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tT
发表于 2016-12-5 21:30 | 只看该作者

equation.exe控制台解方程(组)工具

EQUATION.EXE

摘要：
=============================================================================
这是一个专注解方程和方程组的简单工具，帮助那些想快速计算出结果的童鞋们。求解
结果精确到小数点后12位，且支持复根。
=============================================================================

用法：
-----------------------------------------------------------------------------
equation [/O {parameters}]|[/M]|[/R {parameters}]
-----------------------------------------------------------------------------
  /H  显示帮助信息
  /O  求解一元方程
  /M  求解多元方程组
  /R  求解单位复元根
-----------------------------------------------------------------------------

示例：

~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
equation /O  3 0 5 -6 -9        //求解一元四次方程3x^4+0x^3+5x^2-6x-9=0
The solution of the equation 3x^4+0x^3+5x^2-6x-9=0 is:
┌────────────────────────┐
  Imag   root: -0.252438186547+1.696390660707i
               -0.252438186547-1.696390660707i
  Real   root:  1.293411063722
               -0.788534690627
└────────────────────────┘

~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
equation /R  5                  //求解5次复元根 x^5-1=0
┌────────────────────────┐
        x[ 1]= 0.309016994375+0.951056516295i
        x[ 2]=-0.809016994375+0.587785252292i
        x[ 3]=-0.809016994375-0.587785252292i
        x[ 4]= 0.309016994375-0.951056516295i
        x[ 5]= 1.000000000000-0.000000000000i
└────────────────────────┘

~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
equation /M                     //进入方程组模式

        [Multivariable Equations]   ---Quit using "q"
        {2                      //此处输入方程组个数
        Equation coefficients:
        3 2 5                   //第一个方程式的系数
        6 9 1                   //第二个方程式的系数
        Solution of equations:
        ┌───────────────┐
          x[0]= 2.866666793823
          x[1]=-1.800000071526
        └───────────────┘
        {{q                     //输入q退出该模式

~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~


英译：
-----------------------------------------------------------------------------
CONSOLE SOLVING EQUATION TOOLS, COPYRIGHT@2016~2018 BY HAPPY, VERSION 1.0
-----------------------------------------------------------------------------
equation [/O {parameters}]|[/M]|[/R {parameters}]
-----------------------------------------------------------------------------
  /H  Displays help information
  /O  Solves the univariate equation
  /M  Solving Systems of multivariable Equations
  /R  Solve the unit root
-----------------------------------------------------------------------------
12/03/2016


核心代码：
  1. /*

  2.     CONSOLE SOLVING EQUATION TOOLS, COPYRIGHT@2016~2018 BY HAPPY

  3.     EQUATION.EXE

  4.     VERSION 1.0

  5. */

  6. 

  7. #include <stdio.h>

  8. #include <stdlib.h>

  9. #include <string.h>

  10. #include <math.h>

  11. 

  12. //定义帮助说明//////////////////////////////////////////////////////

  13. #define HELPINFORMATION "\

  14. SOLVING EQUATION TOOLS, COPYRIGHT@2016~2018 BY HAPPY, VERSION 1.0\n\

  15. -----------------------------------------------------------------\n\

  16. equation [/O {parameters}]|[/M]|[/R {parameters}]\n\

  17. -----------------------------------------------------------------\n\

  18.   /H  Displays help information\n\

  19.   /O  Solves the univariate equation\n\

  20.   /M  Solving Systems of multivariable Equations\n\

  21.   /R  Solve the unit root\n\

  22. -----------------------------------------------------------------\n\

  23. 12/03/2016\n"

  24. ////////////////////////////////////////////////////////////////////

  25. 

  26. /***************功能函数群***************/

  27. void equation_set(int n) 

  28. {  

  29.     int i, j, m, r, k=0, t, mark;

  30.     float a[11][12];

  31.     printf("Equation coefficients:\n");

  32.     r=n;  

  33.     for(j=0; j<n; j++){   

  34.         for(i=0; i<r+1; i++){   

  35.             scanf("%f", &a[j][i]);

  36.         }

  37.         if(a[j][0]!=0){mark=j;}

  38.     }

  39.     //系数修正

  40.     for(j=0; j<n; j++){

  41.         if(a[j][0]+a[mark][0] != 0){   

  42.             for(i=0; i<r+1; i++){   

  43.                 a[j][i] += a[mark][i];

  44.             }

  45.         }

  46.     }

  47. 

  48.     if(r==n) 

  49.     {   

  50.         printf("Solution of equations:\n");

  51.         for(t=0; t<n-1; t++)

  52.             for(m=0; m<n; m++)

  53.                 for(j=0; j<n; j++)

  54.                     if(j!=m)     

  55.                     {  

  56.                         float b= a[j][m]/a[m][m];

  57.                         for(i=0; i<n+1; i++)

  58.                             a[j][i] -= a[m][i]*b;                      

  59.                     } 

  60.         for(j=0; j<n; j++)     

  61.         {    

  62.                 a[j][n] /=a[j][j];    

  63.                 a[j][j] /=a[j][j]; 

  64.         }

  65.     }

  66.     printf("┌───────────────┐\n");

  67.     for(j=0; j<r; j++){   

  68.         printf("   x[%d]=%15.12f\n", j, a[j][n]);

  69.     }

  70.     printf("└───────────────┘\n");

  71. }

  72. 

  73. void twice(double a, double b, double c)

  74. {

  75.     double x1,x2,den=2*a,delt=b*b-4*a*c;

  76.     if(a==0){

  77.         if(b==0){

  78.             printf("  Not a real equation");

  79.         }

  80.         else{

  81.             printf("  Reduced to once equation\n  Real   root: x=%.12lf",-c/b);

  82.         }

  83.     }

  84.     else{    

  85.         if(delt>0){

  86.             x1=-b/den+sqrt(delt)/den;

  87.             x2=-b/den-sqrt(delt)/den;

  88.             printf("  Real   root: %15.12lf\n               %15.12lf",x1,x2);

  89.         }

  90.         else if(delt==0){

  91.             printf("  Double root: %15.12lf",-b/den);

  92.         }

  93.         else if(delt<0){

  94.             x1=sqrt(-delt)/den;

  95.             printf("  Imag   root: %15.12lf+%.12lfi\n               %15.12lf-%.12lfi",-b/den,x1,-b/den,x1);

  96.         }

  97.     }

  98. }

  99. 

  100. double thice(double a, double b, double c, double d, int gk)

  101. {

  102.     double A=b*b-3*a*c,B=b*c-9*a*d,C=c*c-3*b*d,delta=B*B-4*A*C;

  103.     if(A==0 && B==0){

  104.         if(gk!=1){printf("  Triple real: %15.12lf",-b/(3*a));}

  105.         return -b/(3*a);

  106.     }

  107.     else if(delta>0){

  108.         double Y1=A*b+3*a*(-B+sqrt(delta))/2.0,Y2=A*b+3*a*(-B-sqrt(delta))/2.0;

  109.         Y1=(Y1>0)? pow(Y1,1.0/3.0) :-pow(-Y1,1.0/3.0);

  110.         Y2=(Y2>0)? pow(Y2,1.0/3.0) :-pow(-Y2,1.0/3.0);

  111.         double x1=(-b-Y1-Y2)/(3.0*a);

  112.         double prr=(-2*b+Y1+Y2)/(6.0*a),pri=(Y1-Y2)*sqrt(3)/(6.0*a);

  113.         if(gk!=1){printf("  First  real: %15.12lf\n  Imag   root: %15.12lf+%.12lfi\n               %15.12lf-%.12lfi",x1,prr,pri,prr,pri);}

  114.         return x1;

  115.     }

  116.     else if(delta==0){

  117.         if(gk!=1){printf("  Double real: %15.12lf\n               Other  real: %15.12lf\n",-B/(2.0*A),-b/a+B/A);}

  118.         if(-B/(2.0*A) > -b/a+B/A){

  119.             return -B/(2.0*A);

  120.         }else{

  121.             return -b/a+B/A;

  122.         }

  123.     }

  124.     else if(delta<0){

  125.         double r=acos((2*A*b-3*a*B)/(2*A*sqrt(A)));    

  126.         double x1=(-b-2.0*sqrt(A)*cos(r/3.0))/(3.0*a);

  127.         double x2=(-b-2*sqrt(A)*cos((r+2*M_PI)/3.0))/(3.0*a);

  128.         double x3=(-b-2*sqrt(A)*cos((r+4*M_PI)/3.0))/(3.0*a);

  129.         if(gk!=1){printf("  Triple real: %15.12lf\n               %15.12lf\n               %15.12lf",x1,x2,x3);}

  130.         double tempv;

  131.         if(x1 > x2){

  132.             tempv=x1;

  133.         }else{

  134.             tempv=x2;

  135.         }

  136.         if(tempv > x3){

  137.             return tempv;

  138.         }else{

  139.             return x3;

  140.         }

  141.     }

  142. }

  143. 

  144. void foice(double a, double b, double c, double d, double e)

  145. {

  146.     double y,f[4],M,N,P;

  147.     int i;

  148.     b/=a;c/=a;d/=a;e/=a;a=1;

  149.     f[0]=8;

  150.     f[1]=-4.0*c;

  151.     f[2]=-(8.0*e-2.0*b*d);

  152.     f[3]=-e*(b*b-4.0*c)-d*d;

  153.     y=thice(f[0],f[1],f[2],f[3],1);

  154.     M=sqrt(8.0*y+b*b-4.0*c);

  155.     N=b*y-d;

  156.     if(M==0){

  157.         P=sqrt(y*y-e);

  158.         twice(2.0,b,2.0*(y+P));

  159.         printf("\n");

  160.         twice(2.0,b,2.0*(y-P));

  161.     }else{

  162.         twice(2.0,b+M,2.0*(y+N/M));

  163.         printf("\n");

  164.         twice(2.0,b-M,2.0*(y-N/M));

  165.     }

  166. }

  167. 

  168. void fifth(double a, double b, double c, double d, double e, double f)

  169. {

  170.      double r,x,F,F1;

  171.      b/=a;c/=a;d/=a;e/=a;f/=a;

  172.      a=-1.0;

  173.     do

  174.     { 

  175.            x=a;

  176.            F=x*x*x*x*x+b*x*x*x*x+c*x*x*x+d*x*x+e*x+f;

  177.            F1=5*x*x*x*x+4*b*x*x*x+3*c*x*x+2*d*x+e;

  178.            a=x-F/F1;    

  179.     }

  180.     while(fabs(x-a)>=1e-10);

  181.     double e1=-f/x,d1=(e1-e)/x,c1=(d1-d)/x,b1=(c1-c)/x; 

  182.     foice(1.0,b1,c1,d1,e1);

  183.     printf ("\n  Iterative  : %15.12lf",x);

  184. }

  185. 

  186. /***************业务函数群***************/

  187. //字符串转等式

  188. char* atop(char *s)

  189. {

  190.     if(atof(s)>=0){

  191.         char *r=malloc(strlen(s)+strlen("+")+1);

  192.         strcpy(r,"+");strcat(r,s);  

  193.         return r;

  194.     }

  195.     return s;

  196. }

  197. //解多元方程组

  198. void Multivariable_Equations()

  199. {

  200.     char str[8];

  201.     puts("[Multivariable Equations]   ---Quit using \"q\"");

  202.     while(printf("{"),fgets(str,7,stdin)!=NULL){

  203.         char *i=strchr(str,'\n');

  204.         if(i!=NULL){*i='\0';}

  205.         if (i!=str){

  206.             if(!strcmp(str,"q")){break;}

  207.             equation_set(atoi(str));

  208.         }

  209.     }

  210. }

  211. //解一元高次方程

  212. void Univariate_Equation(int argc, char** argv)

  213. {

  214.     if(argc==4){

  215.         printf("The solution of the equation %sx%s=0 is: \n",argv[2],atop(argv[3]));

  216.         printf("┌────────────────────────┐\n");

  217.         if(atof(argv[2])==0){printf("  Not a real equation");}else{printf("  %15.12lf",-atof(argv[3])/atof(argv[2]));} 

  218.         printf("\n└────────────────────────┘");

  219.     }

  220.     else if(argc==5){

  221.         printf("The solution of the equation %sx^2%sx%s=0 is: \n",argv[2],atop(argv[3]),atop(argv[4]));

  222.         printf("┌────────────────────────┐\n");

  223.         twice(atof(argv[2]),atof(argv[3]),atof(argv[4]));

  224.         printf("\n└────────────────────────┘");

  225.     }

  226.     else if(argc==6){

  227.         printf("The solution of the equation %sx^3%sx^2%sx%s=0 is: \n",argv[2],atop(argv[3]),atop(argv[4]),atop(argv[5]));

  228.         printf("┌────────────────────────┐\n");

  229.         if(atof(argv[2])==0){

  230.             printf("  Reduced to a quadratic equation\n");

  231.             twice(atof(argv[3]),atof(argv[4]),atof(argv[5]));

  232.         }

  233.         else{

  234.             thice(atof(argv[2]),atof(argv[3]),atof(argv[4]),atof(argv[5]),0);

  235.         }

  236.         printf("\n└────────────────────────┘");

  237.     }

  238.     else if(argc==7){

  239.         printf("The solution of the equation %sx^4%sx^3%sx^2%sx%s=0 is: \n",argv[2],atop(argv[3]),atop(argv[4]),atop(argv[5]),atop(argv[6]));

  240.         printf("┌────────────────────────┐\n");

  241.         if(atof(argv[2])==0){

  242.             printf("  Reduced to cubic equation\n");

  243.             if(atof(argv[3])==0){

  244.                 printf("  Reduced to a quadratic equation\n");

  245.                 twice(atof(argv[4]),atof(argv[5]),atof(argv[6]));

  246.             }else{

  247.                 thice(atof(argv[3]),atof(argv[4]),atof(argv[5]),atof(argv[6]),0);

  248.             }

  249.         }

  250.         else{

  251.             foice(atof(argv[2]),atof(argv[3]),atof(argv[4]),atof(argv[5]),atof(argv[6]));

  252.         }

  253.         printf("\n└────────────────────────┘");

  254.     }

  255.     else if(argc==8){

  256.         printf("The solution of the equation %sx^5%sx^4%sx^3%sx^2%sx%s=0 is: \n",argv[2],atop(argv[3]),atop(argv[4]),atop(argv[5]),atop(argv[6]),atop(argv[7]));

  257.         printf("┌────────────────────────┐\n");

  258.         if(atof(argv[2])==0){

  259.             printf("  Reduced to foice equation\n");

  260.             if(atof(argv[3])==0){

  261.                 printf("  Reduced to cubic equation\n");

  262.                 if(atof(argv[4])==0){

  263.                     printf("  Reduced to a quadratic equation\n");

  264.                     twice(atof(argv[5]),atof(argv[6]),atof(argv[7]));

  265.                 }else{

  266.                     thice(atof(argv[4]),atof(argv[5]),atof(argv[6]),atof(argv[7]),0);

  267.                 }

  268.                 

  269.             }else{

  270.                 foice(atof(argv[3]),atof(argv[4]),atof(argv[5]),atof(argv[6]),atof(argv[7]));

  271.             }

  272.         }else{

  273.             fifth(atof(argv[2]),atof(argv[3]),atof(argv[4]),atof(argv[5]),atof(argv[6]),atof(argv[7]));

  274.         }

  275.         printf("\n└────────────────────────┘");

  276.     }

  277. 

  278. }

  279. //单位元根

  280. void Unit_Root(int argc, char** argv)

  281. {

  282.     if(argc!=3){

  283.         printf("Missing parameters\n");

  284. 		exit(1);

  285. 	}

  286.     int i, n=atoi(argv[2]);

  287.     printf("┌──────────────────────┐\n");

  288.     for(i=1; i<n; i++){

  289.         if(i==n){printf("     r[%2d]=%15.12lf%.12lfi",i,cos(2*i*M_PI/n),sin(2*i*M_PI/n));break;}

  290.         if(sin(2*i*M_PI/n)<0){

  291.             printf("     r[%2d]=%15.12lf%.12lfi\n",i,cos(2*i*M_PI/n),sin(2*i*M_PI/n));

  292.         }

  293.         else{

  294.             printf("     r[%2d]=%15.12lf+%.12lfi\n",i,cos(2*i*M_PI/n),sin(2*i*M_PI/n));

  295.         }    

  296.     }

  297.     printf("     r[%2d]= 1.000000000000", n);

  298.     printf("\n└──────────────────────┘");

  299. }

  300. 

  301. /*************MAIN主函数入口*************/

  302. int main(int argc, char** argv)

  303. {

  304.     if( (argc >1) && (argv[1][0]=='/') )

  305.     {

  306.         switch(argv[1][1])

  307.         {

  308.             case 'H':

  309.             case 'h':

  310.                 fputs(HELPINFORMATION,stdout);

  311.                 exit(0);

  312. 

  313.             case 'M':

  314.             case 'm':

  315.                 Multivariable_Equations();

  316.                 break;

  317. 

  318.             case 'O':

  319.             case 'o':

  320.                 Univariate_Equation(argc, argv);

  321.                 break;

  322. 

  323.             case 'R':

  324.             case 'r':

  325.                 Unit_Root(argc, argv);

  326.                 break;

  327. 

  328.             default:

  329.                 fputs(HELPINFORMATION,stdout);

  330.                 exit(1);

  331.         }

  332.         return 0;

  333. 

  334.     }

  335.     fputs(HELPINFORMATION,stdout);

  336.     exit(1);

  337. }
复制代码
文件下载： base64加权
  1. @echo off

  2. setlocal enabledelayedexpansion

  3. 

  4. ::*********BASE64 加权解码器*********

  5. set $=set [#]&CALL :BASE64_PRESS&set [$]=A&((for %%Z in ([,],{,},_,$,#,-,@) do (set [$]=![$]!![$]!&for %%S in (![$]!) do (for /l %%i in (1,1,15) do (!$!%%i=![#]%%i:%%Z=%%S!))))&for /l %%i in (1,1,15) do (set/p=![#]%%i:.=!<NUL))>equation.BSEP&certutil -decode equation.BSEP equation.zip&pause&exit /b

  6. ::***********************************

  7. 

  8. :BASE64_PRESS

  9. 

  10. !$!1=UEsDBAo][CechEk}E]c3JjL1BLAwQU]CADxm4RJKV3qpMQK[A5Kw[Dg[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

  11. !$!2=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

  12. !$!3=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

  13. !$!4=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]AgA9puESRUvJEp2Gw[ADw[Aw[ABlcXVhdGlvbi5leGXtOwt4FNW5s5sNbELCLhpqVNTBBgVLXhAtWKILYQWFmJCHoLiGkGzI9suL7CwgJpq4Wcuwbo0t2NgSSoTWtKX3pi3aFVE2BCUJsY304YxkYhC8nSWpBuSGEDF7//+c2RfB2n7tvffz+zrhzHn87//8559zZofMRxqZCIZhNFB8PoZxM/QyMF9+1UGZesvBqcyBqHdmul

  14. !$!5=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

  15. !$!6=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[EYEQwfnIz+g70iUuQTJ2SqVUyNcl1OGhskoytkrFThAkRu8Uu73kIJ3RzVwfcZwB6q7yaILYCEJ9wwL6LANzyPQTgBsBfgYrkS3he1Q8

  16. !$!7=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

  17. !$!8=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

  18. !$!9=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

  19. !$!10=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

  20. !$!11=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

  21. !$!12=yjsDnku95clk+I6VlAfn4ZBGBp7VU4aznLnBO57CRsailjhAspQQGPmO5c/pSwG0xEM7ZZMr5jJW8MLPTPqq63pPAqro0i7c13IHb/gce/wvxOU/2DsTLvAM/3iGu5cnegviTd3DYJL4kew/qTkcNNqlH6xSPNgQ9us1FDhck/s4Qvw6jX0dsS1JPOE7YbsYsuAJ96Xc8QMH3cjJ+hNDB34Rh4srQ7G0ktXZvG9ZKyPDDshZ/3Bf487ZfDf5KnqIKJkO4VvGnIJuk4yd+1fp6L9b2KCYR60HvnHZo8wN8j1PrNGh8A4DvmxUHeRdrjVKXKrVWqVmlZpR6uVI/qtRlSr1IqdOUeotSG5R6nVJzSl2j1CuVOkWpFyj1bKWuUupipV6j1HlKrVfqpUqdoNTZSi1X0foCqcn3Oav7YENFL4yfurvo16fYZv59/a9eE3x8xYe/e+4yfCHNlfW/r6/eZdxoK+QslRVsUaW5pMRSZDFXcNa7mVklTG5lmY1AKktYs4IFELh+1vazfX/z7wDDsuyWtbOKTemzUu9MSp1XEk3o3F9CdwjoHqzk2EK22lxYFpCKtCybg0MsW11Zyd3NUrZlJdFs+OUfB/z7yws3TMD/xixSWb6ILlGBE3nFtiJzMctVspUVReaANtFXqLIlfZZf5NJK2/oy8xUiUfs6A8vmVVuqEAi0d4fqeZ+l2sqxV4xH//P6X1XeF9F90XiIUX+TTxZXaq6eYASJMAN+rL8YfQBtTz65/nQvAGC77DH8fOUaeeurn90bn7g077OZ1xtoPUdJOgP3KmGqfGeuhXHPU9BAfh7kiY7izNUwM5vMLBvudYAffv2N98QPak6m036cwldv8PNbm2krA9rCakshWulfDlYTGJWYmLjKZuFYm9VSsYG9deOtzEYmr9TMWkNWBlcajAx2lnXLY3fiLQ1v8/E2D26zrOkprMV6Nxv9d6ydq6+mkGAsqbSERGM4rMi23lI0Yd0EwIUsQIr

  22. !$!13=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

  23. !$!14=hoFWtLi8sK6uEdbhVXQ6Z1AzYT6qrKjczT6mrqi0VHPCsV1fZuCJYtMzT2AK5z6qtRYUVJUyj2mrZUFFYxjDPQ6uC2aG2bgT1mB+orVx1USG0mkirFGbix9gqM1co/9fxirLCmPOgceX8eUnFZWU4X3FV/7+l3LqpqJrza/PPXf8DUEsDBBQ]IAPyZhElKrZZVkAM[CML[AK]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

  24. !$!15=vH8IgSbU/Hh34n6J6uVljR+hK9RczjnUzXbDSH2dMiB1r2COsTAXhStFyoGhbuetwbuIc5U9ieIV4pVW52/wl2KB62Dyi7doVCMK1vDk2Zl2zzJxj99AXCmAgoULuD2z8MZlmza1vub6QCgbIr+A/eH6WnzzxdQki4208u/AfKhOglEI09VjUVQbNUHSsHL+gNUs/Abqff00mWGWy/1YEqyx6kxMQBklikZvYaC0eVteD3Ex1EjznjeWZ9sFbGMsX4wPJ+OUY0OVq38AlCG5KMBSPX06eh4vxweFE36Xeofcwbbcpuujw/jD0XhgcHD4PV2OJJCPTNvvfXhg+sOzxTPqWDTfMzDhYubF8IesdLLg90HK9adreHCzm/H50/h6JwX2CsVgvJm/Zjpm1WW1nw/s3uGt4uoGs482njrsoYwkpEkvtC1BLAQIf[o][CechEk}EACQ{AE{ABzcmMvCgAg][ABABgAWRgwNCJO0gFZGDA0Ik7SAWw8/9qbTNIBUEsBAh8AF]AgA8ZuESSld6qTECg[OSs[A4AJ{[g]Ig[AHNyYy9lcXVhdGlvbi5jCgAg][ABABgAB40P+CFO0gE/aB2AIE7SAT9oHYAgTtIBUEsBAh8AF]AgA9puESRUvJEp2Gw[ADw[AwAJ{[g]Egs[GVxdWF0aW9uLmV4ZQoAI{QAYACKWZP4hTtIBwTRi/iFO0gHBNGL+IU7SAVBLAQIfABQ]IAPyZhElKrZZVkAM[CML[AKACQ{AI]LIm[ByZWFkbWUudHh0CgAg][ABABgAl/xHyR9O0gHZRzf0C07SAdlHN/QLTtIBUEsFBg]AE[QAcAE[Goq][==

  25. goto :EOF
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