%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%E2%88%A3%E2%9D%81%E2%88%A3%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%E1%99%81%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%E1%91%90%E1%91%95%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%E2%88%A3%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%EC%98%B7%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%93%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A1%BC%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A1%BC%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A1%BC%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A1%BC%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%9F%9E%8B%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A1%BC%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A1%BC%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A1%BC%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A1%BC%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%93%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%EC%98%B7%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%E2%88%A3%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%E1%91%90%E1%91%95%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%E1%99%81%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0%E2%9A%AA%F0%94%97%A2%E2%9A%AA%E2%88%A3%E2%9D%81%E2%88%A3%E2%9A%AA%F0%94%97%A2%E2%9A%AA%F0%96%A3%A0/%E2%9A%AA%E1%95%A4%E1%95%A6%E2%9A%AA%D0%98N%E2%9A%AA%EA%96%B4%E2%9A%AA%E2%9C%A4%E2%9A%AA%E1%91%8E%E2%9A%AA%DF%A6%E2%9A%AA%E1%99%8F%E2%9A%AA%E2%93%84%E2%9A%AA%E1%91%90%E1%91%95%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E1%91%90%E1%91%95%E2%9A%AA%E2%93%84%E2%9A%AA%E1%99%8F%E2%9A%AA%DF%A6%E2%9A%AA%E1%91%8E%E2%9A%AA%E2%9C%A4%E2%9A%AA%EA%96%B4%E2%9A%AA%D0%98N%E2%9A%AA%E1%95%A4%E1%95%A6%E2%9A%AA/%E2%9A%AA%E1%97%B1%E1%97%B4%E2%9A%AA%E1%B4%A5%E2%9A%AA%E1%97%A9%E2%9A%AA%E1%97%AF%E2%9A%AA%E2%9C%A4%E2%9A%AA%EA%97%B3%E2%9A%AA%E2%93%84%E2%9A%AA%E1%94%93%E1%94%95%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E1%94%93%E1%94%95%E2%9A%AA%E2%93%84%E2%9A%AA%EA%97%B3%E2%9A%AA%E2%9C%A4%E2%9A%AA%E1%97%AF%E2%9A%AA%E1%97%A9%E2%9A%AA%E1%B4%A5%E2%9A%AA%E1%97%B1%E1%97%B4%E2%9A%AA/%E2%9A%AA%E1%99%8F%E2%9A%AA%E1%97%A9%E2%9A%AA%E1%B4%A5%E2%9A%AA%EA%97%B3%E2%9A%AA%E1%99%81%E2%9A%AA%E2%93%84%E2%9A%AA%E1%97%AF%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E1%97%AF%E2%9A%AA%E2%93%84%E2%9A%AA%E1%99%81%E2%9A%AA%EA%97%B3%E2%9A%AA%E1%B4%A5%E2%9A%AA%E1%97%A9%E2%9A%AA%E1%99%8F%E2%9A%AA/%E2%9A%AA%E1%97%A9%E2%9A%AA%E1%91%90%E1%91%95%E2%9A%AA%EA%96%B4%E2%9A%AA%E2%9C%A4%E2%9A%AA%E1%97%A9%E2%9A%AA%E1%99%8F%E2%9A%AA%E1%97%B1%E1%97%B4%E2%9A%AA%EC%98%B7%E2%9A%AA%E2%9C%A4%E2%9A%AA%E1%97%A9%E2%9A%AA%E1%99%8F%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E1%99%8F%E2%9A%AA%E1%97%A9%E2%9A%AA%E2%9C%A4%E2%9A%AA%EC%98%B7%E2%9A%AA%E1%97%B1%E1%97%B4%E2%9A%AA%E1%99%8F%E2%9A%AA%E1%97%A9%E2%9A%AA%E2%9C%A4%E2%9A%AA%EA%96%B4%E2%9A%AA%E1%91%90%E1%91%95%E2%9A%AA%E1%97%A9%E2%9A%AA/%E2%9A%AA%D0%98N%E2%9A%AA%E2%93%84%E2%9A%AA%EA%96%B4%E2%9A%AA%E2%9C%A4%E2%9A%AA%E1%91%90%E1%91%95%E2%9A%AA%D0%98N%E2%9A%AA%E1%91%8E%E2%9A%AA%EA%97%B3%E2%9A%AA%E2%97%AF%E2%9A%AA%E1%94%93%E1%94%95%E2%9A%AA%E1%91%8E%E2%9A%AA%EA%96%B4%E2%9A%AA%E2%9A%AD%E2%9A%AA%E1%97%A9%E2%9A%AA%EA%97%B3%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%EA%97%B3%E2%9A%AA%E1%97%A9%E2%9A%AA%E2%9A%AD%E2%9A%AA%EA%96%B4%E2%9A%AA%E1%91%8E%E2%9A%AA%E1%94%93%E1%94%95%E2%9A%AA%E2%97%AF%E2%9A%AA%EA%97%B3%E2%9A%AA%E1%91%8E%E2%9A%AA%D0%98N%E2%9A%AA%E1%91%90%E1%91%95%E2%9A%AA%E2%9C%A4%E2%9A%AA%EA%96%B4%E2%9A%AA%E2%93%84%E2%9A%AA%D0%98N%E2%9A%AA/B%D0%98.%E2%9A%AA%D0%98N%E2%9A%AA%E2%93%84%E2%9A%AA%E1%94%93%E1%94%95%E2%9A%AA%EA%96%B4%E2%9A%AA%E1%B4%A5%E2%9A%AA%E1%97%A9%E2%9A%AA%DF%A6%E2%9A%AA%E1%99%8F%E2%9A%AA%E2%93%84%E2%9A%AA%E1%91%90%E1%91%95%E2%9A%AA%E2%97%AF%E2%9A%AA%E1%97%9D%E2%9A%AA%EA%96%B4%E2%9A%AA%E2%93%84%E2%9A%AA%E1%99%8F%E2%9A%AA%E1%95%A4%E1%95%A6%E2%9A%AA%EA%96%B4%E2%9A%AA%E1%94%93%E1%94%95%E2%9A%AA%E2%97%AF%E2%9A%AA%E2%93%84%E2%9A%AA%E1%B4%A5%E2%9A%AA%E1%97%A9%E2%9A%AA%E1%94%93%E1%94%95%E2%9A%AA%E1%97%B1%E1%97%B4%E2%9A%AA%E1%91%90%E1%91%95%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E2%97%8C%E2%9A%AA%E1%91%90%E1%91%95%E2%9A%AA%E1%97%B1%E1%97%B4%E2%9A%AA%E1%94%93%E1%94%95%E2%9A%AA%E1%97%A9%E2%9A%AA%E1%B4%A5%E2%9A%AA%E2%93%84%E2%9A%AA%E2%97%AF%E2%9A%AA%E1%94%93%E1%94%95%E2%9A%AA%EA%96%B4%E2%9A%AA%E1%95%A4%E1%95%A6%E2%9A%AA%E1%99%8F%E2%9A%AA%E2%93%84%E2%9A%AA%EA%96%B4%E2%9A%AA%E1%97%9D%E2%9A%AA%E2%97%AF%E2%9A%AA%E1%91%90%E1%91%95%E2%9A%AA%E2%93%84%E2%9A%AA%E1%99%8F%E2%9A%AA%DF%A6%E2%9A%AA%E1%97%A9%E2%9A%AA%E1%B4%A5%E2%9A%AA%EA%96%B4%E2%9A%AA%E1%94%93%E1%94%95%E2%9A%AA%E2%93%84%E2%9A%AA%D0%98N%E2%9A%AA.NB

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

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

(* CreatedBy='Mathematica 12.2' *)

(*CacheID: 234*)
(* Internal cache information:
NotebookFileLineBreakTest
NotebookFileLineBreakTest
NotebookDataPosition[       158,          7]
NotebookDataLength[    340480,       5955]
NotebookOptionsPosition[    339470,       5928]
NotebookOutlinePosition[    339931,       5946]
CellTagsIndexPosition[    339888,       5943]
WindowFrame->Normal*)

(* Beginning of Notebook Content *)
Notebook[{

Cell[CellGroupData[{
Cell[BoxData[{
 RowBox[{
  RowBox[{
   RowBox[{
   "\:26aa\:15e9\:26aa\:0418N\:26aa\:4eba\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\
\:25ef\:26aa\:15f1\:15f4\:26aa\:15dd\:26aa\:25ef\:26aa\:1513\:1515\:26aa\:15e9\
\:26aa\:a5b4\:26aa\:1d25\:26aa\:15e9\:26aa\:25ef\:26aa\:0418N\:26aa\:15e9\
\:26aa\:144e\:26aa\:148d\:1490\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:148d\:1490\:26aa\:144e\:26aa\:15e9\:26aa\:0418\
N\:26aa\:25ef\:26aa\:15e9\:26aa\:1d25\:26aa\:a5b4\:26aa\:15e9\:26aa\:1513\
\:1515\:26aa\:25ef\:26aa\:15dd\:26aa\:15f1\:15f4\:26aa\:25ef\:26aa\:1d25\:26aa\
\:15f1\:15f4\:26aa\:4eba\:26aa\:0418N\:26aa\:15e9\:26aa", "[", "0", "]"}], 
   "=", "1"}], ";"}], "\n", 
 RowBox[{
  RowBox[{
   RowBox[{
   "\:26aa\:15e9\:26aa\:0418N\:26aa\:4eba\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\
\:25ef\:26aa\:15f1\:15f4\:26aa\:15dd\:26aa\:25ef\:26aa\:1513\:1515\:26aa\:15e9\
\:26aa\:a5b4\:26aa\:1d25\:26aa\:15e9\:26aa\:25ef\:26aa\:0418N\:26aa\:15e9\
\:26aa\:144e\:26aa\:148d\:1490\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:148d\:1490\:26aa\:144e\:26aa\:15e9\:26aa\:0418\
N\:26aa\:25ef\:26aa\:15e9\:26aa\:1d25\:26aa\:a5b4\:26aa\:15e9\:26aa\:1513\
\:1515\:26aa\:25ef\:26aa\:15dd\:26aa\:15f1\:15f4\:26aa\:25ef\:26aa\:1d25\:26aa\
\:15f1\:15f4\:26aa\:4eba\:26aa\:0418N\:26aa\:15e9\:26aa", "[", 
    RowBox[{
    "\:26aa\:0418N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:0418N\:26aa_Integer", "?", "Positive"}], "]"}], ":=", 
   RowBox[{
    RowBox[{
    "\:26aa\:15e9\:26aa\:0418N\:26aa\:4eba\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\
\:25ef\:26aa\:15f1\:15f4\:26aa\:15dd\:26aa\:25ef\:26aa\:1513\:1515\:26aa\:15e9\
\:26aa\:a5b4\:26aa\:1d25\:26aa\:15e9\:26aa\:25ef\:26aa\:0418N\:26aa\:15e9\
\:26aa\:144e\:26aa\:148d\:1490\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:148d\:1490\:26aa\:144e\:26aa\:15e9\:26aa\:0418\
N\:26aa\:25ef\:26aa\:15e9\:26aa\:1d25\:26aa\:a5b4\:26aa\:15e9\:26aa\:1513\
\:1515\:26aa\:25ef\:26aa\:15dd\:26aa\:15f1\:15f4\:26aa\:25ef\:26aa\:1d25\:26aa\
\:15f1\:15f4\:26aa\:4eba\:26aa\:0418N\:26aa\:15e9\:26aa", "[", 
     "\:26aa\:0418N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:0418N\:26aa", "]"}], "=", 
    RowBox[{
     RowBox[{"Sum", "[", 
      RowBox[{
       RowBox[{
        RowBox[{"2", "^", 
         RowBox[{"(", 
          RowBox[{
           RowBox[{"(", 
            RowBox[{
             RowBox[{
             "\:26aa\:273b\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:273b\:26aa", " ", 
              RowBox[{"(", 
               RowBox[{
               "\:26aa\:273b\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:273b\:26aa", "-", "1"}], ")"}]}], "-", 
             RowBox[{
             "\:26aa\:0418N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:0418N\:26aa", " ", 
              RowBox[{"(", 
               RowBox[{
               "\:26aa\:0418N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:0418N\:26aa", "-", "1"}], ")"}]}]}], ")"}], 
           "/", "2"}], ")"}]}], " ", 
        RowBox[{
         RowBox[{
         "\:26aa\:15e9\:26aa\:0418N\:26aa\:4eba\:26aa\:15f1\:15f4\:26aa\:1d25\
\:26aa\:25ef\:26aa\:15f1\:15f4\:26aa\:15dd\:26aa\:25ef\:26aa\:1513\:1515\:26aa\
\:15e9\:26aa\:a5b4\:26aa\:1d25\:26aa\:15e9\:26aa\:25ef\:26aa\:0418N\:26aa\
\:15e9\:26aa\:144e\:26aa\:148d\:1490\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:148d\:1490\:26aa\:144e\:26aa\:15e9\:26aa\
\:0418N\:26aa\:25ef\:26aa\:15e9\:26aa\:1d25\:26aa\:a5b4\:26aa\:15e9\:26aa\
\:1513\:1515\:26aa\:25ef\:26aa\:15dd\:26aa\:15f1\:15f4\:26aa\:25ef\:26aa\:1d25\
\:26aa\:15f1\:15f4\:26aa\:4eba\:26aa\:0418N\:26aa\:15e9\:26aa", "[", 
          "\:26aa\:273b\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:273b\:26aa", "]"}], "/", 
         RowBox[{
          RowBox[{"(", 
           RowBox[{
           "\:26aa\:0418N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:0418N\:26aa", "-", 
            "\:26aa\:273b\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:273b\:26aa", "+", "1"}], ")"}], "!"}]}]}], 
       ",", 
       RowBox[{"{", 
        RowBox[{
        "\:26aa\:273b\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:273b\:26aa", ",", "0", ",", 
         RowBox[{
         "\:26aa\:0418N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:0418N\:26aa", "-", "1"}]}], "}"}]}], "]"}], "/", 
     RowBox[{"(", 
      RowBox[{
       RowBox[{
       "2", "^", 
        "\:26aa\:0418N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:0418N\:26aa"}], "-", "1"}], ")"}]}]}]}], 
  ";"}], "\n", 
 RowBox[{
  RowBox[{
   RowBox[{
   "\:26aa\:0418N\:26aa\:24c4\:26aa\:a5b4\:26aa\:2724\:26aa\:1450\:1455\:26aa\
\:0418N\:26aa\:144e\:26aa\:a5f3\:26aa\:25ef\:26aa\:1513\:1515\:26aa\:144e\
\:26aa\:a5b4\:26aa\:26ad\:26aa\:15e9\:26aa\:a5f3\:26aa\:25ef\:26aa\:a5b4\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5b4\
\:26aa\:25ef\:26aa\:a5f3\:26aa\:15e9\:26aa\:26ad\:26aa\:a5b4\:26aa\:144e\:26aa\
\:1513\:1515\:26aa\:25ef\:26aa\:a5f3\:26aa\:144e\:26aa\:0418N\:26aa\:1450\
\:1455\:26aa\:2724\:26aa\:a5b4\:26aa\:24c4\:26aa\:0418N\:26aa", "[", 
    "\:26aa\:a564\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:a564\:26aa_", "]"}], ":=", 
   RowBox[{"Module", "[", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{
       RowBox[{
       "\:26aa\:0418N\:26aa\:24c4\:26aa\:a5b4\:26aa\:1513\:1515\:26aa\:a5b4\
\:26aa\:1450\:1455\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:07e6\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:07e6\:26aa\:1d25\
\:26aa\:15f1\:15f4\:26aa\:1450\:1455\:26aa\:a5b4\:26aa\:1513\:1515\:26aa\:a5b4\
\:26aa\:24c4\:26aa\:0418N\:26aa", "=", 
        RowBox[{
        "Precision", "[", 
         "\:26aa\:a564\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:a564\:26aa", "]"}]}], ",", 
       "\:26aa\:0418N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:0418N\:26aa", ",", 
       "\:26aa\:07e6\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:07e6\:26aa", ",", 
       "\:26aa\[Currency]\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\[Currency]\:26aa", ",", 
       "\:26aa\:1513\:1515\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:1513\:1515\:26aa", ",", 
       "\:26aa\:15f1\:15f4\:26aa\:1450\:1455\:26aa\:0418N\:26aa\:15e9\:26aa\
\:1d25\:26aa\:15f1\:15f4\:26aa\:1641\:26aa\:24c4\:26aa\:2724\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:24c4\
\:26aa\:1641\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:15e9\:26aa\:0418N\:26aa\
\:1450\:1455\:26aa\:15f1\:15f4\:26aa", ",", 
       "\:26aa\:15ef\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:15ef\:26aa", ",", 
       "\:26aa\:4eba\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:4eba\:26aa", ",", 
       "\:26aa\:2d35\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:2d35\:26aa"}], "}"}], ",", 
     RowBox[{
      RowBox[{"If", "[", 
       RowBox[{
        RowBox[{
        "\:26aa\:a564\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:a564\:26aa", "<", "0"}], ",", 
        RowBox[{"Return", "[", 
         RowBox[{"0", ",", "Module"}], "]"}]}], "]"}], ";", 
      RowBox[{
      "\:26aa\:15f1\:15f4\:26aa\:1450\:1455\:26aa\:0418N\:26aa\:15e9\:26aa\
\:1d25\:26aa\:15f1\:15f4\:26aa\:1641\:26aa\:24c4\:26aa\:2724\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:24c4\
\:26aa\:1641\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:15e9\:26aa\:0418N\:26aa\
\:1450\:1455\:26aa\:15f1\:15f4\:26aa", "=", 
       RowBox[{"10", "^", 
        RowBox[{"(", 
         RowBox[{
         "-", "\:26aa\:0418N\:26aa\:24c4\:26aa\:a5b4\:26aa\:1513\:1515\:26aa\
\:a5b4\:26aa\:1450\:1455\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:07e6\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:07e6\:26aa\
\:1d25\:26aa\:15f1\:15f4\:26aa\:1450\:1455\:26aa\:a5b4\:26aa\:1513\:1515\:26aa\
\:a5b4\:26aa\:24c4\:26aa\:0418N\:26aa"}], ")"}]}]}], ";", 
      RowBox[{
      "\:26aa\:2d35\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:2d35\:26aa", "=", 
       RowBox[{"SetPrecision", "[", 
        RowBox[{
        "\:26aa\:a564\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:a564\:26aa", ",", "Infinity"}], "]"}]}], ";", 
      RowBox[{
      "\:26aa\:1513\:1515\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:1513\:1515\:26aa", "=", "1"}], ";", 
      RowBox[{
      "\:26aa\:4eba\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:4eba\:26aa", "=", "0"}], ";", 
      RowBox[{
      "\:26aa\:2d35\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:2d35\:26aa", "=", 
       RowBox[{"If", "[", 
        RowBox[{
         RowBox[{
         "0", "\[LessEqual]", 
          "\:26aa\:2d35\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:2d35\:26aa", "\[LessEqual]", "2"}], ",", 
         RowBox[{"1", "-", 
          RowBox[{"Abs", "[", 
           RowBox[{
           "1", "-", 
            "\:26aa\:2d35\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:2d35\:26aa"}], "]"}]}], ",", 
         RowBox[{
          RowBox[{
          "\:26aa\[Currency]\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\[Currency]\:26aa", "=", 
           RowBox[{"Quotient", "[", 
            RowBox[{
            "\:26aa\:2d35\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:2d35\:26aa", ",", "2"}], "]"}]}], ";", 
          RowBox[{"If", "[", 
           RowBox[{
            RowBox[{
             RowBox[{
             "ThueMorse", "[", 
              "\:26aa\[Currency]\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\[Currency]\:26aa", "]"}], "\[Equal]", 
             "1"}], ",", 
            RowBox[{
            "\:26aa\:1513\:1515\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:1513\:1515\:26aa", "=", 
             RowBox[{"-", "1"}]}]}], "]"}], ";", 
          RowBox[{"1", "-", 
           RowBox[{"Abs", "[", 
            RowBox[{
            "1", "-", 
             "\:26aa\:2d35\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:2d35\:26aa", "+", 
             RowBox[{
             "2", " ", 
              "\:26aa\[Currency]\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\[Currency]\:26aa"}]}], "]"}]}]}]}], 
        "]"}]}], ";", 
      RowBox[{"While", "[", 
       RowBox[{
        RowBox[{
        "\:26aa\:2d35\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:2d35\:26aa", ">", "0"}], ",", 
        RowBox[{
         RowBox[{
         "\:26aa\:0418N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:0418N\:26aa", "=", 
          RowBox[{"-", 
           RowBox[{"Floor", "[", 
            RowBox[{"RealExponent", "[", 
             RowBox[{
             "\:26aa\:2d35\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:2d35\:26aa", ",", "2"}], "]"}], "]"}]}]}], 
         ";", 
         RowBox[{
         "\:26aa\:07e6\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:07e6\:26aa", "=", 
          RowBox[{
          "2", "^", 
           "\:26aa\:0418N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:0418N\:26aa"}]}], ";", 
         RowBox[{
         "\:26aa\:2d35\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:2d35\:26aa", "-=", 
          RowBox[{
          "1", "/", 
           "\:26aa\:07e6\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:07e6\:26aa"}]}], ";", 
         RowBox[{
         "\:26aa\:15ef\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:15ef\:26aa", "=", "1"}], ";", "\[IndentingNewLine]", 
         RowBox[{"Do", "[", 
          RowBox[{
           RowBox[{
            RowBox[{
            "\:26aa\:15ef\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:15ef\:26aa", "=", 
             RowBox[{
              RowBox[{
              "\:26aa\:15e9\:26aa\:0418N\:26aa\:4eba\:26aa\:15f1\:15f4\:26aa\
\:1d25\:26aa\:25ef\:26aa\:15f1\:15f4\:26aa\:15dd\:26aa\:25ef\:26aa\:1513\:1515\
\:26aa\:15e9\:26aa\:a5b4\:26aa\:1d25\:26aa\:15e9\:26aa\:25ef\:26aa\:0418N\
\:26aa\:15e9\:26aa\:144e\:26aa\:148d\:1490\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:148d\:1490\:26aa\:144e\:26aa\:15e9\
\:26aa\:0418N\:26aa\:25ef\:26aa\:15e9\:26aa\:1d25\:26aa\:a5b4\:26aa\:15e9\
\:26aa\:1513\:1515\:26aa\:25ef\:26aa\:15dd\:26aa\:15f1\:15f4\:26aa\:25ef\:26aa\
\:1d25\:26aa\:15f1\:15f4\:26aa\:4eba\:26aa\:0418N\:26aa\:15e9\:26aa", "[", 
               "\:26aa\:164f\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:164f\:26aa", "]"}], "+", 
              RowBox[{
              "\:26aa\:07e6\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:07e6\:26aa", " ", 
               "\:26aa\:2d35\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:2d35\:26aa", " ", 
               RowBox[{
               "\:26aa\:15ef\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:15ef\:26aa", "/", 
                RowBox[{"(", 
                 RowBox[{
                 "\:26aa\:0418N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:0418N\:26aa", "-", 
                  "\:26aa\:164f\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:164f\:26aa", "+", "1"}], ")"}]}]}]}]}], 
            ";", 
            RowBox[{
            "\:26aa\:07e6\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:07e6\:26aa", "/=", "2"}]}], ",", 
           RowBox[{"{", 
            RowBox[{
            "\:26aa\:164f\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:164f\:26aa", ",", 
             "\:26aa\:0418N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:0418N\:26aa"}], "}"}]}], "]"}], ";", 
         RowBox[{
         "\:26aa\:4eba\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:4eba\:26aa", "=", 
          RowBox[{
          "\:26aa\:15ef\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:15ef\:26aa", "-", 
           "\:26aa\:4eba\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:4eba\:26aa"}]}], ";", "\[IndentingNewLine]", 
         RowBox[{"If", "[", 
          RowBox[{
           RowBox[{
            RowBox[{
            "Abs", "[", 
             "\:26aa\:15ef\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:15ef\:26aa", "]"}], "<", 
            RowBox[{
             RowBox[{
             "Abs", "[", 
              "\:26aa\:4eba\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:4eba\:26aa", "]"}], " ", 
             "\:26aa\:15f1\:15f4\:26aa\:1450\:1455\:26aa\:0418N\:26aa\:15e9\
\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:1641\:26aa\:24c4\:26aa\:2724\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\
\:24c4\:26aa\:1641\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:15e9\:26aa\:0418N\
\:26aa\:1450\:1455\:26aa\:15f1\:15f4\:26aa"}]}], ",", 
           RowBox[{"Break", "[", "]"}]}], "]"}]}]}], "]"}], ";", 
      RowBox[{"SetPrecision", "[", 
       RowBox[{
        RowBox[{
        "\:26aa\:1513\:1515\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:1513\:1515\:26aa", " ", 
         RowBox[{
         "Abs", "[", 
          "\:26aa\:4eba\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:4eba\:26aa", "]"}]}], ",", 
        "\:26aa\:0418N\:26aa\:24c4\:26aa\:a5b4\:26aa\:1513\:1515\:26aa\:a5b4\
\:26aa\:1450\:1455\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:07e6\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:07e6\:26aa\:1d25\
\:26aa\:15f1\:15f4\:26aa\:1450\:1455\:26aa\:a5b4\:26aa\:1513\:1515\:26aa\:a5b4\
\:26aa\:24c4\:26aa\:0418N\:26aa"}], "]"}]}]}], "]"}]}], ";", 
  RowBox[{
   RowBox[{
   "\:26aa\:0418N\:26aa\:24c4\:26aa\:a5b4\:26aa\:2724\:26aa\:1450\:1455\:26aa\
\:0418N\:26aa\:144e\:26aa\:a5f3\:26aa\:25ef\:26aa\:1513\:1515\:26aa\:144e\
\:26aa\:a5b4\:26aa\:26ad\:26aa\:15e9\:26aa\:a5f3\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5f3\:26aa\:15e9\:26aa\:26ad\
\:26aa\:a5b4\:26aa\:144e\:26aa\:1513\:1515\:26aa\:25ef\:26aa\:a5f3\:26aa\:144e\
\:26aa\:0418N\:26aa\:1450\:1455\:26aa\:2724\:26aa\:a5b4\:26aa\:24c4\:26aa\
\:0418N\:26aa", "[", "Infinity", "]"}], "=", 
   RowBox[{"Interval", "[", 
    RowBox[{"{", 
     RowBox[{
      RowBox[{"-", "1"}], ",", "1"}], "}"}], "]"}]}], ";"}], "\n", 
 RowBox[{
  RowBox[{
   RowBox[{
    RowBox[{
    "\:26aa\:0418N\:26aa\:24c4\:26aa\:a5b4\:26aa\:2724\:26aa\:1450\:1455\:26aa\
\:0418N\:26aa\:144e\:26aa\:a5f3\:26aa\:25ef\:26aa\:1513\:1515\:26aa\:144e\
\:26aa\:a5b4\:26aa\:26ad\:26aa\:15e9\:26aa\:a5f3\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5f3\:26aa\:15e9\:26aa\:26ad\
\:26aa\:a5b4\:26aa\:144e\:26aa\:1513\:1515\:26aa\:25ef\:26aa\:a5f3\:26aa\:144e\
\:26aa\:0418N\:26aa\:1450\:1455\:26aa\:2724\:26aa\:a5b4\:26aa\:24c4\:26aa\
\:0418N\:26aa", "[", 
     RowBox[{
     "\:26aa\:a564\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:a564\:26aa_", "?", "NumberQ"}], "]"}], "/;", 
    RowBox[{"If", "[", 
     RowBox[{
      RowBox[{
       RowBox[{
       "Im", "[", 
        "\:26aa\:a564\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:a564\:26aa", "]"}], "\[Equal]", "0"}], ",", 
      RowBox[{"TrueQ", "[", 
       RowBox[{
        RowBox[{
         RowBox[{"Composition", "[", 
          RowBox[{
           RowBox[{
            RowBox[{"BitAnd", "[", 
             RowBox[{"#", ",", 
              RowBox[{"#", "-", "1"}]}], "]"}], "&"}], ",", "Denominator"}], 
          "]"}], "[", 
         "\:26aa\:a564\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:a564\:26aa", "]"}], "\[Equal]", "0"}], "]"}], ",", 
      "False"}], "]"}]}], ":=", 
   RowBox[{
   "\:26aa\:0418N\:26aa\:24c4\:26aa\:a5b4\:26aa\:2724\:26aa\:1450\:1455\:26aa\
\:0418N\:26aa\:144e\:26aa\:a5f3\:26aa\:25ef\:26aa\:1513\:1515\:26aa\:144e\
\:26aa\:a5b4\:26aa\:26ad\:26aa\:15e9\:26aa\:a5f3\:26aa\:25ef\:26aa\:a5b4\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5b4\
\:26aa\:25ef\:26aa\:a5f3\:26aa\:15e9\:26aa\:26ad\:26aa\:a5b4\:26aa\:144e\:26aa\
\:1513\:1515\:26aa\:25ef\:26aa\:a5f3\:26aa\:144e\:26aa\:0418N\:26aa\:1450\
\:1455\:26aa\:2724\:26aa\:a5b4\:26aa\:24c4\:26aa\:0418N\:26aa", "[", 
    "\:26aa\:a564\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:a564\:26aa", "]"}]}], ";"}], "\n", 
 RowBox[{
  RowBox[{
   RowBox[{
    RowBox[{
    "Derivative", "[", 
     "\:26aa\:0418N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:0418N\:26aa_Integer", "]"}], "[", 
    "\:26aa\:0418N\:26aa\:24c4\:26aa\:a5b4\:26aa\:2724\:26aa\:1450\:1455\:26aa\
\:0418N\:26aa\:144e\:26aa\:a5f3\:26aa\:25ef\:26aa\:1513\:1515\:26aa\:144e\
\:26aa\:a5b4\:26aa\:26ad\:26aa\:15e9\:26aa\:a5f3\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5f3\:26aa\:15e9\:26aa\:26ad\
\:26aa\:a5b4\:26aa\:144e\:26aa\:1513\:1515\:26aa\:25ef\:26aa\:a5f3\:26aa\:144e\
\:26aa\:0418N\:26aa\:1450\:1455\:26aa\:2724\:26aa\:a5b4\:26aa\:24c4\:26aa\
\:0418N\:26aa", "]"}], ":=", 
   RowBox[{
    RowBox[{
     RowBox[{"2", "^", 
      RowBox[{"(", 
       RowBox[{
       "\:26aa\:0418N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:0418N\:26aa", " ", 
        RowBox[{
         RowBox[{"(", 
          RowBox[{
          "\:26aa\:0418N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:0418N\:26aa", "+", "1"}], ")"}], "/", "2"}]}], 
       ")"}]}], " ", 
     RowBox[{
     "\:26aa\:0418N\:26aa\:24c4\:26aa\:a5b4\:26aa\:2724\:26aa\:1450\:1455\
\:26aa\:0418N\:26aa\:144e\:26aa\:a5f3\:26aa\:25ef\:26aa\:1513\:1515\:26aa\
\:144e\:26aa\:a5b4\:26aa\:26ad\:26aa\:15e9\:26aa\:a5f3\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5f3\:26aa\:15e9\:26aa\
\:26ad\:26aa\:a5b4\:26aa\:144e\:26aa\:1513\:1515\:26aa\:25ef\:26aa\:a5f3\:26aa\
\:144e\:26aa\:0418N\:26aa\:1450\:1455\:26aa\:2724\:26aa\:a5b4\:26aa\:24c4\
\:26aa\:0418N\:26aa", "[", 
      RowBox[{
       RowBox[{
       "2", "^", 
        "\:26aa\:0418N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:0418N\:26aa"}], " ", "#"}], "]"}]}], "&"}]}], 
  ";"}], "\n", 
 RowBox[{
  RowBox[{
   RowBox[{
    RowBox[{"SetAttributes", "[", 
     RowBox[{
     "\:26aa\:0418N\:26aa\:24c4\:26aa\:a5b4\:26aa\:2724\:26aa\:1450\:1455\
\:26aa\:0418N\:26aa\:144e\:26aa\:a5f3\:26aa\:25ef\:26aa\:1513\:1515\:26aa\
\:144e\:26aa\:a5b4\:26aa\:26ad\:26aa\:15e9\:26aa\:a5f3\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5f3\:26aa\:15e9\:26aa\
\:26ad\:26aa\:a5b4\:26aa\:144e\:26aa\:1513\:1515\:26aa\:25ef\:26aa\:a5f3\:26aa\
\:144e\:26aa\:0418N\:26aa\:1450\:1455\:26aa\:2724\:26aa\:a5b4\:26aa\:24c4\
\:26aa\:0418N\:26aa", ",", 
      RowBox[{"{", 
       RowBox[{"NumericFunction", ",", "Listable"}], "}"}]}], "]"}], ";"}], "//",
    "Timing"}], "//", "AbsoluteTiming"}]}], "Input",
 TextAlignment->Center,
 FontFamily->"Segoe UI Emoji",
 FontSize->9,
 FontWeight->"Normal",
 CellLabel->
  "In[1513]:=",ExpressionUUID->"e1d2173c-3d88-4c33-b117-53151b3c38ff"],

Cell[BoxData[
 RowBox[{"{", 
  RowBox[{"0.00001500595185049417`", ",", 
   RowBox[{"{", 
    RowBox[{"0.`", ",", "Null"}], "}"}]}], "}"}]], "Output",
 TextAlignment->Center,
 FontFamily->"Segoe UI Emoji",
 FontSize->9,
 FontWeight->"Normal",
 CellLabel->
  "Out[1518]=",ExpressionUUID->"b7f12e41-2c81-454c-8782-e4e620a2da1d"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{"ClearAll", "[", 
  RowBox[{
  "\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:07e6\:26aa\:1641\:26aa\:15f1\:15f4\
\:26aa\:c637\:26aa\:25ef\:26aa\:2724\:26aa\:24c4\:26aa\:1641\:26aa\:07e6\:26aa\
\:25ef\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:144e\:26aa\:2724\:26aa\:15e9\:26aa\
\:15ef\:26aa\:1d25\:26aa\:144e\:26aa\:1450\:1455\:26aa\:25ef\:26aa\:a5b4\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5b4\
\:26aa\:25ef\:26aa\:1450\:1455\:26aa\:144e\:26aa\:1d25\:26aa\:15ef\:26aa\:15e9\
\:26aa\:2724\:26aa\:144e\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:25ef\:26aa\:07e6\
\:26aa\:1641\:26aa\:24c4\:26aa\:2724\:26aa\:25ef\:26aa\:c637\:26aa\:15f1\:15f4\
\:26aa\:1641\:26aa\:07e6\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa", ",", 
   "\:26aa\:2724\:26aa\:24c4\:26aa\:1641\:26aa\:07e6\:26aa\:25ef\:26aa\:15f1\
\:15f4\:26aa\:1d25\:26aa\:144e\:26aa\:2724\:26aa\:15e9\:26aa\:15ef\:26aa\:1d25\
\:26aa\:144e\:26aa\:1450\:1455\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:1450\:1455\:26aa\:144e\:26aa\:1d25\:26aa\:15ef\
\:26aa\:15e9\:26aa\:2724\:26aa\:144e\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:25ef\
\:26aa\:07e6\:26aa\:1641\:26aa\:24c4\:26aa\:2724\:26aa"}], "]"}], "\n", 
 RowBox[{
  RowBox[{
  "\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:07e6\:26aa\:1641\:26aa\:15f1\:15f4\
\:26aa\:c637\:26aa\:25ef\:26aa\:2724\:26aa\:24c4\:26aa\:1641\:26aa\:07e6\:26aa\
\:25ef\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:144e\:26aa\:2724\:26aa\:15e9\:26aa\
\:15ef\:26aa\:1d25\:26aa\:144e\:26aa\:1450\:1455\:26aa\:25ef\:26aa\:a5b4\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5b4\
\:26aa\:25ef\:26aa\:1450\:1455\:26aa\:144e\:26aa\:1d25\:26aa\:15ef\:26aa\:15e9\
\:26aa\:2724\:26aa\:144e\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:25ef\:26aa\:07e6\
\:26aa\:1641\:26aa\:24c4\:26aa\:2724\:26aa\:25ef\:26aa\:c637\:26aa\:15f1\:15f4\
\:26aa\:1641\:26aa\:07e6\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa", "[", 
   RowBox[{
    RowBox[{
    "\:26aa\:a5f3\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:a5f3\:26aa_", "?", 
     RowBox[{"(", 
      RowBox[{
       RowBox[{
        RowBox[{"Head", "[", "#", "]"}], "=!=", "List"}], "&"}], ")"}]}], ",", 
    RowBox[{"{", 
     RowBox[{
     "\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:2724\:26aa_", ",", 
      "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:0418N\:26aa\
\:a5b4\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\:26aa\
\:a5b4\:26aa\:0418N\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa_", 
      ",", "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:a564\:26aa\
\:15e9\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\:26aa\
\:15e9\:26aa\:a564\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa_"}], 
     "}"}], ",", 
    RowBox[{"{", 
     RowBox[{
      RowBox[{"{", 
       RowBox[{
       "\:26aa\:2d54\:26aa\:25ef\:26aa\:a564\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a564\:26aa\:25ef\:26aa\:2d54\
\:26aa_", ",", 
        "\:26aa\:2d54\:26aa\:25ef\:26aa\:4eba\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:4eba\:26aa\:25ef\:26aa\:2d54\
\:26aa_"}], "}"}], ",", 
      "\:26aa\:2d54\:26aa\:25ef\:26aa\[Theta]\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\[Theta]\:26aa\:25ef\:26aa\
\:2d54\:26aa_"}], "}"}], ",", 
    RowBox[{
    "\:26aa\:1513\:1515\:26aa\:0418N\:26aa\:24c4\:26aa\:a5b4\:26aa\:2724\:26aa\
\:07e6\:26aa\:24c4\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:24c4\:26aa\:07e6\:26aa\:2724\:26aa\:a5b4\:26aa\:24c4\:26aa\
\:0418N\:26aa\:1513\:1515\:26aa", ":", 
     RowBox[{"OptionsPattern", "[", "]"}]}]}], "]"}], ":=", 
  RowBox[{"Module", "[", 
   RowBox[{
    RowBox[{"{", 
     RowBox[{
     "\:26aa\:15f1\:15f4\:26aa\:15ef\:26aa\:1641\:26aa\:24c4\:26aa\:1513\:1515\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:1513\:1515\:26aa\:24c4\:26aa\:1641\:26aa\:15ef\:26aa\:15f1\:15f4\:26aa", 
      ",", "\:26aa\[Theta]\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\[Theta]\:26aa", ",", 
      "\:26aa\:a564\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:a564\:26aa", ",", 
      "\:26aa\:4eba\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:4eba\:26aa", ",", 
      "\:26aa\:a5f3\:26aa\:a5b4\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5b4\:26aa\:a5f3\:26aa"}], "}"}], ",", 
    RowBox[{
     RowBox[{
     "\:26aa\:15f1\:15f4\:26aa\:15ef\:26aa\:1641\:26aa\:24c4\:26aa\:1513\:1515\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:1513\:1515\:26aa\:24c4\:26aa\:1641\:26aa\:15ef\:26aa\:15f1\:15f4\:26aa", 
      "=", 
      RowBox[{"NDSolve", "[", 
       RowBox[{
        RowBox[{"{", 
         RowBox[{
          RowBox[{
           RowBox[{
            RowBox[{
            "\:26aa\[Theta]\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\[Theta]\:26aa", "'"}], "[", 
            "\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa", "]"}], "\[Equal]", 
           "\:26aa\:a5f3\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:a5f3\:26aa"}], ",", 
          RowBox[{
           RowBox[{
            RowBox[{
            "\:26aa\:a564\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:a564\:26aa", "'"}], "[", 
            "\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa", "]"}], "\[Equal]", 
           RowBox[{"Cos", "[", 
            RowBox[{
            "\:26aa\[Theta]\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\[Theta]\:26aa", "[", 
             "\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa", "]"}], "]"}]}], ",", 
          RowBox[{
           RowBox[{
            RowBox[{
            "\:26aa\:4eba\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:4eba\:26aa", "'"}], "[", 
            "\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa", "]"}], "\[Equal]", 
           RowBox[{"Sin", "[", 
            RowBox[{
            "\:26aa\[Theta]\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\[Theta]\:26aa", "[", 
             "\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa", "]"}], "]"}]}], ",", 
          RowBox[{
           RowBox[{
           "\:26aa\[Theta]\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\[Theta]\:26aa", "[", 
            "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:0418N\
\:26aa\:a5b4\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\
\:26aa\:a5b4\:26aa\:0418N\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\
\:26aa", "]"}], "\[Equal]", 
           "\:26aa\:2d54\:26aa\:25ef\:26aa\[Theta]\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\[Theta]\:26aa\:25ef\
\:26aa\:2d54\:26aa"}], ",", 
          RowBox[{
           RowBox[{
           "\:26aa\:a564\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:a564\:26aa", "[", 
            "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:0418N\
\:26aa\:a5b4\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\
\:26aa\:a5b4\:26aa\:0418N\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\
\:26aa", "]"}], "\[Equal]", 
           "\:26aa\:2d54\:26aa\:25ef\:26aa\:a564\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a564\:26aa\:25ef\:26aa\:2d54\
\:26aa"}], ",", 
          RowBox[{
           RowBox[{
           "\:26aa\:4eba\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:4eba\:26aa", "[", 
            "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:0418N\
\:26aa\:a5b4\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\
\:26aa\:a5b4\:26aa\:0418N\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\
\:26aa", "]"}], "\[Equal]", 
           "\:26aa\:2d54\:26aa\:25ef\:26aa\:4eba\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:4eba\:26aa\:25ef\:26aa\:2d54\
\:26aa"}]}], "}"}], ",", 
        RowBox[{"{", 
         RowBox[{
         "\:26aa\:a564\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:a564\:26aa", ",", 
          "\:26aa\:4eba\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:4eba\:26aa"}], "}"}], ",", 
        RowBox[{"{", 
         RowBox[{
         "\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:2724\:26aa", ",", 
          "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:0418N\:26aa\
\:a5b4\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\:26aa\
\:a5b4\:26aa\:0418N\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa", 
          ",", "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:a564\
\:26aa\:15e9\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\
\:26aa\:15e9\:26aa\:a564\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\
"}], "}"}], ",", 
        "\:26aa\:1513\:1515\:26aa\:0418N\:26aa\:24c4\:26aa\:a5b4\:26aa\:2724\
\:26aa\:07e6\:26aa\:24c4\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:24c4\:26aa\:07e6\:26aa\:2724\:26aa\:a5b4\:26aa\:24c4\
\:26aa\:0418N\:26aa\:1513\:1515\:26aa"}], "]"}]}], ";", "\[IndentingNewLine]", 
     RowBox[{
     "\:26aa\:a5f3\:26aa\:a5b4\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:a5b4\:26aa\:a5f3\:26aa", "=", 
      RowBox[{
       RowBox[{
        RowBox[{"{", 
         RowBox[{
          RowBox[{
          "\:26aa\:a564\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:a564\:26aa", "[", "#", "]"}], ",", 
          RowBox[{
          "\:26aa\:4eba\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:4eba\:26aa", "[", "#", "]"}]}], "}"}], "&"}], "/.", 
       RowBox[{
       "First", "[", 
        "\:26aa\:15f1\:15f4\:26aa\:15ef\:26aa\:1641\:26aa\:24c4\:26aa\:1513\
\:1515\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:1513\:1515\:26aa\:24c4\:26aa\:1641\:26aa\:15ef\:26aa\:15f1\:15f4\:26aa\
", "]"}]}]}], ";", "\[IndentingNewLine]", 
     "\:26aa\:a5f3\:26aa\:a5b4\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:a5b4\:26aa\:a5f3\:26aa"}]}], "]"}]}], "\n", 
 RowBox[{
  RowBox[{
  "\:26aa\:2724\:26aa\:24c4\:26aa\:1641\:26aa\:07e6\:26aa\:25ef\:26aa\:15f1\
\:15f4\:26aa\:1d25\:26aa\:144e\:26aa\:2724\:26aa\:15e9\:26aa\:15ef\:26aa\:1d25\
\:26aa\:144e\:26aa\:1450\:1455\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:1450\:1455\:26aa\:144e\:26aa\:1d25\:26aa\:15ef\
\:26aa\:15e9\:26aa\:2724\:26aa\:144e\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:25ef\
\:26aa\:07e6\:26aa\:1641\:26aa\:24c4\:26aa\:2724\:26aa", "[", 
   RowBox[{
   "\:26aa\:a5f3\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:a5f3\:26aa_", ",", 
    RowBox[{"{", 
     RowBox[{
     "\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:2724\:26aa_", ",", 
      "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:0418N\:26aa\
\:a5b4\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\:26aa\
\:a5b4\:26aa\:0418N\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa_", 
      ",", "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:a564\:26aa\
\:15e9\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\:26aa\
\:15e9\:26aa\:a564\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa_"}], 
     "}"}], ",", 
    RowBox[{
    "\:26aa\:1513\:1515\:26aa\:0418N\:26aa\:24c4\:26aa\:a5b4\:26aa\:2724\:26aa\
\:07e6\:26aa\:24c4\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:24c4\:26aa\:07e6\:26aa\:2724\:26aa\:a5b4\:26aa\:24c4\:26aa\
\:0418N\:26aa\:1513\:1515\:26aa", ":", 
     RowBox[{"OptionsPattern", "[", "]"}]}]}], "]"}], ":=", 
  RowBox[{
  "\:26aa\:2724\:26aa\:24c4\:26aa\:1641\:26aa\:07e6\:26aa\:25ef\:26aa\:15f1\
\:15f4\:26aa\:1d25\:26aa\:144e\:26aa\:2724\:26aa\:15e9\:26aa\:15ef\:26aa\:1d25\
\:26aa\:144e\:26aa\:1450\:1455\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:1450\:1455\:26aa\:144e\:26aa\:1d25\:26aa\:15ef\
\:26aa\:15e9\:26aa\:2724\:26aa\:144e\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:25ef\
\:26aa\:07e6\:26aa\:1641\:26aa\:24c4\:26aa\:2724\:26aa", "[", 
   RowBox[{
   "\:26aa\:a5f3\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:a5f3\:26aa", ",", 
    RowBox[{"{", 
     RowBox[{
     "\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:2724\:26aa", ",", 
      "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:0418N\:26aa\
\:a5b4\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\:26aa\
\:a5b4\:26aa\:0418N\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa", 
      ",", "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:a564\:26aa\
\:15e9\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\:26aa\
\:15e9\:26aa\:a564\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa"}], 
     "}"}], ",", 
    RowBox[{"{", 
     RowBox[{
      RowBox[{"{", 
       RowBox[{"0", ",", "0"}], "}"}], ",", "0"}], "}"}], ",", 
    "\:26aa\:1513\:1515\:26aa\:0418N\:26aa\:24c4\:26aa\:a5b4\:26aa\:2724\:26aa\
\:07e6\:26aa\:24c4\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:24c4\:26aa\:07e6\:26aa\:2724\:26aa\:a5b4\:26aa\:24c4\:26aa\
\:0418N\:26aa\:1513\:1515\:26aa"}], "]"}]}], "\n", 
 RowBox[{
  RowBox[{
   RowBox[{
    RowBox[{
     RowBox[{
     "\:26aa\:2724\:26aa\:24c4\:26aa\:1641\:26aa\:07e6\:26aa\:25ef\:26aa\:15f1\
\:15f4\:26aa\:1d25\:26aa\:144e\:26aa\:2724\:26aa\:15e9\:26aa\:15ef\:26aa\:1d25\
\:26aa\:144e\:26aa\:1450\:1455\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:1450\:1455\:26aa\:144e\:26aa\:1d25\:26aa\:15ef\
\:26aa\:15e9\:26aa\:2724\:26aa\:144e\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:25ef\
\:26aa\:07e6\:26aa\:1641\:26aa\:24c4\:26aa\:2724\:26aa", "[", 
      RowBox[{
      "\:26aa\:a5f3\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:a5f3\:26aa_", ",", 
       RowBox[{"{", 
        RowBox[{
        "\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:2724\:26aa_", ",", 
         "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:0418N\:26aa\
\:a5b4\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\:26aa\
\:a5b4\:26aa\:0418N\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa_", 
         ",", "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:a564\
\:26aa\:15e9\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\
\:26aa\:15e9\:26aa\:a564\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\
_"}], "}"}], ",", 
       RowBox[{
       "\:26aa\:07e6\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:07e6\:26aa", ":", 
        RowBox[{"{", 
         RowBox[{
          RowBox[{"{", 
           RowBox[{
           "\:26aa\:2d54\:26aa\:25ef\:26aa\:a564\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a564\:26aa\:25ef\:26aa\:2d54\
\:26aa_", ",", 
            "\:26aa\:2d54\:26aa\:25ef\:26aa\:4eba\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:4eba\:26aa\:25ef\:26aa\
\:2d54\:26aa_"}], "}"}], ",", 
          "\:26aa\:2d54\:26aa\:25ef\:26aa\[Theta]\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\[Theta]\:26aa\:25ef\
\:26aa\:2d54\:26aa_"}], "}"}]}], ",", 
       RowBox[{
       "\:26aa\:1513\:1515\:26aa\:0418N\:26aa\:24c4\:26aa\:a5b4\:26aa\:2724\
\:26aa\:07e6\:26aa\:24c4\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:24c4\:26aa\:07e6\:26aa\:2724\:26aa\:a5b4\:26aa\:24c4\
\:26aa\:0418N\:26aa\:1513\:1515\:26aa", ":", 
        RowBox[{"OptionsPattern", "[", "]"}]}]}], "]"}], ":=", 
     RowBox[{"Module", "[", 
      RowBox[{
       RowBox[{"{", 
        RowBox[{
        "\:26aa\[Theta]\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\[Theta]\:26aa", ",", 
         "\:26aa\:a564\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:a564\:26aa", ",", 
         "\:26aa\:4eba\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:4eba\:26aa", ",", 
         "\:26aa\:15f1\:15f4\:26aa\:15ef\:26aa\:1641\:26aa\:24c4\:26aa\:1513\
\:1515\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:1513\:1515\:26aa\:24c4\:26aa\:1641\:26aa\:15ef\:26aa\:15f1\:15f4\:26aa\
", ",", "\:26aa\:1513\:1515\:26aa\:15f1\:15f4\:26aa\:1641\:26aa\:144e\:26aa\
\:1d25\:26aa\:25ef\:26aa\:2724\:26aa\:24c4\:26aa\:1641\:26aa\:07e6\:26aa\:25ef\
\:26aa\:1450\:1455\:26aa\:a5b4\:26aa\:1d25\:26aa\:2724\:26aa\:15f1\:15f4\:26aa\
\:164f\:26aa\:15e9\:26aa\:1d25\:26aa\:15e9\:26aa\:07e6\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:07e6\:26aa\:15e9\:26aa\
\:1d25\:26aa\:15e9\:26aa\:164f\:26aa\:15f1\:15f4\:26aa\:2724\:26aa\:1d25\:26aa\
\:a5b4\:26aa\:1450\:1455\:26aa\:25ef\:26aa\:07e6\:26aa\:1641\:26aa\:24c4\:26aa\
\:2724\:26aa\:25ef\:26aa\:1d25\:26aa\:144e\:26aa\:1641\:26aa\:15f1\:15f4\:26aa\
\:1513\:1515\:26aa", ",", 
         "\:26aa\:1513\:1515\:26aa\:15f1\:15f4\:26aa\:1641\:26aa\:144e\:26aa\
\:1d25\:26aa\:25ef\:26aa\:15f1\:15f4\:26aa\:15ef\:26aa\:1641\:26aa\:24c4\:26aa\
\:1513\:1515\:26aa\:25ef\:26aa\:1641\:26aa\:15e9\:26aa\:a5b4\:26aa\:2724\:26aa\
\:0418N\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:a5f3\:26aa\
\:a5b4\:26aa\:15dd\:26aa\:25ef\:26aa\:1641\:26aa\:15e9\:26aa\:1450\:1455\:26aa\
\:a5b4\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:164f\:26aa\:144e\:26aa\:0418N\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:0418N\:26aa\:144e\:26aa\:164f\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:a5b4\
\:26aa\:1450\:1455\:26aa\:15e9\:26aa\:1641\:26aa\:25ef\:26aa\:15dd\:26aa\:a5b4\
\:26aa\:a5f3\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:0418N\
\:26aa\:2724\:26aa\:a5b4\:26aa\:15e9\:26aa\:1641\:26aa\:25ef\:26aa\:1513\:1515\
\:26aa\:24c4\:26aa\:1641\:26aa\:15ef\:26aa\:15f1\:15f4\:26aa\:25ef\:26aa\:1d25\
\:26aa\:144e\:26aa\:1641\:26aa\:15f1\:15f4\:26aa\:1513\:1515\:26aa", ",", 
         "\:26aa\:a5f3\:26aa\:a5b4\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5b4\:26aa\:a5f3\:26aa", ",", 
         "\:26aa\:1513\:1515\:26aa\:a5f3\:26aa\:a5b4\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5b4\:26aa\:a5f3\:26aa\
\:1513\:1515\:26aa"}], "}"}], ",", 
       RowBox[{
        RowBox[{
        "\:26aa\:1513\:1515\:26aa\:15f1\:15f4\:26aa\:1641\:26aa\:144e\:26aa\
\:1d25\:26aa\:25ef\:26aa\:2724\:26aa\:24c4\:26aa\:1641\:26aa\:07e6\:26aa\:25ef\
\:26aa\:1450\:1455\:26aa\:a5b4\:26aa\:1d25\:26aa\:2724\:26aa\:15f1\:15f4\:26aa\
\:164f\:26aa\:15e9\:26aa\:1d25\:26aa\:15e9\:26aa\:07e6\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:07e6\:26aa\:15e9\:26aa\
\:1d25\:26aa\:15e9\:26aa\:164f\:26aa\:15f1\:15f4\:26aa\:2724\:26aa\:1d25\:26aa\
\:a5b4\:26aa\:1450\:1455\:26aa\:25ef\:26aa\:07e6\:26aa\:1641\:26aa\:24c4\:26aa\
\:2724\:26aa\:25ef\:26aa\:1d25\:26aa\:144e\:26aa\:1641\:26aa\:15f1\:15f4\:26aa\
\:1513\:1515\:26aa", "=", 
         RowBox[{"FilterRules", "[", 
          RowBox[{
           RowBox[{
           "{", "\:26aa\:1513\:1515\:26aa\:0418N\:26aa\:24c4\:26aa\:a5b4\:26aa\
\:2724\:26aa\:07e6\:26aa\:24c4\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:24c4\:26aa\:07e6\:26aa\:2724\:26aa\:a5b4\:26aa\
\:24c4\:26aa\:0418N\:26aa\:1513\:1515\:26aa", "}"}], ",", 
           RowBox[{"Options", "[", "ParametricPlot", "]"}]}], "]"}]}], ";", 
        RowBox[{
        "\:26aa\:1513\:1515\:26aa\:15f1\:15f4\:26aa\:1641\:26aa\:144e\:26aa\
\:1d25\:26aa\:25ef\:26aa\:15f1\:15f4\:26aa\:15ef\:26aa\:1641\:26aa\:24c4\:26aa\
\:1513\:1515\:26aa\:25ef\:26aa\:1641\:26aa\:15e9\:26aa\:a5b4\:26aa\:2724\:26aa\
\:0418N\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:a5f3\:26aa\
\:a5b4\:26aa\:15dd\:26aa\:25ef\:26aa\:1641\:26aa\:15e9\:26aa\:1450\:1455\:26aa\
\:a5b4\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:164f\:26aa\:144e\:26aa\:0418N\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:0418N\:26aa\:144e\:26aa\:164f\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:a5b4\
\:26aa\:1450\:1455\:26aa\:15e9\:26aa\:1641\:26aa\:25ef\:26aa\:15dd\:26aa\:a5b4\
\:26aa\:a5f3\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:0418N\
\:26aa\:2724\:26aa\:a5b4\:26aa\:15e9\:26aa\:1641\:26aa\:25ef\:26aa\:1513\:1515\
\:26aa\:24c4\:26aa\:1641\:26aa\:15ef\:26aa\:15f1\:15f4\:26aa\:25ef\:26aa\:1d25\
\:26aa\:144e\:26aa\:1641\:26aa\:15f1\:15f4\:26aa\:1513\:1515\:26aa", "=", 
         RowBox[{"FilterRules", "[", 
          RowBox[{
           RowBox[{
           "{", "\:26aa\:1513\:1515\:26aa\:0418N\:26aa\:24c4\:26aa\:a5b4\:26aa\
\:2724\:26aa\:07e6\:26aa\:24c4\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:24c4\:26aa\:07e6\:26aa\:2724\:26aa\:a5b4\:26aa\
\:24c4\:26aa\:0418N\:26aa\:1513\:1515\:26aa", "}"}], ",", 
           RowBox[{"Options", "[", "NDSolve", "]"}]}], "]"}]}], ";", 
        "\[IndentingNewLine]", 
        RowBox[{"If", "[", 
         RowBox[{
          RowBox[{
           RowBox[{
           "Head", "[", 
            "\:26aa\:a5f3\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:a5f3\:26aa", "]"}], "===", "List"}], ",", 
          RowBox[{
           RowBox[{
           "\:26aa\:1513\:1515\:26aa\:a5f3\:26aa\:a5b4\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5b4\:26aa\:a5f3\:26aa\
\:1513\:1515\:26aa", "=", 
            RowBox[{
             RowBox[{
              RowBox[{
              "\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:07e6\:26aa\:1641\:26aa\
\:15f1\:15f4\:26aa\:c637\:26aa\:25ef\:26aa\:2724\:26aa\:24c4\:26aa\:1641\:26aa\
\:07e6\:26aa\:25ef\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:144e\:26aa\:2724\:26aa\
\:15e9\:26aa\:15ef\:26aa\:1d25\:26aa\:144e\:26aa\:1450\:1455\:26aa\:25ef\:26aa\
\:a5b4\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:a5b4\:26aa\:25ef\:26aa\:1450\:1455\:26aa\:144e\:26aa\:1d25\:26aa\:15ef\
\:26aa\:15e9\:26aa\:2724\:26aa\:144e\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:25ef\
\:26aa\:07e6\:26aa\:1641\:26aa\:24c4\:26aa\:2724\:26aa\:25ef\:26aa\:c637\:26aa\
\:15f1\:15f4\:26aa\:1641\:26aa\:07e6\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa", 
               "[", 
               RowBox[{"#", ",", 
                RowBox[{"{", 
                 RowBox[{
                 "\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa", ",", 
                  "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\
\:0418N\:26aa\:a5b4\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\
\:26aa\:164f\:26aa\:a5b4\:26aa\:0418N\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\
\:26aa\:164f\:26aa", ",", 
                  "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\
\:a564\:26aa\:15e9\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\
\:164f\:26aa\:15e9\:26aa\:a564\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\
\:26aa"}], "}"}], ",", 
                "\:26aa\:07e6\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:07e6\:26aa", ",", 
                RowBox[{"Evaluate", "@", 
                 RowBox[{"(", 
                  RowBox[{
                  "Sequence", "@@", 
                   "\:26aa\:1513\:1515\:26aa\:15f1\:15f4\:26aa\:1641\:26aa\
\:144e\:26aa\:1d25\:26aa\:25ef\:26aa\:15f1\:15f4\:26aa\:15ef\:26aa\:1641\:26aa\
\:24c4\:26aa\:1513\:1515\:26aa\:25ef\:26aa\:1641\:26aa\:15e9\:26aa\:a5b4\:26aa\
\:2724\:26aa\:0418N\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\
\:a5f3\:26aa\:a5b4\:26aa\:15dd\:26aa\:25ef\:26aa\:1641\:26aa\:15e9\:26aa\:1450\
\:1455\:26aa\:a5b4\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:164f\:26aa\:144e\:26aa\
\:0418N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:0418N\:26aa\:144e\:26aa\:164f\:26aa\:15f1\:15f4\:26aa\:1d25\
\:26aa\:a5b4\:26aa\:1450\:1455\:26aa\:15e9\:26aa\:1641\:26aa\:25ef\:26aa\:15dd\
\:26aa\:a5b4\:26aa\:a5f3\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\
\:0418N\:26aa\:2724\:26aa\:a5b4\:26aa\:15e9\:26aa\:1641\:26aa\:25ef\:26aa\
\:1513\:1515\:26aa\:24c4\:26aa\:1641\:26aa\:15ef\:26aa\:15f1\:15f4\:26aa\:25ef\
\:26aa\:1d25\:26aa\:144e\:26aa\:1641\:26aa\:15f1\:15f4\:26aa\:1513\:1515\:26aa\
"}], ")"}]}]}], "]"}], "&"}], "/@", 
             "\:26aa\:a5f3\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:a5f3\:26aa"}]}], ";", "\[IndentingNewLine]", 
           RowBox[{"ParametricPlot", "[", 
            RowBox[{
             RowBox[{"Evaluate", "[", 
              RowBox[{
               RowBox[{
                RowBox[{
                "#", "[", 
                 "\:26aa\:2724\:26aa\:24c4\:26aa\:1641\:26aa\:07e6\:26aa\:25ef\
\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:07e6\:26aa\:1641\:26aa\:24c4\:26aa\:2724\
\:26aa", "]"}], "&"}], "/@", 
               "\:26aa\:1513\:1515\:26aa\:a5f3\:26aa\:a5b4\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5b4\:26aa\:a5f3\
\:26aa\:1513\:1515\:26aa"}], "]"}], ",", 
             RowBox[{"{", 
              RowBox[{
              "\:26aa\:2724\:26aa\:24c4\:26aa\:1641\:26aa\:07e6\:26aa\:25ef\
\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:07e6\:26aa\:1641\:26aa\:24c4\:26aa\:2724\
\:26aa", ",", 
               "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:0418N\
\:26aa\:a5b4\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\
\:26aa\:a5b4\:26aa\:0418N\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\
\:26aa", ",", 
               "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:a564\
\:26aa\:15e9\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\
\:26aa\:15e9\:26aa\:a564\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\
"}], "}"}], ",", 
             RowBox[{"Evaluate", "@", 
              RowBox[{"(", 
               RowBox[{
               "Sequence", "@@", 
                "\:26aa\:1513\:1515\:26aa\:15f1\:15f4\:26aa\:1641\:26aa\:144e\
\:26aa\:1d25\:26aa\:25ef\:26aa\:2724\:26aa\:24c4\:26aa\:1641\:26aa\:07e6\:26aa\
\:25ef\:26aa\:1450\:1455\:26aa\:a5b4\:26aa\:1d25\:26aa\:2724\:26aa\:15f1\:15f4\
\:26aa\:164f\:26aa\:15e9\:26aa\:1d25\:26aa\:15e9\:26aa\:07e6\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:07e6\:26aa\:15e9\
\:26aa\:1d25\:26aa\:15e9\:26aa\:164f\:26aa\:15f1\:15f4\:26aa\:2724\:26aa\:1d25\
\:26aa\:a5b4\:26aa\:1450\:1455\:26aa\:25ef\:26aa\:07e6\:26aa\:1641\:26aa\:24c4\
\:26aa\:2724\:26aa\:25ef\:26aa\:1d25\:26aa\:144e\:26aa\:1641\:26aa\:15f1\:15f4\
\:26aa\:1513\:1515\:26aa"}], ")"}]}]}], "]"}]}], ",", 
          RowBox[{
           RowBox[{
           "\:26aa\:a5f3\:26aa\:a5b4\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5b4\:26aa\:a5f3\:26aa", "=", 
            RowBox[{
            "\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:07e6\:26aa\:1641\:26aa\
\:15f1\:15f4\:26aa\:c637\:26aa\:25ef\:26aa\:2724\:26aa\:24c4\:26aa\:1641\:26aa\
\:07e6\:26aa\:25ef\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:144e\:26aa\:2724\:26aa\
\:15e9\:26aa\:15ef\:26aa\:1d25\:26aa\:144e\:26aa\:1450\:1455\:26aa\:25ef\:26aa\
\:a5b4\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:a5b4\:26aa\:25ef\:26aa\:1450\:1455\:26aa\:144e\:26aa\:1d25\:26aa\:15ef\
\:26aa\:15e9\:26aa\:2724\:26aa\:144e\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:25ef\
\:26aa\:07e6\:26aa\:1641\:26aa\:24c4\:26aa\:2724\:26aa\:25ef\:26aa\:c637\:26aa\
\:15f1\:15f4\:26aa\:1641\:26aa\:07e6\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa", 
             "[", 
             RowBox[{
             "\:26aa\:a5f3\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:a5f3\:26aa", ",", 
              RowBox[{"{", 
               RowBox[{
               "\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa", ",", 
                "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:0418\
N\:26aa\:a5b4\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\
\:164f\:26aa\:a5b4\:26aa\:0418N\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\
\:164f\:26aa", ",", 
                "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:a564\
\:26aa\:15e9\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\
\:26aa\:15e9\:26aa\:a564\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\
"}], "}"}], ",", 
              "\:26aa\:07e6\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:07e6\:26aa", ",", 
              RowBox[{"Evaluate", "@", 
               RowBox[{"(", 
                RowBox[{
                "Sequence", "@@", 
                 "\:26aa\:1513\:1515\:26aa\:15f1\:15f4\:26aa\:1641\:26aa\:144e\
\:26aa\:1d25\:26aa\:25ef\:26aa\:15f1\:15f4\:26aa\:15ef\:26aa\:1641\:26aa\:24c4\
\:26aa\:1513\:1515\:26aa\:25ef\:26aa\:1641\:26aa\:15e9\:26aa\:a5b4\:26aa\:2724\
\:26aa\:0418N\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:a5f3\
\:26aa\:a5b4\:26aa\:15dd\:26aa\:25ef\:26aa\:1641\:26aa\:15e9\:26aa\:1450\:1455\
\:26aa\:a5b4\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:164f\:26aa\:144e\:26aa\:0418\
N\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:0418N\:26aa\:144e\:26aa\:164f\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\
\:a5b4\:26aa\:1450\:1455\:26aa\:15e9\:26aa\:1641\:26aa\:25ef\:26aa\:15dd\:26aa\
\:a5b4\:26aa\:a5f3\:26aa\:15f1\:15f4\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\:0418\
N\:26aa\:2724\:26aa\:a5b4\:26aa\:15e9\:26aa\:1641\:26aa\:25ef\:26aa\:1513\
\:1515\:26aa\:24c4\:26aa\:1641\:26aa\:15ef\:26aa\:15f1\:15f4\:26aa\:25ef\:26aa\
\:1d25\:26aa\:144e\:26aa\:1641\:26aa\:15f1\:15f4\:26aa\:1513\:1515\:26aa"}], 
                ")"}]}]}], "]"}]}], ";", "\[IndentingNewLine]", 
           RowBox[{"ParametricPlot", "[", 
            RowBox[{
             RowBox[{"Evaluate", "[", 
              RowBox[{
              "\:26aa\:a5f3\:26aa\:a5b4\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5b4\:26aa\:a5f3\:26aa", "[", 
               "\:26aa\:2724\:26aa\:24c4\:26aa\:1641\:26aa\:07e6\:26aa\:25ef\
\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:07e6\:26aa\:1641\:26aa\:24c4\:26aa\:2724\
\:26aa", "]"}], "]"}], ",", 
             RowBox[{"{", 
              RowBox[{
              "\:26aa\:2724\:26aa\:24c4\:26aa\:1641\:26aa\:07e6\:26aa\:25ef\
\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:07e6\:26aa\:1641\:26aa\:24c4\:26aa\:2724\
\:26aa", ",", 
               "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:0418N\
\:26aa\:a5b4\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\
\:26aa\:a5b4\:26aa\:0418N\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\
\:26aa", ",", 
               "\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\:a5b4\:26aa\:a564\
\:26aa\:15e9\:26aa\:164f\:26aa\:25ef\:26aa\:2724\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:2724\:26aa\:25ef\:26aa\:164f\
\:26aa\:15e9\:26aa\:a564\:26aa\:a5b4\:26aa\:164f\:26aa\:144e\:26aa\:164f\:26aa\
"}], "}"}], ",", 
             RowBox[{"Evaluate", "@", 
              RowBox[{"(", 
               RowBox[{
               "Sequence", "@@", 
                "\:26aa\:1513\:1515\:26aa\:15f1\:15f4\:26aa\:1641\:26aa\:144e\
\:26aa\:1d25\:26aa\:25ef\:26aa\:2724\:26aa\:24c4\:26aa\:1641\:26aa\:07e6\:26aa\
\:25ef\:26aa\:1450\:1455\:26aa\:a5b4\:26aa\:1d25\:26aa\:2724\:26aa\:15f1\:15f4\
\:26aa\:164f\:26aa\:15e9\:26aa\:1d25\:26aa\:15e9\:26aa\:07e6\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:07e6\:26aa\:15e9\
\:26aa\:1d25\:26aa\:15e9\:26aa\:164f\:26aa\:15f1\:15f4\:26aa\:2724\:26aa\:1d25\
\:26aa\:a5b4\:26aa\:1450\:1455\:26aa\:25ef\:26aa\:07e6\:26aa\:1641\:26aa\:24c4\
\:26aa\:2724\:26aa\:25ef\:26aa\:1d25\:26aa\:144e\:26aa\:1641\:26aa\:15f1\:15f4\
\:26aa\:1513\:1515\:26aa"}], ")"}]}]}], "]"}]}]}], "]"}]}]}], "]"}]}], ";"}], 
   "//", "Timing"}], "//", "AbsoluteTiming"}]}], "Input",
 TextAlignment->Center,
 FontFamily->"Segoe UI Emoji",
 FontSize->9,
 FontWeight->"Normal",
 CellLabel->
  "In[1519]:=",ExpressionUUID->"6301d941-6fb1-4b33-81e7-068020296ac1"],

Cell[BoxData[
 RowBox[{"{", 
  RowBox[{"0.000049917758196541836`", ",", 
   RowBox[{"{", 
    RowBox[{"0.`", ",", "Null"}], "}"}]}], "}"}]], "Output",
 TextAlignment->Center,
 FontFamily->"Segoe UI Emoji",
 FontSize->9,
 FontWeight->"Normal",
 CellLabel->
  "Out[1522]=",ExpressionUUID->"362863b7-fcee-4e73-80c7-02b7a2661ea5"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{
  RowBox[{
  "\:26aa\:15dd\:26aa\:a5b4\:26aa\:24c4\:26aa\:164f\:26aa\:1564\:1566\:26aa\
\:a5b4\:26aa\:1513\:1515\:26aa\:25ef\:26aa\:1513\:1515\:26aa\:144e\:26aa\:a5b4\
\:26aa\:26ad\:26aa\:15e9\:26aa\:a5f3\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5f3\:26aa\:15e9\:26aa\:26ad\:26aa\:a5b4\
\:26aa\:144e\:26aa\:1513\:1515\:26aa\:25ef\:26aa\:1513\:1515\:26aa\:a5b4\:26aa\
\:1564\:1566\:26aa\:164f\:26aa\:24c4\:26aa\:a5b4\:26aa\:15dd\:26aa", "=", 
   RowBox[{
    RowBox[{
     RowBox[{"-", 
      RowBox[{"(", 
       RowBox[{
        RowBox[{"(", 
         RowBox[{"2", "*", 
          RowBox[{"Abs", "[", 
           RowBox[{"(", 
            RowBox[{
             RowBox[{"2", "/", "2"}], "-", 
             RowBox[{"Mod", "[", 
              RowBox[{
               RowBox[{"Round", "[", 
                RowBox[{
                 RowBox[{"(", 
                  RowBox[{"X", "*", 
                   RowBox[{
                    RowBox[{"2", "/", "Pi"}], "/", "2"}]}], ")"}], "-", 
                 "0."}], "]"}], ",", "2"}], "]"}]}], ")"}], "]"}]}], ")"}], 
        "-", "1"}], ")"}]}], "*", 
     RowBox[{"(", 
      RowBox[{"1", "-", 
       RowBox[{"(", 
        RowBox[{"Abs", "[", 
         RowBox[{"FabiusF", "[", 
          RowBox[{
           RowBox[{
            RowBox[{"(", 
             RowBox[{"X", "+", 
              RowBox[{"16", "*", "Pi"}]}], ")"}], "/", "Pi"}], "*", "2"}], 
          "]"}], "]"}], ")"}]}], ")"}]}], "+", "0"}]}], 
  ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"\:1450\:1455", "=", 
   RowBox[{
    RowBox[{"-", 
     RowBox[{"(", 
      RowBox[{
       RowBox[{
        RowBox[{"(", 
         RowBox[{
          RowBox[{"(", 
           RowBox[{"2", "*", 
            RowBox[{"Abs", "[", 
             RowBox[{"(", 
              RowBox[{
               RowBox[{"2", "/", "2"}], "-", 
               RowBox[{"Mod", "[", 
                RowBox[{
                 RowBox[{"Round", "[", 
                  RowBox[{
                   RowBox[{"(", 
                    RowBox[{"X", "*", 
                    RowBox[{
                    RowBox[{"2", "/", "Pi"}], "/", "2"}]}], ")"}], "-", 
                   "0."}], "]"}], ",", "2"}], "]"}]}], ")"}], "]"}]}], ")"}], 
          "-", "1"}], ")"}], "*", 
        RowBox[{"(", 
         RowBox[{
          RowBox[{
           RowBox[{"-", 
            RowBox[{"Cos", "[", 
             RowBox[{
              RowBox[{"(", 
               RowBox[{
                RowBox[{"X", "*", 
                 RowBox[{"2", "/", "Pi"}]}], "+", "1"}], ")"}], "*", "Pi"}], 
             "]"}]}], "/", "2"}], "+", ".5"}], ")"}]}], "+", "1"}], ")"}]}], 
    "+", "1"}]}], ";"}], "\[IndentingNewLine]", 
 RowBox[{
  RowBox[{"\:1641", "=", 
   RowBox[{
    RowBox[{
     RowBox[{"(", 
      RowBox[{"2", "*", 
       RowBox[{"ArcCos", "[", 
        RowBox[{"Cos", "[", "X", "]"}], "]"}]}], ")"}], "/", "Pi"}], " ", "-",
     " ", "1"}]}], ";"}], "\[IndentingNewLine]", 
 RowBox[{"GraphicsGrid", "[", 
  RowBox[{
   RowBox[{"{", 
    RowBox[{
     RowBox[{"{", "\[IndentingNewLine]", 
      RowBox[{"Plot", "[", 
       RowBox[{
        RowBox[{"{", 
         RowBox[{
         "\:26aa\:15dd\:26aa\:a5b4\:26aa\:24c4\:26aa\:164f\:26aa\:1564\:1566\
\:26aa\:a5b4\:26aa\:1513\:1515\:26aa\:25ef\:26aa\:1513\:1515\:26aa\:144e\:26aa\
\:a5b4\:26aa\:26ad\:26aa\:15e9\:26aa\:a5f3\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5f3\:26aa\:15e9\:26aa\:26ad\:26aa\
\:a5b4\:26aa\:144e\:26aa\:1513\:1515\:26aa\:25ef\:26aa\:1513\:1515\:26aa\:a5b4\
\:26aa\:1564\:1566\:26aa\:164f\:26aa\:24c4\:26aa\:a5b4\:26aa\:15dd\:26aa", 
          ",", "\:1450\:1455", ",", "\:1641"}], "}"}], ",", 
        RowBox[{"{", 
         RowBox[{"X", ",", 
          RowBox[{
           RowBox[{"-", "4"}], "\[Pi]"}], ",", 
          RowBox[{"4", "\[Pi]"}]}], "}"}], ",", 
        RowBox[{"Axes", "\[Rule]", "True"}], ",", 
        RowBox[{"AspectRatio", "\[Rule]", 
         RowBox[{".25", "/", "\[Pi]"}]}], ",", 
        RowBox[{"Frame", "\[Rule]", "True"}], ",", 
        RowBox[{"FrameTicks", "\[Rule]", 
         RowBox[{"{", 
          RowBox[{
           RowBox[{"{", 
            RowBox[{
             RowBox[{
              RowBox[{"-", "8"}], "*", 
              RowBox[{"\[Pi]", "/", "2"}]}], ",", 
             RowBox[{
              RowBox[{"-", "7"}], "*", 
              RowBox[{"\[Pi]", "/", "2"}]}], ",", 
             RowBox[{
              RowBox[{"-", "6"}], "*", 
              RowBox[{"\[Pi]", "/", "2"}]}], ",", 
             RowBox[{
              RowBox[{"-", "5"}], "*", 
              RowBox[{"\[Pi]", "/", "2"}]}], ",", 
             RowBox[{
              RowBox[{"-", "4"}], "*", 
              RowBox[{"\[Pi]", "/", "2"}]}], ",", 
             RowBox[{
              RowBox[{"-", "3"}], "*", 
              RowBox[{"\[Pi]", "/", "2"}]}], ",", 
             RowBox[{
              RowBox[{"-", "2"}], "*", 
              RowBox[{"\[Pi]", "/", "2"}]}], ",", 
             RowBox[{
              RowBox[{"-", "1"}], "*", 
              RowBox[{"\[Pi]", "/", "2"}]}], ",", "0", ",", 
             RowBox[{"1", "*", 
              RowBox[{"\[Pi]", "/", "2"}]}], ",", 
             RowBox[{"2", "*", 
              RowBox[{"\[Pi]", "/", "2"}]}], ",", 
             RowBox[{"3", "*", 
              RowBox[{"\[Pi]", "/", "2"}]}], ",", 
             RowBox[{"4", "*", 
              RowBox[{"\[Pi]", "/", "2"}]}], ",", 
             RowBox[{"5", "*", 
              RowBox[{"\[Pi]", "/", "2"}]}], ",", 
             RowBox[{"6", "*", 
              RowBox[{"\[Pi]", "/", "2"}]}], ",", 
             RowBox[{"7", "*", 
              RowBox[{"\[Pi]", "/", "2"}]}], ",", 
             RowBox[{"8", "*", 
              RowBox[{"\[Pi]", "/", "2"}]}]}], "}"}], ",", 
           RowBox[{"{", 
            RowBox[{
             RowBox[{"-", "1"}], ",", "0", ",", "1"}], "}"}]}], "}"}]}], ",", 
        RowBox[{"ImageSize", "\[Rule]", "Full"}], ",", 
        RowBox[{"PlotStyle", "\[Rule]", "Automatic"}], ",", 
        RowBox[{"FrameStyle", "\[Rule]", 
         RowBox[{"GrayLevel", "[", 
          RowBox[{"187", "/", "256"}], "]"}]}], ",", 
        RowBox[{"MaxRecursion", "\[Rule]", "0"}], ",", 
        RowBox[{"PlotPoints", "\[Rule]", 
         RowBox[{"1", "+", 
          RowBox[{"2", "^", "11"}]}]}]}], "]"}], "}"}], "\[IndentingNewLine]",
      ",", "\[IndentingNewLine]", 
     RowBox[{"{", 
      RowBox[{
      "\:26aa\:2724\:26aa\:24c4\:26aa\:1641\:26aa\:07e6\:26aa\:25ef\:26aa\
\:15f1\:15f4\:26aa\:1d25\:26aa\:144e\:26aa\:2724\:26aa\:15e9\:26aa\:15ef\:26aa\
\:1d25\:26aa\:144e\:26aa\:1450\:1455\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\
\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:1450\:1455\:26aa\:144e\:26aa\:1d25\:26aa\
\:15ef\:26aa\:15e9\:26aa\:2724\:26aa\:144e\:26aa\:1d25\:26aa\:15f1\:15f4\:26aa\
\:25ef\:26aa\:07e6\:26aa\:1641\:26aa\:24c4\:26aa\:2724\:26aa", "[", 
       RowBox[{
        RowBox[{"{", 
         RowBox[{
         "\:26aa\:15dd\:26aa\:a5b4\:26aa\:24c4\:26aa\:164f\:26aa\:1564\:1566\
\:26aa\:a5b4\:26aa\:1513\:1515\:26aa\:25ef\:26aa\:1513\:1515\:26aa\:144e\:26aa\
\:a5b4\:26aa\:26ad\:26aa\:15e9\:26aa\:a5f3\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5f3\:26aa\:15e9\:26aa\:26ad\:26aa\
\:a5b4\:26aa\:144e\:26aa\:1513\:1515\:26aa\:25ef\:26aa\:1513\:1515\:26aa\:a5b4\
\:26aa\:1564\:1566\:26aa\:164f\:26aa\:24c4\:26aa\:a5b4\:26aa\:15dd\:26aa", 
          ",", "\:1450\:1455", ",", "\:1641"}], "}"}], ",", 
        RowBox[{"{", 
         RowBox[{"X", ",", 
          RowBox[{
           RowBox[{"-", "4"}], "\[Pi]"}], ",", 
          RowBox[{"4", "\[Pi]"}]}], "}"}], ",", 
        RowBox[{"Frame", "\[Rule]", "True"}], ",", 
        RowBox[{"Axes", "\[Rule]", 
         RowBox[{"{", 
          RowBox[{"False", ",", "False"}], "}"}]}], ",", 
        RowBox[{"Ticks", "\[Rule]", 
         RowBox[{"{", 
          RowBox[{
           RowBox[{"{", "\[Pi]", "}"}], ",", 
           RowBox[{"{", "\[Pi]", "}"}]}], "}"}]}], ",", 
        RowBox[{"FrameTicks", "\[Rule]", 
         RowBox[{"{", 
          RowBox[{
           RowBox[{"{", 
            RowBox[{
             RowBox[{"-", "Pi"}], ",", 
             RowBox[{"-", "1"}], ",", "0", ",", "1", ",", "Pi"}], "}"}], ",", 
           RowBox[{"{", 
            RowBox[{
             RowBox[{"-", "1"}], ",", "0", ",", "1"}], "}"}]}], "}"}]}], ",", 
        RowBox[{"ImageSize", "\[Rule]", "Full"}], ",", 
        RowBox[{"PlotStyle", "\[Rule]", "Automatic"}], ",", 
        RowBox[{"FrameStyle", "\[Rule]", 
         RowBox[{"GrayLevel", "[", 
          RowBox[{"187", "/", "256"}], "]"}]}], ",", 
        RowBox[{"MaxRecursion", "\[Rule]", "0"}], ",", 
        RowBox[{"PlotPoints", "\[Rule]", 
         RowBox[{"1", "+", 
          RowBox[{"2", "^", "11"}]}]}]}], "]"}], "}"}]}], 
    "\[IndentingNewLine]", 
    RowBox[{"(*", 
     RowBox[{",", 
      RowBox[{"{", 
       RowBox[{"Plot", "[", 
        RowBox[{
         RowBox[{"{", 
          RowBox[{
          "\:26aa\:15dd\:26aa\:a5b4\:26aa\:24c4\:26aa\:164f\:26aa\:1564\:1566\
\:26aa\:a5b4\:26aa\:1513\:1515\:26aa\:25ef\:26aa\:1513\:1515\:26aa\:144e\:26aa\
\:a5b4\:26aa\:26ad\:26aa\:15e9\:26aa\:a5f3\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\
\:26aa\:25cc\:26aa\:25cc\:26aa\:25cc\:26aa\:a5f3\:26aa\:15e9\:26aa\:26ad\:26aa\
\:a5b4\:26aa\:144e\:26aa\:1513\:1515\:26aa\:25ef\:26aa\:1513\:1515\:26aa\:a5b4\
\:26aa\:1564\:1566\:26aa\:164f\:26aa\:24c4\:26aa\:a5b4\:26aa\:15dd\:26aa", 
           ",", "\:1450\:1455", ",", "\:1641"}], "}"}], ",", 
         RowBox[{"{", 
          RowBox[{"X", ",", 
           RowBox[{
            RowBox[{"-", "4"}], "\[Pi]"}], ",", 
           RowBox[{"4", "\[Pi]"}]}], "}"}], ",", 
         RowBox[{"Axes", "\[Rule]", "True"}], ",", 
         RowBox[{"AspectRatio", "\[Rule]", 
          RowBox[{".25", "/", "\[Pi]"}]}], ",", 
         RowBox[{"Frame", "\[Rule]", "True"}], ",", 
         RowBox[{"FrameTicks", "\[Rule]", 
          RowBox[{"{", 
           RowBox[{
            RowBox[{"{", 
             RowBox[{
              RowBox[{
               RowBox[{"-", "8"}], "*", 
               RowBox[{"\[Pi]", "/", "2"}]}], ",", 
              RowBox[{
               RowBox[{"-", "7"}], "*", 
               RowBox[{"\[Pi]", "/", "2"}]}], ",", 
              RowBox[{
               RowBox[{"-", "6"}], "*", 
               RowBox[{"\[Pi]", "/", "2"}]}], ",", 
              RowBox[{
               RowBox[{"-", "5"}], "*", 
               RowBox[{"\[Pi]", "/", "2"}]}], ",", 
              RowBox[{
               RowBox[{"-", "4"}], "*", 
               RowBox[{"\[Pi]", "/", "2"}]}], ",", 
              RowBox[{
               RowBox[{"-", "3"}], "*", 
               RowBox[{"\[Pi]", "/", "2"}]}], ",", 
              RowBox[{
               RowBox[{"-", "2"}], "*", 
               RowBox[{"\[Pi]", "/", "2"}]}], ",", 
              RowBox[{
               RowBox[{"-", "1"}], "*", 
               RowBox[{"\[Pi]", "/", "2"}]}], ",", "0", ",", 
              RowBox[{"1", "*", 
               RowBox[{"\[Pi]", "/", "2"}]}], ",", 
              RowBox[{"2", "*", 
               RowBox[{"\[Pi]", "/", "2"}]}], ",", 
              RowBox[{"3", "*", 
               RowBox[{"\[Pi]", "/", "2"}]}], ",", 
              RowBox[{"4", "*", 
               RowBox[{"\[Pi]", "/", "2"}]}], ",", 
              RowBox[{"5", "*", 
               RowBox[{"\[Pi]", "/", "2"}]}], ",", 
              RowBox[{"6", "*", 
               RowBox[{"\[Pi]", "/", "2"}]}], ",", 
              RowBox[{"7", "*", 
               RowBox[{"\[Pi]", "/", "2"}]}], ",", 
              RowBox[{"8", "*", 
               RowBox[{"\[Pi]", "/", "2"}]}]}], "}"}], ",", 
            RowBox[{"{", "1", "}"}]}], "}"}]}], ",", 
         RowBox[{"ImageSize", "\[Rule]", "Automatic"}], ",", 
         RowBox[{"PlotStyle", "\[Rule]", 
          RowBox[{"GrayLevel", "[", 
           RowBox[{"152", "/", "256"}], "]"}]}], ",", 
         RowBox[{"FrameStyle", "\[Rule]", 
          RowBox[{"GrayLevel", "[", 
           RowBox[{"187", "/", "256"}], "]"}]}], ",", 
         RowBox[{"MaxRecursion", "\[Rule]", "0"}], ",", 
         RowBox[{"PlotPoints", "\[Rule]", 
          RowBox[{"1", "+", 
           RowBox[{"2", "^", "11"}]}]}]}], "]"}], "}"}]}], "*)"}], "}"}], 
   "\[IndentingNewLine]", ",", "\[IndentingNewLine]", 
   RowBox[{"ImageSize", "\[Rule]", "Full"}]}], "]"}]}], "Input",
 TextAlignment->Center,
 FontFamily->"Segoe UI Emoji",
 FontSize->9,
 FontWeight->"Normal",
 CellLabel->
  "In[1523]:=",ExpressionUUID->"d6172bda-ed47-4c13-8cee-48eebc6a0241"],

Cell[BoxData[
 GraphicsBox[{{}, {InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwt1Xk0lWsXAPCTSFTSIPoqQ+p935Nk6FaGQkRHpgzdJJdSimQquSKZriiK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           "]], LineBox[CompressedData["
1:eJw913k0VV/0APBnlqKRivDu8IqSsTTbhoo0GEPmRKnQpERIeaKS0ESSKGMq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           "]], LineBox[CompressedData["
1:eJwt13c81esfAHCkqDSdvYzcklEpJWRUiko3GUVFikgqm4ybQzLKyi4NabiJ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           "]], LineBox[CompressedData["
1:eJxd1nk4lGsbAPCZYcZYxgyFksoSlWyV1KnD7SOJRImUiBNRIpSt5Wg4tjiq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           "]], LineBox[CompressedData["
1:eJwt1nk8VO/3APARlRZlCxFRylJJSpYPPVQie6JolSXKkkIo+ZD0ISpSKaXs
WSNljTljX7Lv62BmLDOWGWNf53v1+z3/3Nf7nntf9/U6z3PuORJW90xsN+Cw
xYbDrV/fpcX7vyItwPqtxhVCkc8xzoIbRX9t7EOQwCft7avd8vKvKZyFTvhh
lmNbnPm6o8k4hzg8n8GzjblS6046OE+rxIcePzEP8/OY50ISL1Hw+7Z/JeaW
rjsl7XrdKj72QtiEdDhm32NFyTI8oBR0ihl4AzNBffuXJ/tgz5VneURZzMrK
PedSjwEj4kJi+tIc4FwYoTs3noLOyq4ghwrM0l1299d0IMOG+jb2HeY3yZHe
EhehIzLsVoMtZm923lXqVeArndk/dgyz9viaKbKBU+b9XL5smOuknuRUOcCT
/mcT7HWzgFNaZivmcAUuXOmrJx8x/9fXbazuBcEvAy+73JkFAuWWjMEeXxDj
2iJgoojFY59W1EQ+g+hF7pU0jlnwdVn8bh0QBCc7WzrmGmYA507pXvnxGkSN
j7qf/DwD4qMytoFm4cA8watKd8Diz/PiUtkjoHdb5sx7JSxubr1k/OQT/DJq
a8/dNAPG2hqD7jzR0Hc4/FF9+zTI75fWmQmLBeGVbfytsdPA/SizoS8oAc4p
b28zeTANBC7LF94hSfD8dmUwQX0axPUPs5i8aSAoJ8IhuXUaBpYu3tlUlwER
VnNxuG4mGFfb93cX/4BDQSEqtQlMcBEx9Xw+/BO+70mZ43Zngk4jF3fHxhzw
O2/prqfFhA/7rrnHK+XBHfsmqhsPExaOr0gw8gsAzVQHCA5OgXxZGEfl0SKQ
ffBEMDltCho37HXMWgbguJ7X+PPxFLQGb73vfrUY5AaD9X7pTYHQ69wVM0IJ
OF0WLowTnALlGv/QJpMyiFSVN90+woDCogypK53l0LuTjWSdxQB9uSwFakgl
OPvcPfbDhwGejKPXkXY10C2uJnkYMsDlbP0tbXoNPJPavOuIMAOM016Af0Ut
cJe5meQ200GHu0QSBdZDvsP2NdYDOpTs5xXKlmyE4Pnd7w5uo8P30r3Ofnua
QPX6yccoZRI4C4y27NvcDLzfqvRPak6CZbaQSixnCwTvD4kR6p4AgtZ0nChn
K5C8bmhNeE1AzWy7m+lCK1j9Smz9yjMBD6RrrfzX2gCqVrPOZo6D3OpTcbuZ
dtAqrvGuPDcOBFWB3YWsDnAcr6pW7B8DobrFw/WbusBlqs32vc8YZM0zp1+t
dEFUt/lE664xqBE7aiS/uQeSomilG3/RQFp5d5gyrhdMw9NF95nS4EX3l0Cb
mV6QcRq22jNOhXru1wY6q33QIy43zxlMBZxlO+3xDBFy8sYetkhQQcOzq1gB
NwAK/t1eQQWjwJG5F5/tPwDBUp1/jl0ZhayfdU8t1waAK1NvS97UCNxSmd93
238QHHnr38mHjoCnq0f0G9YgOH3zS3grPwL3Mra3n/ciwXvx1Oj2qmEwVT3T
bLxKgihXMm2r/TCkMbUj73qSoS4lTFyUNQQufCYnMlbJ0P3bMEEiaghSB+UJ
PV4UCGSppfOoD0F4jFye0jQFbkrFRPe3UoAo7KWt8XAI+GT4yV9dKcA0bXr3
hz4EjB2r3Ke2UmCPmyfx/oNhcJYSLKmMJYNsWekJq6lhqNmtUXLmNBkeh0t4
3rw9AkYMYnpUFwnMrPaO3iaPwI/okFGqBwmMlbe6yl0ahV/+DokSQiTYTtgU
mlg2CgO6BCOlzEEw1+k1ZapQgTq2XwcZDUJOhuSp8ngqiNxfPXRgeABu2Ykr
OO+iwaQ0Z/iczwDQtC2fxvjS4GuBxPkCsQGIcn9xxWqQBgxLq7Zcx37gJQTf
+HxuDK7jvub0JxOhd2NUqHfMGIjYVzqXtveBjxinMYU1BnsUTY74bO6Dq4b/
vbE2H4fO7KUg0XO9QBiqOSPzbRyG1l4Vebr1QEPIKo/twjikL2u8zsvsBqrm
o/cmGhOQe93MroHRBbG5N0uk/SeAL9BMIFa8C+y1841fVE6A7G1Xa4sbnfBV
PkH/CfskvNn+5L/a4A5I2aGTqK4xCepC1B8CRe3Qb3NV+IvHJMR2PHiktdIG
zWa6mzy+TYLFzdHd8ofa4GaFkopixyT8iXx8mWXXCugyNZ3GmoR//7n/KSGp
BaQfqYhqSNIhIN4kZ3NXMzganqWCNh2rhwv3DAWbgXWcdlrPlg6XE9VYxlpN
cFFDNyPUjw6pjKB3sh6N4DIXY//rIx3c+qjhTU4NoPTAwVwunQ6KdyNSymvr
QIJfxVUF6OB0w3f1qXYtNHq86rpdh9U9WWMtN6YG7n82NBHvpsM3hYptn9ir
AS9CTFKm0OEJ9bmZtl8lWE73oqIxOszJ7zVwIJZDO1v+JD+TDuR+pq/55TIQ
vBspFjJHh0sWwcXTHSUQmPAxr2qRDg7WyxmblIvhWv2MxekVOkwkG2SX2wGE
UJJz6lfpoPv94m0nsULwSiBqENfokKlNlr9PyQNT23MDHiw6bMikum4mZcNg
o0JIGeZIla+8L79kgcXHlIYxzKqSERd1D2TA3K/8E0uYL7I2ZCscTobmwu6q
NcyLe+rqFjNjYcnKaJCFmZa5JePP+Y9w+Gb72rpnLRysSq4Eglcai7Vub22R
0rvAjXB/FwMqxA5p9u8LRLE//y9+2yfVzkrgI6q9Qvv7PlHINTHgSyx6nINI
6149mnVr+Xgyqt3LUbH+/S2iRGpeSgYqF7N5tIhZ/OQrgnRXFgrcH7aDhtlN
zSdzo1gOkuQgnSZg7nOdlzI+lI/aj27mcsasJjAScEqmECkeVf/Qg+XHLEIq
UN0ekO5Fz4D1/JXEL3C2KRUjmk14xHp+T05sjObrLUHGYaVSxVj+DzoYysZ7
lqFrl0YMlLD9ifa76umwWI6MVDtc8qfo4LE5TOh3ZCV6V8H/Ww/b344Dwd6a
4tVoaoa1HEGmw9uf6QrGFTVo+vle/N4uOtQ/3NabaVOLmhZEDRxr6fCm+ch5
nZE6pOT2kP0Qng4/ozw57V80ICVlB4vWVDpk4Mq0+gMbUXzhvfNlEXQ4bUD1
/anThPqMXHL2Y+f3WdO+oT9CzSjYiXSLHzvf22JPpbK6m9H0v2Whztj510hx
jvRIb0GFof/UWu6nw3EDNX8h71b0fKrUamh5EhzUxuta1dqQlvSHC+Ytk2Bi
nanZxtWOTlS76J2OmwSf9kuCU43t6PSVXv/HDybBjhI5rBjagRaibQ3Y0SSw
ZKaJ+JudCBvz7Hix+u79fUTFWqILadub9uhj9W8X4F2oN92FVHkDRS48nQDl
T+kxRrndaIPWbo859Qmo0PP29fboQSc/G45ozo8D+4mbgRPaveh2XG6MS+I4
BNhLMr229iFBE3aBA5fHIbt19ZluXx/6RsO7bVkdg7geN56zaURUdaj5iU30
GLTL1bPMnfqRquOHQiPs/9fTG7XNYu8AIvOcsyofoIFzlZYOn98AkrtXVeHp
QwNLv0I20sAAEhNpPrksTAOZS0UNzTqDyOlXqxchlQq7LmQYNiUPosn3lr58
mlTotDtEmuIlIQ0T3oWwmlFY0nvIPPiIhIhb7YTCL47CqUtZP+90k5DNl1wp
d9IIWHh7BtWfJqMdwy7mebYjEFF1lFsznoyct4gvvaMPwwlSNl8VOwUlO6mW
3nk0DEmCFYfuO1DQAvOw5/LiECDXyhmpWgp6H9zbdcRvCNJpJs04xSFkLfuw
zGqVAuqBDZYj74dQ1ZypTJEfBQ5PCzuS5oaQxpIArzgn1se8GMGsG8NogOu1
P9WfDD0Hc6/JEobRuO6NVxacZPhE33zaQ2YElT821jV/SoKCAKn4ztARJEV6
kFK4Nggrmsq52lMj6L641YFZrD/vEm4hdlqMIln7PYVNWP82FrqZ6/F7FEnG
99g9f4r1JXL+9kMiVIRTzialcQ7AtT9fHuL8qcimr6WYwdkPjE63MDKZip4v
TR9W5iXC1Q1thFF9GvpSiO+s3tQHBxbZnTb8oqEXn+g8mtj8wSsgWSPDP4Z4
CzYU3NvWA+2G9f+4eo8hF7Xn/7DYuqEo/c6Nmr4xJGxD5by7tQseS79+d0Z7
HIXeJ8r7rXXABxf/803fx1Ezjz6dd6EdOoj23x13TqCkL0ODOzjaYcK+U0rW
cwJdSVLhg5VWOLhbxWS2awI11zoHuGPzF/69/WKryiRS2C/2T7twCxyR35fd
HjOJfu0sORMr0gxAr5UY3kBHL2irctflm0D6D1ucoCMd4WychncqNgLDdWPM
9RY6GrWjRqsE1IOTxOq3zt0MpEwYSQ2oroX694VBfIYMJB3VElfCrAGNrzNn
2nwYKPC3ueKmc9Vwa8dbtZjvDDRQ+kY6Lg2bT4M9kQ+JgVrzJGMCV8sh5FOb
MIl3Cq3k63ld9yyD9/keuMvaU4iSsljgMVgCP+6+wZt4TiH5QQl9Cbdi8H7K
/9s8aQqd5e/7s3MPARSSeorv9U4hzmwL+RmnIliyFInh4mKiqruCJ7mZBZAu
Ff2iUJOJFoSWVuOt8oDbLCTL3Z2J5ItdJczYcuDZrqms7AQmsg+sSXs08hMo
5MiiTd1MlDkmWPkZm//NtIqiiVunUajHDx9+yAB3Lu0Sguo0YphuuROskwZ+
5F2TP50xZ/nm2VYlwRf968wjX6eRhr6IWXlxAnwrpeLyW6bRQBGXwIGiWLgZ
02dguHkGNRokys9uiQZpXl3Xu0ozCBe4T++y3yfoC12OjXCYQdH3PsoUbo2A
uNgDqXqfMYt28m0wDQezkrdF3E3Y8wR5pdBXryFHx2HHAMcs0pDGaXT+GwQy
VgVKJxVnEeF40AO7qGfwX5ChQ9SdWYTjWFLDC/nC/JmrHsGRmBNELzza7QUC
tg3F/jWzyNfSb2e9ritIvA0UeLmGxX0GRrv1HUH9UsEZ0aNzCCfcP3EqzgbO
Hjz2GG+N+S2ferPFNVi+tnPqTgRm/qT5710mUHrwNvpciTmUpz8nTwc81tg+
9C9jTlI6cDVRHdTuCFQnH55HOPvnEucNjkGm6htln2uYGdpVMmz7gVv4YpZ1
KGbf3NCPEzzgFxLC0UhYt+CrHDcWnrh92y2DWcy4I9HifkN42jRjuVV6AXNt
kJtsJZ7T2ege2Xzd4qKc6nF4njnm+IaX68Z94q90wh/m2XkmueivXXiMJPAK
qi5xlsy/xvlG+RaNj9LNuzgX/7//Uwr/B9Zv0mg=
           "]], LineBox[CompressedData["
1:eJw113k0Ve33APBruvfijoZIeBuVKJIh09279EpJKEUUJUODsdKboUgqSdGg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           "]], LineBox[CompressedData["
1:eJwt1nk4VlsXAHCiQq4M7zxIlEJKQhO1Sl1KoZtKXRlKUZmKiIhwK0pSRFEh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           "]], LineBox[CompressedData["
1:eJxd1Xk4lG/UB/AplKUFLbTIPPM8k1KilPqV5pwW/SikKCmJiii/FBGtCkkL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           "]], LineBox[CompressedData["
1:eJwl1Xs0ldkbB/DTkVJCyEgjEp33VUmp6UTkGcWhZpoZkntNpFJWEiEi14Rc
iqRUJFKim9CF89RBroOh5JbbcT0u7ykqcjm/1/z+2Gvvz9p7ffez9t5rbTVH
N3NnJoPBCKTbXC/I9MmLFmcBPWSQ1UVFqtc0XBoX/d/3HZW4bd/P/Nko85/V
hPlHuVY/ZGysf5pz3GM4msrdIvNS/4TynHta77wv4daWZv3KUJ+zseHmPT1c
QxeXGC/NObvy1eNmuHKq7Hx/bdqwviF3fCmmef0uWrCVdmePbg97NSZ0nlZX
06dtWia+v30j2rOdY5WNaDcZ2lTn6WO3dqryDVPa5NU1GmMcrNQThN7fS9te
+q9wO3N06z8nrWtJu8/q7nirHQoC2zqy7GgfUd9ntvYwlq3fcynnEO1klcOO
KSfQ0Zdpq3OMtpreuqtdp/FgSznT9CQLAntkYvc880Glto/VHZ4sgLVOS5hk
ID6ozG239mPBm+1nktNTQzG56naVYxA9L1A41hYcgXtO1jePhtN+YfGYkx6L
DuoKxZIxdJ5BbMcFpXg0LtUYX5RA75expfn8y0QUSPibRN6g/dVio+vqZPxy
oMcjOZV2w/PvivkpWLA/gbchkwWnithGhdfS0Hy7rM3dHDrvXlGtXFQG/qFz
q/J+Lgs651Gnd128j4ur3B02vmJBapd0oKtENhJellWmb+g8nt4ih6jHuEJ6
QZDROxYsl4iTi0h+ipUckRW3mgXl6s+MlF7lYlv8wsVV9XS+Y8kFmYY8zA6y
/mTTzAKJS2meGXovsD3oRdTZDhY0aTetGEl6hX0ne4N8e1kQFzCNryWK8OGM
7fWZIRb4bGAula1BrL/dESX7hQWuETEGer++xYKu7JTMCRZMHDe8k1jOw9Oy
nCkVEQueqDyO5FmXYKyFcBMhTkCqXrZXSWspurC7I55KErDqgCL/dnQZ3tPi
F1bLErAryd7FWLsCXy59yq5QJODUEX3lFw2VGHG1rIGjQsCWSLEOvcxqfL1+
ZLeVBr1e61EL27kGHzrb8QfWEjAR/LPtMs06dI9KLLbbRIDON9fC/ar/4vXi
zoCDbAIChuU1D0rUY8AtD7teAwJO3tMN1ZdowNIIBfnpnXQ9axc+jJxswEpF
xnDCbgJ4ip1q6+Z9wIwrBUtk/iKgyX6wP1+8EbtVAyRWWBHgyTKQFk42Ytve
6DWZDnR9W8PXJIo14ba4hytLnQj4kkuxtKeb8Dg30aHEhQBGq/hWXWEz2sZU
co1P0fubRyZqTLZg9impKSsvArJlygq8ha34ejzJevgcAY5OFSEXp9sw1fnz
zKEQAsZ1xpsLxNpxYMA64FgEAX9HTjDZk+04IrVo1edYOj8pSz5/XifuMy6/
uTiRAOXo3W4T/p142WXfIfGbBAhlqcny7514SVuTE5xGgLdP/uFxvy4cXCgl
EXefgDoxy3cm37tQLFhXoPqYgAUWD7WE57pxbEBn2eU8AoKgIk2ZwUdjx+1K
8a/p8/Xs5Nv58tHS/5KhIo+A0fbN6u9m+ViWNQzrywmo3pazRMm3B7+dvepU
XEPA9OzlGVNRD079Ilmz/QMBJg1PvFyCetFxfpy8cSsBGw/F10j+6MVwTwff
ui4CdrSEzJT69aH0d93C4X4CbHwNPB+M9eGJI3xjwQgBvru5X+uO9mOY9weh
yzi9Xi306MKefmQmN3r5/iDg7K6xm/P3D6D+36tUpOaR8CnwuaRO7QD+JseW
ClpIguSMjc35nYPIbbT/GCZFQkCo3me7nEEc1a/iLVlGQn1JqJ7MSgEG5plG
aKwgoYi1XLA5WIADK+KvrVxFAkPenbOjW4BSq1llSSwStjXxx6tNhjBhe/m/
6etJaBNJRkrfGcLmb89mdDaTkLVgkVnv7BAGlmTPN9clYd9Vhv0j82GcCfCw
MDck4W3vyEutO8PIbg0ufm9MQvo/0Rz2l2FsMLsjPbCHBJcpZsoP3RHUspXw
8zcnISrk+b4LISPoYKWvPW5NQsZ+P40zZSNIHTnPnTpAwniWbS9TbBR3LJd0
C3MmgRcjZ+9qOIrC1owfKSdI8OsQ6go8RtH7klRNsjsJv7R75ubfHcXC9iKe
kg8J3ltfSJ9rGEWnnf5XyAASEnKGvQynR7HcLCzkZSgJgZMWURYaFDINbAvX
RZHQfFTmy3UOhSlGO+o2XCbBYlmL/MRhCicHj4s/v0bChTHvduUgCvPu3lOo
vEWCe7NC/dIkCrVFazmO6XT9k2lrInIoPM8596Y1i4RednTncaRwU1rbsr4n
JMj9OXL97D8Upt4OizxdQMLN9GyRcguF7jkGrbFFJByCWOd8PoXLH/A8YopJ
eGcpvGg2RKG/SZyWTCUJrta/9+d+pnDXN1feqjoSdniYndH/RmE554rP80b6
vvP9ld9PUrj6QqiX5icS2l9RPJNpCtsbw/7Q5tP39+ijW+0MhdYVtWYFgyTo
jZgf/DRL4ZYaUrWOoucJaxV3EYV9uFe/8iv9nr4mPXhD29KiyNdkmoSN9uHz
BbSJSb0EC6YmwNeigEna+TCvtltCE5JYVO0s7cwbjT1MGU2Il3L7JKJ9ssvH
aL6CJkQIo2fnPFbh9Db8Z00YOiESzVm8uMViSk3zv/+dwRDi/wBYY+8Q
           "]]},
         Annotation[#, "Charting`Private`Tag$1036738#1"]& ], 
        TagBox[
         {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwVkgk41XkXx62viCijlLFW/9//lqXUNEgqIdndFFJaUKJXjQoxSPLaso+W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           "]], LineBox[CompressedData["
1:eJw9V2k4Vu33NZUIkSFjznme8xRRmUoabFHIqwyZGpCiEqWiNJE3REKiQhEq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           "]], LineBox[CompressedData["
1:eJwVl3k0lmsXhyWVSinvPBqScCSVcpAhJJVOUoo6pigJKWUImZIoQ6koJCRK
psyK9pYSEjITmWfeNyrFEd/z/fWsa+3fPax97+mRPOVsfFpQQEBgyRIBgf9/
j2zyS9tqK44CCclhCqVL4f5Sw9l/zAn2c/4+k74RyqaEhHQOEyzwwpPSrQuX
4hRqlPQILhGyLRw4BlZSO7/+USHYssTaZdAGEmufWgkrEAyqpBnH82CnEpiw
VpzgutSNI5vdwN5LT/67mDiicWGvbcdV+OZ16WLjMoK12i6uLr4GH5OE5aZ+
c1H7s0U3iIVAX7Kv/OQEFyVOBMlQksLBx+b06EA3F/18E7aIJUfCsT8K068a
Cb2nYe0u4SjIPWJTFFrBxduyj8W7hGLAtn6RF1vMxXXblsxxtOLhsKyPc0gG
oYca10H1RCjf5ZDhksDFbGbST276E7iooLZD7R4XgzNEuxKpKXBJx3mzVjAX
6xNq1nKinsEcmdSv5cVFoyYR5xsXXkDJ2wd9XGdifUHaDfldmSC0OezxrDUX
m9i0FdvzsiGhdLhmvQkXDRwDpBVMcsBdTlpPeB8Xvxlc0VYYy4XGw3Uec+pc
DHwyIP4sJx8cTP79Vb2Fi2dvlTS9cSyE476Hhto2cDFZkTTUplAMladfRvZR
uVjie/T4vg2vwXXTz+DqVQTvfuKyuLwUUp+m7sr8w8FKg8zMoxsAKIvqahem
OOinNksxuI/Q6rPzmfMgBzNnFT/eiikD7uvHjefaOBhsXltiVPoWEhvGDPRq
OFj0TZJ6ubEcnqckezGAg+fd5B1FhN/DssR3XIUcDsafIn2ha1bAI7eK1ZwU
Du4XkbjpfvoDvBJWKVj5kIMdRpnxWumVIOYWktYUysFkb93rOv1VACt1RLv8
OChzyiXiJuMjTJnZb+29RNzPbe7I0gs1YHHd5VG5HQcvcMXyu/I+gZHTWEXi
CQ4GWPA3BjHrINqr0qr0IAe5DxViArXqgXE6WK9wNweVIkTWkUbqQWJ14WC6
Mgedvf5q35f4GWxCP9T7yXIwRXvU+IhRA/xVrX/FiMVBh93PcOe6RtirqBBp
vpaDtjyTMqhthMdO338YCHKwz9Hc5FBAE3jby1GUfrKxLaFYukm/Ge5r7/b9
OcJGH1Xmv1OLzSCoCWa/O9mYctAxqbWgBX78ejE1U8fGuGjX9iKfVpAK82xs
LGejwzJafZBaGzR/LXRJL2Cju/zCduMV7dB57GTA2+dsvPTb+27Q53YQT+v5
UvCIjXbJrw+vjuiA4eKm6ZTbbGQOqIo5mX+BseS0I66BbDxl97iiitsJOgVD
0v4ehL7OyXqgsxPEA+/kBjuwUTe48Uvqiy5Q2cwNPW/JxgKufvuE41doimRI
GRmzces/tjaZmt2Q0TizZJ0+GysiM4dMlvRAh5qa8Ro1Nm5peb7K3roHQi0m
LJdvZqN58jlueFUPeJr7FXZJsPHt2QNHk+V7YZJ+rSabxMZkbn9k6t1eyJsb
P1y2nI0u+q/TfOZ6obBwp2T2HAt92Dt3SZ/oA62t3zJiJln4mu7i517WB0uD
bgXa9LJw8Hab8nXJfmAtCfto38xCbfeOa5q+/VD09586h0oWGsgXXrUY6Ic7
Bw5xDUtYeOKGvYeszgDwmevkZbNY+G06JJ2bOgCJ61RSdiexsDbZOuzKykGI
6NVyVI1ioZjJF84V20EQdC7kK4SwMOo4Y6lhxSBkt64rXfBmYbKZ++wbiSHI
OVM/t+YiC32l3iiGeQyBWs7CT7otC+8aBE/UtQzBn7a16oKmLOypzVgJm4dh
T0mYxvB+FnK5uxnNN4ehypMXkqbJQi910t9xPcOQaJmv/2IbC10Ut3hFbR+B
BYFxTN3IwjGz6Mr9oSMQfVXwegCDhfL6C68+dY1AfkHwcjMRFgpTVze/VB6F
TVTX346LTBRKfnLXO3gUmo10lS2/M9HUt+qyVvMoCBv4bT44xMQTugJVwzJj
4M58fIHRwcT//IuM4y6OgRpJWnpDLRND5aIvWhaPQUAl7b5sGRMrsCc9ZNk4
LDebPCSST+x3yoI6u38cRFO2Vo6nMjH+WW7Z2Xvj4MjozBaOZWKg2pOI2I5x
EDp7tn9pBBON9U+omjInQOqSTeOcPxOrW6+8vmk+AV5m2mvqXZmYhiGP7WMm
wGz+llDiWSaW32j6eKhjAm6913DMOsnEkZiE6QnqJMzaf+bEHWJia2GcyK2D
kzBR3RgaqMPEf9es3B4fNAmsFUV7DuxkokHvwv6u4kmItxd0PiTPRM2NiRvl
xiYhJfi1ySEOE8MjSeWmbB6MBRwL2ryeiWQT9lPyPh7kqlpdXiHExLhyf0dN
dx7UU+sbuL8YqFy1yUwpiQdydZJe5HEG+nn9dmZU8mCFXl/Psq8MvCmWdrKN
xwPJe4G3mz8zcHaTjOP7dXyIWBWW3feegSe/Sp8Z2cKHAA2h8PEiBlqM7tQ2
PMSH7APm+Q3pDFT43dJ++BwfbKkbY/IfM/DcP2Hp4tf5cKSkttLtLgN3XLvb
VBPLh6jgr3auNxh4NoupWp/FB4v15u+cPRk4w1tvsbycD6dcS88ZnGcgrfNc
3cMGPozfD61lWzPQRaKHOdzDh8rOsiTFowxEj4vdRyb40LvQhlwDBiZkCuon
/+CDb5dF3Cp1BtEfturT/+ODWXRFWZMiA8PT79TmL/Dhhvu9451SDBS0crm8
sMgHNfLntG4KA9ffh08dhF0ulL+3bCUDvw5yzM4R6x+hd1L8PB3Dq7baMH7y
4TTrglMxn47Mv985GxDn2x/eE5DTT8fzbZZfXvXyYVo35GhqCx0Hxn99gkY+
FKzPuuBZTce67OrrR97xQSBOd/++UjrW65VIrHrJh3hDzXsm2XR0GxmwDSD8
497GlNVOpiPXPXuCQ/ivWeLMFZloOsrYxOgcJ/zrrHeXPH6TjrLaOlVLCP+b
h8tITPrQcdUSl6KV2/hQf092dOwiHSNmHlpsJ97P101kvuI0HX8vTGlZEe+b
S7asiTelowCjYWH/Bx6ot9PW5B2gY2nDYTGfeB4seuREp2rR8Wju8av73Hhg
0Py6O2obHdufSflYGvDgk0jqRVsZOtqZ6zr9y+JByrnfl5yZdAz0fvRJc3IS
hK4XbXdbQ0fF45FRgv+PX88TGieX0HGb9fzlXUR8lyo4CO36QcOOqa7jS4n4
V1rWp35imIZBpOotz8UmobtIrfTYFxoK5LSsMCHyhyQnOP9PLQ1tD07fV4qd
gIDLLwI3vqXh1rUhxhYWE+DmXV79K4+GflH2fi5EfkLabv8Vz2iYnGK6+l3z
OOjmJfr/jCXsVobvp++Og6HnBa3ucBpmpa5XekXk/x2W5N7UABr68OWePhMa
B/l+FUh3o2Hg97jNZ9+MgYFd6Y8MexoKdsm1XL0wBkkV0pfDzGmoxf/urkbU
H/++ueyzRjRsKZEypDeNQp60ioW/Lg2ZICXW7j8KG3RMTDxUaBihp4yl20eB
xu5b6SBPQ+upGok7RP3b+9lIeBeXhvr3J2U+3hqBj+kb3feL0XC7FiPZSW0E
mvTsnxxdRsOJPMOQVqK+MorCGRqzVCyK1bakhQ5D/7DUQckJKnIWk1sWFYdh
ZPpBdX83FVvy9y7+R9RvHWnXov5GKiqbDskV+w6BpBjadFdQcd324OyVRP1X
/zJhWvyKiuKLV1s/vx+EDqvg1REZVByyrVTi2AxCrchNxaQEKh7hXRYwXjII
f+46xd69R0VPKY2Rk08H4GUrvPe7Qdynx9hiSJvoRzPfVQ29qJh+MivMo68f
BtXDuSbOVDx/jR9hdr0fMjWi0ewUFWWg88db8X7IZQak7zpGxWV/B9X4YR9o
5H0xYe2j4ryJm3OtaR+wLsc6q+yi4g+/2I/x072wQ1SjcasSFf9QRMjCRP9t
OnPwx6YNBP/wY7P/6oWsh1qW81QqNht55fOI/i0aknCjZiUV653ePw2w6oHy
eDuJjnkKkkOVHfqnuiE3Yt3Sim8UXKuYpJ2q1A2yGrJPMvopePLbxpR9ll+h
7b1k2KVWCs7MZOwVieuCzsv+w24fKWjI/3Ntjpg/zvQcWnR9Q8Hu+Nxryms7
4a9NAtZHciiI99XGGw5+AVd5cT+FpxQUKgvwoPl0AOlosqjuAwqyTeOH1+S2
w6Tp6lGVUAouJvY0RM+0gSGz11fWl4LPNMOPnvirDYYLHlj9cqEgT2E+v+Z8
K7RcKXi51I6CYXXr2fKFLbB/VgdXn6DgtyKPWKupZpg78pI+fZCCfjd2/Dqs
1gxbHMIVm7Qp6NR/QCnBtQkSzA+G31Om4GCxqi4xjcNpNxeLSFkKrnHzriCL
NkLWgeUTt1gULFHKeh55uAF2zHuV24hSMDKw4GFp0mfQtrcyVREk/CV+Kzxx
uB4ez6eZG/wk4+1enqjDtnpQdWhNVxkl49wf80BbWh2YRbkUS3WSMfjO53rp
3E+QF8cXnagjY2DS8rF8hxqwqWpomS4n44JqfHnplo8QnSN98mcBGSVqN239
8LUKVribyrWkkVHvmJWzQFolzP+ay8t5RMZz9J7D+dYfYM/jpS9rbpMxtNRM
XEymAqoleTPvAsn4NfK5Ye2y99BktXeuyJ2M2sveCq5pKgemV8DeWw6EfqFQ
Q4+Y//Neb1gWa0nG8Frja8dyyqCxaLtfijEZB2zqnWajERTvbNxzW5+M74YH
npG2AKyVCfrgqkpGR6dj7zLESkE+qvKu6mYyWplm/1wr9xpiFC7Wq0mSUfnW
w7dmx4shwje4WoVMxpFhd+ur5wsBMvzXkoTJOGEXeqc1Px9cH4yKjs2RkN1r
Vhs9mgu+zwv9FyZJ6GGWmh+okgPv7ttpTPWSMNiGr/QmJxvCNYMKuptI+M0s
KmulZibcext0Jb2S4Nj3zTvOvwCe42R6QQkJjfQahqtqnsGnxrePSrJIKGH/
z9U04v9uhOLZlvCEhCOW5ekvXj6BYHJCvV8UwQtRO85rJYK3qoJqfAgJb186
o3tu8RGkq8aMP7xKQqtujsosKQasZ9xO3rlAQr9Wj01cySgwDt9BsbMl9m/d
tnnsVSRU9p0K/fs4CRNizmlMF4VDpPnMpb37SahtsOKAIwTDg1yHp8qaJBQw
v7n9C1yDDRWH7nG2EnYorNo0cRVGcymfBqRJiFvk8gQV3ECocrfbKJ3QjwSZ
HbdxhuQHnZ2jq4nzvTOv5rTbgK+eWVjlohgKeE6T+cPHoDtd77+kaYKVl2cc
KNeFe+pR7a8GCf52P/FViRQwplz0J7sJ1p5dfbFUCP4HRBNpSQ==
           "]], LineBox[CompressedData["
1:eJxdlnk4FN73x2cGY8YYZiTSYklUlCRJlOOTpCj6hFQUIUr2iJCQkDZpsUT7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           "]], LineBox[CompressedData["
1:eJwVVnk4FNwXHslSKJElUYhkTUriwyVEFBJFCVGWxlIR6pMIZUlJli8le7Ys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           "]], LineBox[CompressedData["
1:eJwll3k0FOz7xmfGMjNmxiwvRdFiaw9F1tx3KSWEkiRKlhZ7i94kJaW0oV5E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           "]], LineBox[CompressedData["
1:eJwVlmc4Fmwbx2WUlQf3nrSTlEhD6ERFJSI96FEplZGklFVkpYSGiGgQmZGt
os6Qkey9975xC0kp3vv9dB2/4zrP//hwHce16uxlo/P8fHx8y5bx8f3/7FIS
XvzSLQ18UbFBmz8KoNUqw1tjgzxOeJaVZLAGQXFqRd93HtsmxCWEa2GIt2x9
5yKPXx95GV13HFN+2RsviBLAs6TuUpmMJWpm6VNZVB6f+6AeFmGPnrplF5et
I8Bn/h9P6tSc0HeZxfUV23gsl5hF6XRHgcW7BVIaBICTXSKqGT54QKamSP0Q
AXq8pAMU8+6ioG+CsL0JAWShWe1X3X20L6R3WpwjgMOpqNt73wfjs3XJVtcd
CJD29V3bX+oT3F9Rsf2+O08/JNddVzICM8LE35X58/ZNz/z4vPIFflMbKi8O
5fnNSU0gKxpPrzOULX3FyyvjRu+7E4O5Sm3yY6kEmH8cfOoP5zXe85l1lcon
gLVfQuCpxAQUSU0wWSgjQLgj/+jvW8mo99eNs7yRAMK+TQ90dVJR9GFXAbmP
ABbMlYcsctMwSMdCX3eSACFihhf5NTMwv+WGrdpvnv/bo2In6zLxfMrGr9tX
EEHRXs6B8yQb6+NmOvUJRLAzUJmc1svF/H4DlUuyPK46dip113u02V+ulbKZ
CMJJ52KdCXlY6NnV/XYXEba7BpYZzOTjkyUfzNlPhDfsxH5/McQtMTrHuw15
80Ezxtp3PqPmvWcK4qeJkKBJaBKMK0C+wwGhCxeJoN9nIa9UWog+iuGZ4i5E
WCwd+jeqvQi9zHYQV98mgnXThUF7iWLUjp/eZPaICGXOk5HmyiWYXqVba/Sc
CA4KGwqumpZixG7FD0eTiKCxLTCs9VkZ6nxVMXPI4fVjNRDta7/i5WcVqiFF
RDBabdIrtf4bah/8m+xWw/OLV4q661aBHXS9eu8OIlS5GGUe/FiJ3K2b1R+M
EkFXUWBPmWw1ltpsOvnxBxG0dj3QKN1Vg4fdC8VTl5GAvfroOqmeGjzYwFl8
JUGC8G6/u7/DalH8qHL8ezoJ7G4d8crYX4eH/hEPbthAgrG3RD01wXrUm+FX
ltpOgiuhVmT2u3r8nfbYUhJIsPFIutxO2wZck5HdRDhCgtHmMisNhUaUbPmx
tMuMBGLgrN8z0IgumqUXz14gQcuJIKXbKU0Y6Ktkpe9Igvu7ubai15rx3Hge
1fwWCc5+malz29KCuWFN4vaBJHjinTg48KsFq6z+yY0OJ4EFO7ih7V0rPpLq
mwqL5fm/XLdr+lobVi/uvxScToKrwalXBjXbsVay7GXqRxJ4hC7KNy/rQP0L
7cTqchKYeno53qvrQOfQu7SMZhL0hDUemH7ZiedHjzXk9JPA7K7y3Y7TXVjp
mVaLUyRwulOstE+xG3+ryd8e+0OC2fx/c0enu/GV2s4bNFEy+P6KIo2d7cE5
UiefGIUMnvv6nluW96AEMVqNvYYM5DmlkKpNvRh9fO6DiiIZkrIE5Dc87sX5
PBuuvRoZ2ld/czWZ7cWFBadMW10yeKie9zI91oeut0gfbI+T4fjWKiHRD32Y
t6HOKfAMGZKPfuZ3ofWjC0HWKcOeDCUd3YLnPPuxt2WFUOQNMhwr2rjYPtCP
EkUrD72+QwaSeOfvJc0BzJmKrc0MIUOFsaa7UdwArtY+8c9AFBn02wX8DwgM
ourlxI6mN2QI1v9inX5yECu7/Mcr35NhQMU3c/bTIK5zvJsxVEyG++7Uv23U
Ifx5iJonUE+GWdV99GOuQ3hfp8RVq5sMW4yjF+3qhrCWJVGmzSHD4Nx8YvXG
YXywc9j04DwZGvmNpE/fHkYpp66XDoIUWCqzocW0DaPE/AW5Z1IUSPXg1ypQ
GcHcY/5a99gUWLwgL9MRNIJrG75KRWyiwNOmCL3yrhEUD49ck7qTAjVvchtY
KqP4zjOA069NAcmXsyuO+Y6ipDZJu8OAAsr1iQ7RNaPYr6vY2WJOgfGNUn86
Vo2hm6ONwk9rCty/VCApZzeGgb3Kn2lOFLi6zdWIL28MD8mF9y16U6B3y8bU
2OUcrAil5wk9oAA75+6+kMMc/Lp/S5PkMwr8sVmV6B/CwQC6Rbx6AgU0rlp6
DDdxsFRpTZ59NgWKs/S8epjj+Hat56mzhRQIlAkRe3x6HM33LOQ6V1Hge2/0
7l+R4+gbusL4UTtP33Ccatc+jg5EpbiKYQo8PNQU/o44gcKX5u6Uz1DAY/72
OdHDE8gQ0XtTwUeFgL0Xvdp8JnD6K/pNiVPh1FyMakfOBO6r+hJDpVMho185
fYQzgVpvLI8KbKDCovHTq5msSRR8K5v5jzIVptgvC6QPTaLmD3tTWaDC1jxz
kyHnSdSyaM800qOCZ86kglfUJHJje1/omFJhi/oen70lk0hRcK2A81RITSyb
6xyfRIG2LWn/XaFCVLOHR5oEF23Lrze5eVCh79NqSY4iF91D/g00D6DCp63f
T4oc5aKxz/H502FU6ImpNa+z5WJc9mCcVSwVZMt/p9ne5uJH8RCxR2lUcHm9
U4gTyUWD+PqMTx+poDTfCAXpXAxkpIymlvP6tTg1Rnzh4v2s2KbPTVQweaeY
2VnPRbFHCsub+6lQsGZau6uXi3rBDRyJKSo8F1ylETDOxd2XSGdE/lBB3PFS
fMEsF6MDhqnCIjT4IhypumaBi5VVzX4bSTSYFcpdnbvIxWvHzXYeWU0Dl+XP
vy0tcbE0+5rz9q00CIk2OvqKd9+lmnpJfQ8NjAcV9AV5+w4CrnGHdGnAtQgi
3uPpl0ydCXU1pkExR42fxvMvyx0gXLSgwVrOcqFQXr79hfMNFpdokJbgvi+Z
l9/v+yY9F1eevoBOuymvn9a5SaEQPxosCid92MbrX7RQfb02mAZR2fhl8hkX
uXaHr9e+oIFugnVDqx8Xn6wyzW1MpoF1zWWGvR0X+Re83y7k0uAeYb+MiyEX
Ryl7x9YV8/JIQkThNi7ekAjNkq6jQZ/O2ghZSS7WyYmorOri6Y/cbvSfnMTY
uxLzyhwaxF00XnxXOomq4kpXrH/SoEThhZhW9CTetOG6nhagQ43eQtsN10nc
LapRfEKSDnNytBJRvUn8UJ1U4sykw72Nxna+MpOY05Ig+lSODruMVgbOj0/g
qTzourmDDhFBFDOp9xNYXjhn5a1Fh3yFx+bxfhOYvlJje6ABHbwekEtqj0yg
uXtMTu5/dPCPqKgsIU+gt2LEjWFrOgi+ieAutYyj8cdNNa3X6UCVIfjsjhjH
MfvWtgkvOuw9qBtScXIcFyxpG5c/oEN6Q9UJPfo41ro7y0MkHQImUs5daeXg
sSuXP6nF06FwNclqSzgHDRLmH6tn0eHDzP6yAAMOSgpGyVh8psN/qmHHCaIc
1ItpmfCrpINUld2Zxfwx3M5MPuzQRoc0rfovQZfHsOd95OkbQ3QIVp2hlq8b
wxWRrJx7M3SYOWjUurlhFKejPhbmLdHBdK2ohrffKPp7/jz1VowBlX9HrVbs
HsXImEL1eCoD/JxT5bz6R/AKJ7nu81oGDFXvj7QMHsFCp/VJXdsYkP2o3oCw
ewSb1+NOtgYDMoQIApcGhjE87bux7CEG2G5+PmzwcBgb3LOz1pswIH2lZ3+3
Mo8vh5XrWzKgv3pH4O2OITR4LbrmhgMDjF1u6eHNIXTKoojZujNgId+m/TVr
CM+OaCW6+TPAW9xHQvjLIJadXvJ/8IQBt5JrbKfODOLMQqtsySsGBBfGOQQI
DWL5FX0dTGXA3FOHC5pJA8iUN07Lz2PAiTs2J9wODKCSiEt1eykD0kgDmDfS
j0WbFLYtNTAgzqor1sO7H/nW31w92MsAgYrcnYGsflx2YPTr+AQDRpQDrKc+
9aF74nDm/G+eP8mBO2jShx+3CRqvX8GE2zbfisx/9mLi4w8+ZAKPM5K/OIb3
ouRu/jlRWSZ88pr7qrKtF/cIWLNXbWZC33PDzuyaHuyVPO2/ZzcTlK/HVM9Z
9eBh7WtJzvuZMPPu+Svq8h48Y7DmPydDJrSKOHIO6nXj9AtLfddTTEghDK9S
u9mFuoTCn89tmVCiKtJz8EMnUr+l9/MeAFgHJOq7jXRgiPme0xm+TNhUu+0g
H6MDG6X7H+JDJpjpS5wY/q8dH4kzhWqfM+EySb/FPqgNpeQdtwomMcH1wMjT
W5WtqL7m3OivbCZIhCSG75BuxYFTQ4MzhUygbldcy9BtQQP0C/+nmgn8+Y83
JAU2o4rlu6CtHUwYpxl3tBU2YWmPj7T0KBPAcYX03sVGZPlcOkL+wYQdb/3K
TXUbcdJ6pJzNz4KS2gm+Yt8G9HH0WtSVYEHbH7LcVHU9Pi5IvubMYIGEprfh
n5X1aDB62c16Iwu8bQaMMg3rsFrFaMeN7SwQV2fvlIytxfLi4u3Bmjz+pLXA
GqvBe24mo+VHWNBjFC9TplGDP4R9FErMWNDi0fCHqFSN7W17s4ovsCCrSnpT
anUl+tXSvw9dZcFs+XsfkXsV+EbsjoO4Jwum28fZHVu+obtM0K3ZQBakpinr
SPZ8RYJp+r7FcBZERE/5WaSU8f4PF/TE43gsr15LsirFX9dURdUyWOA7MlHz
RK0E3bjxJls+sWAk0sy+lVWMTilxw2u/saBON/Gs60QR7nhYpKDezILx77S9
y1oK8UrOlRyzARaM3V8S98ooQIdlGj/CplgwoLfswrX4z8hYH1sU/ofXz86l
K+8ooub9yIbnImxQfDTjmL/jI8oz0iO/kNjAd7Lg+EmDPHzIMXnNXc3jnz8l
Xxi8x+jQcI3OrWzYnjhgzLTNRadzP4PG97Bhtt3uWHhWNpY4DcvwHWRDfsCS
pTYnE9tTflipHGeD8K1NB0KPZmDkp+d7Fc6woSzqvLdLZRo2STebydmzwfqq
6uF1TqnYFLBlk44bGxxUPYzjEpLRUJeibnOHDZ51vru5RQno3PW0+0gIGxLe
tG2OkY7Ds09VdxlHseGhox/jd3oMloXZ1Z9KYcO8y8YnodrROP0hf23Ae55e
5lJ65b4XGLbqxbu8El5fvb26xLmnOHKG1pFaz9vXTK39JPYE/5ZkZBd1syEq
eqJl5k0wBl3urO0Y53HvQ3uhpPvYq7Y+lvKLDRbTmq6Ny/yxt194OUlIBmSV
QuMzBXzRvOpmEllaBiBY5638FQ+M7JQQUmXLAN+AWKx1shMeV1R6dUZeBjy5
3g4UycuYZ86tOryLx1dnkvcmWOJgSnm6yT7e/IvvO4/m/Iv3tHY2WxnyeMg+
JDFGG2cXCjKenuSxoig15/1a5J6MWSd1jscWj8LvBwji/wDw6vXJ
           "]], LineBox[CompressedData["
1:eJxdlXk0le33xg0NppeSBkOc5zzPSXmTiohib0qRISKUEpImoYRSJJJIEoVM
JZFEIUQTEiIyR2aZD85R71FJ8X1+//7+utdn7bX3fV3XXuu+CUe3PUcE+Pj4
+Pn5+P7vnO9vQj5wV0C+kgvsse8CwLV3V0kOoHnPNc0OTT0ovtfSUnyT5q1m
64/m7gULwX0b+RJo7mkItmEdhij0khdMV0D/U2tS566fAtNSykQkXwFLFsao
Nmd5Qq3ztw2qpQqIpjF1vaa+ULl79z77TwpoH1AcLucaCKckdy4y66Dr/yps
2PT+GrROH/B1GKbrpVFWX8zD4TU1T9mbp4ARJQIFHhciYeNLJ0NrPgYyxtTV
F/begU5Tqe2WCxjoLvetoO/cXdgeJGbfJMbAiNvfbvAyE0H80xLrfkkGHtv7
qNFl8j7cKTzs5inNwPVKRV6adinw/aZ/3YgCA1fcEDX1HU6FnPOZIhMsBn5g
i3TYHk2HdfOJox5rGRjb/tphl94T+CflYVLoRrq/sHn9uPhTeKc8tTJwMwOz
t5nnxXtlg9r+8Ld/dRjYy2/wNGpZLgjdVdcS1megkHRc2ETGc4g7r9gabcTA
vLuxpW/O5EO4i+LufHPaz0GT5EtrX4CNMU8835qu65Sq+4wXQk+t8KS6HQPb
Eqscqr++hCqHdZmGTgy0L3axf1bxGtxj4kO6T9D9ZhK26v1vYaKo5anlaQba
Vft5cgNKoIYj/8zWm4FhPP1DX6+VwvHy7PoBXwaaNdYuPJT5Do49Na+dDWTg
w8R9yy3KykD7SvHi3yEMbPdK8hXueA91M57e3hEMRL2Z8r2LK6AsaEthUDQD
/YYu5UtrVoJnjqHMskR6fur6SgP/D/C3inofnMLArSf37+VVVsEwT9ww9DED
vcDgLjlXDeGlulzxbDov2XbtUKsaiLkf6E4V0P4aFsQdT6gFO0J8yevXDPwc
kmYhL1gHM+FH/qqVMZBzHXUPqdXDb/GadzpVDGwMUxgI6qqHgvUXHlfX0Xre
p0bZxDRAi5PmyeEWBmp5V3gs2NkI1UHvzw52MNB/m+hm1alGuGgQe+/IVwbK
2WsqaeQ1QcTKC6leIwwU3+wVaXqsGRxvp9UIcxmY1L1z6qByCwj/StriN8XA
nUm3R+MnW2CJa1pQ4Aydv/+Y98b0z9Ae9GNSRIBASkxzrsK9FQSz92qQQgTa
XEmdNFVuA4HKy+Vy4gRulb7UozXcBsWXfpyNlSKwwedO99LcL9C9y2fuoQyB
ArdD63e5t8PLFzueqBIE2meZxttDB/xSZ260UCTwgtO58PP8nSCWUs1nqUzg
0L1/Da1KOqE7+9XkZ1UCk/k3N/Xc7ALJhlev2JoEtjAfdEyad4Ng1Lx0fyQw
kbfnYgDVA9W6Mp0/dxB4fV6JvuN/PcATgLE5YwLT1+7WWL+/FzqOZMqGWhDY
J+5q8u5dL1AdqxVT9xF4MuGqyg6qD7Zpn/FJPkRgmpyYRkFgHyjozuMqOBPo
57rDWHCsD+ysU3VUXAi8EXCuXMHoK+yXuPms5AyBpZ0W98Zzv8LaPP1jqucJ
7ByPbnVc0Q/2J0X/qF8i0Mt1QViEVz/seS+d8zqIQMbAsaWrOvshTUVDt+k6
gXm6Uy+dtAbgxdbE7ycjCby7yti3/t4AJKnXjw3GEriuVc3wvsAgDOtJlkwm
0fmf1lu/xG4QOJMJ+b6pBLpE/63eVzII1jnqV+OfELhN3t1XR3YIou0Sk+Jy
CJwXksDv6zEEkVnGbbKFBBq/6mlVaRyCSXHRCeW3BL5nP44MWzMMYpKS5Lv3
BFYfFoqVCB6GWf6h+xofCWx9400k9w3DnnlV09oNBF6cCpPlqY3A4XSeR0Ur
gTMHwmv+3hiBVjuVqp4uOr+4s4FNPSNACGg4t/fT+5EtyqtZNwqrdwZT1mwC
V2m6SAkHjsKtpKE3TpME6jLPhmnWj0JhTPg53g/6/oGMGVMmG/J9BS8c+Uug
6GX+xi2n2SDlFWxzVJCJQ38G082K2LB+kaX1mDATS/7sYVTNH4Onr1U28C1i
4i/TfLVAozFgi1iujVnGxD/pLm6ad8bgj76+m8RKJrbl8NU97RgD9yj9GytI
Jrqf9Q/MkB2H5IDwmpQ1TAx34l+x/NA4qF0ZGipWYeLVg5tD1yaMQ+IZUcM3
m5hoeM3+r/7ncXgvcL5m61Ymzrs8HbN9yQSYpE4pmegxMba0RlFn1wREjb7M
6DFg4nZ/dHwSOAHPZEzOWOym9RocdGkumoB1dhwpm71MbD+fkbGXPQEntrW1
ddsyMaI5m50vxwGhLQ3ePxyYOClVKZhkyIGLCjF23KM0z4kIJntw4GlqqvMJ
V1pv4hq5ySQO6OmUGXqdZaKd9N6BdeUciDq3xnTeBSYmdA2k6o1zYEd5kjJ5
mYljFvHLfcW5UDfba0kG0/o6U7aMKHNhWfvJxNQbTNTb8SAl0oQLxZXzSwuj
mNiXu/Nm6zEusKxH5pvGMdFt7veVr4FccGiKiXx/n4mOWqu1++K5MOdg9ftj
GhN5gjqpP59xwTbyYODeLCYq2KdpbSnjgnSLx7DbcyZ2zX22b23kQtY866iT
RUwk+Db0jPRwYbYlwH60mInNPNuWqDEu5Ba9EfpVzsTjhxqEZHhcIEG38VoN
EzmjAgbvfnPhRM6t/t+NTMzcf+Bg1iwXlqh/q/vbRusnz4nMznHB58DdroAe
Ju65XZbURde33TGriB1kolnbs9ETM1yocjOrXz9O78/64EnJKdqfxkpmxncm
sorirqqNc6F/0bRp3i8mnl4G1J0+LhwKW5mIc0y0lE30CmjigraMecXB+SSK
Za0Q+037+3bbXOOAKIlLY5USAnO54JgTV9W5mES1aPHTUolc2NT7XZ2znMTL
4asYJVe5UJEdVX5ZnsS3IB+20IULyq78CT8oEr1stvD0dnPhh7afyR8lEn3Y
P7et28iFi8+2Ma5sINGiIvKS+iIuHFFd8SlBg8Rw7eU/t3I4QD4sKovWJlGL
t+lPUzUH7hWktEtuJ9HXZUGQ5AMO+HYk1CjsIvGXzKbrvec5IP2gu+epGYnj
1zdk/zTiwPILKp8+WZF4NsfKdkKeA2NoMq/+AIkftF5lvpucgIvpz20tDpO4
ddjR2/v1BLgx14QfPU7rDeOriAuZAIbOcN9fN3p+5ESNgdkEPNpxxtfTi0Sz
q6qy9UsnIMJBjOd7kcRlXXfyrbrGQV2ee10okMRVwzNOIknjoDPRO0uGkJik
/uYfEYdxkHt8r4hxk8RZp33mF8lxKFzw6M69OySmB1lPfOgegwKvN8bP4kk8
9ChFfjRhDE5fk2PpPiAxK2PoVrLFGAgEG+jnpZMY4SG+qEV4DKZiArHwKYk5
Zs/UHMvYkLZr4UGdfBJHkndf2ObJhiKJOMu9r0gs3ZxaUq7Ehgel01EmpSSW
TAmXm/eOgsHSB7zKShJD01bO/roxCuYX9q1vqiVRJCRN+xWMwvLAfTfsm0m0
bQmMPTk6ApB4rNyvnUTXeD5bn5gR0H64Xd+vl0Q/HVHTcf0RmDY+PjQ3RKK3
6uuX1PgwLBdKdJScIDGbd+3HvzHD8N1Jmu/RfyS2YUtSu+YwpDx1HJT7TaI/
O/yUWNcQFIi8SiX5KOT4nTM8FzQEwUIHgjMXUCghH1zlyRqClyvEtleIUZjA
cpYYrh6EsqUhBqWSFP76JsW/+/QghOSZuupIU8i/bG2+tsQg5Bwh3YwVKMym
egpmcgcgphBvdbIovL3a6c1m0wGw+KU0Y7KWQpePsyOx7H44vYtCs40U1rtL
1cjd6AdjHee05s0UrgzyvKeo2A+h218Mj+pQmOF/Q/JK5VcIGjfbdVmfQiO3
6xzXQ1/B6vIL3rQRhVni7Ivtv/ogZLWyj+AeCgO74oW7YvvA5/QY46YNhXZG
+hoh6/ugtqbwwRM7CsU9pa9//9QLP6QsXB47UVis+FJwjVsvdM5usl5zksJF
uW1Nygvp/31GcaXWaQoLTGbjdhj3gNJdx3m13hRG5DYXi/p0wwLqhKquH4VJ
hwrlh590wfZSf+0dVyhU8p40+TnWCcDXe6w2lEKpf3q0zeU6IcHc1G0wgkKD
BZluErYdUHcz5E13NIUjg5GS25LaocTtH+X9iRS+6ZuvhI1fYInjfW/nFHp+
ffLzeqkvQP640M97TOHlUt7C2wZtEJ3grCSVTe9rw7VjQtdboUdFvkiqgMLq
gBbno42fYdBJ/njMazqvozzVONHPYJKpzMt4R+HXmZ72UIsW8LgTdB+rKAxt
tnRvutEMbiczbr+oo/e5JmEutrYJai26Dxe3UNgiEWslKdcEI137LQ07KUyf
ve386GAjHPEZUnD6SmGk05MkTlYDFAqCqv0IhXkLpH48E2yAqnW9R7s5FIqY
rzGyNamHrS4R3hM8CveIyUwsN6oDF6OQdL8ZCl3np5gnDdTCmeW7iW/8LEw/
/FzQILQG2qdIT95CFqqTUX4exh+Bz0uXfV6chWsnV/AlTVfBNSFXrQgpFgYc
/mItXPYBarf2P1kty8KNriGR3HOVMHKQdeQBwcKrn1vnh26pAOdbXtOZiizE
t3rG0dLlkOy86JnmOhbKfGAwFIfKQMe0CKzVWKhmtbG4rPYd5DBVVlhpsbD+
pqKdYWkpfI2dWNyKdH9ay02n1BLwJF4NjexgYd7iImuBncVQbtTQedGEhQl7
tVaXKb6BMcc8me8WLGxevb07k/kKPMLSVH/tY+GH0NABxd1FUGTdd8rfnoUH
DH0OPHR6AQ6b/g2868zCsP3/nvLMyIeeOd3eKBcWOr3jxf1cmAcyLsl2izxY
2Maelvq+JxdesCUKV55nYfZG41KXj9kgKVq5MesSrfeF+Y/Z409h2wqjqZVX
Wcin+7xg0P0JfNbojlQIY+E5n9Pe3jXpsGq6yDwlkoW9Xk6TyUvS4EvNw7EX
sSzc/GlVokZmChjqtaWZ3qN56FjYgEYy3HzY9rgilYUlEzJVNeOJoCE9Elz3
hIWTpYG3bGfvQqIKBu/PZWGEoPLn7cLRcMTmkYNXIT0/U2LBvuRIEHTtCPR4
S+vpOwX0wwx2LJvK7+9ZeJ+/N6lpWQjIcvsHBT6y0L7lv4cVQlcgen8h604D
C/3RT3iZox8M5+7LEmqjOe2tDVfJC+JWiiz6p5vm+HgPPUs3EFESvB01QPPS
gGlW2WHoNBD9L4NN31eSUPQk3wquWPbeTZmkuVmJJeuqD2z+WQf5nzTbcK5Z
9bEgt1RpvtJfmvnSfZWr8nT+P/8P7s1mbA==
           "]], LineBox[CompressedData["
1:eJwVkQk0lWsbhnEoQ2hCSSTO9300GCKF8pxKyCHHcExRbb9KdZAkFBmPDAkZ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           "]]},
         Annotation[#, "Charting`Private`Tag$1036738#2"]& ], 
        TagBox[
         {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], 
          Opacity[1.], LineBox[CompressedData["
1:eJwUWnc81t8Xf+wdsvfmSSqprHCtIikaQgPfkhRtIYqHrEhpSVvKSGQkZN3j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           "]]},
         Annotation[#, "Charting`Private`Tag$1036738#3"]& ], {}}, {}},
      AspectRatio->0.07957747154594767,
      Axes->{True, True},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{True, True}, {True, True}},
      FrameLabel->{{None, None}, {None, None}},
      FrameStyle->GrayLevel[
        Rational[187, 256]],
      FrameTicks->{{{{-1, 
           FormBox[
            RowBox[{"-", "1"}], TraditionalForm]}, {0, 
           FormBox["0", TraditionalForm]}, {1, 
           FormBox["1", TraditionalForm]}}, {{-1, 
           FormBox[
            RowBox[{"-", "1"}], TraditionalForm]}, {0, 
           FormBox["0", TraditionalForm]}, {1, 
           FormBox["1", TraditionalForm]}}}, {{{
           NCache[(-4) Pi, -12.566370614359172`], 
           FormBox[
            RowBox[{
              RowBox[{"-", "4"}], " ", "\[Pi]"}], TraditionalForm]}, {
           NCache[Rational[-7, 2] Pi, -10.995574287564276`], 
           FormBox[
            RowBox[{"-", 
              FractionBox[
               RowBox[{"7", " ", "\[Pi]"}], "2"]}], TraditionalForm]}, {
           NCache[(-3) Pi, -9.42477796076938], 
           FormBox[
            RowBox[{
              RowBox[{"-", "3"}], " ", "\[Pi]"}], TraditionalForm]}, {
           NCache[Rational[-5, 2] Pi, -7.853981633974483], 
           FormBox[
            RowBox[{"-", 
              FractionBox[
               RowBox[{"5", " ", "\[Pi]"}], "2"]}], TraditionalForm]}, {
           NCache[(-2) Pi, -6.283185307179586], 
           FormBox[
            RowBox[{
              RowBox[{"-", "2"}], " ", "\[Pi]"}], TraditionalForm]}, {
           NCache[Rational[-3, 2] Pi, -4.71238898038469], 
           FormBox[
            RowBox[{"-", 
              FractionBox[
               RowBox[{"3", " ", "\[Pi]"}], "2"]}], TraditionalForm]}, {
           NCache[-Pi, -3.141592653589793], 
           FormBox[
            RowBox[{"-", "\[Pi]"}], TraditionalForm]}, {
           NCache[Rational[-1, 2] Pi, -1.5707963267948966`], 
           FormBox[
            RowBox[{"-", 
              FractionBox["\[Pi]", "2"]}], TraditionalForm]}, {0, 
           FormBox["0", TraditionalForm]}, {
           NCache[Rational[1, 2] Pi, 1.5707963267948966`], 
           FormBox[
            FractionBox["\[Pi]", "2"], TraditionalForm]}, {
           NCache[Pi, 3.141592653589793], 
           FormBox["\[Pi]", TraditionalForm]}, {
           NCache[Rational[3, 2] Pi, 4.71238898038469], 
           FormBox[
            FractionBox[
             RowBox[{"3", " ", "\[Pi]"}], "2"], TraditionalForm]}, {
           NCache[2 Pi, 6.283185307179586], 
           FormBox[
            RowBox[{"2", " ", "\[Pi]"}], TraditionalForm]}, {
           NCache[Rational[5, 2] Pi, 7.853981633974483], 
           FormBox[
            FractionBox[
             RowBox[{"5", " ", "\[Pi]"}], "2"], TraditionalForm]}, {
           NCache[3 Pi, 9.42477796076938], 
           FormBox[
            RowBox[{"3", " ", "\[Pi]"}], TraditionalForm]}, {
           NCache[Rational[7, 2] Pi, 10.995574287564276`], 
           FormBox[
            FractionBox[
             RowBox[{"7", " ", "\[Pi]"}], "2"], TraditionalForm]}, {
           NCache[4 Pi, 12.566370614359172`], 
           FormBox[
            RowBox[{"4", " ", "\[Pi]"}], TraditionalForm]}}, {{
           NCache[(-4) Pi, -12.566370614359172`], 
           FormBox[
            RowBox[{
              RowBox[{"-", "4"}], " ", "\[Pi]"}], TraditionalForm]}, {
           NCache[Rational[-7, 2] Pi, -10.995574287564276`], 
           FormBox[
            RowBox[{"-", 
              FractionBox[
               RowBox[{"7", " ", "\[Pi]"}], "2"]}], TraditionalForm]}, {
           NCache[(-3) Pi, -9.42477796076938], 
           FormBox[
            RowBox[{
              RowBox[{"-", "3"}], " ", "\[Pi]"}], TraditionalForm]}, {
           NCache[Rational[-5, 2] Pi, -7.853981633974483], 
           FormBox[
            RowBox[{"-", 
              FractionBox[
               RowBox[{"5", " ", "\[Pi]"}], "2"]}], TraditionalForm]}, {
           NCache[(-2) Pi, -6.283185307179586], 
           FormBox[
            RowBox[{
              RowBox[{"-", "2"}], " ", "\[Pi]"}], TraditionalForm]}, {
           NCache[Rational[-3, 2] Pi, -4.71238898038469], 
           FormBox[
            RowBox[{"-", 
              FractionBox[
               RowBox[{"3", " ", "\[Pi]"}], "2"]}], TraditionalForm]}, {
           NCache[-Pi, -3.141592653589793], 
           FormBox[
            RowBox[{"-", "\[Pi]"}], TraditionalForm]}, {
           NCache[Rational[-1, 2] Pi, -1.5707963267948966`], 
           FormBox[
            RowBox[{"-", 
              FractionBox["\[Pi]", "2"]}], TraditionalForm]}, {0, 
           FormBox["0", TraditionalForm]}, {
           NCache[Rational[1, 2] Pi, 1.5707963267948966`], 
           FormBox[
            FractionBox["\[Pi]", "2"], TraditionalForm]}, {
           NCache[Pi, 3.141592653589793], 
           FormBox["\[Pi]", TraditionalForm]}, {
           NCache[Rational[3, 2] Pi, 4.71238898038469], 
           FormBox[
            FractionBox[
             RowBox[{"3", " ", "\[Pi]"}], "2"], TraditionalForm]}, {
           NCache[2 Pi, 6.283185307179586], 
           FormBox[
            RowBox[{"2", " ", "\[Pi]"}], TraditionalForm]}, {
           NCache[Rational[5, 2] Pi, 7.853981633974483], 
           FormBox[
            FractionBox[
             RowBox[{"5", " ", "\[Pi]"}], "2"], TraditionalForm]}, {
           NCache[3 Pi, 9.42477796076938], 
           FormBox[
            RowBox[{"3", " ", "\[Pi]"}], TraditionalForm]}, {
           NCache[Rational[7, 2] Pi, 10.995574287564276`], 
           FormBox[
            FractionBox[
             RowBox[{"7", " ", "\[Pi]"}], "2"], TraditionalForm]}, {
           NCache[4 Pi, 12.566370614359172`], 
           FormBox[
            RowBox[{"4", " ", "\[Pi]"}], TraditionalForm]}}}},
      GridLines->{None, None},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{14.250000000000057`, 14.25}, {26.909999999999997`, 
       26.910000000000004`}},
      ImageSize->Full,
      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->
       NCache[{{(-4) Pi, 4 Pi}, {-1., 1.}}, {{-12.566370614359172`, 
        12.566370614359172`}, {-1., 1.}}],
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.02], 
         Scaled[0.02]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{Automatic, Automatic}], {379.05, -58.13333333333333}, 
     ImageScaled[{0.5, 0.5}], {722, 109}], InsetBox[
     GraphicsBox[{{{}, {}, 
        TagBox[
         {RGBColor[0.368417, 0.506779, 0.709798], AbsoluteThickness[1.6], 
          Opacity[1.], FaceForm[Opacity[0.3]], LineBox[CompressedData["
1:eJxcWnk4le/ztu/7vnMOUT4iEpJ6JyVJyVaiLGVJipRsKaXNUikRUUoSEYUS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           "]]},
         Annotation[#, "Charting`Private`Tag$1042282#1"]& ], 
        TagBox[
         {RGBColor[0.880722, 0.611041, 0.142051], AbsoluteThickness[1.6], 
          Opacity[1.], FaceForm[Opacity[0.3]], LineBox[CompressedData["
1:eJxcWXc8le/7t/fem3OOpKJQqYyeiySh8tEwSkKUnaSkQoWMhKiUIoVIdijS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           "]]},
         Annotation[#, "Charting`Private`Tag$1042282#2"]& ], 
        TagBox[
         {RGBColor[0.560181, 0.691569, 0.194885], AbsoluteThickness[1.6], 
          Opacity[1.], FaceForm[Opacity[0.3]], LineBox[CompressedData["
1:eJxcWnc8lu/3t/feezxGimiXhvtECg2RFqGMD4lISUlJSmaiUhRKRqGyG8ZB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           "]]},
         Annotation[#, "Charting`Private`Tag$1042282#3"]& ]}, {}},
      Axes->{False, False},
      AxesLabel->{None, None},
      AxesOrigin->{0, 0},
      DisplayFunction->Identity,
      Frame->{{True, True}, {True, True}},
      FrameLabel->{{None, None}, {None, None}},
      FrameStyle->GrayLevel[
        Rational[187, 256]],
      FrameTicks->{{{{-1, 
           FormBox[
            RowBox[{"-", "1"}], TraditionalForm]}, {0, 
           FormBox["0", TraditionalForm]}, {1, 
           FormBox["1", TraditionalForm]}}, {{-1, 
           FormBox[
            RowBox[{"-", "1"}], TraditionalForm]}, {0, 
           FormBox["0", TraditionalForm]}, {1, 
           FormBox["1", TraditionalForm]}}}, {{{
           NCache[-Pi, -3.141592653589793], 
           FormBox[
            RowBox[{"-", "\[Pi]"}], TraditionalForm]}, {-1, 
           FormBox[
            RowBox[{"-", "1"}], TraditionalForm]}, {0, 
           FormBox["0", TraditionalForm]}, {1, 
           FormBox["1", TraditionalForm]}, {
           NCache[Pi, 3.141592653589793], 
           FormBox["\[Pi]", TraditionalForm]}}, {{
           NCache[-Pi, -3.141592653589793], 
           FormBox[
            RowBox[{"-", "\[Pi]"}], TraditionalForm]}, {-1, 
           FormBox[
            RowBox[{"-", "1"}], TraditionalForm]}, {0, 
           FormBox["0", TraditionalForm]}, {1, 
           FormBox["1", TraditionalForm]}, {
           NCache[Pi, 3.141592653589793], 
           FormBox["\[Pi]", TraditionalForm]}}}},
      GridLinesStyle->Directive[
        GrayLevel[0.5, 0.4]],
      ImagePadding->{{14.250000000000057`, 14.25}, {15.000000000000014`, 
       15.000000000000018`}},
      ImageSize->Full,
      Method->{
       "DefaultGraphicsInteraction" -> {
         "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
          "Effects" -> {
           "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
            "Droplines" -> {
             "freeformCursorMode" -> True, 
              "placement" -> {"x" -> "All", "y" -> "None"}}}}, 
        "ScalingFunctions" -> None},
      PlotRange->{{0., 21.157721222971883`}, {-1.643941668996888, 
       2.4672538488314136`*^-6}},
      PlotRangeClipping->True,
      PlotRangePadding->{{
         Scaled[0.05], 
         Scaled[0.05]}, {
         Scaled[0.05], 
         Scaled[0.05]}},
      Ticks->{{{
          NCache[Pi, 3.141592653589793], 
          FormBox["\[Pi]", TraditionalForm]}}, {{
          NCache[Pi, 3.141592653589793], 
          FormBox["\[Pi]", TraditionalForm]}}}], {379.05, -174.4}, 
     ImageScaled[{0.5, 0.5}], {722, 84}]}, {}},
  ImageSize->Full,
  PlotRangePadding->{6, 5}]], "Output",
 TextAlignment->Center,
 FontFamily->"Segoe UI Emoji",
 FontSize->9,
 FontWeight->"Normal",
 CellLabel->
  "Out[1526]=",ExpressionUUID->"39270dbc-fd49-4f08-99e8-024e8051425a"]
}, Open  ]]
},
WindowToolbars->"EditBar",
WindowSize->{1260, 738},
WindowMargins->{{-3, Automatic}, {Automatic, -3}},
Magnification:>0.75 Inherited,
FrontEndVersion->"12.2 for Microsoft Windows (64-bit) (December 12, 2020)",
StyleDefinitions->"Default.nb",
ExpressionUUID->"65a5b70f-6c5a-43f7-b990-ffdb13a9d3de"
]
(* End of Notebook Content *)

(* Internal cache information *)
(*CellTagsOutline
CellTagsIndex->{}
*)
(*CellTagsIndex
CellTagsIndex->{}
*)
(*NotebookFileOutline
Notebook[{
Cell[CellGroupData[{
Cell[580, 22, 22575, 456, 395, "Input",ExpressionUUID->"e1d2173c-3d88-4c33-b117-53151b3c38ff"],
Cell[23158, 480, 325, 10, 24, "Output",ExpressionUUID->"b7f12e41-2c81-454c-8782-e4e620a2da1d"]
}, Open  ]],
Cell[CellGroupData[{
Cell[23520, 495, 35022, 603, 432, "Input",ExpressionUUID->"6301d941-6fb1-4b33-81e7-068020296ac1"],
Cell[58545, 1100, 326, 10, 24, "Output",ExpressionUUID->"362863b7-fcee-4e73-80c7-02b7a2661ea5"]
}, Open  ]],
Cell[CellGroupData[{
Cell[58908, 1115, 12572, 310, 175, "Input",ExpressionUUID->"d6172bda-ed47-4c13-8cee-48eebc6a0241"],
Cell[71483, 1427, 267971, 4498, 335, "Output",ExpressionUUID->"39270dbc-fd49-4f08-99e8-024e8051425a"]
}, Open  ]]
}
]
*)