CASPT3/Data/CASPT3.nb
Pierre-Francois Loos afa20d93a3 main table
2022-03-19 11:21:17 +01:00

3564 lines
189 KiB
Mathematica

(* Content-type: application/vnd.wolfram.mathematica *)
(*** Wolfram Notebook File ***)
(* http://www.wolfram.com/nb *)
(* CreatedBy='Mathematica 12.1' *)
(*CacheID: 234*)
(* Internal cache information:
NotebookFileLineBreakTest
NotebookFileLineBreakTest
NotebookDataPosition[ 158, 7]
NotebookDataLength[ 193151, 3555]
NotebookOptionsPosition[ 191578, 3517]
NotebookOutlinePosition[ 191973, 3533]
CellTagsIndexPosition[ 191930, 3530]
WindowFrame->Normal*)
(* Beginning of Notebook Content *)
Notebook[{
Cell[CellGroupData[{
Cell["Initialization", "Title",
CellChangeTimes->{{3.72080320888133*^9,
3.72080321309881*^9}},ExpressionUUID->"b3a1f32d-84aa-450f-9469-\
c14711d3ca52"],
Cell[BoxData[
RowBox[{
RowBox[{"HaToeV", "=", "27.21138602"}], ";"}]], "Input",
InitializationCell->True,
CellChangeTimes->{{3.7208031947801647`*^9, 3.7208032000677156`*^9}, {
3.7208034541742477`*^9, 3.720803455246439*^9}},
CellLabel->"In[28]:=",ExpressionUUID->"5695e463-2d83-4840-b4cb-cf89fb9a3729"],
Cell[BoxData[
RowBox[{
RowBox[{
"SetDirectory", "[", "\"\<~/Dropbox/Manuscripts/CASPT3/Data\>\"", "]"}],
";"}]], "Input",
InitializationCell->True,
CellChangeTimes->{{3.727109326220275*^9, 3.7271093336928377`*^9}, {
3.739897263620181*^9, 3.739897264594913*^9}, {3.742537460346127*^9,
3.74253746199249*^9}, {3.745337457365486*^9, 3.745337461494843*^9}, {
3.759165019260251*^9, 3.7591650205826883`*^9}, {3.759724285782976*^9,
3.759724288096609*^9}, {3.790237549098773*^9, 3.790237550346134*^9}, {
3.811322484247343*^9, 3.81132248561255*^9}, {3.822479549885055*^9,
3.8224795516059837`*^9}, {3.8271532122845078`*^9, 3.827153212418984*^9}, {
3.8417400605364723`*^9, 3.841740079592175*^9}, {3.8419851183906727`*^9,
3.841985119590111*^9}, {3.8566600295137777`*^9, 3.856660029558735*^9}, {
3.8566608900330772`*^9, 3.856660891911209*^9}},
CellLabel->"In[44]:=",ExpressionUUID->"5a741cfd-e21a-46f1-b0b2-c292f9a72811"],
Cell[BoxData[{
RowBox[{"Needs", "[", "\"\<MaTeX`\>\"", "]"}], "\[IndentingNewLine]",
RowBox[{
RowBox[{"SetOptions", "[",
RowBox[{"MaTeX", ",",
RowBox[{"\"\<Preamble\>\"", "\[Rule]",
RowBox[{
"{", "\"\<\\\\usepackage{amssymb,amsmath,latexsym,amsfonts,amsthm,\
mathpazo,xcolor,bm,mhchem}\>\"", "}"}]}]}], "]"}], ";"}]}], "Input",
InitializationCell->True,
CellChangeTimes->{{3.7288240181604652`*^9, 3.728824027007351*^9}, {
3.733131339213026*^9, 3.733131352923026*^9}},
CellLabel->"In[30]:=",ExpressionUUID->"f2aa5eeb-491e-4712-8186-cd8ae4c8f880"]
}, Closed]],
Cell[CellGroupData[{
Cell["XLS ", "Title",
CellChangeTimes->{{3.814677506125455*^9,
3.814677506818686*^9}},ExpressionUUID->"7bca69e7-ea88-42f1-8cb1-\
a301789d5f95"],
Cell[BoxData[
RowBox[{
RowBox[{"Sheet", "=", "4"}], ";"}]], "Input",
InitializationCell->True,
CellChangeTimes->{{3.856660154016405*^9, 3.8566601628895607`*^9}},
CellLabel->"In[32]:=",ExpressionUUID->"717b96b6-16dc-49c5-8f1c-5691e5e5da0f"],
Cell[CellGroupData[{
Cell[BoxData[{
RowBox[{
RowBox[{"WFT", "=",
RowBox[{"{",
RowBox[{
"\"\<CASPT2(IPEA)\>\"", ",", "\"\<CASPT2(NOIPEA)\>\"", ",",
"\"\<CASPT3(IPEA)\>\"", ",", "\"\<CASPT3(NOIPEA)\>\"", ",",
"\"\<SC-NEVPT2\>\"", ",", "\"\<PC-NEVPT2\>\""}], "}"}]}],
";"}], "\[IndentingNewLine]",
RowBox[{
RowBox[{"MAE", "=",
RowBox[{
RowBox[{"Import", "[", "\"\<FCI-all.xlsx\>\"", "]"}],
"\[LeftDoubleBracket]",
RowBox[{"Sheet", ",",
RowBox[{"3", ";;", "286"}], ",",
RowBox[{"39", "+",
RowBox[{"{",
RowBox[{"19", ",", "20", ",", "21", ",", "22", ",", "23", ",", "24"}],
"}"}]}]}], "\[RightDoubleBracket]"}]}], ";"}], "\[IndentingNewLine]",
RowBox[{
RowBox[{"graph", "=",
RowBox[{"Table", "[", "\[IndentingNewLine]",
RowBox[{
RowBox[{"Show", "[",
RowBox[{
RowBox[{"{", "\[IndentingNewLine]",
RowBox[{
RowBox[{"Histogram", "[",
RowBox[{
RowBox[{"MAE", "\[LeftDoubleBracket]",
RowBox[{";;", ",", "m"}], "\[RightDoubleBracket]"}], ",", "20",
",", "\"\<PDF\>\"", ",",
RowBox[{"PlotTheme", "\[Rule]", "\"\<Scientific\>\""}], ",",
RowBox[{"BaseStyle", "\[Rule]", "14"}], ",",
RowBox[{"PlotRange", "\[Rule]",
RowBox[{"{",
RowBox[{
RowBox[{"{",
RowBox[{
RowBox[{"-", "1"}], ",",
RowBox[{"+", "1"}]}], "}"}], ",", "Automatic"}], "}"}]}], ",",
RowBox[{"FrameLabel", "\[Rule]",
RowBox[{"{",
RowBox[{"\"\<Error (eV)\>\"", ",", "None"}], "}"}]}], ",",
RowBox[{"ChartStyle", "\[Rule]",
RowBox[{"{",
RowBox[{"Directive", "[",
RowBox[{
RowBox[{"Opacity", "[", "0.5", "]"}], ",",
RowBox[{
RowBox[{"ColorData", "[",
RowBox[{"1", ",", "\"\<ColorList\>\""}], "]"}],
"\[LeftDoubleBracket]", "m", "\[RightDoubleBracket]"}]}],
"]"}], "}"}]}], ",",
RowBox[{"FrameTicks", "\[Rule]",
RowBox[{"{",
RowBox[{"Automatic", ",", "None"}], "}"}]}], ",",
RowBox[{"FrameStyle", "\[Rule]",
RowBox[{"Directive", "[",
RowBox[{"Thick", ",", "20", ",", "Black"}], "]"}]}], ",",
RowBox[{"PlotLabel", "\[Rule]",
RowBox[{"Style", "[",
RowBox[{
RowBox[{
RowBox[{
"WFT", "\[LeftDoubleBracket]", "m", "\[RightDoubleBracket]"}],
"<>", "\"\< MAE: \>\"", "<>",
RowBox[{"ToString", "[",
RowBox[{"SetAccuracy", "[",
RowBox[{
RowBox[{"Mean", "[",
RowBox[{"Abs", "[",
RowBox[{"DeleteCases", "[",
RowBox[{
RowBox[{"MAE", "\[LeftDoubleBracket]",
RowBox[{";;", ",", "m"}], "\[RightDoubleBracket]"}], ",",
"\"\<\>\""}], "]"}], "]"}], "]"}], ",", "3"}], "]"}],
"]"}], "<>", "\"\< eV\>\""}], ",", "20"}], "]"}]}]}], "]"}],
"\[IndentingNewLine]", ",", "\[IndentingNewLine]",
RowBox[{"SmoothHistogram", "[",
RowBox[{
RowBox[{"DeleteCases", "[",
RowBox[{
RowBox[{"MAE", "\[LeftDoubleBracket]",
RowBox[{";;", ",", "m"}], "\[RightDoubleBracket]"}], ",",
"\"\<\>\""}], "]"}], ",", "Automatic", ",", "\"\<PDF\>\"", ",",
RowBox[{"PlotRange", "\[Rule]",
RowBox[{"{",
RowBox[{
RowBox[{"{",
RowBox[{
RowBox[{"-", "1"}], ",", "1"}], "}"}], ",", "Automatic"}],
"}"}]}], ",",
RowBox[{"PlotStyle", "\[Rule]",
RowBox[{"Directive", "[",
RowBox[{
RowBox[{
RowBox[{"ColorData", "[",
RowBox[{"1", ",", "\"\<ColorList\>\""}], "]"}],
"\[LeftDoubleBracket]", "m", "\[RightDoubleBracket]"}], ",",
RowBox[{"Thickness", "[", "0.01", "]"}]}], "]"}]}], ",",
RowBox[{"Filling", "\[Rule]", "Bottom"}], ",",
RowBox[{"PlotTheme", "\[Rule]", "\"\<Web\>\""}]}], "]"}]}],
"\[IndentingNewLine]", "}"}], ",",
RowBox[{"ImageSize", "\[Rule]", "300"}]}], "]"}],
"\[IndentingNewLine]", ",",
RowBox[{"{",
RowBox[{"m", ",", "6"}], "}"}]}], "]"}]}], ";"}], "\[IndentingNewLine]",
RowBox[{"Grid", "[",
RowBox[{
RowBox[{"{",
RowBox[{
RowBox[{"graph", "\[LeftDoubleBracket]",
RowBox[{"1", ";;", "2"}], "\[RightDoubleBracket]"}], ",",
RowBox[{"graph", "\[LeftDoubleBracket]",
RowBox[{"3", ";;", "4"}], "\[RightDoubleBracket]"}]}], "}"}], ",",
RowBox[{"Spacings", "\[Rule]",
RowBox[{"{",
RowBox[{"1", ",", "2"}], "}"}]}]}], "]"}], "\[IndentingNewLine]",
RowBox[{
RowBox[{"Export", "[",
RowBox[{"\"\<PT2_vs_PT3.pdf\>\"", ",", "%"}], "]"}], ";"}]}], "Input",
CellChangeTimes->{
3.856660128032843*^9, 3.85666021224992*^9, {3.8566602476840343`*^9,
3.8566602853799067`*^9}, {3.8566607744483757`*^9,
3.8566608027725983`*^9}, {3.8566608694395113`*^9, 3.85666086948899*^9}, {
3.8566609083038397`*^9, 3.856660913835145*^9}, {3.85666105111029*^9,
3.856661110546945*^9}},
CellLabel->"In[70]:=",ExpressionUUID->"919b4508-e93a-4c58-acbd-bccf8883719c"],
Cell[BoxData[
TagBox[GridBox[{
{
GraphicsBox[{{
{RGBColor[0.92, 0.488, 0.2432], EdgeForm[{Opacity[0.5319999999999999],
Thickness[Small]}], {},
{RGBColor[0.92, 0.488, 0.2432], EdgeForm[{Opacity[
0.5319999999999999], Thickness[Small]}],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{-0.35, 0}, {-0.3, 0.07547169811320754},
"RoundingRadius" -> 0]},
ImageSizeCache->{{105.6875, 112.875}, {66.44564249996361,
69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 0.07547169811320754]& ,
TagBoxNote->"0.07547169811320754"],
StyleBox[
"0.07547169811320754`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[0.07547169811320754, {FontFamily -> "Times"}],
"Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{-0.3, 0}, {-0.25, 0.07547169811320754},
"RoundingRadius" -> 0]},
ImageSizeCache->{{112.375, 119.5625}, {66.44564249996361,
69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 0.07547169811320754]& ,
TagBoxNote->"0.07547169811320754"],
StyleBox[
"0.07547169811320754`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[0.07547169811320754, {FontFamily -> "Times"}],
"Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{-0.25, 0}, {-0.2, 0.22641509433962265`},
"RoundingRadius" -> 0]},
ImageSizeCache->{{119.0625, 126.25}, {61.41173585281403,
69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 0.22641509433962265`]& ,
TagBoxNote->"0.22641509433962265"],
StyleBox[
"0.22641509433962265`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[0.22641509433962265`, {FontFamily -> "Times"}],
"Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{-0.2, 0}, {-0.15, 0.5283018867924528},
"RoundingRadius" -> 0]},
ImageSizeCache->{{125.75, 132.9375}, {51.34392255851486,
69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 0.5283018867924528]& ,
TagBoxNote->"0.5283018867924528"],
StyleBox[
"0.5283018867924528`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[0.5283018867924528, {FontFamily -> "Times"}], "Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{-0.15, 0}, {-0.1, 0.7547169811320755},
"RoundingRadius" -> 0]},
ImageSizeCache->{{132.4375, 139.625}, {43.79306258779049,
69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 0.7547169811320755]& ,
TagBoxNote->"0.7547169811320755"],
StyleBox[
"0.7547169811320755`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[0.7547169811320755, {FontFamily -> "Times"}], "Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{-0.1, 0}, {-0.05, 1.5849056603773586`},
"RoundingRadius" -> 0]},
ImageSizeCache->{{139.125, 146.3125}, {16.10657602846777,
69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 1.5849056603773586`]& ,
TagBoxNote->"1.5849056603773586"],
StyleBox[
"1.5849056603773586`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[1.5849056603773586`, {FontFamily -> "Times"}],
"Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{-0.05, 0}, {0., 2.0377358490566038`},
"RoundingRadius" -> 0]},
ImageSizeCache->{{145.8125, 153.}, {1.0048560870190215`,
69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 2.0377358490566038`]& ,
TagBoxNote->"2.0377358490566038"],
StyleBox[
"2.0377358490566038`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[2.0377358490566038`, {FontFamily -> "Times"}],
"Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{0., 0}, {0.05, 4.90566037735849},
"RoundingRadius" -> 0]},
ImageSizeCache->{{152.5, 159.6875}, {-94.63937020882307,
69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 4.90566037735849]& ,
TagBoxNote->"4.90566037735849"],
StyleBox[
"4.90566037735849`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[4.90566037735849, {FontFamily -> "Times"}], "Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{0.05, 0}, {0.1, 3.018867924528302},
"RoundingRadius" -> 0]},
ImageSizeCache->{{159.1875, 166.375}, {-31.715537119453273`,
69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 3.018867924528302]& ,
TagBoxNote->"3.018867924528302"],
StyleBox[
"3.018867924528302`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[3.018867924528302, {FontFamily -> "Times"}], "Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{0.1, 0}, {0.15, 2.4150943396226414`},
"RoundingRadius" -> 0]},
ImageSizeCache->{{165.875, 173.0625}, {-11.579910530854931`,
69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 2.4150943396226414`]& ,
TagBoxNote->"2.4150943396226414"],
StyleBox[
"2.4150943396226414`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[2.4150943396226414`, {FontFamily -> "Times"}],
"Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{0.15, 0}, {0.2, 1.4339622641509433`},
"RoundingRadius" -> 0]},
ImageSizeCache->{{172.5625, 179.75}, {21.140482675617363`,
69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 1.4339622641509433`]& ,
TagBoxNote->"1.4339622641509433"],
StyleBox[
"1.4339622641509433`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[1.4339622641509433`, {FontFamily -> "Times"}],
"Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{0.2, 0}, {0.25, 1.0566037735849056`},
"RoundingRadius" -> 0]},
ImageSizeCache->{{179.25, 186.4375}, {33.72524929349132,
69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 1.0566037735849056`]& ,
TagBoxNote->"1.0566037735849056"],
StyleBox[
"1.0566037735849056`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[1.0566037735849056`, {FontFamily -> "Times"}],
"Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{0.25, 0}, {0.3, 0.6037735849056604},
"RoundingRadius" -> 0]},
ImageSizeCache->{{185.9375, 193.125}, {48.82696923494007,
69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 0.6037735849056604]& ,
TagBoxNote->"0.6037735849056604"],
StyleBox[
"0.6037735849056604`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[0.6037735849056604, {FontFamily -> "Times"}], "Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{0.3, 0}, {0.35, 0.5283018867924528},
"RoundingRadius" -> 0]},
ImageSizeCache->{{192.625, 199.8125}, {51.34392255851486,
69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 0.5283018867924528]& ,
TagBoxNote->"0.5283018867924528"],
StyleBox[
"0.5283018867924528`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[0.5283018867924528, {FontFamily -> "Times"}], "Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{0.35, 0}, {0.4, 0.22641509433962265`},
"RoundingRadius" -> 0]},
ImageSizeCache->{{199.3125, 206.5}, {61.41173585281403,
69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 0.22641509433962265`]& ,
TagBoxNote->"0.22641509433962265"],
StyleBox[
"0.22641509433962265`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[0.22641509433962265`, {FontFamily -> "Times"}],
"Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{0.4, 0}, {0.45, 0.1509433962264151},
"RoundingRadius" -> 0]},
ImageSizeCache->{{206., 213.1875}, {63.92868917638883,
69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 0.1509433962264151]& ,
TagBoxNote->"0.1509433962264151"],
StyleBox[
"0.1509433962264151`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[0.1509433962264151, {FontFamily -> "Times"}], "Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{0.5, 0}, {0.55, 0.22641509433962265`},
"RoundingRadius" -> 0]},
ImageSizeCache->{{219.375, 226.56250000000003`}, {
61.41173585281403, 69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 0.22641509433962265`]& ,
TagBoxNote->"0.22641509433962265"],
StyleBox[
"0.22641509433962265`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[0.22641509433962265`, {FontFamily -> "Times"}],
"Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{0.65, 0}, {0.7, 0.07547169811320754},
"RoundingRadius" -> 0]},
ImageSizeCache->{{239.43750000000003`, 246.625}, {
66.44564249996361, 69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 0.07547169811320754]& ,
TagBoxNote->"0.07547169811320754"],
StyleBox[
"0.07547169811320754`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[0.07547169811320754, {FontFamily -> "Times"}],
"Tooltip"]& ],
TagBox[
TooltipBox[
TagBox[
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.5],
TagBox[
DynamicBox[{
FEPrivate`If[
CurrentValue["MouseOver"],
EdgeForm[{
GrayLevel[0.5],
AbsoluteThickness[1.5],
Opacity[0.66]}], {}, {}],
RectangleBox[{0.7, 0}, {0.75, 0.07547169811320754},
"RoundingRadius" -> 0]},
ImageSizeCache->{{246.125, 253.31250000000003`}, {
66.44564249996361, 69.46259582353841}}],
"DelayedMouseEffectStyle"]},
StatusArea[#, 0.07547169811320754]& ,
TagBoxNote->"0.07547169811320754"],
StyleBox[
"0.07547169811320754`", {FontFamily -> "Times"}, StripOnInput ->
False]],
Annotation[#,
Style[0.07547169811320754, {FontFamily -> "Times"}],
"Tooltip"]& ]}, {}, {}}, {{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \
{}, {}, {}, {}, {}, {}, {}, {}, {}}}, {{}, GraphicsComplexBox[CompressedData["
1:eJzt2/k3Vl8cL3BjRIakQpOk0qyiVPI+lfqmUlIyhJA5CRGphMyRIUWSKfM8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"], {{{},
{RGBColor[0.24720000000000014`, 0.24, 0.6], Opacity[0.3], EdgeForm[
None], GraphicsGroupBox[PolygonBox[CompressedData["
1:eJwl12O3IIYOBdA7tm3btm3btm3bNtqx7WnHtm0b7Vhvz+uHvZIfkJWcJGrc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"]]]}, {}, {}}, {{}, {},
{RGBColor[0.24720000000000014`, 0.24, 0.6], PointSize[
NCache[
Rational[1, 120], 0.008333333333333333]], Thickness[0.01],
CapForm["Butt"], LineBox[CompressedData["
1:eJwl12O3GIYSBdAb27Zt27Zt27ZttWEb27Zt27aN5u2s92GvmT9wBokad6jc
PlBAQMCUIAEBf2pgtAFBCUZwQhCSUIQmDGEJR3giEJFIRCYKUYlGdGIQk1jE
Jg5xiUd8EpCQRCQmCUlJRnJSkJJUpCYNaUlHejKQkUxkJgtZyUZ2cpCTXOQm
D3nJR34KUJBCFKYIRSlGcUpQklKUpgxlKUd5KlCRSlSmClWpRnVqUJNa1KYO
dalHfRrQkEY0pglNaUZzWtCSVrSmDW1pR3s60JFOdKYLXelGd3rQk170pg99
6Ud/BjCQQQxmCEMZxnBGMJJRjGYMYxnHeCYwkUlMZgpTmcZf/M10ZjCTWcxm
Dv/wL3OZx3wWsJBFLGYJS1nGclawklWsZg1rWcd6NrCRTWxmC1vZxnZ2sJNd
7GYPe9nHfg5wkEMc5ghHOcZxTnCSU5zmDGc5x3kucJFLXOYKV7nGdW5wk1vc
5g53ucd9HvCQRzzmCU95xnNe8JJXvOYNb3nHez7wkU985gtf+cZ3fvCTX/zH
b/6EPxCBCUJQghGcEIQkFKEJQ1jCEZ4IRCQSkYlCVKIRnRjEJBaxiUNc4hGf
BCQkEYlJQlKSkZwUpCQVqUlDWtKRngxkJBOZyUJWspGdHOQkF7nJQ17ykZ8C
FKQQhSlCUYpRnBKUpBSlKUNZylGeClSkEpWpQlWqUZ0a1KQWtalDXepRnwY0
pBGNaUJTmtGcFrSkFa1pQ1va8Wd4d6AjnehMF7rSje70oCe96E0f+tKP/gxg
IIMYzBCGMozhjGAkoxjNGMYyjvFMYCKTmMwUpjKNv/ib6cxgJrOYzRz+4V/m
Mo/5LGAhi1jMEpayjOWsYCWrWM0a1rKO9WxgI5vYzBa2so3t7GAnu9jNHvay
j/0c4CCHOMwRjnKM45zgJKc4zRnOco7zXOAil7jMFa5yjevc4Ca3uM0d7nKP
+zzgIY94zBOe8oznvOAlr3jNG97yjvd84COf+MwXvvKN7/zgJ7/4j9/8WfyB
CEwQghKM4IQgJKEITRjCEo7wRCAikYhMFKISjejEICaxiE0c4hKP+CQgIYlI
TBKSkozkpCAlqUhNGtKSjvRkICOZyEwWspKN7OQgJ7nITR7yko/8FKAghShM
EYpSjOKUoCSlKE0ZylKO8lSgIpWoTBWqUo3q1KAmtahNHepSj/o0oCGNaEwT
mtKM5rSgJa1oTRva0o72dKAjnehMF7rSje70oCe96E0f+tKP/gxgIIMYzBCG
MozhjGAkoxjNGMYyjvFMYCKTmMwUpjKNv/ib6cxgJrOYzRz+4V/mMo/5LGAh
i1jMEpayjOWsYCWrWM0a1rKO9WxgI5vYzBa2so3t7GAnu9jNHvayj/0c4CCH
OMwRjnKM45zgJKc4zRnOco7zXOAil7jMFa5yjevc4Ca3uM0d7nKP+zzgIY94
zBOe8oznvOAlr3jNG97yjvd84COf+MwXvvKN7/zgJ7/4j9/8OfoDEZggBCUY
wQlBSEIRmjCEJRzhiUBEIhGZKEQlGtGJQUxiEZs4xCUe8UlAQhKRmCQkJRnJ
SUFKUpGaNKQlHenJQEYykZksZCUb2clBTnKRmzzkJR/5KUBBClGYIhSlGMUp
QUlKUZoylKUc5alARSpRmSpUpRrVqUFNalGbOtSlHvVpQEMa0ZgmNKUZzWlB
S1rRmja0pR3t6UBHOtGZLnSlG93pQU960Zs+9KUf/RnAQAYxmCEMZRjDGcFI
RjGaMYxlHOOZwEQmMTnI/3/J/wH0z7AT
"]]}}}], {{}, {}}}},
AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
Axes->{False, False},
AxesLabel->{None, None},
AxesOrigin->{-1.04, 0},
BaseStyle->14,
Frame->True,
FrameLabel->{{None, None}, {
FormBox["\"Error (eV)\"", TraditionalForm], None}},
FrameStyle->Directive[
Thickness[Large], 20,
GrayLevel[0]],
FrameTicks->{{None, None}, {Automatic, Automatic}},
GridLines->{{0}, {0}},
GridLinesStyle->Directive[
GrayLevel[0.5, 0.4]],
ImageSize->300,
LabelStyle->{FontFamily -> "Times"},
PlotLabel->FormBox[
StyleBox["\"CASPT2(IPEA) MAE: 0.11 eV\"", 20, StripOnInput -> False],
TraditionalForm],
PlotRange->{{-1, 1}, {All, All}},
PlotRangePadding->{{
Scaled[0.02],
Scaled[0.02]}, {None,
Scaled[0.05]}},
Ticks->{Automatic, Automatic}],
GraphicsBox[{{
{RGBColor[0.92, 0.488, 0.2432], EdgeForm[{Opacity[
0.49699999999999994`], Thickness[Small]}], {},
{RGBColor[0.92, 0.488, 0.2432], EdgeForm[{Opacity[
0.49699999999999994`], Thickness[Small]}],
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-1.05, 0}, {-1., 0.07547169811320754},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.95, 0}, {-0.9, 0.07547169811320754},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.85, 0}, {-0.8, 0.07547169811320754},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.8, 0}, {-0.75, 0.1509433962264151},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.75, 0}, {-0.7, 0.3018867924528302},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.7, 0}, {-0.65, 0.3018867924528302},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.65, 0}, {-0.6, 0.37735849056603776},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.6, 0}, {-0.55, 0.37735849056603776},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.55, 0}, {-0.5, 0.5283018867924528},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.5, 0}, {-0.45, 0.7547169811320755},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.45, 0}, {-0.4, 0.9811320754716981},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.4, 0}, {-0.35, 2.339622641509434},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.35, 0}, {-0.3, 1.6603773584905661},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.3, 0}, {-0.25, 1.5849056603773586},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.25, 0}, {-0.2, 2.188679245283019},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.2, 0}, {-0.15, 2.4150943396226414},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.15, 0}, {-0.1, 1.3584905660377358},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.1, 0}, {-0.05, 0.9056603773584906},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{-0.05, 0}, {0., 1.1320754716981132},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{0., 0}, {0.05, 1.2830188679245282},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{0.05, 0}, {0.1, 0.6037735849056604},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{0.1, 0}, {0.15, 0.4528301886792453},
RoundingRadius->0]},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.5],
RectangleBox[{0.3, 0}, {0.35, 0.07547169811320754},
RoundingRadius->
0]}}, {}, {}}, {{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \
{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}}}, {{},
GraphicsComplexBox[CompressedData["
1:eJzt2+k3lW/4KPAoSRFKCZEkIfkqSUkuoVJJpIRKZKwUEakooZBCZkKmbcg8
zy7zPI/bPM/zmGnbP2eddV6c8x+ctTxv9r7WPT5738/9XPeLz/Fnhvd0KHfs
2MG1e8eO//X5v69Z/D/fOs8XU2wsz+DrnQJJn8mh4LRI/4BydAbXybIXqTkI
IJWsFrGnbQaz/pvW3ClGgEUTwvr+ihmMoO2SM1UiQLjwrPyhrBksj25hVntB
ALUFsWC26Bl8lJVvn/2JALRJX5eO+89gy5+NpWAXAuQZ18nyOs0gJ1+XG1Mg
AYzPsfkJfp7BmFPsb1hiCMAzrzNz3mgG5SdlTDPTCEBMiJe6rDmDvh58mhR5
BHB8s+5x9d4M8rz6Ub9STACJs9fHbkjP4MyXHunocgLMzrqIy5+fwbpP/Oy8
lQQIje9wvn9yBt8ZUCS9ryCAshHPgNrhGXzYY6ocV0oAGqE3FzSpZ3DPvz4N
YgEBsmeyHPRWppFzRkuKKpsAhnG7u16NTSNd/p6wG0kE4DJUFHrbPo0dql0N
KREEaBL0s/lQOY3KMcpPn/gRwH56uMUqexo3H0KzshMBxGLP8tvFTCMaGnJm
bP0eU68sLH8GTKOefVmC3ysCBJ4prXNznsY3EwmubI8IoDTFyO1rNY1it+jM
FW8QYHfM43eBb6bxv7+3mx6dI0C6QXhF2LNpNJy/Oap6lAAGAvPsMUrTmK7s
32BARQCOSfE3STLTqMOf+iV9KhTqo+yKMkSmsUyl2eZFcyjYvmxgzuOZxubP
Yoze2aEgepr9ZQnzNF6+atFmHBIK4+N6uVV7pnHjANvyye+h4Pc3kbFxdQqV
GNMcuo1CQeEFSbttfApbtW9kVz4MBUp+2fSejim0o/ybxAGhkDLmum+4ago3
D76w33sqFPQju9Qnc6ZwjJ9woYg+FNie8ybOx07hKXcKR+vVEKjhNaFa/TOF
d9h2uHwaDAGr0RwVsssU6nq9DVusC4HzEXuiqayn8C8zmY0NQ2BYT4m8z2QK
P6veDz8bFwI+pwLuHdCeQudDNd/MgkJAbmSUcOTBFF52MaDm8wyBzTDhVY7r
U3hF43K9488QSNT9JHdSdArDvgp96rQLAW2e8j+neafQUOGG0uOvIXBk+ODC
WZYp7O6PoJX/FgIVBPXrF/dOYV+lgOnC9xCw1In0kVifxHu/nBec3EJA6OTi
pMzkJHqbD5tpBYZA/6CE5O2uSSQ7mG9EJ4SAZ6iDm2LNJD6nTl+PKQ0BWe2m
4Yc4iSP2azqE/hBYP3FMTD1+EnsMXk7XUYZC7MDzn9pBk3hb7XCDAW8oaIYk
975wncQvbx4GJSmFApMWWfiNzSTW7D2yr9s2FEq4btm9e7s13m+xv1xb/+eH
fvd2S51J9Dzi1pyyGgoCwT1nbJUn8Zm596PKKwTo0eT/8v3GJNLT3/nmbk8A
1+OmTS4XJ9G18JmdSDsBrvXhKS++SRSnSovtPBcGK4F7P/qzTqLibavweNcw
+KvxoCZk3yR+/hy6o3k1DNQ5A4//3ZjAZ9e/jhrqhwND7/jb+KkJbC3Nf+3R
HQ6Ff0TKUrsn8JrzQVPNxxFg9tSKLad2Aiuacwom+iKA71jl68K8CeQXHH11
wzASOrsPFZQnTKDwhTG1r7v+glOAxqG64Am8N8hwMzHoL0ipR+m3uE2gCYkv
tvF6FCyyL2d12m61t6E3m1uIgvAuSfoB0wks7aUX2R8ZDWr+js/GdCeQKYvl
CZ9uDNA9aUmZeTiBc8b/mUqdjoW8o8dplmUn0K9dtObOSiwYd758vHFpAjnC
Z8Olq+OAxy81jvL0BLY1U5yjfRAPxEcUO2mOTmDVs8wI9dJ4cGSTU6anm0Ch
pyshLlcSQKLDM/LQ5jgmOLPqeKclwKxv3wbbzDi6uPkwvRRJhFA1AQWu3nFk
Yy5r3EhNBGXWdyG89ePoQXSrkRRPgr3t+cuCBeNod4jtDl9xEmT70N4SSRrH
yf8s3kQqJoOh6kP/y6Hj+Auv0cf1JQMXS/DsVY9x1DMXvnbaNAWaiJPSst/G
8f7rX750tKlg7y3qJf9uHEV29HbJhKWCmIr1+H39cfzxZ+RknnQaTDFXX3mk
Oo6Un283GQymQWAr8y/NW+Monf+TSdQ+HZS8ng3qXR7HZqPOEtr/MmD3wxjR
1wLj+IxuxamdmAHph1e+v2Ufxxs+2jk/vmaCQYtU94f948j78B0Ho0gWcHj+
PPuFPIbO9HygMJIF9Q+ItnazY+g2UU2+4JcNtodOEH/2jSHpkWNEvFIOiDa/
Ou3eMIaxf0pEIuhyYdw9/ZNv4RjOEkgKNBW54Hd/Z0Ng8lZ8Zwpz7BEUmORP
hhPG0Jb94etW7jygbPI2j/EcwzjqO9la3/IgxW2gMsluDIWevYlZGc0DfSXB
Y5nmW+3XT+51lMsHtoPvjfOej+GPL2F3GBLyoaahsLhEbQzDwy8rfzxcAFau
+1mqb48h61sjyLcoAOF7qgaN4mMoLsYg3jJQAMOModh2Zgz/Bl9Sib1dCD71
0wd6OcYwQ/IcJSQXgtyvS7rD9GM4Qtei84G9CMgKthmTO8bwfjQXn5JdESQy
1NIuzI1iPsVMac5cEWjXsWis9o9ii0P8j5jHxcDsop1EbhxFhchR4qGyYqi4
G7d7d/EoMvZNl08Il4Al/ZoqbeooKh8ht7AHloBQrUzMgfBR/DJtNBFIWwoD
Ts47WLxHkXqoN1HvfSl4yrcrHXMYRa7cnwXaw6Ugu/9k+MkPo0hpdiXPUakM
1qsN106/HEX7fvqy6rwyiP2Zeefc463xfpcvHhUsB807VEEX74zi/HKPgsHv
cmCiU1iUkBhFM5ohxdg9FVBa5Xvj2n+jKLri/77ZtALe/xjyvc05im8vcT5p
6q8AATmhaUXGUWy7KRTtf7cSevZ9vKpCOYoHbeovcmdXgmtlsbv6wgi6NC1t
qvFWwTVHhlHtwRGkfHNZQMS9ClZuPbr8snkEW41NV8PIVRC1N8zpTckIPlTy
Wwh+UQ1PKmb73qWNIKP20HX25mpg+H5Z5FPECHLvp7+zF2qg8OY3e1ufEazR
lg5Uj6gBM5r6ju/fRzD+iVEZPWMt8JWz/ffr4wgqGgjcZXpfC532utZeBiOo
bSZtpN5bC86yCc3+T0ZQhazMaXKiDq7u2eANlR/BIcfPIorKdbBYet3iL4xg
tUHDnmL7Ogi3+1UbL7RVP78MKzLrQO1GJ1fa8RGM3OAZfzJZB3TUp8xyDoyg
srXk8Af2esgreVNeuHPrftjPqnPI14Pxt+yjFYvDGPsijuvap3o4eZ3aqG5o
GNWP9WpPxtQDkepeYUvLMKau+XoydtWDY7Hf4a7SYfxm5leasK8BJL6OPB9I
H8bLej2HKi81wJzMuZyxyGGc5TF0f6TXAKG7LBlmfYfRmL/fTdO9AZSLSrWW
HYdRWFuZuSuvAWhsD6RtWAzjPN/VgIrJBsiWfrJ35+thpDb5lMx3pBEMd0Y8
oXk6jG/2jA6tSjUCV+F8PL3CVnmseaDYq0Zotr6y6/DVYXQO8Kqf8GwEeyn7
h0fPDSNVZ6ImXV4jiFE2/uU6MYyqOYZGAaONMJXPvsnLtHV//zGk/WFogsAv
+or/UQ2jpvigG+PFJlC6mhQqsjyExk8iXRbVm2A3xea/yyND+B+ln8rtr02Q
kSd7W4o4hOWW7D8PRjXBSyu3ANnyIZQvL7t6t64JOCS75+Qzh7Aj7PUCebEJ
6sm81x5EDWF4gvQmD0sz2KKJ9yO/IXxmQ89dKt4Mop9zJzR/DuF+cnVr39Nm
GJegAf1PQ3hYOkvDzLoZ/DeVXF8bDuEx/0dW9qHNcDc3YOitxhCO7DpgzlrS
DJSfxi5+VBzCvDGaHMGRZki5cv7HF6kh5Av4aFtG3QL6pE89dsJDGH+jrXHs
VAuw5ZSfc+IewkTdLmHPGy1QY8H0zf3QEH7nY9xVr9sCX8SftvnuHsKE7sh5
/68tILwRKRD0bxAfzxz1oAhtgeGsxc/ho4M4HqvdTc5vAZ+P0BjTNohN7Y/t
/XpaQO7yd57kikH0Ct4Q7tpoAfJa0/vMrEF84SV2qZSlFRIzj1XnRQ/ipmy3
ksaFVtD+8IKz1H8QP19T9ki61wrMYikm1U6DOP/rTG7u61aoWCWXNH4exCs9
ndk/vreCZcYt1najQfzkpn72ZFgrCL33eNWrOYhDxnDIJb8VBi725g3fG8Qd
vEzprZ2t4LnCzzQlPYhfLtz7uXOlFWTTTfUWzg/iHl5tGbaDRFh/l5e5enIQ
/z46aMgvSIRY0X37dzAPIjFiv/vlm0TQ/PdAc/eeQTxvxdukqk0EprTAZNrV
AbQi0910+0yEUrMJ6oPjA8gpc1l4xpcIHy5ceMTSMYDXbnMZWqQSQWDZKvZY
1QCKCdfRyzYQoSelkoInZwAt7rEEPZ0mgqvp4QcCsQNY5Jdl0LC3Da6JaEac
+zOAQmekv8ecaoOVxaj1iy4DWNv6bx9Zpg2ikpfl4csAXpRWoWx91gZP3l4N
vmY8gInP1P/JfGkDhvM/lm5rDaB7v/mESmAbFC60yN67P4Ckk+dUufPawCzp
uJ/KtQEMEdIKTe5tAz4Tgxn1CwPomXU/jY2yHTrPpUnpnBpA2vK+/15wt4Pz
PIXnyyMDWFlQtrWG2uFqotzYG5oBJHSZyVAYtMPiGy9x87V+LJyPYXz5qx3C
z/Y7f5rox57HDe8309pBbU5gwLazH5kXkn2retqBLuHdBcfqfnxwoKRmaE8H
5BkVOPzK7Uet3Juv1YQ7wFiIrssrrh8LIpd4Lz/tgJOzD4UCAvuRhdvY1+NH
BxDjgm1Cf/WjAdsDig9ZHeBoONXy17ofMxkcxP9NdIDEfxf5E0z68aNhSwEb
RyfMTVtbpmn3Y8ahW53Lip0QGltdl/OgH1sn0gzc7TpB+fUR7qLr/ZjIq+tA
gZ1AI6j1rkK0H08YrN67vdIJ2VMxFXW8/Ui+OTNhKdwFhjEr7K0s/SgmKy5N
MOoCrlfSb7r29qNbXPWh6rguaBZwKhpY78OBNzsfbM52gf0kkXl8sg8jWO7/
J3O+G8SiT7yc7erDChXx9xHvu2Hq5evc5Zo+DD+jGHI+vxsCT2cwkrAP14N9
axb29oDSxE6dnQl9WJBlXjyh3AO7o+TTaYL78MeZerOThB7IeOGzj8GtD8XN
tZoil3rgJf+g+mHbPjQy+PVNkrsXOMYFE4+a9iG117/iNvleqI98T3VCtw9/
MesUhH7oBdvnRSp8D7f6Lz/AQQjvBVE++uj/ZPvw6J9SkZ7mXhgfVSWLXOrD
p36j0g+p+sA/IvSeOH8fnuH9EMp4oQ/u6s8QpNj6MN1Yrvygfh9Q8oqtytL2
Ydi/oXWN332QMmIrd5fUi4obj35s1vaBfnjtnwfTvQialiNzVP3Apse68Kin
F+vben9JXumHGh6d68/qelF3n2f+rGk/fBmO89HP70XpC4TMPfH9IBy2Nvk6
sRcp8r5N/pzoh2Gda5KmIb14823UiB3vAPicdHH76N6L0w53l0i6AyA31D78
5evWeJTU+f/CBoAcelLM3qwX94tEnfk8OgCJ2kY/nfR6MWd0meBzehC0ubN6
3VW2+ptxWFMwGgTmQarzv2/2YnqWhH1s6iBUhCjYBYn14rG8t8VZm4NgqfW7
Pfx0L5bJH/9jLTsEQieGz8Qe7cUWvsc0dO5DMNAv9CWZrhet9xoQtfuGQODa
vwhTUg9OrFYGuQsNg0vRj7vWPT1Yc+lyU9iXYViW5lp2yu9B86emg4SmYXhc
mOb3O6QHT3DIpvjzjUCB1B3piK89KECzj8LTagR4C/rHkvV6tvKXjE6fthFw
umrukn9zq/81FEw6PwqLeXSiNad70Dla5fHEr1FQkQzpaqfrwV5q7oLbc6OQ
ixdtR2a60UNVVa/z3hhwQw3/Yn03uuVKvwxNHYPvuVr1O5K78bdJ3p6oo+Mw
e2X1HZ1nN6YmeZxdth0H5RwnDlbzbnzodKL5+8w4ZIpzF/OodWOFveSv148n
gDM746WweDce1jUsDKycgG+X7x6Q5OjG21yLnNxXJmEyczBdbkc3Uv7+8X0l
fhLuiX14qtrfhcdGDOWPnpqC9Az63bpFXfjqfFHrjz9TwHGJEG0c1oV+Iyxm
MqzTYJ0upvTZvgupkl5lXvaahlHRulXHF114nPnn2xeHZ0A+TSfQW64LpUV/
/iv2moHkC+vXCYJdePcre00g3SywprpMJTB0oe/UxWY9hVmwEuFxz53vxIrj
HEGC7rMwnJwlVtnUiYoxrqcmibNw67xiX2tqJ9I8Vq714JiD+KRhu0HvTuys
eDpyTGcODgtbCM596MSPO+3aLKPnwCKRsZn0uBO/kTK/By3OQf/Z8I97oROZ
dK/TW1yZB9kEcS7m451YTLfxgvRtHqKFGspO7OxEn9MMHkz183AgXs9QaKgD
TZsIXnFsC2D+H+nQldIOrLV6sS9bdwG6Y12zb0Z24AWOO3nciQsgI8irpezY
gUkr7340kxbgb0wOjdarDvxzzbU1/eYiMJxRije824GBd8NupnsswtvoUWWL
sx1IP2BPkdO3CO2nP5HsD3ZgblzI2bgzSyAZdTDUY6kdb9vJRpq9X4Iw/shb
wa3tGL+mOrBWtAS0fyXmYjPasVhseoqLYRmM+Zq8sn63Y5mhT1iz2jIQI55L
lFm2IzePfudq6DKI85IHm562Y1Hg6XjT6WUIDnd37Lvajh//Caz+J/oP9pzi
Pzd9oh01a/5Z0H/+B6/DkLhG1Y7TttFS68X/oOnkg8/Uo23Isus6uX3fCogR
xk8yVbShrvmRE54KKxDAbVXFGd2G/10K5TzkvgK7Qg+ZnHFqw3q1SbGrLSvw
4kQUi5hRGw4L5GrsYl6FumDJvOv32vB13eEPN5VX4QJXi67S+Tb04y5V2nBb
Bb+gl3Qah7fipOfNNHWrQHmcItlghYi672qPauxdA91AT7X37UTc0W7hOi21
BlXHBCi+ZRMxL9lrg/B+Dc79yQ93DSDisXn7cfPYNfDmeCj/x4qIn1jue6n1
rcGm/+Ri1DMilp/30ZU8sA7a7Na/02WI+JWHXu/41XWo8GOWKuYhorQPncTy
q3UQPBozWr+HiGXZSSoZ3uvg/lvKuXu8FQkhhh26+euwxkoUmahqxdzTbwI2
RtZBw/dV57/YVmT1PvviA+0GlLDstNn1qxV9bAWq+gQ3QMDHm4/RpBX7AuWO
X7i7AS5HBOvYH7Ti4FBWr8WrDVj2KjTjF23FU8tjX7IdNuAxsyq7KEsrnqyi
IpJCNqDAc7pQer0Fq/7cv3c7ewN4D9u+UOhqQcvYL5vxDRvw04OF8Qm2IFV8
m734yAYsMMWlPQ9qwYr8X6yk1Q1QdZdRN7NpQcmYGK2d+0iQe7B9l41OC6oJ
j2trspKA280wyvlGC4qc3W3Ez0uC7weo7vnxteAnMYk9JudJMPvLdyViXwvK
l8kwKQIJHjAK/UmZakajI01R7bIkyHIpvlZQ24zFt6penVIkwXGGR5M1Cc3I
+ozZ964KCb45z7p2uDVjENGQ2kCdBJP7v10aNW3G49/3HfHUIsE9J7bexYdb
7fNaTUf0SJBOl/CNQqwZ/QWfCnx4SQL2n9fP7D/ajLEx767rvyaBDW1nI+tm
E+4wy2qrNCLBmOObD6d6m1C3XpCYa0wC+X3Ux88XNGEpow3Lo7ckSP7uVyoZ
2oR2vhshGaYkYN177vWdb00Y7nHpyYIZCT47lDKp6TfhkS4tTU5zEgzteZKl
e6sJjz50P6DyngS37ec1TQSasOaVyZ6EDySIp7bfY7W/CY3dpPIkLUhw2I49
7sdsI951KYti+0QCi91JD3waGlEzd/LEAysS9H+V3SAkN+K1772XyNYkuEHV
HZzo2YjUOzYj+b+RIMbW5CaaN+LFCjOZEQcSHNxFM1up1oik4dl9Uk4kMLcJ
8CSKN6IB5WrmDTcSdFOevzLE0YiiE6oHd/qQQMa6fGBuRyO+MYHLln9I8Jfi
6ffN/gY8SSNRkBNGAvovi0L7ihsw9e9Xo4pYEpju+N7KHN6Aj/cyqoenkaD9
87FP3A4NeLZ7bd/DfBJIkpO5z75swMOOBIn2ShKEfbpVeeVOAza/42EUaiUB
7WbPm1v/NaBOcK208gAJ3liaHnnI2IBr5aepZGdJ0LqxF7UW6rHeMKieTCLB
FYtAHaPmeryjwXrTjHYTgtdFaC3T6rGE4ZJjMNsm7PlYmejgU4+6r/n8Ppze
hNdrGqqeH+sxkin+6fzlTWh6v0wOflKPk8zWQRtym3Bp1TEsDupROemppKP6
JvwxP34n+3g9HqMeyHIy2gSqldSFsp31aHCpzXbZehNevJPzbR6qQ8Ilw0sJ
HptQt9wn2V9ah/EzrSVREZtwwezdyHRkHepZeu5pzNoEvyVap3XHOhRx1Gw/
ULsJFKbB5/e8rsPPUtTGyv2boLco2sGkUIdaMpeD7Zc2ocqk+svxc3UYIHVZ
z20PGc4tPOMVZKpDrq+/PDXYyCA0NOtvOlmLRxRe1bWdIcPGANuEU3wttjQ7
W44CGUr6r1+MeFuLypFHV00VyeDa9+Zr/sVa9B775vvyGRnUe/0a2jdqsNpg
ZDTRmAx8PaXHFvNqMOlso7OINRkWu+YN6L7W4JxzjnOXCxnyOtkzeW7W4F/S
ZzmPADI4dshSS9LV4N4LSyk3osig3G5yX7W+GmtlStl6U8nA1RYQZOxRjdFV
ekG38skw1Vo+7ahajZL0bP9MKsiQ0bJ4mcBejYKyxOCbDWSwbT7mkNtXhV8L
HKkziWS423SrpZVQhfYHWGSTu8jA1mh6Yu55FX4ume/m7SPDcH2g0V7BKqS3
Ue7cM0CGxLrKnBPzlRhg+Mf++lZsWbu890pqJXr91bzWvFVftua4ivKHSpS7
aZkZ2U0Gpmo5gqFEJWoLX9TJaCNDT+W7eXvKSnThWBNf35pPVEUwBJdUYI7z
czW9rfmalVf/yPpegQ2y/sz/kAxXy1bamuQrkFlFmZOQRAa60hOnpg9U4Bw7
v+YrAhmIxfJvqVvLUSLtc66cBxlCi97nc/4ux/MxYSVXbchgWBi6X+xpObLN
kU/JGZJBrKD2kdKJcsxgEWg0UCXD7vy1CIORMrzmvzpFuEreWpknl79GlaHy
1f6ltVNk8M9VkP5jWIbPbAkuRrRk0M/56JIuXIa9Me+taGc2QTg7rKv+Xyky
VxTmNm+tN3JmPf9EVimOuIQoN8VuQkXGxrtdVqWYPUd+yvhjEzzTTxWzy5Si
Ts1HRy+9TdBMu3dAdE8pWg3/bXtzdRMEUi2fKlSV4P3Lu39Es2zCSnJE9HOX
Euz1P9R4f+v5LExqXLW+X4KNBmoD5sUkcE7cvO53pATp9tubnNraT9QS+NxT
OouRQfS+vNHW/nsy/n5fTWAxJp2SH9ISJ8Fc7GfBUe1iLFOdVTtIS4LsmL8f
KfiKsSHs9iuX9g2wj24uY50qwhPvNo2mwjdAKWrH4fMJRSjSw65z5e0GcPw9
rXXHtAglaxkd3WADxiOU43UvFeHr35khO/duQEr4F9JnUiF2sj6sDGpchy9h
0bd88gvRdElQ1NpvHeQIrV6JXwuR1WBkKUN7HZhDKYcqbxbihpFHwROBdRgI
PnNuiK4QxQP3W1svrEFskMrnzfoClFjnk7mSuQYfAm2qmD0LUGnfE9EQqzW4
9ieW5axaAUaPCiqVX18DhoA23VscBWjS7OFaRLsGnX67krX683Hd7nldZMMq
hP/+j8IyLB8dCCtpP71XwcRXTd7zRT7WsKhn2KqvgoTP199xgvnY/czPNZh7
FWi840fL5vNQofjDxPr4CjR7doj0p+ZhQB1pICRhBQI9dtusf8jDERbxNzHm
K2DgfraOCfLwcRwn72nJFRB1e8wuuDMP7Xcvtwnu2cq3uOmbnZwQZW9RC1fU
/QO/4zqG+YcR18pe5+/3/QfnjmXRLAbkopEjvxqt9j+oOMoYynMqF296f49s
EPwHGqx6EqpxOfirUv6v0doyLDPnEB1Fc9BZ9r3hYskyOB06aJKL2bhcvNz0
0n0ZuA8+p5u7kY2uFDnPBp4tQzYDhp+oy8Lydq5l3XPLoLD/kJSyShYGJZ72
odi5DKP7Xnba92YiDcQ8yGlaAiuafLMs/Ux0qAx2CglfgiPUzIzTsxn40OBd
Q/bHJYje9SqK830G1oeOqzEoLoEMZeE1JYoMvOudHxB6agk6yUd6vzqkY8ET
nqOfyYtgRHr9IZ0xHSV5eG+FEBdhz3oR04RPGirujek/nLQIgSuscexcaehV
6CHR4bQI55eNbir8TcUr9A6Ncy8XoWqhZMD6XCp6Vb46+ujWImjPHf2Ukpmy
dV5ROH2YfxE2po2PjEqloMTli0PH9y2Cy2RZImtlMr72G2SxmFoA3nGOO3eU
kvHCI6o8zvoFyBt5O/K5IwmPxAzK7EtdgPtDFV8StZKQ/9WuQxf8FmCyn/Po
0EQizjEvcfraLIBtr1kq89tE9L56muuswQIc6a5SuLWRgHMll3bNP1iA+A6u
CQvbBJxU7zNrlFwA2Tbzr3G0Ccj9VOpmpcAC9LbUHOt3j8d3VzpO17AswNsm
7kwm9nhEYnpoHfVWf6FLEU634pAq7MbFkuWt88+foK4FtVj04Mq6GTQ8D0a+
dw6ovozBkjNHqpRa57fW3+r13I/RWFM5s7O2bB7qXAgfT/yIQtZ/Hk92Zs3D
iqNivL3fXxSiPZjVFzMPvHakwanoSGwsrlFTDZoHFetIFqWcCCSWvDFT9ZgH
e8sH8unV4dgovjRU5zAP8eYUNuzdYfi4o2825tM89JrEpFlPE/AtV+XFHpN5
YDBUnRzZDEWHU7It957Pw8UXVMfv0IciF1+L/bL6POjrJDxIPBaCmaoi/On3
58Fb48l3ZqFgnDwV/u3rrXnIe0SDFpJBGHwx5ZGc5DzMKqcs9CkEor/aMt+6
yDxIhhYoOBUEIG0hS9vn01v368uaqTLgh7arlzrKOLfquxifOLHrN0r0S88V
HZoHBbuKH1PcPpjFGLn8bO/W/C25ltOueeHu1J3jrptzsOPth6fWuh5ofTim
XGZ+DjReNJTJ2bnhjG415fOhOcjT4D/HHPELB+hp8mZb54Azdpdo4S9n/CHh
mlddPge9vsk0Ko2OWCz04Pl85hwE2ml3TjLZY/peumf3orb6e8sU90XZFt2D
uLX7fLfG0yz6ctjbCgNpOq64O8yB1e/RCOWk93jJQN1d491WuamsvNUFY0wZ
N7UQ194q91MYUTLRwdt1i9ycClvlElfL/IZvYpWccOLOy1vx+tPd+3YoQhav
t0gv91Z82+hi4ns9oLrS0xNHtxXLEc3iLpmAyIJh3qulrfO6sXn919QPoGGh
2X+ocyuWoz0cy/IFGhXbYwn5s9D79LE0C9EWqDge9LGGzQKnSbSRrac9MMYX
6rx1mAWNbxv+M/d/gGj2WabEl1v15cJ0YmhcwJE1T7ZJbqs/ZfmN/tFf8LIn
5lmXwFZ7jWXXI2VuIMaVFVS7bxbqngfwyYd7wIeNGbPHjTNgZHI9z+abF9Cb
UwWt/ZgBBstp5QwdH0hWYH5gIzMD8d88p6ZlfkOpw41yirVp0HCRsOXm9oef
Ntp2NjHTsMN3mFVt5x9QZ+BoOvR0GuoUS4k33gQC9yfu1tL90xChzBbarxEE
46q/iJHZU2D+yNDQUiEY6napWVbqT4GsRqHYEckQEKjuUJU6OAWcOsy7k/4L
haIIMwHO7EmYff6y/s4xAtQIky3MtSYh7zX6je4Pg2epA7VPaSbBxeSgvs1m
GDxwWWKciJkAfXM9YY7pcCjz6uj/T3ECLlpmbaZ3RUDkHWVrmYVx2GNNX6FU
HQmtirRECfdx6P2m5TGd/Rccup7LiJwfh3jHNA2H6Ch4cr3qqkTjGFi57BPg
9ouGdXGf/YZvxkDF4+m/XMcYKL51M7Z3/xjw+iYVqH6MBZrB8XMRUaOwEkDt
tPgiDhR6Gp07bozCYH1M9I0z8VBvN+TmMjACCk0PDxwixINaJduNzk8jkN5C
Yd5/NAFsA/Yda2IZAc62qK449wSQivTR+Jk8DD86Hkhb0ibC2TdnvrLdHd7K
T8kRt2wTQXt2kMN1bAge90buP7KRCOm8R0/vsh2Csn6lt0MmSbDmesvWmmNo
K18mtSVOJAFT+cGTXBmD4D0SDlZayUBWYDCYVxqEHeOKhDsdySCV3JW8c2YA
DCbX97IppYCiTV2qzvcBaJomGI1WpIBOXk4JD88AiM/dbUmRSoW7/8nsVi7o
h4iF1cs2makQsN6bTfG0HxiWQ4IUzqVBzRV6hgsbfWC+coea428a1HoNyJB9
+mBw7Z/BxPF0CCBfmNa/2AdypKCGdJ90EEnw5LJs7YVk8u2L3xgzQHrD44Ls
u144Srnsr+SQAV5lruUNzL1gvytw53GKTFiYm9kjZ9wDs7tvPZ82z4QHpPjd
HqndoEKzWJM1mwlLTjl/nDe6oGhfwHkH/SxIbrP8LifTBQL7ZX2Ve7Ng846+
V/vPTnBnmCefUMmGGeF3QtfbOmDHQT+dudpsuK0dv/SbpwP0D12vzL2RAxwK
gt9HTNuhjnlW6AfmwP5PJaLnSttAnNXXU1U0F26v0IY5srZB6FGZDZ64XFD4
4bSyZkgE2mPTmos8CIsKDvkOpa3w9rh3aX4AwolVz+NXj7fCLGOQ5419edAt
2fqQz7JlKz8wuyl4Iw8iA+bsbnc0gwrT7Q0mmzwo5b/WEne5eSuf4Ixbz82D
Ff6rmU8CmqDg8JJm/1oeOFLLlz3e2bSVf1QwlV/Ih+DiTa7kF40gwPKnNM44
H7pi1E+/aGrYylfefvCMzYei/dIf7SUbwJ3t5hnL8XxIKFLRZoqrh7KjHL1a
PAVw1LoolImzHjbYF1xvPSuAVs26Vme3Ojh/rOza2YACEJ8iaTvS1IE+p/8K
c3sBHCyS6+DYVbuVPxlHbR4qhIrXwv3Sa9VQx3VDfUixEA69jUCXpaqtfOso
Y9XPQtj5T5CHcbkSLp6cK0wsL4TNjAOZtesVYMBTYuZDVQSnc3jvtuyugNBT
v/msrhaBp/RqtTBzORB5jTp1LYtgo7ORZ0agDGj5rznfySiCh6HXfBhlS0Hy
NKvU+aWteM47K0S/BN4KzCyyni0G3kfqLFFOxRBxpiic4lUxHJBhXzqXWQSd
gj5qoxHFcPruJUfJiUJgEnpNVztYDFJeAheJxwtB9qx0XgpnCQSYqChuPikA
i3NHTPwel4BhrFRyyp98iBeeOmnjXQIeJ/iUd4zkweD5AuLzphI4kVJ9tk84
D45c8HJUYCiFIh2jTzG0CAqiBhKicqWg/B/VYczOAduLV+fY7UvhzEe/0Ll3
2ZB+6XDorqJSeJp6cEZUIgsmxSaUJ8ilwHBA38qFPhM4xfNoGi6XweKGxN3x
iXS4f8UjO/1dGVg8+E9YuDEN7CVeGP5JKgON+zK/HhanQh4A17eZMpiNmFGR
LEiBRUmmZoPT5bB6W5K1qTwZeKXG7JT0yiFhjUi10pEEj6VzxcRCykGfGPXB
cSURXGTcpjh7yuFRqjCfwbFEKLqmH0jNVgF815/1vlVIgJXrV5SmlSvgY8zz
X+8d40FI9sDuZtcK+L16aTY2MA60b46kZ9VUQL94nGXWlVjwvpX9MnhvJSTv
JOxOm4qGqtu/OByuVwI739ur4vFRsOOObr2hdSU0kAI8um3/wnn5y7bKuZWw
20o/SOhlJBjcZRC9slYJf84YWxc9i4BAhaGxExeq4N3f6XscL8OhSTHTb69x
FaTIKhcW2ITBHiXnu3MxW+tu2LT7XDQBxO9rUxLHqsBoVj9xYCAUjB5cSsk9
WQ17jk1EafKHQqjyfn2CZjV0CtAePfo5BDofDrD+8K+G4rTgr3Z9wcCgml5t
3FYNLFNLvMyKwSCj9tNK9VANlPD0BV2qDtp6vz0TllSsgeWsuTeaD4Ig+rHo
MM/PGiDdc39NMRYIvU9ofejKa4DufJyujV0gMD3tu7249dyU/hyKvy8UCHIa
qZvtkrXg1sDQUVT8B6w0HRPyLWrh99Qd1kNX/kDyMw3tiPRasBGVTk0tDoBR
LRFm58VakOg5saylHgBO56iGxI7UQdbjtVPrVAHAm2QoIXihDvL8go+rZ/lD
kXC71/H7dfA189HQa0t/UE+WmWMyrgPYZ/mI9bY/rJyPu7XHpQ64KO8yKJ7w
B9cUltD1mDpYUac+TUnlDwIXbEnTlXUQ1i15hGfGD0pSp5X7x+oggXbIIrPX
DzREVeObqethKt3SJ5boBxtphTTlJ+tBusLX/WqLH3heFNTKlq4HlWNfTr/c
KhfK8M6O06wH5iPirje6/aDi0s7DIZ/rQdx0v8n6sB9oZ74y9PSvB9u0PVR/
5vxgU4xY5pBVD63fpkK/kfzAO0uKy7KtHuJF8o02aPzhvHjMR6N/9fDhkrWR
6GF/qMlmbtY61ABWqzYDjsf9Qf+KteBD4QYQjKEcfHDaHyhzJ+1uKTaAGZX4
salz/uAn8bDvimEDaJdT7VwQ9YcLmC929mcDRHy5qVd5yR8aQMCdO6oBrryK
CCJvlRvkeU4xl2/FVL0jJ7ba775KcWPfSAP8ZFRxrjzlD4H5LwM3dzWCoVdu
b+IRfxCTalmd42qEJSPvJudd/tBUIKk0JNkI+9W/hLBM+MFr6ahoonojZB9u
UGSt8oO9RYd2V1k0AitTlbROuB+Eylg9Rd9GWHWerW+28AOJ4vH0xPStfb7O
x1tdzg+I1x4cCGvZGo/il+7EIT8wLsGXPouNkKNHdH7X9htob/AX/zjQBIb3
Hj2i9voNYaXuHFZCTWCRvrfIV/43SMmS35nIN8GttLnIxzt+Q2fZ83pdgyaI
PXbpiV60L5jdbOJX+94Eqwu/DxLv+QJDhYTtnYgm6BMRq2pb8IG/tyK7JEua
YE6PU/C3sw/IVB4UPT/YBFOPXhnf5fGB3tufXE5RNkOlcenRa+ne8KFqdIyV
sxkCv52kS7zmDUx3lKT3SzTDc9pK6s4aL4itzvGjeNwMReojvrT3vUBWnnd5
8X0zfJ7b72fd7An9Na53R72aQbmUtBSm5AkWd0kRHSnNMKZx41pxjQccqdOj
rG1sBq216venb3hAokLDo4K5Zvh4JeqxYI47yNWLp6TQt0De+0s7OM+6w7Bi
+P7IMy3A7u5ocz/EDawaGPX9brfA6a+ui0JMbsCqZJHv/LwFHt+V+kO2cYXU
xmFWG7sWIGZWmzMt/AKF+4pvzQgtcMZBdk+B5i8Yb8qqfl7YAvzFZynu17mA
7QOeU0/6WoA3L9GPC1yAo8XFSoHcAt+4yIZTj50hXXm9TZq9FRaJetFCV5zg
XquOsOjlVrjJ+r7r97GfMP2w7ge/aiuUEp7bpuz6AfZEsWH2d60watwvT5r8
DlyqBGD0aIUPK39xgugA2W30PruSWkEroGForswelNU+zP+rawUaVm6u9zl2
MNs+eHtiuhUSdniv9ad+g++P7hK6aYmQKzD7xCTlK/B0ZmzW8xPhv87Py2EZ
tpD3mFulWJYItgpTTCmFNqDW5ZSQrksEt7yhsx2N1rD4ZHVvtC0RONmjau6N
fwGnbi3tP8FEKO174HyH+gvwPq3Jcc0jgu/13c+W+K2gqOci87duIpy4pa7e
9vcTqGuEGL3fIELmvCq3P50lrPTSVRhs5VXv82LOqX/6CK6a5ic0LrZB2aA+
iyjpPQj091soKbfBBYuSRxzfzaHk2Z2W62/bwD+Wn/3ayXegMZD2n5hrG4i5
py041JjChhaXw5n4NoCHb3Sav74Fz8Ef/Zw1bXA5rW+d+rYJCOn8u8w02QaO
GYezW9iNoWJI04N6bztcerjCIrRpBNq6VdNrp9rhcFGq8iGiIWwOX5CdvtYO
91trlMerX4G3XlBQn1Y7hKoEPFPoegnnR/etN31pB/FLvyaiqV5Ajb7Z/bI/
7cB2zuzAo+v6oD/WG5OV0w6Sovv2xgToAuWL29RxHe0QT8f2eopOB/zGUzSC
V9uhl4A/Ndy04MJLzkwP5g6o7vkRfk3wGTRMfD/oINIBdlXeh4ldGmBgsGRg
odQBEp57ewKlnsLuqaclhm86YEgqi6Vy5jEEvqo4puW8lef+X9fs/xtve4ht
D7HtIbY9xLaH2PYQ2x5i20Nse4htD7HtIbY9xLaH2PYQ2x5i20Nse4htD7Ht
IbY9xLaH2PYQ2x5i20Nse4htD7HtIbY9xLaH2PYQ2x5i20Nse4htD7HtIbY9
xLaH2PYQ2x5i20Nse4htD7HtIbY9xLaH2PYQ2x5i20P8f+Mh/gd+OdT/
"], {{{},
{RGBColor[0.6, 0.24, 0.4428931686004542], Opacity[0.3], EdgeForm[
None], GraphicsGroupBox[PolygonBox[CompressedData["
1:eJxF1kO0GAgSBdAf27Zt2+jYSce2bdtJJ+mObXds27Zt23Mzs5jFPW9VtapT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"]]]}, {}, {}}, {{}, {},
{RGBColor[0.6, 0.24, 0.4428931686004542], PointSize[
NCache[
Rational[1, 120], 0.008333333333333333]], Thickness[0.01],
CapForm["Butt"], LineBox[CompressedData["
1:eJwl10O0GIYSANAX21Zj204a27ZtWw3a2LZt27Zt29a/OX9xz8xqdqOEDdtV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"]]}}}], {{}, {}}}},
AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
Axes->{False, False},
AxesLabel->{None, None},
AxesOrigin->{-1.04, 0},
BaseStyle->14,
Frame->True,
FrameLabel->{{None, None}, {
FormBox["\"Error (eV)\"", TraditionalForm], None}},
FrameStyle->Directive[
Thickness[Large], 20,
GrayLevel[0]],
FrameTicks->{{None, None}, {Automatic, Automatic}},
GridLines->{{0}, {0}},
GridLinesStyle->Directive[
GrayLevel[0.5, 0.4]],
ImageSize->300,
LabelStyle->{FontFamily -> "Times"},
PlotLabel->FormBox[
StyleBox[
"\"CASPT2(NOIPEA) MAE: 0.27 eV\"", 20, StripOnInput -> False],
TraditionalForm],
PlotRange->{{-1, 1}, {All, All}},
PlotRangePadding->{{
Scaled[0.02],
Scaled[0.02]}, {None,
Scaled[0.05]}},
Ticks->{Automatic, Automatic}]},
{
GraphicsBox[{{
{RGBColor[0.92, 0.488, 0.2432], EdgeForm[{Opacity[0.511], Thickness[
Small]}], {},
{RGBColor[0.92, 0.488, 0.2432], EdgeForm[{Opacity[0.511], Thickness[
Small]}],
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.5],
RectangleBox[{-0.3, 0}, {-0.25, 0.07547169811320754},
RoundingRadius->0]},
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.5],
RectangleBox[{-0.15, 0}, {-0.1, 0.3018867924528302},
RoundingRadius->0]},
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.5],
RectangleBox[{-0.1, 0}, {-0.05, 0.5283018867924528},
RoundingRadius->0]},
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.5],
RectangleBox[{-0.05, 0}, {0., 2.2641509433962264},
RoundingRadius->0]},
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.5],
RectangleBox[{0., 0}, {0.05, 4.150943396226415},
RoundingRadius->0]},
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.5],
RectangleBox[{0.05, 0}, {0.1, 4.90566037735849},
RoundingRadius->0]},
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.5],
RectangleBox[{0.1, 0}, {0.15, 3.018867924528302},
RoundingRadius->0]},
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.5],
RectangleBox[{0.15, 0}, {0.2, 1.5849056603773586},
RoundingRadius->0]},
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.5],
RectangleBox[{0.2, 0}, {0.25, 1.1320754716981132},
RoundingRadius->0]},
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.5],
RectangleBox[{0.25, 0}, {0.3, 0.6037735849056604},
RoundingRadius->0]},
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.5],
RectangleBox[{0.3, 0}, {0.35, 0.37735849056603776},
RoundingRadius->0]},
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.5],
RectangleBox[{0.35, 0}, {0.4, 0.07547169811320754},
RoundingRadius->0]},
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.5],
RectangleBox[{0.4, 0}, {0.45, 0.3018867924528302},
RoundingRadius->0]},
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.5],
RectangleBox[{0.45, 0}, {0.5, 0.22641509433962265},
RoundingRadius->0]},
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.5],
RectangleBox[{0.5, 0}, {0.55, 0.3018867924528302},
RoundingRadius->0]},
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.5],
RectangleBox[{0.65, 0}, {0.7, 0.07547169811320754},
RoundingRadius->0]},
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.5],
RectangleBox[{0.9, 0}, {0.95, 0.07547169811320754},
RoundingRadius->
0]}}, {}, {}}, {{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \
{}, {}, {}, {}, {}}}, {{}, GraphicsComplexBox[CompressedData["
1:eJzt2/c31/8fP34ho+wUTZIKqaRU5vVREV5KKqQ0tIxSRsMokZSSQiSbELL3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"], {{{},
{RGBColor[0.6, 0.5470136627990908, 0.24], Opacity[0.3], EdgeForm[
None], GraphicsGroupBox[PolygonBox[CompressedData["
1:eJwl12O3GIYSBdAb27Zt27Zt27Zt23bSOG1s204b207fzuuHvWZ+wKyZM4ka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"]]]}, {}, {}}, {{}, {},
{RGBColor[0.6, 0.5470136627990908, 0.24], PointSize[
NCache[
Rational[1, 120], 0.008333333333333333]], Thickness[0.01],
CapForm["Butt"], LineBox[CompressedData["
1:eJwl12O3GIYSBdAb27Zt27Zt27Zt27adtLHZxrZtNm9nvQ97zfyBM0jUuEPl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"]]}}}], {{}, {}}}},
AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
Axes->{False, False},
AxesLabel->{None, None},
AxesOrigin->{-1.04, 0},
BaseStyle->14,
Frame->True,
FrameLabel->{{None, None}, {
FormBox["\"Error (eV)\"", TraditionalForm], None}},
FrameStyle->Directive[
Thickness[Large], 20,
GrayLevel[0]],
FrameTicks->{{None, None}, {Automatic, Automatic}},
GridLines->{{0}, {0}},
GridLinesStyle->Directive[
GrayLevel[0.5, 0.4]],
ImageSize->300,
LabelStyle->{FontFamily -> "Times"},
PlotLabel->FormBox[
StyleBox["\"CASPT3(IPEA) MAE: 0.11 eV\"", 20, StripOnInput -> False],
TraditionalForm],
PlotRange->{{-1, 1}, {All, All}},
PlotRangePadding->{{
Scaled[0.02],
Scaled[0.02]}, {None,
Scaled[0.05]}},
Ticks->{Automatic, Automatic}],
GraphicsBox[{{
{RGBColor[0.92, 0.488, 0.2432], EdgeForm[{Opacity[0.518], Thickness[
Small]}], {},
{RGBColor[0.92, 0.488, 0.2432], EdgeForm[{Opacity[0.518], Thickness[
Small]}],
{RGBColor[0.24, 0.6, 0.33692049419863584`], Opacity[0.5],
RectangleBox[{-0.4, 0}, {-0.35, 0.07547169811320754},
RoundingRadius->0]},
{RGBColor[0.24, 0.6, 0.33692049419863584`], Opacity[0.5],
RectangleBox[{-0.2, 0}, {-0.15, 0.22641509433962265},
RoundingRadius->0]},
{RGBColor[0.24, 0.6, 0.33692049419863584`], Opacity[0.5],
RectangleBox[{-0.15, 0}, {-0.1, 0.5283018867924528},
RoundingRadius->0]},
{RGBColor[0.24, 0.6, 0.33692049419863584`], Opacity[0.5],
RectangleBox[{-0.1, 0}, {-0.05, 1.8867924528301887},
RoundingRadius->0]},
{RGBColor[0.24, 0.6, 0.33692049419863584`], Opacity[0.5],
RectangleBox[{-0.05, 0}, {0., 5.3584905660377355},
RoundingRadius->0]},
{RGBColor[0.24, 0.6, 0.33692049419863584`], Opacity[0.5],
RectangleBox[{0., 0}, {0.05, 3.4716981132075473},
RoundingRadius->0]},
{RGBColor[0.24, 0.6, 0.33692049419863584`], Opacity[0.5],
RectangleBox[{0.05, 0}, {0.1, 2.943396226415094},
RoundingRadius->0]},
{RGBColor[0.24, 0.6, 0.33692049419863584`], Opacity[0.5],
RectangleBox[{0.1, 0}, {0.15, 1.7358490566037736},
RoundingRadius->0]},
{RGBColor[0.24, 0.6, 0.33692049419863584`], Opacity[0.5],
RectangleBox[{0.15, 0}, {0.2, 1.6603773584905661},
RoundingRadius->0]},
{RGBColor[0.24, 0.6, 0.33692049419863584`], Opacity[0.5],
RectangleBox[{0.2, 0}, {0.25, 0.6792452830188679},
RoundingRadius->0]},
{RGBColor[0.24, 0.6, 0.33692049419863584`], Opacity[0.5],
RectangleBox[{0.25, 0}, {0.3, 0.3018867924528302},
RoundingRadius->0]},
{RGBColor[0.24, 0.6, 0.33692049419863584`], Opacity[0.5],
RectangleBox[{0.3, 0}, {0.35, 0.5283018867924528},
RoundingRadius->0]},
{RGBColor[0.24, 0.6, 0.33692049419863584`], Opacity[0.5],
RectangleBox[{0.35, 0}, {0.4, 0.22641509433962265},
RoundingRadius->0]},
{RGBColor[0.24, 0.6, 0.33692049419863584`], Opacity[0.5],
RectangleBox[{0.4, 0}, {0.45, 0.22641509433962265},
RoundingRadius->0]},
{RGBColor[0.24, 0.6, 0.33692049419863584`], Opacity[0.5],
RectangleBox[{0.75, 0}, {0.8, 0.1509433962264151},
RoundingRadius->
0]}}, {}, {}}, {{}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, {}, \
{}, {}, {}}}, {{}, GraphicsComplexBox[CompressedData["
1:eJztm3dMVNHboOkdBCwgNhALFgQUFBDmvSIgICBYAbEiCIqKCoiCSJEiTXqT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"], {{{},
{RGBColor[0.24, 0.6, 0.33692049419863584`], Opacity[0.3], EdgeForm[
None], GraphicsGroupBox[{
PolygonBox[{{746, 748, 747}, {754, 756, 755}, {730, 732, 731}}],
PolygonBox[CompressedData["
1:eJwN0tdCiAEAQOG/IbuEIpKyqURWCqGyMrMqChEyyioRJRGSrMheoeEFPFgZ
IX0X38W5P0llVQWVoUEQhPCdPvEtLAh66aGbLr7yhc908omPfOA973jLG17z
ipe8oIPnPKOdpzzhMY94SBsPaOU+LdzjLndo5ja3aOImjdyggXquc406rnKF
Wi5TQzWXuMgFznOOKio5yxlOc4oKTnKC45RzjKOUcYTDHKKUEg5ygGKKKGQ/
+9jLHnZTwC52soPtbGMr+WxhM5vYyAbyyCWH9axjLdmsYTWryCKTlWSwguUs
YylLSGcxi0hjIamkkMwC5jOPucxhNrOYyQySSGQ6CUwjnqlMIY7JTCKWGCYy
gfFEM44oIhnLGEYzipGMYDgRDCOcMEIJIeC/Zwf5x1/+MMBvfvGTH/QzBF2C
Sa4=
"]], PolygonBox[CompressedData["
1:eJwl1lOUGAYQBdDsxra5sW3b3NjJxrZt27Zt27bbpA3aoA3apEjapndPPu6Z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"]]}]}, {}, {}}, {{}, {},
{RGBColor[0.24, 0.6, 0.33692049419863584`], PointSize[
NCache[
Rational[1, 120], 0.008333333333333333]], Thickness[0.01],
CapForm["Butt"], LineBox[CompressedData["
1:eJwl12O3GIYSBdAb27Zt27Zt27Zt21YbtrFt27aN5u2s92GvmT9wBokad6jc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"]]}}}], {{}, {}}}},
AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
Axes->{False, False},
AxesLabel->{None, None},
AxesOrigin->{-1.04, 0},
BaseStyle->14,
Frame->True,
FrameLabel->{{None, None}, {
FormBox["\"Error (eV)\"", TraditionalForm], None}},
FrameStyle->Directive[
Thickness[Large], 20,
GrayLevel[0]],
FrameTicks->{{None, None}, {Automatic, Automatic}},
GridLines->{{0}, {0}},
GridLinesStyle->Directive[
GrayLevel[0.5, 0.4]],
ImageSize->300,
LabelStyle->{FontFamily -> "Times"},
PlotLabel->FormBox[
StyleBox[
"\"CASPT3(NOIPEA) MAE: 0.09 eV\"", 20, StripOnInput -> False],
TraditionalForm],
PlotRange->{{-1, 1}, {All, All}},
PlotRangePadding->{{
Scaled[0.02],
Scaled[0.02]}, {None,
Scaled[0.05]}},
Ticks->{Automatic, Automatic}]}
},
AutoDelete->False,
GridBoxItemSize->{"Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}},
GridBoxSpacings->{"Columns" -> {{1}}, "Rows" -> {{2}}}],
"Grid"]], "Output",
CellChangeTimes->{{3.8566607518237257`*^9, 3.856660758243332*^9}, {
3.8566608033664207`*^9, 3.856660827259779*^9}, {3.856660882264852*^9,
3.856660916332078*^9}, {3.856661061596984*^9, 3.8566611117201*^9}},
CellLabel->"Out[73]=",ExpressionUUID->"666714f9-dc02-4a2d-8747-a117dbcb1427"]
}, Open ]]
}, Closed]],
Cell[CellGroupData[{
Cell["Table", "Title",
CellChangeTimes->{{3.8566634519836397`*^9,
3.8566634527935467`*^9}},ExpressionUUID->"adbad97c-5cc1-459d-b662-\
b85d0910cb88"],
Cell[CellGroupData[{
Cell[BoxData[{
RowBox[{
RowBox[{"tab", "=",
RowBox[{
RowBox[{"Import", "[", "\"\<FCI-all.xlsx\>\"", "]"}],
"\[LeftDoubleBracket]",
RowBox[{"Sheet", ",",
RowBox[{"3", ";;", "286"}], ",",
RowBox[{"{",
RowBox[{
"1", ",", "2", ",", "5", ",", "7", ",", "8", ",", "9", ",", "11", ",",
"13", ",", "19", ",", "20", ",", "21", ",", "22", ",", "23", ",",
"24"}], "}"}]}], "\[RightDoubleBracket]"}]}],
";"}], "\[IndentingNewLine]",
RowBox[{"TableForm", "[",
RowBox[{
RowBox[{"Table", "[",
RowBox[{
RowBox[{"{",
RowBox[{
RowBox[{"IntegerPart", "[",
RowBox[{"tab", "\[LeftDoubleBracket]",
RowBox[{"k", ",", "1"}], "\[RightDoubleBracket]"}], "]"}], ",",
RowBox[{"tab", "\[LeftDoubleBracket]",
RowBox[{"k", ",", "2"}], "\[RightDoubleBracket]"}], ",",
RowBox[{"\"\<$\>\"", "<>",
RowBox[{"StringTrim", "[",
RowBox[{"tab", "\[LeftDoubleBracket]",
RowBox[{"k", ",", "3"}], "\[RightDoubleBracket]"}], "]"}], "<>",
"\"\<(\>\"", "<>",
RowBox[{"tab", "\[LeftDoubleBracket]",
RowBox[{"k", ",", "5"}], "\[RightDoubleBracket]"}], "<>",
"\"\<)$\>\""}], ",",
RowBox[{"tab", "\[LeftDoubleBracket]",
RowBox[{"k", ",", "4"}], "\[RightDoubleBracket]"}], ",",
RowBox[{"tab", "\[LeftDoubleBracket]",
RowBox[{"k", ",", "6"}], "\[RightDoubleBracket]"}], ",",
RowBox[{"tab", "\[LeftDoubleBracket]",
RowBox[{"k", ",", "7"}], "\[RightDoubleBracket]"}], ",",
RowBox[{"tab", "\[LeftDoubleBracket]",
RowBox[{"k", ",", "8"}], "\[RightDoubleBracket]"}], ",",
RowBox[{"tab", "\[LeftDoubleBracket]",
RowBox[{"k", ",", "9"}], "\[RightDoubleBracket]"}], ",",
RowBox[{"tab", "\[LeftDoubleBracket]",
RowBox[{"k", ",", "10"}], "\[RightDoubleBracket]"}], ",",
RowBox[{"tab", "\[LeftDoubleBracket]",
RowBox[{"k", ",", "11"}], "\[RightDoubleBracket]"}], ",",
RowBox[{"tab", "\[LeftDoubleBracket]",
RowBox[{"k", ",", "12"}], "\[RightDoubleBracket]"}], ",",
RowBox[{"tab", "\[LeftDoubleBracket]",
RowBox[{"k", ",", "13"}], "\[RightDoubleBracket]"}]}], "}"}], ",",
RowBox[{"{",
RowBox[{"k", ",",
RowBox[{"Length", "[", "tab", "]"}]}], "}"}]}], "]"}], ",",
RowBox[{"TableHeadings", "\[Rule]",
RowBox[{"{", " ",
RowBox[{"None", ",",
RowBox[{"{",
RowBox[{
"\"\<#\>\"", ",", "\"\<Molecule\>\"", ",", "\"\<Excitation\>\"", ",",
"\"\<Nature\>\"", ",", "\"\<$\\%T_1$\>\"", ",", "\"\<TBE\>\"", ",",
"\"\<Safe?\>\"", ",", "\"\<CASSCF\>\"", ",", "\"\<CASPT2(IPEA)\>\"",
",", "\"\<CASPT2(NOIPEA)\>\"", ",", "\"\<CASPT3(IPEA)\>\"", ",",
"\"\<CASPT3(NOIPEA)\>\""}], "}"}]}], "}"}]}]}], "]"}]}], "Input",
CellChangeTimes->{{3.856666891048111*^9, 3.856666896702963*^9}, {
3.856666957924947*^9, 3.856667117665913*^9}, {3.856667198148486*^9,
3.85666729541502*^9}, {3.856667325566568*^9, 3.856667377328034*^9}, {
3.856667421460425*^9, 3.856667547290819*^9}, {3.856667582077704*^9,
3.8566675972309713`*^9}, {3.8566676303296022`*^9, 3.856667706669806*^9}},
CellLabel->
"In[118]:=",ExpressionUUID->"5d41447f-af63-414c-a72f-279d73505b87"],
Cell[BoxData[
TagBox[
TagBox[GridBox[{
{
TagBox["\<\"#\"\>",
HoldForm],
TagBox["\<\"Molecule\"\>",
HoldForm],
TagBox["\<\"Excitation\"\>",
HoldForm],
TagBox["\<\"Nature\"\>",
HoldForm],
TagBox["\<\"$\\%T_1$\"\>",
HoldForm],
TagBox["\<\"TBE\"\>",
HoldForm],
TagBox["\<\"Safe?\"\>",
HoldForm],
TagBox["\<\"CASSCF\"\>",
HoldForm],
TagBox["\<\"CASPT2(IPEA)\"\>",
HoldForm],
TagBox["\<\"CASPT2(NOIPEA)\"\>",
HoldForm],
TagBox["\<\"CASPT3(IPEA)\"\>",
HoldForm],
TagBox["\<\"CASPT3(NOIPEA)\"\>",
HoldForm]},
{"1", "\<\"Acetaldehyde\"\>", "\<\"$^1A''(npi)$\"\>", "\<\"V\"\>",
"91.3`", "4.31`", "\<\"Y\"\>", "4.36`", "4.31`", "4.31`", "4.32`",
"4.31`"},
{"2", "\<\"\"\>", "\<\"$^3A''(npi)$\"\>", "\<\"V\"\>", "97.9`",
"3.97`", "\<\"Y\"\>", "3.95`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"3.95`"},
{"3", "\<\"Acetone\"\>", "\<\"$^1A_2(npi)$\"\>", "\<\"V\"\>", "91.1`",
"4.47`", "\<\"Y\"\>", "4.54`", "4.48`", "4.48`", "4.49`", "4.48`"},
{"4", "\<\"\"\>", "\<\"$^1B_2(n3s)$\"\>", "\<\"R\"\>", "90.5`",
"6.46`", "\<\"Y\"\>", "6.59`", "6.46`", "6.46`", "6.5`", "6.43`"},
{"5", "\<\"\"\>", "\<\"$^1A_2(n3p)$\"\>", "\<\"R\"\>", "90.9`",
"7.47`", "\<\"Y\"\>", "7.57`", "7.47`", "7.47`", "7.51`", "7.45`"},
{"6", "\<\"\"\>", "\<\"$^1A_1(n3p)$\"\>", "\<\"R\"\>", "90.6`",
"7.51`", "\<\"Y\"\>", "7.63`", "7.52`", "7.52`", "7.55`", "7.48`"},
{"7", "\<\"\"\>", "\<\"$^1B_2(n3p)$\"\>", "\<\"R\"\>", "91.2`",
"7.62`", "\<\"Y\"\>", "7.7`", "7.61`", "7.61`", "7.65`", "7.59`"},
{"8", "\<\"\"\>", "\<\"$^3A_2(npi)$\"\>", "\<\"V\"\>", "97.8`",
"4.13`", "\<\"Y\"\>", "4.15`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.15`"},
{"9", "\<\"\"\>", "\<\"$^3A_1(ppi)$\"\>", "\<\"V\"\>", "98.7`",
"6.25`", "\<\"Y\"\>", "6.19`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"6.28`"},
{"10", "\<\"Acrolein\"\>", "\<\"$^1A''(npi)$\"\>", "\<\"V\"\>", "87.6`",
"3.78`", "\<\"Y\"\>", "3.91`", "3.8`", "3.8`", "3.78`", "3.74`"},
{"11", "\<\"\"\>", "\<\"$^1A'(ppi)$\"\>", "\<\"V\"\>", "91.2`",
"6.69`", "\<\"Y\"\>", "6.87`", "6.75`", "6.69`", "6.71`", "6.65`"},
{"12", "\<\"\"\>", "\<\"$^1A''(npi)$\"\>", "\<\"V\"\>", "79.4`",
"6.72`", "\<\"N\"\>", "7.27`", "6.96`", "6.94`", "6.89`", "6.75`"},
{"13", "\<\"\"\>", "\<\"$^1A'(n3s)$\"\>", "\<\"R\"\>", "89.4`",
"7.08`", "\<\"Y\"\>", "7.24`", "7.08`", "7.12`", "7.15`", "7.07`"},
{"14", "\<\"\"\>", "\<\"$^1A'(ppi)$\"\>", "\<\"V\"\>", "75.`",
"7.87`", "\<\"Y\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"8.08`"},
{"15", "\<\"\"\>", "\<\"$^3A''(npi)$\"\>", "\<\"V\"\>", "97.`",
"3.51`", "\<\"Y\"\>", "3.55`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"3.46`"},
{"16", "\<\"\"\>", "\<\"$^3A'(ppi)$\"\>", "\<\"V\"\>", "98.6`",
"3.94`", "\<\"Y\"\>", "3.88`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"3.94`"},
{"17", "\<\"\"\>", "\<\"$^3A'(ppi)$\"\>", "\<\"V\"\>", "98.4`",
"6.18`", "\<\"Y\"\>", "6.14`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"6.19`"},
{"18", "\<\"\"\>", "\<\"$^3A''(npi)$\"\>", "\<\"V\"\>", "92.7`",
"6.54`", "\<\"N\"\>", "7.08`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"6.61`"},
{"19", "\<\"Benzene\"\>", "\<\"$^1B_{2u}(ppi)$\"\>", "\<\"V\"\>",
"86.3`", "5.06`", "\<\"Y\"\>", "5.2`", "5.14`", "5.14`", "5.11`",
"5.09`"},
{"20", "\<\"\"\>", "\<\"$^1B_{1u}(ppi)$\"\>", "\<\"V\"\>", "92.9`",
"6.45`", "\<\"Y\"\>", "6.5`", "6.47`", "6.47`", "6.45`", "6.44`"},
{"21", "\<\"\"\>", "\<\"$^1E_{1g}(p3s)$\"\>", "\<\"R\"\>", "92.8`",
"6.52`", "\<\"Y\"\>", "6.58`", "6.54`", "6.54`", "6.54`", "6.52`"},
{"22", "\<\"\"\>", "\<\"$^1A_{2u}(p3p)$\"\>", "\<\"R\"\>", "93.4`",
"7.08`", "\<\"Y\"\>", "7.12`", "7.09`", "7.1`", "7.09`", "7.08`"},
{"23", "\<\"\"\>", "\<\"$^1E_{2u}(p3p)$\"\>", "\<\"R\"\>", "92.8`",
"7.15`", "\<\"Y\"\>", "7.2`", "7.16`", "7.17`", "7.16`", "7.15`"},
{"24", "\<\"\"\>", "\<\"$^1E_{2g}(ppi)$\"\>", "\<\"V\"\>", "73.`",
"8.28`", "\<\"Y\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"8.38`"},
{"25", "\<\"\"\>", "\<\"$^1A_{1g}(dou)$\"\>", "\<\"V\"\>", \
"\<\"n.d.\"\>",
"10.55`", "\<\"N\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", \
"\<\"\"\>"},
{"26", "\<\"\"\>", "\<\"$^3B_{1u}(ppi)$\"\>", "\<\"V\"\>", "98.6`",
"4.16`", "\<\"Y\"\>", "4.`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.18`"},
{"27", "\<\"\"\>", "\<\"$^3E_{1u}(ppi)$\"\>", "\<\"V\"\>", "97.1`",
"4.85`", "\<\"Y\"\>", "4.93`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.86`"},
{"28", "\<\"\"\>", "\<\"$^3B_{2u}(ppi)$\"\>", "\<\"V\"\>", "98.1`",
"5.81`", "\<\"Y\"\>", "5.77`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.81`"},
{"29", "\<\"Butadiene\"\>", "\<\"$^1B_u(ppi)$\"\>", "\<\"V\"\>", "93.3`",
"6.22`", "\<\"Y\"\>", "6.35`", "6.22`", "6.21`", "6.24`", "6.22`"},
{"30", "\<\"\"\>", "\<\"$^1B_g(p3s)$\"\>", "\<\"R\"\>", "94.1`",
"6.33`", "\<\"Y\"\>", "6.4`", "6.33`", "6.33`", "6.34`", "6.33`"},
{"31", "\<\"\"\>", "\<\"$^1A_g(ppi)$\"\>", "\<\"V\"\>", "75.1`",
"6.5`", "\<\"Y\"\>", "7.12`", "6.89`", "6.86`", "6.76`", "6.67`"},
{"32", "\<\"\"\>", "\<\"$^1A_u(p3p)$\"\>", "\<\"R\"\>", "94.1`",
"6.64`", "\<\"Y\"\>", "6.71`", "6.64`", "6.65`", "6.66`", "6.64`"},
{"33", "\<\"\"\>", "\<\"$^1A_u(p3p)$\"\>", "\<\"R\"\>", "94.1`",
"6.8`", "\<\"Y\"\>", "6.87`", "6.8`", "6.8`", "6.81`", "6.8`"},
{"34", "\<\"\"\>", "\<\"$^1B_u(p3p)$\"\>", "\<\"R\"\>", "93.8`",
"7.68`", "\<\"Y\"\>", "7.76`", "7.68`", "7.68`", "7.69`", "7.68`"},
{"35", "\<\"\"\>", "\<\"$^3B_u(ppi)$\"\>", "\<\"V\"\>", "98.4`",
"3.36`", "\<\"Y\"\>", "3.29`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"3.36`"},
{"36", "\<\"\"\>", "\<\"$^3A_g(ppi)$\"\>", "\<\"V\"\>", "98.7`",
"5.2`", "\<\"Y\"\>", "5.17`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.2`"},
{"37", "\<\"\"\>", "\<\"$^3B_g(p3s)$\"\>", "\<\"R\"\>", "97.9`",
"6.29`", "\<\"Y\"\>", "6.33`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"6.28`"},
{"38", "\<\"Carbon Trimer\"\>", "\<\"$^1\\\\Delta_g(dou)$\"\>", "\<\"R\"\
\>", "1.`",
"5.22`", "\<\"Y\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"6.68`"},
{"39", "\<\"\"\>", "\<\"$^1\\\\Sigma^+_g(dou)$\"\>", "\<\"R\"\>", "1.`",
"5.91`", "\<\"Y\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"7.24`"},
{"40", "\<\"Cyanoacetylene\"\>", "\<\"$^1\\\\Sigma^-(ppi)$\"\>", \
"\<\"V\"\>", "94.3`", "5.8`", "\<\"Y\"\>", "5.88`", "5.84`", "5.84`", "5.81`",
"5.8`"},
{"41", "\<\"\"\>", "\<\"$^1\\\\Delta(ppi)$\"\>", "\<\"V\"\>", "94.`",
"6.07`", "\<\"Y\"\>", "6.15`", "6.11`", "6.11`", "6.09`", "6.08`"},
{"42", "\<\"\"\>", "\<\"$^3\\\\Sigma^+(ppi)$\"\>", "\<\"V\"\>", "98.5`",
"4.44`", "\<\"Y\"\>", "4.38`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.45`"},
{"43", "\<\"\"\>", "\<\"$^3\\\\Delta(ppi)$\"\>", "\<\"V\"\>", "98.2`",
"5.21`", "\<\"Y\"\>", "5.24`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.22`"},
{"44", "\<\"\"\>", "\<\"$^1A''\[NonBreakingSpace][F](ppi)$\"\>", \
"\<\"V\"\>", "93.6`", "3.54`", "\<\"Y\"\>", "3.58`", "3.57`", "3.58`",
"3.54`", "3.54`"},
{"45", "\<\"Cyanoformaldehyde\"\>", "\<\"$^1A''(npi)$\"\>", "\<\"V\"\>",
"89.8`", "3.81`", "\<\"Y\"\>", "3.94`", "3.87`", "3.87`", "3.86`",
"3.83`"},
{"46", "\<\"\"\>", "\<\"$^1A''(ppi)$\"\>", "\<\"V\"\>", "91.9`",
"6.46`", "\<\"Y\"\>", "6.67`", "6.51`", "6.5`", "6.47`", "6.42`"},
{"47", "\<\"\"\>", "\<\"$^3A''(npi)$\"\>", "\<\"V\"\>", "97.6`",
"3.44`", "\<\"Y\"\>", "3.49`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"3.46`"},
{"48", "\<\"\"\>", "\<\"$^3A'(ppi)$\"\>", "\<\"V\"\>", "98.4`",
"5.01`", "\<\"Y\"\>", "4.97`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.01`"},
{"49", "\<\"Cyanogen\"\>", "\<\"$^1\\\\Sigma_u^-(ppi)$\"\>", "\<\"V\"\>",
"94.1`", "6.39`", "\<\"Y\"\>", "6.5`", "6.44`", "6.44`", "6.4`",
"6.39`"},
{"50", "\<\"\"\>", "\<\"$^1\\\\Delta_u(ppi)$\"\>", "\<\"V\"\>", "93.4`",
"6.66`", "\<\"Y\"\>", "6.78`", "6.71`", "6.72`", "6.68`", "6.66`"},
{"51", "\<\"\"\>", "\<\"$^3\\\\Sigma_u^+(ppi)$\"\>", "\<\"V\"\>",
"98.5`", "4.91`", "\<\"Y\"\>",
"4.84`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "4.9`"},
{"52", "\<\"\"\>", "\<\"$^1\\\\Sigma_u^- \
\[NonBreakingSpace][F](ppi)$\"\>", "\<\"V\"\>", "93.4`", "5.05`", "\<\"Y\"\>",
"5.13`", "5.14`", "5.14`", "5.06`", "5.06`"},
{"53", "\<\"Cyclopentadiene\"\>", "\<\"$^1B_2(ppi)$\"\>", "\<\"V\"\>",
"93.8`", "5.56`", "\<\"Y\"\>", "5.67`", "5.54`", "5.53`", "5.56`",
"5.54`"},
{"54", "\<\"\"\>", "\<\"$^1A_2(p3s)$\"\>", "\<\"R\"\>", "94.`",
"5.78`", "\<\"Y\"\>", "5.83`", "5.78`", "5.78`", "5.78`", "5.77`"},
{"55", "\<\"\"\>", "\<\"$^1B_1(p3p)$\"\>", "\<\"R\"\>", "94.2`",
"6.41`", "\<\"Y\"\>", "6.45`", "6.41`", "6.41`", "6.41`", "6.4`"},
{"56", "\<\"\"\>", "\<\"$^1A_2(p3p)$\"\>", "\<\"R\"\>", "93.8`",
"6.46`", "\<\"Y\"\>", "6.5`", "6.45`", "6.46`", "6.46`", "6.45`"},
{"57", "\<\"\"\>", "\<\"$^1B_2(p3p)$\"\>", "\<\"R\"\>", "94.2`",
"6.56`", "\<\"Y\"\>", "6.61`", "6.56`", "6.57`", "6.56`", "6.56`"},
{"58", "\<\"\"\>", "\<\"$^1A_1(ppi)$\"\>", "\<\"V\"\>", "78.9`",
"6.52`", "\<\"N\"\>", "6.96`", "6.71`", "6.71`", "6.66`", "6.57`"},
{"59", "\<\"\"\>", "\<\"$^3B_2(ppi)$\"\>", "\<\"V\"\>", "98.4`",
"3.31`", "\<\"Y\"\>", "3.24`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"3.32`"},
{"60", "\<\"\"\>", "\<\"$^3A_1(ppi)$\"\>", "\<\"V\"\>", "98.6`",
"5.11`", "\<\"Y\"\>", "5.09`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.12`"},
{"61", "\<\"\"\>", "\<\"$^3A_2(p3s)$\"\>", "\<\"R\"\>", "97.9`",
"5.73`", "\<\"Y\"\>", "5.78`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.73`"},
{"62", "\<\"\"\>", "\<\"$^3B_1(p3p)$\"\>", "\<\"R\"\>", "97.9`",
"6.36`", "\<\"Y\"\>", "6.4`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"6.36`"},
{"63", "\<\"Cyclopropene \"\>", "\<\"$^1B_1(spi)$\"\>", "\<\"V\"\>",
"92.8`", "6.68`", "\<\"Y\"\>", "6.76`", "6.68`", "6.68`", "6.7`",
"6.68`"},
{"64", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^1B_2(ppi)$\"\>", "\<\"V\"\>", "95.1`", "6.79`", "\<\"Y\"\>", "6.86`",
"6.74`", "6.73`", "6.76`", "6.73`"},
{"65", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^3B_2(ppi)$\"\>", "\<\"V\"\>", "98.`", "4.38`", "\<\"Y\"\>",
"4.3`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "4.34`"},
{"66", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^3B_1(spi)$\"\>", "\<\"V\"\>", "98.9`", "6.45`", "\<\"Y\"\>",
"6.46`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "6.4`"},
{"67", "\<\"Cyclopropenone\"\>", "\<\"$^1B_1(npi)$\"\>", "\<\"V\"\>",
"87.7`", "4.26`", "\<\"Y\"\>", "4.53`", "4.29`", "4.28`", "4.31`",
"4.21`"},
{"68", "\<\"\"\>", "\<\"$^1A_2(npi)$\"\>", "\<\"V\"\>", "91.`",
"5.55`", "\<\"Y\"\>", "5.63`", "5.59`", "5.59`", "5.59`", "5.57`"},
{"69", "\<\"\"\>", "\<\"$^1B_2(n3s)$\"\>", "\<\"R\"\>", "90.8`",
"6.34`", "\<\"Y\"\>", "6.44`", "6.35`", "6.35`", "6.38`", "6.32`"},
{"70", "\<\"\"\>", "\<\"$^1B_2(ppi)$\"\>", "\<\"V\"\>", "86.5`",
"6.54`", "\<\"Y\"\>", "6.82`", "6.61`", "6.59`", "6.61`", "6.54`"},
{"71", "\<\"\"\>", "\<\"$^1B_2(n3p)$\"\>", "\<\"R\"\>", "91.1`",
"6.98`", "\<\"Y\"\>", "7.09`", "6.95`", "6.98`", "7.02`", "6.96`"},
{"72", "\<\"\"\>", "\<\"$^1A_1(n3p)$\"\>", "\<\"R\"\>", "91.2`",
"7.02`", "\<\"Y\"\>", "7.12`", "7.02`", "7.02`", "7.06`", "7.`"},
{"73", "\<\"\"\>", "\<\"$^1A_1(ppi)$\"\>", "\<\"V\"\>", "90.8`",
"8.28`", "\<\"Y\"\>", "8.35`", "8.29`", "8.29`", "8.31`", "8.28`"},
{"74", "\<\"\"\>", "\<\"$^3B_1(npi)$\"\>", "\<\"V\"\>", "96.`",
"3.93`", "\<\"Y\"\>", "4.18`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"3.91`"},
{"75", "\<\"\"\>", "\<\"$^3B_2(ppi)$\"\>", "\<\"V\"\>", "97.9`",
"4.88`", "\<\"Y\"\>", "4.91`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.89`"},
{"76", "\<\"\"\>", "\<\"$^3A_2(npi)$\"\>", "\<\"V\"\>", "97.5`",
"5.35`", "\<\"Y\"\>", "5.4`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.37`"},
{"77", "\<\"\"\>", "\<\"$^3A_1(ppi)$\"\>", "\<\"V\"\>", "98.1`",
"6.79`", "\<\"Y\"\>", "6.76`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"6.83`"},
{"78", "\<\"Cyclopropenethione\"\>", "\<\"$^1A_2(npi)$\"\>", "\<\"V\"\>",
"89.6`", "3.41`", "\<\"Y\"\>", "3.51`", "3.43`", "3.43`", "3.46`",
"3.43`"},
{"79", "\<\"\"\>", "\<\"$^1B_1(npi)$\"\>", "\<\"V\"\>", "84.8`",
"3.45`", "\<\"Y\"\>", "3.84`", "3.52`", "3.51`", "3.56`", "3.43`"},
{"80", "\<\"\"\>", "\<\"$^1B_2(ppi)$\"\>", "\<\"V\"\>", "83.`",
"4.6`", "\<\"Y\"\>", "4.98`", "4.7`", "4.69`", "4.73`", "4.64`"},
{"81", "\<\"\"\>", "\<\"$^1B_2(n3s)$\"\>", "\<\"R\"\>", "91.8`",
"5.34`", "\<\"Y\"\>", "5.41`", "5.33`", "5.34`", "5.38`", "5.34`"},
{"82", "\<\"\"\>", "\<\"$^1A_1(ppi)$\"\>", "\<\"V\"\>", "89.`",
"5.46`", "\<\"Y\"\>", "5.55`", "5.5`", "5.48`", "5.52`", "5.49`"},
{"83", "\<\"\"\>", "\<\"$^1B_2(n3p)$\"\>", "\<\"R\"\>", "91.3`",
"5.92`", "\<\"Y\"\>", "6.03`", "5.93`", "5.93`", "5.97`", "5.93`"},
{"84", "\<\"\"\>", "\<\"$^3A_2(npi)$\"\>", "\<\"V\"\>", "97.2`",
"3.28`", "\<\"Y\"\>", "3.34`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"3.3`"},
{"85", "\<\"\"\>", "\<\"$^3B_1(npi)$\"\>", "\<\"V\"\>", "94.5`",
"3.32`", "\<\"Y\"\>", "3.69`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"3.31`"},
{"86", "\<\"\"\>", "\<\"$^3B_2(ppi)$\"\>", "\<\"V\"\>", "96.5`",
"4.01`", "\<\"Y\"\>", "4.16`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.02`"},
{"87", "\<\"\"\>", "\<\"$^3A_1(ppi)$\"\>", "\<\"V\"\>", "98.2`",
"4.01`", "\<\"Y\"\>", "3.97`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.03`"},
{"88", "\<\"Diacetylene\"\>", "\<\"$^1\\\\Sigma_u^-(ppi)$\"\>", "\<\"V\"\
\>", "94.4`", "5.33`", "\<\"Y\"\>", "5.41`", "5.37`", "5.37`", "5.35`",
"5.34`"},
{"89", "\<\"\"\>", "\<\"$^1\\\\Delta_u(ppi)$\"\>", "\<\"V\"\>", "94.1`",
"5.61`", "\<\"Y\"\>", "5.67`", "5.63`", "5.64`", "5.62`", "5.61`"},
{"90", "\<\"\"\>", "\<\"$^3\\\\Sigma_u^+(ppi)$\"\>", "\<\"V\"\>",
"98.5`", "4.1`", "\<\"Y\"\>",
"4.01`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "4.08`"},
{"91", "\<\"\"\>", "\<\"$^3\\\\Delta_u(ppi)$\"\>", "\<\"V\"\>", "98.2`",
"4.78`", "\<\"Y\"\>", "4.82`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.8`"},
{"92", "\<\"Diazomethane \"\>", "\<\"$^1A_2(ppi)$\"\>", "\<\"V\"\>",
"90.1`", "3.14`", "\<\"Y\"\>", "3.19`", "3.11`", "3.12`", "3.1`",
"3.07`"},
{"93", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^1B_1(p3s)$\"\>", "\<\"R\"\>", "93.8`", "5.54`", "\<\"Y\"\>", "5.57`",
"5.47`", "5.48`", "5.47`", "5.45`"},
{"94", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^1A_1(ppi)$\"\>", "\<\"V\"\>", "91.4`", "5.9`", "\<\"Y\"\>", "5.94`",
"5.88`", "5.87`", "5.86`", "5.84`"},
{"95", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^3A_2(ppi)$\"\>", "\<\"V\"\>", "97.7`", "2.79`", "\<\"Y\"\>",
"3.19`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "2.83`"},
{"96", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^3A_1(ppi)$\"\>", "\<\"V\"\>", "98.6`", "4.05`", "\<\"Y\"\>",
"3.95`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "4.03`"},
{"97", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^3B_1(p3s\[NonBreakingSpace])$\"\>", "\<\"R\"\>", "98.`",
"5.35`", "\<\"Y\"\>", "5.42`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.31`"},
{"98", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^3A_1(p3p)$\"\>", "\<\"R\"\>", "98.5`", "6.82`", "\<\"Y\"\>",
"6.85`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "6.8`"},
{"99", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^1A''\[NonBreakingSpace][F](ppi)$\"\>", "\<\"V\"\>", "87.4`",
"0.71`", "\<\"Y\"\>", "0.81`", "0.74`", "0.73`", "0.7`", "0.68`"},
{"100", "\<\"Formamide \"\>", "\<\"$^1A''(npi)$\"\>", "\<\"V\"\>",
"90.8`", "5.65`", "\<\"Y\"\>", "5.69`", "5.66`", "5.66`", "5.67`",
"5.66`"},
{"101", "\<\"\"\>", "\<\"$^1A'(n3s)$\"\>", "\<\"R\"\>", "88.6`",
"6.77`", "\<\"Y\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"6.74`"},
{"102", "\<\"\"\>", "\<\"$^1A'(n3p)$\"\>", "\<\"R\"\>", "89.6`",
"7.38`", "\<\"N\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"7.4`"},
{"103", "\<\"\"\>", "\<\"$^1A'(ppi)$\"\>", "\<\"V\"\>", "89.3`",
"7.63`", "\<\"N\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"7.62`"},
{"104", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^3A''(npi)$\"\>", "\<\"V\"\>", "97.7`", "5.38`", "\<\"Y\"\>",
"5.36`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "5.38`"},
{"105", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^3A'(ppi)$\"\>", "\<\"V\"\>", "98.2`", "5.81`", "\<\"Y\"\>",
"5.77`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "5.82`"},
{"106", "\<\"Furan\"\>", "\<\"$^1A_2(p3s)$\"\>", "\<\"R\"\>", "93.8`",
"6.09`", "\<\"Y\"\>", "6.17`", "6.1`", "6.1`", "6.09`", "6.08`"},
{"107", "\<\"\"\>", "\<\"$^1B_2(ppi)$\"\>", "\<\"V\"\>", "93.`",
"6.37`", "\<\"Y\"\>", "6.51`", "6.39`", "6.38`", "6.37`", "6.34`"},
{"108", "\<\"\"\>", "\<\"$^1A_1(ppi)$\"\>", "\<\"V\"\>", "92.4`",
"6.56`", "\<\"Y\"\>", "6.85`", "6.68`", "6.68`", "6.65`", "6.58`"},
{"109", "\<\"\"\>", "\<\"$^1B_1(p3p)$\"\>", "\<\"R\"\>", "93.9`",
"6.64`", "\<\"Y\"\>", "6.71`", "6.65`", "6.65`", "6.64`", "6.63`"},
{"110", "\<\"\"\>", "\<\"$^1A_2(p3p)$\"\>", "\<\"R\"\>", "93.6`",
"6.81`", "\<\"Y\"\>", "6.89`", "6.82`", "6.82`", "6.81`", "6.8`"},
{"111", "\<\"\"\>", "\<\"$^1B_2(p3p)$\"\>", "\<\"R\"\>", "93.5`",
"7.24`", "\<\"Y\"\>", "7.32`", "7.25`", "7.25`", "7.25`", "7.23`"},
{"112", "\<\"\"\>", "\<\"$^3B_2(ppi)$\"\>", "\<\"V\"\>", "98.4`",
"4.2`", "\<\"Y\"\>", "4.15`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.22`"},
{"113", "\<\"\"\>", "\<\"$^3A_1(ppi)$\"\>", "\<\"V\"\>", "98.1`",
"5.46`", "\<\"Y\"\>", "5.47`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.48`"},
{"114", "\<\"\"\>", "\<\"$^3A_2(p3s)$\"\>", "\<\"R\"\>", "97.9`",
"6.02`", "\<\"Y\"\>", "6.11`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"6.02`"},
{"115", "\<\"\"\>", "\<\"$^3B_1(p3p)$\"\>", "\<\"R\"\>", "97.9`",
"6.59`", "\<\"Y\"\>", "6.66`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"6.59`"},
{"116", "\<\"Glyoxal\"\>", "\<\"$^1A_u(npi)$\"\>", "\<\"V\"\>", "91.`",
"2.88`", "\<\"Y\"\>", "3.01`", "2.92`", "2.92`", "2.91`", "2.88`"},
{"117", "\<\"\"\>", "\<\"$^1B_g(npi)$\"\>", "\<\"V\"\>", "88.3`",
"4.24`", "\<\"Y\"\>", "4.42`", "4.33`", "4.32`", "4.3`", "4.27`"},
{"118", "\<\"\"\>", "\<\"$^1A_g(dou)$\"\>", "\<\"V\"\>", "0.5`",
"5.61`", "\<\"Y\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "7.26`",
"6.76`"},
{"119", "\<\"\"\>", "\<\"$^1B_g(npi)$\"\>", "\<\"V\"\>", "83.9`",
"6.57`", "\<\"Y\"\>", "7.12`", "6.76`", "6.75`", "6.73`", "6.58`"},
{"120", "\<\"\"\>", "\<\"$^1B_u(n3p)$\"\>", "\<\"R\"\>", "91.7`",
"7.71`", "\<\"Y\"\>", "7.84`", "7.71`", "7.71`", "7.74`", "7.67`"},
{"121", "\<\"\"\>", "\<\"$^3A_u(npi)$\"\>", "\<\"V\"\>", "97.6`",
"2.49`", "\<\"Y\"\>", "2.56`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"2.49`"},
{"122", "\<\"\"\>", "\<\"$^3B_g(npi)$\"\>", "\<\"V\"\>", "97.4`",
"3.89`", "\<\"Y\"\>", "3.96`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"3.9`"},
{"123", "\<\"\"\>", "\<\"$^3B_u(ppi)$\"\>", "\<\"V\"\>", "98.5`",
"5.15`", "\<\"Y\"\>", "5.1`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.17`"},
{"124", "\<\"\"\>", "\<\"$^3A_g(ppi)$\"\>", "\<\"V\"\>", "98.8`",
"6.3`", "\<\"Y\"\>", "6.23`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"6.3`"},
{"125", "\<\"Imidazole\"\>", "\<\"$^1A''(p3s)$\"\>", "\<\"R\"\>", "93.`",
"5.7`", "\<\"Y\"\>", "5.807`", "5.73`", "5.734`", "5.722`", "5.701`"},
{"126", "\<\"\"\>", "\<\"$^1A'(p3p)$\"\>", "\<\"R\"\>", "90.`",
"6.41`", "\<\"Y\"\>", "6.585`", "6.495`", "6.471`", "6.455`",
"6.415`"},
{"127", "\<\"\"\>", "\<\"$^1A''(p3p)$\"\>", "\<\"R\"\>", "93.6`",
"6.5`", "\<\"Y\"\>", "6.579`", "6.524`", "6.528`", "6.511`", "6.504`"},
{"128", "\<\"\"\>", "\<\"$^1A''(npi)$\"\>", "\<\"V\"\>", "89.`",
"6.71`", "\<\"Y\"\>", "6.92`", "6.799`", "6.792`", "6.797`", "6.731`"},
{"129", "\<\"\"\>", "\<\"$^1A'(ppi)$\"\>", "\<\"V\"\>", "88.9`",
"6.86`", "\<\"Y\"\>", "7.02`", "6.926`", "6.929`", "6.905`", "6.873`"},
{"130", "\<\"\"\>", "\<\"$^1A'(n3s)$\"\>", "\<\"R\"\>", "89.`",
"7.`", "\<\"Y\"\>", "7.242`", "7.094`", "7.103`", "7.127`", "7.017`"},
{"131", "\<\"\"\>", "\<\"$^3A'(ppi)$\"\>", "\<\"V\"\>", "98.3`",
"4.74`", "\<\"Y\"\>", "4.68`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.75`"},
{"132", "\<\"\"\>", "\<\"$^3A''(p3s)$\"\>", "\<\"R\"\>", "97.6`",
"5.66`", "\<\"Y\"\>", "5.77`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.67`"},
{"133", "\<\"\"\>", "\<\"$^3A'(ppi)$\"\>", "\<\"V\"\>", "97.9`",
"5.74`", "\<\"Y\"\>", "5.77`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.74`"},
{"134", "\<\"\"\>", "\<\"$^3A''(npi)$\"\>", "\<\"V\"\>", "97.3`",
"6.31`", "\<\"Y\"\>", "6.4`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"6.33`"},
{"135", "\<\"Isobutene\"\>", "\<\"$^1B_1(p3s)$\"\>", "\<\"R\"\>",
"94.1`", "6.46`", "\<\"Y\"\>", "6.54`", "6.46`", "6.46`", "6.47`",
"6.45`"},
{"136", "\<\"\"\>", "\<\"$^1A_1(p3p)$\"\>", "\<\"R\"\>", "94.2`",
"7.01`", "\<\"Y\"\>", "7.09`", "7.`", "7.`", "7.01`", "7.`"},
{"137", "\<\"\"\>", "\<\"$^3A_1(ppi)$\"\>", "\<\"V\"\>", "98.9`",
"4.53`", "\<\"Y\"\>", "4.48`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.53`"},
{"138", "\<\"Ketene \"\>", "\<\"$^1A_2(ppi)$\"\>", "\<\"V\"\>", "91.`",
"3.86`", "\<\"Y\"\>", "3.97`", "3.91`", "3.92`", "3.9`", "3.88`"},
{"139", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^1B_1(p3s)$\"\>", "\<\"R\"\>", "93.9`", "6.01`", "\<\"Y\"\>", "6.09`",
"5.98`", "5.99`", "5.99`", "5.96`"},
{"140", "\<\"\"\>", "\<\"$^1A_1(ppi)$\"\>", "\<\"V\"\>", "92.4`",
"7.25`", "\<\"Y\"\>", "7.36`", "7.26`", "7.26`", "7.27`", "7.23`"},
{"141", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^1A_2(p3p)$\"\>", "\<\"R\"\>", "94.4`", "7.18`", "\<\"Y\"\>", "7.29`",
"7.29`", "7.19`", "7.2`", "7.16`"},
{"142", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^3A_2(ppi)$\"\>", "\<\"V\"\>", "91.`", "3.77`", "\<\"Y\"\>",
"3.83`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "3.78`"},
{"143", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^3A_1(ppi)$\"\>", "\<\"V\"\>", "98.6`", "5.61`", "\<\"Y\"\>",
"5.55`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "5.61`"},
{"144", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^3B_1(p3s)$\"\>", "\<\"R\"\>", "98.1`", "5.79`", "\<\"Y\"\>",
"5.89`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "5.76`"},
{"145", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^3A_2(p3p)$\"\>", "\<\"R\"\>", "94.4`", "7.12`", "\<\"Y\"\>",
"7.25`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "7.12`"},
{"146", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", "\<\"$^1A^\
\\\"\[NonBreakingSpace][F](ppi)$\"\>", "\<\"V\"\>", "87.9`",
"1.`", "\<\"Y\"\>", "1.13`", "1.06`", "1.06`", "1.03`", "1.`"},
{"147", "\<\"Methylenecyclopropene\"\>", "\<\"$^1B_2(ppi)$\"\>", \
"\<\"V\"\>", "85.4`", "4.28`", "\<\"Y\"\>", "4.58`", "4.36`", "4.35`",
"4.38`", "4.31`"},
{"148", "\<\"\"\>", "\<\"$^1B_1(p3s)$\"\>", "\<\"R\"\>", "93.6`",
"5.44`", "\<\"Y\"\>", "5.48`", "5.44`", "5.44`", "5.45`", "5.44`"},
{"149", "\<\"\"\>", "\<\"$^1A_2(p3p)$\"\>", "\<\"R\"\>", "93.3`",
"5.96`", "\<\"Y\"\>", "6.`", "5.96`", "5.96`", "5.97`", "5.95`"},
{"150", "\<\"\"\>", "\<\"$^1A_1(ppi)$\"\>", "\<\"V\"\>", "92.8`",
"6.12`", "\<\"N\"\>", "6.17`", "6.13`", "6.12`", "6.14`", "6.13`"},
{"151", "\<\"\"\>", "\<\"$^3B_2(ppi)$\"\>", "\<\"V\"\>", "97.2`",
"3.49`", "\<\"Y\"\>", "3.57`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"3.5`"},
{"152", "\<\"\"\>", "\<\"$^3A_1(ppi)$\"\>", "\<\"V\"\>", "98.6`",
"4.74`", "\<\"Y\"\>", "4.69`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.74`"},
{"153", "\<\"Nitrosomethane \"\>", "\<\"$^1A''(npi)$\"\>", "\<\"V\"\>",
"93.`", "1.96`", "\<\"Y\"\>", "1.98`", "1.96`", "1.96`", "1.96`",
"1.96`"},
{"154", "\<\"\"\>", "\<\"$^1A'(dou)$\"\>", "\<\"V\"\>", "2.5`",
"4.76`", "\<\"Y\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "6.02`",
"5.76`"},
{"155", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^1A'(n.d.)$\"\>", "\<\"R\"\>", "90.8`", "6.29`", "\<\"Y\"\>", "6.43`",
"6.32`", "6.33`", "6.38`", "6.31`"},
{"156", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^3A''(npi)$\"\>", "\<\"V\"\>", "98.4`", "1.16`", "\<\"Y\"\>",
"1.11`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "1.14`"},
{"157", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^3A'(ppi)$\"\>", "\<\"V\"\>", "98.9`", "5.6`", "\<\"Y\"\>",
"5.43`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "5.51`"},
{"158", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^1A''\[NonBreakingSpace] [F](npi)$\"\>", "\<\"V\"\>", "92.7`",
"1.67`", "\<\"Y\"\>", "1.68`", "1.66`", "1.67`", "1.67`", "1.67`"},
{"159", "\<\"Propynal\"\>", "\<\"$^1A''(npi)$\"\>", "\<\"V\"\>", "89.`",
"3.8`", "\<\"Y\"\>", "3.94`", "3.86`", "3.86`", "3.85`", "3.82`"},
{"160", "\<\"\"\>", "\<\"$^1A''(ppi)$\"\>", "\<\"V\"\>", "92.9`",
"5.54`", "\<\"Y\"\>", "5.69`", "5.57`", "5.57`", "5.55`", "5.51`"},
{"161", "\<\"\"\>", "\<\"$^3A''(npi)$\"\>", "\<\"V\"\>", "97.4`",
"3.47`", "\<\"Y\"\>", "3.53`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"3.49`"},
{"162", "\<\"\"\>", "\<\"$^3A'(ppi)$\"\>", "\<\"V\"\>", "98.3`",
"4.47`", "\<\"Y\"\>", "4.4`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.43`"},
{"163", "\<\"Pyrazine\"\>", "\<\"$^1B_{3u}(npi)$\"\>", "\<\"V\"\>",
"90.1`", "4.15`", "\<\"Y\"\>", "4.32`", "4.21`", "4.21`", "4.2`",
"4.14`"},
{"164", "\<\"\"\>", "\<\"$^1A_u(npi)$\"\>", "\<\"V\"\>", "88.6`",
"4.98`", "\<\"Y\"\>", "5.23`", "5.04`", "5.04`", "5.06`", "4.97`"},
{"165", "\<\"\"\>", "\<\"$^1B_{2u}(ppi)$\"\>", "\<\"V\"\>", "86.9`",
"5.02`", "\<\"Y\"\>", "5.15`", "5.09`", "5.09`", "5.06`", "5.03`"},
{"166", "\<\"\"\>", "\<\"$^1B_{2g}(npi)$\"\>", "\<\"V\"\>", "85.6`",
"5.71`", "\<\"Y\"\>", "6.`", "5.85`", "5.84`", "5.8`", "5.71`"},
{"167", "\<\"\"\>", "\<\"$^1A_g(n3s)$\"\>", "\<\"R\"\>", "91.1`",
"6.65`", "\<\"Y\"\>", "6.83`", "6.7`", "6.71`", "6.74`", "6.66`"},
{"168", "\<\"\"\>", "\<\"$^1B_{1g}(npi)$\"\>", "\<\"V\"\>", "84.2`",
"6.74`", "\<\"Y\"\>", "7.14`", "6.85`", "6.85`", "6.87`", "6.73`"},
{"169", "\<\"\"\>", "\<\"$^1B_{1u}(ppi)$\"\>", "\<\"V\"\>", "92.8`",
"6.88`", "\<\"Y\"\>", "6.96`", "6.91`", "6.9`", "6.88`", "6.86`"},
{"170", "\<\"\"\>", "\<\"$^1B_{1g}(p3s)$\"\>", "\<\"R\"\>", "93.8`",
"7.21`", "\<\"Y\"\>", "7.26`", "7.22`", "7.22`", "7.21`", "7.2`"},
{"171", "\<\"\"\>", "\<\"$^1B_{2u}(n3p)$\"\>", "\<\"R\"\>", "90.8`",
"7.24`", "\<\"Y\"\>", "7.44`", "7.31`", "7.31`", "7.35`", "7.25`"},
{"172", "\<\"\"\>", "\<\"$^1B_{1u}(n3p)$\"\>", "\<\"R\"\>", "91.4`",
"7.44`", "\<\"Y\"\>", "7.6`", "7.5`", "7.5`", "7.52`", "7.45`"},
{"173", "\<\"\"\>", "\<\"$^1B_{1u}(ppi)$\"\>", "\<\"V\"\>", "90.5`",
"7.98`", "\<\"N\"\>", "8.2`", "8.`", "7.98`", "8.02`", "7.94`"},
{"174", "\<\"\"\>", "\<\"$^1A_g(dou)$\"\>", "\<\"V\"\>", "12.`",
"8.04`", "\<\"N\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"9.17`"},
{"175", "\<\"\"\>", "\<\"$^1A_g(ppi)$\"\>", "\<\"V\"\>", "71.`",
"8.69`", "\<\"N\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"8.69`"},
{"176", "\<\"\"\>", "\<\"$^3B_{3u}(npi)$\"\>", "\<\"V\"\>", "97.3`",
"3.59`", "\<\"Y\"\>", "3.7`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"3.59`"},
{"177", "\<\"\"\>", "\<\"$^3B_{1u}(ppi)$\"\>", "\<\"V\"\>", "98.5`",
"4.35`", "\<\"Y\"\>", "4.19`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.39`"},
{"178", "\<\"\"\>", "\<\"$^3B_{2u}(ppi)$\"\>", "\<\"V\"\>", "97.6`",
"4.39`", "\<\"Y\"\>", "4.4`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.4`"},
{"179", "\<\"\"\>", "\<\"$^3A_u(npi)$\"\>", "\<\"V\"\>", "96.1`",
"4.93`", "\<\"Y\"\>", "5.16`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.93`"},
{"180", "\<\"\"\>", "\<\"$^3B_{2g}(npi)$\"\>", "\<\"V\"\>", "97.`",
"5.08`", "\<\"Y\"\>", "5.21`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.08`"},
{"181", "\<\"\"\>", "\<\"$^3B_{1u}(ppi)$\"\>", "\<\"V\"\>", "97.`",
"5.28`", "\<\"Y\"\>", "5.35`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.29`"},
{"182", "\<\"Pyridazine\"\>", "\<\"$^1B_1(npi)$\"\>", "\<\"V\"\>",
"89.`", "3.83`", "\<\"Y\"\>", "4.03`", "3.9`", "3.91`", "3.89`",
"3.83`"},
{"183", "\<\"\"\>", "\<\"$^1A_2(npi)$\"\>", "\<\"V\"\>", "86.9`",
"4.37`", "\<\"Y\"\>", "4.65`", "4.46`", "4.46`", "4.47`", "4.37`"},
{"184", "\<\"\"\>", "\<\"$^1A_1(ppi)$\"\>", "\<\"V\"\>", "85.8`",
"5.26`", "\<\"Y\"\>", "5.43`", "5.36`", "5.36`", "5.32`", "5.29`"},
{"185", "\<\"\"\>", "\<\"$^1A_2(npi)$\"\>", "\<\"V\"\>", "86.2`",
"5.72`", "\<\"Y\"\>", "6.01`", "5.85`", "5.84`", "5.82`", "5.74`"},
{"186", "\<\"\"\>", "\<\"$^1B_2(n3s)$\"\>", "\<\"R\"\>", "88.5`",
"6.17`", "\<\"Y\"\>", "6.42`", "6.26`", "6.27`", "6.31`", "6.17`"},
{"187", "\<\"\"\>", "\<\"$^1B_1(npi)$\"\>", "\<\"V\"\>", "87.`",
"6.37`", "\<\"Y\"\>", "6.67`", "6.46`", "6.46`", "6.47`", "6.37`"},
{"188", "\<\"\"\>", "\<\"$^1B_2(ppi)$\"\>", "\<\"V\"\>", "90.6`",
"6.75`", "\<\"Y\"\>", "6.88`", "6.84`", "6.81`", "6.77`", "6.74`"},
{"189", "\<\"\"\>", "\<\"$^3B_1(npi)$\"\>", "\<\"V\"\>", "97.1`",
"3.19`", "\<\"Y\"\>", "3.3`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"3.19`"},
{"190", "\<\"\"\>", "\<\"$^3A_2(npi)$\"\>", "\<\"V\"\>", "96.1`",
"4.11`", "\<\"Y\"\>", "4.31`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.11`"},
{"191", "\<\"\"\>", "\<\"$^3B_2(ppi)$\"\>", "\<\"V\"\>", "98.5`",
"4.34`", "\<\"N\"\>", "4.17`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.38`"},
{"192", "\<\"\"\>", "\<\"$^3A_1(ppi)$\"\>", "\<\"V\"\>", "97.3`",
"4.82`", "\<\"Y\"\>", "4.86`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.83`"},
{"193", "\<\"Pyridine\"\>", "\<\"$^1B_1(npi)$\"\>", "\<\"V\"\>", "88.4`",
"4.95`", "\<\"Y\"\>", "5.17`", "5.04`", "5.04`", "5.03`", "4.96`"},
{"194", "\<\"\"\>", "\<\"$^1B_2(ppi)$\"\>", "\<\"V\"\>", "86.5`",
"5.14`", "\<\"Y\"\>", "5.29`", "5.23`", "5.23`", "5.2`", "5.17`"},
{"195", "\<\"\"\>", "\<\"$^1A_2(npi)$\"\>", "\<\"V\"\>", "87.9`",
"5.4`", "\<\"Y\"\>", "5.64`", "5.46`", "5.46`", "5.48`", "5.4`"},
{"196", "\<\"\"\>", "\<\"$^1A_1(ppi)$\"\>", "\<\"V\"\>", "92.1`",
"6.62`", "\<\"Y\"\>", "6.96`", "6.73`", "6.67`", "6.65`", "6.63`"},
{"197", "\<\"\"\>", "\<\"$^1A_1(n3s)$\"\>", "\<\"R\"\>", "89.7`",
"6.76`", "\<\"Y\"\>", "6.71`", "6.77`", "6.83`", "6.86`", "6.76`"},
{"198", "\<\"\"\>", "\<\"$^1A_2(p3s)$\"\>", "\<\"R\"\>", "93.2`",
"6.82`", "\<\"Y\"\>", "6.87`", "6.83`", "6.83`", "6.83`", "6.81`"},
{"199", "\<\"\"\>", "\<\"$^1B_1(p3p)$\"\>", "\<\"R\"\>", "93.6`",
"7.38`", "\<\"Y\"\>", "7.43`", "7.4`", "7.4`", "7.4`", "7.38`"},
{"200", "\<\"\"\>", "\<\"$^1A_1(ppi)$\"\>", "\<\"V\"\>", "90.5`",
"7.39`", "\<\"Y\"\>", "7.59`", "7.46`", "7.44`", "7.47`", "7.39`"},
{"201", "\<\"\"\>", "\<\"$^1B_2(ppi)$\"\>", "\<\"V\"\>", "90.`",
"7.4`", "\<\"N\"\>", "7.55`", "7.43`", "7.4`", "7.42`", "7.38`"},
{"202", "\<\"\"\>", "\<\"$^3A_1(ppi)$\"\>", "\<\"V\"\>", "98.5`",
"4.3`", "\<\"Y\"\>", "4.15`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.33`"},
{"203", "\<\"\"\>", "\<\"$^3B_1(npi)$\"\>", "\<\"V\"\>", "97.`",
"4.46`", "\<\"Y\"\>", "4.59`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.46`"},
{"204", "\<\"\"\>", "\<\"$^3B_2(ppi)$\"\>", "\<\"V\"\>", "97.3`",
"4.79`", "\<\"Y\"\>", "4.83`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.79`"},
{"205", "\<\"\"\>", "\<\"$^3A_1(ppi)$\"\>", "\<\"V\"\>", "97.1`",
"5.04`", "\<\"Y\"\>", "5.11`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.05`"},
{"206", "\<\"\"\>", "\<\"$^3A_2(npi)$\"\>", "\<\"V\"\>", "95.8`",
"5.36`", "\<\"Y\"\>", "5.58`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.35`"},
{"207", "\<\"\"\>", "\<\"$^3B_2(ppi)$\"\>", "\<\"V\"\>", "97.7`",
"6.24`", "\<\"Y\"\>", "6.26`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"6.25`"},
{"208", "\<\"Pyrimidine\"\>", "\<\"$^1B_1(npi)$\"\>", "\<\"V\"\>",
"88.6`", "4.44`", "\<\"Y\"\>", "4.66`", "4.51`", "4.51`", "4.51`",
"4.44`"},
{"209", "\<\"\"\>", "\<\"$^1A_2(npi)$\"\>", "\<\"V\"\>", "88.5`",
"4.85`", "\<\"Y\"\>", "5.07`", "4.92`", "4.92`", "4.94`", "4.86`"},
{"210", "\<\"\"\>", "\<\"$^1B_2(ppi)$\"\>", "\<\"V\"\>", "86.3`",
"5.38`", "\<\"Y\"\>", "5.53`", "5.46`", "5.47`", "5.44`", "5.41`"},
{"211", "\<\"\"\>", "\<\"$^1A_2(npi)$\"\>", "\<\"V\"\>", "86.7`",
"5.92`", "\<\"Y\"\>", "6.2`", "6.03`", "6.03`", "6.02`", "5.93`"},
{"212", "\<\"\"\>", "\<\"$^1B_1(npi)$\"\>", "\<\"V\"\>", "86.7`",
"6.26`", "\<\"Y\"\>", "6.54`", "6.34`", "6.34`", "6.36`", "6.26`"},
{"213", "\<\"\"\>", "\<\"$^1B_2(n3s)$\"\>", "\<\"R\"\>", "90.3`",
"6.7`", "\<\"Y\"\>", "6.88`", "6.77`", "6.77`", "6.81`", "6.72`"},
{"214", "\<\"\"\>", "\<\"$^1A_1(ppi)$\"\>", "\<\"V\"\>", "91.5`",
"6.88`", "\<\"Y\"\>", "6.97`", "6.93`", "6.91`", "6.89`", "6.87`"},
{"215", "\<\"\"\>", "\<\"$^3B_1(npi)$\"\>", "\<\"V\"\>", "96.8`",
"4.09`", "\<\"Y\"\>", "4.25`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.1`"},
{"216", "\<\"\"\>", "\<\"$^3A_1(ppi)$\"\>", "\<\"V\"\>", "98.3`",
"4.51`", "\<\"N\"\>", "4.39`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.55`"},
{"217", "\<\"\"\>", "\<\"$^3A_2(npi)$\"\>", "\<\"V\"\>", "96.5`",
"4.66`", "\<\"Y\"\>", "4.83`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.66`"},
{"218", "\<\"\"\>", "\<\"$^3B_2(ppi)$\"\>", "\<\"V\"\>", "97.4`",
"4.96`", "\<\"Y\"\>", "4.99`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.96`"},
{"219", "\<\"Pyrrole\"\>", "\<\"$^1A_2(p3s)$\"\>", "\<\"R\"\>", "92.9`",
"5.24`", "\<\"Y\"\>", "5.34`", "5.27`", "5.28`", "5.26`", "5.24`"},
{"220", "\<\"\"\>", "\<\"$^1B_1(p3p)$\"\>", "\<\"R\"\>", "92.4`",
"6.`", "\<\"Y\"\>", "6.04`", "6.`", "6.01`", "6.`", "5.98`"},
{"221", "\<\"\"\>", "\<\"$^1A_2(p3p)$\"\>", "\<\"R\"\>", "93.`",
"6.`", "\<\"Y\"\>", "6.09`", "6.03`", "6.04`", "6.03`", "6.01`"},
{"222", "\<\"\"\>", "\<\"$^1B_2(ppi)$\"\>", "\<\"V\"\>", "92.5`",
"6.26`", "\<\"Y\"\>", "6.35`", "6.29`", "6.28`", "6.27`", "6.25`"},
{"223", "\<\"\"\>", "\<\"$^1A_1(ppi)$\"\>", "\<\"V\"\>", "86.3`",
"6.3`", "\<\"Y\"\>", "6.51`", "6.39`", "6.39`", "6.36`", "6.32`"},
{"224", "\<\"\"\>", "\<\"$^1B_2(p3p)$\"\>", "\<\"R\"\>", "92.6`",
"6.83`", "\<\"Y\"\>", "6.93`", "6.85`", "6.85`", "6.85`", "6.83`"},
{"225", "\<\"\"\>", "\<\"$^3B_2(ppi)$\"\>", "\<\"V\"\>", "98.3`",
"4.51`", "\<\"Y\"\>", "4.45`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.53`"},
{"226", "\<\"\"\>", "\<\"$^3A_2(p3s)$\"\>", "\<\"R\"\>", "97.6`",
"5.21`", "\<\"Y\"\>", "5.3`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.21`"},
{"227", "\<\"\"\>", "\<\"$^3A_1(ppi)$\"\>", "\<\"V\"\>", "97.8`",
"5.45`", "\<\"Y\"\>", "5.49`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.46`"},
{"228", "\<\"\"\>", "\<\"$^3B_1(p3p)$\"\>", "\<\"R\"\>", "97.4`",
"5.91`", "\<\"Y\"\>", "5.97`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.92`"},
{"229", "\<\"Streptocyanine-1\"\>", "\<\"$^1B_2(ppi)$\"\>", "\<\"V\"\>",
"88.7`", "7.13`", "\<\"Y\"\>", "7.24`", "7.13`", "7.12`", "7.16`",
"7.13`"},
{"230", "\<\"\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \
\[NonBreakingSpace] \[NonBreakingSpace] \[NonBreakingSpace] \"\>", \
"\<\"$^3B_2(ppi)$\"\>", "\<\"V\"\>", "98.3`", "5.52`", "\<\"Y\"\>",
"5.45`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "5.48`"},
{"231", "\<\"Tetrazine\"\>", "\<\"$^1B_{3u}(npi)$\"\>", "\<\"V\"\>",
"89.8`", "2.47`", "\<\"Y\"\>", "2.64`", "2.54`", "2.54`", "2.52`",
"2.46`"},
{"232", "\<\"\"\>", "\<\"$^1A_u(npi)$\"\>", "\<\"V\"\>", "87.9`",
"3.69`", "\<\"Y\"\>", "3.96`", "3.76`", "3.77`", "3.78`", "3.67`"},
{"233", "\<\"\"\>", "\<\"$^1A_g(dou)$\"\>", "\<\"V\"\>", "0.7`",
"4.61`", "\<\"N\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "6.77`",
"6.21`"},
{"234", "\<\"\"\>", "\<\"$^1B_{1g}(npi)$\"\>", "\<\"V\"\>", "83.1`",
"4.93`", "\<\"Y\"\>", "5.26`", "5.11`", "5.09`", "5.03`", "4.91`"},
{"235", "\<\"\"\>", "\<\"$^1B_{2u}(ppi)$\"\>", "\<\"V\"\>", "85.4`",
"5.21`", "\<\"Y\"\>", "5.37`", "5.3`", "5.31`", "5.26`", "5.23`"},
{"236", "\<\"\"\>", "\<\"$^1B_{2g}(npi)$\"\>", "\<\"V\"\>", "81.7`",
"5.45`", "\<\"Y\"\>", "5.84`", "5.65`", "5.64`", "5.57`", "5.46`"},
{"237", "\<\"\"\>", "\<\"$^1A_u(npi)$\"\>", "\<\"V\"\>", "87.7`",
"5.53`", "\<\"Y\"\>", "5.77`", "5.63`", "5.63`", "5.6`", "5.52`"},
{"238", "\<\"\"\>", "\<\"$^1B_{3g}(dou)$\"\>", "\<\"V\"\>", "0.7`",
"6.15`", "\<\"N\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"7.62`"},
{"239", "\<\"\"\>", "\<\"$^1B_{2g}(npi)$\"\>", "\<\"V\"\>", "80.2`",
"6.12`", "\<\"Y\"\>", "6.66`", "6.34`", "6.34`", "6.32`", "6.13`"},
{"240", "\<\"\"\>", "\<\"$^1B_{1g}(npi)$\"\>", "\<\"V\"\>", "85.1`",
"6.91`", "\<\"Y\"\>", "7.32`", "7.04`", "7.04`", "7.05`", "6.92`"},
{"241", "\<\"\"\>", "\<\"$^3B_{3u}(npi)$\"\>", "\<\"V\"\>", "97.1`",
"1.85`", "\<\"Y\"\>", "1.96`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"1.85`"},
{"242", "\<\"\"\>", "\<\"$^3A_u(npi)$\"\>", "\<\"V\"\>", "96.3`",
"3.45`", "\<\"Y\"\>", "3.66`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"3.44`"},
{"243", "\<\"\"\>", "\<\"$^3B_{1g}(npi)$\"\>", "\<\"V\"\>", "97.`",
"4.2`", "\<\"Y\"\>", "4.31`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.2`"},
{"244", "\<\"\"\>", "\<\"$^1B_{1u}(ppi)$\"\>", "\<\"V\"\>", "98.5`",
"4.49`", "\<\"N\"\>", "4.27`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.54`"},
{"245", "\<\"\"\>", "\<\"$^3B_{2u}(ppi)$\"\>", "\<\"V\"\>", "97.5`",
"4.52`", "\<\"Y\"\>", "4.53`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.52`"},
{"246", "\<\"\"\>", "\<\"$^3B_{2g}(npi)$\"\>", "\<\"V\"\>", "96.4`",
"5.04`", "\<\"Y\"\>", "5.23`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.05`"},
{"247", "\<\"\"\>", "\<\"$^3A_u(npi)$\"\>", "\<\"V\"\>", "96.6`",
"5.11`", "\<\"Y\"\>", "5.28`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.11`"},
{"248", "\<\"\"\>", "\<\"$^3B_{3g}(dou)$\"\>", "\<\"V\"\>", "5.7`",
"5.51`", "\<\"N\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"7.35`"},
{"249", "\<\"\"\>", "\<\"$^3B_{1u}(ppi)$\"\>", "\<\"V\"\>", "96.6`",
"5.42`", "\<\"Y\"\>", "5.52`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.42`"},
{"250", "\<\"Thioacetone\"\>", "\<\"$^1A_2(npi)$\"\>", "\<\"V\"\>",
"88.9`", "2.53`", "\<\"Y\"\>", "2.63`", "2.55`", "2.55`", "2.57`",
"2.55`"},
{"251", "\<\"\"\>", "\<\"$^1B_2(n3s)$\"\>", "\<\"R\"\>", "91.3`",
"5.56`", "\<\"Y\"\>", "5.67`", "5.57`", "5.57`", "5.61`", "5.56`"},
{"252", "\<\"\"\>", "\<\"$^1A_1(ppi)$\"\>", "\<\"V\"\>", "90.6`",
"5.88`", "\<\"Y\"\>", "6.01`", "5.92`", "5.9`", "5.93`", "5.9`"},
{"253", "\<\"\"\>", "\<\"$^1B_2(n3p)$\"\>", "\<\"R\"\>", "92.4`",
"6.51`", "\<\"Y\"\>", "6.59`", "6.52`", "6.52`", "6.54`", "6.51`"},
{"254", "\<\"\"\>", "\<\"$^1A_1(n3p)$\"\>", "\<\"R\"\>", "91.6`",
"6.61`", "\<\"Y\"\>", "6.71`", "6.62`", "6.62`", "6.66`", "6.61`"},
{"255", "\<\"\"\>", "\<\"$^3A_2(npi)$\"\>", "\<\"V\"\>", "97.4`",
"2.33`", "\<\"Y\"\>", "2.35`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"2.34`"},
{"256", "\<\"\"\>", "\<\"$^3A_1(ppi)$\"\>", "\<\"V\"\>", "98.7`",
"3.45`", "\<\"Y\"\>", "3.37`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"3.46`"},
{"257", "\<\"Thiophene\"\>", "\<\"$^1A_1(ppi)$\"\>", "\<\"V\"\>",
"87.6`", "5.64`", "\<\"Y\"\>", "5.78`", "5.7`", "5.69`", "5.69`",
"5.65`"},
{"258", "\<\"\"\>", "\<\"$^1B_2(ppi)$\"\>", "\<\"V\"\>", "91.5`",
"5.98`", "\<\"Y\"\>", "6.12`", "6.`", "6.`", "5.99`", "5.96`"},
{"259", "\<\"\"\>", "\<\"$^1A_2(p3s)$\"\>", "\<\"R\"\>", "92.6`",
"6.14`", "\<\"Y\"\>", "6.22`", "6.16`", "6.17`", "6.15`", "6.14`"},
{"260", "\<\"\"\>", "\<\"$^1B_1(p3p)$\"\>", "\<\"R\"\>", "90.1`",
"6.14`", "\<\"Y\"\>", "6.31`", "6.2`", "6.2`", "6.18`", "6.14`"},
{"261", "\<\"\"\>", "\<\"$^1A_2(p3p)$\"\>", "\<\"R\"\>", "91.8`",
"6.21`", "\<\"Y\"\>", "6.32`", "6.28`", "6.28`", "6.28`", "6.25`"},
{"262", "\<\"\"\>", "\<\"$^1B_1(p3s)$\"\>", "\<\"R\"\>", "92.8`",
"6.49`", "\<\"Y\"\>", "6.56`", "6.51`", "6.52`", "6.52`", "6.5`"},
{"263", "\<\"\"\>", "\<\"$^1B_2(p3p)$\"\>", "\<\"R\"\>", "92.4`",
"7.29`", "\<\"Y\"\>", "7.38`", "7.32`", "7.33`", "7.31`", "7.29`"},
{"264", "\<\"\"\>", "\<\"$^1A_1(ppi)$\"\>", "\<\"V\"\>", "86.5`",
"7.31`", "\<\"N\"\>", "7.57`", "7.5`", "7.46`", "7.42`", "7.35`"},
{"265", "\<\"\"\>", "\<\"$^3B_2(ppi)$\"\>", "\<\"V\"\>", "98.2`",
"3.92`", "\<\"Y\"\>", "3.85`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"3.94`"},
{"266", "\<\"\"\>", "\<\"$^3A_1(ppi)$\"\>", "\<\"V\"\>", "97.7`",
"4.76`", "\<\"Y\"\>", "4.77`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.77`"},
{"267", "\<\"\"\>", "\<\"$^3B_1(p3p)$\"\>", "\<\"R\"\>", "96.6`",
"5.93`", "\<\"Y\"\>", "6.12`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.95`"},
{"268", "\<\"\"\>", "\<\"$^3A_2(p3s)$\"\>", "\<\"R\"\>", "97.5`",
"6.08`", "\<\"Y\"\>", "6.16`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"6.09`"},
{"269", "\<\"Thiopropynal\"\>", "\<\"$^1A''(npi)$\"\>", "\<\"V\"\>",
"87.5`", "2.03`", "\<\"Y\"\>", "2.15`", "2.07`", "2.07`", "2.08`",
"2.05`"},
{"270", "\<\"\"\>", "\<\"$^3A''(npi)$\"\>", "\<\"V\"\>", "97.2`",
"1.8`", "\<\"Y\"\>", "1.83`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"1.81`"},
{"271", "\<\"Triazine\"\>", "\<\"$^1A_1''(npi)$\"\>", "\<\"V\"\>",
"88.3`", "4.72`", "\<\"Y\"\>", "4.92`", "4.77`", "4.77`", "4.8`",
"4.73`"},
{"272", "\<\"\"\>", "\<\"$^1A_2''(npi)$\"\>", "\<\"V\"\>", "88.3`",
"4.75`", "\<\"Y\"\>", "4.99`", "4.82`", "4.82`", "4.82`", "4.74`"},
{"273", "\<\"\"\>", "\<\"$^1E''(npi)$\"\>", "\<\"V\"\>", "88.3`",
"4.78`", "\<\"Y\"\>", "4.99`", "4.84`", "4.84`", "4.86`", "4.78`"},
{"274", "\<\"\"\>", "\<\"$^1A_2'(ppi)$\"\>", "\<\"V\"\>", "85.7`",
"5.75`", "\<\"Y\"\>", "5.91`", "5.84`", "5.85`", "5.82`", "5.78`"},
{"275", "\<\"\"\>", "\<\"$^1A_1'(ppi)$\"\>", "\<\"V\"\>", "90.4`",
"7.24`", "\<\"Y\"\>", "7.34`", "7.3`", "7.28`", "7.27`", "7.24`"},
{"276", "\<\"\"\>", "\<\"$^1E'(n3s)$\"\>", "\<\"R\"\>", "90.9`",
"7.32`", "\<\"Y\"\>", "7.45`", "7.37`", "7.37`", "7.41`", "7.35`"},
{"277", "\<\"\"\>", "\<\"$^1E''(npi)$\"\>", "\<\"V\"\>", "82.6`",
"7.78`", "\<\"Y\"\>", "8.13`", "8.04`", "7.96`", "7.91`", "7.79`"},
{"278", "\<\"\"\>", "\<\"$^1E'(ppi)$\"\>", "\<\"V\"\>", "90.`",
"7.94`", "\<\"Y\"\>", "8.14`", "8.13`", "7.95`", "7.99`", "7.92`"},
{"279", "\<\"\"\>", "\<\"$^3A_2''(npi)$\"\>", "\<\"V\"\>", "96.7`",
"4.33`", "\<\"Y\"\>", "4.51`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.33`"},
{"280", "\<\"\"\>", "\<\"$^3E''(npi)$\"\>", "\<\"V\"\>", "96.6`",
"4.51`", "\<\"Y\"\>", "4.67`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.51`"},
{"281", "\<\"\"\>", "\<\"$^3A_1''(npi)$\"\>", "\<\"V\"\>", "96.2`",
"4.73`", "\<\"Y\"\>", "4.91`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.75`"},
{"282", "\<\"\"\>", "\<\"$^3A_1'(ppi)$\"\>", "\<\"V\"\>", "98.2`",
"4.85`", "\<\"Y\"\>", "4.74`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"4.88`"},
{"283", "\<\"\"\>", "\<\"$^3E'(ppi)$\"\>", "\<\"V\"\>", "96.9`",
"5.59`", "\<\"Y\"\>", "5.7`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"5.61`"},
{"284", "\<\"\"\>", "\<\"$^3A_2'(ppi)$\"\>", "\<\"V\"\>", "97.6`",
"6.62`", "\<\"Y\"\>", "6.59`", "\<\"\"\>", "\<\"\"\>", "\<\"\"\>",
"6.63`"}
},
GridBoxAlignment->{"Columns" -> {{Left}}, "Rows" -> {{Baseline}}},
GridBoxDividers->{
"Columns" -> {{False}}, "Rows" -> {False, True, {False}, False}},
GridBoxSpacings->{"Columns" -> {
Offset[0.27999999999999997`], {
Offset[2.0999999999999996`]},
Offset[0.27999999999999997`]}, "Rows" -> {
Offset[0.2], {
Offset[0.4]},
Offset[0.2]}}],
{None, OutputFormsDump`HeadedColumns}],
Function[BoxForm`e$,
TableForm[
BoxForm`e$,
TableHeadings -> {
None, {"#", "Molecule", "Excitation", "Nature", "$\%T_1$", "TBE",
"Safe?", "CASSCF", "CASPT2(IPEA)", "CASPT2(NOIPEA)", "CASPT3(IPEA)",
"CASPT3(NOIPEA)"}}]]]], "Output",
CellChangeTimes->{
3.856667428035095*^9, {3.856667458900503*^9, 3.856667511405849*^9},
3.856667598079236*^9, 3.856667641998197*^9, {3.856667680145686*^9,
3.856667707572568*^9}},
CellLabel->
"Out[119]//TableForm=",ExpressionUUID->"b7b5c954-23f1-476d-83c3-\
e63def1b3658"]
}, Open ]]
}, Closed]]
},
WindowSize->{1440, 847},
WindowMargins->{{0, Automatic}, {Automatic, 0}},
FrontEndVersion->"13.0 for Mac OS X ARM (64-bit) (December 2, 2021)",
StyleDefinitions->"Default.nb",
ExpressionUUID->"85b7a10d-2875-445d-bac3-ec6fc5ce6624"
]
(* End of Notebook Content *)
(* Internal cache information *)
(*CellTagsOutline
CellTagsIndex->{}
*)
(*CellTagsIndex
CellTagsIndex->{}
*)
(*NotebookFileOutline
Notebook[{
Cell[CellGroupData[{
Cell[580, 22, 155, 3, 98, "Title",ExpressionUUID->"b3a1f32d-84aa-450f-9469-c14711d3ca52"],
Cell[738, 27, 309, 6, 46, "Input",ExpressionUUID->"5695e463-2d83-4840-b4cb-cf89fb9a3729",
InitializationCell->True],
Cell[1050, 35, 940, 16, 46, "Input",ExpressionUUID->"5a741cfd-e21a-46f1-b0b2-c292f9a72811",
InitializationCell->True],
Cell[1993, 53, 575, 12, 68, "Input",ExpressionUUID->"f2aa5eeb-491e-4712-8186-cd8ae4c8f880",
InitializationCell->True]
}, Closed]],
Cell[CellGroupData[{
Cell[2605, 70, 147, 3, 72, "Title",ExpressionUUID->"7bca69e7-ea88-42f1-8cb1-a301789d5f95"],
Cell[2755, 75, 245, 5, 46, "Input",ExpressionUUID->"717b96b6-16dc-49c5-8f1c-5691e5e5da0f",
InitializationCell->True],
Cell[CellGroupData[{
Cell[3025, 84, 5547, 129, 304, "Input",ExpressionUUID->"919b4508-e93a-4c58-acbd-bccf8883719c"],
Cell[8575, 215, 126258, 2333, 531, "Output",ExpressionUUID->"666714f9-dc02-4a2d-8747-a117dbcb1427"]
}, Open ]]
}, Closed]],
Cell[CellGroupData[{
Cell[134882, 2554, 152, 3, 72, "Title",ExpressionUUID->"adbad97c-5cc1-459d-b662-b85d0910cb88"],
Cell[CellGroupData[{
Cell[135059, 2561, 3328, 70, 94, "Input",ExpressionUUID->"5d41447f-af63-414c-a72f-279d73505b87"],
Cell[138390, 2633, 53160, 880, 5156, "Output",ExpressionUUID->"b7b5c954-23f1-476d-83c3-e63def1b3658"]
}, Open ]]
}, Closed]]
}
]
*)