C      ALGORITHM 829, COLLECTED ALGORITHMS FROM ACM.
C      THIS WORK PUBLISHED IN TRANSACTIONS ON MATHEMATICAL SOFTWARE,
C      VOL. 29, NO. 4,  December, 2003, P. 469--480.
#! /bin/sh
# This is a shell archive, meaning:
# 1. Remove everything above the #! /bin/sh line.
# 2. Save the resulting text in a file.
# 3. Execute the file with /bin/sh (not csh) to create the files:
#	C/
#	C/Dp/
#	C/Dp/Drivers/
#	C/Dp/Drivers/Makefile
#	C/Dp/Drivers/README
#	C/Dp/Drivers/deriv009.txt
#	C/Dp/Drivers/example.c
#	C/Dp/Drivers/lmin001
#	C/Dp/Drivers/test001
#	C/Dp/Drivers/test001.txt
#	C/Dp/Src/
#	C/Dp/Src/gkls.c
#	C/Dp/Src/gkls.h
#	C/Dp/Src/rnd_gen.c
#	C/Dp/Src/rnd_gen.h
#	Doc/
#	Doc/Readme.txt
#	Doc/UserManual.bib
#	Doc/UserManual.ps
#	Doc/UserManual.tex
# This archive created: Fri Jan 23 09:55:41 2004
export PATH; PATH=/bin:$PATH
if test ! -d 'C'
then
	mkdir 'C'
fi
cd 'C'
if test ! -d 'Dp'
then
	mkdir 'Dp'
fi
cd 'Dp'
if test ! -d 'Drivers'
then
	mkdir 'Drivers'
fi
cd 'Drivers'
if test -f 'Makefile'
then
	echo shar: will not over-write existing file "'Makefile'"
else
cat << "SHAR_EOF" > 'Makefile'
# Example of a UNIX makefile provided to
# UNIX users for a simple compilation and linkage of separate files of
# the application project.
#
# Authors:                                                                
#
# M.Gaviano, D.E.Kvasov, D.Lera, and Ya.D.Sergeyev                     
#
gkls : example.o gkls.o rnd_gen.o
	$(CC) $(CFLAGS) -lm example.o gkls.o rnd_gen.o -o gkls
example.o : ../Src/gkls.h ../Src/rnd_gen.h example.c
	$(CC) -I. $(CFLAGS) -c example.c
gkls.o : ../Src/gkls.h ../Src/rnd_gen.h ../Src/gkls.c
	$(CC) -I. $(CFLAGS) -c ../Src/gkls.c
rnd_gen.o : ../Src/rnd_gen.h ../Src/rnd_gen.c
	$(CC) -I. $(CFLAGS) -c ../Src/rnd_gen.c
clean:
	-rm *.o
SHAR_EOF
fi # end of overwriting check
if test -f 'README'
then
	echo shar: will not over-write existing file "'README'"
else
cat << "SHAR_EOF" > 'README'
Line ** of example.c originally ran from 1 to 100. This generated 300+
output files so for the sake of brevity it has been set up to just
generate 4 file for immediate checking.
SHAR_EOF
fi # end of overwriting check
if test -f 'deriv009.txt'
then
	echo shar: will not over-write existing file "'deriv009.txt'"
else
cat << "SHAR_EOF" > 'deriv009.txt'
Gradients and Hessian matrix at the point with coordinates:
   x = ( 0.000000 0.000000 )


Vector of gradient of the D-type function number 9:
  grad D(x) = ( 1.400213 -0.616694 )

Vector of gradient of the D2-type function number 9:
  grad D2(x) = ( 1.422313 -0.703983 )

Hessian matrix of the D2-type function number 9:
 -10.261060  0.173888 
 0.173888  -10.902981 
SHAR_EOF
fi # end of overwriting check
if test -f 'example.c'
then
	echo shar: will not over-write existing file "'example.c'"
else
cat << "SHAR_EOF" > 'example.c'
/*****************************************************************************/
/*   An example of the use of the                                            */
/*    GKLS-Generator of Classes of ND (non-differentiable),                  */
/*                                 D  (continuously differentiable), and     */
/*                                 D2 (twice continuously differentiable)    */
/*    Test Functions for Global Optimization                                 */
/*                                                                           */
/*   In this example, first, a class (with default parameters) of            */
/*   100 D-type test functions is generated and the files with the function  */
/*   information and with the functions points (in the two-dimensional case) */
/*   are created;                                                            */
/*   second, a file with information about gradients and Hessian of specific */
/*   D- and D2-type test functions at a given point is provided.             */
/*                                                                           */
/*   Authors:                                                                */
/*                                                                           */
/*   M.Gaviano, D.E.Kvasov, D.Lera, and Ya.D.Sergeyev                        */
/*                                                                           */
/*   (C) 2002-2003                                                           */
/*                                                                           */
/*****************************************************************************/

#include <stdio.h>
#include <stdlib.h>
#include <malloc.h>
#include "../Src/gkls.h"
#include "../Src/rnd_gen.h"

void print_error_msg  (int);

/* Print an error message */
void print_error_msg (int error_code)
{
  switch( error_code )
  {
    case GKLS_OK:
		printf("\nGKLS_OK: There is no error.");
		break;
    case GKLS_DIM_ERROR:
		printf("\nGKLS_DIM_ERROR: The problem dimension is out of the valid range [1,%u].",
			  (unsigned int)NUM_RND);
		break;
    case GKLS_NUM_MINIMA_ERROR:
		printf("\nGKLS_NUM_MINIMA_ERROR: The number of local minima must be greater than 1.");
		break;
    case GKLS_FUNC_NUMBER_ERROR:
		printf("\nGKLS_FUNC_NUMBER_ERROR: The number of the test function to be generated is out of the range [1,100].");
		break;
    case GKLS_BOUNDARY_ERROR:
		printf("\nGKLS_BOUNDARY_ERROR: The admissible region boundary vectors are not defined or ill-defined.");
		break;
    case GKLS_GLOBAL_MIN_VALUE_ERROR:
		printf("\nGKLS_GLOBAL_MIN_VALUE_ERROR: The global minimum value must be greater than %f.",
			  (double)GKLS_PARABOLOID_MIN);
		break;
    case GKLS_GLOBAL_DIST_ERROR:
		printf("\nGKLS_GLOBAL_DIST_ERROR: The distance from the paraboloid vertex to the global minimizer is too great.");
		break;
    case GKLS_GLOBAL_RADIUS_ERROR:
		printf("\nGKLS_GLOBAL_RADIUS_ERROR: The radius of the attraction region of the global minimizer is too high.");
		break;
    case GKLS_MEMORY_ERROR:
		printf("\nGKLS_MEMORY_ERROR: There is not enough memory to allocate.");
		break;
    case GKLS_DERIV_EVAL_ERROR:
		printf("\nGKLS_DERIV_EVAL_ERROR: An error occurs during derivative evaluation.");
		break;
    case GKLS_FLOATING_POINT_ERROR:
    default :
		printf("\nUnknown error.");
  }
  printf("\n");
} /* print_error_msg() */


int main()
{
 unsigned int i, j; /* cycle parameters     */
 int error_code;    /* error codes variable */
 int func_num;      /* test function number within a class     */
 double *xx, dx1, dx2; /* for evaluation of the test function */
                       /* on a grid with steps dx1, dx2       */
 double z;          /* test function value  */
 double *g, **h;    /* gradient and hessian matrix */
 FILE *GKLS_info, *min_info, *fp, *fderiv; /* file pointers */
 char filename[12]; /* name of files */

printf("\nGKLS-Generator of Classes of ND, D, and D2 Test Functions");
printf("\nfor Global Optimization,");
printf("\n(C) 2002-2003, M.Gaviano, D.E.Kvasov, D.Lera, and Ya.D.Sergeyev\n");


/*---------------------------------------------------------------------*/
/*  First, generate a class (with default parameters) of the D-type    */
/*  test functions and create the files with the function information  */
/*  and with the functions points (in the two-dimensional case).       */
/*---------------------------------------------------------------------*/

/* Set the input parameters */
if ((error_code=GKLS_set_default()) != GKLS_OK) {
	print_error_msg(error_code);
	return error_code;
}
  /* Another way to set the input parameters is:               */
  /* GKLS_dim = 2;                                             */
  /* GKLS_num_minima = 10;                                     */
  /* if ((error_code = GKLS_domain_alloc()) != GKLS_OK)        */
  /*    return error_code;                                     */
  /* GKLS_global_dist = 2.0/3.0;                               */
  /* GKLS_global_radius = 0.5*GKLS_global_dist;                */
  /* GKLS_global_value = GKLS_GLOBAL_MIN_VALUE;                */
  /* if ((error_code = GKLS_parameters_check()) != GKLS_OK)    */
  /*    return error_code;                                     */

/* Allocate memory for the vector xx of feasible point */
if ( (xx=(double *)malloc((size_t)GKLS_dim*sizeof(double))) == NULL)
    return (-1);

/* Generate the class of 100 D-type functions */
for (func_num=1; func_num <= 1; func_num++)
{
  if((error_code=GKLS_arg_generate (func_num)) != GKLS_OK) {
	print_error_msg(error_code);
	return error_code;
  }

  /* Open files */

  /* File of the test function information */
  sprintf(filename,"test%03d.txt",func_num);
  if ((GKLS_info=fopen(filename,"wt")) == NULL) return (-1);

  if (GKLS_dim == 2) {

	/* File of points */
	sprintf(filename,"test%03d",func_num);
 	if ((fp=fopen(filename,"wt")) == NULL) return (-1);

	/* File of local minimizers */
    sprintf(filename,"lmin%03d",func_num);
 	if ((min_info=fopen(filename,"wt")) == NULL) return (-1);

  }

  printf("\nGenerating the function number %d\n", func_num);

  fprintf(GKLS_info,"D-type function number %d", func_num);
  fprintf(GKLS_info,"\nof the class with the following parameters:");
  fprintf(GKLS_info,"\n    problem dimension      = %u;",GKLS_dim);
  fprintf(GKLS_info,"\n    number of local minima = %u;",GKLS_num_minima);
  fprintf(GKLS_info,"\n    global minimum value   = %f;",GKLS_global_value);
  fprintf(GKLS_info,"\n    radius of the g.m.attraction region = %f;", GKLS_global_radius);
  fprintf(GKLS_info,"\n    distance from the paraboloid vertex to the global minimizer = %f.", GKLS_global_dist);

  /* Information about local minimizers */
  fprintf(GKLS_info,"\n\nLocal minimizers:\n");
  for (i=0; i<GKLS_num_minima; i++) {
    fprintf(GKLS_info,"  f[%u] = f(",i+1);
    for (j=0; j<GKLS_dim; j++)
	 fprintf(GKLS_info,"%7.3f",GKLS_minima.local_min[i][j]);
    fprintf(GKLS_info,") = %7.3f;  ",GKLS_minima.f[i]);
	fprintf(GKLS_info,"rho[%u] = %7.3f.\n", i+1, GKLS_minima.rho[i]);
  }


  /* Information about global minimizers */
  if (GKLS_glob.gm_index == 0)
	fprintf(GKLS_info,"\nAn error during the global minimum searching was occurred!");
  else {
    if (GKLS_glob.num_global_minima == 1) {
	  fprintf(GKLS_info,"\n\nThere is one global minimizer.");
  	  fprintf(GKLS_info,"\nThe number of the global minimizer is: ");
	}
	else {
	  fprintf(GKLS_info,"\n\nThere are %u global minimizers.",GKLS_glob.num_global_minima);
  	  fprintf(GKLS_info,"\nThe numbers of the global minimizers are: ");
	}
    for (i=0; i<GKLS_glob.num_global_minima; i++) {
	  fprintf(GKLS_info,"%u ",GKLS_glob.gm_index[i]+1);
	  /* Vector of coordinates of this minimizer is:               */
	  /* double *x = GKLS_minima.local_min[GKLS_glob.gm_index[i]]  */
	}
  }

  if (GKLS_dim == 2) {
    /* Get the files of the local minimizers points */
    for (i=0; i<GKLS_num_minima; i++) {
     for (j=0; j<GKLS_dim; j++)
      fprintf(min_info,"%f ",GKLS_minima.local_min[i][j]);
	 fprintf(min_info,"%f\n",GKLS_minima.f[i]);
	}

  /* Function evaluating in the grid 100x100 */
  for (dx1=GKLS_domain_left[0]; dx1<=GKLS_domain_right[0]+GKLS_PRECISION;
       dx1+=(GKLS_domain_right[0] - GKLS_domain_left[0])/100.0)
	for (dx2=GKLS_domain_left[1]; dx2<=GKLS_domain_right[1]+GKLS_PRECISION;
         dx2+=(GKLS_domain_right[1] - GKLS_domain_left[1])/100.0)
    {
      xx[0]=dx1; xx[1]=dx2;
      z=GKLS_D_func(xx);
	  /* z=GKLS_ND_func(xx); -- for ND-type test function */
      /* z=GKLS_D2_func(xx); -- for D2-type test function */
	  if (z>=GKLS_MAX_VALUE-1000.0) /* An error: do something */;
	  else
	    fprintf(fp,"%f %f %f\n", dx1, dx2, z);
    }
  } /* Creating files for two-dimensional functions */

  /* Close files */
  if (GKLS_dim == 2) {
	 fclose(fp); fclose(min_info);
  }
  fclose(GKLS_info);
  /* Deallocate memory */
  GKLS_free();
} /* for func_num*/

/* Deallocate memory of the vector xx of feasible point */
  free(xx);

/*-----------------------------------------------------------------------*/
/*  Second, create the file with information about gradients of specific */
/*  D-type and D2-type test functions and about Hessian matrix of a      */
/*  specific D2-type test function at a given feasible point.            */
/*-----------------------------------------------------------------------*/

/* Set the input parameters of the class */
if ((error_code=GKLS_set_default()) != GKLS_OK) {
   print_error_msg(error_code);
   return error_code;
}

/* Allocate memory for the vector xx of feasible point */
if ( (xx=(double *)malloc((size_t)GKLS_dim*sizeof(double))) == NULL)
    return (-1);

 /* Generate a specific function from the class with default parameters */
 func_num = 9; /* test function number */
 if((error_code=GKLS_arg_generate (func_num)) != GKLS_OK) {
   print_error_msg(error_code);
   return error_code;
 }

 /* Open the file of gradients and Hessian matrix at a given point */
 sprintf(filename,"deriv%03d.txt",func_num);
 if ((fderiv=fopen(filename,"wt")) == NULL) return (-1);

 /* Allocate memory for the gradient vector and the Hessian matrix */
 if ( (g=(double *)malloc((size_t)GKLS_dim*sizeof(double))) == NULL)
    return (-1); /* gradient vector */
 if ( (h=(double **)malloc((size_t)GKLS_dim*sizeof(double *))) == NULL)
    return (-1); /* Hessian matrix */
 for (i=0; i<GKLS_dim; i++)
    if ( (h[i]=(double *)malloc((size_t)GKLS_dim*sizeof(double))) == NULL)
	  return (-1);

 /* Fix a trial point as the central point */
 for (i=0; i<GKLS_dim; i++) {
	 xx[i] = 0.5*(GKLS_domain_right[i] + GKLS_domain_left[i]);
 }

 fprintf(fderiv,"Gradients and Hessian matrix at the point with coordinates:\n");
 fprintf(fderiv,"   x = ( ");
  for (i=0; i<GKLS_dim; i++) {
     fprintf(fderiv,"%f ",xx[i]);
 }
 fprintf(fderiv,")\n\n");

 /* Evaluate the gradient of the D-type function with the given number */
 if ((error_code=GKLS_D_gradient(xx,g)) != GKLS_OK) {
	print_error_msg(error_code);
	return error_code;
 }

 fprintf(fderiv,"\nVector of gradient of the D-type function number %d:\n",func_num);
 fprintf(fderiv,"  grad D(x) = ( ");
 for (i=0; i<GKLS_dim; i++) {
	 fprintf(fderiv,"%f ",g[i]);
 }
 fprintf(fderiv,")\n");

 /* Evaluate the gradient of the D2-type function with the given number */
 if ((error_code=GKLS_D2_gradient(xx,g)) != GKLS_OK) {
	print_error_msg(error_code);
	return error_code;
 }

 fprintf(fderiv,"\nVector of gradient of the D2-type function number %d:\n",func_num);
 fprintf(fderiv,"  grad D2(x) = ( ");
 for (i=0; i<GKLS_dim; i++) {
	 fprintf(fderiv,"%f ",g[i]);
 }
 fprintf(fderiv,")\n");

 /* Evaluate the Hessian matrix of the D2-type function with the given number */
 if ((error_code=GKLS_D2_hessian(xx,h)) != GKLS_OK) {
	print_error_msg(error_code);
	return error_code;
 }

 fprintf(fderiv,"\nHessian matrix of the D2-type function number %d:\n",func_num);
 for (i=0; i<GKLS_dim; i++) {
     for (j=0; j<GKLS_dim; j++)
		 fprintf(fderiv," %f ",h[i][j]);
	 fprintf(fderiv,"\n");
 }

 /* Close file */
 fclose(fderiv);

 /* Deallocate memory */
 free(g);
 for (i=0; i<GKLS_dim; i++)
   free(h[i]);
 free(h);

 /* Deallocate memory of the vector xx of feasible point */
 free(xx);


 /* Deallocate the boundary vectors */
 GKLS_domain_free();

 return 0;

} /* example.c */
SHAR_EOF
fi # end of overwriting check
if test -f 'lmin001'
then
	echo shar: will not over-write existing file "'lmin001'"
else
cat << "SHAR_EOF" > 'lmin001'
-0.762614 0.597254 0.000000
-0.135523 0.823530 -1.000000
0.496543 -0.939405 0.655211
0.713418 0.627774 1.876545
-0.516797 -0.605404 0.933122
-0.998932 -0.459521 -0.044010
0.581651 0.549930 1.528956
-0.473927 -0.911208 1.540586
0.974159 -0.021107 1.586033
-0.244438 -0.587909 1.080109
SHAR_EOF
fi # end of overwriting check
if test -f 'test001'
then
	echo shar: will not over-write existing file "'test001'"
else
cat << "SHAR_EOF" > 'test001'
-1.000000 -1.000000 2.607573
-1.000000 -0.980000 2.544082
-1.000000 -0.960000 2.481392
-1.000000 -0.940000 2.419502
-1.000000 -0.920000 2.358412
-1.000000 -0.900000 2.298122
-1.000000 -0.880000 2.238632
-1.000000 -0.860000 2.179941
-1.000000 -0.840000 2.122051
-1.000000 -0.820000 2.064640
-1.000000 -0.800000 1.991642
-1.000000 -0.780000 1.896397
-1.000000 -0.760000 1.782104
-1.000000 -0.740000 1.651960
-1.000000 -0.720000 1.509161
-1.000000 -0.700000 1.356905
-1.000000 -0.680000 1.198390
-1.000000 -0.660000 1.036813
-1.000000 -0.640000 0.875371
-1.000000 -0.620000 0.717262
-1.000000 -0.600000 0.565682
-1.000000 -0.580000 0.423830
-1.000000 -0.560000 0.294902
-1.000000 -0.540000 0.182096
-1.000000 -0.520000 0.088610
-1.000000 -0.500000 0.017640
-1.000000 -0.480000 -0.027616
-1.000000 -0.460000 -0.043962
-1.000000 -0.440000 -0.037719
-1.000000 -0.420000 -0.019495
-1.000000 -0.400000 0.009027
-1.000000 -0.380000 0.046185
-1.000000 -0.360000 0.090317
-1.000000 -0.340000 0.139759
-1.000000 -0.320000 0.192850
-1.000000 -0.300000 0.247926
-1.000000 -0.280000 0.303326
-1.000000 -0.260000 0.357386
-1.000000 -0.240000 0.408445
-1.000000 -0.220000 0.454840
-1.000000 -0.200000 0.494907
-1.000000 -0.180000 0.526986
-1.000000 -0.160000 0.549413
-1.000000 -0.140000 0.560525
-1.000000 -0.120000 0.558661
-1.000000 -0.100000 0.542157
-1.000000 -0.080000 0.515025
-1.000000 -0.060000 0.488335
-1.000000 -0.040000 0.462445
-1.000000 -0.020000 0.437355
-1.000000 0.000000 0.413064
-1.000000 0.020000 0.389574
-1.000000 0.040000 0.366884
-1.000000 0.060000 0.344994
-1.000000 0.080000 0.323904
-1.000000 0.100000 0.303614
-1.000000 0.120000 0.284123
-1.000000 0.140000 0.265433
-1.000000 0.160000 0.247543
-1.000000 0.180000 0.230453
-1.000000 0.200000 0.214163
-1.000000 0.220000 0.198673
-1.000000 0.240000 0.183982
-1.000000 0.260000 0.170092
-1.000000 0.280000 0.157002
-1.000000 0.300000 0.144712
-1.000000 0.320000 0.133222
-1.000000 0.340000 0.122532
-1.000000 0.360000 0.112641
-1.000000 0.380000 0.103551
-1.000000 0.400000 0.095261
-1.000000 0.420000 0.087771
-1.000000 0.440000 0.081081
-1.000000 0.460000 0.075191
-1.000000 0.480000 0.070100
-1.000000 0.500000 0.065810
-1.000000 0.520000 0.062320
-1.000000 0.540000 0.059630
-1.000000 0.560000 0.057740
-1.000000 0.580000 0.056650
-1.000000 0.600000 0.056359
-1.000000 0.620000 0.056869
-1.000000 0.640000 0.058179
-1.000000 0.660000 0.060289
-1.000000 0.680000 0.063199
-1.000000 0.700000 0.066909
-1.000000 0.720000 0.071418
-1.000000 0.740000 0.076728
-1.000000 0.760000 0.082838
-1.000000 0.780000 0.089748
-1.000000 0.800000 0.097458
-1.000000 0.820000 0.105968
-1.000000 0.840000 0.115277
-1.000000 0.860000 0.125387
-1.000000 0.880000 0.136297
-1.000000 0.900000 0.148007
-1.000000 0.920000 0.160517
-1.000000 0.940000 0.173827
-1.000000 0.960000 0.187937
-1.000000 0.980000 0.202846
-1.000000 1.000000 0.218556
-0.980000 -1.000000 2.598477
-0.980000 -0.980000 2.534987
-0.980000 -0.960000 2.472297
-0.980000 -0.940000 2.410407
-0.980000 -0.920000 2.349316
-0.980000 -0.900000 2.289026
-0.980000 -0.880000 2.229536
-0.980000 -0.860000 2.170846
-0.980000 -0.840000 2.112956
-0.980000 -0.820000 2.055639
-0.980000 -0.800000 1.983333
-0.980000 -0.780000 1.888838
-0.980000 -0.760000 1.775351
-0.980000 -0.740000 1.646069
-0.980000 -0.720000 1.504190
-0.980000 -0.700000 1.352911
-0.980000 -0.680000 1.195429
-0.980000 -0.660000 1.034941
-0.980000 -0.640000 0.874643
-0.980000 -0.620000 0.717734
-0.980000 -0.600000 0.567409
-0.980000 -0.580000 0.426864
-0.980000 -0.560000 0.299293
-0.980000 -0.540000 0.187888
-0.980000 -0.520000 0.095832
-0.980000 -0.500000 0.026277
-0.980000 -0.480000 -0.017791
-0.980000 -0.460000 -0.034899
-0.980000 -0.440000 -0.031101
-0.980000 -0.420000 -0.014279
-0.980000 -0.400000 0.012945
-0.980000 -0.380000 0.048857
-0.980000 -0.360000 0.091794
-0.980000 -0.340000 0.140094
-0.980000 -0.320000 0.192097
-0.980000 -0.300000 0.246140
-0.980000 -0.280000 0.300563
-0.980000 -0.260000 0.353702
-0.980000 -0.240000 0.403896
-0.980000 -0.220000 0.449483
-0.980000 -0.200000 0.488799
-0.980000 -0.180000 0.520183
-0.980000 -0.160000 0.541972
-0.980000 -0.140000 0.552503
-0.980000 -0.120000 0.550115
-0.980000 -0.100000 0.533144
-0.980000 -0.080000 0.505930
-0.980000 -0.060000 0.479239
-0.980000 -0.040000 0.453349
-0.980000 -0.020000 0.428259
-0.980000 0.000000 0.403969
-0.980000 0.020000 0.380479
-0.980000 0.040000 0.357789
-0.980000 0.060000 0.335898
-0.980000 0.080000 0.314808
-0.980000 0.100000 0.294518
-0.980000 0.120000 0.275028
-0.980000 0.140000 0.256338
-0.980000 0.160000 0.238448
-0.980000 0.180000 0.221357
-0.980000 0.200000 0.205067
-0.980000 0.220000 0.189577
-0.980000 0.240000 0.174887
-0.980000 0.260000 0.160997
-0.980000 0.280000 0.147907
-0.980000 0.300000 0.135616
-0.980000 0.320000 0.124126
-0.980000 0.340000 0.113436
-0.980000 0.360000 0.103546
-0.980000 0.380000 0.094456
-0.980000 0.400000 0.086166
-0.980000 0.420000 0.078675
-0.980000 0.440000 0.071985
-0.980000 0.460000 0.066095
-0.980000 0.480000 0.061005
-0.980000 0.500000 0.056715
-0.980000 0.520000 0.053225
-0.980000 0.540000 0.050535
-0.980000 0.560000 0.048644
-0.980000 0.580000 0.047554
-0.980000 0.600000 0.047264
-0.980000 0.620000 0.047774
-0.980000 0.640000 0.049084
-0.980000 0.660000 0.051194
-0.980000 0.680000 0.054103
-0.980000 0.700000 0.057813
-0.980000 0.720000 0.062323
-0.980000 0.740000 0.067633
-0.980000 0.760000 0.073743
-0.980000 0.780000 0.080653
-0.980000 0.800000 0.088362
-0.980000 0.820000 0.096872
-0.980000 0.840000 0.106182
-0.980000 0.860000 0.116292
-0.980000 0.880000 0.127202
-0.980000 0.900000 0.138912
-0.980000 0.920000 0.151421
-0.980000 0.940000 0.164731
-0.980000 0.960000 0.178841
-0.980000 0.980000 0.193751
-0.980000 1.000000 0.209461
-0.960000 -1.000000 2.590182
-0.960000 -0.980000 2.526692
-0.960000 -0.960000 2.464001
-0.960000 -0.940000 2.402111
-0.960000 -0.920000 2.341021
-0.960000 -0.900000 2.280731
-0.960000 -0.880000 2.221241
-0.960000 -0.860000 2.162551
-0.960000 -0.840000 2.104660
-0.960000 -0.820000 2.047536
-0.960000 -0.800000 1.977375
-0.960000 -0.780000 1.885079
-0.960000 -0.760000 1.773845
-0.960000 -0.740000 1.646869
-0.960000 -0.720000 1.507349
-0.960000 -0.700000 1.358478
-0.960000 -0.680000 1.203454
-0.960000 -0.660000 1.045470
-0.960000 -0.640000 0.887719
-0.960000 -0.620000 0.733393
-0.960000 -0.600000 0.585678
-0.960000 -0.580000 0.447754
-0.960000 -0.560000 0.322785
-0.960000 -0.540000 0.213906
-0.960000 -0.520000 0.124171
-0.960000 -0.500000 0.056406
-0.960000 -0.480000 0.012699
-0.960000 -0.460000 -0.007153
-0.960000 -0.440000 -0.007363
-0.960000 -0.420000 0.006663
-0.960000 -0.400000 0.031598
-0.960000 -0.380000 0.065369
-0.960000 -0.360000 0.106228
-0.960000 -0.340000 0.152496
-0.960000 -0.320000 0.202511
-0.960000 -0.300000 0.254613
-0.960000 -0.280000 0.307142
-0.960000 -0.260000 0.358437
-0.960000 -0.240000 0.406838
-0.960000 -0.220000 0.450684
-0.960000 -0.200000 0.488313
-0.960000 -0.180000 0.518063
-0.960000 -0.160000 0.538274
-0.960000 -0.140000 0.547281
-0.960000 -0.120000 0.543424
-0.960000 -0.100000 0.525041
-0.960000 -0.080000 0.497634
-0.960000 -0.060000 0.470944
-0.960000 -0.040000 0.445054
-0.960000 -0.020000 0.419964
-0.960000 0.000000 0.395674
-0.960000 0.020000 0.372183
-0.960000 0.040000 0.349493
-0.960000 0.060000 0.327603
-0.960000 0.080000 0.306513
-0.960000 0.100000 0.286223
-0.960000 0.120000 0.266733
-0.960000 0.140000 0.248042
-0.960000 0.160000 0.230152
-0.960000 0.180000 0.213062
-0.960000 0.200000 0.196772
-0.960000 0.220000 0.181282
-0.960000 0.240000 0.166592
-0.960000 0.260000 0.152701
-0.960000 0.280000 0.139611
-0.960000 0.300000 0.127321
-0.960000 0.320000 0.115831
-0.960000 0.340000 0.105141
-0.960000 0.360000 0.095251
-0.960000 0.380000 0.086160
-0.960000 0.400000 0.077870
-0.960000 0.420000 0.070380
-0.960000 0.440000 0.063690
-0.960000 0.460000 0.057800
-0.960000 0.480000 0.052710
-0.960000 0.500000 0.048419
-0.960000 0.520000 0.044929
-0.960000 0.540000 0.042239
-0.960000 0.560000 0.040349
-0.960000 0.580000 0.039259
-0.960000 0.600000 0.038969
-0.960000 0.620000 0.039478
-0.960000 0.640000 0.040788
-0.960000 0.660000 0.042898
-0.960000 0.680000 0.045808
-0.960000 0.700000 0.049518
-0.960000 0.720000 0.054028
-0.960000 0.740000 0.059337
-0.960000 0.760000 0.065447
-0.960000 0.780000 0.072357
-0.960000 0.800000 0.080067
-0.960000 0.820000 0.088577
-0.960000 0.840000 0.097887
-0.960000 0.860000 0.107996
-0.960000 0.880000 0.118906
-0.960000 0.900000 0.130616
-0.960000 0.920000 0.143126
-0.960000 0.940000 0.156436
-0.960000 0.960000 0.170546
-0.960000 0.980000 0.185456
-0.960000 1.000000 0.201165
-0.940000 -1.000000 2.582686
-0.940000 -0.980000 2.519196
-0.940000 -0.960000 2.456506
-0.940000 -0.940000 2.394616
-0.940000 -0.920000 2.333526
-0.940000 -0.900000 2.273235
-0.940000 -0.880000 2.213745
-0.940000 -0.860000 2.155055
-0.940000 -0.840000 2.097165
-0.940000 -0.820000 2.040075
-0.940000 -0.800000 1.973384
-0.940000 -0.780000 1.884699
-0.940000 -0.760000 1.777121
-0.940000 -0.740000 1.653844
-0.940000 -0.720000 1.518062
-0.940000 -0.700000 1.372965
-0.940000 -0.680000 1.221741
-0.940000 -0.660000 1.067577
-0.940000 -0.640000 0.913653
-0.940000 -0.620000 0.763138
-0.940000 -0.600000 0.619190
-0.940000 -0.580000 0.484939
-0.940000 -0.560000 0.363463
-0.940000 -0.540000 0.257746
-0.940000 -0.520000 0.170556
-0.940000 -0.500000 0.104188
-0.940000 -0.480000 0.059895
-0.940000 -0.460000 0.036998
-0.940000 -0.440000 0.032553
-0.940000 -0.420000 0.042717
-0.940000 -0.400000 0.064317
-0.940000 -0.380000 0.095025
-0.940000 -0.360000 0.132941
-0.940000 -0.340000 0.176329
-0.940000 -0.320000 0.223505
-0.940000 -0.300000 0.272804
-0.940000 -0.280000 0.322568
-0.940000 -0.260000 0.371139
-0.940000 -0.240000 0.416857
-0.940000 -0.220000 0.458065
-0.940000 -0.200000 0.493103
-0.940000 -0.180000 0.520309
-0.940000 -0.160000 0.538025
-0.940000 -0.140000 0.544590
-0.940000 -0.120000 0.538341
-0.940000 -0.100000 0.517629
-0.940000 -0.080000 0.490139
-0.940000 -0.060000 0.463449
-0.940000 -0.040000 0.437558
-0.940000 -0.020000 0.412468
-0.940000 0.000000 0.388178
-0.940000 0.020000 0.364688
-0.940000 0.040000 0.341998
-0.940000 0.060000 0.320108
-0.940000 0.080000 0.299017
-0.940000 0.100000 0.278727
-0.940000 0.120000 0.259237
-0.940000 0.140000 0.240547
-0.940000 0.160000 0.222657
-0.940000 0.180000 0.205567
-0.940000 0.200000 0.189276
-0.940000 0.220000 0.173786
-0.940000 0.240000 0.159096
-0.940000 0.260000 0.145206
-0.940000 0.280000 0.132116
-0.940000 0.300000 0.119826
-0.940000 0.320000 0.108335
-0.940000 0.340000 0.097645
-0.940000 0.360000 0.087755
-0.940000 0.380000 0.078665
-0.940000 0.400000 0.070375
-0.940000 0.420000 0.062885
-0.940000 0.440000 0.056194
-0.940000 0.460000 0.050304
-0.940000 0.480000 0.045214
-0.940000 0.500000 0.040924
-0.940000 0.520000 0.037434
-0.940000 0.540000 0.034744
-0.940000 0.560000 0.032854
-0.940000 0.580000 0.031763
-0.940000 0.600000 0.031473
-0.940000 0.620000 0.031983
-0.940000 0.640000 0.033293
-0.940000 0.660000 0.035403
-0.940000 0.680000 0.038313
-0.940000 0.700000 0.042022
-0.940000 0.720000 0.046532
-0.940000 0.740000 0.051842
-0.940000 0.760000 0.057952
-0.940000 0.780000 0.064862
-0.940000 0.800000 0.072572
-0.940000 0.820000 0.081081
-0.940000 0.840000 0.090391
-0.940000 0.860000 0.100501
-0.940000 0.880000 0.111411
-0.940000 0.900000 0.123121
-0.940000 0.920000 0.135631
-0.940000 0.940000 0.148940
-0.940000 0.960000 0.163050
-0.940000 0.980000 0.177960
-0.940000 1.000000 0.193670
-0.920000 -1.000000 2.575991
-0.920000 -0.980000 2.512501
-0.920000 -0.960000 2.449811
-0.920000 -0.940000 2.387920
-0.920000 -0.920000 2.326830
-0.920000 -0.900000 2.266540
-0.920000 -0.880000 2.207050
-0.920000 -0.860000 2.148360
-0.920000 -0.840000 2.090470
-0.920000 -0.820000 2.033379
-0.920000 -0.800000 1.970732
-0.920000 -0.780000 1.887016
-0.920000 -0.760000 1.784437
-0.920000 -0.740000 1.666182
-0.920000 -0.720000 1.535437
-0.920000 -0.700000 1.395383
-0.920000 -0.680000 1.249193
-0.920000 -0.660000 1.100033
-0.920000 -0.640000 0.951055
-0.920000 -0.620000 0.805390
-0.920000 -0.600000 0.666133
-0.920000 -0.580000 0.536321
-0.920000 -0.560000 0.418890
-0.920000 -0.540000 0.316593
-0.920000 -0.520000 0.231844
-0.920000 -0.500000 0.166446
-0.920000 -0.480000 0.121162
-0.920000 -0.460000 0.095296
-0.920000 -0.440000 0.086712
-0.920000 -0.420000 0.092546
-0.920000 -0.400000 0.110041
-0.920000 -0.380000 0.136865
-0.920000 -0.360000 0.171031
-0.920000 -0.340000 0.210739
-0.920000 -0.320000 0.254275
-0.920000 -0.300000 0.299964
-0.920000 -0.280000 0.346143
-0.920000 -0.260000 0.391155
-0.920000 -0.240000 0.433346
-0.920000 -0.220000 0.471059
-0.920000 -0.200000 0.502638
-0.920000 -0.180000 0.526426
-0.920000 -0.160000 0.540765
-0.920000 -0.140000 0.543995
-0.920000 -0.120000 0.534458
-0.920000 -0.100000 0.510933
-0.920000 -0.080000 0.483443
-0.920000 -0.060000 0.456753
-0.920000 -0.040000 0.430863
-0.920000 -0.020000 0.405773
-0.920000 0.000000 0.381483
-0.920000 0.020000 0.357992
-0.920000 0.040000 0.335302
-0.920000 0.060000 0.313412
-0.920000 0.080000 0.292322
-0.920000 0.100000 0.272032
-0.920000 0.120000 0.252542
-0.920000 0.140000 0.233852
-0.920000 0.160000 0.215961
-0.920000 0.180000 0.198871
-0.920000 0.200000 0.182581
-0.920000 0.220000 0.167091
-0.920000 0.240000 0.152401
-0.920000 0.260000 0.138511
-0.920000 0.280000 0.125420
-0.920000 0.300000 0.113130
-0.920000 0.320000 0.101640
-0.920000 0.340000 0.090950
-0.920000 0.360000 0.081060
-0.920000 0.380000 0.071970
-0.920000 0.400000 0.063679
-0.920000 0.420000 0.056189
-0.920000 0.440000 0.049499
-0.920000 0.460000 0.043609
-0.920000 0.480000 0.038519
-0.920000 0.500000 0.034229
-0.920000 0.520000 0.030738
-0.920000 0.540000 0.028048
-0.920000 0.560000 0.026158
-0.920000 0.580000 0.025068
-0.920000 0.600000 0.024778
-0.920000 0.620000 0.025288
-0.920000 0.640000 0.026597
-0.920000 0.660000 0.028707
-0.920000 0.680000 0.031617
-0.920000 0.700000 0.035327
-0.920000 0.720000 0.039837
-0.920000 0.740000 0.045147
-0.920000 0.760000 0.051256
-0.920000 0.780000 0.058166
-0.920000 0.800000 0.065876
-0.920000 0.820000 0.074386
-0.920000 0.840000 0.083696
-0.920000 0.860000 0.093806
-0.920000 0.880000 0.104715
-0.920000 0.900000 0.116425
-0.920000 0.920000 0.128935
-0.920000 0.940000 0.142245
-0.920000 0.960000 0.156355
-0.920000 0.980000 0.171265
-0.920000 1.000000 0.186974
-0.900000 -1.000000 2.570095
-0.900000 -0.980000 2.506605
-0.900000 -0.960000 2.443915
-0.900000 -0.940000 2.382025
-0.900000 -0.920000 2.320935
-0.900000 -0.900000 2.260645
-0.900000 -0.880000 2.201154
-0.900000 -0.860000 2.142464
-0.900000 -0.840000 2.084574
-0.900000 -0.820000 2.027484
-0.900000 -0.800000 1.968565
-0.900000 -0.780000 1.891109
-0.900000 -0.760000 1.794796
-0.900000 -0.740000 1.682802
-0.900000 -0.720000 1.558297
-0.900000 -0.700000 1.424445
-0.900000 -0.680000 1.284394
-0.900000 -0.660000 1.141277
-0.900000 -0.640000 0.998200
-0.900000 -0.620000 0.858228
-0.900000 -0.600000 0.724367
-0.900000 -0.580000 0.599526
-0.900000 -0.560000 0.486454
-0.900000 -0.540000 0.387647
-0.900000 -0.520000 0.305187
-0.900000 -0.500000 0.240511
-0.900000 -0.480000 0.194137
-0.900000 -0.460000 0.165482
-0.900000 -0.440000 0.152946
-0.900000 -0.420000 0.154316
-0.900000 -0.400000 0.167256
-0.900000 -0.380000 0.189581
-0.900000 -0.360000 0.219314
-0.900000 -0.340000 0.254631
-0.900000 -0.320000 0.293799
-0.900000 -0.300000 0.335132
-0.900000 -0.280000 0.376963
-0.900000 -0.260000 0.417639
-0.900000 -0.240000 0.455508
-0.900000 -0.220000 0.488917
-0.900000 -0.200000 0.516216
-0.900000 -0.180000 0.535750
-0.900000 -0.160000 0.545866
-0.900000 -0.140000 0.544907
-0.900000 -0.120000 0.531218
-0.900000 -0.100000 0.505038
-0.900000 -0.080000 0.477548
-0.900000 -0.060000 0.450858
-0.900000 -0.040000 0.424968
-0.900000 -0.020000 0.399877
-0.900000 0.000000 0.375587
-0.900000 0.020000 0.352097
-0.900000 0.040000 0.329407
-0.900000 0.060000 0.307517
-0.900000 0.080000 0.286427
-0.900000 0.100000 0.266136
-0.900000 0.120000 0.246646
-0.900000 0.140000 0.227956
-0.900000 0.160000 0.210066
-0.900000 0.180000 0.192976
-0.900000 0.200000 0.176686
-0.900000 0.220000 0.161195
-0.900000 0.240000 0.146505
-0.900000 0.260000 0.132615
-0.900000 0.280000 0.119525
-0.900000 0.300000 0.107235
-0.900000 0.320000 0.095745
-0.900000 0.340000 0.085054
-0.900000 0.360000 0.075164
-0.900000 0.380000 0.066074
-0.900000 0.400000 0.057784
-0.900000 0.420000 0.050294
-0.900000 0.440000 0.043604
-0.900000 0.460000 0.037713
-0.900000 0.480000 0.032623
-0.900000 0.500000 0.028333
-0.900000 0.520000 0.024843
-0.900000 0.540000 0.022153
-0.900000 0.560000 0.020263
-0.900000 0.580000 0.019173
-0.900000 0.600000 0.018882
-0.900000 0.620000 0.019392
-0.900000 0.640000 0.020702
-0.900000 0.660000 0.022812
-0.900000 0.680000 0.025722
-0.900000 0.700000 0.029432
-0.900000 0.720000 0.033941
-0.900000 0.740000 0.039251
-0.900000 0.760000 0.045361
-0.900000 0.780000 0.052271
-0.900000 0.800000 0.059981
-0.900000 0.820000 0.068491
-0.900000 0.840000 0.077800
-0.900000 0.860000 0.087910
-0.900000 0.880000 0.098820
-0.900000 0.900000 0.110530
-0.900000 0.920000 0.123040
-0.900000 0.940000 0.136350
-0.900000 0.960000 0.150459
-0.900000 0.980000 0.165369
-0.900000 1.000000 0.181079
-0.880000 -1.000000 2.565000
-0.880000 -0.980000 2.501510
-0.880000 -0.960000 2.438820
-0.880000 -0.940000 2.376929
-0.880000 -0.920000 2.315839
-0.880000 -0.900000 2.255549
-0.880000 -0.880000 2.196059
-0.880000 -0.860000 2.137369
-0.880000 -0.840000 2.079479
-0.880000 -0.820000 2.022389
-0.880000 -0.800000 1.965818
-0.880000 -0.780000 1.895839
-0.880000 -0.760000 1.806976
-0.880000 -0.740000 1.702388
-0.880000 -0.720000 1.585224
-0.880000 -0.700000 1.458617
-0.880000 -0.680000 1.325682
-0.880000 -0.660000 1.189502
-0.880000 -0.640000 1.053119
-0.880000 -0.620000 0.919516
-0.880000 -0.600000 0.791582
-0.880000 -0.580000 0.672074
-0.880000 -0.560000 0.563544
-0.880000 -0.540000 0.468244
-0.880000 -0.520000 0.387977
-0.880000 -0.500000 0.323935
-0.880000 -0.480000 0.276526
-0.880000 -0.460000 0.245300
-0.880000 -0.440000 0.229029
-0.880000 -0.420000 0.225966
-0.880000 -0.400000 0.234134
-0.880000 -0.380000 0.251554
-0.880000 -0.360000 0.276331
-0.880000 -0.340000 0.306667
-0.880000 -0.320000 0.340833
-0.880000 -0.300000 0.377143
-0.880000 -0.280000 0.413935
-0.880000 -0.260000 0.449560
-0.880000 -0.240000 0.482369
-0.880000 -0.220000 0.510720
-0.880000 -0.200000 0.532965
-0.880000 -0.180000 0.547457
-0.880000 -0.160000 0.552547
-0.880000 -0.140000 0.546584
-0.880000 -0.120000 0.527915
-0.880000 -0.100000 0.499943
-0.880000 -0.080000 0.472452
-0.880000 -0.060000 0.445762
-0.880000 -0.040000 0.419872
-0.880000 -0.020000 0.394782
-0.880000 0.000000 0.370492
-0.880000 0.020000 0.347002
-0.880000 0.040000 0.324311
-0.880000 0.060000 0.302421
-0.880000 0.080000 0.281331
-0.880000 0.100000 0.261041
-0.880000 0.120000 0.241551
-0.880000 0.140000 0.222861
-0.880000 0.160000 0.204971
-0.880000 0.180000 0.187880
-0.880000 0.200000 0.171590
-0.880000 0.220000 0.156100
-0.880000 0.240000 0.141410
-0.880000 0.260000 0.127520
-0.880000 0.280000 0.114430
-0.880000 0.300000 0.102139
-0.880000 0.320000 0.090649
-0.880000 0.340000 0.079959
-0.880000 0.360000 0.070069
-0.880000 0.380000 0.060979
-0.880000 0.400000 0.052689
-0.880000 0.420000 0.045198
-0.880000 0.440000 0.038508
-0.880000 0.460000 0.032618
-0.880000 0.480000 0.027528
-0.880000 0.500000 0.023238
-0.880000 0.520000 0.019748
-0.880000 0.540000 0.017057
-0.880000 0.560000 0.015167
-0.880000 0.580000 0.014077
-0.880000 0.600000 0.013787
-0.880000 0.620000 0.014297
-0.880000 0.640000 0.015607
-0.880000 0.660000 0.017716
-0.880000 0.680000 0.020626
-0.880000 0.700000 0.024336
-0.880000 0.720000 0.028846
-0.880000 0.740000 0.034156
-0.880000 0.760000 0.040266
-0.880000 0.780000 0.047175
-0.880000 0.800000 0.054885
-0.880000 0.820000 0.063395
-0.880000 0.840000 0.072705
-0.880000 0.860000 0.082815
-0.880000 0.880000 0.093725
-0.880000 0.900000 0.105434
-0.880000 0.920000 0.117944
-0.880000 0.940000 0.131254
-0.880000 0.960000 0.145364
-0.880000 0.980000 0.160274
-0.880000 1.000000 0.175984
-0.860000 -1.000000 2.560705
-0.860000 -0.980000 2.497214
-0.860000 -0.960000 2.434524
-0.860000 -0.940000 2.372634
-0.860000 -0.920000 2.311544
-0.860000 -0.900000 2.251254
-0.860000 -0.880000 2.191764
-0.860000 -0.860000 2.133073
-0.860000 -0.840000 2.075183
-0.860000 -0.820000 2.018093
-0.860000 -0.800000 1.961803
-0.860000 -0.780000 1.899875
-0.860000 -0.760000 1.819559
-0.860000 -0.740000 1.723426
-0.860000 -0.720000 1.614596
-0.860000 -0.700000 1.496165
-0.860000 -0.680000 1.371198
-0.860000 -0.660000 1.242718
-0.860000 -0.640000 1.113689
-0.860000 -0.620000 0.986991
-0.860000 -0.600000 0.865388
-0.860000 -0.580000 0.751476
-0.860000 -0.560000 0.647617
-0.860000 -0.540000 0.555844
-0.860000 -0.520000 0.477751
-0.860000 -0.500000 0.414365
-0.860000 -0.480000 0.366054
-0.860000 -0.460000 0.332489
-0.860000 -0.440000 0.312720
-0.860000 -0.420000 0.305338
-0.860000 -0.400000 0.308670
-0.860000 -0.380000 0.320948
-0.860000 -0.360000 0.340402
-0.860000 -0.340000 0.365295
-0.860000 -0.320000 0.393931
-0.860000 -0.300000 0.424644
-0.860000 -0.280000 0.455784
-0.860000 -0.260000 0.485712
-0.860000 -0.240000 0.512791
-0.860000 -0.220000 0.535385
-0.860000 -0.200000 0.551859
-0.860000 -0.180000 0.560570
-0.860000 -0.160000 0.559879
-0.860000 -0.140000 0.548140
-0.860000 -0.120000 0.523937
-0.860000 -0.100000 0.495647
-0.860000 -0.080000 0.468157
-0.860000 -0.060000 0.441467
-0.860000 -0.040000 0.415577
-0.860000 -0.020000 0.390487
-0.860000 0.000000 0.366196
-0.860000 0.020000 0.342706
-0.860000 0.040000 0.320016
-0.860000 0.060000 0.298126
-0.860000 0.080000 0.277036
-0.860000 0.100000 0.256746
-0.860000 0.120000 0.237255
-0.860000 0.140000 0.218565
-0.860000 0.160000 0.200675
-0.860000 0.180000 0.183585
-0.860000 0.200000 0.167295
-0.860000 0.220000 0.151805
-0.860000 0.240000 0.137114
-0.860000 0.260000 0.123224
-0.860000 0.280000 0.110134
-0.860000 0.300000 0.097844
-0.860000 0.320000 0.086354
-0.860000 0.340000 0.075664
-0.860000 0.360000 0.065773
-0.860000 0.380000 0.056683
-0.860000 0.400000 0.048393
-0.860000 0.420000 0.040903
-0.860000 0.440000 0.034213
-0.860000 0.460000 0.028323
-0.860000 0.480000 0.023232
-0.860000 0.500000 0.018942
-0.860000 0.520000 0.015452
-0.860000 0.540000 0.012762
-0.860000 0.560000 0.010872
-0.860000 0.580000 0.009782
-0.860000 0.600000 0.009491
-0.860000 0.620000 0.010001
-0.860000 0.640000 0.011311
-0.860000 0.660000 0.013421
-0.860000 0.680000 0.016331
-0.860000 0.700000 0.020041
-0.860000 0.720000 0.024551
-0.860000 0.740000 0.029860
-0.860000 0.760000 0.035970
-0.860000 0.780000 0.042880
-0.860000 0.800000 0.050590
-0.860000 0.820000 0.059100
-0.860000 0.840000 0.068410
-0.860000 0.860000 0.078519
-0.860000 0.880000 0.089429
-0.860000 0.900000 0.101139
-0.860000 0.920000 0.113649
-0.860000 0.940000 0.126959
-0.860000 0.960000 0.141069
-0.860000 0.980000 0.155978
-0.860000 1.000000 0.171688
-0.840000 -1.000000 2.557209
-0.840000 -0.980000 2.493719
-0.840000 -0.960000 2.431029
-0.840000 -0.940000 2.369139
-0.840000 -0.920000 2.308048
-0.840000 -0.900000 2.247758
-0.840000 -0.880000 2.188268
-0.840000 -0.860000 2.129578
-0.840000 -0.840000 2.071688
-0.840000 -0.820000 2.014598
-0.840000 -0.800000 1.958308
-0.840000 -0.780000 1.901721
-0.840000 -0.760000 1.830959
-0.840000 -0.740000 1.744237
-0.840000 -0.720000 1.644635
-0.840000 -0.700000 1.535203
-0.840000 -0.680000 1.418946
-0.840000 -0.660000 1.298816
-0.840000 -0.640000 1.177688
-0.840000 -0.620000 1.058332
-0.840000 -0.600000 0.943380
-0.840000 -0.580000 0.835272
-0.840000 -0.560000 0.736195
-0.840000 -0.540000 0.648003
-0.840000 -0.520000 0.572128
-0.840000 -0.500000 0.509492
-0.840000 -0.480000 0.460454
-0.840000 -0.460000 0.424792
-0.840000 -0.440000 0.401767
-0.840000 -0.420000 0.390230
-0.840000 -0.400000 0.388759
-0.840000 -0.380000 0.395785
-0.840000 -0.360000 0.409676
-0.840000 -0.340000 0.428786
-0.840000 -0.320000 0.451475
-0.840000 -0.300000 0.476111
-0.840000 -0.280000 0.501070
-0.840000 -0.260000 0.524732
-0.840000 -0.240000 0.545477
-0.840000 -0.220000 0.561683
-0.840000 -0.200000 0.571724
-0.840000 -0.180000 0.573973
-0.840000 -0.160000 0.566795
-0.840000 -0.140000 0.548556
-0.840000 -0.120000 0.520442
-0.840000 -0.100000 0.492152
-0.840000 -0.080000 0.464662
-0.840000 -0.060000 0.437971
-0.840000 -0.040000 0.412081
-0.840000 -0.020000 0.386991
-0.840000 0.000000 0.362701
-0.840000 0.020000 0.339211
-0.840000 0.040000 0.316521
-0.840000 0.060000 0.294630
-0.840000 0.080000 0.273540
-0.840000 0.100000 0.253250
-0.840000 0.120000 0.233760
-0.840000 0.140000 0.215070
-0.840000 0.160000 0.197180
-0.840000 0.180000 0.180089
-0.840000 0.200000 0.163799
-0.840000 0.220000 0.148309
-0.840000 0.240000 0.133619
-0.840000 0.260000 0.119729
-0.840000 0.280000 0.106639
-0.840000 0.300000 0.094349
-0.840000 0.320000 0.082858
-0.840000 0.340000 0.072168
-0.840000 0.360000 0.062278
-0.840000 0.380000 0.053188
-0.840000 0.400000 0.044898
-0.840000 0.420000 0.037408
-0.840000 0.440000 0.030717
-0.840000 0.460000 0.024827
-0.840000 0.480000 0.019737
-0.840000 0.500000 0.015447
-0.840000 0.520000 0.011957
-0.840000 0.540000 0.009267
-0.840000 0.560000 0.007376
-0.840000 0.580000 0.006286
-0.840000 0.600000 0.005996
-0.840000 0.620000 0.006506
-0.840000 0.640000 0.007816
-0.840000 0.660000 0.009926
-0.840000 0.680000 0.012835
-0.840000 0.700000 0.016545
-0.840000 0.720000 0.021055
-0.840000 0.740000 0.026365
-0.840000 0.760000 0.032475
-0.840000 0.780000 0.039385
-0.840000 0.800000 0.047094
-0.840000 0.820000 0.055604
-0.840000 0.840000 0.064914
-0.840000 0.860000 0.075024
-0.840000 0.880000 0.085934
-0.840000 0.900000 0.097644
-0.840000 0.920000 0.110153
-0.840000 0.940000 0.123463
-0.840000 0.960000 0.137573
-0.840000 0.980000 0.152483
-0.840000 1.000000 0.168193
-0.820000 -1.000000 2.554514
-0.820000 -0.980000 2.491024
-0.820000 -0.960000 2.428333
-0.820000 -0.940000 2.366443
-0.820000 -0.920000 2.305353
-0.820000 -0.900000 2.245063
-0.820000 -0.880000 2.185573
-0.820000 -0.860000 2.126883
-0.820000 -0.840000 2.068992
-0.820000 -0.820000 2.011902
-0.820000 -0.800000 1.955612
-0.820000 -0.780000 1.900122
-0.820000 -0.760000 1.839454
-0.820000 -0.740000 1.763009
-0.820000 -0.720000 1.673436
-0.820000 -0.700000 1.573729
-0.820000 -0.680000 1.466829
-0.820000 -0.660000 1.355607
-0.820000 -0.640000 1.242842
-0.820000 -0.620000 1.131192
-0.820000 -0.600000 1.023159
-0.820000 -0.580000 0.921037
-0.820000 -0.560000 0.826861
-0.820000 -0.540000 0.742336
-0.820000 -0.520000 0.668773
-0.820000 -0.500000 0.607027
-0.820000 -0.480000 0.557462
-0.820000 -0.460000 0.519951
-0.820000 -0.440000 0.493917
-0.820000 -0.420000 0.478417
-0.820000 -0.400000 0.472238
-0.820000 -0.380000 0.473992
-0.820000 -0.360000 0.482187
-0.820000 -0.340000 0.495280
-0.820000 -0.320000 0.511703
-0.820000 -0.300000 0.529875
-0.820000 -0.280000 0.548210
-0.820000 -0.260000 0.565116
-0.820000 -0.240000 0.578995
-0.820000 -0.220000 0.588245
-0.820000 -0.200000 0.591256
-0.820000 -0.180000 0.586414
-0.820000 -0.160000 0.572099
-0.820000 -0.140000 0.546837
-0.820000 -0.120000 0.517747
-0.820000 -0.100000 0.489456
-0.820000 -0.080000 0.461966
-0.820000 -0.060000 0.435276
-0.820000 -0.040000 0.409386
-0.820000 -0.020000 0.384296
-0.820000 0.000000 0.360006
-0.820000 0.020000 0.336515
-0.820000 0.040000 0.313825
-0.820000 0.060000 0.291935
-0.820000 0.080000 0.270845
-0.820000 0.100000 0.250555
-0.820000 0.120000 0.231065
-0.820000 0.140000 0.212374
-0.820000 0.160000 0.194484
-0.820000 0.180000 0.177394
-0.820000 0.200000 0.161104
-0.820000 0.220000 0.145614
-0.820000 0.240000 0.130924
-0.820000 0.260000 0.117033
-0.820000 0.280000 0.103943
-0.820000 0.300000 0.091653
-0.820000 0.320000 0.080163
-0.820000 0.340000 0.069473
-0.820000 0.360000 0.059583
-0.820000 0.380000 0.050492
-0.820000 0.400000 0.042202
-0.820000 0.420000 0.034712
-0.820000 0.440000 0.028022
-0.820000 0.460000 0.022132
-0.820000 0.480000 0.017042
-0.820000 0.500000 0.012751
-0.820000 0.520000 0.009261
-0.820000 0.540000 0.006571
-0.820000 0.560000 0.004681
-0.820000 0.580000 0.003591
-0.820000 0.600000 0.003301
-0.820000 0.620000 0.003810
-0.820000 0.640000 0.005120
-0.820000 0.660000 0.007230
-0.820000 0.680000 0.010140
-0.820000 0.700000 0.013850
-0.820000 0.720000 0.018360
-0.820000 0.740000 0.023670
-0.820000 0.760000 0.029779
-0.820000 0.780000 0.036689
-0.820000 0.800000 0.044399
-0.820000 0.820000 0.052909
-0.820000 0.840000 0.062219
-0.820000 0.860000 0.072329
-0.820000 0.880000 0.083238
-0.820000 0.900000 0.094948
-0.820000 0.920000 0.107458
-0.820000 0.940000 0.120768
-0.820000 0.960000 0.134878
-0.820000 0.980000 0.149788
-0.820000 1.000000 0.165497
-0.800000 -1.000000 2.552618
-0.800000 -0.980000 2.489128
-0.800000 -0.960000 2.426438
-0.800000 -0.940000 2.364548
-0.800000 -0.920000 2.303458
-0.800000 -0.900000 2.243167
-0.800000 -0.880000 2.183677
-0.800000 -0.860000 2.124987
-0.800000 -0.840000 2.067097
-0.800000 -0.820000 2.010007
-0.800000 -0.800000 1.953717
-0.800000 -0.780000 1.898226
-0.800000 -0.760000 1.843208
-0.800000 -0.740000 1.777823
-0.800000 -0.720000 1.698996
-0.800000 -0.700000 1.609660
-0.800000 -0.680000 1.512683
-0.800000 -0.660000 1.410853
-0.800000 -0.640000 1.306850
-0.800000 -0.620000 1.203221
-0.800000 -0.600000 1.102343
-0.800000 -0.580000 1.006382
-0.800000 -0.560000 0.917237
-0.800000 -0.540000 0.836497
-0.800000 -0.520000 0.765379
-0.800000 -0.500000 0.704694
-0.800000 -0.480000 0.654819
-0.800000 -0.460000 0.615707
-0.800000 -0.440000 0.586913
-0.800000 -0.420000 0.567661
-0.800000 -0.400000 0.556912
-0.800000 -0.380000 0.553438
-0.800000 -0.360000 0.555885
-0.800000 -0.340000 0.562816
-0.800000 -0.320000 0.572745
-0.800000 -0.300000 0.584153
-0.800000 -0.280000 0.595502
-0.800000 -0.260000 0.605236
-0.800000 -0.240000 0.611789
-0.800000 -0.220000 0.613581
-0.800000 -0.200000 0.609026
-0.800000 -0.180000 0.596526
-0.800000 -0.160000 0.574476
-0.800000 -0.140000 0.544941
-0.800000 -0.120000 0.515851
-0.800000 -0.100000 0.487561
-0.800000 -0.080000 0.460071
-0.800000 -0.060000 0.433381
-0.800000 -0.040000 0.407490
-0.800000 -0.020000 0.382400
-0.800000 0.000000 0.358110
-0.800000 0.020000 0.334620
-0.800000 0.040000 0.311930
-0.800000 0.060000 0.290040
-0.800000 0.080000 0.268949
-0.800000 0.100000 0.248659
-0.800000 0.120000 0.229169
-0.800000 0.140000 0.210479
-0.800000 0.160000 0.192589
-0.800000 0.180000 0.175499
-0.800000 0.200000 0.159208
-0.800000 0.220000 0.143718
-0.800000 0.240000 0.129028
-0.800000 0.260000 0.115138
-0.800000 0.280000 0.102048
-0.800000 0.300000 0.089758
-0.800000 0.320000 0.078268
-0.800000 0.340000 0.067577
-0.800000 0.360000 0.057687
-0.800000 0.380000 0.048597
-0.800000 0.400000 0.040307
-0.800000 0.420000 0.032817
-0.800000 0.440000 0.026127
-0.800000 0.460000 0.020236
-0.800000 0.480000 0.015146
-0.800000 0.500000 0.010856
-0.800000 0.520000 0.007366
-0.800000 0.540000 0.004676
-0.800000 0.560000 0.002786
-0.800000 0.580000 0.001695
-0.800000 0.600000 0.001405
-0.800000 0.620000 0.001915
-0.800000 0.640000 0.003225
-0.800000 0.660000 0.005335
-0.800000 0.680000 0.008245
-0.800000 0.700000 0.011954
-0.800000 0.720000 0.016464
-0.800000 0.740000 0.021774
-0.800000 0.760000 0.027884
-0.800000 0.780000 0.034794
-0.800000 0.800000 0.042504
-0.800000 0.820000 0.051013
-0.800000 0.840000 0.060323
-0.800000 0.860000 0.070433
-0.800000 0.880000 0.081343
-0.800000 0.900000 0.093053
-0.800000 0.920000 0.105563
-0.800000 0.940000 0.118872
-0.800000 0.960000 0.132982
-0.800000 0.980000 0.147892
-0.800000 1.000000 0.163602
-0.780000 -1.000000 2.551523
-0.780000 -0.980000 2.488033
-0.780000 -0.960000 2.425343
-0.780000 -0.940000 2.363452
-0.780000 -0.920000 2.302362
-0.780000 -0.900000 2.242072
-0.780000 -0.880000 2.182582
-0.780000 -0.860000 2.123892
-0.780000 -0.840000 2.066002
-0.780000 -0.820000 2.008911
-0.780000 -0.800000 1.952621
-0.780000 -0.780000 1.897131
-0.780000 -0.760000 1.842441
-0.780000 -0.740000 1.786679
-0.780000 -0.720000 1.719242
-0.780000 -0.700000 1.640852
-0.780000 -0.680000 1.554300
-0.780000 -0.660000 1.462288
-0.780000 -0.640000 1.367398
-0.780000 -0.620000 1.272072
-0.780000 -0.600000 1.178572
-0.780000 -0.580000 1.088945
-0.780000 -0.560000 1.004980
-0.780000 -0.540000 0.928166
-0.780000 -0.520000 0.859653
-0.780000 -0.500000 0.800221
-0.780000 -0.480000 0.750264
-0.780000 -0.460000 0.709801
-0.780000 -0.440000 0.678499
-0.780000 -0.420000 0.655717
-0.780000 -0.400000 0.640565
-0.780000 -0.380000 0.631956
-0.780000 -0.360000 0.628664
-0.780000 -0.340000 0.629359
-0.780000 -0.320000 0.632641
-0.780000 -0.300000 0.637062
-0.780000 -0.280000 0.641138
-0.780000 -0.260000 0.643359
-0.780000 -0.240000 0.642193
-0.780000 -0.220000 0.636093
-0.780000 -0.200000 0.623496
-0.780000 -0.180000 0.602828
-0.780000 -0.160000 0.573736
-0.780000 -0.140000 0.543846
-0.780000 -0.120000 0.514756
-0.780000 -0.100000 0.486466
-0.780000 -0.080000 0.458975
-0.780000 -0.060000 0.432285
-0.780000 -0.040000 0.406395
-0.780000 -0.020000 0.381305
-0.780000 0.000000 0.357015
-0.780000 0.020000 0.333525
-0.780000 0.040000 0.310834
-0.780000 0.060000 0.288944
-0.780000 0.080000 0.267854
-0.780000 0.100000 0.247564
-0.780000 0.120000 0.228074
-0.780000 0.140000 0.209384
-0.780000 0.160000 0.191493
-0.780000 0.180000 0.174403
-0.780000 0.200000 0.158113
-0.780000 0.220000 0.142623
-0.780000 0.240000 0.127933
-0.780000 0.260000 0.114043
-0.780000 0.280000 0.100952
-0.780000 0.300000 0.088662
-0.780000 0.320000 0.077172
-0.780000 0.340000 0.066482
-0.780000 0.360000 0.056592
-0.780000 0.380000 0.047502
-0.780000 0.400000 0.039211
-0.780000 0.420000 0.031721
-0.780000 0.440000 0.025031
-0.780000 0.460000 0.019141
-0.780000 0.480000 0.014051
-0.780000 0.500000 0.009761
-0.780000 0.520000 0.006270
-0.780000 0.540000 0.003580
-0.780000 0.560000 0.001690
-0.780000 0.580000 0.000600
-0.780000 0.600000 0.000310
-0.780000 0.620000 0.000820
-0.780000 0.640000 0.002129
-0.780000 0.660000 0.004239
-0.780000 0.680000 0.007149
-0.780000 0.700000 0.010859
-0.780000 0.720000 0.015369
-0.780000 0.740000 0.020679
-0.780000 0.760000 0.026788
-0.780000 0.780000 0.033698
-0.780000 0.800000 0.041408
-0.780000 0.820000 0.049918
-0.780000 0.840000 0.059228
-0.780000 0.860000 0.069338
-0.780000 0.880000 0.080248
-0.780000 0.900000 0.091957
-0.780000 0.920000 0.104467
-0.780000 0.940000 0.117777
-0.780000 0.960000 0.131887
-0.780000 0.980000 0.146797
-0.780000 1.000000 0.162507
-0.760000 -1.000000 2.551227
-0.760000 -0.980000 2.487737
-0.760000 -0.960000 2.425047
-0.760000 -0.940000 2.363157
-0.760000 -0.920000 2.302067
-0.760000 -0.900000 2.241777
-0.760000 -0.880000 2.182286
-0.760000 -0.860000 2.123596
-0.760000 -0.840000 2.065706
-0.760000 -0.820000 2.008616
-0.760000 -0.800000 1.952326
-0.760000 -0.780000 1.896836
-0.760000 -0.760000 1.842145
-0.760000 -0.740000 1.788255
-0.760000 -0.720000 1.732048
-0.760000 -0.700000 1.665120
-0.760000 -0.680000 1.589443
-0.760000 -0.660000 1.507631
-0.760000 -0.640000 1.422174
-0.760000 -0.620000 1.335412
-0.760000 -0.600000 1.249503
-0.760000 -0.580000 1.166390
-0.760000 -0.560000 1.087767
-0.760000 -0.540000 1.015044
-0.760000 -0.520000 0.949315
-0.760000 -0.500000 0.891342
-0.760000 -0.480000 0.841537
-0.760000 -0.460000 0.799977
-0.760000 -0.440000 0.766418
-0.760000 -0.420000 0.740337
-0.760000 -0.400000 0.720968
-0.760000 -0.380000 0.707352
-0.760000 -0.360000 0.698378
-0.760000 -0.340000 0.692820
-0.760000 -0.320000 0.689368
-0.760000 -0.300000 0.686645
-0.760000 -0.280000 0.683230
-0.760000 -0.260000 0.677661
-0.760000 -0.240000 0.668451
-0.760000 -0.220000 0.654086
-0.760000 -0.200000 0.633034
-0.760000 -0.180000 0.604131
-0.760000 -0.160000 0.573441
-0.760000 -0.140000 0.543550
-0.760000 -0.120000 0.514460
-0.760000 -0.100000 0.486170
-0.760000 -0.080000 0.458680
-0.760000 -0.060000 0.431990
-0.760000 -0.040000 0.406100
-0.760000 -0.020000 0.381009
-0.760000 0.000000 0.356719
-0.760000 0.020000 0.333229
-0.760000 0.040000 0.310539
-0.760000 0.060000 0.288649
-0.760000 0.080000 0.267559
-0.760000 0.100000 0.247268
-0.760000 0.120000 0.227778
-0.760000 0.140000 0.209088
-0.760000 0.160000 0.191198
-0.760000 0.180000 0.174108
-0.760000 0.200000 0.157818
-0.760000 0.220000 0.142327
-0.760000 0.240000 0.127637
-0.760000 0.260000 0.113747
-0.760000 0.280000 0.100657
-0.760000 0.300000 0.088367
-0.760000 0.320000 0.076877
-0.760000 0.340000 0.066186
-0.760000 0.360000 0.056296
-0.760000 0.380000 0.047206
-0.760000 0.400000 0.038916
-0.760000 0.420000 0.031426
-0.760000 0.440000 0.024736
-0.760000 0.460000 0.018846
-0.760000 0.480000 0.013755
-0.760000 0.500000 0.009465
-0.760000 0.520000 0.005975
-0.760000 0.540000 0.003285
-0.760000 0.560000 0.001395
-0.760000 0.580000 0.000305
-0.760000 0.600000 0.000014
-0.760000 0.620000 0.000524
-0.760000 0.640000 0.001834
-0.760000 0.660000 0.003944
-0.760000 0.680000 0.006854
-0.760000 0.700000 0.010564
-0.760000 0.720000 0.015073
-0.760000 0.740000 0.020383
-0.760000 0.760000 0.026493
-0.760000 0.780000 0.033403
-0.760000 0.800000 0.041113
-0.760000 0.820000 0.049623
-0.760000 0.840000 0.058932
-0.760000 0.860000 0.069042
-0.760000 0.880000 0.079952
-0.760000 0.900000 0.091662
-0.760000 0.920000 0.104172
-0.760000 0.940000 0.117482
-0.760000 0.960000 0.131591
-0.760000 0.980000 0.146501
-0.760000 1.000000 0.162211
-0.740000 -1.000000 2.551732
-0.740000 -0.980000 2.488242
-0.740000 -0.960000 2.425552
-0.740000 -0.940000 2.363662
-0.740000 -0.920000 2.302571
-0.740000 -0.900000 2.242281
-0.740000 -0.880000 2.182791
-0.740000 -0.860000 2.124101
-0.740000 -0.840000 2.066211
-0.740000 -0.820000 2.009121
-0.740000 -0.800000 1.952830
-0.740000 -0.780000 1.897340
-0.740000 -0.760000 1.842650
-0.740000 -0.740000 1.788760
-0.740000 -0.720000 1.735670
-0.740000 -0.700000 1.680250
-0.740000 -0.680000 1.615855
-0.740000 -0.660000 1.544593
-0.740000 -0.640000 1.468865
-0.740000 -0.620000 1.390915
-0.740000 -0.600000 1.312808
-0.740000 -0.580000 1.236396
-0.740000 -0.560000 1.163291
-0.740000 -0.540000 1.094838
-0.740000 -0.520000 1.032090
-0.740000 -0.500000 0.975793
-0.740000 -0.480000 0.926379
-0.740000 -0.460000 0.883974
-0.740000 -0.440000 0.848413
-0.740000 -0.420000 0.819268
-0.740000 -0.400000 0.795884
-0.740000 -0.380000 0.777413
-0.740000 -0.360000 0.762852
-0.740000 -0.340000 0.751073
-0.740000 -0.320000 0.740851
-0.740000 -0.300000 0.730887
-0.740000 -0.280000 0.719821
-0.740000 -0.260000 0.706249
-0.740000 -0.240000 0.688727
-0.740000 -0.220000 0.665783
-0.740000 -0.200000 0.636125
-0.740000 -0.180000 0.604635
-0.740000 -0.160000 0.573945
-0.740000 -0.140000 0.544055
-0.740000 -0.120000 0.514965
-0.740000 -0.100000 0.486675
-0.740000 -0.080000 0.459185
-0.740000 -0.060000 0.432494
-0.740000 -0.040000 0.406604
-0.740000 -0.020000 0.381514
-0.740000 0.000000 0.357224
-0.740000 0.020000 0.333734
-0.740000 0.040000 0.311044
-0.740000 0.060000 0.289153
-0.740000 0.080000 0.268063
-0.740000 0.100000 0.247773
-0.740000 0.120000 0.228283
-0.740000 0.140000 0.209593
-0.740000 0.160000 0.191703
-0.740000 0.180000 0.174612
-0.740000 0.200000 0.158322
-0.740000 0.220000 0.142832
-0.740000 0.240000 0.128142
-0.740000 0.260000 0.114252
-0.740000 0.280000 0.101162
-0.740000 0.300000 0.088871
-0.740000 0.320000 0.077381
-0.740000 0.340000 0.066691
-0.740000 0.360000 0.056801
-0.740000 0.380000 0.047711
-0.740000 0.400000 0.039421
-0.740000 0.420000 0.031930
-0.740000 0.440000 0.025240
-0.740000 0.460000 0.019350
-0.740000 0.480000 0.014260
-0.740000 0.500000 0.009970
-0.740000 0.520000 0.006480
-0.740000 0.540000 0.003789
-0.740000 0.560000 0.001899
-0.740000 0.580000 0.000809
-0.740000 0.600000 0.000519
-0.740000 0.620000 0.001029
-0.740000 0.640000 0.002339
-0.740000 0.660000 0.004448
-0.740000 0.680000 0.007358
-0.740000 0.700000 0.011068
-0.740000 0.720000 0.015578
-0.740000 0.740000 0.020888
-0.740000 0.760000 0.026998
-0.740000 0.780000 0.033907
-0.740000 0.800000 0.041617
-0.740000 0.820000 0.050127
-0.740000 0.840000 0.059437
-0.740000 0.860000 0.069547
-0.740000 0.880000 0.080457
-0.740000 0.900000 0.092167
-0.740000 0.920000 0.104676
-0.740000 0.940000 0.117986
-0.740000 0.960000 0.132096
-0.740000 0.980000 0.147006
-0.740000 1.000000 0.162716
-0.720000 -1.000000 2.553037
-0.720000 -0.980000 2.489546
-0.720000 -0.960000 2.426856
-0.720000 -0.940000 2.364966
-0.720000 -0.920000 2.303876
-0.720000 -0.900000 2.243586
-0.720000 -0.880000 2.184096
-0.720000 -0.860000 2.125405
-0.720000 -0.840000 2.067515
-0.720000 -0.820000 2.010425
-0.720000 -0.800000 1.954135
-0.720000 -0.780000 1.898645
-0.720000 -0.760000 1.843955
-0.720000 -0.740000 1.790064
-0.720000 -0.720000 1.736974
-0.720000 -0.700000 1.684684
-0.720000 -0.680000 1.631271
-0.720000 -0.660000 1.570884
-0.720000 -0.640000 1.505163
-0.720000 -0.620000 1.436266
-0.720000 -0.600000 1.366173
-0.720000 -0.580000 1.296656
-0.720000 -0.560000 1.229257
-0.720000 -0.540000 1.165268
-0.720000 -0.520000 1.105708
-0.720000 -0.500000 1.051312
-0.720000 -0.480000 1.002532
-0.720000 -0.460000 0.959536
-0.720000 -0.440000 0.922225
-0.720000 -0.420000 0.890257
-0.720000 -0.400000 0.863070
-0.720000 -0.380000 0.839917
-0.720000 -0.360000 0.819892
-0.720000 -0.340000 0.801958
-0.720000 -0.320000 0.784976
-0.720000 -0.300000 0.767721
-0.720000 -0.280000 0.748900
-0.720000 -0.260000 0.727164
-0.720000 -0.240000 0.701120
-0.720000 -0.220000 0.669720
-0.720000 -0.200000 0.637430
-0.720000 -0.180000 0.605940
-0.720000 -0.160000 0.575250
-0.720000 -0.140000 0.545360
-0.720000 -0.120000 0.516269
-0.720000 -0.100000 0.487979
-0.720000 -0.080000 0.460489
-0.720000 -0.060000 0.433799
-0.720000 -0.040000 0.407909
-0.720000 -0.020000 0.382819
-0.720000 0.000000 0.358528
-0.720000 0.020000 0.335038
-0.720000 0.040000 0.312348
-0.720000 0.060000 0.290458
-0.720000 0.080000 0.269368
-0.720000 0.100000 0.249078
-0.720000 0.120000 0.229587
-0.720000 0.140000 0.210897
-0.720000 0.160000 0.193007
-0.720000 0.180000 0.175917
-0.720000 0.200000 0.159627
-0.720000 0.220000 0.144137
-0.720000 0.240000 0.129446
-0.720000 0.260000 0.115556
-0.720000 0.280000 0.102466
-0.720000 0.300000 0.090176
-0.720000 0.320000 0.078686
-0.720000 0.340000 0.067996
-0.720000 0.360000 0.058105
-0.720000 0.380000 0.049015
-0.720000 0.400000 0.040725
-0.720000 0.420000 0.033235
-0.720000 0.440000 0.026545
-0.720000 0.460000 0.020655
-0.720000 0.480000 0.015565
-0.720000 0.500000 0.011274
-0.720000 0.520000 0.007784
-0.720000 0.540000 0.005094
-0.720000 0.560000 0.003204
-0.720000 0.580000 0.002114
-0.720000 0.600000 0.001824
-0.720000 0.620000 0.002333
-0.720000 0.640000 0.003643
-0.720000 0.660000 0.005753
-0.720000 0.680000 0.008663
-0.720000 0.700000 0.012373
-0.720000 0.720000 0.016883
-0.720000 0.740000 0.022192
-0.720000 0.760000 0.028302
-0.720000 0.780000 0.035212
-0.720000 0.800000 0.042922
-0.720000 0.820000 0.051432
-0.720000 0.840000 0.060742
-0.720000 0.860000 0.070851
-0.720000 0.880000 0.081761
-0.720000 0.900000 0.093471
-0.720000 0.920000 0.105981
-0.720000 0.940000 0.119291
-0.720000 0.960000 0.133401
-0.720000 0.980000 0.148310
-0.720000 1.000000 0.164020
-0.700000 -1.000000 2.555141
-0.700000 -0.980000 2.491651
-0.700000 -0.960000 2.428961
-0.700000 -0.940000 2.367071
-0.700000 -0.920000 2.305981
-0.700000 -0.900000 2.245690
-0.700000 -0.880000 2.186200
-0.700000 -0.860000 2.127510
-0.700000 -0.840000 2.069620
-0.700000 -0.820000 2.012530
-0.700000 -0.800000 1.956240
-0.700000 -0.780000 1.900749
-0.700000 -0.760000 1.846059
-0.700000 -0.740000 1.792169
-0.700000 -0.720000 1.739079
-0.700000 -0.700000 1.686789
-0.700000 -0.680000 1.635299
-0.700000 -0.660000 1.584213
-0.700000 -0.640000 1.528767
-0.700000 -0.620000 1.469160
-0.700000 -0.600000 1.407294
-0.700000 -0.580000 1.344873
-0.700000 -0.560000 1.283380
-0.700000 -0.540000 1.224058
-0.700000 -0.520000 1.167900
-0.700000 -0.500000 1.115638
-0.700000 -0.480000 1.067736
-0.700000 -0.460000 1.024403
-0.700000 -0.440000 0.985597
-0.700000 -0.420000 0.951049
-0.700000 -0.400000 0.920280
-0.700000 -0.380000 0.892633
-0.700000 -0.360000 0.867288
-0.700000 -0.340000 0.843298
-0.700000 -0.320000 0.819602
-0.700000 -0.300000 0.795049
-0.700000 -0.280000 0.768411
-0.700000 -0.260000 0.738399
-0.700000 -0.240000 0.704915
-0.700000 -0.220000 0.671825
-0.700000 -0.200000 0.639535
-0.700000 -0.180000 0.608044
-0.700000 -0.160000 0.577354
-0.700000 -0.140000 0.547464
-0.700000 -0.120000 0.518374
-0.700000 -0.100000 0.490084
-0.700000 -0.080000 0.462594
-0.700000 -0.060000 0.435903
-0.700000 -0.040000 0.410013
-0.700000 -0.020000 0.384923
-0.700000 0.000000 0.360633
-0.700000 0.020000 0.337143
-0.700000 0.040000 0.314453
-0.700000 0.060000 0.292563
-0.700000 0.080000 0.271472
-0.700000 0.100000 0.251182
-0.700000 0.120000 0.231692
-0.700000 0.140000 0.213002
-0.700000 0.160000 0.195112
-0.700000 0.180000 0.178022
-0.700000 0.200000 0.161731
-0.700000 0.220000 0.146241
-0.700000 0.240000 0.131551
-0.700000 0.260000 0.117661
-0.700000 0.280000 0.104571
-0.700000 0.300000 0.092281
-0.700000 0.320000 0.080790
-0.700000 0.340000 0.070100
-0.700000 0.360000 0.060210
-0.700000 0.380000 0.051120
-0.700000 0.400000 0.042830
-0.700000 0.420000 0.035340
-0.700000 0.440000 0.028649
-0.700000 0.460000 0.022759
-0.700000 0.480000 0.017669
-0.700000 0.500000 0.013379
-0.700000 0.520000 0.009889
-0.700000 0.540000 0.007199
-0.700000 0.560000 0.005308
-0.700000 0.580000 0.004218
-0.700000 0.600000 0.003928
-0.700000 0.620000 0.004438
-0.700000 0.640000 0.005748
-0.700000 0.660000 0.007858
-0.700000 0.680000 0.010767
-0.700000 0.700000 0.014477
-0.700000 0.720000 0.018987
-0.700000 0.740000 0.024297
-0.700000 0.760000 0.030407
-0.700000 0.780000 0.037317
-0.700000 0.800000 0.045026
-0.700000 0.820000 0.053536
-0.700000 0.840000 0.062846
-0.700000 0.860000 0.072956
-0.700000 0.880000 0.083866
-0.700000 0.900000 0.095576
-0.700000 0.920000 0.108085
-0.700000 0.940000 0.121395
-0.700000 0.960000 0.135505
-0.700000 0.980000 0.150415
-0.700000 1.000000 0.166125
-0.680000 -1.000000 2.558046
-0.680000 -0.980000 2.494556
-0.680000 -0.960000 2.431865
-0.680000 -0.940000 2.369975
-0.680000 -0.920000 2.308885
-0.680000 -0.900000 2.248595
-0.680000 -0.880000 2.189105
-0.680000 -0.860000 2.130415
-0.680000 -0.840000 2.072524
-0.680000 -0.820000 2.015434
-0.680000 -0.800000 1.959144
-0.680000 -0.780000 1.903654
-0.680000 -0.760000 1.848964
-0.680000 -0.740000 1.795074
-0.680000 -0.720000 1.741983
-0.680000 -0.700000 1.689693
-0.680000 -0.680000 1.638203
-0.680000 -0.660000 1.587513
-0.680000 -0.640000 1.537623
-0.680000 -0.620000 1.487298
-0.680000 -0.600000 1.433877
-0.680000 -0.580000 1.378760
-0.680000 -0.560000 1.323377
-0.680000 -0.540000 1.268935
-0.680000 -0.520000 1.216403
-0.680000 -0.500000 1.166509
-0.680000 -0.480000 1.119733
-0.680000 -0.460000 1.076317
-0.680000 -0.440000 1.036271
-0.680000 -0.420000 0.999388
-0.680000 -0.400000 0.965265
-0.680000 -0.380000 0.933321
-0.680000 -0.360000 0.902822
-0.680000 -0.340000 0.872897
-0.680000 -0.320000 0.842563
-0.680000 -0.300000 0.810739
-0.680000 -0.280000 0.776400
-0.680000 -0.260000 0.741710
-0.680000 -0.240000 0.707820
-0.680000 -0.220000 0.674729
-0.680000 -0.200000 0.642439
-0.680000 -0.180000 0.610949
-0.680000 -0.160000 0.580259
-0.680000 -0.140000 0.550369
-0.680000 -0.120000 0.521279
-0.680000 -0.100000 0.492988
-0.680000 -0.080000 0.465498
-0.680000 -0.060000 0.438808
-0.680000 -0.040000 0.412918
-0.680000 -0.020000 0.387828
-0.680000 0.000000 0.363538
-0.680000 0.020000 0.340047
-0.680000 0.040000 0.317357
-0.680000 0.060000 0.295467
-0.680000 0.080000 0.274377
-0.680000 0.100000 0.254087
-0.680000 0.120000 0.234597
-0.680000 0.140000 0.215906
-0.680000 0.160000 0.198016
-0.680000 0.180000 0.180926
-0.680000 0.200000 0.164636
-0.680000 0.220000 0.149146
-0.680000 0.240000 0.134456
-0.680000 0.260000 0.120565
-0.680000 0.280000 0.107475
-0.680000 0.300000 0.095185
-0.680000 0.320000 0.083695
-0.680000 0.340000 0.073005
-0.680000 0.360000 0.063115
-0.680000 0.380000 0.054024
-0.680000 0.400000 0.045734
-0.680000 0.420000 0.038244
-0.680000 0.440000 0.031554
-0.680000 0.460000 0.025664
-0.680000 0.480000 0.020574
-0.680000 0.500000 0.016283
-0.680000 0.520000 0.012793
-0.680000 0.540000 0.010103
-0.680000 0.560000 0.008213
-0.680000 0.580000 0.007123
-0.680000 0.600000 0.006833
-0.680000 0.620000 0.007343
-0.680000 0.640000 0.008652
-0.680000 0.660000 0.010762
-0.680000 0.680000 0.013672
-0.680000 0.700000 0.017382
-0.680000 0.720000 0.021892
-0.680000 0.740000 0.027202
-0.680000 0.760000 0.033311
-0.680000 0.780000 0.040221
-0.680000 0.800000 0.047931
-0.680000 0.820000 0.056441
-0.680000 0.840000 0.065751
-0.680000 0.860000 0.075861
-0.680000 0.880000 0.086770
-0.680000 0.900000 0.098480
-0.680000 0.920000 0.110990
-0.680000 0.940000 0.124300
-0.680000 0.960000 0.138410
-0.680000 0.980000 0.153320
-0.680000 1.000000 0.169029
-0.660000 -1.000000 2.561750
-0.660000 -0.980000 2.498260
-0.660000 -0.960000 2.435570
-0.660000 -0.940000 2.373680
-0.660000 -0.920000 2.312590
-0.660000 -0.900000 2.252300
-0.660000 -0.880000 2.192809
-0.660000 -0.860000 2.134119
-0.660000 -0.840000 2.076229
-0.660000 -0.820000 2.019139
-0.660000 -0.800000 1.962849
-0.660000 -0.780000 1.907359
-0.660000 -0.760000 1.852668
-0.660000 -0.740000 1.798778
-0.660000 -0.720000 1.745688
-0.660000 -0.700000 1.693398
-0.660000 -0.680000 1.641908
-0.660000 -0.660000 1.591218
-0.660000 -0.640000 1.541327
-0.660000 -0.620000 1.492237
-0.660000 -0.600000 1.443947
-0.660000 -0.580000 1.396033
-0.660000 -0.560000 1.346974
-0.660000 -0.540000 1.297630
-0.660000 -0.520000 1.248953
-0.660000 -0.500000 1.201666
-0.660000 -0.480000 1.156264
-0.660000 -0.460000 1.113020
-0.660000 -0.440000 1.071988
-0.660000 -0.420000 1.033018
-0.660000 -0.400000 0.995772
-0.660000 -0.380000 0.959741
-0.660000 -0.360000 0.924264
-0.660000 -0.340000 0.888546
-0.660000 -0.320000 0.851885
-0.660000 -0.300000 0.815595
-0.660000 -0.280000 0.780104
-0.660000 -0.260000 0.745414
-0.660000 -0.240000 0.711524
-0.660000 -0.220000 0.678434
-0.660000 -0.200000 0.646144
-0.660000 -0.180000 0.614654
-0.660000 -0.160000 0.583963
-0.660000 -0.140000 0.554073
-0.660000 -0.120000 0.524983
-0.660000 -0.100000 0.496693
-0.660000 -0.080000 0.469203
-0.660000 -0.060000 0.442513
-0.660000 -0.040000 0.416622
-0.660000 -0.020000 0.391532
-0.660000 0.000000 0.367242
-0.660000 0.020000 0.343752
-0.660000 0.040000 0.321062
-0.660000 0.060000 0.299172
-0.660000 0.080000 0.278082
-0.660000 0.100000 0.257791
-0.660000 0.120000 0.238301
-0.660000 0.140000 0.219611
-0.660000 0.160000 0.201721
-0.660000 0.180000 0.184631
-0.660000 0.200000 0.168341
-0.660000 0.220000 0.152850
-0.660000 0.240000 0.138160
-0.660000 0.260000 0.124270
-0.660000 0.280000 0.111180
-0.660000 0.300000 0.098890
-0.660000 0.320000 0.087400
-0.660000 0.340000 0.076709
-0.660000 0.360000 0.066819
-0.660000 0.380000 0.057729
-0.660000 0.400000 0.049439
-0.660000 0.420000 0.041949
-0.660000 0.440000 0.035259
-0.660000 0.460000 0.029368
-0.660000 0.480000 0.024278
-0.660000 0.500000 0.019988
-0.660000 0.520000 0.016498
-0.660000 0.540000 0.013808
-0.660000 0.560000 0.011918
-0.660000 0.580000 0.010827
-0.660000 0.600000 0.010537
-0.660000 0.620000 0.011047
-0.660000 0.640000 0.012357
-0.660000 0.660000 0.014467
-0.660000 0.680000 0.017377
-0.660000 0.700000 0.021086
-0.660000 0.720000 0.025596
-0.660000 0.740000 0.030906
-0.660000 0.760000 0.037016
-0.660000 0.780000 0.043926
-0.660000 0.800000 0.051636
-0.660000 0.820000 0.060145
-0.660000 0.840000 0.069455
-0.660000 0.860000 0.079565
-0.660000 0.880000 0.090475
-0.660000 0.900000 0.102185
-0.660000 0.920000 0.114695
-0.660000 0.940000 0.128004
-0.660000 0.960000 0.142114
-0.660000 0.980000 0.157024
-0.660000 1.000000 0.172734
-0.640000 -1.000000 2.566255
-0.640000 -0.980000 2.502765
-0.640000 -0.960000 2.440075
-0.640000 -0.940000 2.377831
-0.640000 -0.920000 2.315602
-0.640000 -0.900000 2.255446
-0.640000 -0.880000 2.197109
-0.640000 -0.860000 2.138624
-0.640000 -0.840000 2.080734
-0.640000 -0.820000 2.023643
-0.640000 -0.800000 1.967353
-0.640000 -0.780000 1.911863
-0.640000 -0.760000 1.857173
-0.640000 -0.740000 1.803283
-0.640000 -0.720000 1.750193
-0.640000 -0.700000 1.697902
-0.640000 -0.680000 1.646412
-0.640000 -0.660000 1.595711
-0.640000 -0.640000 1.541148
-0.640000 -0.620000 1.486063
-0.640000 -0.600000 1.436698
-0.640000 -0.580000 1.393756
-0.640000 -0.560000 1.353075
-0.640000 -0.540000 1.308381
-0.640000 -0.520000 1.263291
-0.640000 -0.500000 1.218848
-0.640000 -0.480000 1.175072
-0.640000 -0.460000 1.132254
-0.640000 -0.440000 1.090491
-0.640000 -0.420000 1.049682
-0.640000 -0.400000 1.009550
-0.640000 -0.380000 0.970060
-0.640000 -0.360000 0.931370
-0.640000 -0.340000 0.893480
-0.640000 -0.320000 0.856389
-0.640000 -0.300000 0.820099
-0.640000 -0.280000 0.784609
-0.640000 -0.260000 0.749919
-0.640000 -0.240000 0.716029
-0.640000 -0.220000 0.682939
-0.640000 -0.200000 0.650648
-0.640000 -0.180000 0.619158
-0.640000 -0.160000 0.588468
-0.640000 -0.140000 0.558578
-0.640000 -0.120000 0.529488
-0.640000 -0.100000 0.501198
-0.640000 -0.080000 0.473707
-0.640000 -0.060000 0.447017
-0.640000 -0.040000 0.421127
-0.640000 -0.020000 0.396037
-0.640000 0.000000 0.371747
-0.640000 0.020000 0.348257
-0.640000 0.040000 0.325566
-0.640000 0.060000 0.303676
-0.640000 0.080000 0.282586
-0.640000 0.100000 0.262296
-0.640000 0.120000 0.242806
-0.640000 0.140000 0.224116
-0.640000 0.160000 0.206225
-0.640000 0.180000 0.189135
-0.640000 0.200000 0.172845
-0.640000 0.220000 0.157355
-0.640000 0.240000 0.142665
-0.640000 0.260000 0.128775
-0.640000 0.280000 0.115684
-0.640000 0.300000 0.103394
-0.640000 0.320000 0.091904
-0.640000 0.340000 0.081214
-0.640000 0.360000 0.071324
-0.640000 0.380000 0.062234
-0.640000 0.400000 0.053943
-0.640000 0.420000 0.046453
-0.640000 0.440000 0.039763
-0.640000 0.460000 0.033873
-0.640000 0.480000 0.028783
-0.640000 0.500000 0.024493
-0.640000 0.520000 0.021002
-0.640000 0.540000 0.018312
-0.640000 0.560000 0.016422
-0.640000 0.580000 0.015332
-0.640000 0.600000 0.015042
-0.640000 0.620000 0.015552
-0.640000 0.640000 0.016862
-0.640000 0.660000 0.018971
-0.640000 0.680000 0.021881
-0.640000 0.700000 0.025591
-0.640000 0.720000 0.030101
-0.640000 0.740000 0.035411
-0.640000 0.760000 0.041521
-0.640000 0.780000 0.048430
-0.640000 0.800000 0.056140
-0.640000 0.820000 0.064650
-0.640000 0.840000 0.073960
-0.640000 0.860000 0.084070
-0.640000 0.880000 0.094980
-0.640000 0.900000 0.106689
-0.640000 0.920000 0.119199
-0.640000 0.940000 0.132509
-0.640000 0.960000 0.146619
-0.640000 0.980000 0.161529
-0.640000 1.000000 0.177239
-0.620000 -1.000000 2.571559
-0.620000 -0.980000 2.500908
-0.620000 -0.960000 2.423044
-0.620000 -0.940000 2.347020
-0.620000 -0.920000 2.278597
-0.620000 -0.900000 2.220074
-0.620000 -0.880000 2.170496
-0.620000 -0.860000 2.126178
-0.620000 -0.840000 2.081349
-0.620000 -0.820000 2.028948
-0.620000 -0.800000 1.972658
-0.620000 -0.780000 1.917168
-0.620000 -0.760000 1.862478
-0.620000 -0.740000 1.808587
-0.620000 -0.720000 1.755497
-0.620000 -0.700000 1.703207
-0.620000 -0.680000 1.645838
-0.620000 -0.660000 1.570691
-0.620000 -0.640000 1.493357
-0.620000 -0.620000 1.426710
-0.620000 -0.600000 1.377107
-0.620000 -0.580000 1.344204
-0.620000 -0.560000 1.322057
-0.620000 -0.540000 1.300866
-0.620000 -0.520000 1.268493
-0.620000 -0.500000 1.224305
-0.620000 -0.480000 1.180815
-0.620000 -0.460000 1.138125
-0.620000 -0.440000 1.096235
-0.620000 -0.420000 1.055145
-0.620000 -0.400000 1.014855
-0.620000 -0.380000 0.975364
-0.620000 -0.360000 0.936674
-0.620000 -0.340000 0.898784
-0.620000 -0.320000 0.861694
-0.620000 -0.300000 0.825404
-0.620000 -0.280000 0.789914
-0.620000 -0.260000 0.755223
-0.620000 -0.240000 0.721333
-0.620000 -0.220000 0.688243
-0.620000 -0.200000 0.655953
-0.620000 -0.180000 0.624463
-0.620000 -0.160000 0.593773
-0.620000 -0.140000 0.563882
-0.620000 -0.120000 0.534792
-0.620000 -0.100000 0.506502
-0.620000 -0.080000 0.479012
-0.620000 -0.060000 0.452322
-0.620000 -0.040000 0.426432
-0.620000 -0.020000 0.401341
-0.620000 0.000000 0.377051
-0.620000 0.020000 0.353561
-0.620000 0.040000 0.330871
-0.620000 0.060000 0.308981
-0.620000 0.080000 0.287891
-0.620000 0.100000 0.267600
-0.620000 0.120000 0.248110
-0.620000 0.140000 0.229420
-0.620000 0.160000 0.211530
-0.620000 0.180000 0.194440
-0.620000 0.200000 0.178150
-0.620000 0.220000 0.162660
-0.620000 0.240000 0.147969
-0.620000 0.260000 0.134079
-0.620000 0.280000 0.120989
-0.620000 0.300000 0.108699
-0.620000 0.320000 0.097209
-0.620000 0.340000 0.086519
-0.620000 0.360000 0.076628
-0.620000 0.380000 0.067538
-0.620000 0.400000 0.059248
-0.620000 0.420000 0.051758
-0.620000 0.440000 0.045068
-0.620000 0.460000 0.039178
-0.620000 0.480000 0.034087
-0.620000 0.500000 0.029797
-0.620000 0.520000 0.026307
-0.620000 0.540000 0.023617
-0.620000 0.560000 0.021727
-0.620000 0.580000 0.020637
-0.620000 0.600000 0.020346
-0.620000 0.620000 0.020856
-0.620000 0.640000 0.022166
-0.620000 0.660000 0.024276
-0.620000 0.680000 0.027186
-0.620000 0.700000 0.030896
-0.620000 0.720000 0.035405
-0.620000 0.740000 0.040715
-0.620000 0.760000 0.046825
-0.620000 0.780000 0.053735
-0.620000 0.800000 0.061445
-0.620000 0.820000 0.069955
-0.620000 0.840000 0.079264
-0.620000 0.860000 0.089374
-0.620000 0.880000 0.100284
-0.620000 0.900000 0.111994
-0.620000 0.920000 0.124504
-0.620000 0.940000 0.137814
-0.620000 0.960000 0.151923
-0.620000 0.980000 0.166833
-0.620000 1.000000 0.182543
-0.600000 -1.000000 2.554612
-0.600000 -0.980000 2.455849
-0.600000 -0.960000 2.357098
-0.600000 -0.940000 2.268189
-0.600000 -0.920000 2.195148
-0.600000 -0.900000 2.139905
-0.600000 -0.880000 2.100597
-0.600000 -0.860000 2.072345
-0.600000 -0.840000 2.048191
-0.600000 -0.820000 2.019873
-0.600000 -0.800000 1.978329
-0.600000 -0.780000 1.923272
-0.600000 -0.760000 1.868582
-0.600000 -0.740000 1.814692
-0.600000 -0.720000 1.761602
-0.600000 -0.700000 1.700980
-0.600000 -0.680000 1.608198
-0.600000 -0.660000 1.502446
-0.600000 -0.640000 1.404073
-0.600000 -0.620000 1.327680
-0.600000 -0.600000 1.279910
-0.600000 -0.580000 1.258913
-0.600000 -0.560000 1.256299
-0.600000 -0.540000 1.260001
-0.600000 -0.520000 1.256228
-0.600000 -0.500000 1.230359
-0.600000 -0.480000 1.186920
-0.600000 -0.460000 1.144230
-0.600000 -0.440000 1.102339
-0.600000 -0.420000 1.061249
-0.600000 -0.400000 1.020959
-0.600000 -0.380000 0.981469
-0.600000 -0.360000 0.942779
-0.600000 -0.340000 0.904889
-0.600000 -0.320000 0.867799
-0.600000 -0.300000 0.831508
-0.600000 -0.280000 0.796018
-0.600000 -0.260000 0.761328
-0.600000 -0.240000 0.727438
-0.600000 -0.220000 0.694348
-0.600000 -0.200000 0.662058
-0.600000 -0.180000 0.630567
-0.600000 -0.160000 0.599877
-0.600000 -0.140000 0.569987
-0.600000 -0.120000 0.540897
-0.600000 -0.100000 0.512607
-0.600000 -0.080000 0.485117
-0.600000 -0.060000 0.458426
-0.600000 -0.040000 0.432536
-0.600000 -0.020000 0.407446
-0.600000 0.000000 0.383156
-0.600000 0.020000 0.359666
-0.600000 0.040000 0.336976
-0.600000 0.060000 0.315085
-0.600000 0.080000 0.293995
-0.600000 0.100000 0.273705
-0.600000 0.120000 0.254215
-0.600000 0.140000 0.235525
-0.600000 0.160000 0.217635
-0.600000 0.180000 0.200544
-0.600000 0.200000 0.184254
-0.600000 0.220000 0.168764
-0.600000 0.240000 0.154074
-0.600000 0.260000 0.140184
-0.600000 0.280000 0.127094
-0.600000 0.300000 0.114803
-0.600000 0.320000 0.103313
-0.600000 0.340000 0.092623
-0.600000 0.360000 0.082733
-0.600000 0.380000 0.073643
-0.600000 0.400000 0.065353
-0.600000 0.420000 0.057862
-0.600000 0.440000 0.051172
-0.600000 0.460000 0.045282
-0.600000 0.480000 0.040192
-0.600000 0.500000 0.035902
-0.600000 0.520000 0.032412
-0.600000 0.540000 0.029721
-0.600000 0.560000 0.027831
-0.600000 0.580000 0.026741
-0.600000 0.600000 0.026451
-0.600000 0.620000 0.026961
-0.600000 0.640000 0.028271
-0.600000 0.660000 0.030381
-0.600000 0.680000 0.033290
-0.600000 0.700000 0.037000
-0.600000 0.720000 0.041510
-0.600000 0.740000 0.046820
-0.600000 0.760000 0.052930
-0.600000 0.780000 0.059840
-0.600000 0.800000 0.067549
-0.600000 0.820000 0.076059
-0.600000 0.840000 0.085369
-0.600000 0.860000 0.095479
-0.600000 0.880000 0.106389
-0.600000 0.900000 0.118099
-0.600000 0.920000 0.130608
-0.600000 0.940000 0.143918
-0.600000 0.960000 0.158028
-0.600000 0.980000 0.172938
-0.600000 1.000000 0.188648
-0.580000 -1.000000 2.500388
-0.580000 -0.980000 2.375066
-0.580000 -0.960000 2.256719
-0.580000 -0.940000 2.156249
-0.580000 -0.920000 2.080120
-0.580000 -0.900000 2.029802
-0.580000 -0.880000 2.002193
-0.580000 -0.860000 1.990883
-0.580000 -0.840000 1.987539
-0.580000 -0.820000 1.982848
-0.580000 -0.800000 1.967009
-0.580000 -0.780000 1.929934
-0.580000 -0.760000 1.875487
-0.580000 -0.740000 1.821597
-0.580000 -0.720000 1.766618
-0.580000 -0.700000 1.672938
-0.580000 -0.680000 1.546227
-0.580000 -0.660000 1.412415
-0.580000 -0.640000 1.294596
-0.580000 -0.620000 1.210052
-0.580000 -0.600000 1.166150
-0.580000 -0.580000 1.158719
-0.580000 -0.560000 1.175893
-0.580000 -0.540000 1.203084
-0.580000 -0.520000 1.225084
-0.580000 -0.500000 1.226455
-0.580000 -0.480000 1.193824
-0.580000 -0.460000 1.151134
-0.580000 -0.440000 1.109244
-0.580000 -0.420000 1.068154
-0.580000 -0.400000 1.027864
-0.580000 -0.380000 0.988374
-0.580000 -0.360000 0.949683
-0.580000 -0.340000 0.911793
-0.580000 -0.320000 0.874703
-0.580000 -0.300000 0.838413
-0.580000 -0.280000 0.802923
-0.580000 -0.260000 0.768233
-0.580000 -0.240000 0.734342
-0.580000 -0.220000 0.701252
-0.580000 -0.200000 0.668962
-0.580000 -0.180000 0.637472
-0.580000 -0.160000 0.606782
-0.580000 -0.140000 0.576892
-0.580000 -0.120000 0.547801
-0.580000 -0.100000 0.519511
-0.580000 -0.080000 0.492021
-0.580000 -0.060000 0.465331
-0.580000 -0.040000 0.439441
-0.580000 -0.020000 0.414351
-0.580000 0.000000 0.390060
-0.580000 0.020000 0.366570
-0.580000 0.040000 0.343880
-0.580000 0.060000 0.321990
-0.580000 0.080000 0.300900
-0.580000 0.100000 0.280610
-0.580000 0.120000 0.261119
-0.580000 0.140000 0.242429
-0.580000 0.160000 0.224539
-0.580000 0.180000 0.207449
-0.580000 0.200000 0.191159
-0.580000 0.220000 0.175669
-0.580000 0.240000 0.160979
-0.580000 0.260000 0.147088
-0.580000 0.280000 0.133998
-0.580000 0.300000 0.121708
-0.580000 0.320000 0.110218
-0.580000 0.340000 0.099528
-0.580000 0.360000 0.089638
-0.580000 0.380000 0.080547
-0.580000 0.400000 0.072257
-0.580000 0.420000 0.064767
-0.580000 0.440000 0.058077
-0.580000 0.460000 0.052187
-0.580000 0.480000 0.047097
-0.580000 0.500000 0.042806
-0.580000 0.520000 0.039316
-0.580000 0.540000 0.036626
-0.580000 0.560000 0.034736
-0.580000 0.580000 0.033646
-0.580000 0.600000 0.033356
-0.580000 0.620000 0.033865
-0.580000 0.640000 0.035175
-0.580000 0.660000 0.037285
-0.580000 0.680000 0.040195
-0.580000 0.700000 0.043905
-0.580000 0.720000 0.048415
-0.580000 0.740000 0.053724
-0.580000 0.760000 0.059834
-0.580000 0.780000 0.066744
-0.580000 0.800000 0.074454
-0.580000 0.820000 0.082964
-0.580000 0.840000 0.092274
-0.580000 0.860000 0.102383
-0.580000 0.880000 0.113293
-0.580000 0.900000 0.125003
-0.580000 0.920000 0.137513
-0.580000 0.940000 0.150823
-0.580000 0.960000 0.164933
-0.580000 0.980000 0.179842
-0.580000 1.000000 0.195552
-0.560000 -1.000000 2.423984
-0.560000 -0.980000 2.273786
-0.560000 -0.960000 2.137034
-0.560000 -0.940000 2.026150
-0.560000 -0.920000 1.948381
-0.560000 -0.900000 1.904620
-0.560000 -0.880000 1.889998
-0.560000 -0.860000 1.896098
-0.560000 -0.840000 1.913056
-0.560000 -0.820000 1.930601
-0.560000 -0.800000 1.938337
-0.560000 -0.780000 1.925792
-0.560000 -0.760000 1.883191
-0.560000 -0.740000 1.829301
-0.560000 -0.720000 1.759892
-0.560000 -0.700000 1.635773
-0.560000 -0.680000 1.480679
-0.560000 -0.660000 1.322248
-0.560000 -0.640000 1.186544
-0.560000 -0.620000 1.094958
-0.560000 -0.600000 1.056865
-0.560000 -0.580000 1.064160
-0.560000 -0.560000 1.099945
-0.560000 -0.540000 1.147460
-0.560000 -0.520000 1.190725
-0.560000 -0.500000 1.213890
-0.560000 -0.480000 1.201073
-0.560000 -0.460000 1.158839
-0.560000 -0.440000 1.116949
-0.560000 -0.420000 1.075858
-0.560000 -0.400000 1.035568
-0.560000 -0.380000 0.996078
-0.560000 -0.360000 0.957388
-0.560000 -0.340000 0.919498
-0.560000 -0.320000 0.882408
-0.560000 -0.300000 0.846117
-0.560000 -0.280000 0.810627
-0.560000 -0.260000 0.775937
-0.560000 -0.240000 0.742047
-0.560000 -0.220000 0.708957
-0.560000 -0.200000 0.676667
-0.560000 -0.180000 0.645177
-0.560000 -0.160000 0.614486
-0.560000 -0.140000 0.584596
-0.560000 -0.120000 0.555506
-0.560000 -0.100000 0.527216
-0.560000 -0.080000 0.499726
-0.560000 -0.060000 0.473036
-0.560000 -0.040000 0.447145
-0.560000 -0.020000 0.422055
-0.560000 0.000000 0.397765
-0.560000 0.020000 0.374275
-0.560000 0.040000 0.351585
-0.560000 0.060000 0.329695
-0.560000 0.080000 0.308604
-0.560000 0.100000 0.288314
-0.560000 0.120000 0.268824
-0.560000 0.140000 0.250134
-0.560000 0.160000 0.232244
-0.560000 0.180000 0.215154
-0.560000 0.200000 0.198863
-0.560000 0.220000 0.183373
-0.560000 0.240000 0.168683
-0.560000 0.260000 0.154793
-0.560000 0.280000 0.141703
-0.560000 0.300000 0.129413
-0.560000 0.320000 0.117922
-0.560000 0.340000 0.107232
-0.560000 0.360000 0.097342
-0.560000 0.380000 0.088252
-0.560000 0.400000 0.079962
-0.560000 0.420000 0.072472
-0.560000 0.440000 0.065781
-0.560000 0.460000 0.059891
-0.560000 0.480000 0.054801
-0.560000 0.500000 0.050511
-0.560000 0.520000 0.047021
-0.560000 0.540000 0.044331
-0.560000 0.560000 0.042440
-0.560000 0.580000 0.041350
-0.560000 0.600000 0.041060
-0.560000 0.620000 0.041570
-0.560000 0.640000 0.042880
-0.560000 0.660000 0.044990
-0.560000 0.680000 0.047899
-0.560000 0.700000 0.051609
-0.560000 0.720000 0.056119
-0.560000 0.740000 0.061429
-0.560000 0.760000 0.067539
-0.560000 0.780000 0.074449
-0.560000 0.800000 0.082159
-0.560000 0.820000 0.090668
-0.560000 0.840000 0.099978
-0.560000 0.860000 0.110088
-0.560000 0.880000 0.120998
-0.560000 0.900000 0.132708
-0.560000 0.920000 0.145218
-0.560000 0.940000 0.158527
-0.560000 0.960000 0.172637
-0.560000 0.980000 0.187547
-0.560000 1.000000 0.203257
-0.540000 -1.000000 2.340466
-0.540000 -0.980000 2.167410
-0.540000 -0.960000 2.013377
-0.540000 -0.940000 1.892933
-0.540000 -0.920000 1.814805
-0.540000 -0.900000 1.779209
-0.540000 -0.880000 1.778578
-0.540000 -0.860000 1.801843
-0.540000 -0.840000 1.837656
-0.540000 -0.820000 1.875067
-0.540000 -0.800000 1.903337
-0.540000 -0.780000 1.911767
-0.540000 -0.760000 1.889644
-0.540000 -0.740000 1.837806
-0.540000 -0.720000 1.751579
-0.540000 -0.700000 1.606527
-0.540000 -0.680000 1.431006
-0.540000 -0.660000 1.253537
-0.540000 -0.640000 1.102311
-0.540000 -0.620000 1.003791
-0.540000 -0.600000 0.973073
-0.540000 -0.580000 0.994753
-0.540000 -0.560000 1.045340
-0.540000 -0.540000 1.107746
-0.540000 -0.520000 1.165947
-0.540000 -0.500000 1.203969
-0.540000 -0.480000 1.205823
-0.540000 -0.460000 1.167343
-0.540000 -0.440000 1.125453
-0.540000 -0.420000 1.084363
-0.540000 -0.400000 1.044073
-0.540000 -0.380000 1.004583
-0.540000 -0.360000 0.965893
-0.540000 -0.340000 0.928002
-0.540000 -0.320000 0.890912
-0.540000 -0.300000 0.854622
-0.540000 -0.280000 0.819132
-0.540000 -0.260000 0.784442
-0.540000 -0.240000 0.750552
-0.540000 -0.220000 0.717461
-0.540000 -0.200000 0.685171
-0.540000 -0.180000 0.653681
-0.540000 -0.160000 0.622991
-0.540000 -0.140000 0.593101
-0.540000 -0.120000 0.564011
-0.540000 -0.100000 0.535720
-0.540000 -0.080000 0.508230
-0.540000 -0.060000 0.481540
-0.540000 -0.040000 0.455650
-0.540000 -0.020000 0.430560
-0.540000 0.000000 0.406270
-0.540000 0.020000 0.382779
-0.540000 0.040000 0.360089
-0.540000 0.060000 0.338199
-0.540000 0.080000 0.317109
-0.540000 0.100000 0.296819
-0.540000 0.120000 0.277329
-0.540000 0.140000 0.258638
-0.540000 0.160000 0.240748
-0.540000 0.180000 0.223658
-0.540000 0.200000 0.207368
-0.540000 0.220000 0.191878
-0.540000 0.240000 0.177188
-0.540000 0.260000 0.163297
-0.540000 0.280000 0.150207
-0.540000 0.300000 0.137917
-0.540000 0.320000 0.126427
-0.540000 0.340000 0.115737
-0.540000 0.360000 0.105847
-0.540000 0.380000 0.096757
-0.540000 0.400000 0.088466
-0.540000 0.420000 0.080976
-0.540000 0.440000 0.074286
-0.540000 0.460000 0.068396
-0.540000 0.480000 0.063306
-0.540000 0.500000 0.059016
-0.540000 0.520000 0.055525
-0.540000 0.540000 0.052835
-0.540000 0.560000 0.050945
-0.540000 0.580000 0.049855
-0.540000 0.600000 0.049565
-0.540000 0.620000 0.050075
-0.540000 0.640000 0.051384
-0.540000 0.660000 0.053494
-0.540000 0.680000 0.056404
-0.540000 0.700000 0.060114
-0.540000 0.720000 0.064624
-0.540000 0.740000 0.069934
-0.540000 0.760000 0.076043
-0.540000 0.780000 0.082953
-0.540000 0.800000 0.090663
-0.540000 0.820000 0.099173
-0.540000 0.840000 0.108483
-0.540000 0.860000 0.118593
-0.540000 0.880000 0.129502
-0.540000 0.900000 0.141212
-0.540000 0.920000 0.153722
-0.540000 0.940000 0.167032
-0.540000 0.960000 0.181142
-0.540000 0.980000 0.196052
-0.540000 1.000000 0.211761
-0.520000 -1.000000 2.264586
-0.520000 -0.980000 2.071500
-0.520000 -0.960000 1.901486
-0.520000 -0.940000 1.771878
-0.520000 -0.920000 1.694273
-0.520000 -0.900000 1.668391
-0.520000 -0.880000 1.682113
-0.520000 -0.860000 1.721056
-0.520000 -0.840000 1.772973
-0.520000 -0.820000 1.826744
-0.520000 -0.800000 1.871533
-0.520000 -0.780000 1.896550
-0.520000 -0.760000 1.890999
-0.520000 -0.740000 1.847086
-0.520000 -0.720000 1.752263
-0.520000 -0.700000 1.598004
-0.520000 -0.680000 1.412971
-0.520000 -0.660000 1.225828
-0.520000 -0.640000 1.065237
-0.520000 -0.620000 0.959857
-0.520000 -0.600000 0.935444
-0.520000 -0.580000 0.966285
-0.520000 -0.560000 1.024607
-0.520000 -0.540000 1.094403
-0.520000 -0.520000 1.159661
-0.520000 -0.500000 1.204371
-0.520000 -0.480000 1.212522
-0.520000 -0.460000 1.176648
-0.520000 -0.440000 1.134758
-0.520000 -0.420000 1.093668
-0.520000 -0.400000 1.053377
-0.520000 -0.380000 1.013887
-0.520000 -0.360000 0.975197
-0.520000 -0.340000 0.937307
-0.520000 -0.320000 0.900217
-0.520000 -0.300000 0.863927
-0.520000 -0.280000 0.828436
-0.520000 -0.260000 0.793746
-0.520000 -0.240000 0.759856
-0.520000 -0.220000 0.726766
-0.520000 -0.200000 0.694476
-0.520000 -0.180000 0.662986
-0.520000 -0.160000 0.632296
-0.520000 -0.140000 0.602405
-0.520000 -0.120000 0.573315
-0.520000 -0.100000 0.545025
-0.520000 -0.080000 0.517535
-0.520000 -0.060000 0.490845
-0.520000 -0.040000 0.464955
-0.520000 -0.020000 0.439864
-0.520000 0.000000 0.415574
-0.520000 0.020000 0.392084
-0.520000 0.040000 0.369394
-0.520000 0.060000 0.347504
-0.520000 0.080000 0.326414
-0.520000 0.100000 0.306123
-0.520000 0.120000 0.286633
-0.520000 0.140000 0.267943
-0.520000 0.160000 0.250053
-0.520000 0.180000 0.232963
-0.520000 0.200000 0.216673
-0.520000 0.220000 0.201182
-0.520000 0.240000 0.186492
-0.520000 0.260000 0.172602
-0.520000 0.280000 0.159512
-0.520000 0.300000 0.147222
-0.520000 0.320000 0.135732
-0.520000 0.340000 0.125041
-0.520000 0.360000 0.115151
-0.520000 0.380000 0.106061
-0.520000 0.400000 0.097771
-0.520000 0.420000 0.090281
-0.520000 0.440000 0.083591
-0.520000 0.460000 0.077700
-0.520000 0.480000 0.072610
-0.520000 0.500000 0.068320
-0.520000 0.520000 0.064830
-0.520000 0.540000 0.062140
-0.520000 0.560000 0.060250
-0.520000 0.580000 0.059159
-0.520000 0.600000 0.058869
-0.520000 0.620000 0.059379
-0.520000 0.640000 0.060689
-0.520000 0.660000 0.062799
-0.520000 0.680000 0.065709
-0.520000 0.700000 0.069418
-0.520000 0.720000 0.073928
-0.520000 0.740000 0.079238
-0.520000 0.760000 0.085348
-0.520000 0.780000 0.092258
-0.520000 0.800000 0.099968
-0.520000 0.820000 0.108478
-0.520000 0.840000 0.117787
-0.520000 0.860000 0.127897
-0.520000 0.880000 0.138807
-0.520000 0.900000 0.150517
-0.520000 0.920000 0.163027
-0.520000 0.940000 0.176337
-0.520000 0.960000 0.190446
-0.520000 0.980000 0.205356
-0.520000 1.000000 0.221066
-0.500000 -1.000000 2.210067
-0.500000 -0.980000 2.001407
-0.500000 -0.960000 1.817746
-0.500000 -0.940000 1.678993
-0.500000 -0.920000 1.601727
-0.500000 -0.900000 1.586875
-0.500000 -0.880000 1.613683
-0.500000 -0.860000 1.664847
-0.500000 -0.840000 1.728633
-0.500000 -0.820000 1.794137
-0.500000 -0.800000 1.850532
-0.500000 -0.780000 1.886991
-0.500000 -0.760000 1.892683
-0.500000 -0.740000 1.857215
-0.500000 -0.720000 1.766641
-0.500000 -0.700000 1.616230
-0.500000 -0.680000 1.434607
-0.500000 -0.660000 1.250420
-0.500000 -0.640000 1.092268
-0.500000 -0.620000 0.988292
-0.500000 -0.600000 0.959078
-0.500000 -0.580000 0.987228
-0.500000 -0.560000 1.044288
-0.500000 -0.540000 1.112622
-0.500000 -0.520000 1.176044
-0.500000 -0.500000 1.218507
-0.500000 -0.480000 1.223989
-0.500000 -0.460000 1.186753
-0.500000 -0.440000 1.144862
-0.500000 -0.420000 1.103772
-0.500000 -0.400000 1.063482
-0.500000 -0.380000 1.023992
-0.500000 -0.360000 0.985302
-0.500000 -0.340000 0.947412
-0.500000 -0.320000 0.910321
-0.500000 -0.300000 0.874031
-0.500000 -0.280000 0.838541
-0.500000 -0.260000 0.803851
-0.500000 -0.240000 0.769961
-0.500000 -0.220000 0.736871
-0.500000 -0.200000 0.704580
-0.500000 -0.180000 0.673090
-0.500000 -0.160000 0.642400
-0.500000 -0.140000 0.612510
-0.500000 -0.120000 0.583420
-0.500000 -0.100000 0.555130
-0.500000 -0.080000 0.527639
-0.500000 -0.060000 0.500949
-0.500000 -0.040000 0.475059
-0.500000 -0.020000 0.449969
-0.500000 0.000000 0.425679
-0.500000 0.020000 0.402189
-0.500000 0.040000 0.379498
-0.500000 0.060000 0.357608
-0.500000 0.080000 0.336518
-0.500000 0.100000 0.316228
-0.500000 0.120000 0.296738
-0.500000 0.140000 0.278048
-0.500000 0.160000 0.260157
-0.500000 0.180000 0.243067
-0.500000 0.200000 0.226777
-0.500000 0.220000 0.211287
-0.500000 0.240000 0.196597
-0.500000 0.260000 0.182707
-0.500000 0.280000 0.169616
-0.500000 0.300000 0.157326
-0.500000 0.320000 0.145836
-0.500000 0.340000 0.135146
-0.500000 0.360000 0.125256
-0.500000 0.380000 0.116166
-0.500000 0.400000 0.107876
-0.500000 0.420000 0.100385
-0.500000 0.440000 0.093695
-0.500000 0.460000 0.087805
-0.500000 0.480000 0.082715
-0.500000 0.500000 0.078425
-0.500000 0.520000 0.074935
-0.500000 0.540000 0.072244
-0.500000 0.560000 0.070354
-0.500000 0.580000 0.069264
-0.500000 0.600000 0.068974
-0.500000 0.620000 0.069484
-0.500000 0.640000 0.070794
-0.500000 0.660000 0.072903
-0.500000 0.680000 0.075813
-0.500000 0.700000 0.079523
-0.500000 0.720000 0.084033
-0.500000 0.740000 0.089343
-0.500000 0.760000 0.095453
-0.500000 0.780000 0.102362
-0.500000 0.800000 0.110072
-0.500000 0.820000 0.118582
-0.500000 0.840000 0.127892
-0.500000 0.860000 0.138002
-0.500000 0.880000 0.148912
-0.500000 0.900000 0.160621
-0.500000 0.920000 0.173131
-0.500000 0.940000 0.186441
-0.500000 0.960000 0.200551
-0.500000 0.980000 0.215461
-0.500000 1.000000 0.231171
-0.480000 -1.000000 2.188049
-0.480000 -0.980000 1.970753
-0.480000 -0.960000 1.778591
-0.480000 -0.940000 1.632346
-0.480000 -0.920000 1.552720
-0.480000 -0.900000 1.548401
-0.480000 -0.880000 1.583242
-0.480000 -0.860000 1.641228
-0.480000 -0.840000 1.711516
-0.480000 -0.820000 1.783268
-0.480000 -0.800000 1.845643
-0.480000 -0.780000 1.887798
-0.480000 -0.760000 1.898893
-0.480000 -0.740000 1.868119
-0.480000 -0.720000 1.792543
-0.480000 -0.700000 1.658763
-0.480000 -0.680000 1.493014
-0.480000 -0.660000 1.323558
-0.480000 -0.640000 1.177854
-0.480000 -0.620000 1.080202
-0.480000 -0.600000 1.043420
-0.480000 -0.580000 1.058299
-0.480000 -0.560000 1.103951
-0.480000 -0.540000 1.161440
-0.480000 -0.520000 1.213898
-0.480000 -0.500000 1.245067
-0.480000 -0.480000 1.238859
-0.480000 -0.460000 1.197657
-0.480000 -0.440000 1.155767
-0.480000 -0.420000 1.114677
-0.480000 -0.400000 1.074387
-0.480000 -0.380000 1.034896
-0.480000 -0.360000 0.996206
-0.480000 -0.340000 0.958316
-0.480000 -0.320000 0.921226
-0.480000 -0.300000 0.884936
-0.480000 -0.280000 0.849446
-0.480000 -0.260000 0.814755
-0.480000 -0.240000 0.780865
-0.480000 -0.220000 0.747775
-0.480000 -0.200000 0.715485
-0.480000 -0.180000 0.683995
-0.480000 -0.160000 0.653305
-0.480000 -0.140000 0.623414
-0.480000 -0.120000 0.594324
-0.480000 -0.100000 0.566034
-0.480000 -0.080000 0.538544
-0.480000 -0.060000 0.511854
-0.480000 -0.040000 0.485964
-0.480000 -0.020000 0.460874
-0.480000 0.000000 0.436583
-0.480000 0.020000 0.413093
-0.480000 0.040000 0.390403
-0.480000 0.060000 0.368513
-0.480000 0.080000 0.347423
-0.480000 0.100000 0.327133
-0.480000 0.120000 0.307642
-0.480000 0.140000 0.288952
-0.480000 0.160000 0.271062
-0.480000 0.180000 0.253972
-0.480000 0.200000 0.237682
-0.480000 0.220000 0.222192
-0.480000 0.240000 0.207501
-0.480000 0.260000 0.193611
-0.480000 0.280000 0.180521
-0.480000 0.300000 0.168231
-0.480000 0.320000 0.156741
-0.480000 0.340000 0.146051
-0.480000 0.360000 0.136160
-0.480000 0.380000 0.127070
-0.480000 0.400000 0.118780
-0.480000 0.420000 0.111290
-0.480000 0.440000 0.104600
-0.480000 0.460000 0.098710
-0.480000 0.480000 0.093619
-0.480000 0.500000 0.089329
-0.480000 0.520000 0.085839
-0.480000 0.540000 0.083149
-0.480000 0.560000 0.081259
-0.480000 0.580000 0.080169
-0.480000 0.600000 0.079878
-0.480000 0.620000 0.080388
-0.480000 0.640000 0.081698
-0.480000 0.660000 0.083808
-0.480000 0.680000 0.086718
-0.480000 0.700000 0.090428
-0.480000 0.720000 0.094937
-0.480000 0.740000 0.100247
-0.480000 0.760000 0.106357
-0.480000 0.780000 0.113267
-0.480000 0.800000 0.120977
-0.480000 0.820000 0.129487
-0.480000 0.840000 0.138796
-0.480000 0.860000 0.148906
-0.480000 0.880000 0.159816
-0.480000 0.900000 0.171526
-0.480000 0.920000 0.184036
-0.480000 0.940000 0.197346
-0.480000 0.960000 0.211456
-0.480000 0.980000 0.226365
-0.480000 1.000000 0.242075
-0.460000 -1.000000 2.204764
-0.460000 -0.980000 1.987893
-0.460000 -0.960000 1.795834
-0.460000 -0.940000 1.649336
-0.460000 -0.920000 1.568610
-0.460000 -0.900000 1.560854
-0.460000 -0.880000 1.596047
-0.460000 -0.860000 1.654707
-0.460000 -0.840000 1.725448
-0.460000 -0.820000 1.797363
-0.460000 -0.800000 1.859595
-0.460000 -0.780000 1.901297
-0.460000 -0.760000 1.911624
-0.460000 -0.740000 1.879824
-0.460000 -0.720000 1.821161
-0.460000 -0.700000 1.715120
-0.460000 -0.680000 1.575263
-0.460000 -0.660000 1.428645
-0.460000 -0.640000 1.300226
-0.460000 -0.620000 1.209851
-0.460000 -0.600000 1.166855
-0.460000 -0.580000 1.166441
-0.460000 -0.560000 1.194147
-0.460000 -0.540000 1.233013
-0.460000 -0.520000 1.266355
-0.460000 -0.500000 1.277891
-0.460000 -0.480000 1.252052
-0.460000 -0.460000 1.209362
-0.460000 -0.440000 1.167472
-0.460000 -0.420000 1.126381
-0.460000 -0.400000 1.086091
-0.460000 -0.380000 1.046601
-0.460000 -0.360000 1.007911
-0.460000 -0.340000 0.970021
-0.460000 -0.320000 0.932931
-0.460000 -0.300000 0.896640
-0.460000 -0.280000 0.861150
-0.460000 -0.260000 0.826460
-0.460000 -0.240000 0.792570
-0.460000 -0.220000 0.759480
-0.460000 -0.200000 0.727190
-0.460000 -0.180000 0.695699
-0.460000 -0.160000 0.665009
-0.460000 -0.140000 0.635119
-0.460000 -0.120000 0.606029
-0.460000 -0.100000 0.577739
-0.460000 -0.080000 0.550249
-0.460000 -0.060000 0.523558
-0.460000 -0.040000 0.497668
-0.460000 -0.020000 0.472578
-0.460000 0.000000 0.448288
-0.460000 0.020000 0.424798
-0.460000 0.040000 0.402108
-0.460000 0.060000 0.380217
-0.460000 0.080000 0.359127
-0.460000 0.100000 0.338837
-0.460000 0.120000 0.319347
-0.460000 0.140000 0.300657
-0.460000 0.160000 0.282767
-0.460000 0.180000 0.265676
-0.460000 0.200000 0.249386
-0.460000 0.220000 0.233896
-0.460000 0.240000 0.219206
-0.460000 0.260000 0.205316
-0.460000 0.280000 0.192226
-0.460000 0.300000 0.179935
-0.460000 0.320000 0.168445
-0.460000 0.340000 0.157755
-0.460000 0.360000 0.147865
-0.460000 0.380000 0.138775
-0.460000 0.400000 0.130485
-0.460000 0.420000 0.122994
-0.460000 0.440000 0.116304
-0.460000 0.460000 0.110414
-0.460000 0.480000 0.105324
-0.460000 0.500000 0.101034
-0.460000 0.520000 0.097544
-0.460000 0.540000 0.094854
-0.460000 0.560000 0.092963
-0.460000 0.580000 0.091873
-0.460000 0.600000 0.091583
-0.460000 0.620000 0.092093
-0.460000 0.640000 0.093403
-0.460000 0.660000 0.095513
-0.460000 0.680000 0.098422
-0.460000 0.700000 0.102132
-0.460000 0.720000 0.106642
-0.460000 0.740000 0.111952
-0.460000 0.760000 0.117808
-0.460000 0.780000 0.123743
-0.460000 0.800000 0.130464
-0.460000 0.820000 0.138487
-0.460000 0.840000 0.148027
-0.460000 0.860000 0.158988
-0.460000 0.880000 0.170963
-0.460000 0.900000 0.183231
-0.460000 0.920000 0.195740
-0.460000 0.940000 0.209050
-0.460000 0.960000 0.223160
-0.460000 0.980000 0.238070
-0.460000 1.000000 0.253780
-0.440000 -1.000000 2.259626
-0.440000 -0.980000 2.052219
-0.440000 -0.960000 1.868736
-0.440000 -0.940000 1.728790
-0.440000 -0.920000 1.648210
-0.440000 -0.900000 1.629154
-0.440000 -0.880000 1.654778
-0.440000 -0.860000 1.706525
-0.440000 -0.840000 1.770962
-0.440000 -0.820000 1.836568
-0.440000 -0.800000 1.892298
-0.440000 -0.780000 1.927238
-0.440000 -0.760000 1.930514
-0.440000 -0.740000 1.892329
-0.440000 -0.720000 1.839238
-0.440000 -0.700000 1.768920
-0.440000 -0.680000 1.662248
-0.440000 -0.660000 1.543544
-0.440000 -0.640000 1.434981
-0.440000 -0.620000 1.353117
-0.440000 -0.600000 1.305803
-0.440000 -0.580000 1.290800
-0.440000 -0.560000 1.297995
-0.440000 -0.540000 1.313310
-0.440000 -0.520000 1.321326
-0.440000 -0.500000 1.306287
-0.440000 -0.480000 1.264556
-0.440000 -0.460000 1.221866
-0.440000 -0.440000 1.179976
-0.440000 -0.420000 1.138886
-0.440000 -0.400000 1.098596
-0.440000 -0.380000 1.059106
-0.440000 -0.360000 1.020415
-0.440000 -0.340000 0.982525
-0.440000 -0.320000 0.945435
-0.440000 -0.300000 0.909145
-0.440000 -0.280000 0.873655
-0.440000 -0.260000 0.838965
-0.440000 -0.240000 0.805074
-0.440000 -0.220000 0.771984
-0.440000 -0.200000 0.739694
-0.440000 -0.180000 0.708204
-0.440000 -0.160000 0.677514
-0.440000 -0.140000 0.647624
-0.440000 -0.120000 0.618533
-0.440000 -0.100000 0.590243
-0.440000 -0.080000 0.562753
-0.440000 -0.060000 0.536063
-0.440000 -0.040000 0.510173
-0.440000 -0.020000 0.485083
-0.440000 0.000000 0.460793
-0.440000 0.020000 0.437302
-0.440000 0.040000 0.414612
-0.440000 0.060000 0.392722
-0.440000 0.080000 0.371632
-0.440000 0.100000 0.351342
-0.440000 0.120000 0.331852
-0.440000 0.140000 0.313161
-0.440000 0.160000 0.295271
-0.440000 0.180000 0.278181
-0.440000 0.200000 0.261891
-0.440000 0.220000 0.246401
-0.440000 0.240000 0.231711
-0.440000 0.260000 0.217820
-0.440000 0.280000 0.204730
-0.440000 0.300000 0.192440
-0.440000 0.320000 0.180950
-0.440000 0.340000 0.170260
-0.440000 0.360000 0.160370
-0.440000 0.380000 0.151279
-0.440000 0.400000 0.142989
-0.440000 0.420000 0.135499
-0.440000 0.440000 0.128809
-0.440000 0.460000 0.122919
-0.440000 0.480000 0.117829
-0.440000 0.500000 0.113538
-0.440000 0.520000 0.110048
-0.440000 0.540000 0.107358
-0.440000 0.560000 0.105468
-0.440000 0.580000 0.104378
-0.440000 0.600000 0.104088
-0.440000 0.620000 0.104597
-0.440000 0.640000 0.105907
-0.440000 0.660000 0.108017
-0.440000 0.680000 0.110927
-0.440000 0.700000 0.113854
-0.440000 0.720000 0.114432
-0.440000 0.740000 0.113964
-0.440000 0.760000 0.113876
-0.440000 0.780000 0.115328
-0.440000 0.800000 0.119185
-0.440000 0.820000 0.126007
-0.440000 0.840000 0.136034
-0.440000 0.860000 0.149177
-0.440000 0.880000 0.165016
-0.440000 0.900000 0.182803
-0.440000 0.920000 0.201470
-0.440000 0.940000 0.219644
-0.440000 0.960000 0.235665
-0.440000 0.980000 0.250575
-0.440000 1.000000 0.266284
-0.420000 -1.000000 2.345304
-0.420000 -0.980000 2.154379
-0.420000 -0.960000 1.984760
-0.420000 -0.940000 1.853595
-0.420000 -0.920000 1.772592
-0.420000 -0.900000 1.742937
-0.420000 -0.880000 1.754510
-0.420000 -0.860000 1.792862
-0.420000 -0.840000 1.844560
-0.420000 -0.820000 1.897594
-0.420000 -0.800000 1.940649
-0.420000 -0.780000 1.962688
-0.420000 -0.760000 1.952784
-0.420000 -0.740000 1.905633
-0.420000 -0.720000 1.852543
-0.420000 -0.700000 1.800253
-0.420000 -0.680000 1.732023
-0.420000 -0.660000 1.644694
-0.420000 -0.640000 1.557991
-0.420000 -0.620000 1.486255
-0.420000 -0.600000 1.436644
-0.420000 -0.580000 1.408552
-0.420000 -0.560000 1.394835
-0.420000 -0.540000 1.384089
-0.420000 -0.520000 1.362650
-0.420000 -0.500000 1.321351
-0.420000 -0.480000 1.277861
-0.420000 -0.460000 1.235171
-0.420000 -0.440000 1.193281
-0.420000 -0.420000 1.152191
-0.420000 -0.400000 1.111900
-0.420000 -0.380000 1.072410
-0.420000 -0.360000 1.033720
-0.420000 -0.340000 0.995830
-0.420000 -0.320000 0.958740
-0.420000 -0.300000 0.922450
-0.420000 -0.280000 0.886959
-0.420000 -0.260000 0.852269
-0.420000 -0.240000 0.818379
-0.420000 -0.220000 0.785289
-0.420000 -0.200000 0.752999
-0.420000 -0.180000 0.721509
-0.420000 -0.160000 0.690818
-0.420000 -0.140000 0.660928
-0.420000 -0.120000 0.631838
-0.420000 -0.100000 0.603548
-0.420000 -0.080000 0.576058
-0.420000 -0.060000 0.549368
-0.420000 -0.040000 0.523477
-0.420000 -0.020000 0.498387
-0.420000 0.000000 0.474097
-0.420000 0.020000 0.450607
-0.420000 0.040000 0.427917
-0.420000 0.060000 0.406027
-0.420000 0.080000 0.384936
-0.420000 0.100000 0.364646
-0.420000 0.120000 0.345156
-0.420000 0.140000 0.326466
-0.420000 0.160000 0.308576
-0.420000 0.180000 0.291486
-0.420000 0.200000 0.275195
-0.420000 0.220000 0.259705
-0.420000 0.240000 0.245015
-0.420000 0.260000 0.231125
-0.420000 0.280000 0.218035
-0.420000 0.300000 0.205745
-0.420000 0.320000 0.194254
-0.420000 0.340000 0.183564
-0.420000 0.360000 0.173674
-0.420000 0.380000 0.164584
-0.420000 0.400000 0.156294
-0.420000 0.420000 0.148804
-0.420000 0.440000 0.142113
-0.420000 0.460000 0.136223
-0.420000 0.480000 0.131133
-0.420000 0.500000 0.126843
-0.420000 0.520000 0.123353
-0.420000 0.540000 0.120663
-0.420000 0.560000 0.118773
-0.420000 0.580000 0.117682
-0.420000 0.600000 0.117392
-0.420000 0.620000 0.117902
-0.420000 0.640000 0.119212
-0.420000 0.660000 0.120382
-0.420000 0.680000 0.116873
-0.420000 0.700000 0.109933
-0.420000 0.720000 0.101564
-0.420000 0.740000 0.093536
-0.420000 0.760000 0.087363
-0.420000 0.780000 0.084279
-0.420000 0.800000 0.085212
-0.420000 0.820000 0.090770
-0.420000 0.840000 0.101218
-0.420000 0.860000 0.116478
-0.420000 0.880000 0.136116
-0.420000 0.900000 0.159353
-0.420000 0.920000 0.185070
-0.420000 0.940000 0.211825
-0.420000 0.960000 0.237875
-0.420000 0.980000 0.261196
-0.420000 1.000000 0.279589
-0.400000 -1.000000 2.449625
-0.400000 -0.980000 2.279944
-0.400000 -0.960000 2.127042
-0.400000 -0.940000 2.005579
-0.400000 -0.920000 1.924770
-0.400000 -0.900000 1.885961
-0.400000 -0.880000 1.882734
-0.400000 -0.860000 1.904211
-0.400000 -0.840000 1.938411
-0.400000 -0.820000 1.973620
-0.400000 -0.800000 1.998524
-0.400000 -0.780000 2.002052
-0.400000 -0.760000 1.973261
-0.400000 -0.740000 1.919738
-0.400000 -0.720000 1.866648
-0.400000 -0.700000 1.814357
-0.400000 -0.680000 1.762867
-0.400000 -0.660000 1.708304
-0.400000 -0.640000 1.645380
-0.400000 -0.620000 1.585592
-0.400000 -0.600000 1.535749
-0.400000 -0.580000 1.496366
-0.400000 -0.560000 1.462407
-0.400000 -0.540000 1.424702
-0.400000 -0.520000 1.379746
-0.400000 -0.500000 1.335456
-0.400000 -0.480000 1.291966
-0.400000 -0.460000 1.249275
-0.400000 -0.440000 1.207385
-0.400000 -0.420000 1.166295
-0.400000 -0.400000 1.126005
-0.400000 -0.380000 1.086515
-0.400000 -0.360000 1.047825
-0.400000 -0.340000 1.009934
-0.400000 -0.320000 0.972844
-0.400000 -0.300000 0.936554
-0.400000 -0.280000 0.901064
-0.400000 -0.260000 0.866374
-0.400000 -0.240000 0.832484
-0.400000 -0.220000 0.799393
-0.400000 -0.200000 0.767103
-0.400000 -0.180000 0.735613
-0.400000 -0.160000 0.704923
-0.400000 -0.140000 0.675033
-0.400000 -0.120000 0.645943
-0.400000 -0.100000 0.617652
-0.400000 -0.080000 0.590162
-0.400000 -0.060000 0.563472
-0.400000 -0.040000 0.537582
-0.400000 -0.020000 0.512492
-0.400000 0.000000 0.488202
-0.400000 0.020000 0.464711
-0.400000 0.040000 0.442021
-0.400000 0.060000 0.420131
-0.400000 0.080000 0.399041
-0.400000 0.100000 0.378751
-0.400000 0.120000 0.359261
-0.400000 0.140000 0.340571
-0.400000 0.160000 0.322680
-0.400000 0.180000 0.305590
-0.400000 0.200000 0.289300
-0.400000 0.220000 0.273810
-0.400000 0.240000 0.259120
-0.400000 0.260000 0.245230
-0.400000 0.280000 0.232139
-0.400000 0.300000 0.219849
-0.400000 0.320000 0.208359
-0.400000 0.340000 0.197669
-0.400000 0.360000 0.187779
-0.400000 0.380000 0.178689
-0.400000 0.400000 0.170398
-0.400000 0.420000 0.162908
-0.400000 0.440000 0.156218
-0.400000 0.460000 0.150328
-0.400000 0.480000 0.145238
-0.400000 0.500000 0.140948
-0.400000 0.520000 0.137457
-0.400000 0.540000 0.134767
-0.400000 0.560000 0.132877
-0.400000 0.580000 0.131787
-0.400000 0.600000 0.131497
-0.400000 0.620000 0.132007
-0.400000 0.640000 0.128837
-0.400000 0.660000 0.118591
-0.400000 0.680000 0.103755
-0.400000 0.700000 0.086640
-0.400000 0.720000 0.069350
-0.400000 0.740000 0.053757
-0.400000 0.760000 0.041467
-0.400000 0.780000 0.033798
-0.400000 0.800000 0.031748
-0.400000 0.820000 0.035976
-0.400000 0.840000 0.046781
-0.400000 0.860000 0.064093
-0.400000 0.880000 0.087466
-0.400000 0.900000 0.116084
-0.400000 0.920000 0.148770
-0.400000 0.940000 0.184007
-0.400000 0.960000 0.219962
-0.400000 0.980000 0.254513
-0.400000 1.000000 0.285281
-0.380000 -1.000000 2.557752
-0.380000 -0.980000 2.412539
-0.380000 -0.960000 2.278189
-0.380000 -0.940000 2.167387
-0.380000 -0.920000 2.087936
-0.380000 -0.900000 2.041552
-0.380000 -0.880000 2.024102
-0.380000 -0.860000 2.027381
-0.380000 -0.840000 2.041201
-0.380000 -0.820000 2.054735
-0.380000 -0.800000 2.057056
-0.380000 -0.780000 2.037274
-0.380000 -0.760000 1.988532
-0.380000 -0.740000 1.934642
-0.380000 -0.720000 1.881552
-0.380000 -0.700000 1.829262
-0.380000 -0.680000 1.777772
-0.380000 -0.660000 1.727082
-0.380000 -0.640000 1.677191
-0.380000 -0.620000 1.628101
-0.380000 -0.600000 1.579811
-0.380000 -0.580000 1.532321
-0.380000 -0.560000 1.485631
-0.380000 -0.540000 1.439741
-0.380000 -0.520000 1.394650
-0.380000 -0.500000 1.350360
-0.380000 -0.480000 1.306870
-0.380000 -0.460000 1.264180
-0.380000 -0.440000 1.222290
-0.380000 -0.420000 1.181200
-0.380000 -0.400000 1.140910
-0.380000 -0.380000 1.101419
-0.380000 -0.360000 1.062729
-0.380000 -0.340000 1.024839
-0.380000 -0.320000 0.987749
-0.380000 -0.300000 0.951459
-0.380000 -0.280000 0.915969
-0.380000 -0.260000 0.881278
-0.380000 -0.240000 0.847388
-0.380000 -0.220000 0.814298
-0.380000 -0.200000 0.782008
-0.380000 -0.180000 0.750518
-0.380000 -0.160000 0.719828
-0.380000 -0.140000 0.689937
-0.380000 -0.120000 0.660847
-0.380000 -0.100000 0.632557
-0.380000 -0.080000 0.605067
-0.380000 -0.060000 0.578377
-0.380000 -0.040000 0.552487
-0.380000 -0.020000 0.527396
-0.380000 0.000000 0.503106
-0.380000 0.020000 0.479616
-0.380000 0.040000 0.456926
-0.380000 0.060000 0.435036
-0.380000 0.080000 0.413946
-0.380000 0.100000 0.393655
-0.380000 0.120000 0.374165
-0.380000 0.140000 0.355475
-0.380000 0.160000 0.337585
-0.380000 0.180000 0.320495
-0.380000 0.200000 0.304205
-0.380000 0.220000 0.288714
-0.380000 0.240000 0.274024
-0.380000 0.260000 0.260134
-0.380000 0.280000 0.247044
-0.380000 0.300000 0.234754
-0.380000 0.320000 0.223264
-0.380000 0.340000 0.212573
-0.380000 0.360000 0.202683
-0.380000 0.380000 0.193593
-0.380000 0.400000 0.185303
-0.380000 0.420000 0.177813
-0.380000 0.440000 0.171123
-0.380000 0.460000 0.165232
-0.380000 0.480000 0.160142
-0.380000 0.500000 0.155852
-0.380000 0.520000 0.152362
-0.380000 0.540000 0.149672
-0.380000 0.560000 0.147782
-0.380000 0.580000 0.146691
-0.380000 0.600000 0.146250
-0.380000 0.620000 0.138979
-0.380000 0.640000 0.122764
-0.380000 0.660000 0.100350
-0.380000 0.680000 0.074334
-0.380000 0.700000 0.047136
-0.380000 0.720000 0.020971
-0.380000 0.740000 -0.002182
-0.380000 0.760000 -0.020614
-0.380000 0.780000 -0.032914
-0.380000 0.800000 -0.038006
-0.380000 0.820000 -0.035172
-0.380000 0.840000 -0.024075
-0.380000 0.860000 -0.004775
-0.380000 0.880000 0.022269
-0.380000 0.900000 0.056197
-0.380000 0.920000 0.095769
-0.380000 0.940000 0.139384
-0.380000 0.960000 0.185107
-0.380000 0.980000 0.230708
-0.380000 1.000000 0.273692
-0.360000 -1.000000 2.653622
-0.360000 -0.980000 2.535268
-0.360000 -0.960000 2.420986
-0.360000 -0.940000 2.322009
-0.360000 -0.920000 2.245310
-0.360000 -0.900000 2.192970
-0.360000 -0.880000 2.162394
-0.360000 -0.860000 2.147359
-0.360000 -0.840000 2.139361
-0.360000 -0.820000 2.128704
-0.360000 -0.800000 2.105143
-0.360000 -0.780000 2.058927
-0.360000 -0.760000 2.004237
-0.360000 -0.740000 1.950347
-0.360000 -0.720000 1.897257
-0.360000 -0.700000 1.844967
-0.360000 -0.680000 1.793476
-0.360000 -0.660000 1.742786
-0.360000 -0.640000 1.686388
-0.360000 -0.620000 1.623629
-0.360000 -0.600000 1.565719
-0.360000 -0.580000 1.518110
-0.360000 -0.560000 1.480445
-0.360000 -0.540000 1.447463
-0.360000 -0.520000 1.410264
-0.360000 -0.500000 1.366065
-0.360000 -0.480000 1.322575
-0.360000 -0.460000 1.279885
-0.360000 -0.440000 1.237994
-0.360000 -0.420000 1.196904
-0.360000 -0.400000 1.156614
-0.360000 -0.380000 1.117124
-0.360000 -0.360000 1.078434
-0.360000 -0.340000 1.040544
-0.360000 -0.320000 1.003453
-0.360000 -0.300000 0.967163
-0.360000 -0.280000 0.931673
-0.360000 -0.260000 0.896983
-0.360000 -0.240000 0.863093
-0.360000 -0.220000 0.830003
-0.360000 -0.200000 0.797712
-0.360000 -0.180000 0.766222
-0.360000 -0.160000 0.735532
-0.360000 -0.140000 0.705642
-0.360000 -0.120000 0.676552
-0.360000 -0.100000 0.648262
-0.360000 -0.080000 0.620771
-0.360000 -0.060000 0.594081
-0.360000 -0.040000 0.568191
-0.360000 -0.020000 0.543101
-0.360000 0.000000 0.518811
-0.360000 0.020000 0.495321
-0.360000 0.040000 0.472630
-0.360000 0.060000 0.450740
-0.360000 0.080000 0.429650
-0.360000 0.100000 0.409360
-0.360000 0.120000 0.389870
-0.360000 0.140000 0.371180
-0.360000 0.160000 0.353290
-0.360000 0.180000 0.336199
-0.360000 0.200000 0.319909
-0.360000 0.220000 0.304419
-0.360000 0.240000 0.289729
-0.360000 0.260000 0.275839
-0.360000 0.280000 0.262749
-0.360000 0.300000 0.250458
-0.360000 0.320000 0.238968
-0.360000 0.340000 0.228278
-0.360000 0.360000 0.218388
-0.360000 0.380000 0.209298
-0.360000 0.400000 0.201008
-0.360000 0.420000 0.193517
-0.360000 0.440000 0.186827
-0.360000 0.460000 0.180937
-0.360000 0.480000 0.175847
-0.360000 0.500000 0.171557
-0.360000 0.520000 0.168067
-0.360000 0.540000 0.165376
-0.360000 0.560000 0.163486
-0.360000 0.580000 0.162236
-0.360000 0.600000 0.152727
-0.360000 0.620000 0.132020
-0.360000 0.640000 0.103078
-0.360000 0.660000 0.068748
-0.360000 0.680000 0.031736
-0.360000 0.700000 -0.005424
-0.360000 0.720000 -0.040399
-0.360000 0.740000 -0.071093
-0.360000 0.760000 -0.095683
-0.360000 0.780000 -0.112657
-0.360000 0.800000 -0.120848
-0.360000 0.820000 -0.119471
-0.360000 0.840000 -0.108148
-0.360000 0.860000 -0.086923
-0.360000 0.880000 -0.056273
-0.360000 0.900000 -0.017105
-0.360000 0.920000 0.029268
-0.360000 0.940000 0.081147
-0.360000 0.960000 0.136487
-0.360000 0.980000 0.192935
-0.360000 1.000000 0.247873
-0.340000 -1.000000 2.720673
-0.340000 -0.980000 2.631156
-0.340000 -0.960000 2.538395
-0.340000 -0.940000 2.452561
-0.340000 -0.920000 2.380117
-0.340000 -0.900000 2.323459
-0.340000 -0.880000 2.281092
-0.340000 -0.860000 2.248291
-0.340000 -0.840000 2.218011
-0.340000 -0.820000 2.181718
-0.340000 -0.800000 2.130922
-0.340000 -0.780000 2.075432
-0.340000 -0.760000 2.020742
-0.340000 -0.740000 1.966851
-0.340000 -0.720000 1.913761
-0.340000 -0.700000 1.861471
-0.340000 -0.680000 1.809397
-0.340000 -0.660000 1.737022
-0.340000 -0.640000 1.649978
-0.340000 -0.620000 1.566576
-0.340000 -0.600000 1.499323
-0.340000 -0.580000 1.453603
-0.340000 -0.560000 1.427738
-0.340000 -0.540000 1.414496
-0.340000 -0.520000 1.403047
-0.340000 -0.500000 1.380417
-0.340000 -0.480000 1.339079
-0.340000 -0.460000 1.296389
-0.340000 -0.440000 1.254499
-0.340000 -0.420000 1.213409
-0.340000 -0.400000 1.173119
-0.340000 -0.380000 1.133628
-0.340000 -0.360000 1.094938
-0.340000 -0.340000 1.057048
-0.340000 -0.320000 1.019958
-0.340000 -0.300000 0.983668
-0.340000 -0.280000 0.948178
-0.340000 -0.260000 0.913488
-0.340000 -0.240000 0.879597
-0.340000 -0.220000 0.846507
-0.340000 -0.200000 0.814217
-0.340000 -0.180000 0.782727
-0.340000 -0.160000 0.752037
-0.340000 -0.140000 0.722147
-0.340000 -0.120000 0.693056
-0.340000 -0.100000 0.664766
-0.340000 -0.080000 0.637276
-0.340000 -0.060000 0.610586
-0.340000 -0.040000 0.584696
-0.340000 -0.020000 0.559606
-0.340000 0.000000 0.535315
-0.340000 0.020000 0.511825
-0.340000 0.040000 0.489135
-0.340000 0.060000 0.467245
-0.340000 0.080000 0.446155
-0.340000 0.100000 0.425865
-0.340000 0.120000 0.406374
-0.340000 0.140000 0.387684
-0.340000 0.160000 0.369794
-0.340000 0.180000 0.352704
-0.340000 0.200000 0.336414
-0.340000 0.220000 0.320924
-0.340000 0.240000 0.306233
-0.340000 0.260000 0.292343
-0.340000 0.280000 0.279253
-0.340000 0.300000 0.266963
-0.340000 0.320000 0.255473
-0.340000 0.340000 0.244783
-0.340000 0.360000 0.234892
-0.340000 0.380000 0.225802
-0.340000 0.400000 0.217512
-0.340000 0.420000 0.210022
-0.340000 0.440000 0.203332
-0.340000 0.460000 0.197442
-0.340000 0.480000 0.192351
-0.340000 0.500000 0.188061
-0.340000 0.520000 0.184571
-0.340000 0.540000 0.181881
-0.340000 0.560000 0.179991
-0.340000 0.580000 0.170778
-0.340000 0.600000 0.147759
-0.340000 0.620000 0.114078
-0.340000 0.640000 0.072791
-0.340000 0.660000 0.026849
-0.340000 0.680000 -0.020934
-0.340000 0.700000 -0.067901
-0.340000 0.720000 -0.111596
-0.340000 0.740000 -0.149794
-0.340000 0.760000 -0.180548
-0.340000 0.780000 -0.202230
-0.340000 0.800000 -0.213576
-0.340000 0.820000 -0.213721
-0.340000 0.840000 -0.202235
-0.340000 0.860000 -0.179148
-0.340000 0.880000 -0.144956
-0.340000 0.900000 -0.100618
-0.340000 0.920000 -0.047534
-0.340000 0.940000 0.012486
-0.340000 0.960000 0.077273
-0.340000 0.980000 0.144340
-0.340000 1.000000 0.210934
-0.320000 -1.000000 2.747128
-0.320000 -0.980000 2.683258
-0.320000 -0.960000 2.613483
-0.320000 -0.940000 2.542216
-0.320000 -0.920000 2.475586
-0.320000 -0.900000 2.416256
-0.320000 -0.880000 2.363552
-0.320000 -0.860000 2.313915
-0.320000 -0.840000 2.261525
-0.320000 -0.820000 2.204517
-0.320000 -0.800000 2.148227
-0.320000 -0.780000 2.092736
-0.320000 -0.760000 2.038046
-0.320000 -0.740000 1.984156
-0.320000 -0.720000 1.931066
-0.320000 -0.700000 1.878776
-0.320000 -0.680000 1.802422
-0.320000 -0.660000 1.694059
-0.320000 -0.640000 1.578251
-0.320000 -0.620000 1.475754
-0.320000 -0.600000 1.400904
-0.320000 -0.580000 1.359117
-0.320000 -0.560000 1.346752
-0.320000 -0.540000 1.353911
-0.320000 -0.520000 1.367561
-0.320000 -0.500000 1.373202
-0.320000 -0.480000 1.355508
-0.320000 -0.460000 1.313694
-0.320000 -0.440000 1.271804
-0.320000 -0.420000 1.230713
-0.320000 -0.400000 1.190423
-0.320000 -0.380000 1.150933
-0.320000 -0.360000 1.112243
-0.320000 -0.340000 1.074353
-0.320000 -0.320000 1.037263
-0.320000 -0.300000 1.000972
-0.320000 -0.280000 0.965482
-0.320000 -0.260000 0.930792
-0.320000 -0.240000 0.896902
-0.320000 -0.220000 0.863812
-0.320000 -0.200000 0.831522
-0.320000 -0.180000 0.800031
-0.320000 -0.160000 0.769341
-0.320000 -0.140000 0.739451
-0.320000 -0.120000 0.710361
-0.320000 -0.100000 0.682071
-0.320000 -0.080000 0.654581
-0.320000 -0.060000 0.627890
-0.320000 -0.040000 0.602000
-0.320000 -0.020000 0.576910
-0.320000 0.000000 0.552620
-0.320000 0.020000 0.529130
-0.320000 0.040000 0.506440
-0.320000 0.060000 0.484549
-0.320000 0.080000 0.463459
-0.320000 0.100000 0.443169
-0.320000 0.120000 0.423679
-0.320000 0.140000 0.404989
-0.320000 0.160000 0.387099
-0.320000 0.180000 0.370008
-0.320000 0.200000 0.353718
-0.320000 0.220000 0.338228
-0.320000 0.240000 0.323538
-0.320000 0.260000 0.309648
-0.320000 0.280000 0.296558
-0.320000 0.300000 0.284268
-0.320000 0.320000 0.272777
-0.320000 0.340000 0.262087
-0.320000 0.360000 0.252197
-0.320000 0.380000 0.243107
-0.320000 0.400000 0.234817
-0.320000 0.420000 0.227327
-0.320000 0.440000 0.220636
-0.320000 0.460000 0.214746
-0.320000 0.480000 0.209656
-0.320000 0.500000 0.205366
-0.320000 0.520000 0.201876
-0.320000 0.540000 0.199186
-0.320000 0.560000 0.192553
-0.320000 0.580000 0.170080
-0.320000 0.600000 0.134173
-0.320000 0.620000 0.088055
-0.320000 0.640000 0.034874
-0.320000 0.660000 -0.022320
-0.320000 0.680000 -0.080594
-0.320000 0.700000 -0.137173
-0.320000 0.720000 -0.189463
-0.320000 0.740000 -0.235105
-0.320000 0.760000 -0.272015
-0.320000 0.780000 -0.298436
-0.320000 0.800000 -0.312988
-0.320000 0.820000 -0.314717
-0.320000 0.840000 -0.303134
-0.320000 0.860000 -0.278248
-0.320000 0.880000 -0.240575
-0.320000 0.900000 -0.191139
-0.320000 0.920000 -0.131439
-0.320000 0.940000 -0.063411
-0.320000 0.960000 0.010631
-0.320000 0.980000 0.088054
-0.320000 1.000000 0.165960
-0.300000 -1.000000 2.765233
-0.300000 -0.980000 2.701743
-0.300000 -0.960000 2.639052
-0.300000 -0.940000 2.577162
-0.300000 -0.920000 2.516072
-0.300000 -0.900000 2.455782
-0.300000 -0.880000 2.396292
-0.300000 -0.860000 2.337602
-0.300000 -0.840000 2.279711
-0.300000 -0.820000 2.222621
-0.300000 -0.800000 2.166331
-0.300000 -0.780000 2.110841
-0.300000 -0.760000 2.056151
-0.300000 -0.740000 2.002261
-0.300000 -0.720000 1.949170
-0.300000 -0.700000 1.886495
-0.300000 -0.680000 1.774822
-0.300000 -0.660000 1.634451
-0.300000 -0.640000 1.492177
-0.300000 -0.620000 1.371856
-0.300000 -0.600000 1.290855
-0.300000 -0.580000 1.255006
-0.300000 -0.560000 1.257508
-0.300000 -0.540000 1.284796
-0.300000 -0.520000 1.321624
-0.300000 -0.500000 1.352264
-0.300000 -0.480000 1.360610
-0.300000 -0.460000 1.331798
-0.300000 -0.440000 1.289908
-0.300000 -0.420000 1.248818
-0.300000 -0.400000 1.208528
-0.300000 -0.380000 1.169038
-0.300000 -0.360000 1.130347
-0.300000 -0.340000 1.092457
-0.300000 -0.320000 1.055367
-0.300000 -0.300000 1.019077
-0.300000 -0.280000 0.983587
-0.300000 -0.260000 0.948897
-0.300000 -0.240000 0.915007
-0.300000 -0.220000 0.881916
-0.300000 -0.200000 0.849626
-0.300000 -0.180000 0.818136
-0.300000 -0.160000 0.787446
-0.300000 -0.140000 0.757556
-0.300000 -0.120000 0.728466
-0.300000 -0.100000 0.700175
-0.300000 -0.080000 0.672685
-0.300000 -0.060000 0.645995
-0.300000 -0.040000 0.620105
-0.300000 -0.020000 0.595015
-0.300000 0.000000 0.570725
-0.300000 0.020000 0.547234
-0.300000 0.040000 0.524544
-0.300000 0.060000 0.502654
-0.300000 0.080000 0.481564
-0.300000 0.100000 0.461274
-0.300000 0.120000 0.441784
-0.300000 0.140000 0.423093
-0.300000 0.160000 0.405203
-0.300000 0.180000 0.388113
-0.300000 0.200000 0.371823
-0.300000 0.220000 0.356333
-0.300000 0.240000 0.341643
-0.300000 0.260000 0.327752
-0.300000 0.280000 0.314662
-0.300000 0.300000 0.302372
-0.300000 0.320000 0.290882
-0.300000 0.340000 0.280192
-0.300000 0.360000 0.270302
-0.300000 0.380000 0.261211
-0.300000 0.400000 0.252921
-0.300000 0.420000 0.245431
-0.300000 0.440000 0.238741
-0.300000 0.460000 0.232851
-0.300000 0.480000 0.227761
-0.300000 0.500000 0.223470
-0.300000 0.520000 0.219980
-0.300000 0.540000 0.216195
-0.300000 0.560000 0.197744
-0.300000 0.580000 0.162802
-0.300000 0.600000 0.114716
-0.300000 0.620000 0.056783
-0.300000 0.640000 -0.007763
-0.300000 0.660000 -0.075771
-0.300000 0.680000 -0.144198
-0.300000 0.700000 -0.210138
-0.300000 0.720000 -0.270861
-0.300000 0.740000 -0.323859
-0.300000 0.760000 -0.366898
-0.300000 0.780000 -0.398076
-0.300000 0.800000 -0.415883
-0.300000 0.820000 -0.419258
-0.300000 0.840000 -0.407643
-0.300000 0.860000 -0.381018
-0.300000 0.880000 -0.339925
-0.300000 0.900000 -0.285462
-0.300000 0.920000 -0.219247
-0.300000 0.940000 -0.143363
-0.300000 0.960000 -0.060286
-0.300000 0.980000 0.027186
-0.300000 1.000000 0.116000
-0.280000 -1.000000 2.784137
-0.280000 -0.980000 2.720647
-0.280000 -0.960000 2.657957
-0.280000 -0.940000 2.596067
-0.280000 -0.920000 2.534977
-0.280000 -0.900000 2.474686
-0.280000 -0.880000 2.415196
-0.280000 -0.860000 2.356506
-0.280000 -0.840000 2.298616
-0.280000 -0.820000 2.241526
-0.280000 -0.800000 2.185236
-0.280000 -0.780000 2.129745
-0.280000 -0.760000 2.075055
-0.280000 -0.740000 2.021165
-0.280000 -0.720000 1.968075
-0.280000 -0.700000 1.884676
-0.280000 -0.680000 1.745308
-0.280000 -0.660000 1.578628
-0.280000 -0.640000 1.413167
-0.280000 -0.620000 1.276071
-0.280000 -0.600000 1.189631
-0.280000 -0.580000 1.161606
-0.280000 -0.560000 1.179512
-0.280000 -0.540000 1.224985
-0.280000 -0.520000 1.281300
-0.280000 -0.500000 1.332029
-0.280000 -0.480000 1.360590
-0.280000 -0.460000 1.350279
-0.280000 -0.440000 1.308813
-0.280000 -0.420000 1.267723
-0.280000 -0.400000 1.227432
-0.280000 -0.380000 1.187942
-0.280000 -0.360000 1.149252
-0.280000 -0.340000 1.111362
-0.280000 -0.320000 1.074272
-0.280000 -0.300000 1.037982
-0.280000 -0.280000 1.002491
-0.280000 -0.260000 0.967801
-0.280000 -0.240000 0.933911
-0.280000 -0.220000 0.900821
-0.280000 -0.200000 0.868531
-0.280000 -0.180000 0.837041
-0.280000 -0.160000 0.806350
-0.280000 -0.140000 0.776460
-0.280000 -0.120000 0.747370
-0.280000 -0.100000 0.719080
-0.280000 -0.080000 0.691590
-0.280000 -0.060000 0.664900
-0.280000 -0.040000 0.639009
-0.280000 -0.020000 0.613919
-0.280000 0.000000 0.589629
-0.280000 0.020000 0.566139
-0.280000 0.040000 0.543449
-0.280000 0.060000 0.521559
-0.280000 0.080000 0.500468
-0.280000 0.100000 0.480178
-0.280000 0.120000 0.460688
-0.280000 0.140000 0.441998
-0.280000 0.160000 0.424108
-0.280000 0.180000 0.407018
-0.280000 0.200000 0.390727
-0.280000 0.220000 0.375237
-0.280000 0.240000 0.360547
-0.280000 0.260000 0.346657
-0.280000 0.280000 0.333567
-0.280000 0.300000 0.321277
-0.280000 0.320000 0.309787
-0.280000 0.340000 0.299096
-0.280000 0.360000 0.289206
-0.280000 0.380000 0.280116
-0.280000 0.400000 0.271826
-0.280000 0.420000 0.264336
-0.280000 0.440000 0.257646
-0.280000 0.460000 0.251755
-0.280000 0.480000 0.246665
-0.280000 0.500000 0.242375
-0.280000 0.520000 0.238885
-0.280000 0.540000 0.228190
-0.280000 0.560000 0.198013
-0.280000 0.580000 0.151495
-0.280000 0.600000 0.092040
-0.280000 0.620000 0.023013
-0.280000 0.640000 -0.052275
-0.280000 0.660000 -0.130577
-0.280000 0.680000 -0.208740
-0.280000 0.700000 -0.283729
-0.280000 0.720000 -0.352671
-0.280000 0.740000 -0.412899
-0.280000 0.760000 -0.462015
-0.280000 0.780000 -0.497955
-0.280000 0.800000 -0.519059
-0.280000 0.820000 -0.524143
-0.280000 0.840000 -0.512559
-0.280000 0.860000 -0.484254
-0.280000 0.880000 -0.439797
-0.280000 0.900000 -0.380378
-0.280000 0.920000 -0.307757
-0.280000 0.940000 -0.224191
-0.280000 0.960000 -0.132341
-0.280000 0.980000 -0.035184
-0.280000 1.000000 0.064063
-0.260000 -1.000000 2.803842
-0.260000 -0.980000 2.740352
-0.260000 -0.960000 2.677662
-0.260000 -0.940000 2.615771
-0.260000 -0.920000 2.554681
-0.260000 -0.900000 2.494391
-0.260000 -0.880000 2.434901
-0.260000 -0.860000 2.376211
-0.260000 -0.840000 2.318321
-0.260000 -0.820000 2.261230
-0.260000 -0.800000 2.204940
-0.260000 -0.780000 2.149450
-0.260000 -0.760000 2.094760
-0.260000 -0.740000 2.040870
-0.260000 -0.720000 1.987287
-0.260000 -0.700000 1.887110
-0.260000 -0.680000 1.730125
-0.260000 -0.660000 1.545630
-0.260000 -0.640000 1.362890
-0.260000 -0.620000 1.211020
-0.260000 -0.600000 1.118062
-0.260000 -0.580000 1.099129
-0.260000 -0.560000 1.130647
-0.260000 -0.540000 1.189822
-0.260000 -0.520000 1.259874
-0.260000 -0.500000 1.324039
-0.260000 -0.480000 1.365497
-0.260000 -0.460000 1.367407
-0.260000 -0.440000 1.328517
-0.260000 -0.420000 1.287427
-0.260000 -0.400000 1.247137
-0.260000 -0.380000 1.207647
-0.260000 -0.360000 1.168957
-0.260000 -0.340000 1.131066
-0.260000 -0.320000 1.093976
-0.260000 -0.300000 1.057686
-0.260000 -0.280000 1.022196
-0.260000 -0.260000 0.987506
-0.260000 -0.240000 0.953616
-0.260000 -0.220000 0.920525
-0.260000 -0.200000 0.888235
-0.260000 -0.180000 0.856745
-0.260000 -0.160000 0.826055
-0.260000 -0.140000 0.796165
-0.260000 -0.120000 0.767075
-0.260000 -0.100000 0.738785
-0.260000 -0.080000 0.711294
-0.260000 -0.060000 0.684604
-0.260000 -0.040000 0.658714
-0.260000 -0.020000 0.633624
-0.260000 0.000000 0.609334
-0.260000 0.020000 0.585844
-0.260000 0.040000 0.563153
-0.260000 0.060000 0.541263
-0.260000 0.080000 0.520173
-0.260000 0.100000 0.499883
-0.260000 0.120000 0.480393
-0.260000 0.140000 0.461703
-0.260000 0.160000 0.443812
-0.260000 0.180000 0.426722
-0.260000 0.200000 0.410432
-0.260000 0.220000 0.394942
-0.260000 0.240000 0.380252
-0.260000 0.260000 0.366362
-0.260000 0.280000 0.353271
-0.260000 0.300000 0.340981
-0.260000 0.320000 0.329491
-0.260000 0.340000 0.318801
-0.260000 0.360000 0.308911
-0.260000 0.380000 0.299821
-0.260000 0.400000 0.291530
-0.260000 0.420000 0.284040
-0.260000 0.440000 0.277350
-0.260000 0.460000 0.271460
-0.260000 0.480000 0.266370
-0.260000 0.500000 0.262080
-0.260000 0.520000 0.257591
-0.260000 0.540000 0.236497
-0.260000 0.560000 0.195670
-0.260000 0.580000 0.138580
-0.260000 0.600000 0.068678
-0.260000 0.620000 -0.010614
-0.260000 0.640000 -0.095912
-0.260000 0.660000 -0.183885
-0.260000 0.680000 -0.271274
-0.260000 0.700000 -0.354919
-0.260000 0.720000 -0.431799
-0.260000 0.740000 -0.499082
-0.260000 0.760000 -0.554191
-0.260000 0.780000 -0.594880
-0.260000 0.800000 -0.619317
-0.260000 0.820000 -0.626168
-0.260000 0.840000 -0.614679
-0.260000 0.860000 -0.584749
-0.260000 0.880000 -0.536980
-0.260000 0.900000 -0.472673
-0.260000 0.920000 -0.393767
-0.260000 0.940000 -0.302725
-0.260000 0.960000 -0.202419
-0.260000 0.980000 -0.096019
-0.260000 1.000000 0.013091
-0.240000 -1.000000 2.824346
-0.240000 -0.980000 2.760856
-0.240000 -0.960000 2.698166
-0.240000 -0.940000 2.636276
-0.240000 -0.920000 2.575186
-0.240000 -0.900000 2.514896
-0.240000 -0.880000 2.455405
-0.240000 -0.860000 2.396715
-0.240000 -0.840000 2.338825
-0.240000 -0.820000 2.281735
-0.240000 -0.800000 2.225445
-0.240000 -0.780000 2.169955
-0.240000 -0.760000 2.115264
-0.240000 -0.740000 2.061374
-0.240000 -0.720000 2.007310
-0.240000 -0.700000 1.902814
-0.240000 -0.680000 1.740626
-0.240000 -0.660000 1.550072
-0.240000 -0.640000 1.360473
-0.240000 -0.620000 1.201157
-0.240000 -0.600000 1.101457
-0.240000 -0.580000 1.086014
-0.240000 -0.560000 1.124839
-0.240000 -0.540000 1.190710
-0.240000 -0.520000 1.266719
-0.240000 -0.500000 1.336005
-0.240000 -0.480000 1.381712
-0.240000 -0.460000 1.386985
-0.240000 -0.440000 1.349022
-0.240000 -0.420000 1.307932
-0.240000 -0.400000 1.267642
-0.240000 -0.380000 1.228151
-0.240000 -0.360000 1.189461
-0.240000 -0.340000 1.151571
-0.240000 -0.320000 1.114481
-0.240000 -0.300000 1.078191
-0.240000 -0.280000 1.042701
-0.240000 -0.260000 1.008010
-0.240000 -0.240000 0.974120
-0.240000 -0.220000 0.941030
-0.240000 -0.200000 0.908740
-0.240000 -0.180000 0.877250
-0.240000 -0.160000 0.846560
-0.240000 -0.140000 0.816669
-0.240000 -0.120000 0.787579
-0.240000 -0.100000 0.759289
-0.240000 -0.080000 0.731799
-0.240000 -0.060000 0.705109
-0.240000 -0.040000 0.679219
-0.240000 -0.020000 0.654128
-0.240000 0.000000 0.629838
-0.240000 0.020000 0.606348
-0.240000 0.040000 0.583658
-0.240000 0.060000 0.561768
-0.240000 0.080000 0.540678
-0.240000 0.100000 0.520387
-0.240000 0.120000 0.500897
-0.240000 0.140000 0.482207
-0.240000 0.160000 0.464317
-0.240000 0.180000 0.447227
-0.240000 0.200000 0.430937
-0.240000 0.220000 0.415446
-0.240000 0.240000 0.400756
-0.240000 0.260000 0.386866
-0.240000 0.280000 0.373776
-0.240000 0.300000 0.361486
-0.240000 0.320000 0.349996
-0.240000 0.340000 0.339305
-0.240000 0.360000 0.329415
-0.240000 0.380000 0.320325
-0.240000 0.400000 0.312035
-0.240000 0.420000 0.304545
-0.240000 0.440000 0.297855
-0.240000 0.460000 0.291965
-0.240000 0.480000 0.286874
-0.240000 0.500000 0.282584
-0.240000 0.520000 0.273682
-0.240000 0.540000 0.243149
-0.240000 0.560000 0.192861
-0.240000 0.580000 0.126320
-0.240000 0.600000 0.047015
-0.240000 0.620000 -0.041587
-0.240000 0.640000 -0.136040
-0.240000 0.660000 -0.232940
-0.240000 0.680000 -0.328931
-0.240000 0.700000 -0.420738
-0.240000 0.720000 -0.505193
-0.240000 0.740000 -0.579293
-0.240000 0.760000 -0.640267
-0.240000 0.780000 -0.685664
-0.240000 0.800000 -0.713456
-0.240000 0.820000 -0.722132
-0.240000 0.840000 -0.710801
-0.240000 0.860000 -0.679295
-0.240000 0.880000 -0.628251
-0.240000 0.900000 -0.559122
-0.240000 0.920000 -0.474069
-0.240000 0.940000 -0.375807
-0.240000 0.960000 -0.267441
-0.240000 0.980000 -0.152342
-0.240000 1.000000 -0.034059
-0.220000 -1.000000 2.845651
-0.220000 -0.980000 2.782161
-0.220000 -0.960000 2.719471
-0.220000 -0.940000 2.657581
-0.220000 -0.920000 2.596490
-0.220000 -0.900000 2.536200
-0.220000 -0.880000 2.476710
-0.220000 -0.860000 2.418020
-0.220000 -0.840000 2.360130
-0.220000 -0.820000 2.303040
-0.220000 -0.800000 2.246749
-0.220000 -0.780000 2.191259
-0.220000 -0.760000 2.136569
-0.220000 -0.740000 2.082679
-0.220000 -0.720000 2.029521
-0.220000 -0.700000 1.934296
-0.220000 -0.680000 1.780472
-0.220000 -0.660000 1.597366
-0.220000 -0.640000 1.414261
-0.220000 -0.620000 1.260274
-0.220000 -0.600000 1.163160
-0.220000 -0.580000 1.139193
-0.220000 -0.560000 1.171726
-0.220000 -0.540000 1.233854
-0.220000 -0.520000 1.306011
-0.220000 -0.500000 1.370796
-0.220000 -0.480000 1.411202
-0.220000 -0.460000 1.410319
-0.220000 -0.440000 1.370326
-0.220000 -0.420000 1.329236
-0.220000 -0.400000 1.288946
-0.220000 -0.380000 1.249456
-0.220000 -0.360000 1.210766
-0.220000 -0.340000 1.172876
-0.220000 -0.320000 1.135785
-0.220000 -0.300000 1.099495
-0.220000 -0.280000 1.064005
-0.220000 -0.260000 1.029315
-0.220000 -0.240000 0.995425
-0.220000 -0.220000 0.962335
-0.220000 -0.200000 0.930044
-0.220000 -0.180000 0.898554
-0.220000 -0.160000 0.867864
-0.220000 -0.140000 0.837974
-0.220000 -0.120000 0.808884
-0.220000 -0.100000 0.780594
-0.220000 -0.080000 0.753104
-0.220000 -0.060000 0.726413
-0.220000 -0.040000 0.700523
-0.220000 -0.020000 0.675433
-0.220000 0.000000 0.651143
-0.220000 0.020000 0.627653
-0.220000 0.040000 0.604963
-0.220000 0.060000 0.583072
-0.220000 0.080000 0.561982
-0.220000 0.100000 0.541692
-0.220000 0.120000 0.522202
-0.220000 0.140000 0.503512
-0.220000 0.160000 0.485622
-0.220000 0.180000 0.468531
-0.220000 0.200000 0.452241
-0.220000 0.220000 0.436751
-0.220000 0.240000 0.422061
-0.220000 0.260000 0.408171
-0.220000 0.280000 0.395081
-0.220000 0.300000 0.382790
-0.220000 0.320000 0.371300
-0.220000 0.340000 0.360610
-0.220000 0.360000 0.350720
-0.220000 0.380000 0.341630
-0.220000 0.400000 0.333340
-0.220000 0.420000 0.325849
-0.220000 0.440000 0.319159
-0.220000 0.460000 0.313269
-0.220000 0.480000 0.308179
-0.220000 0.500000 0.303889
-0.220000 0.520000 0.288591
-0.220000 0.540000 0.249976
-0.220000 0.560000 0.191534
-0.220000 0.580000 0.116787
-0.220000 0.600000 0.029253
-0.220000 0.620000 -0.067565
-0.220000 0.640000 -0.170177
-0.220000 0.660000 -0.275116
-0.220000 0.680000 -0.378949
-0.220000 0.700000 -0.478295
-0.220000 0.720000 -0.569853
-0.220000 0.740000 -0.650446
-0.220000 0.760000 -0.717098
-0.220000 0.780000 -0.767128
-0.220000 0.800000 -0.798278
-0.220000 0.820000 -0.808832
-0.220000 0.840000 -0.797721
-0.220000 0.860000 -0.764671
-0.220000 0.880000 -0.710369
-0.220000 0.900000 -0.636477
-0.220000 0.920000 -0.545452
-0.220000 0.940000 -0.440303
-0.220000 0.960000 -0.324386
-0.220000 0.980000 -0.201271
-0.220000 1.000000 -0.074656
-0.200000 -1.000000 2.867756
-0.200000 -0.980000 2.804265
-0.200000 -0.960000 2.741575
-0.200000 -0.940000 2.679685
-0.200000 -0.920000 2.618595
-0.200000 -0.900000 2.558305
-0.200000 -0.880000 2.498815
-0.200000 -0.860000 2.440124
-0.200000 -0.840000 2.382234
-0.200000 -0.820000 2.325144
-0.200000 -0.800000 2.268854
-0.200000 -0.780000 2.213364
-0.200000 -0.760000 2.158674
-0.200000 -0.740000 2.104783
-0.200000 -0.720000 2.051693
-0.200000 -0.700000 1.976732
-0.200000 -0.680000 1.844185
-0.200000 -0.660000 1.680943
-0.200000 -0.640000 1.515672
-0.200000 -0.620000 1.375762
-0.200000 -0.600000 1.284243
-0.200000 -0.580000 1.251700
-0.200000 -0.560000 1.269190
-0.200000 -0.540000 1.316876
-0.200000 -0.520000 1.374998
-0.200000 -0.500000 1.425455
-0.200000 -0.480000 1.450911
-0.200000 -0.460000 1.434321
-0.200000 -0.440000 1.392431
-0.200000 -0.420000 1.351341
-0.200000 -0.400000 1.311051
-0.200000 -0.380000 1.271561
-0.200000 -0.360000 1.232870
-0.200000 -0.340000 1.194980
-0.200000 -0.320000 1.157890
-0.200000 -0.300000 1.121600
-0.200000 -0.280000 1.086110
-0.200000 -0.260000 1.051420
-0.200000 -0.240000 1.017529
-0.200000 -0.220000 0.984439
-0.200000 -0.200000 0.952149
-0.200000 -0.180000 0.920659
-0.200000 -0.160000 0.889969
-0.200000 -0.140000 0.860079
-0.200000 -0.120000 0.830988
-0.200000 -0.100000 0.802698
-0.200000 -0.080000 0.775208
-0.200000 -0.060000 0.748518
-0.200000 -0.040000 0.722628
-0.200000 -0.020000 0.697538
-0.200000 0.000000 0.673247
-0.200000 0.020000 0.649757
-0.200000 0.040000 0.627067
-0.200000 0.060000 0.605177
-0.200000 0.080000 0.584087
-0.200000 0.100000 0.563797
-0.200000 0.120000 0.544306
-0.200000 0.140000 0.525616
-0.200000 0.160000 0.507726
-0.200000 0.180000 0.490636
-0.200000 0.200000 0.474346
-0.200000 0.220000 0.458856
-0.200000 0.240000 0.444165
-0.200000 0.260000 0.430275
-0.200000 0.280000 0.417185
-0.200000 0.300000 0.404895
-0.200000 0.320000 0.393405
-0.200000 0.340000 0.382715
-0.200000 0.360000 0.372824
-0.200000 0.380000 0.363734
-0.200000 0.400000 0.355444
-0.200000 0.420000 0.347954
-0.200000 0.440000 0.341264
-0.200000 0.460000 0.335374
-0.200000 0.480000 0.330284
-0.200000 0.500000 0.325559
-0.200000 0.520000 0.303811
-0.200000 0.540000 0.258580
-0.200000 0.560000 0.193406
-0.200000 0.580000 0.111827
-0.200000 0.600000 0.017375
-0.200000 0.620000 -0.086419
-0.200000 0.640000 -0.196035
-0.200000 0.660000 -0.307962
-0.200000 0.680000 -0.418709
-0.200000 0.700000 -0.524812
-0.200000 0.720000 -0.622855
-0.200000 0.740000 -0.709503
-0.200000 0.760000 -0.781565
-0.200000 0.780000 -0.836103
-0.200000 0.800000 -0.870590
-0.200000 0.820000 -0.883067
-0.200000 0.840000 -0.872231
-0.200000 0.860000 -0.837638
-0.200000 0.880000 -0.780051
-0.200000 0.900000 -0.701455
-0.200000 0.920000 -0.604699
-0.200000 0.940000 -0.493123
-0.200000 0.960000 -0.370332
-0.200000 0.980000 -0.240067
-0.200000 1.000000 -0.106146
-0.180000 -1.000000 2.890660
-0.180000 -0.980000 2.827170
-0.180000 -0.960000 2.764480
-0.180000 -0.940000 2.702588
-0.180000 -0.920000 2.641500
-0.180000 -0.900000 2.581209
-0.180000 -0.880000 2.521719
-0.180000 -0.860000 2.463029
-0.180000 -0.840000 2.405139
-0.180000 -0.820000 2.348049
-0.180000 -0.800000 2.291759
-0.180000 -0.780000 2.236268
-0.180000 -0.760000 2.181578
-0.180000 -0.740000 2.127688
-0.180000 -0.720000 2.074598
-0.180000 -0.700000 2.018506
-0.180000 -0.680000 1.918172
-0.180000 -0.660000 1.784407
-0.180000 -0.640000 1.644381
-0.180000 -0.620000 1.522656
-0.180000 -0.600000 1.438002
-0.180000 -0.580000 1.398619
-0.180000 -0.560000 1.399628
-0.180000 -0.540000 1.426924
-0.180000 -0.520000 1.463190
-0.180000 -0.500000 1.490846
-0.180000 -0.480000 1.492601
-0.180000 -0.460000 1.457226
-0.180000 -0.440000 1.415336
-0.180000 -0.420000 1.374245
-0.180000 -0.400000 1.333955
-0.180000 -0.380000 1.294465
-0.180000 -0.360000 1.255775
-0.180000 -0.340000 1.217885
-0.180000 -0.320000 1.180795
-0.180000 -0.300000 1.144504
-0.180000 -0.280000 1.109014
-0.180000 -0.260000 1.074324
-0.180000 -0.240000 1.040434
-0.180000 -0.220000 1.007344
-0.180000 -0.200000 0.975054
-0.180000 -0.180000 0.943563
-0.180000 -0.160000 0.912873
-0.180000 -0.140000 0.882983
-0.180000 -0.120000 0.853893
-0.180000 -0.100000 0.825603
-0.180000 -0.080000 0.798113
-0.180000 -0.060000 0.771422
-0.180000 -0.040000 0.745532
-0.180000 -0.020000 0.720442
-0.180000 0.000000 0.696152
-0.180000 0.020000 0.672662
-0.180000 0.040000 0.649972
-0.180000 0.060000 0.628082
-0.180000 0.080000 0.606991
-0.180000 0.100000 0.586701
-0.180000 0.120000 0.567211
-0.180000 0.140000 0.548521
-0.180000 0.160000 0.530631
-0.180000 0.180000 0.513541
-0.180000 0.200000 0.497250
-0.180000 0.220000 0.481760
-0.180000 0.240000 0.467070
-0.180000 0.260000 0.453180
-0.180000 0.280000 0.440090
-0.180000 0.300000 0.427800
-0.180000 0.320000 0.416309
-0.180000 0.340000 0.405619
-0.180000 0.360000 0.395729
-0.180000 0.380000 0.386639
-0.180000 0.400000 0.378349
-0.180000 0.420000 0.370859
-0.180000 0.440000 0.364168
-0.180000 0.460000 0.358278
-0.180000 0.480000 0.353188
-0.180000 0.500000 0.347223
-0.180000 0.520000 0.320579
-0.180000 0.540000 0.270300
-0.180000 0.560000 0.199929
-0.180000 0.580000 0.113014
-0.180000 0.600000 0.013096
-0.180000 0.620000 -0.096281
-0.180000 0.640000 -0.211578
-0.180000 0.660000 -0.329260
-0.180000 0.680000 -0.445797
-0.180000 0.700000 -0.557672
-0.180000 0.720000 -0.661387
-0.180000 0.740000 -0.753481
-0.180000 0.760000 -0.830569
-0.180000 0.780000 -0.889433
-0.180000 0.800000 -0.927205
-0.180000 0.820000 -0.941633
-0.180000 0.840000 -0.931117
-0.180000 0.860000 -0.894896
-0.180000 0.880000 -0.833917
-0.180000 0.900000 -0.750711
-0.180000 0.920000 -0.648611
-0.180000 0.940000 -0.531281
-0.180000 0.960000 -0.402524
-0.180000 0.980000 -0.266208
-0.180000 1.000000 -0.126227
-0.160000 -1.000000 2.908862
-0.160000 -0.980000 2.844423
-0.160000 -0.960000 2.781148
-0.160000 -0.940000 2.719086
-0.160000 -0.920000 2.658249
-0.160000 -0.900000 2.598610
-0.160000 -0.880000 2.540103
-0.160000 -0.860000 2.482629
-0.160000 -0.840000 2.426056
-0.160000 -0.820000 2.370220
-0.160000 -0.800000 2.314925
-0.160000 -0.780000 2.259948
-0.160000 -0.760000 2.205283
-0.160000 -0.740000 2.151393
-0.160000 -0.720000 2.098302
-0.160000 -0.700000 2.046012
-0.160000 -0.680000 1.983250
-0.160000 -0.660000 1.885868
-0.160000 -0.640000 1.775776
-0.160000 -0.620000 1.674708
-0.160000 -0.600000 1.598465
-0.160000 -0.580000 1.554211
-0.160000 -0.560000 1.539473
-0.160000 -0.540000 1.544124
-0.160000 -0.520000 1.553787
-0.160000 -0.500000 1.552380
-0.160000 -0.480000 1.523621
-0.160000 -0.460000 1.480930
-0.160000 -0.440000 1.439040
-0.160000 -0.420000 1.397950
-0.160000 -0.400000 1.357660
-0.160000 -0.380000 1.318170
-0.160000 -0.360000 1.279480
-0.160000 -0.340000 1.241589
-0.160000 -0.320000 1.204499
-0.160000 -0.300000 1.168209
-0.160000 -0.280000 1.132719
-0.160000 -0.260000 1.098029
-0.160000 -0.240000 1.064139
-0.160000 -0.220000 1.031048
-0.160000 -0.200000 0.998758
-0.160000 -0.180000 0.967268
-0.160000 -0.160000 0.936578
-0.160000 -0.140000 0.906688
-0.160000 -0.120000 0.877598
-0.160000 -0.100000 0.849307
-0.160000 -0.080000 0.821817
-0.160000 -0.060000 0.795127
-0.160000 -0.040000 0.769237
-0.160000 -0.020000 0.744147
-0.160000 0.000000 0.719857
-0.160000 0.020000 0.696366
-0.160000 0.040000 0.673676
-0.160000 0.060000 0.651786
-0.160000 0.080000 0.630696
-0.160000 0.100000 0.610406
-0.160000 0.120000 0.590916
-0.160000 0.140000 0.572225
-0.160000 0.160000 0.554335
-0.160000 0.180000 0.537245
-0.160000 0.200000 0.520955
-0.160000 0.220000 0.505465
-0.160000 0.240000 0.490775
-0.160000 0.260000 0.476884
-0.160000 0.280000 0.463794
-0.160000 0.300000 0.451504
-0.160000 0.320000 0.440014
-0.160000 0.340000 0.429324
-0.160000 0.360000 0.419434
-0.160000 0.380000 0.410343
-0.160000 0.400000 0.402053
-0.160000 0.420000 0.394563
-0.160000 0.440000 0.387873
-0.160000 0.460000 0.381983
-0.160000 0.480000 0.376893
-0.160000 0.500000 0.369708
-0.160000 0.520000 0.339846
-0.160000 0.540000 0.286177
-0.160000 0.560000 0.212249
-0.160000 0.580000 0.121611
-0.160000 0.600000 0.017810
-0.160000 0.620000 -0.095607
-0.160000 0.640000 -0.215092
-0.160000 0.660000 -0.337100
-0.160000 0.680000 -0.458084
-0.160000 0.700000 -0.574502
-0.160000 0.720000 -0.682814
-0.160000 0.740000 -0.779488
-0.160000 0.760000 -0.861013
-0.160000 0.780000 -0.923926
-0.160000 0.800000 -0.964936
-0.160000 0.820000 -0.981331
-0.160000 0.840000 -0.971119
-0.160000 0.860000 -0.932935
-0.160000 0.880000 -0.868388
-0.160000 0.900000 -0.780845
-0.160000 0.920000 -0.674089
-0.160000 0.940000 -0.552000
-0.160000 0.960000 -0.418494
-0.160000 0.980000 -0.277497
-0.160000 1.000000 -0.132941
-0.140000 -1.000000 2.914147
-0.140000 -0.980000 2.848773
-0.140000 -0.960000 2.785003
-0.140000 -0.940000 2.722879
-0.140000 -0.920000 2.662401
-0.140000 -0.900000 2.603532
-0.140000 -0.880000 2.546194
-0.140000 -0.860000 2.490278
-0.140000 -0.840000 2.435636
-0.140000 -0.820000 2.382091
-0.140000 -0.800000 2.329437
-0.140000 -0.780000 2.277436
-0.140000 -0.760000 2.225825
-0.140000 -0.740000 2.174317
-0.140000 -0.720000 2.122601
-0.140000 -0.700000 2.070517
-0.140000 -0.680000 2.019027
-0.140000 -0.660000 1.961033
-0.140000 -0.640000 1.884188
-0.140000 -0.620000 1.805835
-0.140000 -0.600000 1.739775
-0.140000 -0.580000 1.692678
-0.140000 -0.560000 1.663644
-0.140000 -0.540000 1.645328
-0.140000 -0.520000 1.625997
-0.140000 -0.500000 1.591615
-0.140000 -0.480000 1.548125
-0.140000 -0.460000 1.505435
-0.140000 -0.440000 1.463545
-0.140000 -0.420000 1.422455
-0.140000 -0.400000 1.382164
-0.140000 -0.380000 1.342674
-0.140000 -0.360000 1.303984
-0.140000 -0.340000 1.266094
-0.140000 -0.320000 1.229004
-0.140000 -0.300000 1.192714
-0.140000 -0.280000 1.157223
-0.140000 -0.260000 1.122533
-0.140000 -0.240000 1.088643
-0.140000 -0.220000 1.055553
-0.140000 -0.200000 1.023263
-0.140000 -0.180000 0.991773
-0.140000 -0.160000 0.961082
-0.140000 -0.140000 0.931192
-0.140000 -0.120000 0.902102
-0.140000 -0.100000 0.873812
-0.140000 -0.080000 0.846322
-0.140000 -0.060000 0.819632
-0.140000 -0.040000 0.793741
-0.140000 -0.020000 0.768651
-0.140000 0.000000 0.744361
-0.140000 0.020000 0.720871
-0.140000 0.040000 0.698181
-0.140000 0.060000 0.676291
-0.140000 0.080000 0.655201
-0.140000 0.100000 0.634910
-0.140000 0.120000 0.615420
-0.140000 0.140000 0.596730
-0.140000 0.160000 0.578840
-0.140000 0.180000 0.561750
-0.140000 0.200000 0.545460
-0.140000 0.220000 0.529969
-0.140000 0.240000 0.515279
-0.140000 0.260000 0.501389
-0.140000 0.280000 0.488299
-0.140000 0.300000 0.476009
-0.140000 0.320000 0.464519
-0.140000 0.340000 0.453828
-0.140000 0.360000 0.443938
-0.140000 0.380000 0.434848
-0.140000 0.400000 0.426558
-0.140000 0.420000 0.419068
-0.140000 0.440000 0.412378
-0.140000 0.460000 0.406487
-0.140000 0.480000 0.401397
-0.140000 0.500000 0.393586
-0.140000 0.520000 0.362250
-0.140000 0.540000 0.306929
-0.140000 0.560000 0.231170
-0.140000 0.580000 0.138523
-0.140000 0.600000 0.032536
-0.140000 0.620000 -0.083242
-0.140000 0.640000 -0.205264
-0.140000 0.660000 -0.329980
-0.140000 0.680000 -0.453843
-0.140000 0.700000 -0.573302
-0.140000 0.720000 -0.684812
-0.140000 0.740000 -0.784822
-0.140000 0.760000 -0.869784
-0.140000 0.780000 -0.936151
-0.140000 0.800000 -0.980378
-0.140000 0.820000 -0.998959
-0.140000 0.840000 -0.988552
-0.140000 0.860000 -0.947596
-0.140000 0.880000 -0.879619
-0.140000 0.900000 -0.788555
-0.140000 0.920000 -0.678342
-0.140000 0.940000 -0.552918
-0.140000 0.960000 -0.416224
-0.140000 0.980000 -0.272198
-0.140000 1.000000 -0.124781
-0.120000 -1.000000 2.907162
-0.120000 -0.980000 2.840958
-0.120000 -0.960000 2.776801
-0.120000 -0.940000 2.714721
-0.120000 -0.920000 2.654710
-0.120000 -0.900000 2.596717
-0.120000 -0.880000 2.540655
-0.120000 -0.860000 2.486398
-0.120000 -0.840000 2.433787
-0.120000 -0.820000 2.382632
-0.120000 -0.800000 2.332711
-0.120000 -0.780000 2.283772
-0.120000 -0.760000 2.235541
-0.120000 -0.740000 2.187714
-0.120000 -0.720000 2.139968
-0.120000 -0.700000 2.091955
-0.120000 -0.680000 2.043308
-0.120000 -0.660000 1.993641
-0.120000 -0.640000 1.943747
-0.120000 -0.620000 1.890083
-0.120000 -0.600000 1.836099
-0.120000 -0.580000 1.788213
-0.120000 -0.560000 1.746622
-0.120000 -0.540000 1.706000
-0.120000 -0.520000 1.661210
-0.120000 -0.500000 1.616920
-0.120000 -0.480000 1.573430
-0.120000 -0.460000 1.530739
-0.120000 -0.440000 1.488849
-0.120000 -0.420000 1.447759
-0.120000 -0.400000 1.407469
-0.120000 -0.380000 1.367979
-0.120000 -0.360000 1.329289
-0.120000 -0.340000 1.291399
-0.120000 -0.320000 1.254308
-0.120000 -0.300000 1.218018
-0.120000 -0.280000 1.182528
-0.120000 -0.260000 1.147838
-0.120000 -0.240000 1.113948
-0.120000 -0.220000 1.080858
-0.120000 -0.200000 1.048567
-0.120000 -0.180000 1.017077
-0.120000 -0.160000 0.986387
-0.120000 -0.140000 0.956497
-0.120000 -0.120000 0.927407
-0.120000 -0.100000 0.899117
-0.120000 -0.080000 0.871626
-0.120000 -0.060000 0.844936
-0.120000 -0.040000 0.819046
-0.120000 -0.020000 0.793956
-0.120000 0.000000 0.769666
-0.120000 0.020000 0.746176
-0.120000 0.040000 0.723485
-0.120000 0.060000 0.701595
-0.120000 0.080000 0.680505
-0.120000 0.100000 0.660215
-0.120000 0.120000 0.640725
-0.120000 0.140000 0.622035
-0.120000 0.160000 0.604144
-0.120000 0.180000 0.587054
-0.120000 0.200000 0.570764
-0.120000 0.220000 0.555274
-0.120000 0.240000 0.540584
-0.120000 0.260000 0.526694
-0.120000 0.280000 0.513603
-0.120000 0.300000 0.501313
-0.120000 0.320000 0.489823
-0.120000 0.340000 0.479133
-0.120000 0.360000 0.469243
-0.120000 0.380000 0.460153
-0.120000 0.400000 0.451862
-0.120000 0.420000 0.444372
-0.120000 0.440000 0.437682
-0.120000 0.460000 0.431792
-0.120000 0.480000 0.426702
-0.120000 0.500000 0.419110
-0.120000 0.520000 0.388096
-0.120000 0.540000 0.332918
-0.120000 0.560000 0.257121
-0.120000 0.580000 0.164257
-0.120000 0.600000 0.057872
-0.120000 0.620000 -0.058484
-0.120000 0.640000 -0.181262
-0.120000 0.660000 -0.306914
-0.120000 0.680000 -0.431890
-0.120000 0.700000 -0.552640
-0.120000 0.720000 -0.665615
-0.120000 0.740000 -0.767262
-0.120000 0.760000 -0.854023
-0.120000 0.780000 -0.922327
-0.120000 0.800000 -0.968534
-0.120000 0.820000 -0.988512
-0.120000 0.840000 -0.976883
-0.120000 0.860000 -0.933969
-0.120000 0.880000 -0.864042
-0.120000 0.900000 -0.771157
-0.120000 0.920000 -0.659282
-0.120000 0.940000 -0.532366
-0.120000 0.960000 -0.394354
-0.120000 0.980000 -0.249188
-0.120000 1.000000 -0.100808
-0.100000 -1.000000 2.888664
-0.100000 -0.980000 2.821735
-0.100000 -0.960000 2.757296
-0.100000 -0.940000 2.695368
-0.100000 -0.920000 2.635931
-0.100000 -0.900000 2.578921
-0.100000 -0.880000 2.524238
-0.100000 -0.860000 2.471744
-0.100000 -0.840000 2.421265
-0.100000 -0.820000 2.372594
-0.100000 -0.800000 2.325497
-0.100000 -0.780000 2.279708
-0.100000 -0.760000 2.234936
-0.100000 -0.740000 2.190866
-0.100000 -0.720000 2.147157
-0.100000 -0.700000 2.103450
-0.100000 -0.680000 2.059365
-0.100000 -0.660000 2.014502
-0.100000 -0.640000 1.968447
-0.100000 -0.620000 1.920765
-0.100000 -0.600000 1.872475
-0.100000 -0.580000 1.824985
-0.100000 -0.560000 1.778295
-0.100000 -0.540000 1.732405
-0.100000 -0.520000 1.687315
-0.100000 -0.500000 1.643024
-0.100000 -0.480000 1.599534
-0.100000 -0.460000 1.556844
-0.100000 -0.440000 1.514954
-0.100000 -0.420000 1.473864
-0.100000 -0.400000 1.433574
-0.100000 -0.380000 1.394083
-0.100000 -0.360000 1.355393
-0.100000 -0.340000 1.317503
-0.100000 -0.320000 1.280413
-0.100000 -0.300000 1.244123
-0.100000 -0.280000 1.208633
-0.100000 -0.260000 1.173942
-0.100000 -0.240000 1.140052
-0.100000 -0.220000 1.106962
-0.100000 -0.200000 1.074672
-0.100000 -0.180000 1.043182
-0.100000 -0.160000 1.012492
-0.100000 -0.140000 0.982601
-0.100000 -0.120000 0.953511
-0.100000 -0.100000 0.925221
-0.100000 -0.080000 0.897731
-0.100000 -0.060000 0.871041
-0.100000 -0.040000 0.845151
-0.100000 -0.020000 0.820060
-0.100000 0.000000 0.795770
-0.100000 0.020000 0.772280
-0.100000 0.040000 0.749590
-0.100000 0.060000 0.727700
-0.100000 0.080000 0.706610
-0.100000 0.100000 0.686319
-0.100000 0.120000 0.666829
-0.100000 0.140000 0.648139
-0.100000 0.160000 0.630249
-0.100000 0.180000 0.613159
-0.100000 0.200000 0.596869
-0.100000 0.220000 0.581379
-0.100000 0.240000 0.566688
-0.100000 0.260000 0.552798
-0.100000 0.280000 0.539708
-0.100000 0.300000 0.527418
-0.100000 0.320000 0.515928
-0.100000 0.340000 0.505238
-0.100000 0.360000 0.495347
-0.100000 0.380000 0.486257
-0.100000 0.400000 0.477967
-0.100000 0.420000 0.470477
-0.100000 0.440000 0.463787
-0.100000 0.460000 0.457897
-0.100000 0.480000 0.452806
-0.100000 0.500000 0.446202
-0.100000 0.520000 0.417338
-0.100000 0.540000 0.364132
-0.100000 0.560000 0.290131
-0.100000 0.580000 0.198887
-0.100000 0.600000 0.093948
-0.100000 0.620000 -0.021135
-0.100000 0.640000 -0.142810
-0.100000 0.660000 -0.267525
-0.100000 0.680000 -0.391725
-0.100000 0.700000 -0.511849
-0.100000 0.720000 -0.624333
-0.100000 0.740000 -0.725594
-0.100000 0.760000 -0.812015
-0.100000 0.780000 -0.879894
-0.100000 0.800000 -0.925300
-0.100000 0.820000 -0.943867
-0.100000 0.840000 -0.931856
-0.100000 0.860000 -0.889388
-0.100000 0.880000 -0.819875
-0.100000 0.900000 -0.727393
-0.100000 0.920000 -0.615988
-0.100000 0.940000 -0.489657
-0.100000 0.960000 -0.352368
-0.100000 0.980000 -0.208078
-0.100000 1.000000 -0.060735
-0.080000 -1.000000 2.859407
-0.080000 -0.980000 2.791859
-0.080000 -0.960000 2.727245
-0.080000 -0.940000 2.665576
-0.080000 -0.920000 2.606819
-0.080000 -0.900000 2.550899
-0.080000 -0.880000 2.497701
-0.080000 -0.860000 2.447071
-0.080000 -0.840000 2.398822
-0.080000 -0.820000 2.352731
-0.080000 -0.800000 2.308548
-0.080000 -0.780000 2.265993
-0.080000 -0.760000 2.224759
-0.080000 -0.740000 2.184515
-0.080000 -0.720000 2.144909
-0.080000 -0.700000 2.105566
-0.080000 -0.680000 2.066093
-0.080000 -0.660000 2.026077
-0.080000 -0.640000 1.985090
-0.080000 -0.620000 1.942687
-0.080000 -0.600000 1.898410
-0.080000 -0.580000 1.851890
-0.080000 -0.560000 1.805199
-0.080000 -0.540000 1.759309
-0.080000 -0.520000 1.714219
-0.080000 -0.500000 1.669929
-0.080000 -0.480000 1.626439
-0.080000 -0.460000 1.583749
-0.080000 -0.440000 1.541858
-0.080000 -0.420000 1.500768
-0.080000 -0.400000 1.460478
-0.080000 -0.380000 1.420988
-0.080000 -0.360000 1.382298
-0.080000 -0.340000 1.344408
-0.080000 -0.320000 1.307318
-0.080000 -0.300000 1.271027
-0.080000 -0.280000 1.235537
-0.080000 -0.260000 1.200847
-0.080000 -0.240000 1.166957
-0.080000 -0.220000 1.133867
-0.080000 -0.200000 1.101577
-0.080000 -0.180000 1.070086
-0.080000 -0.160000 1.039396
-0.080000 -0.140000 1.009506
-0.080000 -0.120000 0.980416
-0.080000 -0.100000 0.952126
-0.080000 -0.080000 0.924636
-0.080000 -0.060000 0.897945
-0.080000 -0.040000 0.872055
-0.080000 -0.020000 0.846965
-0.080000 0.000000 0.822675
-0.080000 0.020000 0.799185
-0.080000 0.040000 0.776495
-0.080000 0.060000 0.754604
-0.080000 0.080000 0.733514
-0.080000 0.100000 0.713224
-0.080000 0.120000 0.693734
-0.080000 0.140000 0.675044
-0.080000 0.160000 0.657154
-0.080000 0.180000 0.640063
-0.080000 0.200000 0.623773
-0.080000 0.220000 0.608283
-0.080000 0.240000 0.593593
-0.080000 0.260000 0.579703
-0.080000 0.280000 0.566613
-0.080000 0.300000 0.554322
-0.080000 0.320000 0.542832
-0.080000 0.340000 0.532142
-0.080000 0.360000 0.522252
-0.080000 0.380000 0.513162
-0.080000 0.400000 0.504872
-0.080000 0.420000 0.497381
-0.080000 0.440000 0.490691
-0.080000 0.460000 0.484801
-0.080000 0.480000 0.479711
-0.080000 0.500000 0.474445
-0.080000 0.520000 0.449566
-0.080000 0.540000 0.400171
-0.080000 0.560000 0.329811
-0.080000 0.580000 0.242036
-0.080000 0.600000 0.140400
-0.080000 0.620000 0.028457
-0.080000 0.640000 -0.090236
-0.080000 0.660000 -0.212119
-0.080000 0.680000 -0.333626
-0.080000 0.700000 -0.451180
-0.080000 0.720000 -0.561188
-0.080000 0.740000 -0.660028
-0.080000 0.760000 -0.744019
-0.080000 0.780000 -0.809386
-0.080000 0.800000 -0.852235
-0.080000 0.820000 -0.868806
-0.080000 0.840000 -0.856528
-0.080000 0.860000 -0.815438
-0.080000 0.880000 -0.748015
-0.080000 0.900000 -0.657879
-0.080000 0.920000 -0.548961
-0.080000 0.940000 -0.425240
-0.080000 0.960000 -0.290694
-0.080000 0.980000 -0.149288
-0.080000 1.000000 -0.004981
-0.060000 -1.000000 2.820148
-0.060000 -0.980000 2.752085
-0.060000 -0.960000 2.687402
-0.060000 -0.940000 2.626099
-0.060000 -0.920000 2.568131
-0.060000 -0.900000 2.513407
-0.060000 -0.880000 2.461797
-0.060000 -0.860000 2.413134
-0.060000 -0.840000 2.367212
-0.060000 -0.820000 2.323795
-0.060000 -0.800000 2.282614
-0.060000 -0.780000 2.243375
-0.060000 -0.760000 2.205754
-0.060000 -0.740000 2.169407
-0.060000 -0.720000 2.133965
-0.060000 -0.700000 2.099039
-0.060000 -0.680000 2.064223
-0.060000 -0.660000 2.029091
-0.060000 -0.640000 1.993202
-0.060000 -0.620000 1.956100
-0.060000 -0.600000 1.917313
-0.060000 -0.580000 1.876357
-0.060000 -0.560000 1.832735
-0.060000 -0.540000 1.787014
-0.060000 -0.520000 1.741924
-0.060000 -0.500000 1.697634
-0.060000 -0.480000 1.654143
-0.060000 -0.460000 1.611453
-0.060000 -0.440000 1.569563
-0.060000 -0.420000 1.528473
-0.060000 -0.400000 1.488183
-0.060000 -0.380000 1.448693
-0.060000 -0.360000 1.410002
-0.060000 -0.340000 1.372112
-0.060000 -0.320000 1.335022
-0.060000 -0.300000 1.298732
-0.060000 -0.280000 1.263242
-0.060000 -0.260000 1.228552
-0.060000 -0.240000 1.194661
-0.060000 -0.220000 1.161571
-0.060000 -0.200000 1.129281
-0.060000 -0.180000 1.097791
-0.060000 -0.160000 1.067101
-0.060000 -0.140000 1.037211
-0.060000 -0.120000 1.008120
-0.060000 -0.100000 0.979830
-0.060000 -0.080000 0.952340
-0.060000 -0.060000 0.925650
-0.060000 -0.040000 0.899760
-0.060000 -0.020000 0.874670
-0.060000 0.000000 0.850379
-0.060000 0.020000 0.826889
-0.060000 0.040000 0.804199
-0.060000 0.060000 0.782309
-0.060000 0.080000 0.761219
-0.060000 0.100000 0.740929
-0.060000 0.120000 0.721438
-0.060000 0.140000 0.702748
-0.060000 0.160000 0.684858
-0.060000 0.180000 0.667768
-0.060000 0.200000 0.651478
-0.060000 0.220000 0.635988
-0.060000 0.240000 0.621298
-0.060000 0.260000 0.607407
-0.060000 0.280000 0.594317
-0.060000 0.300000 0.582027
-0.060000 0.320000 0.570537
-0.060000 0.340000 0.559847
-0.060000 0.360000 0.549957
-0.060000 0.380000 0.540866
-0.060000 0.400000 0.532576
-0.060000 0.420000 0.525086
-0.060000 0.440000 0.518396
-0.060000 0.460000 0.512506
-0.060000 0.480000 0.507416
-0.060000 0.500000 0.503078
-0.060000 0.520000 0.484006
-0.060000 0.540000 0.440245
-0.060000 0.560000 0.375348
-0.060000 0.580000 0.292870
-0.060000 0.600000 0.196366
-0.060000 0.620000 0.089395
-0.060000 0.640000 -0.024480
-0.060000 0.660000 -0.141694
-0.060000 0.680000 -0.258669
-0.060000 0.700000 -0.371819
-0.060000 0.720000 -0.477535
-0.060000 0.740000 -0.572186
-0.060000 0.760000 -0.652106
-0.060000 0.780000 -0.713617
-0.060000 0.800000 -0.753147
-0.060000 0.820000 -0.767611
-0.060000 0.840000 -0.755133
-0.060000 0.860000 -0.715733
-0.060000 0.880000 -0.651279
-0.060000 0.900000 -0.564829
-0.060000 0.920000 -0.460005
-0.060000 0.940000 -0.340649
-0.060000 0.960000 -0.210678
-0.060000 0.980000 -0.074034
-0.060000 1.000000 0.065335
-0.040000 -1.000000 2.771643
-0.040000 -0.980000 2.703169
-0.040000 -0.960000 2.638523
-0.040000 -0.940000 2.577694
-0.040000 -0.920000 2.520620
-0.040000 -0.900000 2.467198
-0.040000 -0.880000 2.417282
-0.040000 -0.860000 2.370686
-0.040000 -0.840000 2.327189
-0.040000 -0.820000 2.286537
-0.040000 -0.800000 2.248445
-0.040000 -0.780000 2.212601
-0.040000 -0.760000 2.178667
-0.040000 -0.740000 2.146281
-0.040000 -0.720000 2.115061
-0.040000 -0.700000 2.084602
-0.040000 -0.680000 2.054484
-0.040000 -0.660000 2.024269
-0.040000 -0.640000 1.993502
-0.040000 -0.620000 1.961715
-0.040000 -0.600000 1.928425
-0.040000 -0.580000 1.893137
-0.040000 -0.560000 1.855343
-0.040000 -0.540000 1.814524
-0.040000 -0.520000 1.770428
-0.040000 -0.500000 1.726138
-0.040000 -0.480000 1.682648
-0.040000 -0.460000 1.639958
-0.040000 -0.440000 1.598068
-0.040000 -0.420000 1.556977
-0.040000 -0.400000 1.516687
-0.040000 -0.380000 1.477197
-0.040000 -0.360000 1.438507
-0.040000 -0.340000 1.400617
-0.040000 -0.320000 1.363527
-0.040000 -0.300000 1.327236
-0.040000 -0.280000 1.291746
-0.040000 -0.260000 1.257056
-0.040000 -0.240000 1.223166
-0.040000 -0.220000 1.190076
-0.040000 -0.200000 1.157786
-0.040000 -0.180000 1.126296
-0.040000 -0.160000 1.095605
-0.040000 -0.140000 1.065715
-0.040000 -0.120000 1.036625
-0.040000 -0.100000 1.008335
-0.040000 -0.080000 0.980845
-0.040000 -0.060000 0.954155
-0.040000 -0.040000 0.928264
-0.040000 -0.020000 0.903174
-0.040000 0.000000 0.878884
-0.040000 0.020000 0.855394
-0.040000 0.040000 0.832704
-0.040000 0.060000 0.810814
-0.040000 0.080000 0.789723
-0.040000 0.100000 0.769433
-0.040000 0.120000 0.749943
-0.040000 0.140000 0.731253
-0.040000 0.160000 0.713363
-0.040000 0.180000 0.696273
-0.040000 0.200000 0.679982
-0.040000 0.220000 0.664492
-0.040000 0.240000 0.649802
-0.040000 0.260000 0.635912
-0.040000 0.280000 0.622822
-0.040000 0.300000 0.610532
-0.040000 0.320000 0.599041
-0.040000 0.340000 0.588351
-0.040000 0.360000 0.578461
-0.040000 0.380000 0.569371
-0.040000 0.400000 0.561081
-0.040000 0.420000 0.553591
-0.040000 0.440000 0.546900
-0.040000 0.460000 0.541010
-0.040000 0.480000 0.535920
-0.040000 0.500000 0.531630
-0.040000 0.520000 0.519521
-0.040000 0.540000 0.483175
-0.040000 0.560000 0.425518
-0.040000 0.580000 0.350107
-0.040000 0.600000 0.260498
-0.040000 0.620000 0.160251
-0.040000 0.640000 0.052928
-0.040000 0.660000 -0.057902
-0.040000 0.680000 -0.168667
-0.040000 0.700000 -0.275787
-0.040000 0.720000 -0.375676
-0.040000 0.740000 -0.464748
-0.040000 0.760000 -0.539450
-0.040000 0.780000 -0.596327
-0.040000 0.800000 -0.632213
-0.040000 0.820000 -0.644568
-0.040000 0.840000 -0.631954
-0.040000 0.860000 -0.594394
-0.040000 0.880000 -0.533367
-0.040000 0.900000 -0.451449
-0.040000 0.920000 -0.351893
-0.040000 0.940000 -0.238306
-0.040000 0.960000 -0.114470
-0.040000 0.980000 0.015750
-0.040000 1.000000 0.148449
-0.020000 -1.000000 2.714646
-0.020000 -0.980000 2.645865
-0.020000 -0.960000 2.581363
-0.020000 -0.940000 2.521114
-0.020000 -0.920000 2.465043
-0.020000 -0.900000 2.413029
-0.020000 -0.880000 2.364910
-0.020000 -0.860000 2.320481
-0.020000 -0.840000 2.279505
-0.020000 -0.820000 2.241709
-0.020000 -0.800000 2.206790
-0.020000 -0.780000 2.174420
-0.020000 -0.760000 2.144242
-0.020000 -0.740000 2.115879
-0.020000 -0.720000 2.088933
-0.020000 -0.700000 2.062986
-0.020000 -0.680000 2.037602
-0.020000 -0.660000 2.012330
-0.020000 -0.640000 1.986703
-0.020000 -0.620000 1.960241
-0.020000 -0.600000 1.932448
-0.020000 -0.580000 1.902819
-0.020000 -0.560000 1.870835
-0.020000 -0.540000 1.835968
-0.020000 -0.520000 1.797677
-0.020000 -0.500000 1.755443
-0.020000 -0.480000 1.711953
-0.020000 -0.460000 1.669262
-0.020000 -0.440000 1.627372
-0.020000 -0.420000 1.586282
-0.020000 -0.400000 1.545992
-0.020000 -0.380000 1.506502
-0.020000 -0.360000 1.467812
-0.020000 -0.340000 1.429921
-0.020000 -0.320000 1.392831
-0.020000 -0.300000 1.356541
-0.020000 -0.280000 1.321051
-0.020000 -0.260000 1.286361
-0.020000 -0.240000 1.252471
-0.020000 -0.220000 1.219380
-0.020000 -0.200000 1.187090
-0.020000 -0.180000 1.155600
-0.020000 -0.160000 1.124910
-0.020000 -0.140000 1.095020
-0.020000 -0.120000 1.065930
-0.020000 -0.100000 1.037639
-0.020000 -0.080000 1.010149
-0.020000 -0.060000 0.983459
-0.020000 -0.040000 0.957569
-0.020000 -0.020000 0.932479
-0.020000 0.000000 0.908189
-0.020000 0.020000 0.884698
-0.020000 0.040000 0.862008
-0.020000 0.060000 0.840118
-0.020000 0.080000 0.819028
-0.020000 0.100000 0.798738
-0.020000 0.120000 0.779248
-0.020000 0.140000 0.760557
-0.020000 0.160000 0.742667
-0.020000 0.180000 0.725577
-0.020000 0.200000 0.709287
-0.020000 0.220000 0.693797
-0.020000 0.240000 0.679107
-0.020000 0.260000 0.665216
-0.020000 0.280000 0.652126
-0.020000 0.300000 0.639836
-0.020000 0.320000 0.628346
-0.020000 0.340000 0.617656
-0.020000 0.360000 0.607766
-0.020000 0.380000 0.598676
-0.020000 0.400000 0.590385
-0.020000 0.420000 0.582895
-0.020000 0.440000 0.576205
-0.020000 0.460000 0.570315
-0.020000 0.480000 0.565225
-0.020000 0.500000 0.560935
-0.020000 0.520000 0.554629
-0.020000 0.540000 0.527414
-0.020000 0.560000 0.478701
-0.020000 0.580000 0.412042
-0.020000 0.600000 0.330992
-0.020000 0.620000 0.239103
-0.020000 0.640000 0.139931
-0.020000 0.660000 0.037028
-0.020000 0.680000 -0.066053
-0.020000 0.700000 -0.165769
-0.020000 0.720000 -0.258598
-0.020000 0.740000 -0.341061
-0.020000 0.760000 -0.409780
-0.020000 0.780000 -0.461582
-0.020000 0.800000 -0.493683
-0.020000 0.820000 -0.503964
-0.020000 0.840000 -0.491276
-0.020000 0.860000 -0.455655
-0.020000 0.880000 -0.398323
-0.020000 0.900000 -0.321478
-0.020000 0.920000 -0.228016
-0.020000 0.940000 -0.121273
-0.020000 0.960000 -0.004843
-0.020000 0.980000 0.117535
-0.020000 1.000000 0.242036
0.000000 -1.000000 2.649915
0.000000 -0.980000 2.580930
0.000000 -0.960000 2.516678
0.000000 -0.940000 2.457116
0.000000 -0.920000 2.402155
0.000000 -0.900000 2.351655
0.000000 -0.880000 2.305436
0.000000 -0.860000 2.263275
0.000000 -0.840000 2.224914
0.000000 -0.820000 2.190062
0.000000 -0.800000 2.158398
0.000000 -0.780000 2.129575
0.000000 -0.760000 2.103219
0.000000 -0.740000 2.078938
0.000000 -0.720000 2.056315
0.000000 -0.700000 2.034919
0.000000 -0.680000 2.014299
0.000000 -0.660000 1.993992
0.000000 -0.640000 1.973516
0.000000 -0.620000 1.952380
0.000000 -0.600000 1.930078
0.000000 -0.580000 1.906092
0.000000 -0.560000 1.879894
0.000000 -0.540000 1.850945
0.000000 -0.520000 1.818696
0.000000 -0.500000 1.782588
0.000000 -0.480000 1.742055
0.000000 -0.460000 1.699367
0.000000 -0.440000 1.657477
0.000000 -0.420000 1.616387
0.000000 -0.400000 1.576096
0.000000 -0.380000 1.536606
0.000000 -0.360000 1.497916
0.000000 -0.340000 1.460026
0.000000 -0.320000 1.422936
0.000000 -0.300000 1.386646
0.000000 -0.280000 1.351155
0.000000 -0.260000 1.316465
0.000000 -0.240000 1.282575
0.000000 -0.220000 1.249485
0.000000 -0.200000 1.217195
0.000000 -0.180000 1.185705
0.000000 -0.160000 1.155015
0.000000 -0.140000 1.125124
0.000000 -0.120000 1.096034
0.000000 -0.100000 1.067744
0.000000 -0.080000 1.040254
0.000000 -0.060000 1.013564
0.000000 -0.040000 0.987674
0.000000 -0.020000 0.962583
0.000000 0.000000 0.938293
0.000000 0.020000 0.914803
0.000000 0.040000 0.892113
0.000000 0.060000 0.870223
0.000000 0.080000 0.849133
0.000000 0.100000 0.828842
0.000000 0.120000 0.809352
0.000000 0.140000 0.790662
0.000000 0.160000 0.772772
0.000000 0.180000 0.755682
0.000000 0.200000 0.739392
0.000000 0.220000 0.723901
0.000000 0.240000 0.709211
0.000000 0.260000 0.695321
0.000000 0.280000 0.682231
0.000000 0.300000 0.669941
0.000000 0.320000 0.658451
0.000000 0.340000 0.647760
0.000000 0.360000 0.637870
0.000000 0.380000 0.628780
0.000000 0.400000 0.620490
0.000000 0.420000 0.613000
0.000000 0.440000 0.606310
0.000000 0.460000 0.600419
0.000000 0.480000 0.595329
0.000000 0.500000 0.591039
0.000000 0.520000 0.587516
0.000000 0.540000 0.571067
0.000000 0.560000 0.532907
0.000000 0.580000 0.476582
0.000000 0.600000 0.405631
0.000000 0.620000 0.323596
0.000000 0.640000 0.234008
0.000000 0.660000 0.140391
0.000000 0.680000 0.046251
0.000000 0.700000 -0.044937
0.000000 0.720000 -0.129750
0.000000 0.740000 -0.204857
0.000000 0.760000 -0.267093
0.000000 0.780000 -0.313566
0.000000 0.800000 -0.341829
0.000000 0.820000 -0.350083
0.000000 0.840000 -0.337386
0.000000 0.860000 -0.303786
0.000000 0.880000 -0.250324
0.000000 0.900000 -0.178912
0.000000 0.920000 -0.092131
0.000000 0.940000 0.006955
0.000000 0.960000 0.114967
0.000000 0.980000 0.228323
0.000000 1.000000 0.343311
0.020000 -1.000000 2.578204
0.020000 -0.980000 2.509119
0.020000 -0.960000 2.445222
0.020000 -0.940000 2.386455
0.020000 -0.920000 2.332710
0.020000 -0.900000 2.283830
0.020000 -0.880000 2.239614
0.020000 -0.860000 2.199819
0.020000 -0.840000 2.164167
0.020000 -0.820000 2.132346
0.020000 -0.800000 2.104017
0.020000 -0.780000 2.078812
0.020000 -0.760000 2.056341
0.020000 -0.740000 2.036192
0.020000 -0.720000 2.017937
0.020000 -0.700000 2.001125
0.020000 -0.680000 1.985294
0.020000 -0.660000 1.969965
0.020000 -0.640000 1.954646
0.020000 -0.620000 1.938832
0.020000 -0.600000 1.922006
0.020000 -0.580000 1.903640
0.020000 -0.560000 1.883195
0.020000 -0.540000 1.860122
0.020000 -0.520000 1.833864
0.020000 -0.500000 1.803852
0.020000 -0.480000 1.769512
0.020000 -0.460000 1.730260
0.020000 -0.440000 1.688381
0.020000 -0.420000 1.647291
0.020000 -0.400000 1.607001
0.020000 -0.380000 1.567511
0.020000 -0.360000 1.528821
0.020000 -0.340000 1.490931
0.020000 -0.320000 1.453840
0.020000 -0.300000 1.417550
0.020000 -0.280000 1.382060
0.020000 -0.260000 1.347370
0.020000 -0.240000 1.313480
0.020000 -0.220000 1.280390
0.020000 -0.200000 1.248099
0.020000 -0.180000 1.216609
0.020000 -0.160000 1.185919
0.020000 -0.140000 1.156029
0.020000 -0.120000 1.126939
0.020000 -0.100000 1.098649
0.020000 -0.080000 1.071158
0.020000 -0.060000 1.044468
0.020000 -0.040000 1.018578
0.020000 -0.020000 0.993488
0.020000 0.000000 0.969198
0.020000 0.020000 0.945708
0.020000 0.040000 0.923017
0.020000 0.060000 0.901127
0.020000 0.080000 0.880037
0.020000 0.100000 0.859747
0.020000 0.120000 0.840257
0.020000 0.140000 0.821567
0.020000 0.160000 0.803676
0.020000 0.180000 0.786586
0.020000 0.200000 0.770296
0.020000 0.220000 0.754806
0.020000 0.240000 0.740116
0.020000 0.260000 0.726226
0.020000 0.280000 0.713135
0.020000 0.300000 0.700845
0.020000 0.320000 0.689355
0.020000 0.340000 0.678665
0.020000 0.360000 0.668775
0.020000 0.380000 0.659685
0.020000 0.400000 0.651395
0.020000 0.420000 0.643904
0.020000 0.440000 0.637214
0.020000 0.460000 0.631324
0.020000 0.480000 0.626234
0.020000 0.500000 0.621944
0.020000 0.520000 0.618454
0.020000 0.540000 0.611919
0.020000 0.560000 0.585816
0.020000 0.580000 0.541283
0.020000 0.600000 0.481842
0.020000 0.620000 0.411003
0.020000 0.640000 0.332266
0.020000 0.660000 0.249102
0.020000 0.680000 0.164951
0.020000 0.700000 0.083195
0.020000 0.720000 0.007129
0.020000 0.740000 -0.060088
0.020000 0.760000 -0.115511
0.020000 0.780000 -0.156514
0.020000 0.800000 -0.180931
0.020000 0.820000 -0.187212
0.020000 0.840000 -0.174570
0.020000 0.860000 -0.143063
0.020000 0.880000 -0.093605
0.020000 0.900000 -0.027879
0.020000 0.920000 0.051795
0.020000 0.940000 0.142609
0.020000 0.960000 0.241401
0.020000 0.980000 0.344764
0.020000 1.000000 0.449126
0.040000 -1.000000 2.500271
0.040000 -0.980000 2.431188
0.040000 -0.960000 2.367751
0.040000 -0.940000 2.309886
0.040000 -0.920000 2.257465
0.040000 -0.900000 2.210310
0.040000 -0.880000 2.168199
0.040000 -0.860000 2.130868
0.040000 -0.840000 2.098016
0.040000 -0.820000 2.069311
0.040000 -0.800000 2.044392
0.040000 -0.780000 2.022872
0.040000 -0.760000 2.004344
0.040000 -0.740000 1.988377
0.040000 -0.720000 1.974526
0.040000 -0.700000 1.962326
0.040000 -0.680000 1.951301
0.040000 -0.660000 1.940958
0.040000 -0.640000 1.930793
0.040000 -0.620000 1.920289
0.040000 -0.600000 1.908917
0.040000 -0.580000 1.896139
0.040000 -0.560000 1.881406
0.040000 -0.540000 1.864160
0.040000 -0.520000 1.843833
0.040000 -0.500000 1.819850
0.040000 -0.480000 1.791626
0.040000 -0.460000 1.758571
0.040000 -0.440000 1.720085
0.040000 -0.420000 1.678996
0.040000 -0.400000 1.638706
0.040000 -0.380000 1.599215
0.040000 -0.360000 1.560525
0.040000 -0.340000 1.522635
0.040000 -0.320000 1.485545
0.040000 -0.300000 1.449255
0.040000 -0.280000 1.413765
0.040000 -0.260000 1.379074
0.040000 -0.240000 1.345184
0.040000 -0.220000 1.312094
0.040000 -0.200000 1.279804
0.040000 -0.180000 1.248314
0.040000 -0.160000 1.217624
0.040000 -0.140000 1.187733
0.040000 -0.120000 1.158643
0.040000 -0.100000 1.130353
0.040000 -0.080000 1.102863
0.040000 -0.060000 1.076173
0.040000 -0.040000 1.050283
0.040000 -0.020000 1.025193
0.040000 0.000000 1.000902
0.040000 0.020000 0.977412
0.040000 0.040000 0.954722
0.040000 0.060000 0.932832
0.040000 0.080000 0.911742
0.040000 0.100000 0.891452
0.040000 0.120000 0.871961
0.040000 0.140000 0.853271
0.040000 0.160000 0.835381
0.040000 0.180000 0.818291
0.040000 0.200000 0.802001
0.040000 0.220000 0.786511
0.040000 0.240000 0.771820
0.040000 0.260000 0.757930
0.040000 0.280000 0.744840
0.040000 0.300000 0.732550
0.040000 0.320000 0.721060
0.040000 0.340000 0.710370
0.040000 0.360000 0.700479
0.040000 0.380000 0.691389
0.040000 0.400000 0.683099
0.040000 0.420000 0.675609
0.040000 0.440000 0.668919
0.040000 0.460000 0.663029
0.040000 0.480000 0.657938
0.040000 0.500000 0.653648
0.040000 0.520000 0.650158
0.040000 0.540000 0.647468
0.040000 0.560000 0.634810
0.040000 0.580000 0.603403
0.040000 0.600000 0.556739
0.040000 0.620000 0.498290
0.040000 0.640000 0.431503
0.040000 0.660000 0.359784
0.040000 0.680000 0.286486
0.040000 0.700000 0.214879
0.040000 0.720000 0.148113
0.040000 0.740000 0.089168
0.040000 0.760000 0.040774
0.040000 0.780000 0.005319
0.040000 0.800000 -0.015269
0.040000 0.820000 -0.019637
0.040000 0.840000 -0.007114
0.040000 0.860000 0.022230
0.040000 0.880000 0.067578
0.040000 0.900000 0.127426
0.040000 0.920000 0.199674
0.040000 0.940000 0.281741
0.040000 0.960000 0.370676
0.040000 0.980000 0.463255
0.040000 1.000000 0.556053
0.060000 -1.000000 2.416871
0.060000 -0.980000 2.347892
0.060000 -0.960000 2.285021
0.060000 -0.940000 2.228164
0.060000 -0.920000 2.177174
0.060000 -0.900000 2.131850
0.060000 -0.880000 2.091946
0.060000 -0.860000 2.057175
0.060000 -0.840000 2.027213
0.060000 -0.820000 2.001705
0.060000 -0.800000 1.980269
0.060000 -0.780000 1.962498
0.060000 -0.760000 1.947964
0.060000 -0.740000 1.936221
0.060000 -0.720000 1.926806
0.060000 -0.700000 1.919240
0.060000 -0.680000 1.913030
0.060000 -0.660000 1.907673
0.060000 -0.640000 1.902651
0.060000 -0.620000 1.897436
0.060000 -0.600000 1.891488
0.060000 -0.580000 1.884258
0.060000 -0.560000 1.875188
0.060000 -0.540000 1.863710
0.060000 -0.520000 1.849248
0.060000 -0.500000 1.831216
0.060000 -0.480000 1.809024
0.060000 -0.460000 1.782072
0.060000 -0.440000 1.749754
0.060000 -0.420000 1.711500
0.060000 -0.400000 1.671210
0.060000 -0.380000 1.631720
0.060000 -0.360000 1.593030
0.060000 -0.340000 1.555140
0.060000 -0.320000 1.518050
0.060000 -0.300000 1.481759
0.060000 -0.280000 1.446269
0.060000 -0.260000 1.411579
0.060000 -0.240000 1.377689
0.060000 -0.220000 1.344599
0.060000 -0.200000 1.312309
0.060000 -0.180000 1.280818
0.060000 -0.160000 1.250128
0.060000 -0.140000 1.220238
0.060000 -0.120000 1.191148
0.060000 -0.100000 1.162858
0.060000 -0.080000 1.135368
0.060000 -0.060000 1.108677
0.060000 -0.040000 1.082787
0.060000 -0.020000 1.057697
0.060000 0.000000 1.033407
0.060000 0.020000 1.009917
0.060000 0.040000 0.987227
0.060000 0.060000 0.965336
0.060000 0.080000 0.944246
0.060000 0.100000 0.923956
0.060000 0.120000 0.904466
0.060000 0.140000 0.885776
0.060000 0.160000 0.867886
0.060000 0.180000 0.850795
0.060000 0.200000 0.834505
0.060000 0.220000 0.819015
0.060000 0.240000 0.804325
0.060000 0.260000 0.790435
0.060000 0.280000 0.777345
0.060000 0.300000 0.765054
0.060000 0.320000 0.753564
0.060000 0.340000 0.742874
0.060000 0.360000 0.732984
0.060000 0.380000 0.723894
0.060000 0.400000 0.715604
0.060000 0.420000 0.708113
0.060000 0.440000 0.701423
0.060000 0.460000 0.695533
0.060000 0.480000 0.690443
0.060000 0.500000 0.686153
0.060000 0.520000 0.682663
0.060000 0.540000 0.679973
0.060000 0.560000 0.677012
0.060000 0.580000 0.659938
0.060000 0.600000 0.627184
0.060000 0.620000 0.582171
0.060000 0.640000 0.528280
0.060000 0.660000 0.468840
0.060000 0.680000 0.407101
0.060000 0.700000 0.346208
0.060000 0.720000 0.289161
0.060000 0.740000 0.238761
0.060000 0.760000 0.197535
0.060000 0.780000 0.167662
0.060000 0.800000 0.150872
0.060000 0.820000 0.148358
0.060000 0.840000 0.160696
0.060000 0.860000 0.187809
0.060000 0.880000 0.228955
0.060000 0.900000 0.282771
0.060000 0.920000 0.347344
0.060000 0.940000 0.420292
0.060000 0.960000 0.498862
0.060000 0.980000 0.580006
0.060000 1.000000 0.660455
0.080000 -1.000000 2.328761
0.080000 -0.980000 2.259987
0.080000 -0.960000 2.197786
0.080000 -0.940000 2.142045
0.080000 -0.920000 2.092593
0.080000 -0.900000 2.049204
0.080000 -0.880000 2.011609
0.080000 -0.860000 1.979492
0.080000 -0.840000 1.952508
0.080000 -0.820000 1.930276
0.080000 -0.800000 1.912391
0.080000 -0.780000 1.898427
0.080000 -0.760000 1.887935
0.080000 -0.740000 1.880451
0.080000 -0.720000 1.875496
0.080000 -0.700000 1.872577
0.080000 -0.680000 1.871186
0.080000 -0.660000 1.870806
0.080000 -0.640000 1.870908
0.080000 -0.620000 1.870952
0.080000 -0.600000 1.870389
0.080000 -0.580000 1.868658
0.080000 -0.560000 1.865193
0.080000 -0.540000 1.859415
0.080000 -0.520000 1.850740
0.080000 -0.500000 1.838575
0.080000 -0.480000 1.822320
0.080000 -0.460000 1.801368
0.080000 -0.440000 1.775106
0.080000 -0.420000 1.742914
0.080000 -0.400000 1.704515
0.080000 -0.380000 1.665025
0.080000 -0.360000 1.626334
0.080000 -0.340000 1.588444
0.080000 -0.320000 1.551354
0.080000 -0.300000 1.515064
0.080000 -0.280000 1.479574
0.080000 -0.260000 1.444884
0.080000 -0.240000 1.410993
0.080000 -0.220000 1.377903
0.080000 -0.200000 1.345613
0.080000 -0.180000 1.314123
0.080000 -0.160000 1.283433
0.080000 -0.140000 1.253543
0.080000 -0.120000 1.224452
0.080000 -0.100000 1.196162
0.080000 -0.080000 1.168672
0.080000 -0.060000 1.141982
0.080000 -0.040000 1.116092
0.080000 -0.020000 1.091002
0.080000 0.000000 1.066712
0.080000 0.020000 1.043221
0.080000 0.040000 1.020531
0.080000 0.060000 0.998641
0.080000 0.080000 0.977551
0.080000 0.100000 0.957261
0.080000 0.120000 0.937771
0.080000 0.140000 0.919080
0.080000 0.160000 0.901190
0.080000 0.180000 0.884100
0.080000 0.200000 0.867810
0.080000 0.220000 0.852320
0.080000 0.240000 0.837630
0.080000 0.260000 0.823739
0.080000 0.280000 0.810649
0.080000 0.300000 0.798359
0.080000 0.320000 0.786869
0.080000 0.340000 0.776179
0.080000 0.360000 0.766289
0.080000 0.380000 0.757198
0.080000 0.400000 0.748908
0.080000 0.420000 0.741418
0.080000 0.440000 0.734728
0.080000 0.460000 0.728838
0.080000 0.480000 0.723748
0.080000 0.500000 0.719457
0.080000 0.520000 0.715967
0.080000 0.540000 0.713277
0.080000 0.560000 0.711387
0.080000 0.580000 0.707665
0.080000 0.600000 0.689823
0.080000 0.620000 0.659156
0.080000 0.640000 0.618972
0.080000 0.660000 0.572506
0.080000 0.680000 0.522900
0.080000 0.700000 0.473167
0.080000 0.720000 0.426156
0.080000 0.740000 0.384493
0.080000 0.760000 0.350524
0.080000 0.780000 0.326242
0.080000 0.800000 0.313208
0.080000 0.820000 0.312485
0.080000 0.840000 0.324574
0.080000 0.860000 0.349389
0.080000 0.880000 0.386248
0.080000 0.900000 0.433906
0.080000 0.920000 0.490603
0.080000 0.940000 0.554134
0.080000 0.960000 0.621925
0.080000 0.980000 0.691098
0.080000 1.000000 0.758535
0.100000 -1.000000 2.236698
0.100000 -0.980000 2.168228
0.100000 -0.960000 2.106802
0.100000 -0.940000 2.052284
0.100000 -0.920000 2.004476
0.100000 -0.900000 1.963128
0.100000 -0.880000 1.927940
0.100000 -0.860000 1.898573
0.100000 -0.840000 1.874650
0.100000 -0.820000 1.855769
0.100000 -0.800000 1.841500
0.100000 -0.780000 1.831394
0.100000 -0.760000 1.824985
0.100000 -0.740000 1.821790
0.100000 -0.720000 1.821312
0.100000 -0.700000 1.823044
0.100000 -0.680000 1.826466
0.100000 -0.660000 1.831046
0.100000 -0.640000 1.836244
0.100000 -0.620000 1.841510
0.100000 -0.600000 1.846282
0.100000 -0.580000 1.849993
0.100000 -0.560000 1.852064
0.100000 -0.540000 1.851909
0.100000 -0.520000 1.848935
0.100000 -0.500000 1.842541
0.100000 -0.480000 1.832120
0.100000 -0.460000 1.817056
0.100000 -0.440000 1.796729
0.100000 -0.420000 1.770513
0.100000 -0.400000 1.737777
0.100000 -0.380000 1.699129
0.100000 -0.360000 1.660439
0.100000 -0.340000 1.622549
0.100000 -0.320000 1.585459
0.100000 -0.300000 1.549169
0.100000 -0.280000 1.513678
0.100000 -0.260000 1.478988
0.100000 -0.240000 1.445098
0.100000 -0.220000 1.412008
0.100000 -0.200000 1.379718
0.100000 -0.180000 1.348228
0.100000 -0.160000 1.317537
0.100000 -0.140000 1.287647
0.100000 -0.120000 1.258557
0.100000 -0.100000 1.230267
0.100000 -0.080000 1.202777
0.100000 -0.060000 1.176087
0.100000 -0.040000 1.150196
0.100000 -0.020000 1.125106
0.100000 0.000000 1.100816
0.100000 0.020000 1.077326
0.100000 0.040000 1.054636
0.100000 0.060000 1.032746
0.100000 0.080000 1.011655
0.100000 0.100000 0.991365
0.100000 0.120000 0.971875
0.100000 0.140000 0.953185
0.100000 0.160000 0.935295
0.100000 0.180000 0.918205
0.100000 0.200000 0.901914
0.100000 0.220000 0.886424
0.100000 0.240000 0.871734
0.100000 0.260000 0.857844
0.100000 0.280000 0.844754
0.100000 0.300000 0.832464
0.100000 0.320000 0.820973
0.100000 0.340000 0.810283
0.100000 0.360000 0.800393
0.100000 0.380000 0.791303
0.100000 0.400000 0.783013
0.100000 0.420000 0.775523
0.100000 0.440000 0.768832
0.100000 0.460000 0.762942
0.100000 0.480000 0.757852
0.100000 0.500000 0.753562
0.100000 0.520000 0.750072
0.100000 0.540000 0.747382
0.100000 0.560000 0.745492
0.100000 0.580000 0.744401
0.100000 0.600000 0.741131
0.100000 0.620000 0.725600
0.100000 0.640000 0.699810
0.100000 0.660000 0.666899
0.100000 0.680000 0.629891
0.100000 0.700000 0.591668
0.100000 0.720000 0.554930
0.100000 0.740000 0.522141
0.100000 0.760000 0.495481
0.100000 0.780000 0.476779
0.100000 0.800000 0.467454
0.100000 0.820000 0.468459
0.100000 0.840000 0.480234
0.100000 0.860000 0.502685
0.100000 0.880000 0.535179
0.100000 0.900000 0.576567
0.100000 0.920000 0.625220
0.100000 0.940000 0.679090
0.100000 0.960000 0.735761
0.100000 0.980000 0.792514
0.100000 1.000000 0.846382
0.120000 -1.000000 2.141438
0.120000 -0.980000 2.073372
0.120000 -0.960000 2.012825
0.120000 -0.940000 1.959636
0.120000 -0.920000 1.913580
0.120000 -0.900000 1.874377
0.120000 -0.880000 1.841696
0.120000 -0.860000 1.815167
0.120000 -0.840000 1.794389
0.120000 -0.820000 1.778929
0.120000 -0.800000 1.768334
0.120000 -0.780000 1.762134
0.120000 -0.760000 1.759841
0.120000 -0.740000 1.760954
0.120000 -0.720000 1.764963
0.120000 -0.700000 1.771343
0.120000 -0.680000 1.779561
0.120000 -0.660000 1.789074
0.120000 -0.640000 1.799331
0.120000 -0.620000 1.809770
0.120000 -0.600000 1.819820
0.120000 -0.580000 1.828904
0.120000 -0.560000 1.836433
0.120000 -0.540000 1.841815
0.120000 -0.520000 1.844446
0.120000 -0.500000 1.843718
0.120000 -0.480000 1.839016
0.120000 -0.460000 1.829717
0.120000 -0.440000 1.815195
0.120000 -0.420000 1.794816
0.120000 -0.400000 1.767944
0.120000 -0.380000 1.733936
0.120000 -0.360000 1.695344
0.120000 -0.340000 1.657453
0.120000 -0.320000 1.620363
0.120000 -0.300000 1.584073
0.120000 -0.280000 1.548583
0.120000 -0.260000 1.513893
0.120000 -0.240000 1.480003
0.120000 -0.220000 1.446912
0.120000 -0.200000 1.414622
0.120000 -0.180000 1.383132
0.120000 -0.160000 1.352442
0.120000 -0.140000 1.322552
0.120000 -0.120000 1.293462
0.120000 -0.100000 1.265171
0.120000 -0.080000 1.237681
0.120000 -0.060000 1.210991
0.120000 -0.040000 1.185101
0.120000 -0.020000 1.160011
0.120000 0.000000 1.135721
0.120000 0.020000 1.112230
0.120000 0.040000 1.089540
0.120000 0.060000 1.067650
0.120000 0.080000 1.046560
0.120000 0.100000 1.026270
0.120000 0.120000 1.006780
0.120000 0.140000 0.988090
0.120000 0.160000 0.970199
0.120000 0.180000 0.953109
0.120000 0.200000 0.936819
0.120000 0.220000 0.921329
0.120000 0.240000 0.906639
0.120000 0.260000 0.892749
0.120000 0.280000 0.879658
0.120000 0.300000 0.867368
0.120000 0.320000 0.855878
0.120000 0.340000 0.845188
0.120000 0.360000 0.835298
0.120000 0.380000 0.826208
0.120000 0.400000 0.817917
0.120000 0.420000 0.810427
0.120000 0.440000 0.803737
0.120000 0.460000 0.797847
0.120000 0.480000 0.792757
0.120000 0.500000 0.788467
0.120000 0.520000 0.784976
0.120000 0.540000 0.782286
0.120000 0.560000 0.780396
0.120000 0.580000 0.779306
0.120000 0.600000 0.779016
0.120000 0.620000 0.777728
0.120000 0.640000 0.766916
0.120000 0.660000 0.748040
0.120000 0.680000 0.724007
0.120000 0.700000 0.697570
0.120000 0.720000 0.671283
0.120000 0.740000 0.647463
0.120000 0.760000 0.628137
0.120000 0.780000 0.614992
0.120000 0.800000 0.609324
0.120000 0.820000 0.611994
0.120000 0.840000 0.623390
0.120000 0.860000 0.643412
0.120000 0.880000 0.671466
0.120000 0.900000 0.706483
0.120000 0.920000 0.746950
0.120000 0.940000 0.790951
0.120000 0.960000 0.836216
0.120000 0.980000 0.880174
0.120000 1.000000 0.919998
0.140000 -1.000000 2.043740
0.140000 -0.980000 1.976174
0.140000 -0.960000 1.916609
0.140000 -0.940000 1.864857
0.140000 -0.920000 1.820660
0.140000 -0.900000 1.783704
0.140000 -0.880000 1.753628
0.140000 -0.860000 1.730028
0.140000 -0.840000 1.712471
0.140000 -0.820000 1.700498
0.140000 -0.800000 1.693631
0.140000 -0.780000 1.691375
0.140000 -0.760000 1.693223
0.140000 -0.740000 1.698658
0.140000 -0.720000 1.707151
0.140000 -0.700000 1.718165
0.140000 -0.680000 1.731155
0.140000 -0.660000 1.745565
0.140000 -0.640000 1.760833
0.140000 -0.620000 1.776387
0.140000 -0.600000 1.791646
0.140000 -0.580000 1.806024
0.140000 -0.560000 1.818925
0.140000 -0.540000 1.829745
0.140000 -0.520000 1.837875
0.140000 -0.500000 1.842697
0.140000 -0.480000 1.843590
0.140000 -0.460000 1.839924
0.140000 -0.440000 1.831065
0.140000 -0.420000 1.816375
0.140000 -0.400000 1.795209
0.140000 -0.380000 1.766920
0.140000 -0.360000 1.731048
0.140000 -0.340000 1.693158
0.140000 -0.320000 1.656068
0.140000 -0.300000 1.619778
0.140000 -0.280000 1.584288
0.140000 -0.260000 1.549597
0.140000 -0.240000 1.515707
0.140000 -0.220000 1.482617
0.140000 -0.200000 1.450327
0.140000 -0.180000 1.418837
0.140000 -0.160000 1.388147
0.140000 -0.140000 1.358256
0.140000 -0.120000 1.329166
0.140000 -0.100000 1.300876
0.140000 -0.080000 1.273386
0.140000 -0.060000 1.246696
0.140000 -0.040000 1.220806
0.140000 -0.020000 1.195715
0.140000 0.000000 1.171425
0.140000 0.020000 1.147935
0.140000 0.040000 1.125245
0.140000 0.060000 1.103355
0.140000 0.080000 1.082265
0.140000 0.100000 1.061974
0.140000 0.120000 1.042484
0.140000 0.140000 1.023794
0.140000 0.160000 1.005904
0.140000 0.180000 0.988814
0.140000 0.200000 0.972524
0.140000 0.220000 0.957033
0.140000 0.240000 0.942343
0.140000 0.260000 0.928453
0.140000 0.280000 0.915363
0.140000 0.300000 0.903073
0.140000 0.320000 0.891583
0.140000 0.340000 0.880892
0.140000 0.360000 0.871002
0.140000 0.380000 0.861912
0.140000 0.400000 0.853622
0.140000 0.420000 0.846132
0.140000 0.440000 0.839442
0.140000 0.460000 0.833551
0.140000 0.480000 0.828461
0.140000 0.500000 0.824171
0.140000 0.520000 0.820681
0.140000 0.540000 0.817991
0.140000 0.560000 0.816101
0.140000 0.580000 0.815010
0.140000 0.600000 0.814720
0.140000 0.620000 0.815230
0.140000 0.640000 0.816326
0.140000 0.660000 0.811884
0.140000 0.680000 0.801133
0.140000 0.700000 0.786696
0.140000 0.720000 0.770994
0.140000 0.740000 0.756204
0.140000 0.760000 0.744219
0.140000 0.780000 0.736599
0.140000 0.800000 0.734534
0.140000 0.820000 0.738805
0.140000 0.840000 0.749757
0.140000 0.860000 0.767284
0.140000 0.880000 0.790825
0.140000 0.900000 0.819380
0.140000 0.920000 0.851534
0.140000 0.940000 0.885488
0.140000 0.960000 0.919104
0.140000 0.980000 0.949946
0.140000 1.000000 0.975320
0.160000 -1.000000 1.944360
0.160000 -0.980000 1.877390
0.160000 -0.960000 1.818911
0.160000 -0.940000 1.768701
0.160000 -0.920000 1.726469
0.160000 -0.900000 1.691865
0.160000 -0.880000 1.664489
0.160000 -0.860000 1.643904
0.160000 -0.840000 1.629642
0.160000 -0.820000 1.621216
0.160000 -0.800000 1.618121
0.160000 -0.780000 1.619841
0.160000 -0.760000 1.625847
0.160000 -0.740000 1.635605
0.160000 -0.720000 1.648572
0.160000 -0.700000 1.664197
0.160000 -0.680000 1.681922
0.160000 -0.660000 1.701182
0.160000 -0.640000 1.721403
0.160000 -0.620000 1.742002
0.160000 -0.600000 1.762393
0.160000 -0.580000 1.781976
0.160000 -0.560000 1.800149
0.160000 -0.540000 1.816300
0.160000 -0.520000 1.829811
0.160000 -0.500000 1.840058
0.160000 -0.480000 1.846411
0.160000 -0.460000 1.848235
0.160000 -0.440000 1.844888
0.160000 -0.420000 1.835726
0.160000 -0.400000 1.820099
0.160000 -0.380000 1.797354
0.160000 -0.360000 1.766834
0.160000 -0.340000 1.729663
0.160000 -0.320000 1.692572
0.160000 -0.300000 1.656282
0.160000 -0.280000 1.620792
0.160000 -0.260000 1.586102
0.160000 -0.240000 1.552212
0.160000 -0.220000 1.519122
0.160000 -0.200000 1.486831
0.160000 -0.180000 1.455341
0.160000 -0.160000 1.424651
0.160000 -0.140000 1.394761
0.160000 -0.120000 1.365671
0.160000 -0.100000 1.337381
0.160000 -0.080000 1.309890
0.160000 -0.060000 1.283200
0.160000 -0.040000 1.257310
0.160000 -0.020000 1.232220
0.160000 0.000000 1.207930
0.160000 0.020000 1.184440
0.160000 0.040000 1.161749
0.160000 0.060000 1.139859
0.160000 0.080000 1.118769
0.160000 0.100000 1.098479
0.160000 0.120000 1.078989
0.160000 0.140000 1.060299
0.160000 0.160000 1.042409
0.160000 0.180000 1.025318
0.160000 0.200000 1.009028
0.160000 0.220000 0.993538
0.160000 0.240000 0.978848
0.160000 0.260000 0.964958
0.160000 0.280000 0.951868
0.160000 0.300000 0.939577
0.160000 0.320000 0.928087
0.160000 0.340000 0.917397
0.160000 0.360000 0.907507
0.160000 0.380000 0.898417
0.160000 0.400000 0.890127
0.160000 0.420000 0.882636
0.160000 0.440000 0.875946
0.160000 0.460000 0.870056
0.160000 0.480000 0.864966
0.160000 0.500000 0.860676
0.160000 0.520000 0.857186
0.160000 0.540000 0.854495
0.160000 0.560000 0.852605
0.160000 0.580000 0.851515
0.160000 0.600000 0.851225
0.160000 0.620000 0.851735
0.160000 0.640000 0.853045
0.160000 0.660000 0.855154
0.160000 0.680000 0.857111
0.160000 0.700000 0.854843
0.160000 0.720000 0.849823
0.160000 0.740000 0.844103
0.160000 0.760000 0.839451
0.160000 0.780000 0.837316
0.160000 0.800000 0.838797
0.160000 0.820000 0.844606
0.160000 0.840000 0.855049
0.160000 0.860000 0.870015
0.160000 0.880000 0.888972
0.160000 0.900000 0.910979
0.160000 0.920000 0.934706
0.160000 0.940000 0.958458
0.160000 0.960000 0.980215
0.160000 0.980000 0.997712
0.160000 1.000000 1.013422
0.180000 -1.000000 1.844057
0.180000 -0.980000 1.777778
0.180000 -0.960000 1.720485
0.180000 -0.940000 1.671925
0.180000 -0.920000 1.631765
0.180000 -0.900000 1.599614
0.180000 -0.880000 1.575033
0.180000 -0.860000 1.557544
0.180000 -0.840000 1.546646
0.180000 -0.820000 1.541821
0.180000 -0.800000 1.542535
0.180000 -0.780000 1.548251
0.180000 -0.760000 1.558421
0.180000 -0.740000 1.572494
0.180000 -0.720000 1.589913
0.180000 -0.700000 1.610114
0.180000 -0.680000 1.632528
0.180000 -0.660000 1.656579
0.180000 -0.640000 1.681683
0.180000 -0.620000 1.707249
0.180000 -0.600000 1.732679
0.180000 -0.580000 1.757369
0.180000 -0.560000 1.780704
0.180000 -0.540000 1.802067
0.180000 -0.520000 1.820832
0.180000 -0.500000 1.836367
0.180000 -0.480000 1.848035
0.180000 -0.460000 1.855194
0.180000 -0.440000 1.857197
0.180000 -0.420000 1.853393
0.180000 -0.400000 1.843127
0.180000 -0.380000 1.825739
0.180000 -0.360000 1.800569
0.180000 -0.340000 1.766967
0.180000 -0.320000 1.729877
0.180000 -0.300000 1.693587
0.180000 -0.280000 1.658097
0.180000 -0.260000 1.623407
0.180000 -0.240000 1.589516
0.180000 -0.220000 1.556426
0.180000 -0.200000 1.524136
0.180000 -0.180000 1.492646
0.180000 -0.160000 1.461956
0.180000 -0.140000 1.432066
0.180000 -0.120000 1.402975
0.180000 -0.100000 1.374685
0.180000 -0.080000 1.347195
0.180000 -0.060000 1.320505
0.180000 -0.040000 1.294615
0.180000 -0.020000 1.269525
0.180000 0.000000 1.245234
0.180000 0.020000 1.221744
0.180000 0.040000 1.199054
0.180000 0.060000 1.177164
0.180000 0.080000 1.156074
0.180000 0.100000 1.135784
0.180000 0.120000 1.116293
0.180000 0.140000 1.097603
0.180000 0.160000 1.079713
0.180000 0.180000 1.062623
0.180000 0.200000 1.046333
0.180000 0.220000 1.030843
0.180000 0.240000 1.016152
0.180000 0.260000 1.002262
0.180000 0.280000 0.989172
0.180000 0.300000 0.976882
0.180000 0.320000 0.965392
0.180000 0.340000 0.954702
0.180000 0.360000 0.944811
0.180000 0.380000 0.935721
0.180000 0.400000 0.927431
0.180000 0.420000 0.919941
0.180000 0.440000 0.913251
0.180000 0.460000 0.907361
0.180000 0.480000 0.902270
0.180000 0.500000 0.897980
0.180000 0.520000 0.894490
0.180000 0.540000 0.891800
0.180000 0.560000 0.889910
0.180000 0.580000 0.888820
0.180000 0.600000 0.888529
0.180000 0.620000 0.889039
0.180000 0.640000 0.890349
0.180000 0.660000 0.892459
0.180000 0.680000 0.895369
0.180000 0.700000 0.899079
0.180000 0.720000 0.903522
0.180000 0.740000 0.906890
0.180000 0.760000 0.909553
0.180000 0.780000 0.912861
0.180000 0.800000 0.917829
0.180000 0.820000 0.925110
0.180000 0.840000 0.934979
0.180000 0.860000 0.947319
0.180000 0.880000 0.961623
0.180000 0.900000 0.977001
0.180000 0.920000 0.992196
0.180000 0.940000 1.005997
0.180000 0.960000 1.020107
0.180000 0.980000 1.035016
0.180000 1.000000 1.050726
0.200000 -1.000000 1.743592
0.200000 -0.980000 1.678092
0.200000 -0.960000 1.622088
0.200000 -0.940000 1.575283
0.200000 -0.920000 1.537302
0.200000 -0.900000 1.507706
0.200000 -0.880000 1.486010
0.200000 -0.860000 1.471696
0.200000 -0.840000 1.464224
0.200000 -0.820000 1.463044
0.200000 -0.800000 1.467596
0.200000 -0.780000 1.477319
0.200000 -0.760000 1.491648
0.200000 -0.740000 1.510016
0.200000 -0.720000 1.531852
0.200000 -0.700000 1.556583
0.200000 -0.680000 1.583627
0.200000 -0.660000 1.612398
0.200000 -0.640000 1.642304
0.200000 -0.620000 1.672746
0.200000 -0.600000 1.703115
0.200000 -0.580000 1.732799
0.200000 -0.560000 1.761177
0.200000 -0.540000 1.787622
0.200000 -0.520000 1.811502
0.200000 -0.500000 1.832176
0.200000 -0.480000 1.849002
0.200000 -0.460000 1.861331
0.200000 -0.440000 1.868510
0.200000 -0.420000 1.869883
0.200000 -0.400000 1.864787
0.200000 -0.380000 1.852561
0.200000 -0.360000 1.832537
0.200000 -0.340000 1.804045
0.200000 -0.320000 1.767982
0.200000 -0.300000 1.731691
0.200000 -0.280000 1.696201
0.200000 -0.260000 1.661511
0.200000 -0.240000 1.627621
0.200000 -0.220000 1.594531
0.200000 -0.200000 1.562241
0.200000 -0.180000 1.530750
0.200000 -0.160000 1.500060
0.200000 -0.140000 1.470170
0.200000 -0.120000 1.441080
0.200000 -0.100000 1.412790
0.200000 -0.080000 1.385300
0.200000 -0.060000 1.358609
0.200000 -0.040000 1.332719
0.200000 -0.020000 1.307629
0.200000 0.000000 1.283339
0.200000 0.020000 1.259849
0.200000 0.040000 1.237159
0.200000 0.060000 1.215268
0.200000 0.080000 1.194178
0.200000 0.100000 1.173888
0.200000 0.120000 1.154398
0.200000 0.140000 1.135708
0.200000 0.160000 1.117818
0.200000 0.180000 1.100727
0.200000 0.200000 1.084437
0.200000 0.220000 1.068947
0.200000 0.240000 1.054257
0.200000 0.260000 1.040367
0.200000 0.280000 1.027277
0.200000 0.300000 1.014987
0.200000 0.320000 1.003496
0.200000 0.340000 0.992806
0.200000 0.360000 0.982916
0.200000 0.380000 0.973826
0.200000 0.400000 0.965536
0.200000 0.420000 0.958046
0.200000 0.440000 0.951355
0.200000 0.460000 0.945465
0.200000 0.480000 0.940375
0.200000 0.500000 0.936085
0.200000 0.520000 0.932595
0.200000 0.540000 0.929905
0.200000 0.560000 0.928014
0.200000 0.580000 0.926924
0.200000 0.600000 0.926634
0.200000 0.620000 0.927144
0.200000 0.640000 0.928454
0.200000 0.660000 0.930564
0.200000 0.680000 0.933473
0.200000 0.700000 0.937183
0.200000 0.720000 0.941693
0.200000 0.740000 0.947003
0.200000 0.760000 0.953113
0.200000 0.780000 0.960023
0.200000 0.800000 0.967732
0.200000 0.820000 0.976242
0.200000 0.840000 0.985552
0.200000 0.860000 0.995662
0.200000 0.880000 1.006572
0.200000 0.900000 1.018282
0.200000 0.920000 1.030791
0.200000 0.940000 1.044101
0.200000 0.960000 1.058211
0.200000 0.980000 1.073121
0.200000 1.000000 1.088831
0.220000 -1.000000 1.643724
0.220000 -0.980000 1.579091
0.220000 -0.960000 1.524474
0.220000 -0.940000 1.479530
0.220000 -0.920000 1.443834
0.220000 -0.900000 1.416893
0.220000 -0.880000 1.398172
0.220000 -0.860000 1.387105
0.220000 -0.840000 1.383114
0.220000 -0.820000 1.385614
0.220000 -0.800000 1.394020
0.220000 -0.780000 1.407749
0.220000 -0.760000 1.426219
0.220000 -0.740000 1.448849
0.220000 -0.720000 1.475056
0.220000 -0.700000 1.504256
0.220000 -0.680000 1.535859
0.220000 -0.660000 1.569270
0.220000 -0.640000 1.603886
0.220000 -0.620000 1.639099
0.220000 -0.600000 1.674295
0.220000 -0.580000 1.708852
0.220000 -0.560000 1.742140
0.220000 -0.540000 1.773526
0.220000 -0.520000 1.802369
0.220000 -0.500000 1.828023
0.220000 -0.480000 1.849839
0.220000 -0.460000 1.867162
0.220000 -0.440000 1.879332
0.220000 -0.420000 1.885687
0.220000 -0.400000 1.885562
0.220000 -0.380000 1.878288
0.220000 -0.360000 1.863194
0.220000 -0.340000 1.839607
0.220000 -0.320000 1.806886
0.220000 -0.300000 1.770596
0.220000 -0.280000 1.735106
0.220000 -0.260000 1.700416
0.220000 -0.240000 1.666526
0.220000 -0.220000 1.633435
0.220000 -0.200000 1.601145
0.220000 -0.180000 1.569655
0.220000 -0.160000 1.538965
0.220000 -0.140000 1.509075
0.220000 -0.120000 1.479985
0.220000 -0.100000 1.451694
0.220000 -0.080000 1.424204
0.220000 -0.060000 1.397514
0.220000 -0.040000 1.371624
0.220000 -0.020000 1.346534
0.220000 0.000000 1.322244
0.220000 0.020000 1.298753
0.220000 0.040000 1.276063
0.220000 0.060000 1.254173
0.220000 0.080000 1.233083
0.220000 0.100000 1.212793
0.220000 0.120000 1.193303
0.220000 0.140000 1.174612
0.220000 0.160000 1.156722
0.220000 0.180000 1.139632
0.220000 0.200000 1.123342
0.220000 0.220000 1.107852
0.220000 0.240000 1.093162
0.220000 0.260000 1.079271
0.220000 0.280000 1.066181
0.220000 0.300000 1.053891
0.220000 0.320000 1.042401
0.220000 0.340000 1.031711
0.220000 0.360000 1.021821
0.220000 0.380000 1.012730
0.220000 0.400000 1.004440
0.220000 0.420000 0.996950
0.220000 0.440000 0.990260
0.220000 0.460000 0.984370
0.220000 0.480000 0.979280
0.220000 0.500000 0.974989
0.220000 0.520000 0.971499
0.220000 0.540000 0.968809
0.220000 0.560000 0.966919
0.220000 0.580000 0.965829
0.220000 0.600000 0.965539
0.220000 0.620000 0.966048
0.220000 0.640000 0.967358
0.220000 0.660000 0.969468
0.220000 0.680000 0.972378
0.220000 0.700000 0.976088
0.220000 0.720000 0.980598
0.220000 0.740000 0.985907
0.220000 0.760000 0.992017
0.220000 0.780000 0.998927
0.220000 0.800000 1.006637
0.220000 0.820000 1.015147
0.220000 0.840000 1.024457
0.220000 0.860000 1.034567
0.220000 0.880000 1.045476
0.220000 0.900000 1.057186
0.220000 0.920000 1.069696
0.220000 0.940000 1.083006
0.220000 0.960000 1.097116
0.220000 0.980000 1.112026
0.220000 1.000000 1.127735
0.240000 -1.000000 1.545215
0.240000 -0.980000 1.481531
0.240000 -0.960000 1.428399
0.240000 -0.940000 1.385423
0.240000 -0.920000 1.352118
0.240000 -0.900000 1.327931
0.240000 -0.880000 1.312268
0.240000 -0.860000 1.304514
0.240000 -0.840000 1.304048
0.240000 -0.820000 1.310253
0.240000 -0.800000 1.322516
0.240000 -0.780000 1.340236
0.240000 -0.760000 1.362815
0.240000 -0.740000 1.389660
0.240000 -0.720000 1.420179
0.240000 -0.700000 1.453777
0.240000 -0.680000 1.489855
0.240000 -0.660000 1.527810
0.240000 -0.640000 1.567032
0.240000 -0.620000 1.606903
0.240000 -0.600000 1.646801
0.240000 -0.580000 1.686095
0.240000 -0.560000 1.724150
0.240000 -0.540000 1.760323
0.240000 -0.520000 1.793968
0.240000 -0.500000 1.824431
0.240000 -0.480000 1.851056
0.240000 -0.460000 1.873183
0.240000 -0.440000 1.890147
0.240000 -0.420000 1.901281
0.240000 -0.400000 1.905914
0.240000 -0.380000 1.903373
0.240000 -0.360000 1.892982
0.240000 -0.340000 1.874065
0.240000 -0.320000 1.845942
0.240000 -0.300000 1.810301
0.240000 -0.280000 1.774810
0.240000 -0.260000 1.740120
0.240000 -0.240000 1.706230
0.240000 -0.220000 1.673140
0.240000 -0.200000 1.640850
0.240000 -0.180000 1.609360
0.240000 -0.160000 1.578669
0.240000 -0.140000 1.548779
0.240000 -0.120000 1.519689
0.240000 -0.100000 1.491399
0.240000 -0.080000 1.463909
0.240000 -0.060000 1.437219
0.240000 -0.040000 1.411328
0.240000 -0.020000 1.386238
0.240000 0.000000 1.361948
0.240000 0.020000 1.338458
0.240000 0.040000 1.315768
0.240000 0.060000 1.293878
0.240000 0.080000 1.272787
0.240000 0.100000 1.252497
0.240000 0.120000 1.233007
0.240000 0.140000 1.214317
0.240000 0.160000 1.196427
0.240000 0.180000 1.179337
0.240000 0.200000 1.163046
0.240000 0.220000 1.147556
0.240000 0.240000 1.132866
0.240000 0.260000 1.118976
0.240000 0.280000 1.105886
0.240000 0.300000 1.093596
0.240000 0.320000 1.082106
0.240000 0.340000 1.071415
0.240000 0.360000 1.061525
0.240000 0.380000 1.052435
0.240000 0.400000 1.044145
0.240000 0.420000 1.036655
0.240000 0.440000 1.029965
0.240000 0.460000 1.024074
0.240000 0.480000 1.018984
0.240000 0.500000 1.014694
0.240000 0.520000 1.011204
0.240000 0.540000 1.008514
0.240000 0.560000 1.006624
0.240000 0.580000 1.005533
0.240000 0.600000 1.005243
0.240000 0.620000 1.005753
0.240000 0.640000 1.007063
0.240000 0.660000 1.009173
0.240000 0.680000 1.012083
0.240000 0.700000 1.015792
0.240000 0.720000 1.020302
0.240000 0.740000 1.025612
0.240000 0.760000 1.031722
0.240000 0.780000 1.038632
0.240000 0.800000 1.046342
0.240000 0.820000 1.054851
0.240000 0.840000 1.064161
0.240000 0.860000 1.074271
0.240000 0.880000 1.085181
0.240000 0.900000 1.096891
0.240000 0.920000 1.109401
0.240000 0.940000 1.122710
0.240000 0.960000 1.136820
0.240000 0.980000 1.151730
0.240000 1.000000 1.167440
0.260000 -1.000000 1.448831
0.260000 -0.980000 1.386171
0.260000 -0.960000 1.334619
0.260000 -0.940000 1.293716
0.260000 -0.920000 1.262908
0.260000 -0.900000 1.241570
0.260000 -0.880000 1.229045
0.260000 -0.860000 1.224662
0.260000 -0.840000 1.227756
0.260000 -0.820000 1.237675
0.260000 -0.800000 1.253785
0.260000 -0.780000 1.275465
0.260000 -0.760000 1.302107
0.260000 -0.740000 1.333106
0.260000 -0.720000 1.367862
0.260000 -0.700000 1.405773
0.260000 -0.680000 1.446230
0.260000 -0.660000 1.488623
0.260000 -0.640000 1.532333
0.260000 -0.620000 1.576735
0.260000 -0.600000 1.621199
0.260000 -0.580000 1.665085
0.260000 -0.560000 1.707750
0.260000 -0.540000 1.748545
0.260000 -0.520000 1.786817
0.260000 -0.500000 1.821905
0.260000 -0.480000 1.853147
0.260000 -0.460000 1.879878
0.260000 -0.440000 1.901427
0.260000 -0.420000 1.917122
0.260000 -0.400000 1.926287
0.260000 -0.380000 1.928247
0.260000 -0.360000 1.922321
0.260000 -0.340000 1.907829
0.260000 -0.320000 1.884088
0.260000 -0.300000 1.850805
0.260000 -0.280000 1.815315
0.260000 -0.260000 1.780625
0.260000 -0.240000 1.746735
0.260000 -0.220000 1.713644
0.260000 -0.200000 1.681354
0.260000 -0.180000 1.649864
0.260000 -0.160000 1.619174
0.260000 -0.140000 1.589284
0.260000 -0.120000 1.560194
0.260000 -0.100000 1.531904
0.260000 -0.080000 1.504413
0.260000 -0.060000 1.477723
0.260000 -0.040000 1.451833
0.260000 -0.020000 1.426743
0.260000 0.000000 1.402453
0.260000 0.020000 1.378963
0.260000 0.040000 1.356272
0.260000 0.060000 1.334382
0.260000 0.080000 1.313292
0.260000 0.100000 1.293002
0.260000 0.120000 1.273512
0.260000 0.140000 1.254822
0.260000 0.160000 1.236931
0.260000 0.180000 1.219841
0.260000 0.200000 1.203551
0.260000 0.220000 1.188061
0.260000 0.240000 1.173371
0.260000 0.260000 1.159481
0.260000 0.280000 1.146390
0.260000 0.300000 1.134100
0.260000 0.320000 1.122610
0.260000 0.340000 1.111920
0.260000 0.360000 1.102030
0.260000 0.380000 1.092940
0.260000 0.400000 1.084649
0.260000 0.420000 1.077159
0.260000 0.440000 1.070469
0.260000 0.460000 1.064579
0.260000 0.480000 1.059489
0.260000 0.500000 1.055199
0.260000 0.520000 1.051708
0.260000 0.540000 1.049018
0.260000 0.560000 1.047128
0.260000 0.580000 1.046038
0.260000 0.600000 1.045748
0.260000 0.620000 1.046258
0.260000 0.640000 1.047567
0.260000 0.660000 1.049677
0.260000 0.680000 1.052587
0.260000 0.700000 1.056297
0.260000 0.720000 1.060807
0.260000 0.740000 1.066117
0.260000 0.760000 1.072226
0.260000 0.780000 1.079136
0.260000 0.800000 1.086846
0.260000 0.820000 1.095356
0.260000 0.840000 1.104666
0.260000 0.860000 1.114776
0.260000 0.880000 1.125686
0.260000 0.900000 1.137395
0.260000 0.920000 1.149905
0.260000 0.940000 1.163215
0.260000 0.960000 1.177325
0.260000 0.980000 1.192235
0.260000 1.000000 1.207945
0.280000 -1.000000 1.355338
0.280000 -0.980000 1.293771
0.280000 -0.960000 1.243889
0.280000 -0.940000 1.205165
0.280000 -0.920000 1.176958
0.280000 -0.900000 1.158565
0.280000 -0.880000 1.149250
0.280000 -0.860000 1.148285
0.280000 -0.840000 1.154957
0.280000 -0.820000 1.168585
0.280000 -0.800000 1.188513
0.280000 -0.780000 1.214107
0.280000 -0.760000 1.244748
0.280000 -0.740000 1.279826
0.280000 -0.720000 1.318732
0.280000 -0.700000 1.360856
0.280000 -0.680000 1.405584
0.280000 -0.660000 1.452296
0.280000 -0.640000 1.500366
0.280000 -0.620000 1.549161
0.280000 -0.600000 1.598040
0.280000 -0.580000 1.646360
0.280000 -0.560000 1.693467
0.280000 -0.540000 1.738707
0.280000 -0.520000 1.781417
0.280000 -0.500000 1.820934
0.280000 -0.480000 1.856589
0.280000 -0.460000 1.887709
0.280000 -0.440000 1.913621
0.280000 -0.420000 1.933647
0.280000 -0.400000 1.947109
0.280000 -0.380000 1.953326
0.280000 -0.360000 1.951614
0.280000 -0.340000 1.941289
0.280000 -0.320000 1.921667
0.280000 -0.300000 1.892061
0.280000 -0.280000 1.856620
0.280000 -0.260000 1.821929
0.280000 -0.240000 1.788039
0.280000 -0.220000 1.754949
0.280000 -0.200000 1.722659
0.280000 -0.180000 1.691169
0.280000 -0.160000 1.660479
0.280000 -0.140000 1.630588
0.280000 -0.120000 1.601498
0.280000 -0.100000 1.573208
0.280000 -0.080000 1.545718
0.280000 -0.060000 1.519028
0.280000 -0.040000 1.493138
0.280000 -0.020000 1.468047
0.280000 0.000000 1.443757
0.280000 0.020000 1.420267
0.280000 0.040000 1.397577
0.280000 0.060000 1.375687
0.280000 0.080000 1.354597
0.280000 0.100000 1.334306
0.280000 0.120000 1.314816
0.280000 0.140000 1.296126
0.280000 0.160000 1.278236
0.280000 0.180000 1.261146
0.280000 0.200000 1.244856
0.280000 0.220000 1.229365
0.280000 0.240000 1.214675
0.280000 0.260000 1.200785
0.280000 0.280000 1.187695
0.280000 0.300000 1.175405
0.280000 0.320000 1.163915
0.280000 0.340000 1.153224
0.280000 0.360000 1.143334
0.280000 0.380000 1.134244
0.280000 0.400000 1.125954
0.280000 0.420000 1.118464
0.280000 0.440000 1.111774
0.280000 0.460000 1.105884
0.280000 0.480000 1.100793
0.280000 0.500000 1.096503
0.280000 0.520000 1.093013
0.280000 0.540000 1.090323
0.280000 0.560000 1.088433
0.280000 0.580000 1.087343
0.280000 0.600000 1.087052
0.280000 0.620000 1.087562
0.280000 0.640000 1.088872
0.280000 0.660000 1.090982
0.280000 0.680000 1.093892
0.280000 0.700000 1.097602
0.280000 0.720000 1.102111
0.280000 0.740000 1.107421
0.280000 0.760000 1.113531
0.280000 0.780000 1.120441
0.280000 0.800000 1.128151
0.280000 0.820000 1.136661
0.280000 0.840000 1.145970
0.280000 0.860000 1.156080
0.280000 0.880000 1.166990
0.280000 0.900000 1.178700
0.280000 0.920000 1.191210
0.280000 0.940000 1.204520
0.280000 0.960000 1.218629
0.280000 0.980000 1.233539
0.280000 1.000000 1.249249
0.300000 -1.000000 1.265511
0.300000 -0.980000 1.205090
0.300000 -0.960000 1.156967
0.300000 -0.940000 1.120524
0.300000 -0.920000 1.095025
0.300000 -0.900000 1.079664
0.300000 -0.880000 1.073624
0.300000 -0.860000 1.076109
0.300000 -0.840000 1.086362
0.300000 -0.820000 1.103674
0.300000 -0.800000 1.127373
0.300000 -0.780000 1.156817
0.300000 -0.760000 1.191379
0.300000 -0.740000 1.230445
0.300000 -0.720000 1.273399
0.300000 -0.700000 1.319626
0.300000 -0.680000 1.368504
0.300000 -0.660000 1.419404
0.300000 -0.640000 1.471692
0.300000 -0.620000 1.524728
0.300000 -0.600000 1.577863
0.300000 -0.580000 1.630444
0.300000 -0.560000 1.681812
0.300000 -0.540000 1.731305
0.300000 -0.520000 1.778254
0.300000 -0.500000 1.821990
0.300000 -0.480000 1.861838
0.300000 -0.460000 1.897121
0.300000 -0.440000 1.927161
0.300000 -0.420000 1.951277
0.300000 -0.400000 1.968785
0.300000 -0.380000 1.979001
0.300000 -0.360000 1.981240
0.300000 -0.340000 1.974814
0.300000 -0.320000 1.959036
0.300000 -0.300000 1.933215
0.300000 -0.280000 1.898724
0.300000 -0.260000 1.864034
0.300000 -0.240000 1.830144
0.300000 -0.220000 1.797054
0.300000 -0.200000 1.764763
0.300000 -0.180000 1.733273
0.300000 -0.160000 1.702583
0.300000 -0.140000 1.672693
0.300000 -0.120000 1.643603
0.300000 -0.100000 1.615313
0.300000 -0.080000 1.587823
0.300000 -0.060000 1.561132
0.300000 -0.040000 1.535242
0.300000 -0.020000 1.510152
0.300000 0.000000 1.485862
0.300000 0.020000 1.462372
0.300000 0.040000 1.439682
0.300000 0.060000 1.417791
0.300000 0.080000 1.396701
0.300000 0.100000 1.376411
0.300000 0.120000 1.356921
0.300000 0.140000 1.338231
0.300000 0.160000 1.320341
0.300000 0.180000 1.303250
0.300000 0.200000 1.286960
0.300000 0.220000 1.271470
0.300000 0.240000 1.256780
0.300000 0.260000 1.242890
0.300000 0.280000 1.229800
0.300000 0.300000 1.217509
0.300000 0.320000 1.206019
0.300000 0.340000 1.195329
0.300000 0.360000 1.185439
0.300000 0.380000 1.176349
0.300000 0.400000 1.168059
0.300000 0.420000 1.160568
0.300000 0.440000 1.153878
0.300000 0.460000 1.147988
0.300000 0.480000 1.142898
0.300000 0.500000 1.138608
0.300000 0.520000 1.135118
0.300000 0.540000 1.132427
0.300000 0.560000 1.130537
0.300000 0.580000 1.129447
0.300000 0.600000 1.129157
0.300000 0.620000 1.129667
0.300000 0.640000 1.130977
0.300000 0.660000 1.133086
0.300000 0.680000 1.135996
0.300000 0.700000 1.139706
0.300000 0.720000 1.144216
0.300000 0.740000 1.149526
0.300000 0.760000 1.155636
0.300000 0.780000 1.162545
0.300000 0.800000 1.170255
0.300000 0.820000 1.178765
0.300000 0.840000 1.188075
0.300000 0.860000 1.198185
0.300000 0.880000 1.209095
0.300000 0.900000 1.220804
0.300000 0.920000 1.233314
0.300000 0.940000 1.246624
0.300000 0.960000 1.260734
0.300000 0.980000 1.275644
0.300000 1.000000 1.291354
0.320000 -1.000000 1.180128
0.320000 -0.980000 1.120893
0.320000 -0.960000 1.074607
0.320000 -0.940000 1.040550
0.320000 -0.920000 1.017861
0.320000 -0.900000 1.005618
0.320000 -0.880000 1.002905
0.320000 -0.860000 1.008854
0.320000 -0.840000 1.022670
0.320000 -0.820000 1.043619
0.320000 -0.800000 1.071022
0.320000 -0.780000 1.104232
0.320000 -0.760000 1.142622
0.320000 -0.740000 1.185570
0.320000 -0.720000 1.232459
0.320000 -0.700000 1.282665
0.320000 -0.680000 1.335559
0.320000 -0.660000 1.390504
0.320000 -0.640000 1.446858
0.320000 -0.620000 1.503971
0.320000 -0.600000 1.561186
0.320000 -0.580000 1.617844
0.320000 -0.560000 1.673279
0.320000 -0.540000 1.726819
0.320000 -0.520000 1.777793
0.320000 -0.500000 1.825525
0.320000 -0.480000 1.869334
0.320000 -0.460000 1.908540
0.320000 -0.440000 1.942459
0.320000 -0.420000 1.970408
0.320000 -0.400000 1.991699
0.320000 -0.380000 2.005646
0.320000 -0.360000 2.011560
0.320000 -0.340000 2.008751
0.320000 -0.320000 1.996528
0.320000 -0.300000 1.974202
0.320000 -0.280000 1.941629
0.320000 -0.260000 1.906939
0.320000 -0.240000 1.873048
0.320000 -0.220000 1.839958
0.320000 -0.200000 1.807668
0.320000 -0.180000 1.776178
0.320000 -0.160000 1.745488
0.320000 -0.140000 1.715598
0.320000 -0.120000 1.686507
0.320000 -0.100000 1.658217
0.320000 -0.080000 1.630727
0.320000 -0.060000 1.604037
0.320000 -0.040000 1.578147
0.320000 -0.020000 1.553057
0.320000 0.000000 1.528766
0.320000 0.020000 1.505276
0.320000 0.040000 1.482586
0.320000 0.060000 1.460696
0.320000 0.080000 1.439606
0.320000 0.100000 1.419316
0.320000 0.120000 1.399825
0.320000 0.140000 1.381135
0.320000 0.160000 1.363245
0.320000 0.180000 1.346155
0.320000 0.200000 1.329865
0.320000 0.220000 1.314375
0.320000 0.240000 1.299684
0.320000 0.260000 1.285794
0.320000 0.280000 1.272704
0.320000 0.300000 1.260414
0.320000 0.320000 1.248924
0.320000 0.340000 1.238234
0.320000 0.360000 1.228343
0.320000 0.380000 1.219253
0.320000 0.400000 1.210963
0.320000 0.420000 1.203473
0.320000 0.440000 1.196783
0.320000 0.460000 1.190893
0.320000 0.480000 1.185803
0.320000 0.500000 1.181512
0.320000 0.520000 1.178022
0.320000 0.540000 1.175332
0.320000 0.560000 1.173442
0.320000 0.580000 1.172352
0.320000 0.600000 1.172062
0.320000 0.620000 1.172571
0.320000 0.640000 1.173881
0.320000 0.660000 1.175991
0.320000 0.680000 1.178901
0.320000 0.700000 1.182611
0.320000 0.720000 1.187121
0.320000 0.740000 1.192430
0.320000 0.760000 1.198540
0.320000 0.780000 1.205450
0.320000 0.800000 1.213160
0.320000 0.820000 1.221670
0.320000 0.840000 1.230980
0.320000 0.860000 1.241089
0.320000 0.880000 1.251999
0.320000 0.900000 1.263709
0.320000 0.920000 1.276219
0.320000 0.940000 1.289529
0.320000 0.960000 1.303639
0.320000 0.980000 1.318548
0.320000 1.000000 1.334258
0.340000 -1.000000 1.099983
0.340000 -0.980000 1.041947
0.340000 -0.960000 0.997568
0.340000 -0.940000 0.965997
0.340000 -0.920000 0.946222
0.340000 -0.900000 0.937173
0.340000 -0.880000 0.937821
0.340000 -0.860000 0.947227
0.340000 -0.840000 0.964560
0.340000 -0.820000 0.989077
0.340000 -0.800000 1.020096
0.340000 -0.780000 1.056973
0.340000 -0.760000 1.099080
0.340000 -0.740000 1.145794
0.340000 -0.720000 1.196492
0.340000 -0.700000 1.250542
0.340000 -0.680000 1.307307
0.340000 -0.660000 1.366142
0.340000 -0.640000 1.426395
0.340000 -0.620000 1.487408
0.340000 -0.600000 1.548516
0.340000 -0.580000 1.609052
0.340000 -0.560000 1.668343
0.340000 -0.540000 1.725713
0.340000 -0.520000 1.780482
0.340000 -0.500000 1.831970
0.340000 -0.480000 1.879494
0.340000 -0.460000 1.922367
0.340000 -0.440000 1.959904
0.340000 -0.420000 1.991416
0.340000 -0.400000 2.016215
0.340000 -0.380000 2.033609
0.340000 -0.360000 2.042909
0.340000 -0.340000 2.043422
0.340000 -0.320000 2.034457
0.340000 -0.300000 2.015321
0.340000 -0.280000 1.985333
0.340000 -0.260000 1.950643
0.340000 -0.240000 1.916753
0.340000 -0.220000 1.883663
0.340000 -0.200000 1.851373
0.340000 -0.180000 1.819882
0.340000 -0.160000 1.789192
0.340000 -0.140000 1.759302
0.340000 -0.120000 1.730212
0.340000 -0.100000 1.701922
0.340000 -0.080000 1.674432
0.340000 -0.060000 1.647741
0.340000 -0.040000 1.621851
0.340000 -0.020000 1.596761
0.340000 0.000000 1.572471
0.340000 0.020000 1.548981
0.340000 0.040000 1.526291
0.340000 0.060000 1.504401
0.340000 0.080000 1.483310
0.340000 0.100000 1.463020
0.340000 0.120000 1.443530
0.340000 0.140000 1.424840
0.340000 0.160000 1.406950
0.340000 0.180000 1.389860
0.340000 0.200000 1.373569
0.340000 0.220000 1.358079
0.340000 0.240000 1.343389
0.340000 0.260000 1.329499
0.340000 0.280000 1.316409
0.340000 0.300000 1.304119
0.340000 0.320000 1.292628
0.340000 0.340000 1.281938
0.340000 0.360000 1.272048
0.340000 0.380000 1.262958
0.340000 0.400000 1.254668
0.340000 0.420000 1.247178
0.340000 0.440000 1.240487
0.340000 0.460000 1.234597
0.340000 0.480000 1.229507
0.340000 0.500000 1.225217
0.340000 0.520000 1.221727
0.340000 0.540000 1.219037
0.340000 0.560000 1.217146
0.340000 0.580000 1.216056
0.340000 0.600000 1.215766
0.340000 0.620000 1.216276
0.340000 0.640000 1.217586
0.340000 0.660000 1.219696
0.340000 0.680000 1.222605
0.340000 0.700000 1.226315
0.340000 0.720000 1.230825
0.340000 0.740000 1.236135
0.340000 0.760000 1.242245
0.340000 0.780000 1.249155
0.340000 0.800000 1.256864
0.340000 0.820000 1.265374
0.340000 0.840000 1.274684
0.340000 0.860000 1.284794
0.340000 0.880000 1.295704
0.340000 0.900000 1.307414
0.340000 0.920000 1.319923
0.340000 0.940000 1.333233
0.340000 0.960000 1.347343
0.340000 0.980000 1.362253
0.340000 1.000000 1.377963
0.360000 -1.000000 1.025886
0.360000 -0.980000 0.969026
0.360000 -0.960000 0.926606
0.360000 -0.940000 0.897621
0.360000 -0.920000 0.880860
0.360000 -0.900000 0.875070
0.360000 -0.880000 0.879091
0.360000 -0.860000 0.891916
0.360000 -0.840000 0.912693
0.360000 -0.820000 0.940682
0.360000 -0.800000 0.975210
0.360000 -0.780000 1.015639
0.360000 -0.760000 1.061342
0.360000 -0.740000 1.111695
0.360000 -0.720000 1.166065
0.360000 -0.700000 1.223814
0.360000 -0.680000 1.284294
0.360000 -0.660000 1.346851
0.360000 -0.640000 1.410823
0.360000 -0.620000 1.475544
0.360000 -0.600000 1.540342
0.360000 -0.580000 1.604541
0.360000 -0.560000 1.667463
0.360000 -0.540000 1.728427
0.360000 -0.520000 1.786747
0.360000 -0.500000 1.841738
0.360000 -0.480000 1.892714
0.360000 -0.460000 1.938985
0.360000 -0.440000 1.979862
0.360000 -0.420000 2.014654
0.360000 -0.400000 2.042668
0.360000 -0.380000 2.063214
0.360000 -0.360000 2.075599
0.360000 -0.340000 2.079128
0.360000 -0.320000 2.073108
0.360000 -0.300000 2.056846
0.360000 -0.280000 2.029646
0.360000 -0.260000 1.995148
0.360000 -0.240000 1.961258
0.360000 -0.220000 1.928167
0.360000 -0.200000 1.895877
0.360000 -0.180000 1.864387
0.360000 -0.160000 1.833697
0.360000 -0.140000 1.803807
0.360000 -0.120000 1.774717
0.360000 -0.100000 1.746426
0.360000 -0.080000 1.718936
0.360000 -0.060000 1.692246
0.360000 -0.040000 1.666356
0.360000 -0.020000 1.641266
0.360000 0.000000 1.616976
0.360000 0.020000 1.593485
0.360000 0.040000 1.570795
0.360000 0.060000 1.548905
0.360000 0.080000 1.527815
0.360000 0.100000 1.507525
0.360000 0.120000 1.488035
0.360000 0.140000 1.469344
0.360000 0.160000 1.451454
0.360000 0.180000 1.434364
0.360000 0.200000 1.418074
0.360000 0.220000 1.402584
0.360000 0.240000 1.387894
0.360000 0.260000 1.374003
0.360000 0.280000 1.360913
0.360000 0.300000 1.348623
0.360000 0.320000 1.337133
0.360000 0.340000 1.326443
0.360000 0.360000 1.316553
0.360000 0.380000 1.307462
0.360000 0.400000 1.299172
0.360000 0.420000 1.291682
0.360000 0.440000 1.284992
0.360000 0.460000 1.279102
0.360000 0.480000 1.274012
0.360000 0.500000 1.269721
0.360000 0.520000 1.266231
0.360000 0.540000 1.263541
0.360000 0.560000 1.261651
0.360000 0.580000 1.260561
0.360000 0.600000 1.260271
0.360000 0.620000 1.260781
0.360000 0.640000 1.262090
0.360000 0.660000 1.264200
0.360000 0.680000 1.267110
0.360000 0.700000 1.270820
0.360000 0.720000 1.275330
0.360000 0.740000 1.280640
0.360000 0.760000 1.286749
0.360000 0.780000 1.293659
0.360000 0.800000 1.301369
0.360000 0.820000 1.309879
0.360000 0.840000 1.319189
0.360000 0.860000 1.329299
0.360000 0.880000 1.340208
0.360000 0.900000 1.351918
0.360000 0.920000 1.364428
0.360000 0.940000 1.377738
0.360000 0.960000 1.391848
0.360000 0.980000 1.406758
0.360000 1.000000 1.422467
0.380000 -1.000000 0.958682
0.380000 -0.980000 0.902918
0.380000 -0.960000 0.862482
0.380000 -0.940000 0.836176
0.380000 -0.920000 0.822528
0.380000 -0.900000 0.820043
0.380000 -0.880000 0.827415
0.380000 -0.860000 0.843585
0.380000 -0.840000 0.867701
0.380000 -0.820000 0.899044
0.380000 -0.800000 0.936958
0.380000 -0.780000 0.980814
0.380000 -0.760000 1.029985
0.380000 -0.740000 1.083839
0.380000 -0.720000 1.141737
0.380000 -0.700000 1.203027
0.380000 -0.680000 1.267053
0.380000 -0.660000 1.333150
0.380000 -0.640000 1.400646
0.380000 -0.620000 1.468868
0.380000 -0.600000 1.537135
0.380000 -0.580000 1.604767
0.380000 -0.560000 1.671079
0.380000 -0.540000 1.735383
0.380000 -0.520000 1.796993
0.380000 -0.500000 1.855218
0.380000 -0.480000 1.909367
0.380000 -0.460000 1.958751
0.380000 -0.440000 2.002675
0.380000 -0.420000 2.040447
0.380000 -0.400000 2.071374
0.380000 -0.380000 2.094761
0.380000 -0.360000 2.109915
0.380000 -0.340000 2.116140
0.380000 -0.320000 2.112742
0.380000 -0.300000 2.099026
0.380000 -0.280000 2.074295
0.380000 -0.260000 2.040452
0.380000 -0.240000 2.006562
0.380000 -0.220000 1.973472
0.380000 -0.200000 1.941182
0.380000 -0.180000 1.909692
0.380000 -0.160000 1.879001
0.380000 -0.140000 1.849111
0.380000 -0.120000 1.820021
0.380000 -0.100000 1.791731
0.380000 -0.080000 1.764241
0.380000 -0.060000 1.737551
0.380000 -0.040000 1.711660
0.380000 -0.020000 1.686570
0.380000 0.000000 1.662280
0.380000 0.020000 1.638790
0.380000 0.040000 1.616100
0.380000 0.060000 1.594210
0.380000 0.080000 1.573120
0.380000 0.100000 1.552829
0.380000 0.120000 1.533339
0.380000 0.140000 1.514649
0.380000 0.160000 1.496759
0.380000 0.180000 1.479669
0.380000 0.200000 1.463379
0.380000 0.220000 1.447888
0.380000 0.240000 1.433198
0.380000 0.260000 1.419308
0.380000 0.280000 1.406218
0.380000 0.300000 1.393928
0.380000 0.320000 1.382438
0.380000 0.340000 1.371747
0.380000 0.360000 1.361857
0.380000 0.380000 1.352767
0.380000 0.400000 1.344477
0.380000 0.420000 1.336987
0.380000 0.440000 1.330297
0.380000 0.460000 1.324406
0.380000 0.480000 1.319316
0.380000 0.500000 1.315026
0.380000 0.520000 1.311536
0.380000 0.540000 1.308846
0.380000 0.560000 1.306956
0.380000 0.580000 1.305865
0.380000 0.600000 1.305575
0.380000 0.620000 1.306085
0.380000 0.640000 1.307395
0.380000 0.660000 1.309505
0.380000 0.680000 1.312415
0.380000 0.700000 1.316124
0.380000 0.720000 1.320634
0.380000 0.740000 1.325944
0.380000 0.760000 1.332054
0.380000 0.780000 1.338964
0.380000 0.800000 1.346674
0.380000 0.820000 1.355183
0.380000 0.840000 1.364493
0.380000 0.860000 1.374603
0.380000 0.880000 1.385513
0.380000 0.900000 1.397223
0.380000 0.920000 1.409733
0.380000 0.940000 1.423042
0.380000 0.960000 1.437152
0.380000 0.980000 1.452062
0.380000 1.000000 1.467772
0.400000 -1.000000 0.899275
0.400000 -0.980000 0.844432
0.400000 -0.960000 0.805959
0.400000 -0.940000 0.782420
0.400000 -0.920000 0.771975
0.400000 -0.900000 0.772813
0.400000 -0.880000 0.783469
0.400000 -0.860000 0.802864
0.400000 -0.840000 0.830184
0.400000 -0.820000 0.864748
0.400000 -0.800000 0.905919
0.400000 -0.780000 0.953074
0.400000 -0.760000 1.005579
0.400000 -0.740000 1.062793
0.400000 -0.720000 1.124062
0.400000 -0.700000 1.188725
0.400000 -0.680000 1.256112
0.400000 -0.660000 1.325550
0.400000 -0.640000 1.396358
0.400000 -0.620000 1.467854
0.400000 -0.600000 1.539352
0.400000 -0.580000 1.610166
0.400000 -0.560000 1.679606
0.400000 -0.540000 1.746982
0.400000 -0.520000 1.811601
0.400000 -0.500000 1.872772
0.400000 -0.480000 1.929801
0.400000 -0.460000 1.981994
0.400000 -0.440000 2.028658
0.400000 -0.420000 2.069097
0.400000 -0.400000 2.102617
0.400000 -0.380000 2.128522
0.400000 -0.360000 2.146117
0.400000 -0.340000 2.154706
0.400000 -0.320000 2.153593
0.400000 -0.300000 2.142082
0.400000 -0.280000 2.119478
0.400000 -0.260000 2.086557
0.400000 -0.240000 2.052667
0.400000 -0.220000 2.019577
0.400000 -0.200000 1.987286
0.400000 -0.180000 1.955796
0.400000 -0.160000 1.925106
0.400000 -0.140000 1.895216
0.400000 -0.120000 1.866126
0.400000 -0.100000 1.837836
0.400000 -0.080000 1.810345
0.400000 -0.060000 1.783655
0.400000 -0.040000 1.757765
0.400000 -0.020000 1.732675
0.400000 0.000000 1.708385
0.400000 0.020000 1.684895
0.400000 0.040000 1.662204
0.400000 0.060000 1.640314
0.400000 0.080000 1.619224
0.400000 0.100000 1.598934
0.400000 0.120000 1.579444
0.400000 0.140000 1.560754
0.400000 0.160000 1.542863
0.400000 0.180000 1.525773
0.400000 0.200000 1.509483
0.400000 0.220000 1.493993
0.400000 0.240000 1.479303
0.400000 0.260000 1.465413
0.400000 0.280000 1.452322
0.400000 0.300000 1.440032
0.400000 0.320000 1.428542
0.400000 0.340000 1.417852
0.400000 0.360000 1.407962
0.400000 0.380000 1.398872
0.400000 0.400000 1.390581
0.400000 0.420000 1.383091
0.400000 0.440000 1.376401
0.400000 0.460000 1.370511
0.400000 0.480000 1.365421
0.400000 0.500000 1.361131
0.400000 0.520000 1.357640
0.400000 0.540000 1.354950
0.400000 0.560000 1.353060
0.400000 0.580000 1.351970
0.400000 0.600000 1.351680
0.400000 0.620000 1.352190
0.400000 0.640000 1.353500
0.400000 0.660000 1.355609
0.400000 0.680000 1.358519
0.400000 0.700000 1.362229
0.400000 0.720000 1.366739
0.400000 0.740000 1.372049
0.400000 0.760000 1.378159
0.400000 0.780000 1.385068
0.400000 0.800000 1.392778
0.400000 0.820000 1.401288
0.400000 0.840000 1.410598
0.400000 0.860000 1.420708
0.400000 0.880000 1.431618
0.400000 0.900000 1.443327
0.400000 0.920000 1.455837
0.400000 0.940000 1.469147
0.400000 0.960000 1.483257
0.400000 0.980000 1.498167
0.400000 1.000000 1.513877
0.420000 -1.000000 0.848682
0.420000 -0.980000 0.794432
0.420000 -0.960000 0.757809
0.420000 -0.940000 0.737105
0.420000 -0.920000 0.729945
0.420000 -0.900000 0.734073
0.420000 -0.880000 0.747882
0.420000 -0.860000 0.770343
0.420000 -0.840000 0.800719
0.420000 -0.820000 0.838371
0.420000 -0.800000 0.882676
0.420000 -0.780000 0.933003
0.420000 -0.760000 0.988705
0.420000 -0.740000 1.049126
0.420000 -0.720000 1.113599
0.420000 -0.700000 1.181448
0.420000 -0.680000 1.251993
0.420000 -0.660000 1.324552
0.420000 -0.640000 1.398437
0.420000 -0.620000 1.472960
0.420000 -0.600000 1.547430
0.420000 -0.580000 1.621154
0.420000 -0.560000 1.693442
0.420000 -0.540000 1.763598
0.420000 -0.520000 1.830928
0.420000 -0.500000 1.894739
0.420000 -0.480000 1.954334
0.420000 -0.460000 2.009019
0.420000 -0.440000 2.058098
0.420000 -0.420000 2.100875
0.420000 -0.400000 2.136654
0.420000 -0.380000 2.164739
0.420000 -0.360000 2.184433
0.420000 -0.340000 2.195040
0.420000 -0.320000 2.195864
0.420000 -0.300000 2.186209
0.420000 -0.280000 2.165376
0.420000 -0.260000 2.133461
0.420000 -0.240000 2.099571
0.420000 -0.220000 2.066481
0.420000 -0.200000 2.034191
0.420000 -0.180000 2.002701
0.420000 -0.160000 1.972011
0.420000 -0.140000 1.942120
0.420000 -0.120000 1.913030
0.420000 -0.100000 1.884740
0.420000 -0.080000 1.857250
0.420000 -0.060000 1.830560
0.420000 -0.040000 1.804670
0.420000 -0.020000 1.779579
0.420000 0.000000 1.755289
0.420000 0.020000 1.731799
0.420000 0.040000 1.709109
0.420000 0.060000 1.687219
0.420000 0.080000 1.666129
0.420000 0.100000 1.645838
0.420000 0.120000 1.626348
0.420000 0.140000 1.607658
0.420000 0.160000 1.589768
0.420000 0.180000 1.572678
0.420000 0.200000 1.556388
0.420000 0.220000 1.540898
0.420000 0.240000 1.526207
0.420000 0.260000 1.512317
0.420000 0.280000 1.499227
0.420000 0.300000 1.486937
0.420000 0.320000 1.475447
0.420000 0.340000 1.464757
0.420000 0.360000 1.454866
0.420000 0.380000 1.445776
0.420000 0.400000 1.437486
0.420000 0.420000 1.429996
0.420000 0.440000 1.423306
0.420000 0.460000 1.417416
0.420000 0.480000 1.412325
0.420000 0.500000 1.408035
0.420000 0.520000 1.404545
0.420000 0.540000 1.401855
0.420000 0.560000 1.399965
0.420000 0.580000 1.398875
0.420000 0.600000 1.398584
0.420000 0.620000 1.399094
0.420000 0.640000 1.400404
0.420000 0.660000 1.402514
0.420000 0.680000 1.405424
0.420000 0.700000 1.409134
0.420000 0.720000 1.413643
0.420000 0.740000 1.418953
0.420000 0.760000 1.425063
0.420000 0.780000 1.431973
0.420000 0.800000 1.439683
0.420000 0.820000 1.448193
0.420000 0.840000 1.457502
0.420000 0.860000 1.467612
0.420000 0.880000 1.478522
0.420000 0.900000 1.490232
0.420000 0.920000 1.502742
0.420000 0.940000 1.516052
0.420000 0.960000 1.530161
0.420000 0.980000 1.545071
0.420000 1.000000 1.560781
0.440000 -1.000000 0.808138
0.440000 -0.980000 0.753897
0.440000 -0.960000 0.718827
0.440000 -0.940000 0.700989
0.440000 -0.920000 0.697171
0.440000 -0.900000 0.704469
0.440000 -0.880000 0.721231
0.440000 -0.860000 0.746583
0.440000 -0.840000 0.779882
0.440000 -0.820000 0.820511
0.440000 -0.800000 0.867838
0.440000 -0.780000 0.921211
0.440000 -0.760000 0.979966
0.440000 -0.740000 1.043427
0.440000 -0.720000 1.110913
0.440000 -0.700000 1.181738
0.440000 -0.680000 1.255213
0.440000 -0.660000 1.330648
0.440000 -0.640000 1.407350
0.440000 -0.620000 1.484626
0.440000 -0.600000 1.561782
0.440000 -0.580000 1.638123
0.440000 -0.560000 1.712954
0.440000 -0.540000 1.785578
0.440000 -0.520000 1.855301
0.440000 -0.500000 1.921426
0.440000 -0.480000 1.983257
0.440000 -0.460000 2.040098
0.440000 -0.440000 2.091251
0.440000 -0.420000 2.136021
0.440000 -0.400000 2.173711
0.440000 -0.380000 2.203623
0.440000 -0.360000 2.225062
0.440000 -0.340000 2.237330
0.440000 -0.320000 2.239731
0.440000 -0.300000 2.231567
0.440000 -0.280000 2.212142
0.440000 -0.260000 2.181166
0.440000 -0.240000 2.147276
0.440000 -0.220000 2.114186
0.440000 -0.200000 2.081896
0.440000 -0.180000 2.050405
0.440000 -0.160000 2.019715
0.440000 -0.140000 1.989825
0.440000 -0.120000 1.960735
0.440000 -0.100000 1.932445
0.440000 -0.080000 1.904955
0.440000 -0.060000 1.878264
0.440000 -0.040000 1.852374
0.440000 -0.020000 1.827284
0.440000 0.000000 1.802994
0.440000 0.020000 1.779504
0.440000 0.040000 1.756814
0.440000 0.060000 1.734923
0.440000 0.080000 1.713833
0.440000 0.100000 1.693543
0.440000 0.120000 1.674053
0.440000 0.140000 1.655363
0.440000 0.160000 1.637473
0.440000 0.180000 1.620382
0.440000 0.200000 1.604092
0.440000 0.220000 1.588602
0.440000 0.240000 1.573912
0.440000 0.260000 1.560022
0.440000 0.280000 1.546932
0.440000 0.300000 1.534641
0.440000 0.320000 1.523151
0.440000 0.340000 1.512461
0.440000 0.360000 1.502571
0.440000 0.380000 1.493481
0.440000 0.400000 1.485191
0.440000 0.420000 1.477700
0.440000 0.440000 1.471010
0.440000 0.460000 1.465120
0.440000 0.480000 1.460030
0.440000 0.500000 1.455740
0.440000 0.520000 1.452250
0.440000 0.540000 1.449559
0.440000 0.560000 1.447669
0.440000 0.580000 1.446579
0.440000 0.600000 1.446289
0.440000 0.620000 1.446799
0.440000 0.640000 1.448109
0.440000 0.660000 1.450218
0.440000 0.680000 1.453128
0.440000 0.700000 1.456838
0.440000 0.720000 1.461348
0.440000 0.740000 1.466658
0.440000 0.760000 1.472768
0.440000 0.780000 1.479678
0.440000 0.800000 1.487387
0.440000 0.820000 1.495897
0.440000 0.840000 1.505207
0.440000 0.860000 1.515317
0.440000 0.880000 1.526227
0.440000 0.900000 1.537937
0.440000 0.920000 1.550446
0.440000 0.940000 1.563756
0.440000 0.960000 1.577866
0.440000 0.980000 1.592776
0.440000 1.000000 1.608486
0.460000 -1.000000 0.779299
0.460000 -0.980000 0.724115
0.460000 -0.960000 0.689882
0.460000 -0.940000 0.674826
0.460000 -0.920000 0.674346
0.460000 -0.900000 0.684558
0.460000 -0.880000 0.704051
0.460000 -0.860000 0.732173
0.460000 -0.840000 0.768317
0.460000 -0.820000 0.811843
0.460000 -0.800000 0.862085
0.460000 -0.780000 0.918367
0.460000 -0.760000 0.980004
0.460000 -0.740000 1.046307
0.460000 -0.720000 1.116583
0.460000 -0.700000 1.190140
0.460000 -0.680000 1.266282
0.460000 -0.660000 1.344315
0.460000 -0.640000 1.423544
0.460000 -0.620000 1.503271
0.460000 -0.600000 1.582801
0.460000 -0.580000 1.661437
0.460000 -0.560000 1.738483
0.460000 -0.540000 1.813241
0.460000 -0.520000 1.885016
0.460000 -0.500000 1.953111
0.460000 -0.480000 2.016827
0.460000 -0.460000 2.075470
0.460000 -0.440000 2.128341
0.460000 -0.420000 2.174743
0.460000 -0.400000 2.213980
0.460000 -0.380000 2.245355
0.460000 -0.360000 2.268170
0.460000 -0.340000 2.281729
0.460000 -0.320000 2.285334
0.460000 -0.300000 2.278288
0.460000 -0.280000 2.259895
0.460000 -0.260000 2.229671
0.460000 -0.240000 2.195780
0.460000 -0.220000 2.162690
0.460000 -0.200000 2.130400
0.460000 -0.180000 2.098910
0.460000 -0.160000 2.068220
0.460000 -0.140000 2.038330
0.460000 -0.120000 2.009239
0.460000 -0.100000 1.980949
0.460000 -0.080000 1.953459
0.460000 -0.060000 1.926769
0.460000 -0.040000 1.900879
0.460000 -0.020000 1.875789
0.460000 0.000000 1.851498
0.460000 0.020000 1.828008
0.460000 0.040000 1.805318
0.460000 0.060000 1.783428
0.460000 0.080000 1.762338
0.460000 0.100000 1.742048
0.460000 0.120000 1.722557
0.460000 0.140000 1.703867
0.460000 0.160000 1.685977
0.460000 0.180000 1.668887
0.460000 0.200000 1.652597
0.460000 0.220000 1.637107
0.460000 0.240000 1.622417
0.460000 0.260000 1.608526
0.460000 0.280000 1.595436
0.460000 0.300000 1.583146
0.460000 0.320000 1.571656
0.460000 0.340000 1.560966
0.460000 0.360000 1.551076
0.460000 0.380000 1.541985
0.460000 0.400000 1.533695
0.460000 0.420000 1.526205
0.460000 0.440000 1.519515
0.460000 0.460000 1.513625
0.460000 0.480000 1.508535
0.460000 0.500000 1.504244
0.460000 0.520000 1.500754
0.460000 0.540000 1.498064
0.460000 0.560000 1.496174
0.460000 0.580000 1.495084
0.460000 0.600000 1.494794
0.460000 0.620000 1.495303
0.460000 0.640000 1.496613
0.460000 0.660000 1.498723
0.460000 0.680000 1.501633
0.460000 0.700000 1.505343
0.460000 0.720000 1.509853
0.460000 0.740000 1.515162
0.460000 0.760000 1.521272
0.460000 0.780000 1.528182
0.460000 0.800000 1.535892
0.460000 0.820000 1.544402
0.460000 0.840000 1.553712
0.460000 0.860000 1.563821
0.460000 0.880000 1.574731
0.460000 0.900000 1.586441
0.460000 0.920000 1.598951
0.460000 0.940000 1.612261
0.460000 0.960000 1.626371
0.460000 0.980000 1.641280
0.460000 1.000000 1.656990
0.480000 -1.000000 0.764532
0.480000 -0.980000 0.707184
0.480000 -0.960000 0.672216
0.480000 -0.940000 0.659371
0.480000 -0.920000 0.662036
0.480000 -0.900000 0.674844
0.480000 -0.880000 0.697006
0.480000 -0.860000 0.727901
0.480000 -0.840000 0.766858
0.480000 -0.820000 0.813191
0.480000 -0.800000 0.866207
0.480000 -0.780000 0.925211
0.480000 -0.760000 0.989509
0.480000 -0.740000 1.058403
0.480000 -0.720000 1.131197
0.480000 -0.700000 1.207195
0.480000 -0.680000 1.285700
0.480000 -0.660000 1.366014
0.480000 -0.640000 1.447441
0.480000 -0.620000 1.529283
0.480000 -0.600000 1.610845
0.480000 -0.580000 1.691427
0.480000 -0.560000 1.770335
0.480000 -0.540000 1.846869
0.480000 -0.520000 1.920334
0.480000 -0.500000 1.990032
0.480000 -0.480000 2.055266
0.480000 -0.460000 2.115339
0.480000 -0.440000 2.169554
0.480000 -0.420000 2.217214
0.480000 -0.400000 2.257621
0.480000 -0.380000 2.290078
0.480000 -0.360000 2.313889
0.480000 -0.340000 2.328356
0.480000 -0.320000 2.332783
0.480000 -0.300000 2.326471
0.480000 -0.280000 2.308724
0.480000 -0.260000 2.278975
0.480000 -0.240000 2.245085
0.480000 -0.220000 2.211995
0.480000 -0.200000 2.179705
0.480000 -0.180000 2.148215
0.480000 -0.160000 2.117524
0.480000 -0.140000 2.087634
0.480000 -0.120000 2.058544
0.480000 -0.100000 2.030254
0.480000 -0.080000 2.002764
0.480000 -0.060000 1.976074
0.480000 -0.040000 1.950183
0.480000 -0.020000 1.925093
0.480000 0.000000 1.900803
0.480000 0.020000 1.877313
0.480000 0.040000 1.854623
0.480000 0.060000 1.832733
0.480000 0.080000 1.811642
0.480000 0.100000 1.791352
0.480000 0.120000 1.771862
0.480000 0.140000 1.753172
0.480000 0.160000 1.735282
0.480000 0.180000 1.718192
0.480000 0.200000 1.701901
0.480000 0.220000 1.686411
0.480000 0.240000 1.671721
0.480000 0.260000 1.657831
0.480000 0.280000 1.644741
0.480000 0.300000 1.632451
0.480000 0.320000 1.620960
0.480000 0.340000 1.610270
0.480000 0.360000 1.600380
0.480000 0.380000 1.591290
0.480000 0.400000 1.583000
0.480000 0.420000 1.575510
0.480000 0.440000 1.568819
0.480000 0.460000 1.562929
0.480000 0.480000 1.557839
0.480000 0.500000 1.553549
0.480000 0.520000 1.550059
0.480000 0.540000 1.547369
0.480000 0.560000 1.545478
0.480000 0.580000 1.544388
0.480000 0.600000 1.544098
0.480000 0.620000 1.544608
0.480000 0.640000 1.545918
0.480000 0.660000 1.548028
0.480000 0.680000 1.550937
0.480000 0.700000 1.554647
0.480000 0.720000 1.559157
0.480000 0.740000 1.564467
0.480000 0.760000 1.570577
0.480000 0.780000 1.577487
0.480000 0.800000 1.585197
0.480000 0.820000 1.593706
0.480000 0.840000 1.603016
0.480000 0.860000 1.613126
0.480000 0.880000 1.624036
0.480000 0.900000 1.635746
0.480000 0.920000 1.648256
0.480000 0.940000 1.661565
0.480000 0.960000 1.675675
0.480000 0.980000 1.690585
0.480000 1.000000 1.706295
0.500000 -1.000000 0.766948
0.500000 -0.980000 0.706801
0.500000 -0.960000 0.669229
0.500000 -0.940000 0.655596
0.500000 -0.920000 0.660888
0.500000 -0.900000 0.676436
0.500000 -0.880000 0.701378
0.500000 -0.860000 0.735014
0.500000 -0.840000 0.776647
0.500000 -0.820000 0.825580
0.500000 -0.800000 0.881116
0.500000 -0.780000 0.942557
0.500000 -0.760000 1.009206
0.500000 -0.740000 1.080366
0.500000 -0.720000 1.155340
0.500000 -0.700000 1.233431
0.500000 -0.680000 1.313942
0.500000 -0.660000 1.396175
0.500000 -0.640000 1.479433
0.500000 -0.620000 1.563019
0.500000 -0.600000 1.646237
0.500000 -0.580000 1.728388
0.500000 -0.560000 1.808777
0.500000 -0.540000 1.886705
0.500000 -0.520000 1.961475
0.500000 -0.500000 2.032391
0.500000 -0.480000 2.098755
0.500000 -0.460000 2.159871
0.500000 -0.440000 2.215040
0.500000 -0.420000 2.263566
0.500000 -0.400000 2.304752
0.500000 -0.380000 2.337900
0.500000 -0.360000 2.362314
0.500000 -0.340000 2.377296
0.500000 -0.320000 2.382150
0.500000 -0.300000 2.376177
0.500000 -0.280000 2.358681
0.500000 -0.260000 2.329080
0.500000 -0.240000 2.295190
0.500000 -0.220000 2.262099
0.500000 -0.200000 2.229809
0.500000 -0.180000 2.198319
0.500000 -0.160000 2.167629
0.500000 -0.140000 2.137739
0.500000 -0.120000 2.108649
0.500000 -0.100000 2.080358
0.500000 -0.080000 2.052868
0.500000 -0.060000 2.026178
0.500000 -0.040000 2.000288
0.500000 -0.020000 1.975198
0.500000 0.000000 1.950908
0.500000 0.020000 1.927417
0.500000 0.040000 1.904727
0.500000 0.060000 1.882837
0.500000 0.080000 1.861747
0.500000 0.100000 1.841457
0.500000 0.120000 1.821967
0.500000 0.140000 1.803276
0.500000 0.160000 1.785386
0.500000 0.180000 1.768296
0.500000 0.200000 1.752006
0.500000 0.220000 1.736516
0.500000 0.240000 1.721826
0.500000 0.260000 1.707935
0.500000 0.280000 1.694845
0.500000 0.300000 1.682555
0.500000 0.320000 1.671065
0.500000 0.340000 1.660375
0.500000 0.360000 1.650485
0.500000 0.380000 1.641395
0.500000 0.400000 1.633104
0.500000 0.420000 1.625614
0.500000 0.440000 1.618924
0.500000 0.460000 1.613034
0.500000 0.480000 1.607944
0.500000 0.500000 1.603654
0.500000 0.520000 1.600163
0.500000 0.540000 1.597473
0.500000 0.560000 1.595583
0.500000 0.580000 1.594493
0.500000 0.600000 1.594203
0.500000 0.620000 1.594713
0.500000 0.640000 1.596022
0.500000 0.660000 1.598132
0.500000 0.680000 1.601042
0.500000 0.700000 1.604752
0.500000 0.720000 1.609262
0.500000 0.740000 1.614572
0.500000 0.760000 1.620681
0.500000 0.780000 1.627591
0.500000 0.800000 1.635301
0.500000 0.820000 1.643811
0.500000 0.840000 1.653121
0.500000 0.860000 1.663231
0.500000 0.880000 1.674140
0.500000 0.900000 1.685850
0.500000 0.920000 1.698360
0.500000 0.940000 1.711670
0.500000 0.960000 1.725780
0.500000 0.980000 1.740690
0.500000 1.000000 1.756399
0.520000 -1.000000 0.789456
0.520000 -0.980000 0.727192
0.520000 -0.960000 0.687570
0.520000 -0.940000 0.671505
0.520000 -0.920000 0.675466
0.520000 -0.900000 0.692476
0.520000 -0.880000 0.719481
0.520000 -0.860000 0.755303
0.520000 -0.840000 0.799122
0.520000 -0.820000 0.850195
0.520000 -0.800000 0.907808
0.520000 -0.780000 0.971254
0.520000 -0.760000 1.039830
0.520000 -0.740000 1.112836
0.520000 -0.720000 1.189573
0.520000 -0.700000 1.269342
0.520000 -0.680000 1.351447
0.520000 -0.660000 1.435188
0.520000 -0.640000 1.519868
0.520000 -0.620000 1.604790
0.520000 -0.600000 1.689256
0.520000 -0.580000 1.772569
0.520000 -0.560000 1.854032
0.520000 -0.540000 1.932947
0.520000 -0.520000 2.008617
0.520000 -0.500000 2.080345
0.520000 -0.480000 2.147434
0.520000 -0.460000 2.209187
0.520000 -0.440000 2.264906
0.520000 -0.420000 2.313894
0.520000 -0.400000 2.355455
0.520000 -0.380000 2.388890
0.520000 -0.360000 2.413502
0.520000 -0.340000 2.428596
0.520000 -0.320000 2.433472
0.520000 -0.300000 2.427435
0.520000 -0.280000 2.409787
0.520000 -0.260000 2.379984
0.520000 -0.240000 2.346094
0.520000 -0.220000 2.313004
0.520000 -0.200000 2.280714
0.520000 -0.180000 2.249224
0.520000 -0.160000 2.218534
0.520000 -0.140000 2.188643
0.520000 -0.120000 2.159553
0.520000 -0.100000 2.131263
0.520000 -0.080000 2.103773
0.520000 -0.060000 2.077083
0.520000 -0.040000 2.051193
0.520000 -0.020000 2.026102
0.520000 0.000000 2.001812
0.520000 0.020000 1.978322
0.520000 0.040000 1.955632
0.520000 0.060000 1.933742
0.520000 0.080000 1.912652
0.520000 0.100000 1.892361
0.520000 0.120000 1.872871
0.520000 0.140000 1.854181
0.520000 0.160000 1.836291
0.520000 0.180000 1.819201
0.520000 0.200000 1.802911
0.520000 0.220000 1.787420
0.520000 0.240000 1.772730
0.520000 0.260000 1.758840
0.520000 0.280000 1.745750
0.520000 0.300000 1.733460
0.520000 0.320000 1.721970
0.520000 0.340000 1.711279
0.520000 0.360000 1.701389
0.520000 0.380000 1.692299
0.520000 0.400000 1.684009
0.520000 0.420000 1.676519
0.520000 0.440000 1.669829
0.520000 0.460000 1.663938
0.520000 0.480000 1.658848
0.520000 0.500000 1.654558
0.520000 0.520000 1.645388
0.520000 0.540000 1.630543
0.520000 0.560000 1.628766
0.520000 0.580000 1.639859
0.520000 0.600000 1.645107
0.520000 0.620000 1.645617
0.520000 0.640000 1.646927
0.520000 0.660000 1.649037
0.520000 0.680000 1.651947
0.520000 0.700000 1.655656
0.520000 0.720000 1.660166
0.520000 0.740000 1.665476
0.520000 0.760000 1.671586
0.520000 0.780000 1.678496
0.520000 0.800000 1.686206
0.520000 0.820000 1.694715
0.520000 0.840000 1.704025
0.520000 0.860000 1.714135
0.520000 0.880000 1.725045
0.520000 0.900000 1.736755
0.520000 0.920000 1.749265
0.520000 0.940000 1.762575
0.520000 0.960000 1.776684
0.520000 0.980000 1.791594
0.520000 1.000000 1.807304
0.540000 -1.000000 0.833386
0.540000 -0.980000 0.769862
0.540000 -0.960000 0.728688
0.540000 -0.940000 0.709904
0.540000 -0.920000 0.710770
0.540000 -0.900000 0.726611
0.540000 -0.880000 0.753899
0.540000 -0.860000 0.790684
0.540000 -0.840000 0.835763
0.540000 -0.820000 0.888220
0.540000 -0.800000 0.947254
0.540000 -0.780000 1.012112
0.540000 -0.760000 1.082065
0.540000 -0.740000 1.156397
0.540000 -0.720000 1.234400
0.540000 -0.700000 1.315367
0.540000 -0.680000 1.398596
0.540000 -0.660000 1.483386
0.540000 -0.640000 1.569037
0.540000 -0.620000 1.654850
0.540000 -0.600000 1.740125
0.540000 -0.580000 1.824164
0.540000 -0.560000 1.906269
0.540000 -0.540000 1.985743
0.540000 -0.520000 2.061887
0.540000 -0.500000 2.134004
0.540000 -0.480000 2.201396
0.540000 -0.460000 2.263366
0.540000 -0.440000 2.319216
0.540000 -0.420000 2.368248
0.540000 -0.400000 2.409767
0.540000 -0.380000 2.443073
0.540000 -0.360000 2.467471
0.540000 -0.340000 2.482261
0.540000 -0.320000 2.486749
0.540000 -0.300000 2.480235
0.540000 -0.280000 2.462023
0.540000 -0.260000 2.431689
0.540000 -0.240000 2.397799
0.540000 -0.220000 2.364709
0.540000 -0.200000 2.332418
0.540000 -0.180000 2.300928
0.540000 -0.160000 2.270238
0.540000 -0.140000 2.240348
0.540000 -0.120000 2.211258
0.540000 -0.100000 2.182968
0.540000 -0.080000 2.155477
0.540000 -0.060000 2.128787
0.540000 -0.040000 2.102897
0.540000 -0.020000 2.077807
0.540000 0.000000 2.053517
0.540000 0.020000 2.030027
0.540000 0.040000 2.007336
0.540000 0.060000 1.985446
0.540000 0.080000 1.964356
0.540000 0.100000 1.944066
0.540000 0.120000 1.924576
0.540000 0.140000 1.905886
0.540000 0.160000 1.887995
0.540000 0.180000 1.870905
0.540000 0.200000 1.854615
0.540000 0.220000 1.839125
0.540000 0.240000 1.824435
0.540000 0.260000 1.810545
0.540000 0.280000 1.797454
0.540000 0.300000 1.785164
0.540000 0.320000 1.773674
0.540000 0.340000 1.762984
0.540000 0.360000 1.753094
0.540000 0.380000 1.744004
0.540000 0.400000 1.735714
0.540000 0.420000 1.728223
0.540000 0.440000 1.721533
0.540000 0.460000 1.715643
0.540000 0.480000 1.710553
0.540000 0.500000 1.693125
0.540000 0.520000 1.645322
0.540000 0.540000 1.608172
0.540000 0.560000 1.606775
0.540000 0.580000 1.640559
0.540000 0.600000 1.684106
0.540000 0.620000 1.697322
0.540000 0.640000 1.698632
0.540000 0.660000 1.700741
0.540000 0.680000 1.703651
0.540000 0.700000 1.707361
0.540000 0.720000 1.711871
0.540000 0.740000 1.717181
0.540000 0.760000 1.723291
0.540000 0.780000 1.730200
0.540000 0.800000 1.737910
0.540000 0.820000 1.746420
0.540000 0.840000 1.755730
0.540000 0.860000 1.765840
0.540000 0.880000 1.776750
0.540000 0.900000 1.788459
0.540000 0.920000 1.800969
0.540000 0.940000 1.814279
0.540000 0.960000 1.828389
0.540000 0.980000 1.843299
0.540000 1.000000 1.859009
0.560000 -1.000000 0.898420
0.560000 -0.980000 0.833954
0.560000 -0.960000 0.791116
0.560000 -0.940000 0.769510
0.560000 -0.920000 0.767007
0.560000 -0.900000 0.780284
0.560000 -0.880000 0.806221
0.560000 -0.860000 0.842559
0.560000 -0.840000 0.887747
0.560000 -0.820000 0.940630
0.560000 -0.800000 1.000264
0.560000 -0.780000 1.065810
0.560000 -0.760000 1.136485
0.560000 -0.740000 1.211537
0.560000 -0.720000 1.290236
0.560000 -0.700000 1.371859
0.560000 -0.680000 1.455694
0.560000 -0.660000 1.541031
0.560000 -0.640000 1.627164
0.560000 -0.620000 1.713389
0.560000 -0.600000 1.799005
0.560000 -0.580000 1.883309
0.560000 -0.560000 1.965603
0.560000 -0.540000 2.045186
0.560000 -0.520000 2.121360
0.560000 -0.500000 2.193425
0.560000 -0.480000 2.260683
0.560000 -0.460000 2.322436
0.560000 -0.440000 2.377985
0.560000 -0.420000 2.426633
0.560000 -0.400000 2.467683
0.560000 -0.380000 2.500435
0.560000 -0.360000 2.524194
0.560000 -0.340000 2.538260
0.560000 -0.320000 2.541938
0.560000 -0.300000 2.534528
0.560000 -0.280000 2.515334
0.560000 -0.260000 2.484193
0.560000 -0.240000 2.450303
0.560000 -0.220000 2.417213
0.560000 -0.200000 2.384923
0.560000 -0.180000 2.353433
0.560000 -0.160000 2.322743
0.560000 -0.140000 2.292852
0.560000 -0.120000 2.263762
0.560000 -0.100000 2.235472
0.560000 -0.080000 2.207982
0.560000 -0.060000 2.181292
0.560000 -0.040000 2.155402
0.560000 -0.020000 2.130312
0.560000 0.000000 2.106021
0.560000 0.020000 2.082531
0.560000 0.040000 2.059841
0.560000 0.060000 2.037951
0.560000 0.080000 2.016861
0.560000 0.100000 1.996571
0.560000 0.120000 1.977080
0.560000 0.140000 1.958390
0.560000 0.160000 1.940500
0.560000 0.180000 1.923410
0.560000 0.200000 1.907120
0.560000 0.220000 1.891630
0.560000 0.240000 1.876939
0.560000 0.260000 1.863049
0.560000 0.280000 1.849959
0.560000 0.300000 1.837669
0.560000 0.320000 1.826179
0.560000 0.340000 1.815489
0.560000 0.360000 1.805598
0.560000 0.380000 1.796508
0.560000 0.400000 1.788218
0.560000 0.420000 1.780728
0.560000 0.440000 1.774038
0.560000 0.460000 1.768148
0.560000 0.480000 1.762184
0.560000 0.500000 1.708834
0.560000 0.520000 1.624443
0.560000 0.540000 1.564886
0.560000 0.560000 1.564103
0.560000 0.580000 1.620798
0.560000 0.600000 1.700648
0.560000 0.620000 1.749054
0.560000 0.640000 1.751136
0.560000 0.660000 1.753246
0.560000 0.680000 1.756156
0.560000 0.700000 1.759866
0.560000 0.720000 1.764375
0.560000 0.740000 1.769685
0.560000 0.760000 1.775795
0.560000 0.780000 1.782705
0.560000 0.800000 1.790415
0.560000 0.820000 1.798925
0.560000 0.840000 1.808234
0.560000 0.860000 1.818344
0.560000 0.880000 1.829254
0.560000 0.900000 1.840964
0.560000 0.920000 1.853474
0.560000 0.940000 1.866784
0.560000 0.960000 1.880894
0.560000 0.980000 1.895803
0.560000 1.000000 1.911513
0.580000 -1.000000 0.983446
0.580000 -0.980000 0.918070
0.580000 -0.960000 0.873448
0.580000 -0.940000 0.849040
0.580000 -0.920000 0.843153
0.580000 -0.900000 0.853281
0.580000 -0.880000 0.876811
0.580000 -0.860000 0.911530
0.580000 -0.840000 0.955716
0.580000 -0.820000 1.008031
0.580000 -0.800000 1.067380
0.580000 -0.780000 1.132819
0.580000 -0.760000 1.203493
0.580000 -0.740000 1.278600
0.580000 -0.720000 1.357373
0.580000 -0.700000 1.439066
0.580000 -0.680000 1.522947
0.580000 -0.660000 1.608293
0.580000 -0.640000 1.694388
0.580000 -0.620000 1.780522
0.580000 -0.600000 1.865985
0.580000 -0.580000 1.950073
0.580000 -0.560000 2.032082
0.580000 -0.540000 2.111308
0.580000 -0.520000 2.187051
0.580000 -0.500000 2.258610
0.580000 -0.480000 2.325284
0.580000 -0.460000 2.386374
0.580000 -0.440000 2.441181
0.580000 -0.420000 2.489006
0.580000 -0.400000 2.529150
0.580000 -0.380000 2.560916
0.580000 -0.360000 2.583604
0.580000 -0.340000 2.596517
0.580000 -0.320000 2.598956
0.580000 -0.300000 2.590225
0.580000 -0.280000 2.569625
0.580000 -0.260000 2.537498
0.580000 -0.240000 2.503608
0.580000 -0.220000 2.470518
0.580000 -0.200000 2.438228
0.580000 -0.180000 2.406737
0.580000 -0.160000 2.376047
0.580000 -0.140000 2.346157
0.580000 -0.120000 2.317067
0.580000 -0.100000 2.288777
0.580000 -0.080000 2.261287
0.580000 -0.060000 2.234596
0.580000 -0.040000 2.208706
0.580000 -0.020000 2.183616
0.580000 0.000000 2.159326
0.580000 0.020000 2.135836
0.580000 0.040000 2.113146
0.580000 0.060000 2.091255
0.580000 0.080000 2.070165
0.580000 0.100000 2.049875
0.580000 0.120000 2.030385
0.580000 0.140000 2.011695
0.580000 0.160000 1.993805
0.580000 0.180000 1.976714
0.580000 0.200000 1.960424
0.580000 0.220000 1.944934
0.580000 0.240000 1.930244
0.580000 0.260000 1.916354
0.580000 0.280000 1.903264
0.580000 0.300000 1.890973
0.580000 0.320000 1.879483
0.580000 0.340000 1.868793
0.580000 0.360000 1.858903
0.580000 0.380000 1.849813
0.580000 0.400000 1.841523
0.580000 0.420000 1.834032
0.580000 0.440000 1.827342
0.580000 0.460000 1.821452
0.580000 0.480000 1.811661
0.580000 0.500000 1.736648
0.580000 0.520000 1.625774
0.580000 0.540000 1.541724
0.580000 0.560000 1.541594
0.580000 0.580000 1.622901
0.580000 0.600000 1.728977
0.580000 0.620000 1.798721
0.580000 0.640000 1.804441
0.580000 0.660000 1.806551
0.580000 0.680000 1.809460
0.580000 0.700000 1.813170
0.580000 0.720000 1.817680
0.580000 0.740000 1.822990
0.580000 0.760000 1.829100
0.580000 0.780000 1.836010
0.580000 0.800000 1.843719
0.580000 0.820000 1.852229
0.580000 0.840000 1.861539
0.580000 0.860000 1.871649
0.580000 0.880000 1.882559
0.580000 0.900000 1.894269
0.580000 0.920000 1.906778
0.580000 0.940000 1.920088
0.580000 0.960000 1.934198
0.580000 0.980000 1.949108
0.580000 1.000000 1.964818
0.600000 -1.000000 1.087128
0.600000 -0.980000 1.020808
0.600000 -0.960000 0.974357
0.600000 -0.940000 0.947211
0.600000 -0.920000 0.937996
0.600000 -0.900000 0.944734
0.600000 -0.880000 0.965247
0.600000 -0.860000 0.997504
0.600000 -0.840000 1.039770
0.600000 -0.820000 1.090609
0.600000 -0.800000 1.148818
0.600000 -0.780000 1.213354
0.600000 -0.760000 1.283287
0.600000 -0.740000 1.357758
0.600000 -0.720000 1.435956
0.600000 -0.700000 1.517104
0.600000 -0.680000 1.600446
0.600000 -0.660000 1.685240
0.600000 -0.640000 1.770758
0.600000 -0.620000 1.856275
0.600000 -0.600000 1.941077
0.600000 -0.580000 2.024449
0.600000 -0.560000 2.105684
0.600000 -0.540000 2.184074
0.600000 -0.520000 2.258915
0.600000 -0.500000 2.329501
0.600000 -0.480000 2.395132
0.600000 -0.460000 2.455104
0.600000 -0.440000 2.508718
0.600000 -0.420000 2.555273
0.600000 -0.400000 2.594069
0.600000 -0.380000 2.624407
0.600000 -0.360000 2.645588
0.600000 -0.340000 2.656912
0.600000 -0.320000 2.657681
0.600000 -0.300000 2.647197
0.600000 -0.280000 2.624761
0.600000 -0.260000 2.591603
0.600000 -0.240000 2.557712
0.600000 -0.220000 2.524622
0.600000 -0.200000 2.492332
0.600000 -0.180000 2.460842
0.600000 -0.160000 2.430152
0.600000 -0.140000 2.400262
0.600000 -0.120000 2.371171
0.600000 -0.100000 2.342881
0.600000 -0.080000 2.315391
0.600000 -0.060000 2.288701
0.600000 -0.040000 2.262811
0.600000 -0.020000 2.237721
0.600000 0.000000 2.213431
0.600000 0.020000 2.189940
0.600000 0.040000 2.167250
0.600000 0.060000 2.145360
0.600000 0.080000 2.124270
0.600000 0.100000 2.103980
0.600000 0.120000 2.084490
0.600000 0.140000 2.065799
0.600000 0.160000 2.047909
0.600000 0.180000 2.030819
0.600000 0.200000 2.014529
0.600000 0.220000 1.999039
0.600000 0.240000 1.984349
0.600000 0.260000 1.970458
0.600000 0.280000 1.957368
0.600000 0.300000 1.945078
0.600000 0.320000 1.933588
0.600000 0.340000 1.922898
0.600000 0.360000 1.913008
0.600000 0.380000 1.903917
0.600000 0.400000 1.895627
0.600000 0.420000 1.888137
0.600000 0.440000 1.881447
0.600000 0.460000 1.875557
0.600000 0.480000 1.868650
0.600000 0.500000 1.801601
0.600000 0.520000 1.692147
0.600000 0.540000 1.605346
0.600000 0.560000 1.604808
0.600000 0.580000 1.688847
0.600000 0.600000 1.793642
0.600000 0.620000 1.855581
0.600000 0.640000 1.858545
0.600000 0.660000 1.860655
0.600000 0.680000 1.863565
0.600000 0.700000 1.867275
0.600000 0.720000 1.871785
0.600000 0.740000 1.877094
0.600000 0.760000 1.883204
0.600000 0.780000 1.890114
0.600000 0.800000 1.897824
0.600000 0.820000 1.906334
0.600000 0.840000 1.915644
0.600000 0.860000 1.925753
0.600000 0.880000 1.936663
0.600000 0.900000 1.948373
0.600000 0.920000 1.960883
0.600000 0.940000 1.974193
0.600000 0.960000 1.988303
0.600000 0.980000 2.003212
0.600000 1.000000 2.018922
0.620000 -1.000000 1.208098
0.620000 -0.980000 1.140814
0.620000 -0.960000 1.092539
0.620000 -0.940000 1.062740
0.620000 -0.920000 1.050276
0.620000 -0.900000 1.053539
0.620000 -0.880000 1.070695
0.620000 -0.860000 1.099925
0.620000 -0.840000 1.139571
0.620000 -0.820000 1.188176
0.620000 -0.800000 1.244477
0.620000 -0.780000 1.307364
0.620000 -0.760000 1.375840
0.620000 -0.740000 1.448993
0.620000 -0.720000 1.525968
0.620000 -0.700000 1.605952
0.620000 -0.680000 1.688160
0.620000 -0.660000 1.771832
0.620000 -0.640000 1.856219
0.620000 -0.620000 1.940585
0.620000 -0.600000 2.024203
0.620000 -0.580000 2.106353
0.620000 -0.560000 2.186316
0.620000 -0.540000 2.263382
0.620000 -0.520000 2.336839
0.620000 -0.500000 2.405980
0.620000 -0.480000 2.470100
0.620000 -0.460000 2.528494
0.620000 -0.440000 2.580458
0.620000 -0.420000 2.625290
0.620000 -0.400000 2.662290
0.620000 -0.380000 2.690755
0.620000 -0.360000 2.709986
0.620000 -0.340000 2.719282
0.620000 -0.320000 2.717944
0.620000 -0.300000 2.705272
0.620000 -0.280000 2.680568
0.620000 -0.260000 2.646507
0.620000 -0.240000 2.612617
0.620000 -0.220000 2.579527
0.620000 -0.200000 2.547237
0.620000 -0.180000 2.515747
0.620000 -0.160000 2.485056
0.620000 -0.140000 2.455166
0.620000 -0.120000 2.426076
0.620000 -0.100000 2.397786
0.620000 -0.080000 2.370296
0.620000 -0.060000 2.343606
0.620000 -0.040000 2.317715
0.620000 -0.020000 2.292625
0.620000 0.000000 2.268335
0.620000 0.020000 2.244845
0.620000 0.040000 2.222155
0.620000 0.060000 2.200265
0.620000 0.080000 2.179174
0.620000 0.100000 2.158884
0.620000 0.120000 2.139394
0.620000 0.140000 2.120704
0.620000 0.160000 2.102814
0.620000 0.180000 2.085724
0.620000 0.200000 2.069433
0.620000 0.220000 2.053943
0.620000 0.240000 2.039253
0.620000 0.260000 2.025363
0.620000 0.280000 2.012273
0.620000 0.300000 1.999983
0.620000 0.320000 1.988492
0.620000 0.340000 1.977802
0.620000 0.360000 1.967912
0.620000 0.380000 1.958822
0.620000 0.400000 1.950532
0.620000 0.420000 1.943042
0.620000 0.440000 1.936351
0.620000 0.460000 1.930461
0.620000 0.480000 1.925371
0.620000 0.500000 1.896703
0.620000 0.520000 1.822019
0.620000 0.540000 1.760681
0.620000 0.560000 1.759462
0.620000 0.580000 1.817595
0.620000 0.600000 1.887914
0.620000 0.620000 1.912140
0.620000 0.640000 1.913450
0.620000 0.660000 1.915560
0.620000 0.680000 1.918470
0.620000 0.700000 1.922179
0.620000 0.720000 1.926689
0.620000 0.740000 1.931999
0.620000 0.760000 1.938109
0.620000 0.780000 1.945019
0.620000 0.800000 1.952729
0.620000 0.820000 1.961238
0.620000 0.840000 1.970548
0.620000 0.860000 1.980658
0.620000 0.880000 1.991568
0.620000 0.900000 2.003278
0.620000 0.920000 2.015788
0.620000 0.940000 2.029097
0.620000 0.960000 2.043207
0.620000 0.980000 2.058117
0.620000 1.000000 2.073827
0.640000 -1.000000 1.345006
0.640000 -0.980000 1.276762
0.640000 -0.960000 1.226703
0.640000 -0.940000 1.194344
0.640000 -0.920000 1.178723
0.640000 -0.900000 1.178501
0.640000 -0.880000 1.192116
0.640000 -0.860000 1.217955
0.640000 -0.840000 1.254468
0.640000 -0.820000 1.300236
0.640000 -0.800000 1.353981
0.640000 -0.780000 1.414554
0.640000 -0.760000 1.480913
0.640000 -0.740000 1.552102
0.640000 -0.720000 1.627226
0.640000 -0.700000 1.705439
0.640000 -0.680000 1.785928
0.640000 -0.660000 1.867907
0.640000 -0.640000 1.950612
0.640000 -0.620000 2.033290
0.640000 -0.600000 2.115202
0.640000 -0.580000 2.195616
0.640000 -0.560000 2.273807
0.640000 -0.540000 2.349055
0.640000 -0.520000 2.420645
0.640000 -0.500000 2.487864
0.640000 -0.480000 2.550002
0.640000 -0.460000 2.606351
0.640000 -0.440000 2.656205
0.640000 -0.420000 2.698860
0.640000 -0.400000 2.733611
0.640000 -0.380000 2.759755
0.640000 -0.360000 2.776591
0.640000 -0.340000 2.783417
0.640000 -0.320000 2.779533
0.640000 -0.300000 2.764237
0.640000 -0.280000 2.736831
0.640000 -0.260000 2.702212
0.640000 -0.240000 2.668322
0.640000 -0.220000 2.635231
0.640000 -0.200000 2.602941
0.640000 -0.180000 2.571451
0.640000 -0.160000 2.540761
0.640000 -0.140000 2.510871
0.640000 -0.120000 2.481781
0.640000 -0.100000 2.452749
0.640000 -0.080000 2.423402
0.640000 -0.060000 2.394726
0.640000 -0.040000 2.367419
0.640000 -0.020000 2.341883
0.640000 0.000000 2.318226
0.640000 0.020000 2.296273
0.640000 0.040000 2.275572
0.640000 0.060000 2.255412
0.640000 0.080000 2.234879
0.640000 0.100000 2.214589
0.640000 0.120000 2.195099
0.640000 0.140000 2.176409
0.640000 0.160000 2.158518
0.640000 0.180000 2.141428
0.640000 0.200000 2.125138
0.640000 0.220000 2.109648
0.640000 0.240000 2.094958
0.640000 0.260000 2.081068
0.640000 0.280000 2.067977
0.640000 0.300000 2.055687
0.640000 0.320000 2.044197
0.640000 0.340000 2.033507
0.640000 0.360000 2.023617
0.640000 0.380000 2.014527
0.640000 0.400000 2.006236
0.640000 0.420000 1.998746
0.640000 0.440000 1.992056
0.640000 0.460000 1.986166
0.640000 0.480000 1.981076
0.640000 0.500000 1.976786
0.640000 0.520000 1.956590
0.640000 0.540000 1.928696
0.640000 0.560000 1.927006
0.640000 0.580000 1.951221
0.640000 0.600000 1.967335
0.640000 0.620000 1.967406
0.640000 0.640000 1.968945
0.640000 0.660000 1.971264
0.640000 0.680000 1.974174
0.640000 0.700000 1.977884
0.640000 0.720000 1.982394
0.640000 0.740000 1.987704
0.640000 0.760000 1.993813
0.640000 0.780000 2.000723
0.640000 0.800000 2.008433
0.640000 0.820000 2.016943
0.640000 0.840000 2.026253
0.640000 0.860000 2.036363
0.640000 0.880000 2.047272
0.640000 0.900000 2.058982
0.640000 0.920000 2.071492
0.640000 0.940000 2.084802
0.640000 0.960000 2.098912
0.640000 0.980000 2.113822
0.640000 1.000000 2.129531
0.660000 -1.000000 1.496521
0.660000 -0.980000 1.427344
0.660000 -0.960000 1.375562
0.660000 -0.940000 1.340740
0.660000 -0.920000 1.322060
0.660000 -0.900000 1.318385
0.660000 -0.880000 1.328371
0.660000 -0.860000 1.350586
0.660000 -0.840000 1.383605
0.660000 -0.820000 1.426073
0.660000 -0.800000 1.476730
0.660000 -0.780000 1.534418
0.660000 -0.760000 1.598074
0.660000 -0.740000 1.666707
0.660000 -0.720000 1.739392
0.660000 -0.700000 1.815255
0.660000 -0.680000 1.893457
0.660000 -0.660000 1.973191
0.660000 -0.640000 2.053671
0.660000 -0.620000 2.134131
0.660000 -0.600000 2.213817
0.660000 -0.580000 2.291986
0.660000 -0.560000 2.367905
0.660000 -0.540000 2.440844
0.660000 -0.520000 2.510083
0.660000 -0.500000 2.574902
0.660000 -0.480000 2.634588
0.660000 -0.460000 2.688427
0.660000 -0.440000 2.735710
0.660000 -0.420000 2.775730
0.660000 -0.400000 2.807780
0.660000 -0.380000 2.831154
0.660000 -0.360000 2.845150
0.660000 -0.340000 2.849063
0.660000 -0.320000 2.842192
0.660000 -0.300000 2.823835
0.660000 -0.280000 2.793407
0.660000 -0.260000 2.758716
0.660000 -0.240000 2.724826
0.660000 -0.220000 2.691736
0.660000 -0.200000 2.659446
0.660000 -0.180000 2.627956
0.660000 -0.160000 2.596547
0.660000 -0.140000 2.562180
0.660000 -0.120000 2.526136
0.660000 -0.100000 2.490054
0.660000 -0.080000 2.455267
0.660000 -0.060000 2.422792
0.660000 -0.040000 2.393330
0.660000 -0.020000 2.367269
0.660000 0.000000 2.344692
0.660000 0.020000 2.325384
0.660000 0.040000 2.308844
0.660000 0.060000 2.294304
0.660000 0.080000 2.280732
0.660000 0.100000 2.266859
0.660000 0.120000 2.251183
0.660000 0.140000 2.232913
0.660000 0.160000 2.215023
0.660000 0.180000 2.197933
0.660000 0.200000 2.181643
0.660000 0.220000 2.166152
0.660000 0.240000 2.151462
0.660000 0.260000 2.137572
0.660000 0.280000 2.124482
0.660000 0.300000 2.112192
0.660000 0.320000 2.100702
0.660000 0.340000 2.090011
0.660000 0.360000 2.080121
0.660000 0.380000 2.071031
0.660000 0.400000 2.062741
0.660000 0.420000 2.055251
0.660000 0.440000 2.048561
0.660000 0.460000 2.042670
0.660000 0.480000 2.037580
0.660000 0.500000 2.033290
0.660000 0.520000 2.029800
0.660000 0.540000 2.027110
0.660000 0.560000 2.025220
0.660000 0.580000 2.022041
0.660000 0.600000 1.997492
0.660000 0.620000 1.976693
0.660000 0.640000 1.980923
0.660000 0.660000 2.007631
0.660000 0.680000 2.030535
0.660000 0.700000 2.034389
0.660000 0.720000 2.038898
0.660000 0.740000 2.044208
0.660000 0.760000 2.050318
0.660000 0.780000 2.057228
0.660000 0.800000 2.064938
0.660000 0.820000 2.073448
0.660000 0.840000 2.082757
0.660000 0.860000 2.092867
0.660000 0.880000 2.103777
0.660000 0.900000 2.115487
0.660000 0.920000 2.127997
0.660000 0.940000 2.141307
0.660000 0.960000 2.155416
0.660000 0.980000 2.170326
0.660000 1.000000 2.186036
0.680000 -1.000000 1.661325
0.680000 -0.980000 1.591259
0.680000 -0.960000 1.537828
0.680000 -0.940000 1.500645
0.680000 -0.920000 1.479006
0.680000 -0.900000 1.471934
0.680000 -0.880000 1.478261
0.680000 -0.860000 1.496713
0.680000 -0.840000 1.525987
0.680000 -0.820000 1.564806
0.680000 -0.800000 1.611953
0.680000 -0.780000 1.666282
0.680000 -0.760000 1.726723
0.680000 -0.740000 1.792271
0.680000 -0.720000 1.861981
0.680000 -0.700000 1.934956
0.680000 -0.680000 2.010335
0.680000 -0.660000 2.087293
0.680000 -0.640000 2.165026
0.680000 -0.620000 2.242752
0.680000 -0.600000 2.319704
0.680000 -0.580000 2.395129
0.680000 -0.560000 2.468282
0.680000 -0.540000 2.538428
0.680000 -0.520000 2.604835
0.680000 -0.500000 2.666781
0.680000 -0.480000 2.723545
0.680000 -0.460000 2.774411
0.680000 -0.440000 2.818665
0.680000 -0.420000 2.855595
0.680000 -0.400000 2.884492
0.680000 -0.380000 2.904649
0.680000 -0.360000 2.915360
0.680000 -0.340000 2.915918
0.680000 -0.320000 2.905621
0.680000 -0.300000 2.883765
0.680000 -0.280000 2.850711
0.680000 -0.260000 2.816021
0.680000 -0.240000 2.782131
0.680000 -0.220000 2.749041
0.680000 -0.200000 2.716254
0.680000 -0.180000 2.678456
0.680000 -0.160000 2.636202
0.680000 -0.140000 2.591795
0.680000 -0.120000 2.547241
0.680000 -0.100000 2.504239
0.680000 -0.080000 2.464158
0.680000 -0.060000 2.428037
0.680000 -0.040000 2.396578
0.680000 -0.020000 2.370156
0.680000 0.000000 2.348821
0.680000 0.020000 2.332315
0.680000 0.040000 2.320085
0.680000 0.060000 2.311295
0.680000 0.080000 2.304849
0.680000 0.100000 2.299396
0.680000 0.120000 2.293356
0.680000 0.140000 2.284931
0.680000 0.160000 2.272119
0.680000 0.180000 2.255237
0.680000 0.200000 2.238947
0.680000 0.220000 2.223457
0.680000 0.240000 2.208767
0.680000 0.260000 2.194877
0.680000 0.280000 2.181787
0.680000 0.300000 2.169496
0.680000 0.320000 2.158006
0.680000 0.340000 2.147316
0.680000 0.360000 2.137426
0.680000 0.380000 2.128336
0.680000 0.400000 2.120046
0.680000 0.420000 2.112555
0.680000 0.440000 2.105865
0.680000 0.460000 2.099975
0.680000 0.480000 2.094885
0.680000 0.500000 2.090595
0.680000 0.520000 2.087105
0.680000 0.540000 2.084414
0.680000 0.560000 2.082519
0.680000 0.580000 2.045976
0.680000 0.600000 1.981072
0.680000 0.620000 1.938448
0.680000 0.640000 1.945216
0.680000 0.660000 1.998453
0.680000 0.680000 2.064788
0.680000 0.700000 2.091693
0.680000 0.720000 2.096203
0.680000 0.740000 2.101513
0.680000 0.760000 2.107623
0.680000 0.780000 2.114532
0.680000 0.800000 2.122242
0.680000 0.820000 2.130752
0.680000 0.840000 2.140062
0.680000 0.860000 2.150172
0.680000 0.880000 2.161082
0.680000 0.900000 2.172791
0.680000 0.920000 2.185301
0.680000 0.940000 2.198611
0.680000 0.960000 2.212721
0.680000 0.980000 2.227631
0.680000 1.000000 2.243341
0.700000 -1.000000 1.838110
0.700000 -0.980000 1.767215
0.700000 -0.960000 1.712217
0.700000 -0.940000 1.672776
0.700000 -0.920000 1.648281
0.700000 -0.900000 1.637883
0.700000 -0.880000 1.640560
0.700000 -0.860000 1.655172
0.700000 -0.840000 1.680532
0.700000 -0.820000 1.715446
0.700000 -0.800000 1.758751
0.700000 -0.780000 1.809331
0.700000 -0.760000 1.866125
0.700000 -0.740000 1.928127
0.700000 -0.720000 1.994380
0.700000 -0.700000 2.063974
0.700000 -0.680000 2.136033
0.700000 -0.660000 2.209716
0.700000 -0.640000 2.284204
0.700000 -0.620000 2.358702
0.700000 -0.600000 2.432431
0.700000 -0.580000 2.504626
0.700000 -0.560000 2.574533
0.700000 -0.540000 2.641408
0.700000 -0.520000 2.704514
0.700000 -0.500000 2.763120
0.700000 -0.480000 2.816501
0.700000 -0.460000 2.863935
0.700000 -0.440000 2.904705
0.700000 -0.420000 2.938094
0.700000 -0.400000 2.963392
0.700000 -0.380000 2.979886
0.700000 -0.360000 2.986870
0.700000 -0.340000 2.983634
0.700000 -0.320000 2.969474
0.700000 -0.300000 2.943685
0.700000 -0.280000 2.908816
0.700000 -0.260000 2.874126
0.700000 -0.240000 2.840235
0.700000 -0.220000 2.803907
0.700000 -0.200000 2.759195
0.700000 -0.180000 2.708698
0.700000 -0.160000 2.655095
0.700000 -0.140000 2.600784
0.700000 -0.120000 2.547854
0.700000 -0.100000 2.498066
0.700000 -0.080000 2.452833
0.700000 -0.060000 2.413216
0.700000 -0.040000 2.379920
0.700000 -0.020000 2.353298
0.700000 0.000000 2.333368
0.700000 0.020000 2.319821
0.700000 0.040000 2.312044
0.700000 0.060000 2.309133
0.700000 0.080000 2.309914
0.700000 0.100000 2.312958
0.700000 0.120000 2.316597
0.700000 0.140000 2.318943
0.700000 0.160000 2.317905
0.700000 0.180000 2.311205
0.700000 0.200000 2.297052
0.700000 0.220000 2.281562
0.700000 0.240000 2.266871
0.700000 0.260000 2.252981
0.700000 0.280000 2.239891
0.700000 0.300000 2.227601
0.700000 0.320000 2.216111
0.700000 0.340000 2.205421
0.700000 0.360000 2.195530
0.700000 0.380000 2.186440
0.700000 0.400000 2.178150
0.700000 0.420000 2.170660
0.700000 0.440000 2.163970
0.700000 0.460000 2.158080
0.700000 0.480000 2.152989
0.700000 0.500000 2.148699
0.700000 0.520000 2.145209
0.700000 0.540000 2.142519
0.700000 0.560000 2.134340
0.700000 0.580000 2.061287
0.700000 0.600000 1.960521
0.700000 0.620000 1.894952
0.700000 0.640000 1.904343
0.700000 0.660000 1.984804
0.700000 0.680000 2.088099
0.700000 0.700000 2.149012
0.700000 0.720000 2.154308
0.700000 0.740000 2.159617
0.700000 0.760000 2.165727
0.700000 0.780000 2.172637
0.700000 0.800000 2.180347
0.700000 0.820000 2.188857
0.700000 0.840000 2.198167
0.700000 0.860000 2.208276
0.700000 0.880000 2.219186
0.700000 0.900000 2.230896
0.700000 0.920000 2.243406
0.700000 0.940000 2.256716
0.700000 0.960000 2.270826
0.700000 0.980000 2.285735
0.700000 1.000000 2.301445
0.720000 -1.000000 2.025577
0.720000 -0.980000 1.953922
0.720000 -0.960000 1.897445
0.720000 -0.940000 1.855850
0.720000 -0.920000 1.828602
0.720000 -0.900000 1.814960
0.720000 -0.880000 1.814019
0.720000 -0.860000 1.824760
0.720000 -0.840000 1.846097
0.720000 -0.820000 1.876922
0.720000 -0.800000 1.916132
0.720000 -0.780000 1.962649
0.720000 -0.760000 2.015435
0.720000 -0.740000 2.073492
0.720000 -0.720000 2.135865
0.720000 -0.700000 2.201635
0.720000 -0.680000 2.269919
0.720000 -0.660000 2.339864
0.720000 -0.640000 2.410641
0.720000 -0.620000 2.481443
0.720000 -0.600000 2.551480
0.720000 -0.580000 2.619979
0.720000 -0.560000 2.686176
0.720000 -0.540000 2.749319
0.720000 -0.520000 2.808664
0.720000 -0.500000 2.863474
0.720000 -0.480000 2.913019
0.720000 -0.460000 2.956571
0.720000 -0.440000 2.993409
0.720000 -0.420000 3.022814
0.720000 -0.400000 3.044069
0.720000 -0.380000 3.056462
0.720000 -0.360000 3.059281
0.720000 -0.340000 3.051817
0.720000 -0.320000 3.033361
0.720000 -0.300000 3.003210
0.720000 -0.280000 2.967720
0.720000 -0.260000 2.933030
0.720000 -0.240000 2.893102
0.720000 -0.220000 2.842291
0.720000 -0.200000 2.783846
0.720000 -0.180000 2.720823
0.720000 -0.160000 2.656017
0.720000 -0.140000 2.591932
0.720000 -0.120000 2.530749
0.720000 -0.100000 2.474301
0.720000 -0.080000 2.424052
0.720000 -0.060000 2.381087
0.720000 -0.040000 2.346109
0.720000 -0.020000 2.319451
0.720000 0.000000 2.301087
0.720000 0.020000 2.290654
0.720000 0.040000 2.287471
0.720000 0.060000 2.290560
0.720000 0.080000 2.298665
0.720000 0.100000 2.310268
0.720000 0.120000 2.323612
0.720000 0.140000 2.336714
0.720000 0.160000 2.347385
0.720000 0.180000 2.353251
0.720000 0.200000 2.351771
0.720000 0.220000 2.340466
0.720000 0.240000 2.325776
0.720000 0.260000 2.311886
0.720000 0.280000 2.298796
0.720000 0.300000 2.286506
0.720000 0.320000 2.275015
0.720000 0.340000 2.264325
0.720000 0.360000 2.254435
0.720000 0.380000 2.245345
0.720000 0.400000 2.237055
0.720000 0.420000 2.229565
0.720000 0.440000 2.222874
0.720000 0.460000 2.216984
0.720000 0.480000 2.211894
0.720000 0.500000 2.207604
0.720000 0.520000 2.204114
0.720000 0.540000 2.201424
0.720000 0.560000 2.190701
0.720000 0.580000 2.105279
0.720000 0.600000 1.984855
0.720000 0.620000 1.896368
0.720000 0.640000 1.910266
0.720000 0.660000 2.013949
0.720000 0.680000 2.135447
0.720000 0.700000 2.207052
0.720000 0.720000 2.213212
0.720000 0.740000 2.218522
0.720000 0.760000 2.224632
0.720000 0.780000 2.231542
0.720000 0.800000 2.239251
0.720000 0.820000 2.247761
0.720000 0.840000 2.257071
0.720000 0.860000 2.267181
0.720000 0.880000 2.278091
0.720000 0.900000 2.289801
0.720000 0.920000 2.302310
0.720000 0.940000 2.315620
0.720000 0.960000 2.329730
0.720000 0.980000 2.344640
0.720000 1.000000 2.360350
0.740000 -1.000000 2.222428
0.740000 -0.980000 2.150090
0.740000 -0.960000 2.092228
0.740000 -0.940000 2.048583
0.740000 -0.920000 2.018688
0.740000 -0.900000 2.001889
0.740000 -0.880000 1.997381
0.740000 -0.860000 2.004249
0.740000 -0.840000 2.021502
0.740000 -0.820000 2.048110
0.740000 -0.800000 2.083032
0.740000 -0.780000 2.125238
0.740000 -0.760000 2.173718
0.740000 -0.740000 2.227494
0.740000 -0.720000 2.285616
0.740000 -0.700000 2.347170
0.740000 -0.680000 2.411268
0.740000 -0.660000 2.477052
0.740000 -0.640000 2.543685
0.740000 -0.620000 2.610352
0.740000 -0.600000 2.676256
0.740000 -0.580000 2.740614
0.740000 -0.560000 2.802656
0.740000 -0.540000 2.861622
0.740000 -0.520000 2.916763
0.740000 -0.500000 2.967335
0.740000 -0.480000 3.012602
0.740000 -0.460000 3.051834
0.740000 -0.440000 3.084302
0.740000 -0.420000 3.109286
0.740000 -0.400000 3.126066
0.740000 -0.380000 3.133925
0.740000 -0.360000 3.132149
0.740000 -0.340000 3.120026
0.740000 -0.320000 3.096845
0.740000 -0.300000 3.062915
0.740000 -0.280000 3.027425
0.740000 -0.260000 2.985657
0.740000 -0.240000 2.930324
0.740000 -0.220000 2.864974
0.740000 -0.200000 2.793017
0.740000 -0.180000 2.717641
0.740000 -0.160000 2.641771
0.740000 -0.140000 2.568031
0.740000 -0.120000 2.498707
0.740000 -0.100000 2.435715
0.740000 -0.080000 2.380577
0.740000 -0.060000 2.334406
0.740000 -0.040000 2.297902
0.740000 -0.020000 2.271370
0.740000 0.000000 2.254735
0.740000 0.020000 2.247569
0.740000 0.040000 2.249116
0.740000 0.060000 2.258318
0.740000 0.080000 2.273830
0.740000 0.100000 2.294042
0.740000 0.120000 2.317100
0.740000 0.140000 2.340919
0.740000 0.160000 2.363209
0.740000 0.180000 2.381493
0.740000 0.200000 2.393130
0.740000 0.220000 2.395334
0.740000 0.240000 2.385481
0.740000 0.260000 2.371590
0.740000 0.280000 2.358500
0.740000 0.300000 2.346210
0.740000 0.320000 2.334720
0.740000 0.340000 2.324030
0.740000 0.360000 2.314140
0.740000 0.380000 2.305049
0.740000 0.400000 2.296759
0.740000 0.420000 2.289269
0.740000 0.440000 2.282579
0.740000 0.460000 2.276689
0.740000 0.480000 2.271599
0.740000 0.500000 2.267308
0.740000 0.520000 2.263818
0.740000 0.540000 2.261128
0.740000 0.560000 2.257777
0.740000 0.580000 2.194934
0.740000 0.600000 2.091105
0.740000 0.620000 2.015815
0.740000 0.640000 2.027475
0.740000 0.660000 2.117370
0.740000 0.680000 2.220926
0.740000 0.700000 2.268407
0.740000 0.720000 2.272917
0.740000 0.740000 2.278226
0.740000 0.760000 2.284336
0.740000 0.780000 2.291246
0.740000 0.800000 2.298956
0.740000 0.820000 2.307466
0.740000 0.840000 2.316776
0.740000 0.860000 2.326886
0.740000 0.880000 2.337795
0.740000 0.900000 2.349505
0.740000 0.920000 2.362015
0.740000 0.940000 2.375325
0.740000 0.960000 2.389435
0.740000 0.980000 2.404345
0.740000 1.000000 2.420054
0.760000 -1.000000 2.427373
0.760000 -0.980000 2.354434
0.760000 -0.960000 2.295283
0.760000 -0.940000 2.249694
0.760000 -0.920000 2.217256
0.760000 -0.900000 2.197391
0.760000 -0.880000 2.189382
0.760000 -0.860000 2.192399
0.760000 -0.840000 2.205538
0.760000 -0.820000 2.227843
0.760000 -0.800000 2.258337
0.760000 -0.780000 2.296038
0.760000 -0.760000 2.339971
0.760000 -0.740000 2.389182
0.760000 -0.720000 2.442738
0.760000 -0.700000 2.499730
0.760000 -0.680000 2.559276
0.760000 -0.660000 2.620515
0.760000 -0.640000 2.682607
0.760000 -0.620000 2.744733
0.760000 -0.600000 2.806089
0.760000 -0.580000 2.865888
0.760000 -0.560000 2.923352
0.760000 -0.540000 2.977717
0.760000 -0.520000 3.028227
0.760000 -0.500000 3.074135
0.760000 -0.480000 3.114698
0.760000 -0.460000 3.149181
0.760000 -0.440000 3.176855
0.760000 -0.420000 3.196993
0.760000 -0.400000 3.208871
0.760000 -0.380000 3.211772
0.760000 -0.360000 3.204978
0.760000 -0.340000 3.187775
0.760000 -0.320000 3.159450
0.760000 -0.300000 3.123420
0.760000 -0.280000 3.082198
0.760000 -0.260000 3.024742
0.760000 -0.240000 2.954354
0.760000 -0.220000 2.874768
0.760000 -0.200000 2.789533
0.760000 -0.180000 2.701980
0.760000 -0.160000 2.615178
0.760000 -0.140000 2.531888
0.760000 -0.120000 2.454518
0.760000 -0.100000 2.385084
0.760000 -0.080000 2.325174
0.760000 -0.060000 2.275931
0.760000 -0.040000 2.238054
0.760000 -0.020000 2.211810
0.760000 0.000000 2.197065
0.760000 0.020000 2.193316
0.760000 0.040000 2.199726
0.760000 0.060000 2.215145
0.760000 0.080000 2.238135
0.760000 0.100000 2.266990
0.760000 0.120000 2.299749
0.760000 0.140000 2.334223
0.760000 0.160000 2.368011
0.760000 0.180000 2.398528
0.760000 0.200000 2.423029
0.760000 0.220000 2.438627
0.760000 0.240000 2.442318
0.760000 0.260000 2.432095
0.760000 0.280000 2.419005
0.760000 0.300000 2.406715
0.760000 0.320000 2.395225
0.760000 0.340000 2.384534
0.760000 0.360000 2.374644
0.760000 0.380000 2.365554
0.760000 0.400000 2.357264
0.760000 0.420000 2.349774
0.760000 0.440000 2.343084
0.760000 0.460000 2.337193
0.760000 0.480000 2.332103
0.760000 0.500000 2.327813
0.760000 0.520000 2.324323
0.760000 0.540000 2.321633
0.760000 0.560000 2.319743
0.760000 0.580000 2.304846
0.760000 0.600000 2.247915
0.760000 0.620000 2.202862
0.760000 0.640000 2.210486
0.760000 0.660000 2.265271
0.760000 0.680000 2.319369
0.760000 0.700000 2.328911
0.760000 0.720000 2.333421
0.760000 0.740000 2.338731
0.760000 0.760000 2.344841
0.760000 0.780000 2.351751
0.760000 0.800000 2.359461
0.760000 0.820000 2.367970
0.760000 0.840000 2.377280
0.760000 0.860000 2.387390
0.760000 0.880000 2.398300
0.760000 0.900000 2.410010
0.760000 0.920000 2.422520
0.760000 0.940000 2.435829
0.760000 0.960000 2.449939
0.760000 0.980000 2.464849
0.760000 1.000000 2.480559
0.780000 -1.000000 2.639120
0.780000 -0.980000 2.565668
0.780000 -0.960000 2.505325
0.780000 -0.940000 2.457898
0.780000 -0.920000 2.423023
0.780000 -0.900000 2.400188
0.780000 -0.880000 2.388749
0.780000 -0.860000 2.387955
0.780000 -0.840000 2.396977
0.780000 -0.820000 2.414929
0.780000 -0.800000 2.440896
0.780000 -0.780000 2.473942
0.780000 -0.760000 2.513135
0.780000 -0.740000 2.557548
0.780000 -0.720000 2.606267
0.780000 -0.700000 2.658400
0.780000 -0.680000 2.713068
0.780000 -0.660000 2.769417
0.780000 -0.640000 2.826608
0.780000 -0.620000 2.883818
0.780000 -0.600000 2.940243
0.780000 -0.580000 2.995090
0.780000 -0.560000 3.047579
0.780000 -0.540000 3.096940
0.780000 -0.520000 3.142413
0.780000 -0.500000 3.183247
0.780000 -0.480000 3.218695
0.780000 -0.460000 3.248019
0.780000 -0.440000 3.270485
0.780000 -0.420000 3.285363
0.780000 -0.400000 3.291928
0.780000 -0.380000 3.289457
0.780000 -0.360000 3.277232
0.780000 -0.340000 3.254535
0.780000 -0.320000 3.221014
0.780000 -0.300000 3.182015
0.780000 -0.280000 3.125683
0.780000 -0.260000 3.053007
0.780000 -0.240000 2.967990
0.780000 -0.220000 2.874503
0.780000 -0.200000 2.776241
0.780000 -0.180000 2.676691
0.780000 -0.160000 2.579082
0.780000 -0.140000 2.486331
0.780000 -0.120000 2.400991
0.780000 -0.100000 2.325194
0.780000 -0.080000 2.260611
0.780000 -0.060000 2.208423
0.780000 -0.040000 2.169321
0.780000 -0.020000 2.143526
0.780000 0.000000 2.130831
0.780000 0.020000 2.130648
0.780000 0.040000 2.142044
0.780000 0.060000 2.163774
0.780000 0.080000 2.194301
0.780000 0.100000 2.231813
0.780000 0.120000 2.274240
0.780000 0.140000 2.319276
0.780000 0.160000 2.364407
0.780000 0.180000 2.406932
0.780000 0.200000 2.443995
0.780000 0.220000 2.472608
0.780000 0.240000 2.489670
0.780000 0.260000 2.491991
0.780000 0.280000 2.480309
0.780000 0.300000 2.468019
0.780000 0.320000 2.456529
0.780000 0.340000 2.445839
0.780000 0.360000 2.435949
0.780000 0.380000 2.426859
0.780000 0.400000 2.418568
0.780000 0.420000 2.411078
0.780000 0.440000 2.404388
0.780000 0.460000 2.398498
0.780000 0.480000 2.393408
0.780000 0.500000 2.389118
0.780000 0.520000 2.385627
0.780000 0.540000 2.382937
0.780000 0.560000 2.381047
0.780000 0.580000 2.379957
0.780000 0.600000 2.377220
0.780000 0.620000 2.366451
0.780000 0.640000 2.369688
0.780000 0.660000 2.382989
0.780000 0.680000 2.386506
0.780000 0.700000 2.390216
0.780000 0.720000 2.394726
0.780000 0.740000 2.400036
0.780000 0.760000 2.406145
0.780000 0.780000 2.413055
0.780000 0.800000 2.420765
0.780000 0.820000 2.429275
0.780000 0.840000 2.438585
0.780000 0.860000 2.448695
0.780000 0.880000 2.459605
0.780000 0.900000 2.471314
0.780000 0.920000 2.483824
0.780000 0.940000 2.497134
0.780000 0.960000 2.511244
0.780000 0.980000 2.526154
0.780000 1.000000 2.541864
0.800000 -1.000000 2.856381
0.800000 -0.980000 2.782506
0.800000 -0.960000 2.721072
0.800000 -0.940000 2.671912
0.800000 -0.920000 2.634708
0.800000 -0.900000 2.609000
0.800000 -0.880000 2.594210
0.800000 -0.860000 2.589657
0.800000 -0.840000 2.594579
0.800000 -0.820000 2.608155
0.800000 -0.800000 2.629526
0.800000 -0.780000 2.657809
0.800000 -0.760000 2.692109
0.800000 -0.740000 2.731531
0.800000 -0.720000 2.775188
0.800000 -0.700000 2.822203
0.800000 -0.680000 2.871711
0.800000 -0.660000 2.922863
0.800000 -0.640000 2.974827
0.800000 -0.620000 3.026781
0.800000 -0.600000 3.077921
0.800000 -0.580000 3.127452
0.800000 -0.560000 3.174592
0.800000 -0.540000 3.218570
0.800000 -0.520000 3.258621
0.800000 -0.500000 3.293991
0.800000 -0.480000 3.323932
0.800000 -0.460000 3.347701
0.800000 -0.440000 3.364561
0.800000 -0.420000 3.373780
0.800000 -0.400000 3.374630
0.800000 -0.380000 3.366386
0.800000 -0.360000 3.348328
0.800000 -0.340000 3.319735
0.800000 -0.320000 3.282953
0.800000 -0.300000 3.231828
0.800000 -0.280000 3.160502
0.800000 -0.260000 3.073196
0.800000 -0.240000 2.974037
0.800000 -0.220000 2.867027
0.800000 -0.200000 2.756017
0.800000 -0.180000 2.644660
0.800000 -0.160000 2.536361
0.800000 -0.140000 2.434217
0.800000 -0.120000 2.340953
0.800000 -0.100000 2.258844
0.800000 -0.080000 2.189664
0.800000 -0.060000 2.134642
0.800000 -0.040000 2.094458
0.800000 -0.020000 2.069273
0.800000 0.000000 2.058790
0.800000 0.020000 2.062315
0.800000 0.040000 2.078812
0.800000 0.060000 2.106935
0.800000 0.080000 2.145040
0.800000 0.100000 2.191205
0.800000 0.120000 2.243241
0.800000 0.140000 2.298718
0.800000 0.160000 2.354996
0.800000 0.180000 2.409255
0.800000 0.200000 2.458522
0.800000 0.220000 2.499706
0.800000 0.240000 2.529610
0.800000 0.260000 2.544959
0.800000 0.280000 2.542414
0.800000 0.300000 2.530124
0.800000 0.320000 2.518634
0.800000 0.340000 2.507943
0.800000 0.360000 2.498053
0.800000 0.380000 2.488963
0.800000 0.400000 2.480673
0.800000 0.420000 2.473183
0.800000 0.440000 2.466493
0.800000 0.460000 2.460603
0.800000 0.480000 2.455512
0.800000 0.500000 2.451222
0.800000 0.520000 2.447732
0.800000 0.540000 2.445042
0.800000 0.560000 2.443152
0.800000 0.580000 2.442062
0.800000 0.600000 2.441771
0.800000 0.620000 2.442281
0.800000 0.640000 2.443591
0.800000 0.660000 2.445701
0.800000 0.680000 2.448611
0.800000 0.700000 2.452321
0.800000 0.720000 2.456830
0.800000 0.740000 2.462140
0.800000 0.760000 2.468250
0.800000 0.780000 2.475160
0.800000 0.800000 2.482870
0.800000 0.820000 2.491380
0.800000 0.840000 2.500689
0.800000 0.860000 2.510799
0.800000 0.880000 2.521709
0.800000 0.900000 2.533419
0.800000 0.920000 2.545929
0.800000 0.940000 2.559239
0.800000 0.960000 2.573348
0.800000 0.980000 2.588258
0.800000 1.000000 2.603968
0.820000 -1.000000 3.077869
0.820000 -0.980000 3.003665
0.820000 -0.960000 2.941241
0.820000 -0.940000 2.890455
0.820000 -0.920000 2.851026
0.820000 -0.900000 2.822545
0.820000 -0.880000 2.804490
0.820000 -0.860000 2.796239
0.820000 -0.840000 2.797093
0.820000 -0.820000 2.806291
0.820000 -0.800000 2.823027
0.820000 -0.780000 2.846467
0.820000 -0.760000 2.875756
0.820000 -0.740000 2.910034
0.820000 -0.720000 2.948440
0.820000 -0.700000 2.990117
0.820000 -0.680000 3.034218
0.820000 -0.660000 3.079904
0.820000 -0.640000 3.126349
0.820000 -0.620000 3.172739
0.820000 -0.600000 3.218269
0.820000 -0.580000 3.262148
0.820000 -0.560000 3.303593
0.820000 -0.540000 3.341831
0.820000 -0.520000 3.376098
0.820000 -0.500000 3.405636
0.820000 -0.480000 3.429695
0.820000 -0.460000 3.447530
0.820000 -0.440000 3.458403
0.820000 -0.420000 3.461579
0.820000 -0.400000 3.456327
0.820000 -0.380000 3.441922
0.820000 -0.360000 3.417639
0.820000 -0.340000 3.383114
0.820000 -0.320000 3.340302
0.820000 -0.300000 3.274823
0.820000 -0.280000 3.189297
0.820000 -0.260000 3.088044
0.820000 -0.240000 2.975301
0.820000 -0.220000 2.855209
0.820000 -0.200000 2.731770
0.820000 -0.180000 2.608813
0.820000 -0.160000 2.489938
0.820000 -0.140000 2.378448
0.820000 -0.120000 2.277268
0.820000 -0.100000 2.188857
0.820000 -0.080000 2.115121
0.820000 -0.060000 2.057354
0.820000 -0.040000 2.016222
0.820000 -0.020000 1.991807
0.820000 0.000000 1.983694
0.820000 0.020000 1.991064
0.820000 0.040000 2.012768
0.820000 0.060000 2.047351
0.820000 0.080000 2.093062
0.820000 0.100000 2.147856
0.820000 0.120000 2.209415
0.820000 0.140000 2.275174
0.820000 0.160000 2.342358
0.820000 0.180000 2.408018
0.820000 0.200000 2.469066
0.820000 0.220000 2.522301
0.820000 0.240000 2.564437
0.820000 0.260000 2.592116
0.820000 0.280000 2.601928
0.820000 0.300000 2.593028
0.820000 0.320000 2.581538
0.820000 0.340000 2.570848
0.820000 0.360000 2.560958
0.820000 0.380000 2.551868
0.820000 0.400000 2.543578
0.820000 0.420000 2.536087
0.820000 0.440000 2.529397
0.820000 0.460000 2.523507
0.820000 0.480000 2.518417
0.820000 0.500000 2.514127
0.820000 0.520000 2.510637
0.820000 0.540000 2.507946
0.820000 0.560000 2.506056
0.820000 0.580000 2.504966
0.820000 0.600000 2.504676
0.820000 0.620000 2.505186
0.820000 0.640000 2.506496
0.820000 0.660000 2.508605
0.820000 0.680000 2.511515
0.820000 0.700000 2.515225
0.820000 0.720000 2.519735
0.820000 0.740000 2.525045
0.820000 0.760000 2.531155
0.820000 0.780000 2.538064
0.820000 0.800000 2.545774
0.820000 0.820000 2.554284
0.820000 0.840000 2.563594
0.820000 0.860000 2.573704
0.820000 0.880000 2.584614
0.820000 0.900000 2.596323
0.820000 0.920000 2.608833
0.820000 0.940000 2.622143
0.820000 0.960000 2.636253
0.820000 0.980000 2.651163
0.820000 1.000000 2.666873
0.840000 -1.000000 3.302297
0.840000 -0.980000 3.227860
0.840000 -0.960000 3.164548
0.840000 -0.940000 3.112242
0.840000 -0.920000 3.070695
0.840000 -0.900000 3.039542
0.840000 -0.880000 3.018309
0.840000 -0.860000 3.006431
0.840000 -0.840000 3.003262
0.840000 -0.820000 3.008097
0.840000 -0.800000 3.020180
0.840000 -0.780000 3.038724
0.840000 -0.760000 3.062914
0.840000 -0.740000 3.091926
0.840000 -0.720000 3.124926
0.840000 -0.700000 3.161081
0.840000 -0.680000 3.199562
0.840000 -0.660000 3.239544
0.840000 -0.640000 3.280212
0.840000 -0.620000 3.320759
0.840000 -0.600000 3.360386
0.840000 -0.580000 3.398304
0.840000 -0.560000 3.433734
0.840000 -0.540000 3.465901
0.840000 -0.520000 3.494043
0.840000 -0.500000 3.517401
0.840000 -0.480000 3.535224
0.840000 -0.460000 3.546767
0.840000 -0.440000 3.551288
0.840000 -0.420000 3.548052
0.840000 -0.400000 3.536326
0.840000 -0.380000 3.515384
0.840000 -0.360000 3.484499
0.840000 -0.340000 3.446653
0.840000 -0.320000 3.392295
0.840000 -0.300000 3.313483
0.840000 -0.280000 3.214667
0.840000 -0.260000 3.100254
0.840000 -0.240000 2.974587
0.840000 -0.220000 2.841932
0.840000 -0.200000 2.706445
0.840000 -0.180000 2.572134
0.840000 -0.160000 2.442805
0.840000 -0.140000 2.321990
0.840000 -0.120000 2.212858
0.840000 -0.100000 2.118095
0.840000 -0.080000 2.039789
0.840000 -0.060000 1.979330
0.840000 -0.040000 1.937371
0.840000 -0.020000 1.913883
0.840000 0.000000 1.908296
0.840000 0.020000 1.919641
0.840000 0.040000 1.946644
0.840000 0.060000 1.987743
0.840000 0.080000 2.041071
0.840000 0.100000 2.104451
0.840000 0.120000 2.175420
0.840000 0.140000 2.251260
0.840000 0.160000 2.329052
0.840000 0.180000 2.405714
0.840000 0.200000 2.478036
0.840000 0.220000 2.542717
0.840000 0.240000 2.596379
0.840000 0.260000 2.635591
0.840000 0.280000 2.656878
0.840000 0.300000 2.656733
0.840000 0.320000 2.645243
0.840000 0.340000 2.634553
0.840000 0.360000 2.624662
0.840000 0.380000 2.615572
0.840000 0.400000 2.607282
0.840000 0.420000 2.599792
0.840000 0.440000 2.593102
0.840000 0.460000 2.587212
0.840000 0.480000 2.582122
0.840000 0.500000 2.577831
0.840000 0.520000 2.574341
0.840000 0.540000 2.571651
0.840000 0.560000 2.569761
0.840000 0.580000 2.568671
0.840000 0.600000 2.568381
0.840000 0.620000 2.568890
0.840000 0.640000 2.570200
0.840000 0.660000 2.572310
0.840000 0.680000 2.575220
0.840000 0.700000 2.578930
0.840000 0.720000 2.583440
0.840000 0.740000 2.588749
0.840000 0.760000 2.594859
0.840000 0.780000 2.601769
0.840000 0.800000 2.609479
0.840000 0.820000 2.617989
0.840000 0.840000 2.627299
0.840000 0.860000 2.637408
0.840000 0.880000 2.648318
0.840000 0.900000 2.660028
0.840000 0.920000 2.672538
0.840000 0.940000 2.685848
0.840000 0.960000 2.699958
0.840000 0.980000 2.714867
0.840000 1.000000 2.730577
0.860000 -1.000000 3.528379
0.860000 -0.980000 3.453806
0.860000 -0.960000 3.389709
0.860000 -0.940000 3.335990
0.860000 -0.920000 3.292433
0.860000 -0.900000 3.258709
0.860000 -0.880000 3.234391
0.860000 -0.860000 3.218960
0.860000 -0.840000 3.211823
0.860000 -0.820000 3.212324
0.860000 -0.800000 3.219755
0.860000 -0.780000 3.233371
0.860000 -0.760000 3.252400
0.860000 -0.740000 3.276050
0.860000 -0.720000 3.303519
0.860000 -0.700000 3.333998
0.860000 -0.680000 3.366677
0.860000 -0.660000 3.400750
0.860000 -0.640000 3.435413
0.860000 -0.620000 3.469869
0.860000 -0.600000 3.503327
0.860000 -0.580000 3.535003
0.860000 -0.560000 3.564121
0.860000 -0.540000 3.589912
0.860000 -0.520000 3.611611
0.860000 -0.500000 3.628463
0.860000 -0.480000 3.639716
0.860000 -0.460000 3.644625
0.860000 -0.440000 3.642447
0.860000 -0.420000 3.632447
0.860000 -0.400000 3.613892
0.860000 -0.380000 3.586053
0.860000 -0.360000 3.549213
0.860000 -0.340000 3.507596
0.860000 -0.320000 3.441189
0.860000 -0.300000 3.350199
0.860000 -0.280000 3.239137
0.860000 -0.260000 3.112484
0.860000 -0.240000 2.974676
0.860000 -0.220000 2.830093
0.860000 -0.200000 2.683032
0.860000 -0.180000 2.537674
0.860000 -0.160000 2.398038
0.860000 -0.140000 2.267907
0.860000 -0.120000 2.150730
0.860000 -0.100000 2.049485
0.860000 -0.080000 1.966512
0.860000 -0.060000 1.903354
0.860000 -0.040000 1.860661
0.860000 -0.020000 1.838256
0.860000 0.000000 1.835350
0.860000 0.020000 1.850788
0.860000 0.040000 1.883170
0.860000 0.060000 1.930831
0.860000 0.080000 1.991778
0.860000 0.100000 2.063685
0.860000 0.120000 2.143916
0.860000 0.140000 2.229586
0.860000 0.160000 2.317619
0.860000 0.180000 2.404795
0.860000 0.200000 2.487790
0.860000 0.220000 2.563203
0.860000 0.240000 2.627577
0.860000 0.260000 2.677413
0.860000 0.280000 2.709183
0.860000 0.300000 2.719331
0.860000 0.320000 2.709747
0.860000 0.340000 2.699057
0.860000 0.360000 2.689167
0.860000 0.380000 2.680077
0.860000 0.400000 2.671787
0.860000 0.420000 2.664297
0.860000 0.440000 2.657606
0.860000 0.460000 2.651716
0.860000 0.480000 2.646626
0.860000 0.500000 2.642336
0.860000 0.520000 2.638846
0.860000 0.540000 2.636156
0.860000 0.560000 2.634265
0.860000 0.580000 2.633175
0.860000 0.600000 2.632885
0.860000 0.620000 2.633395
0.860000 0.640000 2.634705
0.860000 0.660000 2.636815
0.860000 0.680000 2.639724
0.860000 0.700000 2.643434
0.860000 0.720000 2.647944
0.860000 0.740000 2.653254
0.860000 0.760000 2.659364
0.860000 0.780000 2.666274
0.860000 0.800000 2.673983
0.860000 0.820000 2.682493
0.860000 0.840000 2.691803
0.860000 0.860000 2.701913
0.860000 0.880000 2.712823
0.860000 0.900000 2.724533
0.860000 0.920000 2.737042
0.860000 0.940000 2.750352
0.860000 0.960000 2.764462
0.860000 0.980000 2.779372
0.860000 1.000000 2.795082
0.880000 -1.000000 3.754831
0.880000 -0.980000 3.680221
0.880000 -0.960000 3.615443
0.880000 -0.940000 3.560417
0.880000 -0.920000 3.514956
0.880000 -0.900000 3.478764
0.880000 -0.880000 3.451454
0.880000 -0.860000 3.432552
0.880000 -0.840000 3.421510
0.880000 -0.820000 3.417716
0.880000 -0.800000 3.420509
0.880000 -0.780000 3.429186
0.880000 -0.760000 3.443012
0.880000 -0.740000 3.461230
0.880000 -0.720000 3.483068
0.880000 -0.700000 3.507743
0.880000 -0.680000 3.534469
0.880000 -0.660000 3.562454
0.880000 -0.640000 3.590912
0.880000 -0.620000 3.619056
0.880000 -0.600000 3.646106
0.880000 -0.580000 3.671286
0.880000 -0.560000 3.693823
0.880000 -0.540000 3.712953
0.880000 -0.520000 3.727917
0.880000 -0.500000 3.737958
0.880000 -0.480000 3.742327
0.880000 -0.460000 3.740280
0.880000 -0.440000 3.731075
0.880000 -0.420000 3.713977
0.880000 -0.400000 3.688251
0.880000 -0.380000 3.653208
0.880000 -0.360000 3.614518
0.880000 -0.340000 3.566158
0.880000 -0.320000 3.489098
0.880000 -0.300000 3.387236
0.880000 -0.280000 3.265129
0.880000 -0.260000 3.127316
0.880000 -0.240000 2.978308
0.880000 -0.220000 2.822580
0.880000 -0.200000 2.664551
0.880000 -0.180000 2.508561
0.880000 -0.160000 2.358831
0.880000 -0.140000 2.219402
0.880000 -0.120000 2.094036
0.880000 -0.100000 1.986070
0.880000 -0.080000 1.898203
0.880000 -0.060000 1.832234
0.880000 -0.040000 1.788856
0.880000 -0.020000 1.767682
0.880000 0.000000 1.767605
0.880000 0.020000 1.787241
0.880000 0.040000 1.825077
0.880000 0.060000 1.879349
0.880000 0.080000 1.947924
0.880000 0.100000 2.028282
0.880000 0.120000 2.117585
0.880000 0.140000 2.212762
0.880000 0.160000 2.310574
0.880000 0.180000 2.407669
0.880000 0.200000 2.500613
0.880000 0.220000 2.585921
0.880000 0.240000 2.660065
0.880000 0.260000 2.719492
0.880000 0.280000 2.760627
0.880000 0.300000 2.779882
0.880000 0.320000 2.775052
0.880000 0.340000 2.764362
0.880000 0.360000 2.754472
0.880000 0.380000 2.745381
0.880000 0.400000 2.737091
0.880000 0.420000 2.729601
0.880000 0.440000 2.722911
0.880000 0.460000 2.717021
0.880000 0.480000 2.711931
0.880000 0.500000 2.707640
0.880000 0.520000 2.704150
0.880000 0.540000 2.701460
0.880000 0.560000 2.699570
0.880000 0.580000 2.698480
0.880000 0.600000 2.698190
0.880000 0.620000 2.698700
0.880000 0.640000 2.700009
0.880000 0.660000 2.702119
0.880000 0.680000 2.705029
0.880000 0.700000 2.708739
0.880000 0.720000 2.713249
0.880000 0.740000 2.718559
0.880000 0.760000 2.724668
0.880000 0.780000 2.731578
0.880000 0.800000 2.739288
0.880000 0.820000 2.747798
0.880000 0.840000 2.757108
0.880000 0.860000 2.767218
0.880000 0.880000 2.778127
0.880000 0.900000 2.789837
0.880000 0.920000 2.802347
0.880000 0.940000 2.815657
0.880000 0.960000 2.829767
0.880000 0.980000 2.844677
0.880000 1.000000 2.860386
0.900000 -1.000000 3.980368
0.900000 -0.980000 3.905820
0.900000 -0.960000 3.840465
0.900000 -0.940000 3.784240
0.900000 -0.920000 3.736981
0.900000 -0.900000 3.698425
0.900000 -0.880000 3.668220
0.900000 -0.860000 3.645931
0.900000 -0.840000 3.631052
0.900000 -0.820000 3.623014
0.900000 -0.800000 3.621196
0.900000 -0.780000 3.624936
0.900000 -0.760000 3.633535
0.900000 -0.740000 3.646272
0.900000 -0.720000 3.662402
0.900000 -0.700000 3.681171
0.900000 -0.680000 3.701814
0.900000 -0.660000 3.723560
0.900000 -0.640000 3.745639
0.900000 -0.620000 3.767278
0.900000 -0.600000 3.787707
0.900000 -0.580000 3.806159
0.900000 -0.560000 3.821870
0.900000 -0.540000 3.834080
0.900000 -0.520000 3.842034
0.900000 -0.500000 3.844981
0.900000 -0.480000 3.842174
0.900000 -0.460000 3.832869
0.900000 -0.440000 3.816327
0.900000 -0.420000 3.791812
0.900000 -0.400000 3.758593
0.900000 -0.380000 3.719312
0.900000 -0.360000 3.680577
0.900000 -0.340000 3.624120
0.900000 -0.320000 3.537960
0.900000 -0.300000 3.426696
0.900000 -0.280000 3.294919
0.900000 -0.260000 3.147210
0.900000 -0.240000 2.988133
0.900000 -0.220000 2.822236
0.900000 -0.200000 2.654033
0.900000 -0.180000 2.487993
0.900000 -0.160000 2.328512
0.900000 -0.140000 2.179870
0.900000 -0.120000 2.046150
0.900000 -0.100000 1.931105
0.900000 -0.080000 1.837920
0.900000 -0.060000 1.768837
0.900000 -0.040000 1.724723
0.900000 -0.020000 1.704914
0.900000 0.000000 1.707809
0.900000 0.020000 1.731736
0.900000 0.040000 1.775116
0.900000 0.060000 1.836090
0.900000 0.080000 1.912317
0.900000 0.100000 2.001026
0.900000 0.120000 2.099144
0.900000 0.140000 2.203401
0.900000 0.160000 2.310402
0.900000 0.180000 2.416676
0.900000 0.200000 2.518699
0.900000 0.220000 2.612914
0.900000 0.240000 2.695741
0.900000 0.260000 2.763584
0.900000 0.280000 2.812836
0.900000 0.300000 2.839882
0.900000 0.320000 2.841157
0.900000 0.340000 2.830466
0.900000 0.360000 2.820576
0.900000 0.380000 2.811486
0.900000 0.400000 2.803196
0.900000 0.420000 2.795706
0.900000 0.440000 2.789016
0.900000 0.460000 2.783125
0.900000 0.480000 2.778035
0.900000 0.500000 2.773745
0.900000 0.520000 2.770255
0.900000 0.540000 2.767565
0.900000 0.560000 2.765675
0.900000 0.580000 2.764584
0.900000 0.600000 2.764294
0.900000 0.620000 2.764804
0.900000 0.640000 2.766114
0.900000 0.660000 2.768224
0.900000 0.680000 2.771134
0.900000 0.700000 2.774843
0.900000 0.720000 2.779353
0.900000 0.740000 2.784663
0.900000 0.760000 2.790773
0.900000 0.780000 2.797683
0.900000 0.800000 2.805393
0.900000 0.820000 2.813902
0.900000 0.840000 2.823212
0.900000 0.860000 2.833322
0.900000 0.880000 2.844232
0.900000 0.900000 2.855942
0.900000 0.920000 2.868452
0.900000 0.940000 2.881761
0.900000 0.960000 2.895871
0.900000 0.980000 2.910781
0.900000 1.000000 2.926491
0.920000 -1.000000 4.203704
0.920000 -0.980000 4.129320
0.920000 -0.960000 4.063492
0.920000 -0.940000 4.006175
0.920000 -0.920000 3.957225
0.920000 -0.900000 3.916409
0.920000 -0.880000 3.883406
0.920000 -0.860000 3.857818
0.920000 -0.840000 3.839176
0.920000 -0.820000 3.826951
0.920000 -0.800000 3.820561
0.920000 -0.780000 3.819379
0.920000 -0.760000 3.822745
0.920000 -0.740000 3.829967
0.920000 -0.720000 3.840333
0.920000 -0.700000 3.853114
0.920000 -0.680000 3.867569
0.920000 -0.660000 3.882948
0.920000 -0.640000 3.898498
0.920000 -0.620000 3.913460
0.920000 -0.600000 3.927079
0.920000 -0.580000 3.938597
0.920000 -0.560000 3.947259
0.920000 -0.540000 3.952312
0.920000 -0.520000 3.953008
0.920000 -0.500000 3.948598
0.920000 -0.480000 3.938340
0.920000 -0.460000 3.921495
0.920000 -0.440000 3.897323
0.920000 -0.420000 3.865093
0.920000 -0.400000 3.825707
0.920000 -0.380000 3.786217
0.920000 -0.360000 3.746498
0.920000 -0.340000 3.683035
0.920000 -0.320000 3.589487
0.920000 -0.300000 3.470466
0.920000 -0.280000 3.330585
0.920000 -0.260000 3.174448
0.920000 -0.240000 3.006657
0.920000 -0.220000 2.831803
0.920000 -0.200000 2.654466
0.920000 -0.180000 2.479204
0.920000 -0.160000 2.310541
0.920000 -0.140000 2.152946
0.920000 -0.120000 2.010782
0.920000 -0.100000 1.888219
0.920000 -0.080000 1.789031
0.920000 -0.060000 1.716180
0.920000 -0.040000 1.671051
0.920000 -0.020000 1.652709
0.920000 0.000000 1.658703
0.920000 0.020000 1.687028
0.920000 0.040000 1.736136
0.920000 0.060000 1.803989
0.920000 0.080000 1.887912
0.920000 0.100000 1.984812
0.920000 0.120000 2.091363
0.920000 0.140000 2.204111
0.920000 0.160000 2.319532
0.920000 0.180000 2.434063
0.920000 0.200000 2.544112
0.920000 0.220000 2.646074
0.920000 0.240000 2.736333
0.920000 0.260000 2.811265
0.920000 0.280000 2.867243
0.920000 0.300000 2.900636
0.920000 0.320000 2.907809
0.920000 0.340000 2.897371
0.920000 0.360000 2.887481
0.920000 0.380000 2.878391
0.920000 0.400000 2.870100
0.920000 0.420000 2.862610
0.920000 0.440000 2.855920
0.920000 0.460000 2.850030
0.920000 0.480000 2.844940
0.920000 0.500000 2.840650
0.920000 0.520000 2.837159
0.920000 0.540000 2.834469
0.920000 0.560000 2.832579
0.920000 0.580000 2.831489
0.920000 0.600000 2.831199
0.920000 0.620000 2.831709
0.920000 0.640000 2.833019
0.920000 0.660000 2.835128
0.920000 0.680000 2.838038
0.920000 0.700000 2.841748
0.920000 0.720000 2.846258
0.920000 0.740000 2.851568
0.920000 0.760000 2.857678
0.920000 0.780000 2.864587
0.920000 0.800000 2.872297
0.920000 0.820000 2.880807
0.920000 0.840000 2.890117
0.920000 0.860000 2.900227
0.920000 0.880000 2.911137
0.920000 0.900000 2.922846
0.920000 0.920000 2.935356
0.920000 0.940000 2.948666
0.920000 0.960000 2.962776
0.920000 0.980000 2.977686
0.920000 1.000000 2.993396
0.940000 -1.000000 4.423556
0.940000 -0.980000 4.349438
0.940000 -0.960000 4.283242
0.940000 -0.940000 4.224939
0.940000 -0.920000 4.174406
0.940000 -0.900000 4.131434
0.940000 -0.880000 4.095733
0.940000 -0.860000 4.066936
0.940000 -0.840000 4.044610
0.940000 -0.820000 4.028261
0.940000 -0.800000 4.017344
0.940000 -0.780000 4.011268
0.940000 -0.760000 4.009405
0.940000 -0.740000 4.011097
0.940000 -0.720000 4.015659
0.940000 -0.700000 4.022390
0.940000 -0.680000 4.030571
0.940000 -0.660000 4.039476
0.940000 -0.640000 4.048368
0.940000 -0.620000 4.056507
0.940000 -0.600000 4.063148
0.940000 -0.580000 4.067547
0.940000 -0.560000 4.068959
0.940000 -0.540000 4.066640
0.940000 -0.520000 4.059847
0.940000 -0.500000 4.047839
0.940000 -0.480000 4.029878
0.940000 -0.460000 4.005227
0.940000 -0.440000 3.973153
0.940000 -0.420000 3.933702
0.940000 -0.400000 3.893412
0.940000 -0.380000 3.853921
0.940000 -0.360000 3.812745
0.940000 -0.340000 3.744186
0.940000 -0.320000 3.645118
0.940000 -0.300000 3.520162
0.940000 -0.280000 3.373936
0.940000 -0.260000 3.211061
0.940000 -0.240000 3.036154
0.940000 -0.220000 2.853830
0.940000 -0.200000 2.668701
0.940000 -0.180000 2.485374
0.940000 -0.160000 2.308445
0.940000 -0.140000 2.142496
0.940000 -0.120000 1.992075
0.940000 -0.100000 1.861662
0.940000 -0.080000 1.755582
0.940000 -0.060000 1.677728
0.940000 -0.040000 1.630716
0.940000 -0.020000 1.613822
0.940000 0.000000 1.623027
0.940000 0.020000 1.656016
0.940000 0.040000 1.711292
0.940000 0.060000 1.786319
0.940000 0.080000 1.877925
0.940000 0.100000 1.982682
0.940000 0.120000 2.097055
0.940000 0.140000 2.217460
0.940000 0.160000 2.340291
0.940000 0.180000 2.461925
0.940000 0.200000 2.578737
0.940000 0.220000 2.687092
0.940000 0.240000 2.783355
0.940000 0.260000 2.863889
0.940000 0.280000 2.925056
0.940000 0.300000 2.963217
0.940000 0.320000 2.974730
0.940000 0.340000 2.965076
0.940000 0.360000 2.955185
0.940000 0.380000 2.946095
0.940000 0.400000 2.937805
0.940000 0.420000 2.930315
0.940000 0.440000 2.923625
0.940000 0.460000 2.917735
0.940000 0.480000 2.912644
0.940000 0.500000 2.908354
0.940000 0.520000 2.904864
0.940000 0.540000 2.902174
0.940000 0.560000 2.900284
0.940000 0.580000 2.899194
0.940000 0.600000 2.898903
0.940000 0.620000 2.899413
0.940000 0.640000 2.900723
0.940000 0.660000 2.902833
0.940000 0.680000 2.905743
0.940000 0.700000 2.909453
0.940000 0.720000 2.913962
0.940000 0.740000 2.919272
0.940000 0.760000 2.925382
0.940000 0.780000 2.932292
0.940000 0.800000 2.940002
0.940000 0.820000 2.948512
0.940000 0.840000 2.957821
0.940000 0.860000 2.967931
0.940000 0.880000 2.978841
0.940000 0.900000 2.990551
0.940000 0.920000 3.003061
0.940000 0.940000 3.016371
0.940000 0.960000 3.030480
0.940000 0.980000 3.045390
0.940000 1.000000 3.061100
0.960000 -1.000000 4.638640
0.960000 -0.980000 4.564889
0.960000 -0.960000 4.498432
0.960000 -0.940000 4.439250
0.960000 -0.920000 4.387241
0.960000 -0.900000 4.342218
0.960000 -0.880000 4.303917
0.960000 -0.860000 4.272004
0.960000 -0.840000 4.246076
0.960000 -0.820000 4.225673
0.960000 -0.800000 4.210283
0.960000 -0.780000 4.199349
0.960000 -0.760000 4.192275
0.960000 -0.740000 4.188432
0.960000 -0.720000 4.187166
0.960000 -0.700000 4.187801
0.960000 -0.680000 4.189642
0.960000 -0.660000 4.191985
0.960000 -0.640000 4.194111
0.960000 -0.620000 4.195298
0.960000 -0.600000 4.194815
0.960000 -0.580000 4.191932
0.960000 -0.560000 4.185915
0.960000 -0.540000 4.176028
0.960000 -0.520000 4.161537
0.960000 -0.500000 4.141708
0.960000 -0.480000 4.115809
0.960000 -0.460000 4.083108
0.960000 -0.440000 4.043296
0.960000 -0.420000 4.002206
0.960000 -0.400000 3.961916
0.960000 -0.380000 3.922426
0.960000 -0.360000 3.880151
0.960000 -0.340000 3.808539
0.960000 -0.320000 3.705970
0.960000 -0.300000 3.577064
0.960000 -0.280000 3.426447
0.960000 -0.260000 3.258739
0.960000 -0.240000 3.078565
0.960000 -0.220000 2.890547
0.960000 -0.200000 2.699307
0.960000 -0.180000 2.509467
0.960000 -0.160000 2.325648
0.960000 -0.140000 2.152471
0.960000 -0.120000 1.994554
0.960000 -0.100000 1.856508
0.960000 -0.080000 1.742931
0.960000 -0.060000 1.658371
0.960000 -0.040000 1.607117
0.960000 -0.020000 1.591007
0.960000 0.000000 1.603691
0.960000 0.020000 1.642340
0.960000 0.040000 1.704569
0.960000 0.060000 1.786951
0.960000 0.080000 1.885901
0.960000 0.100000 1.997797
0.960000 0.120000 2.119007
0.960000 0.140000 2.245894
0.960000 0.160000 2.374817
0.960000 0.180000 2.502135
0.960000 0.200000 2.624209
0.960000 0.220000 2.737395
0.960000 0.240000 2.838053
0.960000 0.260000 2.922541
0.960000 0.280000 2.987216
0.960000 0.300000 3.028436
0.960000 0.320000 3.042560
0.960000 0.340000 3.033580
0.960000 0.360000 3.023690
0.960000 0.380000 3.014600
0.960000 0.400000 3.006310
0.960000 0.420000 2.998819
0.960000 0.440000 2.992129
0.960000 0.460000 2.986239
0.960000 0.480000 2.981149
0.960000 0.500000 2.976859
0.960000 0.520000 2.973369
0.960000 0.540000 2.970678
0.960000 0.560000 2.968788
0.960000 0.580000 2.967698
0.960000 0.600000 2.967408
0.960000 0.620000 2.967918
0.960000 0.640000 2.969228
0.960000 0.660000 2.971337
0.960000 0.680000 2.974247
0.960000 0.700000 2.977957
0.960000 0.720000 2.982467
0.960000 0.740000 2.987777
0.960000 0.760000 2.993887
0.960000 0.780000 3.000797
0.960000 0.800000 3.008506
0.960000 0.820000 3.017016
0.960000 0.840000 3.026326
0.960000 0.860000 3.036436
0.960000 0.880000 3.047346
0.960000 0.900000 3.059056
0.960000 0.920000 3.071565
0.960000 0.940000 3.084875
0.960000 0.960000 3.098985
0.960000 0.980000 3.113895
0.960000 1.000000 3.129605
0.980000 -1.000000 4.847671
0.980000 -0.980000 4.774392
0.980000 -0.960000 4.707778
0.980000 -0.940000 4.647824
0.980000 -0.920000 4.594446
0.980000 -0.900000 4.547477
0.980000 -0.880000 4.506678
0.980000 -0.860000 4.471743
0.980000 -0.840000 4.442298
0.980000 -0.820000 4.417915
0.980000 -0.800000 4.398112
0.980000 -0.780000 4.382364
0.980000 -0.760000 4.370105
0.980000 -0.740000 4.360736
0.980000 -0.720000 4.353631
0.980000 -0.700000 4.348139
0.980000 -0.680000 4.343589
0.980000 -0.660000 4.339299
0.980000 -0.640000 4.334569
0.980000 -0.620000 4.328695
0.980000 -0.600000 4.320962
0.980000 -0.580000 4.310652
0.980000 -0.560000 4.297044
0.980000 -0.540000 4.279414
0.980000 -0.520000 4.257035
0.980000 -0.500000 4.229182
0.980000 -0.480000 4.195128
0.980000 -0.460000 4.154491
0.980000 -0.440000 4.112601
0.980000 -0.420000 4.071511
0.980000 -0.400000 4.031221
0.980000 -0.380000 3.991731
0.980000 -0.360000 3.949206
0.980000 -0.340000 3.876701
0.980000 -0.320000 3.772778
0.980000 -0.300000 3.642062
0.980000 -0.280000 3.489176
0.980000 -0.260000 3.318742
0.980000 -0.240000 3.135384
0.980000 -0.220000 2.943725
0.980000 -0.200000 2.748388
0.980000 -0.180000 2.553997
0.980000 -0.160000 2.365175
0.980000 -0.140000 2.186545
0.980000 -0.120000 2.022731
0.980000 -0.100000 1.878356
0.980000 -0.080000 1.758046
0.980000 -0.060000 1.666428
0.980000 -0.040000 1.608151
0.980000 -0.020000 1.588279
0.980000 0.000000 1.606449
0.980000 0.020000 1.652193
0.980000 0.040000 1.721404
0.980000 0.060000 1.810416
0.980000 0.080000 1.915584
0.980000 0.100000 2.033263
0.980000 0.120000 2.159810
0.980000 0.140000 2.291583
0.980000 0.160000 2.424939
0.980000 0.180000 2.556236
0.980000 0.200000 2.681832
0.980000 0.220000 2.798084
0.980000 0.240000 2.901350
0.980000 0.260000 2.987988
0.980000 0.280000 3.054355
0.980000 0.300000 3.096809
0.980000 0.320000 3.111709
0.980000 0.340000 3.102885
0.980000 0.360000 3.092995
0.980000 0.380000 3.083904
0.980000 0.400000 3.075614
0.980000 0.420000 3.068124
0.980000 0.440000 3.061434
0.980000 0.460000 3.055544
0.980000 0.480000 3.050454
0.980000 0.500000 3.046163
0.980000 0.520000 3.042673
0.980000 0.540000 3.039983
0.980000 0.560000 3.038093
0.980000 0.580000 3.037003
0.980000 0.600000 3.036713
0.980000 0.620000 3.037222
0.980000 0.640000 3.038532
0.980000 0.660000 3.040642
0.980000 0.680000 3.043552
0.980000 0.700000 3.047262
0.980000 0.720000 3.051772
0.980000 0.740000 3.057081
0.980000 0.760000 3.063191
0.980000 0.780000 3.070101
0.980000 0.800000 3.077811
0.980000 0.820000 3.086321
0.980000 0.840000 3.095631
0.980000 0.860000 3.105740
0.980000 0.880000 3.116650
0.980000 0.900000 3.128360
0.980000 0.920000 3.140870
0.980000 0.940000 3.154180
0.980000 0.960000 3.168290
0.980000 0.980000 3.183199
0.980000 1.000000 3.198909
1.000000 -1.000000 5.049367
1.000000 -0.980000 4.976662
1.000000 -0.960000 4.909997
1.000000 -0.940000 4.849379
1.000000 -0.920000 4.794738
1.000000 -0.900000 4.745928
1.000000 -0.880000 4.702734
1.000000 -0.860000 4.664873
1.000000 -0.840000 4.631999
1.000000 -0.820000 4.603713
1.000000 -0.800000 4.579562
1.000000 -0.780000 4.559051
1.000000 -0.760000 4.541643
1.000000 -0.740000 4.526767
1.000000 -0.720000 4.513823
1.000000 -0.700000 4.502186
1.000000 -0.680000 4.491209
1.000000 -0.660000 4.480230
1.000000 -0.640000 4.468571
1.000000 -0.620000 4.455543
1.000000 -0.600000 4.440450
1.000000 -0.580000 4.422588
1.000000 -0.560000 4.401248
1.000000 -0.540000 4.375716
1.000000 -0.520000 4.345277
1.000000 -0.500000 4.309214
1.000000 -0.480000 4.267286
1.000000 -0.460000 4.224596
1.000000 -0.440000 4.182706
1.000000 -0.420000 4.141615
1.000000 -0.400000 4.101325
1.000000 -0.380000 4.061835
1.000000 -0.360000 4.020026
1.000000 -0.340000 3.948879
1.000000 -0.320000 3.845859
1.000000 -0.300000 3.715591
1.000000 -0.280000 3.562699
1.000000 -0.260000 3.391807
1.000000 -0.240000 3.207541
1.000000 -0.220000 3.014525
1.000000 -0.200000 2.817388
1.000000 -0.180000 2.620758
1.000000 -0.160000 2.429267
1.000000 -0.140000 2.247550
1.000000 -0.120000 2.080257
1.000000 -0.100000 1.932055
1.000000 -0.080000 1.807664
1.000000 -0.060000 1.711939
1.000000 -0.040000 1.650135
1.000000 -0.020000 1.627925
1.000000 0.000000 1.645593
1.000000 0.020000 1.694567
1.000000 0.040000 1.767962
1.000000 0.060000 1.861214
1.000000 0.080000 1.970393
1.000000 0.100000 2.091746
1.000000 0.120000 2.221579
1.000000 0.140000 2.356224
1.000000 0.160000 2.492024
1.000000 0.180000 2.625327
1.000000 0.200000 2.752486
1.000000 0.220000 2.869853
1.000000 0.240000 2.973784
1.000000 0.260000 3.060634
1.000000 0.280000 3.126761
1.000000 0.300000 3.168520
1.000000 0.320000 3.182269
1.000000 0.340000 3.172989
1.000000 0.360000 3.163099
1.000000 0.380000 3.154009
1.000000 0.400000 3.145719
1.000000 0.420000 3.138229
1.000000 0.440000 3.131538
1.000000 0.460000 3.125648
1.000000 0.480000 3.120558
1.000000 0.500000 3.116268
1.000000 0.520000 3.112778
1.000000 0.540000 3.110088
1.000000 0.560000 3.108197
1.000000 0.580000 3.107107
1.000000 0.600000 3.106817
1.000000 0.620000 3.107327
1.000000 0.640000 3.108637
1.000000 0.660000 3.110747
1.000000 0.680000 3.113656
1.000000 0.700000 3.117366
1.000000 0.720000 3.121876
1.000000 0.740000 3.127186
1.000000 0.760000 3.133296
1.000000 0.780000 3.140206
1.000000 0.800000 3.147916
1.000000 0.820000 3.156425
1.000000 0.840000 3.165735
1.000000 0.860000 3.175845
1.000000 0.880000 3.186755
1.000000 0.900000 3.198465
1.000000 0.920000 3.210975
1.000000 0.940000 3.224284
1.000000 0.960000 3.238394
1.000000 0.980000 3.253304
1.000000 1.000000 3.269014
SHAR_EOF
fi # end of overwriting check
if test -f 'test001.txt'
then
	echo shar: will not over-write existing file "'test001.txt'"
else
cat << "SHAR_EOF" > 'test001.txt'
D-type function number 1
of the class with the following parameters:
    problem dimension      = 2;
    number of local minima = 10;
    global minimum value   = -1.000000;
    radius of the g.m.attraction region = 0.333333;
    distance from the paraboloid vertex to the global minimizer = 0.666667.

Local minimizers:
  f[1] = f( -0.763  0.597) =   0.000;  rho[1] =   0.330.
  f[2] = f( -0.136  0.824) =  -1.000;  rho[2] =   0.333.
  f[3] = f(  0.497 -0.939) =   0.655;  rho[3] =   0.677.
  f[4] = f(  0.713  0.628) =   1.877;  rho[4] =   0.076.
  f[5] = f( -0.517 -0.605) =   0.933;  rho[5] =   0.135.
  f[6] = f( -0.999 -0.460) =  -0.044;  rho[6] =   0.364.
  f[7] = f(  0.582  0.550) =   1.529;  rho[7] =   0.076.
  f[8] = f( -0.474 -0.911) =   1.541;  rho[8] =   0.171.
  f[9] = f(  0.974 -0.021) =   1.586;  rho[9] =   0.348.
  f[10] = f( -0.244 -0.588) =   1.080;  rho[10] =   0.135.


There is one global minimizer.
The number of the global minimizer is: 2 
SHAR_EOF
fi # end of overwriting check
cd ..
if test ! -d 'Src'
then
	mkdir 'Src'
fi
cd 'Src'
if test -f 'gkls.c'
then
	echo shar: will not over-write existing file "'gkls.c'"
else
cat << "SHAR_EOF" > 'gkls.c'
/*******************************************************************************/
/*        GKLS-Generator of Classes of ND  (non-differentiable),               */
/*                                 D  (continuously differentiable), and       */
/*                                 D2 (twice continuously differentiable)      */
/*        Test Functions for Global Optimization                               */
/*                                                                             */
/*   Authors:                                                                  */
/*                                                                             */
/*   M.Gaviano, D.E.Kvasov, D.Lera, and Ya.D.Sergeyev                          */
/*                                                                             */
/*   (C) 2002-2003                                                             */
/*                                                                             */
/*   Each test class is defined by the following parameters:                   */
/*  (1) problem dimension                                                      */
/*  (2) number of local minima including paraboloid min and global min         */
/*  (3) global minimum value                                                   */
/*  (3) distance from the paraboloid vertex to the global minimizer            */
/*  (4) radius of the attraction region of the global minimizer                */
/*******************************************************************************/

/*******************************************************************************/
/*  The following groups of subroutines are present in the software:           */
/*   -- parameters setting/checking subroutines:                               */
/*       int  GKLS_set_default (void);                                         */
/*       int  GKLS_parameters_check (void);                                    */
/*   -- test classes generating subroutines:                                   */
/*       int  GKLS_arg_generate (unsigned int);                                */
/*       int  GKLS_coincidence_check (void);                                   */
/*       int  GKLS_set_basins (void);                                          */
/*   -- test functions calling subroutines:                                    */
/*       double GKLS_ND_func  (double *);                                      */
/*	     double GKLS_D_func   (double *);                                      */
/*		 double GKLS_D2_func  (double *);                                      */
/*   -- subroutines of evaluation of the partial derivatives of test functions */
/*       double GKLS_D_deriv   (unsigned int, double *);                       */
/*       double GKLS_D2_deriv1 (unsigned int, double *);                       */
/*       double GKLS_D2_deriv2 (unsigned int, unsigned int, double *);         */
/*   -- subroutines of evaluation of the gradients and hessian matrix          */
/*      int GKLS_D_gradient  (double *, double *);                             */
/*      int GKLS_D2_gradient (double *, double *);                             */
/*      int GKLS_D2_hessian  (double *, double **);                            */
/*   -- memory allocation/deallocation subroutines:                            */
/*	     int  GKLS_domain_alloc (void); / void GKLS_domain_free  (void);       */
/*		 int  GKLS_alloc (void); / void GKLS_free (void);                      */
/*   -- auxiliary subroutines                                                  */
/* 	     int    GKLS_initialize_rnd (unsigned int, unsigned int, int);         */
/*       double GKLS_norm (double *, double *);                                */
/*******************************************************************************/

#include "gkls.h"
#include "rnd_gen.h"
#include <math.h>
#include <stdlib.h>
#include <malloc.h>

/*---------------- Variables accessible by the user -------------------- */
double *GKLS_domain_left; /* left boundary vector of D  */
  /* D=[GKLS_domain_left; GKLS_domain_ight] */
double *GKLS_domain_right;/* right boundary vector of D */

unsigned int GKLS_dim;    /* dimension of the problem,        */
                          /* 2<=GKLS_dim<NUM_RND (see random) */
unsigned int GKLS_num_minima; /* number of local minima, >=2  */

double GKLS_global_dist;  /* distance from the paraboloid minimizer  */
                          /* to the global minimizer                 */
double GKLS_global_radius;/* radius of the global minimizer          */
                          /* attraction region                       */
double GKLS_global_value; /* global minimum value,                   */
                          /* GKLS_global_value < GKLS_PARABOLOID_MIN */
T_GKLS_Minima GKLS_minima;
                          /* see the structures type description     */
T_GKLS_GlobalMinima GKLS_glob;

/*--------------------------- Global variables ----------------------*/
int isArgSet=0; /* isArgSet == 1 if all necessary parameters are set */

double delta; /* parameter using in D2-type function generation;     */
              /* it is chosen randomly from the                      */
              /* open interval (0,GKLS_DELTA_MAX_VALUE)              */
unsigned long rnd_counter; /* index of random array elements */

/*------------------ Auxiliary functions prototypes -----------------*/

double GKLS_norm(double *, double *);
int GKLS_alloc(void);
int GKLS_coincidence_check(void);
int GKLS_set_basins(void);
int GKLS_initialize_rnd(unsigned int, unsigned int, int);

/*****************************************************************************/
/*    Distance between two vectors in the Euclidean space R^(GKLS_dim)       */
/* INPUT:                                                                    */
/*    x1, x2 -- arrays of the coordinates of the two vectors x1 and x2       */
/*              of the dimension GKLS_dim                                    */
/* RETURN VALUE: Euclidean norm ||x1-x2||                                    */
/*****************************************************************************/
double GKLS_norm(double *x1, double *x2)
{
 unsigned int i;
 double norm = 0.0;
 for (i=0; i<GKLS_dim; i++)
   norm += (x1[i] - x2[i])*(x1[i] - x2[i]);
 return sqrt(norm);
} /* GKLS_norm() */

/*****************************************************************************/
/*     Allocating memory for the boundary vectors of the admissible region   */
/*     and setting (by default) D=[-1,1]^(GKLS_dim)                          */
/*     This subroutine should be called before the work with the generator   */
/* The subroutine has no INPUT parameters                                    */
/* RETURN VALUE: an error code                                               */
/*****************************************************************************/
int GKLS_domain_alloc()
{
 unsigned int i;

 if ( (GKLS_dim <= 1) || (GKLS_dim >= NUM_RND) )
   return GKLS_DIM_ERROR; /* problem dimension error */
 if ((GKLS_domain_left = (double *)(malloc((size_t)GKLS_dim*sizeof(double)))) == NULL)
   return GKLS_MEMORY_ERROR; /* memory allocation error */
 if ((GKLS_domain_right =(double *)(malloc((size_t)GKLS_dim*sizeof(double)))) == NULL)
   return GKLS_MEMORY_ERROR; /* memory allocation error */
 /* Set the admissible region as [-1,1]^GKLS_dim */
 for (i=0; i<GKLS_dim; i++) {
   GKLS_domain_left[i]  = -1.0;
   GKLS_domain_right[i] =  1.0;
 }
 return GKLS_OK; /* no errors */
} /* GKLS_domain_alloc() */

/*****************************************************************************/
/* Deallocating memory allocated for the boundary vectors                    */
/* This subroutine should be called at the end of the work with the generator*/
/*****************************************************************************/
void GKLS_domain_free()
{
 free(GKLS_domain_left);
 free(GKLS_domain_right);
} /* GKLS_domain_free() */


/*****************************************************************************/
/*   Setting default values of the input parameters                          */
/*   If the boundary vectors have not been allocated,                        */
/*   the subroutine allocates them                                           */
/* The subroutine has no INPUT parameters                                    */
/* RETURN VALUE: an error code (result of the operation of memory allocation */
/*****************************************************************************/
int GKLS_set_default()
{
  unsigned int i;
  int error;
  double min_side, tmp;

  GKLS_dim = 2;

  GKLS_num_minima = 10;

  if ((GKLS_domain_left == NULL) || (GKLS_domain_right == NULL)) {
	  /* define the boundaries  */
	  if ((error=GKLS_domain_alloc()) != GKLS_OK) return error;
  }
  /* Find min_side = min |b(i)-a(i)|, D=[a,b], and                       */
  /* set the distance from the paraboloid vertex to the global minimizer */
  min_side = GKLS_domain_right[0]-GKLS_domain_left[0];
  for (i=1; i<GKLS_dim; i++)
    if ((tmp=GKLS_domain_right[i]-GKLS_domain_left[i]) < min_side)
		min_side = tmp;
  GKLS_global_dist = min_side/3.0;

  GKLS_global_radius = 0.5*GKLS_global_dist;

  GKLS_global_value = GKLS_GLOBAL_MIN_VALUE;

  return GKLS_OK;

} /* GKLS_set_default() */


/*****************************************************************************/
/*     Allocating memory for dynamic arrays                                  */
/*     (for lists of the structures GKLS_minima and GKLS_glob)               */
/*     It is called by the generator subroutine GKLS_arg_generator()         */
/* The subroutine has no INPUT parameters                                    */
/* RETURN VALUE: an error code                                               */
/*****************************************************************************/
int GKLS_alloc()
{
 unsigned int i;

 if ( (GKLS_dim <= 1) || (GKLS_dim >= NUM_RND) )
   return GKLS_DIM_ERROR; /* problem dimension error */
 if (GKLS_num_minima <= 1)
   return GKLS_NUM_MINIMA_ERROR; /* erroneous number of local minima */
 if ((GKLS_minima.local_min =(double **)(malloc((size_t)GKLS_num_minima*sizeof(double *)))) == NULL)
   return GKLS_MEMORY_ERROR; /* memory allocation error */
 for (i=0; i<GKLS_num_minima; i++)
   if ((GKLS_minima.local_min[i] =(double *)(malloc((size_t)GKLS_dim*sizeof(double)))) == NULL)
     return GKLS_MEMORY_ERROR; /* memory allocation error */
 if ((GKLS_minima.w_rho =(double *)(malloc((size_t)GKLS_num_minima*sizeof(double)))) == NULL)
   return GKLS_MEMORY_ERROR;   /* memory allocation error */
 if ((GKLS_minima.peak =(double *)(malloc((size_t)GKLS_num_minima*sizeof(double)))) == NULL)
   return GKLS_MEMORY_ERROR;   /* memory allocation error */
 if ((GKLS_minima.rho =(double *)(malloc((size_t)GKLS_num_minima*sizeof(double)))) == NULL)
   return GKLS_MEMORY_ERROR;   /* memory allocation error */
 if ((GKLS_minima.f =(double *)(malloc((size_t)GKLS_num_minima*sizeof(double)))) == NULL)
   return GKLS_MEMORY_ERROR;   /* memory allocation error */
 if ((GKLS_glob.gm_index =
	 (unsigned int *)(malloc((size_t)GKLS_num_minima*sizeof(unsigned int)))) == NULL)
   return GKLS_MEMORY_ERROR;   /* memory allocation error */
 else
   GKLS_glob.num_global_minima = 0;

 return GKLS_OK; /* no errors */
} /* GKLS_alloc() */

/*******************************************************************************/
/* Deallocating dynamic memory allocated for structures GKLS_minima / GKLS_glob*/
/* It should be called at the end of the work with a generated test function   */
/*******************************************************************************/
void GKLS_free()
{
 unsigned int i;

 for (i=0; i<GKLS_num_minima; i++) {
	 free(GKLS_minima.local_min[i]);
 }
 free(GKLS_minima.local_min);
 free(GKLS_minima.w_rho);
 free(GKLS_minima.peak);
 free(GKLS_minima.rho);
 free(GKLS_minima.f);
 free(GKLS_glob.gm_index);

 isArgSet = 0; /* Parameters do not exist more */
} /* GKLS_free() */


/****************************************************************************/
/*           Checking the input parameters                                  */
/* The subroutine has no INPUT parameters                                   */
/* RETURN VALUE: an error code if there is an erroneous parameter           */
/****************************************************************************/
int GKLS_parameters_check()
{
 unsigned int i;
 double min_side, tmp;

 if  ((GKLS_dim <= 1) || (GKLS_dim >= NUM_RND))
   return GKLS_DIM_ERROR;   /* problem dimension errors */
 if (GKLS_num_minima <= 1)  /* number of local minima error */
	 return GKLS_NUM_MINIMA_ERROR;
 if ((GKLS_domain_left == NULL) || (GKLS_domain_right == NULL))
	 return GKLS_BOUNDARY_ERROR; /* the boundaries are not defined */
 for (i=0; i<GKLS_dim; i++)
  if (GKLS_domain_left[i] >= GKLS_domain_right[i] - GKLS_PRECISION)
     return GKLS_BOUNDARY_ERROR; /* the boundaries are erroneous */
 if (GKLS_global_value >= GKLS_PARABOLOID_MIN - GKLS_PRECISION)
	 return GKLS_GLOBAL_MIN_VALUE_ERROR; /* the global minimum value must   */
                                         /* be less than the paraboloid min */
 /* Find min_side = min |b(i)-a(i)|, D=[a,b], and                   */
 /* check the distance from paraboloid vertex to global minimizer   */
 min_side = GKLS_domain_right[0]-GKLS_domain_left[0];
 for (i=1; i<GKLS_dim; i++)
    if ((tmp=GKLS_domain_right[i]-GKLS_domain_left[i]) < min_side)
		min_side = tmp;
 if ( (GKLS_global_dist >= 0.5*min_side - GKLS_PRECISION) ||
      (GKLS_global_dist <= GKLS_PRECISION) )
    return GKLS_GLOBAL_DIST_ERROR; /* global distance error */
 if ( (GKLS_global_radius >= 0.5*GKLS_global_dist + GKLS_PRECISION) ||
	  (GKLS_global_radius <= GKLS_PRECISION) )
	return GKLS_GLOBAL_RADIUS_ERROR; /* global minimizer attr. radius error */

 return GKLS_OK; /* no errors */
} /* GKLS_parameters_check() */


/*****************************************************************************/
/*       The subroutine checks possible coincidence of local minimizers      */
/* The subroutine has no INPUT parameters                                    */
/* RETURN VALUE: an error code (GKLS_OK if there are no errors):             */
/*   GKLS_PARABOLA_MIN_COINCIDENCE_ERROR - if some local minimizer coincides */
/*                                         with the paraboloid minimizer     */
/*   GKLS_LOCAL_MIN_COINCIDENCE_ERRO     - if there is a pair of identical   */
/*                                         local minimizers                  */
/*****************************************************************************/
int GKLS_coincidence_check()
{
 unsigned int i, j;

 /* Check wether some local minimizer coincides with the paraboloid minimizer */
 for (i=2; i<GKLS_num_minima; i++)
  {
   if ( GKLS_norm(GKLS_minima.local_min[i], GKLS_minima.local_min[0]) < GKLS_PRECISION )
    return GKLS_PARABOLA_MIN_COINCIDENCE_ERROR;
  }

 /* Check wether there is a pair of identical local minimizers */
 for (i=1; i<GKLS_num_minima-1; i++)
  for (j=i+1; j<GKLS_num_minima; j++)
  {
   if ( GKLS_norm(GKLS_minima.local_min[i], GKLS_minima.local_min[j]) < GKLS_PRECISION )
    return GKLS_LOCAL_MIN_COINCIDENCE_ERROR;
  }

 return GKLS_OK;

} /* GKLS_coincidence_check() */

/*****************************************************************************/
/*    The subroutine determines attraction regions of local minimizers       */
/* It has no INPUT parameters                                                */
/* RETURN VALUE: an error code                                               */
/*****************************************************************************/
int GKLS_set_basins()
{
 unsigned int i, j;
 double temp_min;         /*  temporary  */
 double temp_d1, temp_d2; /*  variables  */
 double dist;  /* for finding the distance between two minimizers */

 /****************************************************************************/
 /* First, set the radii rho(i) of the attraction regions: these values are  */
 /* defined in such a way that attraction regions are as large as possible   */
 /* and do not overlap; it is not required that the attraction region of each*/
 /* local minimizer be entirely contained in D. The values found in such     */
 /* a manner are corrected then by the weight coefficients w(i)              */
 /****************************************************************************/

 /* Calculate dist(i) - the minimal distance from the minimizer i to         */
 /*                     the other minimizers.                                */
 /* Set the initial value of rho(i) as rho(i) = dist(i)/2: so the attraction */
 /* regions do not overlap                                                   */
 for (i=0; i<GKLS_num_minima; i++)
  {
   temp_min = GKLS_MAX_VALUE;
   for (j=0; j<GKLS_num_minima; j++)
    if (i != j)
     {
      if ((temp_d1=GKLS_norm(GKLS_minima.local_min[i], GKLS_minima.local_min[j])) < temp_min)
        temp_min = temp_d1;
     }

   dist = temp_min / 2.0;

   GKLS_minima.rho[i] = dist;
 }

 /* Since the radius of the attraction region of the global minimizer            */
 /* is fixed by the user, the generator adjusts the radii of the attraction      */
 /* regions, eventually overlapping with the attraction region of the global     */
 /* minimizer. To do this, it checks whether the attraction region radius        */
 /* of each local minimizer exceeds the distance between this minimizer          */
 /* and the attraction region of the global minimizer.                           */ 
 /* If such a situation is verified the generator decreases the attraction       */
 /* region radius of the local minimizer setting it equal to he distance between */
 /* the local minimizer and the attraction region of the global minimizer.       */  
 /* Note that the radius of the attraction region of the global minimizer can    */
 /* not be greater than one half of the distance (defined by the user) between   */
 /* the global minimizer and the paraboloid vertex. So, the initially defined    */
 /* attraction regions of the global minimizer and the paraboloid vertex do not  */
 /* overlap even when the global minimizer is the closest minimizer to the       */
 /* paraboloid vertex.                                                           */
  GKLS_minima.rho[1] = GKLS_global_radius;
  for (i=2; i<GKLS_num_minima; i++)
  {
    if ((dist=(GKLS_norm(GKLS_minima.local_min[i], GKLS_minima.local_min[1])
		      -GKLS_global_radius-GKLS_PRECISION)) < GKLS_minima.rho[i])
	   GKLS_minima.rho[i] = dist;
  }
 /* Try to expand the attraction regions of local minimizers until they      */
 /* do not overlap                                                           */
 for (i=0; i<GKLS_num_minima; i++)
 {
   if (i != 1) /* The radius of the attr. region of the global min is fixed  */
   { /* rho(i) := max {rho(i),min[||M(i)-M(j)|| - rho(j): i !=j]},      */
	 temp_min = GKLS_MAX_VALUE;
     for (j=0; j<GKLS_num_minima; j++)
     if (i != j)
	 {
      if ((temp_d1=GKLS_norm(GKLS_minima.local_min[i], GKLS_minima.local_min[j]) - GKLS_minima.rho[j]) < temp_min)
        temp_min = temp_d1;
     }
     /* Increase the radius rho(i) if it is possible */
	 if (temp_min > GKLS_minima.rho[i] + GKLS_PRECISION)
	   GKLS_minima.rho[i] = temp_min;
   }
 }

 /* Correct the radii by weight coefficients w(i)                    */
 /* The weight coefficients can be chosen randomly;                  */
 /* here they are defined by default as:                             */
 /*    w(i) = 0.99, i != 1 , and w(1) = 1.0 (global min index = 1)   */
 for (i=0; i<GKLS_num_minima; i++)
     GKLS_minima.rho[i] = GKLS_minima.w_rho[i] * GKLS_minima.rho[i];

 /*********************************************************************/
 /* Set the local minima values f(i) of test functions as follows:    */
 /*   f(i) = cond_min(i) - peak(i), i != 1 (global min index = 1)     */
 /*   f(0) = GKLS_PARABOLOID_MIN, f(1) = GKLS_GLOBAL_MIN_VALUE,       */
 /* where cond_min(i) is the paraboloid minimum value at the boundary */
 /* B={||x-M(i)||=rho(i)} of the attraction region of the local       */
 /* minimizer M(i), i.e.                                              */
 /*  cond_min(i) =                                                    */
 /*  = paraboloid g() value at (M(i)+rho(i)*(T-M(i))/norm(T-M)) =     */
 /*  = (rho(i) - norm(T-M(i)))^2 + t,                                 */
 /*  g(x) = ||x-T||^2 + t, x in D of R^GKLS_dim                       */
 /*                                                                   */
 /*  The values of peak(i) are chosen randomly from an interval       */
 /* (0, 2*rho(i), so that the values f(i) depend on radii rho(i) of   */
 /* the attraction regions, 2<=i<GKLS_dim.                            */
 /*  The condition f(x*)=f(1) <= f(i) must be satisfied               */
 /*********************************************************************/
 /* Fix to 0 the peak(i) values of the paraboloid and the global min  */
 GKLS_minima.peak[0] = 0.0; GKLS_minima.peak[1] = 0.0;
 for (i=2; i<GKLS_num_minima; i++) {
  /* Set values peak(i), i>= 2 */
  /* Note that peak(i) is such that the function value f(i) is smaller*/
  /* than min(GKLS_GLOBAL_MIN_VALUE, 2*rho(i))                        */
  temp_d1=GKLS_norm(GKLS_minima.local_min[0], GKLS_minima.local_min[i]);
  temp_min=(GKLS_minima.rho[i] - temp_d1)*(GKLS_minima.rho[i] - temp_d1)+
           GKLS_minima.f[0]; /*the conditional minimum at the boundary*/

  temp_d1 = (1.0 + rnd_num[rnd_counter])*GKLS_minima.rho[i];
  temp_d2 = rnd_num[rnd_counter]*(temp_min - GKLS_global_value);
  /* temp_d1 := min(temp_d1, temp_d2) */
  if (temp_d2 < temp_d1) temp_d1 = temp_d2;
  GKLS_minima.peak[i]= temp_d1;

  rnd_counter++;
  if (rnd_counter == NUM_RND)
    { ranf_array(rnd_num, NUM_RND); rnd_counter = 0L; }

  GKLS_minima.f[i] = temp_min - GKLS_minima.peak[i];
 }

/*********************************************************************/
/* Find all possible global minimizers and                           */
/* create a list of their indices among all the minimizers           */
/* Note that the paraboloid minimum can not be the global one because*/
/* the global optimum value is set to be less than the paraboloid    */
/* minimum value                                                     */
/*********************************************************************/
 GKLS_glob.num_global_minima = 0;
 for (i=0; i<GKLS_num_minima; i++)
	if ((GKLS_minima.f[i] >= GKLS_global_value - GKLS_PRECISION) &&
		(GKLS_minima.f[i] <= GKLS_global_value + GKLS_PRECISION))
	{
	   GKLS_glob.gm_index[GKLS_glob.num_global_minima] = i;
	   GKLS_glob.num_global_minima ++;
	/* The first GKLS_glob.num_global_minima elements of the list    */
	/* contain the indices of the global minimizers                  */
	}
    else
       GKLS_glob.gm_index[GKLS_num_minima-1-i+GKLS_glob.num_global_minima]
	    = i;
	/* The remaining elements of the list                            */
	/* contain the indices of local (non global) minimizers          */

 if (GKLS_glob.num_global_minima == 0) /*   erroneous case:       */
	return GKLS_FLOATING_POINT_ERROR;  /* some programmer's error */

 return GKLS_OK;
} /* GKLS_set_basins() */

/*****************************************************************************/
/* The subroutine initializes random sequence by generating a seed that      */
/* depends on a specific test function number, on the number of local minima,*/
/* and on the problem dimension                                              */
/* INPUT PARAMETERS:                                                         */
/*  dim  -- dimension of the problem (dim >= 2);                             */
/*  nmin -- number of local minima (nmin >= 2);                              */
/*  nf   -- test function number (from 1 to 100)                             */
/* RETURN VALUE: normally GKLS_OK                                            */
/*****************************************************************************/
int GKLS_initialize_rnd(unsigned int dim, unsigned int nmin, int nf)
{
 long seed;
 /* seed number between 0 and 2^30-3 = 1,073,741,821*/

 seed = (nf-1) + (nmin-1)*100 + dim*1000000L;
 /* If big values of nmin and dim are required, */
 /* one must check wether seed <= 1073741821    */

 ranf_start(seed);

 return GKLS_OK;
} /* GKLS_initialize_rnd() */


/*****************************************************************************/
/* The main subroutine of the package that generates randomly the local and  */
/* the global minimizers and function values at minimizers;                  */
/* it determines the radii of attraction regions of the minimizers           */
/* INPUT PARAMETER:                                                          */
/*   nf -- determines the number of test function, 1 <= nf <= 100            */
/* RETURN VALUE:                                                             */
/*   an error code                                                           */
/* The boundaries vectors should be created and                              */
/* the parameters of the class should be defined first                       */
/*****************************************************************************/
int GKLS_arg_generate (unsigned int nf)
{
 unsigned int i, j;
 int error;
 double sin_phi; /* for generating of the global minimizer coordinates */
                 /* by using the generalized spherical coordinates     */
 double gap = GKLS_global_radius; /* gap > 0 */
       /* the minimal distance of any local minimizer to the attraction*/
       /* region of the global minimizer M(1); the value               */
       /* GKLS_global_radius is given by default and can be changed,   */
       /* but it should not be too small.                              */

 /* Check function number */
 if ((nf < 1) || (nf > 100)) return GKLS_FUNC_NUMBER_ERROR;

 /* Check parameters */
 if ( (error = GKLS_parameters_check()) != GKLS_OK) return error;

 /* Allocate memory */
 if ( (error = GKLS_alloc()) != GKLS_OK) return error;

 /* Set random seed */
 if ( (error = GKLS_initialize_rnd(GKLS_dim,GKLS_num_minima,nf)) != GKLS_OK)
    return error;

 ranf_array(rnd_num, NUM_RND); /* get random sequence */
 rnd_counter = 0L;   /* index of the random element from the sequence */
                     /* to be used as the next random number          */

 /* Set the paraboloid minimizer coordinates and */
 /* the paraboloid minimum value                 */
 for (i=0; i<GKLS_dim; i++) {
   GKLS_minima.local_min[0][i] = GKLS_domain_left[i] +
		   rnd_num[rnd_counter]*(GKLS_domain_right[i] - GKLS_domain_left[i]);
   rnd_counter++;
   if (rnd_counter == NUM_RND) {
     ranf_array(rnd_num, NUM_RND); rnd_counter = 0L;
   }
 } /* for coordinates */
 GKLS_minima.f[0] = GKLS_PARABOLOID_MIN; /* fix the paraboloid min value */

 /* Generate the global minimizer using generalized spherical coordinates*/
 /* with an arbitrary vector phi and the fixed radius GKLS_global_radius */

 /* First, generate an angle 0 <= phi(0) <= PI, and the coordinate x(0)*/
   ranf_array(rnd_num, NUM_RND);
   rnd_counter = 0L;
   GKLS_minima.local_min[1][0] = GKLS_minima.local_min[0][0] +
	       GKLS_global_dist*cos(PI*rnd_num[rnd_counter]);
   if ( (GKLS_minima.local_min[1][0] > GKLS_domain_right[0] - GKLS_PRECISION) ||
	    (GKLS_minima.local_min[1][0] < GKLS_domain_left[0] + GKLS_PRECISION) )
      GKLS_minima.local_min[1][0] = GKLS_minima.local_min[0][0] -
	       GKLS_global_dist*cos(PI*rnd_num[rnd_counter]);
   sin_phi = sin(PI*rnd_num[rnd_counter]);
   rnd_counter++;

 /* Generate the remaining angles 0<=phi(i)<=2*PI, and         */
 /* the coordinates x(i), i=1,...,GKLS_dim-2 (not last!)       */
   for(j=1; j<GKLS_dim-1; j++) {
    GKLS_minima.local_min[1][j] = GKLS_minima.local_min[0][j] +
		   GKLS_global_dist*cos(2.0*PI*rnd_num[rnd_counter])*sin_phi;
    if ( (GKLS_minima.local_min[1][j] > GKLS_domain_right[j] - GKLS_PRECISION) ||
		 (GKLS_minima.local_min[1][j] < GKLS_domain_left[j] + GKLS_PRECISION) )
       GKLS_minima.local_min[1][j] = GKLS_minima.local_min[0][j] -
	       GKLS_global_dist*cos(2.0*PI*rnd_num[rnd_counter])*sin_phi;
    sin_phi *= sin(2.0*PI*rnd_num[rnd_counter]);
    rnd_counter++;
   }

 /* Generate the last coordinate x(GKLS_dim-1) */
   GKLS_minima.local_min[1][GKLS_dim-1] = GKLS_minima.local_min[0][GKLS_dim-1] +
	       GKLS_global_dist*sin_phi;
   if ( (GKLS_minima.local_min[1][GKLS_dim-1] > GKLS_domain_right[GKLS_dim-1] - GKLS_PRECISION) ||
	    (GKLS_minima.local_min[1][GKLS_dim-1] < GKLS_domain_left[GKLS_dim-1] + GKLS_PRECISION) )
      GKLS_minima.local_min[1][GKLS_dim-1] =
	      GKLS_minima.local_min[0][GKLS_dim-1] - GKLS_global_dist*sin_phi;

 /* Set the global minimum value */
 GKLS_minima.f[1] = GKLS_global_value;

 /* Set the weight coefficients w_rho(i) */
 for (i=0; i<GKLS_num_minima; i++)
    GKLS_minima.w_rho[i] = 0.99;
 GKLS_minima.w_rho[1]=1.0;


 /* Set the parameter delta for D2-type functions       */
 /* It is chosen randomly from (0,GKLS_DELTA_MAX_VALUE) */
 delta = GKLS_DELTA_MAX_VALUE*rnd_num[rnd_counter];
 rnd_counter++;
 if (rnd_counter == NUM_RND) {
	 ranf_array(rnd_num, NUM_RND); rnd_counter = 0L;
 }

 /* Choose randomly coordinates of local minimizers       */
 /* This procedure is repeated while the local minimizers */
 /* coincide (external do...while);                       */
 /* The internal cycle do..while serves to choose local   */
 /* minimizers in certain distance from the attraction    */
 /* region of the global minimizer M(i)                   */
 do
 {
   i=2;
   while (i<GKLS_num_minima) {
    do
    {
	  ranf_array(rnd_num, NUM_RND);
      rnd_counter = 0L;
      for(j=0; j<GKLS_dim; j++) {
	    GKLS_minima.local_min[i][j] = GKLS_domain_left[j] +
		  rnd_num[rnd_counter]*(GKLS_domain_right[j] - GKLS_domain_left[j]);
	    rnd_counter++;
	    if (rnd_counter == NUM_RND) {
		   ranf_array(rnd_num, NUM_RND); rnd_counter = 0L;
		}
	  }
     /* Check wether this local minimizer belongs to a zone of */
	 /* the global minimizer M(i)                              */
    } while ( (GKLS_global_radius + gap) -
		      GKLS_norm(GKLS_minima.local_min[i], GKLS_minima.local_min[1])
		       > GKLS_PRECISION );
   i++;
   }
   error = GKLS_coincidence_check();
 } while ( (error == GKLS_PARABOLA_MIN_COINCIDENCE_ERROR) ||
           (error == GKLS_LOCAL_MIN_COINCIDENCE_ERROR) );
 error = GKLS_set_basins();
 if (error == GKLS_OK) isArgSet = 1; /* All the parameters are set */
 /* and the user can evaluate a specific test function or          */
 /* its partial derivative by calling corresponding subroutines    */

 return error;

} /* GKLS_arg_generate () */


/************************************************************************/
/*  The subroutine evaluates the generated function                     */
/*  of the ND-type (non-differentiable)                                 */
/*                                                                      */
/* INPUT PARAMETER:                                                     */
/*   x -- a point of the (GKLS_dim)-dimensional euclidean space         */
/* RETURN VALUE:                                                        */
/*   a function value OR                                                */
/*   GKLS_MAX_VALUE if: (1) the vector x does not belong to D;          */
/*                      (2) the user tries to call the function without */
/*                          parameter defining                          */
/************************************************************************/
double GKLS_ND_func(double *x)
{
 unsigned int i, index;
 double norm, scal, a, rho; /* working variables */

 if (!isArgSet) return GKLS_MAX_VALUE;

 for (i=0; i<GKLS_dim; i++)
  if ( (x[i] < GKLS_domain_left[i]-GKLS_PRECISION) || (x[i] > GKLS_domain_right[i]+GKLS_PRECISION) )
    return GKLS_MAX_VALUE;
 /* Check wether x belongs to some basin of local minima, M(index) <> T */
 /* Attention: number of local minima must be >= 2 */
 index = 1;
 while ((index<GKLS_num_minima) &&
        (GKLS_norm(GKLS_minima.local_min[index],x) > GKLS_minima.rho[index]) )
  index++;
 if (index == GKLS_num_minima)
  {
   norm = GKLS_norm(GKLS_minima.local_min[0],x);
   /* Return the value of the paraboloid function */
   return (norm * norm + GKLS_minima.f[0]);
  }

 /* Check wether x coincides with the local minimizer M(index) */
 if ( GKLS_norm(x, GKLS_minima.local_min[index]) < GKLS_PRECISION )
    return GKLS_minima.f[index];

 norm = GKLS_norm(GKLS_minima.local_min[0],GKLS_minima.local_min[index]);
 a = norm * norm + GKLS_minima.f[0] - GKLS_minima.f[index];
 rho = GKLS_minima.rho[index];
 norm = GKLS_norm(GKLS_minima.local_min[index],x);
 scal = 0.0;
 for(i=0; i<GKLS_dim; i++)
   scal += (x[i] - GKLS_minima.local_min[index][i]) *
           (GKLS_minima.local_min[0][i] - GKLS_minima.local_min[index][i]);
 /* Return the value of the quadratic interpolation function */
 return ((1.0 - 2.0/rho * scal / norm + a/rho/rho)*norm*norm +
	     GKLS_minima.f[index]);

} /* GKLS_ND_func() */


/************************************************************************/
/*  The subroutine evaluates the generated function                     */
/*  of the D-type (continuously differentiable)                         */
/*                                                                      */
/* INPUT PARAMETER:                                                     */
/*   x -- a point of the (GKLS_dim)-dimensional euclidean space         */
/* RETURN VALUE:                                                        */
/*   a function value OR                                                */
/*   GKLS_MAX_VALUE if: (1) the vector x does not belong to D;          */
/*                      (2) the user tries to call the function without */
/*                          parameter defining                          */
/************************************************************************/
double GKLS_D_func(double *x)
{
 unsigned int i, index;
 double norm, scal, a, rho; /* working variables */

 if (!isArgSet) return GKLS_MAX_VALUE;

 for (i=0; i<GKLS_dim; i++)
  if ( (x[i] < GKLS_domain_left[i]-GKLS_PRECISION) || (x[i] > GKLS_domain_right[i]+GKLS_PRECISION) )
    return GKLS_MAX_VALUE;
 /* Check wether x belongs to some basin of local minima, M(index) <> T */
 /* Attention: number of local minima must be >= 2 */
 index = 1;
 while ((index<GKLS_num_minima) &&
        (GKLS_norm(GKLS_minima.local_min[index],x) > GKLS_minima.rho[index]) )
  index++;
 if (index == GKLS_num_minima)
  {
   norm = GKLS_norm(GKLS_minima.local_min[0],x);
   /* Return the value of the paraboloid function */
   return (norm * norm + GKLS_minima.f[0]);
  }

 /* Check wether x coincides with the local minimizer M(index) */
 if ( GKLS_norm(x, GKLS_minima.local_min[index]) < GKLS_PRECISION )
    return GKLS_minima.f[index];

 norm = GKLS_norm(GKLS_minima.local_min[0],GKLS_minima.local_min[index]);
 a = norm * norm + GKLS_minima.f[0] - GKLS_minima.f[index];
 rho = GKLS_minima.rho[index];
 norm = GKLS_norm(GKLS_minima.local_min[index],x);
 scal = 0.0;
 for(i=0; i<GKLS_dim; i++)
   scal += (x[i] - GKLS_minima.local_min[index][i]) *
           (GKLS_minima.local_min[0][i] - GKLS_minima.local_min[index][i]);
 /* Return the value of the cubic interpolation function */
 return (2.0/rho/rho * scal / norm - 2.0*a/rho/rho/rho)*norm*norm*norm +
        (1.0-4.0*scal/norm/rho + 3.0*a/rho/rho)*norm*norm + GKLS_minima.f[index];

} /* GKLS_D_func() */


/************************************************************************/
/*  The subroutine evaluates the generated function                     */
/*  of the D2-type (twice continuously differentiable)                  */
/*                                                                      */
/* INPUT PARAMETER:                                                     */
/*   x -- a point of the (GKLS_dim)-dimensional euclidean space         */
/* RETURN VALUE:                                                        */
/*   a function value OR                                                */
/*   GKLS_MAX_VALUE if: (1) the vector x does not belong to D;          */
/*                      (2) the user tries to call the function without */
/*                          parameter defining                          */
/************************************************************************/
double GKLS_D2_func(double *x)
{
 unsigned int dim, i, index;
 double norm, scal, a, rho; /* working variables */

 if (!isArgSet) return GKLS_MAX_VALUE;

 dim = GKLS_dim;
 for (i=0; i<dim; i++)
  if ( (x[i] < GKLS_domain_left[i]-GKLS_PRECISION) ||
	   (x[i] > GKLS_domain_right[i] + GKLS_PRECISION) )
    return GKLS_MAX_VALUE;
 /* Check wether x belongs to some basin of local minima */
 index = 1;
 while ((index<GKLS_num_minima) &&
        (GKLS_norm(GKLS_minima.local_min[index],x) > GKLS_minima.rho[index]) )
  index++;
 if (index == GKLS_num_minima)
  {
   norm = GKLS_norm(GKLS_minima.local_min[0],x);
   /* Return the value of the paraboloid function */
   return (norm * norm + GKLS_minima.f[0]);
  }

 /* Check wether x coincides with the local minimizer M(index) */
 if ( GKLS_norm(x, GKLS_minima.local_min[index]) < GKLS_PRECISION )
    return GKLS_minima.f[index];

 norm = GKLS_norm(GKLS_minima.local_min[0],GKLS_minima.local_min[index]);
 a = norm * norm + GKLS_minima.f[0] - GKLS_minima.f[index];
 rho = GKLS_minima.rho[index];
 norm = GKLS_norm(GKLS_minima.local_min[index],x);
 scal = 0.0;
 for(i=0; i<dim; i++)
   scal += (x[i] - GKLS_minima.local_min[index][i]) *
           (GKLS_minima.local_min[0][i] - GKLS_minima.local_min[index][i]);
 /* Return the value of the quintic interpolation function */
 return ( (-6.0*scal/norm/rho + 6.0*a/rho/rho + 1.0 - delta/2.0) *
                                 norm * norm / rho / rho  +
          (16.0*scal/norm/rho - 15.0*a/rho/rho - 3.0 + 1.5*delta) * norm/rho +
          (-12.0*scal/norm/rho + 10.0*a/rho/rho + 3.0 - 1.5*delta)) *
          norm * norm * norm / rho +
          0.5*delta*norm*norm + GKLS_minima.f[index];

} /* GKLS_D2_func() */


/*******************************************************************************/
/*  The subroutine evaluates the first order partial derivative of D-type      */
/*  function with respect to the variable indicated by the user                */
/* INPUT PARAMETERS:                                                           */
/*   var_j -- an index of the variable with respect to which the derivative    */
/*            is evaluated                                                     */
/*   x     -- a point of the (GKLS_dim)-dimensional euclidean space            */
/* RETURN VALUE:                                                               */
/*   a first order partial derivative value OR                                 */
/*   GKLS_MAX_VALUE if: (1) the index of variable is out of range [1,GKLS_dim];*/
/*                      (2) the vector x does not belong to D;                 */
/*                      (3) the user tries to call the function without        */
/*                          parameter defining                                 */
/*******************************************************************************/
double GKLS_D_deriv(unsigned int var_j, double *x)
{
 unsigned int i, index;
 double norm, scal, dif, a, rho, h; /* working variables */

 if ( (var_j == 0) || (var_j > GKLS_dim) ) return GKLS_MAX_VALUE;
 else  var_j = var_j - 1; /* to be used as an index of array */

 if (!isArgSet) return GKLS_MAX_VALUE;

 for (i=0; i<GKLS_dim; i++)
  if ( (x[i] < GKLS_domain_left[i]-GKLS_PRECISION) || (x[i] > GKLS_domain_right[i]+GKLS_PRECISION) )
    return GKLS_MAX_VALUE;
 /* Check wether x belongs to some basin of local minima, M(index) <> T */
 /* Attention: number of local minima must be >= 2 */
 index = 1;
 while ((index<GKLS_num_minima) &&
        (GKLS_norm(GKLS_minima.local_min[index],x) > GKLS_minima.rho[index]) )
  index++;
 if (index == GKLS_num_minima)
  {
   /* Return the value of the first order partial derivative of the paraboloid function */
   return 2.0*(x[var_j]-GKLS_minima.local_min[0][var_j]);
  }

 /* Check wether x coincides with the local minimizer M(index) */
 if ( GKLS_norm(x, GKLS_minima.local_min[index]) < GKLS_PRECISION )
    return 0.0;

 norm = GKLS_norm(GKLS_minima.local_min[0],GKLS_minima.local_min[index]);
 a = norm * norm + GKLS_minima.f[0] - GKLS_minima.f[index];
 rho = GKLS_minima.rho[index];
 norm = GKLS_norm(GKLS_minima.local_min[index],x);
 scal = 0.0;
 for(i=0; i<GKLS_dim; i++)
   scal += (x[i] - GKLS_minima.local_min[index][i]) *
           (GKLS_minima.local_min[0][i] - GKLS_minima.local_min[index][i]);
 dif = x[var_j] - GKLS_minima.local_min[index][var_j];
 h = (GKLS_minima.local_min[0][var_j]-GKLS_minima.local_min[index][var_j])*norm -
     scal*dif/norm;
 /* Return the value of dC(x)/dx[var_i] of the D-type function */
 return ( h * (2.0/rho/rho*norm - 4.0/rho) +
	      dif * (6.0/rho/rho*scal - 6.0/rho/rho/rho*a*norm -
		         8.0/rho/norm*scal + 6.0/rho/rho*a + 2.0) );

} /* GKLS_D_deriv() */

/*******************************************************************************/
/*  The subroutine evaluates the first order partial derivative of D2-type     */
/*  function with respect to the variable indicated by the user                */
/* INPUT PARAMETERS:                                                           */
/*   var_j -- an index of the variable with respect to which the derivative    */
/*            is evaluated                                                     */
/*   x     -- a point of the (GKLS_dim)-dimensional euclidean space            */
/* RETURN VALUE:                                                               */
/*   a first order partial derivative value OR                                 */
/*   GKLS_MAX_VALUE if: (1) the index of variable is out of range [1,GKLS_dim];*/
/*                      (2) the vector x does not belong to D;                 */
/*                      (3) the user tries to call the function without        */
/*                          parameter defining                                 */
/*******************************************************************************/
double GKLS_D2_deriv1(unsigned int var_j, double *x)
{
 unsigned int i, index;
 double norm, scal, dif, a, rho, h; /* working variables */

 if ( (var_j == 0) || (var_j > GKLS_dim) ) return GKLS_MAX_VALUE;
 else  var_j = var_j - 1; /* to be used as an index of array */

 if (!isArgSet) return GKLS_MAX_VALUE;

 for (i=0; i<GKLS_dim; i++)
  if ( (x[i] < GKLS_domain_left[i]-GKLS_PRECISION) || (x[i] > GKLS_domain_right[i]+GKLS_PRECISION) )
    return GKLS_MAX_VALUE;
 /* Check wether x belongs to some basin of local minima, M(index) <> T */
 /* Attention: number of local minima must be >= 2 */
 index = 1;
 while ((index<GKLS_num_minima) &&
        (GKLS_norm(GKLS_minima.local_min[index],x) > GKLS_minima.rho[index]) )
  index++;
 if (index == GKLS_num_minima)
  {
   /* Return the value of the first order partial derivative of the paraboloid function */
   return 2.0*(x[var_j]-GKLS_minima.local_min[0][var_j]);
  }

 /* Check wether x coincides with the local minimizer M(index) */
 if ( GKLS_norm(x, GKLS_minima.local_min[index]) < GKLS_PRECISION )
    return 0.0;

 norm = GKLS_norm(GKLS_minima.local_min[0],GKLS_minima.local_min[index]);
 a = norm * norm + GKLS_minima.f[0] - GKLS_minima.f[index];
 rho = GKLS_minima.rho[index];
 norm = GKLS_norm(GKLS_minima.local_min[index],x);
 scal = 0.0;
 for(i=0; i<GKLS_dim; i++)
   scal += (x[i] - GKLS_minima.local_min[index][i]) *
           (GKLS_minima.local_min[0][i] - GKLS_minima.local_min[index][i]);
 dif = x[var_j] - GKLS_minima.local_min[index][var_j];
 h = (GKLS_minima.local_min[0][var_j]-GKLS_minima.local_min[index][var_j])*norm -
     scal*dif/norm;
 /* Return the value of dQ(x)/dx[var_i] of the D2-type function */
 return ( h*norm/rho/rho * (-6.0*norm*norm/rho/rho + 16.0*norm/rho - 12.0) +
	dif*norm * ((-30.0/rho/norm*scal+30/rho/rho*a+5.0-2.5*delta)/rho/rho/rho*norm*norm +
	            (64.0/rho/norm*scal-60.0/rho/rho*a-12.0+6.0*delta)/rho/rho*norm +
	            (-36.0/rho/norm*scal+30.0/rho/rho*a+9.0-4.5*delta)/rho) +
	dif*delta );


} /* GKLS_D2_deriv1() */


/*******************************************************************************/
/*  The subroutine evaluates the second order partial derivative of D2-type    */
/*  function with respect to the variables indicated by the user               */
/* INPUT PARAMETERS:                                                           */
/*   var_j, var_k -- indices of the variables with respect to which the        */
/*                   2nd order partial derivative d^2[f(x)]/(dx_j)(dx_k)       */
/*                   is evaluated                                              */
/*   x            -- a point of the (GKLS_dim)-dimensional euclidean space     */
/* RETURN VALUE:                                                               */
/*   a second order partial derivative value OR                                */
/*   GKLS_MAX_VALUE if:(1) the index of a variable is out of range [1,GKLS_dim]*/
/*                     (2) the vector x does not belong to D;                  */
/*                     (3) the user tries to call the function without         */
/*                         parameter defining                                  */
/*******************************************************************************/
double GKLS_D2_deriv2(unsigned int var_j, unsigned int var_k, double *x)
{
 unsigned int i, index;
 double norm, scal, a, rho,
	    dh, difj, difk, hj, hk, dQ_jk; /* working variables */
 int the_same;  /* is TRUE if var_j==var_k */

 if ( (var_j == 0) || (var_j > GKLS_dim) ) return GKLS_MAX_VALUE;
 if ( (var_k == 0) || (var_k > GKLS_dim) ) return GKLS_MAX_VALUE;
 the_same = (var_j == var_k);
 var_j = var_j - 1; var_k = var_k - 1; /* to be used as indexes of array */

 if (!isArgSet) return GKLS_MAX_VALUE;

 for (i=0; i<GKLS_dim; i++)
  if ( (x[i] < GKLS_domain_left[i]-GKLS_PRECISION) || (x[i] > GKLS_domain_right[i]+GKLS_PRECISION) )
    return GKLS_MAX_VALUE;
 /* Check wether x belongs to some basin of local minima, M(index) <> T */
 /* Attention: number of local minima must be >= 2 */
 index = 1;
 while ((index<GKLS_num_minima) &&
        (GKLS_norm(GKLS_minima.local_min[index],x) > GKLS_minima.rho[index]) )
  index++;
 if (index == GKLS_num_minima)
 {
   /* Return the value of the second order partial derivative of the paraboloid function */
   if (the_same) return 2.0;
   else return 0.0;
 }

 /* Check wether x coincides with the local minimizer M(index) */
 if ( GKLS_norm(x, GKLS_minima.local_min[index]) < GKLS_PRECISION )
 {
   if (the_same) return delta;
   else return 0.0;
 }

 norm = GKLS_norm(GKLS_minima.local_min[0],GKLS_minima.local_min[index]);
 a = norm * norm + GKLS_minima.f[0] - GKLS_minima.f[index];
 rho = GKLS_minima.rho[index];
 norm = GKLS_norm(GKLS_minima.local_min[index],x);
 scal = 0.0;
 for(i=0; i<GKLS_dim; i++)
   scal += (x[i] - GKLS_minima.local_min[index][i]) *
           (GKLS_minima.local_min[0][i] - GKLS_minima.local_min[index][i]);
 difj = x[var_j] - GKLS_minima.local_min[index][var_j];
 difk = x[var_k] - GKLS_minima.local_min[index][var_k];
 hj = (GKLS_minima.local_min[0][var_j]-GKLS_minima.local_min[index][var_j])*norm -
     scal*difj/norm;
 hk = (GKLS_minima.local_min[0][var_k]-GKLS_minima.local_min[index][var_k])*norm -
     scal*difk/norm;

 dh = (GKLS_minima.local_min[0][var_j]-GKLS_minima.local_min[index][var_j])*difk/norm -
	   hk*difj/norm/norm;
 if (the_same) dh = dh - scal/norm;

 dQ_jk = -6.0/rho/rho/rho/rho*(dh*norm*norm*norm+3.0*hj*difk*norm) -
	     30.0/rho/rho/rho/rho*hk*difj*norm +
		 15.0/rho/rho/rho*(-6.0/rho*scal/norm+6.0/rho/rho*a+1-0.5*delta)*difj*difk*norm +
		 16.0/rho/rho/rho*(dh*norm*norm+2.0*hj*difk) +
		 64.0/rho/rho/rho*hk*difj +
		 8.0/rho/rho*(16.0/rho*scal/norm-15.0/rho/rho*a-3.0+1.5*delta)*difj*difk -
		 12.0/rho/rho*(dh*norm+hj*difk/norm) -
 		 36.0/rho/rho*hk*difj/norm +
         3.0/rho*(-12.0/rho*scal/norm+10.0/rho/rho*a+3.0-1.5*delta)*difj*difk/norm;

 if (the_same)
	 dQ_jk = dQ_jk +
	     5.0*norm*norm*norm/rho/rho/rho*(-6.0/rho*scal/norm+6.0/rho/rho*a+1-0.5*delta) +
         4.0*norm*norm/rho/rho*(16.0/rho*scal/norm-15.0/rho/rho*a-3.0+1.5*delta) +
		 norm/rho*(-12.0/rho*scal/norm+10.0/rho/rho*a+3.0-1.5*delta) +
		 delta;
 /* Return the value of d^2[Q(x)]/dx[var_j]dx[var_k] of the D2-type function */
 return dQ_jk;


} /* GKLS_D2_deriv2() */

/*******************************************************************************/
/*  The subroutine evaluates the gradient of the D-type test function          */
/* INPUT PARAMETERS:                                                           */
/*   x -- a point of the (GKLS_dim)-dimensional euclidean space                */
/*   g -- a pointer to the allocated array of the dimension GKLS_dim           */
/* RETURN VALUES:                                                              */
/*   an error code (that can be: GKLS_OK -- no error, or                       */
/*                               GKLS_DERIV_EVAL_ERROR -- otherwise)           */
/*   g -- a pointer to the array of gradient coordinates                       */
/*******************************************************************************/
int GKLS_D_gradient (double *x, double *g)
{
  unsigned int i;
  int error_code = GKLS_OK;

  if (!isArgSet) return GKLS_DERIV_EVAL_ERROR;
  if (g == NULL) return GKLS_DERIV_EVAL_ERROR;

  for (i=1; i<=GKLS_dim; i++)
  {
    g[i-1] = GKLS_D_deriv(i,x);
    if (g[i-1] >= GKLS_MAX_VALUE-1000.0)
		error_code = GKLS_DERIV_EVAL_ERROR;
  }
return error_code;
} /* GKLS_D_gradient() */


/*******************************************************************************/
/*  The subroutine evaluates the gradient of the D2-type test function         */
/* INPUT PARAMETERS:                                                           */
/*   x -- a point of the (GKLS_dim)-dimensional euclidean space                */
/*   g -- a pointer to the allocated array of the dimension GKLS_dim           */
/* RETURN VALUES:                                                              */
/*   an error code (that can be: GKLS_OK -- no error, or                       */
/*                               GKLS_DERIV_EVAL_ERROR -- otherwise)           */
/*   g -- a pointer to the array of gradient coordinates                       */
/*******************************************************************************/
int GKLS_D2_gradient (double *x, double *g)
{
  unsigned int i;
  int error_code = GKLS_OK;

  if (!isArgSet) return GKLS_DERIV_EVAL_ERROR;
  if (g == NULL) return GKLS_DERIV_EVAL_ERROR;

  for (i=1; i<=GKLS_dim; i++)
  {
    g[i-1] = GKLS_D2_deriv1(i,x);
    if (g[i-1] >= GKLS_MAX_VALUE-1000.0)
		error_code = GKLS_DERIV_EVAL_ERROR;
  }
return error_code;
} /* GKLS_D2_gradient() */


/*******************************************************************************/
/*  The subroutine evaluates the Hessian matrix of the D2-type test function   */
/* INPUT PARAMETERS:                                                           */
/*   x -- a point of the (GKLS_dim)-dimensional euclidean space                */
/*   h -- a pointer to the allocated matrix of dimension[GKLS_dim,GKLS_dim]    */
/* RETURN VALUES:                                                              */
/*   an error code (that can be: GKLS_OK -- no error, or                       */
/*                               GKLS_DERIV_EVAL_ERROR -- otherwise            */
/*   h -- a pointer to the Hessian matrix                                      */
/*******************************************************************************/
int GKLS_D2_hessian (double *x, double **h)
{
 unsigned int i, j;
 int error_code = GKLS_OK;

 if (!isArgSet) return GKLS_DERIV_EVAL_ERROR;
 if (h == NULL) return GKLS_DERIV_EVAL_ERROR;
 for (i=1; i<=GKLS_dim; i++)
   if (h[i-1] == NULL) return GKLS_DERIV_EVAL_ERROR;

 for (i=1; i<=GKLS_dim; i++)
	 for (j=1; j<=GKLS_dim; j++)
	 {
	   h[i-1][j-1] = GKLS_D2_deriv2(i,j,x);
       if (h[i-1][j-1] >= GKLS_MAX_VALUE-1000.0)
		error_code = GKLS_DERIV_EVAL_ERROR;
	 }
return error_code;
} /* GKLS_D2_hessian() */


/****************************** gkls.c ******************************/
SHAR_EOF
fi # end of overwriting check
if test -f 'gkls.h'
then
	echo shar: will not over-write existing file "'gkls.h'"
else
cat << "SHAR_EOF" > 'gkls.h'
/******************************************************************************/
/*        GKLS-Generator of Classes of ND  (non-differentiable),              */
/*                                 D  (continuously differentiable), and      */
/*                                 D2 (twice continuously differentiable)     */
/*                     Test Functions for Global Optimization                 */
/*                                                                            */
/*   Authors:                                                                 */
/*                                                                            */
/*   M.Gaviano, D.E.Kvasov, D.Lera, and Ya.D.Sergeyev                         */
/*                                                                            */
/*   (C) 2002-2003                                                            */
/*                                                                            */
/*	 References:                                                              */
/*                                                                            */
/*   1. M.Gaviano, D.E.Kvasov, D.Lera, and Ya.D.Sergeyev (2003),              */
/*   Software for Generation of Classes of Test Functions                     */
/*   with Known Local and Global Minima for Global Optimization               */
/*                                                                            */
/*   2. D.Knuth (1997), The Art of Computer Programming, Vol. 2:              */
/*   Seminumerical Algorithms (Third Edition). Reading, Massachusetts:        */
/*   Addison-Wesley.                                                          */
/*                                                                            */
/*   The software constructs a convex quadratic function (paraboloid) and then*/
/*   systematically distorts randomly selected parts of this function         */
/*   by polynomials in order to introduce local minima and to construct test  */
/*   functions which are non-differentiable (ND-type), continuously           */
/*   differentiable (D-type), and twice continuously differentiable (D2-type) */
/*   at the feasible region.                                                  */
/*                                                                            */
/*   Each test class is defined by the following parameters:                  */
/*  (1) problem dimension                                                     */
/*  (2) number of local minima including the paraboloid min and the global min*/
/*  (3) global minimum value                                                  */
/*  (3) distance from the paraboloid vertex to the global minimizer           */
/*  (4) radius of the attraction region of the global minimizer               */
/******************************************************************************/

#if !defined( __GKLS_H )
#define __GKLS_H

/* Penalty value of the generated function if x is not in D */
#define GKLS_MAX_VALUE        1E+100

/* Value of the machine zero in the floating-point arithmetic */
#define GKLS_PRECISION        1.0E-10

/* Default value of the paraboloid minimum */
#define GKLS_PARABOLOID_MIN   0.0

/* Global minimum value: to be less than GKLS_PARABOLOID_MIN */
#define GKLS_GLOBAL_MIN_VALUE -1.0

/* Max value of the parameter delta for the D2-type class function        */
/* The parameter delta is chosen randomly from (0, GKLS_DELTA_MAX_VALUE ) */
#define GKLS_DELTA_MAX_VALUE  10.0

/* Constant pi */
#ifndef PI
#define PI 3.14159265
#endif

/* Error codes */
#define GKLS_OK                              0
#define GKLS_DIM_ERROR                       1
#define GKLS_NUM_MINIMA_ERROR                2
#define GKLS_FUNC_NUMBER_ERROR               3
#define GKLS_BOUNDARY_ERROR                  4
#define GKLS_GLOBAL_MIN_VALUE_ERROR          5
#define GKLS_GLOBAL_DIST_ERROR               6
#define GKLS_GLOBAL_RADIUS_ERROR             7
#define GKLS_MEMORY_ERROR                    8
#define GKLS_DERIV_EVAL_ERROR                9

/* Reserved error codes */
#define GKLS_GREAT_DIM                      10
#define GKLS_RHO_ERROR                      11
#define GKLS_PEAK_ERROR                     12
#define GKLS_GLOBAL_BASIN_INTERSECTION      13

/* Internal error codes */
#define GKLS_PARABOLA_MIN_COINCIDENCE_ERROR 14
#define GKLS_LOCAL_MIN_COINCIDENCE_ERROR    15
#define GKLS_FLOATING_POINT_ERROR           16



/* The next two structures define a list of all local minima and    */
/* a list of the global minima.                                     */
/* These lists are filled by the generator.                         */
/* The fields of the structures help to the user                    */
/* to study properties of a concrete generated test function        */

/* The structure of type T_GKLS_Minima contains the following          */
/* information about all local minima (including the paraboloid        */
/* minimum and the global one): coordinates of local minimizers,       */
/* local minima values, and attraction regions radii.                  */
typedef struct {
         double **local_min; /* list of local minimizers coordinates   */
         double *f;          /* list of local minima values            */
		 double *w_rho;      /* list of radius weights                 */
         double *peak;       /* list of parameters gamma(i) =          */
		                     /*  = local minimum value(i) - paraboloid */
		                     /*    minimum within attraction regions   */
		                     /*    of local minimizer(i)               */
		 double *rho;        /* list of attraction regions radii       */
} T_GKLS_Minima;

/* The structure of type T_GKLS_GlobalMinima contains information      */
/* about the number of global minimizers and their                     */
/* indices in the set of local minimizers                              */

typedef struct {
	     unsigned int num_global_minima; /* number of global minima    */
		 unsigned int *gm_index;  /* list of indices of generated      */
		 /* minimizers, which are the global ones (elements from 0     */
		 /* to (num_global_minima - 1) of the list) and the local ones */
         /* (the resting elements of the list)                         */
} T_GKLS_GlobalMinima;


/*-------------- Variables accessible by the user --------------------- */
extern double *GKLS_domain_left; /* left boundary vector of D  */
  /* D=[GKLS_domain_left; GKLS_domain_ight] */
extern double *GKLS_domain_right;/* right boundary vector of D */

extern unsigned int GKLS_dim;    /* dimension of the problem,        */
                                 /* 2<=test_dim<NUM_RND (see random) */
extern unsigned int GKLS_num_minima; /* number of local minima, >=2  */

extern double GKLS_global_dist;  /* distance from the paraboloid minimizer  */
                                 /* to the global minimizer                 */
extern double GKLS_global_radius;/* radius of the global minimizer          */
                                 /* attraction region                       */
extern double GKLS_global_value; /* global minimum value,                   */
                                 /* test_global_value < GKLS_PARABOLOID_MIN */
extern T_GKLS_Minima GKLS_minima;
                                 /* see the structures type description     */
extern T_GKLS_GlobalMinima GKLS_glob;


/*------------------------User function prototypes -------------------------*/

int GKLS_domain_alloc(void); /* allocate boundary vectors   */

void GKLS_domain_free(void); /* deallocate boundary vectors */

int  GKLS_set_default(void); /* set default values of the input parameters  */
                          /* and allocate the boundary vectors if necessary */
void GKLS_free(void);        /* deallocate memory needed for the generator  */

int GKLS_parameters_check(void);/* test the validity of the input parameters*/

int GKLS_arg_generate (unsigned int); /* test function generator */

double GKLS_ND_func(double *);  /* evaluation of an ND-typed test function  */

double GKLS_D_func(double *);   /* evaluation of a D-typed test function    */

double GKLS_D2_func(double *);  /* evaluation of a D2-type test function    */

double GKLS_D_deriv(unsigned int, double *);
             /* first order partial derivative of the D-typed test function   */
double GKLS_D2_deriv1(unsigned int, double *);
             /* first order partial derivative of the D2-typed test function  */
double GKLS_D2_deriv2(unsigned int, unsigned int, double *);
             /* second order partial derivative of the D2-typed test function */
int GKLS_D_gradient  (double *, double *); /* gradient of the D-type test function  */

int GKLS_D2_gradient (double *, double *); /* gradient of the D2-type test function */

int GKLS_D2_hessian  (double *, double **);/* Hessian of the D2-type test function  */


#endif  /* __GKLS_H */
SHAR_EOF
fi # end of overwriting check
if test -f 'rnd_gen.c'
then
	echo shar: will not over-write existing file "'rnd_gen.c'"
else
cat << "SHAR_EOF" > 'rnd_gen.c'
/****************************************************************************/
/*                                                                          */
/*    Copyright (c) 2000 by Donald E. Knuth                                 */
/*    It is explained in Seminumerical Algorithms, 3rd edition, Section 3.6 */
/*    (or in the errata to the 2nd edition --- see                          */
/*        http://www-cs-faculty.stanford.edu/~knuth/taocp.html              */
/*    in the changes to pages 171 and following of Volume 2).               */
/*                                                                          */
/*  The functions of this file implement a random number generator.         */
/*  There are two functions: ranf_array() and ranf_start().                 */
/*  The logical-and operation '&' is used  for efficiency, so this          */
/*  random generator is not strictly portable unless the computer uses      */
/*  two's complement representation for integer. It does not limit          */
/*  application of the package because almost all modern computers are      */
/*  based on two's complement arithmetic.                                   */
/*                                                                          */
/*    The function ranf_start (long} seed)                                  */
/*  initializes the generator when given a seed number between              */
/*  0 and 2^30 = 1,073,741,821.                                             */
/*    The function ranf_array (double aa[], int n) generates n new random   */
/*  numbers and places them into a given array aa, using the recurrence     */
/*    X(j) = [X(j-100) - X(j-37)] mod 2^30,                                 */
/*  that is particularly well studied to modern computers. The value n must */
/*  be at least 100; larger values like 1000 are recommended, by default,   */
/*    n = NUM_RND = 1009.                                                   */
/*  (see also the header file rnd_gen.h)                                    */
/*                                                                          */
/*********** See the book of D.Knuth for explanations and caveats! **********/

#include "rnd_gen.h"

double rnd_num[NUM_RND]; /* array of random numbers */

double ran_u[KK];          /* the generator state */

void ranf_array(double aa[], int n) /* put n new random fractions in aa */
  /* double *aa  - destination */
  /* int n       - array length (must be at least KK) */
{
  int i, j;
  for (j=0;j<KK;j++) aa[j]=ran_u[j];
  for (;j<n;j++) aa[j]=mod_sum(aa[j-KK],aa[j-LL]);
/* All information about numbers that will be generated by future calls   */
/* to ranf_array() appears in ran_u, so you can make a copy of that array */
/* in the midst of a computation if you want to restart at the same point */
/* later without going all the way back to the beginning of the sequence. */
  for (i=0;i<LL;i++,j++) ran_u[i]=mod_sum(aa[j-KK],aa[j-LL]);
  for (;i<KK;i++,j++) ran_u[i]=mod_sum(aa[j-KK],ran_u[i-LL]);
} /* ranf_array() */


void ranf_start(long seed)  /* do this before using ranf_array */
  /* long seed   - selector for different streams */
{
  int j;
  long t,s;
  double u[KK+KK-1],ul[KK+KK-1];
  double ulp=(1.0/(1L<<30))/(1L<<22);          /* 2 to the -52 */
  double ss=2.0*ulp*((seed&0x3fffffff)+2);

  for (j=0;j<KK;j++) {
    u[j]=ss; ul[j]=0.0;                  /* bootstrap the buffer */
    ss+=ss; if (ss>=1.0) ss-=1.0-2*ulp;  /* cyclic shift of 51 bits */
  }
  for (;j<KK+KK-1;j++) u[j]=ul[j]=0.0;
  u[1]+=ulp;ul[1]=ulp;         /* make u[1] (and only u[1]) "odd" */
  s=seed&0x3fffffff;
  t=TT-1; while (t) {
    for (j=KK-1;j>0;j--) ul[j+j]=ul[j],u[j+j]=u[j];   /* "square" */
    for (j=KK+KK-2;j>KK-LL;j-=2)
        ul[KK+KK-1-j]=0.0,u[KK+KK-1-j]=u[j]-ul[j];
    for (j=KK+KK-2;j>=KK;j--) if(ul[j]) {
      ul[j-(KK-LL)]=ulp-ul[j-(KK-LL)],
        u[j-(KK-LL)]=mod_sum(u[j-(KK-LL)],u[j]);
      ul[j-KK]=ulp-ul[j-KK],u[j-KK]=mod_sum(u[j-KK],u[j]);
    }
    if (is_odd(s)) {                          /* "multiply by z" */
      for (j=KK;j>0;j--)  ul[j]=ul[j-1],u[j]=u[j-1];
      ul[0]=ul[KK],u[0]=u[KK];       /* shift the buffer cyclically */
      if (ul[KK]) ul[LL]=ulp-ul[LL],u[LL]=mod_sum(u[LL],u[KK]);
    }
    if (s) s>>=1; else t--;
  }
  for (j=0;j<LL;j++) ran_u[j+KK-LL]=u[j];
  for (;j<KK;j++) ran_u[j-LL]=u[j];
} /* ranf_start() */
SHAR_EOF
fi # end of overwriting check
if test -f 'rnd_gen.h'
then
	echo shar: will not over-write existing file "'rnd_gen.h'"
else
cat << "SHAR_EOF" > 'rnd_gen.h'
/************************************************************************/
/*      The header file for linkage to the file rnd_gen.c               */
/************************************************************************/
#if !defined ( __RND_GEN_H )
#define __RND_GEN_H

#define KK 100                     /* the long lag */
#define LL  37                     /* the short lag */
#define mod_sum(x,y) (((x)+(y))-(int)((x)+(y)))   /* (x+y) mod 1.0 */

#define TT  70   /* guaranteed separation between streams */
#define is_odd(s) ((s)&1)

#define QUALITY 1009 /* recommended quality level for high-res use */

#define NUM_RND 1009 /* size of the array of random numbers */


extern double rnd_num[NUM_RND]; /* array of random numbers */

/* For rnd_gen.c */
void ranf_array(double aa[], int n); /* put n new random fractions in aa */
  /* double *aa  - destination */
  /* int n       - array length (must be at least KK) */
void ranf_start(long seed);  /* do this before using ranf_array */
  /* long seed   - selector for different streams */

#endif /* __RND_GEN_H */
SHAR_EOF
fi # end of overwriting check
cd ..
cd ..
cd ..
if test ! -d 'Doc'
then
	mkdir 'Doc'
fi
cd 'Doc'
if test -f 'Readme.txt'
then
	echo shar: will not over-write existing file "'Readme.txt'"
else
cat << "SHAR_EOF" > 'Readme.txt'
/********************************************************************************/
/*        GKLS-Generator of Classes of ND  (non-differentiable),                */
/*                                 D  (continuously differentiable), and        */
/*                                 D2 (twice continuously differentiable)       */
/*                     Test Functions for Global Optimization                   */
/*                                                                              */
/*   Authors:                                                                   */
/*                                                                              */
/*   M.Gaviano, D.E.Kvasov, D.Lera, and Ya.D.Sergeyev                           */
/*                                                                              */
/*   (C) 2002-2003                                                              */
/*                                                                              */
/*	 References:                                                            */
/*                                                                              */
/*   1. M.Gaviano, D.E.Kvasov, D.Lera, and Ya.D.Sergeyev (2003),                */
/*   Software for Generation of Classes of Test Functions                       */
/*   with Known Local and Global Minima for Global Optimization                 */
/*                                                                              */
/*   2. D.Knuth (1997), The Art of Computer Programming, Vol. 2:                */
/*   Seminumerical Algorithms (Third Edition). Reading, Massachusetts:          */
/*   Addison-Wesley.                                                            */
/*                                                                              */
/*   The software constructs a convex quadratic function (paraboloid) and then  */
/*   systematically distorts randomly selected parts of this function           */
/*   by polynomials in order to introduce local minima and to construct test    */
/*   functions which are non-differentiable (ND-type), continuously             */
/*   differentiable (D-type), and twice continuously differentiable (D2-type)   */
/*   at the feasible region.                                                    */
/*                                                                              */
/*   Each test class is defined by the following parameters:                    */
/*  (1) problem dimension                                                       */
/*  (2) number of local minima including the paraboloid min and the global min  */
/*  (3) global minimum value                                                    */
/*  (3) distance from the paraboloid vertex to the global minimizer             */
/*  (4) radius of the attraction region of the global minimizer                 */
/********************************************************************************/

This version is available also from the following WWW-address:
http://wwwinfo.deis.unical.it/~yaro

It includes: 
  \Package -- Directory containing the C code of the generator. 
              The package consists of the following files:
               gkls.c -- the main file;
	       gkls.h -- the header file that users should include in their 
	                 application projects in order to call subroutines from
	                 the file gkls.c;
	       rnd_gen.c -- the file containing the uniform random number
	                    generator proposed by D.Knuth (1997);
	       rnd_gen.h -- the header file for linkage to the file rnd_gen.c;
	       example.c -- an example of the GKLS-generator usage;
	       Makefile  -- an example of a UNIX makefile provided to UNIX users 
	                    for a simple compilation and linkage of separate files
	                    of the application project.

  UserManual.pdf -- A User Manual. 
  
  \Tex -- LaTeX-files of the User Manual.


SHAR_EOF
fi # end of overwriting check
if test -f 'UserManual.bib'
then
	echo shar: will not over-write existing file "'UserManual.bib'"
else
cat << "SHAR_EOF" > 'UserManual.bib'
% UserManual.bib

%% bibtexfile{
%% author = "M. Gaviano and D. E. Kvasov and D. Lera and Ya. D. Sergeyev",
%% date   = "17 August 2003",
%% filename = "UserManual.bib" }

@article{Gaviano:et:al.(2003),
author = "M. Gaviano and D. E. Kvasov and D. Lera and {Ya}. D. Sergeyev",
title = "Generation of Classes of Test Functions with Known Local Minima",
journal = "ACM Trans. Math. Soft.",
year = 2003,
volume = "V",
number = "N",
pages = "PP--PP"}

@book{Knuth(1997),
author = "D. Knuth",
title = "The Art of Computer Programming, Vol. 2: Seminumerical Algorithms",
edition = "third",
year = 1997,
publisher = "Addison-Wesley, Reading",
address = "Massachusetts"}

@misc{Knuth:HomePage,
author = "D. Knuth",
year = 2002,
title = "Home page at: http://sunburn.stanford.edu/ $\tilde{ }$ knuth/"}
SHAR_EOF
fi # end of overwriting check
if test -f 'UserManual.ps'
then
	echo shar: will not over-write existing file "'UserManual.ps'"
else
cat << "SHAR_EOF" > 'UserManual.ps'
%!PS-Adobe-2.0
%%Creator: dvips(k) 5.86 Copyright 1999 Radical Eye Software
%%Title: UserManual.dvi
%%Pages: 6
%%PageOrder: Ascend
%%BoundingBox: 0 0 596 842
%%EndComments
%DVIPSWebPage: (www.radicaleye.com)
%DVIPSCommandLine: dvips UserManual
%DVIPSParameters: dpi=1200, compressed
%DVIPSSource:  TeX output 2003.08.28:1743
%%BeginProcSet: texc.pro
%!
/TeXDict 300 dict def TeXDict begin/N{def}def/B{bind def}N/S{exch}N/X{S
N}B/A{dup}B/TR{translate}N/isls false N/vsize 11 72 mul N/hsize 8.5 72
mul N/landplus90{false}def/@rigin{isls{[0 landplus90{1 -1}{-1 1}ifelse 0
0 0]concat}if 72 Resolution div 72 VResolution div neg scale isls{
landplus90{VResolution 72 div vsize mul 0 exch}{Resolution -72 div hsize
mul 0}ifelse TR}if Resolution VResolution vsize -72 div 1 add mul TR[
matrix currentmatrix{A A round sub abs 0.00001 lt{round}if}forall round
exch round exch]setmatrix}N/@landscape{/isls true N}B/@manualfeed{
statusdict/manualfeed true put}B/@copies{/#copies X}B/FMat[1 0 0 -1 0 0]
N/FBB[0 0 0 0]N/nn 0 N/IEn 0 N/ctr 0 N/df-tail{/nn 8 dict N nn begin
/FontType 3 N/FontMatrix fntrx N/FontBBox FBB N string/base X array
/BitMaps X/BuildChar{CharBuilder}N/Encoding IEn N end A{/foo setfont}2
array copy cvx N load 0 nn put/ctr 0 N[}B/sf 0 N/df{/sf 1 N/fntrx FMat N
df-tail}B/dfs{div/sf X/fntrx[sf 0 0 sf neg 0 0]N df-tail}B/E{pop nn A
definefont setfont}B/Cw{Cd A length 5 sub get}B/Ch{Cd A length 4 sub get
}B/Cx{128 Cd A length 3 sub get sub}B/Cy{Cd A length 2 sub get 127 sub}
B/Cdx{Cd A length 1 sub get}B/Ci{Cd A type/stringtype ne{ctr get/ctr ctr
1 add N}if}B/id 0 N/rw 0 N/rc 0 N/gp 0 N/cp 0 N/G 0 N/CharBuilder{save 3
1 roll S A/base get 2 index get S/BitMaps get S get/Cd X pop/ctr 0 N Cdx
0 Cx Cy Ch sub Cx Cw add Cy setcachedevice Cw Ch true[1 0 0 -1 -.1 Cx
sub Cy .1 sub]/id Ci N/rw Cw 7 add 8 idiv string N/rc 0 N/gp 0 N/cp 0 N{
rc 0 ne{rc 1 sub/rc X rw}{G}ifelse}imagemask restore}B/G{{id gp get/gp
gp 1 add N A 18 mod S 18 idiv pl S get exec}loop}B/adv{cp add/cp X}B
/chg{rw cp id gp 4 index getinterval putinterval A gp add/gp X adv}B/nd{
/cp 0 N rw exit}B/lsh{rw cp 2 copy get A 0 eq{pop 1}{A 255 eq{pop 254}{
A A add 255 and S 1 and or}ifelse}ifelse put 1 adv}B/rsh{rw cp 2 copy
get A 0 eq{pop 128}{A 255 eq{pop 127}{A 2 idiv S 128 and or}ifelse}
ifelse put 1 adv}B/clr{rw cp 2 index string putinterval adv}B/set{rw cp
fillstr 0 4 index getinterval putinterval adv}B/fillstr 18 string 0 1 17
{2 copy 255 put pop}for N/pl[{adv 1 chg}{adv 1 chg nd}{1 add chg}{1 add
chg nd}{adv lsh}{adv lsh nd}{adv rsh}{adv rsh nd}{1 add adv}{/rc X nd}{
1 add set}{1 add clr}{adv 2 chg}{adv 2 chg nd}{pop nd}]A{bind pop}
forall N/D{/cc X A type/stringtype ne{]}if nn/base get cc ctr put nn
/BitMaps get S ctr S sf 1 ne{A A length 1 sub A 2 index S get sf div put
}if put/ctr ctr 1 add N}B/I{cc 1 add D}B/bop{userdict/bop-hook known{
bop-hook}if/SI save N @rigin 0 0 moveto/V matrix currentmatrix A 1 get A
mul exch 0 get A mul add .99 lt{/QV}{/RV}ifelse load def pop pop}N/eop{
SI restore userdict/eop-hook known{eop-hook}if showpage}N/@start{
userdict/start-hook known{start-hook}if pop/VResolution X/Resolution X
1000 div/DVImag X/IEn 256 array N 2 string 0 1 255{IEn S A 360 add 36 4
index cvrs cvn put}for pop 65781.76 div/vsize X 65781.76 div/hsize X}N
/p{show}N/RMat[1 0 0 -1 0 0]N/BDot 260 string N/Rx 0 N/Ry 0 N/V{}B/RV/v{
/Ry X/Rx X V}B statusdict begin/product where{pop false[(Display)(NeXT)
(LaserWriter 16/600)]{A length product length le{A length product exch 0
exch getinterval eq{pop true exit}if}{pop}ifelse}forall}{false}ifelse
end{{gsave TR -.1 .1 TR 1 1 scale Rx Ry false RMat{BDot}imagemask
grestore}}{{gsave TR -.1 .1 TR Rx Ry scale 1 1 false RMat{BDot}
imagemask grestore}}ifelse B/QV{gsave newpath transform round exch round
exch itransform moveto Rx 0 rlineto 0 Ry neg rlineto Rx neg 0 rlineto
fill grestore}B/a{moveto}B/delta 0 N/tail{A/delta X 0 rmoveto}B/M{S p
delta add tail}B/b{S p tail}B/c{-4 M}B/d{-3 M}B/e{-2 M}B/f{-1 M}B/g{0 M}
B/h{1 M}B/i{2 M}B/j{3 M}B/k{4 M}B/w{0 rmoveto}B/l{p -4 w}B/m{p -3 w}B/n{
p -2 w}B/o{p -1 w}B/q{p 1 w}B/r{p 2 w}B/s{p 3 w}B/t{p 4 w}B/x{0 S
rmoveto}B/y{3 2 roll p a}B/bos{/SS save N}B/eos{SS restore}B end

%%EndProcSet
TeXDict begin 39158280 55380996 1000 1200 1200 (UserManual.dvi)
@start
%DVIPSBitmapFont: Fa cmti8 8 41
/Fa 41 124 df<EB0FC0EB3FF0EB7FF813FF4813FCA25AA77E6C13F8137F1300130114F0
A2130314E0130714C0130F1480131FEB3F00A2137E5BA2485A485A485A485A485A48C7FC
127E5A12781230162A768F2C>44 D<001FB612F04815F85AA216F0A2B7FCA26C15E02509
75A033>I<EA03F8EA07FCEA1FFEEA3FFF5AA2B5FCA413FEA213FCEA7FF8EA3FE0EA1FC0
1010708F2C>I<F301C0F303E01B07A21B0FF31FC0A2F33F801C00631BFEA2505A505AA2
505A631A0F505AA2505A98C7FC621AFEA24F5A6219034F5AA24F5A62191F4F5AA24FC8FC
197E19FE4E5AA24E5A6118074E5AA24E5A61183F4EC9FCA218FE6017014D5AA24D5A6017
0F4D5AA24D5A4DCAFCA217FE5F16014C5AA24C5A5F160F4C5AA24C5A94CBFC5E16FEA24B
5A5E15034B5AA24B5A5E151F4B5AA24BCCFC157E15FE4A5AA24A5A5D14074A5AA24A5A5D
143F4ACDFCA214FE5C1301495AA2495A495AA2495A5C133F49CEFCA213FE5B1201485AA2
485A5B120F485AA2485A90CFFC5A12FEA2127C123853857DE349>I<EE03FE93383FFFE0
4BB512F80307804B14FF92263FFC07138092267FE00113C0913A01FF80007F4A90C7EA3F
E0EC07FC4A48EC1FF04A5A4BEC0FF8143F4A5A4A5A19FC4990C8FC5BA2495AA2495AA213
1F4A151F133FA2495AA201FF163FA25C4818F8A24A157F5AA219F0484915FFA44890C848
13E0A448484B13C0A448484B1380A31900495D127FA24D5AA2495EA2173F00FF5FA2494B
5AA34D5AA2604C5B5B4C90C7FC127F4C5A5F6D140F5F003F4B5A4C5A6D4A5A001F4B5A6D
4990C8FC6C6CEB07FE6C6CEB1FFC3A03FFC07FF86C90B512E06C1580013F49C9FC010F13
F8010113803E5C70D849>I<1707EF0F80A2171FEF3F005F5F5E4C5A1607160F163F4C5A
ED01FF1507151F92B55A143F4A133F9138FFFC7F03F05BEC7F0091C7FC16FF5FA35D5FA3
5D5FA35D94C7FCA35D5EA3151F5EA3153F5EA3157F5EA315FF5EA35C5EA35C5EA35C93C8
FCA35C5DA3141F5DA3143F5D147FA2903807FFFE003FB712E04882B8FCA26C5E315970D8
49>I<EE03FF043F13F093B512FC0303804B6E7E92261FFE037F92263FE0007FDB7F80EB
3FF04BC76C7EDA01FC6E7E4A5A4A486E7E4A5A4A486E7E4A5A4B7E4A486C15809138FE03
E0ECFC0701016D7E14F8903803F001A2EB07E0A2130FDAC0035C011F5C148015074C5B01
3F1800EC000F4B5A93C7485A5D037E143F4B5D02014B5ADA87F814FF6DB4485D4B495B6D
0180495B6D90C7485BD901FC4A90C7FC90C9485A4D5A4D5A4D5A4C13C004075B4C90C8FC
EE3FFC4C5A923801FFE0030713804B90C9FCED3FFCEDFFF0020313C04A90CAFCEC0FFCEC
3FF8EC7FE0ECFF804990CBFCD903FC16F849481501495A495A4948150349485E49C91207
49160F48485F4848161F4E5A2607FFC0157F4801FF4B5A03F81303489126FFE01F90C7FC
93B55AEA3FE1D9803F5D267F000F5D02035D007E01005D00FE6E5C48021F5C030749C8FC
030113F8489138003FE0415C74D849>I<933801FFE0041F13FC047F13FF0303B612C04B
81031F9038007FF0DB3FF8EB1FF8DBFFC0EB07FC4A90C76C7EDA03FC6E7E4A5A4A486E13
80EC1FC0A24A4816C0EC7F0191387E03809138FE07C04A487E01011307ECF803A2600103
188014F0A2DAF8075C0101494815009138FC3F8091B5C7485A6D5B6E484A5A6E485DDA0F
E0141F91C9485A4E5A4E5A4D5B4D90C7FCEF0FFEEF3FF8933803FFF0033FB512C095C8FC
17FC8383DB000313C01600717E717E717EA2717EA384A6171FA2EA07C0EA0FF0001F163F
486C5E127FA2177F48485EA2494B5A5B90C8485B00FC5F6C5D4C5B007E94C8FC007F4B5A
4C5A6C6CEC7FF86C6C4A5A6D010313C0D80FF8010F5B6CB4D9FFFEC9FC6C90B55A6C15F0
6C6C1480011F01FCCAFC010313C0425C73D849>I<9126F801FC15F80101D91FFF15FC03
7F6D1301D903F9B5EC03F84A6EEB07F049B6EC0FE0A249EF1FC071EB3F8049177FF1FF00
49D9FC0F495ADBC007130749903A0003F00FFC02FC9138F87FF849486DB5FC02E06D5C48
49804A6E5B4890C8381FDFC049ED003F48484C5A5B48484CC7FC495D48485E4D5A485A90
C9485A48160F007E5F00FE161F484C5ACAFC4D5AA24D5A5E95C8FC5E5F1607A24C5A161F
5F163F5F167FA24C5AA24B5BA25D5F5DA24B90C9FCA25E151FA24B5AA2157F5EA215FFA2
5E5CA24A5BA35E5CA34A5BA35C93CAFCA35DA25D6E5AEC03E0465C6DD849>55
D<EE07FF047F13E04BB512F803078092391FFE03FE92397FF000FFDBFFC0EB7F804A90C7
EA3FC04A5ADA0FFCEC1FE04A4815F04A48140F4A5A4A4815F85B5D4990C8FC4917FC495A
A2131F5C133FA24948151FA313FF5CA2183F5A5C19F8187FA2485B18FFA24D13F0A24A5C
7E4D13E0A25F5F6C18C06E5C017F5D94B5FC6D6CD901F71380EE07E76D6CEB0FC7D90FFC
D93F8F13009139FF01FF0F6DD9FFFE5B0101ECF81F6D14F0023F01C05B913907FE003F91
C85BA24D5AA24D5A605E604C90C7FCA2D80FC04A5A486C5D486C140F007F4B5A00FF4B5A
5F4C5A4C5A494990C8FC49495A49495A90C7EA1FF800FC4A5A6CECFFC0267F80035BD9E0
1F90C9FC6CB512FC6C14F06C14C0000391CAFC38007FF03E5C70D849>57
D<147E49B4FC4913804913C05B5BA25BA31580A26D13005C6D5AEB03F090C8FCB3A7EA03
F8487EEA1FFE487E5AA2B5FCA45BA25B6C5AEA3FE06C5A1A3970B82C>I<1A7C1AFE1901
A2190319078661A26161A261A296B5FC60A26087F007EFF00FE719C7181F1987F03F07A2
187E18FE18FC05018118F84D487E170718E0170F18C0EF1F80173F18005F057E815F0401
805F16035F4C5AA24C5A161F5F043F8294C7FC047E8016FE5E15015E4B5A150793B8FC5D
875DA24BC9127F5D157E5DA24A5A14035D0207845D4A48163F141F5D143F92CAFC147E14
FE5C1301010385495A130F131FD97FFC177F0003B54CB57E007F02F092B7FCB66C4A1680
A25D6C4A6E1600595F77DE6A>65 D<DE1FFF15384DB500F01478051F02FC14F894B71301
040393388003F0040FD9FC00EBE007043F01C090381FF00FDCFFFEC7EA07F84B01F09139
01FC1FE0030701C00200133F4B90C9EA7E7FDB3FFEEE3FFFDB7FF818C04B48824A13C04A
4982020F90CA14804A48834A5A4A5A4B7113004A5A5B495B4949604990CB1201A2495A49
4861A2495A13FF4A615A4A18035A4A615A1B01484995C8FCA25A91CFFCA25A5BA3127F5B
A312FF5BA3060FB612FE4E81A25B725DDE000191C7FC9638007FFCA363A21AFF63127F7F
61A2003F62A26D5F121F636C7E616C6C616E5E7E6C6D5E6C6D4C90C8FC6E5E6D6C93B5FC
D93FFEED03FD6D6C92380FF8FE010701C0EC3FF06D01F89138FFE07E6D9026FF801FEB80
3E6D6C90B6EA001C021F03F8130C020703E090C9FC020092CBFC030F13C05D616BDD6E>
71 D<4AB700C0017FB612F04A7090B712F8A24F17F06E4C6D15E091C791C9003FEBC000
DC7FFC7090C7FC4D5F04FF173FA24D5FA21C7F5D4D5FA21CFF5D4D5FA2635D4D5FA2635D
94C95CA2635D4C60A263153F4C95C8FCA263157F4C5FA21B3F92BAFC64A35C04E0C96C5A
A21BFF5C4C5FA2625C4C5FA2625C93C95CA2625C4B60A262143F4B95C9FCA262147F4B5F
A21A3F14FF4B5FA21A7F5B4B5FA21AFF5B4B5FA2495F011F6D03077F007FB600F0011FB6
12FCB76C4981A36C4B6D5D6D5B76DA6A>I<4AB500FE077FB512C04A6E96B612E06622C0
6E51158091C75091C7FC706D19FC545B93B560A204FD4F6C5AA2F67EFF03016204F96304
F86D4C5A1EF90303F103F14CDE07E15BA2535A0307F11F834C63716CEE3F0366030F197E
04C006FC91C8FCA252485A151F0480DD03F05BF407E0716C171F033FF00FC00400DD1F80
5BA299383F003F5D037E067E5C64716C177F03FE4D5A4B4D485CA2514813FF14014B4D48
5C515A6502036E6CEC3F004B631B7E515B14074B4C485D505A65020F6E6C495A4B98C9FC
505A50485B141F4B4CC75B1A7E1D1F023F5F92C76C6C5F4F5A4F48143F5C027E4C485DA2
4F48147F02FE4C5A4A6E019F5E07BFC8FC07FE15FF13014A4C5EA201034D5C6101076401
0F6F5BD93FFC6148B56C4B020F7F007F02FC4B013FB612F0B66C4D8196C7FC606C4A027C
6E5D835B76DA80>77 D<4AB500F84BB612F04A6E4B15F8831FF06E7215E091C76DDB000F
EBFC0070050313E0761380726F90C7FC93B55F84651C01DB01FD7F04F9608404F8170315
034C6C6C5EA27215070307133F04E060717E1C0F030F804C6C5FA273141F031F7F04806E
5D831C3F033F814C6C94C8FC85715E5D037E6F147E187F1CFE03FE6E7E4B6085061F1401
14014B6E6C5CA2F280030203814B607213C01B07020717E04B6E5DA272EBF00F140F4B04
F85B197F1B1F021F17FC4B033F5C1AFE071F133F143F92C901FF90C9FC85634A705B027E
60A28514FE4A705BA30101834A601A7F1303A20107725A130FD93FFC171F48B57E007F02
FC5FB66C160FA36C4A705A6D5B76DA6A>I<4AB912C04A18FCF3FF801CE06E8591C701FC
C7000713FC70489138007FFEF31FFF04FF040713807513C04D811DE04B831DF05FF47FF8
5DA25FA24B18FFA25FA25D5113F094C9FCA24B19E0634C18C063033F1980634C1800515A
037F60515A4C4C5A515A03FF04035B505B4CDB1FFEC7FCF2FFFC4A040F13F093B812C098
C8FC1AF84A17C007FCC9FC04C0CCFCA25CA25EA25CA293CDFCA25CA25DA2143FA25DA214
7FA25DA214FFA25DA25BA25DA25BA25DA25B011F7F007FB612F0B77EA36C5D5D5B76DA61
>80 D<4AB812F84AEFFFC01BF81BFE6E727E91C701FCC7003F13E0704802037F9738007F
F804FF707EF30FFE4D6F7E1D80874B19C05F7513E0A25D5FA2635D5FA34B4D13C094C9FC
A25113804B19004C5E64515A153F4C4C5A515A505B037F4C13804C030F90C7FC505AF2FF
F803FF030313E04C027F5B93B748C8FC1AF84A17C0A21AF09326E000017F4A6F6C7E4CEC
1FFEF107FF874A707F5E737FA25C93C8FCA35C5DA261143F5D6361147F5DA26102FF605D
A21DF049F201F84B5DA2F30003497115F04B18071DE049F1800F011F6D6F15C0007FB600
F0EF1F80B76C6EEBC03F739038E0FF0073EBFFFE6C4B6F5BCD6C5B080F13E0080013805D
5E76DA68>82 D<007FB6023FB60207B6FCB76C496F49158095B7FC93C71C006C4A6E92C7
6C5C00010280020002C0DA007F13E06C01FCC96C48C9000F13806D484D4DC7FC073F715A
6868555AA2555A681F3F077F95C8FC07FF5F1F7E4E60A26E4B4D5A013F1C034E60741507
DE0FDF5F061F170F079F5F063F4D5A191F067E4DC9FC6606FC177E050118FE06F85F0503
4D5A18F005074D5A6E15E0011FDB0FC04C5A1D0FDD1F806D5D053F6D151F06005F4D4DCA
FC177E05FE177E4D17FE4C485F1C014C485F040717034D5F040F4D5A5F6E49484C5A6D1A
1F4CC75EF3803F047E6E92CBFC04FE5F4C177E0301605E4B48EE81F81B834B485F030F17
874C5F031FEF8FC05E033FEF9F8003BFC8FC03FE05BFCCFC6D19FF4B5F854B5F635D635D
4B5FA24B5FA292C95C98CDFC5C4A5FA26D485FA24AEE01F0815E63DA8E>87
D<ED1FF0EDFFFE02039038FF01F0020FEC83F8023FECC7FC91397FF83FEF9139FFC00FFF
0103EB8003903807FE0049486D5B495A013F805C49486E5A13FF485BA248495D5A91C812
FF5A495E121F5EA248485EA25E127F4993C7FCA25E12FF495DA2160FA2494B137819FC16
1FF001F817F8163F007F1703047F14F0EEFFF05D003FEF07E06D5B001F4AEC0FC06D131F
000FDA3FDFEB1F806C6C9038FF9FF82603FF0790390FFC7F006C903AFFFC07FFFE6C4A6C
5B6DD9E0015B011FD980005BD903FCC7EA1FC03E3B71B949>97 D<903801FFC00003B57E
5A5DA27EEA00036D5BA25BA292C9FCA35B5CA3130F5CA3131F5CA3133F5CA3137F5CA301
FFEB1FF09138C0FFFC02C313FF02CF14C04801DF809139BFF07FF09139FF801FF89138FE
000F48496D7E4A804A13034A80485B5C91C71480A2485A5BA3121F5BA25E123F5BA25E00
7F17005BA25E00FF5E5BA24C5AA25F49147F5FA24C5AA24B5B007F5E5D6D4990C7FC5E00
3F4A5A6D495A001F4A5A6DEBFFE06C6C485B2607FE0F90C8FC6CB55A6C14F86C5C013F13
80D907FCC9FC315D70DB42>I<923803FF80033F13F092B512FC020314FF020F1580023F
010113C091397FF8003FDAFFE0EB0FE001030180133F4990C7127F494814FF495A49485B
495A5C13FF484915C0486F13804AEC7F004893C7FC4890CAFCA2485AA3485AA3127F5BA3
12FF5BA55BA3127FEF0180EF03C06DED07E0003F160F171FEF3FC06C6CEDFF80000F4B13
006DEC07FE6C6CEC3FFC6C6C6CEBFFF06CD9E01F5B6C90B612806D4AC7FC011F14F80107
1480010001F8C8FC333B71B942>I<F00FFE051FB5FC5F19FEA283EF001FF00FFCA2181F
A219F8A2183FA219F0A2187FA219E0A218FFA219C0A25FA21980A25FA21900A25FED1FF0
DBFFFE5B020313FF020F148F023F14CF913A7FF83FEFFC9139FFC00FFF0103EB80039038
07FE0049486D5B495A013F805C49486E5A13FF485BA248495D5A91C812FF5A495E121F5E
A248485EA25E127F4993C7FCA25E12FF495DA2160FA2494B137819FC161FF001F817F816
3F007F1703047F14F0EEFFF05D003FEF07E06D5B001F4AEC0FC06D131F000FDA3FDFEB1F
806C6C9038FF9FF82603FF0790390FFC7F006C903AFFFC07FFFE6C4A6C5B6DD9E0015B01
1FD980005BD903FCC7EA1FC0405D71DB49>I<ED07FF037F13E00203B512F8020F80023F
809139FFFC03FF49D9E0001380490180EB7FC0010F90C7123FD91FFC141F495A495A495A
485BA24849143F4817804890C8127FEFFF0048485CEE07FE4848EC3FFC923803FFF890B7
5A4816C094C7FC16F893C8FCD8FFF8CAFC5BA45BA9007F1603EF0780EF0FC0003F161F6D
153FEF7F80001F923801FF006C6C4A5A6DEC0FFC6C6CEC7FF86C6C903801FFE06CD9C03F
5B6C90B6C7FC6D14FC011F14F0010791C8FC010013F0323B70B942>I<F03FC0943801FF
F84D7F050F7F4D7FDD3FF01380EF7FC0068113C0EFFF834C1303605E1A8017FE04076D13
00725AF000F84C4890C7FCA4161F5FA4163F5FA5167F5FA3020FB77E4A82A36E5E91C701
C0C8FC5D5FA55D94C9FCA45D5EA4150F5EA4151FA25EA4153F5EA4157F5EA415FF5EA45C
5EA45C93CAFCA44A5AA45D140FA25DA2380FC01FD81FE05BEA3FF0007F5C00FF133F5DA2
4A5A13E04948CBFCEB81FE387F83FCEBFFF86C5B6C5B00071380D801FECCFC427883DC2C
>I<EE3FE0923801FFFC03079038FE03E0031F9038FF07F0037FEC8FF89239FFF07FDF02
039038801FFF4AEB0007EC0FFC4A486D13F04A487F147F4A5A4B6D13E05B495B4990C8FC
19C05B4A5C131F4A1680133F5F137F4A1600A25F13FF4A5DA2170F5A4A5DA2171FA24A5D
A2173FA2606C167F17FFA24C5B6D6C5B5E013F5C6E495B011F147F6D6C48B5FC903807FE
076DB500FD5B6D14F16D5C023F1383912607FC0390C7FC91C7FC5EA25FA2160FA25FA216
1F5FEA0F80D81FE0143F003F5E486C4A5A00FF15FF4B5B4B5B494990C8FCED1FFE49EB7F
FC4A485A6CB612E06C15806C4AC9FC000714F8C66C13803D5578B942>I<EC0FFE011FB5
FC5B5DA27FEB001F6E5AA2141FA25DA2143FA25DA2147FA25DA214FFA25DA25BA25DA25B
A292CBFCA25BEE3FF84A48B5FC030714C0010F011F804B80913AFC7FE03FF89139FDFF00
1F90261FFFFC6D7E03F013074B805D495B92C7FC5CA2495A5CA25C01FF150F4A5DA25C48
161F605CA248163F6091C8FC177F485FA24915FF60120F5E499338800780F10FC0001F4B
141F06001380495C5F003FF03F00160F494B5B197E007F18FE61494B485A180300FF4D5A
706C485A49EE3FC070B55A7091C7FC496E5B6CC9EA7FF8003EEE1FE0425D75DB49>I<ED
0F80ED3FC0ED7FE0EDFFF0A25CA216E0A26E13C0ED7F80ED3E0092C7FCB2EB01FE903807
FF80011F7F497F497F9038FF0FF83901FC07FCEA03F8EA07F013E0120FEBC00FEA1F80A2
EA3F00141F485C007E133F5D12FE147FC75BA214FF5D5B5DA25B92C7FCA25B5C130F5CA2
131F4A137816FC013F130102F013F8137F14E0ED03F013FFECC00716E0150F16C0913880
1F80153FED7F0090387FC0FEECC3FC6DB45A6D5B6D5B6D1380D901FEC7FC265976D72C>
I<EC0FFE011FB5FC5B5DA27FEB001F6E5AA2141FA25DA2143FA25DA2147FA25DA214FFA2
5DA25BA25DA25BA292CAFCA25BEF03FC4AEC0FFEEF3FFF010F92B512804C14C04A903803
FE0FEE0FF0011F91391FC01FE093383F807F4A90387E00FF4C5A013FEB01F84B484813C0
9138F007E0ED0FC0017FD91F8014804B486C1300DAE07E5C4BEB007C9026FFE3F891C7FC
ECE7F0ECDFC0ECFF804891CAFC8115F815FE486E7E16E0020F7F02017F489038003FFC6F
7E49130F6F7E000F80A249EE03C0F007E0001F170F19C05BA2003F171F1980495CF03F00
127F6049167E6000FF6E7E4D5A496DEB87F0EFFFE0705B496E5B6CC8000F90C7FC003EED
03FC3B5D75DB42>107 D<EC1FF890383FFFFC5B90B512F8A27FEB007FEC3FF0A2147FA2
15E0A214FFA215C0A25BA21580A25BA21500A25BA25CA2130FA25CA2131FA25CA2133FA2
5CA2137FA25CA213FFA25CA25AA25CA25AA291C7FCA25AA25BA2120FA25BA2121FA25BA2
123FA29038F001E0EC03F0007F130715E013E0A2140F00FF14C013C0141F1580A2EC3F00
127F147EEBE0FE383FE1FC6CB45A6C5B6C5B6C5BC690C7FC1E5D74DB24>I<D90FE0DA1F
FC913801FFC0D93FFC91B56C010F13F8496C01076E013F13FE90B54902F090B6FC48DA80
3F6E48812C03F87FC07FF03FFC0301017FD807F09027E0FF800F90380FF800902CE03FE1
FC0007FE1FE06D7ED80FC0D9F3F8DB3F80133FDBF7E06D6C48C77FD81F80D9FFC0157E4C
5D93C75CD83F00605D4A485E484A5E127E4B5E00FE01FF4B167F4B93C85BC7FC4B5D4904
0F16FF664B5DA249041F5D6692C85B6449043F94C7FCA24A4C5C65010F167F1C0F4A4C4B
133C1F7E011F04FF031F14FE5313FC4A4C143F65013F4BF001F81C7F4A4CEDE0031FF001
7F4B18071FE04A93C8EBC00FF61FC001FF4B198099393FE07F004A4BEEE1FE76B45A765B
4A4B6F5B6DC86C486F13C0013E6F48030090C7FC6F3B76B975>I<D90FF0EC3FF8D93FFC
49B5FC496C010714C090B5011F80486E48803D03F87FC07FE03FF8D807F09039E1FF001F
9027E03FE3FC6D7ED80FC0D9F7F01307DBFFE080001F5D01805C93C7FCD83F005BA24A5A
485C127E5D00FE01FF150F4B5DC7FC5D49161F615DA249163F6192C8FC187F495FA24A15
FF61130F5F4A9338800780F20FC0011F4B141F070013804A5C60013FF03F00170F4A4B5B
1A7E017F18FE624A4B485A190301FF4D5A716C485A4AEE3FC071B55A7191C7FC4A6E5B6D
C9EA7FF8013EEE1FE04A3B76B950>I<923803FF80033F13F092B512FC020314FF020F81
023F01037F913A7FF8007FE0DAFFE06D7E010301806D7E4990C76C7E495A49486E7E495A
49486E7E495AA248491680485BA25A4890C8FCA2485A5FA2485AA25F007F18005BA25F00
FF5F5BA24D5AA26049157F6017FF007F5F4C5BA26D4A5B003F4B90C7FC5F4C5A6C6C4A5A
000FED7FF06D4A5A6C6C01035B2703FF800F90C8FC6C9038E03FFE6C90B512F86D5C011F
1480010749C9FC010013E0393B71B949>I<DA1FE049B4FCDA7FF8010F13C04A6C013F13
F0496D90B512FC496D4880D907F00183EB07FF49489026C7F8011380913AC07FDFE000D9
1F80D9FFC0EB7FC04D14E0D93F0091C7123F4C15F05E017E5C4C15F815FF01FE5C495CA2
00015BA2C75CA24A167FA293C8FCA24A16FF1AF05DA2020F5D1AE05DA2021F4B13C0A24B
168060023F1700A24B4A5AA2027F4B5A616F143F4E5A02FF5E6F4A5A4D5B6F4990C7FC49
6DEB0FFE70485A9239BFE0FFF0039FB55A49018F1480038791C8FC030113F89238007FC0
4991CAFCA25CA2130FA25CA2131FA25CA2133FA25CA2137FA25C48487E007FEBFFF0B67E
A36C5C45547DB949>I<D90FF049B47ED93FFC010F13E0496C013F13F890B56C487F4802
81B57E2703F87FC3EB01FF3D07F03FE7FC007F8001E0D9EFF0133FD80FC0D9FFE013FF4C
4813C0001F4B5A018014004B491380D83F005BA24A48150048705A007E4A5CEF00F800FE
494891C7FCA2C75BA25BA25DA25BA292CAFCA25BA25CA2130FA25CA2131FA25CA2133FA2
5CA2137FA25CA213FFA25CA35C6DCBFC133E3A3B76B93C>114 D<ED3FF84AB5FC020714
C0021F14F04A14F891397FF01FFC9138FF80034948C712FE495A494813014A1303010F14
07160F495AA3013F15FC6EEB07F8EE03E06E90C7FC14FEECFFE015FEEDFFE06D14F8826D
806D8017806D15C013006E14E0140FDA007F13F015071501ED007F163FEA0FE0487E003F
ED1FE0487EA2163F484815C0A249EC7F80A20180ECFF006CC7485A4B5A6D1307D83FE0EB
1FF83A1FFC01FFE06CB65A6C5D00014AC7FC6C6C13F0010F13802F3B75B93A>I<15F84A
7E14034A7E140FA25DA2141FA25DA2143FA25DA2147FA25DA214FFA25DA25BA2003FB612
FE4815FFA2B8FC6C15FED8000390C7FC5BA25CA2130FA25CA2131FA25CA2133FA25CA213
7FA25CA213FFA25CA25AA25CA25AA291C7123C167E4815FE16FC49130116F81503000F15
F049130716E0150FED1FC0ED3F800007EC7F0015FE9038FE03FC3903FF0FF86CEBFFF06C
5C6D13806D90C7FCEB07F8285474D22F>I<EB01FE902607FF8015F8011F6D4A7E496D4A
7E496D14079038FF0FF8D801FC7F2603F807150FD807F05F13E0EA0FC0020F151FD81F80
5FA2EA3F00021F153F484A5D007E133F5D00FE177F027F5EC75BA202FF15FF4B5DA25B4B
5B615B92C7FC5F4994C7FC5CA25F010F5E4A173C1A7E170F4E13FCA34A021F13011AF8EF
3FF86E147FF103F017FF01074AEC07E06E5B01034AEC0FC06E90381FEFFC6D903BC0FFC7
FE3F806D90B50083B512006ED9FE015B6E496C5B020F01F06D5A02010180EB0FE0473B76
B94D>I<D901FEF001F0902607FF80DA03E0EB03F8011F6D4A6CEB07FC496D4A6CEB0FFE
496D021F141F9026FF0FF818FFD801FC7F2603F807153FD807F05F13E0000F86D9C00F03
7F80D81F804D7FA2D83F0085021F03FF15FE484A5D007E133F4B170000FE5E027F4C14FC
C75BA202FF4A15014B92C713F8A25B4B4915034E15F05B92C7FC050F1507494C15E05CA2
F30FC0010F151F4A5DF31F80A3F33F00A21B7E173F1BFE057F5D505A6D6C14FF4C6D495A
6D6C17076F486D495A6D9027C00FF3FF495A6D9026F83FE39038E07F806EB500C190B5C7
FC6EDA807F5B020F4A6C5B020301FC010F13F09126007FF001011380583B76B95F>119
D<EB01FE902607FF80EC01F0011F6DEC03F8496DEC07FC496D140F9038FF0FF83901FC07
FCD803F8161FD807F017F813E0120FD9C00F153FD81F8017F0A2EA3F00021F157F484A15
E0007E133F5D00FE17FF027F16C0C75BA202FF5C4B1580A25B4B5B19005B92C7FC5F495E
5CA2170F010F5E5CA2171F60A25C173F60177F8017FF4C5B01075C6E5B5E6D6C013F5B6D
01C0B5FC6D90B6FC806E01F95B020F13E10201138191C75A95C7FCA25E5FA2017C4A5A13
FF484B5A487F484B5A4C5AA24890C7485A4B5B494990C8FC49495AD807F0495AED3FF86D
495A3A03FF03FFC06C90B55A6C4AC9FC6D13F8011F13E0D903FECAFC3E5576B945>121
D<007FBAFCBB1280A36C1900410573A549>123 D E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Fb cmcsc10 8 24
/Fb 24 122 df<EA0FC0EA1FF0EA3FF8EA7FFC12FF13FEA313FFA37E7E7EEA0FEFEA000F
A5131F131EA3133E133CA2137C137813F813F0120113E01203EA07C0EA0F80A2EA1F0012
3E123C12181029738E2A>44 D<EA07C0EA1FF0EA3FF8EA7FFCA2EAFFFEA5EA7FFCA2EA3F
F8EA1FF0EA07C00F0F738E2A>46 D<BAFC19F819FF1AC01AF0D8003F01E0C7000F13FC01
0F49020013FF6D051F7F07077F070113F0737F747EF21FFE747E747FA2747F747F747FA2
757E881B3F881B1F88A3751380A21DC0A3871DE0A51DF0AE1DE0A51DC0A263A21D80A251
1300A3515AA264515AA2515A505BA2505B505B5090C7FC505A505A505A4F485A07075B07
1F13804994B5C8FC013F6D020F13FCBB5A1AE097C9FC19F819805C5B79DA6E>68
D<BC12FCA487D8001F01F0C8121F01074915006D181F1A071A031A011A001B7FA287A287
A2871C80A31B07A4F003C0F303C0A498C7FCA21807A3180FA2181F187FEF03FF92B7FCA5
9238E00003EF007F181F180FA21807A31803A21C3CA31C78A295C9FCA41CF81CF0A31B01
A31B031CE0A21B07A21B0F1B1F1B3FF37FC01BFF1A031A0F49183F011F6D0307B5FCBDFC
1C80A4565B7ADA63>I<DD7FFC1570040FB500C014F0047F02F813010303B612FE030F92
38FF8003033FD9F801EBC00792B5C7383FF00F020301F8EC07F84A01E0913801FC1F4A01
80913800FE3F023F90C9EA3F7FDA7FFCEE1FFF4A48824949824901C082495B49844990CB
FC4948187F5C017F193F495A481A1F5C481A0F5C5A4A18075AA248491803A35A91CC1201
A25AA398C8FC5B12FFAF127F6D0403B712FCA47E95C7001FEBFC006E05035B6C735BA36C
7FA27E807E807E807E6D7E133F806D7E6D7F6D6D5E6D7F6D6D5E6D7F6E6C5E6EB4EE1FBF
020F01C0ED3F9F6E01F0EDFF0F6E01FC913801FE070200D9FF8090380FFC03033F01F890
38FFF001030F90B6EAE000030304801370DB007F4AC9FC040F14F09326007FFECAFC5E61
76DD71>71 D<B700FE037FB512FCA5D8003F01F8C9000F1480010F01E00403EBF8006D49
18C07490C7FC63F203F863505A505A505A083EC8FC6262F103F04F5A4F5A4F5A4FC9FC19
7E614E5AF003E04E5A4E5A063FCAFC187E604D5A4D5A4D5A170F171F4D7E4D7E17FF4C7F
04077F5E93381FBFFFDC3F3F7FDC7E1F7F4C7EDBC1F8809226C3F0077F9238C7C0039226
CF80017FDBDF008003FE7F4B6E7E4B814B6E7F4B804B82727F84727F8684727F86737E85
87737F85737F8785737F87737F1A7F87747F8688747F8888496D4C7F013F01F8047FEBFF
80B700FE0207B7FCA5605B79DA70>75 D<B812E0A5D8003F01FCCBFC010F13E06D5BB3B3
ADF201E0A4F203C0A61A07A31B801A0FA31A1FA21A3F1A7FA2F2FF006161190F61197F49
0403B5FC013F6D143FBCFC62A44B5B79DA5B>I<B600E04EB612C06F60A36F60D8003F9A
C7FC90260FBFFC95380F7FFC010764A2DA9FFE181EA2DA8FFF183CA302876D1778A20283
6D17F0A302816DEE01E0A202806DEE03C0A36F6CEE0780A36F6CEE0F00A26F6C161EA36F
6C5EA26F6D5DA36F6D5DA26F6D4A5AA36F6D4A5AA2706C4A5AA3706C4AC7FCA2706C141E
A3706C5CA2706D5BA3706D5BA2706D485AA3706D485AA2716C485AA3716C48C8FCA39438
1FFE1EA2716C5AA37113F8A2715BA3715B497E715B497ED97FF8507E0003B56F48020313
FFB600FC050FB712C072C7FCA3181E725B78DA83>I<912607FF80EB0380027F01F81307
49B500FE130F0107ECFF80011FEDE01F4948C6EBF03FD97FF0EB0FFCD9FFC0903803FE7F
4890C8B5FC4848153F4848814848150783485A83484881187F127F49163FA300FF171FA2
180FA27FA36D1607A27FA26C6C93C7FC7F7F6C13C014F06C13FEECFFE06C14FEEDFFE06C
15FE6CEDFFE06C16F86C16FE6D816D826D16E06D820103821300021F81020181DA000F80
1500040F14801601706C13C0171F7113E083838319F083127000F0177FA3183FA37EA319
E07EA26C177F19C07E6DEEFF80A26D4B13007F6D4B5A01FC4B5A6D5E6D6C141FD93FE04A
5A26FE1FFEECFFE0902707FFE0071380486C90B6C7FC48C65D021F14F848010314C04890
26003FFEC8FC3C6176DD51>83 D<B700F84BB612E0A5C66C49CA003FEBFC00010F01F805
0F13C06D7390C7FC6D1AFC646D6D606D6D60A26E6C4D5A6E6D4C5AA26E6D4CC8FC6E187E
826E6D5E636E6D15016E6D4B5AA26E6D4B5A6F6C4B5AA26F6D4A5A50C9FC6F7F6F6D147E
626F7F6F6D495A626F6D13036F4B5A83706C495A4F5A701380706D48CAFC197E7013E070
6D5A617013F970EBFBF018FF705C6183715B96CBFC83B3AC4D7F94B57E0303B712F8A563
5B7CDA6C>89 D<167816FCA34B7EA24B7EA34B7FA34B7FA24B7F151EA2033E7FED3C7FA2
03787F163F03F87FEDF01FA2020180EDE00FA24A486C7EA20207814B7EA2020F814B7EA2
021E6D7FA2023E81023C147FA2027C810278143F02F8814A141F91B7FC4982A3D903E0C7
EA0FFF4A800107834A80A2010F8391C87EA24983011E81013E83187F137E01FE83487E48
6D4B7E001F6D4A13FFB500F8023F14FCA446467BC551>97 D<B812F017FF18E018F8C601
FCC7EA7FFE6D48EC0FFF013F030113C0716C7E727E727E727E727E727E841A807213C0A2
F17FE0A2F13FF0A21AF8A2191F1AFCA51AFEAC1AFCA41AF8193FA21AF0197F1AE0A2F1FF
C01A80604E1300614E5A4E5AF03FF04E5A4D485A017F03075B496CDA7FFEC7FCB912F818
E095C8FC17F047447CC353>100 D<BA12C0A4000101F8C7000F13E06C491400017F163F
181F180F18071803A2F001F0A31800A4DC01E01378A41900A21603A31607160F167F91B6
FCA49138F0007F160F16071603A31601190FA3191EA293C8FCA3193EA2193C197CA319FC
A2F001F818031807181F01FF167F486DEC07FFBAFC19F0A340447BC34A>I<922603FFC0
130E033F01F8131E4AB512FE020F9138FF803E4A9039807FC07E913B7FF8000FF0FE9026
01FFE0EB03F9490180EB00FD4948C8127F4948151F4948150F49481507495A4948150348
4915015A91CAFC5A49177E120F485A193EA2485AA2007F181EA35B96C7FC12FFAC007F4B
B612FC7FA393C76C1380003F051F13006D705A121FA36C7E12077F7E807E6C7F6D7E6D7E
6D6C151F6D7E6D6C153F6D6C6C147F6D01E0EB01F99026007FF8EB07F0913B1FFF803FE0
3E6E90B5EAC01E0201ED000EDA003F01FC90C7FC030313C0464879C555>103
D<B600FE017FB6FCA4C649C86C13006D486F5A6D486F5AB3A791B8FCA402F8C8121FB3A9
496C4B7E496C4B7EB600FE017FB6FCA448447CC351>I<B612FEA40001140038007FFC6D
5AB3B3B3A2497E48B5FCB612FEA41F447CC328>I<B500F892B6FC8080A2C66C6C030713
E06D6D020113806F6E1300197E013D7F013C6D153C81147F6E7E816E7E806E7F82806E7F
6E7F82157F6F7E6F7E82816F7F6F7F83816F7F707E83163F707E83701380827013C018E0
827013F0EF7FF818FC173FEF1FFEEF0FFF19BC837113FC83A283187F183FA2181F180F13
7E180701FF1603486D1501000713E0B61500197C193CA248447CC351>110
D<ED07FF037F13F00203B512FE020F6E7E91263FFC0113E0913AFFE0003FF8490180EB0F
FC4948C7EA03FED90FFC6E6C7E49486E7F49486F7E49486F7E49486F7E4A150F48844890
C96C7EA24848707E000F19804982001F19C0A24982003F19E0A3007F19F049177FA300FF
19F8AC007F19F06D17FFA4003F19E06D5EA2001F19C06D5E000F1980A26C6C4C1300A26C
6D4B5A6C6D4B5AA26C6D4B5A6D6C4B5A6D6C4B5A6D6C4A5B6DB402075B6D6D4990C7FC01
0101E0EB3FFC6D9039FC01FFF8023FB612E0020F158002034AC8FCDA007F13F0030790C9
FC454879C554>I<B8FC17F017FEEFFFC0C69026FC000313F06D489038003FF8013FED0F
FE717E717F717F838585187FA285A661A218FF61615F4D5B4D90C8FC4D5AEF3FF8933803
FFF091B712C04DC9FC5F17FF9126F8000F13C004017F706C7E717E717EA2717EA2717EA7
85A6F203C019C0A2831A07496C6E01E01380496C170FB600FE6D13F095397FFC3F009538
3FFFFE060F5BCB00035B9538003FE04A467CC350>114 D<902601FFC013E0010FEBF801
013F13FE49EBFF833A01FF807FC73A03FC000FEF4848EB03FFD80FE01300167F4848143F
4848141FA2007F150F90C8FC16075A1603A37F16017FA27F6C6C91C7FC7F13FE383FFFE0
14FE6CEBFFE015FE6CECFFC06C15F06C816C15FE6C816D1580131F010315C0D9007F14E0
1403DA003F13F01503030013F8167F163FEE1FFC160F127000F01507A21603A37EA217F8
7E16076C16F0A26CED0FE07F6DEC1FC001F0EC3F8001FCEC7F0048B4EB01FE3AFC7FF007
FCD8F81FB55AD8F00714E001015C27E0001FFEC7FC2E4879C53D>I<003FBA12C0A49026
FC000FEB800301E06D90C7127FD87F80EF1FE090C7160F007E1807A2007C1803A2190112
78A400F819F0481800A5C81700B3B3A24B7F033F13E091B712F8A444437BC24F>I<B600
FE91B6FCA4C649C8000713E06D48030113806D486F1300197EA2193CB3B3A5011F177C6E
1678A219F8010F5F6E150101075F010316036E5E6D6D14076D4C5A6E6C4AC7FC6E6C147E
DA1FF85CDA0FFEEB07F8913A03FFC03FF06E90B512C06E6C5C030F01FCC8FC030013E048
467CC351>I<B600F00207B512C0A4000391C9EBFC00C601FCEE7FF0017F715A6D481780
8073C7FC011F173E80010F173C806D5FA26F15F86D5F816D4C5AA26F14036D5F6F140702
7F5E81180F023F93C8FC6F5C021F151E81183E020F153C6F147C6E1578826E5DA2EEC001
6E5D16E06E4A5AA2EEF007037F5CEEF80F033F91C9FC16FC5F031F131EEEFE3E030F133C
16FF177C6F137817F86F5BA26F5BA36F5BA2705AA370CAFCA2161E4A457DC351>I<B600
F00203B512C0A4000391C9EBFE00C649EE7FF0017F18C0013F606D6C94C7FC6D177E6F15
7C6D6D5D7F6F4A5A6D6D5D6D16036F4A5A6E6C5D180F6E6C4AC8FC141F6F143E6E6D5B80
705B6E6D5B6E140170485A6E01F85B037F130770485AED3FFE031F49C9FCEEFF1E6F13BE
6F13FC5F816F5B5F81B3A45D4B13F80203B612F0A44A447DC351>121
D E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Fc cmss8 8 6
/Fc 6 84 df<933801FFFE041FEBFFF84BB77E030716F0031F16FC037F16FF4AB9FC1407
4A5F5C027FEC800791B500F8C7127F4902C0140F4991C812034949ED00FC4901F8163C49
49161C49491604038093C7FC4990CCFC90B5FC485B5C485BA2485B5C5A5C5A5CA25A91CD
FCA25A5BA4485AAE6C7EA47F7EA2807EA2807E807E806C7FA26C7F806C7F7F6D7F03E017
806D6D16036D6D16076D01FE161F6D6D167F6D02C0EC01FF6D02F8020F13C06E9026FF80
01B5FC021F91B7FC8080020118806E6CEEFE00031F16F8030716E0030193C7FCDB001F14
F8040191C8FC4A5E78DC5A>67 D<BBFCAA01FCCCFCB3AB90B912F0AA01FCCCFCB3AE90BA
12C0AB425C74DB55>69 D<BA12FCAA01FCCBFCB3AD90B9FCAA01FCCBFCB3B3A53E5C74DB
51>I<B500E0933807FF8080A280A280A280A280A201F77F8113F38113F18113F081147F
81143F81141F8180828082808280828082157F82153F826F7EA26F7FA26F7FA26F7FA26F
7FA26F7FA2707EA2707E161F838218808218C08218E08218F08218F8177F18FC173F18FE
171F18FF8319878319C78319E78319F78372B5FCA284A284A284A284A284495C73DB64>
78 D<B812C017FEEFFFC018F818FE727E19E0858501FCC88005077F05017F716C7F061F
7F727F84727F84727FA2197F86A86219FFA24E5B60604E5B4E5B187F4DB55A050791C7FC
94B55A90B95A616119C0614EC8FC18F818C04DC9FC8301FCC7000F7FA2707F8482707FA2
707F84177F717E84838583717F858385717F8385187F85727E8486727FA2727F8486727F
A2727F737EA2737EA27313807313C04A5C74DB5B>82 D<92381FFF800203B512FC020FEC
FFC0027F15F891B712FE0103EEFF804917E0131F5B4917C090B9FCEDF0004891C7120F48
01FC14014801F0EC007F4AED1F80484915074A15034890CAFC19005BA2485AA77FA26C7E
A280806C7F14F86C13FE6E7E6C14F86CECFFC016FC6CEDFFC06D15F86D15FE6D6F7E0107
826D16F06D826D6C81021F81020381DA003F1580030315C0ED003F040314E0DC007F13F0
171F050713F883837113FCA2187FF03FFEA3181FA8F03FFC12200030177F003C18F8003E
17FFD87F805D01E017F001F8150701FE4B13E0D9FFC04A13C002F891B5FCB6D8C0071480
92B71200606C5F001F5F00075F000117C06C6C5E010F4BC7FC010115F8D9001F14C09126
007FFCC8FC3F627ADE4E>I E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Fd msbm10 10 1
/Fd 1 83 df<003FBA12C048F1FF80BC12F81BFF6C1BC06C1BF82B001FF00003FE003F14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>82
D E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Fe cmmi7 7 4
/Fe 4 108 df<021FB500E0031FB512FEA24A6E5DA26E6E6F14FCDA00070500140071EE
1FF8F40FE04B6D5FA2DC9FFF5FA2031F6E151F048F95C7FC040F7F82033F6E5D70173E03
3E8082037E6E157E70177C157C717E03FC18FC716C5D5D717E02011801716D5C5D717F02
031803716D5C5D717F02071807716D5C5D727E020F180F726C5C5D727E021F181F720180
90C8FC92C8FC7213C04A60F2E03E023E811AF0027E6F147EF2F87C027C811AFC02FC047F
13FC745A4A163FA20101EF1FFF634A82A2010383634A82A201078363010F83131F496C17
7F2601FFFC60007FD9FFF0163FB67E4B161F98C9FC86674F78CE69>78
D<157CEC01FE4A7E5CA25CA35D6E5A6E5A6E5A91C8FCAFEB07F8EB1FFEEB7FFF90B57E39
01FC3FC0D803F07FEA07E001C07FEA0F80121F13005A003E137F007E5C007C13FF5DA2EA
FC0100785C12005B92C7FC5B5CA2130F5C131F5CA2133F5CA2017FEB07C014E013FFECC0
0F16805AEC801F16005DEC003E157E5D5D6CEB03F0EC8FE06DB45A6D5B010F90C7FCEB03
F8224F7BCD2F>105 D<173FEF7F80EFFFC05E5EA418801800705A705A94C7FCAFED07F8
ED1FFF037F7F4AB512E0913903FC1FF0EC07F091390FC00FF8EC1F80DA3F007F143E5C14
FC4A131F01015D495A5C163F13076D485C90C8FC167FA25FA216FFA25FA25DA25FA25DA2
94C7FCA25DA25EA2150FA25EA2151FA25EA2153FA25EA2157FA25EA215FFA25EA22607C0
015BEA1FE0486C4890C8FC127F4A5A00FF495A4A5A5D9038E07FE049485AD87F875B6CB4
48C9FC6C13F86C13E0000390CAFC32667FCD37>I<EC1FF090383FFFF85BA25DA2130014
7F5DA214FFA25DA25BA25DA25BA292CAFCA25BA25CA2130FA25CA2011FED0FF0EF7FFC4A
49487E4C7F013F91380FF83F93391FC07F804A90383F00FFEE7E01017F903801F8034B48
5A9138E007E0ED0F8001FFEB1F00033E15004A485CDAC1F86D5A48D9C3F06D5ADAC7E090
C8FCEC9F8002FFCAFC485BA2ECFFF015FF4815C0023F7FD9FE0313F89138007FFC000F14
1F6F7E49130782001F80181F5BA2003F5F4B143E495CA2007F5FA2495EA200FF0203495A
A2490101495A923900FF0FC070B45A496E90C7FC6CC86C5A003EED03F8395278D047>I
E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Ff cmr7 7 4
/Ff 4 103 df<EC01E01403140F141F147FEB03FF133FB6FCA313FC13C0C7FCB3B3B3A4
497F010713FCB812E0A52B4D74CC42>49 D<EF07FCEE1FFFA5EE007F171F170FB3A49138
03FF80023F13F891B512FE0103ECFF8F010F9038807FEF903A1FFC000FFFD97FF0130349
481300480180147F4890C8123F171F4848150F120F485AA2485AA2127FA25BA212FFAA12
7FA27FA2123FA2121F7F000F161F7F0007163F6C6C157F6C6D14FF6C6D01037F6D6C49EB
FF80D93FF8D91FEF13FED90FFFEBFF8F6D90B5120F010114FC6D6C13F002070100EBF800
3F527BD049>100 D<913807FF80023F13F049B512FE01076E7E4901037F903A3FF8007F
E0D97FE06D7E4948EB0FF84849804890C7120748486E7E83484880121F491680003F81A2
18C0127F5BA2B9FCA401F0CAFCA7127F7FA2123FA26C6CED07C0A2000F160F6D16800007
161F6C6C16006C6D5C6C6D147E6D6C5CD93FF8495AD91FFEEB07F0903A07FFC03FE06D90
B55A010092C7FC021F13FC020113C032357CB33B>I<ED3FF0913801FFFC020713FF021F
148091383FF07F9139FFC0FFC049018113E0491301EB07FE14FC130F14F8011F6D13C0EE
7F804948EB3F0093C7FCB1B712C0A526003FF0C8FCB3B3A3EB7FFC003FB512FEA52B527C
D129>I E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Fg cmsy10 10 5
/Fg 5 107 df<003FBE12C0481DE0BF12F0A36C1DE06C1DC0640772AC81>0
D<1238127EB47E13E013F8EA7FFE6C6C7E000F13E0000313FCC613FF013F13C0010F13F0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>21 D<053FB7FC0407B81280043F17C04BB9FC1507031F1880037F
18004AB500E0CAFC020701FCCBFC4A13E04A90CCFCEC7FFCECFFF04913C0495B4990CDFC
EB0FFC495A495A5C495A495A91CEFC485A12035B485AA2485A5BA2121F5B123F5BA2127F
90CFFCA45A5AA3BDFC1C801CC0A31C801C0048CFFCA37E7EA47F123FA27F121F7F120FA2
7F6C7EA26C7E7F12016C7E806D7E6D7E806D7E6D7E6DB4FC6D7F6D13E06D7FEC7FFCEC1F
FF6E13E0020313FC6EEBFFF06E6C90B8FC031F1880030718C01501ED003F04071780DC00
1F1600526172D96F>50 D<1B07F30F80F31FC0A21B3F1C801B7F1C0063631A01631A0363
1A07631A0F631A1F631A3F631A7F98C7FC6262190162190362190762190F62191F62193F
62197F4FC8FCA24E5AA24E5A61180761180F61181F61183F61187F96C9FC606017016017
0360170760170F60171F60173F60177F95CAFC5F5F16015F16035F16075F160F5F161F5F
163F5F167F94CBFC5E5E15015E15035E15075E150F5E151F5E153F5E157F93CCFC5D5D14
015D14035D14075D140F4A5AA24A5AA24A5A92CDFC5C5C13015C13035C13075C130F5C13
1F5C133F5C137F91CEFC5B5B12015B12035B12075B120F5B121F5B123F5B127F90CFFC5A
5AA2127C1238529B69F600>54 D<1238127C12FEB3B3B3B3B3B3B3B3B3127C123807A76D
FC2E>106 D E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Fh cmmi10 10 19
/Fh 19 121 df<ED1FF892B5FC020702C0163C021F02F0167C4A8091B66C16FC496F16F8
496F1501497015F049701403491AE049701407491AC090B500E06E140F489026FC00076D
15804801E00100161F0280023F16004848C86C6C5C48480307153E01F06F6C147E484803
01157C4915004848047F14FC90CA5D48711301007E06805B007C051F130300FC62489438
0FC00763180748190FCB01E05B1A1F060391C7FC621A3E19F01A7E0601137C1AFC62A219
F16219F919FB06005B19FF62A362A397C8FCA361A34E5AA361A361A21803A34E5AA4180F
A261181FA44E5AA44EC9FCA418FEA44D5AA44D5AA360A360A260715A566D7DC856>13
D<F03FF84DB5FC050F14C0053F8094B612F84C9038F03FFC04079038800FFE933A0FFE00
03FFDC1FF815804C487FDCFFE06D13C04B018015E04B90C8127F1BF04B5A4B4816F84B48
153F153F4B5A1BFC4B5A4A5BA25C4C157F5C93C9FC5CA24A5A1AFFA24A5AA261027F18F8
5DA26102FF18F05DA2614919E05D1BC0614919805D611B00494D5A5D62197F496092C948
5A4E5B81494C5B4E5B6F93C7FC4E5A496D4A5A4E5A6F4A5ADAFDF849485A017F6D491380
DAF8FF010F90C8FC92397FE07FFE6FB512F801FF6D14E0DAF00714806F01FCC9FC923800
7FE04892CBFC5CA35A5CA35A5CA35A91CDFCA35A5BA3123F5BA3127F5BA312FF5BA26C5A
6C5A6CCEFC4E6D7CC856>26 D<EA03F8EA0FFE487E4813804813C0A2B512E0A76C13C0A2
6C13806C13006C5AEA03F8131373922E>58 D<EA03F8EA0FFE487E4813804813C0A2B512
E0A214F0A414F87EA27E7EEA0FFEEA03F8C7FCA5130114F0A31303A214E0A2130714C013
0F1480131FA2EB3F00133E137E5B12015B485A485A120F485A5B6CC7FC1206153373922E
>I<F501C0F507E0F51FF01D7FF401FF0A0713E00A1F13C099B51200090313FC090F13F0
093F13C098B5C7FC080313FC080F13F0083F1380E0FFFEC8FC070313F8070F13E0073F13
80DFFFFEC9FC060313F8060F13E0067F13804D4848CAFC050713F8051F13E0057F13804C
4848CBFC040713F8041F13C0047F90CCFC923801FFFC030713F0031F13C0037F90CDFC91
3801FFFC020713F0023F13C091B5CEFC010313FC010F13F0013F13C090B5CFFC000313FC
000F13E0003F13804848D0FCEAFFF813E013F8EA7FFE6C6C7E000F13E0000313FCC613FF
013F13C0010F13F0010313FC010013FF023F13C0020713F0020113FC6E6CB4FC031F13C0
030713F0030113FC6F6CB4FC041F13C0040713F8040113FE706C6C7E051F13E0050713F8
050113FE716C6C7E060F13E0060313F8060013FE96383FFF80070F13E0070313F8070013
FE97383FFF80080F13F0080313FC080013FF093F13C0090F13F0090313FC090013FF0A1F
13C00A0713E00A0113F0F4007F1D1FF507E0F501C0646172D981>I<191C193E197FA219
FF19FEA2180119FCA2180319F8A2180719F0A2180F19E0181F19C0A2183F1980A2187F19
00A26060A2170160170360A2170760A2170F60A2171F60A2173F60A2177F95C7FC5F5FA2
16015FA216035FA216075FA2160F5F161F5FA2163F5FA2167F94C8FCA25E5EA215015E15
035EA215075EA2150F5EA2151F5EA2153F5E157F93C9FCA25D5DA214015DA214035DA214
075D140F5DA2141F5DA2143F5DA2147F92CAFCA25C5C13015CA213035CA213075CA2130F
5CA2131F5CA2133F5C137F91CBFCA25B5BA212015BA212035BA212075B120F5BA2121F5B
A2123F5BA2127F90CCFCA25A5AA2127C123840A777FC53>I<0307B600E094B712F84B6F
4C16FC4B6F5EA2731BF86F7416F092C76C6DDC0003ECF800051FDF007F1380E61FFEC7FC
73F00FF84D63726D715A173E726D60057E1A0F86DD7C1F62A2DDFC0F6D171F9EC8FC4D6C
7FA204016D6D5F203E17F0727F04031B7E726D177C5F737F04071BFC755E4D7FA2040F6E
6D1501684D6D7FA2041F6E6D15036894C780854C1A07736D5E163E737F047E1A0F765D04
7C81A204FC6F6D141F9DC9FC4C6F7FA20301706D5C1F3E4C838603031B7E746D147C5E74
7F03071BFC765C4C81A2030F71EB8001674C7013C0A2031F71EBE0036793CA14F0874B1A
077501F85B153E7513FC037E1A0F0BFE5B037C83A203FC71EBFF1F9CCAFC4B72139FA202
017313FF665D881403765B5D881407664B84A2020F8566021F85A2023F1A7F027F634948
7E010701F8193F017F13FF003FB600FE725A48811D0FB8FCA26C4B725A8E717BF085>78
D<0107BFFC491E805B20005BA203FCC7000701FCC712074901804CEC007F02FCC84A151F
02F04BEF07FE49481B0302804D150191C9FC485A60494E6F5A485AA2495E0007615B6748
485E97CAFC5B001F1D0195B5FC90CA495F5A123E5F007E60007C1D036700FC5E4860A200
70775ACA4895C8FC61A35F61A35F61A35F61A35F96CDFCA394B5FC60A35E60A35E60A35E
60A35E60A35E60A35E60A35E95CEFCA393B5FC5FA35D5FA35D5FA25DA25D5D0203B612C0
0007BA12C04885A3626C6171707CEF61>84 D<047FBB12F893BC12FC5D1FF8A21FF04B03
C0C8001F13E006F0C94813C006805E4B01FCCAB5128005F04C140005C0604B494C5B94CA
485B04FC4D5B4B484D5B4C5F4C4D5B99B55A4B484C91C7FC4C60515B4BCA485B515B037E
5F4B4D5B515B98B55A4A4896C8FC505B4B4C5B02034D5B505B4B5E505B02074D5B4B606E
4893B5C9FC91CA485B4F5B4F5B614F5B4F5B4F5B6396B5CAFC4E5B4E5B604E5B4E5B4E5B
624E5B95B5CBFC4D5B4D5B5F4D5B4D5B4D5B614D5B94B5CCFC4C5B5E4C5B4C4916384C49
167C4E16FC4C495E4C5B93B5C912014B614B5B4B4916034B495F5F4B4916074B5B4B495F
92B5CA120F5C4A494D5A4A5B4A49173F4C95C8FC4A495F4A5B4A4917FE91B5FC4991CA12
0149494D5A495B4B170749494D5A4949171F4949173F49494D5A90B5EF01FF4891CA5A48
49050F5B4A173F48494CB5FC4849041F5C48490303B6FC4890BBFC4863A3BDFC6C98C9FC
6E7177F071>90 D<EE1FF8EEFFFE03076D7E031F9138C01F80037F6E487E923BFFF81FF0
7FE002039039C007F8FF4A90380001FD4A4813004A48147FEC7FF04A486E5B5B4B80495B
4990C86C5B5B495A133F4A94C7FC137F495A6048495EA2485B183F48605C5A187F61485B
A218FF486091C9FCA25F48605BA25F615BA200FF5E61F201F05B5F007FF000031BE0A24D
14074E14C0A2173F003F047F140F05FF1580A26C6C4A49131F4C1600000F4B5D6DDA1FDF
143E000792263F8FFE137E6C6CDA7F0F147C91278001FE0714FC6C9026C007FC6D485A6C
9027F03FF803EB87F06DB5D8E00113FF011F4A6C5C6D91C76C5B010301FC021F90C7FC90
26007FE0EC03FC4C4B7AC858>97 D<157F0103B57E90B6FC5AA393C9FC7E1300141F5DA2
143FA25DA2147FA25DA214FFA25DA25BA25DA25BA25DA25BA25DA25BA292CAFCA25BA24A
EB1FF0EEFFFE013F01036D7E030F14E0DAFC3F8092397FF03FF8017F9039FF800FFC913A
FDFE0007FEDAFBF86D7EDAFFF06D138090B512C04B6D13C092C813E05C485B4AED7FF0A2
5C484916F8A25CA25AA25C18FF5AA291C9FCA2485EA25BA2003F5E19F05BA25F007F18E0
5BA25F19C05B00FF18805FA219005F495E60177F007F5F17FF604C5BA2003F4B5B6D4A5B
95C7FC001F4B5A4C5A6D4A5A000F4B5A6C6C4A5A6D495B000302075B6C6C6C4890C8FC6C
9038E07FFC6DB55A6D14E0010F1480010301FCC9FC9038007FE03D7579F247>I<F101FE
96380FFFC0073F13F04F7F4EB57E4EEB03FE4E48C67E95380FF8011A074E48481380063F
5B4E485A6218FF97B5FC4D5B1C00A24D5D745A07805B4D6E5AF20FC097C8FCA24D90C9FC
A45F60A5173F60A4177F60A417FF037FB712FC92B87EA25CA26E5FDB000101E0C9FCA45E
60A45E60A45E95CAFCA55E5FA4163F5FA4167F5FA516FF5FA45D5FA45D5FA45D5FA54B90
CBFCA45E151FA35EA2153FA25EA34B5AA35ED801F813FFEA07FCD81FFE5C487E5E485BA2
B591CCFC5C5D01FE5B140701FC5B49485A13F0397FC01FE049485A393FE0FF806CB5CDFC
6C5B6C13F800015B38007F80519777F451>102 D<193FF1FFC04E13E04E13F060A260A4
1AE01AC0A2721380953803FE00F001F895C8FCB3A4EF3FE0933801FFFC04077F041F6D7E
4C80DC7FE07F9338FF007FDB01FC6D7E4B4880ED07E04B5A4B488093C7FC5D157E157C15
FC4A5A4B147F02035E5D14074B14FF140F4B5DA25F91C8FC61A25FA261A25FA261A25FA2
96C7FCA25FA260A2173FA260A2177FA260A217FFA260A25EA260A25EA260A25EA260A25E
A295C8FCA25EA25FA2163FA25FA2167F5FA3D801F84A5AEA07FE486C495B481380484A5B
A2484A5B4B90C9FC5EB548485A4B5A49495A007F4A5AD9FC035BD9F00F5B263FE03F90CA
FC6CB512FC6C14F06C14C06C49CBFC38007FF0449182EE44>106
D<ED01FC91380FFFFE0103B5FC5BA35E7FEB0003EC007F5EA215FFA25EA35C5EA35C5EA3
5C5EA35C93CBFCA35C5DA3143F5DA3147F4BED1FE0F1FFF806037F02FF030F7F4B4A7F95
397FE07F809538FF001F49DB01FCEBFFC04B903803F803943807E0074D485A494B485A4B
90383E003F5F4D5B494A5A4B484815804C5A4C481500494AC76C5ADB003E5D4C6E5A4B48
EC07E049494891C8FC4A485A4B5AED3F80013F49CBFCECFDFEECFFFC15F04913FCEDFFE0
16FC16FF90B712C0DAF07F13F0030F7F03017F486E6C7E4A6D7E707F82486F7F5C82A248
834A171FA262484D133E91C7FCA21A7E484B157C495E1AFC62123F49170162701403007F
61491707705D190F00FF4E5A496E6D48C7FC94387FE0FE71B45A496F5B496F5B6C480303
5B001FCA13804A7577F256>I<D903FCDB07FFEE3FFC90261FFF80027F01F00203B57E49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>109 D<D903FCEDFF8090261FFF80010713F0496D01
1F7F4901F0017F7F90B56C90B57E2801FE1FFC01EB80FFD9F80F903A07FC003F802903F0
07FE0FF013FFD807E09027FF1FC00313C001C04A485A000F4C5A018002FE5B4C5B001F5D
01005E485D003E4B15805E4A1700007E4B6D5A007C6093C76C5A00FC49ED07E04894C8FC
5DA2143FC7FC5DA2147FA25DA214FFA25DA25BA25DA25BA25DA25BA25DA25BA292CBFCA2
5BA25CA2133FA25CA2137FA25CA213FFA25CA35C5C6D5A6DCCFC424B7BC84B>114
D<ED01F0ED07F84B7E4B7EA2153FA25EA2157FA25EA215FFA25EA25CA25EA25CA25EA25C
A25EA25CA293C8FCA2007FB81280B912C0A46C1780C7D83FFCC8FCA2147FA25DA214FFA2
5DA25BA25DA25BA25DA25BA25DA25BA292C9FCA25BA25CA2133FA25CA2137FA25CA213FF
A24A141FA2485E173E4A147E177C4816FC5F4A13015F16035F16074A495A4C5AA24CC7FC
6C6D13FE4B5A6C4A5A9138E00FF090397FF07FE06DB55A6D91C8FC6D5B010313F8903800
7FC0326A7CE73C>116 D<DA3FC01A1F902601FFF8F27FC001076D041FEDFFE0496DDC7F
805B496D4C6C4913F0D93FC16D5C49C66D6001FE4D17F8D801F86D7E5B00036048486E4C
7F4901FF85000F88494D167F001F97C8123F90C7FC484949F11FF0003E6050150F007E5B
007C5D4A163F00FC4B4BED07E05A5C93C8127FC74E16C05C5D023F04FF160F4B4C1680A2
147F4B4A171F50160014FF5D4E5F491C3E4B5EA24E177E491C7C4B5E1EFC66495E4B93C8
120166A2535AA21D074F5EA2535AA24E6C4BC7FC656D4C163E1D7E6F4A5E6D93B56C5C6F
18016DDB01FB6D495A6FD903F14B5A6E6CD907E001F0EB1FC0DA3FFE011F6D6C495A912C
1FFFC07FC03FFF01FFC8FC6E90B5486CEBFFFE02034A486C5C02004A010314F0033F01F0
010014C0030301C0DA0FFEC9FC6D4B7BC877>119 D<DB1FF8EC03FE92B591380FFFC002
0302C0013F13F0020F6E90B57E4A6E4814FE913D7FF03FF803FE03FF913CFF800FFC07F8
00902A01FE0007FE0FE01480D903F8D903FFEBC00349486D49484813C049489238BF000F
4A03FE5B49485F49C85B017E4C5BA2491A80494A5B00011B0049725A00034D5C49725A4C
ED07E000074D90C8FC5BA25EC95CA35E95CAFCA35E5FA3163F5FA3167F5FA316FFA24D15
F8A24B160163D801F85DD807FC1803D81FFE495F486C18075F484F5A5DB54E5A4B94C7FC
624949167E715C49D93F7F4A5A49017E150349496C6C495A287FC001F81FEC1FE0D98007
D90FFCEB7FC02B3FF01FF007FF03FFC8FC6CB5D8C003EBFFFE6C4A6C5C000391C714F06C
01FC023F13C026001FF0DA07FEC9FC524B7BC85F>I E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Fi cmti10 10 37
/Fi 37 121 df<973801FFFE087FEBFFF00703B612FE070FEDFF80073F16C04FD9000713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>12
D<EB03F8EB0FFE497E4913805B90B512C05AA35AA57EA27E6D1380EB3FCFEB000F141F15
00A25C143E147E147CA214FC495AA2495A5C1307495AA2495A49C7FC137E13FE5B485A48
5A485AEA1FC0485A48C8FC12FE5A127812701A33749233>44 D<13FE3803FF804813C048
13E05A5A4813F0A3B512E0A314C0A26C138014006C5AEA1FF8EA07E014136E9233>46
D<F00180F003C01807180FA2181FF03F80187F18FF5F4D13005F5F173F4D5A17FF160316
0F043F5B93B5FC150F0207B6FC4A01FC5B5E16E1160103F85C91C7FC5EA260A25EA260A2
5EA260A25EA295C7FCA25EA25FA2167FA25FA216FFA25FA25DA25FA25DA25FA25DA25FA2
5DA25FA25DA294C8FCA25DA25EA2157FA25EA215FFA25EA25CA25EA25CA25EA25CA25EA2
5CA25C5C0103B512F8007FB812C0B97EA4603A6F6DEE55>49 D<943801FFC0051F13F805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>I<962601FFF8151C073FD9FF80141E4EB6
00E0143E060F03F8147C067F03FE14FC4DB813010507DAE007EB8003051F01FCC79038C0
07F8057F01E091381FE00F4CB5C8380FF01F4C01FC923803F83F040F01F0923901FC7FF0
4C01C0030013FF4C4993B5FCDCFFFECA7E4B497113E04B5B4B01E0834B5B033F497113C0
4B90CBFC4B5A4A49844A491A805E4A5B4A864A491A004A5B4A90CCFC91B5FC4B62495B5B
4B19014964495B1D03495B49645D5B5D90B56392CDFC5AA24849639AC8FCA2485BA25A5C
A25A5CA35A5CA35A5CA45CB5FCA591D1FCF401F01C03A21C0765A21C0F65A26C1B1F651C
3F9AC8FC641C7E6C1BFE6E611B016C505A646E18076C505A646C6D181F515A6C6D4EC9FC
1BFE6C6D4D5A6C4F5A6E4D5A6D6C4D5A6D6C4D5A6D6DEE7F806D6D4CCAFC6D6DED03FE6D
01F84B5A6D6DED1FF06D01FFEDFFE06E01E001035B021F01FE013F90CBFC6E90B612FC02
0316F0020016C0033F92CCFC030714F0DB003F90CDFC6F7968F477>67
D<030FBA12C04B19FE777E1EF08A6F1AFEDB00030280C7000F7FDC007F90C914C04E043F
7F0B0F7F05FF05037F777F4E82787E4C737E8A4E71138020C04C8520E04E8320F05E8A4E
19F8A25E7813FC60A25EA26020FE5EA295CCFCA25EA25FA204FF61A25FA25DA24D6020FC
5DA25F665D20F85F665D20F05F664B1CE0A24D6020C05DA294CC481380A24B1C009BB5FC
4C626503FF63A24C4E5BA24A505BA24C4E5B674A62674C4E90C7FC654A63535A4C4D5B66
4A4F5B644C4D5B525B4A4F90C8FC525A4C4D5A515B4A060713E0515B93CA485B097F90C9
FC4A943801FFFC08075B4B041F13E002FF94B51280010F051F91CAFC007FBB12FCBC12F0
1B8050CBFC1AE06C06FCCCFC777177F07D>I<962601FFF01538073F01FF153C0603B600
C0147C061F03F014F8067F03FC13014DB76C1303050F9126C00FFF13074D01FCC7903880
0FF0057F01E091383FC01F4CB5C8380FE03F4C01FC923807F07F040F01F0923903F8FFE0
4C01C0ED01FD047F496FB5FC4C48CAFC4B497113C04B13F0030F49834B5B4B497113804B
90CBFC4B48844A5B4A491A004A5B4C844A5B4A634A5B4A90CCFC91B5FC4B62495B491B03
5D4964495BA24949190749645D5B5D90B56392CDFC5AA24849639AC8FC5C5AA25A5CA25A
5CA35A5CA35A5CA45CB5FCA2070FB712FC4F82A291CA5FA2735E96C76C01F8C7FC090F13
E0A265A263A26C64A263A29AC8FCA26C6280647E1BFF806C63A26C6D5F646C7F626C6D5F
6E616C616D6C5F6D6C5F6F4C5B6D6DEEFF7F6D6D923803FE3F6D01F8ED07FC6D01FE9239
1FF81FC001006D6CEC7FE06E01E0903903FFC00F6E01FF013FEB0007020F91B5486D5A02
0304F81301020004E090CAFC033F92CCFC030714F8DB003F90CDFC6E7968F480>71
D<030FB700FE033FB612E04B704B15F0A46F4C6F15E0DB000302F0C90007ECF800DC007F
90CA000114C056C7FC4E19F805FF1AE020804E4D90C8FCF607FC4C4F5A545A4EEF3FC054
5A4C07FEC9FC535A4EEE07F8535A4C4E5AF53F804E4CCAFCF401FE4C4D5A525A4EED0FE0
525A4CEF7F8052CBFC4E4A5AF303F84C4C5AF31FE095C8485A515A4C04FECCFC505A4DEC
07F8505A04FF4B5AF23F804D147FF101FF4B4B7F614D5B4F7F4B157F96B57E4D5AF003FB
4BDA07F37FF01FE39438E03FC1DE7F817F4BECFE019426E1FC007FEFC7F8DDCFF0137F4B
D9DFE080EFFF8095C77E4D824B5B4D6E7F17E04D804B498294C8FC4C818815FF747F5E86
4A85A24C81885C757E5E874A86A24C82895C757F5E874A86A24C82895C757F93CAFCA24A
86A24B8591B54D80010F02C0041F14F0007FB700F80207B712C0B86C4A82A25FA26C4C6E
5E847176F080>75 D<030FB812E04B83A46F5FDB000302F8C9FCDC007F138096CAFC6017
FFA260A25EA260A25EA260A25EA260A25EA260A25EA260A25EA295CBFCA25EA25FA216FF
A25FA25DA25FA25DA25FA25DA25FA25DA25FA25DA25FA25DA294CCFC1D384B197C1DFC5E
1C0103FF19F8A24C17031DF05C1C074C18E01C0F5C1DC04C171FA24AF13F80A24C177F1D
004A61634C5F1B034A4E5AA24C160F515A4A183F1B7F93C948485A624A170F083F5B4B93
B5FC02FF1607010F94B65A007FBCFCBDFC64A36C98C7FC5E7177F068>I<030FB600C007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>I<030FB694B712E04B6F4B16F0A285A26F7316E092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>I<952603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>83 D<0007B8037FB612F04871
91B712F8A46C94C86C15F0D8000102F8C90001ECF800D9003F0180DC003F13C07690C7FC
93CBEA0FFC4A62765A5D6502FF190FA24B61A2491A1F655DA2491A3F9AC8FC5DA249621C
7E5DA2491AFE645DA2491901645DA24919036492CBFCA2491907645CA201FF190F645CA2
481A1F645CA2481A3F99C9FC5CA248621B7E5CA2481AFE635CA2481901A24A60A2481903
A291CB5BA2481907A24961A21A0F63485A1A1F63A250CAFCA249601A7E1AFE624F5A1903
007F6119074F5A6D60003F4E5A193F4FCBFC6C6C17FE4E5A000F4D5A6D4C5A6CEF1FE06C
6D4B5A6EEDFF806C6D4A90CCFC6C6DEC07FED97FFCEC1FFC6DB4ECFFF06DD9E00F5B0107
90B612806D4BCDFC010015F8023F14E0020F91CEFC020013F06D7560F07B>85
D<EE3FE0923803FFF8030F13FE033F6D13FC92B6EA81FE4A9039F07FC3FF4A9038801FE7
91270FFE0007B5FC4A5A4A487F4A487F4A485D49497F495B5B4990C86C5A5C131F495A61
495A13FF18FF48495EA2485B5F48605C5A5F61485BA25F486091C8FCA25F4895C7FC5BA2
5F605B12FF173F6049183FA2177F4E137F1A7E127F05FF14FE4E13FCA25E4C1401003F4B
15F818E04C1403001F4B15F06D4A1407000F4B15E0DCFE7F130F6C6CD903FC15C06C6C90
3A07F83FF01F6C9026801FF0EC3F806C903CE0FFE01FF87F006DB5D8800FB5FC6D4A6C5B
6D01FC6D5B010701F0010013F001000180EC3FC0484B6FC855>97
D<157F0103B57E90B6FC5AA393C9FC7E1300141F5DA2143FA25DA2147FA25DA214FFA25D
A25BA25DA25BA25DA25BA25DA25BA292CAFCA25BA24AEB7FC0923803FFF8013F010F13FE
4B7FDAFC7F80DBFFC17F903B7FFDFE007FE0DAFFFC6D7E03F06D7E4B8090B548130F4B80
92C712075C4849815CA24A1680485BA25CA25AA25C5F5AA291C8FCA2485EA25BA2003F5E
19005BA25F007F5F5BA217FF605B00FF5F5EA260495C60A24C5BA24C5B007F94C7FCA24C
5A4C5A5F003F157F5F6D4A5A001F4A5B4B5B6C6C4990C8FC6D495A00074A5A6C6CEB7FF0
3A01FF81FFE06C90B55A6D91C9FC6D13FC010F13F0010190CAFC39756EF24C>I<EE0FFE
93B512C0030714F0031F14FC037F809239FFFC07FF0203D9E00013804A0180EB3FC0DA1F
FEC7121F4A48EC0FE0EC7FF04A48147F494914FF49495B495D4990C75A495AA2495A4948
16C013FF4A1680487013004849EC01FC94C8FC5A5C5AA2485BA34890CBFCA35A5BA312FF
5BA45BA55BA41803F00780F00FC0007F171FA2F03F806DEE7F00003FEE01FE4D5A6C6C4B
5A4D5A6C6CED3FE00007EEFFC06C6C02035B6ED90FFEC7FC6C01E0EB7FFC6C9039F807FF
F0013FB612C06D92C8FC010714FC010114E09026003FFCC9FC3B4B6EC84C>I<F20FE096
387FFFF0061FB5FC60A2601BE084F0001F19031BC0A261A21B80A261A21B00A261A262A2
193FA262A2197FA262A219FFA262A260A262A260A2DC3FE05C923803FFF8030FEBFE0703
3F13FF92B600875B4A9038F07FC74A9038801FEF91270FFE0007B5FC4A4893C7FC4A487F
4A487F4A5A49496D5B495B5B4990C8127F4A5E131F495AA249485E13FF18FF485B61485B
5F5A4A5E5A5FA248495EA25F5A91C85CA25F5A4994C8FCA25FA2495E12FF173FA2494C13
3FA2177F624E137E127F05FF14FE62605E4C1401003F4B5D18E04C1403001F4B5D6D4A14
07000F4B5DDCFE7F130F6C6CD903FC5D6C6C903A07F83FF01F6C9026801FF04A5A6C9029
E0FFE01FF87FC7FC6DB5D8800FB5FC6D4A6C5B6D01FC6D5B010701F0010013F001000180
EC3FC04C756FF255>I<EE0FFE4BB512C0030714F0033F8092B67E4A9038F80FFE020790
38C001FF4A90C71380DA3FFC147F4A48EC3FC04A5A4901C0141F495B5B4990C8FC495A49
5A137F4A153F01FF1780485B187F4849EDFF00484C5A170348494A5AEF1FF8EF7FF04849
903807FFE093B5128091B7C7FC4816F817E04CC8FC16804890CBFC5BA45B12FFA45BA512
7FA31803F00780F00FC0003F171FA2F03F80001FEF7F006DED01FE4D5A000F4C5A6D4B5A
0007EE3FE06C6CEDFFC06E01035B6CDB0FFEC7FC6C01E0EB7FFC903A7FF807FFF06DB612
C0010F92C8FC6D14FC010114E09026003FFCC9FC3A4B6EC84C>I<F107F8F13FFF96B512
804E14E04E14F0953807FC1F95390FF807F8F01FF095393FE01FFC067F133F9538FFC07F
A24D14FFA24D5B1BF8A24D15F01BE09638007FC04DEC1F0097C7FCA34D5AA4173F60A417
7F60A417FF60A45E60A292B812F04A83A46E5FDB000301C0C8FCA25E60A45E95C9FCA45E
5FA4163F5FA4167F5FA416FFA25FA45D5FA45D5FA45D5FA45D94CAFCA45D5EA4153F5EA4
4B5AA45E15FFA25EA25CA25EA34A5BEA07E0D80FF091CBFCEA1FF8486C5A007F5C12FF5D
140F5D13F849485A01E05B49485A13806C48485AD9E1FFCCFC6CB45A6C5B6C5B000313E0
38007F804E9784F433>I<EF3FE0933801FFFC04077F041F9038FF80FC047FECC1FE933A
FFF03FE3FF03039038C00FE74BD90007B5FC4B487FDB1FF87F4B5A037F804B4815FE4A5B
4A49147F5C4A90C813FCA24A5A143F4B16F8147F4A4815FFA24918F05D495EA24B16E05B
605B4B16C0A2605B4B1680A2605B92C81400A260A24A5EA2183FA2615C187FA261A218FF
A2011F4B5B5F5F130F6E4A5B5F01075D6D6C5C4CB55A6D6D5A6DEBC00F91397FF07FF76E
B500C75B6E14876E495A020313F89126007FC091C7FC92C7FC5FA260A2173FA260A2177F
A260A217FF60D803F05CD80FF85E486C5C003F5F486C4A5B5E95C8FC00FF4B5A494A5A4C
5A4949485A49495B6C48010F1380D83FFC017F90C9FC90B612FC000F15F06C15C000014A
CAFCD8000F13E0486B78C84C>I<ED01FC91380FFFFE0103B5FC5BA25B5E7FEB0003EC00
7F5EA215FFA25EA35C5EA35C5EA35C5EA35C93CBFCA35C5DA3143F5DA3147F4BEB3FF84C
B57E040F14E002FF013F804B4880923AF1FFE03FFC03F39038000FFE49D9F7FC80DBEFF0
7FDBFFE08104807F4991C7FC5D4B82A2495B5D5DA2495BA25D92C85A49605CA260133F4A
94C7FCA260017F5F5CA2183F01FF5F5C187F615A4A15FF61A2485E4A5EA25F48604AEF01
F85FF18003481AF091C85A19004D1407484D14E05BF20FC04D5A003F191F4919801A3F4E
1400007F197E5B051F5C190100FF4E5A49030F495A9538FC3FE071B55A496F5C496F49C7
FC6C486F6C5A001FCAEA1FE04D7574F255>I<16FC4B7E4B7E4B13805D5DA417005E6F5A
6F5AED03E092C8FCB3A5EC7FC0903801FFF001077F4913FE497FEB3FC1D97F017FEBFE00
4848805B485A4848805CEA0FC0A2EA1F804A5B123F13005C007E5DA25C00FE92C7FC485B
5DA2C7123F5DA2147F5DA214FF5D5B5DA25B5DA25B5D5B92C8FCA25B5CEE0FC0133F4A13
1F1780137F5C01FF143F4A1400A2167E485B16FE5E150102C05B4B5AA26C4A5A4B5A151F
017F495ADAE1FFC7FC6DB45A6D5B6D13F001035B010090C8FC2A7073ED33>I<197CF001
FE4E7E4E13806060A41A0061725A725A725A95C8FCB3A5EFFF80040713E0041F13F84C7F
93B57E4BEB83FF922603FC017FED07F8DB0FE0804C7E4B5A4BC77F5D037E5B5D14015D14
034B5B02075E5D140F4B5B141F4B5DA25F91C8FC96C7FCA25FA260A2173FA260A2177FA2
60A217FFA260A25EA260A25EA260A25EA260A25EA295C8FCA25EA25FA2163FA25FA2167F
A25FA216FFA25FA25DA25FA25D5FA34B5BA2D803F05BD80FF892C9FC486C495A123F486C
495A5E157F00FF4A5A495C4A5B49485B494890CAFC397FE01FFEECFFF86CB55A6C14C06C
91CBFC000313FCC613C0419086ED33>I<ED01FC91380FFFFE0103B5FC5BA35E7FEB0003
EC007F5EA215FFA25EA35C5EA35C5EA35C5EA35C93CAFCA35C5DA3143F5DA3147F4B15FF
060713C0061F13E002FF037F13F04B91B512F84D1303943907F801FC4992380FE0074B90
381FC01F94383F003F057E137F495D4B484813FF5F4C5A494A4814F84B485A4CC713F004
3E15E0494AEC7FC0DB00FCEC1F004B4891C7FC4B5A49495A4A485A4B5A4BCAFC013F13FE
6E5A5D5D5B15FF16E016FC90B67E02F16D7EDAF03F7F030F7F4802037F4AC67F707EA248
6F7E5C161FA248824AEE03F0A21907484C14E091C7FCA2190F48033F15C0495DA2F11F80
123F5B4DEB3F00161F007F187E5B61160F00FF70485A490207495A9438FE0FE070B55A49
6E5C496E91C7FC6C48ED3FFE001FC9EA07F8467574F24C>I<ED0FE091387FFFF0011FB5
FC5BA316E07FEB000F140316C0A25CA21680A25CA21600A25CA25DA2143FA25DA2147FA2
5DA214FFA25DA25BA25DA25BA25DA25BA25DA25BA292C7FCA25BA25CA2133FA25CA2137F
A25CA213FFA25CA25AA25CA25AA25CA25AA25CA25AA291C8FCA25AA25BA2123FA249133F
A2007F5C157E5BA200FF14FE5D5BA214015D13E04A5AA214075D007F130F5D141F6C6C48
5A6C6C48C7FC380FFFFE6C5B6C5B6C5B38003FC0247572F22A>I<D903FCDB3FF8ED0FFE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>I<D903FCED7FF0D90FFF0203B5FC013F01C0011F14C0496D01
7F8090B56C90B67E2801FE1FF8039038C07FF8903DF80FFC07FE001FFC0003DB0FF880D8
07F09026FE1FE0130FD9E007494880000F4BC77E01C0EBFFFE5E001F49498213805ED83F
005C5E5C485D127E93C8FC4A485D00FE97C7FC485CA2027F5EC7FC4B5EA202FF163F625D
A249177F625D19FF4960A24B5C625B604B5EA2495E6292C8ED03F06049F000071CE04A5D
61013F043F140F4F14C05CF31F80017F4C5A1B3F4A19006301FF4D137E635C063F495A48
4F5A1A074A031F495A9638F87FC072B55A4A6F91C7FC4A6F13FC6C90CA5B017EEF3FC054
4B73C85D>I<EE0FFE93B512E0030314F8031F14FE4B809226FFFC077F0203D9E0017F4A
903980007FE04A48C76C7EDA3FFC814A486E7EDAFFE0140F4949815B49496E7E4990C8FC
49481780A2495A49488101FF18C05C5A48495DA25A5C5AA2485B60A24890C9FCA2604819
805BA26000FF19005BA260615B6118FF615F615B4D5BA24D5B615F007F95C7FC4D5A6D4B
5A003F5F177F4D5A6C6C4A5B4C5B6C6C4A5B00074B48C8FC6C6C4A5A6C6DEB7FF86C9039
E001FFE090267FF80F5B6DB6C9FC6D14FC010714F0010114809026003FFCCAFC424B6EC8
55>I<DB3FC0EC3FF0912601FFF0ECFFFE4A01FC01037F4A6D010F14C04A6D013F80DA1F
E1903A807FE07FF00380903AC0FF801FF8023F913AC1FE000FFC4A48D9E3F86D7E027E90
387FE7F002FEDAEFE06D7E4AECFFC04E1580494890B5C77E4D16C001035D5C4D16E04B5B
130702E05CA25D130F02C05C625D90C7FC5FA24B5EA294C8FCA24B5E1CC05EA2033F5E1C
805EA2037F5E1C005E6303FF167FA24C5E1AFF4A60A24C4A5B634A5E634C5C705E4A4C90
C7FC624F5A70143F4A5F704A5A4F5A70495B4A4B5B70D90FFEC8FCDBFE7F495A93393FE0
FFF8023F6DB512E0705C4B6C91C9FC7013F8027F9038007FC094CBFC5DA214FFA25DA25B
A25DA25BA25DA25BA25DA25BA292CDFC5B017F13C0003FB612F04881B7FCA25E6C5D5369
7FC855>I<D903FCEC03FFD90FFF021F13F0013F01C0017F13FC496D48B57E90B56C4880
2A01FE1FF807FE031380903DF80FFC0FF0007FC00003DB1FC0133FD807F06D4848EBFFE0
D9E00749485A000F03FE5B01C06D5A4C5B001F495B1380003F4B15C001005C1A804A4915
004892C76C5A007EEF00F84B92C7FC143F12FE485CA2147FC7FC5DA214FFA25DA25BA25D
A25BA25DA25BA25DA25BA292CBFCA25BA25CA2133FA25CA2137FA25CA213FFA25CA25AA2
5CA35C5C6C90CCFC137E434B73C846>114 D<EE7FF80307B5FC031F14C0037F14F092B6
7E02039038E01FFC4A90380003FEDA0FFC13014A48EB007F4A48804B15804A48141F02FF
15FF4B5B495DA24990C75AA3491700A2606F6D5AEF00E0496D91C7FC816D13F815FF16F8
EEFF8017E06D15F8836D81836D826E816E81800207811401EC001F030080161F16071601
A282D801E0157FEA0FF8487E003F5F486C153FA2177F48485EA2604915FF495E495C4993
C7FC48C85A007E4B5A007F5E6D4A5A6C6CEC3FF0D81FF04A5AD80FFC903803FFC02707FF
801F5B6C90B548C8FC6C15F86C6C14E0010F1480010101F0C9FC394B74C844>I<ED07C0
ED1FE04B7E4B7EA215FFA25EA25CA25EA25CA25EA25CA25EA25CA293C7FCA25CA25DA214
3FA25DA2007FB712F8B812FCA46C16F8C701F0C7FCA25BA25DA25BA25DA25BA25DA25BA2
92C8FCA25BA25CA2133FA25CA2137FA25CA213FFA25CA25AA25CA25AA24AEB03F0A24815
0717E04A130F17C05A161F91C71380163F1700167E4914FE5E4B5A15034B5A00075DED1F
C06D495A6C02FFC7FC6CEB83FE6CEBFFFC6D5B6D13E06D5BD903FEC8FC2E6A71E737>I<
EC7FC0903801FFF001076D167C4901FEED01FE496D4B7ED93FC15ED97F017FD9FE005E48
48805B48485F4848804A5FEA0FC0193FEA1F804A495D123F0100177F5C007E4B5DA24A16
FF00FE92C8FC48495F5D60C7123F4B5EA2027F5D5D6214FF4B5CA249605D605B4B93C7FC
A2605B4B5DA2183F5B92C849133FA2067F147F1B7E615C06FF14FE1BFC61A21A014D15F8
4D13E01A036E4A15F06D4B14074D15E06F49140F6DDB7F7F14C06D6D9039FE3FF01F9226
E003FCEC3F806D903CF81FF81FF87F006EB5486CB5FC021FDAC0075B6E4A6C5B020349C7
13F09126007FF0EC3FC0504B73C859>I<DA7FC0157E902601FFF015FF01076D4A138049
01FE4A13C0496D4A13E0D93FC15DD97F017FD9FE0017F04848805B485A48486E7F4A81D8
0FC082A2D81F80824A49147F003F19E00100173F5C007E5DA24A161F00FE92C813C0485B
5DA2C7003F17805DA2027F163F4B1600A214FF4B5D197E5B5D19FE495F5DA24E5A5B5D4E
5AA25B92C8485AA24E5AA34E5A5C4EC7FCA2187EA2606E4A5AA26D4B5A4D5A816D4B5A6F
EB3F806D6D49C8FC6D9038F001FE91397FFC07FC6EB55A6E5C020714C0020191C9FC9138
001FF8444B73C84C>I<DA7FC0F11F80902601FFF0F13FC001076DDB01F0EC7FE04901FE
DB07F8ECFFF0496D4B6C4913F8D93FC1041F5CD97F017FD9FE00043F16FC4848805B4848
177F48486E4B7F4A85D80FC01B7F19FFD81F804E143F4A49181F003F1DF801004C160F4A
5F007E5DA24A4B160700FE92C74A15F0485B5D60C7003F4D15E05DA2027F4B160F4B93C8
13C0A214FF4B4A161F4F16805B5D063F163F491C004B5DA2067F5E491B7E4B5DA2654916
FF92C85B525AA3525AA24A4C140765A24D4C5A804D4C5A856D4B4CC7FC646F49167E6D71
5C6F4915016D92263FBFFC495A6D6D90267F1FFE495ADA7FF89026FE0FFFEB1FE091283F
FE07FC079038C0FFC06EB5486C90B55A6E4A6C92C8FC02034A6C6C13FC02000280011F13
F0DB0FFEC700011380664B73C86E>I<DB7FE0EC7FC0912603FFF8903801FFF8020F01FE
010713FE4A6D6C487F027F6E481480DAFFC09026E03FC013C049903C003FF07F001FE0D9
03FC011F13FED907F0DAF9FCEB7FF0494890260FFDF813FF49489138FFF00149487F91C7
4A5A5B01FE16C04919E000011780494A16C000031A8049711300000794C7127C4995C7FC
5E000F5E5BA2163FC95BA3167F5FA316FF5FA35D5FA35D5FA35DA24D143FA24B5E1A7E94
C8FC1AFED807E0495E487E486C4A1401486C60007F023F150300FF4E5A037F5E190F03FF
4B5A49604948163F01E0D9FBFF4AC7FC9026C003F1EC01FED980076E485A007FD91FE090
38C00FF83D3FE07FC07FF03FF090B5486CB55A6C4A6C1480000701FC6D49C8FC00014901
0313F826007FC09038007FC04C4B77C84D>I E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Fj cmsy10 14.4 1
/Fj 1 2 df<EB7F803801FFE0000713F8487F487F487FA2481480A2B612C0A86C1480A2
6C1400A26C5B6C5B6C5B000113E038007F801A1A6CC842>1 D E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Fk cmti9 9 9
/Fk 9 118 df<033FB500F8070FB512FE4B6E4F14FF6892B662A26F99B612FEDB000FF5
F0007050148067DDEFFE98C7FCF707EF040F98B5FC9C380FDFFE05CFF11F9FA2041FF23F
3F0D7E5B178F1FFC93263F87FF197FE401F85B0507F003F0A2047F963807E0FF69047E4F
5A545A04FE1A81716DDC3F015B16FC1E7E0301505A6904F8F001F8A203034F485AE307E0
5C4C6C7FF50FC003074F485A9EC8FC04E0F03F00A2030F077E5B535C16C0716D4A5A031F
1B3F52485C4C4D5AA2033F4E48137F6893C74C5A52C7FC4B1BFF726C027E5D157E6403FE
4D485B684B4D5AA202014E485B51485D4B6E7E515A02034EC75A684B177EA202074E5C50
4893C9FC5D726C485A020F6350485D4B4C5AA2021F4D48143F674B4CC8FC1A7E023FDB0F
FE167F505E92C8FC735A4A4D15FF67027E5F02FE5F65496C5F01077060496D93C85A90B5
00F04B031F13F8003FDAFFC0057FB612FE486F4A91B8FCA2B74B5B616C4B6D486D5E9066
77E58A>77 D<0007B700F0023FB612C048704A15E0A34D18C06C4C6E1580D800010280C9
ECE0006D01FCCA003F90C7FCF31FFC4B715A64645B4B60A21B1F5B4B60A21B3F5B4B95C8
FCA2635B4B177EA21BFE5B92CB5AA21A015B4A60A21A03137F4A60A21A0713FF4A60A21A
0F5A4A60A21A1F5A4A60A21A3F5A4A95C9FCA2625A4A177EA21AFE5A91CB5AA219015A49
60A21903127F4960A2190762485A190F62191F62193F97CAFC007F60197E19FE4E5A6118
03003F4D5A4E5A6D4C5A001F4D5A4ECBFC6C6C16FE00074C5A6DED07F86C6D4A5A6C6DEC
3FE06C6DECFFC0D97FF801075B6DB4D97FFECCFC6D90B55A6D15F0010315C0010092CDFC
023F13F8020313C0636962E572>85 D<ED03FE92381FFF8092B57E0203ECE03E4AECF07F
913B1FFE07F8FF8091273FF801FD7F91267FE000B5FC4A486D5B495B4990C77E495A010F
6F90C7FC495A495A137F4A6E5A13FF485B171F48495DA2485B173F485F91C8FC5A177F60
485AA217FF007F5F5BA25E00FF5F5BA25E605BA24CEC0F80F0001FA25B4C143F4D1400A2
161F61043F147E007F4B5A04FF14FE6D5F003F5C4B4A5A6C6C5BDB1FEF495A6C6CD93FC7
13076C6C9026FF87FE5B2603FF03903803FF1F6C9026FFFC01EBFFC06C4A6C5C6D01E06D
90C7FC011F0180EB3FFCD903FEC7EA07F0414470C14E>97 D<EEFFE0030F13FC037F13FF
4AB61280020715C0021F9038C07FE0913A3FFE001FF0DAFFF8EB07F84913E04901801303
4990C713FC49481401495A495A495A01FF1503484915F8A2484914074817F04A140F48EE
1FE091C8123F48EEFFC0040313804848021F1300923801FFFC90B75A4816E0178004F8C7
FC93C8FCD8FFFCCAFC5BA45BA65BA5186018F0007F17F8EF01FC6DED03F8003FEE07F017
0F6DED1FE0001FEE7FC0000FEEFF806D020313006C6CEC0FFC6C6CEC3FF86C6D48B45A6C
D9E01F13C06DB6C7FC6D14FC010F14F0010314809026007FF0C8FC36446FC147>101
D<ED3F8091B512C0131F491480A46D1400EB001F80A25DA2141FA25DA2143FA25DA2147F
A25DA214FFA25DA25BA25DA25BA25DA25BA292C7FCA25BA25CA2131FA25CA2133FA25CA2
137FA25CA213FFA25CA25AA25CA25AA25CA25AA291C8FCA25AA25BA2121FA25BA2003F14
F8140113F8A2127F140301F05BA214075DEAFFE0140F5D127F141F5D143F003F91C7FC6D
5A001F13FE6CB45A6C5B6C5B6C5B38007F80226A73E727>108 D<D907F0EC07FFD91FFE
027F13C0D97FFF49B512F090B5D8800714FC486E48803D03FC7FE01FFC0FFF903BF03FF0
7FE0030007011FD9FF808001E09039F9FE0001D80FC0D9FBFC81DBFFF87FD81F805C5E00
3F4B8101005C4A90C8FC5A007E5CA24B4A5B00FE495A5A5D604801FF5FC75BA2604995C7
FC5DA260495F5D181F615B92C8123F61A249167F4A5EA206FF14F8011FEFE0015C5FF1C0
03013F4B15F04A16801A074D15E0017F17004AEF0FC0A2F21F8001FF5E4AEF3F00621A7E
4804035C4AEE03F8943901FF0FF071EBFFE04A5F91C96C5B6C48DC1FFEC7FC017CEE07F8
4D4474C156>110 D<D907F0EC3FF0D91FFE903801FFFED97FFF0107EBFF8090B56C4814
C048DAC03F14E03D03FC7FE07FE03FF0903BF03FF0FF000F000790261FF1FEEB07F801E0
D9FBF8131FD80FC0D9FFF0133F4C137FD81F805C18FF003F5D010091C7FC5C484A15F000
7E4AEC7FE019C04BEC1F0000FE017F92C7FC485CA34813FFC75BA35B5DA35B5DA35B92CA
FCA35B5CA3131F5CA3133F5CA3137F5CA313FF5CA35A5CA35C91CBFC6C5A137C3D4474C1
41>114 D<ED07FF033F13E092B512F80203804A8091391FFE03FF913A3FF0007F804A48
EB3FC00380131F02FF140F4990C713E04948141F177F495A17FFA2010F5C4A15C0A26E6D
1380011FED7F0017186E91C7FC8015C015FE6DEBFFE016FC16FF6D81836D816D816D8180
6E80140F02008015071500163F161F160F5AD80FE01407487E487E127F00FF5EA34C5A5B
495D49141F495D00FCC8123F6C4B5A007F4B5A6D4990C7FC6C6CEB07FE01F0EB1FFCD81F
FEEBFFF80007B65A6C15C06C92C8FCD8003F13F801071380334474C13F>I<14FF010313
C0010F01F0153F496D4B7E496D15FFD97F874B7F9038FE03FED801F85ED803F06D5E1207
13E0D80FC05E4A94C7FCEA1F80A2D83F005E4A5E485C127E021F151F00FE4A5D48133F5D
183F48017F5EC75BA202FF157F4B5DA25B4B14FF615B5D5F495F92C7FCA25F495F5CA24D
EC0F80011FEF001F5CA24D143F4E1400A362051F147E60053F14FE62010F157F05FF495A
6E5B01074A4A5A6ED907F713076D9027801FE7FE5B6D903AC0FFC3FF1F6D90B50081EBFF
C06E49C65C6E496D90C7FC020F01F0EB3FFC02010180EB07F0494474C152>117
D E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Fl cmss9 9 36
/Fl 36 122 df<EA7FFEAE1203EA07FCA213F8A2120F13F0A2EA1FE0A313C0123F1380A2
127F1300A25A0F21738D2B>44 D<B8FCAA280A7EA533>I<EAFFFCAE0E0E728D2B>I<ED03
C01507150F153F157FEC01FF140F143F0103B5FC48B6FCB7FCA714CFEBFC0FEAFE00C7FC
B3B3B3B1007FB812F0AA346573E44D>49 D<EDFFF0021F13FF027F14E049B612F8010715
FE4981013F16C0498290B87E488348834AC66C7F4801F0010F7F4801C013034A01001480
4890C86C13C0484881496F13E04981127F496F13F048488119F8127F6C4881A26C5A000F
7013FC1207A26CCAFC7ECBFCA619F85FA34D13F0A219E05F19C05F4D138019005F4D5A4D
5A604C5B4C5B4C5B4C5B4C90C7FC4C5A4C5A4C5A4B5B4B5B4B5B4B90C8FCED3FFE4B5A4B
5A4A5B4A5B4A5B4A5B4A48C9FC4A5A4A5A4A5A495B495B495B4990CAFC495A495A495A49
5A485B485B485B4890CBFC4890B812FC5AAB3E657AE44D>I<ED7FF80207B57E023F14F0
91B612FC010315FF010F824916E0017F8290B87E488348ECE00F489026FE00017F4801F0
6D7F4849143F48018016806C90C87E01FC6F13C06C5A6C488119E06C5A6C5AA26C5A90C9
FCA419C05FA25F19805F19005F4D5A5E4C5B5E041F5B93B55A033F5C021FB65A6095C7FC
5F17F85F8317FF18C08418F891C7000F7F04017F706C7E7113807113C07113E07113F083
19F87113FCA28319FEA2187F19FFAA0020EFFFFE12301238007C5E007E18FC007F5E6D17
F801E05D486C4B13F001FC5D01FF4B13E06C01C04A13C06C01F849B5FC6C9026FFC00F14
806C91B712006C5F6C5FC65F6D16E0011F5E010793C7FC01015D6D6C14F0020714C09126
007FF8C8FC40687AE44D>I<933803FFFC5EA25E5EA25E177F167F16FFA2ED01FEA21503
150716FC150FA2ED1FF8153FA2ED7FF0A2EDFFE05CA24A13C05C16805C16005C4A5AA24A
5AA24A5A5B5D5B5D495B5B5D5B92C7FC5B495A5C13FF5C5A485BA2485B5C5A485BA24890
C8FC5B127F485A90BA12F0ABCA01FCC7FCB3A644627CE14D>I<48B912C0AB02E0CAFCB3
A5ED07FE92383FFFE002E1B512F802E314FE02EF8091B712C08484848484DBFC077FDBE0
0014804B7F92C76C13C04A804A6E13E04A8019F04A804A16F8A24A80CA14FCA38319FEAC
19FC5FA21204000E18F85F121F6D4B13F0487E6D4B13E0486C5D6D17C0486C5D6CB492B5
12806C01C049140002F801075B6C01FF133F6C91B65A6C5F6C5FC617C06D5E6D93C7FC01
0F15FC010315F0010015C0021F49C8FC020013E03F657BE14D>I<EAFFFCAEC7FCB3B3A2
EAFFFCAE0E4272C12B>58 D<94381FFFF00403B612C0041F15FE93B812C0030317F8030F
17FE153F5D4AB912FC5C5C021F9138F8003F4A028013014A01FCC8123F91B500F0ED0FF8
4902C01503494A15004949CA1238494917184B1700495B495B495B5D90B5CCFCA2485B48
5BA2485BA25C5A5C5A5CA25A5CA34890CDFCA5B5FC5BAE7F7EA56C7FA3807EA2807E807E
80A26C7FA26C7F6C7FA26D7F816D7F6D7F6D6D17026F170E6D6D171E6D6D6C167E6D6EED
01FE6D02F015036E01FCED1FFF6ED9FF8091B5FC6E02F8131F020791B8FC80806E6C17FE
6F17F8030F17E0030317800300EEFE00041F15F004031580DC001F01F0C7FC506C77E962
>67 D<B9FC18F018FEF0FFC019F019FC19FF861AE08649C8001F80050180DD003F7F060F
7F060380060080737F071F7F737F85737F737F8587741380867413C0A27413E0A27413F0
A2861CF8A2861CFCA286A21CFEA21B7FA31CFFAF1CFEA31BFFA31CFC62A21CF862A21CF0
62A25013E0A25013C0621C806297B512004F5B614F5B4F5B4F5B6196B55A4E5C06075C06
3F91C7FC95B55A051F5C90BA12F0626297C8FC19FC19F019C096C9FC18F095CAFC586872
E76F>I<BB12F8AB49CCFCB3AF90BAFCAB49CCFCB3B390BA12FEAC476872E75C>I<BB12E0
AB49CCFCB3B190B912F0AB49CCFCB3B3AB436872E758>I<94381FFFE00403B67E041F15
F893B8FC030317E0030F17F8033F17FE4BEFFF804ABAFC5C4A1900021F9138F8003F4A02
8013034A01FCC87E91B500F0150F4902C01503494AED00FE4949CA127E4949171E4B170E
49491706494994C7FC495B5D90B5CDFCA2485B485BA2485BA25C5A5C5A5CA25A5CA34890
CEFCA5B5FC5BAE6D043FB612C07EA56C7FA3807E95C71207807E807E80A26C7FA26C7F6C
7FA26D7F816D7F6D7F6D7F816D7F6D6D7E6D806D14F06E01FC5D6ED9FF8091B5FC6E02F8
133F020791B8FC80806E7E6F1800030F17FC030317E003001780041F03F8C7FC04031580
DC001F01E0C8FC526C77E966>I<D8FFFE95381FFFF05013E05013C097B512804F14004F
5B4F5B4F5B4F5B4F5B4F5B96B55A4E91C7FC4E5B4E5B4E5B4E5B4E5B4E5B95B55A4D91C8
FC4D5B614D5B4D5B4D5B4D5B4D5B94B5C9FC4C5B4C5B4C5B4C5B4C5B4C5B4C5B93B5CAFC
4B5B4B5B4B5B4B5B5D5D4B7F92B57E5C4A804A805C4A814A814A01BF7F91B5121F90B500
FE804B6C7F4B7E03F0804B6C7F4B7E03808092C7804A804A6E7F4A824A804A6E7F4A824A
8091C86C7F498383717F8684727F8684727F8684727F8684727F8785737F87737F858773
7F8587737F851C807413C0867413E01CF0867413F81CFC566872E76B>75
D<EAFFFEB3B3B3B3B3A390B912FEAB3F6872E754>I<B500F0070FB51280A36E61A26E61
A36E61A26E96B6FCA201FB1BDF6F5FA201F91B9F6F5FA26F5F01F81B1FA26F5F027F19FE
6F171FA2023F19FC6F173FA36E6CEF7FF8A26E6CEFFFF0A36E6D4B13E0A36E6D4B13C0A2
705D6E1980A2705D6E1900705DA2037F5F70153F033F5FA270157F031F5FA27015FF6F5F
715B6F5FA2715B6F5FA2715B6F5F715B6F94C7FCA2715B047F5DA271133F043F5DA2706C
495AA3706C495AA37001815BA2705D18C3A2705D18E77092C8FCA3057F5B18FFA2715BA2
715BA3715BA2715BA394CBFCA3696872E786>I<923807FFF092B67E020715F0021F15FE
027F6F7E49B812F04917FC4983131F5B495F90B9FC489138FC003F03C013014891C8127F
4801FC150F4AED03F8484915014AED0078484916384A16184895C7FC91CCFCA3485AA77F
A36C7F80A26C7F8014FC6C7F6E7E6C14F06C14FF16F06C15FF6C16F06D15FE6DEDFFC06D
16F06D826D16FE0101826D17C0023F82020F82020182DA003F811503DB003F80040180DC
003F148017077114C017007213E084847213F0A284A27213F8A384A84E13F0A212300038
4D13E0123C003F5F6D4C13C0D87FE05E01F84C138001FE93B5FC6D6C4A140002F002075B
02FE141FB600F090B55A92B75A616C60001F6000076000014DC7FC6C6C5E011F16F00103
16C0D9007F92C8FC020714F8DA001F1380456E79EA55>83 D<BE12FCABCA49CAFCB3B3B3
B3B3A25E677BE669>I<B500C0963803FFF0646C6D4F13E06C6D4F13C06C1D806E616C6D
4F13006C646E19FF6C6D4E5B6C646F5F6C6E4D5B6D6D616D616F4D5B6D6D4D5B7F6F4D90
C7FC6D6D4D5A6D626F5E6D6E4B5B6D6E5F6E5F704B5B6E6D5F6E5F704B5B6E6D94C8FC6E
5F704B5A6E6D5E6E4C5B6E6E5B715D6F4B5B6F6D5B715D6F4B5B6F6D5B7192C9FC6F4B5A
6F6D13FF715C6F4A5B6F14837001C35B06C75B7001E75B7090B5FC627092CAFC8261705C
82705C6183715B6183B3B3A664687FE767>89 D<913801FFE0023F13FE49B67E010F15E0
013F8190B712FC00038248821880A218C09126F8003F13E002C0010F13F06C48C77E01F8
6E13F801E080498090C913FC0002167FCAFC18FE173FAAEE03FF031FB5FC0203B6FC143F
49B7FC130F133F90B8FC5A0007EDF83F48ECF0004849C7FC4813F014804848C8FC5B485A
5BA2177FA36D15FF5E6C6C5C6D5C6D5C02C0137F6CD9F803B5FC91B7FC7EA26C16BF6C16
3F6C15FC6C15F86C15E06D1400011F01F890C7FC010790C9FC37477AC44A>97
D<92381FFF804AB512FC020714FF021F15E0027F8149B712FC4916FF4917805B5B491700
499038F8007F90B500C013074891C7120102FC6E7E4849151F4849150E4A1506484992C7
FC5C5A91CBFC5A5BA2127F5BA4485AAC6C7EA46C7EA27F7E80A26C6D16806E15036C6D15
076C6D151F6E157F6C6DEC01FF6C6D6C010F13C06DD9F001B5FC6D90B7FC7F7F7F6D1780
6DEEFE006D6C15F8021F15E0020792C7FC020114F8DA001F90C8FC3A477BC444>99
D<F07FFCB3B2EC07FF023F13F091B512FE0103ECFFC04915F04915F84915FE4915FF4916
FF90B9FC5AEDFC01489138C0003F4891C7120F02FC804849804A804849804A157F5C5A91
C9FC5B127FA25BA312FF5BAC7F127FA37FA2123F7FA26C6D15FF6E5C5F6C7F6E5C6C01FC
141F6E5C6C6D6C90B5FC6CECF00792B7FC7E6D167F6D15FC6D15F86D15F06D15C06D1500
010014FC023F01E090C7FCDA07FEC9FC3E6A7BE74F>I<ED3FF00203B5FC021F14C0027F
14F091B612FC0103814981498249824982498290B5EAE01F48DA00037F02FC130048496E
7E4849143F4A6E7E4849140F4A6E7E4890C87EA2484881491780A2007F825B90B9FC19C0
A2BAFCA701F0CBFCA6127F7FA36C7EA27F121F7F806C7F6C5F6E15076C01F8151F6E157F
6C6D4A5A6C6D6C130F6DD9F001B5128092B7FC7F7F13076D17006D16FC6D6C15F0021F15
C002074AC7FC020114F09126001FFEC8FC3A477BC444>I<923801FFE0030F13FE033FEB
FF8092B6FC14035C5C5C5C5C91B7FCEE003F4901FC13034901F013004B1400495B5DA249
90C9FCA35BB3B8FCAAD8001F90C9FCB3B3B3A2316A7DE92F>I<DB7FE0EC0FF0912603FF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>I<EAFFFEAFC7FCB3A4EA7FFCB3B3B3AC0F6776E624>105 D<EAFFF8B3B3B3B3B3AE0D
6875E724>108 D<ED07FFD8FFF0017F13F04AB512FC020714FF021F15804A15C04A15E0
01F1B712F001F316F813F718FC90B5C67E02F813074A6D13FE4A13004A147F5C91C8EA3F
FFA25B83A25BA45BB3B3A6384475C34F>110 D<ED0FFF92B512F0020314FC021FECFF80
4A8191B712F04982010716FE49824983498349D9F8018090B526C0003F7F92C7120F4801
FC02037F48496E7F4A8048496F7E48496F7E4A8148198091C97E4982003F19C0A2498200
7F19E0A3498200FF19F0AB6D5E007F19E0A36D5EA2003F19C06D5E6C19806E5D6E5D6C19
006E5D6C6D4B5A6C6D4A5B02FE14076C6D4A5B6C02C0013F5B6DD9F801B55A6D90B75A6D
5F6D94C7FC6D5E6D5E010016F06E5D021F158002074AC8FC020014F0030F90C9FC44477C
C44D>I<16FCD8FFF0130F153FEC01FF5C140F5C5C5C91B5FC13F113F301F7140090B512
F815C05D4AC7FC5C14F05CA25C5C91C8FCA25BA25BA45BB3B3264475C334>114
D<91381FFFC049B512FE010FECFFC0013F15F04915FC90B8FC5A5A485E5A5A9138E0007F
480180130749C8FC49153C170C484892C7FCA67F7F123F6D7E14E06C13FEECFFF06CECFF
8016F06C15FC6C15FF6C16C06C826D81011F81010781010181D9003F801403DA001F1480
1500043F13C0160F827013E0A282A412201230003C5D007F17C001C05C01F05C01FE023F
13809026FFF001B5FC91B71200B9FC5F5F6C5E001F5E00075EC61680013F4AC7FC010314
F8D9001F138033477CC43B>I<EB0FFFB3B812F0AAD8000F90C8FCB3B3A381A317106D6D
133017F8EDE003EDF01F6D90B512FCA37F17FE7F17F86E14C06E14006E13F0DA07FEC7FC
2F577DD437>I<D8FFF8ED1FFFB3B3AC5FA25FA294B5FC5E6D5C160F6CB4143FDAC001B6
FC91B8FCA26C16DF179F6CEDFE1F6C15F86C15E06C1500C602F090C7FCD93FFEC9FC3844
75C14F>I<D8FFFC933807FFC0007F4D13807FA2003F4D13007F6C4D5AA2806C4D5A806C
6018FF806C4C5BA2806C4C5B806C605F80017F4B5BA26D6C93C7FC5F806D5E173F816D4B
5AA26D6D5C17FFA26D6D5C5E6D5E15F05E6D5E15F85E027F5D15FC023F4990C8FCA215FE
021F5C161FDA0FFF5BA2163F6E5CA216BF6E5C16FF6E5CA36E5CA26F5BA342427EC147>
I<D8FFFC933807FFC0007F4D13807F003F4D13007F7E6E4B5AA26C6D4B5AA27E6E4B5A7E
6E4A5BA27E6E4A5B7E6E4A5B137F80013F4B5BA26E93C7FC6D5D816D4B5AA26D6D5C177F
6F5C7F17FF6D6D5CA26D4A5B15F8147F4C5B15FC023F5D5EEC1FFE95C8FC140F6F485AA2
805F6E139F5F80A26E5CA25FED7FDF16FF6F5BA26F5BA294C9FC81A26F5AA24B5AA34B5A
A24B5AA34B5AA24B5AA25C5E5C93CAFC5C4A5A1218391FC03FFC90B5FC5D5DA26C5C5D5D
92CBFC14FCC613F042617EC147>121 D E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Fm cmr8 8 67
/Fm 67 127 df<1206EA1F80487E487E7F487EA26C7E7F6C7E6C7F7E6C7F00017F6C7F6D
7E133FEB0FFC6D7E6D7E01001380147FEC3FC0EC1F80EC070014021A1A71DC47>18
D<EA07E0EA1FF8487E487E7FB5FC1480A414C07EA27E7EEA07E7EA0007A4130F1480A313
1F1400A25B133E137E137C13FC485AA2485A485A120F485A485A90C7FC121E120C122A75
DB27>39 D<ED0F80151F153FED7E005D14014A5A4A5A4A5A4A5A4A5A147F92C7FC14FE13
01495A5C1307495AA2495AA2495AA2495AA213FF91C8FC5A5B1203A25B1207A25B120FA3
485AA4123F5BA4127FA35BA512FFB3A4127FA57FA3123FA47F121FA46C7EA312077FA212
037FA212017F7E80137FA26D7EA26D7EA26D7EA26D7E1303806D7E1300147F81143F6E7E
6E7E6E7E6E7E6E7E1400157EED3F80151F150F218673E337>I<127812FC127E7E6C7E7F
6C7E6C7E6C7E6C7E6C7E7F7F6D7E806D7E130F806D7EA26D7EA26D7EA26D7EA281147F81
143F81A2141F81A2140F81A36E7EA4811403A481A380A51680B3A41600A55CA35DA41407
5DA44A5AA35D141FA25D143FA25D147F5D14FF92C7FCA2495AA2495AA2495AA2495A5C13
1F495A5C49C8FC5B5B485A485A485A485A485A5B48C9FC127E5A1278218678E337>I<EA
07E0EA1FF8487E487E7FB5FC1480A414C07EA27E7EEA07E7EA0007A4130F1480A3131F14
00A25B133E137E137C13FC485AA2485A485A120F485A485A90C7FC121E120C122A758F27
>44 D<B712F0A924097EA02F>I<EA07E0EA1FF8EA3FFCEA7FFEA2B5FCA6EA7FFEA2EA3F
FCEA1FF8EA07E01010758F27>I<ED7FE0913807FFFE023FEBFFC091B612F04981010790
38C03FFE903A0FFE0007FFD91FF801017F49486D7F49486E7E49486E7E4A141F48834890
C86C7EA248486F7EA2000F834981A2001F1880A3003F18C0A34981007F18E0A700FF18F0
B3A6007F18E0A76C6C4B13C0A4001F1880A3000F18006D5DA200075FA26C6C4B5AA26C6D
4A5A6C6D4A5AA26D6C4A5A6D6C4A5AD91FFC01035B6DB4010F90C7FC6D9038C03FFE0101
90B512F86D5D023F14C0020749C8FC9138007FE03C5C7BD847>48
D<157815FC14011407140F147FEB01FF131F001FB5FCB6FC14BFEBFE3F13E0EAE000C7FC
B3B3B3AD4A7EA20103B512C0007FB8FCA5305974D847>I<91380FFF80027F13F80103B6
FC4915C0011F8190263FF00F13F89026FF80017F4848C76C7ED803F8EC1FFF496E138048
486E13C048486E13E0484816F090C87E4817F8003E6F13FC127E007C167FD87FE016FE48
7E7FEF3FFF7FA66C5A6C5A6C5AEA0780CA13FE177FA3EFFFFCA218F85E18F04C13E0A24C
13C04C138018004C5A4C5A5F4C5A4C5A4B5B4B5B4B90C7FC5EED0FF84B5A4B5A4B5A4B5A
4A48C8FC4A5A4A5A4A5A4A48141F4A5A4A5A4AC8123E5C495A495A495AD90FC0157E4948
157C49C9FC017E16FC49150148B8FC5A5A4817F85A5A5AB9FCA218F0A3385979D847>I<
913803FFE0023F13FE91B612C0010315F090260FFE017F903A1FF0003FFED93F80EB0FFF
49C76C7F01FC6E7F48488248486E7F5BD807FE826D80486D81A280A66C5B6C90C85B6C5A
D800785C90C8FC605E60A24C5B604C90C7FC4C5A4C5A4C5A4C5A03035B037F5B027FB5C8
FC16FC16F016FEEEFFC0DA000113F09238003FFCEE0FFE706C7E707F707F707F84717EA2
84717EA21980A28319C0A2EA07C0EA1FF0487E487EA2487EA319805FA24917006C5A495D
495E6CC95B17FF6C6C5E6C6C4A5B01F04A5BD807FC4A5B6CB44A5BC601C0013F90C7FC90
3A7FFE01FFFE6DB612F8010F15E001031580D9007F01FCC8FC020713C03A5C7AD847>I<
171F4D7E177F17FFA25E5EA25E5EA25E5EA25E93B5FC5D16FBED03F3150716E3ED0FC3ED
1F83A2ED3F03157EA215FCEC01F8140315F0EC07E0140F15C0EC1F80EC3F00A2147E5CA2
495A495A13075C495A131F5C49C7FC137EA25B485AA2485A485A120F5B485A123F90C8FC
127E5ABA12FCA5C90007EB8000B04C7F043F13F04AB712FCA53E5A7CD947>I<D801C016
E001F81507D9FF80147F02FCEB0FFF91B7FC18C01880EFFE005F5F17E05F94C7FC16FC16
E001F391C8FC01F0CAFCB1EDFFE0020F13FC023F13FF91B612C001F315F001F701007FD9
FFF8EB1FFC02E06D7E0280EB03FF49C71480496E13C0496E13E0A249ED7FF06C5A90C9EA
3FF8A218FCA218FE171FA318FFA5EA1FC0EA3FF0127F7F12FF7FA218FE5B173F5B18FCEA
7FC0007CC913F8007E167F003E17F0003F16FF6C6C16E04C13C06C7E6D4A13806C6C4A13
00D803FC4A5A6C6CEC3FFC2600FFC0EBFFF090267FF8075B011FB65A6D92C7FC010314FC
010014E0DA0FFEC8FC385C79D847>I<923801FFE0031F13FC037F13FF4AB67E02079038
807FE0913A1FFC000FF0DA3FF01303DA7FC06D7E4A486D7E010390C712074948140F4948
4A7E4A143F495A133F495A13FF5C48705A4A6E5A48705A4893C8FC91CBFCA25A5B121FA3
123FA2ED3FF8484890B5FC020314C04A14F0021F8091393FC03FFE91397F000FFF00FF01
7C01037F4A6D7FD9FDF06D7F4A147F01FF824A6E7E844A141F8491C8FC84A2496F1380A4
19C05BA2127FA7123FA37F001F1880A3120F19005F6C7E607E4D5A6C6D5DA26C6D4A5A6D
6C4A5A013F5E6E495BD91FFC4990C7FC6D6CEB0FFE903A03FFC07FFC6D90B512F06D5D02
3F1480020F49C8FC020013E03A5C7AD847>I<EA07C0120F7F13FF91B812F0A35A19E019
C0A219801900485FA2600180C8EA01F890C95B003E16034D5A007E4C5A007C5F171F4DC7
FC177E177C4816FC4C5A4C5AC95B16074C5A4C5A94C8FC5E167E167C16FC4B5AA24B5AA2
4B5A150FA24B5AA2153F5E157FA215FF93C9FCA25CA25C5DA21407A3140FA44A5AA4143F
A7147FAC6E5A6E5A6E5A6E5A3C5D78D947>I<913801FFE0020F13FE027F6D7E91B612E0
01039038807FF8903A07F8000FFCD90FE0EB03FE4948903800FF8049C8127F017E6F7E49
6F7E00018349150F0003831707485A841703120FA37FA27F17076D5E7F6E140F6C01E05D
6E141F02FC4A5A6C6D5D6E6C495A6C02E049C7FC6C9138F003FE9238FC07FC6D9038FF0F
F86DECBFF06DECFFE06D15806D4AC8FC0101806D81023F14E017F891B67E010315FF4948
6C8090261FF83F8090263FF00F8090267FC007809026FF8001804890C76C7F4848804848
020F7F48481403496E7F48486E7E003F70138049150F007F82496F13C0838348CAFC187F
A3183FA319807F127F187F6D1700123F6D16FE121F6D4B5A6C6C4B5A6C6C4B5A6C6C4B5A
6C6C6CEC3FC06C01E0ECFF80D97FF8010390C7FC6DB4EB3FFE010F90B55A6D15F0010015
C0023F49C8FC020113E03A5C7AD847>I<913801FFE0020F13FC027F13FF49B612C04990
38C07FF0903A0FFE001FF8D91FF8EB07FC49486D7E49486D7E49486D7F48498148167F91
C87F48707E485A001F83171F003F83A25B007F83A38400FF82A31980A719C0A3007F5EA4
123F6D5DA2121F5F120F6D92B5FC7E6C6D5B6C16EF6C6D13036EEB07CF6D6CEB0F8FD93F
FC013F14806DB4EBFF0F0107EBFFFE6D14F8010014F0023F13C00207D9001F130091C8FC
A260A360173FA260A2D803F84B5A487E486C4B5A487E604C5B5E95C7FC4C5A494A5A6C48
4A5A494A5A01E04A5A6C6C4A5AD803FC01035B2701FFC01F90C8FC6C90B512FC6D5C011F
14E0010791C9FC9038007FF83A5C7AD847>I<EA07E0EA1FF8EA3FFCEA7FFEA2B5FCA6EA
7FFEA2EA3FFCEA1FF8EA07E0C7FCB3A7EA07E0EA1FF8EA3FFCEA7FFEA2B5FCA6EA7FFEA2
EA3FFCEA1FF8EA07E0103975B827>I<EA07E0EA1FF8EA3FFCEA7FFEA2B5FCA6EA7FFEA2
EA3FFCEA1FF8EA07E0C7FCB3A7EA07E0EA1FF0EA3FF8EA7FFCA2EAFFFEA313FFA37EA27E
7E1207EA001FA4133FA2133EA3137E137CA213FC13F81201A2EA03F0A2EA07E0EA0FC0A2
EA1F80EA3F00A2121E120C105375B827>I<933801FFFC041FEBFFC04BB612FC030715FF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>64 D<EF07C04D7EA34D7EA24D7EA34D7EA34D7EA24C7FA34C80
17EFA204078017C7040F801783A2041F801701A2043F80EE3E00047E80047C137FA204FC
804C133FA20301814C7FA24B4881840307824C7FA2030F824C7FA24BC780844B82033E80
A2037E82037C157FA203FC824B153F0201834B81A24AB97EA34A84A2DA0FC0C800077F4B
81A2021F8492C97EA24A84023E82027E84027C177FA202FC844A173FA20101854A83A201
03864A83496C85010F84131F496C4D7FD9FFFC850007D9FF80047F13FCB600F8033FB612
FEA55F5F7BDE6A>I<BA7E19F819FF1AE01AF8D8003F01E0C700037F010F01809138007F
FF6D051F7F737F737F737F737F737FA2747EA2747EA3741380A7621C00A2505AA2505AA2
4F5B4F5B4F5B4F5B4F5B077F90C7FC953801FFFC060F13F092B812C097C8FC19FCF1FFC0
1AF80380C7000113FE9539001FFF8007077F7313F0737F736C7E87747E741380861CC074
13E0A21CF086A21CF8A91CF062A21CE0621CC062501380501300505A614F13F8070F5B49
053F5B013F01E04AB55ABCC7FC1AFC1AF01A8007F0C8FC555B7ADA64>I<DD7FFE153804
0FB500E01478047F02F814F80303B7FC030FEE8001033FD9F801EBE00392B53A80001FF0
074A01FCC7EA07FC020701E0913801FE0F4A499138007F1F023F90C9EA3FBFDA7FFCEE0F
FF4A4882494982494982495B4949824990CB127F495A4A183F017F191F495A1B0F485B48
1A075C5A4A18035AA248491801A35A91CDFCA25AA31C005B12FFAF127F7FA31CF87EA280
7EA36C6D18011CF07E806C1A036E19E07E6C6D18071CC06D6C180F013F1A806E181F6D6C
F03F006D6D173E6D6D177E6D6D5F6D6D4C5A6D6D4C5A6E6C4C5A6EB4EE1FC0020F01C04B
5A6E01F003FFC7FC020101FCEC03FE6ED9FF80EB0FFC033F01F8EBFFF0030F90B65A0303
1680DB007F02FCC8FC040F14E09326007FFEC9FC556178DD66>I<BA7E19F819FF1AE01A
F8D8003F01F0C7000F13FE010F01C09138007FFF6D051F13C007077F07017F736C7E747E
74B4FC86747F747F747F747FA2757E757EA2757EA288871D80A27513C0A31DE087A21DF0
A51DF8AE1DF0A51DE0A2631DC0A3511380A21D0063641B3F641B7F64515A505BA2505B50
5B5090C7FCF23FFE505A505A070313E0070F5B49057F5B013F01F0912607FFFEC8FCBB12
F81AE097C9FC19F819805D5B7ADA6C>I<BC12F8A487D8003F01F0C87E010F01C015036D
EF007F1A1F1A0F1A071A03747EA21A00A21B7EA21B3E1B3FA387A4F00F80F30F80A498C7
FCA2181FA3183FA2187FEF01FF170F92B7FCA59238C0000F1701EF007F183FA2181FA318
0FA21CF8A3F301F0A295C8FCA31B031CE0A31B07A3F30FC0A31B1FA2F33F801B7FA21BFF
621A075013001A3F494DB5FC013F01F0153FBDFCA263A3555B7ADA60>I<BC12E0A41BF0
D8003F01F0C8FC010F01C015076D1701F1007F1A3F1A1F1A0FF207F81A03A21A01A31A00
1BFCA31B7CA51B3EF00F80A31B00A4181FA3183FA2187FEF01FF170F92B7FCA59238C000
0F1701EF007F183FA2181FA3180FA795C9FCB3A3497F013F13FCB812E0A54F5B7ADA5C>
I<DD7FFE1538040FB500E01478047F02F814F80303B7FC030FEE8001033FD9F801EBE003
92B53A80001FF0074A01FCC7EA07FC020701E0913801FE0F4A499138007F1F023F90C9EA
3FBFDA7FFCEE0FFF4A4882494982494982495B4949824990CB127F495A4A183F017F191F
495A1B0F485B481A075C5A4A18035AA248491801A35A91CDFCA25AA399C7FC5B12FFAF00
7F0503B712FE7FA46C94C7000FEBFE0008015B6E616C85A36C7FA27E807E807E6C7FA26D
7E6D7EA26D7E6D7F6D6D5E6D7F6D6D5E6D7FDA7FFE5E6E6CEE0FDF020F01C0ED1FCF6E01
F0ED7F87020101FC913801FF036ED9FF80903807FE01033F01FC90387FF800030F90B648
1378030304C01338DB007F92C9FC040F14F8DC007F90CAFC5F6178DD6F>I<B81280A5D8
001F01FCC7FC010713F06D5BB3B3B3B3A5497F011F13FCB81280A5295B7BDA33>73
D<023FB712C0A5DA0001ECC000DB003F5B95C7FC82B3B3B3A6EA0380EA1FF0487E487EA2
487EA34C5AA3495D6C48147F495D4914FF6CC85B6C6C495B6D495BD80FF0495BD807FC01
1F90C8FC3A03FFC07FFEC690B55A6D14F0011F14C0010791C9FC9038007FF03A5E7ADA48
>I<B700FE033FB512FEA5D8003F01F8C9000F14C0010F01E0040301FCC7FC6D4918F074
13C099C8FC505A1BF8505A505A505A505A50C9FC1AFEF101F8F107F04F5A4F5A4F5A4FCA
FC19FE4E5A4E5A4E5AF00FC0F03F804ECBFC18FE4D5A4D5A4D5A4D5A171F4D7E4D7E4C48
7E5E4C7F4C7F4C80EE3F9FDC7F0F7FDCFE077FEDC1F89226C7F0037F9226CFE0017FDBDF
C0809238FF800093C76C7E4B6E7E5D4B6E7F4B6E7F03C06E7FA2727F727F8684737E737E
A2737F737F8785737F737FA2737F747E8786747F747F8886888888496D18FF013F01F804
1F14C0B700FE0203B71280A5615B7ADA6E>I<B812C0A5D8003F01FCCBFC010F13E06D5B
B3B3ADF203E0A4F207C0A61A0FA31B801A1FA31A3FA21A7F1AFFA24F1300616161193F96
B5FC491603013F01F0147FBCFC62A44B5B7ADA58>I<B600C0077FB512F06F96B6FC6F60
A3D8003F6D4EECC000010F9AC7FC902607DFFC953807DFFEA3DACFFEF00F9FA2DAC7FFF0
1F1FA302C36D173EA202C16D177CA302C06D17F8A26F6CEE01F0A36F6CEE03E0A26F6CEE
07C0A36F6CEE0F80A26F6CEE1F00A36F6D153EA26F6D5DA36F6D5DA2706C4A5AA3706C4A
5AA2706C4A5AA3706C4A5AA2706C4AC7FCA3706D133EA2706D5BA3706D5BA2716C485AA3
716C485AA2716C485AA3716C485AA2716C48C8FCA37113BEA27113FCA3715B497E496C6F
5A497E496C507E0003B56C6E4892B512C0B600FE0503B712F0725AA3725A745B7ADA81>
I<B66C0303B612F8818181A2D8000F6DDB000FEBFE006D6D040113F06F705B755A6F715A
02DF6D70C7FCA202CF7F02C77F02C37FA202C17F02C07FA26F7E6F7E6F7FA26F7F6F7FA2
6F7F6F7F6F7FA2707E707EA2707F707F707FA2707F707FA2707F717E717EA2717F717FA2
717F717F8583717F727EA2727E7213801AC0847213E07213F0A27213F87213FC1AFE197F
F13FFF73139FA27313DF7313FFA2858585A28686A2868686497E496C83496C83497E0003
B56C82B600FE8387A2871B0E5D5B7ADA6A>I<EFFFF8041FEBFFC093B612F8030715FF03
1F16C0037FD9800F13F0912801FFFC000113FC4A01E09038003FFE020F018091380FFF80
4A48C800037F4A486F7F4A486F7F902601FFE0EE3FFC4949707E4949707EA24990CA6C7F
4948717F4948717F017F864A834948727E48874A183F4887A24849727EA2481C804A8448
1CC0A291CC7E481CE0A4481CF04985A400FF1CF8AE6C6C4F13F0A56C1CE06E60A36C1CC0
6E606C1C80A26E606C1C00A26C6D4E5A6C636E18FF6C636E5F6D6C4D5B013F626D6C4D5B
6F5E6D6D4C5B6D6D4C90C7FC6D6D4C5A6D6D4C5A6D6D4B5B6EB403075B021F6D4A13C06E
01E0023F5B020301FC49B448C8FC6E9026FF800F5B6E6C90B612F0031F16C0030793C9FC
030015F8041F14C0040001F8CAFC5D6178DD6E>I<B912FEF0FFF019FE737E1AE0D8003F
01F0C7001F13F8010F01C002017F6D9338003FFF737F07077F737F737F737FA2747E87A3
747EA31C80A81C00A3505AA363505AA24F5B4F5B4F5B071F5B4F90C7FC953801FFFC061F
5B92B812E01A804FC8FC19F04EC9FC03C0CCFCB3B0497F013F13F8B712FEA5515B7ADA60
>I<B912C018FF19E019FC19FFD8003F01F0C714C0010F01C0020713F06D040013FCF13F
FE737E7313C0737F85737F87737FA2871A7FA287A863A21AFF63A24F5B634F5B614F5B4F
90C9FC4F5AF1FFFC060713F095B512C092B8CAFC19FC19E08519FC9226C000017F943900
3FFF80060F7F06037F727F727F737E193F86191F868587A587A687A51D0775EB0F80A285
A28773151F1E00496D6F7F013F01F861B700FE6E6D137E087F14FE97393FFF83FC080FEB
FFF8745CCD00015C746C5B090790C7FC615E7ADA68>82 D<912607FF80EB0380027F01F8
130749B6130F010715C049EDE01F90263FFE00EBF83FD97FF0EB0FFCD9FF80903803FE7F
4890C8B5FC4848153FD807F881000F824981484881A248488183127F49167FA2183F12FF
A2181FA27FA2180F7FA27F127F6D93C7FC7F7F6C6C7E14E06C13F8ECFF806C14F86CECFF
8016FC6CEDFFC06C16F86C16FE6D816D16C0010F826D82010182D9003F81020381DA003F
801503DB003F1480040114C0707E051F13E01707837113F083187FA2F03FF8127800F817
1FA3180FA37EA319F07E181F7E19E07FF03FC07F6DEE7F806D16FF6D170001FE4B5A6D4B
5A02C04A5AD93FF0EC1FF026FE1FFEEC7FE0903B07FFF003FFC0486C90B65A48C64BC7FC
021F5C48010314E048D9001F90C8FC3D6178DD4E>I<001FBDFCA5489026F000079026FC
0001148091C7000101F0EB001F01FC190701F019014985491A7F491A3FA290C8181FA200
3E1B0F007E1CC0A3007C1B07A748F303E0A5C995C7FCB3B3AF4C7FA2041F13FF020FB812
FEA55B5A7BD966>I<B700FE0203B612F8A5D8003F01F8C9000FEBFE00010F01E0040113
F06D49705B755A755A75C7FCB3B3B3A2636D193E81A26D197E1B7CA26D6D17FC636E6C16
0163023F17036E6C4C5A6F5F020F170F6E6C4C5A6E6D4BC8FC6E6D157E6E6D4A5ADB7FF8
4A5A6F6CEC0FF092260FFF80EB7FE06F9039F007FFC0030190B6C9FC6F6C5C041F14F804
0314C09326003FFCCAFC5D5E7ADA6A>I<B700F04BB612E0A5C602FCCA001FEBFC00011F
01E0050713E06D497113807590C7FC6D626F715A7F646F17016D626F17036D62A26F1707
027F616F170F023F61A26F171F6E96C8FC705E6E183EA270167E6E187C7016FC6E60821A
016E607015036E60821A07037F5F70150F033F5F821A1F6F94C9FC715C6F163E831A7E6F
167C7114FC6F5E8319016F5E7113036F5E831907047F5D71130F043F5D83191F7092CAFC
725A70143EF0C07E70147CA2F0E0FC705C18F1705CA218FB705C18FF715BA3715BA27190
CBFCA3715AA2715AA3715AA2715A635E7DDA6A>I<B700E00107B76C0107B612C0A5C602
F0C8000702C0C8003FEBFC00013F01C0030149C9000F13E04B6F49040313806D7890C7FC
087F715A7F755F6F163F6D67876F1C016D67507F6F1C036D6797B57E6F1C076D674F806F
04F3170F027F660703806F04E1171F023F9BC8FC0707806F04C05F6E1D3E070F8070DB80
7F167E6E1D7C071F8070DB003F16FC6E654F8070023E6D15016E65077E8170027C6D1503
6E6507FC81704A6D15076E65060182704A6D150F037F64060382704A6D151F033F99C9FC
060782704A6D5D6F1B3E060F826F018049027F5CA2061F826F01C090C8003F5CA24E826F
D9E03E6F495AA2067E17816FD9F07C6FEB83E0A206FC17C36F6D486FEBC7C0A205F918E7
93267FFDF06FEBEF80A205FF18FF70496F91CAFCA370496F5BA37049705AA37090CA6C5A
A37048715AA37048715AA24D17070400618A5E7DDA91>I<B700F8047FB512F8A5C66C49
CA000FEBFE00010F01F8050313F06D7313C06D98C7FC6D6D60646D6D60515A6E7E6E6D4C
5A515A6E7F6E6D4C5A51C8FC6E7F6E6D167E636E7F6E6D4B5A505A6F7E6F6D4A5A636F6D
140F6F6D4A5A98C9FC6F6D5C6F6D147EA26F6D5C6F4B5A83706C495A4F5A701380706D48
5A4F5A7013E0706D48CAFC197E7013F8706D5AF0FDF87013FF715B6183715B6183B3AC4D
7F057F13F04BB712FCA5655B7EDA6A>89 D<EC7FFF0107B512F0011F14FE017F6E7E90B7
7E48D9800313F04890C77F6EEB3FFC486D6D7E707E707F8284826C5B6C90C87F6C5A90C9
FCA6161F033FB5FC0207B6FC143F49B7FC010F1400013F13F04990C7FC3801FFFC4813F0
4813C0485B4890C8FC485A5B127F5B00FF181F5BA45EA26D5C127F6D5C5E6C6C4AEBF03F
6C6CDA7F3F133E6C9026C001FEEBFCFE6C9026F80FFCEBFFFC6C90B5D8F01F13F86C4B6C
13F06C6CDA800713E0010F49486C1380010001E0903800FC00403C7BBA47>97
D<EB1FF8B5FCA51201EA007FA2133FB3A7EE3FFC4BB57E030F14F0033F14FC92B67E02F9
9039C03FFF809127FFFE00077F03F001017F03C06D7F4B6E7E92C86C7E4A151F4A6F7E4A
82841A80A27213C0A31AE084A31AF0AB1AE0A260A21AC0A34E1380A24E13006E5E6E151F
616E4B5A6F4A5ADAEFC049485ADAE7F0495BDAC3FC010F5B912781FF807F90C7FC028090
B512FCDA003F5C030F14E0013E010391C8FC90C8EA7FF0445D7CDB4E>I<EDFFFE020FEB
FFF0023F14FE91B7FC0103168049D9E00013C0011F90C7EA7FE0D93FFC14FF49484913F0
EBFFE0485BA2485B4890C7FC486F13E0EF7FC04848ED3F8094C7FC485AA3127FA25BA212
FFAB127F7FA3123F7F001F17F8A26C6C1501A26C6D15F06E14036CEE07E06C7F6C6DEC0F
C0D97FFCEC1F806D6CEC7F00903A1FFF8001FE6D9038F80FFC010390B55A010015E0023F
5C020F49C7FC020013F0353C7BBA3F>I<F0FFC00407B5FCA5EE000F1703A283B3A79138
01FFE0020F13FE027FEBFF8149B612E14915F1010F9038E01FFD49D90003B5FCD93FFCEB
007F494880D9FFE0140F4849804849805A91C87E5A485AA2485AA3127FA25BA212FFAB12
7FA37F123FA36C7EA2000F5E7F6C5E6C6D5C6C6D5C6E5C6C6D4A7F6D6C49B5FCD93FFED9
07FD13F890280FFFC03FF1EBFFF06D90B512E1010115816DECFE01021F13F802030180EC
8000445D7BDB4E>I<913801FFE0020F13FE027F6D7E49B612E04981010F01C07F903A1F
FE001FFCD93FF8EB07FE49486D7E49486D138048496D13C0485B91C8EA7FE04817F04848
153FA2001F17F849151F123FA2007F17FCA249150FA2B9FCA418F801F8CAFCA7127F7FA2
123FA36C6C1638187C6C7E18FC6C6D15F86C16016C6D15F06C6D14036D6CEC07E06D6CEC
1FC0D91FFEEC3F806D6C6CEBFF006D9038F00FFE010190B55A6D15F0023F14C0020791C7
FC9138007FF0363C7CBA3F>I<ED03FE92383FFFC092B512E0020314F0020F14F891391F
FE0FFC91383FF81F91397FF03FFEECFFC05B49138015005B4AEB1FFC010FEC0FF8EE07F0
011FEC01C04A90C7FCB3B712F0A526001FFCC8FCB3B3A9497E496C7E007FB612C0A52F5D
7CDC2B>I<F00FF0F07FF8913B03FF8001FFFC023FD9F80313FE91B5EAFE0F01039139FF
9FF9FF010FEDFFC14901011401903A3FF8003FFC4948131F494890390FFE00FE48496D6C
137C4A6D14004883488391C77EA24883A96C5FA26E5B6C5F6C94C7FC6E5B6C6D495A6D6C
495A6D6C495A9139FF01FFF04990B55A01FB158001F84AC8FC0001013F13F8D9F0031380
91CBFCA212037FA37F6C7E6D7E91B612C017FE6CEEFFC018F06D16FC6D826D8249178090
B912C0000318E0480180C714F0D80FFCC812074848030013F84848167F49161F484817FC
180F485A1807A56D160F007F18F86D161F6C6CEE3FF06C6CEE7FE06C6CEEFFC06CB40303
13806C01C0020F13006C01F8EC7FFE6C903AFF8007FFFC013F90B612F0010F16C001014B
C7FCD9003F14F0020149C8FC40587CBB47>I<EB1FF8B5FCA51201EA007FA2133FB3A7EE
1FFE93B512C0030714F04B80033F8092397FC03FFE9239FE000FFFDAF9F86D7FDAFBF07F
DAFFE06D7F5D5D92C87FA25CA25CA35CB3AE496C4A7F496C4A7FB6D8FE03B612F8A5455C
7BDB4E>I<EB1F80497E497E497E487F487FA66C5B6C5B6D5A6D5A6D5A90C8FCB0EB1FF8
EA7FFFA51201EA007FA2133FB3B3A6497E497EB612FCA51E5A7BD928>I<157E15FF4A13
804A13C04A13E04A13F0A66E13E06E13C06E13806E1300157E92C7FCB0ED7FF00103B5FC
A5EB00071400A2157FB3B3B3A5EA0F80D83FE014E0486C13FFA2486C14C0A24A1380A24A
1300D87FF05B49485A003FEB1FF86CB55A6C5C6C1480000149C7FC38003FF0247586D92B
>I<EB1FF8B5FCA51201EA007FA2133FB3A80403B6FCA5040014F07190C7FC18FC18F018
C04D5A4DC8FC4C5AEE07F84C5AEE1FC04C5A4CC9FCED01FE4B5AED07F0150FED3FF84B7E
4B7E14F902FB7FDAFFF77F03E77F158303017F4A6C7F4A8002F0137F707E83707E82707F
84707F82707F84717E173F717E8485717F496C4A7F496C4A13F8B600FC90B612E0A5435C
7CDB4A>I<EB1FF8B5FCA51201EA007FA2133FB3B3B3B3A4497E497EB612FEA51F5C7BDB
28>I<D93FF0D91FFEED3FFCB591B500E049B512C0030302F8010714F0030F6E011F8003
3F6E017F8092277FE03FFF9039FFC07FFE00019126FF0007903A81FE000FFF27007FF1FC
6DD9C3F86D7FDAF3F06DD9C7E07F90263FF7E0DBEFC0814B6D4A7FDAFF8003FFC7FC92C8
4982067F814A5EA24A5EA34A5EB3AE496C4B6C4A7F496C4A6D4A7FB6D8FE01B6D8FC03B6
12F8A56D3A7BB976>I<D93FF0EB1FFEB591B512C0030714F04B80033F8092397FC03FFE
00019139FE000FFF27007FF1F86D7FDAF3F07F90263FF7E06D7F5DECFF8092C87FA25CA2
5CA35CB3AE496C4A7F496C4A7FB6D8FE03B612F8A5453A7BB94E>I<ED7FF80207B57E02
1F14E0027F14F849B612FE01079039C00FFF8090270FFE00017FD91FF86D6C7E49486E7E
49486E7E49486E7E48496E7E4890C86C7E4818804981000F18C04981001F18E0A2003F18
F049167F007F18F8A400FF18FCAB007F18F8A36D16FF003F18F0A2001F18E0A26C6C4B13
C0A26C6C4B13806C18006E5C6C6D4A5A6C6D4A5A6D6C4A5A6D6C4A5AD91FFE49485A9027
07FFE01F13806D90B6C7FC010015FC023F14F0020714809126007FF8C8FC3E3C7CBA47>
I<D91FF8EB3FFCB549B57E030F14F0033F14FC92B67E02F99039C07FFF8000019027FFFE
000F7F6C6C01F001037F03C06D7F6D496D7F92C86C7E4A153F4A824A6F7EA2721380A272
13C0A37213E0A47213F0AB4E13E0A44E13C0A34E1380A24E13006E5E6E153F4E5A6E4B5A
6F495B6F495B03F0495BDAFBFC011F5B9126F9FF80B5C7FC02F890B512FC033F5C030F14
E0030391C8FC9238007FF093CAFCB2497E497EB612FEA544547CB94E>I<90393FF001FE
B590380FFFC04B13F04B13F84B13FCEDFF1F00019039F1FC3FFE39007FF3F0ECF7E0013F
13C0ECFF80A29238001FFCEE0FF84AEB07F093C7FCA25CA45CB3AC497E90B5FCB77EA52F
3A7CB937>114 D<903A01FFF001C0011FEBFF07017F14CF48B7FC5A48EB001FD80FF813
03D81FE013004848147F49143F007F151F90C8120F5AA21607A27F7F7F6D91C7FC13FC38
7FFFC014FE6CEBFFF015FF6C15C06C15F06C816C15FEC6816D1580131F010315C0D9003F
14E01400030F13F015019238007FF80078153F00F8151F160F7E1607A27EA26C16F0A26D
140F6D15E06D141F6DEC3FC06D147F01FE903801FF809026FFC00F1300486CB55A486C14
F8D8F80F14E0D8F003148027E0007FF8C7FC2D3C7BBA38>I<147CA614FCA51301A31303
A21307A2130F131F133F137F13FF1203120FB81280A526001FFCC8FCB3AAEE03E0AC1607
6D6C14C0A2160F6D6C1480ED801F6D9038C03F006DEBF0FE6DEBFFFC6E5B6E5B020F5B02
0190C7FC2B537DD137>I<D91FF8ED7FE0B50203B5FCA50001ED0007D8007F1501A2013F
81B3AE5FA35FA25F131F5F6E5C010F033E7F6E147E6D6C494813FC6D9026E00FF8EBFFF8
6D90B55A6D15C0023F5C020F495A020101F0ECC000453B7BB94E>I<B600F00107B512E0
A5000191C70001EBFE006C01FC9138007FF8017FEE3FE0013F5F61131F6E93C7FC010F16
3EA26E157E6D167C6F14FC6D5E6F13016D5EA26F13036D5E6F1307027F5D6F130F023F5D
A26F131F021F92C8FC6F5B020F143EA26F137E6E147CEE80FC6E5C16C16E5CA216E36E5C
16F7037F5B16FF6F5BA36F90C9FCA26F5AA36F5AA26F5AA26F5A433A7DB84A>I<B6D8F0
1FB500F890B512FEA5000349C76C90C7001F13F0C601F8DA1FFC02071380017F73130005
0F6F5A013F6205075E6E81011F030F5EA26E6F1403010F4B5E856E4A15076D033E5E7313
0F6D6D017E5EEF7C7F6F6F131F6D03FC93C7FC4D6C7E6F5F6D912601F01F143E73137E91
267FF003167CEFE00F03F86F13FC023F01075E4D6C7E03FC1601021F010F5E94388003FF
91260FFE1F4B5A4D7E03FF16876E495E043E7F04BE15CF6E01FE5E4CEC7FEF1AFF6E496E
90C8FCA26E5F4C141FA2037F5E4C140FA26F486E5AA2031F5E4C14036FC86C5A5F3A7DB8
66>I<B600F00107B512E0A5000191C70001EBFE0026007FFC9138007FF819E0013F705A
61011F94C7FC80010F163E6E157E6D167CA26F14FC6D5E6F13016D5E6F13036D5EA26F13
07027F5D6F130F023F5D6F131F021F92C8FCA26F5B020F143E6F137E6E147CEE80FC6E5C
A216C16E5C16E36E5C16F7037F5BA216FF6F5BA26F90C9FCA26F5AA36F5AA26F5AA26F5A
A215035E15075E150F5EA2151F93CAFC000F5CD83FC0133E486C137E157C486C13FC4A5A
A24A5A4A5A6C48485A387EC03F6C48B45A90B5CBFC6C13FC6C5B000313E0C66CCCFC4354
7DB84A>121 D<BB12FCA5460580A547>123 D<D91FC01420D97FF81470D9FFFE14F80003
9039FFC003FC489138F80FF892B512F04816E04816C0481680387FC07F26FF000F140000
7C010113FC00386D6C5A0010EC0FE02E0E74D847>126 D E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Fn cmsy6 6 1
/Fn 1 4 df<141C143E147FA70078017E130F00FE013EEB3F806C157F01C0EB01FF01E0
5B01F8130FD87FFE013F1300D80FFFEB7FF8000390B512E0C61580011F01FCC7FC010713
F0010113C0010713F0011F13FC90B67E000315E0000F90383E7FF8D87FFE6DB4FCD8FFF8
010F138001E0130301C07F0100EB007F48153F0078017EEB0F00C7007F90C7FCA7143E14
1C292B75AD40>3 D E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Fo cmr10 10 75
/Fo 75 124 df<94380FFFF84CB612C0041F15FC93B87E030717F0031F9026FE003F13FC
037F01E0010313FF92B5C86C7F020301FC031F13E0020F01F0030713F84A01C003017F4A
496F7F4A90CA6C7E4A48717F4949717F4949717F4949717F4949717F4949717F49874949
717F90B58792CC7E48894A8548894849737FA348894A854889A44A854889AC6C656E61A4
6C65A26E616C65A36C6D4F5BA26C65A26C6D4F5BA26D99C7FC6F95B5FC6D63A26D6D4D5B
6D63A26D6D4D5B6D63A26D6D4D5BA26D636E6C4D90C8FCA2023F616E6C4D5AA2020F616E
6C4D5AA26E6C4D5A6E61A200F86D4FEB0F807016FF037F95C7FC007CF51F006F6C4B5AA2
031F5F7015036C020F4D143EA203075FA2003F6F0307157E03035F6C6C6401E01B0390B6
94B6FCA2705DA26C65A56C65A24C81697579F478>10 D<94260FFF80EC3FF00403B500F8
903803FFFE041F02FE011FEBFF8093B7D8807F14C0030370B612E0030FD9F80101E39038
F03FF0033F902780001FF7EB807F4B48C76CB53800FFF8912601FFF84A5B4A01E04A4948
13FC4A494A13F84A4991B512F04A90C8FC4A4817E04A5A4A484D6C13F8A249496F49EB7F
F0F53FE049496FED07007392C7FC98C9FC495BB3A6007FBD12C0A6D8000701C0C8001F90
C9FCB3B3B3A2496D4B7F87013F01F892B512F0B7D8FE03B8FCA666757DF461>I<94380F
FF800403B512F0041F14FC93B7FC030382030FD9F8037F033F903980003FE04B48C7EA0F
F0912601FFF8EC03F84A01E04A7E4A49141F4A494A7E4A90C8127F4A4815FF4A5A4A5AA2
49494A7F725B495BA2735A495B735AF10FE096C9FCB3F11FFF0503B6FC007FBBFCA6D800
0701C0C8FC858585B3B3B1496D4B7FA2013F01F892B512E0B7D8FE03B712F8A655757DF4
5C>I<EE03FCEE1FFF047F13C04BB57E4B804BEB07F892380FFC0192391FF000FC4B4813
7C4B48137E03FF143E4A49133F845C93C7FC5C854B140F140FA4141FA4181FA296CDFCA2
60183E187E6F147C18FC4D5AA26E4A5A4D5A16804D5A4D5AA24DCEFC6EEBC07E5FEEC1F8
16C36ED9E3F0030FB71280EEE7E0EEEFC0EEFF806E91C9FC5E4CDC007FECE0004C050F49
C7FC6E6D7113F07613C0037F725B7096C8FC765A704D5A92B5604A804A4F5A4A6E5FDA0F
EF180703CF6D5FDA1F87180FDA3F076D4C5ADA7E0396C9FC02FC6E5E49486C6D163ED903
F0197E01076D6D5E494861011F6E6C150149486F5D017F6E160349486D6D4A5A48715D48
6F160F4890C76C6D5D4871141F704CCAFC486F6D143E484870147E706D5C715D007FF080
01716D485A715D00FFF0E007716D485A716D485A83716D48CBFCF1FE7E6D6F6D5A724916
1F84725B6C715B6E715E726D163E6C717F6E6F6D167E1F7C6C6D4B6D6C15FC6C4D806E03
1F6E4A5A6CDD3FC76D14036C6DDBFF836D4A5A6C6D0203010101FE4A5A6C6D91260FFC00
6D6C133F6D6C6CD97FF8013F01E0EBFFC06D9027E00FFFF06DD9FC075B6D90B600C00107
90B6C7FC010793C7000115FC010103FC6E6C5C6D6C02F0031F14E0021F02800303148002
0101F0CAD83FFCC8FC717B79F681>38 D<EA03F8EA0FFE487E4813804813C0A2B512E0A2
14F0A414F87EA27E7EEA0FFEEA03F8C7FCA5130114F0A31303A214E0A2130714C0130F14
80131FA2EB3F00133E137E5B12015B485A485A120F485A5B6CC7FC1206153373F22E>I<
163E167E16FEED01FCED03F8ED07F0ED0FE0ED1FC0ED3F80ED7F0015FE14014A5A5D1407
4A5A4A5AA24A5A147F5D4AC7FC5B5C13035C1307495AA2131F5CA2495AA2137F5C13FFA2
5C5AA291C8FC5AA3485AA3120F5BA3121FA25BA3123FA35BA2127FA85B12FFB3A7127F7F
A8123FA27FA3121FA37FA2120FA37F1207A36C7EA37E80A27E80A2137F80133FA26D7EA2
80130FA26D7E1303801301807F6E7E81143F6E7EA26E7E6E7E1403816E7E1400157FED3F
80ED1FC0ED0FE0ED07F0ED03F8ED01FCED00FE167E163E27A770FC41>I<127812FC127E
127F6C7E6C7E6C7E6C7E6C7E6C7E6C7E7F6D7E133F806D7E6D7EA26D7E8013036D7E807F
81147F816E7EA281141FA26E7EA281140781A2140381A2801680A36E13C0A316E0157FA3
16F0A2153FA316F8A3151FA216FCA8150F16FEB3A716FC151FA816F8A2153FA316F0A315
7FA216E0A315FF16C0A34A1380A316005CA25D1407A25D140F5DA24A5AA2143F5DA24A5A
5D14FF92C7FC5B5C495A13075C495AA2495A495A5C137F49C8FC5B485A485A485A485A48
5A485A48C9FC127E5A127827A777FC41>I<EA03F8EA0FFE487E4813804813C0A2B512E0
A214F0A414F87EA27E7EEA0FFEEA03F8C7FCA5130114F0A31303A214E0A2130714C0130F
1480131FA2EB3F00133E137E5B12015B485A485A120F485A5B6CC7FC1206153373922E>
44 D<B812E0AB2B0B7EA837>I<EA03F8EA0FFE487E4813804813C0A2B512E0A76C13C0A2
6C13806C13006C5AEA03F8131373922E>I<923807FF80037F13F84AB512FE02076E7E02
1F15E091267FFE0113F8913AFFF0003FFC4901C0EB0FFE49496D7E4990C76C7FD90FFC02
007F011F8349486F7E4A153F49486F7E01FF834A150F4884A248496F7EA2481980A34890
C96C13C0A34819E0A44819F0A24982A2007F19F8A900FF19FCB3AA007F19F8A86C6C4C13
F0A56C19E0A46C19C06E5DA26C1980A26C19006E5D6C60A26C6D4B5AA26D6C4B5AA26D6C
4B5A6D6C4B5A6D6C4A5B6D6C4A5B6D6D4990C7FC6D6D495A6D01F0EB3FFC913A7FFE01FF
F8021FB612E00207158002014AC8FC6E6C13F80307138046737AEE53>48
D<ED03C04B7E150F151F157FEC01FF5C141F91B5FC130F0007B6FCB7FCA214E7140713F0
EAF800C7FCB3B3B3B3AD4A7F4A7F49B67EBAFCA6386F72EE53>I<ED7FFC0207B512C002
3F14F891B7FC4982010716E049010014F8D91FF8010F7FD93FC001037F494801007F01FE
C86C7F48486F7F48486F7F48486F7F4981000F8448486F7F5B003F707F90C9FC717F5A13
F801FE7013807FB57EA26E17C0A284A56C5BA26C90C9FC6C485E6C5AD801E01880CBFCA2
95B5FC1A00A34D5BA24D5BA24D5B615F614D5B614D90C7FCA24D5A4D5A4C5B604C5B4C5B
4C5B95C8FCEE1FFC4C5A4C5A4C5A4B5B5F4B90C9FC4B5AED0FF84B5A4B5A4B5A4B5A93CA
FC4A5A4A48ED07C04A5A4A5A4A48ED0F804A5A4A5A4AC9FC5C4948161F49481700495A49
5A49485E495A49CA5A01FEEE01FE90B9FC5A5A5A5A48605A5ABAFCA361A3426F78EE53>
I<ED3FFF0203B512F0020F14FE027FECFFC091B77E0103D9F00F13F849D9000113FED90F
F86D6C7ED91FE06E7FD93F80020F7F49C88001FC6F7F48486F7FA2484883D9FF8080486D
828080486D8283A3805CA36C5E5C6C495E6C5B6C6C5A90C9FC4D5BA2615F61A24D5B615F
614D90C7FC4D5A4D5A4C5B4C13E0040F5B043F5B92261FFFFEC8FC020FB512F817E094C9
FC17F017FE91C7380FFFC0040113F0706C7EEF3FFE717E717F7113E0717F85717FA2717F
85A27213801AC0A31AE084A21AF0A2EA03F8EA0FFE487E487F487FA2B57EA31AE0A260A2
4A17C0A26C5B91C9B512805BD83FF8180001804B5B6C7E6D4B5B6C6C5F6C6C5D6C6C4B5B
6CB44B5B6C01C04A5BD97FF04A90C7FCD93FFE49485A90271FFFE00F5B010790B612F06D
5E01001680021F4AC8FC020314F09126003FFEC9FC447379EE53>I<181F4E7E187FA218
FF5FA25FA25F5FA25F5FA25F94B5FCA25E5EA2EE07EF17CF160FEE1F8FA2EE3F0F167EA2
16FCED01F8A2ED03F0ED07E0A2ED0FC0ED1F80A2ED3F00153E157E5DA24A5A4A5AA24A5A
4A5AA24A5A4AC7FCA2147E5CA2495A5C1303495AA2495A495AA249C8FC137EA25B485AA2
485A485AA2485AA2485A48C9FCA2127E5ABCFCA6CA001FEB8000B34D7F5F4CB512F8031F
B8FCA648717BF053>I<016017E001FC1607D9FF80153F02F8EC03FFDAFFC0137F92B75A
6196C7FC60606018E06095C8FC5F17F817E094C9FC01FC14F8DA00FCCAFC92CBFCB3A3ED
0FFF037F13F00203B512FC020F14FF4A15C091267FF8037F9126FFC0007FD9FDFEC7EA3F
FCD9FFF86E7E4A6E7E02C06E7F5C91C86C7F717F49835B717F137890CA7F187F85A285A2
841A80A51AC0A47FEA0FF8487E487E487EA2B57EA31A80A391C9FC604918006C5A5BD87E
805F90CA12FF003E60123F4D5B6C7E6D4B5B000F606D4B5B6C7E6C6C4B5B6C6C4B90C7FC
01FF4B5A6C6DECFFFCD97FE0495BD93FF8010713E090271FFF807F5B010790B65A6D4BC8
FC010015F8023F14E0020F91C9FC020013F0427378EE53>I<933807FF80047F13F00303
B512FE030F80033F15C04B48C67F912601FFF0EB1FF04A01C013074A90C7EA01F8DA1FFC
6E7E4A5A4A48EC07FE4A48141F4949143F49494A7E92C8FC4993B5FC495A131F5C133F49
5A725A495A725A48496F5AF007E04894C8FCA2485BA25AA25C5AA35AA2923801FFC0DA00
0F13FC033F13FF484A14C092B612F0912601FE017F913A03F0003FFC4A48EB0FFEDA0F80
6D7EB548C76C7F023E6E7F717F4A8202786F7E14F84A6F7E855C727EA24A1780A21AC084
5C1AE0A591C914F0A27EA87EA380A27E1AE0A27EA21AC0607E6E17807E1A007E6E4B5A7E
6E5E017F4C5A80013F4C5A6D6C4A5B6E5E6D6C4A5B6D6D4990C7FC6D6DEB1FFE6D01F0EB
7FFC6D9039FE03FFF8023FB65A6E5D0207158002014AC8FC6E6C13F003071380447379EE
53>I<EA03E0A2487E13FCEBFFE091B912FEA35AA21AFCA21AF81AF04819E0A21AC01A80
A201E0CAEA7F00D83F8017FE90CB5A1801003E4D5A611807007E4D5A007C60181F4E5A4E
C7FC187E4817FE4D5A60CA12034D5A4D5A60171F4D5A95C8FC5F17FE5F16014C5AA24C5A
160F5F161F5F163F5F167F16FF94C9FC5DA24B5AA315075E150FA2151F5EA2153FA2157F
A34B5AA35CA45CA35E5CA55CA75CAD6E5BA26E5B6E90CAFCEC00FC477477EF53>I<ED0F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>I<ED0FFF92B512F0020314FC02
0F14FF023F15C09126FFFE037F499039E0007FF04901806D7E4990C7EA0FFC49486E7E49
486E7E49488249486E7F01FF81484982727E485B4884183F484982A24884181F5A8591C9
FC5A1A80A3B5FC1AC084A41AE0A71AF0A36C5FA57E6E5DA27EA26C5FA26C7F95B5FC7E6C
6D5C18EF6C6D1403017FED07CF6D7E6D6CEC0F8F6D6CDA1F0F13E06D6C147E6D01C013FC
6D9038F807F86D90B512F0023F14E0020F02C014C0020314009126003FF85B92C8FCA21A
80A31A0060A261A34E5A137E48B46C5E486D15FF486D5EA2486D4A5B615F614D90C7FCA2
4A4A5A4D5A6C494A5A4A4A5A49C812FFD803F04A5B01FC4A5B6C6C020F90C8FC2600FFC0
EB3FFE903A7FFC01FFFC6DB65A6D15E06D158001034AC9FCD9007F13F802071380447379
EE53>I<EA03F8EA0FFE487E4813804813C0A2B512E0A76C13C0A26C13806C13006C5AEA
03F8C8FCB3AFEA03F8EA0FFE487E4813804813C0A2B512E0A76C13C0A26C13806C13006C
5AEA03F8134773C62E>I<EA03F8EA0FFE487E4813804813C0A2B512E0A76C13C0A26C13
806C13006C5AEA03F8C8FCB3AFEA03F8EA0FFC487E487E481380A2B512C0A414E0A37EA2
7E7E7EEA03FBEA0003A5130714C0A4130F1480A2131FA214005B133E137EA25BA2485AA2
485A485A120F5B485A90C7FC7E1206136773C62E>I<003FBF12F0481EF8C012FCA36C1E
F86C1EF0D3FCB3A9003FBF12F0481EF8C012FCA36C1EF86C1EF06E2977BD81>61
D<F003F04E7EA34E7EA34E7EA34E7EA34E7FA395B57EA34D80A34D80A24D8018EF18E705
0F8018C718C3051F8018831881053F801800A24D81057E7FA205FE814D7FA20401824D7F
A20403824D7FA20407824D7FA2040F824D7FA2041F824D7FA2043F8294C8FCA24C83047E
81A204FE834C81A20301844C810303845E860307845E86030F845E93B9FC4B84A34B84A2
93CAFC4B85037E83A203FE854B83A20201864B83A20203864B83A20207864B83A2020F86
4B83A2021F864B83143F8987147F02FF87496D84496D95B57E010F7F013F01FC050314F0
48B66C041F14FEB700F8031FB812C0A672777BF67D>65 D<BB12F0F2FF801BF81BFE757E
1CE0D8000F02C0C86C13F801014A030F7F6D91C9000313FF6E050080757F757F757F757F
8789757FA2757FA2751480A47613C0A999B51280A3511400A2515BA2515B65515B63515B
515B98B5C7FC505B08075B081F13F0087F13C0070FB5C8FC93B812FC1BC01BF81BFF1CE0
93C9000713F8080013FE756C7E091F7F7513F0757F757F757F757F7613801EC0881EE076
13F0A27613F8A21EFC88A31EFEA91EFCA264A21EF8641EF0641EE06499B512C01E806351
1400515B091F5B515B91B594B55A496E030314C0010F6E033F5CBD48C7FC1CF81CE01C80
09FCC8FC1B8067717BF076>I<DE3FFF16380507B500F81578057F02FF15F80403B700C0
1301040F16F0043F04FC130393B527FE003FFE1307030302C0903907FF800F030F49C813
C04B01F092383FE01F037F01C092380FF03F92B5C9EA07F84A49933801FC7F4A01F89338
00FEFF020F49177F4A01C0834A49834A90CB7E4A4884495B4B844986495B4949845B4B19
7F495B491B3F92CDFC90B51A1F5C481C0F5A5C1D07485BA25A1D035C5AA348491A01A35A
A29AC7FCA25CA2B5FCB17EA280A46C1DF8A36C7FA37E801D016C1DF0A26C7F1D036E1BE0
7E7E6E1A076D1CC06F190F6D1C806D6D191F6F1A006D636D6D193E6D6D197E6D63816D6D
4E5A6E6C4E5A6E6D4D5A6E6D170F6E01F04D5A02036D4D5A6E01FE05FFC7FC6E6D4C5A6F
01C0ED07FC031F01F0ED1FF86F01FEED7FE00303D9FFC0903803FFC0030002FE013F90C8
FC043F90B65A040F16F8040316E0DC007F92C9FC050714F8DD003F1380657977F478>I<
BB12F0F2FF801BF01BFE757E1CE0D8000F02E0C7000114F801014ADA001F7F6D4A030313
FF6E050080093F7F090F13F009037F757F757F767E767F767F767F88767F8A767F888A1D
7F8A771380A27713C0A21FE089A21FF0A27713F8A41FFC89A31FFEA51FFFB01FFEA61FFC
A265A21FF8A35313F0A21FE0A2651FC0A2531380A2531300661DFF66525B6466525B525B
525B5290C7FC525A51485A515B515B091F5B097F5B91B54CB5C8FC496E030F5B010F6E4A
B512F8BD12E01C8051C9FC1BF01B8008F0CAFC70717BF07F>I<BE12F8A489A2D8000F02
E0C8120301014AED001F6D4A16036E18001C3F767E1C0F1C071C031C01A21C001D7E1D7F
A289A389A31E801D0FA41AF8A2F507C0A49AC7FCA31901A31903A21907190F191F197FF0
03FF93B7FCA69338800003F0007F191F190F19071903A21901A31900A21E7CA31EF8A497
C9FCA2F501F0A51D03A21EE01D07A31D0FA21EC01D1FA21D3FA21D7FF5FF80A2641C0764
641C7F91B50503B51200496E161F010F6E0303B6FCBFFCA365A366717BF071>I<BE12E0
A41DF0A2D8000F02E0C8120F01014AED007F6D4A160F6E180187F47FF81C1FA21C0F1C07
1C03A21C011DFCA21C00A31D7CA31D7E1D3EA608F8141FA41D00A51901A31903A2190719
0F191F197FF003FF93B7FCA69338800003F0007F191F190F19071903A21901A31900A997
C9FCB3A891B57E4980010F14FEB912FCA660717CF06C>I<DE3FFF16380507B500F81578
057F02FF15F80403B700C01301040F16F0043F04FC130393B527FE003FFE1307030302C0
903907FF800F030F49C813C04B01F092383FE01F037F01C092380FF03F92B5C9EA07F84A
49933801FC7F4A01F8933800FEFF020F49177F4A01C0834A49834A90CB7E4A4884495B4B
844986495B4949845B4B197F495B491B3F92CDFC90B51A1F5C481C0F5A5C1D07485BA25A
1D035C5AA348491A01A35AA29AC8FCA25CA2B5FCB17EA26E94B9FCA47EA2E0000115006C
6DDE001F13FC765B887E80A27E807EA2807E6C7FA27F816D7F7F817F6D7F6D7F6D7F6F60
6D7F6E6D5F6E7F6E6D5F6E7F020301FCEF7F7F6E6D17FE6E6D6C0301133F6F01E0923807
FC1F031F01F892380FF80F6F01FF92383FF007030302E0903901FFC003030002FF011FEB
8000043F91B6C71278040F04FC1438040304F091C7FCDC007F1580050702FCCAFCDD003F
1380707977F482>I<B900C090B912C0A6D8000F02FCC9000F02FCC7FC010102E0040114
E06D4A705C6E49715BB3B3A693BBFCA60480CA7EB3B3AB91B56C94B57E496E4C80010F02
FC040F14FCB900C090B912C0A672717BF07D>I<B912F0A6D800074AC7FC010014F06E5B
6E5BB3B3B3B3B3A54A7F91B57E010714FEB912F0A634717CF03C>I<B900C00203B712C0
A6D8000F02FCCA003FECF000010102E0050F91C7FC6D4A7113F86E4919E07613809BC8FC
1DFC525A65525AF41F8052C9FC1C7E64515A515A515A515A515A51CAFC1BFE505A505A50
5A505A505A505A50CBFC1AFE4F5A4F5A4F5A4F5A4F5A4F5A077ECCFC614E5A4E7E4E7E18
0F4E7E4E7F6095B57E0503805F4D80DD1FDF7FEF3F8FDD7F077F05FE80933881FC039326
83F8017FDC87F08193388FE000DC9FC06D7FDCBF808104FFC77E4C6E7F04F8824C804C6E
7F4C824C80737F8885747F8886747F8886747F8886747F8986757F8987757F8987757F89
87757F8A87767F8AA2767F8A8A91B56C4D7F496E94B67E010F02FC040315F0B900C091B8
12F0A674717BF081>75 D<B912FCA6D8000F4ACCFC010114E06D5C6E5BB3B3B3A6F403E0
A5F407C0A61C0FA21D80A31C1FA31C3FA3F47F00A264A2636363A263F33FFE1B7F1BFF1A
0391B5160F496E157F010F6E020FB5FCBDFCA264A45B717BF068>I<B76C081FB612F870
62A27062A27097B7FCD8000FF8800001010DFCC7FCD900FD6DDF01F75B027D66027C6DF1
03E7A36F6CF107C7A36F6CF10F87A26F6DF01F07A36F6D183EA26F6D187CA36F6D18F8A3
6F6DEF01F0A26F6DEF03E0A3706CEF07C0A2706CEF0F80A3706DEE1F00A3706D163EA270
6D5EA3706D5EA2706D4B5AA3706D4B5AA3716C4B5AA2716C4B5AA3716D4AC7FCA2716D14
3EA3716D5CA3716D5CA2716D495AA3716D495AA2726C495AA3726C495AA3726D48C8FCA2
72EBC03EA3726D5AA2726D5AA372EBF9F0A372EBFFE0A2735BA3735B14FE7390C9FC497E
497F496D6F484C7F011F01F0517F48B698B67EB700FE6E48020FB812F8A2735AA3735A8D
717BF098>I<B76C041FB712C08282A28282D80001DF003FECE0006D6C6D050349C7FC70
050013F8775A70725A027D6E715A147C6F6D715A836F7F81836F7F81836F7F81846F8082
707F8482707F84707F828470808285717F8385717F83717F8583717F8671808486727F84
86727F8486727F8472808785737F87737F8587737F8587731480851CC07413E0867413F0
1CF8867413FC1CFE7413FF861D8F7414CF871DEF7513FF87A2878787A28787A28888A288
8814FE88496C85497F496D84011F01F08448B6197FB712FE1D3F1D1FA21D0F77C8FC7271
7BF07D>I<F0FFFC051FEBFFE04CB612FE04076F7E043F16F093B5D8C00F13FC030301FC
C713FF4B01E0021F7F031F0180020713E04B48C800017FDBFFFC6F13FC4A01F0EE3FFE4A
49707E020F497013C04A49707F4A90CA6C7F4A48717F4A48717F4B187F4949727E498749
49727F4949727FA24949727F498892CC7E49884948737FA24849737FA248894A86481E80
A348497413C0A2481EE0A24A86A2481EF0A4481EF84A86A5B51DFCB06C1EF86E62A56C1E
F0A26E62A26C1EE0A36C6D5013C0A36C6D97B51280A26C1E006E616C65A26C6D4F5BA26D
6D4E5BA26D6D4E5B6D646F606D6D4E5B6D646D6D4E90C7FC6F95B5FC6D636D6D4D5B6E6C
4D5B6E6D4C5B6E6D4C5B6E6D4C5B6E01F8047F5B02016D4C48C8FC6E01FF03035B6F6D4A
5B031F01E0021F13E06F01FC91B55A03039026FFC00F91C9FC030091B612FC043F16F004
07168004014BCAFCDC001F14E0050001FCCBFC6E7977F481>I<BB12C01AFEF2FFC01BF8
1BFE757ED8000F02E0C7000714E001014ADA003F7F6D4A030713FC6E05017F747F093F7F
757F757F89757F8789898789A3751480A31EC0AA1E80A3511400A36563656563515B6551
5B515B98B5C7FC505B080713F8083F5B0707B512C093B9C8FC1BFC1BF01B8008F8C9FC04
80CDFCB3B3A791B57E4980010F14FCB912C0A662717BF071>I<BA12F8F1FFE01AFCF2FF
801BF01BFCD8000F02E0C7003F13FF01014A0201806D4ADA003F13E06E050F7F080313FC
747F747F757F757F757FA2757F898789A28987A289A965A36365A265515BA2515B65515B
5190C9FC515A505B505B080F13E0083F5B4FB5CAFC073F13FC93B812F01BC050CBFCA274
7E0480C76C13E0070F7F070313FC07007F747E081F7F88747F747FA2747F888688A28688
A689A889A620707714F8A287A38975150120F091B56C82496E721303010F02FC7016E0B9
00C06E6D13077516C0756D130F756DEB3F80769038C0FF000A1FEBFFFECF00075C0A015C
E2003F5B0B03138075757CF07A>82 D<DB3FFE15700203B500E014F0021F02FC1301027F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>I<001FBFFC
A64849C7000F91C7000F148002E06E49140091C86C49151F01FC1B07498749874987491C
7F491C3FA21E1F90C9FCA2481EC0007E1D0FA4007C1D07A848F503E0A6CA96C7FCB3B3B3
AB4D7F4D7F94B612F00203BA12FCA66B707AEF78>I<B900C0023FB712C0A6D8000F02FC
CA6CECE000010102E0050749C7FC6D4A050113F86E49715B775A775AA2775AB3B3B3AF6E
1A3F9BC8FC82A2656E1A7EA36E6D18FE656E190170606E1903656E6D17076E6270170F03
7F4E5A6F6C4D5A6F7E6F6D4CC9FC1CFE6F6DED03FC6F01F04B5A03006DED1FF0DC7FFEED
7FE0706C6C49485A7001E001075B040701FED97FFECAFC7090B65A040016F0053F5D0507
92CBFC050014FC060713C072757BF07D>I<B800FC043FB612FCA6D8001F02FCCA000315
00010302E0DD007F13F06D4A061F13C04C725B6D7590C7FC666E745A706180667018076E
63821D0F6E6370181F6E63A270183F6E98C8FC82656E1A7E7018FE6E62A27116016F6183
1C036F61711607A26F6171160F6F61831C1F6F6171163FA26F96C9FC715E6F187E831CFE
6F60841B01705F721403705F841B07705F841B0F705F72141F705F841B3F7094CAFC8463
70167E7214FE705E851A01715D19C01A03715DF1E007715D19F01A0F715D19F81A1F715D
F1FC3F7192CBFCA2735A71147E19FF1AFE715CA2725BA3725BA3725BA2725BA3725BA372
90CCFCA3725AA2725A76757DF07D>I<B800F80107B800C091B712F0A6D8003F02F8C800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>I<003FB86C010FB712F8A6D8000303F8C803FCC7FCD9007F02C0031F14806E91C96C01
FCC8FC6E497013F06E497013C06E6D606E6D7090C9FC646E6E5E6E4E5A836F6D4B5A515A
6F7F6F6D4B5A515A6F7F6F6D4BCAFC1BFE6F7F6F6E495A505A6F80706D495A505A707F70
6D495A505A707F704BCBFC7213FE707F4F5A70EC83F87014C3F1C7F071EBEFE07113FF62
715C8397CCFC715B717FA271807180A2727F848686A24E7F95B57EA24D80DD03F980A2DD
07F0804D486C7FA24D486C7F053F6D7F18804D486C7F4D6D7F5F4C486D7F04036E805F4C
486D80160F4D6E7F4C486E7F163F4D6E7F4CC86C7F5E4C6F7F4B486F7F15034C6F804B48
6F80150F4C707F4B48707F153F4C707F4BCA6C7F5D4B717F4A5A0203727F020772804A7E
021F7280DA7FFF8649B56C4C80010F02E004078048B600F8043FECFF80B86C0207B812F0
A674717CF07D>I<B6FCA748C7FCB3B3B3B3B3B3B3B3A9B6FCA718A76EFC2E>91
D<B6FCA7C7127FB3B3B3B3B3B3B3B3A9B6FCA718A77DFC2E>93 D<1303EB0780EB0FC013
1FEB3F801400137E5B12015B485A5B1207485AA25B121F90C7FC5A123EA2127EA2127CA3
12FC5AA513FE38FBFF80B512C014E014F0A214F87EA47EA26C13F0A26C13E06C13C06C13
803800FE00153375F22E>96 D<913803FFF8027FEBFF800103B612F0010F15FC013F15FF
90277FFC003F7FD9FF80010713E0486D01017F486D6D7F6E6E7E48707E6E6E7E717FA271
7FA2717F6C5BA26C496E7F6C5B013FC8FC90C9FCA8173F047FB5FC031FB6FC92B7FC140F
023F140191B512E00103EBFE00010F13F8013F13C04990C7FC495A4813F8485B485B485B
5A5C4890C8FCA24848F003E0A312FF5BA25FA35FA26D5D127F6D5D6C043E9038F807C06E
EC7E7F6C6D02FCEBFC0F6C6D902601F83F14806C6DD907F090B5FC6C01FC90261FE01F14
006C9027FF80FFC05C6C91B5486C5B013F9126FE00035B010F02F86D13E0010102E06D6C
C7FCD9001F90CBFC4B4C7AC953>I<EC0FC048B5FCB6FCA6C6FC131F7FA27FB3ACEF1FFE
4CB512E0040F14F8043F14FE93B77E03C1D9C01F13E09227C7FE00037FDBCFF001007FDB
DFC0EC3FFCDBFF806EB4FC4BC86C7F4B814B6F7F4B6F7F874B6F7F4B167F87A2747EA287
861C80A31CC086A41CE0AD1CC0A362A21C80A21C0062A2631A7F63636F16FF636F4B5B6F
5D4F5B6F5FDAFE7E4B90C7FC6F6CEC3FFE4A6C6C4A5A9126F80FF049485ADB07FC010713
E09128F003FF807F5B030090B6C8FC4A6D14FC4A011F14F090C8000314809326007FF8C9
FC53757DF25C>I<923803FFF8033FEBFFC04AB612F8020715FE021FEDFF80027FD90007
13C0DAFFF89038003FE04901E0EC7FF04949ECFFF8010F495B4948C714FC013F5D5C495A
495A5A485B7113F8485B7113F048EF7FE04AED1F804894C7FCA24890CBFCA35AA35BA212
FFAD127F7FA47E807E193E807E197E6C6D167C6C18FC6E16F87E6C6D15016EED03F06D6C
16E0013F16076D6C6CEC0FC06D6DEC1F806D6DEC3F006D01F814FE010001FEEB03FC913A
7FFFC01FF8021F90B55A020715C0020192C7FCDA003F13FC030313C03F4C7BC94A>I<1A
FCF01FFF050FB5FCA6EF000F180184A2197FB3AC923803FFC0033F13FC4AB6FC020715C0
021F15F0027F9038C03FF8913AFFFC0007FC010301F0EB00FF4901C0EC7FFF4949141F49
48C87E494881017F824948814A81485B48187F485BA25A5C5AA291CAFC5AA25AA25BA312
FFAD127FA47F7EA37E807EA26C7F19FF7E6E5D6C7F6C5F6D6C5D6D6C4B7F6D6C5D6D6C92
387F7FFF6D6D02FE14E06D01E0D903FCECFFE06D01F8EB0FF86D01FFEBFFF0023F90B512
C0020F1500020314FC020002F0EDF000030F90C7007EC8FC53757BF25C>I<ED0FFF92B5
12F0020314FC020F14FF023F15C09126FFFC077F49D9F00013F84901C0EB3FFC4990C76C
7E49486E7E49488049486E1380017F17C0494880484916E083484916F048177F19F8485B
A248EF3FFC91C9FC5AA319FE485A181FA3BAFCA419FC49CBFCA9127FA27FA27EA37E6E16
1C6C183EA26C6D167E197C6C7F19FC6C6D16F86C17016D6CED03F06D6C16E0011F16076D
6CED0FC06D6C6CEC3F806D6DEC7F006D01F0EB01FE6D01FCEB07FC913A7FFF803FF8021F
90B512E002075D020192C7FCDA003F13F8030313C03F4C7BC94A>I<EE0FFC93B5128003
0714E0031F14F04B14F89239FFFC0FFC4AEBE01F4A9038C03FFE4A13804A9038007FFF4A
5A4A5A147F5D14FF4BEB3FFE5B4BEB1FFC49ED0FF8EF01C094C7FC495BB3A7007FB712F0
A6D8000701C0C8FCB3B3B3A2497F81013F13FCB812C0A638757CF433>I<F103FCF13FFE
DB7FFC91B5FC0203B5D880031480021FDAF00714C0027F9139FC0FFE3F49B7391FE07FE0
49D9F01FEBBF8049D980039038FE00FF49496C49137FD91FFC9038007FF049486E6C14C0
017F70EB3F8049486E6CEB1F00487190C7FC4A804884A248496E7FA34884AA6C60A36C6D
4A5BA26C95C8FC6E5C6C5F6D6C4A5A013F5E6D6C4A5A6DB449485A496D485B49D9F01F5B
92B6C9FCD97C7F14FC021F14F0D9F80314809126003FF8CAFC000191CCFCA77FA27F7F80
14F06C90B612FEEFFFF86D16FF19E06D17F86D836D17FF6D844984013F8490BA7E4801E0
C71203480180DA001F7F4848C900037F484816004848173F003F727E5B4848170F737EA2
485A85A66D5F007F61A26D170F6C6C4D5A001F616D173F6CB4EFFFF06C6D4B5B6C01E003
075BC66D4B90C7FCD97FFEED7FFE90263FFFC0903803FFFC010F01FC013F13F0010390B7
12C0010094C8FC021F15F8020315C0DA000F01F0C9FC4B6E7BCA53>I<EC0FC048B5FCB6
FCA6C6FC131F7FA27FB3ACEF0FFF94B512F0040314FC040F14FF043F8193267FE01F7F93
26FF00077FDBC1FC01017FDBC3F06D7FEDC7E0DBCFC06E7EEDDF8093C86C7E15FE5DA24B
6F7EA25DA25DA45DB3B3A4496D4B7FA2013F01F892B512E0B7D8FE03B712F8A655737CF2
5C>I<EB07F0EB1FFC497E497E90B57EA24880A76C5CA26D90C7FC6D5A6D5AEB07F090C9
FCB3A2EC0FC048B5FC127FA6C67E131F7FA27FB3B3B05B81013F13F8B712F8A625707CEF
2E>I<ED01FCED07FF4B13804B13C04B13E0A24B13F0A76F13E0A26F13C06F13806F1300
ED01FC92C8FCB3A2EE07F092B5FC147FA6EC003F150781A281B3B3B3B3EA07E0487E486C
15E0486C5B487EB515C0A25D1780A24B1300495C007F4A5A495C6C48495AD81FE0495A3A
0FFE01FFC06CB65A6C92C7FCC614FC013F13F0010790C8FC2C9288EF33>I<EC0FC048B5
FCB6FCA6C6FC131F7FA27FB3AE4DB612FCA6716C14807201F8C7FC7213C097C8FC19FC19
F04E5A614EC9FC18FE4D5A4D5AEF0FF0EF1FC04D5A4DCAFC17FE4C5AEE07F8EE0FE04C7E
4C7E4C7E16FF03C37F03C77F15CFDBDFDF7FDBFF9F7F040F7F4B7E03F8804B6C7F4B7E4B
6C7F4B80717E8385717F83717F85717F8385717F187F727E8684727F86727F8686496D82
4E7F013F01F04A14E0B7D8FC01B712C0A652737DF258>I<EC0FC048B5FCB6FCA6C6FC13
1F7FA27FB3B3B3B3B3A4497FA2013F13F8B712FEA627737CF22E>I<DA1F80D90FFFEE3F
FC0003B591B500F00203B512C0B6010302FC020F14F0040F02FF023F14FC043F6F90B67E
93267FE01F6D489038807FFF9326FF00079028E003FC001F7FDB81FC01019026F007F001
077FC6DA83F06D9026F80FC06D7F011FD987E04C5A6DD98FC06E6C48C76C7FDB9F80167E
6D91C8263FFE7C6E7F03BE5F03BC5F03FC16FF4B6F496F7EA24B5FA24B5FA44B94C9FCB3
B3A4496D4B6D4B7EA2013F01F892B500E002036D7EB7D8FE03B7D8F80FB712E0A683497C
C88A>I<DA1F80EB0FFF0003B591B512F0B6010314FC040F14FF043F8193267FE01F7F93
26FF00077FDB81FC01017FC6DA83F06D7F011FEB87E06DD98FC06E7EED9F806D91C86C7E
15BE15BC15FC4B6F7EA25DA25DA45DB3B3A4496D4B7FA2013F01F892B512E0B7D8FE03B7
12F8A655497CC85C>I<923803FFC0033F13FC4AB67E020715E0021F15F84A01007FDAFF
F0EB0FFF4901C001037F49496D7FD90FFEC8EA7FF049486F7E49486F7E4A150F017F8349
486F7E48496F1380A248496F13C04819E0A24890CA13F0A24819F8A34848EF7FFCA3007F
19FEA400FF19FFAD007F19FEA56C6CEFFFFCA36C19F8A26C6D4B13F0A26C19E06E5D6C19
C06C6D4B1380A26C6D4B13006D6C4B5A013F5F6D6C4B5A6DB4EDFFF06D6D495B6D6D495B
010001F0010F90C7FC6EB4EBFFFE021F90B512F8020715E002011580DA003F01FCC8FC03
0313C0484C7BC953>I<DA0FC0EB1FFE48B549B512E0B6010F14F8043F14FE93B77E03C1
D9C03F13E09227C7FE00077FDBCFF001017FC6DADFC06D7F011FD9FF80EC3FFF6D49C86C
7F4B816D49834B6F7F737F4B834B818785871A7F87861C80A37413C0A57413E0AD5013C0
A5501380A21C0062A2631AFF634F5B814F5B6F4B5B814F5B6F4B5B6F4B90C7FC6F6C4A5A
DBDFC049485ADBCFF0495BDBC7FC010F13E09227C3FF807F5B03C090B6C8FC7014FC041F
14F0040314809326007FF8C9FC94CBFCB3A3497FA2013F13F8B712FEA653697DC85C>I<
922603FF8014F8037F01F013014AB512FC020702FF1303021F15C0027F9039C07FE00791
3AFFFE000FF0010301F8EB03F84901E0903800FC0F4949147E4949EC3F1F4990C8121F49
4816BF4948ED0FFF84485B4849815A4A815A4A815AA2485BA34890CAFCA5485AAD6C7EA5
7E80A27E807EA26C6D5DA26C6D5DA26C6D5D6C6D5D017F5E6D6C5D6E157E6D6D14FE6D6D
495A010301F0EB07F86D6DEB1FE06D01FFEBFFC0023F90B55A6E4A5A020314F8020014E0
DB0FFEC7FC92C9FCB3A34E7FA2060713FF051FB712C0A652697AC858>I<91391F8001FF
0003B5010F13E0B6497F047F13FC93B57E0381130F923983FC1FFF922687F03F1380C615
C0011FEB8F806D139F16006D13BEA203FC6D1300715A4B6D5A715A94C8FC5DA35DA55DB3
B3497F81013F13FCB812C0A639497DC841>I<913A1FFF8001C049B5EAF807010FECFE0F
013FECFF1F4915FF3901FFF800480180131F4848C712074848140148488049157F484815
3FA2007F161F5B170F12FFA217077FA27FA27F01FE92C7FC7F6C13C014FC6CEBFFE015FF
6C15F016FE6C6F7E6C16E06C826C826C82013F816D8101071680010016C0021F15E01400
030714F0ED003F040F13F8160300788100F86F13FC177F6C163FA2171FA26C160FA37E18
F87FA26D151F18F07F6DED3FE06D157F6D16C06D913801FF806D6C491300D9BFE0EB0FFE
D91FFCEBFFFC486CB65AD8FC0315E0486C158026F0003F01FCC7FC48010713C0364C7BC9
41>I<EC07C0A7140FA6141FA3143FA3147FA214FFA25B5B5B5B5B5B5B48B5FC000F91B6
1280B9FCA5D8000701C0C8FCB3B1EF01F0AF17036D6D14E0A36D15076F14C0170F6D6D14
80027F141F6FEB3F006EB4137E6EEBC1FC6E13FF02035C6E14E0DA003F5BDB07FEC7FC34
687DE541>I<DA0FC0163F48B50307B5FCB60203B6FCA6C6EE0003011FEE007F6D83A26D
83B3B3A361A461A396B5FC7F60A26F5C6DDC07DF7F180F6D6DDA1F9F7F027FDB3F1F13F8
6F027EECFFF8DA3FFEEB01FC913A1FFFC00FF86E90B512F0020315E002001580033FD9FE
00ECFC00030101F00280C7FC554B7CC85C>I<B700F00107B61280A6C602FCC8ECF00001
1F01F0033F13806D496F48C7FC735A6D715A627F6F5E6D6081190F6D606F151F027F94C8
FC8161023F163E6F157E6E167CA27014FC6E5E7013016E5EA27013036E5E7013076E5EA2
70130F6E5E70131F037F92C9FCA2705B033F143E70137E6F147CA2EF80FC6F5C17C06FEB
C1F0A217E36F5C17F317F76F5C17FF6F5CA37090CAFCA2705AA3705AA2705AA3705AA270
5A51497DC658>I<B700C0B7D88007B61280A6C69126F8000102E0C7ECF800013F01E06D
6C90C8001F13C06D496E7090C7FC4B6E486F5A6D646F020F705A6D83666F806D725DA26F
6E6D14076D646F4A160F6D725DA26F4A161F027F7192C8FCA26FDA1F7F5D023F71143E18
3F6FDA3E3F157E6E71147C187E70D97C1F15FC6E715C7013FC6E4B6C6C495AA2DCE00116
036E4B6C01805BA27048486C14076E06C05B170704F8496C140F6E06E05B170F04FC496C
141F037F05F090C9FC171FDB3FFE90C7387FF83EA27048167E6F013E91383FFC7CA205FE
16FC6F496E6C5AA24DEC0FFF6F60A24D806F60A26F496E5BA36F496E5BA370486E90CAFC
A294C97E70167E041E163C71497DC678>I<007FB600F0017FB6FCA6D8003F0280010F14
C0010791C76C01FCC7FC0101496E13F06D4916C097C8FC6E6C5D6E6C5D6E6D5C4E5A6E6D
5C6E6D495A6E4B5A70133F6E6D49C9FC6E6D137E037F5C70485A92383FFF036FEB83F06F
EB87E0EFCFC06F13FF6F5C6F91CAFC5F6F5B707E163F83707F707F5E844C7F4C7F93B5FC
DB01FC7F4C6C7E4B486C7EED07E0030F6D7F4C6C7F4B486C7FED3F004B6D7F03FE6D7F4B
6D7F4A5A4A486E7E02076F7E4B6E7F4A5A021F6F7F027F6F7F02FF6F7F1303496D4A7F01
3F4C13FE0003B500F84AEBFFC0B600FE91B712E0A653477EC658>I<B700F00107B61280
A6C66C01FCC8ECF000011F01F0033F13806D496F48C7FC6D715A735A6D606F5EA26D606F
150F6D6081191F027F94C8FC6F5D023F163E81197E6E167C7014FC6E5E826E4B5AA27013
036E5E7013076E5EA270130F6E5E70131F037F92C9FC8260033F143E70137E6F147C1780
18FC6F5C17C16F5C17E117E36F5C17F76F5C17FFA26F5CA27090CAFCA2705AA3705AA270
5AA3705AA2705AA216075F160F5FA2161F94CBFC5E163EA2167ED807C0147CD81FF014FC
486C5C486C13015E486C13035E15075E150F4B5A6C4849CCFC495B4913FE6C48485A9038
C007F8391FF01FF06CB55A6C5C000191CDFC6C13FCEB1FE051697DC658>I<000FB912F0
19F8A402F8C7000713F002804A13E04848C84813C013F8494B1380494B1300604915FF4C
5B494A5BA24C5B90C8485B4C5BA24C5B484B90C7FC003E5E16FF4B5B4B5B5F5DC8485B4B
5BA24B5B4B90C8FC5E15FF4A5B4A5B5E5C4A4914F84A5BA24A5B4A90C8FC4BEC01F014FF
495B495B5D5B49491403495BA2495B4990C81207494816E0A24849150F485B4A151F4817
3F4849157F484915FF17034849140F4890C8B5FCBA12C0A47E3D477BC64A>I<BD12C0A5
520580AD53>I E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Fp cmbx10 10 48
/Fp 48 121 df<95B512C0057F14F80407B7FC043F824BB812E0030783033F17FC4BDAC0
037F4AB500FCC7127F4A02E0EC1FFF020F91C8007F7F4A4992B5FC4A01F84A804A495C4C
8391B5485C5B5E4991C8FC4F8064494981A4735CA2735C7391C7FC745AF21FF897C9FCAA
0603B612F0BDFCA9D8000791C9FCA286B3B3B2003FB7D8E003B712FEA95F747CF36A>12
D<16FCED03FF4B7F4B7F4B7FA76F5BA3D803E0171FD80FF0EF3FC0486CEF7FE0D83FFE6D
90398001FFF0486C4C13F802805DB500E0031F13FC02F05D02F84A5A6E6C91B5FC02FF14
0303835B6C02C34914F86C02F3013F14F06C6E484814E0000702FD90B61280C691B7EAFC
00013F17F001071780010004FCC7FC021F15E0020392C8FCDA007F13F8A20203B6FC021F
15E091B712FC0107EEFF80013F17F090B912FC0007DAFDFEECFF80001F02F96D14E0484A
6C6C14F04802C3010F14F8B600836D14FC03037F02FC14004A488002F06E7E02E0816C01
80030713F80200816C487013F0D81FF8499039C0007FE06C48EF3FC0D803E0EF1F00C893
C7FCA34B7FA76F5B6F5B6F90C9FCED00FC464A74FC5F>42 D<EB3F803801FFF0487F000F
13FE487FA24814804814C0A3B612E0A76C14C0A36C14806C1400A26C5B000313F86C5B38
003F801B1B739A35>46 D<EE01F8EE07FC160F163F16FF1503150F157F0203B5FC147F90
B7FCB8FCA6ECFC7F148090C7FCC8FCB3B3B3B3A8001FBA12F0A9446D73EC5F>49
D<92380FFFF04AB67E021F15F0027F15FE0103B87E4917E0011F17F8017F17FE90BAFC48
DAC01F81489026FC0001814801E06D6C804849021F804A6E804801E06E804801F86E806E
6E80486D8072148080B66F14C081841BE0A2841BF0A36C91C8FCA26C5BA26C5B6C5B6C5B
000113C0D8003EC9FC90CA15E0A2601BC0A2601B801B00606295B5FC624D5C4D5C624D5C
624D91C7FC4D5B4D5B614D5B94B55A4C14804C91C8FC4C5B4C13F84C5B604C13804C90C9
FCEEFFFC4B5B4B49EC1FF04B13C04B5B4B90C8FC4B48ED3FE0ED7FF84B5A4A5B4A5B4A90
C9127F4A5A4A4817C04A4816FFEC7FE04A485D494915074990B9FC5B5B4919805B5B90BB
FC5A5A5A5A481A005A5ABCFCA462A44C6D77EC5F>I<923803FFFC037FEBFFE00203B612
FE020F6F7E023F16E091B812F84917FE4983010F49C615C04901E0010F8092C76C804948
6E80D97FF880496C6E8002FF83486E806F824880811B804880A284A281605DA36C1A005D
7E4B91B55A6C5C6D5B011F90C85CD907FC5C90C95D4D5C625F4D5C624D91C7FC4D13FC94
B55A04035C93B612C092B7C8FC4A15FC18F0A218FEF0FFC06E16F892C714FE051F7F0507
14C071807114F87180727F86721480A27214C01BE0A21BF0A284011F19F8EBFFE0000313
F8000F01FE18FC487FA248804880A3B67EA41BF8A34E14F05D7E4B17E0A26C91C84814C0
5C6C494B148002F018006C01C092B55A6C6D5C6C6D4A5C6C01FE4A5C6CD9FFC0011F5C6D
01FC90B612C06D90B85A010F4DC7FC6D17F8010117E0D9003F1680020F03FCC8FC020015
E0030701F8C9FC4E6F78EC5F>I<F11FF04F7E197F19FF60A26060606060A26095B5FC5F
5FA25F5F5F5FA25F94B6FC5E4C7FA2EE07FEEE0FFCEE1FF8EE3FF0A2EE7FE0EEFFC04B13
804B13005D5E4B5A4B5A4B5A4B5AA24B5A4A5B4A90C7FC4A5AA24A5A4A5A4A5A4A5AA24A
5A495B4990C8FC495AA2495A495A495A495A13FF5C485B4890C9FC485A485AA2485A485A
485A485A90BC12F0A9CA000102F8C7FCB20307B912F0A9546D7BEC5F>I<F10FF84F7E4F
7EA24F7EA396B57EA24E80A24E80A34E80A24E80A34E80A24E80A34E80A295B77EA34D82
A24D82A2854D6D80A24D486C80A218FC051F6D80A24D486C80A218F0057F6D80A24D486C
81A218C04C6E81A24C496D80A295C7FC4C6F80A24C486E80A25F041F6F80A24C486E80A2
5F047F6F80A24C486E81A25F4B7081A24B496F80A294C9FC4B7180A24B48708093BBFCA2
4B86A24B86A34B86A2DBFFE0C9000181A25E4A7281A24A497180A293CBFC4A7380A24A48
7280A25D021F7380A24A487280A25D027F7380A249486C7281B800C092BA1280A9817479
F390>65 D<BDFC1CFCF4FFC01DF81DFF1EC08A1EF88AC7003F0280C8000F14FF09018175
6C80768076808876807680A27680A2888BA3771480A99AB6FC2000A3525CA2676467525C
525C64525C5291C7FC99B55A09035C090F14F0097F14C094BAC8FC1DFC1DE01D801DFCF5
FF801EE00580C8000714FCE1007F13FF0A1F807614E076800A01808B7680777F20807714
C0A27714E0A27714F0A220F8A38920FCAA5314F8A45314F0A25314E0A25314C09AB6FC52
158064521500525C0A3F5C99B65A090F5DC05A1F809CC7FC1EFC1EF01EC053C8FC1DE00A
F8C9FC76727AF188>I<96B500C0ED07C0067F02FEED0FE00507B700C0141F057F04F814
3F0403B800FE147F040F716C13FF047FF0E0014BBAEAF8030307F1FC0F031F9226FE000F
EBFF1F4B0380010014BF92B600F8C8001F90B5FC4A03C01507020792C912014A02FC824A
02F0173F4A4A834A02808391B6CB7E494A84494A84494A84494A85494A855E494A854988
93CDFC90B686485C8A485CA2484A86A348895D5AA21F7F485CA3F73FC0489BC7FCA35DA3
B6FCB07EA381A37EA2F71FC0F73FE06C80A37E817E1F7F6F1CC07EA26C6E1BFF20806C6E
627F704F13006D806D525A826D6E4F5A6D6E191F6D6E4F5A6D6E4F5A6D6E4F5A6E6E5F6E
02E04D5B6E6E050F5B6E02FC4D90C7FC6E02FFEF7FFE020103E04B485A6E03F803075B03
3FDAFF80027F13E06F03FE0107B55A030792B8C8FC0301616F6C18F8040F18E004031880
DC007F04FCC9FC050716E0DD007F92CAFC060014C0737675F38A>I<BC12FEF3FFF8F4FF
801DF01DFE777E1EE01EF81EFEC7003F02C0C86F7E0907810900810A1F14F80A07800A01
8076800B3F8077807780778089778077808C8A8C8A781480A221C08A21E0A27814F0A321
F88AA221FCA421FE8AA521FFB121FEA56621FCA421F8A26621F0A35414E0A221C0662180
66210066689BB55A65535C68535C1D1F535C535C52B6C7FC0A0714FC0A1F5C0A7F5C0907
B65A98B71280C0C8FC1EFC1EF01EC09BC9FC1DF81DC00AFCCAFC51CBFC80727AF192>I<
BF12FCA48AA5C7003F02E0C8123F1B01F3003F0A0F7F1C0388767E8989A289898B89A289
A389A28BA2E01FF0147FA6787EA31A3F9BC8FCA21A7FA21AFF6161190F197F94B7FCA994
38E0007F190F190385851A7FA2083FEEFF80A3081F4B1300A56667A397C9FC1E07A2671E
0FA31E1FA2545AA21E7FA21EFF6765656565650B7F5B9AB5FC1C031C1F99B6FC1B3FC05A
A667A371717AF07D>I<BF12F0A48AA5C7003F02E0C8FC1B071B000A1F7F881C0388881D
7F1D3FA21D1F8A1D0FA21D07A31D03A28AA289A2F23FE0A4771380A49BC7FC1A7FA31AFF
A2616161191F96B5FC94B7FCA9EFE000191F1907858585A21A7FA31A3FA997CBFCB3A6BB
7EA969717AF078>I<96B500C0ED07C0067F02FE4B7E0507B700C0141F057F04F8143F04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>I<BA12FEA9C7001F02F0C7FCB3B3B3B3B3A6BA12FEA93F727CF148>73
D<BA00F8033FB712F8A9C7003F02E0CB000F01F8C7FC7813E05413805490C8FC545AF6FF
FC535B535B5313C0535B0B3F90C9FC535A535A5213F0525B525B0A1F5B5290CAFC525AF4
FFF8515B09075B515B515B5148CBFC515A515A08035B505B505B5090CCFC505AF2FFFC4F
5B4F5B4F5B4F7F4F7F197F96B57E4E804E8060061F814E814E8195B7FC05E18205E38205
EF8294B5129F070F8006FC814E6C814E7E4E6C8106C08295C7FC4D6E804D6E804D834D80
4D6E808974818674818A74818775808A75808775808B75818775818B76808876808B7680
8876818C76818877808C77808977808CBA00F891B912FEA987727AF196>75
D<BB7EA9C7003F02E0CCFCB3B3B3A4F51FF0A5F53FE0A61D7FA31EC01DFFA364A364A264
1E80646464A26499B5FC1B03635114001B3F98B6FC1A071A7FBFFCA465A564727AF173>
I<B800E00907B8FC716371637163A37163A27198B9FCC7003F0FFCC7FC724F5AA203F76E
4F5AA303F36E4F5AA203F16E4F5AA203F06E4F5AA2706D4F5AA3706D4F5AA2706D4F5AA2
706E4D5AA2706E4D5AA3706E4D5AA2706E4D5AA2706E4D5AA3716D4D5AA2716D4D5AA271
6D4DC7FCA2716E4B5AA3716E4B5AA2716E4B5AA2716E4B5AA2716E4B5AA3726D4B5AA272
6D4B5AA2726D4BC8FCA2726E495AA3726E495AA2726E495AA2726E495AA2726E495AA373
6D495AA2736D495AA2736D49C9FCA273EC81FEA373ECC3FCA273ECE7F8A273ECFFF0A273
5DA3745CA2745CA27491CAFCA2745BA3745B4A7EB800FC6E490203BAFCA2745BA2745BA3
755A091FC8FCA8727AF1B5>I<B800F0053FB8FC83A28383838484A2C7003F6F93C7D81F
FEC7FC72725A848484A2848503F78103F38103F18115F070808570807080708182708186
708170817180837180867181718171818371818772807280728084728188728172817281
85738088738073817381857381897381748074808674801E807415C07415E07415F08675
14F81EFC7514FE7514FF75158F877515CF1FEF7515FF87888888A28888888888A2898989
8989A28989898A8AA28A8A8A4A6C86B800FC84A28A1F7F1F3F1F1F1F0FA2795A88727AF1
95>I<95381FFFF80507B612E0057F15FE0407B812E0041F17F893BAFC030319C0030F19
F0033F9126FC003F14FC4B02C00103804AB548C86C6D7E4A02F8031F804A02E003078002
1F4A6F14F84A91CA804A49717F91B548717F494A7180494A7180494A71804C834989494A
71804991CC80A24949737F90B5884B85481F80A2484A7314C0A2481FE04B85A2481FF0A2
484A7314F8A4481FFCA34B85481FFEA6B61DFFB16C1FFEA36F61A36C1FFCA46C6E4F14F8
A36C1FF0A26F616C1FE0A26C6E4F14C0A36C6E4F14806C1F006F96B6FC6D65705F6D656D
6E4D5CA26D6E4D5C6D6E4D5C6D6E4D5C6D6E4D5C6D6E4D91C7FC6E6D94B55A6E6E4B5C6E
6E4B5C6E02F0030F5C020302FC033F14C06E02FF92B65A6E03C0010392C8FC033F02FC01
3F14FC030F91B812F0030319C0030096C9FC043F17FC040717E0DC007F4BCAFC050715E0
DD001F01F8CBFC787675F38F>I<BCFC1BFEF3FFF01CFEF4FFC01DF81DFE777E8AC7003F
02C0C7000715F0E0007F80090F800903800900807680768076807680A27680A28BA27680
A38BA967A4525CA267A2525C67525C525C5291C9FC99B55A09035C090F5C097F14E0080F
B6128094BACAFC1DF81DE09ACBFC64767E1DE005C0C76C14F8080F80080314FF08008175
8075807580878A7580A27580A37580AB8BA922F8F901FCF903FE8B87A3766E130722FC76
80210FBA00F06E6E14F8766E131F766EEB3FF0769139FFC0FFE07692B5FC766C16C00B1F
16800B07EDFE000B015DD1001F14F0E4003F138087747AF18F>82
D<922607FFF015F892B66C497E020703F81303021F03FE1307027F9238FF800F49B8EAE0
1F0107EFF83F49EFFC7F499026FE001F90B5FC4901E01300490180141F90B5C812074801
FC15014849814A163F488448498285484982855A4A821A7F5A1A3FA3B5181FA26E170FA2
80A2801A078080806E6C705A03E093C8FC6C14F8EDFF8016F8EEFFC06C16FEEFFFE06C17
FF19E06C18F819FE6C727E1AE06C856C19FC866C856D856D856D857F0103856D856D7E6E
84020F841401DA003F831503DB003F17801601EE000F050016C0180F1801727E7314E019
0F8585127F486C8385A286A3867FA21CC0A27FA26D1A80A26D601C007F6D95B5FC6D616E
5E6E6002F04C5B6E5E02FE4C5BDAFFC04B5B03F8037F5B03FF4AB5FC04FC010F5C93B8C7
FC01F818FC496C5FD9E01F17E0D9C0075F49C694C8FC90C7001F15F848020115C0007CDA
000701FCC9FC537675F36A>I<000FC012C0A5481FE0A49226F8000192C77E0380190302
FCC7180002F01B3F02C01B0F4A874890C87313F049888A5B491D7FA3491D3FA3491D1F00
7F1FF8A3491D0FA74848F507FCA5CA97C7FCB3B3B3A80203BC7EA9767079EF85>I<BA00
F892B812FCA9C7003F02E0CCD87FF8C7FC795AB3B3B3B26E1C7F68A2836E1CFF68A26E63
686E80666E5190C8FC836E515A71181F6F6D4E5A6F505A6F6E17FF6F6E4C5B6F6E04075B
6F02F84C5B6F02FE043F5B6F6E6C4AB5C9FC7002F0020F5B041F02FF0103B55A7092B712
F004036104001980053F4DCAFC050F17F8050117E0DD003F93CBFC060315F8DE000749CC
FC86747AF193>I<BA6C0307B712FEA9C703C0CC003F90C7FC6E6EF11FFCA2836E525A83
6E525AA26E6E4F5AA26E6E6266836E515B846E5190C8FCA26E6F601E0F846F505A846F50
5AA26F6E4D5AA2846F505A846F4F5BA26F6E4C5BA26F6F94C9FC65856F4F5A85704E5AA2
706E5E1D3F85704E5A85704E5AA2706E4A5BA285704D5B86704D90CAFCA2706F495AA271
6E5C1C1F86714C5A86714C5AA2716E5C1CFF86714B5B1AFF714B5BA271038790CBFCA21B
C771EDCFFE1BEF72ECFFFCA2725DA2725DA3725DA2725DA2725DA37292CCFCA2725CA273
5BA3735BA2735BA2735BA2735BA2735B7390CDFC87737CF190>I<BA00E04BB81280A9C7
6C02FCCC003F0180C7FC6E6E7348C8FC6E525A836E6F4E5A555A6E816E6F4D5B545B6E81
6E6F4D5B5490C9FC6F806F6E4D5A545A6F806F6F4C5A545A6F816F6F4B5B535B6F816F6F
4B5B5390CAFC7080704E5A734B5A7080704E5A744A5A7081704D5B74495B706F5D705F74
4990CBFC716E5C71161F74495A716E495A8375485A7103C15B8309E35B7103F75BA27192
B5CCFC725DA2725D725DA2725D725DA2725D725DA27292CDFCB3B30403BA12C0A989727D
F190>89 D<92381FFFFC0207B612F0027F15FE49B812C0010717F04917FC013F83499026
F0007F6D7E038001078090B56C0101804870806F6E7F727F486E8086727FA27280A36C4A
6E80A26C5CA26D5B6D90C8FCEB0FFC90CAFCA44DB6FC040FB7FC0303B8FC153F0203B9FC
141F91BAFC0103EDF803010F1500013F14F049148090B548C7FC000314F84814E05D485C
4891C8FC485B5C5A5CA2B5FC5CA460A2806C5F606E5D6C7F95B67E6C6D6C496D13FC6C6E
D907FEECFFFC6C02F0D91FFC15FE6C913AFE01FFF83F6C91B612F06C6C4C7E6DEE800F01
0F9238FE0003010103F81300D9003F02C0021F13FC020001FCCBFC574D7BCB5D>97
D<903801FFFCB6FCA9C6FC133F7FB3AA943801FFF8053FEBFFC04CB612F8040715FF041F
16C0047F16F003FDB87E92B548C614FE05E0011F7F94C700078004FC0201804C6E8004E0
6F7F4C6F7F4C6F7F93C96C7F5D747FA21D80A27414C0A21DE0A37414F0A51DF8AE1DF0A4
1DE062A21DC0A3501480A21D00505B81704B5B704B5B6204F05F704AB55A704A5CDBEFFF
020F5C03E701C0013F49C7FC03C3D9F803B55A038090B712F04B6C5E4A011F16804A0107
4BC8FC4A010115F04A6D6C148090C9000701E0C9FC5D747AF26A>I<93387FFFE0030FB6
FC037F15F04AB712FC020F16FF023F834A17E049B97E499138F8003F4902C06D7F4991C7
804901FC5C495B49494A7F90B55A5A485C5D5AA24891C86C5BA248715B5C48715B725B06
0113804894C9FC5CA4B5FCAE7E80A37EA2807EA21A7F6C6EEEFF80A26C6E5D6C6E170061
6C6E5E6C6E15076F4B5A6D6D151F6D6D6C4A5A6D6EECFFF06D02F801035B01039126FF80
3F5B6D92B65A6D95C7FC023F5E020F16F8020316E0DA007F1580030F02FCC8FCDB007F13
80494D7ACB55>I<97381FFFC0060FB6FCA9F0000F190385B3AAEE7FFF030FB512F0037F
14FE0203B71281020F16E1023F16F991BBFC494AC6FC4902E0131F010F028013034949C8
FC4949814901F08190B5824B81484A81484A81A24891C9FC5AA2485BA35AA25C5AA4B5FC
AE7EA56C7FA37EA26C7FA27E6F5D6C607E6F5D6C6E5D6D6D92B6FC6D6D4A816D6D4A15F8
6D01FF020FEDFFF86D02C0133F6DDAF803B8FC010091B612F36E16E3021F16830207EDFE
03020015F8031F14C00300D9FC0002FCC7FC5D747AF26A>I<93387FFF80030FB512FC03
7FECFF800203B712E0020F16F8023F16FE4A8249B5D8F80714C0499126C0007F7F4991C7
001F7F011F01FC6E7F49496E7F4949804B6E7F90B5486E7F5A484A6F1380A24891C96C13
C0A2487213E05C5AA2487213F0A25C5AA21BF8A2B5FCA291BAFCA61BF002FCCCFCA57EA3
807EA37E80F207F06CF10FF8817E6C6E161F1BF06C6E163F6C6EEE7FE06F16FF6D6D4B13
C06D6D4B13806D6D6C020F13006D02E04A5A010302F8ECFFFC6D9126FFC00F5B6D92B65A
023F5F020F1780020394C7FC020016F8031F15E0030392C8FCDB001F13E04D4D7BCB58>
I<EFFFFE041FEBFFC04BB612F0030715FC033F814B814AB812800207DAE07F13C04A0200
B5FC4AD9FC0114E04A13F04A01E015F091B5485A16805B491400A2495BA27114E0495B71
14C0721380721300725AF007F895C8FCB0B912C0A9D8000F49CAFCB3B3B3A2007FB712F8
A944747AF33A>I<F203FE922607FFF891381FFF8092B600C0017F13C00207DBF801B512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>I<903801FFFCB6FCA9C6FC133F7FB3AA95381FFFC04DB512FC0507
ECFF80051F15E0057F814CB77E4C82040FD9E03F7F93271FFE000F7FDC3FF86D80DC7FE0
7FDCFF808294C77EDBFDFE83EDFFFC5E4C804C83A25EA25EA293C9FCA45DB3B3A3B8D8C0
07B712FEA95F7379F26A>I<EB01FCEB07FF011F13C0497F497F90B57E4880A24880A248
80A76C5CA26C5CA26C5C6D5B6D5B6D5B010790C7FCEB01FC90C9FCAE903801FFFCB6FCA9
C6FC133F7FB3B3B2B8FCA9287478F336>I<903801FFFCB6FCA9C6FC133F7FB3AB0607B6
12FEA9DE001F01C0C7FC4F90C8FC4F5A4F5A4E5B060713E04E5B4E5B4E90C9FCF0FFFC4D
5B4D5B4D5B051F13804D90CAFC4D5A4D5A040313F04C5B5E4C7F047F7F93B57E15FD92B6
7E848585A28504F18004E18016C04C6C7F4B486C7F4B814B6D8083718071808671808372
7F727F868472807280877280847280737F87737FB80107B712E0A95B737AF265>107
D<903801FFFCB6FCA9C6FC133F7FB3B3B3B3B3A4B81280A9297378F236>I<902603FFF8
91261FFFC0EEFFFEB64AB500FC030FEBFFE00507DAFF80023F14FC051F03E091B7FC057F
6F0103824CB76C010F824C704982040FD9E03F6D017F01018093271FFE000F6D9027FFF0
007F7FDC3FF86D028101C06D7FC6DB7FE06D028390C77E013FDAFF80DCC7FC826D92C76C
4B80DBF9FEDDEFF082DBFBFCEFFFE0DBFFF8604C6E4B804C95C881A24C5FA24C5FA293C9
5CA44B60B3B3A3B8D8C007B700FE013FB712F0A9944B79CA9F>I<902603FFF891381FFF
C0B64AB512FC0507ECFF80051F15E0057F814CB77E4C82040FD9E03F7F93271FFE000F7F
DC3FF86D80C6DB7FE07F013FDAFF80826D92C77EDBF9FE83EDFBFCEDFFF84C804C83A25E
A25EA293C9FCA45DB3B3A3B8D8C007B712FEA95F4B79CA6A>I<93383FFFC00307B512FE
033FECFFC04AB712F8020716FE021F707E027F17E091B5D8F801800103912680001F13FC
4949C700077F49496E7F4901F002008049496F7F49496F7F90B584484A6F7FA24891C96C
7F48864A824886A2481B80A348497014C0A3481BE0A5B51AF0AD6C1BE0A56C6D4C14C0A3
6C1B80A26C1B006E5E6C626F5D6C626C6E4B5BA26C6E4B5B6D6D92B55A6D01FC02035C6D
6D4A5C6D6D6C011F91C7FC6DDAF801B55A010191B712F86D60023F17C0020F94C8FC0203
16FCDA007F15E003074AC9FCDB003F13C0544D7BCB5F>I<902601FFFCECFFFCB6021FEB
FFE094B612FC040715FF041F16C0047F16F093B812FC92B97EDDFE01809426E0003F14C0
C693C7000F80013F02FC0203806D4A8004E06E804C6F7F4C8393C97E4B707FA2741480A2
1DC0861DE0A2861DF0A4861DF8AE1DF062A31DE0A2621DC0A2621D80A2501400646F5E70
4B5B647092B5FC704A5C04F84A5C70020F5C04FF4A5C05C0017F49C7FCDDF803B55A94B7
12F04B6C5E041F1680704BC8FC040115F0706C1480050701E0C9FC94CCFCB3A4B812C0A9
5D6B7ACA6A>I<DC7FFEED3FC0030FB500E0147F037F02F814FF0203B612FE020F6F6C5A
023F705A91B812F049715A0107DAFE016D5A499139F0001FFE4902C06D6C5A4991C70003
139F49496E90B5FC90B548804B81484A814884485C4B8148845D488492C9FCA24884A25C
5AA4B55AAE7E80A47E80A27EA26C6E5DA26C6E5D616C806C606F5D6C6E5D6D94B6FC6D6D
5C6D01FF14076D6E131F6D02E0137F6D9139FC03FFFB010091B612F36E16C3021F168302
07EDFE03020015F0031F14C00300EBFC0093C8FCB3A4061FB712F8A95D6B7ACA65>I<90
2603FFF0EB0FFCB691387FFF804CB512E0040714F84C804C804C80DC7FF81480DCFFC114
C003F11301C64B4814E0013FEBF3FC6D14F8EDF7F0A2EDFFE0A216C07114C01680711480
72130093C76C5AF00FF895C8FC5DA65DB3B1B812F0A9434B7ACA4F>I<912603FFFC131F
027F9039FFC03F800103B6EAF8FF010F92B5FC133F90B9FC48EC000F4801F01301480180
EB003F4890C87E4848814981003F825B007F82A300FF82A27F7F7F6EED7F0002E092C7FC
14F8ECFF8015FE6CECFFF8EEFF806C16F017FC6C16FF18C06C17F06C836C836C836C836D
1780011F17C0010717E013016D6C16F01407DA003F15F81501ED0007040014FC173F007F
160F486C8183836D81A2187F7FA26D17F8A27FF0FFF07F7F6D4B13E06E5C6E4A13C002F0
4A138002FC023F1300913AFFC003FFFE92B65A6001F316E001C15ED9803F4AC7FC26FE00
0F14F0007C010091C8FC3E4D7ACB4B>I<EDFF80A75CA55CA35CA35CA25CA25C5C91B5FC
A25B5B5B131F5B90B9FC120FBAFCA7D800070280C8FCB3B2F01FF0AD183F6D17E082187F
19C06D6E13FF7014806DECF8036ED9FE07130093B55A6E5D020F5D6E5D02015D6E6C1480
031F49C7FC030013F03C6A7DE84A>I<902601FFFE93380FFFF0B60307B6FCA9C6EF0007
013F17016D83B3B3A561A461A2616D5FA2616F5D6D4D804F6C13FE6D6E0103EDFFFE6D6E
EB0FFE6D02F8EB7FFC6E90B612F86E16E06E16C002071600020115FCDA003F14F0030191
C791C7FC5F4C79CA6A>I<B86C0103B612F0A9D8000F91C90003EB80007094C7FCA26D6E
4B5AA26D6E4B5AA26D6E4B5AA26D6170153FA26E6D4B5AA26E6D4B5AA26E6D4A5BA26E6E
92C8FC616E5F711307A26E6E495AA26E6E495AA26E6E495AA26F6D5C197FA26F6D495AA2
6F6D485BA26F028390C9FCA26FECC7FEA26F5D18EFA26FECFFF8A26F5DA2705CA2705CA2
705CA37091CAFCA2705BA2705BA2705BA3705B715A715A5C4B7CC965>I<B891B71280A9
D8000702E0020701E0C7FC6D19806D6E93C8FC6D6E5C6E6D4A5A6E6D4A5A4F5A6E6D4A5A
6E6E485B6E6E485B6E14E071485B6E4B90C9FC6E6E485A6F6D485A6F6D485A6F90B55A61
816F5D6F5D6F92CAFC606F5C82707F707F7080A270804C804C80854C805E93B67E4B814B
01CF804B0187800507804B7F4B486C804B486C804B486D7F4B486D7F4A5B4A496D7F4C6D
804A6F804A90C76C804A48834A48804A486E804A486F7F4B6F7F0103717FB76C0107B712
F8A95D4A7CC965>120 D E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Fq cmsy7 7 2
/Fq 2 21 df<EC07C04A7EA24A7E6E5AA600181630003E16F8D87F80EC03FCD8FFC0EC07
FE01F0EBC01FD9F807133FD87FFCEC7FFCD83FFF9038C1FFF8000FD987C313E00003D9E7
CF1380C69039F7DFFE00011FB512F0010714C0010191C7FC9038007FFCA249B5FC010714
C0011F14F09039FFF7DFFE00039039E7CFFF80000FD987C313E0003FD907C113F8D87FFC
9038C07FFCD8FFF8EC3FFED9F00F131F01C0EBE007D87F80EC03FCD83E00EC00F8001816
30C71500A64A7E6E5AA26E5A2F3276B544>3 D<1B70F201F81A071A1F1A7F963801FFF0
070713C0071F1300F17FFC953801FFF0060713C0061F90C7FCF07FFC943801FFF0050713
C0051F90C8FCEF7FFC933801FFF0040713C0041F90C9FCEE7FFC923801FFF0030713C003
1F90CAFCED7FFC913801FFF0020713C0021F90CBFCEC7FFC903801FFF0010713C0011F90
CCFCEB7FFC3801FFF0000713C0001F90CDFCEA3FFCEAFFF013C0A213F0EA7FFCEA1FFF00
0713C0000113F038007FFCEB1FFF010713C0010113F09038007FFCEC1FFF020713C00201
13F09138007FFCED1FFF030713C0030113F09238007FFCEE1FFF040713C0040113F09338
007FFCEF1FFF050713C0050113F09438007FFCF01FFF060713C0060113F09538007FFCF1
1FFF070713C0070113E09638007FF81A1F1A071A01F200F01B00B3A2003FBB12E0481AF0
BC12F8A36C1AF04D6873CF68>20 D E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Fr cmss10 10 52
/Fr 52 123 df<ED03FE92381FFFC0037F13F04AB5ECFFFE5C5C5C5C5CA25C9138FFFE03
EDFC00494913304B1310494990C7FCA3494992C7FCA45BB3A3B800F0EB7FFEABD8000F01
C0C8FCB3B3B3A947757CF459>12 D<EAFFFC6C7E6C7E7E6C7F6C7F6C7F807E6C7F6D7E6D
7E6D7E6D7F7F6D7F6D7F6D7F6E7E143F816E7E6E7E6E1380806E13C06E13E0231B72F253
>18 D<D8FFFEECFFFEAF000715074915FC000F150FA24915F8A2001F151F4915F0A24915
E0A2003F153F4915C0A3491580007F157FA290C81300A2485D2F247BF253>34
D<EAFFFEAF120713FC120FA213F8A2121F13F0A213E0A2123F13C0A31380127FA21300A2
5A0F24718E2E>44 D<EAFFFEAF0F0F718E2E>46 D<16F015011503150F151F157FEC01FF
1407143F0103B5FC90B6FCB7FCA814C7EBFC071300C7FCB3B3B3B3A8BA1280AB397172F0
53>49 D<ED3FFC0207B512C0021F14F8027F14FF49B712C04982010F16F8498249824982
90B97E4884DB801F80489026FC0003804801F0130002C0023F7F48496E7F91C812074848
6F7FA248486F7F4981007F7113805B84485A1AC0007F835B123F001F7113E06C5AA21207
6CCAFCA27ECBFCA51AC060A31A8060A24E1300A24E5A615F615F4D5B614D5B4D5B5F4D90
C7FC4D5A604C5B4C5B4C5B4C5B4C90C8FC4C5A4C5A4B485A4B5B4B5B4B5B4B90C9FC4B5A
4B5A4B5A4A5B4A5B4A5B4A5B4A90CAFC4A5A4A5A4A5A4913E0495B495B4990CBFC495A49
5A495A495A485B485B485B4890CCFC485A48BA12E05AAC437179F053>I<ED1FFE4AB512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>I<94387FFF8094B5FCA25E5EA25E17EF160F161FA2EE3FCFA2167FA2EEFF8F5DA24B13
0FA25DED0FFEA2151F16FC153F16F8157FEDFFF0A24A13E0A24A13C05C16805C16005C4A
5AA24A5AA24A5AA2495B5B5D5B5D495B5B92C7FC5B5C137F5C13FF485B5C5A5C5A485B5C
5A91C8FC5A485AA2485A90BBFCABCA001FEB8000B3AA486D7BEC53>I<94383FFFC0A24D
7FA294B57EA34C80A34C80A34C6D7EA24C804D7EA2041F81A24D7E043F81A2DC7FF88084
A2DCFFF08084A24B824D7E4B82A24D7E4B82A24D7E4B82A294C77E4B83A24B486E7FA34B
486E7FA34B486E7FA24A498285A24A498285A24A496E7FA24A844C80A24A8593C97EA24A
854B82A24A48848602FF854B82A24990BA7EA34986A24986A34986A20380CAFC498792CB
7EA249874A84017F875C8701FF874A84A248884A844888A24A8448885C8748884A84481D
80A291CD7E481DC05B88007F1DE04986A200FF1DF0498664737BF26F>65
D<4DB5FC053F14FC4CB712C0040F16FC043FEEFF804BB912E04B18F8150F153F4B18F092
BAFC14034AED00034A02F0EB001F4A02C014034A91C913E04A01FC163F91B500F0160F49
4A160349028016014991CB12604B1800495B495B495B5D5B5D90B55A4891CDFCA2485BA2
485BA25C5A5C5A5CA3485BA4485BA5B5FC91CEFCAF807EA56C7FA46C7FA3807E807E80A2
6C7FA26C7FA26C806D7F817F816D7F6D7F6D6D18046F181C6D6E173C6D02E017FC6D6E16
016E01FC16076E01FF161F6E02C0EDFFFE6E02F014076E02FF91B5FC6E92B7FC1400816F
18FC030F18F0030318C06F1800DB003F16FC040F16F004011680DC003F02FCC7FC050114
80577776F46A>67 D<B912E018FF19E019FC19FF1AC0861AF81AFE8691C8000381DD003F
80060714F0060080737F071F7F07077F8573807380083F7F747FA2747F747F86747FA274
7FA2751380871DC0A27513E0A2871DF0A2871DF8A287A21DFCA387A31DFEB11DFCA363A2
1DF8A263A21DF0A2631DE063A21DC063511380A298B51200A2505B6264505B62505B505B
6297B55A4F5C070791C7FC4F5B073F5B96B55A06035C061F5C0503B65A91BAC8FC62621A
F01AC097C9FC19FC19E096CAFC18E05F7371F278>I<BC12E0AC91CDFCB3B3A291B912FC
AB91CDFCB3B3A591BA12F8AD4D7372F263>I<BCFCAC91CCFCB3B3A491B91280AB91CCFC
B3B3B0487371F25F>I<4DB5FC053F14FC4CB712C0040F16F8043F16FF93B912C0030318
F0030F18FE033F845D92BBFC0203614AED80034A02F8C7121F4A02C014034A91C9127F4A
01FC161F91B500F0EE07FC494A160349028016004991CB127C4B181C4949180C494995C7
FC495B5D5B5D90B55A4891CEFCA2485BA2485BA25C5A5C5A5CA3485BA4485BA5B5FC91CF
FCAE0603B71280807EA56C7FA46C6D92C8121FA3807E807E80A26C7FA26C7FA26C806D7F
817F816D7F6D7F6D7F816D806D14E06D806E13FC6E13FF6E02C0157F6E02F80207B5FC6E
9126FF8001B6FC6E92B8FC14008181030FF0FE00030318F8030018E0043F94C7FC040F16
F8040116C0DC003F02F8C8FC050149C9FC597776F46F>I<B5953801FFFEB3B3AE91BBFC
AB91CB1201B3B3B2577371F276>I<B5FCB3B3B3B3B3B3A7107371F22E>I<D8FFFE96387F
FFC098B51280501400505B505B505B64505B505B505B97B5C7FC4F5B4F5B4F5B4F5B4F5B
4F5B4F5B96B5C8FC4E5B4E5B4E5B4E5B4E5B4E5B4E5B95B5C9FC4D5B4D5B4D5B4D5B4D5B
4D5B4D5B94B5FC4C91CAFC4C5B4C5B4C5B4C5B604C5B4C5B93B5CBFC4B5B4B5B4B7F5D4B
7F4B805D92B67E4A815C4A814A814A13E74A01C77F4A138391B500017F90B500FE804B7E
4B6D7F4B814B7F4B6D7F4B8192C77E717F4A824A804A6E7F4A824A804A6F7F4A8391C97E
49707F8684727F8684727F8684737F8785737F8785737F8785737F8785747F8886747F88
86747F8886747F88867513801DC0877513E01DF05C7371F273>75
D<B5FCB3B3B3B3B3AD91B912E0AC437371F25A>I<B500F0081FB5FCA36E62A26E62A36E
97B6FCA26E61A301FB6D4E13BFA301F96D4E133FA26F6001F81BFEA26F181FA2027F1AFC
6F183FA26E6CF07FF8A36E6CF0FFF0A26F5F6E1AE0A2705E6E1AC0A26E6D4C1380A2705E
6E1A00A2705E6E61A270163F037F6070167FA2033F607016FF031F60A2705D6F60715CA2
6F60715C6F60A2715C6F95C7FCA2715C6F5F71143FA2047F5E71147F043F5EA27114FF04
1F5EA2715B705E725A705EA2725A705EA2706D4890C8FCA3706D485AA3716C485AA2053F
5CF0FC7FA2051F5CA2F0FEFF050F5C95B5FC715CA3715CA27191C9FCA3715BA3725A95CB
FCA4707370F291>I<B500FCF03FFEA280A280A281A281A281A28113FB01F97FA201F87F
A26E7EA26E7E82808280828082A26E7FA26E7FA26E7FA26F7EA26F7FA26F7F8183818381
8381838183167F838284828482848284828482848284177F848385838583858385717FA2
717FA2717FA2727EA2721380A27213C0A2841AE0841AF0841AF8847213FCA2F17FFEA2F1
3FFFA27313BF1BFF85A285A285A285A285A286A2577371F276>I<943807FFC094B512FE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>I<B97E18FCF0FF8019E019FC85737E1AE0868691C8000F80DD007F7F060F7F06
0380060080737F071F7F85737F858785737FA2747EA3861C80AB1C0062A3505AA24F5B61
A24F5B4F5B61077F5B96B55A1803060F5C067F91C7FC0507B55A91B95A1AF0626297C8FC
19FC19F019C04EC9FC18E091CEFCB3B3AC517371F26A>I<943807FFC094B512FE0407EC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>I<B97E
18FCF0FFC019F819FE737E1AE0861AFC8691C800036E7EDD001F80060380060080073F7F
190F737F737F85737F86741380A27413C0A2861CE0AA1CC062A2501380A26297B5120061
4F5B4F5B61073F5B4F5B0603B55A061F5C0503B65A91BAC7FC62621AF01AC0624FC8FC19
F0198096C9FCA291C8003F7FA2717FA2717F8583717FA2717F85838584727F8684868486
84727F8684868486737F85878587737FA2737F85878587737FA2741380861CC07413E0A2
7413F0A27413F87413FCA27413FE577372F26B>I<EEFFFE030FEBFFF8037F14FF0203B7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>I<BF12F0ACCA003F01C0CAFCB3B3B3B3B3AC64727AF171>I<B5953807FFE0
B3B3B3B3AB6C1BC06E5FA46C4F138080A26C4F130080A26C6D4D5AA26C6D4D5A616C6D60
6C6D5E6E4C5B6C4E5B6D6D4B5B6D01E05D6F4B5B6D6D4AB5C7FC6D01FE02075B6DD9FFC0
011F5B6DDAF801B55A6D91B75A6D6C5F6E1780020F94C8FC6E16FC020116F06E6C15C003
0F92C9FC030114F8DB000F90CAFC537771F272>I<B5F33FFF80A26CF47FFE80A26CF4FF
FC806C5113F880A26C5113F0806C5113E080A26C5113C080A26C6D4F1380A26C51130081
A26D505A816D505A81A26D4F5B816D6363816D4F5B81A26D4F5B816D4F5B81A26D4F90C7
FC826E611B7F826E4E5A82A26E4D5B826E6162826E4D5B826E6162826E61626E6D94C8FC
62836F5F1A7F836F5F1AFF6F6D5DA2616F6D5D616F6D5DA2616F6D5DA2616F6D5DA26F4B
90C9FC83A2704A5A1880705D197F18C0705D19FF706D5BA218E17001F15BA37001F35B18
FB705D95B5FCA27092CAFCA2715BA3715BA3715BA2715B68737DF26F>I<B500E097380F
FFF0A26C6D5013E06C6D5013C01F806C6D626C6D97B512006C656E616C6E4E5B6C656F60
6C6E4E5B6D646F606D6D4E5B6D646F606D6D95B5C7FC6D636F5F6D6E4C5B6D4F5B826D6E
4C5B6E4E5B70606E6D5E6E4E5B7095C8FC6E6D93B5FC6E4D5B705F6E6E5C6E4D5B715E6E
6E5C6F4C5B715E6F6D5C6F4C5B7193C9FC6F6D91B5FC6F5F71495B6F5D6F02805C72485B
6F5D7001E05C706D485B4F5B7013F8704A90CAFC06FC5B7014FF7090B55A6282705D6283
715C62837191CBFC6183715BB3B3AB6C737FF26F>89 D<D801FEEC01FE4915FCA2000315
03A24915F800071507A3000F150F4915F0A2001F151FA2003F153F4915E0A2007F157FA2
4915C000FF15FF01FE15FEAF2F2462F253>92 D<EDFFF8021FEBFF8049B612E0010715F8
013F15FE90B8FC00038348838484849126FE000F7F02E013036C90C76C7F01FC6E7F01F0
81496F1380138090C97ECA14C083A37113E0AC177F0303B6FC157F0207B7FC143F49B8FC
1307131F137F48B9FC48EDF00748ECF8004814804801FCC7FC4813E014804890C8FC5B5B
12FF5BA35FA27F5F6C6C5D5F6D92B5FC02C013036C01F0130F02FE90B6FC6C90B8FCA27E
A26C16E76C16C76C16076C15FC013F14E06D49C9FC010313C03B4F79CC50>97
D<EAFFFCB3B3A3EE7FF0923807FFFE037F6D7E4AB612E0020781021F15FC027F8191B8FC
90B97EA285DBC00F809126FE00018002F86D7E4A021F7F02C0804A6E7F91C87E496F7F83
498384841A80A2841AC084A41AE084AE4E13C0A4601A80A2601A0060A24E5A6D5D6D4B5B
A26E020F5B6E5C6E4A5B02F891B55A6E13039126FF803F5C92B75A96C7FC6001FC5E6E5D
6E15E0020F5D6E92C8FC020114FCC8003F13F003031380437573F256>I<923803FFFC03
3FEBFFC092B612F8020715FF4A16C0023F16F04A16FC49B812FE5B5B4917FC49EC000749
01F8EB007F4901E0140F90B50080140392C812014801FCED007848491638190848491600
5C5A5C485BA25A91CBFCA3485AA4485AAD6C7EA56C7EA36C7FA2807E806C6D16046E160C
6C183C6C6D167C02FFED01FC6C6E14076D01E0EC3FFE6D01F8EB01FF6D01FF131F6D91B6
FC7F7F6D17FC6D17F0023F16C06E1600020715FC020115F0DA003F91C7FC030313E03F4F
7BCC4A>I<953807FFE0B3B3A3ED7FF00203B5FC021F14E04A14FC91B7FC491687010716
E74916F74993B5FC5BA249EC803F90B538F800074802E0130103807F4891C8123F484981
14F848834A815C485BA2485BA291C9FCA25A5BA4485AAE6C7EA56C7EA280A27E806E5D6C
5F806C6D5D6E5D6C6D92B5FC6C6D5C03C013076C02F0131F6D01FE90B6FC92B8FC7F6D16
F76D16C76D16876D1607010015FC6E14F0021F14C0020749C9FC020013E043757BF256>
I<ED0FFE92387FFFE00203B512F8020F14FE023F6E7E4A8149B77E4916F849825B498249
D9FC037F499026E0007F138090B50080131F92C76C13C04801FC8048496E13E04A804849
8019F04849157F4AED3FF85A91C9FC181F484817FCA2180F485AA390B912FEA2BAFCA801
F8CBFCA5127F7FA46C7EA27F7E80A26C7F806C18046C6D160C6E163C6C6D16FC6E15016C
6D6C14076D6DEC3FFE6D01F8EB01FF6D01FF133F6D91B6FC7F7F6D17FC6D17F0023F16C0
6E1600020715FC020115E0DA003F91C7FC030313E03F4F7BCC4A>I<EE3FFC0303B512E0
030F14F8153F5D4AB6FC5C5C5C5C5C4AEBE00793C7FC4A4814184901F814005D5B5DA249
5BA45BB3A2B812E0ABD8000F01C0C8FCB3B3B3A935757CF433>I<DB3FF0ED7F800203B5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>I<EAFFFCB3B3A3923801FFC0
031F13FC037F13FF4AB612C00207814A81023F814A8191B77E13FD90B9FCEDC01FDB0003
148002FC13004A6E13C04A804A805C834A16E0A291C87EA35BA55BB3B3AB3B7373F256>
I<B5FCB0C7FCB3A6EA7FFEB3B3B3B3A2107275F127>I<EAFFFCB3B3B3B3B3B3A70E7374
F227>108 D<DCFFE0923803FF80D8FFF8010F01FE033F13F8037F6D6C49B512FE4AB600
E001076E7E02076F011F814A6F49814A6F4981027F6F48B77E91B8488201F95F01FB058F
8290B5D8C00F029FEB003FDB0001DADFFC01077F02FC6D6CD9FFF013014A6E4A6D14804A
6E4A804A6E4A80A24A6E91C87E4A4C17C0A291C86C4981A3495FA5495FB3B3AB6A4C73CB
85>I<923801FFC0D8FFF8011F13FC037F13FF4AB612C00207814A81023F814A8191B77E
13F901FB8290B5EAC01FDB0003148002FC13004A6E13C04A804A805C834A16E0A291C87E
A35BA55BB3B3AB3B4C73CB56>I<923803FFC0033F13FC92B6FC020715E04A81023F15FC
91B8FC49834983498349834949C66C7F4901F0010F7F4901C001037F90B5486D7F4AC87E
48496F138048496F13C04A8148496F13E0A248496F13F04A814819F8A291CAFC4819FC49
177FA2007F19FEA349173FA200FF19FFAC6D5F007F19FEA46D17FF6C19FCA26E5D6C19F8
6E5D6C19F06E5D6C6D4B13E06E5D6C19C06E5D6C01FF92B512806C6E4914006D6D495B03
F8131F6D01FF90B55A6D91B65A6D5F6D5F010117806D94C7FC6E5D021F15F8020715E002
011580DA003F01FCC8FC030313C0484F7BCC53>I<EE7FF0923807FFFED8FFFC017F6D7E
4AB612E0020781021F15FC027F8191B8FC90B97EA285DBC01F809126FE00038002F81300
4A023F7F02C0804A6E7F91C87E496F7F83496F7FA2841A8084A27213C0A384A21AE0A284
AC601AC0A360A21A8060A24E1300A295B5FC4D5B6D5D6D5F5F6E4A5B6E143F6E4A5B02F8
49B55A6E13079126FF803F5C92B75A96C7FC6001FC5E6E5D6E15E0020F5D6E92C8FC0201
14FCDA003F13F00303138092CBFCB3AC436C73CB56>I<EE1F80D8FFF8EB01FF150F153F
92B5FC5C14075C5C5C5C91B6FC01F9ECE00001FB91C7FC90B512F85D15C05D4AC8FC5C5C
5CA25C5CA25CA291C9FCA35BA45BB3B3A5294C73CB39>114 D<91380FFFF091B67E0107
15F8011F15FF017F16C090B812F05A5A4817E05A5A9138F0001F4801C0130191C8123F48
48ED07C0491501EF004049160012FFA67FA27F6C7E14C014F06C13FEECFFF06CECFF806C
15F816FF6C16C06C826C16F86C82013F816D8101071680010116C0D9003F15E0020315F0
EC001F030014F8161F040713FC82827013FE177FA2173FA512200030167F003C17FC123E
D87F8015FF01E04A13F801FC5CD9FF80130F02F8017F13F091B712E0B9FC18C018806C17
00001F5E000316F8C65E011F15C001014AC7FCD9000F13C0374F7BCC40>I<903807FFC0
B3A3B91280ABD8000701C0C8FCB3B3AA81A36D6D148017036FEB0FC0173F9238FE01FF6D
90B612E0A37F18F0806E15C06EECFE006E14F06E91C7FC020113E034617DDE3C>I<D8FF
FC923807FFE0B3B3B25FA25FA25FA25F6D92B5FC16036C6C5C6E131F02F090B6FC6C90B8
FCA26C16E717C76C16076C15FC6C15F06C15806C6C01FCC9FC010F13803B4C73C956>I<
D8FFFCEF1FFF007FF03FFE7F003FF07FFCA27F6CF0FFF8806C19F060806C4D13E0A2806C
4D13C0806C198060806C4D1300A280017F4C5A80013F5F187F806D4C5AA2816D4B5BA26D
6D5D5F816D5F5F6D6D5DA25F6D6D92C7FC5FA26E6C5C173F023F5D81177F021F5D8117FF
6E5D826E01815BA216C16E5D16C36E01E35BA216E76E92C8FCA216F7037F5B16FF6F5BA3
6F5BA36F5BA2484A7EC94D>I<D8FFFCEF1FFF6C6CEF3FFEA2003FF07FFC7F7E6EEEFFF8
7E6E4B13F0A27E6E4B13E07E6E4B13C07E804E13807E6E4B1300137F80013F4C5AA26E5E
6D167F816D4C5AA26D6D5D5F816D5F5F6D6D5D5F6D7F615F6E6C92C7FCA2023F5C6F5C14
1F4D5A818070485A806080EEC0FF608004E15B80A2037F5C16F104F390C8FC153FA2031F
5B16FB030F5BA216FF6F5BA26F5BA2815FA26F5BA34B5BA24B90C9FCA34B5AA24B5AA34B
5AA24B5AA24B5AA215FF5E5C000C495B000F5BD9F00F90CAFC90B55AA25D6C5CA25D5D15
8092CBFC38007FF8486C7EC94D>121 D<003FB912F8A819F019E0A2CA003F13C04D1380
94B51200A24C5B4C5B4C5B5E604C5B4C5B5E6093B5C7FC4B5B4B5BA24B5B4B5B4B5BA24B
5B4B5B92B5C8FCA24A5B4A5B4A5BA24A5B4A5B4A5BA24A5B91B5C9FC495BA2495B495B49
5B5B5D495B495B90B5FC92CAFC485B485B485BA2485B485B4890B812F8A25ABAFCA83D4A
7BC948>I E
%EndDVIPSBitmapFont
%DVIPSBitmapFont: Fs cmr17 17.28 35
/Fs 35 123 df<BB12FEAD470D7FC457>45 D<137F3803FFE0487F487F487F487F487FA3
B61280A76C1400A36C5B6C5B6C5B6C5B6C5BC66CC7FC90C8FCB3B3B3B3A2137F3803FFE0
487F487F487F487F487FA3B61280A76C1400A36C5B6C5B6C5B6C5B6C5BC66CC7FC197C69
FB48>58 D[<1D7F537EA3527FA3527FA2527FA3527FA3527FA3527FA3527FA399B67EA3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>185 203 122 330
199 65 D[<99260FFFFC19F00907B612E0097F03FE17010807B800C01603083F17F84FB9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>164
206 115 328 192 67 D[<C5FCA5A17EA3D800034BCB1201D9001F02F8F0000102074AF1
001F20016E4A747E211F6E0C078021018D8E221F8EA28E8E7C7FA28E237FA3233FA2231F
A17EA2230FA32307A47D7EA42301A5A17EA22300A51E3FA2A1127EA5A1C7FCA666A666A3
65A265656565656552B5FC1C0F0903B6FC94BBFCA805E0C81203F3000F1C01767E898989
898989A289A38AA68AA5A1137EA4A113FCA49BCCFCA3A1EA01F8A6A11203A113F0A4A112
07A4A1EA0FE0A4A1121FA3A113C0A1123FA3A1127FA2A112FFA11380A26BA26B6BA25913
00A26B6B6BA0B5FC6A6A585B221F6A9FB5FC4A1E03211F4A6E1B7F0E07B65A021F6E1A7F
0103B600FE077FB7FCC5FCA4A15AA4>159 196 114 323 180 69
D[<C412F8A58FA3D800034BCB1207D9001F02F8F0000702074AF1007F200F6E4A1A017A
7E6E0C1F7F8D8D21018D227F223F221FA27C7E8EA28EA28EA38EA11280237FA4233FA323
1FA112C0A4230FA5A112E0A22307A7FB03F0A21E7EA3A0C7FCAA1EFEA61D01A31D03A21D
071D0FA21D1F1D7F1DFF1C031C1F0903B5FC94BAFCA805E0C81203F3001F1C031C001D7F
1D1F1D0FA21D071D03A21D01A31D00A61E7EAD9BCCFCB3B3AB4A80A24A8083021F14FF01
03B712FCBCFCA8>148 196 114 323 173 I[<99261FFFF8F001E00907B612E098B700FC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>182 206 115 328 208 I[<BB00C0071FB812E0A8D8000304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>182 196 115 323 206 75 D[<BB12FEA8D8000304FCD0
FCD9001F92D1FC020714FC5F6E5CA26E5CB3B3B3B3B3B3FA01F8A5FA03F0A92207A223E0
A4220FA5221F23C0A4223FA3227FA3FAFF80A269A269A269A269A26957130069A29EB5FC
686868201F686855B55A1F074A1C1F1F7F4A6E4EB6FC1E0F021F6E95B7FC0103B600FE17
3FC3FCA36AA5>141 196 115 323 165 I[<B800F00F7FB712FCA2719EB8FCA27168A371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>214 196 114 323 244 I[<B800E00807B912808383A2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>169 196 114 323 199 I[<99387FFFC0093FB67E0803B712F8081F16FF97B912E007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>179 206 115 328 207 I[<BD12FEF4FFFCF5FFE01EFEF6FFC01FF81F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>180
201 114 323 195 82 D[<942607FFF8170F4CB612E0040F03FC5E047FEDFF804BB800F0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>119 206 115 328 147 I[<0007C5B51280A648A114C0A24CC96C02F8C812010480041F
02E0ED000703FCCA6C4A160003E0201F0380714A17074ACB1B0102F87B7E4A8E02C0220F
4A8E91CC8848A114E0498F498FA249A1127FA249A1123FA349A1121FA349A1120F003FA1
14F0A349A11207A590CD1D03A548A114F8A3007EA11301AA48A1EB00FCA6CE1E00B3B3B3
B3B3B3A85180A25180A2097F14F850B612FE97B812FC0507BD7EA8>174
195 120 322 192 I[<BB00C0050FB91280A8D8000304F0CD000FEE8000D9001F4ACF03
F8C7FC020702F80A3F14E0100F14806E4A7691C8FC100113FC6E5C7C5B7D5AA27D5AA37D
5AB3B3B3B3B3B3AB6E565AA283A46F1F7FA1C9FCA36F7F23FEA36F1E017165A26F1E036B
6F7F22076B6F6D1C0F6B6F1E1F72646F1E3F706D64227F706D99CAFC6A706D505A827250
5A706D505A701C0F706D505A706D63734F5A716D197F71515A716D060390CBFC7101F84E
5A716D4E5A716DF03FF8716D4E5A716C01C04C485A7201F004075B7201FC041F5B7201FF
DC7FFECCFC060302C0913803FFFC7202F8021F5B726C9026FFC003B512E0071F91B75A07
0795CDFC070117FC736C16F0081F16C008034BCEFCE0003F14F0090049CFFC>169
201 114 323 199 I<933801FFFC043FEBFFE04BB612FE030FEDFFC0033F16F092B812FC
4ADA001F13FF020701F00101804A01806D6C13E0DA1FFCC8000F7FDA7FF06F7FDAFFC003
0113FE4990CA7F4948717F4A717F4948717F4948834948717F4A854948717F8649CB8002
FC717F90B5FC6F717F816F717F4880A26F717FA48987A36C5CA26D5B6D5B6D5B6D90CBFC
EB01F890CDFCAA0703B6FC0603B7FC95B8FC170F94B9FC040FEDFC0F043FECFC004BB6C7
FC030714F0033F148092B500FCC8FC020314F04A1480021F49C9FC4A13F891B55A4914C0
495C4949CAFC495B495B495B495B90B55A485CA24891CBFC485BA2485BA248491D3FA248
5BA3485BA4B54860A563A363A26E95B5FC7E621BF76E17036CDF07E36D147E806CF10FC3
6EDD1F836D14FE6C6DDD3F0116FC6C6D057F6E13016C07FE17F86C6E922603FC006D1303
6C02E04B486D90388007F06D6DDB1FF09238C00FE06D01FCDB7FC06DEBF03F6D01FF4A48
486D90B512C06D02C0010F90C71680010302FCD9FFFC6E1500010091B6486E5C023F04E0
020114F8020F04806E5C020103FCC9003F1380DA001F02E0DC07FCC7FC030049CEFC7881
75FE84>97 D[<ED07E0EC7FFF0003B6FCB7FCA8EA003F1303130080A280A380B3B3B297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>128
201 120 326 147 I<F07FFF050FB512F894B77E040316E0041F16FC047F16FF93B5D8E0
0114C0030349C7000F7F030F01F8020113F84B01E09138003FFC037F0180ED0FFE4B48C9
EA03FF4A4904007F4A49717E4A49EF1FE04A01C0717E4A49717E4A19034A90CB6C7E4A48
727E495B491B7F4BF01FFF4949067F13804997B5FC49495F6349494D14C0A249495F90B5
FC92CBFC5AA2485BA34849721480A248741400755B4A725B48755AF40FC099C8FC485BA5
5AA35CA3B5FCB27E80A57EA280A27EA3807EA27E80F501F87E806C1C036F1AF07E6F1907
6D1CE01D0F6D6D1AC06D7F1D1F6D6D1A806D1B3F6FF17F006D6D197E6D6D19FE6D505A6E
6D606E6D17036E6D4D5A6E6D4D5A6E6D4D5A6E01FE4D5A6E6D05FFC7FC6E02C04B5A6F6D
ED07FC031F01F8ED1FF86F01FEED7FF00303D9FFC0903803FFC06F02FC017F5B6F6C90B6
48C8FC041F16F8040316E0040093C9FC050F14F8DD007F90CAFC658177FE75>I[<F601F8
F51FFF99B6FC1B3FA8F3000F1C001D3F89A289A389B3B3B2F07FFF050FB512F0057F14FE
0403B712C0040F16F0047F16FC93B539FC007FFF0303028001071380030F01FCC813E04B
01F0ED3FF0037F01C0ED0FF892B5C9EA03FC4A49EE01FE4A01F8EE007F4A49EF3F874A49
EF1FC74A49EF0FE74A49EF07F74A90CB6CB5FC4A48844949845B4949854B855B4949855D
4987495B8990B5CDFCA25A5C5AA2485BA35A5C5AA35C5AA45AA35CA3B5FCB27EA480A37E
A47E80A27EA36C7FA36C7FA27E806C64A26D6D61A26D6D616D63816D98B5FC6D6D60816D
626D6DF007F76D6DF00FE76E6CDE1FC77F6E6DEF3F876E6DEF7F076E6D05FF806E6DEE03
FC6E6DDC07F8806E01FEDC1FF015C06E6DDC3FE015FC6F01C0DBFFC092B5FC031F01F002
0713806F01FE91383FFE000303903AFFE003FFF8030091B65A043F16C0040F93C7FC0403
15F8DC003F02C0EFFE00050301F8C801FCC8FC>128 201 119 326
147 I<943801FFFC053FEBFFE04CB612FE0407EDFFC0043F16F093B812FC4BDA801F13FF
03079026FC000180031F01E0D9003F13E04B0180020F7F4B48C86C7F4B4803017F020301
F06F7F4A49707E4A49041F7F4A49844A90CA6C7F4A48717F02FF727F5D4949717F494985
49854949858849491A8049864B1AC0498692CCFC90B51BE08848491BF0A25A4A85481DF8
A2485BA27613FC5AA25CA25AA21EFEA24887A25CA391BDFCBFFCA41EFC02E0CFFCAD7EA3
80A37EA56C7FA37E80A27E1E3C6C6D1B7EA26C1DFE6E1BFC7E6F19016D1CF8A26D6D1903
6D1CF06F19076D6D1AE06D1B0F6FF11FC06D1C806D6D193F6D6DF17F006E6C197E6E6D18
FE6E6D4D5A6E6D4D5A6E6D4D5A6E6D4D5A6E6DEF3FC06E01FF4D5A6F6D4B48C7FC6F01E0
4B5A030F01F8ED0FFC6F01FEED7FF00301D9FFC0903803FFE06F6C01FE013F1380041F90
B7C8FC040716FC040116F0DC003F1580050702FCC9FCDD003F1380678179FE75>I[<F13F
FC0607B57E063F14E095B612F8050381050F81053F9038E01FFF4DD900031380DDFFFC15
C0040349010F13E04C01E05B4C494913F04C495B4C90C7FC4C4891B512F816FF5F4B5B5D
5F5D4B5B7413F04B5B7413E04B7013C04D6E13807413004BEE00F898C7FC94CBFC92B5FC
A45E5CB3B3A5BB12FCA8C7000149CBFCB3B3B3B3B3AC825C834A804A8091B7FC000FB912
FEA8>85 201 123 328 79 I[<ED07E0EC7FFF0003B6FCB7FCA8EA003F1303130080A280
A380B3B3B297383FFF800703B512FE071FECFFC096B712F0060316FC4E16FF061FD9801F
8095273FF8000114E0DE7FC0D9003F7F4D48C8000F7FDD03FC6F7F4D486F7FDD0FE0814D
486F7F4D48707F95CAFC057E717F5FDCE1F8717FA2DCE3F0717FEEE7E0A2DCEFC0834D85
16FF94CBFCA25E777FA25EA35EA35EA65EB3B3B3B04A6D4E7FA24A6D4E7F91B56C4E8001
0FDAFFC04CB612F8B900FC021FB91280A8>129 199 119 326 147
104 D[<EC0FE0EC3FF8ECFFFE497F49804980A24980A24980A76D5CA26D5CA26D5C6D91
C8FC6D5BEC3FF8EC0FE091CAFCB3B3A2ED07E0EC3FFF48B6FC127FA8EA003F1303130080
A280A380B3B3B3B3B3A44A7FA24A7F91B57E010FECFFC0B912F0A8>52
189 119 316 72 I[<ED07E0EC7FFF0003B6FCB7FCA8EA003F1303130080A280A380B3B3
B3B3B3B3B3B3B3A54A7FA24A7F91B57E010FECFFC0B912FCA8>54
199 119 326 72 108 D<DB0FC092263FFF80953807FFF0DA7FFF0303B500FE067FEBFF
C00007B6031FDAFFC00403B612F8B792B700F0041F15FE060304FC047F6F7E4E04FF93B8
12E0061FD9801F6E0203D9F0038095273FF8000102E04A90C7003F13FCDE7FC0D9003F6D
DA0FF802077F4D48C8000F6DDA3FE002017FDD03FC6F6DDA7F806E80D8003F4B486F6D4A
C96C7F0103DB0FE06FDB01FC8201004B486F6D4948707F6E4A48706D4848707F95CA5E6E
027E716D4848707F4D505ADCC1F8716D48CA6C7F80DCC3F071D9F07E717FDCC7E062A2DC
CFC071D9F1F8834DDFF9F08504DF1AFB94CB5D04FF1AFF4C6377757FA24C63A34C98CCFC
A34C62A64C62B3B3B3B04A6D4E6D96B57EA24A6D4E6D4E8091B56C4E6E4D80010FDAFFC0
4CB600F8053F14FFB900FC021FB96C0103B912F0A8CC7E77FDDE>I<DB0FC092383FFF80
DA7FFF0303B512FE0007B6031FECFFC0B792B712F0060316FC4E16FF061FD9801F809527
3FF8000114E0DE7FC0D9003F7F4D48C8000F7FDD03FC6F7FD8003F4B486F7F0103DB0FE0
8101004B486F7F6E4A48707F95CAFC6E027E717F5FDCC1F8717F80DCC3F0717FEEC7E0A2
DCCFC0834D8516DF94CBFC16FF5E777FA25EA35EA35EA65EB3B3B3B04A6D4E7FA24A6D4E
7F91B56C4E80010FDAFFC04CB612F8B900FC021FB91280A8817E77FD93>I<95381FFF80
0503B512FC053FECFFC04CB712F8040716FE041F707E047FD9F00014E04BB5C7000F13F8
030701F8020113FE4B01E06E6C7E4B0180031F7FDB7FFEC9000713E04B48707F4A01F004
007F4A49717E4A49717E4A49717E4A90CB6C7F4A48727F4A48727F4A48727F4988494972
7F4949737EA24949737E4949737FA2498992CD7E49894948747FA2488A4A86488AA24A86
488AA2488AA24A86481F80A3481FC0A34A87A2481FE0A6B51EF0B16C1FE0A36E98B5FCA3
6C1FC0A46C1F806E62A26C1F00A36C6D505BA36C666E626C66A26C6D505BA26D6D4F5B6D
656F616D656D6D4F90C7FCA26D6D4F5A6D646D6D4E5B6F606D6D4E5B027F636E6C4E5B6E
6D4D5B6E6D4D90C8FC6E6D4D5A6E01F84C485A6E6D4C5B6E6CB4040F13E06F6D4B5B030F
01E0037F90C9FC6F01F84A485A030101FF020F13F86F02F090B55A043F90B712C004074C
CAFC040116F8DC003F15C0050302FCCBFCDD001F1380748179FE84>I<DB07E092381FFF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>I<DB0F
C0913803FF80DA7FFF033F13F00007B692B512FEB7020380060F1580063F15E04E48C613
F09538FFE0014DD9800313F84D48484813FCDD07F85BD8003F4B5A01034B484913FE0100
4B5A6E5D4DC7FC6E14FE5FEEC1F86E7113FCEEC3F004C76F13F84D6E13F07413E0DCCFC0
6E13C098C7FCEEDF80A294CBFC16FFA25EA35EA35EA55EA75EB3B3B3A9825C824A7F91B5
7E010FECFFF0BA12E0A8577E78FD66>114 D<93263FFFE0140F030FB500FE5C92B712C0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>I[<163FAA5EA75EA55DA45DA35DA25DA35DA25DA25D92B5
FCA25C5C5CA25C5C5C91B6FC5B1307131F017F92B8FC0007BCFCBDFCA6C891CBFCB3B3B3
AAF303F0B3A7F307E06F7FA4F30FC06F7FA21B1F6F1880836FEF3F00836F177E836F5F71
14016F6D5D6F6D4A5A706D1307706DEB1FE07001F0EB7FC0709039FE01FF807090B6C7FC
04015D706C14F8051F5C050314809426003FFCC8FC>84 178 125
303 102 I<DB07E01AFCDA7FFFF10FFF0003B6067FB5FCB7051FB6FCA8D8003FF1000701
03F2007F01001B1F6E86A26E86A36E86B3B3B3AE65A565A465A3658065A29AB5FC7018FB
6E19011DF31C036EF107E382E20FC37F6EF11F8370EF3F036E077F806F6C17FE70DC01FC
816F6DDB03F815E06F6DDB0FF015FE6F01F0DB3FE092B512806F01FCEDFFC06F01FF0203
1300030002F8EB3FFE7090B65A041F16F0040716C0040193C7FCDC001F02F895C7FCDD00
7F01804BC9FC818077FD93>I<B9020FB800E092B8FCA8C66C0380DA000703F0C9000F15
F0010702FCCA6C0280040115006D02F07149CB14FC6D4A7149063F5B6D747413E04C7149
626E7C5B767490C7FC807069766D616E22037069767F6E585A82777E6E6B7095B5180F6E
7660A2704D1A1F6E7660A2704D1A3F6E7695C8FCA2714C626F07E76D177EA271040F1AFE
6F07C36D5FA271041F19016F07816D5FA271043F19036F07006D5FA2714C19076F067E6D
6C5FA27104FE190F6F4E6D6D5EA27103011A1F6F4E6D6D5EA27103031A3F6F4E6D6D93C9
FC1B07724B6D5F7075157E1B0F724B6D17FE70755D1B1F724B6D160170755D1B3F7292C8
160370755D6372027E6F6C140770671BFE724A6F6D130F70671A01724A6F6D131F70671A
03724A6F6D133F709CCAFC1A070780496F6D5B711D7E1A0F07C0496F6D13FE71651A1F07
E0496FEBFC017165F1F03F98CAEBFE037165735A087E94387FFF077165F1FCFE5071138F
716519FF507113DF7165A2507113FF719ACBFCA250837263A27249715BA37249715BA372
90CC5BA37248735AA37248735AA37248735AB87E7DFBC0>119 D<48BE12E01EF0A41EE0
04F8CAFC4BCB14C04802F04D148003804D14004ACBFC4A4E5B02F04E5B4A604A624A4E5B
515B91CCFC4996B55A505C49609AC7FC505B48484E5BA2505B494E5B626497B55A614962
4F91C8FC4F5B61634F5B61000F62494D5B96B55A60634E91C9FC6062CB485B4E5B60624E
5B95B5FC624D5C4D91CAFCA24D5B4D5B5F614D5B4D5BA294B55A4C5C5E96CBFC4C5B4C5B
A24C5B4C49EE01F85E6093B55A5D604B91CA12034B4918F05D5F4B5B5D5F4B5B92B55A4A
1A075F4A91CBFC5C5E4A4919E04A49180F5C5E4A5B91B5191F5E495C4991CC123FA2495B
4949197F5B4BF1FFC0495B4949606490B54860484A60486392CC5A48496148494EB5FC1B
074849183F48490503B6FC4896B7128091BDFCBFFCA47E657C7BFB75>122
D E
%EndDVIPSBitmapFont
end
%%EndProlog
%%BeginSetup
%%Feature: *Resolution 1200dpi
TeXDict begin
%%PaperSize: A4

%%EndSetup
%%Page: 0 1
0 0 bop 900 765 a Fs(GKLS-Generator)84 b(of)i(Classes)g(of)g(T)-22
b(est)85 b(F)-22 b(unctions)900 1097 y(with)85 b(Kno)-7
b(wn)85 b(Lo)7 b(cal)86 b(and)f(Global)g(Minima)900 1429
y(for)h(Global)f(Optimization:)900 1761 y(USER)i(MANUAL)900
2218 y Fr(MARCO)56 b(GA)-18 b(VIANO)900 2450 y(Universit)n(\022)-81
b(a)55 b(di)h(Caglia)-5 b(ri,)57 b(Italy)900 2683 y(DMITRI)f(E.)g(KV)
-14 b(ASO)-5 b(V)900 2915 y(Universit)n(\022)-81 b(a)55
b(di)h(Roma)e(\\La)h(Sapienza",)h(Italy)-14 b(,)56 b(and)e(Universit)-5
b(y)56 b(of)f(Nizhni)h(Novgo)-5 b(ro)5 b(d,)54 b(Russia)900
3148 y(D)-5 b(ANIELA)55 b(LERA)900 3380 y(Universit)n(\022)-81
b(a)55 b(di)h(Caglia)-5 b(ri,)57 b(Italy)900 3613 y(and)900
3845 y(Y)-14 b(AROSLA)c(V)54 b(D.)i(SERGEYEV)2828 3785
y Fq(\003)900 4078 y Fr(Universit)n(\022)-81 b(a)55 b(della)h(Calab)-5
b(ria,)56 b(Italy)-14 b(,)56 b(and)f(Universit)-5 b(y)55
b(of)g(Nizhni)h(Novgo)-5 b(ro)5 b(d,)55 b(Russia)p 900
4410 5978 4 v 900 5346 a(Contents)900 5711 y Fp(1)154
b(In)-5 b(tro)5 b(duction)4581 b(1)900 6076 y(2)154 b(Structure)63
b(of)i(the)e(pac)-5 b(k)-11 b(age)3579 b(1)900 6442 y(3)154
b(Calling)61 b(sequence)h(for)j(generation)d(and)i(usage)g(of)g(the)g
(tests)g(classes)508 b(1)1149 6641 y Fo(3.1)170 b(Input)56
b(of)f(the)g(parameters)g(de\014ning)i(a)e(sp)5 b(eci\014c)56
b(test)e(class)140 b(.)83 b(.)g(.)g(.)g(.)g(.)g(.)h(.)f(.)254
b(1)1531 6840 y(3.1.1)190 b(De\014ning)56 b(the)f(parameters)h(of)f
(the)g(test)g(class)72 b(.)83 b(.)g(.)h(.)f(.)g(.)g(.)g(.)g(.)g(.)h(.)f
(.)254 b(2)1531 7039 y(3.1.2)190 b(De\014ning)56 b(the)f(admissible)j
(region)170 b(.)84 b(.)f(.)g(.)g(.)g(.)g(.)g(.)h(.)f(.)g(.)g(.)g(.)g(.)
g(.)h(.)f(.)254 b(2)1531 7239 y(3.1.3)190 b(Chec)-5 b(king)153
b(.)83 b(.)g(.)g(.)g(.)g(.)h(.)f(.)g(.)g(.)g(.)g(.)g(.)h(.)f(.)g(.)g(.)
g(.)g(.)g(.)h(.)f(.)g(.)g(.)g(.)g(.)g(.)h(.)f(.)254 b(2)1149
7438 y(3.2)170 b(Generating)55 b(a)h(sp)5 b(eci\014c)55
b(test)g(function)g(of)h(the)f(de\014ned)g(test)g(class)65
b(.)83 b(.)g(.)g(.)h(.)f(.)254 b(3)1149 7637 y(3.3)170
b(Ev)-9 b(aluation)55 b(of)g(a)h(generated)e(test)h(function)h(or)f
(its)h(partial)f(deriv)-9 b(ativ)k(es)67 b(.)84 b(.)f(.)254
b(4)1149 7836 y(3.4)170 b(Memory)55 b(deallo)5 b(cating)79
b(.)k(.)g(.)g(.)h(.)f(.)g(.)g(.)g(.)g(.)g(.)h(.)f(.)g(.)g(.)g(.)g(.)g
(.)h(.)f(.)g(.)g(.)g(.)g(.)g(.)h(.)f(.)254 b(5)p 900
9140 5978 7 v 900 9210 a Fn(\003)972 9256 y Fm(Corresp)t(onding)46
b(author,)h(e-mail:)60 b(y)l(aro@si.deis.unical.it)900
9422 y(Authors')37 b(addresses:)56 b(M.)38 b(Ga)l(viano)d(and)i(D.)g
(Lera,)h(Dipartimen)l(to)c(di)j(Matematica,)f(Univ)l(ersit\022)-71
b(a)35 b(di)h(Cagliari,)900 9589 y(Via)j(Osp)t(edale,)h(72,)h(09100)c
(Cagliari)g({)i(Italy;)j(D.E.)e(Kv)-8 b(aso)l(v)40 b(and)g(Y)-12
b(a.D.)40 b(Sergey)l(ev,)i(DEIS,)e(Univ)l(ersit\022)-71
b(a)38 b(della)900 9755 y(Calabria,)45 b(Via)g(P)-12
b(.Bucci,)47 b(Cub)t(o)g(41C,)g(87036)d(Rende)k(\(CS\))f({)f(Italy)-12
b(.)900 9921 y(This)54 b(w)l(ork)i(has)f(b)t(een)g(partially)e(supp)t
(orted)j(b)l(y)g(the)f(follo)l(wing)d(pro)8 b(jects:)78
b(FIRB)55 b(RBA)l(U01JYPN,)f(FIRB)900 10087 y(RBNE01WBBB,)45
b(and)j(RFBR)f(01-01-00587.)p eop
%%Page: 1 2
1 1 bop 2253 499 a Fl(GKLS-Generato)l(r)53 b(of)e(Classes)h(of)f(T)-13
b(est)52 b(F)l(unctions:)70 b Fk(User)53 b(Manual)317
b Fj(\001)283 b Fl(1)900 931 y Fr(1.)166 b(INTRODUCTION)900
1197 y Fo(This)57 b Fi(User)j(Manual)d Fo(describ)5 b(es)57
b(an)f(implemen)-5 b(tation)57 b(of)e(the)h(GKLS-generator.)76
b(First,)57 b(the)900 1396 y(general)65 b(structure)f(of)h(the)f(pac)-5
b(k)c(age)65 b(is)g(presen)-5 b(ted,)68 b(then)d(instructions)g(for)g
(using)h(the)e(test)900 1595 y(classes)78 b(generator)f(are)f(describ)5
b(ed.)139 b(The)77 b Fi(User)j(Manual)d Fo(is)h(strongly)f(connected)f
(to)h(the)900 1794 y(pap)5 b(er)77 b(Ga)-5 b(viano)77
b(et)f(al.)h([2003])g(\(called)f(hereafter)f Fi(p)-8
b(ap)g(er)p Fo(\).)137 b(P)-5 b(articularly)-14 b(,)82
b(an)-5 b(y)77 b(form)-5 b(ulae)900 1994 y(referenced)54
b(in)i(the)e Fi(User)60 b(Manual)c Fo(are)f(to)f(b)5
b(e)55 b(found)g(in)h(the)e Fi(p)-8 b(ap)g(er)p Fo(.)73
b(In)55 b(the)g Fi(p)-8 b(ap)g(er)p Fo(,)54 b(the)h(user)900
2193 y(can)g(\014nd)i(an)e(example)g(of)h(a)f(generated)g(test)g
(function)g(also.)900 2534 y Fr(2.)166 b(STRUCTURE)57
b(OF)e(THE)g(P)-14 b(A)-5 b(CKA)g(GE)900 2799 y Fo(The)37
b(GKLS-generator)g(pac)-5 b(k)c(age)37 b(has)g(b)5 b(een)37
b(written)f(in)i(ANSI)e(Standard)h(C)g(and)h(successfully)900
2999 y(tested)g(on)h(Windo)-5 b(ws)39 b(and)g(UNIX)e(platforms.)69
b(Our)39 b(implemen)-5 b(tation)39 b(follo)-5 b(ws)40
b(the)e(pro)5 b(cedure)900 3198 y(describ)g(ed)56 b(in)f(Section)h(3)f
(of)g(the)g Fi(p)-8 b(ap)g(er)p Fo(.)1066 3397 y(The)55
b(pac)-5 b(k)c(age)55 b(implemen)-5 b(ting)57 b(the)e(generator)g
(includes)h(the)f(follo)-5 b(wing)57 b(\014les:)900 3671
y Fp(gkls.c)83 b Fo({)55 b(the)g(main)h(\014le;)900 3898
y Fp(gkls.h)83 b Fo({)62 b(the)h(header)f(\014le)h(that)f(users)i
(should)g(include)f(in)g(their)f(application)i(pro)9
b(jects)62 b(in)1066 4097 y(order)56 b(to)e(call)i(subroutines)h(from)e
(the)g(\014le)h Fp(gkls.c)p Fo(;)900 4323 y Fp(rnd)p
1202 4323 58 7 v 69 w(gen.c)83 b Fo({)66 b(the)f(\014le)h(con)-5
b(taining)67 b(the)e(uniform)i(random)g(n)-5 b(um)g(b)5
b(er)67 b(generator)f(prop)5 b(osed)1066 4522 y(in)56
b(Kn)-5 b(uth)56 b([1997;)g(2002];)900 4749 y Fp(rnd)p
1202 4749 V 69 w(gen.h)83 b Fo({)55 b(the)g(header)h(\014le)f(for)g
(link)-9 b(age)55 b(to)g(the)g(\014le)h Fp(rnd)p 4889
4749 V 68 w(gen.c)p Fo(;)900 4975 y Fp(example.c)81 b
Fo({)55 b(an)h(example)f(of)g(the)g(GKLS-generator)h(usage;)900
5201 y Fp(Mak)-5 b(e\014le)81 b Fo({)60 b(an)g(example)g(of)g(a)h(UNIX)
d(mak)-5 b(e\014le)61 b(pro)-5 b(vided)61 b(to)e(UNIX)g(users)i(for)f
(a)g(simple)1066 5401 y(compilation)c(and)g(link)-9 b(age)55
b(of)g(separate)g(\014les)h(of)g(the)f(application)g(pro)9
b(ject.)1066 5675 y(F)-14 b(or)79 b(implemen)-5 b(tation)79
b(details)g(the)f(user)g(can)h(consult)g(the)e(C)i(co)5
b(des.)142 b(Note)77 b(that)h(the)900 5874 y(random)62
b(n)-5 b(um)g(b)5 b(er)61 b(generator)g(in)f Fp(rnd)p
3369 5874 V 69 w(gen.c)h Fo(uses)g(the)f(logical-and)i(op)5
b(eration)60 b(`&')h(for)g(ef-)900 6073 y(\014ciency)-14
b(,)68 b(so)e(it)f(is)i(not)e(strictly)g(p)5 b(ortable)65
b(unless)i(the)e(computer)h(uses)g(t)-5 b(w)g(o's)67
b(complemen)-5 b(t)900 6273 y(represen)g(tation)79 b(for)f(in)-5
b(teger.)143 b(It)78 b(do)5 b(es)78 b(not)h(limit)f(p)5
b(ortabilit)-5 b(y)78 b(of)g(the)g(pac)-5 b(k)c(age)79
b(b)5 b(ecause)900 6472 y(almost)56 b(all)g(mo)5 b(dern)55
b(computers)h(are)f(based)i(on)e(t)-5 b(w)g(o's)56 b(complemen)-5
b(t)56 b(arithmetic.)900 6813 y Fr(3.)166 b(CALLING)36
b(SEQUENCE)i(F)-5 b(OR)37 b(GENERA)-14 b(TION)37 b(AND)f(USA)-5
b(GE)37 b(OF)g(THE)f(TESTS)i(CLASSES)900 7078 y Fo(Here)58
b(w)-5 b(e)59 b(describ)5 b(e)59 b(ho)-5 b(w)59 b(to)f(generate)g(and)i
(use)f(classes)h(of)e(non-di\013eren)-5 b(tiable)60 b(\(ND-t)-5
b(yp)5 b(e\),)900 7277 y(di\013eren)-5 b(tiable)65 b(\(D-t)-5
b(yp)5 b(e\),)67 b(and)e(t)-5 b(wice)65 b(con)-5 b(tin)g(uously)67
b(di\013eren)-5 b(tiable)65 b(\(D2-t)-5 b(yp)5 b(e\))64
b(test)g(func-)900 7477 y(tions.)144 b(Again,)84 b(w)-5
b(e)79 b(concen)-5 b(trate)78 b(on)g(the)h(D-t)-5 b(yp)5
b(e)78 b(functions.)143 b(The)79 b(op)5 b(erations)79
b(for)f(the)900 7676 y(remaining)56 b(t)-5 b(w)g(o)56
b(t)-5 b(yp)5 b(es)55 b(are)g(analogous.)1066 7875 y(T)-14
b(o)55 b(utilize)h(the)f(GKLS-generator)g(the)g(user)h(m)-5
b(ust)57 b(p)5 b(erform)55 b(the)g(follo)-5 b(wing)56
b(steps:)900 8149 y Fp(Step)64 b(1.)83 b Fo(Input)56
b(of)f(the)g(parameters)h(de\014ning)g(a)f(sp)5 b(eci\014c)56
b(test)e(class.)900 8376 y Fp(Step)64 b(2.)83 b Fo(Generating)56
b(a)f(sp)5 b(eci\014c)55 b(test)g(function)h(of)f(the)g(de\014ned)h
(test)e(class.)900 8602 y Fp(Step)64 b(3.)83 b Fo(Ev)-9
b(aluation)80 b(of)h(the)f(generated)g(test)g(function)g(and,)88
b(if)80 b(necessary)-14 b(,)88 b(its)80 b(partial)1066
8801 y(deriv)-9 b(ativ)k(es.)900 9028 y Fp(Step)64 b(4.)83
b Fo(Memory)56 b(deallo)5 b(cating.)900 9302 y(Let)54
b(us)j(consider)f(these)f(steps)h(in)g(turn.)900 9622
y Fr(3.1)166 b(Input)55 b(of)g(the)g(pa)-5 b(rameters)53
b(de\014ning)i(a)g(sp)5 b(eci\014c)55 b(test)f(class)900
9887 y Fo(This)48 b(step)f(is)h(sub)5 b(divided)48 b(in)-5
b(to:)70 b(\(1\))46 b(de\014ning)i(the)f(parameters)h(of)e(the)h(test)g
(class,)i(\(2\))e(de\014n-)900 10087 y(ing)56 b(the)f(admissible)i
(region)f(\012,)f(and)h(\(3\))e(c)-5 b(hec)g(king)56
b(\(if)f(necessary\).)p eop
%%Page: 2 3
2 2 bop 900 499 a Fl(2)282 b Fj(\001)316 b Fl(M.)51 b(Gaviano,)g(D.)g
(E.)g(Kvasov,)f(D.)h(Lera,)g(and)h(Y)-13 b(a.)50 b(D.)h(Sergey)l(ev)
1066 931 y Fo(3.1.1)170 b Fi(De\014ning)50 b(the)f(p)-8
b(ar)g(ameters)47 b(of)h(the)h(test)g(class.)83 b Fo(The)43
b(parameters)h(to)f(b)5 b(e)43 b(de\014ned)g(b)-5 b(y)900
1130 y(the)47 b(user)i(determine)f(a)g(sp)5 b(eci\014c)48
b(class)g(\(of)g(the)f(ND-,)i(D-)f(or)g(D2-t)-5 b(yp)5
b(e\))47 b(of)h(100)g(test)f(functions)900 1329 y(\(a)f(sp)5
b(eci\014c)46 b(function)g(is)h(retriev)-5 b(ed)46 b(b)-5
b(y)46 b(its)h(n)-5 b(um)g(b)5 b(er\).)71 b(There)46
b(are)g(the)g(follo)-5 b(wing)47 b(parameters:)900 1624
y Fi(GKLS)p 1363 1624 51 7 v 62 w(dim)82 b Fo({)73 b(\()p
Fp(unsigned)83 b(in)-5 b(t)p Fo(\))72 b(dimension)j Fh(N)91
b Fo(\(from)73 b(\(1\)\))f(of)g(test)h(functions;)82
b Fh(N)94 b Fg(\025)76 b Fo(2)1066 1824 y(\(since)54
b(m)-5 b(ultidimensional)56 b(problems)f(are)e(considered)h(in)g
(\(1\)\))f(and)h Fh(N)64 b(<)54 b Fo(NUM)p 6263 1824
50 7 v 59 w(RND)f(in)1066 2023 y Fp(rnd)p 1368 2023 58
7 v 69 w(gen.h)p Fo(;)66 b(this)e(v)-9 b(alue)62 b(is)h(limited)g(b)-5
b(y)63 b(the)g(p)5 b(o)-5 b(w)g(er)63 b(of)f Fp(unsigned)i(in)-5
b(t)o Fo(-represen)g(tation;)1066 2222 y(default)55 b
Fh(N)65 b Fo(=)46 b(2;)900 2454 y Fi(GKLS)p 1363 2454
51 7 v 62 w(num)p 1743 2454 V 61 w(minima)83 b Fo({)68
b(\()p Fp(unsigned)77 b(in)-5 b(t)p Fo(\))67 b(n)-5 b(um)g(b)5
b(er)69 b Fh(m)f Fo(\(from)g(\(4\)\))f(of)h(lo)5 b(cal)68
b(minima)h(in-)1066 2653 y(cluding)58 b(the)e(parab)5
b(oloid)58 b Fh(Z)69 b Fo(minim)-5 b(um)59 b(\(from)e(\(3\)\))f(and)h
(the)f(global)i(minim)-5 b(um;)60 b Fh(m)49 b Fg(\025)f
Fo(2;)1066 2852 y(the)74 b(upp)5 b(er)75 b(b)5 b(ound)75
b(of)f(this)g(parameter)h(is)g(limited)f(b)-5 b(y)75
b(the)f(p)5 b(o)-5 b(w)g(er)75 b(of)f Fp(unsigned)63
b(in)-5 b(t)o Fo(-)1066 3051 y(represen)g(tation;)56
b(default)f Fh(m)46 b Fo(=)g(10;)900 3283 y Fi(GKLS)p
1363 3283 V 62 w(glob)-8 b(al)p 1823 3283 V 62 w(value)84
b Fo({)70 b(\()p Fp(double)p Fo(\))f(global)j(minim)-5
b(um)72 b(v)-9 b(alue)71 b Fh(f)5040 3223 y Fq(\003)5187
3283 y Fo(of)f Fh(f)18 b Fo(\()p Fh(x)p Fo(\);)77 b(condition)71
b(\(16\))1066 3482 y(m)-5 b(ust)62 b(b)5 b(e)60 b(satis\014ed;)65
b(the)60 b(default)h(v)-9 b(alue)60 b(is)h Fg(\000)p
Fo(1)p Fh(:)p Fo(0)g(\(de\014ned)g(in)g(the)g(\014le)g
Fp(gkls.h)f Fo(as)h(a)g(con-)1066 3681 y(stan)-5 b(t)56
b(GKLS)p 1952 3681 50 7 v 60 w(GLOBAL)p 2722 3681 V 59
w(MIN)p 3118 3681 V 59 w(V)-18 b(ALUE\);)900 3913 y Fi(GKLS)p
1363 3913 51 7 v 62 w(glob)-8 b(al)p 1823 3913 V 62 w(dist)83
b Fo({)67 b(\()p Fp(double)p Fo(\))f(distance)i Fh(r)3857
3853 y Fq(\003)4000 3913 y Fo(from)g(the)f(parab)5 b(oloid)68
b(v)-5 b(ertex)67 b Fh(T)90 b Fo(in)68 b(\(3\))f(to)1066
4112 y(the)47 b(global)h(minimizer)g Fh(x)2687 4052 y
Fq(\003)2809 4112 y Fg(2)e Fo(\012)h(of)g Fh(f)18 b Fo(\()p
Fh(x)p Fo(\);)50 b(condition)d(\(17\))g(m)-5 b(ust)48
b(b)5 b(e)47 b(satis\014ed;)k(the)c(default)1066 4311
y(v)-9 b(alue)55 b(is)2346 4604 y(GKLS)p 2811 4604 50
7 v 60 w(global)p 3304 4604 V 61 w(dist)3724 4510 y Ff(def)3751
4604 y Fo(=)217 b(min)4009 4712 y Ff(1)p Fq(\024)p Fe(j)7
b Fq(\024)p Fe(N)4490 4604 y Fg(j)p Fh(b)p Fo(\()p Fh(j)j
Fo(\))36 b Fg(\000)h Fh(a)p Fo(\()p Fh(j)10 b Fo(\))p
Fg(j)p Fh(=)28 b Fo(3)p Fh(;)1066 4986 y Fo(where)55
b(the)g(v)-5 b(ectors)55 b Fh(a)g Fo(and)h Fh(b)g Fo(determine)f(the)g
(admissible)j(region)d(\012)g(in)h(\(2\);)900 5217 y
Fi(GKLS)p 1363 5217 51 7 v 62 w(glob)-8 b(al)p 1823 5217
V 62 w(r)g(adius)82 b Fo({)c(\()p Fp(double)p Fo(\))f(radius)i
Fh(\032)3928 5157 y Fq(\003)4083 5217 y Fo(of)f(the)f(attraction)h
(region)g(of)g(the)g(global)1066 5416 y(minimizer)56
b Fh(x)1936 5356 y Fq(\003)2059 5416 y Fg(2)46 b Fo(\012)55
b(of)g Fh(f)18 b Fo(\()p Fh(x)p Fo(\);)55 b(condition)g(\(18\))g(m)-5
b(ust)56 b(b)5 b(e)55 b(satis\014ed;)i(the)e(default)g(v)-9
b(alue)55 b(is)2258 5763 y(GKLS)p 2723 5763 50 7 v 60
w(global)p 3216 5763 V 61 w(radius)3812 5669 y Ff(def)3839
5763 y Fo(=)217 b(min)4097 5871 y Ff(1)p Fq(\024)p Fe(j)7
b Fq(\024)p Fe(N)4577 5763 y Fg(j)p Fh(b)p Fo(\()p Fh(j)j
Fo(\))37 b Fg(\000)g Fh(a)p Fo(\()p Fh(j)10 b Fo(\))p
Fg(j)p Fh(=)28 b Fo(6)p Fh(:)900 6149 y Fo(The)55 b(user)g(ma)-5
b(y)56 b(call)f(subroutine)h Fi(GKLS)p 3541 6149 51 7
v 61 w(set)p 3801 6149 V 62 w(default)p Fo(\(\))f(to)f(set)h(the)f
(default)h(v)-9 b(alues)55 b(of)g(these)900 6348 y(\014v)-5
b(e)55 b(v)-9 b(ariables.)1066 6647 y(3.1.2)170 b Fi(De\014ning)83
b(the)e(admissible)f(r)-8 b(e)g(gion.)83 b Fo(With)78
b Fh(N)97 b Fo(determined,)84 b(the)78 b(user)h(m)-5
b(ust)79 b(al-)900 6846 y(lo)5 b(cate)79 b(dynamic)h(arra)-5
b(ys)80 b Fi(GKLS)p 3089 6846 V 62 w(domain)p 3686 6846
V 60 w(left)h Fo(and)f Fi(GKLS)p 4851 6846 V 62 w(domain)p
5448 6846 V 61 w(right)g Fo(to)f(de\014ne)h(the)900 7045
y(b)5 b(oundary)56 b(of)f(the)g(h)-5 b(yp)5 b(errectangle)54
b(\012.)74 b(This)56 b(is)g(done)g(b)-5 b(y)56 b(calling)f(subroutine)
1066 7245 y Fp(in)-5 b(t)54 b Fi(GKLS)p 1812 7245 V 62
w(domain)p 2409 7245 V 61 w(al)8 b(lo)-8 b(c)56 b Fo(\(\);)900
7444 y(whic)-5 b(h)56 b(has)g(no)g(parameters)g(and)f(returns)h(the)f
(follo)-5 b(wing)56 b(error)f(co)5 b(des)56 b(de\014ned)g(in)f
Fp(gkls.h)p Fo(:)900 7739 y Fp(GKLS)p 1432 7739 58 7
v 68 w(OK)84 b Fo({)55 b(no)h(errors;)900 7970 y Fp(GKLS)p
1432 7970 V 68 w(DIM)p 1899 7970 V 70 w(ERR)-5 b(OR)85
b Fo({)39 b(the)f(problem)i(dimension)h(is)e(out)g(of)g(range;)45
b(it)39 b(m)-5 b(ust)40 b(b)5 b(e)38 b(greater)1066 8169
y(than)55 b(or)h(equal)f(to)g(2)g(and)h(less)g(than)g(NUM)p
3865 8169 50 7 v 59 w(RND)f(de\014ned)h(in)g Fp(rnd)p
5411 8169 58 7 v 68 w(gen.h)p Fo(;)900 8401 y Fp(GKLS)p
1432 8401 V 68 w(MEMOR)-16 b(Y)p 2401 8401 V 71 w(ERR)-5
b(OR)85 b Fo({)55 b(there)g(is)h(not)f(enough)h(memory)f(to)g(allo)5
b(cate.)1066 8696 y(The)71 b(same)h(subroutine)h(de\014nes)f(the)f
(admissible)i(region)f(\012.)121 b(The)72 b(default)f(v)-9
b(alue)71 b(\012)h(=)900 8895 y([)p Fg(\000)p Fo(1)p
Fh(;)28 b Fo(1])1361 8835 y Fe(N)1543 8895 y Fo(is)55
b(set)h(b)-5 b(y)55 b Fi(GKLS)p 2662 8895 51 7 v 62 w(set)p
2923 8895 V 62 w(default)p Fo(\(\))o(.)1066 9194 y(3.1.3)170
b Fi(Che)-8 b(cking.)84 b Fo(The)71 b(follo)-5 b(wing)73
b(subroutine)f(allo)-5 b(ws)73 b(the)e(user)h(to)f(c)-5
b(hec)g(k)72 b(v)-9 b(alidit)k(y)71 b(of)900 9393 y(the)55
b(input)h(parameters:)1066 9592 y Fp(in)-5 b(t)54 b Fi(GKLS)p
1812 9592 V 62 w(p)-8 b(ar)g(ameters)p 2664 9592 V 61
w(che)g(ck)56 b Fo(\(\).)900 9792 y(It)f(has)h(no)g(parameters)f(and)h
(returns)g(the)f(follo)-5 b(wing)56 b(error)f(co)5 b(des)56
b(\(see)f Fp(gkls.h)p Fo(\):)900 10087 y Fp(GKLS)p 1432
10087 58 7 v 68 w(OK)84 b Fo({)55 b(no)h(errors;)p eop
%%Page: 3 4
3 3 bop 2253 499 a Fl(GKLS-Generato)l(r)53 b(of)e(Classes)h(of)f(T)-13
b(est)52 b(F)l(unctions:)70 b Fk(User)53 b(Manual)317
b Fj(\001)283 b Fl(3)900 931 y Fp(GKLS)p 1432 931 58
7 v 68 w(DIM)p 1899 931 V 70 w(ERR)-5 b(OR)85 b Fo({)55
b(problem)h(dimension)h(error;)900 1156 y Fp(GKLS)p 1432
1156 V 68 w(NUM)p 1977 1156 V 70 w(MINIMA)p 2846 1156
V 71 w(ERR)-5 b(OR)84 b Fo({)55 b(n)-5 b(um)g(b)5 b(er)57
b(of)e(lo)5 b(cal)55 b(minima)i(error;)900 1380 y Fp(GKLS)p
1432 1380 V 68 w(BOUND)-5 b(AR)-16 b(Y)p 2631 1380 V
71 w(ERR)-5 b(OR)84 b Fo({)d(the)e(admissible)k(region)d(b)5
b(oundary)81 b(v)-5 b(ectors)80 b(are)1066 1580 y(ill-de\014ned;)900
1804 y Fp(GKLS)p 1432 1804 V 68 w(GLOBAL)p 2303 1804
V 70 w(MIN)p 2775 1804 V 70 w(V)-21 b(ALUE)p 3499 1804
V 69 w(ERR)-5 b(OR)84 b Fo({)64 b(the)g(global)h(minim)-5
b(um)66 b(v)-9 b(alue)64 b(is)h(not)1066 2004 y(less)71
b(than)f(the)g(parab)5 b(oloid)70 b(\(3\))f(minim)-5
b(um)73 b(v)-9 b(alue)69 b Fh(t)h Fo(de\014ned)h(in)f
Fp(gkls.h)g Fo(as)g(a)g(constan)-5 b(t)1066 2203 y(GKLS)p
1531 2203 50 7 v 60 w(P)-14 b(ARABOLOID)p 2729 2203 V
59 w(MIN;)900 2427 y Fp(GKLS)p 1432 2427 58 7 v 68 w(GLOBAL)p
2303 2427 V 70 w(DIST)p 2830 2427 V 69 w(ERR)-5 b(OR)84
b Fo({)56 b(the)f(parameter)g Fh(r)4963 2367 y Fq(\003)5094
2427 y Fo(do)5 b(es)56 b(not)f(satisfy)g(\(17\);)900
2652 y Fp(GKLS)p 1432 2652 V 68 w(GLOBAL)p 2303 2652
V 70 w(RADIUS)p 3131 2652 V 70 w(ERR)-5 b(OR)84 b Fo({)48
b(the)f(parameter)g Fh(\032)5247 2592 y Fq(\003)5371
2652 y Fo(do)5 b(es)48 b(not)g(satisfy)f(\(18\).)900
2969 y Fr(3.2)166 b(Generating)55 b(a)g(sp)5 b(eci\014c)54
b(test)h(function)g(of)g(the)g(de\014ned)f(test)h(class)900
3234 y Fo(After)70 b(a)h(sp)5 b(eci\014c)71 b(test)g(class)h(has)g(b)5
b(een)70 b(c)-5 b(hosen)73 b(\(i.e.,)h(the)d(input)h(parameters)f(ha)-5
b(v)g(e)72 b(b)5 b(een)900 3434 y(determined\))68 b(the)f(user)i(can)f
(generate)f(a)h(sp)5 b(eci\014c)68 b(function)g(that)g(b)5
b(elongs)68 b(to)g(the)g(c)-5 b(hosen)900 3633 y(class)56
b(of)f(100)h(test)f(functions.)74 b(This)56 b(is)g(done)g(b)-5
b(y)55 b(calling)h(subroutine)1066 3832 y Fp(in)-5 b(t)54
b Fi(GKLS)p 1812 3832 51 7 v 62 w(ar)-8 b(g)p 2097 3832
V 61 w(gener)g(ate)57 b Fo(\()p Fp(unsigned)63 b(in)-5
b(t)54 b Fi(nf)p Fo(\);)900 4031 y(where)900 4299 y Fi(nf)83
b Fo({)56 b(the)f(n)-5 b(um)g(b)5 b(er)56 b(of)f(a)h(function)f(from)h
(the)f(test)f(class)j(\(from)e(1)g(to)g(100\).)900 4567
y(This)48 b(subroutine)g(initializes)g(the)f(random)h(n)-5
b(um)g(b)5 b(er)48 b(generator,)h(c)-5 b(hec)g(ks)47
b(the)g(input)h(parame-)900 4766 y(ters,)c(allo)5 b(cates)40
b(dynamic)h(arra)-5 b(ys,)45 b(and)c(generates)f(a)h(test)f(function)h
(follo)-5 b(wing)41 b(the)g(pro)5 b(cedure)900 4965 y(of)53
b(Section)g(3)g(of)g(the)f Fi(p)-8 b(ap)g(er)p Fo(.)72
b(It)53 b(returns)g(an)h(error)f(co)5 b(de)52 b(that)h(can)g(b)5
b(e)52 b(the)h(same)h(as)f(for)g(sub-)900 5165 y(routines)j
Fi(GKLS)p 2001 5165 V 62 w(p)-8 b(ar)g(ameters)p 2853
5165 V 60 w(che)g(ck)p Fo(\(\))55 b(and)h Fi(GKLS)p 4255
5165 V 62 w(domain)p 4852 5165 V 61 w(al)8 b(lo)-8 b(c)p
Fo(\(\),)55 b(or)h(additionally:)900 5432 y Fp(GKLS)p
1432 5432 58 7 v 68 w(FUNC)p 2054 5432 V 70 w(NUMBER)p
3005 5432 V 69 w(ERR)-5 b(OR)85 b Fo({)42 b(the)g(n)-5
b(um)g(b)5 b(er)43 b(of)f(a)h(test)e(function)h(to)g(generate)1066
5632 y(exceeds)55 b(100)g(or)h(it)f(is)h(less)g(than)f(1.)1066
5900 y Fi(GKLS)p 1529 5900 51 7 v 62 w(ar)-8 b(g)p 1814
5900 V 61 w(gener)g(ate)p Fo(\(\))74 b(generates)f(the)g(list)h(of)f
(all)g(lo)5 b(cal)73 b(minima)i(and)f(the)f(list)h(of)f(the)900
6099 y(global)f(minima)g(as)g(parts)f(of)g(the)g(structures)g
Fi(GKLS)p 4444 6099 V 62 w(minima)g Fo(and)g Fi(GKLS)p
5920 6099 V 62 w(glob)p Fo(,)76 b(resp)5 b(ec-)900 6298
y(tiv)-5 b(ely)-14 b(.)72 b(The)52 b(\014rst)g(structure)f(gathers)h
(the)g(follo)-5 b(wing)52 b(information)g(ab)5 b(out)52
b(all)g(lo)5 b(cal)51 b(minima)900 6497 y(\(including)57
b(the)f(parab)5 b(oloid)57 b(minim)-5 b(um)59 b(and)e(the)f(global)g
(one\):)76 b(co)5 b(ordinates)56 b(of)g(lo)5 b(cal)56
b(min-)900 6697 y(imizers,)75 b(lo)5 b(cal)70 b(minima)h(v)-9
b(alues,)75 b(and)70 b(attraction)g(regions)h(radii.)119
b(The)70 b(second)h(structure)900 6896 y(con)-5 b(tains)69
b(information)f(ab)5 b(out)68 b(the)f(n)-5 b(um)g(b)5
b(er)70 b(of)d(global)i(minimizers)g(and)g(their)e(indices)i(in)900
7095 y(the)55 b(set)g(of)g(lo)5 b(cal)55 b(minimizers.)76
b(It)55 b(has)h(the)f(follo)-5 b(wing)56 b(\014elds:)900
7363 y Fi(num)p 1228 7363 V 61 w(glob)-8 b(al)p 1687
7363 V 62 w(minima)83 b Fo({)55 b(\()p Fp(unsigned)63
b(in)-5 b(t)p Fo(\))54 b(total)h(n)-5 b(um)g(b)5 b(er)57
b(of)e(global)h(minima;)900 7588 y Fi(gm)p 1122 7588
V 61 w(index)84 b Fo({)47 b(\()p Fp(unsigned)54 b(in)-5
b(t)53 b(*)p Fo(\))47 b(list)h(of)f(indices)h(of)f(generated)g
(minimizers,)j(whic)-5 b(h)48 b(are)f(the)1066 7787 y(global)h(ones)g
(\(elemen)-5 b(ts)48 b(0)f(to)g(\()p Fi(num)p 3363 7787
V 61 w(glob)-8 b(al)p 3822 7787 V 62 w(minima)21 b Fg(\000)g
Fo(1\))47 b(of)g(the)g(list\))h(and)g(the)f(lo)5 b(cal)47
b(ones)1066 7986 y(\(the)55 b(remaining)h(elemen)-5 b(ts)56
b(of)f(the)g(list\).)900 8254 y(The)g(elemen)-5 b(ts)56
b(of)f(the)g(list)g Fi(GKLS)p 3135 8254 V 62 w(glob)p
Fo(.)p Fi(gm)p 3734 8254 V 62 w(index)h Fo(are)f(indices)h(to)f(a)g(sp)
5 b(eci\014c)55 b(minimizer)h(in)900 8453 y(the)f(\014rst)h(structure)f
Fi(GKLS)p 2704 8453 V 62 w(minima)g Fo(c)-5 b(haracterized)55
b(b)-5 b(y)55 b(the)g(follo)-5 b(wing)56 b(\014elds:)900
8721 y Fi(lo)-8 b(c)g(al)p 1224 8721 V 61 w(min)83 b
Fo({)56 b(\()p Fp(double)62 b(**)p Fo(\))56 b(list)g(of)f(lo)5
b(cal)55 b(minimizers)i(co)5 b(ordinates;)932 8946 y
Fi(f)83 b Fo({)55 b(\()p Fp(double)63 b(*)p Fo(\))55
b(list)h(of)f(lo)5 b(cal)55 b(minima)i(v)-9 b(alues;)900
9170 y Fi(rho)83 b Fo({)55 b(\()p Fp(double)63 b(*)p
Fo(\))55 b(list)h(of)f(attraction)f(regions)i(radii;)900
9395 y Fi(p)-8 b(e)g(ak)83 b Fo({)55 b(\()p Fp(double)62
b(*)p Fo(\))56 b(list)f(of)h(parameters)f Fh(\015)3737
9420 y Fe(i)3848 9395 y Fo(v)-9 b(alues)55 b(from)h(\(10\);)900
9620 y Fi(w)p 1020 9620 V 61 w(rho)83 b Fo({)56 b(\()p
Fp(double)62 b(*)p Fo(\))55 b(list)h(of)f(parameters)h
Fh(w)3876 9645 y Fe(i)3986 9620 y Fo(v)-9 b(alues)56
b(from)f(\(23\).)900 9887 y(The)68 b(\014elds)h(of)e(these)h
(structures)h(can)f(b)5 b(e)67 b(useful)i(if)f(one)g(needs)g(to)g
(study)g(prop)5 b(erties)68 b(of)g(a)900 10087 y(sp)5
b(eci\014c)55 b(generated)g(test)g(function)g(more)h(deeply)-14
b(.)p eop
%%Page: 4 5
4 4 bop 900 499 a Fl(4)282 b Fj(\001)316 b Fl(M.)51 b(Gaviano,)g(D.)g
(E.)g(Kvasov,)f(D.)h(Lera,)g(and)h(Y)-13 b(a.)50 b(D.)h(Sergey)l(ev)900
931 y Fr(3.3)166 b(Evaluation)56 b(of)f(a)g(generated)f(test)h
(function)f(o)-5 b(r)56 b(its)g(pa)-5 b(rtial)56 b(derivatives)900
1197 y Fo(While)45 b(there)f(exists)g(a)h(structure)g
Fi(GKLS)p 3528 1197 51 7 v 61 w(minima)g Fo(of)f(lo)5
b(cal)44 b(minima,)k(the)d(user)g(can)g(ev)-9 b(aluate)900
1397 y(a)64 b(test)g(function)g(\(or)g(partial)g(deriv)-9
b(ativ)k(es)64 b(of)g(D-)g(and)h(D2-t)-5 b(yp)5 b(e)63
b(functions\))h(that)g(is)h(deter-)900 1596 y(mined)56
b(b)-5 b(y)55 b(its)g(n)-5 b(um)g(b)5 b(er)56 b(\(a)e(parameter)h(to)f
(the)h(subroutine)h Fi(GKLS)p 5232 1596 V 61 w(ar)-8
b(g)p 5516 1596 V 61 w(gener)g(ate)p Fo(\(\)\))55 b(within)900
1795 y(the)68 b(c)-5 b(hosen)70 b(test)e(class.)115 b(If)68
b(the)h(user)g(wishes)h(to)e(ev)-9 b(aluate)68 b(another)g(function)h
(within)g(the)900 1994 y(same)48 b(class)g(he)g(should)g(deallo)5
b(cate)47 b(dynamic)h(arra)-5 b(ys)47 b(\(see)g(the)g(next)g
(subsection\))h(and)g(recall)900 2194 y(the)f(generator)g
Fi(GKLS)p 2372 2194 V 62 w(ar)-8 b(g)p 2657 2194 V 61
w(gener)g(ate)p Fo(\(\))48 b(\(passing)h(it)e(the)h(corresp)5
b(onding)48 b(function)g(n)-5 b(um)g(b)5 b(er\))900 2393
y(without)46 b(resetting)g(the)g(input)g(class)i(parameters)e(\(see)g
(subsection)h(3.1\).)71 b(If)46 b(the)g(user)h(wishes)900
2592 y(to)55 b(c)-5 b(hange)55 b(the)g(test)g(class)h(prop)5
b(erties)55 b(he)g(should)i(reset)e(also)h(the)e(input)i(class)g
(parameters.)1066 2792 y(Ev)-9 b(aluation)55 b(of)g(an)h(ND-t)-5
b(yp)5 b(e)54 b(function)i(is)g(done)f(b)-5 b(y)56 b(calling)g
(subroutine)1066 2992 y Fp(double)f Fi(GKLS)p 2139 2992
V 61 w(ND)p 2448 2992 V 62 w(func)h Fo(\()p Fi(x)p Fo(\).)900
3191 y(Ev)-9 b(aluation)55 b(of)g(a)h(D-t)-5 b(yp)5 b(e)54
b(function)i(is)g(done)f(b)-5 b(y)56 b(calling)g(subroutine)1066
3391 y Fp(double)f Fi(GKLS)p 2139 3391 V 61 w(D)p 2325
3391 V 62 w(func)h Fo(\()p Fi(x)p Fo(\).)900 3590 y(Ev)-9
b(aluation)55 b(of)g(a)h(D2-t)-5 b(yp)5 b(e)54 b(function)i(is)g(done)f
(b)-5 b(y)56 b(calling)g(subroutine)1066 3790 y Fp(double)f
Fi(GKLS)p 2139 3790 V 61 w(D2)p 2410 3790 V 62 w(func)h
Fo(\()p Fi(x)p Fo(\).)900 3990 y(All)f(these)g(subroutines)i(ha)-5
b(v)g(e)56 b(only)f(one)h(input)g(parameter)906 4309
y Fi(x)83 b Fo({)55 b(\()p Fp(double)63 b(*)p Fo(\))55
b(a)h(p)5 b(oin)-5 b(t)55 b Fh(x)46 b Fg(2)g Fd(R)3083
4249 y Fe(N)3273 4309 y Fo(where)55 b(the)g(function)h(m)-5
b(ust)56 b(b)5 b(e)55 b(ev)-9 b(aluated.)900 4622 y(All)47
b(the)g(subroutines)j(return)d(a)h(test)f(function)g(v)-9
b(alue)47 b(corresp)5 b(onding)49 b(to)e(the)g(p)5 b(oin)-5
b(t)48 b Fh(x)p Fo(.)71 b(They)900 4821 y(return)f(the)f(v)-9
b(alue)70 b(GKLS)p 2632 4821 50 7 v 60 w(MAX)p 3094 4821
V 59 w(V)-18 b(ALUE)68 b(\(de\014ned)i(in)g Fp(gkls.h)p
Fo(\))f(in)i(t)-5 b(w)g(o)70 b(cases:)104 b(\(a\))69
b(v)-5 b(ec-)900 5021 y(tor)58 b Fh(x)g Fo(do)5 b(es)58
b(not)g(b)5 b(elong)58 b(to)g(the)f(admissible)j(region)f(\012)f(and)g
(\(b\))g(the)f(user)i(tries)f(to)g(call)g(the)900 5220
y(subroutines)f(without)e(generating)g(a)h(test)e(function.)1066
5420 y(The)60 b(follo)-5 b(wing)60 b(subroutines)i(are)e(pro)-5
b(vided)60 b(for)g(calculating)g(the)f(partial)h(deriv)-9
b(ativ)k(es)60 b(of)900 5619 y(the)55 b(test)g(functions)h(\(see)f(App)
5 b(endix)55 b(in)g(the)g Fi(p)-8 b(ap)g(er)p Fo(\).)1066
5819 y(Ev)f(aluation)58 b(of)g(the)f(\014rst)i(order)f(partial)g(deriv)
-9 b(ativ)k(e)57 b(of)h(the)f(D-t)-5 b(yp)5 b(e)58 b(test)f(functions)i
(with)900 6018 y(resp)5 b(ect)51 b(to)h(the)f(v)-9 b(ariable)52
b Fh(x)2662 6043 y Fe(j)2783 6018 y Fo(\(see)g(\(A.1\){\(A.2\))e(in)i
(App)5 b(endix\))51 b(is)h(done)h(b)-5 b(y)52 b(calling)g(subrou-)900
6217 y(tine)1066 6417 y Fp(double)j Fi(GKLS)p 2139 6417
51 7 v 61 w(D)p 2325 6417 V 62 w(deriv)h Fo(\()p Fi(j)p
Fo(,)f Fi(x)p Fo(\).)900 6617 y(Ev)-9 b(aluation)65 b(of)f(the)h
(\014rst)g(order)g(partial)g(deriv)-9 b(ativ)k(e)64 b(of)h(the)g(D2-t)
-5 b(yp)5 b(e)64 b(test)g(functions)i(with)900 6816 y(resp)5
b(ect)51 b(to)h(the)f(v)-9 b(ariable)52 b Fh(x)2662 6841
y Fe(j)2783 6816 y Fo(\(see)g(\(A.3\){\(A.4\))e(in)i(App)5
b(endix\))51 b(is)h(done)h(b)-5 b(y)52 b(calling)g(subrou-)900
7015 y(tine)1066 7215 y Fp(double)j Fi(GKLS)p 2139 7215
V 61 w(D2)p 2410 7215 V 62 w(deriv1)h Fo(\()p Fi(j)p
Fo(,)e Fi(x)p Fo(\).)900 7414 y(Ev)-9 b(aluation)49 b(of)f(the)h
(second)g(order)g(partial)g(deriv)-9 b(ativ)k(e)48 b(of)g(the)h(D2-t)-5
b(yp)5 b(e)48 b(test)g(functions)i(with)900 7614 y(resp)5
b(ect)62 b(to)h(the)f(v)-9 b(ariables)63 b Fh(x)2771
7639 y Fe(j)2904 7614 y Fo(and)g Fh(x)3329 7639 y Fe(k)3473
7614 y Fo(\(see)g(in)g(App)5 b(endix)62 b(the)h(form)-5
b(ulae)63 b(\(A.5\){\(A.6\))e(for)900 7813 y(the)55 b(case)g
Fh(j)h Fg(6)p Fo(=)47 b Fh(k)61 b Fo(and)56 b(\(A.7\){\(A.8\))d(for)i
(the)g(case)g Fh(j)h Fo(=)46 b Fh(k)5 b Fo(\))56 b(is)g(done)g(b)-5
b(y)55 b(calling)h(subroutine)1066 8013 y Fp(double)f
Fi(GKLS)p 2139 8013 V 61 w(D2)p 2410 8013 V 62 w(deriv2)h
Fo(\()p Fi(j)p Fo(,)e Fi(k)p Fo(,)i Fi(x)p Fo(\).)900
8212 y(Input)g(parameters)f(for)h(these)f(three)g(subroutines)h(are:)
900 8532 y Fi(j,)j(k)84 b Fo({)50 b(\()p Fp(unsigned)57
b(in)-5 b(t)p Fo(\))49 b(indices)j(of)e(the)g(v)-9 b(ariables)51
b(\(that)e(m)-5 b(ust)51 b(b)5 b(e)51 b(in)f(the)g(range)h(from)g(1)f
(to)1066 8731 y Fi(GKLS)p 1529 8731 V 62 w(dim)p Fo(\))k(with)h(resp)5
b(ect)55 b(to)g(whic)-5 b(h)56 b(the)f(partial)h(deriv)-9
b(ativ)k(e)54 b(is)i(ev)-9 b(aluated;)906 8977 y Fi(x)83
b Fo({)55 b(\()p Fp(double)63 b(*)p Fo(\))55 b(a)h(p)5
b(oin)-5 b(t)55 b Fh(x)46 b Fg(2)g Fd(R)3083 8916 y Fe(N)3273
8977 y Fo(where)55 b(the)g(deriv)-9 b(ativ)k(e)55 b(m)-5
b(ust)56 b(b)5 b(e)55 b(ev)-9 b(aluated.)900 9290 y(All)46
b(subroutines)i(return)e(the)g(v)-9 b(alue)46 b(of)g(a)g(sp)5
b(eci\014c)47 b(partial)f(deriv)-9 b(ativ)k(e)46 b(corresp)5
b(onding)47 b(to)f(the)900 9489 y(p)5 b(oin)-5 b(t)70
b Fh(x)g Fo(and)h(to)e(the)h(giv)-5 b(en)70 b(direction.)118
b(They)70 b(return)g(the)g(v)-9 b(alue)69 b(GKLS)p 5794
9489 50 7 v 61 w(MAX)p 6257 9489 V 59 w(V)-18 b(ALUE)900
9688 y(\(de\014ned)71 b(in)h Fp(gkls.h)p Fo(\))e(in)i(three)e(cases:)
106 b(\(a\))70 b(index)i(\()p Fh(j)80 b Fo(or)71 b Fh(k)5
b Fo(\))72 b(of)e(a)i(v)-9 b(ariable)70 b(is)i(out)f(of)g(the)900
9887 y(range)61 b([1,)p Fi(GKLS)p 1996 9887 51 7 v 62
w(dim)p Fo(];)i(\(b\))d(v)-5 b(ector)60 b Fh(x)g Fo(do)5
b(es)61 b(not)g(b)5 b(elong)60 b(to)h(the)f(admissible)i(region)f
(\012;)j(\(c\))900 10087 y(the)55 b(user)h(tries)f(to)g(call)h(the)f
(subroutines)h(without)g(generating)f(a)g(test)g(function.)p
eop
%%Page: 5 6
5 5 bop 2253 499 a Fl(GKLS-Generato)l(r)53 b(of)e(Classes)h(of)f(T)-13
b(est)52 b(F)l(unctions:)70 b Fk(User)53 b(Manual)317
b Fj(\001)283 b Fl(5)1066 931 y Fo(Subroutines)70 b(for)e(calculating)g
(the)g(gradien)-5 b(ts)69 b(of)f(the)g(D-)h(and)g(D2-t)-5
b(yp)5 b(e)67 b(test)h(functions)900 1130 y(and)76 b(for)e(calculating)
i(the)e(Hessian)i(matrix)f(of)g(the)f(D2-t)-5 b(yp)5
b(e)75 b(test)f(functions)i(at)e(a)h(giv)-5 b(en)900
1329 y(feasible)56 b(p)5 b(oin)-5 b(t)55 b(are)g(also)h(pro)-5
b(vided.)75 b(These)56 b(are)1066 1529 y Fp(in)-5 b(t)54
b Fi(GKLS)p 1812 1529 51 7 v 62 w(D)p 1999 1529 V 62
w(gr)-8 b(adient)55 b Fo(\()p Fi(x)p Fo(,)h Fi(g)p Fo(\),)1066
1927 y Fp(in)-5 b(t)54 b Fi(GKLS)p 1812 1927 V 62 w(D2)p
2084 1927 V 62 w(gr)-8 b(adient)55 b Fo(\()p Fi(x)p Fo(,)g
Fi(g)p Fo(\),)1066 2326 y Fp(in)-5 b(t)54 b Fi(GKLS)p
1812 2326 V 62 w(D2)p 2084 2326 V 62 w(hessian)h Fo(\()p
Fi(x)p Fo(,)g Fi(h)p Fo(\).)900 2525 y(Here)906 2824
y Fi(x)83 b Fo({)71 b(\()p Fp(double)80 b(*)p Fo(\))71
b(a)g(p)5 b(oin)-5 b(t)71 b Fh(x)h Fg(2)g Fd(R)3215 2764
y Fe(N)3420 2824 y Fo(where)f(the)g(gradien)-5 b(t)71
b(or)g(Hessian)g(matrix)g(m)-5 b(ust)72 b(b)5 b(e)1066
3023 y(ev)-9 b(aluated;)907 3256 y Fi(g)83 b Fo({)55
b(\()p Fp(double)63 b(*)p Fo(\))55 b(a)h(p)5 b(oin)-5
b(ter)55 b(to)g(the)g(gradien)-5 b(t)56 b(v)-5 b(ector)54
b(calculated)h(at)g Fi(x)p Fo(;)900 3488 y Fi(h)83 b
Fo({)55 b(\()p Fp(double)63 b(**)p Fo(\))56 b(a)f(p)5
b(oin)-5 b(ter)55 b(to)g(the)g(Hessian)h(matrix)f(calculated)h(at)f
Fi(x)p Fo(.)900 3787 y(Note)c(that)g(b)5 b(efore)51 b(calling)h(these)g
(subroutines)h(the)f(user)g(m)-5 b(ust)53 b(allo)5 b(cate)51
b(dynamic)h(memory)900 3986 y(for)64 b(the)g(gradien)-5
b(t)64 b(v)-5 b(ector)63 b Fi(g)i Fo(or)f(the)g(Hessian)h(matrix)e
Fi(h)h Fo(and)h(pass)g(the)f(p)5 b(oin)-5 b(ters)65 b
Fi(g)f Fo(or)g Fi(h)g Fo(as)900 4185 y(parameters)56
b(of)f(the)g(subroutines.)1066 4385 y(These)46 b(subroutines)h(call)e
(the)g(subroutines)i(describ)5 b(ed)45 b(ab)5 b(o)-5
b(v)g(e)46 b(for)f(calculating)g(the)g(partial)900 4584
y(deriv)-9 b(ativ)k(es)79 b(and)i(return)e(an)h(error)g(co)5
b(de)79 b(\()p Fp(GKLS)p 4322 4584 58 7 v 68 w(DERIV)p
5020 4584 V 70 w(EV)-21 b(AL)p 5597 4584 V 70 w(ERR)-5
b(OR)81 b Fo(in)f(the)900 4783 y(case)53 b(of)h(an)f(error)h(during)g
(ev)-9 b(aluation)53 b(of)g(a)g(particular)h(comp)5 b(onen)-5
b(t)54 b(of)f(the)g(gradien)-5 b(t)54 b(or)f(the)900
4982 y(Hessian)j(matrix,)f(or)h Fp(GKLS)p 2828 4982 V
68 w(OK)g Fo(if)f(there)g(are)g(no)g(errors\).)900 5315
y Fr(3.4)166 b(Memo)-5 b(ry)54 b(deallo)5 b(cating)900
5580 y Fo(When)41 b(the)f(user)h(concludes)h(his)f(w)-5
b(ork)41 b(with)g(a)g(test)f(function)g(he)h(should)h(deallo)5
b(cate)40 b(dynamic)900 5779 y(arra)-5 b(ys)56 b(allo)5
b(cated)55 b(b)-5 b(y)55 b(the)g(generator.)74 b(This)56
b(is)g(done)f(b)-5 b(y)56 b(calling)g(subroutine)1066
5979 y Fp(v)-5 b(oid)54 b Fi(GKLS)p 1934 5979 51 7 v
62 w(fr)-8 b(e)g(e)55 b Fo(\()p Fp(v)-5 b(oid)p Fo(\);)900
6178 y(with)55 b(no)h(parameters.)1066 6377 y(When)c(the)g(user)h
(abandons)g(the)f(test)g(class)h(he)f(should)i(deallo)5
b(cate)51 b(dynamic)h(b)5 b(oundaries)900 6576 y(v)-5
b(ectors)55 b Fi(GKLS)p 1927 6576 V 62 w(domain)p 2524
6576 V 61 w(left)h Fo(and)g Fi(GKLS)p 3641 6576 V 61
w(domain)p 4237 6576 V 61 w(right)g Fo(b)-5 b(y)55 b(calling)h
(subroutine)1066 6776 y Fp(v)-5 b(oid)54 b Fi(GKLS)p
1934 6776 V 62 w(domain)p 2531 6776 V 61 w(fr)-8 b(e)g(e)55
b Fo(\()p Fp(v)-5 b(oid)p Fo(\);)900 6975 y(again)56
b(with)f(no)h(parameters.)1066 7174 y(It)43 b(should)i(b)5
b(e)43 b(\014nally)h(highligh)-5 b(ted)44 b(that)f(if)g(the)g(user,)k
(after)42 b(deallo)5 b(cating)43 b(memory)-14 b(,)47
b(wishes)900 7373 y(to)82 b(return)h(to)g(the)f(same)i(class,)91
b(generation)82 b(of)h(the)g(class)g(with)g(the)g(same)g(parameters)900
7573 y(pro)5 b(duces)56 b(the)f(same)h(100)f(test)g(functions.)1066
7772 y(An)50 b(example)h(of)g(the)f(generation)g(and)h(use)h(of)e(some)
h(of)g(the)f(test)g(classes)i(can)f(b)5 b(e)50 b(found)h(in)900
7971 y(the)k(\014le)g Fp(example.c)p Fo(.)900 8303 y
Fc(REFERENCES)920 8536 y Fb(Ga)-12 b(viano,)56 b(M.)p
Fa(,)e Fb(Kv)-12 b(aso)m(v,)55 b(D.)f(E.)p Fa(,)f Fb(Lera,)g(D.)p
Fa(,)h Fb(and)g(Ser)m(geyev,)h(Y.)e(D.)h Fa(2003.)74
b(Gener)-7 b(ation)53 b(of)g(classes)h(of)1066 8702 y(test)e(functions)
e(with)h(known)f(lo)-7 b(c)g(al)51 b(minima.)65 b Fm(A)l(CM)48
b(T)-12 b(rans.)47 b(Math.)g(Soft.)k(V,)g Fa(N,)g(PP{PP.)920
8884 y Fb(Knuth,)56 b(D.)f Fa(1997.)78 b Fm(The)51 b(Art)f(of)h
(Computer)f(Programming,)e(V)-12 b(ol.)50 b(2:)h(Semin)l(umerical)d
(Algorithms)p Fa(,)j(thir)-7 b(d)1066 9051 y(e)g(d.)66
b(A)-7 b(ddison-Wesley,)50 b(R)-7 b(e)g(ading,)49 b(Massachusetts.)920
9233 y Fb(Knuth,)j(D.)f Fa(2002.)67 b(Home)50 b(p)-7
b(age)49 b(at:)i(http://sunburn.stanfor)-7 b(d.e)g(du/)16
b Fm(~)d Fa(knuth/.)p eop
%%Trailer
end
userdict /end-hook known{end-hook}if
%%EOF
SHAR_EOF
fi # end of overwriting check
if test -f 'UserManual.tex'
then
	echo shar: will not over-write existing file "'UserManual.tex'"
else
cat << "SHAR_EOF" > 'UserManual.tex'
\documentclass[acmtoms]{acmtrans2m}

\usepackage{psfig}
\usepackage{amssymb} % used for R in Real numbers

% \acmVolume{}
% \acmNumber{}
% \acmYear{}
% \acmMonth{}

\renewcommand{\thefootnote}{\fnsymbol{footnote}}
\renewcommand{\footnoterule}{\hrule}
\renewcommand{\firstfoot}{}
\renewcommand{\runningfoot}{\em}

\begin{document}

\markboth{M.~Gaviano, D.~E.~Kvasov, D.~Lera, and
Ya.~D.~Sergeyev}{GKLS-Generator of Classes of Test Functions: {\it
User Manual}}

\title{GKLS-Generator of Classes of Test Functions\\
with Known Local and Global Minima\\for Global Optimization:\\
USER MANUAL}

\author{MARCO GAVIANO \\ Universit\`{a} di Cagliari, Italy
 \\ DMITRI E. KVASOV \\ Universit\`{a} di Roma ``La Sapienza'',
 Italy, and University of Nizhni Novgorod, Russia
 \\ DANIELA LERA \\ Universit\`{a} di Cagliari, Italy
 \and YAROSLAV D. SERGEYEV\footnote{Corresponding author, e-mail:
 yaro@si.deis.unical.it \newline
 Authors' addresses: M.~Gaviano and D.~Lera, Dipartimento
 di Matematica, Universit\`{a} di Cagliari, Via Ospedale, 72, 09100
 Cagliari -- Italy; D.E.~Kvasov and Ya.D.~Sergeyev, DEIS,
 Universit\`a della Calabria, Via P.Bucci, Cubo 41C, 87036 Rende
 (CS) -- Italy. \newline
 This work has been partially supported by the following projects:
 FIRB RBAU01JYPN, FIRB RBNE01WBBB, and RFBR 01-01-00587.}
 \\ Universit\`{a} della Calabria, Italy,
and University of Nizhni Novgorod, Russia}

\maketitle

\setcounter{page}{0}

\vspace{4mm} \tableofcontents
\newpage

\section{Introduction} \label{sectionIntro}

This {\it User Manual} describes an implementation of the
GKLS-generator. First, the general structure of the package is
presented, then instructions for using the test classes generator
are described. The {\it User Manual} is strongly connected to the
paper~\citeN{Gaviano:et:al.(2003)} (called hereafter {\it paper}).
Particularly, any formulae referenced in the {\it User Manual} are
to be found in the {\it paper}. In the {\it paper}, the user can
find an example of a generated test function also.


\section{Structure of the package} \label{sectionStructure}

The GKLS-generator package has been written in ANSI Standard C and
successfully tested on Windows and UNIX platforms. Our
implementation follows the procedure described in Section~3 of the
{\it paper}.

The package implementing the generator includes the following
files:
 \begin{itemize}
  \item[\bf gkls.c] -- the main file;
  \item[\bf gkls.h] -- the header file that users should include in
  their application projects in order to call subroutines from
  the file {\bf gkls.c};
  \item[\bf rnd\_gen.c] -- the file containing the uniform random number
  generator proposed in Knuth~[\citeyearNP{Knuth(1997)};
  \citeyearNP{Knuth:HomePage}];
  \item[\bf rnd\_gen.h] -- the header file for linkage to the file {\bf
  rnd\_gen.c};
  \item[\bf example.c] -- an example of the GKLS-generator usage;
  \item[\bf Makefile] -- an example of a UNIX makefile provided to
  UNIX users for a simple compilation and linkage of separate files
  of the application project.
 \end{itemize}

For implementation details the user can consult the C codes. Note
that the random number generator in {\bf rnd\_gen.c} uses the
logical-and operation `\&' for efficiency, so it is not strictly
portable unless the computer uses two's complement representation
for integer. It does not limit portability of the package because
almost all modern computers are based on two's complement
arithmetic.

\section{Calling sequence for generation and usage of the tests
classes} \label{sectionInstructions}

Here we describe how to generate and use classes of
non-differentiable (ND-type), differentiable (D-type), and twice
continuously differentiable (D2-type) test functions. Again, we
concentrate on the D-type functions. The operations for the
remaining two types are analogous.

To utilize the GKLS-generator the user must perform the following
steps:
\begin{itemize}
 \item[\bf Step 1.] Input of the parameters defining a specific test class.
 \item[\bf Step 2.] Generating a specific test function of the defined test
 class.
 \item[\bf Step 3.] Evaluation of the generated test function and, if
 necessary, its partial derivatives.
 \item[\bf Step 4.] Memory deallocating.
\end{itemize}
Let us consider these steps in turn.

\subsection{Input of the parameters defining a specific test class}
\label{sectionInput}

This step is subdivided into: (1)~defining the parameters of the
test class, (2)~defining the admissible region $\Omega$, and
(3)~checking (if necessary).

\subsubsection{Defining the parameters of the test class}
The parameters to be defined by the user determine a specific
class (of the ND-, D- or D2-type) of 100 test functions (a
specific function is retrieved by its number). There are the
following parameters:
 \begin{itemize}
  \item[{\it GKLS\_dim}] -- ({\bf unsigned int}) dimension $N$
  (from~(1)) of test functions; $N \geq 2$ (since
  multidimensional problems are considered in~(1)) and
  $N<$ NUM\_RND in {\bf rnd\_gen.h}; this value is limited by the
  power of \mbox{{\bf unsigned int}}-representation; default
  $N=2$;
  \item[{\it GKLS\_num\_minima}] -- ({\bf unsigned int}) number $m$
  (from~(4)) of local minima including the paraboloid $Z$
  minimum (from~(3)) and the global minimum; $m \geq 2$; the
  upper bound of this parameter is limited by the power of
  \mbox{{\bf unsigned int}}-representation;
  default $m=10$;
  \item[{\it GKLS\_global\_value}] -- ({\bf double}) global minimum value $f^*$ of
  $f(x)$; condition~(16) must be satisfied; the default
  value is $-1.0$ (defined in the file {\bf gkls.h} as a constant~GKLS\_GLOBAL\_MIN\_VALUE);

  \item[{\it GKLS\_global\_dist}] -- ({\bf double}) distance $r^*$ from the paraboloid
  vertex $T$ in~(3) to the global minimizer $x^* \in \Omega$
  of $f(x)$; condition~(17) must be
  satisfied; the default value is
  $$
    {\rm GKLS\_global\_dist}\ \stackrel{\rm def}{=} \ \min_{1 \leq j
    \leq N} |  b(j) - a(j) |  /\, 3,
  $$
  where the vectors $a$ and $b$ determine the admissible region
  $\Omega$ in~(2);
  \item[{\it GKLS\_global\_radius}] -- ({\bf double}) radius $\rho ^*$ of the attraction
  region of the global
  minimizer $x^*\in \Omega$ of $f(x)$; condition~(18) must be
  satisfied; the default value is
  $$
    {\rm GKLS\_global\_radius}\ \stackrel{\rm def}{=} \ \min_{1 \leq
    j \leq N} |  b(j) - a(j) |  /\, 6.
  $$
 \end{itemize}
The user may call subroutine \mbox{{\it GKLS\_set\_default}()} to
set the default values of these five variables.

\subsubsection{Defining the admissible region} \label{sectionOmega}
With $N$ determined, the user must allocate dynamic arrays {\it
GKLS\_domain\_left} and {\it GKLS\_domain\_right} to define the
boundary of the hyperrectangle $\Omega$. This is done by calling
subroutine

{\bf int} {\it GKLS\_domain\_alloc} ();\\
which has no parameters and returns the following error codes
defined in~{\bf gkls.h}:
\begin{itemize}
 \item[\bf GKLS\_OK] -- no errors;
 \item[\bf GKLS\_DIM\_ERROR] -- the problem dimension is out of range;
 it must be greater than or equal to 2 and less than NUM\_RND defined
 in {\bf rnd\_gen.h};
 \item[\bf GKLS\_MEMORY\_ERROR] -- there is not enough memory to
 allocate.
\end{itemize}

The same subroutine defines the admissible region $\Omega$. The
default value $\Omega =[-1,1]^N$ is set by \mbox{{\it
GKLS\_set\_default}()}.

\subsubsection{Checking} \label{sectionChecking}
The following subroutine allows the user to check validity of the
input parameters:

{\bf int} {\it GKLS\_parameters\_check} ().\\
It has no parameters and returns the following error codes (see
{\bf gkls.h}):
 \begin{itemize}
  \item[\bf GKLS\_OK] -- no errors;
  \item[\bf GKLS\_DIM\_ERROR] -- problem dimension error;
  \item[\bf GKLS\_NUM\_MINIMA\_ERROR] -- number of local minima error;
  \item[\bf GKLS\_BOUNDARY\_ERROR] -- the admissible region boundary
  vectors are ill-defined;
  \item[\bf GKLS\_GLOBAL\_MIN\_VALUE\_ERROR] -- the global minimum
  value is not less than the paraboloid~(3) minimum value $t$
  defined in {\bf gkls.h} as a constant GKLS\_PARABOLOID\_MIN;
  \item[\bf GKLS\_GLOBAL\_DIST\_ERROR] -- the parameter $r^*$ does not
  satisfy~(17);
  \item[\bf GKLS\_GLOBAL\_RADIUS\_ERROR] -- the parameter $\rho^*$ does not
  satisfy~(18).
 \end{itemize}

\subsection{Generating a specific test function of the defined
test class} \label{sectionGenerating}

After a specific test class has been chosen (i.e., the input
parameters have been determined) the user can generate a specific
function that belongs to the chosen class of 100 test functions.
This is done by calling subroutine

{\bf int} {\it GKLS\_arg\_generate} ({\bf unsigned int} {\it nf}); \\
where
\begin{itemize}
 \item[\it nf] -- the number
 of a function from the test class (from~1~to~100).
\end{itemize}
This subroutine initializes the random number generator, checks
the input parameters, allocates dynamic arrays, and generates a
test function following the procedure of Section~3 of the {\it
paper}. It returns an error code that can be the same as for
subroutines {\it GKLS\_parameters\_check}() and {\it
GKLS\_domain\_alloc}(), or additionally:
\begin{itemize}
 \item[\bf GKLS\_FUNC\_NUMBER\_ERROR] -- the number of a test function to
 generate exceeds 100 or it is less than 1.
\end{itemize}

{\it GKLS\_arg\_generate}() generates the list of all local minima
and the list of the global minima as parts of the structures {\it
GKLS\_minima} and {\it GKLS\_glob}, respectively. The first
structure gathers the following information about all local minima
(including the paraboloid minimum and the global one): coordinates
of local minimizers, local minima values, and attraction regions
radii. The second structure contains information about the number
of global minimizers and their indices in the set of local
minimizers. It has the following fields:
 \begin{itemize}
  \item[\it num\_global\_minima] -- ({\bf unsigned int}) total number of
  global minima;
  \item[\it gm\_index] -- ({\bf unsigned int *}) list of indices of generated
  minimizers, which are the global ones (elements 0 to ($\mbox{\it
  num\_global\_minima} - 1$) of the list) and the local ones
  (the remaining elements of the list).
 \end{itemize}
The elements of the list {\it GKLS\_glob}.{\it gm\_index} are
indices to a specific minimizer in the first structure {\it
GKLS\_minima} characterized by the following fields:
 \begin{itemize}
  \item[\it local\_min] -- ({\bf double **}) list of local minimizers
  coordinates;
  \item[\it f] -- ({\bf double *}) list of local minima values;
  \item[\it rho] -- ({\bf double *}) list of attraction regions radii;
  \item[\it peak] -- ({\bf double *}) list of parameters $\gamma_i$ values
  from~(10);
  \item[\it w\_rho] -- ({\bf double *}) list of parameters $w_i$ values
  from~(23).
 \end{itemize}
The fields of these structures can be useful if one needs to study
properties of a specific generated test function more deeply.

\subsection{Evaluation of a generated test function or its
partial derivatives} \label{sectionEvaluation}

While there exists a structure {\it GKLS\_minima} of local minima,
the user can evaluate a test function (or partial derivatives of
D- and D2-type functions) that is determined by its number (a
parameter to the subroutine {\it GKLS\_arg\_generate}()) within
the chosen test class. If the user wishes to evaluate another
function within the same class he should deallocate dynamic arrays
(see the next subsection) and recall the generator {\it
GKLS\_arg\_generate}() (passing it the corresponding function
number) without resetting the input class parameters (see
subsection~\ref{sectionInput}). If the user wishes to change the
test class properties he should reset also the input class
parameters.

Evaluation of an ND-type function is done by calling subroutine

{\bf double} {\it GKLS\_ND\_func} ({\it x}).\\
Evaluation of a D-type function is done by calling subroutine

{\bf double} {\it GKLS\_D\_func} ({\it x}).\\
Evaluation of a D2-type function is done by calling subroutine

{\bf double} {\it GKLS\_D2\_func} ({\it x}).\\
All these subroutines have only one input parameter
\begin{itemize}
 \item[\it x] -- ({\bf double *}) a point $x \in \mathbb{R} ^N$
 where the function must be evaluated.
\end{itemize}
All the subroutines return a test function value corresponding to
the point $x$. They return the value GKLS\_MAX\_VALUE (defined in
{\bf gkls.h}) in two cases: (a) vector~$x$ does not belong to the
admissible region $\Omega$ and (b) the user tries to call the
subroutines without generating a test function.

The following subroutines are provided for calculating the partial
derivatives of the test functions (see Appendix in the {\it
paper}).

Evaluation of the first order partial derivative of the D-type
test functions with respect to the variable $x_j$
(see~(A.1)--(A.2) in Appendix) is done by calling subroutine

{\bf double} {\it GKLS\_D\_deriv} ({\it j}, {\it x}). \\
Evaluation of the first order partial derivative of the D2-type
test functions with respect to the variable $x_j$
(see~(A.3)--(A.4) in Appendix) is done by calling subroutine

{\bf double} {\it GKLS\_D2\_deriv1} ({\it j}, {\it x}). \\
Evaluation of the second order partial derivative of the D2-type
test functions with respect to the variables $x_j$ and $x_k$ (see
in Appendix the formulae~(A.5)--(A.6) for the case $j \neq k$
and~(A.7)--(A.8) for the case $j = k$) is done by calling
subroutine

{\bf double} {\it GKLS\_D2\_deriv2} ({\it j}, {\it k}, {\it x}). \\
Input parameters for these three subroutines are:
\begin{itemize}
 \item[\it j, k] -- ({\bf unsigned int}) indices of the variables
 (that must be in the range from 1 to {\it GKLS\_dim}) with respect to
 which the partial derivative is evaluated;
 \item[\it x] -- ({\bf double *}) a point $x \in \mathbb{R} ^N$ where
 the derivative must be evaluated.
\end{itemize}
All subroutines return the value of a specific partial derivative
corresponding to the point $x$ and to the given direction. They
return the value GKLS\_MAX\_VALUE (defined in {\bf gkls.h}) in
three cases: (a) index ($j$ or $k$) of a variable is out of the
range [1,{\it GKLS\_dim}]; (b) vector $x$ does not belong to the
admissible region~$\Omega$; (c) the user tries to call the
subroutines without generating a test function.

Subroutines for calculating the gradients of the D- and D2-type
test functions and for calculating the Hessian matrix of the
D2-type test functions at a given feasible point are also
provided. These are

{\bf int} {\it GKLS\_D\_gradient} ({\it x}, {\it g}), \\

{\bf int} {\it GKLS\_D2\_gradient} ({\it x}, {\it g}), \\

{\bf int} {\it GKLS\_D2\_hessian} ({\it x}, {\it h}). \\
Here
\begin{itemize}
 \item[\it x] -- ({\bf double *}) a point $x \in \mathbb{R} ^N$
 where the gradient or Hessian matrix must be evaluated;
 \item[\it g] -- ({\bf double *}) a pointer to the gradient vector
 calculated at {\it x};
 \item[\it h] -- ({\bf double **}) a pointer to the Hessian matrix
 calculated at {\it x}.
\end{itemize}
Note that before calling these subroutines the user must allocate
dynamic memory for the gradient vector {\it g} or the Hessian
matrix {\it h} and pass the pointers {\it g} or {\it h} as
parameters of the subroutines.

These subroutines call the subroutines described above for
calculating the partial derivatives and return an error code ({\bf
GKLS\_DERIV\_EVAL\_ERROR} in the case of an error during
evaluation of a particular component of the gradient or the
Hessian matrix, or {\bf GKLS\_OK} if there are no errors).

\subsection{Memory deallocating} \label{sectionMemory}

When the user concludes his work with a test function he should
deallocate dynamic arrays allocated by the generator. This is done
by calling subroutine

{\bf void} {\it GKLS\_free} ({\bf void});\\
with no parameters.

When the user abandons the test class he should deallocate dynamic
boundaries vectors {\it GKLS\_domain\_left} and {\it
GKLS\_domain\_right} by calling subroutine

{\bf void} {\it GKLS\_domain\_free} ({\bf void});\\
again with no parameters.

It should be finally highlighted that if the user, after
deallocating memory, wishes to return to the same class,
generation of the class with the same parameters produces the same
100 test functions.

An example of the generation and use of some of the test classes
can be found in the file {\bf example.c}.

\bibliographystyle{acmtrans}
\bibliography{UserManual}

\label{@lastpg}

\end{document}
SHAR_EOF
fi # end of overwriting check
cd ..
#       End of shell archive
exit 0