diff options
Diffstat (limited to 'fits.nb')
| -rw-r--r-- | fits.nb | 1152 |
1 files changed, 1092 insertions, 60 deletions
@@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 154, 7] -NotebookDataLength[ 549603, 9880] -NotebookOptionsPosition[ 544961, 9802] -NotebookOutlinePosition[ 545356, 9818] -CellTagsIndexPosition[ 545313, 9815] +NotebookDataLength[ 605529, 10912] +NotebookOptionsPosition[ 600558, 10829] +NotebookOutlinePosition[ 600953, 10845] +CellTagsIndexPosition[ 600910, 10842] WindowFrame->Normal*) (* Beginning of Notebook Content *) @@ -776,29 +776,27 @@ Cell[BoxData[ Cell[BoxData[ RowBox[{ RowBox[{"edgeBasis", "[", "m_", "]"}], ":=", - RowBox[{"Prepend", "[", + RowBox[{"Map", "[", RowBox[{ - RowBox[{"Map", "[", - RowBox[{ - RowBox[{ - RowBox[{"(", - RowBox[{"x", "\[Function]", - RowBox[{"Abs", "[", - RowBox[{"x", "-", - RowBox[{"#", "/", - RowBox[{"(", - RowBox[{"m", "-", "1"}], ")"}]}]}], "]"}]}], ")"}], "&"}], ",", - RowBox[{"Range", "[", - RowBox[{"0", ",", - RowBox[{"m", "-", "2"}]}], "]"}]}], "]"}], ",", - RowBox[{"1", "&"}]}], "]"}]}]], "Input", + RowBox[{ + RowBox[{"(", + RowBox[{"x", "\[Function]", + RowBox[{"Abs", "[", + RowBox[{"x", "-", + RowBox[{"#", "/", + RowBox[{"(", + RowBox[{"m", "-", "1"}], ")"}]}]}], "]"}]}], ")"}], "&"}], ",", + RowBox[{"Range", "[", + RowBox[{"0", ",", + RowBox[{"m", "-", "1"}]}], "]"}]}], "]"}]}]], "Input", CellChangeTimes->{{3.948119521796258*^9, 3.948119527674906*^9}, { 3.9481195633012466`*^9, 3.9481195659801826`*^9}, {3.948119914147265*^9, 3.948120012039339*^9}, {3.948120104674686*^9, 3.948120112218534*^9}, { 3.948120146260414*^9, 3.948120149652207*^9}, {3.9481203905183697`*^9, - 3.9481204000139303`*^9}, {3.9481243585199614`*^9, 3.9481243588162127`*^9}}, + 3.9481204000139303`*^9}, {3.9481243585199614`*^9, 3.9481243588162127`*^9}, { + 3.94813222387157*^9, 3.9481322295417624`*^9}}, CellLabel-> - "In[516]:=",ExpressionUUID->"5af352c6-8896-4a1b-b393-d7f34eecf643"], + "In[619]:=",ExpressionUUID->"5af352c6-8896-4a1b-b393-d7f34eecf643"], Cell[BoxData[ RowBox[{ @@ -4807,7 +4805,7 @@ Cell[BoxData[ CellLabel-> "In[588]:=",ExpressionUUID->"68019ef8-0ad0-4736-bcd3-369769400c1d"], -Cell[BoxData["0.027261670813651672`"], "Output", +Cell[BoxData["$Aborted"], "Output", CellChangeTimes->{ 3.948116920781104*^9, {3.948117036764943*^9, 3.948117051224715*^9}, { 3.948117143594776*^9, 3.948117150513681*^9}, 3.94811718447971*^9, @@ -4829,9 +4827,10 @@ Cell[BoxData["0.027261670813651672`"], "Output", 3.948123472343184*^9, 3.94812349749905*^9}, 3.948123736651988*^9, { 3.9481242119162483`*^9, 3.94812425173217*^9}, 3.948124617989807*^9, { 3.9481247089443493`*^9, 3.9481247114935417`*^9}, {3.948124743284782*^9, - 3.948124840856414*^9}, 3.9481248844425898`*^9, 3.948124995080082*^9}, + 3.948124840856414*^9}, 3.9481248844425898`*^9, 3.948124995080082*^9, + 3.9481267161072083`*^9}, CellLabel-> - "Out[552]=",ExpressionUUID->"a133428a-f962-4ad8-be5f-1a66523f0037"] + "Out[588]=",ExpressionUUID->"e79c5a28-1937-4270-9088-db58dd375331"] }, Open ]], Cell[CellGroupData[{ @@ -9795,10 +9794,1038 @@ Cell[BoxData["0.`"], "Output", CellLabel->"Out[92]=",ExpressionUUID->"1f8c8629-c764-4604-b0fe-5c01e46e6013"] }, Open ]], -Cell[BoxData["d"], "Input", - CellChangeTimes->{ - 3.948116199476182*^9},ExpressionUUID->"cd3586f6-0751-4eee-baef-\ -0c6737444c1d"] +Cell[BoxData[ + RowBox[{ + RowBox[{"rawdat", "=", + RowBox[{ + "Import", + "[", "\"\<~/doc/professional/presentations/2025/ictp-saifr_colloquium/\ +test.dat\>\"", "]"}]}], ";"}]], "Input", + CellChangeTimes->{{3.9481307166422443`*^9, 3.948130754169201*^9}, { + 3.9481309111456833`*^9, 3.948130912383401*^9}}, + CellLabel-> + "In[688]:=",ExpressionUUID->"b6f65d11-1714-42cd-b279-8e2c0eb8fe70"], + +Cell[BoxData[{ + RowBox[{ + RowBox[{"testdata", "=", + RowBox[{"Partition", "[", + RowBox[{ + RowBox[{"rawdat", "[", + RowBox[{"[", "1", "]"}], "]"}], ",", "2"}], "]"}]}], ";"}], "\[IndentingNewLine]", + RowBox[{ + RowBox[{"as", "=", + RowBox[{"rawdat", "[", + RowBox[{"[", "2", "]"}], "]"}]}], ";"}]}], "Input", + CellChangeTimes->{{3.9481307549726753`*^9, 3.9481308081074133`*^9}}, + CellLabel-> + "In[689]:=",ExpressionUUID->"788c910c-c901-4771-95a4-a21a3056ef4d"], + +Cell[CellGroupData[{ + +Cell[BoxData[ + RowBox[{"Show", "[", + RowBox[{ + RowBox[{"ListPlot", "[", "testdata", "]"}], ",", + RowBox[{"Plot", "[", + RowBox[{ + RowBox[{"Total", "[", + RowBox[{"as", " ", + RowBox[{"(", + RowBox[{ + RowBox[{ + RowBox[{"#", "[", "x", "]"}], "&"}], "/@", + RowBox[{"edgeBasis", "[", + RowBox[{"Length", "[", "as", "]"}], "]"}]}], ")"}]}], "]"}], ",", + RowBox[{"{", + RowBox[{"x", ",", "0", ",", "1"}], "}"}]}], "]"}]}], "]"}]], "Input", + CellChangeTimes->{{3.94813081071697*^9, 3.9481308929987507`*^9}, { + 3.948132238910755*^9, 3.9481322401010427`*^9}}, + CellLabel-> + "In[691]:=",ExpressionUUID->"64b9d7b0-4d42-4971-a779-d26a172dddb6"], + +Cell[BoxData[ + GraphicsBox[{{{}, + InterpretationBox[{ + TagBox[ + TagBox[ + {RGBColor[0.24, 0.6, 0.8], PointSize[0.011000000000000001`], + AbsoluteThickness[2], PointBox[CompressedData[" +1:eJw1k38s1GEcx/1YRmPNj7rEssLmzFhoqsXbjxIzWmGSpWLqohJ/GItWJNn8 +KMytlZbNz6ZJjsXoyc3Jz3DkdOc43DncnTsh0rJ8v3eePc+ePc/n83w+7/dr +e47FJV9OMNDT03PfXdS+N7i5wQU59t3w2OdWK5GVwadHPpfkt3eugk1Z28j9 +OQlEeT3bI1cawWg9p1pPrscZOs5B5vfM61mmg6iiwnbtMGtJqrbnTGGJzidQ +5Zlz26LkYDsElzgEc1FzqvyOWe+y7n03bu94iINGFRDLrDreZH9DGi+l1mJz +EY/pev0wEjIkKRkrsN/NtuoYRJLzn4Yf1grw6PrD0FPbRm29VCLQc4K6QcjB +J928UamuHx9VjUOuRbxlLFHl2WPYrr+Y/fuBWtd/HLk1BvyHARoUbFQ2+XhO +IJFXahsSodLpEcBSn1UsMlHClS4/icjEkhfqUrFOnxCPxqZihe8UmG+9J9qd +cLF5zTTqlOIkrXcK1oGOjL66UTxjh2tS908jJdKXBeE4BLT+GQh83cSZ73tB +ywuX4MSlmLC/Bs3wpv1I8ErqFFcb1U5uNRwo3KicRVeo5WfzyWlSRPubQ11G +c6jpUxn5Sj3XzGHTjdPp58knWr/z+ODUJ67eVhGLQsqgFPCKCBlYkxGtfyn4 +/MPrGzFKEp/F2u0gQ85zlVcFV0G0PBbg6uzYP/RFQji0vQW8Dfc+35K2RrR8 +5BB1Mp1miZIYxYZ1DTAXUfTrLiPdX0O8aF6L0I9gnd4aXiU3qHD6EvKjs27a +M5ZIPs1vGRXM6OIopYJQ8PN6lsEud1ctGK8SIc1TgU8WR+UT+qvEkJJrpUTQ +1eP+xu4q4kLzVaI2lfGvxHSKXLM7ogiIV2FDbshh1wuIlvcKHB0u7Jgk8Ekj +ha9pBQJXr2CjQwKi5a+GqEnDGnIaJNrfoMHMtM3W2Z8f8R/q562X + "]]}, + Annotation[#, "Charting`Private`Tag#1"]& ], + {"WolframDynamicHighlight", <| + "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>}], + StyleBox[ + DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, + Slot["HighlightElements"], + Slot["LayoutOptions"], + Slot["Meta"], + Charting`HighlightActionFunction["DynamicHighlight", {{ + Annotation[{ + Directive[ + PointSize[0.011000000000000001`], + RGBColor[0.24, 0.6, 0.8], + AbsoluteThickness[2]], + Point[CompressedData[" +1:eJw1k38s1GEcx/1YRmPNj7rEssLmzFhoqsXbjxIzWmGSpWLqohJ/GItWJNn8 +KMytlZbNz6ZJjsXoyc3Jz3DkdOc43DncnTsh0rJ8v3eePc+ePc/n83w+7/dr +e47FJV9OMNDT03PfXdS+N7i5wQU59t3w2OdWK5GVwadHPpfkt3eugk1Z28j9 +OQlEeT3bI1cawWg9p1pPrscZOs5B5vfM61mmg6iiwnbtMGtJqrbnTGGJzidQ +5Zlz26LkYDsElzgEc1FzqvyOWe+y7n03bu94iINGFRDLrDreZH9DGi+l1mJz +EY/pev0wEjIkKRkrsN/NtuoYRJLzn4Yf1grw6PrD0FPbRm29VCLQc4K6QcjB +J928UamuHx9VjUOuRbxlLFHl2WPYrr+Y/fuBWtd/HLk1BvyHARoUbFQ2+XhO +IJFXahsSodLpEcBSn1UsMlHClS4/icjEkhfqUrFOnxCPxqZihe8UmG+9J9qd +cLF5zTTqlOIkrXcK1oGOjL66UTxjh2tS908jJdKXBeE4BLT+GQh83cSZ73tB +ywuX4MSlmLC/Bs3wpv1I8ErqFFcb1U5uNRwo3KicRVeo5WfzyWlSRPubQ11G +c6jpUxn5Sj3XzGHTjdPp58knWr/z+ODUJ67eVhGLQsqgFPCKCBlYkxGtfyn4 +/MPrGzFKEp/F2u0gQ85zlVcFV0G0PBbg6uzYP/RFQji0vQW8Dfc+35K2RrR8 +5BB1Mp1miZIYxYZ1DTAXUfTrLiPdX0O8aF6L0I9gnd4aXiU3qHD6EvKjs27a +M5ZIPs1vGRXM6OIopYJQ8PN6lsEud1ctGK8SIc1TgU8WR+UT+qvEkJJrpUTQ +1eP+xu4q4kLzVaI2lfGvxHSKXLM7ogiIV2FDbshh1wuIlvcKHB0u7Jgk8Ekj +ha9pBQJXr2CjQwKi5a+GqEnDGnIaJNrfoMHMtM3W2Z8f8R/q562X + "]]}, "Charting`Private`Tag#1"]}}, <| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{0, 1.}, {-1.21648146673872, 1.01647550616545}}, + "Frame" -> {{False, False}, {False, False}}, + "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, + "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> + GoldenRatio^(-1), "DefaultStyle" -> { + Directive[ + PointSize[0.011000000000000001`], + RGBColor[0.24, 0.6, 0.8], + AbsoluteThickness[2]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, { + Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> + False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, + "Function" -> ListPlot, "GroupHighlight" -> False|>|>]]& )[<| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{0, 1.}, {-1.21648146673872, 1.01647550616545}}, + "Frame" -> {{False, False}, {False, False}}, + "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, + "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> + GoldenRatio^(-1), "DefaultStyle" -> { + Directive[ + PointSize[0.011000000000000001`], + RGBColor[0.24, 0.6, 0.8], + AbsoluteThickness[2]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, { + Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> + False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> + ListPlot, "GroupHighlight" -> False|>|>]], + Selectable->False]}, + Annotation[{{ + Annotation[{ + Directive[ + PointSize[0.011000000000000001`], + RGBColor[0.24, 0.6, 0.8], + AbsoluteThickness[2]], + Point[CompressedData[" +1:eJw1k38s1GEcx/1YRmPNj7rEssLmzFhoqsXbjxIzWmGSpWLqohJ/GItWJNn8 +KMytlZbNz6ZJjsXoyc3Jz3DkdOc43DncnTsh0rJ8v3eePc+ePc/n83w+7/dr +e47FJV9OMNDT03PfXdS+N7i5wQU59t3w2OdWK5GVwadHPpfkt3eugk1Z28j9 +OQlEeT3bI1cawWg9p1pPrscZOs5B5vfM61mmg6iiwnbtMGtJqrbnTGGJzidQ +5Zlz26LkYDsElzgEc1FzqvyOWe+y7n03bu94iINGFRDLrDreZH9DGi+l1mJz +EY/pev0wEjIkKRkrsN/NtuoYRJLzn4Yf1grw6PrD0FPbRm29VCLQc4K6QcjB +J928UamuHx9VjUOuRbxlLFHl2WPYrr+Y/fuBWtd/HLk1BvyHARoUbFQ2+XhO +IJFXahsSodLpEcBSn1UsMlHClS4/icjEkhfqUrFOnxCPxqZihe8UmG+9J9qd +cLF5zTTqlOIkrXcK1oGOjL66UTxjh2tS908jJdKXBeE4BLT+GQh83cSZ73tB +ywuX4MSlmLC/Bs3wpv1I8ErqFFcb1U5uNRwo3KicRVeo5WfzyWlSRPubQ11G +c6jpUxn5Sj3XzGHTjdPp58knWr/z+ODUJ67eVhGLQsqgFPCKCBlYkxGtfyn4 +/MPrGzFKEp/F2u0gQ85zlVcFV0G0PBbg6uzYP/RFQji0vQW8Dfc+35K2RrR8 +5BB1Mp1miZIYxYZ1DTAXUfTrLiPdX0O8aF6L0I9gnd4aXiU3qHD6EvKjs27a +M5ZIPs1vGRXM6OIopYJQ8PN6lsEud1ctGK8SIc1TgU8WR+UT+qvEkJJrpUTQ +1eP+xu4q4kLzVaI2lfGvxHSKXLM7ogiIV2FDbshh1wuIlvcKHB0u7Jgk8Ekj +ha9pBQJXr2CjQwKi5a+GqEnDGnIaJNrfoMHMtM3W2Z8f8R/q562X + "]]}, "Charting`Private`Tag#1"]}}, <| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"IndicatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{0, 1.}, {-1.21648146673872, 1.01647550616545}}, + "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0, 0}, + "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, + "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), + "DefaultStyle" -> { + Directive[ + PointSize[0.011000000000000001`], + RGBColor[0.24, 0.6, 0.8], + AbsoluteThickness[2]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, { + Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> + ListPlot, "GroupHighlight" -> False|>|>, + "DynamicHighlight"]], {{}, {}}}, + InterpretationBox[{ + TagBox[{{{}, {}, + TagBox[ + {RGBColor[0.24, 0.6, 0.8], AbsoluteThickness[2], Opacity[1.], + LineBox[CompressedData[" +1:eJwVl3c81d8bwM2SZKdoUFHIKqKoHhUyv/YoQlJJiVCprKwGoULILJVkZqSU +I6lru8PKnne5n3uvjErS7/P7597X+3XO+Tz7ec7Z5uVvd5aPh4fHD//5/7/5 +WTqpgeF4WCvgHSa1vw0EjskFjMrqAHfPMu++Q22gnZueVSlrBMQ5Qxmno21g +0dH3NlvWASKvtx5Ot2wDZ++fnx7JesOv8OGkzafbYFjzzrEHssFQ/oB/r9L9 +NkjJ3dig5HoVkq1NTUyS2sBcrOhgfdY18JF4cPJ8ShvUsNv3ceRvgHKqTPTr +nDZILJFUtt0ZDp5ZKt3qlW1gvKWggHE+AkzdL9P/q22D8G+Z4p8dImG/QuWy +/6c20NFVe3Ai7Tb0Pz+o9JbQBmLs4DYlvSjIO3v7AKW9DZgvPq350RcFIbu+ +Wc2T2uDrqVWm9SHREMIQ9lrf1wZ5663j7svGgOkb62u6Q21wq+NJk9OHGLA5 +L/K4bLwNnGLH+Ha4xgJR//QHaVYb7DmkcoTzJxZsRGvGbyy2gcjClYi6rDgg +jguvGeVph5DulBCW/D3garq/DFJtB9vHA77/7UwE03aB8aywdlCz2PFajpAI +5bknhPjutoMQ/yUa9XwSGAaVap5/1A4e71cqkEMyGMq5hO951Q7rVZI1XNIe +gqnPm03fiO3AF1tlVU99CP0GPMd2D7YDd6z/kqLeI/ARc/RNnm6HtvRtb7h9 +j+BuzUrtyaV2qJ03bnVSfgy/7tmPIYEOeGnjy/gY8hjunipcrSTWAbeFKnfd +k02BPAE7J86ODlA9/vDu24AUMLVSddTR7AByrD9jkJACNoEZvv8MOuBWk5W5 +oHwqlJ9Wmmqz7ABFfrU3GtdSgce24lT6qQ749rdAo5ucBp6i48da8zpAZC5t +n3xCBmjdMxTX2NUJ1XuupplOZoBPSPu9Jb1OcA+w/3lFPxPo5134CaadUIaJ +vW+iZ0KkScCih28n2NHvHvQ1zoJf/HlDD0s64c/O89mPs7LAZm63k3t9JxSc +NV75OJcF6RPvulS7OmFhgrdB7Fk2mH7uavzC7YScbWMKB35nQ16568Fk3i4w +8ay/7WWTA9xcWrWbZBdwcrIm4l/lgE9SkKbKji5IH755rHolB/LC/xUuaHfB +kc0nCkYcc8HmtsZ2F7MuYJ7UExQqyQXlad2cox5dsJV140yJeh7Qi4+nbYjv +Av8Luko8Q3kQcPBC3OeJLpD0Lit8sf8ZENWdKoXNiOByIr+MO1sAd7ucd3D+ +EIEz6CD8TO4F6FTxHXMTIkGcu9BZ+2MvgJ5e4tUiTYLKM/5yNSkvQNGL/9lz +dRKIXj4Ue0vvJYzNlyq4eJDga9T3k6vCXoGW3KqtnxtJsLdYYtVmoSKIFGkT +ZMeToUXjq2eHVhEkpOb3xGSSwbMipC78RBEUbg15sek1GR7UjAaMFxVBk5aS +sdk3MtAbSgZfWr0BRceImAIeCuT0mFXseVwMxGxtfterFFj777bb8a1lwFOn +PLvo0Q3pF5zd1UzKoNzIQeFUQDcodqt5SlwuA5/OCOsvkd1w+HXfmcFPZVA1 +3luSlN8N71+nVb/TKAc3oVhf5cluwOxZHy06y6HAcXzyxLkecCx80ha07i0Y +cTN6P17qBSVbNv1LfBXU5gt6/HzbD9c7D0D6/Hvg2tm1V+iMwIYqiRFeXgSz +bLmH6v3jUDNxrL3rYCNcPXreUOPjFDT6Zm86wWqCHXWvF9ZY0KCScfGi+2IT +hAQFhpba06DAR7/uDM9X6N5twG/vRoPYc30nL0t/hbCsdvEsPxqYeklkRh/8 +Cv1hnN0ayTToOhG7sTThK6QY7vOy66HBkKnfen71byC8x4RAc6XDws5DYiV+ +BHDlrg9vdWTA4YmjhPshBBjjnTa7e4oBcdmmET7RBDgtVbXe5CwDZKQdODsy +CHBG167kczADdHkvdmU2EeBiaOJQ7WMGhAymJ93d1AwhQqsNXpEYsJw0L+bd +0gyPIrdkSZkxwchiiXCkuxkkZZw0flozIWEVT6T8aDMkvUlsGHBiwpawtdyB ++WbI6P03le/NhMO+24m2Ci2QqTahrhXJhAgjm2S43gLZ/S+R5Tsm8P1+I75J +qRXyNI6M5MrPwKaOo3Og2Qo5W/7775DSDOjkf+/xPtAKGSKu9QOqM3DWbPXT +UqtWSGAG56zXnYHmDC+lo9da4drLQvd4yxlI0pfVv0BoBdOt4qPXbszA5tC4 +M+8utEHQq8+fpDpnYJ/NFpOhoDZIL1tzikqegf8Uq5R5w9ug/p3tcm3fDES0 +j2Pmj/C51Dyu7z4+AxObD4WMfMDnCp23tnB+Bl5/mksQFMH7nMrRt4c2sUD3 +n2eNfWk7VF78LDV5hgWWVg1RxrXtsCFm3dXR8yw481TeWq+xHW5mnegdvMiC +ZL0RmlxvOxztmE3vDmIBw99VduJvO/RobN/6LZoFWWOOoQFWHTA/G6X8+jkL +eBvNjz5gdUD6GeaUwBgLNooXiUYsdsCu/FfWFpMs0HBfMxjA0wmVI94fHlJZ +cHKJEOQg3QntJ0aTtmIsqNpr/GLTwU4QtOnW37/EgnPPQagovhNCDtYnX5TG +IHQ2p/tpaicI3Lz1p2IDBo9hJe9Bbic8eLf/3C85DBoGPx64UtkJJXsrDWK3 +YSArrX9x/2AnTCoXUnM0MGiP0en8ptoFcdIHqy+ZYKAv1sb3cF8XBEzkux4y +w6Aw47Seq2EXuJWv5hO1xCC6NDGP49gFeywp/5XZ4vv76YEbb3fBcLQvfdYN +3787e4NvXxdozqVvuh6EgUyNtqUO3tc2f175fPwaBjGGrZErrC5YneTts/EG +BuVFf4LNeInQq6pV/T4cg3ikPDIsQ4QYL8J/y/cwOMqIKl91lAgvUgq3m2dj +cEOjs/XicSJ0aOhlnMvFzwfJThMtifC7+atYdD4GW1fKZJ86E8H078Ry3QsM +fksOR2n64X3z7JY+9VJ8/0E9R5d0ImjrPYqXQBjQbkf5f8omghtJgU/jM36e +0HFv+3Nc/sWyEPMvGCTYetezSojQn9t+NpqAwZe0sn7bSiLw6LsO5bZgsDS4 +9KOmlgi7uhl2H9sw8Dn3cNftL0S4KbTacKELg9w3Q0eozUQoeJZaI0HGoJe7 +y82ikwjtBxXVNboxWKcbdK2cQgSFkaLiih4MjG7VJ6//ToQsQ9aP7X0Y3GpY +8+bmCBFknqsfSOnH4K2g49fRSSI8FPSPEBzAQD555vdrNhHuts6upQ9hUH86 +4vXbOSJYKPpmGY5g4K4tdaLuFxHWhU+oZYxikNWrX9vOR4KEPRQr8wkMNm65 +f40jQ4KM9KqkYhoG79hbdv7aRIKTP9QUBBkYODVU9PBsI4Gc5YvyU0wMUs98 +15HcTYKsf6kkUQwDySLlOR0gwbNz16Wu/MCg4tbHZ4eMSHC2gfO8ZQ4DGysb +OxMzEijJ+ehsX8AgiXu9wtmeBIUdLo6UnxhoNK497elCAt9dpOndvzHofJwr +fuEUCdRum12LWcJARI/gf/M8Ccp19J/s+4vBGyFX+ehLJAhIfLsrcQUD8wF2 +Z/wVEmjRVWup/zBgvIkKT7lGgv1XDFfP87DhbpiMRvYtEjR47inO52XDLuui +4ReRJDCy2W5rzceGbwqHH5TGkqAVpBaXcRZsOstCSSTo3boALgJsKEj9/bQ5 +hQQuotQpQUE2GJ1/YEHKIMHQ3957lThHCVcXTTwnAXWoliK6mg0rNgIXBGtJ +8Dsz9PzXNWzI3p6+UfQTCcLu+4kECbPh4PzuZhl87grcdK9QWMuGW0/sdym3 +k0D4hOGfWyJs+DX8bNp8jATbNggk7RVjw5My3VT7aRK8WLWgPYaz7u1WIzcm +CZQXp/sfiLPhquKP537zJNDtIWxnSLBBejHW/tpvEtQ21RLSJNlQRZDlj1gh +gX7V60tGUmz44XvEK1mIDCaP42typdnw8GCPRMY6fO5HhbparWeDluiFz/mS +ZHAI9OP5g3PX6HJA0QYydJ92f1Eow4bLFckKlZvJkJ/2PWYG53XRisS6bWRA +GvuXB3EudqiNaNpJhqFvaUHtOM/8HB3p0SKD5E97rxKca84nNZrrkuF1aEd8 +Fs6RfYdfIgMyGPIdr47HWeZdtt9rEzL4rNMX8sX56DXX5VA3MtTtUCjd+X95 +VOGx2dNkcHqd0bce537HD1/OncfvIRpSvIL/12+fbLxNIBkk9Fc5TOL6Z873 +yireJYOvDet3Ls5nveP+pj8gw0rP2R1J/7e3e9/4usdkSHEdtQzH+VtlSuHP +bDJ8PEfOdcP54Q6jhEvPcXksixYLnN0ez/mPF+Lyrnz9oY/zbKCdXlslLi+s +1lgW548TvJsM35PhFd9efyGc4+wqVqrqyXDw7pv0n7i/bRs9J1SayNB5zfbI +Jpw37xX/ltNChr6CrKQdeHxo+ei1VBcZRsm04d14/N5K+D+4202GKR5tNR08 +vqazHQ6Bo2SYc2tpNsLzQep02H7aFBl44qU3WImyYYSottmNSYZV7z3OOq5j +Q3B5/KTxAhmk1y/ynsPzLdffLFB2LQX2d2w3uIPnq+/oL8dEcQoY/vG7l7SK +DTrWhQf4ZShgqvK+7wme360aq3kxBQqcjLUOLuRnwyLWlNSgS4GQQ6ElLXi9 +fT4VHLTvIAWiLxL+kPB6TOjY4Vx0hAL3MiTNB/B63V4StTXFkgK5C4VU5h8M +sM17+dbYUeD5jnmdOby+axPGp8OcKVBsC9F/8PqPWk5u+eFGgZqI+yR+nK0u +GZac96IAKumRF/mF96shTvLQeQocUdzrFbuIwYRFbrCtHwXi5l2e35/HIGT3 +ioFBCAWEU18qpXIxKGDWtYomUkCh94hqER2Dy0+sd/g+psCzValltVQM9Iwm +b31Nx9f16DqEKQxas4XVQ59TQC49EabGMJi1OZHEqKWA5MlBh63fMfjwl0Uz +qqfAo/saA2p4f44pijTM+0IB0brbHgZ4/94oUDjr1InzZmVfFxIGh98t2jdN +UkBwJDjiET4vhLzvF8szcH+JNgvk4/OELL5V8BYbX4dN98u+YnDW17hmz28K +8OR9TmnH55HGhu+iD1YoEEqUlhvE59WvL5fO0/m7YYnHJ5fxCYPGAJ6GY2u6 +4eaeOsVfdbj/t6RszBXthpOPjH1V3+P9u3XXlSWpbrg8/URJqQafF9frWhxl +uyFyP3NMvhKfJ8SJmyKK3fB8JNF5fQkG36P3DN84gN+zVfuNePB5+kzr676e +w92wEqbK8wefv5eGXRK1jLpBkhRat5CJAY9eJND+64b917ftnUnBYCezM9/B +G//+F1/53rsYcNO8lsoudMMjmU8DxFjcf8cW7db6d8OzC2JpbVF4fLO3CDTe +6IZmsSqRz6EYBNtcOqeZ1A2ibn9/vwnA/ff3X/39lG7YVmZd/dIPg9VFjzdQ +M7pBl+9ZQL4vBpn8dc1ZBd3gXGhCS/PG87FmzW7hD91gpEybtXHC4P6Z7Oiz +qBtKbtzYqWSHgYP4nqGGpm4QaVvr+tsKA/oFlwfXu7qh20+rKd8YA9EtrzhT +U93gVnkj7YcOBoZO0cOTDNyer70NonswCEzyaJtgd8PLPu0ZVXV8nvNufDX2 +qxs4eG6fUcIgh3rXfUikB24beTEo6/H4lft2UHR6oKLH/GD1Igusjmm8aYzp +AcrgH5OVEhaEhwpnfL7XA8ppqb/+FbKgvJoa15DYg/tBs4i3gAXSyrle9ek9 +IPnVa51gJguGRMTlPhT3gE1pC2VtHAsu9c7erejugY7IJ56y7ixIuFB9Lk+x +F0yvDu8ZFWAB07Dk7lrVXvAwNuaFlRk4vvFF0TXNXghdX0LM+TkDfIQUtqV+ +L1RUh/q7M2fghmLwtd/WvbB5cVPJcNcMnBvdG2d3qxc4104qD2XOwBHH8hcC +5F644bbBrA+/3+eoFRL8+3ph41e3Af6tM7DMn8cYGOqFt+rPLmrJzEDt2yT1 +ClovUFfUEu+tmgENcf/qU397wS7/KMWAxoTNbepfa5T7YBfV71ReIRMWDd9M ++UT0QXJWoNvkViZ8LJh5ej2mDw6o/R28JcOEKCE1+7h7fTBWd8dVWpQJosTi +z88f94H2YNZJ478M2OlRmjPyqg/6ZQkurwYZ4BRW4eJA7IMtTzY5XkxnQPX7 +d+2wrR9Ec9Kyq1cxIHhvU5XMl364uWtEWLWTBud0FPIeNveDWPKaut5GGrjo +hsaLdPbDy186F6Pf0cBAX8eL73s/9LbEtw3l0YDvaIEYm90PmpcOJCQF0SDJ +Nsb3q9x3oJenrFvYSIOiACOF4MDvoJbWgzBnKoyWNsWTtg1AaondP4S/N//4 +dj9VuTkICnEnapHKOOw+snrlXN0QuMt8U3r7ZQCOP9t2vmLDCBw6eafhFZEE +17d4bB93G4Ufj4JzvYY/gxrLcW2f1RjwEGcjHJMdkJQYV6hpaQy0SN/IQ4Nf +kAB6WrYjaxxyMlRO9I2S0UWduu9rLCbgmYEa+8jsIHpj5pVXvzgBg9svBS7/ +G0cLM3Li1LRJyE1/otzkMo1SsmmErIxJ2LrrZnPwuWmkbV0VYZ81CQXVbj5K +wdPoylsrTkP+JJSStxXGJU0jLCSy82nxJDSKFO8y+zaNpgWpCbaNk3DlYWnR +O00q6pGvWPMJm4SGlHtrdZaoqNr+OH+K0RSs8/r+J+cGHd21qI3dfHwKRGes +DkXE0JHbMRWhF2ZTsD64MdwjiY74tNeuq/lvCjbEveFVeEFH/0l2yfS7TIF8 +UdjqfCId0YlOqpv9pmBY9blv3zYGkvvvnG1B6hRsfepxZ89nBoowjc2tok6B +oMar0UMsJiK7+7hpMaZANeV6/JYFJlK8aiFbPDMFZkvH9f7+ZaLWfInHz7lT +kPyNnvhRbAZJ/8mOe7Q0BRs9VA8baM+gwpIavwDRaQjSZ4HEtRlElKQbqOlO +w54nMrfkF2fQtmHz/uex03DQJ8pUkspC9xsNyhzvToPdFa/3AxgL/XilFrc6 +fhou3jyq+nyBhRoDRXUuJk/DowQ+ER1BDHkLkZP2Pp2GyfKoLkdFDBVqnzj+ +uXwaXmmKDnZ7YEjj/vmakcFp2Bzz9nxmJ4bS/F0eJI9Mg3dLaENcD4b+OZh5 +Hx2fhiLR47JBQxgiyu+WfEmdhkMZg60WTAxdqWb7+c1Og3OpgMZfQTaqGruq +tLyKCl6Gsd4lB9hIXy8mRXYvFXxOvx5wfMpGvV6yutk6VLDPpbxbnc9GQYml +fQp6VDg8/Dfl/Us2Kp7ul1M+SAWZE3bWW96y0dYU9XxdEyq8s/nzZaqZjfhm +e0vsT1Ih6Of54agfbNRWpEJ4EEWF8IzqTXuPcJBPb72PRCwVngVlim0x4SAB +Pgfh1DtUaLCK4Bey4KDDJ8KtshKosJrPbGbYgYPKV1MoRWlUiPUd+nDPh4NS +vEPHCEVUiDmW3KOQwEFuW7t+81KoENpVf/R0OweJygZW1/VQYfm0aWUdkYM+ +S62/crWfCjfnSTtkejho5xpXOn2YCoGy0wJtwxzEmaP2dtGpcPbMWoIOh4Oi +WlYqs1eoEKLlc+XDKi7Sacr3d+alweQ1qbOnhLiIVm+0W0KABjaf6l14hLnI +sur+s5g1NFAyX29oso6L1ufKPLwoTQPymUZRshQXFQZrXD6gSgPlJ5uLGQpc +dNKfpDKnRoOUYUJuwnYuWucbPF2sSQMexaDHmopcFOjxwU1hHw36yltuXt3F +RYonT20c0KPBsZ/BlzeqcFGvA0/3Y30avDmk4FWnykUG5iYWqw1pENV6zYxX +g4vYRoxVn4/SABPffqhAk4vyIKHxpjENTjh3aB3fw0V2+prhOqY0uGSlPn15 +LxcJ7CMfYJvTYKBw9ZZYbS6q0by68MqKBhYCEw5PdbjogurGitM2NPjg8TGh +Yh8Xdcq7K/c40iBb5srysB4XRcrxTiW60EAk0EJnfj8Xaa8vyDV1pUFYh9Il +YX0uShdmynz0pMGpmIFB3YNc5LVwVfD5RRps/XGsLsmQixZaH0wE3KZBbofM +zSNmXDS0tsdnOZoGhCdCxsbmXNRouZlzJw635/SSmJkFFyV3Fv3JiafBwcXh +FzZWXHRN7Mdt1UQaeDV0BTj8x0WnbA4I1STT4N79zwYu1lxk9DAy8chjGpQ6 +VK5ys+EiVTJBuiOVhr//XpA8bLlIXErsqUs6DZbpaVln7Ljop73TtqlM3F9F +NlYsnEdSsl/5Z9Pgkeek+wV7LmrqmVL/k0uDVplrAVSci2TUquKe0YC/Qyjq +jAMXPXQO0pd8gesX/fTxGM7u33mPqxTRoJjTUDPgiOsjZ9ZRVUyD6Rf2zc5O +XLTbNdnesIwG8m7U7904/xra6ulcRYPE5rV/O5256NGYwY3Yehpcznc69uUE +F32jXX0zTqbBXntW15tTXFSs/GmPXw8NfNdEjCu7c9HjCwK1v/po8AxJzL3A +2XPmUZPYMA2k1PRk8jy4yERtwPzpKA0sJ1p2bfHkInW/baSdEzSISXc7kImz +dKmP89spGnz8j2O+4TQXLbHLhg/RaDAvEOWWgvOY5s8zLQwaqNVJX5bw4iJC +wGGmA4sGLcI8O5xwLq2IDRhj0yDAocPTBOeUH+2LF2dpIJOTmaOL8y1t6bCf +czSop50f2omzV7Arf/QiDbz37JPbgLPmIkMs8w8N3jZ1pf7E5cno7UlTWsHn +tGg2hYbz8vWQzRU8dFhx9pXox7n19yqVZkE6WMwIPKjF2fvvjqOLYnSYltCP +uYFzuoB7sJ0iHeQ8CgL/4PatnNmwj7STDjF34v7N4Oz9hbhgrUIHdplPwhDO +WlHHrltp0KGRR/3lJ5zTxpf12rXooKYipl2K87JhzS9zbTqk2M6iHJyb/ynf +NN1PB99n1d8jcNbwmNAn6NOB0vrkXADOKfVP/xgfosPhuRtznjgvbXH82AR0 +ONr42IqDx8MzTDTs2FE6aDB1vW1w/jZEONRoRIeNkgM3K/D4qR28vWJ4nA4C ++mEPJXH+uTQXcdiSDkP3vtR3u3GR28kSw0//0aG54lzPPpwb35/jPWhLh6rv +a1hprlyUGPI96oATHRJUbGRPnOSinYv1sTqedNBvGQoaxvPLafZevGowHdKF +FpWpeL5/tDlm+foa7h+tDDiO8/byZRHlG3S44nLQqRCvF/Zl/0SlcDqYFEZF +++L15NCpbF0QSQdtolJmG15vH9QnxHZE00H+V3O5Gs6xLIeHCnfpsHhcbISN +1yvTQtQu9z4dJvzfzlvjbPOGILn1AR2ITxzXVlji/Uf4NiUriQ4f0K9tkjhv +9tVP2fQI90/VofydeP1Htcw5ZKbQIajnY/E83i/oyiXrZZ/QoXbRoLbRlIuq +aPJPZLLoYHhAv8vdhIvkjn93Ts2hQ/TJ9wNqxni/evloo3Q+7q9b+6lLx/D+ +fVYwU+IlHWzqdf+mHeGiqQlmlkg5HTyPae/uwvuV1Ej1M74m/LyV2h3A+2Oi +SFjYu2906JYvLJzD+6mwgZHLpRY6KP/Y0fpKi4v40snrejtxe9I2rRPH+3H4 +twz6fRIdtl94otGkhsd/3vMLdNMh2EDKJmQ3F/2w5YS8/k6HTWPCj8eUuehy +ZI29+xAd/N/GVaXg/Z9ZGqYhNUqHphi+XtOdXHRu2GhN8zgdNjiH/1zG58X4 +WpGp0Ck6BCwSo2/swPNBn1K/h0aH3e7i5gnbuKjfJzODysDr4au1eK48FxG/ +KlvbcOjgktqZ1bQJt3+eoyL4gw5Sf9ed6ZPF83n7O4EP83Ro97ZSYW7gIhRh +/GHHEp6vOu3VYtJ4fR/wUvopwAAVSkvnSREuSih5+idbjgE/tt3nnfjNQUJD +Xr12WxjgPSuUuHqRg2KEVStWKzCgv+GOnPoPDrp1vvbcFSUGfPaI1Q5hctBi +asSRncoM0NMUaMimclBgk8nmQVUGFK1EWX6Z4CDfbT0kIy0GPMyOPCs6yEFU +66zi33sZIOD3b1a7j4O8ws/cKd3HgKsHw8NPUDhopFjV68x+BhyzveKY2MlB +JwZnD240YIDordPBt1o4yDRVtHDGmAG7t2/nalZzkGDYbYcDVxiQVa84yuvN +QVWzrN8oiAHt2rY5xh4c5H3OJdfkGgOWCsNO3TvJQU3Wmkz7W/i743HvoLgt +BwU3ZSYNhDEgRoj/qYMlBykeWLXvdCQDKsM0T6Yfx+3fPhxxOZYBYj53++UP +c5DOE1OlhTsM/D5V9eTMAQ6aWlvVeus+A+zyTKoFdTjIaOH++ntJDJDYK+Fj +r4zfj5r3v3mewYAEx5cdbHEO4pPi8oo2MiB6cumMWyUbvb3j+iqliQFeap6H +okvYyGv5m+UmAgMMr36VKXrFRo3T2U+U2xnAszq55Sd+v4uqtVA/1suAUFUl +zccxbMTr/solhMmAXSlF+/ZbsxHPa/eyCUkmfHXoggejGPrG6rucu54JrU+r +pf/2YShBy1bDbSMTeieeMi4RMbSh9lhJzxYmTAX4PLb8jN9XCcpvmpWZwPOA +l7b2OYbcpn+8LD3MBAnbc/7a+H32/bY7OTd9mdConZVvRGah8LM87np+TOA+ +RFVXW1jI6PWNLfP+TNjGnSC8bGAhotalLL+rTAgsVmELlbEQHWwzPSPxd6XS +O/2OeBaScd+UZpLGhCFF7fkCAxYKzCx7INnIBCcVY+qtzBn0bjnzTmMTExbk +wxzSk2fQsnvc7UACE1Jkqhur4mbQnR2nrpLbmdDDr5SLBc6grGLhU4/6cPmT +9gWfzGbQ1/qzapIYEwrP96x7y2WijZOb2iQ2zkBdQP9Y5mEm+rT7rpDE5Rkw +8hoe+lFHRxLmgWpRoiygXr1Y/vbhNBpSJ1JufGTBs+oEHrmBcVSeA4pT7hiE +XspaM9E7hOZuzq0+fRoDgSttApc/DiFd51czw2cwSLm69O93/hCqExOr7PPB +oCHcZVHCbwh9ixw50haIAd0jp5BHaAgNeoV5vI3DQFqpRUkRBtGqXXWZkaUY ++JRtVbhY8h2dKtOV2LKCgZZNs97h972o5uQvUSIPGzx3MiPnc3uR6KoPItH8 +bEheXttaFNeLGtwOCTGE2CD02tptg0Mv2i5s9K9Kig1qsZsUPvzoQVRvW8xS +BV/XW9bmGPSgy3KXWkId2NCQ+cn1RCcFffuqTtB0ZgNPxYGViHcUJH+F0zRx +gg37CdV5L/MoiEgIbDD1YEPxXMn0XCAF7b164520LxsUhHZ8qZenoJ9dcS+K +I/B1vTXvHkaQUWRs/u2hIjYMpfXk6AEJrbu+2vx0CRssP0h8vqtGQpk+fpLU +MjZkDVtNfpcloUqLA885VWwIVvy2K3SeiKgSpCY+xAYf/zZ6UTURWeTwCKlQ +cP0MTB/u209E/UnniCU9+P5uZ2qcMhF5325P39vPhnm/8wb9G4ko3Dtd5eAw +7p8j69oWfnShclUtC2saGwzX3Q+KvNqFZN55JF79w4aAguim1Jud6HnhV6el +vzj3Pbu837UTaWXulo/g4YCLcOPGQYNO9DH+IY2fnwPKh8YbwzZ3IrOwn2V3 +BTmgEMDjp/C3A/VePhWyTogDNm39EQ9GOpCX5xfDR8Ic8AzXl+B+7UChx5JI +T8U4EDn1V7s6pQNNdNVLN+7gQGHoWtTS1Y78PysOm+zkQLmmn43au3a0/Pb+ +izZlnCc6xxNz2tH6NCfdHnUONJg+EnDwa0embmxnuh4HmqVlzUeE21EJfctT +UUsOaJXs7Plh3IbuZsd6jvzHAUPi+vgQ1TbkbYcpldri+s0JHFkRbUOGqx1n +whw44CMzvxg914o2f/xYbuWM63dgsnhNfyv6FaB4bctJnN3IXkkfWxFFKcEA +c8P1Fa0dMCtsRaUDczyfPHD/SB31Vk9tRfeTXL8leOHyNrZj4lGt6JzRl3i3 +sxz4tdnp+vzlVnT0t6qtmg+u/7Yxnn7XVvTba2mwzY8DprvnpXL3tSIf3YxZ +4Ru4Poc366szWpDRDM+7gVu4PcdefhHvbUHyeT6hReEc4DHVsppvbEG9a/av +No/hQLKtkWddVgsyHu7dfC8J18/7UpyZTQtSeHR4wuUR/r0Li2Lqh1rQssnL +V8qpeLwuR2aIq7agqvKre5szOZB3PaW4j78FJZ8d/vkkG7c3dKtuHbcZXZQz +/nQ+jwP7bxeinOFmtD1G2nT1S1z/+x/JZ981o5X9oev6CvHzSSZuZgXN6Ds2 +SX75BrcnhTit9rAZVT2zSL9WyoGQTPmqhdvNKNm58pRJBb6/8qzC9PVmdElk +0w6ZKg6Mtb9J6PZrRqafo+jTNRwQos7++nKmGf1TtQuK/Yif3xhOembdjAZG +3+93RLh9e5oOPTJuRjUp21YUG/Hz5sJFtw2a0eUV7t0mAu6vsLQoz13NaIiU +lMNPwe2dKNXe+o+AauN+nqH04Ot/5nPXLRBQioGHyvN+PH7SBiJ/mQRk8UKj +6ugIB/pNCFODvQT0IaSj5TYDl/dmNDWjlIDS1Pcl2bI4QG9S4rtXQEBXJrIc +tnHweIxcvBySSUDKlpdGG+Y5ECD+y8Q5joAEeLsLkn/i9qocrjQJJaCxagNf +zyVc36Mx8rqBBPTR97mm1l9cP7fWeCUfAnoiv3bh3z/c31fFf0m7E9D/ANmD +RtQ= + "]]}, + Annotation[#, "Charting`Private`Tag#1"]& ]}, {}}, + {"WolframDynamicHighlight", <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>}], + StyleBox[ + DynamicBox[(Charting`HighlightActionBox["DynamicHighlight", {}, + Slot["HighlightElements"], + Slot["LayoutOptions"], + Slot["Meta"], + Charting`HighlightActionFunction["DynamicHighlight", {{{{}, {}, + Annotation[{ + Directive[ + Opacity[1.], + RGBColor[0.24, 0.6, 0.8], + AbsoluteThickness[2]], + Line[CompressedData[" +1:eJwVl3c81d8bwM2SZKdoUFHIKqKoHhUyv/YoQlJJiVCprKwGoULILJVkZqSU +I6lru8PKnne5n3uvjErS7/P7597X+3XO+Tz7ec7Z5uVvd5aPh4fHD//5/7/5 +WTqpgeF4WCvgHSa1vw0EjskFjMrqAHfPMu++Q22gnZueVSlrBMQ5Qxmno21g +0dH3NlvWASKvtx5Ot2wDZ++fnx7JesOv8OGkzafbYFjzzrEHssFQ/oB/r9L9 +NkjJ3dig5HoVkq1NTUyS2sBcrOhgfdY18JF4cPJ8ShvUsNv3ceRvgHKqTPTr +nDZILJFUtt0ZDp5ZKt3qlW1gvKWggHE+AkzdL9P/q22D8G+Z4p8dImG/QuWy +/6c20NFVe3Ai7Tb0Pz+o9JbQBmLs4DYlvSjIO3v7AKW9DZgvPq350RcFIbu+ +Wc2T2uDrqVWm9SHREMIQ9lrf1wZ5663j7svGgOkb62u6Q21wq+NJk9OHGLA5 +L/K4bLwNnGLH+Ha4xgJR//QHaVYb7DmkcoTzJxZsRGvGbyy2gcjClYi6rDgg +jguvGeVph5DulBCW/D3garq/DFJtB9vHA77/7UwE03aB8aywdlCz2PFajpAI +5bknhPjutoMQ/yUa9XwSGAaVap5/1A4e71cqkEMyGMq5hO951Q7rVZI1XNIe +gqnPm03fiO3AF1tlVU99CP0GPMd2D7YDd6z/kqLeI/ARc/RNnm6HtvRtb7h9 +j+BuzUrtyaV2qJ03bnVSfgy/7tmPIYEOeGnjy/gY8hjunipcrSTWAbeFKnfd +k02BPAE7J86ODlA9/vDu24AUMLVSddTR7AByrD9jkJACNoEZvv8MOuBWk5W5 +oHwqlJ9Wmmqz7ABFfrU3GtdSgce24lT6qQ749rdAo5ucBp6i48da8zpAZC5t +n3xCBmjdMxTX2NUJ1XuupplOZoBPSPu9Jb1OcA+w/3lFPxPo5134CaadUIaJ +vW+iZ0KkScCih28n2NHvHvQ1zoJf/HlDD0s64c/O89mPs7LAZm63k3t9JxSc +NV75OJcF6RPvulS7OmFhgrdB7Fk2mH7uavzC7YScbWMKB35nQ16568Fk3i4w +8ay/7WWTA9xcWrWbZBdwcrIm4l/lgE9SkKbKji5IH755rHolB/LC/xUuaHfB +kc0nCkYcc8HmtsZ2F7MuYJ7UExQqyQXlad2cox5dsJV140yJeh7Qi4+nbYjv +Av8Luko8Q3kQcPBC3OeJLpD0Lit8sf8ZENWdKoXNiOByIr+MO1sAd7ucd3D+ +EIEz6CD8TO4F6FTxHXMTIkGcu9BZ+2MvgJ5e4tUiTYLKM/5yNSkvQNGL/9lz +dRKIXj4Ue0vvJYzNlyq4eJDga9T3k6vCXoGW3KqtnxtJsLdYYtVmoSKIFGkT +ZMeToUXjq2eHVhEkpOb3xGSSwbMipC78RBEUbg15sek1GR7UjAaMFxVBk5aS +sdk3MtAbSgZfWr0BRceImAIeCuT0mFXseVwMxGxtfterFFj777bb8a1lwFOn +PLvo0Q3pF5zd1UzKoNzIQeFUQDcodqt5SlwuA5/OCOsvkd1w+HXfmcFPZVA1 +3luSlN8N71+nVb/TKAc3oVhf5cluwOxZHy06y6HAcXzyxLkecCx80ha07i0Y +cTN6P17qBSVbNv1LfBXU5gt6/HzbD9c7D0D6/Hvg2tm1V+iMwIYqiRFeXgSz +bLmH6v3jUDNxrL3rYCNcPXreUOPjFDT6Zm86wWqCHXWvF9ZY0KCScfGi+2IT +hAQFhpba06DAR7/uDM9X6N5twG/vRoPYc30nL0t/hbCsdvEsPxqYeklkRh/8 +Cv1hnN0ayTToOhG7sTThK6QY7vOy66HBkKnfen71byC8x4RAc6XDws5DYiV+ +BHDlrg9vdWTA4YmjhPshBBjjnTa7e4oBcdmmET7RBDgtVbXe5CwDZKQdODsy +CHBG167kczADdHkvdmU2EeBiaOJQ7WMGhAymJ93d1AwhQqsNXpEYsJw0L+bd +0gyPIrdkSZkxwchiiXCkuxkkZZw0flozIWEVT6T8aDMkvUlsGHBiwpawtdyB ++WbI6P03le/NhMO+24m2Ci2QqTahrhXJhAgjm2S43gLZ/S+R5Tsm8P1+I75J +qRXyNI6M5MrPwKaOo3Og2Qo5W/7775DSDOjkf+/xPtAKGSKu9QOqM3DWbPXT +UqtWSGAG56zXnYHmDC+lo9da4drLQvd4yxlI0pfVv0BoBdOt4qPXbszA5tC4 +M+8utEHQq8+fpDpnYJ/NFpOhoDZIL1tzikqegf8Uq5R5w9ug/p3tcm3fDES0 +j2Pmj/C51Dyu7z4+AxObD4WMfMDnCp23tnB+Bl5/mksQFMH7nMrRt4c2sUD3 +n2eNfWk7VF78LDV5hgWWVg1RxrXtsCFm3dXR8yw481TeWq+xHW5mnegdvMiC +ZL0RmlxvOxztmE3vDmIBw99VduJvO/RobN/6LZoFWWOOoQFWHTA/G6X8+jkL +eBvNjz5gdUD6GeaUwBgLNooXiUYsdsCu/FfWFpMs0HBfMxjA0wmVI94fHlJZ +cHKJEOQg3QntJ0aTtmIsqNpr/GLTwU4QtOnW37/EgnPPQagovhNCDtYnX5TG +IHQ2p/tpaicI3Lz1p2IDBo9hJe9Bbic8eLf/3C85DBoGPx64UtkJJXsrDWK3 +YSArrX9x/2AnTCoXUnM0MGiP0en8ptoFcdIHqy+ZYKAv1sb3cF8XBEzkux4y +w6Aw47Seq2EXuJWv5hO1xCC6NDGP49gFeywp/5XZ4vv76YEbb3fBcLQvfdYN +3787e4NvXxdozqVvuh6EgUyNtqUO3tc2f175fPwaBjGGrZErrC5YneTts/EG +BuVFf4LNeInQq6pV/T4cg3ikPDIsQ4QYL8J/y/cwOMqIKl91lAgvUgq3m2dj +cEOjs/XicSJ0aOhlnMvFzwfJThMtifC7+atYdD4GW1fKZJ86E8H078Ry3QsM +fksOR2n64X3z7JY+9VJ8/0E9R5d0ImjrPYqXQBjQbkf5f8omghtJgU/jM36e +0HFv+3Nc/sWyEPMvGCTYetezSojQn9t+NpqAwZe0sn7bSiLw6LsO5bZgsDS4 +9KOmlgi7uhl2H9sw8Dn3cNftL0S4KbTacKELg9w3Q0eozUQoeJZaI0HGoJe7 +y82ikwjtBxXVNboxWKcbdK2cQgSFkaLiih4MjG7VJ6//ToQsQ9aP7X0Y3GpY +8+bmCBFknqsfSOnH4K2g49fRSSI8FPSPEBzAQD555vdrNhHuts6upQ9hUH86 +4vXbOSJYKPpmGY5g4K4tdaLuFxHWhU+oZYxikNWrX9vOR4KEPRQr8wkMNm65 +f40jQ4KM9KqkYhoG79hbdv7aRIKTP9QUBBkYODVU9PBsI4Gc5YvyU0wMUs98 +15HcTYKsf6kkUQwDySLlOR0gwbNz16Wu/MCg4tbHZ4eMSHC2gfO8ZQ4DGysb +OxMzEijJ+ehsX8AgiXu9wtmeBIUdLo6UnxhoNK497elCAt9dpOndvzHofJwr +fuEUCdRum12LWcJARI/gf/M8Ccp19J/s+4vBGyFX+ehLJAhIfLsrcQUD8wF2 +Z/wVEmjRVWup/zBgvIkKT7lGgv1XDFfP87DhbpiMRvYtEjR47inO52XDLuui +4ReRJDCy2W5rzceGbwqHH5TGkqAVpBaXcRZsOstCSSTo3boALgJsKEj9/bQ5 +hQQuotQpQUE2GJ1/YEHKIMHQ3957lThHCVcXTTwnAXWoliK6mg0rNgIXBGtJ +8Dsz9PzXNWzI3p6+UfQTCcLu+4kECbPh4PzuZhl87grcdK9QWMuGW0/sdym3 +k0D4hOGfWyJs+DX8bNp8jATbNggk7RVjw5My3VT7aRK8WLWgPYaz7u1WIzcm +CZQXp/sfiLPhquKP537zJNDtIWxnSLBBejHW/tpvEtQ21RLSJNlQRZDlj1gh +gX7V60tGUmz44XvEK1mIDCaP42typdnw8GCPRMY6fO5HhbparWeDluiFz/mS +ZHAI9OP5g3PX6HJA0QYydJ92f1Eow4bLFckKlZvJkJ/2PWYG53XRisS6bWRA +GvuXB3EudqiNaNpJhqFvaUHtOM/8HB3p0SKD5E97rxKca84nNZrrkuF1aEd8 +Fs6RfYdfIgMyGPIdr47HWeZdtt9rEzL4rNMX8sX56DXX5VA3MtTtUCjd+X95 +VOGx2dNkcHqd0bce537HD1/OncfvIRpSvIL/12+fbLxNIBkk9Fc5TOL6Z873 +yireJYOvDet3Ls5nveP+pj8gw0rP2R1J/7e3e9/4usdkSHEdtQzH+VtlSuHP +bDJ8PEfOdcP54Q6jhEvPcXksixYLnN0ez/mPF+Lyrnz9oY/zbKCdXlslLi+s +1lgW548TvJsM35PhFd9efyGc4+wqVqrqyXDw7pv0n7i/bRs9J1SayNB5zfbI +Jpw37xX/ltNChr6CrKQdeHxo+ei1VBcZRsm04d14/N5K+D+4202GKR5tNR08 +vqazHQ6Bo2SYc2tpNsLzQep02H7aFBl44qU3WImyYYSottmNSYZV7z3OOq5j +Q3B5/KTxAhmk1y/ynsPzLdffLFB2LQX2d2w3uIPnq+/oL8dEcQoY/vG7l7SK +DTrWhQf4ZShgqvK+7wme360aq3kxBQqcjLUOLuRnwyLWlNSgS4GQQ6ElLXi9 +fT4VHLTvIAWiLxL+kPB6TOjY4Vx0hAL3MiTNB/B63V4StTXFkgK5C4VU5h8M +sM17+dbYUeD5jnmdOby+axPGp8OcKVBsC9F/8PqPWk5u+eFGgZqI+yR+nK0u +GZac96IAKumRF/mF96shTvLQeQocUdzrFbuIwYRFbrCtHwXi5l2e35/HIGT3 +ioFBCAWEU18qpXIxKGDWtYomUkCh94hqER2Dy0+sd/g+psCzValltVQM9Iwm +b31Nx9f16DqEKQxas4XVQ59TQC49EabGMJi1OZHEqKWA5MlBh63fMfjwl0Uz +qqfAo/saA2p4f44pijTM+0IB0brbHgZ4/94oUDjr1InzZmVfFxIGh98t2jdN +UkBwJDjiET4vhLzvF8szcH+JNgvk4/OELL5V8BYbX4dN98u+YnDW17hmz28K +8OR9TmnH55HGhu+iD1YoEEqUlhvE59WvL5fO0/m7YYnHJ5fxCYPGAJ6GY2u6 +4eaeOsVfdbj/t6RszBXthpOPjH1V3+P9u3XXlSWpbrg8/URJqQafF9frWhxl +uyFyP3NMvhKfJ8SJmyKK3fB8JNF5fQkG36P3DN84gN+zVfuNePB5+kzr676e +w92wEqbK8wefv5eGXRK1jLpBkhRat5CJAY9eJND+64b917ftnUnBYCezM9/B +G//+F1/53rsYcNO8lsoudMMjmU8DxFjcf8cW7db6d8OzC2JpbVF4fLO3CDTe +6IZmsSqRz6EYBNtcOqeZ1A2ibn9/vwnA/ff3X/39lG7YVmZd/dIPg9VFjzdQ +M7pBl+9ZQL4vBpn8dc1ZBd3gXGhCS/PG87FmzW7hD91gpEybtXHC4P6Z7Oiz +qBtKbtzYqWSHgYP4nqGGpm4QaVvr+tsKA/oFlwfXu7qh20+rKd8YA9EtrzhT +U93gVnkj7YcOBoZO0cOTDNyer70NonswCEzyaJtgd8PLPu0ZVXV8nvNufDX2 +qxs4eG6fUcIgh3rXfUikB24beTEo6/H4lft2UHR6oKLH/GD1Igusjmm8aYzp +AcrgH5OVEhaEhwpnfL7XA8ppqb/+FbKgvJoa15DYg/tBs4i3gAXSyrle9ek9 +IPnVa51gJguGRMTlPhT3gE1pC2VtHAsu9c7erejugY7IJ56y7ixIuFB9Lk+x +F0yvDu8ZFWAB07Dk7lrVXvAwNuaFlRk4vvFF0TXNXghdX0LM+TkDfIQUtqV+ +L1RUh/q7M2fghmLwtd/WvbB5cVPJcNcMnBvdG2d3qxc4104qD2XOwBHH8hcC +5F644bbBrA+/3+eoFRL8+3ph41e3Af6tM7DMn8cYGOqFt+rPLmrJzEDt2yT1 +ClovUFfUEu+tmgENcf/qU397wS7/KMWAxoTNbepfa5T7YBfV71ReIRMWDd9M ++UT0QXJWoNvkViZ8LJh5ej2mDw6o/R28JcOEKCE1+7h7fTBWd8dVWpQJosTi +z88f94H2YNZJ478M2OlRmjPyqg/6ZQkurwYZ4BRW4eJA7IMtTzY5XkxnQPX7 +d+2wrR9Ec9Kyq1cxIHhvU5XMl364uWtEWLWTBud0FPIeNveDWPKaut5GGrjo +hsaLdPbDy186F6Pf0cBAX8eL73s/9LbEtw3l0YDvaIEYm90PmpcOJCQF0SDJ +Nsb3q9x3oJenrFvYSIOiACOF4MDvoJbWgzBnKoyWNsWTtg1AaondP4S/N//4 +dj9VuTkICnEnapHKOOw+snrlXN0QuMt8U3r7ZQCOP9t2vmLDCBw6eafhFZEE +17d4bB93G4Ufj4JzvYY/gxrLcW2f1RjwEGcjHJMdkJQYV6hpaQy0SN/IQ4Nf +kAB6WrYjaxxyMlRO9I2S0UWduu9rLCbgmYEa+8jsIHpj5pVXvzgBg9svBS7/ +G0cLM3Li1LRJyE1/otzkMo1SsmmErIxJ2LrrZnPwuWmkbV0VYZ81CQXVbj5K +wdPoylsrTkP+JJSStxXGJU0jLCSy82nxJDSKFO8y+zaNpgWpCbaNk3DlYWnR +O00q6pGvWPMJm4SGlHtrdZaoqNr+OH+K0RSs8/r+J+cGHd21qI3dfHwKRGes +DkXE0JHbMRWhF2ZTsD64MdwjiY74tNeuq/lvCjbEveFVeEFH/0l2yfS7TIF8 +UdjqfCId0YlOqpv9pmBY9blv3zYGkvvvnG1B6hRsfepxZ89nBoowjc2tok6B +oMar0UMsJiK7+7hpMaZANeV6/JYFJlK8aiFbPDMFZkvH9f7+ZaLWfInHz7lT +kPyNnvhRbAZJ/8mOe7Q0BRs9VA8baM+gwpIavwDRaQjSZ4HEtRlElKQbqOlO +w54nMrfkF2fQtmHz/uex03DQJ8pUkspC9xsNyhzvToPdFa/3AxgL/XilFrc6 +fhou3jyq+nyBhRoDRXUuJk/DowQ+ER1BDHkLkZP2Pp2GyfKoLkdFDBVqnzj+ +uXwaXmmKDnZ7YEjj/vmakcFp2Bzz9nxmJ4bS/F0eJI9Mg3dLaENcD4b+OZh5 +Hx2fhiLR47JBQxgiyu+WfEmdhkMZg60WTAxdqWb7+c1Og3OpgMZfQTaqGruq +tLyKCl6Gsd4lB9hIXy8mRXYvFXxOvx5wfMpGvV6yutk6VLDPpbxbnc9GQYml +fQp6VDg8/Dfl/Us2Kp7ul1M+SAWZE3bWW96y0dYU9XxdEyq8s/nzZaqZjfhm +e0vsT1Ih6Of54agfbNRWpEJ4EEWF8IzqTXuPcJBPb72PRCwVngVlim0x4SAB +Pgfh1DtUaLCK4Bey4KDDJ8KtshKosJrPbGbYgYPKV1MoRWlUiPUd+nDPh4NS +vEPHCEVUiDmW3KOQwEFuW7t+81KoENpVf/R0OweJygZW1/VQYfm0aWUdkYM+ +S62/crWfCjfnSTtkejho5xpXOn2YCoGy0wJtwxzEmaP2dtGpcPbMWoIOh4Oi +WlYqs1eoEKLlc+XDKi7Sacr3d+alweQ1qbOnhLiIVm+0W0KABjaf6l14hLnI +sur+s5g1NFAyX29oso6L1ufKPLwoTQPymUZRshQXFQZrXD6gSgPlJ5uLGQpc +dNKfpDKnRoOUYUJuwnYuWucbPF2sSQMexaDHmopcFOjxwU1hHw36yltuXt3F +RYonT20c0KPBsZ/BlzeqcFGvA0/3Y30avDmk4FWnykUG5iYWqw1pENV6zYxX +g4vYRoxVn4/SABPffqhAk4vyIKHxpjENTjh3aB3fw0V2+prhOqY0uGSlPn15 +LxcJ7CMfYJvTYKBw9ZZYbS6q0by68MqKBhYCEw5PdbjogurGitM2NPjg8TGh +Yh8Xdcq7K/c40iBb5srysB4XRcrxTiW60EAk0EJnfj8Xaa8vyDV1pUFYh9Il +YX0uShdmynz0pMGpmIFB3YNc5LVwVfD5RRps/XGsLsmQixZaH0wE3KZBbofM +zSNmXDS0tsdnOZoGhCdCxsbmXNRouZlzJw635/SSmJkFFyV3Fv3JiafBwcXh +FzZWXHRN7Mdt1UQaeDV0BTj8x0WnbA4I1STT4N79zwYu1lxk9DAy8chjGpQ6 +VK5ys+EiVTJBuiOVhr//XpA8bLlIXErsqUs6DZbpaVln7Ljop73TtqlM3F9F +NlYsnEdSsl/5Z9Pgkeek+wV7LmrqmVL/k0uDVplrAVSci2TUquKe0YC/Qyjq +jAMXPXQO0pd8gesX/fTxGM7u33mPqxTRoJjTUDPgiOsjZ9ZRVUyD6Rf2zc5O +XLTbNdnesIwG8m7U7904/xra6ulcRYPE5rV/O5256NGYwY3Yehpcznc69uUE +F32jXX0zTqbBXntW15tTXFSs/GmPXw8NfNdEjCu7c9HjCwK1v/po8AxJzL3A +2XPmUZPYMA2k1PRk8jy4yERtwPzpKA0sJ1p2bfHkInW/baSdEzSISXc7kImz +dKmP89spGnz8j2O+4TQXLbHLhg/RaDAvEOWWgvOY5s8zLQwaqNVJX5bw4iJC +wGGmA4sGLcI8O5xwLq2IDRhj0yDAocPTBOeUH+2LF2dpIJOTmaOL8y1t6bCf +czSop50f2omzV7Arf/QiDbz37JPbgLPmIkMs8w8N3jZ1pf7E5cno7UlTWsHn +tGg2hYbz8vWQzRU8dFhx9pXox7n19yqVZkE6WMwIPKjF2fvvjqOLYnSYltCP +uYFzuoB7sJ0iHeQ8CgL/4PatnNmwj7STDjF34v7N4Oz9hbhgrUIHdplPwhDO +WlHHrltp0KGRR/3lJ5zTxpf12rXooKYipl2K87JhzS9zbTqk2M6iHJyb/ynf +NN1PB99n1d8jcNbwmNAn6NOB0vrkXADOKfVP/xgfosPhuRtznjgvbXH82AR0 +ONr42IqDx8MzTDTs2FE6aDB1vW1w/jZEONRoRIeNkgM3K/D4qR28vWJ4nA4C ++mEPJXH+uTQXcdiSDkP3vtR3u3GR28kSw0//0aG54lzPPpwb35/jPWhLh6rv +a1hprlyUGPI96oATHRJUbGRPnOSinYv1sTqedNBvGQoaxvPLafZevGowHdKF +FpWpeL5/tDlm+foa7h+tDDiO8/byZRHlG3S44nLQqRCvF/Zl/0SlcDqYFEZF +++L15NCpbF0QSQdtolJmG15vH9QnxHZE00H+V3O5Gs6xLIeHCnfpsHhcbISN +1yvTQtQu9z4dJvzfzlvjbPOGILn1AR2ITxzXVlji/Uf4NiUriQ4f0K9tkjhv +9tVP2fQI90/VofydeP1Htcw5ZKbQIajnY/E83i/oyiXrZZ/QoXbRoLbRlIuq +aPJPZLLoYHhAv8vdhIvkjn93Ts2hQ/TJ9wNqxni/evloo3Q+7q9b+6lLx/D+ +fVYwU+IlHWzqdf+mHeGiqQlmlkg5HTyPae/uwvuV1Ej1M74m/LyV2h3A+2Oi +SFjYu2906JYvLJzD+6mwgZHLpRY6KP/Y0fpKi4v40snrejtxe9I2rRPH+3H4 +twz6fRIdtl94otGkhsd/3vMLdNMh2EDKJmQ3F/2w5YS8/k6HTWPCj8eUuehy +ZI29+xAd/N/GVaXg/Z9ZGqYhNUqHphi+XtOdXHRu2GhN8zgdNjiH/1zG58X4 +WpGp0Ck6BCwSo2/swPNBn1K/h0aH3e7i5gnbuKjfJzODysDr4au1eK48FxG/ +KlvbcOjgktqZ1bQJt3+eoyL4gw5Sf9ed6ZPF83n7O4EP83Ro97ZSYW7gIhRh +/GHHEp6vOu3VYtJ4fR/wUvopwAAVSkvnSREuSih5+idbjgE/tt3nnfjNQUJD +Xr12WxjgPSuUuHqRg2KEVStWKzCgv+GOnPoPDrp1vvbcFSUGfPaI1Q5hctBi +asSRncoM0NMUaMimclBgk8nmQVUGFK1EWX6Z4CDfbT0kIy0GPMyOPCs6yEFU +66zi33sZIOD3b1a7j4O8ws/cKd3HgKsHw8NPUDhopFjV68x+BhyzveKY2MlB +JwZnD240YIDordPBt1o4yDRVtHDGmAG7t2/nalZzkGDYbYcDVxiQVa84yuvN +QVWzrN8oiAHt2rY5xh4c5H3OJdfkGgOWCsNO3TvJQU3Wmkz7W/i743HvoLgt +BwU3ZSYNhDEgRoj/qYMlBykeWLXvdCQDKsM0T6Yfx+3fPhxxOZYBYj53++UP +c5DOE1OlhTsM/D5V9eTMAQ6aWlvVeus+A+zyTKoFdTjIaOH++ntJDJDYK+Fj +r4zfj5r3v3mewYAEx5cdbHEO4pPi8oo2MiB6cumMWyUbvb3j+iqliQFeap6H +okvYyGv5m+UmAgMMr36VKXrFRo3T2U+U2xnAszq55Sd+v4uqtVA/1suAUFUl +zccxbMTr/solhMmAXSlF+/ZbsxHPa/eyCUkmfHXoggejGPrG6rucu54JrU+r +pf/2YShBy1bDbSMTeieeMi4RMbSh9lhJzxYmTAX4PLb8jN9XCcpvmpWZwPOA +l7b2OYbcpn+8LD3MBAnbc/7a+H32/bY7OTd9mdConZVvRGah8LM87np+TOA+ +RFVXW1jI6PWNLfP+TNjGnSC8bGAhotalLL+rTAgsVmELlbEQHWwzPSPxd6XS +O/2OeBaScd+UZpLGhCFF7fkCAxYKzCx7INnIBCcVY+qtzBn0bjnzTmMTExbk +wxzSk2fQsnvc7UACE1Jkqhur4mbQnR2nrpLbmdDDr5SLBc6grGLhU4/6cPmT +9gWfzGbQ1/qzapIYEwrP96x7y2WijZOb2iQ2zkBdQP9Y5mEm+rT7rpDE5Rkw +8hoe+lFHRxLmgWpRoiygXr1Y/vbhNBpSJ1JufGTBs+oEHrmBcVSeA4pT7hiE +XspaM9E7hOZuzq0+fRoDgSttApc/DiFd51czw2cwSLm69O93/hCqExOr7PPB +oCHcZVHCbwh9ixw50haIAd0jp5BHaAgNeoV5vI3DQFqpRUkRBtGqXXWZkaUY ++JRtVbhY8h2dKtOV2LKCgZZNs97h972o5uQvUSIPGzx3MiPnc3uR6KoPItH8 +bEheXttaFNeLGtwOCTGE2CD02tptg0Mv2i5s9K9Kig1qsZsUPvzoQVRvW8xS +BV/XW9bmGPSgy3KXWkId2NCQ+cn1RCcFffuqTtB0ZgNPxYGViHcUJH+F0zRx +gg37CdV5L/MoiEgIbDD1YEPxXMn0XCAF7b164520LxsUhHZ8qZenoJ9dcS+K +I/B1vTXvHkaQUWRs/u2hIjYMpfXk6AEJrbu+2vx0CRssP0h8vqtGQpk+fpLU +MjZkDVtNfpcloUqLA885VWwIVvy2K3SeiKgSpCY+xAYf/zZ6UTURWeTwCKlQ +cP0MTB/u209E/UnniCU9+P5uZ2qcMhF5325P39vPhnm/8wb9G4ko3Dtd5eAw +7p8j69oWfnShclUtC2saGwzX3Q+KvNqFZN55JF79w4aAguim1Jud6HnhV6el +vzj3Pbu837UTaWXulo/g4YCLcOPGQYNO9DH+IY2fnwPKh8YbwzZ3IrOwn2V3 +BTmgEMDjp/C3A/VePhWyTogDNm39EQ9GOpCX5xfDR8Ic8AzXl+B+7UChx5JI +T8U4EDn1V7s6pQNNdNVLN+7gQGHoWtTS1Y78PysOm+zkQLmmn43au3a0/Pb+ +izZlnCc6xxNz2tH6NCfdHnUONJg+EnDwa0embmxnuh4HmqVlzUeE21EJfctT +UUsOaJXs7Plh3IbuZsd6jvzHAUPi+vgQ1TbkbYcpldri+s0JHFkRbUOGqx1n +whw44CMzvxg914o2f/xYbuWM63dgsnhNfyv6FaB4bctJnN3IXkkfWxFFKcEA +c8P1Fa0dMCtsRaUDczyfPHD/SB31Vk9tRfeTXL8leOHyNrZj4lGt6JzRl3i3 +sxz4tdnp+vzlVnT0t6qtmg+u/7Yxnn7XVvTba2mwzY8DprvnpXL3tSIf3YxZ +4Ru4Poc366szWpDRDM+7gVu4PcdefhHvbUHyeT6hReEc4DHVsppvbEG9a/av +No/hQLKtkWddVgsyHu7dfC8J18/7UpyZTQtSeHR4wuUR/r0Li2Lqh1rQssnL +V8qpeLwuR2aIq7agqvKre5szOZB3PaW4j78FJZ8d/vkkG7c3dKtuHbcZXZQz +/nQ+jwP7bxeinOFmtD1G2nT1S1z/+x/JZ981o5X9oev6CvHzSSZuZgXN6Ds2 +SX75BrcnhTit9rAZVT2zSL9WyoGQTPmqhdvNKNm58pRJBb6/8qzC9PVmdElk +0w6ZKg6Mtb9J6PZrRqafo+jTNRwQos7++nKmGf1TtQuK/Yif3xhOembdjAZG +3+93RLh9e5oOPTJuRjUp21YUG/Hz5sJFtw2a0eUV7t0mAu6vsLQoz13NaIiU +lMNPwe2dKNXe+o+AauN+nqH04Ot/5nPXLRBQioGHyvN+PH7SBiJ/mQRk8UKj +6ugIB/pNCFODvQT0IaSj5TYDl/dmNDWjlIDS1Pcl2bI4QG9S4rtXQEBXJrIc +tnHweIxcvBySSUDKlpdGG+Y5ECD+y8Q5joAEeLsLkn/i9qocrjQJJaCxagNf +zyVc36Mx8rqBBPTR97mm1l9cP7fWeCUfAnoiv3bh3z/c31fFf0m7E9D/ANmD +RtQ= + "]]}, "Charting`Private`Tag#1"]}}, {}}, <| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{0, 1}, {-1.0240079276269844`, + 0.9402978510595014}}, + "Frame" -> {{False, False}, {False, False}}, + "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, + "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> + GoldenRatio^(-1), "DefaultStyle" -> { + Directive[ + Opacity[1.], + RGBColor[0.24, 0.6, 0.8], + AbsoluteThickness[2]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, { + Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> + False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> + Plot, "GroupHighlight" -> False|>|>]]& )[<| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{0, 1}, {-1.0240079276269844`, + 0.9402978510595014}}, + "Frame" -> {{False, False}, {False, False}}, + "AxesOrigin" -> {0, 0}, "ImageSize" -> {360, 360/GoldenRatio}, + "Axes" -> {True, True}, "LabelStyle" -> {}, "AspectRatio" -> + GoldenRatio^(-1), "DefaultStyle" -> { + Directive[ + Opacity[1.], + RGBColor[0.24, 0.6, 0.8], + AbsoluteThickness[2]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, { + Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> + False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> + Plot, "GroupHighlight" -> False|>|>]], + Selectable->False]}, + Annotation[{{{{}, {}, + Annotation[{ + Directive[ + Opacity[1.], + RGBColor[0.24, 0.6, 0.8], + AbsoluteThickness[2]], + Line[CompressedData[" +1:eJwVl3c81d8bwM2SZKdoUFHIKqKoHhUyv/YoQlJJiVCprKwGoULILJVkZqSU +I6lru8PKnne5n3uvjErS7/P7597X+3XO+Tz7ec7Z5uVvd5aPh4fHD//5/7/5 +WTqpgeF4WCvgHSa1vw0EjskFjMrqAHfPMu++Q22gnZueVSlrBMQ5Qxmno21g +0dH3NlvWASKvtx5Ot2wDZ++fnx7JesOv8OGkzafbYFjzzrEHssFQ/oB/r9L9 +NkjJ3dig5HoVkq1NTUyS2sBcrOhgfdY18JF4cPJ8ShvUsNv3ceRvgHKqTPTr +nDZILJFUtt0ZDp5ZKt3qlW1gvKWggHE+AkzdL9P/q22D8G+Z4p8dImG/QuWy +/6c20NFVe3Ai7Tb0Pz+o9JbQBmLs4DYlvSjIO3v7AKW9DZgvPq350RcFIbu+ +Wc2T2uDrqVWm9SHREMIQ9lrf1wZ5663j7svGgOkb62u6Q21wq+NJk9OHGLA5 +L/K4bLwNnGLH+Ha4xgJR//QHaVYb7DmkcoTzJxZsRGvGbyy2gcjClYi6rDgg +jguvGeVph5DulBCW/D3garq/DFJtB9vHA77/7UwE03aB8aywdlCz2PFajpAI +5bknhPjutoMQ/yUa9XwSGAaVap5/1A4e71cqkEMyGMq5hO951Q7rVZI1XNIe +gqnPm03fiO3AF1tlVU99CP0GPMd2D7YDd6z/kqLeI/ARc/RNnm6HtvRtb7h9 +j+BuzUrtyaV2qJ03bnVSfgy/7tmPIYEOeGnjy/gY8hjunipcrSTWAbeFKnfd +k02BPAE7J86ODlA9/vDu24AUMLVSddTR7AByrD9jkJACNoEZvv8MOuBWk5W5 +oHwqlJ9Wmmqz7ABFfrU3GtdSgce24lT6qQ749rdAo5ucBp6i48da8zpAZC5t +n3xCBmjdMxTX2NUJ1XuupplOZoBPSPu9Jb1OcA+w/3lFPxPo5134CaadUIaJ +vW+iZ0KkScCih28n2NHvHvQ1zoJf/HlDD0s64c/O89mPs7LAZm63k3t9JxSc +NV75OJcF6RPvulS7OmFhgrdB7Fk2mH7uavzC7YScbWMKB35nQ16568Fk3i4w +8ay/7WWTA9xcWrWbZBdwcrIm4l/lgE9SkKbKji5IH755rHolB/LC/xUuaHfB +kc0nCkYcc8HmtsZ2F7MuYJ7UExQqyQXlad2cox5dsJV140yJeh7Qi4+nbYjv +Av8Luko8Q3kQcPBC3OeJLpD0Lit8sf8ZENWdKoXNiOByIr+MO1sAd7ucd3D+ +EIEz6CD8TO4F6FTxHXMTIkGcu9BZ+2MvgJ5e4tUiTYLKM/5yNSkvQNGL/9lz +dRKIXj4Ue0vvJYzNlyq4eJDga9T3k6vCXoGW3KqtnxtJsLdYYtVmoSKIFGkT +ZMeToUXjq2eHVhEkpOb3xGSSwbMipC78RBEUbg15sek1GR7UjAaMFxVBk5aS +sdk3MtAbSgZfWr0BRceImAIeCuT0mFXseVwMxGxtfterFFj777bb8a1lwFOn +PLvo0Q3pF5zd1UzKoNzIQeFUQDcodqt5SlwuA5/OCOsvkd1w+HXfmcFPZVA1 +3luSlN8N71+nVb/TKAc3oVhf5cluwOxZHy06y6HAcXzyxLkecCx80ha07i0Y +cTN6P17qBSVbNv1LfBXU5gt6/HzbD9c7D0D6/Hvg2tm1V+iMwIYqiRFeXgSz +bLmH6v3jUDNxrL3rYCNcPXreUOPjFDT6Zm86wWqCHXWvF9ZY0KCScfGi+2IT +hAQFhpba06DAR7/uDM9X6N5twG/vRoPYc30nL0t/hbCsdvEsPxqYeklkRh/8 +Cv1hnN0ayTToOhG7sTThK6QY7vOy66HBkKnfen71byC8x4RAc6XDws5DYiV+ +BHDlrg9vdWTA4YmjhPshBBjjnTa7e4oBcdmmET7RBDgtVbXe5CwDZKQdODsy +CHBG167kczADdHkvdmU2EeBiaOJQ7WMGhAymJ93d1AwhQqsNXpEYsJw0L+bd +0gyPIrdkSZkxwchiiXCkuxkkZZw0flozIWEVT6T8aDMkvUlsGHBiwpawtdyB ++WbI6P03le/NhMO+24m2Ci2QqTahrhXJhAgjm2S43gLZ/S+R5Tsm8P1+I75J +qRXyNI6M5MrPwKaOo3Og2Qo5W/7775DSDOjkf+/xPtAKGSKu9QOqM3DWbPXT +UqtWSGAG56zXnYHmDC+lo9da4drLQvd4yxlI0pfVv0BoBdOt4qPXbszA5tC4 +M+8utEHQq8+fpDpnYJ/NFpOhoDZIL1tzikqegf8Uq5R5w9ug/p3tcm3fDES0 +j2Pmj/C51Dyu7z4+AxObD4WMfMDnCp23tnB+Bl5/mksQFMH7nMrRt4c2sUD3 +n2eNfWk7VF78LDV5hgWWVg1RxrXtsCFm3dXR8yw481TeWq+xHW5mnegdvMiC +ZL0RmlxvOxztmE3vDmIBw99VduJvO/RobN/6LZoFWWOOoQFWHTA/G6X8+jkL +eBvNjz5gdUD6GeaUwBgLNooXiUYsdsCu/FfWFpMs0HBfMxjA0wmVI94fHlJZ +cHKJEOQg3QntJ0aTtmIsqNpr/GLTwU4QtOnW37/EgnPPQagovhNCDtYnX5TG +IHQ2p/tpaicI3Lz1p2IDBo9hJe9Bbic8eLf/3C85DBoGPx64UtkJJXsrDWK3 +YSArrX9x/2AnTCoXUnM0MGiP0en8ptoFcdIHqy+ZYKAv1sb3cF8XBEzkux4y +w6Aw47Seq2EXuJWv5hO1xCC6NDGP49gFeywp/5XZ4vv76YEbb3fBcLQvfdYN +3787e4NvXxdozqVvuh6EgUyNtqUO3tc2f175fPwaBjGGrZErrC5YneTts/EG +BuVFf4LNeInQq6pV/T4cg3ikPDIsQ4QYL8J/y/cwOMqIKl91lAgvUgq3m2dj +cEOjs/XicSJ0aOhlnMvFzwfJThMtifC7+atYdD4GW1fKZJ86E8H078Ry3QsM +fksOR2n64X3z7JY+9VJ8/0E9R5d0ImjrPYqXQBjQbkf5f8omghtJgU/jM36e +0HFv+3Nc/sWyEPMvGCTYetezSojQn9t+NpqAwZe0sn7bSiLw6LsO5bZgsDS4 +9KOmlgi7uhl2H9sw8Dn3cNftL0S4KbTacKELg9w3Q0eozUQoeJZaI0HGoJe7 +y82ikwjtBxXVNboxWKcbdK2cQgSFkaLiih4MjG7VJ6//ToQsQ9aP7X0Y3GpY +8+bmCBFknqsfSOnH4K2g49fRSSI8FPSPEBzAQD555vdrNhHuts6upQ9hUH86 +4vXbOSJYKPpmGY5g4K4tdaLuFxHWhU+oZYxikNWrX9vOR4KEPRQr8wkMNm65 +f40jQ4KM9KqkYhoG79hbdv7aRIKTP9QUBBkYODVU9PBsI4Gc5YvyU0wMUs98 +15HcTYKsf6kkUQwDySLlOR0gwbNz16Wu/MCg4tbHZ4eMSHC2gfO8ZQ4DGysb +OxMzEijJ+ehsX8AgiXu9wtmeBIUdLo6UnxhoNK497elCAt9dpOndvzHofJwr +fuEUCdRum12LWcJARI/gf/M8Ccp19J/s+4vBGyFX+ehLJAhIfLsrcQUD8wF2 +Z/wVEmjRVWup/zBgvIkKT7lGgv1XDFfP87DhbpiMRvYtEjR47inO52XDLuui +4ReRJDCy2W5rzceGbwqHH5TGkqAVpBaXcRZsOstCSSTo3boALgJsKEj9/bQ5 +hQQuotQpQUE2GJ1/YEHKIMHQ3957lThHCVcXTTwnAXWoliK6mg0rNgIXBGtJ +8Dsz9PzXNWzI3p6+UfQTCcLu+4kECbPh4PzuZhl87grcdK9QWMuGW0/sdym3 +k0D4hOGfWyJs+DX8bNp8jATbNggk7RVjw5My3VT7aRK8WLWgPYaz7u1WIzcm +CZQXp/sfiLPhquKP537zJNDtIWxnSLBBejHW/tpvEtQ21RLSJNlQRZDlj1gh +gX7V60tGUmz44XvEK1mIDCaP42typdnw8GCPRMY6fO5HhbparWeDluiFz/mS +ZHAI9OP5g3PX6HJA0QYydJ92f1Eow4bLFckKlZvJkJ/2PWYG53XRisS6bWRA +GvuXB3EudqiNaNpJhqFvaUHtOM/8HB3p0SKD5E97rxKca84nNZrrkuF1aEd8 +Fs6RfYdfIgMyGPIdr47HWeZdtt9rEzL4rNMX8sX56DXX5VA3MtTtUCjd+X95 +VOGx2dNkcHqd0bce537HD1/OncfvIRpSvIL/12+fbLxNIBkk9Fc5TOL6Z873 +yireJYOvDet3Ls5nveP+pj8gw0rP2R1J/7e3e9/4usdkSHEdtQzH+VtlSuHP +bDJ8PEfOdcP54Q6jhEvPcXksixYLnN0ez/mPF+Lyrnz9oY/zbKCdXlslLi+s +1lgW548TvJsM35PhFd9efyGc4+wqVqrqyXDw7pv0n7i/bRs9J1SayNB5zfbI +Jpw37xX/ltNChr6CrKQdeHxo+ei1VBcZRsm04d14/N5K+D+4202GKR5tNR08 +vqazHQ6Bo2SYc2tpNsLzQep02H7aFBl44qU3WImyYYSottmNSYZV7z3OOq5j +Q3B5/KTxAhmk1y/ynsPzLdffLFB2LQX2d2w3uIPnq+/oL8dEcQoY/vG7l7SK +DTrWhQf4ZShgqvK+7wme360aq3kxBQqcjLUOLuRnwyLWlNSgS4GQQ6ElLXi9 +fT4VHLTvIAWiLxL+kPB6TOjY4Vx0hAL3MiTNB/B63V4StTXFkgK5C4VU5h8M +sM17+dbYUeD5jnmdOby+axPGp8OcKVBsC9F/8PqPWk5u+eFGgZqI+yR+nK0u +GZac96IAKumRF/mF96shTvLQeQocUdzrFbuIwYRFbrCtHwXi5l2e35/HIGT3 +ioFBCAWEU18qpXIxKGDWtYomUkCh94hqER2Dy0+sd/g+psCzValltVQM9Iwm +b31Nx9f16DqEKQxas4XVQ59TQC49EabGMJi1OZHEqKWA5MlBh63fMfjwl0Uz +qqfAo/saA2p4f44pijTM+0IB0brbHgZ4/94oUDjr1InzZmVfFxIGh98t2jdN +UkBwJDjiET4vhLzvF8szcH+JNgvk4/OELL5V8BYbX4dN98u+YnDW17hmz28K +8OR9TmnH55HGhu+iD1YoEEqUlhvE59WvL5fO0/m7YYnHJ5fxCYPGAJ6GY2u6 +4eaeOsVfdbj/t6RszBXthpOPjH1V3+P9u3XXlSWpbrg8/URJqQafF9frWhxl +uyFyP3NMvhKfJ8SJmyKK3fB8JNF5fQkG36P3DN84gN+zVfuNePB5+kzr676e +w92wEqbK8wefv5eGXRK1jLpBkhRat5CJAY9eJND+64b917ftnUnBYCezM9/B +G//+F1/53rsYcNO8lsoudMMjmU8DxFjcf8cW7db6d8OzC2JpbVF4fLO3CDTe +6IZmsSqRz6EYBNtcOqeZ1A2ibn9/vwnA/ff3X/39lG7YVmZd/dIPg9VFjzdQ +M7pBl+9ZQL4vBpn8dc1ZBd3gXGhCS/PG87FmzW7hD91gpEybtXHC4P6Z7Oiz +qBtKbtzYqWSHgYP4nqGGpm4QaVvr+tsKA/oFlwfXu7qh20+rKd8YA9EtrzhT +U93gVnkj7YcOBoZO0cOTDNyer70NonswCEzyaJtgd8PLPu0ZVXV8nvNufDX2 +qxs4eG6fUcIgh3rXfUikB24beTEo6/H4lft2UHR6oKLH/GD1Igusjmm8aYzp +AcrgH5OVEhaEhwpnfL7XA8ppqb/+FbKgvJoa15DYg/tBs4i3gAXSyrle9ek9 +IPnVa51gJguGRMTlPhT3gE1pC2VtHAsu9c7erejugY7IJ56y7ixIuFB9Lk+x +F0yvDu8ZFWAB07Dk7lrVXvAwNuaFlRk4vvFF0TXNXghdX0LM+TkDfIQUtqV+ +L1RUh/q7M2fghmLwtd/WvbB5cVPJcNcMnBvdG2d3qxc4104qD2XOwBHH8hcC +5F644bbBrA+/3+eoFRL8+3ph41e3Af6tM7DMn8cYGOqFt+rPLmrJzEDt2yT1 +ClovUFfUEu+tmgENcf/qU397wS7/KMWAxoTNbepfa5T7YBfV71ReIRMWDd9M ++UT0QXJWoNvkViZ8LJh5ej2mDw6o/R28JcOEKCE1+7h7fTBWd8dVWpQJosTi +z88f94H2YNZJ478M2OlRmjPyqg/6ZQkurwYZ4BRW4eJA7IMtTzY5XkxnQPX7 +d+2wrR9Ec9Kyq1cxIHhvU5XMl364uWtEWLWTBud0FPIeNveDWPKaut5GGrjo +hsaLdPbDy186F6Pf0cBAX8eL73s/9LbEtw3l0YDvaIEYm90PmpcOJCQF0SDJ +Nsb3q9x3oJenrFvYSIOiACOF4MDvoJbWgzBnKoyWNsWTtg1AaondP4S/N//4 +dj9VuTkICnEnapHKOOw+snrlXN0QuMt8U3r7ZQCOP9t2vmLDCBw6eafhFZEE +17d4bB93G4Ufj4JzvYY/gxrLcW2f1RjwEGcjHJMdkJQYV6hpaQy0SN/IQ4Nf +kAB6WrYjaxxyMlRO9I2S0UWduu9rLCbgmYEa+8jsIHpj5pVXvzgBg9svBS7/ +G0cLM3Li1LRJyE1/otzkMo1SsmmErIxJ2LrrZnPwuWmkbV0VYZ81CQXVbj5K +wdPoylsrTkP+JJSStxXGJU0jLCSy82nxJDSKFO8y+zaNpgWpCbaNk3DlYWnR +O00q6pGvWPMJm4SGlHtrdZaoqNr+OH+K0RSs8/r+J+cGHd21qI3dfHwKRGes +DkXE0JHbMRWhF2ZTsD64MdwjiY74tNeuq/lvCjbEveFVeEFH/0l2yfS7TIF8 +UdjqfCId0YlOqpv9pmBY9blv3zYGkvvvnG1B6hRsfepxZ89nBoowjc2tok6B +oMar0UMsJiK7+7hpMaZANeV6/JYFJlK8aiFbPDMFZkvH9f7+ZaLWfInHz7lT +kPyNnvhRbAZJ/8mOe7Q0BRs9VA8baM+gwpIavwDRaQjSZ4HEtRlElKQbqOlO +w54nMrfkF2fQtmHz/uex03DQJ8pUkspC9xsNyhzvToPdFa/3AxgL/XilFrc6 +fhou3jyq+nyBhRoDRXUuJk/DowQ+ER1BDHkLkZP2Pp2GyfKoLkdFDBVqnzj+ +uXwaXmmKDnZ7YEjj/vmakcFp2Bzz9nxmJ4bS/F0eJI9Mg3dLaENcD4b+OZh5 +Hx2fhiLR47JBQxgiyu+WfEmdhkMZg60WTAxdqWb7+c1Og3OpgMZfQTaqGruq +tLyKCl6Gsd4lB9hIXy8mRXYvFXxOvx5wfMpGvV6yutk6VLDPpbxbnc9GQYml +fQp6VDg8/Dfl/Us2Kp7ul1M+SAWZE3bWW96y0dYU9XxdEyq8s/nzZaqZjfhm +e0vsT1Ih6Of54agfbNRWpEJ4EEWF8IzqTXuPcJBPb72PRCwVngVlim0x4SAB +Pgfh1DtUaLCK4Bey4KDDJ8KtshKosJrPbGbYgYPKV1MoRWlUiPUd+nDPh4NS +vEPHCEVUiDmW3KOQwEFuW7t+81KoENpVf/R0OweJygZW1/VQYfm0aWUdkYM+ +S62/crWfCjfnSTtkejho5xpXOn2YCoGy0wJtwxzEmaP2dtGpcPbMWoIOh4Oi +WlYqs1eoEKLlc+XDKi7Sacr3d+alweQ1qbOnhLiIVm+0W0KABjaf6l14hLnI +sur+s5g1NFAyX29oso6L1ufKPLwoTQPymUZRshQXFQZrXD6gSgPlJ5uLGQpc +dNKfpDKnRoOUYUJuwnYuWucbPF2sSQMexaDHmopcFOjxwU1hHw36yltuXt3F +RYonT20c0KPBsZ/BlzeqcFGvA0/3Y30avDmk4FWnykUG5iYWqw1pENV6zYxX +g4vYRoxVn4/SABPffqhAk4vyIKHxpjENTjh3aB3fw0V2+prhOqY0uGSlPn15 +LxcJ7CMfYJvTYKBw9ZZYbS6q0by68MqKBhYCEw5PdbjogurGitM2NPjg8TGh +Yh8Xdcq7K/c40iBb5srysB4XRcrxTiW60EAk0EJnfj8Xaa8vyDV1pUFYh9Il +YX0uShdmynz0pMGpmIFB3YNc5LVwVfD5RRps/XGsLsmQixZaH0wE3KZBbofM +zSNmXDS0tsdnOZoGhCdCxsbmXNRouZlzJw635/SSmJkFFyV3Fv3JiafBwcXh +FzZWXHRN7Mdt1UQaeDV0BTj8x0WnbA4I1STT4N79zwYu1lxk9DAy8chjGpQ6 +VK5ys+EiVTJBuiOVhr//XpA8bLlIXErsqUs6DZbpaVln7Ljop73TtqlM3F9F +NlYsnEdSsl/5Z9Pgkeek+wV7LmrqmVL/k0uDVplrAVSci2TUquKe0YC/Qyjq +jAMXPXQO0pd8gesX/fTxGM7u33mPqxTRoJjTUDPgiOsjZ9ZRVUyD6Rf2zc5O +XLTbNdnesIwG8m7U7904/xra6ulcRYPE5rV/O5256NGYwY3Yehpcznc69uUE +F32jXX0zTqbBXntW15tTXFSs/GmPXw8NfNdEjCu7c9HjCwK1v/po8AxJzL3A +2XPmUZPYMA2k1PRk8jy4yERtwPzpKA0sJ1p2bfHkInW/baSdEzSISXc7kImz +dKmP89spGnz8j2O+4TQXLbHLhg/RaDAvEOWWgvOY5s8zLQwaqNVJX5bw4iJC +wGGmA4sGLcI8O5xwLq2IDRhj0yDAocPTBOeUH+2LF2dpIJOTmaOL8y1t6bCf +czSop50f2omzV7Arf/QiDbz37JPbgLPmIkMs8w8N3jZ1pf7E5cno7UlTWsHn +tGg2hYbz8vWQzRU8dFhx9pXox7n19yqVZkE6WMwIPKjF2fvvjqOLYnSYltCP +uYFzuoB7sJ0iHeQ8CgL/4PatnNmwj7STDjF34v7N4Oz9hbhgrUIHdplPwhDO +WlHHrltp0KGRR/3lJ5zTxpf12rXooKYipl2K87JhzS9zbTqk2M6iHJyb/ynf +NN1PB99n1d8jcNbwmNAn6NOB0vrkXADOKfVP/xgfosPhuRtznjgvbXH82AR0 +ONr42IqDx8MzTDTs2FE6aDB1vW1w/jZEONRoRIeNkgM3K/D4qR28vWJ4nA4C ++mEPJXH+uTQXcdiSDkP3vtR3u3GR28kSw0//0aG54lzPPpwb35/jPWhLh6rv +a1hprlyUGPI96oATHRJUbGRPnOSinYv1sTqedNBvGQoaxvPLafZevGowHdKF +FpWpeL5/tDlm+foa7h+tDDiO8/byZRHlG3S44nLQqRCvF/Zl/0SlcDqYFEZF +++L15NCpbF0QSQdtolJmG15vH9QnxHZE00H+V3O5Gs6xLIeHCnfpsHhcbISN +1yvTQtQu9z4dJvzfzlvjbPOGILn1AR2ITxzXVlji/Uf4NiUriQ4f0K9tkjhv +9tVP2fQI90/VofydeP1Htcw5ZKbQIajnY/E83i/oyiXrZZ/QoXbRoLbRlIuq +aPJPZLLoYHhAv8vdhIvkjn93Ts2hQ/TJ9wNqxni/evloo3Q+7q9b+6lLx/D+ +fVYwU+IlHWzqdf+mHeGiqQlmlkg5HTyPae/uwvuV1Ej1M74m/LyV2h3A+2Oi +SFjYu2906JYvLJzD+6mwgZHLpRY6KP/Y0fpKi4v40snrejtxe9I2rRPH+3H4 +twz6fRIdtl94otGkhsd/3vMLdNMh2EDKJmQ3F/2w5YS8/k6HTWPCj8eUuehy +ZI29+xAd/N/GVaXg/Z9ZGqYhNUqHphi+XtOdXHRu2GhN8zgdNjiH/1zG58X4 +WpGp0Ck6BCwSo2/swPNBn1K/h0aH3e7i5gnbuKjfJzODysDr4au1eK48FxG/ +KlvbcOjgktqZ1bQJt3+eoyL4gw5Sf9ed6ZPF83n7O4EP83Ro97ZSYW7gIhRh +/GHHEp6vOu3VYtJ4fR/wUvopwAAVSkvnSREuSih5+idbjgE/tt3nnfjNQUJD +Xr12WxjgPSuUuHqRg2KEVStWKzCgv+GOnPoPDrp1vvbcFSUGfPaI1Q5hctBi +asSRncoM0NMUaMimclBgk8nmQVUGFK1EWX6Z4CDfbT0kIy0GPMyOPCs6yEFU +66zi33sZIOD3b1a7j4O8ws/cKd3HgKsHw8NPUDhopFjV68x+BhyzveKY2MlB +JwZnD240YIDordPBt1o4yDRVtHDGmAG7t2/nalZzkGDYbYcDVxiQVa84yuvN +QVWzrN8oiAHt2rY5xh4c5H3OJdfkGgOWCsNO3TvJQU3Wmkz7W/i743HvoLgt +BwU3ZSYNhDEgRoj/qYMlBykeWLXvdCQDKsM0T6Yfx+3fPhxxOZYBYj53++UP +c5DOE1OlhTsM/D5V9eTMAQ6aWlvVeus+A+zyTKoFdTjIaOH++ntJDJDYK+Fj +r4zfj5r3v3mewYAEx5cdbHEO4pPi8oo2MiB6cumMWyUbvb3j+iqliQFeap6H +okvYyGv5m+UmAgMMr36VKXrFRo3T2U+U2xnAszq55Sd+v4uqtVA/1suAUFUl +zccxbMTr/solhMmAXSlF+/ZbsxHPa/eyCUkmfHXoggejGPrG6rucu54JrU+r +pf/2YShBy1bDbSMTeieeMi4RMbSh9lhJzxYmTAX4PLb8jN9XCcpvmpWZwPOA +l7b2OYbcpn+8LD3MBAnbc/7a+H32/bY7OTd9mdConZVvRGah8LM87np+TOA+ +RFVXW1jI6PWNLfP+TNjGnSC8bGAhotalLL+rTAgsVmELlbEQHWwzPSPxd6XS +O/2OeBaScd+UZpLGhCFF7fkCAxYKzCx7INnIBCcVY+qtzBn0bjnzTmMTExbk +wxzSk2fQsnvc7UACE1Jkqhur4mbQnR2nrpLbmdDDr5SLBc6grGLhU4/6cPmT +9gWfzGbQ1/qzapIYEwrP96x7y2WijZOb2iQ2zkBdQP9Y5mEm+rT7rpDE5Rkw +8hoe+lFHRxLmgWpRoiygXr1Y/vbhNBpSJ1JufGTBs+oEHrmBcVSeA4pT7hiE +XspaM9E7hOZuzq0+fRoDgSttApc/DiFd51czw2cwSLm69O93/hCqExOr7PPB +oCHcZVHCbwh9ixw50haIAd0jp5BHaAgNeoV5vI3DQFqpRUkRBtGqXXWZkaUY ++JRtVbhY8h2dKtOV2LKCgZZNs97h972o5uQvUSIPGzx3MiPnc3uR6KoPItH8 +bEheXttaFNeLGtwOCTGE2CD02tptg0Mv2i5s9K9Kig1qsZsUPvzoQVRvW8xS +BV/XW9bmGPSgy3KXWkId2NCQ+cn1RCcFffuqTtB0ZgNPxYGViHcUJH+F0zRx +gg37CdV5L/MoiEgIbDD1YEPxXMn0XCAF7b164520LxsUhHZ8qZenoJ9dcS+K +I/B1vTXvHkaQUWRs/u2hIjYMpfXk6AEJrbu+2vx0CRssP0h8vqtGQpk+fpLU +MjZkDVtNfpcloUqLA885VWwIVvy2K3SeiKgSpCY+xAYf/zZ6UTURWeTwCKlQ +cP0MTB/u209E/UnniCU9+P5uZ2qcMhF5325P39vPhnm/8wb9G4ko3Dtd5eAw +7p8j69oWfnShclUtC2saGwzX3Q+KvNqFZN55JF79w4aAguim1Jud6HnhV6el +vzj3Pbu837UTaWXulo/g4YCLcOPGQYNO9DH+IY2fnwPKh8YbwzZ3IrOwn2V3 +BTmgEMDjp/C3A/VePhWyTogDNm39EQ9GOpCX5xfDR8Ic8AzXl+B+7UChx5JI +T8U4EDn1V7s6pQNNdNVLN+7gQGHoWtTS1Y78PysOm+zkQLmmn43au3a0/Pb+ +izZlnCc6xxNz2tH6NCfdHnUONJg+EnDwa0embmxnuh4HmqVlzUeE21EJfctT +UUsOaJXs7Plh3IbuZsd6jvzHAUPi+vgQ1TbkbYcpldri+s0JHFkRbUOGqx1n +whw44CMzvxg914o2f/xYbuWM63dgsnhNfyv6FaB4bctJnN3IXkkfWxFFKcEA +c8P1Fa0dMCtsRaUDczyfPHD/SB31Vk9tRfeTXL8leOHyNrZj4lGt6JzRl3i3 +sxz4tdnp+vzlVnT0t6qtmg+u/7Yxnn7XVvTba2mwzY8DprvnpXL3tSIf3YxZ +4Ru4Poc366szWpDRDM+7gVu4PcdefhHvbUHyeT6hReEc4DHVsppvbEG9a/av +No/hQLKtkWddVgsyHu7dfC8J18/7UpyZTQtSeHR4wuUR/r0Li2Lqh1rQssnL +V8qpeLwuR2aIq7agqvKre5szOZB3PaW4j78FJZ8d/vkkG7c3dKtuHbcZXZQz +/nQ+jwP7bxeinOFmtD1G2nT1S1z/+x/JZ981o5X9oev6CvHzSSZuZgXN6Ds2 +SX75BrcnhTit9rAZVT2zSL9WyoGQTPmqhdvNKNm58pRJBb6/8qzC9PVmdElk +0w6ZKg6Mtb9J6PZrRqafo+jTNRwQos7++nKmGf1TtQuK/Yif3xhOembdjAZG +3+93RLh9e5oOPTJuRjUp21YUG/Hz5sJFtw2a0eUV7t0mAu6vsLQoz13NaIiU +lMNPwe2dKNXe+o+AauN+nqH04Ot/5nPXLRBQioGHyvN+PH7SBiJ/mQRk8UKj +6ugIB/pNCFODvQT0IaSj5TYDl/dmNDWjlIDS1Pcl2bI4QG9S4rtXQEBXJrIc +tnHweIxcvBySSUDKlpdGG+Y5ECD+y8Q5joAEeLsLkn/i9qocrjQJJaCxagNf +zyVc36Mx8rqBBPTR97mm1l9cP7fWeCUfAnoiv3bh3z/c31fFf0m7E9D/ANmD +RtQ= + "]]}, "Charting`Private`Tag#1"]}}, {}}, <| + "HighlightElements" -> <| + "Label" -> {"XYLabel"}, "Ball" -> {"InterpolatedBall"}|>, + "LayoutOptions" -> <| + "PanelPlotLayout" -> <||>, + "PlotRange" -> {{0, 1}, {-1.0240079276269844`, 0.9402978510595014}}, + "Frame" -> {{False, False}, {False, False}}, "AxesOrigin" -> {0, 0}, + "ImageSize" -> {360, 360/GoldenRatio}, "Axes" -> {True, True}, + "LabelStyle" -> {}, "AspectRatio" -> GoldenRatio^(-1), "DefaultStyle" -> { + Directive[ + Opacity[1.], + RGBColor[0.24, 0.6, 0.8], + AbsoluteThickness[2]]}, + "HighlightLabelingFunctions" -> <|"CoordinatesToolOptions" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), + "ScalingFunctions" -> {{Identity, Identity}, { + Identity, Identity}}|>, "Primitives" -> {}, "GCFlag" -> False|>, + "Meta" -> <| + "DefaultHighlight" -> {"Dynamic", None}, "Index" -> {}, "Function" -> + Plot, "GroupHighlight" -> False|>|>, "DynamicHighlight"]]}, + AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948], + Axes->{True, True}, + AxesLabel->{None, None}, + AxesOrigin->{0, 0}, + DisplayFunction->Identity, + Frame->{{False, False}, {False, False}}, + FrameLabel->{{None, None}, {None, None}}, + FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, + GridLines->{None, None}, + GridLinesStyle->Directive[ + GrayLevel[0.5, 0.4]], + Method->{ + "AxisPadding" -> Scaled[0.02], "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], "DefaultPlotStyle" -> { + Directive[ + RGBColor[0.24, 0.6, 0.8], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.95, 0.627, 0.1425], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.455, 0.7, 0.21], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.922526, 0.385626, 0.209179], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.578, 0.51, 0.85], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.772079, 0.431554, 0.102387], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.4, 0.64, 1.], + AbsoluteThickness[2]], + Directive[ + RGBColor[1., 0.75, 0.], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.8, 0.4, 0.76], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.637, 0.65, 0.], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.915, 0.3325, 0.2125], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.40082222609352647`, 0.5220066643438841, 0.85], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.9728288904374106, 0.621644452187053, 0.07336199581899142], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.736782672705901, 0.358, 0.5030266573755369], + AbsoluteThickness[2]], + Directive[ + RGBColor[0.28026441037696703`, 0.715, 0.4292089322474965], + AbsoluteThickness[2]]}, "DomainPadding" -> Scaled[0.02], + "PointSizeFunction" -> "SmallPointSize", "RangePadding" -> Scaled[0.05], + "OptimizePlotMarkers" -> True, "IncludeHighlighting" -> "CurrentPoint", + "HighlightStyle" -> Automatic, "OptimizePlotMarkers" -> True, + "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& ), "CopiedValueFunction" -> ({ + (Identity[#]& )[ + Part[#, 1]], + (Identity[#]& )[ + Part[#, 2]]}& )}}, + PlotRange->{{0, 1.}, {-1.21648146673872, 1.01647550616545}}, + PlotRangeClipping->True, + PlotRangePadding->{{ + Scaled[0.02], + Scaled[0.02]}, { + Scaled[0.05], + Scaled[0.05]}}, + Ticks->{Automatic, Automatic}]], "Output", + CellChangeTimes->{{3.948130859956072*^9, 3.948130955099884*^9}, { + 3.948132240485457*^9, 3.948132250365382*^9}, {3.948132417484611*^9, + 3.9481324376701603`*^9}, 3.94813260750077*^9, {3.948132688345565*^9, + 3.948132711310553*^9}, 3.9481327881911793`*^9, {3.9481329628023453`*^9, + 3.94813298206507*^9}, 3.9481331151859083`*^9, 3.948133145872796*^9, + 3.9481331931940002`*^9, {3.9481332275257883`*^9, 3.948133248903883*^9}, { + 3.948134412219392*^9, 3.948134424786851*^9}}, + CellLabel-> + "Out[691]=",ExpressionUUID->"30f05ce4-ff7f-4315-9ed3-24cb1532e4e3"] +}, Open ]] }, WindowSize->{1024.5, 561}, WindowMargins->{{0, Automatic}, {Automatic, 0}}, @@ -9828,60 +10855,65 @@ Cell[23987, 552, 226, 4, 23, "Input",ExpressionUUID->"bb0fd94f-bd94-4931-9ceb-b1 Cell[24216, 558, 4850, 118, 267, "Input",ExpressionUUID->"50ff86b5-737b-41c1-94ff-2145f7b2e4d1"], Cell[29069, 678, 2923, 76, 156, "Input",ExpressionUUID->"e23ecac0-2ba7-4f6f-af3e-48836159571d"], Cell[31995, 756, 605, 17, 30, "Input",ExpressionUUID->"a4305efd-2d5e-45f6-868d-8e07fb522f0e"], -Cell[32603, 775, 1021, 25, 23, "Input",ExpressionUUID->"5af352c6-8896-4a1b-b393-d7f34eecf643"], -Cell[33627, 802, 796, 23, 23, "Input",ExpressionUUID->"8ba63f81-4994-40a7-b866-6e34144d0207"], -Cell[34426, 827, 732, 20, 23, "Input",ExpressionUUID->"81c87f69-631d-4c87-9a94-4038f7ee3d75"], -Cell[35161, 849, 892, 18, 23, "Input",ExpressionUUID->"8b2c7f0e-f6fa-4dcd-a222-e419e5bac57f"], -Cell[36056, 869, 509, 12, 23, "Input",ExpressionUUID->"234f897f-aaa8-4394-81a2-948744438d34"], +Cell[32603, 775, 967, 23, 23, "Input",ExpressionUUID->"5af352c6-8896-4a1b-b393-d7f34eecf643"], +Cell[33573, 800, 796, 23, 23, "Input",ExpressionUUID->"8ba63f81-4994-40a7-b866-6e34144d0207"], +Cell[34372, 825, 732, 20, 23, "Input",ExpressionUUID->"81c87f69-631d-4c87-9a94-4038f7ee3d75"], +Cell[35107, 847, 892, 18, 23, "Input",ExpressionUUID->"8b2c7f0e-f6fa-4dcd-a222-e419e5bac57f"], +Cell[36002, 867, 509, 12, 23, "Input",ExpressionUUID->"234f897f-aaa8-4394-81a2-948744438d34"], Cell[CellGroupData[{ -Cell[36590, 885, 2353, 41, 23, "Input",ExpressionUUID->"56984f37-ab18-406a-b6c4-61b6a859e4b1"], -Cell[38946, 928, 2007, 29, 35, "Output",ExpressionUUID->"919b4663-4a6a-4083-b40d-cf6c6b427a33"] +Cell[36536, 883, 2353, 41, 23, "Input",ExpressionUUID->"56984f37-ab18-406a-b6c4-61b6a859e4b1"], +Cell[38892, 926, 2007, 29, 35, "Output",ExpressionUUID->"919b4663-4a6a-4083-b40d-cf6c6b427a33"] }, Open ]], Cell[CellGroupData[{ -Cell[40990, 962, 725, 20, 23, "Input",ExpressionUUID->"5945f6d0-c38c-4966-b262-8c714abbd4ad"], -Cell[41718, 984, 66163, 1193, 186, "Output",ExpressionUUID->"0de6ebc1-d180-400d-a3ab-43318b41fb18"] +Cell[40936, 960, 725, 20, 23, "Input",ExpressionUUID->"5945f6d0-c38c-4966-b262-8c714abbd4ad"], +Cell[41664, 982, 66163, 1193, 186, "Output",ExpressionUUID->"0de6ebc1-d180-400d-a3ab-43318b41fb18"] }, Open ]], -Cell[107896, 2180, 662, 14, 23, "Input",ExpressionUUID->"b30c963b-73c6-45e4-8851-ebca8a51734b"], +Cell[107842, 2178, 662, 14, 23, "Input",ExpressionUUID->"b30c963b-73c6-45e4-8851-ebca8a51734b"], Cell[CellGroupData[{ -Cell[108583, 2198, 2253, 41, 23, "Input",ExpressionUUID->"836b3548-7e17-45c1-b28e-0607b57c13a5"], -Cell[110839, 2241, 1461, 21, 35, "Output",ExpressionUUID->"d015d061-dada-4c76-9547-7fb223c133b4"] +Cell[108529, 2196, 2253, 41, 23, "Input",ExpressionUUID->"836b3548-7e17-45c1-b28e-0607b57c13a5"], +Cell[110785, 2239, 1461, 21, 35, "Output",ExpressionUUID->"d015d061-dada-4c76-9547-7fb223c133b4"] }, Open ]], Cell[CellGroupData[{ -Cell[112337, 2267, 834, 22, 23, "Input",ExpressionUUID->"a6c9f209-5969-490c-8928-610839cf2732"], -Cell[113174, 2291, 142956, 2451, 186, "Output",ExpressionUUID->"521a4e94-9194-4b92-8425-fea48cd77c67"] +Cell[112283, 2265, 834, 22, 23, "Input",ExpressionUUID->"a6c9f209-5969-490c-8928-610839cf2732"], +Cell[113120, 2289, 142956, 2451, 186, "Output",ExpressionUUID->"521a4e94-9194-4b92-8425-fea48cd77c67"] }, Open ]], -Cell[256145, 4745, 851, 17, 23, "Input",ExpressionUUID->"bed33f4f-46a0-47eb-8dc2-b968bd2f29f2"], +Cell[256091, 4743, 851, 17, 23, "Input",ExpressionUUID->"bed33f4f-46a0-47eb-8dc2-b968bd2f29f2"], Cell[CellGroupData[{ -Cell[257021, 4766, 2377, 41, 23, "Input",ExpressionUUID->"68019ef8-0ad0-4736-bcd3-369769400c1d"], -Cell[259401, 4809, 1687, 24, 35, "Output",ExpressionUUID->"a133428a-f962-4ad8-be5f-1a66523f0037"] +Cell[256967, 4764, 2377, 41, 23, "Input",ExpressionUUID->"68019ef8-0ad0-4736-bcd3-369769400c1d"], +Cell[259347, 4807, 1702, 25, 35, "Output",ExpressionUUID->"e79c5a28-1937-4270-9088-db58dd375331"] }, Open ]], Cell[CellGroupData[{ -Cell[261125, 4838, 777, 21, 23, "Input",ExpressionUUID->"ed7e7612-8de4-4ef5-bc3b-f2cf49b64d0e"], -Cell[261905, 4861, 136118, 2340, 182, "Output",ExpressionUUID->"4984b1f7-133c-4235-869e-314fef96e28e"] +Cell[261086, 4837, 777, 21, 23, "Input",ExpressionUUID->"ed7e7612-8de4-4ef5-bc3b-f2cf49b64d0e"], +Cell[261866, 4860, 136118, 2340, 182, "Output",ExpressionUUID->"4984b1f7-133c-4235-869e-314fef96e28e"] }, Open ]], -Cell[398038, 7204, 703, 15, 23, "Input",ExpressionUUID->"16fd2f85-0c15-4ce1-9650-d56f875e3ac0"], +Cell[397999, 7203, 703, 15, 23, "Input",ExpressionUUID->"16fd2f85-0c15-4ce1-9650-d56f875e3ac0"], Cell[CellGroupData[{ -Cell[398766, 7223, 2618, 45, 23, "Input",ExpressionUUID->"d6909a2d-ebee-4926-a02b-8ab0c90b08df"], -Cell[401387, 7270, 1824, 26, 35, "Output",ExpressionUUID->"209516ff-1879-4481-9231-611ef1c9825c"] +Cell[398727, 7222, 2618, 45, 23, "Input",ExpressionUUID->"d6909a2d-ebee-4926-a02b-8ab0c90b08df"], +Cell[401348, 7269, 1824, 26, 35, "Output",ExpressionUUID->"209516ff-1879-4481-9231-611ef1c9825c"] }, Open ]], Cell[CellGroupData[{ -Cell[403248, 7301, 1762, 34, 23, "Input",ExpressionUUID->"459c2b59-8ce1-4f14-9c91-8fdcc83acf25"], -Cell[405013, 7337, 133495, 2294, 182, "Output",ExpressionUUID->"ffd6f419-7cc8-4a11-9daf-a5981d445824"] +Cell[403209, 7300, 1762, 34, 23, "Input",ExpressionUUID->"459c2b59-8ce1-4f14-9c91-8fdcc83acf25"], +Cell[404974, 7336, 133495, 2294, 182, "Output",ExpressionUUID->"ffd6f419-7cc8-4a11-9daf-a5981d445824"] }, Open ]], Cell[CellGroupData[{ -Cell[538545, 9636, 500, 14, 30, "Input",ExpressionUUID->"8f94b911-4282-4699-9f4f-af2006d0f1fb"], -Cell[539048, 9652, 2546, 54, 59, "Output",ExpressionUUID->"3039fc70-f0af-4e70-bc64-e604b3f36d0d"] +Cell[538506, 9635, 500, 14, 30, "Input",ExpressionUUID->"8f94b911-4282-4699-9f4f-af2006d0f1fb"], +Cell[539009, 9651, 2546, 54, 59, "Output",ExpressionUUID->"3039fc70-f0af-4e70-bc64-e604b3f36d0d"] }, Open ]], -Cell[541609, 9709, 332, 8, 23, "Input",ExpressionUUID->"cd2f3698-aefd-466e-b7c8-2012f3538973"], +Cell[541570, 9708, 332, 8, 23, "Input",ExpressionUUID->"cd2f3698-aefd-466e-b7c8-2012f3538973"], Cell[CellGroupData[{ -Cell[541966, 9721, 519, 14, 30, "Input",ExpressionUUID->"57aa01a8-18a7-45a2-b2b7-055f7b61faa7"], -Cell[542488, 9737, 192, 2, 25, "Output",ExpressionUUID->"15effdbc-9a3d-4a23-bfd0-494fb6fb5423"] +Cell[541927, 9720, 519, 14, 30, "Input",ExpressionUUID->"57aa01a8-18a7-45a2-b2b7-055f7b61faa7"], +Cell[542449, 9736, 192, 2, 25, "Output",ExpressionUUID->"15effdbc-9a3d-4a23-bfd0-494fb6fb5423"] }, Open ]], Cell[CellGroupData[{ -Cell[542717, 9744, 1572, 41, 30, "Input",ExpressionUUID->"dcd9a96d-e483-4aa1-af04-d08688038cb6"], -Cell[544292, 9787, 521, 7, 25, "Output",ExpressionUUID->"1f8c8629-c764-4604-b0fe-5c01e46e6013"] +Cell[542678, 9743, 1572, 41, 30, "Input",ExpressionUUID->"dcd9a96d-e483-4aa1-af04-d08688038cb6"], +Cell[544253, 9786, 521, 7, 25, "Output",ExpressionUUID->"1f8c8629-c764-4604-b0fe-5c01e46e6013"] }, Open ]], -Cell[544828, 9797, 129, 3, 22, "Input",ExpressionUUID->"cd3586f6-0751-4eee-baef-0c6737444c1d"] +Cell[544789, 9796, 394, 10, 23, "Input",ExpressionUUID->"b6f65d11-1714-42cd-b279-8e2c0eb8fe70"], +Cell[545186, 9808, 482, 13, 40, "Input",ExpressionUUID->"788c910c-c901-4771-95a4-a21a3056ef4d"], +Cell[CellGroupData[{ +Cell[545693, 9825, 711, 19, 23, "Input",ExpressionUUID->"64b9d7b0-4d42-4971-a779-d26a172dddb6"], +Cell[546407, 9846, 54135, 980, 182, "Output",ExpressionUUID->"30f05ce4-ff7f-4315-9ed3-24cb1532e4e3"] +}, Open ]] } ] *) |