153113861*^9}, {
+ 3.735304208334813*^9, 3.7353042242228727`*^9}},
+ CellLabel->
+ "In[504]:=",ExpressionUUID->"17f266d2-e365-4566-97b2-fdd438332199"],
+
+Cell[BoxData[
+ TagBox[
+ GraphicsBox[{{{}, GraphicsComplexBox[CompressedData["
+1:eJyE3XtcDF/cB3ASQkKSJEkSQggh9CVJbiEkySWSkBByS25JkviRJCRJFJJU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+ "], {{{},
+ {GrayLevel[0], Opacity[0.2], EdgeForm[None],
+ GraphicsGroupBox[PolygonBox[CompressedData["
+1:eJwl2UMQIEqQBcCxbdu2bdu2bdu2bdu2bdu2Z//m7B4yqqPvL7q6KmGj9pXa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+ "]]]}, {},
+ {GrayLevel[0], Opacity[0.2], EdgeForm[None],
+ GraphicsGroupBox[PolygonBox[CompressedData["
+1:eJwN09OiEAoCAMCTbdu2bdu2bdu2bdu2bdt1s13bzsN8wiRq3KFy+8ABAQGB
+uB88IOBlyICA4xECAo5xlCMc5hAHOcB+9rGXPexmFzvZwXa2sZUtbGYTG9nA
+etaxljWsZhUrWcFylrGUJSxmEQtZwHzmMZc5zGYWM5nBdKYxlSlMZhITmcB4
+xjGWMYxmFCMZwXCGMZQhDGYQAxlAf/rRlz70phc96UF3utGVLnSmEx3pQHva
+0ZY2tKYVLWlBc5rRlCY0phENaUB96lGXOtSmFjWpQXWqUZUqVKYSFalAecpR
+ljKUphQlKUFxilGUIhSmEAUpQH7ykZc85CYXOclBdrKRlSxkJhMZyUB60pGW
+NKQmFSlJQXKSkZQkJCYRCUlAfOIRlzjEJhYxiUF0ohGVKEQmEhGJQHjCEZYw
+hCYUIQlBcIIRlCAEJhAB/AsfEPA//vKH3/ziJz/4zje+8oXPfOIjH3jPO97y
+hte84iX/8YLnPOMpT3jMIx7ygPvc4y53uM0tbnKD61zjKle4zCUucoHznOMs
+ZzjNKU5yguMc4yhHOMwhDnKA/exjL3vYzS52soPtbGMrW9jMJjaygfWsYy1r
+WM0qVrKC5SxjKUtYzCIWsoD5zGMuc5jNLGYyg+lMYypTmMwkJjKB8YxjLGMY
+zShGMoLhDGMoQxjMIAYygP70oy996E0vetKD7nSjK13oTCc60oH2tKMtbWhN
+K1rSguY0oylNaEwjGtKA+tSjLnWoTS1qUoPqVKMqVahMJSpSgfKUoyxlKE0p
+SlKC4hSjKEUoTCEKUoD85CMvechNLnKSg+xkIytZyEwmMpKB9KQjLWlITSpS
+koLkJCMpSUhMIhKSgPjEIy5xiE0sYhKD6EQjKlGITCQiEoHwhCMsYQhNKEIS
+guAEIyhBCEwgAvgXzn/+8off/OInP/jON77yhc984iMfeM873vKG17ziJf/x
+guc84ylPeMwjHvKA+9zjLne4zS1ucoPrXOMqV7jMJS5ygfOc4yxnOM0pTnKC
+4xzjKEc4zCEOcoD97GMve9jNLnayg+1sYytb2MwmNrKB9axjLWtYzSpWsoLl
+LGMpS1jMIhaygPnMYy5zmM0sZjKD6UxjKlOYzCQmMoHxjGMsYxjNKEYyguEM
+YyhDGMwgBjKA/vSjL33oTS960oPudKMrXehMJzrSgfa0oy1taE0rWtKC5jSj
+KU1oTCMa0oD61KMudahNLWpSg+pUoypVqEwlKlKB8pSjLGUoTSlKUoLiFKMo
+RShMIQpSgPzkIy95yE0ucpKD7GQjK1nITCYykoH0pCMtaUhNKlKSguQkIylJ
+SEwiEpKA+MQjLnGITSxiEoPoRCMqUYhMJCISgfCEIyxhCE0oQhKC4AQjKEEI
+TCAC+BfWf/7yh9/84ic/+M43vvKFz3ziIx94zzve8obXvOIl//GC5zzjKU94
+zCMe8oD73OMud7jNLW5yg+tc4ypXuMwlLnKB85zjLGc4zSlOcoLjHOMoRzjM
+IQ5ygP3sYy972M0udrKD7WxjK1vYzCY2soH1rGMta1jNKlayguUsYylLWMwi
+FrKA+cxjLnOYzSxmMoPpTGMqU5jMJCYygfGMYyxjGM0oRjKC4QxjKEMYzCAG
+MoD+9KMvfehNL3rSg+50oytd6EwnOtKB9rSjLW1oTSta0oLmNKMpTWhMIxrS
+gPrUoy51qE0talKD6lSjKlWoTCUqUoHylKMsZShNKUpSguIUoyhFKEwhClKA
+/OQjL3nITS5ykoPsZCMrWchMJjKSgfSkIy1pSE0qUpKC5CQjKUlITCISkoD4
+xCMucYhNLGISg+hEIypRiEwkIhKB8IQjLGEITShCEoLgBCMoQQhMIAL4F8Z/
+/vKH3/ziJz/4zje+8oXPfOIjH3jPO97yhte84iX/8YLnPOMpT3jMIx7ygPvc
+4y53uM0tbnKD61zjKle4zCUucoHznOMsZzjNKU5yguMc4yhHOMwhDnKA/exj
+L3vYzS52soPtbGMrW9jMJjaygfWsYy1rWM0qVrKC5SxjKUtYzCIWsoD5zGMu
+c5jNLGYyg+lMYypTmMwkJjKB8YxjLGMYzShGMoLhDGMoQxjMIAYygP70oy99
+6E0vetKD7nSjK13oTCc60oH2tKMtbWhNK1rSguY0oylNaEwjGtKA+tSjLnWo
+TS1qUoPqVKMqVahMJSpSgfKUoyxlKE0pSlKC4hSjKEUoTCEKUoD85CMvechN
+LnKSg+xkIytZyEwmMpKB9KQjLWlITSpSkoLkJCMpSUhMIhKSgPjEIy5xiE0s
+YhKD6EQjKlGITCQiEoHwhCMsYQhNKEISguAEIyhBCEwgAvgX2n/+8off/OIn
+P/jON77yhc984iMfeM873vKG17ziJf/xguc84ylPeMwjHvKA+9zjLne4zS1u
+coPrXOMqV7jMJS5ygfOc4yxnOM0pTnKC4xzjKEc4zCEOcoD97GMve9jNLnay
+g+1sYytb2MwmNrKB9axjLWtYzSpWsoLlLGMpS1jMIhaygPnMYy5zmM0sZjKD
+6UxjKlOYzCQmMoHxjGMsYxjNKEYyguEMYyhDGMwgBjKA/vSjL33oTS960oPu
+dKMrXehMJzrSgfa0oy1taE0rWtKC5jSjKU1oTCMa0oD61KMudahNLWpSg+pU
+oypVqEwlKlKB8pSjLGUoTSlKUoLiFKMoRShMIQpSgPzkIy95yE0ucpKD7GQj
+K1nITCYykoH0pCMtaUhNKlKSguQkIylJSEwiEpKA+MQjLnGITSxiEoPoRCMq
+UYhMJCISgfCEIyxhCE0oQhKC4AQjKEEITCAC+BfKf/7yh9/84ic/+M43vvKF
+z3ziIx94zzve8obXvOIl//GC5zzjKU94zCMe8oD73OMud7jNLW5yg+tc4ypX
+uMwlLnKB85zjLGc4zSlOcoLjHOMoRzjMIQ5ygP3sYy972M0udrKD7WxjK1vY
+zCY2soH1rGMta1jNKlayguUsYylLWMwiFrKA+cxjLnOYzSxmMoPpTGMqU5jM
+JCYygfGMYyxjGM0oRjKC4QxjKEMYzCAGMoD+9KMvfehNL3rSg+50oytd6Ewn
+OtKB9rSjLW1oTSta0oLmNKMpTWhMIxrSgPrUoy51qE0talKD6lSjKlWoTCUq
+UoHylKMsZShNKUpSguIUoyhFKEwhClKA/OQjL3nITS5ykoPsZCMrWchMJjKS
+gfSkIy1pSE0qUpKC5CQjKUlITCISkoD4xCMucYhNLGISg+hEIypRiEwkIhKB
+8IQjLGEITShCEoLgBCMoQQhMIAL4F9J//vKH3/ziJz/4zje+8oXPfOIjH3jP
+O97yhte84v8iK7QJ
+ "]]]}, {}, {}, {}, {}, {}, {}}, {{}, {},
+ {GrayLevel[0], PointSize[
+ NCache[
+ Rational[1, 180], 0.005555555555555556]], AbsoluteThickness[1.6],
+ Dashing[{Small, Small}], LineBox[CompressedData["
+1:eJwl2UMQIFgOANBp27Zt27Zt27Zt27Zt27bNmbb3de3hVQ7/nOQnSdCwXcW2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+ "]]},
+ {GrayLevel[0], PointSize[
+ NCache[
+ Rational[1, 180], 0.005555555555555556]], AbsoluteThickness[1.6],
+ Dashing[{0, Small}], LineBox[CompressedData["
+1:eJwN00OiGAoCALA3tW3btm3btm3btm3btm23v7aNySJHSMJG7Su1+19AQMCj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+ "]]}}}], {}, {}, {}, {}}, InsetBox[
+ TemplateBox[{
+ "\"\\!\\(\\*StyleBox[\\\"p\\\",FontSlant->\\\"Italic\\\"]\\)(\\!\\(\\*\
+StyleBox[\\\"M\\\",FontSlant->\\\"Italic\\\"]\\)\\!\\(\\*StyleBox[\\\" \
+\\\",FontSlant->\\\"Italic\\\"]\\)| \\!\\(\\*StyleBox[\\\"H\\\",FontSlant->\\\
+\"Italic\\\"]\\) = 0.001, \\!\\(\\*StyleBox[\\\"M\\\",FontSlant->\\\"Italic\\\
+\"]\\)\\!\\(\\*StyleBox[\\\" \\\",FontSlant->\\\"Italic\\\"]\\)> 0)\"",
+ "\"\\!\\(\\*StyleBox[\\\"p\\\",FontSlant->\\\"Italic\\\"]\\)(\\!\\(\\*\
+StyleBox[\\\"M\\\",FontSlant->\\\"Italic\\\"]\\)\\!\\(\\*StyleBox[\\\" \
+\\\",FontSlant->\\\"Italic\\\"]\\)| \\!\\(\\*StyleBox[\\\"H\\\",FontSlant->\\\
+\"Italic\\\"]\\) = 0.001, \\!\\(\\*StyleBox[\\\"M\\\",FontSlant->\\\"Italic\\\
+\"]\\)\\!\\(\\*StyleBox[\\\" \\\",FontSlant->\\\"Italic\\\"]\\)< 0)\""},
+ "LineLegend",
+ DisplayFunction->(FormBox[
+ StyleBox[
+ StyleBox[
+ PaneBox[
+ TagBox[
+ GridBox[{{
+ TagBox[
+ GridBox[{{
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[
+ NCache[
+ Rational[1, 20], 0.05]],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{Small, Small}]], {
+ LineBox[{{0, 10}, {40, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[
+ NCache[
+ Rational[1, 20], 0.05]],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{Small, Small}]], {}}}, AspectRatio -> Full,
+ ImageSize -> {40, 10}, PlotRangePadding -> None,
+ ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #}},
+ GridBoxAlignment -> {
+ "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}},
+ AutoDelete -> False,
+ GridBoxDividers -> {
+ "Columns" -> {{False}}, "Rows" -> {{False}}},
+ GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}},
+ GridBoxSpacings -> {"Columns" -> {{0.8, 0.5}}}], "Grid"]}, {
+
+ TagBox[
+ GridBox[{{
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[
+ NCache[
+ Rational[1, 20], 0.05]],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{0, Small}]], {
+ LineBox[{{0, 10}, {40, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[
+ NCache[
+ Rational[1, 20], 0.05]],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{0, Small}]], {}}}, AspectRatio -> Full,
+ ImageSize -> {40, 10}, PlotRangePadding -> None,
+ ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}},
+ GridBoxAlignment -> {
+ "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}},
+ AutoDelete -> False,
+ GridBoxDividers -> {
+ "Columns" -> {{False}}, "Rows" -> {{False}}},
+ GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}},
+ GridBoxSpacings -> {"Columns" -> {{0.8, 0.5}}}], "Grid"]}},
+ GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}},
+ AutoDelete -> False,
+ GridBoxDividers -> {"Columns" -> {{None}}, "Rows" -> {{None}}},
+ GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}},
+ GridBoxSpacings -> {"Columns" -> {{0}}, "Rows" -> {{1}}}],
+ "Grid"], Alignment -> Left, AppearanceElements -> None,
+ ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction ->
+ "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], {
+ FontSize -> 10, FontFamily -> "Arial"}, Background -> Automatic,
+ StripOnInput -> False], TraditionalForm]& ),
+ Editable->True,
+ InterpretationFunction:>(RowBox[{"LineLegend", "[",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"PointSize", "[",
+ FractionBox["1", "180"], "]"}], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ GrayLevel[0],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle -> GrayLevel[0.], FrameTicks -> None,
+ PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic,
+ 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
+ Magnification])}]],
+ StyleBox[
+ RowBox[{"GrayLevel", "[", "0", "]"}], NumberMarks ->
+ False]], Appearance -> None, BaseStyle -> {},
+ BaselinePosition -> Baseline, DefaultBaseStyle -> {},
+ ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ GrayLevel[0];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["GrayLevelColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ GrayLevel[0], Editable -> False, Selectable -> False],
+ ",",
+ RowBox[{"Dashing", "[",
+ RowBox[{"{",
+ RowBox[{"Small", ",", "Small"}], "}"}], "]"}]}], "]"}],
+ ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"PointSize", "[",
+ FractionBox["1", "180"], "]"}], ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ GrayLevel[0],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle -> GrayLevel[0.], FrameTicks -> None,
+ PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic,
+ 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
+ Magnification])}]],
+ StyleBox[
+ RowBox[{"GrayLevel", "[", "0", "]"}], NumberMarks ->
+ False]], Appearance -> None, BaseStyle -> {},
+ BaselinePosition -> Baseline, DefaultBaseStyle -> {},
+ ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ GrayLevel[0];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["GrayLevelColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ GrayLevel[0], Editable -> False, Selectable -> False],
+ ",",
+ RowBox[{"Dashing", "[",
+ RowBox[{"{",
+ RowBox[{"0", ",", "Small"}], "}"}], "]"}]}], "]"}]}],
+ "}"}], ",",
+ RowBox[{"{",
+ RowBox[{#, ",", #2}], "}"}], ",",
+ RowBox[{"LegendMarkers", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"False", ",", "Automatic"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"False", ",", "Automatic"}], "}"}]}], "}"}]}], ",",
+ RowBox[{"Joined", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"True", ",", "True"}], "}"}]}], ",",
+ RowBox[{"LabelStyle", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"FontSize", "\[Rule]", "10"}], "}"}]}], ",",
+ RowBox[{"LegendLayout", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"\"Row\"", ",", "2"}], "}"}]}]}], "]"}]& )],
+ Scaled[{0.32, 0.7}], ImageScaled[{0.5, 0.5}],
+ BaseStyle->{FontSize -> Larger},
+ FormatType->StandardForm]},
+ AspectRatio->NCache[Rational[1, 2]/GoldenRatio, 0.3090169943749474],
+ Axes->{True, True},
+ AxesLabel->{None, None},
+ AxesOrigin->{0, 0},
+ DisplayFunction->Identity,
+ Frame->{{False, False}, {False, False}},
+ FrameLabel->{{None, None}, {None, None}},
+ FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
+ GridLines->{None, None},
+ GridLinesStyle->Directive[
+ GrayLevel[0.5, 0.4]],
+ ImagePadding->All,
+ ImageSize->320,
+ LabelStyle->{FontSize -> 10},
+ Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& )}},
+ PlotRange->{{0, 0.992431640625}, {0, 5.683906587789465}},
+ PlotRangeClipping->True,
+ PlotRangePadding->{{
+ Scaled[0.02],
+ Scaled[0.02]}, {
+ Scaled[0.02],
+ Scaled[0.05]}},
+ Ticks->{Automatic, Automatic}],
+ InterpretTemplate[Legended[
+ Graphics[{{},
+ GraphicsComplex[CompressedData["
+1:eJyE3XtcDF/cB3ASQkKSJEkSQggh9CVJbiEkySWSkBByS25JkviRJCRJFJJU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+ "], {{{}, {
+ EdgeForm[],
+ Directive[
+ GrayLevel[0],
+ Opacity[0.2]],
+ GraphicsGroup[{
+ Polygon[CompressedData["
+1:eJwl2UMQIEqQBcCxbdu2bdu2bdu2bdu2bdu2Z//m7B4yqqPvL7q6KmGj9pXa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+ "]]}]}, {}, {
+ EdgeForm[],
+ Directive[
+ GrayLevel[0],
+ Opacity[0.2]],
+ GraphicsGroup[{
+ Polygon[CompressedData["
+1:eJwN09OiEAoCAMCTbdu2bdu2bdu2bdu2bdt1s13bzsN8wiRq3KFy+8ABAQGB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+ "]]}]}, {}, {}, {}, {}, {}, {}}, {{}, {}, {
+ Hue[0.67, 0.6, 0.6],
+ Directive[
+ PointSize[
+ Rational[1, 180]],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{Small, Small}]],
+ Line[CompressedData["
+1:eJwl2UMQIFgOANBp27Zt27Zt27Zt27Zt27bNmbb3de3hVQ7/nOQnSdCwXcW2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+ "]]}, {
+ Hue[0.9060679774997897, 0.6, 0.6],
+ Directive[
+ PointSize[
+ Rational[1, 180]],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{0, Small}]],
+ Line[CompressedData["
+1:eJwN00OiGAoCALA3tW3btm3btm3btm3btm23v7aNySJHSMJG7Su1+19AQMCj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+ "]]}}}], {}, {}, {}, {}}, {
+ DisplayFunction -> Identity, PlotRangePadding -> {{
+ Scaled[0.02],
+ Scaled[0.02]}, {
+ Scaled[0.02],
+ Scaled[0.05]}}, AxesOrigin -> {0, 0},
+ PlotRange -> {{0, 0.992431640625}, {0, 5.683906587789465}},
+ PlotRangeClipping -> True, ImagePadding -> All, DisplayFunction ->
+ Identity, AspectRatio -> Rational[1, 2]/GoldenRatio,
+ Axes -> {True, True}, AxesLabel -> {None, None}, AxesOrigin -> {0, 0},
+ DisplayFunction :> Identity, Frame -> {{False, False}, {False, False}},
+ FrameLabel -> {{None, None}, {None, None}},
+ FrameTicks -> {{Automatic, Automatic}, {Automatic, Automatic}},
+ GridLines -> {None, None}, GridLinesStyle -> Directive[
+ GrayLevel[0.5, 0.4]], ImageSize -> 320,
+ LabelStyle -> {FontSize -> 10},
+ Method -> {"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& )}},
+ PlotRange -> {{0, 0.992431640625}, {0, 5.683906587789465}},
+ PlotRangeClipping -> True, PlotRangePadding -> {{
+ Scaled[0.02],
+ Scaled[0.02]}, {
+ Scaled[0.02],
+ Scaled[0.05]}}, Ticks -> {Automatic, Automatic}}],
+ Placed[
+ Unevaluated[
+ LineLegend[{
+ Directive[
+ PointSize[
+ Rational[1, 180]],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{Small, Small}]],
+ Directive[
+ PointSize[
+ Rational[1, 180]],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{0, Small}]]}, {
+ "\!\(\*StyleBox[\"p\",FontSlant->\"Italic\"]\)(\!\(\*StyleBox[\"M\",\
+FontSlant->\"Italic\"]\)\!\(\*StyleBox[\" \",FontSlant->\"Italic\"]\)| \
+\!\(\*StyleBox[\"H\",FontSlant->\"Italic\"]\) = 0.001, \
+\!\(\*StyleBox[\"M\",FontSlant->\"Italic\"]\)\!\(\*StyleBox[\" \",FontSlant->\
+\"Italic\"]\)> 0)",
+ "\!\(\*StyleBox[\"p\",FontSlant->\"Italic\"]\)(\!\(\*StyleBox[\"M\",\
+FontSlant->\"Italic\"]\)\!\(\*StyleBox[\" \",FontSlant->\"Italic\"]\)| \
+\!\(\*StyleBox[\"H\",FontSlant->\"Italic\"]\) = 0.001, \
+\!\(\*StyleBox[\"M\",FontSlant->\"Italic\"]\)\!\(\*StyleBox[\" \",FontSlant->\
+\"Italic\"]\)< 0)"},
+ LegendMarkers -> {{False, Automatic}, {False, Automatic}},
+ Joined -> {True, True}, LabelStyle -> {FontSize -> 10},
+ LegendLayout -> {"Row", 2}]], {0.32, 0.7}, Identity]]& ],
+ AutoDelete->True,
+ Editable->True,
+ SelectWithContents->False,
+ Selectable->True]], "Output",
+ CellChangeTimes->{{3.735303604735365*^9, 3.735303658092547*^9}, {
+ 3.735303702261544*^9, 3.735303731253708*^9}, 3.735303826381785*^9, {
+ 3.735303875544821*^9, 3.7353039231808147`*^9}, 3.73530409395606*^9, {
+ 3.735304127680225*^9, 3.7353041602793283`*^9}, {3.735304218327903*^9,
+ 3.735304231369524*^9}},
+ CellLabel->
+ "Out[504]=",ExpressionUUID->"f806673e-3086-4a12-8f34-1133d13ee5d2"]
+}, Open ]],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"Export", "[",
+ RowBox[{
+ "\"\<~/doc/research/sethna/doc/metastable_doc/figs/distributions-1.pdf\>\"\
+", ",", "pd1"}], "]"}], ";"}]], "Input",
+ CellChangeTimes->{{3.7350774976826878`*^9, 3.735077529812201*^9}, {
+ 3.7350890830580473`*^9, 3.735089093891522*^9}, {3.7353041626465607`*^9,
+ 3.735304169518797*^9}},
+ CellLabel->
+ "In[506]:=",ExpressionUUID->"af1d6734-b67d-41ea-93c9-a39d1b03aad8"],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"Export", "[",
+ RowBox[{
+ "\"\<~/doc/research/sethna/doc/metastable_doc/figs/distributions-2.pdf\>\"\
+", ",", "pd2"}], "]"}], ";"}]], "Input",
+ CellChangeTimes->{{3.7350774976826878`*^9, 3.735077529812201*^9}, {
+ 3.7350890830580473`*^9, 3.735089093891522*^9}, {3.7353041626465607`*^9,
+ 3.735304179810944*^9}},
+ CellLabel->
+ "In[507]:=",ExpressionUUID->"caca803d-ecd8-44d5-ae7c-29e3bf61be3b"],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"Table", "[",
+ RowBox[{"x", ",",
+ RowBox[{"{",
+ RowBox[{"x", ",", "0", ",", "0.005", ",", "0.00005"}], "}"}]}],
+ "]"}]], "Input",
+ CellChangeTimes->{{3.7351716811105623`*^9, 3.735171717514105*^9}, {
+ 3.73517285091821*^9, 3.73517285871876*^9}},
+ CellLabel->
+ "In[416]:=",ExpressionUUID->"6ba7b074-073b-4c6a-b6a9-d737fb87a838"],
+
+Cell[BoxData[
+ RowBox[{"{",
+ RowBox[{
+ "0.`", ",", "0.00005`", ",", "0.0001`", ",", "0.00015000000000000001`", ",",
+ "0.0002`", ",", "0.00025`", ",", "0.00030000000000000003`", ",",
+ "0.00035`", ",", "0.0004`", ",", "0.00045000000000000004`", ",", "0.0005`",
+ ",", "0.00055`", ",", "0.0006000000000000001`", ",",
+ "0.0006500000000000001`", ",", "0.0007`", ",", "0.00075`", ",", "0.0008`",
+ ",", "0.0008500000000000001`", ",", "0.0009000000000000001`", ",",
+ "0.00095`", ",", "0.001`", ",", "0.0010500000000000002`", ",", "0.0011`",
+ ",", "0.00115`", ",", "0.0012000000000000001`", ",", "0.00125`", ",",
+ "0.0013000000000000002`", ",", "0.00135`", ",", "0.0014`", ",",
+ "0.0014500000000000001`", ",", "0.0015`", ",", "0.0015500000000000002`",
+ ",", "0.0016`", ",", "0.00165`", ",", "0.0017000000000000001`", ",",
+ "0.00175`", ",", "0.0018000000000000002`", ",", "0.00185`", ",", "0.0019`",
+ ",", "0.0019500000000000001`", ",", "0.002`", ",", "0.00205`", ",",
+ "0.0021000000000000003`", ",", "0.00215`", ",", "0.0022`", ",",
+ "0.0022500000000000003`", ",", "0.0023`", ",", "0.00235`", ",",
+ "0.0024000000000000002`", ",", "0.00245`", ",", "0.0025`", ",", "0.00255`",
+ ",", "0.0026000000000000003`", ",", "0.00265`", ",", "0.0027`", ",",
+ "0.0027500000000000003`", ",", "0.0028`", ",", "0.00285`", ",",
+ "0.0029000000000000002`", ",", "0.00295`", ",", "0.003`", ",", "0.00305`",
+ ",", "0.0031000000000000003`", ",", "0.00315`", ",", "0.0032`", ",",
+ "0.0032500000000000003`", ",", "0.0033`", ",", "0.00335`", ",",
+ "0.0034000000000000002`", ",", "0.0034500000000000004`", ",", "0.0035`",
+ ",", "0.00355`", ",", "0.0036000000000000003`", ",", "0.00365`", ",",
+ "0.0037`", ",", "0.0037500000000000003`", ",", "0.0038`", ",", "0.00385`",
+ ",", "0.0039000000000000003`", ",", "0.00395`", ",", "0.004`", ",",
+ "0.00405`", ",", "0.0041`", ",", "0.00415`", ",", "0.004200000000000001`",
+ ",", "0.00425`", ",", "0.0043`", ",", "0.004350000000000001`", ",",
+ "0.0044`", ",", "0.00445`", ",", "0.0045000000000000005`", ",", "0.00455`",
+ ",", "0.0046`", ",", "0.0046500000000000005`", ",", "0.0047`", ",",
+ "0.00475`", ",", "0.0048000000000000004`", ",", "0.00485`", ",", "0.0049`",
+ ",", "0.00495`", ",", "0.005`"}], "}"}]], "Output",
+ CellChangeTimes->{{3.735171713022995*^9, 3.735171717906455*^9},
+ 3.735172860935986*^9},
+ CellLabel->
+ "Out[416]=",ExpressionUUID->"6d250df1-0e60-42d9-bffd-cf7f9abacbdb"]
+}, Open ]],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"fdat", "=",
+ RowBox[{"ToExpression", "/@",
+ RowBox[{
+ RowBox[{"Import", "[",
+ RowBox[{
+ "\"\<~/doc/research/sethna/code/wolff/build/data/out.m\>\"", ",",
+ "\"\<Table\>\""}], "]"}], "[",
+ RowBox[{"[",
+ RowBox[{"All", ",", "1"}], "]"}], "]"}]}]}], ";"}]], "Input",
+ CellChangeTimes->{{3.735080209744266*^9, 3.7350802788089657`*^9}, {
+ 3.735080318587225*^9, 3.7350803223929367`*^9}, {3.7351718313924723`*^9,
+ 3.7351718359754467`*^9}},
+ CellLabel->
+ "In[417]:=",ExpressionUUID->"4b734be9-2adb-4ebf-8524-806b79805556"],
+
+Cell[CellGroupData[{
+
+Cell[BoxData[
+ RowBox[{"pmag", "=",
+ RowBox[{"ListPlot", "[",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"Sort", "@",
+ RowBox[{"Join", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"-",
+ RowBox[{
+ RowBox[{"#", "[", "H", "]"}], "[",
+ RowBox[{"[", "1", "]"}], "]"}]}], ",",
+ RowBox[{
+ RowBox[{"-", "2"}],
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{
+ RowBox[{"#", "[", "M", "]"}], "[",
+ RowBox[{"[", "1", "]"}], "]"}], "-", "0.5"}], ")"}]}]}],
+ "}"}], "&"}], "/@", "fdat"}], ",",
+ RowBox[{
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{
+ RowBox[{"#", "[", "H", "]"}], "[",
+ RowBox[{"[", "1", "]"}], "]"}], ",",
+ RowBox[{"2",
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{
+ RowBox[{"#", "[", "M", "]"}], "[",
+ RowBox[{"[", "1", "]"}], "]"}], "-", "0.5"}], ")"}]}]}],
+ "}"}], "&"}], "/@", "fdat"}]}], "]"}]}], ",",
+ RowBox[{"Sort", "@",
+ RowBox[{"Join", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"-",
+ RowBox[{
+ RowBox[{"#", "[", "H", "]"}], "[",
+ RowBox[{"[", "1", "]"}], "]"}]}], ",",
+ RowBox[{
+ RowBox[{"-", "2"}],
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{
+ RowBox[{"#", "[",
+ SubscriptBox["M", "1"], "]"}], "[",
+ RowBox[{"[", "1", "]"}], "]"}], "-", "0.5"}], ")"}]}]}],
+ "}"}], "&"}], "/@", "fdat"}], ",",
+ RowBox[{
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{
+ RowBox[{"#", "[", "H", "]"}], "[",
+ RowBox[{"[", "1", "]"}], "]"}], ",",
+ RowBox[{"2",
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{
+ RowBox[{"#", "[",
+ SubscriptBox["M", "0"], "]"}], "[",
+ RowBox[{"[", "1", "]"}], "]"}], "-", "0.5"}], ")"}]}]}],
+ "}"}], "&"}], "/@", "fdat"}]}], "]"}]}], ",",
+ RowBox[{"Sort", "@",
+ RowBox[{"Join", "[",
+ RowBox[{
+ RowBox[{
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"-",
+ RowBox[{
+ RowBox[{"#", "[", "H", "]"}], "[",
+ RowBox[{"[", "1", "]"}], "]"}]}], ",",
+ RowBox[{
+ RowBox[{"-", "2"}],
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{
+ RowBox[{"#", "[",
+ SubscriptBox["M", "0"], "]"}], "[",
+ RowBox[{"[", "1", "]"}], "]"}], "-", "0.5"}], ")"}]}]}],
+ "}"}], "&"}], "/@", "fdat"}], ",",
+ RowBox[{
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{
+ RowBox[{"#", "[", "H", "]"}], "[",
+ RowBox[{"[", "1", "]"}], "]"}], ",",
+ RowBox[{"2",
+ RowBox[{"(",
+ RowBox[{
+ RowBox[{
+ RowBox[{"#", "[",
+ SubscriptBox["M", "1"], "]"}], "[",
+ RowBox[{"[", "1", "]"}], "]"}], "-", "0.5"}], ")"}]}]}],
+ "}"}], "&"}], "/@", "fdat"}]}], "]"}]}], ",",
+ RowBox[{
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{
+ RowBox[{"#", "[", "H", "]"}], "[",
+ RowBox[{"[", "1", "]"}], "]"}], ",",
+ RowBox[{"#", "[", "aM", "]"}]}], "}"}], "&"}], "/@", "fdat"}]}],
+ "}"}], ",",
+ RowBox[{"Joined", "\[Rule]", "True"}], ",",
+ RowBox[{"PlotRange", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"-", "0.004"}], ",", "0.004"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"-", "1"}], ",", "1"}], "}"}]}], "}"}]}], ",",
+ RowBox[{"LabelStyle", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"FontSize", "\[Rule]", "10"}], "}"}]}], ",",
+ RowBox[{"PlotLegends", "\[Rule]",
+ RowBox[{"Placed", "[",
+ RowBox[{
+ RowBox[{"LineLegend", "[",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"\[LeftAngleBracket]", "M", "\[RightAngleBracket]"}], ",",
+
+ SubscriptBox[
+ RowBox[{"\[LeftAngleBracket]", "M", "\[RightAngleBracket]"}],
+ "\"\<<\>\""], ",",
+ SubscriptBox[
+ RowBox[{"\[LeftAngleBracket]", "M", "\[RightAngleBracket]"}],
+ "\"\<>\>\""]}], "}"}], ",",
+ RowBox[{"LegendLayout", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"\"\<Row\>\"", ",", "1"}], "}"}]}]}], "]"}], ",",
+ RowBox[{"{",
+ RowBox[{"0.5", ",", "1"}], "}"}]}], "]"}]}], ",",
+ RowBox[{"AxesLabel", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"H", ","}], "}"}]}], ",",
+ RowBox[{"ImageSize", "\[Rule]", "320"}], ",",
+ RowBox[{"PlotStyle", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"Black", ",",
+ RowBox[{"{",
+ RowBox[{"Black", ",", "Dotted"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"Black", ",", "Dashed"}], "}"}]}], "}"}]}]}],
+ "]"}]}]], "Input",
+ CellChangeTimes->{{3.735171865392207*^9, 3.735171909170051*^9}, {
+ 3.7351719680846987`*^9, 3.735171968633589*^9}, {3.735172001304904*^9,
+ 3.7351720276252527`*^9}, {3.7351720624189587`*^9, 3.7351721858327513`*^9}, {
+ 3.735172253925243*^9, 3.7351722626393337`*^9}, {3.7351723452470303`*^9,
+ 3.735172361258279*^9}, {3.7352190327400227`*^9, 3.735219053069951*^9}, {
+ 3.7352191413194237`*^9, 3.735219154058732*^9}, {3.7352192575356407`*^9,
+ 3.73521925875741*^9}, {3.735219322009663*^9, 3.7352195226312037`*^9}, {
+ 3.735219923496175*^9, 3.7352199303111343`*^9}, {3.735219981145561*^9,
+ 3.7352199949911633`*^9}, {3.735303180625061*^9, 3.735303202833919*^9}, {
+ 3.735303244161886*^9, 3.735303306574951*^9}, {3.735304352902767*^9,
+ 3.735304353118144*^9}},
+ CellLabel->
+ "In[508]:=",ExpressionUUID->"fa0b5bf7-a3e4-4e2d-a4b2-77f5109d4ef5"],
+
+Cell[BoxData[
+ TagBox[
+ GraphicsBox[{InsetBox[
+ GraphicsBox[{{{}, {{}, {},
+ {GrayLevel[0], PointSize[0.0055000000000000005`], AbsoluteThickness[
+ 1.6], LineBox[CompressedData["
+1:eJxdV31UlGUepQkFTT3JkqK4JujSioKIZkTY9cSGBJowxIcgAgPD99fMIIFh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+ "]]},
+ {GrayLevel[0], PointSize[0.0055000000000000005`], AbsoluteThickness[
+ 1.6], Dashing[{0, Small}], LineBox[CompressedData["
+1:eJxFVws4lNsaniLaHd1EG5VbqIh0Ye9UPiEpXVz2TFLIuJNcBu1UUid2ecTu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+ "]]},
+ {GrayLevel[0], PointSize[0.0055000000000000005`], AbsoluteThickness[
+ 1.6], Dashing[{Small, Small}], LineBox[CompressedData["
+1:eJxFVwk4lWkbVkTTr000qGyhItLCTCqvkESLZUgKOXaS5aBJJfXHlEtMG+XX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+ "]]}}, {}, {}, {}, {}}, {}},
+ AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
+ Axes->{True, True},
+ AxesLabel->{
+ FormBox["H", TraditionalForm], ""},
+ AxesOrigin->{0, 0},
+ DisplayFunction->Identity,
+ Frame->{{False, False}, {False, False}},
+ FrameLabel->{{None, None}, {None, None}},
+ FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
+ GridLines->{None, None},
+ GridLinesStyle->Directive[
+ GrayLevel[0.5, 0.4]],
+ ImagePadding->All,
+ ImageSize->320,
+ LabelStyle->{FontSize -> 10},
+ Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& )}},
+ PlotLabel->None,
+ PlotRange->{{-0.004, 0.004}, {-1, 1}},
+ PlotRangeClipping->True,
+ PlotRangePadding->{{0, 0}, {0, 0}},
+ Ticks->{Automatic, Automatic}], Scaled[{0.5, 0.5}], Center,
+ Scaled[{1, 1}]], InsetBox[
+ TemplateBox[{
+ RowBox[{"\[LeftAngleBracket]", "M", "\[RightAngleBracket]"}],
+ SubscriptBox[
+ RowBox[{"\[LeftAngleBracket]", "M", "\[RightAngleBracket]"}],
+ "\"<\""],
+ SubscriptBox[
+ RowBox[{"\[LeftAngleBracket]", "M", "\[RightAngleBracket]"}],
+ "\">\""]},
+ "LineLegend",
+ DisplayFunction->(FormBox[
+ StyleBox[
+ StyleBox[
+ PaneBox[
+ TagBox[
+ GridBox[{{
+ TagBox[
+ GridBox[{{
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.0495],
+ AbsoluteThickness[1.6],
+ GrayLevel[0]], {
+ LineBox[{{0, 10}, {40, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.0495],
+ AbsoluteThickness[1.6],
+ GrayLevel[0]], {}}}, AspectRatio -> Full,
+ ImageSize -> {40, 10}, PlotRangePadding -> None,
+ ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #,
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.0495],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{0, Small}]], {
+ LineBox[{{0, 10}, {40, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.0495],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{0, Small}]], {}}}, AspectRatio -> Full,
+ ImageSize -> {40, 10}, PlotRangePadding -> None,
+ ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #2,
+ GraphicsBox[{{
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.0495],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{Small, Small}]], {
+ LineBox[{{0, 10}, {40, 10}}]}}, {
+ Directive[
+ EdgeForm[
+ Directive[
+ Opacity[0.3],
+ GrayLevel[0]]],
+ PointSize[0.0495],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{Small, Small}]], {}}}, AspectRatio -> Full,
+ ImageSize -> {40, 10}, PlotRangePadding -> None,
+ ImagePadding -> Automatic,
+ BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}},
+ GridBoxAlignment -> {
+ "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}},
+ AutoDelete -> False,
+ GridBoxDividers -> {
+ "Columns" -> {{False}}, "Rows" -> {{False}}},
+ GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}},
+ GridBoxSpacings -> {"Columns" -> {{0.8, 0.5}}}], "Grid"]}},
+ GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}},
+ AutoDelete -> False,
+ GridBoxDividers -> {"Columns" -> {{None}}, "Rows" -> {{None}}},
+ GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}},
+ GridBoxSpacings -> {"Columns" -> {{0}}, "Rows" -> {{1}}}],
+ "Grid"], Alignment -> Left, AppearanceElements -> None,
+ ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction ->
+ "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], {
+ FontSize -> 10, FontFamily -> "Arial"}, Background -> Automatic,
+ StripOnInput -> False], TraditionalForm]& ),
+ Editable->True,
+ InterpretationFunction:>(RowBox[{"LineLegend", "[",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}],
+ ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ GrayLevel[0],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle -> GrayLevel[0.], FrameTicks -> None,
+ PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic,
+ 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
+ Magnification])}]],
+ StyleBox[
+ RowBox[{"GrayLevel", "[", "0", "]"}], NumberMarks ->
+ False]], Appearance -> None, BaseStyle -> {},
+ BaselinePosition -> Baseline, DefaultBaseStyle -> {},
+ ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ GrayLevel[0];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["GrayLevelColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ GrayLevel[0], Editable -> False, Selectable -> False]}],
+ "]"}], ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}],
+ ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ GrayLevel[0],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle -> GrayLevel[0.], FrameTicks -> None,
+ PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic,
+ 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
+ Magnification])}]],
+ StyleBox[
+ RowBox[{"GrayLevel", "[", "0", "]"}], NumberMarks ->
+ False]], Appearance -> None, BaseStyle -> {},
+ BaselinePosition -> Baseline, DefaultBaseStyle -> {},
+ ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ GrayLevel[0];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["GrayLevelColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ GrayLevel[0], Editable -> False, Selectable -> False],
+ ",",
+ RowBox[{"Dashing", "[",
+ RowBox[{"{",
+ RowBox[{"0", ",", "Small"}], "}"}], "]"}]}], "]"}], ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}],
+ ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ GrayLevel[0],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle -> GrayLevel[0.], FrameTicks -> None,
+ PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic,
+ 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
+ Magnification])}]],
+ StyleBox[
+ RowBox[{"GrayLevel", "[", "0", "]"}], NumberMarks ->
+ False]], Appearance -> None, BaseStyle -> {},
+ BaselinePosition -> Baseline, DefaultBaseStyle -> {},
+ ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ GrayLevel[0];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["GrayLevelColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ GrayLevel[0], Editable -> False, Selectable -> False],
+ ",",
+ RowBox[{"Dashing", "[",
+ RowBox[{"{",
+ RowBox[{"Small", ",", "Small"}], "}"}], "]"}]}], "]"}],
+ ",",
+ RowBox[{"Directive", "[",
+ RowBox[{
+ RowBox[{"PointSize", "[", "0.0055000000000000005`", "]"}],
+ ",",
+ RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}], ",",
+ InterpretationBox[
+ ButtonBox[
+ TooltipBox[
+ GraphicsBox[{{
+ GrayLevel[0],
+ RectangleBox[{0, 0}]}, {
+ GrayLevel[0],
+ RectangleBox[{1, -1}]}, {
+ GrayLevel[0],
+ RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
+ "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
+ FrameStyle -> GrayLevel[0.], FrameTicks -> None,
+ PlotRangePadding -> None, ImageSize ->
+ Dynamic[{
+ Automatic,
+ 1.35 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
+ Magnification])}]],
+ StyleBox[
+ RowBox[{"GrayLevel", "[", "0", "]"}], NumberMarks ->
+ False]], Appearance -> None, BaseStyle -> {},
+ BaselinePosition -> Baseline, DefaultBaseStyle -> {},
+ ButtonFunction :> With[{Typeset`box$ = EvaluationBox[]},
+ If[
+ Not[
+ AbsoluteCurrentValue["Deployed"]],
+ SelectionMove[Typeset`box$, All, Expression];
+ FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
+ FrontEnd`Private`$ColorSelectorInitialColor =
+ GrayLevel[0];
+ FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
+ MathLink`CallFrontEnd[
+ FrontEnd`AttachCell[Typeset`box$,
+ FrontEndResource["GrayLevelColorValueSelector"], {
+ 0, {Left, Bottom}}, {Left, Top},
+ "ClosingActions" -> {
+ "SelectionDeparture", "ParentChanged",
+ "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
+ Automatic, Method -> "Preemptive"],
+ GrayLevel[0], Editable -> False, Selectable -> False]}],
+ "]"}]}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{#, ",", #2, ",", #3}], "}"}], ",",
+ RowBox[{"LegendMarkers", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{
+ RowBox[{"{",
+ RowBox[{"False", ",", "Automatic"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"False", ",", "Automatic"}], "}"}], ",",
+ RowBox[{"{",
+ RowBox[{"False", ",", "Automatic"}], "}"}]}], "}"}]}], ",",
+ RowBox[{"Joined", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"True", ",", "True", ",", "True", ",", "True"}],
+ "}"}]}], ",",
+ RowBox[{"LabelStyle", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"FontSize", "\[Rule]", "10"}], "}"}]}], ",",
+ RowBox[{"LegendLayout", "\[Rule]",
+ RowBox[{"{",
+ RowBox[{"\"Row\"", ",", "1"}], "}"}]}]}], "]"}]& )],
+ Scaled[{0.5, 1}], ImageScaled[{0.5, 0}],
+ BaseStyle->{FontSize -> Larger},
+ FormatType->StandardForm]},
+ AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
+ Axes->False,
+ AxesLabel->{
+ FormBox["H", TraditionalForm], ""},
+ AxesOrigin->{0, 0},
+ DisplayFunction->Identity,
+ Frame->False,
+ FrameLabel->{{None, None}, {None, None}},
+ FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
+ ImagePadding->All,
+ ImageSize->320,
+ LabelStyle->{FontSize -> 10},
+ Method->{"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& )}},
+ PlotLabel->None,
+ PlotRange->Automatic,
+ PlotRangeClipping->False,
+ PlotRangePadding->{{0, 0}, {0, 0}},
+ Ticks->{Automatic, Automatic}],
+ InterpretTemplate[Legended[
+ Graphics[{{}, {{{}, {}, {
+ Hue[0.67, 0.6, 0.6],
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ GrayLevel[0]],
+ Line[CompressedData["
+1:eJxdV31UlGUepQkFTT3JkqK4JujSioKIZkTY9cSGBJowxIcgAgPD99fMIIFh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+ "]]}, {
+ Hue[0.9060679774997897, 0.6, 0.6],
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{0, Small}]],
+ Line[CompressedData["
+1:eJxFVws4lNsaniLaHd1EG5VbqIh0Ye9UPiEpXVz2TFLIuJNcBu1UUid2ecTu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+ "]]}, {
+ Hue[0.1421359549995791, 0.6, 0.6],
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{Small, Small}]],
+ Line[CompressedData["
+1:eJxFVwk4lWkbVkTTr000qGyhItLCTCqvkESLZUgKOXaS5aBJJfXHlEtMG+XX
+YlJjjJRMnPzqKRFaZKss4Szf+b6ILCNUqv+Y8z3+97rOda7n+t7leZ/nfu7n
+frU54c7+k2VkZJ5IfuP/B5QLNgriooFXaez0JZKBD22vj3Bto+Gt2+PYTREM
+7L06qWyKUjQYnximhoIZeBtiOJzRzgXOy50dyRLbZ4WricEfXCjdsV+vKpCB
+to/xIWXRXEi6wKXcOAy4PszN2WrJhVi931VUJHbt8YYO/r+4YPB3m170Lgbs
+HMdUua+joD/RVK1dYpd/r+8y5WoUmOusHipxZ2BN57aTGXuj4HRLRFeXKwN3
+ru+vWmIeBYquHd3qLgws+8fBKJh/S9WvxpmBXNPna7bWR0LS7C9NnzczoPNl
+OIafFQl5WSFmFbYMZFVo3YoKioSmZ2YxlA0DKin23XKrIiE++1EC15qBNJdo
+3YxvETDsv0FbzZKB7+Zd8lryNAIqeq6P9q9l4Kiw6vx/0yMgk/z+MekHBsb+
+GGjYwokAjTtVd1tWMRAbOW863ygCrijOmCq7goGOyORUajAceJx6XpYxAw0y
+HZO/Sw6HXd0b7r9bwkBl2vJ9RtrhUO7mezhlMQM8jcR3Try9cKVJ9eZJQwby
+bzR7x27bC82BHLVKPQYur13alEmHgcW1quAfNRg4/fSwHRwKg34HOcfkBQwk
+eTSWiZTDYPIuDcFpNQb2d+kvn5q/B1I+dZVXKjOw5+e4a0ut94AXZ1bS51kM
+eCvUqjm1hkIs73iLz3QGXNK1U2MiQ6G1x0zJXZEBW72YyZlTJXblotTBKQys
+/qs69v7lEOivdX2ULMuAkfX8d0KzEFDfG79cSYYBrYZwyZbBIFNivY/5SMMc
+n0eNhv7BkJD1sGvlCA0K/XMlKQ+CK1q8jUs/0PBpHC5ngiDfKGSm2nsaeqff
+N7lgEATKbYKiG7008LNmX7v3MBBOV9eoHGZoaDL0VxO6B8LY/MKpshK7qpR3
+Ur4/AG7phanaCGgo3aQ42fCXAHi2cNpnuxYaCsbDpxEAD3aHr9N5RUN2YFE3
+944/yAWLXkypp+HssLz3+c3+UO1K+bpL7OOJ4wH0Awu+bKvHExqk9eEHQwsK
+HBbU0Gw9+IHuxXxNq4c0i39fOJt+qW7RPZrFuy+Y86a9sb5Ls/jmQOmSgfpp
+JTSLZw6o/7vXz6uQZvHLgYSZ15zPFdAsXn3A4mRpunw+zeLTB/LuWhRuzKZZ
+PO6G5oRsz7MXaRZ/uyG2tljh+QWaxZs3KBmPxM47R7P48oYGd8dP0WdpFk9e
+INMXZl2TSrP48QR5hysZ7Uk0i5dd0LxJz7P2KM3iYycMa5SUFsbTLB52AkfR
+prwnimbz7wGql29VlkdjvnfAUKj1mvN7ML/uUJD1g1tRIOZzO7gxp1IrOZg/
+N0hOFr+o88J8ucH7gzKGze6YH1coSzu2b7sz5uMn8NIvyeI4YvxdoMPnxHC0
+HcbbGRave67UbIXxdYYVUSumz7bCeDqB17OBsqwfMX6O8Dh14ITlcozXNnCX
+1a5YaIjx2QKnB5313bQxHg5wP//on6908P72cLvYYWOaKt7XDmRIlN1mZbyf
+LeiLPKfKqeB9NsAwd1stLY/+W0PB6u2OmjLorxV85SWKq/8Ws/5ZQnzipJF9
+g2LWn3XgfN9O16lbzJ5vDm4ji4puvxWz55mBidY2I9VWMbv/SugJHMm/UIf7
+mcBvn6r05lbjegO4pXDU0asa5y+Esi0Vi8JK8bs6zGi0TjhYhPY0yDnXd8T0
+thhk2PGrxYEr6/P+b1us0h2JvDgxn3xcFmMulz6xH3GXM7TyT504j7hefdsY
+dWzCHxKdyVX5bf+Ev6QYdI0OBE/ch1zveZm33X/ivmTFwZixbo+JeJBRzqKs
+eU4T8SJ+65fpmVlNxJOcISLBiKUY4026eq/6Fhjg/tYkdw4l7NQRY76IVyO3
+o24WnmdLDEzeL/RUFmO+CU9LYbOlAp5vT1bZtPbt66MQL+TokRjNlAEK8URs
+qWZ1bjWFeCO/rtPMtSilEI9k65Y3O7vvUohXMv0M5+ajPArxTGYUlpUm/4dC
+vBP1jCfDxqcorAfyYs45a82fKawXkrCg+JttHIX1RNzScrXadlBYbyR5yMXg
+J0JhPRKNUq9+J1sK65XkmTZ7KGpQWM9k0MQ75p4hhfVO9HWyR4rkKeQDMjrS
+mPG6QYR8QfprRnudO0TIJ0RnTeGczzMp5Bsyd1Nglk2KCPmIGMe90I37S4R8
+RerJ2COSI0I+Iw0ZUfEPLomQ7wj/YfyfJw+JkA+JzY2vrgbDQuRLcr1zz4JP
+60XIp6RWL8BIuUmIfEsWihs3fewQIh+Tr5E+mt+XCpGviV1f8rOMISHyOTke
+auo7KV2IfE+URwvmj3YLsB+QHIc72nMOCLFfkJqgc2UtLQLsJ0T+0HrvOkaA
+/Ya8V38SurhOgP2IUH1+d8o8BdivSLtYuSzLQoj9jDxoOjPQ5irEfkcKjhXu
+cHwuwH5IZul6+HAbBNgvSX5eXp79ez72U5LYJCe6MSjAfkuaTq2TdXLiYz8m
+2auCG3Lq+diviYX9WIrS4U7s5+R56OKb2cpC7PckQGKWPW5HPUAinpYcfHq5
+E/UC2frqrKm/SivqCRIwPuI7UG8QvyeZt6/3tKIeIYt3pZV/ON+JeoWMffv2
+TfM1H/UM+YdkPrej3iE51yRDwEc9JP2e+wb1Elk5PqyEqKdIwi+SsYyPeos8
+Gx9rW1CPSde7t6BeI5kXJGOlEPUcUa6KnF81qQn1HmkoDmsrjuxAPUguSeKd
+Z/4K9SIJapNMcGtDPSm9v30T6k3pefotqEcJx1Uyel+jXpXaF+tQz0rnn69G
+vcuu70A9TCrGz4+rQb0s9ce5HvW0dH4/D/W21P97dajHpfMbWlCvS+Nz8CXq
+een6sVeo96W2nQjfA2z8KHwvSO18Ct8TUv/Ma/G9QY6P3y/mHlsf0dL5Mv3w
+P0LPh5Q=
+ "]]}}}, {}, {}, {}, {}}, {
+ DisplayFunction -> Identity, PlotRangePadding -> {{0, 0}, {0, 0}},
+ AxesOrigin -> {0, 0}, PlotRange -> {{-0.004, 0.004}, {-1, 1}},
+ PlotRangeClipping -> True, ImagePadding -> All, DisplayFunction ->
+ Identity, AspectRatio -> GoldenRatio^(-1), Axes -> {True, True},
+ AxesLabel -> {$CellContext`H, Null}, AxesOrigin -> {0, 0},
+ DisplayFunction :> Identity, Frame -> {{False, False}, {False, False}},
+ FrameLabel -> {{None, None}, {None, None}},
+ FrameTicks -> {{Automatic, Automatic}, {Automatic, Automatic}},
+ GridLines -> {None, None}, GridLinesStyle -> Directive[
+ GrayLevel[0.5, 0.4]], ImageSize -> 320,
+ LabelStyle -> {FontSize -> 10},
+ Method -> {"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& ), "CopiedValueFunction" -> ({
+ (Identity[#]& )[
+ Part[#, 1]],
+ (Identity[#]& )[
+ Part[#, 2]]}& )}}, PlotRange -> {{-0.004, 0.004}, {-1, 1}},
+ PlotRangeClipping -> True, PlotRangePadding -> {{0, 0}, {0, 0}},
+ Ticks -> {Automatic, Automatic}}],
+ Placed[
+ Unevaluated[
+ LineLegend[{
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ GrayLevel[0]],
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{0, Small}]],
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ GrayLevel[0],
+ Dashing[{Small, Small}]],
+ Directive[
+ PointSize[0.0055000000000000005`],
+ AbsoluteThickness[1.6],
+ GrayLevel[0]]}, {
+ AngleBracket[$CellContext`M],
+ Subscript[
+ AngleBracket[$CellContext`M], "<"],
+ Subscript[
+ AngleBracket[$CellContext`M], ">"]},
+ LegendMarkers -> {{False, Automatic}, {False, Automatic}, {
+ False, Automatic}}, Joined -> {True, True, True, True},
+ LabelStyle -> {FontSize -> 10}, LegendLayout -> {"Row", 1}]], {0.5, 1},
+ Identity]]& ],
+ AutoDelete->True,
+ Editable->True,
+ SelectWithContents->False,
+ Selectable->True]], "Output",
+ CellChangeTimes->{{3.735219444971581*^9, 3.735219478609519*^9}, {
+ 3.735219511725905*^9, 3.7352195166137333`*^9}, 3.7352195585543633`*^9,
+ 3.735219930814776*^9, {3.7352199822551107`*^9, 3.735219995432571*^9},
+ 3.735303203490683*^9, {3.735303245854372*^9, 3.735303307078318*^9},
+ 3.735304353518504*^9},
+ CellLabel->
+ "Out[508]=",ExpressionUUID->"f895f099-4513-414d-97e5-850815ca5112"]
+}, Open ]],
+
+Cell[BoxData[
+ RowBox[{
+ RowBox[{"Export", "[",
+ RowBox[{
+ "\"\<~/doc/research/sethna/doc/metastable_doc/figs/magnetization.pdf\>\"",
+ ",", "pmag"}], "]"}], ";"}]], "Input",
+ CellChangeTimes->{{3.7350774976826878`*^9, 3.735077529812201*^9}, {
+ 3.7350890830580473`*^9, 3.735089093891522*^9}, {3.735219250752236*^9,
+ 3.735219271517099*^9}},
+ CellLabel->
+ "In[509]:=",ExpressionUUID->"5fbb1e1b-e4d4-4beb-8d1c-bbdf6bbf1b42"]
+},
+WindowSize->{636, 1040},
+WindowMargins->{{2, Automatic}, {2, Automatic}},
+FrontEndVersion->"12.1 for Linux x86 (64-bit) (March 14, 2020)",
+StyleDefinitions->"Default.nb",
+ExpressionUUID->"98ec8db6-e074-45c3-8657-df88a202a0f3"
+]
+(* End of Notebook Content *)
+
+(* Internal cache information *)
+(*CellTagsOutline
+CellTagsIndex->{}
+*)
+(*CellTagsIndex
+CellTagsIndex->{}
+*)
+(*NotebookFileOutline
+Notebook[{
+Cell[558, 20, 228, 4, 33, "Input",ExpressionUUID->"dc59e0f2-6c03-4b47-a6cd-099f63d926e3"],
+Cell[789, 26, 1622, 41, 187, "Input",ExpressionUUID->"88bbcafc-07b4-47c6-9dc4-f61c55c9a4c0"],
+Cell[2414, 69, 811, 22, 75, "Input",ExpressionUUID->"756c9b77-281b-48ee-a8e2-ac562ba398b6"],
+Cell[3228, 93, 683, 18, 33, "Input",ExpressionUUID->"8e8b8a78-93db-4569-b4f5-040db9077417"],
+Cell[3914, 113, 484, 13, 33, "Input",ExpressionUUID->"efcc0a14-dd1c-4765-956c-a2b7aacacbe6"],
+Cell[4401, 128, 681, 20, 55, "Input",ExpressionUUID->"fb547712-91cc-435d-be32-fbc662e224f7"],
+Cell[CellGroupData[{
+Cell[5107, 152, 620, 16, 75, "Input",ExpressionUUID->"f158f92f-1952-44e3-90fc-ef2b4534471f"],
+Cell[5730, 170, 438, 8, 34, "Output",ExpressionUUID->"0c300fb5-6c2e-46e1-b832-8dfff078cf3b"]
+}, Open ]],
+Cell[6183, 181, 696, 18, 33, "Input",ExpressionUUID->"e43d1470-e294-47b3-b1e0-e3d0d501c6fd"],
+Cell[6882, 201, 252, 5, 30, "Input",ExpressionUUID->"5f3bb45b-b161-4b95-8818-a31c5109ab77"],
+Cell[7137, 208, 548, 14, 30, "Input",ExpressionUUID->"32812681-5727-44a1-b9aa-ff0663c00132"],
+Cell[CellGroupData[{
+Cell[7710, 226, 1361, 42, 102, "Input",ExpressionUUID->"61ebfd43-9632-4f8e-aedb-831102389842"],
+Cell[9074, 270, 659, 13, 61, "Output",ExpressionUUID->"50ee4608-98d7-40b9-aa3d-91b8bd399183"]
+}, Open ]],
+Cell[CellGroupData[{
+Cell[9770, 288, 1206, 31, 102, "Input",ExpressionUUID->"1b7ce5c4-1937-42aa-ab23-3a125094058d"],
+Cell[10979, 321, 655, 13, 61, "Output",ExpressionUUID->"b1ac92fd-5942-4797-8304-1c343d217257"]
+}, Open ]],
+Cell[11649, 337, 1668, 43, 101, "Input",ExpressionUUID->"fc188488-01bb-4a37-864d-3cf9d5f65f10"],
+Cell[13320, 382, 1024, 21, 33, "Input",ExpressionUUID->"61923e6a-8e73-4a20-8e90-f982ad478075"],
+Cell[14347, 405, 727, 21, 33, "Input",ExpressionUUID->"4f6d4745-11b8-49d7-9c37-d0d1e40972e9"],
+Cell[CellGroupData[{
+Cell[15099, 430, 866, 23, 79, "Input",ExpressionUUID->"891538ee-f57b-4f92-a245-7ab7419d4919"],
+Cell[15968, 455, 1165, 27, 79, "Output",ExpressionUUID->"d2fd2686-35ed-4c7c-ada2-6a73ed02fbf8"]
+}, Open ]],
+Cell[CellGroupData[{
+Cell[17170, 487, 518, 11, 30, "Input",ExpressionUUID->"42e5ea73-e2c3-4e09-9c11-177c84b6e40b"],
+Cell[17691, 500, 732, 14, 39, "Message",ExpressionUUID->"fc63e91c-58ec-4754-907a-56cf2b9ba741"],
+Cell[18426, 516, 10905, 199, 236, "Output",ExpressionUUID->"962135e4-1a64-4081-8909-c68f1d2ce789"]
+}, Open ]],
+Cell[29346, 718, 1181, 30, 81, "Input",ExpressionUUID->"2001b72a-6422-468c-bdc8-a55c1c2ee621"],
+Cell[30530, 750, 384, 9, 97, "Input",ExpressionUUID->"200343f7-2e85-421a-9129-5c474d0c5963"],
+Cell[CellGroupData[{
+Cell[30939, 763, 3182, 78, 190, "Input",ExpressionUUID->"7c658eaf-c604-4987-81c4-3b0960584d41"],
+Cell[34124, 843, 4933, 75, 94, "Message",ExpressionUUID->"6ce9bccf-f85a-46b3-a8c7-16668b465d21"],
+Cell[39060, 920, 201732, 3996, 958, "Output",ExpressionUUID->"fc014623-0342-4638-9293-e8bd1d308e0a"]
+}, Open ]],
+Cell[240807, 4919, 383, 9, 75, "Input",ExpressionUUID->"325bf08e-722e-4a5e-b017-2eecc63e98da"],
+Cell[CellGroupData[{
+Cell[241215, 4932, 1328, 31, 53, "Input",ExpressionUUID->"5e78b69c-b135-4541-8f32-f547cec0b25a"],
+Cell[242546, 4965, 25538, 434, 193, "Output",ExpressionUUID->"984f732b-7abb-4ea2-a609-7fc73cdbe02a"]
+}, Open ]],
+Cell[268099, 5402, 1159, 28, 57, "Input",ExpressionUUID->"0d3201e1-995e-4b8a-a0a4-1eeed262a7af"],
+Cell[269261, 5432, 1178, 31, 86, "Input",ExpressionUUID->"fb684a70-4c6a-4a27-804b-192031497bc1"],
+Cell[270442, 5465, 1019, 30, 86, "Input",ExpressionUUID->"d9bf4e3e-7a52-4bfb-8df9-78978553f2e6"],
+Cell[CellGroupData[{
+Cell[271486, 5499, 278, 6, 30, "Input",ExpressionUUID->"4339ec32-ea6d-4bc0-9ae2-7fcee5310c9b"],
+Cell[271767, 5507, 659, 18, 55, "Output",ExpressionUUID->"79e89bcd-cf1a-4158-907c-a6c69f4d4e0c"]
+}, Open ]],
+Cell[CellGroupData[{
+Cell[272463, 5530, 181, 3, 30, "Input",ExpressionUUID->"319c8a91-11da-4814-a216-1f0816fcfd43"],
+Cell[272647, 5535, 1628, 43, 158, "Output",ExpressionUUID->"3d06d3cd-d06f-44c6-941e-6bc4c607ce62"]
+}, Open ]],
+Cell[CellGroupData[{
+Cell[274312, 5583, 595, 14, 30, "Input",ExpressionUUID->"ba650858-8f6e-43ef-956f-420adf44acd3"],
+Cell[274910, 5599, 12920, 265, 262, "Output",ExpressionUUID->"ce1dc184-85eb-400c-aca1-d1aaffbecfd6"]
+}, Open ]],
+Cell[287845, 5867, 129, 3, 30, "Input",ExpressionUUID->"a6729de2-4059-40d6-b2eb-b9acd4557939"],
+Cell[CellGroupData[{
+Cell[287999, 5874, 600, 16, 54, "Input",ExpressionUUID->"1082cb67-b644-488e-860f-c27e2bb2b8fe"],
+Cell[288602, 5892, 5844, 150, 293, "Output",ExpressionUUID->"babd15bf-56f1-4fbc-bb11-6205795c6158"]
+}, Open ]],
+Cell[294461, 6045, 468, 10, 30, "Input",ExpressionUUID->"57f5ee97-2b87-42c8-b78b-d7cbd55ecee0"],
+Cell[CellGroupData[{
+Cell[294954, 6059, 1360, 33, 75, "Input",ExpressionUUID->"1b097d06-6a08-48ee-aec0-5591c925f878"],
+Cell[296317, 6094, 2705, 58, 130, "Output",ExpressionUUID->"8396a4e0-8c25-42d4-9873-36b9262f50f5"]
+}, Open ]],
+Cell[299037, 6155, 571, 11, 30, "Input",ExpressionUUID->"4c510c8b-8819-4424-9fb6-15a7c7f54caf"],
+Cell[CellGroupData[{
+Cell[299633, 6170, 1262, 31, 75, "Input",ExpressionUUID->"ce3a6da9-240d-4b07-b4e5-e1bb36fa60cc"],
+Cell[300898, 6203, 2579, 55, 130, "Output",ExpressionUUID->"ccaa290a-06f7-4975-938e-b71cff669d8b"]
+}, Open ]],
+Cell[CellGroupData[{
+Cell[303514, 6263, 507, 11, 30, "Input",ExpressionUUID->"1761f8d4-d5e2-46c1-8d79-1ff4acc97538"],
+Cell[304024, 6276, 5363, 112, 162, "Output",ExpressionUUID->"76101a74-5eb1-4b2f-9055-720c56443ba4"]
+}, Open ]],
+Cell[309402, 6391, 330, 8, 75, "Input",ExpressionUUID->"542db0a0-2fa7-4a6b-9cac-a36eb27d4cac"],
+Cell[309735, 6401, 534, 14, 75, "Input",ExpressionUUID->"8ea0cb47-d3eb-4faf-8b08-0038103af384"],
+Cell[310272, 6417, 1920, 56, 124, "Input",ExpressionUUID->"874882b3-ffb6-45fd-a30d-d7a33f834dda"],
+Cell[312195, 6475, 1940, 56, 124, "Input",ExpressionUUID->"e9d11d25-8a34-45b3-9f5e-2a66119ff33e"],
+Cell[CellGroupData[{
+Cell[314160, 6535, 2277, 50, 141, "Input",ExpressionUUID->"d14ade23-c322-45a8-af5a-a39cc4566174"],
+Cell[316440, 6587, 225747, 3806, 128, "Output",ExpressionUUID->"2f4872c4-1018-4be4-8e22-8a25a25adfe7"]
+}, Open ]],
+Cell[CellGroupData[{
+Cell[542224, 10398, 5938, 143, 332, "Input",ExpressionUUID->"17f266d2-e365-4566-97b2-fdd438332199"],
+Cell[548165, 10543, 121143, 2096, 129, "Output",ExpressionUUID->"f806673e-3086-4a12-8f34-1133d13ee5d2"]
+}, Open ]],
+Cell[669323, 12642, 434, 10, 75, "Input",ExpressionUUID->"af1d6734-b67d-41ea-93c9-a39d1b03aad8"],
+Cell[669760, 12654, 434, 10, 75, "Input",ExpressionUUID->"caca803d-ecd8-44d5-ae7c-29e3bf61be3b"],
+Cell[CellGroupData[{
+Cell[670219, 12668, 361, 9, 30, "Input",ExpressionUUID->"6ba7b074-073b-4c6a-b6a9-d737fb87a838"],
+Cell[670583, 12679, 2489, 37, 321, "Output",ExpressionUUID->"6d250df1-0e60-42d9-bffd-cf7f9abacbdb"]
+}, Open ]],
+Cell[673087, 12719, 592, 15, 75, "Input",ExpressionUUID->"4b734be9-2adb-4ebf-8524-806b79805556"],
+Cell[CellGroupData[{
+Cell[673704, 12738, 6364, 175, 361, "Input",ExpressionUUID->"fa0b5bf7-a3e4-4e2d-a4b2-77f5109d4ef5"],
+Cell[680071, 12915, 38774, 763, 241, "Output",ExpressionUUID->"f895f099-4513-414d-97e5-850815ca5112"]
+}, Open ]],
+Cell[718860, 13681, 434, 10, 75, "Input",ExpressionUUID->"5fbb1e1b-e4d4-4beb-8d1c-bbdf6bbf1b42"]
+}
+]
+*)
+