(* Content-type: application/vnd.wolfram.mathematica *)

(*** Wolfram Notebook File ***)
(* http://www.wolfram.com/nb *)

(* CreatedBy='Mathematica 12.0' *)

(*CacheID: 234*)
(* Internal cache information:
NotebookFileLineBreakTest
NotebookFileLineBreakTest
NotebookDataPosition[       158,          7]
NotebookDataLength[   1528426,      27934]
NotebookOptionsPosition[   1506555,      27635]
NotebookOutlinePosition[   1506983,      27652]
CellTagsIndexPosition[   1506940,      27649]
WindowFrame->Normal*)

(* Beginning of Notebook Content *)
Notebook[{
Cell[BoxData[{
 RowBox[{
  RowBox[{
   RowBox[{"Mp", "=", "938.272"}], ";"}], " ", 
  RowBox[{"(*", 
   RowBox[{
    RowBox[{"mass", " ", "of", " ", "proton"}], ",", " ", "MeV"}], 
   "*)"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"Mn", "=", "939.565"}], ";"}], 
  RowBox[{"(*", 
   RowBox[{
    RowBox[{"mass", " ", "of", " ", "neutron"}], ",", " ", "MeV"}], 
   "*)"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"Ebind", "=", "7.718"}], " ", ";"}], 
  RowBox[{"(*", 
   RowBox[{
    RowBox[{"binding", " ", "energy", " ", 
     SuperscriptBox[
      RowBox[{"of", " "}], "3"], "He"}], ",", " ", "MeV"}], 
   "*)"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"Esep", "=", "5.49351"}], ";"}], " ", 
  RowBox[{"(*", 
   RowBox[{
    RowBox[{"1", "p", " ", "separation", " ", "energy", " ", 
     SuperscriptBox[
      RowBox[{"for", " "}], "3"], "He"}], ",", " ", "MeV"}], 
   "*)"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"p", "=", "197.327"}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"mass", "=", "625.411"}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"range", "=", "1.6"}], ";"}]}], "Input",
 CellChangeTimes->{{3.8762198970264225`*^9, 3.8762199052580624`*^9}, {
   3.8771827496672716`*^9, 3.8771827824193807`*^9}, {3.878286651057734*^9, 
   3.8782866641181517`*^9}, 3.87828681545533*^9, {3.878287607680107*^9, 
   3.8782876162121983`*^9}, {3.878288500983369*^9, 3.878288503593914*^9}, {
   3.878288562531385*^9, 3.878288589887306*^9}, {3.8782886404025097`*^9, 
   3.8782886526954603`*^9}, {3.879567012355792*^9, 3.879567019384864*^9}, {
   3.879568558358831*^9, 3.879568558418344*^9}, {3.87956872817546*^9, 
   3.879568728576707*^9}, {3.879571401760208*^9, 3.87957144648076*^9}, {
   3.87957152299862*^9, 3.8795715245943327`*^9}, 3.880085368016633*^9, {
   3.880086070054988*^9, 3.880086097201236*^9}, {3.8800861558228188`*^9, 
   3.880086188062545*^9}, 3.880086260893177*^9, {3.880086310836638*^9, 
   3.8800863244282427`*^9}, {3.880086371096949*^9, 3.8800865058217907`*^9}, {
   3.880087577450821*^9, 3.8800876498236017`*^9}, {3.880095497014333*^9, 
   3.880095545116588*^9}, {3.880535317453936*^9, 3.8805353221622753`*^9}, {
   3.883645073234694*^9, 3.883645082508847*^9}},
 CellLabel->"In[1]:=",ExpressionUUID->"ad6df89e-d3d8-490c-ae91-dac6d80d1b5a"],

Cell[BoxData[{
 RowBox[{
  RowBox[{"fIn", "[", 
   RowBox[{"q_", ",", "r_", ",", "ang_"}], "]"}], ":=", 
  RowBox[{"q", " ", "r", " ", 
   RowBox[{"SphericalBesselJ", "[", 
    RowBox[{"ang", ",", 
     RowBox[{"q", " ", "r"}]}], "]"}]}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"fOut", "[", 
   RowBox[{"k_", ",", "r_", ",", "ang_"}], "]"}], ":=", 
  RowBox[{
   SuperscriptBox[
    RowBox[{"(", 
     RowBox[{
      FractionBox["2", "Pi"], "k", " ", "r"}], ")"}], 
    FractionBox["1", "2"]], " ", 
   RowBox[{"BesselK", "[", 
    RowBox[{
     RowBox[{"ang", "+", 
      FractionBox["1", "2"]}], ",", 
     RowBox[{"k", " ", "r"}]}], "]"}]}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"dfInR", "[", 
   RowBox[{"q_", ",", "r_", ",", "ang_"}], "]"}], ":=", 
  RowBox[{"D", "[", 
   RowBox[{
    RowBox[{"fIn", "[", 
     RowBox[{"q", ",", "r", ",", "ang"}], "]"}], ",", "r"}], 
   "]"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"dfIn", "[", 
   RowBox[{"q_", ",", "ang_"}], "]"}], ":=", 
  RowBox[{"Simplify", "[", 
   RowBox[{
    RowBox[{"dfInR", "[", 
     RowBox[{"q", ",", "r", ",", "ang"}], "]"}], "/.", 
    RowBox[{"r", "->", "range"}]}], "]"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"dfOutR", "[", 
   RowBox[{"k_", ",", "r_", ",", "ang_"}], "]"}], ":=", 
  RowBox[{"D", "[", 
   RowBox[{
    RowBox[{
     SuperscriptBox[
      RowBox[{"(", 
       RowBox[{
        FractionBox["2", "Pi"], "k", " ", "r"}], ")"}], 
      FractionBox["1", "2"]], " ", 
     RowBox[{"BesselK", "[", 
      RowBox[{
       RowBox[{"ang", "+", 
        FractionBox["1", "2"]}], ",", 
       RowBox[{"k", " ", "r"}]}], "]"}]}], ",", "r"}], 
   "]"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"dfOut", "[", 
   RowBox[{"q_", ",", "ang_"}], "]"}], ":=", 
  RowBox[{"Simplify", "[", 
   RowBox[{
    RowBox[{"dfOutR", "[", 
     RowBox[{"q", ",", "r", ",", "ang"}], "]"}], "/.", 
    RowBox[{"r", "->", "range"}]}], "]"}]}]}], "Input",
 CellChangeTimes->{{3.876220044319666*^9, 3.87622004450217*^9}, {
   3.8765038952022886`*^9, 3.8765039216405926`*^9}, 3.876505041667235*^9, 
   3.8765050912134867`*^9, {3.876505234788604*^9, 3.876505237898678*^9}, {
   3.8765054584182944`*^9, 3.876505476330624*^9}, {3.876505721940834*^9, 
   3.8765057522605066`*^9}, 3.8765058613666496`*^9, 3.8769000872264614`*^9, 
   3.876912136986064*^9, 3.8771829534368153`*^9, {3.8771829917988296`*^9, 
   3.8771830129482393`*^9}, {3.8782869289935923`*^9, 3.878286953801031*^9}, {
   3.87828729637827*^9, 3.878287488606941*^9}, {3.878287533404892*^9, 
   3.8782876443143806`*^9}, {3.878288596072308*^9, 3.8782886055224047`*^9}, {
   3.878288683259207*^9, 3.8782887288588037`*^9}, {3.878288791621035*^9, 
   3.8782888301901093`*^9}},
 CellLabel->"In[8]:=",ExpressionUUID->"2fc4ef7c-d275-441b-9d3d-7d7239f74130"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Plot", "[", 
  RowBox[{
   RowBox[{
    FractionBox[
     RowBox[{"fIn", "[", 
      RowBox[{
       FractionBox[
        SqrtBox[
         RowBox[{"2", " ", "mass", " ", 
          RowBox[{"(", 
           RowBox[{
            RowBox[{"-", "Esep"}], "+", "U"}], ")"}]}]], "p"], ",", "range", 
       ",", "0"}], "]"}], 
     RowBox[{"dfIn", "[", 
      RowBox[{
       FractionBox[
        SqrtBox[
         RowBox[{"2", " ", "mass", " ", 
          RowBox[{"(", 
           RowBox[{
            RowBox[{"-", "Esep"}], "+", "U"}], ")"}]}]], "p"], ",", "0"}], 
      "]"}]], "-", 
    FractionBox[
     RowBox[{"fOut", "[", 
      RowBox[{
       FractionBox[
        SqrtBox[
         RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"], ",", "range", ",", 
       "0"}], "]"}], 
     RowBox[{"dfOut", "[", 
      RowBox[{
       FractionBox[
        SqrtBox[
         RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"], ",", "0"}], "]"}]]}],
    ",", 
   RowBox[{"{", 
    RowBox[{"U", ",", "0", ",", "100"}], "}"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.8762201382091026`*^9, 3.8762201688017263`*^9}, {
   3.8762202544209175`*^9, 3.876220291312565*^9}, {3.8762203214092555`*^9, 
   3.8762203787933655`*^9}, {3.876220573416912*^9, 3.8762206019928536`*^9}, {
   3.8765051098111005`*^9, 3.8765051099810953`*^9}, {3.8765051569651012`*^9, 
   3.8765051650170374`*^9}, {3.876505811152088*^9, 3.8765058192839603`*^9}, {
   3.8768987217644353`*^9, 3.876898731622919*^9}, {3.876901070970166*^9, 
   3.8769010836795783`*^9}, {3.876902823818077*^9, 3.876902840384226*^9}, {
   3.8771829609304247`*^9, 3.8771829704376745`*^9}, {3.87828765248904*^9, 
   3.878287675426609*^9}, {3.878288507460178*^9, 3.8782885088455267`*^9}, {
   3.878288638199546*^9, 3.878288679533744*^9}, {3.878288714552636*^9, 
   3.878288714697687*^9}, {3.878288777693362*^9, 3.87828878780177*^9}, {
   3.878288877525551*^9, 3.8782889008012238`*^9}, {3.878288973320475*^9, 
   3.878289061721037*^9}, {3.8795689049227552`*^9, 3.87956893336374*^9}, {
   3.879568964437098*^9, 3.879568981740798*^9}, {3.879569036636216*^9, 
   3.879569049028247*^9}, {3.879571489450306*^9, 3.879571489673706*^9}, {
   3.879571536098033*^9, 3.879571540253443*^9}, 3.880086196183363*^9, 
   3.8800862894777327`*^9, {3.880086334717277*^9, 3.880086336693862*^9}, {
   3.880086380215939*^9, 3.8800863803996*^9}, {3.88053533924759*^9, 
   3.880535339536429*^9}},
 CellLabel->"In[14]:=",ExpressionUUID->"c2ad0be7-22ee-4300-8ad8-45a6e113c1b0"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVymk4FIoCh/E5Ci2WMZulsY1thkkzGNss/iUlZSpJGoUKMyUZUqZljjok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       "]], LineBox[CompressedData["
1:eJwVj3s4lHkbx+dBZEyOScIma0O9ZEu0m/xueuZkhhB6qq0sOaSyOUdWI0Kx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       "]], 
      LineBox[{{35.51863317699764, 11.596563375425081`}, {
       35.5187070404136, -6.351023695319389}}]},
     Annotation[#, "Charting`Private`Tag$4241#1"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 0},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{{0, 100}, {-6.351023695319389, 11.596563375425081`}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{{3.8762203703057337`*^9, 3.876220379980977*^9}, 
   3.8765050131761856`*^9, 3.8765050505154057`*^9, 3.876505166733531*^9, 
   3.876505253203033*^9, 3.8765054682425213`*^9, {3.876505736001601*^9, 
   3.876505760106862*^9}, 3.8765058280963507`*^9, 3.876505866424039*^9, 
   3.8768987397838306`*^9, 3.8769000954185047`*^9, 3.8769010854667377`*^9, 
   3.8769028434196196`*^9, 3.8769121476361966`*^9, {3.8771829651953516`*^9, 
   3.877182971722556*^9}, 3.877183021959716*^9, {3.8782890252122993`*^9, 
   3.878289063704639*^9}, 3.878292725117619*^9, 3.879568890539933*^9, 
   3.8795689360093517`*^9, {3.87956897106921*^9, 3.879568983881357*^9}, {
   3.879569032952899*^9, 3.8795690542179728`*^9}, {3.879571487079197*^9, 
   3.8795714913553343`*^9}, {3.879571532521268*^9, 3.8795715419674997`*^9}, 
   3.880084507024222*^9, 3.8800853736383677`*^9, 3.8800860259425*^9, {
   3.8800860771259003`*^9, 3.88008610210466*^9}, {3.88008616318576*^9, 
   3.880086198003504*^9}, 3.8800862293413563`*^9, {3.880086266837357*^9, 
   3.8800863385534143`*^9}, {3.880086376964778*^9, 3.880086509882822*^9}, {
   3.880087582924012*^9, 3.8800876543745813`*^9}, 3.880094554518929*^9, {
   3.88009550172042*^9, 3.880095549656839*^9}, 3.880450030900723*^9, {
   3.8805353288921747`*^9, 3.880535341553361*^9}, 3.880612842330372*^9, 
   3.880950027979465*^9, 3.881033736935156*^9, 3.8811977022974987`*^9, 
   3.8812013937018147`*^9, 3.881204995602592*^9, 3.881205746877109*^9, 
   3.881297072559223*^9, 3.882090675664824*^9, 3.882090736401456*^9, 
   3.882329813363209*^9, 3.882420972729521*^9, 3.882867302484498*^9, 
   3.88310580593391*^9, 3.883108710657278*^9, 3.8834686984704847`*^9, 
   3.883472605286237*^9, 3.88347925568016*^9, 3.8834809731872*^9, 
   3.8836374523846283`*^9, 3.883637494948988*^9, 3.8836441585217752`*^9, 
   3.883708392503702*^9, 3.883810143515602*^9, 3.884769131612815*^9},
 CellLabel->"Out[14]=",ExpressionUUID->"f6516faf-fd08-47c3-9561-30dd53e915ef"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"myU", "=", 
  RowBox[{"U", "/.", 
   RowBox[{"FindRoot", "[", 
    RowBox[{
     RowBox[{
      RowBox[{
       FractionBox[
        RowBox[{"fIn", "[", 
         RowBox[{
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass", " ", 
             RowBox[{"(", 
              RowBox[{
               RowBox[{"-", "Esep"}], "+", "U"}], ")"}]}]], "p"], ",", 
          "range", ",", "0"}], "]"}], 
        RowBox[{"dfIn", "[", 
         RowBox[{
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass", " ", 
             RowBox[{"(", 
              RowBox[{
               RowBox[{"-", "Esep"}], "+", "U"}], ")"}]}]], "p"], ",", "0"}], 
         "]"}]], "-", 
       FractionBox[
        RowBox[{"fOut", "[", 
         RowBox[{
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"], ",", "range", ",",
           "0"}], "]"}], 
        RowBox[{"dfOut", "[", 
         RowBox[{
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"], ",", "0"}], 
         "]"}]]}], "\[Equal]", "0"}], ",", 
     RowBox[{"{", 
      RowBox[{"U", ",", "60"}], "}"}]}], "]"}]}]}]], "Input",
 CellChangeTimes->{{3.876220514856612*^9, 3.8762205364843173`*^9}, {
   3.87641380286448*^9, 3.876413813776764*^9}, 3.8765050174731894`*^9, 
   3.876505834830249*^9, {3.8768987485820503`*^9, 3.876898765145231*^9}, {
   3.876901089974984*^9, 3.876901108003067*^9}, {3.8769028508117027`*^9, 
   3.876902864692957*^9}, {3.876912179610631*^9, 3.876912183976046*^9}, {
   3.8771829776133184`*^9, 3.8771829780132623`*^9}, {3.8782890831225157`*^9, 
   3.878289091001782*^9}, {3.878289430122672*^9, 3.878289446396935*^9}, 
   3.87957154916846*^9, {3.8800857093214073`*^9, 3.880085717549158*^9}, {
   3.8800858670665894`*^9, 3.8800858795038633`*^9}, 3.8800861705593033`*^9, 
   3.880086201872179*^9, 3.8800862943082933`*^9, {3.880086341393777*^9, 
   3.8800863417389393`*^9}, 3.8800863843913307`*^9, 3.880087663509973*^9, {
   3.880095506086014*^9, 3.880095529013947*^9}},
 CellLabel->"In[15]:=",ExpressionUUID->"22f1491b-05f8-4461-9d8a-7023940b0eba"],

Cell[BoxData["49.82150997759732`"], "Output",
 CellChangeTimes->{
  3.8762205374997587`*^9, 3.8764138310515523`*^9, 3.8765050188080196`*^9, 
   3.8765050618099136`*^9, 3.8765058364421587`*^9, 3.8765058704783134`*^9, {
   3.876898758684599*^9, 3.8768987659384336`*^9}, 3.876900107897892*^9, {
   3.876901091009881*^9, 3.8769011091519423`*^9}, {3.8769028519905815`*^9, 
   3.8769028659018292`*^9}, 3.8769121525485616`*^9, 3.876912185418889*^9, {
   3.877182978736745*^9, 3.877183025647654*^9}, 3.878289092820195*^9, 
   3.878292505137838*^9, 3.8795690844906807`*^9, 3.879570642631118*^9, 
   3.879571550250393*^9, 3.880084507942923*^9, 3.88008537507251*^9, 
   3.880085724042804*^9, {3.880085881510993*^9, 3.880085919139512*^9}, 
   3.880086027259701*^9, {3.8800860790573597`*^9, 3.880086104048421*^9}, 
   3.8800861718601227`*^9, {3.880086203223221*^9, 3.88008623091987*^9}, {
   3.8800862683749933`*^9, 3.880086295540452*^9}, 3.880086343066498*^9, {
   3.880086385464319*^9, 3.8800865107303*^9}, {3.8800875839389973`*^9, 
   3.880087671218701*^9}, 3.880094555917272*^9, {3.880095507297576*^9, 
   3.88009555113643*^9}, 3.880450032982963*^9, 3.880535343801962*^9, 
   3.880612844013884*^9, 3.8809500300512943`*^9, 3.8810337399875727`*^9, 
   3.881197703701296*^9, 3.8812013954517117`*^9, 3.881204996400365*^9, 
   3.881205750095643*^9, 3.8812970735405416`*^9, 3.882090676633381*^9, 
   3.88209073737057*^9, 3.882329815144743*^9, 3.882420973479946*^9, 
   3.8828673212577467`*^9, 3.883105806840324*^9, 3.883468700460279*^9, 
   3.883472606105728*^9, 3.8834792569402533`*^9, 3.883480975539918*^9, 
   3.8836374617939367`*^9, 3.883644159544923*^9, 3.883708393705941*^9, 
   3.883810144934224*^9, 3.884769133085472*^9},
 CellLabel->"Out[15]=",ExpressionUUID->"51ffc0e8-d7b3-4a69-8b95-a2da95048c0c"]
}, Open  ]],

Cell[BoxData[
 RowBox[{"(*", 
  RowBox[{"0.6401531831830206", " ", "2.5426173021971623", " ", 
   RowBox[{"fOut", "[", 
    RowBox[{
     FractionBox[
      SqrtBox[
       RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"], ",", "r", ",", "0"}], 
    "]"}]}], "*)"}]], "Input",
 CellChangeTimes->{{3.8800859130397387`*^9, 3.88008591646206*^9}},
 CellLabel->"In[70]:=",ExpressionUUID->"0b790137-d050-4e54-820e-ce3bbd34ede5"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"myCoeff", "=", 
  RowBox[{"coeff", "/.", 
   RowBox[{"FindRoot", "[", 
    RowBox[{
     RowBox[{
      RowBox[{
       RowBox[{"fIn", "[", 
        RowBox[{
         FractionBox[
          SqrtBox[
           RowBox[{"2", " ", "mass", " ", 
            RowBox[{"(", 
             RowBox[{
              RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], ",", 
         "range", ",", "0"}], "]"}], "-", 
       RowBox[{"coeff", " ", "*", 
        RowBox[{"fOut", "[", 
         RowBox[{
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"], ",", "range", ",",
           "0"}], "]"}]}]}], "\[Equal]", "0"}], ",", 
     RowBox[{"{", 
      RowBox[{"coeff", ",", "1"}], "}"}]}], "]"}]}]}]], "Input",
 CellChangeTimes->{{3.878289683612082*^9, 3.8782897289455433`*^9}, {
   3.878289801822311*^9, 3.87828982476785*^9}, 3.879569118948894*^9, {
   3.879571556146941*^9, 3.87957155754856*^9}, {3.880085925692211*^9, 
   3.8800859424236307`*^9}},
 CellLabel->"In[16]:=",ExpressionUUID->"444da03a-39cf-4c3d-bb1b-9d322299f630"],

Cell[BoxData["1.8472893558629866`"], "Output",
 CellChangeTimes->{
  3.879570442808729*^9, 3.87957064413636*^9, 3.8795715629434137`*^9, 
   3.880084509531536*^9, 3.8800853767467327`*^9, {3.880085901406917*^9, 
   3.880085945613738*^9}, {3.88008606422783*^9, 3.880086105861314*^9}, 
   3.8800861742475863`*^9, 3.880086206862755*^9, {3.8800862701325703`*^9, 
   3.880086297423738*^9}, 3.8800863450137033`*^9, {3.8800863867709208`*^9, 
   3.880086511995571*^9}, {3.8800875856465683`*^9, 3.880087672538249*^9}, 
   3.880094557765129*^9, {3.880095510469705*^9, 3.880095552895302*^9}, 
   3.88045003501324*^9, 3.8805353471630363`*^9, 3.880612846206691*^9, 
   3.880950033016953*^9, 3.881033742237726*^9, 3.881197705328814*^9, 
   3.88120139709656*^9, 3.881204997887946*^9, 3.8812057515020113`*^9, 
   3.881297075361709*^9, {3.882090678142344*^9, 3.882090681139223*^9}, 
   3.882090738766762*^9, 3.882329817009076*^9, 3.882420975683346*^9, 
   3.8828673235243196`*^9, 3.883105808436598*^9, 3.883468702242282*^9, 
   3.883472608076454*^9, 3.883479259019322*^9, 3.8834809778288403`*^9, 
   3.883637636267747*^9, 3.88364416115516*^9, 3.8837083958289337`*^9, 
   3.883810147008175*^9, 3.884769134720018*^9},
 CellLabel->"Out[16]=",ExpressionUUID->"9f221de9-9a31-4103-ad87-9b04df8cd205"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"myNorm", "=", 
  RowBox[{"A", "/.", 
   RowBox[{"FindRoot", "[", 
    RowBox[{
     RowBox[{
      RowBox[{
       RowBox[{
        SuperscriptBox["A", "2"], " ", 
        RowBox[{"Integrate", "[", 
         RowBox[{
          SuperscriptBox[
           RowBox[{"fIn", "[", 
            RowBox[{
             FractionBox[
              SqrtBox[
               RowBox[{"2", " ", "mass", " ", 
                RowBox[{"(", 
                 RowBox[{
                  RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], ",", 
             "r", ",", "0"}], "]"}], "2"], ",", " ", 
          RowBox[{"{", 
           RowBox[{"r", ",", "0", ",", "range"}], "}"}]}], "]"}]}], "+", 
       RowBox[{
        SuperscriptBox[
         RowBox[{"(", 
          RowBox[{"myCoeff", "*", "A"}], ")"}], "2"], " ", 
        RowBox[{"Integrate", "[", 
         RowBox[{
          SuperscriptBox[
           RowBox[{"fOut", "[", 
            RowBox[{
             FractionBox[
              SqrtBox[
               RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"], ",", "r", ",", 
             "0"}], "]"}], "2"], ",", " ", 
          RowBox[{"{", 
           RowBox[{"r", ",", "range", ",", "Infinity"}], "}"}]}], "]"}]}]}], 
      "\[Equal]", "1"}], ",", " ", 
     RowBox[{"{", 
      RowBox[{"A", ",", "0.5"}], "}"}]}], "]"}]}]}]], "Input",
 CellChangeTimes->{{3.878289888090169*^9, 3.87828992516182*^9}, 
   3.878290001694314*^9, {3.878290037135365*^9, 3.878290114624291*^9}, {
   3.878290154622223*^9, 3.878290162835559*^9}, {3.8782925361300364`*^9, 
   3.87829257237002*^9}, 3.879569178546549*^9, {3.879569241919948*^9, 
   3.879569245267922*^9}, {3.879569277686201*^9, 3.879569279300724*^9}, 
   3.879569335601615*^9, {3.879570630856184*^9, 3.879570632038727*^9}, {
   3.879571567743319*^9, 3.879571576536313*^9}, {3.880085952401537*^9, 
   3.8800859833274717`*^9}, {3.883637751241373*^9, 3.883637752391686*^9}, {
   3.883637811004653*^9, 3.883637814302787*^9}},
 CellLabel->"In[17]:=",ExpressionUUID->"7835cc6b-0406-456f-a3a3-ab6f89b509c7"],

Cell[BoxData["0.7088388229648961`"], "Output",
 CellChangeTimes->{
  3.879569148123713*^9, 3.8795692505602217`*^9, 3.879569281919847*^9, {
   3.879570637910142*^9, 3.879570646893675*^9}, 3.879571580819501*^9, 
   3.880084514207199*^9, {3.880085965594881*^9, 3.880085985349716*^9}, {
   3.880086066066136*^9, 3.880086107886919*^9}, 3.880086176698345*^9, 
   3.8800862093348007`*^9, {3.880086271816217*^9, 3.880086299605596*^9}, 
   3.8800863471623774`*^9, {3.880086388564464*^9, 3.8800865137393713`*^9}, {
   3.880087588111286*^9, 3.88008767445716*^9}, 3.880094560272614*^9, {
   3.8800955121968946`*^9, 3.8800955547288637`*^9}, 3.880450039503292*^9, 
   3.880535349939876*^9, 3.880612851865893*^9, 3.880950035526105*^9, 
   3.8810337446842613`*^9, 3.881197707984967*^9, 3.8812013995845327`*^9, 
   3.881204999998212*^9, 3.881205753650358*^9, 3.881297078072654*^9, 
   3.882090683114286*^9, 3.8820907493071747`*^9, 3.882329819263648*^9, 
   3.882421007609671*^9, 3.882867325941373*^9, 3.883105810961122*^9, 
   3.883468704658401*^9, 3.883472610201914*^9, 3.883479261565939*^9, 
   3.8834809805222692`*^9, 3.8836378190031*^9, 3.8836441641011047`*^9, 
   3.88370839836441*^9, 3.883810150001431*^9, 3.884769137781955*^9},
 CellLabel->"Out[17]=",ExpressionUUID->"cd99cf10-3007-4621-9734-a1aac73ac167"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Plot", "[", 
  RowBox[{
   RowBox[{"Piecewise", "[", 
    RowBox[{"{", 
     RowBox[{
      RowBox[{"{", 
       RowBox[{
        RowBox[{"myNorm", " ", 
         RowBox[{"fIn", "[", 
          RowBox[{
           FractionBox[
            SqrtBox[
             RowBox[{"2", " ", "mass", " ", 
              RowBox[{"(", 
               RowBox[{
                RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], ",", "r",
            ",", "0"}], "]"}]}], ",", 
        RowBox[{"r", "<", "range"}]}], "}"}], ",", 
      RowBox[{"{", 
       RowBox[{
        RowBox[{"myNorm", " ", "myCoeff", " ", 
         RowBox[{"fOut", "[", 
          RowBox[{
           FractionBox[
            SqrtBox[
             RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"], ",", "r", ",", 
           "0"}], "]"}]}], ",", 
        RowBox[{"r", ">", "range"}]}], "}"}]}], "}"}], "]"}], ",", 
   RowBox[{"{", 
    RowBox[{"r", ",", "0", ",", "10"}], "}"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.8771831750308676`*^9, 3.877183283833062*^9}, {
   3.879570725415313*^9, 3.87957082556467*^9}, {3.879571586117661*^9, 
   3.87957160585564*^9}, {3.880085993645627*^9, 3.880086011757999*^9}, 
   3.880086091143783*^9, {3.880086514826668*^9, 3.8800865176568737`*^9}, {
   3.883637849552927*^9, 3.883637864492828*^9}},
 CellLabel->"In[18]:=",ExpressionUUID->"fc251146-842e-4797-bd33-46971b36a427"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVlnk81Nsbx2UpF92yXJJtNNV0IxSlBZ9vVBJtSFIpYy0ibiqSFkWSksYS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       "]]},
     Annotation[#, "Charting`Private`Tag$6395#1"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 0},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{{0, 10}, {0., 0.7088375225314254}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{{3.879570843622718*^9, 3.879570853774201*^9}, 
   3.879571608345409*^9, 3.880084516269706*^9, 3.880086015267064*^9, {
   3.8800860676554127`*^9, 3.8800861091655207`*^9}, 3.880086178702873*^9, 
   3.880086211051835*^9, {3.880086273266088*^9, 3.880086300605966*^9}, 
   3.88008634841398*^9, {3.880086390133037*^9, 3.8800865180731173`*^9}, {
   3.880087591163252*^9, 3.880087675790471*^9}, 3.88009456141636*^9, {
   3.880095513424275*^9, 3.880095556137561*^9}, 3.88045004068221*^9, 
   3.880535351094419*^9, 3.8806128530849047`*^9, 3.880950036573413*^9, 
   3.881033746188324*^9, 3.881197709406109*^9, 3.881201401065322*^9, 
   3.881205006577002*^9, 3.8812057546359453`*^9, 3.8812970790113373`*^9, 
   3.882090684242483*^9, 3.8820907505636683`*^9, 3.882329820155367*^9, 
   3.882421008343701*^9, 3.882867333813284*^9, 3.883105812233966*^9, 
   3.883468706133246*^9, 3.883472611067889*^9, 3.8834792628799133`*^9, 
   3.883480982442588*^9, {3.883637822666875*^9, 3.8836378656838903`*^9}, 
   3.8836441657272778`*^9, 3.883708402250855*^9, 3.883810152138495*^9, 
   3.8847691387752037`*^9},
 CellLabel->"Out[18]=",ExpressionUUID->"a9008b86-55c3-4fc2-adcd-f243b8d12076"]
}, Open  ]],

Cell[BoxData[
 RowBox[{"(*", 
  RowBox[{
   RowBox[{
   "R", " ", "\:0434\:043b\:044f", " ", "\:0433\:0435\:043b\:0438\:044f3"}], 
   " ", "==", " ", 
   RowBox[{"1.561", " ", "\:0444\:043c"}]}], " ", "*)"}]], "Input",
 CellChangeTimes->{{3.8800865535980377`*^9, 3.8800865699855547`*^9}, {
  3.880087570285039*^9, 
  3.880087570627646*^9}},ExpressionUUID->"700162e1-a626-4c8d-a329-\
bbb787d8421f"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{
  FractionBox["2", "3"], 
  RowBox[{"Sqrt", "[", 
   RowBox[{
    RowBox[{"Integrate", "[", 
     RowBox[{
      RowBox[{
       SuperscriptBox["myNorm", "2"], 
       SuperscriptBox[
        RowBox[{"fIn", "[", 
         RowBox[{
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass", " ", 
             RowBox[{"(", 
              RowBox[{
               RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], ",", "r", 
          ",", "0"}], "]"}], "2"], 
       SuperscriptBox["r", "2"]}], ",", 
      RowBox[{"{", 
       RowBox[{"r", ",", "0", ",", "range"}], "}"}]}], "]"}], "+", 
    RowBox[{"Integrate", "[", 
     RowBox[{
      RowBox[{
       SuperscriptBox["myNorm", "2"], " ", 
       SuperscriptBox["myCoeff", "2"], " ", 
       SuperscriptBox[
        RowBox[{"fOut", "[", 
         RowBox[{
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"], ",", "r", ",", 
          "0"}], "]"}], "2"], 
       SuperscriptBox["r", "2"]}], ",", 
      RowBox[{"{", 
       RowBox[{"r", ",", "range", ",", "Infinity"}], "}"}]}], "]"}]}], 
   "]"}]}]], "Input",
 CellChangeTimes->{{3.880095066018161*^9, 3.8800950760469503`*^9}, {
  3.880095479252779*^9, 3.880095482250162*^9}},
 CellLabel->"In[19]:=",ExpressionUUID->"c32958ba-7ddc-4867-b2dd-1fa3dd43d8ea"],

Cell[BoxData["1.5627722778696047`"], "Output",
 CellChangeTimes->{
  3.880095484411269*^9, {3.8800955177242403`*^9, 3.8800955604897947`*^9}, 
   3.880450045304723*^9, 3.880535359224338*^9, 3.880612865473521*^9, 
   3.8809500412555923`*^9, 3.88103375582927*^9, 3.881197712175845*^9, 
   3.88120140445477*^9, 3.8812050093948936`*^9, 3.881205757259108*^9, 
   3.881297081513501*^9, 3.882090687117221*^9, 3.8820907525847673`*^9, 
   3.882329822535872*^9, 3.882421010397458*^9, 3.882867336399544*^9, 
   3.8831058147939863`*^9, 3.883468708544591*^9, 3.883472613558511*^9, 
   3.883479265279602*^9, 3.88348098966891*^9, 3.8836379760830593`*^9, 
   3.883644168601171*^9, 3.88370843401479*^9, 3.8838101548530397`*^9, 
   3.884769141109425*^9},
 CellLabel->"Out[19]=",ExpressionUUID->"7d02abab-549e-4f97-9a0a-462a6f073f05"]
}, Open  ]],

Cell[BoxData[{
 RowBox[{
  RowBox[{"PsiR", "[", "r_", "]"}], ":=", 
  RowBox[{"Piecewise", "[", 
   RowBox[{"{", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{
       RowBox[{"myNorm", " ", 
        RowBox[{"fIn", "[", 
         RowBox[{
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass", " ", 
             RowBox[{"(", 
              RowBox[{
               RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], ",", "r", 
          ",", "0"}], "]"}]}], ",", 
       RowBox[{"r", "<", "range"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{
       RowBox[{"myNorm", " ", "myCoeff", " ", 
        RowBox[{"fOut", "[", 
         RowBox[{
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"], ",", "r", ",", 
          "0"}], "]"}]}], ",", 
       RowBox[{"r", ">", "range"}]}], "}"}]}], "}"}], 
   "]"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"PsiR1", "[", "r_", "]"}], ":=", 
  RowBox[{"myNorm", " ", "myCoeff", " ", 
   RowBox[{"fOut", "[", 
    RowBox[{
     FractionBox[
      SqrtBox[
       RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"], ",", "r", ",", "0"}], 
    "]"}]}]}]}], "Input",
 CellChangeTimes->{{3.880450259849861*^9, 3.88045026245728*^9}, {
  3.880450342004263*^9, 3.880450428007826*^9}, {3.8804505083503447`*^9, 
  3.88045054654538*^9}, {3.8804509533799887`*^9, 3.880450954981093*^9}, {
  3.884774116037643*^9, 3.8847741478580513`*^9}, {3.884774184233035*^9, 
  3.884774193651902*^9}},
 CellLabel->
  "In[228]:=",ExpressionUUID->"75241ed7-817c-4778-b63c-fc8ddf258a79"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Plot", "[", 
  RowBox[{
   RowBox[{"{", 
    RowBox[{
     RowBox[{"PsiR", "[", "r", "]"}], ",", 
     RowBox[{"PsiR1", "[", "r", "]"}]}], "}"}], ",", 
   RowBox[{"{", 
    RowBox[{"r", ",", "0", ",", "10"}], "}"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.880450434981985*^9, 3.880450437069388*^9}, {
   3.880450467622654*^9, 3.880450475414855*^9}, 3.880450957309256*^9, {
   3.884774153822421*^9, 3.884774162978874*^9}, {3.884774206642138*^9, 
   3.884774255445444*^9}},
 CellLabel->
  "In[232]:=",ExpressionUUID->"0c53d04a-d321-40e7-bd01-78ab6fb12897"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVlnk81Nsbx2UpF92yXJJtNNV0IxSlBZ9vVBJtSFIpYy0ibiqSFkWSksYS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       "]]},
     Annotation[#, "Charting`Private`Tag$4889152#1"]& ], 
    TagBox[
     {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVz2s0lAkYwHEa02VMexqsa8yMl6aQ2C7SKc+zdE4J7UZSWmFy29zbZrXM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       "]]},
     Annotation[#, "Charting`Private`Tag$4889152#2"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 0},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{{0, 10}, {0., 1.3094303004261496`}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{
  3.880450477448555*^9, {3.8804505437974977`*^9, 3.880450549561881*^9}, 
   3.880450904266193*^9, 3.880450960572151*^9, 3.8805353762901163`*^9, 
   3.880613017272277*^9, 3.8810337608134823`*^9, 3.881197746915187*^9, 
   3.881201407868651*^9, 3.882090691817799*^9, 3.8820907561724977`*^9, 
   3.882329825014078*^9, 3.882421014122815*^9, 3.882867339202798*^9, 
   3.8831058180657253`*^9, 3.883479269905888*^9, 3.883708437838564*^9, 
   3.883709942612533*^9, 3.884769144379784*^9, {3.8847741578122663`*^9, 
   3.884774256192465*^9}},
 CellLabel->
  "Out[232]=",ExpressionUUID->"8a5edc72-5750-41fe-94b1-2c3cc97f31b6"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{
  RowBox[{"(*", " ", 
   RowBox[{
   "\:0441\:0442\:0440\:043e\:044e", " ", 
    "\:0444\:0443\:0443\:043d\:043a\:0446\:0438\:044e", " ", 
    "\:0444\:0435\:0440\:043c\:0438"}], " ", "*)"}], "\[IndentingNewLine]", 
  RowBox[{
   RowBox[{
    RowBox[{
     RowBox[{"funcFermi", "[", 
      RowBox[{"x_", ",", "par_", ",", "disp_"}], "]"}], ":=", " ", 
     FractionBox["1", 
      RowBox[{
       RowBox[{"Exp", "[", 
        FractionBox[
         RowBox[{"par", "-", "x"}], "disp"], "]"}], "+", "1"}]]}], ";"}], 
   "\[IndentingNewLine]", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{"funcFermi", "[", 
      RowBox[{"x", ",", "2", ",", "0.03"}], "]"}], ",", 
     RowBox[{"{", 
      RowBox[{"x", ",", "0", ",", "3"}], "}"}], ",", 
     RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]}]}]], "Input",
 CellChangeTimes->{{3.883708607441079*^9, 3.8837086099331303`*^9}, {
   3.8837087412116117`*^9, 3.883708774272184*^9}, 3.8837088179574213`*^9, {
   3.883709003426889*^9, 3.8837090138726997`*^9}, {3.8837090905220137`*^9, 
   3.883709132535977*^9}, {3.88370917863596*^9, 3.8837091884886093`*^9}, {
   3.88370922072269*^9, 3.883709296948432*^9}, {3.883709583092265*^9, 
   3.883709583170985*^9}, {3.883709634187237*^9, 3.883709670147719*^9}, {
   3.884778654983848*^9, 3.884778670453229*^9}},
 CellLabel->
  "In[423]:=",ExpressionUUID->"a7903930-b537-4744-afa4-508c0f6775c1"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwt13k8VO/bB/BZyFb2pSJJCKlEKsw51wkhCi0klCxJC0URoYQkW4okW5ZK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       "]]},
     Annotation[#, "Charting`Private`Tag$6290888#1"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 0},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{{3.883709244549595*^9, 3.883709297337487*^9}, 
   3.883709583707026*^9, {3.883709635758346*^9, 3.883709670568365*^9}, 
   3.8837099473258133`*^9, 3.883810158679089*^9, 3.884769146410893*^9, 
   3.884774461281509*^9, 3.884778671151897*^9},
 CellLabel->
  "Out[424]=",ExpressionUUID->"3a455965-da64-4483-a63f-6e48664099c3"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{
  RowBox[{"(*", " ", 
   RowBox[{
   "\:0440\:0435\:0436\:0443", " ", "\:0412\:0424", " ", "\:0432", " ", 
    "\:0440\:0430\:0434\:0438\:0430\:043b\:044c\:043d\:043e\:043c", " ", 
    "\:043f\:0440\:0435\:0434\:0441\:0442\:0430\:0432\:043b\:0435\:043d\:0438\
\:0438", " ", "\:0441", " ", "\:043f\:043e\:043c\:043e\:0449\:044c\:044e", 
    " ", "\:0444\:0443\:043d\:043a\:0446\:0438\:0438", " ", 
    "\:0444\:0435\:0440\:043c\:0438"}], " ", "*)"}], "\[IndentingNewLine]", 
  RowBox[{
   RowBox[{
    RowBox[{"PsiRCut", "[", 
     RowBox[{"r_", ",", "cuval_", ",", "disp_"}], "]"}], ":=", " ", 
    RowBox[{
     RowBox[{"PsiR", "[", "r", "]"}], " ", 
     RowBox[{"funcFermi", "[", 
      RowBox[{"r", ",", "cuval", ",", "disp"}], "]"}]}]}], 
   "\[IndentingNewLine]", 
   RowBox[{
    RowBox[{"PsiR1Cut", "[", 
     RowBox[{"r_", ",", "cuval_", ",", "disp_"}], "]"}], ":=", " ", 
    RowBox[{
     RowBox[{"PsiR1", "[", "r", "]"}], " ", 
     RowBox[{"funcFermi", "[", 
      RowBox[{"r", ",", "cuval", ",", "disp"}], "]"}]}]}], 
   "\[IndentingNewLine]", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{
       RowBox[{"PsiR", "[", "r", "]"}], ",", 
       RowBox[{"PsiR1", "[", "r", "]"}], ",", 
       RowBox[{"PsiRCut", "[", 
        RowBox[{"r", ",", "7", ",", "0.03"}], "]"}], ",", 
       RowBox[{"PsiR1Cut", "[", 
        RowBox[{"r", ",", "7", ",", "0.03"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"r", ",", "0", ",", "10"}], "}"}], ",", 
     RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]}]}]], "Input",
 CellChangeTimes->{{3.88370978236176*^9, 3.8837098757304697`*^9}, {
   3.88370991928649*^9, 3.883709930485785*^9}, 3.883721878173161*^9, {
   3.8838142442419043`*^9, 3.883814263199909*^9}, {3.883814546023432*^9, 
   3.8838145631924677`*^9}, {3.8847744698634768`*^9, 3.884774506177053*^9}, {
   3.884778677923297*^9, 3.88477871050943*^9}},
 CellLabel->
  "In[428]:=",ExpressionUUID->"41107c73-e600-4079-9938-9536a9f8a8eb"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVlnk81Nsbx2UpF92yXJJtNNV0IxSlBZ9vVBJtSFIpYy0ibiqSFkWSksYS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       "]]},
     Annotation[#, "Charting`Private`Tag$6291009#1"]& ], 
    TagBox[
     {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVz2s0lAkYwHEa02VMexqsa8yMl6aQ2C7SKc+zdE4J7UZSWmFy29zbZrXM
phVJVlHvuCYhqVwTWqnJuiQN00pRDSVjyKVdNTNhKLv74X9+n/9sbqR74CI1
NTW3//rf/BPcxbYBqQ4//C5aFy5XQGsPy9WL9SNslUa5J00qYOGh8BSL9Qvs
0O9qLJApIL8pjUllpYC99k1fSZ8CwrbxwqeZOVAzQOkLv6eAnrkQcop5A9Im
oge+JClgiWSI857ZAPTqQWanoQIKHxdETzA7gCqnqcZ3yaGyKkUSZv0Kym+W
Prtw9QMEQ3fO5FEp8Bx8moa2TEGEbI20tnIMGC9f1Lx89x5o7ETOm81TEGd+
MDLm0AScWyGyKPSTQx6tLTHUdgy4kr0PKJ2foFw433FlyShEtyVyIzkqGHuw
fc9mXRnciqJ76Dt/BnWGwSrzMCkUxoWO23ipoV8Vs06z9S0kFMzvUUyqo4RY
7967fxDUegbxXiwF72SJsqTs17DqWNDxvRZU9B7yvb+flMCwMmuf5v3FOENR
VmQEvIRdsiO/XoheipUGDcvEdn2wezjd0sSEhk6qybeFTs9hvIV78lGFJt52
+emRZVYPWDN6jZ18l2MG1TE0frIbaKD075d/hetSTwAj/i/Y8d572tRzBQq6
A92bOGJ40Ryg7m3FwCmZ//GgPBHUnWk9xFIyMPaLsf3lsA4IovIGxWIt9Bs5
oJOJ7XD4aFwdPVcbLxLz40EBbbAu2FLs6q+DAdfFRhn1LfBEy0qTZ/81flet
5e1Ba4bGyoQ8K4ouuriWaqTkNUGcusX3nQO6GCu9UlbiIwRaf+zOiFo9TDjF
50SLG0F2jU0W8PVRVrFRaJPfAORqA40GTwPUs6MaRkfcgfTcoHZ/liGeps5x
352vA2/SR0wfNcTU2qHEN29uw8z2ktkCoRH2FHRu2mZbA1KZ4/Hm5JXoI9w5
6d9UDUXbbI26/I3RrKixbLioEiqSeIzgtSZYn19uFW5dDsmeh10oShPsravo
s52+ARv7C28kdzExQ8W/v6W5FLLX5FV0ubAwRlpoeeB1CcQ3pWW7NLDQYdG1
lv2fi8HNyLPksRkbff545rHPrQi+jWg/yEhhI92vYr2z5AoUrOSadSrZOH+Y
6Tr3/DKYtZRm7j5oilrWkhGO7yVIX9ts8VRoiicppOYt81wIkmt0d1gQSOVb
v9r6dxZwb31kpZwnkHki8vX6pZkQluAxvyuDwJjTepnaapnA86jto18k8EkM
1e3TtADOKHnn0jMJzDq1o7Z1VACV9rNzWfkEhqw465zULoDZPxd6r5UROPBP
ag6ZLID0p/S01nYCna9Xbx5eJoDc4vCQ0x0E9mvk3mMvEkDxMbHTThGB/Kc2
xlwVCfW66SqRmMCzG6yjJsZJ6PfWDul5TmAd5SOwOkngSA2chqQEbjr0zSXG
eRJsamNNrsoIPFPNDOcnk7AlSTIbOErg5ZVU2ng8Ca6c/Oqx8f9+vbOLu6JI
OBrKMvnwgcALXrr29e4k8Lf+NlsjJ3D13WlXOxcSkpYPPTumJHDEMc+s0YmE
7Kri1JkZAnNUOkaiDSQUndQIvqsiUGvDkJ3XWhLK9gQ68ucJPHLdV2fEnIRa
04fGDl8IbOtMqYoxIUEoXzW7sECg/s8+S+l6JPwLrWpD2A==
       "]]},
     Annotation[#, "Charting`Private`Tag$6291009#2"]& ], 
    TagBox[
     {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVVXk4VV8bJYUMhcQ5517jFUIihNxz9kspGUtJJHOSocwURTJEEbkkytSk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       "]]},
     Annotation[#, "Charting`Private`Tag$6291009#3"]& ], 
    TagBox[
     {RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVVXk4VV8bJYUMhcQ5517jFUIihNxz9kspmVMSyXBJMlRmRZEMUUQuiSKN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       "]]},
     Annotation[#, "Charting`Private`Tag$6291009#4"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 0},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{
  3.883709869951499*^9, {3.883709931548687*^9, 3.8837099535027523`*^9}, 
   3.883711640492401*^9, 3.883712120004285*^9, 3.883721879279222*^9, 
   3.883810163021236*^9, {3.8838142471447573`*^9, 3.883814264108591*^9}, 
   3.883814563883505*^9, 3.884769148895431*^9, {3.884774475709745*^9, 
   3.884774506497497*^9}, 3.8847787111468678`*^9, 3.8847796307462378`*^9},
 CellLabel->
  "Out[430]=",ExpressionUUID->"1f9867dd-5b62-435c-8fd4-b1b0ed99a1e7"]
}, Open  ]],

Cell[BoxData[
 RowBox[{
  RowBox[{"(*", " ", 
   RowBox[{
   "\:0424\:043e\:0440\:043c", " ", "\:0444\:0430\:043a\:0442\:043e\:0440", 
    " ", "\:043f\:0440\:043e\:0442\:043e\:043d\:0430", " ", "\:0432", " ", 
    "3", 
    RowBox[{"He", ".", " ", "\:0414\:043e\:043b\:0436\:043d\:043e"}], " ", 
    "\:0431\:044b\:0442\:044c", " ", 
    RowBox[{
     RowBox[{
      SuperscriptBox["\:0424\:043c", "1.5"], ".", "  ", 
      SuperscriptBox["\:0424\:043c", "0.5"]}], "/", 
     SuperscriptBox["MeV", "0.5"]}]}], " ", "*)"}], "\n", 
  RowBox[{"(*", 
   RowBox[{
    RowBox[{"PsiP3He", "[", "q_", "]"}], ":=", " ", 
    RowBox[{
     FractionBox["1", "q"], 
     SqrtBox[
      FractionBox["1", 
       RowBox[{"p", " "}]]], "myNorm", 
     RowBox[{"(", 
      RowBox[{
       FractionBox[
        RowBox[{"Sin", "[", 
         RowBox[{
          RowBox[{"(", 
           RowBox[{
            FractionBox["q", "p"], "-", 
            FractionBox[
             SqrtBox[
              RowBox[{"2", " ", "mass", " ", 
               RowBox[{"(", 
                RowBox[{
                 RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"]}], ")"}],
           " ", "range"}], "]"}], 
        RowBox[{"2", " ", 
         RowBox[{"(", 
          RowBox[{
           FractionBox["q", "p"], "-", 
           FractionBox[
            SqrtBox[
             RowBox[{"2", " ", "mass", " ", 
              RowBox[{"(", 
               RowBox[{
                RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"]}], 
          ")"}]}]], "-", 
       FractionBox[
        RowBox[{"Sin", "[", 
         RowBox[{
          RowBox[{"(", 
           RowBox[{
            FractionBox["q", "p"], "+", 
            FractionBox[
             SqrtBox[
              RowBox[{"2", " ", "mass", " ", 
               RowBox[{"(", 
                RowBox[{
                 RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"]}], ")"}],
           " ", "range"}], "]"}], 
        RowBox[{"2", " ", 
         RowBox[{"(", 
          RowBox[{
           FractionBox["q", "p"], "+", 
           FractionBox[
            SqrtBox[
             RowBox[{"2", " ", "mass", " ", 
              RowBox[{"(", 
               RowBox[{
                RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"]}], 
          ")"}]}]], "+", 
       RowBox[{"myCoeff", 
        FractionBox[
         RowBox[{
          SuperscriptBox["\[ExponentialE]", 
           RowBox[{
            RowBox[{"-", 
             FractionBox[
              SqrtBox[
               RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"]}], " ", 
            "range"}]], " ", 
          RowBox[{"(", 
           RowBox[{
            RowBox[{
             FractionBox["q", "p"], " ", 
             RowBox[{"Cos", "[", 
              RowBox[{
               FractionBox["q", "p"], " ", "range"}], "]"}]}], "+", 
            RowBox[{
             FractionBox[
              SqrtBox[
               RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"], " ", 
             RowBox[{"Sin", "[", 
              RowBox[{
               FractionBox["q", "p"], " ", "range"}], "]"}]}]}], ")"}]}], 
         RowBox[{
          SuperscriptBox[
           RowBox[{"(", 
            FractionBox["q", "p"], ")"}], "2"], "+", 
          SuperscriptBox[
           RowBox[{"(", 
            FractionBox[
             SqrtBox[
              RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"], ")"}], 
           "2"]}]]}]}], ")"}]}]}], "*)"}], "\[IndentingNewLine]", 
  RowBox[{
   RowBox[{"PsiP3He", "[", "q_", "]"}], ":=", " ", 
   RowBox[{
    FractionBox["1", "q"], " ", "myNorm", 
    RowBox[{"(", 
     RowBox[{
      FractionBox[
       RowBox[{
        RowBox[{
         FractionBox[
          SqrtBox[
           RowBox[{"2", " ", "mass", " ", 
            RowBox[{"(", 
             RowBox[{
              RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], " ", 
         RowBox[{"Cos", "[", 
          RowBox[{
           FractionBox[
            SqrtBox[
             RowBox[{"2", " ", "mass", " ", 
              RowBox[{"(", 
               RowBox[{
                RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], " ", 
           "range"}], "]"}], " ", 
         RowBox[{"Sin", "[", 
          RowBox[{"q", " ", "range"}], "]"}]}], "-", 
        RowBox[{"q", " ", 
         RowBox[{"Cos", "[", 
          RowBox[{"q", " ", "range"}], "]"}], " ", 
         RowBox[{"Sin", "[", 
          RowBox[{
           FractionBox[
            SqrtBox[
             RowBox[{"2", " ", "mass", " ", 
              RowBox[{"(", 
               RowBox[{
                RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], " ", 
           "range"}], "]"}]}]}], 
       RowBox[{
        SuperscriptBox[
         RowBox[{"(", "q", ")"}], "2"], "-", 
        SuperscriptBox[
         RowBox[{"(", 
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass", " ", 
             RowBox[{"(", 
              RowBox[{
               RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], ")"}], 
         "2"]}]], "+", 
      RowBox[{"myCoeff", 
       FractionBox[
        RowBox[{
         SuperscriptBox["\[ExponentialE]", 
          RowBox[{
           RowBox[{"-", 
            FractionBox[
             SqrtBox[
              RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"]}], " ", 
           "range"}]], " ", 
         RowBox[{"(", 
          RowBox[{
           RowBox[{"q", " ", 
            RowBox[{"Cos", "[", 
             RowBox[{"q", " ", "range"}], "]"}]}], "+", 
           RowBox[{
            FractionBox[
             SqrtBox[
              RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"], " ", 
            RowBox[{"Sin", "[", 
             RowBox[{"q", " ", "range"}], "]"}]}]}], ")"}]}], 
        RowBox[{
         SuperscriptBox[
          RowBox[{"(", "q", ")"}], "2"], "+", 
         SuperscriptBox[
          RowBox[{"(", 
           FractionBox[
            SqrtBox[
             RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"], ")"}], 
          "2"]}]]}]}], ")"}]}]}]}]], "Input",
 CellChangeTimes->{{3.883472650234065*^9, 3.883472707765132*^9}, {
   3.883472768374175*^9, 3.8834727730285788`*^9}, {3.8834763893753567`*^9, 
   3.883476393819928*^9}, {3.883476594380974*^9, 3.8834766301142273`*^9}, 
   3.883479515801772*^9, {3.883481194077519*^9, 3.8834811948040333`*^9}, {
   3.883481372281888*^9, 3.8834813891601*^9}, {3.883481631881057*^9, 
   3.883481670046994*^9}, {3.883481795462813*^9, 3.883481798335828*^9}, {
   3.8834821201661377`*^9, 3.883482156692244*^9}, {3.883482198555661*^9, 
   3.883482201313931*^9}, 3.8835521525026007`*^9, {3.8835527323712263`*^9, 
   3.883552805972075*^9}, 3.883553233902478*^9, {3.883553370765657*^9, 
   3.88355348918934*^9}, {3.883555231506804*^9, 3.883555258874123*^9}, {
   3.8835553235529633`*^9, 3.883555356549965*^9}},
 CellLabel->
  "In[443]:=",ExpressionUUID->"2d742f3b-e2e0-47c6-baf7-86eb7d257d8e"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{
  RowBox[{"(*", " ", 
   RowBox[{
   "\:0424\:043e\:0440\:043c", " ", "\:0444\:0430\:043a\:0442\:043e\:0440", 
    " ", "\:0438\:0437", " ", 
    "\:043e\:0431\:0440\:0435\:0437\:0430\:043d\:043d\:043e\:0439", " ", 
    "\:0412\:0424"}], " ", "*)"}], "\[IndentingNewLine]", 
  RowBox[{
   RowBox[{
    RowBox[{"PsiP3HeCut", "[", 
     RowBox[{"q_", ",", "cutVal_", ",", "disp_"}], "]"}], ":=", " ", 
    RowBox[{
     FractionBox["p", "q"], " ", 
     RowBox[{"NIntegrate", "[", 
      RowBox[{
       RowBox[{
        RowBox[{"PsiR1Cut", "[", 
         RowBox[{"r", ",", "cutVal", ",", "disp"}], "]"}], 
        RowBox[{"Sin", "[", 
         FractionBox[
          RowBox[{"q", " ", "r"}], "p"], "]"}]}], ",", 
       RowBox[{"{", 
        RowBox[{"r", ",", "0", ",", "500"}], "}"}]}], "]"}]}]}], 
   "\[IndentingNewLine]", 
   RowBox[{"PsiP3HeCut", "[", 
    RowBox[{"500", ",", "7", ",", "0.03"}], "]"}]}]}]], "Input",
 CellChangeTimes->{{3.883712189119072*^9, 3.883712228166119*^9}, {
   3.883712362962804*^9, 3.8837123842519484`*^9}, {3.883712416510069*^9, 
   3.883712498909937*^9}, {3.883712612951358*^9, 3.883712643109139*^9}, {
   3.883714107348063*^9, 3.883714113312005*^9}, {3.88371457739816*^9, 
   3.883714579261568*^9}, {3.8837147888832903`*^9, 3.883714789001294*^9}, {
   3.883714834851016*^9, 3.883714848633318*^9}, {3.883714887754726*^9, 
   3.8837149765658712`*^9}, {3.883715546733477*^9, 3.8837155632869997`*^9}, {
   3.883715811036685*^9, 3.883715878917733*^9}, {3.883716635269021*^9, 
   3.883716635618628*^9}, {3.883717037674549*^9, 3.8837170662076807`*^9}, {
   3.8837176367784433`*^9, 3.88371763688974*^9}, {3.883717721450417*^9, 
   3.8837177217422457`*^9}, {3.8837179369425077`*^9, 3.883717956506605*^9}, {
   3.883719301080915*^9, 3.883719305227438*^9}, {3.8837194648559837`*^9, 
   3.883719490480385*^9}, 3.88371958155225*^9, {3.883812433272991*^9, 
   3.883812436322926*^9}, {3.8838125983193398`*^9, 3.883812601707273*^9}, {
   3.883812811939013*^9, 3.883812836349537*^9}, {3.883812882942279*^9, 
   3.883812903565971*^9}, {3.8838145735474977`*^9, 3.88381457724702*^9}, {
   3.883814668437303*^9, 3.883814685118195*^9}, {3.8847745235898438`*^9, 
   3.8847745560991993`*^9}, {3.8847798331798162`*^9, 3.884779843366188*^9}},
 CellLabel->
  "In[444]:=",ExpressionUUID->"c4aefd0e-3506-41fc-bf66-96c712b2ce79"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"7.043641751400051`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.007653649747153992`\\\"}]\\) and \
\\!\\(\\*RowBox[{\\\"8.809638700281074`*^-8\\\"}]\\) for the integral and \
error estimates.\"", 2, 445, 259, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{
  3.883721888925*^9, 3.883810169474214*^9, {3.8838124370058317`*^9, 
   3.883812439169436*^9}, 3.883812602653808*^9, 3.883812640655221*^9, {
   3.883812832071782*^9, 3.8838128381350803`*^9}, 3.8838129048860483`*^9, {
   3.8838142741990013`*^9, 3.883814288185184*^9}, 3.883814686293971*^9, 
   3.884769158604759*^9, {3.8847745263522253`*^9, 3.88477455670166*^9}, 
   3.884774671068194*^9, 3.884775015627852*^9, 3.884779844028769*^9},
 CellLabel->
  "During evaluation of \
In[444]:=",ExpressionUUID->"351a986e-db5e-419d-b044-3ceb4e8e662e"],

Cell[BoxData["0.0030205434873133113`"], "Output",
 CellChangeTimes->{3.8847746710834627`*^9, 3.884775015643466*^9, 
  3.884779844038706*^9},
 CellLabel->
  "Out[445]=",ExpressionUUID->"7ec08f6c-592d-4055-ab4e-6bd1d9cc7bda"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"NIntegrate", "[", 
  RowBox[{
   SuperscriptBox[
    RowBox[{"(", 
     RowBox[{"q", " ", 
      RowBox[{"PsiP3He", "[", "q", "]"}]}], ")"}], "2"], ",", 
   RowBox[{"{", 
    RowBox[{"q", ",", "0", ",", "Infinity"}], "}"}], ",", 
   RowBox[{"AccuracyGoal", "\[Rule]", "5"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.8847747087981586`*^9, 3.8847747426101522`*^9}, {
  3.8847747982444067`*^9, 3.88477480261311*^9}, {3.884774879671093*^9, 
  3.88477489967276*^9}, {3.884775002554412*^9, 3.8847750061597137`*^9}},
 CellLabel->
  "In[446]:=",ExpressionUUID->"ccada756-7348-46c1-b563-ab963b6bc06c"],

Cell[BoxData["1.5707974356954326`"], "Output",
 CellChangeTimes->{
  3.884774737163644*^9, 3.884774825153105*^9, {3.884774882331399*^9, 
   3.8847749050795603`*^9}, 3.884775008642324*^9, 3.8847798515657053`*^9},
 CellLabel->
  "Out[446]=",ExpressionUUID->"0e719ae2-1b65-4be2-b75f-8339affd0c43"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Plot", "[", 
  RowBox[{
   RowBox[{"PsiP3HeCut", "[", 
    RowBox[{"q", ",", "7", ",", "0.03"}], "]"}], ",", 
   RowBox[{"{", 
    RowBox[{"q", ",", "0", ",", "2000"}], "}"}], ",", 
   RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.8847746263797607`*^9, 3.884774646217277*^9}, {
  3.884774749850868*^9, 3.884774750895873*^9}, {3.884775021237714*^9, 
  3.884775023547864*^9}, {3.8847798567088413`*^9, 3.884779857457473*^9}},
 CellLabel->
  "In[447]:=",ExpressionUUID->"944ca04b-356e-4d0c-8a5f-3da8872641bc"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 447, 260, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.8847747527875423`*^9, 3.8847750239682083`*^9, 
  3.884779859188314*^9},
 CellLabel->
  "During evaluation of \
In[447]:=",ExpressionUUID->"150f8423-52f7-47f6-9cfe-1ef7d7626481"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"7.2407683631478355`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00031992616436338195`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"2.7816518705436625`*^-7\\\"}]\\) for the integral and error estimates.\"", 
   2, 447, 261, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.8847747527875423`*^9, 3.8847750239682083`*^9, 
  3.884779859198502*^9},
 CellLabel->
  "During evaluation of \
In[447]:=",ExpressionUUID->"aaa949a5-4f86-4f27-b5ea-43471ac85dc1"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwUV3c81e8XR9EgSkRCRQOphIzCc4wys7L33uPam+te6xrXvUJJVlZFhJSQ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       "]]},
     Annotation[#, "Charting`Private`Tag$6291814#1"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 0},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{
  3.8837176480580683`*^9, {3.883717692050766*^9, 3.883717722110422*^9}, {
   3.883717949566876*^9, 3.8837179569436073`*^9}, {3.8837193022389402`*^9, 
   3.883719305670232*^9}, {3.883719468726447*^9, 3.883719490908146*^9}, 
   3.883719601662781*^9, 3.883721888939764*^9, 3.883810169483489*^9, {
   3.8838124370208*^9, 3.883812439178928*^9}, 3.883812602672359*^9, 
   3.8838126406661654`*^9, {3.883812832086575*^9, 3.883812838151223*^9}, 
   3.883812904902255*^9, {3.883814274211401*^9, 3.883814288199401*^9}, 
   3.883814686310783*^9, 3.884769158613853*^9, {3.8847745263666162`*^9, 
   3.88477455671101*^9}, 3.884774651458539*^9, 3.884774790970067*^9, 
   3.884775064853197*^9, 3.8847799008108797`*^9},
 CellLabel->
  "Out[447]=",ExpressionUUID->"174b245f-7a18-46a5-b159-f307aa64ff21"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{
  RowBox[{"data3He200", " ", "=", 
   RowBox[{"Table", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"q", ",", 
       RowBox[{"PsiP3HeCut", "[", 
        RowBox[{"q", ",", "20", ",", "0.03"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"q", ",", "1", ",", "1000"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"data3He202", " ", "=", 
   RowBox[{"Table", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"q", ",", 
       RowBox[{"PsiP3HeCut", "[", 
        RowBox[{"q", ",", "20.2", ",", "0.03"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"q", ",", "1", ",", "1000"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"data3He204", " ", "=", 
   RowBox[{"Table", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"q", ",", 
       RowBox[{"PsiP3HeCut", "[", 
        RowBox[{"q", ",", "20.4", ",", "0.03"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"q", ",", "1", ",", "1000"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"data3He206", " ", "=", 
   RowBox[{"Table", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"q", ",", 
       RowBox[{"PsiP3HeCut", "[", 
        RowBox[{"q", ",", "20.6", ",", "0.03"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"q", ",", "1", ",", "1000"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"data3He208", "=", 
   RowBox[{"Table", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"q", ",", 
       RowBox[{"PsiP3HeCut", "[", 
        RowBox[{"q", ",", "20.8", ",", "0.03"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"q", ",", "1", ",", "1000"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"data3He21", " ", "=", 
   RowBox[{"Table", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"q", ",", 
       RowBox[{"PsiP3HeCut", "[", 
        RowBox[{"q", ",", "21", ",", "0.03"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"q", ",", "1", ",", "1000"}], "}"}]}], "]"}]}], ";"}]}], "Input",
 CellChangeTimes->{{3.883719850800653*^9, 3.883719902989337*^9}, {
  3.883720134128413*^9, 3.883720135586239*^9}, {3.883814502128789*^9, 
  3.883814504255754*^9}, {3.883814691243874*^9, 3.8838147196798973`*^9}, {
  3.884769169786854*^9, 3.884769171964299*^9}, {3.8847702801149282`*^9, 
  3.884770327360165*^9}, {3.8847745728459187`*^9, 3.88477461279918*^9}, {
  3.8847799141990757`*^9, 3.8847799163431463`*^9}, {3.8847800875174103`*^9, 
  3.884780145716983*^9}, {3.8847802976815434`*^9, 3.884780307389687*^9}, {
  3.884782230900197*^9, 3.884782294847342*^9}},
 CellLabel->
  "In[603]:=",ExpressionUUID->"63a117cb-1305-4d2e-b025-0ad6c987fd15"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"20.481982943053282`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.0000791948738078914`\\\"}]\\) and \
\\!\\(\\*RowBox[{\\\"2.3668176374909086`*^-7\\\"}]\\) for the integral and \
error estimates.\"", 2, 603, 422, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782305365546*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"9465d3b4-1b38-4ebf-bc22-88bbd52d910a"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"20.481982943053282`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.0001573354471129591`\\\"}]\\) and \
\\!\\(\\*RowBox[{\\\"4.7092163110592647`*^-7\\\"}]\\) for the integral and \
error estimates.\"", 2, 603, 423, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.8847823053866243`*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"0b9eb816-b1b2-4b32-811f-9bb82b64a253"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"20.481982943053282`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00023338235990624377`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"7.003028294619188`*^-7\\\"}]\\) for the integral and error estimates.\"", 2,
    603, 424, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782305397482*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"262fe223-1353-404c-910d-084ec0298319"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"ncvb\\\"}], \\\"MessageName\\\"]\\) will be suppressed during \
this calculation.\"", 2, 603, 425, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782305407886*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"9cb325aa-ebd5-4549-9d0d-b98022a6d892"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 603, 426, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.8847823076993713`*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"fcc0885d-5e57-4972-af78-f4e5710cc5dc"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 603, 427, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.88478230773837*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"628c3573-0cb3-4ad3-b8db-4bf802d04964"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 603, 428, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.88478230774963*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"57d5fcf3-4ecc-4dd7-bb38-0a890cb778ec"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"slwcon\\\"}], \\\"MessageName\\\"]\\) will be suppressed \
during this calculation.\"", 2, 603, 429, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782307759842*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"61acd072-3dbd-4bb8-95d9-4290a58cd457"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"20.481982943053282`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.0000734584576026655`\\\"}]\\) and \
\\!\\(\\*RowBox[{\\\"4.081778415823932`*^-7\\\"}]\\) for the integral and \
error estimates.\"", 2, 604, 430, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782328893737*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"f51a6b8a-cf5d-46ea-907b-41fbcd5d7b4a"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"20.481982943053282`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00014592207081987803`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"8.12074298563242`*^-7\\\"}]\\) for the integral and error estimates.\"", 2, 
   604, 431, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782328947494*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"85cbb774-40fe-468e-976f-9828d5aa2528"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"20.481982943053282`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00021641031947836867`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"1.2074528261062135`*^-6\\\"}]\\) for the integral and error estimates.\"", 
   2, 604, 432, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782328996009*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"195eabe9-19ea-4a0f-8747-965163ff2458"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"ncvb\\\"}], \\\"MessageName\\\"]\\) will be suppressed during \
this calculation.\"", 2, 604, 433, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.8847823290337553`*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"18165ac7-cdf8-4e80-8ba3-312f54219eff"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 604, 434, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782331960101*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"79ad0044-cc11-4662-b4d4-ce25bdbd0a14"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 604, 435, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782332019404*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"8b87d834-5b28-4536-a721-633b16197312"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 604, 436, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782332033766*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"59d03b30-6e84-4206-91fe-c6d79842a4ac"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"slwcon\\\"}], \\\"MessageName\\\"]\\) will be suppressed \
during this calculation.\"", 2, 604, 437, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.8847823320489273`*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"e855d257-912f-41d2-b5d1-1bd4b86f686a"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"20.481982943053282`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00006814631305719454`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"1.2815555262308867`*^-7\\\"}]\\) for the integral and error estimates.\"", 
   2, 605, 438, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782351847468*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"79e9db2d-f110-44ea-a514-e1b9608ca443"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"20.481982943053282`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00013535394201995656`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"2.5495579906798547`*^-7\\\"}]\\) for the integral and error estimates.\"", 
   2, 605, 439, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782351895396*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"ccdf8f9e-0f69-487c-8b3e-36edddb2a225"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"20.481982943053282`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00020069793324029354`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"3.790597034900445`*^-7\\\"}]\\) for the integral and error estimates.\"", 2,
    605, 440, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782351908492*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"e095782c-b44f-490f-a41e-6ea0cbbcebf0"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"ncvb\\\"}], \\\"MessageName\\\"]\\) will be suppressed during \
this calculation.\"", 2, 605, 441, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782351922793*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"398615ad-481d-42e3-8e57-61038bf6a356"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"21.125362051570516`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.000063204226483691`\\\"}]\\) and \
\\!\\(\\*RowBox[{\\\"1.4208604462618098`*^-7\\\"}]\\) for the integral and \
error estimates.\"", 2, 606, 442, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782372999529*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"be43fab0-915a-484b-8c47-0e1e07aa5f7c"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"21.125362051570516`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00012552304813424716`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"2.8264282143555806`*^-7\\\"}]\\) for the integral and error estimates.\"", 
   2, 606, 443, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782373051207*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"3a1602a8-6c9f-4ead-b3c0-66fbaeafdfd4"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"21.125362051570516`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.0001860842161417684`\\\"}]\\) and \
\\!\\(\\*RowBox[{\\\"4.20157462053777`*^-7\\\"}]\\) for the integral and \
error estimates.\"", 2, 606, 444, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.8847823730711117`*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"77c001c0-123c-4e78-b852-e0be646b38e2"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"ncvb\\\"}], \\\"MessageName\\\"]\\) will be suppressed during \
this calculation.\"", 2, 606, 445, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782373084207*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"e1837700-add2-4091-a5e3-9f5d95e72cfb"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 606, 446, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.8847823736092997`*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"9276ac1b-34c8-4c4b-94ce-a1e1e2b03519"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 606, 447, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782373660181*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"3d3c3553-af7b-461e-8a60-628621c8450c"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 606, 448, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782373672831*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"73b8f87d-3637-4454-9e17-076bb769eeb0"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"slwcon\\\"}], \\\"MessageName\\\"]\\) will be suppressed \
during this calculation.\"", 2, 606, 449, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.8847823736853943`*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"e31fb47c-e5b1-45f9-96cd-88f58e454115"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"21.125362051570516`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.000058620216449225565`\\\"}]\\) and \
\\!\\(\\*RowBox[{\\\"1.2420455198411854`*^-7\\\"}]\\) for the integral and \
error estimates.\"", 2, 607, 450, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782393692024*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"9eb97211-7708-473e-a3d2-4b62c5c32111"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"21.125362051570516`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00011640541551831349`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"2.4707227024890405`*^-7\\\"}]\\) for the integral and error estimates.\"", 
   2, 607, 451, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782393738637*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"29062eea-5e81-47e2-a691-6ef72caa57f6"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"21.125362051570516`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00017253318195860286`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"3.672806416430988`*^-7\\\"}]\\) for the integral and error estimates.\"", 2,
    607, 452, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.8847823937512207`*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"fba75cd9-e413-423a-aed9-2b0162ea30d6"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"ncvb\\\"}], \\\"MessageName\\\"]\\) will be suppressed during \
this calculation.\"", 2, 607, 453, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782393763154*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"c0d868f6-b64d-4cfb-b967-ed8b09410e7b"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 607, 454, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782394290783*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"2e16603a-e4ff-4fc3-83f0-eb7d860317e7"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 607, 455, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782394893518*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"c60b7153-2d59-480d-9463-28f86f507f11"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 607, 456, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782394937601*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"4073b901-547d-4911-a72b-f7ea754480cb"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"slwcon\\\"}], \\\"MessageName\\\"]\\) will be suppressed \
during this calculation.\"", 2, 607, 457, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.88478239494976*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"6b173163-5e87-40a5-ace0-2e3c5c20018e"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"21.125362051570516`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.000054349359356117025`\\\"}]\\) and \
\\!\\(\\*RowBox[{\\\"3.931151298299397`*^-8\\\"}]\\) for the integral and \
error estimates.\"", 2, 608, 458, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782414418189*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"86dfa5ca-523b-4938-a582-9cb753857d97"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"21.125362051570516`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00010791155604886867`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"7.817117198331585`*^-8\\\"}]\\) for the integral and error estimates.\"", 2,
    608, 459, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782414462489*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"1a64f4e4-ebea-4533-86c3-868fce33e5f7"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"21.125362051570516`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00015991149330583785`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"1.1613226661182558`*^-7\\\"}]\\) for the integral and error estimates.\"", 
   2, 608, 460, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.884782414475542*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"9a224a6b-8830-4cc0-bffe-0a88e274d635"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"ncvb\\\"}], \\\"MessageName\\\"]\\) will be suppressed during \
this calculation.\"", 2, 608, 461, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883719910539632*^9, 3.883721892681364*^9, 
  3.883810183675187*^9, 3.883812456027113*^9, 3.8838126456031446`*^9, 
  3.8838142911177483`*^9, 3.883814727194667*^9, 3.884769161759054*^9, 
  3.884769431068512*^9, 3.88477032793221*^9, 3.884775162823778*^9, 
  3.884780147162554*^9, 3.884780309327629*^9, 3.8847824144900923`*^9},
 CellLabel->
  "During evaluation of \
In[603]:=",ExpressionUUID->"563924c0-2437-4725-ba2d-436e906cb3ef"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"ListPlot", "[", 
  RowBox[{
   RowBox[{"{", "data3He208", "}"}], ",", 
   RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.8837190138043747`*^9, 3.883719031090042*^9}, {
   3.883719077405293*^9, 3.883719083901246*^9}, {3.883719146512808*^9, 
   3.883719147083137*^9}, {3.883719324105036*^9, 3.8837193242313643`*^9}, {
   3.883719560527952*^9, 3.883719573051358*^9}, 3.8837201251772203`*^9, {
   3.8837204903826857`*^9, 3.883720492897325*^9}, {3.883720790657291*^9, 
   3.883720790924884*^9}, 3.8838145127332573`*^9, 3.8838154136877127`*^9, 
   3.884775491644857*^9, 3.884780453590612*^9, 3.884782447603668*^9},
 CellLabel->
  "In[609]:=",ExpressionUUID->"763b3918-bc83-44af-84f4-82b8d9fdad84"],

Cell[BoxData[
 GraphicsBox[{{}, 
   {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.0055000000000000005`],
     AbsoluteThickness[1.6], PointBox[CompressedData["
1:eJw1Wnk81N0XHiJbC2nRPtGiUiZKlPKklHaULKUme9ax74x9jDFIi2ghXmlF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     "]]}, {{}, {}}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 0},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        Identity[
         Part[#, 1]], 
        Identity[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        Identity[
         Part[#, 1]], 
        Identity[
         Part[#, 2]]}& )}},
  PlotRange->{{0, 1000.}, {-0.002270981926794168, 0.011567351451276332`}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{
  3.8837190332791157`*^9, 3.883719085713951*^9, 3.8837192435752783`*^9, 
   3.883719426358539*^9, 3.883719727998137*^9, {3.883720126901369*^9, 
   3.883720140188383*^9}, 3.8837204441223392`*^9, 3.88372049409147*^9, 
   3.883720792625421*^9, 3.883721999865437*^9, 3.883810282500098*^9, 
   3.8838125764798803`*^9, 3.883812748735682*^9, 3.883812908933188*^9, 
   3.8838143920562887`*^9, 3.883815414726983*^9, 3.884769522900024*^9, 
   3.884770970679729*^9, 3.884775492538864*^9, 3.884780455601738*^9, 
   3.884782448626782*^9},
 CellLabel->
  "Out[609]=",ExpressionUUID->"2e74f3c4-c33b-4e10-8192-c1ba8f5efbff"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{
  RowBox[{"(*", " ", 
   RowBox[{"Data", " ", "interpolation"}], " ", "*)"}], "\[IndentingNewLine]", 
  RowBox[{
   RowBox[{"factor3He200", "=", 
    RowBox[{"Interpolation", "[", 
     RowBox[{"data3He200", ",", 
      RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}]}], 
   "\[IndentingNewLine]", 
   RowBox[{"factor3He202", "=", 
    RowBox[{"Interpolation", "[", 
     RowBox[{"data3He202", ",", 
      RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}]}], 
   "\[IndentingNewLine]", 
   RowBox[{"factor3He204", "=", 
    RowBox[{"Interpolation", "[", 
     RowBox[{"data3He204", ",", 
      RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}]}], 
   "\[IndentingNewLine]", 
   RowBox[{"factor3He206", "=", 
    RowBox[{"Interpolation", "[", 
     RowBox[{"data3He206", ",", 
      RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}]}], 
   "\[IndentingNewLine]", 
   RowBox[{"factor3He208", "=", 
    RowBox[{"Interpolation", "[", 
     RowBox[{"data3He208", ",", 
      RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}]}], 
   "\[IndentingNewLine]", 
   RowBox[{"factor3He21", "=", 
    RowBox[{"Interpolation", "[", 
     RowBox[{"data3He21", ",", 
      RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}]}], 
   "\[IndentingNewLine]", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"factor3He206", "[", "q", "]"}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"q", ",", "1", ",", "500"}], "}"}], ",", 
     RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]}]}]], "Input",
 CellChangeTimes->{{3.8837198033492517`*^9, 3.8837198142666893`*^9}, 
   3.8837201466788797`*^9, {3.8837202350374317`*^9, 3.8837203071630087`*^9}, {
   3.8837204509451942`*^9, 3.883720459114644*^9}, {3.883720840342484*^9, 
   3.883720845315361*^9}, {3.883720903692583*^9, 3.883720903859585*^9}, {
   3.883721122463702*^9, 3.8837212045718317`*^9}, {3.883722118084847*^9, 
   3.88372216127608*^9}, 3.883812589139306*^9, {3.883812774473237*^9, 
   3.88381277530464*^9}, 3.883814519532838*^9, {3.883815420044084*^9, 
   3.883815479915234*^9}, {3.884769528098181*^9, 3.884769534388286*^9}, {
   3.884770992856086*^9, 3.884771033872036*^9}, {3.88477550216118*^9, 
   3.884775538379278*^9}, {3.884779937502994*^9, 3.884779942646675*^9}, {
   3.884780060851905*^9, 3.884780077228714*^9}, {3.884780463582588*^9, 
   3.884780507041526*^9}, {3.884782458767555*^9, 3.884782507317051*^9}},
 CellLabel->
  "In[610]:=",ExpressionUUID->"f395d881-914c-4fc7-9c61-ed68156165b5"],

Cell[BoxData[
 InterpretationBox[
  RowBox[{
   TagBox["InterpolatingFunction",
    "SummaryHead"], "[", 
   DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, 
    TemplateBox[{
      PaneSelectorBox[{False -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], 
              ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{82.56557857416203, 0.00021819514683807324`}, {
                   85.11977887730755, -8.942840483760155*^-7}, {
                   89.13042924376052, -0.0002083621739409473}}], 
                  
                  LineBox[{{165.08070635043237`, -0.0002083621739409473}, {
                   170.46784494870712`, -0.00015688494907006745`}, {
                   184.4644286791638, 0.00021819514683807324`}}], 
                  
                  LineBox[{{191.62729198309327`, 0.00021819514683807324`}, {
                   203.020725346189, 0.00006030394190873052}, {
                   219.76113560065238`, -0.0002083621739409473}}], 
                  LineBox[CompressedData["
1:eJwBAQP+/CFib1JlAgAAAC8AAAACAAAAJdL3skGqa0DR0RJyeU8rv/JJ9988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                   "]], 
                  
                  LineBox[{{29.8745792893799, 0.00021819514683807324`}, {
                   30.63899351148703, -0.0002083621739409473}}], 
                  
                  LineBox[{{57.064944224971455`, -0.0002083621739409473}, {
                   59.687950678030944`, 0.00021819514683807324`}}], 
                  
                  LineBox[{{111.31593094600508`, -0.0002083621739409473}, {
                   117.88162301124503`, 0.00021819514683807324`}}], 
                  
                  LineBox[{{140.53215120875274`, 0.00021819514683807324`}, {
                   150.21017881295487`, -0.0002083621739409473}}]}, 
                 Annotation[#, "Charting`Private`Tag$7828061#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.0002083621739409473, 
               0.00021819514683807324`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}], True -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], 
              ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{82.56557857416203, 0.00021819514683807324`}, {
                   85.11977887730755, -8.942840483760155*^-7}, {
                   89.13042924376052, -0.0002083621739409473}}], 
                  
                  LineBox[{{165.08070635043237`, -0.0002083621739409473}, {
                   170.46784494870712`, -0.00015688494907006745`}, {
                   184.4644286791638, 0.00021819514683807324`}}], 
                  
                  LineBox[{{191.62729198309327`, 0.00021819514683807324`}, {
                   203.020725346189, 0.00006030394190873052}, {
                   219.76113560065238`, -0.0002083621739409473}}], 
                  LineBox[CompressedData["
1:eJwBAQP+/CFib1JlAgAAAC8AAAACAAAAJdL3skGqa0DR0RJyeU8rv/JJ9988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                   "]], 
                  
                  LineBox[{{29.8745792893799, 0.00021819514683807324`}, {
                   30.63899351148703, -0.0002083621739409473}}], 
                  
                  LineBox[{{57.064944224971455`, -0.0002083621739409473}, {
                   59.687950678030944`, 0.00021819514683807324`}}], 
                  
                  LineBox[{{111.31593094600508`, -0.0002083621739409473}, {
                   117.88162301124503`, 0.00021819514683807324`}}], 
                  
                  LineBox[{{140.53215120875274`, 0.00021819514683807324`}, {
                   150.21017881295487`, -0.0002083621739409473}}]}, 
                 Annotation[#, "Charting`Private`Tag$7828061#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.0002083621739409473, 
               0.00021819514683807324`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Order: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["2", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Method: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"Hermite\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Periodic: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["False", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}]}, 
       Dynamic[Typeset`open$$], ImageSize -> Automatic]},
     "SummaryPanel"],
    DynamicModuleValues:>{}], "]"}],
  InterpolatingFunction[{{1., 1000.}}, {
   5, 7, 0, {1000}, {3}, 0, 0, 0, 0, Automatic, {}, {}, 
    False}, CompressedData["
1:eJwt1zfsw1odBeALLBkzMGRgMAihCCFkeqjv0kM3jxb65cGDUJ/poV966B4z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   "], {Developer`PackedArrayForm, CompressedData["
1:eJwd1oOyIAYSBdCxbdu2bdu2bdu2bdu2bdtmMkgye9521anq+wGNxE06VukQ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    "], CompressedData["
1:eJwNl2c8FmwUxu29s/eIkB2Rcd8hsrcGGkbZI1lFKRpI2UVIXiENGhqS+zYy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    "]}, {Automatic}],
  Editable->False,
  SelectWithContents->True,
  Selectable->False]], "Output",
 CellChangeTimes->{
  3.883720849774865*^9, 3.8837209042718687`*^9, {3.883721147029759*^9, 
   3.883721206057273*^9}, 3.88372200428364*^9, {3.883722130758728*^9, 
   3.883722161815539*^9}, 3.883810284796789*^9, 3.8838125900189657`*^9, {
   3.883812751688027*^9, 3.883812775823365*^9}, 3.8838129122125807`*^9, {
   3.883814393937422*^9, 3.883814417980858*^9}, 3.8838144827763453`*^9, 
   3.883815422969491*^9, 3.8838154838757772`*^9, 3.8847695351040497`*^9, 
   3.884770981625286*^9, 3.884771036181451*^9, 3.88477553993146*^9, 
   3.884779943163752*^9, {3.884780499717718*^9, 3.8847805075371227`*^9}, 
   3.884782509121031*^9},
 CellLabel->
  "Out[610]=",ExpressionUUID->"f6260ccb-835b-4576-b72a-def9181f614e"],

Cell[BoxData[
 InterpretationBox[
  RowBox[{
   TagBox["InterpolatingFunction",
    "SummaryHead"], "[", 
   DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, 
    TemplateBox[{
      PaneSelectorBox[{False -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], 
              ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{81.86379594675348, 0.00018813428336335552`}, {
                   85.11977887730755, -0.0000905127748115839}, {
                   87.83663777436423, -0.00020179096005041135`}}], 
                  
                  LineBox[{{162.43333830425175`, -0.00020179096005041135`}, {
                   170.46784494870712`, -0.00008933305365099853}, {
                   183.0799733363903, 0.00018813428336335552`}}], 
                  LineBox[CompressedData["
1:eJwBIQPe/CFib1JlAgAAADEAAAACAAAA3lxn+Ir/Z0BYWkgwvagoP5CCM8ip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                   "]], 
                  
                  LineBox[{{29.75920410918251, 0.00018813428336335552`}, {
                   30.516511580791004`, -0.00020179096005041135`}}], 
                  
                  LineBox[{{56.49444726964637, -0.00020179096005041135`}, {
                   59.178443974679176`, 0.00018813428336335552`}}], 
                  
                  LineBox[{{110.45943556397565`, -0.00020179096005041135`}, {
                   116.72326958362127`, 0.00018813428336335552`}}], 
                  
                  LineBox[{{139.64563039200175`, 0.00018813428336335552`}, {
                   149.48006033652624`, -0.00020179096005041135`}}]}, 
                 Annotation[#, "Charting`Private`Tag$7828122#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.00020179096005041135`, 
               0.00018813428336335552`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}], True -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], 
              ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{81.86379594675348, 0.00018813428336335552`}, {
                   85.11977887730755, -0.0000905127748115839}, {
                   87.83663777436423, -0.00020179096005041135`}}], 
                  
                  LineBox[{{162.43333830425175`, -0.00020179096005041135`}, {
                   170.46784494870712`, -0.00008933305365099853}, {
                   183.0799733363903, 0.00018813428336335552`}}], 
                  LineBox[CompressedData["
1:eJwBIQPe/CFib1JlAgAAADEAAAACAAAA3lxn+Ir/Z0BYWkgwvagoP5CCM8ip
YGlAjBl3odQn1j5taNOXK5BrQGJTKOU4zim/8kn33zyabUDU2JtXzIEPPx+Q
QOsj0G9ASMoGBjaMID/Pz6Hu2P1wQGscMvUAWhq/Y1Xlo+cAckDCUD2c9dUS
v0uNuzrhGXNAil3y6GE7Gj8Hw9ONIiB0QMZhO9ARcfs+F6t+wk48dUCF1nyJ
9hYXv9B3hmpOU3ZAImX93iDi8T5dQtDOlVd3QEhkhkaWNxI/Pr+sFMhxeEBl
/U6wf7wCv/I5yxZCeXlAWkfC1eH5CL9QmUaMj3t6QBlIcUOw+wQ/AqtU48eT
e0DEkn7UMIr9Poe6pPZHmXxA8IzP+fkWB79gfIfrsrR9QAnF2AGJeuO+4yLH
U/HKfkCSTsTJ3DEGPznHSHh3zn9AzNFkeQlz0b7xji4/9HOAQIqeLQKDVAK/
MLlZoFD3gEAXJjH+WRfwPsRVM7sWeIFA0FBuJwWm/T6CS9ZG0gOCQLUDnVbm
U/a+KkCasDGGgkCIz8L0TgH0vvyNJ4uGE4NAXvtl7+vP+T632tVDf5eDQE8d
PBHtoOI+x5kytuEYhEDhrEQyRC/5vgGyWJk5pYRA3gHe9EpMp74lyZ9aNSiF
QFhQyCLLafc+czmwjCa2hUCKCB9ku7fcvhYcb3iBQYZAgXMZW/sl8r6i/U5C
gMOGQH9pzxLrKeg+WDj4fHRQh0CiWN9YAsDoPvhxwpUM1IdACrfLE37j7r7t
HTtoDlWIQMNI41AI5uC+DCN9qwXhiEDC0qxLP0jwPhUn4MygY4lAorkko2pz
yD5IhAxfMfGJQBrm9ca4Au++z1Pnqit8ikAUfUyIvOvOPkAi49TJ/YpAkWHP
4wXh6j7bSahvXYqLQIwL6IAmNt6+YHCO6JQNjEAATcTqGWDkvg/wPdLBm4xA
cOIDzRmO5D4T4pt1WCeNQKn4j+/VktM+AdMa95KpjUA8HXhh5W7mvhkdY+nC
No5A9ihJakQjrL4bZsy5lrqOQF7cFHXQ6uU+7GUf9/8/j0C8nwZk6uy9vgSl
hjs=
                   "]], 
                  
                  LineBox[{{29.75920410918251, 0.00018813428336335552`}, {
                   30.516511580791004`, -0.00020179096005041135`}}], 
                  
                  LineBox[{{56.49444726964637, -0.00020179096005041135`}, {
                   59.178443974679176`, 0.00018813428336335552`}}], 
                  
                  LineBox[{{110.45943556397565`, -0.00020179096005041135`}, {
                   116.72326958362127`, 0.00018813428336335552`}}], 
                  
                  LineBox[{{139.64563039200175`, 0.00018813428336335552`}, {
                   149.48006033652624`, -0.00020179096005041135`}}]}, 
                 Annotation[#, "Charting`Private`Tag$7828122#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.00020179096005041135`, 
               0.00018813428336335552`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Order: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["2", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Method: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"Hermite\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Periodic: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["False", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}]}, 
       Dynamic[Typeset`open$$], ImageSize -> Automatic]},
     "SummaryPanel"],
    DynamicModuleValues:>{}], "]"}],
  InterpolatingFunction[{{1., 1000.}}, {
   5, 7, 0, {1000}, {3}, 0, 0, 0, 0, Automatic, {}, {}, 
    False}, CompressedData["
1:eJwt1zfsw1odBeALLBkzMGRgMAihCCFkeqjv0kM3jxb65cGDUJ/poV966B4z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   "], {Developer`PackedArrayForm, CompressedData["
1:eJwd1oOyIAYSBdCxbdu2bdu2bdu2bdu2bdtmMkgye9521anq+wGNxE06VukQ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    "], CompressedData["
1:eJwNlmc4FmwYhr323lsyQlKEkv08kpURKUR9DTOysoVUVskoEiHSMEJWouR5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    "]}, {Automatic}],
  Editable->False,
  SelectWithContents->True,
  Selectable->False]], "Output",
 CellChangeTimes->{
  3.883720849774865*^9, 3.8837209042718687`*^9, {3.883721147029759*^9, 
   3.883721206057273*^9}, 3.88372200428364*^9, {3.883722130758728*^9, 
   3.883722161815539*^9}, 3.883810284796789*^9, 3.8838125900189657`*^9, {
   3.883812751688027*^9, 3.883812775823365*^9}, 3.8838129122125807`*^9, {
   3.883814393937422*^9, 3.883814417980858*^9}, 3.8838144827763453`*^9, 
   3.883815422969491*^9, 3.8838154838757772`*^9, 3.8847695351040497`*^9, 
   3.884770981625286*^9, 3.884771036181451*^9, 3.88477553993146*^9, 
   3.884779943163752*^9, {3.884780499717718*^9, 3.8847805075371227`*^9}, 
   3.8847825091556*^9},
 CellLabel->
  "Out[611]=",ExpressionUUID->"48efd146-8086-4a53-bb80-4bfac6ca036f"],

Cell[BoxData[
 InterpretationBox[
  RowBox[{
   TagBox["InterpolatingFunction",
    "SummaryHead"], "[", 
   DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, 
    TemplateBox[{
      PaneSelectorBox[{False -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], 
              ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{81.04942434396085, 0.00017900841047381757`}, {
                   85.11977887730755, -0.00016484444533174987`}, {
                   85.36332978412736, -0.00017244328955571636`}}], 
                  
                  LineBox[{{162.31644847291, -0.00017244328955571636`}, {
                   170.46784494870712`, -0.000032637686326565465`}, {
                   182.6671803592869, 0.00017900841047381757`}}], 
                  LineBox[CompressedData["
1:eJwBIQPe/CFib1JlAgAAADEAAAACAAAAdPYqdzXfZ0A6QpKJhnYnP5CCM8ip
YGlAB9T8r3VGBL9taNOXK5BrQLEw8fU9Aya/8kn33zyabUAX/IxYzW8XPx+Q
QOsj0G9Au4mbjPQwGD/Pz6Hu2P1wQLHw5ZZbPh2/Y1Xlo+cAckC9HGroUfUD
v0uNuzrhGXNAuaXSTh4FGj8Hw9ONIiB0QF53V4p5YtK+F6t+wk48dUD5w3t3
hCEUv9B3hmpOU3ZA5CVUhDDKBD9dQtDOlVd3QPUvM7DGPAs/Pr+sFMhxeEBd
5UYuFkcKv/I5yxZCeXlA++eoYKto+75QmUaMj3t6QCqAKpumpAk/AqtU48eT
e0AMzvJFyZvZPoe6pPZHmXxAS4ekMpWmB79gfIfrsrR9QC6WQocwDOc+4yLH
U/HKfkDk7whebu4BPznHSHh3zn9Ap3LV4U3t9b7xji4/9HOAQFlA9JGVQ/e+
MLlZoFD3gEBmZV+hITP8PsRVM7sWeIFAvs4NzI1E7T6CS9ZG0gOCQM9vImpN
+vy+KkCasDGGgkC08utY+YvLvvyNJ4uGE4NAksOUc+BX+j632tVDf5eDQHva
g2aEYdu+x5kytuEYhEDn36tLVz32vgGyWJk5pYRAuv8WLRuO6j4lyZ9aNSiF
QI7NVOATlO8+czmwjCa2hUBm8bHi02rxvhYcb3iBQYZAEvkXHGCc2L6i/U5C
gMOGQJpNDO6MM/I+WDj4fHRQh0DCUad1JJyovvhxwpUM1IdAq8Da0eGy8L7t
HTtoDlWIQM332VbdlNE+DCN9qwXhiEC60O1KGw3rPhUn4MygY4lAuCy4dfir
4b5IhAxfMfGJQELMJKiB3uG+z1Pnqit8ikC3lULbdqfoPkAi49TJ/YpAYPe4
0Ru40T7bSahvXYqLQMYoD48hJum+YHCO6JQNjEDgT+c0rg6YPg/wPdLBm4xA
+sk/qlJU5j4T4pt1WCeNQFPUbqRS3ta+AdMa95KpjUCFlQiAw03hvhkdY+nC
No5ASu/RDJ1j4D4bZsy5lrqOQKv4wi5/idQ+7GUf9/8/j0CiSeTkAhfivpe4
jbs=
                   "]], 
                  
                  LineBox[{{29.611314654588234`, 0.00017900841047381757`}, {
                   30.35134474951544, -0.00017244328955571636`}}], 
                  
                  LineBox[{{56.06557492587089, -0.00017244328955571636`}, {
                   58.78589981654573, 0.00017900841047381757`}}], 
                  
                  LineBox[{{110.02251419064865`, -0.00017244328955571636`}, {
                   115.99144080284637`, 0.00017900841047381757`}}], 
                  
                  LineBox[{{138.21898232434722`, 0.00017900841047381757`}, {
                   148.23663129801685`, -0.00017244328955571636`}}]}, 
                 Annotation[#, "Charting`Private`Tag$7828183#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.00017244328955571636`, 
               0.00017900841047381757`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}], True -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], 
              ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{81.04942434396085, 0.00017900841047381757`}, {
                   85.11977887730755, -0.00016484444533174987`}, {
                   85.36332978412736, -0.00017244328955571636`}}], 
                  
                  LineBox[{{162.31644847291, -0.00017244328955571636`}, {
                   170.46784494870712`, -0.000032637686326565465`}, {
                   182.6671803592869, 0.00017900841047381757`}}], 
                  LineBox[CompressedData["
1:eJwBIQPe/CFib1JlAgAAADEAAAACAAAAdPYqdzXfZ0A6QpKJhnYnP5CCM8ip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                   "]], 
                  
                  LineBox[{{29.611314654588234`, 0.00017900841047381757`}, {
                   30.35134474951544, -0.00017244328955571636`}}], 
                  
                  LineBox[{{56.06557492587089, -0.00017244328955571636`}, {
                   58.78589981654573, 0.00017900841047381757`}}], 
                  
                  LineBox[{{110.02251419064865`, -0.00017244328955571636`}, {
                   115.99144080284637`, 0.00017900841047381757`}}], 
                  
                  LineBox[{{138.21898232434722`, 0.00017900841047381757`}, {
                   148.23663129801685`, -0.00017244328955571636`}}]}, 
                 Annotation[#, "Charting`Private`Tag$7828183#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.00017244328955571636`, 
               0.00017900841047381757`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Order: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["2", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Method: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"Hermite\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Periodic: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["False", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}]}, 
       Dynamic[Typeset`open$$], ImageSize -> Automatic]},
     "SummaryPanel"],
    DynamicModuleValues:>{}], "]"}],
  InterpolatingFunction[{{1., 1000.}}, {
   5, 7, 0, {1000}, {3}, 0, 0, 0, 0, Automatic, {}, {}, 
    False}, CompressedData["
1:eJwt1zfsw1odBeALLBkzMGRgMAihCCFkeqjv0kM3jxb65cGDUJ/poV966B4z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   "], {Developer`PackedArrayForm, CompressedData["
1:eJwd1oOyIAYSBdCxbdu2bdu2bdu2bdu2bdtmMkgye9521anq+wGNxE06VukQ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    "], CompressedData["
1:eJwNV2c4FmwUfu29KTNbVLYo9Dy2lJVZ9iyVKFtRSlJSRIQiiahsQviepzJC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    "]}, {Automatic}],
  Editable->False,
  SelectWithContents->True,
  Selectable->False]], "Output",
 CellChangeTimes->{
  3.883720849774865*^9, 3.8837209042718687`*^9, {3.883721147029759*^9, 
   3.883721206057273*^9}, 3.88372200428364*^9, {3.883722130758728*^9, 
   3.883722161815539*^9}, 3.883810284796789*^9, 3.8838125900189657`*^9, {
   3.883812751688027*^9, 3.883812775823365*^9}, 3.8838129122125807`*^9, {
   3.883814393937422*^9, 3.883814417980858*^9}, 3.8838144827763453`*^9, 
   3.883815422969491*^9, 3.8838154838757772`*^9, 3.8847695351040497`*^9, 
   3.884770981625286*^9, 3.884771036181451*^9, 3.88477553993146*^9, 
   3.884779943163752*^9, {3.884780499717718*^9, 3.8847805075371227`*^9}, 
   3.8847825092124777`*^9},
 CellLabel->
  "Out[612]=",ExpressionUUID->"6648e69d-28db-4459-ad5b-75114b6ce1bf"],

Cell[BoxData[
 InterpretationBox[
  RowBox[{
   TagBox["InterpolatingFunction",
    "SummaryHead"], "[", 
   DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, 
    TemplateBox[{
      PaneSelectorBox[{False -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], 
              ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{135.798282093093, 0.00017667838859122942`}, {
                   136.62145931312745`, 0.00016643522773614943`}, {
                   147.90574806087213`, -0.00017454873267488198`}}], 
                  
                  LineBox[{{160.57452957426486`, -0.00017454873267488198`}, {
                   170.46784494870712`, 0.000017420399424024084`}, {
                   183.03759877219323`, 0.00017667838859122942`}}], 
                  LineBox[CompressedData["
1:eJwBIQPe/CFib1JlAgAAADEAAAACAAAAvUGY8BGxZ0At/EPNVygnP5CCM8ip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                   "]], 
                  
                  LineBox[{{29.452085551381217`, 0.00017667838859122942`}, {
                   30.254473170486477`, -0.00017454873267488198`}}], 
                  
                  LineBox[{{55.360013124887594`, -0.00017454873267488198`}, {
                   58.43387332000294, 0.00017667838859122942`}}], 
                  
                  LineBox[{{80.24971304491409, 0.00017667838859122942`}, {
                   84.50138186215766, -0.00017454873267488198`}}], 
                  
                  LineBox[{{109.0743119046838, -0.00017454873267488198`}, {
                   115.46067524658542`, 0.00017667838859122942`}}]}, 
                 Annotation[#, "Charting`Private`Tag$7828244#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.00017454873267488198`, 
               0.00017667838859122942`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}], True -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], 
              ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{135.798282093093, 0.00017667838859122942`}, {
                   136.62145931312745`, 0.00016643522773614943`}, {
                   147.90574806087213`, -0.00017454873267488198`}}], 
                  
                  LineBox[{{160.57452957426486`, -0.00017454873267488198`}, {
                   170.46784494870712`, 0.000017420399424024084`}, {
                   183.03759877219323`, 0.00017667838859122942`}}], 
                  LineBox[CompressedData["
1:eJwBIQPe/CFib1JlAgAAADEAAAACAAAAvUGY8BGxZ0At/EPNVygnP5CCM8ip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                   "]], 
                  
                  LineBox[{{29.452085551381217`, 0.00017667838859122942`}, {
                   30.254473170486477`, -0.00017454873267488198`}}], 
                  
                  LineBox[{{55.360013124887594`, -0.00017454873267488198`}, {
                   58.43387332000294, 0.00017667838859122942`}}], 
                  
                  LineBox[{{80.24971304491409, 0.00017667838859122942`}, {
                   84.50138186215766, -0.00017454873267488198`}}], 
                  
                  LineBox[{{109.0743119046838, -0.00017454873267488198`}, {
                   115.46067524658542`, 0.00017667838859122942`}}]}, 
                 Annotation[#, "Charting`Private`Tag$7828244#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.00017454873267488198`, 
               0.00017667838859122942`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Order: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["2", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Method: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"Hermite\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Periodic: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["False", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}]}, 
       Dynamic[Typeset`open$$], ImageSize -> Automatic]},
     "SummaryPanel"],
    DynamicModuleValues:>{}], "]"}],
  InterpolatingFunction[{{1., 1000.}}, {
   5, 7, 0, {1000}, {3}, 0, 0, 0, 0, Automatic, {}, {}, 
    False}, CompressedData["
1:eJwt1zfsw1odBeALLBkzMGRgMAihCCFkeqjv0kM3jxb65cGDUJ/poV966B4z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   "], {Developer`PackedArrayForm, CompressedData["
1:eJwd1oOyIAYSBdCxbdu2bdu2bdu2bdu2bdtmMkgye9521anq+wGNxE06VukQ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    "], CompressedData["
1:eJwNl3c8FW4Uxu11kZW9VQplhoz3RUZGGSUZISNFIrIqNChFJKEfUlHIrIgi
7xsykpmV7eJa17w20a8/z/nrfD7f8zznORIuPlbu1FRUVFO0VFRHnfIlhx49
hNxLKnqc5x/CK+oyS/KcD+G8V/jfiewo+LqJIWG/ZBR0uOl0WfDOA8hTreei
UHcfzp2+58iyHAlpcx3vhjFHwmKFVvITQgTs17Be8N6+C8en9i+49t+Bumpd
xIGC2zA/AWsVzYTBpqfDjNWXbkEx/QJpwf4QeGRkQ3rEMAiuRlPS5T9ch+1u
zjwsYn6wySJ49pmMD3zAnhympOgJTST+Eqvt3KF0aMifmCJn+PJ8FY331XNQ
0ITo2zZqDgPdU6eH2yGcA/cPfz5FBS0ua1AyvI/hvR/1H2hoGmNDvlc5NsAK
i08b2ocfs8FmcI7xfYw93ubQuqeo5oS/0tK9WhW+gNVJ+c3vTF3wy++puQWH
XDHTp67G3C+uOMfAzW9+1xVf62Kosttxxb3XK2vP/usrpt8rrlRzxfQvl32b
Q13wgPGRrzzxF7BFlYXQhSBnzM3N9crW2xFPenDQC+baY7rwK7k6H87h0q/X
RP/EWuPAhRMcZuZWOG8wdLZ2+yQONS1+zG1mhKMLlP8S3urg3R9jeUyqKtj9
Lv3AE0ZRHFwza1tXyQWti95Q2wIFKCaveD+bXRPK/DzezxOhBw+95EoJYjGC
MoKdD29wmcKTvRUVhomnoPaXoUTmegsoNFG3vvbHErL58Hn3kK2gtlH+ICXh
NJSgXT/psnYaSh9pkafdewYSy9KEL1NOw77uKsWW+NNwEOgZ06xbwSekGGPb
A1aw/jV7/fN9lvDAtKVr45w5dHeofXze4CSMb0V/texNoN27b04MmkYw8WMm
S9jicbj5OkLd64EOjFD1UyXzasAOQu0jZg5laPLBNuK++EH4m3j3TftHHth5
N6WAxmsDiZSsZmkOiuGmrYhhvoNyOIzFKM67WRkfjtjrwcN7DH+f2BZhImpj
A1qGjAIuXexq0iBqOaeH+TaeVjmH6uOWVVm/hm8GOLmF3sez1BBbXzVzFnA0
wit/rv2J+2yEm5Z+X7lYb4RvOt99S//YCJtx6k08ZzXCV7NH03eMDfFX5b6l
D8YGeEKqhKuaQx+LqMuikjd6eNJJgCWIoIvfF3YkxiUBnP/UIMmgSwNTuIfF
zo2oYsOHX+pUa5VwnsnOpdeSh7G9o67kQOY+fP5sXKqcBT/uDrp5z/b4Lsrn
lbN+FUMNpx9L76eK4odfK/e0M9VKwYc9JNWmDhnY5Kglc7NQAapZPv7UnqMM
tUgECtlKFTZ3MjxZyFKHNwyD5O+80oAs3r23vLW0YIJ+8Jl3wdqwxuzU21Nn
AJx3GT2a1AogyBq53kIGUD5vONI8D8BmvvjEPVwAFtxIUxGT0oYz8mMJQuOa
kI04HTFgpwHLz/z0n3isDt/Jsi9aRajCI3PtOp8NVGDHk9xTHH2K0E/rpB1I
OAKhGRIoPnYInnU5Wp70WQrmUwnd39YVhotJUavxjJzwGklCqCx6HSzadt89
rrCCpvWi+ZdP7vnHi4aZv10AU8pkGAfLJHD/l81S1aMHsEvhm0Op1jI41TL5
P8c9R7BWqhezSIECfjN3bDifTwl/kNS+UKyvjM89s3IwVFLBPUxrbtrDKrg6
Sl9fwfQoBjPBZ/0Dj2LNOUDhdDmKV0M2Vur2HMVyEe7Plu+o4EVf6pRnFco4
R7NdXvWbEnbbNLg8kaCI2RQ1Px3QVMC33KdbPwccxpD+reAdBRn88H3ApfQP
B3BGxlrDFTopLHUu6Bv3ZVFMV5ym657Ki83s4siRV9mwAOdMr6f5NuIquEWI
oW8FTysX/AYPU0PJyU1ewuQeSH2Qh1Nrixem/elS//ZcBO6TeaAgPSwBCxny
ieSCfbBi1yyDU0kaLrT6q624H4Jv6naPUvRl4fEfMtev/5SD1/s2vChrh6FT
w+WE5dojkDn5SxmbujzcfyzDd+SkPHxyULqBjVke8kT5aChcOQLP+H1Ua7lx
GH7ykjxnekwOts6yBvXky8C8kd15+/6D8O3uWxWPnwfgoqsVJ1/EPrjD5/GN
mk0SHnO+cFlrQBT+EtlJsnESgElZOxeVS7jh/lFm5S89BFhssMBXcYQKRu41
feKvNQqKHmq/rH9ORuOmf23tOWlw67TN7FoHK55eGRjNi+LGe7Q1rTxt+DE0
dXWnaxTGiuYKNjWe4njjSWGBjLokfsrWdlb8hxQWpFKOMRHcj0m7vMHchw7g
j+Se1vzlA5ijhFOJM0Qa//fWwZz2izS+rBE6w1IijVNOx1b7eEnjrC+EcCXi
AVzkkF1Oy38AZ1v6nTrGvR8zWHDQVndL4R4953Y+D0nMFac6rPBDHDfYD7cM
0Yli+dbQUAlFQTwIzlioSfHiZ0rALm2SExd5ED/J8RL+zRdxVewoDc4rf1Xd
GE1BP4bGlV7dzUFj7Gclp8oXga8duOM1QgXLbw7b1OxhhgsJdOW/PTlgREtH
0QY7D9wajdDa9uSDpOxkEBMoCKdb9zKdlxGBTGphISq3xaA5+dhM6Bdx2P7M
md8tXAKe+T173JdDEorPG8uMeEnCagZJj+h4SRh9utGDeEcScmbLVpG0JSGB
SLUpUy8B9RZhz08xCfghQOWcq4k4vHf8YinDM1Eo3PnW9oy+MNRouSV8tUAA
ztUPlFf08MLvY+OMKk3cUK4yM0v3GQcczuIaOOnPAi0axJ9Wx9DCnDmVeEWu
TYB6vjXKUkhAe3VVXOxUA+rb/LQq07qIgrFqq6LiLvI9hXJ/RNJj5Utqw0zp
BPyJ+31KcQ4HnpANDsg6wY2pDdzLTuXsxVcCbeTJVXxYOTCg+dkTAbwmayVi
zCGEP9JJiFC0hXGeoP5FLz4RvL3OmhmRKoJ9nOitqRtFcPfulbXETBE8gsqi
Rg+J4PdbeTmeTsKYCakaRRsJYemVvXJXJwSwnDmD97YOP/50TJr5hwMv3pdb
OsCkw4PXZfn2ByxxYu6HQa+CFtmx7TXJ3PYyZhz1PCbn5Qk6/Jsql7HLfQfl
2Cy6DLJRUNJ8zY1r2X2oaZvn6mTyL8BDy+OnHLEAhs/YrK1GbwFplsMlB/1p
4HTMQeo6O0Z41mjo0OoCAbaZUz4GcHPAQ3dbmB5scUIq5lL++znckLKaS3dD
YC9sOm53UtKEF2bSdfntqPHBoBfMV04S+eDE3OaCgAE/XJXA8Qqu/NDY6lKp
pBY//LSQeE23nQ869FraJ+/jgy/An8ARdV7Y5yBz4jbnXggEN1UDP3LDUZq4
yxbiXDCBcFJLxJkDXl4jsZTNs8Lb4sHZHT1MUO20bfH0Azpozz9wrZFABaXY
XkQpE9dAOy8t5TU7GdSfi3YMeNoGVF91GTZ/6ET253sOjmfOIs/8i98rlNaR
LOeFqK+lf9Hyr5225DFa3O1xw807mxHb0SfqSooQcGWrfQhFkx1zj4ke4gnj
wCzbrSA5jxN3P88Nac3kwqnfJWWy3bjxyfya4Xez3Hj++IsHDJo8uKBLF8WZ
8+Do41u25TI8OCexWDWlmRs3Heu3HDzGjYlFAydqr3HhW0nylmLBnJii1/Vd
w4IDxw+H1XzdZsO39XMrglkIOIBBZ6qxixHTth7cF+hBh3Xry1KrflBhm7T9
Op/Yt5DX1Thfr7MU1Dj9R6ySmoQOOW5rV0vWIpaRPzlybzqBxs06PpXMacB8
t8rthM4KuOCQWz3lvA1k3a+sK3BQQ6ejC/d8Vekg0XcT0woxQqUlVsNHpczQ
PVarNYKGFa5l3m9022SDZNrvMv8l7YEyGZ3SZl4c0HvH6qZ/Pwe8o3WFh12I
EyYVDHEuHeKEV35aSNxg4oQbLo+2Y8o44DqXsX+cOgcc69Q0bRDcA3c1q77W
+7LB7Xtmj/OCCbBd7NFskzozlHAOYdL6zAAliNmXcndpYXpR2ffTPNQQsYod
/Un7B5zuTE36+WoV8Prxibvsmweur/MvJHeNAIvUe19HeiqAlws4NxTdgYRt
ew6ebZhAVkX3+jVKlpD36lf93ap1lHAg1185dAc9Jt4Ssvaixm6qmvjoCC2+
UEC+Pc/LgK8+7nVaZGbChxUP0gWXMGPhzsSZ51wE/N2/R8RQghUz/W33OjfE
is9xCbA+PcGGOf4Yl7x0YsMWnbsifPvY8GSiCLN/Miu2OyrWxPqVgF973X7E
nciCR2pa5e8cYMbRkrmn2QIYcbPBBQXR+/RYf2Gxr8yJFj/SPr5wmYkaM5zm
bA1i30E1d3g/KNSvo222b+lXTShoezddQ9xiGkl1+Ft3fOtHLRWlEVSKxajo
8q0Nrp120LYyHTJ7eBzEXaz5ZsC8AMKevbkZ8WUFvGM9Sk7O3gSv9S+oVuvu
AgP9To9NbWo49Hrn5Ov9tPBijMcXxg46ON7/dZpZjwEe3Cox1fZhhHk92hrr
Nkzw/PvTyVZbTPBSppGSsjUzVCG4rRteYoYHshjJdCrM0GDRfePdFybYyUrI
UN5mhNsaf7LPbTPAyPqar+GV9LDLus+jxIAOnmh+rZ7ynAbKMN665lhBBW+z
/cy38NgBwYrFqRx7NsFHWiVC040VYL1WpVXmswA4O49kr2aTQMWVuvB713sA
o1C22EHZfKBv+eporEEbuqlW/Kygj4iSraMd9EzI6P72otGkLAVVCITyXg9Y
Q07n4yJsA7fQi0xPH/Z9uyhPRn4topwKv774usZbgQYD5yFRcV9a3BdgQpMS
SIfpfbR7wnXpsZfb2iOJVnpc+fRURagoA06hLV3Tk2fAHnGuHK3UDHgjdSlW
LpkeWyZ06LAv0WErOz7GH5x0uCCkhGz6hwbH3ld+wVtCjdXyiryPaFNhoobo
vJT6DrImPeC2ydtElpy9wpFDq+iJ3XWW3wNLiMHFSWfalYxSxv1/f+gYRUxp
SuFTep0oWatS+7hDFjLpKepPFmoGNaOX/UefD4PRckOxi9xTIDz+jX0yzSJg
PnGn9lDdMiAlPgu2M1kH37WaeUYit8CnUZd+c98d0KqrlS5ATQVJEd+NHgtS
w410N7duahpISlSi7Suhgc/+1F3hVqKFq+ymwsnBtNDK5wITTxQtLDVe0exw
poUSja9qPtHSwlEK26aCHw1MubdwzLjwn1/8+CwcXU4F1+Z5/RhU/gKJXhfN
y6/+gGtX6yWFqzcBV3lw6NfXa6BPvGfg8YllcFE0oLPy9gIQ2vdkqffAFNir
2aH9+PkI+MnNn1/a3Q56ktQZBMwzgawHQ/XZzh+oTThzcXCrH60xVbudMyeh
yZrDVr/OzqKy3NkKz9tLiPtvyFL1ixUk+PTlPsWb6ygyFKeqcW6hZ7rS3Uds
/6DRn1WOZ0/uonelnlujU3/Rl+wlRvpnVLhksYiPno4aq3ZOnX5+nBp3myhw
XLWixtpGvoJIgRrfdpdjNxqmwm523iqmTlT4cXf7Op/7X1T45qliVOkOulW2
H+l83kZ01mwDV303UazIVjTVxBryVKFujBNfQSPcA5xmB5dQwqv14e+EWcRn
HvKjIYKElLcJD8rSBpG9Yoe99XwrInpWH/Pefo0IckxuMg11IPaOVERg829A
H/pRc5A8Crp/Gs2nyE8DpoxC/3XxBXC37ojorg0FzA2FVi1NrIDs885xL1XX
wfAlcjab7iYoBX5J7NTbIFS3S+mU3x+gMMXN7hC/A4QekSyL7XdBJ5UjzbfW
XUAxpX9OnN0FdGzqi57FuyD+GNt/L/ftAn4Lo8hCvR1Q3byomcvxB9gAgfSw
p1vgUVG263jTBkBy5oFWtWvAWtrKZu7OCkBP+6uuM1OA6HTAbae6+X/cfAcK
D0+DthmSKbXtGKBc1jnP/bEPXNeJcLTabgL0xR7H7n15Dd5KVOUv7NSglZeR
MoM03eiavEhPXu8I+uTr4aIUPIG8aVYIuJmM2LhfrWy5L6L7Zp3m3z9SkLg+
4Ztc/QpKqah62PxiDdnXpo2tKm6gXPbIL6Xhm4invA/O3ttCWb/36RhobaOe
q/x7TmRvo7bWK5LW37fRsn/q8eyEbRRdetLVkncbDbc38Gmc2kLFi2w9PGAT
NRHjaG2n15Gcku6U6pk19NxPv+7RvRV0/U6WUMstCrrorWTOaLiIlJqlx3x+
klEyr2xcQu0EonuRmLMaRUT1Hy5fkzT+jZ6yMZC70xtR9EJOERLJQO5c147z
BlaBWoGZ8yaxHaDem+qWBP8QmFrpcusWGQfbVLGrefNTQL624tCza3Mgy4L+
o07zImgMutusUUQBXW05Ma22KyDN/cH454ZVcL2P1t1xYw2IUr1kHyKtg4eE
ryLccRsgrIvzawplA+TbD8R2//PT0w6uonMTGyCz/pJAQ/AGkJHavcVRvw6q
P7MUHexcAxfj3V/uy1wFE1WI6ZvaClBdSluwSqKA0XXnu99rFoEYgUC7+WgO
qA/rlmbpTYMKE1oLmopxQGXJE8RHPQKE31RPtOp3A7qTabp7ixsARcJtf/po
BvgV8Ge/vz1Cbh2Ham3d2tGA6DoX21IfosFc3Bc4R1HScccKVd8JZFHgI6X+
cAb1xCRQXbGcRyGTHRIXhxfREYXpowpuFNTUzuMsU7yMzpoECDL+WEGyUMtd
JHMVRYkAMR+4hgzgRnBB2hp6Pd4arFm+hh7izzFHnq8hwtSwzEm1NWRcey6K
8N8q2mRi97uPV1Blo5XtrYJlJGtsmat/kYK6KhUe1M4tIi8BWfa2J/OI8S6f
Ou/aDIr0JsbM7J1E254s4Y+2R9F2V7HIA/dBdPXzKndmXCdK5CzRWBCuR3vH
BUzE+jPRowvFLEinHDiP5YjKr7WAsMxBrXy53+CHx4zafcMR0HA+/lmR3jiY
3Z2pYKKaAk1CsyDqOhkQ3E4G/k2aBzzHeOz/K1oEsSG/7NdHl0Baetvtx6MU
sFS1/mQ8bxl87F88Ia69ArbWZBNpE1cAW1Y6y/LHFSAjLJKymrQCvodLhhfr
roA7HN99/EuWgZixHT/vEgVo9+6l7NlaAjsZ8lEXfi0CQ3HtB8Lb88ALXfgo
9ZcMVN4TlnO+TIFtn1M/NVVIQFqoUmhPCBHQl5tGl+3vBxuNo4QIgQ7QKswT
nt1QCzw1iqjlZ94AzzD2/uH4UpTieBB3JvxEksjl14OvXcg5taEo8OIg6nP5
csfNdhTF+8gU9tWR0PvsAI6LlCk04Gx/6VkHGRELJM61usyjtPJMwc9mi4gv
6syTKfUldEfK7kXB8hJirzwxdeImBVUGjio/bqGgDH2rnyOzFPSmNdQCdFNQ
5GT6rPK/v7QpoX1yhJWCWF/kv19yWEL87scvpIQuIvNSwSyxsXn03kGucDdo
Flns7p5lqZpG0io+icfrJtB4wEsPhydjSN9tT1r6wRHEKFgqn6HYi1y/6rSr
dbejSutvtQXZ3xE/yfm4ws5bJJzedOS+fjEolxWPGnraACQC56MTn3WAF3yM
jXfT+8DL/5hk/7wbAUlpby87tY+BLVmZD+SvE0DHRDSh020anPLusNxbTQaS
6/cN77XMgbCXRi2D//6sxg8hjd6+i+Ava3JsysI//ocYVLvBElDRyBiLOr8E
ZA+EoAzTJZCnL26XyrwE4p30s32eL4JsYtKU1vK/fGeVwW3kOA9IqwdIo4Gz
YKj6L22n3gyw9ptwymuYBLp7yuqK95DA86mQJwNio+DnFw8dA9ohIAli1xdu
9oDF7IA7Z762AdI5ni3xohqQy1DA7suUDT5ZPDz189R7ZHv3SfSbiVrU78Ff
XJfbjrTeMvLHS/9G4Wdu1S7YDKHTMaXOD/aOIj81reyUhnEUnrqyZ0N7EmXX
Vo8L+Uwj2uSmu8Znycj4MUkzZX4WsbUdamNWmUe+G0HOt6UWUIvUu6re8gX0
U6hdbGZjAVm4Ok6FDy4gTs24TZfLC+j0JSMRy/R5NCvRMrAeNod8JY2qyeyz
iCWlSuqF1QwaD7yUYmI+ha6zZZ9aYplAfk2jRpoxY6i0r3DZq28EedXyaiT9
yw/vEpLFRba60Mchz0KWh63otyHxRkN3Nbq8eXuynS4HQQZD0tapPBC7+YPZ
MqIGSIveljw31wr8t07rWKx1gdTCv+/evu8Hk4VCBJboEcDnaOtMwzoGLO9+
/RlxhgSEJd9E3nacBEF2Acyp+6aB7lozA8iYAT7X9EUzO8ig14BgNvhpFuxU
ekwPG84Bnz+VKvci54Ca4/TZ+//83s8sfSyWMAdm7RJ791vPAsqA7JGPFmTQ
8WVqzZd6Bqx87jP28poCU7s7y5cTJkDX3vcyk2Hj4OzUG5dd5VHAaXljvcRv
GGxy0JP15foA05Ev9T8yO/+lAaqbzL+aQbtndI4DfzUY/njF2mA+B2St2g4F
xmQhibZHC6kuVei8OXff2dEm9N0ghsmMuhM5e8QrXrXqRVEyH5O4zw6h8pdF
emfCiUiopU6n8+UY4tpTMjh8n4SYz7JEXpefRD+L4zS0X0yh+0L/7WmvmEYb
JsZYLX4GOczGkG8JkdFwuMlSuC0ZLYdtbq3+y+l9GZ2VlxdnUO9hF5K66Qzi
ngpRizs/jXYa1O84yUwhnnk3V7tP/3jiJ4JjNCT0wq/ajYZ/DKXFBebZbI2g
geAJDU7nQcRnT9/mGP4bFSpHRMY5d6CyoAGOK/uaUNFrkeECwyp0ujxynSLw
Dj1wmJC3Wc0AyEqcXcYMA6eBRocw60bQd748nMXmF2AbMrvzxbgHzE+X3TVd
7QcRp8kXow+MgCPW97w+SY6Ca1aFdT3TY6CMnFehE0QCK8fXD5LqJoA918KG
Z9ck4C1aeK74agpoxDdfOLd/GsQF+o5Wu07/46JPK2T/rz6j9beNMA2SbQ4f
FQiaAo7WoG8yfRIYNzCmzUROAL6iN4a35UnAbdAlqvDlGFD/O7C0t58Ijmpz
5zc0D4Pl/wzcouP7ASHK4Wk2Ww8I28zSZzb/BYSd5X2d6xrBexcpSe733wA5
8m6S/tA70HeBUsWtko7mrOWOK/RXoFexmSL3iPVo352zVa41bWjMJXTe70IX
Wg3MGrREvcj2gM/hgy2DSNv8yBHqmhG05/FK0rr3KFKUKWV/PDaGsLu/2ZIY
CREtwsfWxSZQYNN7K3HiBJotfCqbduEf/4vf9U6/mkQWVcdHSGmT6O4KhZxv
M4keLpryf26fQC2VNVyNrBNoZqS7zopAQvHWtHUebWMoRplxttxpFEm9um8f
VzmCmisuTtoODqLBwxb1bxZ70fTHfEazb/90G6CtZ3quHf1ISH5p/egHWpqo
Cfss/Q1xSgg8L4zJRSH8XwIPGSSDyey+fcrVn8GxAJXrE3m14GXG8rRjUQuQ
qEgPOP+uAwxP2KUfxj2AtPVjii62H0wn6G2lEIbB9X0eJBM+IkhjNDexDBoF
L5xnxg0yxsArhUfk/YnjoDBbUTf2JAkoPWt3qvpBAlkL5Kt5TBNg+YJr6Djz
BHhd5df3vpkEfvfQx/395wcv/Ed2Lr4eBxdzhEvFPo2BgaWwqJ2no4BXlbhy
ERBBdvg8V1LgMKCPasiUFR4AdbrkBcOg32CnKyPQ7WknuJNJbssKbgPmjfRT
3l4NIPbz1KOYsxg0PqA5N7k/DxRUqBOSmeKRve8069+1T+jZNyRxtKAGXSm/
oykj2oRIhx2ePBX6hfJtDzfvLHYhyXOwZDKiF939fuVqZvMAmjv/K9S5ehg5
81Xvf32YiP7YLYaUnxhFzjUXH7+UH0OMtJ1mTCNjSNiza9Hw3DiibvPeNk0e
RzI4MTgnbRwdYPgvNPbSOIqI6J9s3R5DuRahzv02Y0hJXLyoLGwUvX9a5rnj
R0RTQvVCrWojqITzfOvL14PI5pFmlWJEHxq4N6RkJ96DGpsnYW94BzrwIJZV
0K4ViRVFqeS416P7G89+l19DyGIycnw9Nw/tF0Ti5O77gFolai/yLQZMpXZ6
TMNVgH7jneRQ4w9gQ2h5zVTcBm7IygaRTnaCeW96euX8HrAjUaL563sf2IkX
3O8bNwj2PFfgO0UzApZSk5fm2IngSZTs8uAMEZRXT+zMJ4yCiB9sVHeZxsAf
X97eaKMxsGOak55sMQaa78lr10uNgW4ezuu/qv7th4y4Ep3cKAil87dXdSOC
pgu8DE1XRoCc/buwM/FDgGshZshxrR8oyx+fsuLoBfGiLvsSJ7vAb3XqDxqR
v8D8KbnrQ6RmIF1zpftjQB1oizr4ZuNFJWAddRXlE8kHGlMhl2Suh6CYp7qk
GukPaJy+0bBP8xtS0yr8bFtYj+DtaM/+7hbEM9R3crjtF1q95i8DdrsQ8bkj
aXbmN2IdmQgkxPUjvTQ/65ixQfR2x/io0egw0ulTSaX7p2+pUk5ZS3ciEm5n
oQ7uJqKwfk5bv393/GFRhWadxCgyr4jVfLBNRE5an7KtM4koi2VZzUGQiEjr
G8fMXEbQMeX05++3hlCrBcdV+4EB9D+k69z6
    "]}, {Automatic}],
  Editable->False,
  SelectWithContents->True,
  Selectable->False]], "Output",
 CellChangeTimes->{
  3.883720849774865*^9, 3.8837209042718687`*^9, {3.883721147029759*^9, 
   3.883721206057273*^9}, 3.88372200428364*^9, {3.883722130758728*^9, 
   3.883722161815539*^9}, 3.883810284796789*^9, 3.8838125900189657`*^9, {
   3.883812751688027*^9, 3.883812775823365*^9}, 3.8838129122125807`*^9, {
   3.883814393937422*^9, 3.883814417980858*^9}, 3.8838144827763453`*^9, 
   3.883815422969491*^9, 3.8838154838757772`*^9, 3.8847695351040497`*^9, 
   3.884770981625286*^9, 3.884771036181451*^9, 3.88477553993146*^9, 
   3.884779943163752*^9, {3.884780499717718*^9, 3.8847805075371227`*^9}, 
   3.884782509239921*^9},
 CellLabel->
  "Out[613]=",ExpressionUUID->"796e557f-9d1c-4af2-99dc-9a1e00b85a64"],

Cell[BoxData[
 InterpretationBox[
  RowBox[{
   TagBox["InterpolatingFunction",
    "SummaryHead"], "[", 
   DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, 
    TemplateBox[{
      PaneSelectorBox[{False -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], 
              ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{133.38875723135834`, 0.000157242083618923}, {
                   136.62145931312745`, 0.00010471974104308554`}, {
                   147.05016163347497`, -0.00015931868842834464`}}], 
                  
                  LineBox[{{159.94776923937317`, -0.00015931868842834464`}, {
                   170.46784494870712`, 0.00005899124872378568}, {
                   182.40084226282505`, 0.000157242083618923}}], 
                  LineBox[CompressedData["
1:eJwBIQPe/CFib1JlAgAAADEAAAACAAAA/GM16oSdZ0CLJKE2K5wkP5CCM8ip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                   "]], 
                  
                  LineBox[{{29.3373687482867, 0.000157242083618923}, {
                   30.122398112923495`, -0.00015931868842834464`}}], 
                  
                  LineBox[{{54.752919941546985`, -0.00015931868842834464`}, {
                   57.903160329655734`, 0.000157242083618923}}], 
                  
                  LineBox[{{79.73686313252843, 0.000157242083618923}, {
                   83.68858773202341, -0.00015931868842834464`}}], 
                  
                  LineBox[{{108.43650321489851`, -0.00015931868842834464`}, {
                   114.6746520741648, 0.000157242083618923}}]}, 
                 Annotation[#, "Charting`Private`Tag$7828305#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.00015931868842834464`, 
               0.000157242083618923}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, 
             GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}], True -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], 
              ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{133.38875723135834`, 0.000157242083618923}, {
                   136.62145931312745`, 0.00010471974104308554`}, {
                   147.05016163347497`, -0.00015931868842834464`}}], 
                  
                  LineBox[{{159.94776923937317`, -0.00015931868842834464`}, {
                   170.46784494870712`, 0.00005899124872378568}, {
                   182.40084226282505`, 0.000157242083618923}}], 
                  LineBox[CompressedData["
1:eJwBIQPe/CFib1JlAgAAADEAAAACAAAA/GM16oSdZ0CLJKE2K5wkP5CCM8ip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                   "]], 
                  
                  LineBox[{{29.3373687482867, 0.000157242083618923}, {
                   30.122398112923495`, -0.00015931868842834464`}}], 
                  
                  LineBox[{{54.752919941546985`, -0.00015931868842834464`}, {
                   57.903160329655734`, 0.000157242083618923}}], 
                  
                  LineBox[{{79.73686313252843, 0.000157242083618923}, {
                   83.68858773202341, -0.00015931868842834464`}}], 
                  
                  LineBox[{{108.43650321489851`, -0.00015931868842834464`}, {
                   114.6746520741648, 0.000157242083618923}}]}, 
                 Annotation[#, "Charting`Private`Tag$7828305#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.00015931868842834464`, 
               0.000157242083618923}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Order: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["2", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Method: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"Hermite\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Periodic: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["False", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}]}, 
       Dynamic[Typeset`open$$], ImageSize -> Automatic]},
     "SummaryPanel"],
    DynamicModuleValues:>{}], "]"}],
  InterpolatingFunction[{{1., 1000.}}, {
   5, 7, 0, {1000}, {3}, 0, 0, 0, 0, Automatic, {}, {}, 
    False}, CompressedData["
1:eJwt1zfsw1odBeALLBkzMGRgMAihCCFkeqjv0kM3jxb65cGDUJ/poV966B4z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   "], {Developer`PackedArrayForm, CompressedData["
1:eJwd1oOyIAYSBdCxbdu2bdu2bdu2bdu2bdtmMkgye9521anq+wGNxE06VukQ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    "], CompressedData["
1:eJwN1mc8FlwYBnB775WR7K1sWZ0jIZlRiFKyUkZRVqESGaGkhYhISVaprM6h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    "]}, {Automatic}],
  Editable->False,
  SelectWithContents->True,
  Selectable->False]], "Output",
 CellChangeTimes->{
  3.883720849774865*^9, 3.8837209042718687`*^9, {3.883721147029759*^9, 
   3.883721206057273*^9}, 3.88372200428364*^9, {3.883722130758728*^9, 
   3.883722161815539*^9}, 3.883810284796789*^9, 3.8838125900189657`*^9, {
   3.883812751688027*^9, 3.883812775823365*^9}, 3.8838129122125807`*^9, {
   3.883814393937422*^9, 3.883814417980858*^9}, 3.8838144827763453`*^9, 
   3.883815422969491*^9, 3.8838154838757772`*^9, 3.8847695351040497`*^9, 
   3.884770981625286*^9, 3.884771036181451*^9, 3.88477553993146*^9, 
   3.884779943163752*^9, {3.884780499717718*^9, 3.8847805075371227`*^9}, 
   3.8847825092665443`*^9},
 CellLabel->
  "Out[614]=",ExpressionUUID->"780d3dab-6e4a-41e2-9ded-d5f760178b6b"],

Cell[BoxData[
 InterpretationBox[
  RowBox[{
   TagBox["InterpolatingFunction",
    "SummaryHead"], "[", 
   DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, 
    TemplateBox[{
      PaneSelectorBox[{False -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], 
              ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{130.8265728342719, 0.00016051126030531247`}, {
                   136.62145931312745`, 0.00004916665438263525}, {
                   146.65347447828645`, -0.00015543215198632554`}}], 
                  LineBox[CompressedData["
1:eJwBQQO+/CFib1JlAgAAADMAAAACAAAAjUDqpOvZY0BS4OAEcF8kv3hJ+JX4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                   "]], 
                  
                  LineBox[{{29.16981650750437, 0.00016051126030531247`}, {
                   30.021072266651835`, -0.00015543215198632554`}}], 
                  
                  LineBox[{{53.96778544371722, -0.00015543215198632554`}, {
                   57.56754980234498, 0.00016051126030531247`}}], 
                  
                  LineBox[{{78.99819222741765, 0.00016051126030531247`}, {
                   83.09720780658525, -0.00015543215198632554`}}], 
                  
                  LineBox[{{107.55350953507964`, -0.00015543215198632554`}, {
                   114.38693270109015`, 0.00016051126030531247`}}]}, 
                 Annotation[#, "Charting`Private`Tag$7828366#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.00015543215198632554`, 
               0.00016051126030531247`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}], True -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], 
              ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{130.8265728342719, 0.00016051126030531247`}, {
                   136.62145931312745`, 0.00004916665438263525}, {
                   146.65347447828645`, -0.00015543215198632554`}}], 
                  LineBox[CompressedData["
1:eJwBQQO+/CFib1JlAgAAADMAAAACAAAAjUDqpOvZY0BS4OAEcF8kv3hJ+JX4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                   "]], 
                  
                  LineBox[{{29.16981650750437, 0.00016051126030531247`}, {
                   30.021072266651835`, -0.00015543215198632554`}}], 
                  
                  LineBox[{{53.96778544371722, -0.00015543215198632554`}, {
                   57.56754980234498, 0.00016051126030531247`}}], 
                  
                  LineBox[{{78.99819222741765, 0.00016051126030531247`}, {
                   83.09720780658525, -0.00015543215198632554`}}], 
                  
                  LineBox[{{107.55350953507964`, -0.00015543215198632554`}, {
                   114.38693270109015`, 0.00016051126030531247`}}]}, 
                 Annotation[#, "Charting`Private`Tag$7828366#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.00015543215198632554`, 
               0.00016051126030531247`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Order: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["2", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Method: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"Hermite\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Periodic: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["False", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}]}, 
       Dynamic[Typeset`open$$], ImageSize -> Automatic]},
     "SummaryPanel"],
    DynamicModuleValues:>{}], "]"}],
  InterpolatingFunction[{{1., 1000.}}, {
   5, 7, 0, {1000}, {3}, 0, 0, 0, 0, Automatic, {}, {}, 
    False}, CompressedData["
1:eJwt1zfsw1odBeALLBkzMGRgMAihCCFkeqjv0kM3jxb65cGDUJ/poV966B4z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   "], {Developer`PackedArrayForm, CompressedData["
1:eJwd1oOyIAYSBdCxbdu2bdu2bdu2bdu2bdtmMkgye9521anq+wGNxE06VukQ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    "], CompressedData["
1:eJwNl3c8F04cxu29Q/ZWGdkS6i6rECKRFRJakvQjhMhIVkZZRYnQIFmV6k52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    "]}, {Automatic}],
  Editable->False,
  SelectWithContents->True,
  Selectable->False]], "Output",
 CellChangeTimes->{
  3.883720849774865*^9, 3.8837209042718687`*^9, {3.883721147029759*^9, 
   3.883721206057273*^9}, 3.88372200428364*^9, {3.883722130758728*^9, 
   3.883722161815539*^9}, 3.883810284796789*^9, 3.8838125900189657`*^9, {
   3.883812751688027*^9, 3.883812775823365*^9}, 3.8838129122125807`*^9, {
   3.883814393937422*^9, 3.883814417980858*^9}, 3.8838144827763453`*^9, 
   3.883815422969491*^9, 3.8838154838757772`*^9, 3.8847695351040497`*^9, 
   3.884770981625286*^9, 3.884771036181451*^9, 3.88477553993146*^9, 
   3.884779943163752*^9, {3.884780499717718*^9, 3.8847805075371227`*^9}, 
   3.884782509292411*^9},
 CellLabel->
  "Out[615]=",ExpressionUUID->"83315f7c-f84a-4d59-ad0c-433212e5c4d4"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwUV3c81f8XJiM7e+/snb3fx957l325uPZ1FdKSrBDSoiFtTRLKeNNAKJL4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       "]]},
     Annotation[#, "Charting`Private`Tag$7828427#1"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 0},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  ImageSize->{612.2727272727277, Automatic},
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{
  3.883720849774865*^9, 3.8837209042718687`*^9, {3.883721147029759*^9, 
   3.883721206057273*^9}, 3.88372200428364*^9, {3.883722130758728*^9, 
   3.883722161815539*^9}, 3.883810284796789*^9, 3.8838125900189657`*^9, {
   3.883812751688027*^9, 3.883812775823365*^9}, 3.8838129122125807`*^9, {
   3.883814393937422*^9, 3.883814417980858*^9}, 3.8838144827763453`*^9, 
   3.883815422969491*^9, 3.8838154838757772`*^9, 3.8847695351040497`*^9, 
   3.884770981625286*^9, 3.884771036181451*^9, 3.88477553993146*^9, 
   3.884779943163752*^9, {3.884780499717718*^9, 3.8847805075371227`*^9}, 
   3.884782509402404*^9},
 CellLabel->
  "Out[616]=",ExpressionUUID->"1b6220c6-8e5d-466a-a53a-173d2d94d679"]
}, Open  ]],

Cell[BoxData[""], "Input",
 CellChangeTimes->{3.883815422919569*^9, 
  3.884780512761602*^9},ExpressionUUID->"4110d7b4-eea5-4a31-bb44-\
0cfe6630cd3c"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{
  RowBox[{"NIntegrate", "[", 
   RowBox[{
    SuperscriptBox[
     RowBox[{"(", 
      RowBox[{"q", " ", 
       RowBox[{"PsiP3He", "[", "q", "]"}]}], ")"}], "2"], ",", 
    RowBox[{"{", 
     RowBox[{"q", ",", "0", ",", "Infinity"}], "}"}], ",", 
    RowBox[{"AccuracyGoal", "\[Rule]", "5"}]}], "]"}], " ", 
  RowBox[{"(*", " ", 
   RowBox[{
   "\:043d\:043e\:0440\:043c\:0438\:0440\:043e\:0432\:043a\:0430", " ", 
    "\:043d\:0430", " ", 
    FractionBox["Pi", "2"]}], "*)"}]}]], "Input",
 CellChangeTimes->{{3.8834727230390043`*^9, 3.883472778461499*^9}, {
   3.883472906019311*^9, 3.8834729185553007`*^9}, 3.8834795181208553`*^9, {
   3.883482126787499*^9, 3.883482144273522*^9}, {3.883482217276063*^9, 
   3.8834822215965557`*^9}, {3.883553556768044*^9, 3.8835535750728827`*^9}},
 CellLabel->
  "In[617]:=",ExpressionUUID->"745956bd-cee1-4b9e-be2b-5f3aa5cbb78f"],

Cell[BoxData["1.5707974356954326`"], "Output",
 CellChangeTimes->{{3.883472908023087*^9, 3.883472918894421*^9}, 
   3.883473756965157*^9, 3.8834757830588627`*^9, 3.8834792781630487`*^9, 
   3.883479533577456*^9, {3.883482128229415*^9, 3.8834821479579477`*^9}, {
   3.883482213433366*^9, 3.8834822220822163`*^9}, 3.883482304860508*^9, 
   3.883552155575693*^9, 3.883552817559989*^9, {3.883553485870138*^9, 
   3.883553491492589*^9}, {3.883553566280285*^9, 3.8835535819873037`*^9}, 
   3.883555220826889*^9, 3.883555267047039*^9, 3.883555362002153*^9, 
   3.88363813017135*^9, 3.883644174744585*^9, 3.883708442549859*^9, 
   3.883722006966009*^9, 3.883810298337451*^9, 3.883812786670486*^9, 
   3.8838129141849327`*^9, 3.8847695385839157`*^9, 3.884771039644198*^9, 
   3.8847755443882933`*^9, 3.88478051636689*^9, 3.884782513938888*^9},
 CellLabel->
  "Out[617]=",ExpressionUUID->"cbaf6ee5-f669-412d-9fb1-b38517626ae8"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Plot", "[", 
  RowBox[{
   RowBox[{"PsiP3He", "[", 
    FractionBox["q", "p"], "]"}], ",", 
   RowBox[{"{", 
    RowBox[{"q", ",", "0", ",", "500"}], "}"}], ",", 
   RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]], "Input",
 CellChangeTimes->{
  3.883472743984514*^9, 3.883472924970978*^9, {3.88347309426296*^9, 
   3.883473122916423*^9}, {3.883473518202753*^9, 3.883473535921042*^9}, {
   3.883475379960205*^9, 3.883475413817233*^9}, 3.883479540293125*^9, {
   3.883482628916453*^9, 3.883482639204176*^9}, {3.88348280564531*^9, 
   3.883482805868981*^9}, {3.883551977573111*^9, 3.8835519778662252`*^9}, {
   3.883553499627589*^9, 3.883553501936421*^9}, {3.883553534820649*^9, 
   3.883553539257779*^9}, {3.8835535897178802`*^9, 3.883553606156753*^9}, {
   3.883555297363455*^9, 3.883555297498726*^9}, {3.883555364375175*^9, 
   3.883555364607202*^9}, {3.883638118282078*^9, 3.883638143800375*^9}},
 CellLabel->
  "In[618]:=",ExpressionUUID->"84ddf410-1206-4db4-8163-fea78d05a9fa"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwV1Hk81PkfB3BJ/Rybm8bM1zkdYpZJo7bDfN6uRK5sKTlLrhImDA1mUiEq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       "]]},
     Annotation[#, "Charting`Private`Tag$7828548#1"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 0},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{
  3.8834729258228273`*^9, {3.883473095599835*^9, 3.883473123190859*^9}, {
   3.88347351932442*^9, 3.8834735366214542`*^9}, 3.8834737585433073`*^9, {
   3.883475383272345*^9, 3.8834754141793947`*^9}, 3.883475785600163*^9, 
   3.88347928049052*^9, {3.8834795360621023`*^9, 3.8834795409546947`*^9}, 
   3.883481049015133*^9, {3.88348213000602*^9, 3.883482149808962*^9}, 
   3.8834823076685038`*^9, {3.88348262594995*^9, 3.8834826395791683`*^9}, 
   3.8834828067191467`*^9, 3.883551979062615*^9, 3.883552157232203*^9, 
   3.883552820474572*^9, {3.883553495490841*^9, 3.883553502250049*^9}, {
   3.883553535849196*^9, 3.883553539582345*^9}, {3.883553583678729*^9, 
   3.883553606637355*^9}, 3.883555222558572*^9, {3.8835552924387417`*^9, 
   3.883555298109735*^9}, 3.883555365107902*^9, {3.8836381245192842`*^9, 
   3.8836381448521357`*^9}, 3.8836441765580606`*^9, 3.883708444251793*^9, 
   3.883722009072154*^9, 3.883810300105698*^9, 3.883812915718704*^9, 
   3.884769540098538*^9, 3.88477104144629*^9, 3.884775546470796*^9, 
   3.884780518778693*^9, 3.8847825153977118`*^9},
 CellLabel->
  "Out[618]=",ExpressionUUID->"0546d6b0-c065-4599-9d2a-8a70f75e9eb9"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{
  RowBox[{"(*", " ", 
   RowBox[{
   "\:0447\:0438\:0441\:043b\:0435\:043d\:043d\:0430\:044f", " ", 
    "\:043e\:0446\:0435\:043d\:043a\:0430", " ", "\:0432", " ", 
    "\:043d\:0443\:043b\:0435"}], " ", "*)"}], "\[IndentingNewLine]", 
  RowBox[{"myNorm", 
   RowBox[{"(", 
    RowBox[{
     FractionBox[
      RowBox[{
       RowBox[{
        FractionBox[
         SqrtBox[
          RowBox[{"2", " ", "mass", " ", 
           RowBox[{"(", 
            RowBox[{
             RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], " ", 
        RowBox[{"Cos", "[", 
         RowBox[{
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass", " ", 
             RowBox[{"(", 
              RowBox[{
               RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], " ", 
          "range"}], "]"}], "range"}], "-", 
       RowBox[{"Sin", "[", 
        RowBox[{
         FractionBox[
          SqrtBox[
           RowBox[{"2", " ", "mass", " ", 
            RowBox[{"(", 
             RowBox[{
              RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], " ", 
         "range"}], "]"}]}], 
      RowBox[{"-", 
       SuperscriptBox[
        RowBox[{"(", 
         FractionBox[
          SqrtBox[
           RowBox[{"2", " ", "mass", " ", 
            RowBox[{"(", 
             RowBox[{
              RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], ")"}], 
        "2"]}]], "+", 
     RowBox[{"myCoeff", 
      FractionBox[
       RowBox[{
        SuperscriptBox["\[ExponentialE]", 
         RowBox[{
          RowBox[{"-", 
           FractionBox[
            SqrtBox[
             RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"]}], " ", 
          "range"}]], " ", 
        RowBox[{"(", 
         RowBox[{"1", "+", 
          RowBox[{
           FractionBox[
            SqrtBox[
             RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"], " ", "range"}]}],
          ")"}]}], 
       SuperscriptBox[
        RowBox[{"(", 
         FractionBox[
          SqrtBox[
           RowBox[{"2", " ", "mass", " ", "Esep"}]], "p"], ")"}], "2"]]}]}], 
    ")"}]}]}]], "Input",
 CellChangeTimes->{{3.883553088487125*^9, 3.883553204351302*^9}, {
   3.88355330604659*^9, 3.883553336624708*^9}, {3.883554701880843*^9, 
   3.883554702178334*^9}, 3.8835547380022697`*^9, {3.8835549196871843`*^9, 
   3.883554920825925*^9}, {3.8835554152361717`*^9, 3.883555450852108*^9}},
 CellLabel->
  "In[619]:=",ExpressionUUID->"dbfa69a4-38ff-4a4c-96a5-19b8ca17951b"],

Cell[BoxData["7.120584955419883`"], "Output",
 CellChangeTimes->{3.88355320708495*^9, 3.883553338644999*^9, 
  3.883554702930024*^9, 3.883554738336375*^9, 3.88355492156914*^9, 
  3.883555224381851*^9, 3.883555367634069*^9, 3.883555455167295*^9, 
  3.883641230673229*^9, 3.8836441782104187`*^9, 3.8837084461065474`*^9, 
  3.8837220105114594`*^9, 3.8838103037971277`*^9, 3.884769546016932*^9, 
  3.884771043152464*^9, 3.884775549246008*^9, 3.884780520821107*^9, 
  3.88478251701832*^9},
 CellLabel->
  "Out[619]=",ExpressionUUID->"72abeaf4-4581-44c1-9c9b-599eed9311d1"]
}, Open  ]],

Cell[BoxData[
 RowBox[{"(*", " ", 
  RowBox[{
   RowBox[{
   "\:0418\:043c\:043f\:0443\:043b\:044c\:0441", " ", 
    "\:043f\:0440\:043e\:0442\:043e\:043d\:0430", " ", "\:0432", " ", "3", 
    "He", " ", 
    "\:043e\:043f\:0440\:0435\:0434\:0435\:043b\:044f\:0435\:0442\:0441\:044f\
", " ", "\:044d\:043d\:0435\:0440\:0433\:0438\:0435\:0439", " ", 
    "\:0441\:0432\:044f\:0437\:0438"}], ";", " ", 
   RowBox[{
   "\:0442\:043e", " ", "\:0435\:0441\:0442\:044c", " ", "\:043c\:044b", " ", 
    "\:0435\:0433\:043e", " ", "\:0437\:043d\:0430\:0435\:043c", " ", 
    "\:043f\:0440\:0438", " ", 
    "\:043f\:043e\:0441\:0442\:0430\:043d\:043e\:0432\:043a\:0435", " ", 
    "\:0437\:0430\:0434\:0430\:0447\:0438"}]}], " ", "*)"}]], "Input",
 CellChangeTimes->{{3.881200608210786*^9, 
  3.8812006318545837`*^9}},ExpressionUUID->"93967aaa-fb32-46f7-b27c-\
892da0b16278"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"mom3He", " ", "=", " ", 
  RowBox[{"Sqrt", "[", 
   RowBox[{"2", " ", "mass", " ", 
    RowBox[{"(", 
     RowBox[{"-", "Esep"}], ")"}]}], "]"}]}]], "Input",
 CellChangeTimes->{{3.881200816587983*^9, 3.881200826759004*^9}, {
  3.881200881516077*^9, 3.881200923308035*^9}, {3.881297678198907*^9, 
  3.881297685451997*^9}, {3.882421016135722*^9, 3.8824210170180607`*^9}},
 CellLabel->
  "In[620]:=",ExpressionUUID->"fd99e280-b87a-49dd-a288-5fe39a52e19d"],

Cell[BoxData[
 RowBox[{"0.`", "\[VeryThinSpace]", "+", 
  RowBox[{"82.89392719144146`", " ", "\[ImaginaryI]"}]}]], "Output",
 CellChangeTimes->{
  3.881205023432626*^9, 3.881205761610588*^9, 3.881297109064865*^9, 
   3.881297734940659*^9, {3.882090705797106*^9, 3.882090717899979*^9}, 
   3.88209075798248*^9, 3.882329826488744*^9, 3.8824210175629473`*^9, 
   3.8828673410587*^9, 3.883105819927225*^9, 3.8834687129164677`*^9, 
   3.883472616774363*^9, 3.8834729296089363`*^9, 3.8834792828777*^9, 
   3.883479566953698*^9, 3.8836412327415657`*^9, 3.883644180105177*^9, 
   3.883708447794322*^9, 3.8837220122198153`*^9, 3.883810641024633*^9, 
   3.884769548126718*^9, 3.884771044735566*^9, 3.884775550936934*^9, 
   3.884780523198308*^9, 3.884782519027088*^9},
 CellLabel->
  "Out[620]=",ExpressionUUID->"ef908ed1-b737-4b67-a82d-c94882734c36"]
}, Open  ]],

Cell[BoxData[
 RowBox[{"(*", 
  RowBox[{
  "\:041c", " ", "\:043c\:0430\:0442\:0440\:0438\:0446\:0430", " ", 
   "\:0434\:043b\:044f", " ", "\:043f\:0440\:043e\:0442\:043e\:043d\:0430", 
   " ", "\:0432", " ", 
   "\:043f\:0440\:044f\:043c\:043e\:0443\:0433\:043e\:043b\:044c\:043d\:043e\
\:0439", " ", "\:044f\:043c\:0435", " ", "3", "He"}], "*)"}]], "Input",
 CellChangeTimes->{{3.881033769215639*^9, 3.881033785832822*^9}, 
   3.881033912603038*^9},ExpressionUUID->"79a457e4-2694-4aff-b91a-\
36c1c1457a0a"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{
  RowBox[{"Integrate", "[", 
   RowBox[{
    RowBox[{
     RowBox[{"Sin", "[", 
      RowBox[{"a", " ", "x"}], "]"}], 
     RowBox[{"Exp", "[", 
      RowBox[{
       RowBox[{"-", " ", "b"}], " ", "x"}], "]"}]}], ",", 
    RowBox[{"{", 
     RowBox[{"x", ",", "myRan", ",", "Infinity"}], "}"}], ",", 
    RowBox[{"Assumptions", "\[Rule]", 
     RowBox[{
      RowBox[{"a", ">", "0"}], " ", "&&", " ", 
      RowBox[{"b", ">", "0"}]}]}]}], "]"}], " ", 
  RowBox[{"(*", " ", 
   RowBox[{
   "\:0438\:043d\:0442\:0435\:0433\:0440\:0430\:043b", " ", "\:0432", " ", 
    "\:043e\:0431\:0449\:0435\:043c", " ", "\:0432\:0438\:0434\:0435"}], " ", 
   "*)"}]}]], "Input",
 CellChangeTimes->{{3.8810339163716393`*^9, 3.881033972483519*^9}, {
  3.8835525860221863`*^9, 3.883552651904613*^9}},
 CellLabel->
  "In[621]:=",ExpressionUUID->"21c7637c-3a09-41a5-b3ab-b8f8756d6a35"],

Cell[BoxData[
 FractionBox[
  RowBox[{
   SuperscriptBox["\[ExponentialE]", 
    RowBox[{
     RowBox[{"-", "b"}], " ", "myRan"}]], " ", 
   RowBox[{"(", 
    RowBox[{
     RowBox[{"a", " ", 
      RowBox[{"Cos", "[", 
       RowBox[{"a", " ", "myRan"}], "]"}]}], "+", 
     RowBox[{"b", " ", 
      RowBox[{"Sin", "[", 
       RowBox[{"a", " ", "myRan"}], "]"}]}]}], ")"}]}], 
  RowBox[{
   SuperscriptBox["a", "2"], "+", 
   SuperscriptBox["b", "2"]}]]], "Output",
 CellChangeTimes->{
  3.881297096239375*^9, 3.882329828068823*^9, 3.882421019139493*^9, 
   3.882867342790469*^9, 3.8831058221678753`*^9, 3.883468715045041*^9, 
   3.883472630074232*^9, 3.8834729322842073`*^9, 3.883479285022437*^9, {
   3.883552617360506*^9, 3.883552660978874*^9}, 3.883641242649755*^9, 
   3.8836441901028337`*^9, 3.883708458176134*^9, 3.883722021639851*^9, 
   3.883810324676392*^9, 3.884769557826625*^9, 3.884771053774629*^9, 
   3.884775559993281*^9, 3.884780532288571*^9, 3.884782527425642*^9},
 CellLabel->
  "Out[621]=",ExpressionUUID->"a3cf3011-1c8a-4059-b0a2-968dcac48dbe"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Integrate", "[", 
  RowBox[{
   RowBox[{
    RowBox[{"Sin", "[", 
     RowBox[{"a", " ", "x"}], "]"}], " ", 
    RowBox[{"Sin", "[", 
     RowBox[{"b", " ", "x"}], "]"}]}], ",", 
   RowBox[{"{", 
    RowBox[{"x", ",", "0", ",", "myRan"}], "}"}], ",", 
   RowBox[{"Assumptions", "\[Rule]", 
    RowBox[{
     RowBox[{"a", ">", "0"}], " ", "&&", " ", 
     RowBox[{"b", ">", "0"}]}]}]}], "]"}]], "Input",
 CellChangeTimes->{{3.881200495133235*^9, 3.8812004979799643`*^9}, {
  3.881200554925774*^9, 3.881200564433354*^9}, {3.883552698903925*^9, 
  3.883552710055686*^9}},
 CellLabel->
  "In[622]:=",ExpressionUUID->"2a836ba1-d54a-4276-b9f3-4a104a1093f6"],

Cell[BoxData[
 FractionBox[
  RowBox[{
   RowBox[{"b", " ", 
    RowBox[{"Cos", "[", 
     RowBox[{"b", " ", "myRan"}], "]"}], " ", 
    RowBox[{"Sin", "[", 
     RowBox[{"a", " ", "myRan"}], "]"}]}], "-", 
   RowBox[{"a", " ", 
    RowBox[{"Cos", "[", 
     RowBox[{"a", " ", "myRan"}], "]"}], " ", 
    RowBox[{"Sin", "[", 
     RowBox[{"b", " ", "myRan"}], "]"}]}]}], 
  RowBox[{
   SuperscriptBox["a", "2"], "-", 
   SuperscriptBox["b", "2"]}]]], "Output",
 CellChangeTimes->{3.881200566098689*^9, 3.881205766859289*^9, 
  3.881297104639103*^9, 3.882329829671001*^9, 3.882421020938382*^9, 
  3.882867344672193*^9, 3.883105824494817*^9, 3.883472631849029*^9, 
  3.883472933666597*^9, 3.88347928700062*^9, 3.88355271284999*^9, 
  3.883644191905717*^9, 3.883708460019032*^9, 3.883722022458856*^9, 
  3.883810648191587*^9, 3.884769559704506*^9, 3.884771055479411*^9, 
  3.8847755641952887`*^9, 3.8847805386122313`*^9, 3.8847825313769407`*^9},
 CellLabel->
  "Out[622]=",ExpressionUUID->"57db4fec-3f75-4aa5-a0d3-6b15bcde7bf7"]
}, Open  ]],

Cell[BoxData[
 RowBox[{
  RowBox[{"(*", 
   RowBox[{
    RowBox[{"TMatrix3He", "[", "k_", "]"}], ":=", 
    RowBox[{
     RowBox[{"-", 
      FractionBox[
       RowBox[{"p", " ", "myNorm", " ", "myU"}], 
       RowBox[{"k", " ", 
        RowBox[{"Abs", "[", "mom3He", "]"}]}]]}], " ", 
     RowBox[{"(", 
      RowBox[{
       FractionBox[
        RowBox[{"Sin", "[", 
         RowBox[{
          RowBox[{"(", 
           RowBox[{
            FractionBox["k", "p"], "-", 
            FractionBox[
             SqrtBox[
              RowBox[{"2", " ", "mass", " ", 
               RowBox[{"(", 
                RowBox[{
                 RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"]}], ")"}],
           " ", "range"}], "]"}], 
        RowBox[{"2", " ", 
         RowBox[{"(", 
          RowBox[{
           FractionBox["k", "p"], "-", 
           FractionBox[
            SqrtBox[
             RowBox[{"2", " ", "mass", " ", 
              RowBox[{"(", 
               RowBox[{
                RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"]}], 
          ")"}]}]], "-", 
       FractionBox[
        RowBox[{"Sin", "[", 
         RowBox[{
          RowBox[{"(", 
           RowBox[{
            FractionBox["k", "p"], "+", 
            FractionBox[
             SqrtBox[
              RowBox[{"2", " ", "mass", " ", 
               RowBox[{"(", 
                RowBox[{
                 RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"]}], ")"}],
           " ", "range"}], "]"}], 
        RowBox[{"2", " ", 
         RowBox[{"(", 
          RowBox[{
           FractionBox["k", "p"], "+", 
           FractionBox[
            SqrtBox[
             RowBox[{"2", " ", "mass", " ", 
              RowBox[{"(", 
               RowBox[{
                RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"]}], 
          ")"}]}]]}], ")"}]}]}], " ", 
   RowBox[{"(*", " ", 
    RowBox[{
     SuperscriptBox["Fm", "2"], " ", ",", " ", 
     RowBox[{"\:043d\:0430\:0434\:043e", " ", "\:0432", " ", 
      SuperscriptBox["Fm", 
       RowBox[{"3", " "}]], "MeV"}]}], "*)"}], "*)"}], "\[IndentingNewLine]", 
  RowBox[{
   RowBox[{"TMatrix3He", "[", "k_", "]"}], ":=", 
   RowBox[{
    RowBox[{"-", 
     FractionBox[
      RowBox[{"p", " ", "myNorm", " ", "myU"}], 
      RowBox[{"k", " ", 
       RowBox[{"Abs", "[", "mom3He", "]"}]}]]}], " ", 
    RowBox[{"(", 
     FractionBox[
      RowBox[{
       RowBox[{
        FractionBox[
         SqrtBox[
          RowBox[{"2", " ", "mass", " ", 
           RowBox[{"(", 
            RowBox[{
             RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], " ", 
        RowBox[{"Cos", "[", 
         RowBox[{
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass", " ", 
             RowBox[{"(", 
              RowBox[{
               RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], " ", 
          "range"}], "]"}], " ", 
        RowBox[{"Sin", "[", 
         RowBox[{
          FractionBox["k", "p"], " ", "range"}], "]"}]}], "-", 
       RowBox[{
        FractionBox["k", "p"], " ", 
        RowBox[{"Cos", "[", 
         RowBox[{
          FractionBox["k", "p"], " ", "range"}], "]"}], " ", 
        RowBox[{"Sin", "[", 
         RowBox[{
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass", " ", 
             RowBox[{"(", 
              RowBox[{
               RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], " ", 
          "range"}], "]"}]}]}], 
      RowBox[{
       SuperscriptBox[
        RowBox[{"(", 
         FractionBox["k", "p"], ")"}], "2"], "-", 
       SuperscriptBox[
        RowBox[{"(", 
         FractionBox[
          SqrtBox[
           RowBox[{"2", " ", "mass", " ", 
            RowBox[{"(", 
             RowBox[{
              RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], ")"}], 
        "2"]}]], ")"}], " ", 
    RowBox[{"(*", " ", 
     RowBox[{
      SuperscriptBox["Fm", "2"], " ", ",", " ", 
      RowBox[{"\:043d\:0430\:0434\:043e", " ", "\:0432", " ", 
       SuperscriptBox["Fm", 
        RowBox[{"3", " "}]], "MeV"}]}], "*)"}]}]}]}]], "Input",
 CellChangeTimes->{{3.881033977845848*^9, 3.8810339795737133`*^9}, {
   3.881034299194148*^9, 3.8810343272795763`*^9}, {3.881034608568304*^9, 
   3.881034692687162*^9}, {3.881034784166951*^9, 3.8810347952400923`*^9}, {
   3.8810348409016333`*^9, 3.881034881737472*^9}, {3.881034935763405*^9, 
   3.88103495049362*^9}, {3.881035061115604*^9, 3.881035092839991*^9}, {
   3.881035468416505*^9, 3.881035481765575*^9}, {3.881037944040091*^9, 
   3.8810379482351933`*^9}, {3.881037981288925*^9, 3.8810379843458767`*^9}, 
   3.881038021731368*^9, {3.881200578723695*^9, 3.88120059045376*^9}, {
   3.881200948721171*^9, 3.8812009940828753`*^9}, {3.881201567326044*^9, 
   3.881201588162565*^9}, {3.881201755288425*^9, 3.881201780770088*^9}, 
   3.88120234175987*^9, {3.881297769505846*^9, 3.881297778077227*^9}, {
   3.882090823944269*^9, 3.882090825369204*^9}, {3.8820909020622263`*^9, 
   3.8820909232220993`*^9}, {3.88242290969197*^9, 3.882422920378888*^9}, 
   3.883473253871093*^9, {3.883482453547862*^9, 3.883482478458909*^9}, {
   3.883482510803965*^9, 3.8834825189751062`*^9}, {3.8834827231464853`*^9, 
   3.883482723661664*^9}, {3.8834827542344427`*^9, 3.883482754813789*^9}, {
   3.8835543507923527`*^9, 3.883554361931973*^9}, {3.883554415089562*^9, 
   3.883554418297936*^9}, {3.883554453655249*^9, 3.88355448079436*^9}, {
   3.883555120149898*^9, 3.883555136186659*^9}},
 CellLabel->
  "In[623]:=",ExpressionUUID->"3dbd2157-139e-479f-a496-5c8a60d09330"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{
  RowBox[{"(*", " ", 
   RowBox[{
   "\:0447\:0438\:0441\:043b\:0435\:043d\:043d\:0430\:044f", " ", 
    "\:043e\:0446\:0435\:043d\:043a\:0430", " ", "\:0432", " ", 
    "\:043d\:0443\:043b\:0435"}], " ", "*)"}], "\[IndentingNewLine]", 
  RowBox[{
   RowBox[{"-", 
    FractionBox[
     RowBox[{"myNorm", " ", "myU"}], 
     RowBox[{"Abs", "[", "mom3He", "]"}]]}], 
   RowBox[{"(", 
    FractionBox[
     RowBox[{
      RowBox[{
       FractionBox[
        SqrtBox[
         RowBox[{"2", " ", "mass", " ", 
          RowBox[{"(", 
           RowBox[{
            RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], 
       RowBox[{"Cos", "[", 
        RowBox[{
         FractionBox[
          SqrtBox[
           RowBox[{"2", " ", "mass", " ", 
            RowBox[{"(", 
             RowBox[{
              RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], "range"}], 
        "]"}], "range"}], "-", 
      RowBox[{"Sin", "[", 
       RowBox[{
        FractionBox[
         SqrtBox[
          RowBox[{"2", " ", "mass", " ", 
           RowBox[{"(", 
            RowBox[{
             RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], "range"}], 
       "]"}]}], 
     RowBox[{"-", 
      SuperscriptBox[
       RowBox[{"(", 
        FractionBox[
         SqrtBox[
          RowBox[{"2", " ", "mass", " ", 
           RowBox[{"(", 
            RowBox[{
             RowBox[{"-", "Esep"}], "+", "myU"}], ")"}]}]], "p"], ")"}], 
       "2"]}]], ")"}]}]}]], "Input",
 CellChangeTimes->{{3.883554585129315*^9, 3.88355459015775*^9}, {
   3.883554759551602*^9, 3.883554764717204*^9}, 3.883554794748934*^9, {
   3.883554831789584*^9, 3.883554865191403*^9}, 3.883554906168315*^9},
 CellLabel->
  "In[624]:=",ExpressionUUID->"b024508b-6d27-4ffa-ab07-de4ed8a4b834"],

Cell[BoxData[
 RowBox[{"-", "0.4718922843178722`"}]], "Output",
 CellChangeTimes->{{3.883554853046928*^9, 3.883554865596673*^9}, 
   3.883554964408291*^9, {3.883555153142915*^9, 3.883555160597527*^9}, 
   3.883641242822588*^9, 3.883644196431122*^9, 3.883708469410604*^9, 
   3.883721104568775*^9, 3.883722033276618*^9, 3.8838106545924997`*^9, 
   3.8847695683439903`*^9, 3.8847710590365877`*^9, 3.884775624079982*^9, 
   3.884780543215971*^9, 3.884782535286302*^9},
 CellLabel->
  "Out[624]=",ExpressionUUID->"33da0b6f-6e0e-44b4-bced-a2d79464be09"]
}, Open  ]],

Cell[BoxData[""], "Input",ExpressionUUID->"bf441233-f9c9-4a42-9b46-8f57bbd8708a"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Plot", "[", 
  RowBox[{
   RowBox[{"TMatrix3He", "[", "k", "]"}], ",", 
   RowBox[{"{", 
    RowBox[{"k", ",", "0", ",", "50"}], "}"}], ",", 
   RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.8812015487577887`*^9, 3.881201561277553*^9}, 
   3.881205988917266*^9, {3.882421421644279*^9, 3.8824214264649963`*^9}, {
   3.882422925136129*^9, 3.8824229409038754`*^9}, {3.8834732509337378`*^9, 
   3.883473251891506*^9}, {3.883555002964867*^9, 3.883555024582602*^9}},
 CellLabel->
  "In[625]:=",ExpressionUUID->"5f437c91-8022-415a-8eed-7828551b0fce"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwd1Xk0V08bAPAvP1uiJFvllaWIZImEME/WG5WUivwsiVCybyFbElmjopKl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       "]]},
     Annotation[#, "Charting`Private`Tag$7845092#1"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, -0.46442719450540115`},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  ImageSize->{559.7727272727277, Automatic},
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{{3.8812015630303907`*^9, 3.881201591546351*^9}, 
   3.8812018022929296`*^9, 3.8812023460460243`*^9, 3.8812050330769033`*^9, 
   3.881205775010165*^9, 3.88120599045111*^9, 3.881297111623495*^9, {
   3.882090700825438*^9, 3.882090722076212*^9}, 3.88209076758456*^9, {
   3.882090806567244*^9, 3.882090827735465*^9}, 3.882090926856447*^9, 
   3.882329834861843*^9, 3.8824210246961184`*^9, {3.882421424311038*^9, 
   3.882421427395227*^9}, 3.882422942256439*^9, 3.8828673483991213`*^9, 
   3.88310582824716*^9, 3.883468719240418*^9, 3.883472635429822*^9, 
   3.883472937376811*^9, 3.883473261103238*^9, 3.883479290650078*^9, 
   3.883479572045383*^9, {3.883482514947854*^9, 3.8834825219709063`*^9}, 
   3.883482727811558*^9, {3.883555003820224*^9, 3.883555034254137*^9}, {
   3.8835551555269527`*^9, 3.88355516211535*^9}, 3.883641244931951*^9, 
   3.883644199397297*^9, 3.883708471353747*^9, 3.8837211081075697`*^9, 
   3.883722035374963*^9, 3.883810670141837*^9, 3.883814402300542*^9, 
   3.884769571462653*^9, 3.8847710607538357`*^9, 3.884775625849698*^9, 
   3.8847805452396383`*^9, 3.8847825371915703`*^9},
 CellLabel->
  "Out[625]=",ExpressionUUID->"3374f384-18a6-4832-9703-7157360c30cd"]
}, Open  ]],

Cell[BoxData[
 RowBox[{"(*", " ", 
  RowBox[{
  "\:0424\:043e\:0440\:043c", " ", "\:0444\:0430\:043a\:0442\:043e\:0440", 
   " ", "\:043f\:0440\:043e\:0442\:043e\:043d\:0430", " ", "\:0432", " ", "8",
    "He"}], " ", "*)"}]], "Input",
 CellChangeTimes->{{3.881038328963751*^9, 3.8810383435032663`*^9}, 
   3.8812010317751303`*^9},ExpressionUUID->"5afa8d22-b29c-4441-90a8-\
81bd28869b4d"],

Cell[BoxData[{
 RowBox[{
  RowBox[{"myNorm1", " ", "=", " ", "0.6514573663189586`"}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"myCoeff1", " ", "=", " ", "25.351749791847226`"}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"myU1", "=", "35.89034438287419`"}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"mass1", " ", "=", " ", "821"}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"range1", "=", "3.735"}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"Esep1", "=", "24.81432"}], ";"}], " ", 
  RowBox[{"(*", 
   RowBox[{
    RowBox[{"1", "p", " ", "separation", " ", "energy", " ", 
     SuperscriptBox[
      RowBox[{"for", " "}], "8"], "He"}], ",", " ", "MeV"}], 
   "*)"}]}], "\[IndentingNewLine]"}], "Input",
 CellChangeTimes->{{3.881038361675716*^9, 3.881038510654389*^9}, 
   3.881038542239026*^9, {3.8810385811464567`*^9, 3.881038582638068*^9}, 
   3.881202373054678*^9, {3.881204956477566*^9, 3.8812049617064857`*^9}, {
   3.8812051557204742`*^9, 3.88120519865994*^9}, 3.881205241019328*^9, {
   3.881205781955861*^9, 3.881205790558261*^9}, {3.881205869160103*^9, 
   3.881205874137602*^9}, {3.8824212226474*^9, 3.882421226902269*^9}, 
   3.882421273134424*^9, {3.882421312846766*^9, 3.8824213351452217`*^9}, {
   3.8824229615522623`*^9, 3.8824230104073553`*^9}, {3.882423141890733*^9, 
   3.8824231435749474`*^9}, {3.88242332196012*^9, 3.882423328788576*^9}, 
   3.882423489257834*^9, 3.88347327550917*^9, 3.883479579677216*^9, {
   3.883553641142914*^9, 3.8835537245189447`*^9}, {3.8835540039421*^9, 
   3.883554031665704*^9}, {3.883554073329533*^9, 3.8835540897355003`*^9}, {
   3.883722935484701*^9, 3.8837229451382933`*^9}},
 CellLabel->
  "In[626]:=",ExpressionUUID->"61d6b91a-da6f-40e2-b99d-e31866f61d8d"],

Cell[BoxData[{
 RowBox[{
  RowBox[{"PsiR8He", "[", "r_", "]"}], ":=", 
  RowBox[{"Piecewise", "[", 
   RowBox[{"{", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{
       RowBox[{"myNorm1", " ", 
        RowBox[{"fIn", "[", 
         RowBox[{
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass1", " ", 
             RowBox[{"(", 
              RowBox[{
               RowBox[{"-", "Esep1"}], "+", "myU1"}], ")"}]}]], "p"], ",", 
          "r", ",", "0"}], "]"}]}], ",", 
       RowBox[{"r", "<", "range1"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{
       RowBox[{"myNorm1", " ", "myCoeff1", " ", 
        RowBox[{"fOut", "[", 
         RowBox[{
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass1", " ", "Esep1"}]], "p"], ",", "r", ",", 
          "0"}], "]"}]}], ",", 
       RowBox[{"r", ">", "range1"}]}], "}"}]}], "}"}], 
   "]"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"PsiR8He1", "[", "r_", "]"}], ":=", 
  RowBox[{"myNorm1", " ", "myCoeff1", " ", 
   RowBox[{"fOut", "[", 
    RowBox[{
     FractionBox[
      SqrtBox[
       RowBox[{"2", " ", "mass1", " ", "Esep1"}]], "p"], ",", "r", ",", "0"}],
     "]"}]}]}]}], "Input",
 CellChangeTimes->{{3.8837230413164587`*^9, 3.883723061116477*^9}, {
  3.884775643754422*^9, 3.8847756614859943`*^9}},
 CellLabel->
  "In[505]:=",ExpressionUUID->"fe2e92bd-99ee-4847-8c87-958f9c8e2ae0"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Plot", "[", 
  RowBox[{
   RowBox[{"{", 
    RowBox[{
     RowBox[{"PsiR8He", "[", "r", "]"}], ",", 
     RowBox[{"PsiR8He1", "[", "r", "]"}]}], "}"}], ",", 
   RowBox[{"{", 
    RowBox[{"r", ",", "0", ",", "10"}], "}"}], ",", 
   RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.883723094703141*^9, 3.883723098630258*^9}, {
  3.884775666884411*^9, 3.884775682862565*^9}},
 CellLabel->
  "In[507]:=",ExpressionUUID->"11a1b2f9-f071-4cbb-8745-8b989c037646"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwV13c8ld8fAPA7kJW9173ulT0qpaF8PmWkrAjJzAqVrVIJyUiIZCYjKlpI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       "]]},
     Annotation[#, "Charting`Private`Tag$7079790#1"]& ], 
    TagBox[
     {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVl3c4FY4bxXGRbK697r2ubKWS2df7lkgidY2yM4rIikoSQiRkZMsmUiFp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       "]]},
     Annotation[#, "Charting`Private`Tag$7079790#2"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 0},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{
  3.8837231004454937`*^9, 3.883810676838584*^9, 3.884769578140485*^9, 
   3.8847710668265333`*^9, 3.884775635158951*^9, {3.884775677484971*^9, 
   3.884775683376411*^9}, 3.884780650180135*^9},
 CellLabel->
  "Out[507]=",ExpressionUUID->"43514bb0-011a-47ca-9735-bfd24e2ad828"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{
  RowBox[{"(*", " ", 
   RowBox[{
   "\:0440\:0435\:0436\:0443", " ", "\:0412\:0424", " ", "\:0432", " ", 
    "\:0440\:0430\:0434\:0438\:0430\:043b\:044c\:043d\:043e\:043c", " ", 
    "\:043f\:0440\:0435\:0434\:0441\:0442\:0430\:0432\:043b\:0435\:043d\:0438\
\:0438", " ", "\:0441", " ", "\:043f\:043e\:043c\:043e\:0449\:044c\:044e", 
    " ", "\:0444\:0443\:043d\:043a\:0446\:0438\:0438", " ", 
    "\:0444\:0435\:0440\:043c\:0438"}], " ", "*)"}], "\[IndentingNewLine]", 
  RowBox[{
   RowBox[{
    RowBox[{"PsiR8HeCut", "[", 
     RowBox[{"r_", ",", "cutVal_", ",", "disp_"}], "]"}], ":=", " ", 
    RowBox[{
     RowBox[{"PsiR8He", "[", "r", "]"}], " ", 
     RowBox[{"funcFermi", "[", 
      RowBox[{"r", ",", "cutVal", ",", "disp"}], "]"}]}]}], 
   "\[IndentingNewLine]", 
   RowBox[{
    RowBox[{"PsiR8HeCut1", "[", 
     RowBox[{"r_", ",", "cutVal_", ",", "disp_"}], "]"}], ":=", " ", 
    RowBox[{
     RowBox[{"PsiR8He1", "[", "r", "]"}], " ", 
     RowBox[{"funcFermi", "[", 
      RowBox[{"r", ",", "cutVal", ",", "disp"}], "]"}]}]}], 
   "\[IndentingNewLine]", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{
       RowBox[{"PsiR8He", "[", "r", "]"}], ",", 
       RowBox[{"PsiR8He1", "[", "r", "]"}], ",", 
       RowBox[{"PsiR8HeCut", "[", 
        RowBox[{"r", ",", "5", ",", "0.03"}], "]"}], ",", 
       RowBox[{"PsiR8HeCut1", "[", 
        RowBox[{"r", ",", "5", ",", "0.03"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"r", ",", "0", ",", "15"}], "}"}], ",", 
     RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]}]}]], "Input",
 CellChangeTimes->{{3.8837231463016157`*^9, 3.883723168424961*^9}, {
  3.883724248255582*^9, 3.883724248801641*^9}, {3.883810683590686*^9, 
  3.883810689266737*^9}, {3.883815507574993*^9, 3.883815529342301*^9}, {
  3.8838170810815372`*^9, 3.883817088629632*^9}, {3.884775691890417*^9, 
  3.8847757379627247`*^9}, {3.884780653606538*^9, 3.884780695341119*^9}},
 CellLabel->
  "In[514]:=",ExpressionUUID->"e4b1105f-d069-4328-b182-1cb800c3aa9c"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVl3c8V+8XwG0le+/5sX0ipJTuOVJkfJOKUCI7SqLIKCNESVZJQ0hCJaMy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       "]]},
     Annotation[#, "Charting`Private`Tag$7079970#1"]& ], 
    TagBox[
     {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVVnk01d8XNYtknudn5r1nTpE+56DI8E0qQonIECUiosEsIhFFkxBCpVBC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       "]]},
     Annotation[#, "Charting`Private`Tag$7079970#2"]& ], 
    TagBox[
     {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVV3c8lt8bVopUeJe993jJSIT3fc5tZGdTtuwiibJS9irJKEQJISQrFCXK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       "]]},
     Annotation[#, "Charting`Private`Tag$7079970#3"]& ], 
    TagBox[
     {RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVV3c8lt8bVkIqvMvee7xkJML7Puc2srMpErKLJMpK2auQEEJWCMkKRYny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       "]]},
     Annotation[#, "Charting`Private`Tag$7079970#4"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 0},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{{3.883723169543371*^9, 3.883723187493306*^9}, 
   3.883724249554368*^9, {3.8838106789301033`*^9, 3.88381068998208*^9}, 
   3.883815530570366*^9, {3.883817081645289*^9, 3.8838170890039873`*^9}, 
   3.884769587923189*^9, 3.88477106902424*^9, {3.884775721982883*^9, 
   3.884775744540283*^9}, 3.884775779742097*^9, {3.8847806894308357`*^9, 
   3.884780699233755*^9}},
 CellLabel->
  "Out[516]=",ExpressionUUID->"66f47fca-c196-4424-9e64-995d65ef34dc"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{
  RowBox[{"(*", " ", 
   RowBox[{
   "\:0424\:043e\:0440\:043c", " ", "\:0444\:0430\:043a\:0442\:043e\:0440", 
    " ", "\:0438\:0437", " ", 
    "\:043e\:0431\:0440\:0435\:0437\:0430\:043d\:043d\:043e\:0439", " ", 
    "\:0412\:0424"}], " ", "*)"}], "\[IndentingNewLine]", 
  RowBox[{
   RowBox[{
    RowBox[{"PsiP8HeCut", "[", 
     RowBox[{"q_", ",", "cutVal_", ",", "disp_"}], "]"}], ":=", " ", 
    RowBox[{
     FractionBox["p", "q"], 
     RowBox[{"NIntegrate", "[", 
      RowBox[{
       RowBox[{
        RowBox[{"PsiR8HeCut1", "[", 
         RowBox[{"r", ",", "cutVal", ",", "disp"}], "]"}], 
        RowBox[{"Sin", "[", 
         FractionBox[
          RowBox[{"q", " ", "r"}], "p"], "]"}]}], ",", 
       RowBox[{"{", 
        RowBox[{"r", ",", "0", ",", "500"}], "}"}]}], "]"}]}]}], 
   "\[IndentingNewLine]", 
   RowBox[{"PsiP8HeCut", "[", 
    RowBox[{"500", ",", "5", ",", "0.03"}], "]"}]}]}]], "Input",
 CellChangeTimes->{{3.8837232791240273`*^9, 3.8837233426423063`*^9}, {
  3.883815540588266*^9, 3.883815556769533*^9}, {3.884775765382184*^9, 
  3.884775803884544*^9}, {3.8847812735539217`*^9, 3.884781282579073*^9}},
 CellLabel->
  "In[517]:=",ExpressionUUID->"12b6b67b-c03b-421d-97ea-f2051e4c3776"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"5.1204957357633205`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \\!\\(\\*RowBox[{\\\"0.03453515120386369`\
\\\"}]\\) and \\!\\(\\*RowBox[{\\\"7.751185290254582`*^-8\\\"}]\\) for the \
integral and error estimates.\"", 2, 518, 346, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.8847758042913113`*^9, 3.884781285143569*^9},
 CellLabel->
  "During evaluation of \
In[517]:=",ExpressionUUID->"9fc313f5-04b1-4dc2-a9b4-4f402cfe7d69"],

Cell[BoxData["0.01362943556320962`"], "Output",
 CellChangeTimes->{
  3.883723346036049*^9, 3.883724252996694*^9, 3.883810694126998*^9, 
   3.883815557634583*^9, 3.884769590420074*^9, 3.884771133868091*^9, {
   3.884775772036948*^9, 3.884775804301284*^9}, 3.884781285160314*^9},
 CellLabel->
  "Out[518]=",ExpressionUUID->"5b1685c6-3975-4c85-8822-f3f6f6933bc0"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Plot", "[", 
  RowBox[{
   RowBox[{"PsiP8HeCut", "[", 
    RowBox[{"q", ",", "7", ",", "0.03"}], "]"}], ",", 
   RowBox[{"{", 
    RowBox[{"q", ",", "0", ",", "1000"}], "}"}], ",", 
   RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.8847758191611023`*^9, 3.884775850314929*^9}, {
  3.884775934702807*^9, 3.884775934774704*^9}, {3.884775968473261*^9, 
  3.884775968630706*^9}, {3.8847812915924463`*^9, 3.884781292532815*^9}},
 CellLabel->
  "In[519]:=",ExpressionUUID->"aa907d73-e27d-4992-8b65-eac5ef728757"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"7.243497567102194`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.000010367282964010612`\\\"}]\\) and \
\\!\\(\\*RowBox[{\\\"1.1978699364575958`*^-8\\\"}]\\) for the integral and \
error estimates.\"", 2, 519, 347, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.8847758555043697`*^9, 3.8847759351644783`*^9, 
  3.884775969149082*^9, 3.884781295817816*^9},
 CellLabel->
  "During evaluation of \
In[519]:=",ExpressionUUID->"8ba4b00b-d0a9-4239-a887-42f4ffa1bb33"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwUV3c81e8Xt1KopCgJFSo7ISPxHHuT7dp7r8u11x1cI9m+JZKdihZZ4REN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       "]]},
     Annotation[#, "Charting`Private`Tag$7080118#1"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 0},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{3.884775895569441*^9, 3.884775937683197*^9, 
  3.884775997518841*^9, 3.8847813225833*^9},
 CellLabel->
  "Out[519]=",ExpressionUUID->"513e3685-646c-4220-b262-73de37ab2a48"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{
  RowBox[{"data8He800", " ", "=", 
   RowBox[{"Table", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"q", ",", 
       RowBox[{"PsiP8HeCut", "[", 
        RowBox[{"q", ",", "8", ",", "0.03"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"q", ",", "1", ",", "1000"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"data8He840", "=", 
   RowBox[{"Table", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"q", ",", 
       RowBox[{"PsiP8HeCut", "[", 
        RowBox[{"q", ",", "8.4", ",", "0.03"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"q", ",", "1", ",", "1000"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"data8He880", " ", "=", 
   RowBox[{"Table", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"q", ",", 
       RowBox[{"PsiP8HeCut", "[", 
        RowBox[{"q", ",", "8.8", ",", "0.03"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"q", ",", "1", ",", "1000"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"data8He920", " ", "=", 
   RowBox[{"Table", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"q", ",", 
       RowBox[{"PsiP8HeCut", "[", 
        RowBox[{"q", ",", "9.2", ",", "0.03"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"q", ",", "1", ",", "1000"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"data8He960", " ", "=", 
   RowBox[{"Table", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"q", ",", 
       RowBox[{"PsiP8HeCut", "[", 
        RowBox[{"q", ",", "9.6", ",", "0.03"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"q", ",", "1", ",", "1000"}], "}"}]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"data8He10", " ", "=", 
   RowBox[{"Table", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"q", ",", 
       RowBox[{"PsiP8HeCut", "[", 
        RowBox[{"q", ",", "10", ",", "0.03"}], "]"}]}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"q", ",", "1", ",", "1000"}], "}"}]}], "]"}]}], ";"}]}], "Input",
 CellChangeTimes->{{3.883723310084149*^9, 3.8837233122758293`*^9}, 
   3.883723350497587*^9, {3.883815582683811*^9, 3.883815584554695*^9}, {
   3.88381561947631*^9, 3.883815640181409*^9}, {3.884771080246582*^9, 
   3.884771125002054*^9}, {3.884775912540292*^9, 3.884775918988637*^9}, {
   3.88477602788308*^9, 3.884776049317663*^9}, {3.8847813495055037`*^9, 
   3.8847814242823467`*^9}},
 CellLabel->
  "In[520]:=",ExpressionUUID->"bb3960f3-8cb7-4917-b64f-e3364369e663"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"8.633546135846363`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.0002052687903344129`\\\"}]\\) and \
\\!\\(\\*RowBox[{\\\"1.5924085070800655`*^-7\\\"}]\\) for the integral and \
error estimates.\"", 2, 520, 348, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.88478143252708*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"1fd2488f-f65c-429a-b7bc-61b484458660"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"8.633546135846363`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00041009682438510053`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"3.182573267483986`*^-7\\\"}]\\) for the integral and error estimates.\"", 2,
    520, 349, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.8847814325506144`*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"5145dedb-ca24-4c71-b681-a38d9da9ad27"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"8.633546135846363`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.0006140443570438636`\\\"}]\\) and \
\\!\\(\\*RowBox[{\\\"4.768253652238437`*^-7\\\"}]\\) for the integral and \
error estimates.\"", 2, 520, 350, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.8847814325629587`*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"3a69d778-f40b-433f-9474-6acfa535a109"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"ncvb\\\"}], \\\"MessageName\\\"]\\) will be suppressed during \
this calculation.\"", 2, 520, 351, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781432575069*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"861a067e-d75c-4ba8-b45b-943da7e7dd75"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 520, 352, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781433936726*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"485b92c0-b0bf-48c2-9e32-13c4a1bf436d"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 520, 353, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781433983919*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"e5061ca5-4746-4742-b690-d521551b5365"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"8.633546135846363`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00014234951810352376`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"8.159253426697731`*^-7\\\"}]\\) for the integral and error estimates.\"", 2,
    521, 354, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781453734552*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"45848a37-8bc9-4e11-a1a4-ab17a653801e"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"8.633546135846363`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00028436656315717804`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"1.6304211488862488`*^-6\\\"}]\\) for the integral and error estimates.\"", 
   2, 521, 355, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.8847814537745256`*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"26436802-1283-4259-b3c9-af9f0e109c0c"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"8.633546135846363`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00042571948675126806`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"2.4420598721186236`*^-6\\\"}]\\) for the integral and error estimates.\"", 
   2, 521, 356, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781453787075*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"f1bc0090-1caf-4ffb-b86d-9dc8dac76da1"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"ncvb\\\"}], \\\"MessageName\\\"]\\) will be suppressed during \
this calculation.\"", 2, 521, 357, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.8847814538015633`*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"f07d3ffa-d82c-4174-b6f9-feffa7a81e4f"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 521, 358, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.8847814551470947`*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"dc673e01-48fe-4037-bb63-18d48d34f964"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"9.341969592522943`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00009860587426195115`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"2.1164080151628381`*^-7\\\"}]\\) for the integral and error estimates.\"", 
   2, 522, 359, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.88478147434132*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"aa0dca82-deed-4ee6-b74b-7a07cdea1db7"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"9.341969592522943`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.0001969620884814752`\\\"}]\\) and \
\\!\\(\\*RowBox[{\\\"4.228230548897922`*^-7\\\"}]\\) for the integral and \
error estimates.\"", 2, 522, 360, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.88478147438122*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"2e62e982-2993-4b27-8ac3-7ae02ce9aadc"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"9.341969592522943`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00029481965034056855`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"6.330892088471988`*^-7\\\"}]\\) for the integral and error estimates.\"", 2,
    522, 361, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781474394425*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"b3a0b4d4-b829-47aa-994c-3a0b8ff9e009"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"ncvb\\\"}], \\\"MessageName\\\"]\\) will be suppressed during \
this calculation.\"", 2, 522, 362, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781474406155*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"c70840af-1b4a-4f8c-8a12-30ad7a708907"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 523, 363, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781495191717*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"c44c3679-4d44-4ccc-8fa2-af9e1d48ce56"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"9.341969592522943`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00006817212277496464`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"1.1462883968332113`*^-7\\\"}]\\) for the integral and error estimates.\"", 
   2, 523, 364, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781495205138*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"ba014c87-3df9-441e-9d43-28def78b1280"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 523, 365, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781495216441*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"18d54c91-7a2f-4710-96dd-f4be9ad598c9"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"9.341969592522943`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00013615768970817868`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"2.2898648972202694`*^-7\\\"}]\\) for the integral and error estimates.\"", 
   2, 523, 366, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781495227783*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"33c3dd28-8b74-4f85-aff4-d9163f004cda"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 523, 367, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.8847814952411633`*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"e0c7fa00-02d8-403d-8d76-3b4ea66fc594"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"slwcon\\\"}], \\\"MessageName\\\"]\\) will be suppressed \
during this calculation.\"", 2, 523, 368, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781495252788*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"cf0ae7ca-1208-469b-83ec-62e0fa84d256"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"9.341969592522943`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00020377068173051629`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"3.4280241170238136`*^-7\\\"}]\\) for the integral and error estimates.\"", 
   2, 523, 369, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781495264701*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"fac79be0-23ae-497d-adc3-4f1a65901ef8"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"ncvb\\\"}], \\\"MessageName\\\"]\\) will be suppressed during \
this calculation.\"", 2, 523, 370, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.8847814952767344`*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"4355f6f3-b2a8-413a-8aac-ef0b6cc53b03"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 524, 371, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.8847815170679207`*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"04c1d30a-5f0e-4916-b2c4-f278fcc2d058"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"10.05550291975663`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00004707037418994159`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"7.602941102272916`*^-8\\\"}]\\) for the integral and error estimates.\"", 2,
    524, 372, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781517079236*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"2cf77875-cc2b-40fc-83b9-2fdb8df619f8"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 524, 373, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781517089726*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"b565f722-3a28-4c41-ba02-25744b537605"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"10.05550291975663`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00009400192689243028`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"1.5192835988864338`*^-7\\\"}]\\) for the integral and error estimates.\"", 
   2, 524, 374, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.8847815171000967`*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"bc0f6361-2fce-47e6-8651-f81fcaee8957"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "slwcon", 
   "\"Numerical integration converging too slowly; suspect one of the \
following: singularity, value of the integration is 0, highly oscillatory \
integrand, or WorkingPrecision too small.\"", 2, 524, 375, 
   26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.8847815171108418`*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"06b5ac9a-77eb-4ceb-af66-25be2a5608bf"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"slwcon\\\"}], \\\"MessageName\\\"]\\) will be suppressed \
during this calculation.\"", 2, 524, 376, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.8847815171218443`*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"95cbd156-9b6e-46ce-8b41-90d4fbc69970"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"10.05550291975663`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00014065626533252593`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"2.2756659421363317`*^-7\\\"}]\\) for the integral and error estimates.\"", 
   2, 524, 377, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781517133109*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"41a30751-34dc-4934-ba8d-4d0413602fc9"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"ncvb\\\"}], \\\"MessageName\\\"]\\) will be suppressed during \
this calculation.\"", 2, 524, 378, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781517143711*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"5f50b422-2d86-4a1d-a691-e0ef74f1e18a"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"10.058349427430215`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00003244163117705136`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"2.1107264096092235`*^-9\\\"}]\\) for the integral and error estimates.\"", 
   2, 525, 379, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781538252322*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"b1f69ab4-fdd5-4b63-ba88-8b03ea57a90d"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"10.058349427430215`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00006478040864222055`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"4.215328477365909`*^-9\\\"}]\\) for the integral and error estimates.\"", 2,
    525, 380, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.884781538308813*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"d2c42262-1da8-4922-b6b4-81b52cb38e3f"],

Cell[BoxData[
 TemplateBox[{
  "NIntegrate", "ncvb", 
   "\"NIntegrate failed to converge to prescribed accuracy after \
\\!\\(\\*RowBox[{\\\"9\\\"}]\\) recursive bisections in \
\\!\\(\\*RowBox[{\\\"r\\\"}]\\) near \\!\\(\\*RowBox[{\\\"{\\\", \\\"r\\\", \
\\\"}\\\"}]\\) = \\!\\(\\*RowBox[{\\\"{\\\", \\\"10.058349427430215`\\\", \
\\\"}\\\"}]\\). NIntegrate obtained \
\\!\\(\\*RowBox[{\\\"0.00009691381890169087`\\\"}]\\) and \\!\\(\\*RowBox[{\\\
\"6.307699538453014`*^-9\\\"}]\\) for the integral and error estimates.\"", 2,
    525, 381, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.8847815383270407`*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"b421f684-7f08-4537-bfbc-de2394499507"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"NIntegrate\\\", \
\\\"::\\\", \\\"ncvb\\\"}], \\\"MessageName\\\"]\\) will be suppressed during \
this calculation.\"", 2, 525, 382, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{3.883810722292903*^9, 3.883815642588806*^9, 
  3.8847695952470903`*^9, 3.884771149801505*^9, 3.884776053817601*^9, 
  3.8847815383432198`*^9},
 CellLabel->
  "During evaluation of \
In[520]:=",ExpressionUUID->"44603d26-18cd-4971-a91c-293de32c98d9"]
}, Open  ]],

Cell[BoxData[
 RowBox[{
  RowBox[{"PsiP8He", "[", "q_", "]"}], ":=", " ", 
  RowBox[{
   FractionBox["1", "q"], "myNorm1", 
   RowBox[{"(", 
    RowBox[{
     FractionBox[
      RowBox[{
       RowBox[{
        FractionBox[
         SqrtBox[
          RowBox[{"2", " ", "mass1", " ", 
           RowBox[{"(", 
            RowBox[{
             RowBox[{"-", "Esep1"}], "+", "myU1"}], ")"}]}]], "p"], " ", 
        RowBox[{"Cos", "[", 
         RowBox[{
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass1", " ", 
             RowBox[{"(", 
              RowBox[{
               RowBox[{"-", "Esep1"}], "+", "myU1"}], ")"}]}]], "p"], " ", 
          "range1"}], "]"}], " ", 
        RowBox[{"Sin", "[", 
         RowBox[{"q", " ", "range1"}], "]"}]}], "-", 
       RowBox[{"q", " ", 
        RowBox[{"Cos", "[", 
         RowBox[{"q", " ", "range1"}], "]"}], " ", 
        RowBox[{"Sin", "[", 
         RowBox[{
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass1", " ", 
             RowBox[{"(", 
              RowBox[{
               RowBox[{"-", "Esep1"}], "+", "myU1"}], ")"}]}]], "p"], " ", 
          "range1"}], "]"}]}]}], 
      RowBox[{
       SuperscriptBox[
        RowBox[{"(", "q", ")"}], "2"], "-", 
       SuperscriptBox[
        RowBox[{"(", 
         FractionBox[
          SqrtBox[
           RowBox[{"2", " ", "mass1", " ", 
            RowBox[{"(", 
             RowBox[{
              RowBox[{"-", "Esep1"}], "+", "myU1"}], ")"}]}]], "p"], ")"}], 
        "2"]}]], "+", 
     RowBox[{"myCoeff1", 
      FractionBox[
       RowBox[{
        SuperscriptBox["\[ExponentialE]", 
         RowBox[{
          RowBox[{"-", 
           FractionBox[
            SqrtBox[
             RowBox[{"2", " ", "mass1", " ", "Esep1"}]], "p"]}], " ", 
          "range1"}]], " ", 
        RowBox[{"(", 
         RowBox[{
          RowBox[{"q", " ", 
           RowBox[{"Cos", "[", 
            RowBox[{"q", " ", "range1"}], "]"}]}], "+", 
          RowBox[{
           FractionBox[
            SqrtBox[
             RowBox[{"2", " ", "mass1", " ", "Esep1"}]], "p"], " ", 
           RowBox[{"Sin", "[", 
            RowBox[{"q", " ", "range1"}], "]"}]}]}], ")"}]}], 
       RowBox[{
        SuperscriptBox[
         RowBox[{"(", "q", ")"}], "2"], "+", 
        SuperscriptBox[
         RowBox[{"(", 
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass1", " ", "Esep1"}]], "p"], ")"}], 
         "2"]}]]}]}], ")"}]}]}]], "Input",
 CellChangeTimes->{3.8837229434769993`*^9},
 CellLabel->
  "In[526]:=",ExpressionUUID->"d559092d-edc7-4d06-a702-6eff5ba0a662"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"ListPlot", "[", 
  RowBox[{
   RowBox[{"{", "data8He880", "}"}], ",", 
   RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.883723371354705*^9, 3.883723373426491*^9}, 
   3.884770051716117*^9, {3.884776222617082*^9, 3.8847762227081413`*^9}, 
   3.884781587092922*^9},
 CellLabel->
  "In[527]:=",ExpressionUUID->"6e0c70ae-f2e7-4846-95d3-a013dc639521"],

Cell[BoxData[
 GraphicsBox[{{}, 
   {RGBColor[0.368417, 0.506779, 0.709798], PointSize[0.004583333333333334], 
    AbsoluteThickness[1.6], PointBox[CompressedData["
1:eJw1mnlczN/3x4fikyWFqCRGhSQae7L0SiKyVNqkmLRob9pH6zRNNTM1FaHI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     "]]}, {{}, {}}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 0},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "OptimizePlotMarkers" -> True, "OptimizePlotMarkers" -> True, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        Identity[
         Part[#, 1]], 
        Identity[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        Identity[
         Part[#, 1]], 
        Identity[
         Part[#, 2]]}& )}},
  PlotRange->{{0, 1000.}, {-0.003830628141996032, 0.019457601350488032`}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{
  3.8837234819851418`*^9, {3.8837243863887672`*^9, 3.883724400306735*^9}, 
   3.88381087004075*^9, {3.884770045203422*^9, 3.884770053092277*^9}, 
   3.884771730532537*^9, 3.884776223195973*^9, 3.8847815879605*^9},
 CellLabel->
  "Out[527]=",ExpressionUUID->"cee7a66a-bdc3-4d20-9412-f1d1eb61afa8"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{
  RowBox[{"(*", " ", 
   RowBox[{"Data", " ", "interpolation"}], " ", "*)"}], "\[IndentingNewLine]", 
  RowBox[{
   RowBox[{"factor8He800", "=", 
    RowBox[{"Interpolation", "[", 
     RowBox[{"data8He800", ",", 
      RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}]}], 
   "\[IndentingNewLine]", 
   RowBox[{"factor8He840", "=", 
    RowBox[{"Interpolation", "[", 
     RowBox[{"data8He840", ",", 
      RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}]}], 
   "\[IndentingNewLine]", 
   RowBox[{"factor8He880", "=", 
    RowBox[{"Interpolation", "[", 
     RowBox[{"data8He880", ",", 
      RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}]}], 
   "\[IndentingNewLine]", 
   RowBox[{"factor8He920", "=", 
    RowBox[{"Interpolation", "[", 
     RowBox[{"data8He920", ",", 
      RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}]}], 
   "\[IndentingNewLine]", 
   RowBox[{"factor8He960", "=", 
    RowBox[{"Interpolation", "[", 
     RowBox[{"data8He960", ",", 
      RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}]}], 
   "\[IndentingNewLine]", 
   RowBox[{"factor8He10", "=", 
    RowBox[{"Interpolation", "[", 
     RowBox[{"data8He10", ",", 
      RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}]}], 
   "\[IndentingNewLine]", 
   RowBox[{"Plot", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"factor8He920", "[", "q", "]"}], "}"}], ",", 
     RowBox[{"{", 
      RowBox[{"q", ",", "1", ",", "500"}], "}"}], ",", 
     RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]}]}]], "Input",
 CellChangeTimes->{{3.883723386297536*^9, 3.883723396212397*^9}, {
  3.883724406369341*^9, 3.88372442875569*^9}, {3.883816192397832*^9, 
  3.883816239365567*^9}, {3.884771748738398*^9, 3.884771806320818*^9}, {
  3.884776232857641*^9, 3.8847762959635353`*^9}, {3.884781594633648*^9, 
  3.884781650080517*^9}},
 CellLabel->
  "In[528]:=",ExpressionUUID->"d9505bf0-29d1-406a-8f06-1985e55de13f"],

Cell[BoxData[
 InterpretationBox[
  RowBox[{
   TagBox["InterpolatingFunction",
    "SummaryHead"], "[", 
   DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, 
    TemplateBox[{
      PaneSelectorBox[{False -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], 
              ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{63.89078605501172, 0.0035404325301524463`}, {
                   67.58800283614919, 0.0009911208931219142}, {
                   77.5134873865481, -0.003115896332473642}}], 
                  
                  LineBox[{{127.29491914500203`, -0.003115896332473642}, {
                   136.62145931312745`, -0.0008138461375096054}, {
                   152.859730116188, 0.002465206870887024}, {
                   166.33567104263037`, 0.0035404325301524463`}}], 
                  LineBox[CompressedData["
1:eJwBMQPO/CFib1JlAgAAADIAAAACAAAAmwvLMIU1ZkDhScg90wBtP1sBubv9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                   "]]}, 
                 Annotation[#, "Charting`Private`Tag$7488342#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.003115896332473642, 
               0.0035404325301524463`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}], True -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], 
              ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{63.89078605501172, 0.0035404325301524463`}, {
                   67.58800283614919, 0.0009911208931219142}, {
                   77.5134873865481, -0.003115896332473642}}], 
                  
                  LineBox[{{127.29491914500203`, -0.003115896332473642}, {
                   136.62145931312745`, -0.0008138461375096054}, {
                   152.859730116188, 0.002465206870887024}, {
                   166.33567104263037`, 0.0035404325301524463`}}], 
                  LineBox[CompressedData["
1:eJwBMQPO/CFib1JlAgAAADIAAAACAAAAmwvLMIU1ZkDhScg90wBtP1sBubv9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                   "]]}, 
                 Annotation[#, "Charting`Private`Tag$7488342#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.003115896332473642, 
               0.0035404325301524463`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Order: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["2", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Method: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"Hermite\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Periodic: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["False", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}]}, 
       Dynamic[Typeset`open$$], ImageSize -> Automatic]},
     "SummaryPanel"],
    DynamicModuleValues:>{}], "]"}],
  InterpolatingFunction[{{1., 1000.}}, {
   5, 7, 0, {1000}, {3}, 0, 0, 0, 0, Automatic, {}, {}, 
    False}, CompressedData["
1:eJwt1zfsw1odBeALLBkzMGRgMAihCCFkeqjv0kM3jxb65cGDUJ/poV966B4z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   "], {Developer`PackedArrayForm, CompressedData["
1:eJwd1oOyIAYSBdCxbdu2bdu2bdu2bdu2bdtmMkgye9521anq+wGNxE06VukQ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    "], CompressedData["
1:eJwVV3c0F+4XFhUh2WTvPT/2+lx7Z69kV4RCKNlE4WtEoSKbNKSQiHIVJRJS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    "]}, {Automatic}],
  Editable->False,
  SelectWithContents->True,
  Selectable->False]], "Output",
 CellChangeTimes->{
  3.8837234962591963`*^9, {3.883724390909018*^9, 3.8837244220350122`*^9}, 
   3.883810880164082*^9, 3.883812928206394*^9, 3.883816240328163*^9, 
   3.88477005606642*^9, 3.8847718077663813`*^9, {3.884776288180044*^9, 
   3.884776296428225*^9}, 3.884781651288433*^9},
 CellLabel->
  "Out[528]=",ExpressionUUID->"69539866-c8d1-4b51-9a4d-5537c1055fd6"],

Cell[BoxData[
 InterpretationBox[
  RowBox[{
   TagBox["InterpolatingFunction",
    "SummaryHead"], "[", 
   DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, 
    TemplateBox[{
      PaneSelectorBox[{False -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], 
              ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{62.634407279174965`, 0.0018778350849548908`}, {
                   67.58800283614919, -0.0004789212115627338}, {
                   72.68959157101138, -0.001774868229928019}}], 
                  
                  LineBox[{{124.22190132886966`, -0.001774868229928019}, {
                   136.62145931312745`, 0.00044886026635712536`}, {
                   148.78793788927427`, 0.0018778350849548908`}}], 
                  LineBox[CompressedData["
1:eJwBMQPO/CFib1JlAgAAADIAAAACAAAAxyy9Tty5ZkBcCL0RNsReP1sBubv9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                   "]]}, 
                 Annotation[#, "Charting`Private`Tag$7488403#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.001774868229928019, 
               0.0018778350849548908`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}], True -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], 
              ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{62.634407279174965`, 0.0018778350849548908`}, {
                   67.58800283614919, -0.0004789212115627338}, {
                   72.68959157101138, -0.001774868229928019}}], 
                  
                  LineBox[{{124.22190132886966`, -0.001774868229928019}, {
                   136.62145931312745`, 0.00044886026635712536`}, {
                   148.78793788927427`, 0.0018778350849548908`}}], 
                  LineBox[CompressedData["
1:eJwBMQPO/CFib1JlAgAAADIAAAACAAAAxyy9Tty5ZkBcCL0RNsReP1sBubv9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                   "]]}, 
                 Annotation[#, "Charting`Private`Tag$7488403#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.001774868229928019, 
               0.0018778350849548908`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Order: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["2", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Method: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"Hermite\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Periodic: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["False", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}]}, 
       Dynamic[Typeset`open$$], ImageSize -> Automatic]},
     "SummaryPanel"],
    DynamicModuleValues:>{}], "]"}],
  InterpolatingFunction[{{1., 1000.}}, {
   5, 7, 0, {1000}, {3}, 0, 0, 0, 0, Automatic, {}, {}, 
    False}, CompressedData["
1:eJwt1zfsw1odBeALLBkzMGRgMAihCCFkeqjv0kM3jxb65cGDUJ/poV966B4z
eszoMeMdM3r8jx4zeswIIp8l6/PRT0dn9sufe+HZ518cQnjR/97bS4JnfsZH
fLDgki/lii9jxVfwlXwV13w1X8PXsubr+Hq+gW/km/hmvoUbvpVv49v5Dr6T
7+IzjA8zw7tlhvfIDO+VGd4nM7xfZviAzPBBmWErM3xIZviwzPARmeGjMsPH
ZIaPywyfkBmah5GZheGT7swsDM+6M7MwfMqdmYXh0+7MLAyfcWdmYfisOzML
w+fcmVkYdu7MLAyfd2dmYfiCOzMLwxfdmVkYvuTOzMLwZXdmFoavuDOzMHzV
nZmFIT2sGJmY2bNwYviaPiMTM3sWTgzP6TMyMbNn4cTwdX1GJmb2LJwYvqHP
yMTMnoUTw/P6jEzM7Fk4MXxTn5GJmT0LJ4Zv6TMyMbNn4cSw12dkYmbPwonh
2/qMTMzsWTgxfEefkYmZPQsnhu/qMzIxs2fhxPA9fUYmZvYsnBi+r8/IxMye
hRPDD/QZmZjZs3BieEGfkYmZPQsnhvbhkhVrRjZMbJnZsefAwpETZ4Yf2mfF
mpENE1tmduw5sHDkxJnhR/ZZsWZkw8SWmR17DiwcOXFm+LF9VqwZ2TCxZWbH
ngMLR06cGX5inxVrRjZMbJnZsefAwpETZ4af2mfFmpENE1tmduw5sHDkxJnh
Z/ZZsWZkw8SWmR17DiwcOXFm+Ll9VqwZ2TCxZWbHngMLR06cGQ72WbFmZMPE
lpkdew4sHDlxZviFfVasGdkwsWVmx54DC0dOnBl+aZ8Va0Y2TGyZ2bHnwMKR
E2eGX9lnxZqRDRNbZnbsObBw5MSZ4df2WbFmZMPElpkdew4sHDlxZviNfVas
GdkwsWVmx54DC0dOnBl+a58Va0Y2TGyZ2bHnwMKRE2eG39lnxZqRDRNbZnbs
ObBw5MSZ//vx/T8LLrlixTVrbhi5ZcMdE/dseWDmkR1P7HnmwAsLrxz5xIk3
zrwz/P7hgkuuWHHNmhtGbtlwx8Q9Wx6YeWTHE3ueOfDCwitHPnHijTPvDH94
uOCSK1Zcs+aGkVs23DFxz5YHZh7Z8cSeZw68sPDKkU+ceOPMO8MfHy645IoV
16y5YeSWDXdM3LPlgZlHdjyx55kDLyy8cuQTJ944887wp4cLLrlixTVrbhi5
ZcMdE/dseWDmkR1P7HnmwAsLrxz5xIk3zrwz/PnhgkuuWHHNmhtGbtlwx8Q9
Wx6YeWTHE3ueOfDCwitHPnHijTPvDH95uOCSK1Zcs+aGkVs23DFxz5YHZh7Z
8cSeZw68sPDKkU+ceOPMO8NfHy645IoV16y5YeSWDXdM3LPlgZlHdjyx55kD
Lyy8cuQTJ944885wfLjgkitWXLPmhpFbNtwxcc+WB2Ye2fHEnmcOvLDwypFP
nHjjzDvD3x4uuOSKFdesuWHklg13TNyz5YGZR3Y8seeZAy8svHLkEyfeOPPO
8PeHCy65YsU1a24YuWXDHRP3bHlg5pEdT+x55sALC68c+cSJN868M/zj4YJL
rlhxzZobRm7ZcMfEPVsemHlkxxN7njnwwsIrRz5x4o0z7wz/fLjgkitWXLPm
hpFbNtwxcc+WB2Ye2fHEnmcOvLDwypFPnHjjzDvDvx4uuOSKFdesuWHklg13
TNyz5YGZR3Y8seeZAy8svHLkEyfeOPPO8O+HCy65YsU1a24YuWXDHRP3bHlg
5pEdT+x55sALC68c+cSJN868M/zn4YJLrlhxzZobxv/E/wKWU4iq
   "], {Developer`PackedArrayForm, CompressedData["
1:eJwd1oOyIAYSBdCxbdu2bdu2bdu2bdu2bdtmMkgye9521anq+wGNxE06VukQ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    "], CompressedData["
1:eJwNl3c4FmwUxq1IZGVmj9fee77HJmRkyygzK/NF+ipFQhnZszQopcyi0nsi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    "]}, {Automatic}],
  Editable->False,
  SelectWithContents->True,
  Selectable->False]], "Output",
 CellChangeTimes->{
  3.8837234962591963`*^9, {3.883724390909018*^9, 3.8837244220350122`*^9}, 
   3.883810880164082*^9, 3.883812928206394*^9, 3.883816240328163*^9, 
   3.88477005606642*^9, 3.8847718077663813`*^9, {3.884776288180044*^9, 
   3.884776296428225*^9}, 3.884781651319077*^9},
 CellLabel->
  "Out[529]=",ExpressionUUID->"32e96337-ce94-4efe-9a44-955d72d28d49"],

Cell[BoxData[
 InterpretationBox[
  RowBox[{
   TagBox["InterpolatingFunction",
    "SummaryHead"], "[", 
   DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, 
    TemplateBox[{
      PaneSelectorBox[{False -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], 
              ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{59.93320700486404, 0.0014173335929860385`}, {
                   67.58800283614919, -0.0010663242659287753`}, {
                   69.14942190990082, -0.001300312140451699}}], 
                  
                  LineBox[{{118.34085135971075`, -0.001300312140451699}, {
                   119.21320203105091`, -0.0011955048108536128`}, {
                   136.62145931312745`, 0.0009324651166675771}, {
                   144.81670302916345`, 0.0014173335929860385`}}], 
                  LineBox[CompressedData["
1:eJwBMQPO/CFib1JlAgAAADIAAAACAAAApc7Wf6WiZUBwPntbujhXP1sBubv9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                   "]]}, 
                 Annotation[#, "Charting`Private`Tag$7488464#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.001300312140451699, 
               0.0014173335929860385`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}], True -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], 
              ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{59.93320700486404, 0.0014173335929860385`}, {
                   67.58800283614919, -0.0010663242659287753`}, {
                   69.14942190990082, -0.001300312140451699}}], 
                  
                  LineBox[{{118.34085135971075`, -0.001300312140451699}, {
                   119.21320203105091`, -0.0011955048108536128`}, {
                   136.62145931312745`, 0.0009324651166675771}, {
                   144.81670302916345`, 0.0014173335929860385`}}], 
                  LineBox[CompressedData["
1:eJwBMQPO/CFib1JlAgAAADIAAAACAAAApc7Wf6WiZUBwPntbujhXP1sBubv9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                   "]]}, 
                 Annotation[#, "Charting`Private`Tag$7488464#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.001300312140451699, 
               0.0014173335929860385`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Order: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["2", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Method: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"Hermite\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Periodic: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["False", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}]}, 
       Dynamic[Typeset`open$$], ImageSize -> Automatic]},
     "SummaryPanel"],
    DynamicModuleValues:>{}], "]"}],
  InterpolatingFunction[{{1., 1000.}}, {
   5, 7, 0, {1000}, {3}, 0, 0, 0, 0, Automatic, {}, {}, 
    False}, CompressedData["
1:eJwt1zfsw1odBeALLBkzMGRgMAihCCFkeqjv0kM3jxb65cGDUJ/poV966B4z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   "], {Developer`PackedArrayForm, CompressedData["
1:eJwd1oOyIAYSBdCxbdu2bdu2bdu2bdu2bdtmMkgye9521anq+wGNxE06VukQ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    "], CompressedData["
1:eJwNV2c0FgwYtZPNa29ee8/s9yEzIyMrszKyV0gKhYSyK0pKoUGJz17vU6Rs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    "]}, {Automatic}],
  Editable->False,
  SelectWithContents->True,
  Selectable->False]], "Output",
 CellChangeTimes->{
  3.8837234962591963`*^9, {3.883724390909018*^9, 3.8837244220350122`*^9}, 
   3.883810880164082*^9, 3.883812928206394*^9, 3.883816240328163*^9, 
   3.88477005606642*^9, 3.8847718077663813`*^9, {3.884776288180044*^9, 
   3.884776296428225*^9}, 3.884781651366251*^9},
 CellLabel->
  "Out[530]=",ExpressionUUID->"4590ae9a-3ba7-4134-b816-2f0e5f773cca"],

Cell[BoxData[
 InterpretationBox[
  RowBox[{
   TagBox["InterpolatingFunction",
    "SummaryHead"], "[", 
   DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, 
    TemplateBox[{
      PaneSelectorBox[{False -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], 
              ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{114.69600261464124`, -0.0007879778527365392}, {
                   119.21320203105091`, -0.0003620859791589664}, {
                   134.7435166049162, 0.0008473562034311354}}], 
                  
                  LineBox[{{169.5855230042872, 0.0008473562034311354}, {
                   170.46784494870712`, 0.0008205378622071705}, {
                   186.9059733022103, -0.000034238791055866766`}, {
                   203.020725346189, -0.000665414742231469}, {
                   219.82100484027262`, -0.0007879778527365392}}], 
                  LineBox[CompressedData["
1:eJwBAQP+/CFib1JlAgAAAC8AAAACAAAAEn6UyYuXa0Daw8GNCdJJv/JJ9988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                   "]], 
                  
                  LineBox[{{58.24828687916329, 0.0008473562034311354}, {
                   65.7368546221245, -0.0007879778527365392}}]}, 
                 Annotation[#, "Charting`Private`Tag$7488525#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.0007879778527365392, 
               0.0008473562034311354}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}], True -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], 
              ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{114.69600261464124`, -0.0007879778527365392}, {
                   119.21320203105091`, -0.0003620859791589664}, {
                   134.7435166049162, 0.0008473562034311354}}], 
                  
                  LineBox[{{169.5855230042872, 0.0008473562034311354}, {
                   170.46784494870712`, 0.0008205378622071705}, {
                   186.9059733022103, -0.000034238791055866766`}, {
                   203.020725346189, -0.000665414742231469}, {
                   219.82100484027262`, -0.0007879778527365392}}], 
                  LineBox[CompressedData["
1:eJwBAQP+/CFib1JlAgAAAC8AAAACAAAAEn6UyYuXa0Daw8GNCdJJv/JJ9988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                   "]], 
                  
                  LineBox[{{58.24828687916329, 0.0008473562034311354}, {
                   65.7368546221245, -0.0007879778527365392}}]}, 
                 Annotation[#, "Charting`Private`Tag$7488525#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.0007879778527365392, 
               0.0008473562034311354}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Order: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["2", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Method: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"Hermite\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Periodic: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["False", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}]}, 
       Dynamic[Typeset`open$$], ImageSize -> Automatic]},
     "SummaryPanel"],
    DynamicModuleValues:>{}], "]"}],
  InterpolatingFunction[{{1., 1000.}}, {
   5, 7, 0, {1000}, {3}, 0, 0, 0, 0, Automatic, {}, {}, 
    False}, CompressedData["
1:eJwt1zfsw1odBeALLBkzMGRgMAihCCFkeqjv0kM3jxb65cGDUJ/poV966B4z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   "], {Developer`PackedArrayForm, CompressedData["
1:eJwd1oOyIAYSBdCxbdu2bdu2bdu2bdu2bdtmMkgye9521anq+wGNxE06VukQ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    "], CompressedData["
1:eJwVV3c41u8XRmbWy2uv7L238DlkZGaFZGVGyiapSBkZKbMkachIKCGV3pOo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    "]}, {Automatic}],
  Editable->False,
  SelectWithContents->True,
  Selectable->False]], "Output",
 CellChangeTimes->{
  3.8837234962591963`*^9, {3.883724390909018*^9, 3.8837244220350122`*^9}, 
   3.883810880164082*^9, 3.883812928206394*^9, 3.883816240328163*^9, 
   3.88477005606642*^9, 3.8847718077663813`*^9, {3.884776288180044*^9, 
   3.884776296428225*^9}, 3.884781651387597*^9},
 CellLabel->
  "Out[531]=",ExpressionUUID->"59e9240f-b1ee-4692-a8a0-f13992d25b1f"],

Cell[BoxData[
 InterpretationBox[
  RowBox[{
   TagBox["InterpolatingFunction",
    "SummaryHead"], "[", 
   DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, 
    TemplateBox[{
      PaneSelectorBox[{False -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], 
              ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{110.75593396567092`, -0.0005304252618438338}, {
                   119.21320203105091`, 0.000060157535366395496`}, {
                   131.41387536698454`, 0.0006194631595017461}}], 
                  
                  LineBox[{{161.13377442683574`, 0.0006194631595017461}, {
                   170.46784494870712`, 0.0003255593687528906}, {
                   186.9059733022103, -0.00027242391651389716`}, {
                   200.96702306864594`, -0.0005304252618438338}}], 
                  LineBox[CompressedData["
1:eJwBEQPu/CFib1JlAgAAADAAAAACAAAAVwid3nISakBNHoiTh2FBv21o05cr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                   "]], 
                  
                  LineBox[{{55.74245244568077, 0.0006194631595017461}, {
                   63.6708387168983, -0.0005304252618438338}}]}, 
                 Annotation[#, "Charting`Private`Tag$7488586#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.0005304252618438338, 
               0.0006194631595017461}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}], True -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], 
              ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{110.75593396567092`, -0.0005304252618438338}, {
                   119.21320203105091`, 0.000060157535366395496`}, {
                   131.41387536698454`, 0.0006194631595017461}}], 
                  
                  LineBox[{{161.13377442683574`, 0.0006194631595017461}, {
                   170.46784494870712`, 0.0003255593687528906}, {
                   186.9059733022103, -0.00027242391651389716`}, {
                   200.96702306864594`, -0.0005304252618438338}}], 
                  LineBox[CompressedData["
1:eJwBEQPu/CFib1JlAgAAADAAAAACAAAAVwid3nISakBNHoiTh2FBv21o05cr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                   "]], 
                  
                  LineBox[{{55.74245244568077, 0.0006194631595017461}, {
                   63.6708387168983, -0.0005304252618438338}}]}, 
                 Annotation[#, "Charting`Private`Tag$7488586#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.0005304252618438338, 
               0.0006194631595017461}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Order: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["2", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Method: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"Hermite\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Periodic: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["False", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, 
             GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}]}, 
       Dynamic[Typeset`open$$], ImageSize -> Automatic]},
     "SummaryPanel"],
    DynamicModuleValues:>{}], "]"}],
  InterpolatingFunction[{{1., 1000.}}, {
   5, 7, 0, {1000}, {3}, 0, 0, 0, 0, Automatic, {}, {}, 
    False}, CompressedData["
1:eJwt1zfsw1odBeALLBkzMGRgMAihCCFkeqjv0kM3jxb65cGDUJ/poV966B4z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   "], {Developer`PackedArrayForm, CompressedData["
1:eJwd1oOyIAYSBdCxbdu2bdu2bdu2bdu2bdtmMkgye9521anq+wGNxE06VukQ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    "], CompressedData["
1:eJwNlnc80G8Qx+2999577xDfs4tsZa8UqSQNVCg7NPiFjCZFklXZ5XvKKC0r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    "]}, {Automatic}],
  Editable->False,
  SelectWithContents->True,
  Selectable->False]], "Output",
 CellChangeTimes->{
  3.8837234962591963`*^9, {3.883724390909018*^9, 3.8837244220350122`*^9}, 
   3.883810880164082*^9, 3.883812928206394*^9, 3.883816240328163*^9, 
   3.88477005606642*^9, 3.8847718077663813`*^9, {3.884776288180044*^9, 
   3.884776296428225*^9}, 3.884781651411283*^9},
 CellLabel->
  "Out[532]=",ExpressionUUID->"3ad7b5ef-6822-4454-9e12-5bba94de1463"],

Cell[BoxData[
 InterpretationBox[
  RowBox[{
   TagBox["InterpolatingFunction",
    "SummaryHead"], "[", 
   DynamicModuleBox[{Typeset`open$$ = False, Typeset`embedState$$ = "Ready"}, 
    TemplateBox[{
      PaneSelectorBox[{False -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxOpener"]], 
              ButtonFunction :> (Typeset`open$$ = True), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{106.88800372702369`, -0.0003683728478476899}, {
                   119.21320203105091`, 0.00023761995354556543`}, {
                   126.00688174139604`, 0.00040176876494644754`}}], 
                  
                  LineBox[{{157.1069866948938, 0.00040176876494644754`}, {
                   170.46784494870712`, 0.000044920259187940746`}, {
                   186.9059733022103, -0.0003211168940377665}, {
                   196.79708520207254`, -0.0003683728478476899}}], 
                  LineBox[CompressedData["
1:eJwBEQPu/CFib1JlAgAAADAAAAACAAAAkTlFhhawaUA8xJBVRSQ4v21o05cr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                   "]], 
                  
                  LineBox[{{53.66062560418622, 0.00040176876494644754`}, {
                   61.77751290255801, -0.0003683728478476899}}]}, 
                 Annotation[#, "Charting`Private`Tag$7488647#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.0003683728478476899, 
               0.00040176876494644754`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}], True -> GridBox[{{
            PaneBox[
             ButtonBox[
              DynamicBox[
               FEPrivate`FrontEndResource["FEBitmaps", "SummaryBoxCloser"]], 
              ButtonFunction :> (Typeset`open$$ = False), Appearance -> None, 
              BaseStyle -> {}, Evaluator -> Automatic, Method -> 
              "Preemptive"], Alignment -> {Center, Center}, ImageSize -> 
             Dynamic[{
               Automatic, 
                3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                 Magnification])}]], 
            GraphicsBox[{{{{}, {}, 
                TagBox[{
                  Directive[
                   Opacity[1.], 
                   RGBColor[0.368417, 0.506779, 0.709798], 
                   AbsoluteThickness[1]], 
                  
                  LineBox[{{106.88800372702369`, -0.0003683728478476899}, {
                   119.21320203105091`, 0.00023761995354556543`}, {
                   126.00688174139604`, 0.00040176876494644754`}}], 
                  
                  LineBox[{{157.1069866948938, 0.00040176876494644754`}, {
                   170.46784494870712`, 0.000044920259187940746`}, {
                   186.9059733022103, -0.0003211168940377665}, {
                   196.79708520207254`, -0.0003683728478476899}}], 
                  LineBox[CompressedData["
1:eJwBEQPu/CFib1JlAgAAADAAAAACAAAAkTlFhhawaUA8xJBVRSQ4v21o05cr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                   "]], 
                  
                  LineBox[{{53.66062560418622, 0.00040176876494644754`}, {
                   61.77751290255801, -0.0003683728478476899}}]}, 
                 Annotation[#, "Charting`Private`Tag$7488647#1"]& ]}}, {}}, {
             DisplayFunction -> Identity, Ticks -> {Automatic, Automatic}, 
              AxesOrigin -> {0, 0}, FrameTicks -> {{{}, {}}, {{}, {}}}, 
              GridLines -> {None, None}, DisplayFunction -> Identity, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, PlotRangeClipping -> True, ImagePadding -> 
              All, DisplayFunction -> Identity, AspectRatio -> 1, 
              Axes -> {False, False}, AxesLabel -> {None, None}, 
              AxesOrigin -> {0, 0}, DisplayFunction :> Identity, 
              Frame -> {{True, True}, {True, True}}, 
              FrameLabel -> {{None, None}, {None, None}}, FrameStyle -> 
              Directive[
                Opacity[0.5], 
                Thickness[Tiny], 
                RGBColor[0.368417, 0.506779, 0.709798]], 
              FrameTicks -> {{None, None}, {None, None}}, 
              GridLines -> {None, None}, GridLinesStyle -> Directive[
                GrayLevel[0.5, 0.4]], ImageSize -> 
              Dynamic[{
                Automatic, 
                 3.5 (CurrentValue["FontCapHeight"]/AbsoluteCurrentValue[
                  Magnification])}], 
              Method -> {
               "DefaultBoundaryStyle" -> Automatic, 
                "DefaultGraphicsInteraction" -> {
                 "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
                  "Effects" -> {
                   "Highlight" -> {"ratio" -> 2}, 
                    "HighlightPoint" -> {"ratio" -> 2}, 
                    "Droplines" -> {
                    "freeformCursorMode" -> True, 
                    "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
                "DefaultMeshStyle" -> AbsolutePointSize[6], 
                "ScalingFunctions" -> None, 
                "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& ), "CopiedValueFunction" -> ({
                    (Identity[#]& )[
                    Part[#, 1]], 
                    (Identity[#]& )[
                    Part[#, 2]]}& )}}, 
              PlotRange -> {{1., 1000.}, {-0.0003683728478476899, 
               0.00040176876494644754`}}, PlotRangeClipping -> True, 
              PlotRangePadding -> {{
                 Scaled[0.1], 
                 Scaled[0.1]}, {
                 Scaled[0.1], 
                 Scaled[0.1]}}, Ticks -> {Automatic, Automatic}}], 
            GridBox[{{
               RowBox[{
                 TagBox["\"Domain: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox[
                  RowBox[{"{", 
                    RowBox[{"{", 
                    RowBox[{"1.`", ",", "1000.`"}], "}"}], "}"}], 
                  "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Output: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"scalar\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Order: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["2", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Method: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["\"Hermite\"", "SummaryItem"]}]}, {
               RowBox[{
                 TagBox["\"Periodic: \"", "SummaryItemAnnotation"], 
                 "\[InvisibleSpace]", 
                 TagBox["False", "SummaryItem"]}]}}, 
             GridBoxAlignment -> {
              "Columns" -> {{Left}}, "Rows" -> {{Automatic}}}, AutoDelete -> 
             False, GridBoxItemSize -> {
              "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
             GridBoxSpacings -> {"Columns" -> {{2}}, "Rows" -> {{Automatic}}},
              BaseStyle -> {
              ShowStringCharacters -> False, NumberMarks -> False, 
               PrintPrecision -> 3, ShowSyntaxStyles -> False}]}}, 
          GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}}, 
          AutoDelete -> False, 
          GridBoxItemSize -> {
           "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}, 
          BaselinePosition -> {1, 1}]}, 
       Dynamic[Typeset`open$$], ImageSize -> Automatic]},
     "SummaryPanel"],
    DynamicModuleValues:>{}], "]"}],
  InterpolatingFunction[{{1., 1000.}}, {
   5, 7, 0, {1000}, {3}, 0, 0, 0, 0, Automatic, {}, {}, 
    False}, CompressedData["
1:eJwt1zfsw1odBeALLBkzMGRgMAihCCFkeqjv0kM3jxb65cGDUJ/poV966B4z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   "], {Developer`PackedArrayForm, CompressedData["
1:eJwd1oOyIAYSBdCxbdu2bdu2bdu2bdu2bdtmMkgye9521anq+wGNxE06VukQ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    "], CompressedData["
1:eJwNV3c4F24QtzfZO/G1Z6Ss9L5myEzkF0lm9kpoKKmQlIxCShRFImVmvK9V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    "]}, {Automatic}],
  Editable->False,
  SelectWithContents->True,
  Selectable->False]], "Output",
 CellChangeTimes->{
  3.8837234962591963`*^9, {3.883724390909018*^9, 3.8837244220350122`*^9}, 
   3.883810880164082*^9, 3.883812928206394*^9, 3.883816240328163*^9, 
   3.88477005606642*^9, 3.8847718077663813`*^9, {3.884776288180044*^9, 
   3.884776296428225*^9}, 3.884781651436164*^9},
 CellLabel->
  "Out[533]=",ExpressionUUID->"924545b1-618a-4def-9b37-8ed0ae6f7c94"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVV3c81e8XF5KErKyUmb1ly3NsbvYu+xpxzYuLi0vKyCiSVDQkKX2lkoyG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       "]]},
     Annotation[#, "Charting`Private`Tag$7488708#1"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 0},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  ImageSize->{749.3181818181827, Automatic},
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{
  3.8837234962591963`*^9, {3.883724390909018*^9, 3.8837244220350122`*^9}, 
   3.883810880164082*^9, 3.883812928206394*^9, 3.883816240328163*^9, 
   3.88477005606642*^9, 3.8847718077663813`*^9, {3.884776288180044*^9, 
   3.884776296428225*^9}, 3.8847816514845963`*^9},
 CellLabel->
  "Out[534]=",ExpressionUUID->"deda2472-c2d7-4911-b1ca-7e6a3fb2e825"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"NIntegrate", "[", 
  RowBox[{
   SuperscriptBox[
    RowBox[{"(", 
     RowBox[{"q", " ", 
      RowBox[{"PsiP8He", "[", "q", "]"}]}], ")"}], "2"], ",", 
   RowBox[{"{", 
    RowBox[{"q", ",", "0", ",", "Infinity"}], "}"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.881205288234173*^9, 3.8812053028843*^9}, 
   3.8812058315934973`*^9, {3.88242123801644*^9, 3.882421243014648*^9}, {
   3.882421297853364*^9, 3.882421331195804*^9}, {3.88242334248276*^9, 
   3.882423344359261*^9}, {3.883473266407168*^9, 3.883473268464554*^9}, {
   3.883479582290578*^9, 3.883479582437002*^9}, {3.883553687495833*^9, 
   3.8835536878555193`*^9}},
 CellLabel->
  "In[535]:=",ExpressionUUID->"73fcd4a8-f07c-4668-a074-8d6edd4e9c5c"],

Cell[BoxData["1.5707961288234409`"], "Output",
 CellChangeTimes->{
  3.881205304037475*^9, {3.881205833323921*^9, 3.881205837282301*^9}, {
   3.881205872114337*^9, 3.881205882012789*^9}, 3.881297116188105*^9, 
   3.882090935330817*^9, 3.882329838140649*^9, 3.8824210281342487`*^9, {
   3.8824212406547403`*^9, 3.882421244266634*^9}, 3.8824212755250263`*^9, {
   3.882421307427759*^9, 3.882421342072089*^9}, {3.8824229850364428`*^9, 
   3.882423043883869*^9}, 3.88242307529848*^9, {3.8824231463273973`*^9, 
   3.882423160190447*^9}, 3.882423346652607*^9, 3.882867355595727*^9, 
   3.88310583295991*^9, 3.8834687277985477`*^9, 3.883472941558489*^9, 
   3.883473278878297*^9, 3.883479294805578*^9, {3.883479582838084*^9, 
   3.8834795862419024`*^9}, {3.883553688800343*^9, 3.883553728335539*^9}, 
   3.883554093692698*^9, 3.883555173707074*^9, 3.883641249162043*^9, 
   3.883644205011154*^9, 3.8837084754117804`*^9, 3.883721115116543*^9, {
   3.883722039492464*^9, 3.883722043643057*^9}, 3.883810884806055*^9, 
   3.884770059187111*^9, 3.884771812950027*^9, 3.884776300339046*^9, 
   3.8847816551406918`*^9},
 CellLabel->
  "Out[535]=",ExpressionUUID->"7064fc70-a5ad-4c7a-9a5d-93a2ff93f3b9"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"\[IndentingNewLine]", 
  RowBox[{"Plot", "[", 
   RowBox[{
    RowBox[{"PsiP8He", "[", "q", "]"}], ",", 
    RowBox[{"{", 
     RowBox[{"q", ",", "0", ",", "5"}], "}"}], ",", 
    RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]}]], "Input",
 CellChangeTimes->{{3.881038555156019*^9, 3.881038640793738*^9}, {
   3.88120183848323*^9, 3.881201839189108*^9}, {3.881201927015479*^9, 
   3.8812019395020847`*^9}, {3.881205040564049*^9, 3.8812050519065933`*^9}, {
   3.8812052078525248`*^9, 3.8812052105209427`*^9}, {3.8824213624532003`*^9, 
   3.882421379359367*^9}, {3.882423060474876*^9, 3.88242306952956*^9}, 
   3.8834732814449577`*^9, {3.883553735126048*^9, 3.883553735494109*^9}, {
   3.8835540985421658`*^9, 3.883554102218004*^9}},
 CellLabel->
  "In[536]:=",ExpressionUUID->"4207567b-0a7c-4cc5-81be-75f2e42df3dc"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVlnc81d8fx3Evca+43DQoK1GRIhLR+5hFKskmSfa8aCgjSbhGIZsyomTc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       "]]},
     Annotation[#, "Charting`Private`Tag$7488829#1"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 0},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{{3.881038575677834*^9, 3.881038641420527*^9}, 
   3.881197788955649*^9, 3.881201519419276*^9, 3.8812015971994333`*^9, 
   3.881201840735798*^9, {3.881201924988084*^9, 3.881201940399811*^9}, 
   3.881202351635956*^9, {3.881205038351377*^9, 3.881205052665579*^9}, {
   3.881205205639812*^9, 3.881205211270877*^9}, 3.881205254962636*^9, 
   3.881205886979726*^9, 3.881297133253644*^9, 3.882090937645055*^9, 
   3.8823298400211067`*^9, 3.882421029586155*^9, {3.882421344299646*^9, 
   3.882421379707559*^9}, {3.882423063202887*^9, 3.8824230769352703`*^9}, 
   3.8824231622095547`*^9, 3.8824233533152122`*^9, {3.882423484631295*^9, 
   3.88242349610753*^9}, 3.882867357254532*^9, 3.883105836205462*^9, 
   3.8834687295907087`*^9, 3.883472943923246*^9, 3.8834732821119223`*^9, 
   3.883479296594655*^9, 3.883479589542738*^9, 3.883553736185631*^9, {
   3.883554095989285*^9, 3.883554102616744*^9}, 3.883555175933848*^9, 
   3.8836412513085413`*^9, 3.883644207560411*^9, 3.8837084772159433`*^9, 
   3.883721117066905*^9, 3.883722045873139*^9, 3.883810886735237*^9, 
   3.884770060803801*^9, 3.8847718146294327`*^9, 3.884776302533823*^9, 
   3.884781656799004*^9},
 CellLabel->
  "Out[536]=",ExpressionUUID->"031b0b1c-41c3-42ed-9f19-5c3598d9db1e"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"mom8He", " ", "=", " ", 
  RowBox[{"Sqrt", "[", 
   RowBox[{"2", " ", "mass1", " ", 
    RowBox[{"(", 
     RowBox[{"-", "Esep1"}], ")"}]}], "]"}]}]], "Input",
 CellChangeTimes->{{3.883473213366879*^9, 3.883473219522561*^9}},
 CellLabel->
  "In[537]:=",ExpressionUUID->"cee43495-67e9-47c2-94dc-2d657d1fab18"],

Cell[BoxData[
 RowBox[{"0.`", "\[VeryThinSpace]", "+", 
  RowBox[{"201.85418856194192`", " ", "\[ImaginaryI]"}]}]], "Output",
 CellChangeTimes->{3.8834732210776253`*^9, 3.883479298313076*^9, 
  3.883479593673148*^9, 3.883553741398889*^9, 3.883555177567884*^9, 
  3.883641253471229*^9, 3.883644214269588*^9, 3.883708479707552*^9, 
  3.883722048284419*^9, 3.8838108885473213`*^9, 3.883816248316956*^9, 
  3.884770062909734*^9, 3.884771817447282*^9, 3.884776304639183*^9, 
  3.884781658579685*^9},
 CellLabel->
  "Out[537]=",ExpressionUUID->"53ca6d9d-1f32-4d17-a142-6d2901ba5316"]
}, Open  ]],

Cell[BoxData[
 RowBox[{
  RowBox[{"TMatrix8He", "[", "k_", "]"}], ":=", 
  RowBox[{
   RowBox[{"-", 
    FractionBox[
     RowBox[{"p", " ", "myNorm1", " ", "myU1"}], 
     RowBox[{"k", " ", 
      RowBox[{"Abs", "[", "mom8He", "]"}]}]]}], " ", 
   RowBox[{"(", 
    RowBox[{
     FractionBox[
      RowBox[{"Sin", "[", 
       RowBox[{
        RowBox[{"(", 
         RowBox[{
          FractionBox["k", "p"], "-", 
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass1", " ", 
             RowBox[{"(", 
              RowBox[{
               RowBox[{"-", "Esep1"}], "+", "myU1"}], ")"}]}]], "p"]}], ")"}],
         " ", "range1"}], "]"}], 
      RowBox[{"2", " ", 
       RowBox[{"(", 
        RowBox[{
         FractionBox["k", "p"], "-", 
         FractionBox[
          SqrtBox[
           RowBox[{"2", " ", "mass1", " ", 
            RowBox[{"(", 
             RowBox[{
              RowBox[{"-", "Esep1"}], "+", "myU1"}], ")"}]}]], "p"]}], 
        ")"}]}]], "-", 
     FractionBox[
      RowBox[{"Sin", "[", 
       RowBox[{
        RowBox[{"(", 
         RowBox[{
          FractionBox["k", "p"], "+", 
          FractionBox[
           SqrtBox[
            RowBox[{"2", " ", "mass1", " ", 
             RowBox[{"(", 
              RowBox[{
               RowBox[{"-", "Esep1"}], "+", "myU1"}], ")"}]}]], "p"]}], ")"}],
         " ", "range1"}], "]"}], 
      RowBox[{"2", " ", 
       RowBox[{"(", 
        RowBox[{
         FractionBox["k", "p"], "+", 
         FractionBox[
          SqrtBox[
           RowBox[{"2", " ", "mass1", " ", 
            RowBox[{"(", 
             RowBox[{
              RowBox[{"-", "Esep1"}], "+", "myU1"}], ")"}]}]], "p"]}], 
        ")"}]}]]}], ")"}], " "}]}]], "Input",
 CellChangeTimes->{{3.883473173562552*^9, 3.8834731982303343`*^9}},
 CellLabel->
  "In[538]:=",ExpressionUUID->"f7780dc9-ccdb-4a12-879b-505da55785a3"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Plot", "[", 
  RowBox[{
   RowBox[{"TMatrix8He", "[", "k", "]"}], ",", 
   RowBox[{"{", 
    RowBox[{"k", ",", "0", ",", "50"}], "}"}], ",", 
   RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.8834732425665007`*^9, 3.883473244893527*^9}},
 CellLabel->
  "In[539]:=",ExpressionUUID->"8bb8b6c3-f74e-4505-9b6f-d5978af920f2"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwV1Xk01dsXAPDLMyUyRNHzzCmeZ44SzjZ/UzRpwEsSuTJkaEDmZMjYVVEh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       "]]},
     Annotation[#, "Charting`Private`Tag$7488890#1"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, -0.6138779905034146},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{3.883473246442443*^9, 3.883479301851737*^9, 
  3.883479597643404*^9, 3.883553745331745*^9, 3.883641257948784*^9, 
  3.88364421837684*^9, 3.883708483353463*^9, 3.883722052005005*^9, 
  3.883810892094482*^9, 3.88477006605026*^9, 3.8847718205626993`*^9, 
  3.884776308899364*^9, 3.8847816620129642`*^9},
 CellLabel->
  "Out[539]=",ExpressionUUID->"dc4afca3-fa87-4026-a97a-190e7bf07aa4"]
}, Open  ]],

Cell[BoxData[
 RowBox[{"(*", " ", 
  RowBox[{
  "\:041c\:043e\:044f", " ", "\:0422", " ", 
   "\:043c\:0430\:0442\:0440\:0438\:0446\:0430"}], " ", "*)"}]], "Input",
 CellChangeTimes->{{3.8810386865704927`*^9, 
  3.881038721338756*^9}},ExpressionUUID->"c6deb938-a60b-48ff-8b90-\
a74d7ae9e157"],

Cell[BoxData[
 RowBox[{
  RowBox[{"TMat0", "[", 
   RowBox[{"k_", ",", "q_"}], "]"}], ":=", " ", 
  RowBox[{
   RowBox[{"TMatrix3He", "[", "k", "]"}], 
   RowBox[{"PsiP8He", "[", 
    FractionBox["q", "p"], "]"}]}]}]], "Input",
 CellChangeTimes->{{3.881038727412426*^9, 3.8810387512058897`*^9}, {
  3.8810410179467983`*^9, 3.881041059567087*^9}, {3.88120104363904*^9, 
  3.881201051536171*^9}, {3.882421387600008*^9, 3.8824213884247637`*^9}, {
  3.882421456413988*^9, 3.882421457276701*^9}, {3.882423190224491*^9, 
  3.882423191797936*^9}, {3.883473289379211*^9, 3.88347330948389*^9}, {
  3.883553762170773*^9, 3.883553762669324*^9}, {3.8835541121535673`*^9, 
  3.883554125291065*^9}, {3.883721220339574*^9, 3.8837212470604467`*^9}},
 CellLabel->
  "In[540]:=",ExpressionUUID->"6753751b-a669-450c-821a-0e2864446c1a"],

Cell[BoxData[
 RowBox[{"(*", " ", 
  RowBox[{
   RowBox[{
   "\:0421\:0442\:0440\:043e\:0438\:043c", " ", "\:0447\:0442\:043e"}], "-", 
   "\:0442\:043e"}], " ", "*)"}]], "Input",
 CellChangeTimes->{{3.8810387103434973`*^9, 
  3.881038713560375*^9}},ExpressionUUID->"dc4db538-b681-426a-acc4-\
ce255c7c1d15"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"ContourPlot", "[", 
  RowBox[{
   SuperscriptBox[
    RowBox[{"Abs", "[", 
     RowBox[{"TMat0", "[", 
      RowBox[{"k", ",", "q"}], "]"}], "]"}], "2"], ",", 
   RowBox[{"{", 
    RowBox[{"k", ",", "0", ",", "400"}], "}"}], ",", 
   RowBox[{"{", 
    RowBox[{"q", ",", "0", ",", "200"}], "}"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.8812016720029497`*^9, 3.881201672308652*^9}, {
   3.881201811237808*^9, 3.8812018153670683`*^9}, {3.881205098173345*^9, 
   3.8812051287474194`*^9}, {3.8812052216359177`*^9, 
   3.8812052240790653`*^9}, {3.881205266459221*^9, 3.881205267755148*^9}, {
   3.882090663733816*^9, 3.882090668092326*^9}, {3.882421465308873*^9, 
   3.882421481513883*^9}, {3.88242342662884*^9, 3.882423441925301*^9}, 
   3.882423472576187*^9, {3.882870627902317*^9, 3.882870630365535*^9}, {
   3.8828707355146313`*^9, 3.882870743018765*^9}, 3.883473318302663*^9, {
   3.8834796111372643`*^9, 3.883479616436489*^9}, {3.883553912912874*^9, 
   3.883553930271344*^9}},
 CellLabel->
  "In[362]:=",ExpressionUUID->"c96e0fd9-189c-4e48-b6f8-cbbdb9d07d41"],

Cell[BoxData[
 GraphicsBox[{GraphicsComplexBox[CompressedData["
1:eJyUfXdYVccTKHaN2LBFxYICsdwooFiv3EVA2kUBAanSe+8ajV1jL9hbYjdq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    "], {{
      {RGBColor[0.148, 0.33, 0.54], EdgeForm[None], 
       GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNmnt0V9WVx2/IkPxSk3vz+1XSClQQRaCotFOJwcG2SyuDFmeUAFpbWwJF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          "]], PolygonBox[CompressedData["
1:eJwtlmls1VUQxS8U2z5p/7fvAWUX/GDQyKYiskOQkhhBaSmLRlQgstOyiRQX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          "]], 
         PolygonBox[{{4735, 3863, 3704, 2233, 4155}, {4669, 2315, 3719, 3971, 
          4740}}]}]}, 
      {RGBColor[
       0.47681049834781497`, 0.47127525501041423`, 0.538775937073489], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNm3mUVdWVxl+9V6+oeq+q3r0XVIQ2vVBbhkRbRhcyOKEmDkxO7YpKMxiV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          "]], PolygonBox[CompressedData["
1:eJwtlndsllUUxi/92s8C5XsHBQERg0RQGUqAlqYFpIwgw0IhaCNaBBRNZcUY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          "]], 
         PolygonBox[{{4749, 3970, 1484, 2314, 4668}, {4636, 3703, 3861, 814, 
          4154}, {4626, 3700, 3882, 2320, 4670}}]}]}, 
      {RGBColor[0.7179833325324133, 0.5560324810816788, 0.39700021346337366`],
        EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNmgmQVeWZhk9v997ue2/fc66CoLKYCEZxjCwWEmsCRCWKgNFURVC2iKKI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          "]], PolygonBox[CompressedData["
1:eJwllmtslUUQhrc9PYfTIufb/QCVS6GFtkTqrRSIYlRQDBQLGDBgIkECBpNW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          "]], 
         PolygonBox[{{4626, 2222, 2321, 3884, 4744}, {4734, 3920, 3708, 2258, 
          4724}, {4085, 3858, 3699, 2217, 4620}}]}]}, 
      {RGBColor[0.9094498668877016, 0.6436246672192539, 0.3192945873518749], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNmguQltV5x99vv93vst/y7ft+qES0w8UlEZOFBceIF65JWdBEMw73VQLG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          "]], PolygonBox[CompressedData["
1:eJwtlmdsllUYhk/70fYr0Pd7z8sPFIyAbUGBQsHBspQhw+CIRKQR40ATRQQS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          "]], PolygonBox[{{4733, 3835, 3652, 955, 4545}}]}]}, 
      {RGBColor[0.9479758787382764, 0.7399396968456909, 0.4387252240886568], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNmnuQVdWVxk/3fXX3vZc+tyMqVTHSIEQF0arMXzMqSDdIBseZ2CJ0q5OQ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          "]], PolygonBox[CompressedData["
1:eJwllUls1VUUxm/f63ulBfru/QcCLJhaZAYJQ9iQCA6ocYUJiJUSiiBolCIi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          "]]}]}, 
      {RGBColor[0.9865018905888512, 0.8362547264721281, 0.5581558608254387], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNmnmQ1OWZx7t7eqa7p7tnfr9hs6ARkJCtBASTlSjKPYjrsSIwrDGmTCnu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          "]], PolygonBox[CompressedData["
1:eJwllElIllEUhq/+/pJDeb+vkRDBNEitCGxlizIFUytFaHBqwqEJtQElg4Im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          "]]}]}, 
      {RGBColor[1., 0.95, 0.75], EdgeForm[None], 
       GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNmmuUlVUZx8+ZOeM577nAmZMCFndJhTRNUC5mn1TuiCJpwAADzMAwiAIC
hhhYmooXwMsHHTTMypa1Vpl5iVr1IRMw0ZIBBPPCWnlD7hcrEOv5nf9/Fq11
3rWfd5+9n/3sZz/3/faZceM182tSqdTLtalU/FIt2VTqaHT8LJ1KrQ74xVIq
tTbeX4r2d/G8HPCD0b8h4IcD7hftffGcFc+9hoekT70vCaT3RLsqnh0x/vcl
zb0qxpQ6CS84TxSF/3i07UWN3xrtLbXCA07GQs+4tMa9ZPhISWuAf30mleoU
eP9Zo3WAoXNbwN0DbgzaZ2QFD4q5h0uaz9zvRrsnnuu9X+h70bgZc3c8p2c0
pj3GFDtpDPQvi75PS8LBHP6Db49mBDMGWjqbth7Rbi+JBtodhi+IfV0Yz7dj
zNsxd0pReHbmU6mpRfX9qahxjHk15nw94M2eC/x2nOO+Gr0DL4x2UTyfx9z/
xDM/4Enx/2uBs0vATXWpVENR+MunpVLTsxpzpEZ9DV53TVb0/LZGbYNh9gI/
4fHt8CaebdH/pZz6NgZtJ4s6e869r/fbxw/7Z2xfz4UPjP1DSbxqKaRST8Uz
IxH/fu/+tUH3tsB7ftD2RVHjWWd8TvIxzniYs8Fn+6nP7oKMzp5zbws8/43x
P8oIB7jAT/tfw8/H0zv++060t0W7PJ5eJc1h3EPR/+carc8ekWVkmnO/x7Iz
OPrXZdT/oPGf9NwfBA2fF/X/MsvRRWnRu8w0H4j2B/Ar4B9Ge1c8LwTcFOfy
/YCnBfy3ov67JOZuLGoueA6V1P+Cde1z0/b3ovAwb07guTPg6dG/pai1Lk5r
3p3GSd/33f96jLmjdGrsHaYNHsGb1rR41ds0TMlqX+jXwZJogp79Je2NufCJ
c5lZI5wHvN45Gc1hPLQcNJ1fzWg+c1dEuy+e73mvh0w38/ebP3s95rkajeMd
XTgzI5j+Q3npywmf1XGfV2tW9EHbDsst8vt82KjR6L3t4WjbK/g/qnRKdkaZ
D9i1eywP2Mt+Ht9cI7t5Y1r4+1oXOvDyP3pF/5QazcU2nuV3aJmblg7d7rlX
hlytKornDVnBo4Pe+6N9IJ4xAc/M6h14RJ3gBvSLfTM++ubFmIfQqRjzx6Js
EPbnF9H+Mp7mGLO3Rv/Rv9r4wce8hz337ILGY3OwVX+07coXNIfxzAMeGfCo
eNYUdXZDcpJT5BBewl/4iQzT3xhjBmT0Drwm5r4R8FkZrfkLr3uB6Wd9cLPP
sUFbsaD9sua90d4Xz/CAr/IeOPfmrOYw/kHPZTw6xLrI5zNea0at1uMdHzTa
Z8153hL938gIXlon+Wbu6oB7Z3TOd1jf0S/2gqwj59hnbPNPYu+5oPnZkNcj
YeeXxJhKRvK2yn4LWdsa/Qei7138ZvzfN6P5d1lP4N3UeL8kJ5yP2JZhxw5k
xXd4zv+DPYbzfARbW6eWd/jUqaD3Ks+y2jt8QFd62Edg6/CL2B/sJL4WHbvV
to5zbbf8w4cH6uR3sYGPlW1n68XvN81zeAjM+bN3Yghs+xPBm58GTWfj98J/
/KygMZcWBN8Qfc3x/CTgtwLH83nB/WJMS6K5O6P/smifiee2RDzPFcX3RfH+
dEE+6Ll4TyzDfQN+syB7/mLABfPke4nwDIr+ntH/94CP12nMzwP+ekZ2Z0FR
9u2maG8sym8Tm9FPfIZ9Wlg8NXah+6E/b5k8kNd85hI/9LZ/by2I5oWJcDMG
uViSiIZdPkdofiEvPUAfsCVnx/vWgvwe+sJav42+3+TFE8ZwjpuKOi/azYbr
M3q/LuC/RvtqPJN9vozh/0E59Q+0vCH7+BrmbfRc/A56vd068rphzoBznxHw
sJxkHxtL31b3zzc/kf/uGdEBDdiI160H/WMv7bG3E9gedKug+Ad+ngy4LS8f
8UXAj+clY8AnjGOL8azzePiPzNxn/iyO57Wi1l9l3mKTV5ZEDz4ImrdZhul7
zf1jKortbqqonznwa5P1Bx5xFo/Hel8K/FfFmT4RcNeAB0e7Pp5vR9/oRGO2
BS1NyGk8l0ffymhvLygmuslrba/X2bIH6Of8V1oGbok53wp4fvD5ikR4OMcJ
0V5bkK5fl2hd9ntNwD8KeHud+APcLfpnRzunIPv3ZEHvvaJ/bkHx30/Tktt5
BcV9tFU5jv7OBcnrf8IGjkKfiRfToqXJ9KCLE6yPze5nzOJEuMBDH/8hj08b
PzLVlIiOKg0BlwL+LKXYGX+GjR8a7bCCbPA3C7Iv89KyMZfa5nAOQ30W8GOw
eUI7pCC5uDoRPCctG3Is5PixjGzGZbYbC9DbeL6WUUx/U8DnZdQHTB43xPjB
8y3P5YygBfqwl+yj6L3gfwsF+Vx0mv5RtgPwFztPH3OIB7AN/IdNQy6Sgnwl
9g9c2MA5idaCD9cmGoOfghZowgfemgg/ZwcvzykolnjK545e0sJ/fCA4csbT
Ya+h87B1kr2jpwfzsmnoJf3oJrrIf+gj/wOT+6Lf2Ed0fJdtMfuanmgcY7CD
9Fftc51ypybzh/+gHzsIPf1sG3mHtzvq5BvgCfqGfqJHHbYD3wSNj5t+/M0T
pvlZ21Z0+bOc7C9616E/7OWcvGzWetuoNtO8Lyt/vTerPsaja+j2uR5/3DaO
vc8KfX8cea9I7pA/9AWfgG9g7+hzj7z89zs5+TNkkvF98pJVzq83dJDLJDpj
+NM9L5/HXPwocy/KSLYYM9CyfNh8uMz+FrmFP/R/7nWXey74l3suvIFH7AFa
epke/l/m8dNib0sDnhrtzYn0H91HFrFlxGTYF/rJERmzxDD4+nhf9N1snuBH
F1kfwX2Laf5HTv3YkFb726fdv8Dj0dkF1l/yo+XOEdpjTAndyGg9+EsOsiPa
cdF/BjIQ8IiAywFfH+2keHpmpMNjA+4S8JhE44HHJ7Iv2ATw4BuwRdg77CYx
Fva3IVEMin/ATyB74BjjdUfafzCe+Ig4CRleap0nlp2dCEb359LG0z/6384J
PpeYJODJiew8uo2dJcad5ZgM+MpEe6w4ZrvBOGnnGw9rtXhd2tmmh3Xmegw2
q9U00AeMbk5LpOfoC3sa6f3ip+AX+rLCOSUxCb52heGZiewUNoqccoXzR+pL
5F8NzklXun9aVngmuV50q/P6qYHnxwXZiV6uLUzOKme8rXSq7zbLBjx70v5x
QiLbij2cmOj9yxn5+OsMIxfIR4+A38qpH7/T4W/O9FlM8hh4gDzgH/HP15gP
gx07ID/w5hrPJab8jmUPHwA9XzFtEw2z7kTT05iI732Q+UT7R96w15wF+ck3
0IlEueSI0NXGMAjDK5L5TtHfXif+78oJDzxhD9CPvFxpvUBnqAfdFTR3jfbq
eLrEszvwXRBjltYqlyCnaK7Xf4yndjTe45lLbnsR+6lRnHSFdXOb6WGtDvkm
90Q2gZE9bAA6j75j87Bf2KKBtmXk9UfivC8N+HBWtoDxxKvX2w60O0673OfC
ukX3L6uItnc7i3fwhPgT/g1MRDvxMPip63bEx8CsB0ycDL3QPcA44C+yTUwz
3DrIetgm4nBa+EB8Nb6sWu3NZdXpZvp8yaXQ5X7G2eh++ma5H1lo9LnThx0g
1sLvzzB8vfcbYPXMnsopNqUPXtAPnxjHufS0TFMXORh7HJpTLtvoOsINabVD
DbOPds/FLmIfsXUdskuOULHNZe/YU8ZQ6+L86UcGaiqiLV2RnjEXmYdm6KUe
OzXoeCctG8L5XOQzIlcmZ6ZWQJ16Szw7Y/wZOdXiqe1Mdj+1td3Oz8nN50b7
Rlb4qc+DB7n9JJ61AX+UUg2U/8jru+UEMwZ8rxvnrKz4tSuleegMc7tab4Dh
BXlaS1rtxYaZd8Bz92TV/0lWtLOHB7KKRcjryOn4j/nw4f208I/zvcMa7xf9
62odhF7o7qCrm/tPzwk/46lLM3et7TD7gpcTnIsQz1CzRj6QjUcdA1XH18rX
YjPWO87jLPC969x/Rln12g/KioO650/V+GnB09uxR5tjNuI15sCTT3ym73j/
7J264t+yOkNkg7jtaEr+Yr/7uEfhfKkN7jMfGUN8xzs1mTeMp2PMfvcjM3u8
LjxcaxngfOhvcW320+ypsZ+6H/tEfIeNokZ/uvnMWR/KSndeCru5OHzAlODJ
omhvjufjtGpOvFN3os6HjFPre6xW/Yxpjbn/Dro2xdy5AX8l+lui7VZWHWpW
vXJx4u0TvqfA33CG1LUYzzrIDPKF/Ewzz+AtPJhmPqAvswP+V0o8n2deUdPl
HRtInY9+an2vWq/QqRfrta8N9aq3UIuhPnM0q7o5tpT6Cn4Q+qg7z7Fu0rZ4
DPBs9zeZh+gcuBebJ8jGVJ8v/Ibvx1LyEUf/D89R42Lfp3sM9STieWSamhv1
NuYz7oj3js076LOj77D7X7U/gA/4iiNei/us1eYtesp6rDUm1qgLOI6qKj8N
lhlq/LxX7y+ygun/Xb3OqmdZdQ/GU5feYrlDPpd7Lu/vpYUf+WEOc+dY1laY
V2ODhtOyp2g5zePJJ4j58bHUnQdahi9z3olMV3PQRO9nOqciNiPuJefa5lye
OHapa5D0QfO9rg1Tt6EGTHxJTRh6oAWZhhbeoWdAWv3wihya+JM5xFfkZdtd
9yUGJG4kHiRn5J16DPlam+tkxOvEjdRXsEHYtaJ9X7v3xp6oLRMTk08iq/hi
8tO3XEumpa7+luvswOQ55MDIP7E9eSjztxs3vo+7I9as3gW7VsBeHnDNnnsE
cnrOgNzuYdeJOYddrqeDnzvDHr6H/aVrKeSOr6Rl3/AR/eO8x1HvifZXwbyP
A8evo03KytUmRf+5HsPY9zor7hldkb1osg2nHg9ubDw1Bmw07/B3hHm+2rWL
ka4zEMdyxuAe6zP9MPA/GbxIVVRvRi6oP1NvIZYmpqYORLxE3ERNhVwMnI+4
ZjLe9T/Gkhd0dYxF3Z76E7E3Z9zL+Rg1cGpj5GW8cz/GOcFD6kLElOTJ8OMf
GZ37fa7XQT+24G37JmIwYjriQ+o8yAN1Cuqhfd3f5NgMGfnCMkBtosU1mOr8
omom2LoP7BO7lFVLPuDaC7q11HQhv+e45kDtEFnGL1LHPuS8nloL8f9xyyz1
D+SWe3PmcY7oCTUP9HS68wjoXhZrb4izvbWsWjj4qIff6No2+yNXIy4lpoSn
6BvnPtt1R/hNjYEaBPPRZ2J6YsZW55L9bQOutB2gNkJdCLmmXkvtgJot9Sr4
2HEHRUuNmnogMTb5K3fL8IH7ZWqQ1BzWWta22m7gz1vtpy513Y74nPokeQU1
Be42OSv0FxmZ4nyK+LeX45w5zouxB6xD7QIZanU99Xzzi9yD/AAeUJs4zznN
APOBuh/7peZFjnK+xx/0HS3nRY477f9im7n2Kfi6Jvsd9KFan6iVv8U2sEd0
o8Nmc9fGGTB+uHPAUWXZmv4+H3I44m3i60Vl3cUuLOuuDZh71fXxvjPg7mXF
SMRS+PT3a4WTGJl7VPKXJX6WegzfDGD3Oeuhru92dexPS/yPflMb6dhPF/eD
b7fxravVeqyF3SE2xBbhx5BbfFlTvegh3+VOFlzE5MTyjCXWPWl/QT2P/e30
Hjd4DfBs9n0AeRkx3iDH4cgCco889HKNAfzECMTIfKfB3SZ8R5bWOHbHboxw
jkMOREy9xXH1R7XybUF69ZyJIThrZJ67EGwFesF9BrLCXfUSn/WTzsPhEzFh
W63yi3WG2ct7jhfpJ2YERi9u990g+ovfud/3bsQ2Q5zrtZknnzivwa/gU/r6
3h4+tDh+Q27hN+cGT652/Ye4YJTrQsgBvn6N79e457nEuXajaxHVu1V/w3C3
v1/Y728Qljv3R76Ja4lvu5Z1J3yW7/ehlX7ic75b6eRvVxY7RsFfYN8W+O7v
kL+FIN6c55oDuoFdwWZiW/imhe9gTto+offYKO7Qe/v7BM6amJrYHpve03nS
AtcusAP48Yd8j7nS9S7qYfgcZBG/w13yENdAuHMb5joGcRK59GT7YnJdfHNz
RTnSsIp8O/KELCHPH/r88hn9Rz+yxhh8Me1Jw8Nd80E+J1akayPL8uETXIPi
+44z7Tu4fyE/p56V850ZtfaNZeHc01m1HtZmXWoD6BPxD998Ff1tGPkIOSf+
lTvs8a7T9vHdDXqOLznP9pWYF14QD+OboYv3511fAD/nRD0Kn9rk+yjW7uRa
B3EYd1vULKgHXe2aFfnzdOc77PEM52vE6/2dPyETR50LkBNQe9vh2BP6OCti
/uq3XzXKm/Y7JyUnoUa6zbFwN+fm5JPUczriyp7OPx61jYMf2K6qTa+R7lM/
32VZxMe9YT9BHrTIOR3fwfGtBnWTia6lwC98+nzfayN/g1yfofZL3IAfGuca
DraYb6iw49/1/Si8hs/YRHKtna4dtZu3xParfFd7nmsz1CH3+Xsh/BvzXvZc
cqfNtoH4t2b7uFdsd6iHYJ+w6dgrbEGT41tqFDNth7GrMwxj34CJjYmTZ9je
NjlfZC48mO6zxnY3Oofi/Kc75z1smwyN5KbUgdHtwb5vpA5MLsdeyE34LoZc
nW9j0LVN3hfv4MEn7nY/+yK3ZO0OHBvNk794/4zh3Lpb98H5F/fvtU0mzz3q
OWXjecf9vV3/xi5vtm6iozPNK/j5inEedQ672fsdG3bgwtjvuIp8KLWPh12D
QLfZF/4EH4NPIa/hey9qPR/aX69zfNLqmsCOevkr6p2bnNexF3SM3Jgcudnn
hA8l/93jfBY9r8pp2t9Q2t4SB/ItIPEwuoQPwP5TX99uu48MTjTtDc6piUnI
KaEBG7jRMnnMvBxgfhInYY9vcF4/zHVm9J+zpBYx3jXkZY6zHrEvgn/YQNZu
sy/FFw9ynoE+1zlXZ61NrrPA//dcLzjmXLjOeTp26n3jed8+HviA6YGfbY4J
iAF2Ox4jbiDfI59oN/9Zh3McVdGdwVUV5VZ/9fcVk3wvgMwTr6H7yBK5G98P
Ede+bNmBfmLUg9axPq6dcEbU2fD1e73XYx7/PyzN+aU=
          "]], PolygonBox[CompressedData["
1:eJwlkssrhGEUxs9cTDNS835vuRQbK5Qyw0b+gxmMS42VkqmZ3KJcIhb+CNko
RRZWLhthtjasiZRckiElO9kov9NZPPU857znec/zfl9zYW54NiwibSAKWgKR
/iqRHGiFVzmRahqpBHUvcoNOo5fRY+g4egSDVA01dBFs0/+Ji5Tgn0mRv4jI
Ozjk7CO6k9kuMOStpr0PcAQPUdtjtoP+G2cz6HzYZga9zehsO3iif8uOX2Gb
CdOrw2MDfQG24MfOvDWDZrkEv2I7XcF7vXmlQRZexm8xJvLN/Dk8w5lnzlbA
AXzA21nNrNl7vGXVO2vRM4G9nd4xDX+l9hC1N0vAc97eUjNptlJgu26CBvpC
bRe/Fe67012c8e4QeyTtjfWtNXMfvIn+Pf0TsACfZKaR/a/ZIYqeCCyL1qbg
o9SWYpbxFJ1Fj0csY95bRs1aBqvOvoF+ixf0vjNP9dZ/RP+VAno9Zp5nge2o
u+pOO/TqnWXTO4r0553tqm+ib6Oe6q2ZK8yuObtbPdX7H6RXWb0=
          "]]}]}}, {{}, {}, 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz81KAmEUgOFjFNiqH7BahNAqu4VuoDQrE9xEFIhJaVhkENiduGrXqnJX
dgPVPnKXQtSiewh8ZvHwzvnmzDCzUj0vt1IRUeZwPuKIj9mI/bmIaf3mkjbL
3DKaibjSEgN74ZlfZ3fmH02ZJ/h070KLXJN2f1cLbDG0u6df2tESeXbYZsp+
j0ce+LP3qu+80fT+M9bIscqk81NtcELW3NcXnjgwP2tVb+hwT55K8m26oZsc
21s013RJ6/pP1/VC8q9kWLdbT/apMQZwkiuj
          "]]},
        "6"],
       Annotation[#, 6, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzzsvg1EcwOFjMbjE5RMoFrdFJUb3ySZBlCZIKIOWhY2Ez8DCRCztxECx
G+yiAzE0EQlmtIl4zvDkd/7nvD1938RybipbE0JYZ7E1hCUem0MY1Dp9p54j
/lpCSNNoPa8NuqAVqtya77ihZC7qNbXMuS/FEMOMcNUUwpvnCox7Jq8TesZp
rHmTLTbIkWXPWdFvq1phx942X9aXfDh70M+45t78qz9808YB+/FdnV3oNP3u
SDJAypz2jqvxW3UlfqvmtcAaZc9lNGl/V7t0Rl/tz2q3eVTPzWPaoZ2U/Oeh
+UnbzQn66KVs79jZCZO80GP/WTPu+wc8RT8d
          "]]},
        "5"],
       Annotation[#, 5, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0LkuRFEcwOGjGusMepGh0TAar0Cvkoi1IhES+5ZQ2N7AC4yhoFJaiyES
a0OhIFMJhZ1qLN8tvvzO+Z9z585MsneodbAghDDOTXkIA5XWPFp3VoQQ1ycS
rPJn1k2FdZeWa6P7nZqz79AMzWwyyRQ9HDr/0m8+SXmugQfzLO1m9fYtem2f
5zYRQto+bT3KGMNUm43ovP7yQ55k9E7zfp3R2uj9WqPTuqClWkJx9DxzvJpv
8+x9p/oSrTmxL3JeSIw6sxWWiduXcRX9Hvcu9UOXzBqtFzWl+3rADnvssmZ+
RDZ6hjaOaXJ2oe8+50zf9FxjrDvbIMMWm9H38X/l3JnVCXequKfB2Z32mf8D
rDRJog==
          "]]},
        "4"],
       Annotation[#, 4, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], 
         LineBox[{4311, 4706, 4725, 4312, 4664, 4114, 4324, 4213, 4214, 4174, 
          4574, 4647, 4646, 4161, 4382, 4383, 4384, 4244, 4658, 4195, 4546, 
          4196, 4547, 4178, 4530, 4531, 4527, 4529, 4528, 4221, 4534, 4072, 
          4401, 4400, 4177, 4220, 4071, 4545, 4733, 4399, 4745}], 
         LineBox[CompressedData["
1:eJwVzzsvQ3EYwOG3Ohh7MSAWTdrBZalgIFH9Cl2wdpESDIxIXBK0tNj1k/gC
LiGYm5BYxaqTPh2e/N7znvM/JydX3alsJyJijVo24jMdsZ6J+NIx2tzxnYrI
u1+g4/6qrvRn+3HN8WHf5cWuoUuUGOGSV/srXabMKE1azPjGtd5yw59n3+y6
+q5ZuyHq5gZFHlz/cO+ZZ87MCywyzDmPPJEiTYYLZ091Sk90Wrf67/OOQf8x
YT6yn9Rj/bU/0ILrAU2yad5g35zXf8I873xC53SWPQ7ZpU4PTUovhw==
          "]]},
        "3"],
       Annotation[#, 3, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], 
         LineBox[{4059, 4707, 4313, 4394, 4314, 4168, 4249, 4248, 4066, 4264, 
          4265, 4192, 4578, 4191, 4657, 4053, 4581, 4054, 4580, 4564, 4307, 
          4276, 4289, 4288, 4073, 4290, 4291, 4327, 4326, 4286, 4287, 4185, 
          4576, 4652, 4651, 4180, 4532, 4179, 4533, 4257, 4225, 4358, 4357, 
          4356, 4134, 4204, 4039, 4586, 4585, 4550, 4614, 4613, 4080, 4618, 
          4619, 4569, 4617, 4616, 4042, 4026, 4587, 4551, 4621, 4620, 4085, 
          4736, 4747}], LineBox[CompressedData["
1:eJwVzb9KQmEYwOG3K0itRZtU6gbMMoIGK0ozBLsDxwTDu2iJgv6Nzi5tNSVB
c4WNgVMXICW0ZFSPw8PvO+/7nXOyzaNGeyYi6hymIlq8JyLWNa1jMnTpc0+d
m2TEIkt8en6bjbjTW/LezdGz2+XXbkf/tKJf7BHuVnWfGo/2p2ZnrPJi9jH9
Pq92l1pmkwxXXFNyd6hruuC/E3e3PP/oto55cD6xv3Au6rmuaJuBXcd7BeeG
LuuBfpvP6TxP7o/omz2TNNsgxTH/z/wubg==
          "]]},
        "2"],
       Annotation[#, 2, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzj0vg2EYhuG7qbmtj1L1kZhMjGjDQnViEZEY1axvYmKxkZDGrP6IQSIM
EkkjxKh+gKFiIDo1cXQ4c9739V7P87wztWSrnoqIXbRzEQdDEbXBiBIP2/fM
I7zPiWwHm/ZD3uA6f2QjjnkdR6hiFdtYQwU3OgvuWOzfhzxG8YlHDOik0dFb
sn9xiWe9ccKnfIZ5vNvnOKPf0rtFR/aEnCyLP9myvcsrfIFzNJy7k32bn/v/
oJtHIh/nItryAo/hUv6g/yt7xbRsCtfmCfR8q3ITV3iz3+PH/IKy85P6KW7w
P9GcLxw=
          "]], 
         LineBox[{4743, 4156, 4735, 4155, 4209, 4731, 4208, 4510, 4157, 4507, 
          4509, 4508, 4241, 4036, 4435, 4436, 4433, 4099, 4434, 4599, 4562, 
          4160, 4639, 4514, 4381, 4098, 4432, 4159, 4513, 4052, 4512, 4380, 
          4431, 4430, 4511, 4051, 4035, 4598, 4561, 4158, 4243, 4242, 4037, 
          4440, 4441, 4438, 4669, 4740, 4738, 4439, 4741, 4600, 4739, 4437, 
          4737, 4742, 4668, 4749}]},
        "1"],
       Annotation[#, 1, "Tooltip"]& ], {}, {}}}], {}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{0, 400}, {0, 200}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{{3.8812016741687727`*^9, 3.881201681426653*^9}, {
   3.88120179576785*^9, 3.8812018165476017`*^9}, 3.8812019447978497`*^9, 
   3.881202355582611*^9, 3.881205077570566*^9, 3.8812051323915243`*^9, {
   3.8812052173330383`*^9, 3.8812052281200438`*^9}, {3.88120526043569*^9, 
   3.881205278430188*^9}, 3.881205894002941*^9, 3.881297138875347*^9, 
   3.882090943711823*^9, 3.882329885496758*^9, 3.882421034632209*^9, 
   3.882421401528021*^9, {3.882421461734281*^9, 3.88242148255756*^9}, 
   3.88242320022744*^9, {3.882423423470827*^9, 3.8824235021245623`*^9}, 
   3.882867362506558*^9, 3.882870635149312*^9, {3.8828707388345947`*^9, 
   3.882870746086486*^9}, 3.883105841551421*^9, 3.883468736591202*^9, 
   3.8834729545325327`*^9, 3.883473321237029*^9, 3.883479308265284*^9, {
   3.883479602697464*^9, 3.883479618083232*^9}, {3.883553754291521*^9, 
   3.883553769974609*^9}, {3.883553917370013*^9, 3.883553934357111*^9}, 
   3.883554131017263*^9, 3.883555193506072*^9, 3.883641264814374*^9, 
   3.883644226842902*^9, 3.8837084914788513`*^9, 3.883810900507043*^9, 
   3.8847700744883957`*^9, 3.8847718280876913`*^9, 3.8847763167833633`*^9},
 CellLabel->"Out[362]=",ImageCache->GraphicsData["CompressedBitmap", "\<\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\
\>", "ImageResolution" -> \
96.],ExpressionUUID->"70f966a0-386d-479b-99b9-954975d6e879"]
}, Open  ]],

Cell[BoxData[{
 RowBox[{
  RowBox[{"Ms", " ", "=", " ", "6567.18"}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"Mb", " ", "=", " ", "7482.538"}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"Mp", " ", "=", " ", "938.272"}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"Mt", " ", "=", " ", "1875.612"}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"Mtp", " ", "=", " ", 
   FractionBox[
    RowBox[{"Mt", " ", "Mp"}], 
    RowBox[{"Mt", " ", "+", " ", "Mp"}]]}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"Mbt", " ", "=", " ", 
   FractionBox[
    RowBox[{"Mb", " ", "Mt"}], 
    RowBox[{"Mb", "+", "Mt"}]]}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"Mstp", " ", "=", " ", 
    FractionBox[
     RowBox[{"Ms", "*", 
      RowBox[{"(", 
       RowBox[{"Mt", "+", "Mp"}], ")"}]}], 
     RowBox[{"Ms", "+", "Mt", "+", "Mp"}]]}], ";"}], "\[IndentingNewLine]", 
  RowBox[{"(*", 
   RowBox[{
    RowBox[{"K", " ", "=", " ", "357.789"}], ";"}], 
   "*)"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"Kin", " ", "=", " ", "1785.15"}], ";"}], " ", 
  RowBox[{"(*", " ", 
   RowBox[{"8", "He", " ", "lab", " ", "momentum"}], " ", 
   "*)"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"K", " ", "=", " ", 
    RowBox[{
     FractionBox["Mt", 
      RowBox[{"Mt", "+", "Mb"}]], "Kin"}]}], ";"}], " ", 
  RowBox[{"(*", " ", 
   RowBox[{"8", "He", " ", "CM", " ", "momentum"}], " ", "*)"}], 
  "\[IndentingNewLine]", 
  RowBox[{"(*", 
   RowBox[{
    RowBox[{"Q", " ", "=", " ", 
     RowBox[{"-", "19.320"}]}], ";"}], "*)"}], "\[IndentingNewLine]", 
  RowBox[{"(*", 
   RowBox[{
    RowBox[{"Ek", " ", "=", " ", "42.682"}], ";"}], 
   "*)"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"Ek", " ", "=", " ", 
   RowBox[{
    FractionBox[
     SuperscriptBox["K", "2"], 
     RowBox[{"2", " "}]], "*", 
    FractionBox[
     RowBox[{"(", 
      RowBox[{"Mb", "+", "Mt"}], ")"}], 
     RowBox[{"Mb", " ", "*", " ", "Mt"}]]}]}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"K1", "[", "Et_", "]"}], ":=", 
  RowBox[{"Sqrt", "[", 
   RowBox[{"2", " ", "Mstp", "*", 
    RowBox[{"(", 
     RowBox[{"Ek", "+", "Q", "-", "Et"}], ")"}]}], 
   "]"}]}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"q1", "[", 
    RowBox[{"Et_", ",", "thetaCM_"}], "]"}], ":=", 
   RowBox[{"Sqrt", "[", 
    RowBox[{
     SuperscriptBox[
      RowBox[{"(", 
       RowBox[{
        RowBox[{"K1", "[", "Et", "]"}], " ", 
        RowBox[{"Sin", "[", "thetaCM", "]"}]}], ")"}], "2"], "+", 
     SuperscriptBox[
      RowBox[{"(", 
       RowBox[{
        RowBox[{
         RowBox[{"K1", "[", "Et", "]"}], 
         RowBox[{"Cos", "[", "thetaCM", "]"}]}], "-", 
        RowBox[{
         FractionBox["Ms", "Mb"], "K"}]}], ")"}], "2"]}], "]"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{
   RowBox[{"q2", "[", 
    RowBox[{"Et_", ",", "thetaCM_"}], "]"}], ":=", 
   RowBox[{"Sqrt", "[", 
    RowBox[{
     SuperscriptBox[
      RowBox[{"(", 
       RowBox[{
        FractionBox["Mt", 
         RowBox[{"Mt", "+", "Mp"}]], 
        RowBox[{"K1", "[", "Et", "]"}], 
        RowBox[{"Sin", "[", "thetaCM", "]"}]}], ")"}], "2"], "+", 
     SuperscriptBox[
      RowBox[{"(", 
       RowBox[{
        RowBox[{
         FractionBox["Mt", 
          RowBox[{"Mt", "+", "Mp"}]], 
         RowBox[{"K1", "[", "Et", "]"}], 
         RowBox[{"Cos", "[", "thetaCM", "]"}]}], "-", "K"}], ")"}], "2"]}], 
    "]"}]}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"Q", " ", "=", " ", 
   RowBox[{
   "Mt", "+", "Mb", " ", "-", " ", "Ms", " ", "-", " ", "2808.391"}]}], 
  ";"}]}], "Input",
 CellChangeTimes->{{3.882091312621718*^9, 3.882091348288534*^9}, {
   3.88232991081483*^9, 3.882329919604697*^9}, {3.8823319216797667`*^9, 
   3.88233201456453*^9}, {3.8823484912461452`*^9, 3.88234854305412*^9}, {
   3.88234898266772*^9, 3.8823489898957872`*^9}, {3.882349772876965*^9, 
   3.8823498106492987`*^9}, {3.882349913536356*^9, 3.882349979845536*^9}, {
   3.882352244776806*^9, 3.8823524071554003`*^9}, {3.882352594851074*^9, 
   3.882352731832546*^9}, {3.8828688105676928`*^9, 3.882868840593659*^9}, {
   3.882868887770948*^9, 3.882868888029558*^9}, 3.882871253722013*^9, 
   3.8828713085253267`*^9, {3.882871565786625*^9, 3.882871576449739*^9}, {
   3.882871918409689*^9, 3.8828719208484297`*^9}, {3.882871973713027*^9, 
   3.882872001651335*^9}, {3.8828720383238163`*^9, 3.8828720426995068`*^9}, {
   3.882872105260539*^9, 3.8828721107614803`*^9}, {3.882872153212983*^9, 
   3.88287215561561*^9}, {3.8828723524483433`*^9, 3.882872353733099*^9}, {
   3.882872433267592*^9, 3.8828724360180187`*^9}, {3.88287250645798*^9, 
   3.882872525155952*^9}, 3.882873101207119*^9, {3.882873447844775*^9, 
   3.882873449878912*^9}, {3.8828735880216618`*^9, 3.882873685105521*^9}, {
   3.882873806379032*^9, 3.882873813764441*^9}, {3.882873908395335*^9, 
   3.88287400978014*^9}, 3.8828740620249243`*^9, {3.882874508786339*^9, 
   3.882874547407318*^9}, {3.882874595693122*^9, 3.88287465716861*^9}, {
   3.8828760380462523`*^9, 3.882876043224813*^9}, {3.883108967760708*^9, 
   3.883109039464776*^9}, {3.883109804553647*^9, 3.8831098760612164`*^9}, {
   3.883109930009103*^9, 3.88310993701444*^9}, {3.883110127559908*^9, 
   3.883110192018957*^9}, {3.883110418738605*^9, 3.883110433183064*^9}, {
   3.88311050393731*^9, 3.883110560164444*^9}, {3.883110867241228*^9, 
   3.88311086800945*^9}, {3.883468935877015*^9, 3.8834689360719337`*^9}, {
   3.88355381408307*^9, 3.883553815239447*^9}, {3.883554138115094*^9, 
   3.883554138381898*^9}, {3.8836451071242228`*^9, 3.883645126745316*^9}, 
   3.883816252897749*^9},
 CellLabel->
  "In[556]:=",ExpressionUUID->"e57ddf1c-67e2-47a7-9bb7-4c7dc728e854"],

Cell[BoxData[
 RowBox[{
  RowBox[{"(*", "\[IndentingNewLine]", 
   RowBox[{"factor3He200", "=", 
    RowBox[{
     RowBox[{
      RowBox[{"Interpolation", "[", 
       RowBox[{"data3He200", ",", 
        RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}], 
      "\[IndentingNewLine]", "factor3He202"}], "=", 
     RowBox[{
      RowBox[{
       RowBox[{"Interpolation", "[", 
        RowBox[{"data3He202", ",", 
         RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}], 
       "\[IndentingNewLine]", "factor3He204"}], "=", 
      RowBox[{
       RowBox[{
        RowBox[{"Interpolation", "[", 
         RowBox[{"data3He204", ",", 
          RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}], 
        "\[IndentingNewLine]", "factor3He206"}], "=", 
       RowBox[{
        RowBox[{
         RowBox[{"Interpolation", "[", 
          RowBox[{"data3He206", ",", 
           RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}], 
         "\[IndentingNewLine]", "factor3He208"}], "=", 
        RowBox[{
         RowBox[{
          RowBox[{"Interpolation", "[", 
           RowBox[{"data3He208", ",", 
            RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}], 
          "\[IndentingNewLine]", "factor3He21"}], "=", 
         RowBox[{
          RowBox[{
           RowBox[{"Interpolation", "[", 
            RowBox[{"data3He21", ",", 
             RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}], 
           "\[IndentingNewLine]", "\[IndentingNewLine]", "factor8He800"}], 
          "=", 
          RowBox[{
           RowBox[{
            RowBox[{"Interpolation", "[", 
             RowBox[{"data8He800", ",", 
              RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}], 
            "\[IndentingNewLine]", "factor8He840"}], "=", 
           RowBox[{
            RowBox[{
             RowBox[{"Interpolation", "[", 
              RowBox[{"data8He840", ",", 
               RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}], 
             "\[IndentingNewLine]", "factor8He880"}], "=", 
            RowBox[{
             RowBox[{
              RowBox[{"Interpolation", "[", 
               RowBox[{"data8He880", ",", 
                RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}], 
              "\[IndentingNewLine]", "factor8He920"}], "=", 
             RowBox[{
              RowBox[{
               RowBox[{"Interpolation", "[", 
                RowBox[{"data8He920", ",", 
                 RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}], 
               "\[IndentingNewLine]", "factor8He960"}], "=", 
              RowBox[{
               RowBox[{
                RowBox[{"Interpolation", "[", 
                 RowBox[{"data8He960", ",", 
                  RowBox[{"InterpolationOrder", "->", "2"}]}], "]"}], 
                "\[IndentingNewLine]", "factor8He10"}], "=", 
               RowBox[{"Interpolation", "[", 
                RowBox[{"data8He10", ",", 
                 RowBox[{"InterpolationOrder", "->", "2"}]}], 
                "]"}]}]}]}]}]}]}]}]}]}]}]}]}], "\[IndentingNewLine]", 
   "\[IndentingNewLine]", "*)"}], "\[IndentingNewLine]", 
  "\[IndentingNewLine]", 
  RowBox[{"(*", "  ", 
   RowBox[{
   "\:0434\:0432\:043e\:0451\:043d\:043e\:0435", " ", 
    "\:043e\:0431\:0440\:0435\:0437\:0430\:043d\:0438\:0435"}], "  ", "*)"}], 
  "\[IndentingNewLine]", 
  RowBox[{
   RowBox[{"dSigma", "[", 
    RowBox[{"Et_", ",", "thetaCM_"}], "]"}], ":=", " ", 
   RowBox[{
    FractionBox["1", "100"], 
    FractionBox[
     RowBox[{"Mstp", " ", "Mbt"}], 
     SuperscriptBox["p", "2"]], " ", 
    FractionBox[
     RowBox[{"2", " ", 
      RowBox[{"K1", "[", "Et", "]"}]}], 
     RowBox[{"3", " ", "K"}]], "  ", 
    SuperscriptBox[
     RowBox[{"Abs", "[", 
      RowBox[{
       RowBox[{
        RowBox[{"PsiP8He", "[", 
         FractionBox[
          RowBox[{"q1", "[", 
           RowBox[{"Et", ",", "thetaCM"}], "]"}], "p"], "]"}], 
        RowBox[{"TMatrix3He", "[", 
         RowBox[{"q2", "[", 
          RowBox[{"Et", ",", "thetaCM"}], "]"}], "]"}]}], "+", 
       RowBox[{
        RowBox[{"PsiP3He", "[", 
         FractionBox[
          RowBox[{"q2", "[", 
           RowBox[{"Et", ",", "thetaCM"}], "]"}], "p"], "]"}], 
        RowBox[{"TMatrix8He", "[", 
         RowBox[{"q1", "[", 
          RowBox[{"Et", ",", "thetaCM"}], "]"}], "]"}]}]}], "]"}], "2"], 
    " "}]}]}]], "Input",
 CellChangeTimes->{{3.882090997305991*^9, 3.88209102661145*^9}, 
   3.882091291583541*^9, 3.882329912486802*^9, {3.8823527019837103`*^9, 
   3.882352892273625*^9}, {3.882353295227895*^9, 3.882353301831737*^9}, 
   3.882353477290258*^9, {3.8823535186184273`*^9, 3.882353550044425*^9}, {
   3.882353641795863*^9, 3.882353733531116*^9}, {3.882422382967881*^9, 
   3.8824224035610743`*^9}, {3.882867414865664*^9, 3.8828674825331783`*^9}, {
   3.882867643493663*^9, 3.8828677025473022`*^9}, {3.882867777115178*^9, 
   3.882867783996613*^9}, 3.88286840596602*^9, 3.882868453251996*^9, {
   3.8828720610865173`*^9, 3.8828720628706512`*^9}, {3.8834793555873117`*^9, 
   3.883479373369842*^9}, {3.883554183332094*^9, 3.8835541842134523`*^9}, {
   3.883644872973219*^9, 3.883644882406493*^9}, {3.883644922872542*^9, 
   3.88364496459529*^9}, {3.88364499803763*^9, 3.883645012409073*^9}, 
   3.8836451376497602`*^9, {3.883645322434209*^9, 3.8836453237777367`*^9}, {
   3.883645393762494*^9, 3.883645396831551*^9}, {3.883645474664419*^9, 
   3.883645475125362*^9}, 3.883645590071661*^9, {3.8836464316198483`*^9, 
   3.883646433916037*^9}, {3.883646514623619*^9, 3.883646532032226*^9}, {
   3.883646668153685*^9, 3.883646747837582*^9}, {3.8837212677594957`*^9, 
   3.883721271815209*^9}, {3.8837214164470053`*^9, 3.883721427297271*^9}, {
   3.8837217956422*^9, 3.8837218164328737`*^9}, {3.883723526071858*^9, 
   3.883723606093458*^9}, {3.8837236376549063`*^9, 3.883723709394614*^9}, 
   3.883811370427373*^9, {3.883812010693878*^9, 3.883812073282518*^9}, {
   3.883812115252078*^9, 3.883812134801704*^9}, {3.883812170848184*^9, 
   3.8838122159852*^9}, {3.883812942153407*^9, 3.883812948755904*^9}, {
   3.883813620817871*^9, 3.8838136214219437`*^9}, 3.8838139573201942`*^9, {
   3.883814017170335*^9, 3.883814018913117*^9}, {3.8838144598792143`*^9, 
   3.883814460235263*^9}, {3.883816283810004*^9, 3.883816400277882*^9}, {
   3.883816470226842*^9, 3.883816524255149*^9}, {3.8847718738211718`*^9, 
   3.8847719515370607`*^9}, {3.88477636066495*^9, 3.8847763975566177`*^9}, {
   3.884781707965879*^9, 3.8847817245184803`*^9}, 
   3.884782568760713*^9},ExpressionUUID->"7d563751-9dd5-4e27-9845-\
46f525c48682"],

Cell[BoxData[
 RowBox[{
  RowBox[{"(*", "  ", 
   RowBox[{
   "\:043e\:0431\:0440\:0435\:0437\:0430\:043d\:0438\:0435", " ", "3", "He"}],
    "  ", "*)"}], "\[IndentingNewLine]", 
  RowBox[{
   RowBox[{
    RowBox[{"dSigmaHe3Cut200", "[", 
     RowBox[{"Et_", ",", "thetaCM_"}], "]"}], ":=", " ", 
    RowBox[{
     FractionBox["1", "100"], 
     FractionBox[
      RowBox[{"Mstp", " ", "Mbt"}], 
      SuperscriptBox["p", "2"]], " ", 
     FractionBox[
      RowBox[{"2", " ", 
       RowBox[{"K1", "[", "Et", "]"}]}], 
      RowBox[{"3", " ", "K"}]], "  ", 
     SuperscriptBox[
      RowBox[{"Abs", "[", 
       RowBox[{
        RowBox[{"factor3He200", "[", 
         FractionBox[
          RowBox[{"q2", "[", 
           RowBox[{"Et", ",", "thetaCM"}], "]"}], "p"], "]"}], 
        RowBox[{"TMatrix8He", "[", 
         RowBox[{"q1", "[", 
          RowBox[{"Et", ",", "thetaCM"}], "]"}], "]"}]}], "]"}], "2"]}]}], 
   " ", "\[IndentingNewLine]", 
   RowBox[{
    RowBox[{"dSigmaHe3Cut202", "[", 
     RowBox[{"Et_", ",", "thetaCM_"}], "]"}], ":=", " ", 
    RowBox[{
     FractionBox["1", "100"], 
     FractionBox[
      RowBox[{"Mstp", " ", "Mbt"}], 
      SuperscriptBox["p", "2"]], " ", 
     FractionBox[
      RowBox[{"2", " ", 
       RowBox[{"K1", "[", "Et", "]"}]}], 
      RowBox[{"3", " ", "K"}]], "  ", 
     SuperscriptBox[
      RowBox[{"Abs", "[", 
       RowBox[{
        RowBox[{"factor3He202", "[", 
         FractionBox[
          RowBox[{"q2", "[", 
           RowBox[{"Et", ",", "thetaCM"}], "]"}], "p"], "]"}], 
        RowBox[{"TMatrix8He", "[", 
         RowBox[{"q1", "[", 
          RowBox[{"Et", ",", "thetaCM"}], "]"}], "]"}]}], "]"}], "2"]}]}], 
   " ", "\[IndentingNewLine]", 
   RowBox[{
    RowBox[{"dSigmaHe3Cut204", "[", 
     RowBox[{"Et_", ",", "thetaCM_"}], "]"}], ":=", " ", 
    RowBox[{
     FractionBox["1", "100"], 
     FractionBox[
      RowBox[{"Mstp", " ", "Mbt"}], 
      SuperscriptBox["p", "2"]], " ", 
     FractionBox[
      RowBox[{"2", " ", 
       RowBox[{"K1", "[", "Et", "]"}]}], 
      RowBox[{"3", " ", "K"}]], "  ", 
     SuperscriptBox[
      RowBox[{"Abs", "[", 
       RowBox[{
        RowBox[{"factor3He204", "[", 
         FractionBox[
          RowBox[{"q2", "[", 
           RowBox[{"Et", ",", "thetaCM"}], "]"}], "p"], "]"}], 
        RowBox[{"TMatrix8He", "[", 
         RowBox[{"q1", "[", 
          RowBox[{"Et", ",", "thetaCM"}], "]"}], "]"}]}], "]"}], "2"]}]}], 
   " ", "\[IndentingNewLine]", 
   RowBox[{
    RowBox[{"dSigmaHe3Cut206", "[", 
     RowBox[{"Et_", ",", "thetaCM_"}], "]"}], ":=", " ", 
    RowBox[{
     FractionBox["1", "100"], 
     FractionBox[
      RowBox[{"Mstp", " ", "Mbt"}], 
      SuperscriptBox["p", "2"]], " ", 
     FractionBox[
      RowBox[{"2", " ", 
       RowBox[{"K1", "[", "Et", "]"}]}], 
      RowBox[{"3", " ", "K"}]], "  ", 
     SuperscriptBox[
      RowBox[{"Abs", "[", 
       RowBox[{
        RowBox[{"factor3He206", "[", 
         FractionBox[
          RowBox[{"q2", "[", 
           RowBox[{"Et", ",", "thetaCM"}], "]"}], "p"], "]"}], 
        RowBox[{"TMatrix8He", "[", 
         RowBox[{"q1", "[", 
          RowBox[{"Et", ",", "thetaCM"}], "]"}], "]"}]}], "]"}], "2"]}]}], 
   " ", "\[IndentingNewLine]", 
   RowBox[{
    RowBox[{"dSigmaHe3Cut208", "[", 
     RowBox[{"Et_", ",", "thetaCM_"}], "]"}], ":=", " ", 
    RowBox[{
     FractionBox["1", "100"], 
     FractionBox[
      RowBox[{"Mstp", " ", "Mbt"}], 
      SuperscriptBox["p", "2"]], " ", 
     FractionBox[
      RowBox[{"2", " ", 
       RowBox[{"K1", "[", "Et", "]"}]}], 
      RowBox[{"3", " ", "K"}]], "  ", 
     SuperscriptBox[
      RowBox[{"Abs", "[", 
       RowBox[{
        RowBox[{"factor3He208", "[", 
         FractionBox[
          RowBox[{"q2", "[", 
           RowBox[{"Et", ",", "thetaCM"}], "]"}], "p"], "]"}], 
        RowBox[{"TMatrix8He", "[", 
         RowBox[{"q1", "[", 
          RowBox[{"Et", ",", "thetaCM"}], "]"}], "]"}]}], "]"}], "2"]}]}], 
   " ", "\[IndentingNewLine]", 
   RowBox[{
    RowBox[{"dSigmaHe3Cut21", "[", 
     RowBox[{"Et_", ",", "thetaCM_"}], "]"}], ":=", " ", 
    RowBox[{
     FractionBox["1", "100"], 
     FractionBox[
      RowBox[{"Mstp", " ", "Mbt"}], 
      SuperscriptBox["p", "2"]], " ", 
     FractionBox[
      RowBox[{"2", " ", 
       RowBox[{"K1", "[", "Et", "]"}]}], 
      RowBox[{"3", " ", "K"}]], "  ", 
     SuperscriptBox[
      RowBox[{"Abs", "[", 
       RowBox[{
        RowBox[{"factor3He21", "[", 
         FractionBox[
          RowBox[{"q2", "[", 
           RowBox[{"Et", ",", "thetaCM"}], "]"}], "p"], "]"}], 
        RowBox[{"TMatrix8He", "[", 
         RowBox[{"q1", "[", 
          RowBox[{"Et", ",", "thetaCM"}], "]"}], "]"}]}], "]"}], "2"], 
     " "}]}]}]}]], "Input",
 CellChangeTimes->{{3.8838165554131603`*^9, 3.883816608574444*^9}, {
   3.883816662551721*^9, 3.883816721165989*^9}, {3.8838179828793907`*^9, 
   3.883817985064273*^9}, {3.884776389717065*^9, 3.884776413419263*^9}, 
   3.8847764468373833`*^9, {3.884776548950699*^9, 3.884776562316675*^9}, {
   3.884776601337124*^9, 3.884776631249011*^9}, {3.884779970226635*^9, 
   3.884779975927022*^9}, {3.884781744711028*^9, 3.884781782884651*^9}, {
   3.8847826456143827`*^9, 3.884782681919348*^9}},
 CellLabel->
  "In[634]:=",ExpressionUUID->"8d9835d3-d38e-4b8f-aeda-dab1a09c92c0"],

Cell[BoxData[
 RowBox[{
  RowBox[{"(*", "  ", 
   RowBox[{
   "\:043e\:0431\:0440\:0435\:0437\:0430\:043d\:0438\:0435", " ", "8", "He"}],
    "  ", "*)"}], "\[IndentingNewLine]", 
  RowBox[{
   RowBox[{
    RowBox[{"dSigmaHe8Cut800", "[", 
     RowBox[{"Et_", ",", "thetaCM_"}], "]"}], ":=", " ", 
    RowBox[{
     FractionBox["1", "100"], 
     FractionBox[
      RowBox[{"Mstp", " ", "Mbt"}], 
      SuperscriptBox["p", "2"]], " ", 
     FractionBox[
      RowBox[{"2", " ", 
       RowBox[{"K1", "[", "Et", "]"}]}], 
      RowBox[{"3", " ", "K"}]], "  ", 
     SuperscriptBox[
      RowBox[{"Abs", "[", 
       RowBox[{
        RowBox[{"factor8He800", "[", 
         FractionBox[
          RowBox[{"q1", "[", 
           RowBox[{"Et", ",", "thetaCM"}], "]"}], "p"], "]"}], 
        RowBox[{"TMatrix3He", "[", 
         RowBox[{"q2", "[", 
          RowBox[{"Et", ",", "thetaCM"}], "]"}], "]"}]}], "]"}], "2"]}]}], 
   " ", "\[IndentingNewLine]", 
   RowBox[{
    RowBox[{"dSigmaHe8Cut840", "[", 
     RowBox[{"Et_", ",", "thetaCM_"}], "]"}], ":=", " ", 
    RowBox[{
     FractionBox["1", "100"], 
     FractionBox[
      RowBox[{"Mstp", " ", "Mbt"}], 
      SuperscriptBox["p", "2"]], " ", 
     FractionBox[
      RowBox[{"2", " ", 
       RowBox[{"K1", "[", "Et", "]"}]}], 
      RowBox[{"3", " ", "K"}]], "  ", 
     SuperscriptBox[
      RowBox[{"Abs", "[", 
       RowBox[{
        RowBox[{"factor8He840", "[", 
         FractionBox[
          RowBox[{"q1", "[", 
           RowBox[{"Et", ",", "thetaCM"}], "]"}], "p"], "]"}], 
        RowBox[{"TMatrix3He", "[", 
         RowBox[{"q2", "[", 
          RowBox[{"Et", ",", "thetaCM"}], "]"}], "]"}]}], "]"}], "2"]}]}], 
   " ", "\[IndentingNewLine]", 
   RowBox[{
    RowBox[{"dSigmaHe8Cut880", "[", 
     RowBox[{"Et_", ",", "thetaCM_"}], "]"}], ":=", " ", 
    RowBox[{
     FractionBox["1", "100"], 
     FractionBox[
      RowBox[{"Mstp", " ", "Mbt"}], 
      SuperscriptBox["p", "2"]], " ", 
     FractionBox[
      RowBox[{"2", " ", 
       RowBox[{"K1", "[", "Et", "]"}]}], 
      RowBox[{"3", " ", "K"}]], "  ", 
     SuperscriptBox[
      RowBox[{"Abs", "[", 
       RowBox[{
        RowBox[{"factor8He880", "[", 
         FractionBox[
          RowBox[{"q1", "[", 
           RowBox[{"Et", ",", "thetaCM"}], "]"}], "p"], "]"}], 
        RowBox[{"TMatrix3He", "[", 
         RowBox[{"q2", "[", 
          RowBox[{"Et", ",", "thetaCM"}], "]"}], "]"}]}], "]"}], "2"]}]}], 
   " ", "\[IndentingNewLine]", 
   RowBox[{
    RowBox[{"dSigmaHe8Cut920", "[", 
     RowBox[{"Et_", ",", "thetaCM_"}], "]"}], ":=", " ", 
    RowBox[{
     FractionBox["1", "100"], 
     FractionBox[
      RowBox[{"Mstp", " ", "Mbt"}], 
      SuperscriptBox["p", "2"]], " ", 
     FractionBox[
      RowBox[{"2", " ", 
       RowBox[{"K1", "[", "Et", "]"}]}], 
      RowBox[{"3", " ", "K"}]], "  ", 
     SuperscriptBox[
      RowBox[{"Abs", "[", 
       RowBox[{
        RowBox[{"factor8He920", "[", 
         FractionBox[
          RowBox[{"q1", "[", 
           RowBox[{"Et", ",", "thetaCM"}], "]"}], "p"], "]"}], 
        RowBox[{"TMatrix3He", "[", 
         RowBox[{"q2", "[", 
          RowBox[{"Et", ",", "thetaCM"}], "]"}], "]"}]}], "]"}], "2"]}]}], 
   " ", "\[IndentingNewLine]", 
   RowBox[{
    RowBox[{"dSigmaHe8Cut960", "[", 
     RowBox[{"Et_", ",", "thetaCM_"}], "]"}], ":=", " ", 
    RowBox[{
     FractionBox["1", "100"], 
     FractionBox[
      RowBox[{"Mstp", " ", "Mbt"}], 
      SuperscriptBox["p", "2"]], " ", 
     FractionBox[
      RowBox[{"2", " ", 
       RowBox[{"K1", "[", "Et", "]"}]}], 
      RowBox[{"3", " ", "K"}]], "  ", 
     SuperscriptBox[
      RowBox[{"Abs", "[", 
       RowBox[{
        RowBox[{"factor8He960", "[", 
         FractionBox[
          RowBox[{"q1", "[", 
           RowBox[{"Et", ",", "thetaCM"}], "]"}], "p"], "]"}], 
        RowBox[{"TMatrix3He", "[", 
         RowBox[{"q2", "[", 
          RowBox[{"Et", ",", "thetaCM"}], "]"}], "]"}]}], "]"}], "2"]}]}], 
   " ", "\[IndentingNewLine]", 
   RowBox[{
    RowBox[{"dSigmaHe8Cut10", "[", 
     RowBox[{"Et_", ",", "thetaCM_"}], "]"}], ":=", " ", 
    RowBox[{
     FractionBox["1", "100"], 
     FractionBox[
      RowBox[{"Mstp", " ", "Mbt"}], 
      SuperscriptBox["p", "2"]], " ", 
     FractionBox[
      RowBox[{"2", " ", 
       RowBox[{"K1", "[", "Et", "]"}]}], 
      RowBox[{"3", " ", "K"}]], "  ", 
     SuperscriptBox[
      RowBox[{"Abs", "[", 
       RowBox[{
        RowBox[{"factor8He10", "[", 
         FractionBox[
          RowBox[{"q1", "[", 
           RowBox[{"Et", ",", "thetaCM"}], "]"}], "p"], "]"}], 
        RowBox[{"TMatrix3He", "[", 
         RowBox[{"q2", "[", 
          RowBox[{"Et", ",", "thetaCM"}], "]"}], "]"}]}], "]"}], "2"]}]}], 
   " ", "\[IndentingNewLine]"}]}]], "Input",
 CellChangeTimes->{{3.884777045074435*^9, 3.8847771599661703`*^9}, {
  3.884777215292577*^9, 3.884777245419136*^9}, {3.884781795531755*^9, 
  3.884781841785658*^9}},
 CellLabel->
  "In[577]:=",ExpressionUUID->"913bc2a8-096a-4da1-b7be-58d029b36d1a"],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{"ContourPlot", "[", 
  RowBox[{
   RowBox[{"dSigmaHe8Cut800", "[", 
    RowBox[{"Et", ",", 
     RowBox[{
      FractionBox["thetaCM", "180"], "Pi"}]}], "]"}], ",", 
   RowBox[{"{", 
    RowBox[{"Et", ",", "0", ",", "18"}], "}"}], ",", 
   RowBox[{"{", 
    RowBox[{"thetaCM", ",", "0", ",", "50"}], "}"}], ",", 
   RowBox[{"Contours", "\[Rule]", "20"}], ",", 
   RowBox[{"PlotRange", "->", "All"}]}], "]"}], "\[IndentingNewLine]", 
 RowBox[{"Plot", "[", 
  RowBox[{
   RowBox[{"{", 
    RowBox[{
     RowBox[{"dSigmaHe3Cut204", "[", 
      RowBox[{"2.2", ",", 
       RowBox[{
        FractionBox["thetaCM", "180"], "Pi"}]}], "]"}], ",", 
     RowBox[{"dSigmaHe3Cut206", "[", 
      RowBox[{"2.2", ",", 
       RowBox[{
        FractionBox["thetaCM", "180"], "Pi"}]}], "]"}], ",", 
     RowBox[{"dSigmaHe3Cut208", "[", 
      RowBox[{"2.2", ",", 
       RowBox[{
        FractionBox["thetaCM", "180"], "Pi"}]}], "]"}]}], "}"}], ",", 
   RowBox[{"{", 
    RowBox[{"thetaCM", ",", "0", ",", "35"}], "}"}], ",", 
   RowBox[{"PlotRange", "->", "All"}]}], "]"}]}], "Input",
 CellChangeTimes->{{3.881038678218144*^9, 3.881038680662716*^9}, {
   3.881039279562653*^9, 3.881039296173547*^9}, 3.881041219395603*^9, {
   3.8823529105519114`*^9, 3.8823529134836397`*^9}, {3.882353343127562*^9, 
   3.8823533556969*^9}, {3.8823533902298393`*^9, 3.882353390544724*^9}, {
   3.882353435880719*^9, 3.8823534363079357`*^9}, {3.882353570888076*^9, 
   3.882353586436214*^9}, {3.8824210727864113`*^9, 3.8824211221991568`*^9}, {
   3.882423533149107*^9, 3.882423575038761*^9}, {3.882423824742895*^9, 
   3.8824238585635357`*^9}, {3.8828673718287573`*^9, 3.882867377573691*^9}, {
   3.8828684945911217`*^9, 3.882868532676189*^9}, {3.882871786428021*^9, 
   3.8828717864951677`*^9}, {3.882871818799327*^9, 3.8828718490775127`*^9}, {
   3.882872378262281*^9, 3.882872378276483*^9}, {3.8831099503149633`*^9, 
   3.88310996786453*^9}, 3.883110450535862*^9, {3.883553953533923*^9, 
   3.883553968210348*^9}, {3.883554198187389*^9, 3.883554227725945*^9}, {
   3.88364537792879*^9, 3.88364538004762*^9}, {3.8836454653957787`*^9, 
   3.883645570468872*^9}, {3.883645624428377*^9, 3.8836456596437483`*^9}, {
   3.883646044863072*^9, 3.883646045013956*^9}, {3.88364629695015*^9, 
   3.883646297124249*^9}, {3.883646497820653*^9, 3.883646507509572*^9}, {
   3.8836465444485893`*^9, 3.8836465444999323`*^9}, {3.88372175612717*^9, 
   3.883721776578678*^9}, {3.883721821325859*^9, 3.8837218418257513`*^9}, {
   3.883723611845113*^9, 3.8837236210905933`*^9}, {3.883723694374988*^9, 
   3.8837237339415493`*^9}, {3.883810917681551*^9, 3.883810941614428*^9}, {
   3.883813327881988*^9, 3.883813337311658*^9}, {3.883813547794777*^9, 
   3.883813578134081*^9}, {3.883816408797614*^9, 3.883816419143138*^9}, {
   3.883816485836542*^9, 3.883816488290515*^9}, 3.883817132091394*^9, 
   3.883817194597436*^9, {3.883817516141509*^9, 3.8838175680897617`*^9}, {
   3.8838178455608997`*^9, 3.8838178483525457`*^9}, 3.884771913519845*^9, {
   3.88477197204001*^9, 3.884772036298699*^9}, {3.884776568674377*^9, 
   3.8847765940173264`*^9}, {3.884776654245159*^9, 3.884776657299266*^9}, {
   3.8847771667537203`*^9, 3.8847771687715797`*^9}, {3.884777251751307*^9, 
   3.884777282292418*^9}, {3.884779668312622*^9, 3.884779673901991*^9}, {
   3.8847797039347754`*^9, 3.884779758284536*^9}, {3.884779980251889*^9, 
   3.8847799809117327`*^9}, {3.884781862767408*^9, 3.88478186332283*^9}, {
   3.884781895977394*^9, 3.884781941596733*^9}, 3.884782033705146*^9, {
   3.884782097332941*^9, 3.884782142972115*^9}, {3.884782582106678*^9, 
   3.884782612344515*^9}, {3.884782694383593*^9, 3.884782757476849*^9}},
 CellLabel->
  "In[646]:=",ExpressionUUID->"b0bf33f5-97ee-414f-b509-6dfa628674e2"],

Cell[BoxData[
 TemplateBox[{
  "InterpolatingFunction", "dmval", 
   "\"Input value \\!\\(\\*RowBox[{\\\"{\\\", \\\"0.00723588552624751`\\\", \
\\\"}\\\"}]\\) lies outside the range of data in the interpolating function. \
Extrapolation will be used.\"", 2, 646, 475, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{{3.88477727346978*^9, 3.8847772828622627`*^9}, {
   3.884779669036487*^9, 3.884779674192841*^9}, {3.884779710854744*^9, 
   3.884779758610293*^9}, 3.8847799815933027`*^9, 3.884781863890913*^9, {
   3.884781897325919*^9, 3.884781962745256*^9}, 3.884782059374297*^9, {
   3.8847821176132803`*^9, 3.884782143681095*^9}, 3.88478262903594*^9, {
   3.884782685969124*^9, 3.8847827581619997`*^9}},
 CellLabel->
  "During evaluation of \
In[646]:=",ExpressionUUID->"e87181a6-4d1d-4c03-a3a4-2fbd063a9773"],

Cell[BoxData[
 GraphicsBox[{GraphicsComplexBox[CompressedData["
1:eJx0XXVYVcvXRkQRVEQaAaU7DiAtnMU5Btjdrei1u7u789rdeO1uMbAD41rX
bkwUMb/9O/DOZg3Pd/6Q53VNrZnZM7Ni1ri17VE3xdjIyOielZHR//7KP6/k
2Z7Js7O0HJsQ8L5ud/d0u2tBnG4jcPf/kfc4CrzXkL6swLk/dym/p8BVDdBH
4B6G8vwEnvs/cnKgwPsN5QdL5YdJGPWUIPDHsQkBgz9OtxEY/AGDP2Dwx/N7
Cgz+gMEfMPgDBn+8/DAJgz9niT9niT9niT9niT9niT9niT9niT9niT9niT9n
iT9niT9niT+k10j1hUlYmb//S9bNS/DLsQkBg19OtxEY/AKDX2Dwy/N7Cgx+
gcEvMPgFBr88vUaqL0zCGN9AaXwDpfENlMY3UBrfQGl8A6XxDRT88vyeAvPx
DZTGN1Aa30BpfAOl8Q0U/HKMdSNU8MuxCQGDX063ERj8AoNfYPDL83sKDH6B
wS8w+OV0jVR+mIQxfyOk+Rshzd8Iaf5GSPM3Qpq/EdL8jZDmb4Q0fyOk+Rsh
zd8Iaf5GSPM3Qpq/EYJfjo2MChn+jRH8cmxCwOCX020EBr/A4BcY/PL8ngKD
X2DwCwx+gcEvT6+R6guTsJGRt6HeCoJfjk0IGPxyuo3A4BcY/AKDX57fU2Dw
Cwx+gcEvMPjl6TVSfWESzlufrIivTwLnrU8KZuuToNsIzNYnBbP1ScHgl+f3
FJitTwpm65OC2fqkYLY+ifQaqb4wCWN9SpTWp0TBLzBfnxIFv8B8PUoU/PH0
ngLz9ShRWo8SpfUoUfDH02uk+sIkbGRkqHaNXvDHsQkBgz9OtxEY4wkMfoHB
L8/vKTD4BQa/wOAXGPzy9BqpvjAJGxkZknWrJPjl2ISAwS+n2wgMfoHBLzD4
5fk9BQa/wOAXGPwCg1+eXiPVFyZhIyNDtsgqgl+OTQgY/HK6jcDgFxj8AoNf
nt9TYPALDH6BwS8w+OXpNVJ9YRIWs1rwyzHkm2Ti8k2y4BeYyzfJgl9g8Mvz
ewrM5Ztk4vJNMnH5Jpm4fJMs+OX1hQmcW9/TvPPhT0mO+6k18NcM5xzQwwRG
fsN0cUoS/QeM/DKW60c+Tkc7nor+R/0oL5eekdeOt7nnolS0960WdEM3TEsi
0IF5PWp+/v8ZBepHfk7HL0zUj/+R60d5ufPnt+j/3PliJvW3lcC588FeYANM
diae31WiexAbz7teAueeu3wFzpXxAwTO3beDOLbSFBj/3HJsBT/A4AcY/ACD
H2Dww/O7SnQP4vV5CQx+gMEPMPhh2ErDy1PmHzD4y/1u3QR/wOAPGPwBgz9g
8Mfzu0p0D+L1eQkM/oDBHzD4Y9hKw8trFiow/778BH/A4A8Y/AGDP2Dwx/O7
SnQPgcEfMPgDBn/A4I/lF+uFH1/PFL7Z96Vg9n1ZYV20Eph9Xwpm35fI7yrR
PYjX5yUw+74UzL4vKw2x7wsY3xfKw/orvrunuevAmnDBHzD4AwZ/wOAPGPzx
/K4S3YN4fV4Cgz9g8Afsnb9fkb9ZqMDgx1BvZJTgBxj8AIMfYPADDH54fleJ
7kG8Pi+BwQ8w+AHGeDGMeYHymoUKDP4M+3R6rOAPGPwBgz9g8AcM/nh+V4nu
Qbw+L4HBHzD4AwZ/DCv8sfKahQoM/nL/P0HwBwz+gMEfMPgDBn88v6tE9xAY
/ACDH2Dww7D4rhIEP8BsPn4lPh+/Ep+PX4nPx6/E56OC2XwU2IN4+V4Cs/mn
YDb/FMzmHzDmH8rD/PtKfH0/puPru4LZ+q5gtr4rmK3vCmbru8jvKtE9BGbr
u4LZ+q5gtr4rmK3vwFinUR7WewWDP0O9kyoK/oDBHzD4AwZ/wOCP53eV6B7E
6/MSGPwBgz9g8Mcw9hGUp/AHDP4M1datLPgDBn/A4A8Y/AGDP57fVaJ7EK/P
S2DwBwz+gMEfwwp/rDyFP5kfnOfBDzD4AQY/wOCH53eV6B5c/lD4AQY/wOAH
GPwwrPDD6rsJeeOeFtgo78flqxL8+zOCfey3oPPzFuxjkAdKiP4wYj8rQefn
MdjH7AWdfb/KD5jX7yroXJ4owb9vkd+DOH+qHYLLGyWk8x302r6Czs97sDkG
CDo//0FvGsTp4lyXRxfnphL8PCXsbU+F/YuPhzPx/lftX7I8Azrvb2d+fhTl
uUp0D+L1ewnM+8eZnx8VzPl35udHlCf4dRb8yvYvWb6R7WGyvMPtTVYCc3nO
S5LnVPuYLP/w9B7E6/cSmOsv3SR5z0uS97wkec9Lku9Ue2BuuyT5IZ99CXQ+
PwKl+aHaz5Cezw/VngY6ny+Bkn7IT5o/gdL8CZTmT6CkL/KT5lOgNJ8CpfkU
KM2nQEl/5CfNr0Bpfkn2xnzyimzP4nTo+1V5TbbXyfIbL89KYC5vh0rytmq/
k+U52Z4ny3e8PV4Cc3k8VJLHQyV5PFSSx0NF/8n2S1k+ku1jnG5Csjwo2wNl
+VC2D8ryomwvlOVH2X4oy5M8v6vA/PuOkL5v1Z4oy5eyfVGWN0Hn33uEpN+J
kL5/1Z4qy2uyfY7TTST58bdWtkfK8qtsn5TlWdleKcu3sv1Slndle6Ys/8r2
TVkelu2dsnwMOsYDGP3NsJWG22eV/pbtubL8KNsHOd2EZPlZtofK8rRsH5Xl
a9leKsvbnO4qMPqL1+8lMPoHGPNTtpfK8rZsP5Xlb9meKsvjsv1Ylmdz1zPV
HsnpJlweFvoy1f4qy/Ogo39l+R50zFdZvuftcS8g7/PyPSV9gY/UXi+RHuuH
rB8AHeuHrC8AnevjiO93VsT3u3z2a64PyFsvvhJfL/LpE2R7r6xfkO2/sr4B
dLZefCW+PuTTP8j2Yl6fq1SfZwF9hWxPlvUXsn1Z1meAzvfDRGk/TJT2Q9Ve
bmh2Pnnf8CefPZbT8+xz+fQbSM/OZ/n0HaCz85lCZ+exfPoPXr+7VJ9rAfs0
z+8h6OgfYGbPy6cfAZ3Z9/LpS0Bn57V8+hPe3jBBR3/z9mYJ/Qn621BsPnsw
p5tI+hALSX9iVsD+DTr6H3T0P+jof2D0P2+PewF9DeiYr7x9XgXs5aBjPEBH
/zJspeH2/WahEn9ZQj+D/gJGfwFjPTD8yWc/5+ltCuh3kB79BTr6Cxj9hfSY
j5zuUcC+ztvnVcC+DjrmJ+iYn6Cj/xh/Sn/x9mQJ/Q/6B5jrS1R7O09vU0Bf
hPToH9DRP8DoH6THfOLlexbQJyE95g/oXL+h2udB5/oN1T4POtdfqP4HuX9h
v32Xd74vIuzJwKDnpn+be84yU+ncPq7ab/l4ZOR+/xuriPKAQUd7Ub6cHvMe
+rDc+r/k1ZemTfrfn/qy/ky1l4OO8kHn8qbKH/gBZutUsnUehtxtnCc/eNAc
A72EwIb50cxN4Nzx8BOY9Ue6P6F84Fw+HQQ2kGe7CGw4B4/0FthQbnuNwCg/
d//UiPYCo73AaC+wof5MD4F7GsY1WGCUbyhnUnlRPjDKBwZ/wOAPGPwBo7+A
qxn6LUBg1G/46xQt6gdG/cCoHxj1A6N+YPQHS5/pITD6HxjtuW/4LuJEe4DR
HmC0BxjtAUZ/A2N8WXrl+wNG/YZ2kVbUD4z6gVE/MPgHBv/A4B8Y/ANjvIAx
XnJ7DPV2ShTtAWbzv1OiqB8Y9QOz+d8pUdQPjP4wFBumF/UBoz5g8A+M+oFR
PzD4A8Z4AWO8WP7UUIHRPsOw/6go2geM9gGjfcBoHzD6Axj9AYz6DOthWmUx
HsCoDxj1AYN/YNQHjP4ARn/I9Rm2qWlJoj5g1AeM+oDBDzDqA0Z/A+fya5u3
T5fOO4+Y5slbeXb8PZYCG6pf4y5w7v7gLzD2q1x9Rp7csidHYNQHnMuvk8Cs
XgUbxjvdR2DsNyy9Ul9uO4JFfcDgh9MtBQY/jB7pJTDKNzTzWJgoHxjlc7ql
wOAXGPwCg1+WXulPYMO6lRnI08P/rm6kaA8wGz9BtxQY7QFGe4DZOCqYjTfK
i/QSGOPD8ivtM7TjaYxoHzDax+mWAqN9wGgfsOE8NzJEYMwHYNRvOOf1jxf1
A6N+TrcUGPwDg3+WPtJLYPAPjPEDxvix8tE/Y4n3z1ji/SPolgKz/hhLor0s
faSXwGgfMNon129YR2roRP3AqB8Y9QOjfmD0F8sf6SUw+gMY4wnMzs8oH+uJ
XUXRPmC0D5itJ3YV+XqiYLQPmK0vdhVF/7D8+P4fVhIY6zX7/h9W4t//w0qi
PSw/vnekj/QSGO0BZt+/gtFfvL4cIS+gfmDUDwz+WfpILy5PNPMXGPXz8qCf
l+6BKvMbmM/XMLGfs/xivPJ+DyuJ/VeWl9DfwGgP9kfsX5BPgXFeYPuVsG+5
ivzgB+cFNk5G0n4HeUHsP1nS/vZO7D/Yr1n5wp7gI/ZjYMincnmGZuRb/2V5
he9XJgKDjvzsvK/Qub45WNCRnp3nRfmeUv53Wnn9l+Udtl9gPBSM/gfG+R71
c/1gmKAjPfoXdK4/DBN0pMd5CHSu/wsT/Mj7iSw/gc7kWQWDH2C0l+FMD2m/
9BQY50W+n6v7K9on7yeyPMX2p+QSAqN9wDhv8/3WmO8f4G8scf7Gkvhe+Pfv
zstX+OXt9RQY/ALj/AoMfY9MR/0YT9Axnmw/xniOVe0HMn/Yb8AfMOYP4xf2
13z8A4Nf5GfrRb79hK+HxtJ+Z1KgPciP9oDO7pMCQz+hpId8ATq7H5qvfHn9
BcbSLMsnWH/ZevFQvX8FjPKRnum7Fcy+X6Nk/n3iPk57WT+H+9S4r2Es6eMs
BJ2Nr0LHegI6vk/Q+X3rn1rW3wqdfa/Ij/FW6Pz+9U8t5jfo/P71Ty34BZ3f
x/6pZeOn0HP5DZPakyXdB4E+0JHPJ+E/ZUygoz/4fQ4HQef3lW2l8XIU/cHy
Z3oIOr+/bCu+d9D5/WVbafwdpfvMtmI+g877w1a674P24TzgxtevNR6Cf+7f
5CDo4I/RMz0End/ndBPtB53f73QT7Qcd7WflYz0W9eP+G/ybjCX9pYWgM31R
ep4cKe67+XF9Ubq/dL/Nj+uHFDq/7+Yn+OPlhwk62g86+j/3/KTh69lXDf8e
hd+Ig6Dz+8IaMX9A5/eHNaL9nK7e72DnLXF+CuP1p4ZKdHfh/4L+w/kG84P5
z2R6CDrGH3SMP+hoH/P3aa+R6H7CPwT84TyC8kFH+aCjf7k9H/dt1PvVoCM/
9JFoH8vfXiPpK8MEHf0HOs7r3J4NfzHoH38L+zLowGx+CvuqH9cfKukNyfLd
rzX8N/zN22uEfg/tBR3tBR32U0OzhH3Ontv/bsJeXiiv/Q9y94nHkI+Mhb2E
nXcVzPQx+TBfz20K7E/MHnPXVqTHegw618OpmO8f7gX2L6TP7Xd3kZ6dR8EP
9D35MNLzeCPq/sbtSf4iPeYb6JBvZSzb2yDfob9l/aWMsR9gvcR+weR1I0ex
/iA/+pfJl1auBTDyo3/l/RDp0b9Ij/5l8mq6TwGM9Dz+h7pfIj3THyrp0b+g
oz9lzPhPDRV0bt+T40bhPmOePkvsV1nSfc0cQcf6z+elg9SPTgUwsxeKeAyq
nA46m89Cj+xVACM99heUx/RlCp3NXyU/m68KZvM1H0Z+Hs9B3d+RnukvxXnA
mOu/YX8U+nTLAhj7LTv/R/pwfVc+zPdn3H/3E/0DOttPlfzoD2Doh2SM/Px+
vJ/oH9DZfhvpw+2PzYLF/OD6DKcCmNlnRTwSDR/3rxpuj2wWzPdT6DOa+RfA
yM/jk2g4/1/V8wVrf2qowBgfQ7Pz6VeAmT4wH8Z5APMV5wXMV0aHvAT9Br7f
fFi2H8v6EWA23xXM5ns+jPMG119FifqYvVgZH+ZvqowP11+4CzrmK+iYr8z/
VOkfZv/19BF09A+z/yrjCYzxRHqMp2xv5voEW3G+Qf8w+0J7TQH9iqyvMTRT
2F9thT0W7YE/H/ueOiXy8x7uK+J76pTI+/8rcX+RTomiflk/wbGtOF9hfnB7
QI7QZ7D1CvpzJT/OU+AH5y3wAzo7j9tV5OuBnXq/EOc7Zn8T+gljAsZ+D30F
2gOM/jE0q25l0T+yPt/wJ59+A5iNl4KZ/4nQv7tyfyvomTdW4fLXRjUeSu64
3MvdN9/Av+aCwLn1PBPYiP2MBWb6GCPcRzOV9BN59sF899+4fsRS7P9cH4D7
ZbYiP85HoPPzZwlJH4C4Re6ifK4PyGt/uhp/kesD4EftL/JzfUDe/TVxfiwh
xpfbBzLEuZjpr4W9O0foT5h9VaT/Lei8P53F/iWfL0HPzZdnDxLnKScpv7Og
s/6U7e+znfn5XKGz/pPt87jPJvrHmft75bPf57bfS/DHz0umJJ/vkB7zT47P
Idv/uX8X5Bn1Phs/DzkJOr4f+fwHOvPHwvko0ovXD/sn6hfzST3/oTysV0jP
7Jf57ruBjv6V/RWQnuvn1Ptvsv8Czkds/on4kb8Fna1X+TDS4/sGna1f+TDa
w+droOh/pOfz10/6/v24f1izYL7+pftL8zJYrJeg8/kdKMYDdC4PqedVpMd6
gfIxXswfpL1G4jdH2NP4967epzMkl/0vrFT7GzBbH/LZ20DHeIDOzvOifqy/
6n070Jn/TD4s38fj+isnQUf/gs76O995md23y1TjrbD1GvzBfg5/SYyPsNf5
8vaK7y2Ufy8KPWpR+ucXg0JEfRg/pMf44PzK5Uv1/h63r2UIOr4Pfp42Fedp
jB/yYzx4fZYF7vdx+5yt5H9pK9JjPJGe65vV+36g43sCHfsD4w/rPvSRVur9
P3xfoGO8ZYz0ueV7cH4j1fuCGD/Gn1hPw6X1M0LSh6v6TbSf7T/5/Jm4/jKn
wH1B2T4LOvP3UvIzf5F89wdl/yNen6VIj/GV/ZO4P6utSI/xlf2XuP3YiXh7
7bn/EtZHJT3XW0Tx+aCkx/ghPfu+0V/QjzyN4fbKfPZopEd+mQ7M9O/oH+hT
8tGZfRz6lKcx3H6L/oS8rbSfxZNRMFu/82FWHuLNIL+ynrB4sWbqfUjMJ8h3
wPL9SFle4/cVTSV507TAfUnZv4zXZ1ng/qQsX3J/ZdsC9yllfzXcR8T4sfuU
kep9SfQ3uy+p9BfqA5blYRaP1iyUy89manwiyG+cvxzhb82+b3EfMkPL7QUZ
4j4kxgN09LeMUR77vvP5z/H6LUV69n2PVe9XcvuGVQH/O06HvlK9/yf7hzN+
rVy5fcRKvX+J9Vr2J0d+jC/ofP9W7w/K/ueM30j1/mZuf3kV8E9n9hzEG8vn
bwE6W9/HEv8+FczsnWOJ60fh79heIzDTh8JfEfc/OiWK8ZYx9B3s/NwpUWDZ
3sTpliRjXp6Z5J9hI9JjfoDO9nP4g0A/oKTH+o3yMX94eTivJYr5BDq/f6L6
f4LOz2+JYj4x/qDfzYdRHuYP+GHnb9xHSFfvo/LzWaJkX0iU5G/1fqmhmjC9
+L6h78H3n3t+1FHFt1/GDvpeiIbbp82uF6oX44P8zH5zTPVfBR049zvRi/Hk
9dtI/olWXB8F/5B844v0GE/Uj/Hj5TmJ+jGeoOP7lTHKw/gxfVgzf34/opm/
KJ/Fh8p33wLlMX21XUUxPkjP9cWqvs/AtrCP5kj3VTMEHdiQTNzPfCrltyQZ
ozyMF+jAKA/jx+uzkey7efcRH1bi/gT5xpPlt3ItgNEejB8v30m0B+MJOvoX
dNaf+fyrDNny3U/l+srfwj8K8iP3f7WR7otYFdBHyvyz/Ap/MkZ7wB8v30no
M8Ev6OAPdMwPw59p6n1SYIw3MNoPjPkPjPUImN8/LCHs8bA355YHufOL0Jfm
rj8fxX1O5M9Nb8zLE/ZgWd/5VrLHl5Ds76qfMfKz/Rn5M9X4Xdy+XkLSb6j6
TuTn9vQSkv28hGTPzYv3lfr/xN+S9Z/59JfAnF9nrg+Q42fhXCP4ceb2JAXz
9jpze6jQjxoLfRn33/MS7ZP1gZyu6v+4f54Xt2comPvfeYn2yPo66Jd4/wRK
/RMovg/Z/xt03j+B3P6WLz4U8vP+C+TyM+pPVeNBcf8I1U7A9UHGQp/C9bWh
kn5V1f/I8Zhy94cwyX8hVLSP1x/G/aNSVXsk9zcIFe2H/gDtl/3JQefzI0Ka
HxF8/1YwxgOYz4cIaT5EcP/ZfPGNoK8Av0w/gvul+eIZyf7joLP7pkaq/ziP
/+Mg0Z2F/At+uHxbUN7n+VV5HuPL4ykVlOfleESyPM/zvysQX0j2Twcd/PN4
P9ZSfB8HgTEe7P2U9gXj9TD+UkMlOvS1JOlniX/f+eQ55Ed/Q/6GPVv2T0d+
Fp85n/wEOrMf5JOXGN1KU0BeAh384jzO/EfHEl8f8sUjMvCV734xlzesBeb+
mOr7L6z8zILxanK/b52YPzg/8/VCvY8syweyfRrnW7TfM++8ivaCzs4/4vzq
KOrH94D0ufV5cn9A6MPsVIz0PN5cIl8vcH8tWb3fBns9ymfxAfL556N8jC/j
J1WOF2Mi8oN/nDeZvCnisziK9Lm9587jl8Af5WElgVEe1gPUz/R/4j6een8O
/mkoH+OL8tn95HzvnyA92x9wfk0tGO8FdPQHML5vfl61FpjJbyIer6PIj/WR
9Sfs1w/V92CAwb8huVMSv2+vnMeBUT/mD8pn9u2H6vsxwJg/KB/zBeUDo3z4
N4IO/oAx/sBYz5Gf+X9vVN97AcZ6hPSYrzy9Rqo/R8RPYd+38Ef9lHduNxPn
eWC2/wn9YJbkP/NOy/UdjjwegvDnVN9/wvqB+YL5jfygI79MN/z3D1WexHhi
PUX/ID2LD6CkB537c+QI+cSQTchP76R4za8kf+O89Vzcr0kTdGDk5/4lb6X3
TVT/YshT+B5Az+0H1X+YxzNV/Xu5PIb4aaWFfAX/CJQv+8eCztdb1b8V9Fxc
0F8VdOgjZH8FjlX/Cq4/U/0BgFEf0nH9Fvwu1fc1uDzmJ9Wj2jeBuf9puBTv
IIrXm88/TvaHk/3fePxC/wL6fRljv+f2WTUen6yvBZ3Fy7eryP3X8sVbZ+ud
Wai0HsP/oITkD1CC+PzKOzeGYTwsxfeRm66s5D/hzPsf8mcQ9ONluf+M7B+T
771W5o+8GPc5vUX/Q37k8VVV/xDQmT5Z+Hs4CmyAmXlxrPsHSe1X4w8jvaE/
6gaI9Gx+5YsXzOVB1R8A/ZF7fgmT5n8oHz/hD5GlZfZnpX+4/dtCui9jU+B+
C0sfl9euhxHS96zGj2X2Udx3FvZYC24/RbxM+T5MPn9UYPS3oR97q/FdQTf0
s5mboGP8gdF/wIZ965ivwJi/kJcwPnK8Vu7vaiLZAy0kf1gbyX/WSbI3Ohag
43vH+QJ07N+8/CzJPmci9mO0R46PBPsQ5qMBV8uTf54GCYzxBs5dV0I5XcTn
UuN78v3fQrJ/5J33D5PABrY1arxNpGffjyhPjVeB8QKdnYeQXviHQ74yzvs+
dKJ9OE+gPYb043UCG8rL0Yn5hvRYT1h+xBPMR0d92E+x/uL7RXpgnGdw/gOd
34/XifEypLuv5/6zYWr8SpyHwC8w6//aKjbkP6HGm0R6rPfA6A+Zjv0E+zf2
E3b+Bj3Si9sbIr0KyDes/cp4ArN4g/noKB/9h/qxviM9MOpj71nAvjE2b/9c
p54fsR+y+eGoYkP+KWr8STn+FPKjv0AHNmQT8pEarwrzg/tD+xSgo3z0nyGZ
cv5k8b7E+yP+3L6hYNSP8x3o6C9grE8yHeWz912EvIH3PJK5/Qjxr2BfEufp
HC1Pby/y4zyM/MA8v6VIz+Yj7qtbufL3C63U91KYPhX5MT9hL4lU30/B+CE9
i1+m0DE+yM/tCclivoLO3/dI5vYrhc789Z3U+GHAufk+aXEfEvIb9yfPEfEx
sV4AI38uvicw7Ddcv1okd/wf4txiJjDqR37D/Hisxs8EZvl7VhHpjfJ+3N8e
8TN3af/87xelvl8JzPXxb7WtyifPPvxAQ3eWFm21bM9dLepDedjPuP/zO0ke
eZW336n2FKTn+jM3cd5Aenz/OA9y/3s/cV4x/HXylfwRNNxegbi7mfBnCeH3
v5T0XJ+pEfs90qO9ON9xfsJF+w35w1T/QOa/11567y0uTx+apvpH4rwCjPMN
2m9YxxvGCv0W0gOz99zM3ER69B+7D5SpvveG/kR68If0wMw/KshbpMf3CzrO
i6Cz+/adEqX+J9HfOO8w/ZCSnscjJb6fHyauv8F5qL30vlmcRqRn/qxj1ffX
gHPXG/sC6XGeQnruX2IvzkPMn9JOfS+Mn2fy1ufa6n0jAxb6OHuBkR77J9Zr
bt8OE+sH049YGeXRjcW6zfX7rlwfmi9+FOx37D5+vvuGhmIV+Yn5Tz2N4f5S
T9X3HLi+DPdFVP98Jj9Yqe9PYL8AxnkD/HL7WyFRHo8X5Fwgvh3Gj70Hki/e
G/NXuatitn/l07cCo3xgFr85X3w07PfYz4DZfbh8+kp+PsgR8cVy50u22L9w
fuX+FllCH4f9AvGSmb+48Lv2FePA+Bf3dV35fBDvJQbz86SIFxkm1j9mz4G/
eTMVM3tTPv9YhsNU/SrXVzkKDH1H7rqNeJhluX/wGg9JXwc/MsSL9M6jOwl9
BDs/4/6J0Ofg3qW/SM/90zQCM/v1JMhrYWL8sd9wfUsE+fyvnmuInxch2gf5
PHf9cxUY/DCM+KDQJ0Sq77WgPUiP+Yr0wMxe6vT/6AcgX4v4qiT6B/Ix0x8o
6bk+MU9/R6q8zfyjlfT8/jqJ/kF65j+tpOf3xUjMJ7k9hs9akQ+Bc/tZL9oD
eRLlGYbnh+qPZvhMIC+FFZSP2PkY7x0gHi708dPU9wuBmX1rmvp+ITDWc2B8
v8BYn4HZewXTZHkC9y+zxfmWnX+FHi9LnAexvuR+/+5C/kJ6YKQ31H8N93Hc
hX4A6w3Td+D+FnnmjsdTP67/wv108Z4JvjfEO1PvvyM9v6+cF//8a4BIz+3B
YQKz++fXYE9U4+FgPWPxZxBffFqennxjFI/H9lR9r4npvyLz+ItT75fz+xnu
/HyX6ibSo//4fRNPrk8jT5Gejc9T9X0npAe/SM/0w0p6YPl+OtO3Jwfy893X
vP1Rk8jjDY0lbn/G/fJJwSI9iz80lrj9DvazaRqRHvNatq9g/wDG/oHzBuQf
7l+VJ1+dUO1fmP+QZ9j8+Ooq+hvyC8YX8gb6Axj5IV+AH8gPyM/O+6nq+R/1
sfP6NfX8nrtf+AmM+nH+RX8Do352/h6r+i8a5vXfsj0Q9zNVf0Jgdl4CRnwb
5Tz2JbDywncpGkryfeFYthTuE+fp31YlUqNhpntcbD5pB3d6dCiwm+p/AHsa
9gP0N9tf8vk/oX7mf5QvXiLmE9Yxrs99KvmDm3B9yWwbvn4r5XG6J/cPTQ7k
67+Qz/PiHcG+cRHvZxUX+ldD9rruYj9jdqXxeP+npMA8nlu4FB8lSshnWK+4
PsNW7Oe58yI6b//z5/aFZmXEeOX2r5Fob9cGD0/qaxemaxZlHdt8V/1dkD6X
P2OR/uTrxCOmUyHnv9VC3mTrV3v1/VbIu+x+jFWe/4+NGh+T+fOI96TD+HlJ
xA9z5fNfxE+X4lHm81fn72Oo7TGwm+ks+OXxzPK+u0xrrm9X1iecR5g8XEON
7w567nnjZ65+u4ueHhjmT4g4n+au255iPuG8kGRtWtPyEuKtZYv8OK9gPHBe
QX/ie2f+DJG2go7zCfzRsB4Z6Ca4r5bG64ssK/oH8pDsXyr79zF5z8lXlI/+
xn6A8efzM0fUj/5AecXbDdveNtCbliZ5zH71Jl6cf3j6IiRjrA+5/BfNbYet
ntvXlfnG3+sK4/s37m9hv4a9SRk/Q7/s0Ap9B85HWG+xfgFj/cJ6wexNSv9j
fPl9mFAxf3LLUzHmH9Yn9DfTl+UbX/QH0/fki7cEzMpPDeDnU3FfJlu091G9
iuu/ffsqykd+yGeQbwzr1Kt4Mb7A2A+5PKWeb3LXuTx/W5dYfp5Uznds/1TW
Q+ZfN026P6v0f+54OIn5mLs+qPOzodmRi/M2Yb2Dv3owld1T/8W156p/9POv
rVp3WaGnkVvf/nuujB9lLzzWZ8L+OFJ2kCctUzzJocaOoZrnWtq11mLtgeaO
lNQnePiBU4l0c3z/2EkVNVTIfvZsXZorbdSNqNrnQQj1uVjeNTrel0JLJm00
6xJEm7cUL2d7N5zomN/mDX1cqdGYSv0LeSTS8kjrG0vWl6ZjT8s3rrVSfT+u
1Kuxx79M8KIqKeOHeP7OO8co/W9Ry6W779ggsd9s+Nfhz6f66vur4aVHLXg2
JohePl7X7l7xCJo58IeVXw31fcxZef3TwH98GadUfL8mNK6H3+4/n3Q0bnen
2Vf0lvSs1eWggQd1dPXAhR2LJqH/fmqvTa9ZqlcNF7q05rW2XNNEyqEXrTOv
udLSC5mbm5gnUvmMu2MaJVlQhy8Dag+8rKPlq87VXBeprJehVfqlzggiCsrZ
7LbShzIL3wxK1saTzYvjxv+cdaSWHk/1o94l0vqAV2mxda0p8tOMmQ9q6yj8
765pZUe6UVu/uPiSy4g2/ZOcaWJ3X5t4zez0/DZ6yrBKflzjfRAd/DNu0kmv
8vTJSVP/RpsAuvBswuJDR6Jy9TiK/LfkzLk4z1+JVG1BrWctDmuoWvOACUYL
7ah8mfbFjaeq8dkWDXl0w8/Gl4KqH7/x0rYCGRdtef/eI1U/e7VTl8MZh/zo
2JCnf4r+jCVNvdVFirzI1v41ae+aqU31NOxK8roxE75p99s8eN4kUE/hp4zp
5yUN+f95culyu1KU8+udLj1NQ+l9Hj12NrWhgxGJ3ueiNPTMyLfu5y++1CEz
sGZCE/V7c7UaV8w3KYR2x9V7U22jhlL7Fru7cHgIXewb2tX7cwi1XnpgfxVv
f1rglGBzfFEM9YzZ2HWXv3p/ut3rkcZVEwLpd/jvqsZdomjmp3tV1k/1ocK7
PlZ0XqneF+6SoZ10qQrRy+eLDvTv7k1DVtpHj62fQIXz1h+rKkO1FxIS8ux2
XmSyrtuAytW11GNUg9aNqubpj/Ldl83OXDjAsquOzm1zH9lmjAtFpS34ebNe
In2rVXxpdA8n6tNR9+zEjETa2O5vm/Ezyoj9Dt/3ZMvYjl8vJ1JasQz7PWfV
+4/1326L+OHkRk9OFy9e+qsafzvF1a5N42dExU6P3x17vBzZN93ht66y6k88
ZVn128YxejqXkD5ySMVS1OnakJqNz6jvW/RbWTa61U4dPW3QM+jRQ3vqNOZF
1BVnHQ23SYiseQ3zvwQZP+1T9oSy3o498mt130z1vsJI/e9/H/dR/QWzu5Y8
lX0/kUbpDjebUN+fujQt3z8tXvW/0u/7892hRgz9Hho8v7Xyfe3r07j9pThj
yqq+y2b5DQ0t9nQaHqstRnvqaXYX/1dD0WVnz9pcsxAlTB21MPi2hg4kh+5d
3dWYItJbxje4qyHqVWWt5bosrXbQ9kCPG7ZkZ9Z4zYRqOsoaNm/M+ye2dKZ+
XOqJqjpyH7mvzVPbADp09pCuRnQMPRrh0kW/wp9evL53sdvdGLowvOOtv1+r
6/WYwwczLL0Q1zeOlkeMK+w42I8O3tkadbwv7rtbUPlfo1/1X6Kj2Fv1v14e
Z01v99w/9EyRP451+ivhaPdg+t7kefshFUNpp23M3qv9NHR8vetZe3Nrqtn2
6HuHlyFUu6JX0K0HPsqGan4n+3EgZTnWqtFcH0nZz5pNrH4xkNYPLzr6ce9I
mr2jYY0XUaXpWeS4teMG6yi58qRRN6eq8sffD9Z7bN7lSv2nrdHE3yRa3bhx
xPHlirzg8/Zitc6J5B/Z4lFkois1ztjiR7CfKPKIneuADHfjRPq+rsiz0d3M
6d2+7DlrT+A8WoKKPO162fI/HU2dfnld21LeFJZROH7B6gTaEzs85+SnF9q5
0xpnlRihp8YeHao5u7/Ujj4/cU3/enr6YV3z7dvRxWl8q/GmEc91NGJj4yVn
GvrQoux/fpjcrkA3brvu1d31pgo7P61Z/CWeHI50yIqqbUEdX14p3nSFjkYb
v3FsddSNOga0eZ2TTnTi+Vbrncr8G/1o7tj2E8KpUb+9VH1lAA16UfbyiEZR
ZHJjd9b0GMSFcSPvw/OP34tR169NuxqP/nnCn8ym7d75ZW807VxV4XvCIycq
dT+pZ9O96vcXMy17SOaiRHL3/+L/LE2VP6y6jvhWq2o5OjxnVFozF/W+9H+T
92VvGqOj06FBz9r9rcpLGyz6rQvoZU8V3g0eV/RrIp0oE1ey/n1V3ujy75sV
6Z5+dOhBmaK3HsfS64zSe90bq/v1Zoeh/ZIV+XVD0Abab+dIrabUmRv8JIiG
HDv50vNoGFXft+p99mIv2jzbJTbiL/V++5rxoz/325tAlVv1cEnr5UW6lU2M
bGYk0KTN7mY1SrpRi9NjSy86psofjWKr1933QEdpD+r9iTAPIuPmb3fv21ae
Xozac7XEtkCxv+4b5mI+4K4z2a5/+uPT4kTqkPR9wNQWRahmly7djN/o6Jmp
+fR3ZUPE+fr09i6lzfqG0JLVjlabCyn7zNBdt5KibWhB9sLynbup8sgv61//
NJ+tp8PNZs44XuyxdopPXNU2E/X07tzu1HXZAbTu9Z8f5dMjaf20oikrrv7S
rtiyI86tsp4O/d3slXfFEJp34MK+CdFBNP/GXbMBs1T5FevxWaOP214sUO8/
PL+xy7rFBqKc+MPJqyaaUb8h4W9XZevI4svzc5NrO9CELvq7r610FLl8dq/C
1TTUt33m537jfKhXXY8NXWqp75O03v9reqHVIZT+skvTFx396WL/aQ7Txqn2
esgz0TV/NpjrqKMmHYNWUlc7spzx+NOekjraVeiv+3HunhTwVbP840Qtlfw9
59SEd970YhldexMfTxOjBi2s7uFD16L+PPQzj6cX8c/Ny41xoFdbPiV8uZdI
95ueedznRAgNOz0o632lYLIPrLXAV1lPDpR60tExNoiCswZNPTNH9be7/q7R
h90xiCcXI+wlJXYOWWbUOpoObtx3+Y+RL41flh52/78KQh/RJfr87HUuetr4
81Tap2xnquKXMiBG+T7KD18wx2WrN4/HoYzn/sK+v8f9padOu295rml2Wcg3
0Ed3nR7lWSxY2W/qxnvMmKPGQ51n+OtDuxO2zL3oGK/Mr/2lHP/zEef/DYFv
2n0+U4SuFdUfbmWtp9JXDmxvsb4oaVrPLP13ST0NaNV+xrhrfhST2nzub/NY
WvVoYJ/iE4Npt9u0GW7K9zI4On1f2lcPquTf8dRsB6IR7YIOB3lr6FFwyNNV
Pv7UdWvfW6l/OdPvBTXO2fdNpC1Nwn6NtQ4hi8bbRrhVzvPTVeSpAyNi1iw+
pSXzrg3qVWkXQpPPlSwxSqfIB/2OzmihydHenFGj5Uw/ZT4v//d65AY/Ctl5
zmycLpaGaeY+afFfAPmbZM/rWjyabuyIX1JhegC1fnTq9PmJ0bly392yFL/w
4vZTbXE+fao9Zd8nSNdET8XtXW7oH5jR1qOj+t06rb43ven4bpvXyn5+0yrz
+OQKE7XbKuxzaqGc5x/dM86Y1N2Darima3ZWJDo7YWn3pF9WVG5HzpwByvpk
Z5VWdleAO2X2z7m1fBPRgjGvri9cpaHLzces63PchcaMXvDqvf1Xbf+W5Q88
baWnmFhPqwfnHcjZY03ya1MdZZRt7Nj5tCedqbfx86XlWnrW78Sw2mPMqePv
qCVV3uto4/Epqw/5BNOZd52rv9kcTjucBxXpNL8wNbndK+y5h57qb53x63Q1
M5o4fnD9Jed1NOnbXN8HGmuydq+6LrOujlpm36+0Yb019bvyo0lDZb+7OcOp
kPsSM1pY1GHvta866rNw4aS/X9vSb+fi8xop+3uIhcX6usPStd3el+lWa76e
Un73ndStkS/tvXi5+9kJFehqn2NrwuKztIGfmv9O7qCn3e1HXl+qs6QG3hsX
vp+qo3c5u84cavVRe63t5zHNK+rJ4pZ1evTQM9pbh2tM+9NNTyUfJ3jOmVCG
xj+YNK/3+kS6cK36L/33rdrBu6LMHyrnn2UXp/YZ3dud3D51H/6tAdHaqfs3
t6hXiMZ7ztxhaaan5Ae/rgRGGNO9szdXTjfW061ZB+6/vuZLn24Va1RDH0fd
7O+k7DX2osNevpuGP0qgV2PGb5k73JY2pDtmHXDTUfTsyJF1l3rTp+EVPsRP
iqdA3ebuOWFftCuaFkqpGaUnd8f9j2Yr+8Wl5lnWPRK9lPPb56yuN4IVeapz
zgA3ZV0q1mpHzwfBNOp529BOF0NpwODvbw7HBAv5vEu7k1leHTUUHLHP7uw1
B7o8KWph8n/q+aLNkjqvV00MoiarCncOWBBOnzLbzuqX4pMrtyrff5uPKYVn
3VDfg5k1xOHNkG8B1HXWmRN1TkbShok2d9puCaGJA2xC998MplPbHwx91DxQ
6AsvDWk4rkm8F02+4tnfJFlLv+cN+zlXOc8kVlxib1c6kY42LjIjc44jHWi0
9ahTViIF3/zx5tlxVZ9otfuF+8ccNf7g2d3BPfsO8KfB8Q7BI4rH0gX7oV3s
JwVTpVEDLhXK0Yjz2zCzPeHmyvz7686YUKPb6vrdpszYsxUyNHQiuarvtZNm
tMXufcbgB6r+0G5V8dOF72lo4NiRF81LfdX2bf7M5/onfxq/dnzjW51jyN/u
bu2wZX6UeS+89eWycbTh8IPO59r60ZtTHXbO7xBH5bdVe/h8rS1dU87bD5Xz
4t8VHGLr/KOh3g9beo1JL0MXavf9ZjJCQ2sfHWm5urQHHTtYOqx6bDClpFG3
dTdD6a/Zxt/WD9FQVut2A5qut6TP+nnXFp7zpUlN72qSSlcg61/L27mP88yz
O2qVdWdIesl7uC/6U/vZqU3nc+vfaOe4r/7pPlhPbTusDkzx96G9adk1ihWJ
p7bdizs4h7lT+4/GzbZ3UubzkOkDHi6wpBonVocm7NZRjb2ag3Wtfah8sT7f
zp+MF+fFrSvS/Ftv1+XNG3dqph03IXEvkfOZpUuMuwTTf/4tavUoFk6LIh7X
+rFX1RfbjnjwZGDUd+3erLWm5Xz01P5hrRu9e6jjO21sxxUvZ2uoxJRmZnut
3cjSI7jf5BvK/At/cHh5gwp0J09/V2tx8usy3StQt7dTpkV2DaHG7bsOTQvS
0OZyS5wHPStD1442Tou6lkihDZIH3Yx0ouIzj7xrkK7q58OMop4Oj02kke5G
WvtvZWnE7CWzP7VS4+cMSUn5lOigp0X9Ute1zLak/Y9LTxy/VUe/vX4M2d/7
rbbZnBd/layhpxuWDTTdVjiSrt/JhRZHEyknT97p3LGlWckhhchht7fnDOX8
vjXo9701re5rdwwOGtF4ioa8hl8s//PmF+0/efjju5Kje5l80cJ/5sehOpW/
fI6l68fql707QtVXz9ns0qvmFg3ViHgbZOHiTLfOZh7aWVPpr8UR4XNDy9F5
XWKT+4r8kba8u81aE0+6snVz8VfReF89ktpdqBV7+b6KJ7tfqnw0yZFaxtxo
s+Z7IgWe2tHEa7SGHn9/qrMuZC704/qYjDHtXIj29K26IdZZfV8a+vDaY/49
OnxaONnPLTw3fLcXHa/bOODZmwQKqjSixtsFrhQxuKxZ60dEHc+0Dk+u7EZ+
/a0PB74k0r2t1bfFrGI0+tv1Eg3+6KiXxbD9G3Zb0Q/3/fXPTVX1i8l191ZY
2jaAUgecbZdhqiHjAy4NhuQE0I8RunB9jyAqd26vr1V8BDUwrVOu7YdAso6c
2ut9+Ui6fCvnT7mTQXl2qvJUdJtd5aDz/uR4b/e+8ovV++Ld5i++XbMO0dwy
TtHnzztT0z2Tk4osT6Rjh6ZazSvhTKOHPUqvNCKRhgf3PF3oBu4va6i6/f3f
h2w96OimVx3j2xF1C17xwfyGOzVa1eBLg0iif15+7bA1BfNbvQ/zYHnthDEd
dGL/32O5+FTjMXpaUzzloUmpYHI5nvPh+d1wcoi2sX7zJ4iunjkbuKNPGJ07
2XXJ5ZTv2j5Nu2lD6urFfJ1NOXNG6lX/+YUzfdZPidLSydCXPy5uK03DqrxL
+9pTR682dNEbV7ei5n2OvG4wT0e+qfY9J/dzo5pFhj+Pv0+0f3CL55Ms3Sj0
6ZUbM48Q+b65+yW0UVFq+mnWjfVPdOR3mfrPTTOlBumF/7lURNUHVGhv1+2Y
pY7WnyvjtCteQ1fWzAjvP9GXjk+/+KxpXQ19mL5o7/qr3tQzp9N++70hdDjT
rLDZ3370uMTcLQMvqvfH7k9e2vlsgmof+rT6TLPOYzT0rzt5ejgVU/2VfWcP
ja2mxqva+1absipSR43SBofs8fCnMw1auZwYEivsTb6Xi6UUOZIXT8DKkUIP
RwyuelG9T2HRq/CY6EI6Si9Rvmn9ky50qVClIytHJ9LCLTX3NfUPpnPlO90t
PyecTJc69RpwKogOjNastjUNp/0XLDYk3A2hFikHqx+ZEUTdd4c/OWCsoYV3
x468H6f6+5htGxv/LSOaIj/rOv7q50+1escWfuoZQyf+Depbo1sAZU6Lul1h
ZzRlHJjRPum+ai+DXdJnRX/fPacrUMNq1rXJuQit6/VPowZl9LQ169lt90ku
tGPOth+jJyfmro+ZznQjPCyhTIdE+hL69nbj5i7U9eb4hdNnJFL0RZOBY01D
qN6FzpefKfMY+u+1btcajEnPu391zZuWtopbebBxPDnuW7l/6c9/tX/OGK9z
mqEn/eR6vwfftaPsVt//tSqso8GldIs2drOntnZPSpj6KvMrrsvsMtNDaPRW
lw91PviTefF1dmFtcrTfFq+9/LW+nrpPDfrqbx9AE9yj/BbHRQv7YeMxTc5H
3Y4iz0Ver6f191bOOYH6WjUThL3g55Detl5TEmhHtZmvr230Jr+X1f40dEsQ
8q1nB5sfY82V+fh7oW1Ow6J0Kf1swAdL5XvatW55ycd59xWUfjScY/b4UZNR
XVdUDVDt2/uuvq84dFYsaZ7Xc1zzQD0vVY/MfHFlTTA1K/YuwrtvGN0YfLhv
CwtP4R/Uq71J1WluXvSh1tzQBS201KViBy+XQA0FGr9vMmyGHx3c9a3oMz9N
rp72qZ8Yn4OT/Wv+T/8Aff6JfbNcqwxIpMUzVq+8t86dutduPdBvPNGGk7HG
acr4VMw7z1yqMstm/zbVngP7xsSggCsrmuvJaozFa02sar/bdHj2qLY1Qqjl
9nvtdK8DybtFOee0M16kj725sCwl0M/FS9Z4PfGiFKcOszv6JVClj2cjPszy
y+2nhrFUt+vwS4s8A6nL6lC7xPlRtGFMysjShwIo5V99sGWFaFrY69X9/5YH
UNF7Y1+M7hpNLbzqLN630pNaNbe+O8NfS2eme8w/nugh+itTd6zjm2ruVOd1
fQvXNkT13NruXFTBmtLMKqWUVuSBwS+G+o0qY0Rrng34vqe0njKWl1r0sk+e
P39qHG28VLlu3dc2NOvJ9gOLQ3S0ZL/33gbWGoosXidzch81ns3D8A01N1bV
k290vG5c90C6+CRo8qF3EXTMfWeRup9daM4hl4p9qiRSUU2c1dnrJWjF4J2p
fVJ1tCBixao1e0pRxskpD5bMyzvfjPQm5/v7AtusiSf3r2PNu4ZpqNTYxru+
TnMny1OTOlqXK0PaiZe/n96RSKuXrC11+Uc5+reDbaGgoolC3mtZ/fAt84BE
2t7v9lHzQm601ilj4McTRBU2hDld+BJIE3VNF5o+Lk/2AdMq3p0QSH1Xvyx+
NU2N97JKp7WpU0dHu0LezVlx6ZH2XMMNExu2UL7HkDqpvweb0el1pae2P6ej
HvGzDiW2cqDNC5+4Xn6QKPbvnZcf7pm5U0unXh1K8+jrQCmtwu9vuK/sb4PC
SjYrclIbcjG6+qEeemrwvdL7fpos7Sm3WsXOxOrp450dY+tO8iD3FkUz7iQQ
VTtS6LTeuyQVWzzTN+O2jrLn3XKp8d2Hhi9rkPTPSzW+ycxC94ttGqWjx0OS
6r5KdqfdS7b1DVxJlNDrheue9cp+4OKWODvWhWp5DqnbaO5X7Z4R0xe+bKmn
HUlVD6c/c6C5Wz+9L1tER6XOeWxOu+ZJycf7lp3xt5bmX7B+svWwOa1t9s5n
ZaaOwk72X2zhp/onzFpx9+rWEBOa1H/KeX83Pc136aj/sN2Usjb2/jFZaW/w
rYGf3leyItdnKaP+pOho8raYyzFl1fNB2bFPq304bk3Np/3UbRigyt+/R989
MeSLjlyX+fl+Vda/zgNqrR1ZXqk/vXxw54yr2pTu/xg1mqenVtGzV/Vr40tv
Iq4/0Y9CPJUsbalx2yesba+nle5zPvj7WtIn76gRfacr8l6q/aIqDT5oay/s
a96usp6sVy4Y6rHjlLbn7sSa07rrydPxwqfNfcrQY6sM212bVP8kt7Drlzr1
19O3lQv+vZjiTndNG6/70Zho4bvv/S2cClGFww0fTjJX7/9XCTx238pETzVu
X/CLU+SHeXte9VydHEc9t2396f/NkzLW9x3x7mUChVZvc3l1e1t6bHvj3gBP
HdnWPvdXu9ne9Ht54oiUmfHUqdLAyFE3srRmpq7Py0Yr39cMb7u5vT+KeGPX
zzwLOmCj+vPE7ele7MYVNZ7Y6PjN9UYPchf0rs7titg38BT0pW633n6JU/19
zvV9brzLLlDQl1vP/2l7V4339byK6VTv52o8r6ZL5kY7mXsKHNjg37+7PlPj
c1W8VM3N/6J639mh+a/iPbcVFuczyDMW20yWXrcqS3dXuLS2GKnG32rZqE+v
+nPV+Fojut9auWB3qHS+y9Je2PTG/esEb/JMXDCnyHgbYe/qcbaX+cy7ajwt
4c/Xoffbowu96MVHm5o1f6rxs+CvFjYmssnZOd405LXxqfFz1fhY6xtE+5+6
ocazsh/2IXleEU+B3916+6lXxQ8F4k0tPT/y9sH95WmOxeuHPoFqvCm05wxV
DpvVOYw+LnlT23idGj9qf6WtPbLvqvGjokMCArb2VeM9ucz8nBJkVlKNT9zw
lZ/tXjXe05ub/TvVvK7Ge+rQZ8DoZXfU+E4Djn0o5dZRjecUpPXe9S6gpLDv
dkycOPSfMBuBk8aUWJ293VHgwmW2j0/br8ZP6vbqr/5XphWMn5TVJTznuU0M
Tbdd/fav/Wr8pAP2d26OGqDGS5q1/uHpXS1tBEb/TGnfZmTASZTnTs7LfVqb
v60gzt8vj3qNLqrI19nb9d1e+fmQ7bm29qN/VBD+jytGFn3c5E0F4R+wItli
YpsVajypiNrjov2U/WSrTa90X7Lh/jJ7HKm4sfvv9VWIBvi/Lfr3LjXeULRP
pQklVxaMN3R0p+7SY0cdHX/YZvDkUx+E/0/rO5G/htxT4wtdOeW46floT4HR
vi2Pzs7f6qCjBn57R63sp8bvmV+pV/bshwXj9ywfmDb10x81nsibQbtCh5lU
pL+6+n1+9Y8afwf87r5x1LbwIzVe5BaXzePj+lUS+dOP+R5unFGJnp+fEjR4
vBpvBu1z/bFMd2y6Gj8nvMe1qUMWqfFJTh2+uPbpajU+zPuz5xfYd6hC6/fH
950TgHsmyeJ7W7XnyFm7AVVo6JP777o/dSDj+LD9+kLFaH/ViMUfGnvS9qYP
SjvbmlPIZYfldxwCaYr7Ds8jg8xp48jrg0rcC6U1M4e2bdnHjKptH9SzVhEb
6t25c/Y/5k5URF+0SnUnT2q4+75zwi9HCjys9/J8F0B9hhpP37ewDP3Vav64
9Muh9MDeccT8wWVo47KSP0w/FabXzfV+3X57UpXCswefzS5BIy1n9vrXxZPu
RO9euPNvN4rtdaDqtDqeVHHF09S2ily1f0XL6H+dvMh/QdTSmhsD6F2HJvf3
b/egbWaL3jY6GEqb3j76lfzBgxq4trF8M8mGLjwbX2zT+EBaEHh4/2ZnR7q/
v1IDD+Wcp+93sNaA5S5U7feW173v+lOPsS2OXjDxoZ8DND9MYwNpaeaJI8sC
/Si01YKEalYBFDu5Td+TCzVU9+7iZMc3AaQ5uHfTydoftVa7d9bZVzWUyu4w
rrHqL2U/ahIXq3EKJZMdvW/OeOxGVQ8MvjZ5Rygl1dnrcybQk2bfm27Zu2Yo
HTKtGD2nq4aii4x8ZVcylBKM4r89bflJ+59Jh4QXxSPoVnnfe8WqFaadGw48
sP1ZngbeHtNnVo2StKvG+6GznpSnacv/9r6wyJru7wj4dPt4eaqdPDjqwkgH
+lR+fXDK/PJ0ocPTU0M2+VHO3WcNJjSPIH3zNXNufwmgWtXWhhX9Xp5STt5/
XCsqmL5m9axzWjkfTEvVNPju8Ul7qvK0/77Miaa1ZxdssJlcmJa4WTrr10ST
xcwFLZtlliTzem7WDVOj6UO2m4mniw2NNNoRtW5rNKV0mH1hYZQjHdy67vPy
9dG0w8Uv1btSWTq1tLXRmgXR1Lzj1YpdVrnRlpvuJ4sOjyb/Ck71LpfxpOP/
/bWjVFOFXtzxk2aKN713jLr0zT+aTpcLdmr5/IPWJt2vkNP7OHrZMLJhenJh
yrx4KSLGtQK9fFGv/2xLC3p5tnK/f6tVoHHG898Xa2dD9dad/jOwVwV6Ytn+
W+1djpQxa3KPcTMr0PK0myX2ngimoAW/nL72qEApNz530i3QUKZT4w1jYitQ
1b0HjlmdCaXPHxY+98mKozErQioHrjGmL2sXeBcapKU2UU2mjrtWkmoPHF5o
wVktjZw89MquwTaUdMg8zNGc6MXjwSX/SipJN5+cXdZvXiLVGjv6z/weNrRr
2cNVbS4nUso4n2mXFH5Ppyws2m9iIjmcHfTh8VNvGv8+4FP4P4mUc69/6vaN
ftSwrsmS5GvK+XpJw5UtG33W/rix2rvCJD0deWK/eMmYEhQ9ZsqJHhX0VNx6
omePajb0qVn/lt+m6Ono29lRd+a5UdESHRfdbaqnXY3+jZs42ZM+a7s8DFmu
yNNLNm7MSAqmQt+P90pL0FOAydnqPSZp6Fvpjk5DU5TznfnxZ/+8DKUi/d0T
Q8fqFVH8VfveL95rP8/O3l7KtBJNsgtdHmhvQ0vvPF2WratEIzbdKLL5nhsN
/jF4eVCDSrT9SOiGQfX8qE/lq192+FaiXvcKR/ZqVZh6uR35MK9QFVrWssvi
bXetaWrqg3/6Zlemx2mrhl464EIDq/l7rrlWmSY+O7/b5F9vSv3Y7kw74yq0
+OLHTVu6BFNq0p9i9KoyDU3NSsowMabj47sNmzY9iSLKbqo2aZU1/fBz+3hs
SxKlVEo/VL5wWdrcvH3U211JVNi83/iVpp407FWOfs/yJHpvtHLliJhAar51
/Tn3L0k0elnVx9MeqP7b9caPsS5V7pH2baNYW4cvVWjVs4BVa3YVIvfuTzbM
u/Vem9WwSXaXC2bUb3jFYUPK/NQe2fqrb9/CpSljrXZT7JKP2nOeVn+/fWRJ
d4xnvO4z3IQ+jNJOWWrqQgfiIme8rZGlnbZz1Ijiw1zp+bUOF2ZNy9amm52/
NnCAK5UoognpalaItpzzXhfdwptGRu24YlTzozZq7Ptty6v6kotRStyI8Tna
ib271a6d5EuNN+46+dfVP9pNrV/06WoRTDHuKxM3nf+o7ZH4unNqVgjdepfy
V06nb9qFJfYOOPJJkY9Hej8+09uIGr97v3VkNSNKGP/k5JYYZd5+cy4UuqoY
vXtw5VrfTGv6025NqTbWxeiOR878urvsafhF6/c9JzpT6KnYw48PK/t0+hhb
hxquFHn6ZGVPd2ta8cZhnHeAK5V5U/38vX4O1Obzum7BEd6UPbhcb7sh1lSr
T+3dPj6+1HT7VtN9z6wppuSRCuUdfOngqP6dTiXZ063jRb0HfAki78nlKu2t
bE3t+oV9nvYghNxr3Yo8+NKa4v9UervzRgitbGI2+T8Pe0qtMcAp5t/H2v3V
/d/dme5GtR+N9bo38KHWem3Re8tmudOE6jdHvR34Q3uv62arGVtdqfr6Ec16
9rSnn2+bL7Xo7UZHvOMm/VjpRAd7tv+o++xKfWKCVz8NcqKS3jcPZrT3oH2P
SiUtuOZFJQecCHp0wo3eLHROWXVJ2Wesrl7L/u1GP2Pa/+f6xIeWjr1/fEBT
Vzpe7dYAy/1B9G70tMu7e7jRoCoZ9TrsCKGf7X9+SFrmSr8iLPxD/w6hChFp
Hxa09KCky4f2+9Q3p54T1704OduXVh2P+7V9Smmq9Lh4xICWvnTHwWblimuW
5D1x5NbZq/xp8LhlZ4Za2NGPVhv/OTXMh1oc3l74QS3lfLHB/+q3hj4U9Lzo
uIYxHrS17tJshwxfMjNN2N4o0IOK142LNqrtR0sj0p/MaeNFfu0vDh2f6kPX
ht4+VqpbAIU8KO9W8qoPrd65/8uZtkG0rfW69+ZDfelincNxR2oFUSeTrqG3
9vlRlbJvJy5wuaOd7lLhzsqbwTTzWbiv17kc7fmskuVd2waTx7pVhUd5OlDA
nAolnY8HU1zfu2dWuTqT+dkeF2q9DaHXCU/NHW470cqXQw6ea62h7E277pdQ
+u1P60ZVTruHUImKD4dfuOpL070bl55hEUIzs1r4xdzypw/T/cbU2BlCTV0m
75940J8szq+f27qXkr+N7yj6HUiNlk293eJ/9zLu9Nr4ekwo7V1bN2G1PoQi
4r867jN/qJ1f9IzHa204uZq/vJT+/YfW2eHn3q2e4bRVW9Xt431T6t65besW
RuG01L/e5+FXLenUhj5nRlwLo+I77r5ovtKDPDxW+BT3D6cp7+w82h31og2P
3MxXDAunsNZed+4v8KKO303q/GVcniqNa7c11FwZx7s76jQpE05z1tm0rV1V
Q1ONln1+XyxcOZeNsbJU9vnI+uP39xoRTk36ejdzTAqlRyM27tffCaeWlcYl
lrB/qI064JJY6XoktR9ZJ+Pirp/aPts+xOhvRVJN00oW+xcWo9O9+lcapdC9
y3cptrJVabK/97TYsDORtLmorWNMBzvySCm0d/OOSHpzfdrU2q2c6PvprOxB
cyMps0Gf4YW9XKnQqkNfq3WNpF9a32s/9gWRuVtVH+dCUbT5kKnfeWV9+ESb
1+z7GEmLd2/xWHwphEo1uP+StkbRysQfn6Y6hlJW65t3742IpPtdBt1que+u
NqHEnBlG5WNpeJlavoNr/NTGu6yzXNIolkanVLpzKK0YHVn1/ZZVv1hqPe/6
rfPrS1Pt6v4vn0yJJdtfsxffeWxH1hXD+o9aHEunFq1I2GTlTKd+VV9ea3Us
bVl29KPbYlcKrd0ga9WqWKqy/dGHat4eNOP89EtHFsZSnaVRQ+I3edGc5c+a
XR8bSy0XT+xTx9uXSvk5Jv9IiSWtQ7nf+/72pwqnZybZx8VSt4nXi38qHETn
65ju7V04lp7VP7T+H6Mf2lWmz4eX3RZPg78t/Gw0qhhRhrHm1vt4elf10Pgv
+0vTRGv7P+n+CfTpdpXQ1WRHD80n19ybk0D/FL7V9tnKUHqbcH7MPwviqaSZ
uf22p6b0z1/O59+uJVp/rtzLnqtK05w+a61b3SRyCvq0fkG8F83sPnCTdhLR
rjUH/n330Yfe36j14NkKolplp5zZtNyfLhc5OPfLTqKkrWvfrKgURPWnWo1Y
fpzoS4sZK1o+DqGJc9ZEPz5LFOhkp+0/IYR2z3pj/LVdIn39scC5WGwoPfy3
8I+BCv330OjwPw6h1KBk3fnl6inylLdJ989XH2mHVz5i0X2ljuLnOHU198jU
Nhoaa5HRWkem3QcEPShsRy3LLpmU4KmnnG47v5587E52g7PmvBioo68vDzer
dcKLWlRZOmj6Vh0Vf1zpw0HjG9p7XZp5VnesSGUq5MT38fqt1Vs2Wdx4UEVa
k/itXfJAI3o78eLLe00rUl3ns3NNXUpTyAqLbg1iK9Is/+73XMfa0Y7LLYLu
HKtIJQPLfO5cXpmfMfOazAiuSGfvpXZ6HO9BGTkTrOqNqkgPbs6afbWHPz07
Nqa+iVdFataiY8c1LYIow2j+/nntK1Lo2EtRploNpf5dwd2oWkXqkh7ja336
lnZEm1vPz+yoTI6po1LG2//Q1vYLslz6uxLdfbbmtuVEU9p4KLZ29Z2VacuJ
dz3fHLWkjtkNZ3g9qUTvTZ7MKPvajp5WbPRobofKyr5QaUu5jso+Urdw7ddl
KtOA4tGe/m6+FNvEuLarS2XqGPnfmq6hoVTr5866n+wr07Cc7FdLRpjRtYPr
Ot8snURD32tW/okzp7hzg+rUNkmip3Ozhjor+9iBiI5v35RJojI10/5z87On
kdVjatx2TKK+D8J/jVP2DbOET3smmCfRzI/mJScGuFHqzilLO56rQlvKvPvs
PcSLWie3eTnrdhXaeKzIK+uWQTT008gagdlV6OXJ8Mfr/wslo+Vtt9v0v6n1
urKv+UIFN9y80uVunUfaF7ubdtr1n+o3fyzx5+nEtEICu3RyjB711UzgOBvf
8dWTzYQ+ardjdq/2B9X4fmt3mz7fb6m+H7qh7/iI9+3V90N3bg3STWylvg9a
c2NNmhLrK+jBq5+NMbJU3/+cQTs9J79W3/9snNO0Q9lNv8R9RNgDA7eeKOc5
1pG6TZvj7h+rvt858OLy7ku72Ah7+90d7k1NLJwFHfaINb9/vJnh6kib7f12
fvmpxgvsfnDkgFFp6vuaDfyTv+9dV0T4l7ct9quGra1Fgfcxh3ztNG77RW9q
fMz+vydz7YS+LHtxi/T9F9X3Lqf9jK15aGbB+IJjXhYbVMbVg6Yvm/69/Vk/
kb68f4u64VODRHrYo2udq/t96ltP6v5qsdnPMSHkOK/0hDsK/WW/+DZzsj8U
eJ/y+IZfmogXgaKfl9+ZoPndy5e2v1693qrQrwLvU4amhX+e3juAlmkpxqu3
+h6lyfUiO4ault+bdKSwznvvlFvuR1+7r80a9NhR0JdPcnjp6FBW4LQvxzdX
3qXGP8R9w1KPix98MSyQ2lXr03HQFfX9yM43Fvo2rqm+Fwl/v55hXeNz0oNo
8Za+a1e6BYn0hcrtdCmzSX0fEvqS9iZf/jwfp6Gbe9/vt+nyVbz/2GZ3eqk3
Ey4JfLpV/8P+KSbC/o3+KGe947jLmDA6svmM9+SBJQUd+vM+ha+e3VcmjF5f
v1Oy/77SBd5/tPBpO7r05FC6NqfvE/ckO0GP2m535moz9f3G5ZccGl4f7inw
5NfjK99q4Mvj+XfzpT+fW9Tc3SOUXDfqX5zur77HiHgS2isrEx6tCCNT7aNn
dxbI7yua0M+zt8426Vee4oJruLr0LyrsC/Anath93LRSweUpYrJ+xaDfpYjn
t6HLLXf/63MmnAZeXzN0zk4bQQe/Jbtt8XeNj6ScE587HmvsKOjwn3xw6GSZ
Kz8i6GQPT9v77wu+jzio9cVFrf6OoFVbiwTrZxR8D/HWhkX7xplF0NxbIbVe
PlDfP6zpU0W7zkZ9z7BpxqPh5vGBAuN+TmChMeYNb0ZQ4NrfT2oHyfEpn2qb
aidP9jsUQzm1H7fsekN9HzAlIWXR5CNlBIa+tN2sgIRtv6LoQNft527NKyfo
0Md5XU99F7E2ioYWtRygCVbf92v0X9/yYyd5Cvzm5ZmpAffV9/kw3gvN3//4
OSeGGhwIdVtbMUjojw8NbVzVYWoIjx+jzPc6j6un9ekZRw2NIqespYLv413z
GX/c6XQF6rlmye92XdIEHfP92IT3a1qGxFNSje1NGvqq78lBfxi9cl+11b9j
adGywu9KHdKo79uF9e0S8Z/6fpyIv7IhduO9wQl08KnjfwMXfhHvx32a96pD
aubNAu/Fuf83d+ri9biPYmRUdZxL5qwf8WL+pu7udPHqjwQ6YXKl6+ovRcX9
VLR/+GPvMy/Lqu9/HZldp2rvrkSvu6WfqGyvvtd2e/e92jEf1PfX+t30GL+9
sgf9Kh8ff36KlqYdmP6r7mz1/bVCTfqkX9xX8P2155f/6vvlgZZunP5jfDGo
4PtrIU9Ljsy2Ixoav3fv+kPq+2tYzyLelovRR6nxd08M7L9gXHX1/YDXD3Sx
RrXU+L1HwzqkmGvUeJradJMm74ol0uMDvVr7hhbh8Z+U/hiQVsyq8wI13qbR
0fLOP9sniv5Z7jris+OvRCpr2XX4ky3q+2b71pnGLb+lvlc2b0HopfOLCr5P
dmZkl+4Vz6rxOYe+6Fo3yCORjpRrcfF3mqfID38kvy+dql4K1NHkY5l79ixX
3yPD+J9KG2Ux/oWe6u+JW/65qXHuPDimo+dzXXqN61SswHtg67ufu6gfq77/
lbq2StXWxSuS75ZH21Z1KCvyd8wwtaoTVvA9ryUzmtvVaIr87tR+95TM2rZ6
6nA+5MP2Ye4iP/j12xXnUOiJnhwXrdxx74gab/Pok8avf7wr+J6X8ZQKS8/P
1lOn/yPru+O5/r7Hrey993i97Pl62ft5bCFRaREiSkZSKmUkSkmSUZHdoGFk
lD1bRvaIUEk2hUIhv9fn9/68rsf7833+dx7n3Pu849x7z7j3HCGX7PAHW/m8
yOvJu/GbjEKzMRSxYM9rygkI/097VEFy83CWlPhWvM7e3lyxs4OmaLyoMkxD
PPS2/A3Rx3j3E6234nm2Nqq/TY01Bf2U8sfR3Gz/E3+TAdKuPpdsoSWX5wTj
mjii4mMztL8VP33IdjPFFMycrcRWhMVQ+dmz81ZiEf83n1bCvGfzUcwM7lrz
V57P24rn2U4Xx7Tu+3/jdx6lue9UgTND8tDbD8zpxp2mQDFs+IyJdite57OQ
i++mnqn8uzxpPbQ/5r/39qYZCGsNfFF7soDyc6H7YykOTbbmFvCT8Vv6Abet
+Jzk/r6PL531s7BA/Z0s2vUl4ZY5UO1gXF+aFEP0Y1Ic7BOf/28+rdREX2t/
CQuoavzw7Sml5P+Jrxl7eq9ec4YF9DT9eiTuvxU/k/zed5U3/1eGjzlYsgzK
YovK/44fSlrffQNn36R7bMWrevl9pDz7xVZ8BfdNET7FKEsw7Xl8qdmL47/9
2o7651+Vnp8yvRV/wVRBT2/62lb8he1JxnV0+y3hblidQz7VVrzKSpOE9VbA
o/rI6/fbxZIpgXVLaMWy1o5iW/ErD7/eCDg5+n/jVT5+1Mz7Ipf0/6LXa/gz
W/EnRekM3/akLqJ4XpP7x7NNpwmwTZFyqFOIHp6qxHO9niFAQdPGyp/PVLD/
a3bEVbMfmJ/dyZjPlVvxIYPLqAxcWSxh/3mq3JURIogcp3io0LeMJXz0UcaT
zqOqbe4ZxRtLGA1PevDvOQIY61wwLZD8iv0epw+7TIKFK2ISG7iXsBqGSyMR
btyws6qbzWuRB+Ij4td3F7CAX//mVM9THAxk3D32s0YC8G1XccJxONAo7+nJ
Fp/DxneGTJgGywPT53ajkHcTmMIcc2M0tSJMS/j6jOWJQK+N60RrtjzsecS4
RyWXAFLzVjoR9nIwZ14pDkw08PzehJmiEQFiBQ9k2zEzQ/qliPCqLwRwozg+
LirNBJtvL7JP/idut7Zma9spSajqqqpM0yeAvcyerC81/MCgSxh5Y6cOHPwS
F2X2i8C9a3/437iqw9msm6dMnwpDQeN6aLycBmgP+QTSaCuCmM27PY5VapAv
EfItIUwSWgNHZfvttID35IjapXRpeH1nToN1QQv+RrIOn+8lgtn5FjYjTA9c
LSqdIp/PYWICnjV4aQxeW3vK7fBdxIIrDWiqKwzh9sueFfbbwiA95bLxIc4Q
xF8feu22Jg5ZdKVn75HwjenGHd6P8MBvzLRnbcgQYpyKdlpZS4Pd4rZXzcuG
INUuK149JQtP0tR3FtBhUKn8HvzOykKgQP+7a0wAp2690N15UQFYb1QNZ7Ng
0O1ZnsqkpQAvOPApoh8wUE6rwdryKMFW/2DIp4NG8Lzt6feuQGootNNTNJQ1
gvoZTZ4kGwnYOH3esNfZCH7aFfxOPskEf1+lN5TsMwEPg9ptqSACHrp89HOk
/f+L7bFdP88okPAiAfc4TeBidGf9Hh9loPGRfyLNYgLW7r6OTgdnMXPflELg
I+0/qx9jF24zgX+RdG3IkClwNo+LnrjLCr5pXwXfJJrCuXp3m6kQEehmNsg9
+NMUdhZffaAqLAqcfOpD0S2msJvBPafSUhqs1+yDmHtNgf/VAlXi40nstv3b
8uowc7ghPZMbNi0Myi8vF/b8NQezyMPnrdLw0CUw1FoWYw60qRHsQeYK4Jo/
l6sTYQ40POevqC5TQo7K/ajjNy2BvpCj6JQPJ+yqXezeN2gJn7iyQvic8BBs
ut+2f5G0f7TkDCX1yYJQdOlZoyOWUKpyd/GhPQHMIoRT/U5ZQtETT39ubgJw
OeXzXtqwhNy/6sMFjdzwkCKmpOoBC1y8a0T1KJsW2nZPnRbzF4MQr99JufK0
wMAwKtBXKw5hAvzyLkfZgO2G54tHe0RgNN7keQQjDlzoXDaKWoUhU24pRnFW
DrQeaSaHVIiA3L6h38wtcuDkrTvkcF8CaMObMn4eeocZxAcFBQZLA7AtEXVJ
8mRDg3Xsk3dSsLbPeq7FnBc8vYVwVVnSsPQQXxB1URBwHZGvOi5Lg1bOYmTb
bwHwCmcvpb5Pksu4lgIiR0UhXzhg182zUnCd/2f71XAZGF8U+7xwQhqEUp/d
/n5ABpQpa783essCxc+CWxuVJD3R0eK+XrQUVDxNy71A/wdT7Ffm5sWUYckr
PU/2GC24BNvI3P6gBHsYE8Y93rOBOI3rD3tdJSg1jMBC7uFg38prczVjZfiT
tGmzQtpHzrl37P16i8RX9X6HvXok4fRMJO3qdiU4t87wlEGdA1jlap9weKlC
cu0+yZsPeYDnbZHmnRRVUM+ftbo3yw0nJSr1BzzUQM/9C1PKcUGYinTaCftV
IZ11+4cNMTFoCsh8zsikCv0mr0OnreXhyOON46efqIJcK38UraE8mAtQ+PZN
qoJxy7bKa5GKIBibuzGjpApvUp1Tju0XB213lZtjPzRgKeP+bGc8DsZ3PIrK
0tEEud+WLu2eOEhmK61hz9UEZq3Wb4WrkqRpKchcIOl3D3/soGPZKwMJRzRi
TxRpQNC69EPcERVwYyEMjFTrwPfH13luWanApZLHb98p68JLcQPxyiECUD4Q
C1X30gG/jgCl9moCFEnTdveU6sL1dTqbwXvd2NesBks5HwPouyUh8Wl5AFPg
GU76rmsAE9HGe6+tiQLvuy7NpNz/5M8WZM8WwsF00A/dJ2X6cGjbOyV8sSTE
tSXVTtXqAy753LJBqxz0O2c8Xi8gwWb5oso2imCkoscZflsf7vGVM72Uq8cy
MyUnfxkB5Cjb97etrWJWH1XvO5wG4H2YdoVGbwOLaxh56acJkDjAUVNIKwhH
vjz3o1QmyfuXI3PSr4sBu3Bi4hmS/A5RtGHxLlJAnNrHZHMM4GRFViSLxzL2
WPO33SK1MQwnN151p6KDSxv4rLcWxjDv+1pkpowOFPOscn+pGcPnRseNcQVB
MLJfsh5gNgZCEd/SZQpxaMMieA4bGUM2t0lx2jFFuCpkt2C5YAQvUytkysVU
4AyPxN9BRmPgdRx+cHScAOP78m6dFTGGI5NlnIEkfqacnz+cWm4MF6Xo/6aF
dmP8Xo9n+oRN4f6332Yyc9tg/96yzObPJrCidTjr+X5BiCqvfd04ZALBkhuD
t0NloJhwLZCHJA+/NpjPqX8nD+H52Y7fm01gFcdyPaiuBNsIP2B9LdoMen3T
Vwm83dgVC69Hu6rMobrsxGl8IQ1QMVc//BZgBoZewef1Utnh0VG9R4ZTZjC0
WZqp4ysI6cff72PIMwNWEbbGuA1JaKlM7tAsMwO6S8HZtU6KMBy6337PBTOI
O2gcTOuuAkI7qhY/t5jBOnXDNmMOFWhxpQieUDSHz/Oc5QKjK9gdx5f1py5a
wCu9mu6C+g3Mb1Hd0W6nBRDtL01ZOrPDgfEXQe7RFoD5J7Q65XKA3ptm3+0O
FjDxtAzPfUkQSoLPxnmHWMAZrZoyVlkchHnsa3y2ywLiiuu1qgXkYZllKuDK
BQsQ1VS+7+Vdi5HfcwXTrDNcle9C+eXJ8jqnk32T2SGA4WIPQvvaVj5fMl7M
bfWrbtJWPt7Q0eN/iHHmCF56eflw7KQFuCjM1vz154bki8pXDTh4kHyol9K0
o+QNJ3BOOWbdyyDft+IAHavc7DYTVuBIcmvFBUggfYFx9xjXKS5xeFVMTZgn
weR3RacN1VgXzDgh5YbLxmCbFPAT+Xp29UnAH+WT4o+PSsD3DxZto/MSiP7n
gd5vCRqLmOWl10r0yrKg2n0yjyl7CY2H7SkRGnuHb5jEU1klqRJFsLMOHo+x
JOlrDSUPKdRlQVTGs//VJVH0Hs4+bLU05CkB9CkaxgfrZEExZbmrqHjrPbMJ
gedo8NUp7Ov+QbfC7aqQQxiRdjlUj434rz6qDyDAoz/5Ys/P0ICwU6NjCT0B
yddEEftMu0UVSInMNiP82Ybefyur0bp1YhQwetf5zmFJVQh9vuq6/IcFDHVZ
ic+vqqDxkhkxf792ShmOT35j2/6ddSt+lZCakDYVI1wVj7559xcROtQKotoj
JKHzXd6007oKkr+L77x+IBKhArvZk1kulkqi8pZLI9jT29OYCsPZu75LGvA8
KDPhW+E7TMad+nCNkjqc+utPxTxCASyXf1+9N6cBqvdTPpX+ZYSvtN4uNz5p
QByb1x7+CE7Q+Wb6oO6dBlT6YM/XLwgAcUU6rPCCGrLfShzjFplXVwOVN2ZM
PXyC/9U/VYEYWP3pbBAf+O05nfk0VwO6F3IaDxuT9MG7RevbddXAaPxY2kya
KKI/XTEp/PiwMFio092qDtUAnms50yWYIgg8y9E4e0cN3Wf7wRIW9N5TDZ42
He729FJE5flsvwridaewXUZmtwOP6oDL5vuPaXSvsQev544VPtWCZ2lV94pH
KaCzwt/3UrgOMPdlDCe7M0Gi7pVbI4k6sPpouWh4ghN+LvVm0GTpgE57TkUF
Jz/kYG6q7g91wOtRYP3FGEmwUe1z6FbWQuN/59e9k6miWnA105Q4PSiJ4uMd
x+rWzy1JwwmVPo4ni5ooHuQ59VqjLgfS+ZehUPpMSgbRV6XFEAiL3zDZlgXV
3kJ9aB25GsB+6Tl2g/N37ZvfuvCl0mYg148C3rnLl1+c0Qd5x+RT93cxwWJn
+ZyJhAFwcUQxxnBxge793Zb37Q2g6tLwJvEbESpvng0sCNUFGrqOPXZqm5ho
Vp/UtABAXlM6K+U3Rvj5t+9btTlAi2NVsTup/LapevXJkwC7M/+GasZKgELN
BMeRagNY4+k/vV4igd67KwvofItQkQTBp4/ssC4DUMrXCJtzlET43yLDYTWH
5ICWWonv8ScDqKg8cMIlUg7hAx1j2az8ZYEyY/csJzeAYCuX9e9JBWCjrDIb
6jWAGufjFV9oFRH9KIcS9WjWIuaVyWD0qgW27JVaqjj95wATuzn6PnasYOT3
t/WODFdtlBlByFvdQP6HEcxQPHPlX+SEkrtqViEqxmAed13nuLkovNJveC3S
uHV/leFnpcatWADRSk6x9BVR9J4XV6FP8A7HQ6GT5s5LVMYgn/a8VqJyEgsp
bZxs6iKdV/fS7oW+oQZmr9i09FRjtD+UHBVeG4ginZ+XDL6MvaNF8RllfQqL
P5aR+C3UR7xhzAScgubF2h+KQldvSdfhPGPUHgGuTVw7qb59tD/YigbEUPnb
2Yd18ifEgb7ckPL8GxO4EqX4seeFMszYaw8kPdrKP5n5OdG72t8YjOKCRjmX
lFH5KzU7OlT9OSHPxIf1WaIZdLCYmNxvXML+Wuuv7AdzKOJRObUv7j1GjodN
68NBL31oE1N4Zc8vamwBV9XMb66zk/avF4fK8CrmaD+z9XY7VyliDuesvLBi
cU7oX00X1iTRu7F83KgqWET5zfu5hxNK/cl5n7ejeHIMaem+Ms2WMK7qHLDO
SUB4mVcvmlWTKNF9q6dJzYGeXpSQsneg8HALNfRbFFQGmFLCavIq4/MzdPBG
e27lYAsDorfWeyscucKO4N4nPm8GmxjgYhxnVffaOnb74/vuPBoBhB9Wsdiu
vcoPcn868QY+VLB3Bs91k0IE4S1ZDt+iviCO4DGvVN/9y8IQPzIidJiJCn4E
NFjjhoVBq8jsm7ATA6jYP6O5d1QS0dOe9R4I85CEA4xDZa90KSD6StVy1wFp
hKe4/+pK43ZZBMv4t0w175GG7dPFY1k3qKGcOcjg905p8HPrt9kXQQdeR1p6
RnGKiP5bz8XEXAlFMLumrPhycxPj/Tql5MCsjPAFWfvnvi+pIJj1hs9hDQZl
sHrI9yU8gBrmDBhdKWiVQVWIXjQ2hg468M4TIsNb8ejHPI5qGq2S8zXzwN1d
vFQ7p2YxvO74U8bd/JAgrfWo/tgMdrfzSc0FVUEooF1eNRCnQP7Vxee1ChF+
9AhuGFDyO/V3E4tV/CXbocULf/ZFyasG8SN80FHiMU0LfpjHmleZk/ihgti8
u1CdH2a135w7mi4Av8Rb+tfChBF9sArFeBEmjmDHsoGXaeeEQbpRKDlpgYQf
+/phSkMS4bOvY6JDsqT5+SE86vWSD37+qZqtUJRG+NXlTJYf4rII/lNTxFQh
KQ3Kxdcl52j4YNZq9fY6ozTEd8ovckYLwceMW1bqVIqIfrx6TX9kTQH+3NtT
SiPEBy/WhBzCvishvBqhEVc8qILg1KnbDwOmlGBl6P6rRXs+SIj6s0NwSAkC
S1WnCKuCcGL1TKdp71a+w2IjHme1biI083gIBbvwwZNGp5kxLS7kD86u9Ccc
mecE+4BE3ihpPAhR2cq13iLJY87hNVr3JcFOp97mjxMfotecFcjVChJC8Jcn
ZuUP7fjAZ2lW5iE/Di4mhWz/2IFH+J8cPwxZO6UQbN/dflWkAg9PNdfLDHjw
EKHaWN2Xioc23b8vdS5LwvojRp7RWgVEb+WVw//uiQLUTshL7UrAA9XzM970
pUoIX8zSMng9RwXBctsv1lx6rgSrazFy8qo4MDVqEo1t2MrHuJ7UGn2zmgiz
llFS12zw8Hmn20d9O/J9BTmYplg20H1GAY/qH8YThuXgGj2jqyErI8IfDjgQ
aneQA8HvXtD9xRYZYPTCjXJDOTnY9r4pwRMngfDNr7FjE+pb+VY4Mn6aPqSX
AMFmnaeEr3KQvLLSWOYgh/BZPH0LPHpyMG70WK99nzxcOSgqv3xAAeG5F4lV
go5KCHbYtYNi0loBaHSX3g50yUHM9Jz3pqgC8A8K2CrrK4JuS0rM9EMior8C
78M/pZP6T4PnfH5GHuIDNVpWUojAQdlPb0VUgIOjgdcStMn5rgnAobTnGk8T
JzxZTvGbSyOA9NyNcPxjPoTXj+cW4SHfh/hPHqufL3NbgvlAbpXF78ZOAuRf
eivPmiaN8I8/bcty9pMGxQOJH51HCLBZMfh63VEa3C/hpz7JEuG9oc0d5Zey
iP7KkQfLku/lEQyfla5Cjiws91vQqrkRQNeLwSvxAgHh+/e4vCg7QYAD3ISz
o/0EILzF8A9DiQg/+PH6jgvniTA46+Jw/RgBcgdilh8dI0KAVJdh0QsifMoT
OpetL4H8uzJnmK+zsktA5rbNskBxddA36lRyuoBH+MUm/GuGEikEj0uMMM56
46E1tULrc48avNCtDDdy3Xpvt13AbT5FSxlO1Z29K3hVHdy5FLwlMALCM/k5
fsyxJiL4vW6QzmUtAryptbOiYFaHFeZqzyciBDCZXT4naKsBGaNVL07IySH/
rkSqUL7hkixcMf3yy+6HFox9C260bJSFAkOQkLmmDR4KvpHv85QQfU5w1tjj
byoIxrYJO8fkKEGea+QZ9z1aIFqjx2+hxvfveL2SfPAq2d5fx8MQ8nK/WvYY
KiP8daeVaC5WZdhVnCnrRIdBwqG7im87laAjf9PAvRUDGeqLp+IOEhD95s7C
uEFL0rxYWD+hXDKEZa2j0nnyBAgaMe/q/IxBX+NcTNRNIqLXLrxY8S6SNF/S
9ry2bYZQfkrJX/kIEejaq2glaLf8fW97wveNaxoh+J2LCnXBra18M/vL0tx2
cmzFr7A6lTmTenIrv8zam7EaymFjGLz92Cyqnpx/wxiqPcQXJtJlQfhBhqrc
6FZ9OncvBmqlm0LpYcGvQvIE5F9SOljNmYgjwNMP1VGvM0whjGH7j3bSeiTj
T+vOunfeIoLR7Ryqgh5T2NetYiztQ9qv5PC5IXvNkD/tZ4PsrYGr5ggu+3GS
OM+ylc8gWS7SNNrRHMGX+d9OPxa0hIj9XpO0I0TYLy65XUCfEi6nZYq+JZ3X
Nu4XMrUDqUCSmcbgoO0HTIrTXy+f1hIu6Ve+/F5OCV+30Yu+j5rCDGkSg8N+
kf63KObGVVeKzVadCBGj5wDlFzVPXCO/YY5FR2+PD7LDk675gZ8atOCA2/aJ
nWorX3D2d9cySm4BCEnBz7WYDWFcvK75RUwCwCnfdiRS8heGww2HLrVzg8bZ
ReViPSbQdHj0o/EPN5hwpn5NukEBBXY3ghxZRUCBpUjluugXTHtf80Z3uDhc
ogmMeu7Vhb2tYjm+dlwcxrZTNepaMED2bjOFhoCtfMQ18SHcgb6SsE3HjdU0
oQmLo+MK7D0mCZkd2ZMSv1cx/lb+lRIPHNQ3hEZpyNIDFaWbprovDq5n+cpc
pqWGeUbbJB9nafDJjEunrRnH5gN0fdJsZYHPI0T4zd3X2Ie8MV49A1nIuvkh
NfEsI9i9rpQ6prWV7/igaD1tvbQivNzIfxb/5S0m9CH7ZSZeEUTWCuXS7X5j
My/GdC+ryMPIiKN4kgMd0ESc4JRUkwfmqJUeznxqiDeanNzNpgwnaUrqfEq/
YcwJS4VfllXgcvH7hOyKdkzDJCAlaFYFDg2aU/7FMcIzg+O2Gu9/YL4elBMO
E+yQgAUvrbn8wAS9RGeekvT2b74UlApdFED9nPaJljY7ZDCmtnRrMEC/1u+8
4lUWGPshvGekgg4sq5oXazoE4KSi/Jk6h638zI8nvO4G1bPB3giu4Te7hEBV
4+x1DhV2CKxT1Wy/wgcttc+j7z7nB/Gvus4johxgNHZmRSqbH5zblSS4fTkh
uoqv7USjMBxPWtAq0mGDd9Xh1MmO4qBENdqIN2UHyxNHsyMkxSEq9NeSqYcA
0OJ+CRzT38r/HIOVJtrvlAR6Y3n5Q+fZoHWJ2NxpKAnd90X2UadzQUBhH18i
Kw5uiL23sjYShuc7WXX2aeDg3JMBdZbbvBD88PgfGyNpYNq25CwQxg7mFKwT
GZqy8MrvyP0jy6zQ+Tv6+iq9LORlPspKdhMEmYidXq85t/JLr9xU7HrApQh9
H9qlysZY4U1/fMA4SR9lM2tjLd7ggpTm1H3Wv+VAqPF9JUFCCFxlLynpMclD
9suKM4HGfHCrLmny3LoSRGdMh3DcYYdV/weXByZUQMTTsHpVnQ2yPGvj8C0q
kCeSDP5ZgpDfbXXhwwARqluPCcmNssGwYmfnjz4ivH5dsRz2kAuO7c8aPT9I
AKG6tA9BtELQed32l+onAlj+bZuje8oHoVOuKf43BrD1cGcmEy5JkP4gVdhF
WMHsZ5ejv0ZKgscZIYOMwlUs+ohrWOR2PMCZ4+e/PuOCgRadjTA2MZDH+nV0
I7kgKpp9c/8RcegTEZeu7uWDd601n46HigLnVcK9dxtC4PvpyPc0dxHANyeu
7REUAukAykbJJjxoyopGCsSKIfkrw5elbXBCFGJSNp6ddpKCaF1FxdPeYiR5
TbzgzH0cNB0xKo7+joeWfrlEDRZxMPK0GaYhwYZen39M8ohD5MSfvPw0KdjR
ccJXtUES6Fp+WZrkyUCJRjc3zSIekgkarp9LZQC7w1DDcgIP4vbyRfYDCkCZ
Q7MvalMUgqnMqkfaFCC/3Ej5XZQ40ERHsHt0KEEFFsS4d0YEGjMvcL+sVIHd
Q/rsXR9EIZ6C709gogpp/Mu1jw3j4Y/0l+RPLVvxgQvaGVx6m4gQGFrcgpsV
hU9yGaqJb4hwQsRHyidVHCRd+z/zVxOAZXEBx2wtBc+rLvrrNBOAIVpcm9YC
B+9WNGQ0N6iALsWFiSZKGmidxje7XamAwlzNXuC8DNyIgPv6V5jAnDcsKLxA
Glqsug7Y1LPDe1zu8oN+eRi7/0hc3EEC2p6A4QEpGeA9UKsyMoeD+JqsyJpE
BViU6Dk3zCgFs/M17/aZKEApMZ3fS1QK9n+Mt9O/LA8DCRezA2PkQDqlxTL4
qxT40CtX4zzlIMo1k+eNmCx0FLUQboYoQHTO8bCQZmm4oLDtg9R1kvwtxVkY
HS4FcfmXb2mpKYF12MYr9WgFWE3TitA8sBWfZpuD4Hy0hgq8uvF1feWOAuAb
nikd2q4CMknMVq5EedB6ZLxDIZ8IeY+vRexRl4HbM+oYPwk+9/bOhVVtGRid
sqTDneeG0zuw9z3FisB9pEgjsZALnN1cNnhnlGEmJPYvzR5+yE5Xa6kmyVUe
d89e2G4jBAxn8271KhBBUfD5jsY7YpDhKsz6YD8RdNo3zIt+kPite49abxcB
vu/BHvvMSkNRRflnTFkJGHoKAyqqpAHS31iJ0qjA05iF+u+zshD6MnZn/pIS
FPNRaHkkykNmrKPVHzMibF4PuyP/aStfu2Fuvv38Y0Ww3k2nROFABIZzDCdo
XynCEU7L9J9VBBi7pvXqUiwBXFIdkv0ClAD8f2a0RhDAHXendJpeBfrO/Rp6
doMIScTn3CceK0HUBaq+t0USMKfmGZZnrgpdBewPfYMl4M6ODP3eOVVYUaJ6
6t2OB9+Hxydmk1ShIddOcsVZCrx9miwH6tRBvavlNPG2DEmfOUg12a4OVAXa
Z2aLZECpwtbb8rg66M1cTpDbTQD5Gnd4cFMV2oIy5ofVSfz74aRBMpUGrGh7
/fp5Tw4++HJ6ciVoQIrKzZYn9nKwx879td0TTbDNLtexy1UAcaPGp7w7NKHV
6uqeK48UQGaFrnx6jybM0ltPUy4qwXVeV5PHixqwrUZosj1PBZQGdINYHbXh
0/HmaeqfBKCOpaoX2asNB0Zq38ivE0A19ny424oWJPboDH+dE4Mey5K1gm49
GK2ueSvAJg5788uPWT3WA1rZyCeD6Tj45nn5cU6pHiR9z6BJIu0jsWGl/Pue
6cFrM0q1zyR+Z3O6EretXQ/2382d2E6UgnMt8ct/HuqRxoGLat8NGeCZeIl/
Q6EPr8+lMcW9lIFzfW7iNkl6cCbjyAT9ohwIW5xR5wd9WKpw5dMknc+n8nqp
cy/qwbsfJg4J7YrofuLIy0ZpbTtFwLsasAVe1YeosPtrDU8UIW7HQlC5nR6s
vl06ynpEAN4Mi9s0teiD8ISms20gP5jHN/BKBBvAOOa/qveBB2qod4m9M8Ag
5Oo3BsZHyrAzKJ7Wf0gfmuqnHSaPK0PbS39D6VoD2NflrP6OpP8MhBIF3DQN
QPIRdS7+JAEMqgtvvUo2gBP286c+PSLC9M4nxwfdDSApYteP8pB27OeD53Q/
I4yAeDWlNYi3D/uh0aV866QRBMCtwcepPFAVd6Pwe6gRZERtyNd85QExe/l0
Oh8j2DRVGOt8pgjXFP0Patw2gqHd/czxA4pQejf5tIyjERwKuluiGqECGdMz
Ioe8jeAozpLZiIMI/oOst46dNoKO8D/lOO/vmBK7XsrSbmPA1phDSnp4QLG7
LHRJxQR2658d4j4jBwK9vW5e9MYQMNYxPS0tB4yr0fWMTsbQxzUqOh1FBTn+
XFynlU1BZPOt0kAJDzzQv+tEP28KcUY1gTa5imBpnmSarWAG5VO6JvWk9Xl+
To6lasEUFGstezX2EWAjp7XVhsYUzpzw+HujnQidrc7WHydMoLj6PaVzDREY
n+0nHdOmSD9IlA3/K/jRDMYqIylKQpaxqvjz9Zky5uASPDJOb0oDKsGQZ3PB
DM7KHSw8KE0JajlsHzUrzAAXyMlw4S8tbI4YOP2qNoe8UtZ8gxs8kOLKa+7z
2BwmvRLjMr4R4ESb0pmJX+bgoB8rdXCDpB/tPEOnWmIOd+j9d9dKs0AIpczj
tHYL2HW/dyCknx+e7f25OfLeAt0fXFkTepK0aQFKosstKR4SEHCaJVej0ALS
qbLjsz6R36MOYeu/lU8XkWDbDaHjyrFlWHkt3uQcCeaeXJt9mTiFdXS8D+ne
wwCabF3qf8KZkL7xjVmmu4GC1C+rOWurJAZk7ys2i5n5GM8O4ngP7hNnOUAh
3zGCcJkddA5FzB7x4ATnflpTBV7y/X0KijzvB5ETTeT4Hsxwnf7Q7naSfE7G
xyR8mbu8FwdLVAOV3XLscOqX5S0WUxzQ9/50frDEBTpdFEur0lvvDhiCcJdp
8fIA+36ucGWzQ0/UripbQXnwt5Uz0TTjgrG1ArGucQJEVDYdaUxkBw/DPvXA
MQJ0viv48nAbF0hrOdErzm5gTvKWD3CzQkDR63C6X2wDU1vKYXJ4IwK6Cpz0
qaybKJ8VOX7WwXzTMuE1YbAs0DnOHsO2FR/FOPZlMJ8wyNzLOXGQXhgYX14d
2mlNtmcLwAstLCb4qxiIF2vkvz0hBuytYMtRJwaBQ059n9LEQdpkW+teZhyq
b55OsebojAyscWvH6niKgf+jffNei3II/2NCXk+2jwA2buaW7PMi0Fo5qZP9
ngAy70aPjDlJQARrr+j8zi7s3/FWejDvfYc3PlBKAdPi1Z06ztsgznzajcUL
B3vcaTiucSwj+rwUyxTWrxzIH3qqQ/6RShkvqLJkDSn1SyJ90003OllwFgcU
0+W7aP/yonx0Q23HS5fqBP8nXowQmHoT5o3NJIHovdB5Y0wU4XdtJP/qPC8F
1iF4Jc7z0nDKJW9G8Y0crNV61/7ZhgPrcvwFzkQZRE+zjVt0PkYJUn6znu4j
nXumjFcYs7KU0P9pYuWUj51UAdGfPdK7WGXgmphuZaePCqxa2bLjfUhy4tJ5
xoiqrXiD5HhYOyKJxi+X5MBsp/xZ881hjOw/3d7rllhbsIFpcXeP68orwh+t
XPzK/OY//osmeajVGHp8TJ8eVEW+nQy6roD4Je1LcdfjBUW0noL4uP0/hchB
/+kuydz39Cg+JO9wUvbwbh6Y8ZI4M8Qsj+L34UT1dfeS9BQWxYTWHVJkfwW5
Pna4b8T8+eAvefAb3vvhYR9pvd1Sc5RRlIOqG8X9v0rEQejrHyuaG4rw0Pem
aEGROGgZCT/9nKYIJw+IHL8+J47+/889Yxx8133WZ7eqBDKyFd1B5jIQqWzV
p+QsB1qVLNFHJyXR/93Zdtuo0SrBBVyHqxefMsiXU4y25f7COpqbp+8bk9+z
/MYoY62pdX2UkT3GQ3tNpbJVFQbXZ9iWOb5hZH8tmT8tagJCboWrgKFTr6BL
6wbCk/M93rxcTVSpJYCD94kYOU965O+9YJVze7abA0ZD6Km7qogQcPuN4Ykw
TpSPkCPu84uOO7zg8SfNMz+IiMZ3keFKo5ujKuLnyJibTfOvCPDceiBmnsTP
5PJ9j233NzQL/s97HCGgnD8g75ZABM5DMi62xjggVFXkuvoRgJiwKboIYoj+
ssbEyWRHWbjSpzxs2kAEPU0W5r/bZaE48EsfI4sqePSkqMtflUX/I+eHOBEi
1//QRRWexS6W4hMUUX1Vv3ZbpZquYEVD4O4trI7Gm03i4g/BdDU03h/2GLdw
B2rCkV/POqy0xzGyfzkvs+F+4FT//7zn6cHKzV5N2bSqwdOys2+TM7fBgfwO
Sz8qdcTPuKw+dmEHNXQ+/r1qfaTxtCYMJ4zTOt/bRPV7h8VWJkSywYlV/9Id
n9QQv9pG7D6lOqeK1oMd/rFLvLsmjJT+DR4ZZdjylx9fYj/2iBuWWgfsrhep
kc7Tt2KckxwIPx6id3+hhRfBZH/hlHm463t+dZCfews70oUQ/j2fVGokaZ/t
7KR1v2ylAQlME/I1k+Ion9jdaxpP3KnwsFTymTGASQOth0DzBWYlRs2t+8rZ
HGKL+urQuv/UjmQVPCqvdHj6TJWM1L/fF2lKQc7vzrehhhrw5lFPGd1fkjxz
6TnmQ6cOAY0UST+9ZBB9CA9vcLIEEfrGbr08wKoJSwJadg/DVzCaJCuNHeVa
IFcge8r3+h+MbK8lz3edqkts+kEteLLKU/5z7yhGztfhdW3FUMGlD9GT5zeI
bXv/Y0styHw97GQtTAsCEXPeT2q1wN2yQe7WLTpkDybP97OCWaNZZy00350P
/Nbaf+rAnsP6bH7mm+h/idRlbmUEdnDVE5a1qNECZpdzE8QBdvh3e9nB3vXB
5PVdWmj+jcuO/9mU1IWfcdPqzecYUb6RKoNVuYMWPFD5pYU2uUQLrVediDc6
HkTyeyhO6Au5ZPjaWhe+/g2/v/cGJypPzd4WqWEvCAq2Q6+YsrXQer1htGE4
9lMTrfcpRx7hek9dsK5bv8/2hg+Vr2X/st1zhxisfTH6QXFFC91DEvsgeffK
bU1I6E/W2UUUgWuMq1L6WTqgLVKdHyyCA+rI6tJ2Fy24PXXwZbCEBFB4WYzz
J+qAod9mgP59PDyu/CwnEaIDir4Gz3bvV4ISJ/6jFwu0gWvK6piQkBK8ObiQ
deXhVr5mOdWsJ9NFWnC3bV/K8/NKKJ8POd7vK7+Q3AwdHTCwiKl7R5Inye+3
CM8WsbN5y5jQ9RKJOmk9xC8xhW2Xact0ET/o3els4DipC0a9Ve9sOGjh3blK
C5ytHhxU8m1/VkWH9BsyP7DFl5unr+qCnzMrrVHlOrp/RqTyUiMcIslt68wV
J0/ogY3Yx3pNOw5Unjz/4y/95oxV9dD8m+UoF67cMYCOA+1GVAqM6H6HJC2z
pGYuSV4+QJ8sFa0Hi3aFHi9yeOHf78t44P65Cz533fUQPzznyq3m3DQAt0Gj
z1IDnKi+I72E1w48Yih+2VNT2c9uKjgE96Vgqx/fSm7l0/PciPfuk0OwqJfv
+3EeFfh1s2b1oCBJ/9tZwOa1QxHh2VOElTYrCDCak2r3oEcXHlm+oDv59yd2
ZTzjvrqf4db+zA7MwgMGUFg3bfpH/AtGUWT5mOMDhubjrruruawgQBFXmGHm
1xmMnG/5QGThAlvqNnBn2GHz4uVWPNfXSfWpL20N4YAWTvDcXnZgi7VyZN8w
BBYPO6z+GAfyn5DHX6Bnd87pVyQYP3TK/Sf9v/M5xnPD/BCH/AQVwESMR/cT
kn5G/j95fLuuVu5jrQa4ajH4PaadE5X3aBsUvbZbCJ4eUX9LdR4D0WB7HoMD
guh9G3n9TRfQPMYXY+i9S0Zz3e5P7/7T3qC6igdC6H/UoUMemmoSqP3kfCWl
3R41b3gMYVpTglXXXRwKPMOYvAsxtD43U2kcWXgB6Udn7+446CSPgVXgQfzl
x+Ko/r8JUWYvp/D/fl83hwe5sUbue7sNIYyxiymWBw8Bg6Ml1mMY9Gy8oE70
x6Py5Hx8grrDtB0RhvArscThtqw0wpPjky+ylx0wyTKEFydojTOZZNF4kfPZ
BSnSx9dnGwLv/aXPrFaTWCwxIE9e3AjYRj8M93XS/Oc+PP0YpRGab93hJ5qX
qgAu1gXJdy+sY4GW77LmCo3Ae19ywULqb+zf7+l+Yzu8Vi2kBo2gV7vmYS9J
P/3/1XgZQd1ho28UsiR+aNU/F61lBOENetE0Uhzo/RyZX1pwjfEiXEaIP9r6
tunKvTFC/NBs40ph5WUM1La1jA2nONF9ojneoLXTBfygtmLK7XkPIFWoXCDX
lg90duH3nttmBMEXZp++ixOB4KzTMzoURnDSr+ciV+9W/i/eQZHqMputfF/k
+T96zqehfbcR0GWy3hcizefBELHjXzq34tV737h3tETDGJbz2dWEDCVQ+eCS
wZgv+ZIw5HyW6SWjETqfc2+ZChy9CfDb5l4Gtwgetf93b1+fqJ8MXLcX6ZiX
M0L52r2v71x93AIQ/uHOsFiQImrvS8fN6lgDFQST92cHffGRaH8jSO5klrFe
ISA8Ob/5+Z+BA3WJRpDhfcWpbrP3n/Oa1xTibp5TuXfoA8rPSN4fApu+XTNs
NoYLQiNnwrvYgIrxtnPr6Fb+sg91f6MYSo2Bf3ORvxYY4Px+9Vn2OBPEP1+q
3facaDRB89lyg/doyAUT0K8LO93UzIPuCydJnZhNf/dffiC1R9Iq9KhcKz98
xaWrXPIzhsqFjtvHHPiAbvAj16+Orfyvn0SbphT+GsOiVRPT9U4hSM3Yo8Z0
wQStf4NHwh3Zz01go9czyWZQGP0vK5uf95shDpi19+/MmzFG8tfL4LMJjQ+M
gU6L6tXpQ+KoPUPrUStTJL1nlyijxq00E2h8oFlfdUAB1bdb0j/hZxkBEnQr
GKYbjCGMfkHthcgKlml0qaSw3hSuHA9xGE9bx8j+WPJ6yd/cf5c/xxR+iJg2
5zp/wUY0Kr/hrcxgcEXWiepMF/b/yXzN0HzUxls54L3MINN88svyd1YQNVE3
L40xRfNhmnhq+KStKST366WdU6SH2im9O4ZyZtBsJjPB9p0GvT8kz88ugysZ
spgZLB+7zz2qxfjP+7Y1UzRfpqryX/pI5Z1DrSq6T/EgfMx4wC+LTvZ/xvmz
GZz7/kb9fi8/PFisYl7QNQXnMNePU9v54Knl0rDQbVNw9VpeJa6KgqIVzT2J
BFO0fpRNX3nZGpkCywFPJ98/QvBx8OXk4V1maP48WB6oll83g76PAY8+uoqg
/wdPrFuVeCn+z3vMeaxLlYLrlMfW+0Pzg5yte2fMoYfehnn4Pi2Q7xPOrPGX
eMUxAuVG3nbWc+aovy9Gt1HW9pnDaxbbHS3L3Ij+cHir8htS/17h2F5J0JhD
h7r97XoNPqARvZMH+81hlTEn6OZ2MeDSyHlwhVwfqX9OuLr6NRNzYJcxDvmM
E4bI6I9U8XIWqH9GAbfKsCMWgDW6cuS1EdD7ykEH3/g2z3XsrrZlll+TJVBI
qaR09XBAlVQDNdWCJSzo1Zj1muFBz44juXjDEgLutvaXTW7lC6wfzvpz4BMR
SkaORO69/B3jObznSggjJbKHeXofLZ9hIt8voqCYH/OfnOPkgdMhfKdCHfqw
rgN4nWVaHuAXXTg3StILTOHI1OMOYVReNeeDod8lcVQ+4MJe5u3ncODjFzhD
PTqGmfHcrXA5gwOOPQyLddaLWLzRCQLbdmlUPin+0t4hW1lUPt24JZFFTx7e
O/o9c1kax8IyxR8J68pD6gd3xwilBSw2+rZ/JqUyKv95tRmEVlRQebL+yX9a
541mvTjUfTHO2Uf/X/2TNA+Z9IlvQk5MoXgsX7lNdX9v8CH7Fvm967uTHYeS
VSQgOsckJHJWCs3je/qH26dppBE9JH7aJtinhOD2j/5zl4yZkX2HbD9gWExZ
CzwsBbYCnh4DLpwITz5fJKqrS2bHpJG+dyEudFibKAu4CwMH3A7jkT1Mfzut
KC4aj8q/3RaY8OSWAoLJ5/vm7YKMZkZJ0gFjoUjR/Q3FRyHngziWmENHN6mE
5KHR5BT1Qh8V2NmqtCs7Qxjd3/eO3yM6Ik2+b6qI9luVFwObl5kU4E6cyhs3
ZjmEJ8sfO7sCC8VtFMFDvr9x1095VJ/bncOur/gVEL3H0DnaqgQigiftSvVu
xs1h/4oHQlrPvx4eVkx7sRX357SR0VnLeQLkPK/huj5E8T/2ESpY8g9dFLQl
QqEz765sDcZ/xx8hyVuf65YFapRU0XxTXt4n/YVfDeZiuKQEfkoh+46+T667
DEEalV/e5V1i7UJAMDlfedBoR3/SNSIEYmLPjT2I0Nhxx756mQhzxUd31HgS
4X/7Y9RtPxOToAGRx9P4m8KfY2R9ntx+d9X2vmehGmBUPohlszIjfZ3MT9It
KYdO7dGAxaYME8ZxToT/Zz65oMKGs+sBmwYc9av6EFrMh/Dk+dfjvn4j6Ik6
hF88eK3OX3jLfoBj/c3NrIxgcn7nkjJOUI5RB/eHKix36QjIvmE8FCugIkRA
9C6urygySucxsj6I7Jsd/vLSG9po/hQubEY+YdNG/b1n3WX4QkoH9W/0h7/w
bxMd1J/bB0rlkx10UPupLRo+Hd+ng/h3yZj4sTFAF+zCxbOYJ4WRPk3m121U
r6cVzHSQfB6ktavP31sXPJ+mDe3+I47oyevRXylsjU5gK//MzM4bOQVWutDh
LKcTcwaP6MvqjJqT+vH/zl9O4q+itsa8iCZtxF8jI2Oqb+l0oe3Gie06U1Ko
/KlKfjdlTBqVJ8v3lydoU05YaUNYVU/Ay12yiH7lUbede7osotekl19a6J/A
yPogebzDsMzNS2Jb8aop8p8LzAjrwdKFm2esiyn/J942FQTRP3s/EKyPxv/5
joHQ331b+QKuXq54yqZsAJV5zE7vfhD/nU87jwh8dqrUr3gNgHHd5Mzv4k3s
3/oXFVzoz76Xnomh+ist7N448gOq/9JPE6GzbgCt7lX6Ym0iYNEY+vdYpgEc
412fP0IpivTpyZCcyPcnZZF+R2dUVHbnlTzSb0IpPinWCykgPEer9fSIrxLC
N/X5hJu9VEJ4Gee3fz9SExA+e/RusQWOgPBV2nxvGw8TERyZFWuPfWNE8jS5
P4eCKW1aioxQf04m2OwsFDCG71e+8naE8SH9hsy/pslE6mMFAIrfcQVqq/zo
/ynfTqn+KMKj+sn8dEen7nfyMyOgOWS/arpXGuL+8vFWEYwRvzxTDI4QYzKG
2V3end/1/htPnqRPkPkBLpnKVxVtvceTEhZ9dYzCBLU3VaYnWPS1CbxrwT28
cZvvv/ufMWrvRUY3eBRlDLQK2j9KTASQvuJ5uSjwi6gEihdCXj+soYnUhDAT
WKiNYG8dx0NmCu4FC6cp6g9R2kpWn4Uk73YcVLuyqABwL0tiIMIYlD0sKS+K
Km7VH/tp6fIfJVQ/eT86kyxnaLbXBO2/AX7HQk8OmoCFFoWvzi1qJK+rg0N/
lS7X/8T34ALJJzucF46bAf+dXfT3LvGh+5Hk/n64lX/SYDdJHs1Liz3jLYDq
4zO91+ojSZILNjVvvy83Q/0NPpa9sXjPDEzbmbv3jkvD87ow1rlD5PudMmCR
d6uMWdEUetpft3YayqD62Nft6lmrZYHWL3JfxwMz2LvuUKdBIYfaSz5PHQ1v
+/c4mwGv7snSu6Tz5d/6wE8sTrk5l0vHHMqf1vFE7qZA8iN5/VUOajGXC1hA
bvX2JbojnP8T/4MLYvNdZPayW5DkyiMXj+/mQ/E7yOPxg3oP/rqAOTS8LTXc
ffG//lWSvC/tHmTIaicJvHv2TlpJkuVnSciRG1G2XDODN2qpZqvVkoh+V0es
b4uiNOTbz4Y7nbBA/DvHUBj6W9cCWPiWj3j3KEBtmP1uXUpzyBReYHNfVkDl
h32Oe9VMKMG39JXfagEWUOxo3qAloYz6Q+aPN02vQ8+KW6D3QClSZ0605JPw
4S/Nh6T+Gz/msQWszYiYD6QIINgnuGDN5rQEgs+x4Hcsn5cDcb1bpb0LFii+
y5Uwus3g1xZwbHrOsH5IDtEHjV3en3eDAC94G+b1Ri2gx8tk4cF9AsLbr9LG
1oovYmR/9nGVup6s3gXso5HrZ5nX9PA43F7c/90CdmjS4bDCDgZYt9L32DFE
BDp7219/r9DDekXRzBcFPlhjWAkMdzWEtd0nNXNHSPux47ByhtYaRl7v52Wp
SrEGC7hKbfCCIXAGU5bgS5xpswCJusLI/R8nMatt+eINHyxg3N8kijO3C0v4
ccO2md0SavfO3D9L3/RPvlghcnyVVxhRKuaIrZglPFgYmjyO/PuzmLa0/Awj
cRRD99Misfmnln8QTNZv6W3xWJgzDuqabTgk22TQfTayfYNQMlFRoIyDbW0p
04EmZL+tHLKXhOuyj9yNlIPPO9qAVp0c/4qA5PIqjQeHzcMI/+TzmlOEnF9S
gYeOqIDIm/OO/BMy6H47+X8TH/dnafGqw52v3krnmYjIX0C2jyj4Ufrb7tEC
qsHB0tUr4v+OB0b6356dtTRO9/Ugf5fikxo2PMKT7Qdf1c9ZmD3RA8mvrXjJ
WKl/26NJ/TESdD3ddFcPdJwogp9SySI8uX3z3qdO5nrogfVRBeo6X/l/258d
5UFjQ0ill0oP9ffm++XVuH26cI09LPGKuBI6b8h4EVsNp1ZDI9hBmPbKf6uC
8ALlA3EM24lb+UKfBbLxqhARnuwP0N7n6PJIyhRuHh0wiEtXQvvXc/MLsZoG
Smj/JP/vEGPHH61REuzkKlhtTETr1/1DVgSPKBHtL+Txbln3zZC7ZY7sF5q/
Jm5MWLJAcxnjfIAzDul7TX88uV/IySOYc+VFWKzxJBa9bdNBdlAELsbLNtQ2
jWNMFtcErrmIwfuaKj93JnGkn5Hn76Aio0RAsRCMj+T+btiUApfBpA6ckwik
vjM5kvBdCk67vrr8oEQM7i7eLdz5gfDv8vE08Dvhl5zVBB60a25Eny+jQf5/
RSYaixsheKiPEQu2JtWbmx/85IYXHmzPJS90D0lD7mDLyKMCOURPttcdOe58
yfrtVv5BkW7zkjkfRZDI2ZnvJsiD/OUynNtHdI8IILi8N2DWcIIkv3sdvPyJ
JOcwy84r/BwWhs2CeNnaGCV0/vyKJlI3jsrDeI4xxQ9pGVR+pofmrxe3AryT
rmraaFaEVqPwy5+rFjGyP/ifdYiDA1rtcRN2RKjrK9bhEsIhf7Hn01juzwLS
YB4sRCGnqgpa8bo2sVTSsHMHP3fuNVVwXcB9zzhARPoU+bzyntvVzpetDtt+
29nd4/2F9B8fsRbtG+40yL95/FZ1OQ8fK4LH51MfGfRwIZi8H5vO01S3yGuA
TkNJ6q8ROYR3GXo/ECVAgLadg1194Rro/zjnhhwtVW2woPzlW4n7bzw/IW00
vw99M6fvb9eGKrsirhP825D/i3yeNH9pU+jZrQ1mapIlHf5s8O/y3NBUenLj
6Q5tMNx57GhlGzfCk9+rB2w/Y8qqpg0+8Z96YjoEEJ5espaOolYUwT6hDteS
3ksg+GEx38XOMjxMiWf7n92uA3W/7r44KiINLDS/92Q76kAvZ8F67qoUfPT4
MbBaSdJfMhW/ud6UhRRTu7B6ZR0Y/1k3M9C+iP2T91AP9fe53N1h8zo9OH6s
/kJUJw2Q8eT+lmvx5PQw6oPHq5tmt9bZ4N/luSGq9889Xjt9YHjFuMpwlgfh
zxv+vD48KQh0e/oZH6Xpof4H3xI4dDVWH2Q5S4I7ewQRvSeBVvfMuNBWPMb/
/wnBg9Kwmr3Reug9sSf+k3Ulkz6kjDi5XVpURuX1XAp7Ix8SEDymFlZQdYUa
+UfI/fkiu+Ph/jAM+KkvgXUtG8JrfhGptB4SRv4Zsv54/hX/k49tBiCfJKp0
hFMBwrPzS1nFAPZgsR6yz5Tg7+xMBkgC3LEcGeYVJQDDkvFaHg5gDWsKc3Ql
gtIcMUNCAMDdym1Tu3Ae+3d8w3ksz0qUo+EXQI2ryjexclbkP1CLf/WVhlQx
GSav5+pT0lc/nSTpG0ItiUlKMgiP7FceLwcPJBuD1T2rG4Hq0kiePrBxdfCo
jDw8EklnpTEzQusnN3upJq3RCM6s4Ppu0Mmj+n7hHqiWHZP/dzxG0vkjoCRy
opeW7I+hgu+cXy51vjOG4rWSausxZmQPNxgYk1rolkDwuwedA8xyUsAtrJZQ
JLuVD3Vbsm6iX7IJpJiZBtoKSyH6lYZ9FYnPyPYYY3R+7t9RH/1axATp5+sR
ZT2/gkzBsPV7RvQnPDqfuNV47E9zyIJgTMTli0dM4PNNXvu0tzJInyCftzuF
l2WN7pPzpcpCYMIbpW42E/DbSJl1sJRF7SHb1zLPWC7tGTGGAJVu/NNeJYiJ
sjp1qNsEPqhkJAXnK8HYN985M2pT2Bb5Kjj8LgGVZ3F1ZZOSXcDI9uuPF1tS
e27ioGxy0Z92zhTtt7vONX95A2bwhTKqUvosDtm7Xfm6xnYQ8ei8Jcsbs5fi
hiw+myL7RpRnhYvuIknf+QBM5oPi6Pwly9uGgqwXbjw1BZckh9zWh1LQ56fX
fM7SDI2vf131Zc94MzDPEwjp5pRG/5/QHkrwHJMDY76vaq9zSfoQY+JZxig5
hCfzh1TZSqW/tikaT759pwLcRs1gPrs5osVfFrXnR+ffgs99KrBwbzC7QcsM
nYeTfpI0sjlmKH6owvLSF873pvDHZMbmLCUB/e9MKI9agRsRbkxnFTWfNUP6
eMTJj53795hDVuc0XvG3CLLfk/XPzvKyK+uHzCEo5GXh9m+k8Q+O8I1YMIfr
Zfveu5DkDbI+QR5fw+gKgQVOC8RvDwquaDFVmgMbZ8HQMy08qn8nj4xIR5gM
iEs6fnx4yxytV33fVKfkdnNoqmNf61KXQfSVsolxM/0ySB4i8+PL6QeUf53M
ocCzvjG2RQrpDzT72XcrBCsgejI/Xj3umOqkZA7zV2ksporkwfPU7YZdlBZo
PlwdNBf+Ex8SxZ++G/mntdYc+vSc4jz+yKP2KMkzNI9OKQM1c4DDbtL/Rb8V
4LJjlBGeLA/O3dbhFSTpP4mG9lckCpRQ+yKOLC14tmyDg5UfNpvsLWE+c9eY
3QI9ipdI9jfRv2pSfaRrCWl8Rz+HNv38733X7UhfMHi4Id83ZAkiz9qOZh3l
gcuKDc/DPSzhZnNNGp84H6qPfB9D2kTRRnkXqT6jk8c1H4qB1b5cjtDDljB7
5ELy3BlxRE+W/0ou35u7ZG4Jt7ObxvhfSQLTn3f82wwtEf/L5zxjefDXAunf
gcqHBpZJ7X2dyzSQqigLufHjh5u7LMHl3JdD9Hf+m//0hiWckU+1fdKmCO+J
Q3Qy5ywhRiu+ZERDCf2fLB9ntTp+PetkiewXJ5q4+FhJ7YlJwX2o9FvEPtDv
Lc0yooTQlGWNFUcSLAPpso5UMOpzzUhmghxvchazchiMclpfxJzb1GnN0jsx
dcbxZMLSIkbbvpCgGvcVs5E8RaNJkucktPe3XD63gp2RJbLs71rEzpk/++4j
tYTtmC6yLJkiQPlY1M5H/Qww4HGU3WiWAMzFX5REWiigIZ+aUPmGAF06rdcm
bCzA7yLTrArFEka2I80bVFCyfSK///+F3T7emn72ZQ5G0dlBNa5gCaLqP6YP
xTZg5pcvdNFKWCL704/Hwq9nCJaQdXOvMP88AWL+tOQ+z+vEUua6XqvOEYBz
8PtV27IVrMQwoLDy4Tfsq7wXCBmLg6z01VCFaSm4zR4wrKcnDto7WAiHnfCQ
n8U+Y+UjA7XB70WKLgsDl4TN/agCZWinscQdmpOCiOD61ckPqnBE0OPDrvvC
oHP9nrcqXheMD+oS1kbEQcjXK91GWBfuruqU+3ng4XPYzZ4hJl1Ydy318BuT
ArfFDT2uBR3Qv5rmqk3BD4UTERl9HQA932XrvnLww7Nn3u0imcaQwSJy/gs7
PxThWEomj5mCv8Kl/TO0/PAhjKLjjrI50KtuPzA5TPYHUMKg3J6KkyT9XeWW
YGzI1w2s9IRfsCjXOvJX/b+irjSoqTOKsjSioAgU0cSUJRBCE0ICKBhZcpIo
ixYVwQIFBAtYIFRQqGzRiGIRp4JtFBVFUIpgRVmKYwWRQYugLC2kVXTEYXHB
yqZiEIpSOk4+f55582bejzPnnXPv9907/KOY9+Ipi/C2dJErtVHKJP2gfO1N
xxJm+a3ur8SZuHXnaHIJLivjP2Gbq+8TO+D9iTbvbro9qd/bZ/ma5F9mo0fA
SUnuEYBrK1VU6HFJfTd27hzTfSo2ulWhnUYiO3Q9iGu9Mo+PwEaPvbKVTkhO
DMe2YBtQdFu3c1sF4MuDHijus6HveatoIAZQ0KpcolK5KHjoEOSdCCy29ph5
pMNHuHLluqU7gXM6pZZSH3tI3VJG6NuBmMyCa2vX2KP+on/ospbV6DAJUyZ6
vRWq81KuzzKz7GoWyU/lj1Mpvy5mkjyzXn5oXdZ9M5JPDFYNZWyutSV4f1hR
TfQvLJIPvO95V5pO8j/6+8jnDYXzzYl/LFzhmPrkLIPgScZt814uk2DdUCMf
s0ssgkNc9TOpVmyClddcwgz/sCV+6q6e7SsLIy2iFxQ0UcKjjQkej2dEiltM
CX6UJOOFs60IVs+fGh8J3GQz6IXern756xpb8rwkWb/2zpB6n+a08JtogZdl
PIfUN9T/i5d5lTqjIU54Jne3p27kwM5/xWRfmTPaLUty+3w5yC0Miq857wyt
GG/lm2QNyKpTWYIRMcY7Cu07czWxNu3rZ6lKMTodCjzvmGth1z5qQFWTGPyp
IZlmJhXTBax6fVcxHNIs9lvr8QgfCx9nB/jTeXhYMdh/2IOLwLzgqAWLePCn
MrpC6rjQY940m2xRCTXWhTukRUiIvu8q+WEM20QYnR6zmWGywJL+FqNFcSN5
TuvQdX57ugS6Zw6uzzRQffBXUgksg5ZSB840CM9taDAYfSHGBs8dLP78TqEs
ZHWpYvb7VWU+IcYiHuGPDTth+w5HHt7xzGTF9RzQc7QO01jq+TS2ZB+7l9eW
oBRzW2yJO8OsNGcgsvfAjbv1QN7YgtDofJVQe6JudHeUBCr9MDBH+ET3KtsW
V5y+QEW55xeT/XwxySMHLQ3t3d+JYZDRk+52yADlu9dvC7kuhra7jtGXb+jw
fr9a8ZWjCD4S01ODfep+2yKUbz12djDZDrpxS5P+39/U5EqRszay4Fu0TNB8
3BUuQXM+tWue1csSRaTgE4BpeFuH+kL9PgXSFI2yjmH1eYEhYVqxRVayhIVg
pxxHh3pXXD7xe8T9fywwfsXfizP4cR57kZ+p8+QcCXxTr99VOdJxMiSrsS9B
hD5RW4RVKYfoi/+bBzmreEY4zstLMN8sJv06unFq4apYEaoD9VzfavNwsHFk
VLfNDp0mtAZ2OwN+Oy3j0/j4wOthOq4eoE60Lp/NQxG0ou41dCxXFE/Vxajz
BwOXZFM3C+8B6aUXoyuKDbC/6qgy4KoYsbEvd60domFFnpV13l/q/DQh7Gno
aJKHSbBvpqsnQouOh8aG/IA9IkTPN852rGNAcCUj9pwQkKZbJjl9b4f8V7E/
N950QEbXT91HXDjYYjwQ1fTeGbeUNxZ2X7RGrdffp1o+cwerdeI8pmgQPGfL
E/8UYWRBzXcXuqaFA0dyVE2mEpw2vfPv60YD3PYLV2ZXizFc/Lg/vpmNyzRp
ZnuRAO1JC/fO1eChKZ9WJNPhYVPvya3To4aIPhVI1f9WjLw+i3FN2YTQj7Ik
sypYgpmxpxXHRAx87sGrvVUMHD1t10yf9ZuKJTEBinlu+A8r0xmf
    "], {{
      {RGBColor[0.148, 0.33, 0.54], EdgeForm[None], 
       GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJw1kbFOAmEQhIcDxETO46eQ2t7Kh/ABbCxNaIlno0eltsb3QCsSXkBtvM5Y
WkFMiBQWFBT2zGSHYvNvdr/dnd3/eHh9XmYATmhN2pr2T1vRHgpg0Abu+R7t
A6M9YEn4z9yvWfkLWtkBfmg92kuKWvX4zqJO/NMBZzF/y3ydBTNpREyM2MI9
3t1TvhjNF6+6x37kJuyzsQbpejsExi3W8k0d+4ga9fgyu7Hms2bMnCPymi1G
WjSvtiZpn3tnxcSkVtTv4iszukGy7rXjyl/lwZd8x7xLxfpX6rzjTWbMV4x9
2lesTW5K/iOPPSrvIm21Nelu+pvdvygmbYM87qM79axHtZfd2POZd7vohx7p
ukmx52kefOGbbwHyGVG/
          "]], 
         PolygonBox[{{4705, 2070, 1836, 2954}, {3524, 941, 176, 3020}, {4651, 
          2015, 1902, 3351}, {3958, 176, 1142, 3959}, {3378, 726, 838, 
          4695}, {3966, 1303, 1643, 4280}, {3438, 838, 1041, 3633}, {3775, 
          1143, 1809, 4442}, {4442, 1809, 2015, 4651}, {4517, 1902, 421, 
          3167}, {4280, 1643, 2070, 4705}, {4518, 421, 1303, 4519}, {4469, 
          1836, 726, 4468}, {3773, 1142, 1143, 3774}}]}]}, 
      {RGBColor[
       0.23987720374272498`, 0.38104289096818056`, 0.6260437304892187], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJw1lM9L1VEQxa+/3nv4fvm+kK3VRaUE1R8QVAuFaBOVFEQUQaWim/dqUbkK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          "]], PolygonBox[CompressedData["
1:eJwlkssrRHEUx8/MmDG5c+fOvYU1o7xS+APksaBko5CFlB0zxsawYMZGkZWF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          "]]}]}, 
      {RGBColor[0.3054975721174401, 0.41106943429047416`, 0.6394838553686615],
        EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJw1Vk1sVFUUvp1/Mu+9mfcENWoiLfVfrMSNos740zIzFDRCpIQYE8EUBxpM
bRujoInWNsaFNaQlaolo6qJDw7S6M6UJYlkYEhdqFyZ2IQkOao0LwpKp39fv
sHg599137jnfOec7577W/a/vOhJzzl3GE8czlHJuW9q5q1gXc84tJ5y7xXNu
S+hcPxS/DZw7gP0q9s9gfTvWRawHsW5mnCvjycHGacg85HHYqWD9R0r7n8DO
v9B/Huduipz7Eb7WQ27H+Tbsv4XvBbz/h/0i5EJemB7znXsG71ex/yxkLSMM
R1qc2wx8uyHHcLaBIFaSzr2C978h/7H1Mdh5EHaOQg7Cd4D9Acgm9lbx1IFz
D+xMQHcKdurYO4OnC+/7YrJFO50x4ac/xnPJYtwCfL/g2y5g+woYXsL+HN4/
SssW7XyOb+vXOTcJORcIewE+exLKc8VJdxZPD9ZjkXw9B5wdeLqx/gDnBlPK
CWtUx/sh7M9CdsDvSfj8sEX+iL/XyWcXvv2KbzWTF7F/Hd9/B74FrGehv4T9
3+gXOqNmh1j2JoSH9TwM/QRysZRFfaD3NDBe9lTfUcYeKofM5TnkZBo6A9ib
jAkfbcaw/xneX4bsQR33kh+wPxHI14lA/JkxDjWMU8xzF+y+DRtfwGYxrVzw
bKunmE/hbMnTuVPQKWUUC88QH3F2YH8EejvgazQQXzbEVd95xDUMewezqjtr
xPf7cPYE1mehfy/Wy/B9s6/8LVsOGZ9LqwasPTnGXLCfWpOq1xvw/TO+9UNe
Aba/MsrnHthch/WLkbAspeQ/mZQedX5CXNOwtRKqhqwZ60iM7AXi/AH7Uy3C
sxMxbIV8KCeekifM4VOR9NqB/3vTp50y9B+AvC0nnhAP/Vyw3mSPzgfKQw+w
bAqFs4pznXjuwFmXU11uzag23xjPyXf2LOtKDOT7VEqcb8GZR/B+IBBn68Z/
xsq+Y1wDzElS/Ufb5D/ts3/JY+a5bPlkzfstzx2IcTwv/iWMd+Qg+/1PTzPt
Wqi6Mq5566eq5eqg8WF/Tn3BGUI+Ufe6zY0JWy9YTzVtn1iuGB5ia1odG8Zr
rt/H+r2M5skIfGzE3muesBLzDGR3KF4dy4pHdxqXKKkPyGt+yJUvneImN9jL
20PNt0oov03rpRt9xRiZA9aGdSoZZtr5OhSHB23e10yfNhoWC/uNfdfmqRcY
P3MzaXmmnb6csJU9zQ+uE4a9zfB/bPwhj9oD1Ylz4p5Idu+HvJhVj23A+s1I
c2PRdMdstnAmLRqnOYfnbH02q77a6UuPPcoa8duizUPWqGL5eTcvnMTOO6dm
dnmW9WdcnKlLlmvOFZ7lnOmMqwbM/6FQ5w6H0jtvvirGCeqX4GMz9uc98YHr
XuNP2fJciKtXeZZ61FnNCT9jJPeeiGS/zebuecO2Ma1c8DzvJdaUZ3jHFkyv
6olbozndyavGY8ZBW7TD/mSfvhrovue9PwT5ZCSdczZP6Iu4RrLyXQ01a7vt
jmPf77D1cZs5nD2f2rzi3Fq7c+zemfZ0j14IhXclLT+PR1pvhdzka6ZxtrGf
mMdeq1E+oTqxx/htCPvJQP8KbbA5bPr8TjlsNbjLuEU+Puprrh2F/mlf9X8n
r3nUsLtj0e5X1qjd8HznixuzafFqxmbgWs/54u3dgWpQsLPjvubdhK/522X5
5yzkncB5dNJmUN1mI3EQA2ck/xlu4KIcsnuhaHWh/5phYE/ss7P8d+E/zMPw
+0IkHvf54nvJZgLjuGT/cvxGnd2R/ufol/8szB1nAvNPe9RhL8Rtpo1b3phv
YuNdzj7Y5onvJesL/rsNWG7J1wm7167Zvyj/SftCxcX/kf8BXxxoFg==
          "]], PolygonBox[CompressedData["
1:eJwllElszGEYxl/aaUnnP9MZtQSJdhr7MsQFpRNLWxQJRUXEoZpoVSo0Jage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          "]]}]}, 
      {RGBColor[
       0.37937782371316237`, 0.43703373996309225`, 0.5960526531526458], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxFl2uMVVcVx8+93Jl7m7nnnntOURMHWqH2oZRHCSgU2xotQ2uisQwVxLSd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          "]], PolygonBox[CompressedData["
1:eJwllUtslVUQx899Y7j3++79qBoVoq1AVGiLCVUKAkahrSSIFgGNURAMbSP4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          "]]}]}, 
      {RGBColor[0.4532580753088843, 0.4629980456357101, 0.5526214509366304], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJw1V2lsFVUUvq/L65t5y7wZIEpkaVGQsIkLq2JCS8AfoMbSgkoBbdlVKCgx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          "]], PolygonBox[CompressedData["
1:eJwtlmto1WUcx59zjnP7n8vOOf8pBW26dbHa1OymbmQvVKoXGlE6tXRazmuX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          "]], 
         PolygonBox[{{3884, 1230, 2723, 2603, 4784}, {4798, 2664, 2498, 2067, 
          3381}, {3387, 2077, 2499, 2666, 4799}, {4784, 2603, 2464, 2409, 
          4786}, {4284, 2489, 2665, 2066, 4703}, {4775, 2362, 2777, 2556, 
          4773}, {3842, 42, 2672, 2454, 3843}, {4817, 2597, 2388, 1117, 
          4795}, {3380, 2066, 2496, 2664, 4798}}]}]}, 
      {RGBColor[0.5271383269046064, 0.48896235130832816`, 0.5091902487206148],
        EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJw1V1lslFUYvYXOTP+Z+Wf6Xw2LXWgfUKesBaNYhAcVEAQTEcSlQGhZEqm0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          "]], PolygonBox[CompressedData["
1:eJwtlmtMlmUYx+8Xe4HneQ8Pz9NGHgDhQzXIE+qKZfXBNslDbVpoM4GQg1u2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          "]], 
         PolygonBox[{{3914, 99, 2823, 2711, 4804}, {3740, 2331, 2530, 2686, 
          4795}}]}]}, 
      {RGBColor[0.6010185785003288, 0.5149266569809462, 0.4657590465045991], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxFV2lsFVUUHtrX9/rem+XNSNlRSGSxov6BAFalyNaWHxoJgkChLYFAAy2E
RRCNQEETBQIuLBIQgQT6iImCCIoQRRBoG9kSSRDZEhRjgghFAxT1+/wO8cfk
3jlzz7nnfGedrlW1L9TkOI5T08pxcrkmHWc6ngv5jvNgDATQO2AZ6mv/S9px
fvL1bTDWbOQ481KOcw7rDHxbiGPrPcf5AcI+znOcQeDpBVmP4umDfZPtz4K/
BPdcx7lq0BvwvibuOH3BPxt8H2E/FPtzGdF/xNqAc57pc6yV9HGxTML3ZxKO
Mx8ybmFtxnMS9P3QYyvkf4V1FnTtiPMzsR6DwTXgOYUzm+LSj7rxexFk9AS9
O3iO4twXuLcydJw2kDkHNtbGxbsdZ8/kys6ROP9Ajva0tw44tMX5KvA1gO5B
5iGcGZSW7rehw8S46JSzJCF7aXc11il4NoB+GnefxVqF88MDx7lKOdBhKe5Z
BLkrIOsOvj0BerkvXAvNlrHwyQrguwBnGwy7UpxpzJcPiD915nnq38V8PtOR
nCaTdQ/3ZqFXUyhdiBHxeR16HAHPGayFOTpD27nusP0EX/66CbsH5go72kv7
nobNX4JvUSQfXIGOd3HfADzf50nm87TdUTxOM/26wS8Z7FeDbxF064iztdCt
0u66fycxIdbN4Gkwe1elpfswrMWkx3UXZTB+DuPbMsiag/c2ruJi032/QJ/O
ucJ8NdZTOJ8FbUxG9BGedGyMC8N7vjAn9oyFDbmyl7pQHmN7Q0LnqUO/jHJn
NGxampAOPMOVPNzTH43mL/qo2ewiHrcs5svwXhrT+UbbM6eI+dS4bOyK2OgM
DErBV5+Rbrs9yWdMMH5ejexu6LMnI94HPdnA84zPXfm6dxv2O0DfCPoeyK/1
lUczsBYE2pM203LwH9y9B3zdLI6Zj8xTxsYw81HrQHY3G17LLXeYQ5MsfmjL
7ozuLYe/UtD5W9CTWEusXrFuHQd/ZUzxRNx6mczXcEcB1k8z8kNVTL7jWmn7
5ZD9HvRb74ifdMbkAJx/H/R6R1i2SwlP0hgfpJdAj7+gzzCs+yPF0HnoeRC0
XiY37cpPjwSqm4wBxgLxHIU7VuLOGzjTE/uXQX8LZyrA+zbWN9PC4ICnnKuw
+rPMU4xcgsyLgejkO56QTPqI62iTPzVHdYJ1eFtGdN+Tb+lj1tNmq9vEjXhu
TAgf+m2i5fX8jGrTs9C3f6BY2uYKQ/qF9g623jEE67QcnWdOZWFLDPsyT/l+
1+rAcOB2B7xlkXJ0ksXwJxnV1FNp6bjT9Cy3ejge6+Ic3U3fZSC3Hu/bwVcY
6u6RoI1Ny58lgeoBc5L3EjtiWEQM4du2eE6A/gF4J+PMulD1njbyHHXfG1fd
Og2ZRXh/DDqfsdq3BvvrwOJz8N4OFSeMoTrg1oLvv8Wl58ZIdZ71vgr69ca3
LHT+OqHz9ZbL/+UheE9ArwNJ+YOxPN96zdBI/hscqV/dTajfMW+mGIYd8oQt
e9RK3FEM+j1XdS0W0130WYthODAuOmOme1z4kl6b1gzAWYB9rMzqT/9QdvUL
5buOph+xqbYeR5uKDYcKw5MxXBoo1zbDj29Ap7Hg3QXaYVd+qsNdQ3Dn47h7
BHiew74f9j2Sspc1hTE5PdR+YaBvuThTDvo3vupWBeTdCVWP7mJtwbMX+3uh
4sizfjcvo1p1E+cnurKF/Ydxx/ijrM9wZh/7hKd4KDRb2EtYS1lTv4Oe+5OK
IeY0saXtzBnmQjlk9PDkk9JIMc076DvasdPummrzCeeUTp7u5f0PWSwwR1n/
mGuckS4l1IcYN5y5OHsRt4PQZ0tS/X+B0asNF94zJNLsc8l46f8/LQ6J5Vr2
HtASkepafqR5i3WhBhg+FahHPYm1KabexthY6avPFLjqsZyBWFuoG/ViHbyc
ULwy55k33S1HriXlb/qTeBAX4sN5p0vqfztKzcZKs4U+XxUIj3PYr0vKH/TF
UewfTmnGSMOGQ6C5keJrSUpyruDM70nNKOz5U20GY72qsZpFPtZ/5vfPoB1P
yScTgEUBvo0P1Q9fylNfLkgph+mzLb56z1ZfuNalhG2Lq/zPi5QH5GUfHQFZ
+aAvhI59crVn3yBml81fnMFj1hdYn1hbGJdzGWd4/wOyqz3VKNYq5lCu5dE4
VzWFfZI9v95qzumEei7vKjS/uuxRgeb4lKu5o8nqwJg89TjaO9lT/rNGMmaL
bJaYY3FWEUr3NqZ/Y6j6XJ+WzAaTw9rFHGGt4+xFf4zNaD6mjWWB5mtizjNZ
mykpi3WcPmGOfBipr2+IhOsY8wtrG+Ntbivpctni8IT1P/J0jDQHdsB6wVV/
Z58nXw/jXeyrHtb50negzTmMo3dSiqWlSdWyEdbziSt7NPW9anPLPsOedNrV
YPWNMxR1nWt9nLnLmOQ8ctpmEtZK1sz2oXAkBux7jDnmPfv4UHy7jTOvgP63
q1q/KiP9GAusmRd9/XfNcpWn+XHd1ybQvwH/V84bDptZw8D3a0p5wdy6avnF
+GJcl5v+16yXsNf0snq42uoC/w84m3G2Zl9eZLbSxncjyXkxUI7ONgxvePo3
u4k1sDmDPZ+9nzEceMKy3nBmjT9rdb7Y/kGoG7ErsbrIs71tvqUN0ww31tgG
+yctCmXLnLRqQNbmQ8ortnnmZEK5mrV5eZ/p0Mfyib2V9fhISr7ZmtT8wbir
wTodz0XIukC9UvJ5X1f6rsH9g0PV50GhsGQdIp700zSrV8Sv2vanUqpTzAf2
W8Y27Wqx+ZS8nMPZv1jHO0XK/86RejnzkPlFbDhf0paJNrdU2T/RdPPdqED+
ot+o222boVu76gXsCe0iYdSec19KMcT4YW6ybrLuETviRazGZRSHFyHjkisb
6fNjSeFFrNaGupf3M34Yc8TA8xXHvq+ev9xyiT0ua75g3hRbPDTZ/xf/k/4F
FVE6AQ==
          "]], PolygonBox[CompressedData["
1:eJwtlm1M1XUUx392gYv33v//3v9NJEF8WDO05XqT84E2Y6kTqq2JLhMwwdmC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          "]], 
         PolygonBox[{{3929, 2458, 2457, 1894, 4506}, {4756, 2272, 2669, 2458, 
          3929}, {4505, 1894, 2493, 2661, 3128}, {3926, 1269, 2691, 2470, 
          4796}}]}]}, 
      {RGBColor[0.6748988300960506, 0.5408909626535641, 0.4223278442885837], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxFWGtwldUVPcl9Jfd+j/PdBpXQGbRoxQeOZaYqJFgIYO0QUENyaQKlCdUZ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          "]], PolygonBox[CompressedData["
1:eJwtllls1FUUxm+n0460s/3HghRNCIqAuERJZFGjAi1gRMGCbaSAUMGoyCag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          "]], 
         PolygonBox[{{4828, 2577, 2576, 2371, 4778}, {4797, 2656, 2475, 1543, 
          3295}, {4827, 2847, 2395, 637, 4787}, {3294, 1542, 2474, 2656, 
          4797}}]}]}, 
      {RGBColor[0.7487790816917729, 0.5668552683261822, 0.37889664207256807`],
        EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJw1mH+QVmUVxy/vvvvuu3vfH/e+mwk6ZmpBv8RGBXYXKDSYaQbD3UVLwSZt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          "]], PolygonBox[CompressedData["
1:eJwtlntMlnUUx39cQnjf533e54FcYCu1i9ZytGUTyiwt2NowlVctLFrRtFab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          "]], 
         PolygonBox[{{3418, 2443, 2482, 1570, 4209}, {3308, 635, 2824, 2477, 
          4206}, {4212, 1573, 2657, 2443, 3418}, {3309, 1570, 2745, 2529, 
          4801}}]}]}, 
      {RGBColor[0.822659333287495, 0.5928195739988001, 0.3354654398565525], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJw1WGlsVFUUft1mOvPmbaMhSKCkCCQQFwJdhB9sNSaydXEJW1xQQlG2tCQW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          "]], PolygonBox[CompressedData["
1:eJwtlmtMlmUYx28R3uA9Pc/z2oxKdCxq2jq4DKk+JEhrK1DxtZqKK6Nc5hQy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          "]], 
         PolygonBox[{{4815, 2478, 1567, 1569, 4803}, {4203, 1016, 2624, 2856, 
          4805}, {4772, 2346, 2713, 2658, 4790}}]}]}, 
      {RGBColor[0.8965395848832172, 0.6187838796714182, 0.2920342376405369], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJw1l1mMVVUWhg813Lr3njucU0lbYWiTBsohPthFVYEDIGriQBUKRhtxIhIR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          "]], PolygonBox[CompressedData["
1:eJwtlntM1mUUx58QX3gvvO/vx5YEUVsgmfMPZwnOijTduhiouG6m5WIrLBQ3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          "]], 
         PolygonBox[{{4612, 808, 2444, 2663, 4791}, {4769, 2338, 2818, 2698, 
          4802}}]}]}, 
      {RGBColor[0.91124917515638, 0.6481229378909502, 0.3248724429847782], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxFVltsVFUUPe10Zjpz79zHCEJFjMVEYiJoSzXBgCi0lZaEGv2pBlEGaBur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          "]], PolygonBox[CompressedData["
1:eJwtlVlsVVUUhnfH29577r3nVBDLYKwm4gOSQBsTEmkLAYQ2UWNiHKIChRYi
gjZGa2SQ6kMLoqIi8uAQCjU1KolaSEgUtFJ8c4iU1hSNiUKpD4ytUmPE78/P
w87591njXvtfa1c1PXnfhsIQQjurmLU/G8Juvm387AZfzoXwHoKFJSG8nw/h
ahzCodIQBopCuIC8LArhOPLFrE3oDiUhpJHNw/4osvXYdII3FYTQwL4yE0Jj
OoRL+FhUHsJK9t+U2uZT8D58dsg3/9rYTyHeL+wfxP56cBkxVuFvCPlMYh1G
pwJ5dyqEM+yH8R1Y29C5A/+rkT/PrzPoVCGfjv3VIh92BvgBVjm+32V/CXyS
1Qluxd+H6K/LOFYlNkfBj7M6MR9lf2tiHenOpj6vcdatxJ7FaiH2ZvxOyzmX
i/iYj26KGvTjfxf7Ic7zIuddiL+nsP8W+zL2B/D9OuvjrGuu2jewf5r9cxn7
SuG/Hxzhs4/9HnKYir+eCs7J/3Fy+A58kHj7sd/HGsfXVGRLkc3E32zsqpG3
FtlHJrFP+b6H9RH2J8i/g3xvx/5V7BuRV5PvMf4NEu9t5HWc81f2C5DXIy/U
2fF3DPl0Ys1I+67/I04t+v8G+xwA35n4rsURcWVuYu5VoVsNPs+ZT4Bv5t85
cA06A9h2ks+pvGv9Dr7XlLvmy9ApLDJHxdVm1k3sn8F+NHINVcvDrAZyrYnN
jWbOUA3ey79/0O2gnl8T/2LO3NiCvwXIRhJz7W50ToNLI9dC/N+I7iv4X1vk
mqv2VxKf5Vn0/2TfS03npX1Huqv6vGvXg//7+beCHCrAnxFjBP2W2LY38G8t
uEa1TJvbXdRxB/gUOF/uOx3m25Y2R8S7l8gnW2iOiWsDFeaouNkHnhO7t34j
37ngpawr4CZslpPbWXK4rtQ5Kbd1nHEK+r3kHCNfwr+/0W/lXx265znveIl7
5Bw4n7fuduyXcL7b0GlE9wg6k2Pfoe5yOblvI79PyOmRcs+HWuwb0Jkocc+r
949Etv2SNQnZ55G5oTu/nPcM0l2ox9RrF9jfm/IMGwP/xGpIuccHwYti371y
XgxeE7vW7firx34FOT8RPIPS5HNcZ8Z2Aps3I9+54unfZvBXkWefOFCJr6bY
3JuMz9WqNTqzij1zNHtUM9VONV6J/CwxPki5J9WbdehMK3bPqHfEOXFPOqOq
NTpfpDzTNNtSOc8m3cnPyP5IfLeagb+D91b47mXTBe5Bv4X9BDEe42zb0ZlT
4B57Gbwr8mzSjL8F+UZstpRZpyLyzNHs0QzPJuawuKweUi+JQ+KSYsyPXFPV
Vne6DNu+xL0mjg6j+2jeufyIj2bsDyaelSPiHHgMeVeJOSQuSUe6egP0FqyK
XWu9IXpLNuRsK86uB9fy73SBZ9hbGc9EzcZu1qHIPa5eV813gLfGfrs0u9pj
vwF6C9Qjd8XuUfWqZsxD+O6PPfvEMXFNnBf3dec7wX/lHUszcw/yH7KeRcrp
+6x7QL2gmfdwxjEVWz1xgNrfmPPbtfvaW/1C7LdCvT5GLoOJe0OcPQmehI83
rs1ezYj+vLmrO9Rd7sz77VKPqFf0puttV4178fc/258ZOg==
          "]], PolygonBox[{{4780, 2383, 2863, 2617, 4788}}]}]}, 
      {RGBColor[0.9230511322802973, 0.6776278307007434, 0.3614585100689218], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxFVltsVUUUnd7bc++t53FnLrX6CaFKifigJZEEU63xESskiDFVE7BAkUQt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          "]], PolygonBox[CompressedData["
1:eJwtlG1olmUUx689z57n0e7n5b63tfqotQyhTDcjoSGsV7cKdH7IhHTqpqJz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          "]]}]}, 
      {RGBColor[0.9348530894042146, 0.7071327235105365, 0.3980445771530653], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxFVkloVVkQvcnP+/3tN90X541tsNt5QtFNG1vdNBow6sKVMaB0wLT4F4I4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          "]], PolygonBox[CompressedData["
1:eJwllFtoz2EYx9/tb4bf/3faHG+wHLI5RXGBZdwIFzOxKzZZlCmTCzkl5Uw5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          "]]}]}, 
      {RGBColor[0.9466550465281319, 0.7366376163203298, 0.4346306442372089], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJw1VUtIVmEQ/frzetV773/vhWhTGAU9NxUGWfymS12k9txILQSLNrpJKldR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          "]], PolygonBox[CompressedData["
1:eJwtlEtIVVEUhrder1c9595zDkQTIykqrYlaQQW+hjbIzKiJ2EDIsoFNitJh
YRZRTYJIC7JBUKkZPdCgjEYpVuYrKbDXJEgziQq1Qd/farDgX3v967XX2ntV
/eGapnTnXDWSgRxKObcVUB137lbg3HXfuZPgE8gEeg7Si70cvRlbRejcPLg+
zbmqpHMJ9Erwfc6yQuOIW4Z04LuN+MvxX0aus55zg5Fz5xLO1aLf8IwjbgXS
gm8ZMebilmMcfQHOHfy3IAeJtRspAJ/JdO4V3DrsjcR6G6MWYi+h3/3Pb4Q7
xJnDtpKme4jXljRcxfEpcJyz1dR/gHxPqaUIKce2A/9i8NeU1Z6PPgMOyNkP
dzMxfuPfBafYWc5u8DAcSvvX8wvwGviT8K/R83PfalJtutNFz2Io1gBOWdTq
wd+E3odPEtyKPQe9hBpz8R+DczFhHHF1Jls7/FnyF6LvQX+DvhZ7EXpTzGpO
hdazeteMJ+GXUs8T+IuclYB7qCkRsxyj5HqIHqB3or9H7/Yt12VkRvsR2t0r
ZzZ40Lfc6lm99+PTELc77Yts5pr9PfpdxD4V2K4VqmbwHPIyZjv1DXycej+n
2Yw0q3nO9mPPo/9e9A+R1VaJnk+8XSmblXakBnw7sN1WjJvgcaQqw+60E38/
tLtWzHXo05HN6hg1PqDWIc6msB/BfolaHmH/ge9P4l3AtpF4v8Ad9DNNrNeR
vQXt5EhkO6t5643prTnkU8xiKnYBPu/iNiPNagP6UfB2cgyj5xJjONN85LsU
Wu/a6T/gfZ7tjmam2V2lxlbM33Xnoc1Is9Kb6/KtJ/WmmCuIPeYbV29Ob++j
Z7vwmJ5GyPcsab3XkXMCbuDbrNSzer8S2NtNoO+F35K0u9GbaAZXe3Y3urN2
z2akWann9eBZz3y1g7P4jxK/Nt3uoBT7Qmi7op34orcb2d1oJ/Mi+wP0F+iP
yA7sT9LfpBg7wW0pe8ua+Wnwed/eunZyAP5fUCOrdg==
          "]]}]}, 
      {RGBColor[0.9584570036520491, 0.7661425091301228, 0.47121671132135234`],
        EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJw1VElIVWEU/t90ffbuu/c+EFqoC8GCWpgKBVFLTTcaWQRFbaJBAnMX2iJT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          "]], PolygonBox[CompressedData["
1:eJwllEtIVHEUxs84c+9oM3PnDgRB6cKFQS0sg6IoamW2KCWLoKhNVLopd1Et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          "]]}]}, 
      {RGBColor[0.9702589607759664, 0.7956474019399161, 0.5078027784054959], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJw1VEtIVWEQ/u+953iL+59z7sGdEiRBtEl3LULdaEWQLQIJcVeYm1Bo3cNW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          "]], PolygonBox[CompressedData["
1:eJwtkkuIjXEYxt/zne/M0Dnf+c5pVthQkg32mrGZGVKyUNJkR8NGM2U1RNgp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          "]]}]}, 
      {RGBColor[0.9820609178998837, 0.8251522947497093, 0.5443888454896395], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJw1VDtoVFEQnf28TbH73n1ZDFkbXUGwEUlrkSLaJCoINkrKmNYkWrhLJNnO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          "]], PolygonBox[CompressedData["
1:eJwtkjtoVGEQhWd37ybF3b13VxStdEXBRsRGg0UKtfFV2Rgso6XER+EGxMTK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          "]]}]}, 
      {RGBColor[0.993862875023801, 0.8546571875595026, 0.5809749125737831], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJwtVD1MFFEQHt3b02T39t0elY0XY7iGEgiFJFprNMZYeJVCbSQWcBE0NBi5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          "]], PolygonBox[CompressedData["
1:eJwlkjtMVGEQhWdhF0h2771caLBxQww0VDw6GlpCeMTYUCnbGkSbXUASGgi7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          "]]}]}, 
      {RGBColor[1., 0.8881274628726986, 0.6339889928863099], EdgeForm[None], 
       GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNVL9PFGEQneNcb5O9b2/3/oAFAy2QgAkqMbE0ES8GEyPyI4TWBBrdo1ej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          "]], PolygonBox[CompressedData["
1:eJwlkbsuRGEUhRdzzpAcM2fOeQAxoUVB4pIIpcQQIRGCKXQaGoYHIIwHQKKl
Mq1LNKLSuIRKMxUaDRVK37aLnezL+tfaa//FpdWplUZJRSIgfiKp0CDViSCW
HgrSTlZaa5JOEymk1wnuulmqptJ6C8GsP5T2mWWJGkQz9LbBj+SkT7haiWHy
Cr0uZt3EBvkzvauMc06gPQ+n7ZOHf4H8Hv0+uNuol6m3EuceoPcb+Q62i2ma
9iExyCyD3mRe2mW/cugaTzn3ZN5G6Z2Qf0SOPSfewR/HPiuBr4A/iF3LPJpX
82BejPOC2ThvOgK/kd1qjLo98F6JvJy6lxdMLabuwbzYje/A1xK/rXk0r715
3+WbG/SQz6b+1m42R/5KD9i/xht5PXLsGW9uqY/YMQQ/zf6Psf+J/Y3dpMLs
MvaZ/UmV+ibnXr+o96g3E/8b0xiC+w/Kr0HW
          "]]}]}, 
      {RGBColor[1., 0.95, 0.75], EdgeForm[None], 
       GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJwtUq1OA2EQnB4HveTo/RkUAo9C4HgCwJCQQIAKHAYc8AQIJM8AhiIQvAAe
6hsSECUVR1NRg2WGWbHZ72bnm53d79ZOL/bOEwAbjAXGhPFB4JP5C84l42YJ
2FwEhh3guwDuUmBcGJtmxve7wID4Y+rvH+JJZHFWqTOi9iW1XjoO6Yhz1rjH
ewW0me+IP6ystctebfiTp0FtXPWt3JrXxE6oU/Fun/mqjn61fcqfvKWlff7m
9qWaeqkmfJ3nncK+tgv3k1ftQVzxxJdXeX6q3V+ziDcN//Kn/sKkIT3NVoZe
EprPXHyemasZ5zHn7TJ7sfbaA445T0nOUWP+KN5oJTM+1pw9e78v/YbiiXPY
WP+gMU981bUncXR+i1n0Dnr3NvY8jzOt/t8VdxLYLPCH2Kf2OouaNLSDNv6B
P6q/XK4=
          "]], 
         PolygonBox[{{4698, 731, 2063, 4700}, {4699, 2063, 2071, 4706}, {4696,
           2059, 944, 3379}, {4524, 1670, 462, 4523}, {4483, 1877, 1334, 
          3062}, {3811, 1170, 1654, 2877}, {4472, 1654, 729, 4471}, {3062, 
          1334, 1670, 4300}, {4470, 729, 2059, 4697}, {3379, 944, 2064, 
          4701}, {3659, 258, 1170, 3812}, {4702, 2064, 731, 4698}, {3521, 938,
           44, 3446}, {3661, 462, 258, 3660}, {4004, 44, 1195, 4005}, {3063, 
          1195, 1877, 4483}}]}]}}, {{}, {}, 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], 
         LineBox[{3210, 3521, 3446, 4004, 4005, 3844, 3063, 4483, 3062, 4300, 
          4713, 4301, 4524, 4523, 4302, 3661, 3660, 3659, 3812, 3811, 2877, 
          4472, 4471, 4470, 4697, 4696, 3379, 4701, 4702, 4698, 4700, 4699, 
          4706}]},
        "0.00011960000000000001`"],
       Annotation[#, 0.00011960000000000001`, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], 
         LineBox[{3179, 3783, 3037, 3634, 3635, 3636, 4286, 3813, 3050, 3662, 
          3664, 3992, 3190, 3990, 3189, 3991, 4728, 3064, 4484, 4485, 3846, 
          4745, 3845, 4007, 3447, 2894, 3538, 3537, 3208, 4023, 3391, 3392, 
          4317, 3539, 3209, 4024, 3085, 4047, 3227, 3545, 4330}]},
        "0.000115`"],
       Annotation[#, 0.000115, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], 
         LineBox[{2904, 4343, 3558, 4071, 4070, 3096, 4045, 4046, 3544, 4328, 
          4329, 2975, 4544, 3225, 4043, 3226, 4044, 3086, 3455, 3211, 4025, 
          3212, 4026, 3703, 3702, 3871, 3870, 2889, 2963, 4530, 4531, 4006, 
          3197, 3441, 3440, 3993, 3191, 3815, 3052, 3663, 3051, 3814, 3181, 
          3975, 3977, 3976, 3639, 3637, 3038, 3784, 3180}]},
        "0.0001104`"],
       Annotation[#, 0.0001104, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], 
         LineBox[{4287, 3785, 3039, 3638, 3040, 3786, 3182, 4520, 3978, 3979, 
          3816, 3818, 3817, 3994, 3442, 3533, 3532, 3531, 3198, 3389, 2964, 
          4309, 4308, 3872, 3074, 3704, 3706, 4029, 4030, 4027, 3213, 4028, 
          3456, 3548, 3547, 3546, 3228, 3395, 2976, 4332, 4331, 3549, 3229, 
          4048, 3097, 4067, 3241, 4066, 4551, 4550, 2980, 2903, 4342, 3557, 
          4069, 4068, 3107, 4100, 4101, 3573, 4358}]},
        "0.0001058`"],
       Annotation[#, 0.0001058, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], 
         LineBox[{2878, 4288, 4289, 3787, 3791, 3790, 3981, 3439, 3530, 3529, 
          3528, 3192, 3388, 2959, 2885, 3847, 3848, 3685, 3686, 3687, 4310, 
          3534, 3199, 4008, 3075, 3705, 3076, 3873, 4034, 4033, 3457, 3552, 
          3551, 3550, 3230, 4049, 3396, 3397, 4333, 3553, 3231, 4050, 3098, 
          4073, 3243, 4072, 3242, 4552, 2981, 2905, 4344, 3559, 4075, 4074, 
          3108, 4097, 4098, 4096, 4559, 4558, 2988, 4357, 4356, 3572, 3260, 
          4099, 3118, 4134, 3275, 3585, 4381}]},
        "0.0001012`"],
       Annotation[#, 0.0001012, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwNzjsvA2AYhuHHQJU6zbVIdC4bk39A1GwxiYHVaBESYiQ2FolDR4lOxKRC
EKxmiapNUpNruHO/h+f98o0trdVWu5LM4r2U3A4k+zjAvT6DSXkkGcVlf/LB
d+bjw0mTK1zlIvfh111BZlG2jmf1C3rselFARb49lPzgU75j9ocT+abshX3L
rs7fXOZNuSN+1R/zG2/72xYm1ROYc3+IK280cG22J3vD3bzujQ0+1Z/jDCvu
l9FxV9Q/+ceCvoZ5tPCFGfsdTKun8IgH7Lr5B4WrMB4=
          "]]},
        "0.0000966`"],
       Annotation[#, 0.0000966, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzj0vQwEUxvHDJG7byxcgFm+TGG9a9QkQEUMHg82iMx+AiIHZy2KxVJkM
Rt3EQCkmL6OhCZNEDX4d/vnfc57nnntHVquL6z0RUUE1F3FXiPhIIjIuooTr
gYg2t+2XeBlHacSm/iFvcD//ytdkHU7MZ6h187wu9vUa5j2+Gow40FvAq/vT
9qn9jvd38Wx+QQsn9k+85cY2zs1f5jrfuHPqxp8bHXzKL+y/5aOcs8sjwYNu
E3X9FfR5/tFPZQVM6Y/zBMbwLn/Dpe4wD6HXv93qTcozLnGTi3zP8+7NYdb8
aJ7pfpfLfGzfwD+8IzYe
          "]]},
        "0.000092`"],
       Annotation[#, 0.000092, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwNzj0vA1AUh/EjEoloqy8+AAkxeIsYO9VirsTcRMMkiNUXEJtZ1GpRwWCg
k09AWm8LrQ1tEwMW4jc8ee6553/OvSPLG4vrPRFRxtZAxMpgxCrOUxGldMRX
JuIbWXUOQ6gkIw7xkIjoU4/qj6Fmvs137gtm73me8zzNM+iVH5Ypy16g6dzC
hN4UJjErn+UcfrzTr1+SPUHduYG0Xk0uw+P86c9n3Jb/dfeHI/kF9an7N37H
B3bwKP+EOWT0d/0rzc/m1rIRL3zlnUs0nVvYt69gdk+uzg0U3W1z1Z4kUkig
ggMcm6+ia39Xdok73OFNe275VZ3nFt/wtbf+AduFPRU=
          "]]},
        "0.0000874`"],
       Annotation[#, 0.0000874, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0DsohXEYx/FHiXJ3cpkZZHTdTodyyWEzYTpui8JgMJyUM7oUkdlgMpBi
MJmwUspJ2SgsqHMWEx/Dt+//eZ7f+/zf922ZWR5fKomIZfRXRlzXRdzgoSYi
j0cc10fs1Ebs4ltdRAGH6pXqiFHP3fMdclURKT7QG0Perla5Mv2sZ9Zwq95X
X/Me33A2EZFw3nTXFnr1tvV6+Bkbdk7Z98WfOJct6I84p/Hrnm++0C/qt3Oj
3hU3cN7OR5zZkUGF8498s1kTuuQ6/40OvJq/4FJ2Di3Opd69x6wbSflBHsIA
vsw/cSW7gDbncvknuWHzPp7md87wG0+6fwLz6g/1DM9hFkf6q/Yk7Vn0PaPm
F/aled08h1P/5wQpmT+ggkFq
          "]]},
        "0.00008280000000000001`"],
       Annotation[#, 0.00008280000000000001, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], 
         LineBox[{3336, 3500, 3150, 4223, 3316, 3611, 4413, 2936, 3013, 4779, 
          4780, 4788, 4776, 4814, 4826}], LineBox[CompressedData["
1:eJwVzssrBFAUB+AjC1OGQSmEkoVszdpjNl5LJTaI8shk7GXFFlkotuNRLJVR
VoaNf4AarL1XFFn6LL5+9557zr23bWZ5JFcWEYtspSJuqyPu6KGXjcqIDJ/W
X4wxzrZaPykzNWTVlsjxUBNxVhtR4N46WxdRkhXJiFXnCdluZkfeyLWqiHUO
7B/tr81dkXf/KH1qGXbN7vFjfa73WxbkptlO2eiNomyQl7LkjlPz01RZN6kn
Zc5/KmVaz6t844kXnrnQP8uE+yc59uaK+onsNjOlNuiugf939GXpcJ5wPqw2
RJ++ebnAHO/2v3qKetOyi3r9H+pH/n9Iq30LzXyrH/hnOfvkueaOP0gxPNM=

          "]]},
        "0.0000782`"],
       Annotation[#, 0.0000782, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzj0oxHEcx/GvUR7uzmBhURT7Hasoi6djUGK6BeeQh8koAylPE1kki+mk
ZKYoGya3YtYZ5CHKy/Du/f99vp/f9/dvys0Nz1ZExATmqyMeayNeqiI6uQvd
uElGvHNZPspjGMeDvJiKOMW973xdxB3/6BXMfzmViFixt8jL5pW+1/TX0SLb
kDXzLVZrvI1nPOFYt4eP7BnBq91deo3yffsP8OX8jQ9cyD95050tXDk3uHPJ
Je+d2ZFD0nejPMFz3q/ltM4O72LIjm15ljN6e3YV3Gsza8UbysjKB8wH0Yt+
9OFQvqTfoVNwbucF+zI843zuvyftPpFN8NT/P+ovIq1Tbz4tuzbPc4n/AOW+
PJ4=
          "]], 
         LineBox[{3525, 3505, 4249, 4250, 4248, 3335, 3423, 3021, 4630, 3334, 
          4245, 4247, 4246, 3151, 3766, 3152, 3953, 4428, 2942, 3501, 4229, 
          3318, 4228, 3319, 3419, 3014, 4612, 4791, 4226, 4792, 4812, 4227, 
          4822}]},
        "0.0000736`"],
       Annotation[#, 0.0000736, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], 
         LineBox[{2945, 3625, 3506, 3160, 3526, 3429, 4268, 3352, 3624, 4443, 
          3961, 3161, 3960, 3963, 3962, 2946, 3507, 4254, 4255, 4253, 3339, 
          4256, 3424, 3425, 3337, 4251, 3338, 4252, 3153, 4232, 3320, 3615, 
          4415, 2937, 3015, 4230, 4231, 3950, 3147, 3767, 4234, 4416, 4723, 
          4417, 4233, 4418, 4772, 4790, 3494, 4207, 4813, 4820}], 
         LineBox[CompressedData["
1:eJwVzj0vREEYhuFX6dseEhQr8SOsWpQae5ZGotHv2ugELYkgBAVR8BNEpaA5
4qtROz2VxEdBYjfi2uLOPfPMO8/M6MJiWmuLiHnc9UU890S8dEZM8CvnvNQV
8c2f9nP8xT+8Ij/tjVhOIv5k64WIDfTLNmUJn2O1O2INh+bv7a/NXOHEnRQl
2Ti2dG5jp/WWv2RmbvBhXdX3zkUdx85HeNKdJhrY1d9EA7/InE/xhf6B1p+Q
o6gj4bq+Ao+Z2+cDVPTsyVMumTtyv+p+h/faUZZNoyyf4VmkyHVU+Ew+bG4I
g3iT1+SXOh9Qt37kW2R4wj99XTl3
          "]]},
        "0.000069`"],
       Annotation[#, 0.000069, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0Dsvw3EYxfFjbt3jsomFd4BZ2JpIGtfVC6hIGDGwqrTCIDEYGEwG8QoM
tdlbNfAiJCif//DN+T0n57nkN729U631JVnBYilpDSUvaA8k7+jifjhpDibn
+FL/4Bs36r3+ZB8n5eRBfUyf5C/NqmCGN4tD+SNc8z7N/8ACf1T+jN8o9qnv
1G/0lnbpwUgy5X1qZh3LvDpvifbQsPsPPfziWbZCH+2ZlJ9AGx2MY1fvGJ2T
uyjuxJo5Tf4qnXfXlf6a/rKbStjgraPK36IdvZvFH9GWvlf8A45/MhE=
          "]], LineBox[CompressedData["
1:eJwVzjsvA2AYxfFjVteNSS2Saox8CkXHqkXUSFTHui0Wl+/gFpMamGphYZBI
zHwFzFj8DP+c55zz5Hnf4vJ6da0nSQWrw8kKGtgbSnaxg5m+5LE/ee9Nnszb
si20Mc1P6fZ1XfMdRlCS1fVLeNVdDSYdtAeSWiG511/zZW+N2p/ky7g1L+rP
dAXzhGzWjQpe3DmRn6LpTtVeV3/Bz+lbbs3Tc37h/+/2O24c8T92D+kvPaZ1
+QH95sfcKGIcl/JN+ae8Sb9oi9bkG/SDf/DOM27whj9U+i4r
          "]]},
        "0.0000644`"],
       Annotation[#, 0.0000644, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], 
         LineBox[{3985, 3804, 3805, 3652, 3653, 2957, 2883, 3833, 3834, 3677, 
          3678, 2961, 2887, 3860, 3861, 3695, 3696, 2967, 4316, 4315, 3880, 
          3082, 3712, 3714, 3715, 4326, 4543, 3222, 4737, 4325, 3092, 3728, 
          3093, 3897, 3239, 4064, 3466, 3467, 3256, 4093, 4556, 4555, 2985, 
          2907, 3912, 3913, 3746, 3747, 3748, 4378, 4573, 3269, 4739, 4377, 
          3127, 4503, 4504, 3927, 4755, 3926, 4796, 4800, 2927, 4778, 4828}], 
         LineBox[CompressedData["
1:eJwVzbsuhGEUheGlUDEHSioROj2lGIdCNTrEYVQKoxoqicQFoHEBCqfKIQqJ
KUylJtHhFtBJEM8Ub95/r73/9Q3UNqv1jiRVTPcmM7grJ8OFZB0vXcmRbMh3
hacwiZXu5KGYrPJuKdnoSeq4d9dEP0bsl2TLeNJzqfcKO+4X/deyvzGv2Dd0
rvK1ucZ77m91nJtLfMZlvmjveQ0FnJiLfMpzOg/5jwd1T+ip4FFXp/4f+b79
Lx/wLG/zF/e5H3U7hpb7b/6QN+w/eYvH+dhbb9zU984L7Xdl8/xqfpb/A6QZ
L+E=
          "]]},
        "0.000059800000000000003`"],
       Annotation[#, 0.000059800000000000003`, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], 
         LineBox[{3187, 3808, 3047, 3654, 3656, 3657, 4298, 3837, 3059, 3679, 
          3681, 3682, 4307, 3862, 3071, 3697, 3699, 4019, 3206, 4018, 3205, 
          3881, 3083, 3713, 3084, 3882, 3223, 4042, 4732, 3094, 4492, 3898, 
          3900, 4749, 3899, 4065, 3468, 3571, 3570, 3569, 3257, 3402, 2986, 
          2908, 3914, 4804, 3915, 4766, 4765, 4767, 4768, 4818}], 
         LineBox[CompressedData["
1:eJwN0D0vg1EYxvHb4q19WiyKVmPyktgbNkmbIJaqhkSXSgwGtUiwYPIFJA2+
hlZisHQyGQxd+Qw2L4nf8M//5DrXfc55nrlmq3o8EBF1LCQRz2MRi3yEfiqi
PRExb73Om9hAMx3Ry0Qc8HU2ojUecaP7ovdkfpa7XORDvNtbNpe3fpQXuMMN
83l5AVVnbONK9w052RQmMYNp1PRTnEZZt4IL3VcMyYYxiFGMYEv/V+cPK1jF
qW4P39Y/OPOOL71zXuMGf3LW9y3Z3/HWGvblH/JEnsGJMx7kJfmuf3Drvj2+
N3OHku6lrI9/I5oppQ==
          "]]},
        "0.0000552`"],
       Annotation[#, 0.0000552, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzjEvQwEUxfH7rLR9r/b2vbVEi4nVWoaGSmgMtLFpLWbB4CNI1CgGg02I
wSJ2m5lv4APg1+Gfc++5957cYn/YOUoioodmOaKFz+mIq2pEoxTRphtYR38m
4qwSMaDndJRFXNp9tdcyX0QTy1jCIX+B5vTAbh8DPOpzfpXW6SwtJvm0RjO6
aW8LXTzoy/wKSpM5Ujz79Qkjvwxx4pc3/LkJ8186RROs+XlOf6H+Vv+o57Et
u4u9NOKLn8rLcCxnzF/l78ruYQfXblbsncqpm72ra7RAjju3t2jw2/bDfoJ7
eTf8MV7cfuAfUO0pQg==
          "]], 
         LineBox[{4299, 3809, 3048, 3655, 3049, 3810, 3188, 3838, 3060, 3680, 
          3061, 3839, 3196, 3863, 3072, 3698, 3073, 3864, 3207, 4535, 4020, 
          4021, 3883, 3885, 4783, 3884, 4784, 4786, 4785, 4774, 4775, 4773, 
          4807, 4824}]},
        "0.0000506`"],
       Annotation[#, 0.0000506, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0T1Lm2EUh/GjGetbgx0EBaOtizGTb1HsIKW6lJaqtA7a6BCrgu4tlCL6
BYxCC2nwBUTaDnXQIUo7OgkdiuLupJt+gPrLcHGd+5z/ue8HntTs8uulqoj4
jK7aiOOGiAwv4vJBxNdkRKf6Jaf5FedrIrKccs4/jJjDquw/9Oj3ohv96MO0
/BPuwBvZt5jEX/l2vUb3tPEjfswT8r/UgXXfU8UFnuKk+X/zEfuj+OiOff0P
5vP1EZvmC/zNrIhnsl28pn+lvlNn8LMu4ge+Y0Y+h7y7yrg2v0HWnWd2CpXv
qHyj86nzC9k079nt5GrZFfeX1WfqBLbNtlBCq/5zO7f277DrjYL+Op7qD2Fc
r4Rh73yRP+cLjOl94iOZZrSgCbvYwYG3qjmBsm/Y5A2ceOdd5T/Y/c09nOMi
3mPQ+Q8P8Bwf4h77lUGu
          "]]},
        "0.000046`"],
       Annotation[#, 0.000046, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0L8v3HEcx/E3q1JtJU2Yzo9udWzqWrdo/UhokBgNSJwfIZxWRCMi7kYn
ciemNtUORNqOBmnSgaUDf4BZLEZmHjc88/y8X5/3+/393CXGF4bnKyJiAzNP
InJPIzK8xdOc581nEX9rI95UR0w8j+jgNdlVVcSK+qwm4jOfcz9W3W2760aY
r8CEfBK7sl7UyxqwLPuEfdkAWmVJbMlyyOPGt9Oyl95TVJewh3v5HQ7l576Z
4G/yRu7Rf8oPvO5tr50LenbwUVaQDXKT+aLfU8KlnpT6gm/1nXrPFMbL78cv
u3/jD9rc3+G6/B/ZlXR+7/yVP/Cs/i92reHI7ldmWtCMSvUY/tvdr78PL+yo
w4Hzd4za8YN/YtmuLI7tOjGXMzctzyBlphMZeRen8RaN6nf8j7P6lrCIpHpI
Pscj3M7D3MaPBfVCTQ==
          "]]},
        "0.000041400000000000003`"],
       Annotation[#, 0.000041400000000000003`, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], 
         LineBox[{2920, 4386, 3589, 3280, 3405, 3004, 2921, 4387, 3940, 3134, 
          3760, 3761, 3762, 4401, 4597, 3302, 4743, 4511, 3143, 4512, 3144, 
          3948, 4222, 4221, 3498, 3499, 3332, 4244, 3331, 4629, 3019, 2940, 
          4427, 3957, 3159, 3771, 3772, 4649, 4650, 4647, 3350, 4648, 3512, 
          3513, 3364, 4672, 3363, 4673, 3029, 4460, 4459, 4458, 4675, 4674, 
          3175, 4693, 4694, 4692, 4763, 4762, 3034, 2953}]},
        "0.0000368`"],
       Annotation[#, 0.0000368, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[0.5], CapForm["Butt"], 
         LineBox[{3333, 3524, 3020, 2941, 3958, 3959, 3773, 3774, 3775, 4442, 
          4651, 3351, 4744, 4517, 3167, 4518, 4519, 3967, 3966, 4280, 4705, 
          2954, 4469, 4468, 3378, 4695, 3437, 3438, 3633}]},
        "0.0000322`"],
       Annotation[#, 0.0000322, "Tooltip"]& ], {}, {}}}], {}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImageSize->{490.22727272727315`, Automatic},
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{{3.882353399904924*^9, 3.8823534398663683`*^9}, {
   3.882353647633873*^9, 3.882353676356699*^9}, {3.882353716623851*^9, 
   3.8823537457144423`*^9}, 3.8824210398498096`*^9, {3.882421077045025*^9, 
   3.882421130976942*^9}, 3.882421498359668*^9, {3.882423516943931*^9, 
   3.882423544762652*^9}, 3.8824238627130337`*^9, {3.882867369847785*^9, 
   3.8828673785810738`*^9}, 3.882867789674388*^9, 3.882868457679789*^9, {
   3.882868501901722*^9, 3.882868537046026*^9}, 3.882871597629115*^9, {
   3.882871796046742*^9, 3.8828718459066563`*^9}, {3.882872047392091*^9, 
   3.882872060079914*^9}, 3.882872119085088*^9, 3.8828723702076797`*^9, 
   3.8828725321746187`*^9, 3.8828731175750513`*^9, 3.8828734590819807`*^9, 
   3.8828736561246853`*^9, 3.882873954433775*^9, 3.88287456216481*^9, {
   3.882874637267109*^9, 3.882874666371213*^9}, 3.883105852540347*^9, {
   3.8831099456410217`*^9, 3.88310997067447*^9}, 3.8831102017788877`*^9, {
   3.8831104450617456`*^9, 3.8831104559385633`*^9}, 3.883110761739184*^9, 
   3.883468947545887*^9, 3.8834729621780567`*^9, 3.883473331608038*^9, 
   3.8834793142932043`*^9, 3.883479383393044*^9, 3.883479635710585*^9, 
   3.883553790022189*^9, 3.883553832771365*^9, {3.883553959810821*^9, 
   3.883553971165102*^9}, {3.883554191053564*^9, 3.883554231527503*^9}, 
   3.883641272608241*^9, 3.8836442336554947`*^9, 3.883644890056961*^9, 
   3.883645019112156*^9, 3.883645345502302*^9, {3.883645505438012*^9, 
   3.883645662312215*^9}, 3.883646046958832*^9, 3.8836462988537083`*^9, 
   3.883646449238927*^9, {3.8836465002949743`*^9, 3.8836465090191307`*^9}, 
   3.883646558778575*^9, 3.8836467423032207`*^9, 3.883708497991164*^9, {
   3.883721760669757*^9, 3.883721778716421*^9}, {3.883721824346439*^9, 
   3.883721843470553*^9}, 3.883722064861602*^9, 3.883722205655966*^9, {
   3.88372361563008*^9, 3.8837236224509163`*^9}, {3.883723690790511*^9, 
   3.883723736011222*^9}, {3.88372377710293*^9, 3.8837237852408237`*^9}, {
   3.883810934040372*^9, 3.8838109437708883`*^9}, {3.8838133311891823`*^9, 
   3.883813339359695*^9}, 3.883813581669477*^9, 3.883813626072631*^9, 
   3.883814022179655*^9, {3.8838144259231567`*^9, 3.88381444549296*^9}, {
   3.883816303560357*^9, 3.883816338769309*^9}, 3.88381642097686*^9, {
   3.8838164893247766`*^9, 3.883816532283369*^9}, 3.883816634102497*^9, 
   3.8838167811442823`*^9, 3.883817132812429*^9, 3.883817196977854*^9, {
   3.88381751923562*^9, 3.883817569995205*^9}, 3.8838178496095877`*^9, 
   3.8838180008730087`*^9, {3.8847700946825523`*^9, 3.884770096817354*^9}, 
   3.884771902380024*^9, {3.884771966375272*^9, 3.884772037453115*^9}, 
   3.884776332288706*^9, {3.8847765752300797`*^9, 3.8847765947127*^9}, {
   3.8847766376655073`*^9, 3.8847766586662073`*^9}, 3.884777170998395*^9, {
   3.884777253566815*^9, 3.884777283823307*^9}, {3.8847796700656223`*^9, 
   3.884779675167552*^9}, {3.884779711675523*^9, 3.8847797594265003`*^9}, 
   3.8847799825607758`*^9, 3.8847818647352333`*^9, {3.884781898109952*^9, 
   3.884781963599761*^9}, 3.884782060173778*^9, {3.8847821186783113`*^9, 
   3.884782144731091*^9}, 3.884782630148099*^9, {3.884782687079832*^9, 
   3.884782759292513*^9}},
 CellLabel->
  "Out[646]=",ExpressionUUID->"41c8ccca-1c54-40d5-982d-df4c615b40d6"],

Cell[BoxData[
 TemplateBox[{
  "InterpolatingFunction", "dmval", 
   "\"Input value \\!\\(\\*RowBox[{\\\"{\\\", \\\"0.7950559526337914`\\\", \\\
\"}\\\"}]\\) lies outside the range of data in the interpolating function. \
Extrapolation will be used.\"", 2, 647, 476, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{{3.88477727346978*^9, 3.8847772828622627`*^9}, {
   3.884779669036487*^9, 3.884779674192841*^9}, {3.884779710854744*^9, 
   3.884779758610293*^9}, 3.8847799815933027`*^9, 3.884781863890913*^9, {
   3.884781897325919*^9, 3.884781962745256*^9}, 3.884782059374297*^9, {
   3.8847821176132803`*^9, 3.884782143681095*^9}, 3.88478262903594*^9, {
   3.884782685969124*^9, 3.8847827593953533`*^9}},
 CellLabel->
  "During evaluation of \
In[646]:=",ExpressionUUID->"4cdb19fd-ba9e-4329-9504-2f34f43832ea"],

Cell[BoxData[
 TemplateBox[{
  "InterpolatingFunction", "dmval", 
   "\"Input value \\!\\(\\*RowBox[{\\\"{\\\", \\\"0.7950559526337914`\\\", \\\
\"}\\\"}]\\) lies outside the range of data in the interpolating function. \
Extrapolation will be used.\"", 2, 647, 477, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{{3.88477727346978*^9, 3.8847772828622627`*^9}, {
   3.884779669036487*^9, 3.884779674192841*^9}, {3.884779710854744*^9, 
   3.884779758610293*^9}, 3.8847799815933027`*^9, 3.884781863890913*^9, {
   3.884781897325919*^9, 3.884781962745256*^9}, 3.884782059374297*^9, {
   3.8847821176132803`*^9, 3.884782143681095*^9}, 3.88478262903594*^9, {
   3.884782685969124*^9, 3.884782759407482*^9}},
 CellLabel->
  "During evaluation of \
In[646]:=",ExpressionUUID->"9082b55a-d2f8-4bcb-b369-378708249c31"],

Cell[BoxData[
 TemplateBox[{
  "InterpolatingFunction", "dmval", 
   "\"Input value \\!\\(\\*RowBox[{\\\"{\\\", \\\"0.7950559526337914`\\\", \\\
\"}\\\"}]\\) lies outside the range of data in the interpolating function. \
Extrapolation will be used.\"", 2, 647, 478, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{{3.88477727346978*^9, 3.8847772828622627`*^9}, {
   3.884779669036487*^9, 3.884779674192841*^9}, {3.884779710854744*^9, 
   3.884779758610293*^9}, 3.8847799815933027`*^9, 3.884781863890913*^9, {
   3.884781897325919*^9, 3.884781962745256*^9}, 3.884782059374297*^9, {
   3.8847821176132803`*^9, 3.884782143681095*^9}, 3.88478262903594*^9, {
   3.884782685969124*^9, 3.884782759419614*^9}},
 CellLabel->
  "During evaluation of \
In[646]:=",ExpressionUUID->"1091e660-ceb1-4842-927c-e883b9e4caf2"],

Cell[BoxData[
 TemplateBox[{
  "General", "stop", 
   "\"Further output of \\!\\(\\*StyleBox[RowBox[{\\\"InterpolatingFunction\\\
\", \\\"::\\\", \\\"dmval\\\"}], \\\"MessageName\\\"]\\) will be suppressed \
during this calculation.\"", 2, 647, 479, 26498628498337399412, "Local"},
  "MessageTemplate"]], "Message", "MSG",
 CellChangeTimes->{{3.88477727346978*^9, 3.8847772828622627`*^9}, {
   3.884779669036487*^9, 3.884779674192841*^9}, {3.884779710854744*^9, 
   3.884779758610293*^9}, 3.8847799815933027`*^9, 3.884781863890913*^9, {
   3.884781897325919*^9, 3.884781962745256*^9}, 3.884782059374297*^9, {
   3.8847821176132803`*^9, 3.884782143681095*^9}, 3.88478262903594*^9, {
   3.884782685969124*^9, 3.884782759432003*^9}},
 CellLabel->
  "During evaluation of \
In[646]:=",ExpressionUUID->"7cf2453d-63fc-4018-86a2-2dea1558ed8f"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwV1Hk41NsfB/D5jiVFt9ImyhoisoYs55yvmCi6iAqRiJJkVFyGUrpC9xey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       "]]},
     Annotation[#, "Charting`Private`Tag$7845639#1"]& ], 
    TagBox[
     {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwV1Hk41dkfB3AuWUqTUbKlLCEiuyTOOV9bKmuDyo3u2MpWtGgsZWlB02Bk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       "]]},
     Annotation[#, "Charting`Private`Tag$7845639#2"]& ], 
    TagBox[
     {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwV03k81dkbB3BZLpKS9SJ7iCTbGOl6zvnaicQwhUiWVJgolGXSnvo1qIgs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       "]]},
     Annotation[#, "Charting`Private`Tag$7845639#3"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 2.3892287966759736`*^-6},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  ImageSize->{490.22727272727315`, Automatic},
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{{3.882353399904924*^9, 3.8823534398663683`*^9}, {
   3.882353647633873*^9, 3.882353676356699*^9}, {3.882353716623851*^9, 
   3.8823537457144423`*^9}, 3.8824210398498096`*^9, {3.882421077045025*^9, 
   3.882421130976942*^9}, 3.882421498359668*^9, {3.882423516943931*^9, 
   3.882423544762652*^9}, 3.8824238627130337`*^9, {3.882867369847785*^9, 
   3.8828673785810738`*^9}, 3.882867789674388*^9, 3.882868457679789*^9, {
   3.882868501901722*^9, 3.882868537046026*^9}, 3.882871597629115*^9, {
   3.882871796046742*^9, 3.8828718459066563`*^9}, {3.882872047392091*^9, 
   3.882872060079914*^9}, 3.882872119085088*^9, 3.8828723702076797`*^9, 
   3.8828725321746187`*^9, 3.8828731175750513`*^9, 3.8828734590819807`*^9, 
   3.8828736561246853`*^9, 3.882873954433775*^9, 3.88287456216481*^9, {
   3.882874637267109*^9, 3.882874666371213*^9}, 3.883105852540347*^9, {
   3.8831099456410217`*^9, 3.88310997067447*^9}, 3.8831102017788877`*^9, {
   3.8831104450617456`*^9, 3.8831104559385633`*^9}, 3.883110761739184*^9, 
   3.883468947545887*^9, 3.8834729621780567`*^9, 3.883473331608038*^9, 
   3.8834793142932043`*^9, 3.883479383393044*^9, 3.883479635710585*^9, 
   3.883553790022189*^9, 3.883553832771365*^9, {3.883553959810821*^9, 
   3.883553971165102*^9}, {3.883554191053564*^9, 3.883554231527503*^9}, 
   3.883641272608241*^9, 3.8836442336554947`*^9, 3.883644890056961*^9, 
   3.883645019112156*^9, 3.883645345502302*^9, {3.883645505438012*^9, 
   3.883645662312215*^9}, 3.883646046958832*^9, 3.8836462988537083`*^9, 
   3.883646449238927*^9, {3.8836465002949743`*^9, 3.8836465090191307`*^9}, 
   3.883646558778575*^9, 3.8836467423032207`*^9, 3.883708497991164*^9, {
   3.883721760669757*^9, 3.883721778716421*^9}, {3.883721824346439*^9, 
   3.883721843470553*^9}, 3.883722064861602*^9, 3.883722205655966*^9, {
   3.88372361563008*^9, 3.8837236224509163`*^9}, {3.883723690790511*^9, 
   3.883723736011222*^9}, {3.88372377710293*^9, 3.8837237852408237`*^9}, {
   3.883810934040372*^9, 3.8838109437708883`*^9}, {3.8838133311891823`*^9, 
   3.883813339359695*^9}, 3.883813581669477*^9, 3.883813626072631*^9, 
   3.883814022179655*^9, {3.8838144259231567`*^9, 3.88381444549296*^9}, {
   3.883816303560357*^9, 3.883816338769309*^9}, 3.88381642097686*^9, {
   3.8838164893247766`*^9, 3.883816532283369*^9}, 3.883816634102497*^9, 
   3.8838167811442823`*^9, 3.883817132812429*^9, 3.883817196977854*^9, {
   3.88381751923562*^9, 3.883817569995205*^9}, 3.8838178496095877`*^9, 
   3.8838180008730087`*^9, {3.8847700946825523`*^9, 3.884770096817354*^9}, 
   3.884771902380024*^9, {3.884771966375272*^9, 3.884772037453115*^9}, 
   3.884776332288706*^9, {3.8847765752300797`*^9, 3.8847765947127*^9}, {
   3.8847766376655073`*^9, 3.8847766586662073`*^9}, 3.884777170998395*^9, {
   3.884777253566815*^9, 3.884777283823307*^9}, {3.8847796700656223`*^9, 
   3.884779675167552*^9}, {3.884779711675523*^9, 3.8847797594265003`*^9}, 
   3.8847799825607758`*^9, 3.8847818647352333`*^9, {3.884781898109952*^9, 
   3.884781963599761*^9}, 3.884782060173778*^9, {3.8847821186783113`*^9, 
   3.884782144731091*^9}, 3.884782630148099*^9, {3.884782687079832*^9, 
   3.884782759497106*^9}},
 CellLabel->
  "Out[647]=",ExpressionUUID->"a6b3022c-7bf1-4922-8076-35e76d3add3a"]
}, Open  ]],

Cell[BoxData["|"], "Input",
 CellChangeTimes->{
  3.8847766578598747`*^9},ExpressionUUID->"04292cc5-c934-4329-a9c5-\
85b2278343df"],

Cell[BoxData[
 RowBox[{"(*", 
  RowBox[{" ", 
   RowBox[{"1", "-", 
    RowBox[{"Dit", " ", "Cross", " ", "section", "*"}]}], " ", 
   ")"}]}]], "Input",
 CellChangeTimes->{
  3.8828685894781933`*^9, {3.882868629623494*^9, 3.882868663328025*^9}, 
   3.882868893434067*^9, {3.883811382175132*^9, 
   3.8838113971152773`*^9}},ExpressionUUID->"50a3db6b-50c1-4c63-a4b6-\
e0a5ab5b7a7c"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"ContourPlot", "[", 
  RowBox[{
   RowBox[{"q1", "[", 
    RowBox[{"Et", ",", 
     RowBox[{
      FractionBox["thetaCM", "180"], "Pi"}]}], "]"}], ",", 
   RowBox[{"{", 
    RowBox[{"Et", ",", "0", ",", "50"}], "}"}], ",", 
   RowBox[{"{", 
    RowBox[{"thetaCM", ",", "0", ",", "180"}], " ", "}"}], ",", 
   RowBox[{"PlotPoints", "\[Rule]", "50"}], ",", 
   RowBox[{"PlotRange", "\[Rule]", "All"}], ",", 
   RowBox[{"ContourLabels", "->", "True"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.882869907389391*^9, 3.882869920654478*^9}, {
   3.882870073759598*^9, 3.882870106317532*^9}, 3.882875871368724*^9, {
   3.882875931589867*^9, 3.8828759690473146`*^9}, {3.882876164781519*^9, 
   3.882876168127355*^9}, {3.883109980792049*^9, 3.8831099947433577`*^9}, {
   3.883110327898386*^9, 3.883110328405862*^9}, {3.8831104617016497`*^9, 
   3.883110461779323*^9}},
 CellLabel->
  "In[114]:=",ExpressionUUID->"c36da682-78eb-4479-a88a-6d8ffe69fdb8"],

Cell[BoxData[
 GraphicsBox[{GraphicsComplexBox[CompressedData["
1:eJxknQV0FUcXx4M7BAvWQAguIcmLAyFDgkNICO4hwV2KFC9Q3D6kSPEWChRK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    "], {{
      {RGBColor[0.148, 0.33, 0.54], EdgeForm[None], 
       GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNl1tTllUUx7coj/CC78vzXkJ5yAMqigdQEVBsbLIZ5SAiSNlBy0wU6AOk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          "]], PolygonBox[CompressedData["
1:eJwlkskuRFEQhkubrqud2+fujQm6WXRMCYkxsbBo8xBDDDHs6PYGhkcgvABr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          "]]}]}, 
      {RGBColor[0.4904290523370268, 0.4760613282973577, 0.5307701417571472], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNmXe01MUVxwdQHuwuu/wWTawRsITyALFgV1CKXR6IR1AQ0SQniQqCKJDE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          "]], PolygonBox[CompressedData["
1:eJwtlVlsVlUUhQ8Vesv/13t7L04BBCsUaqdfQIpMMrVAkYK2BREREHAIIpQK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          "]]}]}, 
      {RGBColor[0.7390484205617114, 0.5634355471622627, 0.38461690292857864`],
        EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNnHeYVdXVxu/IMHPuzO1jN4AIgiUiXSlGUBOKDRBpglIFUUAUsGFDQOkg
vQpKVdQkxhqToMaGxho1yRcVoyY21GAsmES/98d67xP/2M9eZ5/dzi6rvHvt
03j4hD7j90ulUvnqVKqe4vb1U6nBSSp1r+ib0qnUTIWM0s6sTaVmiH5X+Vrp
/c2i3xY9LR35yNOolEo1Ub6Gio/TuxNqUqkHq1KpAflUapSeD61Lpb7MpVIf
KO3zQir1QCnqma+0E0UvVP7bi6nUwxWp1CLRDym+tSboV0SvUbu3pKP991Rn
Z8Wvq571imen4/lKxVcpnKQ2SoqvULhc9FOFSP+P2qpTfF063jdXPYeqb6lS
9HG+2rpfbf2+EGXn6/30dHznRL3/UyHaekPxmqpoj7ZeKsQ4LFb+1RqDuaL/
qXpmJ1GW8XlaeUYq77O5aGeu21qvb54n+gulLxS9VGntRF+r+FqlT1V8XU3Q
y0RfrfiqmshHzPMS8ijcWBPl1ijMEb1a8c2Kb1G4T/QNNVEX9ZDGu1+JnlYT
ZZeLnl4Tz8vd/nVui/7OcZ/XULfC56IfUVhaE/O2V/3+RN+4R9+6pCbm7xXP
J/TL7tdct0s8z/QbFVHn64q3aRyWi/5a9a2gvwqvKv3i6nh+1W0uc/3Ey39A
L3WeqvoxF/STeJ7px9W/k/VupuJK5e2r9E8rNb+ZVOpc0Z+J3qF3JynPDYqf
UnoPpX+o9O8V9zT9X62b00WvV55vS5HnNtFrXT/tHKa0MQqt9bxazz9R/Jji
75TWXeHvqucJ1d/NdBPFl6RjLzZWfLFCO/aX4rEKbUXXV5/7uZ+HKB7NvlD6
o6r330o7RuP3f6qzP9+r5yrlH2D661K0tU55Gyi+SKGNyv5Wz50UX614nsrO
VzhMY3Ws3l+q0FHvmiser3Ci6N8pX2fF1yo+WmkTFDro+dlMjMlHaitTF+O5
SXlS6sMZTl+oeIFCSyW30Bz30LxeXozn+XyL4mmZyHOQ6Rsz8a5pdZQnb4es
5l303aK/0L5bwR4U/WPV+TPlW6VvXZmO9O1KH6s2+qofB5Qi//61Uf5Y5T9F
+Vcqfbb3C2vyeKX3VPoUlXtC39BF3zdL8WvqyzleM6+I7i16t+h0XaRvVJ7n
lX6m6I+VXk/19XGelqrzdNV5leqsqouydyh/hfKc5fyPeZ3cpHg/pfdS+idK
T9VFnRuUXk/02aJvF/1iJmjy5Oti3jcX/rf/V3mP3+S9f67CBIXxCscpdFP4
mcJk8aspCttE91O41Pn6Ou84hT4Kl7AXFc5xGs8TKKt4iEITtVNPY9tA3zlQ
z5crXKbQ2+XGKvRXmOg23taYvCS+MUlj8o7ol0VfUYxxGqW6DlaeN5X+otIv
hV8Wg+8tUjxK35lljhWPVsiLXqP4QoWc6FWKB7h92uumOs+ribpG6l1GeZYp
Plz9vVDph5C3GHkmKm6q9DE1sReaib5I9I9EHyF6tOhDRX+kvv1V9c1U/sEV
MQ6TFc5zPElhmMI18G+FlpqvKxVfoNDV+QY57wKF+fQhCXqKy5M2z98xFz5q
fs98wvNPVxilMFLhY9U/U+UvT2Ls57nMV1ofsz0OPZ13hMIZChe6fHeF4e7v
+6pnuuoYl8T6GOo+n6UwRmG0wgfKM0PvL1Xo5bm9yN8zyXN/SRLr4jSFU71G
GKczXQdtn+I0xqKH+0U/znZ9Y7xOh7kfH3rMe0vm/kPzt0XzeL3G/wPR20Tf
KLpxbcwTc3RbOp6hG5SC/pHij8VDPlG4RturUW2sA9bA2nQ8Q68W3UB0VvS6
mpB/yBHK7XbZburHT7W2DlSdP3edU5V+WCnqOVTxL5yf9/vrOcN86jsOMC+C
dyHvkeusldVu6zPP9TTP9/Ji7OXPVPaC6pDZyOtjFVfVBs+k3FqXrVNbBym9
pLhFPnjon0vR7oEKO6qCD9KHJSq7NYn8J1dH2gHOgw5VWRs6T0Up9vgxqu+e
YrT1rfqzQOlr+BbFn+j5beX9RHPSLx99PUT86clC6E7PKO6Rj32+Wvn/ovxP
Kf8YZIHqGK86G6v/0/TcSPHRyvOhytyF3qm0FsozTnkOZ42rnjP0fLby3KB3
DZXWXPR1ohuIbir6n6r/PdX/qeo4QumJyr6m9HGi+4u+RHF71XOM+tND9POF
0H17KU9rpTdX+s+U3iET64A1gO6IDnmU3nevjnpeUBubNYbZ2tCFT9G7ror/
qrxNVT6NniP6p0o/Velvim6m9BqlvyF6t/q5S3XsVvtHKb1W6X9Set+8x1Pv
ixrHgRqHbcpTrfeD0Dm1v3epb+8o7BF9XjroWmSG1tx6hb/p+eIk4rGKxyi8
LXp0EvW9JbpG8V8yoUOgM6xVuTUKf9Xzbdlog/qRM+RJK16djTLkT7v88CTa
Jj/t3K/xeEBhEOOr+EGFyfqeI1R2YCbsi6WKl2Vivvsr7kc/KmJ/LxG92Xoc
c8D4j0qiXyMV35mO8uWyAxR2qc6XS6H/bNVYzU2irdlq9/3qyEf9K6qirWGO
+7ssPOZ40UcggzIxPowzY8Qz7fPtqxT+rOc7FP9d8b8qg749G3z0jUzol+hs
i5V2q8IfrCOgK1Qqfi4TNDoAPIDxgg+MT6IO+DDjRzo6f78k6jg3CZ0L3ate
OuQhfaAc8T/cH9bAu6K/qIz4PdPIyQ9FT0xCHr7rNcJcr8vG+mAu+b5hSayH
Nz0OlEEGwP83ZaOeL5W+RfTmbMgi0jdmI9+kJNKQTeT9yPmR25/4fSd9WwvR
nSti7Ft4/O/PxnMT0X+AfzJepdCHc5nQiV8qBf1iKfSumkzoXjtLQT9bCl2r
KhP61tN6TkQ/pXi7npdngp9gF1A/tsFDXqv/qgh9jPzoZOi0lZnQa39fijqf
UPxYKdJ3KF6gPj+TCb3313pOiX6kFPo/NDYA7591Htpf4T7U87teScg09sVW
xb9V+f1E/0bxQ9RF/0phm5COfZKrifT9zde/sHxBF/7Cei/fxLdh27KvFmWC
V2403V70HaIXir49HWGB6HYVsdfoawfRs9hPmZCVa9Lx3BpZabosT8nDe/R4
9PmDU6ELtbI+NNS6ETrGVu/lEyviPelXVQT/a2WauLXLLtI4L1TYmYl25yhu
o/T16bBn2laEPTHNdsTiTPAT5MRmP59QEd99q8dhUzpoxmO96zzUfVvssnwH
dSJz0THmun3GiXFDV6TcXJfd6Hekb0iHnbXefHegefg5SXxHnyS+6znzBOay
kea1QvEt4mXtFf9G8QyFtqJ/jU0meXGZxminZMQ0Pbdm/RbimfQ+orsWQ1d4
QWmvKPxK6T9V2ix4sdJrZXu8qPRf6PkUdOF82N6HSea8lgtcp3sx9Hzyow+g
FzQ1fU423qH/ozuzhtCf+dYNphkb0hkHxpixLo/5RqcfZ13l1GLkvd1ly/PK
nNJmE7fLM3lYn6+Uwu59SP09Us+rlN6sIuxR+AV8GF1+k9tibTAmzOP1GqOW
er6/EHu7iM6fjn1VQOdPx/6vQ/dIBx8piW6YDtsbG3wOdl4xcLCexdAh6QM6
3yOq92vlOboYvGl/xtGyGpmNbD1G5buAd+g76uoifXsh+NEByt80HTL/YNHH
pEO+HST6qHToNOg2j+RiTaEfsK7QOdA9fq30q1TXj/Xu3kLoHOgej+ZCpjNu
yPE/lqLsw7nQP9BDfpMLPnug6Gbp6Bdt0Wd4WR57TfFU1dtC8S8L8Z187+xc
zA3zC2/BfmI9HOq9sN50leKX2Q9J2LXYt/XhB1pXSxReygRNHmzqv2mdrAB3
K4U9jU1OHcuNUYBV3J0O/g5fpV7qGJAEr73L6fQBDPMw6/YfW4ennVfc1nKl
LVN4NRNy/IVM2N2k/zETmEB1OmiwVN6/6DysPXSAJB3fwztk+Inmp/BSylD3
eUlgCWAN1HcBeKfo85Oo+zW3RV3oFrxfqT6syEY+6Desb/B91I9ehAzZZpoY
XgYfw/aFf8Gr4dNrTZf5eBvrYJu9T8m7znnoJ/KS/mCvUxabHaxltdd8e/NZ
eGwrywnqhi/e5nk/KRv5s5YXa1xPWTeCL67KxFxiF2Af3GsaO+BuzyNp9zgd
Hr/F33iCeTfjzVizHjrSl0yUQcdAH0M/gN+yltAhmHfyUSe6CWsSPYA5BUtD
loPdoYOhEyDHwQKRx+CEPdXvx9RGjyQwVfBU7Dz0OPS8fbpcJvRN9M/pCsMV
kvqBFwy13XuxnqsV/mzbEMwUHbhtVWCdf2IcqgNDxe67RGk1CnsqQj8Dozm/
Ing6vP2lXNhqYNbg5AuSkAHdqgI/+0NVzMWAmsBNsGtKev5Gn7lX4a2qmFv4
a17hS6V9lYr3bym8jXxX+oEKB3neiZlTxuPKJMakUBHlvk6FfjlU4Z1U6PQj
FL5NRV+oP6e8xYrISztgfPS1u3jAFPWzP/ZUVazhWdY34O3IfDBDQk+FHgpP
uo/0FfmHHHwVvp1EHnDIpxR2OR/8+BnleVP0IOV5WvE9qdiv1yWxZ+n7Xpdp
K3pLVeBp4Is7/Q3glU+77iFJ5OW5od7vB79irLCxwWVFHy66nugdFYFtg7mD
b4+ujnMScPVFxuDBwL9Q+m6VeU30W6KHiH5cdPckvgm968LqOIt5gHVSHbj9
HyuizK8VHlX4p9I/VPqD7F3F5yPn60e+R5zvdef9jUILhf0VDvC+nmNd6Hin
HWhZv8g6FdgWmA94EHgPuE9P6wnzrBdtqY3xespjdLfHfJvSt9YGXsC4D/K5
FZhRd9eFjrvkB2Wgl6aC7/dXWJYKDIw2T/c+A+cCZxrltDI2Rnym+wtWBY4F
JgUWBkYFzgXWCe4FtnmSwk8qYr086TU2xOVOc96TFbp4b3dzv8G/uroN7D2w
s5+63i5+N9p9oW0wa9bWqfnQFVijXfIhJ1hbz3hfvek+7PVaZs2hgy2wbo9O
NzwVWBZyb0QqZB86aG+FkaKPqYi9yv472nueZ7CDCxXqRB/r9/AJ+HnnbOg9
nbKxd5srHFURNOWRVdcn0d8R3pfsvbP1fBZ2rejRxbBb3ioEdjbV87jTe/Er
f9OTP9iv5fXyfDZwN/Crnt7/7AH4X0u3x74n5vvPSGL/t06FXd0Xnu1ziYNd
Fp7FXjokFXjsAM/n2x7fMv/7xmN/VRLnP3wLZ4JTqgL32FsZuOwm9kdd6GZN
9K0H1YWu1Vz0gXWhmx0pemoSZ0Gs26FVIQ/g7d9UBh68USGVDf0WXeO7TMhl
5HM750d2fFsZmPBmhdsVblGYpbClItLBmrc6BoO+TWGGwkz2SHVgaCu87yl/
R0WcMdygcKPCfzIhN5Gf613u5oo4l5ymcJPL0CZ49DqF6W5jg/PSp7XOyzvO
JTifWGi+s8Ftf5sJWYxMPlXvt1fF+O7WHjgF3CQfNhNyGrupfVXIRcbtYZ8X
cG7wgM8LODeAl59QP/bOz31GwFnBnkzIeur6VybkO3Ie/JvzmitU530+j+Bc
4tokzvHgS99kQq9Av/gqE3oC+gJrn/O0d5R0UxL6Kvsd3J3zR+T1zUmcPSFH
wE05e+YseVoSZ3Y/VvoHmpd/VMe3gf1z/shY3ZjE2R17E3nLOSFr+5okzhJZ
2/+mn6wthRuSOMdD5l6dxNkge/8/lbG+4PMPe00wty3Vj/9Wxhr+kejvKmNd
bayKNfRYRdju8NarvKY4FyifdRBP8bq73O84p2BfsaZ3VwcWih4ED4Cnb08F
fsQZCWPOHrrM5VlPnClxxgE2xp5hHy+xDEAW/MIY/BLzumu89+Fz8Bb4EPYB
84es+H0m9jC8AZmDTILXgMlz7g72/nQmxqvMt0aYjyFn7jG/6uG6aQu+stQ8
FrwbOfZ/ubD7mRv47oDqwDsYN/RGznnA/+83hrrvjMB7jn31gPcY+2alwvXe
k+wfzmU4e/u+Mvb5Du+ti/zuQZdjLw6rjv2Mz8Ajnmf2G2f31I8PwEPOyzrg
jJF+cGb6mcq+XxXtv2n+B3+e4fYvMT8gHue9Tsz5ImOJPB5l3jDBc4mOjL6M
3rzC+a73dyMLx/iZcshqxgWZOtzjMsbfyfiNcBs3OC/lpzrvCPOd8W7750ms
P8aadYkMLp/pEQ92H/j2Ve7DSveRb0Y2IuPgB+O9t280tgDGcJ1tZGzla2yP
Y5df5j3AGkbmls/N4E8TzRfgSRd7/4Oxj/E+P9p50R8uSqIsMhm5i+6ADtG0
InQTdBR095P9jP6GDoIuAvZ2p20ldHh0JHQq9uQ3Pkf8lfbOfdnAaVdnAqfF
PuJsAV7G+cLKTNhN2E9HuV/043jXR3vN3C/6QXnOpzlznm78ChxrtseE9tnv
e02DkfayfE1sJ8O74SffWr5eAK5l3bWRbSVsp01OYy/gH0I6fjvgK0emA2M5
ryrKoJe3UdzauvhgxY1Ng4XgGwEeApaDDwd4Ducgw83fwWbwkzjKtn8/81/w
G3wswHCQRZMsS+7wOMNzbza+B84H5oRfCLgTuBQ+HGBTYASDLW/AovAXAY8C
BxlovQE7+hzzdM4vRpnXd/R4c57PXPbzHDD3nPf39vpAz+nvuWIvDPReZL3D
A/f3GsKn4ADPMc+cHyCr0BOLXo+sa2wzbELsQXgDPAJedaDXHOXRK8mPPllw
Odb4WOeFh5V5ygzv9Wnel6O8J6/zXr/Bz+O9z+E9yCVkCzwWXsM6g/cssI0C
XjXSdZT5BzE8o8y/aHu40+A9F7lf9GOC66O90e4X/Sjbw3znPOvg4JezbDOB
jdA2tgV6PvhJLz+Du283XnSy54G5WezzAXCOfraDOStp6zqwGdo4xp45yfPJ
fLd2GjZPB6+FPu4jaez/E7wW6Af6Z5OqwCOwucEC4Cvo+vAUcAF0f/R+9jdn
dOgi2PR5zyH8YI7tPPqFXQhGxLfiE4RPCGuhu7EH1hfypOi1gG8OviKMJTgB
awT9G6wC/w7WIDo46ZTJuc3mnut+/v6zCqE7LZKuOMnfBW5yhseFvnH2hW4E
PoENn3d95TFt63Fq5TI9vH7LvLOl37HP2G/wOXTRplWBt/fyHDPG8MQWLn+W
62YtoG9jb5dtdGJscXAC0tHN8KO80Hb7r5Kw4cEJGppXgRGhp6EHgDNg04MP
/MVrq537AW6B7oYOd7j5JLYD+AMYAzrgstrQGcE5WplHwlfBIsAk0BEecR/B
K0paC8VsnJef43XW0eusjMmxjn/idc38dPY6Bcdb7PUxzuuz7JdEDL+6xHXx
bqzXKet1oueZurtW/M8GneBytHOx81L+Io8F5eF1zVzmFJc72n1kvbPWwQ9X
W85xRolcRBYie+FXx7qdTv4e5OtxnuPennO+H2xzpfc2uPRyy+BT3SZ1gd8u
9T4/2e3TP2Qt8h5bAJnc1OOGryu+rPi7fqRxn1MVZ9/YgontIM408FPkXAPe
hC6DHoOe+L31eXB9fA3B9tED0fXQe9AH0TvRCdED73P527xGWAOD1F4D2wbo
mA+6zMyasCfRF3+ZhO6I7tna63OH1zT2BTgY9lxX20KXus79jJGxB8iLvNxr
e6Sd5T7fOcJ7DRpbhr10h/PzDD3bZ2qcrU3g3N99ftR5qH+T+0M53n/r8Xnd
fWD9r/N3853YqJRnv673fmBcsI92eIxX20+HOlq6zd/6O2gHPWc/9etM22/f
lPtbEToLGDDtrqoJLA/sD1sX3Lml3j+QBCYINgyuDMb8RUX4UuPHDUbY1rwc
/WeidRuev/VYokfNc3/53jJGwPMMzzff/Wkm7FXs9Q3+7kc8ZuX5ucXjwvuZ
HhfKT/N6Yl3N8vyQb7rrZu3c7HKUuclplAEboD/YlC28H8Hz8SnYnYnzJzD+
Nd6npPFun/2fhH7C3sEfAb8EdO2OmfAzwd8E+Yyc5mzoXx5L5ozxXOkxhY+u
MC/FbwJ9nnpXOA/p85Kw30+rH1g7NGeX4P/kwxcFn3FwIs7lF+TClsenGD8O
/DmwJ/DdwE9jn/9iNnRVcAv8dNAly7L2RuNy+ANwfsx6wFcFPRR5VmfegLyD
h9xkvHGYsQBwAGQieTgj4HypmXEL+kc/wbL+XQpM5D+KvykFVrK3FHLhUu9T
xhE9m3No6qQ+1htrjTWHbGprmrU32VgOa3VrVcgkcGzGbJbHsInrop5uTkee
zkmCz00xD5juvc99Ae4KwAcftO/DZH/fJMt9cJYtxi+wETZb/p1vGrlIvMn0
RtM7nH/jD2QnNHsEnyN8j971Gc9kf9dpSeBW9PW7UmBD3yuen8Q7+jnc/Wf9
7PuuJO4UEM8xnsiaxb8G+/AK7z/wn88ysSdJw07AXkD/x4YkL/gS8aWmwWIm
GFchgLGQxrkrNs21zkce8OyrXS91sjbxU8LWXeCy9AFMhHwjjSeDb4A7dbc8
4ewMbAWMZR9Gmo108KrxWvcnKh5XCJzqgHRgVWA6YDtgofhSYQ/xPD8b/aG9
xjWB/bHu8Q3BHrrGmA7fca+xXNoBE8MHA78mbKMzbFft81c3f+GbuqTjPXYT
5/X4tmF/g0fN9Pfi94S9NtPzAD9kTW3NhnzhGb85fOSwEU+2rYidiI8emAD7
sGs66sau/0k67Fts27med9YAMhvZjf3LecF0zw/zOcPzCJ/D5wrbEl5yhfu5
1d9F3y71XYUlubA/JyX/m//LnX+SadLx52pt7BMfNzCNfW0nwRveSUUf53pt
c0YDf3omFePN/CLLKuoCG91P8fhinDVOUPz3XPhnXCv63VycT18t+r1c+A1c
I7qyLvDf+oqr6wJ3TupCzo/w/prnPQReih472Hrw+7nwTZlaDP5DOvptTV3g
5rWKt1UF3xliDOA886jhrr+sVwx3W+hUQ827vsrFHZgtxcCkuzkP/Io86F0r
LS/gBz3sCznM/OoC73fi802vdFvQDbJRlr5tcx54zvkuC79CP0GPQX7vycXd
hnXFuGeFnXBHMewq7CVspRVJnCVh33DeeqrpPxbirhZ3tq4sht3F3YiLCyE/
LimErUY6thjnMvi7gv/h20o9p8m2mlwMu447Hw1rw1e2u2010rH1snVxhpGr
C59rznY5g8avGv/qn+XDfhlkPampxxaev7IYOuWqYuiG5MHGaei5QwahF6yx
bvBBLnwIZhTD1xkMdt9ZXVW0hQ17cj7S8U2eXYwz5jmKP83Ffaqlov+aC18H
7pewthp7nUz3XDJf+BRzzgT2i08w523gzkO8xpBrm3LBs05UPR2L4dvUqRg6
4QR/L/W3tqxBR27tb1yYxPk9aw2dsK1lIu/b/GAc2nj9o6sim9/wmtnmtYSP
M2djYNVbnf5YWR6aZmyR6eio+AxxPsU5FX5FnGFxloWfEGdYnGXhh4SP0P51
4Y+Ff1GhLuTWdu8LfIzwNSrVhe80Y8SZ3S+z4b+4w/uqib+L9lu5D4xNS69z
5vxH/l7Gq4HzMPcNnM64kQc9drD5AnufPXO4x7ba81hOP8I066ih57fG/dlj
3aOpvwW+0NTp6L0t3Ycq44+UbeN6fme+0c78hHbauS30oLbOj58dug26Yv9C
6DDcg7yrGHr/9mK02d7t/jsXPur3FuPbG3mu0eeP91hhi7f33vnO6YwJcvhQ
y5S52aBJ62kbEZ+WUdYv0Q/7GivF/weZBlYy3NjiKOcBgxlhXXSEy0Lj38rZ
CRgu995OSgeGybsLjelwB65zOjBM9APOVzhboczZ1hnGpUNGIh+R4eBN5bZp
D1wI+dPUeYiPNI3PxjDnHW76HZ/lDnU6vlSv28/qHadzzozMHu60SYXAftfk
ou+jbVNcYLmI7BvpcybOgY71N5IHuxf7F7u7TS58guqrvvdsn8EfGqHDZMNm
61kbMgOfobutV6IPdM6Fn/J3+ciLnKA8OtN7rqdXbejB4AH4yOPrji88+MwH
PkPkvm0rl0H/4j22yWCVPa82cCX89mcYVzhXaX1r47yEe4qd0oFvgz2RF1u4
v973q43v5M7iidYB0IfQi7DrOWuhDjBZbCzsVnAudCl0KvSX8daZGHvuL3a0
/sk9yw5et8PUztDaKI/uTR/RQ8Z4XlhflxUCJ1+RCzvpGOtaYOR9rK+28fNI
n+H1tc451fN4reM+pvtaNyUP9tNR1hXxX9tpHzb89/AZAq/v5/yUZbz6me5v
PRUdtVzvVJ9h9nc6Pi/neV1NLsR6XpcLv4dBTsdXE3sNP8DBzk/Zcnnqw3eU
fuLzia8jZ5+cGQx0H/gWdLpmHnPi5qanFIJen4v9MMR7gb060GWp+2iPAzr6
4d7LlxfiLGNVLsZ9jOdlou+mLsuFjVu+s4Jdij8MuBp1NHY9+OLyjD8eewkc
jL2Frt/Q6xAfXWj8+ogbOX2Zx5O5RZfnrGKM27jIbV7hO66358LnlnWCPy3+
m5wx9/NY8+2MPTzlgh+kne8x4azuYu934rHJ//o71m3hD4ydhc8hcRPzQ+yV
I0x/ko99eqviPtxB1jo/qxT7FhwbucTe2s/7C1sSPRh7GR9ZfGXnlwK3vysJ
feegUtD/zYfOdWcSOmCrXJwl3Cw5ki0E5tEpF/u7vscQnXFbEnof2Ah4E3sX
HgQv6l2KfwnAp/bxqHScSzF3a/NR5oJS2MELrcMQL3Kf8b1lXVJmgfOQTj6e
y3b/Aqef5rLUhzyp9rjhM8ve4xk/XHg6NhX557vsPNPYDPjtMsd85x8K0f+j
1d/PqwOvHGa++qX5JL71YBsLS5G21+kra8N2BSsf4LOGj/PhmwKm+c982Mzj
vAYmFAJrvVXjfE4heO/CfNhMh3hOwUDoK3YNvH+ux7amENh7B/uPc5cPH7T+
/g/DBu6o5gP3GKJ4T3WcE8CnqwuB356QC9mDDGorulchvufsQpyR0H++g7uD
6GroZtyRfzITa+5c3/VbobYG+e7AncW45/54JrBJbPIK41F7lCfF2lRbn+dD
DnDfmn8l8H39ClE3fhhgoPhd4X91sHWBs82fGRfeY8uzR481P7+yEPTGXLw/
w3naek6QiSNcF/UgJ1g76KfYt9i52MT71qPXCTg05bGdh5gvYXejl+A/hk6C
HOplmvvxXcq4QT7m9LN8/NMC2wpZy9jgFwtuuw+PTAfPYIx6/uC7e7j/p/tb
TrdfWnen93Qe8pfz8R77HDsd7Ad9vq2/nTFob3ql1/fAUtxFQ25VWq7Ws2zF
tluehH03MRf3ipoqXu31NLgUa3+N1z+yd733FLYgdiZ2JXK70rL7M48J6527
UOiFtIfPxPjyvkgC17jC4z3OY97bGBFYEfPCnmI9oS+Rjt5CPxhjdCEwpC/9
zdzJ5Hu65mN+F5pvcLbV1fWAxbRwX/gG1gBrBLqz9+Ai33vl/msXrw/WBuPU
xbbwP3Lhpz69GHoe5x6cnaOrgtuig4Czcbdht+9y3ub7d7QPNsR9PeQhNP0C
ZybPHuveq30PEUyYOwno5Oit4LbIcGQx+O+++x2ZyIMugj68zPlfdfnrvAbX
uX76Ac3aZH/RZ+QgNsK8bNgFYGZgcOBm2ApznQ7vAtcD62Mfk45Nge5PfvA6
9jj1/N7zz925pz02a90Wuv1a30VFJiz1fRBk4xKPG3uItsCZ0FX4dvQf0ua4
D4wR44COxvuVzsP9g5Pss8r5NTT4A1gLujRrqU827jhxv4n7iAdm45z9K839
5+gPrGH7vmadv3c27Kxyvc1sf/X2eSh+Zfg0b0+FrdfH+Ttm4x3pYLnUz/0i
MDxw3X3/a8jGO9Kfy0ZZ+nZ3Ie7ncH+IO1L0mbr57tVeA6yjDV5XdxbivhB3
i7cU4i4Q/5Po7XNb+oMuwPdyL7YuGzbDobYd6mw/FJ2OPoJ9WTSNvGWcX7cc
YC4e8/wv8JpBRwarRXdbmQvd7kmN62nFwCa4h32b7yC9oPS1ubA/nysFvkIe
sItuxcBcuM+NDzB4AnjLvbnAVZcU4n4297N4tygXePTDqmdpLvDf34lenAu7
91HRy3OhRz4uenUudLVnSoHl0BbYzgL/m4J/VDyTDR0KPwH+Z4Gvwq5c3Fnk
7iK+fchnsKfyvQJifIfB0ciPbwy4GPgaafwjA/qtXNhI+Ebiu8Ide+prWQrd
DT5L2/hMgPGB7xHA2qgPfQu9a10+/sfEXYD2pbDT8B3gfHZzMf7bs7EYcoC7
iOX5gUaXRv8Ff0evx/4YZ5t6ZSHkDP/RAT/bap9JAv6TT6VibfMPF57Zw+xf
9Fz084WuH72e+tHtiRebRi+Dpv2l/ncN/7CBv7NPwbKwGzkLxf/gHO8L1v+S
YvzX6NZi8F/8mfFfOikfsgyZxvczJpxrry3GP2FWF+PfAeRvXYp6uTeBb8OG
XNhR3DW/w3bCq6XA0rjDiK85/1yA5l4j+3Sn9z//S6KeDnr/bCH27k7msxD/
r9lVCH6BLw1+CNj1jcyL4D/4HHDmyfc95zp3ZcMPAb4En+DsATsbexi7mHHh
TICzCmzrnS5L28i+5fbtIOYZObjC6dDrrLfnLHPJgz6B7j/Mdjf2OvVz9kq8
xTRnVdwJ57wKbA+Mb99/J7LBy+Bj9P/tbPgy4K9LHvRM/CdIw7eBb+YbSQM/
2OqynHfQFt/HOQVtccccPW6jac4suJ/PvXjOraDf9xkaedD7enuO4G+73Q94
CG3e77FlTtjn7PFelmfoo+i2j1uXg89B/933wp6ynoy8g0Y+wv/mW96Rf7Z5
I74g+ISU75+BX3cyTTp33Lj3tsp5ueuH78idfr/KeZCrT7qtctvowgTkLXok
57HcBQNfnVeKeUY358yW9Mv8fo3pW0tR5rlc8JpnLO9YIyu9fkh71umMwRMe
B3zon7AtQN/mWu4zb8wf64S7mE19H7Oz6+nktfALrxnkHmuGNc4ccW8T3250
6u61gZWBUYF5fWSbGRn1QiGwMzA0zlweNJ6GvXpGKcqOLUQ7z3vewbHAvuCP
YFhgWehwq6wzJ8jMUqRPgQeUIv8VubAX+xv7op2e5bZM7zKmd7rT6TP42rvG
r6A/MhbH3ue7CPCCMs9raJ4AT4W3bjev5fnuVPjOd3D6WcYN5ubDJrjdewG8
BX3gbx7XrR7bZ73OGX/wObA+ZM+5paAn58Jf+lxjgMjU571nj6+N/7mU1+rx
po/HP0B0C8V98uHvPlc8tp2e28FPSrGej6uNe53ELcp0Ker5cSnWAXMOhjOk
FPztSu422h6pLcTe5huxgfiPDPdfJ+XCJ4Q+cB6EjOpoeXRsKdo7RnFnhQ6i
O5Xivnjz2rgD+7b5LHyAcyf6PNT29GBjpGDzlMUv5z7zNHyzmpSiniNKwU92
mdfhs/m26+TO+5G1cT+9cSnow0thq3JvAX2DtGbOw/9uuOd6eS7wGOwaMBnk
EPLoLu6P+xz9XP4tU4o7wPwzCZ0O3W6fHpsPu/7rfNhyjCFjCaYAtrBJc9Ss
FPdq+ffSnbnAdBZYjmHvIxP5HxZ6Iv9qQt4wBshM/iNAHrCB143zIqvRfdCF
0BHAWcBbvs9H35Bz1MV/gvhfEP9Ra1WKNcPaYS1CowuBY3F+t88n1fbphcUY
d9KOtG5FPehX24xnzS/E3sZ/EvnPd4OL8M23FGNuPlbeeoVY65WF8PMabXx7
lXF8bLtZxRhP8DPKgbXR/uZcYHNzCvEvJHAS8JJ5ubCXP82HfkE6OslducCw
FhZiXVAX9WA/M7fcMwCvAbdZUww+RB/us33JekTHwZ7nHbxqSy7s+bmq8yP/
t4r/V71SCL7zaiH++dfV+MnWXNjq88CE/E/Ml0XfkwtMY3Eh/u8JvgTOhN4E
je50QinGcyBzVAqfqndK8Y9L7nMsVp/vzgWef2sh/KcHGf8/0nuEvdLWZyLz
OU/PxVnPIuX/f+/wqbY=
          "]], PolygonBox[CompressedData["
1:eJwtmHm8TuUWx7fhnPe85xz73Xu/SsOlzDIllYxJypgIIRrUvRUhoVDd3IrM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          "]]}]}, 
      {RGBColor[0.9140044391032581, 0.6550110977581454, 0.3334137612201002], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNnHe4VNXVxm87c8u0M3NVlCYktsQWRQRExRJ7ASxYsQAi2I2JImhQsRfs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          "]], PolygonBox[CompressedData["
1:eJwtmGeUltURx5+FfXbf92V52ioIxBYT2zmJCigW7CUfkmMhKmooCit2OiwW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          "]]}]}, 
      {RGBColor[0.9537199931327605, 0.7542999828319011, 0.4565319787115574], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNmnmQVFWWxtPMkiyyKvPly2IRCW2XdkVFbSMmZiZcUAoQl1EnJiYEKVZx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          "]], PolygonBox[CompressedData["
1:eJwtl2dsllUUx28p9G3ft33ue9+yyypiBONecQSQLaCoxJGYqLQMGYYCYqGA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          "]]}]}, 
      {RGBColor[0.9934355471622628, 0.8535888679056569, 0.5796501962030146], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNmgmMVeUVx195AzO8mffue09NY0pEZBFbcGkrrayCWi0DNRVZpdotigLD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          "]], PolygonBox[CompressedData["
1:eJwllW1ol2UUxu82df+5fO7n+auVJBN1m5ZGBIH0oXSbLzMXQiIoWYSGiIYj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          "]]}]}, 
      {RGBColor[1., 0.95, 0.75], EdgeForm[None], 
       GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNVTlMVFEUfWE+S5jlL5UJUBBcorUClZrIZoJAFBItTIxGGCXRDmgUBgSX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          "]], PolygonBox[CompressedData["
1:eJwlkU0vQ2EQhSfcRKP09r5bLKo+wm8QEh9tlyKRsJAIe7YWIhJarY2IdOeH
2PgXFkXUriUpKRIEC8/JLE5y5p4zM3fOm9vaXdnpMbNREIGx2Oyj3+wNdBKz
NujAjxBb8ONgdpY2Owd3eCfAH/oP+ER/ApeR9zzDy/hHIu+pwIfxP6I9gAZ6
hXqwz2x1gF70pazZMv6plFkBvplx/gLms+6RV54yvbN864Xn0efgteD/esG+
U/gtnmvm79HTpQ7snE75zgR+g56jboH92D3yamaDugnqzOqil5i/nvFdbTBD
/cWMX25ZxFPFWw2+Wz3qrYFC2jP6TjwjZaWe8dh71KvMXxPPXNm/g3zsGSmr
JhiSNzhXpgvwYtb/TTdt828nwd9GNx/iLwWfpTcpBr9Rt16hH8SeqbKdBBsZ
v0m3KZM16vvYNb2Z3u4fwB9UoQ==
          "]]}]}}, {{}, 
      {GrayLevel[0], Opacity[0.5], CapForm["Butt"], 
       LineBox[{3965, 4838, 3966, 3964, 4052, 4782, 3672, 4156, 3673, 4783, 
        4055, 4159, 4158, 4056, 4848, 4057, 3968, 4743, 4058, 4740, 4742, 
        4741, 4160, 4675, 4676, 4569, 3867, 4568, 3868, 4059, 4785, 3677, 
        4162, 3680, 4787, 4061, 4166, 4165, 3973, 4840, 3974, 3873, 4368, 
        4369, 4370, 3683, 4167, 4168, 4062, 4744, 4746, 4745, 4169, 4678, 
        4582, 4583, 4581, 4585, 4584, 4679, 4680, 4589, 3875, 4588, 3876, 
        4590, 3976, 4599, 3877, 4598, 3878, 4600, 3977}]}, 
      {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0ktLVlEYhuFlkAMLNc3QieGhQkMQoqKBA7Ogvs8IigIVgiRELLQjmJqk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        "]]}, 
      {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwV09tPz3Ecx/FPBxQ6p1L9OrCZC2PMhbFy5s4wmxtTOkoqbMrhIoQ/A5VD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        "]]}, 
      {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwV1fV/V2UUwPE76S7bn1QUBIMc6X8g4UBpUOwCi7BbYmxjGyPGxgIYGylI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        "]]}, 
      {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0sdSE1AYQOHLzpUKYsOCIBYgCWXBDpQOIrZHYIEKCFIERJGiVB/A9hi8
BzowLGjSIQl7mLHM8GVx5tz//BfuZJKclq5nnWkhhDlEzoRQmR7C/OkQls+G
sIKYtpwRQpSr7X7aVfEvruFSvY4XzLW8yPVcpjfykrmBm/AAp/yvI7tjVCDd
XM7d7uWh1Z3n+O3tDWwiX//i3j33Vpxf2K/ySz6nZ+CPXYH21fm+cxxVWDNX
8l8U2n8zVzsnUIt1cw3/Q8T+u7nB+RJveXtNa/POeXMmesxJ+3pcMNfxRf7P
pXaz7n7GNA7NM1zCU5zkSU7wU/efoMjfxnDorbg+Yf9Yj2oRJPUD/ZP+KPUZ
tAIk9I/aOPLNfe7c5bg+po3ijrlXv80H+oj2AXnmW7iJXOzb7bs3bNfsjRzt
Bvb0Pf29/lDP1q5jV9/V36W+V/2adhU7+o4+lPqu9StaFrb1bb1R+2Eudn7r
zhYP8CYPchH38wb3pX4D/IZj3Mvr/Jp70I2ouZO70I5X6MBlb5wAuNBiFg==

        "]]}, 
      {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwNzckuA1AYhuG/NcXUlr2hxLBDEGNwAcaqea7a0boY6qZYSMRUtlwAEnae
xZv3fN//n3OyhXKulIiIIjpSEfNtEbc8x3e8wDXtEUl8pSO+MYxXeYjP7XTi
Sh6R753HuCqP8oXchWt5XH5wnuQJfOIDDWZTXMv1qMOP3Gt3w/+bWMeLnOce
zvEzr/ETz9qfQcbdNN4zEY/6VfOU3IpLuYXfzFb0y2iWy/omruqXdItolEv6
LCrO097+wy8GdUU7ZzjBKQoY0B/xMfZxiAP063d5D1vYwTb69Al/JnHj3bx/
Khxyt9k/O3oteA==
        "]]}, {}, {}}, {InsetBox["100", 4904], InsetBox["200", 4905], 
      InsetBox["300", 4906], InsetBox["400", 4907], InsetBox["500", 4908], 
      InsetBox["600", 4909]}}], {}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{
  3.882869943813424*^9, 3.882870081259675*^9, 3.8828701166396313`*^9, 
   3.882871729377467*^9, 3.882871865813219*^9, 3.8828720659863653`*^9, 
   3.882872131858041*^9, 3.882873121832155*^9, 3.8828734641296663`*^9, 
   3.8828736620083113`*^9, 3.882875873212578*^9, 3.8828759718578873`*^9, 
   3.882876170985383*^9, 3.883105853929991*^9, {3.8831099767956038`*^9, 
   3.883109996566893*^9}, 3.883110210204383*^9, 3.8831103304892282`*^9, 
   3.883110463645043*^9, 3.883110763208725*^9, 3.8834689541537952`*^9, 
   3.883473334934162*^9, 3.8834793891091433`*^9, 3.88347964277168*^9, 
   3.88355384539804*^9, 3.883646077759963*^9, 3.883646562487159*^9},
 CellLabel->
  "Out[114]=",ExpressionUUID->"5d6b7975-54f9-4f76-9afe-74ad694852e3"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"ContourPlot", "[", 
  RowBox[{
   RowBox[{"q2", "[", 
    RowBox[{"Et", ",", 
     RowBox[{
      FractionBox["thetaCM", "180"], "Pi"}]}], "]"}], ",", 
   RowBox[{"{", 
    RowBox[{"Et", ",", "0", ",", "50"}], "}"}], ",", 
   RowBox[{"{", 
    RowBox[{"thetaCM", ",", "0", ",", "180"}], "}"}], ",", 
   RowBox[{"PlotPoints", "\[Rule]", "50"}], ",", 
   RowBox[{"Contours", "\[Rule]", "10"}], ",", 
   RowBox[{"PlotRange", "\[Rule]", "All"}], ",", 
   RowBox[{"ContourLabels", "->", "True"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.882869946235857*^9, 3.8828699513682823`*^9}, {
  3.882870053861499*^9, 3.882870058838035*^9}, {3.882870091343609*^9, 
  3.8828701131764917`*^9}, {3.882875864487756*^9, 3.882875867330675*^9}, {
  3.882875978035491*^9, 3.882875981124445*^9}, {3.882876107810185*^9, 
  3.8828761458585567`*^9}, {3.88310999739314*^9, 3.8831099975130577`*^9}, {
  3.883110316326748*^9, 3.883110322401126*^9}, {3.883110467842113*^9, 
  3.883110468060246*^9}},
 CellLabel->
  "In[115]:=",ExpressionUUID->"19052f96-5012-4bb8-8d61-ab162fcff6b3"],

Cell[BoxData[
 GraphicsBox[{GraphicsComplexBox[CompressedData["
1:eJxsnQeYTcf7xzeiRsm1Olmusvpi73asO9au1dnVrbJ2V0m0IKIlCCFqCJJI
k5CEaJFoIaIL0SXRiS4hsUL0/r/n7P28x8zv7/E8no935txz5jvlnXfmzCmb
NiC5R7aAgIB/SgQEWP+af4r89OnYD1tf9+ocoGB3yX8apL+ZW+l2l7Bt7l1Y
uIz9H8WFKzSe6fv7kpHfLTyn9fVBL3QtJ1zKvl4F4bnW3Q2qKFzWvn5l4a++
rxd+5J2qwpXs36suvPjspcI/fVpDuKj9+7WEj76z48HBDqHG/XiEO9oPFGY8
b7jwyTX9fH8jhO3SHBQp3KXFlj1VhkUJl7YvEC2s/05+hR46BygYPXS7Sxg9
YPSA0UPP7xZGDxg9YPSA0QNGDxg9YPSA0QNGD/1+PMLooT9vuDB6wOgBoweM
HrCuR5ChR5ChR5ChR5ChR5ChR5ChR5ChR5ChR5ChR5ChR5ChR5ChR5ChR5Ch
R5ChR5ChR5ChR5ChR5ChR5ChR5ChR5ChR5ChR5ChR5DoMc7K9kJF0UPnAAWj
h253CaMHjB4weuj53cLoAaMHjB4wesDoAaMHjB4wesDood+PRxg99OcNF0YP
GD1g9IDRA9bbR4jRPkKM9hFitI8Qo32EGO0jxGgfIUb7CDHaR4jRPkKM9hFi
tI8Qo32EGO0jxGgfIUb7CDHaR4jRPkKM9hFitI8Qo32EGO0jxGgfIUb7CDHa
R8j/jFvooXOA3Bd66HaXMHrA6AGjh57fLYweMHrA6AGjB4weMHrA6AGjB4we
+v14DF3CjOcNF0YPGD1g9IDRw/QbstpLpNFfRRr9VaTRX0Ua/VWk0V9FGv1V
pNFfRRr9VaTRX0Ua/VWk0V9FGv1VpNFfRRr9VaTRX0Ua/VWk0V9FGv1VpNFf
RRr9VaTRX0Ua/VWk0V9FGv2V44f1ty8UI3roHKBg9NDtLmH0gNEDRg89v1sY
PWD0gNEDRg8YPWD0gNEDRg8YPfT78Qijh/684cLoAaMHjB4wesD6+BFrjB+x
xvgRa4wfscb4EWuMH7HG+BFrjB+xxvgRa4wfscb4EWuMH7HG+BFrjB+xxvgR
a4wfscb4EWuMH7FGPxVrjB+xxvgRa4wfscb4EWuMH7HG+BEresy3n0OJHjoH
KBg9dLtLGD1g9IDRQ8/vFkYPGD1g9IDRA0YPGD1g9IDRA0YP/X48wuihP2+4
MHrA6AGjB4wesD6exxnjeZwxnscZ43mcMZ7HGeN5nDGexxnjeZwxnscZ43mc
MZ7HGeN5nDGexxnjeZwxnscZ43mcMZ7HGeN5nOgB6+N5nDGexxnjeZwxnscZ
43mcMZ7HiR7v3p7ne5J40UPnAAWjh253CaMHjB4weuj53cLoAaMHjB4wesDo
AaMHjB4wesDood+PRxg99OcNF0YPGD1g9IDRA0aPt+3xvaHooXOAgtFDt7uE
0QNGDxg99PxuYfSA0QNGDxg9YPSA0QNGDxg9YPTQ78cjjB7684YLoweMHjB6
wOgBo8eImBw1F55NFD10DlAweuh2lzB6wOgBo4ee3y2MHjB6wOgBoweMHjB6
wOgBoweMHvr9eITRQ3/ecGH0gNEDRg8YPWD0eNW+UGPRQ+cABaOHbncJoweM
HjB66PndwugBoweMHjB6wOgBoweMHjB6wOih349HGD305w0XRg8YPWD0gNED
Ro+eb/Ze+uK0pqKHzgEKRg/d7hJGDxg9YPTQ87uF0QNGDxg9YPSA0QNGDxg9
YPSA0UO/H48weujPGy6MHjB6wOgBoweMHp3t32kueugcoGD00O0uYfSA0QNG
Dz2/Wxg9YPSA0QNGDxg9YPSA0QNGDxg99PvxCKOH/rzhwugBoweMHjB6wOiR
bCWLaSl66BygYPTQ7S5h9IDRA0YPPb9bGD1g9IDRA0YPGD1g9IDRA0YPGD30
+/EIo4f+vOHC6AGjB4weMHrA6JH1HK1ED50DFIweut0ljB4wesDooed3C6MH
jB4wesDoAaMHjB4wesDoAaOHfj8eYfTQnzdcGD1g9IDRA0YPGD0+t/MliR46
BygYPXS7Sxg9YPSA0UPP7xZGDxg9YPSA0QNGDxg9YPSA0QNGD/1+PMLooT9v
uDB6wOgBoweMHjB6fGz/brLooXOAgtFDt7uE0QNGDxg99PxuYfSA0QNGDxg9
YPSA0QNGDxg9YPTQ78cjjB7684YLoweMHjB6wOgBo8f7dkG1Fj10DlAweuh2
lzB6wOgBo4ee3y2MHjB6wOgBoweMHjB6wOgBoweMHvr9eITRQ3/ecGH0gNED
Rg8YPWD0mGHP19uIHjoHKBg9dLtLGD1g9IDRQ8/vFkYPGD1g9IDRA0YPGD1g
9IDRA0YP/X48wuihP2+4MHrA6AGjB4weMHpMsW6jTFvRQ+cABaOHbncJoweM
HjB66PndwugBoweMHjB6wOgBoweMHjB6wOih349HGD305w0XRg8YPWD0gNED
Ro8Jdvykneihc4CC0UO3u4TRA0YPGD30/G5h9IDRA0YPGD1g9IDRA0YPGD1g
9NDvxyOMHvrzhgujB4weMHrA6AGjx1vW9PC2o4fOAQpGD93uEkYPGD1g9NDz
u4XRA0YPGD1g9IDRA0YPGD1g9IDRQ78fjzB66M8bLoweMHrA6AGjB4web9jx
rPaih84BCkYP3e4SRg8YPWD00PO7hdEDRg8YPWD0gNEDRg8YPWD0gNFDvx+P
MHrozxsujB4wesDoAaMHjB5DX+jqS9lB9NA5QMHoodtdwugBoweMHnp+tzB6
wOgBoweMHjB6wOgBoweMHjB66PfjEUYP/XnDhdEDRg8YPWD0gNFjkH2hjqKH
zgEKRg/d7hJGDxg9YPTQ87uF0QNGDxg9YPSA0QNGDxg9YPSA0UO/H48weujP
Gy6MHjB6wOgBoweMHv2s7mteJ9FD5wAFo4dudwmjB4weMHro+d3C6AGjB4we
MHrA6AGjB4weMHrA6KHfj0cYPfTnDRdGDxg9YPSA0QNGj952vDdF9NA5QMHo
odtdwugBoweMHnp+tzB6wOgBoweMHjB6wOgBoweMHjB66PfjEUYP/XnDhdED
Rg8YPWD0gNEj3U7XWfTQOUDB6KHbXcLoAaMHjB56frcwesDoAaMHjB4wesDo
AaMHjB4weuj34xFGD/15w4XRA0YPGD1g9IDRo6v9O11ED50DFIweut0ljB4w
esDooed3C6MHjB4wesDoAaMHjB4wesDoAaOHfj8eYfTQnzdcGD1g9IDRA0YP
GD06Wj/boquzH07jAAXLfjjN7hJGD1j2w/lZ9sNp+d3Csh/Oz7Ifzs+yH87P
sh/Oz7Ifzs+yH87Psh/Oz7Ifzs+yH067H4+w7IfTnjdcWPbD+Rk9YNkP52fZ
D+dn9Ghjr4d0Ez10DlAweuh2lzB6wOgBo4ee3y2MHjB6wOgBoweMHjB6wOgB
oweMHvr9eITRQ3/ecGH0gNEDRg8YPWD0sO87MFX00DlAweih213C6AGjB4we
en63MHrA6AGjB4weMHrA6AGjB4weMHro9+MRRg/9ecOF0QNGDxg9YPSA9fVB
Rw+dWR9MNdYHHT1g9ID19cFUY33Q0QPW1wdTjfXBVGN90NED1tcHHT1gfX0w
1VgfTDXWBx09YH190NED1tcHU431wVRjfTDVWB909LCf67Gjh84BCkYP3e4S
Rg8YPWD00PO7hdEDRg8YPWD0gNEDRg8YPWD0gNFDvx+PMHrozxsujB4wesDo
AaMHjB5Zz9ld9NA5QMHoodtdwugBoweMHnp+tzB6wOgBoweMHjB6wOgBoweM
HjB66PfjEUYP/XnDhdEDRg8YPWD0gNHDfu7Ljh46BygYPXS7Sxg9YPSA0UPP
7xZGDxg9YPSA0QNGDxg9YPSA0QNGD/1+PMLooT9vuDB6wOgBoweMHjB6ZP1u
mrG/PU30gPX97WmiB4wesL6/Pc3Y354mesD6/vY0Y397mrG/Pc3Y355m7G9P
M/a3pxn729OM/e1pxv72NNED1ve3p4kesL6/Pc3Y355m7G9PM/a3p4kedrn8
7uihc4CC0UO3u4TRA0YPGD30/G5h9IDRA0YPGD1g9IDRA0YPGD1g9NDvxyOM
HvrzhgujB4weMHrA6AGjx0y7oNJFD50DFIweut0ljB4wesDooed3C6MHjB4w
esDoAaMHjB4wesDoAaOHfj8eYfTQnzdcGD1g9IDRA0YPGD2s6OL3Gx09dA5Q
MHrodpcwesDoAaOHnt8tjB4wesDoAaMHjB4wesDoAaMHjB76/XiE0UN/3nBh
9IDRA0YPGD1g9Jhq72/IED10DlAweuh2lzB6wOgBo4ee3y2MHjB6wOgBoweM
HjB6wOgBoweMHvr9eITRQ3/ecGH0gNEDRg8YPWD0yGMtTy1y9NA5QMHoodtd
wugBoweMHnp+tzB6wOgBoweMHjB6wOgBoweMHjB66PfjEUYP/XnDhdEDRg8Y
PWD0gNFjgr3fpIezv0TjAAXL/hLN7hJGD1j2l/hZ9pdo+d3Csr/Ez7K/xM+y
v8TPsr/Ez7K/xM+yv8TPsr/Ez7K/xM+yv0S7H4+w7C/RnjdcWPaX+Bk9YNlf
4mfZX+Jn9Hi+5sKzl2Y7eugcoGD00O0uYfSA0QNGDz2/Wxg9YPSA0QNGDxg9
YPSA0QNGDxg99PvxCKOH/rzhwugBoweMHjB6wOgxxt7/01P00DlAweih213C
6AGjB4ween63MHrA6AGjB4weMHrA6AGjB4weMHro9+MRRg/9ecOF0QNGDxg9
YPSAA579M8bRQ2f/eWRjHD10u0sYPWD0gNFDz+8WRg9YO49sjKMHrJ1HNsbR
A9bOIxvj6AFr55GNcfTQ78cjjB7684YLoweMHrB2HtkYRw/4yVPrD+cDPPbC
WedpFBU75QRnne9QRTjrffZawlnv74YLD7P3F0UJZ9jrxXWE7duM8Qp/Zj9H
feFZtpAN1AsdF56JyB+jhnb8eOB7uRKEBzxs+t3PfzQUTvvs8bX7KxsJt/Uu
D6kxuYlwi3OpfdNSmwknjAtc8kFkC+HPAs+/1iNnK1Xbuu1LYaqcXTytlNXL
l/wnXJj0n16oPXv0DSf9S3b8I0nSw1nVPUL4DXsfXKQw15u1atbKj04lyfWK
2/PFZLkezPVgrgdbqux4ECXM9SePv/rbyp3O9QJtf7u1XA/mejDXg+V67RL+
27fCyV/A9k/aSH6Y/DD5x1aaW/DyZ449t91/txX9Tc5u1992wk+s5+jTXviB
Vf3adRC+ZS331e8ofN1qRtU7Cf/ta6Vji6UI/2k122ydhc9a1T3T4VNWuz3W
RfiIVYzbugr/6qvNOZZ3E7bfR2yeKnzeuv5Wh1OtBhDd3bm+9XvLHO5ktc/y
ac7vWb8/x+E2VvMskC5syzouXW9f9x3ebd3fgAzhRla3ddHh7VbF6NRDOM5X
XEsPOLzZaq4J9KdnvfQfdO1mf8L/6/1Nfslv9jecB6f3RxUNe4jRP3mM9JFG
fxVj5I81+i9lXC/O6M/ipb7uPPRFye43nf5n8+vJHd/flSi8pnj2Obs+byz8
3Y+rjzwe0lR4budeRTzNmgt/+KR4m57lWgonturRuPkbTv/iLbuxd69eTv+g
/is68a1kpz1HbBuw8JNYpz3WnP3LjtWV28j9m/vTzfbE/ugzVr0cG6N2+5Ln
eqZ9sV8XZr8ozH5FmP1yMPu1YPYLwexXgdkvIXr51+ulvvvXi2HWK2HWy2DW
a2DWC2Di1br+TvsiXgcTL4KJV8DMl2Hma1Le/vkCjL8K6/7jWS/tjXYEa+1r
jJM+wPhD+9Lsz/gH9OfUD5Ppr/v6dG0aF6NW+Ir3r3IRwtZVWx2IFp7oe761
I+sKW9XFVVgJW48b/3d94WBfcQ7f3EAdsvq1+lnnWtVd307sth9446oXttTZ
3zJQ7NZjrB3jFrbkmXS8krDdnXlqCr/iq33vJ4QJW/3nkxuRwspXe3rOrS1c
1dddHmhSTzivrzw+eeg8z3O+4jz4a5zwXZ/82b+JF860SnFUQ+ELvnbWt00j
4eO+5/6iahPhAz55Dwc0E/7Zp1Keo82F1/taV+yylsLHfPnXbmklfMjX//++
NEl4v+96mR8mC9vte1xrVcDWOdr+vRwDHH23+36vbP82Ym9mjw8O77YLtK0K
8unSwJfe6j/iOrYVe6I9XrQVPa33v7fFt7PrtceX/gVfBRhfs73kt/qP90p2
kN9f6tP/qxwdhRf4WtPG6w7P99W3Yyc7OfXPV73/25EiPMd3u/lWdBae6but
ip91EX7Xd1tqYlenvvruq9PgbsL1ffrXrpkqvMFXwXd+5XAdX31uU7K78A8+
Pc5NdzjCN0D3z5EmbHVHD0c4bNX/idcdXuLrQIr0TBe25PjypMNf+8qjVlKG
cHlf/d6ww+HPfT/QpG4PYatcj37v8Ce+8sqo1FOYfgFmvIbpL6Q8/f4/jP8v
evj9f8tvSPTxDV/qjbXCha3kFf+IEt7p+3f6pDrCVva7EV7hVr72XGtgfeGG
vvqUkdhAfm+S3X8mCI+2xyenfQ2xxyOnffWxxx+nfXW3+z2nfbW3x5cWwhXt
8cRpT/j7MP46jH8N038uT+94MT7O8W/pr2lP4o8Z7YnxGca/lf7M79/C+LfS
P/r9Wxj/Fsa/hfFvYfxbGP8Wxr+F8W9h/FsY/1au7/dvYfxb+T2/f/ts/2z5
tzD+7bP9v+XfSv/m929h/Fvp3/z+LYx/C+v+7UG/f5sp7QP/VecgYfxV3R5i
tCePkd4Zf/BX9fyxRntTxvWc8Qd/Feb8Jpjzg2DOr9H0nNZUmPM7YM6PgDm/
QPoj279y2gfvb8O8Pwzz/ir1HX810WqG/vHF8k9h/FHS449yPfxRGH8Uxh+F
8Udh/FEYf1T08PujUj/9/iiMP6qXj8P4ozD+KIw/quvrtAf8URnf/P4ojD8K
44/C+KMw/iiMPwrr/uhBrx3WSjPGk2fiT2Z8wnyf3IxXmO+Xm/EL7KSnvmA3
mfrD75vnD5i/j90up1WRtj92cI6Tnv6c54Ptx1kXZftb/4xz7PjLPC9cY6Hl
2Dr9vT5fzvRSvro/f1D8ecrHzI8edrUOjVTt7P4yq32djIwS5vdNe5Ldfzp2
kxmv9tr9foSUD+XNeAhTnpQP6clPeVHeJuOPkh9GL8ZHyhcmPeXD/RAvgulP
eD78VcqX9Nh/tscD5/1Xnpf6AaM/bI9jHcqKf5Xlh9QUJv4Gc38w+fHHyA8T
H4S5Hsz14IV2RSkt/hzXhy9bfsKHzjnr/B7M78FcH84al0qKf8jvwVwf5now
14OzyrOo+JdcH84ap6oJc32Y68PUH5jfg7P0zS7x62A7np9POOs5A4W5P9j2
e8ZWEeb+4Kw4uEeY+4O5P5j5OvHzrPWQe8LcL2z7WcMqCXM/ML8P83uw7Yel
l5f4vO2n9QsW5vrwWst8MlSY68NcH0Y/4v3UD5j6CHM/8B2rWI7UEub3YX4P
pvxYT6D8YMoPRm8YvWH0hnkemPYCc78w4xHM/cLcL+sd1B+Y+g3zezDXhyk/
5kvoCaMnTH2B+X2Y/gXm92Dun/kY5Q1T3jDlDVPeMOUNU94w9Qem/sA8P8z9
w9RX5ou0R5j0MOXNfBJ9YeojzPVhyof5J+UDUz4w5QNTPjDlA1M+MOUDUz4w
5QNTP2DqB0z9gKkfMPUTprxg+lvm2zDzbcqH+TblA1M+MOUD055grg9TXozP
lBdMeZnjN0x5wZQXTHnBlBdMecGUF0x5wdQvmPoFU79g/L8Uez6dLOWJv0p5
wpQf/in1C6a8YMoLprxgygumfPDPKB+Y8oG5X/wvygemfGDKB6Z+EC/h+WCe
D6b8YJ6P+ArPB/N8MM9H/IXng3ke4jGUP0x9gLlf4jXcL8z9Eb/h/mDKA6b+
w9Rf4j3YYe6X+A92mPIlHoR+MP0nTH6Y5yF+xPMQP6K/hdGbeBLjDfEkypN4
EnaY9kJ8if6B+BL3T3yJ+gCTHqY9EH8iPUx6GH2JT5Ee1vwVH1MexK/ID5Me
pryJb2GHqR/Eu2hPMPlh8sPkJz5Gfpj8MPlh8hNPIz9Mfpj8MPNF+jPmZ8zX
0Bs77ZN5sT7/yi/1Cbs+H8sv9Q+7Pj/LL/UZuz5fy2/M94KUfn3ne2nm/A27
fj3n+3DMryhP8/th5vwNuz4/rGjMB53vnzHfov4Rr+R6sH6/Icb9Ot/zYj5F
e9HeW5XvczjzN+z6/NL5/pI5f8PO/jDmS/RP5veVdHthYf37CM78zfxekTl/
w879mN9/Yj5FPYHZ3wazn8ycvxH/5fdgfs/8nhDzK/p383s22Ck3c/5Geq5v
fk+H+ZQ+/3a+54Kdegizv82cv5Ffn48736Mx50PEtyk/fT6X25g/uZQ+vyss
TP2E2Y9nzt/4PeI55vwNO/oy36J+m/M383sb5nzN/L4H8yn0NL8vgZ36A1Of
YeJT5vzN/J4G8yGeB6a89flcbqXbXUqf3xUWprxh6pOe323M/8r9z3zN/J4C
8zHah3meP3b0Zf6Fvub59NhpH/p87brMzygfmPLR53O5lW53KX1+V1iY8oEp
Hz2/25j/lROmvsDUD5j6AVM/YOorTP2EGW/N+RrrP7B5fjjzLcoLprz0+V1u
YfxDk5nfMB6Y8z3zvGvSU74w5QtTvjDlC1O+MOULU74w5QtTvjDlC1M/Yeqj
fj/O/I76r9//dZnPUd4w46HJzM8of5j6ClOeMOUJU556frcw/ZfJzPcoX5jy
hSlfmP7UZOZ/zAdgysO0M99DH+zoA6MPzHhpMtejfsOUr253CeMfmcz8UvY1
+u34RyaTHn1g9IHRB0YPk5m/0v9ih7GjH4x+MP6Uycx3Gf+ww9ip3zB6wtRn
k5kv0x6x48+aTHr6E+wwdvSE0RNGP5OZfzP+YIfN+Tp22DyPjvToCzP/MJn5
PfUZO/XXZDM+YJ6nhp34h8nECxifscNmfEE/f+yexB/QG8ZOPAF/GTtsxiOw
y/zFv34v8xc/037JTzzGZOIX9E/Y6Y9MJj2/D/P7MPUJpv6YTHyE+osdNuMp
2GHzvB/s1C/yM980mXiM5k89E69hvwO/R3rqo8nEc8gP0x+Y8R/9PJqzXtJL
/Mof/6H+YKd/M5n0zE+ww2Z8yTzvBTv9j8nEn6R9+O0wdtqfGb9iPwi/T3rq
o8nEt2gP2KV9+O1cH6a/M+Nl+nkVgZIeJj4m8UAjvsZ+Fdo/dhg7v6efp1D0
f+Jv7Hfh+mY8DjvX088DKCrxNtqnGa9j/wzXg7kerK1nPhO/Y78N14O5nhnP
w05+4nfkh+k/zPgf+3m4Hkx7NeOB7Pehv8AOY+f6MNeHuR77hcgPkx8mP0x+
9heRHyY/TH6Y/HYjH+Pkh8kPk9+0s1+F/gpmP/MJe/xorppY5fRVmMQb7Wnm
onBh9q+ctttvkuR3WemuOP27Ob8xv+9j+uvm9y1Mf9r8XoLpH5vfHzD9YfM8
eNO/Nc+7N/1V83xy0z81z1c3/U3z/GzT3zTP9zb9SfN8Z9OfNM/LNv1F8/xj
0z80zyc2/UPzPGfT/zPP7zX9P/N8Xd2/dP+PP2eeL2v6b+Z5t6Z/Zp5/avpn
5nmxpv9lng9q+l/m+Z16/tz/40+Z51ea/hN26hOM/2Sev2n6S+b5i6a/ZJ6f
iB3/2vR/zPMCTX/LPL/Q9HfwX9DfPI+O9Pgz5vlupv9insdm+i/meXSmf2Ke
T2b6J+Z5YqY/ZJ6nZvoj5vlapj+Cnfprnm9FevpP0/8wz4fS7Y6/Qf0w/RXT
PzDPz8E/wD821/PM8Zvxl/prngfC+E39YvylfsLWe0c1Kznjy992v+Osd1H/
ie/iz8OMP/ns348XzmmPDwmSn3gr+WHSZ7PHA4cf2f17ouQn3kp+mPT37P7c
4f/s/rmx5CfeSn6Y9Nfs53bYbrfFmkp+M14Jk/6i3T86bI/Pmc5+FNqv9v1Q
H5Peev9kaU2Hx1vV5JVUyU97JT9M+m1W9/R1ql6eZ538tFfyw6S33kfbUdJh
W5+23Z31eX97JD9Meuv9pdYzuuv67XHy077ID5Pe7ndzODzcqvcqzVnf97cv
8sOkt96P6jfSYbtfWuPkpz3KecB+Jr2d7LqTf7BVv6qlS37aJ/lh0tvNsqfD
9vA0z8lPeyY/THp7H/Aph+1uqmiG5Kc9y/5sP5Peer9rXpLDdjue6uSnvZMf
Jn1lqx/Y6XAvq30810Pys15Pfpj01vtjP9V1+KLVfoY6+VmvJz9M+nJWv7TC
4e5W+8h08rNeT36Y9F9YAlRymP3qvK98ZuLQR68+0z+xPgWz/gOz3gOzngPz
vgrM+A4zPsOMvzDjJcz4BjM+wYw/MOMJzHgCM17AjA8w8yuY+RLM/AdmPlOi
04S2KZVi1Cz3n1tSR8Q7553795OTnvcN9PfhM72kZ3+C/ryBxvvRgcb5kuUk
fdY46Dber3dLevYbkD5rHK1knBdSSdKz/k/6rPXkmsb5ITXFnnX/OY3zAHKK
Pev3SxjnA5QQe9Z6bAXj/f8KYs/wj+v6eSbVxJ61XhxqnGcSqvTyd/T4/8u7
nHG/VYzydfavsz+B8oJJn7XeHCbp2W9Aepj0o/zzGtKzX4D0MOlftsfr2np/
GuPV+1Mfk97u31vUk/Ssr5MeJr3tVz5Wkp71c9LDpLf94N/jhCfa7SlCHz/2
RAt3tW+wrrB9uUAlbP/MZed+XPa/DcQ/o/7YxTavjNSXXfaEoIZwul1upaS+
ZP1uMakftp/xYnVh3s+Bs/7NKc9j+xU5qgrbv182TDhr4Kwkz5s1fyovz/uN
1RG/5BHm/nj+P20/K1Q4y7+/7KU8svbt1pLyYf8pzPNQXvw+/if+LMz94x9y
ffw93sex3xfa1kLKJ8tfSpL+75PBZ5a2mnjLC8+5ut295vdCYi//pHLepXFl
he+P/zfHm59UFt6Tf01Ai1s1hSf3WDy7VJnnhfMPOPpnuefyCL8ed35TzfrF
haN33usd5iklnG/RDyd6Dy8v3O+fuOV/36ggfL7WqMMxv1UVbjA4z+L1TaoL
p3Qu13t8kVDhKY97Je/41eFqW14o+PbEc/K8h3p9O3TFeZfYxwyt06/N7DLC
HzbICH1YrpJzP3uqVt87soYw/RNM/yTl6e+fYPonmP5Jv15+g4OUfv2Khj1E
5uPMd5gfm/E3xqOs+a5bxpvJdjuoKWzX5w+DZHyx/ZCxJWT8sONmhUOEW/jf
J4Ozfr+I9Kf2POCFasLEB+Gs+8om/ant9wdUEc6aZ1WU/tNut597hG0/+2w5
6S9/sR7n41Bh7p/+Masd1RImHgnzPiH9I+UD8zzMF9l/CXM/zAcpf+Z33D/z
Na7P/IvyvGDPj5z9Ifx+VnykoLTnrHpQSOKplCfvJ9If8n4g98f7ivQ3vA/I
87F/lP5Jf7/vljfO6jd/bOePXzzybrbDKu2l/LHTf2KnfsRav/t1e+nfrfM6
+pXqIPUDO+MHdu4/2iqIGR3k/tdY1TdnRylv7PSf2KlfYVY1fqOjjA/fW9Xp
RkfREzv9NXbKt4Z1X706Sfla53H8dKqTtA/sjG/YqW/Y6Z+xUz5VrHJNTpHy
WWi1z50pUl+w0/9jp/5gp71XsISL7Zw1zzxZ1j4f5PqKzqIXdvTCbs+D/6mg
ythhoy5Z8+TrweozqxzmdpH6jJ3xCTv1paRVfwt1lfoyxz6Apqu0b+yMx9ip
D9iz+qkXVBFrvHzSNet+Py1gn19S77VuUn+xU3+xU59gxkuY8mc9gvInvoG+
2NEXO/UPO/0p8RD8H+Id6Imd+ood/YiHoB/xDvSHqb+kpz8jHoJ/QryD9oSd
9oSd/hI7/g522gPxEtoD8RDqD3bqD3bqH3baG3b0Jp6C3sRLqD/YqT/Yqc8w
7Y/09KfEW+hPiafQX2CnvsPUF+It0p/44ynUH+Ij1E/iK4xPxEtoP8RD8DeJ
b1CfYdoH8RLqG/EP6ivM+gD+AfF4GP/djI+a8U4zfmnGI834ohkvNON/ZjzP
jM+Z8TYzfmbGw8z4lhmvMuNPZjzJjA+Z8R7iN/hjoYcyVs9slin+YOTimGbh
KYFiv9H5grvPBLfwzouLStU94/iXn/Z9tWj+aMefbvb35tgyrpzCR97uN/v7
dSWE6zZ5vH1RhOMfB/62bdOId6sJ36qe8MfXg535NP0b62fMfxl/mA9hZ76L
nfkRdua32JkfMd/kfUX61x62/q3EznoadsYPic/618Ow0/9L/NS//oWd/p77
e/Z8G+v+aB/Ynz3vxrLTPrA/e/6NZSceiP3Z83AsO/E+7NQP7GY8r/aIT3IP
aBQm7N74ZPzRW5HCL2ZLe175/Fv4dsLPY75pXk/4Wnzh0bl9/ir8558/b6jr
8w/tuNiZ6Kx+4aJzHmPN7KO+Vu875zEerVqlztejG0p6u8P70TkftuKCmhdf
6+Oc17h774nhx9s2kvSRtn/lnB9butG5covqO+c5bug/dW1+n39L+uq2v+Oc
L1v875nd/yjmnPe4xlXvbn2f/0t6e/0/tpnEhxjfsFvnXw2r4pxHyPgEMz6R
3h4XP3fsjDcw441WfoWd8wwZL2DGE9LbzWeyY2d8gBlPSB9v1Z+njp3xA2b8
IL1dn4Y4dsYPmPGF9HYc6G/HzvgCM76Q/kervFIdO+0FZrwhfbRVXocdO+0H
Jp5O+lXWDTR17LQnmPg56T1WeW127LQvmHg56b+zHjjSOe+R9kZ/yDyK9Al2
+02Q/Pa4neC0hzr2/CNReJ09/3Dqf6g9P2gsvNyeHzhsx9OTmwp/bfvnDtv9
b4ZTP7+18r/lsD2fPO6w7bfeddjur1s69cn2c/o6bPtt2x22p9vnHbbdtNpO
fbH9rPYO24X1ncN2v7vPYXtfR7BTH2y3Ls5h26/4xOHiVre91uHX7QMvHb0/
sNyiGg7fstrPBIcDrf7/S4dftdrLQ4dnWA9YwqkPdvsY6NQHxjfqw5v19xyo
MSpCb3++8Q179/E1mn9Y1TkPl/ENe/Ku93Y/PVJX7MT/sM+d8KD8qvrOebnE
+2T9ofLStMvFnPNzif9hn7q7y7yXrjk8b9GwWS3+9gi/k3nS9cMHkU58LdT7
bpkGtYW7DJmfd+K/sU7+U2Pj7+1z7u/jUeHjqn8VJ/xbk41vTl8QJtz0i/GX
MreEC69+t+zDu8lRjr9z8XJau/5OeX3z29vDUp86v++u3OzsxpJOeU0pevn2
L0vqCefsu7xLpZ1e4ZhlX68rXt0pn8ftJ2XuXOdwaMv295plc8rj9v3a1R9N
d5h9DHq8zCkf3gfU42dO+fB+nX49p3yePS/OGs+JX8HEq2DiU/gndvxleUth
5tcw82WY+S/Xo7+G6Y9h+luY/hQ21xeJD8O8vwSzv4f2RDwLJp4FE8+CiWfB
taznyuf0X+b4bI6/5vhqjp/m+GiOf+b4Zo5f5vhkjj+UF+X37HmEFj97HqHF
1C/04/0v/FX2M2Invgfzfhj+47PnZ1rXJ74Hsx+S/OxHg9lfBpvfEzbnA8yP
uD7+Avzs+XgWP3s+nsXPno9n8bPn41nMeizMeqz+Pu5jr3xv28/EO1ifJD3x
dtLDpGe9ifkt6YiXw8SDWH9ivxnxevavwcR7WJ/i+ti5Psz1Sc9+L+ZXsP5+
9Fkv8yuY+sX8nfzsl4KJHzCesR+P9UKY/o79iqwPwvR/7H/DDmPn/rHr+9ni
ZP8g8QSY/pT9oeRnPxtMPIjxkf12xCNg9kOwXw47rL/Pe9ZL/AJm/wTPjx3G
zvNjh7Hz/Nhh7KzDYIexs78OO4yd/XPYYezsN+T5WQ+CiS+yP439j8RrYPaL
sN8QO4yd8mP8gNlfQvlhh7FTfthh7JQfdhg75Ycdxk75YYexU37YYey0F+ww
dvarYoex019hh7FTf7HD2Km/2GHs7M/EDmNHD/192LNexg/0wA7r7wtnl/EI
xo4e2GHs3A/nicK8P8D+T+wwdvoL7DB2+mvsMHbqM3YYO/UZO4yd/avYYeyU
p/5+71kv7yNQnvr7xPfETn3jfQSY9xWob9hh7NQ37DB2ypv3FWD9fYezXv39
27PyvgPlhR3GTnvT38cNlPcZKC/sMHbul/cRYN5noL7zPgHM+wqUp/7+6T0v
7xtQn7DD2Llf3g+Aed+A8iZeCfP+gLwf549XwvhjlDf+tJyn5PfH8B+IZ+I/
wPgPxDfp34mn07/D9O+sJ6EX8Xb2v8OsH7FexHhM/J3xGGY8Jn5GfTX3f8Os
fxCvwn/Bjv8C47+Y6fFPSQ+THn8Vfcz94zDrKcS36E+ws78cZr2F9NRP4r+8
vwCzvke8ivT6eeluYdITr7LjIu4Yic/D+Hcw/iHM/jEYfw/Gn2J+Y6+7dXLi
XxvtauHEu1bZ6+VOPMv2g081kfUz830u83tdzFeyW/IdilSP7fqS5MRvLL0a
OvO/q1b5/uSw9f2R26HOfM9e11rosP38Qc58zy6/mQ7b9S63M987Yd3Pmw5b
1a3BTYft73D0duZ/yVYFPO2wXT9bO/Nn/Ffs++z6Ei/xHBg7/ieMv6aVxxqn
vPGvYPbbwuy3hdlvC7PfFma/Lcx+W5j5Hcz8DmZ+BzO/g5nfafHDZ/bbXnz1
m04F3E78bfeqvMde3+vEj9bd69/2zLPxtdIvX/nymXha4uaSlY89Ez9TaXt7
5tvUQOZ77M/Vz+N67GX+BrPeTnqY+aV+ftdjL/0xzPo++WHy6+dDPfYyv4bZ
n0F+mPw8D+OQfl5ZUZmPwtw/6WHmv/r5W0Vlvg/z++SHyc/4w/4w/X3ncnI9
7VyrdVGSHjb3e7K/jOvD+vldVeT6MNcjPcz8Gv+C/XWMFzDr5exXg9k/yn4D
4sWUC/lh7b2pDgUlHsj+AZj9F8zH8U/o32Hm/+yXIZ7IfhmY8W7Us+O0b77A
+AATL2D/BfFI9l/A7Bcgfs14xfiin9cXK/tR2F9HfYXxTxiP8B9gxgvSw/y+
7Bfyx8vZXwKjj24PNM5XC5T4Bvqwvw99YO19d7nfopKf/R2kx5+BZT+QPz6B
f8R+Pcqf/bvsV4HxBxmf9fPR42X/CfsL2V8CU7+Yz1N+sLY/p0+ilB9M+cA8
L8z+FBj/ingOzPhGfSJejH8DU5/ID5Nf2+/kS0/9gvFvYfpr4hsw4yvtm3g1
/Q3M/ib2T7MfCaZ8eR+O8oUpX5jyhSlfmPKFKV+Y8oMpD5j9WjD1C6Z+wdQf
mPkP+3Vg/A32JxG/x/+FGY/Ir52n4stPeyA9/T1MebJ/lfKEKU+Y8oRpn+Z5
1cQbtPL1+Z+0V5j5Cvlh8mt6+NIzX4Cp7+SHya/p50tP/Yep7+SHya/p7UtP
/YeZX5IfJr9WP5YlyX4+mPGB/DD5tfrkS894ATP/Jj9Mfq3++dKzHw+mPjJ/
oL7B1B8YfwamvcK0V5j9efr53ge97IemvsHEq8zzvvX4zAuyf5r9hzDjDflh
8tP+Sc/4A1N/9e/nFJX81GfSU59h6iv7ual/MPUJRm/z/HHiRejPfnD0h9Gb
/DD50Z/06A+jP/vL0Yf94vQnxLPkvBV/vIr6wX50+heY+B/5YfJTn0hP/AOm
fnE/xDvN89P1+Fc22d/O/leY+kR+mPzUL9JTv2DqD/vhqd8w/Zd5PjvxNeoH
++fpz2D6L/LD5Kc+kZ7+DKZ+sd+e+mSe/048j/rFfnzqF0z9Yf898UjzvHj9
vJKDXvbns78Zpr2z357+BkYP83x54oPow/589IHRh/32lL95Hj3xRPRgvz56
wOKP+/fjE7/jejDXo75q+YuFCjOfIr7JfApm/mS+P8DvM56wP5PyN8/D189D
OehlPwN66O8DZP+f8/JZr6Y9sf+B9gTTfxAPxZ/DLudvGefpE29FL9a/6Y9h
9DLP3+f9aPRjvz/6wfinMP0L+/mJ97LfmfgtzP59cz+/vn//npznBhMfor6z
v4L5I8z8BKY+sb+a80tgxldzvz77IZnvsR+b+R7M/M7cf8/+SMYP9m9zPgmM
3uZ+fPZLsl5DeublMP0l+WHyc//6+WnO9wy4X/LD5Gc8Zj8K83OY6xPf5vow
1yM9TPyb+SDxbs5bgaU/M94vMN8nwK7Nz++n6/Pz+87vkx7metR39tcwP4CJ
v7C/mvgLzHzMfH+B/aO0N/ZfE7+H6R/ZvwOzn5T5DOmJ58P4D+SX+Yo/P/dP
eu4f5n7JD5Of8ZH9RNwP6wPcD8zvkx5m/YD7IT33A/P75IfJz/2wn4n7Yf2B
+4H5fdLDrE9wP6TnfmB+n/ww+ZnPsB9Xj8fmV3p8Nb+MR7CePsiwO8z7srqd
92ULSzwP/5r4H0w/gj+Onecxv69AvBD/ANa/LxEp+bHDejzwssQLOQ+K+B7+
EXaYeB/9KXbissTzGM/ZzwoT35P1S7+d9kd8TjvfKcYr4yF2mPgZ7Rk79RGm
fzG/b0B8j/EL5nwuGP8ARg8YPWA9fh0nv48dZv2M9kF8j/6XeB39LXaY+B3t
DTvzFZjzxIgH4g/D6A8zn4Lpz4mf4S9gh4m3Ub+I51HeMOWt2wMk/kd5w5Q3
THnr+V3C+Ft6vLKwMOMpTH2DGX/0/M736ug/sMPEA/G/sLMeTrwP/xnGH4J5
nxCmPImvUZ4w5anbAyQeR3nClCdMeer5XcLa+9+ZzvcTYC3+lel8TwHW4luZ
zvcVYC1+lel8bwHW4lOZzvcXYC3+lOl8jwHW4kuZzvcZYC1+lOl8rwEmHg6z
v5X9zZyHwn5b9CKeiF4weun2AIk/oheMXjC/RzyM8Qc7TPzMfs+haFTW+vuM
JHke4lf0NzD+Fkz/BNO/wKwXwsxHYOo/TP2Hqf8w9R9mHITxN2H8A5jyJ/5G
+cPUR+JV1EeY+ghTH2H8Cub/lDfzZezMR+kfOd+K+Q3r64wHrK/L/NO/vs58
Aia9yay/Mz6w/o4dlvNS/f42/gHr8fi7rMfjn8GkN+2s12OHsbN+jx3Gzno+
dpj+SW8vLmW2J13vADmfgv4D/eg/TCaeh79CPBF/Bab9EF+k/cDUP+J71D+T
iYcxnyYex3wbpr2Qn/ZiMtejfpGf+StMf058j/4cpn3BtC+Tib+hF/E6/FGY
8id+R3mbTPyN8ideR/nD9NfE7+ivTSbeRnuivTLfhak/xOuoPzD9IUx/aDLx
M+oz8TviyzDlTzyP8odpn/QnvM+AnfgaLO8f+39f/F9/fI3+y2Tia3Jej/99
IdaLYMZX4nOMryYTbyP+Sv9HfBam/RBfo/2YTHyM/oz4Gf4uTHyJ/pT2wv5B
2geM3Tw/l/6X+BXxJ+IXMHbz/Fz6Y+on8SfqI4zdPP+f/Ix/pGf8g7Gb5/vT
v1O+xHfk+yt+xk58iPk2/T/tn/2ItHcYu/l9TMYD2gvxFtoHjJ14jfY+6Wxn
vyD+M8x5ZDD+MUz8Usu/x2H0gylPmHib9n7nPIcZL2HKA+b55P00f7wGJl6i
7SdMc/azsd/Cfk/aFZP1vm5SvLFfLL8TjyYO7W+v7F+ifcP0B+xn0vevBYk/
x34q/f2dWuIfwfhP7G9ivoOd+RLM/ZKe+sL9wcRPqB+k19/nCZf6BJOe/VD6
/rgQ6R+5Hv408Q78bfY7cT/YaT8w7Yf0tH/uByYeQ3snPe1N30/kMO2b/Uvo
QXwFJp6CvqSnPyG+QP8H0//p55FdN97Puiznk7Fexf3BxFPwz7geevF7MPEQ
6hvXRy/iB/S3MP0t7YPxRt+PU17261D+PI+uT7zowfWIH/F7MPEO6ru5H4j9
KfSPMP0j76sy/+H9JuZH7FdBL963gtmvS33gevT3/B7M/hjqJ9fHv2A+iP+B
/8z4hx1mfkn5s7+C9sN+AtoP/jblhx1mvwHxO/YX0J7xv2nP+NPEE/BviTfg
j9KeWP+GWf9m/oT/S3/F9WDWo4nn4L9SHvi7rKfBrMfhz5Ke9Wjmf/iv1Hf8
Xeo7THnjz1Le+LOUN/4n/RX5Ydav8Z/wd/l97LI+5LcTX+D38Ddh+lN+n3EI
O8z6Nuuh+L/oib+Knviz7KfgejDXIz7P9WhfXI/2xfWYP5jfX+f9GuYb+Lvy
fQa/PyvxYev/CznfW8eOfwfTv5BevpfgXy+mv8Tf5XqsTzNfYb2Z8sIfprw4
/436y/oz9Rf/GP+A93dgzt/G/2f9mPLh/R3mZ7C2X/Ks8z0wrkd953p6/Ms5
Hw5/jd8jPoIerE8zfyA//T9M/8/1mA9wPfYvcD36V/IzPsKMj1zvjWfH+Wjn
fSWY9kp67pf1cuZDrIfL9/L88w/5foufiVfiv5Ke+Q3rMayX098xH8GfgBk/
8H/ley7+9Wf8G5jxA3+Y/pv5Bf0367f4I6zv4i/CjJ/4z/gD2On/Yfp/830r
Mz7F+i71mfVT/F8Y/wh/nHgF/hj9H/6Idr7hmIbiz/J+Jv7scXv+5TDva9I+
iBdR3814Doy/YMZLzHgH/TPlQ//H85nzdXO+TX/A8zGew/J9Xs+Q24lxMeqH
5Csf3VwfnnVOUq2YrHQDwsU+94NmxTr3jha7fd+losU+9cTy2dsL1xW7XY92
1hH74NKFAkO2eMVu6/CaV+ye0PU7d6+pL3Zb1hn1xV719745n05tIPYV9v6G
BlJfeP+E+gDT3/H+CfWH9VzsvE+i+9shUv94H4T6y3yG+A922g/zA5h2ynjJ
/AJm/kB7hRnPWd8lXsj8AGa9lv5Ov75HWNuvsida+i/8fZj5Bv0NTH7WcxkP
uB/6S5j2Rnruj/mEnBfrX7+lP8efh5lPsP7AfAP/gPVW/HX8ado/8QT6V9o3
THuG8S9h9nvin+BPwvifzJfwF2H8TeoX/huM/0j54w/B+v7Es179e2Vnvfr+
wpIS74PxfxjfsOPvwfK+lb9/QX/8GeY/sOxf8PsvlD/+B/0pjL/CfjbGB/wN
9IXRV/cvznrN73Xp3yc96GX8p30R/2J+BLM/g/1S1E/stB+Y+k96/GfOR+B8
HL5fyPohTPlR/yg/xhfKx2TqJ7/H/kF+D/+Q34NpP3r8t9b/fM8OO+0R/eX7
qH5/Fza/Z4ed8mE8Qh/qC4z/S/3GLv2P3y79j58ZP/G3S/r3e+Ivw/jH6E/9
gyk/7X2V5g6b36/DTn9P/aV9UR9h/GP8I+yMJ9Rn6j/piZfwvj39O/4djH/I
/EX3B7OJv0h56N9jyy7xb/k+oN/O/mT2V4o+fjv+K4x/Snr5vqDfv4SJdzM/
ws58kf2Q6MP6JvEL/FPmP8QrmI/j38D4N7QPcz0fxo6e2GHaG/qQHn1ID2NH
X+ww16O/Ij3zK9LD2OnPsMP2OYdznfPQ8GeI/1LfiIfiT+AP017N7x0Q36N/
Ih5F+eK/Mh/CfyVegP+Kf8vz469y//jHMNeDmR8xn2J+Q/3G36X+MP9gviLr
eX7Gf2a/JfNR1vH1/WuZXv08sfwyX5VzSvz1kfg6/TXxdfwD/E3GM/QhP3by
Y6e94L8RT0A/5tu6P3jZy/u49A/6eVqPJN5L+8dOvAk77Z34K3owX+L39fOt
Lnt5H5Lf18+veiR2fh87v6/nd4md58fOeI6d/gI78RTsxFOwM/4Rr6U+6u8X
XjfOm7rsZTzn+fTzpB6JnefDzvPp+V1i5/mw83zYeT7sPB92ng874w922of+
+26x0z6wEw/CTnvGTnwGO+0bO/UHO/UHO/E07Mx/9fu7bpwn5d8ft8zZT6Wf
F/XIa8avsWv745Y5+0uwa/vjfHbiJfhr9Df4Z/gH2OlvsOPPYmd8x048Ezvx
TOzUT+zUT+z4X9jpH7HjL8GUp35+1GUv8XnKEzvliZ36RPye+kT8g/qEnfqE
nfJkfkV56t+DKSzzJ+o74w33x/yH+yM+Qn7iv+Q3318iXsf8lPGF+QvxL8Y/
M/7F+SaMr7yvgD+HHX8RO/EH9ksxXrPfHjv7pbCb560SX2A9OWv/b5hx/m+Y
8b2/KEn/0J6/Rkl6WP/eXh39vJxidSQ9rH8f0Cvpf7X9+XqSHta/11dfP18n
ur5+PnK08/0387yhLP+xgaSHiRf1mNNp16SlYRIvamnHG8PE3vTUhob/dYgS
u63711Fir+Muu71Tjjpit+tZshPPKpvxdv1t39cTu13eT+qJPfuhwWeK1HTi
WfZ43daJZz0aEly6SQ4nnvWa7d82kPbE+wHUX+I/1HfiN/SnxFfoH4iH4E+Z
+7th/EtzvylMf8x+S5j1Ovor7ftMvv5T21/ma/+sl3G/+nrXZdmPxfOzf4n7
08cXpz/DznwN/9N8f5Hrweb3iJhPwsxn6U/Z/wSb7yOSn+eDGW9Y/5H9/f75
Ocz8Fb2xy/f8DDbfF2T+AeNva/vv9zjv7+E/Ux4w98v6Acz8jvqkfQ/Hp7e2
X8nH+OPUF5jyg+n/Nf+8bNj/fJ8Gf10/39iZHzGf0v3xEPGnzf0ljJv0z+Z+
EvYPMD6wf4D+mf6L8Q6mvjN/Yp5A/4W/AVNe+NvMF9ifgP8A4z9wP6wn4p/j
T8GUP/464xf+MOM5TP3BPyb+gn9MucHoib9M/IT2yngPozf+HXrR3kQ/f7xH
vjfojy/Sf9FeYNo/6xu0D+382eYOU39YL6S9EL8hPgETj2A9jPgf/RHpYdLj
P5CeeCv1hf6K/pr6BxNPZ78G9ZH+GSYegv74g+hPf4kd/ws7/hf+KPFt+nfW
r6i/+GfUX90/c0t8m/ZAfID5APFt+kviBfin+vmbl8W/o74Sr6S+0p9Tnuyn
5XrEF7ke9UniWX4794Od+QP1jf6Q9TX8TeoX/Tf1j/6VeB39J/E3yt/cDwrT
XvBH6R9ZH6V/ZD8m7YX5C+0JZnxnvxP9J/4A8SXTP6D/0OJTPuZ6vA9FevZz
kh7GTv+CHeZ6rN+QnvUb0sPYiU9hh7ke+6VIz35S0pvfu6U/ww5zPeYPpGc/
AOlh7MwvsMNcj/qhld+e7nr57XHsjNfYYa5H/SI94znpYeyM59hhrkd9JD3j
Pelh7Izv2GGuR/9IeuK7pIex039iN9dfaB+kZz8v6WHs+BvYYa7H/I307E8g
PYyd+R12mOvRXknPfmLSw9jxf7DDXI/2Tnr2I5Mexo7/hB3mesxHpf77909I
/fczduar8j0KP3M95q+kZz806WHszG+xw1yP94NIz35q+f6bn/EHGL9g1l/x
DxivGG8Zz2DWYxlfGb+4H8Y3mPVZ1k8Zz1g/ZryCWT+j/2c+gT9Hepj07Bcj
PfFpxh8Y/4Z4Nf4N6zmsR8H4z8x/zP1TpIfN99tIT/mRHiY95Ul6yoP9VTD9
K+tL9Jf4o+yfguk/Wc+gP8QfZb0Kpj9j/kX/hH/Mei9M/0K8h/6C+QTpYdLL
93v96Zk/8D4ETHsm3mN+Tyavf1zXvvf1TPzHztcuWtiM95yzx6+6+nnHz8R3
bDdjuRO/MeM5WeXtxGvM+M1v9vM78RnmN5Qf94v/BuO/Mf/K8neLyv3jX+nf
Jykk6x/4N1yP/QYw+7WIn7D+qX8PJUCY+THrJ9RHygN/EcZfNPfj8/zEb2H8
QeZ7tFf8cZj9Jqz30j/B9Gf8HnYYO/MR+iuY/o3fwx+H6c/of/DHYfabUN+J
t8L439Rv5new+X0h0x81/UnTHzT9OdMfM/0p0x8y/RnTHzH9CdMfMMdzczw2
x1NzPGQ8k/fv/PuhaP9m/ID9T6yXm/EC4hWsL5rxAcqX8cOMB1De9G/m/J/y
pn815/vsf6E/ZX7P+Mj98fzcH+M3THs14zHED5g/w4y3/B71m/cR4Pft67WW
9Snil7R34pXMv8zvxZvfhze/925+n5396KyXET/k+c3zbomrUP5mf8h+QPYr
mf0f+Zn/kZ/+jv2B7A8x+zf29zHemv0Z9Y/xnvpH+bSz4x+t5T60+ICvPPG3
6J/pj8iPf8V6Iv0R5Y0/RTyJ/ojyJz5AvIz+CD2IB7OeSX+EPvp5cuFSf7g/
+/yHca3FX6K/5n5h7ldfz8ou5cF4o+8PfOSlfKjf1A/qN+2D9gRzP4wX+G/m
7zMeoD+/x/WZ78P8vhVPaRoXk7V+UzGnsKV/sZ9LCFv9TOc6FYStehMyu5qw
dbnRr4cKW+W27APn+gV95X2ub6JwLt/9FGnQWNj63kOTEk2Fb/qeYtS/zYSv
+ORe8XMLYWu8uNm8lbD1/Yf8MUnCVr9VqUKysNUO6r/YWtjqz1IetFZBvgJs
4GPrfab+l9rY/bjHx9b8YsTBtmK39n9uWNBe8lvrIaff6yBcz1f8997oKGz1
J4G9OwmH+4q/eusUYas/SazXWbiqr550r9JF2FrPGFm4q7DbV57vP3XYWn9Y
/nc3Yes81YuvpGrlO/Csw1a//aRtd+HnfNV56h6HrX6hRP00YWu9cMEah615
Rlj1dGGru988z2FrPt+8WIbwvz79Tkx12KqOvbL1cPT0VdtbQx225rNvZTps
Rx3Te6rgm+/H3S5eTvbn/LZk0Z2+8TVlP8/DPU8/ODgwXDj/kOBVro+ihGnv
OUpuWtwsR0GVuj/OldnW2c/zr3trxrk/y8j+HPqXHWtjWhaf7VYVy377y6fF
aoj953ebzh4a6uzn+aft2r6Jy0rJeoR7ecPPpz0KE2b/wI/XRh8YV6OWanOx
wFunl1aTfpT+YF5UfMTXb4aoCaV3fD47zdnX/U/t0e2uJedW+nn/hVWxuXsv
LjzmUaO2/d1y1soqYj82bukHJ1s654fNWX9//tiGzvcnKZcxfTvHt4uIkf6q
cpt9d1JqR0n8uGqtWRklDkSJP7zjvUd/FqhbW5Ua9d3SwSWc/eLEg3/JM+Kd
luW80v/We2f3oaO7YtWm0ZUqTQ529oNvPbq0wduHzsr3Aok3p6R6Cvd+ub48
X8TtXZ/kzVtf9r/MnL37x48+V+r1pUPLV8yI/J/94jmWZ6S2OxOngl9tsLLx
3QjxRz66+v2iiMIVxD/i+SZEz33n06IJMt7sPBo+sNHoeLWg3P0tc7o652NR
XpOLtC19e0+izG82PM7XY/vJhvL8fV1/lN78aUN5/gLPt4tfn9xQddm7LeSL
gs5+depj0JXh4dOyN1L7/yhX/ofGzvfz0H1Ih7yHG7ZtIr/ftsjx1xY+bCb3
O2VIwosrhjST+vXRnLffORTTTMpj+pLDj1debapWHh4y+9xA5/uiXO/KsLaf
PBeUpN4eWqbEkl8LyfpCxolJOXI3dc4jQo+Rc3aVnzwkSfT4r8jg9r3eSZLy
+LR8vQExHyVJebzbf1K7O4uTpDx2Vnh5/YyfkmQ8ffObYRfv7EuS+tW43tbs
Bc8kyXpIidM5R31wKknut9Sk22OzH2mtZv67v2yfiNxK/15ablUpsmzlXhFt
pD6t3tC30nvt28j979hU9YerI9rI/bdu8N6aTz9vI/fT4nDk5SoJbeV+Tg5o
UPb119qqCl+9eSLSXV3GX+5n5MPk/IU3tHPeX1/4cN3GYu2k/KvO+XDS7fbt
pH1d+67D9rdLtpf7vXemya7RzdqrMu6g4LS4Ysb47VEpkzKf3GzcXu53xY5S
RX76r72Ud/xn4xedquX4W1/MT/yycXQHVTihS799rZz3VXm+1lM+e7+ez//i
fdcF7one3892UA+iCwTu7+K8P1pzYvYvpyzOIfM/6tvzD5dXblysk+jzYZE/
Uqbs66gSk26vmVooStLzfAtynAqeuL6T6PHxyIs9H+RKUe1f/2jnyhNFZf5I
eXkSkqp0zJ6i5g8K8fzY0DmvmOe/1j/HpgLfp8j61dqLNRatnO34e+dTmz3Z
eaGz+rd+h6Vbdj2W/efVP33z9q6LlWS98YfF0fc+7OB87xZ9NqcMfaNfald1
Ked3t/4Kccn+cvqLljOXJe57o6vq/uC7k6OSnPczj31Rr+C/bzjfy+V5d66+
NPn32G4q/nTIg58/KCbrl+g1ZMTondNSnP388T16v7Ohbjd53hHb1p4NKpeq
urkvbE1o57yPKfv50hesT9iaquodLjJ1xGdlJf7mHlZ4y/Otnfcl0Xt+yuPx
4fNTVcKwI9fqnM2U838pv7B3RpUeXK676jwo59r+58vLfJvynnOi0O6Nvus9
iRm8YMlzoWKf9rh4yeeyO/utWI9ruWVH79+HO+93rgm5/He997qr/H9VaRR6
IFjm71/0znP8boNIYdpfuReH1x1aOE29HO65tqeAR+b3iRuqLw68VUXm8zHr
652rl1Fc5vMfvP8ktt+Lzv4uynP9kdPDu2xLVyOHZT9+YmVJme//lvdmxIUl
1YSbjHu769HEMOFHC/puuTzpJYkHrJznKdU3sbow7fFe6x6/t16aoUKjfhn1
1uXSEh+IylO2U683ykh84L8lqZcmLysj8YGPO3ubTw8upy702+S5HvGCSszV
KPRi+3CVb/X6t7yvvaTenZB6fk5pt4qMPVdkSdNgtSc5ZVZMbA01q8eDoM9W
VFDJfVKPro8JV6Oetg7fv66Cylf8WEL/ai+p2amhndyLq6vOFR7Mvlywuqp2
Oj72js8/n+zK89WYDOv7SMHFGhTzqBlXX19fe1Bu1fvK2tH9ckSq/oNc8Znl
qqq2m3ouONDGNw7++v5719uGqTLNhhYecSJCBdaf8NVR3/jQ4LnRuy6+EqFq
7f343+9ulVfN3lrz1+8z66rKVbMV+zHKo+626/R72+N11dahOV6Ze6GUern1
6Fl1Y5SKKVB6zXgVqn48MmR8qc5KdcwZHXHu+jXvh3ljz6QlxKlOhccuunLh
sbdL8d/yDi8Qp+68+1Wb6UG1VNdscyb88qi++uSrzzv07e3rf7r0OP9S0zh1
/Mj+i51jq6uRJ+sNO/hXAxVVeeX0dZ0qqL9X/TDqxScJ6si0K/+UyF1RHTz0
/KymixPU95sDZ5bqEaE+f/FCjtsPEtTiB+fuvZXtmjfqr3X5PvwxUb1fL2z6
G7OfeHuua1/q5leJ6vihhMO3suVSRWNbT3prSqJKCdnRMPObAuqrRtUyjvVL
VJ+eyP11nYZhamz1J20/GttYvZ7nw8GbkmqphPnb726Y1FRVzHn6Sv8yoerd
kPvTfg5uqj77d+2O+Q+ueEdcTDtU+fnmauGywqNmzHns3fHw0sjovM3VrkZ/
za1aMJca0uD+z60KNleb651uV6XZiyr26ZJXaxZprh7t3r/0zoZCqkWUp9k7
RZurHPNf+nbQgWJqzYGiBZ4Ubq7a1yx179PjpdR/Ey5+WcXVXG3NeaF3t5Nl
VGaOzRen5mquesR+FLL2Sln1y41Rw2c9aKbm/1d1wrTXrPWigbneq9JSDXrw
X3COY4+8N2/Mu1ekbpJKr//vnIMqlzoya0vO1i2T1PlSu1dsfMGlZpXO3WFq
WpLq0/X2qMa++nSmS8OT+br7xuuJg+7FF62lxt9I33a8YrJ6480CLbZVClVF
in0/+WJostof9an7SrhHfVi73os5Y5LV+OD+AVvqhKnKHcvlHFk7Wb2WreTq
Jr763CciI8+MsGT1cPO0lttKPfHGrYys+/GLbdR7Aat3dW1aTv0yIue9G0Xb
qgUx+z0ttl/zBoe+2+7eX+1U7JFL7U82C1V/PPz2g11/t1OnK8Qv/G1kIVXk
bOlqvZa0V98FhqyoXqGcigvJWfqH7zuoroWT2wx+tbKq//T7Anm+76jChz3e
MaFEddWzRcWic/t0UuVm7cy2McGt7jysnXxtYGe1+qOHVRc2r6DKd9+RVKt9
F/Vt2tphPZOiVf7iM1vvrNhVfZpU5cE71cLVLwfDmn6SrZta+PrK/id948Pz
I/+88ji6m5o8P3J3cMMI1Xz1ijK5X09VV3el72zsqy9bGp4+3/FRqqowc17z
lKhI1ezrhxOW7euuBu6ZErE9srg60K/Chk1r0lWNkp9NyagfpnKOeX1WQHCG
aj3Vc6DC2y+pPXNWDg3/JkM1K5mnQavq1dWlElUqn5iZodocb/bt2CVlVNka
vx1Y7ptPNas0ZNG8YjHqZOKN9GKB97y76has0cnHh37eEhzyY2HlejG92M9F
Y9SNlZsfF/+xrCrS4fddp4vEqDrd71XMKFFFnd0aumRe4Rg1olMHz4zYWsrV
oumBHIVi1NW4+6nb/g1Tn38+e2RAwRiVvca1eoO+jFJ7X308aFyBGPXSqoEF
Dnaoo9ZO7vvfyLwxalSvJZ3cLq+aHDMz+tdcMWreqjvu0xn11Yy4RZ3Tno9R
wYVWlM7foIFqvG3/1V63o1VmoS+797odr3qXT53X6Fa0Cssc8+2A8AQ143yX
d05nRqsnHV9LPflzQ3Xlh2Pvh1yNVq8F3XyuTolE1W/d5sBFF6NVt/g3fsr9
fiPVanvKgorno1XRReN/GvlcY/Vlcr9/zx6IUHuXXU/9PkeyGvVJpaprzkar
bFs2Tvtpcpr6JWLYrGhf+txHIsdHLUhT61vEvbnnz2jVOSTq5ZzPp6t3Y9xX
jv0VrWp/2b5/3RLpKqFf+WKH/4lWjxv/u/voiHRV9OLPN6b67mdm8dbLlkxN
Vy9kFLx0899o9ePsQm97/0tXOzpMDOx/PVptebrw0PCADLXlzsHE+jd9v7e3
ZkDjl316ln/pj+k+Ltn8XpG5r2WoXL/2//agrzymfpnnyaMzGco9t2bl5+5E
qwk3Tm4reCVDlX3l0brv7kar1ncvB6a166HemDfqyF4fF/c0vXegSw+1L+Zk
3qv3otWZI31zvbm3h7r53P3UBz5+sH5wu8O/9VADakw5NOl+tDr++/5iSXE9
1eFWtUPf9fH9zdnOl2nUU62tFBe+yFdf8IOnzN4wfX4+X32YP27bvL8j1YJz
mSMfvxCjRpfcX+jk8Npqf9G+JbPniVFN7rjm1H2+nrp87Vrg4pwx6r30JV/e
3qrUwaijjc749H5uVO15GWPi1C9BtadWvBGtPLvKdB31XEP1xb1XPhpzOVqt
3jqpXr5TiaphrvQWUy468f1p/Xuo81ec+P7dHO5Wza89873KV7NfuXTDie/3
HFFm5qZbTnz/+luv5rtyx4nvr76yP6jfPSe+vzX71KDW9534fr/33mv1+X0n
vo9/9c6lj+5UKJasXG3eDVKNne+bjn035tH4+jXV81sjc/496T9vmS8u59oR
XlPdvNnh+F+Hs6u7G+IS373jVoOKNp7Q/JFbrT34SbnjLUqraVNCWy+qWkXN
CPf8tvvbEHX6gFr2QnoVVfBQ5+PTKoarHV/mnFvzUiWVd/ONt149UUJla9Lx
1rtHa6qwoKHz2/wRptr0H9Ku4Mu11Mb+HWvHHgnz1ePjE8ttrqVyLg/6pWqu
QHVsZ5MnBf4MU+v6nCpdLKmQylPor6JjOoapQm9/efyz4Gqq+ieDXs47Iky9
PvfXAyuq3fMe+27FuYT9UWrDhPOLlxa+761za3DBzzZGqVXtyw9Qeauo4N/X
Ht2XJ0rVGt5pZvvWwerBwsDOH3apozwzap+fuSNY7Zq+PSYos7aKmtr4jwHz
PWpJ/nvJRZbVVi8OHFS+jStKJVWL6bGoeh0V9/FbYa8eDPL96y3Q7oZXrfkk
Y0dKvrJq+ahSPY4tr6fqvDX59R+3hKqK806e/O9UPfW4WMm2JU9Fqis5NpQ/
+Uc9NfaNtJy790SqL84cvnjggFctf2Vf8CcX8qrTvYLOxn5cXyVVeC5z/r2C
qsKI8ZNbJNRX05+8uGjE3UD17ZC6dS6G1FdX33hvdcdVtdQN793pAZH1VeOE
8Fq5XwtRA7pt2xz4cgM1rOWsX0+Vr6RuVquwIqpPgnpra7HcJ+tVUZc6Pv62
y/l4Vf+FcQcm/hKhzmys8enao/Hqo68zJv33RkG15/Wuvx3tlKjeSaw8fPjt
IuqNRe9NyVYjUe3blPrf7LEl1fhGrfr9fbehCgmJDBlVs7SaWOGVXhnbG6rq
C4tszhZSRm27fGTIF6saqohWRxZOOedW/SMPFYyY3FDVeOXszV0XwtTsiq8c
e7KzkVpYv+iND+6EqWLZb6QtXdZIuR7mb3NqT6gKP/dXvYcbmqhb5SNWdXxa
Qe3NUX/+myeb+cbxp+siQyqpj5ZOqjx3fTNVx3vj5uJeVVTV0G/3vjyjmZpa
4eOOngHVVOSe2s817tJMfffFgFJtV1VT0Y3mrfq1TTNV+tXFBT6I8dXPnE1X
zCvfTB2q9XTn9tgj3nJlum89XS5J7Xg9T93oTbe8459sPd8oLEmlTR0w8vwf
UerFcSm/pV1opbZveOQueMKtarQ6dWLw8iS1aEPp47l2lFVNYz691P6HJHXj
1VIH/ilQXuUaF3994tYklXzjveovLy2vfn+6L8esnUkqfsTLt67GBat6kavL
1j2cpF7beeXfoFnB6ljRfB9/czRJbbvZ/8lPQyqpf0+eztnzryTVPnbi3uYj
KqnUva12TfBx9bNVSuxOq6IaJe7sduBOkro1q9TSIc2qqTvugDen+8aDzBuj
IzZHhSjVffzp2YWSVWoNdTwluKbq/+bsTtPdyeriG7nyN/D5zfkvz/uzzcMk
ldju976pnqPeqbtWTvrpbGv1kXpt/ugOhdSPjV5JHziwjSpZNqD6/pNFVNDl
HsN2v9NG1R1Vpcu+c0XVq+On5Tgxo42aMXZ96NCeJZX3/JJrzb9vo+aWvdR1
zJ9B6kjbk+l7f2ujpuxPHZNyJFilZvz+aH+Ptqr92Hx3RqVVUn1yNt4XPKWt
OlRqSmiPCZXU7JnejqPebasG7tq7srmnipqfu8bAPOvaqsGB6tZ3RWuodR9n
37S9YTsV1WjK2NYzaqp1nw/91jWsner1xtHji5bUVJ8XWeCaP7KdKv7Z3w8H
flpL7fl79PyHK9uphNGz4ys+n1NldvyozF9126tPH4x62Dkln6p8bF2nqxnt
Va/st5ePW51PZZaKn1S+V3s16sb9apOWFVSLVasDB2f60hfu3OPubx7V9esX
JvYZ2l6daXzuUsKIUmp8vswrC8t0UC/2bNn5pVGl1Zz7W1u0atlBfTur5vTg
b0ur0QsetGyc3EH9OHFLpfSrblV9ZP74pxM6qMzC1eOK1whWjYPO9lhWoaMa
X2nKuQ+nBqu4gCalXg7rqDpPvPaZyltJNRh96lKrQR3VopuPPiwaf9jb8LPB
wa8830nVm/TzimWzL3jfezt3/IPCndQvR3b93v6dO97Mcpeufd2ok1rQ/cLe
WSnVVM6q3XIvi+ukmt4u9Ffy0/zqZrGF4wZe83HVN2fE5w9U2facL7e8Sopa
8PCLcffvlVT13u/zuNKVFNV087BXF54MUjsXnA0pUKOziuzUrOe5y7XU8AV5
Vuy7kaJWjepfvNDBKNU4z6aceat0VrnPfJm4pmR59bn7gyedC3RRCyt7VnfO
E60ud3quxAdnO6viHbzH4rae9EYcbD/Es7OL+i1p3J9Xep7zDj42Y1Hgr13U
2y+88k6L6Gh1sFBKjVfndVEzJua5cnVSDuX+ITAl5cuuanbxNS9PGFxF/b7/
g+DVu7uqJeVf7XrpZph6of2T+s1/6Ko2tah0f+6tQLX6w2H7y0/rpqa/m29S
1PUS6rXj/+V4rm6qGts8MOSLRSXV60WipsU1TlWlJwaufVogQu364Vynyz57
RLfFdZtsq6kKXOx67qX1qeqka+/aXkcj1KHb60/8V7276lf119OhFyJ887SC
MwPrdVc1ek3++s/O973f5z4/vd/C7mr4C5l3h5aKVIm/xV5o9nF3danOhQ/7
7A9VbQZU7fJyUJrKP2fT16eOhKqSxz96mhScpvrN/ST+64QqKl/+rp0XBKSr
IgVWdL870Need6YdeykwXS3vv+LLQt971Pt7bhzeUd7nj+Xpuizb5kj1zXMX
rgypmK6CXm/1TczeoqrPhscLzgxPV/NXnVx16R+PypjXdPvJUelqdONNFxsf
jlTxA58b0XNIujrXrEHT2ycj1Zd5V/cYMD1dvVln8bDllaqppcG3/v7mfLp6
acr9mt918/WPpfd8vez5DLXy8919t5cJU81af9Sr4B++9P1uzXrzZqTaemft
nsn30lUZ14HQEz5O6DzgRJ0H6Wpv4djyC1qVUgOmPDzUr0OGmlnwhZk1L1ZT
Cz8JOP5KSoZKu73r4uOcUarm0O35qvfKUP2n12vVrWiUSvl4ecK+wz5/cGqR
a2/3La1e3Jhv44o2PVTljX887ju6tDr+/f6BfXz+38aAV4vn/yZM7fpp8KYb
Q3qoT8NKtw4uF6WqVI/PVaBhD3Xh+8kB+6uUUaUHzf5w36YeqtnVW3cKlA1R
/+xI/yDH6h7qnWOVOr8SEaLqtY9evPFSD3VqUOWY+BVhaneu2QcHrfX5j7+s
jRv8Q5iKmrPi8IyLPdTYbp79bapGqaZ/TStz9YceauKD8n8smlVGHeld95+B
VXqqaQ2GJ77cJEQdm77zvbNhPdXGlfV2F20ZorL3vpr5dtueasLvPzzutyFM
PXy35JkcPnvTE39kO7QxTDVMbnF7T7ueKl/JaeEXa0SpvMu3n+hTrae68Pqf
J6p/HKHaP/mg5luuZNkfuOLw/lXrniapN8fdHxQd7Hw/pk/31KcPk8vKehD7
NbK/0rzJ2FxBauivbYf3Twv/n/OH+r+ycuiphhXUsI8vxpz4wS1xNNb7S33w
075/Z1RWiQe+vR4ytIbYiRd5M29envt8dbXAvaRqZEBpOW+I9xF6heYc/VFm
DVXwpZR23YqFyHoS+2+2Lr66eU3+qs77Ul8FbG50uabEu77o1TD2rQ211IBq
0wPOniwu57de7XA1Z/eB//u9msqePB+sOhmqbrUoGDF6YHVJL99H2ht2/tt5
HjXwzz6dolc637PZ0XFeoav9oozzYrOr6DPnjy/4MlLioV3L9zvY/71wtfDy
7PnvNywo+7eIL++JVYFV54er5WG5/ju8varYZX9kz6gLP7WNlPNVZoTdWfpj
jwh1eOimzJrjne/hEH8cm5y70ubG0ap/zREJhfLe9bK/rPTwpZXH+ub7sHyP
0rVh26HiMSqsgnfqtD0e2U/B/pj4bvfe+jw0RuKZ/0fWewdiGX/940b23nuP
7M19o9zHFm657b1XhVSySShUUpQoIynJzhYiMyRJZqEiEhlZFdX3+jzP4/L7
Pc+fr/t9Xdf93u9zzvuc18ElZ+1syx2BekMyxSEBMdS/bH6zdvbb0v/Nj8Pr
MPVbleIo2m92t3pMrnIfgVMMQ/xG4Uro+/v+GC1GHvJpZ7Rghb/bjnRDDf3e
vr8ME4ZH6y3mKDpfWuerKe95AqjE2JZIywqi/msoX3adswReESBifYX27hNF
tHw/Xmb7cFnhBVJteMwpNVlZ+7/z63zEKWhOf1xwOeATOHRs1k+nSRvEr5T6
3HvBgPoL7tuLLcpqmF0btEHoBKfnX2Re7JfnHCq52psuj97f7fs3+dxIHRay
0UHvF5y6s8xIWHVA0uOST03qQX6dQ7jE5esn/2++nMS6rggZCT04/+hii06L
LOqPt7/+idYoXa+Y6aHjUXFYP3JbwgC1N/O/oBbyTtcH0v6dn5ccJVD/iH39
zqKj5V/frD46nzf8p8csvA/y0VBObbuVaB3knwmeyHyGYzIE2hvXSP0qudF4
rf35ezyMRuCOxzGYbmPubvmojMZn7c836W9W8Vbzx9D+aVXCvGd8fpBfZlg8
aDGazARqBPx+pG4povyx+/PTb6aMpPbzQX6UJ6KpMnd6DvKh4ORFMtYKTGEr
PfafTqAUGu/FzD2hJn/9IB4T9W8XnyZTbDRH19crMx/hZDkCen9d+eiBSb45
AZ2fJu9WLacLD+KVupg9DnetEgAaCm4tZx5G9eP99d+pQkf+Edmf9+/T9jQO
XxdiOIivd6OdPiHHdxDffk3liX7rpiVkUPBfj8zkQuPZ9/dXKnry2/+6rND/
p2TmHJgttIaNQ5d6iV4eRuPX9+drW+qK7mKuDYQYZHnY9cuj/j5Vd+ibC3mU
4KSLngpe8SA+KltTbuNnrC1w3E/9edaCDvVHF2vXiR+pVkIxytdfrqL3+6wd
hKb5Hr+9xI/6BxVH3v7d2a8C1zXlDHyR8v3x4jGrDN6xs4deF0Xjd5/FUH8q
l+zjCjYbkpCrVfGg/Jc9yIpQ0r/4pgqOH6XBwuAgvip62+O9urwDFDXF4e/r
r+L2/a3yIgt891alUP+rQ+6nCz8yygFzlgvnl48OED/Vfe/PqBq8ofuSuWjo
AN0jolsYISbUH2vOf0EgzUkeFu4EH25Wc0T7+9DWqvU2vROwy15IOEPPi/pn
rTD0itu3CMGRdP9b4W1OcPt9FCUxtRL8G26f7u9wgmraru0XixiUrwqNN7IL
D2ordQLzLxupA1eEUX95qd5q6ojnYqCeFSsWXuMMGfdt8+LplSH4ZsXtKxXO
qF3qRv2muN99Z5AcVji8QXoYFuzedfLSuUA/9vfGYK4yev+3f37mfwhqPPvI
BdE35YvIOGmQ85WPM3zFBVw+44/dcJFE48c8Xwrc1GqShrByseUjd13hkAxl
2s9bbFBD+vbm9kdXoK5XOsI5JgsJSlaqL7TcoGqQzrCnQQVkpldeHv/gCpcf
8lqXfVJB7wP3/fsKz32Ed9xusCZgo+B3BYvGo8mRPq73jhGAAZe0QvUnbrBx
XfYOEak8eh+4vz/0NvNpsVW5wXHv6gD7BUF4T0R+WvSDG7zx/J2qWHeQr0YB
TK4FlIzhum6pOFobuaP9JV3KqF4v6w6/e133sn60o/yuSvOXuBR5ROA0/aKG
O/L8BRrSd7jnChAVJumxrnOQbyGHc2/1nIU73Bksv0v7iQwuxHmEsNF7AKw+
qycXF4NukSfs4y3ukHlz8Ap3ND1sl/srq0Z7QMi7asNXyPjIvVBLPXvUA2Zd
uG7iPx6GRr5fiR4XPaBqsqcjSo0FhJ46uB/a9oCch0+rqq+zofa+ffmFulxY
W9bfExmfs55MfUpo+f5+apUBxcVIeWDOVEJd70F+nTaMzE3qhYN8OqwzsYPf
Vrng79fvZ1KpvdDzlWO70eST1EF+hItbA7Rhgl6gs1nvWJXDByxrMu66xN6Q
ovBHKG7lIN/Ovjz4N0Cge87fGwLTCMmqZQf5dLyHpGoNtA/y6aiuFz9feHaQ
T8dN5/p2EOEgn44H86TdudaDfDr78/d41Qf1l2oW6HwiuUn0rlbcAl7eeoCP
zMPC4b0/Hg/u4+Ea+aMu45tYuMGyLnhFygzOQlXo02vKcOiEb/ALrAX8lBj8
/L1JGbrOEaUeQ/AKbceUVJ4KtJvN1b+TsYBg+TuiKtUqEHi+KLRJ2gJqPjc8
W01Wg4BPjxr7hgmQGrB6sukWFl7bvJnpoXCDVc3mGxlXsaD98u7fV00HfG0l
NU5kBf4EVF6UumRtMidqBbW5pQ4MT4XR/OD75/V915JDZ+Ws0f7HzxM3Dvyy
hst09BFGIpu4fX7Gff95SqfndhoktnCfjaT2WKAiyt+4L1/xi7K/vMxti84f
1qsin6lHbKFsl7RBuk35//jXyxGKnvFt2ALJmgMlfkr4//jXf8HTY8Vm7CA2
lXuSkK2C7u/746F+20DjzmU7WJwR+9mN6AX/2/++mtF1c3fWHv6UVMe2z6mi
+/3++uL+3CB1xsQe7a/DN5cLP2U4gPb3ccU9Ktn/46/v4XFTwaED2c/Dc+lp
Xqih+/3++aym7mxld84Bbf+x0yInTyQ4gttj68NP5+XQ/X5/f7nWcaaQ3NgR
xJaCXjyyO8hPQ66QernISxDdv/f1J8lw//yd4gP+QYZqWx+8lhMk319g+kGs
iJ4PzS7dfxyKFNH30fijnvgJ6TwnYIn+bmF1QfT/8BEm7pVgHaid4UZuRMTZ
I0ro+UCafHjLqE0JfX5//Xs2iK2pxTmj56NQ7qBV4B9niH295ejIN4fb9xfe
nz9SM5+0+OQO4odPfyrO2Jlzhpeb+WWJBuKof/G+/pDsnLP8UO6APzOwvZhj
isoFWvcmnverKsP///uUUB0Ye/t1nwswFBOl8u5RoOfLPp9eIMkQTzypK2B7
zo2l10mh/iX78qZ6Nqk2KbKennGqZ4hTsaLnxf54Siv4XBH664rKU9spvqVB
a65QWctdK712wEfhkjVKGk8vi55H+/Nnl3MrJkbBDazSHrqsI/N5//n9895S
4qzIlwA3yL1isZM/xX3Av/h6hkryMx96Pu3vfyOG/SuLGQf8n2cTmQW5A5Hz
62IIBTmrHPq+4KUE/zvWgmh8GRpPsttI9mbNDYa4E/21k1Thf/OD/lk2HP5p
8R++uTnd4X5hNN5sf33OqTmH1Nm6Q9IHOXrGcgW0fF//YTy95vzC8oBv8bJh
36n61+7wIWXAsPDGb9x+PNr5d/m2x4tIUH+V/fX4LWi+aH3PHZQ146dJZkXR
+LV9/225uyFZo4MH/OQEp/QAojp32Ho0kJ1udpC/aH9+fA3RG5eX8wC56zrz
K3kUKP/jcvU2EYcqLeoPg+ajx0+NkXl6QIBmXGtykTj6PJEh7aMTQYfR5/fn
q19ZnEmY20G+Imp1h6vjkh6Ap1v0eOF2kA9pX97t7FozkM32AE4PgZynaoxo
vN3pt0PbbIeZ0fu4/f39R6fAl5uTHjDJx1sWflgCfV5AQiC8XE/pf/FVsoLW
XiaHp4AnDN3e4TRYYUH5Fvb3R5J++nUOrgN+c2errKTuFE+IW7QoeX/uIP8R
8UPt68fucaH84/vr8fIqY7VzmBcEMq8Uv3E9yHe0jhPhljnGh8br7a+X/F5/
v+JVLygzdJWMTzzIb/TYkFF/jEUFcr3OxpSqWMCZBJJ+YklVCJxINVYRtIC6
7z2XRBRVYW1Z7A+xgAXQkRrFHf1PvqOPuc9nI49B9z9WtlcTWDii02mYt3sM
fs74iZ3vx0IK4w/hKDkTCA1LMoutx6L62NsH8ewrrViIvxrJ50lkCpULNebL
xViwKovUwDPh4eqZlrqySixs8J++G/XOFL5UsCaV5mPR9cQqeVSmMRML7KQJ
yhn8bqDHJ5cujsgDcqsi8tNHEfmQVujW8yIsUOTax1sGuwH2caNg6kMsxIxK
q1W6IOtb6ncdfS32gP/0soCJdgUWwj9XfDPIdYMouE6S+RQL2PKYLP4SN7BL
aH7c2YjUrzgrCPPZDcZdP4ysN2ChuGSz8sQUsr8ULnLvtiHyraMfUyuXO9w6
kyLY2YMFISdq+Qf2yPqSxzTmvcLCB4PxCfor7kCoxTAeHcYCt2fHlN07d3is
PZuXNIqFVLoEM/FddxAS82Ud/IAFnnXCaRUzD1Cbo1H/OY2FC92h1xb8PSCM
ev7frW0seLEqd+U80QO7xgfnfZH27cczvc4/ce12xgG/UNX7NtFXJQf8MwlY
geYrLQf8M/t8VfTkd7uGydxBhp9xopBDHTiXwt/dt/6Oc3jXIhyI4BBchLiD
EzNI4yluf2VXh/R5lmmSREEY6rspx4LghwGXkt/PHIajjaJki6zq4M65qFOP
Rc5Znfjf6cj7Nc0Vf8bpyIG8lJ5XFcGb2odyExu4YLLAWyAJeb+Zfy2FXhXZ
Z+LL2ZLZ1KE4/LvtKCIXKV58RKGEfI/c72cE/pwinFAcFfrmrgJ6o1VDQifY
4d+HN+dTPOXgjuzpqC/SIvAjG8MU7c4Bwhk8zEkuipDTFdZv8J4DTO48ut/M
pQhN0bdqL/PJgOJlij0iB0WIGpBnPBqAAR8zjjNSFQrg2bjAMo6042l6tLHh
PSzcScs/8bhVBMzrrmnsNB+BFCum3Xfb3LB08VfKrDVA/69Ph/89k4cXk/8G
LhrqwHw/uelwgTSYscmOvBDQA9NEzthHSHu1Jl76lCr/wGFzwy75ITici5nL
+AgLcGq6Tk8j7e+XiE/12xSEnB3KMjIEy+mdiVA6JgHPytsUxpH2Z4TaHfXP
locsby+HHOT92uhxwWZ7YigrOrqWgWCq/ATNOONDoKDRF5qIYKs8ySt+ndQg
eo076gaC6192KNa8oQDde61ueARzC150J3LggF7fr8ZH/jMem8S1uElO+Mn8
MIELwYdDLIu2uHih/vq9k7II/igXLKudwQ0E+8+ylUj9wgsWbLyJRUAvcf14
OoKrP4uTsfSKQMSklZcTgnU/fvnMcEoMevuYQqMQ/I2lpTf7vig8O/T3dDsy
vmF/6G9dtpQC+1rWb3cQzPl2NShFXBrkXmonmCA4galpPrxfBtpaXo2HIzjj
FcuJ1E1paAkxm4tB+uPYjVbSvCEFuMU0uaGL4O+rz8RGdRShX3hV9iOLOvCe
OeOkwqEEqTZG3QJIeT77GaPAAkWQMdBcLULa86z485VS1hHcQqJg0WMEp+l2
C+vpzuNmBe58ikGw39zAkdtEjPD9b6f6OQR/vh08ShrFBENkdzMpEVyZu7F2
v4QfSo2/Dawj7SuiFMrV4RKEl0/5inQRXHVYrlzsiTjMHjuNE0SwuTZlPFnI
Ybj7z3hAGmkPbzTbR+nfsuD5ChfxC6mfPpsPi+c7OdB1f9Sdh3z/v/f5P7hU
sadUVgjet9d/IuL8+IxdHbW/J63oDL9BvrdvbzcI+BZ8g1UdtV+PfIoJike/
Rwejyr1mTCjmg/MXfMGcXR2N/whb6Z7UZFNH7fP7/r3ncrQr2hQsoD+raZDy
lAq8kelculZKBxEyFnYlJkLQYtwdtfyCD6KnNJhomuQgljImJ+ooP4yf8Yxr
/YKcPzFnRp+lyoFkWj/TiTAMcOT/iaLxlgU2wQAt9U5WiFDzWMqqVIJdJvZU
9jxleJ9cftgXkTN1mjtcGjKVYXZjvPj1OWW4xBg0P2dPAnHROOeKDTUIUsyL
d/Qhgal6593X62pQ7uc3zVMkAWylIqYv0jFAzyX9hv+BOJzkc6h5SaMBNxeq
iAZKlIB9MIxV8LwGxFhaMxIShcHFQm04tewoiKpFUekUccIZxY0JwXsArCxP
n8s+VoOKWn/H6S8AS4XsDS331KDocVVujKQ28F4l9/MdKMGxbQzwMobqwGkz
xU+g8xEn+RMjcMhVByJ6rCxNf8lBok0ik/1THSg6TPGsp0sKulxHQ/6e0oMa
LlH/zQfCgFEgqQ8zMgA+LxbvbXUR0DwnzpsnbwBjaQ6F5OdUQEXFXTt3wxBe
PRs/MnpXCUg8ruGMRY1htWpHq6NUCfzuqibosBqDe+pltrPbckBz0ZVlYMoE
6JhIjXud5SH/dErtyT4T1D7SaQV1z8J1gDXz0lZFGiNYJCSTP/ciwMXefs1x
HDNsHpOnEEP02XRlrjdDzqzwbQm/YnOeAMkKnAl3TIjhwzSjiR2nFTQpJ1kx
95GC8MNfOH9hK/jKHqQSFEwJglkyQaBqBY9sDA8xnhIGabLftVFc1rB8//iz
WGFRSLyoaj6mZQ1PSFSZflwTgQfhgh7cStbwdUl5x3VCChZG/z5/8cUaljrX
3IWcpKG2PocncNMaiPtdSugiZYDDWQ+/wGoD2ce1InHbazjiS+xvfJZtYHhR
HBKT/+Lqzm19OcRqCz/c3+ITsn7h7IYoLiWR2cKtrujeu8i5sFapcdp2zQaO
M1075yGgBC27cwJ1SrZwUvrWH+9frEAqXX2Wts0WiOnkvp6VYwfyC3RSWkO2
0Lct1PHuKCeMGv6j2VyxhXJ29dnIeGX47LBIUtRhC+tm0UREMioQKLNEwclh
B/E6VttzbCowLkKnO01jB3cZ6Osqo4QhhGEnarvFDkK0fsikU4iCRObgvPOO
HdxPkOhKLxAB6gYO6qqvdlDwRD+Vzl0VpGbNwsXH7ECR+IQXSbwE6BOZvLWs
sYcZy2deJcpS8JzrtX8SuQPcO4Ubfu6rBik26u4rbfYg1yxVPJZGDBguNWGa
GAfYmjna2DdJCjL9TYWH0hzg9SyrcdMQBdi43sTp1zqA0MyvdKImGUjWsSIu
SHUA3cVQBwtNOZD/F/SgdMkBkvw9bk9gMBCul2k79t4BBl+LX6xUx0CDpleh
0YwDzLb8pedhYoOeyU5vAV9HONrb0Eanxg6msh1PnS44wvuiHNNUak4w4aPr
/FLoCOL/VLOTzRTg3OGfctk3HUE/mDL/6RUMxNDrqHtEOUJ4/A71ip0g6NIr
vW8/7wTPl3P7PygJgzdbcp3RpBP4NPzFjUYpglEz/ePntk6IfLhz/m6QKJSH
HDuS4+oM19jvfCO5oQQ8BTlVxmrOwHX8XsgLy02c4alG1nZWF7hhTPHI4d4m
bkagbvMcuwsEnsbwl/X+w1EHn2kddnABmpBQRppGcXjF85PE+aczuBvMjZ8G
RP4nUbvVf8IFNF/9Y8ZcUgYJTVGiN/IuYEOp0F6/Tgmj85Z+xEMu8N1Arv+r
ASNwkJSUWhxxhW/Hh2vvZ0uBWRkbFZ+CK8wFlj0NcFCBS3fUZwUMXOHsFZnb
f6Kw8EAntGwY0Y+vfIn8cv8TK3Q6urwx6HOF5ZO3hnrEOeEJ1ZFACl43kA9T
UZ9/LQMymc9ePTrkBjmHyvjWx1Sgr3to9gmVG6x8jJk15uWDmx9v3Dse5gYc
eFmbOLwg1Kl/dtF64QYO5jIyzsNyUEdDkno10g2Yd7tkzJxVwe7XaBw21Q3C
iqNGRciFYXeZ4CDF5A6qMdd/6lgqgOzimFkyIj9+qNJMWC1QBaHBzZ29OTfg
z9XLjbujCg4qqfdPjbhBPOvjK+uJq7jcm3xev0Pcwe9c/uQfMVEQDxXOm7/o
DicsY+tyhRUhO5av1fKqOxSeNVWoAkVoTI9X/vDAHbBKUpoERM5h3I680jnh
Dkwpfl593Ig++Jm10QLRT9MFKhpEYhUhAO459I+6A2cQ9/oRvBocJeqNC/7l
Dgn1/r+GHdXAqdgydYrTA/QbwpLkdakB72TUHq/nAR/Kad387A9DTcXCd35b
RL8cMP59U1wJJN9oPCEK9YClBqrABmUleCDRVdJ1yQO0ODJecYarQd0NYyp9
Rw9YqN7iITFgAuLvW98IDR7QYaA3OlohAdTMFRePvvSAmyM6nvjTSpBJPL33
tt8DuiK6L52mZ4PsxwNW4Wqe8DLdiqtOTAqMT9lmYl094fjkgHC+O6IPSmQ5
WUQi+uHaU6LFAE64LCfgebrNEyxINZwu90lBpG+Hd2WFJ3xs+l1x2lQZeCuo
shK0vKAQnz3KiOiD/ldxQUIBXnDtlDFG5xov7BRmWYcXe8Fg/xHsVxsZRA6I
3D5c7wWiyYkdMgkyUN7GE+v9yQs6w1MLFc8qg/1W6y+WAi/QkEtP0yjgg2Dm
JRpDUm8wf5WdUFAnA29Uuz5JcXgDufqE5RcaVZRvdfixdaT0GhYUbE9sOjHq
AxslNcXAPBZkT7Sl+S4awGxTYRe8x4LFeRMBng4jIHAzGg8j+tHVi9/WynKM
UX0kjvhc+QqbKeT7FvBNdGBR+4ZS19eaiNdY1L5w9NQ9jcAxLKrfi1ixHN1B
9KV9fZzC/3fwsS9YVP+mIHbuu/YNi+rXLdxPBD+uYFH9+v5panPHH1hUn9ae
lkxh3MKi+nInr9cJuh0smr/LY5c00fEnFnT+i5/BG5ZOJ7MQ/8JC23/Fs/sA
LrZM1jsZCwsDn6vVHrrCk7S9PS0rDHq/f3dmrOmbOQZME/j4k16ogPj9PK0K
ZQx6n3/Vvk30niwGjHLmI84herIdVwAFrRQGEqWJxWaQ/2Foo7rMRoNB79sF
Vy5NXqHEwAUXPcHAIU34aWhMwWGI/R9eRHOofWw256CGhRLjTL2vhuZwmlbD
WFAGwZScb085mgO13gfXhzRY1P4YXzDgm8mEhVPEPleBxBnMJ5VFp4SQ9lD9
2mEDZzAV1nLWAixqD2y5EVD3wwQLePOEj8fJkP3v7YMHZSexqD3wfvmmFEkg
Ftwve0a3I/vji5CWqmwKDNrfJoqmj6KoMOAY6jP6J9QLPH+HzAkzYKCHpM3K
KNcL9rCXw2k5MOh4eEVelV/lQtq/afRwfdMLTF/S89TyYmDwIv2/RjpvuLRS
SnpSGIOO18l8j+3LYhj4IzuqXHfaG5JJHwpXimMgyIlg0hvjDTeD78XMSWLQ
8Rx5olJVIYMBxoWAv5FfvcHQ+1ElEzIerWLR2qHr3hAX98DkLoL3x7vGknHm
mTwGfNvZK3xdfSDOcanvJYKDZmwu9Xv7wKV8/D0SenVgoJGm8TJShqEjbyLv
0qpDH3Yh3eC3Gtya+q1Fg2Apj3PYyU01cI7r9h2nVgcLNktZ/zoNqP4a8a+E
EtGf+NsuGudrQIufA10Vgp8KJQaxhGgB2+7yyvVDiP72cPliM14LYjnWHrKR
qwPedKDjO682dESQ5ab9w8J2gIgu53/4Wo5pXl4iUYffGEs+U2JduGl+qfAK
Mq/CjzdFWA7rwGrLX1/GbWT+3PMJNerRg9kPPhJ0G1jQl9maob2tD3vLbz+K
ryLrz9+n4eMFZH0v1550RtZT6QeDkROPDSAUr9A2gqy3Y0Y97xVOGUJud9M2
NbIfsBir/hW3MYLZZGG96TksZAx8Dv2QbARU2aU1NR+x4GKXQk/QPgY6/TLX
5kewwLnwS1jOxhiOlUR/+juMBb8P+JqcSGPAbtlPN7Yi77/bcww7ZApUL1gf
zbYd5Bspoiq4pfgCCwLhYxfnedzB/5CFEnMnsl6r7tg+V3UHDM09k44BLNQZ
wRWeO+7wcLCnEAaxYHLhvKluoTsYetXHHh3Hwqez6pmuTB5wl2usuAvBZsML
1YkcHuBZRfv+/cwB/6CO+djSY6T+mcnPriUle0BhhSEd3ewB3+DSCdnBn18O
+AXXflXyJyH9kaTU0BC05wHORne7Cr4e8Ale6tUnZ1464A9MlIc7wQg2lRRN
6z7tCSAqLGn4/YAvsOTcro3B6gE/YMDLDN8kBGf4hHyLnvWEr3WvrJnXD/gA
5Zsl08t+HPD/HX+KDRtHsIE4nX2KrReE1FDLcm8e8P1pXsX8st864Peb5pRs
DEZwx6/5p9/7veCE46WrgdsHfH5H3tJr2u8c8Pd5aDLt+iGYsPytIAu8ISgh
SZzn5wFf32x3P6b25wE/HxdBIrEFwUHr14JTar3hukqZuMSvAz4+2mD5yOBf
B/x75qaFCaEINmI4/LZbygci3vGn3v11wLcXVKpj/hZpv2hAwmn6aX3IjEnS
OIG0l4J7qtmzXh+chCqrg5Dza8tvIKlB3ACkFr9+nUP6jz6W1A/vYAC24iPm
sYvI+/00AS/LDAEjZAQzCA4Z04wMyzQET5J53aAFLHRVnRP+Q2sEwYa5Y6II
jmQuAScxIxB3MDuFReaL/sloteNRx2BuJru5ahILYtRzb3QXj4FR2xt1nh4s
9D8rVlmKNoH5H5f5OruwwH/v3ZW+LBNQu2orOduLhYkTJaPzAe7wko1VbaQP
eR8eNfuEuYOcQzOzyjss3H1vHj047Q5XOCvb+5H1o8/Y//zzD3cYEB0r2fuA
nK8kMeV+5h4wy0qksI6clwKh78+m+HvA8rXs6jlkvuJfHrm/3u0BRZub5xsQ
XEyUQ7XS7gEjx02EJZD523bm1kTJDCL/pBK1uCH4RqX7139zHvBuw/fCaaQ/
vixhxP5oeYLuz/EdbgQn+h7pokfkHVa9sUYzZD9oYj5/dcHCE+ZWdMefIFjp
5PLUdydkPs+2cREh+4dg2w+WzDpPUH1EKpb5n3io1y+rM554wvPAt5czkHKy
otmYxG5PaA1uriFCxmeJfvBN4DtP8CMVCahGxrfC/OrpQVkv+Fi9MWCI4PI/
I3yRfF5gNhryng0ZbzOj8KKLGl4Qe1/+ZCyCTWOEf1w38QLFGwl1ech8F3w7
ql720AvGyle0jiD4wfvQnuqbXkCnkf56CsFxfNdsX5cj6yWip/MoMv+VT3fn
2LZ7gVFm8MwIMv+DzwgzqPN4w7pfoXY8grszCFEa5Mj8zZWS2EVwmndNv6+I
N0R4TsQZIevhJN59cRDrDbLjHec8kPluYt56K+ymNxBdjhwWR3Cvyc0W6khv
OOpIQRmK4DbmscVjmd6QFSygVopgP+pnVH/KvaHZ5CPeDJnvewLI9kDhAy+m
qx/IItjm2p1koTVv6DrRbGOLYO57JlRn6XzAeXnwYxCCFRlOZH0W9QH3yWya
/8QDscjflxaK9oEGw3CXe/+JD1rewUQj55eal3pOBLM65CjH0pULqEJa4B1B
JgSXLn0RZ+hThVTBGUEfBK9GdaeWm6jCWlrtXVtGdZjKaKmgReS83iH13SEG
deDLWw8Kj1EHB9OUHW2k/CWeTXYFGYeT92pFntGpg6WjKN+JsCPwJNrHixnB
0z6WF8pUjoKR1MLQQwSHaJLpUGcdgc/6TCXXkfMxcLA92p0ZYJVf/W0zlTqc
SyqjjgoBEE6ZLYlEyp/ckY75xg8g/sTcrwk5D2/v/Fq89lUb5m5LdtSQqYOo
Uob3jKUOXI4Jii5Dym98CSBLXtOG6sRaZn7kfJTtEEuoe64LXOS83O+I1GE+
272pU0kPUqtImbmQcjFzkVrsC10oNHpY9YxFHTazJDYdHiqBq7zk1B3kvL8f
IlcSrKsM2PLktAUmdchL5ruvY6wG3HeqygqR/lheYGAvWFEHr5jthK/I+c+U
q8Cjf/MosEirNGci7ZEifsewlgnQ4FUWlY3U91GHgha1nw50fB1rTUO+n3ch
es8GrwzjjT4000j/+7qWTUqFqYAlE9H76wgOrC8RNt1QgWAHy/oRpL+5L3hJ
6vAh+27Me44ABJ8k8qXrfIiFgudmPnbI9+Zdvh2vadME8fRt38H/9D+VLb+H
7RHoWZOwtqJRB35RVydtDxzEDt9+mo/071+/RrISMoBCcn+JKgoEb9pn98Ui
/Ssh5NOL9OePpz8DT3/UhhIe/I4FqTrcSQ44LnhcF2JqqAVEkP6TF/Ixk2jW
hTJr2cwBFnX0XjypZOz8HpM6yvfy9rW9VzODOurPunX+TtgfWnXUn7RRNP5F
MZU66u/5YFkjo4hMHfXPnLzIwPoWGb99f8t7ITeG+dww8G3Lf+1ejRJcSnv+
r9cOAwL8meqmHcqwmev5/SQOA7eKzhQ3jarBd8tmwbtHEXmdu012hA4Djx0J
2eM8GKCKGFFpAA14HLVeM+6PnIcf7F20bI+D/1aH5IQtFnDmTNxEn47Ddf8/
KYcR+fsclnqsJtMZLmU3Ktc7Y+EOq7rpzEkXcBl2+hzshwVnU4FU1qcu0Boe
Qmr4Tw34jEVk8rBeQHGyQMaeGQNCl1pUXtR5QYE3nuS4IAbGciVjMpS8YcK5
N7UAkV8Dcrh9bUq9If7y8Z4aOQyc7JdUk0bWt45SVO78VeR84Qkri/YzA3Wv
5xw1Ywf80+G7SU+HWg/4o0lTyBJkBg74n/G/89udxg74m/f5MyVGnemjz3qA
3F1v6R9CGHR8aIOUXNvpsDCNL2FYzjQHJ01VcQ32/fsoc0ibt4qKReT36pTb
fibpBJQP/R3pzle5iwQ45SUUsCOJRf0fPDSW56bisSif+dv86JDvf9Sg9d6N
unAFL4hciLlx868aGh9ZLdPpXcV4wGcc3FM3Hst/wEd8y/65h5rEAZ9wKg21
72/ZAz5gfSHf2Vn5Az7flGSPwXPHhFH7/C32YoYOfWGY4+C+imMgAtP3K0f0
e4RQe/0Zb6WeuMdCoEsuWUmrzQkv7szGPdZXQe33b5JzmeRABVgY71zVjxWB
z/KUO5sFsqg9/8LtUO75PFloZ0zxph+RBKpGZRVZLhW0nEt02fgNowpYWI5o
/luSAsnZhvBcUhXw/5TnLZgig96ncwY0bzOYq6L+BSUVBs6T7VjInRnkEWNW
RvVNLcsO4w5iZaD3jJH5z7zd93ewfe0n+bQBh/qT5JiH5diK6KD+AtFPLq8u
zGij/9dE+o0lOV0b9b/4rT1z+5+9LjxPAbsJBTXUn1leZWgnk18NPPwKcIHZ
umAkrPD+3B9VkCF7g8nlPeCLWxeZtnDp1Ufv+z+bugSn2Oqj7TGwlMS8ajdE
63erXPnVwzJDtH705q/TTG4ZovX7UZDOJBtieJDfOPa8510LQ9TfJF1ZI7dd
whD1l2ur0FIr3jGAz3+bf+/8UkH9n19/3XULQPbVjO5ci+RDhqj/RV80T/sN
ExPUH+F+ZesD8RpjtL5aZI+sQ4jwaH0JIg50M5R4tL6f2nzJohjwaH31g/X6
qFnxaH0vHrcQP8KOR+tbL/3hTyUbHq1vtmWx0jYTHh0/ZvkEhQvUeNT/5Hkp
b2buX1PUnyRx7Yl61HdTtL8DErNEKEZN0f62ar8+9qnOFPVfuJrQfEX/uina
nrww78ABMQLantGmmQ9BmAN/ONP6OzjhYwS0PQ5bvRPTDgT0ewpssUeWdwio
P9zsWw+lxxQW6Pw5lXiO2pndAvXfqv0w8SRfxALt75jcEdF3chZof7e+uc66
p2aB+kvxPsF8StSwQOu75hN10+6LJVpfloSWN4WHrND+q7TRvH+nygrtv5sJ
YUw/J6zQ/rvac+GdEKk1Wn/G0VPkV19Yo9/3/P1Yp2jYBq3f1gQmLaXLBh0/
F/8gW5tsW7R+pXxkr7DRtuj3Q49nV7y7bYf2/3u+qmO4S/ZofQtDhbPJCA5o
fzWQSwz64B3Q75OrCvNKKDii9Z973l9Oqe2EjvfgX4p7MQIH/N00o24KA4PI
efPBio//z0G+5BtXd20UJZD9xEhWrPePC7jZ9XVH8qui/hgRjCfLxTGqENqk
65Dj7QYrCpvOD6fkUf8K8ZOxBdo8CiBxpjx9+70bxHx6UKwhpoba77SsUjgM
VJFzNebRk5Bed7ClEFKsp+ZA7XMiNSmXXt7ngFm6lrjmbE/YsViybl05yG98
g4rM+fWGEtAz+iclX/MEHc38ihxyZZgUizLLLvOEv+f769lllVH7Xj6tkd13
NWX4HjW1dIrOC8SWh9VelfKg9qfV5NZB8g0eiGUmnV2N9QJv41Rns7/SaHk9
cRn7HwEZYEzJbG5O8gLa04ns01oCqL1ovWe3vdNWAAzpWPbq5ryBcmTkYamv
AAxmJhnkbnhD6M3277r5Aqi9SFHjxh3WEgG4fHqeOsPdB26P2/pd5FBH7YPG
Px5WEbGpo/tzsWJL+zIiD+3b+wopmlzlEHltP/5l6+fAl0JE/tmPL7nq+vie
7CF1dL9ljtRUKdrAwqiAY4NZsD7Qy35Ib1nCgn16P68ZIPvjAnkj9WcsnH13
04yY+hgcftcV0oOc/0Ivp80d94zBkd728/AbLKTuXr2b1W6M8qNjxv/IlncS
YJnZTFl5QQ3N33F/Z+pDY5carC3ZxJ1tIcAVydg2KkS/NRx59rqf4A7fyD5r
Xu9E9EcCGdOAhjuQMOWx9gxhgbi5tSS+3R34GPgYbiD/18thb/+i1h0aayJY
lhF9Wf1is9GGsgcQxWxfS0ew3A/YHZT3AIIRbYsNUv+vEjsG74s8wJOC4brY
Vyz0DMz5kgl5AjV9ZtX6MhbOl94Tasr0BEwsPfkkou8n7o7aUDN6wcZ6gck2
0j//Csgb/1z2gsOJDo/tEH1N48TPMzl/vCCjtPcJPaJvtY/YZK+e84aUqhFa
YUQ/Egq+nflz0Rs08OyqWQgeaZI2bHL1gWUPx3pmRL8LbvokoZWiBylKjUnc
iPzpkyB8M+K0HnAdDSEXR/CI2gMlRgRzV9ynePXhgD/6Qu9XcO8+4I82I2Wc
se074I8+KjbR8evdAX/02IZ6+drUAX+0xPJevq+9MDCmP36bXHkfN3Dyqq2R
iTDUNV07QmG4i7t68fpc0BF5VJ4hGTKbztSVB+xNryXQ/IKbTExMNFaUB81Q
Lb9xWgowjFBwEA9SQZ93NTQWnT2jAm1GE2ccv7Xh+rqcWPyQ8jOE41U693Zx
BOo8FfwpFRA4cU7qGDMdlIj1ZZEh5WfnY/d42f7h3K7/rE3LxKDfM5V0jjx9
FwOCR8NwhPFpXKbJuaeyCE61C6b607SFe68T/34Ged7tENsPuVoq6Ouy+1GS
hYEaTq/q0hASyHGMeHb+rxAsj+i1vnFnAp1jNvGOK0KQUK2obDXPDH33M0lJ
9+RQ+Ww2oFzmDqs81Gh6aWQyMgMVRcrHEEZ5IDUfJlHqZYZPcQ8mR17LgW+q
t+OV3zwg/5f/d9KyHExirfdIjnHChZPUj3JuYdDvaX1dHlm4gwE+gu9KQwQj
cEZ5CkdnYOBO7t2pdmtWSK6S8/idhoHSY/bvhT7xgK9AMYX4bQzQtpEdHy3h
gAneE+7VliowKJD99v51fviZ3vVJ0FgFhsPl/YLihcAMaz1x5xoGlR+FZN7m
+t7EwI/+CYXnr/nBr+3l6rHrGOBsePag+bkQdGQHmjsmIfKvJ53q+9ticM2h
cbMEeX9J71tW9bowfAX6KYUfsrCoaqQ1b34Y2hviC9vFVaD5aNzS3anDwI8t
sjCKxaDy5s13lsVrlzHQ4YzLGgsWhzLBmx+5L2LgbwsTTUSIJHCePONzJgwD
EaLiLuAuC1+7pR8rIu/b4+KyytYk4YUtT3L3pDLqn6KX4hcR2aoMQtT2p4aG
FYG15MbttduUwDZ7+6rPP1WgJfZcx/nTwHT8039Cl1XR8y08YYgLh7w3lvRl
aOgEC1wiHSinPq4Mave4ValO9OCmeN7exP9H7+7sr6FSGsatfPa0YtrCouen
p+Zc4qWXGFD7cDnrRPhf3O5pzxuHPTHAXf7RlQiUYW+3idMnWQ2yui5X6yDn
h2zHD58jiN6wLx95sff909TVBPkrN0682RMD0qtbw6cbNMClX+vnqXA+mKwR
33x+CNDz3P9l0apxlBYM49PDVXwFwVVIN0CKHQdtcwX6rETCMDU/etqbVgvs
0rzTwvqFgOHf0MuHilpALbzyXGxEDd3f2+o/Yx1/qMGr18kinYFH4dFnXRho
R/TDw7w/omQAbuVsXRY+s44L+I4b/HZUB5wTcDj7mm2cmPqbhjwpHWDzYLQq
lCGBhzXZ5nc3tKHOuzbQOJ4Edt8v7k6vaUM5PYRJplFBgXrnJbWn2mh/uxf6
fH6uqQ2tgV/begMYIWfcMUHcVxusKFjiJEtYgJ/3fU8LnzYqjwpo8HmzjgFc
p64luNqzwR+lqzOamwDGqw82dK+zQVObv2vLCsCdbHK5QQwnWPJdeCj2GMD7
pN8zOVIOEMHXsbW+BBig4QvZ/SEDm+QG56Xv68JflXnmx45q8DVMvmYzUQe0
Ui3ureupQV2+D4vDtg7o8ViSPY0WhTSLUiaXHX1wseXETCqJQdemumT4iD4w
XLGqiZ0UB0ru8c2UKH1U/pk6ZYg7+VoP4nmTzI9flQBFJgqZIWZ9mIzxtCqn
kIKpIws9tx/rQV5pjgntISkg03lT1VykB9n3Q4/V7z7GvcGHBDH1G8KukRZ+
p+IDzj51PIer0xBct8QTc1+u4wLD4/5W1BkCU3enxOfX27i3vJ1F2EpDWMhJ
EngTRQx6bYtaPTmG8NW9/tJbCVK4d7fL5lmmIRzJ3OPrlaGG+WMvijMuGIKe
ScEdv3FqSDl3nEEz2hDW875P2mswQaAqJsHLGdFX2onCFv+wQlSv74U+rCGw
6z57YV/LCUnvonab6A1ReVDQ5ZbHpRYDeBkbn0T7jhfOM1QLb40ZgL9d5gmP
XQE4tFDQe7TIAJ2/A0Z3HI6EG4CSoXISd48gzCdoid5JMYDvizlikX+EYEgy
4biDuwHgF/8xunQIQcGIIMHupAGsi/UnTaipQuog0yWVAAOQHae+wSqnCkZn
fieSxBug8SjltyjshbuMgNX+gSBOVgWwOflU/O5GYPZ58cQzGwW4iw09ezLR
BOTH1qNmGhGsy1DH6GACLS8YWG/GKULgp1+CvN+NwY2d2zde/RWOxpGOueiP
KYhwxSSwPX6L+3yu3CcE0Xeu077/6Z2ygbu4+K/SiRwPUtVxnX9Nt3Cyv3cG
T1Hg4QuWYMc0RAwG8UMLgXR4eBsSe/bzKgkoia0EJ9Lj4bblJdPhWSrQzJNa
zGHGg/vflge/5Wmg+UXl5FUWPLwsumstTcQEZ+gd/91F9LHY0S7hriomKCGi
SFRE9DWeeFGCKCsbOGoXZZEh+O6on05qDxu84O+iEkNw/Dmz8Wk5Lmh6Y/nV
G/ke5vtLq7gRLuiytEs/hODRc6ORTwh80Poo0FkMqV8vI+fZ3Pd8cKg2aNeJ
Fnm/qc2Do1UQDC53UySQ4OFC/2qUw7IgTJw/y1JIjIfLz1lem7wXhoZxFq7k
H6bw+5iJesUXYVj+OcOhheCmn7xZShOiMEp3qiJryhSmctbnR7rEgetul1pX
uyl8lznr7lQsAZyliVkF9w/yKfyrDhN7bG8KFVQLPjtXpOCqd0e93XlTqBbv
SCe1kQHXimH5JW3Tg3h/hb969Wym0C+xzT01KwMLQwMaz+VMwSBDq2uEWw4c
oCrlJ7Ep5OVMLDzgkoPx6cFmGRJTUJz0zLqx144L9VUyuiFAgNPM7GVXD23i
PL9fzLqiRICgxFejtjvEICZsEV2vSwDK5IjaE6MkkPH4aHyNPgFOZB5PLb9O
BaSva4MVrQjAv6kYJF9CA+dnLjxYsyOg+xf5252s8Bjk+9aHbWnPs8KPj1OV
HecJoPn9Z0K6LjtQKkb6ZUYT4Iz5ezO8JCcQMTYVv79EgK3uk+JZxezgMz58
POQCAdUn8zkv2lrcIEBfMGGG6iMn5K1tZgsnEwBXUsNGzMANT5x1DQWvE0Bu
IoLh6SYP5Lxsfu6dQQCDn11xNmw8UC/2pL87jYCu3y31QkOeBwR4d5Ji67wx
HxCFmgy6ZROApPPiK9dJPpgeiYguyUXaz8NtwNgmAG6diuNrhQQQz8cOO18Q
AGurHMLKIwK6vr9nK4y+rCYA5xg3zfe3giCRduaCQgUB6F6m8d7eFAJ+daIM
ykYCqj/aX7v3xKSLAFeftvIoNArDEd/qo+GtBGjs/xVMKykKd7Ypf671E9Dz
kqDxRCt1lADFTZxrdXmiENIWHV0wSIBVnrcPLjqJw0IUQdZ7moDquy/6k2ZD
/8NvVDAQUXBZHOQlyX7mzRCgjfUD9cJ1CeBI9WR3XSNA+s8lrpFWKdCMOcVR
SWwBT/CuSSIrMtDS/evDWyYLWPDa0BnglIdcH4UlgqAFTP1Lowm/qgCvjpWG
tkpbgOaLDO3QPAVYF7Zr75axgPLjCuQblxXBvrHY75KKBWSlWnbulisCx9kP
JtRqFsCXQJ8ddlkJkl6s4B+rW4DD7h86w0YlqLqnZn1XwwLqGFkKJ9pbcPmH
aLIiJiyh9ffW0CPMJm7URjoas2cJbmeYximebOKYE6RSuP5YovYQnexX320N
rOBi7d88/2RKeHijzy5L1Qp6zL+cTCGnhQWMBemOrhXw2sxHNmcwgFLdJ9kv
FlYgWEkU/ciMDq713Io8fcwKPa+jjuxWsp+wAk7c7PtHNEygRX7JosjZCoj8
rIrPpDFBGnXXNJ2HFbz4J11NfZYFqj0q7O3OWqHzv3TVvI0jxQpkOaf8G/jY
oC5WbObQRSt4Z7xuVmnICYckMyrrcqzg+/LNLrwkHyx8TvTu7rcCqhSrs9mV
glD/vuZv1JYVYJrrOC/QCoE502Qn0R8rdD5gPnrvhTlZw9eLJ8U234iCim0r
vaOZNfBORciO7YlCUpH2jIiFNeRm/iUS5hSH5i4jSip/a3R+LA886ZZPsQZr
Zf/rG+XisKh/y38u3BooJX2uMDyVgDWJn1nipdbwslTnc8bpPhzHlUifnS4b
qPx4UarixzvcL/VXT07026D70eQGuZ8IxgaO7p2wzHgmA3Xar0tu89rANzfv
kVfHZEGAJF/klKwN/OakxzkLysFWlfRlSiMb1B6l3/pe1j3CBlKWRwt0PstB
aCJLYZ2bDbSyMFx1vKwAPHFEgZVlB/kt3Lu+uYOyLehNf7+av04MKatLnkKi
tnDHw1/T5xEJ6NI7hppK2EIXd/eIjRAFhD7etPiha4vOl4WPJ/mMfWxhhE+R
6pszFaSvtbWPEWxhdH02om2IEdiPDq5FJdqi+4/T+RppDyY7iMsQ67q3yAnM
8heqiH7ZwrX1/ge8U1zAQ9O6ykhhB+rL5kcPlfPAdCPD+piwHbrf6PzeHlAn
2MFkx6qyKxsfdL46XV6LtQPzdwKTE2WCUKZuwPU2xg4dX64dc/ciOXvYdbyG
He8ThRuFIXM0bPaQzftAIqRbHOjIeBXnfOxRe5lbK7VVA70D2IXTC/6k6MdV
bKdebdu1B6eQ0lNxWWu4oWtVeFsFB7T9nwaqd459coC/DzqMrXupYFhT8xa+
xwFSoWKg/xs1KJ48Qnd3yAEYFU4mN4wxwGun1+XSRI5of5iU/naUn3EE9rac
CsmLXLDBNlYf1+MIN6MuRGvHc8GPOEvhpwg+qt9q1rbGC2Rkrj+mOJxQe57D
0wyqxS+O8Lc6HPs2QAEuO1UsFj90hMexHDnh2QqQ8Zr2zKEXjkCgpQznbMOg
8aEMZ9wbPPMxoKmWpiJV5Qj3//0SJa/AQGep3NsjQ45AtThFM/sZA/iHch+e
eDgdxAOSLd3if+0MD5eONtXmd+PumujgWSud0fmU9tXNZeaWCww0js+sBhHD
XJTNbmigC5itkX8xfUYCHf9oL3TEuKD7g7KSgZ5HpCuwhR//FxzJCHSuk95B
Oq5A7jC9457HBIY+x5hdvFzR/jrv8t3ws4EbkHodMsec5AK2R48OnVJyg+o2
Y7ov06qof94mQemOf6cq3KL88EaUyR3VtwQYnPmoC9zBL5v6vJjbBs5SOZsw
l+QOqxkPscJZm7jaOR7HrevucMxDXS2MBtFntrJVDl9wR9Z5+9jjd4qofx93
XCKjfakiWBvFs5b9cQett66DqjfUUH+/ay3KotWRakDIV6vfdfcAK+63p0uu
qcG2ZGnPkRQP0PhEosiQpwY8p2TeNrd6wMO0B91VGWpAd9wu8muRB0zd0lNL
95NE/QXt0s8/KGOWBLrbbl+7lz1gYvTYpdP5Smi5miN11dJFJThOSzLTPOsB
vDsd9Cw3laB1/vKOz44HaN0G5eQ2JWDW7iur1PAEycIvuQH1auj7TaufH3wq
V4O9cJP5GyseUDIWNG5WqQbQUmzW9sMDHCdNjWw61BD9snPpqpIndH8JWXIZ
V0Ptn4yaqzQXX6tBNrN0T52DJ5RubIwYf1GDL89v57vVe8KlOirnNDNp1P45
0fqsxYBDGuIefqBWmvAE35gwzwB+ZTDMcyKPmfQEgdKj+Y821NDnqQKX3Hy+
qoGk16uC7E5PRB6NkbkzzQ2wt6VMrOUFtNNCzERN0jCnd+nlLQQPvZKpJbqs
jPrneVAXDuNClYGoaWOxt8oLNG1/K1rEKYN1Ke5J5qgXMPkN2TfcQMq5tk7N
UXuDr86zMZOrylCkST55e9sLigSfhWaE8aP+e2byA46urPzAsqlMWynnDeKG
2Z2z32TQcrajmypxPTKgerI42ELaG9QFJ2pap2Ug/egm05KRN2z2DLIVEMuC
Uasr9XikNzDGGd0Q3ZWB7t8TfPVnvMEhp/sU/wNl9HsPs3cO1d9TBrNHQ4Ot
//HPeP3+ml2OMlSRBYTs4bxhLW4n7UGRMry8u9liE+4NlSM2G/K/+MGdwzDe
NM8bmuxmF7xkZFH7MD3DwOUafln4LqmAY630hsNWr2lfachC05crTzK2vCFv
M8+gqEYZfb6+Z+F5XaUycJz5bf221Bt4j2GFRRuVYaKdw4yw7Q3Je4+Zz94U
gKPvZrJ/i/lA1N0+3LapLGpfTrlAtNigLwtfvXeWJnh9ILer7umcuSxs3V0K
5Q3yga94xkdTLcro8xY/vkvINyvDYGkLiRqfD4SkZHMYtSLtj/ZqzQ/0AaX8
tahr9sIHeUT+J3+bTH/sB+Y+BtB7F35L9pQKGm+Um/Ex/Axq36ODFUq+OdYO
OTT+6ENMmi8mDYPiPXUy7keJGDQeae6SE3dAGAaNR9I/E7D8nZ0dPIujozRp
lND8Yv3vrV4NuCoB2fkjEz80Of7H/q2I5jNf11Yge7mrhMYjK82U37xOqgam
XceJMh3o4e2wufttYlUwyT39jx6HyFeKBdz4URXAF95+PRKpDL3aP42rrqmA
VKvVi/7H8ziMYBnD9wwsDDx58XO4aAlXEZs3HBqEhQXtY3ZyuofhtksYJtpW
HRxEb9NcWhVH78P385U9Gjk5zVipDl8sh2qiGg7/t79fPxaatm5ldOBE4PS7
G8tOIkfRfKh2nSmOFaeOovHqv5aFmBaFAaarrZiSmPn++3dmgKFuzEaEETfs
9MhdsTwFwMS+RdRtwYX6Q+zngxe5VZ1sHwewrCKh2UAlAK2FGqbX7+FQez6L
bJVy5U044EfqajeQ0dGBV3MWQ2njv3GZExTVctw6aHz5eIFRNhupDrC7TZ+X
oyeH1Q/pnUND2pA4+8TP5B85mN5envv6Uhv8X54MHKSng3Nvidc3r2sD9SQN
JW2yGvwRyO5vuquNxivXtH4cHe/WhedEBfLThf+5b/mPX7gumMWrrl+Il4aZ
CIfmAmk9NH/fYgJNMKW1HrD/u9es/VAWhPVkPHKsdFH+qPwUW9vzu/pQcEUq
5lC/GHwb/zAVXqcPNern3XdPiaP5xFT3nCJnnyDjF3U/ictUH26RPbW/nqkK
R6wm8SH++rBazPGSpUoV5dPaz8/7ZKJYbktCH46kOA4fvvAZxzv3kdH3hSHa
f3UrW/86Ggyhg+xjSo3jb5w0c2zBWLEh2n9JAWs8efmGIFRz5tP9ITKgaaTI
8k41ROdrfYd6JdllQ9gqLq4avk4PemtnVTUDDSEii2nrDp4BzVeeoMfRd4OP
BRat5uqaTQwh3C+M51MdC5T33uoN1zcEngCZPY337PA2V/h8pKghkLdcfquk
zgmKrvPnj7AaAvfcTXuOa9xAQqsvG7pjAI9LyL+y1aqA8Ta1t/8FQxhpii/6
Ha2C5l/cz9+X9IllYi/dEOUHcXP+LZXOZgiiCXQF11pV0Prt81Pdc+gXm08y
gSuvFa44USlCe3ed7W8FE2gTf5Q1hVVE85s/f+cVN/NZET54B+w6VhjDk9f3
w1WYFnDxT1+zK5Pg0f49y355YPQQHiQFiP4M3d7FeUmUf+CjxqP9O8meddaL
Fg+BvyQKCBNksPqy0cmQEY/2L6P1VxFyZjw09Cmxd67Rga9qsrYfK/6A729U
+Mo5NjxEZA8UulOxQOpzyQhJdjwa728jdVbIBsEbNXHmGYIcUGNUmSeAPL/P
n/b84/tCfeR7nKNRe5I4HnDY6svpRP5/fz1jKVI8O+jxIDLjX33bRwDGZKT6
AinxKN+Wg6ztnDIZHkgzbxO5vhIC5R1mLr1dU/QegEnE6fzotinIs02rqn0U
gfySM+dzvpqChVdohdKyCLDJdd8nR/AhEa72c2/E4NLeC2KKIVOg3A54tcgq
DvhqH/3eV6YQHVHVp9h4GD63E/2trDKFNx0Y94dGEjD19bbXg8emEHS13F88
SxJuZZgknL32/8k3X9p5fnXRDEp5738vuYj97/yDHWZQNdcoZ7+Jgdn/ug82
B0678QUyr3nckptUF60kAdiXPglyHP+Gi73R0swoTYCEI5wbEzZ7uKiu5MKL
mgR0/CQPHRZXAQJ8qA9S5ewgA8+wHzw/TAjo+CU+vCG4QSAAmXRIRfYjDAgY
BhcbixNgTXnamaIXA8L/db1kjuYLfHd4qqeGkQBOMnzvvlBi4Bb5iDM+mwBx
tyS/PHwsCXP+becP/yLAC6u2u8G2UlDrbvNV5y8ByC9wJLqMScN4CXPpdyoL
0DBlzJnSlgHBNw+7y2gt4MeYIBnxITmI+EA9c5zLAoLMdx6ryskBaSnbJ3Vu
C6Cro5TvpleA5yLHdv3FLdD18KyuMSNB0gJqC3o83lAqQmADw3K0ggXKrzFN
9EXZUdkCdvroBVnJlYB1nv7TY4wF6id3F9+5HqJuAQUa39suUCLn+aW8VVkN
C5Qv4oou0d3XSPkbppT3ehfmcZHHP5gJLFmCSLAk9VGKb7heH2yQ14olSAqZ
cMb0/cAR/kv+s4RPxBXjDXXcsHjkor1djRWEKst/lzrMC0kfdtq+vLACOuLp
jzdzBWD9rxLD4KwVZI2xRro/FAB3VYUB8jkrdP6yFoc5KqxYweKntDKLKgEw
/S/50AqVIzacqSSLV+zBPKjgVmt1EW4/fyavYglX1/8r68rjoVzft68lypoo
FaeQaOwzjCFyWRrZwzCWYTZJkVOhyHJEJWUvHYpsUXTSgnYpWiyJkoo6ISlt
U8lSqH46fXr/6Pfn8y7/PO973/d1PfdyZZkQ+km//K2MwMUu/xMH8xtu95ft
NyTyn7/0PuMz1ll4vOMCeWEzDLZRiXzo7Rti9pbtWsR8j1/6spFRozlXB3nI
scyYGR1JJu7bhEs29ZdRiXVPwqlLUi9JxHytX/GHfXD1unn3+MQ8IgXvAqUm
4UDcyV173+MLlai3v9QmejYsgkLUoxlN/WXaWadD1KM9Uhyo6c6hEOuHlKc9
e+V0ifq0X/rcM5VEh/UK1iAmLWTXQl9p7LblRUay3Ah/deSj9vBFvhsSzHdE
yK+btAzznj/LYBaDsKflD5YVZCkwcHuuEcsqXRUic9TLnMQ9CX9yc+pmyiYl
T3y1m2g1sFOHdQ1PbFLbE34uW+YlipAgeVjn1Is7nrjRbm7nOoOEPvGhQP12
T2KeyVaLELeZ/3oiR1djbHAWidCv5Siar3Gxf2757YKT26xuL8J/r5LY1ljw
2gsLFKVacxrGLfm+vaKyQkxIbvJdbPjNAMkKek8z7noR9vBxocH4LoEXZKoL
Jt/UTceLMX7IQjkmTm5bs/a1EhlX/zMrJurohecYjDnYJ5vVa17BJPx1aNXU
WvJ5Jv5ccFxo9wwKtiwMszZMY4I+K+uYog4FGV+LrjXmMwn7yYqkR1jUMmGY
ntZ2BhRCb1e0ahe/5REFX5JfhYS9ZWLQ9M0Lw1pVMC8mOOiXeBP7yZdb5Hb2
gjeaXvZXd1mrQ76uwNmnxxvf5TW9ZZs0QdrynvEy24eY78g5aV3kUe2DiPFL
9frmy8DsexqV+sAHjvkFl640LyP0ZWvn9PbPk52y1P0a1d3G9sWo92Tu6Z4p
y/gGurcy35f43mPJSrcZ4b7Yvk4441THV8tf+r/dlJAMjpQOFh3dfrUy2JfA
Xzy19q7tu3wRs2hJEmWtLqIiJq6cOeeL+qaQWW+/6xL6tV7fr5W3ic1Bg0zu
JSsLP3Q52M2NypwDzqJja1VW+RH7PWr0xC7cxw+hLwL3NMgqEHrDT4VW7ZnJ
N4F1xJNZu0h+xPzN4deVb58z/FBzYqNF7xYT4vm7Ct1+XqsWoTunJSbNjUX4
l7wFS8VPR7BQcfv77glJVdz1HImvO8gC16PmgU+8Kkp+/GVnWFgS/Tjx8E11
sFREfNOp/gQ+jFSznV3u749XQkHa6Uoa6G5ZbXYgxZ84z8o8ctAhqNAfIm41
16KCNQj9XV5Cgq7Kq2XwD1jmLDkcAJst11IDZpIwOj9e4/5UAGEPp12Wx3Zo
seFhl6pyR4YExR/+41sAQtY9t6DrauMN/+Kd7EA2kU8JjHrvlrubDSdGW4gj
U5uod03ckF1t426I2oanxRWnuGjT7LvhPs1z/sNXrVzcJQ1qDvCpOLbP/9FM
Eo+YP3tvpfc9PyceJvV06gc2UH/yCvBg32MsOGOvBaEka6vNR3jE/5ewQ0fC
5CwPivLqgX7T61/9Sz8blzSxcX9hp9QeHkoGj39qcSRj59sVmuLFPCIe+WxL
27tr+vlhtc60m/5k4v0Rrcx+jW0kZJks3vd9Fx8s+urrfVUkon/JzVDPeTVn
mm9e2g2fjYGIdHxTErueQvQfHZs8qRCZogO3uHO3018Eolz08OaOUh2i3+hX
PbJvp7WWebQ9qLkFrrtu0wg8aX38cwz/Fu0nD/Pk4uLdct3YezRi/6gbO80f
PqYR+yP0R0vjvP+ZIuAzVlKptshZaKhnLGSKK1lv/yoLs0XxH+puAp4R3gwo
nA+6qIizPgI7Q+dFEJM8cEZ+lSY2L3FfGZCgB+EqWcGbcVUcejK+2ExiIRZ0
tukFOOjhfcX+Yt5nCu77slg7h3RxI+7d47F4HQxXnHwus8YAje7z1pcf1kZ5
5zi3Oo6Mj/QLJyT+NMHrA4L9n4MMMLLfrZ4eIob6D6lLX8ZTcVCb/aFwGp8d
qrJc2EuhIqEw/MbwVi2oN946/eSBCW6ONbHUvxli2HITaH0WSJfz0FB2WAzN
pXZDQVqWcL3wZ2rzpAHkrCdTY1sBnwPxQVHcPsvo4nSnewHWONngL/XRSg7N
n2+Jfl9vhbKAsX5VNz2wph62zBezgU9mqpTx6HR8/ifhnLiFLdznJ6+Zm6CO
U8drs/hL6PCuDO8ZjdSCoP/Y3gqllTiyepBVxlZGrzaN1fiUDp0q54dGw2QM
zZkhEvHAHllL5Dmkdn3sfqViUl/riG8tmzZvBBleSTc0ToQ6YC97rDdwJwlK
h198H4t0gp8+j7siSh6c53WzJDe4odddYYq9jor6buf+/l43WJwOk3zVJ4p/
NFRyzixloDTmeM2JI0p4raB+aKSIgX12Ay2vKrVR/954SuSrJxJOaM/OzJ+L
klj/I/YPmdgk5ZakH0VGMSnYP9uDieygZzTVaT5klWfeWmTjDRuX9s/N84yh
LCS9KaXUG2yBh0ToUWOQI8ISA6R9IJN5z2+IRIXMghIvtUQfBLdmHgqvEUVr
6LvudXm+qMs1/5R0jARv4U0vq1V8kTP7ivaSYiqesKTDOoV9of3s1GKzmSY4
KzlsgExf6D0b3VCZLIePYk2arZJ+mHmrWZKaMRfr9jfqV+/yw+RU9YjseT2w
L4lFUafvy8cX1q78pg859jXKTv40ntp67Z+RUDU057UfFXrJwh4GJ71kzoSl
nEaFwg6TAAQfV//iWaqJGHpRxgezAPw1Q3p7f5c0Or0DC+UU2agsP25u8FgL
lOomm9q8AJCrrqZU9M5Fj7TCkPQMDvbO3VhVsMcI54XXZ7hkstE3IPMmkrEY
gnzu6fUNHGgeq1QRbFVFBXu2Mn+Mg9CjlTF7thujOPpL9akLHFhtnrh2vm7Q
Uuabk/VmNhdDFfedXmepIZ3BuB+nw4XpfMmbL4vVkRfHsH4UyEVQGtdxf4oB
Ji8Hb3q6iAuLKxqpNh8NMBjpNasxiAtZm5X5ukJUZO/oNrkTwoV2oaqAd3QJ
fMJyhDMLubjPO6vWXawBkYCi6IYnXFgVbVNozVwKxcIEp1RlHpTMlivu/m6I
DaLyvFZnHsQ/R43va1uGuCL3vXQaH3EuNhUd5PmgSqyRkR3kw//CAqWJIwvQ
v/Z2xLhBIGxZy6+RjmhjbdLwbUn9aTxYZST9ar4KwhNuOK7uCsSQ4yFzmSd/
YDhb3/xm2hpCz91q5Zk4spE7gX+3rL7z+NA03zih2DtDwFBFi6uh9So7FbgG
dHW0py+GsHBK6nKKOiQPdfTY2KigJywtMWSUhHpx/QFlui601d8sNF+hg+ow
2onJchIiB5o/uoQa4XD7+47ETjJGx/Nr9iabwsoxIDwujIwvn9Ps7JqW492d
KeHkT1TsGSv+MOFnge6jumVJiYY4v7ZsdH+7JRzGttaV5utD4UDNXfhY43Vr
bmDTAQrkrSIzYrXskazvUWwgMEFYYcH2uCQWVPxcHLLqKAhPKd1atjkApdFh
f715boTIDwL32YocrOCNnH/upA9GSdbXLwc5yOXn2rXJnLA8tea6XJEhFyVa
NcE1HxRx+o9Xrq1MPmp3xvd7t5NRqaVjLFjNh1NIl83FPBp6/utPdybOK84+
vf7OVccdUZPLO0ozaZD7cf0VGyP1Lu8crhtiQuWT81QqC03mu1NoHWQ0C296
Ib3ZHztcHik+dqDAmDT0rkngj9t/D5REMnRR06pvw1bloDgv5Uq06x8Io7Ns
kzM5SOPdCqj30sO+pVOCOywOvsxwLb1QLAJ1R5u845+m+Um6eAlzjRRcVFeV
ZHF4aHCKTaoO10QDgrZIsnnIZJ5bYGIljwdXLp/sesBDa0NLfZGGAv69Xlox
oMj/GRd1jNGXbc6sW+SOw580MpyraD/rb9854W8nx1tW+TTQf+BvfQ4+vK1J
6i6n/eQt6zl4/mRLdvIpGhp/nP+WcRC4otc28ALtJy/q46DvGDe4oo6GdT1F
pJ6vHLRZxzK055jCXrUv5sMZClJvxWSYSJnCNriSvnacCnKBCJk8e3pNo55P
55igySplNnOmKUTM/3ff7LgZhK8UVVyXMYXH5ShGhMxymAznht4TM8WDw6Xl
tZwVKLSWmHdX0hRKj8TU/rm8ApymZ3qp0/H3zIXIrtlSVhg57whImKJ3x0b9
EmMrbCv5V81/iobXvX9+HRmyhqz4Fs4nEVOck943oiltg0VZcnnBYVogyX6a
MnvvhrMnKs3esLRwj23imFjqCeEUe9OLpgZo3haoZfe3F+yS3aWnROVAT0p5
0RzLhPbqiRQftcVIcd8vYIV646JUq+Ca01IcsqI8inX3QX5EtnmXzgfLhiOL
Dx/Q88VVf6+33SHKsOGqZVhLspD6oFn0JMUQ1u5R8yWWsHDOvqzjrTMZWVLx
70ymWMg1e19Hl3tn+ffdW8oVw/4YcR1NcuEtxWO3/G9Off54mxoToceQwM7B
xw/TmgKQGL1G7SBdARP5clplZ9loDi2jR9N10ORzuVHtLhvivALa5+cL8X2j
r24Gh4OPtvyjVnLfLBPUnwr8rnLR/W2J8sRcCcRWqpfMWMYD7dDBZzIr5aB2
42Zq+EHe/6uf/L2/5/d5Vb+fF/2uP/h7/vx3faXf9Yt+z2/+bu//B7QsTrM=

    "], {{
      {RGBColor[0.148, 0.33, 0.54], EdgeForm[None], 
       GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNVslOVFEQLRu6Hw3N+ISmaZrZiHFAw2A3hAQ1JkRlasAQEwyaIAIRo9Et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          "]], PolygonBox[CompressedData["
1:eJwlkksrhHEUxk/TeF/vzDvD+DPvUG6hRrnuTLJANu6UkmIxWTIu8QmUlJLc
yoJxCRvs7HwVX8CCrVLyO53Fqec558z/PM/zTmtxY74UE5E8FafenciAL5II
RarBlTUiffCVQOQI/EJvJCUyTK3lRGL02pkvMT8E79Bb9uyNXfBPRiQD/k2I
7DP/gzfBF9k/gHfViVyK3egGv/F+P7iC+ynwXCSSDG0nzf4kPA73qDTzZvhH
knvoWeVeD/wzaTf1ts/OSWA3751pVK1t8AdnntTbGL/fzJkm1dbI/JZ5B5qO
4YPcv4Z3wvfEMlhnP0HvNLAMnsBTkWnTnYC3LrIiQ55p6o0sU802oGYj86he
1ZN6O2O/4JmnFvgM5YeW6Q2zR2fa1ZN6u6oXaaiyG2VnGlWr9nS2hcYFzzLd
Bt8586aePGcaVItmnIF/1eKB/Tw73+ASvxlNWU9n+s3122vvlf1nZ7uagWYx
wXux0G6Ws5apZqu9cfVLJgXfPE3Dz7P231DP6v0f7lJCwQ==
          "]]}]}, 
      {RGBColor[0.6932942829180384, 0.5473558182779048, 0.41151390397150467`],
        EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNmOtzlVcVxre1PWkCOSfnvEneg5QS7jDVVml1RgcLqC0CgVCSEEgoUARa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          "]], PolygonBox[CompressedData["
1:eJwtlNdvz2EUxk9EVf3a/vi9bb9fq9qKi8aKmXAjZmK1VLUUrVZrj9h7JFYk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          "]]}]}, 
      {RGBColor[0.7979841525395, 0.584147785237524, 0.3499709774208691], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNmWmQVdURx+9jecOTGd7Mu/PefSiLyKLMAKKsoqVRYFxSqTImAiozbDOg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          "]], PolygonBox[CompressedData["
1:eJwllltsVVUQhle1eCznFOlePd0bLdIW2mIbS0VaoRAFNAU0JlqCBQmFthx6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          "]]}]}, 
      {RGBColor[0.9004271600896104, 0.6210679002240261, 0.2913241962777923], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNmgmQVeWVx++bVLrL6ff6db9Lv3sxiVHTNCgtiyZRQRCyyGJGGxAUkpQ2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          "]], PolygonBox[CompressedData["
1:eJwlllls1UUUxgc1tym9t4b7771ziwsCbVkKskb2ggqUoi8UIWGLCEaRrbKv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          "]]}]}, 
      {RGBColor[0.9171507814348918, 0.6628769535872296, 0.3431674224481647], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxdm3m4VcWVxe9VefDe48Gdz0XTnY4mQVFmBBEBAZl8DCLGDGoabNOdRFES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          "]], PolygonBox[CompressedData["
1:eJwlmGeYldURx98F9i5baO/e97534VMeExN622WlFxEIZRGikicJSSBRAwRQ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          "]]}]}, 
      {RGBColor[0.9338744027801732, 0.704686006950433, 0.39501064861853696`], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNnHeclNX1xmcH3mV3ZtvMzrwzY0EJ0ZjYxUK1a2wgHRs2sMWaZk/URFDU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          "]], PolygonBox[CompressedData["
1:eJwlmHeUVUUSxu8MTOBNAO579943gIhZQcwSFCOYQJAcRMVVRMyoK4KyihmB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          "]]}]}, 
      {RGBColor[0.9505980241254547, 0.7464950603136367, 0.44685387478890937`],
        EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNm3e8lMW5x5c9bXfPOcv2c1aKMWKqN4kaMYkKKNiisSU3XqyxoBRjuRcF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          "]], PolygonBox[CompressedData["
1:eJwtmHeU1dURx3/swu7btwV8+ytviYggUcFuEqMgK4YiICDFWLAkgqBRmgZE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          "]]}]}, 
      {RGBColor[0.9673216454707361, 0.7883041136768401, 0.4986971009592816], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNmgmUlNWZhsuqlq6296q/qv8ywiQGdUYRGpOMGicakyCLK5DFoIkCCnMU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          "]], PolygonBox[CompressedData["
1:eJwll3mQz3UYxz92l/2tvezv+/39fL8TYhyVUe6QI13rKGStjHUTJXIfi103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          "]]}]}, 
      {RGBColor[0.9840452668160174, 0.8301131670400435, 0.5505403271296538], 
       EdgeForm[None], GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNmgmQldWVx7/idYTufv3e67e037MSpRuRpZtMFhozBCPQgGgyk0wGJka7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          "]], PolygonBox[CompressedData["
1:eJwllnuQzmUUx5/BbO9ebe/7e/V7XWJdily6sFQ0k0qiRC6laHbJEJV7hQrt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          "]]}]}, 
      {RGBColor[1., 0.8724604421161561, 0.6046133289677929], EdgeForm[None], 
       GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNmGmM1dUZxv861+Fehrlc7v3P5N7QOqwzaIIsJjWiw8iWtGntpsNi02hM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          "]], PolygonBox[CompressedData["
1:eJwllVtslVUQhQdaasGeU3K6z8nfRAUaoy0mXIqK4IO2VoMJXmMwxAgENV4S
bkYhIhClimg1tiqUFkLBFiyINzAImKiPRn0RX7ygMWp8sKIW2wK2JH4r62GS
Wf9c9uw9a+aftnzV3SvHR8R6pBw5kiLeq4wYPyniOvSnixG/TIxYUxbxInh1
TcRABb74XJ5FfMa3xnxEFf578e0GV2M7ybe22oiFyKy8feT7KPG/EX/6oohL
iH8VfEUuYt/FEcOliE3gCeDt4D/ASwoRQ/h+Sw2Pk3+Ib73YLpDjX/T55JxR
6RjFLiHnbPRG5QCf4vyHJpML/5fwbSXfnnKfuQjfF/jWRvwp8k9JrkG17EdG
0C/F53div6/Cjn4nsp/4KcTfhb6RfPeAE7gFvJ3z/uKuc8n5MflOgNurqZv3
OwSemrmWn8lXh95KjXliq5AbMov0HLIZ273gevQGpB28tcZ3n0f+m1V/jc/u
od5B6p2WOfcYb/YAtd2YXMsgNXVSSz32Y9RyGp8G9A7ip+d8hs7aQMz8ct9B
d1mL/W983yTHHnL9xLdHJpsDr4kf2Mew/4c0Zhbpo8h6bEsz9+Jr5Bb8L8v8
luqpentl5lp0hs7aiM/11LeMM76rNYfEJdW8Qr0rmmvHqedZ8DX4j9G7d8Ef
oC8kXzP6OPK3ke9avl3AfpBvb6v/xP8J7gY/VnBP1Bv5dGBbh/w40ZxYin1d
wbHn+PYytibqmUo9dciHxHZyxpycOSfutdTaVkfMXOyHwIurPRMzwXdk5s4r
vPHtmd9Eb6MeLAYvAH+Tc85lme+ou4rzX6I/J0zsTOz3Y2+nplFqO4DPAWK3
gs+Ae8Cr8J3Ft0HwbvBOcR37MLgXvBc8BxkB94P70d9PfstxvPE2fK8Gn8Xe
pxqSd4J2w2HwR+g78JkwyTM4D9zMffPlfqObap1DubRTDmN/K/ks1azaT4Cn
41uBT3fRM65Z34LPfdR/FfYBcBe4M7kH6sU+8JPYd6knnNdAjls573iyXo8s
APckc1d31t03IL+q13x7kPijyXfRHXQXzYxmRxwQF97AXoG9lR4eJd8TBb+F
3lhv3Vd0L2dz3m3Ynym6VsXU6+zkt9Yb6621Q7VLtZO0m54HLwIvB/8AHss8
69oxo+jdfDuf987S7uoCj4CbyPlJ8kxrtrWDtIuakneDdop2y5mSd8MK7F9g
Hyh5t2rGPwd36E3LPNOa7bVF70LVpNoOJnNLM6ZZa04+WzPWi+8x8JFK7wDt
ghng3WXmvLi/K5mL4qC4eLbk3SoOi8u6s+6uHbtFXM28O8Shf9BXFsxdzaxm
9+GC/z3qoXqpnqg3usPrxL+TPHvaudq9nyb3Rv8g/YvWFM0t7ZjV6DuSd4E4
Jq5tq/Fs9VPjOWodzryLxbGhzDtJu0n/sE349yVzUTOiWTlfcuxJ/L+i1rZk
rukfWpfMSXFTnBf3NxfcG/VUvW1J3l3quXrfVfRs6I2fwvd/SQcfSw==
          "]]}]}, 
      {RGBColor[1., 0.95, 0.75], EdgeForm[None], 
       GraphicsGroupBox[{PolygonBox[CompressedData["
1:eJxNlstP3FUUx2/KbygP6+DMdDpDodQVutGkynQwXRjTxEUtFEhc0MeiiwqD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          "]], PolygonBox[CompressedData["
1:eJwlkstL1VEUhRdp6vWRpsdf95KCjkwwmloTowQHBoGDRjZpGFwVmokDEeIi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          "]]}]}}, {{}, 
      {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzjkvhFEchfG/r2ALpQrFUIgEDWG6USkkimn0KCQKQcSSKV4JzRhGMZbC
EhJLYglRi/gOM1oqEobOT/HkyTn33Pu+LeNTI5M1ETGG1dqIF/w2RvwgXxeR
bYpY0VXlb3xhXT+qX9YXmyPS9RFruowu4WEe0h00RAzyI7btluxLukV+xqe3
PpBzJ+3OvK5gN2Dfj3tsynP6Hfdm+Qnv7rxhwb0+mzObXt6yueYH+YZ7cPX/
jnzJeefn/CpfcDdOcCcf84bzQ67IR9yFfdzKe5w4L3FZ3uUZ32/13+1ow7R/
y9lMcGJTtEmhE6dyB/8BC/k7rQ==
        "]]}, 
      {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz89LE2Acx/HHfyE1krS55SHoEiZ1zNkPJqRZl5RgEwvEEZuKNmo1TfNn
Bc3pzPSguFt1i9Bd9N5fEIV/Q1Edog6+dnjzfr6f5/N94IkOZe9k6kIIGzjd
EELzqRBG6p05zQXZ16YQnvFoYwhjmHKekd07EcK4Ocln9CNowUN78zrfdOb4
kU6EF/BCltLPye5zVD+GVmTtLet811nivE6MX2Je9kD/qWyY2/RH9c/yGK/o
HOkUeUqnxJ/Nq3wO07IRe4uydfN5vMWSOS2fdZ/hV+ZN+QVs4bU5W9tzP8FF
8668AxWsmCdre+5zXDK/l19CUfaBq7KPfBnXnD9xnK+iC2W9H/7xExfxxH/a
Oc97ums6j729ofcOVVlCts/dvCX7rf8HnZixd4VnOV77p07B/nXZouzXSX18
kT3Htv0dHOre1D3gHq7I/trpxS304Db68A//0Y833rzLRR7gG/ZTXDYneZ0H
OSE/Bi5oWIA=
        "]]}, 
      {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0klIVWEYxvGvZWlWXguFBiWatbIcGmzRQk1bBKYgZuq9RRbWbbgtrjSY
ZVCRCg4NC10EtQncSZuC2ggtWtYiGjeFkRatolW/b/Hnf97nPO93zrncktTZ
pvSCEMIbNBSEcKwwhIeJEJL8gFNcL2/nUXMbj/ARrpW38KC5iZtxGP/QgEbU
4UA8A3/xaHkIB4tCeG63kV/wpGwCffkhvMbvFSH8woBz99u5JJs3z+En+uQ1
9qbs7+VqncuyCq5CJf7gvjPrdOpRi2ndUdkIss4ck03Jeu1u0c9yKc9jLn6X
3j6dxzo1/ITvyG7jvP1h2aSsHBMYMp+TD7jfwzP47n2/IePszTpPdTZxv844
PzPf47UYxrR5iK+4f5c/mge5BHvi92I3bpmzOtWud6EKlfjqWWc8q9j9m+Yu
73BRr51vmK/LVyIju8bvZf1chJ2uK7ADWXNap9z1K7vb+Yuzu51dGN/f3CY/
rVNg3mbO8Fa+wD3yMtcvdUr5s93jdhN+13z338kS8f8mWxozLEOr/km7LXxV
J63TbT6BDeaNWI91+OTMVNyPv5e52c4SZyRluZyHxfE/KU/aP8S9eqf0u8yd
WGMuxmqswgdndtrPsZej91aWyx2yhbKjvIh/YBb/AfOVar4=
        "]]}, 
      {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz9dLl2EYxvHH0tSgraY2wEoPon3U0nYUNFXcRRpGU8McWK6GRkJm5Un9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        "]]}, 
      {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwV1OlzjlcYx/FDCEKSyoqxtmptS1v7XltIUIm1g7Zj62I3tqp3eMUfYga1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        "]]}, 
      {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwV08d7VkUcxfEJQVBskF6woFsVlWYXsFMCBFCx0SxgSVzpxoW6sfwLsAWF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        "]]}, 
      {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0rdTlFEUhvFro42NCUUKxzEhwRxHgjOm3lZsLHQEwTH9AxZmVARUVEzA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        "]]}, 
      {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0UtQjXEYx/GnadVkkwo1pEMXsmmnsrPKNmNhZ5pxGzMdJHKNFDMVwuBU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        "]]}, 
      {GrayLevel[0], Opacity[0.5], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0Dtrk2EYxvFbSEC6RHMWVIhCu/WQqnP9CqJGIyTNqVqHduvJU0tjqyAI
IgqKoBhFJztVF4VqJ12q30OQ1sXJ/jL8uZ7rug/P876l5uy5mQMR0cW/wxEn
ChGJTESJJulJ+oJ2ihFjzmWM4hTGcU0+mIv4b7ZyJKKn93c24n7aQpzVc1D2
LB/xHO+dX+p7R4fMJfRU+Q/8H3MP+CSuyDZkKXzEK36TPlQbQI3/xKcxbE9K
Vpd95nftWfSuL85zdAHzGNF3SN8Fb8qqnacZ+hVbeKS2Z3bbeUn/N3qj/93m
MmqX9VdRQVHtEk3LG+79wa/ofe0bC84X1W7xN/FYz197v8tv88u4g7K9RbVp
vdcx1f+fuIqCvEOPm2nRY7RN8/K2+37x9+x4676jzk21n3RdtoY38oZsEnf5
p+a6tCevy2pY5Z/Ic2jZuWP+jDedxgT2ASSrRIE=
        "]]}, 
      {GrayLevel[0], Opacity[0.5], CapForm["Butt"], 
       LineBox[{4621, 5966, 5967, 5792, 6260, 6261, 5051, 5052, 4880, 5968, 
        4881, 5969, 4622, 5420, 5421, 5043, 6493, 4616, 4750, 6256, 5962, 
        5963, 5791, 6257, 6258, 5044, 5045, 4877, 5964, 4878, 5965, 4617, 
        5417, 6253, 5037, 6252, 5038, 6254, 5358, 5359, 5035, 5036, 4874, 
        5031, 6488, 4610, 4747, 5029, 6559, 5030, 4871, 5027, 6486, 4606, 
        4744, 5025, 6558, 5026, 4870, 5413, 5022, 6557, 5023, 5783, 5782, 
        5935, 5934, 4600, 4742, 5781, 5780, 5920, 5919, 6244}]}, {}, {}}, {
      InsetBox["190", 6626], InsetBox["228", 6627], InsetBox["266", 6628], 
      InsetBox["304", 6629], InsetBox["342", 6630], InsetBox["380", 6631], 
      InsetBox["418", 6632], InsetBox["456", 6633], InsetBox["494", 6634], 
      InsetBox["532", 6635]}}], {}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{
  3.882869979564643*^9, 3.882870087392771*^9, 3.88287012026623*^9, 
   3.882871733235313*^9, 3.882871867785903*^9, 3.882872068011827*^9, 
   3.8828721340849133`*^9, 3.882873124245867*^9, 3.882875875509193*^9, 
   3.88287598388307*^9, 3.882876148868762*^9, 3.8831058583251553`*^9, 
   3.883109999440978*^9, 3.883110213948126*^9, {3.88311031859422*^9, 
   3.883110324508835*^9}, 3.8831104697436*^9, 3.8831107648170757`*^9, 
   3.883468959415133*^9, 3.883473337363904*^9, 3.883479392409144*^9, 
   3.883479645899507*^9, 3.883553848972858*^9, 3.883646082440133*^9, 
   3.883646566434946*^9},
 CellLabel->
  "Out[115]=",ExpressionUUID->"5a40e7d1-446e-457a-9279-37c87371dec5"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Plot", "[", 
  RowBox[{
   RowBox[{"{", 
    RowBox[{
     RowBox[{"q1", "[", 
      RowBox[{"1", ",", "thetaCM"}], "]"}], ",", 
     RowBox[{"q1", "[", 
      RowBox[{"2", ",", "thetaCM"}], "]"}], ",", 
     RowBox[{"q1", "[", 
      RowBox[{"10", ",", "thetaCM"}], "]"}], ",", 
     RowBox[{"q1", "[", 
      RowBox[{"15", ",", "thetaCM"}], "]"}]}], "}"}], ",", 
   RowBox[{"{", 
    RowBox[{"thetaCM", ",", "0", ",", 
     RowBox[{"Pi", " ", 
      RowBox[{"45", "/", "180"}]}]}], "}"}], ",", 
   RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.882870163893723*^9, 3.882870255681621*^9}, 
   3.8831102234139643`*^9, {3.8831104739905663`*^9, 3.883110478122541*^9}, {
   3.883553873185985*^9, 3.883553873641539*^9}},
 CellLabel->
  "In[116]:=",ExpressionUUID->"810cff79-47ba-476e-87f6-c3e7e8c9c39c"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVkXk41Ykeh4VbKPfSOcc6ZEl18VATg6jv17lCGGMZjC0chMPP3lgbW5Zs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       "]]},
     Annotation[#, "Charting`Private`Tag$28076#1"]& ], 
    TagBox[
     {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVkXk01AsfxokWlduMN90rNy7yG4yL24ao7zdZihISZQmDMPysyRKNyq40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       "]]},
     Annotation[#, "Charting`Private`Tag$28076#2"]& ], 
    TagBox[
     {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwV03s41NkfB3C3VaRflFhZRCVh025Z5PL5LCKUfEfSmhHG3beGGWyElPuW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       "]]},
     Annotation[#, "Charting`Private`Tag$28076#3"]& ], 
    TagBox[
     {RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwV1Hk81WkXAHBhJC1DI0bGUqSioUGlsZwnlTXGMqnhZ7sI91fi2nOL7BMZ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       "]]},
     Annotation[#, "Charting`Private`Tag$28076#4"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 4.8717795932537635`},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{{3.882870181702614*^9, 3.882870257355679*^9}, 
   3.882871735908575*^9, 3.882871868769987*^9, 3.882872071955386*^9, 
   3.882872135541754*^9, 3.882873139044957*^9, 3.883105861177408*^9, {
   3.883110216328271*^9, 3.8831102246314373`*^9}, {3.883110474375854*^9, 
   3.883110478453947*^9}, 3.883473337892284*^9, 3.883479395355332*^9, 
   3.883479647648616*^9, {3.8835538512286053`*^9, 3.883553874034453*^9}, 
   3.883646085840094*^9, 3.883646567631914*^9},
 CellLabel->
  "Out[116]=",ExpressionUUID->"665c9ce6-aabc-4938-9ea3-804267957125"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Plot", "[", 
  RowBox[{
   RowBox[{"{", 
    RowBox[{
     RowBox[{"q2", "[", 
      RowBox[{"1", ",", "thetaCM"}], "]"}], ",", 
     RowBox[{"q2", "[", 
      RowBox[{"2", ",", "thetaCM"}], "]"}], ",", 
     RowBox[{"q2", "[", 
      RowBox[{"10", ",", "thetaCM"}], "]"}], ",", 
     RowBox[{"q2", "[", 
      RowBox[{"15", ",", "thetaCM"}], "]"}], ",", 
     RowBox[{"q2", "[", 
      RowBox[{"25", ",", "thetaCM"}], "]"}]}], "}"}], ",", 
   RowBox[{"{", 
    RowBox[{"thetaCM", ",", "0", ",", 
     RowBox[{"Pi", " ", 
      RowBox[{"45", "/", "180"}]}]}], "}"}], ",", 
   RowBox[{"PlotRange", "\[Rule]", "All"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.882870283332418*^9, 3.882870333228855*^9}, {
   3.882870392731298*^9, 3.882870440219163*^9}, {3.883110242780593*^9, 
   3.883110248889072*^9}, 3.8831104808183107`*^9, {3.8835538798395576`*^9, 
   3.883553880817544*^9}},
 CellLabel->
  "In[117]:=",ExpressionUUID->"7a20b6d1-898d-48d7-a70e-0612fe4c9344"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwV1Hk41OsXAHDblW26yBJuFBdl7Q7KMnXeXEvxu36Wn+leS2m+ljHKzGgV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       "]]},
     Annotation[#, "Charting`Private`Tag$28139#1"]& ], 
    TagBox[
     {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwV1Hs81OkXB3C3UNhFLlmbO2tJKvxiqfOQS7EpFItE83UdYkZKYiXXIWlc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       "]]},
     Annotation[#, "Charting`Private`Tag$28139#2"]& ], 
    TagBox[
     {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwV1Hk41dkfB3ChSJoo6SeDVBSm0YQHQ31OMtZfshTKzsjXvVxfa/ZStlLm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       "]]},
     Annotation[#, "Charting`Private`Tag$28139#3"]& ], 
    TagBox[
     {RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwV1Hk81PkbAHBXyCIdWLnCKjmyLULo+awUan+uWhJip8jxNTPfIVcW5fwp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       "]]},
     Annotation[#, "Charting`Private`Tag$28139#4"]& ], 
    TagBox[
     {RGBColor[0.528488, 0.470624, 0.701351], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwd1Xs4VHkYB3CiGrdcYiRbLpVyCYUQek+W3HY1iNqkUGlQmOGkUJF7oTEh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       "]]},
     Annotation[#, "Charting`Private`Tag$28139#5"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 151.72472953585446`},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{All, All},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{{3.882870313200821*^9, 3.8828703337793283`*^9}, {
   3.8828704032913523`*^9, 3.882870444426054*^9}, 3.882871737560042*^9, 
   3.882871870421131*^9, 3.882872073896041*^9, 3.882872138682444*^9, 
   3.882873141177374*^9, 3.8831058632850513`*^9, {3.8831102393713703`*^9, 
   3.88311024932015*^9}, 3.883110481063265*^9, 3.883473340117433*^9, 
   3.883479397192685*^9, 3.883479649608984*^9, 3.883553881259975*^9, 
   3.883646088236083*^9, 3.883646569533897*^9},
 CellLabel->
  "Out[117]=",ExpressionUUID->"87302cc8-2b37-427e-ae3f-967f24d3fca9"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Plot", "[", 
  RowBox[{
   RowBox[{"K1", "[", "Et", "]"}], ",", 
   RowBox[{"{", 
    RowBox[{"Et", ",", 
     RowBox[{"-", "5"}], ",", "50"}], "}"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.8828708703013153`*^9, 3.8828709053868113`*^9}, {
  3.883110255965941*^9, 3.88311027022156*^9}, {3.8831104853921556`*^9, 
  3.8831104857251253`*^9}},
 CellLabel->
  "In[118]:=",ExpressionUUID->"13bdecf0-e0fe-4fe7-bb03-54c065ce665b"],

Cell[BoxData[
 GraphicsBox[{{{}, {}, 
    TagBox[
     {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], Opacity[
      1.], LineBox[CompressedData["
1:eJwVjGk8lAkAh4eYabGZHLlSUSopcs37vhT/iMq4QjOMIU0UUTEMFcqRVGwH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       "]]},
     Annotation[#, "Charting`Private`Tag$28198#1"]& ]}, {}},
  AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
  Axes->{True, True},
  AxesLabel->{None, None},
  AxesOrigin->{0, 0},
  DisplayFunction->Identity,
  Frame->{{False, False}, {False, False}},
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  ImagePadding->All,
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> 
    AbsolutePointSize[6], "ScalingFunctions" -> None, 
    "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& ), "CopiedValueFunction" -> ({
        (Identity[#]& )[
         Part[#, 1]], 
        (Identity[#]& )[
         Part[#, 2]]}& )}},
  PlotRange->{{-5, 50}, {0., 345.26943998635636`}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.05], 
     Scaled[0.05]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{{3.8828708873272448`*^9, 3.882870905891152*^9}, 
   3.882871740118313*^9, 3.882871872632328*^9, 3.88287214039114*^9, 
   3.882873144037532*^9, 3.882873467724246*^9, 3.8828736639473057`*^9, 
   3.8828739675576878`*^9, 3.882874555421548*^9, 3.883105865169652*^9, 
   3.883110007000498*^9, {3.883110253678253*^9, 3.883110270678035*^9}, 
   3.883110486084037*^9, 3.883468963591229*^9, 3.883473343001748*^9, 
   3.883479399961771*^9, 3.883479651663865*^9, 3.883553885440947*^9, 
   3.883646090926628*^9, 3.883646571488081*^9},
 CellLabel->
  "Out[118]=",ExpressionUUID->"d9074324-3e7b-49a3-815f-cb3ef58357e9"]
}, Open  ]]
},
WindowSize->{1389.75, 768.75},
WindowMargins->{{0, Automatic}, {0, Automatic}},
Magnification:>1.1 Inherited,
FrontEndVersion->"13.0 for Linux x86 (64-bit) (December 2, 2021)",
StyleDefinitions->"Default.nb",
ExpressionUUID->"7675274c-85db-4940-94c5-d28ab7a06da6"
]
(* End of Notebook Content *)

(* Internal cache information *)
(*CellTagsOutline
CellTagsIndex->{}
*)
(*CellTagsIndex
CellTagsIndex->{}
*)
(*NotebookFileOutline
Notebook[{
Cell[558, 20, 2336, 54, 174, "Input",ExpressionUUID->"ad6df89e-d3d8-490c-ae91-dac6d80d1b5a"],
Cell[2897, 76, 2801, 74, 200, "Input",ExpressionUUID->"2fc4ef7c-d275-441b-9d3d-7d7239f74130"],
Cell[CellGroupData[{
Cell[5723, 154, 2495, 57, 79, "Input",ExpressionUUID->"c2ad0be7-22ee-4300-8ad8-45a6e113c1b0"],
Cell[8221, 213, 9649, 173, 259, "Output",ExpressionUUID->"f6516faf-fd08-47c3-9561-30dd53e915ef"]
}, Open  ]],
Cell[CellGroupData[{
Cell[17907, 391, 2179, 53, 79, "Input",ExpressionUUID->"22f1491b-05f8-4461-9d8a-7023940b0eba"],
Cell[20089, 446, 1793, 25, 37, "Output",ExpressionUUID->"51ffc0e8-d7b3-4a69-8b95-a2da95048c0c"]
}, Open  ]],
Cell[21897, 474, 420, 10, 42, "Input",ExpressionUUID->"0b790137-d050-4e54-820e-ce3bbd34ede5"],
Cell[CellGroupData[{
Cell[22342, 488, 1091, 29, 58, "Input",ExpressionUUID->"444da03a-39cf-4c3d-bb1b-9d322299f630"],
Cell[23436, 519, 1275, 18, 37, "Output",ExpressionUUID->"9f221de9-9a31-4103-ad87-9b04df8cd205"]
}, Open  ]],
Cell[CellGroupData[{
Cell[24748, 542, 2053, 50, 116, "Input",ExpressionUUID->"7835cc6b-0406-456f-a3a3-ab6f89b509c7"],
Cell[26804, 594, 1296, 18, 37, "Output",ExpressionUUID->"cd99cf10-3007-4621-9734-a1aac73ac167"]
}, Open  ]],
Cell[CellGroupData[{
Cell[28137, 617, 1393, 36, 58, "Input",ExpressionUUID->"fc251146-842e-4797-bd33-46971b36a427"],
Cell[29533, 655, 7185, 134, 260, "Output",ExpressionUUID->"a9008b86-55c3-4fc2-adcd-f243b8d12076"]
}, Open  ]],
Cell[36733, 792, 397, 10, 33, "Input",ExpressionUUID->"700162e1-a626-4c8d-a329-bbb787d8421f"],
Cell[CellGroupData[{
Cell[37155, 806, 1356, 40, 111, "Input",ExpressionUUID->"c32958ba-7ddc-4867-b2dd-1fa3dd43d8ea"],
Cell[38514, 848, 814, 12, 37, "Output",ExpressionUUID->"7d02abab-549e-4f97-9a0a-462a6f073f05"]
}, Open  ]],
Cell[39343, 863, 1579, 45, 111, "Input",ExpressionUUID->"75241ed7-817c-4778-b63c-fc8ddf258a79"],
Cell[CellGroupData[{
Cell[40947, 912, 579, 14, 33, "Input",ExpressionUUID->"0c53d04a-d321-40e7-bd01-78ab6fb12897"],
Cell[41529, 928, 8537, 161, 260, "Output",ExpressionUUID->"8a5edc72-5750-41fe-94b1-2c3cc97f31b6"]
}, Open  ]],
Cell[CellGroupData[{
Cell[50103, 1094, 1406, 33, 116, "Input",ExpressionUUID->"a7903930-b537-4744-afa4-508c0f6775c1"],
Cell[51512, 1129, 22012, 381, 260, "Output",ExpressionUUID->"3a455965-da64-4483-a63f-6e48664099c3"]
}, Open  ]],
Cell[CellGroupData[{
Cell[73561, 1515, 2004, 46, 104, "Input",ExpressionUUID->"41107c73-e600-4079-9938-9536a9f8a8eb"],
Cell[75568, 1563, 27511, 476, 260, "Output",ExpressionUUID->"1f9867dd-5b62-435c-8fd4-b1b0ed99a1e7"]
}, Open  ]],
Cell[103094, 2042, 6884, 198, 339, "Input",ExpressionUUID->"2d742f3b-e2e0-47c6-baf7-86eb7d257d8e"],
Cell[CellGroupData[{
Cell[110003, 2244, 2358, 46, 100, "Input",ExpressionUUID->"c4aefd0e-3506-41fc-bf66-96c712b2ce79"],
Cell[112364, 2292, 1169, 21, 49, "Message",ExpressionUUID->"351a986e-db5e-419d-b044-3ceb4e8e662e"],
Cell[113536, 2315, 223, 4, 37, "Output",ExpressionUUID->"7ec08f6c-592d-4055-ab4e-6bd1d9cc7bda"]
}, Open  ]],
Cell[CellGroupData[{
Cell[113796, 2324, 616, 14, 35, "Input",ExpressionUUID->"ccada756-7348-46c1-b563-ab963b6bc06c"],
Cell[114415, 2340, 294, 5, 37, "Output",ExpressionUUID->"0e719ae2-1b65-4be2-b75f-8339affd0c43"]
}, Open  ]],
Cell[CellGroupData[{
Cell[114746, 2350, 565, 12, 33, "Input",ExpressionUUID->"944ca04b-356e-4d0c-8a5f-3da8872641bc"],
Cell[115314, 2364, 538, 12, 30, "Message",ExpressionUUID->"150f8423-52f7-47f6-9cfe-1ef7d7626481"],
Cell[115855, 2378, 815, 16, 49, "Message",ExpressionUUID->"aaa949a5-4f86-4f27-b5ea-43471ac85dc1"],
Cell[116673, 2396, 38681, 653, 255, "Output",ExpressionUUID->"174b245f-7a18-46a5-b159-f307aa64ff21"]
}, Open  ]],
Cell[CellGroupData[{
Cell[155391, 3054, 2725, 75, 151, "Input",ExpressionUUID->"63a117cb-1305-4d2e-b025-0ad6c987fd15"],
Cell[158119, 3131, 1062, 19, 49, "Message",ExpressionUUID->"9465d3b4-1b38-4ebf-bc22-88bbd52d910a"],
Cell[159184, 3152, 1064, 19, 49, "Message",ExpressionUUID->"0b9eb816-b1b2-4b32-811f-9bb82b64a253"],
Cell[160251, 3173, 1064, 19, 49, "Message",ExpressionUUID->"262fe223-1353-404c-910d-084ec0298319"],
Cell[161318, 3194, 759, 14, 30, "Message",ExpressionUUID->"9cb325aa-ebd5-4549-9d0d-b98022a6d892"],
Cell[162080, 3210, 790, 15, 30, "Message",ExpressionUUID->"fcc0885d-5e57-4972-af78-f4e5710cc5dc"],
Cell[162873, 3227, 787, 15, 30, "Message",ExpressionUUID->"628c3573-0cb3-4ad3-b8db-4bf802d04964"],
Cell[163663, 3244, 787, 15, 30, "Message",ExpressionUUID->"57d5fcf3-4ecc-4dd7-bb38-0a890cb778ec"],
Cell[164453, 3261, 761, 14, 30, "Message",ExpressionUUID->"61acd072-3dbd-4bb8-95d9-4290a58cd457"],
Cell[165217, 3277, 1061, 19, 49, "Message",ExpressionUUID->"f51a6b8a-cf5d-46ea-907b-41fbcd5d7b4a"],
Cell[166281, 3298, 1063, 19, 49, "Message",ExpressionUUID->"85cbb774-40fe-468e-976f-9828d5aa2528"],
Cell[167347, 3319, 1065, 19, 49, "Message",ExpressionUUID->"195eabe9-19ea-4a0f-8747-965163ff2458"],
Cell[168415, 3340, 761, 14, 30, "Message",ExpressionUUID->"18165ac7-cdf8-4e80-8ba3-312f54219eff"],
Cell[169179, 3356, 788, 15, 30, "Message",ExpressionUUID->"79ad0044-cc11-4662-b4d4-ce25bdbd0a14"],
Cell[169970, 3373, 788, 15, 30, "Message",ExpressionUUID->"8b87d834-5b28-4536-a721-633b16197312"],
Cell[170761, 3390, 788, 15, 30, "Message",ExpressionUUID->"59d03b30-6e84-4206-91fe-c6d79842a4ac"],
Cell[171552, 3407, 763, 14, 30, "Message",ExpressionUUID->"e855d257-912f-41d2-b5d1-1bd4b86f686a"],
Cell[172318, 3423, 1065, 19, 49, "Message",ExpressionUUID->"79e9db2d-f110-44ea-a514-e1b9608ca443"],
Cell[173386, 3444, 1065, 19, 49, "Message",ExpressionUUID->"ccdf8f9e-0f69-487c-8b3e-36edddb2a225"],
Cell[174454, 3465, 1064, 19, 49, "Message",ExpressionUUID->"e095782c-b44f-490f-a41e-6ea0cbbcebf0"],
Cell[175521, 3486, 759, 14, 30, "Message",ExpressionUUID->"398615ad-481d-42e3-8e57-61038bf6a356"],
Cell[176283, 3502, 1061, 19, 49, "Message",ExpressionUUID->"be43fab0-915a-484b-8c47-0e1e07aa5f7c"],
Cell[177347, 3523, 1065, 19, 49, "Message",ExpressionUUID->"3a1602a8-6c9f-4ead-b3c0-66fbaeafdfd4"],
Cell[178415, 3544, 1062, 19, 49, "Message",ExpressionUUID->"77c001c0-123c-4e78-b852-e0be646b38e2"],
Cell[179480, 3565, 759, 14, 30, "Message",ExpressionUUID->"e1837700-add2-4091-a5e3-9f5d95e72cfb"],
Cell[180242, 3581, 790, 15, 30, "Message",ExpressionUUID->"9276ac1b-34c8-4c4b-94ce-a1e1e2b03519"],
Cell[181035, 3598, 788, 15, 30, "Message",ExpressionUUID->"3d3c3553-af7b-461e-8a60-628621c8450c"],
Cell[181826, 3615, 788, 15, 30, "Message",ExpressionUUID->"73b8f87d-3637-4454-9e17-076bb769eeb0"],
Cell[182617, 3632, 763, 14, 30, "Message",ExpressionUUID->"e31fb47c-e5b1-45f9-96cd-88f58e454115"],
Cell[183383, 3648, 1064, 19, 49, "Message",ExpressionUUID->"9eb97211-7708-473e-a3d2-4b62c5c32111"],
Cell[184450, 3669, 1065, 19, 49, "Message",ExpressionUUID->"29062eea-5e81-47e2-a691-6ef72caa57f6"],
Cell[185518, 3690, 1066, 19, 49, "Message",ExpressionUUID->"fba75cd9-e413-423a-aed9-2b0162ea30d6"],
Cell[186587, 3711, 759, 14, 30, "Message",ExpressionUUID->"c0d868f6-b64d-4cfb-b967-ed8b09410e7b"],
Cell[187349, 3727, 788, 15, 30, "Message",ExpressionUUID->"2e16603a-e4ff-4fc3-83f0-eb7d860317e7"],
Cell[188140, 3744, 788, 15, 30, "Message",ExpressionUUID->"c60b7153-2d59-480d-9463-28f86f507f11"],
Cell[188931, 3761, 788, 15, 30, "Message",ExpressionUUID->"4073b901-547d-4911-a72b-f7ea754480cb"],
Cell[189722, 3778, 760, 14, 30, "Message",ExpressionUUID->"6b173163-5e87-40a5-ace0-2e3c5c20018e"],
Cell[190485, 3794, 1063, 19, 49, "Message",ExpressionUUID->"86dfa5ca-523b-4938-a582-9cb753857d97"],
Cell[191551, 3815, 1064, 19, 49, "Message",ExpressionUUID->"1a64f4e4-ebea-4533-86c3-868fce33e5f7"],
Cell[192618, 3836, 1065, 19, 49, "Message",ExpressionUUID->"9a224a6b-8830-4cc0-bffe-0a88e274d635"],
Cell[193686, 3857, 761, 14, 30, "Message",ExpressionUUID->"563924c0-2437-4725-ba2d-436e906cb3ef"]
}, Open  ]],
Cell[CellGroupData[{
Cell[194484, 3876, 750, 13, 33, "Input",ExpressionUUID->"763b3918-bc83-44af-84f4-82b8d9fdad84"],
Cell[195237, 3891, 16088, 280, 244, "Output",ExpressionUUID->"2e74f3c4-c33b-4e10-8192-c1ba8f5efbff"]
}, Open  ]],
Cell[CellGroupData[{
Cell[211362, 4176, 2489, 55, 198, "Input",ExpressionUUID->"f395d881-914c-4fc7-9c61-ed68156165b5"],
Cell[213854, 4233, 30583, 560, 78, "Output",ExpressionUUID->"f6260ccb-835b-4576-b72a-def9181f614e"],
Cell[244440, 4795, 30243, 554, 78, "Output",ExpressionUUID->"48efd146-8086-4a53-bb80-4bfac6ca036f"],
Cell[274686, 5351, 30247, 554, 78, "Output",ExpressionUUID->"6648e69d-28db-4459-ad5b-75114b6ce1bf"],
Cell[304936, 5907, 30255, 554, 78, "Output",ExpressionUUID->"796e557f-9d1c-4af2-99dc-9a1e00b85a64"],
Cell[335194, 6463, 30225, 555, 78, "Output",ExpressionUUID->"780d3dab-6e4a-41e2-9ded-d5f760178b6b"],
Cell[365422, 7020, 29857, 546, 78, "Output",ExpressionUUID->"83315f7c-f84a-4d59-ad0c-433212e5c4d4"],
Cell[395282, 7568, 34703, 589, 425, "Output",ExpressionUUID->"1b6220c6-8e5d-466a-a53a-173d2d94d679"]
}, Open  ]],
Cell[430000, 8160, 150, 3, 33, "Input",ExpressionUUID->"4110d7b4-eea5-4a31-bb44-0cfe6630cd3c"],
Cell[CellGroupData[{
Cell[430175, 8167, 892, 21, 37, "Input",ExpressionUUID->"745956bd-cee1-4b9e-be2b-5f3aa5cbb78f"],
Cell[431070, 8190, 917, 13, 37, "Output",ExpressionUUID->"cbaf6ee5-f669-412d-9fb1-b38517626ae8"]
}, Open  ]],
Cell[CellGroupData[{
Cell[432024, 8208, 1007, 19, 50, "Input",ExpressionUUID->"84ddf410-1206-4db4-8163-fea78d05a9fa"],
Cell[433034, 8229, 5644, 111, 265, "Output",ExpressionUUID->"0546d6b0-c065-4599-9d2a-8a70f75e9eb9"]
}, Open  ]],
Cell[CellGroupData[{
Cell[438715, 8345, 2498, 75, 125, "Input",ExpressionUUID->"dbfa69a4-38ff-4a4c-96a5-19b8ca17951b"],
Cell[441216, 8422, 567, 9, 37, "Output",ExpressionUUID->"72abeaf4-4581-44c1-9c9b-599eed9311d1"]
}, Open  ]],
Cell[441798, 8434, 867, 18, 33, "Input",ExpressionUUID->"93967aaa-fb32-46f7-b27c-892da0b16278"],
Cell[CellGroupData[{
Cell[442690, 8456, 476, 10, 33, "Input",ExpressionUUID->"fd99e280-b87a-49dd-a288-5fe39a52e19d"],
Cell[443169, 8468, 841, 14, 37, "Output",ExpressionUUID->"ef908ed1-b737-4b67-a82d-c94882734c36"]
}, Open  ]],
Cell[444025, 8485, 509, 10, 33, "Input",ExpressionUUID->"79a457e4-2694-4aff-b91a-36c1c1457a0a"],
Cell[CellGroupData[{
Cell[444559, 8499, 889, 24, 33, "Input",ExpressionUUID->"21c7637c-3a09-41a5-b3ab-b8f8756d6a35"],
Cell[445451, 8525, 1066, 26, 57, "Output",ExpressionUUID->"a3cf3011-1c8a-4059-b0a2-968dcac48dbe"]
}, Open  ]],
Cell[CellGroupData[{
Cell[446554, 8556, 675, 18, 33, "Input",ExpressionUUID->"2a836ba1-d54a-4276-b9f3-4a104a1093f6"],
Cell[447232, 8576, 1025, 24, 55, "Output",ExpressionUUID->"57db4fec-3f75-4aa5-a0d3-6b15bcde7bf7"]
}, Open  ]],
Cell[448272, 8603, 5564, 150, 179, "Input",ExpressionUUID->"3dbd2157-139e-479f-a496-5c8a60d09330"],
Cell[CellGroupData[{
Cell[453861, 8757, 1785, 54, 108, "Input",ExpressionUUID->"b024508b-6d27-4ffa-ab07-de4ed8a4b834"],
Cell[455649, 8813, 548, 9, 37, "Output",ExpressionUUID->"33da0b6f-6e0e-44b4-bced-a2d79464be09"]
}, Open  ]],
Cell[456212, 8825, 81, 0, 33, "Input",ExpressionUUID->"bf441233-f9c9-4a42-9b46-8f57bbd8708a"],
Cell[CellGroupData[{
Cell[456318, 8829, 603, 12, 33, "Input",ExpressionUUID->"5f437c91-8022-415a-8eed-7828551b0fce"],
Cell[456924, 8843, 5991, 116, 385, "Output",ExpressionUUID->"3374f384-18a6-4832-9703-7157360c30cd"]
}, Open  ]],
Cell[462930, 8962, 388, 8, 33, "Input",ExpressionUUID->"5afa8d22-b29c-4441-90a8-81bd28869b4d"],
Cell[463321, 8972, 1776, 36, 174, "Input",ExpressionUUID->"61d6b91a-da6f-40e2-b99d-e31866f61d8d"],
Cell[465100, 9010, 1406, 42, 111, "Input",ExpressionUUID->"fe2e92bd-99ee-4847-8c87-958f9c8e2ae0"],
Cell[CellGroupData[{
Cell[466531, 9056, 512, 13, 33, "Input",ExpressionUUID->"11a1b2f9-f071-4cbb-8745-8b989c037646"],
Cell[467046, 9071, 18788, 331, 262, "Output",ExpressionUUID->"43514bb0-011a-47ca-9735-bfd24e2ad828"]
}, Open  ]],
Cell[CellGroupData[{
Cell[485871, 9407, 2053, 46, 104, "Input",ExpressionUUID->"e4b1105f-d069-4328-b182-1cb800c3aa9c"],
Cell[487927, 9455, 57001, 961, 262, "Output",ExpressionUUID->"66f47fca-c196-4424-9e64-995d65ef34dc"]
}, Open  ]],
Cell[CellGroupData[{
Cell[544965, 10421, 1242, 31, 100, "Input",ExpressionUUID->"12b6b67b-c03b-421d-97ea-f2051e4c3776"],
Cell[546210, 10454, 780, 14, 49, "Message",ExpressionUUID->"9fc313f5-04b1-4dc2-a9b4-4f402cfe7d69"],
Cell[546993, 10470, 361, 6, 37, "Output",ExpressionUUID->"5b1685c6-3975-4c85-8822-f3f6f6933bc0"]
}, Open  ]],
Cell[CellGroupData[{
Cell[547391, 10481, 565, 12, 33, "Input",ExpressionUUID->"aa907d73-e27d-4992-8b65-eac5ef728757"],
Cell[547959, 10495, 835, 16, 49, "Message",ExpressionUUID->"8ba4b00b-d0a9-4239-a887-42f4ffa1bb33"],
Cell[548797, 10513, 28569, 489, 248, "Output",ExpressionUUID->"513e3685-646c-4220-b262-73de37ab2a48"]
}, Open  ]],
Cell[CellGroupData[{
Cell[577403, 11007, 2548, 73, 151, "Input",ExpressionUUID->"bb3960f3-8cb7-4917-b64f-e3364369e663"],
Cell[579954, 11082, 877, 17, 49, "Message",ExpressionUUID->"1fd2488f-f65c-429a-b7bc-61b484458660"],
Cell[580834, 11101, 882, 17, 49, "Message",ExpressionUUID->"5145dedb-ca24-4c71-b681-a38d9da9ad27"],
Cell[581719, 11120, 879, 17, 49, "Message",ExpressionUUID->"3a69d778-f40b-433f-9474-6acfa535a109"],
Cell[582601, 11139, 576, 12, 30, "Message",ExpressionUUID->"861a067e-d75c-4ba8-b45b-943da7e7dd75"],
Cell[583180, 11153, 605, 13, 30, "Message",ExpressionUUID->"485b92c0-b0bf-48c2-9e32-13c4a1bf436d"],
Cell[583788, 11168, 605, 13, 30, "Message",ExpressionUUID->"e5061ca5-4746-4742-b690-d521551b5365"],
Cell[584396, 11183, 880, 17, 49, "Message",ExpressionUUID->"45848a37-8bc9-4e11-a1a4-ab17a653801e"],
Cell[585279, 11202, 883, 17, 49, "Message",ExpressionUUID->"26436802-1283-4259-b3c9-af9f0e109c0c"],
Cell[586165, 11221, 881, 17, 49, "Message",ExpressionUUID->"f1bc0090-1caf-4ffb-b86d-9dc8dac76da1"],
Cell[587049, 11240, 578, 12, 30, "Message",ExpressionUUID->"f07d3ffa-d82c-4174-b6f9-feffa7a81e4f"],
Cell[587630, 11254, 607, 13, 30, "Message",ExpressionUUID->"dc673e01-48fe-4037-bb63-18d48d34f964"],
Cell[588240, 11269, 880, 17, 49, "Message",ExpressionUUID->"aa0dca82-deed-4ee6-b74b-7a07cdea1db7"],
Cell[589123, 11288, 876, 17, 49, "Message",ExpressionUUID->"2e62e982-2993-4b27-8ac3-7ae02ce9aadc"],
Cell[590002, 11307, 880, 17, 49, "Message",ExpressionUUID->"b3a0b4d4-b829-47aa-994c-3a0b8ff9e009"],
Cell[590885, 11326, 576, 12, 30, "Message",ExpressionUUID->"c70840af-1b4a-4f8c-8a12-30ad7a708907"],
Cell[591464, 11340, 605, 13, 30, "Message",ExpressionUUID->"c44c3679-4d44-4ccc-8fa2-af9e1d48ce56"],
Cell[592072, 11355, 881, 17, 49, "Message",ExpressionUUID->"ba014c87-3df9-441e-9d43-28def78b1280"],
Cell[592956, 11374, 605, 13, 30, "Message",ExpressionUUID->"18d54c91-7a2f-4710-96dd-f4be9ad598c9"],
Cell[593564, 11389, 881, 17, 49, "Message",ExpressionUUID->"33c3dd28-8b74-4f85-aff4-d9163f004cda"],
Cell[594448, 11408, 607, 13, 30, "Message",ExpressionUUID->"e0c7fa00-02d8-403d-8d76-3b4ea66fc594"],
Cell[595058, 11423, 578, 12, 30, "Message",ExpressionUUID->"cf0ae7ca-1208-469b-83ec-62e0fa84d256"],
Cell[595639, 11437, 881, 17, 49, "Message",ExpressionUUID->"fac79be0-23ae-497d-adc3-4f1a65901ef8"],
Cell[596523, 11456, 578, 12, 30, "Message",ExpressionUUID->"4355f6f3-b2a8-413a-8aac-ef0b6cc53b03"],
Cell[597104, 11470, 607, 13, 30, "Message",ExpressionUUID->"04c1d30a-5f0e-4916-b2c4-f278fcc2d058"],
Cell[597714, 11485, 880, 17, 49, "Message",ExpressionUUID->"2cf77875-cc2b-40fc-83b9-2fdb8df619f8"],
Cell[598597, 11504, 605, 13, 30, "Message",ExpressionUUID->"b565f722-3a28-4c41-ba02-25744b537605"],
Cell[599205, 11519, 883, 17, 49, "Message",ExpressionUUID->"bc0f6361-2fce-47e6-8651-f81fcaee8957"],
Cell[600091, 11538, 607, 13, 30, "Message",ExpressionUUID->"06b5ac9a-77eb-4ceb-af66-25be2a5608bf"],
Cell[600701, 11553, 580, 12, 30, "Message",ExpressionUUID->"95cbd156-9b6e-46ce-8b41-90d4fbc69970"],
Cell[601284, 11567, 881, 17, 49, "Message",ExpressionUUID->"41a30751-34dc-4934-ba8d-4d0413602fc9"],
Cell[602168, 11586, 576, 12, 30, "Message",ExpressionUUID->"5f50b422-2d86-4a1d-a691-e0ef74f1e18a"],
Cell[602747, 11600, 882, 17, 49, "Message",ExpressionUUID->"b1f69ab4-fdd5-4b63-ba88-8b03ea57a90d"],
Cell[603632, 11619, 881, 17, 49, "Message",ExpressionUUID->"d2c42262-1da8-4922-b6b4-81b52cb38e3f"],
Cell[604516, 11638, 883, 17, 49, "Message",ExpressionUUID->"b421f684-7f08-4537-bfbc-de2394499507"],
Cell[605402, 11657, 578, 12, 30, "Message",ExpressionUUID->"44603d26-18cd-4971-a91c-293de32c98d9"]
}, Open  ]],
Cell[605995, 11672, 2639, 83, 223, "Input",ExpressionUUID->"d559092d-edc7-4d06-a702-6eff5ba0a662"],
Cell[CellGroupData[{
Cell[608659, 11759, 406, 9, 33, "Input",ExpressionUUID->"6e0c70ae-f2e7-4846-95d3-a013dc639521"],
Cell[609068, 11770, 15652, 273, 248, "Output",ExpressionUUID->"cee7a66a-bdc3-4d20-9412-f1d1eb61afa8"]
}, Open  ]],
Cell[CellGroupData[{
Cell[624757, 12048, 1921, 48, 198, "Input",ExpressionUUID->"d9505bf0-29d1-406a-8f06-1985e55de13f"],
Cell[626681, 12098, 28616, 525, 78, "Output",ExpressionUUID->"69539866-c8d1-4b51-9a4d-5537c1055fd6"],
Cell[655300, 12625, 28510, 523, 78, "Output",ExpressionUUID->"32e96337-ce94-4efe-9a44-955d72d28d49"],
Cell[683813, 13150, 28645, 526, 78, "Output",ExpressionUUID->"4590ae9a-3ba7-4134-b816-2f0e5f773cca"],
Cell[712461, 13678, 29001, 532, 78, "Output",ExpressionUUID->"59e9240f-b1ee-4692-a8a0-f13992d25b1f"],
Cell[741465, 14212, 28955, 531, 78, "Output",ExpressionUUID->"3ad7b5ef-6822-4454-9e12-5bba94de1463"],
Cell[770423, 14745, 28988, 531, 78, "Output",ExpressionUUID->"924545b1-618a-4def-9b37-8ed0ae6f7c94"],
Cell[799414, 15278, 23054, 398, 520, "Output",ExpressionUUID->"deda2472-c2d7-4911-b1ca-7e6a3fb2e825"]
}, Open  ]],
Cell[CellGroupData[{
Cell[822505, 15681, 733, 16, 35, "Input",ExpressionUUID->"73fcd4a8-f07c-4668-a074-8d6edd4e9c5c"],
Cell[823241, 15699, 1188, 18, 37, "Output",ExpressionUUID->"7064fc70-a5ad-4c7a-9a5d-93a2ff93f3b9"]
}, Open  ]],
Cell[CellGroupData[{
Cell[824466, 15722, 840, 16, 57, "Input",ExpressionUUID->"4207567b-0a7c-4cc5-81be-75f2e42df3dc"],
Cell[825309, 15740, 19761, 342, 263, "Output",ExpressionUUID->"031b0b1c-41c3-42ed-9f19-5c3598d9db1e"]
}, Open  ]],
Cell[CellGroupData[{
Cell[845107, 16087, 332, 8, 33, "Input",ExpressionUUID->"cee43495-67e9-47c2-94dc-2d657d1fab18"],
Cell[845442, 16097, 577, 10, 37, "Output",ExpressionUUID->"53ca6d9d-1f32-4d17-a142-6d2901ba5316"]
}, Open  ]],
Cell[846034, 16110, 1890, 61, 79, "Input",ExpressionUUID->"f7780dc9-ccdb-4a12-879b-505da55785a3"],
Cell[CellGroupData[{
Cell[847949, 16175, 379, 9, 33, "Input",ExpressionUUID->"8bb8b6c3-f74e-4505-9b6f-d5978af920f2"],
Cell[848331, 16186, 5182, 104, 250, "Output",ExpressionUUID->"dc4afca3-fa87-4026-a97a-190e7bf07aa4"]
}, Open  ]],
Cell[853528, 16293, 292, 7, 33, "Input",ExpressionUUID->"c6deb938-a60b-48ff-8b90-a74d7ae9e157"],
Cell[853823, 16302, 816, 16, 50, "Input",ExpressionUUID->"6753751b-a669-450c-821a-0e2864446c1a"],
Cell[854642, 16320, 307, 8, 33, "Input",ExpressionUUID->"dc4db538-b681-426a-acc4-ce255c7c1d15"],
Cell[CellGroupData[{
Cell[854974, 16332, 1086, 22, 35, "Input",ExpressionUUID->"c96e0fd9-189c-4e48-b6f8-cbbdb9d07d41"],
Cell[856063, 16356, 135950, 2268, 408, 107879, 1810, "CachedBoxData", "BoxData", "Output",ExpressionUUID->"70f966a0-386d-479b-99b9-954975d6e879"]
}, Open  ]],
Cell[992028, 18627, 5757, 147, 555, "Input",ExpressionUUID->"e57ddf1c-67e2-47a7-9bb7-4c7dc728e854"],
Cell[997788, 18776, 6532, 144, 500, "Input",ExpressionUUID->"7d563751-9dd5-4e27-9845-46f525c48682"],
Cell[1004323, 18922, 5311, 153, 316, "Input",ExpressionUUID->"8d9835d3-d38e-4b8f-aeda-dab1a09c92c0"],
Cell[1009637, 19077, 5010, 149, 342, "Input",ExpressionUUID->"913bc2a8-096a-4da1-b7be-58d029b36d1a"],
Cell[CellGroupData[{
Cell[1014672, 19230, 3763, 68, 124, "Input",ExpressionUUID->"b0bf33f5-97ee-414f-b509-6dfa628674e2"],
Cell[1018438, 19300, 856, 15, 30, "Message",ExpressionUUID->"e87181a6-4d1d-4c03-a3a4-2fbd063a9773"],
Cell[1019297, 19317, 142584, 2423, 558, "Output",ExpressionUUID->"41c8ccca-1c54-40d5-982d-df4c615b40d6"],
Cell[1161884, 21742, 855, 15, 30, "Message",ExpressionUUID->"4cdb19fd-ba9e-4329-9504-2f34f43832ea"],
Cell[1162742, 21759, 853, 15, 30, "Message",ExpressionUUID->"9082b55a-d2f8-4bcb-b369-378708249c31"],
Cell[1163598, 21776, 853, 15, 30, "Message",ExpressionUUID->"1091e660-ceb1-4842-927c-e883b9e4caf2"],
Cell[1164454, 21793, 836, 15, 30, "Message",ExpressionUUID->"7cf2453d-63fc-4018-86a2-2dea1558ed8f"],
Cell[1165293, 21810, 15170, 264, 331, "Output",ExpressionUUID->"a6b3022c-7bf1-4922-8076-35e76d3add3a"]
}, Open  ]],
Cell[1180478, 22077, 131, 3, 33, "Input",ExpressionUUID->"04292cc5-c934-4329-a9c5-85b2278343df"],
Cell[1180612, 22082, 381, 10, 33, "Input",ExpressionUUID->"50a3db6b-50c1-4c63-a4b6-e0a5ab5b7a7c"],
Cell[CellGroupData[{
Cell[1181018, 22096, 964, 21, 50, "Input",ExpressionUUID->"c36da682-78eb-4479-a88a-6d8ffe69fdb8"],
Cell[1181985, 22119, 118916, 1980, 409, "Output",ExpressionUUID->"5d6b7975-54f9-4f76-9afe-74ad694852e3"]
}, Open  ]],
Cell[CellGroupData[{
Cell[1300938, 24104, 1076, 23, 50, "Input",ExpressionUUID->"19052f96-5012-4bb8-8d61-ab162fcff6b3"],
Cell[1302017, 24129, 164815, 2741, 409, "Output",ExpressionUUID->"5a40e7d1-446e-457a-9279-37c87371dec5"]
}, Open  ]],
Cell[CellGroupData[{
Cell[1466869, 26875, 858, 22, 33, "Input",ExpressionUUID->"810cff79-47ba-476e-87f6-c3e7e8c9c39c"],
Cell[1467730, 26899, 14262, 259, 259, "Output",ExpressionUUID->"665c9ce6-aabc-4938-9ea3-804267957125"]
}, Open  ]],
Cell[CellGroupData[{
Cell[1482029, 27163, 984, 25, 33, "Input",ExpressionUUID->"7a20b6d1-898d-48d7-a70e-0612fe4c9344"],
Cell[1483016, 27190, 18915, 338, 256, "Output",ExpressionUUID->"87302cc8-2b37-427e-ae3f-967f24d3fca9"]
}, Open  ]],
Cell[CellGroupData[{
Cell[1501968, 27533, 447, 11, 33, "Input",ExpressionUUID->"13bdecf0-e0fe-4fe7-bb03-54c065ce665b"],
Cell[1502418, 27546, 4121, 86, 266, "Output",ExpressionUUID->"d9074324-3e7b-49a3-815f-cb3ef58357e9"]
}, Open  ]]
}
]
*)